diff --git a/about.html b/about.html index 11581f6bd..117720828 100644 --- a/about.html +++ b/about.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 - About Plotnine +plotnine 0.0.post1+gbc90a20 - About Plotnine - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
- - Back to Article -
for animation in the notebook
- - Download Notebook -
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Spiral Animation ###

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In [1]:
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import pandas as pd
-import numpy as np
-from plotnine import (
-    ggplot,
-    aes,
-    geom_path,
-    theme,
-    theme_void,
-    lims
-)
-from plotnine.animation import PlotnineAnimation
-
-# for animation in the notebook
-from matplotlib import rc
-rc('animation', html='html5')
-
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-

Spiral Animation

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How to create Animations

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The PlotnineAnimation methods takes a sequence of plots and animates them. The best way to create the sequence is to use a function that generates plots.

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NOTE: When creating the plots make sure all the plots have scales with the same limits for each aesthetic, including the x and y aesthetics.

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In [2]:
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# Parameters used to control the spiral
-n = 100
-tightness = 1.3
-kmin = 1
-kmax = 25
-num_frames = 25
-theta = np.linspace(-np.pi, np.pi, n)
-
-def plot(k):
-    # For every plot we change the theta
-    _theta = theta*k
-    
-    # Polar Equation of each spiral
-    r = tightness*_theta
-    
-    df = pd.DataFrame({
-        'theta': _theta,
-        'r': r,
-        'x': r*np.sin(_theta),
-        'y': r*np.cos(_theta)
-    })
-
-    p = (ggplot(df)
-         + geom_path(aes('x', 'y', color='theta'), size=1)
-         + lims(
-             # All the plots have scales with the same limits
-             x=(-130, 130),
-             y=(-130, 130),
-             color=(-kmax*np.pi, kmax*np.pi)
-         )
-         + theme_void()
-         + theme(
-             aspect_ratio=1,
-             # Make room on the right for the legend
-             subplots_adjust={'right': 0.85}
-         )
-    )
-    return p
-
-# It is better to use a generator instead of a list
-plots = (plot(k) for k in np.linspace(kmin, kmax, num_frames))
-ani = PlotnineAnimation(plots, interval=100, repeat_delay=500)
-# ani.save('/tmp/animation.mp4')
-ani
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- -
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-

The final image of the spiral

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In [3]:
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# Gallery Plot
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-plot(kmax)
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- - \ No newline at end of file diff --git a/examples/PlotnineAnimation.ipynb b/examples/PlotnineAnimation.ipynb deleted file mode 100644 index bce0e7725..000000000 --- a/examples/PlotnineAnimation.ipynb +++ /dev/null @@ -1,3134 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:08:53.539562Z", - "iopub.status.busy": "2024-01-09T15:08:53.539189Z", - "iopub.status.idle": "2024-01-09T15:08:54.327010Z", - "shell.execute_reply": "2024-01-09T15:08:54.326331Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_path,\n", - " theme,\n", - " theme_void,\n", - " lims\n", - ")\n", - "from plotnine.animation import PlotnineAnimation\n", - "\n", - "# for animation in the notebook\n", - "from matplotlib import rc\n", - "rc('animation', html='html5')" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Spiral Animation ###\n", - "*How to create Animations*" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The `PlotnineAnimation` methods takes a sequence of plots and animates them. The best way to create the sequence is\n", - "to use a function that generates plots.\n", - "\n", - "**NOTE**: When creating the plots make sure *all the plots* have scales with the same limits for each aesthetic,\n", - "including the `x` and `y` aesthetics." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:08:54.332109Z", - "iopub.status.busy": "2024-01-09T15:08:54.331723Z", - "iopub.status.idle": "2024-01-09T15:09:18.003919Z", - "shell.execute_reply": "2024-01-09T15:09:18.003097Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Parameters used to control the spiral\n", - "n = 100\n", - "tightness = 1.3\n", - "kmin = 1\n", - "kmax = 25\n", - "num_frames = 25\n", - "theta = np.linspace(-np.pi, np.pi, n)\n", - "\n", - "def plot(k):\n", - " # For every plot we change the theta\n", - " _theta = theta*k\n", - " \n", - " # Polar Equation of each spiral\n", - " r = tightness*_theta\n", - " \n", - " df = pd.DataFrame({\n", - " 'theta': _theta,\n", - " 'r': r,\n", - " 'x': r*np.sin(_theta),\n", - " 'y': r*np.cos(_theta)\n", - " })\n", - "\n", - " p = (ggplot(df)\n", - " + geom_path(aes('x', 'y', color='theta'), size=1)\n", - " + lims(\n", - " # All the plots have scales with the same limits\n", - " x=(-130, 130),\n", - " y=(-130, 130),\n", - " color=(-kmax*np.pi, kmax*np.pi)\n", - " )\n", - " + theme_void()\n", - " + theme(\n", - " aspect_ratio=1,\n", - " # Make room on the right for the legend\n", - " subplots_adjust={'right': 0.85}\n", - " )\n", - " )\n", - " return p\n", - "\n", - "# It is better to use a generator instead of a list\n", - "plots = (plot(k) for k in np.linspace(kmin, kmax, num_frames))\n", - "ani = PlotnineAnimation(plots, interval=100, repeat_delay=500)\n", - "# ani.save('/tmp/animation.mp4')\n", - "ani" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The final image of the spiral" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:18.050241Z", - "iopub.status.busy": "2024-01-09T15:09:18.049961Z", - "iopub.status.idle": "2024-01-09T15:09:18.349682Z", - "shell.execute_reply": "2024-01-09T15:09:18.349043Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# Gallery Plot\n", - "\n", - "plot(kmax)" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "30px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": true, - "sideBar": true, - "threshold": 4, - "toc_cell": false, - "toc_section_display": "block", - "toc_window_display": false, - "widenNotebook": false - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples/PlotnineAnimation.out.ipynb b/examples/PlotnineAnimation.out.ipynb deleted file mode 100644 index a7b4ffede..000000000 --- a/examples/PlotnineAnimation.out.ipynb +++ /dev/null @@ -1,3133 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Spiral Animation \\###" - ], - "id": "b647c350-de84-4a01-9234-74b15a779a56" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:08:53.539562Z", - "iopub.status.busy": "2024-01-09T15:08:53.539189Z", - "iopub.status.idle": "2024-01-09T15:08:54.327010Z", - "shell.execute_reply": "2024-01-09T15:08:54.326331Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_path,\n", - " theme,\n", - " theme_void,\n", - " lims\n", - ")\n", - "from plotnine.animation import PlotnineAnimation\n", - "\n", - "# for animation in the notebook\n", - "from matplotlib import rc\n", - "rc('animation', html='html5')" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Spiral Animation\n", - "\n", - "*How to create Animations*\n", - "\n", - "The `PlotnineAnimation` methods takes a sequence of plots and animates\n", - "them. The best way to create the sequence is to use a function that\n", - "generates plots.\n", - "\n", - "**NOTE**: When creating the plots make sure *all the plots* have scales\n", - "with the same limits for each aesthetic, including the `x` and `y`\n", - "aesthetics." - ], - "id": "68159208-f9fa-42eb-8fa0-c4aadcef4147" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:08:54.332109Z", - "iopub.status.busy": "2024-01-09T15:08:54.331723Z", - "iopub.status.idle": "2024-01-09T15:09:18.003919Z", - "shell.execute_reply": "2024-01-09T15:09:18.003097Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "" - ] - } - } - ], - "source": [ - "# Parameters used to control the spiral\n", - "n = 100\n", - "tightness = 1.3\n", - "kmin = 1\n", - "kmax = 25\n", - "num_frames = 25\n", - "theta = np.linspace(-np.pi, np.pi, n)\n", - "\n", - "def plot(k):\n", - " # For every plot we change the theta\n", - " _theta = theta*k\n", - " \n", - " # Polar Equation of each spiral\n", - " r = tightness*_theta\n", - " \n", - " df = pd.DataFrame({\n", - " 'theta': _theta,\n", - " 'r': r,\n", - " 'x': r*np.sin(_theta),\n", - " 'y': r*np.cos(_theta)\n", - " })\n", - "\n", - " p = (ggplot(df)\n", - " + geom_path(aes('x', 'y', color='theta'), size=1)\n", - " + lims(\n", - " # All the plots have scales with the same limits\n", - " x=(-130, 130),\n", - " y=(-130, 130),\n", - " color=(-kmax*np.pi, kmax*np.pi)\n", - " )\n", - " + theme_void()\n", - " + theme(\n", - " aspect_ratio=1,\n", - " # Make room on the right for the legend\n", - " subplots_adjust={'right': 0.85}\n", - " )\n", - " )\n", - " return p\n", - "\n", - "# It is better to use a generator instead of a list\n", - "plots = (plot(k) for k in np.linspace(kmin, kmax, num_frames))\n", - "ani = PlotnineAnimation(plots, interval=100, repeat_delay=500)\n", - "# ani.save('/tmp/animation.mp4')\n", - "ani" - ], - "id": "cell-3" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The final image of the spiral" - ], - "id": "e17ba2fb-5a31-4a81-a2e2-4e21f530b9ea" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:18.050241Z", - "iopub.status.busy": "2024-01-09T15:09:18.049961Z", - "iopub.status.idle": "2024-01-09T15:09:18.349682Z", - "shell.execute_reply": "2024-01-09T15:09:18.349043Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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AUERERDaK2qA3B3jU0rQKODbBUzN1Uzy36dy/iVGai4FTmrYOkxGbHY85m3DI6h4dOuBy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R5EZOUnC/osc0gYtUVY/+muiPc0Du1IqlpOIUxL5qdtmtZgE4Ua99/bEQJfgJ3uRcA04NPYgGSH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\nGOL7+NzIAerGgUNn9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42mnjYDznYBT0b5Za0bEjTjDcQx1ecs0H1t9lSbNr8A4T2neADb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\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8l+9fSdAvfyR5A2aBpAuwTFiHJOjlGv7rSBuqT0sGQeQrbVRGWQM7uo2EsDeTBqOEoDKH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DqzMnWbyfhBkeMIOw517p9x63E1MHhG30FlQCYw8Djrbh7MWEmn7rW6R91s7VX+uvFidXmI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\ntG+8xV6RUgdcD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- } - } - ], - "source": [ - "# Gallery Plot\n", - "\n", - "plot(kmax)" - ], - "id": "cell-5" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "30px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": true, - "sideBar": true, - "threshold": "4", - "toc_cell": false, - "toc_section_display": "block", - "toc_window_display": false, - "widenNotebook": false - } - } -} \ No newline at end of file diff --git a/examples/PlotnineAnimation_files/figure-html/cell-4-output-1.png b/examples/PlotnineAnimation_files/figure-html/cell-4-output-1.png deleted file mode 100644 index 764a7bd77..000000000 Binary files a/examples/PlotnineAnimation_files/figure-html/cell-4-output-1.png and /dev/null differ diff --git a/examples/aes-preview.html b/examples/aes-preview.html deleted file mode 100644 index 4c224bfe5..000000000 --- a/examples/aes-preview.html +++ /dev/null @@ -1,762 +0,0 @@ - - - - - - - - - plotnine 0.0.post1+g7159748 - aes - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
-
- -
- -
- - -
- - - -
-
-

aes

-
- - - -
- - - - -
- - - -
In [1]:
-
import pandas as pd
-import numpy as np
-
-from plotnine import (
-    ggplot,
-    aes,
-    geom_point
-)
-
-
-
-

aes

-

Mapping variables to the visual properties of a plot.

-
-
-
In [2]:
-
df = pd.DataFrame({
-    'col1': np.arange(11),
-    'col2': np.arange(11)
-})
-
-(ggplot(df, aes(x='col1', y='col2'))
- + geom_point()
-)
-
-
-
-

-
-
-
-
-
In [3]:
-
(ggplot(df, aes(x='col1', y='col2 ** 2'))
- + geom_point()
-)
-
-
-
-

-
-
-
-
-
In [4]:
-
(ggplot(df, aes(x='col1', y='np.square(col2)'))
- + geom_point()
-)
-
-
-
-

-
-
-
-
-
-

The first two positional arguments are x and y aesthetics. Any other aesthetic must be mapped with a keyword argument.

-
-
In [5]:
-
(ggplot(df, aes('col1', 'np.square(col2)', color='col2'))
- + geom_point(size=3)
-)
-
-
-
-

-
-
-
-
- - -
- - \ No newline at end of file diff --git a/examples/aes.ipynb b/examples/aes.ipynb deleted file mode 100644 index 329d0eaaf..000000000 --- a/examples/aes.ipynb +++ /dev/null @@ -1,206 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:22.129043Z", - "iopub.status.busy": "2024-01-09T15:09:22.128691Z", - "iopub.status.idle": "2024-01-09T15:09:22.689142Z", - "shell.execute_reply": "2024-01-09T15:09:22.688460Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### aes\n", - "\n", - "Mapping variables to the visual properties of a plot." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:22.692424Z", - "iopub.status.busy": "2024-01-09T15:09:22.692115Z", - "iopub.status.idle": "2024-01-09T15:09:23.793079Z", - "shell.execute_reply": "2024-01-09T15:09:23.792400Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "df = pd.DataFrame({\n", - " 'col1': np.arange(11),\n", - " 'col2': np.arange(11)\n", - "})\n", - "\n", - "(ggplot(df, aes(x='col1', y='col2'))\n", - " + geom_point()\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:23.831740Z", - "iopub.status.busy": "2024-01-09T15:09:23.831326Z", - "iopub.status.idle": "2024-01-09T15:09:24.124361Z", - "shell.execute_reply": "2024-01-09T15:09:24.123724Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(df, aes(x='col1', y='col2 ** 2'))\n", - " + geom_point()\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:24.127296Z", - "iopub.status.busy": "2024-01-09T15:09:24.127048Z", - "iopub.status.idle": "2024-01-09T15:09:24.372071Z", - "shell.execute_reply": "2024-01-09T15:09:24.371380Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(df, aes(x='col1', y='np.square(col2)'))\n", - " + geom_point()\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The first two positional arguments are `x` and `y` aesthetics. Any other aesthetic must be mapped with\n", - "a keyword argument." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:24.374822Z", - "iopub.status.busy": "2024-01-09T15:09:24.374589Z", - "iopub.status.idle": "2024-01-09T15:09:24.649308Z", - "shell.execute_reply": "2024-01-09T15:09:24.648666Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(df, aes('col1', 'np.square(col2)', color='col2'))\n", - " + geom_point(size=3)\n", - ")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/examples/aes.out.ipynb b/examples/aes.out.ipynb deleted file mode 100644 index 8e99f735c..000000000 --- a/examples/aes.out.ipynb +++ /dev/null @@ -1,189 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# aes" - ], - "id": "00d30bc9-acc1-43a2-832a-cee7fc674b98" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:22.129043Z", - "iopub.status.busy": "2024-01-09T15:09:22.128691Z", - "iopub.status.idle": "2024-01-09T15:09:22.689142Z", - "shell.execute_reply": "2024-01-09T15:09:22.688460Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point\n", - ")" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### aes\n", - "\n", - "Mapping variables to the visual properties of a plot." - ], - "id": "39d9dee9-151a-4093-8acf-b680ad156e4f" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:22.692424Z", - "iopub.status.busy": "2024-01-09T15:09:22.692115Z", - "iopub.status.idle": "2024-01-09T15:09:23.793079Z", - "shell.execute_reply": "2024-01-09T15:09:23.792400Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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AAAAFJgAEAAAAgAITAAIAAABAgQkAAQAAAKDABIAAAAAAUGA1lS4AAAAornK5\nnCeffDKzZs1Kr169svfee6dPnz6VLgsAuhQBIAAA0OHK5XKuvfba/Pu//3ueeeaZlu/X1tbmox/9\naL74xS9m++23r2CFANB1uAQYAADoUOVyOV/4whdy7rnnrhb+JcmSJUvy61//Oh/84Afz3HPPVahC\nAOhaBIAAAECH+vnPf55f//rX653z2muv5ZRTTkljY+MmqgoAui4BIAAA0GFWrFiRn/70p62a+8IL\nL+S2227r5IoAAAEgAADQYe67777MmjWr1fOvu+66TqwGAEgEgAAAQAeaOXNmm+a/8MILnVMIANBC\nAAgAAHSYmpqaNs3v1q1bJ1UCADQTAAIAAB1m33337dT5AEDbCQABAIAOs8cee2TEiBGtnn/66ad3\nXjEAQBIBIAAA0MG+8Y1vtOpS4GOOOSbvf//7N0FFANC1CQABAIAOdeCBB+aqq65Kz5491znnqKOO\nyk9/+tOUSqVNWBkAdE0CQAAAoMMdc8wxmTx5cs4999wMGjQo1dXVqauryxFHHJFrrrkm48aNS21t\nbaXLBIAuoW2P6AIAAGilQYMG5etf/3q+/vWvV7oUAOjSnAEIAAAAAAUmAAQAAACAAhMAAgAAAECB\nCQABAAAAoMAEgAAAAABQYAJAAAAAACgwASAAAAAAFJgAEAAAAAAKTAAIAAAAAAUmAAQAAACAAhMA\nAgAAAECBCQABAAAAoMAEgAAAAABQYAJAAAAAACgwASAAAAAAFJgAEAAAAAAKTAAIAAAAAAUmAAQA\nAACAAhMAAgAAAECBCQABAAAAoMAEgAAAAABQYAJAAAAAACgwASAAAAAAFJgAEAAAAAAKTAAIAAAA\nAAUmAAQAAACAAhMAAgAAAECBCQABAAAAoMAEgAAAAABQYAJAAAAAACgwASAAAAAAFJgAEAAAAAAK\nTAAIAAAAAAUmAAQAAACAAhMAAgAAAECBCQABAAAAoMAEgAAAAABQYAJAAAAAACgwASAAAAAAFJgA\nEAAAAAAKTAAIAAAAAAUmAAQAAACAAhMAAgAAAECBCQABAAAAoMBqKl1AkixdujRz5sxJkgwZMqTC\n1QAAAABAcXTIGYDjx4/PYYcdlv79+6euri677757vvzlL2f27Nmt2v6OO+7IDjvskB133LEjygEA\nAAAA/p+NCgCXLVuW448/PmPHjs3EiRPzxhtvpKGhIc8++2wuvfTSvOc978mVV17Z6vXK5fLGlAMA\nAAAAvMNGBYBnn312fv/73ydZPbwrl8spl8tZsmRJzjnnnJx88slZvnz5xlUKAAAAALRZuwPAxx9/\nPD//+c9TKpXSq1evXH755Zk9e3YWL16cBx98MJ/4xCdSKpVSLpdz44035rjjjktjY2NH1g4AAAAA\nbEC7A8D/+q//WrVAVVV+//vf5+yzz852222XXr16Zb/99suvfvWr3H333dl2221TLpdz55135sMf\n/nCWLl3aYcUDAAAAAOvX7gDw/vvvT6lUyvHHH59DDz10rXNGjx6dhx56KLvvvnvK5XLuvvtuISAA\nAAAAbELtDgCff/75JMmRRx653nlDhw7Nn/70p7z3ve9NuVzOPffck2OOOSYNDQ3tfWkAAAAAoJXa\nHQC++eabSZL+/ftvcG59fX3uueeejBgxIuVyOffee2+OPvroLFmypL0vDwAAAAC0QrsDwLq6uiTJ\n3/72t1bN79OnT+66667st99+KZfLue+++3LMMccIAQEAAACgE7U7ABw6dGiS5Iknnmj1Nn369Mmd\nd965Rgi4ePHi9pYBAAAAAKxHuwPAvffeu+Vy3rZYWwh49tlnt7cMAAAAAGA92h0Ajho1KkkyZcqU\nPPnkk23a9p0h4Pz589tbBgAAAACwHu0OAI866qiUSqUkyU9+8pM2b998T8D9998/5XK5vWUAAAAA\nAOvR7gDw3e9+dz7ykY9kl112yeTJk1v9MJC322qrrXLnnXfmwAMPbG8ZAAAAAMB61GzMxjfccMNG\nF9C7d+/cf//9G70OAAAAALCmjQoAu4q77747V1xxxQbnjR8/Pn369Gnz+itWrMitt96aiRMnZtas\nWUlWnWE5atSoHHPMMamp8dcEAAAAQPtIltqgqqpqvQFf8z0R26KhoSHf/OY3M3Xq1CRJ9+7dkyTT\npk3LtGnTMmnSpFxwwQXp2bNn+4oGAAAAoEsTALZB//79c9VVV3Xomj/96U8zderU1NXV5eyzz87+\n+++fJHnwwQfzox/9KM8880x+9rOf5bzzzuvQ1wUAAACga2j3Q0DYeDNmzMh9992XJPnc5z6XAw44\nIKVSKaVSKQcccEA++9nPJknuvffevPjii5UsFQAAAIAtVLvOANxxxx07uo4kqy6hnT59eqesvTma\nOHFiyuVyBg4cmAMOOGCN8QMPPDADBw7M7NmzM3HixHziE5+oQJUAAJu3crmc6dOnZ+nSpdl6662z\n2267VbokAIDNSrsCwBdeeCGlUinlcrlDi2nPPfS2ZFOmTEmS7Lvvvmt976VSKfvuu29mz57dMhcA\ngFVWrlyZa6+9NldddVWefPLJlu8PHDgwY8aMyVlnnZXevXtXsEIAgM1DuwLAIUOGdLmwLkkWLFiQ\nc889N6+88kqS5F3velf23HPPHHvssdlhhx3atFa5XM7LL7+cJBk6dOg65w0ZMiRJ8tJLL7WvaACA\nAmpqaspnP/vZ3HDDDWuMzZ49Oz/4wQ9y++2354Ybbkj//v0rUCEAwOaj3WcAdkWNjY2ZMWNG6urq\nsnTp0syaNSuzZs3KH//4x4wdOzYf+chHWr1WQ0NDli5dmiTp16/fOuc1jzU0NKShoSG9evXauDcB\nAFAAl1566VrDv7d78sknc+aZZ+bmm2/ukh9eAwA08xTgVujXr18+/vGP58ADD8z222+fbt26ZcWK\nFXnqqacybty4TJ06Nb/85S/Tr1+/jBo1qlVrNjQ0tHzdo0ePdc57+5gAEAAgWbx4cf7jP/6jVXMn\nTZqU/+//+//y/ve/v5OrAgDYfHkKcCvsu++++fjHP56hQ4emW7duSZKampoMHz48//qv/5pdd901\nSXL11Vdn5cqVlSwVAKDwbrvttixcuLDV88ePH9+J1QAAbP6cAbiRunXrljFjxuSb3/xm5s2bl+ef\nfz4777zzBrd7+5l8jY2N65z39rH1nf03fvz4XHvttesc/9jHPpaxY8dusK4tQVVVVcu/6+vrK1wN\nldJ8KVffvn07/IFEbDn0AxL9oCtqvh9za82cOVOP6EL0BBLHCKyiH5DoB806NQBcsWJFJk2alAcf\nfDCzZ8/Om2++ma222irbb799PvCBD+Sggw5KTc2Wn0E2nwGYJK+++mqrA8BevXqloaEhb7zxxjrn\nNY81z1+XxYsXZ86cOescX7JkSaqrqzdY15akVCoV7j3Rds3NnK5NPyDRD7qS5isyWqumpkaP6IL0\nBBLHCKyiH5DoB52SvpXL5Vx66aW57LLL8tprr61z3oABA/KFL3wh5513Xpe7MXOpVMqgQYPy3HPP\nZebMmeuc1zw2ePDg9a5XV1eXbbfddp3jtbW1aWpqal+xm5mqqqqUSqWUy2WXXHdhpVIpVVVVWbly\npU/zujD9gEQ/6Ir22WefNs3fd999C3McxIbpCSSOEVhFPyApZj9oT5DZ4QFgQ0NDjj322Nx7771J\nst4fstmzZ+dLX/pSbr/99tx6663p2bNnR5ezSTz77LMtX2+33Xat3m748OF57rnn8uijj65zzmOP\nPdYyd33GjBmTMWPGrHN83rx5mT9/fqtr25zV19enuro6K1euLMx7ou2qq6tTX1+fBQsW+J+6Lkw/\nINEPuqL9998/7373u1t9KfDJJ5+sR3QhegKJYwRW0Q9IitkP+vfv3+ZtOvw82NNOOy0TJkxoCf4O\nO+ywfO9738vNN9+cu+66KzfffHO+973v5bDDDmtJYCdMmJDTTjuto0vpEBv6lGDFihW55pprkiTv\nete7stNOO7V67ZEjR6ZUKmXWrFmZPHnyGuMPPPBAZs2alVKplNGjR7epbgCAoqqpqcnXvva1Vs09\n9dRT23R8BgBQRB16BuA999yTm266KaVSKUOGDMlvfvObfOADH1jr3C996Ut5+OGH8/GPfzwzZszI\nTTfdlAkTJuTQQw/tyJI22pw5c/KDH/wgRx55ZPbZZ5+WM/yampry9NNPZ9y4cXnmmWeSJGPHjl3j\n3gJnnnlm5syZk8MOOyznnnvuamPDhg3LyJEjM3HixPz4xz9OqVRq+e/10EMP5corr0ySjB49OkOG\nDOnkdwoAsOX4+7//+7z++uv51re+tc45xx13XL7//e9vwqoAADZPHRoAjhs3LknSu3fv3HvvvRk6\ndOh65++33365++67s/fee2fRokW5+uqrN7sAMEmmTp2aqVOnJkm6d++enj17ZsmSJVmxYkWSVZ9C\njx07tl1n6Z111lmZPXt2pk6dmosvvjjdu3dPkixbtixJsttuu+Uzn/lMx7wRAIACOeuss3LQQQfl\nP//zP3PLLbe0PPTs8MMPz2mnnZajjjqqy91nGgBgbTo0AJw0aVJKpVLOOOOMDYZ/zXbYYYecccYZ\n+dGPfpT777+/I8vpEFtvvXX++Z//OU8//XRmzJiRBQsWZPHixenRo0cGDx6cvfbaKx/60Ify7ne/\nu13r9+rVK5dcckluvfXWTJw4MbNmzUqS7LTTThk9enSOOeaYQjwpGQCgM+y999750Y9+lCuuuCI9\nevRIXV1dkhTmHj8AAB2hQ5Ol2bNnJ1l1Zl9bNM9f3xODK6VHjx459thjc+yxx7Zr+6uuumqDc2pq\nanLCCSfkhBNOaNdrAAB0daV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9Wn3fL8cIUByNjY25//77kySHHnpo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\nFJgAEAAAAAAK7C+dVFk8j0263AAAAABJRU5ErkJggg==\n" - } - } - ], - "source": [ - "df = pd.DataFrame({\n", - " 'col1': np.arange(11),\n", - " 'col2': np.arange(11)\n", - "})\n", - "\n", - "(ggplot(df, aes(x='col1', y='col2'))\n", - " + geom_point()\n", - ")" - ], - "id": "cell-2" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:23.831740Z", - "iopub.status.busy": "2024-01-09T15:09:23.831326Z", - "iopub.status.idle": "2024-01-09T15:09:24.124361Z", - "shell.execute_reply": "2024-01-09T15:09:24.123724Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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MAAgAAAAABdaj2gWsDaZNm5ZHHnkk48ePz6RJkzJjxoz0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\nAMCHRAAIAMCQ6OzszPr16yvh386dO7N9+/aXBnSPHz/u91fePXv2VMK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- } - } - ], - "source": [ - "(ggplot(df, aes(x='col1', y='col2 ** 2'))\n", - " + geom_point()\n", - ")" - ], - "id": "cell-3" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:24.127296Z", - "iopub.status.busy": "2024-01-09T15:09:24.127048Z", - "iopub.status.idle": "2024-01-09T15:09:24.372071Z", - "shell.execute_reply": "2024-01-09T15:09:24.371380Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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USl1dMa/orq+vb+8SaEeVv3/nAW/mfKht+gJr4nyobfoCa+J8qG36AmtSy+dD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\n7rorv/jFL6pRFgAAAADUnKoEgOPGjUu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AAAAUmAAQAAAAAAqsQ3sXsDWYNWtW7rvvvkyZ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\nKDABIAAAAAAUmAAQAAAAAApMAAgAAAAABSYABAAAAIACEwA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- } - } - ], - "source": [ - "(ggplot(df, aes(x='col1', y='np.square(col2)'))\n", - " + geom_point()\n", - ")" - ], - "id": "cell-4" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The first two positional arguments are `x` and `y` aesthetics. Any other\n", - "aesthetic must be mapped with a keyword argument." - ], - "id": "ff65f5d3-4470-4daa-9fc5-3db6694079de" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:24.374822Z", - "iopub.status.busy": "2024-01-09T15:09:24.374589Z", - "iopub.status.idle": "2024-01-09T15:09:24.649308Z", - "shell.execute_reply": "2024-01-09T15:09:24.648666Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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FmwtMv7tG5ozQ/+/J8z46eP9GJnxTCoYUDZatUPLl8tAAAAYNciAOxF69aty3PPPZckefe7373F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\ntJSrXahYz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- } - } - ], - "source": [ - "(ggplot(df, aes('col1', 'np.square(col2)', color='col2'))\n", - " + geom_point(size=3)\n", - ")" - ], - "id": "cell-6" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - } -} \ No newline at end of file diff --git a/examples/aes_files/figure-html/cell-3-output-1.png b/examples/aes_files/figure-html/cell-3-output-1.png deleted file mode 100644 index 5018de2ac..000000000 Binary files a/examples/aes_files/figure-html/cell-3-output-1.png and /dev/null differ diff --git a/examples/aes_files/figure-html/cell-4-output-1.png b/examples/aes_files/figure-html/cell-4-output-1.png deleted file mode 100644 index 03256195a..000000000 Binary files a/examples/aes_files/figure-html/cell-4-output-1.png and /dev/null differ diff --git a/examples/aes_files/figure-html/cell-5-output-1.png b/examples/aes_files/figure-html/cell-5-output-1.png deleted file mode 100644 index 527e92619..000000000 Binary files a/examples/aes_files/figure-html/cell-5-output-1.png and /dev/null differ diff --git a/examples/aes_files/figure-html/cell-6-output-1.png b/examples/aes_files/figure-html/cell-6-output-1.png deleted file mode 100644 index 36f18429d..000000000 Binary files a/examples/aes_files/figure-html/cell-6-output-1.png and /dev/null differ diff --git a/examples/after_scale-preview.html b/examples/after_scale-preview.html index 3f741e5b1..4bc1fa5ad 100644 --- a/examples/after_scale-preview.html +++ b/examples/after_scale-preview.html @@ -6,7 +6,7 @@ - plotnine 0.0.post1+g7159748 - after_scale + plotnine 0.0.post1+gbc90a20 - after_scale - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
- - Back to Article -
Facet grid
- - Download Notebook -
- -
-
- -
- -
- - -
- - - -
-
-

Facet grid

-
- - - -
- - - - -
- - - -
In [1]:
-
import pandas as pd
-
-from plotnine import (
-    ggplot,
-    aes,
-    geom_point,
-    labs,
-    facet_grid,
-    theme,
-    element_text
-)
-from plotnine.data import mpg
-
-
-
-

Facet grid

-

facet_grid() is used to form a grid of plots, where the rows and columns of the grid are set by the faceting variables. It is useful for visualising two discrete variables.

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In [2]:
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mpg.head()
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manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
3audia42.020084auto(av)f2130pcompact
4audia42.819996auto(l5)f1626pcompact
- -
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Basic scatter plot:

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In [3]:
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(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + labs(x='displacement', y='horsepower')
-)
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Facet a discrete variable into rows:

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In [4]:
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(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + facet_grid('drv ~ .')
-    + labs(x='displacement', y='horsepower')
-)
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Facet a discrete variable into columns:

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In [5]:
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(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + facet_grid('. ~ cyl')
-    + labs(x='displacement', y='horsepower')
-)
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Facet two discrete variables into rows and columns:

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In [6]:
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(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + facet_grid('drv ~ cyl')
-    + labs(x='displacement', y='horsepower')
-)
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To change the plot order of the rows or columns in the facet grid, reorder the levels of the faceting variable in the data.

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In [7]:
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# re-order categories
-mpg['drv'] = mpg['drv'].cat.reorder_categories(['f', 'r','4'])
-
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In [8]:
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# facet plot with reorded drv category
-(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + facet_grid('drv ~ cyl')
-    + labs(x='displacement', y='horsepower')
-)
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You can choose if the scale of x- and y-axes are fixed or variable by using the scales argument within the facet_grid() command:

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In [9]:
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(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + facet_grid('drv ~ .', scales = 'free')
-    + labs(x='displacement', y='horsepower')
-)
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You can add additional information to your facet labels, by using the labeller argument within the facet_grid() command. Below we use labeller = 'label_both' to include the column name in the facet label.

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In [10]:
-
(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + facet_grid('drv ~ .', labeller = 'label_both')
-    + labs(x='displacement', y='horsepower')
-)
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You can add two discrete variables to a facet:

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In [11]:
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# add additional column for plotting exercise
-mpg["transmission"] = mpg['trans'].map(lambda x: "auto" if "auto" in x else "man" if "man" in x else "")
-
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In [12]:
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# inspect new column transmission which identifies cars as having an automatic or manual transmission
-mpg.head()
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manufacturermodeldisplyearcyltransdrvctyhwyflclasstransmission
0audia41.819994auto(l5)f1829pcompactauto
1audia41.819994manual(m5)f2129pcompactman
2audia42.020084manual(m6)f2031pcompactman
3audia42.020084auto(av)f2130pcompactauto
4audia42.819996auto(l5)f1626pcompactauto
- -
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In [13]:
-
# facet plot with two variables on one facet
-(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + facet_grid('drv + transmission ~ .') # use + to add additional faceting variables
-    + labs(x='displacement', y='horsepower')
-)
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Facet labels can be rotated to make them easier to read using strip_text_y = element_text(angle = 0) for row labels within the theme() command (use strip_text_x = element_text(angle = 0) for column labels).

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If the labels do not fit in the strip, adjust the width of the strip using strip_background_y for rows (use strip_background_x for columns). You may also need to adjust the text position so it fits in the strip: adjust the horizontal text position in the strip by specifying ha in element_text()(specify va in element_text() to adjust the vertical text position).

-

You can also change the colour of the strip by specifying color in element_text() .

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-
In [14]:
-
(
-    ggplot(mpg, aes(x='drv', y='model'))
-    + geom_point()
-    + facet_grid('manufacturer ~ .', scales = 'free')
-    + theme(strip_text_y = element_text(angle = 0,              # change facet text angle
-                                        ha = 'left'             # change text alignment
-                                       ),
-            strip_background_y = element_text(color = '#969dff' # change background colour of facet background
-                                              , width = 0.2     # adjust width of facet background to fit facet text
-                                             ),
-            figure_size=(6, 15)                                 # adjust width & height of figure to fit y-axis
-           )
-    + labs(x='displacement', y='')
-)
-
-
-
-

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- - -
- - \ No newline at end of file diff --git a/examples/facet_grid.ipynb b/examples/facet_grid.ipynb deleted file mode 100644 index 837892904..000000000 --- a/examples/facet_grid.ipynb +++ /dev/null @@ -1,796 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:41.947858Z", - "iopub.status.busy": "2024-01-09T15:09:41.947182Z", - "iopub.status.idle": "2024-01-09T15:09:42.686332Z", - "shell.execute_reply": "2024-01-09T15:09:42.685374Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " labs,\n", - " facet_grid,\n", - " theme,\n", - " element_text\n", - ")\n", - "from plotnine.data import mpg\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Facet grid\n", - "\n", - "`facet_grid()` is used to form a grid of plots, where the rows and columns of the grid are set by the faceting variables. It is useful for visualising two discrete variables." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:42.690477Z", - "iopub.status.busy": "2024-01-09T15:09:42.690122Z", - "iopub.status.idle": "2024-01-09T15:09:42.723470Z", - "shell.execute_reply": "2024-01-09T15:09:42.721698Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
3audia42.020084auto(av)f2130pcompact
4audia42.819996auto(l5)f1626pcompact
\n", - "
" - ], - "text/plain": [ - " manufacturer model displ year cyl trans drv cty hwy fl class\n", - "0 audi a4 1.8 1999 4 auto(l5) f 18 29 p compact\n", - "1 audi a4 1.8 1999 4 manual(m5) f 21 29 p compact\n", - "2 audi a4 2.0 2008 4 manual(m6) f 20 31 p compact\n", - "3 audi a4 2.0 2008 4 auto(av) f 21 30 p compact\n", - "4 audi a4 2.8 1999 6 auto(l5) f 16 26 p compact" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "mpg.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Basic scatter plot:" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:42.903024Z", - "iopub.status.busy": "2024-01-09T15:09:42.902687Z", - "iopub.status.idle": "2024-01-09T15:09:44.248924Z", - "shell.execute_reply": "2024-01-09T15:09:44.248346Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Facet a discrete variable into rows:" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:44.252295Z", - "iopub.status.busy": "2024-01-09T15:09:44.251975Z", - "iopub.status.idle": "2024-01-09T15:09:44.660054Z", - "shell.execute_reply": "2024-01-09T15:09:44.659493Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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q1app9uzZRd5TMSAgQFOnTlXz5s29mAxWGThwoKFFdux2u26++WYvJPK8xo0bG1rVNyQkRPXq1fNCIs974IEH1KlTp2LrhgwZUupXrwYAAAAAT2EACL/VsWNHLV++XP3791dQUFDB4w6HQz179tSiRYvUp08fCxPCm9544w3l5eUVW5eXl6c333zTC4k8b/r06crNzS22LjMzU2+99ZYXEpljwYIFuv/++xUcHHzetvDwcE2ZMkUvv/yyBckAAAAAwDfZXC6Xy+oQOOPYsWOWPXf+Sj0pKSl+eb3+iRMntGPHDrlcLtWsWVPx8fFWRyoQHR1dcLNUFiswR3Z2tho1amT4ZrQRERH6888/zxkc+7r09HQ1atRI6enphupjYmK0devWEq2s6wme6vuff/5Zy5Ytk91u10033aSmTZt6MKV/8vfPe1/G57116Hvr0PfWoe+tQ99bh763jr/1fXJystURilS/fn2392EREJQJUVFRatOmjdUxYJFDhw65tRJVamqqDh8+rOrVq5uYyrMOHDhgePgnnfkfWlJSkipWrGhiKvO1bdtWbdu2tToGAAAAAPg0LgEGgAuw2WxWR3BLacsLAAAAAPAezgAE4PcqVaqkyMhInTx50lB9VFRUqTszrkqVKgoPD1daWpqh+tjYWMXFxZmcCoCv27Nnj/bu3SuHw6GEhARFRUVZHQkAAAAm4AxAAH4vKChIAwcONFw/aNAgBQYGmpjI80JDQ9W/f3/D9YMHD7bs/n8ArLdy5UrdeOONat26tXr37q0bbrhBTZo00dixY7Vz506r4wEAAMDDGAACKBNuv/12hYWFFVsXFhamUaNGeSGR591xxx0qV65csXUxMTEaOXKkFxIB8EWvv/66br75Zq1evfqcx7OysvThhx+qW7duWrdunUXpAAAAYAYGgADKhNOnTys7O7vYuuzsbJ0+fdoLiTyvVq1amjdvnsqXL19oTUxMjN5///1Sd4kzAM9YsWKFJk6cWGRNamqqhgwZouPHj3spFQAAAMzGABBAmTBjxgzl5uYWW5ebm6s33njDC4nM0a5dO3333XcaPXq0IiMjCx6PiYnRXXfdpe+++04tW7a0MCEAK7322muG6pKTk/Xee++ZnAYAAADewgAQgN/LyMjQwoULDdd/8sknysjIMDGRuapXr65Jkybpzz//1MaNG/X7779ry5YtmjBhgipVqmR1PAAWSUxM1M8//2y4ngEgAACA/2AACMDvHTlyxK2BXkZGho4ePWpiIu8IDAxUlSpVVLlyZQUEsOg7UNbt3r3brfo9e/bI5XKZEwYAAABexQAQgN8ryWq3DMwA+Bt3PwtZKRwAAMB/8BsuAL9XuXJlxcfHGz6rr0KFCpYskuFyubRp0yZt27ZNNptNDRs2VNOmTb2ew0wul0sbN27UwYMH5XA41KRJE1WtWtXqWECZkJCQoMDAQOXk5Biqb968uWw2m8mpAAAA4A0MAAH4PYfDoaFDh+rFF180VD9s2DCvn/myZMkSvfDCC/rjjz/OebxFixZ66KGH1LVrV6/mMcOXX36pF198UVu2bDnn8datW2vcuHHq3LmzRcmAsiE2NlbXX3+9Pv30U0P1t9xyi8mJAAAA4C1cAgygTBg5cqShBTAqV66sW2+91QuJ/vHGG29o+PDh5w3/JGnDhg0aPHiw5syZ49VMnjZ16lTdeuut5w3/JGn9+vUaMGCA5s+fb0EyoGy5//77FR4eXmxds2bN9K9//csLiQAAAOANDAABlAmxsbH6+OOPi7zctGrVqlqwYIFiY2O9luuXX37RY489VmSNy+XSQw89pI0bN3onlIf98MMPeuKJJ4qscblcuv/++7V582YvpQLKpgYNGui9995TZGRkoTVNmzbV/PnzFRwc7MVkAAAAMBMDQABlRv369fX999/rqaeeUoMGDWSz2QrutTd58mStWrVK9evX92qmGTNmGKrLy8vTm2++aXIac0yfPt1QndPp1MyZM01OA6Bdu3ZavXq1Hn74YVWrVk3SmVsltGrVSv/973+1dOlSVahQweKUAAAA8CSby+VyWR0CZxw7dsyy53Y4HIqOjlZKSoqcTqdlOcqi6OhoORwOOZ1OpaSkWB2nzImJidHJkyct6fvU1FTVr1/f8HMHBQXp77//VmhoqMnJPOf48eNq1KiRjP6vJjQ0VDt37lRgYKDJycouPu+t46uf906nU3a73a8X/KDvreOrfV8W0PfWoe+tQ99bx9/6Pjk52eoIRSrJiSucAQigzHI4HLLbrfsYPHz4sFs/mGRnZ+v48eMmJvK8Q4cOGR7+SVJGRobP/88W8DcOh8Ovh38AAABgAAgAlinJ/bVK2z25QkJCvLIPAAAAAKBwDAABwCJVq1ZVlSpVDNfXrl3bqwuUeELNmjUVHx9vuL5hw4ZFLk4AAAAAAHAfA0AAsIjD4dCwYcMM148YMaLUXaYXEBCgoUOHGq4fPny4iWkAAAAAoGxiAAgAFho5cqTq1q1bbF1CQoJbgzRf8u9//1s1a9Ystq5p06YaPHiw+YEAAAAAoIxhAAgAFoqIiNDHH3+sxo0bF1pz6aWX6sMPP1S5cuW8mMxzoqOj9cknn6hhw4aF1rRq1UoffvhhqVrhGAAAAABKiwCrA3hDUlKSfv75Z23atEm7d+9WcnKyAgICFBcXp0svvVTXX3+9KlasWOQxfv75Zy1dulQ7d+5UVlaWYmNj1aZNG/Xr108RERFeeiUA/FGVKlW0YsUKLV26VHPnztW2bdtks9nUsGFDDR8+XN26dVNAQOn+uK5evbpWrlypxYsXa968edq5c6dsNpuaNm2qQYMGqWvXrnI4HFbHBAAAAAC/ZHO5XC6rQ5gpKSlJI0eO1NkvMywsTNnZ2crNzZUkBQUF6d5771X79u0veIwZM2ZoyZIlkiS73a7g4GBlZGRIkqKiojR58mRVq1btorMeO3bsoo9RUg6HQ9HR0UpJSZHT6bQsR1kUHR0th8Mhp9OplJQUq+OUKfS9deh769D31qHvrUPfW4e+tw59bx363jr0vXX8re+Tk5OtjlCk+vXru71P6T6lxIC8vDxJUsuWLdWlSxddeumlioiIkNPp1J9//qk333xTu3fv1ksvvaSqVaued5+qZcuWacmSJbLZbBo8eLBuuOEGBQcHKzExUS+99JL27Nmjp556SlOnTlVgYKAFrxAAAAAAAAAonN/fA7BcuXJ6+eWX9fjjj6tDhw4Fl+s6HA41adJETzzxhCIjI5Wbm6vPP//8nH1zcnI0f/58SVKPHj3Uv39/BQcHS5Jq1aql8ePHKzg4WIcOHdKKFSu8+8IAAAAAAAAAA/x+ABgeHq7atWsXuj06OlqtWrWSJO3cufOcbZs2bVJKSopsNpt69+593r7x8fHq0KGDJOm7777zXGgAZdJPP/2kZs2aqUqVKqpSpYouvfRSrV+/3upYAC7S559/rkaNGiksLEwhISFKSEjQjh07rI4FAACAMsTvLwE2Iv+swP+9R8CmTZskSdWqVVNcXNwF923RooVWrFihbdu2KTMzUyEhIeaGBeB3Tpw4oebNmys9Pf2cxw8cOKDrrrtO5cuX19atW/l8AUqZxMREtWvXTjk5Oec8vn37dl155ZWqWLGiNmzYUOoX+QEAAIDv8/szAI3YvHmzJKlGjRrnPL5v374LPn62/G0ul0v79+83KSEAf5WZmamGDRueN/w726lTp1S7du2ChYsA+L7Dhw/r8ssvP2/49781DRo08GIqAAAAlFVlfgD4yy+/6O+//5YkXX311edsy1/1JSYmptD9z97mDyvdAPCu7t27G1qhLCcnRzfccIMXEgHwhM6dO8vlchVbl5qaqvvvv98LiQAAAFCWlekBYFJSkqZNmyZJuvzyywvuBZgvMzNTkgoW/riQs7cVdQYPAFzI1q1bDdeuW7fOxCQAPOX06dM6duyY4fr333/fxDQAAABAGR4Anj59WpMmTdLJkydVsWJF3X333VZHAlDGLFq0yK16l8ulDRs2mJQGgKc8+eSTbtVzeT8AAADMVibvOp2RkaEnnnhCu3fvVkxMjJ588kmVL1/+vLr8G+5nZWUVeqyzt4WFhRX5vPPmzdP8+fML3d63b18NHz68uPimsNlskqTIyEhDlyzBc+x2e8G/o6OjLU5Ttljd99u3b3d7nx07dqhLly4mpPEu+t46Vvd9WXDgwAG397HZbIqKivJ8GEii763E57116Hvr0PfWoe+t4299n39LOH9S5gaAWVlZevLJJ7Vt2zZFRkZq0qRJqlix4gVrY2JitGvXriK/8GdvK67J09LSdPTo0UK3p6eny+FwFPMKzJX/TQvvs9lsln/9yyqr+r5JkyZu79OsWTO/6hP63jp83punWrVqbu9zySWXmJAE/4u+tw6f99ah761D31uHvrcOfe+7ytQAMCsrS5MmTdKWLVtUrlw5Pfnkk0X+kF6tWjWtX79ee/fuLbQmf5vNZlPVqlWLfP7w8HDFx8cXuj0sLMzQYgBmsNlsstvtysvL4y8lXma322Wz2eRyuZSXl2d1nDLF6r7v06ePBg8e7NY+bdu2texzwpPoe2M+//xzTZ48Wfv27ZPdbleDBg309NNP6/LLLy/xMa3u+//16aefasqUKTpw4IDsdrsaNWqkp59+Wm3atLE6WolNnjxZb7/9tuF6h8PhF9/XvswTfT979my9/PLLOnLkiBwOh5o1a6YXXnhBCQkJbh/r8ccf17Rp05SWliabzabq1avrrbfeUrt27UqUzZf56+e9y+XSzz//rHnz5mnv3r0KCQlRu3btNHz48CIXEPQmX/u8L0v8te9LA/reOvS977O5ysh3RU5Ojp566ilt2LBBYWFhevLJJ1W/fv0i9/n111/1xBNPyGaz6e2331ZsbOx5NVOnTtXy5cvVsGFDPffccxeV0Z0bhnuaw+FQdHS0UlJS+CXEy6Kjowt++WMlae/yhb6/7LLLlJiYaKg2ISFB33//vcmJvIO+L9rBgwfVrVs3HTly5ILbExIStHTp0mJvPXEhvtD3krRv3z5169at0P/3NW3aVEuWLCm4HUdpU7duXZ08edJQ7Q033KC33nrL5ERl28X0/datW3X99dcrNTX1gtvbtm2rzz77zNDZJqtWrVL//v0LzVCtWjWtW7fOr86c8MfP+wMHDmjkyJFav379edtCQkL08MMP68477yy4FNEqvvJ5Xxb5Y9+XFvS9dfyt7339EuDi5lkXUibOi83NzdUzzzyjDRs2KCQkRBMmTDD0ZjVr1kzR0dFyuVxauHDheduTkpK0atUqSVKnTp08HRtAGbB8+XJDvyDY7XYtW7bMC4lgtRMnTqhdu3aFDv+kMwOJ9u3bl9q/rh4/flzt27cv8g9ff/zxhzp06FBqX+PMmTMN1zL881179uxR165dCx3+SdLPP/+sbt26FXusjRs3qk+fPkX+Qrpv3z41a9asRFnhHUePHtW//vWvCw7/JCkzM1NPPPGEXnzxRS8nAwCgaH4/AHQ6nXrhhRe0bt06BQUF6bHHHjN8qUZgYKAGDRok6cxqnR9//HHBoh+JiYmaNGmSMjMzValSJXXt2tW01wDAf0VFRWn9+vUKDAwstCYoKEi///57qT0TCu654447dPr06WLr9u3bp2effdYLiTzv9ttvV3p6erF1iYmJeuWVV8wPZIL777/fcO3DDz9sYhJcjFtvvVXZ2dnF1v3+++/68MMPi6y5+eabDT3n0aNH9dJLLxmqhfdNnjy5yNsD5Xvuuef0999/eyERAADG+P0lwJs3b9ajjz4q6cxALzw8vMj6OXPmnPfYjBkztGTJEklnTikODg4u+MUlKipKkydPLtENv/8XlwCXTf52qnRp4mt9/+6772rSpElKS0uTJJUvX15TpkxR//79LU7mefT9hWVnZ6tGjRrKzc01VB8TE6Nt27a59RxW931mZqZq1Khh+My+uLg4bd261eRUnpWcnKwGDRoYrg8ODtb+/ftNTISS9P3x48fVsGFDw89Rq1YtrV279oLb9uzZo9atWxs+Vvny5bVr1y7D9b7Mnz7vU1JS1KxZM2VmZhqqv/322zV58mSTUxXO6s/7ssyf+r60oe+t429974+XAPv9IiBnzzdzcnJ04sQJt48xevRoNW/eXEuWLNGuXbsKzvq77LLL1LdvX0VGRnowMYCy6pZbbtEtt9xidQxY6JtvvjE8/JPO/GBy+vRplStXzsRUnrV06VK3LutNSkpSbm6uAgJKz48s06dPd6s+/+oC+Jb333/frfrdu3cXus3dM/pOnTrlVj28Y/Xq1YaHf5K0cuVKSweAAACcrfT8NF1CTZs21RdffHHRx2nbtq3atm3rgUQAAFxYUlKS2/ukpKSUqgHg0aNH3d7n5MmTuuSSS0xIY46SvMbSNsgtC9y9MqOoi2qsvMoDnlPUvSA9UQ8AgJn8/h6AAACUFtWrV3d7n7i4OBOSmKdGjRpu7xMdHW1CEvPUrFnT7X0Y/vmeqlWrulVf1CrAnrhVDKwXGxvrVn1p+sMFAMD/MQAEAMBHXHXVVQoODjZcX6VKlVK3OEy3bt2KXPTmf9WoUaPIwYovuvPOO92qL1++vElJCud0OrVs2TINHz5cnTp10tVXX62HHnpImzdv9nqWs+Xm5mrp0qUaNmyYOnbsqGuuuUbjxo2z5D6QgwYNcqv3GjduXOi2cePGufXcpW2wX1a0b9/erVv/XH/99SamMV9WVpY++eQTDRgwQB06dFC3bt00ceLEEt2fMikpSX369FHlypUVHx+vChUqKCEhQR988IEJyQEAF1K6fqIGAMCP2e123XjjjYbr77rrLvPCmMRut6tnz56G691ZTddXBAUFubV4xL333mtemAvYs2ePOnfurCFDhmjJkiXasmWLNm3apFmzZqlz584aM2aMJfclTExMVKdOnTRs2DAtXbpUW7du1e+//653331XHTt21NixY72aKywsTO3atTNcP378+EK3xcTEuHUW4GOPPWa4Ft4TFhamIUOGGKoNCgrS0KFDTU5knj/++ENXXHGFRo8erW+++UZ//vmnNmzYoNdff12XX365Jk6caPh+ri+//LISEhK0atUq5eTkyOVyKS8vT0lJSbrrrruUkJBgaLVtAMDFYQAIAIAPeeWVV1S5cuVi69q0aaPbbrvNC4k876mnnpLD4Si2Ljo6WgMGDPBCIs+bPXu2obqwsDCNHTvW5DT/SEpK0k033aQ///yz0JoFCxZo9OjRRd7TztOOHDmim266qchVrT/88EONHTvWq7lmzZqliIiIYuuuv/56de7cuciapUuXGur7Zs2aadCgQYYzwrseeughtWjRoti6F198UZUqVfJCIs/buXOnevfuXeTq5K+//romTJhQ7LFmzZqlKVOmFFmTlJSkSy+91N2YAAA3MQAEAMCHBAQEaM2aNYX+gmmz2dSjRw8tWrTIy8k854033pDT6Sy2LiUlRYsXL/ZCIs979913DdWlp6drxYoVJqf5x0svvaR9+/YVW7do0SKtXLnSC4nOePHFF3XgwIFi6z777DN9//33Xkh0RkREhNavX6+6detecLvdbtewYcP0zjvvFHusChUqaP369UUOFDt06ODV9x3uCw8P1yeffKJ+/fpdcKBbpUoVvfvuu7r55pstSOcZTzzxhE6cOFFs3RtvvFHkHxMk6T//+Y+h50xKStLbb79tqBYAUDI2lzf/jIoiWblCnMPhUHR0tFJSUgz9UgbPiY6OlsPhkNPpVEpKitVxyhT63jr0vTH79u3TpEmT9Pfff8tut+vSSy/Vf/7zn4taFMPqvs/KylLz5s11/PhxQ/VXXXWVPv30U5NTeVZGRoaaNm2qkydPGqrv0qWLPvzwQ5NTSWlpaWratKlOnTplqL579+6aN2+eyamkU6dOqWnTpkpLSzNU37NnT82aNcut5/BE32/dulXPPPOM9u7dq8DAQF155ZV6+OGHFRYW5vaxfvzxRz3yyCM6evSoHA6HWrVqpalTp7p1f7nSwp8/7w8dOqRPP/1UBw4cUEhIiC677DJ17drV0Jme3lCSvj9w4IBatmxp+PLeW265Rc8999wFt3355Ze69dZbDeeNjo7W9u3bDdf7Mn/ue19n9c85ZZm/9X1ycrLVEYpUv359t/cJMCEHAADwgGrVqunNN9+0OoZH/fXXX4aHf5K0evVq5eXllaqFQP744w/Dwz/pzDDI5XLJZrOZmEr6/fffDQ//JOmHH34wMc0/Nm7caHj4J3kv1/9KSEjQnDlzPHKs9u3bW/Y64DmVKlVye9EfX/fzzz8bHv5JZz6/CuPuGX1GzjoEAJRc6flpGgAAlHruDHokKS8vT5mZmSalMUdGRoZb9dnZ2V45S8HdXBkZGV653156erqp9QCM8+T3o7uf91yYBgDmYgAIAAC8pkKFCm7VR0REKDQ01KQ05nD3NV5yySUKCDD/ogx3c8XHx5t+VqLkfi536wEY58nvx6pVq7p1rNJ0pjcAlEZ8ygIA4CHHjx/XXXfdpZo1ayo+Pl7x8fGqX7++JkyY4PZZFcePH9fYsWPPO9bjjz9e6s6IO1udOnXcWu2xT58+XhlCnS0xMVHdunVThQoVFBcXp7i4OFWuXFm33XabobPoGjRooMaNGxt+vj59+lxMXMMaN26sBg0aGK7v27eviWn+0axZM9WpU8dwvbfer7OlpqZq5syZ6tKli+rVq6eEhAQNHTpUK1eudOtySUlasmSJqlatWtBb+f+0bt1ap0+fNukVeNeePXs0bNgwVatWTYGBgXI4HKpWrZpeffVVt98vT0pJSdHrr7+uTp06qW7dumrcuLFuueUWrVq1ytKzz5KTkzVt2jR17NixINdtt91WcHsAb+rYsaNiYmIM1xf1/Vjc6r//KyEhwa16IN/hw4f1wgsv6Morr1StWrVUtWpVjRkzRr/++qvV0QCfwiIgPoRFQMomf7tZamlC31vHH/t+5cqVGjJkiHJzcy+4PSwsTEuXLjX0C86KFSs0bNiwIo+1bNkyNWzY0O2cvtD3H3/8se64445i6+x2u77//vsSvc6SmjZtmh5//PFCtzscDn311VfFDjHnz5+ve+65p9jnczgcWr16tVsDsIsxd+5c3X///cXWBQQE6Oeff1bNmjXND6UzqyaPGzeu2LqgoCD98ssvqlatmlvHv5i+//XXXzV06FAlJSVdcHvnzp31zjvvqFy5csUe69prry32F9IPP/xQXbp0cSujL3n77bf1yCOPFDq4iouL0/fff6+4uDiv5vrpp580fPjwQu8z16NHD02fPr1Ei7pcjB9//FEjRowo9L6hvXr10vTp0xUSEuL2sUva908//bReeumlYusiIyP166+/Frl4TbNmzXTo0CFDz/vDDz949fPeTP74c46vWrRokcaMGVPoH+iGDh2q5557zitn2pd1/tb3/rgICGcAAgBwkbZu3apBgwYVOrCTztwnqXv37sX+QLRly5YiB4n5x+rWrVupvWF6nz59NGLEiGLrXnjhBa/+Mrh48eIih3+S5HQ61b1792IX+TAyDJLO3OMwNjbWaMSLVqtWLUN1AQEBqlixoslp/jF8+PBiz+yz2+167bXX3B7+XYydO3eqf//+hQ7/JOnbb7/VLbfcUuyZbUbPRhkwYECpPRNw6dKl+r//+78iz1pLSkpSx44dvXom4JYtWzRw4MAiPzOXLFmiMWPGePWMu02bNmnQoEFFfp4sWrRId955p1dzPfDAA+rUqVORNcHBwXr77beLXbn6lVdeMfSctWvX9pvhH7znhx9+0MiRI4s8O3/u3Ll67LHHvJgK8F0MAAEAuEj33HOPoV9mMzMz9cgjj3jkWBkZGXr00UcNZ/QlNptNzz33nJ588knFx8eft71BgwaaM2eOhg4d6tVcRs7Yk84M7W699dYia+677z5Dx3K5XBo1apShWk8wcvafdKZX3b1872LY7XZNmzZNjzzyiC655JLztjdp0kQffPCBevfu7bVMkvTss88qNTW12LrvvvtOX3/9dZE1CxYsMPy8HTp0MFzrSx566CFDdUlJSXr99ddNTvOPKVOmGLoNw+LFi/XTTz95IdEZTz31lKHbCnzxxRdau3atFxKdERQUpHnz5mns2LEqX778edvbtGmjzz//XB07diz2WK+99pqh59y1a5c2bNjgdlaUXS6XSxMmTDB0duvbb7+tnTt3eiEV4Nu4BNiHcAlw2eRvp0qXJvS9dfyp71NTU1W3bl3DZ2eEhIRo3759F9yWkpKiBg0aeORYhfG1vs/JydHKlSuVmJgou92uZs2a6YorrvD6ff927typK664wnC93W7XkSNHLrht+/btateuneFjORwOHT582HB9Se3Zs0etW7c2XB8ZGam///7bxEQXlpWVpRUrVmjv3r0KCAhQy5Yt1apVq4vqiZL0fVJSkpo3b66cnBxD9ddcc43ef//9C26bMWOGxo8fbzhv/vOXJhs2bFC3bt0M11esWFF//PGHiYnO2Ldvn1q1amX4c/XGG2/UzJkzTU515l6jl112meH6vn37avr06W49hyc+70+fPq0VK1bo4MGDCgkJ0RVXXGH4Hqc7duzQlVdeafi5Bg4cqP/+978lyulr/OnnHF+1fv16XXfddYbr77jjDj355JMmJoK/9b0/XgLMhfAAAFyE7777zq1LszIzM3X8+PELnuVUkmOlpKQoOjra8D6+JjAwUNdee63VMTR37ly36vPy8pSdna2goKDzts2ePdutYzmdTjmdTjkcDrf2c9eSJUvcqi/uMmezBAcHq1evXpY899l+//13w8M/SVq3bl2h29544w1PRPJpn3/+uVv1R48eNSnJuX799Ve3PleL+jp60m+//eZWvbdy/a9y5crppptuKtG+69evd6veqteI0on+AtzHJcAAAFwEI5dv/a/C7u9VkmO5u7owLiwtLc3tfQr7epXk61iSfbzxHFau2Gq17Oxsj9VnZWVdbByf5+5r9NZFSO4McSX3v+4l5e77VRp7yJPfQ8D/KgvfQ4CnMQAEAOAiNGnSxO19KlWq5LFjVahQwe19cL7LL7/c7X0Ku/m9O5fZ5jO6aMjFcLe/HA6H7Pay+6Ni1apVPVbfoEGDi43j89x9jcHBwSYlOVeVKlXcqnf3615S7i5m483FbzzFk99DwP8qC99DgKeV3Z/qAADwgMaNGysmJsZwfUJCwgUvG5WkZs2auXU5b+PGjRUQwN08PKFv375uDbuKWiF30KBBbh2rcuXKhmsvRrdu3RQWFma4viRDUX/StGlTNWrUyHD9gAEDCt324YcfuvXcgYGBbtX7giFDhriVu0uXLiam+ccVV1yhGjVqGK4v6uvoSVdeeaVbAy9v5fKkDh06uPVHqptvvtnENPA33bt3V0REhOH60vg9BHgaA0AAAC7SXXfdZbj28ccfL3L7nXfeafhYEydONFyL4vXo0cNw7TPPPFPkdnfua/j8888brr1Yw4YNM1w7adIkE5P4PpvNZvj7sVy5cho8eHCh24OCgi64mmphiusvXxQQEKAbbrjBUK3NZtNTTz1lcqIz7Ha7xowZY6g2Ojpa/fv3NznRGQ6HQ6NHjzZUGx8frz59+picyPMCAwMNv8bKlSvrxhtvNDcQ/Ep4eLhuueUWQ7V16tRxa5EiwF8xAAQA4CKNHTtWXbt2LbZu9OjR6ty5c5E199xzj66++upijzVmzJhijwX3vPvuu4bOyLnpppvUs2fPImtmz55t6NLDvn37evWXkkmTJhm6RPk///mPmjVr5oVEvs3ofeqys7MVEhJSZM0TTzxh6Fg2m019+/Y1VOtrpk2bpoYNGxZb99xzz3n1cjyj97LMysry2qXJkjRq1CgNHDiwyJrIyEjNmzfPK7cJMMOYMWOK7efo6GjNmzdPoaGhXkoFf/Hwww+re/fuRdZUqFBB7733HldMAGIACACAR8yfP1933333BX+BiYqK0jPPPGP4jKoPPvhAd911V6HHeu655wwPE+CeDRs2qEuXLrLZbOdtCwwM1P33368333zT0LE2btyozp07F3qsBx98UNOnT7/ozO5aunSpbrnllgsOOmJjYzV9+nTde++9Xs/li4x+n2VnZ2vy5MlF1hS3PZ/L5TJc62vsdru+//579evX74KXA1esWFFz587ViBEjvJrr6aefNlSXnp6ul19+2eQ0/7Db7Xr11Vf17LPPqmbNmudsCwgI0L/+9S8tW7ZMLVq08FomT7Pb7Zo2bZomT5583qXYgYGBuummm/TVV1+padOmFiVEaRYYGKhZs2Zp/Pjx591OIzg4WAMGDNCyZctUp04dixICvsXm8tYSXCjWsWPHLHtuh8Oh6OhopaSkyOl0WpajLIqOjpbD4ZDT6VRKSorVccoU+t46/t73n332mX799VfZ7XZ16tSpxGfq5eXl6fPPP9f69esVEBCgLl26qGPHjheVjb43xul06pVXXtG6desUGBio3r1766abbrqoY23cuFHBwcG6+eabdc0113g4sfvy8vL00Ucf6Y8//lBgYKCuu+46v73vX0n6/tdff3XrUu6IiAjt3LnzgtvWrFmjXr16GT5WZGSk/v77b8P1vigvL0/z5s3T7t27FR4erptuukm1a9f2eo4VK1Zo0KBBhutjY2P1559/mpjowvLy8rRu3TodPHhQwcHBatmyZZH3GjXC1z7vnU6n1q5dq8OHDyskJEStWrVSfHy81bFM4e8/5/ii3NxcrVmzRklJSapQoYISEhIKXawL5vC3vk9OTrY6QpHq16/v9j4MAH0IA8Cyyd8+KEsT+t469L116Hvr0PfWKUnfP/PMM3rxxRfdep6kpKQLPj5lyhS3zywr7FiljdV9/8gjj+itt94yXG+323XkyBETE3kPn/fWsbrvyzL63jr+1vf+OADkEmAAAADgf+Tm5vrkseAedwcAnBsBAPBX3AkTAADAZKdPn1ZSUpKCgoIMLQ4C6xlZLOVsRS0C0qpVK7eOxWIInnPppZe6VW/lYhupqak6cuSIgoODVbVqVdnt/neuxsmTJ3X06FGFhISoSpUqPvMa9+3bp7/++ksRERFq1aoVC0YA8Eu+8YkLAADghzZv3qw777xTDRs2VEJCgurWravq1avrqaee0tGjR62OhyJce+21Cg8PN1xf1ErgPXv2VFhYmOFjFbeqJYy7+eab3VrZ94YbbjAxzYX98ssvGjFihOrXr68rr7xSrVq1UqtWrfTyyy8rNTXV63nMsHr1ag0bNqzgNbZs2VJt2rTRf//7X50+fdqyXNOnT1dCQoJatmypQYMGqVevXqpWrZpuvvlmv7kUHADyMQAEAAAwwcKFC9WtWzd99NFHysrKKng8KSlJr776qq6++mr99ddfFiZEcf79738bqrPZbHrqqaeKrBk1apThYxldMRzFs9vtGjp0qKFah8OhCRMmmJzoXDNmzND111+vxYsXn3O58v79+zVlyhRde+21OnjwoFczedprr72mG2+8UUuXLlVeXl7B43v37tWkSZN03XXX6fDhw17P1bdvX02YMOG8+23m5uZq5cqVatWqlbZu3er1XABgFgaAAAAAHrZ+/XqNGTNGOTk5hdYcPnxYN998s9+c4eOP2rdvb6guLi5OUVFRRdZcddVVho4VHx/PypUeFhERYajOZrMpMDDQ5DT/WLx4scaPH19kzY4dOzRo0KAiP0t82cKFC/Xkk08WWfPXX39p2LBhXl2wYdy4cfr++++LrMnKylKPHj24hycAv8EAEAAAwMNeeeUVQ780HjhwQPPnz/dCIpSE0VWAjx49qk8++cQjxzpy5Ig+/fRTQ7UwZvr06YbqcnNzNWXKFJPTnOFyufT8888bqt2yZYu++uorkxN5nsvl0gsvvGCodsOGDVq5cqXJic7Iy8vTvHnzDNWmpaXp1VdfNTkRAHgHA0AAAAAPOnz4sFasWGG4fu7cuSamQUnt2rVLq1evNlxf1EBh586d+vnnnz1yLLhn4cKFysjIMFy/YMECE9P84/fff9eWLVsM15fGz4l169Zp+/bthuvnzJljYpp/zJw5060zKmfNmmVeGADwIpY38iE2m82ylbAcDsc5/4Y1eP+9i773Dbz/3kXfm2/Xrl3n3OeqODt27JDE18RMJen7v//+263n2L59e6HHz/8aG7Vt2za/7AcrXtOaNWvcqk9NTfVKTncGY/n17uay+vPeG6+xJH777Te36o8fP35Rufzxe9mXWd33OIP33zcxAPQhoaGhbq0QZwaj90iB5zkcDkVHR1sdo0yi761D31uHvjdPSd7bmJgYy/4IWJa487UpX76828cv7PPM3WPZbDa/+2y06vM+NDTU7X28kbNcuXJu1dvt9hLnsurz3puv0R3urAotXdz3Iz/nWIefc6zjL33/vwsE+QMGgD4kIyPjnFUCvcnhcCgiIkKpqalevQEvzvzPyeFwyOl0ciN4L6PvrUPfW4e+N1/FihUL+tuIhg0b6uTJkyanKttK0vdVq1Z16zkaNWqklJSUC26rVq2ax45V2lj9ed+mTRu36iMjI91673fs2KH9+/crJCRETZo0MTzsrV69ulu5GjZs6HZPWP15743XWBItW7bU+++/b7j+kksucTuXJ/re5XLpr7/+0uHDhxUaGqqmTZsqPDy8RMcqS6zu+7LM6s97FI8BoA9xuVyWf0g5nU7LM5RlvPfWoO+txXtvDfrePLGxsbr22mu1ePFiQ/XeXv2yLHOn76tVq6aOHTsWu1JovqFDhxZ67OrVq+uqq67SDz/8cNHHKs2seE09evRQeHi40tLSDNUPHDjQUM7PPvtM06dPP+dy0rCwMPXr10/33XefqlSpUuT+jRs3VvPmzfX7778bynUxPWHV532LFi2UkJCgrVu3Gqr3Vt8PGzZM//nPf5SdnW2oftSoUReVy919XS6XPvjgA73xxhvn3CcyIiJCAwYM0H333ae4uLgS5ykr+DnHWrz3vol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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_grid('drv ~ .')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Facet a discrete variable into columns:" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:44.663882Z", - "iopub.status.busy": "2024-01-09T15:09:44.663342Z", - "iopub.status.idle": "2024-01-09T15:09:45.388300Z", - "shell.execute_reply": "2024-01-09T15:09:45.387582Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_grid('. ~ cyl')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Facet two discrete variables into rows and columns:" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:45.391237Z", - "iopub.status.busy": "2024-01-09T15:09:45.391015Z", - "iopub.status.idle": "2024-01-09T15:09:46.520090Z", - "shell.execute_reply": "2024-01-09T15:09:46.519532Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_grid('drv ~ cyl')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "To change the plot order of the rows or columns in the facet grid, reorder the levels of the faceting variable in the data." - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:46.522896Z", - "iopub.status.busy": "2024-01-09T15:09:46.522681Z", - "iopub.status.idle": "2024-01-09T15:09:46.526402Z", - "shell.execute_reply": "2024-01-09T15:09:46.525831Z" - } - }, - "outputs": [], - "source": [ - "# re-order categories\n", - "mpg['drv'] = mpg['drv'].cat.reorder_categories(['f', 'r','4'])" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:46.529632Z", - "iopub.status.busy": "2024-01-09T15:09:46.529365Z", - "iopub.status.idle": "2024-01-09T15:09:47.583754Z", - "shell.execute_reply": "2024-01-09T15:09:47.583100Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# facet plot with reorded drv category\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_grid('drv ~ cyl')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can choose if the scale of x- and y-axes are fixed or variable by using the `scales` argument within the `facet_grid()` command:" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:47.587180Z", - "iopub.status.busy": "2024-01-09T15:09:47.586944Z", - "iopub.status.idle": "2024-01-09T15:09:48.155262Z", - "shell.execute_reply": "2024-01-09T15:09:48.154710Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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eGAACAABL/Pzzz/rggw/07bff5lymExERoXvvvVePPfaYrrnmGmsDesGGDRs0btw4LVmyRNnZ2ZKkqKgo3XvvvXr88cdVvnx5S3KtW7dO48aN07Jlyy7K1bVrVz3++OMqV66cJbl+/PFHjRs3Tt99950u3KWmcOHC6tatmx5//HGVKVPGklxAIFq6dKnGjx+vNWvW5LxWvHhx9ejRQ4888oiKFSvm9rb69++vr7766qJLMl977TXFxsZq2rRpatiwoVezAwAuxT0AfQj3AAxM/navhIKEvrcOfW8dX+n7uXPnatCgQblmKFKkiObOnavGjRubnMx7ZsyYoWeeeSZnwPZvMTExmjdvnukPf5g2bZqeffZZ5fYtYPHixTVv3jzVrVvX1FyTJk3SCy+8kGuuEiVK6JNPPlHt2rU93rav9H0g4nhvnavp+zfeeEOjR4/OdXnFihX1+eefq0KFCvluq27dujp06FCeNZMnT1anTp08yujL6HvrcLy3jr/1PfcABAAAuEo//fRTnsM/STp58qR69uyppKQkE5N5z48//pjn8E86/41ljx49TP0Gc9WqVXkO/6Tzv5Ds3r27Tpw4YVqu77//Xs8//3yeuZKSktS9e3elpqaalgsIRPPmzctz+CdJe/fuVY8ePZSZmZlnXadOnfId/klSv379dPLkSY9yAgA8wwAQAACY6r333nPrt/LJycmaPn26CYm8b+zYsXkO/y5ISkrSrFmzTEh03tixY/Mcsl1w9OhRzZkzx4RE540ZM8atusOHD2vu3LnGhgECWHZ2dr7Dvwt27typxYsX57o8IyND69evd2tbLpdLjz32mFu1AIArwwAQAACY5siRI1q6dKnb9TNnzjQwjTEOHDig77//3u36GTNmGJjm/+zdu1erVq1yu96sfZ+YmKi1a9e6XW/mwBQINBs2bNBff/3ldn1ex4khQ4Z49N7Lly/3qB4A4BkGgAAAwDS7d+926wy0C/7++2+lp6cbmMj7PPnhWTq/T8y4T5GnuRITEz36XF2pxMREQ+sBuC8hIcGj+ryOK5s2bfJoW/ldTgwAuDoMAAEAgGnsdrvH6wQFFaxvVzzNGxQUJJvNZlCa/+Ppvjdrv/tqLiAQefPr8UqO9wAA4/AdFAAAME3VqlUVFhbmdn2NGjUUEhJiYCLvq169uoKDg92ur1WrlilDrRo1anj0A3mdOnVMGUzWrFnTo4//Sp4CDMA9nn595VXfrl07j7YVHh7uUT0AwDMMAAEAgGmKFi2qO++80+36Xr16GZjGGMWLF9ftt9/udn2fPn2MC/MPJUuWVIcOHdyuN2vfly5dWrfccovb9b179zYwDRDY6tatqwYNGrhdn9fX46BBgzz6JUK3bt3crgUAeI4BIAAAMNWTTz6pyMjIfOsqVaqk7t27m5DI+wYPHqyIiIh866pWrap77rnHhETnPfXUU26dZVOjRg116dLFhETnPf30026dGVqzZk3dddddxgcCAtjzzz/v1uDuhhtuUKtWrXJdbrfbde+997r1nsHBwXrrrbfczggA8BwDQAAAYKpq1app5syZKly4cK41lSpV0ieffKKoqCgTk3lPzZo1NW3atDwHnVWqVNG8efPcGhR6S506dTR16tQ837NatWqaO3euChUqZFquevXqafLkyXnmqlGjhubOnevRJeQAPNe2bVu99957ed7KoEmTJpoyZUq+l++PGzdOzZs3z7PGbrdr+fLl3DMQAAzGABAAAJjuhhtu0Jo1a/Tkk0+qRIkSOa9XrlxZw4cP1/Lly3XNNddYF9ALWrdurTVr1ujxxx9XsWLFcl6/9tprNWLECC1btkzly5c3PVe7du20Zs0aPfbYY4qJicl5vXr16nrjjTe0dOlSlS1b1vRcN998s1atWqVHHnlEDocj5/Vrr71Wb731lpYsWaLSpUubngsIRPfdd59WrlypPn36XPSLmAYNGui9997TF198oaJFi7q1rS+//FIjR45UkSJFLno9KChI1113nXbu3KmaNWt6Mz4A4DJsLpfLZXUInHfs2DHL3ttut8vhcCglJUVOp9OyHIHI4XDIbrfL6XQqJSXF6jgBhb63Dn1vHV/se5fLpbS0NAUFBbl1aXBB5HK5FBwcrLCwMIWFhflM31/Y93a73dQzEfOTnZ2t06dPey2XL/Z9oOB4bx1v9X12drZOnTqlsLCwq35QR0ZGhhISElSsWDGVKlXqqrbly+h763C8t46/9X1ycrLVEfJUrVo1j9dx/xF1MJyVp71feG9OvbcW+99c9L1vYP+by1f73t0zSQqy6OjonG+MfWn/++K+t9vtXs3lq30faNj/5vJW39vt9ovOFr4ahQoVUp06dbyyrYKCvjcXx3vfwP73TZwBCAAAAAAAAPx/u3btsjpCnjgDsICz8jRZu92u6Ohopaamcqq0yf55RkhqaqrVcQIKfW8df+77jIwMvf/++/rtt98UHBys66+/Xn379s33Rum5beu9997Tli1brnpbF9D37klLS9PgwYO1Y8cO2e12tWvXTi+++OIV/Ub75MmTeuaZZ/Tnn3/KbrerQ4cOGjx4sOW/HT9z5ozGjh2r7du3KzQ0VDfddJO6du16Vf3lq7zR9xkZGfruu++0b98+hYSEqHHjxqpXr94VbWvnzp3q3LmzUlJSZLPZ1KJFC3366adXtC1fdeLECY0ZM0b79u1TeHi47rrrLt18881Wx9K5c+e0bNky/f333woPD1ezZs184v5zZ8+e1bJly3TgwAGv5fK14/2ZM2e0bNkyHTx4UIUKFdJ1112n6tWrWx3LEP78fY6vOnXqlJYuXapjx46pWLFiaty4cYG/l3BBQ9/7Ps4A9CHcAzAw+du9EgoS+t46/tj32dnZeuSRR/TFF19c0k+hoaEaOHCgXnnlFbe3NXDgQC1atOiSbYWFhWngwIF6+eWXrygnfZ83p9OpNm3a6I8//rhkmc1m0913363x48e7va3WrVtrx44dl91W165d9cEHH1x1Zk9lZWWpd+/e+u6775SdnX3RskKFCunpp5/Wk08+aXouI11N3zudTr3//vuaMGGCkpKSLlrWsGFDDRkyRNdff71b20pOTlatWrWUlZV12eXXXnutVq1a5VE+X3Pu3Dn16NFDa9as0b9/zIiMjNSrr76qvn37mp4rKytLo0eP1qRJky65r1PTpk312muvqUmTJqbnyszM1DvvvKPJkydf8u9h8+bNNXToUDVs2PCKtu0rx/uMjAyNGjVKU6dO1cmTJy9adv3112vo0KFXPEz3Vf74fY6vOnPmjEaOHKmZM2fq9OnTFy1r06aNhg8f7reDZl/jb33vj/cAZADoQxgABiZ/O1AWJPS9dfyx72+++WZt2rQpz5ouXbrof//7X77bat++vX777bc8a+6++2599NFHHmWU6Pu8OJ1OVa9e/ZIfUP+tRYsWWrhwYb7bqlatWr6/AW/VqpU+++wzj7NeqezsbF133XX666+/8qzr37+/3njjDZNSGe9K+/7CYD+vz1FwcLA+/vhj3XbbbXluKy0tTZUqVcr3PWNjY/X777+7ndGXZGRkqFGjRjp8+HCedc8++6z+85//mJTq/PCvX79+Wrx4ca41YWFhmj59utq2bWtarszMTPXp00dLly7NM9esWbN04403erx9XzjeZ2RkKD4+Xt9//32uNYUKFdKcOXPcHqQXBP74fY4vOnPmjO655x5t3Lgx15rChQtrwYIFfjdk9kX+1vf+OAD0v2s8AAAw2fDhw/Md/knS559/rgULFuRZ89prr+U7/JOkzz77TIsWLXI7I/J399135zv8k6S1a9dq1qxZedZ07tzZrctfVq1apblz57qd8Wo98cQT+Q7/JOnjjz/W2rVrTUjk2yZPnpzvgDYrK0sPP/ywDh48mGddjRo13HrPw4cPa/To0W5n9CV9+vTJd/gnSf/9738ve2asUcaNG5fn8E+S0tPT1b9/f1N/4HvvvffyHP5J53M98MADOnHihDmhvOydd97Jc/gnnb/8+YEHHtCpU6dMSgV/MXTo0DyHf9L5S4N79eql9PR0k1IBvosBIAAAV2nq1Klu17711lt5Lp8+fbrb2/KnM7Ss5nQ6PRp4DR8+PM9trV+/3u1tDR061O3aq5Gdna0vvvjC7Xqzcvmq7OxsTZgwwa3as2fPasaMGbkuT0tL8+iHz1GjRrld6ysyMjK0YsUKt+uHDBliYJr/k5mZqY8//tit2lOnTmnOnDkGJzovIyNDkyZNcqs2NTXV1F8UeMu5c+fc/vcxOTlZ8+fPNzYQ/MrJkyfd/ro4ePCgvv76a4MTAb6PASAAAFdh06ZNHt3oODExURkZGZddtnHjRo/OgEhISMh1W/DMjBkzLrlfWV6OHz+e67KpU6d6tC2zbgHy1VdfeTSE2rx5s3FhCoBNmzZp9+7dbtfn9RCPu+++26P3LoiX50+ZMsWj3D/++KOBaf7P2rVr3Tor8QKzhlCrV6++5J6SeSmID4lZuXKlR2dUFsSPEdb55ptvdObMGbfrGTADDAABALgqO3fu9HidAwcOXPb1Xbt2ebytI0eOeLwOLrV161aP18ntB9sr2VZaWprH63jqzz//9Kg+Ozv7koeEBBJPhkb51e/bt+9q4/g8T4al0vkz88zg6THSrGOqN/vLVwXCxwjr0F+A5xgAAgBwFQoXLuzxOkWLFvXatooUKeLxOrjUlezH3NaJjo72eFuFChXyeB1PRUVFebxOUFDgfqvo6eckr3ozPr9Wi4yM9KjeZrMZlORi4eHhHtWb9bmKiIjwqL4g9pA3v4aAf6O/AM8F7nd1AAB4QZs2bTwakkRGRsrhcFx2Wdu2bT36oTgqKuqKhk24VP/+/T2qDw4Olt1uv+yyAQMGeG1b3nTXXXd5VF+8eHFjghQQDRs29OgHxryeYPrcc895I5JP69atm0f15cqVMyjJxZo2barg4GC36816Em2zZs08+rq/4YYbDExjjOuuu86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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_grid('drv ~ .', scales = 'free')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can add additional information to your facet labels, by using the `labeller` argument within the `facet_grid()` command. Below we use `labeller = 'label_both'` to include the column name in the facet label." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:48.157942Z", - "iopub.status.busy": "2024-01-09T15:09:48.157738Z", - "iopub.status.idle": "2024-01-09T15:09:48.616566Z", - "shell.execute_reply": "2024-01-09T15:09:48.616013Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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ff7/atm1bYN1TTz112TsmUDwcP35ct956q7Zu3ZpnzWeffabHHnuMAQZwGXv27NGtt96q/fv3X/Z4dna23n777WKxgRMA88aPH69rrrkm35rAwEB98MEHKlGihJdSoSCWDABzthM/ceLERR8/ceKEtm/fLklq0aLFJec5nU5J4gcoAABwVQsKCtLnn3+ue+65R4GBgZccj4qK0muvvabHH3/chnQwa/z48Tp06FCBdV9++aV+/vlnLyQCri4vvfSSEhMTC6z7z3/+o507d3ohEYCicM0112jBggW6+eabL3u8Ro0amj179mUXfsE+ljxx+tprr9WGDRu0dOlS/T/27jM8irp9+/i52TSSkEYLhI70XhWkg4CIICIivWNDxS6KtwiK2LDcgCg2ojRBAZUu0lSQIogIwg2E3gIEQjrZ7POCh/xBUnZhZ2ez+X6Ow0PcuWb23M2VNVyZmd/jjz+e9fjChQuz/pzdMuRXVj5x9ubZAAAAniYwMFDvvPOOnn32Wc2fP18nTpyQn5+fGjZsqHbt2vEbcQ938eJFzZs3z+H6L774Qk2bNjUwEZC/HDt2TMuWLXO4/ssvv8xaGBKA5ytdurS+++477d69W4sWLVJCQoJCQ0PVrl07NWzYUD4+hpxvhptgyACwTZs22rJli5YvX64lS5aoc+fOOnz4sN544w1JUqVKlVS5cuXr9tuxY4eky9NiAAAAb1CiRAk9+uijioiIkNVqlc1mc+iMGJhry5YtSk5Odrj+yn2uAVz266+/ZntLqJzwPQTkT9WrV1f16tX5OScfMGQk++CDDyogIEA2m0133323oqKiVKlSJR0+fFgWi0UjR47Mdr+VK1fKYrGofv36RsQCAAAAHOLM8E+SkpKSDEoC5E98DwGAZzFkAFixYkVNmTJFPj4+stvtOn36tGw2m+x2u9q1a6dHH330un02bNiQdXPYnK4jBwAAANyhePHihtYD3o7vIQDwLIZcAixJQ4YMUYMGDfTZZ59p3759Cg4OVocOHTRkyJCsxT6uNn/+fJUrV04Wi0UdO3Y0KhYAAACQpwYNGqhs2bI6fPiwQ/Xdu3c3OBGQv7Ru3VphYWG6cOGCQ/V8DwGAsQy9K2O9evX03//+V0uXLtX8+fM1YsQI+fpmP3N89913FRsbqwMHDig8PNzIWAAAAECurFarhg0b5lCtn5+fBg4caHAiIH8JCgrSgAEDHKoNDQ3VAw88YHAiACjYDDkDMCYmRpIUFRWlDh06GPEUAAAAgKGqV6/uUF1gYKBKlixpcBog/3nuuee0ZcsWbdiwIccaf39/TZ8+XWFhYW5MBgAFjyFnAA4aNEiDBw/WL7/8YsThAQAAAMM9/fTTDtVdvHhRkyZNMjgNkP8EBgZq7ty5GjZsmIKCgq7bXq9ePX377bdq27atCekAoGAx5AzAkJAQJSUlqUaNGkYcHgAAADDUvn37HL7/nyR98cUXeu655wxMBORPhQoV0htvvKHRo0dr8eLFOnHihAoVKqSmTZuqXr16ZscDgALDkAFgyZIltW/fPl26dMmIwwMAAACGWrhwoVP1Z8+eNSYI4CVCQ0PVu3dvs2MAQIFlyCXAbdq0kSRt3rzZiMMDAAAAhkpOTnaq3m63G5QEAADg5hkyAHzwwQfl4+OjGTNm6NixY0Y8BQAAAGAYRxcAucLPz8+gJAAAADfPkAFg/fr19frrr+vixYu64447tGPHDiOeBgAAADBEjx495O/v73B9s2bNDEwDAABwcwy5B2BMTIyioqJ05513aunSpWrQoIGaN2+uFi1aqHTp0ipUqFCexxgwYIAR0QAAAIA8+fj46N5779WcOXMcqh83bpzBiQAAAG6cIQPAQYMGyWKxSJIsFosyMzO1fv16rV+/3qH9LRYLA0AAAACYatiwYZo7d26e9/crVaqUKleu7KZUAAAAzjNkAChdfyNkM2+MHBcXpw0bNmjHjh06ePCgzp07J19fXxUrVkz16tXT3XffraioqFyPsWHDBi1dulT79+9XWlqaihYtqsaNG6tnz54KDQ110ysBAACAu7z77rsO/Qx7/PhxLVmyRN26dXNDKgAAAOcZMgD84osvjDjsDYmLi9OwYcOu+eEtKChI6enpOnLkiI4cOaLly5dr1KhRat68ebbHmDZtmpYsWSLp8uUgAQEBOn78uBYtWqS1a9fq9ddfV5kyZdzyegAAAGC8EydOaPny5Q7Xz5gxgwEgAADwWIYMAAcOHGjEYW9IZmamJKlBgwZq27at6tWrp9DQUNlsNu3evVuffPKJDh48qEmTJql06dIqX778NfsvX75cS5YskcViUd++fdWtWzcFBAQoNjZWkyZN0qFDh/Taa69p8uTJrP4GAADgJf7666+snyMdsX37duPCAAAA3CRDVgH2JCEhIXrvvfc0duxYtWzZMutyXavVqlq1aunVV19VWFiYMjIytGjRomv2vXTpkmbNmiVJ6ty5s+6//34FBARIkipUqKCXX35ZAQEBOnHihFauXOneFwYAAADD2Gw2Q+sBAADcyesHgMHBwapYsWKO2yMiItSwYUNJ0v79+6/ZtmPHDsXHx8tisejee++9bt/ixYurZcuWkqQ1a9a4LjQAAABM9e+rQvJSoUIFY4LAo509e1a//fab02eMZicpKUmHDh3SyZMnTb1/OgDAO7l1AHjq1Clt375d69ev1/bt23X69Gl3Pn2OrpwV+O/f3O7YsUOSVKZMGRUrVizbfevXry9J2rNnj1JTUw1MCQAAAHepXr161s95jujdu7eBaeBp5syZo/r166tatWrq1q2b2rZtq+joaPXp00enTp1y6lh//PGHRowYocqVK6tRo0aqXbu2mjRpoilTpigxMdGgVwAAKGgMHwAePnxYTz/9tCpUqKBSpUqpYcOGat26tRo2bKiSJUuqQoUKevbZZ3XkyBGjo+Ro586dkqRy5cpd8/iVTP9+/GpXttntdh09etSghAAAAHC3J554wqG64sWL64EHHjA4DTzFiBEj9Nhjj133s39GRoZWrlypBg0aZJ1IkJfPP/9cnTp10oIFC3Tp0qWsxw8ePKixY8eqc+fOOnnypEvzAwAKJkMHgF988YVq1qyp999/X4cPH5bdbr/un8OHD2vSpEmqUaOGvvzySyPjZGvjxo3at2+fJKldu3bXbDt37pwkKTIyMsf9r94WHx9vQEIAAACY4a677tKLL76Ya01kZKRmzZqlsLAwN6WCmd58800tWLAg15r09HTdddddeV4dtHz5cj3//PO5Xu67e/du9evXTxkZGTeUFwCAKwwbAH7xxRcaOnSokpOTs/6nVr16dXXr1i1rNd3q1atLunz2XFJSkoYOHerWIWBcXJymTJkiSbr11luz7gV4xZX/aV9Z+CM7V29LTk42ICUAAADM8uSTT2rmzJlq2rTpNY8XKlRI/fr104oVK1S3bl2T0sHdpk6d6lBdamqqJk6cmON2u92uN99806Fj/fnnn1qxYoVDtQAA5MTXiIOeOHFCjz32WNZ/P/TQQ3rhhRdUtmzZ62qPHDmiiRMn6uOPP1ZmZqYee+wxderUSVFRUUZEy5KYmKjx48frwoULioqK0uOPP27o8wEAACB/6tChgzp06KCDBw/qyJEj8vPzU40aNbLuI42CYcGCBU79wn/27NkaO3Zsttt27Nihv/76y+FjxcTEqHPnzg7XAwDwb4YMAKdOnark5GRZLBZNnz5dQ4YMybG2TJkymjJliho3bqwhQ4YoOTlZU6dO1bhx44yIJklKSUnRq6++qoMHDyoyMlLjxo1T4cKFr6sLDAyUJKWlpeV4rKu3BQUF5fq8X3/9tWbNmpXj9t69e6tPnz55xTeExWKRJIWFhbHqmJv5+Phk/TsiIsLkNAULfW8e+t489L156HvzuKrvIyIinFoYBN7V91u2bHGq/vz58zm+Zmfvf753716n3z8+783jTX2f39D35vG2vr9ySzhvYsgAcPny5bJYLOrQoUOuw7+rDRo0SN98842WLVumZcuWGTYATEtL07hx47Rnzx6FhYVp/PjxOZ5tGBkZqQMHDuT6hb96W15NnpSUlOvKx8nJybJarXm8AmNd+aaF+1ksFtO//gUVfW8e+t489L156Hvz0Pfm8Ya+vzJYcEZOr9mVx8oLfW8eb+j7/Iq+Nw9977kMGQAeOHBAknTPPfc4tV+3bt20bNmyrP1dLS0tTePHj9fff/+tkJAQjRs3TmXKlMmxvkyZMtqyZYsOHz6cY82VbRaLRaVLl871+YODg1W8ePEctwcFBclms+XxKoxhsVjk4+OjzMxMflPiZj4+PrJYLLLb7crMzDQ7ToFC35uHvjcPfW8e+t489L15vKnvb7/9dn388ccO14eHh+f4s321atWceu7q1as7/fcE+t483tT3+Q19bx763vMZMgC8ePGipNxXz83OlfrExESXZ7p06ZImTJigHTt2KCgoSGPHjlWFChVy3adOnTpasGCBDh8+rDNnzqho0aLX1Wzbtk2SVLVq1axLhnPSr18/9evXL8ftZ86cMW0lYavVqoiICF24cMG0IWRBFRERIavVqszMTFaSdjP63jz0vXnoe/PQ9+ah783jTX3fsWNHFSpUSCkpKQ7V9+rVK8fXXLFiRdWqVUs7d+506Fi9e/d2+v2j783jTX2f39D35qHvPZ8h58UWKVJEkhQbG+vUfgcPHpTk/OAwLxkZGZo4caK2bdumwMBA/ec//1GVKlXy3K9OnTqKiIiQ3W7XggULrtseFxendevWSZJat27t0swAAAAAPIePj48efvhhh2oDAwP1wgsv5LjdYrHo2WefdehYtWvXVqdOnRyqBQAgJ4YMAGvVqiW73a6vvvrK4VM/bTabvvrqK1ksFtWqVctlWWw2m9555x1t3rxZ/v7+GjNmjGrUqOHQvn5+flmLcvz444+aP39+1qIfsbGxGj9+vFJTU1WyZEndcccdLssMAAAAwPOMHj1aXbp0ybX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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_grid('drv ~ .', labeller = 'label_both')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can add two discrete variables to a facet:" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:48.619407Z", - "iopub.status.busy": "2024-01-09T15:09:48.619185Z", - "iopub.status.idle": "2024-01-09T15:09:48.622996Z", - "shell.execute_reply": "2024-01-09T15:09:48.622489Z" - } - }, - "outputs": [], - "source": [ - "# add additional column for plotting exercise\n", - "mpg[\"transmission\"] = mpg['trans'].map(lambda x: \"auto\" if \"auto\" in x else \"man\" if \"man\" in x else \"\")" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:48.625747Z", - "iopub.status.busy": "2024-01-09T15:09:48.625368Z", - "iopub.status.idle": "2024-01-09T15:09:48.635881Z", - "shell.execute_reply": "2024-01-09T15:09:48.635368Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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manufacturermodeldisplyearcyltransdrvctyhwyflclasstransmission
0audia41.819994auto(l5)f1829pcompactauto
1audia41.819994manual(m5)f2129pcompactman
2audia42.020084manual(m6)f2031pcompactman
3audia42.020084auto(av)f2130pcompactauto
4audia42.819996auto(l5)f1626pcompactauto
\n", - "
" - ], - "text/plain": [ - " manufacturer model displ year cyl trans drv cty hwy fl class \\\n", - "0 audi a4 1.8 1999 4 auto(l5) f 18 29 p compact \n", - "1 audi a4 1.8 1999 4 manual(m5) f 21 29 p compact \n", - "2 audi a4 2.0 2008 4 manual(m6) f 20 31 p compact \n", - "3 audi a4 2.0 2008 4 auto(av) f 21 30 p compact \n", - "4 audi a4 2.8 1999 6 auto(l5) f 16 26 p compact \n", - "\n", - " transmission \n", - "0 auto \n", - "1 man \n", - "2 man \n", - "3 auto \n", - "4 auto " - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# inspect new column transmission which identifies cars as having an automatic or manual transmission\n", - "mpg.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:48.638679Z", - "iopub.status.busy": "2024-01-09T15:09:48.638449Z", - "iopub.status.idle": "2024-01-09T15:09:49.250076Z", - "shell.execute_reply": "2024-01-09T15:09:49.249477Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# facet plot with two variables on one facet\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_grid('drv + transmission ~ .') # use + to add additional faceting variables\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Facet labels can be rotated to make them easier to read using `strip_text_y = element_text(angle = 0)` for row labels within the `theme()` command (use `strip_text_x = element_text(angle = 0)` for column labels). \n", - "\n", - "If the labels do not fit in the strip, adjust the width of the strip using `strip_background_y` for rows (use `strip_background_x` for columns). You may also need to adjust the text position so it fits in the strip: adjust the horizontal text position in the strip by specifying `ha` in `element_text()`(specify `va` in `element_text()` to adjust the vertical text position).\n", - "\n", - "You can also change the colour of the strip by specifying `color` in `element_text()` ." - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:49.253493Z", - "iopub.status.busy": "2024-01-09T15:09:49.253251Z", - "iopub.status.idle": "2024-01-09T15:09:50.430997Z", - "shell.execute_reply": "2024-01-09T15:09:50.430144Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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fHTt2TJ999pliYmKM+wAAcHX56quv9MILLxjfHyTp/Pnzuu+++2Q2m7V06VKCLAAAUKJrIsDavHmzZs6cKUm6+eab9cgjjygkJESSlJmZqZiYGEVGRlbIuVNSUjRq1CidOnVKklSzZk2Fhobqnnvu0Q033OBwzMmTJyVJjRs3dnpce5vNZlN8fLyaNWsmqWCbo/2HvyuNP3nypHGu0sjJydHs2bNls9l022236aGHHlKdOnUkSRkZGYqLi9PatWuL1eQqL1988YX8/f31r3/9S61bt1Z+fr62b9+uGTNmKDExUe+8847eeuutEgvj/15ff/21fH19NX78eHXs2FFms1mnT58u1u/HH39UXl6eRo0apV69esnNzU1Hjx7VjBkzdPjwYb399tsO60Xdeuut6tu3r0JDQ41QKCMjQ5GRkZozZ462b9+uFStWOFyRZ/f222/rlltu0WOPPaa6desqOztbq1at0pdffqkDBw7o559/1l133VVu18RqtWr//v2SVGxlWfPmzeXl5WUEqi1btjTaoqOjJUk+Pj7KzMzU/v371aFDB6M9JiZGkooVht+/f79mz54tSerSpYueeuop1a5dW9nZ2fruu+/05ZdflnmVGQCg6n300UcaP3680/b8/Hzdd999+uqrr9S/f/9KnBkAALiamKt6An9UXl6eZs2aJakgJHjttdeM8Eoq+Ed0586d9fLLL1fI+XNycnT06FG5u7vLarXq9OnT+umnnzRq1CgtX77c4Zjk5GRJUo0aNZwet3DbhQsXio0t7fjCY6/k+PHjysrKkpeXl5577jkjvJIKVsK0bdtWzz//fIWtgsrNzdX48ePVunVrSQVPZuzcubPxpLzY2Fj99ttvFXruTp06yWwuuC0crTLLyMjQ3/72N/Xr189Y7dSkSRNNnDhRAQEBysjI0DfffFNs3JgxY9StW7ciT6z09fXVgAED9Mwzz0iS8URKZ5o1a6aXX35ZdevWlSR5eXlpyJAhuvnmmyVJGzZsKPsbL8GqVat04cIFmc1m9evXr0ibxWJRq1atJP0vkLLbu3evJOmee+5x2O4swJo/f75sNptatGihV1991ficeXl56f7779fQoUOVkZFRTu8OAFAZ7N9fS+ORRx6p4NkAAICr2VUfYO3Zs0fnzp2TyWTSiBEjjPChotWoUUMPPfSQZsyYoSVLlmj+/PlatGiRJk+erBYtWig/P19ffPGFw5Vf2dnZklRkW9XlCrdlZmYWG1va8VlZWaV+Tz4+PpIKQsG0tLRSjysv3bt3dxgatWnTRm3atJEkRUVFVci5b7rpphJXtNnVqVNHvXv3LvZ6tWrVjNVPZZ2jPYBKTEzU+fPnnfa7//77Ha4+u/XWWyVJJ06cKNN5S3LkyBF9+eWXkqS7777bYW0v+9+JfcWVJKWmpurEiRNq0KCBevXqVaw9OzvbqKdVOMBKS0szttbef//9DrdS3nvvvcaWVgDA1eHRRx8tU/933nmngmYCAACudlf9FsLY2FhJUsOGDVWvXr1KO2/Hjh2L1Tpyc3NTu3btNHXqVI0ePVoHDhzQnDlz1LNnz0oL1v6IoKAg1a9fX6dPn9bLL7+sAQMGqFOnTgoODq6QbXuXa9u2rdO20NBQ7d27V0eOHKmQcxfeAleSNm3aOL0W9kAnMTFRaWlpRYrOW61WrVmzRlFRUTp27JjS0tKMem2FJScnq2bNmg6P37x5c4ev2/unp6eX6j1cyblz5zRlyhRdunRJLVq00J///GeH/ex/X4XrYNnrX4WGhqpRo0YKCAgoUgfLXv+qevXqCg4ONo4VFxdnbI119jnw8fFRs2bNtG/fvnJ5nwCAihcREVGm/tOnT6+wVfMAAODqdtUHWBcvXpSkCtvW9nu4u7tr+PDhGjt2rJKSkhQXF2fUsJJkFKLOyclxeozCbfaVUYXH2vsUbnM0viw1gywWi1588UVNnTpVZ8+e1RdffKEvvvhCvr6+Cg0NVc+ePdW9e/cKe3qjs+CmcFtKSkqFnLvw1r6SlGaOUsE87QFWVlaWxo8fb4StUkFxfH9/fyPYtH+OS/pMOPu7tq9KslqtpXoPJUlOTjY+t40aNdK4ceOc1jxzVAfLvtrKvroqNDRUUVFRRh2sy9vt7H+vHh4e8vPzczq/kq5/YfPmzdP8+fOdtj/00EMlPg0T1xf7fWg2m4vVrwPwx1z+EJAruXTpEvchUAH4XofLmUxSoedqAFeFqz7AclU33nij8eczZ84UCbBq1KihuLi4IvWsLle4rfA3mcJ1r5KTk52GGvbxZf0G1bx5c33yySfavHmzdu7cqf379+v06dPasmWLtmzZohUrVmjKlCnX3NPgKiqUkwoKxNufWvjEE0+oa9euRYIYq9Wq++67T5KKPJ2psl28eFFjx47V6dOnFRQUpEmTJpUY7Lm5ually5batWuXYmJi1LJlS6O+lX0VVdu2bRUVFaWYmBh16NDBqI91eYBV3jIyMpSYmOi0PTMzs0L/znF1MplMfC6AcmYymcr0vY37EKhY3GMArmZXfYBlD2jOnTtXxTMpveDgYG3fvr3EmkX2NpPJpIYNGxqvN2zY0Phh8MSJE0XaHI0vvE2rtDw8PNSrVy+jhlFSUpIiIiK0cOFCHTp0SAsWLNDjjz9u9Ld/E8zNzXV6zNIU3y5NoBcQEFDk9dKcu3ANsT+qtKFj4Xnaa2INGTLEKGxemH31VVVKTU3V2LFjdfLkSdWpU0eTJ08uVfgZGhqqXbt2KTo6Wv379zfqX9mDVnuQFR0d7bT+lfS/63Xp0iWlp6c7XYVVUo2wwnx9fYs8hOByPj4+5bJiDdcGs9ls/H+1rKtFAJTM39+/TKunmzRpwv+fgQrA9zoUZ5ZU8WVigPJ01QdY9tpF8fHxOnPmTKXWwSrJgQMHjD/bnxpn165dOy1fvlwnTpxQUlKSatWqVWz8zp07JRWs5Cq82snb21vNmzfXwYMHtWPHDnXr1q3Y2KSkJJ08eVKS1L59+z/8XmrVqqUHH3xQFy5c0HfffVfsqXK+vr7GeR3Jzs5WfHz8Fc8TExOj2267zWmbpCJPmJRkBB3Ozm2z2YzQpDxc/t4dtdWpU6dI/St76OKshlXhIudVIT09XePGjdPx48dVo0YNTZ48udRbcu1BVGxsrPbs2SObzVakhlVwcLCqV6+uQ4cOadeuXcrLy1NAQECxovBNmzY1fqiKiYlRly5dip0rKyur1DXQhg8fruHDhzttT0pKKtMTOnFtCwwMlMViUX5+Pp8LoJzNnj1bQ4YMKXX/b7/9lvsQqAB8r8PlbLbSleYAXInrVxa/gnbt2ql27dqy2WyaPXt2pfxG4UpL4fPy8vTVV19JKqjZc3no0q5dOwUGBspms2n58uXFxp87d07r1q2TJPXp06dYu/21devWOVx5tmzZMtlsNtWoUaPEwuiXK2kVk/S/WkuX97vhhhskSbt27dKlS5eKjVuxYsUVjy1J69ev15kzZ4q9vn//fmPrWffu3Yu02Z8ceOjQIYero9auXes03Po9EhMTHT5ZMj09XT/++KPDOdq3eToK8XJycrR48eJym19ZZWZmavz48YqLi1P16tU1efLkMoXALVq0kKenp7KysvTNN99IKr66KjQ0VHl5eVqyZInDdqngKY7t2rWTVPD5dfTb9xUrVpRYIwwA4Hp69+5d6jqTjRs3dvhLPQAAAOkaCLAsFouefPJJSdKWLVs0efJkxcXFGe1ZWVnasGGD3njjjWJjc3JylJqaavxnD1ny8vKKvH759rfExES99NJLWr16tc6ePWu8brVaFRMTo9GjRxsFux977LFiTyB0d3c3CkivWrVKS5YsMf5hfvToUU2aNEnZ2dkKCgrSHXfcUWzef/rTn1SvXj1lZ2dr0qRJOnr0qPF+lixZou+++05SwSoUN7fSL7Jbt26d/vnPf+qnn34qEozl5uYqMjJSP/zwgySpU6dORcZ1795dJpNJKSkpev/9940tcRkZGVq0aJEWLFhgrNIqibu7uyZMmGA8ZS4/P1/btm3T1KlTZbPZ1LJly2Ln7ty5szw9PZWXl6dp06YZAVhOTo5+/PFHzZw5s8Si4GXl6+urmTNn6tdffzWeInjs2DFNmDBBFy9elK+vrwYNGlRkTIcOHSRJixYt0rZt24yQNS4uTuPGjauyLYTZ2dl6/fXXdejQIfn7+2vSpElOt6Q6Y6+DJUkHDx6UVPwpgvbAyt7urP7Vww8/LJPJpNjYWL3zzjtG8Jidna3ly5dr4cKFpfocAQBcy5EjR5zW7LSrXbu2tm/fXkkzAgAAV6OrfguhJHXt2lVPP/20PvvsM23fvl3bt2+Xh4eHPD09lZ6eLpvN5vAfvkuXLtXChQuLvR4bG1tk+1FoaGixAOzgwYPGP8g9PDzk5eWlzMxMI9Rwc3PTY4895nAFlVQQQh09elTff/+95s6dq6+++kqenp5Gvabq1avrtddec/gEOHd3d7322msaM2aMjh07ppEjR8rHx0fZ2dlGOHLPPffo9ttvL8XVK2rfvn1GgHT5NZQKtjQ++OCDRcYEBwdr0KBBWr58uaKiohQVFSVfX19lZWUpPz9fw4cPNwp9l+Txxx/Xl19+qX/+85/y9vaW1Wo1VnTVqVNHL7/8skymovu0/fz89Pjjj+uTTz5RTEyM/vKXv8jHx0c5OTmyWq3605/+pNzc3DI/xtuZO++8UzExMXr//ff14YcfysPDwwg43d3d9fLLLxerHWV//6mpqZo0aZLc3Nzk7u6urKwseXh4aMyYMRo/fny5zK8sNm7caPxd5+TkaOzYsU771qpVS++9957DttDQUO3evVuS1KBBg2Lv//JAy9mqwFatWmnEiBH6/PPPtXHjRm3cuFF+fn7KysqS1WpVt27d5OXlVW5/lwCAynP8+HG99dZbCg8PN35WkiRPT09NmjSpSG1NAAAAR66JAEuSBgwYoHbt2mnlypXavXu3zp8/L6vVqoYNG6pFixb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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 1500, - "width": 600 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='drv', y='model'))\n", - " + geom_point()\n", - " + facet_grid('manufacturer ~ .', scales = 'free')\n", - " + theme(strip_text_y = element_text(angle = 0, # change facet text angle\n", - " ha = 'left' # change text alignment\n", - " ),\n", - " strip_background_y = element_text(color = '#969dff' # change background colour of facet background\n", - " , width = 0.2 # adjust width of facet background to fit facet text\n", - " ),\n", - " figure_size=(6, 15) # adjust width & height of figure to fit y-axis\n", - " )\n", - " + labs(x='displacement', y='')\n", - ")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/examples/facet_grid.out.ipynb b/examples/facet_grid.out.ipynb deleted file mode 100644 index 7a4cfa52e..000000000 --- a/examples/facet_grid.out.ipynb +++ /dev/null @@ -1,534 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Facet grid" - ], - "id": "0ad51c2c-43a9-432c-a095-f78e3778ef6e" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:41.947858Z", - "iopub.status.busy": "2024-01-09T15:09:41.947182Z", - "iopub.status.idle": "2024-01-09T15:09:42.686332Z", - "shell.execute_reply": "2024-01-09T15:09:42.685374Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " labs,\n", - " facet_grid,\n", - " theme,\n", - " element_text\n", - ")\n", - "from plotnine.data import mpg\n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Facet grid\n", - "\n", - "`facet_grid()` is used to form a grid of plots, where the rows and\n", - "columns of the grid are set by the faceting variables. It is useful for\n", - "visualising two discrete variables." - ], - "id": "20492006-f438-49fe-89c3-4c3d64396c19" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:42.690477Z", - "iopub.status.busy": "2024-01-09T15:09:42.690122Z", - "iopub.status.idle": "2024-01-09T15:09:42.723470Z", - "shell.execute_reply": "2024-01-09T15:09:42.721698Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "mpg.head()" - ], - "id": "cell-2" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Basic scatter plot:" - ], - "id": "90ac77f9-3743-44f2-8fb4-ed011009f25f" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:42.903024Z", - "iopub.status.busy": "2024-01-09T15:09:42.902687Z", - "iopub.status.idle": "2024-01-09T15:09:44.248924Z", - "shell.execute_reply": "2024-01-09T15:09:44.248346Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-4" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Facet a discrete variable into rows:" - ], - "id": "9c597fc1-b768-4fd1-b746-02a7ee13f97b" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:44.252295Z", - "iopub.status.busy": "2024-01-09T15:09:44.251975Z", - "iopub.status.idle": "2024-01-09T15:09:44.660054Z", - "shell.execute_reply": "2024-01-09T15:09:44.659493Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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P6/LLLy/xMa3u+//16aefasqUKTpw4IDsdrsaNWqkp59+Wm3atLE6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\nCGcAAgBwkbZu3apBgwYVOrCTztwnqXv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Ve6vM9dd93lhkzKhsqVK7u0slHdunUVExNT6LamTZs6Xl+cERgYqCZNmjgd7w2GDRvm8j5dunRx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\ngYGB+uOPP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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_grid('drv ~ .')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-6" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Facet a discrete variable into columns:" - ], - "id": "3efa045a-31d4-45bc-bcb5-94bef3cee39a" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:44.663882Z", - "iopub.status.busy": "2024-01-09T15:09:44.663342Z", - "iopub.status.idle": "2024-01-09T15:09:45.388300Z", - "shell.execute_reply": "2024-01-09T15:09:45.387582Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_grid('. ~ cyl')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-8" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Facet two discrete variables into rows and columns:" - ], - "id": "8fae9f62-7f5a-4636-99af-f8227dd3cb4c" - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:45.391237Z", - "iopub.status.busy": "2024-01-09T15:09:45.391015Z", - "iopub.status.idle": "2024-01-09T15:09:46.520090Z", - "shell.execute_reply": "2024-01-09T15:09:46.519532Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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t6+4YAOBzkpOTlZyc7NQ+zv47FvBmfOQIlyhVqpRT40NDQyVdXYQ1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\nAACA4iDzCb2OCg8PV1RUlNPzlCtXTqG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5bW6a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\nG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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_grid('drv ~ cyl')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-10" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "To change the plot order of the rows or columns in the facet grid,\n", - "reorder the levels of the faceting variable in the data." - ], - "id": "96dc7fb6-6c09-4b29-a9a6-b012f1329b06" - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:46.522896Z", - "iopub.status.busy": "2024-01-09T15:09:46.522681Z", - "iopub.status.idle": "2024-01-09T15:09:46.526402Z", - "shell.execute_reply": "2024-01-09T15:09:46.525831Z" - } - }, - "outputs": [], - "source": [ - "# re-order categories\n", - "mpg['drv'] = mpg['drv'].cat.reorder_categories(['f', 'r','4'])" - ], - "id": "cell-12" - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:46.529632Z", - "iopub.status.busy": "2024-01-09T15:09:46.529365Z", - "iopub.status.idle": "2024-01-09T15:09:47.583754Z", - "shell.execute_reply": "2024-01-09T15:09:47.583100Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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8JPrtt9/WhAkT9Omnn+rgwYOyWq1q3769hg8frtjYWJfNQQC4XGvW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\n09OVlJTk1nF5eXlq1aqVy7HIyEi98MI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QuTkZGhGTNmeDgRAAAAiiIrK0ubN292amx2drZGjRrl2UAAAKBA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\n+/zGG2/UlClTZDKZ8p1jNpsdNvCc4cy8x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- } - } - ], - "source": [ - "# facet plot with reorded drv category\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_grid('drv ~ cyl')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-13" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can choose if the scale of x- and y-axes are fixed or variable by\n", - "using the `scales` argument within the `facet_grid()` command:" - ], - "id": "81757149-55eb-488b-bc3b-326408c7d604" - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:47.587180Z", - "iopub.status.busy": "2024-01-09T15:09:47.586944Z", - "iopub.status.idle": "2024-01-09T15:09:48.155262Z", - "shell.execute_reply": "2024-01-09T15:09:48.154710Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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jU6VdLpcee+wxzZkzJ8e6Fi1aaO7cuVkrLFstIyNDFSpUyPVrsdls\n2rx5s2JjY72S6+TJk27f227FihVeGwJmZGTo+uuv17Fjx3KsK1GihH777bdcL3cvKE6nU4MGDcoa\n0menQ4cO+uSTT3IcYKSkpKhGjRpX/NxfS0hIiPbs2XPF7QBQ8C5dIhDol7lbLTU1VT179sz1LN6+\nffvqzTfftORmw/gv+t6cvP6eg/yj782h782h782h783xt7735irAeVGzZk2P9/H7S4BjYmL097//\nXR07dlS1atVUtGhRnT9/Xna7XeXLl1fr1q314osvavTo0dkONR5++GE9//zzatiwocLDw5Wenq6y\nZcuqW7du+ve//10gw7/Cavny5bkO/yRpzZo1+vjjj60P9P917drVrTd8l8ulDh06eCHRRfXq1XO7\n9vbbb7cwyZVGjx6d6/BPkk6dOqX/+7//80Kii7744otch3+StHTpUn3++ec51txzzz25Dv8kKS0t\nTX379nU7I+DLPvzwQ7cu4Z81a5a+++47LyQCAAAAYILfnwFYmBTGMwDvuecerVy50q3aatWqae3a\ntV5Zkr106dIerfp09OhRBQVZf0X8pUvQ3XXw4EG37hmYX9WqVdPZs2fdqg0LC9PBgwe98n3s1KmT\n/vOf/7hV27hxYy1dujTb7WXKlHF7NSq73a7jx4+7VYu88bdPCH1RZmammjVrpgMHDrhV36FDB82Y\nMcPaUAGOvjeHM0LMoe/Noe/Noe/Noe/N8be+5wxA4DJpaWkenTGyb98+rywKsn//fo+XfJ86dapF\naf5r+vTpHu9z3333WZDkSocPH3Z7+CdJFy5c0ObNmy1MdNGpU6fcHv5J0q+//qr4+Phrblu7dq1H\nS9FnZmZ69NqAL9q1a5fbwz/p4m0H+EUZAAAA8E8MAJFn58+f92ioIumqxRessHXrVo/38eQfyXnl\n7pmSl9u/f78FSa70119/ebyPO5cL51deeiW7ffJyHL1x7AErnTlzxqN6p9OZdX9bAAAAAP6FASDy\nLCIiwuPLZr2xgmxeVvV1d2GO/OjWrZvH+9SvX9+CJFe6fOVrd1WqVMmCJFeKjo72eJ/s+qt27doe\nP1dcXJzH+wC+xNPVrENCQrxyywEAAAAA3scAEHkWHBzs0QIadevWVdWqVS1MdFH58uU9XsnSG5fa\n9ujRw+N9PvnkEwuSXCk2NtajYVtERITq1KljYaKLihcvrpYtW7pd36JFC5UoUeKa2xo3bpzjCsH/\ny+FwqFGjRm7XA76oRo0aHt0bpFOnTh79nAAAAAAoPBgAIl+GDBnidu0DDzzg8WAur2677Ta3a6tV\nq+aVBUCki2fYuMtbx0qSBg4c6HbtPffcY12Q//HAAw8UWG3btm3dfq527dq5XQtcy/bt2/XVV19p\nyZIlXrnFwLXYbDaP36MLO5fLpS1btmQd+8OHD5uOBAAAAPgEBoDIl5YtW+qRRx7Jta5z587q27ev\nFxJdNGvWLIWGhuZaZ7fb83RvvrzavXu327Xbtm2zMMmVnnvuOdWoUSPXukqVKmnChAleSHRRly5d\n3OqbPn36qGvXrjnWTJ8+XREREbk+V0REhD7++GN3IwJXWLp0qTp27KhWrVpp8ODBGjBggJo2bape\nvXpp/fr1Xs9z3333uXWm9rBhw9S8eXMvJLLOV199pXbt2ql169ZZx75Jkya69957tWnTJtPxAAAA\nAKMYACLfxo4dq9GjR6tYsWJXbQsNDdWDDz6oDz74wKuXlgUFBenAgQM53nOwSJEi2rp1q1tDoYIS\nHh6uPn365FrXunVrlSxZ0guJLrLb7frpp5/UokWLbGsaN26stWvXym733tuGzWbTxIkT9dRTT13z\n3mTh4eEaPny43nrrrVzPmHQ4HHrhhRdyfc0XX3yRyyCRJ1OmTFH//v21cePGq7Z9//33uuuuu/TV\nV195NVNQUJCaNm2aY43dbtcNN9zgpUTWmDhxogYPHqzff//9isddLpdWrFihrl27avny5YbSAQAA\nAObZXC6Xy3QIXHTy5Eljr+1wOBQdHa3ExEQ5nc48Pce5c+e0cOFC/fHHH3K5XKpevbp69uyZ7X3Z\nvGXz5s0aNGiQjh8/LpfLpejoaE2ePNmjy4QLyjfffKP777/frdrXXntNgwYNsjjR1f7880+NGzdO\n27dvl8vlUlxcnF544YU8LRZSkJKSkjR//nxt375d0sWFPe6++25FRUW5tf/vv/+u9u3b57pytcPh\n0NKlS9WwYcN8Z0b2oqOj5XA45HQ6lZiYaDpOvv3888/q3r17rnWhoaH64YcfVL16dS+kujh47NWr\nV651YWFh+umnn1SlShXrQxWwZcuWqV+/frnWhYeHa/Xq1apQoYIXUl2bv/V9YVIQv+cgb+h7c+h7\nc+h7c+h7c/yt7xMSEkxHyJEn9/q+xDs3PkNAiIiIUP/+/U3HuEqDBg2ueUaOCePGjXO7duLEiUYG\ngOXLl9d7773n9dfNTWRkZL6Ox5QpU3Id/kmS0+nU1KlT9fbbb+f5tRB43O2X1NRUffjhh3r55Zct\nTnSRu7kuXLigjz76yKP3KF/h7teYnJysadOmafTo0RYnAgAAAHwPlwADXpKcnKw9e/a4XX/s2DEd\nPHjQwkSB4/z581q0aJHb9QsXLlRycrKFieBPTpw44dG9ROfMmePWMDq/jh49qu+//97t+tmzZ6uw\nXRRw6NAhrVmzxu362bNnW5gGAAAA8F0MAAEv2bt3r8f7bN682YIkgefEiRNKS0tzuz4tLU0nTpyw\nMBH8yV9//eXR4CwpKUlJSUkWJrroyJEjHtUnJibq/PnzFqWxhqer/J44cUKpqakWpQEAAAB8FwNA\nwEuutYhFbry5QIk/CwkJ8co+CEzBwcFe2cdTeelhb+QqSJ5+jTabTUFB3P0EAAAAgYcBIOAlVatW\n9egf1zabTc2aNbMwUeAoW7asypcv73Z9hQoVFBsba2Ei+JPq1avnuOL4/6pbt66KFi1qXaD/Ly4u\n7pqrs2enQYMGCg0NtTBRwbvuuus8+nClSZMmrPINAACAgMQAEPASu92u22+/3e36pk2b5umsQVzN\nbre7vfqyJA0YMEB2O2+PcE9YWJj69u3rdv3AgQOtC3OZ8PBw3XPPPW7XeytXQYqIiFDv3r3dri+M\nXyMAAABQEGyuwnbHbz926tQpY0MHh8OhyMhIJSUlsVy6hY4fP66GDRvmej86h8Oh1atX52lp7/w4\ndeqURo4cqa+//jprEYywsDB16tRJL7/8ssqUKePVPJccPHhQDzzwgDZt2pR1rzWbzaZGjRrp/fff\nV7Vq1XJ9jjNnzqht27bat29fjnXVq1fXihUrFBUVVSDZcW2RkZFyOBxyOp15uh9eUlKSZs+erU8/\n/VS7d++WzWZT3bp1NXDgQN19990qUqSIBamzd/z4cbVp00ZHjx7Nsa5evXpaunSp1/IdPXpUbdu2\n1bFjx3Ksa9iwob755huFhYV5JVdBOnLkiNq0aaOTJ0/mWNe4cWMtWbLE6OX9+e175B2/55hD35tD\n35tD35tD35vjb30fHx9vOkKO8jIrYADoQ5KTkznjKwAsWrRId911V46LBrz//vsaMmSIF1NJ33//\nvdq3b6/09PRrbg8KCtKXX36pzp07ezXX9OnTNWDAgBxrpk2b5taZPQcOHFDnzp21ffv2a26vU6eO\nlixZosqVK+clKrxky5Yt6tSpU7aLXFx33XX69ttvValSJa/m+vLLL3X33Xdn+8tmWFiYVq9ercaN\nG3s11/z589WnT59scxUpUkTr1q1TgwYNvJqrIH322Wfq379/tqsrFy1aVL/88ovq1q3r5WQAAAAo\njHbt2mU6Qo4YABZynAHo/5KSktS2bdtcVwQuW7asVq1a5bUz7g4fPqwmTZooIyMjxzq73a41a9Z4\n7czE3377TW3atHGrdvny5WrSpEmudRcuXNDChQv1ySefaOfOnbLZbKpdu7buv/9+3XXXXYXuHmiF\nVV4/ITx27Jhat26t48eP51gXFxenFStWeHQPvPz466+/1Lp161w/KaxVq5ZWrFjhlXsAShfPjmvd\nurVOnTqVY911112n5cuXF8oPoQ4cOKC2bdsqMTExx7oGDRro22+/NXqWo799Ml6Y8HuOOfS9OfS9\nOfS9OfS9Of7W9/54BiBL4fkQl8tl/E3K6XQaz+DPpk2bluvwT7p42d4777yjMWPGeCGV9MQTT+Q6\n/JOkzMxMPf7441q8eLEXUkmDBg1yu3bw4MH69ddfc60LDg5Wr1691KtXLzkcDkVHRysxMTGr7+l/\n7/PkmE+ePDnX4Z8k7d69W9OnT9fDDz+cn2hu+9e//uXWLwk7d+7UjBkzvHaG76RJk3Id/knS9u3b\n9dlnnxXKe+RNnDgx1+GfJG3evFlz585Vv379vJAqd7zXmMHvOWZx7M2g783i2JtB35vFsfdN3OUe\n8BKXy6VPPvnE7fqZM2fmeq/AgpCZmamffvrJ7foNGzZk3R/QSmlpaTp48KDb9YcPH1ZKSoqFiWBa\namqqZs2a5Xb9tGnTcrzUvqCkpKRo9uzZbtd//PHH1oW5zPnz5zV37ly3672VqyCdPXtW8+fPd7u+\nMH6NAAAAQEFgAAh4SWJiog4cOOB2fUJCgg4dOmRdoP9vx44dHn1C43K5tHHjRgsTXfT99997vM+q\nVasKPgh8xoEDB3T69Gm36/ft2+eVyw/27t3r0evs3LlT58+ftzDRRXv27PHodbZu3arU1FQLExW8\nHTt2eDT4/+233/hEGgAAAAGJASDgJXk5my+7BTkKUl7Omrtw4YIFSa6UlwGJN85MhDm++jPkzuXz\nBbGPp3z1eBWkvHyNDAABAAAQiBgAAl5SokQJj278HxQUpHLlylmY6KJatWp5vE/9+vUtSHKlm266\nyeN9brzxRguSwFdUqFBBDofD7fpixYopOjrawkQXVahQwaMFnKKjo72yOEnFihVls9ncri9ZsqTX\nFicpKJ6u2B0bG6uQkBCL0gAAAAC+iwEg4CXBwcHq3bu32/VdunRRVFSUhYkuioiIUI0aNdyur1ix\nomJjYy1MdFHZsmUVERHhdn3RokU9HgagcImOjlbHjh3dru/Tp49HA8O8KlmypNq3b+92/T333OOV\nFd9jY2PdXkVbku69916PBoa+oEKFCmrVqpXb9X379rUwDQAAAOC7GAACXjR06FCFhobmWme32/XI\nI494IdFFnqw2/Pzzz1uY5Er/93//53btU0895Xbtjh071LdvXzVp0kRxcXG65557tGvXrrxE9Flf\nf/21ateurbJly6ps2bKqU6eOVq5caTqWpk2bpkqVKik4OFh2u13R0dH66quv3N7/0UcfdWt4FhYW\npqFDh+YnqkceffRRt4ZnRYoU0eDBg72Q6KLHHnvMrbrw8HCPVt3etGmT7r77bjVt2lTNmjXT4MGD\ndfjw4bzGzJdhw4a5VRcREVEoVzkGAAAACgIDQMCL4uLi9Oabb+Za98ILL6hJkybWB/r/OnXqpIcf\nfjjXuvvuu0+9evXyQqKL/va3v+nWW2/Nte6WW27R448/nmvdhQsX1LZtW91yyy1avny59u/frz17\n9mjZsmW6+eabdfvtt3vl/oZWOnnypCpUqKBBgwbp1KlTysjIUEZGhuLj43XPPfeocuXKOnfunNdz\nHT58WGXKlNHf//53paSkyOVyyeVy6ezZsxo8eLDKlSunM2fO5Po8N954o1566aVc69555x1Vq1at\nIKK7pXnz5nr11VdzHAKGhobqgw8+UJUqVbyW6+abb9a4ceNyrAkKCtIHH3ygihUr5vp8iYmJatas\nmdq3b68ff/xRBw4c0L59+/TVV1+pcePG6tGjhzIzMwsqvltat26tUaNG5VgTHBysadOmqWzZsl5K\nBQAAAPgWBoCAF2VkZLh1Rs6LL77o9SHN+PHj9cYbb6hEiRJXbYuOjtZLL72kiRMnejVTZmbmNfP8\nrxIlSuQ6dMjIyFDz5s21efPmbGt+//13NW/e3CsLNFjh3Llzqlu3bo4ruSYnJysuLs6rX+OZM2fU\nuHHjHL9H6enpiouLy3URigsXLmjSpEm5vubLL7/s9UHUoEGDNHfuXLVs2fKKx+12uzp16qTFixd7\ndKlwQUhPT891deyMjAy3VtA+d+6cbrzxRu3bty/bmp9++klt27b1OGd+pKam5rpqeHp6ur777jvv\nBAIAAAB8EANAwIu6devm1uDF5XJ5dO+ugnL//fdrx44d+vbbb/X888/rueee01dffaVdu3bpoYce\n8nqeRYsW6Ysvvsi1buHChVq4cGGONaNHj9aRI0dyfa4jR454dEm0L7n99tvdGnplZGSoS5cuXkh0\nUbNmzdyqc7lcuu2223KseeqppxQfH5/rc+3Zs0evv/66W69bkG677TYtWLBA69ev12effaY5c+bo\n999/1/Tp09WwYUOv55k2bVquwzFJ+uCDD/TTTz/lWPPoo4/q9OnTuT7Xli1bNGXKFDcT5t8HH3yg\nn3/+Ode6d955R+vWrfNCIgAAAMD32Fwul8t0CFx08uRJY6/tcDgUHR2txMREOZ1OYzn8XenSpeXJ\nj9zRo0cVFBRkYSLf1rVrV7f/wX7jjTdq8eLF2W6vWrWq22dVFitWLMeznHxVqVKl3K612Ww6ceKE\nhWkuSk9P93g16+wGfJmZmapUqVKOZzherkSJEtqxY4dHr+1PMjMz1bx5c7d7uUuXLvr444+vuS0j\nI0MVK1Z0+8zRsmXL5ni2bUFxOp1q1qyZDh486FZ99+7dNXXqVItTZS86OloOh0NOp1OJiYnGcgQi\nfs8xh743h743h743h743x9/6PiEhwXSEHNWsWdPjfQJishAfH6+1a9dq8+bNOnDggBISEhQUFKRS\npUqpUaNG6tq1a7armg4ZMiTXfyR37tzZrfunIbDt2LHDo+GfJM2ZM0f9+vWzKJFvS0xM9OhsnfXr\n1+vkyZMqWbLkVdv27Nnj0SXVZ8+e1d69e1W9enW39zHt888/96je5XJp8+bNatCggUWJLnrnnXc8\n3uePP/5Q/fr1r3p8/fr1bg//JOnUqVNKTExUdHS0xxn8wZ49ezwaZC9btkxOp/OaKycvX77co8vG\njx49qoyMDMs/wNi+fbvbwz9J+uabb+RyuQrdascAAABAfvn9ADA+Pl5Dhgy5YvASHh6utLQ0HT58\nWIcPH9bSpUs1fPjwq+7bdLnw8HCFhIRkuw3ITV7Ohgnks5fcudTwf505c+aaA8C8rE565MiRQjUA\n3LZtm8f7/PHHH5YPAPOS6z//+c81B4DuXML9v44ePRqwA0BPP3lNT09XcnKyihUrdtW2P//80+PX\nP3XqlMqUKePxfp7w9H3iwoULSk1NVVhYmDWBAAAAAB/l9wPAS/fDaty4sdq0aaNGjRopMjJSTqdT\n27dv19SpU3XgwAFNnDhRFSpUyHZ1xqFDh3r9xubwL3kZtNSuXduCJIVDVFRUge3jzuqm/6tChQoe\n72NSXnrlWkO2glarVi2P97nhhhuu+binlxJLCuhVX4sXL+5RfVBQULYfaOXlOLqzgE9+efo+ERYW\nptDQUIvSAAAAAL7L7xcBiYiI0KRJk/Tiiy+qVatWioyMlHTx3gD16tXT2LFjFRUVpYyMDH355ZeG\n08Kf1a5d2+PLzvr06WNRGt8XExPj9uIRktS0adNrnv0nSTVq1FBERITbz1WsWLFCdfafJPXo0cPj\nfaw++0+SW6te/6/sBpM33XSTR8ObmJiYgD37T5Li4uJUrVo1t+s7dOhwzct/L23z5HLe2NhYr9y/\ntE6dOqpUqZLb9R07duTyXwAAAAQkvx8AFi1aNMd/AEVHR6tJkyaSpL1793orFgLUpV5zR5UqVQJ6\nARBJeuCBBwqs1pNhamEcvAYFBXk07GnUqJF1YS4THBysmJgYt+vj4uKy3Wa329W1a1e3n2vw4MFu\n1/oju93u0THIqTYoKEjt2rVz+7keffRRt2vzw+FwaNCgQW7XB3pPAChYLpdLO3bs0IoVK/Tzzz/r\nzJkzpiMBAJAtvx8AuuPSWYGsEgSrffXVV24N9Ww2m7777jsvJPJt3bp1U/fu3XOtu/POO3Ote+ml\nl9y6hLR8+fIaP3682xl9ycqVK2W35/62HhQUpG+++cYLiS5avXq1W3U2m00//PBDjjWTJk3K9kzP\ny1WrVk3PPPOMW6/rzwYPHqxbb70117pBgwapVatWOda88847bl1yW6dOHT3yyCNuZ8yvoUOHqkWL\nFrnWPfzww2revLkXEgHwdy6XS59//rnatm2rW265Rffee6+6d++u+vXra/jw4Xm69zAAAFZjAChp\ny5YtkqTKlStnW7NgwQINHDhQPXr0UP/+/TVq1CgtWbJEaWlp3ooJPxAUFKTdu3fnuHBMSEiINm/e\n7NElq/7KbrfrnXfe0UMPPaTg4OCrtgcHB2vo0KGaMmVKroOvoKAgrV27VnXr1s22pn79+lq3bl2h\nPfMyIiJCv//+e7YLFklSkSJFtHv3bq9+jSVLltTo0aNzrXv33Xev+X2+XFhYmH755ZcczxRs0qSJ\nfvrpJ7eGof4uODg41zP3goKC1KFDh1yfKyIiQr/88ku298qVpJtvvlkrV670NGa+hIaGatasWerV\nq9c1L+8NDw/Xc889p3Hjxnk1FwD/5HK5NGbMGD3yyCP6448/rtiWkpKimTNnqn379nlaBAsAACvZ\nXJcvjxuA1q1bp5dfflmS9MILL1x1ieaQIUN04sQJSRcHM8HBwTp//nzW9sqVK2vMmDEqVapUvrOc\nPHky38+RVw6HQ9HR0UpMTORMSC9ZtmyZnnjiiaxVLCMjIzVhwgT17NnTbDAfdeLECc2dO1fbt2+X\ndPGein369FHp0qU9fq5t27Zp3Lhx2rt3r+x2u6pVq6bRo0erTp06BR3bmAULFui5555TUlKSpIsL\nQrz11ltq376917Ns3LhRnTt3zlqUKTthYWH6/vvv3b7/4m+//aaXXnpJBw4ckHTxzLMXXnih0N2/\n0UqrV69W9+7dldtf9eHh4Vq9erXbi99s2LBB//jHP3Tw4EHZ7XbVrVtXY8eOzfGDNG84fPiwZs+e\nrf3798vhcKhhw4bq1atXnhYVskJ0dLQcDoecTqfHqzQjf/g9xxx/6/sZM2boySefzLWufPnyWrNm\nTY4f+lqNvjfH3/q+MKHvzfG3vk9ISDAdIUc1a9b0eJ+AHgDGx8frqaee0pkzZ9SsWTONHDnyqpr3\n339fdevWVb169bIuFU5ISNDy5cs1Z84cZWRkqFKlSpo0aVKuZ67khgFgYPK3N8rChL73jgceeECL\nFi1yu/aVV16xOFHguPfee7VixQq3ah977DGNGTPG4kSBjfd7c3i/N8ef+j4zM1PNmzfXvn373Kp/\n88031a9fP4tTZY++N8ef+r6woe/N8be+98cBYMBeH3Xu3DmNHz9eZ86cUWxsrB5//PFr1l26t9Cl\n4Z90cWXJPn366Nlnn5UkHTp0yOuXPAFAYXDmzBktWbLE7fq5c+cqIyPDwkSB4/jx4x793fTZZ5/l\neqYgAASy9evXuz38k6RZs2ZZmAYAAM8Uzhtd5VNKSorGjh2rAwcOKCYmRuPGjVOxYsU8fp5mzZqp\nTp062rZtmzZs2KCOHTvmWD9jxowcfxHo2bOnBgwY4HGOgnDpvklRUVH8A9DLLt2nzG63Kzo62nCa\nwELfW+/IkSMeDfTOnj2rzMxMfhYKwM6dOz3q65M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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_grid('drv ~ .', scales = 'free')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-15" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can add additional information to your facet labels, by using the\n", - "`labeller` argument within the `facet_grid()` command. Below we use\n", - "`labeller = 'label_both'` to include the column name in the facet label." - ], - "id": "41d8b021-7897-44aa-87c1-4db6570748aa" - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:48.157942Z", - "iopub.status.busy": "2024-01-09T15:09:48.157738Z", - "iopub.status.idle": "2024-01-09T15:09:48.616566Z", - "shell.execute_reply": "2024-01-09T15:09:48.616013Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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XMgxD5cuX17Bhw1SuXDl99NFHGj9+vCZOnJi7qi8kJETS+ecF5uXCYwVtWDBt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\nQ4YoOzvbi8kAAMgfA0DAy9asWZPvzqv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HiwgWkAAAAAoGBiAAgAJho8eLBq1aqVZ12DBg3Ut29f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\n1b17d7dm+uCDDxyqS0tL01tvvWVwmv9jsVg0fvx4TZs2TXXq1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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_grid('drv ~ .', labeller = 'label_both')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-17" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can add two discrete variables to a facet:" - ], - "id": "2b8813b1-f366-4eab-9b69-95ae58561908" - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:48.619407Z", - "iopub.status.busy": "2024-01-09T15:09:48.619185Z", - "iopub.status.idle": "2024-01-09T15:09:48.622996Z", - "shell.execute_reply": "2024-01-09T15:09:48.622489Z" - } - }, - "outputs": [], - "source": [ - "# add additional column for plotting exercise\n", - "mpg[\"transmission\"] = mpg['trans'].map(lambda x: \"auto\" if \"auto\" in x else \"man\" if \"man\" in x else \"\")" - ], - "id": "cell-19" - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:48.625747Z", - "iopub.status.busy": "2024-01-09T15:09:48.625368Z", - "iopub.status.idle": "2024-01-09T15:09:48.635881Z", - "shell.execute_reply": "2024-01-09T15:09:48.635368Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "# inspect new column transmission which identifies cars as having an automatic or manual transmission\n", - "mpg.head()" - ], - "id": "cell-20" - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:48.638679Z", - "iopub.status.busy": "2024-01-09T15:09:48.638449Z", - "iopub.status.idle": "2024-01-09T15:09:49.250076Z", - "shell.execute_reply": "2024-01-09T15:09:49.249477Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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7TxR2keb+MPi0RERESVj7Ozs6T9qep45ZVXjBpwcOzYMRw7dgxdunSRISoiIiLpSV4AzM/Px++/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- } - } - ], - "source": [ - "# facet plot with two variables on one facet\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_grid('drv + transmission ~ .') # use + to add additional faceting variables\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-21" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Facet labels can be rotated to make them easier to read using\n", - "`strip_text_y = element_text(angle = 0)` for row labels within the\n", - "`theme()` command (use `strip_text_x = element_text(angle = 0)` for\n", - "column labels).\n", - "\n", - "If the labels do not fit in the strip, adjust the width of the strip\n", - "using `strip_background_y` for rows (use `strip_background_x` for\n", - "columns). You may also need to adjust the text position so it fits in\n", - "the strip: adjust the horizontal text position in the strip by\n", - "specifying `ha` in `element_text()`(specify `va` in `element_text()` to\n", - "adjust the vertical text position).\n", - "\n", - "You can also change the colour of the strip by specifying `color` in\n", - "`element_text()` ." - ], - "id": "a48d2a97-e3eb-4536-bd77-8286ed416f78" - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:49.253493Z", - "iopub.status.busy": "2024-01-09T15:09:49.253251Z", - "iopub.status.idle": "2024-01-09T15:09:50.430997Z", - "shell.execute_reply": "2024-01-09T15:09:50.430144Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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01FbEWuAT1zIteenju52JxF5dFbCEuOwQADny3pKK4/N0wNLBERERERERERuTEpgSUiIiIiIiIi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\n4liwYAG7d+8mISEBk8lElSpVaN26NWFhYfj6+jr7ZmRk8NprrxEbG0vLl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z9nPJz8/XRx999P/s3Xd8VFX+//HXzKROSKO30DsJRRCkKqAgoAgC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\nfw32ggKnf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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='drv', y='model'))\n", - " + geom_point()\n", - " + facet_grid('manufacturer ~ .', scales = 'free')\n", - " + theme(strip_text_y = element_text(angle = 0, # change facet text angle\n", - " ha = 'left' # change text alignment\n", - " ),\n", - " strip_background_y = element_text(color = '#969dff' # change background colour of facet background\n", - " , width = 0.2 # adjust width of facet background to fit facet text\n", - " ),\n", - " figure_size=(6, 15) # adjust width & height of figure to fit y-axis\n", - " )\n", - " + labs(x='displacement', y='')\n", - ")" - ], - "id": "cell-23" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - } -} \ No newline at end of file diff --git a/examples/facet_grid_files/figure-html/cell-10-output-1.png b/examples/facet_grid_files/figure-html/cell-10-output-1.png deleted file mode 100644 index e879e1b23..000000000 Binary files a/examples/facet_grid_files/figure-html/cell-10-output-1.png and /dev/null differ diff --git a/examples/facet_grid_files/figure-html/cell-11-output-1.png b/examples/facet_grid_files/figure-html/cell-11-output-1.png deleted file mode 100644 index 20ccdfc6a..000000000 Binary files a/examples/facet_grid_files/figure-html/cell-11-output-1.png and /dev/null differ diff --git a/examples/facet_grid_files/figure-html/cell-14-output-1.png b/examples/facet_grid_files/figure-html/cell-14-output-1.png deleted file mode 100644 index f4c9e8674..000000000 Binary files a/examples/facet_grid_files/figure-html/cell-14-output-1.png and /dev/null differ diff --git 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Facet wrap
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Facet wrap

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In [1]:
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import pandas as pd
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-from plotnine import (
-    ggplot,
-    aes,
-    geom_point,
-    labs,
-    facet_wrap,
-    theme,
-    element_text
-)
-from plotnine.data import mpg
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Facet wrap

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facet_wrap() creates a collection of plots (facets), where each plot is differentiated by the faceting variable. These plots are wrapped into a certain number of columns or rows as specified by the user.

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mpg.head()
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manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
3audia42.020084auto(av)f2130pcompact
4audia42.819996auto(l5)f1626pcompact
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Basic scatter plot:

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-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + labs(x='displacement', y='horsepower')
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Facet a discrete variable using facet_wrap():

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In [4]:
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(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + facet_wrap('class')
-    + labs(x='displacement', y='horsepower')
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Control the number of rows and columns with the options nrow and ncol:

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# Selecting the number of columns to display
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-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + facet_wrap('class',
-                 ncol = 4 # change the number of columns
-                )
-    + labs(x='displacement', y='horsepower')
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In [6]:
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# Selecting the number of rows to display
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-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + facet_wrap('class', 
-                 nrow = 4 # change the number of columns
-                )
-    + labs(x='displacement', y='horsepower')
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To change the plot order of the facets, reorder the levels of the faceting variable in the data.

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# re-order categories
-mpg['class'] = mpg['class'].cat.reorder_categories(['pickup', 'suv','minivan','midsize','compact','subcompact','2seater'])
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In [8]:
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# facet plot with reorded drv category
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-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + facet_wrap('class')
-    + labs(x='displacement', y='horsepower')
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Ordinarily the facets are arranged horizontally (left-to-right from top to bottom). However if you would prefer a vertical layout (facets are arranged top-to-bottom, from left to right) use the dir option:

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In [9]:
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# Facet plot with vertical layout
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-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + facet_wrap('class',
-                 dir = 'v' # change to a vertical layout
-                )
-    + labs(x='displacement', y='horsepower')
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You can choose if the scale of x- and y-axes are fixed or variable. Set the scales argument to free-y, free_x or free for a free scales on the y-axis, x-axis or both axes respectively. You may need to add spacing between the facets to ensure axis ticks and values are easy to read.

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A fixed scale is the default and does not need to be specified.

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# facet plot with free scales
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-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + facet_wrap('class'
-                , scales = 'free_y'           # set scales so y-scale varies with the data
-                )
-    + theme(subplots_adjust={'wspace': 0.25}) # add spaceing between facets to make y-axis ticks visible
-    + labs(x='displacement', y='horsepower')
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You can add additional information to your facet labels, by using the labeller argument within the facet_wrap() command. Below we use labeller = 'label_both' to include the column name in the facet label.

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# facet plot with labeller
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-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + facet_wrap('class', labeller='label_both')
-    + labs(x='displacement', y='horsepower')
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You can add two discrete variables to a facet:

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# add additional column for plotting exercise
-mpg["transmission"] = mpg['trans'].map(lambda x: "auto" if "auto" in x else "man" if "man" in x else "")
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# inspect new column transmission which identifies cars as having an automatic or manual transmission
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manufacturermodeldisplyearcyltransdrvctyhwyflclasstransmission
0audia41.819994auto(l5)f1829pcompactauto
1audia41.819994manual(m5)f2129pcompactman
2audia42.020084manual(m6)f2031pcompactman
3audia42.020084auto(av)f2130pcompactauto
4audia42.819996auto(l5)f1626pcompactauto
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In [14]:
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# facet plot with two variables on one facet
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-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + facet_wrap(['class', 'transmission']) # use ~ + to add additional faceting variables
-    + labs(x='displacement', y='horsepower')
-)
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- - \ No newline at end of file diff --git a/examples/facet_wrap.ipynb b/examples/facet_wrap.ipynb deleted file mode 100644 index ac62f0f94..000000000 --- a/examples/facet_wrap.ipynb +++ /dev/null @@ -1,794 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:55.479263Z", - "iopub.status.busy": "2024-01-09T15:09:55.478943Z", - "iopub.status.idle": "2024-01-09T15:09:56.330434Z", - "shell.execute_reply": "2024-01-09T15:09:56.329841Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " labs,\n", - " facet_wrap,\n", - " theme,\n", - " element_text\n", - ")\n", - "from plotnine.data import mpg\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Facet wrap\n", - "\n", - "`facet_wrap()` creates a collection of plots (facets), where each plot is differentiated by the faceting variable. These plots are wrapped into a certain number of columns or rows as specified by the user." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:56.334495Z", - "iopub.status.busy": "2024-01-09T15:09:56.334234Z", - "iopub.status.idle": "2024-01-09T15:09:56.349319Z", - "shell.execute_reply": "2024-01-09T15:09:56.348525Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
3audia42.020084auto(av)f2130pcompact
4audia42.819996auto(l5)f1626pcompact
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" - ], - "text/plain": [ - " manufacturer model displ year cyl trans drv cty hwy fl class\n", - "0 audi a4 1.8 1999 4 auto(l5) f 18 29 p compact\n", - "1 audi a4 1.8 1999 4 manual(m5) f 21 29 p compact\n", - "2 audi a4 2.0 2008 4 manual(m6) f 20 31 p compact\n", - "3 audi a4 2.0 2008 4 auto(av) f 21 30 p compact\n", - "4 audi a4 2.8 1999 6 auto(l5) f 16 26 p compact" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "mpg.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Basic scatter plot:" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:56.394694Z", - "iopub.status.busy": "2024-01-09T15:09:56.394417Z", - "iopub.status.idle": "2024-01-09T15:09:57.732195Z", - "shell.execute_reply": "2024-01-09T15:09:57.731653Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Facet a discrete variable using `facet_wrap()`:" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:57.735184Z", - "iopub.status.busy": "2024-01-09T15:09:57.734891Z", - "iopub.status.idle": "2024-01-09T15:09:58.476409Z", - "shell.execute_reply": "2024-01-09T15:09:58.475825Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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9PVgAJKoGli9fXu6S28aNG2PDhg3l9jVu3DiMGTNGboyxsTH8/PxgamoqN27atGno0qVLuc9s06YNFixYAAD46aefFDqIJCYmBnv37kV+fj5Wr15dbjzw+iCNohmCp06dUmg/wbLo6Ohg/fr1sLe3r9D9FSESibB161bY2NhUuI/8/HzMmzcP2dnZWLNmTaVzWrp0aaX7ICIiIiIiouqPBUCiasDExASHDh3Cf//7X1hYWJRoMzY2xsSJExEQEKDQrDeRSIQVK1Zg2bJlsLOzK9EmFosxaNAgnDp1Cs7Ozgrldvz4cXh5eZU6iKOoP3d3d5w7dw4A8PTpUwQFBSnULwDs3LkT58+fx4sXLxS+Z8eOHQAAOzs7BAcHo02bNmXGNWzYEM2aNSt13dXVFUeOHMHgwYMVfqaq2NjY4NSpU/Dy8kKNGjUq1MexY8dw9OhRJCYmVjqf9PR0PH78uNL9EBERERERUfXGQ0CIqgljY2PMmzcPX3/9Na5evYqkpCSYmJiga9euCp0CW5xIJMK4ceMwduxY3Lx5E9HR0dDT04OTkxPq1aundG6rVq3CqlWrsHXrVly4cAEA0Lt3b3h7e5eIU7aY9PDhQzx8+FCpe8LDw6Wvra2tce7cOcTHx2P79u2Ij49H7dq14e3tjdq1a0MQBISEhODJkyeQSCRo1aqVWmf9laVOnTpYtWoV5s+fj+DgYGzbtg1//PGHwvdnZGSU2D+xsv744w+eDExERERERKTlWAAk0oDCwkLs2bMHgYGByMvLQ/PmzTFt2jQYGhoiIyMDcXFxSEpKQnZ2NtLS0pQuABYRi8VwdnZWeLYfACQnJ+Ps2bN49eoVjIyM0KNHDzRs2BC5ubm4f/8+nj9/DkEQEBoaitzcXOjp6UnvVfZADZFIpPQ9ZR2YUlhYCGtraxgZGcHc3Fy6BDklJQXz58/Ho0ePIBaL0aVLF6xbtw46Osr/6issLIS/vz+CgoKQn58PR0dHTJ48ucKfjbm5Ofr164erV68qVQCsyHsmjzIH0ISHh+POnTvIzs5GvXr14OLiorZTlAEgIiJCugTc2NgYffr0gYmJidqeT0RERERE9LZiAZBIzVauXIlVq1YhOztbei0gIAArV65E3bp18erVK+Tm5krbJBIJBg4ciEWLFsHa2rrK8kpNTYWvry/279+PrKws6XWRSAQLC4tSS05DQkKwZcsWdOnSBcePHwcAODo6QiwWK7QHIAC0bNkSLVu2VCrPFi1aSF/HxsZi3rx5OHbsGPLz86XXxWIx9PT0SrzHAHD48GEcPnwYzs7OOHnypMLP/Pnnn7Fs2bIS7wvweg+93r17Y+fOnRUqKgJAr169sHbtWoXjTU1NK3WYyJsGDBhQbkxISAjmzZuHK1eulMpl7NixmDNnToX3Y1REeHg4fHx8SpyCDACGhoYYPXo0fHx81FqIJCIiIiIietuIBEEQNJ0EvZaQkKBQnEQigYWFBZKSklBQUFDFWZVmYWEBiUSCgoICJCUlqf35b/P4v/rqK2zfvr1Cz61bty5OnDgBe3t7lY8/JSUFQ4cOxd27dyt0f4MGDfD3338DAMaMGYPff/9doftWrVqF0aNHo3PnzoiMjFTonjNnzqBv3764d+8eBg4ciGfPnlUo54YNG+LWrVvlxs2dOxe//vqr3BhbW1sEBwcrNZuuuMaNGyMlJUWh2E8++QRr165Fo0aNlNo7sSzm5ublLsG+evUqRo4ciczMTJkxrq6u2L17d5UUAUNCQuDu7o7U1FSZMU5OTjhw4ECFZ2MqQ5W//2rVqqWirIiIiIiIiOTjISBEahIUFFTh4h8AvHz5Ep988gmqomb/zTffVLj4BwDR0dH44osvAABffvlliWXBsjRp0gQeHh4Qi8WYM2eOQs/p27cvnJycAACff/55hYt/APDs2TPpycWyBAcHl1v8A4DIyEj85z//qXAu9evXVzjW3d0durq6mDVrVoWfV2T06NFy29PT0zF+/Hi5xT8AuHjxIn788cdK5/Om3NxcjBs3Tm7xDwBu3bpV7mdJRERERET0LmMBkEhNfH19K93H33//jevXr6sgm/95+fIlDh8+XOl+/P39AQDt2rXD5s2bYWBgIDPW3t4ee/fulZ6E6+HhUW4Bp2vXrti0aRNEIhFu376NS5cuVTrnTZs2yW2fN2+ewn0dO3ZM4aXPxeXm5pY42KQ8S5YsAQB4e3tXuggYGhoqt/3gwYN49eqVQn35+fmVWyhUVkBAAKKiohSK3bdvn0ZmJBMREREREb0NWAAkUpN//vlHJf0cOHBAJf0UeXP/vIrKy8vD7du3AbzeV+7ChQuYOHFiiUMa7OzssHDhQvzxxx9o2LBhifv/85//4Pfff4eHh0eJGYTt27fH6tWrSyzx3L17d6XzLcr5zX0CiysajyJyc3MrVEjdsWOHUku5r127Jn399ddf4/jx4/jwww8rtAfhhQsXEBcXJ7P94MGDCveVnJyMc+fOKZ2DPMo8Pzs7W6l9HYmIiIiIiN4lPASESA1yc3NVtnT35cuXKumnKvq7desW2rVrBwBwcHDA0qVLsXjxYiQlJUFXVxdmZmZyT7B1cnKCk5MTVq9ejeTkZBgaGpZ5ymtMTIzKcg4LC0P79u3LbFN2Rt+jR4+Ufv6TJ0+Uis/Lyyvx9y5duqBLly7IycnBo0eP0LNnT6X6i4uLg5WVVZltyn43YmNjlYpXdX+qfj4REREREZG2YAGQSA0qekJsWYqWzaqKoaGhyvoq61ADHR0d1K5dW6l+9PX1UadOHZntqszZxsZGZX2ZmpqW+HtERAR27dqF8PBwiEQiNG/eHB9//HGJZ5ZV4JRH1kEj+vr6FRqLvO+Tst81VX835S0jV8fziYiIiIiItAWXABOpgVgshqWlpUr66t69u0r6KdKtWzeV9TVgwACV9SVPr169VNaXvJNYlS1curu7AwCysrLwn//8B87Ozli9ejVOnTqFgIAArFixAk5OTpgxYwZyc3MBACNGjFDqGfIODDE1NUWbNm0U7qtBgwawtbWV2a7sd61r165KxZdH2eer8rtMRERERESkTVgAJFITb2/vSvdhamoKDw8PFWTzP126dEHz5s0r3U/jxo0VOv1XFYYNG6Z0ca4s5Y174sSJCvfl6OiIunXrIj8/H97e3ti/f3+ZcYIgYOfOnfjkk09QWFgIBwcHNGjQQOHn/Pe//5XbPm7cOIX7Gjt2LCQSiUr66t27N+zs7BSOV8SYMWPk5leck5MT2rZtq9LnExERERERaQsWAInUZNasWZUuWi1evBhGRkYqyug1kUiEJUuWQFdXt1J97N27V4VZyaevr48ffvihUn2IRCIcO3ZMbsyMGTNQt27dcvsSi8VYt24dAGDPnj0IDAws956AgAAcOXIEANChQ4fyE/5Xly5d5LZ7enqic+fO5fbTvHlzfPLJJ3JjmjRpgilTppTbl7GxcbmnOFdEvXr1FDrp2MDAAN99953Kn09ERERERKQtWAAkUhMdHR1cuXJF7hJOWfT09LBixQqMGjWqCjJ7vXRyx44dMDMzU/pesViM48ePo1GjRlWQmWxDhw7F2rVrld4nDnhd/AsMDIS5ubncOLFYjEuXLsndW09XVxf79+9H69atIQgCfvvtN4Xz2Lx5M9LT0xUqGBbZunWr3HY9PT3s3r1b7mEgHTt2hL+/v/RUZXnmz5+PqVOnymyvU6cODh48qJJZpGWZMWMG5syZI3PvQ0tLS+zZswdOTk5V8nwiIiIiIiJtIBJUdTQpVVpCQoJCcRKJBBYWFkhKSkJBQUEVZ1WahYUFJBIJCgoKkJSUpPbna8P49+3bh1WrViE6OhqCIMDMzAyjR4/GxIkTceTIEZw4cQJJSUkwNTXFBx98AC8vL+lJrVU5/rS0NOzfvx9Hjx5FQkICjI2N0atXL3h5eWHt2rXYvXs3srOzAbyedeXh4YHly5crvExTFd4cf0JCAvbs2YNTp04hOTkZ5ubm6N+/P4YOHYqpU6ciODhYepqvjo4O3N3dsWbNGqUPZjlw4ABWrFhR4jMbMWIE5syZIy1Cvnz5Eq1bt1aq3y1btmDChAkKx9evXx/Pnz8v9/MXBAHXrl2Dn58fQkNDIQgCGjdujDFjxqBHjx4yC2qyPH78GNu3b0dwcDCysrJQr149uLu7Y8iQIWo5fOPZs2fYvn07Ll26hKysLNSqVQvu7u4YNmyYQoVMVVHl7z95+08SERERERGpEguA1QgLgIrh+Dn+6jr+Bw8eKH1wxZIlS/DNN98oHG9sbIy0tLRqOX51qM6fv7JYACQiIiIiInXhEmAiKldOTg72798PNzc31KxZE2ZmZujWrRt27dqFrKwsjeZ2//59zJo1C23atEGjRo3Qpk0bzJo1C3/99Re2bt2KPn36wM7ODo0bN4a7uzsOHz6MvLy8KsmlIic9z58/v0qekZOTgwMHDuDDDz+Eg4MD7O3t0a9fP+zYsQOZmZll3pOamopff/0VvXr1gq2tLRo3bowRI0bgxIkTyM/PVypPIiIiIiIiqj44A7Aa4QxAxXD86h1/dHQ0Ro0ahfv375fZbmdnh71798Le3r7KcwFKjn/FihX4/vvvoeyvsXbt2mHXrl3SZdXKKO/zd3NzQ3BwsNL9Kmrq1Kn4+eef5X7+L168wKhRo3Dv3r0y221tbbFnzx40btxYeu3OnTsYPXo04uLiyrzH2dkZO3bsgIODwzv1/X8TZwASEREREdHbiDMAiUimtLQ0DB8+XGbxDwAiIiIwYsQIJCYmqjEz4Ndff8V3332ndPEPAG7fvo2RI0dK9zNUpUmTJqm8zyISiQTjx4+XG5Oeno4RI0bILP4BQGRkJIYPH474+HgAwNOnT/HRRx/JLP4BwPXr1+Hl5VVlsyeJiIiIiIio6rAASEQybdu2DY8fPy437tmzZ/j111/VkNFr6enpWLx4caX6+Oeff+Dv76+ijP5nyJAh8PT0VHm/APDdd9/Bzs5ObszOnTvx4MGDcvt6/vw5Nm7cCABYuXKlQgXcGzdu4MCBA4olS0RERERERNUGC4BEVCZBELB9+3aF4/38/NS2T9yePXuQlpZW6X62bt2qgmxKEolEWL16NWbOnAlDQ0OV9GllZYV169Zh4sSJcuMEQcC2bdsU7nfXrl2Ij4/H4cOHFb5nw4YNCscSERERERFR9aCj6QTofyQSiVJxisZXJU3kwPGrZ/xxcXF4+vSpUvExMTHlzlCrLIlEgmvXrqmkr3/++Qf5+fnQ19evcC6yrvv4+GDatGk4dOgQ7t+/j4CAAERHRyvcd/v27eHi4oJOnTph4MCB0NXVLfHMsp6dlJSk0IzNIgkJCQgKClLqIJfg4GDpsmtt/v4rojrkQEREREREpAgWAKsRCwsLpeJNTU2rKBPFFG3Grykcf9WOPz09Xel7atSooZb3JDc3V2V9GRkZwcTEROn7FPn8LSwsMGPGDABA7969lSoA9uvXD0uWLJHZXtbnX5H3RSxWbiJ4fn4+CgsLS40/KioKL168gKGhIZo1ayYtWFaVd/3nn4iIiIiISBksAFYjip4oKZFIYGpqitTUVI2cgmlqaio9BTM1NVXtz+f41TN+XV1d1KhRQ+HZYTo6OjA0NKzyk2ElEglsbW1V0pelpSXy8vKUyrmin3+9evWUys3KyqrMvOR9/iKRCMbGxgoXbyUSSYmTgBVhY2MjHX9KSgpOnDiBDRs24OrVq9KYOnXqYOzYsZgyZQrMzMyU6l+RnLXl558FRCIiIiIiUhcWAKsRZf8xW1BQoJF/AL+ZgyafzfFX3fN1dHTg7u6O3bt3KxTv5uYGIyMjtbwnY8eOrfQhIAAwcuRIFBYWVvh+Zcbq6emp8HtpYGCAwYMHy+2/rM9fLBZj+PDhCu8D2L9/f7Rp0wbOzs64fv26Qvd4e3sDeL3foI+PD9avX18qJjY2FsuWLcORI0dw6NAh1K1bV6G+lfGu//wTEREREREpg4eAEJFMn376KXR0yv//BGKxGJ999pkaMnqtSZMmcHNzq1QfNWrUwIQJE1SUUflcXFwUXrbaokULmJubV+g5n3zyCfT09MqNE4lE+PzzzwEAU6dOVahvIyMjTJ48GQCwcePGMot/xT18+BBjxoypVJGViIiIiIiIKo8FQCKSqUWLFvj555/lHnYgEomwfPlyODk5qTEz4Oeff0abNm0qdK+enh42bdqERo0aqTgr2UJCQhReMvro0SNkZGRU6DlNmzbF2rVryy3c/vDDD+jcuTMAYMCAAZg9e7bc+Bo1amDbtm2oX78+8vPz8cMPPyiUz+3btxEYGKhY8kRERERERFQlWAAkIrmGDx+OQ4cOwdXVtVRb165dsX//fowZM0bteZmZmeHo0aOYNm0aLC0tS7RZWlrCzc0N7du3L3FdJBKhT58+OH78OPr376/OdLFr1y6FY1NTU3H8+PEKP2vo0KE4cuQIevbsWaqtS5cu2LdvH8aPH1/i+ldffYXffvsNbdu2LXFdLBZjwIABOHHihLS/s2fPIioqSuF8duzYofQYiIiIiIiISHW4ByARlatr167o2rUrIiIiEB0dDZFIhGbNmqF27doazcvY2Bjffvstvv76a1y/fh3JyckwNzeHs7MzDAwMAAD379/H48ePIZFI0LJlS9jY2Ggk10ePHlVp/Js6d+4Mf39/REZGIiwsDIIgoEmTJmjSpInMez788EMMHjwYoaGhiIyMhI6ODlq3bo369euXiAsPD1cql8ePH1doDERERERERKQaLAASkcLs7OzQoUMH6SmoVX3ir6IMDAzKnKEIAI6OjnB0dFRzRqXJW0atinhZbG1tlTo1WSQSoWXLlmjZsqXMGE2NhYiIiIiIiCqGS4CJiNSgVatWVRqvTm8uEy6PvGIiERERERERVT0WAImI1MDLy0vhWCsrK7XvUaiM7t27o0WLFgrHjxs3ruqSISIiIiIionKxAEhEpAYODg4YNWqUQrGzZ8+Grq5uFWdUcSKRCL6+vgrF9u3bFx07dqzijIiIiIiIiEgeFgCJiNRk2bJlGDRokNyYOXPmYOzYsWrKqOKGDh2KH3/8EWKx7P+MdO/eHZs2bYJIJFJjZkRERERERPQmFgCJiNREX18fW7ZswZYtW9C9e3dpYUxPTw/Dhg1DQEAAvvzySw1nqbjx48fj3LlzGD16NAwNDaXXO3bsiHXr1sHf3x/GxsYazJCIiIiIiIgAngJMRKRWYrEYgwcPxuDBg5GTk4PMzEyYmJhAR+ft/HXcqlUrrF69GitXrkRqaioMDAxQo0YNTadFRERERERExXAGIBFprSNHjqBnz55o1qwZmjdvDjc3NwQHB2s6LSl9fX1YWFi8tcW/4iQSCSwsLFj8IyIiIiIiqobe/n91EhG9ISoqCh988AESEhJKXE9ISICbmxscHR1x+vTpEstWiYiIiIiIiLQVZwASkVZ59eoVunfvXqr4V9z9+/fRvXt3FBYWqjEzIiIiIiIiIs1gAZCItMpnn32GzMzMcuOioqLwww8/qCEjIiIiIiIiIs1iAZCItEZubi4uXbqkcPy2bduqLhkiIiIiIiKiaoIFQCLSGqdPn0ZBQYHC8YmJicjOzq7CjIiIiIiIiIg0jwVAItIa8vb9kyUxMbEKMiEiIiIiIiKqPlgAJCKtYWtrq/Q9VlZWqk+EiIiIiIiIqBphAZCItEaPHj2gr6+vcLyNjQ10dHSqMCMiIiIiIiIizWMBkIi0hlgsxpAhQxSOnz59etUlQ0RERERERFRNsABIRFpl9erVqF+/frlx3bp1w9ixY9WQEREREREREZFmsQBIRFpFR0cHwcHB6NChQ5ntIpEI7u7uOHLkiHoTIyIiIiIiItIQbn5FRFrHwMAAp0+fxvPnz7F48WI8fPgQEokETk5OmDNnDkxNTTWdIhEREREREZHasABIRFrL2toa69ev13QaRERERERERBrFJcBERERERERERERajAVAIiIiIiIiIiIiLcYCIBERERERERERkRYTCYIgaDoJervs3LkTGRkZMDIygpeXl6bTUTuOn+Pn+Dn+d3X8RERERET0dmIBkJQ2cOBAxMXFwcrKCgEBAZpOR+04fo6f4+f439XxExERERHR24lLgImIiIiIiIiIiLQYC4BERERERERERERajAVAIiIiIiIiIiIiLcYCIBERERERERERkRZjAZCIiIiIiIiIiEiLsQBIRERERERERESkxXQ0nQC9fUaPHo2MjAwYGRlpOhWN4Pg5fo6f439Xx09ERERERG8nkSAIgqaTICIiIiIiIiIioqrBJcBERERERERERERajAVAIiIiIiIiIiIiLcYCIBERERERERERkRZjAZCIiIiIiIiIiEiL8RRgKld8fDyuXr2KkJAQREZGIjExETo6OqhduzbatWuHwYMHo27duppOs8o8evQI169fx8OHDxETE4PU1FTk5OTAxMQE9vb2cHV1RY8ePSAWv1v19MWLF+P69esAgN69e2P69OmaTaiKnDt3DqtXry43bufOnTA1NVVDRpqTnJyMEydO4MaNG4iLi0NeXh4sLCxgZ2eHzp074/3339d0iir34YcfKhz7xRdfaOV7QEREREREbz8WAEmu+Ph4TJo0CcUPizY0NERubi6ioqIQFRWF06dPY/r06ejevbsGM606Z86cwe+//y79u4GBAXR0dJCUlIRbt27h1q1bOHv2LHx8fGBoaKjBTNXnypUr0uLfu0IsFsst8IlEIjVmo37BwcH46aefkJGRAQDQ09ODRCJBbGwsYmNjERkZqZXFL3Nzc7nt2dnZyM7OBgA0btxYDRkREREREREpjwVAkquwsBAA0KFDB/Tu3Rvt2rWDqakpCgoKEBYWhk2bNiEyMhIrV65EgwYNYGtrq9mEq0CzZs1gbW2NFi1awNraWlrkS05OxtmzZ7Fr1y7cvXsXW7ZswdSpUzWcbdXLyMjAr7/+CiMjI1hYWCA6OlrTKalFrVq1sHnzZk2noRG3b9/GDz/8gPz8fPTq1QseHh5o2LAhACA9PR0PHjzA/fv3NZxl1fDz85PbPm/ePNy+fRuNGzdGo0aN1JQVERERERGRct6tNYukNGNjY6xatQoLFiyAq6urdAaURCJBq1atsHDhQpiZmSE/Px9Hjx7VcLZV4/3338eQIUPQpEmTEjP8zM3NMWLECAwfPhwAcOHCBeTn52sqTbXZtm0bEhMT4eXlVe7sKHr7ZWVlYc2aNcjPz8ewYcMwY8YMafEPeP07wsnJCR9//LEGs9SMhIQEhISEAIBWzn4kIiIiIiLtwQIgyWVkZAR7e3uZ7RYWFnBycgIAPH78WF1pVStNmjQBAOTm5iItLU3D2VSt0NBQnDlzBk2aNMGAAQM0nQ6pwblz55CQkICaNWu+k0U+ec6fP4/CwkLo6uqiR48emk6HiIiIiIhIJhYAqdKKZgUWFBRoOBPNKFr6aGBgoNUz4vLy8vDLL79AJBJhypQp79yhJ++qCxcuAAC6du0KXV1dzSZTzQQGBgIAnJ2dYWxsrOFsiIiIiIiIZOMegFRpd+/eBYB3av+rnJwcxMfHIzAwEIcPHwYADBo0SKsPgvD390d0dDQGDx4MBwcHTaejdikpKZg+fTqeP38OAKhZsyZatWoFNzc3rdz7Eng9q/XJkycAAAcHB0RHR2Pfvn24c+cO0tPTYWFhgdatW2PYsGEllgW/C8LCwqTfhT59+mg4GyIiIiIiIvlYAKRKuXbtGh49egRA+/fASk9Px+jRo0td19HRgZubG7y8vDSQlXpERUXhwIEDsLS0fGeXgebk5CAiIgJGRkbIzs5GTEwMYmJi8Mcff8Db2xvu7u6aTlHl4uLipPtaxsTEYP369cjJyYGenh709PQQHx+P8+fP49KlS5gxY4bWngRelnPnzgEALC0t0a5dO80mQ0REREREVA4WAKnC4uPjsXbtWgBA586dpXsBaiuxWCxd4puZmYnc3FyIRCK4ubnB3d0dEolEswlWEUEQsHbtWuTn52PSpEklDkJ5F1haWmLUqFHo2rUr6tevD11dXeTn5yM0NBR+fn4IDw/H1q1bYWlpqXX7wKWnp0tfHzhwAGZmZpg9ezY6dOgAsViMJ0+e4JdffsGjR4/w008/wd7eHvXr19dgxuqRk5ODy5cvAwB69eqltT/7RERERESkPbiJF1VIeno6Fi1ahJSUFNStWxfTpk3TdEpVztDQEH5+fvDz84O/vz9+/fVXDB48GMePH8fUqVMRGhqq6RSrxOnTpxEaGgonJ6d3aoZXkfbt22PUqFFo1KiRdA88HR0dtGnTBkuWLEGzZs0AANu3b0dhYaEmU1U5QRCkrwsLCzF9+nR07NhRuv+jvb09fHx8YGBggNzcXBw7dkxTqarV1atXkZmZCUD7Zz4TEREREZF2YAGQlJaVlYWFCxciMjISlpaW8PX1hYmJiabTUiuRSIQ6depg0qRJGD9+PNLS0rBs2TLk5ORoOjWVSkxMxPbt26Gnp4dPP/1U0+lUO7q6utKl3wkJCdL98rRFjRo1pK9tbGzQvn37UjGWlpZwdXUFANy5c0dtuWlS0fLfZs2aoUGDBhrOhoiIiIiIqHwsAJJScnJy4OvriwcPHsDMzAyLFi1C3bp1NZ2WRvXv3x+6urp49eoVbt26pel0VMrPzw8ZGRkYMmQIzMzMkJWVVeJP0Yy3goKCUtfeFUUzAAHg5cuXGsxE9SwtLaWv5RW6itri4+OrPCdNi4+Pxz///AOAs/+IiIiIiOjtwT0ASWE5OTlYtGgR7t27B2NjY/j6+sLGxkbTaWmcnp4eTExMkJiYiBcvXmg6HZWKi4sD8PoEYH9/f5lxQUFBCAoKAgDpXnD09jM1NYWFhQWSkpIUitfmU7CLBAYGorCwEHp6enjvvfc0nQ4REREREZFCOAOQFJKXl4fvv/8eISEhMDQ0xIIFC2BnZ6fptKqFrKwspKamAii5ZJLeDQ8ePJC+rlOnjgYzqRpFJ9xGR0fLjClqs7KyUkdKGlW0/LdLly4wMjLScDZERERERESK4QxAKld+fj6WLl2Kv//+GwYGBpg3bx6aNm2q6bTUoqCgAGKxWO7MpqNHjyI/Px8A0LJlS3Wlphbff/+93Pa5c+fi7t276N27N6ZPn66epNRIEAS5n31+fj527doFAKhZsyYcHBzUlZra9O7dG4GBgYiKisJff/2FDh06lGhPTEzExYsXAQAdO3bURIpqExoaKp3ly+W/RERERET0NuEMQJKroKAAy5cvx40bN6CnpwcfHx+0aNFC02mpTUJCAmbMmIEzZ86U2N9MEARERUVhw4YN2LNnDwDAxcUFjRo10lSqVAXi4uLw1Vdf4fTp04iNjZVeLygowN27dzF37lzcv38fAODt7S09HVebtG3bFk5OTgCA1atX49atW9J9HiMiIvDdd98hOzsbJiYmGDJkiCZTrXJFs/9q1aqFtm3bajgbIiIiIiIixXEGIMkVFhaGP//8E8Drotfy5cvlxvv5+akjLbV68uQJfvnlFwCv9/szMDBAdnY2cnNzpTGdOnXCjBkzNJUiVaHw8HCEh4cD+N/nn5mZKZ31qaOjA29vb/Ts2VODWVatL7/8Ej4+Pnjy5AkWLlwIPT096OjoIDMzEwBgbGyMb775psShIdomJycHV65cAfB6VqQ2FnuJiIiIiEh7sQBIcgmCIH2dl5eH5ORkzSWjAZaWlpg1axZCQkIQHh6OpKQkpKamQldXF9bW1mjatCl69OhRalkkaQdzc3NMnjwZYWFhiIiIQEpKCjIyMqCvrw8bGxu0bt0aAwYMgLW1taZTrVLGxsZYtmwZTp48iYsXL+L58+fIz8+HtbU1nJyc4O7ujpo1a2o6zSr1559/SguevXv31nA2REREREREyhEJxSs8REREREREREREpFW4homIiIiIiIiIiEiLsQBIRERERERERESkxVgAJCIiIiIiIiIi0mIsABIREREREREREWkxFgCJiIiIiIiIiIi0GAuAREREREREREREWowFQCIiIiIiIiIiIi3GAiAREREREREREZEWYwGQiIiIiIiIiIhIi7EASEREREREREREpMVYACQiIiIiIiIiItJiLAASERERERERERFpMRYAiYiIiIiIiIiItBgLgERERERERERERFqMBUAiIiIiIiIiIiItxgIgERERERERERGRFmMBkIiIiIiIiIiISIuxAEhERERUQRcuXIBIJIJIJMKCBQtKtdva2kIkEsHW1lbtuSkrMjJSOpZx48ZpOh0iIiIiUiEdTSdARERERETVx5EjR3D79m0AwPTp02Fubq7RfIiIiKjyWAAkIiIiIiKpI0eOYPv27QCAcePGsQBIRESkBVgAJCIiIqoikZGRmk6BiIiIiIh7ABIREREREREREWkzFgCJiIiIiIiIiIi0GAuARERERDKcPn0a7u7uqFevHgwMDNCwYUMMGzYMZ86cUeh+RU4BTk1NxYoVK9CrVy/UqVMHenp6MDExga2tLTp16oSJEyfC398fubm5pe4dN26c9OTeouXGhw4dwqBBg9CgQQPo6+vD2toaI0aMwPnz5yvyFpQSHh6OlStXwt3dHU2aNIGxsTH09PRgZWUFV1dXLF68GAkJCUr1eerUKUyYMAGOjo4wNzeHrq4uateujffeew9z586VHkghS3Z2NjZu3Ag3NzfY2NjAwMAAZmZmaNWqFaZNm4bw8HC59y9YsED6Pl64cAEAEBQUBE9PTzRq1Ag1atSAnZ0dxowZg7CwsBL3FhYWYt++fejbty+sra1hYGAAe3t7TJs2DXFxcQq/BxcvXsTkyZPRvHlzmJubw8DAADY2NvDw8MDBgwchCILMe8s6wTk5ORnff/89OnToAHNzcxgZGaFFixb4+uuvZeZV9H0q2v8PAOzs7KR9F/3p2bOnwuMiIiKiakIgIiIiohIKCgqESZMmCQBk/vniiy+EwMBA6d/nz59fqp9GjRoJAIRGjRqV+ZybN28KdevWlfucoj83btwodb+3t7e0/eHDh4Knp6fcPqZMmSIUFhaWmUtERIQ0ztvbu8yY7du3K5SrqampcOLEiXLf56dPnwouLi4K9ZmcnFxmHxcuXBCsra3l3iuRSITvv/9eZh7z58+XxgYGBgrffPONIBKJyuyrRo0awtmzZwVBEITU1FRh0KBBMp9bv3594fHjx3Lfg6SkJMHNza3c8bu6ugrx8fFl9vHmZ3fr1i2hYcOGMvuqU6eO8M8//5Tqp/j3Sd6fHj16yB0TERERVT88BISIiIjoDTNmzMDmzZsBABKJBB9//DF69uwJfX193L59G7/99htWr16NqKioCj8jMzMTQ4cOxcuXLwEATk5OcHd3h7W1NYyMjJCUlISwsDAEBgbizp075fY3e/ZsHDp0CPXq1cOECRPQsmVLZGVl4dy5c9i7dy8KCwuxbt06GBgYYMWKFRXOWSQSoW3btnB1dYWjoyMsLS0BANHR0fjjjz/w+++/IzU1FR4eHvjzzz/RoUOHMvt68uQJXFxcpLPRLC0tMXLkSDg5OcHU1BSJiYm4c+cOTp48iadPn5Y5A+7UqVMYMmQI8vLyIBaL0b9/f/Tp0wfW1tbIzs7GzZs34efnh5SUFMydOxcA8M0338gd47p16+Dv74+GDRti/PjxcHR0RHp6Og4cOIDTp08jKysLI0aMQEREBMaOHYuTJ0+iS5cu+Oijj2BtbY2YmBhs2rQJYWFhiImJwbhx43Dx4sUyn5Wamopu3bohNDQUANCkSROMGDECzZs3h56eHp48eYI9e/YgJCQEFy9eRJ8+fXDt2jUYGBjIzD8qKgoDBw5EfHw8PDw80LdvX1haWiIyMhKbNm3Co0ePEBsbC09PT9y+fRu6urrSe6dNm4ahQ4dizZo1CAwMBABs3LgRVlZWJZ5Rq1Ytue8hERERVUOarkASERERVSeXL1+Wzv4yMjISLl26VComJiZGcHR0LDErStkZgP7+/tJ7Z86cKTene/fuCXFxcaWuvzljy8XFRUhKSioVFxgYKBgaGgoABJFIJFy5cqVUjCIzAO/evSs8fPhQbq5nz56VPuv9998vM6agoEBo166d9HkffvihzBl+giAIJ0+eFLKyskpci4mJESwtLQUAgpWVlXD16tUy742OjhZatWolnQkYFhZWKqb4DEAAQv/+/YWMjIxScePHj5fGODk5CQCERYsWlYpLS0sTWrRoIY29fv16mbmNHDlSGrNgwQIhPz+/VExBQYHw5ZdfSuP+7//+r1RM8c8OgGBiYiIEBQWVmVfx9/3gwYNl5lX8exUREVFmDBEREb1duAcgERERUTErVqyQzjb74Ycf0L1791Ix9erVw759+yCRSCr8nEePHklfT5w4UW5sixYtULt2bbkxxsbGOHDgAMzNzUu19ezZE0uWLAEACIKA5cuXK58wgJYtW6Jx48ZyY/r06YOZM2cCAM6dO4fnz5+XivH395fu69e+fXv4+/vDzMxMZp8DBw4sNett2bJlSExMBAAcOHAAXbp0KfNea2tr+Pv7QyKRoKCgAKtXr5abf+3atbFnzx4YGhqWavP19YVIJAIA3Lp1C/3794ePj0+pOGNj4xIzDX///fdSMSEhIdi7dy+A15///Pnzy/w+icViLF++HN26dQMA/PLLL8jJyZE7htWrV8PV1bXMvIq+B8DrGZRERET0bmABkIiIiOhfOTk5OHnyJADAzMwMkyZNkhnbpk0bfPDBBxV+lpGRkfT1rVu3KtxPES8vL9SvX19m++TJk6VFthMnTiA7O7vSz5SleNH02rVrpdp37Nghfb1w4ULo6ekp1b8gCPDz8wMAuLi44L333pMb7+joCGdnZwCvD3aRZ8yYMWUWUQGgQYMGaNSokfTvU6dOldlP8ZyKlvgWV/ygjVmzZsnNCQDGjh0LAEhJSUFwcLDMuFq1amHMmDEy23v16gUdnde7AN29e7fc5xIREZF24B6ARERERP+6c+eO9LTdbt26QV9fX278+++/X+FZVH369IFIJIIgCPj888/x6NEjjBo1Co6OjhXuTx4DAwN0794dJ0+eRF5eHm7fvi1z1lx5Ll++jD179uD69et48uQJ0tLSkJeXV2ZsdHR0qWuXLl2S5tSvXz+lnx8aGopXr14BACwsLHDkyJFy7ymaXRcREYHs7GyZ++iV957UrVtXeuJyUVFRVlyRpKSkUu1F+wIaGBggNDS0zCJhccVnUoaGhpY5ww8AOnXqJC3wlUVfXx+1atXCy5cvy8yLiIiItBMLgERERET/iomJkb4ub6mrojGyNG/eHD4+Pli0aBEyMjLg6+sLX19f1KtXD127dsV7772H/v37o1mzZgr116RJE6Viio9VUenp6fDy8sLRo0cVvic1NbXE39PS0qTXHBwclJ79B0BagAOAgIAABAQEKHV/YmKizNmSNWvWlHtv8aKwvNjicWXNtiwaQ3Z2Ntzd3eU+801FS5/LosgBHUW5VeUsUCIiIqpeWAAkIiIi+ld6err0dVl7wL2p+DLeivD19UWnTp2wdOlS/PnnnwCAFy9e4ODBgzh48CCA1zMRV6xYgc6dO1c6l+IxaWlpSufr6ekpLbYZGRlh0KBBaN++PerXrw9DQ8MSS0u//fZbAEBBQUGJPooXBI2NjZXOAQCSk5MrdF+RolmeZRGLFd8hR5nYN1VmDKrKn4iIiN4dLAASERER/at4QSozM7Pc+IyMjEo/c/DgwRg8eDBiY2Nx6dIlXL16FUFBQfjrr78gCAKuXLmC9957DwEBAXKX+SqSS/EYExMTpfK8cuWKtPjXunVrnDlzpsQy1+J0dXVl9mNqaip9Xbzgqozin9PMmTOxYsWKCvWjScbGxkhOToalpaV0OTMRERFRVeH/IiQiIiL6l7W1tfR18VN6ZVEkRlF16tTB8OHDsWLFCty8eRORkZEYMWIEACAvLw8zZsyodC7FY+QdGFKWM2fOSF9///33Mot/wOt99mQxMTGRHkby+PFjubPZZGnQoIH0dVRUlNL3VwdFY0hOTq5wIZSIiIhIUSwAEhEREf2rTZs20v3Rrly5gpycHLnx586dq7JcGjZsiF27dqF27doAXi+rlbds9OzZs3L7y8nJweXLlwEAenp6aNeunVL5vHz5Uvq6vL0PyzsYpeiE3Ozs7HJP5S1Lu3btpEXEwMDAcj+n6qhHjx4AgMLCwgq9B1Wp+DJiQRA0mAkRERGpCguARERERP/S19fHwIEDAQApKSnYsmWLzNi7d++WmBVXFXR1dUvMSszPz5cZu2vXLrx48UJm++bNm6UFRDc3N5mn4MpSfP9AebMNr169Wm4BcOzYsdLX8+bNU3oWoEQiwccffwwASEhIwMqVK5W6vzoo/h74+vpWqwM5ii+xVsUydyIiItI8FgCJiIiIivnyyy8hEokAALNnz8bVq1dLxcTGxsLT07PUARfKWLNmDfz9/eUWv65cuYKQkBAAr5eMyjvhNS0tDR999FGpU3cB4OLFi5g9ezYAQCQS4auvvlI6306dOklfL1y4sMyCVUhICIYPH17urDEPDw906NABAHD79m2MGDECKSkpMuNPnz5d6nlz586Fubk5AMDHxwc//fQTCgsLZfaRkZGBzZs3Y8+ePXJzUxdnZ2fpEu+QkBAMGTIE8fHxMuOL9oOsyGenLDs7O+nrv/76q8qfR0RERFWPh4AQERERFdOtWzf897//xZo1a5CWlgZXV1d4eXmhR48e0NfXx+3bt7F582YkJiZi2LBhOHToUIWe89dff2H79u0wMzNDv3790KFDB1hbW0NPTw+xsbEICgrCsWPHpEWtuXPnyu3Pw8MDBw8eRPPmzTFx4kS0aNECWVlZOHfuHPbu3SstVs6YMQMuLi5K5zts2DA0bNgQz549w82bN9GsWTNMmjQJjRs3RmZmJoKCgrB3717k5eXB29sb27dvl9mXWCyGv78/unTpgvj4eBw7dgz29vYYOXIknJycYGpqiqSkJNy9excnT57E48ePkZSUVGLWorW1Nfbv34/BgwcjJycHM2bMwLp16+Du7o4WLVrA2NgYaWlpiIiIwM2bN3H+/HlkZ2dj0aJFSo+9qvz2228IDw/HnTt3cObMGdja2sLDwwNdunRB7dq1kZeXh9jYWISEhOCPP/5AdHQ0HBwcsHz58irNq/hhM7NmzUJcXByaNWsmPdzF0tISzs7OVZoDERERqRYLgERERERvWLVqFTIyMvDbb78hPz8f27Ztw7Zt20rEfPHFFxg6dGiFC4BFswxTUlKwf/9+7N+/v8w4XV1dzJ8/H59//rnc/pYuXQo9PT3s2bNHZpHr888/x7JlyyqUr76+Pg4dOoT+/fsjISEBz549w7x580rESCQSLF26FJ07d5ZbAAQAe3t7BAcH46OPPsLNmzeRmJiIdevWyYwver+K69u3Ly5fvgwvLy88ePAADx8+xI8//iizD4lEIvfwEnUzMTHB5cuXMWXKFOzcuROZmZnYsWMHduzYIfOe4gegVJXWrVvDy8sLO3fuRGxsLL7++usS7T169MCFCxeqPA8iIiJSHRYAiYiIiN4gFouxefNmDB8+HOvXr8e1a9eQnJwMKysrdOrUCZ9++in69etXqSLI+vXrMXLkSAQGBuLmzZsIDw9HfHw88vPzYWpqiiZNmqBnz56YOHEimjRpUm5/Ojo62L17Nzw8PLBlyxbcvn0bCQkJqFmzJlxcXDBlyhS8//77Fc4XAJycnBASEoIVK1bgxIkTePr0KXR0dFC/fn306tULkydPRocOHRR+X+zs7HD9+nUcPXoU/v7+uHr1KmJjY5GXlwcLCws0a9YMPXr0wOjRo6WHfrypY8eOCA0NxaFDh3D06FEEBwcjNjYWGRkZMDY2ho2NDVq3bo2ePXviww8/rFYFQOD1fnt+fn6YM2cOtm3bhqCgIERERCApKQl6enqoXbs2mjVrhq5du2LAgAFqm3m3fft29OjRA3v27MHdu3eRlJSEvLw8tTybiIiIVE8k8GgvIiIiorfSuHHjpDPtIiIiYGtrq9mEiIiIiKha4iEgREREREREREREWowFQCIiIiIiIiIiIi3GAiAREREREREREZEWYwGQiIiIiIiIiIhIi7EASEREREREREREpMV4CjAREREREREREZEW4wxAIiIiIiIiIiIiLcYCIBERERERERERkRZjAZCIiIiIiIiIiEiLsQBIRERERERERESkxVgAJCIiIiIiIiIi0mIsABIREREREREREWkxFgCJiIiIiIiIiIi0GAuAREREREREREREWowFQCIiIiIiIiIiIi3GAiAREREREREREZEWYwGQiIiIiIiIiIhIi7EASEREREREREREpMX+H6CjSxQynQZpAAAAAElFTkSuQmCC", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_wrap('class')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Control the number of rows and columns with the options `nrow` and `ncol`:" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:58.479256Z", - "iopub.status.busy": "2024-01-09T15:09:58.479033Z", - "iopub.status.idle": "2024-01-09T15:09:59.309724Z", - "shell.execute_reply": "2024-01-09T15:09:59.309137Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# Selecting the number of columns to display\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_wrap('class',\n", - " ncol = 4 # change the number of columns\n", - " )\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:59.312401Z", - "iopub.status.busy": "2024-01-09T15:09:59.312191Z", - "iopub.status.idle": "2024-01-09T15:09:59.963467Z", - "shell.execute_reply": "2024-01-09T15:09:59.962856Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# Selecting the number of rows to display\n", - "\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_wrap('class', \n", - " nrow = 4 # change the number of columns\n", - " )\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "To change the plot order of the facets, reorder the levels of the faceting variable in the data." - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:59.966429Z", - "iopub.status.busy": "2024-01-09T15:09:59.966183Z", - "iopub.status.idle": "2024-01-09T15:09:59.970114Z", - "shell.execute_reply": "2024-01-09T15:09:59.969520Z" - } - }, - "outputs": [], - "source": [ - "# re-order categories\n", - "mpg['class'] = mpg['class'].cat.reorder_categories(['pickup', 'suv','minivan','midsize','compact','subcompact','2seater'])" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:59.972634Z", - "iopub.status.busy": "2024-01-09T15:09:59.972428Z", - "iopub.status.idle": "2024-01-09T15:10:00.694496Z", - "shell.execute_reply": "2024-01-09T15:10:00.693515Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# facet plot with reorded drv category\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_wrap('class')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Ordinarily the facets are arranged horizontally (left-to-right from top to bottom). However if you would prefer a vertical layout (facets are arranged top-to-bottom, from left to right) use the `dir` option:" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:00.698748Z", - "iopub.status.busy": "2024-01-09T15:10:00.698467Z", - "iopub.status.idle": "2024-01-09T15:10:01.612180Z", - "shell.execute_reply": "2024-01-09T15:10:01.611641Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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q/fHHH9a/u7u7y9nZWWFhYdq9e7d2796t1atXa9CgQfL09EzRfsqUKQoJCZEkOTk5yc3NTRcuXNCSJUu0YcMGjRo1SkWLFs2y+QAAkJElS5aodu3aslgs6cb5+/vrk08+yaKsAAAAAGSHR6IA+Pjjj6tw4cIqX768ChcubC3yhYeHa/Xq1Zo1a5YOHjyon3/+We+8806ytitXrlRISIhMJpNeeuklPfPMM3Jzc9PJkyc1YcIEnT59WiNHjtTkyZPl4uKSHdMDACCF0qVLa9WqVQoODlZcXFyqMcWLF9eOHTuyODMAAAAAWe2R2AOwcePGeuaZZ1SmTJlkK/x8fX3VoUMHtW/fXpK0fv16xcfHW6/HxcVp9uzZkqTg4GB17NhRbm5ukqQSJUpo8ODBcnNz08WLF7V69eosnBEAABmrUqWKLly4oJEjR8rf319ubm7y8PBQ2bJltXLlSu3atUtmszm70wQAAABgsEeiAJiRMmXKSJJiY2N18+ZN6+v79+9XWFiYTCaT2rVrl6Jd/vz51aBBA0n/r707j4uyXP84/h2GTUA2RVHczTDTVNAUc89yyRY1lwpt87T4s9LqdFqsTE6ezsk6WZ3KslI0l3DJXDLNNbdMDck0LcEUTZYEEZB9fn94mAOxzSDD4Mzn/Xr5Cue5nue+rkG64eJ+nvtS8xAAgLro4Ycf1uHDh5WYmKiTJ09q586dCgsLs3daAAAAAGoJDUBJP//8s6RLzwb09/c3vx4XFydJat68uYKCgso9t2vXrpKko0ePKicnx7aJAgAAAAAAAFZy2gZgbm6uEhMTtWDBAq1cuVKSdMstt8hgMJhjTp06JenSM5IqUnzMZDIpMTHRhhkDAAAAAAAA1nOKTUCKZWZm6u677y7zuqurq4YPH67IyMhSr587d06SFBgYWOE1Sx5LS0uroUwBAAAAAACAmuFUDUAXFxfzLb7Z2dnKy8uTwWDQ8OHDNWLEiDIPQi++pbd444/ylDyWnZ1d80kDAAAAAAAAl8GpGoBeXl6Kjo6WdOmW3eTkZK1evVqrV6/Wpk2b9MILL6hDhw52zhIAAAAAAACoOU7VACzJYDCocePGmjhxoho1aqS5c+fq9ddf1wcffGBe1efp6Snp0vMCK1LymJeXV6VjLly4UIsWLarw+F133VXuLcrl5S5Jfn5+MplMVcbXNBcXF/N/AwICan186qd+ifqp3znrt2RMZ3+PJN4D6qd+ifqdtX4AACritA3AkoYMGaL58+frjz/+0P79+9WrVy9Jl57vFx8fb34WYHlKHqtqks/KylJycnKFx7Ozs8vchlyZ4m8w7MVgMFiVb02jfuq3J+qnfnvUX905wmQyaffu3YqPj5ebm5u6d++uNm3a1Hh+x44d04svvqikpCQ1btxYM2fOVNu2bWt8nIpkZ2dry5Yt+uOPP+Tn56d+/fqZH/1hD3ydUD/1Uz8AAHUFDUBJ7u7uql+/vs6dO6fff//d/Hrz5s21b98+nTx5ssJzi48ZDAY1a9as0nG8vb3VqFGjCo97eXmpsLCwynwNBoNcXFxUVFRkt99sGgwGmUwmFRUV1fr41E/91E/9jlB/dX4wtHaOKCoq0rx58zRr1iwdPXq0VNzNN9+sGTNmqFu3blbn8Wc//vijBg0apD/++KPU659//rkaNmyojRs3qlOnTpc9TkWysrI0Y8YMffLJJ6U25PLy8tI999yjGTNmKCgoyGbj/xlfJ9RP/dR/ufXTPAQA1DQagJIuXryojIwMSVK9evXMr1933XVauXKlTp48qdTUVDVs2LDMuT/88IMkKTQ01HzLcEUiIyPL7DRcUmpqqkU7CRuNRgUEBOj8+fMW/TBY0wICAmQ0GlVUVGSXnY+pn/qpn/odof7y5pSqWDNHpKen64UXXtAHH3xQbtyGDRu0bds2zZ8/XzfeeKPVuRTbt2+fhg0bVuEP2qmpqQoLC9P69esVFhZW7XEqkpmZqZEjR5rn45Kys7P10UcfaePGjVq9erWCg4NrfPzy8HVC/dRP/Zdbf3XmCAAAKmPftfG1oLCwsMrf/q1atUoFBQWSpGuvvdb8+nXXXaeAgACZTCatXLmyzHkpKSnavn27JKl///41lzQAAJdp2bJlFTb/iuXm5urBBx/U2bNnqz3ObbfdVuU8azKZdOutt1Z7jMr89a9/Lbf5V9KJEyc0ceJEu6wGAgAAAOoCh28ApqamaurUqdqwYYNSUlLMr5tMJp06dUoffPCBFi9eLEmKiIhQy5YtzTFubm7mTTnWrFmjZcuWmTf9SEhIUFRUlHJyctSkSRPddNNNtVgVAAAVM5lMevfddy2KzcrK0sKFC6s1zqeffqr8/HyLYvPy8rRgwYJqjVORM2fOlPsLuvJ89913VTYKAQAAAEflFLcAx8fHm38Qcnd3l6enp3JycpSXl2eO6d69u6ZOnVrm3MGDByshIUHr1q1TdHS0PvvsM3l4eCg7O1uS5O/vr2nTpsnNza12igEAoAqHDh3Sjz/+aHH80qVL9fTTT1s9zptvvmlV/KxZszR+/Hirx6nIihUrrLrFb8mSJTa5DRkAAACo6xy+ARgYGKhnnnlGcXFxOnbsmNLS0pSRkSE3NzeFhITo6quvVr9+/Sr9geCRRx5R586dtW7dOsXHx5tX/V1//fW688475efnV4sVAQBQuco2rypPYmJitcYpfn6upc6fP1+tcSpibd6nT5+u0fEBAACAK4XDNwDd3NzUu3dv9e7d+7KuExERoYiIiBrKCgAA2/Hw8LAq3t3dvVrjWLtLZU3vamltndbGAwAAAI7C4Z8BCACAswkLC6tyZ/qSevToUa1xrrnmGqviS260VROuv/56m8YDAAAAjoIGIAAADiYwMFAjRoywOP6+++6r1jhz5syxaXxVBg8erKCgIIti3d3dNW7cuBodHwAAALhS0AAEAMABPfPMM2rQoEGVcf3799fgwYOrNUZISIjFt9V6enoqODi4WuNUxNXVVfXr17d4fG9v7xodHwAAALhS0AAEAMABtWzZUjExMWrSpEmFMQMHDtSnn35a7Wfzbd++Xbm5uRbF5uTkaOfOndUapyKxsbGKj4+3KDYjI0Nff/11jY4PAAAAXCloAAIA4KA6deqk3bt364033lC3bt0UFBSkpk2b6pZbblFMTIyWLFkiHx+fal9/3bp1No2vyldffWXTeAAAAMBROPwuwAAAODNvb29NmDBBEyZMqPFrp6en2zS+KmlpaTaNBwAAABwFKwABAEC1+Pn5WRXv6+tbo+P7+/tbFW9tvgAAAICjoAEIAACqxdrNQ4YMGWLX8au72QkAAABwpaMBCAAAqmXAgAEKCgqyKLZRo0bq27dvjY4fFhamLl26WBTbuHFjDRs2rEbHBwAAAK4UNAABAEC15OXlWbULcF5eXo2ObzAYNHv2bNWvX7/SODc3N/3nP/+Ru7t7jY4PAAAAXCloAAIAgGpZtWqVMjIyLIrNyMjQ6tWrazyHDh06aNWqVQoNDS33eEhIiJYsWaJ+/frV+NgAAADAlYJdgAEAQLXs3r3bqvg9e/Zo9OjRNZ5Hp06d9O2332rHjh1avXq10tLSFBQUpL59+2rQoEFydeXbHQAAADg3viMGAADVkpOTc9nxRUVFOnLkiNLS0nTVVVcpODi4WrkYDAb16dNHLVq0UGJiotq3b69GjRqpsLCwWteDlJubq6SkJLm4uCg4ONiiRmpWVpbS0tLk7e2tRo0a1UKWAAAAsAQNQAAAUC1Nmza1Kr5Jkybmj9PT0/X000/rq6++KvVswEaNGmny5Ml69NFHLb5uUVGRZs6cqfnz5ys9Pd38upeXl0aNGqXXXnuN5/9Z4fjx45ozZ44+//xzZWVlSZIaNmyou+++W3/5y1/KbdLu379fc+bM0Zo1a5Sfny9JatOmjSZMmKB7771XPj4+tVoDAAAASuMZgAAAoFruvPNOq+KLb//97bff1KVLF61atarMxiDJycl66aWXNHLkSIuuWVBQoN69e2v27Nmlmn+SlJ2drQULFqhz584WP6vQ2W3atEkDBw7Up59+am7+SVJqaqrefvttDRw4UD/++GOpcz7++GMNHTpUK1euNDf/JCk+Pl7Tp0/X0KFDdfbs2VqrAQAAAGXRAAQAANXSoUMHi1d2+fj4KDQ0VEVFRRo0aFCp5lJ5vv32W02ZMqXK644ePVq//PJLpTGpqakaNGiQRXk6s6NHj+r+++9XdnZ2hTEpKSkaN26cUlNTJUnr16/Xs88+K5PJVOE5P//8syIjI1VQUFDjOQMAAMAyNAABAEC1HD58WJmZmRbFZmZm6tixY/r000/LrNSryJIlS8qsECzp7Nmz2rFjh0XXSkhI0K5duyyKdVbvvPOOLl68WGVccnKy5s+fL5PJpH/9618WXfvgwYPasGHD5aYIAACAaqIBCAAAqiUqKsqq+FdeeUXvv/++xfGFhYV69913a2z8V1991ap4Z5KRkaEvvvjC4vjo6GjFxcWVuR24qnMAAABgHzQAAQBAtVR162158cnJyVads3///gqPHT582KprnThxwqp4Z5KQkKDc3FyL48+cOaPY2Firxvj555+tzAoAAAA1hQYgAACoNZU9K86e14L1ioqK7J0CAAAALEQDEAAAVMtVV11ldXzjxo2tOicsLKzCYx06dLDqWi1btrQq3pm0bt1aHh4eFsc3adJEXbt2tWqM0NBQa9MCAABADaEBCAAAquXFF1+0Kv6ll17SI488YnG80WjUY489VuHxadOmWTX+888/b1W8M/H19dXtt99ucfyECRPUuXNnderUyapzAAAAYB80AAEAQLVce+21uvbaay2K7dSpk9q3b68HHnhAfn5+Fp0zevRoubu7V3i8adOmioiIsOharVq1Uu/evS2KdVbdunWzOLZXr14yGAx6+umnLYrv1KmTBg8eXN3UAAAAcJloAAIAgGpbt26dmjZtWmlM06ZNtW7dOkmSi4uLNm7cKC8vr0rP6dWrl955550qx1+xYoXatm1baUyDBg20cePGKq/l7NauXWtx7IoVKyRJw4YNq3J35dDQUC1atEiurq6XlR8AAACqjwYgAACoNi8vL+3fv18PPPCAvL29Sx3z8fHRgw8+qP3798vT09P8euvWrRUbG6tbbrlFbm5upc4JCgrSyy+/rFWrVlk0vqurq3bt2qX/+7//k6+vb6lj9erV01133aXY2Fj5+/tXr0AncfbsWW3bts3i+GXLlqmwsFCS9NBDD2nt2rW67bbbZDQazTGtWrXSiy++qPXr1ys4OLjGcwYAAIDl+FVsHVLym2ZL4iyNtyV75ED91G+vsf+M+qm/Lo5pj/fIaDRq1qxZmjVrlk6fPq3Tp08rJCREISEhFZ7TsGFDLViwQEVFRTp48KDS09N11VVXqXnz5tUaPyoqSlFRUTp+/LhOnTqldu3aqVmzZnbfKfhK+TpJSkqyaoysrCxlZWUpICBAkhQREaGIiAhduHBBFy9elJeXl4KDg5WZmWnVdWsC/5+gfnuN/Wd1IQcAAIoZTPb+zhgooaCgQGvWrNH69euVkZGhhg0bavTo0erdu7cMBoNdcztx4oTmz5+vX3/9VUajUWFhYRo/frz5hx9rnDx5Uk8//bQOHDigwsJCtWjRQlFRUerbt68NMgcAlCczM1ORkZHatm2b8vLy5OXlpXvvvVf//Oc/ne4H9x9//FHXXXedVedkZWWVupX70KFDWrhwoU6dOiVPT0/17t1bY8eOrfJ2bwAAANgeDcA6JC0tzaI4o9EoX19fZWRkmG+/qU2+vr4yGo0qLCxURkZGjV1369atevzxx5WYmFjmWKdOnTRnzhy1b9++1uvPysrSU089pZiYmDIrSerVq6epU6fqqaeesqhBWVRUpDFjxmjz5s3lHm/WrJk2btyoxo0bV3gNR/38W4r6qd9R6q/OLw8smScc6T2qLkveg0cffVRLly4t95iLi4v+/e9/a/z48dUa397vQXX+DeTl5aljx45KTU21KL5z587asmWLJCklJUWPPvpouXObv7+/ZsyYocjISMsLuEzO/jVA/Y5Rf3XmCAAAKsMtwHWItd+kFBYW2uUbmz/nUBM2b96se+65RwUFBeUe//HHH3XLLbdo7dq1at++vXlsW9efm5ursWPHateuXeUev3jxombOnKk//vhDf//736u83uDBg3XgwIEKjycmJqp79+46cOBAld/4OdLnv7pjUz/125M9xrdmTGd9j/48fnk5/OUvf9EXX3xR4XlFRUV64okn5OLionHjxl12DvZizb8Bo9Goe+65R7Nnz7Yo/r777lNhYaHS0tI0fPhw/fLLL+XGpaen6/HHH1dmZqb+8pe/WJx7TXD2rwHqd+76AQD4MzYBgd3l5uZq8uTJFTb/iqWlpWnq1Km1lNUlH330UYXNv5LmzJmj3bt3VxqzYMGCSpt/xezxQxIAOIvExMRKm38l1facY2+TJk1Sy5Ytq4zr1q2bRo8eLUl69dVXK2z+lfTiiy/q5MmTl50jAAAAqocGIOxu9erVSklJsSj2u+++06FDh2yc0SWFhYWaN2+exfGffPJJpcffeusti6/17bffKicnx+J4AIBlHnnkEYtjCwoK9Omnn9owm7olMDBQK1asUGhoaIUxERERWrRokTw8PJSRkaGYmBiLrl1YWKjo6OiaShUAAABWogEIu/vqq69sGl9dR44c0W+//WZx/FdffVXpbpPWrHwoKiqyeIUKAMByP/zwg1Xxc+bMsVEmdVOLFi20efNmffTRR+rfv7+aNWumFi1aaNiwYVqyZIm++OIL8yMqtm/fruzsbIuvvX79elulDQAAgCrwDEDY3fnz562KT09Pt00if2JtXrm5ucrNzZWnp2eZY3l5eVaPn5SUZPU5AIDKWftMrqysLBtlUne5u7vrjjvu0B133FFpnLXzcW3N3wAAACiLFYCwO39/f5vGV5efn59V8Z6envLw8Cj3mLu7u9XjV7YT8OUwmUzatWuXHnroIYWFhaljx44aOnSo5s+fr8zMzHLPKSgo0Lp16zRu3Di1atVKzZo105AhQ7Rq1Srl5+fbJE8AsAWj0WhVvI+Pj40yufJZu0tpbc3fJZlMJu3du1eTJk1SeHi4rr32Wt18882aO3eu3XapBgAAsAdWAMLuhg4dqlWrVlkcP2zYMBtm8z8dOnRQy5YtLb4NeOjQoTIYDBUet+ZaRqOxypUX1XHx4kU9+uijWrt2banXk5KStG/fPv3rX//SwoUL1bVr11LHIiMjFRsbW+qc06dP65tvvlGHDh20aNEihYSE1Hi+AFDTwsLCtGfPHovjJ02aZMNsrmx9+vSRl5eXxbcBDx061MYZlVa8ydjy5ctLvZ6cnKwffvhBs2bN0vz589WjR49azQsAAMAeWAEIuxs+fLiCgoIsiu3Zs6euvfZaG2d0iYuLix544AGL46uKffLJJy2+Vp8+fcq9lfhymEwmPfLII2WafyUlJydr9OjROn78uKRLt76NGTOmTPOvpMOHD2vUqFGspABwRfjwww8tjnV1ddX48eNtmM2VzdfXV2PHjrUo1tXVVRMmTLBxRv9jMpn02GOPlWn+lfTHH39o7NixOnLkSK3lBQAAYC80AGF3Hh4eev/99+Xm5lZpXGBgoFU76daEiRMnqk+fPlXGTZo0ST179qw05u6771a3bt2qvFb9+vX10UcfWZyjpbZv365169ZVGXf+/Hm99tprkqQFCxbo8OHDVZ5z/Phxm+QMADWtSZMmuvPOOy2Kfeedd2yczZXv+eefr3TX4GKvvvqqmjdvXgsZXbJnzx4tW7asyrisrCy9+uqrtZARAACAfdEARJ3Qr18/LV26VC1btiz3eOfOnbVmzRq1bdu2VvNyd3fXwoULNW7cOLm4lP1y8fLy0gsvvKDp06dbdL21a9dq0KBBFR5v0aKFvvvuO5s8J+nTTz+1OHbNmjVKSkrSvHnzLD4nOjra6ofrA4A9vP/++7rrrrsqPO7i4qJ33nnH4kahM/P399cXX3yhm266qdzjgYGBevvtt61aUV8T3nvvPYtjN27cqMTERBtmAwAAYH88AxB1Rp8+ffTdd99p06ZN+uabb5SVlaXAwEDddttt6tatW6XP17MlLy8vvfPOO3r22We1dOlSnT59Wm5uburatauGDRum+vXrW3wtFxcXLV68WGfPntX06dMVGxurwsJCNW/eXM8995y6d+9uszr27t1rcWxBQYG2bt1qvhXYEmfOnFFiYmKFTVwAqEvefvtt/fOf/9TkyZO1fft25efny8vLS+PHj9dzzz1n7/SuKA0bNtSiRYv0yy+/6PPPP9cff/whT09P3XDDDbrxxhtr/JEWltixY4fFsUVFRfr+++/VrFkzG2YEAABgXzQAUacYjUbdfPPNuvnmm+2dShkhISF68sknFRAQIKPRqMLCQqWlpVXrWsHBwXrzzTe1f/9+5eXlqWPHjjbb9bdYTk6OVfFZWVlWj5Gbm2v1OQBgL/Xq1dPHH39s7zQcRrt27fTCCy/UyDx5uayd85i/AACAo+MWYKCWHT58WEOGDFGrVq00cuRIjRs3Th07dlR4eLhWrlxps3Gt3aW3ffv2cnd3tzjexcXF5k1MAAAsYe3zBtnJHgAAODoagEAt+uqrrzRgwADt379fJpOp1LGTJ0/qoYce0rPPPmuTsceMGWNxbNu2bdWzZ0/dfvvtFp8zdOhQ+fn5VSc1AABqlDU7Djdr1ky9evWyYTYAAAD2RwMQqCWnT5/W/fffr6KiokrjPv74Y0VHR9f4+KNGjSp3I5PyDBgwQC4uLnr44YctPufhhx++nPQAAKgxo0aNsji2devWMhqNNswGAADA/mgAArXkueees3iX3Ndee63Gx9++fXuVzcdicXFxki7tvvz6669XuQFLVFSUIiIiLjtHAABqwuuvv25x7Pfff2/x/AgAAHClogEI1JJNmzZZHJuSkqLY2NgaHd+aVYV79+7VsWPHJF26jWrRokUKCwsrE9epUyfNnz9fjzzySI3lCQDA5Zo/f77FsTk5OVq+fLkNswEAALA/dgEGakFBQYHy8vKsOmfXrl3q0qVLjeXwyy+/WBV/9OhRXX311ZKkQYMGadCgQfrxxx916tQpGQwGhYaGqnXr1lWuDgQAoLalp6dbFb9nzx6NHj3aNskAAADUATQAgTqqphtr1l6vvPhOnTqpb9++MhqNKiwsVFpaWk2lBwBAjamJOQ8AAMCRcAswUAtcXV3l4eFh1Tm9e/eu0Rzat29vVfw111xTo+MDAFBbAgICrIq/4YYbbJQJAABA3eAUKwBTUlK0e/duxcXF6cSJEzp37pxcXV0VFBSkLl266NZbb1VwcHCl19i9e7e++uorHT9+XLm5uWrYsKG6d++u0aNHy9fXt5YqwZXs5ptv1urVqy2Kbdy4sTp16lSj40+YMEG7d++2KLZXr15q27ZtjY4PAEBteeCBB/Svf/3LolgvLy+NGDHCxhkBAADYl8OvAExJSdHEiRM1d+5c7d27V8nJyXJ3d1dBQYFOnTql1atXa/LkydqxY0eF1/jggw/0j3/8Q7GxscrKypLRaNSZM2e0atUqTZ48WadOnarFinClmjlzplxdLeu5v/jiizU+fkREhFxcLPuS79ChQ42PDwBAbZkyZYrFsd26dbNdIgAAAHWEwzcAi4qKJElhYWF6+umntXDhQi1ZskQxMTGaOXOmWrVqpby8PL355ps6ceJEmfO//vprrVu3TgaDQZGRkVq6dKmWLl2q2bNnq2XLlkpPT9ff//535efn13JluNIEBwdr0aJFMhqNlcY99thjGjt2bI2Pv3TpUvPXQ1W++eYbi2MBAKhrli5danHssWPH+D4OAAA4PIdvAPr4+Ojf//63pk+frr59+5pv1zUajerYsaNeeeUV+fn5qaCgQKtWrSp1bn5+vhYtWiRJGjZsmMaMGWN+jlvr1q314osvysPDQ7///rs2btx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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# Facet plot with vertical layout\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_wrap('class',\n", - " dir = 'v' # change to a vertical layout\n", - " )\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can choose if the scale of x- and y-axes are fixed or variable. Set the `scales` argument to `free-y`, `free_x` or `free` for a free scales on the y-axis, x-axis or both axes respectively. You may need to add spacing between the facets to ensure axis ticks and values are easy to read.\n", - "\n", - "A fixed scale is the default and does not need to be specified." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:01.615655Z", - "iopub.status.busy": "2024-01-09T15:10:01.615405Z", - "iopub.status.idle": "2024-01-09T15:10:02.481869Z", - "shell.execute_reply": "2024-01-09T15:10:02.481376Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# facet plot with free scales\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_wrap('class'\n", - " , scales = 'free_y' # set scales so y-scale varies with the data\n", - " )\n", - " + theme(subplots_adjust={'wspace': 0.25}) # add spaceing between facets to make y-axis ticks visible\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can add additional information to your facet labels, by using the `labeller` argument within the `facet_wrap()` command. Below we use `labeller = 'label_both'` to include the column name in the facet label." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:02.484671Z", - "iopub.status.busy": "2024-01-09T15:10:02.484450Z", - "iopub.status.idle": "2024-01-09T15:10:03.367673Z", - "shell.execute_reply": "2024-01-09T15:10:03.367121Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# facet plot with labeller\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_wrap('class', labeller='label_both')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can add two discrete variables to a facet:" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:03.370566Z", - "iopub.status.busy": "2024-01-09T15:10:03.370342Z", - "iopub.status.idle": "2024-01-09T15:10:03.374186Z", - "shell.execute_reply": "2024-01-09T15:10:03.373614Z" - } - }, - "outputs": [], - "source": [ - "# add additional column for plotting exercise\n", - "mpg[\"transmission\"] = mpg['trans'].map(lambda x: \"auto\" if \"auto\" in x else \"man\" if \"man\" in x else \"\")" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:03.376660Z", - "iopub.status.busy": "2024-01-09T15:10:03.376452Z", - "iopub.status.idle": "2024-01-09T15:10:03.386045Z", - "shell.execute_reply": "2024-01-09T15:10:03.385576Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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manufacturermodeldisplyearcyltransdrvctyhwyflclasstransmission
0audia41.819994auto(l5)f1829pcompactauto
1audia41.819994manual(m5)f2129pcompactman
2audia42.020084manual(m6)f2031pcompactman
3audia42.020084auto(av)f2130pcompactauto
4audia42.819996auto(l5)f1626pcompactauto
\n", - "
" - ], - "text/plain": [ - " manufacturer model displ year cyl trans drv cty hwy fl class \\\n", - "0 audi a4 1.8 1999 4 auto(l5) f 18 29 p compact \n", - "1 audi a4 1.8 1999 4 manual(m5) f 21 29 p compact \n", - "2 audi a4 2.0 2008 4 manual(m6) f 20 31 p compact \n", - "3 audi a4 2.0 2008 4 auto(av) f 21 30 p compact \n", - "4 audi a4 2.8 1999 6 auto(l5) f 16 26 p compact \n", - "\n", - " transmission \n", - "0 auto \n", - "1 man \n", - "2 man \n", - "3 auto \n", - "4 auto " - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# inspect new column transmission which identifies cars as having an automatic or manual transmission\n", - "mpg.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:03.388779Z", - "iopub.status.busy": "2024-01-09T15:10:03.388508Z", - "iopub.status.idle": "2024-01-09T15:10:04.453707Z", - "shell.execute_reply": "2024-01-09T15:10:04.453193Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# facet plot with two variables on one facet\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_wrap(['class', 'transmission']) # use ~ + to add additional faceting variables\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/examples/facet_wrap.out.ipynb b/examples/facet_wrap.out.ipynb deleted file mode 100644 index c2129c2d3..000000000 --- a/examples/facet_wrap.out.ipynb +++ /dev/null @@ -1,528 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Facet wrap" - ], - "id": "9c1f5eb4-6c84-4046-9366-099e8578be28" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:55.479263Z", - "iopub.status.busy": "2024-01-09T15:09:55.478943Z", - "iopub.status.idle": "2024-01-09T15:09:56.330434Z", - "shell.execute_reply": "2024-01-09T15:09:56.329841Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " labs,\n", - " facet_wrap,\n", - " theme,\n", - " element_text\n", - ")\n", - "from plotnine.data import mpg\n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Facet wrap\n", - "\n", - "`facet_wrap()` creates a collection of plots (facets), where each plot\n", - "is differentiated by the faceting variable. These plots are wrapped into\n", - "a certain number of columns or rows as specified by the user." - ], - "id": "feced0bb-db65-4380-b32d-24f4383560ba" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:56.334495Z", - "iopub.status.busy": "2024-01-09T15:09:56.334234Z", - "iopub.status.idle": "2024-01-09T15:09:56.349319Z", - "shell.execute_reply": "2024-01-09T15:09:56.348525Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "mpg.head()" - ], - "id": "cell-2" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Basic scatter plot:" - ], - "id": "abf7959b-beee-4399-8e6c-265fb2846f8d" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:56.394694Z", - "iopub.status.busy": "2024-01-09T15:09:56.394417Z", - "iopub.status.idle": "2024-01-09T15:09:57.732195Z", - "shell.execute_reply": "2024-01-09T15:09:57.731653Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-4" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Facet a discrete variable using `facet_wrap()`:" - ], - "id": "22e83fa3-6759-462b-b97f-7dbc479a633f" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:57.735184Z", - "iopub.status.busy": "2024-01-09T15:09:57.734891Z", - "iopub.status.idle": "2024-01-09T15:09:58.476409Z", - "shell.execute_reply": "2024-01-09T15:09:58.475825Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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avXq1Bg0alIMRAbAluy8AFipUSB988IGCgoJ08uRJhYaG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\nQi+//HKaD7uwvTVr1mj06NEZzqW0Y8cO/ec//5F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+Rz7tw5m59ykqSUlBRdunRJZcuWNTArwHiGNAAvXbok6domCjfa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\ninZt2tWwYUOb3vfrGfUe7N+/X//5z3+0c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5r127Jn399ddf4/jx4/jwww8rtAfhhQsXEBcXJ7P94MGDCveVnJyMc+fOKZ2DPMo8Pzs7W6l9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\nQmCC\n" - } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_wrap('class')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-6" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Control the number of rows and columns with the options `nrow` and\n", - "`ncol`:" - ], - "id": "958572bb-10a0-4d04-a80e-b61ee52bc7d4" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:58.479256Z", - "iopub.status.busy": "2024-01-09T15:09:58.479033Z", - "iopub.status.idle": "2024-01-09T15:09:59.309724Z", - "shell.execute_reply": "2024-01-09T15:09:59.309137Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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/+eUXHTlyxHNh8tD06dPd2l9ycrJtnI+MjNTC\nhQud3ve7775zaxYAAAojCoAAgHx38uRJhYeHO93+yJEjunr1qucCAcD/++OPPzzaviBKTEx0avaf\nq37//XdJ15dziIuLc2k/vvQBACB3KAACAPJdQkJCnuwDAK5KTEz0aPuCyFPnkNavq/0nJydneYMR\nAADgPAqAAIB8V758+Ux3h3QkMDBQJUuW9GAiALiuUqVKHm1fEAUFBalEiRJu7zftuQkLC3Npv4oV\nK8pisbg9DwAAhQkFQABAvgsNDVXHjh2dbv/AAw9wR0gAeeLBBx90um358uV11113eTBN3jCZTOrV\nq5fb+33ooYckSTfccINuu+02l/cDAAA5RwEQAFAgPPPMMzKZTNm28/Hx0ZNPPpkHiQBAuu+++1S+\nfHmn2g4cOFA+Pj4eTpQ3BgwYoICAALf116hRIzVt2tT27+eff96p/YKCgtS/f3+35QAAoLCiAAgA\nKBDuuOMOjR492mEbi8WiiRMn6qabbrI9lpCQoCtXrjhcU8pqtSoqKkrXrl2zLSSfmJio48eP69Kl\nS+45ASfExsYqIiJCKSkpdtukpKTo6tWriomJybNcAOwLDAzUzJkzFRoa6rBdr169NHDgQNu/U1JS\nFBERke3f8uXLl3X8+PECt3Zg1apV9fXXX2c72/r1119X8+bNs+1r6tSpGb7k6dy5s1555RWH+wUE\nBGjq1KlOF2ABAIB9FAABAAXGE088oS+//FIVKlTItK1KlSr67rvv9MADD8hqtWrdunV66KGHVLly\nZdWqVUuVK1dWv379tHnzZts+4eHhGjdunOrXr68bbrhB1atXV+3atVW7dm1VrFhRjRo1UunSpVWp\nUiW98MILio6Odvs5JSUlafr06erQoYOqVKmimjVrqnr16ho8eLAOHDhga3fkyBENHTpUN954o268\n8UZVrVpVrVq10vTp0xUfH+/2XACcV69ePa1evVr33XdfpoJY1apV9cEHH+jzzz+X2WzWoUOH9Npr\nr6lGjRqqWbOmqlatqtatW2vGjBm2v+XY2FgNHjxYVapUUe3atXX77berYsWKuuOOO7R06dL8OMUs\nderUSUuWLFHr1q0zbatfv76+++47DRkyRHPmzFHv3r3l7++foY3ZbFarVq20fPnyLMf1oUOH6v33\n389yTdeaNWtq3rx5atOmjftOCACAQsw7rlEAAHiFP/74Q2+99ZYiIiIybfv33381dOhQhYWFafLk\nyZo9e3aG7SkpKVq1apVWrVqlJ598Uj179lTv3r0zzfC7cuVKpr5jY2M1Z84cLVu2TJs2bVKVKlXc\ncj5Xr17Vvffeqy1btmQ63syZMzV79myNGzdOwcHBev755zPNANq/f79eeeUVTZ8+XXPnzlXp0qXd\nkguA66pXr67JkycrPDxcBw8eVGJiosqXL69atWrZbmK0YMECvfDCC0pKSsqw7759+zRkyBB9//33\n+vjjj9WtWzddu3Yt0zGOHj2qAQMGaPXq1Zo3b16enFd2GjdurHnz5unEiRPav3+/UlJSVL16dd1y\nyy2Srs+w/vTTTzVr1qxM+6ampmrjxo0aOnSoJk+eLD8/vwzb169fr/fff1+xsbGZ9j106JAGDx6s\n+fPnu3zTEAAAkBkFQABAgXDq1Ck9/PDDunr1qt02586dU5cuXbK9pO6bb77RzJkzFRcX51KGmJgY\ntW3bVv/880+u1/GyWq166KGHMhX/0ktJSdHLL78ss9ms1NRUu+3++usvPfLII1q+fLnXrC8GGFXp\n0qVVs2ZNWSwW22W+krRlyxY999xzDi/x37Nnj9q1a+ewjSTNnz9fw4cP18svv+zW7LlRtWpVVa1a\nNdPj06ZN07hx4xzuu2LFCg0dOlQff/yx7bH9+/fr0UcfdThOHz16VA8++KB++uknBQYG5jg7AADg\nEmAAQAHx5ZdfOiz+pXF2bTxXi39pIiMj9dVXX+Vo3/S2bt2qn3/+2am2jop/aXbu3Km1a9fmNhYA\nDxkzZky2hT1JTrWRpPHjxzs1NuSnxMTEbIt/aX744QcdP37c9u8JEyY4NU4fPnxYCxYsyHFGAABw\nHQVAAEC+i4uL09y5c/M7hs3kyZNz3cf06dPdkCSjadOmub1PALl38OBB7dixw619xsfHa+bMmW7t\n091WrVql8PBwp9parVZ9//33kq6vz7py5Uqnj8PYBwBA7lEABADku1OnTmW5HlZ+ccedgfft2+eG\nJJ7vE0Du7d+/3yP9/vLLLx7p111cHZP++usvSdcLpsnJyS4dJ+0O7gAAIGcoAAIA8p2zl8TlFXd8\n0PTEORX0ywGBwspTY1hB/5t39bzTxtac7EcBEACA3KEACADId2FhYfL398/vGDbFihXLdR81atRw\nQ5KMbrjhBrf3CSD3PPH3LkkNGjTwSL/u4up5p41hro5l1atXt91pGQAA5AyvpACAfBccHKzu3bvn\ndwybhx56KNd99O3b1w1JMnrkkUfc3ieA3GvQoIFuvvlmt/bp4+OjZ555xq19ulu3bt0UHBzsdPu0\ncbFSpUpq1aqV0/sx9gEAkHsUAAEABcJzzz3n1CxAHx8fp/qzWCw5yuHn56ehQ4fmaN/0OnTooHr1\n6uW6nzRVq1YtUEVSAP9jMpk0aNAgp9s6o3fv3k6Pd/klODhYAwcOdKpt+/btVbduXdu/Bw0a5NSs\nvtKlS6t37945zggAAK6jAAjA0E6fPq09e/bo8OHDbl+DKTU1VUeOHNHu3bt16tQpt/ZdmKWmpuro\n0aPavXu3/v33X9u6TnXq1NHkyZPl5+dnd9+goCDNnDlTd911l8NjdOzYUVOnTlVAQIBL2Xx8fLRw\n4UIFBgbabXP27FktWrRICxYs0NmzZ7Nsk5qaqu3bt6tv376qUKGCw2MOHjxYI0aMcNimYsWKmjNn\njooUKZL9SQDIF/fee6/eeusth23CwsI0depU+fr6OmxXvXp1dejQwaXXnvj4eK1evVpz587Vnj17\n7Lb79ddfNWrUKE2YMEHnz59XamqqduzYoTlz5mjDhg0u3ZxDkl555RX16tXLYZsaNWqoQ4cO2rlz\np+2xO++8Ux999JHDImDJkiU1e/ZshYaGupQJAABkVrC/VgSALFitVi1evFiTJ0/WH3/8YXs8LCxM\njz76qJ544gmHBZzsxMfHa+rUqfruu+904sQJ2+MNGjTQU089pR49ejg9gwP/k5iYqGnTpmnq1Kk6\nevSo7fFbbrlFTzzxhB5++GF16tRJb7zxhsaNG6fY2NgM+xctWlSjRo1S27Zt1aJFC02fPl1Tp07V\nkSNHbG3q1KmjAQMGqE+fPrJYLFq7dq0mTpyoxYsXKzExUdL1mYEWi8X2b+n6jJzbbrtNX3zxhapV\nq5Zl/rVr12rYsGE6fvx4hserVq2qkSNHqmPHjoqPj9fgwYO1bNkyJSQk2NpYLBb5+PhkeKxFixYa\nOHCgOnToIEmqW7euvvzyS61fv97WpkSJEurTp48GDhyoMmXKOP1cA8gfgwYNUv369fXll19q48aN\ntsfT/pafffZZlSpVSmvXrlXfvn115syZLPs5duyY7XLZypUra8SIEerWrVuWbc+ePavnnntO27Zt\ny3DTkJCQED322GMaNmyYJOnNN9/UtGnTlJSUZGszZMiQTP35+Pioffv2+uyzz1S8ePFsz9lisejz\nzz9XkSJFNH/+/Axjt8lkktVq1ZEjR/Tqq69Kuj5rsHfv3ho5cqT69u2r1NRUjR07VhcuXMjQ7803\n36wJEyaofv362WYAAADZM1m5pVaBcenSJbvbLBaLQkNDFRER4ZE7zYWGhspisSglJUURERFu7dvI\n2SXyO5If2VNTU/XKK6/o+++/t7tfgwYNNG/evGxnDGSV/9q1a3rwwQf1+++/292vV69e+uyzz7K9\nxLQgPvelSpVy+VjuGJtiYmLUp08fbd261W6brl27qmrVqvr8888d5hk5cqTtkjOr1apjx44pKipK\nxYoVU7Vq1bIszkZGRurEiRMymUyqWrWqQkJCtHfvXv3999+qUKGCbrvtNoez6z755BO9//77DnMN\nHjxYM2fOVHh4uN02ISEhmjp1qmrWrKny5ctn2ebChQs6d+6c/Pz8dMMNN9i9LJqxyTFe1+wrqPld\nHZ8K+vum8+fP6/z585n+ls+dO6f7778/w5cXznjppZdsxbw0f/31lzp27JjhC43/atCggRITE3Xg\nwAGXjle0aFFt27ZN5cqVc9guJSVFL774oubNm+dS/7Vr19bAgQP18ssv273bcalSpTR37twMyykU\n1r8PZxXE9x7OKqjPfX69d8opXv/sM3J+I2eXyO9IXo5NzAAEYCifffaZw+KfJO3Zs0dPPfWU5s+f\n73L/zz77rMPinyTNmzdPYWFhev31113uv7AaPHiww+KfJC1btsypvoYPH65bb71VTZo0kclkcupu\nksWKFcs0i6RevXq69dZbs30x37RpU7bFP0n6+OOPs20TFRWlV199Vb/99pvdNmXLllXZsmWz7QtA\nwVauXLlMxbOUlBT16dPH5eKfJH366ae69dZb1blzZ0lScnKyunTp4rD4J8nh5cCOXLt2Te3bt9df\nf/3lsN1HH33kcvFPkv75559s1028dOmSHn74YW3dutWp2YgAAMA+1gAEYBhxcXH68ssvnWq7ceNG\n7dq1y6X+9+/fr9WrVzvV9uuvv1Z0dLRL/RdWR48e1aJFi9za539nwXjS8OHD3drf8ePHsy0yA/BO\nP/30U7YFNUfeeecd239/9tlnmZZKcLfz5887fF2Mjo7WpEmTPJrh4sWLmjVrlkePAQBAYUABEIBh\nrFq1yqVp0dnNFPyvmTNnOt02OjpaS5Yscan/wsoTH9z+/PPPbGe9uEN0dLT+/vtvt/frzIxCAN7H\nldeZrJw4cULnz5+XJE2bNs0NibI3btw4u9uWLVuma9eueTyDq6/nAAAgMwqAAAzj8OHDLrV39RIr\nV9unv5EF7MvJpW7ZSVtU3tP27dvnkX7//fdfj/QLoGBz9XUsK7t375YkXblyJdd9OcPejUok95yP\nM44ePWp3nUAAAOAcCoAADCO7m278l9ns2hDnans4x1PPq4+P55ex9fX19Ui//K4BhZOrr2NZSbvR\nUV7djd7RcdxxPs5myKvzBQDAW/EJBIBh3HzzzS61v+WWWzzaf926dV1qX1i5+nNwhtlsVvXq1d3e\n73/dfPPNHvnQWatWLbf3CaDgc/V1JitNmjSRpDy7WZCjGy2543yc4amxGACAwoQCIADDaN++faY7\nKjrSr18/l/p/5JFHnP6AUapUKXXq1Mml/gur3r17u32WSLNmzfJkBmBAQIAaNmzo9n7TL+QPoPDo\n379/rvavU6eOQkNDJUnPP/+8OyJly9GNkO655x6VLl3a4xkeffRRjx8DAABvRwEQgGH4+Pho6NCh\nTrXt0aOHy7OsqlWrpj59+jjVdsiQIfL393ep/8KqfPnyevzxx93Wn9ls1pgxY9zWX3bGjRvn1pkn\nDRs2VM2aNd3WHwDjaNasmVq1apWjfU0mU4axr1+/fipZsqSbkmWtVq1athmHWfH399crr7yS4/6d\n+XKoRo0a6tGjR46PAQAArqMACMBQ+vbtqzfeeMNhm/bt22vChAk56n/MmDHq3LmzwzaDBw/WgAED\nctR/YfXee+/pgQcecNhm4MCBGj9+vMNim9ls1tSpU3NdQEtOTtaMGTP01ltv6e2339ahQ4fstq1b\nt66++uorh7lMJpM++eQT1a5d2+FxixcvroYNG2rGjBlKTk7OcX4AxmQymTRlyhSHRTV7+40fP153\n3HGH7TGz2ayNGzcqJCTE4b5dunRRx44dXc5aoUIFrV27Ntt2jz32mIYMGeJy/23atNHMmTMVGBho\nt0316tU1d+5ch20Kg/Pnz2vNmjVaunSpdu/eLavVmt+RAAAGRAEQgOG8/PLLWrlype6//375+fnZ\nHr/jjjs0efJkff/99ypSpEiO+vbz89O4cePUunXrTDMT/P391bt3bw0ZMoS1iFzk4+OjDz74QHff\nfXem59XPz089evTQG2+8of79++vnn39WkyZNMtwow2Kx6K677tLWrVuzLdA6kpycrCeffFJhYWEa\nMmSIvvrqK40cOVJ33HGHGjZsqF9++SXL/R544AE988wzWc5WsVgseuqpp9SnTx9t2rRJb731VqZL\n4tLO5erVq5oyZYqGDBmisLAwPf744xQCgUKmWLFiWrhwoT799FPdeuuttsf9/f1Vrly5DGOf2WxW\nkyZN9NNPP2W5rEW5cuX0119/qW/fvgoKCsqwrVq1avrqq6/03XffacaMGerTp4/TyzHUrVtX69at\nc6rwZjKZNHjwYPXp0yfLmfH/PWblypX1ySefaO7cuWrXrp02b96sZ555xnZps3R93cGRI0fq559/\nVuXKlZ3K7I0OHTqkxx9/XA0aNFDfvn01YMAAdejQQc2bN9cPP/xAIRAA4BLPL6AEAB7QuHFjNW7c\nWElJSYqKilJgYGCOi37pnTt3Tt26ddOJEycybUtISNCsWbN08uRJzZo1yy3HKyzCw8N17733ZjnT\nLjExUT/++KP+/fdfzZs3T3Xr1tXy5cuVmpqq6Oho+fj4qHz58oqMjMxVhuTkZDVt2jTLn60knTp1\nSg888IC+/vpr3XfffRm2DRo0SD/88EOW+6WkpOjrr7/W1atXNXHiRA0aNEiDBg1SdHS0Fi5cqCFD\nhig1NTXLPMuWLVOTJk3066+/5smahgAKBj8/P/Xu3Vu9e/dWbGys4uPjFRISIh8fH6WmpurChQsK\nCQlRcHBwtkWewMBAffzxx/r44491+fJlRUREqFKlSgoICJAkWa1WjRgxwu4YlpW//vpL3bp10+LF\ni7NdezcuLk59+vSx+wVKSkqKKlWqpIkTJ+rWW2/NVFSsUqWK3nvvPb3zzjuKjIyUj4+PgoODC/0X\nbb///rsefPBBXbt2LdO2Q4cOadCgQfrrr7/0wQcfFPrnCgDgHGYAAjA0X19flSxZ0i3FOKvVqgED\nBtgtEKXZsmWL3n777VwfrzAZOHCgw8tspesfdtKv8Wg2m1WlShVVrlw5w4yYnHr88cez/dlarVYN\nHDhQERERtscWLFjg1AfnuXPnau7cubZ/Jycn67XXXst2v5MnT+qRRx7Jth0A7xQYGKgSJUrYvgQw\nm82qVKmSqlSp4vLYV7JkSdWoUcNW/JOk+fPn66uvvnI519GjR/Xkk09mW4AcMWKE3eJfmtOnT2vU\nqFEOX6vNZrNCQ0NVtGjRQl/QioyMVL9+/bIs/qX37bffaubMmXmUCgBgdBQAAeD//frrr/r999+d\najt79mxdvnzZw4m8w59//qnNmzc71XbBggU6d+6c2zPEx8drzZo1TrVNTU3Vu+++a/v3Bx984PRx\n0i/QP3LkSKWkpDi13/r16xUbG+v0cQDAGVarVV988UWO99+xY4d27dpld/uVK1c0a9Ysp/r6448/\ntGPHjhxnKUzmzJmjS5cuOdX2yy+/5FJgAIBTKAACwP9LP3srOwkJCVq0aJEH03iPefPmOd02JSVF\nP/74o9szTJo0KcvLcO1ZunSpJCkiIkL//vuv0/udOnVKFy5ckCQtWbLE6f1SU1M1ceJEp9sDgDP+\n+usvHThwIFd9zJkzx+62JUuWKCEhwS194X9ceT9y5MgR7dy504NpAADeggWHChCTyWT3Uo+0BZSd\nXbw5N9x9DCNnT98n+Z07jif6zKvn/vTp0y7tc+bMGYfZjPzcO9u/M+fo6vN6+vRpuzfbyKnDhw+7\n1D42NlYWiyXby5azcvDgQVWoUEExMTEu7Xf06FGXzpGxyfVjubs/I2ZP36dR8zvTt9HP0V35z5w5\nk+ssp06dspvDXeN7ThXk596VY/3XqVOnXOrn9OnTtjtLG/m9R0F47vOifyOfp5Gzp+/TiPmNnD19\nn+R37jieQgGwAClSpEi2d1sLCQnxaAaLxZLhLmzuZOTsEvkdMXJ26X/5/3sHxeyEhIQ4dd5Gfu4l\n5foc3fG85vY8Xf0ZpK1FVbZsWZePVb58eYWGhrq8dlfRokVzdI6MTY7xumaf0fPn9/grFfyfUYkS\nJXKdITg42O45upovKCjIbc9XQX/us+Mof1Z3U3akZMmSmfoy8nsPo//dSt4/Phk5u2Ts/EbOLpHf\nkbwYmygAFiBxcXF2L6OwWCwKCQlRVFSU02tKuSIkJEQWi0UpKSmKiopya99Gzi6R3xEjZ5cy569f\nv75WrFjh9P716tXLcLOI/yqIz31OXlRye47169fX/PnznT5e3bp1bcd01+9Yhw4dNGXKFKfbV6pU\nSREREapSpYrt+M4wm82qXr26IiIiFBYWpqNHj7qU0dFz/V+MTY7xumZfQc3v6viUX+OvZJyfUY0a\nNeTj46Pk5OQc99GgQQO7z3XdunXd1pezjPLc2+NM/ttuu83p9yNms1k33nij7XktiO89nFUQnvus\n5Md7p9zg9c8+I+c3cnaJ/I7k5dhEAbAAsVqt2f4ypaSkeOQP5r/H8FS/Rs2e1jf5Hffvyb7z4rl/\n+OGHNXbsWKc+KIWFhalVq1ZO5TLyc+9s/47OsVevXho1apTi4+Oz7ad06dLq2LFjln3l5jxbt26t\nYsWKKTIy0qn2L730klJSUmQymdSiRQtt3LjRqf3uvPNO2wv44MGD9fzzzzu1X0hIiDp06JCjc2Rs\ncu4YnurXqNnT+jZ6fmfaGP0cc9N/yZIl1blzZ5fWJE3Pz89PDz30kN0MLVu2VOXKlXXy5Mls+/Lx\n8VHv3r3d+nwV5Ofe2WNkpX///k4XADt27Khy5cpl6svI7z2M/nfrbP9GPk8jZ0/r26j5jZw9rW/y\nO+7fk7gJCAD8v3LlyunFF190qu2IESPyZA0LbxAaGqohQ4Y41XbEiBHy8/PzSI733nvPqXYVK1bU\nww8/bPv3J598Il9f32z38/Hx0ccff2z794MPPqgqVao4dcwRI0Y41Q4AXPXaa6+paNGiOdp38ODB\nKlWqlN3tFotF77zzjlN9vfDCCypXrlyOchQ2LVu2VLt27bJtFxQUpKFDh+ZBIgCAN2AGIACkM3To\nUMXFxemrr77KcruPj4/Gjh2r7t2753Gy/zl16pTmzZuna9euKTQ0VHfeeWeO1qrLSy+99JJiY2Mz\nFMjSM5vNGjVqlB588EGPZejdu7fOnz+vDz74wG6bcuXKaePGjRnW76tYsaIWLVqk+++/X4mJiVnu\n5+vrqx9//DFTwW/37t2qX7++wwXdhw4dqn79+rl4NgCQ0T///KMtW7YoLi5OZcuWVceOHRUSEqKa\nNWtq7ty5euSRR3T58mWn+3v++eed+vKma9eu+uSTT/TKK6/YnUH/9NNP6/XXX3f62IWd2WzWN998\noyeeeEI///xzlm2KFy+u6dOnq06dOnmcDoXBpUuXtGbNGl2+fFlFixZV69atVbVqVY8dz2q1aseO\nHTp06JCsVquqVaumpk2bOvWl8KZNmzRz5kxFRUWpbNmyevHFF1WjRg2PZQWMjAIgAKRjNpv13nvv\n6YEHHtDUqVO1fv16Xbt2TaVKlVK3bt3Uv39/p2d1udupU6f05ptvau3atUpNTbU97uPjo+7du2vk\nyJEqXbp0vmTLjslk0ptvvqlu3bpp2rRpWrt2raKiolSiRAl16dJF/fv31w033ODxHC+//LI6deqk\n4cOHa9u2bUpMTJTJZFK5cuX01FNP6dlnn83y5h1NmjRRt27dtGDBAlm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qwWLVrI19c3x7e3bNkyPfnkk7p5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- } - } - ], - "source": [ - "# Selecting the number of columns to display\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_wrap('class',\n", - " ncol = 4 # change the number of columns\n", - " )\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-8" - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:59.312401Z", - "iopub.status.busy": "2024-01-09T15:09:59.312191Z", - "iopub.status.idle": "2024-01-09T15:09:59.963467Z", - "shell.execute_reply": "2024-01-09T15:09:59.962856Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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ANxg9BzJwTXEajH7fACyJJk2aaPny5Tp69KjOnj2rihUrFhizdetWSVKDBg1s\njwzbM3jwYA0ePNju9rNnzxZ7JWGz2azo6GglJSWV+ILYW6Kjo2U2m2WxWAy7orLRcyAD32D0HMjA\n+8jANxg9h9LOoLDrLEdKWpPR85GM/z0hA+8jA99g9BzIwDcYPQcycI2r101SGWgAvvTSSw63P/vs\ns9qxY4c6d+6s0aNH59vWpEkTRUdHKzExUcuXL9eIESPybU9ISNBPP/0kSerYsaM7ywYAAAAAAADc\nwvgPV3tQUFCQBg4cKEn66quv9Pnnn9sW/Th06JCmTp2qjIwMVatWTd26dfNmqQAAAAAAAECh/P4O\nwJK6+eabdejQIcXFxWnBggVatGiRQkJClJaWJkmKiorSxIkTFRQU5OVKAQAAAAAAgIJoADrhoYce\nUtOmTRUXF6eDBw/a7vpr1aqV+vbtq8jISG+XCAAAAAAAABSqzDcAi3pHYJ42bdqoTZs2Hq4GAAAA\n/ipvVUOTyeTlSgAAQFnDOwABAAAAD8nMzNTSpUvVs2dPxcbGqlq1amrTpo3eeecdnT9/3tvlAQCA\nMoIGIAAAAOABp0+f1i233KJHH31Uv//+uzIzM5Wbm6v9+/drypQpuvHGG/XHH394u0wAAFAG0AAE\nAAAA3CwjI0P33HOP/vzzT7tjzp07p/79++vQoUOlWBkAACiLaAACAAAAbvbFF19ox44dRY5LSkrS\nW2+9VQoVAQCAsowGIAAAAOBm8+fPd3rsl19+qeTkZA9WAwAAyjoagAAAAIAbWSwWbdu2zenx6enp\n+uuvvzxXEAAAKPNoAAIAAABulJubK6vV6tI+OTk5HqoGAACABiAAAADgVkFBQapevbpL+9SqVctD\n1QAAANAABAAAANxu4MCBTo9t3769YmNjPVgNAAAo62gAAgAAAG42dOhQVahQwamxI0eO9HA1AACg\nrKMBCAAAALhZ1apV9dFHHykgwPHl9vjx49WpU6dSqgoAAJRVNAABAAAAD3jppZdksVgcjpkzZ46S\nk5NLqSIAAFBW0QAEAAAA3Ozjjz/WH3/8UeS4pKQkPfTQQ6VQEQAAKMtoAAIAAABu9vbbbzs99scf\nf1RWVpYHqwEAAGUdDUAAAADAjSwWi44dO+b0+JycHH399dcerAgAAJR1gd4uAP9jMpmKfFG0PWaz\nOd8/jc6o5+FPORj1HPwpA8mY50EG3kcGvsGfcvDFcyhpTZ7MJzU11eV9Tp8+XaJafDGjovjTd0Qy\n5nmQgW/wpxyMeg7+lIFkzPMgA88zWa1Wq7eLwCVpaWkKCwvzdhkAAAAoAYvF4vKF/+LFizVgwAAP\nVQQAAMo6GoA+5Ny5cyW6AzAiIkLJycnKzc11c2WlIyIiQmazWbm5uYZdDc/oOZCBbzB6DmTgfWTg\nG4yeQ2lnEB0d7dL4xMTEEh3P0/lcd911OnHihNO1nDhxQsHBwS4dw+jfE6N/RyQy8AVGz0Ayfg5k\n4BuMngMZuMbV6yaJR4B9itVqLfFv9NzcXMN+WS5n9HPwhxz8oX6jn4Nk7BzIwPvIwDf4Qw6+WL+7\navJUPo899piefvppp8Z26NDB9h8MxeWLGTnLH74jEhn4AqOfgz/k4A/1G/0cJGPnQAaewyIgAAAA\ngJsNGzZMTZo0KXJchQoV9N5775VCRQAAoCyjAQgAAAB4wAsvvFDk610ee+wxRUVFlU5BAACgzKIB\nCAAAALjZ6dOnNXToUFksFofjXnrpJa1fv76UqgIAAGUVDUAAAADAzRYsWOD0C8BnzZrl4WoAAEBZ\nRwMQAAAAcLPFixc7PXbdunU6fvy4B6sBAABlHQ1AAAAAwI2ys7NdbugdOXLEQ9UAAADQAAQAAADc\nKiAgQCaTyaV9AgMDPVQNAAAADUAAAADArcxms5o0aeL0+NDQUDVs2NCDFQEAgLKOBiAAAADgZkOH\nDnV67B133KHIyEgPVgMAAMq6MvGswf79+/Xbb79p3759OnnypJKTk5WZmakKFSqobt26at++vTp0\n6KCAAPv90I0bN+qbb77RgQMHlJmZqYoVK6ply5bq16+fIiIiSvFsAAAA4Ov69u2refPmadeuXQ7H\nRUREaPTo0U7Pe/LkSX3yySdatWqVEhMTFRERoZ49e2rAgAG66qqrSlh1yfz888+aMmWKdu7cqZyc\nHAUGBqpp06Z6/vnn1bp1a6/WBgBAWVcm7gBcs2aNlixZoi1btujUqVPKzc1VYGCgEhMTtWXLFr3x\nxhuaOHGi0tLSCt1/zpw5evnll7Vt2zalpqbKbDbr5MmTWrFihUaOHKljx46V8hkBAADAl5UrV06f\nffaZGjdubHdMdHS0lixZonr16jk155IlS9SyZUu9+uqr2rNnj86cOaP9+/fr7bff1o033qhXX31V\nVqvVXafgkkGDBqlPnz7atm2bsrOzZbValZ2drc2bN6tXr14aMWKEV+oCAACXlIk7ABs0aKAaNWqo\nUaNGqlGjhsLCwiRJFy5c0Nq1a7Vo0SLt2LFDH374oUaOHJlv39WrVysuLk4mk0mDBg1S7969FRIS\nokOHDun111/XkSNHNG3aNM2aNUtBQUHeOD0AAAD4oKpVq+rbb7/Vl19+qfnz52v79u2yWCyqXbu2\nBg4cqCFDhqhixYpOzbVq1So99thjdrdbrVbNmDFDoaGhBa5nPe2BBx7QmjVrHI75z3/+owoVKuj1\n118vpaoAAMDlysQdgF26dFHv3r119dVX25p/khQVFaV+/fqpb9++kqR169YpJyfHtj07O1uLFy+W\nJPXs2VP9+/dXSEiIJKlOnTqaNGmSQkJCdOrUKa1du7YUzwgAAABGEBoaqoEDB2r16tU6deqUTp06\npd9//11jxoxxuvmXk5OjSZMmOTV2xowZSkxMLEnJLjl9+rSWL1/u1NiFCxcqOTnZwxUBAIDClIkG\nYFGuvvpqSVJWVpYuXrxo+zw+Pl6JiYkymUzq06dPgf0qV66s9u3bS7rUPAQAAAAKk5KSom3btmnr\n1q06c+aMS/t+9913OnHihFNjMzIytGTJkuKUWCwvvPCC02OtVqumTZvmwWoAAIA9NAAl7d69W9Kl\nn9BGRUXZPo+Pj5ckxcbGqlKlSoXue/3110uS9uzZo4yMDM8WCgAAAEM5fPiwxo4dq8aNG6t79+66\n5ZZbdN1112nw4MHatGmTU3P8+uuvLh3T1fEl8dtvv7k0fuPGjR6qBAAAOFJmG4CZmZk6fvy4Pvnk\nE9tjC7feeqtMJpNtTN7iHrVr17Y7T942q9Wq48ePe7BiAAAAGMnmzZvVtWtXLViwIN9icxaLRatX\nr1bv3r31ySefFDlPZmamS8d1dXxJXP76HGeUZm0AAOB/ysQiIHlSUlI0cODAAp8HBgaqV69eGjx4\ncL7Pz58/L0mKiYmxO+fl20rzfSsAAADwXWfPntWgQYOUlJRkd4zFYtGTTz6pevXq6cYbb7Q7rkaN\nGi4du2bNmi6NL4lKlSo5/XiyJFWrVs2D1QAAAHvK1B2AAQEBioqKUlRUlIKDgyVJJpNJvXr10l13\n3SWz2ZxvfN4jvXkLfxTm8m2X/2QXAAAAZdeCBQtsP0x2xGKx6O2333Y4pmvXri4du3Xr1i6NLwlH\nKxMX5oknnvBQJQAAwJEydQdgWFiYFixYIOnSI7tnzpzRqlWrtGrVKn3//feaMGGCGjVq5OUqAQAA\nYHSLFy92euwPP/ygkydPqnr16oVu37Bhg0vH3rZtm/r27evU2PT0dH399dfatWuXJKl+/fq67bbb\nFB4e7tT+t99+u6Kjo516EqZKlSrq0KGDsrKy9MYbb+jnn39Wbm6uatSooaeeekr169d36pgAAMB1\nZaoBeDmTyaQqVapo+PDhqly5subNm6eZM2dqzpw5trv6QkNDJTl+V8nl28LCwhwec+HChQ4vBvv2\n7auhQ4e6cho2ee8ujIyMlNVqLdYc3hYQEGD7Z3R0tJerKR6j50AGvsHoOZCB95GBbzB6Dr6eQUlr\n8mQ+2dnZOnLkiNPjrVarzp49q8aNGxe63ZVHbCXp+PHjRf76WK1WvfHGG5o+fXqBOxUnTpyosWPH\n6umnn7b9PnBk/fr1at68ucP3AQYHB+uXX37RjBkz9MYbbyg3N9e2bfPmzVqxYoUaNmyodevWqWLF\nikUe01f4+vekKEb/c0oyfgaS8XMgA99g9BzIwPPKbAPwcj169ND8+fN17tw5bdmyxfYOlpiYGB08\neNDh4xuXbysq4NTUVJ05c8bu9rS0tAKPIbvKmYs0X2cymUr86+BtRs+BDHyD0XMgA+8jA99g9Bx8\nNQN31eQr+QQHB9s9p8BA1y7ZAwMDi/z1GTt2rF5//fVCtyUlJWny5Mk6duyY3nvvvXyL5BXGZDKp\nXLlyunjxot0x4eHhevrpp/XFF1/YHbN79241aNBAhw8fVlRUlMNj+hpf/Z44y1e+ByVh9Awk4+dA\nBr7B6DmQgefQANSlC64KFSro/PnzOnXqlO3z2NhYbd68WUePHrW7b942k8lU5AuXw8PDVblyZbvb\nw8LC8v001BUmk0kBAQGyWCyG7pabTCZZrVZZLBZvl1MsRs+BDHyD0XMgA+8jA99g9BxKOwNXL5SL\ne82Ux9P51KpVy+E15OUCAgLUoEEDu+fUrFkzl45dr149h78+a9assdv8u9zcuXPVrVs39enTx+4Y\nq9WqgQMHOmz+SZcWy3PU/MuTlJSk2267TevWrStyrC8w+p9VRv9zSjJ+BpLxcyAD32D0HMjANcVp\nMNIA1KV3nyQnJ0uSypUrZ/u8SZMmWr58uY4ePaqzZ88W+jjC1q1bJUkNGjSwPTJsz+DBgwusNHy5\ns2fPFnslYbPZrOjoaCUlJZX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9X2hoaLHuGgQA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+XMis/df1e5++8pyf1rILl/HaiBa3D3OlAD+9h73ySV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\nlAkAAAAAeBYagAAAl+DlZd9fSSaTyaBMAAAAAMCz0AAEALiEG2+80a74y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lHwdjGAMiIiKiqq5KFQBzc3MRGBiIO3fuwMbGBosXL4a7u7vCeHd3d4SHh+Px48cKYwqviUQi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\nJ1ieH6ZQleMAAAAASUVORK5CYII=\n" - } - } - ], - "source": [ - "# Selecting the number of rows to display\n", - "\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_wrap('class', \n", - " nrow = 4 # change the number of columns\n", - " )\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-9" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "To change the plot order of the facets, reorder the levels of the\n", - "faceting variable in the data." - ], - "id": "3f4a600a-f81e-4ca5-8f7d-2eea18ae6d49" - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:59.966429Z", - "iopub.status.busy": "2024-01-09T15:09:59.966183Z", - "iopub.status.idle": "2024-01-09T15:09:59.970114Z", - "shell.execute_reply": "2024-01-09T15:09:59.969520Z" - } - }, - "outputs": [], - "source": [ - "# re-order categories\n", - "mpg['class'] = mpg['class'].cat.reorder_categories(['pickup', 'suv','minivan','midsize','compact','subcompact','2seater'])" - ], - "id": "cell-11" - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:09:59.972634Z", - "iopub.status.busy": "2024-01-09T15:09:59.972428Z", - "iopub.status.idle": "2024-01-09T15:10:00.694496Z", - "shell.execute_reply": "2024-01-09T15:10:00.693515Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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58z2SyD878g8ICNDYsWOzNNPP3vlL/A6Qv/Pm73QFwJiY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\njUcykidPHvPO85988onOnz+f6TlDhw7VjRs35OXlZfGMeS8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rFjx/T1119r//79dp1nT7EQAJC9gIAA9ejRw65zEhIStG7dOl29elX+/v665557DHlU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\nXy6LxaInn3xSKSkp2Z5z7do1d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caPH6+IiAgdP35cO3bs0ODBg1W3bl2tXLnS0WHCRbVs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\ncnNzU5MmTdS8eXPrDrGOXrQ0J6mpqdq+fbtOnjwpD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- } - } - ], - "source": [ - "# facet plot with reorded drv category\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_wrap('class')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-12" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Ordinarily the facets are arranged horizontally (left-to-right from top\n", - "to bottom). However if you would prefer a vertical layout (facets are\n", - "arranged top-to-bottom, from left to right) use the `dir` option:" - ], - "id": "180c010b-46f6-42c7-a1ba-fa34f30180e0" - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:00.698748Z", - "iopub.status.busy": "2024-01-09T15:10:00.698467Z", - "iopub.status.idle": "2024-01-09T15:10:01.612180Z", - "shell.execute_reply": "2024-01-09T15:10:01.611641Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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az5w5o6ioKHl7e+daDAAAwL5sfc+VW+/Rctpfbr4XcgYU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\nnOIR4NDQUAUHByskJESnT59WWFiYXFxcVLRoUdW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8mSAuDBgwf16aefKjg4WFWqVFGpUqVUpUoVBQcHa9iwYTp06JBhY1+9elXvvfeeVq1a\npStXrlhft1gsOnv2rKZMmWJ9nCgwMDDZCYIuLi7WQzl+//13LViwwHrox8mTJzVixAjFxMSoYMGC\natq0qWFzAADAaMuWLdOtW7dsjh8yZIhat25t1xgtW7bU9OnTbS4abtu2Tf/++6+mTp1q1zhpGTp0\nqEP6AQAAAB42hj4CfPbsWb3xxhtauXJlqtcPHDiglStXavjw4WrZsqW+/fZbFS1a1OF5nDhxQpMn\nT5Z0Z78/d3d3xcTEKDY21hpTs2ZNvffeeynaNm/eXCdPnlRISIhmzJihWbNmyc3NzXpaoq+vrwYN\nGiQXFxeH5w0AQFZZuHChXfGHDx+2+xTg69eva8uWLXa12bx5szZt2mRXm7Rs377dIf0AAAAADxvD\nCoB79+5V06ZNdf36dZs24F2xYoWqV6+u1atXq3Llyg7LI0+ePOrfv7/279+vI0eOKCwsTBEREXJx\ncVHhwoVVtmxZNWzYUNWqVUuzjzfffFOVK1dWSEiITpw4YV31V6tWLbVv3165c+d2WL4AAGSHpF9s\n2Spp6wx7RUdH2xV/69Ytu9uk5e5f/AEAAACPEkMKgDdv3lTr1q117do1SXdO0+3Vq5eaNGmiMmXK\nyMvLS7du3dKxY8f0559/6ptvvrEetNG6dWsdPnxYuXLlckguLi4uqlevXrKTBDMjMDBQgYGBDskJ\nAIAHTUYn2d/Ly8tLt2/ftuuUTZPJpICAALu2/ihYsKAKFCigixcv2pVfanx9fe+7DwAAAOBhZMge\ngF9++aUuXLggk8mkdu3a6Z9//tFHH32k6tWry8fHR2azWT4+PqpWrZr69++vf/75R88//7wk6cKF\nC5o0aZIRaQEAgDSktg1Getq2bWv3L9caNWpkfb+3haenp1q0aGFXm/R0797dIf0AAAAADxtDCoBJ\nJ+aWLl1as2fPlqenZ7rxHh4emjVrlsqUKSOLxWL3PkQAAOD+FC1aVOXKlbMp1snJSYMGDdKiRYvs\nGmPOnDlq27atChQoYFP8iy++KB8fH3Xv3l2urq52jXUvd3d3vfbaa/fVBwAAAPCwMqQAePz4cZlM\nJr388ss2f8Pu6upq/c38iRMnjEgLAACkY+HChfL29s4wbtKkSfLx8dG1a9dkMpls6tvJyUlhYWFy\nd3fXtGnTMhynVq1aGjx4sCSpePHi+uqrr+TklLlvW5ycnDRz5sxMtwcAAAAedoZ+J1ymTBm74kuX\nLm1QJgAAICP+/v7atWuXnnzyyVSv+/n5adq0aercubMkad68eTbvAZiYmKh58+ZJkqpXr67ly5er\nYcOGKeK8vLz0+uuva/78+cmeIGjXrp3mzJmjihUrppqXn59fquMGBARo6dKlqY4FAAAAPCoMOQSk\nWLFiOnz4sMLDw+1qlxRfrFgxxycFAAAylDdvXq1fv966J++5c+fk7e2tzp07KygoKFnswYMH7er7\n7sM/ypcvrwULFujYsWPavHmzoqKiFBAQoObNm6e5OjAoKEhPP/209uzZo7///lvx8fEqXry4Gjdu\nLFdXVx05ckTffPONrl69qoCAAL300kuqVq2a/TcBAAAAyGEMKQC2bt1ahw4d0vLly+3ab2f58uUy\nmUxq06aNEWnhIWexWPT333/r3Llz8vPzU5kyZVSwYMHsTgsAcqRChQrps88+c2ifiYmJKV7z8/NT\ngQIFFB0drfz588vd3T3dPkwmk/z9/VWgQAHFxcWpQIECcnFxkSTlz59fjz32mDw8PFS4cGEVKlTI\nofnfj2PHjunw4cOyWCwqU6aMypcvn268xWLRvn37dPLkSTk7O6ty5cr8ghQAAACZZkgB8N1339UP\nP/ygZcuWad68eerYsWOGbebPn6+lS5cqX758evfdd41ICw8pi8WiOXPmaPLkyTpy5Ij1dScnJzVt\n2lQff/yxKlSokI0ZAsCjyd6tO+7eGuTcuXMaM2aMlixZotu3b1tfL1SokF599VW99dZbcnZO/m3K\nvn37NHbsWK1ZsybZo8elS5dWYmKiTp48mez1YcOG6YknntC0adNUqlQpe6fnEFu2bNG4ceO0devW\nZK9Xr15d77//vpo1a5aizcKFC/W///1Phw8ftr5mMpnUqFEjffzxx6pSpYrRaQMAACCHMWQPwEKF\nCmnhwoXy8/NTly5d1L9/f126dCnV2EuXLumjjz7SSy+9pLx582rhwoWs6oKVxWLRkCFD1Lt372TF\nP+nOSpKVK1eqVatW2rx5czZlCACPrs6dO9t8sIbZbFanTp0kSUePHlXz5s01b968ZMU/Sbpw4YKG\nDx+unj17Ki4uzvr6+vXr1bp1a/35558p9h08duyYTpw4kep+hP/++6/q16+f7PHjrDJ79my1a9cu\nRfFPknbv3q2XXnpJP/zwQ7LXR48erTfffDNZ8U+68364Zs0atW7dWmvWrDE0bwAAAOQ8hqwA7Nmz\npySpcuXKWrdunb744gtNnDhR5cuXV5kyZeTl5aVbt27p2LFjOnTokPWRoEqVKmnq1KmaOnVqqv2a\nTCb99NNPRqSMB9T8+fM1ZcqUdGOioqL08ssva8eOHcqXL18WZQYAKFiwoAoXLqyzZ89mGFuoUCHr\nY7tdunRRaGhouvErVqzQ+PHj9cknn+jSpUvq0aOHYmJiMpVnXFyc2rRpoxMnTmSqfWYcPHhQPXv2\nTPWx57sNGDBAFSpUUGBgoJYtW6aJEyemG3/79m317NlT27Zte6AecQYAAMCDzZAC4LRp02QymSTJ\n+t+EhAQdPHgwxYbhFovFGrN+/foM+6YA+OiwWCz6+uuvbYqNiIjQrFmz1KdPH4OzAgAkOXr0qE3F\nP0k6e/asjh8/rsOHD9tciPv555/Vp08f/fLLL4qMjLyfVHXz5k3NmTPHeoKx0SZNmqT4+HibYqdM\nmaLAwECb3/OioqI0ffp0ffLJJ/eTIgAAAB4hhjwCLN0p3tz9J7XX0ns9rVg8Og4ePJjiEaj0zJkz\nx8BsAAD3mjdvnt3x9rQJDw/XypUrNXfuXHtTS9U333zjkH4yEhsbq9mzZ9sc/8cff+jvv//W7t27\nbW7jqHsCAACAR4MhKwBPnjxpRLd4xJw7d87QeADA/cnM12lbVwwmOXv2rN1t0nLlyhWH9JOR69ev\nKyoqyub4xMREHThwwK4xzp8/r8TERJv3YAQAAMCjzZACYPHixY3oFo8YV1dXQ+MBAGn777//tHjx\nYoWGhsrT01P169dXkyZNZDabrTGZ+Trt5uZmVxs3Nze5ubkpOjrarnapufdU4fT89ddf+uyzz3Th\nwgW5uLgoMDBQAwYMkI+PT5ptli5dqu+++07Xr1+3OzcvLy+74l1cXKxbqAAAAAAZMaQACDhC5cqV\n5eLikuwUyPTUrFnT4IwAIOe7dOmS3n333RT78n733XcqWrSoxo0bpyZNmki683XXnkdda9asKU9P\nT/399982t6lVq5Zq1qypjRs32twmLZUrV84w5sKFC2rVqlWK1Y2HDx/Wzz//rBdffFFffvllsms7\nduzQiy++qIiIiEzl5e/vr6CgIHl4eNhc6KxZsyYFQAAAANiM50bwwMqXL5+Cg4Ntjk86fRoAkDmX\nL19W69at0zyU6+zZs3rppZcUEhIiSXruuefk7u5uU98eHh569tln1b17d5vzqVKliqpWrWpXm/QM\nGzYs3etXrlxRYGBgmo82WywWzZo1K1k+u3fvVtu2bTNd/JOkrl27Km/evGrXrp3NbRx1TwAAAPBo\nyJICYFxcnDZv3qzvv/9eY8eO1fDhw7NiWOQA+fLlszm2WLFiBmYCADnfoEGDdPr06XRjEhMT9c47\n7+jmzZvy8PCweZV2XFyc3N3dVaZMGfXo0SPDeGdnZ3366aeSpODgYNWtW9emcdISFBSkUqVKpRvT\ntWtXm/buW758udatWydJ6tKlixITEzOdV7FixfT6669Lkt5//33lzZs3wzZPPfWU2rRpk+kxAQAA\n8OgxtAAYGxurIUOGKCAgQA0bNtRbb72lgQMHpvob+H79+qls2bJq3LixkSnhIRIbG6ulS5faHD91\n6lQDswGAnO3SpUtatmyZTbE3b97U3LlzNWXKFCUkJNjUJj4+Xj/88IMkafTo0erSpUuasZ6envrp\np5+sRT+z2awZM2aofv36No11r9q1a2d4UnxYWJhdjyaPGjVKmzZt0tWrVzOVkySVKlVKCxYssBb9\nihUrpvnz56tAgQJptqlbt65++eUXu/YzBAAAAAwrAF67dk1PPfWURo0apfDwcFksFuuf1Dz77LM6\nduyY1q9fr127dhmVFh4iu3btsuvExuXLlxuYDQDkbKtWrbK5mCfd+Zo7d+5cu8b49ddfJd1Z3Tdx\n4kStWLFCHTt2VIECBZQ7d26VLVtWH3/8sXbu3JliCwgfHx8tWLBAs2fPVrNmzeTv7y8/Pz9VqVJF\n48aN05w5c1StWjVrYcxsNuuJJ57QtGnT9Pvvv2d4Wu6MGTPS/B4lNQcPHrQWNG1lMpmUJ08e1a5d\nW5MnT9b69etVokSJZDEVK1bUtm3b9Pnnn6tq1ary8/OTv7+/mjZtqlmzZmnhwoXy9fW1a1wAAADA\nsF8fP//889q7d6+kO7+t7tatm86fP5/m479169ZVkSJFdP78ea1YsUI1atQwKjU8JMLCwuyKDw8P\nNyYRAHgE2HtybVhYmN373t28eTPZ32vUqGHX+72Tk5OaNm2qpk2bpno96SkCs9ksPz8/hYWF2VzU\nvHTpks15SFJCQoKuXbtmVxsvLy/9999/GcZ5e3ure/fu7PMHAAAAhzFkBeCiRYu0ceNGmUwmffjh\nh9q0aZNee+01Va1aNd12TZo0kcVi0datW41ICw+Z3Llz2xXv4+NjUCYAkPNl5muut7e3XW28vLzs\nirfHsWPH1LlzZxUvXlz58+eXp6engoODtXv3bpva27PnrHSnyGjvPYuMjFShQoX05JNPauzYsYqN\njbWrPQAAAJBZhhQAZ8+eLUmqVKmSxo0bZ3O7SpUqSZJNvx1HzlejRg35+fnZHN+8eXMDswGAnK1x\n48YymUw2x7do0ULPPPOMXWM8++yzdmZlm4EDByowMFBr1qxRVFSU4uPjFR0dre3bt6tFixbq1q1b\nhn3YEnO3MmXKZGqFXlxcnEJDQ/XFF1+odOnS2r9/v919AAAAAPYypAC4c+dOmUwmvfDCC3a1CwgI\nkCS79n1DzuXu7q5GjRrZHM+jUgCQecWKFVOtWrVsinV2dlbnzp3Vt29fmw+jcHFxUe/eve8nxVSN\nHTtW33//fboxK1assJ60mxZ/f3899thjNo/bv39/NWvWzO5VgHeLjo5Wy5YtdeHChUz3AQAAANjC\nkAJgUgGvZMmSdrVzcXGRJB6JgZU9B8KsX7/euEQA4BEQHR1tU1xCQoIiIyPl7Oys0aNH29Rm9OjR\nDj+5NjY2Vl9++aVNsYsXL86w0Hb79m2bx07q64cffrBr5eS9YmNj9c4772S6PQAAAGALQwqA7u7u\nkuwv5CUVDu157BM51+nTp3X69Gmb4+09jREA8H8OHDhg8+OoFotF06dPlyT16NFDY8aMkdlsTjXW\n2dlZ48aNM2SV9oQJE+w6uXjIkCFpXjty5IguXrxoc1/ffvutJCkoKEgzZ86Um5ubzW3vtXXrVn75\nCQAAAEMZcgpwwYIFFRERoX/++ceudtu3b5cklShRwoi0Hnhp/fCUVpyt8UYyMofffvvNrvjQ0NAs\nvyfZ8TF4VD7+GY3J/Jl/dsvO+dsSY29+O3bssCt+27Zt1jHeeOMN9ejRQ+PGjdOyZcsUGRkpb29v\ntW3bVv369ZOrq6tdfdtq3bp1dsX/9ddfad6XRYsW2dXXxYsXrX21bNlS58+f13fffacZM2YoLCxM\noaGhNveVkJCg7du3KygoyK4c0sK/E+afXWPfi/lnfw4AACQxpABYv359/fvvv5o/f76GDx9u06Mx\nV69e1cKFC2UymdSwYUMj0nrg2bvyMbtPvTWbzYau1oyPj7cr3mKxZOnqUaPnn5Gc/vHPCPNn/tkp\nu+Zvz5hG36O4uLgU+XzxxRf64osvDB333hzsER8fn+Y9tLevxMTEFH0NGDBAAwYM0N69e1W1atX7\n7u9+Par/TpIwf+afnbJ7/gAA3MuQAmCXLl30ww8/6OjRoxo1apQGDRqUbnxsbKy6dOmiqKgoOTk5\nPbKHOYSFhdkUZzab5ePjo4iICLsefXIUHx8fmc1mJSQkKCIiwrBxihQpYle8s7OzzffwfmTV/NPy\nqHz808L8mX9OmX9mfjC05WtcZu+Rr6+vXbnkz58/1Xyy8nMkX758dsX7+vqmeQ+LFi1qV1+urq5p\n9lW8eHG7+koa31HvYTnp30lmMH/mnxPmT/EQAOBohq0AbNWqlZYvX66hQ4fq7Nmz6tevX4q4qKgo\nrVy5UsOHD9f+/ftlMpnUpUsXPfHEE0ak9cCz95uUhISEbPnG5t4cjPL888/rvffes3lVRq1atbL8\nfmTn/c/pH39bxmb+zD87Zcf49oxp7z1q1qyZPD09FRUVZVN8+/btM+zf6HvUt29fux4D7tGjR5o5\nvfjii/r4449tzjkwMDDNWD8/P5UoUUInT560qa88efKoVKlSDr9fj+q/k7vHZv7MPztl9/gAANzN\nkENAJGnmzJkqV66cLBaLfvzxRz3++ON68cUXrdf9/f2VO3dutW/fXvv375fFYlHlypX1zTffGJUS\nHjLOzs4KDAy0OX7w4MEGZgMAOZuPj4+6dOliU2yRIkXUqlUrgzPKWJ06dVSgQAGbYj08PNSzZ880\nr7u6uqpMmTI2j/3xxx+ne/3TTz+1ua+33nrL5lgAAAAgMwwrAObOnVvbt29Xp06dZLFYZLFYFB0d\nbd0P8Nq1a0pISLBe69ChgzZu3ChPT0+jUsJDyJb9I5McPXrUwEwAIOcbNGhQhr94yZ07t6ZNm2bY\nwR72Wrp0aYYn8Do5OWnOnDlyckr/254LFy7YPO6CBQvSvd6tWze1b98+w37q1q2rvn372jwuAAAA\nkBmGFQAlKVeuXPr111+1b98+vf/++6pRo4by5s0rs9ksX19fVahQQW+//bZ27NihuXPnytvb28h0\n8JA5ffq0NmzYYHP8jBkzDMwGAHI+Dw8PzZs3T2+//XaKDfRNJpOaNm2qFStWqHLlytmUYUolSpTQ\ntm3b0ly9V7hwYf3xxx+qU6dOuv2sWbPGrv265s+fn2HMnDlz9O6776ZaoHRxcVHXrl3tPvEeAAAA\nyAxD9gC8V8WKFTV+/PisGAo5yH///WdX/D///GNQJgDw6HB3d9enn36qfv36ae3atbp8+bI8PT1V\nt27dTB1ukRWKFi2qrVu36vTp0/r222919epVFShQQC+++KLKly9vUx8bN260a8ybN2/aFDdkyBAN\nGjRIM2fO1NatW2WxWFS1alW9+uqrcnbOkm/DAAAAgKwpAAKZYbFYDI0HAKTNy8tLbdq0ye407FK8\neHGNHTtWZrNZfn5+CgsLs3kTfiPfQ5ycnNStWzd169bNsDEAAACA9Bj6CDBwP+zZjF2SypYta1Am\nAICcLqNHhO/l5eVlUCYAAACA42VbAfDSpUvq06ePqlWrpkqVKunll1/WgQMHsisdPIBKliypunXr\n2hzPygoAQGa1aNHCrqLec889Z2A2AAAAgGMZUgDctGmTfHx8lDt3bm3evDnF9UuXLqlmzZqaPHmy\n9u3bp0OHDmnmzJmqWbOmVq1aZURKeEhVqVLFpjiTyaSGDRsamwwAIEerV6+ezbG9e/c2MBMAAADA\nsQwpAP7222+KjIyUn59fqt9Mf/jhhzp//rwsFkuyP7GxserSpYtu3LhhRFp4yFgsFq1Zs8bm2AUL\nFhicEQAgp0pMTNTRo0dtjl++fLmB2QAAAACOZUgBcNeuXTKZTGratGmKa9euXdO8efNkMplUqVIl\n7dmzR+Hh4Ro1apT1+tSpU41ICw+Z/fv3699//7U5ft68eQZmAwDIyXbv3q0TJ07YHM97DgAAAB4m\nhhQAL168KEmqXLlyimvLly9XfHy8JOnHH39U5cqV5ePjo08++cS631tISIgRaeEhc+HCBbviz58/\nb1AmAICczt73kHPnzhmUCQAAAOB4zkZ0eu3aNUlS/vz5U1zbuHGjpDsHPNSoUSPZtbZt22rLli06\ndOiQEWnhIePq6mpXvJubm0GZ3HHhwgXNnTtX58+fl4uLi6pUqaLg4GDlypXL0HEBAMaz9z3E6Pcc\nAAAAwJEMKQDevHlT0p39dO61detWmUwmBQUFpbhWuHBhSdL169eNSAsPmSpVqsjV1VWxsbE2xdeq\nVcuQPKKjo/XRRx9p7ty5KT6nPT099f7776t3794ymUyGjA8AMF61atXk7OxsfUohI0a95wAAAABG\nMOQRYG9vb0lSaGhostdDQ0Ote7rVqVMnRTuz2SzpzoEOQN68efXMM8/YHN+jRw+H5xAbG6uXXnpJ\nv/76a6oF7aioKI0cOVLDhg1z+NgAgKwTEBCg4OBgm+ONeM8BAAAAjGJIAbB06dKSpNWrVyd7/bff\nfrP+f9J+f3e7cuWKJMnPz8+ItPAQ6tevn02fD02aNFHjxo0dPv5PP/2kTZs2ZRj39ddfa8eOHQ4f\nHwCQdT755BP5+PhkGNeyZUs1aNAgCzICAAAAHMOQAmBQUJAsFotWrlxpPdDjzJkzGjNmjCSpVKlS\nKlOmTIp2+/fvl3Rnf0BAkkqUKKEFCxaoQIECacY0b95cP/74o5ycHPvpnJiYqJ9//tnmeHtiAQAP\nntKlS2vBggXy9/dPM6ZVq1aaMmUK2z4AAADgoWLIHoBvvPGG/ve//yk2NlZt2rSRv7+/rl27psTE\nRJlMJr3zzjuptlu9erVMJpOqVq1qRFp4SFWqVEnbt2/XwoUL9euvv+rs2bNydXVVtWrV1L17d9Wt\nW9eQH8T++ecfnTp1yub4kJAQWSwWfigEgIdY1apVtXPnTi1YsEBz5szRmTNn5Obmpho1aqhHjx4K\nDAzk6zwAAAAeOoYUAEuWLKmvv/5ab7zxhhISEpLtBdikSRO9/fbbKdps27ZNp0+flslkUv369Y1I\nCw8xLy8vdevWTd26dZPZbJafn5/CwsKUkJBg2Jjh4eF2xcfExOj27dtyd3c3JiEAQJbw9vZW9+7d\n1b179+xOBQAAAHAIQwqAktSzZ09Vq1ZNP/30k44dOyYvLy81a9ZMPXv2tB72cbcFCxaoePHiMplM\nat68uVFpATazZR+ou7m5ucnNzc2gbAAAAAAAADLHsAKgJFWpUkVfffWVTbFffPGFvvjiCyPTAexS\nvnx5FStWTGfOnLEpvkWLFjwWBgAAAAAAHjiGFABnzJghSSpQoICaNWtmxBB2uXLlirZt26b9+/fr\n1KlTun79upydneXv768qVaqoTZs26R4yId15RHnFihU6fvy4bt++rXz58qlmzZrq0KGD3SvF8HAw\nm83q0aOHhg0bZlN8z549Dc4IAAAAAADAfoYUALt37y6TyaSBAwdmewHwypUrevXVV2WxWKyveXp6\nKjY2VmfPntXZs2e1cuVK9e3bV/Xq1Uu1jylTplhPM3ZycpKbm5suXLigJUuWaMOGDRo1apSKFi2a\nJfNB1nrttde0atUqbdu2Ld24119/XXXq1MmirAAAAAAAAGxnSAHQ29tbt27dUvny5Y3o3i6JiYmS\npGrVqqlRo0aqUqWKfHx8lJCQoH/++Ufff/+9Tp06pQkTJqhIkSJ67LHHkrVfuXKlQkJCZDKZ9NJL\nL+mZZ56Rm5ubTp48qQkTJuj06dMaOXKkJk+eLBcXl2yYIYzk5uamX3/9VR9++KEWLlyYrJAsSR4e\nHurdu7c++OCDbMoQAAAAAAAgfYYUAAsWLKhjx44pLi7OiO7t4u3trYkTJ6pkyZLJXjebzapQoYKG\nDRum3r1768aNG1qyZIn69OljjYmLi9Ps2bMlScHBwerYsaP1WokSJTR48GC9/fbbunjxolavXq3g\n4OCsmRSylJeXl7799lt9/PHHmjt3rs6fPy9nZ2dVrVpVrVu3lq+vb3anCAAAAAAAkCZDCoBBQUE6\nduyY/vrrL3Xt2tWIIWzm5eWVovh3Nz8/P1WvXl1r167V8ePHk13bv3+/wsLCZDKZ1K5duxRt8+fP\nrwYNGmj16tVav349BcAH1Pnz53Xs2DHlyZNHTz75pJycnDLVT/HixdW/f3/5+fnJbDYrISFBYWFh\nDs72wXbjxg39+eefMplMatSoEYee3IfExET9+++/unLlikqWLMk2AgAAAAAAw2SuEpKBN954Q05O\nTpo+fbrOnz9vxBAOlXSIR0JCQrLX9+/fL0kqWrSo/P39U21btWpVSdJ///2nmJgYA7OEvSZNmqRy\n5cqpSpUqat++vRo1aqSiRYvq1VdfVURERHan91BZvny5ypcvr9KlS+uFF15Q586dlT9/fj3++ONa\nsGBBdqf3UImKitJbb72l4sWLq2HDhmrfvr2qVaumsmXL6rPPPrNuWwAAAAAAgKMYUgCsWrWqRo0a\npZs3b6pp06bWQtqD6uDBg5LurPC629mzZ1N9/W5J1ywWi86dO2dQhrBHYmKiWrZsqZEjR+rq1avJ\nrsXGxmrJkiWqXLnyQ1GcfhAMHz5c3bt315UrV1Jcu379ut566y3169cvGzJ7+Fy5ckWVKlXSggUL\nUvzCICwsTOPHj1fjxo0pAgIAAAAAHMqQR4BnzJihAgUKqGXLllqxYoWqVaumevXqqX79+ipSpIg8\nPDwy7KNbt25GpJbC9u3bdezYMUlS48aNk127fv26JClPnjxptr/72qP2OOiDqlevXtq1a1e6MZGR\nkWrcuLEOHz6c6UeCHwWrVq3SV199lWHctGnTVKtWLXXo0CELsnp4NWnSRDdu3Eg35uDBg+ratatm\nzZqVRVkBAAAAAHI6QwqA3bt3t+4NZjKZlJiYqE2bNmnTpk02tTeZTFlSALxy5Yq+/vprSVLt2rVV\nvXr1ZNeTVui4ubml2cfd16KiogzIEvaIiorS4sWLbYq9du2a5syZoxdffNHgrB5e7733ns2xAwYM\noACYjuXLl+vChQs2xa5evVrh4eEcMAMAAAAAcAjDlj5ZLBbrn3v/bssfo0VGRmrEiBG6ceOGChQo\noN69exs+Joz35Zdf2vX45P/+9z8Ds3m4RUZGKjQ01Ob48PBwXbx40cCMHm7jx4+3OdZisWjs2LEG\nZgMAAAAAeJQYsgJw6tSpRnTrMNHR0Ro2bJhOnTqlPHnyaPjw4cqVK1eKOHd3d0nS7du30+zr7mue\nnp7pjjtz5kzNnj07zesvvPCCTavRklZX5s6dO0uKpfdKemTWyclJfn5+WT5+evNP2s/RVpcvX7Z7\nDg/y/B1p586ddrfZvn27evbsaUA2/+dh/fy3d8/Jf/75J9X+H9b5O8qjPn9bxnzU75HEPWD+zF9i\n/o/q/AEASIshBcCXX37ZiG4d4vbt2xo+fLj+++8/5c6dWyNGjFCBAgVSjc2TJ49OnDhh3QswNXdf\ny+hN/tatW+muqIqKipLZbM5gBv8nu/euM5lMduXraKnNP+mbPntkdg5Gzf/GjRtavXq1rl27Jl9f\nXzVu3Fj58uVLEWfLxz8+Pl5r1qzRmTNn5ObmpsDAQJUpU8amPDIzNycnpyz7nLh7/idPntRXX32l\ny5cvKyAgQO+++65KlCihxMREbd68WUeOHJHZbFbVqlVVpUoVh4xv9Od/Rv3z7//RnD/vEfZ51O8B\n82f+2Yn5Z//XQAAA7mZIAfBBdfv2bY0YMUKHDh2St7e3hg8frqJFi6YZX7RoUe3atUtnzpxJMybp\nmslkUpEiRdId38vLS/nz50/zuqenpxISEjKYxZ2xnJyclJiYmG2/2TSZTLJYLNlyWml6869evbpW\nrVplc1+FChWy6Z7fzaj5h4eHa9CgQfrll19069Yt6+tubm7q1KmTxowZo4CAAJs+/omJiZo4caIm\nTZqUYt+5xo0ba/To0Sn2vLzXU089ZfccmjZtavf9tNfd8z9y5IieeeYZHTlyJFnMxIkTVaBAAbm5\nuen06dPJrtWsWVPDhw9X06ZNMzV+Zj/+xYsXt+ugoMqVK6d6L/n3n3Pmn5kfDHmPsM2jfg+YP/Nn\n/g///CkeAgAczWTJjnfGbBAXF6eRI0dqz5498vT01PDhw1W2bNl02+zevVvDhg2TyWTSTz/9lOoq\nrMmTJ2vVqlV64oknNG7cuPvK8erVqzbFmc1m+fn5KSwszPBiS2r8/PxkNpuVkJCQLScfpzf/mJgY\nFS9e3OZvuCZNmmT3ISBGzD8sLEzPPvusDh8+nGZMsWLFtGzZMhUtWjTdj39iYqJ69eqlhQsXptmX\nh4eHZs2apfr166eb15NPPmnzPoC+vr46evSoTbH3I+njv2XLFgUFBSkuLs7uPpycnDR58uRMHVqS\n2Y//ihUr7Drc6OjRo6keAsK//5wz/9TeUzJiy/tETrpHmfWo3wPmz/yZ/8M//8y8RwAAkJ4sXRt/\n+fJl7d27V5s2bdLevXvtOmDgfsTHx2vs2LHas2eP3N3dNWTIkAyLf5JUqVIl+fn5yWKxpHqy7JUr\nV7Rx40ZJ0tNPP+3otJEJ7u7ueu6552yKzZs3rzp37mxwRrZ577330i3+SXdWm7722msZ9vX999+n\nW/yT7uyD2aNHjwy/Ma1bt26G4yWpVKmSzbGO0LZt20wV/6Q7RdLevXtnScEySfPmzeXsbNui68KF\nC3MCMAAAAADAYQwvAJ45c0YffPCBSpQooUKFCql69ep6+umnVb16dRUsWFAlSpRQv379dPbsWUPG\nT0hI0Pjx4/XXX3/J1dVVgwYNUvny5W1q6+LiYl0d9vvvv2vBggXWQz9OnjypESNGKCYmRgULFsz0\n44RwvG+++UY1a9ZMN8bb21tr1qzJ9v1hJOnUqVMKCQmxKXbnzp36+++/07yekJCg77//3qa+bty4\noV9//TXdmJUrV9rUl3TnAJCssnjx4nT35rRFfHy8fvzxRwdllLENGzYoPj7eptgrV67oypUrBmcE\nAAAAAHhUGLoH4NSpU9W7d29FRUVJUqr7cJw5c0YTJkzQlClT9NVXX6l79+4OzeGff/7R1q1breOP\nHz8+3fgZM2Yk+3vz5s118uRJhYSEaMaMGZo1a5bc3Nysc/L19dWgQYPk4uLi0LyReU5OTgoJCdFX\nX32lb775Jtkjc66urmrVqpXGjx8vHx+fbMzy/yxcuNCuPWrmzp2rxo0bp3pt+/btdhXT582bp169\neqV67eLFi9bPc1vExsbqwIEDqlixos1tMut+H7dPsmDBAo0dOzZTh8fYa/78+TbHxsbGasmSJXr1\n1VcNzAgAAAAA8KgwrAA4depUvfLKK9ZNcE0mk8qVK6eyZcvK29tbkZGROnLkiP79919ZLBbdunVL\nr7zyiiQ5tAh4d2ElLi5O4eHhdvfx5ptvqnLlygoJCdGJEyesq/5q1aql9u3bK3fu3A7LF47z7rvv\n6t1339X58+d17Ngx5cuXT+XKlXsgVv3d7eLFi3bF33uox/30lV58eisN07Jr164sKQBeunTJIf1E\nRETo1q1b8vb2dkh/6Unv4+aIeAAAAAAA0mJIAfDixYt69913rX9/88039fHHH6tYsWIpYs+ePaux\nY8fqu+++U2Jiot599121aNFCBQoUcEguFStW1NKlS++7n8DAQAUGBjogI2S1woULq3DhwtmdRprc\n3Nzsind3d8+SvjKz+XSePHmS/f348eOaO3euTp8+LWdnZ1WrVk0dOnRId/Xlnj17tHDhQoWGhsrD\nw0MNGjRQ69atk83N3nmmx9XV1WF9pcfenKdPn65ly5apevXq+vTTT9P8mmixWPTXX3/pt99+09Wr\nV+Xp6amgoCAFBwdr165d+uCDD3T+/HlJkr+/v0aPHq1mzZrd93wAAAAAAA8PQwqA33zzjaKiomQy\nmfTDDz+oZ8+eacYWLVpUX3/9tWrWrKmePXsqKipK33zzjYYPH25EasAD56mnnrJ53z5JqlOnTprX\natasaT15ztax01KjRg2bc0qSVFiKiIhQnz599Pvvvye7Pm/ePA0fPlwffvih3nnnnWSP3p45c0Zv\nvvmm/vrrr2RtZs+erXz58mns2LF65plnJEkNGjTQf//9Z3d+96pRo0aWFQADAwO1du1am+MjIiIU\nERGhU6dOaeHChWrVqpV+/vlnmc1ma8zx48f15ptvau/evcnazpo1y7r6+m6nT5/WSy+9JB8fH23f\nvl3+/v73NScAAAAAwMPBkGchV65cKZPJpGbNmqVb/Ltb9+7d1aJFC1ksFv3xxx9GpAU8kOxZ8ert\n7a327duneb1AgQIKDg62eewePXqkec1sNtt8YI4kPfbYY/Lw8FBUVJQ6dOiQoviXJCoqSsOHD9eo\nUaOsr124cEGtW7dOUfxLcvXqVb366qtasGCBpDt7ADpi3z5H7zmanpdeeum+9gpdvny5OnToYP37\nqVOn1KZNmxTFvyTp7SsZERGhypUrKzIyMtP5AAAAAAAeHoYUAE+cOCFJevbZZ+1ql7S6J6k98Chw\ncXFJVgxLz5AhQ5QrV650YwYMGGDTvpTt2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- } - } - ], - "source": [ - "# Facet plot with vertical layout\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_wrap('class',\n", - " dir = 'v' # change to a vertical layout\n", - " )\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-14" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can choose if the scale of x- and y-axes are fixed or variable. Set\n", - "the `scales` argument to `free-y`, `free_x` or `free` for a free scales\n", - "on the y-axis, x-axis or both axes respectively. You may need to add\n", - "spacing between the facets to ensure axis ticks and values are easy to\n", - "read.\n", - "\n", - "A fixed scale is the default and does not need to be specified." - ], - "id": "0b2f76ab-bf8c-43fe-afbe-cdc92c156277" - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:01.615655Z", - "iopub.status.busy": "2024-01-09T15:10:01.615405Z", - "iopub.status.idle": "2024-01-09T15:10:02.481869Z", - "shell.execute_reply": "2024-01-09T15:10:02.481376Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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HBwOAZuq6Pvb29pop7Js3b87TorL9+vXDuHHjALyfAr93795sbTIW/g0PD9c6i+/48eN4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\nbd+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2bFC7du3UqVMnde7cWbVr11bFihULPcbDDz/skFhiYmI0YsSIHB/Evr6+Sk9PV1RU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\nWrWqNm3apG7duik9PT3PNn369NHEiRPzjWH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- } - } - ], - "source": [ - "# facet plot with free scales\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_wrap('class'\n", - " , scales = 'free_y' # set scales so y-scale varies with the data\n", - " )\n", - " + theme(subplots_adjust={'wspace': 0.25}) # add spaceing between facets to make y-axis ticks visible\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-16" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can add additional information to your facet labels, by using the\n", - "`labeller` argument within the `facet_wrap()` command. Below we use\n", - "`labeller = 'label_both'` to include the column name in the facet label." - ], - "id": "b89eab0c-9bfe-45a0-8647-2d2c72b97ece" - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:02.484671Z", - "iopub.status.busy": "2024-01-09T15:10:02.484450Z", - "iopub.status.idle": "2024-01-09T15:10:03.367673Z", - "shell.execute_reply": "2024-01-09T15:10:03.367121Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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mJibH5YqsrKxy/f3L6C86OlpQHlT0sABIpEYZG004ODio7Zpv3rzB5MmT5dcGAFNTU5iY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- } - } - ], - "source": [ - "# facet plot with labeller\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_wrap('class', labeller='label_both')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-18" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can add two discrete variables to a facet:" - ], - "id": "50c60c2f-70ea-4def-beec-09fa62a58876" - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:03.370566Z", - "iopub.status.busy": "2024-01-09T15:10:03.370342Z", - "iopub.status.idle": "2024-01-09T15:10:03.374186Z", - "shell.execute_reply": "2024-01-09T15:10:03.373614Z" - } - }, - "outputs": [], - "source": [ - "# add additional column for plotting exercise\n", - "mpg[\"transmission\"] = mpg['trans'].map(lambda x: \"auto\" if \"auto\" in x else \"man\" if \"man\" in x else \"\")" - ], - "id": "cell-20" - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:03.376660Z", - "iopub.status.busy": "2024-01-09T15:10:03.376452Z", - "iopub.status.idle": "2024-01-09T15:10:03.386045Z", - "shell.execute_reply": "2024-01-09T15:10:03.385576Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "# inspect new column transmission which identifies cars as having an automatic or manual transmission\n", - "mpg.head()" - ], - "id": "cell-21" - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:03.388779Z", - "iopub.status.busy": "2024-01-09T15:10:03.388508Z", - "iopub.status.idle": "2024-01-09T15:10:04.453707Z", - "shell.execute_reply": "2024-01-09T15:10:04.453193Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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aNarAPn379sXs2bMLPPbw4UPs3r0bly9fRnx8PCwtLVG7dm307t0bAwYMgEwmK+nLQETl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\n2p8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- } - } - ], - "source": [ - "# facet plot with two variables on one facet\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + facet_wrap(['class', 'transmission']) # use ~ + to add additional faceting variables\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-22" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - } -} \ No newline at end of file diff --git a/examples/facet_wrap_files/figure-html/cell-10-output-1.png b/examples/facet_wrap_files/figure-html/cell-10-output-1.png deleted file mode 100644 index 54f6e5024..000000000 Binary files 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- - Back to Article -
AB line
- - Download Notebook -
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AB line

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In [1]:
-
import pandas as pd
-import numpy as np
-
-from plotnine import (
-    ggplot,
-    aes,
-    geom_point,
-    labs,
-    geom_abline,
-    facet_grid
-)
-from plotnine.data import mpg
-
-
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-

AB line

-

geom_abline() draws a line when the yintercept and gradient is supplied, and is useful as a guide.

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In [2]:
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# inspect the data
-mpg.head()
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manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
3audia42.020084auto(av)f2130pcompact
4audia42.819996auto(l5)f1626pcompact
- -
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It’s useful to use geom_abline() with some data, so we start with a basic scatter plot:

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In [3]:
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(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + labs(x='displacement', y='horsepower')
-)
-
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Now layer a line over the scatter plot using geom_abline(). geom_abline() requires inputs for the slope (default slope is 1) and y-intercept (default value is [0,0]).

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In [4]:
-
(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + geom_abline(intercept=45, # set the y-intercept value
-                  slope=-5      # set the slope value
-                 ) 
-    + labs(x='displacement', y='horsepower')
-)
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-

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You can plot two lines on one plot:

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In [5]:
-
(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()                   
-    + geom_abline(intercept=[45,45], # add many lines to a plot using a list for the y-intercepts...
-                  slope=[-5,-7]      # ... and for the slopes
-                 )
-    + labs(x='displacement', y='horsepower')
-)
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You can change the look of the line:

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In [6]:
-
(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + geom_abline(intercept=45,
-                  slope=-5,
-                  color='blue',      # set line colour
-                  size=2,            # set line thickness
-                  linetype="dashed"  # set line type
-                 )
-    + labs(x='displacement', y='horsepower')
-)
-
-
-
-

-
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geom_abline() can be used with a facet plot:

-
-
In [7]:
-
(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + geom_abline(intercept=45,slope=-5)     # add a line ...
-    + facet_grid('drv ~ .')                  # ... to a facet plot.
-    + labs(x='displacement', y='horsepower')
-)
-
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-

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- - \ No newline at end of file diff --git a/examples/geom_abline.ipynb b/examples/geom_abline.ipynb deleted file mode 100644 index 2940cf861..000000000 --- a/examples/geom_abline.ipynb +++ /dev/null @@ -1,430 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:08.851520Z", - "iopub.status.busy": "2024-01-09T15:10:08.851201Z", - "iopub.status.idle": "2024-01-09T15:10:09.693999Z", - "shell.execute_reply": "2024-01-09T15:10:09.693225Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " labs,\n", - " geom_abline,\n", - " facet_grid\n", - ")\n", - "from plotnine.data import mpg\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### AB line\n", - "\n", - "`geom_abline()` draws a line when the yintercept and gradient is supplied, and is useful as a guide." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:09.697455Z", - "iopub.status.busy": "2024-01-09T15:10:09.697177Z", - "iopub.status.idle": "2024-01-09T15:10:09.711261Z", - "shell.execute_reply": "2024-01-09T15:10:09.710732Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
3audia42.020084auto(av)f2130pcompact
4audia42.819996auto(l5)f1626pcompact
\n", - "
" - ], - "text/plain": [ - " manufacturer model displ year cyl trans drv cty hwy fl class\n", - "0 audi a4 1.8 1999 4 auto(l5) f 18 29 p compact\n", - "1 audi a4 1.8 1999 4 manual(m5) f 21 29 p compact\n", - "2 audi a4 2.0 2008 4 manual(m6) f 20 31 p compact\n", - "3 audi a4 2.0 2008 4 auto(av) f 21 30 p compact\n", - "4 audi a4 2.8 1999 6 auto(l5) f 16 26 p compact" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# inspect the data\n", - "mpg.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "It's useful to use `geom_abline()` with some data, so we start with a basic scatter plot:" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:09.750293Z", - "iopub.status.busy": "2024-01-09T15:10:09.750049Z", - "iopub.status.idle": "2024-01-09T15:10:11.062039Z", - "shell.execute_reply": "2024-01-09T15:10:11.061243Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Now layer a line over the scatter plot using `geom_abline()`. `geom_abline()` requires inputs for the slope (default slope is 1) and y-intercept (default value is [0,0])." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:11.065958Z", - "iopub.status.busy": "2024-01-09T15:10:11.065532Z", - "iopub.status.idle": "2024-01-09T15:10:11.454035Z", - "shell.execute_reply": "2024-01-09T15:10:11.453487Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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ghAAAAAAAmA8FIB7Z+fPntWbNGofXz5kzx4Vp7jZ37lyH1/7666/68ccfXZgGKeHZZ5/V+vXrNXz4cGXKlEmSNHv2bAUGBuqbb76hxAUAAAAA4F8oAPHIjh07psTERIfXnzp1Sjdu3HBhojv9+eefLl0PY3h4eKhTp04KDw9X7dq1JUkXLlxQly5d1LBhQz6PAAAAAAD8PwpAPDKLxZIqz3lYzr5XambDo8uXL59mzpypuXPnqkCBApKkbdu2qXLlyhozZkyqls0AAAAAAJgRBSAeWYkSJeTl5eXw+scee8yp9Y+qTJkyLl0Pc6hRo4a2b9+ubt26yWazKTY2VuPGjVPlypUVFhZmdDwAAAAAAAxDAYhH5ufnp3r16jm8vlWrVi5Mc7eWLVs6vLZ8+fIqXbq0C9PAlTJlyqRBgwZp06ZNKl++vCTpyJEjatiwoTp37qxz584ZnBAAAAAAgNRHAYgU0b17d/n4+DxwXeHChdW0adNUSPSPKlWqqEKFCg9cZ7Va1bt371RIBFcrVaqUVq5cqY8++khZs2aVJC1atEiBgYGaNWuWU/esBAAAAAAgraMARIooWbKkZs+ercyZMye7plChQlqwYIGyZMmSiskkm82mWbNm6dlnn73vmk8++UQhISGpmAyuZLVa1aJFC0VERCg0NFSSdOXKFfXq1Ut16tTRgQMHDE4IAAAAAEDqoABEigkODlZYWJi6du2qbNmyJT1epEgRDR48WJs2bVLx4sUNyZY9e3atWLFC48aNu+MSXx8fH7Vo0UKbN2/W66+/bkg2uFbOnDk1efJkLV68WMWKFZMk7d69W1WrVtXQoUMVFRVlcEIAAAAAAFzLYrfb7UaHwC0XLlww9P1tNpv8/f0VGRmphISER3qtxMREXblyRTabTVmyZDHdzrrXr1/XzZs3lTVrVnl4eBgd5y7+/v6y2WxKSEhQZGSk0XHcxo0bNzRhwgR9/PHHio2NlSQVKFBAo0eP1ksvvXTX+pScCTw85sE8mAlzYCbMgXkwD2bCHJgJc2AezIOZMAd3nYkcOXI4/RzOAIRLWK1W+fv7y9fX13TlnyRlzpxZ2bNnN2X5B9fx9vZW7969FRYWpqCgIEnSqVOn1Lx5c7Vu3Vp//fWXwQkBAAAAAEh5FIAA0p3ixYtr8eLFmjx5ctK/nKxatUoVK1bUlClTFB8fb3BCAAAAAABSDgUggHTJYrEoNDRUERERatmypSQpKipKAwcOVPXq1fXTTz8ZnBAAAAAAgJRBAQggXfPz89OHH36oVatWqVSpUpKk/fv3q2bNmurTp4+uXLlicEIAAAAAAB4NBSAASKpQoYI2btyowYMHy8fHR3a7XdOmTdMTTzyhJUuWiP2SAAAAAABpFQUgAPw/T09Pde3aVdu3b1eNGjUkSWfPnlW7du302muv6ejRowYnBAAAAADAeRSAAPAfBQsW1Jw5czRr1izlz59fkrR582YFBwfro48+UmxsrMEJAQAAAABwHAUgANyDxWJRnTp19Ouvv6pz586yWq26ceOG3n//fYWEhGjHjh1GRwQAAAAAwCEUgABwH1myZNHIkSO1YcMGPfvss5KkP/74Q/Xr11e3bt108eJFgxMCAAAAAHB/FIAA4ICyZctqzZo1Gj16tLJkySJJmj9/vgICAjR37lw2CQEAAAAAmBYFIAA4yGazqW3btgoPD1f9+vUlSZGRkerRo4fq1q2r33//3diAAAAAAADcAwUgUlRsbKx69uypQoUKKVeuXMqdO7dKlCihTz/91OhogEPsdru2b9+uTp06qUqVKqpQoYJ69OihvXv3Jq3JkyePpk6dqvnz56tIkSKSpO+//14hISEaOXKkYmJiDEoPAAAAAMDdKACRYrZs2ZK0e2pMTIzsdrsSExN15coVDR8+XIUKFdKZM2eMjgkk6/z586pTp44aNGigxYsX6+eff9bu3bs1a9YsVatWTa1bt1ZUVFTS+qpVqyosLEw9e/aUp6en4uLi9PHHHys4OFjfffedgR8JAAAAAAD/oABEijh48KBCQ0OVmJiY7JqYmBg999xzio2NTcVkgGOuX7+uRo0aadeuXcmuWbVqlVq3bq34+PikxzJmzKh+/fpp8+bNCggIkCQdO3ZMr7/+utq1a6ezZ8+6PDsAAAAAAPdDAYgU8frrrzu0Li4uTm3atHFxGsB5n3/+uQ4ePPjAdVu2bNGyZcvuevzxxx/X8uXL9cknnyhbtmySpOXLlyswMFBffvmlEhISUjoyAAAAAAAOoQDEI7t06ZJTl/Zu3LjRhWkA58XHx+urr75yeP306dPv+bjFYlHTpk0VHh6uJk2aSJKuXbumd999Vy+//PId9xEEAAAAACC1UADikc2cOdOp9QkJCWySAFM5fPiwUyX27t277/s1nD17dn366adavny5SpYsKUnas2ePatSooQEDBuj69euPnBkAAAAAAEdRAOKRRUZGOv2cc+fOuSAJ8HAeppB25DmBgYHavHmz3nvvPXl7eysxMVGff/65AgMDtXLlStnt9oeJCwAAAACAUygA8ciefPJJp59ToEABFyQBHk7OnDmdWu/t7S1fX1+H1mbIkEFvv/22wsLCFBISIkk6c+aM3njjDTVv3lwnTpxwOi8AAAAAAM6gAMQje+2112SxWBxe7+vrK5vN5sJEgHPy58+vChUqOLy+bt268vDwcOo9ihYtqgULFuiLL75Qrly5JEnr169XUFCQJkyYoLi4OKdeDwAAAAAAR1EA4pHZbDZVrFjR4fXvvPOOC9MAD6djx44Or23fvv1DvYfFYlGDBg0UERGhNm3ayGKxKDo6WsOGDVO1atW0a9euh3pdAAAAAADuhwIQKWLRokUOXRJZtmxZde7cORUSAc555ZVX1K5duweuGz58uJ555plHei9fX1+NGTNGa9euVZkyZSRJBw8eVO3atdWrV6+Huq8mAAAAAADJoQBEirDZbPrjjz9UokSJZNfUqFFD3333XSqmAhxnsVg0atQoDR8+POkS3X8rUqSIPv/8c3Xq1CnF3rNcuXLasGGDhg8frkyZMkmSZs2apcDAQC1cuJBNQgAAAAAAKcJi52+YpnHhwgVD399ms8nf31+RkZFKSEh46Ne5dOmSunfvrkOHDslqtapixYoaPXo09/1zgr+/v2w2mxISEjgbzABxcXHauHGjjhw5Ih8fH5UoUUIVK1aU1eq6fzM5ffq0+vXrp1WrViU9FhQUpLFjx6p48eIue9+0gHkwj5T6OYFHw0yYA/NgHsyEOTAT5sA8mAczYQ7uOhM5cuRw+jnO3cUecEC2bNk0e/Zso2MAD83T01Mvv/xyqv7Qzpcvn2bOnKn169erb9++OnXqlLZt26bg4GB1795db731lry9vV2aAQAAAADgnrgEGABMpEaNGtq+fbu6du0qm82m2NhYjR07VpUrV1ZYWJjR8QAAAAAAaRAFIACYTKZMmTR48GB99913Kl++vCTpyJEjatiwoTp37qxz584ZnBAAAAAAkJZQAAKASZUuXVorV67Uhx9+qKxZs0q6teN2YGCgZs2apcTERIMTAgAAAADSAgpAADAxq9Wqli1bKjw8XKGhoZKkK1euqFevXqpTp44OHjxocEIAAAAAgNm5pAAMCwtTWFiYfv75Z1e8PACkO7ly5dLkyZO1ePFiFStWTJK0e/duValSRUOHDlVUVJTBCQEAAAAAZuWSAvDFF19USEiI5syZ44qXB4B0Kzg4WFu3blXv3r2VIUMGJSQkaOLEiQoKCtL69euNjgcAAAAAMCGXFIAZM2aUJD377LOueHkASNe8vb3Vp08fhYWFKSgoSJJ08uRJNWvWTK1bt9bp06cNTggAAAAAMBOXFIB58uRxxcsCAP6lePHiWrx4sSZPnqwcOXJIklatWqXAwEBNmTJF8fHxBicEAAAAAJiBSwrAwMBASdK+fftc8fIAgP9nsVgUGhqqiIgItWzZUpIUFRWlgQMHqkaNGvrpp58MTggAAAAAMJpLCsC2bdvKbrfrq6++0pUrV1zxFgCAf/Hz89OHH36oVatW6cknn5Qk/fLLL6pZs6b69u2rq1evGpwQAAAAAGAUl20C0rVrV507d0516tTR2bNnXfE2gNu5evWqli1bpsmTJ2v27Nk6c+aM0ZHSjKFDh6pUqVIqUaKEAgMDdfTo0Yd+rcTERO3YsUMzZszQ1KlT9dNPP8lut6dgWtepUKGCvvvuOw0aNEgZM2aU3W7X9OnTFRAQoKVLl6aZjwMAAAAAkHI8XPGiYWFhatSokQ4fPqw1a9aoZMmSevXVVxUUFKQCBQokbRJyP8HBwa6IBpjStWvXNGLECM2fP1/R0dFJj3t4eKh27doaOnSo8ufPb2BC8+rUqZMWL158x2NXrlxRhQoVlCFDBv3www/Kmzevw6/39ddfa/z48Tp27Ngdj5cpU0bvvfeeatSokRKxXcrT01PdunVTvXr19N5772n9+vU6d+6cOnTooHnz5mnMmDEqWrSo0TEBAAAAAKnEYnfB6SBWq1UWiyXp/+12+x3//8BQFku6vHn9hQsXDH1/m80mf39/RUZGKiEhwdAs6cmVK1fUoEED/fLLL8muyZMnj1asWEFp8x8NGjTQ9u3bH7hu3759DpWAo0aN0vjx45M9brFY9OGHH6pFixZO5TSS3W7XqlWr1K9fv6QzSr29vdWzZ0917dpVGTJkMDjhg/n7+8tmsykhIUGRkZFGx0nX+DlhDsyEOTAP5sFMmAMzYQ7Mg3kwE+bgrjNxexNIZ7jkEmDp1l86b//67/878gtIL/r27Xvf8k+Szp49qzZt2jAb//L99987VP5JUvny5R+4Zv369fct/6Rb38feeecdHThwwKH3NQOLxaI6deooPDxcHTt2lNVq1Y0bN/T+++8rJCRE4eHhRkcEAAAAALiYSy4BHjx4sCteFnA7p0+f1rJlyxxau3//fm3fvl1BQUGuDZVGNG/e3OG1N2/e1NGjR+97BuVnn33m0GslJiZq2rRpDywLzSZz5swaMWKEQkND9c477+jnn3/WH3/8oXr16qlJkyYaPHiwsmfPbnRMAAAAAIALUAACBlq2bJlTp4MvXLiQAvD/ObvDeIsWLZI9Y/Ds2bMOn00oSUuWLNHYsWPl4eGSb6Eu9fTTT2vt2rWaOXOmRo4cqWvXrmnevHlat26dBg8erCZNmjh1ywYAAAAAgPm57BJgAA/m7C6/7Ar88M6dO5fsMWd3Ko+OjtbVq1cfNZJhbDab2rZtq/DwcNWvX1+SdOnSJXXv3l316tXT77//bmxAAAAAAECKogAEDOTt7e3Uekd20Ma9eXp6JnvM2c/Dwz7HbPLkyaOpU6dq/vz5Kly4sCQpIiJCISEhGjlypGJiYgxOCAAAAABICalaAMbGxurs2bM6ceJEar4tYFqBgYEuXe/OrFbnvn21bNky2WPFixdXzpw5HX6tZ599Vj4+Pk69v5lVrVpVYWFh6tGjhzw9PRUXF6ePP/5YwcHB+u6774yOBwAAAAB4RC4vAP/44w916dJFJUqUUMaMGZU/f34VK1bsrnXz58/XqFGjNH36dFdHAkyjcuXK992Y4t8yZsyo119/3cWJ0o4GDRo4tb5v377JHvP09FSLFi0cfq3WrVs79d5pgY+Pj/r376/Nmzfrf//7nyTp2LFjev3119WuXTunL5MGAAAAAJiHSwvAMWPGqEyZMpoyZYqOHDkiu92e9Ou/oqKiNGDAAHXq1Om+9+oC3InVatWoUaMcOputX79+8vPzc32oNGLKlCkOnwXYtGnTB67p3LnzPf9x4r8qVKigRo0aOfS+adHjjz+uFStW6JNPPlG2bNkkScuXL1dgYKC+/PJLpzatAQAAAACYg8sKwNGjR6tfv36Kj4+X1WpVQECAKlWqlOz6Jk2ayNvbWwkJCVqxYoWrYgGmU61aNU2bNi3ZS0qtVqsGDRqkjh07pnIy8ztw4MADS8CQkBB98sknD3wtPz8/LVmyRKVLl052TXBwsL7++mtlyJDB6axpicViUdOmTRUeHp501um1a9f07rvv6uWXX9a+ffsMTggAAAAAcIZLCsBDhw5p4MCBkqQyZcpo//792rFjh3r16pXsc3x8fFSlShVJ0pYtW1wRCzCtV155RT/99JMGDx6sZ599VkWLFtXTTz+tPn36aPfu3erWrZssFovRMU0nR44c+vvvvxUaGnpXEZgtWzatX79e33zzjcOvlz9/fm3cuFFfffWVqlevrmLFiqlkyZKqX7++lixZokWLFilr1qwp/WGYVvbs2TVhwgQtW7ZMJUuWlCTt2bNH1atX14ABA3T9+nWDEwIAAAAAHGGx3+t63EfUvXt3TZgwQX5+fjpw4IDy5s0r6dZlZA0aNJDFYrnnZWRDhgzRsGHD9NRTT2nv3r0pHcv0Lly4YOj722w2+fv7KzIyksv8DObv7y+bzaaEhARFRkYaHSfdYib+ERsbq4kTJ2r8+PG6ceOGJClfvnwaNWqUatWq5dKCmnkwD2bCHJgJc2AezIOZMAdmwhyYB/NgJszBXWciR44cTj/HJWcAbtq0SRaLRS1btkwq/xxxezOEkydPuiIWAOAhZciQQW+//bbCwsIUEhIiSTp9+rRat26t5s2b830bAAAAAEzMJQXg7b8IPv/88049L0uWLJLEZWUAYFJFixbVggUL9MUXXyhXrlySpPXr16tSpUqaOHGi4uLiDE4IAAAAAPgvlxSAN2/elCR5e3s79bzbxV+mTJlSPBMAIGVYLBY1aNBA4eHheuONN2SxWBQdHa2hQ4eqWrVq2rVrl9ERAQAAAAD/4pICMGfOnJKkv/76y6nnHTx4UJKUO3fuFM8EAEhZWbNm1QcffKC1a9eqTJkykm59H69du7Z69erlVvfYAAAAAIC0zCUF4NNPPy273a6NGzc6/By73a6lS5fKYrHohRdecEUsAIALlCtXThs2bNDw4cPl4+MjSZo1a5YCAwO1cOFCuWCvKQAAAACAE1xSAL7yyiuSpLVr12r37t0OPWfChAk6dOiQJKlevXquiAUAcBEPDw916tRJ4eHhql27tqRbO5u/+eabatSokQ4fPmxwQgAAAABIvzxc8aKtWrXSsGHDdObMGdWtW1eLFy9WYGDgPdfGxcXpo48+0oABA2SxWPT444/r1VdfTdE8f/75p3bt2qVDhw7p9OnTunr1qm7evKksWbKoWLFiCg4OVuXKlWW1Jt+HRkREaM2aNTp8+LBu3rypHDlyqHz58goNDZWvr2+K5gWAtCp//vyaOXOm1q1bp3fffVenTp1SWFiYgoOD1aNHD3Xr1s3p+8MCAAAAAB6Nxe6ia7O2bt2qGjVqKD4+XpIUEBAgf39/rVq1ShaLRW+//bZOnjypzZs368KFC7Lb7fL29tb27dtVrly5FM0yefJkrV27Nun/b//l88aNG0mPlSlTRgMGDEi6fO3fpkyZotWrV0uSrFarvLy8FBMTI0ny8/PTyJEjVbBgwUfOeeHChUd+jUdhs9nk7++vyMhIJSQkGJolvfP395fNZlNCQgL3UTMQM/FooqKiNG7cOH322WdJv3/FixfX2LFjFRQU5PDrMA/mwUyYAzNhDsyDeTAT5sBMmAPzYB7MhDm460zkyJHD6ee4rACUpDVr1qhFixa6dOmSLBbLPdfcfns/Pz998803qlatWorn+O6773T9+nWVKlVK+fPnTyr5Ll++rA0bNmju3LlKTExUjRo11LVr1zueu27dOk2aNEkWi0XNmjVTvXr15OXlpaNHj+qjjz7S8ePHlTdvXk2cOFGenp6PlJMCELe56zeptIaZSBkHDhxQ796977glRGhoqIYOHZq0adT9MA/mwUyYAzNhDsyDeTAT5sBMmAPzYB7MhDm460w8TAHoknsA3vbyyy9r//796tGjh7Jlyya73X7Xr6xZs+rNN9/U/v37XVL+SVLVqlVVr149PfbYY3ec4efn56fQ0FA1atRIkrRly5akMxalW5cnf/3115KkWrVqqXHjxvLy8pIkFS1aVAMHDpSXl5fOnDmjDRs2uCQ7AKR1pUuX1sqVK/Xhhx8qa9askqSFCxcqICBAs2bNUmJiosEJAQAAAMC9ubQAlKQ8efLoo48+0vnz57V//36tXLlSc+bM0bJly/TDDz/o4sWLmjhxovLly+fqKMl67LHHJEmxsbG6du1a0uP79u1TZGSkLBbLPe9LmCtXLgUHB0u6VR4i7UhMTFRsbKzRMe7Jbrfr5s2b7Jz6EBITE3X9+nWjY+AerFarWrZsqfDw8KR/dLly5Yp69eqlOnXq6ODBgwYnBAAAAAD35fIC8N9KlSqlWrVqqWnTpqpbt67KlSt33403Ustvv/0m6da9Af38/JIe37dvnySpYMGCyV6m9uyzz0qSfv/99zvuKQjziY+P19KlS1W3bl3ly5dP+fPnV6lSpTRkyBAdP37c6Hjat2+f3nrrLRUrVkyZMmVSxowZ1bBhQ23dupUy8D5iY2M1cOBAFS9eXLlz51bRokWVK1cuVatWTdu2bTM6Hv4jV65c+uyzz7Ro0SIVK1ZMkrR7925VqVJFQ4cOVVRUlMEJAQAAAMD9GN++GeTmzZs6deqUZs+eraVLl0qSateufce9Ck+ePClJKly4cLKvc/uY3W7XqVOnXJgYj+LatWtq1KiROnTooIiIiKR7MJw/f16TJk1SxYoVtXLlSsPyffrpp6patarmzZuXdAbbzZs3tXz5cjVq1Ejdu3fnvhH3cPbsWZUuXVpTpkzR1atXkx632+3au3evXn31VfXr18/AhEhO5cqVtXXrVvXu3VsZMmRQQkKCJk6cqKCgIK1fv97oeAAAAADgVlxSAPbt21fr1q1TdHS0K17+oV2/fl1169ZV3bp1FRoaqjfffFMLFy6U1WpV3bp11bx58zvWX7p0SZKULVu2ZF/z38fc6YaS7iQxMVFt2rTRjh07kl1z8+ZNtW/fXhEREamY7JbZs2dr+PDh910zb948DRkyJHUCpRGJiYl68cUXdfny5fuumzp1qiZPnpw6oeAUb29v9enTR1u3bk3aFfjkyZNq1qyZWrdurdOnTxucEAAAAADcg0sKwLFjx6pWrVrKli2bgoKCNHjwYG3dulVxcXGueDuHWa1W+fn5yc/PTxkyZJAkWSwW1alTRw0bNpTNZrtj/e1Lem9v/HEv/z5mtsITt2zbts2hezTGx8dr9OjRrg/0L7GxsXr//fcdWjt16lQKkX+ZOnWqLl686NDaDz74wMVp8ChKlCihxYsXa/LkyUm7Wa1atUqBgYGaMmXKHZszAQAAAACc57JLgO12u2JjYxUeHq4RI0aoSpUq8vPzU/Xq1fX+++/r+++/T/WdH318fDRr1izNmjVLCxcu1NSpU/XKK6/o22+/VdeuXbkJvZuaOXOmw2vDw8P1xx9/uC7Mf6xZs0bnz593aG1CQoLmzJnj4kRpx5QpUxxeGxUVpRUrVrgwDR6VxWJRaGiowsPD1aJFC0m3Pm8DBw5UQECAdu/ebXBCAAAAAEi7PFzxort27dKmTZu0adMm7dixI+mm7jExMUmPS1LmzJkVFBSkKlWqqEqVKnrmmWdcEeeeLBaLcufOrXbt2ilXrlyaNm2axo4dqylTpiSd1eft7S3p1uWhyfn3MR8fn/u+55w5c/T1118ne7xRo0Zq1aqVMx9Girp9/8OsWbO61aYTv/zyi1Pr//zzT73wwgsuSnOn2xvQOOrgwYPy9/d3UZq05e+//3ZqfVhYmNPz5a4zYWb+/v6aMWOG2rdvrzfffFP79+/Xnj179MILL6hz584aPny4smbNanTMdIuZMIfbG6hZrVZ+JhiIeTAPZsIcmAlzYB7Mg5kwB2biHy4pAJ9//nk9//zz6tOnj+Lj47Vz586k4u/7779PKs2uXbumNWvWaM2aNZJu3U+vcuXKqlq1qjp37uyKaPdUs2ZNffXVV7p48aJ+/PFHBQYGJuU5cuRI0r0A7+Xfxx70xRQVFaVz584lezw6Ovquy5CNYIadmVOSs5tnJCYmptrnwdkfBAkJCab4GjEDZ3/v4uPjH/r3zt1mIi0ICgrSTz/9pPHjx2vIkCGKiYnR5MmTtXTpUn388ccKDQ29Y9MmpC5mwhwsFgs/E0yAeTAPZsIcmAlzYB7Mg5kwB2bCRQXgHW/g4aGKFSuqYsWKGjhwoG7evKkdO3YkFYI//PBD0v2dLl68qCVLlmjp0qWpWgBmyJBBWbJk0aVLl3TmzJmkxwsWLKgffvhBJ06cSPa5t49ZLBYVKFDgvu+TKVMm5cqVK9njPj4+hu70arFYZLValZiY6Fb/QlGsWDGndmguWrRoqn0eihYt6tT6YsWKsRvw//P19b1vOf9fZcuWdfr3zl1nIq2wWq3q1auXQkND1a1bN61atUpnzpzRa6+9punTp2vChAkqVqyY0THTFWbCHKxWqywWi+x2e6rfTgX/YB7Mg5kwB2bCHJgH82AmzMFdZ+JhykyXF4D/5eXllXTJr3Rrx8fhw4dr5syZSkhIMGQwYmJidPXqVUlSxowZkx4vW7asli5dqhMnTujChQtJN6f/tz179kiSHn/88aRLhpPTvHnzu3Ya/rcLFy4YupOwzWaTv7+/rly54lYl02uvvaawsDCH1pYoUUKlSpVKtc/DSy+9pIwZMyomJsah9Q0bNmS36f/36quvatq0aQ6t9fDwUMuWLZ3+vXPXmUhrChUqpG+//VaLFy/WW2+9pTNnzmjdunUqW7as3n77bXXp0iVpYye4FjNhDv7+/rLZbEpMTORngoGYB/NgJsyBmTAH5sE8mAlzcNeZuFc/9SCpfi5qdHS01q1bp759+6p8+fIqVqyYvvzyyzvKv5S8rMuRUnH58uVJZyGWLl066fGyZcvK399fdrtdS5cuvet558+fTyqWXnzxxRTLjJRVt25dFSlSxKG13bp1S9XLCv38/NS6dWuH1oaEhKhs2bKuDZSG9O/fX56eng6trV+/vjw8Uv3fO5CCLBaLGjRooPDwcHXo0EFWq1U3btzQqFGjFBISovDwcKMjAgAAAIBpubwAjIuL09atWzV48GAFBQUpW7ZsqlWrlsaNG6cff/wxqaB74okn9Oabb2rRokUO74rqiAsXLqhnz55av379Ha9rt9t18uRJTZkyRfPmzZMkBQQEqHDhwklrPD091bRpU0nSypUrtWjRoqT7Fx49elTDhw/XjRs3lDdvXlWvXj3FMiNleXt76+uvv1aePHnuu65bt25q0qRJKqX6x8CBA1WzZs37rilTpow+//zzVEqUNmTOnFlz58594D01nnrqKU2aNCmVUsHVMmfOrJEjR2r9+vVJG0f98ccfqlevnt566y1dvHjR2IAAAAAAYEIWuwuuuf33ph/h4eG6ceOGpDtv2l+sWDGFhIQkXQ6cO3fulI4h6dZOoe3bt0/6/wwZMsjb21s3btxQbGxs0uPly5dX796973kZ75QpU7R69WpJt07j9fLyUnR0tKRbZ3CNHDlSBQsWfOSsFy5ceOTXeBS3T1GOjIx0y1OUz549q/Hjx+ubb77R9evXkx5//vnn1alTJ9WrV8+wbPHx8Zo5c6amTZumw4cPJz2eJ08eNW/eXF26dFHmzJkNy2dmBw4cUJcuXXTgwIE7Hvfx8VHTpk01cuTIh77xrrvPRFpx+7T9hISEO07bT0hI0IwZMzRy5Mikmc6WLZsGDx6sJk2asEmICzAT5pDcTCB1MQ/mwUyYAzNhDsyDeTAT5uCuM/EwlwC7pAC8fZNF6Z/Sr0CBAgoJCUkq/QoVKpTSb3tPcXFx2rlzp/bt26c//vhDkZGRunr1qjw9PZU9e3aVLFlSlStXVrly5e77OhEREVq9erWOHDmiGzduKEeOHKpQoYIaNWqkrFmzpkhWCsDUERUVpQMHDig2NlZ58+ZV8eLFjY6UxG636+DBg4qNjZWfn5+eeuqpO8pKJO/8+fNas2aNrl+/rieffFIhISGP/JrpZSbM7kE/tM+ePasBAwZo+fLlSY8FBARo3LhxKlmyZGpGdXvMhDm46x9k0xrmwTyYCXNgJsyBeTAPZsIc3HUmTFkABgYGavjw4dwjzwEUgLjNXb9JpTXMhDk4Og/fffed+vbtq+PHj0u6dRuHrl27qmfPnnds8ISHx0yYAz8jzIF5MA9mwhyYCXNgHsyDmTAHd50JU20CYrfbZbfbFR4erqpVq+rJJ59U165dtXjxYl26dMlVbwsASKeqVq2qsLAw9ejRQ56enoqLi9P48eMVHBysTZs2GR0PAAAAAAzjkgJw/fr1evfdd1WhQgVZrVbZ7Xb9/vvv+uyzz9S4cWPlypVLzz77rN555x2tXr2aSxwBACnCx8dH/fv31+bNm/W///1PknTs2DG99tprat++vc6ePWtwQgAAAABIfS4pAKtVq6ZRo0bp+++/16VLl/Ttt9+qZ8+eKlu2rCQpMTFRe/fu1fjx4/XKK68oW7ZsqlixogYOHKjNmzffsTkHAADOevzxx7V8+XJ9/PHH8vf3lyQtW7ZMgYGB+vLLL7kMAwAAAEC64pJ7AN7PpUuXtGXLlqRdgn/77bd/wvz/fQO9vb0VFRWVmrFMgXsA4jZ3vU9BWsNMmMOjzsPFixc1ZMgQzZ8/P+mxZ599VuPGjUv6hyk4hpkwB35GmAPzYB7MhDkwE+bAPJgHM2EO7joTproHYHKyZcumV199VRMnTtTBgwd19OhRtWvXTh4eHpJu3Tvwxo0bqR0LAOCmsmfPrgkTJmjZsmV67LHHJEl79uxR9erVNWDAAG5DAQAAAMDtpXoBaLfbtXv3bo0ePVo1atRQ6dKluRwLAOByFStW1ObNm/Xee+/J29tbiYmJ+vzzz1WxYkWtWrVKqXxCPAAAAACkGo/UeJP9+/dr06ZN+u677xQWFqarV68mHfv3X7i8vLwUEBCgKlWqpEYsAEA64+XlpbffflsNGjRQnz59tGXLFp0+fVqtW7dWjRo1NHr0aBUsWNDomAAAAACQolxSAB4+fDjpHn+bN2/W+fPnk479u/Dz9PRU+fLlFRISoipVqigwMFBeXl6uiAQAQJKiRYvqm2++0bJlyzRgwACdO3dO69ev1/bt29W7d2917NhRnp6eRscEAAAAgBThkgLwscceS9rQ49+Fn9VqVbly5VSlShWFhIQoKChImTJlckUEAADuy2KxqEGDBqpSpYpGjhypmTNnKjo6WkOHDtXChQs1btw4lS9f3uiYAAAAAPDIXHYJsN1ul8ViUZkyZVSlShVVqVJFlStXVtasWV31lgAAOC1r1qz64IMP9Prrr6tXr17av3+/Dh48qFq1aqlly5YaOHCg/Pz8jI4JAAAAAA/NJQVgp06dFBISopCQkIfamhhp2+nTp7VgwQIdOXJENptNZcuWVaNGjeTr62t0NJ04cUJNmjTR0aNHZbfb5e3trc6dO6tPnz5GR1N0dLSeeeaZO7Ymz5AhgyIiIlSoUCEDk92yb98+jRgxQseOHZPValWpUqU0dOhQU9wv7ebNm1q5cqUiIiIUExOjfPnyKTQ0VCVLlnyo19uyZYv69u2rc+fOyWq1qlChQvr000/11FNPpXBymEm5cuW0YcMGTZs2Te+//76io6M1a9YsrVmzRsOGDVPDhg2Tzm5Pb/bu3aulS5fq4sWL8vf3V2BgoKpVqyYPj1S5lTAAAACAR2Sxs+2haVy4cMHQ97fZbPL391dkZORD7cocExOjd999VwsWLLjr+T4+Purevbt69uxp2F+gAwIC9Oeff97zmMVi0bx581S1atVUTnVLUFCQfvvtt2SPZ8qUSceOHUu9QP9y+fJl1apVS4cOHbrn8YoVK2rRokWGFQGLFi3SwIED7zk/VapU0cSJE5UzZ06HXuv8+fMKCAjQlStX7nm8QIEC2rlzpzJkyPBImeEcf39/2Ww2JSQk3FGQu9Jff/2lfv36afXq1UmPBQcH64MPPlDx4sVTJYMZHD9+XG+++aZ27dp117H8+fNr3LhxqlatmgHJ0jcjZgJ3e9Q/NyHlMBPmwEyYA/NgHsyEObjrTDzMyXZWF+RAOhQbG6uWLVvq66+/vuc3t+joaL3//vsaNGiQAemkZ555JtnyT7p1yfrrr7+u8PDwVEx1S0hIyH3LP0mKiopS4cKFUynRP27cuKH//e9/yZZ/krRjxw7DitPZs2erc+fOyZbnmzZtUt26dXXp0qUHvtb169f19NNPJ1v+SdKpU6dUunRpfoCnA/nz59dXX32l2bNnq0CBApKksLAwBQcHa+zYsbpx44bBCV3v5MmTql279j3LP+lWSdqsWTOtXbs2lZMBAAAAcFaqFYCxsbHauXOnli1bptmzZ2vZsmXatWuX4uLiUisCXGj69OnasmXLA9dNmTIl1Uu2WbNm6a+//nJobWhoqIvT3G3//v0OrYuOjk72L+Ku0q1bN128ePGB6w4ePKiJEyemQqJ/nD17Vu++++4D1/35558aMWLEA9c1aNDAoe9Hly9fVs+ePR3KiLSvZs2a2rZtm7p06SKbzabY2Fh98MEHevHFF7Vt2zaj47lU37599ffff993TWJiorp27arr16+nUioAAAAAD8PlBeCuXbvUsGFDZc2aVYGBgWrYsKFat26thg0bKiAgQL6+vgoNDdXu3btdHQUukpiYqOnTpzu83pm1KWHw4MEOr42NjdWePXtcmOZO5cqVc2r9K6+84qIkd0tMTLzj8scHmTJligvT3G327NmKjY11aO2iRYt0+fLlZI8nJCRo7969Dr/34sWLHV6LtC9z5swaMmSIvvvuOz3//POSpMOHD+vVV1/Vm2++qfPnzxucMOUdPXpUGzdudGjtlStXtHTpUhcnAgAAAPAoXFoADh48WBUrVtSyZct08+ZN2e32u37dvHlTS5YsUWBgoIYOHerKOHCR33//XUePHnV4/Zo1a5SYmOjCRHdy9swUR84qSyknT550an1q/r5t3brV4YJNkv7++29FR0e7MNGdnCknY2JitHnz5mSPL1y4UM7cDjU2Ntahy4rhXkqXLq1Vq1Zp3LhxSTvaL1y4UIGBgZo9e3aqzqerrVu3zqmZWLVqlQvTAAAAAHhULisAR44cqeHDhysxMVF2u11ZsmTRyy+/rO7du6t///7q3r27Xn75ZWXJkkV2u10JCQkaNmyYRo0a5apIcJH7nVl1L7GxsYqJiXFNmBTgTjcGfRSnTp1y+jmpeSaUs19397u33/Hjx51+f6M2ZYGxrFarWrVqpfDwcDVq1EjSra/Ft99+W3Xq1NHBgwcNTpgyUnK+AAAAABjPJQXgoUOHNHToUFksFmXIkEGjR4/WmTNntGrVKo0fP17Dhw/X+PHjtWrVKp09e1ZjxoyRt7e37Ha7hg4det/NGmA+t8+EcZSnp6cyZszoojSPztmPx13ly5fP6ec4uttuSnD283S/9QULFnT6/R/mOXAfuXLl0meffaZFixapWLFikqTdu3eratWqGjZsmKKiogxO+Gj8/PycWs/3TQAAAMDcXFIATpkyRfHx8bJYLFq2bJn69OkjHx+fe67NmDGjevfuraVLl8pisSg+Pj7V7yWGR/PEE0+oSJEiDq9/6aWXZLWm3gbUmTJlcmr9+++/76Ikd8ufP79T6y0Wi4uS3C0kJESenp4Or8+ZM2eyc+4KNWvWdHitt7e3XnzxxWSPv/baa069t6enZ6qWnTCvypUra+vWrerdu7cyZMig+Ph4TZgwQUFBQVq/fr3R8R5a9erVnVrvzDwCAAAASH0uaWE2btwoi8Wihg0b6qWXXnLoOS+99JJCQ0Nlt9u1YcMGV8SCi1itVrVp08bh9W3btnVhmrsNHDjQ4bUZMmRIusl/avj555+dWr9o0SLXBLkHq9Xq8PxKUocOHVyY5m4tW7aUh4eHQ2tfffVV+fv7J3vcZrOpbNmyDr93vXr1HF4L9+ft7a0+ffpo69atqlSpkqRb9/ds1qyZWrdurdOnTxuc0HnFixdXlSpVHFrr6+ubdDk0AAAAAHNySQF4e2MDZ8oDSapRo8Ydz0fa0aZNm6S/+N5P27ZtHVqXktq2bas8efI4tHbu3LkuTnO3xx9/3KF1Xl5eCg4OdnGaO02aNOm+xdltJUuW1FtvvZUKif6RL18+h+4ZWrRoUYdK4CVLljh0xqOvr68mTpzoUEakLyVKlNCSJUs0adIk5ciRQ9KtzTECAwOTzoxPSz744IMHnulqtVr1ySefKHPmzKmUCgAAAMDDcEkBeHuDB2f/QnB7vZk3iMC9eXl5ae7cuWrcuPE9L+/NmDGj+vTpY9gmL7/88st9L1O2WCyaNWvWfS8TdZXt27frscceu++ajBkzPtSmHI/Kx8dHO3fuVNGiRZNdU6FCBW3dujVVL+u+7Y033tCECROSLSmDg4P17bffJpUx95M1a1bt2bNHWbJkSXZN3rx59euvv8pmsz10Zrg3i8Wixo0bKzw8XC1atJAkRUVFaeDAgapRo4b27NljcELHFS5cWCtXrlS5cuXueTx37tyaNWuW6tSpk8rJAAAAADjLYrfb7Sn9ogULFtTp06c1ePBgDRo0yOHnDR8+XIMHD1b+/PnT5VmAFy5cMPT9bTab/P39FRkZqYSEhId+nZMnT2r+/Pk6cuSIrFarypYtq9dee83pm8q7wqFDh9S8eXOdOHFCdrtdXl5eatu2rVNfp64SHR2tMmXK6Nq1a0mPeXh4aPPmzXriiScMTHbLjz/+qBEjRujEiROyWCwqVaqUBg8erOLFixsdTTExMVq+fLkiIiJ048YN5cuXT40aNVLp0qUf6vXWrl2rAQMG6Pz587JarcqfP78+/fTTZIsQuJa/v79sNpsSEhLS3C7dO3fuVO/evfXrr79KulUQvvHGG+rfv798fX0NTucYu92uH3/8UUuXLtWFCxeULVs2BQYGqmbNmk7dJxQpJy3PhDtJqT834dExE+bATJgD82AezIQ5uOtMOHKSy3+5pACsV6+evv32WxUpUkQHDx6Ut7f3A58TExOj0qVL6/jx46pTp46WL1+e0rFMz10KQDw6d/0mldYwE+aQ1uchLi5OU6ZM0dixY5POcM+dO7dGjBihevXqpermPo+KmTCHtD4T7oJ5MA9mwhyYCXNgHsyDmTAHd52JhykAXXLN3quvvipJOn78uBo3bqzr16/fd/3169f12muv6dixY5Kkhg0buiIWAACpztPTU926ddP27duTdtf9+++/1b59e73++utJP/sAAAAAwFVcUgC2aNFCpUqVknTrBuhPPPGERo4cqV27duny5cuKi4vT5cuXtXv3bo0cOVJPPPGEVq1alXRZYfPmzV0RCwAAwxQqVEhz587VjBkzlDdvXknSpk2bFBQUpPHjxys2NtbghAAAAADclUsKQKvVquXLlytnzpyy2+06c+aMBg0apICAAGXPnl3e3t7Knj27/ve//2nQoEE6c+aM7Ha7cuXKpeXLlxuymQAAAK5msVhUp04dhYeHq0OHDrJarbpx44ZGjRqlKlWqKCIiwuiIAAAAANyQy5q24sWLa8+ePXr55Zdlt9sf+Kt27dr66aefVKxYMVdFAgDAFDJnzqyRI0dq/fr1euaZZyRJv//+u+rWrau33npLFy9eNDYgAAAAALfi4coXz5s3r1atWqX9+/dryZIl2rlzp86cOaNr164pS5Ysyps3r1544QU1bNjwoXfrBAAgrXr66ae1du1azZgxQyNHjtT169c1b948rVu3TkOGDNHrr7+epjYJAQAAAGBOLi0AbytTpozKlCmTGm8FAECaYrPZ1K5dO9WpU0f9+/fXihUrdOnSJb311luaN2+exo0bp5IlSxodEwAAAEAaxs32AAAwgTx58ujLL7/UvHnzVLhwYUlSRESEXnzxRY0aNUoxMTEGJwQAAACQVlEAAgBgItWqVVNYWJi6d+8uDw8PxcXFafz48QoODtamTZuMjgcAAAAgDUqVAnD//v0aMmSIatWqpWeeeUbFixfXM888o1q1amno0KE6cOBAasQAACBN8PHx0YABA7R582b973//kyQdO3ZMr732mtq3b6+zZ88anBAAAABAWuLSAvDkyZOqVauWnn76aQ0fPlzr1q3TL7/8omPHjumXX37RunXrNGzYMJUtW1Z16tTRyZMnXRkHAIA05YknntDy5cv18ccfy9/fX5K0bNkyBQYGavr06UpISDA4IQAAAIC0wGUF4M8//6xy5cpp3bp1stvtD/y1Zs0aPffcc9q7d6+rIgGml5CQoBkzZqhHjx4aM2aMrl+/bnSkdOvcuXP6/vvv9f333+vy5ctGx0E6cPPmTe3du1cRERE6evRo0uNWq1XNmjVTRESEXn/9dUnStWvX1LdvX9WqVUv79u1zeTa73a7Dhw8rIiJCe/bsUVxcnMvf0yj//lj37dun2NhYoyMBAAAAj8xit9vtKf2i165d05NPPqnTp09LkgoWLKg333xT1apV02OPPaZMmTIpKipKf/75pzZu3KjJkyfrxIkTkqT8+fPr4MGDypIlS0rHMr0LFy4Y+v42m03+/v6KjIzkrJJUFhMTo3r16unnn3/Wf0eycOHCWrx4cdKmAHCt3bt3a8KECVq3bp0SExMlSV5eXqpXr566d+/ObqwG8Pf3l81mU0JCgiIjI42Ok+IuXbqkiRMnau7cubp06VLS488995w6duyo+vXry2KxJD2+Y8cO9e7dW4cOHZJ0qyDs0KGD+vbtq8yZM6doNrvdrvnz5+uLL77Q/v37kx7PnTu3mjdvri5durjNz2u73a4FCxboiy++0C+//JL0eM6cOdWiRQt16dJFvr6+Bib8h7vPRFrBn5vMg5kwB2bCHJgH82AmzMFdZyJHjhxOP8clBeDw4cM1ePBgWSwWNWjQQLNmzZKPj0+y62NiYtSyZUstXrxYFotFQ4cO1YABA1I6lulRAKZPV65cUenSpXXz5s1k11gsFn333Xd66qmnUjFZ+rNo0SJ17do12a9/Hx8fzZkzR0FBQamcLH1z1x/a0q1bZbz66qs6duxYsmvat2+vkSNH3lEC3rx5UxMnTtT48eOTvnfky5dPo0aNUq1ate5Y+7ASEhL01ltv6Ztvvkl2zZNPPqnFixcrZ86cj/x+RkpMTFT37t01f/78ZNc88cQTWrx4sXLlypWKye7NnWciLeHPTebBTJgDM2EOzIN5MBPm4K4z8TAFoEsuAV66dKkkqUSJEvr666/vW/5JUsaMGTV37lw99thjstvtWrx4sStiAaYUGBh43/JPunVmyksvvZRKidKnPXv23Lf8k6To6Gi1bNlSf/31Vyomg7tKSEhQixYt7lv+SdLUqVM1ffr0Ox7z8vJSr169FBYWphdffFGSdPr0abVu3VotWrRIkXvqfvzxx/ct/yTp119/VZs2be46czmt+eSTT+5b/knSb7/9pjfeeCPNf6wAAABIn1xSAB4+fFgWi0WtWrVShgwZHHpOhgwZ1Lp1a0nSkSNHXBELMJ2DBw/q3LlzDq2Ni4vThAkTXJwo/Zo4caJD/zJ3/fp1ffnll6mQCO5uw4YNOnDggENrJ0yYcM+vz2LFiumbb77RF198kXQW3rp161SpUiVNnDjxoe/VFx0drSlTpji09vvvv9fOnTsf6n3MICYmRp999plDa3ft2qWIiAgXJwIAAABSnkt3AX7sscecWl+iRAkXJQHMqUePHk6tnzhxomuCpHOXLl3S6tWrHV4/b968pPsDAg9r7ty5Dq/966+/tGXLlnseu327jYiICL3xxhuyWCyKjo7W0KFDVa1aNe3evdvpbGvWrHFq8xtnPhazWbt2rVOXg6TljxUAAADpl0sKwEKFCkmS0ztn3l5/+/mAuzt16pRT669du+aiJOnbyZMnFR8f7/D6Cxcu6OrVqy5MhPTA2bPdH7Q+a9as+uCDD7RmzRqVKVNG0q2zjGvVqqVevXo59TM5pbOZWXr6WAEAAJB+uaQArFOnjux2u1atWuXU81atWiWLxaJXXnnFFbEA07FaXXoSLhxks9lS5TnAvzn7NeTo+ueee04bNmzQ8OHDk+7BO2vWLAUGBmrRokUO3cPO2e9NaXkenM3O920AAACkRS75U2y3bt2ULVs2ffvttw+8gfhtCxcu1IoVK5Q9e3Z169bNFbEA0yldurRT682w+6Q7Klq0qDJlyuTU+syZM7swEdIDZ3f1Llu2rMNrPTw81KlTJ4WHh6tWrVqSpPPnz6tz584KDQ3V4cOHU+y9Hma9mTib/emnn3ZREgAAAMB1XFIA5suXT4sXL5a/v7+aN2+uPn366OzZs/dce/bsWfXt21fNmjVT9uzZtXjxYuXNm9cVsQDTcfaefiNHjnRRkvQtU6ZMaty4scPrW7duLYvF4sJESA9ub3zliNKlS+u5555z+j3y58+vr776SrNnz1aBAgUkSVu3blXlypU1duzYZHcgr1KligoWLOjw+7Rq1crpbGbx4osvqnDhwg6vT8sfKwAAANIvi92Ra4Gc1KZNG0nS8ePHtXnzZlksFlmtVpUqVUqPPfaYMmXKpKioKP355586cOBA0s30H/SHcIvF4ta7b164cMHQ97fZbPL391dkZKRDu6EiZdSoUUN79ux54Lps2bLp999/T4VE6dOJEydUtWrVB94nrXDhwtq0aZN8fX1TJxjk7+8vm82mhIQEpzZrMDu73a4WLVpo3bp1911nsVg0Z84c1ahR45He7/r16xo3bpymTJmS9D2+ePHiGjt2rIKCgu5av2jRInXu3PmBr/vaa6+l+Q2Kli5dqg4dOjxwXePGjTVp0qRUSHR/7joTaQ1/bjIPZsIcmAlzYB7Mg5kwB3ediRw5cjj9HJcUgFar9a6zY+x2+z3PmEnu8eS48+BQAKZfzz//vI4fP57scR8fHx04cIDLTl3sxx9/VNOmTXXp0qV7Hi9SpIgWLFigYsWKpXKy9M1df2hLt0q5N954I9kdfm02mz788EM1a9Ysxd5z//796t27t3744Yekx0JDQzV06FDlzJnzjrVTpkzRoEGDkr1vYO3atfX555/Ly8srxfIZ5YsvvtCAAQOS/Vhr1aqlzz//XN7e3qmc7G7uPBNpCX9uMg9mwhyYCXNgHsyDmTAHd52JhykAXXYna7vdfsevez12v8eTWwu4ox9++EFvv/32Xfehy5Ahgxo2bKgjR45Q/qWC5557Ttu3b9e7776bdLmkJJUsWVIjRozQpk2bKP+QojJnzqz58+friy++UGBgYNI/iPn6+uqNN97Q1q1bU7T8k6QyZcpo1apVGjdunLJmzSrp1n14AwMDNXv27KSz8iWpU6dO+u6779SsWbOkDUVsNptCQkI0a9YsTZ8+3S3KP0nq0KGDNm3apObNmyd9L7ZarapcubK++uorzZgxwxTlHwAAAPAwXHIG4P3OZHpUztynJ63hDEBIt85yvX79ugoWLCibzeZW/0qR1sTFxSl79uyKiopiJgzkrv9qdy8JCQm6ceOGfHx8UuU+k+fOndOgQYO0ePHipMfKly+vcePGqVSpUnestdvtunnzpvLmzaurV6+69UzY7XZFR0fL29vblDscp6eZMDP+3GQezIQ5MBPmwDyYBzNhDu46Ew9zBqCHC3K4dUkHuJrNZlORIkWSvknBON7e3sqQIYOioqKMjoJ0wmazObUj9aPKlSuXpkyZoiZNmqh37946evSodu/erapVq6pz587q1atXUh6LxaJMmTKZshBLabc/VgAAAMBduOwSYAAAkDZUrlxZYWFheuedd5QhQwbFx8drwoQJCgoK0vr1642OBwAAAOARUQACAAB5e3urb9++2rp1qypVqiRJOnnypJo1a6bWrVvr9OnTBicEAAAA8LBSpQCMi4vT9u3b9cUXX2j06NEaNmxYarwtAABwUokSJbRkyRJNmjQp6d4iq1atUmBgoKZMmaL4+HiDEwIAAABwlksLwNjYWA0aNEi5c+dW5cqV1blzZ/Xv319Dhw69a23v3r1VsmRJVa1a1ZWRAADAA1gsFjVu3Fjh4eFq0aKFJCkqKkr9+vXTCy+8oJ9++snghAAAAACc4bIC8OLFi/rf//6nkSNH6vLly7Lb7Um/7qV+/fr6888/tWXLFv3www+uigUAABzk7++vjz76SCtXrtSTTz4pSfrpp59UvXp1vfvuu7p69arBCQEAAAA4wmUFYMOGDfXzzz/LbrerYsWK+vzzzzVo0KBk11esWFEFChSQJK1Zs8ZVsQAAgJNeeOEFfffddxo8eLAyZswou92uL7/8UoGBgVq2bFmy/7gHAAAAwBxcUgAuWbJEYWFhslgseuedd7Rt2za1b99ezz777H2fV61aNdntdoWHh7siFgAAeEienp7q3r27Dhw4oOrVq0uS/v77b7Vv316vv/66jh07ZmxAAAAAAMlySQH49ddfS5LKli2rDz74wOHnlS1bVpL0+++/uyIWAAB4REWLFtX8+fM1ffp05cmTR5K0adMmBQUFafz48YqNjTU4IQAAAID/ckkBuGvXLlksFjVp0sSp5+XOnVuSdP78eVfEAgAAKcBiseiVV15ReHi4OnToIKvVqhs3bmjUqFGqUqWKIiIijI4IAAAA4F9cUgDeLvCKFSvm1PM8PT0libMHAABIA7JkyaKRI0dq/fr1euaZZyTdOou/bt266t69uy5dumRsQAAAAACSXFQAent7S3K+yLtdHPr7+6d4JsDsjh8/rpYtW6po0aLKmDGjMmXKpBdffFF79uwxOppiY2M1evRolSlTRvnz51eBAgX03HPP6csvv1RiYqLR8TRjxgw9/vjjypUrl3LmzKm8efPqlVde0ZkzZ5x+rZiYGHXo0EEFChRQtmzZZLVaVaBAAfXv318JCQkuSI/UkJiYqI0bN6p169aqVKmSgoKC1KlTJ+3YscMUG1gcPnxYAwcOVEhIiAICAtSgQQPNmTNH0dHRRkfTtWvXNH36dL3yyit64YUX9Nxzz2nYsGE6ceJE0pqnn35aa9eu1fvvv6/MmTNLunU7kICAAM2bN88Uv8eOuH79umbMmKG6desqICBAVatW1bBhw3T8+HGjowEAAACPxGJ3wZ/KS5Uqpd9//139+vXT8OHDkx5fvny5GjRoIIvFcs+/SLdq1UqzZ8/WCy+8kC4vH7pw4YKh72+z2eTv76/IyEiKjlQ2YsQIffLJJ8kef/nllzVr1qxUTPSPPXv2qG7durpx48Y9j2fPnl2bNm1Svnz5UjnZrbLumWeeue9ZRu+884769u3r0Ott3LhRTZs2Tbas8PT01JYtW1SyZMmHyouH4+/vL5vNpoSEBEVGRjr9/LNnz6pVq1b66aef7nm8cuXK+vLLL5U1a9ZHjeq0xMREDR8+XBMnTrzn8Zw5c2rmzJmqUKFCKie7ZcuWLWrfvr0uX7581zGr1ao+ffro7bfflsViSXr87Nmz6t+/v1asWJH0WGBgoMaOHWvq2QkLC1O7du3u+TVmsVjUp08f9erV646P1SiPOhNIGfy5yTyYCXNgJsyBeTAPZsIc3HUmcuTI4fRzXHIGYFBQkOx2uxYuXOjwv/pfuHBBixcvlsViUeXKlV0RCzClTz755L7lnyStWbNG7dq1S6VE/zh+/Lhq166dbPknSRcvXlRwcPB917jKg8o/SRo3bpy+/PLLB77WwYMH1aRJk/t+z4qLi1NwcLCuXLnidFYY49q1awoNDU22/JOkrVu3qkmTJobcfuJ+5Z9068z4xo0b68CBA6mY6padO3eqWbNm9yz/pFvl5ejRo+/6/pUnTx59+eWXmjdvngoVKiRJCg8P14svvqhRo0YpJibG1dGdtnv3bjVt2jTZPxTa7XaNGTNG48ePT+VkAAAAQMpwSQHYvHlzSdKhQ4c0cuTIB66PjY1V8+bNFR0dLYvFotatW7siFmA68fHxGjNmjENrly9frpMnT7o40Z26dOmiuLi4B667cuWKBgwYkAqJ/vHZZ585fH+xgQMHPnBNs2bNHHqthIQEtWjRwqG1MN7UqVP122+/PXDd7t27tWDBglRI9I/Dhw/ft/y7LSoqSoMHD06FRP+w2+3q16+fQ6XomDFjdPbs2bser1atmrZt26bu3bvLw8NDcXFxGj9+vIKDg7V582ZXxH5o/fv3182bNx+47oMPPrjnxwoAAACYncvOAKxdu7bsdrsGDx6sjh076s8//7xrXXR0tJYuXaoXXnhBGzZskMViUfPmzfXEE0+4IhZgOp999plDBdttqVmyRUdHa9euXQ6vX7RokQvT3O2jjz5yeG1cXJyWL1+e7PErV67o1KlTDr/ezp07HV4L4yQkJDh16fyMGTNcmOZuM2fOdHjt1q1b7/lz1FV++ukn7du3z6G18fHxmjt37j2P+fj4aMCAAdq8ebNeeOEFSdKxY8fUuHFjtW/f3hRl2s8//+zwvVYTEhI0Z84cFycCAAAAUp5LCkBJmjNnjp588knZ7XZNmzZNjz/+uJo2bZp0PGfOnMqaNasaNWqkffv2yW636+mnn9bkyZNdFQkwnTVr1ji1/scff3RRkrtt3LjRqRv3R0VFJXupoCs4+17Tp09P9tg333zj1GslJiY6VRjCGMeOHdNff/3l8PpffvlF165dc2GiO+3YscOp9eHh4S5Kcjdnsz1o/RNPPKEVK1bo448/Ttroa9myZQoMDNT06dMNvS/O9u3bXboeAAAAMAOXFYBZs2bV999/r9dee012u112u10xMTFJN8++ePGiEhISko6FhoYqLCxMPj4+rooEmI4jl5z9W2reo+xhihAz3xvvfrupPszNYM+dO/cocZAKHuZec6m5666z+cyczZH1VqtVzZo1U3h4uF577TVJt77P9O3bV7Vq1XL4jMOU5uz9S814D0MAAADgQVxWAEpSlixZNG/ePO3du1dvv/22nn/+eWXPnl02m01+fn4qU6aMunTpop07d2rBggXKnDmzK+MAppM7d26n1vv5+bkmyD08zKX4efPmdUGSe7Nanfv2Vbhw4WSPlStXzun3N/NuprjF2fny8vJKOjstNeTJk8ep9ak5X85mc2Z9jhw5NHHiRC1btkyPPfaYpFuXHFevXl0DBw7U9evXnXrvR+Xs14mzvzcAAACAGbi0ALztqaee0rhx47Rr1y6dO3dOsbGxunTpkvbt26cJEyaofPnyqREDMJ1evXo5tT41N5947rnnlCVLFofXlyhRQhkyZHBhojuVLl3aqfX325CoWrVqstlsDr9WlixZ+AeLNCBnzpx68cUXHV5ft27dVP0abtiwocNrfX19Va1aNRemuVOdOnXk5eXl8PpGjRo5/R4VK1bU5s2b9e6778rLy0uJiYmaMmWKKlasqNWrVzv9eg+rdu3a8vb2dnj9w3ysAAAAgNFSpQAEcG/PPfec8ufP79BaLy8vdenSxcWJ7uTMjtz9+vVzXZB7mDJlisNrCxQo8MCzfGrXru3w6/Xo0cPhtTBWx44dHVpnsVjUoUMHF6e506uvvqqcOXM6tLZVq1bKlCmTixP9I3v27AoNDXVobZEiRfTSSy891Pt4eXmpV69eCgsLSyprT58+rVatWqlFixapsvN5tmzZki5JfpDChQurZs2aLk4EAAAApDwKQMBgy5cvf+CZNhaLRbNnz3b6stdHNWjQID3zzDMPXNeoUSO98sorrg/0LyVLllTbtm0fuM7T01Nbtmx54Lovv/zSoUsBn3nmGb311luORIQJVKtWTW+//fYD140cOdKhr/WU5OPjo5kzZz6w2AsKClLfvn1TKdU/hg8f/sDL4/39/TVz5kx5eHg80nsVK1ZM33zzjb744oukUnTt2rWqVKmSJk2a5NRu6Q9j6NChev755++7xs/PTzNnzpSnp6dLswAAAACuYFgBePbsWXXv3l3lypVT2bJl1apVK/3yyy9GxQEMU7hwYe3cuTPpXlj/lTt3bq1YsUIhISGpnOyWdevWqWHDhve8RNbLy0s9e/bUZ599ZkAyafTo0XrvvfeSvXw3b9682r9/v7JmzerQ6+3duzfZwsNisah27drasGHDQ+eFMd577z19/PHHKlKkyF3HHn/8cU2fPl3t27dP/WCSKlSooFWrVqly5cp3HfP19VW3bt00b948py7HTSmZM2fW4sWL1a5du7tKSovFoho1amjNmjVOX46fHIvFogYNGigiIkJvvPGGLBaLoqOjNWTIEFWvXl27d+9Okfe5l0yZMmnRokVq3779PT/W6tWra82aNSpTpozLMgAAAACuZLHb7faUftFt27apdu3aslgsWrVqlSpVqnTH8bNnz6p8+fI6ffr0HY97enpqxYoVqlGjRkpHShMuXLhg6PvbbDb5+/srMjJSCQkJhmZJr44fP65JkyYpMjJSfn5+6tixo0qUKGF0LEm3diCePHmy9u7dKw8PDwUFBal58+apflZicmbMmKH58+crJiZGhQoV0tixYx9604SYmBi9++67+uWXX+Th4aGKFStqwIABTt0nECnH399fNptNCQkJD7Vj822JiYnatm2bDh06JIvFotKlS+uFF15I2p3eaIcPH1Z4eLiio6OVJ08eVatWLVUv+72fa9euaePGjbpw4YJy5cql559/3uHbFzysH3/8Ub169dKBAwck3SriWrZsqQEDBrh0Q6Tr169rw4YNOnfunDJlyqSgoKD7biJkhJSaCTwa/txkHsyEOTAT5sA8mAczYQ7uOhM5cuRw+jkuKQB79eql8ePHq1ChQjp27Nhdx5s3b66vv/76ns/NkSOHDh065PAZO+6EAhC3ues3qbSGmTAH5sE8Unsm4uPjNXXqVI0ePVrR0dGSbm3uMmzYMDVs2NA05W1qYybMgZ8R5sFMmAMzYQ7Mg3kwE+bgrjPxMAWgS07d+eGHH5Iumfmvixcv6ptvvpHFYlHZsmW1Z88eXb58OWmHzosXL2rGjBmuiAUAANIQDw8Pde7cWTt27FCtWrUkSefPn1fnzp0VGhqqw4cPG5wQAAAASBtcUgCeOXNGkvT000/fdWzVqlWKj4+XJE2bNk1PP/20fH199d5776lixYqSpNWrV7siFgAASIMKFCigr776SrNnz0669Hjr1q2qXLmyxo0bp5s3bxqcEAAAADA3lxSAFy9elCTlypXrrmNhYWGSbu34998d9+rWrSu73Z50vx8A+D/27jusqYNtA/gdwgZHEBRxoVKtOOqoVnAPcOEeVVGsu866Z3GhdWvds6LiwgF1763gqFattNa6JwqKA9lJvj/45C2VcYKcnJPk/l1Xr+97c56cc8fwZDw5g4joo6ZNm+LcuXMYNGgQlEolEhMTMXv2bNSrVw/nzp2TOh4RERERkWyJMgB8//49gNQTrv9XWFgYFApFhlc0/fir/uvXr8WIRURERAbO3t4eU6ZMwbFjx9J+SLx79y7atm2LQYMGISoqSuKERERERETyI8oA0N7eHgDw8uXLdLe/fPkSt27dAgB4enp+cr+PV9gU4bokREREZEQqVKiA/fv3Y968eWkXDtu+fTs8PT0RFBSU4Y+QRERERESmSpQBoJubGwDg6NGj6W7/9ddf0/7/j+f7+7ePv9qrVCoxYhEREZERMTMzQ48ePRAWFob27dsDAN68eYMRI0agZcuW+OuvvyROSEREREQkD6IMABs0aACtVovDhw+nXdDj0aNHmDlzJgCgdOnS+OKLLz65340bNwCknh+QiIiISIiCBQti5cqV2LFjB0qWLAkAuHTpEho2bIhp06bhw4cPEickIiIiIpKWKAPA/v37w8rKCmq1Gi1btoSzszNKly6NR48eQaFQYPDgwRne7+jRo1AoFKhSpYoYsYiIiMiI1a9fH2fOnMGoUaNgaWmJlJQULFmyBHXq1MGRI0ekjkdEREREJBlRBoClSpXCsmXLYGZmBq1Wi5cvX0KtVkOr1aJRo0YYNGjQJ/cJDw/Hw4cPAQB16tQRIxYREREZOWtra4wdOxanTp1KO93I48eP4evri++++w7Pnj2TOCERERERkf6JMgAEgF69euHy5csYNGgQmjRpgnbt2mHlypU4cOBA2sU+/m3nzp0oUaIESpQogSZNmogVi4iIiEzAF198gdDQUCxbtgwFChQAAOzfvx+enp5YtWoVUlJSJE5IRERERKQ/Ci0vuSsb0dHRkm5fqVRCpVIhJiYGarVa0ixiunnzJi5cuIDExES4uLigSZMmsLW1lToWAOD48eOYMGEC3r9/D1tbW4wcORJdunSROhYAICEhAYsWLcIff/wBpVKJ2rVro3fv3jAzE+13BJ38+eefCA8PR0JCAlxcXODt7Q07O7scrSs6Ohrt2rXDo0ePoFQq4e7ujpCQEFhYWORyaum9efMGPXr0wJ07d6BQKFC1alWsW7cO5ubmUkcDAAwfPhz79u1DcnIyVCoVVqxYgZo1a+ZoXUlJSVi8eHHa+WY9PDzQt29f2TxWOXvz5g2OHDmC6OhoFCxYENWrV0eJEiVyvL5Dhw5h165d+PDhA4oVK4YffvgBLi4uuZg4vZiYGEybNg2bNm1Ku61SpUqYP38+KleunK728ePH+Pnnn/H8+XPkyZMHnTt3RoMGDUTLpgu1Wo0zZ86kvTaVK1cOVapUkc3rsKkxlc9NhkClUkGpVEKtViMmJkbqOCZLrj1x//59nDlzBrGxsXB0dIS3t7dRX3RSrv0QGxuLo0eP4tmzZ7C2toanpyfKlSsndSxRybUnTI1ce+JzOTo66nwfUQaAGzduBAA4OzvD29s7t1dvtDgAFNfly5cxefJkXL58Od3tefPmxXfffYexY8fC0tJSkmwfr2CZ0R4pCoUCU6ZMwcCBAyVIBmg0GvTp0wf79++HRqNJt8zCwgJ9+/bF1KlTJckGAFevXoW/vz8uXbqU7vY8efKgR48eGDduHKysrAStKzk5GeXKlcPbt28zXF68eHFcuXLlszPLQUpKCr7++ms8ffo0w+UVKlTAyZMn9Zzqf3r27Il9+/ZluMzc3BxnzpzJ8GJSGdFoNBg4cCB+/fXXT17bLCws0KNHj7SLVFF6sbGxmDp1KoKDgxEfH59uWf369TFjxgyUKVNG8Pp27dqFMWPG4N27d58sq1ixInbt2iXql7KLFy9i9OjRaVcHVigU6NWrFyZMmID4+Hh06NABt27d+uR+KpUKixcvRtOmTUXLlp0tW7Zg/vz5ePToUbrbXV1dMXr0aHTq1EmiZKbL2D83GRJj/XJnaOTWE3fu3MHEiRNx4sSJdLdbW1ujY8eOmDp1KvLkySNROvHIrR8SExMxa9YsbNiwAe/fv0+37JtvvkFAQIDRXgNAbj1hquTWE7lFNgNAMzMzKBQKTJw4EdOmTcvt1RstDgDFc/LkSXTv3h2JiYmZ1jRq1AhBQUF638vr1KlT6NixY7Z1o0ePxpgxY/SQ6H80Gg0aNWqEmzdvZlnXpk0brFmzRk+p/ufMmTPw9fVFQkJCpjX169fHpk2bsh0CJicno3jx4tkeFpgnTx7cu3cvR3nlpHjx4p8MdP6rUKFC2T73YvDx8cHFixezrQsLCxM0BGzSpAmuXr2aZU2zZs3SfryiVO/fv0fbtm1x/fr1TGvy5cuHkJAQVKpUKdv1BQYGZvsalidPHly5ckXUIWBycjJWrFiBefPmpfWAk5MT3r59i6SkpCzvu2LFCnTo0EG0bJmZM2cO5s6dm2XNxIkTMWzYMP0EIgDG/bnJ0BjrlztDI6eeiIiIQJs2bfDmzZtMaypUqIDdu3cjb968+gumB3Lqh8TERHTt2hVnzpzJtMba2hpbt25F7dq19ZhMP+TUE6ZMTj2Rm3IyABTlmBF7e3sAgLu7uxirJ9JJTEwM+vTpk+XwD0g9/HbRokV6SvU/3377raC6uXPnZjnoEsOUKVMEDYB+/fVX/Prrr+IH+pd3796hd+/e2f6bnDp1CvPnz892fbVr1xZ0TrD379+jV69egnPKUbNmzbId/gHAixcvMGLECD0k+p8LFy4IGv4BQN26dbOtmTVrVrbDPwA4ePAgtmzZImi7pmLixIlZDv8A4O3bt+jZsyeSk5OzrHv16hXGjh2b7Tbfv38v+oDNwsICQ4cOxdmzZ9G4cWMAQFRUVLbDPwAYPHgw4uLiRM33X6dPn852+AcAM2bMQHh4uB4SERHJW0pKCr777rssh39A6mmBxo8fr59QJmru3LlZDv+A1NMM9erV65O9A4ko94kyACxcuDAAZPuFgEgftm3bluHhZhlZt26doC+BuSUwMPCTw2qz0r17dxHTfCooKEhwrb4PoQwODs72g91HGzZsyHZQqMtefZkdmmoofvvtN8G1W7duFTHJp3T5G09JScHvv/+eZc0vv/wieH3z5s0TXGvsoqKisGvXLkG1jx49wqFDh7KsmTx5MoQecHDjxg1ERkYKqv0cJUqUwJYtW/DTTz8Jvo9ardb7a92qVatEqSUiMlZHjhzBgwcPBNWGhobixYsX4gYyUfHx8diwYYOg2piYGGzfvl3kREQkygDw48my/3uuNSIpCP0SC6R+6c3uV6rcNHv2bJ3qz507J1KST128eBGxsbGC6+/du6fX4WlISIjg2tevX+PUqVOZLl++fLlO29ZqtZIfsp9ToaGhOtWnpKTo9bEKHep+1Ldv30yX/fnnnzqt7/Hjx4J/LDB2+/fv16mfs3udzW5A+F8///yzTvU5pVAosh0i/5curz2f682bNzh27Jjg+kOHDun0uk1EZIx0+eyfnJxs8D/sytXJkyd1+hymy/NGRDkjygCwf//+MDMzw4YNGzI9wTyRvuj6q54+fwX88OGDTvX6PHfEnTt3dL7P8+fPRUiSMV2fp6z2KBJ6yOm/GeqhdjnJLecfc16/fp3pstu3b+u8vsePH39OHKOR26+bQg45/7cnT57oVP85dH3d0ueALTo6WvCek0Dqe0RWPUFEZApy8zMi5Zycv4MRmSpRBoBVqlTBjBkz8P79e3h5eeHGjRtibIZIEBsbG53qbW1tRUryKXNzc53qFQqFSEk+lZMTIot54v7/0vV5yqo+JydQdXV11fk+clCoUCGd71OyZEkRkuSOrC7uki9fPp3Xp8+/YTnLzf4CUk+CrQs7Ozud6j+Hru8Rur5ufw5ds+X0PkRExiS338MoZ/g8EMmPKJ9iN27cCGdnZzRr1gwHDx5E1apVUbt2bdSpUwdFixYV9OHUz89PjGhkgurUqYP79+8LqlUqlfDw8BA50f94enriyJEjgusLFiwoYpr0GjVqBDMzM8HnKLS3t9frVdRq1aqFv//+W1CtmZlZls/r+PHjdb4CbMWKFXWql4v+/ftj1qxZOt3nyy+/FCnNpz5eoUuobt26ZbqsVq1aOq3PxsYGLi4ugrdtzHS9El929V9++aVOh9p26tRJp+1/jnbt2uHo0aOC64VceTq3uLi4oFSpUoLPUfrll1/m6AcNIiJjUrt2bZw8eVJwfZ06dURMY7o8PDygUCgE78lujFcBJpIbhVaXY0sEMjMzS7enklar1WnPJYVCIehqnMZG6nOKGetlyv/44w80bNhQUK2Pjw8CAwNFTvQ/KSkpaRfNEeLgwYP4+uuvRUyUXqtWrQQfMtqrVy+dz2n4OW7duiX4A1vTpk2zvaBJ0aJFs71S9EeFChUSdHVkuXJzc8Pbt28F1ZYqVSpHh0jn1IQJE7BmzRrB9VFRUVku79ixY5bnf/y3zp07Y8mSJYK3bey8vLxw7dq1bOssLCxw7dq1LH+gOHfuHNq2bStou/nz58c///wjNGaucHV1FXxKBnNzcwwdOhTDhg3Ty952K1euhL+/v6Da2bNnG/xVyg2JsX5uMkQqlSrtB5+YmBip45gsufREdHQ0vvrqK0Hnsq1QoQJOnDih16NsxCanfvD19RW8s8P58+dRpkwZkRPpl1x6wtTJqSdyU05+9BXlEGAgdej38b///m8h/xHllooVKwr6QqRSqQR/ycot5ubm8Pb2FlRbtGhRvQ7/AGDZsmWwsLDIti5//vyYOnWqHhL9z5dffon+/ftnW5cvXz5MmjQp27pt27YJ3rbQgZJc7dixQ3Dt/v37RUzyqZ9++knwIZZZ7f330ZIlS7I8TPijPHny6P3qrnL3008/Cfq3mzBhQrZ7J9euXRs1atQQtN358+cLqstNM2bMEFT38QfKBQsWoG7dujrtYZJTfn5++Oqrr7Ktq1atGrp27Sp6HiIiuXN0dMSPP/6YbZ2lpSVmzZplVMM/uZk8ebKgI4QGDBhgdMM/IjkSZQ9AoZf7zkqPHj1yIYlh4R6A4lGr1Zg0aRJWr16d4fJixYph48aNqFChgp6TpWrdujXCwsIyXV64cGHJzqV548YNtGzZEnFxcRkuL1iwIE6cOJGjc8t9Lo1Gg6lTp2Z6FV8XFxds3LhR0JdnIPX0BSNHjsyyZu/evahZs6bOWeVm9+7d6NOnT6bLFQoFDh8+jCpVqugxVaq4uDiULl06yz3BhezV+dGtW7fQrFmzTC/e4ODggJMnT/Lw3wycPXsWffr0yfDCEkqlEuPHj8fQoUMFfXnSaDRo2bIlLl26lOFyMzMzzJs3D927d//s3DmxcuVKTJo0KdMfIevXr4+pU6dizJgx6faKbdu2LQICAkR9DXz9+jV69uyZ6ftE3bp18csvvyB//vyiZaBPGfPnJkNjrHt3GBo59YRWq8Xy5csREBCQYRaVSoU1a9agXr16EqQTl9z64fr16/Dz88OzZ88yXD5o0CBMmjQJZmai7ZskGTn1hCmTW0/klpzsASjKAJByhgNA8d25cwfr16/HxYsXkZiYCBcXF3z77bdo0aIFLC0tJc32+++/47vvvkv35pg/f37MmTNH8KFzYklJScHixYuxfv16vH79GgqFAoULF8YPP/yALl26SP6GfffuXWzYsAEXLlxAQkICChcujI4dO6Jly5aC9mD6t7i4OLRs2TLdwFWhUKBBgwbYtGmToD0iDUVCQgL8/Pxw+vTptHM9mpubo02bNliyZIleL3aQkenTp2PZsmXpBoGFChVCaGiozudh02g0WL58OdauXYtXr16lrWvw4MHw8/OT/G9YzmJjYxEaGorQ0FBERUUhX758qFOnDrp164YiRYrovL6wsDBMnToVt27dQkpKCuzs7NCiRQtMmjRJ8ouwREVFYcqUKTh8+DDi4+NhYWGB8uXLY9q0aahWrRqA1L+lLVu2YNq0aWkfIvPmzYuJEyeiR48eOl/wRCitVouwsDBs3LgRd+/eBQCUL18enTt3Rs2aNbkHiwRM4XOToTDWL3eGRo498ezZMwQFBeHUqVOIjY2Fo6Mj2rRpg/bt28Pe3l7qeKKQYz8kJiZi79692L59OyIjI2FtbQ0PDw/06NEDpUqVkjqeaOTYE6ZIjj2RGzgANHAcANJHxvoiZWjYE/LAfpAP9sT/REdHY8qUKQgODk67rWrVqpg3b57oFwliT8gD+0E+2BPywJ6QB/aDfLAn5MFYe0JW5wAkIiIiMlaOjo5YunQpfv31V7i5uQEArl69isaNG8Pf3z/TQ86JiIiIiKSg1wHgixcvcO3aNZw9exbXrl3Dy5cv9bl5IiIiolxVq1YtnDp1CuPGjYOVlRU0Gg1WrlyJWrVq4cCBA1LHIyIiIiICoIcB4KNHjzBy5EiULFkSLi4uqFatGurXr49q1aqhcOHCKFmyJEaPHo3Hjx+LHYWIiIgo11lZWWHkyJE4c+YM6tevDyD1vFM9evRA9+7d+RmHiIiIiCQn6gAwMDAQ5cuXx88//4xHjx5Bq9V+8t+jR4+wYMECuLu7Y/369WLGISIiIhJNqVKlsH37dqxevRpOTk4AgEOHDqF27dpYtmwZkpOTJU5IRERERKZKtAFgYGAgevfujbi4OHy8zki5cuXQunVr+Pr6onXr1ihXrhyA1CvbffjwAb179+YQkIiIiAyWQqFA27ZtER4ejp49e0KhUCAuLg5TpkyBl5cXfvvtN6kjEhEREZEJEmUA+Pz5cwwZMiTtf3///fe4f/8+IiIiEBoaiqCgIISGhiIiIgIPHjzAgAEDYGZmBq1WiyFDhiAyMlKMWERERER6kS9fPsyZMwcHDx5E+fLlAQARERFo3rw5Ro8ejTdv3kgbkIiIiIhMiigDwOXLlyMuLg4KhQJr1qzB8uXLUbx48QxrixUrhmXLlmHt2rUAgLi4OCxfvlyMWERERER6Va1aNRw7dgzTpk2Dra0ttFot1q9fD09PT+zatSvtKAkiIiIiIjGJMgA8fPgwFAoFvL290atXL0H3+e6779C0aVNotVocOnRIjFhEREREemdubo4BAwbg/PnzaNasGQAgKioK33//PTp27Ii7d+9KnJCIiIiIjJ0oA8B79+4BANq0aaPT/Vq3bp3u/kRERETGomjRoti4cSM2btyIIkWKAABOnz6NevXqYd68eUhMTJQ4IREREREZK1EGgO/fvwcAODg46HS/j/WxsbG5nomIiIhIDpo1a4Zz585h4MCBUCqVSExMxOzZs1GvXj2cO3dO6nhEREREZIREGQAWKFAAAHD//n2d7vfgwQMAug8OiXSVkJCAd+/eQaPRSB2FZColJQXXr19HREQEUlJSpI4jKo1GgxcvXiAqKkqWPZGYmIi3b9/mSja1Wo379+/j4cOHUKvVuZDOdKjVarx79w5JSUlSRxGdPh6rvb09pk6dimPHjqFatWoAgLt376Jt27YYNGgQoqKiRNs2ERkmjUaDd+/ecW9hMlj8GyaSligDwAoVKkCr1SIoKEjwFza1Wo2goCAoFApUqFBBjFhk4pKSkrBlyxZ4eXmhWLFiKF26NNzc3DBmzBj8888/UscjmQgNDUWpUqVQuHBhNGjQABUqVEDBggVRrlw5/Pbbb1LHy1URERFo1aoVChcujAoVKsDd3R1FihRB586d8fjxY0mzJScnY/v27WjWrBns7OyQP39+ODg4YMSIEfjrr790Xt+5c+dQpUoVODs7o0aNGvj666/h7OyMmjVr4o8//hDhERiPa9euYdCgQXB1dYWrqyusra3RqlUr7NmzR5YD489x/fp1DBo0CCVLlkTp0qVRtGhRtG7dGrt37xbtsVaoUAEHDhzA3LlzkTdvXgDA9u3b4enpqdPnKCIyXhERERg+fHi616bmzZtj586dRv8jJRmHW7duYdSoUShVqlTa33DTpk0RHByM5ORkqeMRmQyFVoTLzy1duhRDhw6FQqFA3759sWLFCigUikzrtVotBgwYgNWrV0OhUGDx4sUYNGhQbseSvejoaEm3r1QqoVKpEBMTY3R7xsTExMDX1xeXL1/OcLmFhQUWL16MDh066DlZxlQqFZRKJdRqNWJiYqSOYzL69++PkJCQLGsmTJiA4cOH6ymReIKCgjBy5MhMr0CqVCoRFBQELy8vPSdLPY1Et27dEBYWluFypVKJefPmoVu3boLWN2PGDPz8889Z1syZMwc9e/bUNarRW7p0KaZOnZrp8qZNm2LNmjWwtrbWYypxrFixApMmTcp0ube3N9auXQsbGxvRMrx48QKTJ0/Grl270m6rUaMG5s2bh3LlyqXdxvcIeTDmz02Gxph7YsOGDRgzZkymPwbUqVMHGzduhL29vZ6TfYo9IQ9y64etW7di+PDhmf5N1KxZE5s3b077EcyYsCfkQW49kVscHR11vo8oA8CEhASUKVMGT58+BQBUqlQJo0aNgpeXFwoWLJhWFxUVhSNHjmD+/Pm4fv06gNQTZN++fRtWVla5HUv2OAAUh0ajQZs2bRAeHp5lnZmZGXbs2IG6devqKVnmjPVFSs6y+/L/b/v27cM333wjciLxhIWFpV10KStKpRLh4eEoWbKkHlKl0mq1+Pbbb3Hy5Mks6xQKBTZt2gRvb+8s6/bu3Sv4avSHDx9G1apVBWc1dtu2bcOQIUOyrevQoQNWrFihh0Ti2bFjBwYOHJhtXbt27bBq1SrR85w6dQpjxoxJO5XKx6sIjxo1Cra2tnyPkAlj/dxkiIy1Jw4cOIAePXpkW+fl5YXNmzdnucOFPrAn5EFO/XDs2DF07do10x+cP6pfvz62b98u+d9wbmNPyIOceiI3yWYACACXL19Gw4YNERcXl+72PHnywM7ODh8+fEi7WAiQ+qXPzs4Op06dSjsXjqnhAFAcx48fR+fOnQXV1qhRA/v37xc5UfaM9UVKzooUKSL4fF8FChTArVu3RE4knjp16gjO36BBA2zfvl3kRP8jdDgJpB46eeLEiSw/LJYtWxavX78WtD5XV9dM9xI2NWq1GtWqVUv7IS87586dQ9myZUVOJQ61Wo0aNWrg0aNHgurPnDmTbm88sSQkJGDRokVYvHhx2mtT8eLFMXPmTHz77bd8j5ABY/3cZIiM8XOTVqtF3bp1Bb9fHzhwANWrVxc5VdbYE/Igl37QarVo3Lgxbty4Iag+NDQUtWvXFjmVfrEn5EEuPZHbcjIAFOUcgABQvXp1nD9/Hu7u7tBqtWn/vXv3DpGRkXj37l262ytWrIiwsDCTHf6ReDZu3Ci49tKlSzk6vxgZtoiICJ1O9v/q1SuDPefOq1evdBpenjlzRq/nINOlX2/evImrV69muvz58+eCh39A6oWo+OEs1fHjxwUP/4DUQ9QM1alTpwQP/wD9PVZra2uMHTsWp06dQq1atQAAjx49gq+vLzp16qTT80NEhufSpUs6vV+vX79evDBEOXDjxg3Bwz+Af8NE+mAu5sorVaqEGzduYP/+/QgJCcHFixfx/PlzvH//Hnny5EHhwoXxzTffoH379mjevLnR7fKrK4VCATMz0Way2VIqlen+r7HQ9QT/ERERsroQjbE9H3K0bds2ne8TERFhkIeLXrx4Uad6tVqNZ8+eoUSJEiIlSi8n/VqjRo0Mlx08eDBH2+cPUan/rrq4efOmwb5Wyf2xfvnll9izZw+Cg4Ph7++PV69eISQkBEeOHMG0adPQvXt3g/23N3TG+rnJ0BnL8yH316aMsCfkR8rn4ubNmzrXG9vfDntCfkz9uRB1AAikDrV8fHzg4+Mj9qYMno2NDWxtbaWOYXQnYNX1KHdra2uoVCqR0ujm427jJK6c/PhgYWFhkM9NTs6vamdnJ9vHmlW/mpvr/hZnaWkp28eqT5aWljrVm5mZGey/m66PVaFQSPJYBwwYgE6dOmHcuHFYu3YtYmNjMWLECGzatAmrVq3C119/rfdMlMrYPjcZMmP63KTr+7VUr00ZYU/Ig9T9kJMLhMnlbzi3sSfkQeqekAPRB4AkXHx8PBITEyXbvlKpRN68efHu3TujOgyuVKlSePLkieD6woULS35ugLx586adp+Ddu3eSZjEFTZo00fkiBl988YXkfyc5oeu5yxQKBfLnz6+3x1qqVCncvn1bcH1W/erp6anz9t3c3Azyec1tRYoU0am+RIkSBvvv5uLiolN9yZIlJXusZmZmmDNnDrp164ZBgwYhIiICV69eRY0aNdCnTx9MnDiRXzL0yFg/NxkiY/zcZEivTR+xJ+RBLv1giH/DuY09IQ9y6YnclpNhJgeAMqLVamXxwqBWq2WRI7f4+vrizJkzgmrLli2LqlWryurxyymLsapVqxbMzMwEn+vOzs4OFhYWBvncuLi4oGjRooKH4lWqVIFCodDbY+3atSsOHTokqLZEiRLw9PTMNJubmxtsbW0/uRhVZpycnGBpaWmQz2tua9KkSdpJq4Xw9fU12H83b29vFChQAK9evRJU37VrV8kfa+3atXH16lXMnz8fAQEBiI+Px5o1a7Bnzx7MmDEDrVq1MvnTquiTsX1uMnTG8lzUqVMHRYoUEXy+Tzm8Nn3EnpAPKZ+Hb775Bq6urnjw4IGgekP+LJEd9oR8mPrzIPoJ565du4aZM2fC19cXzZs3R8OGDbP9r1GjRmLHIhPi4+MDNzc3QbXDhg3jlyYT5efnJ7h25syZIiYR348//ii4dvr06SIm+ZSXlxfKly8vqPaHH37I9jweo0aNErzt2bNnC641djY2NhgwYICg2lq1akl+5cnPYW1tjYEDBwqq9fDwwDfffCNyImEsLS0xZswYnD17Fo0bNwYAvHjxAn369EGXLl3w8OFDiRMS0ecwNzfH0KFDBdVWqlQJDRs2FDkRkW7MzMwwbNgwQbXlypVD06ZNxQ1ERFBodT1BmkDPnz9Hz549cfToUZ3up9Vq9bq3iZxER0dLun1jvkz5/fv30b59ezx+/DjTmjFjxmD06NF6TJU5Y71UudzVr18/25NuN2/e3KCvePqRv78/Vq5cmWVNQEAAvv/+ez0l+p8nT56gXbt2uH//fqY1gwcPxqRJkwQN7Lt164bDhw9nWdOjRw/MmzdP56zGTKPRYPjw4diyZUumNeXLl8euXbtQoEABPSbLfRqNBqNGjUJQUFCmNeXLl8fOnTvh6Oiox2QZ++97hFarxd69ezFx4kRERkYCSB3ijhw5EgMGDND5PIckjDF/bjI0xvq5SavVYtKkSVm+X5cuXRqhoaEoXLiwHpNljD0hD3LqB61WixkzZmDRokWZ1ri6uiIkJATFihXTYzL9YE/Ig5x6Ijfl5DOpKHsAxsbGokGDBjh69Ci0Wq1O/xGJoWTJkjhy5AgGDx4MBweHdMvq1KmDzZs3y2b4R9I5deoUunfvnuHVuC0sLDBhwgSjGP4BqcO95cuXZ3h+llKlSmHbtm2SDP8AoGjRojh8+DCGDRsGJyendMs8PDywYcMGTJ48WfDeups2bcL48eNhY2PzyTJ7e3vMnTuXw78MmJmZ4eeff8aKFSs+ueK1i4sLxo0bh3379hn88A9Ifazz58/HypUrP7kKdOHChdMeqxyGfxlRKBRo1aoVwsLC0LdvX5iZmSE+Ph7Tp09Ho0aNcOHCBakjElEOKBQKTJs2DevWrftk72MnJyeMGDEChw4dksXwjygjCoUCP/74I4KCglCrVq10yxwdHTF06FAcPnzYKId/RHIkyh6AAQEBaV/OihQpgokTJ8LLywtFixblr9BZ4B6A+pGYmIjbt28jKSkJhQsX1vkEtfpgrL9SGJJTp05h9+7dsLGxwbfffouvvvpK6kiiuXv3Li5fvgyFQoE6derIqieSkpLw4sULJCYmolChQsiTJ89nre/q1as4evRo2sDkyy+/zKWkxu/Bgwd4/fo1XFxcUKhQIaM+XcLDhw8RFRUFOzs7fPHFFzm6orSYsnuPuH79OkaOHInr16+n3ebr64tJkyZ98iMY5ZypfG4yBKbyuenJkyeIjIyEjY0NypQpAwsLC6kjpcOekAc598PTp0/x/PlzWFtbo0yZMkY/G2BPyIOce+Jz5OSHaVEGgFWrVsW1a9dQuHBhXL16FYUKFcrtTRglDgDpI2N9kTI07Al5YD/IB3tCHoT0hFqtxrp16/DTTz8hNjYWAFCgQAFMmTIF3377rVEPcPWF/SAffJ+QB/aEPLAf5IM9IQ/G2hOyOQT47t27UCgUGDhwIId/RERERHqmVCrRt29fhIWFoWXLlgCAV69eYciQIWjTpg3++ecfiRMSERERkT6JMgDUaDQAgLJly4qxeiIiIiISoHDhwli3bh22bNmC4sWLAwDCwsJQr149zJw5E/Hx8RInJCIiIiJ9EGUAWKJECQDA+/fvxVg9EREREenAy8sLZ8+exdChQ2Fubo7k5GQsWLAAdevWxcmTJ6WOR0REREQiE2UA2KpVK2i1Wpw/f16M1RMRERGRjmxtbeHv748TJ06gRo0aAFIv7tKpUyf069cPL168kDghEREREYlFlAHgkCFDoFKpsHnzZty6dUuMTRARERFRDpQrVw579+7FwoULoVKpAAChoaHw9PREYGBg2qlciIiIiMh4iDIALFy4MLZt2wZzc3N4eXnhzJkzYmyGiIiIiHLAzMwM3bp1Q1hYGL799lsAwLt37zBmzBg0b94cf/zxh8QJiYiIiCg3mX/OnadNm5bl8saNG2P37t1o0KABKleuDA8PDzg6OsLMLPu546RJkz4nGhERERFlw9HREUuXLkWXLl0watQo3LlzB1euXIGXlxf69euHMWPGwN7eXuqYRERERPSZFFqtVpvTO5uZmUGhUGRbp9VqBdX9m1qtzmksgxUdHS3p9pVKJVQqFWJiYkzy319OVCoVlEol1Go1YmJipI5jstgT8sB+kA/2hDyI1ROJiYlYunQpFi5ciMTERACAi4sLZs6ciebNm+fadowF+0E++D4hD+wJeWA/yAd7Qh6MtSccHR11vs9nHwKs1Wqz/U9o3b/riYiIiEh/rKysMHLkSJw+fRr16tUDADx79gw9evRA9+7d8eTJE4kTEhEREVFOfdYhwCdPnsytHEREREQkA6VLl8aOHTsQGhqKH3/8EVFRUTh06BDOnDmDMWPGoF+/frCwsJA6JhERERHp4LMOAabcxUOA6SNj3U1ZLB8+fEBISAguXLiA+Ph4uLi4oGPHjvjqq69ytL6HDx9i27ZtuHPnDmxsbFCmTBl06tQJBQsWzOXkOcs2YMAA/Pnnn1Cr1bCzs0OvXr0wZsyYHK1v9+7dmDJlCl69egUg9XC/efPmoXbt2rkZO0fi4uIQGhqKK1eupD2vPj4+qFKlitTRct2rV68wdepUhIWFISkpCQ4ODujXrx86d+4s6Ly5+sL3CWk9e/YMW7duxb1792BmZgZ3d3e0bdsWzs7Oom3z7du3mDFjBtavX592lEb58uUxb948fP3116Jt1xCwH+SDn5vkgT0hD+wH+WBPSCs6OhrBwcG4desWNBoN3Nzc0LZtW7i6ukodLVfk5BBgDgBlhANA+ohv3MIFBQVhypQpePfu3SfLPDw8sGrVKhQuXFjQuuLi4jB69Gjs2LHjk9MRWFhYoF+/fvD394dSqcyV7Lpq0aIFLl26lOEypVKJjRs3wtvbW9C6nj9/Dg8PD3z48CHD5U5OTrh06ZJkJ//funUr/P398fbt20+W1ahRA6tXr0aRIkUkSJb7RowYgU2bNmV4Cgx7e3ts374d1atXlyDZp/g+IY3ExERMmDABmzdv/uTfXalUokePHpg+fbqoe+X99ttvGDVqFCIiIgAACoUCPXr0wMSJE5E/f37Rtitn7Af54OcmeWBPyAP7QT7YE9LQaDT46aefsGLFCiQlJaVbplAo0LZtWyxYsAB2dnYSJcwdkpwDkIhIKmvXrsWIESMyHP4BQHh4OFq2bImXL19mu66kpCT4+flh+/btGQ5ikpOTsWzZMgwbNkySc5U2atQo0+EfkHrhJF9fX5w5cybbdb19+xZVq1bNdPgHAFFRUahQoYIkH1Y2bNiAoUOHZjj8A4BLly6hZcuWiIyM1HOy3Ddw4EAEBQVl+jcVGxuLli1b4saNG3pORnKhVqvRp08fbNy4McN+VKvVWLduHfr37w+NRiNajq+//hrHjh3D1KlTYWtrC61Wi/Xr18PT0xO7du3iOZyJiIhIclqtFqNHj8aiRYs+Gf59XB4SEoIuXbqkXfDMlHAASEQG6cmTJ/D398+27uHDhwgICMi2buPGjTh9+nS2ddu2bcPRo0cFZcwtR44cETwA8vPzy7amXbt2SElJybbuw4cP6Nevn6Dt5pbIyEiMHz8+27rHjx9jypQp4gcSUUREBHbs2JFtnVqtRo8ePfSQiORox44dOHToULZ1e/fuxe7du0XNYm5ujoEDB+L8+fNo1qwZgNQfC77//nt06tQJ9+7dE3X7RERERFk5c+YMNm7cmG1deHg4fvnlFz0kkhcOAInIIG3cuFHQEAsAQkND085xlxGtVqvTG8C6desE1+aGsWPHCq798OEDLl68mOlytVqt095kBw4cEFybG4KCgpCcnCyods+ePYL27pQrIQPsj548eYI//vhDxDQkV7q8Nq1du1bEJP9TtGhRbNy4ERs3bkw7FP/UqVOoW7cu5s+fb5K/qBMREZH0dPksFBgYKOrRE3LEASARGaQjR44Irk1MTMzy0Nh79+7hzp07gtd38uRJvX7Bffr0qU71c+bMyXRZSEiITutKSUnB8+fPdbrP5zh8+LDg2uTkZJw6dUq8MCK7cuWKTvWm+CulqXvx4gWuXbsmuP7SpUt48+aNaHn+q1mzZjh37hwGDhwIpVKJxMREzJo1C/Xr18e5c+f0loOIiIhIrVbj2LFjgusfPHiA27dvi5hIfjgAJCKDlNn54XJSn9k5BDOj0WiyPH9ebtP13FpZDQAePXqk8/YfPHig831yKjefV7kTuqfjR69fvxYpCcmVrq9NOb3P57C3t8fUqVNx7NgxVKtWDQBw584dtG3bFoMGDZL8AmdERERkGuLi4gQfIfaRIX+XyAkOAInIIKlUKp3qs7pKpa5XsFQqlXq9Oq5CodCpvkCBApkuc3Nz03n7pUqV0vk+OeXg4KBTva5/B3JiaWmpU31OrvRFhi0nV9fNly9f7gcRoEKFCti/fz/mzJmDvHnzAgC2b98ODw8PBAUFmdwhNkRERKRftra2On++NuTvEjnBASARGaTmzZsLrrW1tUWDBg0yXe7q6gp3d3fB6/P29tb5zeVzlChRQqf6rM4t5+Pjo9NA0cLCAoUKFdJp+5/j44UFhLCyskLDhg1FTCOumjVr6lQ/cOBAkZKQXDk5OaF69eqC6+vUqSPZABBI/XGkZ8+eCAsLQ7t27QCk7pE8YsQItGzZEn/99Zdk2YiIiMi4KZVKNG3aVHD9F198gS+++ELERPLDASARGaRu3boJHsJ17Ngxyy/FCoUCvXv3FrxtXWpzw8KFCwXX5s2bFxUrVsx0uVKpTDtMT4iPX+L1xdfXF9bW1oJq27Vrp/Meg3Iyffp0wbWurq452nuTDF+fPn0E1+r7tSkzhQoVwqpVq7B9+3a4uroCSD0/YcOGDTFt2jTExcVJG5CIiIiMki6fhXr16qXzkVaGjgNAIjJIzs7OmDdvXrZ1ZcuWxY8//phtna+vr6C9z/r06YN69eoJyphbateuDU9PT0G1u3btyrYmJCQEVlZW2dblz58fixYtErTd3OLk5IQFCxZkW+fm5obJkyfrIZF43NzcBH1IsbCwwNatW/WQiOSoTZs2aN++fbZ1Xbp00WnPaH1o0KABzpw5g5EjR8LCwgIpKSlYsmQJ6tSpo9OFnIiIiIiE8PT0FHTUTKNGjdCjRw89JJIXDgCJyGB16dIFa9asQcGCBTNc3qRJE+zevVvQebSUSiXWrl2L3r17Z7hnoZ2dHcaPH4+ffvrpc2PnyO7du+Ht7Z3pcgsLC+zbtw+VK1fOdl02NjaIiIjIcu+5EiVKICIiAkqlMidxP0vHjh0RGBgIZ2fnDJc3btwYe/bsyfJch4Zi1qxZGDp0KMzMMn47LlCgAI4dO8a9/0yYmZkZli5diiFDhmS4d6yNjQ2GDRuGhQsXyvJXbBsbG4wbNw6nT59GrVq1AKRejMjX1xc9e/bU61XGiYiIyPhNmTIF/v7+GZ6z3cLCAj179sSGDRtgYWEhQTppKbS6Xl6SRCP1lfKUSiVUKhViYmKgVqslzWLqVCoVlEol1Go1YmJipI4je8nJyThw4ADCw8ORkJAAFxcXtG/fHqVLl87R+qKiorBjxw7cvXsXNjY2KFOmDNq2bYs8efLkcnLdvX37FgMHDsTly5eRkpKCfPnyYdSoUfD19c3R+i5evIiRI0fi+fPnUCgUcHV1xdKlS/Hll1/mcnLdJScn49ChQ7hy5QoSEhLg7OwMHx8foxyGxcXFYc6cOTh58iQSEhJQsGBBDB06FF5eXlJHS4fvE9J6/fo1duzYgYcPH0KhUMDd3R0tWrTI0cVCpKDVarF9+3ZMnjwZr169ApB6FeHx48ejd+/ekvzg8DnYD/LBz03ywJ6QB/aDfLAnpBUbG4uQkBDcvn0bGo0GpUuXho+Pj17Pby6mnFwgkANAGeEAkD7iG7c8sCfkgf0gH+wJeTD0nnj9+jUCAgKwadOmtNu++uorzJs3T9BezHLBfpAPQ+8JY8GekAf2g3ywJ+TBWHsiJwNAHgJMRERERHrj4OCAhQsXYu/evWl7G1+/fh1NmjTB+PHj8f79e4kTEhERERkfDgCJiIiISO9q1qyJ48eP48cff4SNjQ00Gg3Wrl0LDw8P7N69GzxIhYiIiCj3cABIRERERJKwtLTEDz/8gLNnz6JRo0YAgBcvXqBPnz7o0qULHj58KHFCIiIiIuPAASARERERSapEiRLYunUrfvnll7QrgB8/fhx16tTBokWLkJSUJHFCIiIiIsPGASARERERSU6hUKBVq1YICwtDnz59YGZmhvj4eEyfPh2NGjXChQsXpI5IREREZLA4ACQiIiIi2ciTJw9mzpyJw4cP46uvvgIA3Lp1Cy1btsSwYcPw+vVriRMSERERGR4OAImIiIhIdipXrozDhw9jxowZsLe3BwBs3rwZnp6e2LZtGy8SQkRERKQDDgCJiIiISJaUSiX69euHsLAwtGzZEgDw6tUrDBkyBG3btsU///wjcUIiIiIiw8ABIBERERHJWuHChbFu3Tps2bIFxYsXBwCcP38e9erVw6xZsxAfHy9xQiIiIiJ54wCQiIiIiAyCl5cXzp49i6FDh8Lc3BzJycmYP38+6tati1OnTkkdj4iIiEi2zKUOQEQkR48fP8b9+/eRP39+FClSBAUKFJA6kmiePHmCu3fvwszMDGXKlEGhQoWkjkQkGa1Wi5s3byIqKgp2dnaoVKkSbGxspI6V5tmzZ7hy5QrMzc1RpkwZWWWLi4vDjRs3EBcXh0KFCsHd3R0KhSLXt2Nrawt/f3906NABo0aNwqVLl/DgwQN07NgR7dq1w7Rp0wzudSwyMhK3b9+GVqtFmTJlULhwYakjERmNhIQE3LhxA7GxsXB0dESFChVgZsb9YIjI9HAASET0L+fOncOiRYvS7UmiVCrRrFkzjBgxAhUrVpQuXC47f/48fv75508ea9OmTTFixAhUqlRJunBEeqbRaLBhwwasXr0ad+7cSbs9f/786NKlC4YNGwYHBwfJ8l26dAk///wzjh07lnbxCzMzM3h7e2P48OGoWrWqZNmio6OxcOFCbNu2De/evUu7vWzZsujXrx+6desmypftcuXKYe/evdi8eTOmTZuGN2/eICQkBMeOHcOPP/6IHj16yP5L/pUrV7Bw4UIcOXIk7XlVKBRo3Lgxhg8fjurVq0uckMhwvXnzBosWLcLmzZsRExOTdnupUqXQp08f9OrVC0qlUsKERET6pdDyEmqyER0dLen2lUolVCoVYmJioFarJc1i6lQqFZRKJdRqdboPLCSuoKAgjBw5MtMrS1pbWyMwMBCNGzfWc7Lct2XLFgwfPhwajSbD5VZWVli3bh28vb31nOxT7Af5MNb3CbVaje+//x6//vprpjWlSpXCr7/+KsmeWSEhIRg0aBBSUlIyXG5hYYFVq1alXSRDnx4/foy2bdvi4cOHmdZ06tQJS5YsEXUYFx0djcmTJ2P79u1pt1WrVg1z584V7Yebz+2HPXv24Pvvv0dycnKGy83NzbF8+XK0bdv2c6MaPb5PyIOc3iNevHiR7YWCWrRogbVr18Lc3Lj2iWE/yIecesKUGWtPODo66nwfef8sSkSkJ5cuXcKoUaMyHf4BqYeQ9O7dO8svuobgt99+y3L4BwCJiYno06cP7t+/r8dkRNKYP39+lsM/ALh37x569OiR5WuEGG7evJnl8A8AkpOT8f333+Pvv//WY7LUwWn37t2zfU3cvn07Fi9eLGoWR0dHLFu2DKGhoXBzcwOQunedl5cXJk2ahNjYWFG3r6u//voLAwYMyHT4BwApKSkYNGgQIiIi9JiMyPBptVr07Nkz26uE79+/HzNnztRTKiIi6XEASEQEYNmyZVkOxD6Ki4vDunXr9JBIPEIfa3x8PH755Rc9JCKSTlxcHFavXi2o9vfff8e5c+dETpTeihUrshz+fZSUlIRVq1bpIdH/nDhxQvBwatWqVUhMTBQ5EVC7dm2cOnUK48aNg5WVFdRqNVasWIHatWvj4MGDom9fqFWrViEpKSnbuuTkZKxcuVIPiYiMx4ULF3D58mVBtevWrZPdDwRERGLhAJCITN6rV69w6NAhwfVbt24VNECTo5iYGJ2+BG/bto2HLJBRO3jwIN6+fSu4fvPmzSKmSe/Dhw/YvXu34Ppdu3bpZcj20datWwXXRkdH48iRIyKm+R8rKyuMHDkSp0+fRr169QAAT58+hZ+fH/z8/PDkyRO95MhMQkICQkJCBNf/+uuviIuLEzERkXHR5bUpNjYWe/fuFTENEZF8cABIRCbvyZMnOg30YmJi0p3o3pA8efJEp4He27dv8ebNG/ECEUnswYMHOtXr8xQAkZGROg304uLiEBUVJWKi9HT9t9O1/nOVLl0aO3bswKpVq+Dk5AQgdeBbq1YtLF++XNCelWJ4+fIl4uPjBdcnJCQgMjJSxERExkXur01ERFLhAJCITF5OrgBnqCeMzkluQ32sRELo2v/6vGKk3F+bdN2WFK8lCoUC7dq1Q3h4OL777jsoFArExcVh8uTJaNy4MX777Te9Z+LrMJG4DOG1iYhIChwAEpHJK1WqFPLkySO43s3NDfb29iImEk/JkiWRL18+nerz5s0rYiIiaVWtWlWn+ipVqoiU5FNFixZN23NNiMKFC6NgwYIiJkqvcuXKotbnpnz58mHu3Lk4cOAAypcvDwCIiIhA8+bNMXr0aJ0OA/9chQoVgrOzs+B6JycnuLi4iJiIyLgY0msTEZE+cQBIRCbP1tYW3377reD67777TrwwIrO2tkbnzp0F1/fs2RMKhULERETSql27NkqVKiW4vkePHiKmSc/c3BzdunUTXN+jRw+Ymenvo50u/xZffvklatasKWIaYb7++mscO3YMU6dOha2tLbRaLdavXw8PDw+EhITo5SrPSqUSfn5+guv9/Py4hxKRDrp37y74s0vx4sXRsGFDkRMREckDB4BERAAGDx4MR0fHbOtKly4NX19fPSQSz6BBgwTtVVSqVCmdhg9EhsjMzAz+/v6Cart16wY3NzeRE6XXt29fFC5cONu6YsWKoVevXnpI9D/ly5dHp06dsq1TKBTw9/eXzY8J5ubmGDhwIM6fP4+mTZsCAKKiotC/f3906tQJ9+7dEz1D7969UbRo0WzrXFxc0KdPH9HzEBmTkiVLCv6x9scff9TrqR2IiKTEASAREYAiRYogODg4y8PnvvjiC+zYscNgD//9qHDhwti+fTsKFSqUac3Hk+frcmg0kaHy8fHBggULsvwS2K5dO8yePVuPqVI5OTlh586dWQ6LSpQogR07dkClUukxWaoFCxbAx8cn0+Xm5uZYvHgxvL299ZhKmKJFiyIoKAgbN25EkSJFAACnTp1C3bp1MX/+fFGvqOzg4ICdO3eiRIkSmdYUK1YMO3bsEPTjFBGlN2PGjCx/oDAzM8OsWbPQtm1bPaYiIpKWQquPYx1IkOjoaEm3r1QqoVKpEBMTo9NVQin3qVQqKJVKqNVqxMTESB3HpLx58wZbtmzBpk2bcPfuXZiZmaFChQrw8/ND+/btYWtrK3XEXPP27Vts3boVQUFBuHPnDhQKBcqXL48ePXqgQ4cOsnms7Af5MPb3iTt37mDdunUIDQ1FdHQ0bG1tUbduXfTq1Qv169eXdA+29+/fY9u2bQgKCsLt27cBpO6B5+vri06dOkn6w4RWq8Xx48cRGBiIs2fPIj4+Hk5OTmjfvj2+++47lC5dWrJsQsXGxmLOnDlYvXp12t+2m5sb5s6di9q1a2d4n9zoh9jYWAQHByMoKAi3bt0CAJQpUwbdu3dH586d+SOMQHyfkAe5vUdotVqcOXMGgYGBOHnyJOLi4lCgQAG0bt0avXr1QtmyZaWOKAr2g3zIrSdMlbH2RE5+IOQAUEY4AKSPjPVFytAoFAo4ODjgzZs3Rt8TGo0GCoVCNofo/Rv7QT5M6X1Co9Ho9Xx6usifPz+USiU0Go0se0LO/3bZ+eOPPzB69GhcuXIl7bZOnTph6tSpn3zQzu1++PiRXI6vw3LH9wl5kPt7hCG/NumC/SAfcu8JU2GsPZGTAaDxvwISEeWQmZmZyXwRM6XHSiSEnL8kynVY/5Gc/+2yU7FiRezfvx9z5sxJuwL69u3b4enpiU2bNkGj0Yi2bbk/r0SGzpBfm4iIcgNfBYmIiIiI/p9SqUTPnj0RFhaGdu3aAQBiYmIwfPhwtGrVKu1QXSIiIiJDwgEgEREREdF/FCpUCKtWrcL27dvh6uoKALh48SIaNGiAgIAAxMXFSRuQiIiISAccABIRERERZaJBgwY4c+YMRowYAQsLC6SkpGDx4sXw9PTEgQMHpI5HREREJAgHgEREREREWbCxscH48eNx+vRpeHp6AgAePXqEFi1a4LvvvsPz588lTkhERESUNQ4AiYiIiIgE+OKLL/Drr79iyZIlKFCgAABgz5498PT0xOrVq3mVRyIiIpItDgCJiIiIiARSKBTo3LkzLl68iN69ewMAYmNjMXHiRDRp0gTXrl2TNiARERFRBjgAJCIiIiLSkYODA9auXYv9+/ejbNmyAIDr16+jSZMmGD9+PN6/fy9xQiIiIqL/4QCQiIiIiCiHPDw8cOLECfz444+wsbGBRqPB2rVr4enpiT179kCr1UodkYiIiIgDQCIiIiKiz2FpaYkffvgBZ8+eRaNGjQAAkZGR6N27N7p27YqHDx9KnJCIiIhMHQeARERERES5oESJEti6dSt++eUXFCpUCABw7Ngx1KlTB4sWLUJycrLECYmIiMhUcQBIRGRAbty4gREjRqBmzZqoXLkymjVrhl9++cUozzX1xx9/YOTIkXB3d0fx4sXh6emJtWvX4t27d1JHy3W//voratWqBRcXFzg7O8PV1RU9e/bE06dPpY5mUl6/fo3ly5fDy8sLlStXhqenJ8aPH4/bt29LHY0MiEKhQKtWrRAeHo4+ffpAoVAgPj4e06dPR8OGDXHhwoW02qSkJMycORPlypWDs7MznJ2dUa5cOUyfPh0JCQkSPgoiIiIyNgotT0wiG9HR0ZJuX6lUQqVSISYmBmq1WtIspk6lUkGpVEKtViMmJkbqOCZLTj2RkpKCcePGYcOGDRkud3BwwPr16+Hh4aHnZLkvJSUF48ePx/r16zNcrlKpEBgYiFq1auk3mAiSkpLQuHFj/PXXXxkuVygUmDp1KgYMGKDnZBmTU0/ktiNHjqB///6IjY3NcPmQIUPg7+8PhUKh52Sf4nuEPAjth2vXrmHkyJG4ceNG2m2+vr7o1KkTunTpgri4uAzvZ2Njg/3796NixYq5nt3YsCfkwZjfIwwJ+0E+2BPyYKw94ejoqPN9uAcgEZEBGD9+fKbDPyB1z6XOnTvjjz/+0GMqcUyYMCHT4R8AxMTEoGvXrrh+/br+QonEy8sr0+EfAGi1WkyaNAk7duzQYyrTc/78eXz33XeZDv8AYMmSJZg1a5YeU5GxqFy5Mo4cOYIZM2bA3t4eALB582a0bt060+EfAMTHx6NZs2aIjIzUV1QiIiIyYhwAEhHJXERERJYDsY/i4uIwbdo08QOJ6K+//kJgYGC2dXFxcZg6daoeEonnyJEj+PPPPwXVjhs3TuQ0pkur1cLf31/Qudl+/vlnHpZNOaJUKtGvXz+EhYXBx8dH8P0SExMxbNgw8YIRERGRyeAAkIhI5oQM/z46deoU7t69K14YkQkZ/n109uxZ3LlzR8Q04poxY4bg2nfv3uHQoUMipjFdV65cEbznrEajQVBQkMiJyJgVLlwYv/zyC8zMhH8EP336NFJSUkRMRURERKaAA0AiIpkLDw/Xqf7ixYsiJRGfrtn/fTJ9Q3Pv3j2d6nfv3i1SEtOma3/pWk/0XxEREdBoNILrU1JSjOL0DkRERCQtDgCJiGQuMTFRp3pDvnJkfHy8TvWG/Fh1PRl0VucKo5wzpf4ieXj79q3O93nz5k3uByEiIiKTwgEgEZHMFS5cWKd6FxcXkZKIr0iRIjrVG/JjtbOz06ne1dVVnCAmTtf+0rWe6L/Kli2rl/sQERER/RsHgEREMtexY0fBtY6OjmjQoIGIacTVoUMHwbUODg5o2LChiGnEpcuFABQKBS8EIBIfHx/Y2NgIrv/2229FTEOmwMnJSacfLywsLPD69WsRExEREZEp4ACQiEjm2rVrh4IFCwqq7d27N6ysrEROJJ62bduiUKFCgmp79eoFa2trkROJZ9KkSYIvBFCjRg2oVCqRE5mmfPnyoWvXroJqS5UqBS8vL5ETkSkYOXKk4Nrk5GQ0btwYkydPRmxsrIipiIiIyJhxAEhEJHN2dnbYuHEj8uTJk2Vd06ZNDX4vMVtbWwQFBWX7WL29vTFixAg9pRKHSqXC4sWLs60rUKAAtm/frodEpmvy5Mnw9PTMssbR0REbN26Eubm5nlKRMfPz8xO0F7CbmxusrKygVquxfPly1K5dGwcPHtRDQiIiIjI2HAASERmAatWq4eDBg/Dy8oJCoUi3zMnJCePGjUNgYKBRDCeqVKmCQ4cOoUmTJp/sIffxsa5fvx4WFhYSJcw93377LbZs2ZLhHp4KhQK1atXC1atXYWtrK0E602FjY4Pg4GAMHTr0kz0tzc3N0apVKxw6dIjnYaNcFRgYiKFDh2a4J7OVlRUGDRqE8PBwnD59GvXq1QMAPH36FH5+fvDz88OTJ0/0HZmIiIgMmEKr1WqlDkGpoqOjJd2+UqmESqVCTEyMzlenpNylUqmgVCqhVqsRExMjdRyTJdeeePz4MS5cuICEhAQ4OzujXr16sLS0lDqWKB4/foybN2+mPdZq1aoZ7WO9fPkyduzYgdjYWJQoUQIDBgxA3rx5pY6Vjlx7IjfFx8fj9OnTiIqKgp2dHTw9PeHs7Cx1rHT4HiEPudUPGo0G27dvR1hYGLRaLWrWrIkuXbqk+wFEq9UiJCQE/v7+iIqKApC6x/TYsWPRr18/o/jx53OwJ+TBFN4jDAH7QT7YE/JgrD3h6Oio8304AJQRDgDpI2N9kTI07Al5YD/IB3tCHtgT8iBFP7x58wYzZszAhg0b8PEjfPny5TFv3jx8/fXXeskgR+wJeeB7hDywH+SDPSEPxtoTORkA8hBgIiIiIiIDkD9/fsydOxcHDhxA+fLlAQARERFo3rw5Ro8ejbdv30qckIiIiOSKA0AiIiIiIgPy9ddf49ixY5g6dSpsbW2h1Wqxfv16eHh4ICQkBDzAh4iIiP6LA0AiIiIiIgNjbm6OgQMH4vz582jatCkAICoqCv3790enTp1w7949iRMSERGRnHAASERERERkoIoWLYqgoCBs2LABLi4uAIBTp06hbt26mD9/PhITEyVOSERERHLAASARERERkYFr3rw5zp8/jwEDBkCpVCIxMRGzZs1C/fr1cf78eanjERERkcQ4ACQiIiIiMgL29vaYNm0ajh49iqpVqwIA7ty5gzZt2mDQoEGIjo6WOCERERFJhQNAIiIiIiIjUrFiRRw4cABz5sxB3rx5AQDbt2+Hp6cnNm3aBI1GI3FCIiIi0jcOAImIiIiIjIxSqUTPnj0RFhaGtm3bAgBiYmIwfPhwtGrVCrdu3ZI4IREREekTB4BEREREREaqUKFCWL16NbZv3w5XV1cAwMWLF9GgQQMEBAQgLi5O2oBERESkFxwAEhEREREZuQYNGuDMmTMYMWIELCwskJKSgsWLF6Nu3bo4duyY1PGIiIhIZOZSByAiIiKSi6ioKBw4cABRUVGws7ND3bp1Ub58ealjkRFLTk7G8ePH8ddff0Gr1eLLL7+El5cXLCwscn1bNjY2GD9+PDp06IBRo0YhLCwMDx8+RJcuXdCyZUv89NNPcHZ2zvXtEhERkfQ4ACQiIiKT9/btW0ycOBEhISFITk5Ot6xGjRqYNWsWKlasKFE6MkZarRYbNmzA/PnzERkZmW5ZoUKFMHz4cPTq1QsKhSLXt/3FF1/g119/RXBwMCZPnozXr19j7969OHnyJCZMmIBevXpBqVTm+naJiIhIOjwEmIiIiEza27dv0bp1awQHB38y/AOAS5cuwcfHB7/99psE6chYzZw5E6NHj/5k+AcAL168wLhx4xAQECDa9hUKBTp37ozw8HB07doVABAbG4sJEyagSZMmuH79umjbJiIiIv3jAJCIiIhM2sSJExEREZFlTVxcHHr16oXExEQ9pSJjdvr0aSxcuDDbuiVLluD48eOiZnFwcMCiRYuwZ88elC1bFgBw/fp1eHt7Y8KECXj//r2o2yciIiL94ACQiIiITFZUVBRCQkIE1T5//hz79+8XORGZgtWrVwuuXbNmjYhJ/sfDwwMnTpzAxIkTYW1tDY1GgzVr1sDT0xN79uyBVqvVSw4iIiISBweAREREZLIOHDiQ4WG/mRE6LCTKzPv373H06FHB9SdOnMCbN2/EC/QvlpaWGDZsGM6ePYtGjRoBACIjI9G7d2907doVDx8+1EsOIiIiyn0cABIREZHJioqKErWe6L9evXql0950Wq0Wr169EjHRp1xdXbF161asXbsWhQoVAgAcO3YMderUwaJFi3QamhMREZE8cABIREREJsvW1lbUeqL/ysnfkJ2dnQhJsqZQKNC6dWuEh4ejT58+UCgUiI+Px/Tp09GwYUNcvHhR75mIiIgo5zgAJCIiIpNVr149UeuJ/svJyQnu7u6C68uWLZu2F54U8uTJg5kzZ+LIkSOoVKkSAODWrVvw8fHB8OHDERMTI1k2IiIiEo4DQCIiIjJZ5cuXR40aNQTVWlpawtfXV+REZOwUCgV69uwpuL5nz55QKBQiJhKmcuXKOHz4MKZPn562R+KmTZvg4eGB4OBgXiSEiIhI5jgAJCIiIpM2c+ZMQYdl+vv7w8nJSQ+JyNh17doVNWvWzLauevXq6Natmx4SCWNubo7+/fsjPDwcPj4+AFLPaTh48GC0a9cOd+7ckTghERERZYYDQCIiIjJplSpVwq5du+Ds7JzhcktLS0yfPh3ff/+9npORsbK0tMSWLVvg5eWVaU2jRo2wbds2WFlZ6TGZMIULF0ZgYCA2b96MYsWKAQDOnTuHevXqYdasWUhISJA4IREREf2XudQBiIiIiKT29ddf47fffsO+ffsQEhKCqKgo2NnZoW7duvD19UXBggWljkhGJk+ePNiyZQt+//13BAUF4datWwBSz/nn5+eHKlWqSJwwe97e3qhVqxbmz5+PFStWICkpCfPnz0dISAjmzJmD+vXrSx2RiIiI/p9CyxN2yEZ0dLSk21cqlVCpVIiJiYFarZY0i6lTqVRQKpVQq9U8ubaE2BPywH6QD/aEPLAn5IH9kN6ff/6JUaNG4fLly2m3tWvXDtOmTRP9IibsCXlgT8gD+0E+2BPyYKw94ejoqPN9eAgwERERERF9Fnd3d+zbtw8LFixA/vz5AQAhISHw9PTE+vXrodFopA1IRERk4jgAJCIiIiKiz2ZmZobu3bsjLCwMnTp1AgC8e/cOo0ePRvPmzXHz5k2JExIREZkuDgCJiIiIiCjXODk5YdmyZQgNDUXp0qUBAFeuXEHjxo0xefJkxMbGSpyQiIjI9HAASEREREREua527do4ffo0xo4dCysrK6jVaixfvhy1a9fGoUOHpI5HRERkUjgAJCIiIiIiUVhZWWHUqFE4ffo06tatCwB4+vQpunfvDj8/Pzx9+lTihERERKaBA0AiIiIiIhJV6dKlsXPnTqxcuRJOTk4AgIMHD8LT0xMrVqxASkqKxAmJiIiMm7nUAfQhKioK4eHhuHHjBh48eIDXr1/D3NwcTk5OqFy5Mlq2bAlnZ+cs1xEeHo6DBw/i7t27SExMhKOjI6pXr46OHTsib968enokRERERESGSaFQoH379mjUqBGmT5+ODRs2IC4uDpMmTUJwcDDmz5+PatWqSR2TiIjIKBn9HoBRUVHo06cP1q5di0uXLuHly5ewtLRESkoKHj9+jL1792Lw4ME4d+5cputYuXIlZs6ciWvXruHDhw9QKpV49uwZdu/ejcGDB+Px48d6fERERERERIYrf/78mDdvHg4cOIDy5csDACIiItCsWTOMGTMGb9++lTghERGR8TH6AaBGowEAVK1aFaNGjcKmTZuwbds27NixAz/99BNcXV2RlJSEBQsW4MGDB5/c//Dhwzhw4AAUCgW6deuG4OBgBAcHY9GiRShRogTevHmD6dOnIzk5Wc+PjIiIiIjIcFWvXh1Hjx7FlClTYGtrC61Wi8DAQHh4eCAkJARarVbqiEREREbD6AeA9vb2WLhwIaZMmYK6deumHa6rVCpRoUIFTJ06Ffny5UNKSgp2796d7r7JycnYsmULAKB58+bo1KkTrKysAAAlS5aEv78/rKys8Pz5cxw9elS/D4yIiIiIyMBZWFhg0KBBOH/+PJo2bQog9Qie/v37o1OnTrh3757ECYmIiIyD0Q8A7ezsUKpUqUyXq1SqtHON3L17N92yGzduICYmBgqFAu3atfvkvgULFky7mtmpU6dyLzQRUTYuXryI0NBQXj2RyMTExsZiz5492L17NxISEqSOQ5RrihYtiqCgIGzYsAEuLi4AUj9f161bF/Pnz0diYqLECaX37t07/PHHH7l2+qH3798jMjKSryVERCbC6AeAQnzcK1CtVqe7/caNGwCAYsWKpV2t7L+qVKkCAPj777/55klEonr06BGqVKkCJycn+Pj4oF+/fqhcuTKcnZ0xevRoqeMRkYh27twJV1dXlCxZEu3atUObNm1gb2+PkiVLfnIEA5Eha968Oc6fP48BAwZAqVQiMTERs2bNQoMGDXD+/Hmp40liy5YtqFq1KkqXLo2GDRuiatWqKFasGAYOHIjY2Fid1pWSkoLg4GA0bdoUpUqVQsWKFeHq6orvvvsOYWFhIj0CIiKSAw4AAdy8eRMAUKJEiXS3f/x17b+3/9vHZVqtFk+ePBEpIRGZujNnzqBatWoZvs6o1WqsX78eX331lQTJiEhsAwcOxIABA/Dhw4dPlsXGxqJPnz4YMWKEBMmIxGFvb49p06bh6NGjqFq1KgDgn3/+QZs2bTB48GBER0dLnFB//Pz88MMPP3yy119CQgJ27NiBihUrCt4jMC4uDl26dMHgwYNx5cqVtNvVajX279+P1q1bY86cObman4iI5MPkB4AXLlzAnTt3AACNGjVKt+z169cAAAcHh0zv/+9lMTExIiQkIlOXkJCA9u3bZ1v37NmztPMnEZFx2LhxI3bs2JFtXVBQEHbu3KmHRET6U7FiRRw4cACzZ89Gnjx5AADBwcHw9PTEpk2b0i72Z6wmTpyIgwcPZlkTGxuLhg0bCvq3GDp0aLanLZo7dy42btyoS0wiIjIQJj0AjIqKwrJlywAA33zzTdq5AD/6eEjvxwt/ZOTfy+Li4kRISUSmzs/PT3DtlStXkJKSImIaItKniRMnCq4dNWqUiEmIpKFUKtGrVy+EhYWhbdu2AFJ/dB8+fDhatWqFW7duSZxQHBqNBoGBgYJq37x5g19++SXLmoiICMGnC5g7dy6Sk5MF1RIRkeEw2QFgbGwsAgIC8PbtWzg7O2Po0KFSRyIiytDp06d1qh82bJg4QYhIr3Q9Of+HDx/w5s0b8QIRScjZ2RmrV69GcHAwXF1dAaReEKtBgwaYMGGC0f0Q/8svv+g0hFu5cmWWy4OCggSvKzIyEseOHRNcT0REhsFc6gBSiI+Px9SpU/HgwQM4ODhg2rRpaYcV/Ju1tTUAZHnVsX8vs7W1zXK7mzZtwpYtWzJd3qFDB/To0SO7+KJRKBQAgHz58kGr1UqWgwAzM7O0/6tSqSROY7rk0hO6HuJ08eJFo/q7YT/Ih1x6wlQI3fvn386cOSPpZwlTwn6QRvv27dG8eXPMnDkzbU+1OXPmYMeOHVi6dCmaNGkidcRc8dtvv+lU//LlyyzfI2/fvq3T+u7evavzey57Qh74uUk+2BPywJ74H5MbACYmJmLatGn4+++/kS9fPgQEBMDZ2TnDWgcHB9y7dy/tXIAZ+fey7P6YPnz4gJcvX2a6PC4uDkqlMptHIL6PDULSUygUsvibMHWG1hNardYo/27YD/JhaD1hSoy1/+WM/aB/9vb2mDFjBrp164YBAwbg9OnTuH//Plq0aIEOHTpg0aJFcHFxkTqmXuV273/Oey57Qh74uUk+2BPywJ4wsQFgYmIiAgICEBERkXZ1sWLFimVaX6xYMfz222949OhRpjUflykUChQtWjTL7dvZ2aFgwYKZLre1tYVarc7mUYhHoVDAzMwMGo2Gv1BIzMzMDAqFAlqt1uhPcC1ncumJj38LQlWtWlXS15Lcxn6QD7n0hKlo3bo1xowZo9N9fHx8jKr/5Yz9IL0yZcrg2LFj2LRpE0aNGoVXr15h586dOHz4MAICAjBgwACD/bJXrVo1hISECK53dHTMsvfLli2Ls2fPCl5f2bJldX4tYU/IAz83yQd7Qh6MtSdy8v6m0JrIX2JycjKmT5+O33//Hba2tpg2bRrKlCmT5X2uXLmCqVOnQqFQ4JdffoGjo+MnNUuXLsWRI0fw5ZdfYs6cOZ+VMTo6+rPu/7mUSiVUKhViYmL45UFiKpUKSqUSarWaV5eWkFx6wsfHBxcvXhRc//z5c5ibG8/vO+wH+ZBLT5iSIkWKICkpSVCttbU1Hj9+LHIi+oj9IB8qlQpv3rzB6NGj0x06/9VXX2H+/Pn46quvJEyXM0lJSShevLjgv62JEydmeQ7gq1evCj48ukCBArh+/XqWF0LMCHtCHvi5ST7YE/JgrD2R0XwqOyaxL2pKSgpmzZqF33//HdbW1pg0aVK2wz8AqFSpElQqFbRaLUJDQz9ZHhUVhTNnzgAA6tevn9uxiYgAANu2bRNcW6ZMGaMa/hGZutGjRwuunTRpkohJiOStQIECWLNmDfbs2YOyZcsCAK5fvw5vb29MmDAB79+/lzihbiwtLdGhQwdBtXZ2dhg8eHCWNVWrVkXDhg0FrW/IkCE6D/+IiEj+jH4AqFarMW/ePFy+fBmWlpb48ccf4e7uLui+FhYW6Nq1KwBg37592LlzZ9pFP+7fv4+AgAAkJCSgcOHC8PLyEu0xEJFps7e3x4oVK7Kty5cvH86fP6+HRESkL8OGDRP0I2OTJk3Qt29f8QMRyZyHhwdOnDiBiRMnwtraGhqNBmvWrIGnpyf27t1rUIfhLV68GDVq1MiyxsrKCgcOHBD049/q1atRtWrVLGt69eqFgQMH6pSTiIgMg9EfAnzz5k1MmDABQOpAz87OLsv6jRs3fnLbypUrceDAAQCpu/FaWVkhLi4OAJA/f37MmDEjy3MJCsVDgOkjY91N2dDIrSd+++03dO7cGW/fvk13u0KhQP369bF9+3aJkomL/SAfcusJUzJ//nzMnz8fycnJ6W63tLTE6NGjszz0j8TBfpCPzN4nHjx4gLFjx+LEiRNptzVu3BizZ89G8eLFpYiaI/PmzcPq1avTPTalUok6depgyZIlmV7QMCPx8fFYv349AgMDcf/+/bTbPT090bdvX7Ro0SLtyqW6Yk/IAz83yQd7Qh6MtSdycgiw0Q8A//jjD0ycOFFw/Z49ezK8PTw8HAcOHMC9e/eQkJAAR0dH1KhRAx06dEC+fPlyJSsHgPSRsb5IGRq59kRsbCzWrl2LV69eoU6dOvD29pY6kqjYD/Ih154wJbdu3cLevXthbm4OX1/fLC8uRuJiP8hHVu8TWq0We/bswcSJE/HixQsAgI2NDUaNGoUBAwbAwsJCisg5cuvWLdy+fRv58uWDh4cHLC0tc7wujUaDR48e4cOHD3B0dEShQoU+Ox97Qh74uUk+2BPyYKw9wQGggeMAkD4y1hcpQ8OekAf2g3ywJ+SBPSEP7Af5ENIT7969w08//YR169alHQb85ZdfYt68efjmm2/0GddosSfkge8R8sGekAdj7QleBISIiIiIiOg/8ubNi1mzZuHIkSOoVKkSgNQ96nx8fDB8+HCj+lJIRESUEQ4AiYiIiIjIJFSuXBmHDx/G9OnT084NvmnTJnh4eCA4ONigLhJCRESkCw4AiYiIiIjIZJibm6N///4IDw+Hj48PAODVq1cYPHgw2rVrhzt37kickIiIKPdxAEhERERERCancOHCCAwMxObNm1GsWDEAwLlz51CvXj3Mnj0bCQkJEickIiLKPRwAEhERERGRyfL29sbZs2cxZMgQmJubIykpCfPmzUPdunVx+vRpqeMRERHlCg4AiYiIiIjIpNnZ2WHSpEk4fvw4qlevDgC4f/8+OnTogO+//x4vX76UOCEREdHn4QCQiIiIiIgIgLu7O/bt24cFCxYgf/78AIBdu3bBw8MD69evh0ajkTYgERFRDnEASERERERE9P/MzMzQvXt3hIWFoVOnTgCAd+/eYfTo0WjRogVu3rwpcUIiIiLdcQBIRERERET0H05OTli2bBlCQkJQunRpAMBvv/2Gxo0bY/LkyYiNjZU4IRERkXAcABIREREREWWiTp06OH36NMaOHQsrKyuo1WosX74ctWvXxqFDh6SOR0REJAgHgEREREbm5MmTaNKkCdzd3VG+fHn4+PjgwoULUscSxX8fa4sWLRAWFiZ1LFFs27YNFStWhK2tLaytrVGiRAns3LlT6lj0mc6dO4fmzZujfPnycHd3R9OmTXH27NkcrUutVmPEiBEoVaoUXFxcUKxYMXh5eeHu3bu5nNr0WFlZYdSoUTh9+jTq1q0LAHj69Cm6d+8OPz8/PH36VLRta7VanDt3DsOHD0eXLl3Qq1cvrFu3Du/fvxdtm0REZHwUWq1WK3UIShUdHS3p9pVKJVQqFWJiYqBWqyXNYupUKhWUSiXUajViYmKkjmOy2BPywH4QLioqCt7e3njy5EmGy93c3HD06FHY29vnaP1y6olXr17By8sLjx8/znB56dKlceTIEeTNm1fPyXLf8+fPUbNmTcTFxWW43N7eHhcuXEChQoX0nMy0fW4/vHnzBt7e3rh//36Gy0uUKIGjR49CpVIJWl9QUBBGjhyJzD7a16hRA/v379c5pyHQ9/uEVqtFSEgI/P39ERUVBQCwtbXFuHHj0LdvX5ibm+fatu7evYs+ffpkeN5BOzs7TJs2DX5+frm2vc8hp/cIU8bPTfLBnpAHY+0JR0dHne/DPQCJiIiMQFxcHDw9PTMd/gHAnTt3ULNmTaSkpOgxWe6Li4uDh4dHpsM/IPVLs4eHB5KSkvSYLPfFxsaiWrVqmQ7/PtZUqVIF8fHxekxGnyMpKQkeHh6ZDv8A4OHDh6hZsyYSEhKyXd/OnTsxYsSITId/AHDp0iU0adIkR3kpPYVCgfbt2yMsLAw9evQAkPq6NGnSJHh5eeHq1au5sp3Hjx+jVatWmV505MOHDxg5ciTWrl2bK9sjIiLjxgEgERGRERg2bBjevHmTbd2LFy8wadIk8QOJaMSIEYJ+wX358iX8/f31kEg8HTt2RHJycrZ1ycnJ6Nq1qx4SUW4YO3asoCM/Xr9+jdGjR2dbN3ToUEHbvXr1KsLDwwXVUvby58+PefPm4cCBA3B3dwcA3Lx5E02bNsWYMWPw9u3bz1q/v78/Xr58mW3dpEmTEBkZ+VnbIiIi48cBIBERkYHTaDQ6Hdq3bds2EdOIS6PRYN++fYLrg4ODRUwjLrVajStXrgiuN9ZzHxqjkJAQwbW//vorNBpNpstDQ0MFDYk/+uGHHwTXkjDVq1fHsWPHMGXKFNja2kKr1SIwMBCenp4IDQ3Ncs/MzDx9+hQHDx4UVJucnIygoCCdt0FERKaFA0AiIiIDd/nyZZ0OdX3//j2ePXsmYiLxXL9+HYmJiYLrP3z4kOWhwnJ2+vRpnQYHGo0G165dEy8Q5Yo7d+5keUj3fyUkJODWrVuZLl+2bJlO23/06JFO9SSMhYUFBg0ahHPnzqUdav3y5Uv069cPnTp1wr1793Ra38mTJ7Mc/P7X8ePHdVo/ERGZHg4AiYiIDNyLFy/0ch85yMlhboZ6aFxOBjVZnVOO5OH58+c63yerfo2NjdVpXboMlUh3xYoVQ1BQEDZs2AAXFxcAwKlTp1C3bl3Mnz9f8A8Yul7h9927dzpnJSIi08IBIBERkYFzdXXV+T5FixbN/SB6UKJECZ3vU7x4cRGSiK9cuXJ6uQ/pV076Nau/YQcHB53WZWbGj/9iUygUaN68Oc6fP4/vv/8eZmZmSExMxKxZs9CgQQOcP38+23Xo+rzqWk9ERKaHnwCIiIgMXKVKlWBnZye43tHREU5OTiImEo+7uzvs7e0F1zs4OKBQoUIiJhLPN998A6VSKbje3NwcX375pYiJKDcUK1YM+fPnF1yfN29elC5dOtPlul7opnz58jrVU87Z29sjICAAR48eRdWqVQEA//zzD9q0aYPBgwdneSEYLy8vWFlZCd6Wj4/PZ+clIiLjxgEgERGREejcubPg2r59+4qYRHxdunQRXNu7d28Rk4ivUaNGgms5ADAcPXr0EFzbvXv3LJd7eHjA1tZW8PpWrFghuJZyR6VKlXDgwAHMnj0befLkAZB6gSJPT09s2rQpw8OyHRwc0K5dO0Hrt7Oz0+k9gIiITBMHgEREREbgp59+EnR4bPny5TFs2DDxA4lo+vTpKFmyZLZ17u7uGDVqlB4SiWfjxo1pA4Os5M+fHytXrtRDIsoNEyZMQNmyZbOtc3Nzw6RJk7Kt27Vrl6DttmnTBmXKlBFUS7lLqVSiV69eCAsLQ9u2bQEAMTExGD58OFq3bp3hhV6mTp2a7fOlVCqxfPlynfYqJSIi08QBIBERkREwMzNDWFgYvvnmm0xrGjZsiBMnThj8OcA+PlYPD49Ma+rXr4+TJ08a/GNVKpW4desWihUrlmmNq6srbt26pdPhwiQtMzMznDp1CnXq1Mm0platWjh79qygv+Gvv/4a+/btg6WlZaY13bp1w5o1a3KUl3KPs7MzVq9ejeDg4LTzQV64cAENGjTA9OnT010hWqVSYe/evWjRogUUCsUn63J1dcWWLVvQvHlzfcUnIiIDptBqtVqpQ1CqrM4Dog9KpRIqlQoxMTFQq9WSZjF1KpUKSqUSarUaMTExUscxWewJeWA/6O7Zs2cICAjA33//DYVCgfLly8Pf3/+zz/snx57472N1d3fHpEmTDPYch1m5e/cuBg0alHZ1YDc3NyxatEjQ3pCU+3KrH168eIGAgAD8+eefAFIv5OLv7w9nZ+ccrW/Hjh2YM2cO3r59C0tLSzRs2BDz5s3Lcjho6Az1fSI+Ph4LFy7E0qVLkZycDCD1QkezZs1C48aN09U+fPgQoaGhiIyMhK2tLWrVqoUGDRrI6kcOOb5HmCJD7QdjxJ6QB2PtCUdHR53vwwGgjHAASB8Z64uUoWFPyAP7QT7YE/LAnpAH9oN8GHpP3L59G6NGjUJ4eHjaba1atcKMGTNyPAiWAntCHgy9H4wJe0IejLUncjIAlM9PRkRERERERCamTJky2L17NxYvXgwHBwcAwJ49e+Dh4YE1a9ZwcEBERLmCA0AiIiIiIiIJKRQKdOnSBWFhYejatSsAIDY2FhMmTEDTpk1x/fp1iRMSEZGh4wCQiIiIiIhIBgoUKIBFixZh9+7daVcAvnbtGry9vTFhwgS8f/9e4oRERGSoOAAkIiIiIiKSEU9PT5w8eRITJ06EtbU1NBoN1qxZA09PT+zduxc8jTsREemKA0AiIiIiIiKZsbS0xLBhw3D27Fk0bNgQABAZGYlevXqha9euaVcEJyIiEoIDQCIiIiIiIplydXXFtm3bsHbtWhQqVAgAcOzYMdSuXRuLFy9GcnKyxAmJiMgQcABIREREREQkYwqFAq1bt0ZYWBh69+4NhUKB+Ph4BAQEoFGjRrh48aLUEYmISOY4ACQiIiIiIjIAefPmxaxZs3D48GFUrFgRAPDXX3/Bx8cHw4cPR0xMjMQJiYhIrjgAJCIiIiIiMiBVqlTBkSNHMH36dNjZ2QEANm3aBE9PT2zfvp0XCSEiok9wAEhERERERGRgzM3N0b9/f4SFhaFFixYAgOjoaAwaNAjt2rXDnTt3JE5IRERyYi51ACIiIqLPcffuXfzzzz9QKBT48ssvUaJECakjiebevXt49uwZlEolvvzyS6hUKqkjpXn37h2uXLmCuLg4FCpUCFWrVoWZmTx+a1ar1bh69SpevnwJW1tbVKtWDXnz5pU6FlGucHFxwfr163HkyBGMGzcOjx8/xrlz51CvXj0MHToUP/zwA6ytrdPdJzIyEsHBwXj79i2KFSsGX19fWFpaSvQI0tNoNPj9998RGRkJGxsbVK1aFfnz58/x+u7evYulS5fi9evXcHV1xejRo2Fvb597gYmIDIRCy/3DZSM6OlrS7SuVSqhUKsTExECtVkuaxdSpVCoolUqo1Wqey0VC7Al5YD/Ih9x64syZM1iwYAHOnz+f7vb69etjxIgR8PDwkChZ7jt79iwWLFiAc+fOpbu9Xr16GDFiBDw9PSVKljpImDNnDnbt2oW4uLi0211dXdG7d2/07dsXSqVSkmxqtRpr1qzB2rVr8fDhw7TbbW1t0aFDB4wePRrOzs45Wrfc+sGU8X3ifz58+ID58+djxYoVSElJAQCULFkSc+fORb169XDr1i307dsXt27dSnc/pVKJBg0aIDAw8JNhoVCf2xMajQaBgYFYtWoV7t+/n3a7tbU12rZti7Fjx6JIkSKC13fx4kV07949w7+J0qVL4/Dhw8iXL5/OOeWO/SAffJ+QB2PtCUdHR53vwwGgjHAASB8Z64uUoWFPyAP7QT7k1BObNm3CiBEjMj3PlVKpxPLly9GuXTs9J8t9W7ZswfDhw6HRaDJcrlQqsXTpUnTo0EHPyVL3SGzbti2ePXuWaU2rVq2wevVqvQ8BU1JS0LdvX+zbty/TGhcXF/z6668oWbKkzuuXUz+YOr5PfOrPP//EqFGjcPny5bTb6tevj7Nnz2b59+ro6IjLly/naA+5z+kJjUaDwYMHY8eOHZnWFCxYEKGhoShTpky26zt06BC6d++eZY2FhQVu3rwJBwcHnbLKHftBPvg+IQ/G2hM5GQDK47gMIiIiIoGuXr2KkSNHZnmSe7VajcGDB+Ovv/7SY7Lcd+3aNYwYMSLT4R+Q+liHDBmCiIgIPSZL3W737t2zHP4BwJ49e7BgwQI9pfqf+fPnZzn8A4Bnz56he/fu/GJGRsfd3R379u3DggUL0g6fPXXqVLZ/69HR0ZL8cLJs2bIsh38A8PLlS/j6+iIpKSnLOrVaDT8/v2y3mZycjNq1a+uUk4jIkHEASERERAZlxYoVWQ7EPkpOTsbq1av1kEg8K1euFDScSklJwapVq/SQ6H+OHj2K27dvC6pds2YN4uPjRU70P3FxcVi7dq2g2r///hvHjx8XORGR/pmZmaF79+4ICwtDxYoVBd/v4/n39CUpKQkrV64UVPvgwQMcOHAgy5px48YJvgpyVFTUJ4dDExEZKw4AiYiIyGC8f/8+2726/m3Xrl1ITEwUMZF4YmNjsWfPHsH1oaGhSEhIEDFRetu2bRNcGxMTg8OHD4uYJr3Dhw/jzZs3guu3bNkiXhgiiTk5OeHt27c63WfWrFkipfnUqVOn8PLlS8H1W7duzXJ5dnsS/teIESN0qiciMlQcABIREZHBeP78edqJ7YWIj4+X/By7OfXixQskJycLrk9ISEBUVJSIidL790U1hHj06JFIST5/W/rMRiSF169f61R/7949kZJ8KrdfS3T9IeTp06c61RMRGSoOAImIiMhgWFhY6OU+cmBubq7zffT5WC0tLUWt/xxyzkYkBTMz3b726fO1RNdtZdevCoVCp/Xl5LWWiMgQcQBIREREBqNYsWJwcnISXF+iRAmd6uWkaNGiKFSokE71BQsWFDFRelWrVtWpvlq1aiIl+ZScsxFJwc3NTaf6evXqiZTkU7r2X3b1ur7m16pVS6d6IiJDxQEgERERGQxzc3N0795dcH2PHj103htELpRKpaArWX7Uo0cPnffy+Rzfffed4Nry5cvj66+/Fi/Mf9SoUQPu7u6C63V5LESGaPLkyTrVh4aG4urVqyKlSa9ixYo6vT706NEjy+UzZszQafvz5s3TqZ6IyFBxAEhEREQGpV+/fihatGi2daVKlcr2i6Lc9enTB8WLF8+2rmTJkujZs6ceEv1P2bJl0a1bt2zrlEolpkyZotdBrEKhwOTJkwUNRP38/PDFF1/oIRWRdDw9PVGhQgXB9Tdv3kTTpk0xZswYnS8gkhP+/v6CDsXt2LEjvvrqqyxrWrZsCUdHR0Hbbd68OU8BQEQmgwNAIiIiMigFChTAzp074erqmmlNmTJlsHPnTuTNm1d/wUTg4OCAHTt2oGTJkpnWuLm5YceOHciXL58ek6WaM2cOOnbsmOlyKysrrFixAvXr19dfqP/XsGFDrFy5ElZWVpnWdOrUSa9XOyWS0uHDh7M9FLhr166YMmUKbG1todVqERgYCE9PT4SGhkKr1YqWzdPTE7/88gtsbGwyrWnVqhUWLlwoaH1Xr17N9jWxRo0a2LBhg045iYgMmUIr5is56UTqqxQqlUqoVCrExMRArVZLmsXUqVQqKJVKqNVqxMTESB3HZLEn5IH9IB9y64m4uDjs2rULQUFBuH37NhQKBcqVKwc/Pz+0adMG1tbWUkfMNXFxcQgJCUl7rEDqYbW+vr5o06ZNll+axabVahEWFobAwECcPXsWcXFxKFSoENq1awc/Pz9Be2uK6cmTJ9iwYQNCQ0Px4sUL2NnZoXbt2ujZsyc8PT1zvGei3PrBlPF9QjeBgYFYsmQJnjx5Aq1WC6VSia+++gqTJ0+Gp6cnAODx48cYP348Dh8+nHa/+vXrY86cOZn+IJEbPfH8+XNs3LgRO3fuRGRkJGxsbODp6YlevXqhTp06OvfrlClTEBgYiLi4uLTbChYsiKlTp6JDhw45yih37Af54PuEPBhrTwjd0/nfOACUEQ4A6SNjfZEyNOwJeWA/yAd7Qh7YE/LAfpAP9oQ4tFotDhw4gPHjx+P58+cAAGtrawwbNgyDBw/+ZO9a9oQ8sB/kgz0hD8baEzkZAPIQYCIiIiIiIkpHoVCgRYsWCAsLw/fffw8zMzMkJCRg1qxZaNCgAc6fPy91RCIi0gEHgERERERERJQhe3t7BAQE4OjRo6hSpQoA4J9//kGbNm0wePBgvHr1SuKEREQkBAeARERERERElKVKlSrh4MGDmD17NvLkyQMACA4OhoeHBzZv3gyNRiNxQiIiygoHgERERERERJQtpVKJXr16ISwsDG3atAEAxMTEYNiwYWjZsiUiIiKkDUhERJniAJCIiIiIiIgEc3Z2xpo1axAcHAxXV1cAQHh4OCpXroyAgIB0V90lIiJ54ACQiIiIiIiIdNawYUOcOXMGw4cPh4WFBVJSUrBw4ULUrVsXx44dkzoeERH9CweARERERERElCM2NjaYMGECzpw5g7p16wIAHj58iC5duqB3796IjIyUOCEREQEcABIREREREdFnKlu2LE6dOoWlS5fCwcEBALBnzx54enpi7dq1UKvVEickIjJtHAASERERERHRZ1MoFOjatSvCwsLQpUsXAMD79+8xfvx4NG3aFNevX5c4IRGR6eIAkIiIiIiIiHJNgQIFsHjxYuzevRtlypQBAFy7dg3e3t6YOHEiYmNjJU5IRGR6OAAkIiIiIiKiXOfp6YmTJ09iwoQJsLa2hkajwerVq+Hp6Ym9e/dCq9VKHZGIyGRwAEhERCSxgIAAuLq6wsnJCU5OTihYsCBq1qyJixcv6ryud+/eYcyYMShdujQKFiyIggULokyZMpg0aRLi4uJESE+ZmTlz5ifPa40aNRAeHq7zul6/fo2OHTvC2dkZ5ubmUCgUsLa2RufOnfH27VsR0utm27ZtqFGjBpydnVGwYEEUKVIEHTp0wJ9//il1NFmLjY3FhAkT4Obmltavbm5uGDduXI72kFq5ciUKFy6c9jf38T8fHx8R0kvr1q1b6NixI4oWLQoLCwuYm5ujTJky2Lx5s9TRkJycjN27d6NDhw5wd3eHu7s7WrdujZ07dyIxMVHqeFi4cCFKly6d7m+katWqOHHihCjbs7S0xPDhw3HmzBk0aNAAAPD8+XP06tULvr6+ePTokSjbBYDQ0FB4eHikvTa5uLigdevWuHbtmmjblEpERARGjRqF0qVLo0CBAqhQoQJmz56N58+fSx3NpMTExGD58uWoX78+3NzcULRoUfTr1w8XLlzgwJskp9Dyr1A2oqOjJd2+UqmESqVCTEwMT9IrMZVKBaVSCbVajZiYGKnjmCz2hDwYcz+8ffsWlStXzvKLfocOHbBixQpB6wsLC0OHDh2QnJyc4XIbGxvs378fFStWzFFe9oQwsbGx+Oqrr/Du3btMa1q3bo21a9cKWt/evXvRu3fvTL84KBQKbNmyBY0bN85R3s+RkJCARo0a4fbt25nWDB8+HBMmTNBjKv343H74/fff0bJly0wHQlZWVggNDUX16tUFre+rr77Cs2fPsqz5448/4OzsrHNWuZk1axbmz5+f6XI3NzecPHkS1tbWekyVKjIyEl27dsUff/yR4fIyZcpg69atKF68uJ6TAUlJSahUqRJevXqVaU2jRo2wbdu2HK1fSE9otVrs3r0bEydOxMuXLwGkvjeNGjUKAwYMgIWFRY62/V8pKSnZnnOwd+/emDVrVq5sT0oajQYBAQFYunRphsutrKywaNEitG/fXs/JTM/Zs2fRs2fPTH+Ya9++PRYtWgQrKys9JzNtxvpdwtHRUef7cA9AIiIiiVStWjXbvXx27tyJadOmZbuu+/fvo3379pkO/wAgPj4ezZo1Q1RUlM5ZSbgqVapkOfwDkPYFODt//vknevXqleVeA1qtFl26dMHdu3d1zvq5mjRpkuXwD0jd22jVqlV6SmQYnj17hhYtWmS5N1hiYiJat26Np0+fZru++vXrZzv8A5Dj4b+crF27NsvhHwDcuXMHXl5eekr0Px8+fECnTp0yHf4BwO3bt9G+fXu8efNGf8H+X7Vq1bIc/gHA8ePHMWjQINEyKBQKtGnTBuHh4ejduzcUCgXi4+MREBCARo0a5WjP94y0atUq2wuO/PLLL5gzZ06ubE9Kc+bMyXT4B6S+lgwYMABHjhzRYyrTc/36dfj6+ma5V/6uXbswfPhwPaYiSo8DQCIiIgmsWLEi2yHRR8uXL8+25ocffkBKSkq2dYmJiRg1apSg7ZLuAgMDBX+xF7IHoJ+fn+Btd+/eXXBtbjh58qTgQ3xnzJghchrDMnz48CyH9R8lJyfjhx9+yLYuIiJC8LYHDhwouFaOAgICBNXdunVL7wOPoKAg/PXXX9nWPXjwAGvWrNFDov/Zv38/IiMjBdVu375d9L288+bNi1mzZuHw4cNpg+m//voLPj4+GDFixGftpfP777/j8uXLgmp//vlnaDSaHG9LapGRkVi0aFG2dVqtFv7+/gb9WOUuICAA8fHx2dbt2LEDv//+ux4SEX2KA0AiIiIJLFiwQHCtWq3O8jDghIQEnfaaOHr0KL8EiESXw8k0Gk2Wfwfx8fF4+PCh4PX9888/ej00e/r06YJr4+Pjc3xYobHRaDQ4ffq04Ppz585lOdxv3bq1TtvfuXOnTvVysnPnTp3OZfrTTz+JmCY9rVaLwMBAwfUbN24U9KNNbtH1MHwheyjnhipVquDIkSOYPn067OzsAKQOUj09PbF9+/YcnTNt8uTJgmuTk5OxcuVKnbchF5s2bRL8d3Tv3j2cOXNG5ESm6e7duzq9ruvyWkGUmzgAJCIikoCuF24ICQnJdFl4eLhOA73k5GTcv39fp+2TMLrutbJnz55Ml+Vk76Xz58/rfJ+c0vWQ4wMHDoiUxLDcvHlTp0GtWq3Ocm+RK1eu6LR9Qz79t65/Q/fu3RMpyadevXql0/YiIyPx+PFjEROl9+LFC53qjx8/LlKST5mbm6N///4ICwtDixYtAKSeG33QoEFo37497ty5o9P6hOyF+W/Hjh3TqV5OdD1kWuiekaQbXf9dL126JFISoqxxAEhERCQBXb+EZ3WusJxc3ffDhw8634dyX1JSUqbLhB4i/m/6vCKwrnsbyuHqp3KQk6v7ZnUfU9qbV9e/IX3+22TVy7l5n5zS9T1Hn3snfuTi4oL169dj8+bNKFq0KIDUiyrUq1cPs2fPRkJCgqD1mNJrk65/Q4b8WOVM1+dBn71P9G8cABIREUnA3Nxcp/pSpUpluqxChQo6bz+r9VHO6fq8ZnUl0G+++Ubn7X/99dc63yen8ubNq1M9/+ZSlS1bVuf7uLu7Z7osT548nxPHoOj6N2Rvby9Skk8VKFBAp6sOK5VKvV6RWderjhYuXFikJNnz9vbGuXPnMGTIECiVSiQlJWHevHmoV6+eoMMsVSqVTtuT4orMueXjoFSsehJG13/XIkWKiJSEKGscABIREUnA09NTp/q5c+dmuqxEiRIoVKiQ4HWVKlVKr1+MTUndunV1qp83b16my8qUKaPTQMHOzk6vX9o7dOigUz0vPpOqQIECKFasmOD6IkWKZNnfmzZt0mn7jo6OOtXLybBhw6BQKATXt2/fXsQ06VlZWaFNmzaC65s2bYp8+fKJF+g/WrZsqVN9Vq9N+mBnZ4dJkybhxIkTqF69OoDUQ7o7dOiAAQMG4OXLl5neV9cLIo0bN+6zskrp22+/FVxrbW2NVq1aiZjGdNWpU0engb4uzxtRbuIAkIiISAK6nHS8RIkScHJyyrJm2LBhgtenr5O7myIhV2z+yMXFJdu9Bvr16yd4fUOHDhVcmxvGjh0reI/H6tWro0CBAiInMhxjx44VXDt69Ogsl1evXh1mZsI/0h8+fFhwrdwUKFAANWrUEFRrbm6O8ePHi5wovf79+0OpVGZbp1Ao8P333+sh0f8sXLhQ8PC0QIECWe51qk/u7u7Yt28fFixYkDYw3blzJzw9PbFhw4YMD/MePHiw4B9P3N3dUaJEiVzNrE916tRJu4pydrp06QIHBweRE5kmCwsL9O/fX1Cts7Mz2rZtK3IiooxxAEhERCQBJycnTJkyJds6KysrnDp1Ktu6Pn36pJ08PSvdunXjHgAicnBwEHQlYEtLS0FXY/T390elSpWyratevTpGjBghKGNusbW1xYYNG7IdKjg6Ohr0lWfF8O2336Jjx47Z1rVr1w6+vr7Z1gk9AX2bNm0M+nBHANi+fTsKFiyYZY1CocC6dev0vqdzhQoVsHDhwmwHsjNmzEDNmjX1lCqVpaUlli1blm2dubk5zp49q4dEwpmZmaF79+4IDw9P65u3b99i1KhRaNGiBSIiItLVm5ubIzg4ONvnIV++fNi9e7doufVBoVBg/fr12f6YVKtWLUydOlVPqUzTwIEDs93rOH/+/Ni0aVPaFa+J9I0DQCIiIokMGjQIK1asgI2NTYbL3dzc8M8//wj+Ert+/XqMGDECtra2nyzLkycPJk+ejIULF35WZspe7969sXbt2gyfByD1EOy///5b8OF/x48fR/v27TP8MmtmZoYuXbpIdoVdb29v7N27N8OhkpmZGerXr4/ff/89038LU7Z8+XKMHz8+w/62s7PD2LFjsWrVKkHrKl68OP74448s98gcOHAg1qxZk+O8cmFra4srV66gYcOGGfZEsWLFsGfPHjRr1kyCdKl7WW3fvj3Dc3hWrVoVmzdvRt++fSVIBnTs2BFbt27N9D2lWLFiiIiIyHaPc6k4OTlh+fLl2LVrV9r5IH/77Tc0atQIU6ZMSXdxK09PTxw9ehQlS5b8ZD0KhQKenp64evUq8ufPr6/4oilevDgOHToEX1/fTz5PODk5YeTIkQgODs70swblDjMzMyxfvhwBAQGfnObB3NwcLVu2xKFDh/DVV19JlJAIUGh1vSQUiSY6OlrS7SuVSqhUKsTExOh89SzKXSqVCkqlEmq1GjExMVLHMVnsCXkwlX44d+4c1qxZg9jYWJQqVQqTJ0/+rL1Xfv31V1y8eBEKhQJ169ZF06ZNPzsje0J34eHhWLlyJWJjY1GyZElMmTLls57XFStW4Ny5czAzM0OTJk3QrVu3XEz7eW7fvo3g4GC8f/8exYsXR69evYx68Jeb/bB//36cP38eWq0Wnp6eOp+v7d8ePXqEzp07IyoqClZWVhg5ciR69uz5WfnkKiEhAevWrcPz58+RN29edOvWTdKLV/zX33//jT///BNA6jk9y5cvL3Gi/7l27RoWLVqEd+/eoWjRopg8efJnHx6qz/eIhIQELFmyBD///HPaFVWLFi2KWbNmoUmTJulq79+/j82bN+Pdu3coUqQIevfubbTnwX3z5g1u3ryJDx8+wMHBAZUqVdL5AjD0+dRqNS5cuIAXL17A0dER5cqVk+1g3RQY63eJnJzTlwNAGeEAkD4y1hcpQ8OekAf2g3ywJ+SBPSEP7Af5YE/IgxQ9cffuXYwePTrdYcstWrTAjBkzTPZKq+wH+eD7hDwYa0/kZADIQ4CJiIiIiIjI4JQuXRq7du3C8uXL074M79+/H7Vq1cLKlSuRkpIicUIiIvngAJCIiIiIiIgMkkKhQMeOHREeHg4/Pz8AwIcPH+Dv7w8vLy9cvXpV4oRERPLAASAREREREREZtPz582P+/PnYv38/3N3dAQA3b95E06ZNMWbMGLx7907ihERE0uIAkIiIiIiIiIxCjRo1cOzYMUyePBm2trbQarUIDAyEh4cHQkNDwVPgE5Gp4gCQiIiIiIiIjIaFhQUGDx6Mc+fOwdvbGwDw8uVL9OvXD506dcL9+/clTkhEpH8cABIREREREZHRKVasGDZt2oT169ejcOHCAIBTp06hbt26mD9/PhITEyVOSESkPxwAEhERERERkVFSKBRo0aIFwsLC8P3338PMzAwJCQmYNWsWGjRogPPnz0sdkYhILzgAJCIiIiIiIqNmb2+PgIAAHD16FFWqVAEA/PPPP2jTpg2GDBmCV69eSZyQiEhcHAASERERERGRSahUqRIOHjyIWbNmIU+ePACAbdu2wcPDA5s3b+ZFQojIaHEASERERERERCZDqVSid+/eCAsLQ5s2bQAAMTExGDZsGFq1aoW///5b2oBERCIwlzoAEREREZGpevPmDWbPno0bN25Aq9WiYsWKGDduHFQqVY7Wd+3aNSxcuBCRkZGws7NDy5Yt0aNHD5iZ8Xd/fXr37h1mzZqF69evQ6vVokKFChg/fnyOn9fcpNVqcfXqVZw6dQofPnyAk5MTWrZsiaJFi0odTe+cnZ2xZs0adO7cGePGjcODBw9w4cIFNGjQAIMGDcLw4cNha2srdUwiolyh0HIfZ9mIjo6WdPtKpRIqlQoxMTFQq9WSZjF1KpUKSqUSarUaMTExUscxWewJeWA/yAd7Qh7YE/Lwuf2g0Wjg5+eHI0eOfHLIoUKhQKNGjbB582bBg7uHDx+iTZs2ePLkySfLrKysMHXqVPTu3VvnnIZATj2h0WjQq1cvHDhwIMPntX79+ti2bZtkA9mrV69izJgxuH79errbzczM0Lx5c8ydOxeOjo45Wrehv0fEx8dj4cKFWLp0KZKTkwEAJUqUwOzZs9GoUSOJ0wknp34wdYbeE8bCWHsiJ6/V/CmQiIiIiEjPvLy8cPjw4QzPN6bVanHs2DE0bNgQGo0m23U9fvwYtWrVynD4BwCJiYkYN24clixZ8tm5KWvNmjXD/v37M31eT548ibp16wp6XnPbhQsX0KZNm0+Gf0Dq4HLfvn3w8fGRfKcEqdjY2GDChAk4efIkPDw8AKQO1jt37ow+ffogMjJS4oRERJ+HA0AiIiIiIj2aN28ebty4kW1dREQEZs+enW1dhw4dkJiYmG1dQEAAoqKiBGUk3S1duhRXr17Ntu7vv//GtGnT9JDofxITE9GnTx/Ex8dnWXf37l2MGzdOT6nkqWzZsti9ezcWLVoEBwcHAMDu3bvh6emJtWvXck8uIjJYHAASEREREenRmjVrBNcGBgZmufzOnTu4d++eoHVptVpMnjxZ8LZJN8uXLxdcGxQUJGKST+3duxcvXrwQVLtv3z48f/5c5ETyplAo0LVrV4SFhaFLly4AgPfv32P8+PFo2rRphntREhHJHQeARERERER68vTpU7x+/VpwfUxMDO7fv5/p8sWLF+u0/aNHj+pUT8JERUXptHflu3fvcOvWLRETpbd7927BtWq1Gvv27RMxjeEoUKAAFi9ejN27d6NMmTIAUi+04+3tjYkTJyI2NlbihEREwnEASERERESkJ1kN8zLz4MGDTJcJ3avro+wOAaWcefTokc73ycnfQk69evVK1Hpj5+npiZMnT2LChAmwtraGRqPB6tWr4enpiX379mV4zkciIrnhAJCIiIiISE8KFiyo832yutJf3rx5dVqXhYWFztun7OX285rb7OzsdKq3t7cXKYnhsrS0xPDhw3HmzBk0aNAAAPD8+XP07NkT3bp1y9EQmIhInzgAJCIiIiLSEzc3N1hbWwuut7KyQvny5TNd3q1bN522X6VKFZ3qSZhixYrB1tZWcL2lpSWqVasmYqL0GjZsqFP9xwEXRGKE7gAARS1JREFUfapkyZIIDg7G6tWr0wa/R44cQZ06dbBkyRIkJydLnJCIKGMcABIRERER6YmZmRlatWoluN7HxwdmZpl/ZK9Xr17alUqFCAgIEFxLumnfvr3g2iZNmmT5vOa2zp07w8bGRlDtN998k+XQmVIvEtK2bVuEh4ejV69eUCgUiIuLw7Rp09CoUSNcunRJ6ohERJ/gAJCIiIiISI/mzp2L/PnzZ1uXN29ezJs3L9u65cuXQ6FQZFvXvHlzDnZE9NNPPwkaxubJkwc///yz+IH+RaVSYcaMGdnW2dvbY/bs2XpIZBzy5s2L2bNn49ChQ6hQoQIA4K+//kKLFi0wYsQIxMTESJyQiOh/OAAkIiIiItIjW1tbhIWFwcXFJdMaZ2dnhIWFCToXW6NGjfDLL7/A3Nw805qWLVtiw4YNOcpLwlhbW+PChQsoWrRopjUFCxZEWFiYzuduzA3du3fHwoULMz1UuVixYggNDeWQOAeqVq2Ko0ePIiAgIO18i0FBQfD09MT27dt5kRAikgUOAImIiIiI9MzJyQnXr1/Hxo0bUaFCBeTPnx/58+dH+fLlsX79evzxxx8oVKiQ4PW1bNkSDx8+xIgRI1C0aFHkzZsXBQoUgLe3Ny5cuIB169aJ+GjoI5VKhd9//x1BQUGoVKlS2vPq7u6ONWvWICIiAs7OzpLl69atG27cuIEZM2bAy8sLnp6eaN26NQIDA3Hp0iVUrlxZsmyGztzcHN9//z3CwsLQokULAEB0dDQGDRqE9u3b486dOxInJCJTp9Dy5wjZiI6OlnT7SqUSKpUKMTExUKvVkmYxdSqVCkqlEmq1mocOSIg9IQ/sB/lgT8gDe0Ie2A/ywZ6QB/ZEekeOHMHYsWPx5MkTAKkXfhk6dCh++OEHnS4EpCv2g3ywJ+TBWHsiJ1eS5x6ARERERERERLnI29sb586dw5AhQ6BUKpGUlIR58+ahXr16OHPmjNTxiMgEcQBIRERERERElMvs7OwwadIknDhxAtWrVwcA3Lt3D+3bt8eAAQPw8uVLiRMSkSnhAJCIiIiIiIhIJO7u7ti3bx/mz5+PfPnyAQB27twJT09PbNy4ERqNRuKERGQKOAAkIiIiIiIiEpGZmRn8/PwQFhaGjh07AgDevn2LkSNHwsfHBxERERInJCJjxwEgERERERERkR4ULFgQy5cvx65du1CqVCkAwOXLl9GoUSNMnToVHz58kDghERkrDgCJiIiIiIiI9Khu3bo4ffo0Ro8eDUtLS6jVaixduhS1a9fG4cOHpY5HREaIA0AiIiIiIiIiPbO2tsaYMWNw5swZ1KlTBwDw5MkTdOvWDd999x2ePn0qcUIiMiYcABIRERERERFJpHTp0ti1axeWL18OR0dHAMD+/ftRq1YtrFy5EikpKRInJCJjwAEgERERERERkYQUCgU6duyI8PBw+Pn5AQA+fPgAf39/eHl54erVqxInJCJDxwEgERERERERkQzkz58f8+fPx/79+1GuXDkAwM2bN9G0aVOMHTsW7969kzghERkqDgCJiIiIDERSUhIePHiABw8eICkpSeo4lEuSkpLw6NEjPHr0KFee1/fv3+P+/fuIjIyEVqvNhYSUE3Fxcbh48SIuXLiA2NjYz15fbj6vWq0WL168wP37941+oKTVavHy5Uvcu3cPb9++lTrOJyIjI3H27FncuHEDGo0m7fYaNWrg+PHjmDRpEmxsbKDVarFu3Tp4eHggNDSUvU1EOuMAkIiIiEjmHj16hAkTJqBcuXJwc3NDyZIl4eLiAn9/fzx58kTqeJRDT548wY8//gh3d3dUq1YN1apVQ7ly5TBx4kQ8evRI5/WdPXsW3bp1g5ubG2rUqIGKFSuiVq1aWLNmDRISEkR4BJSRK1euoHHjxnB1dYWPjw9atmyJkiVLol69ejh37pzO6zt//jx69OiR7nn18PDAqlWrEB8fr9O6kpKSsH79etSvXx8VKlRAjRo1ULp0aXz77bc4ceKEztnkLCkpCRs3bkSDBg1Qvnx5fPPNN3Bzc0OnTp1w7NgxqeNh7dq1qFixIipWrIh27dqhUaNGKFq0KPz8/PDq1SsAgIWFBYYMGYJz587B29sbAPDy5Uv069cP3377Le7fvy/lQyAiA6PQ8qcD2YiOjpZ0+0qlEiqVCjExMVCr1ZJmMXUqlQpKpRJqtRoxMTFSxzFZ7Al5YD/IB3tCGufPn0f37t3x/v37DJfny5cPW7ZsQY0aNfSczLR9bj9cvHgRvr6+me6RlDdvXmzatAkeHh6C1jdv3jzMnj070+XVqlXDtm3bkD9/fp2zyp2c3ic2b96M4cOHZ7l31rRp0zBgwABB61u4cCF++umnTJdXrlwZwcHBcHBwyHZdsbGx8PX1RVhYWKY1Q4YMgb+/PxQKhaB8/yan94jY2Fh069YN58+fz7Rm4MCBmDJlSo4e6+fq0qVLlkNIa2trHD9+HGXKlEm7TavV4v/au/f4HOvHj+Pveyczs9kcojkfciyiwrA5nyXkkEP0TYqkUJTfyKEoh6Qk+UaZRCbR14qJtWErZ9JEDqtJmIyx2fn+/SF3tNO9sV23e6/n4+Hxvd33576u933f++z+9nZd1yc4OFiTJk3Sn3/+aRk3duxYjR49Wi4uLpJsaz4UdbY0J4oye50TNxYMyguOAAQAALBR0dHROZZ/knT58mUNGjRIf/zxRyEmw+2IiYnJsfyTpPj4eA0aNEi//fZbrtv7/PPPcyz/pOtHpT399NOcNliADhw4kGv5J0lTpkxRWFhYrtsLCgrKsfy7sc9hw4ZZ9bmOGjUqx/JPkt5//319/PHHuW7L1o0ePTrH8k+SFi1apI8++qiQEv3jtddey/UIxKSkJHXq1OmW1X9NJpO6d++uiIgIPfvss3JwcFBSUpJmzZqlNm3a5Pp6AYACEAAAwEYtXrw4x/LvhkuXLum///1vISTCnbBkyRKrrkV25cqVXAuK9PR0zZ0716r9hoeH68cff7RqLPJu4sSJVhesAQEBOT6ekZGh2bNnW7WtyMjIXE8tPnjwoL799lurtjd//vy7+hqjhw8fVnBwsFVjFyxYoOTk5AJO9I+MjAwtX77cqrFXr17Ve++9l+l+d3d3vfHGGwoJCVGjRo0kSceOHdNjjz2mF154wfCzygDYLgpAAAAAG5ScnKw1a9ZYPf7zzz9XampqASbCnZCamqrVq1dbPf6LL77IsaAICwtTTEyM1dtbsWKF1WNhvZSUFO3fv9/q8b/88kuOp6Lt3LlT0dHRVm8vt8/1s88+s3pbsbGx2rx5s9XjbU1efsYvXLigTZs2FWCaWy1btixPv6c/+eSTbB9r2LChNm3apLfeekslS5aUJK1evVr16tXTsmXLONoXQCZORgfAP0wmkxwcjOtkHR0db/lf2AY+D+MwJ2wPn4WxmBOF6+zZs1Yd/XdDXFyc/vrrL/n4+BRgKtyQ3/nw559/6tKlS1aPj4+P1/nz51W1atUsHz969Gie9n/06FG7nsNGvbbjx4/nuXA5cOCA2rdvn+Vjx44dy9O2fvnllxxfe15/To4dO5bn99JWviPy+t4V5pzYs2dPnsb/9ddfOWZzdHTUiBEj1KNHDwUEBOirr77SxYsX9fTTT+uTTz7R7NmzVadOnduNjXyylTmBfxT1z4IC0IYUL15cbm5uRseQh4eH0RHwtxsXjoWxmBO2gflgO5gThcPT0zPPzylVqhTzpJDldT7kpdS9wdPTM9vPNa//39Gef5ca+dry83vR3d290D5XJ6e8/Wdf8eLF8/1eGv0dUZivNa9uLNRhLZPJZFU2Ly8vrVu3Tps2bdLzzz+vkydPaseOHfL399crr7yigIAAFS9ePL+xcZuMnhO4zp6//6xFAWhDrl27VqjXoPg3R0dHeXh4KD4+nlWKDObh4WFZqSg+Pt7oOEUWc8I2MB9sB3OicLm7u6tkyZJWF0ZeXl5ycXGxqxXubFl+54Orq6s8PT2tugagJJUsWVJubm7Zfq5VqlSxet+SVKtWLbv7GbGF74kKFSrIZDLl6SjA++67L9vPonLlynnaf26fa82aNbV9+3art1elSpU8/5zYyndEzZo19f3331s9Pj+vNb8aNWqkVatWWT3e29s7T9maNm2qgwcPatasWZozZ45SU1M1c+ZMff7555o9e3a2R5yiYNjKnCjqbOE7oiDkp8ykALQhZrPZJn4xpKen20QOXMdnYTzmhO3gc7ANzInC4eTkpH79+mnp0qVWjR84cKAcHBz4bApZXueDg4ODnnjiCS1evNiq8QMGDJCTk1O2+2jVqpUqVapk9XUABw8ebNc/I0a9NkdHRz344IPat2+fVePr1KkjT0/PbPM2b95cVatWtfo6gEOGDMnxtQ8aNCjH68ndrGzZsurQoUO+30ujvyMGDhxo9UrGZcqUUadOnQot77BhwxQQEGD1dQCfeuqpPGfz8PDQm2++qQEDBmjEiBH64YcfFB0drX79+qlnz5564403VL58+fzERz4ZPSfwj6L+ObAICAAAgI167rnnLBd3z0mpUqX0zDPPFEIi3AkjRoyw6hRvDw8PPfvsszmOcXR01Msvv2zVfv38/NS0aVOrxiLv3n77bZlMJqvGvvHGGzk+7uDgoAkTJli1rebNm6tly5Y5jmnYsKG6dOli1fbGjh2b51NVbcn999+vbt26WTX2xRdfVLFixQo40T8cHBw0dOhQq8aWKFFCY8aMyfe+6tWrp6+//loLFiyQt7e3JGnDhg3y9fXV0qVLi3wRAhRFFIAAAAA2qmrVqlqxYkWOJaCnp6dWrlzJ4h93kUqVKmnlypU5loAeHh5asWKFVaf4Dhw4MNeyqEmTJlq6dKnVBRXyrlGjRpo3b16u7/G0adPk7++f6/b69u2rSZMm5TimYcOG+vTTT636XBctWqTmzZvnOGb06NEaPnx4rtuydQsXLpSvr2+OY0aOHJlrwV4QZs2aleupuK6urtq0aVOer2f4byaTSQMHDlRERIQGDBgg6fp1SF999VV16dJFBw8evK3tA7i7UAACAADYsBYtWig0NFQjRoy45ULipUqV0siRI/X999/rkUceMTAh8qNp06YKDQ3Vc889d0sR6OHhoREjRig0NDTXAuNmr7zyitatW6fOnTvLweGf/4tfq1YtzZw5U+vXr1epUqXu5EtAFoYMGaJvv/1WDRs2zFTK1atXT1999ZVGjRpl9fbGjh2r9evXq2vXrrd8rjVq1NAbb7yh//3vf5aju3Lj7u6utWvXas6cOapXr57lfpPJpHbt2mn16tV6/fXX7aIkdnd3V1BQkObOnav69evf8ljbtm21atUqTZ8+3bDXumrVKs2aNSvTqbjOzs7q1KmT9u3bd0dX7y1durTef/99rV+/Xvfdd58kaf/+/erYsaMCAgJ09erVO7YvALbLZM7revUoMBcuXDB0/zdWxYmLi+OQcIN5eXlZLlRqbxfqvpswJ2wD88F2MCeMl5KSosTERDk5Oemee+5RQkKC0ZGKrDs5H1JSUnT27FmZzWZVqFDhtk+/jI+P14ULF+Tm5qZ77rnHLgqdnNjq90RiYqIOHTqkjIwMNWjQ4LZXAr1y5YpiY2PvyOdqNpt1/vx5JSQkqHTp0vladfzfbPU7oiBe65109uxZHT16VF5eXmrQoMEtRW9+5DYfUlJStHDhQs2fP19JSUmSri9iM3PmTHXr1s3uf18UJludE0WNrX5H3K4yZcrk+TkUgDaEAhA32OsvqbsNc8I2MB9sB3PCNjAnbAPzwXYwJ2wDc8I2WDsfTp06pYkTJyo0NNRyX8eOHTVr1qw8r0KNrDEnbIO9fkfkpwDkFGAAAAAAAIqQatWq6YsvvtCSJUtUrlw5SVJISIhatWql999/3+qVigHcPSgAAQAAAAAoYkwmk3r16qXIyEj95z//kclkUmJioqZPn6727dtr165dRkcEcAdRAAIAAAAAUER5eHjo7bff1qZNm9SgQQNJUlRUlLp166bx48fb1WmTQFFGAQgAAAAAQBHXuHFjbdmyRTNmzJCbm5skKTAwUL6+vgoKChLLBwB3NwpAAAAAAAAgJycnPffcc4qIiFC3bt0kXV+sctSoUerTp49OnDhhcEIA+UUBCAAAAAAALHx8fPTpp5/qs88+U8WKFSVJ27dvl5+fn2bPnq2kpCSDEwLIKwpAAAAAAACQSadOnbRjxw6NHj1ajo6OSklJ0Zw5c+Tv76/w8HCj4wHIAwpAAAAAAACQpRIlSuj111/X1q1b9fDDD0uSTp48qT59+mjkyJE6f/68wQkBWIMCEAAAAAAA5Kh+/frauHGj5s2bJ09PT0nS2rVr5evrq8DAQGVkZBicEEBOKAABAAAAAECuHBwc9OSTTyoiIkJ9+/aVJF2+fFnjx49X9+7dFRUVZXBCANlxMjoAAAAAACBr6enp2rp1q9atW6ezZ8+qePHiatmypZ544gl5e3sbHQ926sSJE1qxYoV+/vlnZWRkqEaNGho8eLAeeOABSVK5cuW0aNEi9e/fXxMmTNDJkye1e/dutW3bViNHjtTLL7+sEiVKGPwqANzMZDabzUaHwHUXLlwwdP+Ojo7y8vJSXFyc0tPTDc1S1Hl5ecnR0VHp6emKi4szOk6RxZywDcwH28GcsA3MCdvAfLAd9jwnjh49qmHDhun48eOZHitWrJgCAgL07LPPymQyGZDuVswJ23C78yEpKUkvv/yyvvjiiywfb9++vRYvXmw5BfjGc9577z0tWLBAKSkpkqRKlSrprbfeUseOHfP3QuwAc8I22Ot3RJkyZfL8HE4BBgAAAAAbc/LkST366KNZln+SlJycrMmTJ2vRokWFnAz2KiMjQyNGjMi2/JOk7777Tv3799e1a9cs97m6umrChAkKCwtTq1atJEkxMTEaNGiQhg0bpjNnzhR4dgC5owAEAAAAABszZcoUXbx4MddxM2bM0B9//FEIiWDv/ve//+nbb7/NddzevXu1bNmyTPfXrFlTX375pRYtWmQ5Oik4OFi+vr5avHix0tLS7nhmANajAAQAAAAAG/L7778rJCTEqrHp6ekKDAws4EQoCpYuXWr12E8//TTLVX9NJpP69u2riIgIDRkyRJKUkJCgyZMnq2PHjtq3b98dywsgbygAAQAAAMCGhIWFKS+Xag8NDS3ANCgKEhMTFRkZafX46OhonTp1KtvHvby89M477yg4OFh169aVJP3000/q3LmzJk6cqPj4+NvODCBvKAABAAAAwIYkJCTkafzVq1cLKAmKisTExDw/x5qfu0ceeURbt27VlClTVLx4cZnNZi1btkzNmzfXV199laeiG8DtoQAEAAAAABtSunTpPI3Pz2qQwM08PDzk7Oycp+dY+3Pn7OysF154QTt27LCsCnz+/HmNGDFC/fv3z/FIQgB3DgUgAAAAANi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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_abline(intercept=45, # set the y-intercept value\n", - " slope=-5 # set the slope value\n", - " ) \n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can plot two lines on one plot:" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:11.457029Z", - "iopub.status.busy": "2024-01-09T15:10:11.456800Z", - "iopub.status.idle": "2024-01-09T15:10:11.746936Z", - "shell.execute_reply": "2024-01-09T15:10:11.746413Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point() \n", - " + geom_abline(intercept=[45,45], # add many lines to a plot using a list for the y-intercepts...\n", - " slope=[-5,-7] # ... and for the slopes\n", - " )\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can change the look of the line:" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:11.749826Z", - "iopub.status.busy": "2024-01-09T15:10:11.749591Z", - "iopub.status.idle": "2024-01-09T15:10:12.076273Z", - "shell.execute_reply": "2024-01-09T15:10:12.075721Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_abline(intercept=45,\n", - " slope=-5,\n", - " color='blue', # set line colour\n", - " size=2, # set line thickness\n", - " linetype=\"dashed\" # set line type\n", - " )\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "`geom_abline()` can be used with a facet plot:" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:12.079083Z", - "iopub.status.busy": "2024-01-09T15:10:12.078736Z", - "iopub.status.idle": "2024-01-09T15:10:12.512346Z", - "shell.execute_reply": "2024-01-09T15:10:12.511744Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_abline(intercept=45,slope=-5) # add a line ...\n", - " + facet_grid('drv ~ .') # ... to a facet plot.\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/examples/geom_abline.out.ipynb b/examples/geom_abline.out.ipynb deleted file mode 100644 index ab03eff66..000000000 --- a/examples/geom_abline.out.ipynb +++ /dev/null @@ -1,303 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# AB line" - ], - "id": "50955713-a8b6-49a7-9fc5-dd486f7aa7e4" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:08.851520Z", - "iopub.status.busy": "2024-01-09T15:10:08.851201Z", - "iopub.status.idle": "2024-01-09T15:10:09.693999Z", - "shell.execute_reply": "2024-01-09T15:10:09.693225Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " labs,\n", - " geom_abline,\n", - " facet_grid\n", - ")\n", - "from plotnine.data import mpg\n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### AB line\n", - "\n", - "`geom_abline()` draws a line when the yintercept and gradient is\n", - "supplied, and is useful as a guide." - ], - "id": "ceb77182-e1dd-4d1f-973f-22829385b5fc" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:09.697455Z", - "iopub.status.busy": "2024-01-09T15:10:09.697177Z", - "iopub.status.idle": "2024-01-09T15:10:09.711261Z", - "shell.execute_reply": "2024-01-09T15:10:09.710732Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "# inspect the data\n", - "mpg.head()" - ], - "id": "cell-2" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "It’s useful to use `geom_abline()` with some data, so we start with a\n", - "basic scatter plot:" - ], - "id": "91ca9499-e4e0-4156-b756-df30b0f66ce7" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:09.750293Z", - "iopub.status.busy": "2024-01-09T15:10:09.750049Z", - "iopub.status.idle": "2024-01-09T15:10:11.062039Z", - "shell.execute_reply": "2024-01-09T15:10:11.061243Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-4" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Now layer a line over the scatter plot using `geom_abline()`.\n", - "`geom_abline()` requires inputs for the slope (default slope is 1) and\n", - "y-intercept (default value is \\[0,0\\])." - ], - "id": "2f20a93b-2450-4b70-b3a3-2c972046b5a9" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:11.065958Z", - "iopub.status.busy": "2024-01-09T15:10:11.065532Z", - "iopub.status.idle": "2024-01-09T15:10:11.454035Z", - "shell.execute_reply": "2024-01-09T15:10:11.453487Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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58+aGfz0BAAAAAJBWUAAixSxevFgvv/yyli9frvj4+KTHr1+/runT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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_abline(intercept=45, # set the y-intercept value\n", - " slope=-5 # set the slope value\n", - " ) \n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-6" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can plot two lines on one plot:" - ], - "id": "67e334de-916b-4928-94d6-fce1625b74f7" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:11.457029Z", - "iopub.status.busy": "2024-01-09T15:10:11.456800Z", - "iopub.status.idle": "2024-01-09T15:10:11.746936Z", - "shell.execute_reply": "2024-01-09T15:10:11.746413Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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SyMfHx6nrswIvLy/16dNHkZGRCgwMlCSdOnVKLVu2VNu2bfXnn38a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\nzsmTJ2OcNReXgwcPsnLlSn766ScuXLjAw4cPCQ8Pf2HtlStXnvv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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point() \n", - " + geom_abline(intercept=[45,45], # add many lines to a plot using a list for the y-intercepts...\n", - " slope=[-5,-7] # ... and for the slopes\n", - " )\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-8" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can change the look of the line:" - ], - "id": "d512ceca-fbb2-4d37-be40-3fe5f9a5c0be" - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:11.749826Z", - "iopub.status.busy": "2024-01-09T15:10:11.749591Z", - "iopub.status.idle": "2024-01-09T15:10:12.076273Z", - "shell.execute_reply": "2024-01-09T15:10:12.075721Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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Xr55b4z3VsGFDn46H/3TqlK1vvknU0KHpslrP3hY8alS6KlZk3UYA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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_abline(intercept=45,\n", - " slope=-5,\n", - " color='blue', # set line colour\n", - " size=2, # set line thickness\n", - " linetype=\"dashed\" # set line type\n", - " )\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-10" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "`geom_abline()` can be used with a facet plot:" - ], - "id": "bfcf297c-8870-4f52-b17e-3017db1e2ddb" - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:12.079083Z", - "iopub.status.busy": "2024-01-09T15:10:12.078736Z", - "iopub.status.idle": "2024-01-09T15:10:12.512346Z", - "shell.execute_reply": "2024-01-09T15:10:12.511744Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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Pj48o10NEREREREREZElYACSLI5FIMGjQIAwaNAg33HADAN3y4IKCAqEoqFKpkJ6ejsbG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YJ5Xt3r1bu3fv1ueff270ERsb67SfYEJCgry8vEwbFwAAAAC0lcsXAAEA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\nxx5rMZaioiJdeumlSk9Pb+dRAgB6GgqAAAAAANCCwMB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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_abline(intercept=45,slope=-5) # add a line ...\n", - " + facet_grid('drv ~ .') # ... to a facet plot.\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-12" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - } -} \ No newline at end of file diff --git a/examples/geom_abline_files/figure-html/cell-4-output-1.png b/examples/geom_abline_files/figure-html/cell-4-output-1.png deleted file mode 100644 index 598252e20..000000000 Binary files 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b/examples/geom_abline_files/figure-html/cell-8-output-1.png deleted file mode 100644 index 86333e7ce..000000000 Binary files a/examples/geom_abline_files/figure-html/cell-8-output-1.png and /dev/null differ diff --git a/examples/geom_bar-preview.html b/examples/geom_bar-preview.html deleted file mode 100644 index 7ba2df355..000000000 --- a/examples/geom_bar-preview.html +++ /dev/null @@ -1,846 +0,0 @@ - - - - - - - - - plotnine 0.0.post1+g7159748 - Bar chart - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
- - Back to Article -
Bar chart
- - Download Notebook -
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Bar chart

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In [1]:
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import pandas as pd
-import numpy as np
-
-from plotnine import (
-    ggplot,
-    aes,
-    geom_bar,
-    coord_flip,
-    theme_classic
-)
-from plotnine.data import mpg
-
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Bar chart

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geom_bar() makes the height of the bar proportional to the number of cases in each group

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In [2]:
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mpg.head()
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manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
3audia42.020084auto(av)f2130pcompact
4audia42.819996auto(l5)f1626pcompact
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In [3]:
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ggplot(mpg) + geom_bar(aes(x='class'))
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In [4]:
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ggplot(mpg) + geom_bar(aes(x='class', fill='drv'))
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In [5]:
-
(
-    ggplot(mpg) 
-    + geom_bar(aes(x='class', fill='drv'))
-    + coord_flip()
-    + theme_classic()
-)
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- - \ No newline at end of file diff --git a/examples/geom_bar.ipynb b/examples/geom_bar.ipynb deleted file mode 100644 index 5917d7d44..000000000 --- a/examples/geom_bar.ipynb +++ /dev/null @@ -1,337 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "collapsed": true, - "execution": { - "iopub.execute_input": "2024-01-09T15:10:16.888450Z", - "iopub.status.busy": "2024-01-09T15:10:16.888153Z", - "iopub.status.idle": "2024-01-09T15:10:17.580399Z", - "shell.execute_reply": "2024-01-09T15:10:17.579278Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_bar,\n", - " coord_flip,\n", - " theme_classic\n", - ")\n", - "from plotnine.data import mpg\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Bar chart\n", - "\n", - "*geom_bar() makes the height of the bar proportional to the number of cases in each group*" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:17.583923Z", - "iopub.status.busy": "2024-01-09T15:10:17.583658Z", - "iopub.status.idle": "2024-01-09T15:10:17.598306Z", - "shell.execute_reply": "2024-01-09T15:10:17.597521Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
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" - ], - "text/plain": [ - " manufacturer model displ year cyl trans drv cty hwy fl class\n", - "0 audi a4 1.8 1999 4 auto(l5) f 18 29 p compact\n", - "1 audi a4 1.8 1999 4 manual(m5) f 21 29 p compact\n", - "2 audi a4 2.0 2008 4 manual(m6) f 20 31 p compact\n", - "3 audi a4 2.0 2008 4 auto(av) f 21 30 p compact\n", - "4 audi a4 2.8 1999 6 auto(l5) f 16 26 p compact" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "mpg.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:17.639864Z", - "iopub.status.busy": "2024-01-09T15:10:17.639596Z", - "iopub.status.idle": "2024-01-09T15:10:18.806951Z", - "shell.execute_reply": "2024-01-09T15:10:18.806158Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "ggplot(mpg) + geom_bar(aes(x='class'))" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:18.810479Z", - "iopub.status.busy": "2024-01-09T15:10:18.810146Z", - "iopub.status.idle": "2024-01-09T15:10:19.141046Z", - "shell.execute_reply": "2024-01-09T15:10:19.140369Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "ggplot(mpg) + geom_bar(aes(x='class', fill='drv'))" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:19.143760Z", - "iopub.status.busy": "2024-01-09T15:10:19.143529Z", - "iopub.status.idle": "2024-01-09T15:10:19.486886Z", - "shell.execute_reply": "2024-01-09T15:10:19.486155Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg) \n", - " + geom_bar(aes(x='class', fill='drv'))\n", - " + coord_flip()\n", - " + theme_classic()\n", - ")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "66px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": true, - "sideBar": true, - "threshold": 4, - "toc_cell": false, - "toc_number_sections": true, - "toc_position": { - "height": "678px", - "left": "0px", - "right": "1383px", - "top": "106px", - "width": "217px" - }, - "toc_section_display": "none", - "toc_threshold": 6, - "toc_window_display": true, - "widenNotebook": false - }, - "toc_position": { - "height": "357px", - "left": "7.21875px", - "right": "20px", - "top": "123px", - "width": "206px" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples/geom_bar.out.ipynb b/examples/geom_bar.out.ipynb deleted file mode 100644 index 6553ff6b9..000000000 --- a/examples/geom_bar.out.ipynb +++ /dev/null @@ -1,215 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Bar chart" - ], - "id": "9899ce83-038f-4481-a69b-a9d99c95bef3" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:16.888450Z", - "iopub.status.busy": "2024-01-09T15:10:16.888153Z", - "iopub.status.idle": "2024-01-09T15:10:17.580399Z", - "shell.execute_reply": "2024-01-09T15:10:17.579278Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_bar,\n", - " coord_flip,\n", - " theme_classic\n", - ")\n", - "from plotnine.data import mpg\n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Bar chart\n", - "\n", - "*geom_bar() makes the height of the bar proportional to the number of\n", - "cases in each group*" - ], - "id": "47a7ca46-55ba-4fa1-bcbd-d9cc60250982" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:17.583923Z", - "iopub.status.busy": "2024-01-09T15:10:17.583658Z", - "iopub.status.idle": "2024-01-09T15:10:17.598306Z", - "shell.execute_reply": "2024-01-09T15:10:17.597521Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "mpg.head()" - ], - "id": "cell-2" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:17.639864Z", - "iopub.status.busy": "2024-01-09T15:10:17.639596Z", - "iopub.status.idle": "2024-01-09T15:10:18.806951Z", - "shell.execute_reply": "2024-01-09T15:10:18.806158Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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E5iGVwDykUpiLVALz8KPLIcAAAAAAUGACIAAAAAAUmAAI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\njzRrt912y913350nn3wyM2bMSPfu3ct/VGy33XZLHUq2Otb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- } - } - ], - "source": [ - "ggplot(mpg) + geom_bar(aes(x='class'))" - ], - "id": "cell-3" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:18.810479Z", - "iopub.status.busy": "2024-01-09T15:10:18.810146Z", - "iopub.status.idle": "2024-01-09T15:10:19.141046Z", - "shell.execute_reply": "2024-01-09T15:10:19.140369Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "ggplot(mpg) + geom_bar(aes(x='class', fill='drv'))" - ], - "id": "cell-4" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:19.143760Z", - "iopub.status.busy": "2024-01-09T15:10:19.143529Z", - "iopub.status.idle": "2024-01-09T15:10:19.486886Z", - "shell.execute_reply": "2024-01-09T15:10:19.486155Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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Tn1JdXZ0333yz5noHHXRQ9thjjy1y7Y+irL4HABqW3QYNre8RAAAA\nYD1NmjTJiSeemHvvvTcLFy7MH//4x3zrW9+qdd+JEyfmr3/96xaZo1mzZjnllFPyxz/+MW+88UZG\njBiRF154IWvWrEnSMFf/JVYAAgAAAPAJ8P3vf7/m2XoXXnhh/va3v22wz1tvvZXTTjutJshtCe+9\nDXjd7b/l5eU5/fTTt9h1PwoBEAAAAIAGr2fPnjnvvPOSJIsXL84RRxyRs88+O4MGDcrtt9+eCy+8\nMN26dcukSZPypS99aYvNccQRR2SnnXZKktx+++0ZP358kuTEE09Mu3bttth1Pwq3AAMAAADwifCr\nX/0qVVVV+cMf/pDVq1dn0KBBGTRo0Hr7nH/++enbt2/uueeeLTJDSUlJ/uVf/iX/9V//lZUrV9Z8\n3lBv/02sAAQAAADgE6K0tDQ33XRTHn744fTu3TsdO3ZMeXl5unTpki9+8YsZNmxYBg4cuMXneG/s\na9euXb7whS9s8et+WCXV1dXV9T0EFFmXLl0yc+bMbL/99pkxY0Z9jwMAAABsZawABAAAAIACEwAB\nAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDAyup7AKBhOX1q//oegQIbutug+h4B\nAABgq2MFIAAAAAAUmAAIAAAAAAXmFmAAAAAAGqyp/U+v7xE+kN0GDa3vETZgBSAAAAAAFJgACAAA\nAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAU\nmAAIAAAAAAUmAAIAAABAA9GnT5+UlJSkpKQk/fv3r5NzCoAAAAAA0ADcdddduf/+++v8vAIgAAAA\nANSzhQsX5rvf/W5at26dPffcs07PLQACAAAAQD37z//8z7z55pu58sors+2229bpuQVAAAAAAKhH\no0aNyo033pgDDzww3/rWt+r8/AIgAAAAANSTlStX5txzz01paWl++9vfprS07nNdWZ2fcTOsWbMm\nL774YlavXp099tgjFRUV9TEGAAAAANSrq666KlOmTMl3v/vdfOYzn9ki16jTpFhVVZV77rkn99xz\nT15//fVa97n11lvTqVOn7L///jnwwAPTsWPHXHTRRamurq7LUQAAAACgQZs8eXKuvvrqdO7cOQMG\nDNhi16nTFYB33XVXzj777DRq1CjTpk3bYPuwYcPSv3//lJSU1AS/ZcuW5ac//Wmqqqpy7bXX1uU4\nAAAAANAgVVdX59/+7d+ycuXKDBw4MC1bttxi16rTFYCPPfZYkuSggw7KDjvssMH2Cy+8MMk7X3Df\nffdN375907Jly1RXV+eGG27IuHHj6nIcAAAAAGiQfv/732fUqFH5/Oc/n6985Stb9Fp1GgAnTZqU\nkpKSHHHEERts+8c//pEJEyakpKQk5513Xl544YXcc889GTt2bCoqKlJdXZ0//vGPdTkOAAAAADQ4\nb775Zi688MI0a9Ysv/71r7f49eo0AFZWViZJ9thjjw22/fWvf02SlJWV5ZJLLqn5fPfdd88pp5yS\n6urqPP3003U5DgAAAAA0OD/60Y+ycOHCXHDBBenYsWOWLFmy3j9r1qxJkqxevbrms7Vr137o622R\nANiqVasNto0aNSpJcvDBB6ddu3brbTvooIOSpNbnBgIAAABAkfzzn/9M8s4bgFu2bLnBP+s62p/+\n9Keaz8aPH/+hr1enAXBdiVy4cOEG2/72t7+lpKQkhx9++AbbOnTokCRZsmRJXY4DAAAAAFu9Og2A\n61b2TZ8+fb3P//GPf2TevHlJkkMOOWSD45YtW5YkKS8vr8txAAAAAKDBGTlyZKqrqzf6z5FHHpkk\nOeuss2o+22+//T709eo0AO6zzz6prq7OnXfeud7nt9xyyzsXKy3NYYcdtsFxr7/+epJku+22q8tx\nAAAAAGCrV6cBsE+fPkmSKVOm5IwzzsiwYcNy5ZVX5oYbbkhJSUmOPfbYtG7deoPjxo4dm6T2l4cA\nAAAAAB9eWV2e7Oyzz84111yTV155JX/+85/z5z//OUlSXV2dRo0a5Sc/+ckGxyxdujSPPfZYSkpK\nal4GAgAAAADUjToNgOXl5XnkkUfy5S9/OS+88ELN582bN8+1116bQw89dINjhg4dmqVLl6akpCTH\nHHNMXY4DAAAAAJ84I0eOrNPz1WkATJKddtopzz//fJ5//vlMnTo1FRUV6dmzZ9q2bVvr/k2bNs2l\nl16akpKSWgMhAAAAAPDh1XkAXKdHjx7p0aPHJvf76le/uqVGAAAAAICtXp2+BAQAAAAAaFi22ArA\n9zNnzpyMHj06q1evzr777ptdd921PsYAAAAAgMKr0wA4f/78DBo0KEnyhS98IXvssccG+/zXf/1X\nrrzyyqxatarms9NOOy1//OMf07Rp07ocBwAAAAC2enUaAO+44478x3/8R8rLy3PWWWdtsP1Pf/pT\nzQs/qqur1ztu7dq1GTp0aF2OAwAAAABbvTp9BuCIESOSJIcffnjatWu3wfZLLrkkSVJdXZ0+ffrk\ne9/7XnbYYYdUV1fnzjvvzFNPPVWX4wAAAADAVq9OA+DLL7+ckpKSHHLIIRtse+aZZ/Laa6+lpKQk\nAwYMyL333ptrrrkmY8eOTdu2bZMkt912W12OAwAAAABbvToNgJWVlUmST33qUxtse+yxx5IkTZo0\nyfnnn1/zeceOHXPGGWekuro6o0ePrstxAAAAAGCrV6cBcN68eUmSioqKDbY9/fTTSd65Pfi92/fZ\nZ58kyeuvv16X4/AhnHPOOendu3cef/zxOj3vkCFD0rt371x00UV1el4AAAAA3l+dBsCSkpIkydtv\nv73e52vXrs2YMWNSUlKSww8/fIPj1j0vcOnSpXU5DgAAAABs9eo0AHbs2DFJ8sorr6z3+ejRo7No\n0aIkycEHH7zBcUuWLEmSNGvWrC7H4UPo1KlTtt9++zRv3rxOz9uqVatsv/326dChQ52eFwAAAID3\nV1aXJ9t///3z+uuvZ+jQobniiitSXl6eJLnxxhuTJOXl5enZs+cGx02bNi1J0rlz57ochw9hwIAB\nW+S8J510Uk466aQtcm4AAAAANq5OVwB+5StfSZK88cYb6dWrV37729/m3HPPzS233JKSkpL07t27\n1lV+o0ePTklJST796U/X5TgAAAAAsNWr0xWAZ5xxRq6//vqMGTMmzzzzTJ555pmabU2aNMmll166\nwTELFizIyJEjkySf/exn63KcwrrooosyceLEnH766Tn11FNz3333ZeTIkZk9e3ZatGiRHj165Mwz\nz8w222yTJJk1a1buvPPOjBs3LgsXLkzHjh1z/PHHp0+fPiktXb8Bn3POOZkzZ07OP//89OrVq+bz\nt956K+eee26Sd1Z0lpWV5Y477shzzz2XBQsWpE2bNjnggAPy1a9+NW3atNlg5iFDhmTo0KHZe++9\nc9VVVyVJ5s+fn3/913/N2rVr87Of/Sx77rnnRr/zBRdckFdffTWnnHJKvva1ryV559mS48ePz+jR\no/PKK6+ksrIyixcvTkVFRXbbbbccd9xxOfTQQ2s93+OPP55rr702HTt2zE033ZQpU6bk7rvvzpQp\nU7J06dJ06tQpRx11VL74xS+mrKxO/2sCAAAAfAC7DRpa3yN84tVp2SgpKclDDz2Uc845J/fff3/W\nrl2bJNl+++3z+9//Pt26ddvgmEGDBmXVqlUpKSnJscceW5fjFN6aNWty6aWXZsKECTW3W8+fPz+P\nPvpoXnzxxfzsZz/LrFmzcvnll6eqqioVFRVZvXp1Zs6cmZtvvjmVlZU1Ue+DmD59eq677rosWrQo\nzZo1S3V1dSorKzNs2LD84x//yDXXXJMWLVps8jzbbLNNunfvnnHjxuWJJ57YaACcMWNGXn311STJ\nUUcdVfP53Llzc8kll9T8vXnz5mncuHEWLlyY559/Ps8//3xOOOGEfPvb337fOUaMGJHrrrsua9eu\nTfPmzbNq1aq88cYbue222/Lqq6/mhz/84Wb8KgAAAAANU50vbdpmm21yzz33ZO7cuZk2bVoqKirS\nrVu3DVaardOtW7fcfPPNKSkpSY8ePep6nEL73//935SXl+cnP/lJevTokerq6owdOza/+tWvMmvW\nrAwZMiRjx45Nt27dcu6556ZTp05ZunRpBg0alGHDhuXBBx/MCSeckB122OEDXXfgwIHZZZddcu65\n56Zr165ZtWpVRo4cmd/+9reZPXt27r777px11lmbda6jjjoq48aNy6hRo3LOOeekUaNGG+yzboXo\nzjvvnB133LHm80aNGuXoo4/OEUcckT333DMVFRVJkoULF+avf/1rhgwZkmHDhmWfffbJYYcdVuv1\nFy5cmOuvvz4nnHBCTj311LRt2zZLlizJkCFD8uCDD+aZZ57J888/7z+bAAAAwCdWnT4D8N06dOiQ\nz372s9l77703Gv+S5Pjjj89ZZ51Vc1snm6+qqio/+MEPcuCBB6a0tDSNGjXKwQcfnC9+8YtJ/i8Q\nXnTRRenUqVOSd1bJffOb38x2222X6urqPP300x/4uttss00uvfTSdO3aNUnSuHHjHHfccTn++OOT\nJKNGjdrscx1yyCEpLy/PwoUL849//KPWfZ588skk66/+S5L27dvnggsuSI8ePWriX5K0bt06X/nK\nV3LGGWckSR5++OGNXn/FihU55phj8o1vfCNt27ZNkrRo0SL/9m//VvP9Psj3AQAAAGhotlgAZMvb\nc889s/fee2/w+X777Vfz5759+26wqq60tDTdu3dP8s7tvB9Unz590rhx4w0+P/jgg5O887zA5cuX\nb9a5mjdvngMPPDDJ/630e7cpU6Zk9uzZKS0tzRFHHPGB5jzggAOSJC+99FLWrFmz0f1OOeWUWj9f\n90zK119//QNdFwAAAKAh8XaDT7B1K9Teq3Xr1pvcZ92LOpYsWfKBr/upT32q1s/btWtX8+eqqqo0\nbdp0s8535JFH5umnn86YMWOyfPny9Y5bt/qve/fu651/nRUrVmTYsGEZM2ZM3njjjSxZsmSD2Ldy\n5cpUVVWlVatWGxzfsmXLmtWRG/s+H+Y3AgAAAGgotngAfPvttzNjxowsWrTofVdhrfNBV3ltzdbd\nsvpe777lelP7bM6/k/dq1qxZrZ+/e1Xg6tWrN/t8PXr0SMuWLbN48eKMGTMmRx55ZM1sTz31VJLU\nfPZu8+fPz8UXX5yZM2fWfNakSZO0aNEiJSUlWbt2bRYtWpQkWb58ea0BcGPfJUnNi1U25zcaPHhw\nhgwZUuu2ysrKTR4PAAAA1O70qf3re4QPZOhug+p7hA1skQC4ZMmSXHfddbnlllsyderUzT6upKTk\nA4UjiqFx48bp2bNnhg0blieeeKIm9o0bNy4LFy5MeXl5Dj300A2Ou+mmmzJz5sw0b9483/jGN9Kj\nR4/1It+bb76Zb3zjG0mS6urqLfodqqqqMmfOnFq3rXsbNgAAAEB9qPMAOHXq1Jx44ol59dVXt3h0\noTiOPPLIDBs2LC+88EIWLlyY1q1b54knnkiSHHjggWnevPl6+69atSpjxoxJkpxzzjk5+uijNzjn\nggULtvjc61RUVKRjx461bnu/l+AAAAAAbGl1GgBXrVqV3r1716z6O+yww3LYYYflv//7v1NSUpJT\nTz01O+ywQ1577bWMHDky8+bNS0lJSb785S9nr732qstR+ITp1q1bOnTokLlz52bUqFE59thjM3r0\n6CS13/67aNGirFq1KsnGn0k4YcKELTfwe/Tr1y/9+vWrdVuXLl3Wu00ZAAAA4ONUp0uTBg8enClT\npqSkpCRXX311nnzyyVx11VU1288444z87Gc/y5133pkZM2bk6quvTllZWR555JH07Nkzl156aV2O\nwydISUlJzfMfn3jiiTz77LNZtmxZWrZsWfM233dr1qxZSkpKkiQzZszYYPuCBQvywAMPbNmhAQAA\nAD4B6jQA3nfffUmSffbZJxdeeOH77tukSZNceOGFGTRoUBYvXpwzzzwzs2fPrstx+IQ56qijkiRT\npkzJPffckyTp2bNnyso2XKjavHnz7LHHHkmSP/7xj5k0aVKqq6tTXV2diRMn5uKLL/bsPQAAAIDU\ncQD8+9//npKSknzpS1+qdXttQeaMM87IMccck8rKyvzud7+ry3H4hOnatWt22mmnJMmrr76a5P+i\nYG2+/vWvp7y8PHPnzs0Pf/jDfOUrX8mpp56aiy66KAsWLMh55533MUwNAAAA0LDVaQCcN29ekmS3\n3XZb/yL//0sQli9fXutxffv2TXV1de6///66HIdPoHc/769jx4759Kc/vdF999hjj/z85z/PwQcf\nnBYtWmTt2rVp3bp1TjjhhAwcODA777zzxzEyAAAAQINWUl2Hr+pt1qxZVq5cmTvvvHO9VYBt27bN\nokWLcs011+T888/f4Lg777wzp512Wtq1a5e5c+fW1TjQIKx7Ccj2229f6/MKG5rTp/av7xEosKG7\nDarvEQAAgE+YT9r/Tm2I/7unTlcAtm/fPsk7b2h9t86dOydJJk+eXOtx696Qunjx4rocBwAAAAC2\nenUaANfdrjl16tT1Pt9vv/1SXV2dhx56KKtXr97guLvuuitJsu2229blOAAAAADQoC1ZsiT/+Z//\nmU996lNp2rRpSkpKUlJSUqfXqNMAeMghh6S6ujpjxoxZ7/O+ffsmSWbNmpWvf/3rWbhwYZJ3vuD5\n55+fZ555JiUlJes9/w0AAAAAiu7LX/5yfv7zn2fq1KkpKyvLtttuW+eL5Oo0AH7uc59LkowaNaom\n8iXJl770pZrVgYMHD07Hjh3TuXPntGnTJr/+9a+TJGVlZfl//+//1eU4AAAAANBgTZo0KX/961+T\nJHfffXeWLFmS2bNnZ/bs2XV6nToNgIceemj69++fvn37ZsKECTWfN2rUKPfcc086deqU6urqrFq1\nKrNnz87atWtTXV2dsrKy/Pa3v81+++1Xl+MAAAAAQIM1ceLEJEm7du3We6FuXSur6xP+8Y9/rPXz\nPfbYI5MnT87111+fRx99NLNnz05FRUUOPPDAfOc738nee+9d16MAAAAAQIO1bNmyJEmLFi226HXq\nPAC+n1atWuXiiy/OxRdf/HFeFgAAAAAajMsuuyyXX355zd+nT5++3os/br755vTv37/OrvexBkAA\nAAAA2Nq1aNEi2267bZYtW5ZFixaltLQ0HTp0qNnerFmzOr1enT4DEAAAAAB4f//xH/+R2bNn59pr\nr02S7LDDDjUv/5g9e3ZOO+20Or2eAAgAAAAABfahbgG+9dZb63qOGl/72te22LkBAAAAYGvzoQJg\n//7913swYV0pKSkRAAEAAACgDn3ol4BUV1fX5RwAAAAAwBbwoQLgzTffXNdzAAAAAABbwIcKgGed\ndVZdzwEAAAAAbAHeAgwAAAAABSYAAgAAAECB1WkAfPPNN9OjR4/06NEjDz/88GYdM2zYsHzmM5/J\ngQcemHnz5tXlOAAAAACw1avTADhkyJC88MILee2119KrV6/NOuaYY47J66+/nr///e8ZMmRIXY4D\nAAAAAFu9Og2Aw4cPT0lJSb7whS+kvLx8s44pLy/PSSedlOrq6jz66KN1OQ4AAAAAbPXqNABOmDAh\nSXLQQQd9oOMOOOCA9Y4HAAAAgKLr379/qqur889//nOLXqdOA+CcOXOSJNttt90HOm7bbbdNkrz1\n1lt1OQ4AAAAAbPXqNACWlZUlSVasWPGBjlu5cmWSpLq6ui7HAQAAAICtXp0GwA4dOiRJXnrppQ90\n3JQpU5Ik7du3r8txAAAAAGCrV6cB8DOf+Uyqq6tz5513bvZqvrVr1+bOO+9MSUlJ9tlnn7ocBwAA\nAAC2enUaAE888cQkycsvv5yrrrpqs4656qqr8vLLLydJTj755LocBwAAAAC2enUaAP/lX/4lnTt3\nTpJccskl+e53v5t58+bVuu+8efNy3nnn5dJLL01JSUk6deqUs88+uy7HAQAAAICtXlldnqy8vDy3\n3XZbPve5z2XNmjW54YYbctNNN+XQQw9Nt27d0qJFiyxZsiSTJk3KM888kxUrVqS6ujqNGzfOrbfe\nmiZNmtTlOAAAAACw1avTAJgkRx99dP785z/nrLPOyuLFi7N8+fKMGDEiI0aMWG+/dc8IbNWqVW65\n5Zb06tWrrkcBAAAAgK1end4CvE7fvn0zYcKEfOMb30irVq1SXV29wT+tW7fOt7/97UyYMCF9+vTZ\nEmMAAAAAwFavzlcArrPjjjvmN7/5TW644YaMHz8+M2bMyKJFi9KqVat06dIl++yzT0pLt0h/BAAA\nAAD+f1ssAK5TWlqa/fbbL/vtt9+WvhQAAAAA8B6W4AEAAABAgQmAAAAAAFBgAiAAAAAAFNgWfwYg\nAAAAAHxYQ3cbVN8jfOJZAQgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmJeAAAAAANBg9T99\nan2P8IEMGrpbfY+wASsAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwLwFGFjP\n0N0G1fcIAAAAQB2yAhAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACA\nAhMAAQAAAKDABEAAAAAAKDABEAAAAAA+ZkcddVRKSkpy2WWXZcWKFbnyyiuzzz77pGXLlikpKcmC\nBQvq7FpldXYmAAAAAOADWb58eY444og8++yzady4cZo3b17n1xAAgfWcPrV/fY8AAHwCDBiwvL5H\n2KTdBg2t7xEAYJNuuOGGlJWVZejQofniF7+Y8vLyTJ8+PRUVFXV2DQEQAAAAAOrJkiVL8sgjj+T4\n44+v+axr1651eg3PAAQAAACAerLPPvusF/+2BAEQAAAAAOrJIYccssWvIQACAAAAQD3p0KHDFr+G\nAAgAAAAA9aRRo0Zb/BoCIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAA\nAAAFVlbfAwAAAADA1mbkyJEf27WsAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAA\ngAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApM\nAAQAAACAAhMAAQAAAKDAyup7AAAAAADYmEFDd6vvET7xrAAEAAAAgAITAAEAAACgwARAAAAAACgw\nARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAA\nAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARA3tc555yT3r175/HHH//Ax06YMCG9e/dO7969\n62SWgQMHpnfv3hk4cGCdnA8AAABgayAAAgAAAECBldX3ADRsnTp1SuPGjdO8efP6HiVt27bN9ttv\nn7Zt29b3KAAAAACfGAIg72vAgAH1PUKNs846K2eddVZ9jwEAAADwieIWYAAAAAAoMCsAC+Ciiy7K\nxIkTc/rpp+fUU0/Nfffdl5EjR2b27Nlp0aJFevTokTPPPDPbbLNNkmTWrFm58847M27cuCxcuDAd\nO3bM8ccfnz59+qS0dP0mfM4552TOnDk5//zz06tXrw2uvWDBggwdOjTPPvtsFi5cmNatW6dHjx45\n/fTTNzn3pEmT8sADD+Sll17KggUL0rhx47Ru3Tr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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg) \n", - " + geom_bar(aes(x='class', fill='drv'))\n", - " + coord_flip()\n", - " + theme_classic()\n", - ")" - ], - "id": "cell-5" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "66px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": true, - "sideBar": true, - "threshold": "4", - "toc_cell": false, - "toc_number_sections": true, - "toc_position": { - 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b/examples/geom_bar_files/figure-html/cell-6-output-1.png deleted file mode 100644 index 907a729f4..000000000 Binary files a/examples/geom_bar_files/figure-html/cell-6-output-1.png and /dev/null differ diff --git a/examples/geom_boxplot-preview.html b/examples/geom_boxplot-preview.html deleted file mode 100644 index 32102cf70..000000000 --- a/examples/geom_boxplot-preview.html +++ /dev/null @@ -1,829 +0,0 @@ - - - - - - - - - plotnine 0.0.post1+g7159748 - A box and whiskers plot - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
- - Back to Article -
A box and whiskers plot
- - Download Notebook -
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-

A box and whiskers plot

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In [1]:
-
import pandas as pd
-import numpy as np
-
-from plotnine import (
-    ggplot,
-    aes,
-    geom_boxplot,
-    geom_jitter,
-    scale_x_discrete,
-    coord_flip
-)
-
-
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-

A box and whiskers plot

-

The boxplot compactly displays the distribution of a continuous variable.

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Read more: + wikipedia + ggplot2 docs

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In [2]:
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flights = pd.read_csv('data/flights.csv')
-flights.head()
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- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
yearmonthpassengers
01949January112
11949February118
21949March132
31949April129
41949May121
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Basic boxplot

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In [3]:
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months = [month[:3] for month in flights.month[:12]]
-print(months)
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-
['Jan', 'Feb', 'Mar', 'Apr', 'May', 'Jun', 'Jul', 'Aug', 'Sep', 'Oct', 'Nov', 'Dec']
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In [4]:
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(
-    ggplot(flights) 
-    + geom_boxplot(aes(x='factor(month)', y='passengers'))
-    + scale_x_discrete(labels=months, name='month')  # change ticks labels on OX
-)
-
-
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-

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Horizontal boxplot

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In [5]:
-
(
-    ggplot(flights) 
-    + geom_boxplot(aes(x='factor(month)', y='passengers'))
-    + coord_flip()
-    + scale_x_discrete(
-        labels=months[::-1], 
-        limits=flights.month[11::-1],
-        name='month',
-    )
-)
-
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-

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Boxplot with jittered points:

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In [6]:
-
(
-    ggplot(flights, aes(x='factor(month)', y='passengers')) 
-    + geom_boxplot()
-    + geom_jitter()
-    + scale_x_discrete(labels=months, name='month')  # change ticks labels on OX
-)
-
-
-
-

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- - -
- - \ No newline at end of file diff --git a/examples/geom_boxplot.ipynb b/examples/geom_boxplot.ipynb deleted file mode 100644 index 6d8844953..000000000 --- a/examples/geom_boxplot.ipynb +++ /dev/null @@ -1,316 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:23.384688Z", - "iopub.status.busy": "2024-01-09T15:10:23.384316Z", - "iopub.status.idle": "2024-01-09T15:10:24.048741Z", - "shell.execute_reply": "2024-01-09T15:10:24.048085Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_boxplot,\n", - " geom_jitter,\n", - " scale_x_discrete,\n", - " coord_flip\n", - ")\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### A box and whiskers plot\n", - "\n", - "*The boxplot compactly displays the distribution of a continuous variable.*\n", - "\n", - "Read more:\n", - "+ [wikipedia](https://en.wikipedia.org/wiki/Box_plot)\n", - "+ [ggplot2 docs](https://ggplot2.tidyverse.org/reference/geom_boxplot.html)\n" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:24.052341Z", - "iopub.status.busy": "2024-01-09T15:10:24.051992Z", - "iopub.status.idle": "2024-01-09T15:10:24.065566Z", - "shell.execute_reply": "2024-01-09T15:10:24.064980Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
yearmonthpassengers
01949January112
11949February118
21949March132
31949April129
41949May121
\n", - "
" - ], - "text/plain": [ - " year month passengers\n", - "0 1949 January 112\n", - "1 1949 February 118\n", - "2 1949 March 132\n", - "3 1949 April 129\n", - "4 1949 May 121" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "flights = pd.read_csv('data/flights.csv')\n", - "flights.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Basic boxplot" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:24.108018Z", - "iopub.status.busy": "2024-01-09T15:10:24.107751Z", - "iopub.status.idle": "2024-01-09T15:10:24.111786Z", - "shell.execute_reply": "2024-01-09T15:10:24.111070Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "['Jan', 'Feb', 'Mar', 'Apr', 'May', 'Jun', 'Jul', 'Aug', 'Sep', 'Oct', 'Nov', 'Dec']\n" - ] - } - ], - "source": [ - "months = [month[:3] for month in flights.month[:12]]\n", - "print(months)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:24.114821Z", - "iopub.status.busy": "2024-01-09T15:10:24.114584Z", - "iopub.status.idle": "2024-01-09T15:10:25.878668Z", - "shell.execute_reply": "2024-01-09T15:10:25.877794Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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xASAAAAAAlJgAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAGA1euCBBzJixIjssMMOmTBhQtHlAAB1QAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAIA12gMPPJARI0Zkhx12yIQJE4oup9sRAAIAAABAiQkAAQAAAKDEBIAAAAAAUGICQAAAAAAoMQEgAAAAAJSYABAAAAAASkwACAAAAAAlJgAEAAAAgBITAAIAAABAiQkAAQAAAKDEehZdAKtGpVJJQ0N95Lk9evQouoS68OrrSd+Lo/fF0Pfi6P3q4XO+OHrfPeh7cfS+GPpeHL1fPXx/XT4BYEn06dMnTU1NRZdRcz169Ej//v2LLqMuNDc3d33d0NCg7wVxzRdD34uj96uPz/ni6H3xfNYUR++Loe/F0fvVx/fX5RMAlsSsWbMyZ86cosuomX79+qVHjx7p7OzMSy+9VHQ5daG9vb3r6wULFmT69OkFVlN/XPPF0Pfi6P3q53O+OHpfHJ81xdH7Yuh7cfR+9aun76+vJ9wUAJZEtVpNZ2dn0WWsFvVynkVbsGDBYv+u78XR+2Loe3H0fvXwOV8cve8e9L04el8MfS+O3q8evr8uX308NA4AAAAA6pQAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYj2LLgBYXHt7e9ra2oouI62trV1fT5o0Ke3t7QVW828tLS1pbm4uugwAAABYYwgAoRtpb2/PqFGj0tHRUXQpiznjjDOKLqFLU1NTxowZIwQEAACAFWQKMHQjbW1t3S786246Ojq6xR2SAAAAsKZwByB0UyeccEKGDBlSdBndxqRJkzJ69OiiywAAAIA1jgAQuqkhQ4Zk+PDhRZcBAAAArOFMAQYAAACAEhMAAgAAAECJmQIMALAatbe3d4vFjFpbW7u+njRpUtrb2wus5t9aWlqs9A4AsIoJAAEAVpP29vaMGjWq2634fsYZZxRdQpempqaMGTNGCAgAsAqZAgwAsJq0tbV1u/Cvu+no6OgWd0gCq84DDzyQESNGZIcddsiECROKLgegLrkDEACgACeccEKGDBlSdBndxqRJkzJ69OiiywAAKCUBIABAAYYMGZLhw4cXXQYAAHXAFGAAAAAAKDEBIAAAAACUmAAQAAAAAEpMAAgAAAAAJSYABAAAAIASEwACAAAAQIkJAAEAAACgxASAAAAAAFBiAkAAAAAAKDEBIAAAAACUmAAQAAAAAEpMAAgAAAAAJSYABAAAAIASEwDS7T3wwAMZMWJEdthhh0yYMKHocgAAAGCZ/A5LdyQABAAAAIASEwACAAAAQIkJAAEAAACgxASAAAAAAFBiAkAAAAAAKDEBIAAAAACUmAAQAAAAAEpMAAgAAAAAJSYABAAAAIASEwACAAAAQIkJAAEAAACgxASAAAAAAFBiAkAAAAAAKDEBIAAAAACUmAAQAAAAAEpMAAgAAAAAJSYABAAAAIASEwACAAAAQIkJAAEAAACgxASAAAAAAFBiAkAAAAAAKDEBIAAAAACUmAAQAAAAAEpMAAgAAAAAJSYABAAAAIASEwACAAAAQIkJAAEAAACgxASAAAAAAFBiAkAAAAAAKDEBIAAAAACUmAAQAAAAAEpMAAgAAAAAJSYABAAAAIASEwACAAAAQIkJAAEAAACgxASAAAAAAFBiAkAAAAAAKDEBIAAAAACUmAAQAAAAAEpMAAgAAAAAJSYABAAAAIASEwACAAAAQIkJAAEAAACgxASAAN3MAw88kBEjRmSHHXbIhAkTii4HAACANZwAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACixnkUXAAAAq0N7e3va2tqKLiOtra1dX0+aNCnt7e0FVvOKlpaWNDc3F10GAFAjAkAAAEqvvb09o0aNSkdHR9GlLOaMM84ouoQkSVNTU8aMGSMEBICSMgUYAIDSa2tr63bhX3fS0dHRLe6OBABqwx2AAADUlRNOOCFDhgwpuoxuYdKkSRk9enTRZQAANSYABACgrgwZMiTDhw8vugwAgNXGFGAAAAAAKDEBIAAAAACUmAAQAAAAAEpMAAgAAAAAJSYABAAAAIASEwACAAAAQIkJAAEAAACgxASAAABA6T3wwAMZMWJEdthhh0yYMKHocgBgtRIAAgAAAECJ1SwAnDZtWqZNm5a5c+cudfsDDzyQgw8+OAMGDEi/fv2y++675+qrr65VOQAAAABQl2oSAF511VUZOHBgNthgg6XeXv/oo4/mHe94R6644orMmDEjL7/8cv72t79l//33z/nnn1+LkgCAbsq0PAAAqK2aBIBXXHFFqtVqttxyy+y4445LbP/CF76Q9vb2VKvVNDQ0ZN111021Wk21Ws2nP/3pPPvss7UoCwAAAADqTk0CwPvuuy+VSiXvfve7l9j21FNP5aqrrkqlUskee+yRKVOmZNq0abnwwgvT0NCQmTNn5pe//GUtygIAAACAulOTAHDKlClJkm222WaJbePGjUu1Wk2SnHPOORkwYECS5CMf+Uj22WefVKvVXHvttbUoCwAAAADqTk0CwKlTpyZJ1l9//SW23XzzzUmSoUOHZquttlps27777pskefjhh2tRFgAAAADUnZoEgB0dHUmSOXPmLLHt9ttv75r++2obb7xxkmTGjBm1KAsAAAAA6k5NAsB11lknSZZYzKOtrS2tra1Jkl122WWJcQsWLEiSVCqVWpQFAAAAAHWnJgHgVlttlWq1miuvvHKx1y+55JKur3fdddclxi0MDJc2dRgAAAAAWHk1CQDf8573JEluuummnH322Zk9e3ZuvfXWfO9730ulUsm2226bQYMGLTFu/PjxSZIhQ4bUoiwAAAAAqDs1CQA/8YlPpLm5OUnymc98Jn379s1uu+3WtTjIF77whSXGVKvVXH311alUKnn7299ei7IAAAAAoO7UJADccMMNM3bs2PTt2zfVarXrnyT56Ec/mv/8z/9cYsw111yTKVOmJEl23333WpQFAAAAAHWnZ60OvN9+++WRRx7JRRddlEmTJqVv3755z3ve0zU9+NXuuOOO7L777qlUKtl7771rVRYAAAAA1JWaBYBJsvHGG+eLX/ziCu178skn5+STT65lOQAAAABQd2oSAJ5yyilJks033zxHHnlkLd4CAAAAAFgBNQkAv/Wtb6VSqeTUU0+txeFXmdNOOy133XVXkmSvvfbK8ccfv8x9b7/99lx11VV57LHHMmfOnKy//vrZcccdc9hhh6Vfv37LfZ8XX3wxl156ae6666688MILaWxszBZbbJH9998/O++886o8JQAAAABYTE0CwHXWWScvvfRShgwZUovDrxK33nprV/j3Wn72s59l3LhxSZKGhoY0NjbmmWeeyeWXX56bbropp59+egYNGrTUsW1tbTnxxBPz4osvJkn69OmTmTNnZvz48Rk/fnwOOuigHHPMMavmpAAAAADgVWqyCvCb3vSmJMnMmTNrcfg3bObMmTn33HPTt2/fbLrppsvd9+qrr864ceNSqVRy5JFH5uKLL87FF1+cH//4x9lss80yY8aMnHbaaZk3b94SY+fNm5fTTjstL774YjbbbLP8+Mc/7hp/5JFHplKp5M9//nOuvfbaWp0qAAAAAHWuJncA7rvvvnnwwQfzt7/9Lf/93/9di7d4Q84777xMmzYtn/jEJ3LrrbfmqaeeWup+8+bNy0UXXZQk2X///XP44Yd3bRs8eHC+8Y1v5FOf+lT+9a9/5Zprrsn++++/2Pirr746zz77bBobG3PyySdn4MCBSZLGxsYcfvjhmTZtWsaNG5cLLrgge+yxR3r2rOmaLAAAAACrVHt7e9ra2oouI62trV1fT5o0Ke3t7QVW828tLS1pbm4uuozaBICf/OQnc8455+TCCy/MF77whQwdOrQWb/O6PPjgg/nrX/+aLbfcMvvtt19uvfXWZe57//33Z/r06alUKjnkkEOW2L7BBhtkt912yzXXXJMbb7xxiQDwxhtvTJLstttuXeHfoj74wQ/mqquuyrRp0zJx4sRst912b+zkAAAAAFaT9vb2jBo1Kh0dHUWXspgzzjij6BK6NDU1ZcyYMYWHgDWZAjxkyJCce+65WbBgQfbee+/8+c9/rsXbrLR58+blzDPPTKVSyXHHHZeGhuWf/v33358kGTRo0FIDvCRdod0jjzyS2bNnd70+a9as/POf/0ySvP3tb1/q2IEDB3ZNQZ4wYcLKnQwAAABAgdra2rpd+NfddHR0dIs7JGtyB+App5ySJNlzzz1zzTXX5P3vf38222yzvPOd78ymm26aPn36vOYxTj755FVe1yWXXJKnnnoqBx10ULbYYovX3H/y5MlJks0222yZ+yzcVq1W89RTT3UtfPLUU0+lWq2u0PjJkyd3vRcAAADAmuaEE07o1ovBrm6TJk3K6NGjiy6jS00CwG9961upVCpJkkqlkmq1mieffDJPPvnkCh9jVQeAkydPzqWXXpoBAwZk5MiRKzRm2rRpSZIBAwYsc59Ft02fPn2JsSs6ftGxAAAAAGuSIUOGZPjw4UWXwTLUbNWJhXe/Levfl2dheLgqaznrrLMyf/78HH300WlqalqhcQun9DY2Ni5zn0W3LXrb66LTgVdk/KxZs1aoJgAAAABYGTUJAG+44YZaHPZ1u/rqq/Pggw9m++23z6677lp0OQAAAACw2tQkANx9991rcdjXZdq0aRkzZkx69+6dT3ziEys1dq211kqSzJkzZ5n7LLpt0TsLF45duM+y7jpcOP61not4wQUX5KKLLlrm9kMPPTSjRo1a7jHWVIuulNPQ0JD+/fsXWE1tFb0q0Jqiubm5bq6Dsl/z3c3CxaH0ffWqp2ve5/yKqcXnvN6/Nt9fqRW9L46fbYpRT9e8768rpjt8j63ZFODu4vzzz8/MmTNz2GGHZZ111lliqu2CBQuSJJ2dnV3bGhsb09DQkAEDBuTxxx9f7Hl+r7botkX/Yy763L9p06YtMwBcOP61LoSZM2dmypQpy9ze0dGRHj16LPcYa6pXr9Zc1vNMljxXlq6hoaGuroMyn2t3ValU9H01qqdr3uf8iqnF57zevzbfX6kVvS+en21Wr3q65n1/XTHd4Xts6QPAhaHZJZdckksuuWSZ+91000256aabkiQ/+tGPsvnmm2fQoEG55557lrtc88JtlUolm266adfrm266adcCKG1tbYttW9r4QYMGLfc8+vbtmw022GCZ25uamtLZ2bncY6ypFoa0C5X1PJMlz5WlW7BgQV1dB2U+1+6moaGh67Pb/x9Xn3q65l1XK6YWn/N6/9p8f6VW9L44frYpRj1d866rFbOqv8e+njBxtQWATz31VB588MFMmzYtc+fOzUc/+tHV9dav27bbbpvLLrssbW1tmTp1atZff/0l9rnvvvuSJFtttdVi03779OmTLbfcMo8++mjuvffevOMd71hi7NSpUzN58uQkybBhw5Zby5FHHpkjjzxymdunTp1a2pWE29vbu75esGBBac8zWfxcWbb29va6uQ7Kfs13N/3790+PHj30fTWrp2ve5/yKqcXnvN6/Nt9fqRW9L46fbYpRT9e8768rZlV/j11aPvVaah4A/vrXv84PfvCDPPzww4u9/uoA8PTTT89NN92UQYMG5Ve/+tUqe//vfOc7y93+9a9/Pf/4xz+y11575fjjj19s27bbbpv+/ftn+vTpueyyy3LMMccstv3555/PzTffnCTZY489ljj2HnvskUcffTQ333xzPvShD2XgwIGLbf/jH/+YarWaAQMG5G1ve9vKnxwAAAAAvIaaTdaeNWtWDjjggBxzzDF5+OGHU61Wu/5Zmh122CHXXnttzjvvvDz00EO1Kmul9OrVK0cccUSS5Iorrsill17atWhHa2trTj311MyePTsbb7xx9tlnnyXG77vvvtloo40ye/bsnHrqqWltbU3yysIfl156aa688sokr9zd17Nn6WdjAwAAAFCAmqVOH/3oR3PVVVclSd785jfnIx/5SKZPn56f/exnS91/n332ycCBAzN16tRcccUVeetb31qr0lbKvvvum9bW1owbNy7nn39+LrzwwjQ2NqajoyNJsu666+akk05Kr169lhjbq1evnHTSSTnxxBPzxBNP5HOf+1yampoye/bsrnnyBx54YPbee+/Vek4AAAAA1I+a3AF43XXX5Q9/+EMqlUo+8pGP5JFHHsnpp5+efffdd9mFNDRkn332SbVazd/+9rdalPW6HXvssfna176WYcOGpampKfPmzcvGG2+cgw8+OD/96U+Xu4BHS0tLfvrTn+bggw/OxhtvnHnz5qVv374ZNmxYvv71r+fjH//4ajwTAAAAAOpNTe4APO+885Ikm2++ec4777yl3h23NMOGDctFF120WqcAv9YzAhfaZZddsssuu7yu91h33XVz1FFH5aijjnpd4wEAAADg9arJHYC33nprKpVKPvrRj65w+Jckm2yySZLk2WefrUVZAAAAAFB3ahIAPvfcc0mSrbbaaqXGrbXWWkmS2bNnr/KaAAAAAKAe1SQA7NGjR5J0LXSxoqZNm5bklSmzAAAAAMAbV5MAcMMNN0ySTJo0aaXG/f3vf0+S5S6qAQAAAACsuJoEgO94xztSrVbzf//3fys8ZubMmbnkkktSqVSy66671qIsAAAAAKg7NQkADzvssCTJfffdl1//+tcrNOaTn/xkpk+fniQZOXJkLcoCAAAAgLpTkwDwwAMPzM4775xqtZpjjz023/3ud/Pyyy8vdd/77rsvBxxwQC688MJUKpXst99+2WmnnWpRFgAs0wMPPJARI0Zkhx12yIQJE4ouBwAAYJWpSQCYJBdffHE22mijzJ8/PyeddFI22GCDHH/88V3bd9xxx2y88cbZYYcd8pe//CXVajWDBg3KeeedV6uSAAAAoC744yawqJoFgIMGDcqdd97ZdSfg7Nmz09bWlkqlkiS5995789xzz6VaraZarWbEiBG57bbbsv7669eqJAAAAACoOzULAJNXQsDbbrstl19+eQ455JCst956XYFftVrN2muvnQMOOCC///3vc/vtt2eTTTapZTkAAAAAUHd6ro43Oeigg3LQQQclSTo6OjJjxoysvfba6dev3+p4ewAAAACoW6slAFxUU1NTmpqaVvfbAgAAAEBdqukUYAAAAACgWAJAAAAAACixmkwBPuWUU17XuIaGhjQ3N2fAgAEZNmxYttlmmzQ0yCgBAAAA4PWqSQD4rW99K5VK5Q0fZ+DAgTnmmGPy9a9/PX369FkFlQEAAABAfanZ7XXVarXrn1f/+6v/Wdb2KVOm5Dvf+U622267PP3007UqFQAAAABKqyZ3AN5www1JknPOOSe///3v06NHj+y3337Zc889s/nmm6dv376ZOXNmHn/88dxwww256qqr0tnZmcMPPzxHH310Xnjhhdx111357W9/m+effz6PPvpo3v/+9+fuu++uRbkAAAAAUFo1CQB33333fPnLX84ll1yS4cOH53e/+1222mqrpe57/PHH5+GHH86HP/zh/P73v09LS0u+973v5fDDD8/JJ5+cQw89NNdee23uvffeXHrppTn00ENrUTIAAAAAlFJNpgBff/31+cEPfpCBAwfm2muvXWb4t9Bb3vKWXHvttVlvvfXy/e9/PzfeeGOSpF+/frnkkkuy7rrrJkkuvfTSWpQLAAAAAKVVkwDwnHPOSaVSyVFHHZUBAwas0Jj1118/Rx99dKrVas4555yu19dZZ518+MMfTrVaNQUYAAAAAFZSTQLAu+66K0my7bbbrtS4hfvfcccdi72+/fbbJ0mmTJmyCqoDAAAAgPpRkwBwYVA3Z86clRq3cP9XB339+/dPknR2dq6C6gAAAACgftQkAFwY2N18880rNW7h/guf+bfQzJkzk2SFpxMDAAAAAK+oSQC44447plqt5re//W3uueeeFRpz11135YILLkilUslOO+202LZJkyYleeU5gQAAAADAiqtJAHj00UcnSebPn5999tknv/rVrzJ//vyl7jt//vz88pe/zL777pt58+YlST7+8Y8vts9NN92USqWSoUOH1qJcAAAAACitnrU46EEHHZQjjjgiF110UV566aV8/OMfz1e+8pW8853vzBZbbJGmpqZ0dHTksccey2233Zbp06enWq0mSY444ogccMABXcdqa2vLrbfemiTZZ599alEuAAAAAJRWTQLAJBkzZkzWWmut/PrXv06STJ8+PVdeeeVS910Y/h111FH52c9+tti2BQsWZOzYsUmSfffdt1blAgAAAEAp1SwA7NGjR375y19m5MiR+d///d9cffXVXVN8F9WrV6/su++++fznP58999xzie1vfvOb8+Y3v7lWZQIAAABAqdUsAFxozz33zJ577pk5c+ZkwoQJeeaZZzJz5sz07ds3m2yySYYNG5bGxsZalwEAAAAAdanmAeBCjY2NS6zuCwAAAADUVk1WAQYAAAAAugcBIAAAAACU2GqZAvyvf/0r//jHPzJ9+vTMnj17hcZ89KMfrXFVAAAAAFB+NQ0Ax44dm9GjR2fixIkrNa5SqQgAAQAAAGAVqFkA+NnPfjZnnXVWkqRardbqbQAAAACA5ahJAPinP/0pZ555Zte/jxgxIvvss0823XTTNDY21uItAQAAAIClqEkA+POf/zxJ0qNHj5x33nkZOXJkLd4GAAAAAHgNNVkF+J577kmlUsmRRx4p/AMAAACAAtUkAHzxxReTJO9+97trcXgAAAAAYAXVJADccMMNkyS9evWqxeEBAAAAgBVUkwBwxIgRSZKHHnqoFocHAAAAAFZQTQLAT37yk6lWq7ngggsyb968WrwFAAAAALACahIA7rnnnvn0pz+dxx9/PP/1X/8lBAQAAACAgvSsxUHb2tryxS9+MdOmTctFF12Ue++9N8cdd1x22WWXrL/++mloeO3csaWlpRalAQAAAEBdqUkA+OY3vzmVSiVJUqlU8uijj+b4449f4fGVSiXz58+vRWkAAAAAUFdqEgAmSbVardWhAQAAAIAVVJMAcNSoUbU4LAAAAACwkmoSAP7mN7+pxWEBAAAAgJVUk1WAAQAAAIDuQQAIAAAAACUmAAQAAACAEqvZKsALzZgxI+eee26uvvrqPPjgg5k2bVrmz5+f+fPnL7bf9ddfn2effTbrr79+3vOe99S6LAAAAACoCzUNAC+++OJ84hOfSHt7e5KkWq0mSSqVyhL7TpgwIV/84hfTp0+f/Otf/0q/fv1qWRoAAAAA1IWaBYDnn39+/vu//7sr9Nt4443T3NycRx99dKn7/9d//Ve++tWvZvbs2fnzn/+ckSNH1qo0AABgNWlvb09bW1vRZaS1tbXr60mTJnXdpFC0lpaWNDc3F10GACVXkwDwmWeeybHHHptqtZpNNtkk5513Xvbee+9cfvnl+cAHPrDUMf37989uu+2WG264Iddff70AEAAA1nDt7e0ZNWpUOjo6ii5lMWeccUbRJXRpamrKmDFjahICCl+XTfAK1JuaBIBnnnlmZs+enT59+uS6667LVltttULjdtppp1x//fWZMGFCLcoCAABWo7a2tm4X/nU3HR0daWtry9ChQ1fpcYWvy1fL4BWgO6pJAPjXv/41lUolRxxxxAqHf0kyZMiQJMkTTzxRi7IAAICCnHDCCV0/7/PKnXCjR4+u2fGFr8tXq+AVoLuqSQC48BbvXXfddaXGrbPOOknSLW4JBwAAVp0hQ4Zk+PDhRZdRl4Sv/1br4BWgu6pJADhz5swkydprr71S42bNmpUkWWuttVZ5TQAAAPVI+ApAQy0Out566yVJnnvuuZUa989//jNJMnDgwFVeEwAAAADUo5oEgFtvvXWS5Oabb16pcX/+859TqVSy/fbb16IsAAAAAKg7NQkA99tvv1Sr1Vx++eVdd/W9lrFjx2b8+PFJkv33378WZQEAAABA3alJAHj00UdnwIABmTt3bt73vvd1LQqyLBdffHGOOeaYVCqVbLLJJjniiCNqURYAAAAA1J2aLALSr1+/nHPOOfnwhz+cRx99NNtss00+8IEPpLGxsWufs846K5MnT85f/vKXTJw4MdVqNT169Mivf/3r9OrVqxZlAQAAAEDdqUkAmCSHHXZYZsyYkc985jOZNWtWfve73yVJKpVKkuSzn/1s177VajW9e/fOz3/+8+yzzz61KgkAAAAoqfb29rS1tRVdxmKzICdNmpT29vYCq3lFS0tLmpubiy6DAtUsAEySY445JjvvvHO++c1v5k9/+lMWLFiwxD6VSiX7779/Tj/99AwbNqyW5QAAAAAl1N7enlGjRqWjo6PoUhZzxhlnFF1CkqSpqSljxowRAtaxmgaASfK2t70tf/zjH/Piiy/m1ltvzRNPPJEZM2Zk7bXXzqabbpp3vetdGThwYK3LAAAAAEqqra2t24V/3UlHR0fa2toydOjQokuhIDUPABdaZ511rO4LAAAA1NQJJ5yQIUOGFF1GtzBp0qSMHj266DLoBlZbAMiax/MTls3zEwAAALqnIUOGZPjw4UWXAd1KoQHglClTcscdd2T+/PkZNmxYtthiiyLLYRGen7B8np8AAAAArClqEgBOmzYt5513XpLkgAMOyFZbbbXEPqeeempOP/30zJs3r+u1D33oQ/n1r3+dtdZaqxZlsRI8P2H5PD8BAAAAWFPUJAC8+OKL86UvfSm9e/fOqFGjlth+4YUX5pvf/GYqlUqq1epi4xYsWJCxY8fWoixeJ89P+DfPTwAAAADWNDUJAG+44YYkybve9a6st956S2w/+eSTkyTVajUHH3xwBg8enD/84Q+ZPHlyLrnkknzqU5/Ku971rlqUxuvg+QkAAAAAa66GWhz00UcfTaVSyS677LLEtttuuy2tra2pVCo57bTTctlll+WHP/xh7r777vTv3z9J8tvf/rYWZQEAAABA3alJADh16tQkyZZbbrnEtmuvvTZJ0tjYmM997nNdr2+wwQb5yEc+kmq1mjvuuKMWZQEAAABA3alJAPjCCy8kSfr27bvEtltvvTXJK9ODX7192223TfLKAhQAAAAAwBtXkwCwUqkkSaZPn77Y6wsWLMidd96ZSqWy1Gf8LXxeoNVnAQAAAGDVqEkAuMEGGyRJ/vnPfy72+h133JGXXnopSbLzzjsvMe7ll19OkvTp06cWZQEAAABA3alJALjddtulWq1m7NixmTt3btfr5557bpKkd+/eeec737nEuMcffzxJsskmm9SiLAAAAACoOzUJAA877LAkyeTJk/Pud787P/vZz3LMMcdkzJgxqVQqed/73rfUu/zuuOOOVCqVvPWtb61FWQAAAABQd3rW4qAf+chH8tOf/jR33nlnbrvtttx2221d2xobG/PNb35ziTEzZszIjTfemCQZMWJELcoCAAAAgLpTs0VArrzyyrz//e9PpVJJtVpNtVrNm970pvzhD3/I1ltvvcSY8847L/PmzUuS7L333rUoCwAAAADqTk3uAEySAQMG5I9//GOef/75PP744+nbt2+23nrrNDQsPXPceuut85vf/CaVSiXbb799rcoCAAAAgLpSswBwoYEDB2bgwIGvud973vOeWpcCAAAAAHWnJlOAAQAAAIDuoeZ3AC7Pfffdl1tuuSXz58/P8OHDs9deexVZDlDn2tvb09bWVnQZaW1t7fp60qRJaW9vL7CaV7S0tKS5ubnoMgAAAHgdahIAPv300/ne976XJDnqqKMybNiwxbZXq9UcffTROe+88xZ7fZdddsnll1+e9dZbrxZlASxTe3t7Ro0alY6OjqJLWcwZZ5xRdAlJkqampowZM0YICAAAsAaqyRTgsWPH5swzz8xvfvObbLHFFkts/8lPfpLf/OY3XasDL/zn9ttvz2GHHVaLkgCWq62trduFf91JR0dHt7g7EgAAgJVXkzsAb7nlliTJnnvumbXXXnuxbZ2dnRk9enSSpFevXjnuuOMyePDgnH/++bn33ntz00035corr8wBBxxQi9IAXtMJJ5yQIUOGFF1GtzBp0qSuz2wAAADWTDUJAB9//PFUKpXstNNOS2y74YYb8txzz6VSqeSss87K0UcfneSVqcJbbbVV/vWvf2Xs2LECQKAwQ4YMyfDhw4suAwAAAFaJmgSAU6dOTZIMHjx4iW3XX399kmTttdfORz/60a7X+/btm4985CP5wQ9+kHvuuacWZQEAdBvHHXdcKpVK0WV0G9VqtegSAABKqyYB4LRp05Ika6211hLbbrvttlQqleyxxx7p3bv3Ytve8pa3JHllEREAgDKbO3du0SUAAFAnarIISM+er+SKL7zwwmKvz5s3L3fffXeSZNddd11i3LrrrpskmT17di3KAgAAAIC6U5MAcOONN06SPPDAA4u9fuONN2bWrFlJkl122WWJcS+99FKSV6YDAwAAAABvXE2mAO+444557LHHcvHFF+fUU09Nv379kiRnnnlmklcCvhEjRiwx7pFHHkmSbLrpprUoCwCg2+jdu7dnAC6iWq2aFg0AUCM1CQBHjhyZsWPH5vnnn88OO+yQQw45JPfee2+uvfbaVCqVHH744enVq9cS4xY+H3Do0KG1KAsAoNs4++yzrTi+iPHjx+foo48uugwAgFKqyRTgAw44IAceeGCq1Woee+yx/M///E+uu+66JMk666yTb37zm0uMefbZZ3PbbbclWfr0YAAAAABg5dUkAEyS3//+9zn++OPTr1+/VKvVVKvV7LzzzrnuuusyaNCgJfb/xS9+kQULFiRJ9tlnn1qVBQAAAAB1pSZTgJNkrbXWyg9/+MN8//vfz/PPP5+mpqY0Nzcvc//3ve992X333VOpVLL11lvXqiwAAAAAqCs1CwAXamhoyIYbbvia+3kGDgAAAACsejWbAgwAAAAAFE8ACAAAAAAlVvMpwEnS2dmZ+++/P0899VReeumldHZ2vuaYj370o6uhMgAAAAAot5oGgE8//XS+/e1v53e/+106OjpWeFylUhEAAgAAAMAqULMA8O67787++++fadOmpVqt1uptAAAAAIDlqEkAOHPmzHzgAx/ICy+8kIaGhowcOTK77rprjj322FQqlXz605/OVlttldbW1vzlL3/JAw88kEqlkiOPPDJ77bVXLUoCAAAAgLpUk0VAfvWrX+WZZ55JpVLJmDFjcv755+fjH/941/Z3v/vdOe644/I///M/mThxYn73u9+lubk5v/vd79KrV6+MGjWqFmUBAAAAQN2pSQB45ZVXJkne+c53ZuTIka+5/4c+9KFcdtll6ezszCc+8Yk89thjtSgLAAAAAOpOTaYAT5w4MZVKJQceeOBSty9tFeA999wz73vf+/KnP/0pP//5z3PGGWfUojQA4P9rb29PW1tb0WWktbW16+tJkyalvb29wGpe0dLSkubm5qLLAACAVaImAeC0adOSJG9+85sXf7OePdPZ2ZlZs2Ytddx73/veXH755bnqqqsEgABQQ+3t7Rk1alQ6OjqKLmUx3eX7f1NTU8aMGSMEBACgFGoSAPbo0SPz5s1Ljx49Fnu9ubk5M2bMyLPPPrvUcf3790+SPP3007UoC9Yoxx13XCqVStFldBtWE4dVq62trduFf91JR0dH2traMnTo0KJLAQCAN6wmAeCGG26YJ598MjNmzFjs9UGDBmXGjBmZOHHiUsc9+eSTSbLMOwShnsydO7foEoA6ccIJJ2TIkCFFl9EtTJo0KaNHjy66DAAAWKVqEgBuvfXWefLJJ/Poo48u9vr222+f+++/P3/+858zc+bM9O3bt2vbggULcv755ydJ3vSmN9WiLABgKYYMGZLhw4cXXQYAAFAjNVkF+J3vfGeq1Wpuu+22xV4/9NBDkyTTp0/PIYcckoceeihz587Ngw8+mA9+8IN54IEHUqlUss8++9SiLAAAAACoOzW5A3C//fbLiSeemDvvvDPPPvtsNtpoo67X3/GOd+S2227Ltddem2222WaJsU1NTfnyl79ci7JgjdK7d2/PAFxEtVo1LRoAAABeh5oEgMOHD8+3v/3tdHR05Omnn+4KAJPkD3/4Q/bdd9/cf//9S4xrbm7OxRdfnM0337wWZcEa5eyzzzYlbxHjx4/P0UcfXXQZAAAAsMapSQCYJN/4xjeW+vqGG26Yv//977n44ovz17/+Nc8++2z69u2bHXfcMUcddVQGDhxYq5IAAAAAoO7ULABcnh49euSII47IEUccUcTbAwAAAEDdqMkiIAAAAABA97Ba7gB84YUX8uc//zl33XVXnnnmmbS3t6e5uTmbbLJJRowYkQMPPDDrrbfe6igFAAAAAOpKTQPA9vb2fPWrX815552XOXPmLHWfn//852lsbMzHPvaxjB49OmuvvXYtSwIAAACAulKzKcBtbW3Zbrvt8vOf/zyzZ89OtVpd5j+zZ8/OOeeck+222y6TJ0+uVUkAAAAAUHdqcgfg3Llz8973vjePP/54kmTttdfOyJEjs/fee2fLLbdM3759M3PmzEyaNCnXXnttLrzwwrS3t+exxx7Le9/73owfPz69evWqRWkAAAAAUFdqEgCeffbZefjhh1OpVLLzzjvnkksuySabbLLEfttuu20OOeSQfOMb38jhhx+eW2+9NQ8//HDOPvvsfO5zn6tFaQAAAABQV2oyBfjiiy9Okmy88ca56qqrlhr+LWrjjTfOuHHjuvYbO3ZsLcoCAAAAgLpTkwDwkUceSaVSycc+9rH069dvhcY0NzfnqKOOSrVazSOPPFKLsgAAAACg7tQkAJw7d26SZOjQoSs1buutt06SzJs3b5XXBAAAAAD1qCYB4KabbpokmTVr1kqNW7j/m970plVeEwAAAADUo5oEgPvss0+q1Wquv/76lRp33XXXpVKp5D3veU8tygIAAACAulOTAPAzn/lM+vTpk9/97ne55ZZbVmjMLbfckrFjx6apqSmf+cxnalEWAAAAANSdnrU46H/8x3/kN7/5TUaNGpX9998/3/ve93L00Uend+/eS+w7b968/PKXv8xXv/rV9OrVK7/5zW+y5ZZb1qIsAAAAqKn29va0tbUVXUZaW1u7vp40aVLa29sLrObfWlpa0tzcXHQZUHdqEgCecsopSV6ZCnzFFVfkM5/5TL7xjW9k1113zZZbbpm+fftm5syZmTRpUm655ZbMmDEjSXLggQfmwQcf7Bq/NCeffHItSgYAAIA3pL29PaNGjUpHR0fRpSzmjDPOKLqELk1NTRkzZowQEFazmgSA3/rWt1KpVJKk63+nT5+eK664Yol9q9Vq1z5XXHHFUvdZlAAQoFz8lXz5/JUcANYcbW1t3S786246OjrS1taWoUOHFl0K1JWaBIDJK8Heiry2vNdfbWFQCEA5+Cv5a/NXcgBYM51wwgkZMmRI0WV0G5MmTcro0aOLLgPqVk0CwBtuuKEWhwWgZPyV/LX5KzkArJmGDBmS4cOHF10GQJIaBYC77757LQ4LQIn5K/ni/JUcAABYVWo2BRgAVoa/kgMAANRGQ9EFAAAAAAC1IwAEAAAAgBITAAIAAABAiQkAAQAAAKDELAJSEpVKJQ0Nqy7PXZXHKquGhob06NFjlR+T16b3xdD34uh9MfS9OHpfDH0vjt4XQ9+Lo/fF0Pfi1KL3K0sAWBJ9+vRJU1PTKjtec3PzKjtWWTU3N6d///6r/Ji8Nr0vhr4XR++Loe/F0fti6Htx9L4Y+l4cvS+GvhenFr1fWQLAkpg1a1bmzJmzyo7X3t6+yo5VVu3t7Zk+ffoqPyavTe+Loe/F0fti6Htx9L4Y+l4cvS+GvhdH74uh78VZ1b1/PWGiALAkqtVqOjs7V9nxFixYsMqOVVYLFixYpT1feExem94XQ9+Lo/fF0Pfi6H0x9L04el8MfS+O3hdD34tTi96vLJO1AQAAAKDEBIAAAAAAUGICQAAAAAAoMQEgAAAAAJSYABAAAAAASkwACAAAAAAlJgAEAAAAgBITAAIAAABAiQkAAQAAAKDEBIAAAAAAUGICQAAAAAAosZ5FFwAAAKvTcccdl0qlUnQZ3UK1Wi26BABgNRAAAgBQV+bOnVt0CQAAq5UpwAAAAABQYgJAAAAAACgxU4ABAKgrvXv39gzA/69arZoSDQB1QAAIAEBdOfvsszN8+PCiy+gWxo8fn6OPPrroMgCAGhMAAgAAAPCGHHfcce6wX0S1Wi26hMUIAAEAAAB4QzxSonuzCAgAAAAAlJgAEAAAAABKzBRgAAAAAN6Q3r17ewbgIqrVareaFi0ABAAAAOANOfvsszN8+PCiy+g2xo8fn6OPPrroMrqYAgwAAAAAJSYABAAAAIASEwACAAAAQIkJAAEAAACgxASAAAAAAFBiAkAAAAAAKDEBIAAAAACUmAAQAAAAAEpMAAgAAAAAJSYABAAAAIASEwACAAAAQIkJAAEAAACgxASAAAAAAFBiAkAAAAAAKDEBIAAAAACUmAAQAAAAAEpMAAgAAAAAJSYABAAAAIASEwACAAAAQIkJAAEAAACgxASAAAAAAFBiAkAAAAAAKDEBIAAAAACUmAAQAAAAAEpMAAgAAAAAJSYABAAAAIASEwACAAAAQIkJAAEAAACgxASAAAAAAFBiAkAAAAAAKDEBIAAAAACUmAAQAAAAAEpMAAgAAAAAJSYABAAAAIASEwACAAAAQIkJAAEAAACgxASAAAAAAFBiAkAAAAAAKDEBIAAAAACUmAAQAAAAAEpMAAgAAAAAJSYABAAAAIAS61l0AQDdzXHHHZdKpVJ0Gd1CtVotugQAAADeIAEgwKvMnTu36BIAAABglREA8prcDfVv7oYCAGBN4+f5f/PzPFCvBIC8JndDAQDwRgmhFrc6gyg/z1NvfN78m9CbhQSAAK/Su3dvPzD8f9Vq1S8NAKwSvp8Aq4vPG1iSABDgVc4+++wMHz686DK6hfHjx+foo48uugwAAADeAAEgr8ndUP/mbigAANY0fp7/Nz/PA/VKAMhrcjfUv7kbCgDg9RFCLW51BlF+nv83P8/XB583/yb0ZiEBIAAAUHNCqMUJoqB2fN78m88aFmoougAAAAAAoHYEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJ9Sy6AGDpJk2aVHQJ3Yp+AAAAwOsjAIRuavTo0UWXAAAAAJSAKcDQjbS0tKSpqanoMrq1pqamtLS0FF0GAAAArDHcAQjdSHNzc8aMGZO2traiS0lra2vOPPPMJMlXvvKVbLjhhgVX9IqWlpY0NzcXXQYAAACsMQSA0M00Nzdn6NChRZexmCFDhrjrDgAAANZQpgADAAAAQIkJAAEAAACgxASAAAAAAFBiAkAAAAAAKDEBIAAAAACUmAAQAAAAAEpMAAgAAAAAJSYABAAAAIAS61l0AQBAsY477rhUKpWiy+gWqtVq0SUAAMAqJwAEgDo3d+7cokuoS5MmTSq6hG5FPwAAakcACABQgNGjRxddAgAAdcIzAAEAVpOWlpY0NTUVXUa31tTUlJaWlqLLAAAoFXcAAkCd6927t2cA/n/VarWmU6Kbm5szZsyYtLW11ew9VlRra2vOPPPMJMlXvvKVbLjhhgVX9IqWlpY0NzcXXQbAG+YZu4vznF0olgAQAOrc2WefneHDhxddRrcwfvz4HH300TV9j+bm5gwdOrSm77GyhgwZ4q47gFXMM3aB7sQUYAAAAAAoMQEgAAAAAJSYKcAAAACwinnG7uJq/ZxdYPkEgAAAALCKecbu4lbHc3aBZTMFGAAAAABKTAAIAAAAACUmAAQAAACAEvMMQAC6heOOO86DshdRrVaLLgEAACgJASAA3YJV4QAAAGrDFGAAAAAAKDEBIAAAAACUmCnAAHQLvXv39gzARVSrVdOiAQCAVUIACEC3cPbZZ2f48OFFl9FtjB8/PkcffXTRZQAAACVgCjAAAAAAlJgAEAAAAABKTAAIAAAAACXmGYAAANSVSZMmFV1Ct6EXAFAfBIAAANSV0aNHF10CAMBqZQowAACl19LSkqampqLL6LaamprS0tJSdBkAQI24AxAAgNJrbm7OmDFj0tbWVnQpaW1tzZlnnpkk+cpXvpINN9yw4IpeCUibm5uLLgMAqJG6CACff/753H777bn//vvzxBNPZNq0aenZs2cGDhyY4cOH56CDDspGG2203GPcfvvtueqqq/LYY49lzpw5WX/99bPjjjvmsMMOS79+/ZY79sUXX8yll16au+66Ky+88EIaGxuzxRZbZP/998/OO++8Kk8VAIBlaG5uztChQ4suYzFDhgxx5x0AUHOlDwCff/75HH300alWq12vNTU1Ze7cuZk8eXImT56cq6++Oscff3x23XXXpR7jZz/7WcaNG5ckaWhoSGNjY5555plcfvnluemmm3L66adn0KBBSx3b1taWE088MS+++GKSpE+fPpk5c2bGjx+f8ePH56CDDsoxxxyzis8aAAAAAF5R+gBwwYIFSZK3v/3t2WuvvTJ8+PD069cvnZ2deeihh/KLX/wiTzzxRH74wx9m0003zZvf/ObFxl999dUZN25cKpVKRo4cmYMPPjiNjY1pbW3ND3/4wzz55JM57bTTcuaZZ6ZXr16LjZ03b15OO+20vPjii9lss83yhS98IYMHD86cOXNy+eWX58ILL8yf//znDB48OHvvvffqagkAAAAAdaT0i4Csvfba+d///d9861vfym677dY1XbdHjx7ZZptt8u1vfzvrrLNO5s+fn8svv3yxsfPmzctFF12UJNl///1z+OGHp7GxMUkyePDgfOMb30hjY2P+9a9/5Zprrlniva+++uo8++yzaWxszMknn5zBgwcnSRobG3P44Ydnv/32S5JccMEFmT9/fs16AAAAAED9Kv0dgH379s3mm2++zO39+/fP9ttvn+uvvz6PPfbYYtvuv//+TJ8+PZVKJYcccsgSYzfYYIPstttuueaaa3LjjTdm//33X2z7jTfemCTZbbfdMnDgwCXGf/CDH8xVV12VadOmZeLEidluu+1exxkCAAAAFGvSpElFl9CtdLd+lD4AXBEL7wrs7Oxc7PX7778/STJo0KClBnhJst122+Waa67JI488ktmzZ2ettdZKksyaNSv//Oc/k7wy/XhpBg4cmE033TSTJ0/OhAkTBIAAAADAGmn06NFFl8BylH4K8Ir4xz/+kSTZbLPNFnt98uTJS319UQu3VavVPPXUU12vP/XUU10Lj6zI+IXvBQAAALAmaGlpSVNTU9FldGtNTU1paWkpugx3AN5xxx1dt2W++93vXmzbtGnTkiQDBgxY5vhFt02fPn2JsSs6ftGxAAAAAN1dc3NzxowZk7a2tqJLSWtra84888wkyVe+8pVsuOGGBVf0ipaWljQ3NxddRn0HgM8//3zOOuusJMmIESOy/fbbL7Z99uzZSdK18MfSLLqto6NjibErOn7WrFkrUTkAAABA8ZqbmzN06NCiy1jMkCFDusVdd91J3U4Bfvnll3PqqafmxRdfzEYbbZTPfvazRZcEAAAAAKtcXd4BOGvWrHz729/OE088kQEDBuSUU05Z6u2YCxf0mDNnzjKPtei2Ree9Lxy7cJ9lzYlfOL5Pnz7LrfmCCy7IRRddtMzthx56aEaNGrXcY6yM7nB7anfX3Nyc/v37F11GzSx6DTQ0NJT6XBPX/IqoxTWv7ytG74vhc55aqafe+6xZMT7ni6HvxdH7YvjZpr7VXQA4Z86cnHLKKXnkkUeyzjrr5NRTT81GG2201H0HDBiQxx9/fLHn+b3aotsWvbgWfe7ftGnTlhkALhz/WhfmzJkzM2XKlGVu7+joSI8ePZZ7jJXR0FC3N4eusIaGhlXa8+7m1ddAmc81cc2viFpc8/q+YvS+GD7nqZV66r3PmhXjc74Y+l4cvS+Gn23qW10FgHPmzMmpp56aBx54IGuvvXZOOeWUDBo0aJn7Dxo0KPfcc89yH2a5cFulUsmmm27a9fqmm26aSqWSarWatra2xbYtbfzy6kiSvn37ZoMNNljm9qampnR2di73GCtjwYIFq+xYZbVgwYJV2vPu5tXXQJnPNXHNr4haXPP6vmL0vhg+56mVeuq9z5oV43O+GPpeHL0vhp9tyuP1hJt1EwDOmzcv3/nOd3L//fenqakp3/rWtzJ48ODljtl2221z2WWXpa2tLVOnTs3666+/xD733XdfkmSrrbZabNpvnz59suWWW+bRRx/Nvffem3e84x1LjJ06dWomT56cJBk2bNhyaznyyCNz5JFHLnP71KlTV+lKwu3t7avsWGXV3t5e6tWbF70GFixYUOpzTVzzK6IW17y+rxi9L4bPeWqlnnrvs2bF+Jwvhr4XR++L4Web8lhaPvVa6uIe2fnz52f06NG57777stZaa+Xkk0/Of/zHf7zmuG233Tb9+/dPtVrNZZddtsT2559/PjfffHOSZI899lhi+8LXbr755jz//PNLbP/jH/+YarWaAQMG5G1ve9vKnRQAAAAArIDSB4CdnZ35/ve/n7vvvju9e/fOSSedlK233nqFxvbq1StHHHFEkuSKK67IpZde2rVoR2tra0499dTMnj07G2+8cfbZZ58lxu+7777ZaKONMnv27Jx66qlpbW1N8spU5EsvvTRXXnllklfu7uvZs25uxgQAAABgNSp96vTQQw/ltttuS5JUq9V8//vfX+7+559//mL/vu+++6a1tTXjxo3L+eefnwsvvDCNjY3p6OhIkqy77ro56aST0qtXryWO1atXr5x00kk58cQT88QTT+Rzn/tcmpqaMnv27K656QceeGD23nvvVXGqAAAAALCE0geA1Wq16+t58+ZlxowZK32MY489NsOGDcu4cePy+OOPd931t9NOO+XQQw/NOuuss8yxLS0t+elPf5o//OEPueuuuzJ16tT07ds3m2++eQ444IDsvPPOr+e0AAAAAGCFlD4AfNvb3pY//elPb/g4u+yyS3bZZZfXNXbdddfNUUcdlaOOOuoN1wEAAAAAK6P0zwAEAAAAgHomAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACixnkUXAAAAlN+kSZOKLqFb0Q8AVicBIAAAUHOjR48uugQAqFumAAMAADXR0tKSpqamosvo1pqamtLS0lJ0GQCUnDsAAV7FlJx/0wsA3ojm5uaMGTMmbW1tRZeS1tbWnHnmmUmSr3zlK9lwww0LrugVLS0taW5uLroMAEpOAAjwKqYoAcCq09zcnKFDhxZdxmKGDBnirjsA6oopwAAxRem1mJ4EAACw5nIHIEBMUXotpicBAACsuQSAAP+fKUoAAACUkQAQAAAAKA0L2f2bXrCQABAAAAAoDYv6wZIsAgIAAACs0Szqt3wW9cMdgAAAAMAazaJ+y2dRPwSAAAAAwBrPon6wbAJAAACAErMIwL/pBVCvBIAAAAAlZkEEACwCAgAAUDIWRFg+CyIA9cYdgAAAACVjQYTlsyACUG8EgAAAACVkQQQAFjIFGAAAAABKzB2AvCYrZf2bXgAAAABrGgEgr8mqYQAAAABrLlOAWSqrhi2fVcMAAACANYU7AFkqq4Ytn1XDAAAAgDWFAJBlsmoYAAAAwJrPFGAAAAAAKDF3AALQLVhle3H6AQAArCoCQAC6BSuOAwAA1IYpwAAUxorjr82q4wAAwBvlDkAACmPF8ddm1XEAAOCNEgACUCgrjgMAANSWKcAAAAAAUGICQAAAAAAoMQEgAAAAAJSYABAAAAAASkwACAAAAAAlJgAEAAAAgBLrWXQBAAAAUDaTJk0quoRuRT+gWAJAAKhzfiD/N70AYFUZPXp00SUAdBEAAkCd8wsKAKwaLS0taWpqSkdHR9GldFtNTU1paWkpugyoOwJAAKhDfkFZPr+cAPB6NDc3Z8yYMWlrayu6lLS2tubMM89MknzlK1/JhhtuWHBFr2hpaUlzc3PRZUDdEQACQB3yC8ry+eUEgNerubk5Q4cOLbqMxQwZMsQftqDOCQABoE75BQUAAOpDQ9EFAAAAAAC1IwAEAAAAgBITAAIAAABAiQkAAQAAAKDEBIAAAAAAUGICQAAAAAAoMQEgAAAAAJSYABAAAAAASkwACAAAAAAlJgAEAAAAgBITAAIAAABAiQkAAQAAAKDEBIAAAAAAUGICQAAAAAAoMQEgAAAAAJSYABAAAAAASkwACAAAAAAlJgAEAAAAgBITAAIAAABAiQkAAQAAAKDEBIAAAAAAUGICQAAAAAAosZ5FFwB0T0OHDs2dd96ZHj16pLOzM9OnTy+6JABWIZ/zAAD1wx2AAAAAAFBiAkAAAAAAKDEBIAAAAACUmAAQAAAAAEpMAAgAAAAAJSYABAAAAIASEwACAAAAQIkJAAEAAACgxASAAAAAAFBiAkAAAAAAKDEBIAAAAACUmAAQAAAAAEpMAAgAAAAAJSYABAAAAIASEwACAAAAQIkJAAEAAACgxASAAAAAAFBiPYsuAAAAAADeiKFDh+bOO+9Mjx490tnZmenTpxddUrciAAQAgNXILygAwOpmCjAAAAAAlJgAEAAAAABKTAAIAAAAACUmAAQAAACAErMICAAAUHoWXwGgnrkDEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJWQSEbs8DmwEAAABeP3cAAgAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYj2LLgAAAIDyGjp0aO6888706NEjnZ2dmT59etElAdQddwACAAAAQIkJAAEAAACgxEwBBgAAAFhFTHunOxIAAnQzfmAohr4DAABlZQowAAAAAJSYABAAAAAASkwACAAAAAAlJgAEAAAAgBITAAIAAABAiQkAAQAAAKDEBIAAAAAAUGICQAAAAAAosZ5FFwAA1LehQ4fmzjvvTI8ePdLZ2Znp06cXXRIAAJSKOwABAAAAoMQEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACixnkUXAAAAAKxaQ4cOzZ133pkePXqks7Mz06dPL7okoEDuAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYhYBKYlKpZKGhvrIc3v06FF0CXVJ34uj98XQ9+LofTH0vTh6Xwx9L47eF0Pfi6P3xdD3xVWq1Wq16CJ44zo6OtLU1FR0GQAAAAB0M+4ALIlZs2Zlzpw5RZdRM/369etavv6ll14qupy6oe/F0fti6Htx9L4Y+l4cvS+GvhdH74uh78XR+2LUS9/79++/0mMEgCVRrVbT2dlZdBmrRb2cZ3ej78XR+2Loe3H0vhj6Xhy9L4a+F0fvi6HvxdH7Yuj74urjoXEAAAAAUKcEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAABKTAAIAAAAACUmAAQAAACAEhMAAgAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAABKTAAIAAAAACVWqVar1aKLgNdywQUXZObMmenbt2+OPPLIosupG/peHL0vhr4XR++Loe/F0fti6Htx9L4Y+l4cvS+Gvi+bAJA1wv77758pU6Zkgw02yLhx44oup27oe3H0vhj6Xhy9L4a+F0fvi6HvxdH7Yuh7cfS+GPq+bKYAAwAAAECJCQABAAAAoMQEgAAAAABQYgJAAAAAACgxASAAAAAAlJgAEAAAAABKrGfRBcCKOOKIIzJz5sz07du36FLqir4XR++Loe/F0fti6Htx9L4Y+l4cvS+GvhdH74uh78tWqVar1aKLAAAAAABqwxRgAAAAACgxASAAAAAAlJgAEAAAAABKTAAIvG7PPfdc3ve+9+V973tfnnvuuaLLAYBSWvi9duLEiUWXAgCsoawCzGrzox/9KNdff3222WabfOc73ym6nFJb2OvXctBBB+WYY45ZDRWV36I9r1Qq+cUvfpENN9xwmfs///zzOeaYY7JgwYIkyV577ZXjjz9+dZRaNx5++OF85StfSZIMHDgw5557bhoa/N3rjXKtdz++v3Yf/lvUns/21a+zszM333xzbrnlljz++ON56aWX0tjYmHXXXTcDBw7M1ltvnW222SZDhw5NpVIputzSevnll/PXv/4199xzT55++um0t7enb9++2XDDDfP2t789++67b9Zbb71V+n5/+tOfkrzyR4i11157lR27u1r0Z5xNN900P/3pT9OjR4+l7nvRRRdl7NixGTx4cH784x+vzjJLZ2m/uzY0NKSpqSl9+/bNoEGDMmTIkLzrXe/KoEGDCqqyHASAUGI9e/Zc7jfrpqam1VhN/ahWq7nhhhvy4Q9/eJn7XH/99V2BCLVx3XXXdX39/PPP5/7778/w4cOLK6iEXOvA6uazffV66aWXcsopp+TRRx/teq13795JkmeeeSZPP/10xo8fn+SVQKQeQqIi/O1vf8s555yT9vb2JK/8Aa5v375pb2/Piy++mEcffTSXXXZZPvrRj+aggw5aJe85c+bMjB07Nkny7ne/u+7+2z711FO54YYbsvfeexddSt1Y9HfXarWaWbNm5eWXX85zzz2Xe+65J2PHjs12222XT33qU9lggw0KrnbNJACEEnvLW97iDoTVbIMNNsiUKVNy/fXX50Mf+tAy/xK+8K9cC/dn1ZozZ07+9re/pVKp5D3veU+uvvrqXHfddX5JXIVc68Dq5rN99fvBD36QRx99NGuttVYOP/zw7Lnnnl13mc2ZMyf//Oc/c9ddd+WGG24ouNLy+utf/5qzzjor1Wo1gwcPzsiRI7PddtulV69e6ezszIMPPpixY8dm4sSJOffcc/PSSy9l5MiRRZddCmPHjs3uu++eXr16FV1KXVja764dHR355z//mRtuuCE33XRT7rvvvnzuc5/L6NGjs9lmmxVU6ZrL/fIAq9DgwYOz2Wab5dlnn82DDz641H0efPDB/Otf/8pmm22WwYMHr+YK68Mdd9yRmTNn5i1veUsOP/zwVCqV3HHHHeno6Ci6tNJwrQOrm8/21eupp57KfffdlyT57Gc/m0MPPXSxKaaNjY3ZZptt8rGPfSy//vWvzSypgdbW1vz85z9PtVrNjjvumO9///vZaaedugKpHj165G1ve1tOO+20vPe9702S/P73v8/f//73Iste42299dZpamrKlClT8pe//KXocupaU1NThg0bluOPPz7f+c530tzcnJkzZ+bUU0/N3Llziy5vjeMOQAo3Z86c3H777fn73/+eJ554Ii+88ELmzJmT/v37Z+utt87BBx+cLbbYYqljFz4vYOEzpW666aZceeWVefLJJ5Mkm222WQ4++OC8853vXJ2ntMa67bbbct111+Wf//xnXn755TQ1NWXIkCHZd999s8suu7zm+La2tvz+97/PxIkT8/LLL2fgwIHZbbfd8sEPfjCNjY2r4Qy6h7322iu/+c1vcv3112fo0KFLbF94R9Ree+21zODk5Zdfzq233pp77703Tz31VF544YXMnz8/6623XoYNG5b3v//92WSTTZY69utf/3r+8Y9/5MMf/nAOO+ywXHbZZbnlllsyZcqUzJo1qy6m6CycIrbHHntk4MCB2WabbTJx4sT87W9/y3ve854l9n/uuee6nod57rnnZs6cOSt1LS/6WfTZz34248aNyw033JBnnnkmM2fOzI9+9KNsvvnmtT3pAhR1rT/77LP5xCc+kWq1mv/93/9d5veIarWaT3ziE3n22WfzsY99LO9///vf2AmvYRb9LDjiiCNWep/3ve99SZLTTz89gwcPziWXXJLbb789L7zwQvr27Zthw4Zl5MiR2WijjWp+Lmu6N/rfgles7Gf7xIkTc+KJJyZJ17PMXs8+f//73/N///d/mTRpUjo7O7Pxxhtn7733zgEHHJCf/OQni/0sWiZPPPFE19c77rjjcvdd1h1SnZ2due6663LLLbektbU1HR0daW5uzlZbbZWDDjoob3vb25YY8+r/Jg899FAuvfTSPPLII5k9e3ZX/w888MBlPp+tLC644ILMmzcvAwYMyBe+8IVl9rlSqeTjH/94HnrooTz55JMZM2ZMtt9++yX2mz59ev70pz/l3nvvzXPPPdf1/Xbw4MF517velV122SUNDQ1dn0cLvfqZ4WW83hfV3Nyc97///bnoootyySWXZJ999slaa621Usdoa2vLZZddlokTJ2b69Onp3bt3Wlpasscee+Q973nPEtfupz71qUyePDn/+Z//mcMOO2yZx/3Vr36Vyy+/PG95y1tyxhlnvK7zW1O99a1vzWc+85l85zvfyZQpU3LNNdfkgAMOWGK/CRMm5C9/+UsefvjhvPjii1lrrbXy5je/OXvttVf23HPP5X5u/OMf/8hf/vKXPPTQQ5kxY0bWWmutrL/++hk+fHj23HPPvPnNb67hGdaeOwAp3N/+9rf88Ic/zE033ZTJkycneeWXtilTpuTGG2/Ml770pRWaVnD22Wd3TVOoVCqZNWtWHn744Xzve9/LFVdcUevTWKPNnj07p556akaPHp277747M2bMSO/evfPSSy/l3nvvzXe/+938+Mc/TrVaXeYxHn744XzpS1/KzTffnDlz5qRareaZZ57J2LFj89WvfjUvv/zyajyjYu2+++5paGjIrbfemjlz5iy2beH0pYaGhuyxxx7LPMaf/vSnnHXWWbn99tvzzDPPpEePHuns7My//vWv/OUvf8nxxx/f9cydZZk3b16+9rWv5YILLsjTTz9dNw9JX/hMqJ49e2bXXXdNkq5eX3vtta85/o1cy9VqNd/97nfzi1/8Io899tgqOZ/urKhrfaONNsq2226bZPn/TSdOnJhnn302PXv2zF577fW6z7PeTZs2LZ///Odz2WWXZfr06UmSGTNm5KabbsqXvvSlPPvsswVXSD14o5/tr9cf/vCHfPvb386ECRMyc+bM9OjRI08++WTOPffcfO9736vZ+3Y306ZNW+kxM2bMyFe/+tWceeaZmTBhQtrb29O7d+9Mnz49d9xxR0488cRcdNFFyz3Gbbfdlq9//eu5++6709nZmc7Ozjz55JP51a9+lVNOOSXz5s17vafU7b3wwgu55557kiT7779/+vbtu9z9e/bsmQ9+8INJXglvH3744cW233333Tn22GPzhz/8Ia2trZk7d24aGxvz3HPP5bbbbsv3vve9rrtp11577fTr169rbL9+/bLuuut2/fNatZTB+973vvTr1y8zZsxY5h8HluX666/P5z73uVx33XWZMmVKevfunTlz5uShhx7KOeeck6997WtL/Dy5++67J0luvvnmZR53wYIFueWWW5JkuT9bldnOO+/cFcLddNNNi23r7OzMmWeemW984xu59dZb88ILL6R3796ZOXNm/vGPf+QnP/lJTjnllKXeObhw7Ne//vXcfPPNef7559OrV6/Mnz8/ra2tueyyy3LhhReujlOsKXcAUri+ffvmkEMOyS677JLNN988vXr16vqF+/e//31uuOGGnHXWWdlmm20ycODApR7jrrvuyty5c/PJT34ye+21VxobG/Pss8/mxz/+cR544IGcd9552X333dPc3Lyaz27N8JOf/CR33313Nttss/znf/5nhg0blsbGxnR0dOTGG2/MmDFjct1116WlpSUf+MAHlnqMn/3sZxk0aFA+/elPZ/DgwZk/f35uvvnmnHPOOXn88cdzzjnn5Mtf/vJqPrNiDBgwINttt13+/ve/5/bbb1/sG/TCqUo77LBD+vfvv9xjjBw5MjvttFNaWlq6QpEnnngiF1xwQf7+97/nBz/4Qc4999xl/kVy3LhxaWhoyJe//OXsvPPO6dWrV6ZMmbLSf8Fc09xwww1ZsGBBdthhh67/z7/zne/Mz3/+8zz88MN55plnlnn3ZPLGruU77rgj8+fPz7HHHpt3v/vdaWxs7ArUy6jIa33ffffNhAkTctNNN+W///u/l9rja665JkkyYsSIxX6RYeX8/Oc/z8CBA3PGGWfkLW95Szo7O3PPPffkRz/6UV566aX89re/rZvPd4rzRj/bX49//OMfOf/885Mku+66az72sY9l/fXXz5w5c/KXv/wlv/nNb9KnT59V+p7dyZAhQ1KpVFKtVvOzn/0sn//857Puuuuu0NjOzs585zvfyaOPPpqtt946I0eOzFve8pb06tUr7e3tGTduXC6++OKMHTs2m2222TJn6/z0pz/NsGHDcuyxx2ajjTbKnDlzctVVV+W8887Lfffdl4suuiijRo1ahWfdfUycOLHrj+8777zzCo3Zaaed0tDQkAULFmTixIl5y1vekiR59NFH893vfjfz58/PVlttlf/6r//KW9/61jQ0NHQFU9dcc03XH4u//vWvLzY74gc/+H/t3XtUVOX+P/D3DODITU1RUDBUFO8plCKKgAVYmh28UokImR7L7GRfbVVoy5XXk+U55fFY2klN8pYKiKVBCkF5CVRAyCnBW5oJqKFch4H5/cFvP83AzIjKrT3v11qsNczsyzMze/bls5/n8/kAzs7OTfAuWy87OztMmTIFn332GWJjYzFu3LgGjaD55ZdfsG7dOlRXV+PRRx/FnDlz0LVrV1RVVeG7774T+6yPPvoIb7/9tpjP398fMTExuHTpEi5cuGA0dcqZM2dw8+ZNgxshlujRRx/FxYsXkZeXh8rKSjE6Z9u2bUhMTESXLl0wffp0+Pj4wM7ODpWVlThx4gT+97//4fTp0/jss88wd+5cg2Vu3rwZiYmJUCgUCA0NxYQJE+Dk5ASgtudseno6rl+/3uzvtbFZRncQatVGjBiByMhI9O3bV3RrVygUcHV1xWuvvYahQ4dCo9GYvbtbUlKCV155BU899ZTYAbi4uGDhwoWwtraGRqNBenp6s7yf1kStViMiIsLo35IlSwBADJ1xdnbGihUrMHz4cPEZ2tnZYdy4cZg3bx4AYM+ePdBqtUbXZW1tjaVLl4qDldTj5uWXXwYApKWl4fLly039llsNqbdR3ZL20vClu/VGevLJJxEWFoaePXuKbupWVlbw8PDA22+/je7du6O4uBg//PCDyWWUl5fjjTfewOjRo8Vvq0uXLrC2lve9H/0hYhI7OzsMHz7c4HVTHmRbLi8vx+zZszFu3DjxO+rQoYOs8yK11Lbu4+OD9u3bo6SkBMeOHau3XP3ng4OD7+/NEYDa38CyZcvEhaSVlRV8fHwwbdo0AH8Gvoma0oPu2+/Hjh07oNPpMGDAACxcuFBcDKpUKvztb3/D9OnTUVpa2ujrbS1cXFzEPvz06dN44YUXEB0djc8//xxHjx412yswJSUFarUanp6eePfddzF48GBxLuLo6IiwsDAx1F2qNGtMp06dEB0dLVINqFQqhIaG4rnnngMAJCQkiMq4ciONjLKxsYGbm1uD5rGzsxPVUaX5AeDTTz+FVqtFnz59sHLlSgwcOFAE+1QqFYYOHYpFixbJ+nzlfowbNw5OTk4oLS3F3r17GzRPTEwMqqur4eHhgejoaHTt2hVA7fcYFBSEV155BUDtsfPnn38W87m4uIjjbN2ebRLpeS8vL4u+sSn1ANRqtbhx4wYA4Nq1a4iLi4ODgwOWL1+OMWPGiO1ZpVLB398fb731FhQKBRITE8WIBqA232lCQgIAICoqClFRUWJ/DwAPPfQQQkJCMGPGjGZ6h02HAUBq1RQKhchfcfbsWZPTde7cWXSb1tepUyd4enoCgMgLaEm0Wi3++OMPo3+3b98G8OewmaCgIJMHklGjRok7tnl5eUaneeqpp4z2sAwMDBQnIuaCVXLj4+MDe3t7ZGdno6ioCABQVFSE7OxsODg4wMfH576XbWNjIyoemvtd9OjRA15eXve9nr8iqeiEvb29uCiUjBkzBsCfvUhMeZBt2dHR0eKCTS21rdvY2IgLU2M3iFJTU6HRaNC5c2dWCH1AY8eONXp8kHqkVFVV4bfffmvuZpEFaYx9+726ffu2yIE2adIko2k0JkyYIPte9S+//DImTpwohsKdOXMGe/bswerVqxEZGYlXX30VBw8eRHV1tcF8Ug/s8ePHm+wFL527X7p0yeBiXF9oaKjRvHfPPPMMVCoVNBoNfvzxxwd5i62WFNh0cHC4pzQu0v5amv/KlStiOPDMmTNZ0fYetGnTBmFhYQCAAwcOmNxOJSUlJcjKygIATJkyxehN94CAALi6ugKoTYWlT7rBkZqaWi/1UlVVlbixaey615Lo98SUtvMjR46gpqYGvr6+JnMT9+vXD87OzmJfJjl8+DB0Oh2cnZ1F/mO5knc3EPrLKCoqwoEDB5CVlYXff/8d5eXl9U7izN1llIYoGCNVK5PzHVpTBg0aVK+Uel3SRXVcXBy++uork9NJJ3bSBb6xdRmjUCgwcOBAFBQUWERONEmbNm0wevRoHDp0CMnJyZg6daq4OPHz82vQydeVK1dw4MAB5ObmoqCgABUVFfVOBsz9LqS7iJZE6gHi6+tb74LD29sb7du3R1FREbKyskwGRx9kW+7du7fsE5LX1ZLb+tixYxEbG4vs7Gxcv37dYHiSdPH5xBNPWEz+y6bSp08fo8/rVwO1pDyv1PwaY99+ry5cuCD2QwMGDDA6Tdu2beHh4YHc3NxGWWdrZGNjg6ioKEyePBnHjx9Hbm4u8vLycPXqVdTU1ODixYvYsGEDvv/+e7zzzjtQqVSorq7GuXPnANT2PNu8efNd11NYWGg0XYSpY7KtrS08PDzw008/4fz583jiiSce7I3KmNTLzNbW1uTnSaYFBQUhNjYWv/32G3bt2lVv6Ki+/Px8sd+QchUbM2TIEFy9erVexwo/Pz9s2rQJRUVFyM3NNfi+0tPTUVpaCltb2we6uSpXUpD7+++/NzvyTzpfKSwsFM9JvxFvb2/ZnzPK+93RX0JOTg7mzZuHffv2IT8/H6WlpWjbti3at29vMHSuoqLC5DLM5V+RLj45PMk46U5WaWmpyd6Cf/zxhwjI1k30L9G/EKyrY8eOAIDi4uJGbn3rVndopH5F1LtJTU0V1WQvXbqEiooK2NnZieTLUo8DU98HAIsbGiAVnQCMJ0a2srLC6NGjAZgfKvYg23L79u0b2lxZaaltvVu3bhg8eDB0Op3Bd3r+/Hnk5+dDqVRaXI/MpmDqGKsfiKnb+4eosTTWvv1eSfv5Nm3amM37JR0X5K5du3YICQnBggULsH79emzfvh1vvPGGSJdx5swZxMTEAKi9wJaKc9y5c8fs+aXkfs4vpdf0lyMn0miEkpKSe+rdKo3ykbZb6fPp1KmT7IMbTcHKykoMV09MTDSbB05/v2Eu97w0vLTu+WS7du3ETYyUlBSD16ThvyNGjBBpZiyV/k1H6XOWbhSXl5eb3edIMQH9fY70G5FG+sgZewBSi9JqtVi7di3Ky8vx8MMP48UXX0T//v0NdmqJiYn4z3/+04KtlDfphGLhwoXw9/dv4dbIS79+/eDq6oqrV68iPj4eV69ehaur61175hUXF2P9+vXQarUYOHAgIiIi0Lt3b4OeVDExMdi9e7fZysyWdpJ39OhRlJeXAwAWL15sdtrjx4+jtLS00avYWdpnLmnJbT0kJARnzpzB4cOH8eyzz0KpVIref0OGDDFZPIqI/hpaw76d6rOzs4Ofnx+GDRuG119/Hb/++isOHz6MqKgog2CVVDyI7p2U96+qqgpXrlzBww8/fNd5ysrKUFBQAADo3r17k7bPkowePVpUT96+fTsWLFjQZOsKDAxERkYGjh49ir///e+wsbFBaWmpqAhtqdV/9V28eBFAbY5i6UaAtN+JiIjAlClTWqpprZ5lXqlQq6FWq8WQ0sWLF2Po0KH17mjI9a5eayFVc9PvBn0/zA1FlV6zxN5RUm6irVu3GvxvzsmTJ1FeXo62bdtiyZIl6N+/f71hlPxd1GeuUFBdGo0GaWlpRl/jtnx/WmpbHzlyJBwdHVFYWIisrCxoNBpxl9zSe/9Jw9GlnjjGWGJ6jJbA7+L+Pci+XT8lg0ajMTqPqc9d2s9rNBqz383dcoLJnUqlEgGJkpISFBcXw9HRUdwQM5U6pqEackxuaGXiv5rBgweLFEfHjx9v0Dw//vijCIQMHjwYwJ+fz40bN9hb+z4pFAqEh4cDqO2Jp19gRZ/+fsNccRrpd2HsfNLHxwe2trYoKSnByZMnAdTeCKmqqsJDDz1kdmixpZCCob179zYougfc3zWtlH5ACp7LGQOA1KKkqj2Ojo4mk3XqJ+ikxifdlX3QKslSouy6dDqdyI3j4eHxQOv4KxozZgwUCgW0Wi2USmWDgiLSSYGbm5vRamw6nc7k522prl+/Lj6TVatWYfv27Sb/pk6dCqB+1VoJt+X701Lbun4xkKSkJBw7dgwlJSVo166dxefIkXpBmboAr6iowJUrV5qzSRaL38X9edB9u/7QXVOfvaniZtLQVqC2CIkxlZWVJue3JPqFUGxsbGBtbS1yhzbV+WVFRYX47Hv16vVA62itnJycRDHEr7/++q43CbRarahU6+7ujv79+wP481y/vLz8nvJV6o9qMDfixFIMGzYM/fv3R01NjRjuXpeHh4cI2krFQIzJzs4GUBvAqkulUokiW9Iw4NTUVAC1PREtLdd0XcePHxfFPfV7Q0rb+cmTJ++5IFTfvn3ve96/GgYAqUVJF3zSHcO6srOzxQ6SmkZQUBCA2pPbupWo6jKX5P3gwYNGX09NTRV3U0aNGvUALf1r6ty5MyIjIxEaGorIyMgGDUeULhSvX79utLfIkSNHWHGzjiNHjojqXQMHDoSDg4PJP2mou1qtNnrBzW35/rTktj527FgAwIkTJ7B//34AtQFJS6902KNHDwBAZmam0d5P8fHxZnukUePhd3F/HnTf3rVrV5Gr8sSJE/WWf/v2bSQmJhpdd7t27UQC/n379hkNgBw4cMBsjuq/umvXruHatWtmp6murha9Lrt06SKCrtL5ZVpaWr0q7nWZO7+Mi4sz+ttISEhAZWUl2rRpU68ytJxMnz4d1tbWuHnzJtauXWtyP6HT6bBx40YRGJk5c6Z4TT8lx9atWxu8r9HP/8oeyrVmzJgBADh27JjR4L+DgwOGDh0KANi7d6/RHPTfffed2EdJ+Uvrkqr8ZmRk4MqVK6JDjKUP/1Wr1Vi3bh0AwMXFxWCkh1T0raCgAHFxcWaXU3ef8/jjj0OhUKCgoECcR8oVA4DUoqR8fzqdDmvWrMHvv/8OoHaITHJyMlatWmU28TI9OC8vL3HwWbt2LbZv3y56ZgK1dwuzsrKwbt06vPnmmyaXU1VVhaVLl4oTD61Wi+TkZKxfvx5A7QGuIblL5GjixIl44YUXEBoa2qDphwwZAoVCgTt37uDf//63GF5UXl6O/fv3Y/369WYTC1sanU4nenyMHDnyrtO7u7vD1dUVgPGE8dyW719Lbetubm4YMGAAqqqqROVJSx/+C9QGqhUKBYqLi/Gvf/1LDKcuLS3F7t27sWPHDuZKayb8Lu5dY+zbbWxsRE/g3bt348SJE2IIpFqtxpIlS8wWiXv22WcBALm5ufjggw/E+VFlZSUSEhIQExMj6+/t0qVLeOmll7BixQqkpqYanB9qNBpkZWXhnXfeEdU3J0yYIF4PCgrCgAEDoNVqsXTpUiQkJIjiFEDtBXh6ejree+89rFmzxmQbioqKsGrVKlF4obKyEvHx8fjiiy/EOuV8TuTh4YE5c+ZAoVAgPT0dixYtQnp6ugjiVVdXIycnB++88w4OHToEAJg6dSoee+wxg+W8+OKLsLa2xrlz5xAdHY2ffvpJ9HTSaDQ4efIkVqxYgbKyMjGPg4ODyK+WnJzM4cOorUotFemQhqHWNX36dFhZWSE/Px8rV64UQfSqqip8++23Ire9r68vPD09jS5jyJAh6NChAzQaDT744APU1NTAzc3NaI9BuSsrK0NWVhY+/PBDvP3227hz5w4cHBywePFigxu9bm5umDhxIgBgy5Yt+OSTTwxuYGg0Gpw9exaffvop5syZY7AONzc3PP300wCAzZs3Y/PmzQa9xm/duoX9+/djy5YtTfhOmweLgFCzk7pFA7UHloiICGzatAnZ2dmYM2cO7OzsoNFooNVq0bNnTwQHB2Pjxo0t2GL5e/XVV6FQKJCamoqdO3di586d4oS2rKxM3PXu2rWryWXMnTsX69evx/z582Fvbw+NRiNOTnr16oWXXnqp6d+ITLi5ueGZZ55BfHw80tLSkJaWBnt7e5SXl6OmpgZeXl7o06cPdu/e3dJNbRVycnLEhUFDe+aNHDkSX375JVJSUsTdXAm35ebTmNv62LFjxTC9vn37WmSQVv/4CtQmgA8NDUVsbCx++OEH/PDDDwafb3h4ODIzM5lSoAnwu3hwjbFvVyqViIiIQHZ2NoqLi7FixQrY2NjAysoKFRUVcHZ2xpw5c7B27Vqjy3vkkUcQHh6OmJgYpKamGuyjqqur4efnBxsbGyQnJxtUxZYLKysr1NTU4MSJE6IHZZs2bURRAn1PP/00nnnmGYN5o6Oj8c9//hPZ2dnYtGkTPv30U9jZ2aGmpkYUdgFqgx2mzJ8/H2vWrMHs2bNhb2+PiooKEYjy8vIS1Vnl7Mknn4SdnR0+/vhjnD9/HsuWLYNSqYS9vT1KS0tFIK9NmzYIDw83ehPO09MTixYtwtq1a6FWq/Hmm2/CxsYGbdu2NVhG3eGPISEh2LFjB/bv349Dhw6hffv2UCgUGDlyJF544YUmf++t0YwZM5CZmWlyWLSnpyfmz5+PdevWISMjAxkZGbC3t0dlZaW44dCvXz/Mnz/f5Dqk6uYJCQnIz88H8GevQDlTq9WIiIgQ/5eXl9erEO7t7Y158+YZHWkyY8YMaLVaxMfH46uvvsJXX30FW1tbWFlZoaysTGzfxoZRR0VFoaSkBMnJyYiNjUVsbCzs7e2h0+lEYFwOqWUYAKRmI+3w6p4gTZgwAU5OToiLi8P58+dRU1MDV1dXjBo1ChMnTrzrsFR6cCqVCgsXLkRwcDCSkpJw9uxZ0TvByckJ7u7uGDJkCPz8/Ewuo1+/fnj//fexa9cu5OTkoLKyEt26dYO/vz8mT55s8eXq79WsWbPg5uaGgwcP4tdff0VNTQ169eqFwMBAjB8/Hrt27WrpJrYaUk+Pzp07m7yTWpd0kXjjxg1kZmaKXiMAt+Xm1ljb+ogRI6BUKlFTU2Nxvf9MHV+B2hPabt264dChQyJp+cCBAxEaGophw4YhMzOzOZsqe/wuGk9j7Nu9vb3h7OyMNWvWYMeOHTh9+rTIETp27FiEhYXhwoULZpc5bdo0eHh4IDY2Fnl5edBqtXB3d0dwcDDGjRuHFStWAIAsewIOGzYMGzZsQEZGBnJzc3H58mXcvHkT5eXlsLOzQ5cuXdCvXz8EBQUZ/Y4cHR2xbNkyHDt2DCkpKfjll19w+/ZtKJVKuLi4oGfPnvDy8jJ7fjly5EisXLkSe/bsgVqthpWVFdzc3BAUFISnn37aYvKh+fv7w9vbG998840YFipVvHZxcYGXlxeefPJJODk5mVyGr68vNmzYgPj4eJw6dQqFhYWoqqqCi4sLevXqBT8/v3r5eMPCwmBra4uUlBT89ttvosCCfm9OS9O7d2/4+vri6NGjJqd5/PHH0bt3b8TGxiI7Oxu3bt2CSqVC7969ERgYiJCQEFhbmw/FBAQEICEhweB/udNqteIaVKlUwtbWFh06dED37t3Rp08fjB49WlTHNkapVGLWrFkICAjA119/jdzcXNy4cQNVVVViOYMHDzY69Nra2hoLFixAYGAgvvnmG6jVaty+fRv29vbo1asXhg4dKnJO/5UpdMzoSc1k8eLFyM7OxpgxY5q0dDoR0b26fv06Zs+eDQDYtGkTnJ2dW7hFdK/S09OxbNky2NraYsuWLQa5i+SOx9fWg9+FZdHpdJg1axaKiorw2muvyeLisDU4c+YMoqOjAUD2+biIiJoTcwBSs9CvkiYlwiYiImosBw8eBFCbo9GSgn88vrYe/C4sT0pKCoqKiqBUKs0OYyUiImoNOASYmlxxcTE+/vhjlJWVQalUwtfXt6WbREREMpKamoqMjAwolUqDHFRyx+Nr68HvQr62bNmCrl274rHHHkPHjh2hUChw+/ZtHD58WBSiCAgIEMUSiIiIWisGAKnJnD17FsuXL8edO3fEc9OmTYOLi0sLtoqIiOSgqKgIb775JsrLy8VxJiQkxCKKf/D42nrwu5C//Px87Nu3D0BtVWGVSoXS0lJRAMDT01OkkCAiImrNGACkJqPValFSUgJ7e3v06NEDTz31FPz9/Vu6WUREJAPV1dUoKCiAUqlEly5dEBgYiLCwsJZuVrPg8bX14Hchf5MmTYKzszN+/vln3Lx5E2VlZXBwcIC7uzv8/PwQHBwMGxublm4mERHRXbEICBERERERERERkYyxCAgREREREREREZGMMQBIREREREREREQkYwwAEhERERERERERyRgDgERERERERERERDLGACAREREREREREZGMMQBIREREREREREQkYwwAEhERERERERERyRgDgERERERERERERDLGACAREREREREREZGMMQBIREREREREREQkYwwAEhERERERERERyRgDgERERERERERERDLGACARERER0X0KDAyEQqGAQqFo6aYQERERmWTd0g0gIiIiImot4uLikJmZCQB47bXX0KFDhxZtDxEREVFjYACQiIiIiOj/i4uLw9atWwEAkZGRDAASERGRLHAIMBERERERERERkYwxAEhERERERERERCRjDAASERERERERERHJGAOARERERBYuJSVFVLJdunQpACAvLw//+Mc/0LdvX9jb28PFxQUhISFITEysN//Ro0fx/PPPw8PDA23btoWzszOmTp2KrKysBq0/NjYWYWFh6NGjB+zs7NCuXTv0798fc+fOxcmTJ83Oe/HiRdH2yMhIAMAff/yBlStXwtvbGx06dIC9vT0GDBiARYsWoaCgwOhyIiMjoVAoRP4/AOjZs6dYtvQXGBjYoPczfvx4uLq6QqVSoVu3bpg8eTJSU1Mb9HkQERERNTYWASEiIiIiA7GxsYiIiEBJSYl4rqysDElJSUhKSsLy5csRHR0NnU6HpUuX4t133zWYv6CgAHv27EF8fDz27t2LCRMmGF1PYWEhJk+ejLS0tHqvqdVqqNVqbNy4ES+99BI++ugjWFlZ3bXtp06dwsSJE3H58mWD58+ePYuzZ89i27Zt+PbbbzFo0KCGfBT3pKKiAjNmzMCePXsMnr927Rr27duHffv24b333sOiRYsafd1ERERE5ih0Op2upRtBRERERC0nJSUFY8aMAQBMmDABSUlJsLKyQlRUFIYPHw4rKyukpKRg8+bN0Gq1AIDk5GScOnUK//d//wd3d3dERkaiX79+KC0txe7du0VPwY4dO+Lnn3+Gk5OTwTpLSkowbNgwqNVqAEDnzp0RFRWFIUOGQKPRIDU1FTExMaiqqgIAhIeHY9u2bfXafvHiRfTs2RMA8PjjjyM3NxeFhYWYOHEigoOD0bFjR1y8eBEbN25EXl4eAGDAgAHIzMyEjY2NWM6pU6dw+fJlfPTRR0hOTgYAfPLJJ+jSpYvB+pycnODn5yf+DwwMxHfffQcAeP7557F9+3YMGjQIzz33HDw8PFBaWoqEhATExcUBABQKBVJTUw2WQURERNTUGAAkIiIisnD6AUAA6NGjB44cOSICa5LPP/8cM2fOBAAMGjQI586dQ1BQEL788kvY2toaTDtz5kx8/vnnAGC019u8efPw3//+FwDw6KOP4tChQ/WChCdPnkRwcDBu3boFANi1axemTZtmMI1+ABAAHB0dceDAAfj7+xtMV1JSgtGjRyMzMxMAsHfvXkyaNKneZxEZGSmGAV+4cAE9evSoN40+/QAgALz++utYs2YNlErDTDvLly/HkiVLANQGWffv3292uURERESNiTkAiYiIiMjAF198US/4BwARERHo06cPACAnJwft27fH9u3b6wX/gNqAl0KhAAAcOnTI4LXCwkJ89tlnAAA7Ozvs3bu3XvAPqA0MbtiwQfy/evXqu7b9ww8/rBf8AwAHBwesWrVK/H/w4MG7LuteBQQE4P33368X/AOAt956C66urgCApKQk0ZOSiIiIqDkwAEhEREREgre3N0aOHGny9VGjRonHERERaNeundHpunfvDnd3dwDATz/9ZPDa119/jYqKCgBAWFiYmM6YadOmwcPDAwBw+vRpXLhwweS0Tk5OmDFjhsnXx4wZA2vr2hTYOTk5Jqe7XwsWLBBBz7qsrKxEL8uKigrk5+c3+vqJiIiITGEAkIiIiIiEESNGmH3dxcVFPB4+fHiDppWG8EpOnDghHoeEhJhdhkKhMJjm+PHjJqcdNmyYCPAZo1KpRE/Dum1qDL6+vmZfd3NzE4+bYv1EREREpjAASERERERCp06dzL6uUqnuedrKykqD569duyYee3p63rVN+tPoz1uXsWHEptok9UBsTHdbv/5n1xTrJyIiIjKFAUAiIiIiEozlr2uMafXduXNHPLa3t7/r9A4ODkbnbaz2NJaWXj8RERGRKTxLISIiIqJm5ejoKB6XlpbedfqSkhKj8xIRERFRwzAASERERETNqmvXruLxuXPn7jr9L7/8Ih5369atSdpEREREJGcMABIRERFRs/Lx8RGPExMT7zp9UlKS0Xmbgv4wXp1O16TrIiIiImouDAASERERUbMaP3482rZtCwDYuXMnLl26ZHLaL7/8Enl5eQAALy8v9OzZs0nbpp9vsCHDk4mIiIj+ChgAJCIiIqJm5eTkhFmzZgEAysrKMGXKFNy4caPedKdPn8bcuXPF/2+99VaTt00/wHjq1KkmXx8RERFRc7Bu6QYQERERkeVZvXo1Dh8+DLVajYyMDPTv3x+zZs3CI488Ao1Gg7S0NGzbtg0ajQYAEB4ejqlTpzZ5u4KCgsTjN954AwUFBejbty9sbGwAAB07dsTw4cObvB1EREREjYkBQCIiIiJqdg4ODkhNTcWkSZPw/fffo7CwEKtXr643nUKhwNy5c7Fu3bpmadfgwYMRHh6OmJgYXL9+HYsWLTJ4PSAgACkpKc3SFiIiIqLGwgAgEREREbWIzp07Iy0tDfv27cPOnTtx/PhxFBYWwtraGt26dUNgYCBmz56Nxx57rFnbtXXrVgQEBGDHjh3IycnBrVu3UFVV1axtICIiImpMCh3LmxEREREREREREckWi4AQERERERERERHJGAOAREREREREREREMsYAIBERERERERERkYwxAEhERERERERERCRjDAASERERERERERHJGAOAREREREREREREMsYAIBERERERERERkYwxAEhERERERERERCRjDAASERERERERERHJGAOAREREREREREREMsYAIBERERERERERkYwxAEhERERERERERCRjDAASERERERERERHJGAOAREREREREREREMsYAIBERERERERERkYwxAEhERERERERERCRjDAASERERERERERHJGAOAREREREREREREMvb/APvGyCtBmQmdAAAAAElFTkSuQmCC", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(flights) \n", - " + geom_boxplot(aes(x='factor(month)', y='passengers'))\n", - " + scale_x_discrete(labels=months, name='month') # change ticks labels on OX\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Horizontal boxplot" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:25.882306Z", - "iopub.status.busy": "2024-01-09T15:10:25.881889Z", - "iopub.status.idle": "2024-01-09T15:10:26.863550Z", - "shell.execute_reply": "2024-01-09T15:10:26.862874Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(flights) \n", - " + geom_boxplot(aes(x='factor(month)', y='passengers'))\n", - " + coord_flip()\n", - " + scale_x_discrete(\n", - " labels=months[::-1], \n", - " limits=flights.month[11::-1],\n", - " name='month',\n", - " )\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Boxplot with jittered points:" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:26.867426Z", - "iopub.status.busy": "2024-01-09T15:10:26.867160Z", - "iopub.status.idle": "2024-01-09T15:10:27.640664Z", - "shell.execute_reply": "2024-01-09T15:10:27.639928Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(flights, aes(x='factor(month)', y='passengers')) \n", - " + geom_boxplot()\n", - " + geom_jitter()\n", - " + scale_x_discrete(labels=months, name='month') # change ticks labels on OX\n", - ")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/examples/geom_boxplot.out.ipynb b/examples/geom_boxplot.out.ipynb deleted file mode 100644 index 54850ae90..000000000 --- a/examples/geom_boxplot.out.ipynb +++ /dev/null @@ -1,247 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# A box and whiskers plot" - ], - "id": "edeb16e7-5c1f-4984-941c-96bd66ffe3f7" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:23.384688Z", - "iopub.status.busy": "2024-01-09T15:10:23.384316Z", - "iopub.status.idle": "2024-01-09T15:10:24.048741Z", - "shell.execute_reply": "2024-01-09T15:10:24.048085Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_boxplot,\n", - " geom_jitter,\n", - " scale_x_discrete,\n", - " coord_flip\n", - ")\n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### A box and whiskers plot\n", - "\n", - "*The boxplot compactly displays the distribution of a continuous\n", - "variable.*\n", - "\n", - "Read more: + [wikipedia](https://en.wikipedia.org/wiki/Box_plot) +\n", - "[ggplot2\n", - "docs](https://ggplot2.tidyverse.org/reference/geom_boxplot.html)" - ], - "id": "72b3f2c7-df0f-4340-a688-462f21ac5417" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:24.052341Z", - "iopub.status.busy": "2024-01-09T15:10:24.051992Z", - "iopub.status.idle": "2024-01-09T15:10:24.065566Z", - "shell.execute_reply": "2024-01-09T15:10:24.064980Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "flights = pd.read_csv('data/flights.csv')\n", - "flights.head()" - ], - "id": "cell-2" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Basic boxplot" - ], - "id": "d9741294-f36c-4a1d-a71f-121cf1bf58a1" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:24.108018Z", - "iopub.status.busy": "2024-01-09T15:10:24.107751Z", - "iopub.status.idle": "2024-01-09T15:10:24.111786Z", - "shell.execute_reply": "2024-01-09T15:10:24.111070Z" - } - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "['Jan', 'Feb', 'Mar', 'Apr', 'May', 'Jun', 'Jul', 'Aug', 'Sep', 'Oct', 'Nov', 'Dec']" - ] - } - ], - "source": [ - "months = [month[:3] for month in flights.month[:12]]\n", - "print(months)" - ], - "id": "cell-4" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:24.114821Z", - "iopub.status.busy": "2024-01-09T15:10:24.114584Z", - "iopub.status.idle": "2024-01-09T15:10:25.878668Z", - "shell.execute_reply": "2024-01-09T15:10:25.877794Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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2b+zkAAAAAFaT9vb2jBo1Kh0dHUWXspgzzjij6BK6NDU1ZcyYMYWHgDWZAjxk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\nWKVqEgBuvfXWefLJJ/Poo48u9vr222+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DDsoxxxyzis8aAAAAAF5R+gBwwYIFSZK3v/3t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- } - } - ], - "source": [ - "(\n", - " ggplot(flights) \n", - " + geom_boxplot(aes(x='factor(month)', y='passengers'))\n", - " + scale_x_discrete(labels=months, name='month') # change ticks labels on OX\n", - ")" - ], - "id": "cell-5" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Horizontal boxplot" - ], - "id": "52b190f4-cbd2-4731-b79e-57b1b56d5326" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:25.882306Z", - "iopub.status.busy": "2024-01-09T15:10:25.881889Z", - "iopub.status.idle": "2024-01-09T15:10:26.863550Z", - "shell.execute_reply": "2024-01-09T15:10:26.862874Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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R56yzzkpnZ2fRMSiRU089NUuXLu17PGbMmFx00UUFJoJNq6urK1OnTi06BgAA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\nfcLhwqxHAAAY2obbOcaGcm4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- } - } - ], - "source": [ - "(\n", - " ggplot(flights) \n", - " + geom_boxplot(aes(x='factor(month)', y='passengers'))\n", - " + coord_flip()\n", - " + scale_x_discrete(\n", - " labels=months[::-1], \n", - " limits=flights.month[11::-1],\n", - " name='month',\n", - " )\n", - ")" - ], - "id": "cell-7" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Boxplot with jittered points:" - ], - "id": "d96157a7-90ee-4d2d-9c36-6f0d965fdc21" - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:26.867426Z", - "iopub.status.busy": "2024-01-09T15:10:26.867160Z", - "iopub.status.idle": "2024-01-09T15:10:27.640664Z", - "shell.execute_reply": "2024-01-09T15:10:27.639928Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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RypUr9euvv+rWrVtyc3NTqVKl1Lx5c9WsWTMtPyQggU8/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\nXH4JY3zyySfxZ5kmx2Kx6Ouvv5aPj4+DUgHIqKx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p0reaNWsaOo+0kdKlv/8WExPDZcCZ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\nptjYWC1dutSIWHhMznT6dFhYmBo2bJigeE4LNWvWTNPne1LBwcF2zYe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ly6tZs2Zyc3NL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\nrkJggg==\n" - } - } - ], - "source": [ - "(\n", - " ggplot(flights, aes(x='factor(month)', y='passengers')) \n", - " + geom_boxplot()\n", - " + geom_jitter()\n", - " + scale_x_discrete(labels=months, name='month') # change ticks labels on OX\n", - ")" - ], - "id": "cell-9" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - } -} \ No newline at end of file diff --git a/examples/geom_boxplot_files/figure-html/cell-5-output-1.png b/examples/geom_boxplot_files/figure-html/cell-5-output-1.png deleted file mode 100644 index 68cf8f192..000000000 Binary files a/examples/geom_boxplot_files/figure-html/cell-5-output-1.png and /dev/null differ diff --git a/examples/geom_boxplot_files/figure-html/cell-6-output-1.png b/examples/geom_boxplot_files/figure-html/cell-6-output-1.png deleted file mode 100644 index c69ed3736..000000000 Binary files a/examples/geom_boxplot_files/figure-html/cell-6-output-1.png and /dev/null differ diff --git a/examples/geom_boxplot_files/figure-html/cell-7-output-1.png b/examples/geom_boxplot_files/figure-html/cell-7-output-1.png deleted file mode 100644 index be0f38f8a..000000000 Binary files a/examples/geom_boxplot_files/figure-html/cell-7-output-1.png and /dev/null differ diff --git a/examples/geom_col-preview.html b/examples/geom_col-preview.html deleted file mode 100644 index e0a460927..000000000 --- a/examples/geom_col-preview.html +++ /dev/null @@ -1,919 +0,0 @@ - - - - - - - - - plotnine 0.0.post1+g7159748 - Two Variable Bar Plot - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
- - Back to Article -
Two Variable Bar Plot
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Two Variable Bar Plot

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In [1]:
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import pandas as pd
-import numpy as np
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-from plotnine import (
-    ggplot,
-    aes,
-    geom_col,
-    geom_text,
-    position_dodge,
-    lims,
-    theme,
-    element_text,
-    element_blank,
-    element_rect,
-    element_line,
-)
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Two Variable Bar Plot

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Visualising on a single plot the values of a variable that has nested (and independent) variables

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Create the data

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In [2]:
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df = pd.DataFrame({
-    'variable': ['gender', 'gender', 'age', 'age', 'age', 'income', 'income', 'income', 'income'],
-    'category': ['Female', 'Male', '1-24', '25-54', '55+', 'Lo', 'Lo-Med', 'Med', 'High'],
-    'value': [60, 40, 50, 30, 20, 10, 25, 25, 40],
-})
-df['variable'] = pd.Categorical(df['variable'], categories=['gender', 'age', 'income'])
-df['category'] = pd.Categorical(df['category'], categories=df['category'])
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-df
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variablecategoryvalue
0genderFemale60
1genderMale40
2age1-2450
3age25-5430
4age55+20
5incomeLo10
6incomeLo-Med25
7incomeMed25
8incomeHigh40
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We want to visualise this data and at a galance get an idea to how the value breaks down along the categorys for the different variable. Note that each variable has different categorys.

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First we make a simple plot with all this information and see what to draw from it.

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In [3]:
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(ggplot(df, aes(x='variable', y='value', fill='category'))
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All the values along each variable add up to 100, but stacked together the difference within and without the groups is not clear. The solution is to dodge the bars.

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In [4]:
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(ggplot(df, aes(x='variable', y='value', fill='category'))
- + geom_col(stat='identity', position='dodge'))                     # modified
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This is good, it gives us the plot we want but the legend is not great. Each variable has a different set of categorys, but the legend has them all clamped together. We cannot easily change the legend, but we can replicate it’s purpose by labelling the individual bars.

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To do this, we create a geom_text with position_dodge(width=0.9) to match the ratio of the space taken up by each variable. If there was no spacing between the bars of different variables, we would have width=1.

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A minor quack, when text extends beyond the limits we have to manually make space or it would get clipped. Therefore we adjust the bottom y limits.

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In [5]:
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dodge_text = position_dodge(width=0.9)                              # new
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-(ggplot(df, aes(x='variable', y='value', fill='category'))
- + geom_col(stat='identity', position='dodge', show_legend=False)   # modified
- + geom_text(aes(y=-.5, label='category'),                          # new
-             position=dodge_text,
-             color='gray', size=8, angle=45, va='top')
- + lims(y=(-5, 60))                                                 # new
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Would it look too crowded if we add value labels on top of the bars?

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In [6]:
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dodge_text = position_dodge(width=0.9)
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-(ggplot(df, aes(x='variable', y='value', fill='category'))
- + geom_col(stat='identity', position='dodge', show_legend=False)
- + geom_text(aes(y=-.5, label='category'),
-             position=dodge_text,
-             color='gray', size=8, angle=45, va='top')
- + geom_text(aes(label='value'),                                    # new
-             position=dodge_text,
-             size=8, va='bottom', format_string='{}%')
- + lims(y=(-5, 60))
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That looks okay. The values line up with the categorys because we used the same dodge parameters. For the final polish, we remove the y-axis, clear out the panel and make the variable and category labels have the same color.

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In [7]:
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dodge_text = position_dodge(width=0.9)
-ccolor = '#555555'
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-# Gallery Plot
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-(ggplot(df, aes(x='variable', y='value', fill='category'))
- + geom_col(stat='identity', position='dodge', show_legend=False)
- + geom_text(aes(y=-.5, label='category'),
-             position=dodge_text,
-             color=ccolor, size=8, angle=45, va='top')              # modified
- + geom_text(aes(label='value'),
-             position=dodge_text,
-             size=8, va='bottom', format_string='{}%')
- + lims(y=(-5, 60))
- + theme(panel_background=element_rect(fill='white'),               # new
-         axis_title_y=element_blank(),
-         axis_line_x=element_line(color='black'),
-         axis_line_y=element_blank(),
-         axis_text_y=element_blank(),
-         axis_text_x=element_text(color=ccolor),
-         axis_ticks_major_y=element_blank(),
-         panel_grid=element_blank(),
-         panel_border=element_blank())
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Credit: I saved a plot this example is based on a while ago and forgot/misplaced the link to the source. The user considered it a minor coup.

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- - \ No newline at end of file diff --git a/examples/geom_col.ipynb b/examples/geom_col.ipynb deleted file mode 100644 index dfaaeeefa..000000000 --- a/examples/geom_col.ipynb +++ /dev/null @@ -1,477 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "collapsed": true, - "execution": { - "iopub.execute_input": "2024-01-09T15:10:32.097863Z", - "iopub.status.busy": "2024-01-09T15:10:32.097540Z", - "iopub.status.idle": "2024-01-09T15:10:32.736751Z", - "shell.execute_reply": "2024-01-09T15:10:32.736185Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_col,\n", - " geom_text,\n", - " position_dodge,\n", - " lims,\n", - " theme,\n", - " element_text,\n", - " element_blank,\n", - " element_rect,\n", - " element_line,\n", - ")\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Two Variable Bar Plot\n", - "\n", - "*Visualising on a single plot the values of a variable that has nested (and independent) variables*" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Create the data" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:32.739961Z", - "iopub.status.busy": "2024-01-09T15:10:32.739675Z", - "iopub.status.idle": "2024-01-09T15:10:32.752701Z", - "shell.execute_reply": "2024-01-09T15:10:32.752184Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
variablecategoryvalue
0genderFemale60
1genderMale40
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3age25-5430
4age55+20
5incomeLo10
6incomeLo-Med25
7incomeMed25
8incomeHigh40
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" - ], - "text/plain": [ - " variable category value\n", - "0 gender Female 60\n", - "1 gender Male 40\n", - "2 age 1-24 50\n", - "3 age 25-54 30\n", - "4 age 55+ 20\n", - "5 income Lo 10\n", - "6 income Lo-Med 25\n", - "7 income Med 25\n", - "8 income High 40" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df = pd.DataFrame({\n", - " 'variable': ['gender', 'gender', 'age', 'age', 'age', 'income', 'income', 'income', 'income'],\n", - " 'category': ['Female', 'Male', '1-24', '25-54', '55+', 'Lo', 'Lo-Med', 'Med', 'High'],\n", - " 'value': [60, 40, 50, 30, 20, 10, 25, 25, 40],\n", - "})\n", - "df['variable'] = pd.Categorical(df['variable'], categories=['gender', 'age', 'income'])\n", - "df['category'] = pd.Categorical(df['category'], categories=df['category'])\n", - "\n", - "df" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We want to visualise this data and at a galance get an idea to how the `value` breaks down along the `category`s for the different `variable`.\n", - "Note that each `variable` has different `category`s.\n", - "\n", - "First we make a simple plot with all this information and see what to draw from it." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:32.793444Z", - "iopub.status.busy": "2024-01-09T15:10:32.793166Z", - "iopub.status.idle": "2024-01-09T15:10:34.108318Z", - "shell.execute_reply": "2024-01-09T15:10:34.107703Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(df, aes(x='variable', y='value', fill='category'))\n", - " + geom_col()\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "All the `value`s along each variable add up to 100, but stacked together the difference within and without the groups is not clear. \n", - "The solution is to `dodge` the bars." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:34.111454Z", - "iopub.status.busy": "2024-01-09T15:10:34.111146Z", - "iopub.status.idle": "2024-01-09T15:10:34.392788Z", - "shell.execute_reply": "2024-01-09T15:10:34.392071Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(df, aes(x='variable', y='value', fill='category'))\n", - " + geom_col(stat='identity', position='dodge')) # modified" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "This is good, it gives us the plot we want but the legend is not great. Each `variable` has a different set of `category`s, but the legend has them all clamped together. We cannot easily change the legend, but we can replicate it's purpose by labelling the individual bars.\n", - "\n", - "To do this, we create a `geom_text` with `position_dodge(width=0.9)` to match the ratio of the space taken up by each variable. If there was no spacing between the bars of different variables, we would have `width=1`.\n", - "\n", - "A minor quack, when text extends beyond the limits we have to manually make space or it would get clipped. Therefore we adjust the bottom `y` limits." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:34.396036Z", - "iopub.status.busy": "2024-01-09T15:10:34.395788Z", - "iopub.status.idle": "2024-01-09T15:10:34.770266Z", - "shell.execute_reply": "2024-01-09T15:10:34.769552Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "dodge_text = position_dodge(width=0.9) # new\n", - "\n", - "(ggplot(df, aes(x='variable', y='value', fill='category'))\n", - " + geom_col(stat='identity', position='dodge', show_legend=False) # modified\n", - " + geom_text(aes(y=-.5, label='category'), # new\n", - " position=dodge_text,\n", - " color='gray', size=8, angle=45, va='top')\n", - " + lims(y=(-5, 60)) # new\n", - ")\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Would it look too crowded if we add value labels on top of the bars?" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:34.773841Z", - "iopub.status.busy": "2024-01-09T15:10:34.773564Z", - "iopub.status.idle": "2024-01-09T15:10:35.224845Z", - "shell.execute_reply": "2024-01-09T15:10:35.224184Z" - }, - "scrolled": false - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "dodge_text = position_dodge(width=0.9)\n", - "\n", - "(ggplot(df, aes(x='variable', y='value', fill='category'))\n", - " + geom_col(stat='identity', position='dodge', show_legend=False)\n", - " + geom_text(aes(y=-.5, label='category'),\n", - " position=dodge_text,\n", - " color='gray', size=8, angle=45, va='top')\n", - " + geom_text(aes(label='value'), # new\n", - " position=dodge_text,\n", - " size=8, va='bottom', format_string='{}%')\n", - " + lims(y=(-5, 60))\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "That looks okay. The `value`s line up with the `category`s because we used the same `dodge` parameters. For the final polish, we remove the y-axis, clear out the panel and make the `variable` and `category` labels have the same color." - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:35.228085Z", - "iopub.status.busy": "2024-01-09T15:10:35.227784Z", - "iopub.status.idle": "2024-01-09T15:10:35.619379Z", - "shell.execute_reply": "2024-01-09T15:10:35.618803Z" - }, - "scrolled": false - }, - "outputs": [ - { - "data": { - "image/png": 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+cyZMmJDFixdnyy23zD777JOjjjoq9evXr7Hc4sWLM3369CRJly5d1nhbXbp0yW9/+9uMGzeuNG277bZLkhpH+n3431/84heTJM8991xuvfXWnH/++Wu9fQAAYP0TAAGgYH7zm9+sNq1Nmzb59a9/nSOOOKI0bcaMGaX/33bbbdd4W23btk2SvPHGG6VprVq1yv77758RI0bkvvvuS/fu3fPYY49lxIgR2W233dKuXbusWLEivXv3Ttu2bfPjH/94He0ZAADwaTgFGAAKYvfdd88vfvGLTJw4MYsWLcqcOXMycuTIdO3aNbNnz06PHj3yl7/8pbT84sWLS//fuHHjNd5mkyZNkiSLFi2qMX3gwIFp2LBhTjnllDRt2jSnnnpqGjdunDvuuCNJctNNN2XChAm59dZba9z2+++/H9cfAwCAz5erAH8CrgLMxsxVgIGqqqr07NkzDz/8cHbfffeMHz8+SfLMM8+kW7duSZIVK1ascYy+J554Il//+tdTXl6e5cuX15j35ptv5u67786sWbOy7bbb5lvf+lbatm2b1157LZ07d85xxx2Xe++9N0kyaNCg3HDDDZk1a1YaNmyY4447LoMGDSqNGwgAAKw/TgEGgIIrKyvLj370ozz88MN56aWX8tZbb6Vt27bZfPPNS8u89957adas2WrrVl/Qo2nTpqvNa9euXa6++urVpp9zzjlp2LBhfv7znyf54GjB888/P8cee2x++ctfZtKkSbn22mszffr0PPfcc6lTxwkJAACwPgmAALAJ2GWXXUr/P2vWrLRt2zbt2rUrTZs5c2Y6d+682npvvfVWkn9d+OPj3H333Rk1alR+/etfp1WrVkmS//N//k/atWuXBx54IJtttlmOPfbYLFy4MD/96U/z5JNP5utf//pn2DMAAODj+ModADYB7777bun/q4/8a9q0adq3b58kGTt27BrXq56+1157fex9zJs3LxdddFEOOuignHnmmUmSOXPmZPbs2dl7771rnGJ8wAEHJEnpdGQAAGD9EQABYBNw330fjAfatGnT7LzzzqXpPXv2TJLSWH0ftmTJkjz66KNJkuOPP/5j7+PCCy/Me++9l9tvv700raysLMkHpxh/WPW/q+cDAADrjwAIAAUwfvz4PPLII1m5cmWN6atWrcrgwYNz5ZVXJkm+//3vp169eqX5F1xwQRo1apQnn3yydAXfJKmsrMz3vve9LFiwIHvvvffHnqb75JNP5re//W369OmTHXfcsTS9VatW2WabbfLnP/85r732Wum2f/3rXyf5ZEcWAgAAn42rAH8CrgLMxsxVgGHT8Pvf/z49e/bMFltskb322itbb711FixYkIkTJ2bmzJlJklNOOSW/+c1vVrva77Bhw3LKKaeksrIy++67b7bbbrs8//zzef3117P11ltnzJgxpVOF1+T9999P586d06hRo7zwwgs1AmOS/OpXv8o555yT5s2b56CDDsq0adPyyiuvpFu3bhk9erSjAAEAYD1zBCAAFMDuu++eCy64IJ06dcqUKVPy0EMPZdSoUUmSb3zjGxkxYkTuvffe1eJfkpx44on529/+luOPPz6vv/56hg8fnsrKypx77rl56aWXPjL+Jcl1112XN954I3fcccdq8S9JevfunSFDhuSLX/xiHnvsscydOzfnnHNORowYIf4BAMDnwBGAn4AjANmYOQIQAAAANm2OAAQAAACAAhMAAQAAAKDABEAAAAAAKLDVRwIHAD7WfdOND1tEJ7c3bioAAMXjCEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAIFN0qWXXpqysrKUlZXl+uuvX+tyTz75ZI466qi0bNkyDRs2TIcOHXLVVVdlyZIla1x+5cqV6dOnT9q2bZv69eunc+fOGTZs2Fpvf/z48alXr1569+79mfcJAAAg8XmH1QmAwCbnmWeeSf/+/VNWVvaRyw0YMCCHHXZYHn/88XTq1CnHHHNMFi5cmJ/85Cfp0qVL5s2bt9o6l19+ea6//vqUl5ene/fumTVrVk466aQ88MADqy1bWVmZs88+Oy1btswNN9ywzvYPAADYdPm8w5oIgMAmZenSpenVq1fatGmTY489dq3LjRs3LhdddFHq1q2bESNG5KmnnsrQoUPz2muv5ZBDDsnUqVPz3e9+t8Y6c+fOzaBBg9KxY8dMmDAhDz30UJ599tnUq1cv11577Wr3MXDgwIwdOzYDBw5M8+bN1/GeAgAAmxqfd1gbARDYpFxxxRV59dVX86tf/SrNmjVb63L9+vVLVVVVzjzzzBx55JGl6Y0aNcrgwYNTp06dPPjgg5kyZUpp3oQJE1JRUZHTTjstjRo1SpJ06NAhBx54YF555ZUsWrSotOzMmTPTp0+fHH300TnxxBPXw54CAACbGp93WBsBENhk/OUvf8mgQYNyxhln5KijjlrrchUVFRkxYkSS5NRTT11tfrt27dKtW7ckyfDhw0vT33333SRJixYtaiy/5ZZbJkmNcTTOPffclJWV5ZZbbvmUewMAAPAvPu/wUQRAYJOwZMmSfPvb387WW2+dn//85x+57LRp07J06dIkSZcuXda4TPX0cePGlaZtt912SZLJkyfXWHby5MkpLy9Py5YtkyRDhw7NY489lr59+6Zt27afZncAAABKfN7h4wiAwCbh4osvzhtvvJFbb701W2yxxUcu+8YbbyRJmjdvns0333yNy1T/IateNkn22GOPtGvXLkOGDMnIkSOzaNGi/OxnP8vLL7+cI444IuXl5VmwYEHOP//87LPPPjnvvPPW0d4BAACbMp93+Dib1fYGAKxvI0eOzO23356TTz45xx133Mcuv3jx4iRJ48aN17pMkyZNkqTGOBfl5eUZNGhQjj/++Bx++OGl6W3atMmAAQOSJJdddlnmzZuXkSNHpk6df30Hs3Tp0tI4GgAAAJ+Uzzt8Eo4ABApt4cKFOeuss7LVVltl0KBB6/3+jjnmmIwfPz5XXnllzj777Nx4442ZOHFitt9++4wZMyZ33HFHLrnkknTu3DmVlZW5+uqrs9VWW6Vx48Zp1qxZzj333NLh+AAAAB/F5x0+KUcAAoV2wQUXZNasWbn//vtLY1J8nOrD4N977721LlM9wG3Tpk1Xm9epU6f07du3xrSKior07t07O+ywQ66++uokySWXXJIBAwbkrLPOyrHHHpvRo0fnpptuyjvvvJMHH3zwE20rAACw6fJ5h09KAAQKbfjw4dlss81yyy23rHYFqupL2g8ePDhPPvlkWrdunfvuu680uO2CBQuyePHiNY6L8dZbbyX510C4H6dfv36ZPHlyRo0alQYNGmTx4sW5+eab07Vr19x5551JPvg2bebMmbn//vszbdq07LTTTp9yrwEAgE2Bzzt8UgIgUHgrV67MU089tdb5M2bMyIwZM9KuXbskyc4775xGjRpl6dKlGTt2bA466KDV1hk7dmySZK+99vrY+586dWr69euXXr165eCDD06STJo0KRUVFenatWuNZQ844IDcf//9GT9+vD+IAADAx/J5h0/CGIBAoS1YsCBVVVVr/O9b3/pWkuTHP/5xqqqqMmPGjCQfDG7bvXv3JMm999672m2++eabeeaZZ5IkPXv2/Mj7r6qqyjnnnJNmzZqlf//+pellZWVJVj/svvrf1fMBAADWxucdPikBEGANLr/88pSVlWXIkCF5/PHHS9OXLl2as846K5WVlTnhhBPSoUOHj7ydwYMH56mnnsqAAQPSokWL0vSOHTumfv36GT58eObPn1+67XvuuSdJsueee66HvQIAAPB5Z1MkAAKswV577ZX+/funsrIyRx11VA466KB885vfTPv27TNq1KjsvPPOue222z7yNubMmZNLL700RxxxRE499dQa85o0aZILL7ww77zzTjp16pRvfOMb2XXXXTNx4sSccsopad++/frcPQAAYBPm886mRwAEWIsf/OAHeeKJJ3L44Yfn5ZdfzsMPP5wmTZrkiiuuyPPPP/+xV9m64IILUlFRkVtvvXWN8/v27ZsbbrghjRs3zsMPP5yKiopcdtllueuuu9bD3gAAAPyLzzublrKqqqqq2t6IDd30XifX9ibAp9b+rvtqexOgkO6b7m9DEZ3c3msmAADF4whAAAAAACgwARAAAAAACkwABAAAAIAC26y2NwBYv6Y/bpwyNl7tjzAeGwAAxTD9ZO9t16f29/ns+1EcAQgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIADABup3v/tdzjjjjOy+++5p1apV6tWrl2bNmmWfffZJv379smTJkrWu++STT+aoo45Ky5Yt07Bhw3To0CFXXXXVWtdZuXJl+vTpk7Zt26Z+/frp3Llzhg0bttbbHz9+fOrVq5fevXt/5v0EAGD9EgABADZQt956a+65556sXLkye+21V0488cR06dIlEydOzJVXXpk999wzb7/99mrrDRgwIIcddlgef/zxdOrUKcccc0wWLlyYn/zkJ+nSpUvmzZu32jqXX355rr/++pSXl6d79+6ZNWtWTjrppDzwwAOrLVtZWZmzzz47LVu2zA033LBe9h0AgHVns9reAAAA1qx///7Zcccd06JFixrT33333Rx33HEZM2ZMLrroovzP//xPad64ceNy0UUXpW7dunn00Udz5JFHJkmWLl2aHj16ZNSoUfnud79bI+zNnTs3gwYNSseOHfP888+nUaNGmTJlSnbbbbdce+21+cY3vlHj/gcOHJixY8dm6NChad68+fp7AAAAWCccAQgAsIHad999V4t/SbLlllvmJz/5SZJk5MiRNeb169cvVVVVOfPMM0vxL0kaNWqUwYMHp06dOnnwwQczZcqU0rwJEyakoqIip512Who1apQk6dChQw488MC88sorWbRoUWnZmTNnpk+fPjn66KNz4oknrtP9BQBg/RAAAQA2Qptt9sGJHPXr1y9Nq6ioyIgRI5Ikp5566mrrtGvXLt26dUuSDB8+vDT93XffTZLVYuOWW26ZJDXGDTz33HNTVlaWW265ZV3sBgAAnwMBEABgI7N48eJce+21SZIePXqUpk+bNi1Lly5NknTp0mWN61ZPHzduXGnadtttlySZPHlyjWUnT56c8vLytGzZMkkydOjQPPbYY+nbt2/atm27TvYFAID1zxiAAAAbuJEjR+bee+/NqlWrMmfOnDz77LNZvHhxjjjiiPz0pz8tLffGG28kSZo3b57NN998jbdVHe6ql02SPfbYI+3atcuQIUPSvXv37Lfffrnzzjvz8ssvp0ePHikvL8+CBQty/vnnZ5999sl55523HvcWAIB1TQAEANjATZo0KXfffXeNaaeeemp+9rOfpVmzZqVpixcvTpI0btx4rbfVpEmTJKkxrl95eXkGDRqU448/Pocffnhpeps2bTJgwIAkyWWXXZZ58+Zl5MiRqVPnXyeRLF26tDRuIAAAGyanAAMAbOAuuOCCVFVVpaKiItOnT0///v3zxz/+MR07dszTTz+9Tu7jmGOOyfjx43PllVfm7LPPzo033piJEydm++23z5gxY3LHHXfkkksuSefOnVNZWZmrr746W221VRo3bpxmzZrl3HPPLZ1+DADAhsURgAAAG4l69eplhx12yIUXXphu3bpl//33z+mnn56pU6emYcOGpdN+33vvvbXeRvUFPZo2bbravE6dOqVv3741plVUVKR3797ZYYcdcvXVVydJLrnkkgwYMCBnnXVWjj322IwePTo33XRT3nnnnTz44IPrancBAFhHBEAAgI3Qvvvum44dO+aVV17J2LFj85WvfKV0MY8FCxZk8eLFaxwH8K233kryrwt/fJx+/fpl8uTJGTVqVBo0aJDFixfn5ptvTteuXXPnnXcm+eDowZkzZ+b+++/PtGnTstNOO62TfQQAYN1wCjAAwEaqeqy/uXPnJkl23nnn0nh8Y8eOXeM61dP32muvj739qVOnpl+/funVq1cOPvjgJB+MR1hRUZGuXbvWWPaAAw5IkowfP/4/3xEAANYrARAAYCM0b968vPTSS0lSOuKuvLw83bt3T5Lce++9q63z5ptv5plnnkmS9OzZ8yNvv6qqKuecc06aNWuW/v37l6aXlZUlWf004+p/V88HAGDDIQACAGyAJk2alN/97ndZtmzZavOmTZuWE088McuXL89+++2Xzp07l+ZdfvnlKSsry5AhQ/L444+Xpi9dujRnnXVWKisrc8IJJ6RDhw4fef+DBw/OU089lQEDBqRFixal6R07dkz9+vUzfPjwzJ8/v3Tb99xzT5Jkzz33/Ez7DQDAumcMQACADdDcuXNz+umn55xzzsmee+6ZbbbZJhUVFZk5c2ZefPHFrFq1Krvsskvuv//+Guvttdde6d+/fy688MIcddRROfDAA9OqVauMHj06s2fPzs4775zbbrvtI+97zpw5ufTSS3PEEUfk1FNPrTGvSZMmufDCC9OvX7906tQp3bp1y4svvpg33ngjp5xyStq3b7/OHwsAAD4bARAAYANUfUXe0aNHZ8qUKRk3blxWrFiRFi1a5JBDDsnxxx+fM888M/Xr119t3R/84Afp3Llz+vfvn7///e957733su222+aKK67IFVdcscaLg3zYBRdckIqKitx6661rnN+3b99sscUWuf322/Pwww9n6623zmWXXZbrrrtunew7AADrVllVVVVVbW/Ehm56r5NrexPg0/P0ZSPW/oj7ansT1uq+6X65iujk9hvucw4A2LhNP9n7jPWp/X3en38UYwACAAAAQIEJgAAAAABQYAIgAAAAABSYi4AAAPw/J0/vVdubwDp2X/u7ansTAABqnSMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAABgk7VixYqMGjUql1xySfbee+80b9489erVS+vWrdOjR4+MGDFijetde+21KSsr+8j/pkyZstp6K1euTJ8+fdK2bdvUr18/nTt3zrBhw9a6fePHj0+9evXSu3fvdbbPnyePL2wYNqvtDQAAAIDa8tRTT+Wwww5LkrRu3ToHHHBAGjdunEmTJuXRRx/No48+mt69e+e2225LWVnZauvvvvvu2WOPPdZ4282aNVtt2uWXX57+/ftn++23T/fu3fPnP/85J510UoYNG5ZvfOMbNZatrKzM2WefnZYtW+aGG2747DtbCzy+sGEQAAEAANhk1alTJyeccELOP//8fOUrX6kx7/77789pp52WX/3qV+nWrVvOOOOM1dY/7rjjcu21136i+5o7d24GDRqUjh075vnnn0+jRo0yZcqU7Lbbbrn22mtXC1QDBw7M2LFjM3To0DRv3vzT7mKt8vjChsEpwAAAAGyyDj744DzwwAOrxakk+eY3v5levXolSX7zm9985vuaMGFCKioqctppp6VRo0ZJkg4dOuTAAw/MK6+8kkWLFpWWnTlzZvr06ZOjjz46J5544me+79ri8YUNgwAIAAAAa7HnnnsmSd56663PfFvvvvtukqRFixY1pm+55ZZJkiVLlpSmnXvuuSkrK8stt9zyme93Q+bxhc+HU4ABAABgLV599dUkSZs2bdY4/8UXX8zll1+e+fPnp1mzZtlzzz1zzDHHZPPNN19t2e222y5JMnny5BrTJ0+enPLy8rRs2TJJMnTo0Dz22GP5xS9+kbZt267DvdnweHzh8yEAAgAAwBq88847ueuuu5IkJ5xwwhqXqb6QxYc1a9YsAwcOXG1Muz322CPt2rXLkCFD0r179+y3336588478/LLL6dHjx4pLy/PggULcv7552efffbJeeedt172a0Ph8YXPj1OAAQAA4N+sXLkyp59+ehYuXJjOnTvnnHPOqTF/hx12yE9+8pOMGzcu8+fPz/z58zNmzJgcffTRWbhwYb71rW/ld7/7XY11ysvLM2jQoLz//vs5/PDD06xZs1x00UVp06ZNBgwYkCS57LLLMm/evNx5552pU+dfH9mXLl26/nf6c+Txhc9XWVVVVVVtb8SGbnqvk2t7E+DT8/RlI9b+iPtqexPW6r7pfrmK6PdpUNubwDp2X/u7ansTgI3Ud77znQwePDhbbrllnnnmmey0006feN3vf//7GTRoULbaaqvMmjUr5eXlNea/8soruffee/OPf/wjO+20U7797W+nRYsWGTNmTL761a/m8ssvz09+8pNUVlbmRz/6UW699dbMmzcvTZs2zemnn54bb7yxdJGLjdWm+PhOP3nDfW9bBO3v8/78owiAn4AAyEbN05eNmADI500ALB4BEPg0zj///AwcODBbbLFFRo0aVbpQxSc1f/78tGrVKpWVlXn66afXeAXcf1dRUZE99tgjK1asyIQJE9KgQYNceOGFGTBgQM4666wce+yxGT16dG666ab07NkzDz744KfdvVq3qT6+AuD6JQB+NGMAAgAAwP9z0UUXZeDAgWnevHlGjhz5H8ep5IOr0LZq1SqzZ8/OrFmzPtE6/fr1y+TJkzNq1Kg0aNAgixcvzs0335yuXbvmzjvvTJIcc8wxmTlzZu6///5MmzbtPzpqbkPh8YXaYQxAAAAASHLppZfmZz/7WZo1a5aRI0emS5cun+p2Kisrs3DhwiRZ49Vq/93UqVPTr1+/9OrVKwcffHCSZNKkSamoqEjXrl1rLHvAAQckScaPH/+ptq02eXyh9giAAAAAbPIuv/zy3HjjjWnWrFmeeOKJ7L333p/6th555JEsXbo0ZWVlHxu5qqqqcs4556RZs2bp379/aXpZWVmS5L333quxfPW/q+dvLDy+ULsEQAAAADZpP/zhD/PTn/40zZs3/0RxaubMmbnnnnuybNmy1eb9/ve/z3e+850kyWmnnZbWrVt/5G0NHjw4Tz31VAYMGJAWLVqUpnfs2DH169fP8OHDM3/+/CQfXKn2nnvuSZJPdepsbfH4Qu1zEZBPwEVA2Kh5+rIRcxEQPm8uAlI8LgICfJxHHnkkxx57bJKkS5cu6dSp0xqXa9myZW666aYkH5weuueee6ZJkybZc88988UvfjHvv/9+Jk2alFdffTVJctBBB+WRRx5JkyZN1nrfc+bMyS677JJ99903f/zjH1ebf+WVV6Zfv35p3bp1unXrlhdffDFvvPFGTjnllNx7772fddc/Fx7ff3ERkPXLRUA+mouAAAAAsMmqPvorScaOHZuxY8eucbl27dqVAlXbtm1z2WWX5fnnn8/06dPz4osvpqKiIi1btszRRx+dU089Nd/85jdTp85Hn3R3wQUXpKKiIrfeeusa5/ft2zdbbLFFbr/99jz88MPZeuutc9lll+W66677lHv7+fP4wobBEYCfgCMA2ah5+rIRcwQgnzdHABaPIwAB2FA4AnD9cgTgRzMGIAAAAAAUmAAIAAAAAAUmAAIAAABAgbkICAAAABuFXidPr+1NKDQjqK1f7Wt7A9ikOQIQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAPicrFixIqNGjcoll1ySvffeO82bN0+9evXSunXr9OjRIyNGjPjI9Z988skcddRRadmyZRo2bJgOHTrkqquuypIlS9a4/MqVK9OnT5+0bds29evXT+fOnTNs2LC13v748eNTr1699O7d+zPtJwCwYREAAQDgc/LUU0/l0EMPzU033ZRZs2blgAMOyPHHH5+tttoqjz76aI4++uicc845qaqqWm3dAQMG5LDDDsvjjz+eTp065ZhjjsnChQvzk5/8JF26dMm8efNWW+fyyy/P9ddfn/Ly8nTv3j2zZs3KSSedlAceeGC1ZSsrK3P22WenZcuWueGGG9bL/gMAtUMABACAz0mdOnVywgkn5Omnn87s2bPz2GOP5f7778+ECRNy3333pW7duvnVr36V3/72tzXWGzduXC666KLUrVs3I0aMyFNPPZWhQ4fmtddeyyGHHJKpU6fmu9/9bo115s6dm0GDBqVjx46ZMGFCHnrooTz77LOpV69err322tW2beDAgRk7dmwGDhyY5s2br8dHAQD4vAmAAADwOTn44IPzwAMP5Ctf+cpq8775zW+mV69eSZLf/OY3Neb169cvVVVVOfPMM3PkkUeWpjdq1CiDBw9OnTp18uCDD2bKlCmleRMmTEhFRUVOO+20NGrUKEnSoUOHHHjggXnllVeyaNGi0rIzZ85Mnz59cvTRR+fEE09cl7sMAGwABEAAANhA7LnnnkmSt956qzStoqKiNDbgqaeeuto67dq1S7du3ZIkw4cPL01/9913kyQtWrSosfyWW26ZJDXGDTz33HNTVlaWW265ZV3sBgCwgREAAQBgA/Hqq68mSdq0aVOaNm3atCxdujRJ0qVLlzWuVz193LhxpWnbbbddkmTy5Mk1lp08eXLKy8vTsmXLJMnQoUPz2GOPpW/fvmnbtu262REAYIMiAAIAwAbgnXfeyV133ZUkOeGEE0rT33jjjSRJ8+bNs/nmm69x3epwV71skuyxxx5p165dhgwZkpEjR2bRokX52c9+lpdffjlHHHFEysvLs2DBgpx//vnZZ599ct55562nPQMAattmtb0BAACwqVu5cmVOP/30LFy4MJ07d84555xTmrd48eIkSePGjde6fpMmTZKkxrh+5eXlGTRoUI4//vgcfvjhpelt2rTJgAEDkiSXXXZZ5s2bl5EjR6ZOnX8dG7B06dLSuIEAwMbPEYAAAFDLvvvd72bUqFHZcsst88ADD6S8vHyd3O4xxxyT8ePH58orr8zZZ5+dG2+8MRMnTsz222+fMWPG5I477sgll1ySzp07p7KyMldffXW22mqrNG7cOM2aNcu5555bOv0YANh4OQIQAABq0fnnn5/Bgwdniy22yBNPPJGddtqpxvzq037fe++9td5G9QU9mjZtutq8Tp06pW/fvjWmVVRUpHfv3tlhhx1y9dVXJ0kuueSSDBgwIGeddVaOPfbYjB49OjfddFPeeeedPPjgg59pHwGA2iUAAgBALbnooosycODANG/ePCNHjixdBfjDqi/msWDBgixevHiN4wBWXzW4etmP069fv0yePDmjRo1KgwYNsnjx4tx8883p2rVr7rzzziQfHD04c+bM3H///Zk2bdpqYRIA2Hg4BRgAAGrBpZdemp/97Gdp1qxZRo4cudYr/O68886l8fjGjh27xmWqp++1114fe79Tp05Nv3790qtXrxx88MFJkkmTJqWioiJdu3atsewBBxyQJBk/fvwn2icAYMMkAAIAwOfs8ssvz4033phmzZrliSeeyN57773WZcvLy9O9e/ckyb333rva/DfffDPPPPNMkqRnz54feb9VVVU555xz0qxZs/Tv3780vaysLMnqpxlX/7t6PgCwcRIAAQDgc/TDH/4wP/3pT9O8efOPjX/VLr/88pSVlWXIkCF5/PHHS9OXLl2as846K5WVlTnhhBPSoUOHj7ydwYMH56mnnsqAAQPSokWL0vSOHTumfv36GT58eObPn1+67XvuuSdJ1nhqMgCw8TAGIAAAfE4eeeSR0gU52rdvn5tvvnmNy7Vs2TI33XRT6d977bVX+vfvnwsvvDBHHXVUDjzwwLRq1SqjR4/O7Nmzs/POO+e22277yPueM2dOLr300hxxxBE59dRTa8xr0qRJLrzwwvTr1y+dOnVKt27d8uKLL+aNN97IKaeckvbt23/GPQcAapMACAAAn5Pqo+uSD8btW9uYfu3atasRAJPkBz/4QTp37pz+/fvn73//e957771su+22ueKKK3LFFVes8eIgH3bBBRekoqIit9566xrn9+3bN1tssUVuv/32PPzww9l6661z2WWX5brrrvsP9xIA2NCUVVVVVdX2Rmzopvc6ubY3AT49T182Yu2PuK+2N2Gt7pvul6uIfp8Gtb0JrGP3tb+rtjcBWId6nTy9tjeh0Ly7Wb/aZ81f+rButL/PM/ijGAMQAAAAAApMAAQAAACAAhMAAQAAAKDAXAQEAIDCOnn647W9CawH97U/orY3AQA2Ko4ABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAAAAAApMAAQAAACAAhMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABAAAAoMAEQAAAAAAoMAEQAABgAzd16tQMGjQovXr1SufOnbPZZpulrKws119//ceu++STT+aoo45Ky5Yt07Bhw3To0CFXXXVVlixZssblV65cmT59+qRt27apX79+OnfunGHDhq319sePH5969eqld+/en3r/AFi/BEAAAIAN3K233prvf//7ufvuuzNx4sRUVlZ+ovUGDBiQww47LI8//ng6deqUY445JgsXLsxPfvKTdOnSJfPmzVttncsvvzzXX399ysvL071798yaNSsnnXRSHnjggdWWrayszNlnn52WLVvmhhtu+Mz7CcD6IQACAABs4HbddddcfPHF+d3vfpfJkyfnv/7rvz52nXHjxuWiiy5K3bp1M2LEiDz11FMZOnRoXnvttRxyyCGZOnVqvvvd79ZYZ+7cuRk0aFA6duyYCRMm5KGHHsqzzz6bevXq5dprr13tPgYOHJixY8dm4MCBad68+TraWwDWtc1qewMAAAD4aN/5zndq/LtOnY8/lqNfv36pqqrKmWeemSOPPLI0vVGjRhk8eHC23377PPjgg5kyZUo6dOiQJJkwYUIqKipy2mmnpVGjRkmSDh065MADD8yTTz6ZRYsWpWnTpkmSmTNnpk+fPjn66KNz4oknrqtdBWA9cAQgAABAwVRUVGTEiBFJklNPPXW1+e3atUu3bt2SJMOHDy9Nf/fdd5MkLVq0qLH8lltumSQ1xg0899xzU1ZWlltuuWXdbjwA65wACAAAUDDTpk3L0qVLkyRdunRZ4zLV08eNG1eatt122yVJJk+eXGPZyZMnp7y8PC1btkySDB06NI899lj69u2btm3bruvNB2AdEwABAAAK5o033kiSNG/ePJtvvvkal6kOd9XLJskee+yRdu3aZciQIRk5cmQWLVqUn/3sZ3n55ZdzxBFHpLy8PAsWLMj555+fffbZJ+edd9763xkAPjNjAAIAABTM4sWLkySNGzde6zJNmjRJkixatKg0rby8PIMGDcrxxx+fww8/vDS9TZs2GTBgQJLksssuy7x58zJy5MgaYxEuXbq0NG4gABsWRwACAABQcswxx2T8+PG58sorc/bZZ+fGG2/MxIkTs/3222fMmDG54447cskll6Rz586prKzM1Vdfna222iqNGzdOs2bNcu6555ZOPwZgw+AIQAAAgIKpPu33vffeW+sy1Rf0qL6q74d16tQpffv2rTGtoqIivXv3zg477JCrr746SXLJJZdkwIABOeuss3Lsscdm9OjRuemmm/LOO+/kwQcfXFe7A8BnJAACAAAUTPXFPBYsWJDFixevcRzAt956q8ayH6dfv36ZPHlyRo0alQYNGmTx4sW5+eab07Vr19x5551JPjh6cObMmbn//vszbdq07LTTTutkfwD4bJwCDAAAUDA777xzaTy+sWPHrnGZ6ul77bXXx97e1KlT069fv/Tq1SsHH3xwkmTSpEmpqKhI165dayx7wAEHJEnGjx//aTcfgHVMAAQAACiY8vLydO/ePUly7733rjb/zTffzDPPPJMk6dmz50feVlVVVc4555w0a9Ys/fv3L00vKytLsvppxtX/rp4PQO0TAAEAAAro8ssvT1lZWYYMGZLHH3+8NH3p0qU566yzUllZmRNOOCEdOnT4yNsZPHhwnnrqqQwYMCAtWrQoTe/YsWPq16+f4cOHZ/78+aXbvueee5Ike+6553rYKwA+DWMAAgAAbOBefPHFfO973yv9+7XXXkuS3H777XnsscdK04cPH542bdok+eDU3v79++fCCy/MUUcdlQMPPDCtWrXK6NGjM3v27Oy888657bbbPvJ+58yZk0svvTRHHHFETj311BrzmjRpkgsvvDD9+vVLp06d0q1bt7z44ot54403csopp6R9+/bravcB+IwEQAAAgA3cokWL8re//W216bNmzcqsWbNK/16+fHmN+T/4wQ/SuXPn9O/fP3//+9/z3nvvZdttt80VV1yRK664Yo0XB/mwCy64IBUVFbn11lvXOL9v377ZYostcvvtt+fhhx/O1ltvncsuuyzXXXfdp9hLANYXARAAAGAD97WvfS1VVVWfat1DDz00hx566Kda93/+538+cn5ZWVkuueSSXHLJJZ/q9gH4fBgDEAAAAAAKTAAEAAAAgAITAAEAAACgwIwBCAAAsI6cfN/02t6EQmtQ2xsAsJFyBCAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgQmAAAAAAFBgAiAAAAAAFJgACAAAAAAFJgACAAAAQIEJgAAAAABQYAIgAAAAABSYAAgAAAAABSYAAgAAAECBCYAAAAAAUGACIAAAAAAUmAAIAAAAAAUmAAIAAABAgZVVVVVV1fZGAAAAAADrhyMAAQAAAKDABEAAAAAAKDABEAAAAAAKTAAEAAAAgAITAAEAAACgwARAAAAAACgwARAAAAAACkwABAAAAIACEwABgM+sqqqqtjeB9WzVqlW1vQkAxOvxf8rjBR8QAAGAz6ysrMwb7AL7/e9/n7///e9ZuXJlbW8KwCbrkUceyT//+c/UqVPH39xP4Omnn87y5cs9XvD/CIAAwKd277335pZbbkkSb7AL6r777sv//M//5O67787LL7+cysrK2t4kgE3OyJEj87vf/S7XXnttFi5c6G/ux3j44Ydz8803Z+DAgamoqPB4QQRACqz6Bd5paQDrx1133ZWHH344Tz31VH7zm98kEQGLpKqqKgsWLMjjjz+eJJk/f37uuOOOvPTSSyIgwOfs4IMPzs4775x33nkn11xzjQj4MTp16pRWrVpl7NixIuB6trbP2x7rDY8ASGH8e/BbsmRJjX97AaK2eO5RVG+++WaSpLy8PCNGjBABC6asrCzNmzfPbrvtltatW2e33XbL/PnzM3jw4IwfP14EhALwRfnGobKyMptttlmuvvrqdOjQIbNnz84111yTBQsW+Ju7Fu3bt89FF12UrbfeOs8//7wIuJ6sWrUqZWVlST74/D1//vwsWrQoyQfvB9mwlFV51acAKisrU7du3VRUVOQPf/hDXn311cycOTNf/OIX065du3Tv3j1NmzZNVVVV6QUKPg/Vz82VK1fm7bffzptvvpnGjRuncePG2XnnnUvLeW6yMal+vg4cODCTJk3KEUcckYceeijLly9P9+7dc8YZZyT54E2hN38bvzvvvDPjxo3L//k//yd33nlnnnvuubRs2TLf/va3s8cee6Ru3bq1vYnAp1D9Gr1q1aqsWLEis2fPTosWLZIkTZs2reWt49+tWLEi9erVS2VlZX7yk59k4sSJ2XrrrXPdddelefPm/ub+m+rHY8aMGfn5z3+e2bNn58tf/nIuuOCClJeXe7w+g+qEVFVVVXoMH3vssTz33HOZNWtWWrRokX333Tc9e/ZMeXl5bW4q/0YAZKNX/eK9bNmy9O3bN9OmTUvjxo1Tr169LFu2LMuWLUvr1q3zgx/8INttt11tby6bkOr4t2zZstx222155ZVXSt+IJclhhx2Wr371q9lpp51qcSvhP1cdAP/85z/njjvuyMUXX5z58+fn7rvvTkVFhQhYENU/52eeeSa/+MUv0q9fv2yzzTb5+c9/nhdeeCEtW7bMmWeemT333DN169bNrFmz0qhRo1JAoPas6UulNf0uzp8/P8uXL0+bNm0+z81jA/DhL8+HDh2aqVOnZtq0aWnVqlUaNmyYE088MbvuumsaNmxY25tKav68kmTGjBkZMGBA5s+fLwKuQfXjtWrVqqxatSrjxo3LbbfdliVLloiAn8HEiRNTVVWVzp0713js7r333jz88MMpLy/P5ptvnnfffTdJ0q1bt5x00klp3bp1bW42H7JZbW8AfFZ16tRJRUVF+vXrl1dffTWHH354TjrppKxcuTINGjRI//798/LLL+f222/PxRdfnC233LK2N5lNwKpVq0rx75prrsmMGTPSqVOn7LHHHlmyZEleeOGFPPHEE/nf//3fHHfccdl9991re5PhE6sOC1tttVUqKyuzYsWKHHrooVm1alV++9vfZsSIEamqqsq3vvWt1KlTJ6+//nqaNGmSVq1a1fKW85+o/jl/4QtfSJJMmzYt22+/fS644IIMHDgwzz//fIYMGZKGDRtm+fLlGTZsWNq0aZPvfOc7adSoUW1u+iav+mf3zDPP5LXXXsvpp5+eOnXqlD4UJ8mcOXPywAMP5I033sjFF1/sA9om5MPvUa677rq89tpr2WKLLdKmTZusWLEib775Zvr375/jjjsuBx98sNfuWvbhn9dtt92WSZMmpWHDhlm0aFHq1auXOXPm5Jprrsl1112XZs2abfJR68NfwN99992ZMmVKqqqqSsNDvfDCC/nFL36R888/XwT8D7zzzjv58Y9/nCTp06dPdt111yTJX//61/zxj3/MHnvskRNPPDGtWrXK66+/nsGDB+evf/1rli9fntNOO630XoLaJQBSCH/4wx8yZcqUHHbYYTnttNNSv3790rylS5emWbNm2XHHHX2LyeemTp06WblyZW6//fbMmDEjPXv2zIknnlj64NWlS5f07ds3b731Vv7xj3/U+FAGG4ttt9025eXlmThxYvbdd98ccMABSZLf/va3+cMf/pDy8vJ07tw5gwYNSrt27XL++eencePGtbzV/Ceqqqqy+eabp3nz5nn11VdzxBFHpLy8POedd15++ctf5vnnn8/Pf/7z1K1bN//85z9z8MEHi38biEWLFuX222/PsmXLUq9evZx00kk14t+wYcMyevToHHrooeLfJqZOnTpZsWJFbrzxxrz55ps57rjj0rNnz5SVlWXx4sV5/PHH8+ijj+b3v/99Vq1alR49eqRJkya1vdmbpOpTLJcvX54f/ehHefvtt9OtW7ccccQRWbJkSd544408/fTTmTFjRq6++upNPgJWVVWlbt26NR6vL3/5y/na176Wf/7zn5k8eXLGjx9fujDI97//fRHwE2rdunUOO+ywPPHEE/nxj3+cq666KrvttlumTJmSLbbYIqeeemratWuXVatWZY899sj3v//93HXXXRk7dmzKyspy6qmnioAbAM9yCmHy5Mlp3rx5TjzxxFL8W7VqVa666qpMnz49Bx98cE4++eQ0atQo77//flasWJHEwMesG2t7Hr322mt56aWXsuuuu6Znz56lD15VVVX57W9/m5UrV+aggw7KfvvtVyP+eV6ysWjatGnatGmT//3f/02SNGrUKAcccEDOOOOMlJeX5/e//30GDBiQBQsWZLfddhP/NnBreu0pKyvLlltumS984Qt58803s2rVqlRWVqZBgwa5+OKLs9NOO2XRokWl+HfYYYet9bb4fDVt2jSXXXZZWrRokeHDh+e+++5LkixYsCD3339/Ro8enUMOOSRnn312Ehes2tQ8/fTTmThxYvbff/+ccMIJadCgQcrLy9OyZcucfvrpOeOMM1JWVpZHHnkkEyZMqO3N3WSVlZWlqqoqv/vd7/L666/nkEMOSa9evbLtttumY8eO6d69ey677LLstNNOeeedd3L11Vdv0hcGKSsry6pVqzJ48OC8/vrrOfzww/P//X//X3bbbbcceOCBOeOMM/K9730vrVq1cmGQ/0D1Y/Od73wn3bt3T5L07ds348ePz/Lly/PVr361FP+q7bjjjvn2t7+d9u3b5/nnn8+9996bt99+u1a2n38RANkoTJw4MQsXLlzjvIULF+b1119PixYt0qBBgyQfvEhdffXVmT59enr27Jljjz22dETC9OnTM2zYsFRUVLjoAutE9ZuNfzd9+vS89957Oeigg2qE6R/+8IeZNm1ajjnmmBx//PFp0qRJli5dmhkzZpRuDzZ01c/5bbfdNm+++WYWLFiQysrKNGrUKIcddlgOPvjglJWVZcmSJenYsWOOPvroJMnKlStrc7NZg7lz5yZZ82tP9c95q622yj//+c/Mnz+/9IXFtGnTavxtnjhxYl588UV/XzcgHTt2zPe///00bdo0Dz/8cO6444789re/zV//+tccfPDB6d27dxJjdW6Kpk+fniQ5+OCDS0dAffj9TPfu3dOjR49UVVXl3nvvzfz582tzczdpK1euzGuvvZamTZvm6KOPLv28kg9+d1u0aJGLLrooX/rSl0TAJIsXL87UqVPTqlWr9OjRo3ThlOSDLyp32223nHPOOWnRokXpKHYR8KN9+LE544wzShGwX79+eeGFF0rv7erUqVPjb8kOO+xQIwLed999ImAt85eeDd5DDz2UH//4x3nyySdrXEChWp06dVJWVpZFixaVBnvt06dPXn311VL8+/Cpv/fdd18mT55cOgoQPq277747Q4cOTZI1vmlYvnx5aV7ywZgk/x6mq5+by5YtS58+ffL3v//9c9wDWLsPH8H14au9Vat+Xnfs2DFLlizJP/7xj1IYevnllzNu3LhUVVVls802y6RJk/Kb3/wmSbLZZpt5g70B+c1vfpNf//rXa31DXh3yOnXqlCVLluStt95Kkrz00ku5+eabM2fOnJx22mnp2rVr5s6dmyFDhmTcuHGlD1vUrqqqquyyyy658sor06RJkzz55JMZM2ZMDjnkkJxzzjlJxL9N1fz581OvXr3Sz776d/3D72eOPfbYbLPNNlm+fLn3zbVo6dKlmTt3bho2bFg62OHff17NmzfPEUcckQYNGmTOnDn50Y9+lH/+85+b5O/2okWLMnfu3GyxxRalU9f/fZidHXfcMfvvv3/KysrywgsvZODAgVm+fPkm+Xh9Uv8eAY888sgkyZIlS7JkyZKsWrVqjUf/V0fAnXbaKX/7298yePDgvPfee5/rtvMvnuFs0FauXJk6deqkefPmefzxx1eLgNVjE+26666ZN29exowZk2uuuWaNgSVJhg4dmtdeey177rln6Q8ofBrTp0/PH/7whzz44IN59NFHk6weAavfbEydOjVLly7NNddcs9Ywff/992flypXG2GGDUVlZmfnz52fhwoVZsGBBkjUfIVZ9xdfZs2cnSV588cUMHjw4c+bMySmnnJLvfe97KS8vz4gRI/KrX/0qSbzB3kDcfffdGTFiRBo0aLDWv4nVP/PqC2gtW7YsU6dOza9//eu88847+a//+q/06NEj3/ve97LPPvtk7ty5eeCBB8SCDUT1z69p06bZfvvtS9NdqZl69eplxYoVefrpp0tH/1V/eK9+P1NeXp6GDRtm4cKFmTNnTi1v8aarbt26pYt9vPDCC0lq/j2u/pu67bbbZuXKlWnevHnefvvt3HDDDWuNMkVWHbbffPPNTJ06dY3L1K9fP7vsskuqqqrSpEmTPP/887njjjs+5y3dOHz4C73qi28mSa9evXLEEUckSZ544om8+OKLpdeRf3/O7bDDDvnWt76VL3zhC9l9990NCVOLvANng7bZZpvl8MMPL42fNmLEiBoRsPqPX8eOHZMkt956a6ZPn55TTjklxxxzTI3AMmrUqIwaNSo77LBDvva1r7ngAp9J+/btS6dO3XPPPXnkkUeSpHSVxSTZb7/90rJly4wdOzZXXHFFXn311Zxwwgnp0aNHjefmH/7wh/ztb3/Lfvvtl+222+5z3xf4d2PGjMmgQYNyySWX5PLLL891112XMWPGlOZ/+I3d9ttvn8aNG2fGjBmZNGlS7r777rzzzjs544wzctxxx6VLly75r//6ryTJn//857UO58Dn66677sof/vCH7L///jnxxBM/Ngi1a9cujRo1ygMPPJCbb7659DM++uijs2rVqtSrVy/nnXdeDjjggPz3f/+3L9k2IHPmzMm9996bl19+OV/+8pfTvHnzDBs2LL/73e9KFxhwVO6m59BDD02jRo0yZcqUjB8/PlVVVaUP79VHhW622WaprKxM69ats+2229b2Jm+SqgPVgQcemDp16uSll17KvHnzaixT/fu79dZbp3Xr1jn77LPz5S9/OWeffXbpTKlNydZbb5299947FRUVmTRp0mpHpFf/+4tf/GK+8IUv5PTTT8/2229fGqqEmqo/Mz/99NNJkvLy8lIEPPPMM3PUUUclSW688cZMmDCh9Hz79wjYvn37XHvttenRo8ca5/P5cBVgNmhVVVVp2LBhDjzwwKxatSqPPPJIRowYkeSDNy5NmzYt/f+MGTPyxBNPZNWqVdlyyy3TuHHj0ngEw4YNy5/+9KfUq1cv5557rm++WScOOeSQlJWV5fbbb8/vfve7JEmPHj1Kp6I3a9Yse++9d0aNGpWKiorst99+Oeyww2pcIfPxxx/Pww8/nObNm5cuVAO16d57783DDz+cJGnSpEkqKioyf/78DBo0KMuWLcuhhx5a48NEvXr10qxZszz99NN54YUXSmGoenyY+vXr5ytf+Urq1auXnXbaKc2aNauV/eJf7rrrrvzxj3/Mfvvtl5NOOql0Vb4Pnwr64RhQVlaWJk2aZMcdd8xLL72UpOYYQMkHH6jq16+f//7v//78d2gT8+qrr+aLX/ziJ/p7MWfOnAwdOrR02m/v3r0zffr0/PSnP80jjzySsrKynHLKKaUI6OjcjdszzzyTVq1apX379h+77Be/+MV06tQpzz//fEaMGJE6deqkc+fOqVu3buk1/k9/+lNef/31dO3aVdRfzz7u92+nnXZK8+bNM3r06LRs2TKHHXZY6cjs6vX+9Kc/5Z133sl2222XSy+99HPZ7tqytserevouu+ySZ599NsOGDctWW22Vrl27lpavDlp/+ctfsnDhwnz5y18uBVb+pfrvf5I8+OCDGTp0aJ577rlceumlpQhYXl6eb33rWykrK8uIESNy/fXX54c//GE6d+68xsBX/R7ww7fN56usSnplA1f9AvH+++/nL3/5Sx555JFUVFSke/fuNSLgypUrM2TIkDz55JNJPhjboX79+pk/f37efvvtfOELX8hFF12UbbbZpjZ3hwL6v//3/+b2229Pkpx22mmlb7aS5J133sldd92Vl156KVtvvXW6du2aXXfdNcuXL8/o0aPz7LPPpnHjxrn22ms9N6l19913X4YPH166cvX222+ft99+O08//XT+9Kc/JUl+9KMfpUOHDkn+9fo8dOjQPPjgg0lqhqE1BSVq1z333JNHH300Xbt2zQknnLDa686SJUtSUVGRJUuWZNttt63xM3z99dfzi1/8IgcddFCOO+64JMaP+7zdcccd+ctf/pIrrrginTp1+sjfqdmzZ2fYsGH561//Wop/1aZMmZL+/ftnyZIl+frXv54zzzzz89h81qPq3+2vfOUrOfrooz/RGQVTpkzJ3Xffnddffz3bbrttdt111xx88MGpW7duxowZkyeeeCJlZWW57rrr0rp16/W/E5uoysrK1K1bNytXrszMmTPz5ptvpqqqKttss02+8IUvlIaHeeyxx/Lb3/42yQdfQu+xxx7p0qVLVq1alT/96U957LHH0rJly1x22WWFHlLmw4/X/PnzM2vWrNSvXz9bb711ttxyy9Lr4p133pknnngidevWzamnnppOnTrlS1/6UpJk5MiReeihh9KuXbv84Ac/ELj/zb//bX/ttdfyox/9KMuXL8+Xv/zlUmCujoDJB2MKVx+o8+8R0Pu/DYcAyEbhk0bA5IM/juPGjcvUqVNTVVWVbbfdNrvttlsOO+ywtGzZshb3giL7qAg4e/bsPPzww3nxxRezcOHC1K1bN5WVlSkvL0+HDh1y5plnlo7Agdry3HPP5Ze//GV23nnnnHnmmTXC0KJFi3LzzTfn5Zdfzne+850ccsghNdadPn16Hnjggey55545/PDDkwhDG6Lqozu32WabXHHFFWnZsmXp5/T2229n0qRJeeyxx7J8+fIsWLAge+yxR3bbbbd87WtfS8OGDbNq1aq899572XzzzZP4GX/eqo/c3HPPPdOrV6+PDTJPP/10br755hx00EH57ne/m6Tmz2zKlCn50Y9+lPr162fgwIE13kux8Zk6dWquvvrqJMlXv/rVdO/e/RNHwN///veZPHlyli1blsaNG2fFihWpqKhI69atc/HFF6dt27brees3XdW/k8uWLcugQYMyYcKE0kXkkmTPPffMV7/61XTt2jXJB59zHn744SxevDhVVVXZfvvts3z58vzv//5vmjZtmmuuuabQXyhXx79ly5blV7/6VV555ZXSOMUNGjTI17/+9ey9997ZaaedktSMgJtvvnnat29fukpw06ZNc+211+aLX/xiLe7RhufDfydGjRqV8ePHp6KiItOnT897772Xqqqq7L333rn44ouTrD0CXnXVVdltt91qZydYKwGQjUb1i9EniYAVFRVZtGhRVq1alZYtW6asrMw3D6x3HxUBlyxZkjlz5uSvf/1r6c3LXnvtle22267Q39KycViyZEluueWWjBs3Ln369CmNq/rho/aGDBmSxx9/PAcccEDOO++81V5TFy1aVHodFoY2TH/5y19y6623JklOOumknHDCCUmSSZMm5dFHH8348eOzatWqbLXVVvnHP/6RJGnYsGG6deuW008/vcbYpY7o/Hx9+LTtb37zmzW+NFrbz2LlypX5+9//XgoHa/q9nDZtWpo0aeJLqIJ47bXXcuWVVyb5+Aj44efN22+/nZkzZ+ZPf/pTVqxYkfr166djx4458MADfXm+HlX/Ti5fvjxXX311ZsyYUQp+c+fOzYwZM/Lss89myy23zEknnZSvfe1rSZKxY8dm4sSJeeqpp1JRUZHmzZvnS1/6Uk477bS0adOmdndqPfpwLL3mmmsyY8aMdOjQIbvvvnv+8Y9/ZNq0aZk1a1Z23XXXHHfccencuXOSZMSIEXn55Zczfvz4JEmjRo3ypS99Kd/5zne89v2bD78u3HvvvXn00UfTtm3bdOvWLVVVVXn77bfz97//Pe+///5aI2D10chJcvPNN9c4KpPaJwCywfmoD46fNAL++5thH1RYX/79+bq2COg5yIZs4sSJ+fGPf5xjjjkmp59+eo151c/xsWPH5sYbb8y+++6bCy+8sDTf6+3G5dlnn83AgQOzatWqnHDCCTnooINy5513Zvz48enevXu+/OUvZ4cddsjMmTPzf//v/83f/va3rFq1Kj179kyPHj2E3VpQHf/23XffnHzyyWscs/Hf/fvvoSi/6Zg+fXquuuqqJJ/sSMAPPzf++c9/pmnTpi6U9zmqrKzMrbfemtGjR6dnz575xje+kc02+2CY/jlz5uSHP/xh6aKIRx11VCmyJB/8vJYvX57GjRunfv36NeYV1cqVKzNw4MD87W9/S8+ePXPSSSeVnr8TJ07MT3/60zRt2jQ9e/bMV7/61dJjUlFRkdmzZ+e9997LFltskWbNmhl3+yM8+eSTueOOO7LbbrvljDPOKB0FvHz58rz22mulISTWFgHvuOOONGvWLCeddFKt7QNr5iIgbFA+PKbD66+/nhkzZqRBgwZp06ZNdtxxx9ILfMOGDUvfgq3twiAf5sMon1X1G+Tq70wWLlyY5s2bl56T1fMPPvjgJFntwiBlZWVZuXJljcG1hRI2FLvsskt22GGHtGrVarV51c/x6vFxVqxYkVWrVpWOrP7357Dn9IZt//33T1VVVQYNGpQHH3ww48aNy+uvv54zzzwzRxxxRGm56gHn69Spk1GjRmXChAk59thja3HLN0133313/vjHP6Zbt2456aSTapz2W6dOnfzjH//Ia6+9luSDi/bsuuuuSVLjAi7Vy7JpaN++ffr27ZurrrqqdNXOtUXAD8e/3/zmN3n99dfz7W9/O9tuu633KJ+TWbNm5aWXXsouu+yS4447rhT/kmTgwIFZsmRJjjnmmBx22GEpLy/PypUrS8tsscUWtbXZn4vqz4XJv94zV1+1eo899shxxx1X47Xtf/7nf7Jq1arsv//+2X///VNeXl56jpeXl6ddu3a1tSsbrDV9OVRZWZmXXnopdevWTc+ePdO2bdsaj2PHjh1z5ZVXpm/fvnn++edzww03rHZhkLPPPvsj74PaIwCywfjwmA633HJLXnrppSxbtqw0/8QTT8xXv/rV0gfUNUXAOnXq5KCDDnKVSdap6udmRUVFRowYkalTp+btt9/ONttsk/333z+77757mjZt+rERcLPNNiuFk0QoYcOwatWq1K1bN9dff/1HvkFr3Lhxafnkg+evN3Ubp+pTQn/xi1/k9ddfz/HHH18j/lV/0GrVqlW+/vWv56mnnsrEiRPz5ptvfqIxxVg3nnvuufzhD39IgwYNsuuuu9aIfzNmzMhzzz2XP/7xjzXeK33lK1/JAQcckN13393fmE3YJ4mAH379HjZsWOnL9Oqjojx/Ph+vv/56Fi1alG9+85ulL9pWrVqVPn36ZPr06enZs2eOPfbYNGzYMBUVFZk5c2ZatmyZ5s2b1+6Gr0djxozJAQccUBoz+8Nfnk+fPj3Lly/P17/+9Y99vJYtW5b58+c7zXcNZs+enebNm6dhw4arxf5ly5bl9ddfz+abb77aeJLV7/122GGHnHbaaRkyZEheeOGFGhHww5E68QXUhsZPgw1C9QfQZcv+//buOzCqKv/7+HvSOy3BEDqEIoai0qWDUkIvQZq49orurq5iAQHbrmURQXQVpBMhlJAQeg3dIC0QSgREgRAgEALJkDLz/JFn7m9CEjoEJp/XP8aZe2fOTMI9937uOd9j5qOPPmLr1q1Ur16dF198kUGDBuHn58fcuXNZuHAhx44dM/azhYDdu3fH09OT2bNns379euMCVeRW2f9tjhkzhvDwcBISEsjIyGDXrl38+OOPTJs2jTNnzuDk5GT87bVr144XX3wRgJkzZzJ37lxAnaDce2wjW+1HsxbE1dXV+PnK8G/VqlUsX778zjdWbpvmzZszbNgwqlSpQoMGDfI8Z7sQsFgsBAUFqQZYESlbtiytWrXCbDazZs0ao37VoUOHmD59OgsWLMDHx4d69erx6KOPAhAbG8uCBQuMbaX4soWAkLsgzOLFizl69KjxvO34PWfOHCIiIvDx8eGrr77Sv/fbbMqUKYSHhxf6vG3BD9txNzs7mxEjRuQLswDS09P55ptv2LVr151veBGZOXMm3377Lf/9738BjBDQJjU11Xgcrv59paSk8Pnnn5OQkHCXP8W9LTExkTfffJNvv/2WzMzMfGG/1WrFxcWF8+fPk5iYCOS9frH9bBsp7OzszPbt2/nuu+8A8oR/cu/Rb0eKnO3CMysri2+++Ya//vqLHj160K9fP1xdXbl06RK7du0iPj6eVatWkZ2dTdeuXalUqRKQGwK2bduWzMxM1q9fz6OPPqqQRW4LW8CRmZnJJ598QmJiIh06dKB///54eXmxfv16pk+fztatW0lPT+fZZ5+lTJkyeUYCOjk5MXHiRCIjI+nUqZOxeqbIvcT+5O9qNVhtcnJyjBO8devWMWPGDMxmM82aNdPf+H3kscceo3LlygWuGGlfbD09PZ0qVao49MqS9xLbd1+tWjW6deuG1WolNjaWiIgIzp07x44dO4iPj2fAgAE0b97cmBmxfft2pk+fzv79+4mNjSUkJCRPcC/FT0EjATt37ky1atWA3PBv3rx5eHl5MWrUKP0bv81s9Tsh93rFvoyCbdSVbSG4vXv30rJlS8aMGcOhQ4fyhVkAv/zyC8nJyQ47+m/lypUsWrQIyB0B/c033/DGG2/g7OxMVlYWrq6uxveRmJhIvXr1GDVqVKHf1/z58zl16pRqWtqxWq1cvHixwOdsfY+Pjw8PP/wwS5YsYfv27QQHB+cpsWXbrkaNGtSsWZOHHnqIJUuWsG7dOurUqWPM0JN7kwJAKXK2OjVr1qwhPj6eFi1a0Lt3b1xdXfnrr79YuHAh8fHxNGjQgNTUVNatW4ezszOdO3c2QkAPDw86duxI+/bttaKq3BL7eiNOTk7k5OQwZcoUjhw5QmhoKP369cPd3Z3k5GT27t1Leno6Pj4+bN++HYBnnnkGf39/o3Ns06YNzs7OVK1aVcGI3NfsRwjawr+1a9cye/ZsnJyc+Pzzz/U3fh+yXfDbj+i0/3nhwoVcuHCBxx57DFDt0rvBNprcycmJSpUqGYtJxcbGkpSURFpaGoMHDzbCQcj9nT366KNYrVa++OILNm7cSOPGjWnatGlRfhS5B1wZAjo7O9OlSxe2bNlihH9jxoxR+HebHT9+PM/I+FmzZmEymYx/z7bjaL169ShdujSbN29m//79nD17lr59+9K5c+c8YdbSpUvZunUrjRs3Jjg4+O5+mLvAYrEYoyEfeOABzp49y6ZNm3BycuL11183bmY0btyYqKgo1q9fbxwT+/TpQ2hoaJ7vKyYmhl9//ZWWLVsaC1hI7t9dnTp1+Pzzz3nggQdwc3Nj69at1K1bFy8vL+M6qHbt2sTGxrJp0yaqVq1K8+bN85UH+PXXX9m3bx+DBw+mcuXKfPnllxw4cEAB4D1Ow6TknpCRkcGqVavw8/Pj6aefxsPDg+TkZKKiooiNjaVDhw4MHz6crl27ArkrrS5ZsoQ///zTeA0PDw+Ff3LTNmzYAOSfavD777+zZcsW6tatS9++fXF3d+fkyZPMmTOHDRs20K5dOz744AMqVKjA9u3bmTx5cr7pwC1bttSJtdz3bKGfbYU3W/h3+fJlRo4cqeLa97mCwr+VK1eyatUqgoKC6Nq1Ky4uLgr/7qCJEycyduxYIO9IXFsI2LJlS9LS0mjbti3dunXLs6/t99KwYUMjrE1PT787DZd7nv104DVr1vDdd98p/LvDfH19qVOnDn5+ftSpUwfInd5qG+EGucdb24q1Hh4enD17lnr16tGpU6c81zQxMTHMnz8fb29vBg8ebNTkdSS2Ou6BgYE4OzszZMgQPD092bBhA99++62xXdmyZWnbti1nz54lKSmJZs2a0bVr1zzfybJly4iMjKR06dKEhYXlCQaLq8OHD7NhwwYsFouxIIqXlxeRkZF8/fXXTJs2DbPZbAyCaNq0KS1btiQ9PZ1Zs2axevVqjh8/DuT2NwcPHmTp0qUEBgbi7e1NQEAAAPv27SMtLc24OSX3HgWAck/w8vKidevW9OjRAw8PD8xmM+vXr2ft2rW0atXKWEmoRYsWRq2itWvXEh4ebhyMRG7W1eqNJCUl4efnx5AhQ/Dw8CAlJYWYmBhiY2Np27YtL774IpUqVeKhhx4CYM+ePUyZMoXTp09rKrrcd652wmYLtHNycli1ahUzZ87k8uXLjB492hiNLfc++6ncBQVEtuNWREQEc+bMwdXVlX/+85+qC3aHTZs2jbVr13Lx4kXOnz+f7/lKlSrRrVs3evToYdT7A/IsKmWxWLBarcYoGgWAYs8WArq5uXHkyBF8fHwU/t1Bfn5+dOjQgQsXLtCgQQOee+45IG8IaDvePvzww7Rt2xZPT08OHjzI7Nmz2bVrF5s2beLrr79m+vTpWK1W3nnnHR544IEi+0x3ksViwcvLi44dO3LixAmsVivvv/8+Hh4eeUJALy8vmjdvTt26dXFycuKvv/5i9erV/PnnnyQkJDBhwgSmTp1KTk4O//znP40SCcVZYmIiw4cPZ968eWzZssW40ZeTk0O5cuXw9/dnzZo1TJkyhYyMDGO/p59+mvbt23Pp0iXCw8P5/PPPmTx5Mj/99BNffPEF8fHxPPHEEwQGBuLn54erqyuBgYH4+vrqZuE9TFOApcjZphN16dLFWMnu4sWLrFixgpCQEKPDtC0r7u7uTsWKFXF2dmbfvn26qyO35Gr1RgAeeeQRSpYsaZxAJCQksGbNGpo1a8ZLL70E5AaGjRs3ZsWKFfj5+fHrr7/i5ubGq6++qrojct+wH/l14cKFPPVebM9D7gIEiYmJZGVlMWbMGIV/94ATJ05c1yqH9r/j5cuXk5KSQrt27Yzj2+XLl/n1119ZsWIF+/fvp1KlSrz55puUL1/+jra/uLPVCWvWrBlhYWH56nvZzpMqV66Mr68vpUuXzvcatt+t1Wrl7NmzlClTJt/iLiLBwcG8//77fP3114wYMULh3x1Wr149atSowfz58/nuu+9wdnbmhx9+YObMmQDGdOCAgAA6depEiRIliI6OZtWqVaxatQrIHXVfv359hg4dSrly5Yrss9xptr6pdu3auLi4EBMTw8iRI3njjTcYO3YsGzZswGq1MmzYMGrXrk337t3x9fVl06ZNTJ8+nfDwcLKysnBycuLBBx/kueee0+q//5/ZbCYgIIATJ04QFRWFxWKhefPmODs78/DDD+Pm5sakSZNYs2YNAEOHDjWur1944QXKli3Lzp07SUhIYNmyZQCUKFGCv/3tb3Tq1AmARYsWkZWVRY0aNbBYLJhMJoWA9ygFgHJX2V982NivJunu7g7kju47f/48nTp1wt3d3RiuDHD27Flq165NixYtKFWqVIEnwiLX41r1RgB8fHyoW7euUasyOjoaLy8v+vbtC2AUJfbw8MDX15e+ffuyceNGevbsqfBP7hv2x+bo6GjWrVvHa6+9lmdar5ubG56enly8eBFvb2+Ff/eI//3vf8TGxvLJJ59c9fdxZfg3depU/Pz8jNIaAO7u7qSlpZGSksLjjz9Oz549NfLvDrOFf02bNiUsLMy4YLX/fdn6H5PJZJzz2NditN92wYIFHDlyhGbNmun8SApUu3Ztxo8fb5xXy53j5eXFI488wqFDh4iKiuLJJ58kPT2d6dOn5wsBy5YtS/fu3XnsscfYsmULZrMZJycn6tWrR7ly5Rxy2m9BNWWrVatG165diYyM5OjRozRs2JBhw4Yxbtw4Nm7cCMCwYcOoU6cOQUFBtG3blvXr12OxWPD09KR+/frUqFFDNYnthISE8PLLLzNlyhQOHz7M4sWLAWjevDmurq489NBDPPPMM0yePLnAELBnz548/vjjHDp0iLS0NPz8/ChVqpRxzrF06VJWrVpFuXLlaNOmjWZA3eMUAMpdYysqmp2dTWpqKqmpqVSqVAknJ6c8Ba8BIwi0X4wBcg8wx44do23bttSuXbtoPog4DFu9keXLl+Pk5MSQIUMIDw836gHaQkCLxYKzszNnz57lxIkTlC1b1qh1YStKHBsbi5OTEw0bNqRly5ZGvTSRohIXF0dgYOA1R3hcGQwtXLiQ9PT0fCfPvr6+eHt7k5GRwejRozVy5B4wZcoUVq1aRYMGDa55MW//O549ezZ+fn6MGjUKHx+fPBdhnTt3pm7dupQpU0Yj7O+wadOmsWTJEpo3b07fvn3zjFaxrUCfmZmJk5MTrq6uuLq6Gr+rgsK/FStWsHjxYkqXLs2AAQOMgu0iV1L4d2fYH0ttP3fu3JmNGzeybds2+vTpY9x0KSgEtFqt+Pv757kx44ji4+MJDAzMc4PJftRYSEgIixYtYv78+dSuXZuGDRvy5ptv8s033+QJAUuWLEnJkiWNGouSn+3v8KGHHmLo0KFMnTq1wBAwJCSk0BDQYrHg7e2db1S5xWJh3rx5LF26FHd3d9566y3dNLwP6ApV7gpbgGI2mxk3bhx//PEHZ86coXbt2oSEhNCzZ09cXV3Jzs7GxcXFuGu9bNkyAgICKFeuHNu2bWP58uWa1iK3jX29kalTpxr1Rj7++OM8IaCzs7MxCtXZ2ZlTp06xY8cOY3XFlStXsmXLFmrUqIG7u7vCPylyU6dOJSYmhk6dOtG5c2cCAwML3dYWHixbtoxffvkFV1dXxo0bR+nSpfNMK/T09GTUqFFYrVYjAJeiYz9yrH///lf9HdusXr2aqVOn4uvry+jRowkICMiz8rnt961w986LiIhg8eLFBAcH06NHjzzTrJOSkjh48CCRkZFkZGTg7u5O6dKlGThwINWrV8/zOrap+TNmzGDdunW4uLjw3nvvOWydMJF7zaJFi0hOTqZfv354eHjg7u5uhC4WiwVXV1caNGhAdHQ0ixYtMkJAJycnpk6dmicELGgxJkdbeX3atGksXryYMmXK0Lt3b6pVq0a1atXyjBqrW7cujzzyCHFxcSQmJtKgQQMeeeQR3njjjXwhIPxfmShwvO/rVtmPIA8JCeGpp55i2rRpHD58mJiYGOD6Q0D7v8mUlBS+//57du/eTaVKlXjjjTd07nCfMFm1RIvcJbZi8YmJiQQFBZGVlUVaWhpms5lmzZrxyiuvGAfvnJwcJkyYwMaNG40wJTs7m7Jly/LOO+/oACO31eHDh/nwww8pXbo0I0eO5NixY4wdO5bLly/TokULYyQg5F60LViwgNKlS1OrVi3S09PZvn07JUuWZOTIkao3IkVu+fLlTJo0CchdHb1169Z06dLlqgFRbGwskydPxsXFhU8//ZSAgIACSzbIvcEW/jVp0oQnn3yywGmj9qxWKxkZGURFRbFlyxaGDx9O2bJl9TsuImazmcmTJ7Nt2zZ8fHwYOnQo9erVw93dnf379xMVFcXOnTvJzs7Gx8eH7OxszGYzPj4+/O1vf6N58+bGSJlt27YxceJE0tPTqVmzJi+//LL6IZG7ZMaMGURFRQG5U3gffPBB2rdvT61atfJsd/z4cYYPH05wcDBvv/22Mbo6JiaGqVOnAjBo0CBjJKCjmj17NgsXLgQwFn0sWbIkjz32mFGP1nYtmJCQwMcff0yTJk2MoA/gt99+45tvvsFsNtOqVSteffXVovgo97wrg1Bb5GMymTh27Biff/45Z8+eJTg4mM6dO9O8eXOcnJzIysoiPj6eyZMnk5ycTPv27Y0Vme2lpqayZcsW0tPTadmypUb+3UcUAMpdExUVRWRkJB06dCAsLIwLFy6QmJhorJjaqFEjhg0bZhz4s7OziYiI4Pfff8dsNlOtWjVCQ0O1mpPcksLuDM6ePZvIyEjeeustGjZsSFxcHOPGjcsXAh49epTVq1ezfv16Y2RG5cqVeemll1QoX4rc/v37+f777zl58iStWrUiISGB1NRU2rZte9UQcOPGjcTExPDmm28q/LvH2UZ3Nm/enLCwsHxF4c+fP09SUpIxwrlKlSrGc8nJyXh7e+Pt7Z1n5J/cfampqSxcuJDly5fj7+/PgAEDKFOmDHPmzGH37t107tyZOnXqUKlSJU6cOMGSJUvYvXs3vr6+vPPOO9SoUQPIPVf68ccf8fX1JTQ0lFKlShXxJxMpHn777Tf+/e9/A+Dv74+rqysnT57EycnJWKW2TZs2Rn/6v//9j1WrVvGPf/yDJk2aGK9jHwL269fPqDHtiPbv38+oUaOwWCzUr1+f6tWrs27dOs6ePYuPjw+1atWid+/eBAYG4urqyocffsgff/zB8OHDadCggXEO/9tvvzF+/HguXbpE+/bteeGFF4r6o90Tjh8/TlZWVp5+38ZqtWK1WnFyciIuLo4vvvgCFxcXsrOzjWvsK0PAKVOmkJSURPPmzXn11VfzzXDKyckB0LnEfUYBoNw1n3/+ORkZGbz33ntGjT/IHX01duxYTp06lS8EhNyDi30hbJGbca16I3v27OHTTz+latWqvPfee/j4+OS5y/jYY48ZdyBTUlJISUnhwIEDVKlShQoVKlCiRImi+mgiAGRkZDB79myWLVtGr1696NevH0uXLiU6Opq0tDTatWt31RDQbDbj4eGh8O8etmbNGr7//ntKlCjBs88+m+ci8tixY8TFxREVFUV6errxeGhoKG3atMmzQIimSN0bLly4wPz581mxYgVlypThgQceYPfu3QwdOpQuXbrk2dZisfDZZ5+xe/duYyVXT09P4/doPwVORO48i8XC9OnTWbduHTk5OfTr14/MzEyOHTvGtm3byMnJISQkhEaNGvHYY4/x559/MmrUKBo0aMCrr76Kt7e3EZwsWbKEKVOmADBp0iR8fHyK8JPdWYmJiXzwwQdYrVaGDBlCzZo1SU5OZtmyZRw8eBBXV1dq1apFr169SEpK4scffzSCUfu+a9u2bfz888+88847BQZexc3evXsZPXo0TZo0oXfv3nm+E/vvbcOGDXz77bcEBwfTpEkTNm7cyNGjRwsMAffs2cP48ePp3bu3w9elLE4UAModUdAF5JgxY2jbti0tWrQwav3ZHDlyhP/+97/5QkCNUJDbobB6I1f64osviIuLM+40AoWGgCL3GrPZzIQJEzh37hyDBw+mdu3aWCwWlixZctUQUGHQ/SMuLo6lS5eyd+9emjVrRteuXalWrRoHDx5kzpw57NmzBy8vL8qXL4/VaiUxMRGAJk2a0KdPHypXrqzf9z3GFgKuXr2ay5cv06tXL5588sk829jOhfbv38+XX35prMLt5+dXRK0WKd5s1zkWi4WZM2cSHR2Nn58fvXv3pmHDhqSlpbFw4UIOHDjA+fPnKVu2LKGhoSxevJjMzEzef/99KlWqlG8Rrlq1alG5cuUi/nR3XmJiIu+//z4Affr0oWfPnri4uLB161a2b99ObGwskDutOjk5GTc3N7788st8tU1tNy4l73faqlUrQkNDjRDQ9ndmC/+qVq3KwIEDqVevHvv27ePnn3/m2LFj+ULAzMxMUlNTjbrPOn9wDAoA5baznahmZmayceNGTp48Sbly5ViwYAENGzbkqaeeKnA/+xCwSZMmvPrqq3lGCorcjDtZb0Qdodxrzpw5w8mTJ6lbt67xmEJAx7Jnzx4WLFhghIDNmzdn3bp1xMXFERYWRpMmTahQoQKZmZls2bKF77//npycHDp37szTTz9d1M2XAqSmpjJv3jxOnz7NgAED8ozWtPfXX3/x/vvvk52dzWeffUbFihX171akiNiHgLNmzSIqKgovLy969uxJt27dsFgsnD9/nkWLFrF9+3bOnDljLMjQs2dPBgwYkOd1ihv7wKpbt2707dvXCPN27drFnj17WLt2LWlpaTRo0IB33nmnWH5PN+L333/nvffeA3JDwM6dOxsDHmzhX7Vq1Rg4cGCe88T4+HimTp3KsWPHqFGjBk888QQtWrTI830X179TR6QAUG4r28HBbDbz2WefsX///jzPP/roo7zxxhu4u7sXeCA5cuQI48aN48SJE7Rs2ZLXXnvtbjZfHJDqjUhxZV/v5WohoP2xOCsrC1dX1yJuudizHYPsR8Tv3r2bhQsXkpCQgL+/P8nJyQwZMoSuXbvmuSh1cnJi/fr1TJgwAYAPP/yQkJCQovw4UojU1FSOHj1K/fr18z1n+12ePHmSd999lypVqjBixAjNkBApYleGgIsXL8bd3Z3evXvTqlUrSpYsCcDJkyfZs2cPS5YsoXLlyrz++uv690veELBHjx6EhobmKalz+vRptm/fzhNPPJGnX5PCXTkScODAgezdu7fA8M/++4yPj2f69OkcPXqUcuXK8a9//UsLSjkoBYBy22VnZ/Pvf/+b+Ph4GjVqlKe2A+TWI7KNAizoQJ6YmMhPP/3Eyy+/XCyGwcudp3ojUpzZX6BcGQJ27NjRWLxm2rRpnDp1ildffRUvL68ibrXYXFkyw2b37t1ERkYSHx/P448/znPPPZfnefv+9ZNPPmHv3r289dZbPPLII3el3XLz7Psd+9/j5MmTWbZsGX369KFv375GDVsRKToFhYAeHh707t2bFi1a5FmY5/Tp0/j7++e7qVOc2QdWPXv2JDQ0FD8/v3wzExT+XT/777R27drs37+fatWqMXjwYB566CHg//oZ++95z549fP/993Tp0oXQ0NAia7/cWQoA5baw78SOHj3K559/TqtWrQgLCzMuXLZt28ZXX30F5A71Hjx4MFDwAV2jUOR2U70RKc4KCwGfeOIJOnXqxIYNG/jll18A+O677yhTpkwRt1j27NnD4cOH2bNnDyVLlqRKlSq0aNHCGFECsHPnTrZt20bTpk2pV69evtewWq1kZ2fzySefkJCQwEsvvUTbtm3v4qeQW2F/brVixQqmTJlCYGAgw4cPz7OglYgUrauFgK1atcq3UJzCrLyuDAG7du2Kr68voBIlNysxMZEPP/wQi8WCr68v/fv35/HHHwfy//3Zf8cpKSmULl063+PiOBQAyi2zHRzMZjP79u0jMzOT77//nm+//RZfX988B5ldu3bx6aefAtcOAUVuN9UbkeLM/gIlJiaGxYsXc/HiRSpXrsyhQ4fw8fFh1KhRVKhQoaibWuxFREQQFRWF2WzO83jt2rV54403jJNzgBMnThQ4Tcf2+87Ozuadd94hKyuLDz74gLJly97x9svttWDBApYuXUpOTg4fffSR/o2K3INuNASUvK4WAsrNOXToECNHjiQnJ4e2bdvSuXPnQmfXXRn2KfxzXAoA5bbIycnhrbfe4sSJEzz88MNkZGQwatQo43nbn5nJZGLnzp189tlngEJAuftUb0SKM/u/55iYGObNm8fFixfx9vZm9OjRChbuATNmzCAqKooKFSrQuXNnfHx82LdvHzt27CA5OZnWrVvzzDPP4O7uXujJuv3vee7cuURERNCqVSueffZZjWC+T2RmZhIfH8+8efNITEykfPny/OMf/9C/UZF7TEHniQWFgK1bt9bK3ddgf47eu3dvOnfurO/sFtl/py1btqRr164qY1TM6apWbgtnZ2eaNWuGyWRix44dJCUlcfToUeN520WJ1WqlQYMGDB8+HICoqCgmTZoEoJBF7org4GA++eQTACIjI4mJieHChQtA7t9nQEAAnTp1UvgnDi8tLU3h3z1m5cqVREVF8eijj/Lmm2/SoUMHmjZtypNPPkmXLl1wd3fn8OHDmM3mfHfmCwr/Vq5cSUxMDP7+/vTr10/h333m1KlTnD59mpYtWzJ8+HD9GxW5x9gfbzdu3Eh6ejqQe00zcOBAQkNDMZvNREZGsnz5cuN8UwpmO0d3cnJi/vz5rFixAovFUtTNuq/ZX/fExsayePHiPNfoGgtW/OjKVm6Z7cARFhbGgAEDMJlMnD9/nri4uDzbXRkC2u5GLF++nNTU1LvbaCnW7DvDhQsXsnjxYtLS0vL8jYJCaXE8tr/pGTNmMH/+fLy8vBT+3SOOHz/OihUr8PHxoW/fvlSsWBGr1YrFYsHLy4tGjRrh6enJn3/+yf79+6/5erNmzSI8PBxXV1eGDx+uqb/3GTc3N9q3b88HH3zAM888Q0BAQFE3SUTs2Id/y5cvZ9y4cXzxxRdG7VVbCNitWzfS0tJYs2aNziuvQ3BwMKNGjcLLy4vGjRvrO7sN7K971q9fz5IlSzhy5AiApvkWQ5oCLLeF/SqFixYtYubMmQA8//zzdOjQIc+29tOB4+PjKVmypC4+pUio3ogUR4cPHzb+7r/44gsdf+8Ry5cvZ9KkSTz33HNGoW4b24XmuHHj2LhxI6+//jotWrTI9xoWi4XffvuNSZMmkZKSQvXq1XnttdcKrBEoIiI358rwLzw8HHd3dz766CNj8Tj7moARERE0b95c/e0NyMzMxM3Nraib4VASExMZMWIEOTk5NGnShOeee05TrIshRepyQ+yHYVutVlJTU8nJyTHCP4Du3bszZMgQAH788UdWrlyZ5zXsR1mFhISoM5Qic+VIQPvpwCKOqlKlSrz44ot8+eWXOv7eQ5ycnPD396dq1apA3mk5tgtN24l6ZmZmga9hMpkICgqiRo0adO7cmbfeekvhn4jIDbrW+BjbMXnZsmXGSOvRo0fzwAMPkJOTY2xjCwHDwsLU394ghX+3X3BwMKNHjwagZs2aCv+KKY0AlOuWk5ODs7MzmZmZREdHc/DgQU6ePEnJkiV56KGH8t3Zio6OZvr06UDBIwFF7hWJiYl8+OGHWCwWwsLC6NWrl6YciEPT6m73HrPZzB9//EGtWrXyPWfrf2fNmkVkZCRDhw6lS5cuQP4C9FarlcuXL+Pk5KQLKBGRG2Q/ci8rK4uTJ08aK6/bByaHDx/mk08+wdnZmU8++YSAgADVjpb7wvnz5ylZsiSg88HiyOXam4jkdobOzs6YzWY+/vhjDh06hK+vL56enhw7doz9+/ezevVqhg0bRp06dQDo2rUrANOnT+fHH3/EZDLRvn37ovwYIgWy1Rv57LPPVG9EigWd7N17PDw8jPDvyotI2+/LtoiHs7Nzvu22b99OlSpVKFOmjBb7EBG5CfaDHebMmcOBAwc4ePAgZcuWxdPTk379+hESEoKnpyfVqlWjb9++NGzYUOGf3Fds4Z/+ZosnjQCU65aZmcmnn37KgQMHeOKJJ+jbty+Qe2Hy888/s2HDBsqUKcNHH31EQECAccFiPxLw5Zdfpk2bNkX1EUSuSvVGROReFhUVxYwZM3jxxRdp166d8fjatWuZNm0alSpV4sMPP8TJyUkhr4jIDbCFIWazmdGjR/P7779TqlQpPDw8yMrK4syZM5hMJnr27Enr1q0pV65cvn1FRO51GgEo+cTGxhIYGEiNGjXyPL5s2TISEhJ4/PHHGTRoUJ6g5NSpU/j5+dG4cWO8vb0xmUzGkOKuXbuSmZnJggULCA4OvtsfR+S6KfwTkXuR/ZQ0yJ0ubLN27Vpmz56N1WrlmWeeMUYHiojI9XNyciIrK4svvviCP/74g549e9KrVy9MJhNpaWksXbqUqKgoFi5ciMVioXv37vj4+Bj7iojcD3S0kjwmT57M+PHj+f3338nKysrzXEJCAj4+PvTt29cISiwWC++//z6HDh2iffv2hIWF4e3tTUZGBunp6ca+vXv3ZuLEiSqAKyIicpNso/pcXV0BWLNmDbNnzyYzM5NRo0ZRqVKlomyeiMh9bf369cTHx9OsWTP69OmDh4cHbm5u+Pv7M3jwYJ566ilMJhOLFi1iz549Rd1cEZEbpgBQDFOmTGHZsmU0atSIevXqGRcYkFss9OjRo5QoUSJP+DdixAgSExPp1asXPXr0wMvLC4AjR44QHR3NxYsXjRELtrtkIiIicv1so0tso/ucnZ3ZuHEjs2bN4vLlywr/RERug8TERADatWuHm5sbFosFk8lkXMuEhobSvXt3rFYrs2bNIiUlpSibKyJywzQFWIDc8G/JkiU0bdqU/v37ExQUlOd5d3d33N3duXz5shHyffjhh3nCP09PT2P76dOn4+TkRGhoqIbFi4iI3EZr167l1KlTZGVlMXr0aIV/IiK3QUpKCq6ursa1i23Uta0Eg5OTEz169CAuLo60tLR8s6VERO51SmbkquGf7Y6Xi4sLFStW5MyZM0RFRTFy5EgSExPp2bNnvvBv7ty5HDlyhIcffjjP4yIiInLjrlyv7cCBA1y+fFnhn4jIbeTq6kpWVhbr1683Rv/Zjr+2ENDNzQ1PT09SU1M5depUEbdYROTGKAAs5mbMmMGSJUto1qwZAwYMyBf+2e6AZWZm0qlTJ2OfgwcP8uSTT9KrV688Id/KlStZuXIl1atXp127dipGLiIicotso1D8/f2B3IvUjz/+WOGfiMht1KFDB7y8vNi/fz87d+40FjS0Wq3GdZGLiws5OTkEBgbqGCwi9x0FgMXY7NmziYqKwt/fn+bNmxMYGAjkBn/24d+3337Lp59+SsWKFenbt6+xjaurKx4eHpjNZjIzMwkPD2f69OlYLBZeffVVSpcuXWSfTURExNGEhITQv39//vOf/2hRLRGR67Bp0yajtt+1lC9fnoceeojjx4+zePFidu3aRU5ODiaTybguWrZsGYcPH6ZatWp4eHjcyaaLiNx2qgFYjD388MNERkZy5swZduzYQUBAAFWrVs1Ts2/cuHFs3LiRdu3aYbVa6dSpE1lZWURGRjJ9+nQ2b96Ms7Mz58+f59SpUwQFBfHPf/4zXw1BERERuTXe3t707NlTtXVFRK7DjBkziIqKomXLlnTt2pUqVapcdfuAgAC6du3K2bNniY+P58KFC4SEhBizmjZs2MCKFSsoUaIE/fv3VwAoIvcdk/XKwjJSrPz++++89957ALRq1YpOnTpRvXp1IG/416dPH2PqEcD69etZsWIFSUlJZGZmUqFCBerXr0+7du3ybCciIiIiInK3HThwgBEjRgC51zmhoaHXDAEB9u/fz8KFC0lISMBsNuPt7U1WVhaZmZkEBgby1ltvUbFixTvcehGR208BoJCYmMj7778PQNu2benZsydz5sxh48aNtG3bln79+lGmTJk804IB0tPTyczMxGw2U7ZsWUwmk1GnSEREREREpChdOdjhaiGgreYfwIkTJzh27BjLli0jKysLd3d36tSpQ+vWrTXYQUTuWwoABcgbApYtW5bk5GTatWtHWFgYpUqVytMh2v9sr7DHRUREREREioL9dc71jAS0H/Rw7tw5/Pz8tLChiDgEFZERAIKDg/nkk09wcnIiOTmZwMBAmjRpQqlSpfJtW1jIp/BPRERERETuJbbrHMgtY7R48WKOHj1a4Lb24d+0adP45ptvOH78OJA72EFE5H6mAFAMwcHBjB49GicnJ5KSkti6dSuHDx8GFO6JiIiIiMj96XpCQPvwb+7cuSxevJiEhAS8vLwAXQ+JyP1PAaDkUaNGDcaMGQPA6tWrWbJkSaF3yERERERERO4H1woBbeHfnDlziIiIwMfHh6+++ko1/0TEYagGoBToRmtliIiIiIiI3OuuvM7p3Lkz1apVA3LDv3nz5uHl5cWYMWOoUKFCUTZVROS2UgAohbpydeDHH3+c6tWrF3GrREREREREbt6V1zldunRhy5YtCv9ExKEpAJSrSkxMZOTIkWRnZ/P4448zdOhQXF1di7pZIiIiIiIiN80+BKxatSpHjhxR+CciDk01AOWqgoODGTlyJN7e3nTs2FHhn4iIiIiI3PdsNQHd3Nw4cuQIPj4+Cv9ExKFpBKBcl8zMTNzc3Iq6GSIiIiIiIrfN/v37+frrrxkxYoTCPxFxaAoARUREREREpNjSYAcRKQ4UAIqIiIiIiIiIiDgw1QAUERERERERERFxYAoARUREREREREREHJgCQBEREREREREREQemAFBERERERERERMSBKQAUERERERERERFxYAoARUREREREREREHJgCQBEREREREREREQemAFBERERERERERMSBKQAUERERERERERFxYAoARUREREREREREHJgCQBEREREREREREQemAFBERERERERERMSBKQAUERERERERERFxYAoARUREREREREREHJgCQBEREREREREREQemAFBERERERERERMSBKQAUERERERERERFxYAoARUREREREREREHJgCQBEREREREREREQemAFBERERERERERMSBKQAUERERERERERFxYC43s1PDhg1JSkq63W0RERERERERERGRawgMDCQuLu66t7+pADApKYnjx4/fzK4iIiIiIiIiIiJyF91UABgYGHi72yEid8CZM2ewWCw4OTnh7+9f1M0REZF7hPoHERG5kvoGkfvLjWZzJqvVar1DbRGRItalSxeSk5MpW7YsMTExRd0cERG5R6h/EBGRK6lvEHFsWgRERERERERERETEgSkAFBERERERERERcWAKAEVERERERERERByYAkAREREREREREREHpgBQRERERERERETEgbkUdQNE5M4ZOHAgly5dwtvbu6ibIiIi9xD1DyIiciX1DSKOzWS1Wq1F3QgRERERERERERG5MzQFWERERERERERExIEpABQREREREREREXFgCgBFREREREREREQcmAJAEclnwoQJhIWFMWHChKJuioiIiIjIfe+jjz4iLCyMOXPmFHVTRKSYUgAoIiIiIiIiIiLiwBQAioiIiIiIiNxB/v7+BAUF4efnV9RNEZFiyqWoGyAiIiIiIiLiyF577bWiboKIFHMaASgiIiIiIiIiIuLANAJQ5BZZLBaWL1/OmjVrOHHiBK6urlSpUoWuXbvyyCOP8Oqrr3L69GleeeUV2rRpk2//LVu2sHbtWn7//XcuXryIl5cX1atXp0OHDjRu3Djf9snJycYdxPHjx+Pi4sK8efP47bffSE1NpUSJEjzyyCOEhYVRokSJQtsdHx9PZGQkiYmJZGdnExQURJs2bejYseN1fe7Dhw8TExNDQkIC58+fx8XFhQoVKtC8eXMef/xx3Nzc8u1j/100atSIBQsWEBcXx5kzZ3BxcWHKlCnX9d4iIsXNxYsX2bJlCzt37uT48eOkpKSQk5ND6dKlCQkJoXv37gQGBha47632U3DjfZWIiOT10UcfsW/fPvr27UtYWJjxuO3nkSNHUqVKFRYsWMDWrVtJSUnBy8uLunXr0r9/fx544IFCXzszM5NVq1axdetW/vzzTzIyMihRogRBQUE0btyYli1b4uXllWcfq9XKhg0bWLt2LUePHiUjIwM/Pz9q165NaGgoNWrUKPC97PuMpk2bMn/+fLZs2cLZs2cpUaIETZs2pW/fvsb7HT58mIULF7J//34uXbpEUFAQoaGhhfY3Nnv27GHFihUcPHiQCxcu4O7uTuXKlWndujWtW7fGyUljmURulAJAkVuQnZ3NV199xfbt2wFwcnLCxcWFvXv3Eh8fz9NPP13ovmazmbFjx/Lbb78Zj3l6epKWlsbOnTvZuXMnbdq04eWXX8ZkMhX4GseOHWPixImkpaXh6emJ1Wrl7NmzrFixgt27d/P555/j7e2db7+YmJg8YZu3tzd//PEHP//8MwkJCbi7u1/1c8+dO5eIiAisVqvR7suXL3Po0CEOHTrE+vXref/99wutcXLhwgXeffddTp06haurKy4uOhSJiFxNTEwMERERADg7O+Pp6UlmZiZJSUkkJSURGxvL22+/Tb169fLsdyv9FNyevkpERK7t3LlzTJw4keTkZONcPDU1lQ0bNrBr1y4+++wzypYtm2+/EydO8O9//5uTJ08CYDKZ8Pb2JjU1lbNnz7Jnzx5KlSqV52ZNZmYmY8eOJS4uDsjtGzw9PUlJSWHTpk1s3ryZgQMH0qNHj0Lbe+nSJd577z3++usv3N3dsVgsnDlzhujoaA4cOMCoUaPYsWMHY8eOJTs7G09PT7Kysvjjjz/47rvvuHTpEqGhofleNycnh59++olVq1YZj3l6epKens6+ffvYt28fmzZt4u233y5wwIGIFE5X3SK3YOHChWzfvh2TycSTTz5Jp06d8PT05Pz588yaNYvp06cXGm5NnDiR3377jYoVKzJgwADq1q2Lu7s7GRkZrF+/nlmzZrF27VoqVKhA9+7dC3yNCRMmULVqVZ5++mkqVapEVlYWsbGxTJo0iVOnTrFw4UIGDRqUZ58DBw4wdepUABo3bszTTz+Nv78/ZrOZZcuWMWvWLDw9PQv9zMuXL2fu3Ln4+vrSr18/WrRogY+PD9nZ2cTHx/Pzzz9z5MgRvvvuO959990CXyMiIgJvb2/ee+896tWrh5OTE0lJSdfzlYuIFEulS5emf//+PProo1SsWBFnZ2csFgt//PEH4eHh7Nixg3HjxjF+/Hg8PDyM/W6ln4Lb01eJiMi1TZo0iYCAAD7++GNq1qxJTk4OO3bsYMKECaSlpTFr1izefPPNPPtcunSJTz/9lOTkZEqVKsVTTz1Fo0aNcHNzw2KxcOzYMWJjY/Od28+YMYO4uDicnZ0ZNGgQHTp0wMPDg5SUFGbOnElsbCwzZ86kfPnyNGzYsMD2RkREUKJECUaPHk3t2rXJzs5m3bp1/PTTTxw6dIg5c+awbNkyWrRowYABAyhZsiQXLlzg+++/Jy4ujtmzZ9O6dWt8fHzyvO7s2bNZtWoVAQEB9O/fn0aNGhmDDeLi4pg6dSq7du1i+vTpPPvss7f1dyDi6DRuVuQmmc1mFi1aBEDPnj3p1auX0bmWLFmSl19+mZCQEC5fvpxv371797J582bKli3LRx99RMOGDY07fZ6ennTs2JEXXngByL14y87OLrANpUuXZvjw4VSqVAkAV1dX2rVrR/v27QHYvHlzvn3mzJmD1WqlRo0a/OMf/8Df3x8ADw8PevToQd++fUlPTy/w/dLT05k5cybOzs4MHz6cTp06GZ22i4sLDRo0YPjw4bi7u/Pbb79x+PDhAl8nKyuL4cOH06BBA2P4fmFT10REBDp06ECfPn2oUqUKzs7OQO6IjapVq/L2229ToUIFLly4wJYtW4x9bqWfgtvXV4mIyLW5uLjw4YcfUrNmTSB3tHfDhg3p3bs3AL/++mu+42xkZCTJycl4eXkxZswYHnvsMWNUnJOTE1WqVGHIkCHUrVvX2OfMmTMsX74cgEGDBtG1a1fjxlHp0qV57bXXqF+/PgAzZ84stL1ms5l3332X2rVrG+1v3749rVq1AnL7hWrVqvHyyy9TsmRJAPz8/Bg2bJgxit1+dDlAUlISUVFReHt7M2LECFq1amX0W+7u7jz22GO89dZbmEwmVq5cyfnz52/sSxYp5hQAitykXbt2YTabcXZ2plu3bvmeN5lM9OrVq8B916xZA0Dbtm3x9fUtcJumTZvi6urKxYsXCw3SQkNDcXV1zfd4o0aNgNx6gWaz2Xj84sWLxMfHA9CjR48Ca2d07dq10OH0W7ZsISMjgzp16hAcHFzgNoGBgUbNkN27dxe4zcMPP2yEliIicmtcXFyMqb8HDhwwHr+VfgpuX18lIiLX1qFDhwKPtbbz+qysrHwzZtatWwdAly5dCpweXJCtW7disVjw9vamU6dO+Z43mUz069cPgOPHj/PHH38U+DpNmzYt8Aa+fdhYUB/j4eFhXCscO3Ys3+exWq00adKk0JqHNWvWpGzZsuTk5LB3795CPqWIFERTgEVu0pEjRwCoUKFCvqHrNjVr1sTZ2ZmcnJw8j9su0KKjo1m6dGmh72G7y3fmzBnjbqC9wkK40qVLGz+np6cbd/WOHDli1O2rU6dOgft6enpSvXp1EhIS8j138OBB47/PP/98oe22jSA8c+ZMgc8X9FlEROTqjh8/ztKlS0lISOD06dOYzWbjmG5z7tw54+db6afg9vVVIiJybdWrVy/wcfvz+osXLxo/JycnG8f8Rx555Lrfx3azpnbt2oWWgKhRowaenp5kZGRw+PBhKleunG+bwm7m2y9CWLFixatuY/954P+uNTZv3mzUri2Ibb/CrjVEpGAKAEVu0oULF4C8nfKVXFxc8PX1zTc83fb/ly5duq73yszMLPBx+zpP9uxHBdpPFbC12c3NrdCLQYBSpUoV+LjtJOPy5cuFThmzV9g2hS0OIiIiBdu4cSPjx483gjqTyYSXl5dx8WY2m/Mdm2+ln4Lb11eJiMi1FVaD235mjv3NmtTUVONnW0mf63E9fYPJZKJUqVJkZGTkeR97hV0v2M8wutY2V958sl1rZGRkkJGRUWj7bK7nekRE/o8CQJEiYLFYAHjjjTd47LHHirg118/W7g4dOhh1n25GQVOPRUSkYBcuXOCHH34gJyeHBx98kIEDB1KtWrU8N3vCw8OZP39+vhGBt+J+7atEROT+ZOt3Bg4cSM+ePYu2MSIOSFfhIjfJNorNfrrVlbKzs0lLS8v3uG3Y+90etm5rc2Zm5lVHdBT2mWztPnv27O1vnIiIFGjHjh2YzWbc3d159913qVWrVr76rwWN0LiVfgqKrq8SEZFrsy2sATd2nLb1DSkpKYVuY7Vajb7DfkrvnaZ+R+TOUgAocpOqVq0KwJ9//pmvfoXNwYMHC6yrZKuRdOXKV3da1apVMZlMAOzbt6/Abcxmc6GF3GvVqgVAQkJCoSsFi4jI7WW76VK+fPkCp4hZrdYCj+m30k9B0fVVIiJybQEBAcYU2xs5TttqDe7fv7/Q1dsPHTpkTMGtVq3aLbb0+tmuNXbs2GGMBhSR20cBoMhNql+/Ph4eHuTk5BAdHV3gNpGRkQU+3q5dOyA3SNu8efNV36ewi7ab4ePjQ0hIiNG2gjrW6OjoQutpNGvWDE9PT8xmM7Nmzbrqe5nN5kJPKkRE5Pp5eXkBcPr0abKysvI9v27dOk6ePJnv8Vvpp6Do+ioREbk+rVu3BiAmJobk5OTr2qdx48Y4OTlx6dKlAhd4slqtzJ07F8hdRKqgBUDulDZt2mAymTh9+nSh/ZaN+h2RG6cAUOQmeXh40LVrVwAWLFjAwoULMZvNQG7h9IkTJ7J7927c3d3z7VuvXj2aN28OwLhx45gzZ06eYfhms5n4+Hi+//57Ro4ceVvbHRYWhslk4uDBg4wdO9YYWWI2m1m0aBFz5841Ljav5OPjw6BBgwBYvnw5Y8eO5dixY8bz2dnZHD58mPDwcF5//fVCiwaLiMj1q1evHiaTibS0NCZMmGAszmE2m4mJieF///sfvr6++fa7lX7K9r5F1VeJiMi19ejRg4CAANLT0xkxYgSbNm0yFmSyWCwcPnyYn376id27dxv7+Pv707FjRwBmzpxJdHS00TekpKQwfvx4du3aBeTW4rubgoKC6N69OwAzZsxg8uTJJCUlGc9nZmZy4MABpkyZwuuvv35X2ybiCLQIiMgt6N27N7///js7duxg1qxZhIeH4+npaUyP/dvf/saiRYu4fPlyvnpNr7zyCiaTiY0bNxIREUFERIQRvGVkZBiF3AMDA29rm2vVqsXQoUOZMmUKW7ZsYcuWLXh7e2M2m8nJyaFp06a4u7uzbt26Avd/4oknuHz5MjNnzmTTpk1s2rQJNzc33NzcSE9PzzOq0DbdWEREbl5QUBBdunRh8eLFxnHX29ubjIwMLBYL9evXp3r16syfPz/fvrfST0HR9VUiInJt3t7evPfee3z22WckJyczduxYnJycjD7CNhunXr16efYbNGgQycnJbN++nWnTpjFz5kw8PDxIT083jusDBw6kYcOGd/0zDRgwgOzsbBYvXszSpUtZunQpHh4eODs752mfs7PzXW+byP1OAaDILXBxceGdd95h2bJlrF692piCFRISQrdu3WjQoAHh4eFAbgdtz83NjTfeeIN27dqxevVqDhw4YIyYK1OmDJUqVSIkJMQYfXE7denShYoVKxIZGUliYiLZ2dlUrFiRtm3b0rFjRyZOnHjV/bt168ajjz7K0qVLiY+P58yZM2RkZODr60tQUBAPPvggzZo1o3Tp0re97SIixdHQoUMpX748K1as4K+//sJisVClShVatWpFp06diIiIKHC/W+mnoGj7KhERubby5cvz1VdfsWzZMrZt28bx48cxm82UKlWKcuXK0bhxY6MEkI2bmxv/+te/iI2NZe3atRw9epSMjAxKlixJ7dq1CQ0NNerA3m1OTk4MHTqUli1bsmzZMhISEkhJSSErK4uSJUtSoUIFHnroIfU7IjfBZLVF6CJy2yUlJTFs2DAAvvvuO/z9/Yu4RSIiIv9H/ZSIiIhI8aAagCJ30MKFC4HcO3O6qBIRkXuN+ikRERGR4kEBoMgt+uqrr4iLi8uzElVSUhI//PADq1evBnKnzIqIiBQF9VMiIiIiohqAIrfo119/ZevWrQB4enpitVqNlbQAOnToQLt27YqqeSIiUsypnxIRERER1QAUuUWrVq1i586dHDt2jPPnz5OZmYmfnx/BwcG0b9+eRx55pKibKCIixZj6KRERERFRACgiIiIiIiIiIuLAVANQRERERERERETEgSkAFBERERERERERcWAKAEVERERERERERByYAkAREREREREREREHpgBQRERERERERETEgSkAFBERERERERERcWAKAEVERERERERERByYAkAREREREREREREHpgBQRERERERERETEgSkAFBERERERERERcWAKAEVERERERERERByYAkAREREREREREREHpgBQRERExIG0adMGk8mEyWS64+/19NNPG+919OjRW3qto0ePGq/19NNP35b2iYiIiEguBYAiIiIiIiIiIiIOTAGgiIiIiIiIiIiIA3Mp6gaIiIiIyO2zdu3aom6CiIiIiNxjNAJQRERERERERETEgSkAFBERERERERERcWAKAEVERKTYy8nJISgoCJPJhK+vL+np6dfcJzMzE39/f0wmE2XKlCEzM9N4zmw2ExkZybBhw2jevDkBAQG4urri6+tLjRo1GDJkCCtWrLjme3z00UfGyri2qb1r165lyJAhVKtWDS8vrzzPwfWtApyWlkZ4eDgvvvgijRo1onTp0ri6ulKyZEnq1KnD888/z7Zt267ZvoLMnz+f0NBQKlSogLu7O+XLl6dfv36sXr36pl6vMDt37uSNN96gfv36lC5dGnd3d4KCgggNDWXy5MlkZ2ff1vcTERERuZ+pBqCIiIgUe87OzgwaNIgvv/ySixcvMn/+fAYPHnzVfWJiYjh79iwA/fv3x83NzXiuTp06HDlyJN8+Fy9eJDExkcTERGbMmEGPHj2YMWMGPj4+19XOYcOG8e23397AJ8svMzOTsmXLYjab8z2XmppKamoqCQkJ/PTTT7z44ouMHz8eF5drnzJmZ2fz5JNP8ssvv+R5/MSJE0RERBAREcErr7zC+PHjrxpOXsvly5d55ZVX+Pnnn7FarXmeO3nyJCdPniQmJoavv/6aRYsWUa1atZt+LxERERFHoQBQREREBBg6dChffvklANOnT79mADht2jTj56eeeirPc+np6ZQsWZJ27drx8MMPU7lyZby8vLhw4QK7d+/ml19+4eTJk0RGRvLMM88wZ86ca7bvP//5D0uWLCEgIIChQ4dSr149AHbs2IGfn991f06LxYLZbOaBBx6gffv21K9fn6CgIDw9PTl37hxxcXHMmTOHc+fO8cMPP+Dn58d//vOfa77uO++8w/z58ylXrhzPPPMMDz30EBkZGaxatYrw8HAsFgvfffcdHh4efPXVV9fdXnvZ2dl06tTJGPEYFBTEk08+Sb169fDy8uKvv/5i/vz5bNiwgb1799KqVSt27NhBQEDATb2fiIiIiMOwioiIiIjVarVaH374YStgdXZ2tp44caLQ7c6ePWt1c3OzAtaaNWvmez4mJsaamZlZ6P6XLl2y9uzZ0wpYAWtsbGyB240cOdLYBrA2a9bMmpKSctXP0Lp1a2P7gmRnZ1tjYmKsOTk5hb7GmTNnrM2aNTO+i6NHjxa43dChQ/O179y5c/m2W7NmjdXLy8sKWE0mk3Xjxo35tjly5IjxOkOHDi3w/d59911jm+eff96akZFR4HbffPONsd2gQYMK/ZwiIiIixYVqAIqIiIj8f7aRfDk5OcyYMaPQ7ebMmWPU/BsyZEi+5zt37oyrq2uh+3t5eTF16lS8vb0BmDp16jXb5u3tzdy5cylVqtQ1t70aZ2dnOnfujJNT4aeBZcqUMUY4Xuu7sPHx8SEiIoKSJUvme65NmzZ89tlnAFitVmOk5Y1ITk5m7NixAHTo0IH//e9/eHh4FLjtsGHDGDhwIADh4eEcP378ht9PRERExJEoABQRERH5/wYOHGjUu5s+fXqh29nCMZPJVGAAeD38/PyoW7cuAFu2bLnm9r1796Z8+fI39V43Izg4mMDAQOD62jd48GCCgoIKff6FF16gRIkSAERHRxdYg/BqfvnlF2Oft99++5rbDx06FMgNMFetWnVD7yUiIiLiaFQDUEREROT/K1u2LJ06dSI6Opo9e/awc+dOGjRokGebxMRENm/eDECrVq2oXLlyga917tw5Zs6cydKlS4mPj+fs2bNcunQp38IVAH/99dc129ayZcsb/0BXceLECaZPn86qVavYt28f586dK3T14+tpX4cOHa76vIeHBy1atGDx4sVkZWWxc+dOmjZtet3tXb9+vfHzqVOnWLhw4VW3tx/1t2/fvut+HxERERFHpABQRERExM5TTz1FdHQ0kDvS78oA0H467JWLf9hERkby7LPPGqsEX8uFCxeuuU2FChWu67Wuxw8//MA//vGPQgO/K11P+2rUqHFD25w4ceK63tvm6NGjxs+Ffe+FSUlJuaHtRURERByNAkARERERO927d6dUqVKcO3eO2bNn88UXX+Ds7Gw8b5sa7OXlRb9+/fLtv3nzZvr27Ut2djYA9erVo0OHDgQHB1OqVCnc3d0xmUwAfPDBB+zduxeLxXLNdnl6et6Oj8fcuXN56aWXjP9v1qwZrVu3pmrVqpQoUQJ3d3fjuRdeeIHTp0+Tk5Nzzde11TO83m3S0tJuqN3nz5+/oe3t2eo1ioiIiBRXCgBFRERE7Li7uxMWFsYPP/xAUlISy5cvp3PnzgBs3LiRw4cPA9CzZ098fX3z7T9ixAgj/JswYQKvvPJKoe/1ySef3IFPcHXvvfcekLsYyIIFC+jWrVuh2z7//PPX/bqXLl26oW0K+u6uxsfHx/j5woULN7y/iIiISHGmRUBERERErmA/xdS24MeVPxc0DTUrK4u1a9cC8Oijj141/IO801rvhiNHjpCYmAjkBphXC/8uXLhwQ1Nnba97vdtcbcGQgthPgf7zzz9vaF8RERGR4k4BoIiIiMgVmjdvbtSri4yMJC0tjcuXLzNnzhwAypUrV+CiF2fOnDFG/wUHB1/1PX799VfOnDlzm1t+dUlJScbP12rfsmXLrmtqss2KFSuu+vzly5fZsGEDAG5ubvlqK15L69atjZ+XLFlyQ/uKiIiIFHcKAEVEREQKMGTIEAAyMjKYO3cu0dHRRh26QYMG5akLaGNf4+5aI+JGjhx5+xp7na63fZmZmXz88cc39NozZ87k5MmThT7/008/Gd9f165d8fDwuKHXf/LJJ436hF9//fVdD09FRERE7mcKAEVEREQKMGTIEGOxjmnTpl1z+i+An58fNWvWBGD79u1ERETk2yYnJ4e///3vRTKKrXbt2kYtvUWLFrF58+Z822RkZDB48GB27959Q6+dlpZGWFhYgSsGr1+/nnfeeQcAk8nEW2+9dcNtr1ChAsOGDQNyVxDu2LGjUY+xMLt27eLFF1+84fcSERERcTRaBERERESkAFWqVKFVq1asW7eO9evXGyP+GjRoQN26dQvd78033zRq/4WFhdG/f39at25NqVKlSExMZObMmSQkJBASEoK7uzvbt2+/K58HcqfevvLKK/znP/8hKyuL1q1b8/TTT9O4cWO8vb3Zt28fU6dO5c8//6R9+/YcOHCAv/7667peu0+fPsybN48HH3yQZ599ljp16pCRkcGqVasIDw83VhL++9//TrNmzW6q/Z9++im7du1i+fLl/Pbbb9SuXZvu3bvTsmVLypUrh8Vi4cyZM8THx7NmzRoOHjyIs7MzP/zww029n4iIiIijUAAoIiIiUoinnnqKdevWYbVajdp+hY3+s3nppZeIi4tj8uTJWK1WwsPDCQ8Pz7NN3bp1iYyM5G9/+9sda3thxowZw+7du1m6dClZWVn8+OOP/Pjjj3m2ad26Nb/88guPPvrodb/u559/jpubG7Nnz2bMmDEFbvPyyy/zxRdf3HTbXVxciI6OZvjw4XzzzTdkZWUxb9485s2bV+g+9ouHiIiIiBRXmgIsIiIiUoh+/frh5eVl/L+LiwsDBw686j4mk4lJkyYxb948OnbsSJkyZXB1dSUwMJDWrVszfvx4tm3bRtWqVe908wvk5ubG4sWLmTRpEq1ataJEiRK4ublRvnx5OnXqxNSpU1m9ejVlypS5odd1cXFh1qxZRERE0KVLF4KCgnBzc6NcuXL07t2blStX8t133+HkdGunn66urnz55ZckJiYyYsQIWrZsSWBgIG5ubnh4eFC+fHnatm3Lu+++y5o1a645TVhERESkODBZrVZrUTdCRERERERERERE7gyNABQREREREREREXFgCgBFREREREREREQcmAJAERERERERERERB6YAUERERERERERExIEpABQREREREREREXFgCgBFREREREREREQcmAJAERERERERERERB6YAUERERERERERExIEpABQREREREREREXFgCgBFREREREREREQcmAJAERERERERERERB6YAUERERERERERExIEpABQREREREREREXFgCgBFREREREREREQcmAJAERERERERERERB6YAUERERERERERExIEpABQREREREREREXFgCgBFREREREREREQc2P8DUE+lp7bh4cQAAAAASUVORK5CYII=", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "dodge_text = position_dodge(width=0.9)\n", - "ccolor = '#555555'\n", - "\n", - "# Gallery Plot\n", - "\n", - "(ggplot(df, aes(x='variable', y='value', fill='category'))\n", - " + geom_col(stat='identity', position='dodge', show_legend=False)\n", - " + geom_text(aes(y=-.5, label='category'),\n", - " position=dodge_text,\n", - " color=ccolor, size=8, angle=45, va='top') # modified\n", - " + geom_text(aes(label='value'),\n", - " position=dodge_text,\n", - " size=8, va='bottom', format_string='{}%')\n", - " + lims(y=(-5, 60))\n", - " + theme(panel_background=element_rect(fill='white'), # new\n", - " axis_title_y=element_blank(),\n", - " axis_line_x=element_line(color='black'),\n", - " axis_line_y=element_blank(),\n", - " axis_text_y=element_blank(),\n", - " axis_text_x=element_text(color=ccolor),\n", - " axis_ticks_major_y=element_blank(),\n", - " panel_grid=element_blank(),\n", - " panel_border=element_blank())\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Credit**: I saved a plot this example is based on a while ago and forgot/misplaced the link to the source. The user considered it a minor coup." - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "12px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": false, - "sideBar": true, - "threshold": 4, - "toc_cell": false, - "toc_section_display": "block", - "toc_window_display": true, - "widenNotebook": false - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples/geom_col.out.ipynb b/examples/geom_col.out.ipynb deleted file mode 100644 index 12364e87a..000000000 --- a/examples/geom_col.out.ipynb +++ /dev/null @@ -1,378 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Two Variable Bar Plot" - ], - "id": "e4922605-2f45-499a-ab78-bc1a460c94a5" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:32.097863Z", - "iopub.status.busy": "2024-01-09T15:10:32.097540Z", - "iopub.status.idle": "2024-01-09T15:10:32.736751Z", - "shell.execute_reply": "2024-01-09T15:10:32.736185Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_col,\n", - " geom_text,\n", - " position_dodge,\n", - " lims,\n", - " theme,\n", - " element_text,\n", - " element_blank,\n", - " element_rect,\n", - " element_line,\n", - ")\n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Two Variable Bar Plot\n", - "\n", - "*Visualising on a single plot the values of a variable that has nested\n", - "(and independent) variables*\n", - "\n", - "Create the data" - ], - "id": "e3bdc9d1-eeac-4e90-9e0f-b014f3cfdfbf" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:32.739961Z", - "iopub.status.busy": "2024-01-09T15:10:32.739675Z", - "iopub.status.idle": "2024-01-09T15:10:32.752701Z", - "shell.execute_reply": "2024-01-09T15:10:32.752184Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "df = pd.DataFrame({\n", - " 'variable': ['gender', 'gender', 'age', 'age', 'age', 'income', 'income', 'income', 'income'],\n", - " 'category': ['Female', 'Male', '1-24', '25-54', '55+', 'Lo', 'Lo-Med', 'Med', 'High'],\n", - " 'value': [60, 40, 50, 30, 20, 10, 25, 25, 40],\n", - "})\n", - "df['variable'] = pd.Categorical(df['variable'], categories=['gender', 'age', 'income'])\n", - "df['category'] = pd.Categorical(df['category'], categories=df['category'])\n", - "\n", - "df" - ], - "id": "cell-3" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We want to visualise this data and at a galance get an idea to how the\n", - "`value` breaks down along the `category`s for the different `variable`.\n", - "Note that each `variable` has different `category`s.\n", - "\n", - "First we make a simple plot with all this information and see what to\n", - "draw from it." - ], - "id": "4c1795b9-76e0-472e-ba8e-e58a6287df59" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:32.793444Z", - "iopub.status.busy": "2024-01-09T15:10:32.793166Z", - "iopub.status.idle": "2024-01-09T15:10:34.108318Z", - "shell.execute_reply": "2024-01-09T15:10:34.107703Z" - } - }, - "outputs": [ - { - "output_type": 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PPZaDDjooydwDQ84+++zSFrQY77zzTtXpwotasbiiWAEIAAAAQK3yzcM05m3P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\nHv/+97/z73//O0nSoEGDNGzYMFOnTs2sWbOSJPX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ACAAAAABlzDsAy0ShUEidOvJcYPVS\nt27dUpcAsEw8v4DayvMLaicBYJlo1KhRKisrS13GUvuy1AUAtVrz5s1Ld3EPMGA5lOr55dEFLK+S\n/v0LWGYCwDIxbdq0zJgxo9RlAKxU48ePL3UJAMvE8wuorWrj82tVDi17dBta6hKWSu/7nFpcWwkA\ny0SxWMzs2bNLXQbASuW5B9RWnl9AbeX5BbWTl8YBAAAAQBkTAAIAAABAGRMAAgAAAEAZEwACAAAA\nQBkTAAIAAABAGRMAAgAAAEAZEwACAAAAQBkTAAIAAABAGRMAAgAAAMAqZuDAgSkUCikUCss9lwAQ\nAAAAgBrVo0ePFAqFdOnSpdSlVJkXphUKhey+++6L7f+b3/xmvjEDBw5c8UWuIAJAAAAAAFYrL774\nYj755JNF9unTp89KqmbFEwACAAAAsNpo3759isXiIgO+l19+OUOHDk379u1XYmUrjgAQAAAAgNXG\ncccdlyTp27dvtX3mhYPHH3/8SqlpRRMAAgAAALBKGDJkSHr27JkOHTqkYcOGad68eb773e/m5ptv\nzqxZs2rkGttvv3222GKLDBs2LC+//PIC7dOmTcsDDzyQevXq5ZhjjlmiOf/yl7/kwAMPTOvWrdOg\nQYO0atUq++23X/r167fIcV988UV+9KMfpV27dmnYsGHatWuXU089Nf/5z3+W6d6qIwAEAAAAoOT6\n9u2bbbbZJnfccUc++eSTNGzYMFOmTMkrr7yS008/PbvttlsmTJhQI9fq3r17kqR3794LtD388MOZ\nNGlS9tlnn6yzzjqLnGfKlCk58MADc/jhh+fxxx/P6NGj06hRo4wdOzZPPfVUDjvssJxwwgkpFosL\njP3ggw+yzTbb5Kabbsqnn36aOnXqZNy4cbn11luz3XbbZdiwYTVyr4kAEAAAAIASe+2113LiiSdm\n1qxZ2W+//TJ06NBMmDAhkydPzu23357KysoMGjQoPXv2rJHrHXvssalbt24efPDBTJs2bb62edt/\n54WEi9KzZ888/vjj2XLLLfPXv/41U6ZMycSJEzNp0qTceOONadKkSXr37p2rr756vnEzZ87MEUcc\nkc8//zzrr79+nn766UyZMiWTJ0/OCy+8kMaNG+ecc86pkXtNBIAAAAAAlNj555+fWbNmZbvttsuj\njz6ajTbaKEnSoEGDnHDCCfnTn/6UJOnXr1/+/ve/L/f11l133ey1116ZNGnSfNt0R44cmeeeey7N\nmzfPQQcdtMg5Bg4cmAceeCAbbLBBBg4cmAMPPDCVlZVJkiZNmuSHP/xhbr311iTJFVdckZkzZ1aN\nvf/++/Puu++mbt26efzxx7P33nunUCgkSbp06ZInn3wy06dPX+77nEcACAAAAEDJjB8/PgMGDEiS\nnHfeealfv/4CfY466qhsuummSeaGZzWhR48eSebfBty3b9/MmTMn3bp1S0VFxSLH33777UnmrgJc\na621Ftrn8MMPT0VFRcaNG5c333yz6veHHnooSXLAAQdkm222WWDcpptumiOOOGJpbmeRBIAAAAAA\nlMxbb71V9Y68PfbYo9p+Xbt2TZL5grTlcfDBB6dp06Z57rnnqg7dWJrtv4MGDUqSXH311WnduvVC\nP+uvv37Vyr8RI0ZUjZ13D126dKl2/t13332Z7mth6tXYTAAAAACwlMaMGZMkadiwYVq0aFFtv/XX\nXz/J3JNzv6l169YL7X/99dfnyCOPrHa+hg0b5sgjj8ytt96aO++8M7vttlv+/e9/Z9NNN82OO+64\n2Lo/++yzJFnig0mmTp1a9X3ePa+33nrV9l9U29ISAAIAAABQa40ePXqhv//34R4L071799x6663p\n06dPPv7446rflsTs2bOTJPfee2+6deu2hNWWhgAQAAAAgJJp1apVkmT69OkZN25ctasAR44cmSRZ\ne+215/t93vbhZdG5c+dsvPHGef/99zNs2LDUqVMnxx133BKNXWeddTJixIj5tvYuqVatWmXkyJEZ\nNWpUtX3mbUuuCd4BCAAAAEDJbLfddlUn4D733HPV9pvXtv3229fo9Y8//vgkycyZM7PHHntUbTVe\nnM6dOydJHn/88aW+5rx7ePHFF6vtM3DgwKWetzoCQAAAAABKpnnz5tlrr72SJFdeeWXVoRnfdO+9\n9+b9999PkhrfbnvCCSfknHPOyTnnnJMLLrhgicf17NkzSfK///u/efDBBxfZd/z48fP987wTfh9/\n/PG8++67C/T/8MMPFzvn0hAAAgAAALBCzJw5M2PHjl3kZ/r06bnssstSr169vPXWWznkkEMybNiw\nJMnXX3+dO+64IyeddFKS5LDDDssOO+xQozWut9566dWrV3r16pVdd911icfttddeVYeMHHPMMbn4\n4ovn29I7efLkPP/88znppJOyyy67zDf2Bz/4QbbaaqvMmjUrBxxwQJ599tmqrcwvvfRS9t1331RU\nVNTA3c3lHYAAAAAArBCDBg2qesdfda699tqcffbZ+fOf/5wTTzwx/fv3T//+/dOsWbNMmTKlakVg\n586d8+c//3lllL3E7rjjjtSpUyf33ntvLrnkklxyySVp2rRpkmTSpElVoV7Hjh3nG1e/fv08+OCD\n6dKlSz799NPsvffeqaysTKFQyJQpU7L22mvn6quvrgo+l5cVgAAAAACU3PHHH5933nknPXr0SLt2\n7TJ16tRUVlamc+fOuemmmzJw4MA0a9as1GXOp1GjRrnnnnsyYMCAHHXUUWnXrl2mT5+e6dOnp23b\ntjnggANyzTXXLPRdf5tuumneeeednH766Vl//fUza9astGjRIqecckreeuutbLTRRjVWZ6G4PEel\nsMoYO3ZsqUtYJhPeOKPUJQC1WLNv3VCya58x4dySXRuo/W5o1qsk151wxoCSXBcoH81u6FrqEpZa\ny5YtS11CtXp0G1rqEpZK7/s6Lr4TqyQrAAEAAACgjAkAAQAAAKCMCQABAAAAoIwJAAEAAACgjAkA\nAQAAAKCMCQABAAAAoIwJAAEAAACgjAkAAQAAAKCMCQABAAAAoIwJAAEAAACgjAkAAQAAAKCMCQAB\nAAAAoIwJAAEAAACgjAkAAQAAAKCM1St1AQAAAACro973dSx1CawmrAAEAAAAgDImAAQAAACAMiYA\nBAAAAIAyJgAEAAAAgDLmEBAAAACAEniq29BSl7BU9nVoSa1lBSAAAAAAlDEBIAAAAACUMQEgAAAA\nAJQxASAAAAAAlDEBIAAAAACUMQEgAAAAAJQxASAAAAAAlDEBIAAAAACUMQEgAAAAAJQxASAAAAAA\nq7UOHTqkUCikd+/epS5lhRAAAgAAAFCjevTokUKhkEKhkDp16mT48OGL7P/pp5+mbt26VWN69Oix\nUupcXQgAAQAAAFhhisVi+vbtu8g+ffr0yZw5c1ZSRasfASAAAAAAK0T79u2TJH379k2xWKy2X58+\nfebrT80SAAIAAACwQnTq1Clbbrllhg0blpdffnmhfV555ZUMHTo0W221VTp16rRyC1xNCAABAAAA\nWGG6d++e5P9W+f23eQdvzOu3KB9++GFOP/30bLLJJqmsrEyTJk3SqVOnXHLJJZk4cWK144rFYm65\n5ZZ861vfSuPGjbPWWmula9eueeqpp5b+hmohASAAAAAAK8wxxxyTunXr5sEHH8zUqVPna5s2bVoe\neOCB1K1bN8ccc8wi5/nzn/+cLbbYIjfffHM+/PDDFAqFzJgxI//4xz9y8cUXZ9ttt82wYcMWGDd7\n9uwceeSROe200/Lmm29mxowZmTNnTp5//vnsv//++cMf/lCj97sqEgACAAAAsMKsu+662XvvvTNp\n0qT069dvvrZ+/fpl0qRJ2WeffdK6detq5+jfv39OPvnk1K9fP5dddlk+++yzTJkyJVOnTs0rr7yS\nb33rW/n4449z2GGHLXCYyFVXXZUHH3wwhUIhl1xyScaNG5fx48fnP//5T7p165ZzzjknY8aMWSH3\nvqoQAAIAAACwQlW3DXhJtv/Onj07P/7xj1MsFnPXXXfl/PPPrwoL69Wrl86dO+fpp5/Ouuuum8GD\nB+eRRx6pGjt16tRcccUVSZJzzjknF154YdZcc80kc4PJu+66K7vssssCKxPLjQAQAAAAgBXq4IMP\nTrNmzfLcc89l5MiRSZKRI0fmueeeS/PmzXPwwQdXO/bFF1/MRx99lI022iiHHnroQvu0aNEi++23\nX5LkmWeeqfr9mWeeyaRJk1KvXr38/Oc/X2BcnTp18qtf/Wp5bq1WEAACAAAAsEI1bNgwRx55ZObM\nmZM777wzSXLnnXdmzpw5OfLII1NRUVHt2EGDBiWZGxi2bt262s/999+fJBkxYkTV2DfffDNJsvnm\nm6dVq1YLnf+73/1u6tWrVyP3uaoSAAIAAACwwv33NuB5/7m4038/++yzJMmMGTMyevToaj9TpkxJ\nkvm28857t996661X7fwVFRVp2bLlMt5V7VDe8SYAAAAAq4Sdd945m2yyST744INce+21+eCDD7LJ\nJptkp512WuS42bNnJ0n22WefPPXUUyuj1LJjBSAAAAAAK8Xxxx+fJPnFL36RZPGr/5JknXXWSTL/\n1t4lNW/b76hRo6rt8/XXX2fs2LFLPXdtIgAEAAAAYKU47rjjUigUMnPmzNSpUyfHHXfcYsd07tw5\nSfL+++9n2LBhS3W97bffPkny3nvvVRvyvfzyy5k1a9ZSzVvbCAABAAAAWCnatWuXq666Kuecc06u\nuuqqtG3bdrFj9thjj7Rv3z7FYjE/+clPMmfOnGr7zpw5M5MnT67657333jtNmzbNrFmzctVVVy3Q\nv1gs5oorrli2m6lFBIAAAAAArDTnnHNOevXqlZ/+9KdL1L9+/fq56aa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n7/+9+nsbFxlW0zZ87MzJkzM3HixFx55ZW544470rt37498LgAANh0BIACw0Q0ZMiRXXHFFkmTk\nyJFrDQBvuOGG0uszzjhjlW2LFy9Op06dcvDBB6dfv37p2bNnqqurM3/+/DzzzDO55ZZbMnPmzIwf\nPz7f+ta3cuutt661vssuuyx33XVXunXrliFDhmTPPfdMkjz11FPZaqut1vlzLl++PHV1dfn0pz+d\nQw45JH379k337t1TVVWVuXPn5vHHH8+tt96auXPn5pprrslWW22Vyy67bK3H/f73v59x48Zlu+22\ny7e+9a3svvvuqa2tzaRJkzJ69OgsX748v/71r9O+ffv8/Oc/X+d6V9bQ0JAjjjiidMdj9+7dc8op\np2TPPfdMdXV13nzzzYwbNy4PP/xwnn/++QwYMCBPPfVUunXr9pHOBwDAJtQIALAJ9OvXrzFJY3l5\neePbb7/d4rg5c+Y0tmvXrjFJ4y677LLa9okTJzYuXbq0xf0XLVrUeOyxxzYmaUzS+NBDDzU77uKL\nLy6NSdLYv3//xvfff3+Nn2HgwIGl8c1paGhonDhxYuOyZctaPMbs2bMb+/fvX/pdTJ8+vdlxQ4YM\nWa2+uXPnrjbu/vvvb6yurm5M0lhWVtb4yCOPrDbm9ddfLx1nyJAhzZ7vBz/4QWnM0KFDG2tra5sd\n94tf/KI07rTTTmvxcwIA8MlhDUAAYJNoupNv2bJlGTVqVIvjbr311tKaf4MHD15t+5FHHpmKiooW\n96+urs6IESNSU1OTJBkxYsRaa6upqcltt92Wzp07r3XsmpSXl+fII49MmzYtX2J17dq1dIfj2n4X\nTTp06JAxY8akU6dOq2078MAD8z//8z9JksbGxtKdluvj3XffzfDhw5Mkhx56aH7729+mffv2zY4d\nNmxYTj311CTJ6NGj89Zbb633+QAA2LQEgADAJnHqqaeW1rsbOXJki+OawrGysrJmA8B1sdVWW2WP\nPfZIkvz1r39d6/ivf/3r2X777T/SuT6KnXbaKdtuu22Sdavv9NNPT/fu3VvcfvbZZ2frrbdOktx5\n553NrkG4Jrfccktpn+9973trHT9kyJAkKwLMSZMmrde5AADY9KwBCABsEttss02OOOKI3HnnnXn2\n2Wfz9NNP5/Of//wqY6ZNm5bHHnssSTJgwID07Nmz2WPNnTs3N954Y+6+++4899xzmTNnThYtWrTa\ngyuS5M0331xrbQcccMD6f6A1ePvttzNy5MhMmjQpL7zwQubOndvi04/Xpb5DDz10jdvbt2+fL3/5\ny5kwYULq6+vz9NNPZ999913neh988MHS61mzZuX2229f4/iV7/p74YUX1vk8AAC0DgEgALDJnHHG\nGbnzzjuTrLjT78MB4MrTYT/88I8m48ePz1lnnVV6SvDazJ8/f61jevTosU7HWhfXXHNNvvvd77YY\n+H3YutS38847r9eYt99+e53O3WT69Oml1y393lvy/vvvr9d4AAA2PQEgALDJDBo0KJ07d87cuXNz\n88035/LLL095eXlpe9PU4Orq6px44omr7f/YY4/lhBNOSENDQ5Jkzz33zKGHHpqddtopnTt3TmVl\nZcrKypIk//Vf/5Xnn38+y5cvX2tdVVVVH8fHy2233ZZzzjmn9HP//v0zcODA9OrVK1tvvXUqKytL\n284+++y89957WbZs2VqP27Se4bqOWbBgwXrV/cEHH6zX+JU1rdcIAMAnlwAQANhkKisrc9JJJ+Wa\na67JO++8k3vuuSdHHnlkkuSRRx7Ja6+9liQ59thj07Fjx9X2v+iii0rh369+9auce+65LZ7rpz/9\n6Ub4BGt2wQUXJFnxMJA//vGP+drXvtbi2KFDh67zcRctWrReY5r73a1Jhw4dSq/nz5+/3vsDAPDJ\n5iEgAMAmtfIU06YHfnz4dXPTUOvr6zN58uQkyV577bXG8C9ZdVrrpvD6669n2rRpSVYEmGsK/+bP\nn79eU2ebjruuY9b0wJDmrDwFesaMGeu1LwAAn3wCQABgk9pvv/1K69WNHz8+CxYsyJIlS3Lrrbcm\nSbbbbrtmH3oxe/bs0t1/O+200xrP8fe//z2zZ8/+mCtfs3feeaf0em31/fnPf16nqclN7r333jVu\nX7JkSR5++OEkSbt27VZbW3FtBg4cWHp91113rde+AAB88gkAAYBNbvDgwUmS2tra3HbbbbnzzjtL\n69Cddtppq6wL2GTlNe7WdkfcxRdf/PEVu47Wtb6lS5fmJz/5yXod+8Ybb8zMmTNb3H7dddeVfn9f\n/epX0759+/U6/imnnFJan/DKK6/c5OEpAAAblwAQANjkBg8eXHpYxw033LDW6b9JstVWW2WXXXZJ\nkjzxxBMZM2bMamOWLVuW8847r1XuYtt1111La+ndcccdeeyxx1YbU1tbm9NPPz3PPPPMeh17wYIF\nOemkk5p9YvCDDz6Y73//+0mSsrKynH/++etde48ePTJs2LAkK54gfPjhh5fWY2zJ1KlT8+1vf3u9\nzwUAwKbnISAAwCb32c9+NgMGDMgDDzyQBx98sHTH3+c///nsscceLe73H//xH6W1/0466aScfPLJ\nGThwYDp37pxp06blxhtvzIsvvph/+Zd/SWVlZZ544olN8nmSFVNvzz333Fx22WWpr6/PwIEDc+aZ\nZ2bvvfdOTU1NXnjhhYwYMSIzZszIIYcckpdffjlvvvnmOh37+OOPz9ixY7PbbrvlrLPOSp8+fVJb\nW5tJkyZl9OjRpScJn3feeenfv/9Hqv9nP/tZpk6dmnvuuSdPPvlkdt111wwaNCgHHHBAtttuuyxf\nvjyzZ8/Oc889l/vvvz+vvPJKysvLc80113yk8wEAsOkIAAGAVnHGGWfkgQceSGNjY2ltv5bu/mty\nzjnn5PHHH8/vfve7NDY2ZvTo0Rk9evQqY/bYY4+MHz8+3/zmNzda7S255JJL8swzz+Tuu+9OfX19\nrr322lx77bWrjBk4cGBuueWW7LXXXut83EsvvTTt2rXLzTffnEsuuaTZMf/2b/+Wyy+//CPX3rZt\n29x555354Q9/mF/84hepr6/P2LFjM3bs2Bb3WfnhIQAAfHKZAgwAtIoTTzwx1dXVpZ/btm2bU089\ndY37lJWV5frrr8/YsWNz+OGHp2vXrqmoqMi2226bgQMH5uqrr86UKVPSq1evjV1+s9q1a5cJEybk\n+uuvz4ABA7L11lunXbt22X777XPEEUdkxIgRue+++9K1a9f1Om7btm1z0003ZcyYMTnqqKPSvXv3\ntGvXLtttt12+/vWv5y9/+Ut+/etfp02bDbu0q6ioyBVXXJFp06bloosuygEHHJBtt9027dq1S/v2\n7bP99tvnoIMOyg9+8IPcf//9a50mDADAJ0NZY2NjY2sXAQAAAABsHO4ABAAAAIACEwACAAAAQIEJ\nAAEAAACgwASAAAAAAFBgAkAAAAAAKDABIAAAAAAUmAAQAAAAAApMAAgAAAAABSYABAAAAIACEwAC\nAAAAQIEJAAEAAACgwASAAAAAAFBgAkAAAAAAKDABIAAAAAAUmAAQAAAAAApMAAgAAAAABSYABAAA\nAIACEwACAAAAQIH9P/nbvXG6V8HFAAAAAElFTkSuQmCC\n" - } - } - ], - "source": [ - "(ggplot(df, aes(x='variable', y='value', fill='category'))\n", - " + geom_col()\n", - ")" - ], - "id": "cell-5" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "All the `value`s along each variable add up to 100, but stacked together\n", - "the difference within and without the groups is not clear. The solution\n", - "is to `dodge` the bars." - ], - "id": "7e7b2211-4a08-4de7-ae86-431faabbcb43" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:34.111454Z", - "iopub.status.busy": "2024-01-09T15:10:34.111146Z", - "iopub.status.idle": "2024-01-09T15:10:34.392788Z", - "shell.execute_reply": "2024-01-09T15:10:34.392071Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(ggplot(df, aes(x='variable', y='value', fill='category'))\n", - " + geom_col(stat='identity', position='dodge')) # modified" - ], - "id": "cell-7" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "This is good, it gives us the plot we want but the legend is not great.\n", - "Each `variable` has a different set of `category`s, but the legend has\n", - "them all clamped together. We cannot easily change the legend, but we\n", - "can replicate it’s purpose by labelling the individual bars.\n", - "\n", - "To do this, we create a `geom_text` with `position_dodge(width=0.9)` to\n", - "match the ratio of the space taken up by each variable. If there was no\n", - "spacing between the bars of different variables, we would have\n", - "`width=1`.\n", - "\n", - "A minor quack, when text extends beyond the limits we have to manually\n", - "make space or it would get clipped. Therefore we adjust the bottom `y`\n", - "limits." - ], - "id": "47e1ad9d-a17f-4236-be7a-ac4750a9c020" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:34.396036Z", - "iopub.status.busy": "2024-01-09T15:10:34.395788Z", - "iopub.status.idle": "2024-01-09T15:10:34.770266Z", - "shell.execute_reply": "2024-01-09T15:10:34.769552Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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4kNbW1gwYMOAMjo7T6dgPnefNm5ctW7Zk27Zt6du3b+rr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\nuvLunBYDBw5MbW1t2traTDbbCZYvX54XXnghSTJ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- } - } - ], - "source": [ - "dodge_text = position_dodge(width=0.9) # new\n", - "\n", - "(ggplot(df, aes(x='variable', y='value', fill='category'))\n", - " + geom_col(stat='identity', position='dodge', show_legend=False) # modified\n", - " + geom_text(aes(y=-.5, label='category'), # new\n", - " position=dodge_text,\n", - " color='gray', size=8, angle=45, va='top')\n", - " + lims(y=(-5, 60)) # new\n", - ")\n" - ], - "id": "cell-9" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Would it look too crowded if we add value labels on top of the bars?" - ], - "id": "7666ffa6-5798-45ab-9475-38721d354504" - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:34.773841Z", - "iopub.status.busy": "2024-01-09T15:10:34.773564Z", - "iopub.status.idle": "2024-01-09T15:10:35.224845Z", - "shell.execute_reply": "2024-01-09T15:10:35.224184Z" - }, - "scrolled": false - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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UmAAIAAAAAAUmAAIAAABAgQmAAAAA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\nRU5ErkJggg==\n" - } - } - ], - "source": [ - "dodge_text = position_dodge(width=0.9)\n", - "\n", - "(ggplot(df, aes(x='variable', y='value', fill='category'))\n", - " + geom_col(stat='identity', position='dodge', show_legend=False)\n", - " + geom_text(aes(y=-.5, label='category'),\n", - " position=dodge_text,\n", - " color='gray', size=8, angle=45, va='top')\n", - " + geom_text(aes(label='value'), # new\n", - " position=dodge_text,\n", - " size=8, va='bottom', format_string='{}%')\n", - " + lims(y=(-5, 60))\n", - ")" - ], - "id": "cell-11" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "That looks okay. The `value`s line up with the `category`s because we\n", - "used the same `dodge` parameters. For the final polish, we remove the\n", - "y-axis, clear out the panel and make the `variable` and `category`\n", - "labels have the same color." - ], - "id": "1425a6b1-289a-4128-bbdd-df8a513b34a8" - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:35.228085Z", - "iopub.status.busy": "2024-01-09T15:10:35.227784Z", - "iopub.status.idle": "2024-01-09T15:10:35.619379Z", - "shell.execute_reply": "2024-01-09T15:10:35.618803Z" - }, - "scrolled": false - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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/CIAAwKd277335pZbbkkSb7AL6r777sv//M//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\nCVOLvANng7bZZpvl8MMPL42fNmLEiBoRsPqPX8eOHZMkt95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alG9+85ulL9pWrVqVPn36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\n+ioREbk+r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- } - } - ], - "source": [ - "dodge_text = position_dodge(width=0.9)\n", - "ccolor = '#555555'\n", - "\n", - "# Gallery Plot\n", - "\n", - "(ggplot(df, aes(x='variable', y='value', fill='category'))\n", - " + geom_col(stat='identity', position='dodge', show_legend=False)\n", - " + geom_text(aes(y=-.5, label='category'),\n", - " position=dodge_text,\n", - " color=ccolor, size=8, angle=45, va='top') # modified\n", - " + geom_text(aes(label='value'),\n", - " position=dodge_text,\n", - " size=8, va='bottom', format_string='{}%')\n", - " + lims(y=(-5, 60))\n", - " + theme(panel_background=element_rect(fill='white'), # new\n", - " axis_title_y=element_blank(),\n", - " axis_line_x=element_line(color='black'),\n", - " axis_line_y=element_blank(),\n", - " axis_text_y=element_blank(),\n", - " axis_text_x=element_text(color=ccolor),\n", - " axis_ticks_major_y=element_blank(),\n", - " panel_grid=element_blank(),\n", - " panel_border=element_blank())\n", - ")" - ], - "id": "cell-13" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Credit**: I saved a plot this example is based on a while ago and\n", - "forgot/misplaced the link to the source. The user considered it a minor\n", - "coup." - ], - "id": "3fa3b36c-aa81-4791-9f73-93ccd4af14af" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "12px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": false, - "sideBar": true, - "threshold": "4", - "toc_cell": false, - "toc_section_display": "block", - "toc_window_display": true, - "widenNotebook": false - } - } -} \ No newline at end of file diff --git a/examples/geom_col_files/figure-html/cell-4-output-1.png b/examples/geom_col_files/figure-html/cell-4-output-1.png deleted file mode 100644 index c0120bb84..000000000 Binary files a/examples/geom_col_files/figure-html/cell-4-output-1.png and /dev/null differ diff --git a/examples/geom_col_files/figure-html/cell-5-output-1.png b/examples/geom_col_files/figure-html/cell-5-output-1.png deleted file mode 100644 index 2cb888cda..000000000 Binary files a/examples/geom_col_files/figure-html/cell-5-output-1.png and /dev/null differ diff --git a/examples/geom_col_files/figure-html/cell-6-output-1.png b/examples/geom_col_files/figure-html/cell-6-output-1.png deleted file mode 100644 index 82a8c2fcc..000000000 Binary files a/examples/geom_col_files/figure-html/cell-6-output-1.png and /dev/null differ diff --git a/examples/geom_col_files/figure-html/cell-7-output-1.png b/examples/geom_col_files/figure-html/cell-7-output-1.png deleted file mode 100644 index 92f2551e5..000000000 Binary files a/examples/geom_col_files/figure-html/cell-7-output-1.png and /dev/null differ diff --git a/examples/geom_col_files/figure-html/cell-8-output-1.png b/examples/geom_col_files/figure-html/cell-8-output-1.png deleted file mode 100644 index 4b9942629..000000000 Binary files a/examples/geom_col_files/figure-html/cell-8-output-1.png and /dev/null differ diff --git a/examples/geom_count-preview.html b/examples/geom_count-preview.html deleted file mode 100644 index e534badc9..000000000 --- a/examples/geom_count-preview.html +++ /dev/null @@ -1,831 +0,0 @@ - - - - - - - - - plotnine 0.0.post1+g7159748 - Categorized Data Plot - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
- - Back to Article -
Categorized Data Plot
- - Download Notebook -
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Categorized Data Plot

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In [1]:
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import pandas as pd
-import numpy as np
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-from plotnine import (
-    ggplot,
-    aes,
-    geom_count,
-    scale_size_continuous
-)
-from plotnine.data import diamonds
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Categorized Data Plot

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geom_count() makes the point size proportional to the number of points at a location

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In [2]:
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diamonds.head()
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caratcutcolorclaritydepthtablepricexyz
00.23IdealESI261.555.03263.953.982.43
10.21PremiumESI159.861.03263.893.842.31
20.23GoodEVS156.965.03274.054.072.31
30.29PremiumIVS262.458.03344.204.232.63
40.31GoodJSI263.358.03354.344.352.75
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In [3]:
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ggplot(diamonds) + geom_count(aes(x='cut', y='color'))
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We can adjust the size range of the points with scale_size_continuous

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In [4]:
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(
-    ggplot(diamonds)
-    + geom_count(aes(x='cut', y='color'))
-    + scale_size_continuous(range=[1,20])
-)
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- - \ No newline at end of file diff --git a/examples/geom_count.ipynb b/examples/geom_count.ipynb deleted file mode 100644 index 3ee84ea00..000000000 --- a/examples/geom_count.ipynb +++ /dev/null @@ -1,303 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:39.486104Z", - "iopub.status.busy": "2024-01-09T15:10:39.485740Z", - "iopub.status.idle": "2024-01-09T15:10:40.154028Z", - "shell.execute_reply": "2024-01-09T15:10:40.153236Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_count,\n", - " scale_size_continuous\n", - ")\n", - "from plotnine.data import diamonds" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Categorized Data Plot\n", - "*geom_count() makes the point size proportional to the number of points at a location*" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:40.157304Z", - "iopub.status.busy": "2024-01-09T15:10:40.157060Z", - "iopub.status.idle": "2024-01-09T15:10:40.171667Z", - "shell.execute_reply": "2024-01-09T15:10:40.171082Z" - }, - "scrolled": true - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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caratcutcolorclaritydepthtablepricexyz
00.23IdealESI261.555.03263.953.982.43
10.21PremiumESI159.861.03263.893.842.31
20.23GoodEVS156.965.03274.054.072.31
30.29PremiumIVS262.458.03344.204.232.63
40.31GoodJSI263.358.03354.344.352.75
\n", - "
" - ], - "text/plain": [ - " carat cut color clarity depth table price x y z\n", - "0 0.23 Ideal E SI2 61.5 55.0 326 3.95 3.98 2.43\n", - "1 0.21 Premium E SI1 59.8 61.0 326 3.89 3.84 2.31\n", - "2 0.23 Good E VS1 56.9 65.0 327 4.05 4.07 2.31\n", - "3 0.29 Premium I VS2 62.4 58.0 334 4.20 4.23 2.63\n", - "4 0.31 Good J SI2 63.3 58.0 335 4.34 4.35 2.75" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "diamonds.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:40.209822Z", - "iopub.status.busy": "2024-01-09T15:10:40.209575Z", - "iopub.status.idle": "2024-01-09T15:10:41.597566Z", - "shell.execute_reply": "2024-01-09T15:10:41.596941Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "ggplot(diamonds) + geom_count(aes(x='cut', y='color'))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We can adjust the size range of the points with `scale_size_continuous`" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:41.600624Z", - "iopub.status.busy": "2024-01-09T15:10:41.600305Z", - "iopub.status.idle": "2024-01-09T15:10:42.127154Z", - "shell.execute_reply": "2024-01-09T15:10:42.126658Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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"toc_cell": false, - "toc_number_sections": true, - "toc_position": { - "height": "678px", - "left": "0px", - "right": "1383px", - "top": "106px", - "width": "217px" - }, - "toc_section_display": "none", - "toc_threshold": 6, - "toc_window_display": true, - "widenNotebook": false - }, - "toc_position": { - "height": "357px", - "left": "7.21875px", - "right": "20px", - "top": "123px", - "width": "206px" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples/geom_count.out.ipynb b/examples/geom_count.out.ipynb deleted file mode 100644 index 899164588..000000000 --- a/examples/geom_count.out.ipynb +++ /dev/null @@ -1,197 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Categorized Data Plot" - ], - "id": "de006bb9-26eb-4b76-bbaa-6c53d1b70304" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:39.486104Z", - "iopub.status.busy": "2024-01-09T15:10:39.485740Z", - "iopub.status.idle": "2024-01-09T15:10:40.154028Z", - "shell.execute_reply": "2024-01-09T15:10:40.153236Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_count,\n", - " scale_size_continuous\n", - ")\n", - "from plotnine.data import diamonds" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Categorized Data Plot\n", - "\n", - "*geom_count() makes the point size proportional to the number of points\n", - "at a location*" - ], - "id": "0c04954d-09a4-4162-a944-d20a550de243" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:40.157304Z", - "iopub.status.busy": "2024-01-09T15:10:40.157060Z", - "iopub.status.idle": "2024-01-09T15:10:40.171667Z", - "shell.execute_reply": "2024-01-09T15:10:40.171082Z" - }, - "scrolled": true - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "diamonds.head()" - ], - "id": "cell-2" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:40.209822Z", - "iopub.status.busy": "2024-01-09T15:10:40.209575Z", - "iopub.status.idle": "2024-01-09T15:10:41.597566Z", - "shell.execute_reply": "2024-01-09T15:10:41.596941Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "ggplot(diamonds) + geom_count(aes(x='cut', y='color'))" - ], - "id": "cell-3" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We can adjust the size range of the points with `scale_size_continuous`" - ], - "id": "c7f4d092-c959-4085-b6e1-a4e1a021fc70" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:41.600624Z", - "iopub.status.busy": "2024-01-09T15:10:41.600305Z", - "iopub.status.idle": "2024-01-09T15:10:42.127154Z", - "shell.execute_reply": "2024-01-09T15:10:42.126658Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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AXY0VgPApTqdTEydOVFRUlF544QXFxsbmWP5J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- } - } - ], - "source": [ - "(\n", - " ggplot(diamonds)\n", - " + geom_count(aes(x='cut', y='color'))\n", - " + scale_size_continuous(range=[1,20])\n", - ")" - ], - "id": "cell-5" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "66px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": true, - "sideBar": true, - "threshold": "4", - "toc_cell": false, - "toc_number_sections": true, - "toc_position": { - "height": "678px", - "left": "0px", - "right": "1383px", - "top": "106px", - "width": "217px" - }, - "toc_section_display": "none", - "toc_threshold": "6", - "toc_window_display": true, - "widenNotebook": false - }, - "toc_position": { - "height": "357px", - "left": "7.21875px", - "right": "20px", - "top": "123px", - "width": "206px" - } - } -} \ No newline at end of file diff --git a/examples/geom_count_files/figure-html/cell-4-output-1.png b/examples/geom_count_files/figure-html/cell-4-output-1.png deleted file mode 100644 index e014f7720..000000000 Binary files a/examples/geom_count_files/figure-html/cell-4-output-1.png and /dev/null differ diff --git a/examples/geom_count_files/figure-html/cell-5-output-1.png b/examples/geom_count_files/figure-html/cell-5-output-1.png deleted file mode 100644 index 120e72457..000000000 Binary files a/examples/geom_count_files/figure-html/cell-5-output-1.png and /dev/null differ diff --git a/examples/geom_density-preview.html b/examples/geom_density-preview.html deleted file mode 100644 index f57aa1525..000000000 --- a/examples/geom_density-preview.html +++ /dev/null @@ -1,1081 +0,0 @@ - - - - - - - - - plotnine 0.0.post1+g7159748 - Density Plot - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
- - Back to Article -
Density Plot
- - Download Notebook -
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-

Density Plot

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In [1]:
-
import pandas as pd
-import numpy as np
-
-from plotnine import (
-    ggplot,
-    aes,
-    after_stat,
-    geom_density,
-    geom_histogram,
-    geom_vline,
-    geom_rect,
-    labs,
-    annotate,
-    theme_tufte
-)
-from plotnine.data import mpg
-
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Density Plot

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In [2]:
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mpg.head()
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manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
3audia42.020084auto(av)f2130pcompact
4audia42.819996auto(l5)f1626pcompact
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The defaults are not exactly beautiful, but still quite clear.

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In [3]:
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(ggplot(mpg, aes(x='cty'))
- + geom_density()
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Plotting multiple groups is straightforward, but as each group is plotted as an independent PDF summing to 1, the relative size of each group will be normalized.

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In [4]:
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(ggplot(mpg, aes(x='cty', color='drv', fill='drv'))
- + geom_density(alpha=0.1)
-)
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To plot multiple groups and scale them by their relative size, you can map the y aesthetic to 'count' (calculated by stat_density).

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In [5]:
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(ggplot(mpg, aes(x='cty', color='drv', fill='drv'))
- + geom_density(aes(y=after_stat('count')), alpha=0.1)
-)
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Density Plot + Histogram

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To overlay a histogram onto the density, the y aesthetic of the density should be mapped to the 'count' scaled by the binwidth of the histograms.

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Why?

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The count calculated by stat_density is \(count = density * n\) where n is the number of points . The density curves have an area of 1 and have no information about the absolute frequency of the values along curve; only the relative frequencies. The count curve reveals the absolute frequencies. The scale of this count corresponds to the count calculated by the stat_bin for the histogram when the bins are 1 unit wide i.e. binwidth=1. The count * binwidth curve matches the scale of counts for the histogram for a give binwidth.

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In [6]:
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binwidth = 2  # The same for geom_density and geom_histogram
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-(ggplot(mpg, aes(x='cty', color='drv', fill='drv'))
- + geom_density(aes(y=after_stat('count*binwidth')), alpha=0.1)
- + geom_histogram(aes(fill='drv', y=after_stat('count')), binwidth=binwidth, color='none', alpha=0.5)
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- # It is the histogram that gives us the meaningful y axis label
- # i.e. 'count' and not 'count*2'
- + labs(y='count')
-)
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Shading a Region under a Density Curve

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Extending geom_density to create an effect of a shaded region

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Create some data and plot the density

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In [7]:
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n = 101
-df = pd.DataFrame({'x': np.arange(n)})
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-(ggplot(df, aes('x'))
- + geom_density()
-)
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Suppose we want to mark a region as special e.g. (40, 60), we can use vertical lines to annotate it.

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In [8]:
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region = (40, 60)
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-(ggplot(df, aes('x'))
- + geom_density()
- + annotate(geom_vline, xintercept=region)  #new line
-)
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To make it standout more we can highlight. To do that, the first thought is to use a rectangle.

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In [9]:
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region = (40, 60)
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-(ggplot(df, aes('x'))
- + geom_density()
- + annotate(geom_rect, xmin=region[0], xmax=region[1], ymin=0, ymax=float('inf'), alpha=0.5) # new line
- + annotate(geom_vline, xintercept=region)
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Since y upper-bound varies along the curve, a rectangular highlight has to stretch up to the top of the panel.

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To hightlight only within the density curve, we have to use a second density curve. We need to calculate the density as normal, but just before the curve & region are plotted, we should keep only the region we want.

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We create our own geom_density_highlight and override the setup_data method. First, we override but do nothing, we only inspect the data to see what we have to work with.

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In [10]:
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# new class
-class geom_density_highlight(geom_density):
-    
-    def setup_data(self, data):
-        data = super().setup_data(data)
-        print(data)
-        return data
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-region = (40, 60)
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-(ggplot(df, aes('x'))
- + geom_density()
- + geom_density_highlight(fill='black', alpha=0.5)  # new line
- + annotate(geom_vline, xintercept=region)
-)
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      PANEL     count   density  group    n    scaled           x         y  \
-0         1  0.519038  0.005139     -1  101  0.519039    0.000000  0.005139   
-1         1  0.522757  0.005176     -1  101  0.522758    0.097752  0.005176   
-2         1  0.526473  0.005213     -1  101  0.526474    0.195503  0.005213   
-3         1  0.530187  0.005249     -1  101  0.530188    0.293255  0.005249   
-4         1  0.533899  0.005286     -1  101  0.533900    0.391007  0.005286   
-...     ...       ...       ...    ...  ...       ...         ...       ...   
-1019      1  0.533899  0.005286     -1  101  0.533900   99.608993  0.005286   
-1020      1  0.530187  0.005249     -1  101  0.530188   99.706745  0.005249   
-1021      1  0.526473  0.005213     -1  101  0.526474   99.804497  0.005213   
-1022      1  0.522757  0.005176     -1  101  0.522758   99.902248  0.005176   
-1023      1  0.519038  0.005139     -1  101  0.519039  100.000000  0.005139   
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-      ymin      ymax  
-0        0  0.005139  
-1        0  0.005176  
-2        0  0.005213  
-3        0  0.005249  
-4        0  0.005286  
-...    ...       ...  
-1019     0  0.005286  
-1020     0  0.005249  
-1021     0  0.005213  
-1022     0  0.005176  
-1023     0  0.005139  
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-[1024 rows x 10 columns]
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The highlight has filled the whole region, but the printed data suggests that we can limit the rows to those where x column is within our region.

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In [11]:
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class geom_density_highlight(geom_density):
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-    # new method
-    def __init__(self, *args, region=(-np.inf, np.inf), **kwargs):
-        super().__init__(*args, **kwargs)
-        self.region = region
-    
-    def setup_data(self, data):
-        data = super().setup_data(data)
-        s = f'{self.region[0]} <= x <= {self.region[1]}'  # new line
-        data = data.query(s).reset_index(drop=True)       # new line
-        return data
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-    
-region = (40, 60)
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-(ggplot(df, aes('x'))
- + geom_density()
- + geom_density_highlight(region=region, fill='black', alpha=0.5) # modified line
- + annotate(geom_vline, xintercept=region)
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That is it, but we can make it look better.

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In [12]:
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class geom_density_highlight(geom_density):
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-    def __init__(self, *args, region=(-np.inf, np.inf), **kwargs):
-        super().__init__(*args, **kwargs)
-        self.region = region
-    
-    def setup_data(self, data):
-        data = super().setup_data(data)
-        s = f'{self.region[0]} <= x <= {self.region[1]}'
-        data = data.query(s).reset_index(drop=True)
-        return data
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-region = (40, 60)
-teal = '#029386'
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-# Gallery Plot
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-(ggplot(df, aes('x'))
- + geom_density_highlight(region=region, fill=teal+'88', color='none')
- + geom_density(fill=teal+'44', color=teal, size=.7)
- + annotate(geom_vline, xintercept=region, color=teal, size=.7)
- + theme_tufte()
-)
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This example was motivated by a question from github user Rishika-Ravindran.

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- - \ No newline at end of file diff --git a/examples/geom_density.ipynb b/examples/geom_density.ipynb deleted file mode 100644 index cfd3b8fa5..000000000 --- a/examples/geom_density.ipynb +++ /dev/null @@ -1,741 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:46.074339Z", - "iopub.status.busy": "2024-01-09T15:10:46.074013Z", - "iopub.status.idle": "2024-01-09T15:10:46.745682Z", - "shell.execute_reply": "2024-01-09T15:10:46.744883Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " after_stat,\n", - " geom_density,\n", - " geom_histogram,\n", - " geom_vline,\n", - " geom_rect,\n", - " labs,\n", - " annotate,\n", - " theme_tufte\n", - ")\n", - "from plotnine.data import mpg\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Density Plot" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:46.748993Z", - "iopub.status.busy": "2024-01-09T15:10:46.748702Z", - "iopub.status.idle": "2024-01-09T15:10:46.763007Z", - "shell.execute_reply": "2024-01-09T15:10:46.762394Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
3audia42.020084auto(av)f2130pcompact
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" - ], - "text/plain": [ - " manufacturer model displ year cyl trans drv cty hwy fl class\n", - "0 audi a4 1.8 1999 4 auto(l5) f 18 29 p compact\n", - "1 audi a4 1.8 1999 4 manual(m5) f 21 29 p compact\n", - "2 audi a4 2.0 2008 4 manual(m6) f 20 31 p compact\n", - "3 audi a4 2.0 2008 4 auto(av) f 21 30 p compact\n", - "4 audi a4 2.8 1999 6 auto(l5) f 16 26 p compact" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "mpg.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The defaults are not exactly beautiful, but still quite clear." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:46.803821Z", - "iopub.status.busy": "2024-01-09T15:10:46.803559Z", - "iopub.status.idle": "2024-01-09T15:10:48.322003Z", - "shell.execute_reply": "2024-01-09T15:10:48.321357Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(mpg, aes(x='cty'))\n", - " + geom_density()\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Plotting multiple groups is straightforward, but as each group is plotted as an independent PDF summing to 1, the relative size of each group will be normalized." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:48.325055Z", - "iopub.status.busy": "2024-01-09T15:10:48.324697Z", - "iopub.status.idle": "2024-01-09T15:10:48.737499Z", - "shell.execute_reply": "2024-01-09T15:10:48.736896Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(mpg, aes(x='cty', color='drv', fill='drv'))\n", - " + geom_density(alpha=0.1)\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "To plot multiple groups and scale them by their relative size, you can map the `y` aesthetic to `'count'` (calculated by `stat_density`)." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:48.740370Z", - "iopub.status.busy": "2024-01-09T15:10:48.740145Z", - "iopub.status.idle": "2024-01-09T15:10:49.139975Z", - "shell.execute_reply": "2024-01-09T15:10:49.139421Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(mpg, aes(x='cty', color='drv', fill='drv'))\n", - " + geom_density(aes(y=after_stat('count')), alpha=0.1)\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Density Plot + Histogram\n", - "\n", - "To overlay a histogram onto the density, the `y` aesthetic of the density should be mapped to the `'count'` scaled by the `binwidth` of the histograms.\n", - "\n", - "**Why?**\n", - "\n", - "The `count` calculated by `stat_density` is $count = density * n$ where `n` is the number of points . The `density` curves have an area of 1 and have no information about the absolute frequency of the values along curve; only the relative frequencies. The `count` curve reveals the absolute frequencies. The scale of this `count` corresponds to the `count` calculated by the `stat_bin` for the histogram when the bins are 1 unit wide i.e. `binwidth=1`. The `count * binwidth` curve matches the scale of `count`s for the histogram for a give `binwidth`." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:49.143000Z", - "iopub.status.busy": "2024-01-09T15:10:49.142779Z", - "iopub.status.idle": "2024-01-09T15:10:49.698186Z", - "shell.execute_reply": "2024-01-09T15:10:49.697530Z" - }, - "scrolled": false - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "binwidth = 2 # The same for geom_density and geom_histogram\n", - "\n", - "(ggplot(mpg, aes(x='cty', color='drv', fill='drv'))\n", - " + geom_density(aes(y=after_stat('count*binwidth')), alpha=0.1)\n", - " + geom_histogram(aes(fill='drv', y=after_stat('count')), binwidth=binwidth, color='none', alpha=0.5)\n", - " \n", - " # It is the histogram that gives us the meaningful y axis label\n", - " # i.e. 'count' and not 'count*2'\n", - " + labs(y='count')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Shading a Region under a Density Curve\n", - "\n", - "*Extending geom_density to create an effect of a shaded region*" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Create some data and plot the density" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:49.701188Z", - "iopub.status.busy": "2024-01-09T15:10:49.700842Z", - "iopub.status.idle": "2024-01-09T15:10:49.952162Z", - "shell.execute_reply": "2024-01-09T15:10:49.951562Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "n = 101\n", - "df = pd.DataFrame({'x': np.arange(n)})\n", - "\n", - "(ggplot(df, aes('x'))\n", - " + geom_density()\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Suppose we want to mark a region as special e.g. `(40, 60)`, we can use vertical lines to `annotate` it." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:49.954884Z", - "iopub.status.busy": "2024-01-09T15:10:49.954646Z", - "iopub.status.idle": "2024-01-09T15:10:50.239472Z", - "shell.execute_reply": "2024-01-09T15:10:50.238851Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "region = (40, 60)\n", - "\n", - "(ggplot(df, aes('x'))\n", - " + geom_density()\n", - " + annotate(geom_vline, xintercept=region) #new line\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "To make it standout more we can highlight. To do that, the first thought is to use a rectangle." - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:50.242187Z", - "iopub.status.busy": "2024-01-09T15:10:50.241833Z", - "iopub.status.idle": "2024-01-09T15:10:50.544772Z", - "shell.execute_reply": "2024-01-09T15:10:50.543930Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "region = (40, 60)\n", - "\n", - "(ggplot(df, aes('x'))\n", - " + geom_density()\n", - " + annotate(geom_rect, xmin=region[0], xmax=region[1], ymin=0, ymax=float('inf'), alpha=0.5) # new line\n", - " + annotate(geom_vline, xintercept=region)\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Since `y` upper-bound varies along the curve, a rectangular highlight has to stretch up to the top of the panel.\n", - "\n", - "To hightlight only within the density curve, we have to use a second density curve. We need to calculate the density as normal, but just before the curve & region are plotted, we should keep only the region we want.\n", - "\n", - "We create our own `geom_density_highlight` and override the `setup_data` method. First, we override but do nothing, we only inspect the data to see what we have to work with." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:50.547667Z", - "iopub.status.busy": "2024-01-09T15:10:50.547279Z", - "iopub.status.idle": "2024-01-09T15:10:50.991801Z", - "shell.execute_reply": "2024-01-09T15:10:50.991085Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " PANEL count density group n scaled x y \\\n", - "0 1 0.519038 0.005139 -1 101 0.519039 0.000000 0.005139 \n", - "1 1 0.522757 0.005176 -1 101 0.522758 0.097752 0.005176 \n", - "2 1 0.526473 0.005213 -1 101 0.526474 0.195503 0.005213 \n", - "3 1 0.530187 0.005249 -1 101 0.530188 0.293255 0.005249 \n", - "4 1 0.533899 0.005286 -1 101 0.533900 0.391007 0.005286 \n", - "... ... ... ... ... ... ... ... ... \n", - "1019 1 0.533899 0.005286 -1 101 0.533900 99.608993 0.005286 \n", - "1020 1 0.530187 0.005249 -1 101 0.530188 99.706745 0.005249 \n", - "1021 1 0.526473 0.005213 -1 101 0.526474 99.804497 0.005213 \n", - "1022 1 0.522757 0.005176 -1 101 0.522758 99.902248 0.005176 \n", - "1023 1 0.519038 0.005139 -1 101 0.519039 100.000000 0.005139 \n", - "\n", - " ymin ymax \n", - "0 0 0.005139 \n", - "1 0 0.005176 \n", - "2 0 0.005213 \n", - "3 0 0.005249 \n", - "4 0 0.005286 \n", - "... ... ... \n", - "1019 0 0.005286 \n", - "1020 0 0.005249 \n", - "1021 0 0.005213 \n", - "1022 0 0.005176 \n", - "1023 0 0.005139 \n", - "\n", - "[1024 rows x 10 columns]\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# new class\n", - "class geom_density_highlight(geom_density):\n", - " \n", - " def setup_data(self, data):\n", - " data = super().setup_data(data)\n", - " print(data)\n", - " return data\n", - "\n", - "\n", - "region = (40, 60)\n", - "\n", - "(ggplot(df, aes('x'))\n", - " + geom_density()\n", - " + geom_density_highlight(fill='black', alpha=0.5) # new line\n", - " + annotate(geom_vline, xintercept=region)\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The highlight has filled the whole region, but the printed data suggests that we can limit the rows to those where `x` column is within our region." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:50.994710Z", - "iopub.status.busy": "2024-01-09T15:10:50.994459Z", - "iopub.status.idle": "2024-01-09T15:10:51.339979Z", - "shell.execute_reply": "2024-01-09T15:10:51.339392Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "class geom_density_highlight(geom_density):\n", - " \n", - " # new method\n", - " def __init__(self, *args, region=(-np.inf, np.inf), **kwargs):\n", - " super().__init__(*args, **kwargs)\n", - " self.region = region\n", - " \n", - " def setup_data(self, data):\n", - " data = super().setup_data(data)\n", - " s = f'{self.region[0]} <= x <= {self.region[1]}' # new line\n", - " data = data.query(s).reset_index(drop=True) # new line\n", - " return data\n", - "\n", - " \n", - "region = (40, 60)\n", - "\n", - "(ggplot(df, aes('x'))\n", - " + geom_density()\n", - " + geom_density_highlight(region=region, fill='black', alpha=0.5) # modified line\n", - " + annotate(geom_vline, xintercept=region)\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "That is it, but we can make it look better." - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:51.342667Z", - "iopub.status.busy": "2024-01-09T15:10:51.342458Z", - "iopub.status.idle": "2024-01-09T15:10:51.667678Z", - "shell.execute_reply": "2024-01-09T15:10:51.666905Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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J7Za47NI0IcdHk3x7nUqDaSUAhJUJAGG+66b5M/HQJDdY4pqfJHlTkjdsOXrTj9erMGBjEAACsEOKanhAkmek+aZsqX+Ifj3Jh5OclMRPpKEhAISVCQBhcYMkd0qzxvJvZPGdhC9P8i9JXr3l6E1+8AokEQACsJ2KanhgkhckeVYWX6R6c5p1/T6U5H/XsTTYKASAsDIBIKzsekkekeThSfZd5PzWJO9NMtxy9KYz1rMwYPoIAAFYlVbwd3QWX5D6oiT/kaRO8vP1qww2HAEgrEwACKu3e5IHJPn9JDdd4pp/T/KyLUdvOmvdqgKmigAQgGUV1fA6SV6YpYO/H6b5R+UJSa5Yx9JgoxIAwsoEgLBj7pnk8CS3X+TcKMl7kvzllqM3fW1dqwI6JwAEYFFFNdwryXOTvDjJfotc8q0k/5rk1DRTTIDVEQDCygSAsHMOSfLYJL+5yLmtSd6Z5CVbjt70g3WtCuiMABCAeYpqWCR5UpKXJ7nhIpd8K8k7knwmzU+Sge0jAISVCQBhMm6e5IlZPAj8ZZLXJPl/W47edPG6VgWsOwEgAL9SVMOHJPm7JLdd5PR3krw9zYg/f3nAjhMAwsoEgDBZt0rzA957LHLux0lemuQtW47edNW6VgWsGwEgACmq4Y3T/AT4sEVO/zjJW5N8IoI/mAQBIKxMAAhr4zZJnpbkdoucOzPJM7ccvelT61sSsB4EgAAzrKiGe6bZ4GNTkmssOH1JknclOS7J5vWtDHpNAAgrEwDC2rpPkj/M4su9vCPJi7Ycven89S0JWEu7dF0AAN0oquHDkpyV5C8zP/zbmuT9adaLeV+EfwAAfXNKmgDw75MsXP/viUm+UVTDZxfVcNd1rwxYEwJAgBlTVMPrFNXwnUk+muSmC05/McnTk7wpV//HIAAA/XFVmpkeT0zyocxf6mW/NKPVP1tUwzusf2nApJkCDDAjimo4SHJEktcluc6C0xekCf3+e73rghlkCjCszBRgWH+3TPNn7dYL+q9K8ook/3fL0ZuuXPeqgIkwAhBgBhTV8IZJPpzk2MwP/7YmeW+Sp0T4BwAwy/43TQD4d5k/E2TXJH+R5H+Kanj3LgoDdp4AEKDnimp4eJKvJPndBae+leRZSf45yeXrXRcAAFNnlOQ/kzw5yUkLzt0uzZTgYVENd1/vwoCdIwAE6KmiGu5fVMN/TfJvSQ5onboyyZvThH/f7KI2AACm2i/STPv9iyQ/bfXvkuTFST5TVMNf76IwYMcIAAF6qKiGD0hyRpIjF5w6M80mH+9JsmW96wIAYEM5NclTkxy/oP8uSb5YVMNnjNeZBqacABCgR4pquGtRDV+R5BNJbtQ6dVWStyT5kyQ/7KI2AAA2pEuSvCrJnyX5eat/zzSbyB1XVMMDO6gL2A4CQICeKKrhQWmCvz9N0v5J7DlJjk4zFXhrB6UBALDxnZbkaUk+t6C/TDMa8DfXvyRgtQSAAD1QVMOHJPlSkt9acOoDSf44zYYfAACwM36e5CVJXp9mXek5N0xyclENn29KMEwnASDABlZUw6Kohn+ZZl2W9tSLi9P84+wfMv8fZwAAsLM+lKv/kHnXJK9J8r6iGu7XSVXAkgSAABtUUQ33T/LhJC/N/Cm/Zyf5o1x9egYAAEzKOUmek+SjC/p/P8npRTW8/fqXBCxFAAiwARXV8NZpAr6HLTj1/iTHJPnxuhcFAMCsuTLNqL9XZf6sk1smObWoho/spCrgagSAABtMUQ1/N034d6tW92VJXpZmJ7arOigLAIDZdXyaTed+2OrbJ8kHi2q4ybqA0D0BIMAGUVTDQVEN/0+aab/tdVV+mOTZST7dSWEAAJB8J8mzkpza6hsk+b9J/rWohnt2UhWQRAAIsCEU1XC3JP+S5G8yf72/z6f5h9Y5XdQFAAAtl6aZlfKuBf2PS7NL8EHrXhGQRAAIMPXGu6h9JMlRC069N81Ov5eud00AALCEUZK3Jhkm2dzqv3uSzxTV8DadVAUzTgAIMMWKanhwkk8leUire3OakYD/nGRrF3UBAMAKPpnk+UkubPX9WpJPF9Xwvt2UBLNLAAgwpYpqeIckn01yh1b3xUlelOQTnRQFAACr9/U0y9V8s9W3f5ITimr4+51UBDNKAAgwhYpqeP80I/9u2Or+UZLnJTmzg5IAAGBHXJjkmCSnt/r2SPK+oho+u5uSYPYIAAGmTFENH5HkY5m/0+83kjwnNvsAAGDj+WWSP09yQqtvkOT1RTV8RVENB4vfBkyKABBgihTV8LFJPpjmp6JzPpfkT5L8rJOiAABg512V5G9z9R2C/zTJa4WAsLYEgABToqiGT0/zD6JdW90nJHlpkss7KQoAACbrrUlen2a34DnPSfLPRTUsuikJ+k8ACDAFimr4giT/mGYqxJw6yStjp18AAPrlQ0mGmf/v3KcmeWdRDXfrpiToNwEgQMeKavinaYK+tncneUPm/2QUAAD64sQkf5lkc6vviDSbg+yx+C3AjhIAAnSoqIYvTvKKBd1vTvIvHZQDAADr6dQ0y91c0ep7ZJIPCAFhsgSAAB0pquGL0kx9aHt9kvd0UA4AAHTh9CSb0uwUPOd3k7zHdGCYHAEgQAfGa/79vwXdr0+zHgoAAMySryR5YZJLW32PTPLuohruuvgtwPYQAAKss6IaHpOrr/n3hgj/AACYXV9P8uIkl7X6fj/NxiBCQNhJAkCAdVRUwz9O8uoF3X+fZsdfAACYZV9L8qdJLm/1PTbJvxTVsOimJOgHASDAOimq4RFpwr62NyY5bv2rAQCAqXRWkj/L/I1BnpDkjUU1HHRTEmx8AkCAdVBUw99J8o4k7X+0/GOSD3ZTEQAATK0zkvx5kitbfU9P8vJuyoGNTwAIsMaKanjvJO9P0l675Ngk/95NRQAAMPW+mOQvklzV6ntJUQ2f01E9sKEJAAHWUFEN75jkI0n2bHV/KMnbOikIAAA2jtOT/E2SUavvdUU1fFxH9cCGJQAEWCNFNbxpkuOTXLPVfWKaHX8BAICVnZykWtD39qIaPqyLYmCjEgACrIGiGl4ryUeTXK/VfVqSv838n2ACAADLq5O8s9XeNcn7i2p4z47qgQ1HAAgwYUU13CPN5h6/3uo+K82ixVctehMAALCcd6QJAufslaQez7oBViAABJigohrukuRfkvxWq/sHaXYxu6KTogAAoB/+Ps2U4DnXTfKRohru3005sHEIAAEm6+VJ2osS/zzJpiQXd1INAAD0x9Yk/y/Jma2+Q5L8e1ENd+umJNgYBIAAE1JUwz9M8metriuTvDTJj7qpCAAAemdzkr9Icm6r70FJ/qGohoNuSoLpJwAEmICiGj4wyZtaXaMkwyRnd1MRAAD01kVJ/jTzZ9k8Ncn/6aYcmH4CQICdVFTDmyV5X5Ki1f2mJKd0UxEAAPTeD9OMBGxvsjcsquHvd1QPTDUBIMBOKKrhvml2I7tWq7tO8oFuKgIAgJnxlSSvXtD39qIa3r6LYmCaCQABdtB4x993Jrltq/tLSd7YSUEAADB7Pp7kX1vtvZMcV1TDay1xPcwkASDAjntZkke22j9K8ldJtnRSDQAAzKZ3JPl0q32zJP9WVMNdO6oHpo4AEGAHFNXw0Un+vNV1eZodfy/qpiIAAJhZoyT/L8n3Wn0PSbMpHxABIMB2K6rh7ZK8bUH33yT5zvpXAwAAJPllmk1BLm31vaCoho/rqB6YKgJAgO1QVMP9krw/yV6t7oVTDgAAgPX3wyR/nWZE4Jy3FNXwzh3VA1NDAAiwSkU1HCR5c5Jbtbo/nfmLDgMAAN05PclbWu1rJHlfUQ2v2VE9MBUEgACr95wkj261z03yysz/CSMAANCt9yQ5udW+eZJ/Gf9AH2aSABBgFYpqeK8kr2p1XZnkLzN/jREAAGA6vDrJ91vtw9L8QB9mkgAQYAVFNTwwyXuT7Nrqfn2Sb3dTEQAAsIJfJnl5kitafa8qquFvdFQPdEoACLCMohoWSY5NcnCr+2NJju+mIgAAYJW+m+R1rfauSd5bVMNrd1MOdEcACLC8FyV5SKv9rSRv6KgWAABg+5yQ5gf4c26U5B1FNZSHMFP8Dw+whPH0gL9qdV2aZhrBld1UBAAA7IAqyXda7d9N8icd1QKdEAACLKKohtdM8q4kRav779Ls/AsAAGwcV6T5Qf4vW32vKKrhXTuqB9adABBggaIaDpL8Q5Kbtro/luTkbioCAAB20g+SvLbV3i3Ju4pquHc35cD6EgACXN0TkxzRan8/yd93VAsAADAZn0yzJuCcW2V+KAi9JQAEaCmq4a0yP+zbnOQVSS7vpiIAAGCCqiTntdp/WFTD3++qGFgvAkCAsaIa7p5m3b/2NIA3p9n5FwAA2PguSzJMsrXV989FNbxRR/XAuhAAAmzz50naCwF/LskHOqoFAABYG2cneUerfUCSdxTVsFjietjwBIAASYpqeM8km1pdP0vyqo7KAQAA1ta7k3yl1b5/kmO6KQXWngAQmHlFNdwrzU8A2z/xe3WSn3dSEAAAsNa2JvmbJJe2+v6qqIa36ageWFMCQIBmDZBbtdofSzP9FwAA6K8fJ3l9q71HkrcX1XC3juqBNSMABGZaUQ0fmOQ5ra7zk/xDR+UAAADr65NJTmm175bkxR3VAmtGAAjMrKIaXjPJ2xZ0vzLNzmAAAMBseF2SX7TaLy2q4Z06qgXWhAAQmGWvTXKjVvsDSb7cTSkAAEBHfp7me4M5u6bZFXiPTqqBNSAABGZSUQ1/N8lRra5zkrylm2oAAICOnZJmOvCc2yd5aUe1wMQJAIGZU1TD/ZK8qdW1Ncn/S3JlNxUBAABToEry01b7xUU1vEdXxcAkCQCBWTTM/Km/70nyjY5qAQAApsPFSV7Tau+S5M12BaYPBIDATCmq4X2TPLPV9YMk7+yoHAAAYLp8Lsnxrfbtk7yoo1pgYgSAwMwoquGeufo6f69OsrmDcgAAgOn0j2k2Bpnz0qIa3rqjWmAiBIDALPmLJLdstf8jyZkd1QIAAEyni9OsBzhn9yT/VFRDGQoblv95gZlQVMO7JnlBq+vHsesvAACwuJOTnNpq3zfJ0zuqBXaaABDovaIa7prkzUmKVvdrk/yyk4IAAICN4A1JLmu1/7aohjfsqhjYGQJAYBY8J8mdWu0Tkny+m1IAAIAN4idpBhLM2TfJG4tqOOioHthhAkCg14pqeKMkL291/SLJmzoqBwAA2Fg+nPnrhpdJDuuoFthhAkCg716XZO9W+x+TXNRRLQAAwMYySvKaJJtbfa8tquE+HdUDO0QACPRWUQ0fkeTQVtcZaab/AgAArNb3k7y71T44yUs7qgV2iAAQ6KWiGu6VpGp1bUkzGhAAAGB7/VuSc1vt5xfV8HZdFQPbSwAI9NWfJ7lxq/3eJOd0VAsAALCxbU6zK/CcXWNDEDYQASDQO0U1vG2SF7S6fpTk2I7KAQAA+uH0JP/dat83yRM6qgW2iwAQ6JXxT+DemOYncnOqJFd0UxEAANAj/5Dk8lb7VUU1PKCrYmC1BIBA3zw2yW+12qck+VxHtQAAAP3ykyRvb7UPTPKKjmqBVRMAAr1RVMN9kryy1XV5mtGAAAAAk/LBJN9ptf+oqIZ366oYWA0BINAnm5LcsNV+V5ILOqoFAADopy1JXt9qD5K8zoYgTDMBINALRTW8eeZv/HFukn/vqBwAAKDfzkxyQqv9m0ke11EtsCIBINAXr0mye6v9D0k2d1QLAADQf2/J/A1B/na8LBFMHQEgsOEV1fBhScpW1+eTfLajcgAAgNlwYZJjW+2Dkry4o1pgWQJAYEMrquHuSV7b6toSG38AAADr4/1Jzmu1X1BUw5t1VQwsRQAIbHTPTvLrrfYHkvygo1oAAIDZsjnJm1rtPZK8sqNaYEkCQGDDKqrhdZP8RavrZ0n+taNyAACA2XRqkv9ptQ8rquEDuyoGFiMABDaylyXZt9V+c5LLuikFAACYYW9MsrXVfl1RDXftqhhYSAAIbEhFNTwkydNbXd9IckJH5QAAALPtnCT/0WrfLslTO6oFrkYACGxUr0xStNr/mGTUUS0AAADvSHJRq/3yohruu9TFsJ4EgMCGU1TDByd5eKvr00nO6KgcAACAJLkkyTtb7esmeWFHtcA8AkBgQymqYZHk1a2uLUn+uaNyAAAA2j6c5Iet9guKanjDroqBOQJAYKN5UpI7tNp15v8FCwAA0JWr0mxOOGfPJH/VUS3wKwJAYMMoquE+Sf661bVwiD0AAEDXTklyZqt9VFEN79hVMZAIAIGN5QVJbtBqH5vk4o5qAQAAWMo/td4PkryqqIaDrooBASCwIRTV8PqZv4DueUn+o6NyAAAAlnN2kpNb7QcneWhHtYAAENgw/jzJXq32W5Js7qgWAACAlbw5zZqAc1453tQQ1p0AEJh6RTW8RZKnt7q+nvk/TQMAAJg2P8r8WUu3S/L4jmphxgkAgY3g5Ul2bbXfvNSFAAAAU+TYNJsXznl5UQ336KoYZpcAEJhqRTW8c5IjWl2nJ/lSN9UAAABsl4uTvKfV/rUkz+ioFmaYABCYdsMF7bd0UgUAAMCO+WCSn7baLymq4b5dFcNsEgACU6uohg/I/J2yTkryzW6qAQAA2CFXJPnXVvvAJM/vqBZmlAAQmEpFNRwk+ZtW15Ykb+2oHAAAgJ3x0STntdovKKrhdboqhtkjAASm1aFJ7tFq/2eSczuqBQAAYGdcleRtrfa+STZ1UwqzSAAITJ2iGhZJXtHqujzzh8wDAABsNCcm+Xar/ayiGt6oq2KYLQJAYBodkeTWrfbCRXMBAAA2mlGSf2m190jyFx3VwowRAAJTpaiGu2b+X4KXJnlvR+UAAABM0ueSnNlqP7mohrfqqhhmhwAQmDZPSHKLVvt9SS7pqBYAAIBJe0vr/S5J/ryrQpgdAkBgahTVcLckL211XZxm+i8AAEBfnJnk9Fb7cUU1PKSrYpgNAkBgmjw5yU1a7fcmuaybUgAAANbM21vvd8n8gRAwcQJAYCoU1XCPJC9pdf0iyXHdVAMAALCmvpZmPcA5hxfV8HZdFUP/CQCBafGHSW7Uar8nyeUd1QIAALDW3tF6P4gdgVlDAkCgc0U13DPJn7a6fpak7qgcAACA9fCNJKe22n9QVMM7dlUM/SYABKbBM5Ic1Gq/O8kVHdUCAACwXt6xoP2yLoqg/wSAQKeKarh3kk2trguTfLijcgAAANbTt5Kc0mo/qqiGd+2qGPpLAAh07Y+TXLfVPjbJ5o5qAQAAWG9GAbLmBIBAZ8aj/17U6vpxko91VA4AAEAXvpPk5Fb7EUYBMmkCQKBLT0tyYKtt9B8AADCL3plk1Gr/WVeF0E8CQKATRTW8RpIXtrouSHJCR+UAAAB06XtJPtVqH1pUw9t1VQz9IwAEunJU5u/8+54Y/QcAAMyudy1o/2knVdBLAkBg3RXVcLckL251/SzJRzsqBwAAYBp8K8lnW+3Di2p4q66KoV8EgEAXHp/kxq32+5Jc2VEtAAAA0+LY1vtdkmzqqhD6RQAIrKuiGhaZP5T9oiQf6qgcAACAafK1JP/Taj+hqIY36agWekQACKy3xyS5Rav9/iSXd1QLAADAtGmPAiyS/J+uCqE/BIDAuimq4S6Zv539pUn+o6NyAAAAptFXkpzRaj+lqIY37KoY+kEACKynRyW5bat9XJoQEAAAgG3aowB3T/LCrgqhHwSAwLooquEgyUtaXZcn+UBH5QAAAEyzL6RZD3DO04tqeL2uimHjEwAC6+V3kty51f5Qmg1AAAAAuLr2KMA9kzy/q0LY+ASAwJobj/5rr/13ZZL3dVQOAADARvDZJN9qtZ9VVMMDuiqGjU0ACKyHeyf5zVb7P5P8rKNaAAAANor2KMB9kvxxV4WwsQkAgfXQ3rZ+a4z+AwAAWI1PJ/lhq/3cohru2VUxbFwCQGBNFdXwdkke0er6ZJIfd1QOAADARrI1yXtb7esmeVJHtbCBCQCBtfaCBe33LnoVAAAAizkh85dQekFRDYuuimFjEgACa6aohjdKcmSr67Qk3+moHAAAgI1oc5IPtNo3T3JYR7WwQQkAgbX0/CS7ttrv6aoQAACADexDSS5rtf9PUQ0HXRXDxiMABNbEeHv6p7e6vpbkjI7KAQAA2MguTfKRVvuuSR7QUS1sQAJAYK08M8nerbbRfwAAADvu/UmuarX/T1eFsPEIAIGJG29L/9xW1w+SnNpROQAAAH1wYZJPtNq/XVTDO3dVDBuLABBYC09KcmCr/d4029cDAACw4967oP3CTqpgwxEAAhM13o7+Ba2unyb5eEflAAAA9Mk5mT+76vCiGt60q2LYOASAwKT9fppt6ed8IM229QAAAOy89vrquyT5k64KYeMQAAITM96Gvj0E/bIkH+6oHAAAgD76apIzW+2nFNXw2l0Vw8YgAAQm6d5J7tZqfyTNdvUAAABMTnsU4J5JntFVIWwMAkBgko5pvd+SZvovAAAAk/W5JD9otZ9dVMM9uiqG6ScABCaiqIY3T/KoVtfJSX7STTUAAAC9Nkry/lb7+kkO76gWNoBduy5gPZVleWCSFycpkxycZmriF5K8sa7r43biubsleXaSI5Pcctz9jSTHJqnqul52A4SyLO+UZt20+ye5TpILkpyU5JV1XX95iXtOSnK/VZb4trqun7zg/rcledIK951V1/XtVvkZ8Nwkg1b7/UtdCAAAwE47IclTkuw7bh9TVMN3bjl606jDmphSMzMCsCzL26ZZJPOYJLdIsyvp/kkekuSDZVm+bgefu0+STyV5dZK7JNltfNw1yWuSnFyW5d7L3P+4JKcleVySg5L8MskN04SJp5VluVSC/9Mk5y9z/Kx17f8s80u4fJlnGL3FqhTVcP80f/HM+UqaEBwAAIC1cUWSD7Xad0wzsAiuZiZGAJZluUeSOsl104SAj6/r+stlWe6V5PlJ/irJc8qy/FJd12/dzsf/Y5J7Jvl5mgDkuHH/o5L8S5J7JXljFhltNw4l35omMHxvkufVdX1eWZY3SPK6JI9O8vayLL9c1/XX2vfWdX3YCr/mP03yijRfEN61zKXvqev6qOWeBavwtCTtoPvfuyoEAABghtRJHpNt+c4xSU7srhym1ayMAHx6kpsluSzJw+em1dZ1fVld169IE9AlyV+Pp/OuSlmWd0hyxLj5h3Vdf7Cu69H4+GCaUCRJnlCW5WJTaV+eZPckX0pyZF3X543rOi/NiMAvJdljfN32mgscP1TX9U934H5YlaIa7pbkOa2uc5N8tqNyAAAAZsmFmR/4PaKohr/eVTFMr1kJAB8/fn13XdfnLHL+b9MsoHlQkgdsx3OPTLPm2Tez+G6n7x+fG6QJ9H6lLMtrJnnEuPnquq6vap8ft1+97fJy36xSWZa/meRW4+b2jmiE7fUHadbUnPPBJFs7qgUAAGDWLFx//XldFMF0630AOF6j7+7j5scWu2YcCp49bj5oOx7/wPHr8XVdX22RzXHffy3x3PukGf2XJMcv8fy5/j3G16/WUePX85Z5Nuy0ohoO0gwxn3NplvhzBgAAwJr4VpIvttpPKqrhtbsqhuk0C2sAHpJtO5Oeucx1Zya5zfhYUVmWg/GzV/PcuTra5j7n/LquL1jsxrquLyjL8sdp1i68TZKPrqKuPdPM/0+Sd9Z1vWWFWx5UluX/Jvm1NBuCfDPJf6bZvfj8lT6PmXefJHdrtT+c5v8jAAAA1s/7k9x5/H7PJM9I8n+7K4dp0/sRgElu0Hp/7jLXzZ27wTLXtO2bbZserOa5+45HIy6sa7l7d6SuQ5Ncc/z+bau4/uAkN0kzcmufNDsZvyTJV8uy3J7RkMym9ui/Ldm2CQ4AAADr57QkP2i1jy6q4e5LXczsmYUAsB26XbbMdXPnVrvW3vY+d+Gz91nk/CTqevL49XN1XZ+9zHVfSPLMJDdOskdd19dKsn+a9RLPS3KtJMeVZXmrJZ/ATCuq4c2TPLLVdXKSn3RUDgAAwCwbZf5agDdIcnhHtTCFZmEK8Mwoy/JG2bYu4duWu7au69cv0ndxkmPLsjwlzfoBByR5WRZsYAJjz8226fXJ1ReeBQAAYP2ckOQp2TaA6JiiGv7rlqM3XW3PAmbPLASAl7Te75XkoiWu22v8evEOPncp7XPtZ1+yyPmdreuJaUZ1Xp7k31Zx/aLquv5eWZZVkj9P8vCyLHep63rJXV3vdre7HZP5U0EXes3pp5/+mh2th+lTVMP9sm20adKsdfmNjsoBAAAguSJJneTIcftOadZt/1RXBTE9ZmEKcHuNvYOWuW7u3HmrfO7F2Rbirea5F9d13Q4Nz11wfhJ1PWn8elxd1z9fxfXL+dz4db8kK+0etF+SGy5z7LeTtTB9npT50+CN/gMAAOjeh9Kszz7n2V0VwnSZhQDwa2nmwifJbZe5bu7cV1fz0LquR0nm1thbzXMXrsc39znXK8vyOovdWJblgWl2AF6xrrIs753kluPmW5e7dg1clOSHyxxLjbpkAyqq4S6Z/5fIj5Oc2lE5AAAAbHNh5o/4O6yohjfqqhimR++nANd1fUlZlqcluWeSh2WRkUplWR6c5Dbj5ie24/GfTHL3JA9d5prfXuK5pyS5Msnu4/uPXebeK8bXL2duOuYPknx8hWtX457j14vTfAFZ0nh6rym+s+O3sy1sTpqfMC05RRwAAIB19cEk9x+/L5L8UZI/66wapsIsjABMtoVrR4w3yljoRWk2Mzg3yYnb8dx3pRldeMuyLA9deLIsy8PSBCWjLAj46rq+KMmHx81jyrIsFty7a7atq1ePN+hYVFmWeyV59Lj5juXW6xtfP1jh/K8leda4+ZGVnsfMaY/+25zkP7sqBAAAgKv5apL/bbWfXlTDa3RVDNOh9yMAx/4pyfOS3CzJh8uyfEJd12eUZblnmp1Mjx5f95K6rje3byzL8rtJbpzk7XVdH9U+N37Gu9PskvuWsiy3pllwM0nKJG8ev39nXddnLVLXS5M8Isld0uy++7y6rn9UluX1k7x23H/F+LrlHJZt6+y9bYVrk+TxZVk+Ksk7k5xS1/VPxr/WfZL8XpK/TXKtNGscvmwVz2NGFNXwlkl+t9X1yZjiDQAAMG2OS/LC8fvrJHlsVpcX0FMzMQKwrusr0gRyP05yhyRfLsvyF2mmtw7TjP57Q13XO7J23jPSbJhxQJo/YJcmuWz8/oAkn0nyzCXqOivN1N3NSQ5Pcm5Zlj9Ls+HH4WmmCB9V1/XXVqjhqPHrp+u6/t/lLhwr0oSGH0xyQVmWF5dl+ZMkv0gzqvHgNL9XZV3XX1/F85gdz1rQ/mAnVQAAALCcE9N8jz/nOUU1XHY2IP02EwFg8quw7fZJ/i7JN5PskeYPw8eTHFrX9XN28LmXJLlvkj9J8oU0u+1cNX5/TJL71XV96TL3vyvJPZK8O03wt1eaqcjvSnKPuq7/bbnPH09pfsC4+bZVln1ikpck+WiSb6dZv+2aSX6WZrHQTUkOqet6e6ZD03NFNdw329aaTJIzk3yro3IAAABY2uYkH2m175zkNzuqhSkwGI1GK18FzLyiGj4rSdXq+uskJ3dUDsBGdkiS17faJ2SFDbdgBl07yUNa7eckObujWgA2quuk2Y9gbvDXe7YcvemxHdZDh2ZmBCCw44pquEu2rZWZJD/JyjtTAwAA0J2fpJnlN+cPimp4w66KoVsCQGA1Hpzk1q32h9JMdwcAAGB6Hdd6XyT5o47qoGMCQGA1nt16v3AtCQAAAKbTwrXbn1FUw2t0VQzdEQACyyqq4c2TPLzVtXA3KQAAAKbXB1vvD0zymK4KoTsCQGAlz0zS3i7+uI7qAAAAYPudmOSiVvs5XRVCdwSAwJKKarhnkie3ur6a5H87KgcAAIDtd2WS/2y171pUw7t3VQzdEAACyzk8yQGt9n90VQgAAAA77MNJRq32H3dVCN0QAALLaf+l8IvM30IeAACAjeH8JJ9rtY8oquG1uiqG9ScABBZVVMO7JrlHq+tjaXYABgAAYOOpW++vkeRJXRXC+hMAAktpj/4bpRkyDgAAwMZ0epIftdp/XFRDudCM8B8auJqiGu6f5HGtrs9n/l8UAAAAbCyjJB9qtW+Z5IEd1cI6EwACi3likj1b7Q8tdSEAAAAbxvGZv7TTM7sqhPUlAATmKarhIPOn//44yWkdlQMAAMDk/CLJya12WVTDg7sqhvUjAAQWun+SW7faH0mytZtSAAAAmLD2DK8iydO6KoT1IwAEFmqP/rsqyUe7KgQAAICJ+2qSb7XaTyuq4W5dFcP6EAACv1JUwxskObTVdUqSn3VUDgAAAGujPQrwBknKrgphfQgAgbanJtm11bb5BwAAQP98IsllrbbNQHpOAAgkSYpquGuSZ7S6vpfkjI7KAQAAYO1cnuSEVvuBRTW89VIXs/EJAIE5D0/S3v3pw10VAgAAwJpbOOPrjzqpgnUhAATmtDf/WPjTIAAAAPpl4ayvJxXVcM+uimFtCQCBFNXw5kke2ur6ZJJLOyoHAACA9dEeBbh/kj/oqA7WmAAQSOav/ZckdSdVAAAAsJ4+neSiVvvpXRXC2hIAwowrquHuSY5qdZ2d5FvdVAMAAMA62pzkv1rt+xTV8JCuimHtCACBMsmBrfZHuioEAACAdfefC9pP66QK1pQAEGgP8b4sycldFQIAAMC6+36uvhnINboqhrUhAIQZVlTDmyZ5SKvrE2l2AAYAAGB2tGeCXSvJYV0VwtoQAMJse+qC9sKh3wAAAPTfp5Jc3GrbDKRnBIAwo4pquGuSp7S6vpHkmx2VAwAAQHc2Jzmh1b5fUQ1/vatimDwBIMyuhye5Qatt9B8AAMDsshlIjwkAYXa1v5hfnuTErgoBAACgc99Lcmar/aSiGu7RVTFMlgAQZlBRDW+U5HdaXSem2QEYAACA2dUeBXidJI/qqA4mTAAIs+kpmf/n3/RfAAAATk5ySattM5CeEADCjCmqYZH5u/9+J8nXOioHAACA6XFlko+32g8squEtuyqGyREAwuz57SQ3arU/0lUhAAAATJ2FM8T+sJMqmCgBIMye9hDuK5N8oqtCAAAAmDrfSXJ2q/3kohru3lUxTIYAEGZIUQ1vkOT3Wl0L13cAAACA9kyxA5M8sqtCmAwBIMyWo5IUrbbNPwAAAFjo5CSXttpP66oQJkMACDOiqIa7ZP7aDeckObOjcgAAAJhelyf5ZKv94KIa3rirYth5AkCYHQ9McrNW2+g/AAAAlvLR1vtBmhllbFACQJgdT22935zkhK4KAQAAYOr9b5Jvt9pPHs8sYwPyHw5mQFENr5Xk0FbXqUku6qgcAAAANob2KMAbp5lZxgYkAITZcESSPVrtjy51IQAAAIx9Is0MsjlP6aoQdo4AEGbDk1vvf5zki10VAgAAwIZxcZoZZHMOK6rhAV0Vw44TAELPFdXwjknu2ur6ryRbOyoHAACAjeVjrfd7JHlcV4Ww4wSA0H9PXtA+vpMqAAAA2Ii+kGYm2RzTgDcgASD0WFEN90jy+FbXl5L8qJtqAAAA2IC2pplJNucuRTW8U0e1sIMEgNBvv5fk2q32x5a6EAAAAJawcCaZUYAbjAAQ+q39RfnSJKd0VQgAAAAb1o8yfzPJxxfV8BpdFcP2EwBCTxXV8OAkD211nZjkio7KAQAAYGNrzyg7IMkjuyqE7ScAhP56Yub/Gbf5BwAAADvqlDQzy+aYBryBCAChh4pqOMj8L8bfS/K1jsoBAABg47syySdb7YcU1fDGXRXD9hEAQj/dN8nNW22bfwAAALCz2t9bDpI8qatC2D4CQOin9ui/LUk+3lUhAAAA9MY3knyn1X5yUQ1lSxuA/0jQM0U13C/Jo1tdn03y826qAQAAoGc+2np/kyQP6KgOtoMAEPrnMUn2arVN/wUAAGBSPpHkqlb7qV0VwuoJAKF/2tN/f5rktK4KAQAAoHcuSnJqq31oUQ2v2VUxrI4AEHqkqIaHJLlXq+uEJFs7KgcAAIB++q/W+2tk/jJUTCEBIPTLUQvax3dRBAAAAL32+SQ/a7XtBjzlBIDQE0U1LJI8vtV1dpLvd1QOAAAA/bU1ycdb7fsU1fAWXRXDygSA0B8PTnJQq230HwAAAGvlhAXtJ3ZSBasiAIT+aA+53pzk5K4KAQAAoPe+k+SbrfYTi2ooZ5pS/sNAD4x3XDq01XVqkks6KgcAAIDZ0J55duMkv9VVISxPAAj98Og0Oy/NWTgUGwAAACbtxCRbWu2jOqqDFQgAoR/aay38LM2OTAAAALCWfpHkc632HxTVcJ+uimFpAkDY4IpqeLMk9211fSLNjkwAAACw1trTgPdOclhXhbA0ASBsfAt3WvqvTqoAAABgFp2W5KJW+0lLXUh3BICwgY13WGoHgN9KsxMTAAAArIerknyy1X5gUQ1v3FUxLE4ACBvbfZLctNU2+g8AAID1dvyC9hM6qYIlCQBhY2sPrd6S+T91AQAAgPXwzcyfjfakohoOuiqGqxMAwgZVVMO9kjy61XVakp93Uw0AAAAz7oTW+1sk+c2uCuHqBICwcR2aZN9W2/RfAAAAuvKJJFtbbZuBTBEBIGxc7S+mFyf5XFeFAAAAMPN+muTzrfbhRTXcs6timE8ACBtQUQ0PTvLgVteJSTZ3VA4AAAAk86cB75fkkV0VwnwCQNiYHp+kvaCq6b8AAAB07dQkl7TaR3VUBwsIAGGDGe+k1J7+e06Sr3dUDgAAAMzZnGaG2pyHFNXwoK6KYRsBIGw8d09y61b7hKUuBAAAgHXW/h51lyRP6KoQthEAwsbzxNb7UZKPd1UIAAAALHB2ku+32k8Yz2SjQwJA2ECKarhHkiNaXV9M8pOOygEAAIDFtAeq3DbJHbsqhIYAEDaWhye5Vqtt8w8AAACmzScWtE0D7pgAEDaWx7fe/zLJp7sqBAAAAJZwfpIzWu3HFdWw6KoYBICwYRTV8FppRgDO+VSSyzsqBwAAAJbTHgV4/SQP6qoQBICwkfxBkt1bbZt/AAAAMK1OTrK51TYNuEMCQNg42tN/L0zy5a4KAQAAgBVcmuQzrfZhRTXcp6tiZp0AEDaAohreJMl9W12fTLK1m2oAAABgVdrTgPdK8qiO6ph5AkDYGI5c0Db9FwAAgGl3WpKLW+3HL3Uha0sACFOuqIaDzP8i+Z0k3+6oHAAAAFitq5Kc1Go/pKiGN+iolpkmAITpd5ckt261P7HUhQAAADBlTmi93yXJEV0VMssEgDD92qP/RmnW/wMAAICN4Owk57bapgF3QAAIU6yohrtm/k9Hvpzkgo7KAQAAgB3Rnsl256Ia3razSmaUABCm24OTXK/VtvkHAAAAG83C72Wf0EkVM0wACNOtPTR6c5JTuioEAAAAdtC5aaYCzzmyqIYyqXXkNxumVFEN90lyaKvr1CSXdlQOAAAA7Iz2ZiAHJ7lfV4XMIgEgTK9HJdmr1bb7LwAAABvVSUm2tNo2A1lHAkCYXu0vhhcl+XxXhQAAAMBOujjJ51rtPyiq4Z5dFTNrBIAwhYpqeP0kD2l1nZTkqm6qAQAAgIlobwayX5Kyq0JmjQAQptMRmf/n0+6/AAAAbHSfzfy17U0DXicCQJhO7S+C52X+bkkAAACwEW1OcnKr/bCiGh7YVTGzRAAIU6aohrdJcpdWl9F/AAAA9EX7e9xdkzy2q0JmiQAQps+RC9p2/wUAAKAvzkxyfqv9uK4KmSUCQJgiRTXcJfMDwLOT/LCjcgAAAGDSRklObLV/o6iGN+uqmFkhAITpcu8kN261jf4DAACgbxZ+r3tEJ1XMEAEgTJcntN5vTXJSR3UAAADAWvluku+02kcW1XDQUS0zQQAIU6KohtdI8phW1+eT/KKjcgAAAGAtfbL1/pAkd+yqkFkgAITp8TtJrtlqn9BVIQAAALDGPrmgbTOQNSQAhOnR/mL3yySf7aoQAAAAWGM/TrMj8Jwjxhtjsgb8xsIUKKrhfkl+r9V1SpIrOioHAAAA1kN7FODBSe7bVSF9JwCE6XBokj1a7YVDoQEAAKBvTk6ypdU2DXiNCABhOrS/yP08yRc7qgMAAADWy0VJTm+1H11Uw927KqbPBIDQsaIaXi/Jg1tdC38CAgAAAH3VngF3QJKHdVVInwkAoXuPzvw/i6b/AgAAMCtOTXJ5q20a8BoQAEL32l/cfpTkq10VAgAAAOvs8jQh4JyyqIb7dlVMXwkAoUNFNbxZknu1uk7qqBQAAADoSnsm3J5JHtVRHb0lAIRuPXZB2/RfAAAAZs3paTYEmWMa8IQJAKEjRTUcJDmy1fWd8QEAAACzZEuaDTHnPKSohtftqpg+EgBCd26f5DatttF/AAAAzKr298RFksd0VUgfCQChOwuHNJ/URREAAAAwBc5K8uNW2zTgCRIAQgeKarhLkiNaXWel2QEYAAAAZtEo80cB3mu8cSYTIACEbvxmkl9rtU3/BQAAYNYt/N74iEWvYrsJAKEb7S9iW5P8d1eFAAAAwJRYuDnmkeMNNNlJAkBYZ0U13C3zFzP9QpKfd1MNAAAATJX2KMBDktyhq0L6RAAI6+/BSa7Tapv+CwAAAI0TF7SP7KSKnhEAwvpr72R0ZZJPd1UIAAAATJnzk5zZah8x3kiTneA3ENZRUQ33SnJoq+szSS7rqBwAAACYRu2ZcgcnuU9XhfSFABDW1+8l2bvVNv0XAAAA5js5yZZW2zTgnSQAhPXVnv57aZLPd1UIAAAATKmLkpzeaj+6qIa7d1VMHwgAYZ0U1fBaSX6n1fXfSTZ3VA4AAABMs/aMuQOSPKyrQvpAAAjr57Aku7Xapv8CAADA4k5Ncnmr/diuCukDASCsn/b03wuTnNFVIQAAADDlLk+zceacRxbVcO+lLmZ5AkBYB0U1vGGS+7e6Tk6ytZtqAAAAYEM4qfV+rySP6KiODU8ACOvj8CSDVvsTXRUCAAAAG8Tn02ygOcc04B0kAIT10Z7++8Mk3+iqEAAAANggNic5pdX+3aIaXrOrYjYyASCssaIa3irJXVtdNv8AAACA1Tmx9X73JId2VchGJgCEtXf4gvaJi14FAAAALPTFJD9vtU0D3gECQFhDRTUcJDmi1fWtJN/vqBwAAADYaLYm+e9W+8FFNTywq2I2KgEgrK3bJTmk1Tb6DwAAALZP+3vpIskfdFXIRiUAhLW1cGjySV0UAQAAABvYWUkuaLVNA95OAkBYI+Ppv+0vSmcnOb+jcgAAAGCjGmX+gJr7FtXw4I5q2ZAEgLB27pbkZq226b8AAACwY05qvR8keUxHdWxIAkBYO+3Rf6PMX7QUAAAAWL1vJPlhq20a8HYQAMIaKKrhLkkOb3V9JcmFHZUDAAAAfXBS6/3di2p4i64K2WgEgLA27p3khq226b8AAACwcxZ+b334oldxNRMNAAeDwbsGg8FvTfKZsEG1hyJvTfKprgoBAACAnvheku+02qYBr9KkRwA+NsmJg8Hg7MFg8LzBYHCtCT8fpl5RDXdN8uhW1xeS/KKjcgAAAKBP2qMAb1dUw9t1VskGshZTgAdJbpXk1Ul+MBgM3jEYDO6zBp8D0+oBSQ5stU3/BQAAgMk4aUHbKMBVmHQAeP8k/5bkyjRB4DWSHJnk5MFgcNZgMHj2YDDYf8KfCdOm/cVnc5JPd1UIAAAA9Mx5Sb7Waj+2qIaDrorZKCYaAI5Go/8ejUaPS3Jwkhem2aJ5MD5uneS1SX44GAzeOhgM7jXJz4ZpUFTDPZIc1ur6fJJLOyoHAAAA+qg90+7mSe7WVSEbxZrsAjwajS4cjUavHo1Gt04zHfI92TYqcM8kT0xyymAwOGMwGDxzMBjstxZ1QAd+O8n+rbbpvwAAADBZJycZtdqmAa9gTQLAttFodPJoNDoizajAF2X+qMDbJnlDknMHg8GbB4PBPda6Hlhj7S86lyf5bFeFAAAAQE9dmOQrrfbhRTVc84xrI1u335zxqMBXjUcFPijNqMDNaYLAvZI8OclnBoPBFweDwdMGg8Ge61UbTEJRDfdK8shW12fThIAAAADAZLVn3N0wiQ1ol9FJOjoajU5M8uIkb5vrGr8OktwhyZuSnDMYDJ4/GAwkuGwUD0+yd6tt+i8AAACsjU8l2dpqmwa8jHUN1waDwS6DweBRg8Hgo0m+leRpc6eSXJLkhGwbFXjtJK9K8kmjAdkg2l9sLk2zAQgAAAAweb9I8j+t9qOLarhbV8VMu3UJAAeDwY0Hg8FfJ/l+kven2ShhlzRB31eSPDPJDUej0UOT3CjJnyW5YHz+vkmOWY86YUcV1XC/NCMA53w6TZgNAAAArI32zLvrJHlgV4VMuzULAAeDQTEYDA4dDAYfSzPab1OSG6QJ9TYneVeS+45GozuORqM3jUajS5JkNBpdMBqNhkkOSXLW+Poj1qpOmJAyyR6ttum/AAAAsLZOzfzBN6YBL2HiAeBgMLjJYDB4RZJzkvx7kodk22i/76YJAg8ejUaPH41Gn17qOaPR6KdJXjdu3nTSdcKEtb/IXJTki10VAgAAADPi0iSfa7UPK6rhNboqZprtOsmHDQaD49Ps8DsYH0mzION/Jnljko+NRqPRErcv5gfjV//xmFpFNbxWkoe2uv47yZaOygEAAIBZclK27QC8X5KHJTmuq2Km1UQDwDSj/eb8OMlbkvzTaDT63g4+77I0Iwm3rnQhdOiwzP+zdFJHdQAAAMCs+WySy7Nt8NhjIwC8mrVYA/BTSR6X5Eaj0ejPdiL8y2g0+u/RaHST0Wh0s8mVBxPXnv57YZqNbQAAAIC1d0WatQDnlEU13KerYqbVpAPA249Go/uNRqN/G41GdkCl94pqeP0kD2h1nRwjVgEAAGA9tTfi3DPJ73VVyLSaaAA4Go3OmuTzYAP4g8z/c3RSR3UAAADArPqfJJe02kd0Vci0mmgAOBgMtg4Gg6sGg0G5nfc9dDAYbBkMBldNsh5YB+3pv+cnOburQgAAAGBGbU6zJN2chxXV8ICuiplGa7EG4GDlS5a8b0fvhXVXVMNfS3LvVtdJHZUCAAAAs649DXi3JId2Vcg0WosAEGbFYxa0T1z0KgAAAGCtfTnJz1vtwzuqYypNSwC41/j18k6rgO3Tnv77gyTf6qoQAAAAmHFb02zMOedBRTU8sKtips20BIC/MX79cadVwCoV1fCWSe7a6jL6DwAAALp1Uut9keT3O6pj6uy6ozcOBoM7JLnTEqcfOBgM9l/pEUn2TnKXJI9PMkry+R2tB9bZwqHEJ3VRBAAAAPArZyX5SZLrjNuPTfKm7sqZHjscAKZZTPGli/QPkjx7O581SBMA+o/CRtGe/vvtJOd0VQgAAACQpMmWTs62kX+/VVTDg7YcvencDmuaCjs7BXiw4Fiqf6Xj/CRPG41Gn9zJemDNFdXwdklu2+oy/RcAAACmQ/t79EGSR3dVyDTZmRGAxyX57oK+t6ZJW6skX1jh/q1JLknynSRfGY1GW3aiFlhPj13QPqmLIgAAAICr+XqSHyW5/rh9eJLXdVfOdNjhAHA0Gn05zRbLvzIYDN46fvuJ0WhU70xhMI2KajjI/ADwa2m+sAAAAADT4aRs+979XkU1vPGWozd9r8N6OjfpXYCfnOQpWXn0H2xUd01y81bb9F8AAACYLictaD+miyKmyUQDwNFo9Pbx8YNJPhemSHv039ziogAAAMD0+FaS77faC5fymjmTHgEIvVVUw13SrB0w5ytJLuyoHAAAAGBpJ7Xe36WohrfsqpBpIACE1btXkoNb7ZM6qgMAAABY3kkL2ocvdtGs2KFNQAaDwbfHb0ej0ejmi/TvqHnPgynTHjK8NcmnuioEAAAAWNY5Sb6T5Kbj9uFJ/rq7crq1o7sA32T8Olqkf5RksIPPXfg8mApFNdw18xcN/UKSn3dTDQAAALAKJ2ZbAHi7ohredsvRm87qsqCu7GgAeE4WD+uW6oeN7n5Jrttqn9RRHQAAAMDqnJTkKa324Ule2k0p3dqhAHA0Gt1ke/qhB9rTf69KckpXhQAAAACrcl6SbyS51bj92KIa/sWWozfN3OA1m4DA6lyW5OLx+9OSXNphLQAAAMDqnDR+3ZLk20n2666U7uzoFOANqSzLA5O8OEmZZjfXS9Os5fbGuq6P24nn7pbk2UmOTDK3rfQ3khybpKrrevMK998pyQuT3D/JdZJckOZ/0FfWdf3lJe65SZrFLFfy6Lqu/32Snz2Lthy96blFNXxVkqfG2n8AAACwUXwyzaCef9ty9KbPdV1MV2ZmBGBZlrdNcmaSY5LcIsnmJPsneUiSD5Zl+bodfO4+aXaDfXWSuyTZbXzcNclrkpxcluXey9z/uDQjyh6X5KAkv0xywzRh4mllWa5mm+qfJDl/iePyNf7sWXJ5mqm/Z3ZdCAAAALAqFyb5SJKfdV1Il9Y9ABwMBnsOBoPnDwaDDwwGg3owGLx8MBjcYC0/syzLPZLUaTZxODPJneq63i/NsM+XpNm45DllWT55Bx7/j0numWZU2GFJ9hofh4377pXkjUvUddskb00TGL43yUF1Xe+fJox7X5Ldk7y9LMtbr1DD3eu6vv4Sx4fX+LMBAAAAmGITDQAHg8GdB4PBGYPB4MuDweBei5zfL8lnk7wqySOTPDzJnyU5YzAY3HmStSzw9CQ3SzPk8+FzU1vrur6srutXZFtA99fj6byrUpblHZIcMW7+YV3XH6zrejQ+PpjkaeNzTyjL8naLPOLlaYK2LyU5sq7r88Z1nZdmVN6Xkuwxvm7SuvxsAAAAANbJpEcA/kGS26UZaffZRc6/IsntkwwWHNdO8v7BYLDHhOuZ8/jx67vruj5nkfN/m2YU4EFJHrAdzz0yTf3fTPKBRc6/f3xukCZU+5WyLK+Z5BHj5qvrur6qfX7cfvW2y8t9t6OuZXX52QAAAACsr0kHgPdME6SdMBqN5m2pPBgM9k2zgcIoyTlJDk1ypyT/NL7kxtkW1E3MeI2+u4+bH1vsmnEoePa4+aDtePwDx6/H13V9tS2kx33/tcRz75NmBF6SHL/E8+f69xhfPyldfjYAAAAA62jSAeANx69fXOTc7yS5xvj9U0ej0X+MRqMzRqPRHyU5Y9z/qAnXkySHpBmBlyy/ecPcudus5qFlWQ7Gz17tcw9Z0D/3OefXdX3BYjeO+3+8irreW5blz8qyvKIsyx+UZfn+siwfvsz1k/xsAAAAAKbYpAPA64xfz1vk3P3mzo1Go08sOPe+NCHdHSZcT5K0Nxg5d5nr5s6tdkOSfZPM7e67mufuOx6NuLCu5e5dbV13T/PfckuaEPawJB8uy/K9ZVnuvsj1k/xsAAAAAKbYpAPAa45fty5y7l5ppv8uDP+SZkpwkhw44XqSpB26XbbMdXPnVrve3fY+d+Gz91nk/PbUdXmazUt+K8l+dV1fs67rvdKswfjO8TWPTlIt8syd/WwAAAAANohdJ/y8y9KERfOCvMFgcM1sG9136iL3XT5+LSZcT2/Vdf2jJM9apP+sJE8sy/KCJMck+cOyLF9d1/XX17tGAAAAALo36QDwu2l2+b1Pkr9v9T8izWjDUZJPL3Lftcevv5hwPUlySev9XkkuWuK6vcavF+/gc5fSPtd+9iWLnJ9EXXNemuSPk+yZ5ve/HQBO9LPvdre7HZMmbFzKa04//fTXrPBZAAAAAKyBSU8B/lSatfzKwWBwxyQZDAb7JXnR+Py5o9FosQ0zbjd+/c6E60nmr3N30DLXzZ1bbP3CxVycbUHaap57cV3X7dDw3AXnJ1VXkqSu60uTnDVu3mzB6Ul/9n5p1h5c6thvFSUDAAAAsAYmHQD+c5r1/66R5LTBYPDZJN9KE/CNxucX88Dx+TOWOL8zvjZ+dpLcdpnr5s59dTUPret6lOTs7Xju2Qv65z7nemVZXieLKMvywCTX3Z66VmnSn31Rkh8ucyw16hIAAACANTbRKcCj0eiMwWDwl0n+MsluaXanHYxPn5HklQvvGQwGt09y6zQh3SmTrCdJ6rq+pCzL05LcM8nDkrx/4TVlWR6c5Dbj5mKblCzlk2l+jQ9d5prfXuK5pyS5Msnu4/uPXebeK7KdvzdlWe6dbeHjwpGVE/3s8fReU3wBAAAAptCkRwBmNBr9VZJHJflIkm8k+UKSv0nyW6PR6JeL3PLs8esgyfGTrmdsLuA6oizLGy1y/kXjzz83yYnb8dx3pQkub1mW5aELT5ZleViSW46vmRey1XV9UZIPj5vHlGVZLLh312xbV6+u6/riBecHWd7L0qz/N2p9zkQ+GwAAAICNY9KbgCRJRqNRnaRe5bVPT/L0taij5Z+SPC/NWngfLsvyCXVdn1GW5Z5Jnpvk6PF1L6nrenP7xrIsv5vkxkneXtf1Ue1z42e8O8njkrylLMut2fbrLpO8efz+nePdeRd6aZoNOu6S5NiyLJ9X1/WPyrK8fpLXjvuvGF+30EllWR6fJsj7al3XV43rvU2SFyR58vi6t9R1/bUJfzYAAAAAG8TERwBOo7qur0gTyP04yR2SfLksy1+k2chjmGb03xvqun7rDjz+GUk+l+SAJMcluTTJZeP3ByT5TJJnLlHXWWmCus1JDk9yblmWP0uz6cbhaabpHrVEgHfjJK9I8uUkvyzL8idlWc5t/DEX/r0rybPW4LMBAAAA2CBmIgBMfhV43T7J3yX5ZpI9kvwiyceTHFrX9XN28LmXJLlvkj9JM915S5Krxu+PSXK/8Y68S93/riT3SPLuNOHbXmmmIr8ryT3quv63JW59YZqRjV9M8pMk+477v5nknUkeWNf1kXVdX7kGnw0AAADABjEYjUYrXwWkqIYHJrlj13UAsOEdkuT1rfYJSS7sqBaYVtdO8pBW+zlJzu6oFgD64ZwtR2/6RtdFdGVN1gBMksFgcKckv5Pkdmmmwl5jFbeNRqPRg9aqJgAAAACYNRMPAAeDwQ2SvDXzf2K3qlvT7FgLAAAAAEzIRAPAwWCwT5ITk9wyTaAHAAAAAHRo0puAPD/Jrcbvf5Dkj5PcIsk1RqPRLqs4ignXAwAAAAAzbdJTgA8dv/4oyd1Ho9H5E34+AAAAALAdJj0C8OZp1vF7o/APAAAAALo36QBw7nlfn/BzAQAAAIAdMOkA8Hvj130n/FwAAAAAYAdMOgCs0+z+e+8JPxcAAAAA2AGTDgDfkORnSY4cDAa3nvCzAQAAAIDtNNEAcDQanZfksUmuSnLCYDD4rUk+HwAAAADYPrtO8mGDweCl47cfT/LIJCcOBoMvJflMkp8k2brSM0aj0csnWRMAAAAAzLKJBoBJXpZkNH4/SrMe4J3Gx2oJAAEAAABgQiYdACZN6LdcezmjlS8BAAAAAFZr0gHgAyb8PAAAAABgJ0w0AByNRidP8nkAAAAAwM6Z6C7AAAAAAMB0EQACAAAAQI+txSYg8wwGg4OT3CbJtZLsPhqN3rHWnwkAAAAANNYsABwMBk9J8idJbr3g1DsWXPdnSe6X5Puj0eipa1UPAAAAAMyiiU8BHgwGew4Gg48k+ec04d+gdSzm9CQPTnLUYDA4ZNL1AAAAAMAsW4s1AN+R5HfSBH7fSzJM8qZlrj8hyQXj949Yg3oAAAAAYGZNNAAcDAYPSvL7SUZJ3p3k10ej0Z8lOX6pe0aj0dY0IeAgyX0mWQ8AAAAAzLpJjwA8avz67SRHjUajzau878vjV1OAAQAAAGCCJh0A3jvN6L93bEf4lyTnjl+vP+F6AAAAAGCmTToAvN749evbed/l49drTLAWAAAAAJh5kw4At+zgc681fv355EoBAAAAACYdAJ4/fr3Fdt531/Hr9ydYCwAAAADMvEkHgKem2c33Uau9YTAY7J3k0WnWDjxlwvUAAAAAwEybdAD4vvHrnQeDwVNWec8/JDlg/P7YCdcDAAAAADNtogHgaDT6cJLPphkF+KbBYLBpMBjss9i1g8HgzoPB4CNJjkwz+u+jo9HotEnWAwAAAACzbtc1eObhST6X5PpJ/jrJn2fb2oAZDAafT3JwkuvOdSU5J8lRa1ALAAAAAMy0SU8Bzmg0+n6Se2bbSMBrJPm1NKP8kuQuSa43PjdIExb+5mg0+smkawEAAACAWTfxADBpQsDRaPSbSR6Z5ANJLsy2wG+Q5JIkH0nymNFodK/RaHTuWtQBAAAAALNuLaYA/8poNPpQkg8lyWAw2CvJ/kkuGY1GF63l5wIAAAAAjTUNANtGo9FlSS5br88DAAAAANZoCjAAAAAAMB12aATgYDB46aQLmTMajV6+Vs8GAAAAgFmzo1OAX5Ztu/pOmgAQAAAAACZkZ9YAHKzimtEK1y08v1ahIgAAAADMpB0NAB+wwvlnJzksydYk/5XkE0m+meTSJHsnuUWSByX57TTrEH4gSbWDtQAAAAAAS9ihAHA0Gp281LnBYPB3SQ5NcnaSx45Go68scelrBoPB7ZK8J01YeM5oNPqTHakHAAAAAFjcRHcBHgwGD0ny3CQ/TfLAZcK/JMloNDozyQOT/CzJ8waDwYMnWQ8AAAAAzLqJBoBJ/ijNOn5vGY1G56/mhvF1b0mzFuAzJlwPAAAAAMy0SQeAdxu/fmk77/vi+PUekysFAAAAAJh0AHjd8ese23nf3PXXXfYqAAAAAGC7TDoA/Nn49X7bed/c9T+fXCkAAAAAwKQDwM+mWcvv8YPB4F6ruWEwGPxGksenWTvwsxOuBwAAAABm2qQDwH8cvxZJjh8MBn80GAx2W+zCwWCw22AweEaSjyXZddz9DxOuBwAAAABm2q4rX7J6o9Ho+MFg8JYkT02yd5K/T/J/B4PBp5N8M8llSfZKcosk905yzTQjBpNm5+D/mmQ9AAAAADDrJhoAjj09TdB3dJpwb/8kv7vIdXPB3yjJG5I8fw1qAQAAAICZNukpwBk1npvkt5Icl+TKNGHfwuOKJB9Mct/RaPS80Wg0mnQtAAAAADDr1mIEYJJkNBp9OsmnB4PB7knumOSgJPskuSTJD5OcMRqNrlyrzwcAAAAA1jAAnDMO+T6/1p8DAAAAAFzdxKcAAwAAAADTQwAIAAAAAD0mAAQAAACAHhMAAgAAAECPCQABAAAAoMcEgAAAAADQYwJAAAAAAOgxASAAAAAA9JgAEAAAAAB6TAAIAAAAAD0mAAQAAACAHhMAAgAAAECPCQABAAAAoMcEgAAAAADQYwJAAAAAAOgxASAAAAAA9JgAEAAAAAB6TAAIAAAAAD0mAAQAAACAHhMAAgAAAECPCQABAAAAoMcEgAAAAADQYwJAAAAAAOgxASAAAAAA9JgAEAAAAAB6TAAIAAAAAD0mAAQAAACAHhMAAgAAAECPCQABAAAAoMcEgAAAAADQYwJAAAAAAOgxASAAAAAA9JgAEAAAAAB6TAAIAAAAAD0mAAQAAACAHhMAAgAAAECPCQABAAAAoMcEgAAAAADQYwJAAAAAAOgxASAAAAAA9JgAEAAAAAB6TAAIAAAAAD0mAAQAAACAHhMAAgAAAECPCQABAAAAoMcEgAAAAADQYwJAAAAAAOgxASAAAAAA9JgAEAAAAAB6TAAIAAAAAD0mAAQAAACAHhMAAgAAAECPCQABAAAAoMcEgAAAAADQYwJAAAAAAOgxASAAAAAA9JgAEAAAAAB6TAAIAAAAAD0mAAQAAACAHhMAAgAAAECPCQABAAAAoMcEgAAAAADQYwJAAAAAAOgxASAAAAAA9JgAEAAAAAB6TAAIAAAAAD0mAAQAAACAHhMAAgAAAECPCQABAAAAoMcEgAAAAADQYwJAAAAAAOgxASAAAAAA9JgAEAAAAAB6TAAIAAAAAD0mAAQAAACAHhMAAgAAAECPCQABAAAAoMcEgAAAAADQYwJAAAAAAOgxASAAAAAA9JgAEAAAAAB6TAAIAAAAAD0mAAQAAACAHhMAAgAAAECPCQABAAAAoMcEgAAAAADQYwJAAAAAAOgxASAAAAAA9JgAEAAAAAB6TAAIAAAAAD0mAAQAAACAHhMAAgAAAECPCQABAAAAoMcEgAAAAADQYwJAAAAAAOgxASAAAAAA9JgAEAAAAAB6TAAIAAAAAD0mAAQAAACAHhMAAgAAAECPCQABAAAAoMcEgAAAAADQYwJAAAAAAOgxASAAAAAA9JgAEAAAAAB6TAAIAAAAAD0mAAQAAACAHhMAAgAAAECPCQABAAAAoMcEgAAAAADQYwJAAAAAAOgxASAAAAAA9JgAEAAAAAB6TAAIAAAAAD0mAAQAAACAHhMAAgAAAECPCQABAAAAoMcEgAAAAADQYwJAAAAAAOgxASAAAAAA9JgAEAAAAAB6TAAIAAAAAD0mAAQAAACAHhMAAgAAAECP7dp1AeupLMsDk7w4SZnk4CSXJvlCkjfWdX3cTjx3tyTPTnJkkluOu7+R5NgkVV3Xm1e4/05JXpjk/kmuk+SCJCcleWVd119e4p79xr+O305ytyQ3TlIk+VGSU5P8Q13Xn1rmM9+W5Ekr/NLOquv6ditcAwAAAMAUm5kRgGVZ3jbJmUmOSXKLJJuT7J/kIUk+WJbl63bwufsk+VSSVye5S5Ldxsddk7wmycllWe69zP2PS3JaksclOSjJL5PcME2YeFpZlocvcev/JHlnkickOSTNf8staYLAI5L8d1mWr1zFL+HyJOcvcfxkFfcDAAAAMMVmIgAsy3KPJHWS66YJAe9U1/V+SfZL8pIkoyTPKcvyyTvw+H9Mcs8kP09yWJK9xsdh4757JXnjEnXdNslb0wSG701yUF3X+6cJAt+XZPckby/L8taL3L5bkjOSPCfJLeq63jPJPkl+PckHxte8oCzLP1qh/vfUdX39JY77r/zLBwAAAGCazUQAmOTpSW6W5LIkD5+bVlvX9WV1Xb8i2wK6vx5P512VsizvkGa0XZL8YV3XH6zrejQ+PpjkaeNzTyjLcrGptC9PE/J9KcmRdV2fN67rvDQjAr+UZI/xdQs9sa7rO9Z1/Ya6rr81vm9U1/U3kjw6zRTipJlaDAAAAMCMmpUA8PHj13fXdX3OIuf/Ns0owIOSPGA7nntkkkGSb2bbqLu294/PDdIEer9SluU1kzxi3Hx1XddXtc+P26/ednm574Lz/71UUXVdb03y9nHzZmVZHrCqXw0AAAAAvdP7AHC8Rt/dx82PLXbNOBQ8e9x80HY8/oHj1+Pruh4t8txRkv9a4rn3STP6L0mOX+L5c/17jK/fHu31+2ZqsxcAAAAAtpmFYOiQNCPwkmb9v6WcmeQ242NFZVkOxs9ezXPn6mib+5zz67q+YLEb67q+oCzLH6dZu/A2ST66mtrG7jf3/Cy/mceDyrL83yS/lmZDkG8m+c80uxefvx2fBwAAAMAU6v0IwCQ3aL0/d5nr5s7dYJlr2vZNMre772qeu+94NOLCupa7d0fqSlmWByeZ2/zjbYuNTmw5OMlNklyaZhORu6TZGOWrZVluz2hIAAAAAKbQLASA7dDtsmWumzu37zLX7MxzFz57n0XO73Rd401M3j1+/veSDJe49AtJnpnkxkn2qOv6Wkn2T7Ne4nlJrpXkuLIsb7WazwUAAABgOs3CFOCZMZ6W/M9p1gu8PMlj67r+xWLX1nX9+kX6Lk5ybFmWpyT5YpIDkrwsCzYwAQAAAGDjmIUA8JLW+72SXLTEdXuNXy/ewecupX2u/exLFjm/s3W9PsmTklyV5DF1XX92FfdcTV3X3yvLskry50keXpblLuOdhRd1t7vd7ZgkxyzzyNecfvrpr9mRWgAAAADYObMQALbX2DsoSweAB41fz1vlcy9OE+Lt07p3uedeXNd1OzQ8d8H5le5ftq6yLF+V5OgkW5I8vq7rD63w3JV8bvy6X5JrJ1l0o5LWNTdc4TwAAAAAHZiFNQC/lmRuE4zbLnPd3Lmvruah4401zt6O5569oH/uc65XluV1FruxLMsD0+wAvGxdZVn+3yR/kubX+Yd1Xb9nmXrWwkVJfrjMsVToCgAAAMAa6/0IwLquLynL8rQk90zysCTvX3jNeNfc24ybn9iOx38yyd2TPHSZa357ieeekuTKJLuP7z92mXuvGF9/NWVZvizJpnHzmXVdv22lolfpnuPXi5NcuNyF4+m9pvgCAAAATKFZGAGYbAvXjijL8kaLnH9RkkGaabknbsdz35Vm1N0ty7I8dOHJsiwPS3LL8TXzAr66ri9K8uFx85iyLIsF9+6abevq1eMNOhY+/8VJ/mLcfH5d129aTdHjzUKWO/9rSZ41bn5kufX/AAAAAJhuvR8BOPZPSZ6X5GZJPlyW5RPquj6jLMs9kzw3zdp5SfKSuq43t28sy/K7SW6c5O11XR/VPjd+xrvT7JL7lrIstyap525N8ubx+3fWdX3WInW9NMkjktwlze67z6vr+kdlWV4/yWvH/VeMr5unLMvnJhmOmy+u6/q1q/h9mPP4siwfleSdSU6p6/on42fuk+T3kvxtkmulWePwZdvxXAAAAACmzEwEgHVdX1GWZZlmyu4dkny5LMuLkuydZG7k3Rvqun7rDjz+GUlunmbK7HFJfplmNOE1xuc/k+SZS9R1VlmWT07ytiSHJ3lMWZa/SLL/+JIrkxxV1/XXFrn978avoyTPL8vy+cvUeFhd16e22kWSw8ZHyrK8JE3QeEC2jQr9cZLH1nX99WWeCwAAAMCUm5UpwBmPwLt9muDsm0n2SPKLJB9Pcmhd18/ZwedekuS+aTbh+EKaXXivGr8/Jsn96rq+dJn735XkHknenWan373STEV+V5J71HX9b0vcOmi9Xm+FY/cF956Y5CVJPprk20m2Jrlmkp8l+VSaNQUPqet6e6ZDAwAAADCFBqPRaOWrgBTV8MAkd+y6DgA2vEOSvL7VPiErbLgFM+jaSR7Saj8nydkd1QJAP5yz5ehN3+i6iK7MzAhAAAAAAJhFAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAAAAD0mAAQAAAAAHpMAAgAAAAAPSYABAAAAIAeEwACAAAAQI8JAAEAAACgxwSAAAAAANBjAkAAAAAA6DEBIAAA8P/bu/tg3ar6PuDfXd7MBRFaIIAQM46m6lVQxJBQowVDYqJZFtopg6/YRjtNkKQksdIg7SRRphpRKzotkwSsgDRNBJcmRWJ8yZvCXBEsCONQoxJAxAnhAhd5c/ePvU94ODnn3HPveXnOWc/nM3NmP+vZa6/9+2fftZ/v3S8AQMMEgAAAAADQMAEgAAAAADRMAAgAAAAADRMAAgAAAEDDBIAAAAAA0DABIAAAAAA0TAAIAAAAAA0TAAIAAABAwwSAAAAAANAwASAAAAAANEwACAAAAAANEwACAAAAQMMEgAAAAADQMAEgAAAAADRMAAgAAAAADRMAAgAAAEDDBIAAAAAA0DABIAAAAAA0TAAIAAAAAA0TAAIAAABAwwSAAAAAANAwASAAAAAANEwACAAAAAANEwACAAAAQMMEgAAAAADQMAEgAAAAADRMAAgAAAAADRMAAgAAAEDDBIAAAAAA0DABIAAAAAA0TAAIAAAAAA3bc9oFrKdSysFJ3pakJDkiyQNJrkvyoVrrlSsYd68kb0nymiTPHL/+WpJLk1xQa31kJ9s/P8mvJfnnSQ5KcneSzyV5d631ho26bwAAAAA2vpm5ArCUsjXJjUnOSvKMJI8kOSDJSUmuKKW8fzfH3S/Jnyd5T5Jjkuw1/r0wyflJPl9K2XeJ7V+d5Nokr05yeJIHkzw1Q6B3bSnl1I24bwAAAAA2h5kIAEsp+ySpSQ7JEAI+v9a6f5L9k5yTpE9yZinljbsx/P9IclySv0tySpIt498p43c/nuRDi9S1NclFGUK7309yeK31gAxh3P9OsneSD5dSnrUB9w0AAADAJjATAWCSNyd5epIdSV4xd2trrXVHrfUdeTwk+63xltplKaUcleS0sfnztdYraq39+HdFkjeN615XSnnuAkP8Roag7fokr6m13jnWdWeGq/KuT7LP2G/D7BsAAACAzWNWAsDXjsuP1lq/tcD6d2W4CvDwJCfswrivSdIluTXJxxZY/4fjui5DqPb3SilPSfLKsfmeWuujk+vH9nse716evIH2DQAAAMAm0XwAOD4n70Vj86qF+oyh4M1j82W7MPyJ4/JTtdZ+gXH7JFcvMu6LM1yBlySfWmT8ue/3GftvlH0DAAAAsEk0HwAmeXaGq+CS4fl/i5lb95zlDFpK6caxlzvus+d9P7efu2qtdy+04fj9d+bXNc19AwAAALC5zEIAeNjE5zuW6De37rAl+kx6cpK5N+wuZ9wnj1cjzq9rqW0Xq2ua+wYAAABgE5mFAHAy+NqxRL+5dct93t2ujjt/7P0WWL/cuqa5bwAAAAA2kVkIAAEAAABgZu057QLWwf0Tn7ck2b5Ivy3j8r7dHHcxk+smx75/gfXLrWua+/4Hjj322LOSnLVEl/O3bdt2/k72BQAAAMAamIUAcPI5d4dn8QDw8HF55zLHvS9DkLbfxLZLjXtfrXUyuLtj3vqdbT9Z1zT3vZD9kzx1J+tbcE+SL067CAA2ve/Pa1+Y5MvTKAQ2sBckOWmifVOSa6dUCwBteGTaBUzTLASAtyTpM7wJeOvYXsjWcfnV5Qxaa+1LKTcnedHEtkuNe/O87+f284OllINqrd+dv2Ep5eAkh8yva5r7XsT2JLfvZP2m99gZZz+aJ159CQC7bI8Lzntw3le3P3bG2f9vKsXABrXHBecdMu+rBx8742znYQCwm5oPAGut95dSrk1yXJKXJ/nD+X1KKUckec7Y/NNdGP4zGUK4n16iz08tMu5fJHk4yd7j9pcuse1DY/+Nsu8nGG/vdYsvAAAAwAY0Ky8BmQu4TiulHLnA+rdmuELwjiSf3YVxL8twdeEzSyknz19ZSjklyTPHPk8I2Wqt25N8cmyeVUrZY962e+bx5+rVWuv85/BNc98AAAAAbBKzEgBemOTrSfZN8slSylFJUkr5gVLK25KcMfY7p9b6hHvCSynfKKX0pZSL5w9aa/1Kko+Ozd8tpbyqlNKNf69K8jvjuo/UWm9aoK5zM1yJd0ySS0sph477PDTJJeP3D439Nsy+AQAAANg8ZiIArLU+lKQk+U6So5LcUEq5N8PLNM7LcPXfB2qtF+3G8P8uyTVJDkxyZZIHkuwYPx+Y5AtJfmGRum5K8sYMD6I8NckdpZR7Mrx049QMAd3ptdbFnls4zX0DAAAAsAnMRACY/H3g9bwk701ya5J9ktyb5NNJTq61nrmb496f5CeS/EqS65I8luTR8fNZSV5aa31gie0vS/KjGa7muzPJlgy3Il+W5EdrrZdvxH0DAAAAsDl0fd9PuwYAgJmxxwXn/XiSv5r46vjHzjj7C9OqBzYixwkArK6ZuQIQAAAAAGaRABAAAAAAGiYABAAAAICGCQABAAAAoGECQAAAAABomAAQAAAAABomAAQAAACAhgkAAQAAAKBhAkAAAAAAaJgAEAAAAAAaJgAEAAAAgIYJAAEAAACgYQJAAAAAAGiYABAAAAAAGiYABAAAAICGCQABAAAAoGECQAAAAABomAAQAAAAABomAAQAAACAhgkAAQAAAKBhAkAAAAAAaJgAEAAAAAAaJgAEAAAAgIYJAAEAAACgYQJAAAAAAGiYABAAAAAAGiYABAAAAICGCQABAAAAoGECQAAAAABomAAQAAAAABomAAQAAACAhnV930+7BtgUjj322LOS7J9k+7Zt286fdj3A2nLMw2xxzMNscczD7Jn1437PaRcAm8hZSZ6a5PYkM/ePBcwgxzzMFsc8zBbHPMyemT7u3QIMAAAAAA0TAAIAAABAwwSAAAAAANAwASAAAAAANEwACAAAAAANEwACAAAAQMP2nHYBsImcn2T/JNunXQiwLhzzMFsc8zBbHPMwe2b6uO/6vp92DQAAAADAGnELMAAAAAA0TAAIAAAAAA0TAAIAAABAwwSAAAAAANAwbwGGnSilHJzkbUlKkiOSPJDkuiQfqrVeOcXSgF1QSjkyySlJTkxydJLDkjyS5JtJPp3k/bXWry+y7TeSPG0nu/hgrfWMVSsYWJFSyulJLlpG14Nrrd9dZIyTk/z7JMck2TfJbUk+keS8xbYBpqOUsitvtzy91vrhedt/I+Z62FBKKQcmeWmSF078HTKuPqHW+rlljLHbc3lrWYArAGEJpZStSW5MclaSZ2QICw5IclKSK0op759edcByjeHfN5O8L8ME/rQk30uyd5LnJDkzyY2llH+9k6G2J7lrkb/ta1E7sGLfz+LH7V3j+n+glHJBko9lmPMPyHAO8MwM5wQ3llKevdaFA7tkqeP8rgw/3Od8aYlxzPWwcbwqyRVJzknyM3k8/FuWlczlLWYBrgCERZRS9klSM/wjc2OS19ZabyilbEnyH5L8ZpIzSynX11qXc4UBMD17jMurknw4yadrrd8tpeyZ5PgkH0hyVJJLSik311r/7yLj/FKt9eI1rxZYTbfVWn94VzYopbwpyS8m6ZO8Pcl7a607SilHJ7kkyXOT1FLK1lrrw6tdMLDraq2HLrW+lHJ1hh/u22qtNy7R1VwPG8u3M4T2X0rytQzz8E6tZC5vNQtwBSAs7s1Jnp5kR5JX1FpvSJJa645a6zuSfGjs91ullL2mVCOwPPckOabW+jO11svnLvevtT5aa/2zJD+V5O4ke2WY1IEZVUrZO8lvjM0P1lrfUWvdkSTjucArM5wbPCPJz0+nSmBXlFKOSPKysXnxFEsBds1Haq2H1VpfWWv9z0n+aDkbrcJc3mQWIACExb12XH601vqtBda/K8P/Jhye5IR1qwrYZbXWe2ut1y+x/q4kfzw2X7guRQEb1cuSHJphjn/X/JW11m8m+ejYfO389cCG9PoMv30fSnLZlGsBlqnW+thubrrSubzJLEAACAsopeyX5EVj86qF+oz/ENw8Nl+2UB9gU5l7CLDHY8BsO3FcfrXWetsifT41Ln+slLLvOtQErMwbxmWttd4z1UqA9bDbc3nLWYAfObCwZyfpxs9LPSPkxgwvEHjOmlcErLWXjsuljvlfLaW8M8lBSe5N8pUkf5Dkolrr99a4PmD3HFxKuS7JPx3btyf5XJIPLPK8z7k5fWfzfzKcKzwrS79QAJiiUsrxSX5kbC7nWV3metj8VjKXN5sFuAIQFnbYxOc7lug3t+6wJfoAG1wp5V8kOXZsLvXjYGuGt3/tyPDD4MQMzwC5tpTyQ2tYIrD7tiR5foZb//bK8Pa/NyX5cinlVxfoPzenL2f+n+wPbEynj8s7kly9jP7metj8VjKXN5sFCABhYftNfN6xRL+5dU9ew1qANTSezF84Nj9ea13oUv8rk/yrJAfXWrfUWg/I8MyPtyd5OMnzkvzx+MBhYGO4I8l/yXB8PqnW+o+T7Jvhx/w1Gd4O/u5SyqvnbTd3DrCc+T9xDgAbVinlB5KcOjY/spPniV0Zcz20YiVzebNZgFuAAZhZpZQDknwiycFJvp7k3yzUr9b6ywt8d2eGN399JcnHM1wxcHoeDxOBKaq1Xp15V/vUWh9J8tlSykuSfD7JjyX5r6WUy2ut359CmcDaOiXJ/uPni5fqaK4HWucKQFjY/ROftyzRb27dfWtYC7AGxgf8/p8kR2W4UuikWuvf7uo4tdaa5M/H5s+tXoXAWqm1Ppzk18fmEUleMLF67hxgOfN/4hwANrLTx+UXa6237O4g5nrYdFYylzebBQgAYWGT9/ofvkS/uXV3rmEtwCorpWxJ8kcZrv65O8lP1lq/voIhrxmXT19pbcC6uWbi8+SxO3cOsJz5P3EOABtSKeXIPP4m0ItXYUhzPWweK5nLm80CBICwsFuS9OPnrUv0m1v31bUtB1gt4/OAPpHkJUnuyXDl383TrQrYQObm9OXM/32GcwZg43l9ht+7Dya5fMq1AOtrJXN5s1mAABAWUGu9P8m1Y/PlC/UppRyRx1/5/afrURewMqWUfZJckeGKgO1JXl5rvWEVhj5uXP71KowFrI/jJj5PHrufGZdbx7l+IT89Lr9Ya31g1SsDVsPp4/LKWuu9qzCeuR42j92ey1vOAgSAsLhLx+Vp4y0E8701SZfhEuHPrltVwG4ppeyV5A8yTPYPJPnZWuu1S2+VlFK6nax/RZKfGJufWGmdwMot47jdK8lvjs3bk1w3sfozSb6dYY7/tQW2PTLJaWPzkhUXC6y6UsqLkzxjbF60jP7memjLSufyJrMAbwGGxV2Y5JczPOfjk6WU19VavzLePvhLSc4Y+50zvlUQ2KBKKXskuSzJKzPcCvRztda/XObm/62U0mcID7fVWneMYx6a5I1Jzh373ZRl/MgA1sXTSin/K8nvJPmTWus3kqSUsmeSf5bknUmOH/v+x8k3ANdaHy6lnJvhPOAtpZQ7k7y/1vpgKeWoJB9Jsm+SW8fxgY3n9HF5W5Z3dY65HjaoUspBE839Jz4/Zd66e+d+l6/CXN5kFtD1fb/zXjCjSilbM/zvwSHjV9sz/EOxx9j+QK31zGnUBixfKeUlST4/Nh9K8ndL9a+1Hjqx7cVJ3jA2+yT3Zvgfv6dMbPLlJK+qtd62OhUDK1FK+eE88Ta972V4q9/+SfYev3skyVtrre9bZIwPJvmFsflokh15/IfHXUlO8PxQ2HjGF33dmeF4fUet9ZxlbHNxzPWwIY3h/HKcUGv93Lxtd3subzELcAswLKHWelOS5yV5b4b/HdgnwwnBp5OcvNkOeJhhk/PdPkl+cCd/k/57kncn+Yskf5MhPHhShkv+P5nhB8NxfhDAhnJXkjMzPPj/lgy3/R+QIQi8Psn7kjx3sfAvSWqtv5jklAxz/vYM/3bcmuT8JM8T/sGGdUoe/4F/8TK3MddDg1Yyl7eYBbgCEAAAAAAa5gpAAAAAAGiYABAAAAAAGiYABAAAAICGCQABAAAAoGECQAAAAABomAAQAAAAABomAAQAAACAhgkAAQAAAKBhAkAAAAAAaJgAEAAAAAAaJgAEAAAAgIYJAAEAAACgYQJAAAAAAGiYABAAAAAAGiYABAAAAICGCQABAAAAoGECQAAAAABomAAQAAAAABomAAQAAACAhgkAAQAAAKBhAkAAAAAAaJgAEAAAAAAaJgAEAAAAgIYJAAEAmBld1x3Xdd0jXdf1Xdfd3XXdYUv0fVLXdTeMffuu616/nrUCAKwWASAAADOj7/trkrx9bB6U5JKu6xY7J35PkqPGz5f0ff8/17o+AIC10PV9P+0aAABg3XRd1yW5OslPjl/9et/375zX5+QkHxubtyY5pu/7+9avSgCA1SMABABg5nRdd2iSG5IckuTRJC/p+/4L47ofSnJ9kgOTPJzk+L7vvzSlUgEAVswtwAAAzJy+77+d5A1J+iR7Jrms67qndF23R5JLM4R/SfKfhH8AwGbnCkAAAGZW13W/neRXxubvJ/laknPG9lVJfrZ3wgwAbHICQAAAZlbXdXsl+askx85b9e0kR/d9/531rwoAYHW5BRgAgJnV9/0jSU5LMvmCjz7J64R/AEArBIAAAMy67yT524n23yT5yynVAgCw6gSAAADMuguTPG2ifWSS902nFACA1ScABABgZnVd92+TnDo2b0hy6/j5zV3X/cvpVAUAsLq8BAQAgJnUdd2zknwpyZYkO5K8MMl+GV4KsleSe5I8v+/7b02tSACAVeAKQAAAZk7XdfskuTxD+Jckb+n7/pa+77clOXv87sAkl3Zdt8c0agQAWC0CQAAAZtFvJzl6/Hx53/e/N7Hu/CRXjZ9fnOTc9SwMAGC1uQUYAICZ0nVdSfLxsfnXSV7Q9/298/ockuGZgIcmeSzJiX3f/9m6FgoAsEoEgAAAzIyu656aIdj7J0keTfLivu+vWaTvSUk+laRLcluSo/u+v2e9agUAWC1uAQYAYCZ0XfePklyaIfxLknMXC/+SpO/7P0ny7rF5ZJLfXdsKAQDWhisAAQAAAKBhrgAEAAAAgIYJAAEAAACgYQJAAAAAAGiYABAAAAAAGiYABAAAAICGCQABAAAAoGECQAAAAABomAAQAAAAABomAAQAAACAhgkAAQAAAKBhAkAAAAAAaJgAEAAAAAAaJgAEAAAAgIYJAAEAAACgYQJAAAAAAGiYABAAAAAAGiYABAAAAICGCQABAAAAoGH/H6VWu+OIYiqxAAAAAElFTkSuQmCC", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "class geom_density_highlight(geom_density):\n", - "\n", - " def __init__(self, *args, region=(-np.inf, np.inf), **kwargs):\n", - " super().__init__(*args, **kwargs)\n", - " self.region = region\n", - " \n", - " def setup_data(self, data):\n", - " data = super().setup_data(data)\n", - " s = f'{self.region[0]} <= x <= {self.region[1]}'\n", - " data = data.query(s).reset_index(drop=True)\n", - " return data\n", - "\n", - "\n", - "region = (40, 60)\n", - "teal = '#029386'\n", - "\n", - "# Gallery Plot\n", - "\n", - "(ggplot(df, aes('x'))\n", - " + geom_density_highlight(region=region, fill=teal+'88', color='none')\n", - " + geom_density(fill=teal+'44', color=teal, size=.7)\n", - " + annotate(geom_vline, xintercept=region, color=teal, size=.7)\n", - " + theme_tufte()\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "This example was motivated by a [question](https://github.com/has2k1/plotnine/issues/574) from github user [Rishika-Ravindran](https://github.com/Rishika-Ravindran)." - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/examples/geom_density.out.ipynb b/examples/geom_density.out.ipynb deleted file mode 100644 index b26d005b1..000000000 --- a/examples/geom_density.out.ipynb +++ /dev/null @@ -1,600 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Density Plot" - ], - "id": "fa88905b-b448-4445-a907-6e5711382437" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:46.074339Z", - "iopub.status.busy": "2024-01-09T15:10:46.074013Z", - "iopub.status.idle": "2024-01-09T15:10:46.745682Z", - "shell.execute_reply": "2024-01-09T15:10:46.744883Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " after_stat,\n", - " geom_density,\n", - " geom_histogram,\n", - " geom_vline,\n", - " geom_rect,\n", - " labs,\n", - " annotate,\n", - " theme_tufte\n", - ")\n", - "from plotnine.data import mpg\n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Density Plot" - ], - "id": "f626d6e0-7708-44c6-8c65-c4c3739cb4bd" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:46.748993Z", - "iopub.status.busy": "2024-01-09T15:10:46.748702Z", - "iopub.status.idle": "2024-01-09T15:10:46.763007Z", - "shell.execute_reply": "2024-01-09T15:10:46.762394Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "mpg.head()" - ], - "id": "cell-2" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The defaults are not exactly beautiful, but still quite clear." - ], - "id": "756347c5-ab7c-4551-91a1-3098df8322d0" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:46.803821Z", - "iopub.status.busy": "2024-01-09T15:10:46.803559Z", - "iopub.status.idle": "2024-01-09T15:10:48.322003Z", - "shell.execute_reply": "2024-01-09T15:10:48.321357Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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j5MiRqlSpkiQOAwEAAIB/oAAEAIfyLP+tXr26Bg4caDgNAI+oqCjdfPPNkqQv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\nrV+/Xna73ehyAbgIA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- } - } - ], - "source": [ - "(ggplot(mpg, aes(x='cty'))\n", - " + geom_density()\n", - ")" - ], - "id": "cell-4" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Plotting multiple groups is straightforward, but as each group is\n", - "plotted as an independent PDF summing to 1, the relative size of each\n", - "group will be normalized." - ], - "id": "0ed273e5-4bc6-4930-87e2-ef150c0655bb" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:48.325055Z", - "iopub.status.busy": "2024-01-09T15:10:48.324697Z", - "iopub.status.idle": "2024-01-09T15:10:48.737499Z", - "shell.execute_reply": "2024-01-09T15:10:48.736896Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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tuv3229d8+8TERCgbjitRa2urHMeR53l8TEvIcRy1trZqdnb2vMPr1IHn89dN\nzUrPzhSputKYX/C3AEtSc3Nac/NpSZK3Lf8PE1M//6mqXlrccc7mlmY5liPPeJqdmS3qcxeqrc3/\nOR4+PK3a+q0XAG72vv768rc14/p/Rm+u/gV5C55mdOY/sw516OaqG/Tg6iM6sHJQPxi7V9dVXbOp\n+uOCr9PlU4yv1Vgf7uvy4b4uD+7p8uGeLp+439cdHR1hl4AS2hI9wLfeeqsk6YEHHtD4+Phpb//G\nN74hY4za2tp05ZVXlqWmc/3Ly/j4uL773e9Kkq677jratYHz4A75wb5qamU1t4Ray3qcsgCk4Huv\n3d4hq7FJkpQ+dKDMVRVPe7stZRvQ2AS8ccPuiO5PPSRJutDZp8sSl5zzfV5d/So1W/69863l7yhj\nMiWtEQAAAEA0bYlU6Q1veIN6enq0srKiP//zP9exY8ck+Ys/7rrrLn3nO9+R5HfRJRKnNkW+//3v\n1y//8i/r05/+9Bmfe3FxUXNzc7n/BW2+qVTqlF8PlowE7rvvPn3yk5/Uo48+qrm5udyvLy8v6/77\n79dHP/pRzc/Pq7a2Vr/+679erA8FsKW4J/0FIE5PTyxGH0cKAsBT/vHNsuTsvUCS5B49IpNZLW9h\nRZJIWmpp8f8cxtkEvGH3rPxQnjw5svXmmjes656uspJ6XfWrJUnTZkY/XX281GUCAAAAiKCKHwGW\npGQyqT/5kz/Rxz72MR0/flwf+tCHVFdXp5WVlVxg90u/9Et63etet+Hn/vjHP679+/ef9ut33323\n7r777tz/f9e73qXbbrst9/89z9MjjzyiRx55RJI/5ptIJLS4uJirqbm5Wf/xP/7HNc8tBLA243n5\nALC7N+Rq1mc0u8envl6qe9FC8sTuPco89bjkZuSeOKHEvgvLX2ARdHQ6mpnOaGyUDsCNmHAn9fP0\nk5KklySvVofTvu73vSp5hX6UekDTZlrfT92rl1ddl9v8DAAAAGBr2BIBoCTt3LlTn/3sZ/X1r39d\njz32mCYmJlRfX6+9e/fqzW9+s2644Yay1nPllVfq9ttv1/PPP6+hoSHNzc1paWlJ9fX12rFjh667\n7jq94Q1vOOfZfwDOzJualFIrkiQ7ZgFg5xmO3khs3ynZCcnLKHPkUGwDwPYOW4cPSuOj/iHUcejM\njIIfpu6XkZEl6ZVVN27ofR3L1i3Vr9C3Vr6jMW9cT6af1rVVLylJnQAAAACiacsEgJLU0tKi973v\nfXrf+9637vf5whe+cNa3f+ITnzivWrq6uvTOd77zvN4XwLm5Q4O5a6cn+gGgMfkzAM8UACpZJWfb\nNrkDJ5Q5cqistRVTe4ffeba8bLQwb9TYRAB4LvPegh5dfUySdFni0g11/wWuSV6lH6Ue0LyZ1w9T\n9xMAAgAAAFsMM0AAKpJ7MhsAOo7sGGyzmpuXlv2GRa1VrrN7ryTJmxiTN1e6bb2l1NGZ/7YzNsYY\n8Ho8tvozpeUv73hl9emb7NcjYSV0Q9V1kqQT7oCG3JNFqw8AAABA9BEAAqhIQQBod3bJcqLf7ByM\n/0prdABKSuzak7uOaxdg0AEoSeMjLAI5F2OMHsl2//XaPdru9J33c12bvFp2dg3zI6nHilIfAAAA\ngHggAARQkWK3AKRgA/BaAaDd3iGr3j8XNK4BYH2Dpeoa/5oOwHM75p7QiOenwy/d5Nhuo92oixP+\n2ZGPpX+utElvtjwAAAAAMUEACKDieAvzMrMzkiQ7Buf/SdJINgBsbJBqatZ4kGXJ2bVbkuQeOyzj\nxa+DzrKsXBfg2Gj86i+3oPsvIUdXJ6/Y9PO9NHmNJGnJLOvJ9DObfj4AAAAA8UAACKDi5M7/UzwW\ngEjS2Lj/37W6/wLBGLBZWZFX8PuMk44OR5K/CRhrS5mUfr76pCR/+UetVbvp57wwcYEaLb+L9Ker\nj2/6+QAAAADEAwEggIrjDg3lrp2unhArWR9j8mcAnmtfSWLXbsnyz3FLHzlc2sJKJOgAnJr0lEmb\nkKuJrmfTB7SqVUnStVVXF+U5HcvWlcnLJEkHMge15C0V5XkBAAAARBsBIICKE3QAWq2tstacp42O\n+XlpJbsBuL39HA+uqZXT7Yea7tGYBoDZTcDGSBMTdAGu5Yn0U5KkOqtOe5zdRXveKxJ+AOjJ01Pp\n/UV7XgAAAADRRQAIoOIEAWBcFoAE47+S1HGuAFCSvXO3JMkdGpRJrZSmqBIq3AQ8xibgM1o1q3o2\n/bwk6bLExXKs4n273u5sU7PVJEl6Iv100Z4XAAAAQHQRAAKoKCadljfmb9QIOuWirjAAPGcHoKTE\njl3+hfHk9h8vSU2l1NZuB1PMGmcT8Bk9m35eq/K39F6RHdktFtuydHnyUkmMAQMAAABbBQEggIri\njo36s6WS7Bic/ydJY9nz/2prpfq6cz/e6e2TnIQkKXPsSAkrK41EwlJLq58Asgn4zILOvFqrVnuc\nXUV//sIx4KfTzxb9+QEAAABECwEggIrijZzMXTtd3SFWsn5BB+B6xn8lSYmknL4+SVLm+NHSFFVi\nbe3+t58JOgBPkzYZPZs+ICkY/3WK/hrbnW25bcD7M88V/fkBAAAARAsBIICK4o4M+xeJpKyW1nCL\nWafRbAC4nvHfgLNjtyTJGx2Rt7RQ/KJKrK3dD7XGxwkAX+xw5qhSSkmSLk1cXJLXsC1LFyUukCQd\nSB9UxmRK8joAAAAAooEAEEBFcbMdgHZnpyw7+l/illf8LcDSBjoAJSV25sdC3ePHilxV6QUdgEuL\nRktLhICFnsv4yz8ScrQ3sbtkr3NxNgBcUUpHMvG7hwAAAACsX/R/OgaADQg6AJ3OmIz/juWvNxIA\n2l3dUlWVpHieAxgEgBJjwC+2P7v9d4+zW1VWVcleZ19irxz5nZjPZkNHAAAAAJWJABBAxTAryzLT\nU5KyAVkMFG4A3kgAKNuRs32nJMmN4TmApwSAjAHnjLnjGvcmJEkXJS8o6WtVW1XanV0w8myaABAA\nAACoZASAACqGOzqSu3Y6u0KsZP2CADCZlJqaNva+zg4/APSmJuXNzhS3sBJrabEUTGiPj7EJOFAY\nxF2cuLDkrxeMAY964xp3J0r+egAAAADCQQAIoGLkFoAoRh2A2RHg9jbJsjb2vonsIhApftuAbcdS\nS1t2EzAdgDnPZvztv512u9rs0i+xCRaBSNKBzMGSvx4AAACAcBAAAqgYwQIQVdfIatxgO11Igg7A\nDY3/ZtntHbLq6iTFcwy4vZ0AsFDapHUk4/85Xpgo7fhvoN1uU7PVLEl6IXOoLK8JAAAAoPwIAAFU\nDC9YANLVJWuj7XQhSKelqWn/uv08AkBZluxtOyRJbv/xotVVLsE5gBNjnowxIVcTvqOZ40orI0na\n5+wpy2talqV92U3DBzNH5BnCWAAAAKASEQACqBhBB6Adkw3AE5NSkHudTwegJCX6tkuSvJlpeXOz\nRaqsPIIAcHnZaGmRAPCFzGFJki1buxM7y/a6+xJ+2LhkljTknizb6wIAAAAoHwJAABXBW5iXmZ+X\nJDkxOf9vdCx/fb4BoJPtAJQkt//YJisqr8JNwONjdJ69kD2Db4ezTdVWddled29Bt+EBxoABAACA\nikQACKAinLIAJCYbgMez5//ZttR6nvse7M5OqdoPizInjhensDIpDAC3+jmAS96y+t1BSacGcuXQ\naDeoy+6UxDmAAAAAQKUiAARQEbzRwgAwHh2AwQKQ1hbJcc7zSSxbTl/2HMCYBYBNzVbu9z0x7oZb\nTMgOZY7IyB+DDkZyyyl4zSOZY0qbTNlfHwAAAEBpEQACqAhBB6BV3yC7vj7katYntwG4Y3PP42z3\nA0Bvclze4vwmqyof27bU2pZfBLKVBZ13VarSDmdb2V9/r7NbkpRWWv3uQNlfHwAAAEBpEQACqAhB\nABiX8V/Pk8Yn/Ovz2gBcILF9e+7aPXFic09WZsEY8PgWHwE+kjkqSdrl7JBjnW876Pnb5eTPkjya\niddZkgAAAADOjQAQQEXwRkckxScAnJ6WMtlJy/NdABKwO7ulRFKSlInpIpCJcVfGbM1NwEvesk56\n/v27K7HjHI8ujTq7LncO4GECQAAAAKDiEAACiD1vcUFmaVGS5HR0hlzN+oyO5683GwDKduT0+WOj\ncTsHMAgAUyvSwvzWDACPusdy5//tcnaGVkfQBXjUPS7PbO2OTAAAAKDSEAACiL2g+0+S7PZNHqhX\nJmMFAWB72+afL3cO4PiovOWlzT9hmbAJ2F+8IUmOHG0P4fy/QBAALptljXijodUBAAAAoPgIAAHE\nnjtWEAB2xGMEeGzM/29Tk1RVtfnnc7ZlR0eNkTcQn3MACwPA8bGtuQk4CAC3OX1KWonQ6tiVyHcf\nHmEMGAAAAKgoBIAAYs8by3YrVdfIamgIt5h1ym0A3uz4b5bT3SPZ/vKIzGB/cZ60DJqaLCWymddW\n7ABcNWmdyG7d3e2Ec/5foMVqVpPVJIkAEAAAAKg0BIAAYs8d9QNAp6NDlmWFXM25GVP8AFCJpJzu\nbkmSOxCfANCyLbXmFoFsvQCw3+2XK7/zMczz/yTJsqzcGDABIAAAAFBZCAABxF7QAWjHZAHI/Ly0\nsuJftxcrAJRk922XJLlDgzJupnhPXGK5TcBbcAQ42LhrSdoZ0gbgQsEW4mkzoylvOuRqAAAAABQL\nASCAWDOrq/JmpiTF6Py/Ym4ALuD0ZhdIuBl5I8PFe+ISayvoADRma20CDjrtuu1u1Vo1IVeTXwQi\nSUczx8MrBAAAAEBREQACiDV3fNSfqVVMNwCXIgBUvM4BbM8GgKur0tzs1gkAPePpWDZk2xXy+X+B\nbrtLNaqWxBgwAAAAUEkIAAHEWm4BiOIzAhxsAK6tlerrive8Vn29rOYWSfE6B7BwE/BWOgdwyD2p\nFaUkSbsT4Z7/F7AtOzeKTAAIAAAAVA4CQACx5o6O+BeOI7u1Ndxi1qnoC0AKOH1+F6A7cEJG8eim\nOzUA3DrnAB5xj+euo9IBKEk7HP8syWFvRCtmJeRqAAAAABQDASCAWMstAGlrl2U7IVezPqPZALCY\n47+BYAzYLMzLzMwU/wVKoKHRUiLpX09ObJ0OwBMZv0uz2WpWk90UcjV5O5zsPSSj/sxgyNUAAAAA\nKAYCQACx5o75HYBxGf9dXvG3AEul6gDcnrt2B08U/wVKwLIstbb63462UgB4zPX/fHY4fSFXcqpt\nBfWccAdCrAQAAABAsRAAAogt47ryxv12Ors9HgFgcP6fVJoA0G5vl6r8JQ6ZGJ0D2FqwCXgrWPAW\nNOFNSpK2O9vO8ejyqrVq1GH7N+dxNz73EAAAAIC1EQACiC1vekpyM5IkJyYdgIUbgEsRAMqy5fT6\nHVxejALAtragA9CVMfE4u3AzjmfyfzbBmXtRsj3bBXgiE597CAAAAMDaCAABxJYXLABRfEaAgwAw\nmZSaSnTsW3AOoDs2IpNKleZFiqw1GwCuLEtLi5UfAB7L+OO/tmz1OT0hV3O6oCtxxsxqxpsNuRoA\nAAAAm0UACCC23OwCEEmy2ztCrGT9ghHg9jbJskrzGkEHoIyROzxUmhcpsiAAlLbGOYBBANhjdytp\nJUOu5nSFY8knMpwDCAAAAMQdASCA2PKyC0Cs5hZZVVUhV7M+QQdgScZ/s5yefEeZOxSPLa6FAWCl\nnwPoGU/HM8ECkGid/xfosbvlyN+qfYJzAAEAAIDYIwAEEFtx2wCcTktT0/51ewkDQFXXym71X8Ad\nikf3VnOLJSv7HanSOwCH0yNaNiuS8mftRU3CctSbHU1mEzAAAAAQfwSAAGLJGCMvOwIclwUgE5NS\nsN+ilB2AkmT39EqKTwDoOJZamv2Z6MkJN+RqSuvwytHcdRQXgATyi0AG5JnKDmUBAACASkcACCCW\nzPy8zPKypPh0AI6O5a9LHQA62QDQLMzLm4vHEofWdv9bUqWPAB9aOSJJqlWN2u22kKtZW3AO4IpW\nNOaNn+PRAAAAAKKMABBALAXjv1J8AsDg/D/bllpbS/taTk9+tDQuXYDBOYCVPgJ8OOV3AG53tskq\n1SaYIthu5++h45wDCAAAAMQaASCAWPJO2QAcrwCwtUVynNK+lt3RKTkJSfFbBDI/Z5RKmZCrKY1V\ns6r+lB/Ibo/oApBAu92mWtVIkk5kCAABAACAOCMABBBL3rg/T2vV1squrw+5mvUZy44Ad3SU4cUc\nR053t6T4dQBK0lSFdgEOZAblyf+9RXUBSMCyLG3L1tjvxiNEBgAAAHBmBIAAYskd9zsA7bZypGmb\n53n+EhCpxBuAC9jZMWD35JCMF/3FGm3t+W9JExW6COREJh+kbYt4AChJfdlNwEPusFxTmX8mAAAA\nwFZAAAggloIOQLtcadomTU1LmYx/XeoFIAGn218EokxaZnzs7A+OgNbW/LekyQpdBNLv+t2YzVaT\nGuzod672Of49lFFGI97oOR4NAAAAIKoIAAHEjslk5E357XR2ezw6AMfKuAE44PT25q4zMRgDTlZZ\namj0l2JU6iKQ/mwH4LZE9Lv/pHwAKOVrBwAAABA/BIAAYsebnJCMvyQiLiPAwQIQSWpvK89rWo3N\nsurqJMVvEchEBXYApkxKI67fRbetIFiLslarRTXZRSAD7lDI1QAAAAA4XwSAAGLHKxhnjU0HYDYA\nbGqSqqrK9KKWJbs7ew5gDDoAJaktGwBWYgfgoHtSRn5wHZcOQMuycucADrAIBAAAAIgtAkAAseMW\nBoBtZWqn26QgACzX+G/A6fbDG29iXCa9Wt4XPw9BB+DMtCfXNSFXU1yFAVpcOgCl/BjwoHtSnqm8\nYBYAAADYCggAAcSON+EHgFZzs6xkudrpzp8x+TMAyx0A2t3duSK80eHyvvh5CAJAz5OmpyorbArO\n0GtxWtRgN4RczfoFHYBppTXqRX+ZDAAAAIDTEQACiB13zD9HLS7n/83NSysp/7rcS4udrnynmTsc\n/TPc2trz35Yq7RzAoANwV/WOkCvZmD47fw9xDiAAAAAQTwSAAGIn6ACM2/l/Uvk7AK36elkNjZKk\nzMmT5X3x8xB0AErSZAUFgCmT0ki2e25n1faQq9mYNrtN1fI7bdkEDAAAAMQTASCAWDHLyzLz85Ik\nu63Madp5GiuYmuwIIbO0u7LnAMagA7C2zlKNv3S2ohaBFC4A2VkVrw5A27LUyyIQAAAAINYIAAHE\nijuRT9OcmHUA1tVJdbXlf32nyz8HMG6LQCbG3ZArKZ7C4Gxndbw6ACUWgQAAAABxRwAIIFa8wg3A\nMQkAR0NaABKwe/zurdgsAsmeA1hJHYDB6Gyz1aRGpzHkajauz/bvoZRSGvcmQq4GAAAAwEYRAAKI\nFTcIAG1HVnNLqLWsV9ABWO4FIAEnOwIsxWMRSNABODnpyfNMyNUUR9ABuC3RF3Il5yfoAJSkfsaA\nAQAAgNghAAQQK0EHoN3WJsuO/pewpWVpYcG/DqsD0KqL1yKQtmwAmElL83PxDwALF4BsKwjS4qTD\nbldSSUnSkBv9ewgAAADAqaL/0zMAFPDGRyXFZ/z3lAUgIe4ssbvjswikcBPwRAVsAi5cABLXDkDb\nstXtdEnyfz8AAAAA4oUAEEBsGGNyI8B2W0wCwPH8dZgB4CmLQFajvQgkOANQkiYn4r8IpHABSFw7\nACWp1/bvoUF3SMbEvzMTAAAA2EoIAAHEhpmblbLhlR3WgXobFASAVVVSY4i7H4IOQBkjbyzai0Aa\nGywlEv71ZAV0ABYuAGmwG0Ku5vz1OH4AuGAWNWfmQ64GAAAAwEYQAAKIDTeGG4CDEeD2Nsmywqsj\nTotALNtSS3YMeKICNgEPuP7Huy/G3X+S1Gvn7yHOAQQAAADihQAQQGx4cQwAsx2AHSGXe8oikKFo\nB4BSwSbgmHcApk1ao9kFIL1OzzkeHW3dTpeCDJtzAAEAAIB4IQAEEBu5ALC6RlZdfbjFrEM6LU3P\n+Ndhnv8XyC8CiX54E2wCnox5B+CwOypP/u8hOEMvrqqtKrXZbZLoAAQAAADihgAQQGzkFoC0t8sK\nc552ncbHpWBXQhSOLMwtApmMwSKQbAC4vGy0tBjfELAwKAvO0Iuz/CIQAkAAAAAgTggAAcSGN+EH\ngE5MNgCPRmQDcMCJ0SKQ1rZ8wBvncwCDoKxGNWqxmkOuZvOCEHPMG9eqiXaIDAAAACCPABBALBjX\nlTc5ISl+5/85jtTaEmopkiS7K7+Ewj0Z7XMAgw5ASZqKcQAYdAD2OF2x6Fo9l2ARiJHRSXck5GoA\nAAAArBcBIIBY8KYmJM8PgmITAGaPLGxrlewIfLW16upyi0DckWh3ALa02LmtyXE9B9AYkwsA474A\nJFA4xswYMAAAABAfEfiRFADO7ZQNwG0RmKddh6ADMArn/wXszi5Jkjca7QDQSVhqavYTwLgGgFPe\ntJa1IknqifkCkECT1ag6q1YSi0AAAACAOCEABBAL7lhBABilRG0NritNTPrXUTj/LxAEgO7YuIzn\nhlzN2bW2+t+iJsajXedahrx8QNZbAQtAJMmyLPVkx4AJAAEAAID4IAAEEAvBAhCrsUlWVXXI1Zzb\n5JQfAkrRCgCdDj8AlJeRmRg/+4NDFpwDODUZzw7AICCzZanT7gy5muIJwswhd1ieieefDQAAALDV\nEAACiIVgBDgO3X9SfvxXitYIsNPVlbt2Iz4GHASAszNGmbQJuZqNC87I67A7lLQSIVdTPME4c0op\nTXpTIVcDAAAAYD0IAAHEghsEgG0xWQBSGAC2hVfHi1nNLVIyKUlyhyMeALb736KMiWcX4JDrf3wr\nZfw30MsiEAAAACB2CAABRJ5JpWTmZiXFbwNwS0sub4sGy86NAbtjIyEXc3bBGYCSNBGzRSDLZkUT\nnn8IZKUsAAl02B1y5EjiHEAAAAAgLggAAUSeO1G4ACQmAWC2AzBK5/8FrGAT8MiwjKI7WhuMAEvS\nVMwCwJNuvruy1+kJsZLiS1iOumz/85AOQAAAACAeCAABRF5w/p8k2W0RTNRexJhoB4BONgA0y0sy\nc3MhV7O2mlpLtbWWJGlyIl6bgAuDsUrrAJSkHodNwAAAAECcEAACiLxcAGjZsltawy1mHWZnpdVV\n/zpKC0ACQQAoSd5otAOc1jY/AIzbCHAQjDVYDWqw60Oupvh6s6HmtJnRorcUcjUAAAAAzoUAEEDk\n5RaAtLbKcpyQqzm3wgUgUewAtNs7JMsP1tyRaJ8D2JIdA56MaQDYW4Hdf5LUU7AIhC5AAAAAIPoI\nAAFEXtABGJfz/0bzE8uRDACVrJLd6q8mdkejHQAG5wBOTXjyvOieV1jINW7uDMCeCtsAHDglAPSi\nvU0aAAAAAAEggIgzxsjLLgGJw/l/Ur4DsL5eqqkJt5a1WB2dkiRvNNrhTVs2AMxkpPm5eASA496E\n0spIknorNACss2rVZDVJogMQAAAAiAMCQACRZhYXZZaXJcUvAIxk91+W0+kHU97UpMzKSsjVrK1w\nE3BczgGs9AUggSDcJAAEAAAAoo8AEECkueOjues4jAAbI41mS+6McLlOV34RyOrJoRArObvCAHBy\nPB6bgINALKGE2u0Ip8Cb1GP799CwOyrXxOPPBgAAANiqCAABRFqwAESKRwfgwoK05DcsqiPCAaDd\nke9MS0c4AGxstOQk/Ou4LAIJAsBuu0uOVbnfZoNzADPKaMwbP8ejAQAAAISpcn8yAVARvKADMJGU\n1dQUbjHrMFKwACTKHYBWfb2sunpJUvrkYMjVrM2yLbW05heBxMFghS8ACRSONw+50T5LEgAAANjq\nCAABRJo7ll8AYsWgm2o0P7Ec6QBQkuxOf4QzFeEAUMovAonDGYDz3rzmzJykyl0AEmi325SU357J\nOYAAAABAtEX/p2kAW5obbABuj/74rySNZAPA+nqptjbcWs4lCAAzwydlvOie4RacAxiHEeDBgk64\nSl4AIkm2Zasrew4gAeCpMiajp1af0X2pB/V8+gVlTCbskgAAALDFJcIuAADWYjwvdwZgHM7/k6TR\n7Ahw1Lv/JMnp6FRakslklBkbk12wGCRKWlotSdLSotHyslFtrRVyRWsbcvPnKVb6CLDk/x6HvJOM\nABc4lDmi/7X4Fc2Y2dyv9djd+q36d2u70xdiZQAAANjK6AAEEFmZ6SkpnZYUow3AMQoA7Y6CTcAj\n0e3gKtwEPDUR3U5FKX8WXqvVqhqrOuRqSq/H8e+hWTOnBW8x5GrC91z6gD678HenhH+SNOKN6q8X\n/pagFAAAAKEhAAQQWenR/A/Ldlv0E7W5OWllxb+O8gbggN3aJlmOJGk1wpuACwPAqJ8DOJgdhe11\notlNWWynLgKJbohcDmPuuL6w+CV58pRUUm+r+WX954Y/0huqXytL0pJZ1hcW/5dSJhV2qQAAANiC\nCAABRFZ6pCAAjMEZgKMx2QCc4zi50er0cHTDm9ZWW8pO/Ub5HMC0SWvU82+CHqcn5GrKo3DMeXAL\nB4Ce8fSlpa9qVauyZOm2uv9L11ZdrXq7Xq+sfoV+sfoXJEnj3oT+ZeWekKsFAADAVkQACCCyVoMA\nsKZWVm1duMWsw0jcAkBJVocfAK5GOABMJC01NfoJ4OR4dAPAEXdUnvz6eit8AUig1qpRi9UsSTq5\nhcdbf7L6Mx13T0iSbqm6SRcm9p3y9hurXqYLnL2SpAdSD2vcnSh7jQAAANjaCAABRFZ6dESSvwDE\nsqK7+CEwmt0A3Ngg1dSEW8t6OR2dkqTM1IRMKrqjiS3ZMeCpyegGgIUdcFthAUggOAdwyItuiFxK\nqyatf175niT/7MdXV7/ytMdYlqU31fyCLFly5ep7Kz8od5kAAADY4ggAAURWMALsxGD8V4rXApCA\nnQ0AZYzSIyPhFnMWwTmAUT4DMDgDr0bVua64rSA4B3DEHZVror2kpRQeWX1Mc2ZOkvSGmtcoYSXO\n+Lgup1NXJ6+QJP0s/YRmvNkzPg4AAAAoBQJAAJFkXFfpcT9Ri8MCEGOksWwAGIcFIAGnvTN3nY7B\nJuCZKU+ZjAm5mjMLOgB7nO5YdKwWS9DtmJGrEW/sHI+uLJ7x9MOV+yRJXXanLktcetbH31R1gyTJ\nlauHUo+UujwAAAAghwAQQCR5kxOS53d72e3RT9RmZ6WV7ARtnDoArcYmWdXVkqTVGASAxkjTU9Hr\nAjTG5DoAe7fIApDAVt4E/GzmgKbMtCTplVU3yj5H8Nvr9Gi3s0uSf26gZ6J3LwMAAKAyEQACiCR3\nPN9JFGyqjbLYbQAOWJYSnX6AE+lNwG35b1dR3AQ8baa1rBVJpwZiW0Gb3aqkkpK23iKQh7NdfLWq\n0RXJy9b1Pi9NvkSSNG1m9ELmUKlKAwAAAE5BAAggkuIWABZuAI7TCLAkJbviEADmO6uiGABu1QUg\nkmRbtrqzi0AGt1AH4LQ3o2czByRJ11RdraSVXNf7XZ68VNWqkuSfBQgAAACUAwEggEhyx/2VulZD\nY25ENcqCDcBNjVIMyj1FIhsAegvz8hYXQq7mzGprLVVnNytHMQAMRl9tWeqyO8/x6MoTdD0ObaEO\nwB+nfiIj/zzK65LXrPv9qqykLkleJEl6Ov2sMiZTkvoAAACAQgSAACIp6AB0YnD+n5QfAY5b958k\nJbt6c9fe2GiIlazNsqzcGPDkRPQ2zQ5mg68Ou0PJNbbAVrLebNfjvJnXnDcfcjWlZ4zRY+mfS5J2\nOzvV5Wws9L0i4Y8LL5tlxoABAABQFgSAACLJCzYAxyAANCYfAMbq/L+sRFdX7tobHwmxkrNrbc0G\ngOPR7QDs3WLjv4FTF4FUfhdgvzuoSW9KknR18soNv/8FiX25cxOfS79Q1NoAAACAM9l6bQpblGVZ\nsm3y3mJzHCfsEiqSSaXkzfibNROdXZH/OE9NG62u+qFUd5clxzn7JtCocWrr5DQ2yp2flzc2FtmP\nd1uHIymjqUlPtm3LOsfG1XJZ9lY04U1KkvoSvWf9+Dm2c8p/K0Wf3SMt+dfDZkRXOJeGW1CBUtzP\nT648Lckf+b6y+rIN/3k6crQ3uVsvpA/p+cwLkf2cW4+g9jj/HuKIj3dpcV+XHx/r0uKeDgcfb0QN\nAeAWUVtbq7q6urDLqCiO46i1tTXsMipSqv+EprLXDdt3qK65OdR6zuXEwKok/+y83bvq1dQYvy+t\nie5eufPz0uSEmiP68d62zZaU0uqqZNtNammJxsd5bPmQ5OfV2te0V8215/74NTQ2lLiq8mpWs9oX\n2jSZmdKYMx6Zr42l+DptjNETs34AeFHNhepr7Tuv57naulIvTB3SmDeuVENaPcmuc79ThDU1NYVd\nwpbB3z/Kh/u6PLiny4d7uny4rxFF0fjpCSW3vLysVCoVdhkVoampSY7jyHVdzc3NhV1ORUodOZy/\nrqtXenY2xGrO7cjR/Ehqbe2i5uaj0Zm2XvV1DUp2dSt1+KBWh09qZnpaVgQ7hmvq0rnrI4entHff\n+raultpzKwdy100rjZpdXft+dWxHDY0NWphfkOtF7yzDzei2ujSpKR1bOq7p6elQaynl1+njmX5N\nZPyOz8vsizV7nl+fdrjbctePTvxEr6q5uSj1lZvjOGpqatLc3Jxct7Lu6ajh7x/lw31dHtzT5cM9\nXT5xv68JLSsbAeAWYYzhi30J8DEtjcxY9hw6y5LV3BL5j/Nw9sizlhYpkTByXRNqPeejqjt7hlt6\nVZmpSdmtbeEWdAaFjYnjoxnt2h2NkHIgPShJarAaVGdq13W/up4b+ft6o7qtLj2nAxp2R7WSSUVm\nGUqxP84/X3lCkj/+e7F90Xk/f6ta1Gq1atpMa3/qed2cvLGYZZad61bePR1lfKzLg/u6fPg4lwf3\ndHnxsUbUROOnJwAoEGwATrS1y0pEI0Q4m+FsXtm1sUWgkZLo7MldR3UTcFOzpeCotShtAs4tALG3\n5gKQQI/jj7B68jTqjYVcTek8k35OkrTb2a16e3NHa1yU2CdJOpg5rIzJbLo2AAAAYC0EgAAiJ9gA\nnOyM/plYmYw0Nu5fxzkATHZ2StmlGu5YNDcB27allpbsJuCJaGwC9oynk67/8erZohuAA4W//yAU\nrTQT7mQu3LwkceGmn+/CbAC4qlUdd09s+vkAAACAtRAAAoicIABMxCAAHJ+Qgu7+OAeAdrJKTluH\nJMkdj2YHoCS1tvkhZVQCwDFvQmn5ZxNu9QCw1WpVlaokVW4A+Gzm+dz1RYkLNv18uxI7FZwYeiRz\nfNPPBwAAAKyFABBApHhLizJLi5Li0QE4XNAs1xX9cs8q2eUHWN5olAPAaHUADrpDueutPgJsW1Zu\nDHjIHQ65mtJ4Nu0HgO12mzqc9k0/X61Voy7b/5eDo5ljm34+AAAAYC0EgAAixRsfz13HIQAcyQaA\niYTU2hJqKZuWyCaY3uSETEQ31AYB4MK80cpK+MtWgqAroYTa7c0HQnHXkw1Bh9yTMib8P59iSpmU\nDmaOSCpO919gl7NTknTUPSHPRCPYBgAAQOUhAAQQKd5EfnlAoiv6HVVBB2Bnp2TH/CtqsiMbuBpP\nZmoy3GLWEASAkjQ1GX5YMpTtAOy2O+VYMb8BiiAYg14wi5oz8yFXU1wHM0eUkb+o4+IinP8X2Ols\nlyQtm+WKXp4CAACAcPHTCoBICTYAy0ko0dIabjHrMJKdlo3z+X+BwjMXc38OEVMYAEZhE/BgtgOw\nx+k5xyO3hh67cheBHEgflCQlldTubNdeMexK5J/rCGPAAAAAKBECQACREiwAsdvaZUW8pW5xSZqd\n86+7KyEAbGuXsl1sXlQDwNaCAHA83A7AeW9ec8a/AXq3+AKQQLeTD5ErLQB8IXNIkrTb2amElSja\n87ZYzWq0GiVJR1kEAgAAgBKJ9k/XALacIHhy2jtCruTcRgoWgHRWQABoOQnZ2a5LdyKaAWCyylJD\nQzQ2AQ8WLLro2eILQALVVpXaLP8eGqygRSCz3pxGPL/dd19iT1Gf27Is7cqOAR9x6QAEAABAaRAA\nAogMY0wueLLbo79Q4ZQNwBUQAEqSlf24R7UDUIrOJuDCDrceOgBzgo/FyQrqADyYOZy73pvYXfTn\n3+nskCRNelOa8yrr7EQAAABEAwEggMgwc7PS6qqkeHQABgFgQ4NUVxduLcVit2UDwInJyG8CjkoA\n2Gq1qMaqDrWWKAkCwFFvXGmTDrma4ggCwFrVqMcu/nmP252+3PWAO1j05wcAAAAIAAFERuHiCTsG\nAWAwAlwp3X+S5LRlP+5eRmZmKtxi1hAEgNNTnlzXhFbHYDYA5Py/U/Vmx6E9eRpxR0OupjgOZs//\n25PYLduyiv78PU6PLPnP208ACAAAgBIgAAQQGV7BuXNR7wD0PGkkW25319kfGyeFwas7Nh5iJWsL\nAkDPk2amw+kCTJu0Rj3/BmD891SFi0AGK2AMeMKd1KQ3Lan45/8Fqqykumz/c28gQwAIAACA4iMA\nBBAZuXPnqqtl1TeEW8w5TE5J6ex0YyV1ANqtrVK2w8kbj2b3VmtbvgMrrDHgEXdUnvzX7i3BSGic\ntVotqpY/En3Si/8ikFPO/3N2l+x1+pxeSXQAAgAAoDQIAAFEhjvmB052e4esEozZFVPhBuCuCuoA\nVCIpu7lFkuRORLsDUAovABxkAciaLMtST7YLcKgCOgBfyI7/NlqN6rBLt5woCABnzKzmWQQCAACA\nIiMABBAZXjYAdNqj31IXLACxbam9Ldxais3KjgGbiG4Crqu3VFXlX4cVAA65fmdbjarVYjWHUkOU\n9WTPARx0h2VMeOc0bpYxJtcBuC+xu6T/MLHN7s1d0wUIAACAYiMABBAJJpOWNzUpSbI7on3+n5QP\nADvaJccJt5Zis7OLQNyJcRkT7qbdM7EsK78JeDysDsAhSX73X9S7VcMQdEUumSXNmNmQqzl/I96o\n5s2CJGmvU5rz/wKFi0AGsvcXAAAAUCwEgAAiwZuYkLKdQnYcOgCzx+NV0vl/ASdoaXQzMtPT4Raz\nhpYgAJwsfwBojNFQ9mw7xn/PLOgAlOI9Bnw4czR3vSexq6SvVWUl1ZldBEIHIAAAAIqNABBAJLhj\n+UP17IhvAF5JSVNT/nVFnf+XZbfmP/6Fm5mjpC0IACfcso+YTptpLZtlSSwAWUu306mgLzIYl46j\nI5ljkqRmq0mtdkvJXy84B5BNwAAAACg2AkAAkRCc/yfLkt1WuoP2i2G4IM+oxA5Au61NysY3bkTP\nAQxGgFMr0uJCeQPAwgUgvXQAnlGVVaV22+8krYQAcJezoyyv15vtnJw2M1rylsvymgAAANgaCAAB\nREJuA3Brm6xEIuRqzu5kQZ7RU4n5T7JKVrO/2CLqAaBU/kUgQQBoy1anXYEJcJEEY8BxHQGe8qY1\nbWYkSbsSO8vymt1OvqV42Bs5yyMBAACAjSEABBAJQQdg1Md/JWkom2c0Nkj19eHWUirBIhAT0RHg\nltbwAsAg0Oq0O5S0oh1Wh6k72x055o1r1aRDrmbjgu4/qXwdgD12PgA8GePOSQAAAEQPASCA0Blj\ncp1mcQoAuyux+y/LbvfHsN3xaG4Cbm6xZGW/g4XVAcj479kF46xGRsNu/LrZjmYDwBpVq8suz2Gf\nDXaD6q06SQSAAAAAKC4CQAChM3Oz/mFukuyOaI9UZjLSaLYpriLHf7Ny5zBm0jIzM6HWciaOY6ml\n2T+ncHLCLdvrLnnLmvT8DTCFm25xusINyXEcAz6SOS5J2pnYIduyzv7gIurOho0nYxiaAgAAILoI\nAAGELjj/T4p+B+DIqORlG84qOQB02qO/Cbg1twm4fB2AJ73CBSBsAD6bZqtJNaqRFL9FIEveUu4M\nvnKN/waCcwBPusNl33ANAACAykUACCB03ikBYLQ7AIcKGpl6Kjj/8TcB+9zx8RArWVtrezYAHC9f\nAFi4AZgOwLOzLEs92TArbh2AR93jMvLDt11OeRaABIIOwGWtaMbMlvW1AQAAULkIAAGEzh33A0Cr\ntlZWXV3I1ZzdyWyOUVsjNTWGW0tJJatlNTVJkrzx0XM8OBzBIpC5OaPV1fJ0SgUBYJPVpHo72vdq\nFARjwEPuyVh1swXjv44cbXP6yvraPQ6LQAAAAFB8BIAAQpffANwpq4xnbZ2PoezP4z3dUsRL3bRg\nE7A3EdEOwLb8t7CpyfJ0AQ6xAGRDgi7JZa1o2syEW8wGBAtAtjl9Zd/03GV3KvjSQgAIAACAYiEA\nBBC64AxAuyPa5/+5rjScPZe/kjcAB4LzGN3x0dw4ZJQUBoDlGAN2jZvbZsv47/r0xnARSNqkdcLt\nl1T+8/8kqcqqUqvVKolFIAAAACgeAkAAoTKplMzMtKTon/83PiGl0/51JS8ACeQ2AafTMrPRO4vs\nlACwDJuAR7wxZeS/Dh2A6+N3s/n9bHFZBNLvDub+nMMIACWp2/G/FgaLSAAAAIDNIgAEkJNeNZqZ\n9pRKla/byy3YMBv1DcAnC/KLLREAtrfnrr3x6G0Crq62VFfvh0vl2ARc2MHGBuD1SVpJddj+Qpm4\ndAAeyY7/StLORDgBYKftfy0cdcflmfItuQEAAEDlKu/BNgAix3WNfvaTVT3y0KqGBlwF5/T39tl6\n6curdOPN1aquLt1hd6dsAO6IdgdgsAG4qkoqWJJbsZy2fCDrjo8pccFFIVZzZq1ttpYW3bIEgIPu\nkCSpSvkRTZxbj92tcW8yNh2AQQDYZXeqzqoNpYYgAEwrrWlvRu3OFviCAwAAgJKiAxDYwsbHXP31\n/3dB/+cryxrsz4d/kjR80tO/3L2iv/zzOR05nClZDcH5f7Id2S3RDlWCALCrs/IXgEiSqqplNfir\njr3JaC8CKU8A6N8APU637C1xAxRHsAl43JtQyqRCrubsPOPpqHtckrTb2RlaHZ1O/h9DRrxobuEG\nAABAvBAAAltU//GM/vq/L2ho0D/rqq3d1qteU61feXuNXv36avX0+l8eZmeM/u6vF/TgvaX5wd0b\nzy4AaW2T5TgleY1i8DzpZDYA7NlC0592q995FN1NwH4QNzXpyfNKN7pujMlvAGYByIYEC1OMTOS7\nAIe9US2bZUnhjf9KUoedH78fdaP5uQcAAIB4YQQY2ILGRlz9P/+/Ba0sS7KkV72mWjfdUiXHyXc1\n3XRLlZ55Mq3vfntF6bT0ra8vK5MxevXra4paS1w2AE9MSivZDLSvN9xayslqa5cGTsibnAi7lDNq\nbfWDateVZmaM2tpK05k3Y2a1aJYk5TvasD59Tv4TZsAd1N7E7vCKOYejBef/hbUARJJqrGo1WY2a\nM/N0AAIAAKAo6AAEtpjVVaP/9feLWln2x1h/9R21uuXV1aeEf5JkWZauuqZK/68P1qu5xX/bd761\nokceKl4noPG83HKJqG8AHhjMX2+lANDJdgCapUV5y4shV3O6wk3AUyXcBDzIApDz1mg3qMnyR8n7\n3cFzPDpcwfl/TVaTWqzmUGvpyC0Cid4CHgAAAMQPASCwxXzja8saHfbPS3v166p1xdXJsz6+q9vR\n7e+tV0ODlXv/I4eKcyagmZmR0mlJ0e8AHBjw/1tTLbVF+6jCorLb8qOIJoJjwK3t+W9jpTwHMBj/\ntWSp2452WB1F27JdgP2ZeASAu5wdskI+57ErCAA9AkAAAABsHgEgsIU8/2xaP/vJqiTpwosTesUr\nq9b1fm3ttm77rTolqyRjpDv+cVHzc5sPW9zR/HlgcekA7O3dIgtAsuzWfADoTkRvDLihwVIym2FP\njpcuAAw2AHfa7UpaZw/NcbpgDHjEG9WqWQ25mjOb8qY1bWYkSbsT4S0ACXQ6fgC4YBa14EWv+xYA\nAADxQgAIbBGZjNG3v+4fbl9bZ+mX314jy15/ktXd4+jNv1IrSZqbM7rzS0syZnNLF9zRkdy10xnd\nADCTkU5mS91K47+SZDU0KEjYorgIxLIstWTHgCdK2AGY2wBsM/57PrbZfZL8RSCF49RRciQi5/8F\nCheBcA4gAAAANosAENgiHro/pfGx/OhvXd3GP/2vvDqpa6/3w6CDBzL66aOb6+Txsh2AVlOzrOri\nLhcpppPD/pIJaesFgLKsXBegOxm9AFDKLwKZKlEAuGJWNOFNSpJ6WQByXgoXgfS7AyFWsrZgAUiN\nqtUVgTHvYARY4hxAAAAAbB4BILAFLC95+sG/rkiSunttXXPd+Y8wvv4Xa9TS6ncO/vM3VjQ3e/6h\nizviB4B2Z9d5P0c5DA7lr3u3WgCo/DmAJqqbgLMdgKU6A3DIzY+qswH4/DTY9Wq2miRF9xzAw9kA\ncIezXbYV/l+PGqwG1ahakjTCOYAAAADYpPD/hgug5H784KpW/PxPr39jjewNjP6+WFWVlRsFXl7O\njxVvlDFG7pg/V+tEPAAMzv9rbJQaG8KtJQx2m78J2JueknHTIVdzuiAAXF42Wlosfgh4ygZgmwDw\nfOUWgURwE/CSt6Rhz/96tCsC5/9J/nh7e3YMeNyNZvctAAAA4oMAEKhw6VWjB+5NSZK27XC0e6+z\n6efce0FCV1/jdxE++Xhax45sfCuwmZmWUn5dUe8ADALALTf+m5VbBGKMzNRUuMWcQRAASqU5BzDY\nANxoNajB3oIJcJH0Of45gKPemFImFXI1pzriHs9d73aiEQBKUrvtrxwf96LZfQsAAID4IAAEKtxj\nj6xqccFf1nHTLVWyirTC9jVvqFaVP52mb921LM/b2EKQwgUgdkd0A8DlFWks23yzZQPAtsJNwNHr\nRGpty9/TpTgHMNgA3OuwAGQzgg7AKC4CCc7/c+RoWzaojIJ22+++nfCm5JnSLbkBAABA5SMABCqY\n5+W7/zq7bF10caJoz93QYOuVt/oJ4OCAq58/trGFIMH5f1K0NwAXnv+3ZQPA5hYpeyZaFDcBt7TY\nCnLtYp8D6BpXJ10/rO6xoxtUx0GfXbAIJBOtRSDBBuBtTp+SVvG+Tm5WEAC6cjXlTYdcDQAAAOKM\nABCoYIcPZnKByMtfUSVrE2f/ncnLbqxSa3YhyL99d0WZzPq7AL3s+X9WU1OkNwAPFhxX1rtVG8AS\nCdnNzZIkN4KLQJyEpaZm/z4sdgA45o0rI3/EnQ7Azam369RitUiK1jmAaZPObSbe5ewIuZpTBQGg\nJI1nN1EDAAAA54MAEKhgP/mx35VXVS1dftX5b/5dSyJh6ZbX+l2A01NGjz2y/i7A/AbgaC9VONHv\n/7ejXaquDreWMFnZcwDNRDS3kQbnAE6Mu0V93sJR1R4WgGzatmyIGgRuUXDCHVBG/n0TpfP/pBcH\ngNHrvgUAAEB8EAACFWph3tP+p/yNrVdclVRVVXG7/wJXXJVUR6f/peSH96wonT53F6AxJncGoNMR\n3fFfY6Tj2QBw+7ZwawlbsAnYnRiX0cbOeyyH1lb/HpyaLG4H4ED2/L+kkqeEMTg/23KLQMa15J3f\nBvFiC8Z/LUk7E9vDLeZF6uw61crvkGYRCAAAADaDABCoUD/7yarcbDPUtddXlex1bNvSLa/xW+Nm\nZ4wefejcXYBmdkZKrfjvH+ENwOMT0tKSf70jWrlA2eUWgaTTMnNz4RZzBkEH4OyMUWYdIfR6DWZH\nVXudHtkW3zI3a4eT/0Q64faHWEleEAB22V2qtWpDruZ0bdngedwlAAQAAMD546cZoEIFSzl6em31\n9jklfa3LLk+oq8f/cvKjf1vR6urZAxh3NL8AJMojwMeO56+3fADYmt8EHMVFIK3t/v1nTPG6AI0x\nGsj4HYB9nP9XFNucXtnyu5GPuSdCrkbyjKejmeOSonf+XyDoPKUDEAAAAJtBAAhUoNERV8Mn/RDk\nypcU/+y/F7NsS6/KdgHOzxs9+nDqrI8/ZQNwhEeAg/P/6uullpZQSwmd05Yff/UmIxgAtuW/nU0U\naRHIpDelZfmdqoUbbHH+qqwqdWfPUjyeCT8APOmNaCX7Z7wrEa3z/wJBADjhTck1xT3jEgAAAFsH\nASBQgZ78eX4M97IrSh8AStLFlybUne0CfOBHqbNuBPZGCzYA10R3A/CxbD6xY5tkleYIxfioqZVV\nVydJciei14lUGAAWaxPwQMGmWjoAi2eH4x+oecztl2eKe2bjRgXjv1KUOwBbJUmuXE17M+EWAwAA\ngNgiAAQqjDFGTz3uL//YsctRU3N5Ps0ty9IrXul3Ac5MGz3xs/Sajw1GgO2O6J7/N78gTU7619u3\n+PhvIBgDjmIHYE2NpdpaP6WdmihOl1SwACQhR512R1GeE/lzAJfNssZC3mwbBIAtVrNa7OZQa1lL\nu50fv2cMGAAAAOeLABCoMMNDnsZG/a6ay68sT/df4LIrEmpp9UOYe3+wIs87vQvwlA3AEV4Acrxg\nOnGrn/8XsLJjwFE8A1CSWtv8e69YI8BBANhtd8uxSnuO5lZSuGn3WIhjwMYYHckclSTtSkSz+0+S\n2p38+P0YASAAAADOEwEgUGGeesIf/7Us6dLLE2V9bduxdOPNfhfg2Iin5/ZnTnuMmZ6WVrIbgLui\nuwAkCACTSak7ujllWQUdgGZ+TiZ19nMewxCMARdjBNgYkxsBZvy3uNqsVtVZ/jh5mItAJr0pzRp/\no/UuJ5rn/0lSnVWrWvlHJUwQAAIAAOA8EQACFea5Z/Ljvw2N5f8Uv/rapOrr/U6sH/3biow5tQvQ\nHR7KXTvd0Q1WggCwr1dyaP6SJNmFi0Ai2AUYBIBTE94Zu083YsbMasEsSpL6HBaAFJNlWflzAEPs\nADzqHs9dR/X8v0CwCGTMJQAEAADA+SEABCrI1JSX2/570SXl7f4LJJOWXnZjlSSp/7ir40dPPY8t\nFwBaVmTPAFxdlYZO+teM/+Y5rQUB4FR0A8BMRpqf21wAGIz/SnQAlkIQAI54o1o2K6HUcChzRJJU\na9Wq047uNnIpPwZMByAAAADOFwEgUEGefya/eOPCi8MJACXppS+vUjJ7/OAD9546KuoO+8ma3dYh\nK1neMwrXq39Q8rJTpNu3hVtLlFiNzZLj31duhDsApc2fAziQ8cd/bdnqsqMZVMdZsAjEyOhEpj+U\nGg5mDkmS9jq7ZEd8zXebFQSAU3JNcZbcAAAAYGshAAQqyHP7/QCwrd1We0d4n961tZauvtYP9/Y/\nldZkwVbWoAPQ7o7u+X9H/cWgsixpGwFgnm3LbonuIpDCAHByfHMhSdAB2GV3KmmFF6ZXqu1Onyz5\noVsY5wBOuJOa9KYlSXsSu8v++hsVdAC6cjXtzYRbDAAAAGKJABCoECsrRocP+Us3Lrw4ISvkjpZg\nDNgY6aH7/cUkJr0qb3xMkuR0RXes8oi/GFS9PVJNdbi1RI3V1ipJ8iaiN4rY2GgFDYqbXgQymA0A\nGf8tjWqrWt3ZsdtjmeNlf/1g/FeS9jq7y/76G9VhswkYAAAAm0MACFSIQy+k5WaX7oZ1/l+h9g4n\nN4b82CMprSwbuSPDfiIoyY7oApDVVal/wL/evSvcWqLIbvM3AXtTkzJetEYRLdtSS2t+Ecj5mvPm\nNWNmJbEApJSCzbtHM8flmc1vbt6Ig5nDkqQGq0GddkdZX/t8tFmtuetJbzLESgAAABBXBIBAhTj4\nvJ/+VVX7G4Cj4OWv8LsAUyt+CBic/ydJTlc0R4CP90tuNtfatTPcWqLIafUDQHmuzMx0uMWcQVt2\nDHgzZwAOFi4AsaMZVFeC3Qn/E2xFKQ26J8/x6OIxxuQCwL3OrtC7pdej1qpVtfx25AkCQAAAAJwH\nAkCgQhw84AeAu/Yk5DjR+IF2915HXT3+l5kH719V+mQ2WKmukdXcEl5hZ3EkOxlo22wAPpOgA1CK\n9jmAmxkBDs7/syT1ONEMqivBbiffYls4kltqY96EZs2cpHic/ydJlmWp1W6RJE16U+EWAwAAgFgi\nAAQqwOSEmws89u4Lf/w3YFmWbsh2AU5PenruBb82p7s7sl03h7Pn/23rkyK6pDhUdmt+FNGN4DmA\nrW3+fbW0aLS8bM7rOQZcfwNwh92hKquqaLXhVI12Q+5suyOZo2V73WD7ryTtjUkAKIkAEAAAAJtC\nAAhUgEMvZHLXe/ZFY/w3cPlVSdU3+KHMI8P7JEl2RBeALK9Ig9kmRc7/W0OySlZjkyTJm4xuB6Ck\nU7ZPb8QAC0DKJugCPOweK9s5gEG3YbPVdMrZelHXZvu1ThAAAgAA4DwQAAIVIAgAG5ssdXRG69M6\nkbB03cv8LqqBzA6d9LbJiegCkCNHcztKCADPIrcIJIIjwMESEOn8xoCXvKVch1WfzQKQUtud8D/R\nlsyShr2Rkr/eKef/JXZHthP5TIIOwGWzrCVvOdxiAAAAEDvRSgoAbJjnmVwAuGdfIpI/0L705Uk5\ntp+s/STzish2AL5w0P9vVZU/Aowzs1v9sU1vYlxG5zdmWyqtrbZ/eJ/OLwAcKFgA0ksHYMntdvKb\ndg6VYQz4pDeiBbMoSdrj7C756xVTq9WSu2YMGAAAABtFAAjE3PCQq6VFP4SJ0vl/herrbV3e5//A\n+rx3heZrukKu6HTGSAezR4Pt3iU50ZqkjpSgA9CsLMssLYZczakSSUtNjX4CODlOABh1LXazWrNj\nuEFnXik9n34hd70vsafkr1dMQQegRAAIAACAjSMABGLuyOH8+X+790Y3tbqm6XlJkidHj/y8OuRq\nTjc2Lk3P+Nf79oZaSuQFHYCSZCK5COT8NwEHAWCb1apaq6aodeHMLsgGcQfTh+Wa8zu3cb2eyxyQ\nJHXbnWq2m0r6WsVWGABOeJPhFQIAAIBYIgAEYu7oYf8H5rZ2W41N0f2Ubps5pJ3WMUnSTx6TVlIh\nF/QiL+QXg2pfvBqDys5ubc9du5PRCwBbggBwcuMB4GB2AzALQMrngoSfuK9oRcfd/pK9TsqkdCTj\nfw26MHFByV6nVJJWUg1WgyQ6AAEAALBx0U0LAJyTMUZHsx2AO3dHt/vPrK7KmxrXtYnHJPnbdn/2\n85CLepGD2fP/Otql5uZwa4k6q75eSvqLXbyJsZCrOV3QATgz5SmTWf8ZhStmRWOeH2gy/ls+exN7\nZGUPbjyQPliy13khc1iu/H8wuTCxr2SvU0pt2S5AAkAAAABsFAEgEGOjI17u/L8oB4De6EnJGO20\njquz2W/9e/DHklvaab91W12Vjh73rxn/XQfLkt3mjwFHsQMwCACNkaan1t8F2J8ZzC012eawBaZc\naq0abc9+vA9kShcAPp/2x3+rlNSuguUjcdKaCwAZAQYAAMDGEAACMXa04Py/XbujuQBEktxh/1w1\ny5JuuN7/telpaf9zIRZV4IVDUib7oSQAXJ/gHEATwQCwrS3/rW0j5wD2Z8d/JWmb01vUmnB2Fzj+\nJ95xt19L3nLRn98Ykzv/b29ijxJWdP/B5GyCTcCT3rQ8s/ERdwAAAGxdBIBAjB3LBoBNzZaaW6yQ\nq1lb5uRJSZLV0KjLX1KtBv8YKz3woN+lFbZns0FkTY20c0e4tcRFEAB609MybuYcjy6vlrb858LG\nAsABSVK73aZaq7bodWFtF2RHco2MXsgcOsejN27EG9WkNy0pvuO/ktRq+xuTM8pozsyHXA0AAADi\nhAAQiCljTG4D8M7dCVlWdANAb9gPAO3uHjmOdP1L/V8fGJKOnwixMPljyM/7jUG6cJ/kxLMxqOxy\ni0CMJzMdrfPIamstVWcX+J5PB2CfTfdfuW13+lQj/w9tf7r4rcFPpffnri9NXFT05y+Xwk3AnAMI\nAACAjSAABGJqesrT3Gz2/L9d0U2tzOqqvMlxSZLT1S1JuuYlUjLpv/2Bh0IqLOvoMX8piSRddGG4\ntcRJ0AEoSe5EtMaALcvKnQM4ObG+gyYXvEVNZM9V2875f2XnWI4uym7mfSbznFxT3ANCgwBwu92n\nJrupqM9dTgSAAAAAOF8EgEBMnTiW/wF5+87oBoDBAhDJ7wCUpNoa6SVX+W9/7oA0HmJ+FIz/JhLS\n3j3h1RE3dmurlN3cGgS8UZILAMfX1wE4UHD+Xx/n/4XisuTFkqQls6Sj7vGiPe+UN5378700eUnR\nnjcMzVaT7Oxf3VgEAgAAgI0gAARiqv+4P/5bVSV1dkX3U9nNjv9KktPVk7t+2fX+UhBjpAcfDqMy\nyfPyi0j27PY/llinRFJWk99J5U5EOACc9GTWcdDkiez5f5YIAMNyYWKfHPn/mPF0wcjuZhU+12WJ\ni4v2vGGwLVstVrMkacKlAxAAAADrF93UAMBZnTjudwD2bXNk29E9/y9zMrsBuKFRVl197tdbmqVL\nsj+L/+xxaWGh/LUdPS7NZc/RvzTeuUAo7Db/HEAzFa0RYElqbfW/vaVXpfn5cweAwfl/nXaHqi2S\n4DBUW9Xal/DbcJ9OP7uu4HY9gvHfTrtdnU5HUZ4zTMEYMCPAAAAA2AgCQCCGMmmjoUE/ANy2I7rj\nv5LkjWQXgBR0/wVueJn/30wmnC7AJ570/5tIcP7f+chtAp4Yl1EE1jkXCDoApfWNAfdn/A7AbZz/\nF6pLsgs6Jr0pDXnDm36+qcy0DmeOSpIuS8R7/DcQbAImAAQAAMBGEAACMTQ05Mr1J4AjHQCa9Kq8\niVMXgBTq6/VHbyXp4UelxaXy1ZZOS888619fdKFUXV2+164UQQBoVlZkFhdDruZUpwSA59gEPOvN\nacbMSiIADNuliYtlZc+W/Nnq45t+vh8v/CQXTl+dvHLTzxcFQQfgjJlV2mTCLQYAAACxQQAIxFB/\nwQKQKAeA3uhwwQKQ0wNASXrlTf5/V1fL2wV44KC0kt3+e8Vl5XvdSlK4CdhMRmsMuKnZkp391DjX\nJuD+7Pl/krTNJgAMU6PdoAucvZKkx1Yfl2fWt8TlTIwxenDhx5KkPrtXXU5nUWoMW1s2ADQymvam\nwy0GAAAAsUEACMRQsACkpcVSQ0N0P43XWgBSaMd2afcu//rhR6Sl5XJUlh//ra1l++/5slvbc9dR\nWwRi25ZaWrKLQM7RAdif8c//s2WrxzlzUI3yeUmV36k3Z+b0QubQeT/PidV+Dab9M0hfUiHdf5Jy\nS0AkadqbCa8QAAAAxEp0kwMAawoWgES5+0+SMkN+sGLVN8qqb1jzcTe/wv9vKiU9VIYuwNk56bkD\n/vVll0pOtD+MkWXV1+dWJ3uT0QoAJam1zR8lPVcAGGwA7ra7lLQSJa8LZ3dp4hJVyb+vHlv9+Xk/\nzwNzfvefLUtXJa8oSm1R0GLnA8ApOgABAACwTgSAQMzMz3mamvQDjagHgN6QH6zYfWcfq9y1U9q5\nw79+6MdSqY+Te+xnkpfNhK59SWlfq6JZVm4M2I3YCLCUPwfwbAGgMSY3Asz5f9FQZSV1RfJSSdJT\n6We05G28LXjFS+n++YckSRcmLlCDXX+O94iPeqtBjvyv/QSAAAAAWC8CQCBm+o/H5Py/5UV5U5OS\nJKfn3MHKLTf7/11JST+4t3R1ua702E/96x3bpa7KOBYsNLlFIBEOABfmjVZWzryleNpMa8H4ifM2\np7dsteHsrk2+RJK0qrR+vProht//wYWHtej5f64vr7qumKWFzrasXBcgASAAAADWiwAQiJng/D/H\nkXp6IxwADuYXKzi92875+F07pQv2+deP/EQanzhzYLNZz7/gjwBL0rXXlOQltpTgHEBvekrGTYdc\nzakKNwEHXbMvdiKTv0+30wEYGbucHeqz/UD2vtRDymxg261nPH1v9geSpJ5Ely509pWkxjA1Z88B\nnDIEgAAAAFgfAkAgZoLz/7p7bSUSVsjVrC0TBICWI6eza13v89pbJcvyx3O/86/nv/3zbIJNw3W1\n0iUXleQltpTcJmBjZKamwi3mRQoDwLU2Afe7/jmVCSXUZdMOGhWWZemm6hskSTNmVo+nn1r3+z6b\nOaCRzKgk6dbGW2RZ0f06eb7oAAQAAMBGEQACMeJ5RoP9fifMtu3R7f6TJDc4/6+rU0om1/U+HR3S\nNVf71888Kx06XNyOsqPHpGPH/evrXiol2PewaXZbwSbgyckQKzlda2v+W9zE+BodgNnz/3qdbjlW\ntD+ntporEpfmOt1+uHKfPHPufxQwxuh7K9+XJNXb9XpZ3UtLWmNYWuwmSf4W4PV8XAAAAAACQCBG\npiY9raz417190Q0rjPHkZjcAr2f8t9AtN+cWy+rO/70k1y3eKPAP7/P/W1XlB4DYPLulRZLfYeVN\njIVay4slqyw1Nfm1TYydHpJ4xtNAxr9PWQASPY7l6Kaql0uShrxh/Sz9xDnf54n007lQ9/XNr1aV\nvb5/fIibFqtFkuTJ06yZC7cYAAAAxAIBIBAjQwP5McaeKAeA4+PSakqS5PRsbLFCfb10043+df+A\nqwcfLk4A2D8gHTrsX193rVRbU5SnRSIpq9nvRoriJuC2dv/b3PjY6SPA496kluUn6ttsFoBE0fVV\nL1VLtgvwW8vfOetG4BWzom8sf1uS1GQ36dbGV5alxjAEI8ASY8AAAABYHwJAIEaCANBJSB2d0f30\nzQycyF07vRvvrHr59fntvN/7vtHkJo+WM0b65+/614mE9LLKWgoaumARSBQ3Abd1+J8nZxoB7nfz\nC0DoAIympJXQG2teJ0maNXO6a/mbMubM/yhw1/K3NGNmJUlva32LquyqstVZboUB4LQ3E14hAAAA\niI3oJggATjOYDQC7u205TnQPtg8CQKu+UVZTy4bf33Gkt7zZkmVJ6bT0tbsk98w7HNbl8SelE/3+\n9Y0v97sMUTzBIhBvclxGpdnefL7aswHg3KxRKnVqbUEAWKUqddjtp70vouHyxKW6NHGxJOmx9M/1\nw9T9pz3mRysP6NHVn0qSLk5cqJfWvqScJZZdk9Wk4DsAHYAAAABYDwJAICaMMRoa9FOwKI//SpJ7\n4pgkyd62zV/rex629Vl61SurJUnHT0jf/9H51bK8In33e/51c7MfAKK4ggDQrKzILC6EXM2pghFg\nSZp40Rjw8YyfCvc5vbItvh1GlWVZ+tWaX1Jr9ty7b678i+5a+qbmvDnNefO6a+mb+saKP/rbbDXr\n7TW/XJGbfwslLEeNVqMkAkAAAACsDz/xADExO2O0uOB3MEV5AYg3MyMz54/hJbbt2NRzvfH1NerL\nTmbee7/03IGNvb8x0l13S/PZTOp1r1n3QmJsQBAASpKZiNYm4MIAcLxgDDhtMhpwhyRJO52NLapB\n+dXZdXpP3a/nQq/7Vh/S/z33/9H/Pff/1n2rD0mSGqx6vbfu3aqz68IstWyCMWACQAAAgDO77777\nZFmWLMvSf/kv/yXsckJHAAjERFwWgLgDx3LXziYDwETC0tvfaqm62g/z7vhqfpR3PX78qPTMfv/6\n0kukiy/cVDlYg92WH591J8dDrOR0ra22gua+wk3AQ+5JZZSRJO1wtodRGjao0+nQB+rfq33OntPe\nts/Zo9+tf786nK0zyh0sRyEABAAAwHokwi4AwPoMDvhhhW1LXV3Rze4zJ477F9U1sts3/8N4a4ul\nt7/V6Kv/xz8P8B+/JL33PdKunWd/v+dfkP7lX/3rtlbpzW8872lknINVVy9VVUmrq/ImohUAOglL\nLS2WpqfMKZuAj7n5RTU76ACMjRa7Wb9V924NeyPqdwflGU+7Eju25BKX5oIOQGNMxY89AwAAYHOi\nmyIAOEXQAdjZZSuRjO4Pem6/H6w427ZLRTpXbc9u6Vd+yb9eWpb+7u+lnz/hdwWeyc8el750h784\nJJmUfvVXpOrqopSCM7Gs3BiwOxW9TcDtHX7HbGEH4PGMf5+2Wi1qsBtCqQvnx7Is9Tm9uqHqer2i\n+uVbMvyT8iPAq1rVolkKuRoAAABEHR2AQEzEYQGIt7ggLzsCutnx3xe77FLJM9K/fFfKZPzNwE88\nKb3yJmnXLsmxpf4B6YGHpeezZwUmEtL/9Tapp7uopeAM7NZ2eaMjMhHrAJTy5wCOFwaA2Q5Auv8Q\nV8EIsCRNe9NqsFlvDgAAgLURAAIxMD/vaXYm+gtA3ONHc9eJbcU/V+2Ky6TWZumub0oLC9LBw/7/\nzqShQXrHW6Vt5DtlEXQAejPTMm5alhOdbStBALi0ZLS44MmtW9Bk9ty0HQnO/0M8BR2Akj8GvEPc\nywAAAFjblgoAZ2dnddddd+mxxx7T5OSkqqurtW/fPr3pTW/SDTfcsOHnc11X+/fv1+HDh3X48GEd\nOXJEIyMjkqR3vetduu2229b1PEePHtXdd9+tZ555RnNzc2pubtYVV1yht73tbdqz5/TDzrH1nCxc\nANIb3cn9zLEj/kVVteyunpK8xrZt0gfeLz38Y+nxJ6XV1VPfnkhIL7lauuVmqbamJCXgDHKLQIyR\nmZqS1Rmdtsv2jvznzMS4p5lt+U0yLABBXLXYLblrFoEAAICt6J577tHnPvc5Pfroo5qenlZXV5eu\nu+46ffCDH9Qv/MIvnPP9gzOUX/WqV+m+++7TzMyM/u7v/k533323jh49qomJCd1yyy365je/qZ6e\nHqVSKe3du1dHjhw553OPjo5q+/btymQyuvzyy7V///5N/343a8sEgP39/frYxz6m2dlZSVJtba0W\nFxf15JNP6sknn9Rb3vIW/fZv//aGnnNiYkJ/+qd/uqm67r//fn3mM59RJuMveKivr9fk5KTuv/9+\nPfzww/rDP/xDvfKVr9zUayD+BoMA0JK6e6LZAWhklDnqt+M5O3b520pKpKZaeu2r/ZCvf0CanJKM\nJ7W0Srt3ct5fGIIOQElyJydkRygADDoAJX8MeKjHH/9NyFGPHZ06gY2otqpUa9Vq2SxrysyEXQ4A\nAEDZeJ6nD3zgA/rCF75wyq8PDAxoYGBAd999tz70oQ/prW9967qf84knntBb3/pW9ff3n/a2lpYW\nveUtb9Fdd92lo0eP6qGHHtLNN9981ue78847cznPe97znnXXUUpbIgBMp9P6i7/4C83OzmrXrl36\noz/6I+3Zs0epVErf+ta3dMcdd+if//mftWfPHr3uda/b0HPX1tZq7969uuCCC7Rv3z7deeedGh4e\nXtf79vf358K/m2++We9///vV1tamqakpff7zn9fDDz+sT3/609qzZ4+2b6dLZSs7OeQHgO3ttqqq\no7kAxExNyczOSJISO3eV5TWTSWnfXv9/CJfd0uKvWTYmcpuAm5otOQnJzUgT466OZReA9Dm9SljR\nDNSB9Wixmv0AkA5AAACwhfzhH/5hLvxzHEfvfve7deutt6q6ulpPPvmk/v7v/16f+cxnNDAwsK7n\nm5yc1K/8yq9oYGBAr3/96/WWt7xF3d3dGhkZ0djYmCTpN3/zN3XXXXdJkv7pn/7pnAHgl770JUmS\nbdu6/fbbz/e3WlRbIgC85557NDIyourqav3Zn/2ZOjs7JUnV1dV65zvfqampKX33u9/Vl7/8Zd16\n661KJNb3Yens7NRXv/rVXNuoJN19993rruuOO+5QJpPRnj179OEPf1iO4/8g2tbWpo985CM6efKk\njh07pjvuuEMf/ehHN/A7RqUZzgaA3T0xGP+V5OzcHV4hCEciKaupSWZ2Vm7EAkDbttTWZmt8zNPY\nqKt+1/+LAOO/iLsWu1nD3ggBIAAA2DIefvhhffazn5XkT1B+73vfOyWMu+222/SHf/iHes1rXqNv\nfOMb63rO/fv3y3EcffnLX9a73/3uMz7mjW98o7q6ujQ2Nqb//b//t/76r/9a1WuMnj377LN64okn\nJEmvfe1r1dfXt5HfYslEN00oovvuu0+SdMstt+TCv0Jvf/vbZVmWpqam9Mwzz6z7eW3bPiX824jF\nxUX99Kc/lSS99a1vzYV/Acdxcu2qjz32mJaWls7rdRB/6bTJbS/t6o5ut1IQAFoNjbJbWkOuBmGw\nW/1zAM3UZMiVnC4YAx4eS2lVaUlsAEb8BYtApgkAAQDAFvE//sf/kDH+gsz/9t/+2xk78Xp7e/W1\nr33ttJzlbP7Df/gPa4Z/kpRIJPTrv/7rkqSZmRl9+9vfXvOx//RP/5S7jsr4r7QFAsDl5WUdOnRI\nknTttdee8TGdnZ25EdunnnqqLHU999xzuXnwteoKfj2dTuv5558vS12IntERV9mvb+qKaAegMZ7c\n434A6Ozc7Y+CYssJzgF0J8ZlZEKu5lRt2UUgU+OWgtLoAETctVh+ALhgFpUyqZCrAQAAKK1UKqXv\nfOc7kqTm5ma9//3vX/OxV1111boWgQR+//d//5yP+c3f/M3cdWHIV8jzPN1xxx2SpIaGBr3tbW9b\ndw2lFs00oYgGBwdz6fCuXWufSxa8bb0z4psVvE5LS4uam5vP+Jjm5ubc2850ECW2huEhL3cd1Q5A\nb2hAZnlZUvnO/0P05BaBpFZkFhfCLeZF2rMdgO6qLc03qMlqVLPdFHJVwOYEHYCSNO3NhFcIAABA\nGTz11FNaXV2VJN10001rjuAGXvva167refv6+rR377kPlr/mmmt0xRVXSJK+973vaXz89KOP7r33\nXg0ODkryp03r6urWVUM5VHwAODU1lbtua2tb83HB26anyzNGE7zO2WoqfHu56kL0DJ/0z/+rqpZa\nWqLZWZc+dNC/sGwldrORY6uy29pz12ZiIsRKTle4CdieaKf7DxWhMADkHEAAAFDpTp48mbu+4IIL\nzvn49TxG0oaWrgYjvel0Wnfeeedpb4/q+K+0BQLAlZWV3PXZ0uHgbcvZLqZSC17nXIl1uetC9Ixk\nA8CuLkeWHc0AMHPogCTJ6euTampDrgZhyXUASnIno7UIpL0j/+3Ommzj/D9UhGAEWCIABAAAlW9h\nIT9ltJ7Ouvr6+nU9b23t+n+Gvf3223NnC754DHhpaUlf//rXJUk7d+7Uq1/96nU/bzlUfAAIxF2w\nATiq5/95c7PyRkckSc7ufSFXgzBZdfVSVZUkyYvYJuD6BkuJKn+c3g8A6QBE/NVZdUoqIYkAEAAA\nVL6Ghobc9XoWpS4uLha9ht7eXr3uda+TJP3sZz87ZV/D3XffnQspb7/99vNeGlsqibALKLWamprc\ndSqVWjMlTqX8w7M3kvxuRvA6weuuZb11ffnLX9ZXvvKVNd/+jne845QDK3H+bNvO/be1tbTbbudm\nXc3Pz0iSdu2uV3NLY0lf73wsPJffnN185dVKNhbnXLXgi2VDfWPuHE+Uhp3tLLVtS02b/PNLdXQp\nfXJQ9uysmlvOfL5pWGo6xrRwslb2RLsubb1YVXay7DUE93VTI/d1KVnZr9OWbatljXN2K0XbcptG\nM2NaSCyW/HvSmQT3dHNzM/d0iZXz7x9bHfd1eXBPlw/3dPlwX5fWtm35KZ7Dhw+f8/Hrecz5eM97\n3qN77rlHkvSlL31Jn/zkJ3PXhY+JmooPAAvP2JuamlozAAzOCizXJ2lQV+EZhWey3roWFxc1Nja2\n5tuXlpY2tAIb52ZZVsk/psND+YB42/YaOXb0/gxXDjwnSXKaW1Td3VP0f+Xww6lo/ctJpfLv6c19\nrJMdHUqfHFRmfCxy96tpnZZO1io51aWaZM2536GELNvmri4Dy7JkVfj3vvaEHwBOulOhfp8PfuBB\n6ZXj7x/wcV+XB/d0+XBPlw/3dWlcddVVqq6uViqV0sMPP6xUKnXWY9V++MMflqSOX/3VX1VTU5Pm\n5uZ0xx136BOf+IRGRkZyr/eyl71MF198cUleezMqPgDcvn27LMuSMUb9/f1rHu4YbNndsWNHWeoK\nXmdmZkZzc3Nqajq962Z2dlazs7OS/Pnxs6mvr1dXV9eab6+rq5PrupuoGAHbtnP3lOd5536HTeg/\nkT/DsqvXketF68/QrKS08oIfANZceIk8z0gqzr8qWpYl27bkeYZ/qSwx27YK7unNfayd9k5JUmZq\nQm4qJSWj8W3GGE+LzScl9cmbbFImncl1PpaTZVmybFvG87ivS8gq+DptSvx1Omwtjt/hOJGeDOX7\nvP+12pbHPV1y5fz7x1bHfV0e3NPlwz1dPnG/r6MeWlZXV+tNb3qT7r77bs3Ozuof/uEf9Lu/+7tn\nfOz+/fv1b//2byWpo7a2Vu94xzv0D//wDxoYGNC9996rJ554Ivd3sSh2/0lbIACsra3VhRdeqIMH\nD+rxxx/XK17xitMeMzExoYGBAUnS1VdfXZa6LrvsMiUSCWUyGT3++OO69dZbT3vME088IUlKJpO6\n9NJLz/p8t99+u26//fY13z4xMcEm4SJpbW2V4zjyPK/kH9Mjh/1zDZqaLKVX5zW7WtKX27D0/qdk\nMhlJkrdrt+bm54r23I5jq6mxSQuL83Ld+H3zjJOmxiY5jh+2bvbPMFOXPWjXGE0fPyq7s7sIFW7e\nmDem1dYJVUkyrq0Tx2bV2lH+ANBxHDU3N2tufp5/lCmhluZmWY4j43mayf5DWqWqzfjdrNPujCan\nJmVb5e3ucBxHra2tmp2d5Z4usXL+/WOr474uD+7p8uGeLp+439cdHR1hl3BOH/7wh/XNb35Txhh9\n9KMf1Ute8hLdeOONpzxmdHRUv/Zrv1bS+/0973mP/uEf/kGSP/ob5DdVVVV617veVbLX3Ywt0QMc\nhGsPPPCAxsdPP5j+G9/4howxamtr05VXXlmWmurq6nT99ddLkr71rW+ddmO6rqtvfetbkvz20fVs\nuEHlGQ42APdE819i0s/vlyRZdXVytpWnexbRdsom4AgtAunPDMq05f8SNhWd0oBNac5uAvbkadYU\n7x9hAAAAouimm27S7/3e70mS5ufndcstt+i9732vvvjFL+rOO+/URz/6UV122WV67rnn9La3va1k\nddxyyy3avXu3JOnOO+/U008/LUl605vepPb29pK97mZsiQDwDW94g3p6erSysqI///M/17FjxyT5\nCzbuuusufec735Hkd9ElEqc2Rb7//e/XL//yL+vTn/70GZ97cXFRc3Nzuf8Fbb6pVOqUXz/Tso93\nv/vdSiQSOnLkiD71qU/l/oVgenpan/rUp3TkyBElk0m9+93vLtaHAjHieUYjw9kAsDt6n6pmdVWZ\nQwclSc6+iyTOFIEku6VVyp4D6U1OhFxN3oA7JNM6k/v/U2sfmQrESrOdP0Jk2psJrxAAAIAy+au/\n+iu9733vkyRlMhl98Ytf1Hvf+17ddttt+su//EtNTU3pQx/6UC4oLAXLsvQbv/EbkqTV1fyoXlTH\nf6UtMAIs+SO0f/Inf6KPfexjOn78uD70oQ+prq5OKysrucDul37pl3KrnDfi4x//uPbv33/ar999\n9926++67c///Xe96l2677bZTHrNz50596EMf0mc+8xk9+OCDeuihh1RXV5dbVZ1IJPShD31ozXML\nUdkmxz1l0v51FDsAM4dekFx//Dd5YfQOOEVIEglZTU0ys7OR6gAccAelmpTs2pS85WpNRqc0YFOa\nrXwAOEMACAAAtgDbtvWFL3xB73jHO/S3f/u3evTRRzUzM6Ouri5df/31+sAHPqA3vOENuu+++0pa\nx3ve8x79+Z//ee7/t7e3681vfnNJX3MztkQAKPlh22c/+1l9/etf12OPPaaJiQnV19dr7969evOb\n36wbbrghlLpe9apXaceOHfrGN76h/fv3a25uLjeK/La3vU179uwJpS6E7+TJ/Fh4FDsA08/5Lc5W\nba2c7Yz/Is9ubZc7OysTkQ7AFa1ozPNrqWtf1cJgNR2AqBh0AAIAgK3qjW98o974xjeu+fZbb731\nrItvNrsU54ILLojVYp0tEwBKUktLi973vvflWkXX4wtf+MJZ3/6JT3xis2Vp7969+shHPrLp50Fl\nGR3xu1NtW+roiFYA6C0vKXMwO/57wcWSHb0ORYTHbm2Te/yo3MkJGRlZKv+yjUIDmZMy2e3UbR22\nFgY5AxCVI2klVWfVacksEQACAABgTdFKFQDkjGXP/2trt+Ukwg1QXiyz/2nJy47/Xn5FyNUgauy2\n7KG3qRWZhYVwi5E06A5KkixZ6mn3N6bOTEmZdHz+tQ44m5bsGPC0mQm3EAAAAEQWASAQUaMjfgDY\n0RW9T9P00/6Kc7u1XU53X8jVIGoKNwFHYQx4IBsAdtod6ujMdqsaaTr80oCiCMaA6QAEAADAWqKX\nLACQ6xqNjfkjwJ2d0fo09cZH5Z70A5XEZZfnNr4CgcIAMOxFIEZG/e6QJGmb06u2jvzbJkZDKgoo\nsmarWZI07c2GXAkAAACiKlrJAgBJ0uSEFyzYVUdXtM7XW33ycf/CspS8hPFfnM6qq5eqqiVJXsjr\ndie9KS2bZUlSr92j5vZ8Zj1JAIgKEXQAzpt5pU0m5GoAAAAQRQSAQAQF47+S1BmhEWCTXlX6yZ9L\nkpxde2Q1NoZcESLJsnJdgG7II8DB+K8k9Tk9SiSkplb//9MBiEpRuAl4hjFgAAAAnEF0kgUAOaPD\n/vivZUnt7dH5NE3vf1pmxe+mSr7k2pCrQZTZbX4AGPYZgAMZPwCsUbXabL+mtk7/bVNjYVUFFFcw\nAixxDiAAAADOLDrJAoCcoAOwtc1WIhmNM/aMjNI/fVSSZDW3KLFrT8gVIcqCDkBvZlomkw6tjn7P\nDwD7Er250d/W7DmAE6OSMWwCRvyd0gFoOAcQAAAApytqAHjbbbfpgQceKOZTAlvS6Eh2AUiExn+9\ngRNyR4clScmrr5Ws6NSG6LFb2/0LY2SmpkKpYVWrGnH9Nr8+uzf360EAuJqSFubCqAworkarUZb8\nhJsOQAAAAJxJophP9tWvflVf+9rXdNFFF+kDH/iA3vOe96itre3c7wggx/OMxkb9DsCOCAWAKw9n\nw/1EQlWXsfwDZ3fKJuDJcdld3WWvYcg9KSO/w6/P6cn9emtn/jETo1Jj84vfE4gXx7LVaDVqzsxp\nypsOuxwAAICiO/xb7wq7hA254ItfDbuE0xQ9XTDG6ODBg/rwhz+s7du36z3veY8eeuihYr8MULGm\nJj0FE5OdndHYAOyNDss99IIkKXnVNVJNbcgVIersltbcul1vIpxNwP2ZIUmSpVMDwLaO/GPYBIxK\nEYwBswQEAAAAZ1LUDsD77rtPn/vc53T33XcrlUppZWVFd9xxh+644w5dcskl+uAHP6jf+I3fUEtL\nSzFfFqgowfivFJ0OwFz3n+2o6prrwy0G8ZBIyGpqlpmdCW0T8GB2A3C73aZqqzr367X1Uk2dtLJE\nAIjK0Ww1aUDStMcZgAAAoHLVv+VXlejpPfcDQ5AZGdbiP98ddhlrKmoAeMstt+iWW27R5OSkvvjF\nL+rzn/+8Dh48KEk6cOCA/uAP/kD/6T/9J73zne/U7/zO7+jGG28s5ssDFWF02B//lSV1dIQfAHqT\n48o894wkKXH5FbIaG0OuCHFht7bJnZ0JZROwkVG/63cA9jqn/wWhtUMa7vdHgIFKEHQATpuZcAsB\nAAAooURPr5IspDwvJUkX2tvb9eEPf1gHDhzQvffeq1/7tV9TVVWVjDFaXl7Wl770Jd1888266qqr\n9Dd/8zeam+MUdiCQ2wDcYilZFf4G4JV7fyAZI1m2qq97edjlIEbsNn8RiDs5njuLr1xmvFktmAVJ\n0jb79ACwLXsO4ORYOasCSqfF8g+zXDbLWjErIVcDAACAqCl5e9GrXvUq3XnnnRocHNRf/uVf6qKL\nLpIxRsYYPfvss/q93/s99fX16f3vf78ee+yxUpcDRN7osD8C3NEV/vl/7tCAMs/vlyQlrrhKVnNr\nyBUhTnKLQFIpmYWFsr72QHb8V5L61ugAlKS5aWk1Vd5wEiiFoANQYhMwAAAATle2+cL29nZ95CMf\n0YEDB/TDH/5Qv/Zrv6ZkMiljjJaWlvSP//iPuvHGG3XNNdfo85//vJaXl8tVGhAZnmc0mt0A3Bny\n+X9GRis//Df//yQSqn75TaHWg/gp3ARc7kUgAxk/AKxWldrt07fRtxYsApmiCxAV4NQAkHMAAQAA\ncKpQEoZXv/rV+q//9b/qt37rtyRJVnZTpDFGTz/9tD74wQ9q586d+qu/+it5nneWZwIqy8y0p/Sq\nf93RGW4AmHnhebknjkqSktdeL6uhIdR6ED92a3vu2ivzOYD9nh8A9jg9sq3TR+lbO/PXEwSAqADN\nVj4AZBMwAAAAXqysCYPnefrmN7+pX/zFX9S+ffv0+c9/XpIf/DU0NOj1r399ritwcnJSH/nIR/Sa\n17yGbkBsGWOjhRuAwxsBNplVrdzzHUmSVVev6uteFlotiC+rrk6q8rfvlrMDMKO0hl1/u8c2u+eM\nj2lukezspxibgFEJ6qx6JeTf1FPedMjVAAAAIGrKEgCeOHFCf/Inf6IdO3bo7W9/u/7t3/5NnufJ\nGKMrr7xSf/M3f6OhoSHdc889GhgY0Mc//nF1dnbKGKMHH3xQn/rUp8pRJhC68YIAsD3EDcCphx+U\nmZ2RJFW98lVSVU1otSDGLEtOmz9+606VrwPwpDsiV/4o/ZnO/5P88K8lOxlMAIhKYFuWmiw2AQMA\nAODMSpYwuK6ru+++W2984xu1b98+ffKTn9Tw8LCMMUomk7rtttv04IMP6qmnntIHP/hBNWTHCzs7\nO/Wf//N/1vPPP6/LL79cxhjdeeedpSoTiJSxMT+0qG+wVFMTzgZgb3xUqw89IEly+rYpeckVodSB\nymBlzwE0ZewA7M/kF4D0OmfuAJTyY8ATBICoEME5gDOcAQgAAIAXKXoAePz4cX3sYx/Tzp079Y53\nvEPf//73c91+u3fv1ic/+UkNDg7qy1/+sm66ae2lAm1tbfrQhz4kSTp27FixywQiKegADKv7z3iu\nlr/9DcnLSJat6lf/gnSG89OA9QrOAfRmZ2Qy6bK85kD2/L9Wu0V1du2aj2vLLgKZGpeMxyZgxF8Q\nALIFGAAAIN5+5Vd+RZZlybKs3P6MzUoU5Vmy3vCGN+iHP/yhjDEyxv9hyrZtvelNb9K/+3f/Tm98\n4xtzCz/WY/v27ZKklZWVYpYJRNZ4tgMwrABw9ZGH5Z70w5Oql98ou7MrlDpQOXKbgI2RmZqS1dVd\n8tccyAxJWnv8NxB0AGbS0uy01NJ+1ocDkddsNUuSpr1pGWM29HcuAAAARMNdd92lb3/720V/3qIG\ngN///vdz111dXXrf+96n3/md39GuXbvO6/nq6uq0c+dO2Xa421CBclhZMZqd8YPzMDYAe+OjSt33\nQ0mS3dGlqutvLHsNqDy5AFCSOzEuu8QB4KyZ06yZkyT12ecIADvy15OjBICIv6ADMK2MFs2SGqz6\nkCsCAADARszOzur3f//31dzcrN7eXh04cKBoz130lOGVr3ylvvKVr+SWeZxv+CdJt9xyi44fP66j\nR48WsUIgmiay3X9S+TsAXzz6W/MLb5Kc8LYQo3LYLa25MXJvsvTnAAbdf5K07Szn/0mnBoCcA4hK\n0JxdAiIxBgwAABBHf/zHf6zh4WF9/OMfV3d3cZsnipoyPPPMM7r//vv1rne9S8lksphPDVS8sVM2\nAJc3fFt9tGD092U3lrxLC1tIIiGryR9LdCdLvwl4wPXv46QS6rA7z/rY6hqpvtG/nhwrdWVA6QUd\ngBKbgAEAAOLmoYce0uc//3ldf/31+t3f/d2iP39RA8DLL7+8mE8HbCnB+X+2I7W0lO/cJm9i7NTR\n35fdULbXxtZgt/mztaaMAWCP0y1nHeefBV2AEyOlrAoojxa7OXc97U2HWAkAAAA2YnV1Vb/9278t\n27b1uc99riRH4RX1GW3bViKR2PBhhffcc48cx1EiUdQjCYFYCTYAt7XZsp3yBIDGeP7or1s4+svn\nIYorOAfQnRiXUem27brK6KQ7LEnqs88+/htoy+65YQQYlaDGqlG1qiQxAgwAABAnn/jEJ3TgwAH9\n+3//73XttdeW5DWKHikG23/P5/3O932BSjA2mt0AXMYFIKuPPix3aECSlLz+BkZ/URK5RSCrKZmF\n+ZK9zrA7prQyks69ATjQlp0SXlqQFuf5HoT4C8aAp73ZkCsBAADAejz//PP65Cc/qb6+Pv3FX/xF\nyV6H9bpABHie0fiY3wFYrgUg3tS4Uvf+QJJkt3eq+uX/f/b+O0yyuzzzuL+/c6qqc07TPT093TMa\n5QgIFAjCBBkEWEYmmbwyNnjx7tqXvV7H9YXX9r7e16/BYBOFZVtgwIDACDBgCUmgiFAcaVJP7pxz\nVVfVOef949Tp7omdqvpUuD9cuuYwXeFRqzrd/Ty/R1t/JTdWbgJ2x3I3BhyM/8LaA8Cm1uVrjQFL\nMagz/hjwlDoARURERPKe53n8+q//Oslkko9//OPU1NTk7LnyIgBcWFgAoLy8PORKRMIxPeWRSvnX\nzVsQAPqjv3evGP19g0Z/JWeshqala3csd5uAgwCwztRSbVWt6T6NK/aEKACUYhB0AE7oDEARERGR\nvPe5z32On/70p7zhDW/gbW97W06fKy8CwEcffRSA1tbWVW4pUpxGM+O/sDUdgKknHsM5eRyA6Itf\nitW2tm4pkY0wlZVQVgaAm8NFICedfgA67LWd/wdQWQ0Vlf71qM4BlCIQBIDT3gyu565yaxEREREJ\ny+DgIL//+79PRUUFn/rUp3L+fBtu+Xn22Wd5+umnz/q2++67j6mpqfPe3/M85ufnefLJJ7nrrrsw\nxnDttddutByRgjYysvxDWlOzndPncqenSNz7A8AfzSy77oacPp8IxmA3NOIMDeLkKACc9+aWOp46\nrPUF2o2t0H8MRgdzUJjIFgtGgF1cZrxZ6k3dKvcQERERkTD8wR/8AdPT0/zhH/4hra2tzM3NnfJ2\nx/EbhdLp9NLbKisrN7wheMMB4N13383HPvaxM/7e8zw++clPruuxPM/DGMOHP/zhjZYjUtCCDsDK\nSkNFZW43ACf+8z8I5o3LXvcGiERz+nwiAKahCYYG8cZzMwJ8ItP9B2s//y/Q2OIHgBoBlmIQdACC\nvwm43lIAKCIiIpKPjh07BvgbgP/yL//ynLf70pe+xJe+9CUAnnrqKa6++uoNPd+mZg2Dzb2nb/A9\n/e9X+6etrY3Pf/7z/MIv/MJmyhEpWCPDmQUgOd4AnD52hPQLzwEQuewK7I7OnD6fSCBYBOJOT+Gl\nk1l//JNp//w/G5tWu2WVW58qWAQyPwsL89oELIWtzpwaAIqIiIiIwCY6AG+99Va6u7tP+bsPfvCD\nGGP46Ec/yote9KLz3t+yLKqrq+np6eGKK67AtnM79iiSz0ZH/A7AXJ7/57kOiR/c4/+fWIyyG1+V\ns+cSOd3SJmDPw5uYwLSu/Zy+tTjp+h2AbXYLEbO+ryeNp20C7tqdzcpEttapHYBaBCIiIiKSr+6/\n//7zvv2mm27igQce4P3vfz933nnnpp9vwwHgVVddxVVXXXXK333wgx8E4DWveQ1vectbNleZSIlY\nXPSYmvS7jnIZAKZ+/jjuiL/lIHb9yzGVa9uSKpINVuPyJmBnbBQriwGgi0tfegCADqtj3fdfuQl4\nVAGgFLioiVJpKlnwFph0p8MuR0RERETyxIYDwLP5x3/8R4BVu/9EZNnYaO43ALuJOIv33wuA1dhM\n7Ep9jMrWsurqwRjwvKxvAh52R0nijxWvZwNwoLIayipgMa5zAKU41JlaPwD0psIuRURERETyRFYD\nwPe///3ZfDiRkjA6vHIDcG4CwORjD+Ml4gCUverVoJF72WqRCFZdPe7UZNY3AQfn/8H6F4CAn0s2\ntcLAcQWAUhzqrFoG3SGmdAagiIiIiGRkNQAUkfULFoBYFjQ0Zj8AdOPzJB/9KQB25w7srp6sP4fI\nWpiGRpiaxBvL7ibgk44fAFabampNzYYeo7HFDwBHB7NZmUg46o2/+XdCAaCIiIhIwVrtjMD1yu3K\nURFZ1eiwPwLc0Ghh2ybrj5986CeQ9McjY9e/wm93EglBsAjEGR/DI3vbdoMAsMPetuGXd7AIZG4G\n4gvaBCyFLVgEMuvNkvLSIVcjIiIiIvlgQx2Au3btAsAYw+HDh8/4+406/fFESsHIiN8BmIvxXze+\nQPKJRwGwd/Zgb9+R9ecQWaulTcDJRbzZWUxN7fnvsAYLXpxRdxyADmvji0VWLgIZG4Idm/tyJhKq\n2hWbgKfdaZrtpvPcWkRERERKwYYCwGPHjgF+YHf63xtj8LyNdU+c/ngixc7zvKUlILkIAFNPPAap\nFACxl92Q9ccXWY+lABBwx8ewshAA9jv9S9cbOf8v0NS6fK0AUApdnVn+2Jr0pmhGAaCIiIhIqdtQ\nANjV1XXWsO5cfy8iZzc367GY8K8bm7IbAHrpJMnHM91/7duxOzqz+vgi62U1LocQ7tgodG8+ZTuR\nWQBiYdFmt234capqIFYOyQSMahGIFLh6q27pelLnAIqIiIgIm+wAXOvfi8jZjY0ubwDOdgCYeuZp\nvIU5AKIveVlWH1tkI0xFJZSVweIiznh2FoGccP0AsNVqIWY2vtfKGGhqgcGT2gQsha/G1GAweHgK\nAEVEREQE0BIQkVCNjjhL19ncAOzhkXzsEcAfu4zs2p21xxbZMGOwG/wuQHd8bNMP5+LSl/ZHgDvs\njZ//FwgWgagDUAqdbSxqMhuxFQCKiIiICCgAFAnVeKYDMBKB2trsjc+7x4/hjo8AEL3qRWD0oS75\nwTT65wC6oyObfqxxd5wEi8Dmzv8LBAHg7BQsxrUJWApbsAl40p0MuRIRERERyQdKBURCNJoJABua\nLIyVvQBw8eeP+ReRKNFLL8va44psltXkr9v1ZqbxFhc39VjB+X+QnQ7AphWbgNUFKIUuWAQy6U6H\nXImIiIiI5IONH5i0QfF4nM985jP85Cc/IZ1Oc/XVV/ORj3yE9vbNd2+IFJrgDMBsnv/nzs+S3vcC\nAJFLLvU3G4jkCatxxSbgsRHs7Ts2/FgnMxuAK0wF9aZ+s6UtdQCCHwB29mz6IUVCEywCUQegiIiI\niECWA8CnnnqK97///Rhj+MxnPsP1119/yttnZmZ4xStewd69e5f+7rvf/S6f/vSn+eEPf8g111yT\nzXJE8prneYxlzgDMZgCYevpJcP3HjV1+ddYeVyQb7KbmpWtnbHRTAWBfJgBst9vIxgL66lqIlUFy\nEUYHN/94ImEKOgDjJIh7CSqMfhkkIiIiUsqyOgL89a9/nb179zIyMsJ11113xtv/6I/+iOeeew7P\n8075Z3x8nNtuu43FTY6DiRSS2RmPZNK/bszSAhAPj9QzTwNgtW3Datv8WKRINpmaWohEgc2dA5gk\nyZDr37/Dyk4HuTHQ1OZfjwxk5SFFQhOcAQgwpUUgIiIiIiUvqx2Ajz32GMYYXve612FOa8eYnZ3l\njjvuwBjDjh07+MQnPkFPTw//8A//wOc+9zmOHz/OXXfdxe23357NkkTyVjD+C9nrAHQH+peXf1xy\neVYeUySrjIXV2IQ7MoSziQBwwBnAw1/UkY3z/wJNbTB4Qh2AUvjqMiPA4G8Cbs/ix4mIiIhIWNJD\n+fuNej7XBlkOAPv7/XGss43yfv/73yeRSGCM4Y477uA1r3kNAJ/5zGd49NFHee655/jWt76lAFBK\nxtios3Td2JydADD53NP+hbGIXHRJVh5TJNusJj8A9DYRAJ5M9y9dZzPYaM50AM7PwvysR1VN9pbz\niGylerPcATipDkAREREpEvPfuTvsEgpWVkeAx8bGAM660OOBBx5YelsQ/gXe9ra34Xkezz77bDbL\nEclrYyN+B2A0CjVZCBk81yG91/8Ysnt2YSoqN/2YIrkQbAJ2pyfxgjn4dTrp+jO6jVYD5aYsa7UF\nASBoDFgKW6WpJJL5Pa8CQBERERHJagfg9PQ0AJZ1Zq74yCOPYIw5I/wD6OrqAmB0dDSb5YjktdHM\nCHBDk3XGyPxGOEd68RbmAYhefNmmH08kV6zGpqVrd2wEu6Nz3Y/Rlw4WgGR3rLHptACw56KsPrzI\nljHGUGfVMu5OKAAUERGRgnfBnV8Ju4SCl9UOwMpKv+Po9CBvenp6qbvvhhtuOON+5eX+ZjrHcc54\nm0ixCkaAs7UAJPX8c/5FNEZk1+6sPKZILthNpwaA6zXjzTDtzQDZWwASKK/wtwEDjOT3ER4iqwo2\nAU96kyFXIiIiIiJhy2oA2N3dDcBPf/rTU/7+nnvuwXX9bqcbb7zxjPuNj48DUFdXd8bbRIqR53lL\nS0CysQDEcx3SB/cDYO/avbRlVSQfmdo6sP0GdGdk/QHgyvP/tudgsUHQBTiqEWApcMEm4El3OuRK\nRERERCRsWQ0AX/GKV+B5Hv/+7//OM888A8DMzAx//dd/DUBHRweXX37mZtK9e/cC0NPTk81yRPLW\nzLRHKnP0WTYCQOfoEbxEHIDonos3/XgiOZXZBAzgbKAD8KTjB4ARIjRbzVktDZbPARwdAs/1sv74\nIlulzvi/WJ10p/A8vZZFRERESllWA8APfehDWJZFIpHgpS99Kddddx27d+9m7969GGP40Ic+dNb7\n3XfffRhjuPLKK7NZjkjeCrr/IDsBYGqfH6ITiRDZ2b3pxxPJNSszBuyNrf/s175MANhmt2KbrH4Z\nA5YDwFQSJsez/vAiWyboAEyTZs6bC7kaEREREQlTVn9yuvLKK/nf//t/43keqVSKn/3sZ4yPj+N5\nHldccQW/93u/d8Z9nnvuOfbv90cXX/7yl2ezHJG8FZz/B9DYvLkPQ891SB/YB4DdsxuisU09nshW\nsJr8zj13ahIvtfZNwC4O/Y4/m9thZX/8F85cBCJSqOqt5aNVNAYsIiIiUtqyugUY4E/+5E+46qqr\n+PznP09vby9VVVW8/vWv53/9r/9FRUXFGbf/5Cc/Cfhnot18883ZLkckL42O+B2A0RhUV29uA7B7\n8sTy9t8LtLJUCoPVmBnd9TzcsTHs9o413W/YHSNJCsj+BuBAQwsYCzzXDwAvvionTyOSc8ESEIBJ\nd5Iu1r9xW0RERCQfvLP3A2GXsC5fueDOsEs4Q9YDQIC3vOUtvOUtb1nTbT/3uc/xuc99LhdliOSt\n8WABSKOFMZsLAFOHDvgXxiKiczSlQJy6CXh4zQHgygUgHXZ2NwAHIhFoaIKJUXUASmELRoABJr2p\n8AoRERERkdDlJAAUkfMLRoCzcf5fOhMA2ts7IVa+6ccT2Qqmtt7fBOykcUZHWOve6j6nD4AqU0Wt\nqclZfc1tmQBwMGdPIZJzZaaMcspJkGDCnQq7HBEREZFN++WqN9Meyc0k0GYNpoe4e/47YZdxTgoA\nRbaY63pLS0A2GwC6U5O4mS2q9q4LNl2byJaxLKyGRtyxEZzRtW8CDjYAd9htbLJ59rya2oC9MDkK\nqaRHNJbDJxPJoTqrloSbYEoBoIiIiBSB9sg2eqI7wy6jIGV/faKInNfMtEfKP8Js0wFg+tD+petI\n965NPZbIVgsWgax1E3CCRUbdMQDardyM/waCTcCeB2NDOX0qkZwKFoGoA1BERESktOWsA/Dpp5/m\n+9//Pnv37mVycpJEIrHqfYwx3HvvvbkqSSQvnLIBeJMBYKr3IACmrh6roXFTjyWy1azMOYDu5ARe\nOomJnH+DdX96AA8PyN0CkEDTiocfGYT2rpw+nUjOBItA1AEoIiIiUtqyHgAODg7ywQ9+kB/96Efr\nup/neZtehiBSCILxX9hcAOilkjhHjwAQ6dlNTuchRXLg1E3A49jbzt/VF4z/GvwR4FyqrfO3dKeS\nWgQiha02swhk2pvB8RxsY4dckYiIiIiEIasjwHNzc7z61a/mRz/6EZ7nresfkVIRBICxGFRVbzy0\nc04cBycNQKRH479SeIIRYPA3Aa/mZGYBSLPVRMycv1tws4yVOQcQBYBS2OozHYAeHtPedMjViIiI\niEhYshoA/u3f/i0HD/ojiZ2dnXz605+mt7eXRCKB67qr/uM4zirPIFL4xsf8ALCh0dpU12v66GH/\nwrKxOzqzUZrIlrLq6sDyG9FXWwTi4dGX6QDM9fhvIDgHcFSbgKWA1WXOAASYdBUAioiIiJSqrI4A\n33333QBs27aNn/3sZ7S15XZES6QQTWQCwPrGzeXvztFeAOyO7f6sokihsWx/E/D4CO4qAeCUO82c\nNw9Au7U1AWDQATg3A/OzHlU1GrOXwlOXGQEGmHAn2U1PiNWIiIiISFiy2gF4+PBhjDH85m/+psI/\nkbPwPI/xMb/TtXETAaAbn8cZ8tuS7C6tQJfCZYJFIKsEgMH5fwAddm43AAdaVuSMwxoDlgJVa2oJ\nomstAhERERHJT3Nzc/zP//k/2bNnD+Xl5Rhjsr4nI6sdgK7rdzZddNFF2XxYkaKxMO8RLMSub9h4\nAOgcObJ0Henq3mRVIuGxm5pwCDYBpzCR6Flv15c5/y9GlGaraUtqa14ZAPbBLn1pkwIUMTbVpppZ\nb44JBYAiIiIieem2227jhz/8IQBVVVXU19dn/Tmy2gG4c6ffiTQ7O5vNhxUpGsH5f+CfAbhR6cz4\nL7EyrNatGYcUyYWVm4C98fFz3i7oANxmt2Ft0cbrsnKoa/Cvh/vPf1uRfFaXWQQyqQBQREREJO+8\n8MILS+HfN77xDebm5hgaGmJoaCirz5PVAPAtb3kLnufx0EMPZfNhRYpGtgJAJ7MAxN6xE6ysfhiL\nbKmVm4Cd0bNvAnZxGHT8L37t1tYeL9GcmTZWACiFLDgHcMqbCrcQERERETnD3r17AWhqauKtb31r\nzp4nq8nBb/3Wb9HQ0MCXvvQl9u/fn82HFikKE+N+AGgM1NVtrIvJnZnGnZoEINK5I2u1iYTBqq9f\n3gQ8cvYAcNgdI0UagG1btAE4EJwDODYMqaS3pc8tki3BJmCNAIuIiIjkn3g8DkB1dXVOnyerAWB7\neztf+cpXiEQivO51r+PBBx/M5sOLFLygA7CuzmBHNhYAOieOLV3b2xUASoGzbKymRgCckbO3uPen\nl9vv2u2t7QBsyXQAei6MDm7pU4tkTTACvOAtsOgthlyNiIiIiAD82Z/9GcYYPvCBDwBw/PjxpeUf\nxhjuvPPOrD5fVpeAfOxjHwPgta99Ld/+9rd59atfzdVXX831119Pc3Mz1hpGFf/0T/80myWJ5JUg\nAKzfzPl/QQAYK8NqbslCVSLhsppbcEdHcM/RAdjn+Ct4K0wFtZkgY6u0rFg4PNQPHVq6LQWoPtMB\nCDDpTrPNbg2xGhEREREBv+Ovra2NeDzOzMwMlmXR0rL8M35FRUVWny+rAWCQXgIYY/A8j6effpqn\nn356zY+hAFCK2fiYA0DDZjYAHz8GgN2xXef/SVGwmluB5/Gmp/ASCUx5+Slv73f9ALDdbmOL9n8s\nqa6F8kpILPibgEUKUXAGIPiLQBQAioiIiITvd3/3d/nd3/1d7rzzTj74wQ+yY8cOjh07lrPny3p6\n4Hne0j+n///V/hEpZumUx/SU/zrf6AIQNz6POzYCgL29M2u1iYTJbl5eBOKOnjoGnCbFkOO/5reZ\nrR3/Bf+8zuAcQAWAUqjqzMoOwMkQKxERERGRsGS1A/DHP/5xNh9OpKhMTrgEOfdGR4DdkyeWrnX+\nnxQLq2m5zd0ZHsbe0b30/wedEVz80fmtPv8v0NIOJ4/A8AC4rodlbXEbosgmVZkqbCwcXCa1CERE\nRESkJGU1AHzVq16VzYcTKSpjmfP/ABo3GACmM+O/WBHs1q3dhiqSK6aqGlNegZeI44yeeg5gf+b8\nP4BtYQWAmQ+1VBImx6BJ05NSYCxjqDW1THpTTHnTYZcjIiIiIiHQAWIiW2RiRQC40Q7AYAOw3dEO\nkazm9yLhMWZpoY07fOoIcBAA1phqqq2qLS8NTl0EojFgKVR1mUUgExoBFhERESlJCgBFtsj4uB8A\nlpdDRcX6Rwi9ZBJn0A9DrA6d/yfFxWryzwF0R4fxWD4TNggAw1xa0NAMdiZvH1IAKAUqWAQypRFg\nERERkZKU8xaivr4+XnjhBSYmJkgmk7zvfe/L9VOK5KWlDcAb7f7rPwmeHyJGtABEikzQAeglEngz\nM5jaOpIkGXHHANhmhTfybtnQ1AYj/TDcH1oZIptSb/wAcMKdwvM8zFav1BYRERGRUOUsAPziF7/I\n3/zN37B///5T/v70APAv/uIveOCBB9ixYwd33HFHrsoRCV0wArzR8d90ZvwXY7Dbt2epKpH8YLUs\nLwJxR4awausYcAaXugHDWgASaNmmAFAKWzACnCLFvLdAtQlnpF5EREREwpH1EeB4PM4tt9zChz70\nIfbv34/neUv/nM1LXvIS/vM//5M777yTffv2ZbsckbzgeR7jmQBwwx2AJ48DYLW0Qqwsa7WJ5AM7\nMwIM/iZggP704NLfbbPC3bwRnAM4NwNzM2f/eiaSz+oyHYCANgGLiIiIlKCsB4Dve9/7+P73v4/n\neezcuZM/+IM/4MMf/vA5b/+6172Olkznxz333JPtckTywtysRzLpXzc0rP/DzvNcnAH/8DFrW0c2\nSxPJD9EyTJ3foRRsAu5z/fP/6k0dFVZFaKXBaYtA1AUoBSg4AxBg0psKrxARERERCUVWA8B7772X\nb3zjGxhjeNe73sWBAwf4i7/4C26++eZzF2BZvO51r8PzPH76059msxyRvDG+YgPwRjoAvYkxWFwE\nwG5vX+XWIoXJavK7/IJNwMsLQMId/wVobgMyR6ZpEYgUomAEGNQBKCIiIlKKshoA3nnnnQDs2rWL\nO++8k2g0uqb7XXXVVQAaAZaitdkA0OlbThzsbTr/T4qT1ZzZBDw2yoIzx7g7AYQ//gv+1H19o3+t\nDkApROWUUUYMgEl3MuRqRERERGSrZTUAfOihhzDG8L73vW/N4R9AR4c/0jg0NJTNckTyxvi4HwBa\nFtTWrn/zYro/EwCWlWHV12exMpH8YTdngj7XoX/ywNLfb7PD2wC8UkumjKGT4dYhshHGmKUx4El3\nOuRqRERERCTwgQ98AM/zOHbsWE6fJ6sB4HDm4PaLLrpoXfcrLy8HIJFIZLMckbwxPuoAUN9gYdnr\nDwDdAT9xsNvawWT96E6RvGA1L28C7ls4AvhTt9vs8DsAAVozzbcTo5CIaxGIFJ46448BqwNQRERE\npPRkNUmwbRsA13VXueWpJib8Ma96dTZJkZrIdADWN6w//PPSSZxMd6y1Tef/SfGy6uvBigDQ5/m/\nUGq0GigzsRCrWta6Yv+OugClEC13AE6FW4iIiIiIbLmsBoBtbf5B7b29veu6389//nMAduzYkc1y\nRPJGcAbgRs7/c4cGwfPvb7drA7AUMcvGavIP2hssmwHyZ/wXTg0ABxUASgEKFoFMezO43vp+WSsi\nIiIihS2rAeANN9yA53l861vfWvN95ufn+bd/+zeMMbz85S/PZjkieSGV9JiZ9scFNxIALp3/B9ht\nCgCluFnNrcxXwHRlGoB2E/4G4EB5BdRlFoEoAJRCVGf8DkAXl2lvJuRqRERERGQrZTUAfNvb3gbA\nU089xRe/+MU13ecjH/kIk5P+WTTvfve7s1mOSF4IFoCAfwbgejmZANDU1mEqK7NWl0g+sppbGGpd\n/jjJl/P/AkEGP3gi3DpENiIYAQaNAYuIiIiUmqwGgG9605u47rrr8DyPD3/4w/zVX/0Vc3NzZ73t\nU089xS233MKXvvQljDG84Q1v4KUvfWk2yxHJC8H4L2xwBHjADwB1/p+UAru5haE2/6xMyzO05FkA\nGCwCmRyD+IIWgUhhqc+MAIMCQBEREZFSE8n2A371q1/lZS97GUNDQ/zxH/8xf/7nf750NiDAtdde\nS19fHyMjIwB4nkdXVxd33nlntksRyQsTKwPAdXYAugtzuJP+khx7m8Z/pfhZrW0Mp/wAsDFZQcxk\n/cvUprRtX74eOgk961t6LxKqWqMOQBEREZFSldUOQPAXeTz22GNLnYCJRIITJ05gjP8D3ZNPPsnw\n8DCe5+F5Hi972ct4+OGHaW5uznYpInlhfNwBoLLSUFa+vi3A7srz/xQASgkwFZUMt/kb5Vum8yv8\nA2hZ0YirMWApNFETocpUAQoARUREREpN1gNA8EPAhx9+mG9/+9u89a1vpampaSnw8zyP6upqbrnl\nFr72ta/xyCOP0NGhYEOK1/joxjcAO4P9/oWxsFvyaxRSJBcWvDgz1f5101Ay3GLOoqwc6pv8ay0C\nkUIULAKZ9KbCLUREREREtlRO2yve/OY38+Y3vxmAhYUFpqamqK6upra2dpV7ihSPYAlIfeP6uv8A\n0oMDAFhNzRCNZrUukXw0yMjSdfPJOUg7ELFDrOhMbdthalwBoBSmequWAXeQSXcy7FJEREREZAvl\npAPwbCorK+no6FD4JyXFdb2lMwA3tAAkCABb21a5pUhx6F8ZAI45OONjIVZzdsEikKlxWJjXIhAp\nLHWZRSATCgBFRERESkr+HbAkUkRmZzzSaf963QtA5ufwZmcANP4rJWOQUQDqp11iSXBGR7Db8isA\nb1txasXgCdh9SXi1iKxXg6kHYN5bYNFbpMyUhVuQiIiIyDoMpofCLuGc8rk22GAA+LGPfSzbdSz5\n0z/905w9tshWG1+5AXidHYDu0MDStdW2LWs1ieSzYAS4ecL/eHFHhoArQqzoTC3tgAE8fxOwAkAp\nJPWZDkDwuwDbbX19ERERkcJx9/x3wi6hYG0oAPyzP/uzpa2+2aYAUIrJ+JizdL3eANAZDAJAg93S\nksWqRPJTwltknCkAWhcrgUXc0ZHz3icMsTJobIaJUZ0DKIVHAaCIiIhIadrwCLDnrX7ukTHmvLc7\n/e25ChVFwhJ0ANoRqKlZ3+vbGRoEwGpohKhGtKT4DWXGfwFavSZgEmd0BFwPrPz6+tDa4QeAAyfC\nrkRkferNqQGgiIiISCH4ygV3hl1CwdtQAPjjH//4vG//5Cc/yTe/+U0sy+L1r389r3nNa7jggguo\nqqpifn6e3t5e7r33Xn74wx/iui5vfetb+ehHP7qhfwGRfDYRbABusDDrDDCCEWDTqvP/pDQMrggA\nt5V1AL2QTOJOT/pBeB5p3Q77n4GZSZif9ahaZ8AvEpYKU0GMGEmSCgBFRERESsiGAsBXvepV53zb\nb//2b3P33XdzySWX8JWvfIUrrjj72U2/8zu/w969e3nHO97BN7/5Tbq6uvibv/mbjZQjkrfGRzMb\ngNe7ACQex52cAMBu1XiWlIbg/L9aqqlq6CCe+XtnZCTvAsCVi0CGTsLuS8OrRWQ9jDHUW3WMuKOM\nKwAUERERKRlZ3QL8ox/9iE984hM0NTVx33330bbK5sbLL7+c++67j8suu4yPf/zjvOENb+C1r31t\nNkuSDGMMlrW+EEpWZ9v2ed8+nukAbGyyV73tSu7o8NJ1dFs7tl16/+0syz7lT9kaYb7WBtN+B2Ab\nzUQamvzZeSeNNzaCfcllodV1Ntu2exjj4nkw2Gdx4RVre7/Zmdezrdf1llnP595S0WDVM+KOMulN\nbvr9E9xf7+etpfd3bul1vfX0vs4tvabDofe35JusBoCf+cxnMMZw++23rxr+Bdra2rj99tv5f//v\n//HZz35WAWCOVFRUUFlZGXYZRcW2bRoaGs759njcZW52HICO7ZXU1dWd87anm850/wHU7b4Au7xi\n44UWuOqqqrBLKBm2bVFbUxvKcye9JCNT/uu+q6yDmvJaEi3NpIaGMBMT1NSGU9f5tLTPMDLgMNJn\nU1e3vvqqa6pzVJWsZNn2uj73loq2dCsHZg8x5U2f9+vYetTm4cdosVrt+w/JHr2ut4Ze01tHr+mt\no9e15KOsBoBPPPEEAFdfffW67nfNNdcA8Pjjj2ezHFkhHo+zuLgYdhlFoba2Ftu2cRyHmZmZc95u\noC+9dF1ekWR6enrNzzF39DAAVl0986kUpFIbL7hAWZZNdVUVc/PzuK6z+h1kw6oqq7FtC8dxmV+Y\nC6WGk94QLpmR+VQtc+l5aGiCoSEWB/qZPc/HWljaOlxGBuBYb4qpqak1LbKyLZvqmmrmZudw9LrO\nmZrqaizbxnUcZufCeU3ns8q0/0ulSWeKkYkRoia64ceybZva2lpmZmZwHL2mc2mt33/I5ul1vTX0\nmt46ek1vnUJ/XedzaPnMU+Nhl7AuV13TFHYJZ8hqADgy4p/ftN6gKbh9cH/JPs/z9Mk+B873Ph0d\nWQ7t6urPf9szHnegHwDT2objuBuurxi4rlPy74OtFNb7ut8bWrpucRtwcbCa/C+a3vwc6ZlZTHV+\ndTG3dgJPwMIcjA07NLasfRGI4zr6nLxF9H4+Ux3LHSBjqXFa7ZZNP6bj6DW9lfS+3hp6XW8dvZ+3\nhl7TW0vv6+z62/9PYZ1dfOdX8i8AzOphT0Fa/MADD6zrfsHt6+vrs1mOSKjGxpaDlPUsAfGSSdyJ\nMQDslrWN0osUuoHMApBKyqnGD/pM03Io4YwMnfV+YWrvXL4eOB5eHSLrVW+Wx6K1CVhERESkNGS1\nA/C6667jW9/6FnfddRcf+tCHuP7661e9z6OPPspdd92FMYbrrrsum+WIhGoiEwBWVxuisbV3Brkj\ng+B5ANitrTmpTSTfDOAvANlGMwb/48VubAQM4OGODcOuXeEVeBYNLRArg+Qi9B+Hy18SdkUia1Nv\n1S9dKwAUERGRQvLmX65iW3tWo6ysGRpM852758Mu45yy+l77jd/4Db71rW/hOA4333wzf/3Xf83t\nt99ONHrm2TKpVIovfvGL/P7v/z7pdBpjDB/5yEeyWY5IqMYzAWBD4/oabZ2h5U4nSx2AUgJcz2EY\nv+u1leVWeROJYdXX4U5N4Q4Pn+vuobEsaN0OfUeg/1jY1YisXZWpIoJNGkcBoIiIiBSUbe0RdvZs\n/PziUpbVAPDmm2/m9ttv54477mB+fp7/+l//K3/4h3/IjTfeyAUXXEBlZSULCwv09vby0EMPMT09\njZfpdLr99tt5/etfn81yREIVBID16w0AM6OOpqISU6kNuFL8RpjAwT8jpZXmU95mNbXiTk3hjOZf\nAAj+GHDfERjug3TKIxJde7evSFgsY6iz6hh3JxQAioiIiJSIrPdNfu5zn6OyspJPfepTeJ7H1NQU\n3/ve9864XRD8GWP4rd/6Lf72b/8226WIhMZ1PSYnMh2ADesLBNxhPwC0mpthDVtFRQrdAMvh3jZO\nPSzXammBwwdxp6bw4nFMRcVWl3de2zLnADoODPVBZ0+49YisVb2pZxwFgCIiIiKlIqtLQMAP9D7x\niU/w4IMPcuuttxKLxfA874x/ysrK+OVf/mV+8pOf8PGPfxyjoEOKyNSUR7D0aT0jwJ7n4oz4YYjG\nf6VUDGbO/ysnRh01p7zNalk+B9MZzr9FIG07lq+1CEQKSb3lLwJRACgiIiJSGnJ2cuKNN97IjTfe\nSDKZ5JlnnmFgYIC5uTmqq6vZvn07V155JbFYLFdPLxKqibHlle/rCgCnpvyNAoDV3HL+G4sUicHM\nBuBWmpYWgATs5maWFoGMDEF3frXYVVVDbT3MTEHfMXhpyPWIrFUQAE550zieg23skCsSERERkVzK\n+eqUWCzGtddem+unEckrwfl/sL4A0B1ZHoW0mxQASvHzPJfBsywACZhIDKuhAXdyAnco/zoAAbbt\n8ANAdQBKIWkwfgDo4jLtTdNoGkOuSERERERyKesjwCKyHABGolBVvfbxdmd40L8wFlbTmWGISLEZ\nZ4okKQDaTlsAErAz3bDp4OMjzwTnAE6Nw/ysF24xImtUb9UvXWsMWERERKT4KQAUyYGJsWABiLWu\n8y2DM86shkY/PRQpckOZ7j+AVs7egWS1+udherOzeHMLW1LXemxbcQ5g/7HQyhBZl2AEGGBcAaCI\niIhI0VMAKJIDY0EAuI7xX8A/4wwwzWfvhBIpNkOZBSA2No3UnfU2ZsV5mM7wwJbUtR4t28DKHJ/W\nrzFgKRA1pgYrc+amOgBFREREip8CQJEcmNhAAOglk7iTEwDYKzafihSzIABsph6bsy8hsBubwPI/\nlvJxE3AkCi3t/rU6AKVQ2Mai1mgTsIiIiEipUAAokmXxBZeFBf8csHUtABkdBs+/nzYAS6kIFoC0\nnGP8F8BEolgN/pmYbh4GgLB8DuDAcXBdnQMohSEYA1YAKCIiIlL8FACKZNn4+PIG4PqG9Z//B2A3\nqwNQil/cizPDHABtZ9kAvJLd4ofizvAQ5GG+FgSAyUUYy8+MUuQMCgBFREREwnXTTTdhjOHP/uzP\nWFxc5C/+4i+48sorqampwRjD1NRU1p4rkrVHEhFgeQMwrK8D0Mmc/0dZOaa6JttlieSdwcz4L0DL\nKgGg1dIK+1/AW5jHm5vF1OTXx0h71/J131Fo7QivFpG1asiMAE+6k7iei2X0e2ERERGRMCQSCV75\nylfy+OOPE41GqayszPpz6Ds9kSxbCgAN1NevYwQ40wFot7TAOjYHixSqtWwADlgrumLTQ4M5q2mj\nauuhKpNJnjwSaikia1Zv1QOQxmHWmwu3GBEREZES9vd///ccPHiQr3zlK8zNzTE1NcWxY8eoqqrK\n2nMoABTJsmABSG2NIRJdW5Dn4S1tALY0/islIlgAUksV5ZSd97ZWYyPYftO6m4cBoDHLXYAKAKVQ\nBCPAAOPuRIiViIiIiJS2ubk5vvrVr/KOd7yDWCwGwM6dO4lGo1l7DgWAIlk2vpENwNPTeIkEoAUg\nUjqGlhaAnH/8F8BYNnZzZhHI0EBO69qojkwAODUOczN5eFChyGlWBoA6B1BEREQkPFdeeSWvf/3r\nc/ocCgBFsiwIAOvXswF4ZLmjKVh2IFLMHM9hhHEAWtcQAAJYrdsASA8PgpN/AdvKcwDVBSiFoM7U\nEvSpKwAUERERCc/111+f8+dQACiSRY7jMTWZ6QBsWMcCkOHhzJXBamzOQWUi+WWUCRz8j5WWVc7/\nC1itbf5FMoU7MXr+G4egpR0imQ79PgWAUgAiJkKN8Q+v1AiwiIiISHhatqARSAGgSBZNTri4mR0g\nG9kAbNU3QDSWi9JE8srQig3AbWsMAO0gAATSA/1Zr2mzbBu2dfrXJ4+GW4vIWjVYDYACQBEREZEw\n2bad8+dQACiSRcECEICGxrVv8nWH/A5Ao/FfKRHB+X8xotRRu6b7mOoaTGYLVj4uAoHlcwCHTkIq\nmX9jyiKna8hsAlYAKCIiIlLcFACKZNH4+MoAcG0fXp6Twp3wwxC7SeO/UhoGMx2AzTRgsbaw3GCW\nugCdwfxcBNK+0//TdaH/eLi1iKxFg6kH/DMAXc89/41FREREpGApABTJomABSKwMKirXFmp4Y+OQ\n+aHLalIHoJQAz1vqAFzrApCA1eIHgO7EOF4invXSNqt9BwR5ps4BlELQmOkAdHCY8qbDLUZERERE\nckYBoEgWBQFgQ4OFMWsLAJ3RoaVrq1kBoBS/WeZZwA/v1roAJGC1bVu6dgbybwy4rByaW/1rnQMo\nhSA4AxA0BiwiIiJSzBQAimTRUgC4ngUgoyP+hRXBqqvPQVUi+WXlApDWdQaAdnMzWP7HlzOU32PA\n/UfBc3UOoOS3oAMQYMwZD68QEREREckpBYAiWeJ5HhNjDrDeDcD+AhCrsXEp2BApZoOZ8V8DtNBw\n/hufxkRiWJmzMt3B/NsEDMuLQBJxWNHgK5KXqk0NEfytc+oAFBERESlekbALECkWC/MeiYR/vZ4A\n0Mt0AFpaACIlIugArKeOGLF1399ubcMdHSE9NAiuB9baN25vhSAABDh5BFo7wqtFZDWWMdRbdYy5\nEwoARURERLbY/fffv2XPpXYjkSwJxn8B6hvWuAE4lcSdmgTAalYAKKUhCABb19n9F7Aym4BZXMSd\nyL/AoqYeqmr865NaBCIFoMH4H4sKAEVERESKlwJAkSxZGQCutQPQHRsFzz8jTBuApRSkvBRjTAHQ\nss4NwAF7xSKQ9GBfNsrKKmOWuwAVAEohaMicAzimAFBERESkaCkAFMmSIAA0Burq1zaS6I4OL13b\nTRsLQ0QKyQjjePih93oXgARMTS2msgoAtz//AkCA7d3+n9MTMD2hRSCS3xozm4BnvBmSXirkakRE\nREQkFxQAimTJxLgfANbVGWx7bQGgM5LZAByJYGrrclWaSN4Y3MQG4IDBYG9rB8DpO5mVurItCAAB\nThwOrQyRNWlYsQl4Ql2AIiIiIkVJAaBIlgQdgPXr2QAcLABpbAajD0cpfkOZDcDlxKihesOPEwSA\n7sw03uxsVmrLpqZWKK/wr4/3hluLyGpWBoBj7nh4hYiIiIhIzihxEMmS8TEHWN8GYHdkCNACECkd\nw5kAsIVGDBvf3mtlAkCAdB6OARsLOnb61ycUAEqea7CWF/JoEYiIiIhIcVIAKJIF6ZTH9JR/zlfD\nWjcALy7izUwDWgAiJcLzTgkAN8NqbIJYDACnP0/HgHv8PydGYXZa5wBK/qow5ZRTDmgRiIiIiEix\nUgAokgUTE26wzJeGprVuAB5ZutYCECkFs8wTZxGAZhpWufX5GWMRyWwDdgb6N11bLnR2L1+rC1Dy\nXTAGrA5AERERkeKkAFAkC4Lz/2DtHYDOyPIGYKtRI8BS/ILuP4CWTQaAANa2DgDcsVG8RGLTj5dt\nzdsg5jdV6RxAyXuNQQDoKAAUERERKUYKAEWyYGJFALjWJSDuaCYAjMUwNbW5KEskrwyzvFygeZMj\nwLDiHEDPw8nDcwAtCzq6/Gt1AEq+C84BHHfH8TyNrIuIiIgUGwWAIlkQdACWV0BFxdoWGwQbgO2m\nZjAbX4YgUihGMh2AtVRRRmzTj2e3tIBtA3k8Bpw5B3BsGOZnFapI/gpGgBMsMu8thFuMiIiIiGRd\nJOwCRIrB+HhmA/Aax38B3MwIsGnS+K+UhmH80cJsdP8BGDuK3dKKMzSIM5B/HYAA23cuX584DJe/\nOLxaRM4nCADB7wKstqrCK0ZERETkHIYG02GXcE75XBsoABTJivFRvwOwYa3jv/E43twsAJYCQCkB\nnucxkhkB3uwCkJWsbe1+ADg0CMk0xPLry1pLB0RjkEr6Y8AKACVfNZrlj8tRd5yddIVYjYiIiMjZ\nfefu+bBLKFgaARbZJM/zGB/3A8C1nv/njS0vALG1AERKwCRTpPB/I5aNBSABu327f+E4pAfzrwvQ\ntqE9k6NoEYjks3qrHgv/OIoxd3yVW4uIiIhIocmvVgmRAjQ365FK+tdr3wA8snRtNbfkoiyRvHLq\nApAsBoDbtvnbNlwX58QJIju7s/bY2bK92+/+GxmE+LxHXV3YFYmcKWJs6kw9k94ko87Y6ncQERER\n2UJ3fuWCsEsoeOoAFNmk8RUbgNc6AuxkNgCb8nJMpc5ZkuIXjP8aDI3UZ+1xTSSG3doGgNN3PGuP\nm02d3ZkLD473ahGI5K/GzCZgdQCKiIiIFB8FgCKbtJEA0M10AFpNLdoALCUh6ABsoJZolpvPre2d\nAP45gInFrD52NrRth0jUvz52SAGg5K+mTAA46qoDUERERKTYKAAU2aTg/D/Lgtq6tYV5btAB2NiU\ns7pE8kkuFoAE7I7MOYCeR7r/ZNYff7PsyPI5gMcOKgCU/NVk+Ru6Z7xZFr38C9NFREREZOMUAIps\n0vioA0B9g4VlrR4AugtzeAv+5iJbG4ClBDiewyiTALTQmPXHt1vaIOJ3FTp9J7L++NmwY5f/53A/\nzE6757+xSEiCEWDwNwGLiIiISPFQACiySRPBBuCGNXb/aQGIlJgxJnHxP05y0QFo7Aj2tnYA0ify\n8xzAIAAEOLwvFV4hIucRdAACWgQiIiIiUmQUAIps0vioH2ys+fy/zPgvgKUOQCkBIywHCc056AAE\nsNv9MWB3dARvIZ6T59iM1g6IlfvXB59XACj5qcFqIPhV1pjOARQREREpKgoARTYhmfSYmfHP9Fr7\nBmC/A9BUVmIqKnNWm0i+CBaARLCppyYnz2F3dC5dp/NwG7BlLW8DPqQAUPJU1ESoNbWARoBFRERE\nio0CQJFNCMZ/YT0bgP0OQKtR3X9SGoYzHYCN1GPn6MuO1dIMsRgATp6PAY+PuEyNaxmI5KfGzBiw\nNgGLiIiIFBcFgCKbMD62HADWN6z+4eTh4Y5lOgA1/islYpgJAFpycP5fwBibSHsHAM6JYzl7ns1Y\neQ7gUW0DljzVlFkEojMARURERIqLAkCRTZgYW18HoDc3hxf3zyfTBmApBUkvySTTQG4WgKxkd3YB\n4E5N4U5O5vS5NqKxFaqq/eujBxQASn4KFoFMedMkPY2ri4iIiBQLBYAimzA+5gBQWWUoK1t9C7A7\numIDsAJAKQGjLJ8jlssOQFgOAAHSx4/m9Lk2whjYsdv/PHH0gIfnKQSU/NNoLX+cjuscQBEREZGi\noQBQZBOCEeCGNYz/wqkbgNUBKKVg6JQNwLkNAK3aOqy6OgCcY0dy+lwbFYwBz83A+PD5bysShqAD\nEHQOoIiIiEgxUQAosgnjmSUgDY2rd//Byg3AVVBekbO6RPLFSOb8vzJi1FCd8+ezd+wEIH3yBKSc\nnD/fenXtXv5ccfRgiIWInMPKDkCdAygiIiJSPBQAimyQ63pLZwDWr3cDcFNTzuoSySfDmRHgZhow\nrC0o3wxr+w7/IpUiPXAy58+3XnUNhoZm//PFMQWAkodiJkaN8cP6UY0Ai4iIiBQNBYAiGzQ95ZBO\n+9drGQH2NwCPAmA1teSyNJG8MbIiANwKkY4OsCMAOHl4DiBA9x6/vuOH/F8kiOSbxswYsEaARURE\nRIqHAkCRDRoZXt6OuLYNwLN4CX8DsBaASClY8OLMMg/kfgFIwERi2O3tAKSP5mcAuOuiKACJOAz1\nhVyMyFk0ZcaAxxQAioiIiBQNBYAiGzQ6kl66XksA6I5oA7CUluFTFoA0nueW2RVsA3bHR/FmZ7fs\nedcq6AAEOHYgxEJEziHoAJxwp0h56VVuLSIiIiKFQAGgyAYFAaAdgZqa1c82c8dWbgDWGYBS/ILx\nX4Bm6rfsee0dXUvXqTzcBlxda9HU5l9rEYjko+ZMAOjhqQtQREREpEgoABTZoNHMCHB9g4WxVg8A\nnUwHoKmqhjJtAJbiFywAqaKCSrbuNW/VN2BqagBwjhzesuddj2Ab8MkjkE7pHEDJL83W8i+pRpzR\nECsRERERkWxRACiyQSOZDsDGtW4AHvUDQKtR3X9SGoIR4K1aABIwGCJd3QCkTxyFZP6NMHbt8gPA\ndAr68vOoQilhTVbj0s7uYVcBoIiIiEgxUAAoskGjI34H4JoWgODhBAGgzv+TUuB5SyPAW7UAZCV7\nZ49/kUqTOpF/CduOXWBlPnUc0TmAkmeiJkqdqQdg2Bk5/41FREREpCAoABTZgPiCy9ysC0BD4+rj\nv97sLCwmAAWAUhqmmSVBEtj6DkDA3wQcKwPAOXxoy59/NbEyQ3vmqMIj+8KtReRsWjJjwOoAFBER\nESkOCgBFNmAkc/4frHUD8PICEKupJSc1ieSTUxeAbN0G4ICxIkR27AQgfaQXnPw7Z69rt//nUB/M\nz+ZffVLamm0/ABxxR/A8vT5FRERECp0CQJENWBkA1jes/mHkjC2PUNlNWx+GiGy1IZY3h27lBuCV\n7O5uALx4HGegP5QazqfrguVrbQOWfBMsAlnw4sx58yFXIyIiIiKbpQBQZAOWAkADDWsIAIMOQFNV\now3AUhJGmACgnhpixEKpIbJjJ1g2AOkj+TcG3NoB5ZlPB0f2h1uLyOlO2QSsMWARERGRgqcAUGQD\nggUgtTWGSHT1MwDdsWABiDYAS2kYzowAN4Vw/l/ARGPY27cDkD58EPJsitGyYEdmDPjofjRmKXml\nZUUAqEUgIiIiIoVPAaDIBgQdgNoALHImz3MZDXED8EqRbn8bsDs1hTs2tsqtt97OzBjw7DSMDYVb\ni8hKNWa5e1cdgCIiIiKFTwGgyAasKwCcmYHFRUABoJSGcaZI4wDhbABeye7qXrpOHcq/OduV5wBq\nDFjyiTGGZss/s3ZIHYAiIiIiBU8BoMg6pdMe42NpAOrXsgF4dOUGYAWAUvyGQ94AvJJVWY29rR2A\n9MH9eTcGXFMHjZnF4If3hVuLyOmCcwDVASgiIiJS+BQAiqzT+Fia4KiutXQABuO/ALbOAJQSMJIJ\nAC0sGqkLuRqI7N4DgDsxjjuWf0FG0AV44jCkU3mWUEpJa7b9r1lj7jiO54RcjYiIiIhshgJAkXUK\nFoAANK6pA9APAE11DcTKc1aXSL4IOgAbqCWCHXI1YPfsAuMv60ntz782uyAATKfgxJFwaxFZqcXy\nu9ZdXMbc8VVuLSIiIiL5TAGgyDqNDKeXrtfSAehqAYiUmGH8ZRthLwAJWBVV2B2ZbcCH9uXdGHBn\nN1iZnPSozgGUPNK8chOwxoBFRERECpoCQJF1Gs0sACmvMJRXnP+22gAspSbtpRlnCgj//L+VIrv8\nNjt3agpneDDkak4VjUFHl3+tRSCST5qs5Y/hES0CERERESloCgBF1mlkxO8AbGqOYDJjhefiTU9D\nUhuApXSMMoGXabELewPwSnb3LrD8L3npg/mXsu3MjAEP98PcTJ61KErJipkYdaYWUAegiIiISKFT\nACiyTmOZMwCbmiOr3vbUDcBaACLFb2TFBuB8GQEGsMorsLd3ApA6uB/c/ArZgnMAAY4eCK8OkdMF\nY8DD6gAUERERKWgKAEXWwfM8RjMdgM1rCABP2QDcqA5AKX5DmfP/okSooybkak4VjAF7MzM4/X0h\nV3Oqlm1QUeVfH86/PSVSwlrtFgAG3WE8L7+CcxERERFZOwWAIuswO+uxuOj/ANTUsoYOwBG/A9DU\n1ECsLKe1ieSDoAOwmXqsPPsSE+nZDVH/4zb1wnMhV3MqY0HXbv/6yH7w8qxDUUpXq+UHgHEvzrQ3\nE3I1IiIiIrJR+fXTmUieGx91l64bm9YQAI75ZyZZTS05q0kknwQBYFMejf8GTDRGtNtP2VIH98Ni\nMuSKTtW9x/9zYQ4G86tBUUpYm7X89WvQGT7PLUVEREQknykAFFmH8bHlAHC1DkDPc3EyZwBqAYiU\ngoS3yBSzALTk0QbgleyLLvYvUimSh/LrsL2uPUBmr9DhF0ItRWRJi70yABwKsRIRERER2QwFgCLr\nMD7mAGDbUF9vn/e23vQ0pPyFIQoApRSMZM7/g/zaALyS3d6BqfXPJkw/n19jwJVV0NbhXysAlHxR\nYcqpNf7HzKCrAFBERESkUCkAFFmHoAOwsSmCZZnz3tYdW7EARBuApQQMM7F0na8BoMEiuucSAJz+\nk7iTkyFXdKqdmTHg/uMQn9c5gJIf2qxWQB2AIiIiIoVMAaDIOgQBYFNzdNXbOiPLAaDVqABQil9w\n/l85MaqpDLmac4vsuXDpOpVnXYDdmdI8z18GIpIPgk3AQ442AYuIiIgUKgWAIusQBIDNa9gAHJz/\nZ2pqIaoNwFL8ghHgZhownL9DNkxWTR329u0ApPbtBSd/Ao227VCeyU5794Vbi0gg2AScYJFJbyrc\nYkRERERkQxQAiqxRIuExN+sHBU3NqweA3qjfAajz/6QkeB5DmQ7AfF0AslLkwksB8GZnSR05FHI1\nyywLuvxFxRzZB56bP+GklK42LQIRERERKXgKAEXWaGJ8eQNwc8v5R4D9DcAKAKV0zLHAAnEAmgsh\nAOzZhamoACD99M9DruZUwRjw/CwM9YVbiwhAi6UAUERERKTQKQAUWaNgAzCs3gHoTU5CWhuApXQM\nZ7r/IH8XgKxk7AiRi/0uwPTJE7hj46vcY+vsvGD5WmPAkg/KTIx6UwfAoDMccjUiIiIishEKAEXW\naHx0uQNwtQAwOP8PwG5uzVlNIvlipMACQIDoxZeC8c8qTD7zZMjVLKushlb/iEIOvxBuLSKBNtv/\nWjbgqgNQREREpBApABRZo2ABSG2tRSx2/g8ddzjzA5KxtAFYSsJwZgFINZVUUBhLb6zqWiLdPQCk\n9j0Pi8mQK1rWvcf/s/8YxOd1DqCEr9Xyu9mHnWFcz13l1iIiIiKSbxQAiqxREAA2rWUD8IjfAWg1\nNEBk9duLFLrhAloAslLk0sv9i+QiyX17wy1mhSAA9Dw4ciDcWkRgeRNwkhQT7mTI1YiIiIjIeikA\nFFmjpQBwDRuA3UwAaHT+n5QAz/MYZQIonPHfgN3R6Qf1QOqpJyBPtu62dUK5v6NEY8CSF1rt5eMs\nNAYsIiIiUngUAIqsgeN4TE6sLQD00kncCX8c0m5uOe9tRYrBFDMs4o/PFloAaDBEr7gaAHdyklRv\nfrTbWRZ0ZZaBHN4HXp4Ek1K6WqxmTOZam4BFRERECo8CQJE1mJp0cTNHHq0WALqjY/7cHmBpAYiU\ngOD8P4CWAgsAASIXXIiprAIg9bNHIU+ytmAMeH4WhvrDrUUkZqI0Wv6If78zGHI1IiIiIrJeCgBF\n1mA9G4DdkeXOCLtZI8BS/EYy478GaKI+1Fo2wtgRopdfCYAzPEz65PGQK/J17Vm+7tUYsOSBdqsN\ngD5HibSIiIhIodF2ApE1GB9fewDoBAFgNIqprctlWSJ5IegArKOWKNGQq9mY6KWXk3z6SUgukvrZ\no0S6doZdElXV0LodRvr9cwBfcXPYFa2dF18g3XuI9MnjuCPDeLMzeMkkRCJY1TVYbW1EunqI7LkQ\nU1EZdrmyRu32Nvam9zHqjrHoLVJmCmPjt4iIiIgoABRZk2ABSKwMqqrP3zgbbAC2m1rAqMlWit9I\ngW4AXslEY0QvuYzUM0+SPn4MZ3gYu60t7LLo3uMHgP3HID7vUVFlVr1PaFyX9OFekk88RvrwQZbO\nTTiNMz2F03+S1JNPQCRC9JLLKbvxVVitOjIh37Vb2wDw8Oh3BtkV6Q63IBERERFZMwWAImsQjAA3\nNFgYc/4fwN3hzAZgLQCREuB6TsFuAD5d9IorSe19Fpw0yUd+SsWtt4VdEt174PH7/WNFjxyAy14U\ndkVn4XmkDx0g8eP/xB0+9Ww4U16O1dKKVVsPZTFIpfBmZ3GGBvASCUinST33NKm9zxC95iWUv+Zm\nTEVFOP8esqp2e9vSdZ/TrwBQREREpIAoABRZg/ExB4CGxvN39Lnxebz5WQDsJp3/J8VvjCkc/IC8\nEBeArGRVVBG99DJSzz1D+kgvzsAAdkdHqDW1dUJ5BSTi/hhwvgWA7tQkie/+u9/xFygrJ3rZ5UT2\nXILdvg1zluOGPVycwSHSe58mte8FcB1ST/6M9OFDVP7y27HzYARbzlRjVVNtqpnz5uhzBsIuR0RE\nRETWQfOJIqvwPG9pBHjVADDT/QdgqQNQSkAw/guF3wEIEL36RRD1zzFMPvRAyNWAZUHXBf714X3g\nuXmyoth1WXz0IeY+/XdL4Z+pqCT2qtdQ/aGPUP7K1xBp7zhr+AdgsIi0d1D+ujdS9f5fI3LBhQB4\n01PM/9PnST75+Jb9q8j6BItATmoRiIiIiEhBKakOwOnpab7+9a/z+OOPMz4+TllZGbt37+aNb3wj\n11133YYfN51Oc8899/DAAw8wMOD/Rnz79u286lWv4pZbbiESOfu7+eMf/zj33XffeR+7q6uLT33q\nUxuuTTZvdtZjcdG/bmxaJQBcsQHYatZ5VlL8ggUgNhYN1IZczeZZ5ZVEL7uS1NM/J33yBOkTx0Nf\nCNK9Bw4+B/OzMNQP7TtCLQdvfp743V8jfaQ38zeG6NUvouyGV2Bi618KYdXVU/6mW0m98DyL9/8I\nkkkS93wbb3aOsle+GlY5dkG2Vru9jUPOYQadIRzPwcYOuyQRERERWYOSCQBPnDjBH/3RHzE9PQ1A\nRUUF8/PzPP300zz99NO8+c1v5kMf+tC6Hzcej/Mnf/InHDzod0DEYjEAent76e3t5aGHHuJjH/sY\n5eXl53yMWCxGZeXZtyDW1hb+D9SFLjj/D1YPAIMFIKayWudYSUkIOgAbqSuaICB25TWkXtgLyUWS\nDz9IZMd7IcQMauee5eveF8INAJ3jx1j45lfxZmcAsJqaKXvtG4i0b25U2mCIXXo5dksL8W99HW9+\njsUH7gXLouwVN2WhcsmWdtvvAEyTZsgdoYvOkCsSERERkbUoiQAwlUrxf/7P/2F6epqdO3fyO7/z\nO/T09LC4uMi3v/1tvvSlL/Gd73yHnp4eXvva167rsf/hH/6BgwcPUlVVxX/7b/9tqZPw0Ucf5e/+\n7u/Yv38/n/70p/nt3/7tcz7Gy1/+cv7H//gfm/lXlBwaHXGWrlfvAPQDQKtZ5/9JaQg6AAt5A/Dp\nTFkZsauuJvmzx3AGBkgdOkD0wotCq6eyGtq2w3A/9D4Pr7g5nDqST/2cxHe/tbTdN3r5lZTd9FpM\nJJq157Bb2qh8x3tY+MZX8KanWPzxjzDl5cSu3XiXvmRXsAkYoN8ZUAAoIiIiUiBK4gzAH/zgBwwN\nDVFWVsaf/umf0tPTA0BZWRlvf/vbecMb3gDAXXfdRTqdXvPjHj16lAcffBCA3/qt3+L666/HGIMx\nhuuvv56PfvSjANx///0cP348y/9WslWCDsBIBGpqzt0G5HkuTmYE2GrR+K8Uv5SXYgK/q7qpCM7/\nWyl6+ZWYqioAFh+8D1Jr/9qQC93+EXn0H4f52S0+B9B1Sdz7QxLf+aYf/kWjlN38Jspf+4ashn8B\nq7aOyre+A1NdDUDiP+4hffhQ1p9HNqbRaiSGP+2gcwBFRERECkdJBID3338/AK985StpaTlzMcNt\nt92GMYaJiQmee+65NT/uAw88gOd5tLe3c/3115/x9htuuIH29nY8z+OBB8I/TF42ZjQTADY0WRjr\nPAHg5CSkUoA/FidS7EaYIIiiCn0D8OlMJEbsWv/zujczQ/Ln4S6l6AkaED04sn8LnziVIv6Nry4t\nRDFV1VS+7VeJXXJZTp/Wqqun4pffDrEy8Dzi3/gq7sT46neUnLOMYVtmDLhPAaCIiIhIwSj6ADAe\nj3PokN858KIXveist2lpaaGz0x9heeaZZ9b82M8++ywA11xzDeYsh5QbY7jmmmtOua0UnqADsHGV\nDcDO6PIGYLtJG4Cl+I1kxn+h+AJAgMieC7Hb/KBj8WeP4M3OhlZLa7s/Cgxw6PktetJEgvkv3Ulq\n317AX2xU+c73YLduW+WO2WE3tVB+8y0AeIk48X/7V1hHl77kTkdmDLjPGcDz8mQztYiIiIicV9EH\ngH19fUvfnO7cee5NjsHbTp48uabH9TyPvr6+VR+3q6tr1cd99tln+Y3f+A3e+ta38s53vpPf/u3f\n5q677mJycnJNtUjueJ7H2Jh/BuCq5/8NZzYAGwurqSnXpYmELlgAEiNKDTUhV5N9BkPs+lcCBlJp\nfxQ4rFqs5WUgR/aB6+Q2dPEW5pn/lztwThwDINK9i8q3vxurpi6nz3u66O49RK+7EQBneJDEA/du\n6fPL2bXbfgAY9+JMuPpeRURERKQQFH0AODExsXTd2HjuQ+qDt601dIvH4yQSiTU/bjweJx6Pn/U2\nY2NjjIyMUF5eTiKR4PDhw3zta1/jox/96Lo6EiX75mY9Fv3/zGveAGzVN0AOzsUSyTdDmQCwiQas\nMNfk5pDd0kr0In/+NnVgP+nDh0OrpSdzDmAiDn3Hcvc83uws8//0BZzBAQCil1xG+S+9FZPZcr/V\nyl52A3bHdgCSD/8E59ixUOqQZcEmYIAT6b4QKxERERGRtSr6ADAI6cBf+nEuwdvOFdKdbuXt1vK4\nZ3vs3bt38+EPf5g77riDb3zjG3z5y1/my1/+Mr/zO79DY2Mjs7Oz/OVf/iX9/TpjJyxjmfFfgIZV\nRoDd4UEAzFnOmRQpRkEHYDGO/64UfekNmIpyABL3/QASi6HU0XUBWJlPQ705GgN2pyaZv/NzuKMj\nAESvvIaym9+IMXZunnANjLEov/lNEIv55wHe883Ql7KUularlQj+a+J4+kTI1YiIiIjIWhR9AJjP\n3vzmN/PGN76RlpYWrMxPdZWVldx000389V//NdXV1cTjcf71X/815EpL19ios3R9vg5Ab3ERd9Lv\nNrVb2s55O5FiEffizDAHQHORB4BWeUVmFNjvjkv85Meh1FFWDh2ZEyd6X8j+47tjY8zf+fmlz2XR\nF7+Usl94HSYPvlWw6uope8WrAXAnxkk8pMVaYYoYe2kM+JgCQBEREZGCEAm7gFwrLy9ful5cXKSy\nsvKst1tc9Ds6Kioq1vS4K28X3Pd8j7uexwZobW3llltu4atf/SpPPPEErusuhYRnc9ddd/HlL3/5\nnG//lV/5Fd7//vev+fnFNzc7AcSJRA2dXfVYlsEy/n8Hy1jU1fvnYS0eOcxs5qzJ6p3dlNfUhlVy\n0QgW61RX1eiQ+RyzMtutLctQu8bX7qgzCfP+dVfFdqoj1bkqLy94V13D1PFjLB4+SOq5Z6i7+sWU\n7dq97sdZel1XV2/odX3xFYv0HV1kZAC8dA0NqxxNsFaLA/2M/ssXlhad1Nz0WqpfcdNZF1yFxbv+\n5Ywd3E/q5HGSDz9I4w03EjvHL1xM5uulsSzq67b23MJSsdvt4eRcPyeck7ieS11dnT5X51jwfaBl\nWTQ0FPcvXsIWfO7T6zq39JreOnpNbx29riWfFX0AuPJ8vomJiXMGgMFZgWv9IK2oqKCiooJ4PH7K\nOYPnetzg9utx4YX+gU8LCwvMzs5Sd54fYubn5xkZGTnn2xcWFrDt8Ea4CtXosN8B2NwcIRo59cPF\nGIOdGYtLZ87KAijv2I5th98xUyz8cCp/QohiZozBttf2vh5OL28A3hZtXgrGi1n9625mpO843uIi\nk9/+Ots+8t+xqqo29FjG2tipiRdeUcZ//rv/i6UDzznc8JrNnze6eOwoo5/9FG58AYC6X3wTtdff\nuOnHzTrbovFNtzL82U9COs30t++m7Tf+63nvYozB6GtfTnSXd8PcT4l7CQZTQ2yPdYRdUsnwP1fr\ndb0VzvfLd8kevaa3jl7TW0eva8lHRR8AdnZ2YozB8zxOnDhBZ2fnWW934oQ/wrJjx441Pa4xhs7O\nTg4dOrR032w87kZVVVXR2tp6zrdXVlbiOM453y5nNzyUBKCpJYLj+u8/y1hLrynX888IXOzz/ztb\nVTVQUYXjuGd/QFkzYwyWZXBdT7+pzDHLMsuvaXdt7+v+lL/0ptJUUOFW4Jrif82bykpqX/06pv/j\nHpyZGca++TWa3vU+1tMkZ4zBWBae627odd3Y7FHfaJia8HjhqUWuu2lzAWCi9xCjd3wWL5kAY6i7\n5VaqXvSSvP0cZre0UvXS65l/9CHi+/aysO8Fyi+86IzbGWv587Tn5ue/S6Hrimxfuj6UOEx7ZJs+\nV+eYteJ17ep1nVP+9yAW7gY/V8va6DW9dfSa3jqF/rpWaFncij4ArKioYM+ePRw8eJAnn3ySG264\n4YzbjI2NcfLkSQCuuuqqNT/2lVdeyaFDh3jqqafOeZunn3566bbrdfDgQcD/d6ipqTnvbd/znvfw\nnve855xvHxsbW/OGY/F5nsdQJgCsqXGYnpoGoK6+DtvYuJ679HeJk34AaFpamJmdCafgImPbFrU1\ntczNz+ZtGFEsamtqsW0/bF3r67fP85feNHv1zM/N5bK8/LJjJ9ELLyJ18ACLhw4wfv+9xF5y7Zrv\nbls2NbW1zM3NLf1SYb269sDUY3DohTRjY1NEohvrkE0fOsjCv30Z0ikwFuW/eAvuBRcyO5Pfn8PM\n1S+Gp34OiwnGvvV1qj/0m8vbUTLq6+owto3nukxNT4dUaXGLelHKKSdBgsOJo1zlXK5fNOZYQ0MD\ntm3juq6+p8sx27ZpaGhgenpar+sc0mt66+g1vXUK/XXd3NwcdgmSQyXRA3zTTTcB8OCDDzI6OnrG\n27/5zW/ieR6NjY1cccUVa37cV77ylRhjGBgY4JFHHjnj7Q8//DADAwMYY5ZqCKz2m5fR0VG+973v\nAfCSl7xE7dohmJvzWMwskT7vAhDXwRnxu6GslnN3YYoUDc9jGH8EuNg3AJ9N7MZXYtX7/96LDz2A\nM7C1m9p7/NMhSCXh+KGNPUZq314WvnaXH/7ZNuVvupXoRZdmr8gcMuUVxK7zR5Td4UFSzz4dbkEl\nyhhDp+2P/R5ePBJyNSIiIiKympJIlW6++Wa2bdtGIpHgz//8zzl69CjgL+j4+te/zne/+13A76KL\nnHbO26/92q/xlre8hY9//ONnPG5PTw+vfKW/GfKTn/wkjz76qD9u5Hk8+uijfOpTnwL8ALKrq+uU\n+95///381V/9FY8++igzK7ot4vE4DzzwAL//+7/P7OwsFRUVvOtd78ra+0LWbnx0uevsvAHg+Bg4\naQDsZgWAUvxmmSeOfw5dUwkGgCYSo+w1r4dIBByH+L/fjTe9dV1znT0QyUz+bmQbcOrZp4l//Svg\nOBCNUvFLv0J0957sFpljsauuxtTVA7D4kx+DuoRDEQSAxxdPkvJSIVcjIiIiIudT9CPAANFolD/+\n4z/mj/7ojzh27Bj//b//dyorK0kkEktz+W9605t47Wtfu+7H/s3f/E0GBwc5ePAgf/mXf0ksFgMg\nmfRHRy+++GI+8pGPnHE/13V55JFHljoHKyoqiEQizM/PL9VUV1fH7/3e753z3ELJrdGRtQWAztDy\nAhCr9ewbKUWKSdD9B6XZAQhgNzZT9oqbWPzxf+ItzLPw7a9T9Y53Q1lZzp87EvVDwGMH4dDz8Prb\nvDVv603+7FES3/+O/39iZVT80m1Etuf2jNpcMFaE2MtuYPGH38OdnCD5zJPEXvSSsMsqOZ22fw6g\ng8OJ9Em6rZ0hVyQiIiIi51ISASBAV1cXn/zkJ/nGN77B448/ztjYGFVVVezatYtbbrmF6667bkOP\nW1FRwf/9v/+Xe+65hwceeICBAT8M2r17NzfddBO33HLLGV2FAFdccQXvec972LdvH/39/czMzLCw\nsEBVVRU7duzgJS95CTfffPOqZ/9J7oyP+edj2BGorT33D9fOkH8WGpEoVn39FlQmEq5hxpeum2k8\nzy2LW/SCi3Cnp0g9+QTu2Cjx732HirfcBmvcpLwZPRf5AeDUOIyPQPNqv3twXRI//hHJhx4E/DHa\nire+Hbt1W85rzZXoJZeSevwR3KlJFn/yY2JXXgMRHVy9lXbYy7+gPJw+SndMAaCIiIhIviqZABCg\nvr6e22+/ndtvv33N9/nCF76w6m0ikQi33nort95665oft7W1lbe//e1rvr1svbFMB2BDo4WxzhMA\nDg8B/nZKTElM1UuJG8l0ANZSTRmxkKsJV+zF1+JNT5E+3Ev66GES//Edyn/xzTkPAbsvXL7ufX6V\nADCdJv7v3yS19xkATE0NFbe+DbupJac15poxNtGX3cjiD+7Bm54i+dzTxK55cdhllZQqq5IWq5lR\nd4zDqWO8prQ/HYiIiIjkNaUVIucwljkDsLHxPOf/4eFmOgCNFoBIiRhmAoDmEh3/XclgUfbKX8Bu\nbwcgdWAfiR9+F9zzL3rarNp6aMp8yjnfOYBePM7Cl/9pKfyzmlupfMd7Cz78C0QvvmTpLMDkoz8F\nV2cBbrXuiH/G8eH00VUXnImIiIhIeBQAipyF53mMjfojwOddADIzgxdfADIdgCJFzvM8RjIjwAoA\nfSYSpfzmN2G3+W14qX3Pk/jh98DJbRgSdAGe6IXF+JnP5Q4PMf+FfyB9zN/Qand1U/n2X8WqLp6j\nJYyxiL3oWgDc0RHSvRtciywbtjPinyE5780z7I6GXI2IiIiInIsCQJGzmJ/zSCT86/MFgO6KBSC2\nFoBICZhkihT+1uuWEj7/73QmGqP8F9+ClflFQOqFvcTv/ipe8IkkB3ou8v90XTh68NS3pZ5/lrkv\nfhZ30u/WjF56BRW33oaJ5X5JyVaLXno5prwcgMVHfhJyNaVnZ6YDEOBI+miIlYiIiIjI+SgAFDmL\nYPwX/DMAz2VpAYixsBqbc12WSOhWLgAp1Q3A52JiMSre+Bbs9g4A0ieOs/DVL+FOTeXk+bbtgJif\ne3Ho+cxfLi4S/87dxL/xVUglwbIoe/XrKHv9GzBWcR77a6IxIle9CADn+FGc/r6QKyotTVYjNVY1\nAIcdBYAiIiIi+UoBoMhZrAwAz9cBmB7wf9C0mpohGs15XSJhCwJAg6GBupCryT8mVkb5G95MdI/f\nnueOj7Hw5TtJHTq4yj3Xz7Zh5wX+9eEXIH38OHOf+xSpp57wa6mspOK2dxC76kUYcr+ZOEyxq18E\nET/gTD6sLsCtZIxhd/kuAI6kj4VbjIiIiIickwJAkbMIzv+zbaitO8cPzp6HO+CPAFtt27aqNJFQ\nBQFgA7VES2uR/JoZO0LsptcQfbF/Np2XWCTxnbtJ/Md3cRcWsvpcPZlzAOdm4Ngd9yyN/EZ6LqDy\nvf+FyPau89y7eFgVVUQvuRyA1P7nSU9NhlxRadld1gPAqDvGlDsdcjUiIiIicjYKAEXOIugAbGi0\nsKyzB4DO9DTe/CwAtgJAKRHDjAEa/12NwVD2opdS/oY3YyoqAP9cwNl//Cyzj/wUz0lv+jm8RIL2\nmZ8B/gKQY8kLIRqj7DU3U/5Lb8WqqNr0cxSS6DUv9i88j7lHHw63mBJzYfkFS9eH0odDrERERERE\nzkUBoMhZLAWA5xn/TfYdX7pWACilIO2lGcfvrNICkLWJdHZRcds7iezeA4AXjzP1/XuYveMzJH/2\nGF48vu7HdCcmWHzwx8x94dPYP7+PZts/i/SYdTVV7/81YldcXfQjv2djNzZjd/odj/OPPYyXdkKu\nqHRsj3VQYfwDKQ+me0OuRkRERETORvNbIqfxPG9pBLjpfAHgyZP+hbGxmlq2ojSRUI0ygZvpNmtW\nB+CaWRWVlP/C60lfeDGpxx/BGR/DnZlh8Sf3s/jQg0R2dGF378Ju347d2ATlKzb1euDNzeGMjeL0\nncQ5fhhnZOSUx9/ZMMzYWAdD803EzTxVmf9GpSh65dU4fSdwZqaJ732G8iuuCrukkmAZi12RHp5P\n7VMAKCIiIpKnFACKnGZh3iORaco53wbg5Em/A9BqaV46fF6kmI2csgFYHYDrFensIrpjJ/bASWYf\newRndARcl/TxY6SPH1u+YawME4344V8iDq579sfb0UXk6hdzgdfJz/8F8AxHDtpccc3mx4sLVeSC\nPZjKKryFeWYe/okCwC20OxMAjrsTjDnjNNtNYZckIiIiIisotRA5zejI6huAPc9b6gC02tq3pC6R\nsA1lzv+LEqGO2pCrKUzGsqi8+FLczp2khgZJHzmEc/wo7vSKxQnJRbzk4pl3tizstjbszm4iF1yA\nVe3/N2j1XCqrXBbmLXoPRko6ADRWhMhlV5L62SMkDu4nNToCsbLV7yibtjvaA5lfnh1KH1YAKCIi\nIpJnFACKnGZ8bPUA0JmcwF2YA3T+n5SOoAOwmXqsEjxjLtvsllbsllZ42Y24iQV/tHduFnduDlwH\nPDDlZZiKSkxjE3ZjIyYSO+NxjIHuXQ4vPGdx5FAE1wHLDuFfKE/ErriK1BOP+stAHv4p5qbXhF1S\nSWixmqk21cx5cxxM93J92UvDLklEREREVlAAKHKa0RH//D/Lhtq6s4cciydXLABpVQAopSHYANys\n8d+ss8orsbq6N3z/nbvSvPBclETC0HfCpqundBdgWLV1lF1wEYuH9jP/88eofvlNECnhRHSLGGPY\nZe/k2fTz7E8fwvVcLKNdcyIiIiL5Qt+ZiZwmGAFubLSwrHMEgCcyAaAdwWpq3qrSREIT9xJM43e9\ntmgBSN7p6nawLH/5R+9BhV2VV78YAHd+nlTvgZCrKR0XRHYDMOvN0u8MhFyNiIiIiKykAFDkNEEA\n2NS8+gIQu6UVbP2wLcVPC0DyW1kZdHT6XX+9B9XcX77nIqzKSgBSzzwVcjWl48JMAAjwfHp/iJWI\niIiIyOkUAIqs4Lre0gjwOQNAzyN58gQARuf/SYkYXhEANqkDMC917/I/d40O20xPlfYZjSZiU3nF\n1QCkD+3Hm58Pt6ASUW1V02H5i7FeSCkAFBEREcknCgBFVpiZ9kgl/etzBYDpsTHchL/qUAtApFQE\n5/9VUE4VFSFXI2fTvXt5+6+6AKHy6hf5F65Lau8z4RZTQoIuwKPOcebdhZCrEREREZGAAkCRFYLu\nPzh3ALh4/MjStd3WnvOaRPJBEAC20IDRBuC81NDoUVvnH2HQe0ABYKy9g2hrGwCpZ54MuZrScWHk\nAgA8PPanD4ZcjYiIiIgEFACKrDAy7C5dN54jAEweOwaAKS/HatRZaFICPG9pBFjn/+UvY5a7AI8d\nsUmlQi4oZMYYKq70uwCdoUHc4cGQKyoNnfZ2KozfJfx8al/I1YiIiIhIQAGgyApjmQ7A8gqorDzH\nBuBMB2CsswuMPoSk+E0zR4JFAJp1/l9eC84BTKcMx49qQVHFFVcvfZ5OPvt0qLWUCstYS2PAe9Mv\n4HjOKvcQERERka2g9EJkhZGlDcA2xpwZAHqLi6QGBwCIbt+xpbWJhGUkM/4L/giw5K/OHQ6RiAfA\nYZ0DiF1Tjb2zG4DU88+B657/DpIVl0YuBmDBi3MwfTjkakREREQEFACKnGIsCACbzv6h4Qz0gef/\ncF22Y+eW1SUSpqEVAaA6APNbJAqdO/2Oq94DkeDTVUmLXHgJAN7MNE5mg7vk1p7IbqL4AfQzqedC\nrkZEREREQAGgyJJ0ymNiPOgAPEcA2Jf54dEYoh2dW1WaSKhGmACgnhpixEKuRlbTvcs/B3Bq0mJ8\nVF/moxfsAdsPo5J7nw25mtIQMzH2ZJaBPJPai+up81JEREQkbPrJQCRjbMxd6pY51wKQdCYAjLRu\nwyor26rSREIVbABu1gKQgtCze/nMtd6DOgfQxMqI9OwCIL1vLzgKo7bCZVF/DHjWm+WoczzkakRE\nREREAaBIxujI8g/NZ+sA9DwXt+8kAOU7urasLpEwuZ7LaKYDUOf/FYaaWo+m5uUxYIHIRZkx4IV5\n0sd0Jt1WuCiyBzvzbeaTyWdCrkZEREREFACKZIwOZ7pCDDSe5QxAb3wMLxEHIKYAUErEOFOk8cMk\nnf9XOLozXYAnj9skEiEXkwciPbsg5o+vpzQGvCXKTTkXZsaAf556StuARUREREKmAFAkYzSzAKSu\nzhCNnrkBOJ3p/gOIdSoAlNIwfMoCEI0AF4rgHEDXNRw7rC5AE4kR3bUHgNT+FyCdDrmi0nB19EoA\n5rx5XkgfCLkaERERkdKmAFAkIxgBPucCkJP+GUZWZRWRxqYtq0skTEEAaGPRSG3I1chatW93KSvz\nDzU9pDFgAOzMGDCLCdK9h8ItpkRcFNlDOeUAPJ58IuRqREREREqbAkCRjJHh1TYA+x2A0c4dGHNm\nh6BIMRphHIBG6rHRQolCYVnQ1eN3uR0+aKMlrBDZuRNifhiV2v98yNWUhoiJcGX0MgCeS73AghsP\nuSIRERGR0qUAUASYn3NZmPe7ZZqazww53Pg87tgIALHOnVtam0iYhjIdgFoAUni6d/ldzfNzFoOD\n+nJvrAjR3bsBSB/cp23AW+Tq6BUApEnz89RTIVcjIiIiUrr0E4EIy+f/wdk7AJ3jx5euy7q7t6Ik\nkdAlvSSTTANaAFKIdu5KA/4vNg5rDBgAe/eFAHiJBOnj2ga8FXbYnbRYzQA8uPgQnueFXJGIiIhI\naVIAKMKpAeDZNgCnjx/xLyJRou3bt6oskVCNMkHwo3qLFoAUnMpKaGv3P7f1HlQACBDp7oZoFIDU\nvhfCLaZEGGN4WewlAAy6w/Q6R0KuSERERKQ0KQAUYXkBSCTibwE+nXP8KAB2RwfG0jloUhqGVmwA\n1ghwYQq2AQ/0W8zP6exSE4kR2bkLgPSBF8DVGPBWuDp6JTFigN8FKCIiIiJbTwGgCDCaWQDS2GRh\nrFN/SHbjcdyRYQDs7V1bXptIWIIFIGXEqKE65GpkI3p2+7/cwDMcPqRfXgBELsiMAc/NLS13ktwq\nN2VLZwE+k9rLpDsVbkEiIiIiJUgBoAjLHYBnO//PPXkMMmcW2TsUAErpGM4EgM00YFD3WCFqaXOp\nrMqMAescQAAiPbsh08mtbcBb57rYtQC4uNybeCDkakRERERKjwJAKXmu6zE26v+AfLYAMH0sc16R\nHcFu27aVpYmEalgbgAueMcvbgI/0RnCckAvKA6asjEiXv809te/5pV/wSG612i1cErkIgIeSjzDj\nzoZckYiIiEhpUQAoJW9q0iXtH5NF41k3AGfO/2vvAFsdNFIa5rx55lgAtACk0AXnAC4mDH0nNAYM\nYAdjwNNTOEODIVdTOm4qezkAKdLct6guQBEREZGtpABQSt7w0PIh8M2nBYDuwtzSD4f2jp1bWpdI\nmIYYXbpWAFjYdnQ7WJbf5Xb4oAJAgMjuPX57JJkuQNkS2+0O9ti7AXhw8WFm3JmQKxIREREpHQoA\npeSNDC3PxDW1nPrDsXPk8NJ1ZGf3VpUkErrBFQFgqwLAglZWBh2d/uc5nQPosyoqsbfvACCtcwC3\n1C+UvRKAJEnuSfwg5GpERERESocCQCl5I5kNwDW1hvLyUxcdpI9mAsCycqxWnf8npWMoc/5fPbXE\niIVcjWxWcA7g6IjN9KQWusDyGLA7Noo7PhZyNaVjR6STKyKXAvBI8nH60v0hVyQiIiJSGhQASskb\nznQANrec+uHg4ZE+0gtkxn8tfbhI6VheAKLuv2LQvTu9dN17UF2AANFdFyxdpw7uD7GS0vP68tcQ\nwcbD49/i38L13NXvJCIiIiKbokRDSprneUtnADafNv7rTYzhzUwDLG2MFCkFaS/NKBOAxn+LRUOj\nR229/7lOAaDPqq3DamoBwDl0IORqSkuDVc+NsesBOOwc5cHkQyFXJCIiIlL8FABKSZub9Ygv+Ifj\nn94BmD7cu3St8/+klIwwjov/caEOwOJgDPRktgEfO2yTSoZcUJ6wd/kLKdInjuHF4yFXU1puKnsF\nLVYzAN+Of49hZ3SVe4iIiIjIZigAlJI2vGIByOkBYOrwIQBMXR2mrmFL6xIJ08oNwG0KAItG927/\n8106bTh2VNuAASLBGLDrku49GG4xJSZqItxW8UtYGFKk+MeFf2HRWwy7LBEREZGipQBQSlqwAASg\nuXX5w8FLJ3GOHgHA3rlry+sSCdMQ4wCUEaOWmpCrkWzZvsMhEvU7O7UN2Gdva8dUVAKQ1jmAW67T\n7uBVsVcA0OcMcNfCV/E8L+SqRERERIqTAkApaSOZDsDyCqiqWt6M6Rw7CukUANHMiJhIqQg6AFto\nwKCNscUiEoEdO/3Peb0HIihnAWMsIj3+L3lSvQfB0TKKrfbqsldycWQPAE+lnuVbiXsUAoqIiIjk\ngAJAKWnBApCWFhtjloOOVHAgfCSC3dkVRmki4fC8pQBQC0CKT09mG/DMtMXoiL4FALB3+eETiwnS\nJ4+FWkspsozhbRW/TKvlL2S5d/EB7k58RyGgiIiISJbpu38paSPDfjfMyvP/PLylUTC7qxsi0TBK\nEwnFNLPE8c/haqEp5Gok27p3LZ972rtfY8CQWfJk+2ciagw4HGWmjA9Uvptmy/+cc9/ig/zjwl0k\nvETIlYmIiIgUDwWAUrIScY/pqcwG4JXn/40M481MAxDp0fivlJYhxpau1QFYfKprPJpbM2PAB7UI\nBMBEY9g7dgKZAFCdZ6GotWq4vfJ9tGY2Az+Zeob/N/sJetOHQ65MREREpDgoAJSSNTx89g3AqRUd\nIJFuBYBSWoIA0GBoRtuvi1FPZhtw3wmb+ELIxeSJSOasV3diHHd8bJVbS67UWNX8etV/4dLIRQAM\nu6N8fO7T3DH/zxxLnwi5OhEREZHCpgBQSlawAASguWW5Eya9by8AVus2TI02oEppGcyc/9dALVE0\n/l6Munf55wB6nuHIIY0Bw6nd3qkDGgMOU7kp410Vb+NN5b9IGWWAvxzk/zv3d/zVzN9wT/w/2Jc6\nyJw7r3MCRURERNZB3/lLyQoWgESjUFfnLwBxJ8ZxhgYBiFx4cWi1iYRlWAtAil5bu0t5hUcibug9\nGOGyq9JhlxQ6q6YOq6UVd3SEdO8Bym58RdgllTRjDNfFruXyyCXcu/gAT6WeJU2afneQ/sVBMseU\nEiVKrVVDlanEwsJgsLDwTvufi4cByk05FaacalNNi9VMq91Cp91Oo6XPdyIiIlL8FABKyQo6AJua\nLYzlB4Cp/c8vvT16wZ5Q6hIJS5Ik40wB0KIAsGhZlt8FuP/5KIcPRnBd/+9Knd29C3d0BOfkcUgk\noLw87JJKXrVVzS9V3MJry27iqdSz7Esf4ITTh4ff+Zcixbg7wTgTm3qeZquJCyMXcHn0Ei6NXEzE\n6NtjERERKT76DkdK1siw3wHY3Lpy/NcPAK2WVky9AhApLQPOCMFAXas2ABe17l0O+5+PEo8b+k/a\n7NjprH6nIhfp3kXqZ4+C65I60kv00svDLkkyqqwqXl52PS8vu56Et8igM8SwO8KsO8ecN0fcS0Cm\n0y8IB81p//PwWPQWSXgJZr05ZrzZpccfc8cZS47zcPIxqkwl18deyqvKXk6DVR/Ov7CIiIhIDigA\nlJKUSnmMj2UCwMwCEHdqCmegD4DIHo3/SukZcEaWrtUBWNx29qQxxsPzDL0HFAAC2B0dUFYOiwnS\nhw8pAMxT5aaMnshOeti5qcdJeknG3HFOOH0cSR/lSPoYCRaZ9xb4z8X7uW/xQW6MXccby19HjaXz\ngEVERKTwKQCUkjQ24hKcHR4EgKnnn116e2TPRWGUJRKqfmcIgHLKqKEq5Gokl8rKoaPTpf+kTe/B\nCK9+fTLskkJnjE2kq5v0of2kew+A54ExYZclORIzMTrsdjrsdq6LXUvaS3Mw3cvPkk9yyDmMi8tP\nkg/zePLnvKXijbwidj2W0ay8iIiIFC59JyMlafiUDcD+geGpZ58CwGrbhtWg7icpPQPuMOAvADEo\n+Ch2wTbgkSGb6Sn99wawe3YB4M3O4gwPhVyNbKWIiXBp9GLeX/WrfLTq17k04v8icJFF/i1+N5+c\n/yxjznjIVYqIiIhsnAJAKUlBAGhZ0Nhk4Q4O4I7544/RSzT2JaXH9VwGnOUAUIpf9+7l7b+9BzUQ\nABDp7lm6TvceCLESCdM2u41frXw7v1b5fpozG4IPpQ/zl7N/w1PJZ0KuTkRERGRjFABKSQoWgDQ0\nWdi2IZnp/sNYRC66JMTKRMIx4U6TwB8DbdECkJLQ2ORRW+d/Luw9oAAQwKqsxmptAyDdeyjkaiRs\n3ZEu/mvVr/Py2PUYDEmS3LHwL/x7/Hu4nht2eSIiIiLrogBQStJIpgOwucXCcx3Se/3z/+ye3ZiK\nyjBLEwlFnzO4dK0OwNJgzHIX4LEjNqlUyAXlCXunPwbs9J3AS8RDrkbCFjVRfrH8tXyw8j1UGv/7\ngx8u3sdn5/+RpKezM0VERKRwKACUkuM4HiMj/m/uW1os0gf24S3MAxC95LIwSxMJTX9m/NfCoon6\ncIuRLdO9y/9lSDplOH7EDrma/BDJnAOI65I+0htuMZI3dkW6+UjV7XRY2wB4Pr2PT819jgVXIbGI\niIgUBgWAUnLGRl2czNFXrdtskk88BoCprCKya3eIlYmEpy+zAbiJeiJaEF8yOrscIlF/JbrOAfTZ\n7e3+mmQ0BiynarDq+VDVB7gkciEAR5xjfGLu08y4syFXJiIiIrI6BYBScoYGVmwAjk3hHDsCQOTy\nK8HWD8BSmk5mAsA2nf9XUiIR2NHlf07sPRDB80IuKA8YYxPZ2Q1AuvcguDrrTZZFTZR3VryNa6JX\nAtDvDvB3c59m1p0LuTIRERGR81MAKCVnaDCzAdiGqiOP+39pDLHLrwqxKpHwzHpzTLnTAGyjOeRq\nZKv1ZM4BnJ6yGBvRtwUAdrc/BuzNzeKMDIVcjeQb21j8cvlbuD72UgCG3JHMOPBCyJWJiIiInJu+\n05eSMzTgd3M0NRrc554EwO65AFNbF2ZZIqHpy5z/B9CqDsCSs3P3cle0xoB9ke6epet078EQK5F8\nZRnDG8tez3XRawG/E/Dv5z9P3EuEXJmIiIjI2SkAlJITdAA2RSdg0f9GPXbVNWGWJBKq/sz4r0Eb\ngEtRTY1Hc6v/efHQfi0CAbAqq7Fa/WUP6UMKAOXsjDG8sfxmXhT1JwiOOye5Y/6fcTxnlXuKiIiI\nbD0FgFJSUimPsVG/A7Bx0v+hzmptw+7qDrEqkXCddAcAaLIaiBELuRoJQ7ANuO+kTVxLTQGwM12A\nTt8JPL1T5BwsY7i1/E1cHrkUgP3pg3w1/k08HagpIiIieUYBoJSUkWFn6ZD7xlQ/ALGXXAfGhFiV\nSLiCDcDtVmvIlUhYgnMAPddw5JDGgAEimXMA8TzSR3rDLUbymmUsfqXil9hpdwHwcPIxfrh4X8hV\niYiIiJxKAaCUlOD8P4AmaxSrvoHIBReGWJFIuOJegjF3ElAAWMra2l3KK/zfjvQeUAAIYLe3Q1k5\noHMAZXURE+HdFW+j2fKPUfhO4vs8kXwq5KpERERElikAlJISnP8XIUUt00SvvQ4sfRhI6RpidOm6\nw1YAWKosC3b2+F2Ahw/ZuO4qdygBxthEdvpjwOnDB9E7RVZTaVXy3sp3UWkqAbhr4SscTR8PuSoR\nERERn5IPKSlDfSkAGs0YkcZGopdcFnJFIuEaYGTpepvdEmIlEraezDbg+ILFQJ++PYDlcwC9uTmc\n4aGQq5FC0GQ18t6KdxDBJo3D5+f/iWl3JuyyRERERBQASmkZPO4f5N5kxojd8AqwtPFSSttgpgOw\n3qqj0pSHXI2EqasnjTH+GPAhjQEDK84BRGPAsnY7Ip38UvktAMx4M3xh/p9IeemQqxIREZFSpwBQ\nSsbC4ARTC2UANNcu6uw/EWAw0wG4XeO/Ja+8HNq3+2OuOgfQZ1VWYbVuAyB9+FDI1UghuSZ2FdfH\nXgrAUec4X49/K9yCREREpOQpAJSSceKbP166bn9Jtzb/SslLeklG8ReAdGgBiLC8DXhkyGZmSp8j\nAezMOYBO3wm8RDzkaqSQ/GLZa+mxdwLwUPJRfrr4aMgViYiISClTACglIbXveQYPLZ/B07anOcRq\nRPLDMGN4+COf7REFgALdmXMAAXoPqgsQIJI5BxDXJX3kcLjFSEGxjc07K26jztQB8G/xuzmSPhZu\nUSIiIlKyFABK0XMX5ln4ty8z6rUBUBbzqKkJuSiRPDCgDcBymsYml5razBiwAkAA7I4OiPnnY2oM\nWNaryqri3ZVvI0IEB4cvaCmIiIiIhEQBoBS9+De/hjczzbDnn+PU0mI0/SsCDDIMQI2potpUhVyN\n5ANjlseAjx22SaVCLigPGGMT6fLHONOHD4HnhVyRFJoOu51bl5aCzPLF+X/B8ZxV7iUiIiKSXQoA\npagln3iM1NM/x/NgxGwHoE2NTiIADDAGQLu6/2SFYAw4lTIcP6pN6QB2ZgzYm5nGHRkOuRopRFfH\nruS62LUAHHaOcnf8npArEhERkVKjAFCKVrq/j4WvfwWAuaoO4o6/AbhVWYcIaS/NSBAAGn1QyLLO\nHQ6RiN/lpm3AvqVzAIFU78EQK5FC9otlr6PL3gHA/cmf8ETyqZArEhERkVKiAFCKkjs/x8I/fwHS\nKbBspq77laW3qQNQBIYZx8E/663dbgm5GsknkSh07vS7AHsPRDTxCljVtVjN/seJo3MAZYMixuZd\nFbdRbaoB+PLC1+h3BkOuSkREREqFAkApOl4yyfwXP4M77nc3ld/8RobTy6lfixYAizDA8hhjh90W\nYiWSj4JzAKenLMZG9a0CgL3T7wJMnzwOi4shVyOFqsaq4Z0Vt2FhkSTF5+fvZMGNh12WiIiIlAB9\nVy9FxXMc5u/6Is7xYwBEX3Qt0Re/lMHML9gbGyAWC68+kXzRzxAAVVRQZ7QWW07VvWt5QUHvAZ0D\nCBDp2eVfOA7po0fCLUYKWnekizeUvQ6AMXecf174Mq7nhlyViIiIFDsFgFI0PNcl/s2vkn5hLwCR\nCy+m/A1vwhjDoJ916Pw/kYx+RgDYRou2YssZamo9mluWx4AF7I7tS79BSh3WOYCyOdfFruXKyOUA\n7E3v4weL94ZckYiIiBQ7BYBSFDzXJf6Nr5B87GEA7M4dVLz17RjLJpWCUX8aWOf/iQBJL8kw4wC0\no5l4ObtgG/DJEzZxTShirAiRzp0ApHsPosMRZTOMMdxacQttlv+NyfcSP+T51L6QqxIREZFipgBQ\nCp7nuix87UtL4Z/Vto2Kd7wXE/U7NYaGl39OUwegCAwyiof/QdGOFoDI2QXnAHqu4WivugAB7B7/\nHEBvemrpnFmRjYqZGL9a+TbKKcPD458WvsyYMx52WSIiIlKkFABKQfMch4V//SdSTzwGgNXeQdV7\n/wtWkg1QQAAAXztJREFUZeXSbYLxX1AHoAhAH8sfFG0KAOUc2tpdyiv8oPjQfgWAAJGdu5auU70a\nA5bNa7Ia+ZWKWwFY8OJ8YeGfSHrJcIsSERGRoqQAUAqW5zgsfOlOUk/9HAB7eydV7/kgpqLylNsF\nAWB5GdRq14EI/ZkNwPXUUEl5yNVIvrIs2NnjdwEePhjBdVa5QwmwauuwGpoAcBQASpZcHL2QV8de\nAUCfM8BXFr6BpxFzERERyTIFgFKQvHSK+X++g9SzTwFg7+ii8t0fwJRXnHHbgcwG4NZWtOxAhOUA\ncJu6/2QVuy7wA8B43HDyhLYBw/IYcPrEMUimwi1Gisary17FhZELAHg89XN+knw45IpERESk2CgA\nlILjpVLM3/kF0s8/C4C9s4fKX30/puzMTibPQxuARVaIe3EmmAZ0/p+sbmePg2VrDHilpTHgdJr0\n8aPhFiNFwzKGX6m4lQZTD8A34v/OkfSxUGsSERGR4qIAUAqKl0oy/4+fJb3/eQDsnt1Uvuu9mFjZ\nWW8/NQ2JhH/dpqxDZKn7D9QBKKuLlUFnlz/7e3BfRItvAbuzEyJRAFKHNQYs2VNpKvjVyrcRIYKD\nwxfm/4lJdyrsskRERKRIKACUguElk8x/8bOkD+4HwN69h8p3vmdp2+/ZDA4uX6sDUGQ5ADQY2mgM\nuRopBMEY8OSExfiovm0wdpRI5w5A5wBK9rXb27i1/BYAZrxZPjP3RRJeIuSqREREpBjoO3kpCF4y\nyfwdnyZ96AAAkT0XUfn2d2MyXRjnEpz/Zwy0NOe6SpH815cJAJuoJ8a5w3ORQM/u5e0fBzUGDIDd\n7Y8BuxPjuBPjIVcjxebq2JW8MnYjAP3uAP84/yVczw25KhERESl0CgAl73mOw/w/30H68CEAIhdd\nQsXb3oWJrP6DaP+A/2dzE0TPnxWKlISgA1Dn/8la1dR6tLT6IaDOAfRFMgEgQLr3UIiVSLF6bdmr\nuSxyCQDPp/fxzfh3Qq5IRERECp0CQMlrnuuy8JV/WTrzL3LhxVTc9k6MvbYfQoMAcNu2XFUoUjhm\nvFlmmQd0/p+sz649/hhw30mL+TmtU7fqGzB19QCkdQ6g5IC/FOSX6LQ6ALg/+RN+MH1vyFWJiIhI\nIVMAKHkt+dADpJ56AgB7ZzcVt70DY9truu/cvL8EBKC9LVcVihSOlQtA2tFMvKxdzwWZMWDP0Htg\nbZ+Di12kZzcA6WNHIJUOuRopRlET5d2V76DO1AHwLxP/ykOzj4ZclYiIiBQqBYCS12Ivu5HInoux\ntnVQ+Y73rHrm30oDA8vX6gAUgT6GALCxadYCEFmHllaX6hr/DDKdA+izd/b4F6kU6ZNHwy1GilaN\nVc37K99FBeV4ePzD8Od5dmFv2GWJiIhIAVIAKHnNxGJUvOu9VL3nA5iy8nXdt29FANiqaUcR+hkB\noJVGIqiLS9bOGOjJbAM+0hshlQq5oDwQ6dwBmeMo0r29IVcjxazVbuF9le8iZqI4OHx85O85lj4e\ndlkiIiJSYBQASt4zto2pqFz3/YLz/5oaoawsy0WJFBjP8+jPdABu0/ivbMCuzBhwOmU4dlgBsonG\nsDs7AUj36hxAya0dkU5+ren9WFgsekn+Yf4O+p3BsMsSERGRAqIAUIqWFoCILBtlggRJADrQoZiy\nftt3OERjHqAx4IC9098G7I6N4E1NhVuMFL1LKy7m/c2/CsCCt8An5z6jEFBERETWTAGgFKWFOExM\n+NfblHWIcJLlmfjt2gAsGxCJwM4efwz40P4InhtyQXkg0t2zdJ3SNmDZAtdWv5h3NvwKAHPePJ+c\n+wwDCgFFRERkDRQASlE6ZQGIAkARTmbGfysop47akKuRQhWMAc/PWQwM6FsIq7EJU+t/PDmHD4Vc\njZSKl1dfx1vK3wj4IeDfKQQUERGRNdB371KU+hUAipziJP4Phx20YjAhVyOFqntXGmP8MeBD+zQG\nbDBEMmPAqSOHIe2EXJGUipfGXnxKCPiJuU9zPH0y5KpEREQknykAlKIUBIAN9VC+vuXBIkUn7iUY\nwZ+J76A15GqkkJVXQEenP/urcwB99s7MGHBykXSfNrPK1nlp7MW8ufwNAMx7C/zd3Gc4kFInqoiI\niJydAkApSn3BAhB1/4ksbf8F2K4FILJJPRf45wCODttMTqibNNLVDZb/7VRaY8CyxV4Wewm3lb8F\nC8Mii3x6/gs8nXwu7LJEREQkDykAlKKTSMDYmH+tDcAiy+f/WRjaaQ65Gil0uzIBIMBBjQFjYjHs\njk4A0r0KAGXrXRO7il+teDsRIqRxuGPhn/nJ4sNhlyUiIiJ5Rt+5lwhjDJZVmHmvsWywvTXffmjY\nA/wRtY52g23nrkPFtgvzfVoILMs+5U/ZuJPOEHjQQhNl9vln4i1b7+9csiyz4s/CfF83NkNzq8vY\niMWBF6Jc/8r8Xge8Fa/paM9unL4TuMODmPl5rNrSWbRjZz5H2/pcvaXs017Xl9mX8F/s9/JPc19m\nkUW+Gv8mY94Eb618M5bR9yrrFbx/T38/S+7ofZ1bek2HQ+9vyTcKAEtERUUFlZWVYZexIU7Exkun\nV79hxshoHIgDcNGeGiorc/ONr21b1NaUzg95Yamuqgq7hILmei590/4CkO7Ydqorzv3+tCyL6mq9\nv7dCoX4+DlxyuctP7oO+EzZ41dTW5ecosG1b1NbW5Px5kpdfQeInPwYg2n+S6h035Pw58011TXXY\nJZQMy7apq6s74++v5kqaa5v5h+HPM+VMcW/ifqbsaX6r7Tcot3Qg8kbUllCYHybbtmloaAi7jJKg\n1/TW0eta8pECwBIRj8dZXFwMu4wNcefmwFl7AHiw19/C2NgIaWeOmdns1lNVWY1tWziOy/zCXHYf\nXJZYlk11VRVz8/O4rjZrbtSIN07c8z/2W1ONzDnzZ9ymsrICy7JwXZeFhfhWl1hSLMtQWVnJwsIC\nrrv2zuZ809VjgHI8D37+eIIXv2ztn6O3QlVV1fLn6fkzX/PZ5lVUYapr8OZmmX72aZxLLsv5c+YL\n27KprqlmbnYOR5+rc6qmuhrLtnEdh9m5s3//UUMVH6m+nX+e+zL9ziA/n3+KPzn+5/xmza9Rb9dv\nbcEFzLZtamtrmZmZwXH0us6V2tpabNvGcRxmZmbCLqeo6TW9dQr9da3QsrgpACwRnucV7Cd713Vg\nHbWfOOn/2dEOjpPb0bRcP774//31ft64Y17f0nW714y7ysfSam+XzfJHQVzXK+j3dWMj1NW7TE9Z\n7N9rcc1L8vffZavez5Gd3aSef470kUM4yRSU2BERjusU7PcZheh87+sqKrm98n38W/xb7Esf4KTT\nz/+d/lt+o+q/0BXp3MIqC5/j6HW9VfR+3hp6TW8tva8l35TWd6dS9GZnYWrKv+5oD7UUkbwQLACp\npJw6NPYh2WEM7N7jd/0dO2KTUOModvcuALxEAqf/ZMjVSKmLmRjvqngbr4hdD8C0N8Pfzv09Tyaf\nDrcwERERCY0CQCkqJ5abnRQAigDHGQCggzYM+XlOmxSm3Rf6AaDrGg4d0EBBpKsbMssWUoe1DVjC\nZxnDzeWv5dbyN2FjkSLFFxfu4rvxH+B66qwXEREpNQoApaiczASAlgVtreHWIhK2eW+BMSYB2MG2\nkKuRYrOtw6Wqyg8RDrygANCUlWO3+795cnoPhFyNyLKXxK7hg5XvpdL4y4e+v/gj/nHhLha9wjwb\nWkRERDZGAaAUlSAAbGuFiH4elRIXdP8BdNIWYiVSjIyBXXv8s20OH4qQSoZcUB4IxoCdwQG8cyxp\nEAlDd6SLj1TdTpvVAsBTqWf527l/YNKdCrcwERER2TIKAKVouC70ZQLAjo5waxHJB8fpByBKhFaa\nQq5GilEwBpxOGQ736rcuke7dS9ep3oMhViJypgarnl+v+iAXRy4EoM/p569nP8HR9PGQKxMREZGt\noABQisbYOMQT/rXO/xOBY0vn/7VgZ7bPimTT9h0OZWUeAAeeVwBotbZiqqsBcA7uD7kakTOVmTJ+\nteLtvDJ2AwCz3iyfmPs0jyd/HnJlIiIikmsKAKVonNQCEJEli94ig4wA0Ik+ICQ3bBt6LvC7AHsP\nRHDSIRcUMoMh0nMBAKkjhyBV4u8QyUuWMby+/DXcVv5L2NikSfPPC//Kt+Pf1XIQERGRIqYAUIpG\nEACWxaCpMdxaRMLWxxAefmeWzv+TXArGgBMJw/Gj6jS1d/kBIMkk6eNHwy1G5DyuiV3Jr1W+j2pT\nBcCPFn/M5+f/iYSXCLkyERERyQUFgFI0ggCwvd0/nF6klB3LnP9nYdGBVmJL7nR1O0Sifti8X9uA\niezogkgUgNSBfSFXI3J+OyKdfLjqdtotf1P8c+nn+f/N/j3jzkTIlYmIiEi2KQCUopBKwcCgf63x\nX5HlDcBtNBElGnI1UsyiUdjZ428DPvhCBLfEJwhNJEqkqxuAdO8B8LxwCxJZRb1Vx4eq3s9lkYsB\nGHAH+X9zn6A3fSTkykRERCSbFABKUejrB8f/+ZPO7eHWIhI2x3PoYwiA7Rr/lS2w5yJ/DHh+3uKE\nxoCxd/nbgL3pKZzhoZCrEVldzMR4R8Wv8OrYKwGY8+b55NxneSr5bMiViYiISLYoAJSicOz48rUC\nQCl1AwyTwg9kOtkWcjVSCrp3p4lE/E63F/ZqDDiSCQAB0toGLAXCMobXlL+Kd1S8lQgRHBy+uPAv\nPLL4eNiliYiISBYoAJSicOyE/2dzE1RUhFuLSNiOZs7/AwWAsjViMeje7bdhH3g+guuEXFDIrMpq\nrDb/PIq0zgGUAnNF9DI+UPluyijDw+NL8a9xb+KBsMsSERGRTVIAKAXP8+B4JgBU958IHMXfiNNM\nA5WUh1yNlIo9F6UAWFiwOKYxYCK7/W3AzmA/3sxMyNWIrE93pIvbq95LlakE4O7Ed7gn/h94OtNS\nRESkYCkAlII3OgYLC/51Z2e4tYiEzfUcTmQWgOxEG3Fk63TvXt4GvO85jQFHdl2wdJ3qPRBiJSIb\n02G386HKD1BnagH4j8X/5HuJH4ZclYiIiGyUAkApeCvP/9uhDkApcX0MkcTvxNqhAFC2UDQKPbv9\nsycPvBBdWsxUqqzmFkytH5ykD+gcQClMzXYTH6r6AA2mAYDvL/6I7yd+FHJVIiIishEKAKXgBQFg\nZSU0NIRbi0jYgvFfA+ygI9xipOTsudgPAONxw7EjpT0GbDBEdu0BIH30MCRTIVcksjH1Vh23V72X\nelMPwHcTP+AHiXvDLUpERETWTQGgFLxjK87/MybcWkTCdiQTALbSRAVlIVcjpaa7xyGaGQN+4blo\nyNWEL9KT2QacTvkhoEiBCkLAOlMHwHcS3+fHiQdDrkpERETWQwGgFLS5eRgb8681/iulLu2lOckg\noPFfCUckCrsu8LsAD74QwUmHXFDI7M4d/opkIHVI24ClsDVY9dxe9V5qM2cCfiPx7zyRfCrkqkT+\n/+3dd3xc9Z3v/9c5Z7okq9hylWxJ7r2BAQM2oQRCSQjBKUAIbCCb5N6bZPc+7t27l2wegSyb3N/u\nQtiUZUkvZJcUWgwOGDCm2di4yV3ukqskS1bXtHN+f4wkW9iyLVmeM+X9zMPReM6co8+Yr76aec+3\niIjI+VIAKGntwCnr/2kDEMl2NRwlSiJx0QYg4pYJXdOAOzsN9u3J8mnAlgfPuHIAYlU7wLZdrkjk\nwhSZhdwfupuQEQTgN+3/xfaoNrkRERFJBwoAJa11T/+1LBg5wt1aRNy2jxogsfZYiQJAccm48jg+\nn6YBd/OMnwSA09pKvKba5WpELlyxNYzPBz+HFy9x4vyk7VcciNW4XZaIiIicgwJASWv79ie+jh4F\nHo+rpYi4rjsAHMkw/PhcrkaylccDFRO7pgFv9xDL8mnAnvLxYCZGQkZ3bHO5GpHBUeoZw+eCd2Ji\nEiHCv7f9lLp4vdtliYiIyFkoAJS0FQ7DwUOJ22NL3a1FxG1RJ0oNRwEYq9F/4rKJkxOpXzhssHdX\nlk8D9vvxjB0HQHTHVnAclysSGRyTvBP4ZOBWAFqdNv6j7ed0OB0uVyUiIiJ9UQAoaWv/gZPLKY0b\n624tIm47wCHiJH4gxjLa5Wok25WWxfH7E0HX1kpNA7YmdE0DbjpB/Mghl6sRGTxzfbO5zn8NAEft\nWn7W9hviTtzdokREROSMFABK2tqzL/HVsqBEOwBLlttNYm0xDxYlaEFMcZfHAxMmn5wGHO50uSCX\necZPBMMAILp9q8vViAyua3xXMds7A4AdsSr+1PGCyxWJiIjImSgAlLS1tysAHD0KvBpgIlluN4kt\nsUsYgRf9QIj7pkyPAhCLGezclt2LtJrBEFZJYq2K2HZNA5bMYhgGtwduY6xVAsBbkfdYGX7H5apE\nRETkwxQASlrqPGX9P03/lWzX7LRwjOMAlFHicjUiCaNLbPKGJKalb9mkUNozYTIAdsNx7Lo6l6sR\nGVxew8NdwU9TYBQA8KeOF6mK7na3KBEREelFAaCkpf37tf6fSLfu0X8AZWg+vKQGw4BJUxPTgPft\ntWhpNlyuyF2e8RN7bmsasGSiXDOHz4c+gw8vNjY/b/8NjfYJt8sSERGRLgoAJS2duv7fGO13IFmu\ne/2/HIIUU+RyNSInTZmeCABxDLZWZvk04Nw8rJGJX1jRHQoAJTONsIZzR/DjQGJn4J+2/YqoE3W5\nKhEREQEFgJKm9u5NfB0zWuv/SXZzHJs9XQFgGSUYZPcoK0ktQ4fZDBue2BFU04DBmtg1DfjYEeyG\n4y5XI3JxzPBO4yrfFQAciNfwh47n3S1IREREAAWAkoY6O+Hg4cRtTf+VbHeYWtpJbLFarum/koKm\nTEuMAjx2xKLuWHa/7PBOmNRzW9OAJZPd4L+WCqscgPci7/NOeLXLFYmIiEh2vxKXtLRv/8kNFBUA\nSrbrnv4LWv9PUlNiHcBEp71lU5ZPA84vwBw+EoDY1kqXqxG5eCzD5DPBOygw8gH4Q8dz7IsdOMdZ\nIiIicjEpAJS0s7tr+q/W/xOB3ewHYCTDCBF0txiRM8jNcygdd3IasGO7XJDLPJOmABA/egS7vt7l\nakQunhwzxF2hJXjwECfOT9t+RbPd7HZZIiIiWUsBoKSdql2Jr2NLwZPdg0kky3U4nVRzFNDoP0lt\nk7umATc3mRzYb7lcjbu8k6f03I5qFKBkuNHWKD4RuBmAJqeZn7f9lrgTd7kqERGR7KQAUNLKiRNw\nrDZxu6Lc1VJEXLebA9gkhlNVUOpyNSJ9mzAphtebmAa8aV12bwZi5uVjjU4E9tEtlSfXtBDJUHN9\ns7nMewkAu+N7eaHzJZcrEhERyU4KACWtVO0+eVsBoGS7newDIIif0Qx3uRqRvvn8MHFKYhTgjq0e\nOjtdLshlnsnTALCP1xE/dsTlakQuvo8FPkqpVQLAG+G3WBfZ6G5BIiIiWUgBoKSV7um/eblQPMzd\nWkTcZDs2VV0BYAWlmOrOJcVNmxkFIBYz2FaZ3aMAPZMmg2EAXaMARTKcx7D4XPBT5Bg5ADzd/nuO\nxI+6XJWIiEh20TtGSRu2Dbv2JG6Xl/e8dxLJStUcpoMwAOMZ53I1Iuc2aoxNQWFiyvrGbJ8GHMzB\nGpv4uY1u3Zz4BSeS4YaYQ/hs8FOYGESI8JO2X9HhdLhdloiISNZQAChpo+YgdHS9Thyv6b+S5bqn\n/1qYlGsDEEkDhnFyFOCRQxa1R7P7JYhn0lQAnKYTxA/WuFyNSHKUe8Zxo/96AGrtOn7T/gyO1sEU\nERFJiux+9S1ppXv6L0BZmWtliKSEnewFoJSR+PG5XI3I+Zk6I4ZhdG0Gsj67RwF6J0wCK7EjckS7\nAUsWWei7jBmexDqYldEtLA+vcLkiERGR7KAAUNJG9wYgo0ZBKOhuLSJuanAaqaMR0PRfSS85uQ7j\nKuIAbNnoIR5zuSAXGf4AnnEVAMS2bYG4pgFLdjAMg08Gb2O4mVjM+c+dy9gRrXK5KhERkcynAFDS\nQnsHVHfNkKooc7UUEdft6Jr+CzCeUhcrEem/6V3TgNvbTXbt9Lhcjbs8U7qmAbe1Etu/x+VqRJLH\nb/j4XHAJfnw4OPyy/Wka7Ea3yxIREcloCgAlLVTtgu4lYsZXuFuLiNt2dE3/HUoBBQxxuRqR/ikb\nHycY0mYgAJ6K8eDzAxDdtN7lakSSq9gaxqeCnwCg1Wnjp22/IupEXa5KREQkcykAlLSwbXviazAI\nY0a7W4uIm1qdNvZzCICJlLlbjMgAWBZMmZ6Y+7tnl8WJhuzd0t3w+PBOmgxAdMd26Ox0uSKR5Jrm\nncLVvoUAVMcP8vuO57QpiIiIyEWiAFBSXjzusKNraZiJ48FUq5Ustp09OCTeHE1B22FLepo5u2uU\nj2Owfm2WjwKcOiNxIxYlsm2zu8WIuOB6/0eosBK/z1ZF1vBGeKXLFYmIiGQmRSmS8vbuc3oGRUyc\n4G4tIm7bSmI3nAKGUEyRy9WIDExBkcPYssQowE3rvMSyeDMQa0wJRn4BANFNG9wtRsQFlmHy2eAd\nFBmFADzf+RKV0a0uVyUiIpJ5FABKytu2LTHaybKgQgOeJIu1Ox3sI7EbzmTKMMjeqZOS/mbOPbkZ\nyI4t2bsZiIGBd1piFGC85gD28XqXKxJJvpAZ4vOhzxIgkNgUpO1pDsYOuV2WiIhIRlEAKCnNcZye\nALBsHPh8Lhck4qLt7Mbumv47Sev/SZorHx8nNy+xGci6NdnduXu7pwEDkcqN7hUi4qJiaxifC92J\niUmECE+2/ZwTdpPbZYmIiGQMBYCS0o4ctmlsTNyeNNHdWkTctpU9AAwhl5EUu1yNyIUxTZg5JzEK\n8GC1xdEj2fuSxBySj1U6FoBo5QawbZcrEnHHeE85twU+BsAJp4kftf6Edrvd5apEREQyQ/a+2pa0\nsLUy2nNb6/9JNutwOthDNZAY/afpv5IJps2MYZqJUa3r38/2zUBmAuA0nSC2Z7fL1Yi451LfvJ6d\ngY/YR3my7eeEnbDLVYmIiKQ/BYCS0rZuTgSAo0dBXq7LxYi4aAd7sUmMCpqs3X8lQ+TkOkyYlNgB\nZMsmb8+GT9nIO2ky+AMARNavdbkaEXd91H8t871zANgb38/P2n5N1Mni3YJEREQGgQJASWl3fi7I\n4kUG8+a6XYmIuzaxE4A8chjFcJerERk83ZuBRKMGleuzdxSg4fH2bAYS27UDp7nZ5YpE3GMYBh8P\n3MI0z2QAtsV28pO2XxJ1ouc4U0RERPqiAFBSWkmph2uuMZk90+1KRNzT4rSyt2v336mMx9T0X8kg\no0tshhbHAVi7ypfVy995Z8xK3LBtIhvXuVuMiMssw2RJ8A7GWxUAbIvt4Mm2nxNxIi5XJiIikp48\nbhcgIiJnV8lOnK7df6ejxTAlsxgGzL0kymvLLE40mlRt9zBlenZO9bOGFmONHkP88CEiGz7Af9Xi\nxG4pIlnKa3i4J/QZ/rPjD1TFdrMztosftf6EB3PuI9fMcbu8c2qxW6mJH6LOrqPRPkGT3UyYCHEn\nho1DyAiSY+QwxMxjtDWSMeZoisxCDEMf9ImIyOBTACgikuI2sQOA4RRRTJHL1YgMvklTY7z3lk17\nm8n773qzNgAE8MycQ/zwoZ7NQDwTJ7ldkoirvIaHu4JLeKbjT2yPVbEnvo9/bf0BX875IiOsYrfL\n66XRPsGOaBU7YlXsje2n0TnR72vkGjlM9Uxmuncq0zxTCJnBwS9URESykgJAEZEUdsyp5wh1AEzT\n6D/JUB4PzJobZfU7fg5WezhUYzKmNDvnAnsnTib85usQ7iTywfsKAEUAj+Hhs8E7ebHzZdZFN1Jn\n1/Ovrf/G/aHPM9Xr7s9Io32C9ZGNfBDdSE38YJ+P8+Mj3xyC3/BjYmEAnU4nbU47rU5bz0j/VqeN\ntdH1rI2ux4OHOd6ZXOFbwETPeExDI4JFRGTgFACKiKSw7tF/Bon1/0Qy1cw5UT5Y7SMWM3j/XR93\nfDY7twQ2PF6802cQXf8Bsd07sRuOYxYNdbssEddZhsXtgVsZZg7l1fDrtDsd/KjtKa71L+a2wMfw\nGsl7W9Nqt7ExupkPIuvZE9/XE951yzNyqfCUMcYczWhrFCOs4QSNQJ/XizpRau16jsSPsi++n12x\nvbQ77cSI8UF0Ax9ENzDKHMmNgeuY552tIFBERAZEAaCISIpyHIfKrgBwHKPJI/XXOxIZqGAIps6I\nsXmjlx1bPZxoNCgodM59YgbyzZ5PdP06cBzCa1cTvPEWt0sSSQmGYXC1fyFDzSKe7XiRTsK8EV7J\nzugu7grdyTjP2Iv2vcNOmMroVtZFNrAtthOb3qOUR5ojmOmdzhTPRIabxf1ax89reBljjWKMNYpL\nmIvt2NTED7E+upHN0a1EiHLEPsov25/mJfMVbgt8jLneWVorUERE+kUBoIhIitpLDU20Apr+K9lh\nzvwImzd6cByD1e/4uOm2sNslucLML8BTMYHY3l1EN6wneM114O979JBItpnmncIoayR/6niB/fFq\nDtmH+ZfWH3CZ7xI+5r+BodbgrJcbcSJsiWxjfXRTTxB3qkKjkNne6czyzmD4IK5HaBom4zyljPOU\ncnPgRtZHN/J2eBXNTjN1dj0/b/8N461yPhX8BGM9JYP2fUVEJLMpABQRSVHr2AKADy+TKHO3GJEk\nKBzqMH5SnD1VHjau83LlNRHy8rJzFKB37jxie3dBpJPIxg34LrvC7ZJEUkqhWcBfhT7Pu5HVvBFe\nSZQYqyNrWRNZx3zvHBb6L2OCVdHvUXKtdltix+Gju/igdQNhen8QkWvkMtM7jdneGYwxR1/0UXh+\nw8cVvgVc6p3Phugm3gi/RYvTwp74Pv659QkW+67ituBN+A3/Ra1DRETSnwJAEZEU1Oa0s43dQGLt\nPx8+lysSSY5Lr4iwp8pDPGaw5l0f192UnaMArdJxmEOLsY/XEVm7Ct+ll4Gpdb9ETmUaJlf7FzLT\nO51XO19nc2wrNnbPJhoFRj5TvZMpt8YxxhpFoVlAjpGDgUGMGE12M81OC0fix6iJH+RAvIZD8cOn\nrekXJMA07xRmeWdQbo1zZQ0+j2FxqW8es7wzeDv8Hu9EVhEjxpuRt9kc28pdwSVM9k5Mel0iIpI+\nFACKiKSgDWwj3rW+0Gwmu1yNSPIMH2EzriLGgb0e1q/xsnBRmGDI7aqSz8DAO3c+4df+gt1wnNiu\nKjyTp7hdlkhKKjDz+XToDq6JX83bkVVsiW4lSowTThOrImtYxZp+XzPHDDHFM4np1lTGe8qxDOsi\nVN5/fsPH9YFrmOebzQsdL7Envo/jdgM/aPsPbvB/hFsDN6VMrSIikloUAIqIpBrH4QM2AzCSYYxk\n8NYVEkkHl14e4cBeD5GIwdrVPhZdG3G7JFd4p0wj8s5KnM4OwqveVgAocg7DrWI+Ffw4twRuZGt0\nO1Wx3eyN7aODc+8qHjJCjDFHMdZTwmTfRKYVTaWluYV4PJ6EyvuvyCzkvtDdrI9uYlnnq3QSZnl4\nBbtie7gvdDfDLO0eLiIivSkAFBFJMXs5yHGaAJil0X+ShUaX2IwuiXP4oMXaVT4WLIwQyMI9MAyP\nF+/c+URWvUO8ej/x6gNYY8e5XZZIygsYfub75jDfNwfHcTjhNFEXr6fFaaXD6cDBwcIiz8wl18il\n0Cwg3xjSs56fZVmuTPPtL8MwmO+bQ4WnjN93PEdN/CD749V8r+Vx7g59mrm+WW6XKCIiKST1f7OJ\niGSZ7tF/PrxMY7zL1Yi4Y8HCxKi/zo7EWoDZyjd7HngTzz/87kqXqxFJP4ZhUGgWMMk7gfm+OVzl\nv4Kr/QtZ6L+Mmd7plHvGUWDmX/TNPC6mQrOAB0L3sth3JQbQSSc/a/81L3Ysw3Zst8sTEZEUoQBQ\nRCSFtDpt2vxDBCgdF2d0SWLq3fvv+Whvd7kglxiBIN6ZswGI7dqJfeyoyxWJSCqyDIsbAtdyX+ge\nQkZi4dRXw6/zH22/oN3ucLk6ERFJBQoARURSyPts6tn8Yy5TXa5GxD2GAVdcndgBOBI2WP129obh\nvnmXgplY1F+jAEXkbMZ7yvlKzhcZZY4EYGtsO//c+gTH4rUuVyYiIm5TACgikiKiTpQ1VAIwllEM\nRwt4S3YbU2oztiwGwNrVPlpa0neK3oUwc/PwTpsOQHTrZuyG4y5XJCKprNAs4MGc+5jlSfQbdXY9\n/9r6A3bH9rpcmYiIuEkBoIhIitjIDtq7diq8lBkuVyOSGq64OrEWYCxq8O6b2TsK0Dv/ssSwSMch\n/NYKt8sRkRTnM7wsCX6SG/3XAdDudPDD1v/gg8gGlysTERG3KAAUEUkBjuOwivUAFJJPOWNdrkgk\nNYwYZVMxITEKcMNaL8frs3MUoFVYhHdq1yjAzRuxazWdT0TOzjAMrvYv5LPBT+HBQ4w4v2x/mlc6\nX8dxHLfLExGRJFMAKCKSAnaxnzoaAbiEGZhkZ8ghciYLF4cxDAfbNnjjFb/b5bjGd/lVibUAHYfw\nytfdLkdE0sQM7zT+KvT5ns1B/ty5jP/s+CNxJ+5yZSIikkwKAEVEUsC7rAMggJ8ZTHC5GpHUUjTU\nYebcKABV273s32u5XJE7zCH5eGfMAiC6fQvxo4ddrkhE0sVYTwl/nXM/w8wiAN6LvM9P235NxIm6\nXJmIiCSLAkAREZcdcA6xl4MAzGUaXrwuVySSei5bGMHnT0xZe22ZH9t2uSCX+BZcAR4PAOEVr7lc\njYikk6FmEV8K3c9YqwSAzbGt/Kj1KdrtDpcrExGRZFAAKCLisjdYDYAPL5cw3eVqRFJTMAQLrkhs\nCHLsiEXlBo/LFbnDzM3DO2suALFdO4nt166eInL+QmaI+0L3MNkzEYA98X080fpjmuxmlysTEZGL\nTQGgiIiLEqP/agCYx3SCBFyuSCR1zZoXJb8gMfRvxSt+2ttdLsglvksvB3+ir+h85WWydjikiAyI\nz/ByV3AJc7yJJQUO2Ud4rPWH1MbrXK5MREQuJgWAIiIuWsH7QGL036XMcLkakdTm8cDi68IAtLeb\nrHg1OzcEMYMhfJdfCYB97AiRjetcrkhE0o1lWNwR+DhX+i4H4LjdwOOtP6ImdtDlykRE5GJRACgi\n4pJq5xB7qAZgHtM0+k/kPJSNjzN+UgyAjR/4OFidnS9lfLPnYBYkFvMPv7EcOjtdrkhE0o1pGHws\ncAM3+q8DoMVp5YnWf6cqutvlykRE5GLIzlfNIiJucxxe5R2ge+2/mS4XJJI+Fl0XxutNbAiy7IUA\n8bjLBbnAMD34Fn0EAKe9jc63V7hckYikq6v9C/lk4DZMDDoJ8+O2n7AhUul2WSIiMsgUAIqIuGAr\nuznAEQAuYQYhjf4TOW95eQ6XXZXYEKT2mMWqt30uV+QOT8V4rHFlAETefw/72FF3CxKRtDXfN4fP\nBZfgwUOMOD9v/w1vh99zuywRERlECgBFRJIs5sR4pWv0Xy4hLmOWyxWJpJ8586MUj0gM/Xt7hY9j\nR7LvJY2BgX/x9WBZYNt0LH1eG4KIyIBN9U7mvtDdBPDj4PBMx7O81PEKjuO4XZqIiAyC7Hu1LCLi\nsvfZRCNNAFzNfLx4Xa5IJP2YJnz05jCm5WDHDV78U4B4zO2qks8qGopvwRUAxA/VEPlgjcsViUg6\nK/OM5YGcL5Bn5AGwLLyc/+r4E7ajDxdERNKdAkARkSTqcDp4k8Qb9OEMZToTXa5IJH0NLba5/Mqu\nqcBHLd55MzunAvsuuQyzaCgAnW+8itPc5HJFIpLORloj+FLOfQwzE/3Ku5HV/LT910ScqMuViYjI\nhVAAKCKSRH/hLToJA/ARLsNUNyxyQeYtiDJiVGIq8Ltv+ajZb7lcUfIZlgf/dTcm/hIJ0/His5oK\nLCIXpNAs4MHQfZRYYwCojG7hR61P0W63u1yZiIgMlN55iogkyR6nmvVsB2Ay5YxjtMsViaS/xFTg\nTjxeB8c2eO73Adpas2+9Ks+YUryz5wEQ27ubyNrVLlckIukuxwzxV6F7mOSZAMCe+D4eb/0xjfYJ\ndwsTEZEBUQAoIpIEUSfKi7wOQAAf13GFyxWJZI7CoQ4fuSExsral2eT3vwXbzr4Q0H/1YszCrqnA\nr7+iXYFF5IL5DB93Bz/NXG9iw7Ij9lEea/khR+PHXK5MRET6SwGgiEgSrOB9Gro2/ljMAnIJuVyR\nSGaZOiPGtJmJ9al2boM3X8u+ANDw+Ah87DYwLYjFaH/+DxDNwp1RRGRQWYbFHYGPs8i3EIBG5wT/\n2vIDdkSrXK5MRET6QwGgiMhFVuMc5l3WAVDKSGYx2eWKRDLT4uvDFA1LrAf4lxcddmzNvhDQGj4C\n3xVXAWAfO0rHX/4MTvb9O4jI4DIMg48GruMW/40YQAed/Ljtp7wT1nIDIiLpwuN2ASIimazT6eT3\n/AUbBy8ebuRqDAy3yxLJSF4v3PyJTv7wdA7hTvjPX8IXvmRSPCK7NsTwXbKAeM0B4tX7iW74AGvM\nGHzzFrhdlohkgCv8Cyg0C/h9x7NEiPJfHX/kmF3LJwO3YhoaW5JJYk6MOrueo/FajtrHOGE30eq0\n0mq30eq0ESeOg43d9SFTwPATNIIEjAA5RohCs4BCs4CCrq/F5lD8ht/lZ3X+OpxO6uPHqbfrOW43\n0Oy00GK30uK00ua0E3OiRIkRcxIj7X2GD5/hZaY9nS8Mv9vl6kXOTAGgSIqLOTFqaaCWeupooIU2\nmmilg87ELx0So138ePHiIYcQ+eSRTx7DKWIUxeSTB4ZCp6RzHF7kDU7QDMC1XE4R+S4XJZLZioY6\n3P5p+P1vIByG3/82yP1fbieUkz2j4AzDJPCx22j/z1/jNDfRuWwp1vBRWCWlbpcmIhlgincSD5r3\n8Zv2Z2h2mlkRfou6eD3359ydVgGP9NZit7Into898b3sju3jUPwwNv34AO08fs0WGPmMsIYz3Cxm\nhFXMCHM4I6xiCowCVwLkqBOlzq7nWLyWY3Ydx+K11Nn11NvHaXXa+nexruc/PFo8+IWKDBIFgCIp\nJuJEqOYw+zjIfg5xkGP9++V7BiEClDljqGAsFZRSTKECwSRYx1Y2k1gfZzLlmvorkiTjJ8INNxu8\n+pLDiUaTZ34T5O772/Fl0ftSMxgieOsnaf/9bxPrAf7haXL/6ssY+QVulyYiGWCUNZKv5PwVv21/\nhkP2EbbEtvFYy494MOcLDLOGul2enAfHcThqH6MyupXK6BYOxGv6fKyJQZ4xhFwjRI6ZQ8gI4sGD\ngYGJiY1N2IkQJkynE6bNaaPJbiZKtNd1TjhNnIg1sZNdve734mGYOZRicxjF1rDEV3MYxdZQ8owh\neI2BxxadTieN9gka7EYa7EZq7XpquwK/43YDzvkkl0DICJJr5JBj5BAyQngND93/c3CIEiXqRKnw\nlw24VpGLTQGgSArocDrZyV62sZvdVBPlzIu2e/GQRw65hAgRxIsHCwtwiBIjTJQ2OmihlVbae85r\np5Nt7GEbewAoII9pzgSmM4FSRmMoDBx0B50jLGUFAPnkauqvSJJdegXU1cKGtXD4oMUfng7ymc93\n4PG6XVnyWMNH4L/2RsKvvoTT0kLb735Fzn0PYgS1CZGIXLg8M48v5nyBP3W8wNbYdg7Zh/n/Wr/P\nF0J3Md071e3ypA8NdgPvR9axNrKeWrvutONevJRaJYyzShhhDafYHMZQswhPP0M4x3HooJMmu4kT\ndhPH7Qbq7OPU24lptW3OyfcqUWIcsY9xxD7Gmd4GBY0gQ4xc8ow8cswQXrx4DS9eEr/U48SxsYk5\nMdqdDtqddtqddpqdVjqcjvOq18Cg0ChgmDWUIrOQIqMw8dUspNAsPO8QsnjIsPN6nIgbFACKuMR2\nbKrYx3q2UsV+4h8a5WdhMpJiShnFKIZRTBFDyMM8zxApSox6GqilgSPUcYDDNNECwAlaeI8NvMcG\n8sllpjOZS5jBUKNw0J9nNmpymvkdS4kRx8LiNj5CAJ/bZYlkFcMwuPFWh5bmKLt3etm/18Nzvw/w\nqc92YlpuV5c8vmkzsE80El3zHnZdLe3PPE3O3fclFkwUEblAPsPLZ4KfYkV4JSsib9PudPBk28+5\nyX89HwvcoHUBU0TcifNuy2peaXqNqtju046PMUcxxTuZCVYFo62RWMaF/6I0DIMQQUJWkFHWyNOO\ndzgd1MePU2cf57h9nON2Iw12A8ftBsJETntsh9PBMeroWv1owPz4KTaHMswayjBzWOK2OXRAIadI\nulELF0myE04T71PJJnbQQu+1JXIJMZFxTGQcYxjR86nWQHjxMIrhjGI4s5kCQBPN7OcwuzjAAQ4R\nx6aJVt5hHe+wjgqnhEuYwVQm6BfgAEWcCE+ztOe/7U1cxWhGuFyVSHYyTbjx1jCRsEH1fg9V2708\n+wzc/ulOPFnUxfkXXgVtLUS3biZevZ/2P/0XoTvvAk8WJaEictGYhsF1gWsoscbwh47n6aSTZeHl\n7I9X84XQXeSaOW6XmLU6nA7eDb/Pysg7NNoneh0rtUqY7Z3BVM9k8s0hSa8taAQp9ZRQSkmv+x3H\noc1pp8FuoMFupNVp6/qT2ICk0+leBz1G1ElMMTaxsAwTC5OAESRkBAgYQXKMEAVGPvnmEArMfPKN\nIYSMkGY/SdYyHMfJnlWxs1h9fb3bJQxYS20LsfAFftQziIbkDcGyTOJxm+aW5vM+75BzlHdZz1Z2\nYZ+y1kQAH9OYwBQqGM2I8x7hd6E6CbOLA+xgD/s51Gv1ixABLmEGlzOHPCM3KfV8mGWZDMkbQnNL\nM/F4euzgGXNi/CdLqWI/AJcxi8Wk/s6buXm5mKaJbdu0trS6XU5GMy2L3NwcWlvbsOOp069lmg+3\n6WgEXvhjkMMHE4FXxcQYd36uA28WDcx17DidLz5LbP9eADwTpxBa8jkuNAm1LIv8/HyampqIq01f\nVAX5+ZiWhR2Pc6Kpye1yMpra9cA12I38Z/sfElM5SWz6cG/oc0zyTjjtsYWFhViWRTwep7GxMdml\nZrQGu5E3w2/zXvh9Ogn33D/EyGOudzZzvbO0VuNFUlwwjHxfftq262HDNIU5kykAzBIKAAdPfwJA\nx3HYyV7eZT37OdTrWDljmMlkxjMWr8uDcZtooZIqNrOz19qBFiazmMxC5jHSSO6OVukWANpOnGd4\nuWedxQmM43auT1qgeyEUACaPAsDkOFObjkZg6XMBag4k+tuxZTHuvKuDbFoOz4lF6HjxOeLV+wHw\nTJhEaMnd4B347yAFJcmjADB51K4vTNSJ8ufOZayPbgISa6td51/MrYGbes0wUQA4+KpjB3k9vJIN\n0U29NhEcbY3ixsLrGB8r5wL3FpRzUAAoqUwBYJZQADh4zicAjDpRNrKd91hPPSd67vdgMZ2JifX2\nKEhOwf0Qx2YvNWxgK/s53OvYeMZyJXOZSFlSdhBOpwDQcWz+wF96dvwtYzSf5KOuB7vnSwFg8igA\nTI6+2nQsBsteCLBvT+Jns2iozac/387QYdnzUsiJRelY+jzxrpGA1tgyQp++CyM0sCl6CkqSRwFg\n8qhdD46N0c38uWMZ4a4RaCXWaO4NfY7R1ihAAeBgsR2brbHtvN65kt3xvb2OTfZM5Erf5UzwVVBQ\nUKA2nQQKACWVKQDMEgoAB8/ZAsA2p5332cT7VNLOyR2nggSYxzTmMJUcgskueUBqOc4HbGE7e3pt\nUDKcIhYyl9lMvajrBKZLABh1ovyBZWwn8YKrhBEs4aYLWr8x2RQAJo8CwOQ4W5uOx+GNV/xs35L4\nGQ0EHe74bAfl47Pnv4cTj9K59AVi+xIjls2ioYTu+gJmUf+ngykoSR4FgMmjdj14Gu0T/KHjearj\nNQBYWHzUfy0fDVzH8KJiBYAXIOJEWRNZx4rwSo6dspuvB4s53lks9F3GcCsxg0dtOnkUAEoqUwCY\nJRQADp4zBYB1TgPvsY6N7CB2ytZUReRzCTOYzsS0GQ32YS20sYHtbGQbnafsyJVLiMuYzQJmETIG\nP9RMhwCw3engt7xADUcBGM0IlnAj/jTb8VcBYPIoAEyOc7Vpx4H1a7y8u9IHGBiGw1XXRLjqIxHM\nLNmw0rHjhN9YTnRL1xS9YIjgHZ/GM35iv66jN5XJowAwedSuB1fcsXk78i4rwm/1fKg80hzOX4/4\nIlNzJqdtUOKWFruVtyPv8Vb4XVqdkxsKhowQl3nnc5nv0tM2XlGbTh4FgJLKFABmCQWAg6c7AIzF\n42xq3sq7rO/Z9KFbKSNZwEzKGZsWa8CdjyhRtrCLtWzhBCdHPnrxMJdpLGQuQ43CQft+qR4AHnPq\n+U+WcrxrivcExnEb16TVyL9uCgCTRwFgcpxvm96zy+LVpQGi0UQ/PbYsxifu7GRIQXa8NHJwiKx9\nn8i7KxN3GAa+q64hsOhasM4vCdWbyuRRAJg8atcXx7F4Lc93LqUmfnJd7EV5V7Kk4JMYLS4WliaO\nxWt5I/wWayIfECXWc/8ws4iFvsuZ652F1zjz61C16eRRACipTAFgllAAOHiCeUE2xLaxonM1h7t2\nOAMwMZhMOZcyk5Ekd8OMZLKx2U01a9nMIU4+fwOYQgVXMp9xjL7gdQJTNgB0HNaxlZd4s+fF1xym\ncB0LsUjPoUMKAJNHAWBy9KdNn2g0WPZigLpjiR2CfX6Haz8aZt6lUYz0/JHut+juKjpfXQaRTiCx\nLmDw43ec15RgvalMHgWAyaN2ffHYjs370Q9Y3vkGEaIA+A0fN/iv5Vr/Ynx9BFjZynEcdsSqeDP8\nNltjO3odK7PGcqXvciZ7JmGe43W32nTyKACUVJZVAWBTUxN//OMfWbNmDcePH8fv9zN+/Hhuvvlm\nLr/88gFfNxaLsXTpUlauXMnhw4mNE8aMGcPixYu55ZZb8HjOPvVz7969PPfcc2zevJnm5mby8/OZ\nMWMGd9xxB+Xl5QOu61QKAAehDqeVNVTygbGFVufkTrl+fMxiMvOZxhDyXKww+Q5Ty1o2U8V+HE52\nJWMYwZXMZSoTBrxOYCoGgG1OOy+zkkp2AmBicg0LmM90jDQe6akAMHkUACZHf9t0LAbvrfSxcd3J\n6ful42LceGuYEaNSo/+52OymE3S8/CL2sSOJO7xe/Iuvx3/5Qs42L1pvKpNHAWDyqF1ffE12M2/a\nb7O2fX3PffnGED4auJaFvsv6HMmWLcJOmDWRdawMv8NRu7bnfhOD6Z6pXOm/ghJr9HlfT206eRQA\nSirLmgCwurqahx56iKauF0zBYJBwOIxtJ17Y33bbbTz44IP9vm5HRwf/8A//QFVVYvdPny/x5iES\nSayVNmXKFB555BECgcAZz1+5ciVPPPEEsVhiJFFOTg5tbYm1HDweD3/zN3/D1Vdf3e+6PkwB4MA4\njsM+aviALWxjd6/NMAqNfOY5U5nBpLRb822wNdHMOrZSSVXPp7kAIYLMY2pi12OjqF/XTKkA0HHY\nyHaW8RbtJEbIDCGXj/MRRjPC3doGgQLA5FEAmBwDbdOHakxe/0uAE41dgZfhMGtujGuuD5M3JPNf\nLjnxGOH33ia6fm1ioUTAGjEK/0c/hqd8/BnP0ZvK5FEAmDxq18lRkJ/PgdhB/nD8OfZHDpy838jn\nhsC1XOFbkHUjAo/Ej7IqsoZVkbV0OCc3FAzgZ75vLpf7LqXQLOj3ddWmk0cBoKSyrAgAo9Eo/+2/\n/TeOHj3KuHHj+Nu//VvKy8sJh8O88MILPP300ziOw9e+9jWuv/76fl37X//1X1m5ciU5OTl87Wtf\n6xlJuHr1av7t3/6NtrY2PvKRj/A3f/M3p51bXV3NN77xDWKxGFdddRUPPPAARUVFNDQ08JOf/IR3\n330Xr9fLE088QUlJyQX9GygA7Of3dFrZwHbWsYUGer/IrrBKucI/l4lmOe2tbX1cITt1EmYjO9jA\nNlro/W9TQQlzmMpUJhAw/Oe8VqoEgPucGpbzHjUc6blvGuO5jisIcuZgP90oAEweBYDJcSFtOhaD\ntat8rF/jJR5PjOz1eBzmXBLliqsiWbE+YPzYUTqXv4xdf8qukhOnELj2BswRI3s9Vm8qk0cBYPKo\nXSdHd5uOx2K8e3w1b4TfovaU3WxzjBBX+i7nav/CAYVe6aLD6WR9ZCOrImvZHz/Q61ixOZTLfQuY\n452F3xj4gAO16eRRACipLCsCwKVLl/LUU0/h9/v58Y9/THFx7/XZnnzySV5++WWKior46U9/es4p\nu9327dvHN77xDRzH4f/8n//DwoULex1/9913+X//7/9hGAb/9m//xrhx43od/+53v8uqVasoLy/n\nsccew7KsnmPxeJy//du/Zd++fVx55ZX83d/93QCffYICwHPrcDrZzm42s4u9VGOfMqXVh5epjGcu\nU6nIG6ew5Bzi2Oyhmkp2sI+DnNrJeLCYTDkzmMxkys6yWLGLAaDjsIdq3mYde6juuTufXG7gSioo\nTW49F5kCwORRAJgcg9Gmm5sM3nvLR9X2k32UaTlMnxlj3oIIY0rtC13qNKU5dozIhvVE3l/VszYg\nJIJA/1WLsUrHAnpTmUwKAJNH7To5Ptymbcdha2wbK8JvUWuffO9iYjLbO4PLfJcw1TMZy7DOctX0\nEHEibIvuZEN0E5ujW3vNoDEwmOSZwOW+SxlvVZxzfb/zoTadPAoAJZUNbHGuNPPmm28CsGjRotPC\nP4BPfepTLFu2jIaGBjZv3szcuXPP67orV67EcRxGjRrFFVdccdrxhQsXMmrUKI4cOcLKlSu59957\ne461tbWxdu1aAG6//fZe4R8kOunbb7+dxx9/nDVr1tDe3k4oFDrfpyznqd3pYBf72couqjhAnN6/\nEEdRzCwmM5UKfFk+zbc/LEwmUcYkymimhU1UsYUqWmgjRpyt7GYru/HhZYIzlomUMZly8oxcV+tu\nc9rZwi7eZxN1NPTcH8DHJczkUmak5S6/ItJ/Q/IdbrotsRnImlU+9u7yYMcNNm/0snmjl+Ej4sy9\nNMrUmTFycjLvs1TD9OCfvwDvtJlE1rxHtHIDxOPEdu0gtmsH1sjReC+5lMCseW6XKiIZwjQMZnqn\nM90zjarYLlZF1rAnvg8bmw3RSjZEK8k1crjEO5d5vjmUWWMx02i3pja7nZ2xKjZGN7Mlup0IkV7H\ni4xC5vnmMNc7i3xziEtVikgmy/gAsKOjg127dgEwb96ZX6QWFxdTUlJCTU0NmzZtOu8AsLKyEoC5\nc+dinOGTGcMwmDt3LkeOHOl5bLdt27b1rPvXV13d90ejUbZv3878+fPPqy7pm+PYHKaWXRygin0c\n5Cgffts2hBymMJ5pjGc4594BUc5uCHlczXyuZB6HOMYO9rCDfXTQSYQo29jDNvYAMNIZxlhGU84Y\nyp2xDOHiv/hpcBrZQw3b2HPayE8/PuYwhQXMJsi5py2LSOYZPtLm1k92crzOZP1aL1U7PMRjBrXH\nLF5ZavHqSw5jy+JMmR5j0rQYQzJsrUAzGCSw+Dp88xcQWb+W6OaNEI0SP3qY+NIX6Hx1GZGpMzAm\nTcEaPxF8+rBMRC6MaRhM8U5iincStfE6VkfWUhndQidhWp023oy8w5uRd8g1cpjumcoM71QmeiaQ\na+a4XXovMSfG/ng1O6JV7IhVcSBe02vTPIAgAaZ6pzDHO5Mya9ygjPYTEelLxgeABw8epHuW84en\n4J5q3Lhx1NTUUFNTc17XdRyHgwcPnvO6Y8cmpsh8+Lrdfy8oKCA/P/+M5+bn5/cM1a6urlYAOABR\nJ8ohjlHNYQ5wmGoO0/mhT9sAcggyhXKmUMEoRmCm8Y6uqcrEoJSRlDKSa7mcag6ziwPsoaZnvcCj\n1HOUetZQCXEoOJHHcIYy0hnGSIopYgiFFBAiQH/n3jmOTTOtNNDEEeo4xDFqOEojp0+jKiKf+Uxn\nOhM08lNEABhabHPDzWGuvjbMjq1etmz00HDcwnEMDuzzcGCfh1eWwrDhccoq4oyriFM6Lp4xowPN\n3DwCi67Fd+kVRLdtJrZ5I/aJRohEaN+0HjatB68XT1kFVvl4vOUVmMUjzrqDsIjIuQy3ivl48GY+\nFvhoz+i5qthubGxanTbej37A+9EPABhpjmC8p5zxnnLGWKMZYRbjMZLzdjfuxKm3j3MgXsOBWA0H\n4tUcjB8ixunTbYNGkGmeyczwTqPCKsuIKc0ikh4yPgBsaDg5ja+oqO9dSLuPne88/Y6ODjo7O8/7\nuh0dHXR0dBAMBnt9n7Od2328qakpLdcPSCbHcWimhXoaOUJdV5BURx0NvUZ0dTOAkRRTQSkVlDCC\nYoV+SWRhUU4p5ZTi4FBHA3up4SBHOUQt4a6Q9oTTwglaqGJ/r/P9+MhzcggRINj1x8LEwMDExMEh\nTIQwYcJEaKaNJlp67eL8YfnkMonynpGfhtqDiJxBIABz5keZPS9K3TGT3VUedu/09OwcXF9rUV9r\n8cHqxOOH5NuMHB1n1GibEaPjDCu2yc93MNP0/Z4ZDOKfvwDf/EuI11QTq9pJfM8u7PY2iEaJ7dpJ\nbNdOwoARysEaXYI5ajSe0WOwRo3GyM1TKCgi/eY1PMzwTmOGd1piCZ/YHnZGq6iK7aGTxHuyo/Yx\njkaO8W4k0QFbWIw0hzPCGsFQs6jnT56ZS44RIsfIOe9dhmNOjGanhWa7petrM8ftBo7ZddTGa6mz\nj5+2lFA3E4MSawzjrQomeioYY43BSqOpyyKSOTI+AOwO6QD8/r6n8HUf6+jo6PMxpzr1cedz3e5z\nugPA7vPPdu5A6spUYSdMK+200k4LbbTQRiPNNNBIA0000nzGT9i6GcAwCilhJCWMZCyjySGYvCcg\nfTIwGM7QnunWcWzqaeCwUUejp4mD0WPU09Drv28i3Dt9JGd/5JPHSIYyltGMYwyFDFHoJyLnzTAS\n04OHj4xwxdURGupNDuyzOFhtcajGIhpN9CfNTSbNTSZV20+ea1oOhYU2hUMdCotscvMc8vJscoc4\n5OU55A6x8fv7PdA5qQxMPKVl+MrGk5cTonHbViK7dhI/sB/7ROLDV6e9jdjunbB758ke2+vDLBqK\nNXQYxtBhmPn5mLlDMIbkJb6GQgoIReSsQkaQ2d4ZzPbOIO7YHIofYn+8umf0XXcgGCfOIfsIh+wj\nfV7Li5egEcDCwjTMxFdM4sSJOBEiRIk6kbO+z/gwP37GWKMpsUZTao2hzDOOoBG44OctInKhMj4A\nlPT3/ejPOUb/RkAWMIRiihhOESMZxhhGENAabmnBwmQEwxhljiA3lNgtNRqP0EQrTSRGBDbRQjsd\ndBCmkzAddHaN9HSwcTBI7Nzsw4cfL0GCFJBHPrnkM4RhFBBEL8REZHAYRmKK8NBim3kLosTjUHvU\n5NhRi9qjJrXHTBqPmzhOItGz4wbH6y2O15/lmqZDIOAQCJL4GnAIBB18fgevFzwe8HodPN5TvnoS\nX03TwTTp/cdyMIwP3Wc6GGbiQzKMD3390H29bnPytmWBaZhEhpVjF43FvAxoayF+6CD2kUPY9bXY\nx+vB7hqBHQaONCT+UHX6EzdNjJwQhj+IEQhg+AIYAT/4Axj+AIbPC6YHw+sBy8LwehNFWF7wWhiG\nBWbXEzUMMEwM0wC6n7SRuN80MEyz64mdEjj2Cl0/lMAafR8654N63Tzz/efSZvuwTJO4bdPZ3Hnu\nE7LYhYbnhmnhs710NHfi2Nox9WJpt31Ylkk8bhNuGXibHkExIyjmMuZjOw6NThO1Th1HnXrqnHoa\nnCZOOM1ET9lpt1sUiBI+x3ewuv705sXLUKOAIqOQoUYBQ41CRhrDGWoUYjoGxE4+Noy7P7Nq08nT\naYXJ1zLykqIyPgAMBE6+yQ+Hw33upBsOJzr+7hF653Lq47rPPdt1P3xO9+2zndufun7729/yu9/9\nrs/jd955J1/4whfOeo1UFTwWhPjpAWDICFBo5FNkFlDU/dUsYIQ1jIBx8dZt697wxTAMcvPc3bU2\nk3X/O+fkhHCcIPmcea1MuXBq08nTu11nxtpwqSgV2nR+AUyccvLvkQjU10LD8a4/9dDYAE0noL3t\n9PMd26Cj3aCjPVkVXwgbOPX1VR4weuCXO0swmt1Ofc2oDzUvvg4Sb5Uy/u2Siy5Wmw4AI3rdc+YI\n78Kd6Pqz9yJce/CpTSfD5KHb+fsfDcc0TQoLC90uR6SXjP/pP3WNvYaGhj4DwO61As/3hzQYDBIM\nBuno6Oi1zmBf1+1+/IfrOtu5/amrra2N2traPo+3t7djWem54NBNI6+mNd5KvjWEIWY+BVYe+dYQ\n/KZGcImISPoYX3Hm+2Mxh+amOE0nbJpOxGlqitPWatPR7tDebtPeZie+tjuEO20iEYdo1CEacYie\nPqBFREREXGI6Jz+ETNf335K5Mj4ALCkpwTAMHMehurqakpKSMz6uuroagNLS0vO6rmEYlJSUsGvX\nrp5z+3Pd7r+fOHGC5uZmhgwZctq5TU1NNDUldijt3k24Lzk5OQwfPrzP46FQiHg8PYd7X12w0O0S\nejFNs6dN2Xbfm0rIhTEMA9M0sW1bI6UuMrXp5FG7To50a9M+H4RCMHJU/8+17ZNhYHcwaNsO8TjY\ncQfbhngfX+24Q9wGHBLbZTkO3c3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- } - } - ], - "source": [ - "(ggplot(mpg, aes(x='cty', color='drv', fill='drv'))\n", - " + geom_density(alpha=0.1)\n", - ")" - ], - "id": "cell-6" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "To plot multiple groups and scale them by their relative size, you can\n", - "map the `y` aesthetic to `'count'` (calculated by `stat_density`)." - ], - "id": "2fc0e265-eb8f-404b-9d4c-a0eea752715c" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:48.740370Z", - "iopub.status.busy": "2024-01-09T15:10:48.740145Z", - "iopub.status.idle": "2024-01-09T15:10:49.139975Z", - "shell.execute_reply": "2024-01-09T15:10:49.139421Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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AAAAAQKUiAAQQO7uyIjszLUly2juTLaYIuDt3S8ZIYhlwKTixckqStKMElv+G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\nHj3K2rVrefv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- } - } - ], - "source": [ - "(ggplot(mpg, aes(x='cty', color='drv', fill='drv'))\n", - " + geom_density(aes(y=after_stat('count')), alpha=0.1)\n", - ")" - ], - "id": "cell-8" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Density Plot + Histogram\n", - "\n", - "To overlay a histogram onto the density, the `y` aesthetic of the\n", - "density should be mapped to the `'count'` scaled by the `binwidth` of\n", - "the histograms.\n", - "\n", - "**Why?**\n", - "\n", - "The `count` calculated by `stat_density` is $count = density * n$ where\n", - "`n` is the number of points . The `density` curves have an area of 1 and\n", - "have no information about the absolute frequency of the values along\n", - "curve; only the relative frequencies. The `count` curve reveals the\n", - "absolute frequencies. The scale of this `count` corresponds to the\n", - "`count` calculated by the `stat_bin` for the histogram when the bins are\n", - "1 unit wide i.e. `binwidth=1`. The `count * binwidth` curve matches the\n", - "scale of `count`s for the histogram for a give `binwidth`." - ], - "id": "1dee8a63-a8d4-46e6-a5b2-85b55041048d" - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:49.143000Z", - "iopub.status.busy": "2024-01-09T15:10:49.142779Z", - "iopub.status.idle": "2024-01-09T15:10:49.698186Z", - "shell.execute_reply": "2024-01-09T15:10:49.697530Z" - }, - "scrolled": false - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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66aFWDU46IzmuJMkbGoq2GBynFAA2mSa1mbaIq1m9NtOqRLkP4Ogp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\n5x795m/+Zvkx+Xxed9xxh6RgwMk73vGO8sdOP/10/f7v/75+7dd+Tf3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BD3LO5i0yra0R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\ni464wxKpumyr5eBRn8Wcw9gNl9VVQ7FouHrZY+ymZWRHwNA2J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- } - } - ], - "source": [ - "binwidth = 2 # The same for geom_density and geom_histogram\n", - "\n", - "(ggplot(mpg, aes(x='cty', color='drv', fill='drv'))\n", - " + geom_density(aes(y=after_stat('count*binwidth')), alpha=0.1)\n", - " + geom_histogram(aes(fill='drv', y=after_stat('count')), binwidth=binwidth, color='none', alpha=0.5)\n", - " \n", - " # It is the histogram that gives us the meaningful y axis label\n", - " # i.e. 'count' and not 'count*2'\n", - " + labs(y='count')\n", - ")" - ], - "id": "cell-10" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Shading a Region under a Density Curve\n", - "\n", - "*Extending geom_density to create an effect of a shaded region*\n", - "\n", - "Create some data and plot the density" - ], - "id": "eb0ab046-6621-48cd-9925-0c52a3243992" - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:49.701188Z", - "iopub.status.busy": "2024-01-09T15:10:49.700842Z", - "iopub.status.idle": "2024-01-09T15:10:49.952162Z", - "shell.execute_reply": "2024-01-09T15:10:49.951562Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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677336Ny5M4sXLwagS5cuvP/++9F7skiSJEnF7fDDD2fEiBHceuutAGzatIlL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AAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAA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\nAAAAUDABEAAAAAAKJgACAAAAQMH+PxmC3IOPU059AAAAAElFTkSuQmCC\n" - } - } - ], - "source": [ - "n = 101\n", - "df = pd.DataFrame({'x': np.arange(n)})\n", - "\n", - "(ggplot(df, aes('x'))\n", - " + geom_density()\n", - ")" - ], - "id": "cell-13" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Suppose we want to mark a region as special e.g. `(40, 60)`, we can use\n", - "vertical lines to `annotate` it." - ], - "id": "f318e7c4-2541-4100-bba8-b99e5fe4c729" - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:49.954884Z", - "iopub.status.busy": "2024-01-09T15:10:49.954646Z", - "iopub.status.idle": "2024-01-09T15:10:50.239472Z", - "shell.execute_reply": "2024-01-09T15:10:50.238851Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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S9MsfCeL152NeXt5uBWFWVlZklvnBvG3dujUyY33Lli37nV1bcMz3339/wHwJCQkcfvjh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syYMWMwygUA2GkCQAAAasZvf/vbTJ06Nc8991zq6+tz99135+ijj+5135/8\n5Cc58cQTU61WM2nSpDz00EMZM2bMbq4YAGDnOQUYAICa0NXVlbPOOivPPfdckuSyyy7rM/xLkre/\n/e351Kc+lSRZvnx5zjnnnN1SJwDAruYIQAAAAAAomCMAAQAAAKBgAkAAAAAAKJgAEAAAAAAKJgAE\nAAAAgIIJAAEAAACgYAJAAAAAACiYABAAAAAACiYABAAAAICCCQABAAAAoGACQAAAAAAomAAQAAAA\nAAomAAQAAACAggkAAQAAAKBgAkAAAAAAKJgAEAAAAAAKJgAEAAAAgIIJAAEAAACgYAJAAAAAACjY\n/wdDxQ0fDnmXOwAAAABJRU5ErkJggg==\n" - } - } - ], - "source": [ - "region = (40, 60)\n", - "\n", - "(ggplot(df, aes('x'))\n", - " + geom_density()\n", - " + annotate(geom_vline, xintercept=region) #new line\n", - ")" - ], - "id": "cell-15" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "To make it standout more we can highlight. To do that, the first thought\n", - "is to use a rectangle." - ], - "id": "6c93bdc1-3904-4392-aa48-f036ae6262ee" - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:50.242187Z", - "iopub.status.busy": "2024-01-09T15:10:50.241833Z", - "iopub.status.idle": "2024-01-09T15:10:50.544772Z", - "shell.execute_reply": "2024-01-09T15:10:50.543930Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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mX19fDR8+XOPGjVN4eLjV8QAAAOBhfH199frrr2vWrFkqU6aMJGncuHHq0KGD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\nTlL2BWUNw7A4EQAAAADgWp544gnnKvfjxo2zOg4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KBgAkAAAAAAKJgAEAAAAAAKJgAEAAAAgIIJAAEAAACgYAJAAAAAACiYABAAAAAACiYA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\nAAAABfv/gjDecqNEMXIAAAAASUVORK5CYII=\n" - } - } - ], - "source": [ - "region = (40, 60)\n", - "\n", - "(ggplot(df, aes('x'))\n", - " + geom_density()\n", - " + annotate(geom_rect, xmin=region[0], xmax=region[1], ymin=0, ymax=float('inf'), alpha=0.5) # new line\n", - " + annotate(geom_vline, xintercept=region)\n", - ")" - ], - "id": "cell-17" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Since `y` upper-bound varies along the curve, a rectangular highlight\n", - "has to stretch up to the top of the panel.\n", - "\n", - "To hightlight only within the density curve, we have to use a second\n", - "density curve. We need to calculate the density as normal, but just\n", - "before the curve & region are plotted, we should keep only the region we\n", - "want.\n", - "\n", - "We create our own `geom_density_highlight` and override the `setup_data`\n", - "method. First, we override but do nothing, we only inspect the data to\n", - "see what we have to work with." - ], - "id": "e9727373-a483-41aa-8821-905d4c0a41c5" - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:50.547667Z", - "iopub.status.busy": "2024-01-09T15:10:50.547279Z", - "iopub.status.idle": "2024-01-09T15:10:50.991801Z", - "shell.execute_reply": "2024-01-09T15:10:50.991085Z" - } - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - " PANEL count density group n scaled x y \\\n", - "0 1 0.519038 0.005139 -1 101 0.519039 0.000000 0.005139 \n", - "1 1 0.522757 0.005176 -1 101 0.522758 0.097752 0.005176 \n", - "2 1 0.526473 0.005213 -1 101 0.526474 0.195503 0.005213 \n", - "3 1 0.530187 0.005249 -1 101 0.530188 0.293255 0.005249 \n", - "4 1 0.533899 0.005286 -1 101 0.533900 0.391007 0.005286 \n", - "... ... ... ... ... ... ... ... ... \n", - "1019 1 0.533899 0.005286 -1 101 0.533900 99.608993 0.005286 \n", - "1020 1 0.530187 0.005249 -1 101 0.530188 99.706745 0.005249 \n", - "1021 1 0.526473 0.005213 -1 101 0.526474 99.804497 0.005213 \n", - "1022 1 0.522757 0.005176 -1 101 0.522758 99.902248 0.005176 \n", - "1023 1 0.519038 0.005139 -1 101 0.519039 100.000000 0.005139 \n", - "\n", - " ymin ymax \n", - "0 0 0.005139 \n", - "1 0 0.005176 \n", - "2 0 0.005213 \n", - "3 0 0.005249 \n", - "4 0 0.005286 \n", - "... ... ... \n", - "1019 0 0.005286 \n", - "1020 0 0.005249 \n", - "1021 0 0.005213 \n", - "1022 0 0.005176 \n", - "1023 0 0.005139 \n", - "\n", - "[1024 rows x 10 columns]" - ] - }, - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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AAABG9e/fX7/97W8VEhIiScrMzFRKSorWrl1rOBkA3i0CgJ/YuHGjunbtas/3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\nSZIUGRlpr4IEAAAAAECgczgcatGihSQpPz9faWlphhMFJgp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- } - } - ], - "source": [ - "# new class\n", - "class geom_density_highlight(geom_density):\n", - " \n", - " def setup_data(self, data):\n", - " data = super().setup_data(data)\n", - " print(data)\n", - " return data\n", - "\n", - "\n", - "region = (40, 60)\n", - "\n", - "(ggplot(df, aes('x'))\n", - " + geom_density()\n", - " + geom_density_highlight(fill='black', alpha=0.5) # new line\n", - " + annotate(geom_vline, xintercept=region)\n", - ")" - ], - "id": "cell-19" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The highlight has filled the whole region, but the printed data suggests\n", - "that we can limit the rows to those where `x` column is within our\n", - "region." - ], - "id": "0a7b43c2-02c4-4a2d-a96b-5981395f67a5" - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:50.994710Z", - "iopub.status.busy": "2024-01-09T15:10:50.994459Z", - "iopub.status.idle": "2024-01-09T15:10:51.339979Z", - "shell.execute_reply": "2024-01-09T15:10:51.339392Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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AAAC8Wb169bR06VI1aNBAkrR+/Xo1bdpUS5YssTgZgMtRAAJAAfXzzz+rZcuW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\n5Ofnp7lz597UdosXL5bdbpefn1svSQjkuTVr1uj48eOSWP0XAAAAAAC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sc//vG0t7enp6cnF110UdavX58kuemmm4R/AMABzxGAAADUrKuvvjp/+qd/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\nAKBg/x+EmQLJwbm7GgAAAABJRU5ErkJggg==\n" - } - } - ], - "source": [ - "class geom_density_highlight(geom_density):\n", - " \n", - " # new method\n", - " def __init__(self, *args, region=(-np.inf, np.inf), **kwargs):\n", - " super().__init__(*args, **kwargs)\n", - " self.region = region\n", - " \n", - " def setup_data(self, data):\n", - " data = super().setup_data(data)\n", - " s = f'{self.region[0]} <= x <= {self.region[1]}' # new line\n", - " data = data.query(s).reset_index(drop=True) # new line\n", - " return data\n", - "\n", - " \n", - "region = (40, 60)\n", - "\n", - "(ggplot(df, aes('x'))\n", - " + geom_density()\n", - " + geom_density_highlight(region=region, fill='black', alpha=0.5) # modified line\n", - " + annotate(geom_vline, xintercept=region)\n", - ")" - ], - "id": "cell-21" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "That is it, but we can make it look better." - ], - "id": "0e872240-542a-4333-9c26-7f6202c2041e" - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:51.342667Z", - "iopub.status.busy": "2024-01-09T15:10:51.342458Z", - "iopub.status.idle": "2024-01-09T15:10:51.667678Z", - "shell.execute_reply": "2024-01-09T15:10:51.666905Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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PTqqBNSAABGZSUQ1/N8lRra5zkrylm2oAAICOnZJmOvCc2yd5aUe1wMQJAIGZ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\nF63l5wIAAAAAjTUNANtGo9FlSS5br88DAAAAANZoCjAAAAA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Jnp5kR5JX1Fpv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\n" - } - } - ], - "source": [ - "class geom_density_highlight(geom_density):\n", - "\n", - " def __init__(self, *args, region=(-np.inf, np.inf), **kwargs):\n", - " super().__init__(*args, **kwargs)\n", - " self.region = region\n", - " \n", - " def setup_data(self, data):\n", - " data = super().setup_data(data)\n", - " s = f'{self.region[0]} <= x <= {self.region[1]}'\n", - " data = data.query(s).reset_index(drop=True)\n", - " return data\n", - "\n", - "\n", - "region = (40, 60)\n", - "teal = '#029386'\n", - "\n", - "# Gallery Plot\n", - "\n", - "(ggplot(df, aes('x'))\n", - " + geom_density_highlight(region=region, fill=teal+'88', color='none')\n", - " + geom_density(fill=teal+'44', color=teal, size=.7)\n", - " + annotate(geom_vline, xintercept=region, color=teal, size=.7)\n", - " + theme_tufte()\n", - ")" - ], - "id": "cell-23" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "This example was motivated by a\n", - "[question](https://github.com/has2k1/plotnine/issues/574) from github\n", - "user [Rishika-Ravindran](https://github.com/Rishika-Ravindran)." - ], - "id": "13d6d527-f470-45ae-bd8c-0655b7041d22" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - } -} \ No newline at end of file diff --git a/examples/geom_density_files/figure-html/cell-10-output-1.png b/examples/geom_density_files/figure-html/cell-10-output-1.png deleted file mode 100644 index 0728eb85b..000000000 Binary files a/examples/geom_density_files/figure-html/cell-10-output-1.png and /dev/null differ diff --git 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- - Back to Article -
Histograms
- - Download Notebook -
- -
-
- -
- -
- - -
- - - -
-
-

Histograms

-
- - - -
- - - - -
- - - -
In [1]:
-
import pandas as pd
-import numpy as np
-
-from plotnine import (
-    ggplot,
-    aes,
-    after_stat,
-    geom_histogram,
-    facet_wrap,
-    facet_grid,
-    coord_flip,
-    scale_y_continuous,
-    scale_y_sqrt,
-    scale_y_log10,
-    scale_fill_manual,
-    theme_bw,
-    theme_xkcd
-    
-)
-from plotnine.data import diamonds
-from mizani.formatters import percent_format 
-
-
-
-

Histograms

-

Visualise the distribution of a variable by dividing the x-axis into bins and counting the number of observations in each bin. Histograms display the counts with bars.

-

You can define the number of bins (e.g. divide the data five bins) or define the binwidth (e.g. each bin is size 10).

-

Distributions can be visualised as: * count, * normalised count, * density, * normalised density, * scaled density as a percentage.

-
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-
In [2]:
-
diamonds.head(5)
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caratcutcolorclaritydepthtablepricexyz
00.23IdealESI261.555.03263.953.982.43
10.21PremiumESI159.861.03263.893.842.31
20.23GoodEVS156.965.03274.054.072.31
30.29PremiumIVS262.458.03344.204.232.63
40.31GoodJSI263.358.03354.344.352.75
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If you create a basic histogram, you will be prompted to define the binwidth or number of bins.

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-    ggplot(diamonds, aes(x='carat')) 
-    + geom_histogram()
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/Users/hassan/scm/python/plotnine/plotnine/stats/stat_bin.py:109: PlotnineWarning: 'stat_bin()' using 'bins = 142'. Pick better value with 'binwidth'.
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You can define the width of the bins, by specifying the binwidth inside geom_histogram().

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-    ggplot(diamonds, aes(x='carat')) 
-    + geom_histogram(binwidth=0.5) # specify the binwidth
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Or you can define the number of bins by specifying bins inside geom_histogram(). Note, the example below uses 10 bins, however you can’t see them all because some of the bins are too small to be noticeable.

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-    ggplot(diamonds, aes(x='carat')) 
-    + geom_histogram(bins=10) # specify the number of bins
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There are different ways to visualise the distribution, you can specify this using the y argument within aes(). In the example below I’m using the default setting: raw count with after_stat('count').

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-    ggplot(diamonds, aes(x='carat',
-                         y=after_stat('count') # specify each bin is a count
-                        )) 
-    + geom_histogram(binwidth=0.50)  
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You can normalise the raw count to 1 by using after_stat('ncount'):

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-    ggplot(diamonds, aes(x='carat',
-                         y=after_stat('ncount') # normalise the count to 1
-                        )) 
-    + geom_histogram(binwidth=0.50)  
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You can display the density of points in a bin, (this is scaled to integrate to 1) by using after_stat('density'):

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-    ggplot(diamonds, aes(x='carat',
-                         y=after_stat('density') # density
-                        )) 
-    + geom_histogram(binwidth=0.50)  
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The proportion of bins can be shown, in the example below the bin=0.5 accounts for about ~55% of the data:

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-    ggplot(diamonds, aes(x='carat',
-                         y=after_stat('width*density')) # show proportion
-          ) 
-    + geom_histogram(binwidth=0.5)
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We can also display counts as percentages by using the percent_format() which requires the mizani.formatters library:

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-    ggplot(diamonds, aes(x='carat', y=after_stat('width*density'))) 
-    + geom_histogram(binwidth=0.5)
-    + scale_y_continuous(labels=percent_format()) # display labels as a percentage
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Instead of using stat you can use stat_bin defined within geom_histogram(), this is useful if you want to layer a few different plots in the one figure.

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-    ggplot(diamonds, aes(x='carat'))
-    + geom_histogram(binwidth=0.5, alpha=0.5)
-    + geom_histogram(binwidth=0.2, alpha=0.5, fill='green')
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You can also flip the x-y coordinates:

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-    ggplot(diamonds, aes(x='carat', y=after_stat('density'))) 
-    + geom_histogram(binwidth=0.5)
-    + coord_flip()
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You can visualise counts by other variables using fill within aes():

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-    ggplot(diamonds, aes(x='carat', y=after_stat('count'),fill='cut')) 
-    + geom_histogram(binwidth=0.5)
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You can visualise too-small-to-see bars by transforming the y-axis scaling by using scale_y_sqrt() square-root scale or scale_y_log10() for a log-scale (similarly use scale_x_sqrt() and scale_x_log10() to transform the x-axis).

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In [14]:
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-    ggplot(diamonds, aes(x='carat', y=after_stat('count'))) 
-    + geom_histogram(binwidth=0.5)
-    + scale_y_sqrt() # square root scale
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-    ggplot(diamonds, aes(x = 'carat', y = after_stat('count'))) 
-    + geom_histogram(binwidth = 0.5)
-    + scale_y_log10() # log scale
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/Users/hassan/.pyenv/versions/3.11.4/envs/plotnine/lib/python3.11/site-packages/pandas/core/arraylike.py:396: RuntimeWarning: divide by zero encountered in log10
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Change the look of your plot:

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(
-    ggplot(diamonds, aes(x='carat', y=after_stat('density')))
-    + geom_histogram(binwidth=0.5,
-                    fill='green',  # change the fill colour (one colour)
-                    colour='pink', # change the outline
-                    size=2,        # change the thickness of the outline
-                    alpha=0.7      # change the transparency 
-                    )
-    + theme_xkcd()                 # play with themes (look/arrangement)
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Another change, this time changing the fill colours manually:

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-    ggplot(diamonds, aes(x='carat', 
-                         y=after_stat('density'),
-                         fill='cut'  # change the fill colour using another variable
-                        ))
-    + scale_fill_manual(values=["#000000", "#E69F00", "#56B4E9", "#009E73", "#F0E442"]) # change the fill colour
-    + geom_histogram(binwidth=0.5,
-                    colour="#D55E00",# change the outline
-                    size=1,          # change the thickness of the outline
-                    alpha=0.7        # change the transparency 
-                    )
-    + theme_bw()                     # play with themes (look/arrangement)
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When faceting histograms with scaled counts/densities, they are normalised by each facet, and not overall. Here’s an example of a facet wrap:

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In [18]:
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-    ggplot(diamonds, aes(x='carat', y=after_stat('ncount'))) 
-    + geom_histogram(binwidth=0.5)
-    + facet_wrap('color') # facet wrap
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Here’s an example of a facet grid with the count normalised in each grid:

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-    ggplot(diamonds, aes(x='carat', y=after_stat('ncount'))) 
-    + geom_histogram(binwidth=0.5)
-    + facet_grid('cut ~ color')
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- - \ No newline at end of file diff --git a/examples/geom_histogram.ipynb b/examples/geom_histogram.ipynb deleted file mode 100644 index 80b35e608..000000000 --- a/examples/geom_histogram.ipynb +++ /dev/null @@ -1,963 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:55.916505Z", - "iopub.status.busy": "2024-01-09T15:10:55.916189Z", - "iopub.status.idle": "2024-01-09T15:10:56.623718Z", - "shell.execute_reply": "2024-01-09T15:10:56.622896Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " after_stat,\n", - " geom_histogram,\n", - " facet_wrap,\n", - " facet_grid,\n", - " coord_flip,\n", - " scale_y_continuous,\n", - " scale_y_sqrt,\n", - " scale_y_log10,\n", - " scale_fill_manual,\n", - " theme_bw,\n", - " theme_xkcd\n", - " \n", - ")\n", - "from plotnine.data import diamonds\n", - "from mizani.formatters import percent_format \n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Histograms\n", - "\n", - "Visualise the distribution of a variable by dividing the x-axis into bins and counting the number of observations in each bin. Histograms display the counts with bars.\n", - "\n", - "You can define the number of bins (e.g. divide the data five bins) or define the binwidth (e.g. each bin is size 10).\n", - "\n", - "Distributions can be visualised as:\n", - "* count,\n", - "* normalised count,\n", - "* density,\n", - "* normalised density,\n", - "* scaled density as a percentage." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:56.627066Z", - "iopub.status.busy": "2024-01-09T15:10:56.626805Z", - "iopub.status.idle": "2024-01-09T15:10:56.642182Z", - "shell.execute_reply": "2024-01-09T15:10:56.641453Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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caratcutcolorclaritydepthtablepricexyz
00.23IdealESI261.555.03263.953.982.43
10.21PremiumESI159.861.03263.893.842.31
20.23GoodEVS156.965.03274.054.072.31
30.29PremiumIVS262.458.03344.204.232.63
40.31GoodJSI263.358.03354.344.352.75
\n", - "
" - ], - "text/plain": [ - " carat cut color clarity depth table price x y z\n", - "0 0.23 Ideal E SI2 61.5 55.0 326 3.95 3.98 2.43\n", - "1 0.21 Premium E SI1 59.8 61.0 326 3.89 3.84 2.31\n", - "2 0.23 Good E VS1 56.9 65.0 327 4.05 4.07 2.31\n", - "3 0.29 Premium I VS2 62.4 58.0 334 4.20 4.23 2.63\n", - "4 0.31 Good J SI2 63.3 58.0 335 4.34 4.35 2.75" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "diamonds.head(5)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "If you create a basic histogram, you will be prompted to define the binwidth or number of bins." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:56.683735Z", - "iopub.status.busy": "2024-01-09T15:10:56.683356Z", - "iopub.status.idle": "2024-01-09T15:10:58.420051Z", - "shell.execute_reply": "2024-01-09T15:10:58.419383Z" - } - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/hassan/scm/python/plotnine/plotnine/stats/stat_bin.py:109: PlotnineWarning: 'stat_bin()' using 'bins = 142'. Pick better value with 'binwidth'.\n" - ] - }, - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat')) \n", - " + geom_histogram()\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can define the width of the bins, by specifying the `binwidth` inside `geom_histogram()`." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:58.423014Z", - "iopub.status.busy": "2024-01-09T15:10:58.422696Z", - "iopub.status.idle": "2024-01-09T15:10:58.857508Z", - "shell.execute_reply": "2024-01-09T15:10:58.856765Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat')) \n", - " + geom_histogram(binwidth=0.5) # specify the binwidth\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Or you can define the number of bins by specifying `bins` inside `geom_histogram()`. Note, the example below uses 10 bins, however you can't see them all because some of the bins are too small to be noticeable." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:58.860847Z", - "iopub.status.busy": "2024-01-09T15:10:58.860487Z", - "iopub.status.idle": "2024-01-09T15:10:59.173159Z", - "shell.execute_reply": "2024-01-09T15:10:59.172593Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat')) \n", - " + geom_histogram(bins=10) # specify the number of bins\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "There are different ways to visualise the distribution, you can specify this using the `y` argument within `aes()`. In the example below I'm using the default setting: raw count with `after_stat('count')`." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:59.175788Z", - "iopub.status.busy": "2024-01-09T15:10:59.175597Z", - "iopub.status.idle": "2024-01-09T15:10:59.454386Z", - "shell.execute_reply": "2024-01-09T15:10:59.453760Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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6jH5t2LBhqa+vT2dnZ9asWVPrcejjVq9eXesRdlt9fX2GDRuWNWvWpLOzs9bjwF5hLad01nJKZx2nP7CW9w178kMGAZD3rFqt+o3fh/ha8G725++Rzs7O/Xp+2FW+zymZtZz+wPc4pbOW7398cBsAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACjYgFoPsC+sWrUqjz76aJYsWZJly5altbU1AwYMyOjRo3PcccflggsuyNixY3f6Ho8++mgeeOCBvPzyy+no6MioUaNy4okn5uKLL86wYcN2emxbW1vmzp2bxYsX54033khDQ0MOO+ywTJs2LZMnT37X+Wt5bgAAAAD2b5VqtVqt9RB706pVq/LZz342W/9rNjY25u23386mTZuSJIMGDcqVV16ZU089dYfvccstt2T+/PlJkrq6ujQ0NGTDhg1JkhEjRuSGG27I+PHjd3hsc3NzZs6cmba2tiTJkCFD0tHRkc2bNydJLrjgglxxxRU9zl/Lc++qlpaW9/wevDdNTU2pr69PZ2dnVq9eXetxdsuMGTNqPUK/M3v27FqPsNvq6+vT1NSU1atXp7Ozs9bjwF6xP6/lsCus5ZTOOk5/YC3vG0aNGrXbxxR/BWBX7Dr++ONzxhln5LjjjsuwYcPS2dmZ5557Ln//93+fZcuW5aabbsq4ceNy6KGHbnP8ggULMn/+/FQqlVx22WX5yEc+koaGhixdujQ33XRTfvOb3+T666/Pd7/73QwcOHCbYzdu3Jjrr78+bW1tmTBhQq666qpMnDgxHR0dmTdvXu68887cd999mThxYs4666ztZq/luQEAAAAoQ/GfAXjAAQfkb/7mb3LNNddkypQp3bfM1tfX5wMf+ECuvfbaDB8+PJs2bcq8efO2OXbjxo256667kiTTpk3LJZdckoaGhiTJxIkT87WvfS0NDQ1ZuXJlHnzwwe3OvWDBgrz66qtpaGjI1VdfnYkTJyZJGhoacskll+Tcc89NksyZM6f7asS+cG4AAAAAylF8ABw6dGgmTZrU4/ampqaccMIJSZKXX355m21LlizJ6tWrU6lUcuGFF2537JgxYzJlypQkyUMPPbTd9q7XpkyZktGjR2+3/eMf/3gqlUpaW1vz9NNP95lzAwAAAFCO4gPgrui6KvCd968vWbIkSTJ+/PgdRrQk+eAHP5gkef7559Pe3t79+oYNG/Liiy8m2XL78Y6MHj0648aNS5I89dRTfebcAAAAAJRDAEzyzDPPJEkmTJiwzevLly/f4etb69pWrVazYsWK7tdXrFjR/eCRXTm+61x94dwAAAAAlKPfB8Bf/vKXeemll5IkZ5555jbbWltbkyQjR47s8fitt239pKeuY3f1+Hc+JaqW5wYAAACgHP06AK5atSo333xzkuTkk0/u/izALl231XY9fGNHtt62fv367Y7d1eM3bNjQZ84NAAAAQDn6bQBcu3ZtZs2alba2towdOzYzZsyo9UgAAAAA0OsG1HqAWtiwYUOuvfbaLFu2LCNHjsx1112XAw88cLv9Bg8enCTp6Ojo8b223tbY2LjdsV37bL1tR8cPGTKkz5z7nebMmZO77rqrx+0XXXRRLr/88p2+B3tXXV1d99+bmppqPA193f74PVKpVJIkw4cP7/6MUyiNtZzSWcspnXWc/sBavv/qdwGwo6Mj1113XZ5//vkMHz48s2bNytixY3e478iRI/PKK69s85l677T1tq0X+a0/e6+1tbXHCNd1/Dv/A1HLc7/TunXr8vrrr/e4ff369amvr9/pe7BvVCoVXwve1f78PdL1B2sombWc0lnLKZ11nP7AWr7/6VcBsKOjI7Nmzcq//Mu/5IADDsh1112X8ePH97j/+PHj89hjj6W5ubnHfbq2VSqVjBs3rvv1cePGpVKppFqtprm5eZttOzr+nXPU8tzvNHTo0IwZM6bH7Y2Njens7Nzpe7B31dXVdX/NN2/eXOtx6OP2x9+vlUoldXV12bx5s580UixrOaWzllM66zj9gbW8b9iTHzL0mwC4cePG3HjjjVmyZEkaGxtzzTXXZOLEiTs95phjjsm9996b5ubmtLS0ZNSoUdvt88QTTyRJjjzyyG1uvR0yZEgOP/zwvPDCC3n88cdzyimnbHdsS0tLli9fniQ59thj+8y532n69OmZPn16j9tbWlo8SbjGmpqaUl9fn82bN/ta8K72x++R+vr6NDU1pa2tbb8MmLArrOWUzlpO6azj9AfW8r5hR43o3fSLazY3bdqUr3/963niiScyePDgXH311TniiCPe9bhjjjkmTU1NqVaruffee7fbvmrVqixatChJMnXq1O22d722aNGirFq1arvt99xzT6rVakaOHJmjjz66z5wbAAAAgHIUHwA7OzvzzW9+M7/+9a8zaNCgfPWrX81RRx21S8cOHDgwl156aZLkJz/5SebOndv94IylS5dm1qxZaW9vz8EHH5yzzz57u+PPOeecjB07Nu3t7Zk1a1aWLl2aZMutyHPnzs3999+fZMsVdgMGbHsxZi3PDQAAAEA5KtXCb9p+5pln8ld/9VdJtkS1oUOH7nT/22+/fbvXbrnllsyfPz/JlstdGxoasn79+iTJiBEjcsMNN/T4OXrNzc2ZOXNm2trakmz5vLz29vbuz4Q4//zz87nPfa7HeWp57l3V0tLynt+D96brdoPOzs797naDGTNm1HqEfmf27Nm1HmG3dd1qsHr1arcaUKz9eS2HXWEtp3TWcfoDa3nfsCe3ABd/6dfWfXPjxo158803d/s9/vRP/zTHHnts5s+fn1deeaX7yruTTjopF110UYYPH97jsYcccki+853v5Ec/+lEWL16clpaWDB06NJMmTcp5552XyZMn99lzAwAAALD/K/4KQPY+VwDW3v7800ZXAO57rgCEvml/XsthV1jLKZ11nP7AWt43eAgIAAAAALANARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEG9OabLVq0KEnygQ98ICNHjtzl4958880sWbIkSTJlypTeHAkAAAAA+rVeDYBTp05NpVLJvffemz/8wz/c5eN+9atf5dxzz01dXV02bdrUmyMBAAAAQL/Wp24BrlartR4BAAAAAIrSJwJgV/irVCo1ngQAAAAAytInAuCbb76ZJGlsbKztIAAAAABQmD4RAO+5554kySGHHFLjSQAAAACgLHv8EJB58+Zl3rx5O9w2e/bs/PjHP97p8dVqNevWrcuTTz6Zl19+OZVKxROAAQAAAKCX7XEAfPLJJ3Prrbdu97l91Wo1Cxcu3K33qlarGTp0aK666qo9HQeAXTRjxoxaj9CvzJ49u9YjAAAA/dx7vgW4Wq12/7Wj197tr2HDhuXCCy/MI488kve///3vdRwAAAAAYCt7fAXglVdemU9/+tPd/1ytVjNp0qRUKpX83d/9Xc4+++ydHl9XV5cDDjggTU1NezoCAAAAAPAu9jgADh8+PMOHD9/u9Wq1mjFjxmTChAnvaTAAAAAA4L3b4wC4I0uXLk2SjBkzpjffFgAAAADYQ70aAF31BwAAAAB9y3t+CAgAAAAA0Hf16hWA77Ry5co888wzWb16ddrb23fpmE996lN7cyQAAAAA6Ff2SgD8x3/8x3z961/P008/vVvHVSoVARAAAAAAelGvB8AZM2bk5ptvTrLlicAAAAAAQO30agD83//7f+e73/1u9z+ffPLJOfvsszNu3Lg0NDT05qkAAAAAgF3QqwHw7/7u75Ik9fX1ufXWW3PZZZf15tsDAAAAALupV58C/Nhjj6VSqWT69OniHwAAAAD0Ab0aANva2pIkZ555Zm++LQAAAACwh3o1AB500EFJkoEDB/bm2wIAAAAAe6hXA+DJJ5+cJHnuued6820BAAAAgD3UqwHwP/2n/5RqtZo5c+Zk48aNvfnWAAAAAMAe6NUAePrpp+fP//zP88orr+TTn/60CAgAAAAANTagN9+subk5f/mXf5nW1tbcddddefzxx/OFL3whv//7v59Ro0alru7de+MhhxzSmyMBAAAAQL/WqwHw0EMPTaVSSZJUKpW88MILufLKK3f5+Eqlkk2bNvXmSAAAAADQr/VqAEySarXa228JAAAAAOyhXg2Al19+eW++HQAAAADwHvVqAPzBD37Qm28HAAAAALxHvfoUYAAAAACgbxEAAQAAAKBgvf4QEPqfSqWSujotua+or6+v9QjAVvyeZE/4vqFEXd/Xvr/pD3yfUypr+f5LAOQ9GzJkSBobG2s9BtmyCDc1NdV6DGArfk+yu6zllG7YsGG1HgH2Kus4/YG1fP/TqwFw0qRJ7+n4SqWSl19+uZemYV/ZsGFDOjo6aj1GvzZs2LDU19ens7Mza9asqfU4wFZWr15d6xHYT1jLKV19fX2GDRuWNWvWpLOzs9bjQK+zjtMfWMv7hj35IUOvBsBly5alUqmkWq3udL9KpZIk2+3X9Tr7l2q16jd+H+JrAX2L35PsCd83lKyzs9P3OMXzPU7prOX7n14NgIcccsi7RrzOzs60trZm/fr1SbZEv/e9730ZMMDdyAAAAADQ23r9CsBd9eSTT+Zb3/pW7rzzzhx++OG55557MmLEiN4cBwAAAAD6vZo9uvW4447LHXfckZtuuikPPfRQLrzwwne9dRgAAAAA2D01C4BdrrzyykyePDkPP/xwbrvttlqPAwAAAABFqXkATJKLL7441WpVAAQAAACAXtYnAuD48eOTJM8++2yNJwEAAACAsvSJALh69eokyZo1a2o8CQAAAACUpU8EwLvvvjtJctBBB9V4EgAAAAAoS00D4Nq1a/MXf/EX+ed//udUKpWcdtpptRwHAAAAAIozoDff7D/+x/+4S/u9/fbb+bd/+7csXrw47e3tSZL6+vr85//8n3tzHAAAAADo93o1AN56662pVCq7vH+1Wk2SDB48OP/wD/+Qo48+ujfHAQAAAIB+r1cDYPL/ot6umDRpUs4999x88YtfzPvf//7eHgUAAAAA+r1eDYBLly7dpf0aGhoyYsSIDB48uDdPDwAAAAC8Q68GwAkTJvTm2wEAAAAA71FNnwIMAAAAAOxdAiAAAAAAFKzXHwKytU2bNuUXv/hFfvnLX2blypV56623cuCBB+Z973tfTj755PzBH/xBBgzYqyMAAAAAQL+2V+pbtVrNt771rdx000157bXXetxv7Nix+cu//Mt86UtfSqVS2RujAAAAAEC/1uu3AG/YsCFnnXVWvvKVr+S1115LtVrt8a+VK1fmy1/+cs4+++y0t7f39igAAAAA0O/1+hWAn/zkJ7Nw4cIkSaVSyRlnnJFzzjknRxxxRA444ICsXbs2L7zwQhYsWJCFCxemWq1m4cKF+eQnP5m77767t8cBAAAAgH6tVwPgz3/+89xzzz2pVCo55JBD8o//+I85+eSTd7jvl7/85SxevDh//Md/nKVLl+aee+7JwoULc/rpp/fmSAAAAADQr/XqLcC33357kuSAAw7IQw891GP863LSSSflZz/7WQ488MAkyW233dab4wAAAABAv9erAfAXv/hFKpVKPvOZz2TChAm7dMyhhx6az3zmM6lWq/k//+f/9OY4AAAAANDv9WoAXLlyZZItV/btjq79d/bEYAAAAABg9/VqAKxUKkmSzZs379Zx1Wq1N8cAAAAAAP5/vRoAx44dmyT59a9/vVvHLV68eJvjAQAAAIDe0asB8NRTT021Ws2tt96a5ubmXTrmN7/5TX7wgx+kUqnk1FNP7c1xAAAAAKDf69UA+KlPfSpJsnbt2px++ul57LHHdrr/Y489ljPPPDNr165Nklx++eW9OQ4AAAAA9HsDevPNTj/99HzsYx/Lvffem2XLlmXy5MmZOnVq/sN/+A854ogjMnTo0Kxbty4vvvhifvrTn2bhwoWpVqupVCr52Mc+lqlTp/bmOAAAAADQ7/VqAEySOXPm5Nxzz82iRYtSrVazcOHCLFy4cIf7dj3847TTTssdd9zR26MAAAAAQL/Xq7cAJ8mQIUPy85//PP/tv/23jB07NtVqtce/Dj744HzjG9/Iz372swwZMqS3RwEAAACAfq/XrwBMkrq6unz5y1/Ol770pTzyyCP51a9+lZUrV+att97KgQcemIMPPjgnn3xyTjnllAwYsFdGAAAAAACylwJg95sPGJApU6ZkypQpe/M0AAAAAEAPev0WYAAAAACg7+jVALhy5cqccMIJOeGEE/LAAw/s0jH/9E//lOOPPz4nnnhi3njjjd4cBwAAAAD6vV4NgHfddVeeeOKJLF26NGeeeeYuHXPGGWekubk5jz/+eO66667eHAcAAAAA+r1eDYA///nPU6lUct5552XQoEG7dMygQYNy/vnnp1qt5sEHH+zNcQAAAACg3+vVAPj0008nSU466aTdOu5DH/rQNscDAAAAAL2jVwPg66+/niQ5+OCDd+u4gw46KEny2muv9eY4AAAAANDv9WoAHDBgQJKko6Njt457++23kyTVarU3xwEAAACAfq9XA+Do0aOTJM8///xuHfev//qvSZJRo0b15jgAAAAA0O/1agA8/vjjU61Wc/fdd+/y1XybN2/O3XffnUqlkmOOOaY3xwEAAACAfq9XA+C0adOSJC+88EJuvPHGXTrmxhtvzAsvvJAkueCCC3pzHAAAAADo93o1AH7yk5/M+973viTJ1VdfnRkzZuSNN97Y4b5vvPFG/uIv/iJ//dd/nUqlkrFjx+Yzn/lMb44DAAAAAP3egN58s0GDBuWOO+7IOeeck87Oztx88835/ve/n1NOOSVHHXVUDjjggKxduzbPPvtsHnnkkXR0dKRarWbgwIG5/fbb09DQ0JvjAAAAAEC/16sBMElOP/30/PCHP8zll1+et956K+3t7Vm4cGEWLly4zX5dnxE4bNiw3HbbbTnzzDN7exQAAAAA6Pd69RbgLh/96Efz9NNP5/Of/3yGDRuWarW63V/Dhw/PF77whTz99NP5yEc+sjfGAAAAAIB+r9evAOxyyCGH5L//9/+em2++OUuWLMmKFSuyZs2aDBs2LOPGjcsxxxyTurq90h8BAAAAgP/fXguAXerq6nLcccfluOOO29unAgAAAADewSV4AAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYANqPcC+sHbt2jzzzDN56aWX8vLLL+ell15KW1tbkuSGG27I0Ucf/a7v8eijj+aBBx7Iyy+/nI6OjowaNSonnnhiLr744gwbNmynx7a1tWXu3LlZvHhx3njjjTQ0NOSwww7LtGnTMnny5D59bgAAAAD2b/0iAP7qV7/K3/7t3+7x8bfcckvmz5+fJKmrq0tDQ0N++9vfZt68eXn44Ydzww03ZPz48Ts8trm5OTNnzuwOjkOGDMm6devy5JNP5sknn8wFF1yQK664ok+eGwAAAID9X78IgEnS1NSUww47LO9///vzvve9LzfddNMuHbdgwYLMnz8/lUoll112WT7ykY+koaEhS5cuzU033ZTf/OY3uf766/Pd7343AwcO3ObYjRs35vrrr09bW1smTJiQq666KhMnTkxHR0fmzZuXO++8M/fdd18mTpyYs846q0+dGwAAAIAy9IvPAJw6dWpuu+22XH311bn00kvzoQ99aJeO27hxY+66664kybRp03LJJZekoaEhSTJx4sR87WtfS0NDQ1auXJkHH3xwu+MXLFiQV199NQ0NDbn66qszceLEJElDQ0MuueSSnHvuuUmSOXPmZNOmTX3m3AAAAACUo18EwPr6+j06bsmSJVm9enUqlUouvPDC7baPGTMmU6ZMSZI89NBD223vem3KlCkZPXr0dts//vGPp1KppLW1NU8//XSfOTcAAAAA5egXAXBPLVmyJEkyfvz4HUa0JPngBz+YJHn++efT3t7e/fqGDRvy4osvJkmOP/74HR47evTojBs3Lkny1FNP9ZlzAwAAAFAOAXAnli9fniSZMGFCj/t0batWq1mxYkX36ytWrEi1Wt3l47vO1RfODQAAAEA5BMCdaG1tTZKMHDmyx3223rZ69ertjt3V47c+ttbnBgAAAKAcAuBOdN1W2/XwjR3Zetv69eu3O3ZXj9+wYUOfOTcAAAAA5RAAAQAAAKBgA2o9QF82ePDgJElHR0eP+2y9rbGxcbtju/bZetuOjh8yZEifOfc7zZkzJ3fddVeP2y+66KJcfvnlO30P9q66urruvzc1NdV4GmBrfk+yq6zllK5SqSRJhg8f3v151VAS6zj9gbV8/yUA7sTIkSPzyiuvbPOZeu+09batF/mtP3uvtbW1xwjXdfw7/wNRy3O/07p16/L666/3uH39+vWpr6/f6Xuwb1QqFV8L6GP8nmR3WcspXVckgVJZx+kPrOX7HwFwJ8aPH5/HHnsszc3NPe7Tta1SqWTcuHHdr48bNy6VSiXVajXNzc3bbNvR8ePHj+8z536noUOHZsyYMT1ub2xsTGdn507fg72rrq6u+2u+efPmWo8DbMX6yK6yllO6SqWSurq6bN682VUjFMk6Tn9gLe8b9uSHDALgThxzzDG5995709zcnJaWlowaNWq7fZ544okkyZFHHrnNrbdDhgzJ4YcfnhdeeCGPP/54TjnllO2ObWlpyfLly5Mkxx57bJ859ztNnz4906dP73F7S0uLJwnXWFNTU+rr67N582ZfC+hj/J5kV1nLKV19fX2amprS1tbmhyMUyTpOf2At7xt21IjejWs2d+KYY45JU1NTqtVq7r333u22r1q1KosWLUqSTJ06dbvtXa8tWrQoq1at2m77Pffck2q1mpEjR+boo4/uM+cGAAAAoBz9JgCuWbOm+6+1a9d2v75u3bpttm3atKl728CBA3PppZcmSX7yk59k7ty53Q/OWLp0aWbNmpX29vYcfPDBOfvss7c75znnnJOxY8emvb09s2bNytKlS5NsefjG3Llzc//99yfZcoXdgAHbXoxZy3MDAAAAUI5KtZ/ctP2Hf/iHu7TfDTfcsN0Vcbfcckvmz5+fZMvlrg0NDVm/fn2SZMSIEbnhhht6/By95ubmzJw5M21tbUm2fF5ee3t792dCnH/++fnc5z7X4zy1PPeuamlpec/vwXvTdbtBZ2fnfne7wYwZM2o9AuxVs2fPrvUI7Cf257UcdkXXbWOrV6922xhFso7TH1jL+4Y9uQXYpV+74E//9E9z7LHHZv78+XnllVe6r7w76aSTctFFF2X48OE9HnvIIYfkO9/5Tn70ox9l8eLFaWlpydChQzNp0qScd955mTx5cp89NwAAAAD7v35zBSB7jysAa29//mmjKwApnSsA2VX781oOu8JVI5TOOk5/YC3vGzwEBAAAAADYhgAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFGxArQcAgJLNmDGj1iP0O7Nnz671CAAA0Ke4AhAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUbECtB2D/V6lUUlenJfcV9fX1tR4BoKZKWAdL+HeAd+r6vvb9TX/g+5xSWcv3XwIg79mQIUPS2NhY6zHIlkW4qamp1mMA1NT+vg5ayyndsGHDaj0C7FXWcfoDa/n+RwDkPduwYUM6OjpqPUa/NmzYsNTX16ezszNr1qyp9TgANbV69epaj7BHrOWUrr6+PsOGDcuaNWvS2dlZ63Gg11nH6Q+s5X3DnvyQQQDkPatWq37j9yG+FkB/V8I6WMK/A/Sks7PT9zjF8z1O6azl+x8f3AYAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCDaj1AAAAvWnGjBm1HqHfmT17dq1HAABgJ1wBCAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQbUegDoS2bMmFHrEQAAAAB6lSsAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYANqPQB7X1tbW+bOnZvFixfnjTfeSENDQw477LBMmzYtkydPrvV4AAAAAOxFAmDhmpubM3PmzLS1tSVJhgwZknXr1uXJJ5/Mk08+mQsuuCBXXHFFjacEAAAAYG8RAAu2cePGXH/99Wlra8uECRNy1VVXZeLEieno6Mi8efNy55135r777svEiRNz1lln1XpcAAAAAPYCAbBgCxYsyKuvvpqGhoZcffXVGT16dJKkoaEhl1xySVpbWzN//vzMmTMnU6dOzYABvh0AgN03Y8aMWo/Q78yePbvWIwAA+xEPASnYQw89lCSZMmVKd/zb2sc//vFUKpW0trbm6aef3sfTAQAAALAvCICF2rBhQ1588cUkyfHHH7/DfUaPHp1x48YlSZ566ql9NhsAAAAA+44AWKgVK1akWq0mSSZMmNDjfl3bli9fvk/mAgAAAGDfEgAL1dra2v3rkSNH9rhf17bVq1fv9ZkAAAAA2PcEwEK1t7d3/7qhoaHH/bq2bdiwYa/PBAAAAMC+JwACAAAAQMEG1HoA9o7Bgwd3/7qjoyONjY073K+joyNJMmTIkB7fa86cObnrrrt63H7RRRfl8ssv38NJAQDYXTNmzKj1CP3KHXfcUesR2A/U1dV1/72pqanG08DeUalUkiTDhw/vfu4A+wcBsFBbf+5fa2trjwGw67MCd/YfqHXr1uX111/vcfv69etTX1+/h5P2LTsLnQAAAO+mUqkU8/+PoCddwZv9hwBYqHHjxqVSqaRaraa5uTnjxo3b4X7Nzc1JkvHjx/f4XkOHDs2YMWN63N7Y2JjOzs73NjDvSV1dXffXe/PmzbUeB3pdpVJJXV1dNm/e7CeNFMtaTums5ZTOOk5/YC3vG/bkhwwCYKGGDBmSww8/PC+88EIef/zxnHLKKdvt09LSkuXLlydJjj322B7fa/r06Zk+fXqP21taWjxFuMaamppSX1+fzZs3+1pQpPr6+jQ1NaWtrc0PHCiWtZzSWcspnXWc/sBa3jeMGjVqt49xzWbBpk6dmiRZtGhRVq1atd32e+65J9VqNSNHjszRRx+9j6cDAAAAYF8QAAt2zjnnZOzYsWlvb8+sWbOydOnSJFse/DF37tzcf//9SbZc4TdggItBAQAAAEqk+hRs4MCB+epXv5qZM2dm2bJl+eIXv5jGxsa0t7d3fybF+eefn7POOqvGkwIAAACwtwiAhTvkkEPyne98Jz/60Y+yePHitLS0ZOjQoZk0aVLOO++8TJ48udYjAgAAALAXCYD9wIgRI/Inf/In+ZM/+ZNajwIAAADAPuYzAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKFilWq1Waz0E8N7MmTMn69aty9ChQzN9+vRajwPAHrCWA+zfrONAXyYAQgGmTZuW119/PWPGjMn8+fNrPQ4Ae8BaDrB/s44DfZlbgAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBtR6AOC9u/TSS7Nu3boMHTq01qMAsIes5QD7N+s40JdVqtVqtdZDAAAAAAB7h1uAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDBPAYb9WFtbW+bOnZvFixfnjTfeSENDQw477LBMmzYtkydPrvV4AOzEqlWr8uijj2bJkiVZtmxZWltbM2DAgIwePTrHHXdcLrjggowdO7bWYwKwm66//vosXrw4SXLGGWfkyiuvrO1AABEAYb/V3NycmTNnpq2tLUkyZMiQrFu3Lk8++WSefPLJXHDBBbniiitqPCUAO7Jq1ap89rOfTbVa7X6tsbExb7/9dpYvX57ly5dnwYIFufLKK3PqqafWcFIAdscvfvGL7vgH0JcIgLAf2rhxY66//vq0tbVlwoQJueqqqzJx4sR0dHRk3rx5ufPOO3Pfffdl4sSJOeuss2o9LgDvsHnz5iTJ8ccfnzPOOCPHHXdchg0bls7Ozjz33HP5+7//+yxbtiw33XRTxo0bl0MPPbS2AwPwrtatW5d/+Id/yNChQ9PU1JQVK1bUeiSAbj4DEPZDCxYsyKuvvpqGhoZcffXVmThxYpKkoaEhl1xySc4999wkyZw5c7Jp06ZajgrADhxwwAH5m7/5m1xzzTWZMmVKhg0bliSpr6/PBz7wgVx77bUZPnx4Nm3alHnz5tV4WgB2xa233prW1tZMnz49I0aMqPU4ANsQAGE/9NBDDyVJpkyZktGjR2+3/eMf/3gqlUpaW1vz9NNP7+PpAHg3Q4cOzaRJk3rc3tTUlBNOOCFJ8vLLL++rsQDYQ88++2x++tOf5vDDD+/+YTxAXyIAwn5mw4YNefHFF5NsuXVsR0aPHp1x48YlSZ566ql9NhsAvafrqsDOzs4aTwLAzmzcuDHf/e53U6lU8oUvfCF1df5vNtD3WJlgP7NixYruD42fMGFCj/t1bVu+fPk+mQuA3vXMM88k2flaD0Dt3X333VmxYkXOO++8HHbYYbUeB2CHBEDYz7S2tnb/euTIkT3u17Vt9erVe30mAHrXL3/5y7z00ktJkjPPPLPG0wDQk+XLl2fu3LkZOXJkLrvsslqPA9AjARD2M+3t7d2/bmho6HG/rm0bNmzY6zMB0HtWrVqVm2++OUly8sknd38WIAB9S7Vazc0335xNmzbls5/9bBobG2s9EkCPBEAAgD5i7dq1mTVrVtra2jJ27NjMmDGj1iMB0IMFCxbk2WefzQknnJBTTz211uMA7JQACPuZwYMHd/+6o6Ojx/26tg0ZMmSvzwTAe7dhw4Zce+21WbZsWUaOHJnrrrsuBx54YK3HAmAHWltbc9ttt2XQoEH5/Oc/X+txAN7VgFoPAOyerT/3r7W1tcdbDbo+K7CpqWmfzAXAnuvo6Mh1112X559/PsOHD8+sWbMyduzYWo8FQA9uv/32rFu3LhdffHGGDx++3cfubN68OcmWJ7l3bWtoaPCEYKBmBEDYz4wbNy6VSiXVajXNzc0ZN27cDvdrbm5OkowfP35fjgfAburo6MisWbPyL//yLznggANy3XXXWbsB+rjXX389yZYnAN9999097vfwww/n4YcfTpJ8+9vfzqRJk/bJfADv5McPsJ8ZMmRIDj/88CTJ448/vsN9Wlpasnz58iTJscceu89mA2D3bNy4MTfeeGOWLFmSxsbGXHPNNZk4cWKtxwIAoDCuAIT90NSpU/PCCy9k0aJF+cQnPpHRo0dvs/2ee+5JtVrNyJEjc/TRR9doSgB2ZtOmTfn617+eJ554IoMHD87VV1+dI444otZjAbALbrzxxp1u/6u/+qs888wzOeOMM3LllVfum6EAdsIVgLAfOuecczJ27Ni0t7dn1qxZWbp0aZItt5HNnTs3999/f5Jk+vTpGTBA5wfoazo7O/PNb34zv/71rzNo0KB89atfzVFHHVXrsQAAKJQyAPuhgQMH5qtf/WpmzpyZZcuW5Ytf/GIaGxvT3t7e/YHD559/fs4666waTwrAjjz33HN55JFHkiTVajXf/OY3d7r/7bffvi/GAgCgUAIg7KcOOeSQfOc738mPfvSjLF68OC0tLRk6dGgmTZqU8847L5MnT671iAD0oFqtdv9648aNefPNN2s3DAAAxatUt/4TKAAAAABQFJ8BCAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYANqPQAAAPQXy5Yty6233pokmTp1aqZOnVrTeQCA/kEABACAfWTZsmW59tpru/9ZAAQA9gW3AAMAAABAwQRAAAAAACiYAAgAAAAABRMAAQDYpzo6OvL9738/F154YQ499NAMHTo0DQ0NGT9+fKZNm5ZvfvOb+e1vf7vdcS0tLfnBD36Qyy+/PMcdd1xGjBiRgQMHZuTIkTnuuOPyxS9+Mc8999y7nn/q1KmpVCqpVCpJks2bN+f222/Phz/84YwbNy4DBw7s3tZl06ZNefDBB/Nf/st/yWmnnZaDDz44gwYNytChQ3PooYfm4osvzty5c7N58+YdnvOhhx5KpVLJ6aef3v3atdde2z3H1n8tW7ZsN/7XBAB4d5VqtVqt9RAAAPQPCxcuzCc/+cn827/92073O+644/LEE090//Mrr7ySI488Mps2bdrpcZVKJddee22+9rWv9bjP1KlT8/DDDydJWltb89GPfjSLFi3abr+t/5h8xhlnZOHChTs9d5Kccsopueeee3LQQQdt8/pDDz20TfzbmaVLl+bQQw/dpX0BAHaFpwADALBP/PjHP87FF1/cHfGOOOKIXHzxxTnyyCPT0NCQlStXZvHixbn//vvzzp9Rv/3229m0aVMOOeSQnHnmmTn66KNz0EEHZdCgQVm1alV++ctf5u67786GDRty9dVX53d+53fyhS984V1nuuyyy7Jo0aL83u/9Xv74j/84hx12WN56663uQNhl/fr1GTp0aKZOnZoTTjghEydOzIEHHph169blueeey913352XX345jzzySD72sY9l0aJFGTDg//1R+wMf+EDuvffePPPMM91x8hOf+ET+6I/+aLuZxowZs9v/2wIA7IwrAAEA2Ot+85vf5Oijj85bb72VZMvtrzNnzkx9ff12+7a3t+dnP/tZzjvvvO7XWltb8+yzz+bUU0/t8RzLli3LOeeckxdeeCHDhw/PihUrcsABB2y339ZXACbJn/3Zn+Vv//ZvdzhLl3/+53/OKaecksbGxh1u37RpU6688srcfPPNSZI77rgj06dP326/ra8E/Ou//utcc801PZ4TAKC3+AxAAAD2uq9//evd8e8LX/hCrr766h6D2+DBg7eJf0kycuTInca/JDn00EPzve99L0nS1taWefPmvetcxx9/fGbPnr3T+JckZ511Vo/xL0kGDBiQb3/729237t52223vem4AgH1FAAQAYK/q7OzMXXfdlSRpaGjYq1e9bR0Jf/nLX77r/n/2Z3+Wurre+SPxgAEDMnny5CTJ4sWLt7uNGQCgVnwGIAAAe9WSJUuyZs2aJFsekjF69Og9fq+XXnopt99+exYtWpTnn38+bW1t2bBhww73XbFixbu+37//9/9+l8+9fv36/K//9b9y33335emnn85rr72WtWvX7jD0rVmzJmvWrMnw4cN3+f0BAPYWARAAgL1q6xB31FFH7fH7XHPNNbnhhhve9UnAXbqi486MGzdul97rkUceyR/90R9l+fLlu7R/1/kFQACgLxAAAQDYq7YOcTt6KMeu+MY3vpFrr702SVJXV5fTTz89f/AHf5BDDjkkBx54YAYNGtS978c+9rEkW249fjdDhgx5132WLl2ac845J2vXrk2SvP/978+HP/zhHHHEERk1alQGDx6cSqWSJJk9e3YWLly4y+cHANgXBEAAAPaqYcOGdf+6K6Ltjvb29lx33XVJtgTEn/3sZznppJN2uO+6dev2bMiduPHGG7vn/spXvpL/+l//a3fwe6c777yz188PAPBeeQgIAAB71da32T777LO7ffyjjz7aHeA+//nP9xj/ki1X6/W2n/70p0mSMWPG5IYbbugx/u2t8wMAvFcCIAAAe9UxxxzT/Vl4jzzySFatWrVbx7/66qvdv37/+9+/030feOCB3R9wF88/ceLE1NfX97jfypUr89RTT+30vbZ+4rCnBAMA+4oACADAXlVfX5/LLrssSdLR0ZFrrrlmt44fOnRo969feumlHvdbvXp1vv3tb+/JiLt0/pdffnmn0e6666571weUbP0ZiHvjdmUAgB0RAAEA2Ou+8pWvdH8W4Pe+971cd911PT4ko6OjY5sr+T70oQ9133b7/e9/Py+//PJ2x7S2tuajH/1ofvvb3/b67CeeeGKSpKWlJd/61rd2uM+3vvWt3HLLLe/6XhMnTuz+9eOPP947AwIAvItK1b0HAADsAz/+8Y9z8cUXd18ld8QRR+Tiiy/Ov/t3/y6DBg3Ka6+9lsceeyw/+clPMn78+Dz55JPdx37iE5/ID3/4wyRbrqL77Gc/m2OPPTYDBgzIE088kdtuuy1vvPFGPv3pT+fWW29Nkpx22ml56KGHtptj6tSpefjhh5Ps2m24DzzwQKZNm9b9z9OmTcuHP/zhHHTQQWlubs4Pf/jD/PrXv87BBx+co48+uvszA5cuXZpDDz10u/c74YQTuuPf5z73uZx11lk58MADu7efdtppu/R0YgCAXSUAAgCwzzz44IP51Kc+tc3n+u3IBz/4wW2ukFu9enXOOuusnV41d9FFF+WOO+7ojme9FQCT5Nprr93prcsTJkzIPffck9mzZ+e2225L0nMAXLBgQc4///webxfu6TgAgD3lFmAAAPaZs88+O6+88kpuvvnmfPjDH8773ve+DBo0KA0NDTnkkENy3nnn5dvf/nYWLFiwzXFNTU35xS9+kZtuuiknnXRSDjzwwO5jLrzwwtx77725++67M3jw4L0y91//9V/n5z//eT760Y/moIMOysCBAzN69OicfPLJ+frXv54nn3wyxx9//C691znnnJNHH300n/zkJ3PYYYelsbFxr8wMANDFFYAAAAAAUDBXAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKNj/B2Tv4FSjyeUrAAAAAElFTkSuQmCC", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat',\n", - " y=after_stat('count') # specify each bin is a count\n", - " )) \n", - " + geom_histogram(binwidth=0.50) \n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can normalise the raw count to 1 by using `after_stat('ncount')`:" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:59.457107Z", - "iopub.status.busy": "2024-01-09T15:10:59.456884Z", - "iopub.status.idle": "2024-01-09T15:10:59.742375Z", - "shell.execute_reply": "2024-01-09T15:10:59.741770Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat',\n", - " y=after_stat('ncount') # normalise the count to 1\n", - " )) \n", - " + geom_histogram(binwidth=0.50) \n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can display the density of points in a bin, (this is scaled to integrate to 1) by using `after_stat('density')`:" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:59.744957Z", - "iopub.status.busy": "2024-01-09T15:10:59.744735Z", - "iopub.status.idle": "2024-01-09T15:11:00.022729Z", - "shell.execute_reply": "2024-01-09T15:11:00.022095Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat',\n", - " y=after_stat('density') # density\n", - " )) \n", - " + geom_histogram(binwidth=0.50) \n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The proportion of bins can be shown, in the example below the `bin=0.5` accounts for about ~55% of the data:" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:00.025464Z", - "iopub.status.busy": "2024-01-09T15:11:00.025248Z", - "iopub.status.idle": "2024-01-09T15:11:00.305653Z", - "shell.execute_reply": "2024-01-09T15:11:00.305075Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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N682aNStJsv3222/M8QDYCJYtW5YLL7wwf/rTn7LFFlvkggsucL4HKNBLL72U5M03AN96661rXW/SpEmZNGlSkuSyyy7LDjvssFHmA+gsf00Bb6FPnz7ZaaedkiTTpk1b4zrz5s3L7NmzkyS77bbbRpsNgK63fPnyfOtb38qjjz6avn375rzzzsvIkSO7eywAAOgwVwBCB4wePTpPPfVUJk+enI997GMZPHjwKstvu+22VKvVDBo0KKNGjeqmKQGotZaWlnznO9/Jww8/nN69e+ecc87Jzjvv3N1jAdBFvvWtb61z+Te/+c08/vjjGTNmTL785S9vnKEAasAVgNABhx56aLbddtssXbo0F154YWbMmJHkzVvCxo8fn7vuuitJcsIJJ6RHD10doAStra255JJL8sADD6RXr145++yzs+uuu3b3WAAAsN6UCuiAnj175uyzz85ZZ52VmTNn5vTTT0/fvn2zdOnS9gcBH3HEERk7dmw3TwpArfz5z3/OlClTkiTVajWXXHLJOte//vrrN8ZYAACw3gRA6KBhw4bliiuuyM9+9rNMnTo18+bNS79+/bLDDjtk3Lhx2Xfffbt7RABqqFqttn+8fPnyvPrqq903DAAAbIBKdeX/ugUAAAAAiuIZgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACtajuwcAAIBN2cyZM3PttdcmSUaPHp3Ro0d36zwAAOtLAAQAgHWYOXNmzj///PbfC4AAwObGLcAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAA3tKyZcty9dVX56Mf/WhGjBiRfv36pampKdtvv30OP/zwXHLJJZk7d+5q282bNy///u//nhNPPDG77757ttpqq/Ts2TODBg3K7rvvntNPPz1//vOf3/L4o0ePTqVSSaVSSZKsWLEi119/fT70oQ9l6NCh6dmzZ/uyNi0tLfntb3+br33taznooIPy9re/Pb169Uq/fv0yYsSIHHfccRk/fnxWrFixxmNOnDgxlUolBx98cPvnzj///PY5Vv41c+bM9fi3CQCwcVWq1Wq1u4cAAGDT9fvf/z6f+tSn8vzzz69zvd133z0PP/xw+++fe+65vOtd70pLS8s6t6tUKjn//PPzz//8z2tdZ/To0Zk0aVKSZP78+Tn66KMzefLk1dZb+T9tx4wZk9///vfrPHaS7L///rntttuyzTbbrPL5iRMnrhL/1mXGjBkZMWJEh9YFANjYvAUYAIC1+vnPf57jjjuuPeLtvPPOOe644/Kud70rTU1NeeGFFzJ16tTcdddd+d9/r/zGG2+kpaUlw4YNyyGHHJJRo0Zlm222Sa9evfLyyy/n/vvvz6233polS5bknHPOydve9rZ84QtfeMuZPvnJT2by5Ml5z3vek7/927/NjjvumNdee609ELZZvHhx+vXrl9GjR2fPPffMyJEjs+WWW2bRokX585//nFtvvTXPPvtspkyZko985COZPHlyevT4//95/N73vje33357Hn/88fY4+bGPfSwf//jHV5tpyJAh6/3vFgBgY3EFIAAAa/Rf//VfGTVqVF577bUkb97+etZZZ6WxsXG1dZcuXZp77rkn48aNa//c/Pnz88QTT+Rv/uZv1nqMmTNn5tBDD81TTz2VAQMGZM6cOdliiy1WW2/lKwCT5Itf/GK++93vrnGWNr/73e+y//77p2/fvmtc3tLSki9/+cu58sorkyQ33HBDTjjhhNXWW/lKwHPPPTfnnXfeWo8JALAp8gxAAADW6Dvf+U57/PvCF76Qc845Z63BrXfv3qvEvyQZNGjQOuNfkowYMSLf//73kyTNzc2544473nKuPfbYI5dffvk641+SjB07dq3xL0l69OiRyy67rP3W3euuu+4tjw0AsDkSAAEAWE1ra2tuvvnmJElTU1OXXvW2ciS8//7733L9L37xi2loqM1/xvbo0SP77rtvkmTq1Kmr3cYMAFACzwAEAGA1jz76aBYuXJjkzZdkDB48uNP7euaZZ3L99ddn8uTJefLJJ9Pc3JwlS5ascd05c+a85f4OOOCADh978eLFueWWW3LnnXfmsccey3//93/n9ddfX2PoW7hwYRYuXJgBAwZ0eP8AAJsDARAAgNWsHOJ23XXXTu/nvPPOy7/8y7+85ZuA27RFx3UZOnRoh/Y1ZcqUfPzjH8/s2bM7tH7b8QVAAKA0AiAAAKtZOcSt6aUcHXHxxRfn/PPPT5I0NDTk4IMPzvvf//4MGzYsW265ZXr16tW+7kc+8pEkb956/Fb69OnzluvMmDEjhx56aF5//fUkyTvf+c586EMfys4775ytt946vXv3TqVSSZJcfvnl+f3vf9/h4wMAbG4EQAAAVtO/f//2j9si2vpYunRpLrjggiRvBsR77rkn++yzzxrXXbRoUeeGXIdvfetb7XN//etfz7e//e324Pe/3XTTTTU/PgDApsRLQAAAWM3Kt9k+8cQT6739H/7wh/YA9/nPf36t8S9582q9WvvNb36TJBkyZEj+5V/+Za3xr6uODwCwKREAAQBYzV/91V+1PwtvypQpefnll9dr+xdffLH943e+853rXPfuu+9e/wE7ePyRI0emsbFxreu98MILeeSRR9a5r5XfOOwtwQDA5kgABABgNY2NjfnkJz+ZJFm2bFnOO++89dq+X79+7R8/88wza11vwYIFueyyyzozYoeO/+yzz64z2l1wwQVv+YKSlZ+B2BW3KwMAdDUBEACANfr617/e/izA73//+7ngggvW+pKMZcuWrXIl31577dV+2+3VV1+dZ599drVt5s+fn6OPPjpz586t+ex77713kmTevHm59NJL17jOpZdemh/+8Idvua+RI0e2fzxt2rTaDAgAsBFVqu5jAABgLX7+85/nuOOOa79Kbuedd85xxx2XXXbZJb169cp///d/58EHH8wvf/nLbL/99pk+fXr7th/72Mfy05/+NMmbV9Gdcsop2W233dKjR488/PDDue666/LKK6/kM5/5TK699tokyUEHHZSJEyeuNsfo0aMzadKkJB27Dffuu+/O4Ycf3v77ww8/PB/60IeyzTbbZNasWfnpT3+aBx54IG9/+9szatSo9mcGzpgxIyNGjFhtf3vuuWd7/Pu7v/u7jB07NltuuWX78oMOOqhDbycGAOgOAiAAAOv029/+Np/+9KdXea7fmrzvfe9b5Qq5BQsWZOzYseu8au7YY4/NDTfc0B7PahUAk+T8889f563Lw4cPz2233ZbLL7881113XZK1B8AJEybkiCOOWOvtwmvbDgBgU+AWYAAA1ukDH/hAnnvuuVx55ZX50Ic+lO222y69evVKU1NThg0blnHjxuWyyy7LhAkTVtlu4MCBue+++/Kv//qv2WeffbLlllu2b/PRj340t99+e2699db07t27S+Y+99xzc++99+boo4/ONttsk549e2bw4MH567/+63znO9/J9OnTs8cee3RoX4ceemj+8Ic/5FOf+lR23HHH9O3bt0tmBgDoCq4ABAAAAICCuQIQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDB/h/oOemTldpOqAAAAABJRU5ErkJggg==", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat',\n", - " y=after_stat('width*density')) # show proportion\n", - " ) \n", - " + geom_histogram(binwidth=0.5)\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We can also display counts as percentages by using the `percent_format()` which requires the `mizani.formatters` library:" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:00.308380Z", - "iopub.status.busy": "2024-01-09T15:11:00.308177Z", - "iopub.status.idle": "2024-01-09T15:11:00.586149Z", - "shell.execute_reply": "2024-01-09T15:11:00.585575Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat', y=after_stat('width*density'))) \n", - " + geom_histogram(binwidth=0.5)\n", - " + scale_y_continuous(labels=percent_format()) # display labels as a percentage\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Instead of using `stat` you can use `stat_bin` defined within `geom_histogram()`, this is useful if you want to layer a few different plots in the one figure." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:00.588819Z", - "iopub.status.busy": "2024-01-09T15:11:00.588598Z", - "iopub.status.idle": "2024-01-09T15:11:00.981742Z", - "shell.execute_reply": "2024-01-09T15:11:00.981134Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat'))\n", - " + geom_histogram(binwidth=0.5, alpha=0.5)\n", - " + geom_histogram(binwidth=0.2, alpha=0.5, fill='green')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can also flip the x-y coordinates:" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:00.984499Z", - "iopub.status.busy": "2024-01-09T15:11:00.984275Z", - "iopub.status.idle": "2024-01-09T15:11:01.267050Z", - "shell.execute_reply": "2024-01-09T15:11:01.266428Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat', y=after_stat('density'))) \n", - " + geom_histogram(binwidth=0.5)\n", - " + coord_flip()\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can visualise counts by other variables using `fill` within `aes()`:" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:01.269831Z", - "iopub.status.busy": "2024-01-09T15:11:01.269608Z", - "iopub.status.idle": "2024-01-09T15:11:01.749551Z", - "shell.execute_reply": "2024-01-09T15:11:01.748921Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat', y=after_stat('count'),fill='cut')) \n", - " + geom_histogram(binwidth=0.5)\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can visualise too-small-to-see bars by transforming the y-axis scaling by using `scale_y_sqrt()` square-root scale or `scale_y_log10()` for a log-scale (similarly use `scale_x_sqrt()` and `scale_x_log10()` to transform the x-axis)." - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:01.752359Z", - "iopub.status.busy": "2024-01-09T15:11:01.752127Z", - "iopub.status.idle": "2024-01-09T15:11:02.122367Z", - "shell.execute_reply": "2024-01-09T15:11:02.121639Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat', y=after_stat('count'))) \n", - " + geom_histogram(binwidth=0.5)\n", - " + scale_y_sqrt() # square root scale\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:02.125485Z", - "iopub.status.busy": "2024-01-09T15:11:02.125273Z", - "iopub.status.idle": "2024-01-09T15:11:02.479338Z", - "shell.execute_reply": "2024-01-09T15:11:02.478765Z" - } - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/hassan/.pyenv/versions/3.11.4/envs/plotnine/lib/python3.11/site-packages/pandas/core/arraylike.py:396: RuntimeWarning: divide by zero encountered in log10\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x = 'carat', y = after_stat('count'))) \n", - " + geom_histogram(binwidth = 0.5)\n", - " + scale_y_log10() # log scale\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Change the look of your plot:" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:02.481907Z", - "iopub.status.busy": "2024-01-09T15:11:02.481709Z", - "iopub.status.idle": "2024-01-09T15:11:02.848242Z", - "shell.execute_reply": "2024-01-09T15:11:02.847566Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat', y=after_stat('density')))\n", - " + geom_histogram(binwidth=0.5,\n", - " fill='green', # change the fill colour (one colour)\n", - " colour='pink', # change the outline\n", - " size=2, # change the thickness of the outline\n", - " alpha=0.7 # change the transparency \n", - " )\n", - " + theme_xkcd() # play with themes (look/arrangement)\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Another change, this time changing the fill colours manually:" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:02.851263Z", - "iopub.status.busy": "2024-01-09T15:11:02.851044Z", - "iopub.status.idle": "2024-01-09T15:11:03.251430Z", - "shell.execute_reply": "2024-01-09T15:11:03.250941Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat', \n", - " y=after_stat('density'),\n", - " fill='cut' # change the fill colour using another variable\n", - " ))\n", - " + scale_fill_manual(values=[\"#000000\", \"#E69F00\", \"#56B4E9\", \"#009E73\", \"#F0E442\"]) # change the fill colour\n", - " + geom_histogram(binwidth=0.5,\n", - " colour=\"#D55E00\",# change the outline\n", - " size=1, # change the thickness of the outline\n", - " alpha=0.7 # change the transparency \n", - " )\n", - " + theme_bw() # play with themes (look/arrangement)\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "When faceting histograms with scaled counts/densities, they are normalised by each facet, and not overall. Here's an example of a facet wrap:" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:03.254415Z", - "iopub.status.busy": "2024-01-09T15:11:03.254195Z", - "iopub.status.idle": "2024-01-09T15:11:04.091043Z", - "shell.execute_reply": "2024-01-09T15:11:04.090403Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat', y=after_stat('ncount'))) \n", - " + geom_histogram(binwidth=0.5)\n", - " + facet_wrap('color') # facet wrap\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Here's an example of a facet grid with the count normalised in each grid:" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:04.093929Z", - "iopub.status.busy": "2024-01-09T15:11:04.093657Z", - "iopub.status.idle": "2024-01-09T15:11:07.281545Z", - "shell.execute_reply": "2024-01-09T15:11:07.280973Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat', y=after_stat('ncount'))) \n", - " + geom_histogram(binwidth=0.5)\n", - " + facet_grid('cut ~ color')\n", - ")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/examples/geom_histogram.out.ipynb b/examples/geom_histogram.out.ipynb deleted file mode 100644 index 44825de59..000000000 --- a/examples/geom_histogram.out.ipynb +++ /dev/null @@ -1,782 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Histograms" - ], - "id": "5c09185d-b945-4eaa-a32f-f3ab9b84ad92" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:55.916505Z", - "iopub.status.busy": "2024-01-09T15:10:55.916189Z", - "iopub.status.idle": "2024-01-09T15:10:56.623718Z", - "shell.execute_reply": "2024-01-09T15:10:56.622896Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " after_stat,\n", - " geom_histogram,\n", - " facet_wrap,\n", - " facet_grid,\n", - " coord_flip,\n", - " scale_y_continuous,\n", - " scale_y_sqrt,\n", - " scale_y_log10,\n", - " scale_fill_manual,\n", - " theme_bw,\n", - " theme_xkcd\n", - " \n", - ")\n", - "from plotnine.data import diamonds\n", - "from mizani.formatters import percent_format \n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Histograms\n", - "\n", - "Visualise the distribution of a variable by dividing the x-axis into\n", - "bins and counting the number of observations in each bin. Histograms\n", - "display the counts with bars.\n", - "\n", - "You can define the number of bins (e.g. divide the data five bins) or\n", - "define the binwidth (e.g. each bin is size 10).\n", - "\n", - "Distributions can be visualised as: \\* count, \\* normalised count, \\*\n", - "density, \\* normalised density, \\* scaled density as a percentage." - ], - "id": "e4a239fe-efce-4995-8435-d5fce5ab2dda" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:56.627066Z", - "iopub.status.busy": "2024-01-09T15:10:56.626805Z", - "iopub.status.idle": "2024-01-09T15:10:56.642182Z", - "shell.execute_reply": "2024-01-09T15:10:56.641453Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "diamonds.head(5)" - ], - "id": "cell-2" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "If you create a basic histogram, you will be prompted to define the\n", - "binwidth or number of bins." - ], - "id": "158745c5-8b83-484b-b751-654167d9bc28" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:56.683735Z", - "iopub.status.busy": "2024-01-09T15:10:56.683356Z", - "iopub.status.idle": "2024-01-09T15:10:58.420051Z", - "shell.execute_reply": "2024-01-09T15:10:58.419383Z" - } - }, - "outputs": [ - { - "output_type": "stream", - "name": "stderr", - "text": [ - "/Users/hassan/scm/python/plotnine/plotnine/stats/stat_bin.py:109: PlotnineWarning: 'stat_bin()' using 'bins = 142'. Pick better value with 'binwidth'." - ] - }, - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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KJgACAAAAQMH6dPcAANg2kyZN6nTZlClTduNIAAAAqCfO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\nrkJggg==\n" - } - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat')) \n", - " + geom_histogram()\n", - ")" - ], - "id": "cell-4" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can define the width of the bins, by specifying the `binwidth`\n", - "inside `geom_histogram()`." - ], - "id": "06813b9b-7362-4354-88ab-650ff6bd3da2" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:58.423014Z", - "iopub.status.busy": "2024-01-09T15:10:58.422696Z", - "iopub.status.idle": "2024-01-09T15:10:58.857508Z", - "shell.execute_reply": "2024-01-09T15:10:58.856765Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat')) \n", - " + geom_histogram(binwidth=0.5) # specify the binwidth\n", - ")" - ], - "id": "cell-6" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Or you can define the number of bins by specifying `bins` inside\n", - "`geom_histogram()`. Note, the example below uses 10 bins, however you\n", - "can’t see them all because some of the bins are too small to be\n", - "noticeable." - ], - "id": "d49726be-3248-437a-8014-c5e2352a90d8" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:58.860847Z", - "iopub.status.busy": "2024-01-09T15:10:58.860487Z", - "iopub.status.idle": "2024-01-09T15:10:59.173159Z", - "shell.execute_reply": "2024-01-09T15:10:59.172593Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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8ox3bmpub9/maAOg5bW1tue666/L0009n+PDh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\ntMLbAAAAAElFTkSuQmCC\n" - } - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat')) \n", - " + geom_histogram(bins=10) # specify the number of bins\n", - ")" - ], - "id": "cell-8" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "There are different ways to visualise the distribution, you can specify\n", - "this using the `y` argument within `aes()`. In the example below I’m\n", - "using the default setting: raw count with `after_stat('count')`." - ], - "id": "b7bde903-c5ca-4bab-9345-7fa3c46bd6da" - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:59.175788Z", - "iopub.status.busy": "2024-01-09T15:10:59.175597Z", - "iopub.status.idle": "2024-01-09T15:10:59.454386Z", - "shell.execute_reply": "2024-01-09T15:10:59.453760Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat',\n", - " y=after_stat('count') # specify each bin is a count\n", - " )) \n", - " + geom_histogram(binwidth=0.50) \n", - ")" - ], - "id": "cell-10" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can normalise the raw count to 1 by using `after_stat('ncount')`:" - ], - "id": "d05ee86b-2d20-4b3b-9405-3c8891d59fe7" - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:59.457107Z", - "iopub.status.busy": "2024-01-09T15:10:59.456884Z", - "iopub.status.idle": "2024-01-09T15:10:59.742375Z", - "shell.execute_reply": "2024-01-09T15:10:59.741770Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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uu+66jBgxIknym9/8Jknyqle9Kn/8x3+81WMn\nTpyYyy67LDfeeGN+/OMf5yc/+UlaWlrS1dWVJGlqaspll1024H0LAQAAAGB76iIAJi/Ftptuuinf\n+ta3smDBgqxevTqtra057LDDMm3atJx44olDOm9zc3M++9nP5rvf/W7mzJmTlStXJkkOP/zwTJky\nJdOmTdviqsJNnXbaaTnkkENy55135tFHH83atWv7X4p8wQUXpL29fUhzAQAAAECSVKrevqUurF69\nerhHIP91s+Cenh43C6Zu9N0weM2aNW4YTF2w1lNvrPPUI2s99cZav2fxJiAAAAAAwGYEQAAAAAAo\nmAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAA\nAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABA\nwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgAC\nAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFCwSrVarQ73\nEFAvbr311nR1daW1tTXTp08f7nEAqAFrPUD5rPXA3kYAhN3o7LPPzrPPPpsDDzww3//+94d7HABq\nwFoPUD5rPbC38RJgAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAULCm\n4R4A6snv//7vp6urK62trcM9CgA1Yq0HKJ+1HtjbVKrVanW4hwAAAAAAasNLgAEAAACgYAIgAAAA\nABRMAAQAAACAggmAAAAAAFAw7wIMu0FnZ2fuuOOOLFiwIM8991xGjhyZww8/PGeffXZOPPHE4R4P\ngJ2watWqzJ8/Pw8//HCeeuqpdHR0pKmpKePGjcsxxxyTc889NwcffPBwjwnALvbpT386CxYsSJK8\n6U1vykc+8pHhHQhgGwRAqLFly5blyiuvTGdnZ5Kkubk5XV1dWbhwYRYuXJhzzz03H/jAB4Z5SgCG\nYtWqVbn44otTrVb7P9fS0pLf/OY3Wb58eZYvX5677747H/nIR3LyyScP46QA7Erz5s3rj38AewMB\nEGroxRdfzKc//el0dnZm0qRJ+ehHP5r29vZs2LAhs2bNysyZM/Od73wn7e3tmTp16nCPC8Ag9fb2\nJkmOPfbYvOlNb8oxxxyT0aNHp6enJ48//nj+7u/+Lk899VSuv/76TJgwIYceeujwDgzATuvq6spX\nvvKVtLa2pq2tLStWrBjukQC2yz0AoYbuvvvuPPPMMxk5cmSuuuqqtLe3J0lGjhyZd73rXTnrrLOS\nJLfeems2btw4nKMCMAT77rtv/uZv/iaf+tSncuqpp2b06NFJksbGxhx11FG5+uqrM2bMmGzcuDGz\nZs0a5mkB2BVuvvnmdHR0ZPr06dl///2HexyAHSIAQg3Nnj07SXLqqadm3LhxW2x/+9vfnkqlko6O\njjzyyCO7eToAdlZra2sOO+ywAbe3tbXluOOOS5IsWbJkd40FQI089thj+Zd/+Ze84hWv6P9lPsDe\nQACEGunu7s7ixYuTvPTSsK0ZN25cJkyYkCR56KGHdttsAOw+fVcF9vT0DPMkAOyMF198MV/4whdS\nqVRyySWXpKHB/50G9h5WLKiRFStW9N8UftKkSQPu17dt+fLlu2UuAHavRx99NMm2/10AwJ7vm9/8\nZlasWJFp06bl8MMPH+5xAAZFAIQa6ejo6P947NixA+7Xt23NmjU1nwmA3ev+++/Pk08+mSQ544wz\nhnkaAIZq+fLlueOOOzJ27NhceOGFwz0OwKAJgFAj69ev7/945MiRA+7Xt627u7vmMwGw+6xatSpf\n/OIXkyRveMMb+u8FCMDepVqt5otf/GI2btyYiy++OC0tLcM9EsCgCYAAALvYCy+8kGuvvTadnZ05\n+OCDc+mllw73SAAM0d13353HHnssxx13XE4++eThHgdgSARAqJFRo0b1f7xhw4YB9+vb1tzcXPOZ\nAKi97u7uXH311XnqqacyduzYXHPNNdlvv/2GeywAhqCjoyNf+9rXMmLEiHzwgx8c7nEAhqxpuAeA\nUm1637+Ojo4BXyrQd6/Atra23TIXALWzYcOGXHPNNXniiScyZsyYXHvttTn44IOHeywAhuiWW25J\nV1dX3vnOd2bMmDFb3Lant7c3yUvv9N63beTIkd4hGNjjCIBQIxMmTEilUkm1Ws2yZcsyYcKEre63\nbNmyJMkhhxyyO8cDYBfbsGFDrr322vzHf/xH9t1331xzzTXWdoC93LPPPpvkpXcA/uY3vzngfnPm\nzMmcOXOSJDfccEMOO+yw3TIfwI7yawmokebm5rziFa9Ikjz44INb3Wf16tVZvnx5kuToo4/ebbMB\nsGu9+OKLue666/Lwww+npaUln/rUp9Le3j7cYwEAQBJXAEJNTZkyJYsWLcrcuXPzu7/7uxk3btxm\n2++8885Uq9WMHTs2kydPHqYpAdgZGzduzGc/+9n87Gc/y6hRo3LVVVfliCOOGO6xANgFrrvuum1u\n/8QnPpFHH300b3rTm/KRj3xk9wwFMASuAIQaOvPMM3PwwQdn/fr1ufbaa7N06dIkL71M7I477sj3\nvve9JMn06dPT1KTHA+xtenp68rnPfS4PPPBARowYkU9+8pN59atfPdxjAQDAZhQHqKF99tknn/zk\nJ3PllVfmqaeeymWXXZaWlpasX7++/4bB55xzTqZOnTrMkwIwFI8//njuu+++JEm1Ws3nPve5be5/\nyy237I6xAABgMwIg1NjEiRNz00035Vvf+lYWLFiQ1atXp7W1NYcddlimTZuWE088cbhHBGCIqtVq\n/8cvvvhifv3rXw/fMAAAMIBKddP/cgUAAAAAiuIegAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAA\nACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEE\nQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACtY03AMA\nAMDe7KmnnsrNN9+cJJkyZUqmTJkyrPMAAPx3AiAAAOyEp556KldffXX/nwVAAGBP4yXAAAAAAFAw\nARAAAAAACiYAAgAAAEDBBEAAAHbahg0b8tWvfjUXXHBBDj300LS2tmbkyJE55JBDcvbZZ+dzn/tc\nVq5cucVxq1evzv/9v/83F110UY455pjsv//+2WeffTJ27Ngcc8wxueyyy/L4449v9/GnTJmSSqWS\nSqWSJOnt7c0tt9ySt7zlLZkwYUL22Wef/m19Nm7cmB/+8If5sz/7s5x22mkZP358RowYkdbW1hx6\n6KF55zvfmTvuuCO9vb1bfczZs2enUqnk9NNP7//c1Vdf3T/Hpv889dRTg/jbBADYtSrVarU63EMA\nALD3uvfee/Oe97wnv/zlL7e53zHHHJOf/exn/X/+xS9+kVe+8pXZuHHjNo+rVCq5+uqr8+d//ucD\n7jNlypTMmTMnSdLR0ZHzzz8/c+fO3WK/Tf/T901velPuvffebT52kpx00km58847c9BBB232+dmz\nZ28W/7Zl6dKlOfTQQ3doXwCAXc27AAMAMGTf/va38853vrM/4h1xxBF55zvfmVe+8pUZOXJknn76\n6SxYsCDf+9738t9/7/yb3/wmGzduzMSJE3PGGWdk8uTJOeiggzJixIisWrUq999/f775zW+mu7s7\nV111VX7rt34rl1xyyXZnuvDCCzN37ty85jWvybvf/e4cfvjhef755/sDYZ9169altbU1U6ZMyXHH\nHZf29vbst99+6erqyuOPP55vfvObWbJkSe6777687W1vy9y5c9PU9F//+XzUUUflrrvuyqOPPtof\nJ3/3d383v/d7v7fFTAceeOCg/24BAHYVVwACADAk//mf/5nJkyfn+eefT/LSy1+vvPLKNDY2brHv\n+vXrc88992TatGn9n+vo6Mhjjz2Wk08+ecDHeOqpp3LmmWdm0aJFGTNmTFasWJF99913i/02vQIw\nSf7kT/4kN95441Zn6fOv//qvOemkk9LS0rLV7Rs3bsxHPvKRfPGLX0ySfP3rX8/06dO32G/TKwH/\n4i/+Ip/61KcGfEwAgOHgHoAAAAzJZz/72f74d8kll+Sqq64aMLiNGjVqs/iXJGPHjt1m/EuSQw89\nNF/60peSJJ2dnZk1a9Z25zr22GMzY8aMbca/JJk6deqA8S9JmpqacsMNN/S/dPdrX/vadh8bAGBP\nJAACADBoPT09ue2225IkI0eOrOlVb5tGwvvvv3+7+//Jn/xJGhp2zX/mNjU15cQTT0ySLFiwYIuX\nMQMA7A3cAxAAgEF7+OGHs3bt2iQvvUnGuHHjhnyuJ598Mrfcckvmzp2bJ554Ip2dnenu7t7qvitW\nrNju+U455ZQdfux169blG9/4Rr7zne/kkUceya9+9au88MILWw19a9euzdq1azNmzJgdPj8AwJ5A\nAAQAYNA2DXGvfvWrh3yeT33qU/nMZz6z3XcC7tMXHbdlwoQJO3Su++67L7/3e7+X5cuX79D+fY8v\nAAIAexsBEACAQds0xG3tTTl2xP/6X/8rV199dZKkoaEhp59+ev7H//gfmThxYvbbb7+MGDGif9+3\nve1tSV566fH2NDc3b3efpUuX5swzz8wLL7yQJHn5y1+et7zlLTniiCNywAEHZNSoUalUKkmSGTNm\n5N57793hxwcA2NMIgAAADNro0aP7P+6LaIOxfv36XHPNNUl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- } - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat',\n", - " y=after_stat('ncount') # normalise the count to 1\n", - " )) \n", - " + geom_histogram(binwidth=0.50) \n", - ")" - ], - "id": "cell-12" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can display the density of points in a bin, (this is scaled to\n", - "integrate to 1) by using `after_stat('density')`:" - ], - "id": "4ff64583-fcb3-45b6-9c14-ec93597c1808" - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:10:59.744957Z", - "iopub.status.busy": "2024-01-09T15:10:59.744735Z", - "iopub.status.idle": "2024-01-09T15:11:00.022729Z", - "shell.execute_reply": "2024-01-09T15:11:00.022095Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat',\n", - " y=after_stat('density') # density\n", - " )) \n", - " + geom_histogram(binwidth=0.50) \n", - ")" - ], - "id": "cell-14" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The proportion of bins can be shown, in the example below the `bin=0.5`\n", - "accounts for about ~55% of the data:" - ], - "id": "9caefcb1-db79-4984-822a-7b0fdd321473" - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:00.025464Z", - "iopub.status.busy": "2024-01-09T15:11:00.025248Z", - "iopub.status.idle": "2024-01-09T15:11:00.305653Z", - "shell.execute_reply": "2024-01-09T15:11:00.305075Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat',\n", - " y=after_stat('width*density')) # show proportion\n", - " ) \n", - " + geom_histogram(binwidth=0.5)\n", - ")" - ], - "id": "cell-16" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We can also display counts as percentages by using the\n", - "`percent_format()` which requires the `mizani.formatters` library:" - ], - "id": "1ccedf54-f8c4-4b88-9c2b-ff0693fc2f6e" - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:00.308380Z", - "iopub.status.busy": "2024-01-09T15:11:00.308177Z", - "iopub.status.idle": "2024-01-09T15:11:00.586149Z", - "shell.execute_reply": "2024-01-09T15:11:00.585575Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat', y=after_stat('width*density'))) \n", - " + geom_histogram(binwidth=0.5)\n", - " + scale_y_continuous(labels=percent_format()) # display labels as a percentage\n", - ")" - ], - "id": "cell-18" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Instead of using `stat` you can use `stat_bin` defined within\n", - "`geom_histogram()`, this is useful if you want to layer a few different\n", - "plots in the one figure." - ], - "id": "d3e1c92a-0cc1-4ef7-b223-552ada062bfa" - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:00.588819Z", - "iopub.status.busy": "2024-01-09T15:11:00.588598Z", - "iopub.status.idle": "2024-01-09T15:11:00.981742Z", - "shell.execute_reply": "2024-01-09T15:11:00.981134Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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ckSuuuOLADAWwC64AhBHonHPOybRp09LV1ZWF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\ngAAAAABQMAEQAAAAAAr2/wFRLZt7V965dwAAAABJRU5ErkJggg==\n" - } - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat'))\n", - " + geom_histogram(binwidth=0.5, alpha=0.5)\n", - " + geom_histogram(binwidth=0.2, alpha=0.5, fill='green')\n", - ")" - ], - "id": "cell-20" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can also flip the x-y coordinates:" - ], - "id": "ec9cbda1-b425-4911-b45c-4967042d71c0" - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:00.984499Z", - "iopub.status.busy": "2024-01-09T15:11:00.984275Z", - "iopub.status.idle": "2024-01-09T15:11:01.267050Z", - "shell.execute_reply": "2024-01-09T15:11:01.266428Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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HBbqPzlqfVtbGG2+cJHn55ZcrPS7QtXXm2jRkyJC88MIL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\nAABAwf4/XnUy9pa9n50AAAAASUVORK5CYII=\n" - } - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat', y=after_stat('density'))) \n", - " + geom_histogram(binwidth=0.5)\n", - " + coord_flip()\n", - ")" - ], - "id": "cell-22" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can visualise counts by other variables using `fill` within `aes()`:" - ], - "id": "1d35aef4-165b-4b19-a795-07fac9efbb7a" - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:01.269831Z", - "iopub.status.busy": "2024-01-09T15:11:01.269608Z", - "iopub.status.idle": "2024-01-09T15:11:01.749551Z", - "shell.execute_reply": "2024-01-09T15:11:01.748921Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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P7/Dcnj17Zt99932/SoPVxiYgAAAAQJfQ0tKSq6++OklSV1eXM844o7oFwftE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\nMEny6quvdnhOuVzOlClTkiw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Bg5Z67bDDDkucd8MNN6SlpSUNDQ358pe/vNR1SqVSzjjj\njCTJU089lQkTJlSk74033piFCxfm3/7t33Lcccct1bdnz57LnHm5oioaAL722mtJFs3sWxGt5y9r\nx2AAAAAAltYa7D333HO5//77l2hrnf03ePDg7LXXXm3HW8+79tpr2w3KWl+vvPJKkkUz1tqz8847\nL7O2Y489Nkny+9//PrNnz247vmDBgrbAckVm/y2vOXPm5I033ljqNXXq1CXO+8c//pFkUQjZo0eP\ndq+10047tc2ObD2/Un0//OEPd/jo8x577PGe73N5VTQAbE1dFy5cuEL9Wp/bBgAAAGDF7Lrrrm2P\n3S6+vNr8+fNz9dVXJ1k0U6+m5v9ioNZJXG+//Xa7QVnra/78+UkWBWrtGThw4DJr22uvvTJ8+PC8\n/fbbufbaa9uO/+lPf8obb7yRvn37ts1gXF79+/dPkjQ2NnaYKR1zzDEpl8ttr5/+9KftntcaCG6w\nwQYd3q9UKmX99ddPkiV2NF7dfZfVtqIqGgAOGjQoSfL3v/99hfo9/PDDS/QHAAAAYPm1zgK89tpr\n23btvfXWWzNt2rQl2lu1tLQkSX74wx8uEZR19Gp9lPXdamtrl1nX4puBLP4YcOvjv4cffnjq6+tX\n6L1uscUWSZLm5uY8++yzK9S3q6poALjrrrumXC7nsssu63Bq6Lu9/PLLufTSS1MqlbLrrrtWshwA\nAACALqF1ht+MGTNy8803J/m/2YC77LJLNt100yXOb123b3nzm1Xx+c9/Pt26dct9992XZ555JlOm\nTMltt92WJG3h4IoYOXJk21Oot9xyyyrV1jqD8dVXX+3wnHK5nClTpiRZtK5hJfu2trVnWdddURUN\nAI888sgkyTvvvJM99tgjjzzyyDLPf+SRR7LnnnvmnXfeSZIcddRRlSwHAAAAoEsYMmRI9txzzySL\ngr9p06bl1ltvTbIogHu31l17b7vtthVeym1FDRo0KPvtt1+SRbMAx44dm5aWlmy11VZLbcqxPDbY\nYIPsu+++SZKf//znmTVr1krX9qEPfShJct9992XevHntnvPQQw/l7bffTpJsv/32Fenb+vXf/va3\nLFiwoN2+48ePX4F3smwVDQD32GOPHHjggSmXy3nppZcyYsSI7LXXXvnxj3+cP/zhD7njjjvyhz/8\nIf/1X/+VUaNGZcSIEXnxxRdTKpVy4IEHZuTIkZUsBwAAAKDLaH3M9y9/+UvOO++8zJ8/f4ldgt99\nbk1NTV566aWce+65y7xuY2PjKtfWutPt5Zdf3vYo8MrM/mt11llnpWfPnpk8eXIOP/zwJTYYWREH\nHXRQamtr09jYmPPPP3+p9sUff95iiy2y9dZbV6TvwQcfnJqamkybNi2XXHLJUn2bm5vf8+eyIioa\nACbJlVdemd122y3lcjkLFy7M3XffnW9/+9s5+OCD84lPfCIHH3xwvvWtb+Wvf/1rFi5cmHK5nN12\n2y1XXHFFpUsBAAAA6DIOPPDA9OvXLy0tLTnnnHPajvXt23epczfffPOccsopSZJvfvOb+cpXvpKJ\nEye2tTc1NeX+++/PiSeemI033niVa/vYxz6WjTbaKK+//nqef/751NXVZfTo0St9vW222SaXXHJJ\namtrc9ttt2XrrbfORRddlJdffnmJ86ZMmZLf/va3ueiii9q9zpAhQ/KlL30pSXLqqafmpz/9aVuY\nOGXKlBx55JG5/fbbkyxaL7GSfVt3SD7xxBPzq1/9Ks3NzUmSiRMn5lOf+lTnfQQ4SXr16pW//vWv\nOeecczJo0KBlLiC53nrr5b/+679y1113pVevXpUuBQAAAKDL6NWrVz796U8nSdtjve/e/GNxP/jB\nD3LiiScmSc4///xssskm6dOnT/r375/evXvnwx/+cH72s5+1PcK6KmpqanL00Ue3/fnAAw9s2813\nZY0ePTp//vOfs+GGG+aFF17ICSeckI022ih1dXUZOHBgevfunQ022CBHH310nn322Wy55Zb57//+\n76Wuc84552S//fbLggULctJJJ2XttddO//79M3jw4Fx55ZVJkh/96Ef51Kc+VdG+5557bnbdddc0\nNzfnP/7jP9KnT580NDRkk002yV//+tdceumlq/T9WVyp3NF+yRWwYMGC3H///XnooYfy2muv5e23\n306fPn2y3nrrZaeddsouu+ySbt26ra7b8z5p3VGIFdPQ0JDa2tq0tLRUZDp1pfRfsEu1S1hj7Pal\n46pdwhrhD78aU+0SWEmddZxizVZbW5uGhoY0Nja27T4Iq8JYRaUZp1bNgAEDql1Ch4b/onKPU74f\nXvjqySvV78EHH8zOO++cZNEss5deeik1Ncue//WPf/wjF154Ye699968+uqrWbBgQQYMGJAtt9wy\ne+yxRz796U8vNQuwdROOu+++e7mXdHvqqafadvC94447stdee63gu2vf/Pnz87vf/S7jxo3L3//+\n90ydOjVNTU3p169fhg0blh133DEHH3zwEpuHvFu5XM5VV12VSy+9NI899ljefvvtDBgwIB/5yEdy\n4oknZsSIER3ef1X6zps3Lz/96U9z+eWXZ+LEienTp0922WWXfPvb386IESNW6vvcntUaANI1CABX\nTmf9ZVUAuPwEgMtHALjm6qzjFGs2f7Gm0oxVVJpxatUIACtnZQPAzuyCCy7Il7/85QwbNiwTJ07s\nMIyj8ir+CDAAAAAALK5cLretw3fMMccI/95nFQ0AX3vttWy//fbZfvvtc9ttty1Xnz//+c/Zbrvt\nssMOO+Stt96qZDkAAAAAVFm5XM6Pf/zj/O///m969+7dtiMw75+KBoBXX311Hn300bz44ovZc889\nl6vPRz/60UyaNCn//Oc/c/XVV1eyHAAAAACq5MEHH8xGG22UhoaGfOtb30qSfPe73+3Uj4oXVUUD\nwL/+9a8plUrZd99906NHj+Xq06NHj3zyk59MuVzOHXfcUclyAAAAAKiSpqamvPzyy5k9e3Y23XTT\nnHfeefnmN79Z7bK6pIpuwfvEE08kSXbccccV6vehD30ol19+eVt/AAAAANZsI0eOjL1nO4eKzgB8\n8803kyTrrbfeCvVbd911kyRvvPFGJcsBAAAAgC6vojMAu3Xrlvnz56e5uXmF+s2bNy9JpMLAGmXK\n7natAgAAoPOr6AzAgQMHJkmeeeaZFer39NNPJ4lFIAEAAACgwioaAG633XYpl8u57rrrlns238KF\nC3PdddelVCpl6623rmQ5AAAAANDlVTQA3GeffZIkzz77bH7wgx8sV58f/OAHefbZZ5Mk++23XyXL\nAQAAAIAur6IB4BFHHJH1118/SXL66afnq1/9at566612z33rrbfyla98Jf/5n/+ZUqmUQYMG5fOf\n/3wlywEAAACALq+im4D06NEjV1xxRT7+8Y+npaUlF1xwQX79619nl112yRZbbJG11lor77zzTp58\n8sncf//9aW5uTrlcTvfu3XP55Zenrq6ukuUAAAAAQJdX0QAwSfbYY49ce+21Oeqoo/L222+nqakp\nd999d+6+++4lzmtdI7Bv374ZO3Zs9txzz0qXAgAAAABdXkUfAW51wAEH5IknnsgXv/jF9O3bN+Vy\nealXv379csIJJ+SJJ57I/vvvvzrKAAAAAIAur+IzAFttuOGGueiii3LBBRdkwoQJmTx5cmbNmpW+\nfftm8ODB2XrrrVNTs1ryRwAAAIAlvPDVk6tdAlTNagsAW9XU1GTbbbfNtttuu7pvBQAAAAC8iyl4\nAAAAAFBgAkAAAAAAKDABIAAAAAAU2GpfAxAAAACg2o56+Ohql7BCxu74m2qXQIGYAQgAAAAABSYA\nBAAAAIACEwACAAAAQIEJAAEAAACgwASAAAAAAFBgAkAAAAAAKDABIAAAAAAUmAAQAAAAAApMAAgA\nAAAABSYABAAAAGCNs9FGG6VUKuWyyy6rdimdngAQAAAAYA02ZsyYlEqlpV5rrbVW/v3f/z3HHnts\nHn/88WqXSRUJAAEAAAAKoHv37ll33XXbXk1NTXnmmWfy61//Oh/60Idy8cUXV7vEitp4442z+eab\np1+/ftUupdMTAAIAAAAUwC677JLXX3+97TVnzpz85S9/ySabbJIFCxbkS1/6UqFmAt511115+umn\nc+CBB1a7lE5PAAgAAABQQD169MioUaNy8803p3v37lm4cGHhZgGyfASAAAAAAAW2xRZb5EMf+lCS\n5JFHHkmSXHbZZSmVStloo42SJLfddlv23nvvrLPOOqmpqcnPfvazJa7x3HPP5fjjj89mm22W+vr6\n9OnTJ9tuu22+973vZebMme3ed+TIkSmVSjnjjDMyf/78/OhHP8oHPvCB1NfXZ4MNNsgxxxyT1157\nre38559/Pl/4whcyZMiQ9OzZM5tvvnl+8pOfZOHChe1ev6NNQMaPH9+2DmJHlnXOGWeckVKplJEj\nRyZJrrvuunzkIx/J2muvnf79+2fvvfdu+z4myaxZs3L66adn8803T69evbLeeuvlS1/6UmbMmNHh\n/d9v3apdAAAAAACr1+DBg5Ok3bDu3HPPzTe+8Y2USqX069cvNTVLzhf7zW9+k+OPPz7z589PktTX\n16e5uTmPP/54Hn/88YwdOzZ33HFHNt5443bvPX/+/HzsYx/L+PHj07NnzyTJlClT8pvf/Cb33ntv\nHnjggTz33HPZe++9M2PGjPTr1y/z5s3Ls88+m1NOOSWTJ09eKpB8v5x22mn5wQ9+kG7duqVXr16Z\nOXNm/vznP+fee+/NXXfdlY033jh77rlnnnjiifTu3TsLFy7M66+/ngsvvDAPP/xw7r///nTv3r0q\ntS/ODEAAAACAgnv55ZeTJA0NDUscf+ONN3Lqqaf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SWfnfr21nnnlm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\n" - } - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat', y=after_stat('count'),fill='cut')) \n", - " + geom_histogram(binwidth=0.5)\n", - ")" - ], - "id": "cell-24" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can visualise too-small-to-see bars by transforming the y-axis\n", - "scaling by using `scale_y_sqrt()` square-root scale or `scale_y_log10()`\n", - "for a log-scale (similarly use `scale_x_sqrt()` and `scale_x_log10()` to\n", - "transform the x-axis)." - ], - "id": "adc072b9-ec1e-476b-8667-16bae2507a8e" - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:01.752359Z", - "iopub.status.busy": "2024-01-09T15:11:01.752127Z", - "iopub.status.idle": "2024-01-09T15:11:02.122367Z", - "shell.execute_reply": "2024-01-09T15:11:02.121639Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat', y=after_stat('count'))) \n", - " + geom_histogram(binwidth=0.5)\n", - " + scale_y_sqrt() # square root scale\n", - ")" - ], - "id": "cell-26" - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:02.125485Z", - "iopub.status.busy": "2024-01-09T15:11:02.125273Z", - "iopub.status.idle": "2024-01-09T15:11:02.479338Z", - "shell.execute_reply": "2024-01-09T15:11:02.478765Z" - } - }, - "outputs": [ - { - "output_type": "stream", - "name": "stderr", - "text": [ - "/Users/hassan/.pyenv/versions/3.11.4/envs/plotnine/lib/python3.11/site-packages/pandas/core/arraylike.py:396: RuntimeWarning: divide by zero encountered in log10" - ] - }, - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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AAACAhCkAAQAAACBhCkAAAAAASJgCEAAAAAASpgAEAAAAgIS5C3AisiyLSkWf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\nzTgAAAAA0Pe6WgBGRNxwww3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SpgAEAAAAgIS5BmAisiyLSkWfCwAAO5LnedkR6HHGEP1k\nZLwb971NAZiIwcHBqFarZccAAIAZr16vlx2BHpbnuTFEX6rVamVHYAoUgIlotVrRbrfLjgEAADNe\no9EoOwI9qFarRZ7nURRFNJvNsuPAtMnzPGq1WjSbzSiKouw4xOQ+yFIAJqLT6dgRAQBgHLxvZqqM\nIfpRURTGfg9z0TgAAAAASJgCEAAAAAASpgAEAAAAgIQpAAEAAAAgYQpAAAAAAEiYAhAAAAAAEqYA\nBAAAAICEKQABAAAAIGEKQAAAAABImAIQAAAAABKmAAQAAACAhCkAAQAAACBhCkAAAAAASJgCEAAA\nAAASpgAEAAAAgIQpAAEAAAAgYQpAAAAAAEiYAhAAAAAAEqYABAAAAICEKQABAAAAIGEKQAAAAABI\nmAIQAAAAABKmAAQAAACAhCkAAQAAACBhCkAAAAAASJgCEAAAAAASpgAEAAAAgIQNlB2A7siyLCoV\nfS4AAOxInudlR6DHGUP0k5Hxbtz3NgVgIgYHB6NarZYdAwAAZrx6vV52BHpYnufGEH2pVquVHYEp\nUAAmotVqRbvdLjsGAADMeI1Go+wI9KBarRZ5nkdRFNFsNsuOA9Mmz/Oo1WrRbDajKIqy4xCT+yBL\nAZiITqdjRwQAgHHwvpmpMoboR0VRGPs9zEXjAAAAACBhCkAAAAAASJgCEAAAAAASpgAEAAAAgIQp\nAAEAAAAgYQpAAAAAAEiYAhAAAAAAEqYABAAAAICEKQABAAAAIGEKQAAAAABImAIQAAAAABKmAAQA\nAACAhCkAAQAAACBhCkAAAAAASJgCEAAAAAASpgAEAAAAgIQpAAEAAAAgYQpAAAAAAEiYAhAAAAAA\nEqYABAAAAICEKQABAAAAIGEKQAAAAABImAIQAAAAABKmAAQAAACAhCkAAQAAACBhCkAAAAAASJgC\nEAAAAAASpgAEAAAAgIQpAAEAAAAgYQpAAAAAAEiYAhAAAAAAEqYABAAAAICEKQABAAAAIGEKQAAA\nAABImAIQAAAAABKmAAQAAACAhCkAAQAAACBhCkAAAAAASJgCEAAAAAASNlB2gOkwPDwcDzzwQKxZ\nsyYeffTRWLNmTaxbty4iIi677LJYsGDBTtnuo48+Gg8//PDodp988skoiiJe85rXxNKlS3fKNgEA\nAADgpfqiALzzzjvjc5/73LRv96//+q/jmWeemfbtAgAAAMCIvigAIyLq9Xoceuihcdhhh8W+++4b\nl19++U7f5sDAQBxyyCFx2GGHxaGHHhr33ntv3HHHHTt9uwAAAAAwoi8KwEWLFsXJJ588+v3w8PC0\nbPfKK6+MPM9Hv3/qqaemZbsAAAAAMKIvCsCXlnCTURRF3HLLLXHbbbfFY489Fhs3boyhoaE48sgj\n47TTThvzGoJT3S4AAAAATFVfFIBT8fzzz8ell14aq1evjoiILMticHAwGo1GrFq1KlatWhVnnXVW\nnH322SUnBQAAAICXUwBuR1EUsXTp0li9enUcffTRcc4558RRRx0Vs2bNivXr18e3vvWt+PKXvxzL\nly+PAw88MN785jeXHRkAAAAAtlEpO8BMtnLlyvjJT34SRxxxRFx88cWxYMGCmDVrVkREDA0NxZln\nnjl65N/y5cvLjAoAAAAAr0gBuB0333xzRESceuqpMXv27FdcZuHChRER8cQTT0Sj0Zi2bAAAAAAw\nHk4BHkNRFPHII49ERMTVV18d11xzzQ7XefbZZ6Ner+/saAAAAAAwbgrAMQwPD8fmzZsjImL9+vXj\nWqfdbu+0PDfccEMsW7ZszMdPP/30OPfcc3fa9gEAIBU+tGcyKpXK6H+NIfpJlmURETFv3rzodDol\np2GyFIBj2Lp16+jXn/rUp+Koo44qMU3Ehg0b4plnnhnz8Y0bN0ae59OYCAAAepP3zUxFlmXGEH1p\npASnNykAxzA0NBSVSiW2bt0aa9euLTtOzJ07N/baa68xH69Wq1EUxTQmAgCA3uR9M5NRqVQiy7Lo\ndDrbHDACqcuybLQfcQTgzDCZDyEUgGMYGBiIww8/PB5++OG4++6744QTTig1z5IlS2LJkiVjPr52\n7Vo3IQEAgHHwvpnJqNfrked5bN261Riir+R5HvV6PdatW+cDlBlijz32mPA6jt/cjsWLF0dExG23\n3RYPPfTQdpcdHh6ejkgAAAAAMCF9cwRgs9kc/Xrjxo2jX2/YsGGbx6rVagwMvPi/ZfHixbFixYp4\n8MEH48ILL4wlS5bEwoULo1arRcSLpd9DDz0UK1asiA0bNsRFF120zTbb7fY2NwYZuanIli1bttlm\nnucxd+7cLr5aAAAAAHhR1umTE7jf9a53jWu5yy67LBYsWDD6/fr16+OTn/xk3HfffRHx4rnv1Wo1\ntm7dGq1Wa3S5Y445Ji655JJtnmvZsmWxfPnyHW7zNa95TSxdunRc+cYyE65T2E3nnXde2REAAEjU\nFVdcUXYEetDIKcBFUTgFmL4ycgpwo9FwCvAMMZlTgPvmCMDJGhoaiksuuSTuuOOOWLlyZaxevTqa\nzWZUKpWYP39+HHzwwfG6172u9GsEAgAAAMAr6ZsjAFP3q1/9Kqlbcv/RH/1R2REAAEjUlVdeWXYE\nelCtVhs9AvCll3SC1OV5HrVaLZrNpiMAZ4h6vT7hdRwBmIjBwcGoVqtlxwAAgBlvMv9wghEjp0NC\nvxm5HwK9SQGYiFartc0NRwAAgFfm+m1MhiMA6VeOAJx5HAHYxzqdjh0RAADGwftmpsoYoh8VRWHs\n97B0LhoHAAAAALyMAhAAAAAAEqYABAAAAICEKQABAAAAIGFuApKILMuiUtHnAgDAjuR5XnYEepwx\nRD8ZGe/GfW9TACZicHAwqtVq2TEAAGDGq9frZUegh+V5bgzRl2q1WtkRmAIFYCJarVa02+2yYwAA\nwIzXaDTKjkAPqtVqked5FEURzWaz7DgwbfI8j1qtFs1mM4qiKDsOMbkPshSAieh0OnZEAAAYB++b\nmSpjiH5UFIWx38NcNA4AAAAAEqYABAAAAICEKQABAAAAIGEKQAAAAABImAIQAAAAABKmAAQAAACA\nhCkAAQAAACBhA2UHoDuyLItKRZ8LAAA7kud52RHoccYQ/WRkvBv3vU0BmIjBwcGoVqtlxwAAgBmv\nXq+XHYEelue5MURfqtVqZUdgChSAiWi1WtFut8uOAQAAM16j0Sg7Aj2oVqtFnudRFEU0m82y48C0\nyfM8arVaNJvNKIqi7DjE5D7IUgAmotPp2BEBAGAcvG9mqowh+lFRFMZ+D3PROAAAAABImAIQAAAA\nABKmAAQAAACAhCkAAQAAACBhCkAAAAAASJgCEAAAAAASpgAEAAAAgIQNlB2A7siyLCoVfS4AAOxI\nnudlR6DHGUP0k5Hxbtz3NgVgIgYHB6NarZYdAwAAZrx6vV52BHpYnufGEH2pVquVHYEpUAAmotVq\nRbvdLjsGAADMeI1Go+wI9KBarRZ5nkdRFNFsNsuOA9Mmz/Oo1WrRbDajKIqy4xCT+yBLAZiITqdj\nRwQAgHHwvpmpMoboR0VRGPs9zEXjAAAAACBhCkAAAAAASJgCEAAAAAASpgAEAAAAgIQpAAEAAAAg\nYQpAAAAAAEiYAhAAAAAAEqYABAAAAICEKQABAAAAIGEKQAAAAABI2EDZAeiOLMuiUtHnAgDAjuR5\nXnYEepwxRD8ZGe/GfW/LOp1Op+wQTN3GjRujWq2WHaNrzj777LIjAAAAO8GyZcvKjgDQdxwBmIhW\nqxXtdrvsGAAAANvVaDTKjjAptVot8jyPoiii2WyWHQemTZ7nUavVotlsRlEUZcchIur1+oTXUQAm\notPp2BEBAIAZL4V/t6TwGmCiiqIw9nuYi8YBAAAAQMIUgAAAAACQMAUgAAAAACRMAQgAAAAACVMA\nAgAAAEDCFIAAAAAAkDAFIAAAAAAkTAEIAAAAAAlTAAIAAABAwhSAAAAAAJAwBSAAAAAAJEwBCAAA\nAAAJUwACAAAAQMIGyg5Ad2RZFpWKPhcAAJjZ8jwvO8KUpfAaYLxGxrtx39uyTqfTKTsEU7dx48ao\nVqtlx+ias88+u+wIAAAASVm2bFnZEYCSOAIwEa1WK9rtdtkxAAAAmKEajUbZEehBeZ5HrVaLZrMZ\nRVGUHYeIqNfrE15HAZiITqdjRwQAAGBM/s3IVBRFYQz1MBeNAwAAAICEKQABAAAAIGEKQAAAAABI\nmAIQAAAAABKmAAQAAACAhCkAAQAAACBhCkAAAAAASJgCEAAAAAASpgAEAAAAgIQpAAEAAAAgYQpA\nAAAAAEiYAhAAAAAAEqYABAAAAICEKQABAAAAIGEKQAAAAABImAIQAAAAABKmAAQAAACAhCkAAQAA\nACBhA2UHoDuyLItKRZ8LAADAK8vzvOwI9KCRcWP89DYFYCIGBwejWq2WHQMAAIAZql6vlx2BHlar\n1cqOwBQoABPRarWi3W6XHQMAAIAZqtFolB2BHpTnedRqtWg2m1EURdlxiMmV+QrARHQ6HTsiAAAA\nY/JvRqaiKApjqIe5aBwAAAAAJEwBCAAAAAAJUwACAAAAQMIUgAAAAACQMAUgAAAAACRMAQgAAAAA\nCVMAAgAAAEDCFIAAAAAAkDAFIAAAAAAkTAEIAAAAAAlTAAIAAABAwhSAAAAAAJAwBSAAAAAAJEwB\nCAAAAAAJUwACAAAAQMIUgAAAAACQMAUgAAAAACRMAQgAAAAACVMAAgAAAEDCFIAAAAAAkDAFIAAA\nAAAkTAEIAAAAAAlTAAIAAABAwhSAAAAAAJAwBSAAAAAAJEwBCAAAAAAJUwACAAAAQMIGyg5Ad2RZ\nFpWKPhcAAIBXlud52RHoQSPjxvjpbQrARAwODka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- } - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x = 'carat', y = after_stat('count'))) \n", - " + geom_histogram(binwidth = 0.5)\n", - " + scale_y_log10() # log scale\n", - ")" - ], - "id": "cell-27" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Change the look of your plot:" - ], - "id": "4ffc6327-6093-423e-8562-3b457a15641e" - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:02.481907Z", - "iopub.status.busy": "2024-01-09T15:11:02.481709Z", - "iopub.status.idle": "2024-01-09T15:11:02.848242Z", - "shell.execute_reply": "2024-01-09T15:11:02.847566Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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8tk/+27m1QvJfsrXRzn3+k32fd25hkd3GIvt9YOdrfvL/ZD/I2dnZmJqaqrz3Jlt1JdtE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- } - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat', y=after_stat('density')))\n", - " + geom_histogram(binwidth=0.5,\n", - " fill='green', # change the fill colour (one colour)\n", - " colour='pink', # change the outline\n", - " size=2, # change the thickness of the outline\n", - " alpha=0.7 # change the transparency \n", - " )\n", - " + theme_xkcd() # play with themes (look/arrangement)\n", - ")" - ], - "id": "cell-29" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Another change, this time changing the fill colours manually:" - ], - "id": "f5ffecb8-c0b9-4acc-9426-058ce2921327" - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:02.851263Z", - "iopub.status.busy": "2024-01-09T15:11:02.851044Z", - "iopub.status.idle": "2024-01-09T15:11:03.251430Z", - "shell.execute_reply": "2024-01-09T15:11:03.250941Z" - } - }, - "outputs": [ - { - "output_type": "display_data", 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MAAAAgAX68Ic/nAsvvDD7779/br311myyySY57rjj8tnPfjZrrrlm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\n7F+pVHLyySfntttuy9ixY/PEE09kk00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AC2OttdZKpVLJpZdeWnSUbq/0BWBzc3PWXnvt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\njsjEiRMzadKkvP766zn22GMzatSoPPbYY/M9/sQTT8yFF16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EJcAA9E4dHUUnAAAAWCYU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8+PDu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\n" - } - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat', \n", - " y=after_stat('density'),\n", - " fill='cut' # change the fill colour using another variable\n", - " ))\n", - " + scale_fill_manual(values=[\"#000000\", \"#E69F00\", \"#56B4E9\", \"#009E73\", \"#F0E442\"]) # change the fill colour\n", - " + geom_histogram(binwidth=0.5,\n", - " colour=\"#D55E00\",# change the outline\n", - " size=1, # change the thickness of the outline\n", - " alpha=0.7 # change the transparency \n", - " )\n", - " + theme_bw() # play with themes (look/arrangement)\n", - ")" - ], - "id": "cell-31" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "When faceting histograms with scaled counts/densities, they are\n", - "normalised by each facet, and not overall. Here’s an example of a facet\n", - "wrap:" - ], - "id": "6191ebd1-a00d-4581-b80e-7013eecbb5ef" - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:03.254415Z", - "iopub.status.busy": "2024-01-09T15:11:03.254195Z", - "iopub.status.idle": "2024-01-09T15:11:04.091043Z", - "shell.execute_reply": "2024-01-09T15:11:04.090403Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(diamonds, aes(x='carat', y=after_stat('ncount'))) \n", - " + geom_histogram(binwidth=0.5)\n", - " + facet_wrap('color') # facet wrap\n", - ")" - ], - "id": "cell-33" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Here’s an example of a facet grid with the count normalised in each\n", - "grid:" - ], - "id": "1852447b-f7d3-46d5-9015-bac82c797b90" - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:04.093929Z", - "iopub.status.busy": "2024-01-09T15:11:04.093657Z", - "iopub.status.idle": "2024-01-09T15:11:07.281545Z", - "shell.execute_reply": "2024-01-09T15:11:07.280973Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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geAKSkpOH78OC5evKhE80RERERERERERKoybNgwr2VuvvlmZGRkYMWKFfjLX/6CN954IwCRKfQS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import pandas as pd
-import numpy as np
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-from plotnine import (
-    ggplot,
-    aes,
-    geom_point,
-    geom_hline,
-    facet_grid,
-    labs
-)
-from plotnine.data import mpg
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geom_hline() draws a vertical line, and is useful as a guide.

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mpg.head()
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manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
3audia42.020084auto(av)f2130pcompact
4audia42.819996auto(l5)f1626pcompact
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It’s useful to use geom_hline() with some data, so we start with a basic scatter plot:

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-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + labs(x='displacement', y='horsepower')
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Now add a horizontal line to the scatter plot:

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-    ggplot(mpg, aes(x='displ', y='hwy')) 
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-    + geom_hline(yintercept = 25) # add one horizonal line
-    + labs(x='displacement', y='horsepower')
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You can add many horizontal lines:

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-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + geom_hline(yintercept = [25,35,45]) # add many horizontal lines using a list
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You can change the look of the line:

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-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + geom_hline(yintercept = 25,
-                  color='yellow',    # set line colour
-                  size=2,            # set line thickness
-                  linetype="dashed"  # set line type
-                 )
-    + labs(x='displacement', y='horsepower')
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And you can add horizontal lines to a facet plot:

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(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + geom_hline(yintercept = 25) # add a vertical line...
-    + facet_grid('drv ~ .')      # ... to a facet plot
-    + labs(x='displacement', y='horsepower')
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- - \ No newline at end of file diff --git a/examples/geom_hline.ipynb b/examples/geom_hline.ipynb deleted file mode 100644 index 703830811..000000000 --- a/examples/geom_hline.ipynb +++ /dev/null @@ -1,424 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:11.527172Z", - "iopub.status.busy": "2024-01-09T15:11:11.526883Z", - "iopub.status.idle": "2024-01-09T15:11:12.226301Z", - "shell.execute_reply": "2024-01-09T15:11:12.225489Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " geom_hline,\n", - " facet_grid,\n", - " labs\n", - ")\n", - "from plotnine.data import mpg\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Horizontal line\n", - "\n", - "`geom_hline()` draws a vertical line, and is useful as a guide." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:12.229776Z", - "iopub.status.busy": "2024-01-09T15:11:12.229498Z", - "iopub.status.idle": "2024-01-09T15:11:12.245153Z", - "shell.execute_reply": "2024-01-09T15:11:12.244333Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
3audia42.020084auto(av)f2130pcompact
4audia42.819996auto(l5)f1626pcompact
\n", - "
" - ], - "text/plain": [ - " manufacturer model displ year cyl trans drv cty hwy fl class\n", - "0 audi a4 1.8 1999 4 auto(l5) f 18 29 p compact\n", - "1 audi a4 1.8 1999 4 manual(m5) f 21 29 p compact\n", - "2 audi a4 2.0 2008 4 manual(m6) f 20 31 p compact\n", - "3 audi a4 2.0 2008 4 auto(av) f 21 30 p compact\n", - "4 audi a4 2.8 1999 6 auto(l5) f 16 26 p compact" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "mpg.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "It's useful to use `geom_hline()` with some data, so we start with a basic scatter plot:" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:12.290608Z", - "iopub.status.busy": "2024-01-09T15:11:12.290329Z", - "iopub.status.idle": "2024-01-09T15:11:13.560975Z", - "shell.execute_reply": "2024-01-09T15:11:13.560230Z" - } - }, - "outputs": [ - { - 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Now add a horizontal line to the scatter plot:" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:13.565270Z", - "iopub.status.busy": "2024-01-09T15:11:13.564867Z", - "iopub.status.idle": "2024-01-09T15:11:13.924310Z", - "shell.execute_reply": "2024-01-09T15:11:13.923622Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_hline(yintercept = 25) # add one horizonal line\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can add many horizontal lines:" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:13.928728Z", - "iopub.status.busy": "2024-01-09T15:11:13.928098Z", - "iopub.status.idle": "2024-01-09T15:11:14.223139Z", - "shell.execute_reply": "2024-01-09T15:11:14.222632Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_hline(yintercept = [25,35,45]) # add many horizontal lines using a list\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can change the look of the line:" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:14.226095Z", - "iopub.status.busy": "2024-01-09T15:11:14.225858Z", - "iopub.status.idle": "2024-01-09T15:11:14.560946Z", - "shell.execute_reply": "2024-01-09T15:11:14.560220Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_hline(yintercept = 25,\n", - " color='yellow', # set line colour\n", - " size=2, # set line thickness\n", - " linetype=\"dashed\" # set line type\n", - " )\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "And you can add horizontal lines to a facet plot:" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:14.564231Z", - "iopub.status.busy": "2024-01-09T15:11:14.563976Z", - "iopub.status.idle": "2024-01-09T15:11:15.083874Z", - "shell.execute_reply": "2024-01-09T15:11:15.083176Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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eWrBggXr37m1hQnjTu+++q9zc3ELrcnNzLb0k/HJMmTJFOTk5hdZlZGTo/fff90Iic8ybN0+PPPLIJe9fGBYWpgkTJujNN9+0IBkAAAAA+CbuAehDuAegeU6ePKmdO3fK5XKpevXqio2NtTpSHn+7V4IvysrKUoMGDZSSkmKoPjw8XH///XexWjwiLS1NDRo0UFpamqH66Ohobd26VQ6Hw+Rkl+apvv/111+1ZMkS2e123XrrrWrcuLEHU/onf/+892V83luHvrcOfW8d+t469L116Hvr+Fvf++M9AFkFGCVCZGSkWrVqZXUMWOTIkSOGh3+SlJKSoqNHj6pq1aompvKsQ4cOGR7+SWf/h5aQkKDy5cubmMp8rVu3VuvWra2OAQAAAAA+jUuAAeASbDab1RHcUtzyAgAAAAC8hzMAAfi9ChUqKCIiQqdOnTJUHxkZWezOjKtUqZLCwsKUmppqqL5s2bKKiYkxORUAX7dv3z7t379fDodDcXFxioyMtDoSAAAATMAZgAD8XlBQkG677TbD9QMHDlRgYKCJiTyvVKlS6tevn+H6QYMGWXb/PwDWW758uW655Ra1bNlSvXr10s0336xGjRpp1KhR2r17t9XxAAAA4GEMAAGUCHfffbdCQ0MLrQsNDdVdd93lhUSed88996h06dKF1kVHR2vEiBFeSATAF73zzjsaMGCAVq9efcHjmZmZ+vTTT9W1a1etW7fOonQAAAAwAwNAACXCmTNnlJWVVWhdVlaWzpw544VEnlejRg3NmTNHZcqUybcmOjpaH3/8cbG7xBmAZyxbtkxjx44tsCYlJUWDBw/WiRMnvJQKAAAAZmMACKBEmDp1qnJycgqty8nJ0bvvvuuFROZo27atVqxYoZEjRyoiIiLv8ejoaN1///1asWKFmjdvbmFCAFZ6++23DdUlJSXpo48+MjkNAAAAvIUBIAC/l56ervnz5xuu/+KLL5Senm5iInNVrVpV48aN099//62NGzfqzz//1JYtW/TMM8+oQoUKVscDYJH4+Hj9+uuvhusZAAIAAPgPBoAA/N6xY8fcGuilp6fr+PHjJibyjsDAQFWqVEkVK1ZUQACLvgMl3d69e92q37dvn1wulzlhAAAA4FUMAAH4vaKsdsvADIC/cfezkJXCAQAA/Ae/4QLwexUrVlRsbKzhs/rKlStnySIZLpdLmzZt0vbt22Wz2VS/fn01btzY6znM5HK5tHHjRh0+fFgOh0ONGjVS5cqVrY4FlAhxcXEKDAxUdna2ofqmTZvKZrOZnAoAAADewAAQgN9zOBwaMmSIXn/9dUP1Q4cO9fqZL4sWLdJrr72mv/7664LHmzVrpscff1xdunTxah4zfPvtt3r99de1ZcuWCx5v2bKlRo8erU6dOlmUDCgZypYtq5tuuklffvmlofrbb7/d5EQAAADwFi4BBlAijBgxwtACGBUrVtQdd9zhhUT/ePfddzVs2LCLhn+StGHDBg0aNEizZs3yaiZPmzRpku64446Lhn+StH79evXv319z5861IBlQsjzyyCMKCwsrtK5Jkyb617/+5YVEAAAA8AYGgABKhLJly+rzzz8v8HLTypUra968eSpbtqzXcv322296+umnC6xxuVx6/PHHtXHjRu+E8rCffvpJzz33XIE1LpdLjzzyiDZv3uylVEDJVK9ePX300UeKiIjIt6Zx48aaO3eugoODvZgMAAAAZmIACKDEqFu3rlauXKkXXnhB9erVk81my7vX3vjx47Vq1SrVrVvXq5mmTp1qqC43N1fvvfeeyWnMMWXKFEN1TqdT06ZNMzkNgLZt22r16tV64oknVKVKFUlnb5XQokUL/fe//9XixYtVrlw5i1MCAADAk2wul8tldQiclZiYaNlzOxwORUVFKTk5WU6n07IcJVFUVJQcDoecTqeSk5OtjlPiREdH69SpU5b0fUpKiurWrWv4uYOCgrRr1y6VKlXK5GSec+LECTVo0EBG/1dTqlQp7d69W4GBgSYnK7n4vLeOr37eO51O2e12v17wg763jq/2fUlA31uHvrcOfW8df+v7pKQkqyMUqCgnrnAGIIASy+FwyG637mPw6NGjbv1gkpWVpRMnTpiYyPOOHDliePgnSenp6T7/P1vA3zgcDr8e/gEAAIABIABYpij31ypu9+QKCQnxyj4AAAAAgPwxAAQAi1SuXFmVKlUyXF+zZk2vLlDiCdWrV1dsbKzh+vr16xe4OAEAAAAAwH0MAAHAIg6HQ0OHDjVcP3z48GJ3mV5AQICGDBliuH7YsGEmpgEAAACAkokBIABYaMSIEapdu3ahdXFxcW4N0nzJv//9b1WvXr3QusaNG2vQoEHmBwIAAACAEoYBIABYKDw8XJ9//rkaNmyYb82VV16pTz/9VKVLl/ZiMs+JiorSF198ofr16+db06JFC3366afFaoVjAAAAACguAqwO4A0JCQn69ddftWnTJu3du1dJSUkKCAhQTEyMrrzySt10000qX758gcf49ddftXjxYu3evVuZmZkqW7asWrVqpb59+yo8PNxLrwSAP6pUqZKWLVumxYsXa/bs2dq+fbtsNpvq16+vYcOGqWvXrgoIKN4f11WrVtXy5cu1cOFCzZkzR7t375bNZlPjxo01cOBAdenSRQ6Hw+qYAAAAAOCXbC6Xy2V1CDMlJCRoxIgROv9lhoaGKisrSzk5OZKkoKAgPfTQQ2rXrt0ljzF16lQtWrRIkmS32xUcHKz09HRJUmRkpMaPH68qVapcdtbExMTLPkZRORwORUVFKTk5WU6n07IcJVFUVJQcDoecTqeSk5OtjlOi0PfWoe+tQ99bh763Dn1vHfreOvS9deh769D31vG3vk9KSrI6QoHq1q3r9j7F+5QSA3JzcyVJzZs3V+fOnXXllVcqPDxcTqdTf//9t9577z3t3btXb7zxhipXrnzRfaqWLFmiRYsWyWazadCgQbr55psVHBys+Ph4vfHGG9q3b59eeOEFTZo0SYGBgRa8QgAAAAAAACB/fn8PwNKlS+vNN9/Us88+q/bt2+ddrutwONSoUSM999xzioiIUE5Ojr7++usL9s3OztbcuXMlSd27d1e/fv0UHBwsSapRo4bGjBmj4OBgHTlyRMuWLfPuCwMAAAAAAAAM8PsBYFhYmGrWrJnv9qioKLVo0UKStHv37gu2bdq0ScnJybLZbOrVq9dF+8bGxqp9+/aSpBUrVnguNIAS6ZdfflGTJk1UqVIlVapUSVdeeaXWr19vdSwAl+nrr79WgwYNFBoaqpCQEMXFxWnnzp1WxwIAAEAJ4veXABtx7qzA/71HwKZNmyRJVapUUUxMzCX3bdasmZYtW6bt27crIyNDISEh5oYF4HdOnjyppk2bKi0t7YLHDx06pBtvvFFlypTR1q1b+XwBipn4+Hi1bdtW2dnZFzy+Y8cOtWnTRuXLl9eGDRuK/SI/AAAA8H1+fwagEZs3b5YkVatW7YLHDxw4cMnHz3dum8vl0sGDB01KCMBfZWRkqH79+hcN/853+vRp1axZM2/hIgC+7+jRo7r66qsvGv79b029evW8mAoAAAAlVYkfAP7222/atWuXJOm66667YNu5VV+io6Pz3f/8bf6w0g0A7+rWrZuhFcqys7N18803eyERAE/o1KmTXC5XoXUpKSl65JFHvJAIAAAAJVmJHgAmJCRo8uTJkqSrr746716A52RkZEhS3sIfl3L+toLO4AGAS9m6davh2nXr1pmYBICnnDlzRomJiYbrP/74YxPTAAAAACV4AHjmzBmNGzdOp06dUvny5fXAAw9YHQlACbNgwQK36l0ulzZs2GBSGgCe8vzzz7tVz+X9AAAAMFuJvOt0enq6nnvuOe3du1fR0dF6/vnnVaZMmYvqzt1wPzMzM99jnb8tNDS0wOedM2eO5s6dm+/2Pn36aNiwYYXFN4XNZpMkRUREGLpkCZ5jt9vz/h0VFWVxmpLF6r7fsWOH2/vs3LlTnTt3NiGNd9H31rG670uCQ4cOub2PzWZTZGSk58NAEn1vJT7vrUPfW4e+tw59bx1/6/tzt4TzJyVuAJiZmannn39e27dvV0REhMaNG6fy5ctfsjY6Olp79uwp8At//rbCmjw1NVXHjx/Pd3taWpocDkchr8Bc575p4X02m83yr39JZVXfN2rUyO19mjRp4ld9Qt9bh89781SpUsXtfa644goTkuB/0ffW4fPeOvS9deh769D31qHvfVeJGgBmZmZq3Lhx2rJli0qXLq3nn3++wB/Sq1SpovXr12v//v351pzbZrPZVLly5QKfPywsTLGxsfluDw0NNbQYgBlsNpvsdrtyc3P5S4mX2e122Ww2uVwu5ebmWh2nRLG673v37q1Bgwa5tU/r1q0t+5zwJPremK+//lrjx4/XgQMHZLfbVa9ePb344ou6+uqri3xMq/v+f3355ZeaMGGCDh06JLvdrgYNGujFF19Uq1atrI5WZOPHj9cHH3xguN7hcPjF97Uv80Tfz5w5U2+++aaOHTsmh8OhJk2a6LXXXlNcXJzbx3r22Wc1efJkpaamymazqWrVqnr//ffVtm3bImXzZf76ee9yufTrr79qzpw52r9/v0JCQtS2bVsNGzaswAUEvcnXPu9LEn/t++KAvrcOfe/7bK4S8l2RnZ2tF154QRs2bFBoaKief/551a1bt8B9fv/9dz333HOy2Wz64IMPVLZs2YtqJk2apKVLl6p+/fp65ZVXLiujOzcM9zSHw6GoqCglJyfzS4iXRUVF5f3yx0rS3uULfX/VVVcpPj7eUG1cXJxWrlxpciLvoO8LdvjwYXXt2lXHjh275Pa4uDgtXry40FtPXIov9L0kHThwQF27ds33/32NGzfWokWL8m7HUdzUrl1bp06dMlR788036/333zc5Ucl2OX2/detW3XTTTUpJSbnk9tatW+urr74ydLbJqlWr1K9fv3wzVKlSRevWrfOrMyf88fP+0KFDGjFihNavX3/RtpCQED3xxBO677778i5FtIqvfN6XRP7Y98UFfW8df+t7X78EuLB51qWUiPNic3Jy9NJLL2nDhg0KCQnRM888Y+jNatKkiaKiouRyuTR//vyLtickJGjVqlWSpI4dO3o6NoASYOnSpYZ+QbDb7VqyZIkXEsFqJ0+eVNu2bfMd/klnBxLt2rUrtn9dPXHihNq1a1fgH77++usvtW/fvti+xmnTphmuZfjnu/bt26cuXbrkO/yTpF9//VVdu3Yt9FgbN25U7969C/yF9MCBA2rSpEmRssI7jh8/rn/961+XHP5JUkZGhp577jm9/vrrXk4GAEDB/H4A6HQ69dprr2ndunUKCgrS008/bfhSjcDAQA0cOFDS2dU6P//887xFP+Lj4zVu3DhlZGSoQoUK6tKli2mvAYD/ioyM1Pr16xUYGJhvTVBQkP78889ieyYU3HPPPffozJkzhdYdOHBAL7/8shcSed7dd9+ttLS0Quvi4+M1ceJE8wOZ4JFHHjFc+8QTT5iYBJfjjjvuUFZWVqF1f/75pz799NMCawYMGGDoOY8fP6433njDUC28b/z48QXeHuicV155Rbt27fJCIgAAjPH7S4A3b96sp556StLZgV5YWFiB9bNmzbrosalTp2rRokWSzp5SHBwcnPeLS2RkpMaPH1+kG37/Ly4BLpn87VTp4sTX+n769OkaN26cUlNTJUllypTRhAkT1K9fP4uTeR59f2lZWVmqVq2acnJyDNVHR0dr+/btbj2H1X2fkZGhatWqGT6zLyYmRlu3bjU5lWclJSWpXr16huuDg4N18OBBExOhKH1/4sQJ1a9f3/Bz1KhRQ2vXrr3ktn379qlly5aGj1WmTBnt2bPHcL0v86fP++TkZDVp0kQZGRmG6u+++26NHz/e5FT5s/rzviTzp74vbuh76/hb3/vjJcB+vwjI+fPN7OxsnTx50u1jjBw5Uk2bNtWiRYu0Z8+evLP+rrrqKvXp00cREREeTAygpLr99tt1++23Wx0DFvrhhx8MD/+ksz+YnDlzRqVLlzYxlWctXrzYrct6ExISlJOTo4CA4vMjy5QpU9yqP3d1AXzLxx9/7Fb93r17893m7hl9p0+fdqse3rF69WrDwz9JWr58uaUDQAAAzld8fpouosaNG+ubb7657OO0bt1arVu39kAiAAAuLSEhwe19kpOTi9UA8Pjx427vc+rUKV1xxRUmpDFHUV5jcRvklgTuXplR0EU1Vl7lAc8p6F6QnqgHAMBMfn8PQAAAiouqVau6vU9MTIwJScxTrVo1t/eJiooyIYl5qlev7vY+DP98T+XKld2qL2gVYE/cKgbWK1u2rFv1xekPFwAA/8cAEAAAH3HttdcqODjYcH2lSpWK3eIwXbt2LXDRm/9VrVq1Agcrvui+++5zq75MmTImJcmf0+nUkiVLNGzYMHXs2FHXXXedHn/8cW3evNnrWc6Xk5OjxYsXa+jQoerQoYOuv/56jR492pL7QA4cONCt3mvYsGG+20aPHu3Wcxe3wX5J0a5dO7du/XPTTTeZmMZ8mZmZ+uKLL9S/f3+1b99eXbt21dixY4t0f8qEhAT17t1bFStWVGxsrMqVK6e4uDh98sknJiQHAFxK8fqJGgAAP2a323XLLbcYrr///vvNC2MSu92uHj16GK53ZzVdXxEUFOTW4hEPPfSQeWEuYd++ferUqZMGDx6sRYsWacuWLdq0aZNmzJihTp066d5777XkvoTx8fHq2LGjhg4dqsWLF2vr1q36888/NX36dHXo0EGjRo3yaq7Q0FC1bdvWcP2YMWPy3RYdHe3WWYBPP/204Vp4T2hoqAYPHmyoNigoSEOGDDE5kXn++usvXXPNNRo5cqR++OEH/f3339qwYYPeeecdXX311Ro7dqzh+7m++eabiouL06pVq5SdnS2Xy6Xc3FwlJCTo/vvvV1xcnKHVtgEAl4cBIAAAPmTixImqWLFioXWtWrXSnXfe6YVEnvfCCy/I4XAUWhcVFaX+/ft7IZHnzZw501BdaGioRo0aZXKafyQkJOjWW2/V33//nW/NvHnzNHLkyALvaedpx44d06233lrgqtaffvqpRo0a5dVcM2bMUHh4eKF1N910kzp16lRgzeLFiw31fZMmTTRw4EDDGeFdjz/+uJo1a1Zo3euvv64KFSp4IZHn7d69W7169SpwdfJ33nlHzzzzTKHHmjFjhiZMmFBgTUJCgq688kp3YwIA3MQAEAAAHxIQEKA1a9bk+wumzWZT9+7dtWDBAi8n85x3331XTqez0Lrk5GQtXLjQC4k8b/r06Ybq0tLStGzZMpPT/OONN97QgQMHCq1bsGCBli9f7oVEZ73++us6dOhQoXVfffWVVq5c6YVEZ4WHh2v9+vWqXbv2Jbfb7XYNHTpUH374YaHHKleunNavX1/gQLF9+/Zefd/hvrCwMH3xxRfq27fvJQe6lSpV0vTp0zVgwAAL0nnGc889p5MnTxZa9+677xb4xwRJ+s9//mPoORMSEvTBBx8YqgUAFI3N5c0/o6JAVq4Q53A4FBUVpeTkZEO/lMFzoqKi5HA45HQ6lZycbHWcEoW+tw59b8yBAwc0btw47dq1S3a7XVdeeaX+85//XNaiGFb3fWZmppo2baoTJ04Yqr/22mv15ZdfmpzKs9LT09W4cWOdOnXKUH3nzp316aefmpxKSk1NVePGjXX69GlD9d26ddOcOXNMTiWdPn1ajRs3VmpqqqH6Hj16aMaMGW49hyf6fuvWrXrppZe0f/9+BQYGqk2bNnriiScUGhrq9rF+/vlnPfnkkzp+/LgcDodatGihSZMmuXV/ueLCnz/vjxw5oi+//FKHDh1SSEiIrrrqKnXp0sXQmZ7eUJS+P3TokJo3b2748t7bb79dr7zyyiW3ffvtt7rjjjsM542KitKOHTsM1/syf+57X2f1zzklmb/1fVJSktURClS3bl239wkwIQcAAPCAKlWq6L333rM6hkdt27bN8PBPklavXq3c3NxitRDIX3/9ZXj4J50dBrlcLtlsNhNTSX/++afh4Z8k/fTTTyam+cfGjRsND/8k7+X6X3FxcZo1a5ZHjtWuXTvLXgc8p0KFCm4v+uPrfv31V8PDP+ns51d+3D2jz8hZhwCAois+P00DAIBiz51BjyTl5uYqIyPDpDTmSE9Pd6s+KyvLK2cpuJsrPT3dK/fbS0tLM7UegHGe/H509/OeC9MAwFwMAAEAgNeUK1fOrfrw8HCVKlXKpDTmcPc1XnHFFQoIMP+iDHdzxcbGmn5WouR+LnfrARjnye/HypUru3Ws4nSmNwAUR3zKAgDgISdOnND999+v6tWrKzY2VrGxsapbt66eeeYZt8+qOHHihEaNGnXRsZ599tlid0bc+WrVquXWao+9e/f2yhDqfPHx8eratavKlSunmJgYxcTEqGLFirrzzjsNnUVXr149NWzY0PDz9e7d+3LiGtawYUPVq1fPcH2fPn1MTPOPJk2aqFatWobrvfV+nS8lJUXTpk1T586dVadOHcXFxWnIkCFavny5W5dLStKiRYtUuXLlvN4690/Lli115swZk16Bd+3bt09Dhw5VlSpVFBgYKIfDoSpVquitt95y+/3ypOTkZL3zzjvq2LGjateurYYNG+r222/XqlWrLD37LCkpSZMnT1aHDh3yct155515twfwpg4dOig6OtpwfUHfj4Wt/vu/4uLi3KoHzjl69Khee+01tWnTRjVq1FDlypV177336vfff7c6GuBTWATEh7AISMnkbzdLLU7oe+v4Y98vX75cgwcPVk5OziW3h4aGavHixYZ+wVm2bJmGDh1a4LGWLFmi+vXru53TF/r+888/1z333FNond1u18qVK4v0Ootq8uTJevbZZ/Pd7nA49N133xU6xJw7d64efPDBQp/P4XBo9erVbg3ALsfs2bP1yCOPFFoXEBCgX3/9VdWrVzc/lM6umjx69OhC64KCgvTbb7+pSpUqbh3/cvr+999/15AhQ5SQkHDJ7Z06ddKHH36o0qVLF3qsG264odBfSD/99FN17tzZrYy+5IMPPtCTTz6Z7+AqJiZGK1euVExMjFdz/fLLLxo2bFi+95nr3r27pkyZUqRFXS7Hzz//rOHDh+d739CePXtqypQpCgkJcfvYRe37F198UW+88UahdREREfr9998LXLymSZMmOnLkiKHn/emnn7z6eW8mf/w5x1ctWLBA9957b75/oBsyZIheeeUVr5xpX9L5W9/74yIgnAEIAMBl2rp1qwYOHJjvwE46e5+kbt26FfoD0ZYtWwocJJ47VteuXYvtDdN79+6t4cOHF1r32muvefWXwYULFxY4/JMkp9Opbt26FbrIh5FhkHT2Hodly5Y1GvGy1ahRw1BdQECAypcvb3KafwwbNqzQM/vsdrvefvttt4d/l2P37t3q169fvsM/Sfrxxx91++23F3pmm9GzUfr3719szwRcvHix/u///q/As9YSEhLUoUMHr54JuGXLFt12220FfmYuWrRI9957r1fPuNu0aZMGDhxY4OfJggULdN9993k116OPPqqOHTsWWBMcHKwPPvig0JWrJ06caOg5a9as6TfDP3jPTz/9pBEjRhR4dv7s2bP19NNPezEV4LsYAAIAcJkefPBBQ7/MZmRk6Mknn/TIsdLT0/XUU08ZzuhLbDabXnnlFT3//POKjY29aHu9evU0a9YsDRkyxKu5jJyxJ50d2t1xxx0F1jz88MOGjuVyuXTXXXcZqvUEI2f/SWd71d3L9y6H3W7X5MmT9eSTT+qKK664aHujRo30ySefqFevXl7LJEkvv/yyUlJSCq1bsWKFvv/++wJr5s2bZ/h527dvb7jWlzz++OOG6hISEvTOO++YnOYfEyZMMHQbhoULF+qXX37xQqKzXnjhBUO3Ffjmm2+0du1aLyQ6KygoSHPmzNGoUaNUpkyZi7a3atVKX3/9tTp06FDosd5++21Dz7lnzx5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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_hline(yintercept = 25) # add a vertical line...\n", - " + facet_grid('drv ~ .') # ... to a facet plot\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/examples/geom_hline.out.ipynb b/examples/geom_hline.out.ipynb deleted file mode 100644 index 8d960baf0..000000000 --- a/examples/geom_hline.out.ipynb +++ /dev/null @@ -1,294 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Horizontal line" - ], - "id": "b29acaf5-8ee3-4b0e-8878-abdab605e435" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:11.527172Z", - "iopub.status.busy": "2024-01-09T15:11:11.526883Z", - "iopub.status.idle": "2024-01-09T15:11:12.226301Z", - "shell.execute_reply": "2024-01-09T15:11:12.225489Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " geom_hline,\n", - " facet_grid,\n", - " labs\n", - ")\n", - "from plotnine.data import mpg\n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Horizontal line\n", - "\n", - "`geom_hline()` draws a vertical line, and is useful as a guide." - ], - "id": "0881a1c0-34bf-4e12-b5e0-e0d7ba3bde4d" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:12.229776Z", - "iopub.status.busy": "2024-01-09T15:11:12.229498Z", - "iopub.status.idle": "2024-01-09T15:11:12.245153Z", - "shell.execute_reply": "2024-01-09T15:11:12.244333Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "mpg.head()" - ], - "id": "cell-2" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "It’s useful to use `geom_hline()` with some data, so we start with a\n", - "basic scatter plot:" - ], - "id": "60226c01-d8e4-4b3e-a51d-8799ae6d53a0" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:12.290608Z", - "iopub.status.busy": "2024-01-09T15:11:12.290329Z", - "iopub.status.idle": "2024-01-09T15:11:13.560975Z", - "shell.execute_reply": "2024-01-09T15:11:13.560230Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-4" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Now add a horizontal line to the scatter plot:" - ], - "id": "eb21819e-a913-4860-977d-dab61eeaa617" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:13.565270Z", - "iopub.status.busy": "2024-01-09T15:11:13.564867Z", - "iopub.status.idle": "2024-01-09T15:11:13.924310Z", - "shell.execute_reply": "2024-01-09T15:11:13.923622Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_hline(yintercept = 25) # add one horizonal line\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-6" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can add many horizontal lines:" - ], - "id": "2b117218-b0a9-4241-8721-b10138fc09d0" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:13.928728Z", - "iopub.status.busy": "2024-01-09T15:11:13.928098Z", - "iopub.status.idle": "2024-01-09T15:11:14.223139Z", - "shell.execute_reply": "2024-01-09T15:11:14.222632Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_hline(yintercept = [25,35,45]) # add many horizontal lines using a list\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-8" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can change the look of the line:" - ], - "id": "ebc0c50e-0d1d-4249-9d38-eef742b61835" - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:14.226095Z", - "iopub.status.busy": "2024-01-09T15:11:14.225858Z", - "iopub.status.idle": "2024-01-09T15:11:14.560946Z", - "shell.execute_reply": "2024-01-09T15:11:14.560220Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_hline(yintercept = 25,\n", - " color='yellow', # set line colour\n", - " size=2, # set line thickness\n", - " linetype=\"dashed\" # set line type\n", - " )\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-10" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "And you can add horizontal lines to a facet plot:" - ], - "id": "e4f24707-3eff-4a29-9b8d-1fdfab6e9860" - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:14.564231Z", - "iopub.status.busy": "2024-01-09T15:11:14.563976Z", - "iopub.status.idle": "2024-01-09T15:11:15.083874Z", - "shell.execute_reply": "2024-01-09T15:11:15.083176Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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fW4e+t46/9X1SUpLVEQrEJcDA/zdixAhDZ/QFBAS4fUYRiqcHHnjAcO2DDz5o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\nxx91++23F3pmm9GzUfr3719szwRcvHi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KmXze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\n77x/F8vJy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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_hline(yintercept = 25) # add a vertical line...\n", - " + facet_grid('drv ~ .') # ... to a facet plot\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-12" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - } -} \ No newline at end of file diff --git a/examples/geom_hline_files/figure-html/cell-4-output-1.png b/examples/geom_hline_files/figure-html/cell-4-output-1.png deleted file mode 100644 index 598252e20..000000000 Binary files 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b/examples/geom_hline_files/figure-html/cell-8-output-1.png deleted file mode 100644 index 2dae933d0..000000000 Binary files a/examples/geom_hline_files/figure-html/cell-8-output-1.png and /dev/null differ diff --git a/examples/geom_line-preview.html b/examples/geom_line-preview.html deleted file mode 100644 index e472e1ffb..000000000 --- a/examples/geom_line-preview.html +++ /dev/null @@ -1,852 +0,0 @@ - - - - - - - - - plotnine 0.0.post1+g7159748 - Line plots - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
- - Back to Article -
Line plots
- - Download Notebook -
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Line plots

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In [1]:
-
import pandas as pd
-import numpy as np
-
-from plotnine import (
-    ggplot,
-    aes,
-    geom_line,
-    labs,
-    arrow
-)
-from plotnine.data import economics
-
-
-
-

Line plots

-

geom_line() connects the dots, and is useful for time series data.

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In [2]:
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economics.head()
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datepcepoppsavertuempmedunemploy
01967-07-01507.419871212.54.52944
11967-08-01510.519891112.54.72945
21967-09-01516.319911311.74.62958
31967-10-01512.919931112.54.93143
41967-11-01518.119949812.54.73066
- -
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-
In [3]:
-
(
-    ggplot(economics, aes(x='date', y='uempmed')) 
-    + geom_line() # line plot
-    + labs(x='date', y='median duration of unemployment')
-)
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You can put arrows at the end of a line:

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-
In [4]:
-
(
-    ggplot(economics, aes(x='date', y='pop')) 
-    + geom_line(arrow=arrow()) # add an arrow to the end of the line
-    + labs(x='date', y='total population (,000)')
-)
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The arrow can be modified for a different look:

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-
In [5]:
-
(
-    ggplot(economics, aes(x='date', y='pop')) 
-    + geom_line(arrow=arrow(angle=35,      # defines the shape of the arrow head
-                              ends="both",   # input what end to put the arrow on
-                              type="closed", # defines arrow head type
-                             )) 
-    + labs(x='date', y='total population (,000)')
-)
-
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-

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You can change the look of the line:

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In [6]:
-
(
-    ggplot(economics, aes(x='date', y='uempmed')) 
-    + geom_line(color='pink',        # set line colour
-                  size=7,            # set line thickness
-                  linetype='dashed'  # set line type
-               )
-    + labs(x='date', y='median duration of unemployment')
-)
-
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-

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- - \ No newline at end of file diff --git a/examples/geom_line.ipynb b/examples/geom_line.ipynb deleted file mode 100644 index 8ee3007fb..000000000 --- a/examples/geom_line.ipynb +++ /dev/null @@ -1,340 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:19.296909Z", - "iopub.status.busy": "2024-01-09T15:11:19.296529Z", - "iopub.status.idle": "2024-01-09T15:11:19.997609Z", - "shell.execute_reply": "2024-01-09T15:11:19.996849Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_line,\n", - " labs,\n", - " arrow\n", - ")\n", - "from plotnine.data import economics\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Line plots\n", - "\n", - "`geom_line()` connects the dots, and is useful for time series data." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:20.001156Z", - "iopub.status.busy": "2024-01-09T15:11:20.000896Z", - "iopub.status.idle": "2024-01-09T15:11:20.013083Z", - "shell.execute_reply": "2024-01-09T15:11:20.012552Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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datepcepoppsavertuempmedunemploy
01967-07-01507.419871212.54.52944
11967-08-01510.519891112.54.72945
21967-09-01516.319911311.74.62958
31967-10-01512.919931112.54.93143
41967-11-01518.119949812.54.73066
\n", - "
" - ], - "text/plain": [ - " date pce pop psavert uempmed unemploy\n", - "0 1967-07-01 507.4 198712 12.5 4.5 2944\n", - "1 1967-08-01 510.5 198911 12.5 4.7 2945\n", - "2 1967-09-01 516.3 199113 11.7 4.6 2958\n", - "3 1967-10-01 512.9 199311 12.5 4.9 3143\n", - "4 1967-11-01 518.1 199498 12.5 4.7 3066" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "economics.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:20.052922Z", - "iopub.status.busy": "2024-01-09T15:11:20.052663Z", - "iopub.status.idle": "2024-01-09T15:11:21.295433Z", - "shell.execute_reply": "2024-01-09T15:11:21.294667Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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zR/fdd59M05Rpmk5eGgAAAAAAIKhAm4CwBmDofEO/tgLAoUOH+t02DEPHHXecfbukpESSlJ2dLakpAJQYAY4WxwLAjz/+WL/+9a9lGIZM09RRRx2lM844Q/369WObbQAAAAAA0CkCbQLCCHDoQg0As7KyVFRUpJ07d0qSevbsqaOOOkqpqamqr6+3z/PtAJQIAKPFsQDw0UcftY9nzZql3/zmN3K52GMEAAAAAAB0nuYjwBUVFXYoSAAYnG/o19YuwFLTTsBWANi7d2+5XC4dddRRfhuDdOvWTRIBYLQ5ltCtWLFChmHooosu0m9/+1vCPwAAAAAA0OmajwCXlpbaxwSAwYW6BqAkjRgxwj7u3bu3JKmoqMjvHDoAuwbHUrpDhw5Jki644AKnLgkAAAAAABCW5iPAZWVl9jEBYHC+X6NQOgAtVgDYv39/v3PoAOwaHAsAe/ToIenIbygAAAAAAEBnaz4C7Hs7WEcbQl8DUPLfCbhPnz6SCAC7KscCwLFjx0qStm7d6tQlAQAAAAAAwtJ8BNiXtSMtWhdOADhs2DA72LN2BWYEuGtyLACcNm2aTNPUyy+/7NQlAQAAAAAAwtJ8BNiX78gqAgtnDcDs7Gy99NJL+t///V+df/75kqR+/fr5nROoA9A0TSdLRggcCwB/9rOf6eKLL9batWt17733OnVZAAAAAACAkLXWAZiZmdliPBUthbMLsCRNmDBB11xzjZKTkyUF7wBsbGyU2+3Wjh07nCoZIXB0q9758+fr8ssv15w5c3TmmWdq0aJFOnjwoJMvAQAAAAAA0KrmawBaRowYIZfL0RgkLoUzAhxIYWGhUlJS7NvNOwAl6ayzztLxxx+vt956qwOVIhzJTl0oKSnJPjZNUx988IE++OCDkJ9vGEarb1IAAAAAAIBQtDYC7LthBVrXs2dPDR48WNu3b9fxxx8f9vOTkpJ01FFHafv27ZKOBIC+6y9a+0e89957OvfcczteNIJyLABsPr/NPDcAAAAAAOhsrY0Ajxw5spMriU1JSUl6//33VVFRocLCwnZdo3///i0CQN8OQMvmzZvbXSfC41gAOGnSJBmG4dTlAAAAAAAAwtZaB+CIESM6uZLYlZGR0a7xX4vvWovN1wD0tWXLlna/BsLjWAAYzrgvAAAAAABAJNABGH3WRiAul6vNDsD9+/ersrLSPgeRw+qXAAAAAAAgbrS2v0B7x1kRvssuu0zHHXec7rrrLqWmpkoKHABKdAF2Fsc6AAEAAAAAAKLNGgF2uVzyer32/Sxb1nn69eunt99+2+++1gLAzZs3a9y4cZ1RVkKjAxAAAAAAAMQNawTYWntOkpKT6X+KNjoAo4sAEAAAAAAAxA1rBDgvL8++76677opOMbBlZmb63U5KSpLETsCdxbEI/Ec/+lGHnm8Yht59912HqgEAAAAAAInIGgHOyMjQq6++qm+++UY33XRTlKtCSkqK3+2JEyfqww8/1NatW6NUUWJxdBfg9s7Tm6bJLD4AAAAAAOgwawQ4OTlZp59+uk4//fToFoSAjjvuOH344Yf67rvv5PF47I5ARIajI8CmaYb1w3oOAAAAAACAE6wRYNb969qGDBkiSaqrq9POnTujXE38cywA9Hq9QX80NjZq3759eu2113TqqafKNE1NnTpVdXV1dosuAAAAAABAexEAdl0XXnihJGn27NkaNmyYff+3334brZISRqduAuJyudSrVy9ddNFF+vDDD3XXXXfpxRdf1NSpUzuzDAAAAAAAEKcIALuuJ554Qh999JFuuOEGDR061F4ObtOmTVGuLP5FdRfgOXPmaNSoUfrnP/+pBQsWRLMUAAAAAAAQBwgAu66UlBSNHDlShmEoMzNTAwcOlEQA2BmiGgAahqErrrhCpmnqr3/9azRLAQAAAAAAccAKANlUousbMWKEJGnjxo1RriT+RTUAlKTBgwdLktasWRPdQgAAAAAAQMyzAsCUlJQoV4JgrABw8+bN9u8bIiPqAWBVVZUkqbS0NMqVAAAAAACAWGdtMsoIcNc3cuRISVJ9fb22b98e3WLiXNQDwCVLlkiSunfvHuVKAAAAAABArGtoaJBEABgLrA5AiTHgSIv6JiD/+te/ZBiGJkyYEM1SAAAAAABAHGATkNgxePBg+/eJjUAiy7F3w8yZM0M6r76+Xt9//73ef/997dq1y77/zjvvdKoUAAAAAACQoAgAY0dqaqoGDx6s4uJiOgAjzLF3w/Tp02UYRljPMU1ThmHoj3/8oyZOnOhUKQAAAAAAIEERAMaWESNGqLi4WMXFxdEuJa45OgJsmmbIP1JTU3X++efr/fff13333edkGQAAAAAAIEERAMYWayOQrVu3qq6uLsrVxC/H3g3vv/9+SOelpaUpPz/fb84bAAAAAADACQSAsWXAgAGSmnZvPnjwoI466qgoVxSfHHs3nHbaaU5dCgAAAAAAoF0IAGNLVlaWfVxdXR3FSuJbVHcBBgAAAAAAcBIBYGwhAOwcBIAAAAAAACBuEADGlszMTPvY7XZHsZL4RgAIAAAAAADiBgFgbKEDsHMQAAIAAAAAgLhBABhbfDsAq6qqolhJfCMABAAAAAAAcYMAMLb4dgASAEYOASAAAAAAAIgLpmkSAMYY3w5ARoAjhwAQAAAAAADEBY/HYx8TAMaGjIwMGYYhiQ7ASCIABAAAAAAAccHq/pMIAGOFYRh2FyAdgJFDAAgAAAAAAOICAWBsstYBpAMwchLi3eB2u7Vu3Tpt2bJFW7du1ZYtW3T48GFJ0uzZszVmzJhWn3v99dfrwIEDbV7/vPPO00033eRozQAAAAAAIDy+AWBKSkoUK0E46ACMvLADQJfLJZfLpddee00XXnihff9HH30kSRo9erQKCgqcq9ABK1eu1KOPPtqha2RmZio1NbXVxwAAAAAAQHT5BoBJSUlRrAThoAMw8trVAWiaZov7Tj/9dBmGoQULFvgFg11Ffn6+Bg8erCFDhqhv37566KGHwnr+DTfcoDPPPDNC1QEAAAAAgI5iBDg20QEYeWG/G6ydWbxer+PFRMrpp5/uF9653e4oVgMAAAAAACKBEeDYRAdg5IW9CUh2drYkaf/+/Y4XEym0/QIAAAAAEP8aGhrsY7KA2EEAGHlhB4BDhgyRJP3tb39TTU2N4wUBAAAAAAC0h8fjsY8ZAY4dVgDICHDkhP1uOO+887R69WqtWLFC/fr10/Dhw5Wenm4//rvf/U6PPPJI2IUYhqF333037Od1lgULFuhvf/ubKioqlJmZqYEDB2rChAmaPHlyq5uDAAAAAACAzsMagLGJDsDIC/vdcM899+ill17Stm3bVFZWppUrV9qPmaap9evXh12EaZr22oJd1c6dO5Wamqq0tDRVVFRo7dq1Wrt2rd566y3df//96tmzZ7RLBAAAAAAgofmOABMAxg42AYm8sN8NeXl5WrlypWbNmqU333xTu3btUn19vQzDkGmaAXcIjmXjx4/XMccco9GjRysnJ0eSVFpaquXLl+uVV17Rjh07NGPGDD388MMsMAoAAAAAQBT5jgDzf/TYQQdg5IW9BqAk9ejRQ48++qg2b96s2tpaeb1eu4vv9ddfl9frDfuH75u0K7nhhhs0YcIEO/yTpIKCAl122WW67777JDV1B3bl8WUAAAAAABKB7wgwm4DEDqsDsK6uzu/3EM6hH7YDxo8fr1GjRmnDhg1atWqVzjnnnDbPnz9/vl566aVWH//5z3+uq6++2ukyESHW2Hpubm7cdb4CXZXL5bJ/zs/Pj3I1QGLg8w6IDj7zgPbx3aMgPz8/rPcPn3nR47usWmpqqnJzc6NYTXxyLAC86qqrZBiGioqKnLpkTBg+fLg2bNigffv2BT23qqpKBw4caPXx6upqvkMRg6x/nAHoPIZh8Pcl0Mn4vAOig888IDy+wV16enq73j985nW+bt262ce1tbUqKCiIYjXxybEAcN68eU5dKm5lZWWpV69erT6emZnZZUeh0ZJhGHK5XPYIPIDIc7lc9pqzXq832uUACYHPOyA6+MwD2qe2ttY+NgwjrP9j85kXPdYIsCQdPnxYhYWFUaym62tPsM0IcAcVFxdLUkh/OKdOnaqpU6e2+vjBgwdVVlbmWG2IrKSkJOXn5+vw4cMEt0Anyc/PV1JSkrxeL39fAp2EzzsgOvjMA9qnvLzcPq6urg7r/cNnXvT4fqNj7969fiPBaKlHjx5hPydifa2LFi3Stddeq5EjRyovL0/JycnKy8vTqFGjdO2112rx4sWRemnHBEv8V61apQ0bNkiSTjzxxM4oCQAAAAAAtIJdgGOTtQuwxE7AkeJ4B+C6det0xRVXaN26dfZ9VpBWUVGhyspKFRcX64UXXtCYMWP04osv6phjjnG6jBYqKirs4+rqavu4qqrK77HMzEwlJzd9WZ566ikZhqEJEyZo6NChSktLkySVlZXpnXfe0SuvvCJJKioq0plnnhnxXwMAAAAAAGhdQ0ODfcz6mbHDdwSYADAyHA0Av/rqK51xxhmqqqry657Lzc1Vdna23G63Dh8+bN+/du1anXzyyfrggw907LHHOllKC62N3v7xj3/0uz179myNGTNGklRTU6P33ntPixcvlmEY9h9I3z+MgwYN0m9/+1u+swAAAAAAQJQ1Njbax/w/PXb4dgD6Nm3BOY4FgLW1tZoyZYrcbrckacyYMfr1r3+ts88+2292u6SkRG+//bbmzJmjtWvXyu12a8qUKSouLrY77LqKc845R7m5uSouLtaBAwdUWVkpr9ergoICDR48WKeccoomTZpkdwwCAAAAAIDo8R0B5v/qsYMOwMhz7N3w9NNPa9euXTIMQ9ddd52eeOKJgO22PXv21JVXXqnLL79cN998s/28p59+WrfeeqtT5bTwxhtvhP2cESNGaMSIERGoBgAAAAAAOI0R4NhEB2DkObYJyMKFCyVJxxxzjJ588smgb7SkpCTNnTtXo0ePliS9/vrrTpUCAAAAAAASECPAsYkOwMhzLABcv369DMPQlVdeKZcrtMsmJSXpqquukmmaWr9+vVOlAAAAAACABOQbADICHDtcLpcdAtIBGBmOBYClpaWSpIEDB4b1vAEDBvg9HwAAAAAAoD18A0BGgGNLoI1X4RzHAsBu3bpJkg4dOhTW86zzrecDAAAAAAC0h+8mIIwAxxZrHUA6ACPDsQBw0KBBko6sBRgq63zr+QAAAAAAAO3huwkII8CxxQoA6QCMDMcCwB//+McyTVPLli3T888/H9JzXnjhBS1dulSGYejss892qhQAAAAAAJCArBHgpKQkGYYR5WoQDkaAI8uxAPCWW26xf7OmTZumO+64Q7t27Qp47q5du3THHXdo2rRpkpp+k2+55RanSgEAAAAAAAnICgDp/os9jABHlmPviD59+uixxx7T9ddfL0l6/PHH9X//7//VsGHDNGzYMGVlZamqqkqbN29WcXGxTNOUaZoyDEOPPfaYevfu7VQpAAAAAAAgAfl2ACK20AEYWY5G4tddd51M09Sdd96p6upqmaap4uJiFRcX+51nmqakpt/cxx57TNdee62TZQAAAAAAgARkBYBsABJ76ACMLMdGgC3Tpk3Thg0b9Mtf/lIDBw60O/18fwwcOFD33HOPNmzYoOuuu87pEgAAAAAAQAJiBDh20QEYWRF5RxQVFWnOnDmaM2eOSkpKtHfvXlVWVqpbt27q06ePevbsGYmXBQAAAAAACYwR4NhFABhZEY/Ee/bsSeAHAAAAAAAijhHg2GUFgDU1NVGuJD45PgIMAAAAAAAQDYwAx66MjAxJTQGgtXcEnEMACAAAAAAA4gIBYOyyAkDTNFVbWxvlauIPASAAAAAAAIgLBICxyxoBlhgDjgQCQAAAAAAAEBcIAGMXAWBkEQACAAAAAIC4QAAYu6wRYIkAMBIIAAEAAAAAQFwgAIxdvgFgdXV1FCuJTwSAAAAAAAAgLlgBYFJSUpQrQbjoAIwsAkAAAAAAABAXGhoaJEkpKSlRrgThIgCMLAJAAAAAAAAQFzwejyRGgGMRm4BEFgEgAAAAAACIC1YHICPAsYcOwMgiAAQAAAAAAHHBCo58u8kQG9gEJLIIAAEAAAAAQFyoqqqSRAAYixgBjqyIDMWvWbNGb731ltatW6eysjLV1tYGfY5hGHr33XcjUQ4AAAAAAEgAVudYVlZWlCtBuNLT0+1jAkDnORoA7t27V9dee62WL18e1vNM05RhGE6WAgAAAAAAEozVAZidnR3lShAuwzCUmZmp6upqRoAjwLEA0O1264wzztDmzZtlmqZTlwUAAAAAAAiJFRwxAhybMjIyVF1dTQdgBDi2BuDDDz+sb7/9VpLUr18/zZ07V1u2bFFtba28Xm/QH9ZW3QAAAAAAAOFqaGhQfX29JEaAY5W1EQgBoPMc6wBcsGCBJKl3795atWqVCgsLnbo0AAAAAABAm3zHRukAjE1WAMgIsPMc6wDcunWrDMPQLbfcQvgHAAAAAAA6lbX+n0QHYKyiAzByHAsAvV6vJGn48OFOXRIAAAAAACAkvgEgHYCxiQAwchwLAAcMGCBJqqysdOqSAAAAAAAAIfEdG6UDMDYRAEaOYwHghRdeKNM09emnnzp1SQAAAAAAgJC43W77mA7A2GQFtwSAznMsALz99tuVn5+vF198UZs2bXLqsgAAAAAAAEHRARj76ACMHMcCwD59+ujll19WcnKyzjrrLH300UdOXRoAAAAAAKBNrAEY+9gFOHKSnbrQzJkzJUmTJ0/WwoULdcYZZ2js2LE6+eST1aNHD7lcwbPG+++/36lyAAAAAABAAqEDMPbRARg5jgWA06dPl2EYkiTDMGSaptasWaM1a9aEfA0CQAAAAAAA0B6+HYAEgLGJDsDIcSwAlCTTNNu83RYrPAQAAAAAAAiXFRoZhmEHSYgtdABGjmMB4Pvvv+/UpQAAAAAAAMJidQBmZmbSZBSjrLUbGxsb1dDQoJSUlChXFD8cCwBPO+00py4FAAAAAAAQFqsDkA1AYpdv52ZNTQ0BoIMc2wUYAAAAAAAgWqwOQNb/i12+ASDrADqLABAAAAAAAMQ8KzAiAIxdvt2brAPoLEc3AWmuvr5eq1ev1t69e1VZWalu3bqpb9++GjduHG2cAAAAAADAMb5rACI2NR8BhnMiEgB+8cUXevDBB/Xmm2+qvr6+xeOpqan6yU9+onvvvVcnnHBCJEoAAAAAAAAJhBHg2EcAGDmOjwD//ve/1ymnnKLXX39ddXV1Mk2zxY+6ujq99tprmjBhgmbMmOF0CQAAAAAAIMEwAhz7GAGOHEc7AGfPnq1Zs2bJMAyZpqlu3bpp4sSJGjZsmLKzs+V2u/Xtt9/qk08+UWVlpTwej2bOnKmUlBT953/+p5OlAAAAAACABMIIcOxjE5DIcSwA3Lx5s2bMmCHDMJSamqoZM2botttuC/jGq6mp0V/+8hf9/ve/V21trWbMmKFLL71UQ4YMcaocAAAAAACQQOgAjH2+AeA//vEPzZ07V9OnT9cPf/hDSZLH49E999yjxsZGPfroo0pKSopWqTHHsRHgJ554Qo2NjTIMQ6+//rruvffeVlP3jIwM/frXv9aCBQtkGIYaGxv1xBNPOFUKAAAAAABIMKwBGPt8A8CFCxfqk08+0f/8z//Y9/3973/Xiy++qFdeeUUffPBBFCqMXY4FgO+8844Mw9DFF1+ss88+O6TnnH322brkkktkmqaWL1/uVCkAAAAAACDBWB2AjADHrkC/d5999pkaGxslScuWLbPvLy8v76yy4oJjAeCuXbskKeTwz/LjH//Y7/kAAAAAAADh8Hg8qq2tlUQHYCzz7QC0uN1urV27VpK0ceNG+/7mawRWVFREtrgY51gAaO3Okp2dHdbzrPPZ3QUAAAAAALSHbxhEB2DsSkpKUlpaWov7P/74Y7ndbm3fvt2+r7S01D7+xz/+oSFDhujee+/tjDJjkmMBYI8ePSRJmzZtCut5xcXFfs8HAAAAAAAIh7X+n0QHYKwL1AX4ySefaOXKlX73+Y4Av/POOzJNUwsWLJBpmpEuMSY5FgAee+yxMk1T8+bNs9tug6mpqdFzzz0nwzB07LHHOlUKAAAAAABIIL4BIB2AsS1QAPjFF1+02PTDtwPw8OHDkppCwf3790e0vljlWAA4ZcoUSdKOHTt06aWXyu12t3m+2+3WZZddZrdvXnzxxU6VAgAAAAAAEggdgPHDNwAsKCiQ1DTiPX/+fL/zysrK7GMrAJTCn0xNFI4FgFdeeaVGjRolSVqyZIlGjBih2bNn64svvlB5ebkaGhpUXl6uVatWafbs2RoxYoSWLFkiwzA0atQoTZ061alSAAAAAABAAmENwPhhGIZ9fPnll8vlaoqumjeaBeoAlAgAW5Ps1IVcLpcWLlyoU045RQcOHNDevXt1//336/7772/1OaZpqrCwUAsXLrR/QwEAAAAAAMJBB2D82LNnj3184oknqqGhQU8//bQ8Ho/69eunPn36aNWqVX5rAPoGgL47BeMIR1O3wYMHa/Xq1Tr33HNlmmbQH+eff76+/vprDRo0yMkyAAAAAABAAmENwPhRU1NjHw8bNkx/+MMftG/fPpWUlGj16tUaO3aspCMdgKZp+gWA1maz8OdYB6ClT58+WrJkidatW6fXXntNK1eu1N69e1VZWalu3bqpT58+Gj9+vC6++GIdc8wxTr88AAAAAABIML4jwHQAxo+BAwe2uM9aF7CsrEymaaq2tlb19fX245s2bZLX62XStBnHA0DL6NGjNXr06EhdHgAAAAAAQBIjwPHkhBNO0KpVqyRJSUlJLR7Pz8+XJDU2Nsrtdvv93ktNfxZ2796toqKiyBcbQ4hDAQAAAABATGMTkPjx+OOP67rrrtPSpUsDPm51AEpNXYC+478WNgJpiQAQAAAAAADENKsLLDMzk9HPGHf00UfrwQcf1LHHHhvw8by8PPu4rKzMbzMQCwFgSxEbAQYAAAAAAOgMVgcg3X/xz7cDsLS0VA0NDfZtl8slr9fLTsABhB0AXnfddZIkwzD0zDPPtLi/vZpfDwAAAAAAIBSVlZWSpOzs7ChXgkiz1gCUpPLycjU2Ntq3hw0bpk2bNmnPnj3RKK1LCzsAnDdvngzDkCS/wM73/vYiAAQAAAAAAOGy1oHLzc2NciWItOYdgKZp2rePOuoobdq0SW63OxqldWntGgE2TTNg2Of7RQ9XR8NDAAAAAACQmAgAE0dWVpZSUlLU0NCgsrIyO09KTk5Wr169JIkAMICwA8Bt27aFdT8AAAAAAEAkWQFgTk5OlCtBpBmGoby8PJWUlKi0tFTJyU3RVl5enrp16yaJADCQsAPAAQMGhHU/AAAAAABAJFkBoO8OsYhfBQUFKikpUXl5uVJSUiQ1hb/WGpAEgC2xCzAAAAAAAIhpjAAnFmsjkNLSUqWnp0tq+r23AsDq6mp5PB4lJSVFrcauxrEA8KOPPpIkjR492m9BxmDKy8u1du1aSdKkSZOcKgcAAAAAACQA0zQJABOMlTuVlZUpMzNTkn8AKElVVVWMhPtwLAA8/fTTZRiGFixYoAsvvDDk561cuVLnnnuuXC6X39bNAAAAAAAAwbjdbnm9XkkEgInCGvUuLS1VfX29pJYBoNvtJgD00WVGgDuygzAAAAAAAEhMVvefRACYKKwOwPLycr/w19oERGIdwOaiHgBawZ+1bTMAAAAAAECoysvL7WMCwMRgrQF4+PBhe5o0UAcgjnBFuwDrjWrNbAMAAAAAAISKDsDEYwWApmnaQR8BYNuiHgC+9tprkqSioqIoVwIAAAAAAGJNRUWFfWytDYf41rdv3xb35eXlEQC2oV0jwAsXLtTChQsDPvbYY4/p9ddfb/P5pmmqqqpKa9as0datW2UYBjsAAwAAAACAsPmOALPpQ2I4/vjj5XK57PX/pKbfe98AsLKyMhqldVntCgDXrFmjefPmtVi3zzRNvf/++2FdyzRNZWVl6e67725PKQAAAAAAIIExApx4cnNzNXr0aK1du9bvPjoAW9ehEWDTNO0fge4L9iMnJ0dTpkzRZ599piFDhnT4FwMAAAAAABKLFQCmp6crPT09ytWgs5xyyil+t/Py8pSZmWk3qxEA+mtXB+Bdd92la665xr5tmqYGDRokwzD05JNP6qyzzmrz+S6XS9nZ2faijQAAAAAAAO1hBYCM/yaWCRMmaO7cufbt3NxcuVwuZWVlye12EwA2064AMDc3N2BbrWma6tWrlwYMGNDhwgAAAAAAAIKxAkDGfxPLSSed5Hfb+v3Pzs4mAAygXQFgINu2bZMk9erVy6lLAgAAAAAAtMkKANkBOLE0//22OkCtdQDZBMRfh9YA9DVgwAANGDBAGRkZTl0SAAAAAACgTYwAJ64TTjjBPk5NTZV0JACkA9CfYwEgAAAAAABAZ6MDMHE9++yzuuCCC/T444/b91kBYFVVVbTK6pIcGwEOpKysTLt371ZFRYU8Hk/Q8ydNmhTJcgAAAAAAQJyhAzBx9e7dW88++6zffd26dZNEB2BzjgeAbrdbjz32mJ5//nlt2bIl5OcZhqHGxkany4kphmHI5aIpM1YkJSX5/Qygc/HeAzoHn3dA9PH+A9pWUVEhScrPz+/Q+4XPvPjgGwDye3mEowHgli1bdN5552nr1q0yTdPJSyeEjIwMZWZmRrsMhInvMgGdLykpSfn5+dEuA0gofN4B0cFnHtC2hoYGu9OrT58+jrxf+MyLbd27d5ckVVdX8/enD8cCwIaGBl144YV219/EiRM1ceJEPfDAAzIMQ5deeqn69++vbdu26YMPPtChQ4dkGIYuvvhiHXPMMU6VEdNqampUV1cX7TIQoqSkJOXk5IQ84g6g43JycpSUlCSPx2N/pxdAZPF5B0QHn3lAaA4dOmQfp6SkqKysrN3X4jMvPqSkpEhqGg3vyJ+Hrqw9waZjAeD8+fO1adMmGYahP/7xj7rvvvskSQ888IAk6T/+4z904YUXSpLq6ur0yCOP6P7779fSpUv1f/7P/9HkyZOdKiVmmabJXzIxyOPx8PsGRAHvO6Bz8XkHRA/vPaB1vgFgTk6OI+8XPvNimzVZ6Xa71djYKMMwolxR1+DYgnOvv/66JOkHP/iBHf61Ji0tTffdd5/mzZunyspKXXHFFdq3b59TpQAAAAAAgATg2yGbm5sbxUrQVVhrAHo8HtXW1ka5mq7DsQDw66+/lmEYmjJlSsDHvV5vi/v+4z/+Qz/60Y908OBBPfnkk06VAgAAAAAAEoC1A7BEAIgm2dnZ9jE7AR/hWABotd0OGTLE/wX+3662raWuF110kUzT1BtvvOFUKQAAAAAAIAGUl5fbxwSAkAgAW+NYAGjt+puWluZ3v9V6uX///oDPKywslCTt3LnTqVIAAEhor7zyih566CHWrgEAAHGPEWA0RwAYmGObgPTo0UN79uxpsUNV3759VVFRoY0bNwZ83vfffy9JqqysdKoUAAASVklJie644w55vV6NGzdOZ5xxRrRLAgAAiBjfDkCrAQmJzTcAJGs6wrEOwJEjR0qStmzZ4nf/2LFjZZqmlixZosbGxhbP++c//ynpSCcgAABov4MHD9rr7u7duzfK1QAAAERWWVmZJCkvL0/JyY71OCGG0QEYmGMB4MknnyzTNLVy5Uq/+y+66CJJ0p49ezRt2jR7gU63260777xTn332mQzD0GmnneZUKQAAJCzfNXf5Bw8AAIh31n4EBQUFUa4EXYVvJ2hVVVUUK+laHAsAzz77bEnSJ5984rcLz5QpU+zuwPnz56tXr17q27ev8vLy9Je//EWSlJycrLvvvtupUgAASFg1NTX2MQEgAACId6WlpZIIAHEEHYCBORYATpgwQddcc40uuugiffPNN/b9SUlJeu2119S7d2+ZpqmGhgbt27dPXq9XpmkqOTlZTzzxhMaOHetUKQAAJCw6AAEAQCIhAERzvh2A1og4HNwERJKeffbZgPcPHz5cGzdu1J///GctX75c+/btU1ZWlk444QTddtttGj16tJNlAACQsAgAAQBAIiEARHPJycnq2bOnSkpKtG/fvmiX02V02gqZOTk5+u1vf6vf/va3nfWSAAAkHN8AkDVPAABAvLMCwO7du0e5EnQlhYWFBIDNODYCvHPnTu3cuVP79+936pIAACBMrAEIAAASRWNjo8rLyyXRAQh/ffr0kSQCQB+OBYADBw7U0UcfrRkzZjh1SQAAECbfDsDKysooVgIAABBZ5eXlMk1TkpSfnx/latCV9O7dW5JoUvPhWACYmpoqSTrxxBOduiQAAAgTawACAIBEYY3/SowAw58VAO7bt88OiROdYwGg9cVNT0936pIAACBMBIAAACBR+AaAjADDl5VR1dfX+/05SWSOBYDHHXecJGnTpk1OXRIAAISJNQABAECioAMQrbECQIl1AC2OBYBXXnmlTNPU3/72N9XX1zt1WQAAEAY6AAEAQKI4dOiQfcwagPDlGwDu3bs3ipV0HY4FgBdddJGmTJmibdu26fLLL1d1dbVTlwYAACHyDQCrqqpY8wQAAMQtqwPQMAzl5eVFtxh0KXQAtpTs1IV27typ//7v/1ZNTY1ee+01ffHFF7ruuut06qmnql+/fsrIyAh6jaKiIqfKAQAgIfmOAHu9XlVXVysrKyuKFQEAAERGWVmZJCkvL0/JyY7FG4gDPXr0UHJyshobG9kJ+P9x7B0ycOBAGYYhqSl93717t2bNmhXy8w3DUGNjo1PlAACQkHwDQKlpDJgAEAAAxCNrBJgNQNCcy+VSYWGhvv/+ezoA/x/HRoAlyTRN+0fz26H8AAAAHeM7AiyxDiAAAIhf1ggwASACscaAWQOwiWMdgFdffbVTlwIAAO1EAAgAABIFASDaYgWAdAA2cSwAfO6555y6FAAAaCcCQAAAkCgYAUZbCgsLJREAWhwdAQYAANEVaA1AAACAeGRtAtK9e/coV4KuqE+fPpKkkpIS9pwQASAAAHGFDkAAAJAIGhsbVV5eLokOQARmjQB7vV6VlJREuZroIwAEACCOEAACAIBEYHX/SQSACMwKACXGgCUH1wAEAADRRwAIAAASAQEggikqKtKkSZPUu3dvZWZmRrucqHMsABw0aFCHnm8YhrZu3epQNQAAJCbWAAQAAImgoqLCPs7JyYliJeiqBg0apH/961/RLqPLcCwA3L59uwzDkGmabZ5nGIYktTjPuh8AALQfHYAAACAR+P4bJzs7O4qVALHBsQCwqKgoaIjn8XhUWlqq6upqSU2hX9++fZWczCQyAAAd1dDQII/H43dfZWVllKoBAACIHAJAIDyOdgCGas2aNZozZ45efPFFDR06VK+99pry8vKcKgUAgITUvPtPogMQAADEJ99/42RlZUWxEiA2RGUX4LFjx+pvf/ubHnroIX3wwQeaMmVK0NFhAADQtubr/0kEgAAAID7RAQiEJyoBoOWuu+7SSSedpA8//FDPP/98NEsBACDm0QEIAEhUZWVlqquri3YZ6ETWv3EMw6ADEAhBVANASbrkkktkmiYBIAAAHeTbAZiZmSmJABAAEP+2bt2qMWPG6LTTTlNjY2O0y0EnsdY5zs7OZlNRIARRDwD79+8vSdqwYUOUKwEAILb5dgD27NlTklRVVRWtcgAA6BRffPGF6urqtHXrVu3duzfa5aCTWN/kZPwXCE3UA8CysjJJUkVFRZQrAQAgtvl2APbo0UMSHYAAgPjnO/pbXV0dxUrQmQgAgfBEPQB89dVXJUmFhYVRrgQAgNjm2wFIAAgASBS+n3+BNsRCfLKmHAgAgdBELQB0u926/fbb9c4778gwDJ122mnRKgUAgLgQKACsra1VQ0NDtEoCACDifDsAWfoicdABCIQn2akLXXfddSGdV19fr++//15ffPGF/R+VpKQk/epXv3KqFAAAElKgEWCp6R/I+fn50SgJAICI8/0GGCPAiYMAEAiPYwHgvHnzwtp5xzRNSVJ6err++te/asyYMU6VAgBAQgrUASgRAAIA4ptvByAjwImDABAIj2MBoHQk1AvFoEGDdO655+rOO+/UkCFDnCwDAICEFGgXYIl1AAEA8Y0OwMREAAiEx7EAcNu2bSGdl5aWpry8PKWnpzv10gAAQG13AAIAEK/oAExMlZWVkggAgVA5FgAOGDDAqUsBAIB2sP7T43K5lJub2+J+AADiER2Aicc0TToAgTBFbRdgAADgLOs/QOnp6crMzLTv5z9DAIB4RgCYeGpqauT1eiURAAKhIgAEACBOWP8ByszMVEZGhn0/HYAAgHjGCHDi8V3ehAAQCA0BIAAAcaK1DsCqqqpolQQAQMT5BoB85iUGAkAgfGGvAThz5sxI1CFJuv/++yN2bQAA4p3V9dA8AKQbAgAQz3xHgPnMSwwEgED4wg4Ap0+fLsMwIlELASAAACHweDxatGiRRowYoREjRtj3+3YApqenyzAMmabJekgAgLjGGoCJhwAQCF+7dgE2TTPoOdZ/OkJ9PFKhIgAA8WbJkiW64YYb1KtXL33zzTdyuZpW9LC6HjIyMmQYhjIyMlRdXc1/hgAAcc13BJjPvMRAAAiEL+wA8P3332/z8T//+c967bXX5HK59OMf/1hnnnmmhgwZoqysLFVVVWnLli169913tWzZMnm9Xk2ZMkW33XZbu38BAAAkms2bN0uSDhw4oOrqavsfvr4dgFLTZiDV1dWMQwEA4hojwInHNwDs1q1bFCsBYkfYAeBpp53W6mO//OUvtWDBAo0cOVIvv/yyxowZE/C8u+++W+vWrdNll12m1157TUVFRZozZ064pQAAkJAqKyvtY98A0HcNQEn2OoB0QwAA4hkdgImHDkAgfI7tArx8+XI9+uijKigo0Hvvvddq+GcZPXq03nvvPeXn5+uRRx7RO++841QpAADEtYqKCvvYt9MhUAdg83MAAIiWrVu36pprrtGbb77p6HV9A0CnP/OeeOIJ3XLLLX7ffEP0EQAC4XMsAHziiSdkGIamTZumwsLCkJ5TWFioadOmyTRNPfnkk06VAgBAXPP9T0igADAjI8Pv56qqqk6sDgCAwJ577jktWbJEf/jDHxy9ru9noZMdgBUVFfr973+vV199VW+//bZj10XHWQFgWlqaUlJSolwNEBscCwC//PJLSdLYsWPDet64ceMkSV988YVTpQAAENfC7QBkHAoA0BWUl5dL8v8cc0KkRoAPHz4sr9cryfma0TFWAEj3HxA6xwLAAwcOSPL/yzcU1vnW8wEAQNuarwFoab4GoNUByAgwAKArsL5R1dDQ4Ng1Gxsb5fF47NtOBoC+HfRO1oyOIwAEwudYAJifny9J+vDDD8N6nnV+Xl6eU6UAABDXQh0BpgMQANCVWJ9T9fX1jl/TUl1dLdM0Hbm2bwDoZM3oOAJAIHyOBYAnnXSSTNPU/PnztWLFipCe8/nnn2v+/PkyDEMnnXSSU6UAABDXAo0ANzQ02P8Y7tatmyQ6AAEAXUskOgCbT6CZphn2VFpr6ADsuqxvhmZlZUW5EiB2OBYA3njjjZIkj8ejs88+W0888USrf0k2NDToySef1DnnnKPGxkZJ0s033+xUKQAAxLVAHYAlJSV2x0Pv3r0l0QEIAOhafDsAnerSa94BKDn3uUcHYNfV/JueAIJLdupCZ599tqZNm6ZnnnlGVVVVuvXWW/Wf//mfOuWUUzRkyBBlZmaqurpaW7Zs0aeffqrDhw/bf+lPmzZNP/7xj50qBQCAuOX1eu1/9EpHAsB9+/bZ91kBoPVdcQJAAEBXYIV1pmnK4/EoObnj/x1tLQAsKCjo8LV9Pz/pAOxaGAEGwudYAChJTz31lDIzM/WXv/xFpmmqvLxcb775ZovzrODPMAzdfvvtevjhh50sAwCAuFVVVeXXNREoAOzTp48kRoABAF2Lb1hXX1/vSAAYaNzXqc89OgC7LgJAIHyOjQBLTYHeo48+qo8++kgXXXSRUlNTZZpmix9paWn62c9+po8//liPPPKIDMNwsgwAAOKW7/p/0pHuhL1799r3NR8Brq2t9dshEQCAaPANAJ3qqAsUADICHP+s3xsCQCB0jnYAWk455RSdcsopqq+v17///W/t2bNHbrdb2dnZOuqoo/SDH/xAqampkXhpAADiWvMAsHkHYGZmZotNQKzz+EcyACCamncAOiFQt18kAkBGgLsWOgCB8EUkALSkpqbqhBNOiORLAACQUHw3AJGO/CfHCgALCwvtznqrA9A6j38kAwCiKRIBIB2AiaexsdEOfvm3DRA6R0eAAQBAZAXrALTW/5NaBoAAAEQTASCcsH//fvs4Nzc3ipUAsYUAEACAGNK8A7B5AGit/ye1HAEGACBavF6vX1jn1EhtoF2AI7EJCCPAXcdnn31mH48dOzZ6hQAxhgAQAIAYEk4AmJWVZR/TAQgAiKbmnXpdoQPQ6/XKNM1WH6cDsGv65JNPJEn5+fk65phjolwNEDsIAAEAiCGBdgGuqalReXm5JDoAAQBdU/NOvWh3AO7bt0/jxo3Teeedp8bGxoDn0AHYNVkB4CmnnCKXi0gDCBXvFgAAYkigDkCr+0/yDwBZAxAA0FU0D+qc6qgLFACG8pn32muvac+ePfryyy+1YcOGgOfQAdj17NixQzt37pQknXrqqVGuBogtBIAAAMSQQJuAEAACALq65l15TnXU+Y4A5+TkSPIP7lrz8ccf28e7du0KeA4dgF2P1f0nSRMnToxiJUDsIQAEACCGhNMB6DsCTAAIAIimSK8BmJaWZn/jK9gIcENDg1asWGHftjrKmqMDsOuxAsBevXpp6NChUa4GiC0EgAAAxJBAAeD+/fvt23QAAgC6okivAegbAAb7zPv3v//tF+7t2LEj4Hl0AHY9VnB76qmnyjCMKFcDxBYCQAAAYkigEeC9e/dKkvLy8vy6/tgEBADQVTT/HHJ6DcC0tDT7cy/YZ57vGKlEB2Cs8Hq92rNnjyRpxIgRUa4GiD0EgAAAxJDmHYDV1dX2CLBv958kuVwu+z9DdAACAKIpUh2A1ghwRkZGyB2AoQSAHo/HL0ikAzD6KioqZJqmJKmgoCDK1QCxhwAQAIAY0lYHYPMAUFLI6yEBABBJkVoDMJQR4Pfee0+/+c1vdOjQIdXV1WnlypWSpKSkJElNm4BYwZKl+TXoAIyOrVu36u6779aXX36psrIy+/68vLzoFQXEqORoFwAAAELndrslScnJyWpsbJRpmvbaRb169WpxPh2AAICuINIdgK1tAtLY2Kgbb7xR5eXl2r9/vy644AK7lsmTJ2vp0qWqrq7WwYMH1bNnT/t5zXcSpgMwOmbNmqUlS5aouLhYf/jDH+z78/Pzo1gVEJsiEgCWlJTonXfe0bp161RWVtbiL/tADMPQM888E4lyAACIG1YHYM+ePe3OP2sE2Pc/LhbrP0PN/yMDAEBnivQagOnp6QG/6fXNN9+ovLxckrRo0SJ99dVXkqQ+ffroqquu0tKlSyU1jQG3FQDSAdj5PB6PPa69e/dulZaW2o/RAQiEz9EA0O1261e/+pXmzZvXru+QEAACANC6uro6u9OhsLDQDgC9Xq+kwOvhhLogOgAAkRTpXYDT09MDjgB/9tlnfudbm0jceeedGjJkiH3/zp07ddxxx9m36QCMvg0bNujw4cOSpIMHD/qNANMBCITPsQCwoaFBZ599tj7//PMW6yeEgi28AQBom+8GIIWFhS0eDxQAhrogOgAAkRSpNQB9R4ADdQB++umnLZ7Tu3dvXXHFFXK5XDIMw285DQsdgNHnG97W19f7bdZCByAQPscCwLlz52rFihUyDEPZ2dm69dZbddZZZ6lfv35KS0tz6mXaxe12a926ddqyZYu2bt2qLVu22N9JmD17tsaMGRP0GitWrNBbb72lrVu3qq6uTj169NAJJ5ygSy65RDk5OZH+JQAA4LcBSKgBIB2AAICuoPnnkNNrAKanp6t79+6SmrrFKioqlJWVpc8//1ySdP755+vDDz+U2+3W3XffrfT0dElNo8B79uxpsRNw8wDQ4/HI4/HYG4cg8pp3b27dulWSlJKSoqysrGiUBMQ0xwLAl19+WZKUm5urFStWaPjw4U5dusNWrlypRx99tN3Pf+KJJ/Tmm29Kklwul9LS0rRnzx4tXLhQH374oWbPnq3+/fs7VS4AAAH5dgAG2vCDDkAAQFfVfAQ4Eh2AJ510kqSmpTE+//xzFRYW2p+dP/3pT3Xfffdp27ZtOvfcc+3nFxUVac+ePdq1a5ffdQOtndvQ0EAA2Em8Xq9WrFjhd9/mzZslNXX/MUEIhM/l1IU2btwowzB00003danwz5Kfn6/jjz9ev/jFL3T33XeH/LylS5fqzTfflGEYmjp1ql555RW98sorevTRRzVgwACVl5frD3/4A2tCAAAiLtgIsNX54IsAEADQFTi9BuC+ffu0du1au7MwPT1dxx9/vN3Z9/HHH/t1kE2YMEEjR47Ueeed5xceFRUVSZKKi4u1bNkyu87WAkB0jo0bN/qt+ScdCQADfcMTQHCOdQBa38EZO3asU5d0zOmnn64zzzzTvu12u0N6XkNDg1566SVJ0nnnnadLL73Ufuzoo4/Wf/3Xf+nWW2/V3r17tXz5cp133nnOFg4AgA9r+Qop/A5ARoABANHUPABsviZgOOrr6zV58mTt37/fvi8tLU1paWk68cQT9dFHH+mTTz6xvzE2ZMiQgN84k6QBAwZIkvbu3asrrrhCl156qR5//PGAAWBdXZ26devW7roROmt025f1/3jW/wPax7EOwH79+knq2F/kkdLeNu21a9eqrKxMhmFoypQpLR7v1auXJk2aJEn64IMPOlIiAABB/fvf/5YkJScna+jQoX6PGYYR8B/EdAACALoCJzsAd+3a5Rf+SbI7/yZOnChJWrdunT788ENJ8hv5be7ss8+2nytJq1evlkQHYLRt27ZNUtMkX/P/z7MDMNA+jgWAP/7xjyVJX375pVOXjLq1a9dKkvr376+ePXsGPGfcuHGSmlrGm3+oAQDgJGsnw3HjxrUY983Lywv4DS82AQEAdAVOrgG4b9++FvdZG09aAaAlMzNTN998c6vX+uEPf6gNGzbo8ssvlyR77DRQAMhOwJ3H+j3u27dvwH/zAAifYwHgHXfcofT0dD3//PMB/0KORdZCsFZbeCDWY6Zpavfu3Z1SFwAg8VRXV9tdCSeffLId7FlaWw/HtwPQ6/VGtkgAAFrhZAdg8+4/6UgH4NixY/12iL3++utbbeaw/P/s3Xd4VNXWBvB3Mum9F0gjJCH03kFBRASxg4IdvVdBsYK9l6uIYgOxK6goRREUUBGU3ouEEhISkpBCeu/JzPn+mG9v9pmSTJLpWb/n8XF6DsmUM+9Za20fHx8+C7C8vBySJFEFoJWxTCEsLEzn70cVgIR0jMkCwISEBHz66aeora3FlClT+BLd9qysrAxA60NGxeu0h5QSQgghpnLkyBH+xWPs2LFwd3eXDTFvKwAEqA2YEEKI9Zi7ApAFgC4uLhg9ejQAwNvbGw899JBRj8k+R1UqFaqrq6kC0MpYyBseHo7g4GDZdVQBSEjHmGwRkG+//RYAMGPGDKxZswZ9+vTB9OnTMXr0aAQHB8PJqe2s8a677jLV5pgE+5Bi5eT6iNfRFytCCCHmwlYyVCqVGDFiBBQKBTw8PPhnj6EA0NfXl5+urq6Gt7e3+TeWEEII0WLKCsCLFy/qXCZ+L3vhhRegVqtx7733Gr1irBgqlZWVUQWgFUmSxP/G4eHhOusMUAUgIR1jsgDwnnvu4ZUICoUCzc3N2LBhAzZs2GDU/RUKhc0FgIQQQoitYPP/Bg0axEM8T0/PNgNA8QtNZWUlIiIizLuhhBBCiB6WmgEIAH379sWaNWva9ZjanV1UAWg9FRUVPPSLiIjQ+VtQBSAhHWOyABDQJPWtnbc3rIy8tZWNxevENit9vv/+e/zwww8Gr58xYwbuvvvudm4lsRYWePv5+dn9c50Qe8GqyZ2cnLrU0d/6+nocO3YMADBx4kT+b/fy8kJJSQkAzZBsfb+T7t2789MqlapL/d6IadDnne2TJAm333470tLS8Oeff+oMzCf2ydE+87Sr5yRJ6vC/i332iYKCgjr1exLnvjc3N/Pvef7+/qioqACgCRkd4W9h6/Ly8vjp+Ph4ne/j0dHRZvs70GcecWQmCwC/+eYbUz2UzQgMDMT58+f5LEB9xOvaehOqra1FUVGRwevr6ur0ruBIbJsx7e2EENNSKBRd6v3y9OnTvOrg8ssv5/928cBTaGio3t+JGARUV1d3qd8bMS36vLNdWVlZWLt2LQDgr7/+wu23327lLSKm5CifefpagDv679LXAuzl5dWp31NoaCg/XVFRwavOAgMDeQCoUqkc4m9h68RFXiIjI1FaWiq7PiQkxOx/B/rMI47IZAGgI1auRUVF4ciRI7hw4YLB27DrFAoFIiMjW308Ly8v2QeLNk9PT6hUqo5tLLE4hUIBJycnqNVqOjpEiIU4OTlBoVBAkqQutaJtcnIyP92vXz/+WSEGgAEBAXo/Q8QZgGVlZfQ5Q9qNPu9sn1gNVV5eTq9zB+Fon3n19fWy842NjR16rkqShPz8fJ3LXVxcOvXc9/Pz46eLi4tRU1MD4FJRCKD5N9Dry/xyc3P56bCwMJ2qZj8/P7P9Hegzj9iLjoTgJm0BdjQDBgzAL7/8ggsXLqCkpERn9SEAOH78OACgV69evGXYkDvuuAN33HGHwetLSkpoJWE7olQqERAQgMrKStoRIMRCAgICoFQqoVaru9T7JWv/9fHxgZeXF/+3u7i48Nu4u7vr/Z2IO695eXld6vdGTIM+72yf+GW5qKiIXucOwtE+87QXTKyvr+/Qv6uiokInTOzM4zGSJMHV1RVNTU3Iy8tDdXU1AM1nL1NeXu4Qfwtbl56eDkATgru6usLDw0N2vZOTk9n+DvSZR+yFvnyqLVTX2ooBAwYgICAAkiThl19+0bm+uLgYu3btAgBMmDDBwltHCCGkqzh79iwAICkpic+mASDbITa0CIinpycPCquqqsy4lYQQa6msrOSnWdUSIbbGVKsAiwuAxMbG8tMssOsohULBRzqVl5fz15I45okWAbEM9jdm403EoEOpVPLF0Agh7dNlAsCqqir+n7hjVFtbK7uupaWFX+fi4oLbbrsNALBp0yb89NNPfABpZmYmXn/9dTQ0NCAiIgKTJ0+27D+IEEJIl5GSkgJAEwCKxBZgQ0P/FQoFb2tiM4wIIY6FAkBi6yRJMtkqwGIA+Oabb8Lf3x/BwcGYNGlSp7YRuHQwLT8/nweK4eHh/PqOhpakfdgMQPa7FwPAgIAA2cFQQojxzN4CXF1djaqqKqPKZ6Ojo822HYZab998803Z+f/973/o378/Pz9lyhRkZmZiy5Yt+Pbbb7Fq1Sq4ubnxEnZ/f3+88MILsjYsQgghxFTKysr4jrB2AChWALa2EJWvry9KSkpkIQEhxHGI1b2drYIixByampp05qmZogKwf//+OHHiBNRqtUmqwvz9/QEAJ0+e5Jf17NmTn6YKQMtgf2MWAHp5ecHDwwP19fX8b0QIaT+TB4BqtRqrV6/GypUrcejQIaPbjRQKhaz6zpbMnTsXAwcOxJYtW3D+/Hle9TdixAjMmDFDNjCWEEIIMSXW/gsAvXv3ll3HKgAVCkWrO8TsOmoBJsQxUQUgsXVi9Z+Liwuam5s7HKaxFYCdnJwQHBwMZ2fTfaVlFYA5OTn8MjEApApAy2B/44iICH5ZcHAwcnJyWj3gSQhpnUkDwKKiItx0003Yv38/ANjUqjm//vprp+4/evRojB492kRbQwghhBhHDAC1KwDZCr/BwcGtrgTGbkctwIQ4JgoAia0TF+3w9fVFaWlppysAQ0JCTBr+Afqr6akC0LJUKhWKiooAaFYAZsLDw5GTk9OhhQ8IIRome8eUJAk33XQT9u3bB0AzkHXUqFFYvXo1FAoFJkyYgKCgIGRmZuLEiRNoaWmBQqHAVVddJZurQAghhJBLWAAYFBSEkJAQ2XWzZ8/GsWPHMGPGjFYfg1UAUgswIY5JfG3X1tZacUsI0Y/NUQc0q+qWlpZ2OEzTng9nStoBoKenJ0JDQ/l5qgA0v5KSEj4+TPwbP/roo/joo4/wwAMPWGvTCLF7JgsA169fj3379kGhUODBBx/EBx98AKVSidWrVwPQvGCvu+46AJqjNq+++io+++wznDx5Em+99RYGDRpkqk0hhBBCHIa4ArC2xMREbNy4sc3HYKMqKAAkxDGJc/+oApDYIrEFmFWld7YCUGwPNRXtADA6OhpOTk5wdnZGS0sLVQBagDjjUfwbT5kyBVOmTLHGJhHiMEy2CvCaNWsAaEqkP/zww1ZbkcLDw/HJJ5/gnXfeQX5+Pm6++WaaS0QIIYRokSSp1QDQWOzLFgWAhDgmagEmtk5fANjZGYCWqACMiooCALi6ugIwHFpu2LABY8eOxe+//27ybeoqGhsbMXPmTNx44438MuoUJMS0TBYAHj58GAqFAjNnzoSTk+7D6psHuGDBAgwbNgxZWVn4/PPPTbUphBBCiEPIzs5GeXk5AKBPnz4dfhzWAlxdXQ21Wm2KTSOE2BAKAImt054BCGhmvbFWT2PV1NTwCrHu3bubbgP/H1sEhGEBoIuLCwB5K7No8eLFSEtLw5IlS0y+TV3Fvn37sGPHDl7R7OHhwX//hBDTMFkAWFxcDEB3hUKFQgFAftRHdOutt0KSJKxfv95Um0IIIYQ4BDZXFwBGjRrV4cdhLcCSJFHFPSEOSHxdV1dX29RCfIQAujMAmfZWAR45coQfyBo6dKhpNk7QkQrAgoICnDt3DgBw8uRJ+pztoNLSUn56zpw5WLVqley5QgjpPJMFgOzN0MvLS3a5t7c3AM0wT32io6MBAOfPnzfVphBCCCEOYe/evQA0Kx0mJCR0+HFYtQVAbcCEOCLxdd3S0mKwSokQaxGLQcRQRztQKy8vlwVB2dnZOHDgAA4fPoz6+nocPHgQAKBUKjFkyBCTb6ehAJBVAIqBZUFBAerq6vhnNQCo1WocOHDA5NvVFbCOBwB4+eWXMX78eCtuDSGOyWSLgAQFBaGwsFA2hBjQLN1dU1ODtLQ0vfdjqzhVVFSYalMIIYQQh7B//34AwOjRo3lFfUewFmBA83kbExPT2U0jhNgItVqts/9dU1MDd3d3K20RIbr0tQAD8kCtsLAQV155JSorK7F7927k5OTI5sGNGDECbm5uAIB+/frpFJ6Ygr5FQADdCsC9e/fihhtuwIABA3Rm9O7fvx9XXXWVybfN0bE8wNXVFZ6entbdGEIclMkCwMTERBQWFiIzM1N2ef/+/ZGeno4//vhD7/3Y5drzFgghhJCu7MKFC8jJyQEAjBkzplOPxVqAAVBrEiEORl/Lb01NDYKDg620RYTo0rcICCCvAFy2bBmf7/f3338jKytL9hiHDh3ip0eOHGmW7TS2AnDFihUAgOTkZJw8eVJ2H7EikBiPVQD6+/t36qAnIcQwk7UAjxw5EpIk4ejRo7LLr732WgBAeno6nn/+edkOynvvvYctW7ZAoVBg9OjRptoUQgghxO6J8//Gjh3bqccSA0BqASbEseh7TdNCIMTWtDUDsKioCCtXruSXnz17FqmpqQCApKQkhIaGyh5vxIgRZtlOV1dXPsLKw8MDQUFB/HLgUmApVi6y77dsxdrk5GSdqlzSNlYBqB3CEkJMx2QB4OTJkwEAO3bskB3hufXWWxEZGQkAWLRoEbp164YxY8YgLCwMTz75JL/dI488YqpNIYQQi0hJScHHH39MgQrplPr6enz++ec4cuSI7HJWQRAUFIRevXp16meIASCN3CDEsVAASOyB2AKsbwbgxx9/LLvN2bNn+QipQYMG4bHHHpM9nrkqAIFLAVRUVBSvRNOuAMzLy9O5H9tGlUrFZxUS44kVgIQQ8zBZADhx4kRMmDABffv2lVUteHh4YPXq1fDy8oIkSSgsLMTBgwdRXFzMj5a8/PLLuPzyy021KYQQYhHz58/HK6+8gk8++cTam0Ls2E8//YTnn38ed911l6xKnlXUjxo1qtOtMNQCTIjj0veapgCQ2BoW7ikUCtnsvqamJkiShO+++052++TkZD4GIykpCXfeeSe6desGQDOXj1XbmQNrn2fz/4BLASALLC9cuCC7T0hICGbPns0rBTdt2mS27XNULACkCkBCzMdkAaBSqcTff/+N/fv344orrpBdN2bMGCQnJ+O+++5DdHQ0XFxcEBAQgKuuugpbtmzBSy+9ZKrNIIQQi8nOzgYAg4scEWIM9jwqLi6WtUgVFxcDAHr06NHpn+Hi4sIHalMFICGORV8ASO2HxNaI4Q5byAPQBGplZWX8OduvXz8A8hA7MTER7u7uWLZsGfr3748XXnjBrNs6b9489OvXD3PnzuWXsW1uampCdXU1//dcd911GDBgAF5++WV4enrimmuuAQCsWbNGZ4YhaR0FgISYn8kWAWlLbGwsvvjiC0v9OEIIMStJkvjOKlvNnJCOEL/ksJU71Wo1/1IvDkvvDD8/P9TV1VHLOiEOhlqAiT0oLS0FoBlrwarpAE2gxhb+ADRdZadOnZLdl43BGD9+PP7++2+zb+uNN94oW30YkFcAsgN3AHDLLbdgypQp/PyTTz6JjRs3oqWlBe+++y6WLVtm9u11FDQDkBDzM1kFICGEOIKXX34ZM2fObDMkqa2thVqtBkABIOkc8Yt6bW0t/z97fplqFg57HBYs/vTTT5gyZQoOHDhgkscnhFiHvs8r9l5CiK0oKSkBoAkAWZssoBsATpgwQXY/T09PPk/emtg2NzU1ydp/2SrBTEJCAmbMmAEAWLduHdLT0y23kXbk119/xbRp0/jKzmq1mgeANAOQEPOhAJAQQv5fYWEhli9fjh07dmDz5s2t3lZsryosLJTNbiOkPbQrAAF5m644v68zWCVhRUUFSkpKsGDBAhw7dgyPPPIIWlpaTPIzCCGWx0J9FxcXXqVEFYDE1hiqAGxubpYFgElJSbL5fomJiXBysv5XVrECUAwAxTmBzMKFC+Hk5AS1Wo2ff/7ZYttoTz744AMcPnwYX3/9NQDNfjU78EkVgISYj/XfTQkhxEawnVOg7ao+MQBsaGigtkrSYWKlDvvSLj6fTNkCzB57+fLlqKurAwBkZmZizZo1JvkZhBDLY+8X/v7+8Pb2BkABILE9rAIwJCTEYAWgUqlEcHAwkpKS+PWJiYmW3VAD9FUABgUF8decqEePHhg0aBAAYM+ePRbbRnvC5hyz9yo2/w+gCkBCzKndMwB37drFT1922WV6L+8o8fEIIcTSxJ0PtqNqiPbQ9cLCQtphIR2irwVYDABN3QKck5OD06dPy65bsmQJZs6cKftSRgi5RJIkFBUVISwszCI/j70vaIcLpaWl8Pf3h1Kp5Jex9wtfX180NTWhvLycAkBiUyRJklUAip81YgVgWFgYnJyc0Lt3b+zYsQMAZGGgNemrANRX/ceMGzcOx44dw9GjR1FXV4fGxkb4+PjA2dliI/htliRJfJ+bLX4mdj5QBSAh5tPud6AJEyZAoVBAoVDIWobY5R2l/XiEEGJp4s5HRwJANqSakPbQ1wIsBoCmbgEWW63mzJmDb775Bjk5Ofjpp59w2223meRnEeJo5s+fj7Vr1+LDDz80++ukvLwckydPRmlpKf755x/ExsYCAH7++Wc8+OCDmDp1KlasWMFvzz6P/Pz80NDQAIAqAIltqa2t5c/N1mYARkREAJCHfrayb6WvArCtAPCjjz5Cc3MzlixZgs8++wwDBgzA5s2bO/Wd2RHU19fz4K++vh4AUFZWxq+nA+qEmE+HWoAlSdI774pd3tH/CCHEmsQKQLEdWB+xBRiQhyqEtIf4XDLnDMARI0bIzl911VV46623EBQUBAA4ceKESX4OIY5GkiQ+F9YUHS9t+frrr5GdnY2amhps2LABgGbUxCuvvAK1Wo0//viDf3kG5BWAXl5eAHQ/owixJnGfKjg42OAMQDb7b9y4cXB1dYW3tzeGDh1q2Y01gG1zU1MTXwW4tQBwxIgR/D4fffQRGhsbcfjwYeTl5Zl/Y22cuL9NFYCEWFa7KwBffvnldl1OCCH2orMVgIR0hL4KQPH5ZaoA8MYbb0SvXr1QVFQEFxcXDBkyBEqlEuHh4SgtLW0z9Cakq8rLy+Pt+WKVijnU19fjyy+/5Of37NmDxx57DN9++y0PSVQqFTIyMtCnTx8AlwJAPz8/XllEFYDEloifL61VALIW++joaBw6dAguLi78IJW1sW0uKCjgi1W0FgB6eXlh6NChOHDggOzylJQUm1jV2JrE91FWGSqGghQAEmI+FAASQsj/E3dI2HBiQHN0cvXq1bh48SJcXFxw44036ny5ogpA0hGSJLU6A9DDwwNubm4m+3l9+vThoQETHBwMoO2qV0K6qtTUVH5a/JJqDqtXr5YdgDp06BAqKyvx4Ycf6mwTey2zaj8/Pz8eTFAASGyJ+JzWDgDr6+tRVFQEALLVf7t37265DTQCq+ZjrzGg9QAQ0FQyageAqampmDx5st7b7927FwUFBbjpppscuk1YfB9lASA7CO/s7Kx3YRVCiGnQFFJCCPl/YgVgaWkp1Go1nJycsHbtWixcuJBft337dlx++eWy+1IFIOmIhoYGqFQqfl67BdhUKwC3hlVXUABIiH5iACh+TpjDqlWrAABubm5obGxEfX09Hn30UR6QaG+TJEn84JWvry+am5sBUABIbIt2ACi2AOfn5/NQjc0AtEX6FsmKiYlp9T7jxo3Du+++K7ssJSVF723Lyspw6623orGxEeHh4Rg7dmzHN9bG6WsBZpcFBAQ4dPhJiLV1aAYgIYQ4InGHRKVS8S964pc/AEhLS9NpAaYKQNIR2l/StVuATdX+2xoWALbV9k5IVyV+Bpi7BTgnJwcAMGPGDDg5aXbT2fzBvn378gUR2DYVFRXxCsCYmBheOUMBILEl2i3AYgDIFtQA5BWAtkbcZna+rQrAUaNG4YYbbsCoUaMwbNgwAMDZs2f13jY1NZWHYefPnzfBFtsufRWA7DJaAIQQ86IAkBBC/p92ZQcLRLSDkcrKSp02MKoAJB2h/SWdtQCz56IlA8CysjJZaxMhRCMtLY2frqqqQktLi1l+TktLCw8Y4+LiMGjQINn1Tz31FF8dlQWAYpiQlJREASCxSSwA9Pf3h4uLC5ycnODsrGlEY6E3YNsBoHYFYHx8vE4oqE2pVOKLL77Ab7/9hjFjxgAAzp07J6v8Z8Tfg/ZBZkcjHkjRXgSEAkBCzIsCQEII+X/aoR6bA6ivMiorK0t2vqioiFYzJ+1mqAJQHOpvbiEhIQA0Va/l5eVYuHAh5s+fr/cLym+//YaZM2fi1KlTZt8uQmyBJEk6VeDmmgOovVKq2ALYv39/TJ06lQeA58+fR1NTk8EAsK6uTu9rWCRJEp566ik89NBDbd6WkM5g+1High4sUBMrAG25BVg77GOvRWP17t0bgGbm4apVq3DjjTdi586d/Hrx92DMqIFVq1Zh5syZZqsW/OKLLzBr1ixcvHjR5I8tvofW19dDkiRZCzAhxHzaPQMwLi7OHNsBhUKBjIwMszw2IYQYo60KQC8vL16hpR0A1tXVobq62iIz24jjMFQByAJASxwJF7+Q/fnnn1i5ciUA4Pbbb8fo0aNlt128eDHOnj2L6OhoLFmyxOzbRoi1Xbx4kbfYMhUVFTw4NyXxYFNwcDCio6OxdOlSAJrqP4VCgcTERACawP78+fM8AAwPD4e/v79seH5tbW2rn0knT57EN998AwC47bbbHHrmGLEuFm6LnzcsUGPXeXh42PQ+lHYFYHsDQPH2CxcuhCRJSEtLw+HDh+Hp6Yns7Gx+PdsHaM1rr72GsrIyrFixAq+99lq7tqUtKpUKr776KhobG/Hjjz/iiSeeMOnjixWAkiShubmZWoAJsZB2B4BZWVlQKBRGVbqIAzwlSdI5b+i2hBBiDdpVHWynlH0pS0pKwtGjRwFcqg50dnbm7WCFhYU2vfNKbI92sKAdAFpyERAAOHLkCD+tb1EQdpn2dhPiqLSr/wDzzQEUA8CQkBAMHjwYixcvhouLC6ZMmQIAfAYgoGn/ZQEgCxfEALCmpqbV9xDxNe7oLYfEuthzm606D+gGamFhYTb9fVC7ApBV9BkrPj4eTk5OUKvV/HtwUVERVqxYgQcffFBWAdjW67Guro6/D4n3M5XKykrempuXl2fyx9c+4N7Q0MAvowpAQsyr3QFgdHR0q2/Ozc3NuHjxIiRJ4m9u/v7+vHJGfMErFApERES0OT+BEELMrbGxEXV1dbLLSkpKoFar+ZekXr168QCQ6dGjB86dOwcA+Pfff9G9e3d4enpaZqOJ3WOBH2ONFmDxC9mxY8f4aX0VCGz72BcDQhxZaWkpDhw4oHO5pVqAAWDOnDmy28TFxfEDT6mpqTwAZGGEdgDYGvE1rv35R4gptVYByNjy/D+g8xWA7u7uiIuLQ3p6uuzyjz76CHfddVe7WoDFhefMEdCJBzlMschdTU0N3N3d+dxH7ffQ+vp6agEmxELaPQMwKysLmZmZev/bvXs3oqKiIEkSRowYgTVr1qCkpARlZWXIyclBWVkZSkpKsHr1aowaNQqSJCE6Ohp79uxBZmamOf59hBBiFH1f6EpKSlBZWckr/PQd7Y2Pj+enH3zwQQwcOBBFRUXm21DiUPTNAGxubuZfxi3dAizOE9MOAJubm1FfXw/g0qp9hDiqzZs3o0+fPnjvvfcAaL68M+YKAFllOSB/XYpcXFzQs2dPAMBff/3F30NYGOHj48Nv21YAKFYZUQBIzElfAKgdqNny/D9Ad3tjYmLa/RhiaHjLLbcA0PxuvvjiC+Tn5/Pr2qoANHcAKB6M6GwAmJWVhX79+mHChAloamoCoFtFXVJSwueQUgBIiHmZbBGQhoYGXHPNNTh06BCeeOIJHDhwADNnzkRgYKDsdoGBgbjllluwb98+LFiwAAcOHMD06dPpywQhxKr0HW0tLi6WtWRFRUXBw8NDdpuEhARERkbKHufgwYNm207iWPTNABSDN0u0APv5+fGj8uJCANoBoLit9JlNHN2WLVtkq2JPmzaNnzZXACjOm22tknzo0KEAgBMnTvDLWLAgVvS2FQyIr3HtamRCTKWuro4HzOLzs7OLaliaGAD6+PjAyan9X6MnT54MABg8eDA++ugj9O3bFwCwYsUK2ftNeyoAi4uLTf6ZLL7HdTYA3L17N2pra5GamoozZ87oPD4gP/hBo3QIMS+TBYDLly/HyZMnMWzYMLz77rtG3eedd97BsGHDkJycjE8//dRUm0IIIe0m7oywFqqSkhLZTklwcLBOVUZgYCD++usvLF++nF9mzPBmQgD9FYDi88cSFYBOTk46B+sA3S8g4tw/agEmji4nJwcAMGDAAKxevRoffvghvLy8AJh/BmBbC4zMnz9fJ3xgi4PExcVBqVQCANLS0lp9HGoBJpagr7UdkAdq3t7euOeeeyy5We0mBpasCre9Zs+ejW3btmH9+vVQKpWYNGkSAMiq/4C29yO1Qznt+3eW+DcrLi5Gc3Nzhx9LPJB+9uxZqNVqnf0L8eex91lCiHmYLABcu3YtFAoFbrvttnbd7/bbb4ckSVi9erWpNoUQQtpN3BlJSEgAoNlp0V6VUTsA9PHxQXBwMG644QZ+GQWAxFjaAWBTU5MsdLbEDEBA/qWM0W5BEs9TBSBxdCwAHDhwICZNmgR3d3celJu7AtBQ+y+TkJCAGTNm8PMxMTH8wJWbmxt69OgBQN7Srw+1ABNLEMMd8bl9+vRpfnru3Ll6D0TZEta+CnQ8AFQoFBg4cCB/vY4ZM0bv7drTAgyYvg1Ye5Vecb+kvbQDwKqqKlm1I0ABICGWZLIAMCMjAwDQrVu3dt2P3Z7dnxBCrEH8QicGgOJOSUhIiN4AENAcGWYtWxQAEmPpm9ElHsm3VACoL3CgCkDSVTU3N/PXYVRUFL+cVeSaOwDUF8hrW7BgAa/0E1cGFs+3VQFIASCxBEOzLcXAb+7cuRbdpo4Qq+AGDRpkksccOXIkfx2LGhoaWj3QdvHiRdl5cwaAQOfagMX96JSUFL0V1BQAEmI5JgsA2Y5De0uQ2e1px4MQYk1i2MGO7FZUVPCdLFdXV17tJxJnlbCwhgJAYiwxVGPEHXlrBoDaz2MKAElXkZ+fzytUoqOj+eWWqgA0JgCMi4vDSy+9hIiICPz3v/+VXccCwPT0dL6IlT7UAkwsobCwkJ8OCwvjp1944QUEBgZi6dKlFvus64ypU6di4MCBGD58uMnalb29vTFw4EC917W2L2nJCkB9P689tCsA9b1/ij+PAkBCzMtkASA7QvrDDz+0637s9uIRVkIIsTS28+Hl5SWrZGYVFMHBwVAoFDpfzMQVF1l1CAWAxFj6KgCtEQAa0wJMi4CQriI3N5efFhd5YqtTmnsVYGMCQECz8nxycjImTJggu5wFgE1NTcjKyjJ4fwoAiSWwAFCpVMqe23feeSdSU1Mxa9Ysa21au7i7u2Pbtm3YsmWLbFXwzho7diw/LVYDticAFN+zTEE7ANSuOGwPMQDMz8/HhQsXdG5DFYCEWI7JAsCpU6dCkiQcOXIETz75pFH3efrpp3H48GEoFArZ6mqEEGJprAIwICBAVg2VkpIC4NIXMu1KKbECkJ2mAJAYi4Vq4urSrDJeoVBYbDU8fYFDay3AFAASe7Zlyxb85z//kYVjzc3NeOyxx/Dqq68iOzubXy5WALIA0ByLgNTV1fGVeI0NAA1hC4IAQGpqqsHbUQswsQQWVoWFhXVo5VxHN3r0aH5afO0a2peUJElWVQmYvgJQDOQAwxWAycnJuOOOO/D3338bfCzt+YH79+9v9edRAEiIeZnsXXjhwoW8Eua9997D6NGjsW7dOp03kNLSUqxbtw5jx47lqwX7+Phg4cKFptoUQghpN1bR4e/vL2tRyczMBHAp+DM0A5DdF6AAkBiPBYDic47tyPv4+Fjsy5K+FmDtCkBqASaO4qmnnsLGjRvx2GOP8cs2b96MVatWYdmyZfjll18AaGa7iq9NFgBqh+OmoD1vtjPi4+P5e0drASBVABJLYOFReHi4lbfENo0aNYqviDx06FB+uaF9ycrKStTX18sus0YLsEqlwrx58/Dnn39i3rx5ekeaqNVqnSxAXwBILcCEWI7Jvll0794dP/zwA18i/dChQ5g1axZCQ0MREBCA7t27IyAgAKGhoZg1axYOHDgASZLg6uqKH374od2LhxBCiCmxL3SBgYFISkriFVmSJAG49IWMZgASU9IXALIKQBYoW4K+ALC+vl4W9Ik7901NTTqr+BFiD0pKSnj1zN69e7F3714AwO7du/ltdu7cCUDT/iuG8CwArK+v1/kCbortYjpbAeju7o7Y2FgAxlcAmvrfQwjD2kcjIiKsvCW2ycfHB8uXL8cDDzyA+++/n19uaF9SDONYxWBubi7fXzUF7TEH+gLA9evX8zE5ZWVl+Pzzz3VuU1FRAZVKJbuMrU6uUCj4ZSwkdHZ25mEoIcQ8TFpacM0112DHjh3o1asXJEni/1VWVqKgoACVlZWyy3v37o2dO3dS+y8hxOrECkBXV1eMGDFCdr2+FmCFQiE7UqndAkxVUqQtLAAUKyNYEGCp9l9A/rxmq1kD8i8g2kf36flN7JF2IPb2229DkiTs2bOHX8a+SIvtv4B81VJTzwEU2+Q6GwACl+YAGgoAm5ubZVV/VAFIzEVsASb6XX/99XjjjTdkM0f1BYAqlUoWxrGKwbq6OpMdfFapVG0GgM3NzVi8eLHssuXLl+tUR4sHNrSJlc7iHG4xGCSEmJ7Je4tGjRqFU6dOYePGjbj77rvRu3dv+Pn5wcnJCX5+fujTpw/uuecebNy4ESdPnsTIkSNNvQmEENJu4gxAQD6TBbj0hUz8Yubt7S2rDhFbgPft24eEhAQ8+OCDZtxqYu/YzC99lRGWrAAUd8T79evHT4tfKLRbgmkOILFHrGKF2b9/P9asWYPz58/r3Fb8Mg5c+nwATB8Aim1ypggAWWVQenq6TgUOoPt6pgCQmENLSwsPt6kFuG3ifqV2mPbdd9+hW7dusln7w4YN46dzcnJMsg0VFRX8IAg7EKkdAP7yyy98huott9wCQPOeol0FKAaAffv2lV0XEhLCOwfZexS1/xJifmYZLuTk5IRrr70W33zzDU6fPo3y8nI0NzejvLwcp06dwtdff41rr72WBsESQmwG+zLEZvqJq7IB+gNA7Qot1gLc0NCADRs2oL6+HuvXr9f75YsQlUrFv3SHhIToHPW2ZLtUZGQkDzcmT57MLxcDQO0Vi6kCkNgjVhHn5+fH37OfeuopvbeNioqSnTdnACh+UdbXkt9ecXFxADSvU+0h/IBudRE7GEGIKZWUlPBxEdQC3DaFQsHfl7RD+i+++AJqtZoHb05OTrKZgWxmdWeJ8/j69OkDQBMKimMCjh07BkDznvjBBx9gyJAhAIBdu3bJHkt8X7vhhhtk1/Xv3x9ubm6yyygAJMT8KIEjhBBcCjPY7L/BgwfD3d2dX8+CPy8vL77DIi4AAlwKAAHg3LlzADQhT2stEKTrEgM1Hx8fWestoFuFak4eHh7Ytm0bfv/9d0yaNIlf3loLMFUAEnvEAsA+ffpg7ty5AC7Nv/P394dSqeS31W4BFgNAU68EzD4nAgIC4Ozs3OnHE9uV9S1aQhWAxBLY/D+AKgCNpW+edGlpKVJSUmS3CwkJQUJCAq+iY7P1OktfAAjIqwDZ/ktQUBBcXFx4AJiamiqbRSju/86ZMwfr16/Hxx9/jK+//hqLFi3i+9wMBYCEmF/n9zAIIcTOSZLEwwwW7rm5uWH48OF8MDwLABUKBYKCgpCfn99qACi2mRUUFNDsG6JDDAC9vb3h7e0tq8IZP368RbcnOjoa0dHRsjYimgFIHA0LAHv16oX7778fn332GQ/ILrvsMuTn5+PIkSMAdCsAzTkDkH1RNkX7L9B2WKldAVhXVwdJkjo9f6uyshJbtmxBXV0dgoKCMG3aNBrq34WJoREFgMZh+5IVFRXYuXMnIiMjdcI/QPOadXV1RXx8PFJSUvTepiPE9wuxbbegoAA9evQAcGn/xdvbG8ClmaMVFRUoLi5GRUUFsrKyePWxq6srfH19dfZrqAKQEMszWwB4+PBh/Pnnnzhz5gzKysrQ3NyM7du3y25TUlKCpqYmuLu7y3aqCCHEksRKJrHqb+zYsToBIDudn59vsAUYAIqKivhptuIkISJ9ASB7rkRGRiImJsYq2yU+j6kCkDiSsrIy/oW0V69e8PX1xbx58/DWW28B0ITueXl5BgNANtNabMMzFfaZYYr2X6DtsFI7AGQHwrQrctrrueeew9q1a/n51157DfPmzevUYxL7RQFg+7HP4E2bNmHTpk3w9fXFFVdcAUCzj8o+e7t16wZA816WkpJisgpAcR6poQpAdrCSBYBs5igAHD9+HPPnz0dFRQV/Dw0ODtZ7cEHc5wYoACTEEkzeApyeno7LLrsMo0aNwssvv4w1a9Zg69at2LFjh85t33rrLURFRaFPnz40I4sQYjVikCF++bnlllsQFhaGCRMmyIbBz549Gz4+PpgxY4bsccTgRCS2wBDCaAeAYgvwuHHjrLYSnqEh5BQAEnsnrojLKlbuv/9+DB06FImJibjuuuswe/ZshISEYNKkSfwLNuPk5MQXr/v222/1ttZ2VHp6OgAgNjbWJI8nLiJkTAAImKYNeP/+/a2eJ10LC408PDwM7iMROe3fU1VVFTZs2ABAs9jmiy++CH9/fzz//PMAgKSkJACaGYCm+FwW3y969+7NT+fm5vLTLABkgR3bBgBYuXIlf29kHQWGKpupApAQyzNpAHjs2DEMGzYMe/fuhSRJ/D9D5s2bB0mSUFxcjK1bt5pyUwghxGhiK6N4NDIqKgrJyclYu3atLIz5z3/+g/T0dKMDQO3V0wgBdANAsfV23Lhx1tgkAJqQg1W3inPCqAWY2DtxNAOrWPH29sYff/yBvXv3IjAwEHFxcTh16hR+/PFHvSE8W4GzqqoKn3zyiUm2q7q6mn+5Fr9Id0ZbC5ZozwAEOh8A1tTU6KxEaqqqJGKf2P5PWFiY1Q5q2ZvWgtKxY8fikUceQVpaGqZOnQrgUkinUqn4gYTOYC3A/v7+8PLy4iNsxNe2dgtwYGAgQkJCAADbtm3TeUxDAaB2xbH2LGRCiOmZLACsr6/HDTfcgKqqKiiVSjz33HNITU2VtQFoi4+Px6BBgwAAf/31l6k2hRBC2kVc2Uz7aKSTk5PenVZ9q5iLFRciCgCJPtqLgIjVRNYMAIFLz2W2TeKKxQxVABJ7wyoAAwICEBoaavB2ht73AU2bMFsl/tNPP8XNN9+MZcuWmWS7ANMFgM7OzjzINzYAvHDhAh5++GH8/PPPHfqZ4r+DLWKUlZWl895RXV2Np556Cj/88EOHfg6xH6wDgtp/jddaADhmzBgAkL0/ie8Zu3fvxkMPPYSffvqpwz+ftQCzMQJsMaTWAkDgUlW1vuIfqgAkxHaYLAD84osvkJubC4VCgTVr1uCNN96QrUxkyPjx4yFJEp+3QgghlmaoBbi9vLy89AaD1AJM9BEDP29vb1no1717dyts0SUsOGBtgtrVfwBVABL7c/LkSQCa6r/OVCM988wzADQVc7t27cKrr76Kffv2dfjxxOH9YstdZ7Ev8MYsAgIAX331FVavXo1HH31UtiCRscR/x4033ghAEwacO3dOdrs33ngD33zzDR5//HE+k5E4JjbXlgJA42kHgGwhDi8vL144I4qJieHdKy+99BLWrl2LRx55pMM/n1Ujs3mkbI6fGABqzwAE5HMAtbHqQG00A5AQyzNZALhx40YoFApMnTqVf+gbg+3omKJkmRBCOsLQIiDtJbZOiqgCkOjDdrJdXFwQEhKCxYsX45ZbbuGzfqyJfQFhVUL6AkCqACT2pK6uDkePHgUAPsevo0aNGoXXX38dEyZM4C1rixYtanXsTWtY5ZyPjw8iIiI6tW0i1gasb1ahvgrAjIwMAJpw/9ChQ+3+eazd18fHBxMnTuSXi8Fgbm4uvv/+ewCAWq2mGYEOju3/mPJ57ejEANDFxQVr167FXXfdhU8++UTvitpKpVInfGtubu7QfP3GxkYcPnwYADB06FAA8gCQvcexCkAxsGMVgPoYqgCkAJAQyzNZAHj69GkAwDXXXNOu+7Gjk6YcpEwIIe1hqgAQ0N8G3JFVgNVqdae2g9i+CxcuANCs+KtUKpGQkICPP/6YtxdaE/sCwj6bKQAk9u7QoUNobm4GYJoW+7lz52LdunV46KGHAGgWu9i1a1eHHosFZ0lJSSadk8Y+j1qrABQreLKzs/npPXv2tPvnif+O6OhoHo6KrcHvvfcempqa+Pm9e/e2++cQ28ZCosbGRv7cowpA44n7kX369EFoaCiWLFnCZ/7po290gDjeBjBuv/LIkSP8s338+PEALgWAdXV1KC0tRVNTE38N62sBBjTdNGzlYsDw6uYUABJieSYLANl8kdZmqujT0aOlhBBiKmKQoT2PpL30VQCWlJS0q11y27Zt6NmzJ954441ObQuxbaydhs3XsSUsAKQWYOIodu/eDUBTUTNixAiTPe7cuXP5F/a33367Q4/BKuRM2f4LXDrI3toqwGJlltj225EAUPx3ODk58UCAXZ6Zmakz948qAB3L8uXLERsbi9WrV8vGn1AAaDwxIGftv23R994hvp5feukl9OzZEzt37mz1cVggr1Qq+RxPFgACmgpe7QXMGDEAHDlyJCZMmMDP0wxAQmyHyQJA7XYhY2nPGSCEEEsz1QxAwPBCIEVFRUY/xsaNG1FTU8PbpIhjYgGguHNtK9jzmAJA4ijYF9uhQ4ea9Eumr68v7rvvPgDA4cOHZV+OjVFWVsY/H1proesI1gKsrwKQ7a8bas38999/27VPr+/fwaqSWGXgu+++C5VKBScnJ8yaNQuAJhxkiw4Q+yZJEpYtW4a6ujo8//zz+Pbbb/l1PXv2tOKW2ZcxY8bwSuAHH3zQqPuMGzdOp3qYLb4jSRK+/fZb1NTUtLk4CDtQMnDgQPj4+ACQH6S8cOGCLFgU30uDg4ORkJAAAJg6dSomT54MpVIJJycng4sbUQUgIZZnsgAwNjYWAPh8FWNt374dgKbEmRBCrMGULcBiBaBSqeSn2zMHkFVrlJaWdmgQO7F9zc3NyM/PB2CbAaC4CIgkSdQCTOxaVVUVjh8/DsA8K2wPGzaMn05LS2vXfVk4BpivArCiokKn44aF+4Yqs9RqNQ4cOGD0z9L372D/z8vLw7Fjx3j4MGPGDNx999389lQF6BhSU1P5oi5VVVVYunQpAGDIkCEYMGCANTfNrkRHR+P333/H1q1bjT4oMGjQIGzevBmvvvoqv4wFgGVlZXxfUlzIQ5s4J9XQomQ5OTkGKwABYN26dfjuu+9w9913Iz4+Hlu2bMGWLVsM7udQAEiI5ZksAJw0aRIkScKaNWuMPmL477//4s8//4RCocCVV15pqk0hhJB2MWUAKA5vFnfcsrKysGvXLqNCE7Fag1VJE8eSl5fH5/HExMRYeWt0sQpAtVqNH374AefPn9e5DQWAxF4cOHCAv97MEQCK7/WpqamoqanBjh07+MxBJiMjA6dOnQKgqcrZuXMn1qxZw683VCXTUex13NTUxAOAoqIi/PTTT/xAU2utmawaSFtaWhpWr16N1atX8/l+YgDI/h3iv+ehhx6CWq2GUqnEwoULMXDgQD4j0JgVlFUqFXbt2qUzU7egoAC7du2iubk2wFDb+Pz5800627IrGDp0KAYPHtyu+wwfPhwDBw7k51kAKIZ+bPYwc+LECb5Ktzgnlc3/AzSdMWwV3wsXLsgCQO3Arnv37rj66qv5AfAhQ4bwxUT0oQCQEMtzNtUD/fe//8WSJUtQVlaGu+++G+vWrYOzs+GHP3/+PGbMmAFJkuDl5YV7773XVJtCCCHtYq5FQAYMGIAzZ84AuNTGsXDhQjz99NOtPoY4r+nChQsmbwsj1ifukNtiBaAYZD/22GM611VWVlILMLEbW7duBaB5fxer9UwlMjISXl5eqK2tRWpqKnbt2oWffvoJt956K5YtWwYASE9Px6RJk9DY2IidO3ciLS1Ntu8bHBzMv2SbCqsABDSfK97e3pg9ezaSk5P55f7+/vDw8NBZMADQv0BHcXExrrzySn57d3d3HD9+nAeAQUFB/N8hVjSmp6cDAGbPno0ePXoA0MwJ++eff4yqAFyzZg0effRR9O7dmy+2IkkSbr75ZqSlpWH58uWYOXNmm49DzIcFgOy1AABxcXGYNm2aNTerSxEDNBYAiov75OXlobm5GS4uLkhNTcXkyZPh7u6OEydO8CBe35zU6OhoFBcXt1kB2F40A5AQyzNZBWBcXBwWLlwISZLw66+/YtCgQfjyyy9lVQNnzpzBH3/8gUcffRQDBw7E+fPnoVAo8PLLL9MMQEKI1ZirBTguLk5n5+i9995r8zHEALC1dg1iv8Sj8La4CMi4ceP0hhEeHh78OU0VgMQeFBQUYPXq1QCAK6+8stMLPemjUCiQmJgIADh16hS2bNkCAFi7di2vkFu8eDHq6uqgUqmwd+9eneq62bNnm3y72AxAQFNZXlBQIAv/fH19ceWVV/JKPIbNa8vIyNBpHT5+/LgsLGxoaMDZs2eRl5cHQF7RHBYWJlsJNDQ0FAsXLuTn2fgfdt/WHD58GIB8ZmBxcTFvuWYt3sQ61Go1D4xvuOEGzJ49G0qlEq+99ppsHAoxL/G1zAJAcX9DrVbz19vhw4chSRLq6+uRmZnJx5KIK3gz7EBlbm6ubDRNZwNAqgAkxPJMVgEIAP/73/+Qk5ODVatWISUlBQ888AAA8LLv/v3789uyHYp7771XtjNACCGWxr7MODk5wcXFpVOPJVYAhoaGIjw8nFc+sMtao1arKQDsAtgOuZubW5vPCWsICwvDiRMnUFpaiuuuuw6ZmZkANDvrbIedKgCJPVi6dCl/rj7++ONm+zmJiYk4fvw4du/ezdtRJUnCe++9h0cffRQbNmzgtz179iyvmBsxYgRWrVplcAGpzhArACsqKpCVlcXP//zzzxgxYgTc3d3h6ekpW4hjyJAhyMjIQF1dHUpKSmQHA1igKSooKOALgISFhfHLFQoFVq9ejdLSUqjVagQEBMg+Y9nKoOXl5bwqyRAxxEhNTcWYMWNk29KeObvE9E6dOoWKigoAmgNIN998Mz788ENq/bWwtgJAdj42NlZ2eWVlJR/hpe+9iAWAbbUAtxcFgIRYnskqAAHNB/13332HTz75BOHh4ZAkyeB/ISEh+Pjjj/HFF1+YchMIIaTd2JdDd3f3Tu+siq2TYWFhyMjIkF3PdsgMqa6uls0y0t5xI46BBbuRkZFwcjLpR7HJuLi4IDw8HE8++SS/rLy8nO+wUwUgsXUFBQV8JdKrr77arAsRsHl32rPofvnlF8yZM0dWSZeamsoDwP79+5sl/AN0KwAPHToEQBMSjBkzhr+Wtat9xNljFy5cwM6dO7FgwQJcvHiRh25i0FdQUMBn84mXA5rvBsHBwQgNDdUJ+FgACKDNlYDFz0JW9acvAFy+fDnefvttncpFYl7i/D+2Ii2Ff5anLwAUW4CBS68l7QCQLQwkdrIwLACsra2VHZimFmBC7I9JKwCZBx54AHPmzMHWrVuxa9cuZGVloaKiAt7e3oiMjMTll1+OqVOn6uxwEEKINbAgo7Ptv4C8wi8yMhIzZ87E2rVr+WVVVVWora01uJMjLgAC0CIgjorteNvi/D9tN910E59hOWDAAD7flyoAia1btmwZf383d7cJawFmoqOjkZ+fj5aWFj4Ox8XFBc3NzbI2WlOv/CsSA8Dy8nIeAA4bNkw2p9vDw0N2P3Fo/4ULF/D666/zL/0sfOvfvz9UKhVKSkqQn5/PV3/VDgBbIwaAJSUlBhckUalUss9CFvyJKy4XFBTg7NmzePnllwEAl112GUaPHm30tpDOYavH9uzZs9WFZYh5id+tWauuvgpA7curq6t5AKjvgERkZCQ/nZKSovfndYT2ew9lA4SYn1kCQABwdXXF9OnTMX36dHP9CEIIMQlxmHlnjRkzBnPmzIGfnx969eqFJ554Ak1NTfD19eWVKAUFBXzGkjax/RegFmBHxXa8bXEFYG1KpRLbtm3D4sWLcf/992PJkiUAqAKQ2LbCwkKsXLkSAHDVVVfJVsc0B+3Fmq677jr07NkTq1evhlqtRkREBPr06YNFixbJZuiZc5EnHx8fODs7o6WlBbm5uTh58iQA6Az4F790K5VK9OnTBwqFApIk4eTJk/xzaOfOnSgpKeHbffHiRZSUlCAlJQUtLS0A2h5zIdIOAA25ePEif3wAelceLigokFUEZmdnUwBoQRcvXgSgmX1MrMfNzQ1OTk5Qq9Woq6uDWq3W2Y9sqwJQ7GRhunXrxk+zAxpeXl6d7mAQKwA9PT1ttiOCEEditgCQEELshSkrAJVKJRYvXszP9+zZE1988QUOHTrUoQCwuLgYdXV1dFTUgTQ2NvJ2NXuoAASAgQMHYtWqVQCAjz/+GABVABLb9vHHH/P3drGN3VyioqLg6enJ2+7GjRuHSZMm4Y477uC3EdskGdY6bA4KhQIBAQEoLi7G33//DZVKBUCz+q5I/HwJDAyEu7s7IiIikJ+fj23btvHrxFbCxMREnD17FqdPn5YtLNLRCkBDLcCSJOm0MOqrAGxubsaJEyf4eZoJaFns903Vf9alUCjg6emJmpoa1NXVoaioCE1NTbLbXLhwAfX19bxtH9AEgGyGo74AUPy7sgCws+2/gHy/m9p/CbEMitkJIV0eCzK0WxFMSdx5Ene6tGkHgAC1ATuavLw8Pp/KFlcAbgstAkJsXWlpKVasWAEAmDx5MgYNGmT2n+nk5ISEhAQAgLOzs07IBui2CUdERJht/h/D2oBPnz7Nt3PYsGGy24gBIAvl2HuT2O4nSkpK4p9rbPEAoH0VgEFBQfw0ayFm1Go1Zs+ejeHDh/PWZaaoqAjp6ek6oaF4u9Y+Z4lpSZJkcAYksTz2eq6vr9cJ7QFNAKi9X1lWVsYX99AXAAYGBsLV1ZU/LmCawI4CQEIsjwJAQkiXx6pEtIcRm5K4U8xaZfTRngEI0EIgjkZsx7HHAJC9TsQ2RkJsyb59+/jz85FHHrHYz2WttePGjdNbHRMSEiJbmdec7b+MdsA4cOBAnW1rLQA0JDExERERETqXtycA8vDw4Nui3QKclpaGbdu2ITs7m1cdi3799Vedy/79919+mioALaeiooJXmVEAaH3s9VxXVyfbfxw3bhwATTguVs8C8v0SfQGgQqHQqe6kCkBC7JPJA8CysjIsWbIEkydPRvfu3eHp6QmlUtnmf+IwYkIIsSRTzgA0xM3NjVc7tPbFhCoAHZ+4Q24vLcAiFgBSBSCxVaxF1NnZGUOGDLHYz3322Wfx8ccfY9myZXqvVygUsipAcy4AwoiBIwDMmzdP5zZiAMg+p1oLACMjI+Ht7a233VNs6zUGu712AChWHupbnVRfACi+J1EFoOWI+zTUAmx9+gJApVKJUaNG8dvs3btXdp+2AkBAN9w1RQCoPQOQEGJ+Jg0AN2/ejF69euGpp57C33//jYsXL6KhoQGSJBn1HyGEWIMpZwC2hu0YGxMAhoWF8Z0hqgB0LOzv6e7ujpCQECtvTftRCzCxdWxxiLi4ON62Zgk+Pj645ZZbWq2CEqv+zDn/jxE/1/r06YPrr79e5zZi5Y2hAFD8cs5CTO2wJygoqN2/b/YeqB0Aigt6MIMHD+YVjaylOTAwUG8RQVFRUbu2g3ScGLZSBaD1iQEgawHu3r27bIEW7QBQPNBsKADUfr2bomJPHL1DFYCEWIbJyu6Sk5Nx0003oaWlBZIkQaFQIDY2FuHh4WZtqyOEkM6yxAxAQLNjfPr06VZbgFkAGBgYiICAAJw9e5YCQAfDjrRHRUVBoVBYeWvajwUKtAowsVUsALREi217idtkiQpA8T3m6aef1rvKpjEtwLfeeiu++eYbAJeCS+1AoCPhj6EKQHGFXyY6Ohr19fWyWX9JSUnIyspCfn6+7LYFBQX8+wgxL6oAtC1iAMjm+kVHR8te02fOnJHdR/w8NzSX1BwtwGJGQAEgIZZhsgDwjTfeQHNzMxQKBe666y688cYbiIyMNNXDE0KI2VhiBiAAPi+ptdYkNgMwICAA7u7uOHv2bKuBIbE/LNC1x/l/ALUAE9vW1NSEjIwMAJYJ2Nrrqquuwptvvolu3bqhb9++Zv959913HzZt2oQrr7wSU6dO1XsbfS3AMTExsttMmTIF6enpOHjwIKZNmwZAN/BrzwIgjDEtwEx0dDT69OkjCwBvuOEGrFmzRicAbGxsRGVlpdkXWSGX9mkUCoVdVrU7GjEArK6uBqB5rfr7+yMxMVFn/p82sdVepD3zk2YAEmKfTBYA7tq1CwqFAldddRVfeY0QQuyBJWYAAvIWYEOVCawCMCAggH9xoVlGjsXeA0CqACS27Pz582hpaQFgmxWAMTExOH36NFxdXS0y/3rkyJHIzMyEi4uLwWo4fRWAERERcHZ25r/LpKQk/Pzzz6itreVf/ENCQqBUKqFSqQB0LABkgaO4CnB9fT0yMzN1bhsTE4Mbb7wR1113Hd+OkJAQ7Ny5U+9jFxQUUABoAWwfJTg4mGa62wAxABT3KRUKBR599FE89NBDrd7fki3AFAASYnkmmwHIBvTecsstpnpIQgixCEvPAGxoaODvmd9//z0+//xzqNVqAJrV9ABNC7B2YKhPcXExXn31VRw8eNCs205Mo6GhgX9ZsscFQAB5BSDN7yW2Rqwcs8SMvY7w9PS0aFDi5uamt/VX3B6GBXJKpZJ38nh7e6Nbt25QKBSyqh+lUikL/TrTAlxXV4fa2loAmhWA2XuL+PPYQZPQ0FD06NGDV5sZ+rl08MwyWAswzf+zDWIAyPYpAwICAAA33XSTrEpT39/M2ADQ1BWApng8QkjbTBYAdu/eHQCl94QQ+2OpGYDiztPFixdx4sQJPP7443j++eexdu1aAJdagP39/fntGxsb9a4ODACff/45li1bhgULFph124lp5OXl8dP2WgEotspTGzCxNWzxCBcXF/To0cPKW2MfxCo58XOK/f569+5tsHpQvH1HKgDFMKK0tBSAfAEQsbBAuy2ZEVsTxUCBAkDLYL9nCgBtAwsAi4uL0dTUBOBSAOjs7IzHH3+c31Z7lXQvLy+DByfMEQA6Ozvz7aVqXUIsw2SHH0eMGIHMzEy9Q3sJIcSWWWoGoLjzVFBQgBMnTvDzS5YswfXXX8/ntYgVgOz2gYGBOo/J2knF9iliu8QFXew1ABSD8sbGRrNXzhLSHmw/NCEhAS4uLlbeGvtw+eWX4+abb0a3bt1kK4U+/vjjkCQJDz/8sMH7ip9TnakABDRzAKOjo/nf0NPTE88++ywuXryIgQMHym5raBsGDBiAw4cPQ5Ik2eIUxHxYAEgLgNgGFqixilrgUgAIAHPmzEFOTg5qamowfvx4/P777/y61kI47RmApir6eeWVV7B9+3bMnDnTJI9HCGmdyQLA+fPnY/Xq1Vi5ciWefvppWvmXEGIXJEmy+AxAQBPo7d27l5/PysrC559/zs8HBATIdrYKCgrQp08fncdkg9NpHpt9EANAe28BBjTPO0PtQoRYgy2vAGyr3Nzc8Omnn+pcPnr0aKxbt67V+3a2AlA7AAQutXH36tUL/v7++Pbbb43ehri4OGRmZqK4uJgqAC1AkiSqALQxYks/IwZ7zs7OeO211wBAZ35ma5/n3t7e8PLy4sGiqVp258yZgzlz5pjksQghbTNZC/CYMWPw4osvIjMzE7fccgtfdpwQQmxZU1MTnzVk7hbgkJAQPocpOztbZ27f+++/z08HBATIdqYNVTKwlinW5kFsGwsAPT09+awte6MdABJiKxoaGvjiERQAWoYpKwCfeuop9OjRA9u3bwdg/AxH8WBZTEwMDyKpAtD8qqqq+OcAVQDaBn0BoFgBKNIO/AytAMyIf2Oa2UeIfTLpBOJXX30Vfn5+eP7555GQkIC77roLI0aMQFBQUKvDh5nLLrvMlJtDCCFtEmeYmbsCUKlUIiYmBpmZmfjqq6945eH06dOxadMmnXYNFhiq1WqDX2RYxURLSwtaWlpoBT4bl5OTA0DT/mtoppatE18nNAOQ2JL09HS+oFLv3r2tvDVdA6tM9/HxQbdu3dp9/8DAQCgUCkiSJJuRCgDDhw836jEiIyN5ZdKAAQNw5MgRnD59mioALUDcN6EKQNvQVgWgSDvwa2sOX0REBDIyMgBQAEiIvTL5N8WhQ4ciISEBp06dwrvvvmv0/RQKBVpaWky9OYQQ0ioWwgHmnwEIaFodXnrpJb4ym5OTE5YsWYIzZ87g/Pnz/HaBgYF8hcWCggK9AaAkSXzREEATxlAAaNtYBaC9tv8CVAFIbJe4eARVAFrGVVddheXLlyMuLk5v8NAWZ2dnBAYG8mp2pVKJRx55BFFRUbj11luNegwvLy+sW7cOWVlZmDx5MjZv3gyAFgGxBPF3TAGgbdA3m88cFYC08Cch9slkLcAA8Oabb+KKK67A6dOn+dG89vxHCCGWJgYYlljM4O6775atejhw4EAEBgbqrOLLjsKy1iZ9AWBVVRWam5v5eWoDbt358+dRVFQEAFCr1UhOTpYFwJbgCAEgVQASW8Vmx7m7uyM2Nta6G9NFODk5YebMmRg6dGiHH6OyspKfnjlzJp577jnceeedcHV1Nfoxhg8fjpkzZ0KhUPAgqrCwkL5fmJkYAFILsG3QDuIVCoXB2X7trQCkFmBC7J/JSkX++usvvPDCC/x8QkICxo4di/DwcFoQhBBis8QA0NwzAAHNjtlDDz2EV155BQAwbtw4AMBNN92E9957j7dWsKO1bGdLXwDI2n8ZCmMMO3nyJK688kr4+/vj8OHD+Pbbb/Hqq6/i6quvxnfffWeRbairq+OrNcfExFjkZ5qDGABSBSCxJawCMD4+Hkql0spbQ4wljgl6/PHHO/147HOzvr4eRUVFVJlmRuK+iXhwk1iPdgDo5+dn8P3QxcUFnp6eqKur47dtjfhaogCQEPtksgCQtfu6uLjgyy+/xJ133mmqhyaEELMRAwxLHay45557sHr1amRlZWHmzJkANG1Qr776Ku68806MGjWKVz60JwCkMMawTZs2Qa1Wo6ysDHv37sWGDRsAANu2bUNtba1FWllOnDjBTyckJJj955kLtQATW8VWAKb5f/blxRdfxIsvvoiHH34YcXFxnX68wYMH89Off/45XnzxxU4/JtEvNzcXgCb8a0/FJjEf7YPZbVX1+fn58QCwrRbgiRMnwtXVFXFxcR1a9ZsQYn0mawFOTk6GQqHAnDlzKPwjhNgNS7cAA5q5KVu3bkVKSorsi+qUKVNw+vRp/PTTT/wydrS1qKgIKpVK9jhsZhJDFYCG7d69m5/esmULTp48CUCzeMrhw4ctsg1s1WeFQmH0cHtbJAaA9JwjtqKurg7Z2dkAaP6fvZk7dy7S0tLw0ksvmeTxBg8ejMsvvxwA8OWXX/LKa2J6bKyFPVe1OxrtCkBD8/8YseqvrbCwV69eOH36NLZv305V1oTYKZMFgNXV1QCACRMmmOohCSHE7CzdAiz+LH3tE9pH0dkMQJVKpfMlhgJA49TU1OD48eP8/E8//cRXCgWAvXv3WmQ7Dh06BABISkpqcyfblomvE/E5p1arsXz5cmzatMkam0W6uHPnzvF5b0lJSVbeGtJebYUU7fXUU08B0ATDH3/8sUkfm1zCAsDo6GgrbwlhtAPAtvY3xKq/tlqA2eNRtSch9stkAWBkZCQA6FSoEEKILRMDDEtVALaHOHBZe0VDmgFonIMHD8pWmddecX7fvn1m3wa1Ws0rDUeMGGH2n2dOhlqA//jjD7z88sv473//q/PcJMTcWPsvQBWARPM+e8UVVwAAvv76a74AFDEdSZKQk5MDgAJAW6IdAAYGBrZ6ezH0MyYAJITYN5MFgFOmTAEAi7VSEUKIKYirwNrigkViAKg9B5ACQOPs2bOn1euPHz/O59+Yy7lz51BRUQHAcQNAVmXZ0tKC8+fPW3y7SNfGAkBPT08KIwgA4Omnnwag+ZxfunSplbfG8RQVFfF9KHrN2Q7tmcamrgAkhNg3kwWAjzzyCDw9PfH111/zcnBCCLF11moBNlZrASC1ABuHzf8bNmyYrMpz/PjxAIDm5mYcOXLErNvA5v8BwMiRI836s8xN/B2KzzmxAotVhRBiKez5l5iYKFtVlnRdQ4YMwVVXXQUAWLFihd7FtEjHid/3aAag7dDel22rvZ4CQEK6FpOtAtyzZ0989913uO2223DFFVdg1apVdv8lx9IUCgXttNoRNvyWhuDat6amJn7ay8vL5v6ewcHBcHNzQ2NjIwoKCmTbpx0ANjc329z2m5Mx/9aKigq+4MeVV14JDw8PHgguXLgQ+/btg0qlwr59+zBx4kSzbSurjg8PD0ePHj2gUCjM9rPMTalUQqlUQqVS4e2338bmzZuxevVqpKam8tvk5eV1qeeio7OHzzv2/Ovdu7dNbyexrGeffRZbt25FQ0MDli5dikWLFll7kzrM1p7XeXl5/HSPHj1sbvu6KqVSCXd3d36AOzAwsNW/jRgQtnXbrsIePvMI6SiTBYCvvfYaAGDy5Mn47bffMGbMGAwZMgSjRo1CUFCQUcGWqVb/slceHh46cxuI7ROPnBH7I743RURE2OQcwMjISGRkZKCgoEC2o8ZaShlnZ2eTD1K3VUql0qh/a3JyMl/w46qrroK/vz92796N0NBQTJs2DSNHjsS+ffuwevVqvPHGG2b7+58+fRoAMHr06Dbn8diDmJgYnD9/HnV1dTh06BDWrVuHrKwsfn1hYWGXeS52Jbb6eVddXc2rTgcPHkzPPcJNmDABN9xwAzZs2IAVK1bgxRdf5HPL7Ymxn3mWxOYqOjk5oV+/fnBxcbHyFhHGy8uLB4CRkZGtPnf69u0LAAgNDUVUVJRdH6A0NVv9zCOkM0wWAL7yyiv8DUOhUECSJBw7dgzHjh0z+jG6egBYX19PLXx2RKlUwtfXF1VVVbT4jR0rKyvjp+vq6mQzAW1FQkICMjIykJycjPLycn659qIgpaWlsusdka+vL68+q6qqavP2586d46cDAgJw5513oqWlBaNGjUJ1dTXuu+8+7Nu3D3l5eXj//fcxd+5ck2+zJEnIzMwEAERFRTnE3+jrr7/Ghg0b8MMPP6CoqAgff/wxX4EV0PzeHeHfSTRs/fNObOGPiYmh5x6ReeKJJ7BhwwY0NTXh5ZdfxrvvvmvtTTJaez/zLIm13Xfr1g01NTVW3hoiEtuAXV1dW31PnDp1KhYvXoxBgwbpHFjuqmz9M48QpiMHhkwWAAKQ7fzrO98aOtqg+X3Rm4z9UalU9HezY2zxB3d3d14pZmt69eqFP/74A2lpaWhqaoJSqYQkSTqLgDQ0NHSp56Ix/9b8/Hx+Ojg4GK6urnjggQf4/adPn46+ffvi9OnTeP/993HbbbfJBmjn5eUhICCgU9XZpaWl/MtRVFSUQ/yN+vbti759+6K4uBirVq3Smf174cIFu/h3Njc3Iy8vD7GxsdbeFLtgq593Z86c4acTExNtchuJ9fTu3RvTp0/Hpk2b8N1332H+/PmIioqy9ma1m609r7OzswFoFgCxtW3r6sR9Fj8/v1b/Pi4uLpgzZw4A23uOWZutfuYR0hkmCwD/+ecfUz0UIYRYDGuRsMXWXyYpKQmAZluzsrLQs2dPVFdXo7m5WXY7cUETonHx4kUAmiNk+v7GTk5OePrpp3HXXXfxMOv+++8HABw6dAjXXHMNEhMTsXv37g7PaBUXxLDHL52tGT9+PFatWqVzeV5eHiRJsvmDe/fccw+2bt2KpUuXYtasWdbeHNJBbP6ft7c3unfvbuWtIbboqaeewubNm9Hc3Izly5fjrbfesvYm2T124IdWALY9YgBoa63jhBDrMlkAePnll5vqoQghxGLsKQAENC03PXv21Kn+A2gVYH3Yqo8REREGb3P11VejR48eyMzMxIEDB3gAuHXrVgBAWloaioqKZCsytwerkgAcb6XEsWPH6r28oaEBRUVFCAsLs/AWGa+pqQl///03AGDXrl0UANqxlJQUAJr3SlsPnYl19O7dG+PHj8euXbvw77//Wntz7J5KpUJubi4Ax/tccwRiAOjv72+9DSGE2BxacpYQ0qXZQwAYHx/PVyJjM3e0VwAG5CsaEw0WALYWRCkUCgwYMAAAZCvZst81oDtvsT3E9lh7HD7fmvDwcCQkJPDzYoWjWPloi86fP4+WlhYA0GlhJvaFvW579epl5S0htqxnz54A6PVuChcvXuTvn1QBaHu0W4AJIYShAJAQ0qXZQwDo7u6OuLg4AJcqXfQFgNQCrIsFgG1V7/Xu3RsAkJGRwSspxTDQFAFgeHi4TT/POmrcuHH89OTJk/lpFgDm5eXh008/1fuctSb2WgJsP6wkl1RWVmLZsmV87l9lZSVv9RerpQnRxirVioqKbHLBL3siVrY72mgLR8ACQF9fXzg7m3TkPyHEzlEASAjp0tiXAFsPZlhlCwulTp8+za9jO3fUAiwnSZLRASD7/apUKqSnp6O2thZZWVn8evY4HeHoc5LGjx/PT1955ZW8BTMnJwctLS0YN24cXnzxRSxZssRam6iXWOF58eJFqqC1E8uWLcOrr76KBx98EID870gVgKQ14nswhf6dc+zYMX6aWoBtj6+vLwAgKCjIyltCCLE1FAASQro0FprZegDIKtTS09NRVlaGzz//HAAwePBgHm5RAChXWVnJqyJbmwEIXPr9AppAIS0tTXa9KSoAHTUAvOqqq/h/EyZM4M/HnJwcrF+/nq+A/MUXX1hzM3WIwZEkScjLy7Pi1hBjHT16FABw7tw5SJIkq9QVX8eEaBPfg8UKNtI+dXV1+OSTTwAA/fr1a/PzlVjeHXfcgQEDBuCRRx6x9qYQQmwM1QQTQro0e2gBBi61trW0tODpp59GWVkZAM3Khs8//zwACgC1iVV7bVUAxsbGws3NDY2NjTh79qzO77KjFYBqtZpXmjhqAOjm5iZbCTgqKgoXL15EVlYWdu/ezS+PjY21wtYZJgaAAJCbm4sePXpYaWuIsdjframpCWVlZfy8n5+fTS86Q6xPrFSjOYAd9+2336K4uBgAsHDhQlp4xwYNHToU27dvt/ZmEEJsEFUAEkK6NHsJAMXKlg0bNgAAhg8fjkmTJvFtpwBQjs0FA9oOAJVKJRITEwFoAgbtcEhfBeAHH3yAm2++udVwsKioiP9dHDUA1MbmQe3cuRMZGRn8cn0rV1tLfX09MjMzZZdRIGD7SkpKePAAaIJ5cQEQCiJIa/z8/ODj4wOAWoA7qqGhAUuXLgUA9O3bF1OnTrXyFhFCCGkPCgAJIV1WVVUV//Lo7+9v3Y1pQ48ePXRWcnv22WehUCjg5uYGgBYB0SYGc8a0KLEqS2MCwCNHjuB///sfdu3axdux9RFDpa4yJ4n9HiVJkl1eU1PD24GtLS0tTWf7KBCwfWK7L6AJ+c+dOweA5v+RtikUCn4ghlqAO+bw4cMoKioCADz++ONwcqKvkoQQYk+oBZgQ0mWtXLkS1dXVAIBbbrnFylvTOmdnZ6xcuRIbN26EJEkYOnQoX3zB1dUVAGgRAy0sAHRyckJwcHCbt2fBVXZ2NsrLy/U+FvP222/z0+KCLNrEALCrVADed999aG5uRlFREVxcXODr68sXACkoKEB8fLyVt1De/uvp6Ym6ujoKAO2AuHIzoAlt2WuzqwTspHNiYmJw+vRpqvjtIPE1eNlll1lxSwghhHQEBYCEkC6psbERn332GQBg0KBBGDdunJW3qG1jx47F2LFjdS4XW4DVajUuXryI7t27W3rzbA4LBkJCQvhKya0RK9cqKysBAMHBwbztUKVSQalUYv/+/dixYwe/X11dncHHZFUmSqUS3bp16+g/xa74+PjgySef5OcPHz4sCwCjo6ORmpoKSZIQHx8PT09Pg4/V1NSEiooKhIaGAgCvIPT29u7UNrJKMk9PTwwbNgy7du1CTk4Oqqqq+OrPCQkJ8PDw0LlvS0sLysvLERIS0qltIO2nXQF49OhRXsnZVQJ20jnseUIBYMew12BYWBgCAgKsvDWEEELai+q2CSFd0saNG3lb58MPP2zXs6PEFuBHHnkEgwYNsrkVV62BBYBtzf9j9K0gyiocVCoVSktLAQDvvfee7DatfZFk13Xv3t2oENIRib///Px8XH311bjiiiswadIkjBkzBrW1tXrvJ0kSpk2bhn79+mHv3r3IycnBgAEDMH78eNkcuI44c+YMAE3bKKscO3r0KEaOHIlJkyZh0qRJGD9+POrr63Xue/PNN6Nfv36yBU6IZWhXAB4+fJifjoyMtPTmEDvEAsCKigpUVVVZeWvsD3sN0orbhBBinygAJIR0SSwA8PHxwTXXXGPlrekcFgA2NTVhzZo1AIDnnnuOV7F1VSwANGb+H6AJENhCIAAQEBCAq6++Wufxjh8/LrvfxYsXDS7AcuzYMQCaarKuSlyZ9fDhwzh58iQ/n5eXh3379um939mzZ3HixAlIkoR169bht99+Q3V1NXJzc/HRRx91eHtUKhWOHDkCAOjXrx8PjpqammQLlWRnZ+PQoUOy+9bW1mLfvn1Qq9X4559/OrwNpP0kSdKZzXn+/Hl+mi0+Q0hrxEpRqgJsH/E1SDM3CSHEPlEASAjpklg4FhQUBKVSaeWt6RwWAGqHUJ988ok1NsdmtLcCUKFQ4M8//8RPP/2EtWvXYt++fbJ5dYWFhaivr+fPncGDBwPQfCnKzc3VebyioiL+ZckeWszNxdXVlc9g1Bea7dmzR+/9xMv37NkjCwpXrFjR6urLrTl16hT/G44bN06ndfSyyy6Di4sLAOhU+YmLwehbGZqYT2FhocGDGm5ubrxNnJDWUADYcfn5+XxuMhuZQQghxL5QAEgI6ZLYF0ntlXXtEQsA6+vrZa3Mn332GcrKyvh5SZKwYcMGnaomR6RWq3lAY2wACGhmy11++eWYOHEigoODZdVrBQUFfPVDABg+fDg/re+L5N69e/nprhwAApeqANlMRIVCwX9/xgSA2dnZsrmLDQ0NeP/9943++S0tLVi1ahXOnj0re9yxY8fqVI699tprGDJkCAD53xCQLwYjPheI+YntvwMHDpRdFxkZSauREqOIr3cKANtHrMClFmBCCLFPtLdECOmSHDEALC8v5wPxAc2CCT/++CM///333+O///0vZs6cKWt1dEQlJSVQqVQA5C2o7RUcHMwrRIuKimQB0IgRI/hpfSvIsqDJ19cX/fv37/A2OALtNuwePXpg0qRJAICTJ0/qrLqsUql0WoNZhWtQUBAAzfOZVaO05csvv8Rjjz2Ga6+9Fps3bwagaWELCwuTVQTFxcWhb9++PLA9fvy47GeIf/+OViCSjtm/fz8/rb36KLX/EmN5e3vzimSxhZy0TQwAqQWYEELsEwWAhJAuiQWAvr6+Vt6SzmOrAOtrj0tOTgagqZh65513AGhWrTU0d81RiItEdKY10MnJid+/sLBQ1vbZt29fvoItq2wTsfbRsWPH2n2beWdpV2EmJSVh/PjxADSVqdrPx1OnTqGiokLvY73xxhsANDP7Dh48aNTP37p1KwDN4H+2cARbUTsiIgJz5szBkCFDsG7dOgDg26ZSqWTBkxj6UQuw5VRWVuKrr74CAIwZM0Y2qxOgAJC0T79+/QBoFv4hxmNVuFFRUZ1eiZ0QQoh1UABICOmSWFjm7+9v3Q0xAVdXV53LWDtcamoqAODbb7/FxYsX+fXarY2Ohq3YC1yqGOsoFl4VFBTIAqDw8HBePabdSpaXl4fMzEwAl4KmrkxfADh48GAeoGq3AYvPT/H317NnT1xzzTX8OW9MkN3Q0CBbLZZhIR8ALF68GH/++Sf/ew4dOpQH6+K2iH//8vJyNDQ0tPnzSed9+eWXfMXWBQsW6DyfKAAk7cGqt0+dOoWamhorb439YBWANP+PEELsFwWAhJAuyZFagFlQIWJfcM6dO4fq6mp8+OGHsuvFqiZHZMoAkLUQixWAnp6e8Pb21gkAS0pKMGvWLFx77bX8/mLQ1FXpCwBdXFwwatQoAMAPP/yAK664Ahs2bABwqXoyMTERN998M7/fmDFj4OHhwWf0iQHg1q1bMXPmTJw4cUL2s44ePaoT1CkUCowZM8bg9rq7u/MZheJCINptvzQH0Pyqq6vx6aefAtC8r40fP16npVx7IRdCWsM+H9VqtU4V4Llz5zBz5kysXr3a6Mc7f/48brnlFnzzzTcm3U5bolarkZaWBoACQEIIsWcUABJCuhxJkhwqAGQzAEUsvGhqasJXX33Fgwr2xSclJUUWkjkaccYhm/fUUSxsyMnJ0VlYhFUesQDw7bffxvbt2/lMwNDQUPqyBN0ZgGyA/MSJEwFo2tJPnjyJV199FZIk4ciRIwA01X+XXXYZX9yGzX5jVYH//vsvr+B59tlnsWPHDjz88MOyWZgswFMqlXzxiEGDBiEwMLDVbWY/49SpU6itrQUAWRUtQG3AlrBv3z7eDv7EE09AoVBQBSDplKFDh/Iqee1FsV544QX+PtLS0mLU4z355JP4559/8MwzzyAjI8Pk22sLtm7divr6egCa8ReEEELsEwWAhJAup6amBmq1GoBjBID6WoDFFWpXrlwJQFO19sILL/DLHbkKkIWb7u7u8PLy6tRjJSQkANDMFWQzkFhVYExMDABN4Hj27FmsWrUKANCnTx/MmjULX3zxBa1OCvlCLM7OzoiLiwMA3H333Xj44YcxdOhQAEBubi7S09N54NOvXz/ExMRg2bJleOaZZ3hlJaveU6lUOHToELKzs3kIm5KSgm3btvGfx9qLBw0ahO+//x4PP/ywTkWsPmzhFkmScO7cOQC6FYC0EIj55eXl8dPseeLr6wsPDw9+OQWApD28vb35HEDtOaLi5+LJkyfbfKy9e/di165dADRVcmzWriNRq9VYtGgRACAkJARXX321lbeIEEJIR9G3EkJIlyMuluEIMwD1tQAPHDgQLi4uADShCqCp/hs2bBifu+bIcwBZBWBQUBCvHusoVq0GXPpCyCqQxNbDJ554As3NzVAoFPjss8+wdOnSVttMuxKxYis+Pp6H1h4eHnjppZfw1FNP8et//fVXfpot9nDLLbdgwYIFfDGVYcOG8ef33r17dWYILl26FABQW1uLY8eOAQDGjRuH8PBwvPTSS7K/qSFi5WZKSgokSdKp+KMKQPNjIau7uzs/YKNQKHio7OLi0qmVvknXxKrhjxw5Iqv0Y8EgoKk+VavVBlcblyQJb731luyy9evXY/fu3Torm9uz3377DadPnwYAPPLII50+qEYIIcR6KAAkhHQ54uqijrAKsL4W4MDAQMTHx8suGz16NFxcXPgXH0deCVgMADtLDIJYaykLHMQAkC00cdNNN1Hbr5aQkBAe3un73YiB3MaNG/npXr166X08T09PDB48GACwa9cunQBw//79OHz4MPbt24fm5mYA7Z/FGBkZyb/opqamoqqqirfAMVQBaH7sdxweHi4L81lbeWRkJFXZknZjn4O1tbVITk7ml4sV9Xv37sWjjz6KuLg4fP/99zqPsWfPHl5BeNttt8HFxQWSJOGmm25Cnz598M8//5j5X2EZ77//PgDNa+6ee+6x7sYQQgjpFNpjIoR0OWIFoCO0AGsHgC4uLnBzc9MJT9hMs5EjRwLQrOjnqKuYshZgUwSAwcHBCAkJkV3GAsD4+HjZdR4eHnjyySc7/TMdjZOTE2/fnDBhgs714eHh/LXI2qxDQ0MREBBg8DGvuOIKAJo5gJs2beKPzSpcFy9ezBeP8Pb2lrXFG7vN7DWUkpKiM/8PoApASxADQBH7e7KFZAhpjzFjxsDZ2RkAsHz5cn45W20aAHbu3MkXA3nttdd0KgH/+OMPAJoDEq+//jrmzJnDr2tpaZGNIrBXzc3NvPrv7rvv1ttxQAghxH5QAEgI6XLEHXxHaAHWDgB9fHygUChklVYeHh68YopVW6nVaqSnp1tuQy2IBYCdXQCE0a5aY2GEh4cH/v77b6xYsQIrVqzAjh070LNnT5P8TEezZs0a/Pnnn5g9e7bOddrPV8Bw9R9z7733wsfHBwB4kH3dddfhvvvuAwDs2LGDz+b6z3/+w4PB9mDbdPbsWVm1H3ssqgA0P0MB4LPPPostW7Y45Mw1Yn5hYWG47bbbAGiqjlnIJYZ8TU1N/HR5eTk+//xz2WOwKvrhw4fD19cXr7zyCtatW8crw8XFqOyVuL+k/RokhBBifygAJMSOJCcn47fffuMLWHRWY2Mj1qxZg/z8fJM8nr1w9BZgFoqIbZXDhw/nrU1i0HL27FkUFxfjxx9/lP1e7J2pA0DtMEqcORYeHo5rrrkG11xzDV/cgujy9vbGkCFDDLZrtjcADAgIwNy5c2WXjR8/HvPnz4e3tze/zMvLC/PmzevQNrPXUH5+PlJTU/nlAwYMAAC+ujYxjZycHGzYsAEqlYpfZigAdHZ2xvDhw/WOQCDEGE888QT/XFy8eDEA6J33x+aNLl++nH9OlpeX89CQzXp1cXHBhAkTZItD2TuxY8IR9pcIIaSrowCQEDtRWVmJSZMm4d5778X27dtN8pjPPPMM5s+fjxkzZsiGYDs6R28BZuGHGKiIi1HExsbyNp6UlBQsWLAAjzzyCF577TULbK35tbS08AHspmgBBqCzaARVQpheewNAAJg7dy6v4o2KikJMTAwCAwNlweB9992HwMDATm/Tzp07AWiqFdlCAdQCbFoPPPAA/vvf/2LhwoUANJWd7LXMZv4RYirdu3fHXXfdBQDYsmULcnNzdQJAb29vfPbZZwA01XBr164FABw4cIDPhNVe7IkdeHKEAFCsAHSE/SVCCOnqKAAkxE6IQ+7ZTJrOyMjIwA8//AAAOHfuHNavX9/px7QXLAB0d3d3iHk22v8GVgHYo0cPXHPNNYiJicGtt97Kr1cqlXx11eTkZD6o/OzZsxbaYvMqKyvjX8xMFQBqh1O06qjpaYesxgSAvr6+WLx4McLCwvD444/zRSLmzZuHESNGYMiQIZg/f36Ht0n8u+/YsQOAZkGT7t27A9BUmoptgqTjJEniC+l8//33yMnJkQWsFLoTc7j++uv56YyMDP56HjBgAMLCwrBo0SJce+21/EAD65hg7b/ieA3GkQJARztgSgghXZ2ztTeAEGKco0eP8tOmaDN85513ZK3ES5YswU033cSHYjsytkPrKO0s4qqFwKUAUKFQYMWKFXrvk5SUhOTkZOzatYs/D4qLi826nZbC2n8B88wA9PT05L9jYjragZ8xASAA3Hjjjbjxxhtll/n6+mLz5s2d3qawsDD4+/ujoqKCryYcEREhC6OKiooQGRnZ6Z/V1WlXXi1ZsgSzZs3i5yl0J+YgVgdfuHCBn77vvvv4jEBA855SUVHBn6d79+4FAAwbNkynCp997pSWlkKtVtv1KtXUAkwIIY7Ffj+RCOli2NFmAB1u11WpVHjqqacwZcoUXvEXFRUFADh//jx++eWXzm+oHWA7tI6wAAigWwFozE46C7TEELioqIhXztkzMQA0VQWgr68vr/oKDQ3llWbEdMTVlkNCQjrctmtK+hYnCQ8Pl4VRtBCIaWjPU1y9ejX279/Pz1MLMDEHcT8gOzubn9Y+yMPOV1dXo7KyEqdOnQIAjB07Vucx2fuYSqWyi9m6lZWVeOCBB3QWOWHXMVQBSAgh9o8CQELsQE1NDf7991/Z+Y7Yt28fvvnmGxw7dgySJMHFxQXr1q1Dt27dAMAkFTP2gO3QOsrOrKFFQFqjHWoAQF1dHWpra022XdYitl2ZKgAELi38EBsba7LHJHLsd8xm7NkCtk1MbGwsD4OBS7MBSedoz1NUqVT45JNP+HmqACTmIAaAYgWg9oE0Nlu3uroap06d4gfLRo4cqfOYYuW5PbQBr1+/HuvXr8dLL72ksw8gzgCkCkBCCLF/jt/rR4gDOHTokGxVxI4GgBkZGfz0tGnTcPPNN6Nnz56Ij49Hfn6+3tXvHJGjBYCGWoBboz1vjSksLJStoGqPzNECDADPP/88wsLC+NB4Ynovv/wyoqKicM8991h7U7iHH34Y9fX1KCsrQ2BgIB588EFERERg+PDhOHz4MD755BP85z//cZj3E2sRRxAEBQWhtLSULwDi6+sLLy8va20acWCurq7w8vJCbW0tcnJy+OXan6Ms/KqurpZV9embTSkeeCouLuYzd21VXl4eAE3oXlZWJnutsQDQy8urS4yIIYQQR0fv5ITYATZrhmkrAGxsbNSpCgMuHd329PTEihUreBujp6cnAE0FWFfgaAGgdguwMQFe9+7d4e3trfNcKi4uRs+ePU26fZbGAkBXV1eTzurr1asX3nnnHZM9HtHVu3dvm/sdh4eH47333tO5/JlnnsHNN9+MyspKfPjhh3jggQeoPbwTxBbg66+/Hl9//TU/TwuAEHMKCAhAbW2trAVYu9qNfZbU1NTIAkB9+xHaFYDNzc1wcnKCUqmU3c7Qvpqlia+9srIyPhoGcLyZyYQQ0tVRCzAhdkBcARhoPQBctmwZIiMjsXTpUp3rWAAYExMj+5JKAaB960gLsEKh0FsFqD2Hyx6xlqugoCAKY4jZjB8/HmPGjAEALF26FP369cP06dNl1drEeOy9x8vLC1deeaXsOpr/R8yJtQGLVaitzQAU22L17UewGYAAkJmZiZEjR2Lo0KG8ohUANm7ciLi4OLz22msm+Td0hvi5L24jcKkC0FH2lwghpKujAJAQG7d//34cO3ZMdllrAeD//vc/AMBrr72mM1OJBYDR0dGyyykAtG8dCQCBS8PLxSHmjhYAEmIuCoUCzz33nGyFz0OHDuHnn3+24lbZL/beExoailGjRsl+rzT/j5iTvgWHWgsAWQWgp6enzggOQFOFzz6Xf/31V+Tk5CAvLw9//vknv83mzZvR1NRkE+8XYvCpHQBSBSAhhDgWCgAJsWGSJGHRokUANDuUU6ZMAdB6ACiuEPzhhx/KrmMBoNjeAVwKAB1hAYi2NDc383+nowSATk5OcHFx4eeNDQAXLlyItWvX4ttvv+XPAfGLgL1iLcCmnP9HiD4jR47EH3/8gY8//pi/r77zzjtobm628pbZH/beExISAh8fH9niK9QCTMxJXAgEAJydneHh4SG7TFwEhAWAhkIxhULBP3/YasEAsHv3bn6aBW2FhYVQq9Wd2v7Oaq0C0NEOmBJCSFdHASAhNmz37t3Yt28fAOCBBx7gXzDFxTrUajX++OMPZGVlAZBXPa1cuZIPd66pqeHBSExMjOzndKUKwLZad+yVWAVobADo5uaGiRMnwtfXF6GhoQAcowKQPc+pApBYwuDBg3HLLbdgwYIFAICsrCysWbPG6Pur1Wps3bpVp2K7qxErAAF5ZTK1ABNzCggIkJ338fHRGR/BPldbWlr4a1U7OBSxAJCtFgxo5jmz82VlZQA0C29Yc6VgtVrdagUgtQATQohjoQCQEBu2ePFiAJodr3nz5vEj0GIF4Lp163DnnXfihhtugFqtlu28NTU14YsvvgAA2ep2hlqA6+vrZTurjqit4d32SlwIpCMLX7CZRRQAEtIxt956K3r06AEA+OSTT4y+36uvvorbb78dc+fONdem2QXtAJDNVwSoApCYl3aQp6+yT/xcZQdWW2uL1ff5k5eXh8zMTADyoK2goKBd22tK5eXlsrmlLJhkqAWYEEIcCwWAhNioQ4cO4eDBgwA01X9+fn48AKytreUtI7///jsAzY5lbm6uTivJzp07AVxq/wUMB4BqtRqNjY1m+NfYDrECsLWj9/ZGnEPUkQDQUSoA1Wo1/wKjb64TIebi7OyMW2+9FQCQnp5uVBtwQUEBvvrqKwDAsWPHHP4AjCFqtZpXQbH3ovHjx2PgwIGIjY3FuHHjrLl5xMHpqwDUJl6Wm5sLoPWDiIZGULBF3WwlANT+zKcWYEIIcWwUABJio5YtWwZAE87dd999AC7NoAE07bpqtRp79+7ll507d46f7tu3LwDg9OnTqKioQHZ2Nr/OUADIHteRsZ1ZwLGOaIstwOLzxFjsS7e9zwCsrq7mITgFgMTSYmNjAWgCLRYStOajjz7iB13q6upk4x26kvLycj6/lr0XeXh4YNu2bTh48KBDHawhtkf7+dVWAMjC6tael+JKwKI9e/agqalJ1slhqwFgS0sLn5nsSPtLhBDSlVEASIgNSktL45V9d9xxBw8yxGCnpqYGp06dkrW0igHgtGnTAGjmzxw4cIBXAPr7++vsyHWlALArtAB3ZEddrAC05yoksX1Ju6qDEHMTD65cuHABe/fuxcMPP8xntIoKCgrw3Xff6VzWFYkhBHsvYsTVgAkxB+3PCn2focZexmhXAPbq1QuAJgDUbrM15eu+ubkZzzzzDD+I3Bbtg37l5eVITk7G3Llz8c8///DLHWl/iRBCujLaqyLEBr3//vsAAKVSiXnz5vHLtQNA1krCZGRk8NMTJ07kq9jt3buXB4Da1X9A1woAxQpAR6oqYRWASqVSZ/VCY7BqhebmZllIam/E6gWqACSWph0APvXUU1i9ejXmzZunE6wvW7YMDQ0NsssuXrxoke20Na0FgISYW3tbgBljFgFh7r77bgCawC05OVl2nSkDwC1btuCrr77Cq6++atTjalcAlpWV4Z133sHPP/+MJ554gl9OFYCEEOIYKAAkxMacPXsWP//8MwDNUPnIyEh+nbgDWlNTg927d8vuK1YAhoWFYdiwYQCAffv2UQD4/1jrjrOzs0Md0WYzAPWtXmgM8Uu3PbcBiwGgIwW8xD6EhobyAP7cuXP8PfnIkSP466+/+O0KCwuxcuVKAMCAAQP45V21AlB8zzHUOkmIuRgTAOobrWHsDMDo6Gj06dOHn09JSZHd1pSv+1OnTvHT2pWG+uhrAWYHk8XtcqT9JUII6cooACTExixevBiSJMHFxQULFiyQXSfugJaXl2P//v2y68UAMDAwEGPHjgUAnDx5EmfOnAEAxMTE6PxMMQBk814cFQsAg4KCOhSU2SrWAtyRBUAAeQBozwuBUAUgsSaFQoGoqCgAwPbt22VVf2+//TY///HHH/Pqv0WLFvH3oq4aAIrvORQAEktr7wxAprVQTHwe9+rVS7aS9dmzZ2W3FSt/OzuCIzU1lZ82Zn9O+4BfZWUlcnJydG5HASAhhDgGCgAJsSEpKSn47bffAGhm/2lX64kB4J49e3R27tiXKGdnZ3h5eWH06NEANDuUbKeSKgA1AaChFfrsFWsBNkUAaM8hBM0AJNbG3mPT0tJklycnJ+OPP/5AaWkpVqxYAQC48sorMXz4cP5+ZM+vvc5gn13+/v6yBY0IsQTtAFBfu6unp6fOPMrWQrGgoCB+ulevXggLC+PntSsACwsLAWgWD5ozZw769OkjG+nSHmK4aEwAqH3AT5IkndEEALUAE0KIo6AAkBAbIg5cfuyxx3SuFwPAI0eO8NPaFRMBAQFQKBQYOnSoznVDhw7VedyuGAA6WpVJfHw8gEuDxtsrLCyMPw/WrFljsu2yNFYB6ObmJnteE2IprAKQcXNz49WomzZtwt9//436+noAl97nIyIiAHTdGYCnT58GANnIC0Isxd3dXfZ5oS/sUigUOgfYWgsAw8LC+H7G6NGj4e3tzffhxG4NQFOF19zcjN9++w2bN29GcXExfvnll3b/O+rr62ULDrUnABQXEtOHKgAJIcQxOFt7Awghl7Ajt927d0e3bt10rhcDQHZ02NnZGb1795a1cbCj2W5ubvjtt9+we/duSJKExMREDBw4UOdxu2IA6GgVgM888wxGjx6NMWPGdOj+rq6uuO+++7B06VLs2LED+/fv5xWk9oQFgP7+/g7V4k3sh/aYhfj4eMTHx2Pjxo3Yt28flEolAE2L+vDhwwEA4eHhSE5O5pVAXUlTUxMOHToEAB1+/yKks/z9/fn+j6FKeh8fH9lCYq2FYi4uLti0aROysrIwceJEAJpQsKamBk1NTTq3LygowLvvvsvP62vDbcu5c+dkLcTtCQDj4+Nl8wO1UQUgIYQ4BqoAJMSGsNkthqq4vLy8+Gn2RTE0NFRn1USxnaVnz5645557MGfOHD4TsLXHraurQ1ZWFvbt29fqttbW1uLvv/+2u8DQUQNAT09PTJ06tVNH6efPn89D5kWLFnV6FpE1sACQ5v8Ra9Ees9CrVy8ebOXm5mLz5s0ANGEXaylk88H0tQCnpaXh6NGj5txkqzp27Bj/HBk/fryVt4Z0VeLICENhV3sqAAEgLi4OV1xxBT8YJc4B1Pb555/L2ne1A8ADBw4gLy8PANDY2IidO3fq7H+J8/8AzX5ac3Mztm7ditWrV+OXX35BTU0Nv76lpQWlpaUAWu8e8PDw4AuNEUIIsW8UABJiIyRJ4jtvSUlJem+jVCp12hrDwsJ0wqz2zj5jq1YCmgHQU6dOxfXXX4+ffvrJ4H2ef/553HrrrXjllVfa9bOsSaVS8Z1dRwsATSEwMBBz584FoFk5+t9//7XuBnUAmwFI8/+ItegLAMWDL1VVVQDkYRcLBgoLC6FWq/nlZWVlmDx5Mq6++mq7fD0aY8+ePQAAJycnu6w6Jo5B/MzQt+IvoBsAtneleXEOoPbP+eKLL2TXiQHgtm3bMG7cOEyePBkVFRW49957MWPGDCxatEh2H+3FRWpra/Hxxx/j9ttvx8MPP4z7778f8+fP59eXlJTwA32JiYkGt5uq/wghxHFQAEiIjcjNzeXtGq0diRWr9QDNF0ftMKu9O6VKpZLPf8nOzuZVcvPmzUNzc7Pe+7AZhKx1yx6UlZXxnV0KAPW78847+Wm2crQ9YRWAFAASa9FuAe7VqxcSExN13nP0BYDNzc38IAUAnDhxglf5bNmyxVybbFW7d+8GAAwYMIDmjBGrEfebjKkAVCgUBoNCQ7QDwN69e/PTKpUKwKX3j9zcXH7Zn3/+CUAzK3DevHnYunUrAGDnzp2yx9MXALL5mszmzZtx4sQJAEB6ejq/fNCgQQa3m16XhBDiOCgAJMRGiDtuhioAAd0j0KaoAAQuzQHMz8+XXb569Wqd20qSxI9OX7hwwW5aRVmwCTjeIiCmEh4ezlfh7MgMImurqKgAQC3AxHr8/f1lAUKvXr2gUChk1W2hoaF84R5A3hootgGLLX2sUs6R1NfX84NJ48aNs/LWkK5M3G9qbQYg4+vrq7MqcFu0W4Cjo6NlB3W7d++ORx99FICmPZe9F4iz+bZt28ZPp6eno6WlhZ/X1wJcXV0NQDMOhh3oZbMGxdWIBw4cKOswESsCKQAkhBDHQQEgITZC3HFrrRVD+4izvgpAUwaAS5YsQWNjo+yysrIyXpVSXV3NQxdbJwaAQUFBVtwS2+Xk5MRX4szJyUF1dTWeeeYZbNiwwbobpkdRUREWLlyIv/76i1/GWoDbWwVLiCmxNmBXV1fExsYCkC9wMX78eNkiNcYEgMePH5fN73IEhw8f5gsiUABIrKm9FYAd+YzRrgD09/eXvfYff/xx9OzZk59nB+G0q/iYpqYmvupvbW0tsrOzZdeLAWBcXBzuuusuAMAff/yB5ORk/v4SGhqKoKAg2b7jxIkT+YJF1AJMCCGOgwJAQmwEqwCMiopqta1E+7rQ0FCTBoBsyDSTl5fHW7QY7cqwCxcutPvnWYMYAFILsGFRUVEANH/n77//Hl999RUeeughmwsfPv74Y6xcuRLz5s1DS0sLmpub+ZcdqgAk1hQXFwdAczDH2dkZgDzg0g67jAkAW1pacODAAbNsr7WsW7cOgGY1+5EjR1p5a0hXxsI5Nzc3oysA20u7AjAwMJAfLIiKisLs2bNlM0RzcnJQWVmps8/F3lOAS+8R586d0/l5tbW1/HPbx8cHDz/8MK/w/+6773gFIGtFFvcdExISkJCQAID2lwghxJFQAEiIjWhrBWDG3BWAbA6hKDMzU3ZeO/CjANCxiAHgyZMnAWgqDQ4ePGjNzdLBWiIrKyuRnJzM5/8BNAOQWNdjjz2Ga665RrZIUlJSEp5++mnceuutmDFjhuz2QUFBcHFxAXBphXdxYShm79695t1wC8rIyMDatWsBADfeeGO756kRYkozZszAzTffjDfffFMWsIlMXQEYEBCAZ599Ftdffz2+/vpruLq6Ijw8nFfeXbhwQVb99/rrr2PatGn45ptvePsxO3gsjpEJDQ0FIK8A9PX1RXh4OCZMmABAM3uT3Yftd4qfm1FRUXjttdcwffp0PPjgg+3+txJCCLFN+j/hCCEWpVarkZaWBqD1+X+AbgCobwZgR3ZMxZWAxZ9VU1Ojc/TZ3isAPT09dRZTIZewADA/P182e2jv3r2YNGmSzu0lSZK1M7LLxNmQCoVC5zat3b8tVVVVsm3bs2cPrr76an6eKgCJNfXv3x8rVqzQuXzhwoV6b+/k5ISwsDDk5uYiPz8fkiShsLCQrxjMaFdjizryOrKmxYsXQ61WQ6lUGvy9EGIpQUFB+PTTT1u9jbj/ZaoKwMGDB+PLL7/klzk7O6N79+64cOECcnJyZAHgDTfcgLlz5wIAevTogYyMDL7vyA4WeHp6IikpCUVFRairq+MBIAsvx40bhz///BMZGRn8cdl+pxgARkdHIz4+HhMnTmz3v5MQQojtogpAQmxATk4On6nXkQDQy8tLNry5MxWAjJ+fH3r06AGg7Yo/7bkztooFgFT91zrWgqRWq2VDwvft26dz24ceegiDBg2SfZnIzMzEoEGDEBYWxv+Lj4/nKxeKcnNzMWzYMNx3333t2sZ9+/ZBrVbz87t37+bz/wCqACT2h4UD3333HXr06IGPPvqIX8e+hJ88eVLvzNUPPvgAvXv31vsas0VpaWn45ZdfAACzZs3iLdOE2LLOVgB6e3sbta8mVuGzADAgIEBWQciq9ljwx6r5EhMT+XbW1NTwAJDtO+qbtclagMUDZ927d2/vP48QQogdoACQEBsgtnm1JwBUKpU8zBJDrY7smGoHgAEBATwI0g74cnNzZeftrQKQAsDWsUVAtP3777+yOYDFxcVYu3Yt8vPzZYuErF+/XmcxmaqqKr0rSj/22GO4cOECfv31VxQXFxu9jdoroh46dIi3TgIUABL7069fP366trYWX3zxBT/PAnK1Wo39+/fL7qdSqbBs2TKUlpZi5cqVltnYTtq0aROvWFywYIG1N4cQo4gBYEdXKHlA6AAASJVJREFUxhVDvPYEgH379pVV+LIAkK0ELI6RYR0OJSUlUKlUsm3v06ePToU8eyz2/6SkJL1dIYQQQuwfBYCE2AB25FahUPChy4aIAWBISAifFSOGWqaoAAwICEBMTAwA3YDPXluAWcBEAWDrxCHkIpVKhUOHDvHzrPUIkD8HWNVgeHg4XnnlFR5qi4sbMOJcwfr6eqO3kbVCurq6AgDq6uqwfft2fj0FgMTevPDCC1iyZAnuuece2eVhYWGYOHEif4/WbgM+ffo0KisrAUBnZqCtYtXE/fr142EHIbZObPvt6Mq4YhtwWwFgbm4un8MrHiAALoV1jY2NOHPmDN8vS0pK4gGg+JnLAkAnJyfZiuSRkZH8ujvvvBOff/45vvvuuw792wghhNg+CgAJsQHsS1tMTIxOEKdNPAIt7kgGBQUB0OzcGVrBrjXaP9ff35/vhFZVVfEvmJIk8bCHHY3OycmRzXuzVVQBaJywsDC+IAGgqTRl53/88Uds374dDQ0NsqHjYgDIns/Dhg3DQw89hOHDhwPQHwA2NDTw0/oWoNGnoaEBhw8fBgDMnj2bD0P/7bff+G0oACT2xs/PD3fddRcWLVokOxCUlJQEV1dXjBgxAoDuQiBia352drbRryNLKygowNmzZ9HU1MQPJIhBBCG2rrMtwIC8AtDQrFq279Xc3Mz3W/r27Su7TWJiIj8tfvaJFYBNTU16t338+PH8tNh14ubmhhtvvBGxsbFG/3sIIYTYFwoACbEB2iuxtUZcvELckWShlr+/Pw9E2kN7UQyxBRi41AZcXl7Ov2D2798fgCaQKSoqavfPtDQKAI3j5OQkawPu2bMnhgwZAgDYsGEDZs2ahRdeeEFWbcQCwKamJqSnpwO4NFeIBdUFBQWyoFic4QcYHwAeOXKEf7GZMmUKBgwYAAC8PdnHx0cWYBJiT5RKJZ588kl+nn3RZ1/az5w5I1vRXHs2p1iZaytqa2tx1VVX4fLLL8e7777Lq30pACT2xBQtwOzzUKlUGjxYq68KXzsAjI+P5/t669ev55cnJSXpPZBsKABkn9OEEEK6BgoACbEytVqNc+fOATAuABRbgMUKwKuvvhpKpRLTpk3r0HboqwBkLcDApYBHbP8Vh0nbehtwY2MjH4ZNAWDbxC8gSUlJuO2222TXb968WVYBmJeXh5aWFmRkZKClpYXfD7j0PG1ubpYt1JGXlyd7TGMDQHHBkX79+slW/wWo+o/Yv+uvvx5XXHEFnJ2dcdNNNwGQf2lnVYD6ZgKKC/fYigMHDuDixYtQq9V4//33AWgqyEePHm3lLSPEeHFxcejVqxd8fX07HF5PmTIFLi4umDp1qsFVuwcNGiRrje/ZsyevpGc8PDz4ZWz/y8vLC5GRkToHdAF5ABgfH4/Ro0fDzc2tw/uMhBBC7BMFgIRYWXZ2Nq+GaGsBEEAeAIoVgNOmTUN6ejr/ctVe+mYAijug+gLAsWPH6lxvq0pLS/lpCgDbJlYAsgAwJSUFr7/+OgBNNaU4D1ClUiEvL08WCmpXAALyNmDxtoDxASBbYMTJyQkhISG47777ZF9uKAAk9s7JyQk//PADsrOzMWzYMACaimv2PGeL4Jw5c0ZnVWDt15Ut0G5bBjSLEdBrldgTZ2dn7NixA6dOnUK3bt069Bjjxo1DWloavv76a4O38fLywsGDB3Ho0CGkpqYiJSVF76IcCxculJ3v1asXFApFmwGgQqHAxo0bcfbsWf7+QgghpGugAJAQKxPbKDtTAah9XXvpCwA9PT0REhICQPNF88UXX8RHH33EbzNq1CjegqK9UrAlFRQU4OWXX8aRI0cM3kZcYZYCwLaJ4S8LpoODgzF9+nR+OVtdkMnJyeHhg6urK3r06AFA/jy9ePEiP63dqthaALhhwwYsWrQITU1NPAAMCQmBs7Mz/P39cf/99/Pb2mIAQkh7KZVKvsgNoAkfWNURWwhEbP9lob0tPv/1BYDU/kvskbOzc6dXyPX29jZY/ce4uLigR48e6Nmzp8GRFpdffjlGjRrFz7PP6rYCQEATAnZmn5EQQoh9ogCQECtjX9acnJzaXAEYuLTYB4AOH4HWR18ACFxqBV2zZg0+/fRTHD9+HICm+tDX15dvg/bKwJb00UcfYfny5bK5WdrEAFD8HRL9WHgHaCp1mMjISNl1ouzsbP58TkhIgLOzMwDDFYDaK5YaCgArKyvx4IMPYsmSJVi/fj0PAMXHfeCBB/jpK6+8svV/HCF2io1dyMjIQHJyMjZs2AAAiI2NxeWXXw7A9gLA6upqnDhxAoCmhZIRK8gJIe2nUCjwzDPP8POs6t6YAJAQQkjX5GztDSCkq2Nf1mJiYow6qpyQkID7778fFRUV/AufKeibAQhoAsCjR4/yy0NCQtCtWzfMnTsXABAREYHc3Fy9K7xaCpuhmJuba/A2hYWF/LR25STRdfXVV+O6667jFQiicePGITMzk593cnKCWq3GhQsX+PNZbGcPDg6Gs7MzWlpaZH8HYwPArKwsNDc3A9BUorLZgREREfw2AQEB+Oqrr/Dtt9/i8ccf78g/mRCbd8MNN+CNN95AY2Mj/vOf//DX4axZs/iX/osXL6KioqLDq5Sa2oEDB3i18OLFi/HHH3+gubkZU6ZMsfKWEWL/xo4dixdeeAEnT57EHXfcAUA3AFQqlZ2uWiSEEOIYKAAkxMr0BSatUSgU+N///mfy7WirApD58ccfMXDgQH5eXOHVWtj8wcrKSqhUKiiVSp3bsOBJqVRSC7ARPD098dVXX+m9bvz48fjuu+8AAIGBgQgICEBGRgZSU1N5ICE+n52cnBAWFoa8vDz+PJEkyegAUJwvmZWVpbcCEACuu+46XHfdde35ZxJiV8LDw3HnnXfiyy+/5K+1wMBA3H///Th27Bi/3dmzZ2WtgdbE2pTd3NwwcuRIkx64IoQAjz76qOy8dgDo4+PTZssxIYSQroFagAmxIpVKhfT0dADGzf8zJ0MBoBiyDB48WBb+iddbKwBUq9W88k+SJFRWVuq9Hdu+kJAQPreQdIzYupeYmMhD4u3bt0OSJACXWpEY9jzJy8vDnDlzEBMToxP4GQoAxfbyjIwMPkeQKjlJV/TII4/IZgPOnz8fPj4+ss8Q7XBdn7fffhsjRozg7bnmwhYsGTZsGNzd3c36swgh+gNAQgghBKAAkBCrys3NRWNjIwBNkGJNhlqAR4wYwS/TV3nIQpiSkhI0NTWZbwMNKCoqkv3c8vJyg7cDKDQyhdDQUAwaNAiA5kt9TEwMAKChoYHfpl+/frL7sN/7nj17sGnTJr7ytciYCsATJ06gpaUFgHwVbEK6ioiICNx9990ANK+Be++9l59m1c3i2AZ9amtr8eGHHyIzMxPr1q0z27ZWVVUhOTkZwKX5hYQQ86IAkBBCiCEUABJiRWKwERsba70NgeEAcMCAAfjxxx+xceNGDB8+XOd+4hw2FrJZkvbiI2VlZXpvxyoAKTQyjS+++ALvvPMOHn/8cZ028alTp6J79+6yy1gAKAZ/jz/+OL7//nveLlxXV6f3Z4l/YzFkpDCXdFWvvPIK3nvvPWzcuJF/2VcoFLztV9+qu6IjR47wuZriAkmmduDAAajVagC06i8hlqIdANJqv4QQQhiaAUiIFWVnZ/PTUVFRVtwSeQDo6+vLV3AFWl9VVXuFV4VCAaVS2a5wht2vI+GcdgAoVgBWVVUhPz8fSUlJfAYghUamERsbi3vuuQeA7nN3wYIFOrfX/r336tULzz33HADg/fffB6CpSpIkCcePH0d5eTm8vb0xbNgwg4u7iOEzIV2Jq6sr7rzzTp3Lx48fj02bNuHChQvIzs7m1bna2Fw+QFO9bS6s/dfd3R1Dhw41288hhFxCFYCEEEIMoQpAQqyIVQC6u7tbvTJNDADZ/D9jiMHOkSNHMGLECIwcORKlpaVG3T89PR1jx47FqFGjOlRBKFZRApcqANVqNaZNm4bx48fjzz//5AGgtX/PjkgMGcLCwnTmRAK6AaBYDcS+rNTW1uKzzz7DlClTMGvWLEyfPh1vv/22zt/Y0GMS0tWNHz+en2bhmz5ihaA5A0D2c4YPHw43Nzez/RxCyCWurq6yg7gUABJCCGEoACTEiliwERUVZfUV2sQAkLX/GkMMYdavX4+mpibU1dXh9OnTRt3/wQcfRFVVFWpqanDw4EGjfy6jXR1WUVEBQLMKJhuE//PPP/N2NwoATa9Pnz6Ii4uDv78/1qxZo/c22tV6hgLAQ4cOyW73/fffo6amRufxXFxcEBgY2NlNJ8ShxMfHIzQ0FIDhALCurg7Hjx/n580VAFZUVODkyZMA5AsHEULMS6FQyKoAKQAkhBDCUABIiBWxAFB7hpo1uLq6QqlUAmhfBaCPjw/f0RRXk2Qrtbbm3Llzsi+ieXl5Rv9cxlAFoNjitmvXLn6aqsZMz83NDXv37sXRo0fRt29fvbfR/r2PHj2anxYDQO1FXAzNJ+vWrZvVQ3NCbI1CoeBVgLt37+arcouOHj0qWziptLSUz+kzpf379/OfTwEgIZYlBoC+vr5W3BJCCCG2hAJAQiwkJycHb731FtLT0/llthQAKhQKXgXYngpA4FK4I36JZItutOa9996Tndee52cMQzMAxRY3sR2ZKgDNw9nZudUvGWIAmJCQIPs76AsAExISdB7Dw8ODn+7WrVunt5kQR8RW2y0sLMT8+fOxYMECLFy4EH///TcA+cERAFCpVLxy2hRycnLw0ksv8fd3Dw8PDBkyxGSPTwhpm9jVQRWAhBBCGFoEhBALef311/HLL79g//79+PXXX1FfX8/n0tlCAAgAfn5+qK6uRnBwcLvuFx4ejoyMDNllbQWAtbW1+OWXX2SXtTcAlCRJpwW4rKwMkiRh//79eu9DAaB1+Pr6wtvbGzU1NTqrgYoBYEtLCwBNi3BpaalsVefhw4fzak4KAAnRT5wDuHbtWn76xx9/xMGDB/Hbb78B0Bz0YRV6JSUlJmupf/HFF7F582Z+fsSIEXB1dTXJYxNCjCNWANIqwIQQQhiqACTEQlir66FDh1BTUyMLrmwlAHzyyScxatQo3HXXXe26n77VWNsKAC9evAiVSgUAvJXT0GIPhhQXF6OhoUF2WXl5OVJTU/UuQuLk5ISQkJB2/QxiGgqFAs899xxGjhyJefPmya7TVwEYGBgoaxsMDg5GUlISP08BICH6xcTE4JFHHkFsbCz/DwCampowa9YsPhv1xhtv5Pcx1GrfXiqViof0/v7+6NevHxYuXGiSxyaEGI9mABJCCNGHAkBCLKCurg7Z2dkANF+QDhw4wM8D8lVUrem2227Db7/9ht69e7frfvrm6rHqRkPEgHDEiBEANAGgvplVhogVg2xuYXl5uU6LGxMcHMznHBLL++9//4tNmzahZ8+essvZF5WGhgbU19cD0ASArJUR0CyUIwbl+kJnQojGiy++iMOHD/P/pk2bBgA8/OvevTsef/xxfntTLQRy6tQpVFdXAwAWL16Mf/75B6NGjTLJYxNCjEcBICGEEH0oACTEAs6dOycLtvbs2SOrdrOVCsCO0tdW29YiIPoCwOrqalRWVhr9c8Xf4YABAwBoAkA2/y8qKkq2bbQAiG0Sv6gwAQEBslZG7QCwe/fuFtk2QhzBggULdM6LryFjA8AVK1Zg3LhxshmrIvHgi3arPyHEcigAJIQQog/NADTC9u3b8eGHH7Z5u++//55W2iJ6paSkyM7v3r2bhxve3t7tXnTD1hiqAFSr1XBy0n+cQQwAhw0bxk9nZ2cb/fsQH6Nv377YuXMnysvLcezYMQDAqFGjUFxczKsRaf6fbTIUAMbHxyMmJgbZ2dno06cPevfuzeeWie3AhJDWDRgwANOmTcOWLVsQGxuLWbNmwdnZGW5ubmhsbDQqAFSr1XjzzTdRUlKCpUuX6l3ZlwWA8fHx9H5LiBVRAEgIIUQfCgDbwcnJqdWAj80xI0Tb2bNnZedPnjzJQ66YmBi7f+7oa8dsbm5GWVmZwQVFWIVgcHCwrCU0JycHAwcONOrnsgUivLy8eAhZV1eHuro6AEC/fv2Qn5+PHTt2AKAKQFtlKABUKBRYuXIldu3ahTvuuAM+Pj74+eefUVdXh6FDh/J5gYSQti1duhQjRozAtGnT4OLiAkDz/puXl6d3Zqq206dP86DwyJEjOgd41Go1Dhw4AICq/wixNgoACSGE6EMBYDsEBwfjyy+/tPZmEDvEKgA9PT1RV1cHSZL4oHR7b/8F5MGas7MzX8m1oKBAFgC2tLQgOzsbcXFxvHovLCwMUVFR/DbtWQlYXDCCzQAUJSUlyUJ7qkixTfoCQLYiad++fdG3b19++XXXXQelUskXkCGEGMfX1xcPPfSQ7DIWABqzCMg///zDT1dWViI1NZXPi83NzcWBAwdQUVEBgAJAQqyNAkBCCCH60AxAQiyAVQBec8018PT0lF3nCAGgGKwNHjyYn9aeAzh//nyMGjUKn332GQ8AIyIi4OnpyVfnFRdHaQurAAwICOCBkah3796yBU2oAtA2GaoAJISYFztAY0wL8N9//y07f+jQIQDA0aNHMWTIENnq3hQAEmJdFAASQgjRhwJAQsyssrIS+fn5ADRzmK6//nrZ9RMmTLDCVpmWu7s7Ro4cCQC4/fbb+eXijL6GhgZs2rQJAPDXX3/x61gox6oAO1IBGBAQoBMY+fr6Ijw8HH379kVkZCSUSiWtRmmjtANAhUIBPz8/K20NIV2HsQGgSqXCzp07ZZcdPHgQALBz507ZIlejR4+mVboJsbKRI0dCoVBgwIABeg+yEUII6ZqoBZgQM0tNTeWnk5KS8N///hf33XcfGhsbERYWhpiYGCtunemsX78eRUVF6NatGxYuXIiWlha++AYAHDt2DI2NjQA0LdFstV8WAEZHR+PYsWMmCwCTkpKgUCjg7u6OPXv2oLq6mioAbZT2lxM/Pz8olUorbQ0hXQervG4rADx58iRv7/Xx8UF1dTWvAGTv2eHh4VixYgX69+9vvg0mhBhl1KhROHHiBAIDA+1+zjQhhBDToQCwHSorK/HYY48hLy8PABAUFIR+/fph+vTpiI2Nte7G2blt27YhPz8fd955p8PtqIgLgCQlJUGpVBq9yIU9cXV1RWRkJABNS3BeXp6sApCtDglANm+KVYqwCsDs7GxIksSfB8XFxfjpp59w44036gR4rQWAYuuvl5cXHQG3Ydp/G2r/JcQyWAVgRUUFmpqa4Orqqvd2bGYtANx333344IMPkJ2djYKCAh4AxsXFYejQoebfaEKIUagSlxBCiDZqAW6HxsZGZGZmwsXFBSqVCvn5+di6dSsee+wx/PLLL9bePLtVWFiIu+66CwsWLJB9yXAUp06dAgD4+/t3mUUo2E6nOANQDABFYgUgoFnFl832kyQJt912G1566SW8+OKLOvcVFwHx9/eXhcdJSUkm+JcQS9AOAPXNcySEmJ64SBN739Vnz549AIBevXph+vTp/PLDhw/zAJAdACKEEEIIIbaJKgCNEBgYiNmzZ2PMmDHo1q0bXFxc0NLSgjNnzuDbb79FWloavvnmGwQGBuLyyy+39ubanZMnT6K5uRkAkJGR4XC/w/379wMAhg4d6nDVjYawoJNVADY2NuLw4cOt3lZ7JeCgoCD8/vvv+PfffwEAx48fl92vvr4e9fX1ADThqlKphJ+fH29TowDQfri5uclW9qUKQEIsIygoiJ8uLi7WOyahubmZf45ddtll6N27N1/t/cyZM8jNzQXgGAtaEUIIIYQ4MqoANMLgwYMxe/ZsxMTEwMXFBQDg7OyMAQMG4K233kKvXr0AACtXroRarbbmptolcUaeMSsR2pPi4mLeAjx27Fgrb43lsC+RLAA8fvw4GhoaWr2tOAvxwoULUKvVWLRokewy8TFY9R9wqWJMDI4oALQfCoVCVgVIASAhlsFmAAJAaWmp3tv8+++/qK2tBQCMGzcOrq6u6NmzJwDNAiBNTU0A5AdxCCGEEEKI7aEKwE5ycXHBHXfcgRdffBElJSU4f/484uPj9d72+++/xw8//GDwsWbMmIG7777bXJtqs86fP89PV1dX282Xf1bN5+fnJ1sBUbRt2zZ+eurUqXbzb+usuLg4AJoA1MfHB8eOHQOg+Z0NGjSIV/MplUokJibCyckJ/fr14/cvLi7G33//jZSUFH6ZJEkoLi7G8uXLkZubi+eff55fFxUVhYCAAAQHByMzMxOhoaFISEiwxD+VmIiPjw+qqqoAaFrIDb1WnJyc+P+7yuuJEHNhQR6gqarW95o6cuQIAM37N/scGzBgAFJTU3H06FF+uz59+tBrkhATo888QizPmO94hNgrCgBNgFUAApqKJ0MBYG1tLYqKigw+Tl1dXZdc+fL06dP8dElJid39DtjOmT5spqGPjw+GDRtmd/+2jmIBoCRJ2Lx5M1asWAFAU007btw4HgBGRETwqlpvb2+Eh4ejoKAAFy5c4F863d3deeXf999/jy+//BKAvGIwNDQUSqUSPXv2xOHDhzF8+PAu87t2FGIFYHBwcJt/P4VCQX9jQjopIiICrq6uaGpqwpYtW3DnnXfq3GbHjh0AgEGDBvGKwf79+2PdunWyroe4uDh6TRJiJvSZR4jltfYdjxB7RQGgBXl5eSE0NNTg9Z6ennwGVlehVqtx5swZfr6wsNBufgcKhQJOTk5Qq9UGjw79888/AIDx48dDoVDYzb+ts6ZNm4aQkBAUFxfjrrvu4u1j8+fPR2NjI79dRESE7HcSGxuLgoICZGZmIjMzEwBw1VVXYdOmTVCr1fjmm2/4bcXKE39/f6hUKrzxxhtITEzE7bff3mV+147C29ubnw4ICDD493NycoJCoYAkSTRygZBOcnZ2xp133omvvvoKa9aswdNPP43+/fvz6xsaGvgCThMnTuSfd3369JE9jpOTk877OSGk8+gzjxDLM+Y7HiG2oCMHhigANAFxhl1rq7zecccduOOOOwxeX1JSIptr5ogkSUJhYSHCwsKgUCiQmZnJF3IANBWU5vgdqNVqlJaWyuYddZZSqURAQAAqKyv1fukpLCzk8/9GjBjh8H9bbQ8++CBeffVVHv717NkTU6dO5e3AgKZyT/y9dOvWDQCQkpLCV5bs06cPTp48iczMTNltk5OT+WknJyeUl5fDz88PDz/8MAB0ud+3vXNzc5OdNvT3CwgIgFKphFqtpr8xISYwf/58fPfdd2hqasJTTz2FZ599Fj169IC3tzf27t3LK7CvuOIK/nmnveJvREQEamtr+fs9IcQ06DOPEMtr6zseIbYiODi43fehutY2tJX6t7S0YNWqVQA0q+mJ83SIrnfeeQf9+/fH//73PwDgARljrkVAbrvtNvTt2xd//fWXWR5fH1Y1AWgGp3c1c+bMka0w+fTTT8PZ2Vm2OId2YM6GyGdlZfEP3KSkJL3z/NjgeScnJ/j5+Zl8+4ll0SIghFhHZGQkPzj5119/4YorrsCoUaNQVlbGq9iVSiXGjx/P7xMbGwt3d3d+nhYAIYQQQgixfRQAtqGoqAgLFy7En3/+icLCQn65SqXCqVOn8Nxzz/EQ6+6776ZZAW3YvHkzAGDNmjWQJEm2yAOgqdpqbm426c9saWnBP//8A0mSsHfvXpM+dmvYz/L19ZUtcNFVeHl54amnngIADBs2DNdffz0Aze9j+PDhAIBRo0bJ7hMdHa3zOElJSQbnagKa9l963dk/CgAJsZ7HH39cdiClsLAQixYtwrfffgsAGD16NHx9ffn1SqVSdmCGAkBCCCGEENtHLcBGSEtLQ1paGgDA1dUV7u7uqKurQ0tLCwDNDJ27774bEyZMsOJW2r6Wlhakp6cD0LT6ZmRkyNqnmdLSUoSHh5vs55aUlPC5KTU1NSZ73Lbs2bMHgOaLU1cd3Hzvvfdi7Nix6N69uyyk++mnn5CTkyNbQAfQDQDd3d0RGxvbagBIYZFjEAPAwMBAK24JIV1PeHg49uzZg5SUFHzwwQfYt2+fbObqo48+qnOf3r174+TJkwAoACSEEEIIsQcUALbB398f999/P1JSUpCZmYnKykrU1tbCzc0NUVFR6N+/P6ZOnYru3btbe1NtXnZ2Nm/bBDQBGaue9PT0RF1dHQBNYNfeAFClUuGHH35Av379MHjwYNl1BQUF/HRHA0BJkrB+/XqEhITgsssua/P2LOAEumb7r0g75AM0f299l2t/iUxISIBSqaQAsAugCkBCrCs8PBzh4eHw9fXF1VdfzS8fOnQorrjiCp3bi+McKAAkhBBCCLF9FAC2wc3NDdOnT8f06dOtvSl2T3ve34YNG3Du3DkAmiq57du3A+jYHMDVq1fjiSeegL+/P06fPg1XV1d+3cWLF/npjgaA+/btw9y5c+Hs7IwjR460GfiKrcZjxozp0M/siiIjI/lqd4CmwgSArNVs0KBB+Pfff/l5Coscg4+PDwDNe64YBhJCLGvo0KG46qqrsHXrVgDAwoULoVAodG4nBoD6xjcQQgghhBDbQoOziMVot/vu3buXz/u7/fbb+eUdCQBZeFhRUYHc3FzZdaaoADx8+DAATRvzrl272rw9a//19/fvkvP/OsrNzU1W/cm+YAYHB+Oee+5BYmIinnvuOdl9KAB0DDfeeCMSExPx8MMP6w0bCCGW89prr6Fv37644447MGnSJL23ueyyyzB+/HiMGzdOZ54rIYQQQgixPVQBSCyGzVHUdsUVV+DKK6/k59sbAEqShP379/PzOTk5iIuL4+fFALC6urpdj82I4eW+ffswe/bsVm/PKgBHjx5NC1S0U1RUFK/aFCtM3nnnHQBAQ0OD7PY0L84xJCUlWXSRHkKIYT179sSOHTtavY2bmxvWr19vmQ0ihBBCCCGdRskEMavy8nLcfffd+Oijj3gL8MCBA2W3efLJJ+Hh4QFvb28A7Q8A09LSZPe5cOGC7PqOVgB+8MEHmD17NkpLS2WrFe/bt6/V++Xn5yMzMxMAMHbsWKN/HtEQW8lYC7DI3d0dYWFh/Ly/v78lNosQQgghhBBCCLFbVAFIzOqzzz7Dli1bsGXLFl4JN3HiRDQ0NCA1NRUTJkzAsGHDAGjaPGtqatodAGpXDWVnZ8vOd2QGYHl5Od58801IkoQvv/ySzyoENAFjTk4OYmNj9d43OTmZn6a2qPZLTEwEoHk+GJq1GB0djcLCQgBUAUgIIYQQQgghhLSFAkBiVrt37+an1Wo1AE2r37XXXouNGzdi3rx5/PqQkBBkZWW1OwDUrsjTrgBkQRFgfACYkpLCF6JYvXq1bPVi9jMNBYDFxcX8NK0O3X5z5sxBTU0NJkyYYHAWXGRkJJ/LSDMACSGEEEIIIYSQ1lEASMymtrYWx44d07k8MTER/fv3x4ABA2SXBwUFAZC3AFdVVcHHx8dgECRJUpsBoNgCXFdXB7Va3eZcPnHmn7ioiJOTE9RqNbZt24axY8fy9lOVSoXa2lr4+vqitLQUAKBQKCic6gB/f3+8+OKLrd4mKiqKn6YKQEIIIYQQQgghpHU0A5CYzcGDB9HS0gIAPMBTKBSIj4/Xe/vg4GAAlwLAX3/9FQkJCZg/f77Bn5Gens4r7vz8/ADIA8DGxkaUlZXJ7lNbW9vmtosz/xhnZ2e+WMmGDRswePBg3HbbbVCpVLj22mvRu3dvHDp0iAeAgYGBUCqVbf4s0n7inECaAUgIIYQQQgghhLSOAkBiNnv27AEAuLi44OmnnwYAjBs3Dh4eHnpvzwJAFuj9+eefUKvVWL9+vcHQTgzqrrnmGn7/uro6APLqP8aYlYDZgiWinj174qabbpJdtnr1arz88ss4fPgwmpqa8MMPP/AAk/17iOmNHDkSCoUCvr6+shWfCSGEEEIIIYQQoosCQGI2LAAcOnQoFixYgG3btmHFihUGb88Cs7q6OtTW1vLwrqWlhc970yZW+40fP56fzsnJAaA/AGxrDqAkSbIWYCYpKQk33XQTtmzZgi+//BJeXl4AgOXLl/PbNDc38wCQtTQT00tKSsKePXuwZ88evno0IYQQQgghhBBC9KMAkJhFVVUVTpw4AeBSMDdw4ED4+voavE9ISAg/XVpaKgvvxJV+U1NT8fvvv0OSJB4AhoWFISEhgd+GrQTckQCwqKiItw2L7aW9e/eGQqHA8OHDcf311+OBBx7QuW9ZWRlvAaYA0LwSExMRERFh7c0ghBBCCCGEEEJsHgWAxCwqKysxffp0BAUFYdy4cUbdR2yZLSkpkYV3bKGPoqIiXH311bjrrruwefNmHgBGR0cjJiaG355d3pEAUGz/ve222/jpXr16yW730EMP6QSaBQUFPACkFmBC/q+9O49uqkz8P/5JE7pDaZGytNUpi6KWCgiugAi4AbIUxlHgjI7D4pwZBZfxqyKIVsC1gsuMjqDCQdSRRVw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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(economics, aes(x='date', y='uempmed')) \n", - " + geom_line() # line plot\n", - " + labs(x='date', y='median duration of unemployment')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can put arrows at the end of a line:" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:21.298692Z", - "iopub.status.busy": "2024-01-09T15:11:21.298343Z", - "iopub.status.idle": "2024-01-09T15:11:21.545127Z", - "shell.execute_reply": "2024-01-09T15:11:21.544461Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(economics, aes(x='date', y='pop')) \n", - " + geom_line(arrow=arrow()) # add an arrow to the end of the line\n", - " + labs(x='date', y='total population (,000)')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The arrow can be modified for a different look:" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:21.548441Z", - "iopub.status.busy": "2024-01-09T15:11:21.548216Z", - "iopub.status.idle": "2024-01-09T15:11:21.796818Z", - "shell.execute_reply": "2024-01-09T15:11:21.796112Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(economics, aes(x='date', y='pop')) \n", - " + geom_line(arrow=arrow(angle=35, # defines the shape of the arrow head\n", - " ends=\"both\", # input what end to put the arrow on\n", - " type=\"closed\", # defines arrow head type\n", - " )) \n", - " + labs(x='date', y='total population (,000)')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can change the look of the line:" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:21.799745Z", - "iopub.status.busy": "2024-01-09T15:11:21.799509Z", - "iopub.status.idle": "2024-01-09T15:11:22.046712Z", - "shell.execute_reply": "2024-01-09T15:11:22.046083Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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8T6lUSr292+cUaGho0OWXX67p06ePu9atW7eOex8oHt/31djYqNbW1jENeQcweo2NjfJ9X/l8Xq2trVGXA5QFzndANDjnAaNT8/pWVbZ1RV1GSWufOVnZmqqoy8AINDc3j3qb0DoAX3vtNRljdOGFFzoT/klS8EYL6zvf+U69//3v16GHHqq6ujrl83m99NJL+tnPfqbVq1frRz/6kaZNm6ZZs2btsv2DDz6o+++/X8YYnXHGGfrYxz6mVCqlV199VT/60Y/02muv6V/+5V/0k5/8RMlkMoKfEAAAAACAMmatkiz8MW4MAY630JZ32TEMdp999glrl6GoqanRVVddpUsuuUTz5s0bqNP3fc2ZM0eLFi1SfX29crmcFi9evMu22WxWt912myTp5JNP1qc+9amB4cz77LOP/vmf/1mpVEobNmzQkiVLivuDAQAAAAAA+X1Z+Tm61MfLsAhIrIUWAB5wwAGStg+5dUl1dbX23XffIa9vbGzUu971LknSqlWrdrlu6dKlam1tlTFG8+fP323bSZMmad68eZKkRx99NLyiAQAAAADAiFTQ/RcKAsB4Cy0APPPMM2Wt1T333BPWLotmR1fgW+e1Wbp0qSRp+vTpmjhx4qDbHnbYYZKkFStWKJPJFLBKAAAAAADwVn6mP+oS4oEhwLEWWgB41lln6d3vfrcefPBB3XLLLWHttiiWLVsmSZo5c+Yul69du3bQy3e24zprrdatW1egCgEAAAAAwGASfdmoS4gFOgDjLbRFQCoqKvS73/1OH/7wh3X22Wfrz3/+s774xS/q4IMPDusuCuLPf/6zVq5cKUk6/vjjd7mupaVFktTU1DTk9jtfx+pcAAAAAAAUkbXyCQBDUbWtXdb3ZKyVrJWstn8vK2Olvvpq5apSUZeJMQotAJSkyZMn649//KPe97736dprr9W1116r6upqNTU1yfP23GxojNltDr5C27Jli376059Kko444oiBuQB32DGkd8fCH4PZ+bqenp4CVAkAAAAAAAbjZXNvhFQYLy+wqtnYMuT1uVSSALCEhRoALlu2TPPnzx8I8qy16urqUldX17DbGmPCLGVYXV1duuyyy9Te3q4pU6booosuKur9AwAAAACA8WH4bxGRs5a00ALAdevW6bjjjlNLS4vsG+l7MpnUhAkT9thBF4Xe3l4tWrRIq1evVlNTky699FLV1tbudrvKykpJUl9f35D72vm6dDq9x/u95ZZbdNtttw15/WmnnaazzjpruPLhiB2hdX19/cAxD6CwdnSTe56nxsbGiKsBygPnOyAanPOAkTHdpb0AiK2vkfqyMpmhcwdXVKerlOb3UckKLQC84oortG3bNhljdMIJJ+iSSy7REUccId/3w7qLUPT19enSSy/VihUrVF9fr8suu0xTpkwZ9LZNTU165ZVXBuYCHMzO1w13Yu7u7tbmzZuHvL6np8e5xwvDG254O4DwGWP4fQkUGec7IBqc84Bh9LofnA0pmZA5eF9p2cqoKxkRT0bi91HJCi0AfOihh2SM0RFHHKEHH3yw6EN6R6Kvr0+XXXaZXnzxRdXU1OjSSy/V9OnTh7z99OnT9Ze//EVr1qwZ8jY7rjPGaNq0aXu8/+rqak2aNGnI69PptPL5/DA/BVxhjJHneQqCgI4IoEg8z5MxRtZaBUEQdTlAWeB8B0SDcx4wMl53j9xLH4ZnqyoVHLKvlPDleaYkfoYgn5cls3DCWD4YCnUIsCSdeeaZToZ/2WxWP/jBD7R06VKl02ldcskl2mefffa4zdvf/nbdddddWrNmjbZu3arm5ubdbvP8889Lkg466KCBIcNDWbBggRYsWDDk9Vu3bmUl4RLi+74aGxvV3t5OcAsUSWNjo3zfVxAE/L4EioTzHRANznnACFirCd2ZqKsYtf7qSnVOnyjb2yP19qguCFQRdVEj0NvTo15+HzlhsHxqOKGN5WhqahpzEYWWy+V0xRVX6Pnnn1dlZaUuvvhiHXjggcNu9/a3v12NjY2y1uquu+7a7fotW7bo8ccflyQde+yxYZcNAAAAAACGUGorAAeeUc/EenXMnCy7UweX9dxrohpU6TzUGERoAeBhhx0mSXrllVfC2mUo8vm8/u3f/k3PPPOMKioq9L3vfU+zZ88e0bbJZFKnn366JOnee+/Vb37zm4FFP1599VVddtllymQymjp1qk488cSC/QwAAAAAAGBXfomsAGyNUU9zvVoPmKaeSY3SW0ZNWgdHUQ7GkACWNGNDmsxl8eLF+vjHP645c+bor3/9qzPDgJctW6bvfOc7krYHetXV1Xu8/c0337zbZdddd53uv/9+SduHwaRSKfX09EiSGhoadPnll+9xLsGR2rp167j3geLZMSSqtbWVIVFAkewYDpXP5xkOBRQJ5zsgGpzzgOFVtnSoZsPQi3a6oHPvZvXXVMkmhp6zrXr9NlW1dhaxqrHpaa5Xz2RWAXbBWEbfhjYH4Mc+9jEtWLBAt9xyiz7/+c/r2muvdWK1qp3zzWw2q7a2tlHv4/zzz9c73vEO3X///XrllVcGuv4OP/xwnXbaaaqvrw+xYgAAAAAAMBwv6/YHU237TlWuKjXs7UpnCDAdgKUstABwzZo1WrRokfr6+nTDDTfoySef1Pnnn6/3vOc9mjBhgjxv+NHGM2bMCKucAXPnztXvfve7ce/nyCOP1JFHHhlCRQAAAAAAYLyMwytkWyPlUiNc2qNEAsBSmm8RuwstAJw1a9bAsF9rrZYvX66LLrpoxNsbY5TL5cIqBwAAAAAAxJjJuxsA5iorRhzs2RE0TDmB/K+khRYASrsOtw1pakEAAAAAAIDduNwBmK2pGvFtA780AkA6AEtbaAHgWWedFdauAAAAAAAA9shztAPQGqPeproR3z7YwwIhbiEALGWhBYC/+tWvwtoVAAAAAADAHpnAzUAq01izx1V/38o6sIDqiLj5cGOESqPPFAAAAAAAYCcuzgFojdTbXD+qbYJEaUQzDAEubaVxlAEAAAAAAOzExTkAuyc3KUiObrAlHYAohtACwO985ztavXp1WLsDAAAAAAAYnLXOBYCZhhplmmpHvZ31jOzIFgyOFB2ApS20APCKK67Q/vvvrw9+8IO6++67lc/nw9o1AAAAAADAm6yVcSiPylZVqGtqk2TGkOQZo6AkugAdesAxaqEtAiJJQRBoyZIlWrJkiaZMmaKFCxfqvPPO04wZM8K8GwAAAAAAUMZcWwCkY8ZkyRt7j5X1PSm3eyNV4HvOrHZc0ZVRRUf39sc+2N6BaayVeeP77slNklcCrYxlKrQOwF/96lc68sgjZa2VtVYbNmzQ5Zdfrv32208f+chHdM899yhwrD0XAAAAAACUHpcWAOnca8KoVv0dTM+kRnVMm6j2WZPVut9e2nbQdG2dPVMtb5uh/prKkCodv7q1W1T7+lbVbtimmk2tqt7cpvTWdlW1dDo3JBu7Ci0APOuss/SnP/1JS5cu1Re/+EU1NDTIWqt8Pq8HHnhAp556qmbOnKlFixZp3bp1Yd0tAAAAAAAoM55DYZP1xx+t9Nel1V9frWx1lfKVFdsDxYHhxKXRVcccgW4LfRXgOXPm6N///d+1fv16/fKXv9R73vOega7A119/XZdeeqn22WcffexjH9P9998vywECAAAAAABGwaUOQDuOob8j2v9Y5hWMAB2AbivYUVpZWamzzz5bTzzxhJYuXaoLLrhA9fX1A12B9957rz760Y9q1qxZ+pd/+RetX7++UKUAAAAAAIAYcSlsCqMDcI9KI/+THJuXEbsq8FG63Zw5c/STn/xE69ev1w033KAjjjhioCtw7dq1+v73v69Zs2Zp/vz5WrJkSTFKAgAAAAAAJcqlDsCADkBJ7i3Mgl0VJQDcoaqqSuecc44efvhhXXjhhZIk88aBnMvltHjxYn3wgx/UnDlzdNdddxWzNAAAAAAAUCJcCpvoANzOpa5M7K6oAeALL7ygL3zhC9p7773105/+VMYYWWtljNEBBxww0BX40ksv6bTTTtMZZ5yhfH73ZbABAAAAAED5cqkD0HqFTuhKIwFkERC3FTwA7Onp0S9+8Qsdfvjhete73qWf/exn6ujokLVWEyZM0Le+9S29/PLLWrFihZ5//nl97nOfU0VFhay1uv3223X99dcXukQAAAAAAFBCXOk2s0Y7rdZbqPsokQDQoa5M7K5gAeDzzz+v888/X1OnTtXnP/95PfvsswMdfkcddZR+/etfa926dbriiiu0zz77SJLe8Y536Prrr9fSpUs1Y8YMWWv185//vFAlAgAAAACAEuQ50gFoPa/gAWCJNAA6E8picIkwd9bd3a3bbrtNP/vZz/Tcc89JkuwbLaA1NTU644wzdMEFF2ju3Ll73M8BBxygb3zjG7rooou0atWqMEsEAAAAAAAlzpWwyRZ4ARCJDkCEI7QA8POf/7xuv/12dXV1SXoz+JszZ46+8IUv6LOf/axqampGvL/99ttP0vZQEQAAAAAAYAdnAsBCLwAiFb7DMCwEgE4LLQD8+c9/PrCoR0VFhT7xiU/oC1/4go4++ugx7c8rQooOAAAAAABKj8m7ETYVfgEQMQQYoQh1CPCMGTP0+c9/XgsXLtTEiRPHta+TTjpJAQcPAAAAAAB4C1fCpqAIHYC2RBJAhgC7LbQA8N5779WHPvQhmVJpTQUAAAAAACXJuLQISKGVSMxirBvPCQYXWgB48sknh7UrAAAAAACAIbnSAcgcgG+iA9BtTLQHAAAAAABKh7XyHAmbWAX4TQSAbivYkXrPPffonHPO0cEHH6yGhgYlEgk1NDRo9uzZOuecc3TvvfcW6q4BAAAAAEBMuRQ0MQT4Ta50ZWJwoS4CIknLli3TGWecoWXLlg1cZu32F2dHR4c6Ozu1YsUK3XzzzZo7d65uvfVWHXLIIWGXAQAAAAAAYsiV+f8kyfqFT+dKZREQORTMYnehRtXPPvusjjrqKC1btkzW2oGv+vp67b333qqvr9/l8qVLl+rII4/Uc889F2YZAAAAAAAgplzqNKMD8E0udWZid6EdqZlMRvPnz1dXV5estZo7d65uvvlmbdq0Sa2trVq7dq1aW1u1adMm3XTTTXr7298uSerq6tL8+fPV19cXVikAAAAAACCmXAoAAxYBGcAqwG4L7Uj9xS9+obVr18oYo4ULF+q5557TggULNHHixF1uN3HiRH32s5/Vs88+q/POO0+StHbtWv3iF78IqxQAAAAAABBTTg0BZhGQAXQAui20I3Xx4sWSpEMOOUTXX3+9fN/f4+1939e1116rOXPmSJLuvvvusEoBAAAAAAAx5VIHoC1KB2Dh7yIMBIBuC+1IffHFF2WM0Wc/+1l5I0zAfd/XmWeeKWutXnzxxbBKAQAAAAAAMeXl3QmaijMHYGkkgMZaybrz3GBXoR2pLS0tkqRZs2aNaruZM2fusj0AAAAAAMBQ3OoALMYqwKWDLkB3hRYA1tbWSpK2bds2qu123H7H9gAAAAAAAENyKGSiA/AtHApnsavQjtR9991X0ptzAY7Ujtvv2B4AAAAAAGAornQAWmOKEs6VyiIg0hvDgOGk0ALAD3zgA7LW6qGHHtJNN900om1uvvlmPfjggzLG6KSTTgqrFAAAAAAAEFOuDDO1XpGCudLJ/5x5brC70ALACy64QOl0WpK0cOFCXXTRRVq7du2gt127dq0uuugiLVy4UJKUTqd1wQUXhFUKAAAAAACIKWc6AIsWAJZOAujKc4PdJcLa0dSpU3XNNdfovPPOkyT99Kc/1X/8x3/owAMP1IEHHqjq6mp1d3fr5Zdf1ooVK2StlbVWxhhdc801mjJlSlilAAAAAACAmHKly6wo8/+pxIYAO/LcYHehBYCSdO6558paqy9/+cvq6emRtVYrVqzQihUrdrmdfWNMeDqd1jXXXKNzzjknzDIAAAAAAEBMGetGl1nROgBLCAGgu0KPqxcuXKjly5frq1/9qmbNmjXQ6bfz16xZs/T1r39dy5cv17nnnht2CQAAAAAAIKZcCZnoANwdQ4DdFWoH4A4zZszQlVdeqSuvvFJbtmzRhg0b1NnZqdraWk2dOlUTJ04sxN0CAAAAAICYcycAZBGQ3Tjy3GB3BQkAdzZx4kQCPwAAAAAAEApXusyK1QFYUouAODI8G7sr0tEKAAAAAAAQAle6zIrUAVhaQ4AdeW6wGwJAAAAAAABQMpzpADREKm9FAOiuUQ8BfvzxxwtRhyRp3rx5Bds3AAAAAAAocdY6EzIVbw7AUuoAdCOcxe5GHQAee+yxMgU4+IwxyuVyoe8XAAAAAADEhLXOrIlRvFWAi3I3oXAlnMXuxrQIiLU8oQAAAAAAoLhcCpjoANydS88PdjXqAPD73/9+IeoAAAAAAADYI5eGmBYtACwhLj0/2BUBIAAAAAAAKAkudZgVawiwjJE1knHnRx8SAaC7WLIGAAAAAACUBLcCwGJ2AJZGtyEBoLsIAAEAAAAAQElwKWAqWgegSmchEJN3J6DFrggAAQAAAABASSjbDsASWQjEpYAWuypYAHjvvffq7LPP1uzZs9XQ0KBEIqGGhgbNnj1b55xzju67775C3TUAAAAAAIghpwKmonYAlkgAmA8k605IizeNehGQ4Tz77LM6++yztXz58oHL7BtPfkdHhzo7O7VixQrdfPPNmjNnjn71q1/pne98Z9hlAAAAAACAuCnbDsDi3dV4GGl7AFgigWU5CTWufuihhzRv3jwtX75c1tqBr4aGBu29995qaGjY5fL//d//1dFHH62HH344zDIAAAAAAEAMudQBWMw5AEspUHNpmDbeFNrRumnTJv3jP/6jent7Za3VP/zDP+g///M/tWXLFrW0tGjt2rVqaWnR1q1b9Z//+Z86/PDDJUmZTEaf+tSntGnTprBKAQAAAAAAMeRSuFTMDkBbKi2AemMYMJwTWgB45ZVXqq2tTcYYfelLX9JTTz2lT3/605owYcIut2tqatKnP/1pPfnkk7roooskSe3t7frRj34UVikAAAAAACCGjHUjXLJGxe3KK538z6kuTbwptADwvvvukzFGhx56qH784x/LDPNCMMboqquu0mGHHSZrre65556wSgEAAAAAADHkSgdgUYf/SiU1BNgjAHRSaEfsa6+9Jkk644wzhg3/djDG6IwzzpAkrVmzJqxSAAAAAABADLkTABY3kLOlk//J5N14jrCr0ALAVColSZoxY8aotps+ffou2wMAAAAAAAzGleGldAAOzZXnCLsK7YidNWuWJI16MY/NmzdLkvbZZ5+wSgEAAAAAADFUth2AJTQJIIuAuCm0AHD+/Pmy1uq3v/3tqLb7zW9+I2OM5s+fH1YpAAAAAAAghlzpLit+B2Bx7248XHmOsKvQjtgvfvGLmjFjhh577DFdeeWVI9rmxz/+sR577DHNmjVLF154YVilAAAAAACAGHKlA7DoQ3IZAoxxCi0AbGho0H333ad99tlH3/rWt/SpT31KzzzzzKC3feaZZ/TpT39aX//617XffvvpnnvuUV1dXVilAAAAAACAOHIkXCp2ByCLgGC8EmHt6P3vf78kqa6ubmAo8G9/+1vV1dVpv/32U3V1tbq7u7Vq1Sp1dHQMbFdXV7fH7j9jjB555JGwygQAAAAAACXKlQ7AYs8BSAcgxiu0APDRRx+VeeOA3PF/a63a29v1/PPPD9zOWrvLbV544YUh92mtHbgdAAAAAAAob66ES0UPAEtoEkBXniPsKrQAUHoz3BvJ5UPdFgAAAAAAYDfWOtQByBDgoXisAuyk0ALAgIQXAAAAAAAUinWnD44hwENzJaTFroq8bjUAAAAAAMDouTS0lA7Aobn0POFNBIAAAAAAAMB5LnWW0QE4NMMQYCcRAAIAAAAAAOe51FlW7A7AkgoAHXqe8KZQFwEBAAAAAAAoBGuM+msqZQL7xlcgvfF/E9iizg9Y7A5Ad3ofh2espMBKRV8pGXtSkABw8+bNWrJkiZYvX67W1lZlMplhtzHG6IYbbihEOQAAAAAAoMQFqaQ6Zk4Z/EprB1YJHggEd/peNpDJWxkbDHkbY62SxlM+m5XyO91usLujA3CPTBDIen7UZWAnoQaAra2t+upXv6rbbrtN+Xx+1NsTAAIAAAAAgFEzRjJG1pOsxhY8+b6vxsZGdbS27ppp7AgC7ZthYb4iGVLhI2NLMQAc4/OAwggtAOzu7ta8efO0fPlyWTv65lRTYgczAAAAAAAoA56R9fxoh+GWWGTCQiDuCS0A/OEPf6gXX3xRkjR58mRdeOGFet/73qcpU6YolUqFdTcAAAAAAADlpcSaplxasRnbhRYA/td//Zckafr06Xr66ac1efLksHYNAAAAAABQtkotTvNYCdg5oc1a+dprr8kYowsvvJDwDwAAAAAAICyl1gHIEGDnhNYBWFdXpy1btmifffYJa5cAAAAAAAB7FlglevtU0d2rZHdGfl92++XWylgp8D3l0ill0ynl0pXKVVaUXKBWagwdgM4JLQA84IADtGXLFm3ZsiWsXQIAAAAAAAzK5PJKb21XZUunzB4WI/VzefkdPUp19EiS8smEeibWq6++RvJKIwjc08/nIpMPZHJ5ebm8vHxeJhfIy+XVX1OlIFXcFZSxXWhDgM8880xZa3XPPfeEtUsAAAAAAIBdmHygqs1tanx5naq2dYw6HPOzOdWu36bGleuUau2USiFcK7FFNao3t2nCirVqXLVe9as3qW7dFtVsbFGyty/q0spWaAHgWWedpXe/+9168MEHdcstt4S1WwAAAAAAAEmS15dVwyvrVb2lTd44QzE/m1ft+m2qXbdFcnzIaql1AA7F5PJRl1C2QgsAKyoq9Lvf/U6HHXaYzj77bF144YV66aWXwto9AAAAAAAoY4mePjW8ukF+fy7U/aY6elS/eqNMNtz9hikuAaDH4iCRMdaGexRlMhm9733v03PPPSdJqq6uVlNTkzxvz1mjMUarVq0Ks5SSs23btmEfJ7jD933V1dWpo6ND+TyfYgDFUFdXJ9/3lc/n1dHREXU5QFngfAdEg3MesKtER7dqXttU0CAsSCbkvWu2Ovoyzp3zKlo6VL2u9Ndc6GusVc/0SVGXUfIaGxtHvU2oAeCyZcs0f/78gSBvNLs2xjj3Aiu2np4epdPpqMsAAAAAAMAdmT7pL8ulYmQG9TXSOw5yb5Xglnbpf1+Ouorxa6qX5h4QdRVlKbRVgNetW6fjjjtOLS0tA8FfMpnUhAkTlEqlwrqbWOvt7VVfHxNilgo6IoDioxsCKD7Od0A0OOcBb7BWNa+sV7JY56D2LmX+vlq9kxqKc38j5PX3qz7qIkKQy2TU2doadRklbywdgKEFgFdccYW2bdsmY4xOOOEEXXLJJTriiCPk+35YdxF71lreWJegfD7P8wZEgNcdUFyc74Do8NpDOava2q5kd6ao95nauE2ZqqRy6cqi3u+e5D1PVpJjfYmjZrK8n4hKaAHgQw89JGOMjjjiCD344IMyrrXLAgAAAACAkmHygdJb2op/v5LSW9rVMdOdAFCeUZBMyHd4oZKR8Aj/IhPaihPr1q2TJJ155pmEfwAAAAAAYFwq2rtlgmhWv0129crrz0Zy30PJVSajLmHcTGClgJWAoxBaANjU1CRJam5uDmuXAAAAAACgTFW2dUZ230ZSZUt09z+YvvqaqEsIhZejCzAKoQWAhx12mCTplVdeCWuXAAAAAACgDPmZfiV7+yOtobKtS7LRdCAOpr82rcAPLcaJjJejAzAKoR055513nqy1uuWWWwZWAQYAAAAAABitZE9f1CXIywdudat5RpmG0u8CNMwDGInQAsCPfexjWrBggZYtW6bPf/7zrOoCAAAAAADGxJX59/w+N+rYIdNUq8Ar7XUXnApVy0hoqwCvWbNGixYtUl9fn2644QY9+eSTOv/88/We97xHEyZMkOcNnzXOmDEjrHIAAAAAAECJ8vvdWO3W78sqW1MVdRk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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(economics, aes(x='date', y='uempmed')) \n", - " + geom_line(color='pink', # set line colour\n", - " size=7, # set line thickness\n", - " linetype='dashed' # set line type\n", - " )\n", - " + labs(x='date', y='median duration of unemployment')\n", - ")\n" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/examples/geom_line.out.ipynb b/examples/geom_line.out.ipynb deleted file mode 100644 index 8e9c96332..000000000 --- a/examples/geom_line.out.ipynb +++ /dev/null @@ -1,244 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Line plots" - ], - "id": "679baeda-03a0-4605-a276-376309bf7d51" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:19.296909Z", - "iopub.status.busy": "2024-01-09T15:11:19.296529Z", - "iopub.status.idle": "2024-01-09T15:11:19.997609Z", - "shell.execute_reply": "2024-01-09T15:11:19.996849Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_line,\n", - " labs,\n", - " arrow\n", - ")\n", - "from plotnine.data import economics\n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Line plots\n", - "\n", - "`geom_line()` connects the dots, and is useful for time series data." - ], - "id": 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JAICI8/0GGCPA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- } - } - ], - "source": [ - "(\n", - " ggplot(economics, aes(x='date', y='uempmed')) \n", - " + geom_line() # line plot\n", - " + labs(x='date', y='median duration of unemployment')\n", - ")" - ], - "id": "cell-3" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can put arrows at the end of a line:" - ], - "id": "3aa254f1-ccdf-4f27-9fa4-4015d917d3b8" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:21.298692Z", - "iopub.status.busy": "2024-01-09T15:11:21.298343Z", - "iopub.status.idle": "2024-01-09T15:11:21.545127Z", - "shell.execute_reply": "2024-01-09T15:11:21.544461Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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+58+f1/Lly/Xnn38qIiJCfn5+euKJJ9SwYUM99dRT9z3X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1b69NNPVbRo0XTn+Pr6qkGDBmrQoIGGDBmiF154QWFhYTp8+LBWrFihF1980V7lAACAAu7ChQsa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\nXKiUlBRJUunSpTV06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- } - } - ], - "source": [ - "(\n", - " ggplot(economics, aes(x='date', y='pop')) \n", - " + geom_line(arrow=arrow()) # add an arrow to the end of the line\n", - " + labs(x='date', y='total population (,000)')\n", - ")" - ], - "id": "cell-5" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The arrow can be modified for a different look:" - ], - "id": "a0e28a3e-55f2-40b4-a3ea-210c23858d6f" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:21.548441Z", - "iopub.status.busy": "2024-01-09T15:11:21.548216Z", - "iopub.status.idle": "2024-01-09T15:11:21.796818Z", - "shell.execute_reply": "2024-01-09T15:11:21.796112Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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UrVs3HT9+XJJUoEABzZo1Sy+88ILFyQAgfbAEGAAAAADgkkzT1Jw5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\natKkSbp8+bIkyd/fX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- } - } - ], - "source": [ - "(\n", - " ggplot(economics, aes(x='date', y='pop')) \n", - " + geom_line(arrow=arrow(angle=35, # defines the shape of the arrow head\n", - " ends=\"both\", # input what end to put the arrow on\n", - " type=\"closed\", # defines arrow head type\n", - " )) \n", - " + labs(x='date', y='total population (,000)')\n", - ")" - ], - "id": "cell-7" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can change the look of the line:" - ], - "id": "a6b02046-e784-46e6-9b4e-61cab61d4cbd" - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:21.799745Z", - "iopub.status.busy": "2024-01-09T15:11:21.799509Z", - "iopub.status.idle": "2024-01-09T15:11:22.046712Z", - "shell.execute_reply": "2024-01-09T15:11:22.046083Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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7vwOX+76vO++8U1OmTJG1\nVtlsVhs3blQQBLLWKpFI6LrrrtOhhx4aVikAAJQu686njMahWgAAQDy5MuIgYAVgZ7g0F6Mrx2cY\nEmHu7Je//OWglx900EF66aWX9O///u9asmSJNm7cqOrqar373e/WhRdeqDlz5oRZBgAAJcup0M2h\nUgAAQDy50gFoE+6ETmXPGFlJLvQB+lkCwFGrq6vTd7/7XX33u98t1l0CAFBy3JpnxKVaAABA7Fjr\nzByADAF2iDEKEr58B7rvvEEWsy1VoQWAa9askSSlUilW9AUAYKwc6gA07pQCAABiyATWmfcbliHA\nTgmSrgSA0dcQltAi7lmzZmmfffbRokWLwtolAABlx6kOQIfCSAAAED/Gke4/SQoYAuyUIOFGIOtl\n87F5TxzaEV5RUSFJOvzww8PaJQAAZcepOQABAAAKyHNk/j+JDkDXBImizVi3R8ZamcCd43Q8QgsA\np0yZIkmqrKwMa5cAAJQdl95gONWNCAAAYsc4NLySOQDdEiTdCWS9mCwEEtoR/q53vUuS9Le//S2s\nXQIAUH4cCt1cCiMBAED8ONUB6MiQU2znyhBgKT7zAIYWAH72s5+VtVa//vWv1d/fH9ZuAQAoKy4N\nAaYDEADgvMDK5PK7fMVlvq5y4NQcgHQAOiVIujEEWIpPABjaI3rqqadq/vz5uvPOO3X66afr5ptv\nVjqdDmv3AACUBZdCN2Pt9j+ijIm6FAAAtgsCJXv6lOzOKNmTUaK3b7dVZAPfUzadUi5dqWy6Urmq\nCs5ljvJyDnUA+r44StzhVAdgNhd1CaEILQBcs2aN/vVf/1W9vb2688479fTTT+vcc8/V+973Pk2b\nNk1VVVXD7mPGjBlhlQMAQGlyrGvBBAGTYgMAohdYVbZ2qmpru/xhunG8fKBUZ69Snb2SpGxVhXom\nNihbU0UQ6BhXOgCtkazHseESpwJAOgB3NWvWLJk3fpkaY7Ru3TpddtllI97eGKNcLh6pKgAAY+VS\nB6AkmbyVdef9FwCg3FirVFuX0lva5I9xIv5kb7/q12xWtiql7imNyqVZuNIVrswBGPg+4bBjrO/J\nGu3W4RuFuCwCEuqgavuWroW3/hsAAOyZS3MASiwEAgCIkLWqWb9NlW1doewu2dun+lc3qmuvCepr\nrA1lnxgf48gQYMv8f+4xRkEiId+B4bdeTJrVQgsAzzrrrLB2BQBA+XKtA5AAEAAQAZPPq3btFlV0\nZ8Ldr6Ta9dvk92XVM7mRrq+IeY4MAQ6Y7sRJQdJ3JAB04zgdr9ACwF/96ldh7QoAgLJlrFuBm2tD\nkgEA8Wfygepf3ahEX7Zg95He1iEvH6hr7+aC3QeG58oQYJugA9BFrswD6GXzsVgYj6McAACHuBa4\n0QEIACi26g3bChr+7VDZ1qVUSMOLMQbWyjjSWUUHoJuCRKiz1o2Z0fYPJkodASAAAA5xbw5At+oB\nAMRbRXuXKtu7i3Z/NRu2yStC2IjdmcDKlX4q5gB0U5B0I5i1iscwYDfiVAAAsJ1jgVscPu0EAJQG\nL5tTzfptRb1PE1jVrtui9n2nlvzwvlJjHJn/T5IChgA7qRhDgAPfU5D0FSQSChL+m98nfeUTvoKE\nL5uIxyrRBIAAADjEvQ5AAkAAQHFUbuuQF8EHYclMv5LdGWVrqop+3+XMpQ8ZLUOAnTSeDsDAMwqS\nb4R6bwn2tl+2/Tp5pR/sjVRoAeC+++47ru2NMVq1alVI1QAAUJpcG3LrWj0AgJgKrCojnI+vsqWT\nALDIXHqPETAE2En5QeYAtMbsFOj5u4R8+Z2+F8/pbkILAFevXi1jjOwwnQvmjbbJt97OxKCdEgCA\ncbGWDkAAQFmq6OyOdEXYis4eef05BRUMkisWl95jMAegm4Kkr869JrwZ8iV9Wc+LxXDcKIT2223G\njBnDhnj5fF4tLS3q6emRtD3022uvvZRwZGUXAAAi5Vj4J7k1PAcAEF9Rdv9J21f5THV0q7e5PtI6\nyolTAaBHAOgkz1NfY23UVcRGqB2AI/XCCy/oyiuv1K233qoDDjhAd955pxoaGsIqBQCAkuRa95/k\n1vAcAEB8JTLRr8TrZ/qjLqGsmLw77zEIAFEOIjnKDz30UP3617/Wj370Iz366KOaP3/+sEOHAQCI\nOxfDNpc+nQcAxJPJB/Jy0a8I6/dFH0KWE5feY9gyWggC5SvSmPsrX/mK3vOe9+ixxx7TTTfdFGUp\nAABEz6EPw/IVCXVPblSmiWEXAIDC8vvdCN4S/VmnzsVx59IHn8wBiHIQ+VH+yU9+UtZaAkAAQNlz\n6Y1w9+RG9TbXq7+uOupSAAAx5/Xnoi5B0vbzsHGgE7FcuNIBaI1YVAJlIfIAcPr06ZKk5cuXR1wJ\nAADRcmkOQMsbYQBAkbjSASgp0pWIy40zASDz/6FMRL78bmtrqySpo6Mj4koAAIiYQx2AvBkGAIyb\ntfL7s0p09ynZ27dL4GONUT6VVLa6UhVdvREWuSsvm5OXyyvR06dEX79ktX2JYBkFvlEuXalsdaWC\nZOR/Spc8V0Y+8J4H5SLy31r/9V//JUmaPHlyxJUAABAtlzoAGQoDABgrrz+r9JZ2VXT2lFxHXf2a\nzXu+QWuXpO1z5fbVptXbXC+b8ItQWfy4cmxYn/c8KA+RBYBdXV36p3/6Jz388MMyxuiYY46JqhQA\nAJzgylAYidXwAACjtyP4S7V1Ke5nEb8/p/S2DlW2diozoU69E+pZSGKUXHnfQwcgykVoAeC55547\notv19/fr9ddf19NPP61MJiNJ8n1f3/jGN8IqBQCAkuTKUBiJOQABAKOTaulUzcZtMu6cyorCC6zS\nW9pV2dKpzmkTla2pirqkkuHK+x4CQJSL0ALAG2+8UWYUfyzYN4Y5VVZW6uc//7nmzp0bVikAAJQm\nl4YA0wEIABgJa5Xe1Kr0tvKe093LB6p7bZO69pqgvsbaqMspCe50APKeB+Uh1CHAdhR/uOy77776\n0Ic+pC9/+cvaf//9wywDAICS5Mon4RIdgACAEQisatdtUaqzJ+pKnGAk1a7fJi+bV+/EeubTHYY7\nASAdgCgPoQWAr7766ohul0ql1NDQoMrKyrDuGgCAWHBpERA+DQcADKd6cyvh3yCqt7QpSPp0Ag7D\n5N1430MAiHIRWgA4c+bMsHYFAEB5cqQD0Ep0LQAA9ijZ2aOqMh/2uyfVG1uUra5UUJGMuhQ3WevM\nB5+sAoxyQdQNAIAjXHkjLGMIAAEAQzLZnGpf3xp1GU7zAqvadVvdmt/XIU5Ne0IHIMoERzoAAI5w\nZy4cwj8AwNDSW9rl5d04Z7ks2dunytbOqMtwkivveSQCQJQPjnQAAFzhSJcAC4AAAIZi8oEq27ui\nLqNkVLZ0OnN+d4lxKEDmg0+Ui1HPAXjppZcWog5J0sUXX1ywfQMA4DpnhsPwRhgAMIRUe5c756sS\nkOjLKtHbr1w6FXUpTnHpGLI+fVEoD6MOAC+55BKZAnUGEAACAMqZK3MA0gEIABhKZQtDWkersrVT\nXQSAu3BrCDDve1AexrQKsB3BHyjGmD3e7q3XFypUBACgVLjyaThvhAEAgzH5vBJ92ajLKDnJrt6o\nS3COSwFgwByAKBOjDgD/8Ic/7PH6f//3f9edd94pz/P0gQ98QMcff7z2339/VVdXq7u7WytXrtQj\njzyihx56SEEQaP78+brwwgvH/AMAABAbjnQAsgIwAGAwPuHfmPi5vBQEEkHTAFc+9JRYBATlY9QB\n4DHHHDPkdV/96ld111136eCDD9btt9+uuXPnDnq7r33ta1q2bJk+/elP684779SMGTN05ZVXjrYU\nAABixZU3w7wRBgAMxu/PRV1CyfL7c8pXVkRdhjNYBAQovtDe4S9ZskRXX321mpqa9Pvf/37I8G+H\nOXPm6Pe//70aGxv14x//WA8//HBYpQAAUJKMdePNMHMAAgAGQwfg2Pn9PHY7c2kIMIuAoFyEdqRf\nd911MsZo4cKFmjx58oi2mTx5shYuXChrra6//vqwSgEAoDQ50wFIAAgA2J3f1x91CSXLy7kTeLnA\nmVEPElOfoGyEFgD+5S9/kSQdeuiho9rusMMOkyQ9/fTTYZUCAEBJcmUVYN4IAwAGk+pkMYuxSnb1\nRF2CU1zpALSe4X0PykZoAeDmzZslSX19faPabsftd2wPAEC5cubTcDoAAQAIlefQnHcucCcAZPgv\nykdoR3tjY6Mk6bHHHhvVdjtu39DQEFYpAACUHmudmRCbOQABAAgX59ZdmbwrH3oSAKJ8hHa0v+c9\n75G1VrfccouefPLJEW3z5z//WbfccouMMXrPe94TVikAAJQckw/kzJ8GdAACAIACcqYD0Oc9D8pH\naAHg5z//eUlSPp/XSSedpOuuu07Z7OArHWWzWV1//fX64Ac/qFxu+1LyX/jCF8IqBQCAkuNlc1GX\nMIBPwwEACBkdgLtwZ9oT3vOgfCTC2tFJJ52khQsX6oYbblB3d7e++MUv6jvf+Y7e+973av/991c6\nnVZPT49WrlypP/3pT2pvb5d9Y7LzhQsX6gMf+EBYpQAAUHK8XD7qEgYECT/qEgAAiBWGAO/KmQ5A\nAkCUkdACQEn62c9+pnQ6rZ/85Cey1qqtrU3333//brfbEfwZY/SlL31JV111VZhlAABQcrysOwFg\nPhnq2wMAAEAAuAt3AkCeF5SPUONuY4yuvvpqPf744zr11FNVUVEha+1uX6lUSh//+Mf1P//zP/rx\nj38swy9DAECZ83PuDAGmAxAAMJiuqROiLqFkWf7k3QWLgADFV5CP+N/73vfqve99r/r7+/XXv/5V\n69evV1dXl2pqarT33nvr7W9/uyoqKgpx1wAAOM1kc0p19sh6ngLfk/U8Wd9Toqcv6tIGBEkCQADA\n7gixxoGmlwFeNifPlQ5AFgFBGSnoGJ+Kigq9+93vLuRdAABQUhJ9WdVsaIm6jCEFnpH4NBwAMBhC\nrLGzbnS8uSDZnYm6hAF0AKKccLQDAFBErsx5M5SA+f8AAENgIYuxMwSAAwgAgWhwtAMAUEQmcPsP\nAOb/AwAMiQBw7Nw+/RePtUp290ZdxQDrE4mgfHC0AwBQRCbveAcgASAAYAjMATh2dABu52Vz8rP5\nqMsYkK9IRl0CUDQEgAAAFBFDgAEAJYsOwLEjAJTk1vBfScqneN+D8kEACABAEdEBCAAoVcwBOHZ0\nAG6XyGSjLmFAkPBkfd73oHwQAAIAUETudwDyRhgAMAQCwLEj/5Mk+f39UZcwIFtVGXUJQFERAAIA\nUEQeHYAAgBLFHIBjRwfgdn6fOx2A2WoCQJQXAkAAAIrI/VWAmQsHADAEOgDHjgBQkuTl3PkglAAQ\n5YYAEACAImIOQABAqWIOwHEgAJSCwJlOyCDhKZ9iBWCUFz7mBwCgiFyeAzDwPcnjjzvAeUGgRG+/\nkj19SvZk5PdvH1K3489qm/CVTVcqm04pl66U9fnMHyEhABwz40buFSmXpkHJpqs4nlF2CAABACgi\npwPAJG8LAJeZbE7pbR2qbOnccxdNf07Jnj5J20PB/toq9UxsUL4qVZxCEVvMATgOjnS+RcmlURDZ\nan4fovzwTh8AgCJy6c3vWzH8F3CTyeWV3tKmytauUQ+fM5JSnb1KdfaqrzatnkkNyldWFKZQxB8d\nU2PmytDXKHn5fNQlDOBDT5Sjghz1W7Zs0cMPP6xly5aptbVVmUxm2G2MMbrhhhsKUQ4AAG6w1ulF\nQAgAAfckevtUu2az/Nz4/3BOdfaooqtHXVMnqK+xNoTqUHYIAMeOANCpD0EDpkZAGQo1AOzq6tI3\nvvEN3XjjjcpmR7+8NwEgACDOTGDl8p9OBICAWyrau1X7+tZQO4eMlWrXb5Pfn1PPpAYCHYwKi4CM\nHR2AUj6ZUM+EOnn5QCaff+P/27+8fL6o8yQyNyrKUWgBYDab1UknnaQ///nPsmP45WY4mQAAYs7l\n+f+k7SviAXBD5bYO1WxsKdj+01vb5WVz6tq7mRAQI8ehMnZW27sAy/j1lq9KqWeouUitlawdCAW9\nfH57OJh78/vdrhtHcBj4fOiJ8hNaAHjttdfqySeflDFGNTU1+uIXv6gTTzxR06ZNUyoV7QSbXV1d\nWrZsmVauXKlVq1Zp5cqVam9vlyRdfvnlmjt37rD7ePLJJ/XAAw9o1apV6uvrU3Nzs9797nfrk5/8\npOrq6gr9IwAAYsCloS+DsbwZBpyQ6MmouoDh3w6V7d3KVVYo01xf8PtCTBgjK3LAseAxG4YxkjEK\nPE9KSqOa9CAIdu8mHAgM39JpmNt+HR2AKEehBYC33367JKm+vl5PPvmkDjrooLB2PW5PPfWUrr76\n6jFvf9111+n++++XJHmep1QqpfXr12vx4sV67LHHdPnll2v69OlhlQsAiCkvhDm8Con5cIDomVxe\nteu2FC0sqN7cqlx1pXKsEIyRMob57MaqzDsAC8bzBoJDAEML7Z3+Sy+9JGOMzj//fKfCvx0aGxv1\nD//wD/rHf/xHfe1rXxvxdg8++KDuv/9+GWO0YMEC3XHHHbrjjjt09dVXa+bMmWpra9O//Mu/jGnO\nQwBAeUn2DL8oVpQscwACkatZv01+tngfFhgr1a7dIjneoQx3MA/g2DEPIIAohdYB2N/fL0k69NBD\nw9plaI499lgdf/zxA//u6uoa0XbZbFa33XabJOnkk0/Wpz71qYHr9tlnH/3zP/+zvvjFL2rDhg1a\nsmSJTj755HALBwDESrLb7QCQDkAgWn6mX6nOnuLfbzanyvYuZZqY1gYjQP43duR/ACIU2jv9adOm\nSZL6+vrC2mVo/DHOabR06VK1trbKGKP58+fvdv2kSZM0b948SdKjjz46nhIBAHEXBEr0uneO3Blz\nAALRqmrpiOy+K1s6GdaJEbEeCeBY0QEIIEqhBYAf+MAHJEl/+ctfwtpl5JYuXSpJmj59uiZOnDjo\nbQ477DBJ0ooVK5TJuN3ZAQCITrK3b0yr1BWLNfxRB0TJ5PJKtXVHdv+JvqzzXcpwBEOAx44A8E3W\nKtnVq/TGFtWu3az6Vzeo8e/r1LRijSrao/tdCMRZaAHgRRddpMrKSt10003auHFjWLuN1Nq1ayVJ\nM2fOHPI2O66z1mrdunVFqQsAUHpc/8M68H3+qAMilOrojrw7KNU2smlyUN6YA3Dson6Nu8Dv7VP1\n+q1qWrFW9a9tUnpbh1IdPUr29MnL5dQ1dYL666ujLhOIpdACwAMOOEDXXXeduru7ddJJJ2nVqlVh\n7ToyLS0tkqSmpqYhb7Pzda2trQWvCQBQmhLdrg//Zf4/IEp+pj/qEpTojb4GlADyv7Er4/zP5PKq\nXr9NDa9sUFVrl7y3LDwUeEbtM6eov47wDyiU0BYBufnmmyVJp512mu644w7Nnj1bH/nIR3TkkUeq\nublZnjf8HxZnnnlmWOWEYseQ3lQqNeRtdr6up6f4kzYDAEqAtUpk3A4AA1YABiKVyGSjLkF+f1YK\nrMR0ANgDOgDHrmw6AINAla1dCpK+goSvZE+fqra0yQsG//nzCV8dMycrX1lR5EKB8hJaAHj22WfL\nvHEyMMYom83q7rvv1t133z2i7Y0xzgWAAACEwcvlh3zT6wovm1OiOyMvn5fJBzL5QF4QDHxvgkA9\nkxuVT/HmHAidtfL7ou++M9oeAvJHOPaIAHDsyiQA9LN51WxsGfHte5vrJWtlcvntIxI4xoCCCC0A\nlLbPg7enf5eayspKSXte2Xjn69Lp9B73d8stt+i2224b8vrTTjtNZ5111iirRFR2BN719fUlf6wD\npWJHN7nneWpsbIy4mlFojW5lz5FK9OfUsHrPc/gmZu4lNdQVqSK4gvNdEfRnnfmQoC5ZIZXS79cY\nc/Wc563bKsntrnZX1VbXSA21UZdReG2do7r5zmGhNZKSSakiKaWSshVvfF+x0/eppFSguYs55yHO\nQgsAf/WrX4W1K2c0NTXplVdeGZgLcDA7Xzfcibm7u1ubN28e8vqenh75PkOwSs1IhrcDCJcxprR+\nX/bG4w8lP7Db33CjLHG+K6Ag+u6/HXidu8e5cx6/C8bMN6Y8Xl+5/Jg3NVZSf3b7V9ceppz0vDfD\nwIqklKrY6d8Vb14+xsebcx7iKLQAMI6da9OnT9df/vIXrVmzZsjb7LjOGKNp06btcX/V1dWaNGnS\nkNen02nl82P/ZYniMsbI8zwFQcCnQ0CReJ4nY4ystQqCYPgNHGG6esJbdStCQX9WlvNU2eF8VwS9\nGbkSCQStHbKThl4AD8Xj6jnPM6wDMlb5fF4qg/Ooaeso/PueIJAyfdu/9iB/2Nuk6qoR75ZzHkrF\nWD4YCnUIcNy8/e1v11133aU1a9Zo69atam5u3u02zz//vCTpoIMOGhgyPJQFCxZowYIFQ16/detW\nVhIuIb7vq7GxUe3t7QS3QJE0NjbK930FQVBSvy/rO7piEQD2dnapN+VKTIFi4XxXeBUdPXJlcH2u\np1cdJfT7Nc5cPefV5nIaeolE7El3Z6f6jTthbkFYq+aN26KuYkBbT7dsf2bEt+ech1IxWD41nDj8\nPVIwb3/729XY2Chrre66667drt+yZYsef/xxSdKxxx5b5OoAACXBWiUz7gzvGw+Tj/kfLUBULK8t\nlA5WAR6HMugoq+jojrqEAdZo+6IiACSVUQDY0dEx8NXV1TVweXd39y7X5XK5geuSyaROP/10SdK9\n996r3/zmNwOLfrz66qu67LLLlMlkNHXqVJ144onF/YEAAM7z+rJq+tvQ00iUGgJAoDA8l15bhDsY\nDofImJn453+qahndAiCFFCQKs1AIUKoKPgS4s7NTHR0dI2qfnTFjRsHqGGro7Q9+8INd/n355Zdr\n7ty5A/8+6aST9Oqrr+r+++/XzTffrFtvvVWpVEo9PT2SpIaGBn3ve99TMpksWO0ACsRaedmckt0Z\nJXv65Pdnd7pOCpK+sulK5dIp5SoreAOBUUl0Z1S3drMzK3uGwamQAogRwnWUFN4PjV2M3hMMxs/0\nK9njzsJnQYIZz4Cdhf6KCIJAt99+u2666SY9/fTT6ujoGNF2xphduu9ccv755+sd73iH7r//fr3y\nyisDXX+HH364TjvtNNXX10ddIoDRyAeqaulQZUun/D2tUtYrpTq2h/3WGGUaatTbXK+ggjcT2LNU\na6dqNmyL3Sf9xqFJ6IE44bWFUsIQ4LEzMR8CXNnWNfyNiihIMm8xsLNQ/4rdvHmz5s+fryeffFKS\nnFo153e/+924tj/yyCN15JFHhlQNgEgEgapaOlW1tX3UnUzGWlW1dqqytVN9DTXqmVivoILOX+wu\n2dWr2vXuTH4dJrqUgMJw6rUV8w4lhIAAcOwc+vu4EBK97nT/SW8MAQYwILQA0Fqr+fPn64knnpD0\n/9m78zDJ6vpe/O/v2Wpfe53pmYGZAQMKiAZRiSLiFgWVRU0EbzReldx7c8Wo+SURcUMgiZHANYuJ\nxEQiBKNi0Ij7Rh6XAAoOiKDMwqy9d+3bWb6/P2q66Z7eu0/VWer9eh4UuurU+fZSdc75nM8CnHzy\nyXje856HO++8E0IIXHDBBejr68P+/fvx85//HJZlQQiBl7/85RgeHnZrGURES1KaJtIHx6HNL/Pd\nAIH23U2jVEV52wDMVNydBVIoCNNC6vCE18voGMFpeNSLHAeKZbeznhQFUhGuB0D8VF7PbERajWT8\nb8NCnQEoJVSfDT1jCTDRQq69I+666y786Ec/ghAC//t//2/cfPPNUFUVd955JwDg6quvxmte8xoA\nwOjoKD784Q/jH/7hH/Dwww/jxhtvxNlnn+3WUoiIFtCrdaQOTbh6gaU4EumD46gNZlHvz/BuOAFS\nInVk0lcX8m5TViqZJwoJYVqIFqvQ6k2ojRbUlrVo5oGta2glYzCTUZiJ2KamTKrN1ly7CT9gAJBW\nxXOeDUuMFxCdqcA2NJiJKJrZJBw9HEEqxbR91/eYJcBEC7n2afO5z30OALB7927ccsstUJTlT4SG\nh4fx93//9zjllFPwx3/8x7j88svx4IMPIp1Ou7UcIiIAgFGsInV4oiMD6wTaJ3KKaaG6tb8De6Ag\niRSrMKoNr5fRUYojIWxnU8EOIl+SElq9ieh0GZFSddX+nappITZTRmymDCmARi6F2kAWcq3lZlIi\nMlNBtFCGXvdXxozw2QU8+Q97AG6OalpQTQtGtYH4eAFmIopGLoVWOh7o4Kpqbq7KphNYAky0kGtn\n8Pfffz+EEHj961+/ZPBvqX6A73nPe3DOOefgwIED+Md//Ee3lkJEBKCdVZE6MtmR4N98sZkKIjPl\nDu+FfE1KRKfWNvQq6NJPjoW+hxH1FmHZSB2eQHb/KKLF1YN/i7aXQGy6jPyvDyM+PgOskkGnNlrI\n7DuG1LEp3wX/AGYA0hoEOEjlNwKAUW0gfXgC6SfHoLT8ORRzLXzVy/Q4ZgASLeRaAHBiot3z6PTT\nT1/wdXH8ANFoLJ0V8Tu/8zuQUuKuu+5yaylERIDjIHVoomu9VpLHpqD6rPExdY9Wb0L3Wd+bTtGP\nZ0kRhYFWbSC796grJbjCkYhPFJHdPwrFXOIiXkrEx2eQ3XvU158XiiMZ5KcVsQdgZxjVBvK/PozM\n/mMwSlWIpT5HfExYPgwAsgcg0QKuBQDN4ym/iURiwdeTySQAYHJycsntduzYAQDYt2+fW0shIkJi\ndBpas3ulCEICmQOjnJ7Yo3otIJYYm4GyyYE6RF6LzJSROTAK1eXellqjhcz+Ywub4UuJ5NEpxCeK\nHc9KdwPLgGlFAcgAlADMmIFWMoZGNun1ctZFrzWRPjSBvl8dRvaJI0gcm4JerXu9rFX5rQeyox4f\n2kREc1wLAPb19QEAyuWFF0FDQ0MAgF/96ldLbjc2NgYAKBQKbi2FiHqc0rIQnal0f7+ORP7Xh3xZ\nAkGdpYe899+JxPFgBrOEKKj0cg3Jo1MdC8appv1UEFBKJEanES10/7i0USwDppUEoQdgbTCL4q6t\nKJ00hMpIP+yADtrQmiZi02VkDowhfWAUWs2/1SbC9tegMCsWCUSwmqibXAsAPu1pTwMA7N+/f8HX\nzzzzTEgp8fWvf33J7Wa/ns/n3VoKEfW46HTJswwLxXKQfeIIIoUKgyM9Qti26xlEQWBUGz0X+KRw\n0I5n13T6OKE4EqlD44iPzSAWsCxhBgBpRQEIqqgnVIGEoWzZqDaQ3X8MqYPjED487/BbBqAZi3i9\nBCLfcS0A+NznPhdSSvz0pz9d8PVXv/rVAIAnnngC11xzzYJhIDfddBPuueceCCHw/Oc/362lEFEv\nsx1EPR7IoVo2UkcmkRidZhCwB6iN3i2FjY8X+DdOweI4SB0a71p/WK1lIR7AAUEsAaaVBCGYpjVP\n6LMZgKDlWkXKNfQ9fgi5Xx1G+sAoUocmEJ0qtbMDPXzv+q0CxoozAEh0ItcCgC972csAAN///vcX\nDPz4nd/5HWzbtg0A8Od//ufYunUrzjvvPAwNDeGP//iP5573zne+062lEFEPi5Rr7QbmPhCbLiN5\nZJIBkpDrZq9Jv9HrTegV//clIpoVmyr1ZMbuemX3HUN8bMZ3JX3kEwEIpqlNc+H5VwDWvF6qacGo\nNhApVZEcnUZ2/zH0PXYQySOTizIgu0Hx0eeFbWgwE1Gvl0HkO64FAF/84hfjggsuwDOe8Qz86Ec/\nmvt6LBbDnXfeiUQiASklxsbG8N///d+YmJiYywb84Ac/iBe96EVuLYWIepjms8mK0WIVqcMTDAKG\nmB/LcLopPln0eglEayIsGzH+va5ZfLKI3K8OIzZR8F1mD3krCD0AhQTU1lNTdIOwZjcIKREtVJB9\n4ghSh8YXDiPq9L599DlR70uHMuhLtFmudUNVVRXf/e53l3zsvPPOw549e3D99dfjW9/6FkZHR5FI\nJPCc5zwH73rXu/Dbv/3bbi2DiHpcN0901ipSqqFVqKCZS3m9FOoAIwCT+TpJrzWhNlqwo4bXSyFa\nUWyy6JsM8aBQHInEeAGx6TJKOwbbTfWJAhJYUZst2BG9/R/BWLJrBNrnn0a5jsrWPjS7MAnZTwHA\noE1+JuqWro1DOvnkk/GpT32qW7sjol4kpe8yAGclj03DjEfhzJ6IUmjoPp7I1y3RQgXVYQ7zIn+L\nlGteLyGwFMtGZv8oytv60UonvF4OeSwo2XRqwwTS7X8PyprdJqRE6sgktHoT1aE8oHTu5+CXISCO\nIgDFtUJHolDhO4OIQkPYjm9OPk4kpETy2JTXyyDqiFgAhxxQb1Ga5oJyQFo/IeXcsAHqcQGJpS0Y\nBNKjAcBZseky0ofGO9eSxnG6NlxpNY182uslEPkWA4BEFBp+Kj1YilFt+LJEmcgNkULF6yUQLcvg\nsBpXCADJ0WkO/+lxQcmmUxtPDcIIypo7yajUER8vdOS1/XQDXqoMcRAtp2slwEREnean6WPLiU2V\nUBnp93oZRK5LHZlEKxmD1FSvl0K0iF5reL2EUEkdmcDM7hG+33uVj4NppW0DsGZ70s5fpn+X3FXx\nySKsqIFWxt1Sfj/dhHcYACRa1roDgPfee+/cv59//vlLfn2j5r8eEdF6+enkYzmRYhXV4Rykyosm\nCp/UkUmUdgz6+uKQetP8TCDaPMVy+H7vZT7+nSePTsKO6LAjBuyIjlYiCjsWYQbgPMmjk5hJRF0N\n4PvpHJzn2ETLW3cA8IILLoAQAkIIWJa16OsbdeLrERGtl5/KD5YjpIRWb8FMxrxeCrmkkUkgWqx6\nvQxfMCp16NUG/77JXxwJrcUAoNuMSh16pQ4zFfd6KdRhwrKRPjgGqapwNAXCx9O0FUdCqbeg19st\nV0R/BrVYxNdBy25THInYVAm1oZx7r+mjKhxmABItb0PvDikl5BJNPme/vtF/iIg2w093H1ei1dkH\nMEzcPIEOg+g0BwSQv6hNfuZ2SnSm7PUSqAsUy4Zeb8Go1BEtVBEpBWeith3RAbAH4Imi0yUIF4N2\nfjoHZw9AouWtOwPwgx/84Lq+TkTULX66+7gSrdH0egnkIqnwomI+o1yH0jLhGLrXSyECAGT3HfN6\nCaHF93tvUKxgnF8txToeAGQPwIUURyI6XUZ9ILv2jaSEXm1Aa7SgmDYUy4Ji2XBUFZGyf4LCzAAk\nWh4DgEQUGn66+7iSSKmGZqkKqSpwFAV21GBpSoBJhSea8wkA0UIFtUFmRpKHpIReayB5eJLX/R0k\nAERnKsyEDrmgBgAlmAG4EqNSX1MAUKs1EClUESlVA9Fuhz0AiZbHKcBEFBpBCQACQPrQBID2yenU\n00/ydjG0OUJACgHBVhZzWOZOXtIrdSSOTUFrsbd0N2h1ZrWHXZDOr+azYhFg9iYdA4CLaPUW4Ehg\nmUoGpWUiMTqNSLne5ZVtnFTEst8PETEASEQhEoS7kieSisKT0hCQioCwGQCcpTYYACQPOA4SYzOI\nTbMvXTepTQ5YCbugZgC25g2kYgbgYkJKaI0WrHhk4QNSIjZZRHyiGLibmyz/JVoZA4BEFBpuNjPu\nFqnyhDQMpKIAAQxAd4pq2RCWDamxDIe6Q2mZSB8ch8ZgVNeplg1hO2y8H2JBPL8CgFZq3kR6nm4t\nSas3FwYAHYnUkYlADXqZj+W/RCvjkZqIQiOwGYAUeAzkLqa2GIih7hCWjcyTYwz+eYhZgOGmWME7\nv7I1td1j+ThmAC5NNee1SnAcpA6PBzb4BzADkGg1684A3LVrVyfWASEE9u7d25HXJqLeEMQeNVrT\nZKZUCDCQu1gQ348UQLaD9JNjUNnvz1NBzRCjtVEC+PutD2QWtlhhAHBJymwAUEqkDk8Eqt/fUpiJ\nTLSydQcADxw4ACEE5Br6AYh5H7RSykX/vdxziYjWTcrABhyye4+ivGOw3ayaAokBwMWCmJFLwZM6\nMgGdPSc9p9ebcDQVqmlDsSxAtjOuHF2Fo2uwdQ3ghXlgiYD1ALQiOhq51IKvMQNwabMBwMhMJfDB\nP4AZgESrWXcAcMeOHSsG60zTxLFjxyClnAvyZbNZJBIJVKtVFAqFuecKIbBlyxbour7+lRMRzSMc\nJ7DtXVTLRmb/MVS29qOZTXq9HNoAyYlziwS1aTwFh16ph+KCNQziE+2BASuxdQ3NTALNbAJ2xFjx\nueQvQbuhUx3OL87442F6SXq9BcW0kBib9noprmAPQKKVbSgDcDmHDx/G61//ehw9ehTnnnsu3vOe\n9+AlL3kJ8vn83HOmp6fx7W9/GzfffDN+8pOfYMeOHfj85z+PkZGRDX0DRERA8MsNhQRSRyYBgEHA\nAGIG4BKcYE0OpICREonRcFyw9grVtBCfLCI+WYQZM1AfyKKVinu9LFqNlIEKANZzSZjzpv/OYQbg\nspJHJqGE5JjNEmCilbn2Dmk0Grjoootw33334d3vfjd+8pOf4PWvf/2C4B8A5PN5vOENb8CPfvQj\nvOc978FPfvITXHzxxWg0Gm4thYh6UJBOTleSPDoFleVsgcMMwMWEE473JPlTpFDh0I8A0+stpA+O\nI3l4InDlpb0mSL+fZjqO6pa+JR9jCfDyjGp4rsNZAky0MtfeIX/3d3+Hhx9+GOeccw7+6q/+ak3b\nfOxjH8M555yDPXv24JOf/KRbSyGiHhT0DMBZQkqkD46zoXrAMANwsbAE5cmfooWK10sgF0SLVfQ9\nfgiJo1OhOY6HTZA+y8sjA8tn+jEA2BN4Pka0MtfeIf/+7/8OIQSuuOKKdW135ZVXQkqJO++8062l\nEFEPClPATDUtxMcLXi+D1oEnnIvxYp46Rdg2tFrT62WQi2IzZfQ9dhCpQ+MwSlW2EPCRoPRzrWzJ\nAytk40vG/3oCS4CJVubaO2Tv3r0AgK1bt65ru9nnz25PRLQRihWuYEN0phKospteJ1VeWZyIJcDU\nKXqlwX7+IRUp1ZA+NIHc3iPQKxzw4gdBCQCa8ejKT2AGYE9gSxailbkWAKzVagCAo0ePrmu72efP\nbk9EtBFhyzYSUiI2VfJ6GbRGzABcLEhlYxQsBgNDoae2LGSeHEPq0ASEaXm9nJ6mBODnL4WAHdFX\nfA57w/UGno8Rrcy1d8j27dsBAHfccce6tpt9/uz2REQboYSoBHhWfLKIvl8+ifSTo4iPzcAo1QAG\nVXyJd5wXC1tQnvxD46CknhEpVZHddwwKB754JggZgK1UbNUMP8dYOUBI4cDzMaKVuRYAfOUrXwkp\nJR544AH88R//8Zq2+ZM/+RPcf//9EELgVa96lVtLIaIeFNZgg3AkjEoD8cki0ofGkf/1YcTHZpgR\n4TO847xYWN+T5DEpoTIY1FNUy0bmwCh/7x5RTP8HABu51KrPkarCLMAewPMxopW59g5573vfi1Sq\n/eF700034fnPfz4+//nPY2pqasHzpqam8PnPfx6/9Vu/NTctOJVK4b3vfa9bSyGiHtQr5YaK7SA+\nWUT+14eRODYFsM+aL/CEczHhOIBkI39yl2JaEPy76jmzQUClxSBgt/k9A9DWNZiJVfr/zT7X0Dq8\nGvIaMwCJVubap+DIyAjuuOMOXH755TBNE/fddx9+93d/FwCQTqcRj8dRq9VQKj3V00pKCcMwcMcd\nd6x7eAgR0Xy9lm0kJBCbLkOvNVHaPsDSFo/xhHMxgXYQUKqq10uhENGYBdazFMtG/tdHMLN7K6Qi\nIBwJxbYhLAdSVWBHdDiaymEPLlMsf1cc1PvTa/6dm4ko9DpbCISVBPj+J1qFq7dBLrroInz/+9/H\nW9/6Vjz22GNzXy8WiyiVSpAn3LE9/fTT8elPfxrPfe5z3VwGEfUgEcIegGuhNVrI7j2KyrYBtFJx\nr5fTs5gBuDRhMwBI7lIbDAD2utze5QcOSkXANnQ0U3E0cklInRlfmyIlVB+XANu6ikZ29fLfWc1s\nCvFJDlgLK6kIBgCJVuH6UfF5z3seHnnkEXz1q1/FXXfdhfvuuw9Hjx5FpVJBMpnEyMgIzj33XFx6\n6aW46KKLoPCiiYhcoPRwKaziSKQOjaN48jCs+NrKYMhdUuUJ51J6LTOXOk9tMnuHliccCa3RgtZo\nIT5RQCsdRz2fhrXGElFaSPf5xO3aQBZYRwa+HdFhxiLQ683OLYq8w7gC0ao6cltMURS8+tWvxqtf\n/epOvDwR0WJOb/eEEhJIHxxHYddWOOxx03XMAFyaYjvwb+4IBREHQdBaCQCRUg2RUg31XArV4RwD\nBOugmBYyB8e9XsayLENDM5tc93aNXJIBwJBiOxai1fEqkYhCobxjEHAkhJQQjkR8vAC1xyblKraD\n9KExFHZu4UVOtwkBKdqBWHpK5skxOIqAVBRIVYFUFJjxCGrDea+XRkEkZeh6AEoA9b404lMsS+yk\n2EwZeq2B8rYB2FHD6+X4n5TtQWM+JQFUtvZvqNyzmU0iWqhArzEIGDa8GUu0Or5LiCgUzEQMZiqO\nVjqBZjaJ8rZ+r5fkCa1hIjpd9noZPYknnktTHAnVsqE1Tej1ZugCONQ9YZwALACopoVmKub1UkJP\na5rI7jsGrdrweim+Z5SqiJT9W/7byKc2XtYtBMpb+yHZKy50mAFItLqOZQDef//9+MY3voFHH30U\n09PTME0T3/nOdxY8Z3JyEq1WC9FoFPk8swGIyD1WNAIpROguFtciPlVEI59iFmCX8WJibRyVf5e0\nMWEt/42UaiiePAS91oTCvpkdJaRE+tA4Cju3wInoXi/HnxwHyWPTXq9iWbahoTqU29RrOBEd1aEc\nkqP+/T5p/RgAJFqd6wHAJ554Am9961vxwx/+cO5rUkqIJS6MbrzxRtx8880YGBjAkSNHoHJSIBG5\nRREw4xEYPXinX7EcRKfLaPRnvF5KT5GqAljseLcaZkrSRoW5b5dRqqF40hAyT44xCNhhiu0gfXAM\nxV1bOKV8CUa55tu/QdvQUDxp2JUbnI18CoplIz5ZdGFl5Ac8vyBanavvkp/97Gc455xz8MMf/hBS\nyrl/lvO//tf/gpQSExMT+OY3v+nmUoiIYPbw1L/YdAnowexHL/HEc214h542Sg/xDZ1IoQLb0FHc\nOQxbY1Cq07SWheSRSa+X4UvRmYrXS1iSZegonjzs3qAzIVAbyqE6mHXn9chzPL8gWp1rVyv1eh2X\nXHIJSqUSVFXF+973Pjz++OP493//92W3OeWUU3D22WcDAL71rW+5tRQiIgCAGe/dAKBq2lB6bAiK\n16TKE8+1kCwBpo1wHGghbtqvOBJ6rQE7YqC4cxgWB1V0XKRcD/Xf1EYopuXbQHtx5zAc3f3uVfWB\nLMpb+xg8CgHeiCVanWvvkk996lM4fPgwhBD43Oc+h49+9KM49dRToesr99d44QtfCCklHnjgAbeW\nQkQEALBikZ7uy8YJd93FE8+14c+JNkKvNRH2T/PZwItj6Cjs2oLylj72zOyw+ETB6yX4ilGu+/J9\n1kpEITuYGdvMpTBzyggamUTH9kGdxyAu0epcO6u4++67IYTAK1/5Slx66aVr3u70008H0O4dSETk\nKkWg1cOTFf16Fz+seKG+NswApI3QK/6dSOqWBT0OhUAzn8LMqSOo9WdgdyDziQCjwizA+fSqP99n\nThfK4h1dQ2XbAAo7h9FMxdd1A1kqAo1cEoVdWzY9oIQ2jjcYiVbn2tnEL37xCwDARRddtK7tZqf/\nFgoFt5ZCRDSnkU0iUqp5vQxPqI2W10voKXaEJXtrwTv0tG6Og2jBn33J3KQ2zHbv1nmBB6mqqA3l\nUBvMQm2aMMq1djakZUOxHahs9bBpkUIZVjzi9TK8J6Vvbxx2IwA4y4pHUd4RBRwHRrUBo1SD2jIh\nbAfCdqDYDhxdhW3osCI67KiBVio+d3OL517e4fkF0epcCwDOzMwAAAYHB9e13UpDQoiINstMxmBr\nKtQenM7KC8PusiMrt7zolkYu6dsm7gDv0NP6Cdn+u45NlyGc8J43Ko4DYdmQS2X7CQE7aqAeNTA/\nR0tpmsg/caRrawwjtstoU5umb6f/dqL336oUBa1UHK1UfF2bMcvdOzy/IFqda++STCYDACiVSuva\n7vDhwwCAvr4+t5ZCRPQUIdDMJr1ehScU2wF8ejIfRpZPAoCtRBT1XMrrZSyLF0e0XlJVUBvKY/rU\nbaj1Z+CEOMtDa5rr2yDEP4tuUZvt7K5e59fsP6C7GYCbxWOcd5gBSLQ61z6hTj75ZADAT3/603Vt\n953vfAcA8PSnP92tpRARLVDvz8DWg3Py6CZmAXaP1FTP+3Q5ikArGff1BYjDO/S0QVJrl8POhDgQ\nqK4zAMgL3s0TALQ6swB9HQAM0DlckIKVYcMMQKLVufYueclLXgIpJT73uc+tOQvwoYcewje+8Q0I\nIfDSl77UraUQES0gVQWVrf1eL8MTCgOA3SMEGnlvM+9a6QSgKr4OADJgQZu1IBA4EK5AoNpcX/8w\nXvC6Q+v1vm0+7v8HALbhjwz7tbANHTI8H0nBEqJjAVGnuHbW8Pa3vx2apmF6ehpvfvObYVkrX3Tu\n27cPr3vd6yClRDwex1vf+la3lkJEtIiZjKHucXDGC8wA7K5GNrmuyYGu7z/XLnf380RiPwcnKVik\npqI2mMPM08ITCFx3CbAQDDasUyseRa0/g8qWPErbB1HYtWXus7NXqU0TiuPPMmhbUyGDlFUnBCwO\nBfMEb4gQrc61d8muXbvw3ve+F1JKfPnLX8bZZ5+NW2+9Ffv27Zt7zqOPPoqvf/3ruPrqq/HMZz4T\n+/btgxACH/zgB9kDkIg6rjqUQzMV83oZXaW0GADsJqmpaGYSnuzbihqwYu1Jln4NsklgwYRTIjdI\n9alAYHUg6/VyNkVtHp8EvA5S+PP97lf1/jRqQzk08mm00nFYsQikGqAAUwf4OQPSjgYvmBbENYcB\nKwyIVudqs6Lrr78ehw4dwu23345f/vKXuOqqqwAA4vjJ/plnnjn33Nnpv29961vx3ve+181lEBEt\nTVFQ3j4IeXQK0YJ/p6S6iRmA3VcbyMIo17o6TVEKoLy1by645nUvwuVIVWEAkDpGqirqg1k0+tLI\n/+pQICcGK7YDYTvryniSigD8mbzlS1rThNl7BQErWm/vyW5qptc3hdcPzES0Z84z/YQZgESrc/Vd\nIoTAv/7rv+Lv//7vMTw8DCnlsv8MDAzgb//2b/GpT33KzSUQEa1MCFS29qHWn/F6JV3BHoDd5xha\n13tO1gaysI9n/wGAHdHhx9AH785TN0hVwdTpJ6EylPN6KRuy3mwsvq/WJzE2g+hkEdHpEiIzZUQK\nFQjL9npZnlJb/gwASiHavW0DpplOwA5S2XJI8LOQaHUdSRG46qqr8Pu///v45je/iXvvvRcHDhxA\noVBAMpnEtm3b8KIXvQivfOUrEY8H744OEYWAEKgN5dBKx5EYnYZeC+/0P5UlwJ5opeOo96URm1rb\nUKzNMOMR1E8MaCsKHEPz3e+fd+epmxr9GbQyCSSPTsGo1L1ezpqpTRNmch3tKvi+Wrfk2MyC/54+\ndQQSvRuwUXwaAG2m/T3VfllKeyhYYrzg9Up6Cs8xiFbXsRohwzBw8cUX4+KLL+7ULoiINsWKRVA8\neRhGuY7YRAG6j3vgbJRiO4Dj8ALRA9XBHJSWiUi5c4EHMx5BafvgkmW1VtTwXwAwiBdyFGiOrqF0\n0hD0Sh2xqVIgAoHxiQIAiUY+vaaSeWa9bI4UAo5P2yZ0i18DgItubgVII5dCfKIIsc6enrQJbDFC\ntKrePtoREQmBVjqOVjoOYVqIFqtInJAZEHSqacHmRLruUwTK2wdhj80g3oFMwGYqjvK2/mWDu41s\nEpFSzfX9bgYnI5JXzGQMZjIGYTuIFKtIHpvyeknLUmwH0UIVjb61BT+8nDweBlZE7/nAgR8DgK1k\nLNDDNKSmojqUQ3J02uulEBHNYQCQiOg4qWvtss3JYlcHOHSa0mIA0DNCoDachx01kDw6CeFCIoAE\nUO9rT7Fc6aLVTMZg6ypU0z8XdnZU93oJ1OOkqqCRT6GRTwGOg9h02Zef+a1EdM3PZdnb5tiR3v5c\nErbjy4E59f6010vYtEY+Bb3W8N3NOCLqXTxjICKaTwhYAb7jvBROAvZeM5vEzCkjqOdSkJtINGmm\n4yicMoLacH71jBUh0Mj5a9QlMwDJVxQF9f4Mpp+2zXcDQ8x1BQB7O3tts3r9Bpkvs/8SUZjxtb8H\nfEsIVLb2wzJ6O8hMRP7hegBwenoaH//4x/Gyl70MIyMjiMfjUFV11X80jcmIROQP1rxpqmGg+KwP\nXK9yDB3VrX2YOXUb6vnUmicE2pqKRiaBwq4t7ZLidWSrNNaxn06TAoEu56IQU5T2wJB1BN06SQKw\n1hH8YABwc3o9M1mx/HWOIAVQ3dIXmrJsqSoonTTYLjUnIvKYq1G3r371q3jLW96C6el2rwPJpqdE\nFECNXBKxySLCcerpz7v7vczRNVS39KE6nIdi2tDqTei1BoTtAEK0+3mJdlmamYjCNjben0qqKioj\n/cg8Oebyd7F+VtTgEBDyNSsWgVFteL0MWLHI+t4rLAHelF4PzCg+ahMBAPW+TOjKsh1DR3HnFiSP\nTHR0MBgR0WpcCwDu2bMHl112GSzLgpQSQgicfPLJGB4eRiQSrmwaIgo3x9DRSsVCc5Lmt5N7Ok4I\nOIaGlqGhlUl0bDdmMoZ6PoXYdLlj+1gLvd5C/y8OAAAcRUAqCmZ+Y7unayKaz4r743x1PeW/QDtj\nkDaGE4D9dZNQAqgNBHfy70qkqrSz+CcK7ZvMfOMSkQdcO+J99KMfhWmaEELg937v9/DRj34U27Zt\nc+vliYi6qpFPhycA6LPyHuq+6lAOimn55m9acSSk9M9FJxHQ7jsmBTy/MDeT6wsA+nGAQ1DYnAAM\n4aMAYOGUreHOaBUCtcEcGrkUYpMlRGfKEKyYI6Iuci0AeO+990IIgZe//OX4l3/5F7delojIE2Yi\nilYyBqPij4DJRjRTcTiaCtvo7ewGAqC0Mw/EgTEYNe9LHIF2kEVpmnBCVupFAaYoMONRT8uAbV1d\n9/ADBhA2rtfLfwF/ZQDaPTIso90KJI/aQAbRmTL0WgNaveW7aeREFD6uXRUWi0UAwBve8Aa3XpKI\nyDtCoDzSj+zeo1B9dHK8Vo1MApVtA14vg/xECJROHkL/o096vZI52QOjKOza0vMleOQfrVTM0wBg\nM5tcd0Za2CbXd1PYes1thF/ahNia2nPZmFJTUR/Iog4AUkIxLWiNFgABKYDMwXGPV0hEYeNajvXI\nyAgAIJHoXB8jIqJukpqK8raBQPZXWraBvJSA7UBYNhTTgtIyoTZaUBut7i6QvCEEKkM5r1cxR7Fs\npJ8caw9AIfKBZjYFx8NhNY1sct3bOD6Z9B1EZiLm9RI855c2IY7e43/HQrR7UKcTaKXjsGL+6Eka\nFLX+cPaOJHKba7fczz33XOzfvx+PPfaYWy9JROQ5KxFFdUsfEsemAjUVODZdhlGuA1JCSNnuESXl\nst+DoyqYPm1HV9foa1JCOA4UywEcB46hQaohuThR/PWXrDVNpA6No3TSUHezPxwJxbKh2DYcVWln\nIfZY9gktJlUFtYEskqPTXd93I5OAs4ESSE7X3hhHVWDFmD3plxJgBrIXUmx//F6CwtH4OUi0Fq4F\nAP/wD/8Qd955Jz7zmc/gT/7kTzj5l4hCo5FPwdbVwJViqOba7+r3fBN5KaFXG4gUq9CrdSimvShY\n6mjq3IWSGY+glYrD1jU4hgZb19oX4QEIIEkfrtGoNhCdKaORT3dsH4ppwShWESnVoLbMRb2WpABs\nXYcd0dBKJ9BMx8PdjJ6W1cinEJ0uQWt1LzPK1lRUh/Mb25ZlrBvSSsYC8ZndUbYDxSfHf0djK4j5\nmBm/Pr3SP5Jos1z7pD3vvPNw7bXX4rrrrsMb3vAG3H777Ugm11/GQETkR2YqjuJJQ8g8Oeb1UjpD\ntjMEe+1iSFg24hMFRIrVVZtvz8+S0GtN6LXmgselItoBQV2DbTz1/7Nf80uAUPosA3BWbKLYLn90\nOehmlGqITRWh1ZorZvEKCWgtE1rLRKRcR+KYgmY2gUYuBZs91nqLEKhs7UfmydGuTQSubO2D3GAG\nlKOpcBThm0BOULTS8dWfFPLjol+y/wBmAJ6IAcD14XGaaG1cvdXy4Q9/GJlMBtdccw1OPfVU/N7v\n/R7OPfdc9PX1QVnDCf3555/v5nKIiFxlJtY3mTFIwnt5swwpESlWkRiddm3qnnAktKYJNM0lH3cU\nsTA4OC97sKslxj69mFUtG7HpMuou9fERpoXk6DQipdqGtlccB7HpMqLTZdQGs+11+fRnR+6zElGU\ntw0gdWii45+Ptb40zNQaglHLEQK2oUNhL9c1M6MGWiv8zNVGC/GJAsx4FI2+zmUme81XAcBe7wF4\nAk4EXjtHEQwgE62R67nWv/mbv4lTTz0VjzzyCP7qr/5qzdsJIWD5pAktEdGShICtq1B9MjHPbcKR\nkGr4AxzCtJA6Mtn1SZ+KI6E0zXaQcAmOojwVEDwhi3Aug9AFfiwBnhWbLKKeT2+6T2GkUEHi2DQU\nZ/MXUAJAYrwAo1JHeaR/Qz3aaJMcB1qjBcWyISwHim1DSAnb0GFF9HbpVwf64LXSCVS32Ege61w/\nwNpABrWB7KZfx4pHoDMAuGbV4fySAX212UJ8vACjVIMAoFcbaOTcz0z2C78MAAGYAXgiwR6Aa2bF\nIrxBR7RGrgYAb7jhBlx77bUA2gE9KVmKQEThYht6aAOA6IHPbGHZyDw5tmwQzkuK40BptKAtcxE/\nO6jC1jW0UjE0c6kN7si/J8mK7UCrN2FtIts2Ml1G6tiUi6tq02tNZPceRfHkYdiczth5jgOj0oBR\nqsIo11Ytb7UiOhq5FJrZpKtDMRr5NKSiIHFsyvUS28pQDg2XMl4buRRi02VXXivsmun4os8YpWnO\ntYOY/wmp2I6rmcl+46fzGQYAF2IG4No1Nno+RNSDXAsAfutb38L73//+uf8+9dRT8Vu/9VsYHh7m\nQBAiCg0ranQ9c6xbhJQIcwjQz8G/tVBsB4rdDhA6uorm6pssSQp/Z7LotcaGA4CRQgXJDgT/ZimO\nRObgOAo7t8Ax2LC+I6REdKaM+FhhXRmcWtNEcnQaifEZNDIJ1Puzrv2OmtkkzHgEqSOTi3p/boQV\n0VEdzsNMxlxYXZsdNWDGI66sL8xsQ0Nl3rAVpXU88FeoLlvqHZssop5LdSTL1GtKFwfdrIYBwIWE\nxQDgWtiaurZ+nkQEwMUA4Gy5r67ruPXWW/E//sf/cOuliYh8w4qFuMlwmBvIOxLpg2PLZtcFjaNv\n/PDt1yEgs/RqA/WBDWxXriF5ZLLj/doUy0b64BiKO4e717exR6iNFpJHp6DXNx7EEo5EbKaCSLGG\nykgfWumEK2tzDB3Fk4cRnWn3hdzIjQRHVVAbzLazVTpQrlbPp6HXJlx/3bCwNRXFk4Ygde144K+I\nSKGy6mdGOwuwhLoLpdp+o5r+CABKYMNDcMKKGYBr08h35vOUKKxcCwDu2bMHQgj8/u//PoN/RBRa\nZiIGiXAOzRAhLgGOTZeg18MR/APaWSwb5vMTZaPaWP/kTdtB8uhU196XWtNE8sgUyjsGu7TH8ItO\nl5E45t7vUHEcpA9NoJ5roDqcc6eHmxBo5NNo5FLQak1EZ8owKvUVL9QdVUErFUcrFUMrGetoL7lW\nOo5WPAqjFs4s9c1wVAWlk4YACCSOTiI6s3rgb77YVKldDh6yLECl5Y+MeEdTfX9s6jb2AFydravt\nACARrZlrAcByud135IILLnDrJYmIfEceLzXY6GRRXwtpAFCYFmITBa+X4Sp7E4Mo/DwEZFbq8CTK\n29eeBhifLELt8jTLSLmGeq0JK842J5sVmSl3rHQ7NlOG2jTbwR+3sl+FgJWIonK8VF1YNtSWCfV4\nVqBUFTiqCqkqsCN69wIbQqCyrR/ZvUeZPTSPGY+gNphFdLqMaKEMsYFDnWI7iIYtC1BK3/QA3ExW\ne1gJvodXJAGUtw0wE59onVy7jbVt2zYAgM27FUQUco1s0usldERYMwATYzOuN+/3ksQmA4A+LwEG\ngEipisjM2gYaKC0Tsalih1e0tPj4jCf7DROjWEHyaOf6NgKAUWu0A4wd+oyTmgorHkUzl0Izl0Ir\nnYCViMKOGl3PanJ0DZWtfV3dp5/V+jOwogbST44hNrOx4N+s2FQJcGGyuF8Iy/bNcX9TWe0hxSD+\nymqDOVjxjQ8MI+pVrgUAX/GKVwAA7r//frdekojIl8xkDFZk4wEYvxIhCpLNUkwL0WLV62W4yooZ\nm8tkCkAGIAAkj01BW8PAndhkaVMX9ZthVBtrWiMtTas1kDrc+b6NABAtVNoBnB7QSidQHcx5vQxP\nWYaOZiqG2FQJsenNBf5mKbYTqux/v/T/A5gBuBRmAC6vPegp7fUyiALJtQDgO9/5TsTjcXz605/G\nwYMH3XpZIiL/EQK1MJUBzfJJJoCbjHLd6yW4brN3vINQAgwAQgLpQ+MrXwRJCaPi7QV59sAoEqPT\nMErVUGUHdZyUSByb7mo/1fjYDLRNDBgJkvpABqVt/ZDBeLu7yooaUE0LkXLd9Qy36PTaMpODQPXR\nBGCbAcCnSAm13lzXFPReUh3MojLSH5ibmUR+49qn7e7du/Gv//qvuOKKK3DhhRfi9ttvx3Of+1y3\nXr4nCCGgdLA5NLlLPd5zQmXviZ5k51KwJwpzPZ/CQBUCToD+ntfy3jMq4QsA2snY5j53FBmYQTaK\n7SBeqKCxTDaTWm/6oodVbKqE2FR70EBzIItGXwYI0bCAThzvjOkS9C5P5RYA4hNFVHdu6ep+vWLn\nM6gYBhJPjna0nFACsKOGb6asd3Ider0JTXozsdbt803N8lGAKWrwfHqe3L4nvV6C70ghUN0+CDOb\nRKf/UniNR2HmWgDwIx/5CADgZS97Gb7yla/gvPPOw7Of/Ww873nPQ19f35oCWx/4wAfcWk4gxWIx\nxONxr5dB65ROMwW9Z+0C8Mt9Xq/CNclYHMgFo2xMVVXkVlurbQPV8Px+ZiW3DgOb6AEIAFAOBCZb\nLTY6jdgpJwFLnYiXjnV/QStQbKe93skisH24/U+IshRcO95ZNvBLby5wjXINhmYAqYQn+++6XA7Y\nMgQcHgUOjwFuBwJTcYinnQwtEQMe+AXQAxOIs6oO5DJd3eeajnnrNV5w9/U2ITXQB8TYz42WIAQw\n3A+xYxjJaHeHbvEaj8JISOlObryiKBDzTnKllAv+ey16fYDI1NQUMwADRFVVpNNplEqlnv/b7VlS\nIrn/GPSQZJlVtw2glff3yU46nYaqqrBtG6XSyv28tEodqX1Hu7Sy7rANDaXTTtr066Qfe9JX5V+r\nkYpA4Rk7FwXTkvuO+vr910onUN0+GPhsQLePd8ZMGYlD4y6sbGNa6TiqJ/dGFuB8wrIRnShAL1Y2\n9f6XioJWJoFWNgkrGZt7X3r9e+2W+lAOjaF8V/a1nmPeeuX27HX19TZKAiicscu9Kd0h4JffTSes\ntQLBURWYmSQag1k4m73puU68xqOg2MiNIVcbLpwYS1xPbHG9wcIwklLyQyaAbNvm762Hlbfkkdt7\nNBQDNESjFai/5dXWqtdXz0Rpl67p0BrBKOU2YxFXfke2oQcqACgcieiRCVSH8wuCgIpPSg6XY5Sq\nUJ44jNL2QTghGBzk1vFOK1ZcWM3G6aUabNMEeu2mqwAqg1lgMAulZUKvNqDXmhC2AyElhONArzUh\nBSBVFY6qQCoCjqbB0VQ4ugo7oqOVjD31s5uXSVxPxaAnojBCPhhHqXtzrHR1nz7q+evoKmzpAME5\n/aANcBSBwu6tkKoKrdaAXmtAbVoA5NyQHkdVYMajsOIR2BH9qeO9R+emvMajMHItAPi9733PrZci\nIgoMx9BRHcwhOTrt9VI2LT5ZhNpsoTqc7/rd1k5QVwnqOaqC6nAeyaNTXVrR5lkxd8pfbCN4Ddfb\nkzwlKlv6ACEgbBuq5f8Tc61pIvPkKAq7tnrSN8x3pPQ8a1Og3cvNTMQ8XYeXHENH09DRzKXce1Eh\nUN42gOy+o77ozdkpihmMG0YrMXw0zZgTgHtDZWvf3LmlmYrDTLHtFZEXXPvEfdGLXuTWSxERBUoj\nn4JiWYhPulue44VIuQ6jchS1wSzqfelA9y/Tmstnh1mGhtKOIcQni65PiewktwJ3dkCz0aIzFdi6\nhvpAdtUAr5+opo3U4QmUThoK9HvKDVqtCcUHGdNarbcDgJ0iNRWl7YPI7h8N1GfreqhmcLKnl5MY\nn/F6CXOCeEOK1qeeS6GVSXq9DCKCyyXARERdJyX0WgNmPOrdhbUQqA3mAAjEJ4verMFFQkokxmZg\nlGoonTQIGcQpaFJCrzWXfMiK6CjtGIRwJCIFb0sR18tx6UKpmYojcWw6EJOATxSfKKCVjkML2ARu\no9pAfLyA2lAwBu10il5f+n3ZbXqtCf92jww2OxZBaccgUocnOjp92CuK5cAo16A2WlBMG6ppQbFs\nOKpyvFRag21oaKXivsz6VZstX7WAsPVg3pCitakNZFAbyHq9DCI6jgFAIgo0o1xD+tAErKiBWn8a\nrXTCm0CgEKgNZiFVBfHxmbl+JkGm15vIHBhD8aQhX17ErERZoTRUa5rI//pIF1fjHtulUimpazCT\nMRg+HqCxHCGB5JEpKJZ/LmDXKj5ZRDOTgB01vF6KZ9QVMnO7SW0FK4AcNGYyhsKuLUgfmoDm816d\nG5E+uPqwE4kpmMkomukEmpmEb3pOGkX/lP8C7t3YChNHUaA4wQ6eS7TLfl1tM0BEm+aPIxER0QbF\njpfdao0W0ocnkfv1EUSnSgsak3eNEKj3ZzCzewStRLT7++8ArdFC5skxiAD0WptPDVh22Fo4murq\nBWQjF9xyHL3eDGyPsdhU8LOEN8MvpduKaftqEEIYOYaOws5h1HMp9OJPWgAwKg2kjk4h98RR6GV/\nBN70mr+GtLh1YytMWqlgtydoJaIo7trC4B+RDzEASESBpTZai8rJVNNCcnQa+V8dRmy84Engyono\nKJ00hPJIP8y4O0MbvKQ1WkgeC9aQEzWEGSduXyS1UnFYAe0FGGSRQhVKCHqIbYiUvindnp16Sx2m\nKKhu7cPMqdtQ70vDUdaXoS8BNNNxTJ86AjtgmejzqaaFzMFxpA6Oe/v+X6E9hleYAbiYVIN5iW5G\nDRRPGkLppCHXhpYRkbv4iUtEgRUpVpd9TLEdJCYKiE8W0cgl2xce3ZxsKwSa2SSa2SSUlolIsQqj\nUodiWlBMO3C91yKlKprlBFoBmdrmlyCDm1xvlC4EyiP9yO075u7r0ooEgOhUCbXhvNdL6TqlZflq\nMIRi2rCD2OM0gBxDQ3U4j9pAFkaxCr3RhFpvQWu2FrTMkGhnO5vJGFqpGMxEbC4YUtnah8waSm/9\nLFKuQWu0UDx5qLvnJMf57T0oxfHsdlrA9uBvY6OkAKpDeZiJaHvAWI8PuiLyOwYAiSiYpFwxADhL\nSInYdBnR6TKamQTq/Zmu999yDB31gSzqs02QpWyXn0HC0VRk9x0LRMAqcXQK5inRQNyZVpstmDED\nWsP01cXOZjgdKJOyYxE0sklEAzYMJej8VoLXLX77nFMsG8EsJA8uqSpo5lNo4nhp4PHjoVQEpCLa\nwYNlAghhyShSTQvZvUdR2LUVTpezsDWf9OCcZUcMBoyWYAckO7/Wn+n5wVZEQeP/qzgioiUI24G6\njjIaASBarCK39yjST45Br9a96/8kBBxDa9/9VxTIgJz8qpaN6EzZ62UsT0qoTbOdXVJvQapqaIJ/\nQAcyAI+rbOm9TDSvaY0W4ITnb3OttIa/Sg9XGhZEXXL8eChne5yucDwMws2ntVIcifwTR7peDuyX\nHpyzzJAEdd0WhACgGY+gNpj1ehlEtE7MACTyOymh1ZvtCxXZzmiDlLANHVbMWP9QACnnylAVy4Zi\nWZCKAkfXYOtaO8tonT16vLCZu9hGpQ6jUocZM1Dvy6CVjnt7BzoAP+9ZkUIF9b60L+/Ypw6NI1J+\naqptECfcrqQTGYAAAEVBrT+N+PGBOtR5QraDYVY8HMOC1ioy469M057txRhUQsCK6L7LJN2M/K8O\nY+q07ZBdKkX3WwagFYI+yZ3gaCpsTYXq05sUZsxAafugL88FiWhlDAAS+ZBiWjBKNRiVOrRaA8oy\nmSISgB01YMYjaORSy5e2Sgmt1kSkVEWkVIViLd/4XAqglYyjmU2glYy5OnXUTW5MedXrLeiHJ2Ab\nGup9GTSyCU++36BkAALtEj610YLdhbv2wrIhFWXNAVI7YgDlcAX95utUBiAANHIpBgC7TGu0eisA\nKKXvLmaZARg8tqGFKgAIAH2PHcL007Z17ibPPG6cO7lFChGYvsJdJwQauRQSEwWvV7JII5NAZWuf\nb68PiGhlDAAS+YiwbMQmi4hNlxY0xV72+WhfRGqNFmLTZTRTMdT7s0/dUZUSRqmGxNg0VHNtFzpC\ntptUR8o1OIpAoy+NWn/Gdwd6ZY3fz1qoLQvJY1OIT8ygnk+jkU917W48gMDdQY0Wq6h2IQCYPjQO\nvdaEoypwNBWOrkFMloGIAaFrMMwmbE2Fo6mQmhqIkpmNkuhgBiDafSpbiSiMam/2pvOCm59hQeC3\n7D+g934HYeDoOoDw3ejJPnEEhd1bOzsYxPHPFG4AaGYSoSrrdlszl0R8ouCboXFSALWBLOr9mcCd\ntxLRUxgAJPIDKRGbKiE2UYTiLJ+dt5pIuY5IuY5mKo76QAbxsZlNXdArjkR8oohIsYrKlj6YydiG\nX8ttYhM/p+UoloPEeAGxySIauRQafemu3JEPUgYgAOhdKq2dvThXbAeK7QBNEzi+bwVAet5zJeCb\nk+ROcHS14yfcjVyKAcAu6rXss9SxKa+XsIhisQQ4aDqZCe0lxZFIHZ5Ecedwxz7r1ZZ/gn8AUM+n\nvF6Crzm6hlY6jkip5uk6pAAa2RTqA5munBMTUWfxXUzkNUcidWTC1QP8bAafW9SWhcyTY6j3pVEd\nyvnizp+w3Q8AzlIcifhUCbHpEpqZJOp96WXLq4Vlt5uXb4IMUA9AoF0G7Mb3vSIp13VxHqyf4PrZ\neuezG1vpOFrJWOh6J/qV6rNeXB0jJVKHJ7xexZJ6LQgbBmEOQOj1JuITBdQGOzNV1W/T3rvRSiTo\naoNZGOW6JwPNzJgBMxFFI9+dm+FE1B3MuybykLAdpA+OeX53b61iUyUkRqe9m547j9LBAOAsIdsn\nzLm9R5E6OAattjg7Smu4cBHvg4DqeulL/CzcJGxnTWXwvcKJdOHkWwhUtvbBCVhAOqj0eg8EAKVs\nD+fx6TFOMW1fHM9o7cKaATgrNlGEVuvMtOzYlH/6vDYyCa+XEAh2xEBlON/VfTqagsnTd6C4aytq\nQ3kG/4hChgFAIq84DtIHRgNXchebLiNxzPsgYCczAJcSKdeR3T+KzL5jMEq1ue/fjQBg0EqAAUDv\n8N9tNwK8QWItN+DHZY6uobqlryv7ovBLjE4vmMztNwLdP5bQ5tghD0YIALHJgruvaVrI7D/m6mtu\nVjOb9HoJgdHMJdHs0rAUy9Awc8o23/X9JiL38N1N5JH4eAG6G9ljHojNlBHxuJSkEz0A10KvN5E+\nNI7s3qOIzJSh1V24Ux/AjKtO9xISLM1bwOpiqVQzm0RluDMlaHSCEGefRQoVxKbLXi9jVYrJPoCB\noipwQj44wijXobh0jNWqDeT2HoXeoazCjQrz0C7XHc/ON2OdvRHoKArK2wc5mIUo5MJ9G43Ip7Rq\nw1elGBuRGJ1GKxmD9OhuvNdZG1rTROroFCwXTmKDkAFo6xrMRARmPAozEe14SYhiMwA4y1FE1zIA\nZzX62lP+ksemu7rfXqNYdijLq9RGC8mjk14vY00UywY/bYLFNjQoIS6hFwCi02XUNlP6KSWi02Uk\nRqd91yPXUQScTvYQDiGpqSiePIzU4UlXe3zPsiI6StsH4TAwSxR64TvrJPI7x0HqyKTvTsjWS3Ek\nksemUd4x6M3+fVK2ZSaim34NvwcAS9v60cp0t1xHWP74/fqBmYh60ieykU9D2O3J2NQZYQ0AxscL\ngenhOTttnILDNvTQ99CMT5XQ6Euv/sRlJMZmfHuj2Y4agex97DlFQXn7AByXf7fNVAyVkQFm/hH1\nCL7TibosUqxCDUnJUaRcg+7FxFBHejIRbSnSjT4pPj8RFk73f9bMAHyKG0HmjaoPZLvegLyXhDH4\npDZaHclQcZOtqzBjETTTcTg6M5GCxu5yRrRX8r86DPHEIWCdx8NIoeLb4B8AVyonepYQqA7nUdg5\njFZ8c+cGtq6hvLWPZb9EPSZ8t52JfC7qce88t8UnCigmY13dp1f9/5bixkmT9HkPQK3RQre7Byns\nATjHTHT3/XWiRl8aRrkWuIFFQaBY4bgZNF9ssuj1ElZU3DEIs0sN9akzzHj3eqJ6TRmdBEoV4PSd\na3p+u/x+qsOr2hw70hsB3E6y4lGUTh6CXm0gPlGAVmuuubLIMnTUBzJoZhK+vwFNRO5jAJCoi5Sm\n6btGzJul15rQq/WuBin8Uv4LwJ1m5D4//1KbnR34sRSvezz6haMqvmiWXh3Ow9h71OtlhE7YAt3C\ndhApVr1exrKkEJ5m1JI7rGgEUiAwZeabVmtAeehxGCP9aK0UvHYk0ofGfVMhsRw76v0xLRSEgJmM\noZiMQdgOtFoDerUBrd5q/w1ICYH2554VM2DGI7BikXbbCQb+iHoWA4BEXRQthiv7b1ZsvAhzZ/cC\ngMJH5aGuZAD6/ERMa3a/11LYAiMb5VX/vxOxYXtnxCeKqA2GZ+Ky1lh7FooXGrkk4EbbBvKWImDF\nIqG7oboSYTtIHRxH6eShZW+4RkpVqC3/ZxVbzAB0nVQVmKk4s5uJaFU8CyLqIk/65XWBUWtA7WKQ\nyE/ZYW70APR7CbBiOUgdGkd8fAboUvk1ewC2+SVbSaoKpL//TANL93m/vPXQav4ezNDIb3yoAvlL\nL5UBzxIAUocmoCwV5JPS9+X3QLv/n+QNJSIizzAASNQttgMtxFPrIoXulX35qQegOyXA/o+sREo1\naLVm17JnOAUYkACa6YTXy2gTAo7GooFOSB6d8lVW82ZodX9nZPmhnJ7cYW1yAEJQKXb7htzczTgp\nobRMJI9NQfOgXcd6+eWmFhFRr+LZPFGX6HV/l0ZtVqRQQW0w25Vglp96APZCCfCsen+mOzuSkhmA\nAFqpuK8yJayoHpoJ5n6iWjYSozOojPR7vZRN86JdwFpZPTI5tleYsd7LAJylN1qITxZh6xpi02Vo\nDf++707UzCa9XgIRUU9jBiBRl+ghn6CpWjbULp2E+qoE2I0MQJ+XAAPdbZ4vHKd3mruvwG8XSr2a\ncdMN0UIFWgiOEcLHvTtbzDwKFampsHo4ozM+UUTq6FSggn8AYPVw4JaIyA8YACTqEr0azv5/83Wr\n+bRfAoASLvUADEAGoBmPdK1UmeW/7T5JrVT3BuusRS9n3HRDYnwG8Pn0zhU5DhTHv+t3dBa9hA3L\nSYOlnk95vQQiop7HACBRF6jNFvQQ9/+bpXap/4zikx6AUlFcCYoFIgDYxQutXi//lUC7HNRnfxdW\nzOAgkA7Sa81AZ4r7fXI3J1mHT4sTTwOlkWMAkIjIawwAEnVBfLzg9RK6Qm11JwDomwxAN8p/Ad8F\nepbS1QBgj2cA1vvS/iyTUhQ0M/4qSw6beICzAH0fANQZAAwbZgAGi2vnTEREtGH8JCbqMLXZglGq\neb2MrujWcI6wBQClz3sASiFgRbsXkArLRNSNMGOR9jAdn6oNZBDM8FQw6PVWe9p2APk+AMgMwPAR\nArX+tNeroDVyXGiZQkREm8NPYqIOi02WQj39dz7RpdJcvwQAnR7JAGylYl0dVOL3QEKnWFEDpZOG\nAB9fJDmG7rvhJGETnSkDaA/U0GoNGMUq9EodWr0JpWUCPmmBcCK/v28djT0Aw6hr0+lpUyQQiIFn\nRERhx7Mhog5STAuRYsXrZXRPl0rXfNUD0I3X8XkAsNHlgE+vlgAXdg77Ovg3qzaQQaRUhfDxwIcg\nixariBSry944kkKglYyilYqjlYpD+iSzzc8BQEdVGHwIKan64++fViZVd3omExHR5vj/SoMowKJT\nJYgeukbuVkDALxmAvVAC7GgqzGR3p9H2Ygnw5OknBSL4B7SzAMvbBlgK3EErfSIIKREp15E6OoX8\n44eQPDwBxezOBPaVCD8HAH0SJKXOsPn79T32/yMi8gd+GhN1iLBsxI6XcvWKrpQASxm6AKCf74o3\nssmur8/PmURus3UNk6ftCFx2UisVR20o5/Uyep5AO2Mw98QRxCYKnpYH+/l96+gseAkz/n79j/3/\niIj8gUdMog6JTRZ7rkSuG9+vcKRveir2Qg9AxbSQOjQBR1MgVQWOqsKKGrDikY6tu1vDZLzWSkRR\n2jEYmMy/E9X70lBMC7Fpf93osA0NhZOHESnVEClWodeDOVRjPYQjkRgvwCjXUNox5ElZsJ9L95kB\nGG7MLvM//o6IiPyBAUCiDvDjRXE3dCUA6KPgkFs9AP0sWqwu+XVHVdBKxdFMx9slwi4GA/1cSuiW\nZiqO8rb+wAb/AABCoDqchxU1kDw2DdGlHqCraSVjkLqGRl8ajb40lJaFxOgUIuW610vrOL3eQubA\nKEonDXU9K8rfGYAMAIaZazfjqGN64XyJiCgI+GlM1AGxqZJvLoa7SUjZ8UEg3Zo0vBa9fEdbsR1E\nCxVkDo4js38UmotZVmHPACxtG0B5+0Cwg3+zhEAzl0Jh9xZYEd3r1UBi8dAax9BQ2doPJ2Bl1hul\nNU1k9o92ty+glP4OADIDMNR6+VgcFPwdERH5Az+NidzmOIj0WO+/+TodoPNTBiCzDtr0ehOZfceQ\nPDL51ACP2WDw/H/WwnFCHTyfOm0HWpmEr8u+N8KOGCjs2orySD/MmOHZOprZJOxYZNHXpaaiPpDt\n/oI8opoWkkcmuzaZXTjS1+9bR2PBS5g5nATsewwAEhH5A8+IiFwWKVah9Fjvv/niYwVUt/Z17PX9\nlB3GE9qnCADRQgXRQmXJxyXaWTgCcq5XmK2pELIdOHCUdo9BP2V4um3mlJFw/80oAs1sEs1sEnq5\nhszB8a7uXioC1cHsso/X82lEp8tQfTAxtxuMagOJY9Md/Tye5feyfZslwKEW6s/VkOAQECIif+Cn\nMZHLjHLN6yV4KjZThtrBpvtzGWY+wJ42aycAqJa9YFCAatlQbAfCkVAtG1rThGr65/frpspwHrYP\nSmS7xUzFUe3ylODaQBZypb53ikB1S757C/KB2EwZ+ccOtrPSOxhc93P5rxQCdsS7rFTqPAYA/Y+/\nIyIif+CnMZGbpIReC//EydUkR6c7Vnrmp0mTPKGltajnUmjkU14vo+vqfWnUc8nVn+jGvnJJ1PvS\nqz6vlYqj0uXApNcU20Hq6BTyvzoMo9SZG1R+DgBaMQPokf6PvYrtOPyP50tERP7AT2MiF6lN01cl\nql7Ra03o1UZHXlvxUQYgLzpoNa1EtJ11FrKef2siBKpb+tBMJzq6m2Y6juqWvjX/jBv9GdT6Mx1d\nkx8ptoP0ofHjvTrdPU6pLdPV13OTuURPSAoXyR6AvscAIBGRP/DTmMhFatO/F0HdFh+f6UgWoF96\nTUkhwjHFlTqmkU2itGOwN4N/s4RAeVs/mul4R16+mY6jPDKw7p9xbTCL2hoyBsMoWqggu++oq1OC\nO3XDxw1mIur1EqjDeDPO/9gDkIjIH/hpTOQirdnyegm+oddb0Ct111/XLxmAjuZuxoG9Uu8yChRH\nESiP9KMy0s8gMXA8CDiA8ki/axfqjqqgPNKP8raBjZV3CoHacB7Fk4Z68r2ntiyknxxzp6eq49/W\nF1ZEh5mMeb0M6jBml/kff0dERP7AT2MiF6kNZgDOF5squf6afukB6GjufnxaUTapDzqJdkZaYddW\nNLPd6X0XGKI9IXjmlJFNZwM2U3HM7D7+M95kdqWZjGFm91bU8yn02ux2rWkifXB808NBtHoTokM9\nXzerNpDp7QzcHsHgkv9xaBoRkT/03m1vog5SmQG4gFFtQGmacFycfuqbEmCXew45Bj+O/caKGtAa\nq7+nbU1FI5dCM5eE04PZZOshNRXl7YOotkxEilVEClVoa+gfZxsaGtkkmpmk++8VVUF1Sx9qA1lE\nitX2EKNNkqKd1evoGgwfl8fqtSYSYzPtHoobISWyB0bdXZRLbENDq8P9J8knGOT1PQZpiYj8gVcq\nRG5xJNSWez2VwiJaqKDm1tRNKcNbAswAoK/YuobC7q1Qmib0ehOKZUPY9lwGqh3RYUd0WIbeDkjx\nAnRdHENHfSCLen8GatNsD1AyLaimBcWy4WgqHF2DrWtzP+tO/4ylpqLRl4aQEomxmTVtY+sazEQU\nttEO9s3+v6OpgBBQGy0Ye492dN2bFZ0uo5FPwY6sMwtZSqQPjHVmUZskAVTWMRiGiDpHApCcxE1E\n5Au84iRyidoywdObxfSae9kvwnEgfFJp5n4A0L0sSdq82V51TkRH08UMVjqBELCjBmwflcDP9gR0\nNGXZlgO2oaGypW/V/nJBGAwlAMTHZlDeMbT2jRyJ1OEJGC5+vrupOpxn7z8in5CqwmA8EZFPMABI\n5BKW/y5Na7Ta04BdOPkTPun/B7g/ddBmkMlXWK7Uu1qpOCZP3zE3wEWYFhLjM4gUq3M3INSWhcyT\nY2hkEqgO5SDnl347DhTThmLZ7WnoARAp11GvNWDF1zYxNz5RQKRc6/CqNqaRTaKRT3m9DKKeY2sq\nFNtZ1BOU/f+IiPyDAUAil2gcALIk4UioTdOVDB+/lP8C7XJBNzm6BjMe8e00zV7jdoYnBYgigHn5\n3FLXUBkZQHW4D0a5hkixCr1ah5BAtFiFUa7BikehtEwolg3F8Uma8jpl94+iPNIPMx6Bs0JGslpv\nIjZZ7OLK1q6ZjrP0l8gDxZOGnsq6dWS7YsN2oDhO+yYwERH5AgOARC4JQqmXV1TTcicA6JMBIEBn\nAkSNXIoBQJ9gBiCdSKoKmtlke/qwlO2L2+N9C41SDUYIesCmjkwCAFqJKOr9GZiJ6MJgmpRIHZ3y\nbbuL8vZBr5dAHlnr0CbqjAV9jBUBqaiQmgr/1G0QERHAACCRazSWAC9LcenCeLl+XF5wuwQYaGev\nJEYVKLZ/vs9exQAgrUgISE2FramwYxHYho5oser1qlxjVBswqg1YUQPVoRycTLL99Zmyb4Mstb60\n10sgD7VSMd/+bYadFAKOzktKIqIg4BUOkRscx7UgVxip5hI/GymP98qyoDZa0KqNdh/FFUpFhI8y\nAN0uAQYAKAp7V/mEo7IEmNbO0cP596I1Wkg/OYbo2DQgJYyZstdLWpaZWFv/QgonfmZ7x+rClHYi\nInIHb9cQuUBtcgLwSrR6sx3Yk+2pwEa5BqNcg2ouDuhJ0Z6Ia0UNtNJxtFLxuRNLP/UA7NTFRq0/\nC6NcZyaDx5gBSOshFQVSiEXN78NAAIiNzQDlX7g61d1NEljzABMKJw7S8o6fprgTEdHKGAAkcoHG\n/n8r0mtN9D/65JqeK2T756k1TUSLVdi6ikYujUYu6ZsegI6qHB8U0AGKQHnbALJ7j4YymBAUnSjx\nphATAo6uQg1zJrhPg38AYMUiDNr3OItBKM8w+EpEFBw8WyJyAQeAdI5q2kiMzyD3xBFESjWvlwOg\n88EhO6KjsiXf0X3QyjpS4k2hxsnR3mH5L8325KTusxgAJCIKDAYAiVygcgBIx/lpMEY3gkPNXArl\nrX1gDqA3mAFI6+VoLKrwSjOT8HoJ5ANWjFmAXmAJMBFRcPAKh8gFLAHuLd1qNt7MpVA6aQhOp8qN\naVksJ6T1YhaMN6yowQAEAQCaWQ7R6jZHEcx+JiIKEF7hEG0WJwD3nG6e7JrJGIo7t8CMR7q2z14n\n0R7qQLQezD7yRiOb9HoJ5BOtVAy2wUzcbrKjBicAExEFCK9wiDZJbXACcK+RWnc/Ou2ogeLJwyie\nNMRG510gVYUXNLRuVoxB+m5zFMHyX3qKEKjn016voqcw85mIKFh4m4xok9j/r/d0qwR4ASFgJmMo\nJKLQqw0YlTr0agNqo7VsANqK6LDiEbQSMSRGp6H6ZIqy37H/H22E1FRYhg6txZYQ3dLIpzmwhxZo\n5JKITZfCPZHbR+wIb0oSEQUJA4BEm6Q2GADsNZ72uzkeCDSTsfZ/Wja0RguQ7XEhQgJSEdAaLRjl\nGvRKHZGZCrNU10F6EeClUGjkU0iOTnu9jJ4gAdT7mO1FJ1AUlLYNILv/GASnaHWcHWUGIBFRkDDN\ngWiTFAYAe46fGl5LTW0HBFNxmKk4Wul4OzgoJfRaE6ppM/i3Tk6XS7wpPBrZJIf2dIkdNZj9R0uy\nYxFUhvu8XkboSSFgsvUBEVGg8CqHaJNYAtx7ut0DcCMcnQneG8UMQNowVUEjx0mk3WAmol4vgXys\nmUuinud7sZPMRBTgwCwiokDhpzbRZnACcE/ypAfgOtkMAG4Yp0jSZtQHsvwb6gIzzgAgrUAIVIfz\nqAznwUrgzmgdb0VCRETBwQAg0WY0lx/AQOEkxfEpsT5nxQxe9GwQp7nSZkhVQXnbAN9/HSQBmHG+\nT2kVQqDRl0bppCE4LmaqcfJt+z3YSjEASEQUNP6/iiXyM/b/6zmOpgIiAGFfRWEga4OsKKca0uZY\nsQiqQzmvlxFa7P9H62EmY5g5dQS1vjTkJo7fVlRHafsgCru3opFNuLjC4GnkUnAMBkKJiIKGNSrk\nmdnppWqzBWFLQBGQioBUFJixCBxD83+gpdH0egXUZY4WnI9NMxGFXuff6HrYmsrAArmi0Z8BACTH\nZjxeSfg003Gvl0ABIzUVteE86v0ZxKZKiBQqUC179e1EO6Bf70ujlYrPnZfW+zOIFKo9WQXiKAK1\nwazXyyAiog0IzpUshYLSMhGbLsMoVlc98bJ1FWYihubsVFM/BgMZAOw5fpoAvBozEQUmi14vI1Ca\n2aTXS6AQafRnAEUgeWza66WEhgTfp7RxUlNRG8qhNpiFYtrQ6g3otSaUuXNSASkA29BhJSLtKbdL\nlA/bEQP1/gziPXiMrfdneKOMiCigGACkrtBqDcQnitAr9TXfLVVNG2qhgmihAjNmoDaYawcC/YQl\nwD3H0YNz0msmorCiBjT+na6JFODUSHJdI5+GsB0kxgteLyUUzESUU85p84SAY2hoGUm0MhsLKNcG\ns9AaTRiVhsuL869WMob68exmIiIKHvYApM6SEvGxGWT2j8JYR/DvRHq9hcyTY0gfGIUwfTR1l+WV\nPSdIGYAQAlWW6axZM5OEZGCBOqA+kEVlOO/1MkKh3pf2eglEbUKgPDIAu0eOG2YsgtL2AX9W5BAR\n0ZowAEgdo7RMZPaPIj5ZdK1HilFtILv/GFS/ZDSxBLjnBCoAiHbzc07LXJ0UQI1ZDdRBjb40yiP9\nXi8j0JrpOMwU+/+Rf0hNRfHkodBPBrYiOko7BpcshyYiouDgpzh1hGJayBwY7cgAAtW0kdl/DHql\n7vprr4vjAH7KRqSuCFoAEEKgMpzf1OTDXlDZ0gcn5Bdw5L1mNonS9gE4Ct+P6+WoCipb+rxeBtEi\njqGjsGsLGpnwTgYu7tzCvn9ERCHAACC5TtgO0k+OQTVXn662UYojkT447mkmoNJi8K8XBbH3lB2L\noLxtANLrhfhUPZdEM8fef9QdrXQCM6eMcJLtOlW29DEAQf6lKKiM9KMynIejbu7yym/H6upQDnKT\n3xMREfkDP83JXVIidWgcWtPs+K6ElEgdmgBsZ+Xn2TYU04KwbAjbARx3Tq2UVue/R/KfwGUAHtdK\nx1FlD7JFzFgE1WFmFVF3SV1Defsg6jlOs12L8tY+tEKcXUUhIQQafWlMP20bKsN52BsYGtZMx1HY\nvXVD23aKZNkvEVFoBC+VhXwtUqjAqHZvGprWMpE8NoXKtoG5r6lNE0a5Bq3ehFZvQV2iTNeK6jAT\nMbQSUVjx6IbubKrMAOw5UiDQd8EbfWmI44N5WIAINDIJVLb2ASzHJI9Ut/RBbVldPW4GETN0KVAU\nBY2+NBq5FPRqHXq9Ca3WhFZvQjnhJrRtaDDjUZiJ6MIJ1z5KA3RUHiOJiMKCAUByj+MgPl7o+m6j\nxSoa+fbFQWyyBKNcWzW4oTVMaA0TsakSpCJQz6dR78+sK7jDDMDe42hq4Kff1fszMONRpI5M9HQQ\n29Y1VEb6A//7pIATApUtfcjtPQohfXTF7yOcZE6BpQiYqXmDa6Rs/wOBuRPVAByDmAFIRBQeDACu\nwXe+8x3ccsstqz7vs5/9LNLpdBdW5E/xiSJUq3N9/1aS3T+64W2FIxGfLCI6U0a9P4N6Pr2mjKBW\nNoloJo1GsQTRbEFtWVBMa9HdXQoPqfqnJGczrHgEM7u2IjE2jWihAtGDf7LVoWwgLrwo/JyIjvJI\nP1KHJ5iZuwQzEfV6CUTuEGLNxx0/3RBgAJCIKDwYAFwHRVFWDPCJHr6YVOtNxCeLXi9jUxTbQWJs\nBnqljvL2AUhVhbBsqC0TatOEYtmQqgJHVSE1BU4sCgwOoJ4wYNvHA59SQtgOVNOC0rLm/b8599+9\nGGwJCz/15Nk0VUF1az9qgzlECxVEp8tLlsuHlaPx8Ef+0cokUAYYBDyBrauwYhGvl0HU04Lc+oSI\niBbiFdA69Pf349Zbb/V6Gb6jV+rIPDnm9TJcY1Qb6Hvs0NqefHgS0UQEjWQUdsQAhIDUVFiaCix1\n0SIlFKs9lERtzQsSzv63aW3o4q880g8zFoFjaMgcGIVea27gVWg1YQwaSU1tZ772paHVm5vKpg0S\n2wjf75KCrZVJoCyA1OFJX2X/rIUZM1AbzEGvNqDXGtDqTVdudjUzSWbqEnlMsk8uEVFo8AqINkWt\nN5E6NO71MrxTriJWriIGoJmKozqcg2Poyz9fCDi6BkfXYMWXeFzKBcHARf+/RIl1MxVDM/vUJMl6\nPg29NrH5740WCeoE4DURAlY8islnnIz0gdFQDyWwdQ1S5+GP/KeVTmBmt4HksalAvQf1eqs9xCAZ\na3/BcaDXmpsOCDaynJJMvamRS/mmsoYlwERE4cErINowpWUi8+QYe94dFynXYFTqqPenUevPABs5\nYRICjqEvH0R0HKimDaVlzpUX25GFz22l4nA0BYrlbOC7oJU4YSoBXkHp5GEkjk4hNlP2eikdYcUM\nr5dAtCwnoqN00hBiE0UkJgpeL2fNYpNF1Aey7f9QFJjJ2MKAYP14QLC6toBgKxGFE1nhhhpRiDk+\nKrtlAJCIKDwYAKSNkRKpwxNQbAaZ5hNSIj5RhF6po7RjCNLtjDFFgR1RYEd0LDuDWBGoDuWROjLp\n7r4p3BmAJ6huyUM4DqLFqtdLcZ0ZZ08x8jkhUB/MQqB9TAmC+HgBrVQcdnSJALuiwEzEYCYWBgSN\nUg2x6aVvNFS29nVwtUT+5vikTYWtqWsajEdERMHgj6NLQBSLRbzrXe/CkSNHAAB9fX0444wzcPHF\nF+Pkk0/2dnFdZpRq0Ostr5fhW3q9hcyBURRPHnY/CLgGzUwCeqUeyuCNl3qqGb0QqIz0w4pHkBid\nCVxPsuVIcbyvGFEA1PqzMEo1aM1lb/n4hgCQPDqJ4s4tq/ftUxQ4igKjXF/y4cpq7TSIQs6K+CNT\n/cQqEyIiCjbmdK9Ds9nE/v37oes6bNvG0aNH8c1vfhPvete78KUvfcnr5XWPI5EYm/F6Fb6nNU1k\n9h+DWKJvX8cJgeqWPtjsc+YaW9c8CeZ6Sgg08mkUdm2BFZKLgEY21Xu/RwouRaA80g8ZkEEYer2F\n6BpaB0QKFWT3jy45ebyViKKRT3dieUSB4RgapA/e9ktm9BIRUWAxOrAG+Xweb3zjG3Heeedh69at\n0HUdlmXh0UcfxW233YZf/epX+Od//mfk83m86EUv8nq5HRctlJc8aafFtJaF5NEplLcPdH2SoVQV\nlHYMtvs0ehGEDJleLhu1owYKu7fCKNcQnS4HajjBfBJAvZ+BBQoWOxZB8aQhpA8Go+dubKLYHt6x\nVN8wRyIxOr1sf9FWIorS9kFO/iUSAnbEgNbwttomLDf/iIioTUgZkrouj5imife97314/PHH0d/f\nj1tvvRXKBpvlTk4Go2db2CeEdkJp2wBamYQn+1ZaFtIHxwJRQuZnlS15ZqUcpzZaiBSr0BotGJWl\nS/j8qJ5PobqFfcUomLRaA+mADN6qDOfR6Fv4eamYFlKHxpdtH9JKRFHaMbixAVpEIRSbKCIx7l3F\njRTA9NO2M2ueeo6qqsjlcpiZmYFtM4mC/Ku/v3/d2zADcJN0Xceb3vQmXHvttZicnMS+fftwyimn\nLPncz372s7jjjjuWfa3Xve51ePOb39yppbrDtqFWD3i9isBJH56APTwARD3KIuvLQz62H6IQzqmu\nnSZVFbGTtiHGk+CnbGn/nw0AzRaUX+yFqPn3xoBMxmGctgsGgwsUVDlAZrOQvz4IUal1f/+airnQ\n4/wMvdl/F3P/g0S1idiu7FPDAwplKPsPQyxRPSAByJFBqCdtQY7vT6KnJFOQEwXPevDKgTyyA+u/\nuCQKOnH8uJbJZMBcKQobBgBd8Bu/8Rtz/z46OrpsALBarWJ8fHzZ16nValBVnwcYHnrc6xUElvrA\no8Dpu4DBvAc7V4GzngZMzgAHjgI+DtT4kdg2BNUnDbl9KR4DznkGcHQCODQKNH02IEjTIJ6xG6rO\nUiYKuHQSePbpwLEJ4NcHu7PPwTxw2k5ACKynMFcFACmBw2PAvsNLPymdgDj1JIhk3IWFEoWMqrbf\nf2NTnuxe2TbcXgNRj9poVR+RnzEA2EWJRAKDg4PLPh6Px/2dZlyuQvUi6yBMfrkPzkwRcuc2QPXg\noJLPALk0xMQMxJFxoFpf1wVdL5KqAmdLH+Dn96ZfDPcBg3mIqQLEkXFvspROIDUVzuk7AV3j75DC\nY6gPyKeh/OyxJbPq3OIM5iFP3QEhJRQh4DjO2rMhLBvKr5+EmCou+LJUFMh8GnIg1z4mCcH3JtEy\nlJFBiPHpdjC9i2QmCSce4XuTepIQAoqirO+YR+SBjSSPsQegC37+85/j2muvBQB8/OMfx6mnnrqh\n1/F1D0BHIrvvKPvIucSK6CidNATH4ym9wrKh1xrQqw2ox3+3Qkpo9SYEPxkAANWhHOr9Ga+XETxS\nQmlZ0BqtuX8Uy4ZUBKQQXekjakV0lLYPwmETcwqx/l8c6Mjr1nMpVLfkASHW3Q9JWDZSRyahtEw4\nugZHU+HoGqyogVYqxj5/RGuUy+WgHhkH9h/p2j4dVUFh11Y4BvNEqDexByAFBXsAdoCUcq4PwFIs\ny8Ltt98OAOjr68Pu3bu7tbSuik0WGfxzkdY0kT44jsLOYU8vhKSmopVOoJU+YUCJ46Dvlwd7Pjuw\nkUmg3sfBHxsiBJyIjlZEX3oAjpSITpcRnyhAsR3Xd99MxVEZ6Yf0ItOWqIua6TgiJfeybW1NRXU4\nj1Y6vuFpvFJTUTppyLU1EfW07cOQM6Wu9XGubO1n8I+IKKR4ZbSK8fFxvPe978U3vvENjI2NzX3d\ntm088sgjeN/73ofHHnsMAPDmN785nL0CpERshsMj3KY1Wkgdmex6WceaKArsHs+aMmMRVLb2bfgC\nmFYhBBp9acycOoJ6XxrSpR9zKxFF4eRhlHcMMvhHPcGKuteftJmOo3DKSDtoz88+In8QAs7TToLd\nhUFk9b50O/hPREShxNs7a/CrX/0Kv/rVrwAAhmEgGo2iVqvBstp9dzRNw5vf/GZccMEFHq6yc/RK\nHYrF9OdOiJRqsCaKqA9mvV7KImYi1rNZn1ZER2nHIMvUukCq7Wyjej4Fo1SDUalDrzbWlX1qGxrM\neBSNXBJWPNqxtRL5kZmIASi48lpGuYb42Azq/RlmABH5iaGjuGsL0k+OdezcrDaQQW0g25HXJiIi\nf+DZ3Sqy2Sze8Y534Je//CX279+PYrGIarWKSCSC7du348wzz8QrX/lKjIyMeL3UjokWKl4vIdTi\nkwU0c0nP+wGeqJFLIjZd8noZnijs2sLgX5c5ho5GfwaN/gyE7UCrNaDYDoTjQGlZ0OtNAICaSUGJ\nx+BIiUqrCTMegfTZe4eom6yYASuiuxIUEBKIzZQRLZTRyCZR788yEEjkE46uobhzC1KHJ2BU6q69\nrhTtst9mNunaaxIRkT9xCIiP+HIIiOOg77GDHAjRYfV8ut1s3Wcy+45Cr7e8XkZXzZwy0vPlz36W\ny+Wgqips28bMzIzXyyHyhehUCcnRaddfVwqgmU2iOZRHZmiQDdGJumzJY56UiE2VEJssbrqHrhmL\noDqchxWPuLBaonDgEBAKCg4BIdfpNU6D7YboTBm1/rTvMpnqfWnoh30YmO6Qei7F4B8RBU4zm0B8\nvADFcXegjpBAdKaCyEwFKNSgZOKwNWZHE3lKCNT7M2jkUohOlRCbKkJx1neybsYiqA1mYSai7PdJ\nRNRD/BVtIN/Rqw2vl9AThJSIzlR81wuwlU7AMorQWuHvBegoAjWf/fyJiNZCqirq/WkkxgsdeX0B\nAKOTSI+2MwJr/Rk4vFlC5CmpKqgPZtHoS0Ovtvvn6rUm1EZrUR9dR1VgxSIw4xGYiSisWISBPyKi\nHsQAIK2IAcDu0WsNuNfRxSVCoD6QaU8rDrnaUB6yCxP2iIg6oZFPIzZV2nRJ4EoE2n2BI4UKmpkE\nagNZBgKJPCZVBa10Aq10AgAgjvfPnc/RVAb8iIgIrOOg5dkOtOON96nztHoT8GFLzmYmASvkF3i1\n/gwa+ZTXyyAi2jCpKqj3Z7qyLwEgWqwi98QRJA9PQO3RifFEfiRVBY6uLfiHwT8iIgIYAKQV6LXG\nohIC6hzFkf68iBIClS19Xq+iYxqZBEt/iSgU6vl0V2/YzAYCs3OBwN4aGkVEREQUJAwA0rJY/tt9\nfs24tBJR1HNJr5fhunpfGpWt/bwzTkThoAhURvrR7VzypwKBR5E6NAG1wUAgERERkd8wAEjLcnQt\n9KWffqNY/h01XxvKwQ5JjzxHU1A8aQjV4TygMPhHROFhxSKo96U92bcAEClVkd17FNGpoidrICIi\nIqKlcQgILavRl0ajLw1h2e3JYtUG9GodWsvyemmhpZj+DQBKVUXppCFkDox2tMl8JzmKQDOTRG0w\ny4EfRBRatcEc1JaFSLnm2RrMRMyzfRMRERHRYgwA0qqkpqKVSaCVaU8XU0wLermO1LEpj1cWPorl\n7+CqHTVQPHk4kEHA6mAWjXwaUmXiMxGFnCJQ3j4AcXAcRqX78+Xr/RnYUaPr+yUiIiKi5fFKmNbN\n0TU08yk0suHrCec1P5cAz5oNAlpGcO4fFE8aQn0gy+AfEfUOIVDaMQhb7+5ntWVoqA10ZxoxERER\nEa0dr4ZpfaSEsGyo9SYcjX8+bvNzCfB8dtRAYfdW1AYykD5voVfPpWAmWYpGRD1ICMw8bRvsLt2w\nkQLtwUoKzw+IiIiI/CY4KTzkKb1SR/LYFBTThpDdni/YOxTLBqQMxlRaRUFtMIdmJoH4eAFGuQbh\nsz+NZjrRHvRBRNTDZk4ZQerQREd7AkoBlLYPwkpEO7YPIiIiIto4BgBpTcx4BHAkg38dJgAIy4bs\ncsnWZtgRA+XtgxC2A6NURaRYhdZoed4jsJ5LobolH4xgKhFRJ4l2T0B5dArRQsX1l5fHy42ZbU1E\nRETkX8GJMpC3FAW1gSwHf3SBYtld79nkBqkqaOZSaOZS7S84DiKlGlJHJru7DgHU+rOoD2QY/CMi\nmiUEKlv7YOsa4pMF1zK2rYiOytY+WHFm/hERERH5WfCiDOSZZi6J+GQRqunvSbVBp5o27DAkUSgK\nmtkkpCKQOjSBboTiWokoKlv64ET0LuyNiChghEB9MItmJoHk6BSMSmPDLyUFUBvIot6XARTebCEi\nIiLyOwYAae2EQGVLHpmD416vJNQUK1wB1lY6geqwheToTEf3U9o+gFY60dF9EBGFgRPRUdoxBKNS\nR6RQgVGur7nFh61raGYSaOSScAzebCEiIiIKCgYAaV3MVByNbLIjPYSoTbGCMQl4PRp9GQACibFp\n1weFWBEdxZ3DkKrq7gsTEYWZEGil4mil4oDtwKjUoFcbUE0bimVDMS1IIeDoGmREh5FKomSoaEU0\ntlcgIiIiCiAGAGndqsM56JU61BAGqvxAMcP5c230pWEmokgdnoDWNDf9elII1AazqPeleTFKRLQZ\nqoJWJolWJrn0w6oKI5eDPTMD2OE8RhERERGFneL1Aih4pKqivH0ADnv+dEQYMwBn2VEDhV1bUOvP\nwFE3/vHTSkQxs3sr6v0c9EFERERERES0GmYA0oZY8SiKJw8j8+QYFNvxejmhooR9yIqioDaUQ20g\nA6NcQ3S6AqO2eiN622j3nWqmE7CjRhcWSkRERERERBQODADShtmxCIo7h5E+MMZyYBeFOQNwAeWp\nkjNh2VBbJtSWBbVpQrFsOJra/kdXYRs67IjObD8iIiIiIiKiDWAAkDbFjhgonLIV8YkiolMlMDyz\neYrtAI4EeqjEWmoqLE2FFfd6JUREREREREThwx6AtGlSVVEdzqNwyla0kjGvlxMK0Zmy10sgIiIi\nIiIiopBgAJBcY0cMlE4a8noZoWCUa14vgYiIiIiIiIhCggFAch2zADfPTES9XgIRERERERERhQQD\ngOQ6W1e9XkLgSZU/QyIiIiIiIiJyBwOA5DpH52yZzXI0vjWJiIiIiIiIyB2MMpDrbIMBwM2yDd3r\nJRARERERERFRSDAASK6zYhGvlxBoUgjYEQYAiYiIiIiIiMgdDACS6xxdg62xh91GWVEDEMLrZRAR\nERERERFRSDAASO4TAlacU2w3yooZXi+BiIiIiIiIiEKEAUDqiFYq5vUSAquRS3m9BCIiIiIiIiIK\nEQYAqSOamQRsTgNet1YiCjvKDEAiIiIiIiIicg8DgNQZQqA2kPF6FYFT70t7vQQiIiIiIiIiChkG\nAKljmpkkswDXwYxHYCZZOk1ERERERERE7mIAkDpHEShvH4DkQNtVOaqC8rYBTv8lIiIiIiIiItcx\nAEgdZcUiqGzt93oZviYBlLcNwGG2JBERERERERF1AAOA1HHNbBI19rZbkgRQHc6z9JeIiIiIiIiI\nOoYpR9QVtaEcHF1DYnQaLHJtcxSByrYBtFJxr5dCRERERERERCHGACB1hxBo9KVhxQykDk1AtWyv\nV+QpW9dQ2jEIO2p4vRQiIiIiIiIiCjmWAFNXWfEoCru3otafhqNsPBfQjEVQ3toH2+heDNuMR1DZ\n0gcrom/4NRxNQWUoh5lTtjL4R0RERERERERdwQxA6jqpqagN5VHvzyA6XUZ0pgLVtFbfTgiYiSjq\nfWmYiSggBFrJGDJPjkFrmh1dcysRRWnHIKAoaOSSMMo1xKbK0OtNQMqV1w3AjhpoZBJo5FOAwrg7\nEREREREREXUPA4DkGamqqA9kUR/IQpgW9HoLWr0BxbQBcTw7UACWocNKRGFFjae+PvsauobiycNI\nHxyDXm91ZJ2tZAyl7QNPBe6EQCudgJ1LI5fOoHRsFGqlDrU5u//2Gh1NhRmPwIpHIVUG/YiIiIiI\niIjIGwwAki9IXUNL19BKr38ghtRUFE/egth0CfGJAoSzckbeWjmqgupwHs1MYlHgcY6qwE7E0GI5\nLxERERERERH5FAOAFA6KQL0/g2YmgcToNIxSbcPThqUQaGQTqA3mIDXV1WUSEREREREREXUbA4AU\nKo6uobx9EMKyESlVYZRq0KuNVYOBUgBmIoZmJoFWKs6SXSIiIiIiIiIKDQYAKZSkpqKRT6ORTwOO\nA8WyoZg2VNOCcBwAgKOqcHQVjqbB0dXly3yJiIiIiIiIiAKMAUAKP0WBYyhwDB2rzxomIiIiIiIi\nIgoX1jkSERERERERERGFGAOAREREREREREREIcYAIBERERERERERUYgxAEhERERERERERBRiDAAS\nERERERERERGFGAOAREREREREREREIcYAIBERERERERERUYgxAEhERERERERERBRiDAASERERERER\nERGFGAOAREREREREREREIcYAIBERERERERERUYgxAEhERERERERERBRiDAASERERERERERGFGAOA\nREREREREREREIcYAIBERERERERERUYgxAEhERERERERERBRiDAASERERERERERGFGAOARERERERE\nREREIcYAIBERERERERERUYgxAEhERERERERERBRiQkopvV4EERHRWnz2s59FtVpFIpHAm970Jq+X\nQ0RE1DE85hERkZsYACQiosB41atehfHxcQwODuKee+7xejlEREQdw2MeERG5iSXARERERERERERE\nIcYAIBERERERERERUYgxAEhERERERERERBRiDAASERERERERERGFGAOAREREREREREREIcYAIBER\nERERERERUYhpXi+AiIhora644gpUq1UkEgmvl0JERNRRPOYREZGbhJRSer0IIiIiIiIiIiIi6gyW\nABMREREREREREYUYA4BEREREREREREQhxgAgERERERERERFRiDEASEREREREREREFGKcAkxE5HOV\nSgWPPPIInnjiCezduxdPPPEEisUiAOD666/HmWeeueL2U1NT+NKXvoSf/vSnmJiYgKZpGBkZwQtf\n+EJcfPHF0LTlDwVSSvzgBz/A9773Pezbtw+VSgWGYWBoaAjPetaz8JrXvAZ9fX0rbv/tb38b3/72\nt3Hw4EFYloWhoSGcd955uOyyyxCNRjf2Q5ln3759+NKXvoSHH34YpVIJmUwGZ5xxBi677DLs3Llz\nyW1s2577mc7+XEdHRwEAv/u7v4srrrhi0+ua9fDDD+PLX/4yHn/8cVSrVeRyOTzrWc/C5ZdfjuHh\n4SW3aTabePjhh+fWtnfvXkxOTgIArr76arzkJS9xbX1ERH4yMTGBH//4x9izZw8OHDiA6elpaJqG\ngYEBnH322Xj1q1+97GfnrB//+Mf42te+hr1796LZbKK/vx/Pec5z8PrXvx7pdHrFbYvFIr7whS/g\nvvvuw9TUFCKRCHbv3o1XvepVeN7znrfq+jez77UYHR3FF7/4RTz44IOYmZlBIpHAaaedhte85jU4\n44wzlt3uF7/4xYJjypEjR+A4Di688EK8613v2vS6Zvn9mExE1Ms4BZiIyOe+853v4JZbblnysdUC\ngHv27MGNN96IarUKAIjH47AsC61WCwCwe/duXHfddUgmk4u2bbVauOGGG/Czn/1s7mvxeByNRgOO\n4wAAYrEYrrnmGpx11lmLtrdtGzfeeCPuu+8+AICmadA0DY1GAwAwMjKCG264Ablcbi0/hiX94Ac/\nwC233ALLsgAAiURi7nvVNA1/9Ed/hBe+8IWLthsbG8Pb3/72JV/TzYuNL37xi7jtttsgpYQQArFY\nDLVaDUD7Z3fttdcuecH28MMP45prrlnyNRkAJKKwmpiYwNve9jbMvzyJx+NotVpzn/OGYeBd73oX\nXvCCFyz5Gp/85Cdxzz33AAAURUEkEkG9XgcAZLNZXH/99di+ffuS2x48eBDXXHPN3E22WCyGZrM5\nd8x79atfveyxY7P7Xos9e/bg+uuvn3vNeDyOer0+d4x5y1vegksvvXTJbV/zmtcs+XU3A4B+PyYT\nEfU6ZgASEQVALpfD7t27ccopp2Dr1q246aabVt1mcnJyLvh3yimn4P/8n/+D3bt3w3EcPPjgg/jE\nJz6BvXv34qabbsIHPvCBRdv/+7//+1zw741vfCMuvvhipFIp2LaNPXv24JOf/CSOHTuGj33sY7j1\n1lsRiUQWbH/HHXfgvvvug67reMc73oGXvOQl0DQNjzzyCG666SYcOXIEf/mXf4kbb7xxQz+TgwcP\nzl1ovOAFL8Db3vY25PN5TE9P41Of+hR++MMf4uabb8bOnTuxbdu2RdvHYjHs2rULp5xyCnbv3o1/\n+7d/w7Fjxza0lqU8+OCDc8G/iy++GFdccQWSySSOHTuGv/mbv8HDDz+MG2+8EX//93+/ZFZIKpVa\nsL5PfOITcxd9RERhNBtoe/azn40LL7wQZ599NtLpNGzbxi9/+Uv84z/+Iw4cOICbbroJ27Ztw8kn\nn7xg+2984xu45557IITAlVdeide+9rWIRCLYv38/brrpJjz55JP46Ec/ir/5m7+BrusLtjVNEx/9\n6EdRLBZx0kkn4d3vfjd27tyJZrOJu+++G7fffju+8pWvYOfOnXjpS1+6aO2b2fdaFAoF3HjjjajX\n6zjzzDPxh3/4h9iyZQsqlQruuOMO/Od//if+5V/+Bbt27cIzn/nMRdsbhoGdO3fOnUt861vfwi9/\n+ct1r2M5fj8mExERewASEfneBRdcgM985jP4wAc+gCuuuALnnHPOmra7++67Ua1W5zLNdu/eDaCd\nlfCbv/mbeM973gMAeOCBB/Dzn/980fbf//73AbSzA974xjcilUoBAFRVxbOe9Sz8f//f/wegXS71\ni1/8YsG2hUIBd999NwDgTW96E17xilfMlRqfccYZ+LM/+zMIIfCLX/wCDzzwwDp/Im233347LMvC\nzp078Z73vAf5fB4AkM/n8d73vhc7d+6EaZq4/fbbF207MDCAO++8EzfeeCP+5//8n7jgggtcKUee\nbzb495znPAfveMc75rIst2zZgmuuuQb5fB7lchlf/OIXF2379Kc/Hbfffjuuu+46vPnNb8YLXvAC\nKAoP2UQUbslkEn/913+ND33oQzj//PPnbo6oqoozzjgDH/7wh5HJZGBZ1twxZpZpmrjjjjsAAK96\n1avwhje8Ye7G1M6dO3HttdciEong2LFj+Na3vrVo39/4xjcwOjqKSCSCD3zgA3PlqpFIBG94wxvw\nyle+EgDw2c9+di7Dza19r8UXv/hFVKtV5PN5XHPNNdiyZcvcz+wd73gHzjnnHEgpcdttty25/ec+\n9zl87GMfwx/8wR/gpS99qSvlyPP5/ZhMREQMABIR+Z6qqhvabjaw9qIXvWjJMtszzzxzLij43e9+\nd9HjMzMzAIBTTjllydffuXPn3Npmy3pn/ehHP0Kr1UI8HserXvWqRdueeuqpc2XDs4HG9ahWq7j/\n/vsBAJdccsmin5GqqrjkkksAAPfdd99c2e0sRVEghFj3ftfq0KFD2Lt3LwDg8ssvX/R4PB6fu5i8\n9957cWI3jo3+zomIgiyRSGDXrl3LPp7L5fCbv/mbADD3GTtrz549mJmZgRACl1122aJtBwcHcf75\n5wNY+rgz+7Xzzz8fAwMDix6//PLLIYTA9PQ0Hn74YVf3vRopJe69914AwCtf+UrE4/FFz3nd614H\nAPj1r3+NI0eOLHq8k8cVvx+TiYiojQFAIqKQmpiYANDutbec2TKchx56aNFjQ0NDAIAnnnhiyW33\n798P27ahKMqixt579uwB0M5kO7E0eNaznvUsAFgy+3A1jz766FwGxrOf/ewlnzP7ddM0XS1zWovZ\n7z8ej+O0005b8jmz65uamsLhw4e7tjYioiCbzVyzbXvB12c/d7dv375kAA946rjz+OOPL7hxVa/X\n8etf/xrA8seUgYGBuWPmicetzex7LQ4dOjR3U2659f3Gb/zGXGBwI8fVzfD7MZmIiNoYACQiCrnZ\nnkorPTYzM4NyubzgsVe84hUA2tmBd95559zjtm3joYcewl/+5V8CaJc7zZYizTp06BAA4KSTTlp2\n37OPFYtFlEql9XxLc6+fzWaRyWSWfE4mk5l77ODBg+t6/c2aXd+2bduWLd3dsWPHoucTEdHKHnnk\nEQCLjy/rOe5IKRfceDl8+PBcJvZatj/xM3sz+16L+cew+ceO+VRVnQtQdvuY4vdjMhERtXEICBFR\nSA0ODuLw4cMrnmjPf2x6enquzx8AXHzxxZiYmMBXvvIV3HHHHbjjjjsWTAEeGRnBVVddhYsuumjR\n685mKsz2AFrK/MdmZmbW1Y9oLa8/+3ixWJx7frdMT0/P7X85kUhkbkLi7POJiGh5P/nJT+ay0k+c\nhr6Wz90TjzsnbrvW7U88pmxm32sx+/xkMrlsVv1K6+s0vx+TiYiojRmAREQhNVtu9F//9V8YHx9f\n9Pj999+PJ598cu6/T5wwq6oqfv/3fx9XXXXV3MTCWq02lzXYbDbngoEnmi1vWulCZf5j651uO/v8\nlV5//uPdnp67lu9//uOc7ktEtLKJiQn87d/+LQDguc997lwvwFnrPe7M70M3vyR3Lduf+Jm9mX2v\nhd+PeX5fHxERtTEDkIgopF772tfi29/+Nur1Oj74wQ/i7W9/O57xjGfANE3cd999uPXWW6Fp2lzf\nnhMbcBcKBdxwww147LHHcMEFF+CSSy7B1q1bUSgU8NOf/hSf/exn8ZnPfAb79u3DH//xH3vxLRIR\nUQ+oVCq47rrrUCwWMTw8jHe+851eL4mIiChwGAAkIgqpwcFB/Omf/in+/M//HEeOHMGHPvShBY+n\n02lcccUVuO222wC0py/O99d//dd47LHH8JKXvARXX3313NeHh4dx0UUXYfv27bj22mvxX//1X7jw\nwgsXZGNEo1FUKhU0m81l1zf/sVgsNvfv7373uzE5Obno+ZdeeikuvfTSBc9f6fXnPz7/9Tfr937v\n95b8+tvf/na88IUvBND+/r1aHxFRmNTrdXz4wx/GgQMHkM/n8ZGPfGRBu4pZa/ncnf/Y/Em6s9vO\nPmepKbvztz/xM3sz+5690XaiF77whXj729++YH9eHFP8fkwmIqK1YwCQiCjEnvWsZ+Hv/u7v8JWv\nfAUPP/wwCoUCkskkzjrrLFx22WX46U9/CgDQNG1u6i/Qbuj94IMPAgAuueSSJV/7rLPOwq5du7B3\n717893//94IAYD6fR6VSWbG33fzHcrnc3L+XSiUUCoVFz59fMjTbZ2i13nmzj89//c1aam0A0Gq1\n5v59LetrNpuoVqsLnk9ERE9pNpv4yEc+gscffxyZTAbXXXcdhoeHl3xuPp/Hvn37NnTcmf8ZPD09\nvWwAcLljymb2XalUljyuzB4f5q9v9sbacqW2nTjm+f2YTEREa8cAIBFRyPX19eEtb3nLko/t3bsX\nALBr1665Pn/AwgmCy11sAcDQ0BD27t2LsbGxBV/fvn07Dh48uKYBJJlMZsEAkFtvvXX5b2be6wPt\nYFypVFpygEixWESxWASw/NTEjfjyl7+86nNm93f48GE4jrPkJOD5P5vZ74eIiNqazSauu+46/OIX\nv0AymcRHPvKRFT8rt2/fjgceeGBNxx0hxNzEXKA9sV0IASklDh48uOCxpbY/cR2b2fcNN9yw7Dbz\nX3/WoUOHcMoppyx6juM4c9OF3Tym+P2YTEREa8chIEREPco0Tfz4xz8GAFxwwQULHpvfD3BiYmLZ\n15gtCzoxW+Kss84CAPziF79YtiToZz/7GQDgmc985voWDuDpT386NE1b8Donms1g1HUdp59++rr3\nsRmz33+tVluytAt4an19fX3LXmwSEfUi0zRxww03YM+ePYjH4/jQhz6EnTt3rrjN7OfuwYMHlyxZ\nBZ763P2N3/iNBWW/sVgMp556KoDljymTk5NzN8dOPG5tZt9rsX379rksu+XW99hjj80NF9nIcXUz\n/H5MJiKiNgYAiYh61Gc/+1lMT0+jv78fF1544YLH5l9ofe1rX1ty+1//+td44oknAABPe9rTFjz2\n/Oc/H4ZhoFar4etf//qibZ944gns2bMHwOLg41rE43E85znPAQDcfffdsG17weO2bePuu+8GAJx7\n7rnLlnN1yrZt27B7924AwF133bXo8VqtNvdzPf/88xcNYCEi6lWWZeHP//zP8eCDDyIajeIDH/jA\nomPMUs466yzkcjlIKfGlL31p0eMTExO49957ASx93Jn92r333rvkja+77roLUkrk83mceeaZru57\nNUKIuR6zX//615ecIjx7rDn11FMxMjKy7n1sht+PyURE1MYAIBFRAJRKpbl/KpXK3Ner1eqCx2Yn\n+s667bbb8NOf/nRBL6GDBw/ir//6r/GlL30Jqqri//7f/7voZHx4eBjPfvazAQBf/epX8c///M+Y\nmZkB0C7L+tGPfoQbbrgBjuMgkUjgJS95yYLts9ksXvva186t4Zvf/ObcBcEjjzyCG264AVJKPOMZ\nz8A555yzoZ/JlVdeCU3TsHfvXtx0001z65uZmcFNN92EvXv3Qtd1XHnllUtuf+LPznGcue9v/tdX\na2q+nNlhIffddx8+9alPzf0ORkdHcf3112NqagqpVAqXX375kttXKpUF65BSAmj3XZr/ddM0N7Q+\nIiK/sW0bf/VXf4X7778fhmHg/e9/P57+9KevaVtd13HFFVcAAP7zP/8TX/jCF+Y+v/fv34/rrrsO\njUYDW7Zswcte9rJF27/iFa/A8PAwGo0GrrvuOuzfvx9A+5jwhS98AV/96lcBAG9605vmst3c2vda\nXH755UgkEpicnMT111+P0dFRAO1j2ac+9Sncd999EEIsO6jqxGPH7PmCaZoLvj6/t996+P2YTERE\ngJCzVxRERORbr3nNa9b0vOuvv35BZsLb3vY2jI+PA2iXONm2PTesIpFI4Oqrr8bznve8JV9rZmYG\n11577YKeRrFYDI1GYy4YFY/H8ad/+qc4++yzF21v2zZuvPFG3HfffQDag0Y0TUOj0QAAjIyM4IYb\nbthUM/Af/OAHuOWWW2BZFoQQiMfjc4E2TdPwrne9C+eff/6S277vfe/DI488suo+fvd3f3fuwm69\nvvjFL+K2226DlBKKoiAWi82tLxaL4dprr8UZZ5yx5Lbzf3crufrqqxcFYImIguiRRx7B+973PgDt\noNqJ0+lPNDvFfr5PfvKTuOeeewAAqqoiEonMZcxls1lcf/31y/bIO3jwIK655pq5XnXxeByNRmMu\nGHXxxRfjHe94x7Lr2cy+12LPnj24/vrr54J0iUQC9XodjuNACIG3vOUtc5N5T3TzzTfju9/97qr7\nuPDCC/Gud71rQ+vz+zGZiKjXcQgIEVGIveENb8D999+PAwcOYGZmBpqmYevWrTjnnHPw6le/esXg\nWy6Xw0033YRvfvOb+PGPf4wDBw6gVqshGo1iaGgIz3rWs3DxxRdjYGBgye1VVcU111yDb3/72/j2\nt7+NgwcPwrIs7NixA+eddx4uu+yydfdBOtGLXvQibN++HXfddRceeeQRlEqlufKsyy67bNWeUZ12\n+eWX42lPexq+/OUv47HHHkO1WsXg4CDOPvtsvO51r1txwAoRUa+Zn5dgmuayU9dX8gd/8Ad45jOf\niXvuuQf79u2by7w799xz8brXvQ6ZTGbZbXfs2IFPfOIT+OIXv4j77rsPk5OTSCQS2LVrFy666KJl\nb5i5se+1OOuss3DLLbfgC1/4Ah588EHMzMwglUrhtNNOw2tf+9plbyh1i9+PyUREvY4ZgERERERE\nRERERCHGHoBEREREREREREQhxgAgERERERERERFRiDEASEREREREREREFGIMABIREREREREREYUY\nA4BEREREREREREQhxgAgERERERERERFRiDEASEREREREREREFGIMABIREREREREREYUYA4BERERE\nREREGlTcmAAACZVJREFUREQhxgAgERERERERERFRiDEASEREREREREREFGIMABIREREREREREYUY\nA4BEREREREREREQhxgAgERERERERERFRiDEASEREREREREREFGIMABIREREREREREYUYA4BERERE\nREREREQhxgAgEREREbni+9//PoQQEELgQx/6kNfLISIiIqLjNK8XQERERES0HoVCATfffDMA4Oyz\nz8Yll1zi6XqIiIiI/I4BQCIiIiIKlEKhgA9/+MMAgDe/+c0MABIRERGtgiXAREREREREREREIcYA\nIBERERERERERUYgxAEhERERERERERBRiDAASERER0Zp84xvfwKWXXootW7YgGo1ix44duOyyy/DN\nb35zTdtLKfHDH/4QH/jAB/Cyl70M27ZtQzQaRSwWw7Zt2/Ca17wGn/70p9FqtZbc/sCBAxBCYOfO\nnXNf+8xnPjM3eXj+P9///veXfI1Go4F/+Id/wMUXX4zt27cjGo0ik8ngjDPOwDvf+U786le/WvfP\nhYiIiMjvhJRSer0IIiIiIvIvx3Fw1VVX4dZbb132OVdffTUuueQSvPjFLwYAfPCDH8SHPvShBc95\n61vfin/+539edX+nnXYavvzlL+PUU09d8PUDBw4sCP6t5Hvf+x4uuOCCBV/7wQ9+gCuvvBJHjhxZ\ndjtVVXHdddfhz/7sz9a0HyIiIqIg4BRgIiIiIlrRH/3RH80F/1RVxZVXXokLLrgAkUgEDz30EP7p\nn/4Jt9xyCw4dOrTi69RqNRiGgRe84AV47nOfi1NOOQXpdBrNZhNPPPEE7rrrLuzZswePPfYYXvnK\nV+JnP/sZ0un03PaDg4P40pe+hPHxcVx11VUAgBe/+MV45zvfuWhfZ5xxxoL//trXvobXvva1ME0T\niqLgt3/7t/HSl74UIyMjaDQaeOCBB3DbbbehWCzife97HwAwCEhEREShwQxAIiIiIlrWD3/4Q7zw\nhS+ElBKJRAJf//rX8YIXvGDBc44dO4YLL7wQjz322NzXlsoAvPfee3HmmWcil8stuS8pJf7iL/5i\nLvB23XXX4f3vf/+i583PBHzzm9+Mf/mXf1nxezh27BjOOOMMTE9PY3BwEHfffTee97znLXrekSNH\n8Nu//dt45JFHoKoqHnnkEZx22mkrvjYRERFRELAHIBEREREt6+Mf/zhm7xf/xV/8xaLgHwBs2bIF\nn/vc56Cq6oqvdf755y8b/AMAIQT+9E//dG4fn/nMZzax8qd87GMfw/T0NADgC1/4wpLBPwAYGRnB\n5z//eaiqCtu2ccstt7iyfyIiIiKvMQBIREREREtqNpv46le/CgDIZDJ429vetuxzzzrrLLz85S93\nZb+zAcAnnngCU1NTm3otKSVuu+02AMDzn/98vPCFL1zx+aeddhrOPfdcAO2hJ0RERERhwB6ARERE\nRLSkn//853MTeX/rt34LkUhkxee/5CUvwde+9rUVn2NZFu666y78x3/8Bx566CEcPXoU5XIZjuMs\n+fzDhw+jr69vY98AgEcffXQuiJjL5fAf//Efq24zm8m4f/9+NBoNRKPRDe+fiIiIyA8YACQiIiKi\nJR09enTu30855ZRVn7/acx5//HFcdtllePTRR9e8hlKptObnLuXAgQNz/37PPffgnnvuWdf209PT\n2Lp166bWQEREROQ1BgCJiIiIaEmVSmXu3+Px+KrPTyQSyz5WLBZx4YUXzgUVt27diosuuginn346\nhoaGEI1GoSjt7jR33nknPve5zwEAbNvezLeAQqGwqe1nMyCJiIiIgowBQCIiIiJaUjKZnPv3Wq22\n6vOr1eqyj/3N3/zNXPDvyiuvxKc//WkYhrHkc3/4wx+uc6XLm/89vPvd78bHP/5x116biIiIKCg4\nBISIiIiIljQyMjL370888cSqz1/pOd/85jcBAJqm4ROf+MSywT+g3XvPLdu2bZv790OHDrn2ukRE\nRERBwgAgERERES3prLPOmhv88cMf/hDNZnPF53/nO99Z9rHR0VEAQF9fH3K53LLPazQa+P73v7/i\nfmZLhYH2lN+VnH322chkMgCA733ve6t+D0RERERhxAAgERERES0pEongVa96FYB2D79Pf/rTyz73\nkUcemcvyW8psf8Dx8fEVB3vccsstc1N7lzO/rHelsmOgPdH3yiuvBABMTk7ipptuWvH5RERERGHE\nACARERERLes973kPhBAAgD/5kz/Bj3/840XPGRsbw+/8zu+sOLDjOc95DoB2xt4111yz5HP+7d/+\nDddee+2qa8rn83NZfQ899NCqWYDve9/7kM1mAQDvf//7cfPNN8NxnGWfX61Wceutt+Lf/u3fVl0L\nERERURAIudoZExERERH1tKuvvhr/7//9PwDtHn5vetOb8KIXvQiRSAQPPfQQbr31VkxPT+Oyyy7D\nXXfdBQD44Ac/iA996ENzr/Hwww/j2c9+NizLAgCcd955eN3rXoeRkRGMjY3h7rvvxne+8x0kk0m8\n4hWvwBe/+EUA7bLdCy64YNGaLr/88rl9ve51r8Nll12GbDY7F6w899xzkc/n557/rW99C69+9avn\nSoBPPfVUXHrppXj605+OZDKJcrmM/fv344EHHsB3v/tdNBoNXHfddXj/+9/v7g+TiIiIyAMMABIR\nERHRihzHwTve8Q780z/907LPufrqq3HJJZfgxS9+MYDFAUAA+PSnP42rrrpqLgh4or6+Ptxxxx34\n0Y9+hA9/+MMAlg8A7tmzB89//vOXnU681HYPPPAA3vSmN+Hxxx9f9vuYpaoqPvnJT+Jtb3vbqs8l\nIiIi8juWABMRERHRihRFwa233oqvfe1reM1rXoPBwUEYhoFt27bh0ksvxde//nXcfPPNq77OW9/6\nVvz3f/83rrzySmzbtg26riOfz+Pss8/Gtddeiz179uDlL3/5mtZ01lln4cEHH8RVV12F008/HYlE\nYi77bznnnHMOHn30UXz+85/Hm970Jpx66qlIp9NQVRWZTAZnnHEG3vjGN+If/uEfcPjwYQb/iIiI\nKDSYAUhERERERERERBRizAAkIiIiIiIiIiIKMQYAiYiIiIiIiIiIQowBQCIiIiIiIiIiohBjAJCI\niIiIiIiIiCjEGAAk+v/bsQMZAAAAgEH+1vf4CiMAAACAMQEIAAAAAGMCEAAAAADGBCAAAAAAjAlA\nAAAAABgTgAAAAAAwJgABAAAAYEwAAgAAAMCYAAQAAACAMQEIAAAAAGMCEAAAAADGBCAAAAAAjAlA\nAAAAABgTgAAAAAAwFnLEYS0X+4VAAAAAAElFTkSuQmCC\n" - } - } - ], - "source": [ - "(\n", - " ggplot(economics, aes(x='date', y='uempmed')) \n", - " + geom_line(color='pink', # set line colour\n", - " size=7, # set line thickness\n", - " linetype='dashed' # set line type\n", - " )\n", - " + labs(x='date', y='median duration of unemployment')\n", - ")\n" - ], - "id": "cell-9" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - } -} \ No newline at end of file diff --git a/examples/geom_line_files/figure-html/cell-4-output-1.png b/examples/geom_line_files/figure-html/cell-4-output-1.png deleted file mode 100644 index 807abcc57..000000000 Binary files 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100644 index f22e044c5..000000000 --- a/examples/geom_map-preview.html +++ /dev/null @@ -1,821 +0,0 @@ - - - - - - - - - plotnine 0.0.post1+g7159748 - The Political Territories of Westeros - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
- - Back to Article -
The Political Territories of Westeros
- - Download Notebook -
- -
-
- -
- -
- - -
- - - -
-
-

The Political Territories of Westeros

-
- - - -
- - - - -
- - - -
In [1]:
-
import pandas as pd
-import geopandas as gp
-from plotnine import (
-    ggplot,
-    aes,
-    geom_map,
-    geom_text,
-    labs,
-    scale_fill_brewer,
-    scale_x_continuous,
-    scale_y_continuous,
-    scale_size_continuous,
-    coord_cartesian,
-    element_rect,
-    theme_void,
-    theme
-)
-
-
-
-

The Political Territories of Westeros

-

Layering different features on a Map

-
-
-
-

Read data and select features in Westeros only.

-
-
In [2]:
-
continents = gp.read_file('data/lands-of-ice-and-fire/continents.shp')
-islands = gp.read_file('data/lands-of-ice-and-fire/islands.shp')
-lakes = gp.read_file('data/lands-of-ice-and-fire/lakes.shp')
-rivers = gp.read_file('data/lands-of-ice-and-fire/rivers.shp')
-political = gp.read_file('data/lands-of-ice-and-fire/political.shp')
-wall = gp.read_file('data/lands-of-ice-and-fire/wall.shp')
-roads = gp.read_file('data/lands-of-ice-and-fire/roads.shp')
-locations = gp.read_file('data/lands-of-ice-and-fire/locations.shp')
-
-westeros = continents.query('name=="Westeros"')
-islands = islands.query('continent=="Westeros" and name!="Summer Islands"')
-lakes = lakes.query('continent=="Westeros"')
-rivers = rivers.query('continent=="Westeros"')
-roads = roads.query('continent=="Westeros"')
-
-wg = westeros.geometry[0]
-bool_idx = [wg.contains(g) for g in locations.geometry]
-westeros_locations = locations[bool_idx]
-cities = westeros_locations[westeros_locations['type'] == 'City'].copy()
-
-
-

Create map by placing the features in layers in an order that limits obstraction.

-

The GeoDataFrame.geometry.centroid property has the center coordinates of polygons, we use these to place the labels of the political regions.

-
-
In [3]:
-
# colors
-water_color = '#a3ccff'
-wall_color = 'white'
-road_color = 'brown'
-
-# Create label text by merging the territory name and
-# the claimant to the territory
-def fmt_labels(names, claimants):
-    labels = []
-    for name, claimant in zip(names, claimants):
-        if name:
-            labels.append('{} ({})'.format(name, claimant))
-        else:
-            labels.append('({})'.format(claimant))
-    return labels
-
-
-def calculate_center(df):
-    """
-    Calculate the centre of a geometry
-    
-    This method first converts to a planar crs, gets the centroid
-    then converts back to the original crs. This gives a more
-    accurate
-    """
-    original_crs = df.crs
-    planar_crs = 'EPSG:3857'
-    return df['geometry'].to_crs(planar_crs).centroid.to_crs(original_crs)
-
-
-political['center'] = calculate_center(political)
-cities['center'] = calculate_center(cities)
-
-# Gallery Plot
-
-(ggplot()
- + geom_map(westeros, fill=None)
- + geom_map(islands, fill=None)
- + geom_map(political, aes(fill='ClaimedBy'), color=None, show_legend=False)
- + geom_map(wall, color=wall_color, size=2)
- + geom_map(lakes, fill=water_color, color=None)
- + geom_map(rivers, aes(size='size'), color=water_color, show_legend=False)
- + geom_map(roads, aes(size='size'), color=road_color, alpha=0.5, show_legend=False)
- + geom_map(cities, size=1)
- + geom_text(
-     political,
-     aes('center.x', 'center.y', label='fmt_labels(name, ClaimedBy)'),
-     size=8,
-     fontweight='bold'
- )
- + geom_text(
-     cities,
-     aes('center.x', 'center.y', label='name'),
-     size=8,
-     ha='left',
-     nudge_x=.20
- )
- + labs(title="The Political Territories of Westeros")
- + scale_fill_brewer(type='qual', palette=8)
- + scale_x_continuous(expand=(0, 0, 0, 1))
- + scale_y_continuous(expand=(0, 1, 0, 0))
- + scale_size_continuous(range=(0.4, 1))
- + coord_cartesian()
- + theme_void()
- + theme(figure_size=(8, 12), panel_background=element_rect(fill=water_color))
-)
-
-
-
-

-
-
-
-
-
-

Credit: cadaei of the cartographersguild website forum.

-
- - -
- - \ No newline at end of file diff --git a/examples/geom_map.ipynb b/examples/geom_map.ipynb deleted file mode 100644 index 705ec3362..000000000 --- a/examples/geom_map.ipynb +++ /dev/null @@ -1,221 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:26.068803Z", - "iopub.status.busy": "2024-01-09T15:11:26.068492Z", - "iopub.status.idle": "2024-01-09T15:11:26.782662Z", - "shell.execute_reply": "2024-01-09T15:11:26.781440Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import geopandas as gp\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_map,\n", - " geom_text,\n", - " labs,\n", - " scale_fill_brewer,\n", - " scale_x_continuous,\n", - " scale_y_continuous,\n", - " scale_size_continuous,\n", - " coord_cartesian,\n", - " element_rect,\n", - " theme_void,\n", - " theme\n", - ")\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### The Political Territories of Westeros\n", - "\n", - "*Layering different features on a Map*" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Read data and select features in Westeros only." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:26.786891Z", - "iopub.status.busy": "2024-01-09T15:11:26.786535Z", - "iopub.status.idle": "2024-01-09T15:11:27.424410Z", - "shell.execute_reply": "2024-01-09T15:11:27.423733Z" - } - }, - "outputs": [], - "source": [ - "continents = gp.read_file('data/lands-of-ice-and-fire/continents.shp')\n", - "islands = gp.read_file('data/lands-of-ice-and-fire/islands.shp')\n", - "lakes = gp.read_file('data/lands-of-ice-and-fire/lakes.shp')\n", - "rivers = gp.read_file('data/lands-of-ice-and-fire/rivers.shp')\n", - "political = gp.read_file('data/lands-of-ice-and-fire/political.shp')\n", - "wall = gp.read_file('data/lands-of-ice-and-fire/wall.shp')\n", - "roads = gp.read_file('data/lands-of-ice-and-fire/roads.shp')\n", - "locations = gp.read_file('data/lands-of-ice-and-fire/locations.shp')\n", - "\n", - "westeros = continents.query('name==\"Westeros\"')\n", - "islands = islands.query('continent==\"Westeros\" and name!=\"Summer Islands\"')\n", - "lakes = lakes.query('continent==\"Westeros\"')\n", - "rivers = rivers.query('continent==\"Westeros\"')\n", - "roads = roads.query('continent==\"Westeros\"')\n", - "\n", - "wg = westeros.geometry[0]\n", - "bool_idx = [wg.contains(g) for g in locations.geometry]\n", - "westeros_locations = locations[bool_idx]\n", - "cities = westeros_locations[westeros_locations['type'] == 'City'].copy()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Create map by placing the features in layers in an order that limits obstraction.\n", - "\n", - "The `GeoDataFrame.geometry.centroid` property has the center coordinates of polygons,\n", - "we use these to place the labels of the political regions." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:27.427936Z", - "iopub.status.busy": "2024-01-09T15:11:27.427528Z", - "iopub.status.idle": "2024-01-09T15:11:29.555547Z", - "shell.execute_reply": "2024-01-09T15:11:29.554635Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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7YlPtWqqDfxNUSNqjue+AnNFI24c9/pe19tpGjr2fh9qvfy5RUmNlCCeH3b/YNjPJubV2jrX21FYclwEAAAAA8EQsJ0Des9a+1kybh8PuJ6jx2vWnaEM96zJJJ1trbVMdW2sfljMHguTM/XBsM7G0i1Dt7qlhi/JUt0786WH3KyWd29Rrs9b+IenWsEXjjDHbNdY+xhwtKfxk8rmNnbCLVEMnTZto+6ukp8MW7dmWbXe0UEmYc8MWvWitfbmpday1AdU9gX5AC07on9dUUqkJL1lrP2u+WYc4WHXnl7jUWlvQWGNrbbmcuQ/WS5BTCiwS7fG6z9GGOQGWyhnh0Zzr5JTOkZw5QaY00Ca8fNofrY6udWL9mBh+fDdqYP6LeiWsfrXWrgl7OjwB0tgcIuEJkFkNJLwO0Yb5WKykE2wzJZ+stR9IejNs0akNNPNyvwjXkb8J/m2tnRdBu/D9drWkq5qJ5ws5o4DW288Y09AcOtHyngMAAAAA0C5iOQHyeHMNrLVL5NRgX29kI02PCLv/TL2TRU0Jvzp11wjXaZPQ5O/ZxpidjTHPSHqkXpMbQidR19s37P67ofekOQ+p7jwi+7Qy3GgTXsv9Lzm11zta+NX5EzzYfluMkzQq7PHdkaxknbl3fgk9jFcTEzeH+d5a+0vzzRr0ZCvXaw/h3781ckYbNCl09fbcsEWRfv9cfd2hhNdhYYseaO4ktySF2oR/txo6NpaF3d+2dRG2WqwfEz+Xk3RYb3IDbRob/VH/8UYjQIwxvSQND1tUf+J1qe7fzI9CI2UiEb6PRtt+Ea4jfxM0+701xiRrwzxS62PaaBRWA/4Tdt+vhpPu0fKeAwAAAADQLmI5AfJNhO3CEyBZ9Z8MlcXaNGzRey2IYWbY/a0abdUGxhgbfpNT0iJf0seS/lav+VMKOyltjOmruhPARvTarLWr5NSZX2/rxtrGCmOMTxsmqpWkN1o5uqCtVoXd7+vB9tsifBLsdZK+asG6Lf2utKRvN9d1W/h35yNrbaQTkb8Tdn8LY4w/gnXcft1jVHeyZTePjbPD7l9ujDnZGBPfgv5bpTMcE0Ol0n4KW9RQGatGEyCh17L+Sv8xxpjcJtaVGp4APbwUU2v3i9HGmLR6z88Ou7+TMeYeY0xWC/pvsw7+TVAsKZLk0RaqO9l7pPvtd9owGktqeL+dHXb/LmPM1FDyEwAAAACATiGWEyArI2wXXrs9tYHnN1Hd9+HXFsQQfjK7R0ecwGtEnpyyOcfWK9MxvF67n1vQZ/gJtvr9xKI+kjLDHs9ys3NjTLwxZoox5mFjzExjzCpjTHkDCaxpYatlNtZflNos7P68FiaQwr8rDZVhqW9+C/oOV9RYnf6OFkq6DQ1b1NrvX4qaT5a1x+verN7j1h4bG/q8Hwq7Hy+nXOFSY8wjxpgjGynV44bOckwMH5WxWQNJgqZGgNRfVn9EVvi6AW08/0dvSeFJk9buFz45JdLCvSzn79l6Z0tabox5xRjzd2PM2A44Od+RvwkWNldaK6Q999sHw+5nSnpF0iJjzL+NMQc1kCADAAAAACCmNDQ5bUxoydwLYRo6cVJ/otK5bTi/kqW6V1u6of6J4KCkEjmjQObIOTn1ZiOlabLrPW5JbOFt6/cTi+p/zpEm0JpljNlL0v2SBrdw1SS3Yugg4e/hVqGETmtkRdCmtRPsRtPEvJmqe8xp7fdPcr6Di5to3x6vu/53prSVx8as+gustV8aY66UdEPY4h5y5js5SZKMMX9IelfSE9ZatxKWneWYOF3O/CySc7J+okLza9QrYbXQWru0gfU/14a5ZSbJSTysF54Q+b6Bya7r7xdvt/FvZi1rbbEx5m+SXtOGOTiS5cxztX6uqzXGmGmSnpVTwiy8NJkbOvI3QaTf23bbb621zxpjdpYz78l6AySdFbpZY8wcSW9L+p+19rcWbBsAAAAAAM/F8ggQt7h5FX5K801axlo7rN5thLV2C2vtbtba86y1LzVRl7/+iJeyBls1LHzkTP0yJbEovd7jSOqnNyt0su5tNZz8WCdpmZwk1vrb8gbaxQq3viuRfE8iLRXl1nrtwa3vn9T8d7A9Xne7ft7W2hsl7S3ph0bWGy7nJP93xph3QxN7t1VnOSZ+prrzgExq5H5Doz/qL69tb4zpLqf02XoNzf/Rrn8zrbXT5MyP9IachH99uZKOlJPw+dkYE8mcQi3Rkb8JIv3ehu+3Ndba6hbE0Ox+a609VdIxkv5s4GkjpyTYZZJ+McY8bYzxOgEIAAAAAEDEYnYEiIvqnwBbpLqT3bZENJ18lTY+yd+SBE34CRdXkgUeq3+lbZtPYIautH5QGxKJRZLulXNi7idr7UYnV0NX2n7c1m17JPz1lKv1yZxYTgK1hFvfv4b66gj199/WliVrlLX2PUnvGWPGy0mGTJYzV0/9hOVekr41xmxjrf2rDZvsFMdEa22eMWaunHJNUgsTINbahcaYpXLKk21qjMkJzS2yk+qOWprewOr194tlklozIlONrRcaZXBAqBTafnImAJ+ojUtmjZb0kTHmQGvt262Mob5o/E0Qvr/FGWPiW5AEiWi/tdY+ZYx5Ws73b085+8K2qjtS0chJPm1hjNnOWlsYYQwAAAAAAHiGBEjdeuOStJu11vUTfR4pqPc4Vxsmv21OeN3v+v3Eovqfcy8X+jxBG07UlknawVrb3IS2WS5s1yvh7+Esa+1EzyKJDUVyrmBfnyBrSS39+m29+A7W/86MasEk7i1irZ0tZzLmm40xcZK2kXSIpOO14TvTU9K/tKEUUmt0pmPidG1IgGxujEkPlasKT4A0NIJjvc8l/U3OSe2Jkl5XM/N/hNTfL46z1n7UgrgjFirf9UDoJmPMaEkHSDpZG+bXiZP0sDFmSCtLY9YXjb8JGtpvI00kR7zfhuYj+TJ0kzEmUU4i5DBJR8kpRyZJoyRdLen8CGMAAAAAAMAzlMCSfq/3uLnJhmNJ/XIW9Sc1bkp420hPEEaz5ZIKwx5PcKHPXcLuPxFB8kNq+Twh0ST8u9KZviftIjRJ/IKwRa39/pXJucq+o9U/NvbpiI1aa2ustTOstefLKYMVPgn1fsaY+qNDWqIzHRPDkxt+STuGSliNDi1b1syJ+8/D7q9PfISXk5ptrV3XwHrLVXckQYcdC6y1v1prb5HzGp8Je6q3nFEibojG3wSe7LfW2kpr7TRr7SmSxqruJO9/a0lfAAAAAAB4pcsnQKy1q1T3hMekxtrGGmvtMtU9cbpnJOsZY3pK2iJs0TduxtWEOiU9jDGu7Z+hk9Ffhi3a34X+w08I/xjhOm6dpPNC+AnXwS7NyRBLwkc/RLrvhH93dg2NbojE3mH3Z7XDRM+RmKW6J7o7/NhorV0r6fKwRXHaMMF3a/qLtWNiU+qP7pikuiWsPlfT6iRAjDFZqnuyfHpDK4VGAc2ot90OFSr/dKbqzoMyuoGmLf6bEqW/Cb5X3eNPpPvtBNUdAdLq/dZau1DSzWGLehpjclrbHwAAAAAAHaXLJ0BCXgy7f4oxJsGzSNwXXhd97whPWp8s54rihvpoT/Xrk2e43H/45zxQTomdtgivlZ/UaKv1jY0ZorontmPNt3Lq4a93lkdxeCV8/4x03wz/7nSXdFBzKxhjdtCG0kb1++gwoRPdr4UtOtOLOCTNq/e4raUbY+mY2Chr7RpJv4QtmqTIJkBfb66k/ND98XLm2gj/TdBU+azwY+nhoZEnHSo0/8SasEUN7Ret/ZsSVb8JrLXlqjt31JHGmEjmsTo97H5A0vttDMXt7yIAAAAAAO2OBIjjHjmTOktS/9DjFjHGNHsC3CMPht1PlHS3McY01tgYM1TSZWGLZltrO+pq5/qTG2/SYKvWe1bSyrDH9xhjBrahvyVh9/dtqqExJl7SY6p7EjWmhEYh3BG26DxjTIuujo7i70kkwvfPSPfNlyWtDXt8S+hK+waF3p9/hy2qkrPfeOVWbbjKfhtjzOVNNa7POBIbWN6S792m9R4vbkkMDYilY2JzwpMUW8qZLH69JhMgofke1s/x4VPd1xhU0yNIntSGkTSpkv5njGnRsa2hY0FL9gtjTG9J3cIW1f/70dCySL+30fibIHy/7SHp+ma2v52kE8MWvRkaARXeJsUY05K5icK/i2Wqe2wDAAAAACAqkQBR7ZW0l4QtOs0Y85Ixpsna38aYDGPMUcaYryQd0a5BtpK19ntJz4ctmirp/kZOSo6R9J6k8CtLL27fCDcIXdEbfoXpNS08OdNc/5WqO2qhp6TPjTGTG1vHGJNqjDndGNPQyaZpYfd3M8Zc2EgfPbVhguFgS+OOMg9J+jp0P0HSu8aYM0MJnkYZY4YbY65R209eeyn8pPfpxpj6J+Y3Yq2tknRV2KLBkt42xmw0n4YxJltOwmTzsMW3hY5PngjNa3Nn2KKbjDH3NVf6xhjT3RhzmqQ5krZroMmfxpjHjTE7NpN8GK26SbeZ1tqVjbWPRCwdEyMwPex+nKQRoftrVXd0SGPCkyRjw+7/GDoeNyi0X5+hDcmxfSR9ZIwZ0dg6kpMUMMYcYIx5X9KlDTR53BjzsTHmoIY+j7B+suQkYdYnXSolfdBAnIVqxd+UKP1N8JrqlnE8zxhzVUNlvUKjyF7Xht94lZKubKDPHpIWGWPuNsaMb2rjoT7/EbborVBpSQAAAAAAohrlC0KstfcaYzbXhismD5YzT8SHkr6SM3KgRlKWpEFySoZsK+cksFT36sxoc5acWNdfXXu6pH2MMc/LmRQ1Wc5Jyqlyrohe725r7YcdGaikxyXdFLq/q6SVxphFkorD2nxnrT25NZ1ba182xvxL0nmhRf0lfWKM+UbOCbSlcpIUveRMlL67Qlc4N9DdI3LmJ1h/MvgOY8xhkt6Qc3V0RqiPqZLS5ZQguUHS1a2JPRpYa6uNMYfKmQNggJx9515JVxhj3pP0s6QCOftRjqQxkraSNNKbiF31P0mnhu73lfSTMWa5pDyFJba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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 1200, - "width": 800 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# colors\n", - "water_color = '#a3ccff'\n", - "wall_color = 'white'\n", - "road_color = 'brown'\n", - "\n", - "# Create label text by merging the territory name and\n", - "# the claimant to the territory\n", - "def fmt_labels(names, claimants):\n", - " labels = []\n", - " for name, claimant in zip(names, claimants):\n", - " if name:\n", - " labels.append('{} ({})'.format(name, claimant))\n", - " else:\n", - " labels.append('({})'.format(claimant))\n", - " return labels\n", - "\n", - "\n", - "def calculate_center(df):\n", - " \"\"\"\n", - " Calculate the centre of a geometry\n", - " \n", - " This method first converts to a planar crs, gets the centroid\n", - " then converts back to the original crs. This gives a more\n", - " accurate\n", - " \"\"\"\n", - " original_crs = df.crs\n", - " planar_crs = 'EPSG:3857'\n", - " return df['geometry'].to_crs(planar_crs).centroid.to_crs(original_crs)\n", - "\n", - "\n", - "political['center'] = calculate_center(political)\n", - "cities['center'] = calculate_center(cities)\n", - "\n", - "# Gallery Plot\n", - "\n", - "(ggplot()\n", - " + geom_map(westeros, fill=None)\n", - " + geom_map(islands, fill=None)\n", - " + geom_map(political, aes(fill='ClaimedBy'), color=None, show_legend=False)\n", - " + geom_map(wall, color=wall_color, size=2)\n", - " + geom_map(lakes, fill=water_color, color=None)\n", - " + geom_map(rivers, aes(size='size'), color=water_color, show_legend=False)\n", - " + geom_map(roads, aes(size='size'), color=road_color, alpha=0.5, show_legend=False)\n", - " + geom_map(cities, size=1)\n", - " + geom_text(\n", - " political,\n", - " aes('center.x', 'center.y', label='fmt_labels(name, ClaimedBy)'),\n", - " size=8,\n", - " fontweight='bold'\n", - " )\n", - " + geom_text(\n", - " cities,\n", - " aes('center.x', 'center.y', label='name'),\n", - " size=8,\n", - " ha='left',\n", - " nudge_x=.20\n", - " )\n", - " + labs(title=\"The Political Territories of Westeros\")\n", - " + scale_fill_brewer(type='qual', palette=8)\n", - " + scale_x_continuous(expand=(0, 0, 0, 1))\n", - " + scale_y_continuous(expand=(0, 1, 0, 0))\n", - " + scale_size_continuous(range=(0.4, 1))\n", - " + coord_cartesian()\n", - " + theme_void()\n", - " + theme(figure_size=(8, 12), panel_background=element_rect(fill=water_color))\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Credit**: [cadaei](https://www.cartographersguild.com/member.php?u=95244) of the [cartographersguild](https://www.cartographersguild.com/) website forum." - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples/geom_map.out.ipynb b/examples/geom_map.out.ipynb deleted file mode 100644 index da86ef001..000000000 --- a/examples/geom_map.out.ipynb +++ /dev/null @@ -1,225 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# The Political Territories of Westeros" - ], - "id": "cedb09a4-d9cb-41d2-a751-5bada00992b8" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:26.068803Z", - "iopub.status.busy": "2024-01-09T15:11:26.068492Z", - "iopub.status.idle": "2024-01-09T15:11:26.782662Z", - "shell.execute_reply": "2024-01-09T15:11:26.781440Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import geopandas as gp\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_map,\n", - " geom_text,\n", - " labs,\n", - " scale_fill_brewer,\n", - " scale_x_continuous,\n", - " scale_y_continuous,\n", - " scale_size_continuous,\n", - " coord_cartesian,\n", - " element_rect,\n", - " theme_void,\n", - " theme\n", - ")\n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### The Political Territories of Westeros\n", - "\n", - "*Layering different features on a Map*\n", - "\n", - "Read data and select features in Westeros only." - ], - "id": "437ed5b7-df55-4946-8b5b-f5fdc06fc2a2" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:26.786891Z", - "iopub.status.busy": "2024-01-09T15:11:26.786535Z", - "iopub.status.idle": "2024-01-09T15:11:27.424410Z", - "shell.execute_reply": "2024-01-09T15:11:27.423733Z" - } - }, - "outputs": [], - "source": [ - "continents = gp.read_file('data/lands-of-ice-and-fire/continents.shp')\n", - "islands = gp.read_file('data/lands-of-ice-and-fire/islands.shp')\n", - "lakes = gp.read_file('data/lands-of-ice-and-fire/lakes.shp')\n", - "rivers = gp.read_file('data/lands-of-ice-and-fire/rivers.shp')\n", - "political = gp.read_file('data/lands-of-ice-and-fire/political.shp')\n", - "wall = gp.read_file('data/lands-of-ice-and-fire/wall.shp')\n", - "roads = gp.read_file('data/lands-of-ice-and-fire/roads.shp')\n", - "locations = gp.read_file('data/lands-of-ice-and-fire/locations.shp')\n", - "\n", - "westeros = continents.query('name==\"Westeros\"')\n", - "islands = islands.query('continent==\"Westeros\" and name!=\"Summer Islands\"')\n", - "lakes = lakes.query('continent==\"Westeros\"')\n", - "rivers = rivers.query('continent==\"Westeros\"')\n", - "roads = roads.query('continent==\"Westeros\"')\n", - "\n", - "wg = westeros.geometry[0]\n", - "bool_idx = [wg.contains(g) for g in locations.geometry]\n", - "westeros_locations = locations[bool_idx]\n", - "cities = westeros_locations[westeros_locations['type'] == 'City'].copy()" - ], - "id": "cell-3" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Create map by placing the features in layers in an order that limits\n", - "obstraction.\n", - "\n", - "The `GeoDataFrame.geometry.centroid` property has the center coordinates\n", - "of polygons, we use these to place the labels of the political regions." - ], - "id": "836a688e-23fd-47ac-a58e-612671cc30b0" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:27.427936Z", - "iopub.status.busy": "2024-01-09T15:11:27.427528Z", - "iopub.status.idle": "2024-01-09T15:11:29.555547Z", - "shell.execute_reply": "2024-01-09T15:11:29.554635Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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2QGnJ+S1ax+erkeU/E8BGPn//a113jpP8OOTMWzVp6mle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\n0l3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Wsm5PdoX+H2d2iSofuVAZ/RMiKhRA/l6TXKEHhsGglE+V9MRXa3jym3VVfnx6CPSp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\nV2Sj5joBMLbxxdQtCCxelJaMx+kYTE3OSG0yb6uxbQkhhBCNlY+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8Ap+/Ufe4nfj+natx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\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BQ4YPxu8z2JddAUBCetYBix9tRUBQKDc9+hEv3ncRj94wgxPOzqRb/xgyekfhdNnMjtcm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rResaT1iqFVehQmy6kLImvn5/LO35ZiMAXx4NvziUtp7/s/ICHqwFZdwdyv/82SqR8QGWfgyge6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Mp5DBg9rdVbr2iahqM4l21rfmLjklnsXLcQNRjAHGal5+iR9J04jr4Tx4WssqEjKN2Vy9L3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\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jpHmXBpIfAONnnx+UAKmpKGq236YESHR4ZNB+yqqDf2+OMuj0/OPWP3LLP//E7nWLGH3a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Vmcc9ypvLN0Mc+//gde/N0PmXPKxRx52mWkZOV3ut+6iiI+ffXPZAbr+PbZi5h84bl9+KyEEIfK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IgchtfrJXfXVtYtnMGejI1EtE+h8+CxdIuMPew5NRWlRMYmNWFKaU5UABGRFmH0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\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Ad0cROaUc3V0c2LySPSv/RcWBPQAYjSaGjJ/LhHnXMGjszO/cG6Cy9ABbl/+THavfp6qs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\nIiIiIiIiIiIiIuJ1/j9g3YtnpDqtKgAAAABJRU5ErkJggg==\n" - } - } - ], - "source": [ - "# colors\n", - "water_color = '#a3ccff'\n", - "wall_color = 'white'\n", - "road_color = 'brown'\n", - "\n", - "# Create label text by merging the territory name and\n", - "# the claimant to the territory\n", - "def fmt_labels(names, claimants):\n", - " labels = []\n", - " for name, claimant in zip(names, claimants):\n", - " if name:\n", - " labels.append('{} ({})'.format(name, claimant))\n", - " else:\n", - " labels.append('({})'.format(claimant))\n", - " return labels\n", - "\n", - "\n", - "def calculate_center(df):\n", - " \"\"\"\n", - " Calculate the centre of a geometry\n", - " \n", - " This method first converts to a planar crs, gets the centroid\n", - " then converts back to the original crs. This gives a more\n", - " accurate\n", - " \"\"\"\n", - " original_crs = df.crs\n", - " planar_crs = 'EPSG:3857'\n", - " return df['geometry'].to_crs(planar_crs).centroid.to_crs(original_crs)\n", - "\n", - "\n", - "political['center'] = calculate_center(political)\n", - "cities['center'] = calculate_center(cities)\n", - "\n", - "# Gallery Plot\n", - "\n", - "(ggplot()\n", - " + geom_map(westeros, fill=None)\n", - " + geom_map(islands, fill=None)\n", - " + geom_map(political, aes(fill='ClaimedBy'), color=None, show_legend=False)\n", - " + geom_map(wall, color=wall_color, size=2)\n", - " + geom_map(lakes, fill=water_color, color=None)\n", - " + geom_map(rivers, aes(size='size'), color=water_color, show_legend=False)\n", - " + geom_map(roads, aes(size='size'), color=road_color, alpha=0.5, show_legend=False)\n", - " + geom_map(cities, size=1)\n", - " + geom_text(\n", - " political,\n", - " aes('center.x', 'center.y', label='fmt_labels(name, ClaimedBy)'),\n", - " size=8,\n", - " fontweight='bold'\n", - " )\n", - " + geom_text(\n", - " cities,\n", - " aes('center.x', 'center.y', label='name'),\n", - " size=8,\n", - " ha='left',\n", - " nudge_x=.20\n", - " )\n", - " + labs(title=\"The Political Territories of Westeros\")\n", - " + scale_fill_brewer(type='qual', palette=8)\n", - " + scale_x_continuous(expand=(0, 0, 0, 1))\n", - " + scale_y_continuous(expand=(0, 1, 0, 0))\n", - " + scale_size_continuous(range=(0.4, 1))\n", - " + coord_cartesian()\n", - " + theme_void()\n", - " + theme(figure_size=(8, 12), panel_background=element_rect(fill=water_color))\n", - ")" - ], - "id": "cell-5" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Credit**:\n", - "[cadaei](https://www.cartographersguild.com/member.php?u=95244) of the\n", - "[cartographersguild](https://www.cartographersguild.com/) website forum." - ], - "id": "4b382021-d85f-4a39-bf95-772e796a1c32" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - } -} \ No newline at end of file diff --git a/examples/geom_map_files/figure-html/cell-4-output-1.png b/examples/geom_map_files/figure-html/cell-4-output-1.png deleted file mode 100644 index 7e670532f..000000000 Binary files a/examples/geom_map_files/figure-html/cell-4-output-1.png and /dev/null differ diff --git a/examples/geom_path-preview.html b/examples/geom_path-preview.html deleted file mode 100644 index 16c5b566c..000000000 --- a/examples/geom_path-preview.html +++ /dev/null @@ -1,994 +0,0 @@ - - - - - - - - - plotnine 0.0.post1+g7159748 - Path plots - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
- - Back to Article -
Path plots
- - Download Notebook -
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- - -
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-

Path plots

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In [1]:
-
import pandas as pd
-import numpy as np
-
-from plotnine import (
-    ggplot,
-    aes,
-    geom_path,
-    geom_line,
-    labs,
-    scale_color_continuous,
-    element_text,
-    theme
-)
-from plotnine.data import economics
-
-
-
-

Path plots

-

geom_path() connects the observations in the order in which they appear in the data, this is different from geom_line() which connects observations in order of the variable on the x axis.

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-
-
In [2]:
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economics.head(10) # notice the rows are ordered by date
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datepcepoppsavertuempmedunemploy
01967-07-01507.419871212.54.52944
11967-08-01510.519891112.54.72945
21967-09-01516.319911311.74.62958
31967-10-01512.919931112.54.93143
41967-11-01518.119949812.54.73066
51967-12-01525.819965712.14.83018
61968-01-01531.519980811.75.12878
71968-02-01534.219992012.24.53001
81968-03-01544.920005611.64.12877
91968-04-01544.620020812.24.62709
- -
-
-
-
-

Because the data is in date order geom_path() (in pint) produces the same result as geom_line() (in black):

-
-
In [3]:
-
(
-    ggplot(economics, aes(x='date', y='unemploy')) 
-    + geom_line(size=5)             # plot geom_line as the first layer                   
-    + geom_path(colour='#ff69b4',   # plot a path - colour pink 
-               size=1)   
-    + labs(x='date', y='unemployment (,000)') # label x & y-axis
-)
-
-
-
-

-
-
-
-
-
-

Plotting unemployment (scaled by population) versus savings rate shows how geom_path() differs from geom_line(). Because geom_path() connects the observations in the order in which they appear in the data, this line is like a “journey through time”:

-
-
In [4]:
-
(
-    ggplot(economics, aes(x='unemploy/pop', y='psavert')) 
-    + geom_path()                                    # plot geom path
-    + labs(x='scaled unemployment', y='saving rate') # label x & y-axis
-)
-
-
-
-

-
-
-
-
-
-

Comparing geom_line() (black) to geom_path() (pink) shows how these two plots differ in what they can show: geom_path() shows the savings rate has gone down over time, which is not evident with geom_path().

-
-
In [5]:
-
(
-    ggplot(economics, aes(x='unemploy/pop', y='psavert')) 
-    + geom_path(colour='#ff69b4', # plot geom_path as the first layer - colour pink
-                alpha=0.5,        # line transparency
-                size=2.5)         # line thickness
-    + geom_line()                   # layer geom_line 
-    + labs(x='scaled unemployment', y='saving rate') # label x & y-axis
-)
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-
-

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The geom_path can be easier to interpret if time is coloured in. First convert time to a number, and use this number to colour the path:

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In [6]:
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# convert date to a number 
-economics['date_as_number']=pd.to_numeric(economics['date'])
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In [7]:
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# inspect new column
-economics.head()
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datepcepoppsavertuempmedunemploydate_as_number
01967-07-01507.419871212.54.52944-79056000000000000
11967-08-01510.519891112.54.72945-76377600000000000
21967-09-01516.319911311.74.62958-73699200000000000
31967-10-01512.919931112.54.93143-71107200000000000
41967-11-01518.119949812.54.73066-68428800000000000
- -
-
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-

The path is coloured such that it changes with time using the command aes(colour='date_as_number') within geom_path().

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-
In [8]:
-
# input
-legend_breaks=[-79056000000000000, 709948800000000000, 1401580800000000000] # used to modify colour-graded legend
-legend_labels=["1967-Jul", "1992-Jun","2014-Jun"]
-
-# plot
-(
-    ggplot(economics, aes(x='unemploy/pop', y='psavert')) 
-    + geom_path(aes(colour='date_as_number'))       # colour geom_path using time variable "date_as_number"
-    + labs(x='scaled unemployment', y='saving rate')
-    + scale_color_continuous(breaks=legend_breaks,  # set legend breaks (where labels will appear)
-                            labels=legend_labels)   # set labels on legend
-    + theme(legend_title=element_text(text='Date')) # set title of legend
-)
-
-
-
-

-
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- - -
- - \ No newline at end of file diff --git a/examples/geom_path.ipynb b/examples/geom_path.ipynb deleted file mode 100644 index 09cadbb21..000000000 --- a/examples/geom_path.ipynb +++ /dev/null @@ -1,547 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:33.630827Z", - "iopub.status.busy": "2024-01-09T15:11:33.630517Z", - "iopub.status.idle": "2024-01-09T15:11:34.315572Z", - "shell.execute_reply": "2024-01-09T15:11:34.314818Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_path,\n", - " geom_line,\n", - " labs,\n", - " scale_color_continuous,\n", - " element_text,\n", - " theme\n", - ")\n", - "from plotnine.data import economics" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Path plots\n", - "\n", - "`geom_path()` connects the observations in the order in which they appear in the data, this is different from `geom_line()` which connects observations in order of the variable on the x axis.\n" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:34.318923Z", - "iopub.status.busy": "2024-01-09T15:11:34.318656Z", - "iopub.status.idle": "2024-01-09T15:11:34.331865Z", - "shell.execute_reply": "2024-01-09T15:11:34.331176Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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datepcepoppsavertuempmedunemploy
01967-07-01507.419871212.54.52944
11967-08-01510.519891112.54.72945
21967-09-01516.319911311.74.62958
31967-10-01512.919931112.54.93143
41967-11-01518.119949812.54.73066
51967-12-01525.819965712.14.83018
61968-01-01531.519980811.75.12878
71968-02-01534.219992012.24.53001
81968-03-01544.920005611.64.12877
91968-04-01544.620020812.24.62709
\n", - "
" - ], - "text/plain": [ - " date pce pop psavert uempmed unemploy\n", - "0 1967-07-01 507.4 198712 12.5 4.5 2944\n", - "1 1967-08-01 510.5 198911 12.5 4.7 2945\n", - "2 1967-09-01 516.3 199113 11.7 4.6 2958\n", - "3 1967-10-01 512.9 199311 12.5 4.9 3143\n", - "4 1967-11-01 518.1 199498 12.5 4.7 3066\n", - "5 1967-12-01 525.8 199657 12.1 4.8 3018\n", - "6 1968-01-01 531.5 199808 11.7 5.1 2878\n", - "7 1968-02-01 534.2 199920 12.2 4.5 3001\n", - "8 1968-03-01 544.9 200056 11.6 4.1 2877\n", - "9 1968-04-01 544.6 200208 12.2 4.6 2709" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "economics.head(10) # notice the rows are ordered by date" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Because the data is in date order `geom_path()` (in pint) produces the same result as `geom_line()` (in black):" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:34.373816Z", - "iopub.status.busy": "2024-01-09T15:11:34.373549Z", - "iopub.status.idle": "2024-01-09T15:11:35.545003Z", - "shell.execute_reply": "2024-01-09T15:11:35.544422Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(economics, aes(x='date', y='unemploy')) \n", - " + geom_line(size=5) # plot geom_line as the first layer \n", - " + geom_path(colour='#ff69b4', # plot a path - colour pink \n", - " size=1) \n", - " + labs(x='date', y='unemployment (,000)') # label x & y-axis\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Plotting unemployment (scaled by population) versus savings rate shows how `geom_path()` differs from `geom_line()`. Because `geom_path()` connects the observations in the order in which they appear in the data, this line is like a \"journey through time\":" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:35.548510Z", - "iopub.status.busy": "2024-01-09T15:11:35.548040Z", - "iopub.status.idle": "2024-01-09T15:11:35.815785Z", - "shell.execute_reply": "2024-01-09T15:11:35.815280Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(economics, aes(x='unemploy/pop', y='psavert')) \n", - " + geom_path() # plot geom path\n", - " + labs(x='scaled unemployment', y='saving rate') # label x & y-axis\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Comparing `geom_line()` (black) to `geom_path()` (pink) shows how these two plots differ in what they can show: `geom_path()` shows the savings rate has gone down over time, which is not evident with `geom_path()`." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:35.819616Z", - "iopub.status.busy": "2024-01-09T15:11:35.819395Z", - "iopub.status.idle": "2024-01-09T15:11:36.122218Z", - "shell.execute_reply": "2024-01-09T15:11:36.121699Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(economics, aes(x='unemploy/pop', y='psavert')) \n", - " + geom_path(colour='#ff69b4', # plot geom_path as the first layer - colour pink\n", - " alpha=0.5, # line transparency\n", - " size=2.5) # line thickness\n", - " + geom_line() # layer geom_line \n", - " + labs(x='scaled unemployment', y='saving rate') # label x & y-axis\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The `geom_path` can be easier to interpret if time is coloured in. First convert time to a number, and use this number to colour the path:" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:36.126554Z", - "iopub.status.busy": "2024-01-09T15:11:36.126298Z", - "iopub.status.idle": "2024-01-09T15:11:36.130163Z", - "shell.execute_reply": "2024-01-09T15:11:36.129447Z" - } - }, - "outputs": [], - "source": [ - "# convert date to a number \n", - "economics['date_as_number']=pd.to_numeric(economics['date'])" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:36.133312Z", - "iopub.status.busy": "2024-01-09T15:11:36.133058Z", - "iopub.status.idle": "2024-01-09T15:11:36.141751Z", - "shell.execute_reply": "2024-01-09T15:11:36.141189Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
datepcepoppsavertuempmedunemploydate_as_number
01967-07-01507.419871212.54.52944-79056000000000000
11967-08-01510.519891112.54.72945-76377600000000000
21967-09-01516.319911311.74.62958-73699200000000000
31967-10-01512.919931112.54.93143-71107200000000000
41967-11-01518.119949812.54.73066-68428800000000000
\n", - "
" - ], - "text/plain": [ - " date pce pop psavert uempmed unemploy date_as_number\n", - "0 1967-07-01 507.4 198712 12.5 4.5 2944 -79056000000000000\n", - "1 1967-08-01 510.5 198911 12.5 4.7 2945 -76377600000000000\n", - "2 1967-09-01 516.3 199113 11.7 4.6 2958 -73699200000000000\n", - "3 1967-10-01 512.9 199311 12.5 4.9 3143 -71107200000000000\n", - "4 1967-11-01 518.1 199498 12.5 4.7 3066 -68428800000000000" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# inspect new column\n", - "economics.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The path is coloured such that it changes with time using the command `aes(colour='date_as_number')` within `geom_path()`." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:36.144925Z", - "iopub.status.busy": "2024-01-09T15:11:36.144612Z", - "iopub.status.idle": "2024-01-09T15:11:36.476867Z", - "shell.execute_reply": "2024-01-09T15:11:36.476352Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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ePZuFCxe2OBxERERERM49xUWVmM0WAAICNcxNRERE+j9VALZTWloa5eXluLu7U1payv79+3n22We5++67ycvLa/sEIiIiInJOyM4scRxHRPo7cSUiIiIivUMVgG2YOXMmY8eOZdy4cfj52frDFBYWsmbNGt59911OnjzJgw8+yOOPP46rq6uTVysiIiIibclML3IcD4kNduJKRERERHqHKgDbcPvttzN79mxH+AcQFBTEd77zHX7/+98DturAdevWOWuJIiIiItIBKcmnd28MHaYAUERERPo/VQB2wcyZMxkzZgyHDx8mISGBRYsWtXr9N954g7feeqvFy5cvX87NN9/c3cscMAwGAwD+/v5YrVYnr0Y6ymg0Ov4fGBjo5NVIR+nx17fp8de36fHXcTkZpycAjxw1xKk/93r89W16/PVtevyJyECiALCL4uPjOXz4MNnZ2W1et6Kigtzc3BYvr6ysxGQydefyBqSGP+TSNxkMBj0O+jA9/vo2Pf76Nj3+2i87u9hxPGhw8Dnxc6/HX9+mx1/fpsefiAwECgB7kbe3N2FhYS1e7uXlhdls7sUV9S8GgwGj0YjFYtE7sH2Q0WjEYDBgtVqxWCzOXo50kB5/fZsef32bHn8dY7FYKSmqBMDN3QUvbzenPv/S469v0+Ovb9Pjr3soPBXpGxQAdlFSUhIA4eHhbV73xhtv5MYbb2zx8vz8fIqKilq8XFpnMpkIDAykpKREQWofFBgYiMlkwmKx6HHQB+nx17fp8de36fHXMQX55ZjNthf6AYGeTv+Z1+Ovb9Pjr2/T4697hISEOHsJItIOqlVvRVvv4iUkJHD48GEAZsyY0RtLEhEREZEuyM4scRyHRfg7cSUiIiIivWfAVACWlpY6jisrKx3HFRUVTS7z8vLCxcX2ZXn++ecxGAzMnj2bESNG4O7uDkBRURFr167l3XffBWDIkCEsWLCgNz4NEREREemCrFOnq3yGxGgCsIiIiAwMAyYAbGnr7V/+8pcm/37kkUcYP348AFVVVaxfv56VK1diMBjw8vICbKFhg2HDhnHPPffg6uraQysXERERke5yIiXfcTw0VgGgiIiIDAwDJgDsjEWLFuHv709SUhK5ubmUlZVhsVgICgoiLi6OOXPmcP755zsqBkVERETk3JZ+stBxHBGlLcAiIiIyMAyY5GrFihUdvs2oUaMYNWpUD6xGRERERJwhL7fMcRweqQBQREREBgYNARERERGRAcFisVJaXAWAi6sRXz8PJ69IREREpHcoABQRERGRAaEwvxyLxQpAQKA3BoPBySsSERER6R0KAEVERERkQMjOKnEch0f4OXElIiIiIr1LAaCIiIiIDAhZp4odx0Nigpy3EBEREZFepgBQRERERAaEE6n5juPBMcFOXImIiIhI71IAKCIiIiIDwqmThY7jiKgA5y1EREREpJcpABQRERGRASEvp8xxHBHl78SViIiIiPQuBYAiIiIi0u9ZzBZKS6oAMJkM+Ad4OnlFIiIiIr1HAaCIiIiI9Hv5eeVYLFYAAgK9MRgMTl6RiIiISO9RACgiIiIi/V52ZonjODzSz4krEREREel9CgBFREREpN/Lyix2HA8eqgnAIiIiMrAoABQRERGRfi8ttcBxPCQmyIkrEREREel9CgBFREREpN9LP1noOA7XBGAREREZYBQAioiIiEi/l5dT6jgOj1QAKCIiIgOLAkARERER6dfMZgulJVUAGE0GAoO8nbwiERERkd6lAFBERERE+rW8nDKsVttxQIAXRqPBuQsSERER6WUKAEVERESkX8tuNAE4LMLPeQsRERERcRIFgCIiIiLSr2VnlTiOhwwNduJKRERERJxDAaCIiIiI9GvpJ05PAB4UE+TElYiIiIg4hwJAEREREenX0k+eDgA1AVhEREQGIgWAIiIiItKv5WaXOo4jItUDUERERAYeBYAiIiIi0m/V15spK60CwGA0EBzi4+QViYiIiPQ+F2cvQESkp9XV1nN4zyncPF0pL61m+tw4Zy+pVxXklOLqZsIv0NvZSxER6XV5OWVYrbZjf39PjCa9/y0iIiIDjwJAEen3tq5P4oV/rgWDATd3F6L+8x2iB8AUyNQjWdx/0/+wWq1cdM0UfvDHxc5ekohIr8vOPD0BODxC239FRERkYNJboCLSr1ksVj5/d7fj37U19Tz54BdUVdY6cVW9I3xwIFaLBYC0ozlOXo2IiHNkZxY7jgdrArCIiIgMUAoARaRf27c9lcw02/THqXOGAZCZVsSLj67D2rAnrJ/y8vFwbHXLSS9y8mpERJyj8QTg6MEKAEVERGRgUgAoIv3a5+/Zqv98/T35yR8ucfT/277pGKs/3ufMpfUKbz8PAMqKK6mu6v9VjyIiZ2ocAIZrArCIiIgMUAoARaTfSk7MJnF/BgALr5iAh6cbt/9mIRHRAQC8/dxmjh7MdOIKe15w2OkXuycTs524EhER58jNKXUch0f5O3ElIiIiIs6jAFBE+q3P390FgJu7CxdfMQEALx93fnH/Zbi5u2A2W3j6z6soKap05jJ7VGTs6WEnx/t52Ckicqa6OjNlpdUAGAwQGurr5BWJiIiIOIcCQBHpl7Izikn45jgA5186Br8AL8dlg4eFcOuvLgKgqKCCfz/yJWazxSnr7GnhgwLB3usw5VCGk1cjItK7crNLwd7u1dffExdXk3MXJCIiIuIkCgBFpF9a9cFurFYwGA0svnbyWZfPXTiKBcvGA3B47yk++N+3vb3EXhHYaAvw8QMKAEVkYGk8ATgsXP3/REREZOBSACgi/U5pcSVff3kYgOlz4wiPCmj2ejf+ZB7D4sMB+OydXezaktxbS+w1QeF+juqXwpwySgrKnbsgEZFelJ1Z4jgePDTQiSsRERERcS4FgCLS76z5dD91tWYAlnxnaovXc3Vz4a77LsPHPin3uX+sITujuDeW2GuCwpr2u0o+pD6AIjJwnEorchxHDw5y4kpEREREnEsBoIj0KzXVdaz5ZB8AoyZGEzcqotXrh4T78tM/XorBAJUVtTz14BfUVNf1xlJ7RWBDAOjoA6gAUEQGjvSThY5jTQAWERGRgUwBoIj0K19/eZhy+8THJde1XP3X2ITpQ7n6ppkApKXk88pTG7HaA7O+zsffE1d3F8e/Uw5lOXE1IiK9Kzen1HEcEakAUERERAYuBYAi0m9YzBZWfbAHgOihQUycEdPu215xwwwmzhgKwDdfHWHjF4d6Yom9zmAwNNkGnHwoE4ulf4SbIiKtqa2pd7whBBAa7tvKtUVERET6NwWAItJvJGxOJjfL1vB9yXVTMRoN7b6t0Wjgjt9fQoj9BeKrz2wkJSmnR9bZ2xoPAqksqyYnvbD1G4iI9AO52aer/3z9PHBzc2nl2iIiIiL9mwJAEekXrFYrK9/dCUBgsDezF8R3+By+/p7cdd9luLgaqa+z8NRDX1BWUtXdS+11gaFNq17UB1BEBoKsRhOAw8L9nLgSEREREedTACgi/cKRfRmkJuUCcOnVk3BxNXXqPMPiw7npZ/MByM8p479/+6rPb5kNOuOFryYBi8hAkJ1V7DgeNFQTgEVERGRgUwAoIv3C5+/tAsDDy42Llo7v0rkuXDKWeZeMBmB/wkk+fXNHl9fnTEFnTAJOPqgAUET6v8z0Ysdx1OAAp61DRERE5FygAFBE+rz01Hz2bT8BwEVLx+Hl496l8xkMBm65az5DhoUA8NFr29mfcLKry3SawDMqANOO5lBXW++k1YiI9I70k6f7nWoCsIiIiAx0CgBFpM/74r3dAJhMRi69elK3nNPdw5W77r8MTy83rFb4z19Wk59T2vYNz0FBDZMv7TuZ6+vMpB/Ldd6CRER6QW726R6A4QoARUREZIDTODQR6TFHO7DV1Ne3DKPRiMVioaysrN23Ky2uYsu6RADOuyie4DMGXnRFRHQAd/z+Yh6//3PKy6p56qFV/OnRq3HzcO22++gNQc18TZIPZjBsbJQTViMi0vNqqusoL6tx/DssQkNAREREZGBTACgiPaK+zsxDv3i/1+7P1c3EkuumdPt5p86JY+l3prLyvV2YXIy8/OQGfvy7izEYDN1+Xz3FL8gbk4sRc70FT283qipqST6UxcXOXpiISA/JyTpdse3t445HH3vjRkRERKS7KQAUkR7x0Wvbe/X+nnn/dry72PuvJdfeeh7lZdVs/OIQxw5lETkokCtumN4j99UTjCYjASE+FGSX4uPvSVVFLSmaBCwi/Vh2ZrHjOCy8+yrDRURERPoqBYAi0iNmzh/BircSALjkqonMmj+y1ev7+vp2agtwg54K/8DWW/C7t8/h6MFMMtOKeP9/3xIe5c+sC1v/nM4lQeF+FGSX4uJqAiDrZAEVZdV4+3o4eWUiIt0vO/N0/79BQ4OcuBIRERGRc4MCQBHpEUOGhTAoJphTJwo4fjibm+6c3+r1AwMDMZlMmM1mioqKemeRHeDt68FvHr6c+3/+LmUl1Tz3jzUEhfkycmyks5fWLoFhtgqY+jqz42MphzIZP2uYs5YkItJjMjOKHcdRgwKdtxARERGRc4SmAItIjzAYDMxeEA9ASlIOWennXqjXUWFR/vzqoWW4upqoqzPzxP0ryW1UZXIuCwqzNcCvLK3GYLT1L9Q2YBHpr9JPFjqONQFYRERERAGgiPSghgAQYKt9Um9fN3JsJD/6nW18RmlxFf/60woqymvauJXzBdl7YFWUVhMVEwwoABSR/quuth6DwYDBYCAiUhOARURERBQAikiPCQn3I358FABb1iVhtVqdvKLucd6FI1l+yywAMtOKeOrBL6ivN7dxK+dqqAAEiI4NASD5UGa/+Z6IiDSoraknPb0YC+DmbiJ6iHoAioiIiCgAFJEeNXvBKAByM0tIPpLt5NV0nytumM7ci22f26E96fzvyQ3ndJjW0AMQIDjCFgaWFFRQkFPqrCWJiPSIvLzTg6QiovxxtQ8/EhERERnIFACKSI+aecEITC62XzVb1iU5eTXdx2Aw8MNfXcSoCbYKx02rDvP5e7udvKqWBTUKAL19PR3HKQe1DVhE+pejR3Icx+MmDnLiSkRERETOHQoARaRH+fh5MGlGDADbNx4957fKdoSrmwu/uH8JEdEBALzzwhZ2fH3cuYtqQUCoLwbb7A8MRnBztw2BT1YfQBHpZw7sSXccz5wX58SViIiIiJw7FACKSI+bvdC2Vba0uIqDu9KcvJru5evvyW8euRxvH3eswKHd6W3exhlcXE34BfsAUJxXTszoSEABoIj0P8nHcgEwGCBueJiTVyMiIiJyblAAKCI9bvKsWDy93QDY2o+2ATeIGBTAhUvHgcHA4f0ZlBRVOntJzQoKtW0DLswtI26sbety6uEszPUWZy5LRKTb1NbWk59bDoC3jzuGhtJnERERkQFOAaCI9Dg3dxemzxsOwK4tyVRX1Tp5Rd2vqKACgPKyavwCPNu4tnMEhtsDwJxShtkDwNrqOjJP5DtzWSIi3SbxYBYWi+1NjYhIfyevRkREROTcoQBQRHrF7AXxANRU17Nzc4qTV9O9rFYrh/dlADB6YvQ5W3ESFGab/luYW+YIAAGSD2Y4a0kiIt1qX6M2E7FxIU5ciYiIiMi5RQGgiPSKMRMHERjsDcDWdYlOXk33ysksoTDPtuVs7KTBTl5Ny4LsFYClBeUEhvrgG+gFqA+giPQfuxNO0jDxKCIqwLmLERERETmHKAAUkV5hNBk57yJbFeDBXWmUFFY4eUXd5/C+U47jMZOinbiS1gXaewBarVBSUOHoA5iiAFBE+oHc7FKys0oc/w61v+khIiIiIgoARaQXzbFPA7ZYrGzbeMzJq+k+h/fattAGBnsTER3g3MW0Iijcz3FcmHu6D2D68bx+2ZdRRAaWfbubTpkPDVMAKCIiItJAAaCI9JohcSFEDw0C+s82YKvVyhF7BeCYSYPO2f5/0DQALMopI26cLQC0WqycTMx21rJERLpF4/5/oABQREREpDEFgCLSawwGg2MYSHJiDtmnipy8oq7LSi+iuLASgDETz93tv3B6CzDYB4GMaTQIRNuARaQPq6szc2j/6YFG3t5uePu4O3FFIiIiIucWF2cvQEQGltkLRvH+y98CsGVdEtfcPMvJK+qahum/YKsAPJe5e7ri7edBRWk1Rbml+Ph7Ej44kJz0IvZtOc7wcW0HmCPP4SEnIjJwJR7Koqa63vHv0EYVzyIiIiKiAFBEellohB8jx0Vx9GAmW9clcvVNM8/pbbNtObTHtv03OMyX0Ihz/wVnUJgfFaXVFOaUARA3Lpqc9CIOJ5zkcMJrbd7+9Z339PQSpQ+qrzOTfrKQ1ON5pBzLxd3dFW8fd8ZMjCZ+TESffoxL3+DY/mv/WdP2XxEREZGmFACKSK+bszCeowczyckoITkxh+GjI1q87n0/eZuy0irGTRnCD+9e2IurbJvFYuXIfnv/v4nRfSLkCAz3Jf14LoW5pQDMWTyOmPgI3npibbtu/8Ub27j0+hmYXNRBYqCqrzdz6mQRqcdzSTmWR+qxXNJSC6ivtziu4+PrTnlZDbwBI0aHs/SayUydFYvReO4/RqRvaggATSYDZrNVE4BFREREzqAAUER63YzzR/DaM5sw11vYui6x1QAw9VguVouVpIPnXo+6UycLKCupBmDs5HN7+2+DoDBblWJRrq0CcMLsOCbMjnMMBGnJ20+u4/iBDNZ9sJvFN8zs8XXKucFstpCRVmgP+mzVfWmpBdTVmVu8jZ+/JwFBXtTVmamprufYkRwef/hLIgcFsPTqScy5aCRubnr6Id0nL7eMjPQirIDZbAVQACgiIiJyBj0DF5Fe5+vvycQZMezemsK2DUf53h3zWryu0WDAjJXqytpeXGH7HN7bqP/fxD4SANpfFBfllWGxWB0VWa319qutruPk0RwAJs0d3icqHaXjzPUWTqTksndXsmMr78mUfOpqWw77fPw8GDYilGHDw4gdEcqwEaEEhfhgMBgoL6tm7ecH+XLFAUqLq8g6VcwLT23k/dd3sOiKCSy4bKyGNEi3OHP6L2gLsIiIiMiZFACKiFPMXhDP7q0plBZXcWhXOvMXhTR7PaPRgNkM1VV1vbzCth3ZZ9v+Gx7lT3AfebEZaF+nud5CaWEFASE+bd7m8M6T1NXYmutPnBPXo+uT3mExW8jMKCblWC6px/JITy0i+VgONdUtP868fdwZNiKU2BFhDBtu+39ImE+LgbCPrwdXXj+Ny66axDfrklj50V5yMksoLqrknVe28cm7u1iweAyLrpxIcDt+DkVa0hAA+vl7Ulpqq8pWACgiIiLSlAJAEXGKKecNw8PLjerKWrasS2T+osnNXs9oMkAdVFfVYrVaz5nqM1v/P1sF4OiJbU/PPVc0bAEGKMwtbVcAuG/LcQDcPFwZNWVoj61NeobFYiUro5jUY7n2yr48TiTnNZmYeiYvH3dih9sq+mz/DyM03LdTjz83dxcWXDaWCy8dzc5vU1nxwR5SjuZSXVXH5x/t48tPDzDnwhEsuXoSg2OCu/KpygBUV2fmoP3NmIgofwWAIiIiIi1QACgiTuHm7sL0eXF8s/oIu7YkU1VZg4+v11nXM5pswyYsZiuVFTV4+3j09lKblZaST0VZDQBjJvWN7b8AQeGnA8Ci3DIY0/r1rVYre+0B4NjpMbi568/GucxisZKTWULKMfuAjuO2sK+1ClpPLzdGjo5k5Ogo4uIjCI/yIizCr9vDdqPJyIy5cUyfM4zEg5l89sEe9iakYTZb+HptEl+vTWLy9KEsXT6ZUeMiz5mwX85tRw9nOcJsH193+/898PRyc+ayRERERM45eiUnIk4zZ8Eovll9hJrqerZtTGLhsrOrAE2m09Nmi/IqzpkA8PDeU47jvtL/DyCoUVVMYU5Zm9fPPFFAfmYJYOv/J+cOq9VKTlapfRuvrbov9Xg+Va30y/TwdG1U2Wfr2xce6U9wcBAmkwmz2UxRUVGPrttgMDB6fDSjx0eTllrA5x/tZevGY5jNFvYknGRPwkmGx4ezdPkkps2KdbwJINKcvfbtvy4uRqy2+R+EaQCIiIiIyFkUAIqI04yZNIiAYG+KCyrYuGp/8wGgS6MAML+cQbHnxhbBQ/YAMHJwAIHB3k5eTft5+rjj7ulKTVUdhbmlbV5/7+bjjuMJ6v/nNFarldzsUsckXlvYl0dlRcthn7uHC7Fxtl59DQM6IqICHINfzgVDYoP5yd0LuO6mGXz56X7WrTpMdVUdx5NyeOKR1URE+bPkmknMWxCvycHSrIb+f/FjIynIrwC0/VdERESkOXo2LSJOYzQZOe/Ckaz6YA+7tyVTXFCOb4Bnk+s0DgAL88t7e4nNMpstJB6w9f/rS9V/YKu+Cgr3I+tEAUU5bQeADf3/BsWFEhLh39PLE2xhX15OmWMSb6p9K29FeU2Lt3F3d2FoXAjDRoQ5KvwiowP6TPVccKgvN9w2hyuvn8a6Lw6x6tN9lBRVkZ1ZwktPb3JMDl542Vh8fM+NKmBxvoK8ck6l2SpWJ04ZzEfv7QEgVBWAIiIiImdRACgiTjVn4ShWfbAHi9nKptUHWfqd6U0ud3ExOY6LeikAPGof7tGcEeOjOHEsl+pKW0+1vtT/r0FQmC9ZJwoozG19C3BleTVH96QD2v7bkywWK8cTs0k9nsfuHSdJPZZLeVnLYZ+rm4mYJmFfGFGD+k7Y1xpvH3cuv24Ki66cwJb1R1n54V6yMoopLa7ivVe38+m7u7ho0VgWXzmBEFV5DXgN238BRo6JpKpyO6AAUERERKQ5CgBFxKmGDg8lakgQmWmFbPhi31kBoNHYaAtwQUWPrsVisfL+C5tZ+caOFq8zZW4cuJ7+1Tl6Qt+ZANzAN9CLISPDiWxj4uqh7Scwmy0ATJyjALA72apIM9mxJZmdW1MoLqxkzMRoDu3PbHI9VzcTQ2NDiG00jTd6SGCT3pj9kZubCxcuGsMFl4xm17ZUPvtgD8cTc6iprmfVJ/v46rMDnHfBcJZeM5kh50hbAOl9Ddt/Q0J9cGlULa4twCIiIiJnUwAoIk5lMBiYszCe91/+lsQDp8hIK8DL9/QLuUb5X49XAB47kMHKNxPAYMDRTf4MuzcnY3VzAaORQTHB+AeePbn4XFdSUEHa0Rw8fdxbvd7ezccA8PJxZ8SEvlfpeK6pqzVzaG86O7aksGtbKuWl1U0uz8spY9jIMPuAjtNhX+Mq2IHGaDQwffYwpp0XS9LhbFZ+sIfd9mB68/qjbF5/lInThrD0msmMmRClycEDSH2dmYP7bL1YJ04dQn7u6b8PCgBFREREzqYAUESc7ryLbAEgwKZVB1h83UTHZU0qAHs4APx2XRJg6zt491+vxN3Ttcnl2aeKeOXxddRYbSFD7IjQHl1PTzmVnAfY+vq1xGKxsm9rMgDjzxvWpBejtF9NdR37d6WRsCWF3dtPnDWh19XNxISpQ5g+J44pM2PwbiOUHagMBgOjxkYyamwkp9IK+fzDvWzecBRzvYV9O9PYtzONYSPDWLZ8MtPP0+TggSDpSDbVVbZWDBOnDiE763RPU20BFhERETmbAkARcbqwSH/GTBrM4b3pbFi1n0XXTnBU8hgaTSztySEg9fVmdmw4CsDk2cMYPzPmrOuMnBBNYUEF779m2yKcuDuN6qo6PM4ICs9lpUUVlBVVAq0HgCeTsimxb7mepO2/HVJZUcvehBPs2JzC/p0nqampb3K5h6crk6YPZcbcOCZOG4KHp5uTVto3DRoSxI9/dRHXft8+OfiLQ1RV1ZFyNJcn/7Ka8Eg/Lrt6EhcsHIWbu57m9FcN239NLkbGTojmwD5b71Y/f0/c3fvO72QRERGR3qJnxiJyTpi/eAKH96aTmVZISlIOcaMiANsWwAalRZXU15t7ZEvkoZ1plJVUAXDewlEtX7GhItFqJT+jmBf++iV3Prj0nNt6WFFahbef51kfz7BX/wFEtxIANkz/NRhg/Oy47l9gP1NWWs3ubans2JLMwd3p1Ndbmlzu7ePOlFmxzJgzjHFTBuPmpj+/XRUU4sP3fjibK6+fyrovDrPq030UF1aSk1XK//79NR++kcAly8Zz8dJx+PppcnB/0xAAxo+JwNPLjXz7UKMwVf+JiIiINEuvQESEIwmpANRU1jLpgninrGHexWN57p+rMNdb2LI2yREANg7WrFYoKaokOLT7X+B9uy4RAA8vNyadF9vi9Q7vtfWc8vRyo6amjh0bjvJp3HauvHlWt6+pM04cyWLFS5s5sOU41/78IkoKyrn25wscl586fjoAjIoNafE8+7bYtv/GjonCP8i75xbchxUXVrBzqy30O7I/A4ulad9IvwBPps0exow5cYyeEDWge/n1JC9vd5ZdO9k2OXjDUVZ+uIfM9GJKS6r44I0dfPb+buZfOprLrppIaLifs5cr3aAgr5z0k4WAbfsvQG6ObQuwtv+KiIiINE8BoIjw/B8/JD+rBIDH19xNSFRAr6/BL8CLaXNGsH1TEts2JHHDT+ZhMhmbVACCrQ9gdweAtTV17PraVvE2bd5w3FrYPlZXa+bo4SwA5l48isQdJ8g4UcCHL25h8LAQps5zzlZZq9VK4s6TfPbSZg58m+z4+Ot//xIAnwAvFn//PAB2rD3ScCMeuvllHv3s52edr7SoguSDtu10E+eo+q+xvJxSdm5NIWFLCkcPZ501KyY41Mc2tGJOHPFjItSLrhe5upqYf8lozl84ij07TvDZB3s4ejibmpp6Vq84wJqVB5l1vm1ycExcy+G3nPv2705zHE+aOgSr1UqevQJQA0BEREREmqcAUGSAyz5Z4Aj/ABITUpl7xWSnrOWiyyayfVMSpcVVHNyVxsQZMU16AAIU5VXA6O693z1bUx3N5M9b2HIF5PEj2dTVmgGYMG0oi6+exP23v0lFWTXP/vkL7n/uewxqpaquu1ksVvZ+fZTPXtrM8f2nHB93dTMx45KxHN6eSlFeGW/96yv8grwJCvcjsdEL52Hjops974FvUxzB1qS56v+XdaqYhK3JJGxOIeVY7lmXh0f6MX1OHDPmxjFsZNg5tx18oDEaDUydFcvUWbEkHcpi5Yd72bUtFYvFytaNx9i68Rjjpwxm2fLJjJ0Yre9XH7TXvv03KMSbQUOCKCutpqba1mtTVZ4iIiIizVMAKDLA7Vh9sMm/jySccFoAOPOCeDy93aiqqGXruiQmzohptgKwu21ba9v+6xvgyRj7drLmHN5nC9kMRgOjJkTh5e3Ozx5cwj9/8xHVVXU8/sdPefD57+HTTO+97lRfZ2bblwdZ+b8tTXr6eXi7sfC66Vx64ywCQnzITM3nz7e8THlxFc/f+ymuHq62fdT2wGPczGHNnn/vZls1pH+wNzGjInv0czkXWa1W0k8UkrAlmR1bkjl1ovCs6wwaGsT0OcOYMTeOwTHBCpHOUfFjI4kfG0lGepFtcvD6JOrrLRzYnc6B3enEDA9l2TWTmDE3DpOqNfuE+nozB+0DPyZOHYLBYHBU/4EqAEVERERaogBQZIBrCAC9/TypKK1y9AN0Bg9PN2ZfNJp1n+1j5+ZkqqvqHBWARqMBi8Xa7ZOAK8tr2Lfd9jnPmD+y1T5tDf3/YkeE4uXtDsD46TF872cX8ObTG8nNKOaZ+1fy239eg8ml+8OE2uo6Nn2yhy9e/Zb8zGLHx30DvVh04ywWXDcd70bDDqJiQ7j76e/xl9tepa7WTE1VnSP8Axg5adBZ92Gut3BgWwoAE2bHnRXA9ldWq5WUo7kkbElhx5ZkcjJLzrpO7IhQps+JY/qcYUQNCnTCKqWzogcH8qNfXmibHLxiP2s/P0RVZS0njufx9N/XEPrqdpZcNZELLh6Fu4cmyJ7Ljh3JoaqyFrBt/wXIyzkdAGoIiIiIiEjzFACKDGBZJ/I5mZgNwKjpMexad4S8U0XkZxY7pQ8gwIWLJ7Dus33UVNexe2syRntg5eJqoramntQjth58tbX1pKfkO4aFdNbOb447tvW2Nv23tqae4/av1ZiJTYOzS6+dQtrxPL5ZdYhDO9N4+z+buPGuC7u0rsYqy6pZ+14Cq9/YTmlhhePjwZH+LLl5NudfORl3z+ZDi9gxUUQPD+PEkewmH/f0cSdiaPBZ1z9+MIOK0moAJs7p39t/LWYLR49kk7A5mYStKRTkNQ2XDQYYMTqSGXOHMW32MG0t7AcCg7357g/O44rvTGX9qkN8+cl+CgsqyMsu5ZX/fsMHbyZwqX1ysJ9/z1bySuc0bP81mYyMtf8ubhgAArY+nCIiIiJyNgWAIgNY4+2/C66fwa51tgERR3akMu9K52wDnjA9Fv8gL0oKK9myLslRgVZbVQtGI4cSTvDv373P8JlxvP7MJowmAz/41UIuXDKuU/f37Rrb9t/gMF9GjItq8XpHD2VRX2cBYMwZlXMGg4Fb7l5I5slCkg9nsfr93QwZHsr5l3VuTQ1KCsr58o1trHtvJ1XlNY6PRw8LZemtc5i1aBwurq1Pln3rsTWnw79G239jR0c0u2113xbb9l+jycD4WS1PQ+6r6uvNHNmfScKWZHZ+m0JJUVWTy41GA6MnRDN9ji30C9QE5H7Jy8uNpddMZtHlE9i66RiffbCHjLQiykur+fDNBD77YA/zL7FNDg6LUPB7LtlnDwDjx0Tg5eUG4NgCHBDkhZubntqKiIiINEfPkkQGsB2rDwEQN2EQ486LwzfQi7KiSo4kOC8ANJmMnHdhPF9+uIcDCScZMcZe4dcwbdVoZNuqg+zYdhJMJixmK9FDgzp1XyWFFRyyD8WYtSC+1e2uDf3/TCYj8ePO7ovn5u7CLx+5nPtuf5Oi/HL+96+1RA0NYvjYlkPFluRlFPP5q1v4+pO91NXUOz4eNz6aZT+cy+QLWl9rg/Uf7OKrt3c4bltfZ+ZkUg5YrWQk51FRWoX3Gf0KG/r/jZw4GC8fj7PO2RfV1tZzcHc6CVtT2L0tlfKymiaXu7gYGTdlMNNnD2PqrFh8Vfk1YLi4mjh/4SjmXhTP3oSTrPxwL4kHM6mtqeerzw6w5vODzJoXx9JrJhM7PNTZyx3wCgvKSTtRANj6/zXItweAYer/JyIiItIiBYAiA1RWah5pSbbKsJmXjsNgMDBqeiwJXx1yah9AgDkLR/Hlh3uwWKyUljRUaNkSQJObC2bA3Kh6zWixdOp+dmw4itViO29r238BDu+1NZ0fFh+Gh6dbs9cJCPHhF49cziM/f5e6WjNP/N8KHnrxBoJC2/eiNP1YLp//bwvffnkAi9nq+Pi4WcNY9sO5jJ4e0+5hE4cTTvDa378EIDjCj18+dh1/+dHrjstL8st57Odv87tnv+/YPlyYU0q6fcptX5/+W11dx76EkyRsSWHPjhOOKc8N3NxdmDhtKNPnDGPyjKGOno4yMBmNBqbMjGHKzBiOJWaz8oO97Pw2BavFyrebjvPtpuOMmzSIZcsnM27yIA19cZJ9u9Idx40DwFx7D8BQ9f8TERERaZECQJEBaru9+g9g+iVjARgzwxYA5mcUk5dRRGi0cwYdxIwIJWpIIJlpRRQXVto+aM/DzBYrN9yzlDef22z7gMXCn296iUU3ncdVd8zHw6v5cK45365LAiBqSBBDWqnuqa6qJSUpBzi7/9+Z4sZEcutvL+G5R1ZRUljBk/es4J6nv4Obe8u/bo/tS+ezlzazZ9NRx8cMBpi2YDRLb53LsA5WEWafLODxX72Lud6Cq5sLV99xATlpBeSeKjp9cuDo3nT+/fsP+MVj38HkYmSvffsv9M3+fxXlNezZcYKEzcns25Xm6O3YwNPLjckzhjJjbhwTpg7RsAdp1ohREfzqT4vIOlXM5x/v5Zu1SdTVmTm49xQH955i6LAQli2fzMx5mhzc2xq2/wYFezPYXvlttVodW4A1AVhERESkZQoARQaohv5/wycOdgz8GD39dM+3xIQTTgsADQYDsxeM4oP/fUtVhW3aI9bTFXFZWacbvmO2YDFb+OJ/WzhxOJNpC0ZzwdVTcHNvPdzJyyrh2MFMAGYtjG+1oifpYBZmc0P/v+g21z930RjSknNZ9c4uUo5k8/I/1/DjexY1uQ+r1cqBrcl89vJmEneedHzc5GJkzpIJLPnBHKJiQ9q8r+Z8+dYOqu1ft7qaOl64f4XtAqM9rLBYHCHgnk1HeemhFdz+4BXs25IMQEikP9HDOnffva20uIpd21LZsSWZQ3tPYa5vWg3q4+fB1FmxzJgzjLGTBuPq1nrPRJEGkYMCuO3n81l+wwxWf7afNZ8forK8hpMp+TzzjzW8++o2LrtqIhdcMhoPhck9rr7ezAH7JPYJUwY7fp+WFFc5wn4N6hERERFpmQJAkQEoKzWP9KO2irYZ9uo/gKi4UHyDvCkrrHBqH0CA2RfF88H/vm32sn3bTziO5y4eR2FKDkU5pRxJOMHh7amseOEbLrtlNhcun9ZiReA2e/UfwHkL2tr+a+//52JkxJiz+/815zs/Pp9TyfkcSDjJltWHGTo8lMXXT8NitpCw7ggrX97CCftEYwA3D1cuvGYKi286j+AI/3bdR0u+/9tLWfduQvuubDDwzaf78Pbz5NAO29bviXPizuktjoX55ezcmkLC1hSOHMh0bONuEBDkxbTZw5gxJ45R46NUpSVdEhDkxXdunsXl105hw+ojfPHxXgrzK8jLKePVZzfz4ZsJXLJsPJcsG6/JwT3oWGIOVZW2NzYmNdr+m2ff/guqABQRERFpjQJAkQGoue2/YKu8Gz09hh2rnd8HMCzKnxFjIzl2KOusywpyTlcADh8XxYL/W8T+zcd5+7GvyDieS3FeGW/9czWfvfgNi246j4uvn4HnGQMtvl1nm/4bOyqciMGtVzo2DAAZMTqi3dtGTS5GfvbgUh740Vtknyri7f9+TUFmEfs2JpF9ssBxPW8/Dy7+7gwu+e5MfAO92nXu9tz3vf+7BavV6gjyVr25nZ3rbaHnVXecz4iJg3nt71+SfaIADAa+fGM7uNiq487F7b+52aUkbEkmYUsKxxqmGjcSEubL9LnDmD47jhGjI9o1JEWkIzy93Ljsqolcsmwc3246zsoP9pB+spDysho+emunbXLwxaO57OqJhEd2LcSXs+2zD2wymYyMazSJvWH7L0CYegCKiIiItEgBoMgA5Nj+O+n09t8Go6fHsmO18/sAAsxeEG8LAA0GDK5GMDTZCQzY+vcZDAYmzhvB+Dlx7FqfyKfPf83JI1mUFVXy/pPr+PzlLVx64ywuvWEW3v6enErNJz05H2i7+q+yoobUY3kAjJnUev+/M3n7evDT+y/joZ++Q32dmdUf7YMKW0/DgFAfFn//PC5cPhXPHhhAMXLykCb/fuPRNbYDq5WLvzMD30AvHnz9h/z1R69x4kg22AMzk8nImOkx3b6ezshML2LH5mQStiRzwv79aiwyOoDpc22VfjHDQ8/pqkXpP1xcTMxbEM/ci0ayb2caKz/cw+H9mdTVmlnz+UHWrjrEzDnDWHrNZIaNDHP2cvuNhgEgI0aFNxnak2t/Q8hggOAQH6esTURERKQvUAAoMsBkpjTe/jvurMsb9wE8siOV0KucFwDOmj+SV5/aCIDRZMLH35OShqEgdpFDTq/PaDQyfeEYpi0Yzb5vjvHJc5tI3n+KyrJqPv7vRla99i0Lr59Ovcn2q89ggJkXjWx1DYmNtpi2NQCksbLiSta8vYM1b++gvqIWPD3AYMDk5813fzyXi5ZPxdWt934F56QXAuDu5eaoNPTy9eD/XriZh3/4CmnHbSGnud7MkR2pTDq/9a9LT7BarZxMySdhSwo7NieTmV501nWGDAtm+uw4ZswdRrQ9/BVxBoPBwKTpQ5k0fSjHk3JY+eFeErYkY7VY2fZNMtu+SWbsxGiWLp/cpGeddFxRYQUnU2xvAjTe/guQb68ADAz2xsVVPT5FREREWqIAUGSAaaj+g6b9/xo07QN4gvOvmtKby2vC198TI1YsGLBYbP9uHAB6ersREOR91u0MBgOTzh/JxHkjOLQthU+e20TSrpNUV9Sw8qXN4O8LRiPDx0QSFNr6lrGG/n+ubiaGj45o9bpWq5Vje9P55pM97NyYRHlxleMyfz83SsrqMFvg4L5MLv7O9I58KTpl/Ue7ObY/gxvvvpjKshoAQqMDmlzH08ed2x+8gntvfMn2AYuVx3/5Lve8fAsjJw3u8TU29vIzm1j/xaGzPh4XH8b0OXFMnzOMiDMqVkXOBcPjw/nl/11KdmYJn3+0l6/XJFJXZ+bQvgwO7ctgSGwwS5dPZta8OFxcFFJ11L7d6Y7jidOaBoC59h6AYWEaACIiIiLSGgWAIgPM9kbbf4Ob6VPVuA9gopP7ANbV1mOprQc3V6xAdVVdk8ujBrdeAWYwGBh3XhzjzosjcecJPn3+aw7uOOGYhpuy+wSvPLySpT+cS0hkQLPnqCivYeS4SAKDvVucIJuTXsiWlfvY8tl+cu2VdqOmx5C4K434KUNY9sO5jJ8dx38e/ILt65PYuzWFD17cwnU/ntfhr0l7Wa1W3nl6A1XlNWz98iBDRkXg4+vO5Hkjzrpu0p60xjfEYoW/3v4qf37nRwyK650tjK/+52tOnbD1RjQYIH5slL2n3zCC2whpRc4VEVH+/PDOC1h+w3RWf3aANSsPUlFeQ1pqAf/551ree2Ubi6+ayIWXjsHDs/9MDv7L/SvJzS3D38+DB/9+Vbeff99O2++owCBvhsQEN7msoQdgqPr/iYiIiLRKAaDIAJKRnMupY7kAzLz07O2/DUbPGGbrA5jp3D6A+RnFYDaD1QUMBkobKuoMtmaAjbf/tmXUtBhGTYvhmfs+Y/vGY2C1Yq6qYd27CWz8cBdzL5/Esh/OJXxI0xeXB3amUVRQwYKlTb9eFSVVbP/qEFs+28fRxgEa4OrmwpCR4Vz78wVNevHd/sdLyU4v4uSxXD57YwdDhocyq40ehJ2Vk15IbbUtMLWYraQdy8VgNOAb5ENpUSV+jQaO7NuSDEDEkCAwm8k+WUh9nYX7b3iRv330U0J7uOrOarWy7evjlJZUMWJ0BL+6dzH+3TQQRcQZ/AO9uO6mmfbJwYdZ9fE+8vPKyc8r5/Xnt/DRWzu5eMk4Lr1iPP4BfftnvbqqjkMHM7GYreRkllBRXoO3T/f1NTWbLRzYa6sAnDi16VZqi8Xq2AKsCcAiIiIirTM6ewEi0nt2NJr+29z23wajGw2BOLLDeVWAOWkF0GjoR21Nve3APgkkakhQh85nMVtI3J8JQPzEaKYvHA2Aud7Cpo9289tlT/PsHz8kI8XWD6+2tp6iggoAQiP8qK8zs3tjEk/9+l1+ftG/+N9DnzUJ/0ZOGcKt9y/j6Q2/4ft/uOysQRzuHq788q9XOMK3F/66mhNJOR36HNorYkgwz2+8mwuvmoTJxfar3mqxsn3tEe689Eme+O0HFOWVUV1Zy5FdJwGYPG8ED711u2ObcG11Pfdc+xylheU9ssYG2RkllJbYwt35l45W+Cf9hoenK4uvnMhjL93AT3+7kCGxtjcYKspr+OTdXdx18+u89PRGsjKKnbrOrti/Nx2L+fQv6oxmend2xbHEHCoragGYeEb/v+KiCurrLYAqAEVERETaogpAkQGkYfvviElDCIo4e/tvg6hhofgFe1Na4Nw+gDlphc1f4KgA7FgAeGTvKUoKbYHeRVdMZPbFozl1PJcVL3zNti8PYrVY2bJyP1s/P8D0i8cw6/JJjtsmbktm1X/WUWa/fYOwwUHMXTaROUsnEDa47fWEhPtx18PL+Osv3qe2pp4n/u9THnzxxh4JvdzcXbn1/y7jxrsv5q0n1rHxk72Y6y1YrVZ2bTzKrk1HiR0VQX2dGYCJc4fj6e3OI+/9mD9c9R8Kc8uoqqjh91f9l0c//zlePh7dvkaApEOZjuP4sVE9ch8izuTiYmLuhSOZM38EB/ak89kHezm09xR1dWbWrTrM+i8PM332MJYun8zw+HBnL7dDdm4/YTuwvzFzKr2IkW30S+2Ifbtsb7IYjQbGnTGIKc/e/w9UASgiIiLSFlUAigwQGcdzyThu3/67qOXtv9DQB9A2DdiZfQBtk2utLV4e1YEtwADb1iUC4ObuwpQ5cQAMGh7GT/++nH+s+DnnXzkZk4sRq9XKjq8O8eSv33Pcdt/GREf45+XrwUXXTuPe13/Ivz6/i6t+Mr9d4V+D+AmDuOlXCwAoyC3jqT+tcIRwPcHN3ZVbfr+I5zfczcJrpzoqArFC6pFsAIwuRrx9bQGfp7c7f/v4p/jZB6yUl1Rx7/Uv9Nj6jh7KAsDP35OI6JaDaZG+zmAwMGHKEO75y+U8/ORyZp0/HIPRgNUKO7akcN+vPuTPv/+EPQknsVpb/t13rqivN7M7wVZB3PB75VRLb9x0UkMAOHJ0xFlbi3MbBYBhqgAUERERaZUCQJEBYvtXp6f/Tr94TJvXH2UPAPMzi8k91b1butorJ62g0b+avhg2GAyEd6A3XV1tPTs2HgNg8pw4PLzcmlweMTSY2/98Jf9ceRcXXTcNF1cTNJrWaTLAlPnx3PXYd3h6w2/4wX3LGDlpSKtDSFpz0eUTWHDVRACO7s/gtSfW9/gLfjcPV27+3aU8u+7XTYNAgwGL2cq933+Zx3/zAcmHMvH0ducfn/wMbz9PDAYIig7kkTve4j/3rqC6srZb13X0sC2EHDk2stNfT5G+ZtiIMO76wyU89sL3uHjpONzcbZsyjhzI5J/3f84ffvouX69L7NE3B7oq8VAWFfbtuWH2Crzu3AJcXFTJiZR8ACZMOXsqecMAEKPRQFCIT7fdr4iIiEh/pABQZIDY8aUtABw5ufXtvw0a9wF0VhVgTlrh6dzPYj+wB0S+AZ62kK6dDuw4SWV5DQCzF7Y8eCM0OpAf3LuMR1f9knh7COrqZuKpNb/mV09/j+kXj8HNvXumd95414WMmmTb0rZhxX7WfbKvW87bFg8vN27+3aX8Z80vuez7s5i3dLwjDNy96SgP3PIKf/vpW5xIyuZvH/2Em+9ZQuLeUyTuTuPb1Yc5fjCzjXtov5LiSkf/s/ixkd12XpG+IjzSnx/89HyeeuX7XP29afj42qrc0k8W8uyj6/nlD9/g84/2UtXNwXt3SLBv/3V1MzFilG3r8qluDAAbqv8AJp3R/w9wDAAJCvHGZNJTWhEREZHW6NmSyABw6ngOGcm2wRYz2tj+26ChDyA4ZxBIfZ2Z/MziFi/39HZr8bLmfGvf/uvl4874GUPbvH5QuB++oX4ARA0OxD+4+6tLXFxM/PyhZYRE2O7njSc3cGRPerffT0u8fDz47l0X8aP7l/Hoxz/l0uunO6qQDiWc4G8/fYvHf/M+X723u0kBZtIZU4+74uihbMfxyDHd1zdMpK/x8/dk+Y0zeOrVm7j5J/McQy0K8yt488Wt/Pzm13jnlW0UF1Y6eaU2VqvV0f9vwqRBDI2xDTgpLKigsqKmW+5j327b78OAQC+GDgs56/KGLcBh4X7dcn8iIiIi/ZkCQJEBoPH03+kXtzz9t7HGfQCPJKT2ej+qgqwSzPbpjg0cPf8MBgy0f6todWUtu7ckAzD9ghG4urVv/lFuVgkAYZE915fOL9CLX/71Ctw8XDCbLTx972fk2e+3NwVH+HHj3Rfz+Gc/4/JbZ+Nl77WVciiLzBO2rdhe9sqkpL2nuu1+kw7bqgnd3F2IiQvttvOK9FUeHq5cumw8j714A3f+/mJi4mzBV2VFLSve281dt7zGC09tJNNJrRkapCTnU2ifkj5tZgzRjfqgZpwq7vL5zWYLB+xviEyYMrjZ9gANW4A1AERERESkbQoARQaAHfbpvyOnDCWoA5USo2fYAsCCrBLy7Ns0e0tuur2RvPH0i77p8+Icx6UlVRw9kNGu/z5/Zyc11fUAnNfK9t/GrFYruVmlAIRG9Gx1ydDhYfz4/xYDUFZSxeN//JTqqroevc+W+AV6c+1P5vP4Zz/j6h/Nw2BsGBhipbK0GoBj+zOoq63vlvtrqACMiw/v0JZukf7OZDIy+4IRPPLUtfzxkWWMn2xrF1Bfb2HDl4f57Y/f5vGHV1HnpB6BO7fbKsMNRgNTpg1lUKOhTN0xCCT5aC4V9rYNzW3/tZgtFOSVAxCiAFBERESkTe0rgxGRPqvJ9t9L21f916ChAhBsfQDDBnVs6m5X5DQEgGYLPn4eVFXUMn3ecL54fw91NfVUllXz0J3vtX6SxgwGfPw8GG3vudeWirIaR8+tng4AAWZcOJIrb57FJ69uIz05j+f/8iU/f2ip04ZiePl4YLFCQ+GnT4AH5cVVAEyeF0d1ZW27KylbUlNdx4njtp9N9f8TaZ7BYGD85MGMnzyYE8l5rPxgL99+cxyrxUpeThlHD2cxYUrbbQ26W8P231GjI/Dz98RqteLp5UZVZW239AHca+//ZzAaGDf57AEghYUVmM22KnFNABYRERFpmyoARfq57fbhHwaDod3bfxtExoY4et/1dh/AhgnAPiZ49pM7eGnVz4gZEc5zn9wBZitY2jhBM8pKqykpal//rLzsUsdxWGTv9Je66tbZTJlrq3JM2HiUT1/d1iv325z8rBI+f307ACMnDuKpL37O7fctYdnN53HX367GN8Cry/eRfDTX8QJe/f9E2hYTF8qdv7+Yx1+8gcGxQZxIzee/j6/r9XVkZZZwKs0W8k2bGQPY/sYMGmx7k6jhsq5oGAAyIj4cH3tLgsby7P3/QFuARUSkfQwGQ7P/ubm5ERISwrBhw5g3bx533XUXr776KoWFXa9o74wHHniABx54gFdeecUp9y/9lyoARfoxq9Xq6P83YvKQDm3/BdsfyVEzYti+6qCjD2BvVaTl2LeQhQ+x9ZVycbFtD3Vzd+G+Z65r93l2bU7m87d3gsFA5JBAAkPaN8wjt3EA2AsVgABGo4E77r2MB+94i4zUAj58aSuD40KZOm94r9x/Y+88vYG6mnoMBvj+bxbi6urC+csmdut9JB3KAmyDnUeMVgAo0l5hEX5MnDqE9JOFjvYGvalh+y+cDgABogcHciwph4wuVgCWFFWSaq8Obm77L5weAAIaAiIiIl1TV1dHQUEBBQUFpKamsnnzZgDc3d25+uqrefjhhxk2bFivrefBBx8E4IILLuCWW27ptfuV/k8BoEg/dup4LpkpthdRM9s5/fdMo6fHsn3VQVsfwFNFhDVq9N6TzgwAGxs5Prrd53n7P1/bEiZgzsWj23273EaDOEJ6KQAE8PRy41d/vZL7b3+TirJqnv3zF9z37PcY3MwEzJ6SuDuN7WttU5MvuGIiMfE9E84dPWwLAAfHBuPlfXaFj4i0zN3DFbBtpe9tDdt/h8YENwnfGvoAFuSXU1lZi5dXx6a1N9jXaBr6xBYCwIYBICaTkcCgrlcki4jIwPLxxx87jq1WK2VlZRQXF3Pw4EG2bt3KoUOHqKmp4e2332bFihU89dRT3HrrrU5csUjXKQAU6cd2NNn+O6ZT52jcB/BIQmqvBIAWs8UxBKS5ALC9CvPKOH44C+wTg6c1GiLSloYtwIHB3rh1sdddR4VHB3DnQ0v5528+pLqqjif++AkPvnADPn6ebd7WYrFiNHa+StNitvD6o2sB8PR2Z/kd53f6XG3dz7HDtgEg8WOjeuQ+RPozdw/b76X6eotjK31vKC6q5FhSDgDTZsU0uSx68Ok+sZnpRQyPD+/UfTRs//UP8GRoC29+5NsDwOBQH4ym3utoY7FYycwvZVBYz02HFxGRnnfllVe2evm2bdv4wx/+wKZNm6ioqOC2227Dy8uL66+/vncWKNID1ANQpJ+yWq3s+Kph+u8QAsM6V8UWGRuCv33b7JGE3ukDWJhbSr19smX44OBOn2f7hqOOIRYh4b5Ex7T/XK6uJnz9PfDwcu30/XfFuGlD+d7P5gO2rcElha33LjSbLbz1wmb+fs8KKsprsDZ84h20ccV+0o7lAnDVbXPwD/Lu1Hnakn6y0DFkJX6MBoCIdJS7++nfTb25DXjXjhOO36vTZ8Y2uWxQowAwvZPbgC1mCwfsFYATpwxp8Q2N3BzbmzS9MQCkrLKGTXtSeeydLXz/z+9zxz9XsH5XClsPpPX4fYuIiHPMmjWLdevW8aMf/Qiwvbb6wQ9+QHp6ehu3FDl3KQAU6adOHcshMyUfgJmXdm77L9iqBxuqABN3nOh0sNQRDdt/AcK6UAG4efVhx/Gsi+I71L8wPNqf8ooacnNK2z04pLtdsnwyweG+ZKcV8cFzm1u8XkFeOY/8/hM+/3AvB/ek86PlL5CWWtDh+6soq+aD/24CIGJIEBdfN7XTa29LQ/8/gJFj1f9PpKMaKgABamt6bxtww/bf0DBfhsQ0/f0cHOKDh31rcmf7AB4/lkt5WQ0AE6aePf23QcMW4J4YAGKxWElKy+etr/bx66e/4Lv3v8ff3/yGtTuTKSqrxmK18q+3N/P0B9soq6zp9vsXEZFzg8lk4plnnmH69OkAVFdX85e//KXF6+/Zs4e//OUvLFmyhNjYWLy8vHB3dycyMpJLLrmEJ598kvLy8hZv3zCUpMGmTZuaHVrS0nAQs9nMm2++ybXXXktMTAze3t74+PgQHx/P7bffzs6dOzv3hZB+Q1uARfqphuEfBoOB6Zd0bPrvmUbPiGXbqgMUZPdOH8DGAWBntwBnpxdx8lieo//ftA4O0hg5NgqrxYrZYmX9Fwe56oYZnVpHVxgMBlztw0+8fJvvkbc34ST//ecaykurm3zcz9+jw/f3yYtbKCuuAuCGXy3AxdXU4XO0V0P/v+AwH4JDNcFTpKPc3E8/havupQrAyspaDu7PAGzDP858U8VgMBA9OJDkY7mcSuvc5MT99u2/BqOBCZObDwDr680U5FcAENpNFYDFZVXsOprJrsRMdh/NpLTi7GDP18uNKSOjCPT15JNvjlBSUc3Ln+/iF9fO7pY1iIjIucfV1ZV7772Xyy+/HIDXX3+dp556ClfXpruEHnroIe6///5mz5GdnU12djZr1qzhH//4Bx9//DEzZnTva4uDBw9y7bXXkpiYeNZlR48e5ejRo7z44ovceeedPPHEE5hMPfc8X85dCgBF+iGr1cr21fbtv1OHEtDFgGX09BjHcW/0AcxJs1WveXi749fJLajb1ic5jv0CPRnWwSmzMcNDGTk2kqOHslj3+UGWfWeqYxJxb6ooswV7Xj5NA8D6ejPvv7qdle/vdnwsfmyko7LOtx39AhvLPFHAmvd2ATBh9jAmzWl/v8TOOGpfp7b/inRO4y3AvVUBuG93GvX1tn6D08/o/9dg0BBbANjZCsC9u2xbq4aPDMPHt/k3MgrzK7BabNXona0ANJstJKblsyspg52JmRw/dXbVtMEAIweHMDU+immjohkxOBiT0bZ5Jre4gq0H0li9/TgLp8UxNrZz/Q5FROTct3TpUgICAiguLqaiooKEhARmz2765k9lZSUmk4kZM2YwZ84cRo4cSUBAAGazmRMnTrBy5Uq2bNlCZmYmixcvZu/evQwe3PSNrobBJFdddRUAY8eO5eGHHz5rPVOmTGny7z179nDBBRdQVmarjp83bx5Llixh6NChWCwW9u/fzyuvvEJOTg7PPPMMtbW1PPfcc9329ZG+QwGgSD+UfjSHrNSub/9tEBFj6wNYkl/OkYRULri657aGAuQ2mgDckW27DaxWK1tWH3H8e/q8EZ0ajHHJ5RM4eiiLooIKEjYnc978kR0+R1dYrVYqy21VKI0DwPzcMp7522rHEA0vH3d+fPcCjh7KIulQFl4+7h2u3nvziXWYzRZMJiM3/HJB930SzcjPLaMgz7b9QQNARDrH3QkVgAn27b++fh6MHNX8myoNfQDz88qpqqzFswOTgEtLqkg9butB2tL0Xzi9/Rc6FgAWlFQ6Ar+9x7Ior6o96zoBPh5MsQd+k0dG4u/dfAh5xxXT2XM0k6qaep75YDtP/WqJo2JbRET6F4PBwMyZM1m9ejVAswHgNddcw1133UVUVPPPbf/whz/wxhtvcPPNN1NYWMiDDz7Iiy++2OQ6Zw4mCQkJaXNYSWVlJcuXL6esrAwvLy/eeecdli1b1uQ63/ve9/jjH//IVVddxYYNG3j++ee59tprWbhwYTs+e+lPFACK9EM7Vnd9+m9jDX0At606wJEdqVit1k4Fc+2Vk9a1CcBpx/PIOlV0evvv+R3b/ttg+tw4AoO9KSqo4KsV+3s9AKytqcdsr7bxslfC7N6WynOPrnX0yBo+Kpw7/3gp/gFevPu8rU+gv3/Hqv/2bj7O/q0pAFx83VSiOjAspTPU/0+k63q7B2BdnZm9O23bc6dMH4qphcm7jScBb950jJMp+dz4w9mO3oCt2b873TFgZFIrAWBuTqMAMLzlAVd19WaOnMhzhH6pWWdXJRqNBkYPDXVU+Q2LCmrXG0YhAd58f9Fknv80gZM5xXz89WGuu2h8m7cTEZG+aejQoY7jvLy8sy5v6BPYmhtvvJHVq1fzxhtv8Pbbb/Pf//73rK3EHfXiiy+SkmJ7Hv/cc8+dFf418Pf35/3332fYsGGUlpby6KOPKgAcgBQAivQzjbf/xk/r+vbfBg19AAuzS8lNL+p0ONcWq9VKTrotAAwb1Ln7+Hbt6d4Xnl5ujJ40qFPncXExsWDJOD54bTtHD2Vx4ngeMcNDO3WuzqgsO92DysPTlTdf2MwXH+51fGzJNZO57gez2L4mkRf/uopaVxdwdcG7hX6BzamvM/Pm4+sA8A3w5Mrb5nTb+lvS0P/Py9uNQT30cyTS37l79O4U4EMHMqiqsgWN02bGtHi9UWMi+efT1/Hbn7/HR+/soriokiOHsvj5bxYSMyyk1fvYa+//5xfgSUxcy79r8+0VgC4uRgICvZpclltUzs7ETHYlZbD3WDZVzYSjwX6eTB0VzbT4aCaOiMDXq/2/MxtbNiee9TuTOZ5RyNtr9nP+xBgigtXTVESkPwoMPP0GV0FBx4ftNZg7dy5vvPEGlZWV7N+/n6lTu7az6tVXXwUgOjqa733ve61eNzg4mCVLlvD222+zceNGampqcHfv3N9A6ZsUAIr0M+lHc8g+YfujNOOSrm//bXBmH8CeCgALc0qprba9YOvMfVgsVr5ddzoAnDx7WJeGWVy4eCwfv5WAud7CVyv286Nf9+z22MYqy239/6wG+OyjvWRllgDg4+vOHb+5mMn2F+He/h7U15rBzRYIZJ8spLqyFo92bL376r2dZNt7dS3/yQV4t9Bzqzs19P8bMToCYwtVRCLSuqZbgHu+ArBh+q+7uwsTJrb8poqnly3Y/+2fFrPmi4Ps3VVJ5qli7v3NR3z35lksvnx8sxXkFrOF/btt/f8mTB7cahVebk4pACFhvpgtFvYez2FXYiY7EzNIzy056/ouJiNjYsKYOiqKafHRxEQGdEsVu8lo5M7ls/jVU19QU2fmPx/v4MEfXtSjFfIiIuIc1oYSdWjx97zVamXVqlV88MEH7Nq1i/T0dMrKyqivb/6NulOnTnUpACwtLWXv3r0AREZGsmLFijZvU1NjKzCorq4mNTWVUaNGdfr+pe9RACjSz2z/snu3/zZo3AcwMSGV+df0TB/ArBOnS+o7EwAeO5hJQW55o+m/XRtmERDkzazzR7BlfRJbNyTx3dtmd3jARmdVlNdgdTFi9XB1hH8jx0Ry5x8vaTI5d9ho+yAN+wvm8uJK/nX3B/zmseV4eLYcApYUVPDJi1sBGDoyjPmXT+ihz+S0ivIa0u0BdfxYDQAR6azGFYC1NT1bAWixWNm14yQAEycPbjKBuCVTpg9l0tQhfPnZAd5+dRv19RZef2krB/am8+O7Ljyrci/leB7l9qFHrW3/BUjPKaHG34U8f7ju3nepqTv78w8N8GbaqGimjYpi4vBIvNqxBbkzRg4OYenseD7bksTOxAy27E9j7sShbd9QRET6lKKi020kgoPPbpeTnZ3N8uXL2bJlS7vPWVpa2qU1paenY7HY2gXt3LnTMTykvQoLC7t0/9L3KACUASVpR3Kb14mf0bPTT3uS1Wp19P8bNS2m27b/gi1QHDMjlm+/OMCRhJ7rA5jZJADseC+6xtt/XVxNTJgR0+U1XXLFBLasT6Ku1szGVYdZ9p2eHYICtq25Kz/Yg7VRgLfsuiksv2nmWdOI/QK9CI7wI6/K/iLYaiVpTzqP//Yj7v7XNbi18ML3g2e/pqrC9i7gjb9e2CvVeMeOZDt6fI3UABCRTnPrxQrA5GO5FBdVAq1v/z2T0WjgsismMGZ8FE//ay2Zp4rZuyudP/zifX7yy4uYOOX09MOG7b8Go4Hxk5tORayuredAcja7kmxVfpnmcgh3o9pcB2bbdVxMRsbHhTNtVDRT46MYHObfa5V4Ny2azJYDaRSWVvHcpzuYEh+Jl0f7h5+IiMi578SJE47j0NCmbSrq6+tZtGgR+/btA2zbhZctW8b48eOJiIjA09MTk8n2/H39+vU8/fTTAJjN5i6tqbi4uEu3r609exiW9G8KAM8hBoMBo1Hb4Tqr4Zdqw/8bM9ebMbmYeGDZY22e5738Z7t9bb3lZGIW2Sdt1VWzFo9v9mvRFWNmxvHtF7Y+gAWZJZ0K6NqSlWoLAN08XAmO8O/QY8Jcb2HHhqOOf0+YEYO3b9er9eLHRhMXH05yUg5rVx5g2XemtdgAv6vq68xs3ZDE2s8POnrlYbHy099fwvmXtFzROXREGHkHbNcfGhdK+qFMDu88yRN/+Ji7/3XtWRU7qUey2LTC9iRl1sWjGTs9tkvrbu3x19jxIzm267kYGTk6stt/RqXr9D3pGzw9T/8OqquzvYDoqe/dTnv1n9FoYNrM2A7fT9yIcP725HW89sJm1n55mJLiKv72wOcsvWoi3735PFxdTezfZdv+O3xkGAGB3oDtTa0V3xwhKS2fdbvOfgPP38ONC6bFMX10NBPiIvBw75kqv7b4+Xjyk6tm8sirGykoreL11fv46dWzOnUuPf76nvb+/ZNzn76H0hKLxcL27dsd/545c2aTy999911H+LdgwQI+/vhjfH2bL8TIyMjotnX5+Pg4jq+++mo+/PDDbju39E8KAM8hnp6eeHl5tX3FAa66soZ7l/2V2pp6rvnlEs5ffl6Ty/38zp4I+N9fv0rC6r3tOv/Oz/Zz8U0XdMdSe92nG74GbC/SFl47m8BA/249/6yLJ/HS/Z8AcPJgDqMmdm66bmsaAsyomNBmy+tbs2vzUUpLqhzbf+cvntikYW9XXH3DHP5530fk55Zx9EAusy8c3S3nbVBeVsXnH+7k03e2U5Bna3AfNSiIzJMFGKpruXjJNLx8Wm7SO3TUIHbaA8Arb5rHjtUH2L7+MAe2pfLvP63gT/++2RECWq1W3nz8TaxWWxXRHfdd1W1fp+Yef40lJ+UCMHJ0FOERvTdQRdrHZDJ128+C9Dx3D1dqquvAagsD23r8dYbVamXX9obtv0MZPKTzW/d/f9/VzJ43msf/9jllZdWs/HgfiYdyuPPuS0k+ZntzYNbceAIDA6msruXhl75i7Y6jRIfZ/pa5u7kwLiaCQ5tTcKkw839/upQLLx7b9U+yG1w+P4ANe06wdf8JVmw+wlUXTWZMbMemnOvx17f1xONPeo8ef9Kazz77zLFd18fH56y+fV999ZXj+Iknnmgx/ANITU3ttnVFR0c7jtPT07vtvNJ/KQA8h1RVVTmackrL6mrq2LvhEADTl0x09GMwmUz4+flRWlp6Vjn19lW7yTiazfApMdz05+VnnTPtcAYv/uZNAI7uOc60ZT3fC627Wa1WNn6SANi2/xpcLU16VXQHr0BXAkJ9Kc4rY+fGg8y4rPt6DPr5+WEymRxbgEOi/Tu8/tUfJTiODUYD8RMjuu1rMGFaFH4BnpQWV/HBm1sYPaljL+xakptdwqqP9rJh1UGqq05v4wuN8GNoTCBZiVkYjQaqayuosW/Ba45P4OlwsKigmJ/+eSnV1TXs25pMwsZEHvrJy/zib1fj4mpi6+pDHN51AoClN83CzcvQ5a9Ta4+/BvV1Zo4cPAVAXHxYt/98Suc1PP7MZnOX+9FI73FzM1FTXUdpaQVAq4+/zjqVXkjGKVuPoMnTBnf5cTtuUgR/f/o6nv7XWo4czOT40Wx+87PXsdhbA4waG87+xBM89L/1pGUXA2C1WPjt9+Zx/qQYEg9m8fBKW6W3l4/xnPo98uPLp7HrSDo1dWYefmk1T/1yabuqxfX469va8/dPzl16/HWP/hye1tXV8fDDDzv+fcstt+Di0jRGyc7OdhwPH956gcSXX37Z5n0aDAasVmuTwSPNCQkJYezYsRw6dIjdu3eTk5NDeHh4m+eXgUsB4DnEarXqiUN7NHouXVtVe9bXzGw2N/lYQUYRGUdtv5RnXTGFEdPO3ur4wT9XAuDu5c7iOxb0ye/DySNZ5Nir56ZfOq7HPofR02P49osDHNqeQn19fbf2WLJarY4hIGGDgzr0OdTW1JHw9THHv+MnROPt595tXwejycCFi8fy6ds7ObQnnZPJuQyK6fwW6OSkHL74cA/bvzmO1XL6j/uwkWEsWT6F6XPjeO/ZbzAA3j7ujga/LfEJOL3VuTC7BKPJwF1/vZLHf/shB3ecYNfXx3jq/z7mtj8t5q0n1gEQFObL4htndOvPypmPv8aOJ2VTV2u7bMSY8D75OBsI9H3pO9w9XCkrraa60tbDp7XHX2dt33J66+2UaUO65fyBQV786c9L+eSDPXz49k7q6y1gMODiYiS5oJj/vpxAVY3tDZHZ44fw6+tnO3rqZWcVO84THOJ9Tv28hgZ48d2LJ/DKF3s4fqqAT745zJXzOlYtfi59PtIxPfH4k96l75+cyWw2c+edd7Jz507AtmPvD3/4w1nX8/b2dhwfP36ccePGNXu+d999l0OHDrV5vz4+PpSVlVFRUdHmdW+++WZ+97vfYTabue+++3juuefavI0MXGo4J32O0WjE5Grr0VFX2/bkw/2bjjiOJ1xw9hPx47tS2b/hMACX3HoBfsE+Z12nL9huH/5hMBqYvrD7KvPONMreK64op5TctO6dHFVSUE6lfQpkRycA7/s2larK2m6b/tucBUvGY7RP2v1qxf4O395isbJ7Wyp//s2H3HfXe2zbdAyrxYrBAFNmxXLvv67moaeuY9YFIzCZjFSW2yqCW9v626Cu/nRAmHfKVhHj5u7CL/9xNaPtEzV3bjzKn29/g8Jc2xbj639+YatTgrubo6chMHK0JgCLdJW7fVt/TQ9OAd654wQAw4aHEhzafX8fjSYjV39nKvf95XIMBrAC5f4mHntvK1U1dRgNBn6wZAr33HxBk4Ea+fbfX65uJvwDemcie0dcfcFYhoYHAPD6l3vIL277xZuIiJx7duzYwYIFC3j++ecBW1Xeq6++2mTbbYPp06c7ju+5555mw+QNGzbwox/9qF33HRtre72VmJhIVVVVq9f92c9+RkxMDADPP/88v//976mra3k4WG1tLe+99x7//ve/27UW6V9UASh9kqubC+Y6M/XtCAAPbLRNhQ0I92fQqLNDhw//9TkA7l5uLPnJgu5daC85c/qvf0jPhZijZ5yuoDySkEr40O4bBJLVZAJwxwLAb9clNfn3tLnd358wONSH6XPi2P7NcTavTeQ7t87Gux3hXG1NPZvXJfLFh3vIOlXs+Lirm4l5C0ez+OpJRA0+e+tEhT0M9fL1aPM+SktOPzk4lXz66+ju4cqv/3UN//rV+yTtPUVGqq1KdOTEQcy6pHv7GLbl6CFbABg5KAC/c/CFu0hf4+5hDwB7aApwQX45ycdsv086Mv23I1xcTJgNViqjPDB72d7cM5itXDJqCFdfMOasKvPcHFsAGBrm22tTfjvCxWTkzuWz+O2/v6Sqpp5nP03gTzfPd/aypBknc4oZFOLXY0O9ROTc9sknnzT5d1lZGcXFxRw6dIgtW7Zw8OBBx2U+Pj4888wzXHvttc2e64c//CF//etfKSsrY8WKFUycOJGbbrqJoUOHUlRUxOrVq/n0008xGo3ceOONvPHGG62ubeHChezfv5+KigqWLVvGTTfdRGhoqOPv3vjx4x1BpJeXFytWrOD888+nuLiYf/zjH7zxxhssX76ciRMn4ufnR2VlJenp6ezevZu1a9dSWlrKD3/4wy589aSvUgAofZKLuwtU1FDXRtWDxWzhwNe2AHDC/FFnvVg4vvsEe9fZyrAX3nw+/qF9s4HzycQscuzVeDMXNV9y3l0ihgY7+gAeSUhl/vJp3XbuzNTGAWD7g8XK8hr2fpsCQGCwF2Ul1RhNPfPC8JIrJrD9m+PU1NTz9VeHWXz15BavW1pcxZqV+1m74kCTgM7X34OLL5/AxUsntBqEVZa1vwKwrNh+fouV7LRCqipq8PS23c7D0427H13OP3/5PmCltrqeG3+9sFdfPFutVpLsAWD8WFX/iXQHN/vU25qangkAd9mn/0LPBYBrNiVRPsQTq6sthHGpteCZUcO3KYkUphbzs7sXEBp2upl6nr0CMCy85QbrzjY2NoxLZw5n9fbjbD2QxvbDp5g5ZpCzlyWNpGQWcvd/VuHv40lEsA9/ve3iczJQFpGec9VVV7V5HQ8PD6666ioeeeQRR1Vec8LCwnj33XdZvnw5lZWVHDp0iN///vdNruPl5cWzzz6L2WxuMwC8++67efPNN8nJyWHdunWsW7euyeX/+9//uOWWWxz/Hj9+PDt37uSGG25g+/btZGZm8tRTT7V4foPB0Gwlo/R/CgClT3J1s/3otrUFOPVAOuVFtu03E+afvS3248e+AMDN05WlP7u4m1fZe7Z/eXr777Qe3P4Ltj8Yo2fE8u3n+zmScAKr1dptT5obAkAXVxNB4e0PY3d9c5y6WjMGoDjf9v1+46mN3PXnZd2yrsbix0UxZFgIaSn5rFlxgEuvnOTYFtwg61QRX3y4l2/WHnH0vANb5dviqyczb+Eox0Te1lSW2ysA2xEAlpbYB4RYrVitkHYsl/hJgx2Xe3q789snrsXF1YSLq6nXX+hkZRRTVmr7fEYqABTpFo4twNU9swU4YbttUmFEpB+DmqlS7gqr1cqqbcf4LDHVEf4tPm8kV84YybNPbCDleB5JR7L5wy/e57afns9582xV3Xn2CsCQsHM3AAS4dclUth08RUlFNf/5aDsT48LxsAe24lxZBWX86aV1VNWaqSoqJ7uonKzCcqKCz+2fKRHpOS4uLvj6+uLn58egQYOYPHky06ZN4/LLL2/3gJPFixezb98+/vnPf7JmzRoyMjLw9PQkOjqaRYsWcccddzBixAheeeWVNs8VFRXF7t27efTRR1m7di2pqamUl5e3OhQkLi6Obdu28dVXX/H++++zdetWMjMzKSsrw8vLi+joaMaMGcMFF1zAsmXLWg00pf9SACh9UkMA2NYW4AMbT/f/G39+fJPLUvadZPdXBwBYeNP5BIT1zeo/2/ZfWxXj6Omx+PdCD8PR020BYEMfwO7aBtwwAThsUCDGDmzJ+XadrcozKNSHcdNj+PqLgyRsOsbuLclMmdO9vQANBgOXXD6BF59YT05WCft3nmTSjBhbhdvBTL74cA+7t6XS+O/zqPFRXHbNZCbPjD0rLGyNowegb3sCQFu41nDHqYnZTQJAwFER6AwN239BFYAi3cXdo6ECsPsDwPLyGo4ctD1up82M7dY3DWrq6vn3h9tZm2AfMGKxMjc2ip8vnwXAg3+/kvffSuCzj/ZSWVHLU/9cy77d6Xzv5lkU26ehh3XgTSJn8PVy57bLp/Lo21vIK67grTX7uXXpVGcva8ArKqvinhfXUlTWtKfWkZN5CgBFBoC2pup21fDhw9scwnHLLbc0qd5rSVRUFI8++miH13DJJZdwySWXdPh2MjAoAJQ+ycX+LnpdG9ue9m+yBUOxEwbjF9L0id1Hj9qq/1w9XFl2Z9+t/jt5JIvc9N7Z/tugp/oAZtkrAMM60P+vpKiSQ7vSAJi1IJ5lN85gz9ZkyoqreO2J9YyZMgQPz+6tuph94UjefnELFeU1fPnJXqqr6vjiwz0kJ+U4rmMwGpgxN44l10wmblREp+6nIQBsT5/B0mLbi2J3NxN1QOqR7E7dZ09pCAD9AjwJj/R38mpE+ofTFYDdvwV47640zGbbcKHps2K67bzZBWU88uomkjNsf7eMdRa8Mmu47o4Jjuu4uJr47s2zGD9pEP9+fD3FhZVsWpfEoQOZjuuEnuMVgAAXTRnGmh3J7E/O5uOvD3Ph1GHERnZvJaW0X0VVLX96aS1ZBbYq0psvncQHXx+iorqOI2l5LJgyzMkrFBER6Vnqeit9UnsqAKvKqzm6w1ZdMP6M6b+pB9LZ9aVtiuuCm+YSEN53A4nG23+nLuidoQ7hQ4IItL/4OpKQ2m3nbagA7Ej/vx0bjmIx297NO2/haHz8PLnhzgsAKMgp4+P/be229TVw93Bl/uKxABzYlc7Tf/nSEf65e7iy6MqJPPa/73PXPYs7Hf5ZrdZGPQDbMwTEVgHoH+gFwInEcycAtFqtHN6fAdiq/9RnSaR7OIaA9EAFYMI22+92/wBPho8I65Zz7kzM4K7HP3eEfz4WIz4nqwhwc2PY8NCzrj9u4iD+/uS1TJkxFDg9ARgg9BzuAdjAYDBw5zUzcTEZMVusPPPBNiyWnq0+kebV1pl56NUNpGQWAXDF3NFcf9F4Rg2x/dwdOZnrzOWJiIj0CgWA0ie52KseWhsCcnjLMcz1tuqFCfObBmMfN1T/ubuw7M6+WyJdXVHD7nWHiZ86lGkLx/TK9l+wvaiZddl4Rk2PIeVgJhWlrY+nb4+yogrK7P0aOzIBeJt9+2/kkECGjrA9kZ998WjGTh0CwJfv7+bkse5/Yn/x0vEEh/kQZJ+4HBDkzfW3zubpN27h+z85n7CIroXKNdV1juob7za2AFutVkcFYIj9frPsg0Ccra7WzH//uYbiwgomThvCpOlDnb0kkX6jpyoAG3q7xo0IZfLUIR1qyXAms9lCanIeD/97Lfe9sI7yqloA3PNrMR0rZeyYKOZeOKLF+/Dz9+Q39yziBz+ei4uLEW8fd6bNiiE84tzeAtxgUJg/111kq84/cjKP1TuOOXlFA4/ZYuEfb3/D/hTbG3XzJ8Xyo6XTbD2N7QFgalYxVT00TEdERORcoS3A0ie1pwJwv73/n7unGyOnn96yevLQKRK+2AvAhTfOJSgioMfW2dO+eGULmSn5kJLPb1+4uVfve+pFo1n16rcArHp1K8t/vqBL58s6me84bm8AmJ9dylH7lrBZC05PeTYYDNz86wXc84PXqKs18/K/1nL/f67v0ovYM4VG+PHEq7dweG86hQUVzJ4/EhdXU7edv2H7L4CXb+sVgDXVdY5hI1FDAkncYmsFePJoLqMmD271tj2ptLiKJ/78hWP6rwGYf2nPDqkRGUh6qgdgSUkV27faJqtfuHBUx25bVMmxpByOJ2ZzPCmHY8m5FAW6UO9jf8pptuKdVY1rhRmj0cDk6UNY2so0dbD3Xl0yjlFjI7FaYWhs97Sd6C3XXTSejXtSycwv43+f72bW2MEE+rY8AV66j9Vq5d8fb2fLQVurkGnxUfz6utmOfrxjhtoCQIvVytFTBUyM61zVvoiISF+gCkDpk1zaMQX4wCZbADh6zghcG03ea+j95+LmwuU/77vVf8V5ZXzx8mYARk4dyvg5w3v1/kdOGeroBfjla99SUlDepfNl2bf/AoQPbt+Lu4bqP4DzzniRGjk4kMu/PxOAlCPZrPt0f5fW1xyj0cC4KUM4/+LR3Rr+AY7tv9D2FGDHABBgaKOteqlO3AZ86mQh9/3yfUf4N27yYH76u77ba1PkXORu/9tWW1PfrVtLc7NLHcet9eysqzNzPCmHVZ/u4+l/fMUvfvg6P/n+Kzz28CpWfLCHA0ezKQh3c4R/rnVW5gQFc9O1M7j3b1fy4nu3tRn+NTYkJrjPhX8Abq4mfna17e9ReVUtL36208krGjhe/2ovq7bbqi7jh4Rwz/cvwNXl9N/r+CEhNHSlOHIyr7lTiIgMGOnp6Tz55JNcccUVxMTE4O7ujo+PD2PHjuUXv/gFKSkpbZ7j448/5pJLLiEkJARPT09GjhzJ3XffTX5+fou3KSoq4pNPPuHee+/lsssuIzw8HIPBgMFgYOPGjZ36XHbu3ImLi4vjPCdOnOjUeRq88sorjnP1ZaoAlD7J1b7tqb6Fqoe8tAKykm3bPic06v+XdjiDHSv3AHDhDbMJjuq7zbg/+c8GaiptW6muv/vSXv9lZDAYuPauBTx044vUVNWy8qVvuOF3izt9vsxU2x8Fo8lIcDuHRHy7LgmA2PhwIgef/b1c8t1pfLsmkcy0Qt5/YTPTzh9OYEjvbJPuqiYVgG0FgPbtvwDhUQGERPqTn1XitEEg+3ee5Km/rKbK/vO5YMk4bvrJPFxcujckFRno3NxPP42r6cbti9lZjQJA+1Zbq9VKQV65raovMZtjiTmcSM6j3t5q40z1Aa5UhrvTcOnssYO5+4a5eLp371CmvmLyyCgunBLLht2pbNidysJpcUweGeXsZfVrn24+wtvrDgAwOMyfh35wER5uTX/+vD3cGBoewInsYg6rD6CIDGDp6ekMHTq0yaRkPz8/qqqqOHz4MIcPH+aFF17glVde4brrrmv2HHfeeSf//ve/ATCZTHh5eXHs2DEee+wx3nzzTTZs2MDo0Wf3rP/000/5wQ9+0G2fS319Pbfffjtms7nbztlfqAJQ+iTXNioAG6b/Aky48PQvmY8fXwWAydXEFXdd2oMr7FlZqXlseN9WQTD9krGMmDzEKesYMWkIk84fCcC6dxIozC7p9LkaKgDDBwe1q5ou40QBacdtt5m1IL7Z67i6uXDLb2xbk6sqannj6Y2dXl9vqyw/XdXn1UYPwNKS0z0Yff09iB0VDsCJpN4PAFd/uo9/3reSqspaDEYD379jHj+48wKFfyI9oGEICEB1VfcFgDlZtt/lJpORrRuP8fgjq/jZza9y162v89Tfv2LVp/s5npTTJPwLDfdj9gUjuOG22Yy/ajTl9vDPZDTwk6tmcM8P5g/Y8K/Bbcum4ePpBsC/P9pObV3XXpjU1NmeA5ktzYewA9mGPSk8uyIBgBB/Lx65bSF+3s2302joA5iYlt/kha+IyEDSEJYtWrSIt99+m7y8PEpKSqisrGTTpk1MmDCBqqoqbrzxRg4cOHDW7V944QX+/e9/YzAYePjhhyktLaW0tJS9e/cybtw4cnJyuPzyy6mtrW32/iMiIliyZAn33Xcfb7zxRpc+l8cee4y9e/cya9asLp2nP1IAKF1msVjY+M42/rDw79R2cyPyljQMAWnoAfifn7/Gv3/+KlXltiCkYftvcHQgUcNtYcippCy2r9gNwPzvziY4uv2DJs417z2+BovZgtFk5NpfOndb5fK7bAFbXW09nzy3qdPnaQgAI2POngTZnIbtvwYDzLqo+QDwRFIO29YlYTIZwQAjxkT2mSf3FY22AHu3MQW4tPh0AOgf4EXs6EgAsntxEIjZbOHf//iC/z2zEYvFioeXK795YAmLrpzY50vlRc5V7o0rALvw99dqtZKVUczX6xJ5+T+bWL3SNl3eXG/m3de2kfBtKsWFpyuN3T1cGDMhmsuvncLd9y7mv6/fwpMv3cj1P5rD+rQsvjmcDkCwnyd//+mlLJs7Sr8HgEBfT36wZAoAmfllvLf+7BdQ7XUqt4SfPPoZr365h588+hmZ+WVt32iA2JWUwaPvbgHA18uNR25bSGiAd4vXH23vA1haWUOGvo4iMkAFBgaye/duVq1axfXXX09ISAgALi4unH/++Xz11VeEhoZSV1fH448/3uS2tbW13HfffQD87Gc/45577sHLywuAiRMnsnLlSry8vDh+/DgvvvjiWff9/e9/n6ysLFauXMmDDz7IkiVLOv15pKSk8MADDzB06FDuvffeTp+nv1IAKF32xgMf88Jv3iY9MZN3/rKiV+7T1b6Fo762nsLsYjZ/tJOv39vBreN+g8Vs4eDXtnBowgWjHS86PnrsC6xWq6367xd9t/rv2J40dq45DMCF100nMjbEqesZOiqSmZfaJhxu+mg3OWkFnTpP1gnbFuDImLY/H6vVyta1tu/xyAnRBIX5Oi6rqqhh3af7uPe2N7j39jdZ/+l+2zRdK0THBveZF6GVZY0qANvYAlzWqALQx8+DmHhb6G212kLQnlZZUcM//rSCFe/tACAkzJf7H72GSTNievy+RQayhiEgANXVzb+j3pyK8hr2707jo7cT+Pv9K/nx917m7h+/xbOPr2ftF4eoaHjjwP5+SdSgAM5fOIof/uwC/vrUdbz47m386S9XcP3Ns5g6Mxb/QC8OJGdz12MrHX3Uxg0L58lfLWVMbFgLqxiYLp0xgtH2N7reW3+QU7kdr5w/kJLDr55ZRVZBGe+sO0B6bgn/9/wa8oorunu5fU5iWh4Pv74Js8WKu6sLD926gCHhAa3epiEABLQNWEQGLH9/fyZNmtTi5eHh4Vx22WUA7Nq1q8ll69atIzs7G4PBwO9+97uzbjt06FC++93vAjRb3Wcydd9OoTvuuIOqqiqefvppRwjZ0x544AEMBgPz58/v1HXmz5+PwWDggQcewGKx8MwzzzBlyhS8vb0JCAjg4osvZsOGDd2yVvUAlC5bcNMcVr/8NQBfvfINF98yj8hhPfuEv/EQkOd//ZbjRcplt13E8T0nqLAHIuPn2wZDZBzNYtsntl9UF1x/HqHtHDJxrrFarbzzry8B8PBy46qfXujkFdlcc+dF7FhzCIvZwkf/3sBP/r68Q7evKq+m2P6ue1Q7KgBTE3PIzbC9aJq9cDRWq5Xjh7LYuPIA29YnUVt9emu4ycXItHnDmb9sPGOmOGerdGdU2HsAGk0G3D1b3zZXYq8A9PHzwGQyEjPq9BTDE4nZjO7Bzzs3u5R/3beSjLRCAEaMjuBX912Gf2Dv/MEVGcjOrgA8+3eFxWzhVFqhfTJvDseTcshIL2rxnF7e7lTXmzGbrUybFcOP75qPTytVyFarlY83Heblz3c7BpFcdcEYfrBkCi7dOHm9vzAaDdx5zSzuenwl9WYLz3y4jWf/OLTdt1+/O4XH39tKvdmCwQDT4qNJSMwgp6ice15Yyz9+cikBbVSN91dpOcXc//J6qmvrMRkN3HvTBYwa0vZzikEhfvh6uVFWWcuRk3lcMq13h6qJiPQVDVWB9fVN23CtX78egDFjxjB48OBmb3vppZfy0ksvsW3bNioqKvD2brkyu7Nee+011qxZw5VXXsmyZcs6PUDEWerr67n88sv5/PPPcXV1xd3dnZKSEtauXcuGDRv48MMPueKKK7p0HwoApcuih0cQNiSY3LQCLGYL//vj+/zxnZ/2aKVVwxCQ6ooaR78/Nw9XvvfHq3j53rcA25CKcfNsW0M/fvxLW/Wfi5Erf7Gox9bV03avT+To7jQAFt86F/9zZKBFZGwI8y6fxNef7OHbLw6w9LZ5DB4R3u7b5zR6MdqeLcDf2rf/Go0Gykqr+OMtr5GR2rTyMGJwIPOXjmfe4jH4BfS9MKphCIiXj0ebj6WGCkA/f08AfP09CY3yJy+zhNTEnqsATDqYyeN//oIy+xTi+ZeO49a7LsBk6htVliJ9XZMKQHsPwJLiSvugDlvYl3Ist8X+gAajgSExwQyPD2fEqHCGx4fj6+fJj256FYBxEwe1Gv5VVtfxxHtb2bzvJAAebi788juzOX9STDd9hv1TbGQgV50/hg82HmJ/cg6rvk1k2bxxrd7GarXyzroDvLZ6LwBuLiZ+9725zBk/lFdW7ebd9QdJzy3hTy+u5W8/vsTRa3CgyCuu4E8vraW00va38zffmcvU+Oh23dZgMDB6SCg7EjM4kqZJwCL9icVSCXUHMRi7P2zqC6xYMLqO77bzbdpka/c0blzTv1mHDx9u9uONNVxmtVpJTExk6tSp3bYugPz8fO6++258fHx46qmnuvXcveU///kPBoOBd999lyuvvBI3Nzf279/PDTfcwMGDB/nZz37G0qVLu1QxqQBQusWsyyez4pm1ABz8JolvP93N7Cu790HdWEMFYGVZjaP6b9Ft8zGZjOzbaPsFNGziEHyDfMhKzmHrx7ZG0POum0XokL5Z/WeuN/PeY18B4B/iw2W3zHHyipq66qcXsmXlfsz1Zj58ej2/fOq77b5tbnqh47itLc0Ws4Utq209Hq1W+OCFLY7LXN1MzJg/kvlLxxM/MbrPbPdtTmVZQwDY+vZfOD0ExNceAALEjIqwB4A9Mwjkm7WJvPjkeurrbM3nr715Fj+881KKi4s1cUuklzSuAHz9xU1kZxWRm13a4vX9AzwZMSqC4aPCGREfTuzwMDzOqDBOPn46AGmYANyc9JwSHn51I+k5tmrs6FA/7r1lPkMiAjr52Qws37t4Al/vO0FuUQVPv/sN50+OazG0q6s38/SH21izMxkAf28PHrj1Qkd1282LJlNZXcdnW5NIzijk/pfX8cjtC8+aeNtflVZUc8+La8krtvWpvOPy6cyfHNuhc4weagsAT+YUU1Fdi7fHwApQRfora+mDWKs/OuvjBvrua4SOsAKGkDUYXNpfad6STz75hJ07bUMoz5zYm5WVBUBUVMvT7Rtf1nD97vTrX/+a/Px8/vWvf7VYhXiuKyoq4ptvvmHu3LmOj02YMIFXXnmFadOmkZGRwZYtWzj//PM7fR8KAKVbTLt0AiueWYvBYMBqtfLGAx8z6aIxePl5tn3jTmioALSYrWAw4OJqYvndl3HiUDqFmUUYXYyMn2+b/vvxY6uwWqwYTUau/GXfrf7b9NFuMlNsL8yu+tlFeHi3HQz1ppCoAC66bhpr3trOrvVHSDmQwbDx7Xv3vaFvoMFgIGJwMOWV5S1et7SoEt8AT8pKqhwDPQbFBnPh5ROYc8lovH37x9anhinA3u0JAO1bgP0CTj/eYkdFkLA+yTEIxLObfl4sFisfvLadT9+xPQFwdTPx47sXMvciNfkX6W3uHq54eLpSXVXH/j0nm1zm4mIkJi7UUdk3fFQEIaE+bT5OGyYAA4RH+jd7nS37T/LYO1upqrFVFs4eP4RfXz8bL4Um7ebh7spPr5rJAy+vp7i8imfe+4Y/3LzgrOuVV9Xy8Gsb2Xfc9mbO4DB/Hrz1IiKDT/e+NRgM3HHFDCpr6li3K4XDJ/J46JWNPHDrRbj18wns1bV13Pe/9aTbeylef9F4rpg7usPnaZgEbLVCUlo+U0a2/CJWRPoOq8FIc+P/rM1+tJ+ydr0/bFpaGj/60Y8AuOKKK1i0qOlr6vJy22u31nruNb6srKx7By6tWbOG119/nQkTJvCLX/yiW8/dm+bNm9ck/GswdepUBg0axKlTpzh48KACQHG+2ImDCYzwpyi7BAxQnFvKe3//nFse6VgvuPZycXOxjX+1v5CZ/73zsFosPPzdJ8jPKGLEtFgW3z6frJRcNn9oG0ww79qZhLdzwuy5prqylo+eXgfYKuQuuKbnqiu74vIfnc+mj3ZTW13H+0+t5fcv3Nyu2+XY+8eFRgfi6u4KlS1fNyDEh7++ejN/vPlVYkdFsPDKCcSNiex34ZNjC7Bv28HdmVuAwRYANjiRlNMtfQBrqut49l9r2bHZXoUS6MWv77+M4Y3uS0R6T1iEHy+/fzt//sMnFOZXMGxkGMPjwxgeH05MXCiurh0Pf3LsFYRGo4HQ0KZtJsxmC6+u2sMHGw7ZrmMwcPNlk1l+4dh+9zu4N8wYM4g544ew5UAan359kMWzRzEk5PQLpJzCcu57eR1p9irLCXHh/Omm+fh6nf13wWg08KtrZ1NVU8/Wg2nsOZbF39/8hv+78XxM/bQXY73ZwiOvbyIpzTZEbNGMEdx06aROnSt+cAhGgwGL1cqRtDwFgCL9hNVqxWIdQGFfM6zQpXrH4uJili1bRl5eHsOGDePll1/urqV1i6qqKu644w4MBgPPPvssLi59N+KaPn16i5dFR0dz6tQpiopa7uPcHv3zGYH0OqPRyNRLbf0FjPYnmmte/YaU/Wk9cn/lRRUYjCb7/Rm4+teLeO7uN0k7kgHAtEUT8Avx5dMnvuwX1X9fvrKFknzbOyvX/eoSXDrxoq43BIT4cskNMwE4+G0yR3aktut2DQFgVGz7Alqj0cBfX72ZO+5ZxPCxUf3yhadjC3AbFY1Wq7XZCsCGScAAqUe6vg24qKCCh3/7sSP8GxIbzENPXqvwT+Qc8H8PX8Hrn/yCX/5xEYuvmMiIURGdCv/gdAVgSKhPk781xWVV3PP8Wkf45+ftzsM/Xsi1F43rl7+De8uPr5iOl7ttq+4/XttAXb2thUJSej6/evoLR/i3YMowHr5tYbPhXwOTycjvb5jH5BGRAGw9mMbj7291DGfpTywWK4+9t4WdSZkAzBk3hDuvntnpn0VPd1diIwMAHJOsRaTvswIWrF36z2o/z7nwn6UTn09XlJeXs3jxYvbv309UVBRr1qwhKCjorOv5+NjeMKysbLmKo/Flvr6+LV6vo+6//35SUlK4/fbbOe+88zp026uvvpqIiIiz/nNWFWFrXxcPD9trwrq65vs6t5cCQOk20+wBoNVixeRmwmqx8vLv38NitnT7fe1Zd9hxPHPJJLZ/toetH9u2JE5fPJGlP11Izv+zd9bxUZxdG75mN+6eEIUQSHB3d2+hReoub+lXd3d/37q7A21poRR3L4TgkhAIcXfdrM33x2w2CcTZ+HP1N2V3Z55nziSb3Zl7zjn3hSx2/34AgDFXD8OvmZ2Jm4uCnGLWfrMbgB6DghkytfGlLS3JnNvGYm8qW/39wy3mMt26yEhqnAAIigjYkalwAa6vBFhTpkOnUy4Yq2YAOrna4xPgBkB8zOUJgPHnsnj+gd+Ji80EYNCIrjz/v6vx8rHcl7dAIGg6NraWu9udnqZkAPr6VZb/Ridkcf97azluKkPtGezFRw/NZaBJaBI0HS83R+5aoFywxKXm8Neu0+w/mcgTn20kz9QK4vpp/XnkmjFYN6Cc18ZKzfO3TKS3qeJha1Qcn68+2KDv4vaCLMt8+c8hth9RbjL2D/Xl8WvHoVZd3mVNRRnwmcSsDimaCgSdkUrRrOmLAbnacrmCYmOWmvfduPib+mlWWlrKnDlz+Pfff/H29mbLli2EhobWuG1Ff7/U1NRa56u6rksXy5w/nDt3jvfeew8PDw+effZZiouLqy1lZWXVjqe4uBiNRmN+LTc3l4yMjEuWgoKCmnbXIRACoMBi9BoZZu75FxShfAjEHUtk60976xrWaGIOnifjQjaY+g32mxDBzy8qzV39u/tyz4c3IUkSqz7YgNFgRFJJLHholkVjaElWfbodTakWgGsendHmMy2cXB3MBiWxR5M4tju2zu3Ly7TkZSgXnA1xAO4sVLoA1y0AVmT/QfUMQICuEUoW4OU4AR/aF8fLj6wk15SBOvvqgTz8/GzsHUSvL4GgI1JRAuzbxQVZllm7L4bHP9lIdoFy537WqJ68c+8MvN07p6Nic7BwygAiQpSblD9tPMorP+ygXGfASq3i4SVjuGH6wEZ999vZWPPSbVMI9XcHYM2+GH7YcLQ5Qm8Vftt+ktV7FDOw7v4ePH/LJGwsUBkREaKcg5RodCRlddyLP4GgMyG3mCjXPPNbYr6mUFZWxrx589i1axfu7u5s3ryZXr1qT0Lp3bs3AKdOnap1m4p1kiQRERHRpLguJjk5Gb1eT25uLsHBwTg7O1dbZs+ebd62T58+ODs7c80115hf27FjB7IsX7J8//33jYqjouy4qrh4MW1FVBQCoMBiWNlYMXCy8sefl1Fgdttd/sYa8jNrdyVsDLIs8+vLf1V9gd/e+geDzoC1nTXPrXgYR1cHMhOy2f3bvwCMXjCMLt19a5mxbZMen8323xQH4yFTetFz8OU7OLUEM24chbO70sfojw+3YDTWngWamVzZx6AxGYAdGVmWzSYgWXU4ekKlAzBUdwEG6BaulOemJ+aaBcXGxPDP74d5/5V1lJfrUatV3P7AJK6/c6y5zF8gEHQsNBod+XmK0Ofp7cR7y/fxycoD6A1GrK1UPLhkNPctHNmgTDRBw1GrVDx5y1QkCfRGpdzM0c6aV++YyrSh3Zs0p5O9Da/dOY0gHyWTc8W2E/y+/aQFo24dNhyI5fsNRwDo4unMK7dPsZhjb++QykqR9l4GrNUZ+GJNJPtOJhCTlN2hMkAFgsYgQ40CjyUX40VLo8t6Lx5v4aWxlJeXs2DBArZt24aLiwsbNmxgwIABdY6ZPHkyoIh8ycnJNW6zceNGAEaOHImjY8e6iejurtxwq+3YASIjI1sqnDoRV3ECizLv3imMunIwhVlFaEoUwaGsSMPPL/1Vz8iGcXz7GWKj4s3mHyCTb+qPc+fb19J9gCKQrf5wIwa9EUmSWPBw+83+++39zRj0RlRqFYsfnt7a4TQYe0db5t0xDoCE6HQiN5+udduK/n8A/l3bZ5l2c/DQmwuwtlETueMs+zefqXW7qhmArhcLgL0q+/MlxDQ8C1CvM/DVe9tY9s0+ZFnJQnzitSuYPKtPI45AIBC0Nyqy/4xWEn+fjmPLIaXnp6+HE/+7bxbTh4e1Zngdmt7d/Hjo2gm8cvsUeoV48+7/zWJA2OX1WHVzsuO1O6fiY8rW/HbdYdbuj7FEuK3C3pOJfPSncnPX3dme1+6YiruzfT2jGk4XDydcHZUeS2cS268AeCEtj/s/Xstfe87w6i+7eOCTdZxu54KmQNBUmiMDsN4MPtloWi4VB42yjEGuuo2x2eNpjOOxTqdj4cKFbNy4EUdHR9atW8fw4cPrHTd58mT8/PyQZZl33nnnkvVJSUksW7YMgBtuuKHhv8B6mDhxYp3i5/bt283bXrhwAVmWWbVqlcX2X0G/fkortJSUFKKioi5Zv3v3bvbutWxVZFMRAqDAogT3CiCol1L+W5xXgrWd0th6319RnNx9eSedRqORZa+tpsLHSJZlc0nMpOtHM+EapYdOVlIOO5ftA2DUgiEE9GifJgXnjiURuVFJlZ64cAj+oe0rO27KkuG4m3rErfx4GwZTY/OLyUjMMT/2C/FqkdjaOpIk4erhgLWNFcjw+SvrOLi95r+foqoZgBeXAIdXvvcvRDesD2BRYRlvPr2anZsU0dEvwJWX319In4GBjT0MgUDQzshML0TnoKI40Jb0/BIAhkT48+FDcwgL9Gzl6Do+i6YMZGhEAP+7dybBvm4WmdPbzZE37ppmFso++esA26LiLDJ3S3L8fDpv/boLoyzjYGfNq7dPoYunZfvQSpJEL9N5SHvMADQaZVbtOcP9H68lPj0fwHzhv2Z/dCtGJhC0Hpfb/+/ylkvLhQ0YTf+1XBwNxWAwcN111/HPP/9gb2/PmjVrGDNmTIPG2tjY8PLLLwPw0Ucf8eabb5r77x0/fpy5c+dSUlJCWFgYd9xxR41zZGdnm5fc3MoEkYKCgmrrLtcEozkYM2YMgYHKtdItt9zCiRMnAEVQ/f3335k/f745S7C1EQKgwOJc+X/TuPnVhQDotXokk1nDd0/9jq686X+wB/85SuLpFHP2n2Q6qQno4cfNry4yb/fX++srs/8eml3jXG0dWZZZ/s4GAGwdbFhw7+RWjqjx2NhZM/8/EwFIu5DN3n+O17hdpikD0NPPDTvRV85Mtwg/Hnt3IXYONhgNMp++sJao3ecu2a6iBFiSwPkix2BHFzuzEUhDBMDUpDxeeOAPzpxQmvT2HhDAS+8voktg2/jCEggEzYfRKLPmwFlK/WyQ1cr37HXT+vPi7ZPrdJ4VWB5L9/r193Lh9bum4uxggyzD/37by/6TiRbdR3NyPjWXl37Yjk6vlKK/eMtkQv0vdaG0BBVlwImZBRSVNq51RmuSU1jKc99t5fM1kej0RqzUKm6fNZjpQ5Ws3T0nE8ktKqtnFoGgIyK3yn+1Z+NVlP623H8NZe/evfzxxx+Aknhz7bXX1uiQW7FczJ133snSpUuRZZmnnnoKFxcXXF1dGTBgAMePH8fX15e///4bG5uar/e8vb3NS/fule0v5s+fX21dW8mkq4parebTTz9FrVZz8uRJ+vfvj7OzM05OTixevJiRI0eydOnS1g4TEAKgoJmYfss47n7verP4hwRpcZms+XRrk+Yz6A389tYaKrL/Ks6NZVlmyTPzsDFlGmYmZrH9F+VDYcQVgwkMb58OhUd2xBATlQDArFvG4ObdPt1Wxy8YjI9JPPrr0+3otPpLtqlwAO7STWT/XUxYny489u7V2NpbYzAY+ejZvzm673y1bQrzlX5dTi52Nfbm6xahfEHH1yMAnjySxAsP/UFGmlJSP3FGb5549QqcLhIVBQJBx6OotJyXvt3GocQMkCRURnjh9sncMHPgZTurCtoGXf3ceeWOqdjbWmM0yrz+8y6OnK3drbGtkJpTxHNfb6FUo0MlSTx1/Xj6hTZfX+cKJ2CAmKTsZtuPJdl/KpGl768hyvT7DPR24b17Z7FoYl+uHKU02tcbjKw/WLcpm0DQEVFcgFui7Lf6UlPpr1GuYbsWiK2hVO3ZXl5eXqM7btWlJj755BP+/PNPpk6diouLC+Xl5YSFhfHwww9z4sSJOo1E2jparWLKaW9fc+uJefPmsXXrVqZNm4aLiwsGg4GIiAjee+891qxZYzYKaW3aRhSCDsn4RcOxc7Dh4//7EYPOgIzMX+9vZMyCIfg20u11128HSI/LAkm5EJErPqCMRlzcnczbLX9zFQadUmp6VTvt/WfQG1jxP6VJqounI7NvG9vKETUdK2s1V907mc+fWkl2aj47VkYx7doR1bap6AHoLxyAa6RnvwAe/e9VvPPwSrTlej54+m8eems+/Ud0A6CwQDELudgApIKuEX4c2BpNelIepcXlNboKb117ku8/2YnRKCNJcO0dY5h9VeNcJwWCzo4sy5w8kcrunbHccPMIigo1BLSD7NmCYg0/bThK5JkUAFTlRvo7uzKityj772iEB3nx4q2TeO7rrWj1Bl76fgdv3DWNXm30+ze3qIxnvtpMnskU6/6FIxnVJ7hZ99kj0BO1SsJglDmdkMXQ8IBm3d/loNHq+PKfKNYdOGt+bc7Intw5Zyh2NsolXqi/B71DvDmdkMXGyFiuGtsLe1vr1gpZIGhxKoQ3S2OxGS+aqDnOvBt6+BX99C6XBQsWsGDBgkaPaw6zIksdE2AWPb28ak9amTBhAhMmTKhx3YsvvsiLL75Y47odO3bUu/+GbNMQxG1dQbMyfM5AHv3uTqxtrZAkCYPewHt3fNOoP0StRsfK/63D/JFoGlshAlZkleWk5LHh220AjJg3mKBebfekrS52/3WE1PNK75kFSydj79i+S69Gze5HQHfl4mL1FzspL9Oa1+m0enJMGWei/1/tRAwM4uG3F2BtY4VeZ+D9J1dzKkop36rIALzYAKSCbhGVmRLxMdWzAI0GIz99sZtvP9qB0Shja2fNQ8/PYc7Vg4T4JxA0EFmWOXEsmRefW8NrL61l146zPHzfb7zzxgY0ZW2vT01VZFnmg9/2sy3qPD7ujjhpJZxSygnxb/vCpaBp9O/uxzM3TUCtkijX6Xn+263EpebWP7CFKSnT8tzXW0jPLQbg1lmDmTGsR7Pv187GitAuSnlxW+4DGJucw70frDWLf66Otrx48yTuWzDSLP5VcO2kfozuHUR2QSmf/n2wNcIVCFoNJQPw8hfDRUtz9etrjn0ILMPu3bsB6nVEbuuIDEBBs9N/Yi+e/HUpr1/zCQadgaToNL5+bDl3/vfaBo3f8sNuclPzzdl/IBM2KITYQ0oT6woBcPWHG8yPr3qkffb+05RqWfmRUibtF+LJxEVDWzmiy0elVrHwvil88OByCrKL2bzsAHNvUxyCs5LzzGKwyACsmz5DQ3jwzSt574lV6LR63n38Tx7739UU1ZcBeJERSO8hilN2WamWj9/cyNGDSqm5h5cTj748l5BQIcQKBA1BlmVOHk/hj9+iiImuLIWxsVFTXKShuEjDD9/u4+57a74T3BbYdPAc/55KAmB4b2+ORZ0BGXy7uLZyZILmZHivQB6/bhxv/bKb4jItz3y1hXeWziTQ26W1QwNAqzPw4vfbiUvLA2DBuF4smthyLvS9QryJTckhJikbg9HYpsrgDUYjf+w8xY+bjmIwKudPQ3v68/DiMXjU4og8pGcAf++PwSjLbI46T9+uPi0ipgoEbQOZ1PRVTRrp53elZUNpJBeny0hAWvrqRs+Tmq5hyBCLhNQpKS0t5ZNPPmHz5s0ALF68uJUjujzazjeaoEMTMaI7T/56jzmraMfyf/nzvQ31jisr1rD6w01Uzf5z83Xh+hcr04r15Xpy0/PZ+pOiyg+fO4jg3u0z+2/jj/vIzyoCYPHD07GyVrdyRJZhyJRedOujuEOv/WYPpUWKaFVR/guiB2BD6D+iGw+8fgVqKxVajZ7/PvonOdnK+8XFzaHGMY4udvgEugFw4YySAZiVUchLD680i3+hPX14+YNFQvwTCBqALMscP5bMC8/8zWsvrzOLf46ONiy6ZiiffXUDg4cqZYrbt0ZzYH9ca4ZbK6nZhXyxKhIAPw8nFo3pZb7a8OvSNoQgQfMxfkBX7l84EoD8Yg1Pf7mJjLziVo4KDAYjb/66i5MXlL+ryYNDuWPO0BbNSu8VotyQLC3XkZhR0GL7rY/MvGKe/HIz3204gsEoY22l4p4rhvHKbVNqFf8AVCqJxxaPwdtVOU/4ZPXBNpn1KRA0B5eTAdcS/fka1WfQcoXHggbi6+uLk5MTjz/+OACTJ0/m+uuvb+WoLg8hAApajN6jenDts1eYM75W/m89v729ts5y4HVfbKMot/KEVFJJPPTNnbj5VGYn6LR61ny0CV25kv238NG5zXQEzUthbgn/fK2ImGEDghg6rXcrR2Q5JEli4f1TACguKGP9D/sAyEjKMW/TRZQAN4iBo7tz36tXoFar0JTpKMpXXP1cXGs36+gWXmEEkkHsmXSef+B3kuKVn/2I8WE8985VuHs6Nn/wAkE7pqrw9/rL6zgbU134++iz67h60WAcnWy5e+lEc1n+l5/tIjenpDVDvwSDwch/f92DRqtHJUk8ct1YCnJLzet9/YQA2BmYMbwHd81TKg2y8kt5+svN5Ba2nlOsLMt8/Ne/7DdlpQ4ND+ChRaNRqVq2JUVVI5DTbaQMeMfRC9zz/hpOmITRbl3c+ei+OVw5pleDxFEXRzuevn4CVmoVWr2B137dSYlGW+84gaC9cznt32oz8mjNRdCyZGZmYm9vT//+/XnttddYu3YtqjaUFd4URAmwoEWZfdckDm04TszBOCRJYvWHmygr0nDjSwsu+WMqzClm7efbAEmx/ZVl5j80kx5DupGblm/eriCzkK0/7QFg9JXD6NovCIPB0IJHZRlWfbYdTUk5ANc8OqPD9WDrNzqM8KEhxBxKYMOP+5h+/QhzBqCLhyMOddy9FlRnyLgwlr40h49f+AeD6X3iUEevyG69TEYgGYW8+vhf6E1GOQuuG8ZVNwxv8YsrgaAlOXc2k7CePpc9z+q/jrL8l0jzc0cnW+bM68fMWX1xcLSptq2rmz3/uW8ib726npLicj79aDtPPz+nzfytrdh6gugExeF00ZS+9Onmw/qTJ8zrhQDYeVgwvjelGh0/bz5GanYRz3y1mbfvmYGzQ8v3H/5h41E2HDwHKFl4z9w4Hqsa3O2bG193Rzyc7cktKuNMYhZzRvZs8RgqKNFo+XT1QbYerswkvmpcb26ZMQibRlaJ9Ar25o5ZQ/j8n0hSsot4f+V+nr5ufIc73xQIqqIzZOHpO69JY9ui3NaUY+nis6kZIukcNIcxSWvTvuVLQbtDkiTufvd6rKzV5j+oTd/t4qtHl2HQVxft1ny8CY3J+Q3Aw9+NhY8qvf2sqjQ4jtp0HJ1GabR+w3MLm/sQmoWMhBy2LVcaMw+eHEH40K6tG1AzIEkSi+6fCii9Dtd8vZvMJEUA9A32aM3Q2iXDJ4Vzzb0Tzc/LqvytXExIuC9GO2tkRzv0OgNW1iqWPj6NhTeNaDOChEBgacpKtbzw3N888/Qq1q89eVlzFRVpKClRsmXs7a1Zcu1QPvrsWq5aOPgS8a+CQYODmTm7LwAnj6ewbs3xy4rBUsQkZvPrZiWWsEBPrp+uNLPOSC8ElGzium4oCDoe103rz4JxvQCIT8/nuW+2UqppWQObv3afZsU2RYQO9nXlpVsnY2fTOm61kiSZy4Bb0wjkVHwmS9//xyz+eTjb8/rtU7lr7tBGi38VXDkmgrF9lRYFu08k8Pe+aIvFKxC0RQxyMQZT+WxnXPTIyLK+tX8NgjaEEAAFLY5fN2/mPzAD5EpVfddvB/n43h/RVzj6puax4ZudygDTncl7PrjRfJfS2rZSADyzLxaAITP702NwaEsdhkX5/f3NGPRGJJXE4oemt3Y4zUb44BD6j1MaT29ZfpDUC0oGim+wZ2uG1W4J7lGZ1VRUpXyvKtpyPVs2nAY7RaSwtbXimbcWMGZyeIvEKBC0FtFn0ok29b384bt9HIqMb/JcOp2BNauOATBjVh8WLByMg0PNwl9VrrtxBIFBiqPusl8OEm/6zGstNOU63vllt+L6ba3msevGmjOsMkyO7CL7r/MhSRJ3zhvKjOFhgCISv/z9drS6lqmm2HY4ji/XHALAx82RV2+f2ioZiFWpKANOyS6koKT2G2zNgd5g5MdNR3ns843mvoyj+wTz+UPzGNzT/7LmliSJhxaOxt/TGYCv1kURk9S6n0sCQXOituqGQVbVvdBBlhqOzSirQBJFn4JKhAAoaBXmLZ1Cl1AfkDFnIB1ce5R3b/+a8jIty19bjUFnoML8o2u/QPqMrSzBsK6SAWgwnaC2195/548nc2CDkp0y4eohBIRdfqlaW2bRfUovQF25npxU0wWnyABsEqmJlT0UfU1GH1XJzy3h1Sf+InKvqXTIYKR3T2969u7SQhEKBK3HoCHBDBocBChlPO/9dwsnT6Q0aS4PD0d6mMqIjx5JavA4G1sr7ntwClZWKgx6Ix+9t5Xy8pbNrKrKV2uiSDUZB90+bwhBvpX9dNNNGYC+fsIBuDMiSRL3XT2S8QMUp/hj59N5/eed6A2X00K/fiKjU3j3t70AuDjY8uodU/F2a/2etBUZgADRiS0nkKVmF/LoZxv4detxjLKMrbUVD149iudunICLY+29fhuDo50Nz1w/AWsrFXqDkdd+2UlRablF5hYI2hoyYESqe5EljDLtfjHUcqxmM02BACEACloJa1trbn1jEQAGvRFXb+VO5LHtZ3jl6g/Z+6dyJ7gi+++qh2ZWG6++qPRh4NS+dB/UtXmDbgZkWWb5fxU3ZBs7a676v8mtHFHz07W3P8Om9wEqM0CFANg0MlMr3QkDLvoZJsZl8/yDf3De5FDq5mKHVFRGWitnIAkELcnd90zAxkb5vtDrjbz9xgZiz2Y2aa5hI7oCEH8hh8yMwgaPC+nmybU3jgAgJTmfX3480KT9Xy4HTiezfv9ZAIZGBDBndGUWsMFgJCtTEQZ9hQNwp0WtUvHoNWMZFhEAKO+Z/y3fg8HYPCLgmYQsXvtpJwajjJ2NFS/fNoWgKiZvrUmPAE9zdmxLlAHLssymyHMs/eAfok0ZeT0DPfn0wbnMHN7D4n36uvt7sPQK5XMpM7+Ed37bg9HY8XpdCQRyfeKfeVFdtFRfL7eRpa645RriNgrxT3ARIh9U0Gr0HRfO6PlD2LfmCPnZxQT1DiA5Oo0LJ1PA2krxbZfA098dJy9nzh5OqDZeZWNlPlkZNm8IMVHxODvnUFRUhLEJJ6uFOSXkpBcQEuFHcEQXHJwtc6e1Lo7tPEu0qSxt5s2jcffpHBdeV987mcjNp8zddX2DRAlwU8jKUC7YkWUCulUKgIcPXOCTNzehKVMyjWZc2R93Jxt++2Qnmcn5lBRpcGyB97dA0Nq4uzuwcNEQfv3lIEhQXm7gzdfW8+Ir8whq5I2HYcO78etPSq/WyIPxzJnXv8FjZ83px9HDSZw4lsym9acYMCiIIUOVTKv8ojLcmtkEKb+ojA9WKO7rLo62PLhkdDVBISe7GINe+d4UJcCdG2srNc/cNIHnvt7KibgMdhyNx87WmvuvHmkxESq3qIwdR+L4dctxynV6rNQqnrtpIuHBXhaZ3xLYWKsJ8/cgOimbnccuMKZfMN27eDRL39yi0nI+WLmfPScTAVBJEosn9eWGqQOa1QRl5rAwTl7IYOuROA5Gp/DHrlMsnti32fYnELQGRtPSeOr+W28pWc0SsryQ9gVVEQKgoNV4dsFH6Mr1qBwdAEhJzEdyUC6Cqn6o5hWU8+oNX10yXnJypiIP8NuX/r7seAZN7MXRnTHm5z5B7gRHdCGkVxdCTP+6+7pY7ATYaDCy/H8bAXB2d2DuHeMsMm97IKC7N4MmhhN/KhXvAHeRAdhE8nNKzI/dPJ2RZZkNfx3jl6/2IJvK629eOp6pc/txOqpSQI+PyaCPSXwQCDo6s+f2Y9vWaKXEVYLi4nJee2ktL752JX6NELu6+LsSGOROclIehw4mNEoAVKkk7rlvIk889AdFRRq++HgHL7+9gF0nEvhp4zFumDGAJVP6NeXw6kWWZT74bT/5JqOg+xeNwsOluuCYnlaZ0ejXpW1kYAlaD1trK164dRJPf7mZs0k5bDgQi6OdNbfPGdKkcyCjUSY2OYeD0clERqcQm6y0r+gZ5Elscg6PLhlz2b3tmoNRfYKws7Xi6Ll07vtwLa6Odgzu0YXBPf0Z3KMLni4Ol72Po+fS+O+KvWQXKn18fdwdeXzJWPp2873suetDkiTuWzCCc6m5JGTk8/2mI/QK9qZfaPPvWyBoKWRZKfFtNqRq/1w2HdB0VtDGEAKgoNWIP51qLvFtCxTmlVR7npmUR2ZSHoc2nza/5uzuYBYFgyP8CInoQpduXqitGu/GtnvVEVLOKaVo85dOwt6pc2Vk/d87i7G2tbJ4WUtnorCgDFDKtoxGIz98sott608B4OBow/3PzKTfYMXtr2u4n3nchTPpQgAUdBqsrdXcdMso3n5zo/m1/PwyXntpLS+9egUeng3vNzZseFeSk/KIjk6nsKAMF9eGZ+55eDhy5z3jefftTRQWanj/420cL1ZEyR/WHUGWZa6Z2nBRsaFsPBDLgdPJAEwfHsbofsGXbFPhAAyiBFig4Ghnwyu3T+GJzzcRn57Pyp2ncbSz4doGvkeLSss5fDaVyJgUDkWn1mikYWttxccPzCXUv23eBFwyqR+21ooACFBQomH70QtsP3oBgK5+bgzp4c/QiEDGDXZq1NxavYEfNh5h5a7Kc8xJg7rxf1eOwNG+foMhS2FnY80z14/n/o/XodHqeWPZLj65fy7uzZyVLBC0FBU9AJt1BxfRmEublhD8hKYoqIoQAAWtQvypFPOno2cXV6wxknouAysbKxY8OIPf31mLZPqwdvF04saXr8IroO4TRJVKhbOzc5NLgHsODqEor4SEM2kkRKeTGJ1Gwpk0UuOykE2lxkV5pZzaf55T+8+bx1nbWhHU01cRBk3iYFBPX+wca3ewKy/TsvLDLQD4BHswefGwRsfb3rGxs27tENo9pSVaAGxsVLz97BpOHVUu8n26uPDoS3Or9QV0cLLFL8id9KQ84qPTWyVegaC1GDwkmAEDAzl2NBlJJSEbZbIyi3j95XU8/8o8XFwadgNm2Iiu/LXyCLJR5lBkApOnRjQqjuEjuzF5WgTbNkdz4WQGNt0d0RqMIMGP649SrjVw06yBFrsxkpJVyBerlZ66fp5O3HVlzd81FQ7A9g42OIv2AAITLo52vHbnVB79dCNpOUX8uPEoDnbWXDm21yXbyrJMfHo+kdEpREYnczoh65KecpIEEcHeDIsIYFhEAN39Pdr8TcD5Y3sxYUBXjpxLI+psKofPppJnyqaNT89XxNHdp7Gx2krfUF+G9OjC4B7+dPVzq/XYEjPyeWv5bs6n5gHgYGvNfQtGMGlQaIsdV1WCfdx44KqRvLV8D7lFZby1fDev3T4VtUq0ihe0f+TW6IN3keJ28d6FICdoTYQAKGgVtv8eaX7cb3QYkxcP47nZ/0NfpmXTNztAb0RlrcZoMFKYVchPz/7Bk8uWEtI7oNY51Wo17u7u5OXlYTAYmhSXs7sjfUeH0Xd0mPk1rUZHcmyGWRhMOJNKYkw6WlN/NV25nrgTKcRVcZeUJAnfEE9CIvwI6a0Ig8ERXXAzmZ1s/Gk/eaaG64sfnIaVjfhTFDSeCjfRcp3RLP6F9/Xnoedm4VxDZlLXCD/Sk/K4IARAQSdDkiRuvnU0jz38OwaDjI+vM5kZRSQn5/Hmq+t59sU5ODjUn3XTLdQLLy8nsrOLiTwY32gBEOCmW0dz+mQa6WkFSEU6cFAjSUoWwIqtJyjX6bnziqGXLYzoDUbe+XUP5Vo9KknisevG4VDLjZcMUwmwn5/l2lwIOgYeLg68cdc0Hvl0AzkFpXy+OhJ7W2umDwtDo9Vx9Fw6kWdSiIxJJiu/9JLxzg42DOmpCH5Dwv1xtZCTbUvi7mzP5EGhTB4UiizLXEjPJ+psCofPpnEyPgOd3ohWb+CwSSCEKDyc7RncowtDevozqEcX3JzskWWZf/6N4at/otDqlfPUPl19eGzJWPw8GpdBaGkmDQzl5IVM1h44y9Hz6fyy5Tg3TR/YqjEJBJag2UuA64+gyuPWikN8rwsqEaqDoFU4/W+c8kCWGTQ5gtABwUy7ZRybvttFgUkYm3z9aPy6efHzS6sozCnm1UUf8dSvSwkdcGn5UnNiY2dNaL9AQvsFml8zGoxkJOaaRME0c7ZgQXax6bBk0uOzSY/P5sCGk+Zxrl5OBIT5mA1NQvsFMHymaLgsaDyyLKPTG0GSzFkW46ZGcPv9k7C2qbkkvWuEL/9uPkNmSj4lhRocG5j1JBB0BAIC3Jg5qy9r/zlBZmYRAwcFcuxIMnHns3jnzY089cwsbGzrPi2SJImhw7uyYd1JThxLpqxMi30jy/Xs7Ky578HJPP/0alTFBiQHNbIRvNwdyM4vZdWuM2h1BpZeNeKyDAeWbznO2UTFTXTJ1H706upd67YVJcCi/FdQE74eTrxx1zQe+3QjBSUa3v99H6v3niEps0D5HrqIUH93hkcEMiwigPBgrw6VSSZJEqFd3Ant4s6iCX3RaPWcTsjiZEIO+47HEZ+RDyhGJ1sOx7HlsHK+G9rFHZ3eQFKW8remVkncOG0giyb2aTM/n7vnDiMmOZtzKbks236c3l29Gdqz9hvvAkF7QDEBaVkB7KLc50vWt7gcJ1IOBVUQAqCgxTEajWQm5ypPZOgxSOlFtviJOexfHYWuXI9Wo2X23ZPwDfHCztGOrx9fjo2d9SXlJK2FSq2iSzcvunTzYuTsysbt+VlFihgYnUbCmXQSzqSRkZCDbGrwUJBdTEF2MS4ejhTmlnDNozNFtoWgSZQWl4PeCFYqkCSuuW0UcxcNrvP9FBrRxfw4PiadPsO6tkCkAkHb4epFg9m9K5bCQg1paYWMHB3Kv/viOHMqjff+t4VHHp+OlVXdF+PDRigCoF5v5OjhJEaN6d7oOLr38GHRNUNZ9utBkGUkSWJEr0BOXsgkIT2fdfvPotUZeGDJqCaJA9EJWSzfcgJQjBaunVZ73zajUa4UAIUDsKAWgnxcefXOKTz5+SYA4kzlqwD2NlYM6unPsPAAhkYE4OV6+eYY7QU7GyuGRQQyfVQ/bp0xgPScQo7EphEVm8qR2DQKS8sBiEvLM2f5BXg58/g14wgPajuux6A4Hz9z3QT+76N/KNHoeHv5Hj65fy7ebg3vkyoQtDVaogT4cq5OW+IqsFUTIAVtDiEAClqcxOh0DBV3jCWl7BbAwcWe51bej183b4pyS3D3U5wIJ103ij0rI4k+cJ7PH/yZ/+58prVCrxc3b2fcvJ3pP66n+TVNSTlJZzOqZQr2Htmd8QsG0aVb7RkZAkFd5GYWoSrTIqsk5t40knmLh9Q7JiS80tnvwhkhAAo6H46Otlxz3XC+/HwXGRmFTJocTnm5niNRiRyJSuTTD7fzfw9MQqWuXXSL6OWHs7MtRUXlRB6Ib5IACHDF/AEcO5JEVE4OBns1B08m8+Gjc3nuqy2cS85ly6HzaPUGHr1uLFZ1xHMxZeU6/vvrHoxGGVsbKx69flyd4/PzStFq9QD4CgdgQR2EBXjyyu1Tsbe14n+/7aVfqC/DIgLp080HmyaYoXVEvN0cmT4sjOnDwjAYjZxPzeXwWUUQnDYklOSsQq6d3B9727bZB7mLpzOPLBrDyz/toLC0nDeW7eLtu2Y06jNIIGhLyCgioKXnrPqvJZAu+lcgaC6EAChocU7uO2d+bO9gWy1jKTBcyVCqEP8qqMig8w5sm05xdWHnaEuPQcH0GNSypcuCjk2uqVReMsqMnNCjQWOqGoFciBF9AAWdk0mTerJl02ni4rJZ9ddR3vnv1Wg0Os6cSmPf3vM4ONpw+11ja82mVatVDBkWwo5tZzlyOBGdzoC1dePFD5Vaxb0PTOL/nl5JEZBdWEp6ViGv/2c6z3+1heiEbHYdjUerM/DUTeOxbqDA8tXfh0jNVj4f7pg3hEDvurP6MtILzI/9RAmwoB4qSsk/emBuK0fS9lGrVPQM9KJnoBfXTO5X/4A2wug+wVw9rjcrd5/mdEIW364/zF1zh7Z2WAJBk5ABSxSQmaeQLnlgEeSLH8mW20tLOA0L2g/ido6gxTm2+6zyQJbxaGC5UbapZNirHQqAAkFzkJNRZH7s4ePc4HHdevkBEB+dYfGYBIL2gEqt4pbbRgOg0ej4/fcoHntyBqHdFWFjy6YzLPv5YJ1zDBveDYCyMh0nqxhANRYvb2duXlR5Yf3Jd3twtLPm1bum0a+7krH776kkXv52OxpTll5d7D+ZyIZ/Y5UYewUwe1TPekZAuskABMDXT2QACgQCuHXmYHqHKJ+Jf+45zd6Tia0ckUDQNCpKgBu7GC5ajKiURa5YpGZaTPOb9ndpHI1fBIKqCAFQ0KKUl2k5GxWvPJHB0dWBs1HxdS5n/j1PbkYRqFSgVtW6nUDQmajIALS2scLZ7VLH39roGq4IgJkp+RQXlDVLbAJBWyc8wo+x4xS39107Y0lOzuPJZ2cRGOgOwN+rjrH6z6O1ju/XPwBbO6WI4tDB+MuKZdb0vjhbK+WA8dkFbN8ag4OdNS/dMYXBPZWs+KiYVF78eitlJufvmsgpKOG9ZXsAcHWy48EloxvUYzYlKQ8ZsLGxws298/RuEwgEtWOlVvHUdeNxdbQF4N0/9pKWU1TPKIGg7dFQAbBWwc+8NE18u/ylegxNEQQFgqqIEmBBi5KbXoirlzO56QUgwdnDCbx87Rf1D7S1RQK2/3GY7X8crnGTj/c8jYuLyF4QdA5yMpWsHVdPB/auP8nQieHYOdTvRmpnciz1DXQjL7sYJ9eGi4cCQUfi+htGEBkZT7lGz/ff7uPV1+fz9POzefHZv8nMLGLZLwexd7Bh+szel4y1sbViwMAgDv57gUORCdx+p7HOvoH1MX1MT1buOIXBVsV33+0lorcf/v5uvHD7ZN74cSf/nkrm+PkMnv1iCy/fOQXHi5yHzyVl89yXWykoUQwHbp87BHfnuv+2i4s0bFx/ik0bT2FnZ4WPj8tluQ4LBIKOhberI48vGcez322hRKPj1V928t49s7BpQssDgaC1kKnZBbh9VsXW/R1d21pL90AUtG9EBqCgRenSzYtx8wcpTyQJVJLFWij839jXKcgWdycFnYM8UwZgdmoBX7yynt1rT9Y7JjutgD+/2QuSRGB3HwJD25YDoUDQknh4OrJggfJ9dP5cFjt3nMXD05FnXpiDuykT7ruv97BnV2yN44eP6ApAQX4ZsbGZlxXLuEEhygNJolQl88n729DrDVhbqXn65omMHaCsP5OQxVOfb6awRANAfGoer3+znf97+29yi0qVOYwyZWXaWveVnVXED9/s5d67f+H35YfQag0EBLvz0ltXXtYxCASCjseQnv5cN1lxET+fmssX/0S2ckQCQeMo1iZilCUMFy3NV8Lbekvtx1h/CxFB50FkAApaHFdPJ6Ubq4QiAkqKCNi1tz9jrxxEtz7+1cqWDm85xZpPtgDw8Dd34OzhWG2+6MgL/PbuJgBKCkpx8rZrsWMRCFqLnMzqYve2VUeZunBQrSV/pcXl/PfRlRTklgAweHxYg8oDBYKOzJx5/di+LZqMjCKW/XqQESO74evnwtPPz+al59ZQXFzOpx/twN7ehiHDQqqNHTQkGLVawmCQOXggnvAIvybH0T3AE08Xe3IKy9A7qDl/LouVv0Wx5LrhWKlVPHH9OGyt1Ww9FMe55Bwe+XA9wV6uHDyVhFEG2ZSQIwEY4UhMKvPG96q2j8SEHNasOsa+PecxGIzm18Mj/LhiwQDs7NqmK6lAIGhdrpvSn1MJmRw9l87aA2fp282HSQNDWzssgaBBSCpX9J04A04GJElIPoJKRAagoMXRlGoVOyIZZtw0Glt7U++j06n8/MZafn17PUUFZYQNCqbnkK5YqSUwGrGykhg0pRc9h3SttoQNqrwoKy4oba3DEghaDFmWlb6YVUiOyyb6SFKN2+v1Bj56ZjUpcdkAXHnLKMbPaT+OhAJBc2FjY8WNN48ClEy+P00tJoKCPXjy2VnY2VljNMq8/78tnDqRWm2so6MtffoGABB54ILZrb4pqFQSw/sEAWB0VCNLsGrlEc6cUvapVqt4aMkYxg/sCkBKdhH7zyRhkAG1ciNNpZIY0zcYCTgRm47eYESWZc6cSuWtV9fz+EN/sHtnrFn8GzIshJdeu5KXXr+SIcO6ihsCAoGgRtQqFU8sGYeHqa3AB3/+S2JmfusGJRA0EGu1BwZZ3aDF2M6X2o7J0o7FgvaNEAAFLU5WkuLo69nFlRufnsv72x5n/tJJOLgomXvnjyfz3tKfeGb+x+z75xhZSTkAeAV4oFJd+pZ1dK7M+CsRpgaCTkBxoQZteWU6f8V1++Y/jlyyrSzL/PDOZk6ajApGTe/F1XeNbYkwBYJ2wdBhIfTrrwh569adJDU1H4CwHj489uQMrK3V6HQG3nlzI+cuKvUdZioDzswoIjEh97LiGNEnEAAjoHa2QZbhkw+2U1JSTnp2ER8u38few/FKBj2AJGFlq0I2/f3fdsUIpgxTjE3KyvX8tfY4zz+1ipeeW8ORw4qDp9pKxYRJPfnvB4t57KmZhPdqetaiQCDoPLg72/PUteNRqSQ0Wj2v/rwTjbZ2UyKBoK3QGBdgSzjutuTS0HjbZ79DQXMhBEBBi5NpEgB9gjwAcHZ3ZOH903h/2+MsfngGLqYS36Sz6Xz66AoObj8LVlZ4BLjXOJ+DS2Wjc5EBKOgM5GVVz/5zNf3NRO06a3YHrmDtzwfZ8fdxAHoOCOTOZ2aJTJ8ORmZWEfsOXGjtMNotkiRxy62jUakkDHojP36/37yuTz9/HnxkqnLRq9Hx5qvrSUqsFPqGDu9qFuAjL9MNeECPLtjaKGU63QYp7r+ZecU88voa7n7tL7YcOIdslFEj0c3PDQC9QTmtDw/24rZ5I+jdzcccz69/RhF7VhEs7eysmXNFfz789FruuW8SgUE1f58KBAJBbfQL9eWW6Urf1MTMAj7668BlZT4LBC2BXKOjb8OWtiYI1u9UXPMiEFRFvCMELU5mYnUBsAIHJzuuuGsC7219jJuemYtnF8XRV6c1INnZEhedycYf91F+UXPzisxBgJJCIQAKOj7BYT58ufkBAN5afjv/eWEOAEaDzLa/jpq3O7AlmhWf7gTAL8idB99agLWN6APS0fjk6z3875Pt3H7fMgpEFnSTCAxyZ8bMPgAcOZxkzpgDpVR26f2TkCQoLi7n9ZfXkZ6uuHC7uzsQ1tMXgMgD8ZcVg421msHh/gAk5BbhGuFOaRdbkotLMBhlJAkmDQ3l86fm88ljV3DjzIFcO60fiyb35f6Fo1j5+0Eef+A3JI1S4muwU+Hqas+S64bx8ZfXc+Mto/D0crqsGAUCQedm4fg+jIhQspW3HoljQ2TNJkkCQVvh8ow1VNWWljYSqb4/1SXxNHQeIdMLqiIEQEGLotcZyEnLBy4VACuwtbdh+o2j+d/GR7jt5flgVC5myjU6fnr9Hx6a8g5/f7GD0iLFBdHeydac0VQsLn4FnQR7Rxue+/xa/EM86TOsK72HBAOwffUxdFo9sSdS+OKVtQA4udrz6P8W4uxqX9eUgnZITm4JJ8+kAaDV6nFxESZITWXh4iE4O9sC8MP3+9HrDOZ1Y8eFcesdSul8Xl4pr7+0ltwcxVBn+PCuACTE55CZUXhZMfQN9VH2UVRGckmZUt8vy9iWy7xy5xQeuXEcAT4uAFw7rT9zh/fENlfHy0+s4qvPtpGXW4KVRonbaKvi9XevZsHCwTg52V5WXAKBQABKv9JHF4/Bx02pPPj074OcS8lp5agEgtqRwYJZeBdnCFYuTc0yrG2+S+dsetyiB6CgKkIAFLQouWn5GE0NyL1rEQArsLKxot+o7silZcgaDZ5+SkZgYW4Jv723iQcnv83v72+ipKAMe9PFTUmhEAAFnYee/QPNj6ctHAxAYV4pW1Ye4b3H/0SnNWBlrebBtxbgK0r+OiSffbPH/Hj+nH6ivPsycHKyZcm1wwBISy1g/bqT1dZPn9mba68fDkBmZhGvv7yOoiKNuQ8gND0LML+ojG9WRfLj31GKSRaABH27+uCQocU6s5y/fokyG3ikpubz5Wc7ue8/v/L3X0cpK1Uy40O7e3PdVUPM856Jz2pSPAKBQFAbzg62PHP9BKzUKnR6I6/9uosSjbb+gQJBKyBbSJxrrnLhS8dYPjaBoCriHSFoUSr6/0HtGYBVqTAMQW/gnrcX8vCnN9J9gOKUWFqkYfXnO3hw8tsYTcnNJaIHoKCTMmhsGJ6+zgD8/vkuivIVMfyu52YTPiCwrqGCdkpBYRlHT6YAYGtrxYK5/Vs5ovbPlCkRdO3qCcDKPw6Tn1f9O+XKqwYyb/4AAJKT83jjlfW4uNoTFKwI7I3tA1hYouH7NVHc8fKf/LX9NFq90bwu0M+VNx+axZVzlN9rTHQ63361h3ff3sQj961g2+Zo9KbtBwwM4u33ruPN/y1kwZwBONpbA3AkJvXSnQoEAsFlEh7kxV1zhgKQllPEu7/vE/0ABW0SWb7cMuDLLxeuvaz30nHNEZv4yxRURQiAghal0QJgctXtPRk8uRcvLv8PT31/O71HhgJQXqZDU6IFSZiACDovaisVkxcozbl1WqUEcNHd4xg1rVdrhiVoRj7/bp85WWzu9D41uqQLGodKreKW20YDUFam49dfD16yzXU3DGfKtAgA4s5n8c6bGxlkKsGPiU5vUB/G4tJyfl53hNtf+pM/tpxEo1VcvYf0CmDuWGXu5MxCsvJKWHLtMLqFegGwddMZDv57AVkGSSUxemx33vjv1Tz70jwGD+mGJEmo1SoG9FBMRI7EpIqLcoFA0CzMGxXO+P4hAOw9lciqvWdaOSKB4FJaz7Sjeulu7aXCzR+LQFAV0Q1e0KJUCIB2jjY4m5xL6yLbtL3aWo2br9L3SJIk+ozsTp+R3Tl3NJHVX+zgyPZo5t01kStum9J8wQsEbZyJV/SnILcEjakccN7NI1s5IkFzUVKiJdJkVGFtrWbJVYNaOaKOQ6/eXRg9pjv79p5n5/azTJ/em7AePub1kiRx+51jKSvVsW/vec6cSkM2KiKbLENUZAKTp0bUOHdJmZa/d55h1Y5TlJTpzK8PCu/CdbMG0qubD4kZ+fyzNwaAA6eTmDsmgv97cDLffrUHa2s1p06mMmlKBHPm9cfXz6XG/QyK8Gff8UQyc0tIzSokwMfVUj8egUAgAJTPwgevHs351DxSsgv5el0UEcHe9Ar2bu3QBAIzFT0AW2x/l9xzU5miqKTlu7UIEVBQiRAABS1KhQDoE+TRoF5VFRmAXv7uNWa3hA0M5pHPbiIpJp2gnn54eXuRl5dn2aAFgnaCi7sDNz6kiOBGoyz6wXVgvvyhstxq+qRw1GqR/WdJrr9xBIci49FqDXz37T5eee1KVKrKvyeVWsXS+ydRptFxJCqR6DPp2NpaUV6uJ/LAhUsEwLJyHWt2RfPntpMUl1b2yuob5ssNswbSN8zP/FqQjyv+Xs6kZhdx4GQyc8dEEBDoznMvzSMrswhbWytc6jH0GWRyEwY4HJ0qBECBQNAsONha88z1E3jwk3Vo9QZe/2Unn9w/FxdHYUglaBvIKKW1zbuP+rjofFyuc63FEXUAgqqIKwZBi1LR068+A5AKsisEwHq2Dwr3Q22lvrzgBIIORFWxQtCxKNPo2HfwAgBWahU3LhnWyhF1PLy8nJhvKqk/F5vJ7l2xl2xjZaXioUem0qu3Um5bXq6U8R4/lkypSeTTaPWs3HqS219ayY//HDaLf727+fD6/03nzftmVhP/QMmqGdFH6XV7/Fw6pVWa63v7ONcr/gH4eTnTxUvpCSr6AAoEguYktIs7/zd/BABZBaW889tejEYhOQjaBpZ1Ab7UuMNgAeOOphqIiBJgQVMQGYCCFqVqBmBDqBAAvQMbtr1AIBB0dL77+YD54mrSuB5YW4ubH83BvCv6s317DFmZRfz68wGGj+iKvb1NtW1sbK147KkZvPriP8SdzwbAYJCJjIwnX9bz+5YT5BdpzNuHh3hx/eyBDAr3rzFDNzo6HYAuzg4A6A1GDsekMXZASKPjHxTuT1p2DCdi01l1MJqwLk3/Hu0b5FP/RgKBoNMyfWgYJy9ksCnqPJExKfy28yTXTOrX2mEJBMgWEMEuLeu1tKh28XyWLRkWcrygKkIAFLQYJQWllJiao/sEeda7vUFvICc1H6g/A1AgEAg6A1qtnh17zwGgVkncct3wVo6o42Jja8WNN43g3f9uIT+/jL9WHuG6G0Zcsp2Dgw1PPjubl579m5SUfGTg41UHKTMazNuEBXly/ayBDO0dUGtpfuzZTF54bg2gnKw79XSmuEzLgVNJTRMAI/xZtzeGsnI9H22KvKwrgK3P3dj0wQKBoFOw9MoRnE3JIT49nx83HaVXsDcDuvvVP1AgaEYqHHobQ+sLZrWXDDdJC5RFFqCgElECLGgxMpMre/M1JAMwN70Ao8EIiAxAgUAgAPhxeSQG0+fimJHdsLOzbuWIOjbDR3SjT1+ln97af06QnlZQ43YuLnY888IcHB1tCA31JCjADQAfD0eevWMS7z0yh2F9AmsU/2RZZvmySJ59epX5NQkYYurjF3k62fw7bwz9e/ihUkkYLPAWeeG3HZc/iUAg6NDY2VjxzPUTsLexwijLvLlsFzmFpa0dlqCTIzegRNbSJb3NuTSlXFggqIrIABS0GFmJuebHDekBWOEADOAlBECBQNDJ0ekMbNmhuMOqJIk7bhrVyhF1fCRJ4pZbR/P4YyvR6438+MN+Hn9yZo3beng68t5HSyjR6rjvHSWTL6+wDAc761qz/oxGmW+/2cvmjacBpa+gXq+IfQFuTgAUlWo5E59F3+6+jYrd0d6GiBBvjmZnAWBjreaVxROxs274qd+uMwmsPBDNnpgksgpL8HZxbFQMAoGgcxHk7cpDC0fz+q+7yCvW8Oay3bx5xzRhVCVoNWp0AZZryvJrL0JZ48uFWz+jUdCWEJ/Gghajov+fJEl4mbIj6iI7pXGCoUAgEHRklq+MQmcSh4YPCcbRwbaVI+ocBId4MH16LwCiDiVy9GhSrdu6uNrTxduF5++cjLWVCp3eyCtfbSMmPuuSbfV6Ix9/uM0s/jm72JnFv1mz+rBgel+sTBfN/56qfZ910au7DwbT22RceBBDQ/3pG+TT4GV6/+7muU4mXXoMAoFAcDHj+3flilHhAJy4kMFPW461ckSCzky2JgGDrKq+1JhdZ3nzjZZZLsoQvOhYjbIKI4b6f1CCToMQAAUtRoUA6O7rgo1t/TVJFY7BaisV7r6uzRqbQCAQtGUMBiPrNp8BlHu/d90yunUD6mQsXjIUJydFSfvhu/1moa42+vfowpO3TkSlkigr1/PCF1uIT61sg1Ferue/b29k757zAPgHuJqdg4NDPLjuhuE42NnQP0zJ+jtwMgn50i7k9aKzkc3pACEuLo0e383HDQcb5fv6ZFJmo8cLBILOyR1zhtIzUOn3vXz7CQ5GJ7dyRILOipNVIHpZQi+rTItUbTF00KXi+HSyhCSKPgVVEAKgoMVoqgOwZ4A7KlE6IBAIOjEr/z6KVqfcwR3UPxBXF/tWjqhz4eRsx5JrhwGQmpLPxvUn6x0zom8QD18/FkmC4lItz366idSsQkpLtLz+6jqOHFay+sLDfdHrZQwGGWtrNQ88MBkbG+VkfUSfIGWf2UUkZxY2OF6NVkdaViFHkjIAkPQy2ZnFjTpmALVKRa9AL0BkAAoEgoZjY6Xm6esm4GRyTn97xW7OJIrPEEHLo1LbYkRdJUtOXW0xoKq2tHaPv6b3Brz4OCqPUSCoilBVBC1GhQDY0HLeigxAYQAiEAg6MwajkdXrKgWnu28b04rRdF6mTo0gOET5Pvr99yjy8+tvbj9xaChLF40EIL9Iw9Mfb+TZ51cTfSYdgCFDg/H2cSYzswiAm28ZSWCQu3n88D6B5scHGlgGrNcb+b83/ubut1ZzNt2USa+ROXY2rUlZhH2DfACIy8ijtFzX6PGNZffpBJ74cQvv//Mvcel59Q8QCARtEj8PJx5bPBaVSsLfy5Wnvt3ClsNxTfocEgiajCwh17moqi2Ka3CVpdVLfGtZLorz4uOodoyt/TsQtCmEAChoEQx6Azmm8qeGZgBmmTIAhQGIQCDozKxZfwpNuR6AvhFd8PIQRgytgUqt4tbblNLrslIdy5dFNmjcrDHh3HLFEACy80uJLStGVsG48WGMGNWdPaYy4GHDQpg6rVe1sT7uToQGKIJgQwXA7/+OIiOnmHIb5ZRfAqzKITO3hNSshmcRVtA3yBsAoyxzJiW70eMbgyzL/Lr7JFFxafxzKJZ9MU3rfSgQCNoGI3oF8uqtU4hNyaWsXM87v+/lzRV7KC7TtnZogk6CES6rp96lQlvrLJUxVPT1a3gPw/ZjcCJoCYQAKGgRctMLMJh6JjVEADQajOSaBEMhAAoEgs6K0Siz8u+j5uf/uV30/mtNevfxZ+SoUAB2bIsh7nzDStpGRQTioldOwGVrFTbdXJg1rx/ffbMXAA8PR+6+Z3yNbsEVZcBn4rMoKNbUu6/b5g+hZ1cv9HbKc1W5jGRqWXg4OrVB8ValV4AXKlNczd0H8HhCJrFplQZgp0TZsUDQ7hncw5+37piGl6sDADuOxXPPh/9w4kJGK0cm6AzIljbZaMFy4Zr31fhjEAiq0iwCYH5+Pu+88w5Tp07F398fOzs7rKwubT65bds2fv31VzZt2tQcYQjaEBXlvwA+wfULenkZlYKhcAAWCASdlY1bz1BappRdhof50EUYIrU6N9w0AmsbNbIM3327r95ytrjzWbzw3N/oMzRYFSt9HPM15Tz94UZKNTokCe69byLOznY1jq8QAGUZDp6uv5G+SqVi3sw+oFJO+tVlMhX1P0diGi8A2ttY091XyUJsbgFwxR6l1N1KpZyenkrMwmCs23BFIBC0ffqH+vL5A3MZ1y8EgMz8Eh7/ajM/bDqK3iD+xgXNhwyXlvVaaLnYeKOtzWfOWmztX4KgTWFxAXDFihV07dqVJ598ku3bt5Oeno5Wq63xBPnYsWPccMMNLFiwgMLCxpelCNoP1QTABgh6WVW2FxmAAoGgM2I0yiz/87D5+V03j2rFaAQVeHs7c+WVAwA4G5PBnt3nat321MlUXn7xH4oKNUjAnQuGMnlYdwBKjAbK3a2Ye0V/+vb1r3WOsEAPPE2mLwdONcxJc8NRpazYRqVCXaXS7vCZVHR6Q4PmqErfYKUP4JmU7GYT5OLS8zh4ThEoh4Z1AaBUqxN9AAWCDoKzvS3PXDuORxeOxt7GCqMs8+v2Ezz8+QZSssV1oKB5kJFabLk4887S2zd1EQiqYlEB8Mcff+S6666jsLAQWZbx8/OjZ8+etW5/yy23YGVlhUajYc2aNZYMRdDGqBAAbe2tcfF0qnd7IQAKBILOzqEjiRSXmNQbGV58Yz1v/G8zf/1znOizGeh0jRdyBJbhivkD8fRSejH+8vMBNGWXmmMcioznjdfWU1amQ6WSWPp/E5kztz/TBnRDrVFENIOdinhNKYY6MmAkSWJEXyUL8HBMqtkNujYyC0o4FKcIafOHRzB9VA9lhax0AYpLzq19cA0YZZn0vCKs1SqGhvpTrGkeI5AVe08BSvbfTRMGmF8/ntC8WYcCgaDlkCSJaUO688l9c4gIUhzGY5JzWPrRWjYeOicMQgQWR7ZgJl1TM/ouyfAzKktLxSFSAAVVsZgAmJqayn/+8x9kWcbf359NmzaRkpLCW2+9VesYd3d3xo8fDyjlwIKOS1YVB+CaehxdTLbpAkWlVuHhJ0reBAJB50KWZf5YfbTaa8UlWqKOJvHLikM8+8pabrr7Z559ZS2/rDhE1NEkikvKWyfYToitrRU33qS4++bllrLqryPV1u/aeZb/vbMZnc6AtbWahx+dxoSJPSku0vDZJzuxzdVjrVPOyP89kciHy/dhNNZ+hl5RBlyu1XMsNq3O2DYeP28+1581MIz7rx3NvPERgOIQ/MY3O0jNbFi2jc5g4M1Ve9l/NgWd3oifqxOuDrYNGtsY0vOK2X4yHoCpA7rRM8CTAA9nAE4kiD5hAkFHI8DLhf/dPYPrJvdDJUlotHreXbmf15btpqhMfJcJLIdMY01ALLcYTIve9K95nWRaWigOof8JqnJpY74m8vHHH6PRaLC3t2fr1q2Eh4c3aNzw4cPZtm0bx44ds1QogjZIRQZggx2Ak3IA8PR3Q22lbra4BAKBoC1y+Hgy5+OVz8Gr5vYnKMCNM2cziI7JICklHwCdzkD02Qyiz2bAP8q44EB3eoX7EtFTWby96s+4FjSNkaNC6d37NKdPp/HPmhNMmhKBr68L69ed5Ptv9wFgZ2fNY0/OoG9ff2RZ5osvdpOTU4IE3Hv1SDYcjyM6PoutB8/jYGfNXVcNr/EmWf8wP+xsrNBo9Rw4lcyw3oE1xmSUZTYeU8p/+wR6E+yl3EC7e+EIPFwd+HHNYXIKSnnqww28et8MguroKVlaruPF33cSFacIjqG+7iwc1avW7S+HP/afxigrhUqLR/cBlLLjlNwiTiRmIstyg24eCgSC9oOVWsXN0wYypIc/b6/YQ0Z+CbtPJHAmMYvHF49hQKhfa4co6ABUZAC2HiYDsFaV4cT3p6ASiwmAmzZtQpIkrrvuugaLfwBhYWEAxMfHWyoUQRuksQJgdopwABYIBJ0TWZb5fdVRAJydbLnqigHY21kzfozyfVlUXE5MbIZZ/DsXl43eZJqUmJxHYnIeG7dGA+Dl6WgWAyN6+hIU6IZa1Sz+X50OSZK4+bbRPPn4n+h0Bn78fj/dQr34fUUUAM7Otjz5zCzCwpT+edu2xnDwQDwAY8Z2Z8rkcEaOCuWpjzdwISWPNbuicbS34YbZgy7Zl421msHh/uw7kcjBU0kYrx6BSnXpCf3R+HTS8osBJfuvKoum9cNareKbVYfILSzj6Q838Or/TSeki/sl8+QWl/H0sm1mR96BXX15afFEnOxsmv4Dq4WCEg3rDyt9FEdHBBHsrYiS/UN82Xj0PAWl5SRmFxLiLaoBBIKOSN+uPnx6/1w+Wn2AHcfiyS4o5YmvN7NofB9umjoAa5EIILgMlD54zXfe03BZr24RTkh0gpbCYgLghQsXABg7dmyjxrm6Kid0RUVFlgpF0MYoLdJQnFcKNEIArFIyLBAIBJ2J46dSiT2fBcC8mX2xt7Outt7ZyZahg4IZOigYAK1Wz/kL2USfzeDM2UxizmZQUqr0DszOKWHP/jj27I8DwMHBhvAwHyLCfenV05fuoV7Y2ljsVKDT0bWrJ1OnRrB50xkORSZwKDIBAA8PR555fjaBgYq4lpKSz/ffKVmBPj7O3HHHWCRJwsnBhlfumcYTH24gJbOQ5RuP42Bnw1WT+1yyrxF9g9h3IpGcwjLOp+TQw9Q/qyrrjsQCYGdtxYReIZesnz+5Dyq1iq9WHiS/SMPTH27k1f+bTreAyu/a5JxCnvxlq1lInNgnhCeuHINNM12ErzoYQ7nJmGTJmMrj7hfiY358IiFDCIACQQfGyd6Gp64Zx4jwAD5afZDSch2/7TzFkXNpPLlkHIHeLq0doqCdImPZDMCWyuOzpCAoSoAFVbHYWX9JSQkATk6NKzcqKysDwM7OzlKhCJqZ0qIyEk6l0mNoCFZW9b+F0uKycPV2pjC7GO8gz3q3NxqMZKeaMgADhAAoEAg6D1Wz/xwdbJg1rf6SSxsbK3qF+9Er3I8FKO7BySn5Ssnw2QzOxKSTnaN8R5eWajlyPJkjxxU3WSu1itBuXgzsH8zAfsFEhIuSq8ay+Jph7N1zjjKNHtko4+fnwrMvzMHbW+lhp9MZ+PD9bWi1BlQqifsemISDY2UmnZuzPa8unc7jH6wnK6+Eb1cfwsHOmpmjq5uoDesVgEqSMMoyX/36L289PqdaWWxhqYZdZxQBcmLvEBxsqwvHFVwxoRdWKonPfj9AYUk5z3y0iVfunUb3IE+iU7J5etk2CkqVHlxXj+jFf6YPQdVM5beyLHM8IQMk6BvkTe8gb/O6Lu5OeDk7kF1UyomETOYOrd1UTiAQdAwmDwqld4g3b/22l9MJWcSm5LL0o3+4Z94wZg4NE60ABI2mogfg5YxvbcS7XmBJLCYAenp6kp6eTkZG45o1x8Yqd6u9vb3r2VLQFvj2mT/Y+st+AF5f9zAhvQPqHRN/KoWCjAIcXe0J6dWl3u3zMgoxmFwOvUQGoEAg6EScik7nzFnle3TuzD442De+5FKlkggOcic4yJ0ZUxTzh6zsYmJiMzgTo4iCicl5yDLoDUbOnsvk7LlMfvvzEACBAW70qlI27OPtJC666sDFxY4HH56Gr68zf68+xuJrhuLm5mBev+yXg8Sb+jkuWjyEnj19L5nD292RV5dO54kP15NfpOGT3/Zjb2fNhMHdzNvYqFU4WVlRqNNxJimbm27+ge++vQkrK6W0af3hGLSmTLqLy38vZva4CNRqFZ+s2E9RaTnPfLyJxVcM4JtdR9GYvn/vnjaExaN6X94Ppw5yikr579/7OWYy+Qi+KMNPkiT6hfiw/WQ8xxMyRB9AgaCT4OfhzH/vnM6yHSf5ZdtxynUG3v/zXyJjUnhwwShcHC1vRCTouFQYYTSYtqD4XcQlITXyq1AWEqKgChYTAHv37k16ejq7du1i6dKlDR63Zs0aJEliyJAhlgpF0Ix4dHEzP044k9ogATDmkFIebmtvg7tv/Sn82ck55sfeogegQCDoRFQ4/zrYWzNnmuXEF28vJ7y9nBg7qjsAJSXlxJzLVPoIxmQSG5eFziT8JKfkk5ySz+btMQB4uDtU6yMYEuwu+ghexICBiinHXf8ZX+31o0eSWLv2JAC9evkxf/6AWucI8HHhlXum8eRHGykp0/LuT7txsLVmWJ9AMjIKefvtTWjyysDNCqONCgdna7P4B7DqgLKfIE8X+gTWf1N1xuieqNUqPvx1LwVGLZ9siQIJrFQqHrtyFFP7hTb659BQdp9J5L01/1Jocvv0dnFg9uAel2xXIQBmFZaSkV+Cn7swtREIOgNqtYobpvRncFgX3lqxh/S8YvaeSiI6KZvHFo1hUFj9CQUCAQCyhFxPCXAb1Pzq5qKAhbwnaAwWEwBnzZrF1q1bWb16NbGxsfTocemJ3MUsX76co0ePIkkSs2fPtlQogmYkIKyyJ09KbGaDxsQcVATA8GHdGnT3Pjs5z/xY9AAUCASdheizGZw4rTiuzp7WG8dmzHJwdLRl8IAgBg8IUp47ORN3IZtjJ5I4fCye6LMZFBcr4kxuXin7Dlxg3wHls9zezpqePXyI6Kn0EezR3RtbW9FH8GLy80v59JOdgPLz/r/7J6FS1y2cdgvw4KX/TOXZTzah0ep547sd3DJjIH8vP0xRUTlWVhJa07a2XpWtU86l53I6SflOnjmg4WVyU4Z3Z39cCjtiE5UXZLh70uBmE/9KyrV8sj6STcfizK/NG9qTu6YNxt7m0pLl/iGV2ZInEjOFACgQdDJ6h3jz6f1z+PTvSLYciSOnsIwnv9nCwnG9uXn6wGbrTSroOBhk+ZIMwHYn+DUSIQgK6sJiZ+x33HEHr7/+Onl5eVxxxRWsW7eObt261br9ihUruPPOO5EkCX9/f6677jpLhSJoRny7VjYdz0zIqnf77JQ8ctLyAUUAbAhZyYoBiKSScPdza3SMAoFA0B753ZT9Z2dnxdwZl5pANCc21lb06RVARE8/pk8Ow2iUSUnLJzomw9xLMDNLMYUo0+g4diKFYydSAFCrJUK7epkFwV4Rfjg7de4SLaNR5rNPdlJQoPQ5vvs/4/Dyaph4FdHVm2fvmMyLX2xBqzPw5d+HsNPoUQOL5w/kx72nMKolSjCYx6w3mX+oJInp/Rsm3hmMRj7eEGkW/ySjjG2BzLK/DtPDx51+PSzbD/JEQgZvrdpLer7Sj9Ld0Y5HrxzNiB61VxIEe7nibG9DUZmW4wkZTBvQfFmJAoGgbeJoZ8Nji8cwLNyfD1cdoESj44/dpzl6Pp0nlowl2EcYBAlqJ02ThOGSDMCOLpFVSpwSYDQaWy8UQZvDYgKgi4sLn332Gddccw1nz56lb9++LFiwAFvbyouATz75hKSkJDZs2MCJEyeQZRm1Ws23336LtXXNzaoFbQtnj8oLmKwqmXq1ER15wfw4oqECoMkB2KOLG1bW4s6eQCDo+Jw9n8lRk6A2c0ovnJ1b1xhLpZIICnAnKMCdaZOVPoI5uSWmPoJK6XBCYi5GWcZgkIk9n0Xs+SzWrD/JfXePZ8LYunvQdXSysoo4d07JyJsyJYIRIxv2/VdB3+6+DA304d/4NFBJlHtYcdecoYwa2pWfN5/A6Kwms7iMUo0WKys1m08oGXWjegbi4WRf7/zlOj2v/7WHPdFJAAR4OLN4UARf/34QjVbPi59v4fm7pzCg5+WX2ekMBn7YfowVe0+ZL0nGRATx0NyRuDnW/T5XqST6BfuwLyaZEwkNqzoQCAQdk4kDutEr2Ju3f9vLyfhMzqXm8n8fr+WuOUOZM7yH6BEqqBFfu24klMbXuU1He+dcnOEoSeJ6WlCJRWt2Fi1aRH5+Pvfddx9lZWUsW7YMwPyBfP/995u3lWUZGxsbvvjiC6ZNm2bJMATNiHOVxub5mYX1bh9zULkocXJzwL9K+XBdVPQAFP3/BAJBZ+GPVccAsLFRc8Wsvq0cTc14ejgyekQoo0coWVilZVrOnssi+mwGp8+kceZsBrIMB6MSGDsqFHU95a4dmcJCDS6u9hSXaJk2o34n56oUF2t4792tnDyZiq2dinI3K2SVxG97T+PgYIOVxojeWY1RlomKTsVgg7mX3uxB9bdfKSwr57nl2zmZpGTx9wrw4rVrJ+HqYIeXswNvfbcTrc7Ay19s5Zk7JjG4V/29fmsjPjOfN/7aw/l05YahvY0V984cxoyB3Rt8sd4/xJd9Mckk5xSSV1yGewMEToFA0DHxdXfi7Tun8dvOU/y45RjlOgMfrTpAZEwKD101Cjen1r15Jmh7yDIY6+kBeDHtTUuWO3pNs8CiWPzs/M477yQyMpL58+cjSRKyLF+yAMyePZsDBw5w8803WzoEQTNiZWOF2pSVV5hbYv591kbMoXgAeg7tiqqBTeMrMgBF/z+BQNAZiIvPJuqYkok1Y3IEri7tQ+BwsLdhYL8AFi0YiIuzHbJRBlnG1kaNStXOzp4tjKurPWlpyk2yHdvPNnhccnIeTz+1mpMnUwHoE+LNrVcMBiCvsIyv10aBXgaj8t174FQy64+eA8DLxYERPQLrnD+joIQHvttoFv9G9AjgnRun4uqgXDSP7B/M03dMwkqtQqsz8MqX2zh0KrkRR65glGX+/PcM93y51iz+9Qny5ov/zGXmoIb3KAToG1J581BkAQoEArVKxbWT+vHef2bSxcMZgH/PJHPPh/8QdTa1laMTtDVkpEYvRrl9LfUfk0BQSbN07e7Xrx9//vknBQUF7N27l/j4ePLz83FyciIwMJBx48bh7V2/Q52gbWLvaEtxfikGnYGi3BJcPGvua1SQXUzqeeVkvaHlv0ajkZxU5WLBS2QACgSCTkBF7z9razVXzu7XusE0ElmW+e6nf/k3Mh6Agf0DWXrn+E5fiuXj48zQocFERiawc+dZllwzFAcHmzrHHDmcyAcfbKOsTAfApEk9uf2OsVhbq5GB79ccpkijRfKwwt6ookwl8++ZJPLt9ADMHdobK5UKg8FQ4/xxGXk89es2sotKAZg5sDsPzx15iaPzsD6BPHfXZF77ejtanYHXvt7Ok7dNYES/4AYde1ZhCe+s3sfhuHQA1CqJmycOYMmYPk1yj+7h54GdtRUanZ7jCRmM7xPS6DkEAkHHIyLIi8/un8Nn/0Sy8dB5covKePq7rSwYE8FtMwZjI9oICcAs6FmKVjm9kTu+cYmg5WhW2z5XV1fh7tsBcXJzoDhfuYDIiM+uVQA8G1XZ/6+hBiAFmUXotcrFixAABQJBRyc+MZeDUYoJw7SJ4bhXabPQHvjyu31s3hYNQPduXjxy/2SsrDpv6W9VZs7qS2RkAmVlOnbuPMusWkq7ZVnmnzUn+OWXA8iy0jblxptGMHt2X7OQunBqP4rLtPyx5SSylYRRLQEyRUYdsql70YIRtRvHHI1P5/kVOygpV8TFG8b145aJA2oVagf3CuD5u6bw8pdb0eoMvPHNDh6/dQKjB9Qtvm0/Gc8Haw9QrFG8ioO9XHnqqjH06OJZ57i6UKtV9An2Jup8GicSRQagQCCoxN7WmoevHs2wngG8/9e/FJdp+WtvNEfPZ/DkNWPp6uvW2iEKWhkZLnEBvuwJq9BceqAQ/ATNhcXO0hMTE0lMTESj0TRqXHl5uXmsoH3g6u1sfpyRmFPrdjEmAxBbe2tCejesh1CFAzCIEmCBQNCyGI1Km4rs3BJKSstbZJ+btyvimZWVivlz2lf2X1Z2sVn88/N14elHp2NvJwy9KujTpwtBQe4AbNxwGqPx0tN5rVbPp5/s5OefFfHPwcGGJ5+awZw5/S4R526eOxh7nfJauSnLz2DyWesb5ENX35q/M3eeTuDJX7ZSUq5DJUk8OGcEt04aWG+W5oDwLrz4n6nY2VhhMMq89d1Odh++UOO2xRotr/+5m9dW7jaLf/OHh/PZXbMvS/yroF+wUgYcl55HcZn2sucTCAQdi3H9Qvjs/rn0D/UF4EJ6Hs99v43vNx2lRCM+Mzozsiw169L4ctyGlR1bNM4OZ3MiuBwsJgB27dqV0NBQNm3a1KhxO3bsMI8VtA/cfV3NjzMSsmvdrkIADBsU0mA336ykSkFRmIAIBIKWZE9kHLc8vIJ7nl7Jl78caJF92tlZE+DvSniYD54eji2yT0tRtQesi7MtuabMcIGCJEnMnKVk5aWlFXD8ePVeevn5pbz80lp27YoFoEsXF157/UoGDgyqcb6ionLI0aIuU3IZDGoZWa2c1M8eVLPr8p8HzvDKH7vQGYzYWKl5YdF45g3p2eBj6NfDjxfvmYq9rRVGo8x/f9jNjsi4atscvZDOnZ+tYduJeAA8nex584Yp/N+s4dhaW6bQpH+IclEvAyeTRBagQCC4FB83R968fSq3zxyMtVqFi4Mty7af4Nb/ruKvvWfQ6mtujyDo2FRkALbUYpCrL7X17btku2aMSSCoikXrdOozhGiusYKWxbnKRWpGQs0ZgGXFGuJPK414I4Y3rPwXINuUASipJDy6uDU9SIFAIGgkUSdSKCzWoDcY2XUwjkPHk5p9n7Hns0hJLWiXphnpGUU4mvranT2XxePPruLTr3aTm1fSypG1HcaODcPRUfkZbVh/yvx6XFw2Tz+1ithYRczq3z+AV1+bj7+/W61zpaTkIwE2BQZ6h3hjsDW9Z2SZbh7VxxllmS+3HOaTjYeQAWc7G965YSpjIxrWx68qfbr78vLS6TjYWWOUZd79eTdbD5xDqzfwxaYoHvtxM1mFivg7vncIX94zj6Hd/Ru9n7qICPDC2uQqLYxABAJBbahVKhZP6MMXD87D3la5AVFQUs7n/xzijndXs/VIXI3Z2IKOS2ubehiq/GuQJQxGZWnJGASCqohGPYJG41SlR1VGfFaN28QeTlAcIYHwoY0RABUDEA8/V6xsmrVFpUAgEJgxGI0cOZUCYO5h99lP+ykuad5SYD9fFwDSM4uadT/NQf++/nz2/hIWzBugGFXIsG3nWe579A9+/+sIGo2utUNsdezsrJk0KRyAI0eSSEsrYP++87zw/N/k5ChC6azZfXnyqZk4OdnWOVdKSj6g9Bu6e9EIZDvlpF5dDp/+9q/5olZnMPDWqr2s2KcIjj6ujnxw60z6BvvUNG2DiOjmzSv3TsfR3gZZhvdW7OXmD1bx+/7TyICDrTVPzB/DcwvH4epQ93E0BRtrNeEBXoAQAAUCQf0EeLnwzp3TeeXmyXTzcwMgI6+Et3/by9KP1hIZkyKSTzoJLZn9V22pQQQ0ImGUTEsLxiLe6YKqtLoAWFSkXPQ4OLSvxuedGSf3KhmAtfQArCj/VVur6T6w4RkHFT0AhQGIQCBoSWLjsikqVsS+GeMVwSY3v5RvVxxs1v36+Sg9VbNzitHp2l95koODDdcvGcqH71zN2NHdASgv17Ni5WHuf+wPduyO7fTZFjNm9ja7Bn700Xbef38bWq0BtVrFXXeP45ZbRqFW1386lmy6QebgYMOJ9CzzCb1aC7FJ2Xzwyw5KNFqeXbadLSeU7+BuPm58eOtMQrxda5m14fQM8eLle6ehdrFC4yKRVaxk/fUP8eGr/8xl2oDQZnV/7h+iCJgxqdlotPpm249AIOgYSJLE8IgAPrlvDo8tGoOvm3L9ciE9j2e/38bjX20mOrHmRAZBB0Ju/j6ANfYDRHXpIlcskuX7/NWxCARVaXUBcMuWLQB06dKllSMRNBRn90qxtiinhLLiS41fYg4pFx+hfQOxtbdp0LxGo5GUs+mAEAAFAkHLcuiE0p9NpZJYMm8AA3op30nb959v1lLgLqYMQFmGjKz2lwVYgbeXMw8uncjrL84jvIci1OTmlfLxF7t48vnVnDqT1soRth4+Pi4MGaK4554/p1xsOjvb8dzzs5kyJaLB86Sk5CMDvl1c+PvQWQAc1FZIJi1s2cbDXPXGcg7FKT/rvkE+vH/LDLxdLHODNSO/mC+2H6bY2giSBLKMVYmR3q7ueDjaW2QfddHP1AfQYJSJTqm9/7BAIBBURa1SMXVwKF8/ciV3zxmKiylL+fiFDB74bANPfLGW+PTcemYRtFdapt+fCoNcVeBT1VOWq2yjjGv+PoACQVWaVGO5c+dOdu7cWeO65cuXc/To0TrHy7JMSUkJhw8fZvv27UiSxOjRo5sSiqAVuHAypdrzjIQcuvapdPnVles5f1S5YA4f1rDy35L8Uj594Gdy0wsZNX8Iw2cPsFzAAoFAUA9RJpEvorsPOw/EcTI6rULj4NMf9/HhS/NxcrR8aaOvj4v5cXpGIYF19IBrD/QM8+HV5+fyb2Q8Py2LJDOriLj4HF54bR3Dh4Rw47XD6OJ3+dlo7Y1Zs/ug0xlISsrDycmGxx6fgY+PM7IsU6rRUVCkIb9IQ2Gx8m9BURmFxeXkF5VRUKShoLicpJQ8jJ5WnCwpQJOj3L/V5WlRI2FUS+gcQcYIKE3PY9NzeHfdvzx5xRhsrBpmxFUTsiyz9cQFPlx3kNJypazb390ZbWYZXQPcWb3tDAePJ3P7VUMZ3jeo2bIAewd6oZIkjLLM8YQMBnbza5b9CASCjomNlZqrxvZixtDu/LHrNCv3nKZcZ2D7kfPsOhbHvNG9WTQ2Ai9XUZXWkZBlmqkPnqXmrJxHqUq3fNWEyAIUVKVJAuCOHTt4+eWXL3ldlmVWrFjRqLlkWcba2pr777+/KaEIWoGU2PRqzzMTqwuAcSeS0JnKc8KHda13voTTKbx/53dkmsqJc9MKGDKjn+UCFggEgjrIzi0h3lReObhvAL/+FYWhomxVksgrKOObFQd54LZxFt+3n6+z+XF6RvvNAKyKJEmMGt6NoYOCWbfpNCtXHaG0TMfBqASijiYyc1pvFs4fhHM9Pe/aI7IsoynXU1CsMQl3lf/6RniBly1lGh2vfbODQtM6vcHYsMkl5X96h0rzD6syMNjKaJ0kMBvJyKCS0BgN7DiTwM3j+hPi7dak4yksK+eDtQfYeSrB/NrCkb24bcogCos0fLxsHwBp2UW8+uV2BkX4c+fVwwjya9r+6sLRzoYwP3fOpuWKPoACgaDJONrZcPP0gcwbFc4vW4+zPvIcBqORVXtOsf5ANPNHR7B4Ql+cGljBJGjrNL0MtroU11Ii2sX7kVt074KOT5NdFmprnNrYhqqDBw/m9ddfZ/DgwU0NRdDCeAe6V3ueEV+9FKei/58kSfQc0rXOufb8eYhvnvgNralZ/JirhnD7m4ubtY+QQCAQVOXwyWTz42EDgtBq9fz2zzHlBVkGSWLH/vOMHtKVYQOCLLpvB3sbXF3sKCjUkJZZaNG5WxtrazVXzunHxHFh/P7XETZtjcZgkFm74RQ7d8eycMEgZkzthfVlZKe1BOVavSLWFZdTUFR2UaZe9ccFxRq0FujlqFJJuDja4upsj5uzHSrg+NFkRdsLsAWjkf5BvkyfFcp76w9UpA2gAowXOUp/+VckL98xBbWqcV1fos6n8vbqfeQUlQHg7eLA4/NHM6ibUh7v5e7I8/+ZytYD5/hxzWHyizQciU7lvjf+Zs74CK6dNRAnB8teQPcL8eVsWi6nk7LQ6Q1t/r0jEAjaLh7O9tw3fwS3zB7JF2v+ZfOhs5TrDKzYeYq1B2O5ZmJfrhwVgY21+JxpzzS2DLZSyWgr16JCEBRYliYJgLfccgsTJ040P5dlmcmTJyNJEq+88gpjxoypc7xKpcLJyYlu3brh5ubWlBAErYi9k1215xcbgUQfVATAoHA/HGtJo9frDPzyymo2fbcbALWVihtemM+0m8cK8U8gELQoh44rAqC3pyNB/m5MGx/OH2uPY6y4oWUSAT/4Zhefv7HQ4qXAfr4uFBRqyOhgAmAFri723HHzaGZO7c2Pyw5y+GgSxSVavv/5ABs2n+Gma4cxbEhIi3326/QGCovLL8rQK6OgqNz0vMws9hUUaSgrv3zDCUkCZ0dbXJ3scHW2q/VfN2d7XJxscXKwRVVFyNu1K5YzexMpd1WhNSoZg927ePDu+gPK+1SWkWQwWpmcgctkDKZMwcOxqXz8y37uu350tTlro1yn5+stR/jrYLT5tUl9u3L/7OE421d/76tUEtNG9WD0wBCWbzjGmh1nMBhl/t5xhh2H4rhx7mCmjQprtPhYG/1CfFj57xnK9QZi03LpHeRtkXkFAkHnJdjXjTfvnsP10wbx/m87OXo+neIyLV+vP8yqfdHcNHUAUweHWuxzTNCyNLwEuL1cfypxVgqV9SdfdW4rNsHFNEkADAkJISQkpMZ1ffv2ZcKECZcVlKBto1KrzBfEAGlxlaU4RoOR2MNKqVBt/f/yMgr46J4fzJmCbj4u3P/5zYQPC23myAUCgaA6Wp2e4yaDiiH9lP5lXh6ODOkfSOSxJOxsrdAbjOgNMiVlOl75cAtvPTXHojF4uCk3StI6SAlwbQQGuPH0o9M5fjKFH349SEJiLukZhbz9/lYG9g/kmcemW1QEzMgpJj4lj63/nquWqVdSprXI/I72Nrg52+FiFu+Ux27OyvOqj50dbBvk9FsbySn5AGg9lUwUR1tr/jqgCHQ2ahV6vRGj6Yyup68HKedzKTZ9T+utJTZFnSNHo2Hh9L6o6vgZaw0G3v17P+n5Jeb9PDBnBJP71d3P19HehtsXDGPG6J58/WckUadTKCwu55Pl+/l7x2k+eHwe1hbIoukb7GN+fCIhUwiAAoHAYvQO8eWtO6YRFZvKtxuOcC41l+yCUt5duZ8/dp/mthmDGNkrUCQqtDNKDdp6MgDb+++zSvuPercRCC6jBPhitm/fDigCoKBjI130IZJ6LsP8ODE6zewKHD606yVjYyLj+PA/35OfqVzohg/rxn2f3Yy7b+drCi8QCFqfUzEZlJt6lg7tH2h+ffqEcCKPJaEp13PNFQNZuf4EBqPM/Ol9LLZvo1Fmy84Yoo4n4e7uwNiRDTNNau/07xvA269eyY5dsSz7PYr8gjJsbdQYDDJWVpd/klqu1bNy00n+3HySnt28OBmbUf8gwN7OGlcnpey28l87XJ1tcXWyr5ap5+Jk26Llpykp+RisQeugiIhjw4NYfywOJNAYjagqQpHhbFouOEDFCb/BXkJjJ7E3LZW9P6Q2aH8SMKibH49dORofV8c6t9XpDSSk5hObmE1sYg65BaVmAx0AW2u1RcQ/ADdHO0K8XUnIKuBEYgZLsNzfY00YjdmU699CkpyxVs1BrR7SrPsTCASXx7t/7ie7sJSJ/bsybVBok8S6IT38GdS9C7tOxPP9pmOk5RaRmFnAiz/toE+IN7fNHEzfrj71ziNoG2Rp8jAapUtLezucJlb1gKocrQwG+fJbkwg6DhYTAEXWX+dBvugOQ2FOCbpyPda2VubyX6ieASjLMpt/2MPPL63CoFfKl2bcNo7rnr0SK9FbQyAQtBKHTO6/NjZq+oZXuooO6huAl4cj2bklHD2dyptPzUGvN9Az1DIn/YnJeXzx/V6iY5UMaq22lGGDgi0yd3tArVIxZWI4jg42/PeDbRyITGDXnnNMntizyXPKssz+o4l8szKSrFwlg+1UbAYh/m54uzvWkqmniH0uTnbY2ljslMjipKTkU+6uNp/fj+wZxPqTccqTCg8RmZoTAKRaXq+Dh+eNZOagsEuyBQ0GI4lp+cQm5XDOJPjFp+ah19duZOLn5VLruqbQL9hHEQATMjEYjc1almeUz2EwblCeyGohAAoEbZjM/BI2HTmP0Shz+Fwa0wd3b/JcKpXExAHdGNMnmPWR5/hl23HyizWcSsjikS82MrJXILdOH0hXP/f6JxO0KgEO/sQUx1+64qLvxY6iB9bUIVAliWttQSVt92xX0GapyeglKzkX/+4+xBxSBECfYE9zVl95mZZvnvyNvX9GAWBjZ80dby9hzAJxIi0QCFoPWZaJOqH0/+sf0aWaAKRWqZg6rifLVx8h+lwmVmoVocGel71PrVbPH38fY/W6E2b31y6+Ltx9y2jCQjtfOeOmrdFIgJOTLWNGNb0NRGJqHl/9HsmxmDTza726+3DX4uF0D7r831trotcbSEsvpLyHNQB9g3wY0yOgcgMJAt1dyIwvBFlmyrBQsvNKOZSSjtFWws3RlifnjOGrPw6SauozObxvIAum1V4O3DfYB4PRSGJ6AecSc4hNyuZcYg5xybl1mpy4OdvRI8SLHkGehAV7ERbsibuLveV+GChGIP9ExVJSriM+M5/ufh4Wnb8qRrkye1SS7OrYUiAQtDY/bTuG0ahco1jKwdfaSs0Vo8KZNjiUlXvO8MeuU5Rp9fx7JpkD0clMHdydm6YOwMet7kxpQeuhtMmtX9675Oq2vSiCcrV/ag5bNAEUVKHZBcCioiIKCwsxGOpPPQ0O7jzZD+2aGj5EEk6n0CXU29zXryL7LzMhm/fu+o7E00rZkU+wJw9+dSshvQMunUQgEAhakOT0AjKyiwEY0i/wkvVTx/bgtzVHMRplNu2M4Y7rRl7W/k6cTuXz7/eRnqGIMFZqFfPn9OPqeQOwacPZZ81FYlIuJ04q3w3TpkRga9v4n0FxqZbl647yz45o84Wfh6s9tywYyoRh3TpEr6b09ELK7cFooxzLrIFhLNt3SvkulkClgk9un80b3+/iaEwKsXHZpGUUobYHoy0UlmkZEtaFXg/M5rmPNhGXlEvUkWQ8HexZes0oVCoJo1EmPbuI2ERF6Pv5r8PEJeXUaYDi7GhLj2BPwoI9CQvyomeIJx6uDs3+M+8XUr0PYHMKgLKcVOWZMAAQCNoqCZn5bD4cZ37u7mRZwd7e1pobpvRn7ogeLNt+kn8OnEVvMLI56jw7jl3gilERXDOhLy4WNgkTWAIJuSlqXjsVzdpp2IIWxOJXHEajkeXLl/PDDz9w8OBBCgsb5mooSRJ6/eU77Qman5oyAPf+FYVslCnMUS6m3byd2PDtLv58dyMlBaUADJzci6Uf3ICjW83OwAKBQNCSRJncf6FmAdDT3ZGh/YM4eDSRHf+e58arhzZJpCos0vDDsoPs2HvO/FpEDx/+c+sYggI6b/nQug2nAFCrJWZM7dWosUajzNZ/z/Hj6sMUFCl9Z63UKq6c0ptFM/vjYGdt8Xhbi+SUfMo9lPIdOys1BaUavtt5zHyb3yiDs70t4wZ152hMCsmZhSCDyiiZ1stkF5Xh6+rIK/dN55kPNnIhJY8N+2I5HZeJu6s955NyKCnT1RqDo7013YM86RHsZRL9vPDxcGwVgdXH1RE/N0fS80s4npDJ/BERzbYvWU6s8qys2fYjEAguj+82HcUoy+aOBwajzMn4TDxd7PFwtsfW2jKXvG5O9twzbxgLxkTww+ZjbD92AZ3eyMrdp9kQGcviCX2YP7oXdp3wpl5bxYjUQBfguqh+7dvS33zmvctN61/YJAFU0GGx6KdTZmYmV111Ffv37wdqFooE7R8PPzdcvZ0pyC42d/k+suUUR7aeRrJS3lJ/f7gZADsn5U7YVQ/NYMGD01E1Y68egUAgaCiach27DpzH39cFG2s13p5ONW43fUI4B48mUlKqZe+hC0we06PB+5BlmR17z/HDsoMUFZcD4OBgw42LhzJ1QjgqVec9ISsoLGPX3vMAjBoRiqdHw8unzsZn8cWKA8Qm5JhfG9IngDsWDiOgAxpKnU/IQeuifHeG+Xnw5dbDANhaqSk3VVfEZeQxqn9XPlq+CwA7GzU9Qr05mKWUsK7ecwZdmZ6E1HzSikrM2YQpuYUkZRRU25+djRXdgz1NZbyK6Ofn5dym3q/9QnxJz4/jREIGsiw3mxBprCIAynJJs+xDIBBcHqcTs9h3RsnW7ebnRl6xhuSsQh75cqN5G2d7GzxdHEyCoPKvl+l514ByfD1ccGtE9p6fhzNPLBnLwnG9+XbjEQ6dTaVEo+O7jUdZvS+GG6f2Z8aQsMtyfxdYjstXJKp/x1w8n6W/gWqNt+18DQvaMRYTAGVZ5qqrrmLfvn0AdO3alZEjR7J8+XIkSWLixIl4enpy4cIFjh07hl6vR5Ikpk+fjp+fXz2zC9oSM24dh7Zcx/I314IkgamPFSZxr6rwu/SDG5BUEoOnNq9Tn0AgEDSGL3/5lwtJeVhZqXjlkRm1bjewjz/enk5k5RSzaVdMgwXA1PQCvvxhHydOV/akGzOiG7deNwJ3kQXNlq3R6Ey95ObMbNj3Q15hGT+uPszW/ZWZlH7ezty5cBhD+wZ2iHLfmohMTAOT+HYqJQsAVwdb5gzuwc/7TgKw/nAsp46mm8uCDbJMUlq++Sxv5e7TWJVfNLEEeiA00J2+3X3pEaT07AvwdWlWYw1L0D/Eh83H4sgr0ZCSW0Sgp2WNRkA5l6kmAFJq8X0IBILLQ5Zlvtmo3BSxs7HijVun8vX6w2w5Eldtu6IyLUVlWuIz8mudS5LA3UnJGPR0scfT2cEsGnq6OOBpet3Fwc58Q6S7vwev3TqFo+fT+XbDYWKSc8gtKuODvw6wcvcZbpkxkLF9gjvs91N7QJaxQAZgw2jqXkTKlKAlsZgA+Oeff7Jv3z4kSWLp0qW8//77qNVqli9fDsADDzzAFVdcAUB6ejovvfQSX3zxBSdOnOCNN95g4MCBlgpF0AI4u1dmazzy3R04utrz0f2/kJ9ZRJ9RYVz94DQAwoc1vam7QCAQNAdb98ayfb+SfTagl3+dzr5qlYpp43ry66rDxJzPIiE5l5DA2nuO6fQGVq87wR9/HzMLXN5eTtx50yiGDAiy7IG0U3R6Axu2nAEgvKcvYd3rNj/RG4ys3XGGZWuPUapRylRtbaxYNLMf86f0waaDO8mfKykE0yHKMtjbWHHzyP5k5habt1m57zR2VTqu6PRG8vI14AlIErIKXBxt6drFHb3BwOl4RUgc1TeIZ26d2O4uTvsF+5ofn0jIaBYBEPKBoirPRQagQNDWiDybyon4TACuHtMLdyd77rtyBNdN7kduYRk5haXkFJWRU/HY/LyU8osMjWQZcovKyC0q41xq7fu0UqsUkdDZHg+TMOjl6sC8UeEMyS1ia1QcGfklJGcX8uovuwgP9OS2mYMZ2F0kvLQGclN7ADZpXzVz8d6F4CdoTSwmAK5YsQKA7t2788EHH9RZ6unn58dnn31GWFgYjz32GFdffTVHjhzBxaU5TuAEzYFTlQwWv65e2Drakp+pnCgPndFXCH8CgaBNkpCSx5e//guAl4cj9982tt7Sxilje7D87yMYjTIbd8Zw1/Wjatwu+mwGn3+/l6SUfABUKom50/uw5KpB2Nl2nJ50l8v+fy+Qn6/0U6sv++9YdBpf/n6ApLTKMtVxQ7ty64KheLl3bNfFUo2O3ScTKFMbK1+UwZCl48vfDyoXEF4oAt/FGqgE/UJ9OVOWR7FWx8ThoTx15RhOnM/gmc+UFh2BPq48fN3Ydif+AQR4OuPuaEdeiYbjCZnMGtzw0vyGYpQTqj2XZZEBKBC0JYxGmW83HQHAxcGWhWN7A0omYICnCwF13BiQZZnSch3ZBaVoZTU5RWVk5hWRnJFDdmEZuVWEQoOxulyjNxjJzC8hM7+OmwIVH6syxCTn8MTXm/F1d2Rs32B6Bnji6eKAhynLUPQLbF4UF+BWjqF1d9/q+xe0LSz2iRMZGYkkSSxatKhG8a+mfoCPPPIIK1asICoqii+//JJHH33UUuEImhmnKhdeRXklxJ+uvFVW4QAsEAgEbYkyjY53Pt+BVmtArZZ45K4JuDTAKdDDzYFhA4I4cCSRnf+e56aFQ6sJeqVlWn5aEcmm7THm17p38+I/t44hNMSzWY6lvSLLMv+sV8pWvb2cGD40pMbtMnKK+XZlJPuPVpZghvi7c/fi4fTt2TGzKJZvOk5qdhFp2UWk5xSRW1iG1hGwM11JyjLWRaAy+aVJYC75ldUS9ywazYAwLx77cANFpeV4uTnQzQVOJGWSX6Yhp6CMt37chVGWsbe14plbJ7RbsxRJkugX4suu0wmcSMhsln0YqzkAg8gAFAjaFtuPXyAuPQ+Aayf2xdHOpsFjJUnC0c4GRzsb3N3dUavVGAwG8vLyqm1nNMoUlmqUDMKiiizCisxC5XFuURl5xWU1i0xV7q9k5Jewcs+ZSzaxt7HCxdEWVwc707+25ueLJ/Rp8y0Z2joyihFIq+y4JtrfPTdBB8NiAmBWllJO0qtXdSe/ijvLGo2mxnFLlizh0KFD/Pnnn0IAbEc4uVdmABbllRJzKB4ABxd7gjroxZlAIGi/yLLM5z/vJyVdySS78aohRHSvvfT3YmZMiODAkURKy3TsibzA1LE9zesuJORw8LCSLWRnZ8W1Vw9h1tRel5y063QGnn9rPeNHdWfWlMa53nYUomMyuBCvmHfMmt77kgbp5Vo9f24+ycpNJ9GayrOcHGy4ft4gZo7t2aEbqv+0/uglr8lqzKkL1sWgrmrUK4PKAEYVIMFV0wZg0JQxvHcAWw/FEXkmhf7DAgBIzy/hjR93kl+snIs9sGQ0wb5uzXo8zU2/EB92nU4gPb+YzIISfFwtmxFqNFZkAKoAo8gAFAjaEDq9gR+2HAPAx82RecPDm2U/KpWEm5M9bk72dK9jO4PBSG5xmUkQrBQJswvLyMwv5kJ6PoWlFzdiVSjT6inT6snIu/QmwzUT+1roSDovMhJyC/UArE4t+2ztdERBp8diAqBOp5yVOjpWPwFzcnKiuLiY7OzsGscFBwcDEBcXV+N6QdvE2a3y91ycX0LMQeX313NICKoOfIEmEAjaJ1v2xLLrgPI5NWxAEFdMa5wx0YDe/vh6OZGRXczmXWfNAmBpmZYX39yAJEHXYA+eenAqXjU4CheXlPPSOxuJS8jh7PksSkq0LLxiwOUfWDtj7YZTANjaWjF5YqWIKssy+48m8u3KSDJzlYsgSYIZY3pywxWDGpSp2RGxLQS9DcgqUGurrxs/MIRMVTmHkxWn3xMJ6fT2dWVEnyC2HoqjpEyL2qhcgKTlFZGdreRALJjQm3EDu7bsgTQD/UMqBfwTCZlM6W/Z6gPZbADiDBQgiwxAgaDNsC4ylvQ8pQ/qTVMGtHovWLVahberI9513IjIzC/hu01HkI0y24/HN2je9tiioc0hN48A2HQZr/ZYmu233SoC9vxzSAABAABJREFUqKCtYjEB0NPTk4yMDIqKiqq97uvrS3FxMWfPnq1xXEaGcuKan59vqVAELYBjlR6AOan5JMcqv0dR/isQCNoa8cm5fL3sAADeno7cf2vj+56pVBLTxofz859RnI3L4kJSLt2CPIg9n4VRlkGGm68ZVqP4l5ldxKvvbibF1MdOkmBgP//LP7B2RkZmEQcPKVlVkyb0xNHRFoDEtHy++v0gx6IrHZMjQr25e/EIugd3nhLqF++YjJ2NVbUsx1WrjhJ1JAkXZzsee3Rate17h/qw6cR5swB4IDaJ3r6uDAr3x0qtQm8wkl+g9Fo0yDLWEvTt5sstcwe33EE1I1193HCys6FYo+VEouUFwAoHYElyR5YLECXAAkHboKxcxy/bTwDQ1deNKQPbx7WHj5sjTyweiyzLzBtVd8aiRquntFxX5zaChqGUADcHzSEqNk92oMg5FFTFYgJgz549ycjI4MKFC9Ve79evH+fOnWPDhg01jqt43cOjdldFQdvDylqNvbMdZUUakmLSza+HD20fX8ICgaBzYO77pzNgpVbx6N0TcTIJT41l8pgwlq0+jMEgs2lnDHffMIqYWKX/mEqS6FFDSfH5+Gxef28L+YVl5teuv3owYd3qdr7tiKzfdApZlpEkmD2jNyVlWpavPcY/O86Ym6x7uNpz8/whTBwe2ukyH4b1CbzktWV5GtRamVB/d3rX4FbdJ6DyfXQiMR3oi4OdNQN6+BEVncqFpFyzg7Cziy1P3DQeqw6Spa9WqegT5M2B2BROJGRYdG5ZlisFQDyRiQf0yLIOSWqffRMFgo7Cyr1nyC9R2hncOm1gu+uRJ0kSfUIa3oJEcHnI0OQMwJYXzuqOs3OdFQmaC4t9Yo4YMQJZlomKiqr2+rx58wA4d+4czzzzTDUzkHfffZd169YhSRKjRtXsqihou1Q4AafHK+Xd1rZWhPa79AJGIBAIWgNZlvn0x32kZhQCcNPCofS8DOHN3dWB4QMV04qd/56nTKMj+pwiAIYEe2B/kaFC1LEknntjfTXxr2eoF1fM6tfkGNorpaVatm1XKgEGDQzi1IVM/vPiX6zedhqDUcZKrWLB1D58+sICJo3objHxT6c3WGSe1kCWZZJTlKzRgAC3Grfxc3MyXxDEZ1U2rx/RJwiAosLKnlPzJkTg4WLfLLG2Fv1DfAFIyCqgoKTmXtNNIx9QKlpUkm+V10UWoEDQmuSXaPh9t9JKok+INyMjxHWHoG5kJIxNXOQ2tjT1OASCqlgsA3DatGm888477NixA41Gg52d0q9nyZIlPP/886SkpPDmm2/y7bff0q1bN86fP1+tL+D9999vqVAuobi4mJMnT3Lu3DnOnz/PuXPnKChQTqpfe+01+vWr/2Js//79rF+/nvPnz1NeXo6XlxfDhg1j0aJFuLjUbjPfkXF2dyQrKZdcU1P9sIHBWAkre4FA0EZ4/+td7IlUstJHDg5hrgWMN2ZMCGd/VDxlGh27Dpwn9rwiAIaHVb+bv3F7NF//9K9SHmzCxlrNfXeOb3fZCpZgx65YyjQ6jGpILill/0/7zOsG9w7gjkXDCPR1bfL8ZWVaklMLSE7OIzkln5TUfOITcikq0vDzdze3y2zCgoIySkoUAS+wFgFQrVLh6mBLfmk5uUWl6I3Kqf6IPoF8uvIAUpW6J5t26vhbF/2qZNGcTMxkTK9gi8xrlCvdpyWpslxflkuQJDeL7EMgEDSeZTtOUKZVrNBvnz64XX62C1oWWW6M70Z7ez+J4l5B47GYWjNp0iQmTpxIWVkZ+/btY/LkyQDY29uzfPlyZs6cSXFxMRkZGWRmZlbLBHzhhReYMGGCpUK5hAMHDvDBBx80efznn3/OunXrAFCpVNja2pKamsrq1avZuXMnr732GkFBQZYKt91QkQFYWqjcdRf9/wQCQVvh2OkUdh00taSQZdydbCnT6HCwt7mseftFdMHX25mMrCLWbj1DaZnSoyeihyJEGI0yv6yMYtU6pT+RlZUKvV5RYa67egj+fk0XudorBqORNRtOorNXYbRRkZSh3DTy83Li9oXDGN4vqMEXcUXF5aSk5JOcogh9ySn5JKfmk5NTe2bWqjXHWdAODVdSUvLNj2vLAATwd3cmv7QcoyyTnFNIkIczXm6OPHnTeFQSvLp+H+UGAxkFxc0fdAvTo4sHdtZqNDoDxxOaRwBUSZXnd8IIRCBoPdLzivnngJJJPiI8gL5dRRmtoH6yywuRTcJexzPgrcdQxLRa7ngHLrgMLCYAqtVqtm3bVuO60aNHc/z4cV577TU2b95Meno6jo6ODBs2jAcffJCZM2daKoxacXd3p3v37oSFheHv78+7777boHEbN240lylff/31XHnlldja2nLhwgXeffddEhISePXVV/n444+xtu54d9frwsndodrziOGhrRSJQCAQVFJSquXjH0wZZiaDjg3bY9hz8ALXXTWEaeN7VjNaaAwqlcT08T35aWUUSan5SCjnV+FhPuh0Bj76Zjd7DyjCo6uzHYVFyg2SXj18mT3t8jMQ2xt6g5HPf95PSnkZ2Cg/c1sbKxbN6Mf8qX1qdG6UZZmCQo1Z6EuqEPpS8ikoKLtk+4uxtlaj1xuQjYBEu824rCoABga617pduJ8np1OUioqYtGyCPJwBzE6/XaNOE5OWQ0ZBxxOvrK3U9Ar05siFdIv2ATQaKwRAayQpoMqaUovtQyAQNI4ftx5DZzAiSXDb9EGtHY6gnVBuMGIwtrfMPgth0v0MQgAUVKHF6jW7du3KV1991VK7q8bEiROZMmWK+XlxccPugut0On799VcAZs+ezeLFi83runXrxnPPPce9995LWloamzdvZvbs2ZYNvI3j5O6o2FkCKrWKsIGWufMuEAgETUWWZT75cS/ZuYrYEeDnSmpaAUhQXKLly5/2s27LaW5eMozB/QKbVD40eUwPlq06gt5gRFaBh4s9dnbWvPTfjZw5q4gQIYHulGv1FBRpsLFRc+/tY9utENVUjsWk8dVvB0lMyzd/V4weFMLtVw/D28MRWZbJySmpzOZLrRT6iovL654ccHCwITDATVn8lX+zcor59vv9yEZQqyXuWzqRMaPa582pZJMA6ORki4uLXa3b9Qvy5a+oGACOJGQwtU/1bHxfV8cOKwCCUgZ85EI659LzKC3X4WB7+TdjZVlxq5akQCTJucrrQgAUCFqDC+l5bD0aB8CUgaF086v9pohAUBU/O4/6TUA6ij5Yi86nli692SrovHSKhm1qddPe9MePHycvLw9JkrjqqqsuWe/j48P48ePZvHkzO3bs6HQCoHMVAbBrH3/smuisKRAIBJZi/fZo9kcpF++jh3TlkbvG8/s/x1ix+qhygidDcloBr72/hf69/bllyTC6BjXOhd7NxZ4Rg4LZeygeVBAU4MYzr68j1dQPdWDfAPy7uLBu8xkAblw0lC6+nadXbGZOMd/+eYh9RxLMr0kGmYGhvvTq4sFvv0eZsvvyKdPo6p3P2dnOLPQFBbgRYHrs7uZQTcDdvvMsX3+7H1mWsbZW8+iDUxg8qP2256jIAAwIcKtTqO7u42Z+fDYt55L1vq6OAGQUdkwBsMIIxCjLnErKYliYfz0j6scoJwGgkoKRcKyypmP+DAWCts63m44gy2CtVnHTlPbX0kHQeshQvxFGDcJZe9EEG5Lb10QTZEEHxWICoEqlMpfJ/vjjj5aatlU5fvw4AEFBQXh71+wcOWjQIDZv3kxMTEw185POgH2VjASR/ScQCFqbc/HZfPdbJABdfJy59+bRqFQqllwxiCB/dz78ehdanckVVobjp1N55MXVTB7bg2sXDMbDzaGO2aszemg3RQCUJE6fy0SvU/r8TR3fk/GjQnnh7Q0A9An3Y+bkzlH6W67V89eWU/yx8YT552ytViEX61BpZU4fT+X08dRax7u7O5gz+SqWgAA3XBvgXLt2/Um+/+kAAPb21jz12HR6RfhZ5sBaiaoCYF34uztXaNuk5hVesr5CACzWaCkp1+Joe3l9MNsaEQFeWKlU6I1GTiRkXLYAKMsyRlMGoEoKBsmxyjohAAoELc3J+EwOxKQAMHdET/zcnVo5IkF7QqZpvf8uHtJWNDT54gcNCUxUAAuqYDEB0MrKCoPB0KxmHi1NUpJyBzgkJKTWbSrWybJMcnIyYWFhLRJbW0BTVG7OSgjs2b4vtAQCQfumpLSc/36xA73BiLWVisfunljN8GP00K74ejvx5kdbyckrBcmUECjD1t2x7D14gfmz+nHFjD7YNaCEUIVpsCShNRhRAddeNZi503vz2It/I8tgZ2vF0tvGolK1ldPG5kGWZf49lsg3Kw+RmaO02JAkmD6mJ0tm9eejT3Zw+ky6eXtvLydF3PN3IzCwsoTXsQlZ5LIs8/vKI/z+5xFAyRZ89skZhHbzsszBtRKlpVpyc5Vy09ocgCuwUqtwd7Qnt6SMUq2eglINrg6VN+h8XSovljMKSgj16VgCoJ2NFT39PTmdnMWJhEwLzFgAFAEVGYCVNwaECYhA0LLIssw3mw4D4GBrzbUT+7VyRIJ2hyzVXwLckGkqHkjV/ml26hUvhbgnaCQWEwB9fX1JTU3F2dm5/o3bCbm5uQB4eNReHlZ1XV5eXrPH1JbIScs3P/YNblwJnUAgEFgKWZb56Pu9ZGQr4tPt14ygW7DnJdt1D/Hi7efm8dbH2zgbl4WMki1WVqZDU65n+aojbNoRw/VXD2bCqLA6hbsN26KRjCCrAQmWLBjEwnkD+H75QVLTlSysGxcPxc+n43wn1kRSWj5f/X6Qo9Fp5tciunlz15IRhJl+B9csGkJmZhGBAW74+7thb2cZwyyjUeaHnw+wbsMpADw9HHnuqZn1Zsy1BxrqAFxB8P+zd9ZxcpT3H3/Pyrm75ixyF3chQjwhECQEKe6U0iLFCrSFwg9aoIUWKYUU90KQJCSEOHG7+MXO3V3X5vfHrJ3m7rJ7lued17wyOzPPzDN7uzvPfOb7/X6CfCmvUwxSUosqmBAXbl1niQAEiwA48GpnjYoJISW3hFN5pej0xjbNZTqLJfoPQJIGAe5Y6wcIExCBoEfZcyqXE1klACyfMRw/zwsn00rgGGQkqwuwg3Zo/58VRx1B6HkCZ+OwiuQjR44EIC0tzVG77HUaGxX3RlfX9qMS7NfV119YA8OCDOWCLMsyRqP4uRIIBL3Dmk0p7D2kuHbOnBzHwllD293W39eD5x5fzMXTEgBoaNTj5q4hKtwXgPLKet54bwePPbeKYycLWrU3mWQ++nKfeZ1kHamVVNRx8kwRa35WxKiRiWEsnJ3owLPsW9Q36Hhv5X4eeGGVVfzz93Hn4Vtn8LdHLrGKfwBJw8K4eOYQEuKDHSb+GY0m3n53u1X8Cw/z4flnLh0Q4h90XQAcHmGLeDxbWN5sXUsBcCAyKiYEAL3RxCmzI3J3McnZ1nmVNMic6aBEAQoTEIGg5zCaTLz/sxLd7evpyrLpF0Y5DYFjkeWemUwtJpnOTa3aOWESCOxxWATgr371K9avX8+XX37JH/7wh245Kwr6DyaTiWzLzbEsU1sxMG8qBAJB3+ZMegkffXMAgIhQH+67+aJzXn9ctBoeuHMmgyL9+XTlARobDeQXVzN3xmCSj+ZSWd1IRnY5z7zyE4lDQrhkThJBgZ4YDEa+Xn2E45Z0VlkmwNeD8uoGtu9N5/jxfCX1103D/XcOzNRfk0lmy940PvrhIJXVykMytUri8rnDue6S0c3Srp2FXm/kn29uYd9+JVIrJiaAP/5hMX6+564V2F+wOAC7umoICjp3vathdgLg8dxiYIT1tZebCx4uWup1eoqqah3d1T7ByOgQa4zesexiRseGdntfJpNFANQgSUokpYSnOf1XjHUEgp5i0+EMsooVc60b54x2iMO34MLEESnAXT+meUZqER0o93yUn9AABfY4TAC8+eabee+999i+fTsPPfQQ//rXvxy1617DYujR1NTU7jb26zw8Oi4g/+mnn/L555+3u3758uXceuutXexl75BxIpeGWtu5m3Tg79+7aUWWm35fX19k8bij36FSqaz/9/ZnSdB1euP7V13TyKsrfsFolHFxUfP8Y5cTEd7csKmyugG/dkwk7rhhFolDIvm/19bS0Khn885UZYXdSO1UajGnUlvUFbPGzkuUVzWApBhgFDXWIgH33T6bYUP6lzFSZ75/p9KK+OdHWzhx1lbPb/LoGB645WJiInumDERDg46/vvIDyWaH4RHDI3jhL8vw8hpYaWHFxYrQFB0dQGDgud/bkXG271xGaXWrv2FEgA+phWVUNOgH5O+rvz8MjQzidF4pJ/PLz+scyyoK0RtBo44hIEARVhuLvTEYi9G6GPD3c/z7J65//Rsx/nQ89Y16Pt2smDFGBPpw08LJaDXdT+3vCPH9G9jIDqoB2P0O2AS4rvh2CATOwmECoCRJ/PDDD9x44428+eab7N69m9/85jfMnDmTqKioDtNo+yoBAQGkp6dbawG2hf26c1006urqKC5uv0B1fX09arVzLm6ORq1WM+PyCexZd5i4kTF4B3j1mb5bLuSC/okkSX3msyToOj31/ZNlmZf+/TNFpUqx/ofvns/QBJsZ0eff72fb3rOkZRXz/t9vYVBE2yLKzKlDeftlf5584Tu8vdw4k1bUjc6AZM7lmDA2hisuGdtvo+Db+v5VVNfzn893sGbLMesT7YgQXx64dTYzJyb02LlWVzfw5J++IeWk4iQ8cUIsz/35Ktx7IOqwp8nJUcYWMTFBnfo9jAsJsEbAFVbWYAK0du0sAmBBZc2A/X0dPziK03mlHM0oQEZCo+7eb5HBmAmAVhtvfa9UKi8wAtQ59f0T17/+jRh/Oo73ftqJWq0maVAIN84fj1sPuJeL79/Apfci7qQ2lwoEvYnDBED7H0xZljl48CB33nlnp9tLkoTBYHBUdxxCdHQ0Bw4cIDs7u91tLOskSSIqKqrD/Xl6ehISEtLueg8PD4xGY/c628PomnTsWHUQgLPJmTTUNvZ63yVJQqVSYTKZxBPYfohKpUKSJGRZxmQy9XZ3BF2kp79/X606yM79Ss3ZhbOSWDw7qdlv0KoNR8gtqAQJ/vjKKt5+4fp23X1jogJ4+6Ub0OkNFBZXW5dv2n6KH9YdUV6YT2n65Hhqaxs5cjyPkCBvHntgEX97/SfKy+vwcHfhkd8s6Jef37a+fwajie83HOG9r3dTW68DwNVFw81XTOL6yybg6qLpsXMtK6/liae/ITNTqe82a8ZQ/vDYElxc1L1+7XE0Op2BArPJVnRUQKfOT62SCPbxori6FpMsk1ZQypBwW1pwmJ+SRlxQXj3g3i8LY+PD+WLbYeqb9JzMLmT4oK6nAcuyjN6QAYBaHWN9ryRJyfAwGmud8v6J61//Row/Hcuh1Dw+2XAQWYbIxGgWThji1N8t8f1zDH1VPFXq4Dn3QWXnvvW2PshtLnUivRkBKehzOEwAbHnBGwgXwNGjR/Pdd9+RnZ1NaWkpQUFBrbY5dEgpTjts2DBrynB73HTTTdx0003tri8tLe03TsK+YR6oNWqMBuWC7OKl6fW+q9Vq/P39qaqqGrA3OAMZf39/1Go1JpOp1z9Lgq7Tk9+/U2nFvPvZdgCiwn25/drxVFZWNtumvkFnnU/PLuXlt3/id7fO6HC/GhVEhSk3+qfTilm9Xkk/sozUblo+gSsvGcndD32FBIxIDGXzLycoL1fSNW+9bhKuWmO//Py2/P4dPV3Aiq/3kZVfad1mxvhYbl82geAAL+rraqjvoXJoRcU1PP/XdRQVKdGec2YP5d67plNXV0PdACzJlp1djsmkfOgCAl079XlSq9UkhAVQXK3U+DuUmkWQm+1mzM9svlJaU09RSSkuTkql603iA21mJzuPpRLu3fWIIVmuRJaVmmP6plDre28wKFksen2VU77f4vrXvxHjT8dR36Tnzx+sR5bB3UXDby+b2Or67mjE988xtHWf3BeQcbwRRvPdnZ+4JreYc45U1/91GYHjcJgAOGvWrH6b8tQeo0ePxt/fn4qKCr777jvuvvvuZutLSkr45ZdfAJg9e3Yv9LD30LhoCI72pzBDicbwD/Hp5R4JBIILgeraRv7x7jZr3b9H753dKrJPlmWqqhsACA/xpqC4hk27UkkaHMr86UPOeYzauib+77UNiggjg0Yt8bs7ZzJzWgJFJTVUVin79vJyZc3PKQCMHRnJvFnn3ndfp6i0mtc+2MrO5CzrspgIP+6+ZjKjh4X3eH9ycit4/q8/UVGhuK9etmQkt9w4ecCNN+zJtXMAjuqCq/GIQWHsPqNkJZwtLGfByHjrOnsn4OLqOqICBt4129/LnahAH3LLqjmaVcTyi4Z3eR8m2fa5lyRbHU8JS43nAag4CwR9iHfWHqCwQnmQcd+lkwjzP7cJkkDQMRKyA2Q150toUpvHccRoxxHnLxg4OEwA3Lp1q6N25RSqq21pXfX19db5urq6Zus8PDzQaJS3RavVcsMNN/DWW2+xZs0a/P39Wbp0Ka6urmRkZPDaa6/R2NhIeHg4CxYs6LmT6SP4h/paBUDfYHGBFggEzsVkknn9/R2UmiPu7r1hKjGRrWuv1tXrMJojqBbNHMqPW05RUl7Hu1/sIWFQIHHRHZsqPP3XtdRZU17V/PHhhYxIVOoLnj5rq+O6a18mAB7uWn5z+/R+LUo16Qx8tXY/H3+3lyadUo7D092FGy8byyWzhqHuZj218yE1rYQXX1pPjdlw6vprxrPsyub1FfV6I0eP5eHioiY7u4L4+CDiYgNxc+t/bpENDTqysyvYtu0sACqVRFhY54W6IWGB1vmT+aXN1tkLgEVVA1MABBgVE0JuWTXHs0swmeQuO3GbZFvJF5WdAIikvH+yXN+yiUAgcBB7T+Wy7oBixjU1MYpFExJ6uUeCgYAsS5j6cQqsiN0TOBqHCYB9nfZSb1988cVmr1944QVGjRplfb1o0SIyMjJYu3YtH3/8MZ999hmurq5WEdHPz48//vGPaLX972bjfDDojVQUViovJAldg75X+yMQCAY+368/zsFjuQDMvWgwc9uJ5quqabTOhwb58Ng9s3nqlXXo9EZefncLf39qKZ4dGEdcMi+Jdz/ZjZuLhpf+dBnRdiLj6VTFJESjUVFeqVwHbv/VFAIDPNvcV19HlmX2Hs3hg+8OUmCufyhJsOCiIdx8+Xh8vXvHXfdESgF/+/sGGhuVa8sdt07jkkVKRJdOZ+DI0Tx278vgwMFsGhr0jBkdydEjudb+R4T7EhcXRHx8EPFxiijYV8xCZFmmvLyezMwysrLKyMwsJzOrjMJC28PIqCg/oiL90XQhVTch1CYAZpRUNlsX6mMvANZ2v/MOQJZlntizhWB3T2aFRTMlLMJh+x4dE8q65FSqG5rILq0iNsSvS+1NJosAqEGSbKZCEmYBUEQACgROoaqukVe/2w2Ar4crD181tV8/VBP0HZyRAiwQ9GcuGAHwfPj1r3/NmDFjWLt2Lenp6daov8mTJ7N8+XJ8fX17u4s9Tk15rRL9Z744Z50sICwuuJd7JRAIBiopZ4v47PtkAKIj/LjnhqntbltpJwD6ersxNC6Y25ZP4r9f7aWguIY3PtrJE/fObvfmYvGcRPx93ImO8iMitPnvuyUC0GCOMBw/Ooo5Mwaf17n1FrmFVaz4Zh+HUvKty0YMCeOOZRMYEtN7tXwOHMzm1dc3o9cbUakkfnPvTKZOiWPv/kx2783gYHKOVRi0kJlZZp2XZcjLryIvv4odOxWjGEmC8HBf4ntYFDQYTOTnV5KZWWYW/BSxr6amqcN2kZF+/P7387p0rJhgf6sTcF2TnvLaBgK83AElPVarVqE3miiq6l0RK7u2ms35itCWWlXhUAFw1CCb0drRrKIuC4CybDF2i0KSbENkiwmISAEWCByPLMu8vmovFbXKtfuBK6bgb/7tEgjOl54wAenzCAFUYMcFIwCuWrXqvNpPmzaNadOmOag3/Z9acz0mZBkkifRjOUxZMrp3OyUQCAYkVTVK3T+TScbNVcNjv56Nq2v7ly9L/T8AXx8lgu3SOYmcTC1i58FM9hzKYvWmFC6fP6LdfUyZENNqWUODnsycCmtBFg93F35920X9LkqhvkHHV+uOsmpzijVVOsDXg9/cOIsF04dRVVXZa33bviOVN//zCyaTjEajYsniESQfymHF+7toajI029bDw4VJE2OYNjmW0aMiaWjQk55Rap0y0kspKVWi3WQZ8vOryG9PFDRPsbGBeHh0TxSsr9cpQp85qi8rq4ycnAoMhvZdJSVJIiLCl5iYAGJjA4mNCSQ2NgA/P49227SHm4uGQG93SmuUz39qcQWTzTfRKkkixMeTvIqaXhcAD5QUWucDz2Ge1lVC/TwJ9vGgpLqeY1nFXD5pWJfaW1KAm6X/AlhrABqQZT2SdGFlfQgEzmTL0Uy2H1e+e/PGxjFzZOvrr0DQXTJqStvRv/rX2K1ztH2melm4WwtsXDACoMCx1FQ0v4E4vT+jl3oiEAgGMiaTzL/e+8WabnvvTdOIDvfrsI19CrCftyKASJLEb2+ZTmZuOXlF1Xy08gBD44JJTAhpbzetOJtegoxsjXy+88YpBPr3n9Rfk0lm6750Pvr+IBVmkVStklg6J4lf33AxPt4evepguX5DCu99uBtZVurfSRKsWnOs2Taeni5MnhjDtClxjBwZgdYuRVarVTN2TBRjx0RZl1VXN5KRWUp6uk0YLClpXxQEe1Ew0FxTMKiZKCjLMqWltUrqrlnwy8oqp7i4psPzc3XVEBsTQIyd0BcdHdChmN1VEkIDKK3JAyCtqILJ8bboulDfviIAFigzMnioHSukSZLE6JhQNh3L4FhWMbIsd0mgb08AtKQAK9QBfuffWYFAQElVHW+u2gdAkI8H9182uZd7JBho+Gm9MZnavw4MLBnQdjb2UqBG6nw5EcHARwiAgm7RUgDMPlmAyWRCper5QvECgWDgsnLdUQ6dUFJU588cwuyp5y4KbhEANRoVHu42gcHdTcvj987hsb+uQac38sq7W3n1j5d3us7d1p2pVvFv3KhILr6o7b6czSwlMtQHjz5Scy4lrZjyqnpWbUrhVEaJdfnYxHDuvmYy0eF+eHq49mIP4YOPd7P2pxTra5NJVlyYAW8vVyZPimHq5DhGjohAo+n8dcbHx40xo6MYM9omCtbUNJKRUUp6Rhlp6SXNREGAgoIqCgqq2LnLJgoGB3uhUatQqSQqKxqoq9N1eNyAAA+7iL5AYmICCA316bIpRVcZHBLA3lRFAEwtKm+2zmIE0ps1AGVZJtkuAtAZMQmjYkLYdCyD0pp6CipqiQjw7mTfKgFLHcwWEYCSp912dUiSn2M6KxBcwMiyzD++3U1to/J7+sjV0/DqI9dNwcDB18UNOkgBbhYz15/VQJHmK+gkQgAUdIvq8uYCoK5RT3FWmagDKBAIHIqvtxtqjUSwvxd3XT+lU20qzdFtvt5uraJ/YiL9ue/Gafzrwx2UVdbz2vu/8KffzUd9jocXNTWN7NynRDqrVBL33zGj1b4zc8s5k1nKx98n09CoZ8SQUCaNimLiqCjCg3vedbVJZyAlrZhn3tgAgL+PEg0ZEujFXVdPYsqY6D6Tvuzr07zek7e3G1MmKZF+w5PCuyT6nQtvbzdGj45idDuioCVS0D6izyoQyjQbZKtUElFRfsTEBBJrTuONiQnEx6d3zFNig/2s82cKypqtC/X1AqCkph6jyXTOz7wzyKipoqzJFqFrckJa0qiYUOv88eziTguAzR2Am6cg2kcACiMQgcAxrN57huRUJSL4iqnDmDDYcfVABQJ7Oq2Ntdiwb4yQ2qfzmp9QBwU2hAAo6BblBZWtlqUfyxUCoEAgcBiyLLNqYwoGo4yfnzuuLp27ZFkiAH292y4iPmfaYFJSi9mw4wyHU/L5+sejXL90bIf7fO4fP2MwKmLFFYtH4t9GjbbVW06xcddZ6+sjpwo4cqqA/369n6gwXyaOjGLSqCgSE0LQqJ0vvuQUVlnFP4A7rp5IQUkNV80f0en3sqe46ooxbP3lLPHxQcybM4zhiWGoe+A9stCWKFhb20h6Rhl792WyYcNJZaEEWhc1d9w2jbjYIKKi/HDpQ+9lbLDNtCa/shadwYiLOU3aEgFoNMmU1TYQ4tPz6evW9F8zRidYMw4K8sHXw5Wq+iaOZhWxcOy5o4YBTHKWdb5VCrBk/1tS74huCgQXNHml1az46SAAUUE+3LlofC/3SDBwkTqMAOyIgSOb9XUpU9CT9J1Rq6BfUZZfaXthNgI5tS+diy4f12t9EggEAwtJkpg8Nprcn6o4mVpMTn4l0RF+52xnEQD9Okjtvfv6yaRmlZKRU85XPx5mWEIw44ZHtrnt2o0ppGcp0VQe7lquu7L171x9o54dB5UIwdHDwoiPDuTA8VxyC6sAxXE3t7CK7zeewNPdhfEjIpg4MorxIyLx8XJOtFhxmS3V8/e3zeDiSfFOOY4jkCSJ11+9pre70QwvLzdGj4okcVgomzedxmg0gQR6vZERIyIIC+35qM5zMSjQJgCaZJnM0kqGhgUCNgEQoKiqrlcEwIPm9F+NpMIgmzA5QQCUJIlRg0LYcSqHY1nFnW5nMuWY5zRIUliLtfYpwEIAFAjOB6PRxCsrd9GkN6KSJB5bfhFufehBimBgobgAO3afUqsZ5+Cofg8cIVPgCETBNkG3qCyubrXslDACEQgEDmbJnCRr3bQ1m1POsbWCxQXYt4M0TBethsfvnY2HuxZZhtfe+4XSitapfRWV9Xz4xT7r6z88OA+ttnUx5Z0HM2k0u9Res3g0t189kbeeuZL//OUq7rpmEmMSw61Rf3UNOrYfyOS1D3dw6+P/4w9/X8c364+RlVeB7MBRapGdADhtrHBV7C4uLhoGD24e3Z6a2nlhqSdxd9ESZBf5mlZUYZ1vLgD2fB1AkyxbBUAPjca6zBlY0oDzymsoq+mcYCebIwAlKQpJai5GtDYBEQgE3eV/O06Qkq3Uo73+4pEkRYvsIUH/wlINxCIuyrLkoIlmk6MQ8X8Ce4QAKOgW1WW2AbDKXJupKLMUk1HYjAsEAscR5O/J9AmxAGzZnUZ1bWPHDbBPAe44si482IcHbp0BQHVtE6+8u9Wa5mvhuX/8jNFsRjFjajwjhoW3ua8N5tTf0EAvRg61RQ+Fh/iwdO5wnntwIZ+8ch1P3D2budMS8DVH/ZlkmZNpxXzyfTIP/N8q7vnjSt75cg/JJ/LQ6c/PkbekXBF5fL3d+lzKb38jKbF5RNjZ1JJ2tux94oP9rfNpxTYBMNjbE5W55mNvOAGnV1dSqWsCwEurFPp3RgowwOgYm7t3Z6MATbISAdgy/RdoZQLSG1hMcQSC/kxafjmfbDoKwODwAG6cM6qXeyQY8DhMnOuCcNeFqXlbJ/Wvl956Qd9E3BEIukVdle2JenhcMHmpxRgNJgoySogcHNpBS4FAIOgaS+cNZ/v+DHR6Iz9vP8PyS0a3u63eYKS2XnEUbK8GoD1Tx8VwxYIR/LDhBKfTS/h45QHuuHYyAD+sO0Z2riKgeHm68ru7ZrS5j+yCSk6nK4LQ/OlD2nV69XB34aLxMVw0PgaTSSY1u5T9x3I5cCyX9BzFsbW4vI61206zdttpXF00jE0KZ+LIKCaMjCKwjbqDHWFJAQ4J6PlUz4FGYlIY/HBEGbBLfTcCECAu2I996Ypztn0EoEatws/DlZpGHU3nKS53B/v6f15axZ3bWRGA8WH+eLhoqdfpOZZVzOyRsedsY6kB2JYAKGH77vW0CYjeYOTrXSnsP5vP2PgwXDVqrpsxos8Y+AgEnUVnMPLSNzsxGE1oNSoev2Y6Wk3riHqBwOH0sALW8nD2P9dOuux1jFAABXYIAVDQLRpqlaf4WlcNw6clkGe+GTp9IFMIgAKBwKEMjQ9mWHwwp9NLWLvlFFcuGNmuK2yN+bcJzh0BaOHmqyZwJr2Ek2nFrNqUQtLgUIbGBvHpNwet2zz98Hw06rZvVDbuVKL/VJLEvGmdMxxQqSSGxgYzNDaYG5eOo7SijoPH89h/LIcjpwrQ6Y006QzsPZLD3iNKZFLCoECrkUjCoMB2hUYLReZI7ZBAr071SdA+icNCkSTbGDojswy93thmOnhvExNkqwN4tqgcWZatYpHeaMJoklGf47PjDA6Y03+jPL1xUysCoLMiANUqFSMGBbM/NZ9j2ecWa2W5ClBKm0htRQDijpJEJdOTJiDHs4r55+o9ZJUotUSPm88lo6iC318xDVetGMYL+g8fbzxCZlElALcvGEdsqF+v9kdwYaAE2vXiAxNLVKB4ZiPoI4iRg6Bb6BqVCBt3LzcmzB/Jho93gSRxZOsp5l4/pZd7JxAIBhpL5w3ndPo2yivr2ZWcyazJbRtaVNY0WOf9OqgBaI9GreLRuy/m9y+spqqmkTc+2oGvm4s15W7uzCEMTQhps63eYGTL3jQAxo+IJNCve9F2Qf6eLJo5lEUzh9KkM3DsTCEHjuWy/1iutTZhWnYZadllfLX2CH4+bkwcGcXEUVGMSYzAw03bbH+yLFNcbokAFALg+eLh4UJMTCCZmWUggcFgIiurjMGD2/5c9Cb2AmBdk56SmnpCfDyprGukxnzt9vNwjvFMe5hkmWSzADgxOIysmmrrcmcxKiaE/an5ZBRVUF3fhI+Hawf9s3cAbl0vUxFQPYC6HjEBqa5vYsWGZH5KTrUuiw3xpUFnoKiyjs3HMskrr+HZ62cT5NO1yGCBoDc4nlnM1ztOADAqNoSrLkrs5R4JLhgs6ba9hvnhkYjCE/QRhAAo6DJNDTpMRuVXzNPPncHjY6yxzRnHc3uzawKBYIAydVwMgf4elFXUs3pjCjMnxbWZAldVbasR2JkUYAuB/p78/s5ZPPuvn6lv1FNfr0OFIiLed9v0dtvtO5pDtTnqcP70wZ0/oQ5wddEo4t7IKO69XiYrr4ID5ujA0xklyDJUVjeycVcqG3elotGoGDkkjEmjlDZhwd7UNehoaNQDSl1CwfmTmBiqCIBmzqaW9HkBEJQ04BAfT7JKq2zbBPu2bOZUzlSVU61XxMeJweHk1NYAYJKdVzd41CAlG0EGTuQUM21YdLvbmuRs67xKans7CU9z+q/zUoBlWWbDkXTeXX+Ayjrld8XDVcvtc8eydPJQGnUGXvhmO/vP5nM6r4z7313LX66fTWJUkNP6JBCcL/VNel7+ZieyDO4uGh69+iLUKlGGXtAzOMMFuH3aC/Nrb7lQBQU9j8N+fdVqdbcmjUaDv78/CQkJLFu2jDfeeIOqqqpzH1DQa9RW2J5++wR44ebhgm+QcoNZUVSN0dDztYUEAsHARqNRcemcJADOZpZaa+61pNJeAOxkBKCFMUkRLJ07XHmhkpDV8KdHFnaYartxpxKh4+vtxqRR7QsM3UWSJGKjAli+eBQvPbaEj166jodum8H0CbHWqD+DwcThk/ms+N8+7v3zt/z2ue957+v91n0EiwhAhzA8yWwAYx6vn+2jdQA9XV0I8rJzAjYbgdgLgIMCe1YAPFBcaJ2fEByG2izeOysFGGBYZCBas/P2uYxATCaLAKhBkto2+kFSIu2cZQKSVVTBb976jpe/3WkV/2YOH8R7v72cK6cmolap8HRz4fkb5nDNRcrvVHlNA7//YD2bjqY7pU8CgSN4d91BCiuUiPRfL5lIeIB3L/dIcGEh9eDUV/smENhwWASg3M1BnCzLVFVVUVVVRWZmJj/88ANPP/00r776KnfddZejuidwINXmtDIA/1DlJiJuZBSHt55CNsnknCogdmRUb3VPIBAMUBbMHMqXqw+j0xtZvSmFxDbScqvsUoAtTrtdYf+BLDDJZgFQIj23nLhBgW1uW1Jey6GTeQDMnZqARu38iAZfbzfmTElgzpQEDEYTKalFHDiWy4HjueQVKWmVOQVVZBdUWcd8oYHCBMQRJCY2r2+bmtZ3nYBjg/0orVW+C6lFFgGwEgAfdxf8PXs2Bfig2QBkkJcPwe4eVjdiZ6YAu2jUJEUFczSriKPnEABlcwSgJEUhSW0PjZUIQJAdXANQZzDy7rq9fLDhAHrzA9QQX09+d+lkpg5rPZZSq1Tcs2gCsaF+/HPVHvQGE39buZOMokpunzdWRFYJ+hQ/7DnF9hNKiv2UYZEsnuiYSHmBoCs4/lLjbFFNRAYKnIfDBMBZs2YhSRI1NTUkJydbl/v6+hIXF4enpyd1dXVkZGRYI/wkSWL8+PG4ublRVlbGmTNnMJlM1NbWcu+991JfX88DDzzgqC4KHERZfqV1PjBcEQDHzk3i8NZTAOxff1wIgAKBwOF4e7oy96LB/LTtNLuTsygpqyW4RXprVY0SAejhru2yQcPnKw9SXFKrhMa7SphkmXc+30PCoEBiowJabb9pd5p1UDn/oiHdOaXzQqNWMXpYOKOHhXPH8knkF1db6wYeP1PA0Lhgbls2kfBgnx7v20DEz8+D8HAfCgqqQYLCwmpqahrx7qTZTE8SG+TLgQxFdEsrVhyms8uUsVdMkF+POsgaZRPJpUWAUv8P6BEBEJQ6gEezijhbUEaDTo+7i7bN7SwpwG05AFuQJA/zPZnjIgAPZxTyr9V7yS1TxHu1SuLqaUncNHt0u321sHBsAlGBPjz75VYqahv5ascJsoor+cPVM/B0c3FYHwWC7iDLMp9vPcZHm47g5e7CzJGDuP+yycK9WtDzyJIy9Ssc3N9+d/4CZ+Kwx4Rbt27lzTffpLpaGcTcdNNNHDx4kIqKCpKTk9m+fTvJyclUVFRw8OBBbrzxRmRZprq6mnfeeYeUlBTKysp44YUXcHFxQZZlHn/8cXJychzVRYGDKM621UAKMUfGTFo00vp4JWV3apvtBAKB4Hy5bK6SBmwyyfy45VSr9RYB0K8L9f8A8gqq+PbHowCoJHjo9hmoVRI6vZGX39lKfYOu2fYmk8ymXYr77/CEEKLCejalsi0iQny4fN5wnn9oIZ/+41c8eOsMkhJC+qRTbX8lKTGs2eu+GgUYE+Rnnc8rr6FRbyDT7CQ7KLBnBeHTleXUGZR6lBODlfTankgBBhgdo0QJG00yJ3NL292uMwIgKJG0jjABqaxr5OVvd/LYhxus4t+ouHA+eex67l444Zzin4Xh0cG8dc8ShoQrDyj2nMnjgf/+RJ55nwJBb2A0mXhj9T4+2nQEAK1axQ2zRxHQxeuyQOAIZDF1SU+sqKjg+++/509/+hNLliwhNDQUSZKQJImtW7ees31eXh4PP/wwiYmJeHh44Ovry+TJk3n11VfR6/UdtpVlma+//ppFixYRHByMq6sr0dHR3HzzzRw6dKjddgaDgZ9++okHH3yQSZMm4efnh1arJTQ0lMWLF/Ppp59iMp1/zeEPP/zQ+l70ZxwmAFZWVrJ06VLS0tJ49913+fjjjxk3blyb244bN45PPvmEd955h7Nnz3L55ZdTVVWFr68vTz75JF988QUAer2ed955x1FdFDiIktwK63xYnFJ42jfIGxcP5YlzXlrfrIskEAj6P1HhfowfGQnAhh1nrEYXFiwmIL5djMp67u/rrdF8SxeNZNaUBG5bPgmA/OJq3vx4Z7NSF0dPF1BcrkQCzZ/e89F/58LT3YWIEBH552gSk8wCYB+vA2hvBCIDKbkllJlTgmOC/Xq0Ly3r/0HPRQAOjwq2Hqu9OoCyXAVYMlM6iADE4rbb/QhAk0lm3cGz3PHGD2w4otTt83TT8odr5/Dh769jaGRwl/cZ7OvJq3csYvZIxb04u6SK361Yx6H0gm73UyDoLk16A89/8Qtr9p0BICrIh3/es5iE8NZR9AJBj9HbClxfmDrJDz/8wFVXXcX//d//sW7dOoqLOz/O2bJlCyNHjuSf//wnp0+fRqvVotfr2b9/P4888ghTp06lsrKyzbZ6vZ5rr72Wa6+9lp9//pmKigo8PT3Jy8vj008/ZfLkybz33ntttr3vvvu45JJLeP311zlw4AB1dXV4eHhQXFzM+vXrufnmm5k3bx61tbVttr/QcJgA+NZbb5GZmcmiRYs6Xbvv7rvvZuHChWRkZPDWW29Zl1911VXMnDkTWZbZtGmTo7oocBAVhbZC4iF2tbHCYhQxsL66EV1Txwq/QCAQdJel85QC+HX1OrbsSWu2zlIDsCsGIB98sY9Ss5gXHOjJrdcpwt9lc5O4aLxyU70rOYsft5y0ttmwU4n+c3fTMt28jWDg0yoCMLWvRgD6Nnt9MNMmBsX0tAGIuf5fvLcfgW5KBJBKUoafzo4AdHfVMjRCER6OZhW1uY1JzrLOdxgBKJ1fBGBWcSWPfvgzr67aQ405onj2yFje/+0VLJ8xqkOzoXPh5qLhqeUzuW3uWABqGnT84ZNN/LD3dLdrdAsEXaW6voknPtjIrpNK9lZiVBCv3b1ImH4IepVTFSXIsnThTkgY5K5Fv4WFhXHppZfy5z//mU8//bRTbXJzc1m2bBmVlZVMnDiR5ORkqqqqqK2tZd26dYSHh5OcnMyNN97YZvsnn3ySb775BrVazSuvvEJVVRXl5eUUFhZy9913YzAYuPfee9m9e3ertnq9nrCwMJ588kkOHDhAU1MTVVVVlJSU8Mc//hG1Ws3WrVuFv4QZhwmAK1euRJIkrrjiii61u/LKK5FlmW+++abZ8iVLlgCQlpbWVjNBL1JVWmOd97OrLTVsUqx1/vDmkwgEAoEzGDs8gihz/dE1m1IwmWw3uJYU4M5GAOoNBtZtUn6vJAmeeWyRdZ0kSfz2lunWSLoPvt7PqbRiqmsb2XNESRmcNTEON9fOpesJ+j8hId4EBHhYX6emlfRJgcXH3RV/D9t34GS+Lf01JrjnBECDycThMkV4s0T/gS0F2NkRgACjBinmLSdzS60mG/ZY0n+hfQFQlmXq9Mr3vMFYxQ0//8DB4rYj7GRZprS6ngOp+azcfZJXV+3mgf/+xIPv/WSNQgz39+LFm+fx9DUzHZYWKUkSN148imevvxg3Fw0mk8yba/fxrzV72zxvgcCRFFXU8vCKn0jJVh6KTBkWyct3LMC3hw2HBIKWJHgF9H70XW9OJtBInZd8br75ZgoKClizZg1/+ctfuPTSSzvV7tVXX6WyshIvLy9Wr15tzQRVqVQsXryYzz//HIC1a9e2CvAqKSnhzTffBOChhx7i0UcfxdNTeegWEhLCu+++y8UXX4zRaOTxxx9vdez77ruPjIwMXnzxRSZMmIDKbIYVFBTE888/z9NPPw3AV199RXZ2dqv2FxoOEwAzMzMBCAxs2y2xPSzbW9pbiIlRIioshiGCvkNNhRIpo1JLaF1tPjIXXzOZcXOTuP25qxg5o++lxAkEgoGBJEnWKMD8omqSTyhOvLIs22oA+nTuplqr0fC3P16Gr48bV182hvDQ5uKIh7sLj987GxetGqNJ5pUVW1m//QwGg/I0df504Wh4ISFJEomJYdZ0mtraJgoL+2a9tVi7VN+ccqWP7i4agr092mnheE5WlFJvMAAwMcQmANpSgM+/Js+5GGWuA6gzGDmTX9ZqvclkuRnQIElKjcLyxgZ25OfwzvFDPLh9IwtXfcXnZzIAUEsNnKms4NXD+8ktr2Hf2Ty+2ZXC33/Yxe/+u44r/vYV17+6kj98uom31x9gbXIqKbklDI8ORqNWccOskay4fymTBkc45XynJw3iX3cuJtRPuXn68cBZ/vDJJqrqGp1yPIEgraCcB9/9iZwS5XfmkgmDefaG2bi5OMxrUiDoNlq1BqsRyIUwmcyT/bIuoFZ3r2702rVrAbjxxhsJCwtrtX727NmMHz8egI8++qjZuk2bNtHU1ATAo48+2ub+H3nkEQB27NhBenp6s3VTpkzBza39hw233367df7gwYPnOpVu8eyzzyJJErNnz+7WNrNnz0aSJJ599llMJhNvvvkm48ePx9PTEz8/PxYsWMCWLVsc0leH/TJbijpmZGR0qZ1l+5ZFIS0fPov6K+g71JtvsLUtilTHjojkkRW3t9VEIBAIHMrsKQl8+l0yNXVNrN6YwsRRUTQ2GdDplUiXrtQAjI8N5L+vXWd9YtiS2KgA7v3VVN74eCelFfV8s/4YADGR/gwxlz4QXDgkJYaxa5dt8Hk2tZjw8J5Nq+0MsUG+HMpS6u9V1DYiA4MCfXu0ePWBErv6f0GtIwCdnQIMMHJQiHX+aFYxI+xeA+hNmQDU6IN5Pnk7KeWlFNS3rvNXb1DqHGtVJjSSkTPl5dzy7+9QGTp+P4O8PYgJ9mVG0iB+c8kkonrAhCU+zJ8371nCc19t41hWMUczi/jtu2t57oY5xIX6O/34gguHQ2kF/OXzbdSbS//cPHc0N80Z3e+L5AsGEF2sgWelr3+Ez3VOcjvzTiIrSymnkZiY2O42SUlJJCcns2HDhjbb+vr6tikeWtpa2LBhA/fee2+n+xYUZBurG8wPJfsqBoOByy+/nB9//BGtVourqytVVVVs3LiRLVu2sHLlyi5n3LbEYRGAsbGxyLLMRx99hNHYuVQDg8HAxx9/bG1vj6XgpP0fTNA3aKpXate4err0ck8EAsGFiqurhoWzhgJw5GQ+2fkVVFY3WNf7djGtrj3xz8K86UOYZzb7aGxSBg8LLhosbnIuQJJaGIH01TqA9hGAFqGtZW1AZ2MRAAf7+OPnahPle8oEBMDHw5XYED8ADmcXcbyshK/OnuSZvdu55qfvOFl+CIDj5W5sys1qLv7JoGmUcKmQ0JfbxjweKh2eWapm4l+wjweTBkewfFoSj1w+ldfvXMz3f7iOLx+5mpdumc+SCUN6RPyz4Ofpxku3zOfSCcrvVmFlHQ/+9yd2ncrpsT4IBjZbjmbw9MebqW/So5IkHrpiKjfPHSOui4KBQW+n7p5r6go98JW0fO870oEs4lthYSHl5eWt2nbk1Gsv3J04caJLfdu2bZt1fuTIkV1q29P8+9//Zvfu3Xz11VfU1tZSU1PDkSNHGDlyJEajkfvvv7/TWlt7OCwCcOnSpZw4cYKTJ09yxx13sGLFClxc2heIdDodd911FykpKUiSxOWXX95svcXqOTIy0lFdFDgIvfnm17OTKXYCgUDgDC6Zncj3649jNMms3nSSeRfZ0nG76gLcGe65fgp7j2RTU68DWSbIr+dSKQV9h6gofzw9XamrV9JVzqb1TQGwLbGvJwVAvcnIkTLlYe7E4DAOl9icBCsalUyCBoOh2XJHMiowiIyaKk6UlVIfZqTG08gmTQ6bNjUXwCI8KwHIq/VH1QTqBglNo/K/uhEkWcKkkqkZZhvTjlN7MnTcCGKCfYkN9iM6yAdPt773UFSrUfPg0inEhvrx9k8HaNAZeOaLrdw2dyw3zBophBpBt/lmZwrvrlNS6Vy1ap66bibTEqN7uVcCQTt0MQ22Szhr1458PtYDEYAxMTGcOnWqQ3EuJSXFOp+fn09AQIC1LUBNTQ3Z2dkMGtS6Hm/Ltp3FaDTyzDPPADB16tRmkYR9kYqKCrZv386MGTOsy0aPHs2HH37IxIkTycvLY+fOncyaNavbx3CYAPjII4+wYsUKysvL+fTTT9m5cyf33Xcfc+bMISEhAQ8PD+rr60lLS2PLli28/fbb1vTfwMBAa143KOrv2rVrkSSJadOmOaqLAgcgyzImo6LOe/uL9GyBQNB7BPl7ctHEWLbvy2DbnjSGJ9hS+7riAtxZZFlGb7A9nfzP53sYGhdMoPgtvKBQqSQSE0M5mKzUjsvMLEOnM+DSx+pdxfayAHiivJRGo7n+X3AYd21eZ1spyaCCwvq65ssdhoy7VkODfapPi2eWkh78jQ34uihiZFm6Pz5pSvkZCQjz9yIm2peoIF+26HKowybwvXz5VNSqoU7ot+ORJIkrpyQyKNiX//vfL9Q06Phw82Eyiyt45IqLRJ02QZf5OTnNKv75eLjy/M1zSIoO7uVeCQTt0N0U4K7sHxwjBPaAUOcsFi1axKlTp/jiiy945plnrKKehTVr1nDs2DHr65oam6nonDlzcHFxQafT8de//pW33367WVtZlvnb3/7WZttz8dRTT3Hw4EG0Wi2vv/56V0+rx5k5c2Yz8c/ChAkTiIqKIjc3l+PHj5+XAOiwFODAwEC+/fZbPD09kWWZjIwMHn/8cSZNmkRAQABubm4EBAQwadIkHn/8cTIyMpBlGS8vL7777jurAgywa9cuAgICGD58OMuXL3dUFwUOwGgwMnnxKIZOjGXCghG93R2BQHCBYzED0emN7D6UZV3ujAhArUbN7VdPRCUBMlTWNPL3FdswGJ1vZCDoWyQl2YxAjEYTmZmtzSV6G18PN4aGBaBV24Z6PSkAWtJ/JSC3prbHjmvBXvzz0roQgjt+lVo8s1X4nFHhe1bN4EbbTURi+Dj+cNV03r73UlY/9Ss+efAqnv/VHEr9G0mrr6TBaF/3uL4Hz8QxjI8P5427L2GQ2QV66/Esfv/BekqqWtc7FAjaQ5ZlGnR6Arzc8fVw5bW7FwnxTyCAnk/r7WM8/PDDeHt709jYyKJFi1i/fj0NDQ1UVlby8ccfc8stt6DV2q6j9qV3QkJC+PWvfw3Af/7zHx5//HGys7PR6/UcP36cq6++mv3791vbn6tsj4X333+fl19+GYCXX36ZSZMmOep0nUZHfbRkxlZUVJzXMRz62G/mzJns27ePe++9l+3bt59z+1mzZvHOO+8wbNiwZstnzJjB8ePHHdk1gYPQaDU88O9bersbAoFAAMDQuGCGxQdzOr2Eo6cKACVCy8vD1eHHUqtV5BdXYzLJiqohQ0paMZ9+d5Dblvf9QYXAcSQlNi9SfTa1hKFDQ3upN20jyzKZJZXoLQK1BGF+Xj12/INmATDW25d/HTkAwOyIaG5KHMmnZ4+zNT+bADc3Xp461+HHzq+r4XRlOcMDAhkREESkpzeSJPHVzhPUNeqIDfEjJtiXCP8dGM03XZeMn4tK1TyF8ZPTJ/g+4ywAg7xsf3NZ7n8CIEBkoA+v37WYF7/Zwb6zeZzNL+f+d9fy7PWzGS5EHEEnkCSJL7cdp7y2gTmjY4kO7nsGSAJBM/qCuGYpt9ADdW97i5iYGL755huWL1/O6dOnWbx4cbP1QUFBPPfcczz55JMA+Pn5NVv/8ssvk5mZyapVq3jllVd45ZVXmq2/9957OXjwIAcOHGjVti2++uor7rnnHgCeeOIJHnrooTa3W7ZsGbt27Wq1/LrrruNf//rXOY/jaLy9vdtdZ3E6bmme21UcHvefmJjItm3bOHToEN9//z379+8nPz+furo6PD09iYiIYNKkSVxxxRVWK2iBQCAQCLrL0vnDOf3uNqs5h6+XGyqVc4qy3LZsIi5aNV+vO2oVAb/bcIJh8cFMGx/rlGMK+h5xcUG4umpo0hlAUpyA+xqNeoNN/LNb5unq/Fp1OqORo+b6fxeFRRHvWcem3Cx2Febxh4nTCHFX6mdqVCrGBod0tKtuMTY4hCUktFp+3fTmmQs6Qx5KlrIGSQpvtm5zbhZvHFWEy2gvbx4cMwqwpA/136g5TzcXnrthNu9vPMz/dp6goraRRz/4mYcvn8qCsa3fM4GgJbGhfpTVNFBY0fORvQJBV5GRkJ1ZA7BznTDTO/3oKdlx4cKFnDx5ktdff50tW7ZQVFSEv78/8+bN47HHHmPdOqXkh4uLSysDWFdXV77//ntWrlzJZ599xokTJzAYDAwbNoy77rqLq6++2ppWPHRoxyU4vv/+e2666SaMRiO//e1vm6UPt6S8vJyioqJWy6uqqrp49v0HpxX+GDduHOPGjXPW7gUCgUAgAGDauBiC/D0prVBuyp1R/8+CSiVx0xXjiYsK4J8fbkenV5y4/v7fbbz2J18Ghfs77diCvoNGo2LokBCOnVAKUaf2QSOQmkZdq2XpxZWMina84NaSY+UlNJmU78bE4DCCojzYlJuFzmTiy7MpqC1ugb0cDWEyKWUDJCkKSbINiVPKS/nT3l+QAR8XF/45cz4+rnrMvi/Icv8VAAHUKhV3LxxPXKgfr67ajd5g4uXvdpFRVMmdC8ah7mR6leDCJCbEj4OpBWQVVyHLsjCTEfRteikCsL1vxcCNAVSIjIzkpZdeanNdcnIyoOhErq6tM3UkSWL58uVtloArLS0lO1upvdyRR8SaNWu49tprMRgM3HHHHees+7d169YO13cWjUYZQzSaTc7aoq+IiuIKLxAIBIJ+jVqt4tK5Nlcvjcb5l7bpE2J5+YlLrbUGDSaZx/76Iw1tiC6CgUlioq0OYHFxDdXVDb3boRbUNDS1WpZWfH51YzrLgRJzOj4S44JCSQoIZEqoEmH3deppjCbljTP1tgAoK47AKsmW+ltYX8fDOzbRZDSiUal45aK5xHj7ImFz/Zb7cQSgPfPHxPOP2xcS4K04pHy9K4U/fb6FOvE7JuiA2FA/AOqb9JRU9c90eIHA0Ugt/tHO1Hq7C4OmpiZWrlwJwE033dTl9l988QUAYWFhzJ8/v81t1q9fz/Lly9Hr9dxwww2sWLGixx5Q+PsrAQC5ubntbrN///4e6cu5EAKgQCAQCPo9C2YMwUWrJiTIi+GDe6YWW1xUAG8+cyXBAYoLcGOTgff+1zcu7gLnk5TUug5gT/POtmT+uXEvqw6fbrWuukERcSSwCpVpRT0jAFrq/yX6B+ClVVKOb08aBUCdXs/ZKqUfvS8AKhGAKklJK6rT63l4+0bKGhUx9+kJ05gQYvk7u2OL6Rg4okdSVDBv3bOEoRGBAOw/m8/vVqwjt6y6l3sm6KtYBECAzKLKXuuHQNApHGHO0cYkyVKzqbf309fNRf70pz9RUFBAVFQUt956a5faZmVl8dxzzwHw+OOPW6Pt7NmyZQtXXXUVTU1NXH311Xz88cedNgtxBKNGKWOcvLw8Dh482Gr99u3b2blzZ4/1pyOEACgQCASCfo+Xpyuf/vNXvPvicu64dnKPHdfHy40ls81GVhJs2HmWLbtTe+z4gt5jyJAQVCqsg+uergMoyzL/O3CS7w6d4T9bWw82axp7JwKw0WjgWLkihk4IttXVmxASxsiAIABOliuuyUa59xy0ZbkKUNJxJCkag8nEU3u2WcXJ25NGszRuiHV7JYrAw9x24AiAAEE+Hrx6x0LmjIoFIKe0mgdWrCM5raB3Oybok8TYGX9kFlf2XkcEgk4hgez4SZZxyuSMvnZVBCwtLbVO5eXl1uVVVVXN1rU0o3jqqaf46aefmqW6njhxgltuuYVXXnkFjUbDe++916bRxZYtW/jHP/5BamoqRqNSQqS2tpZPP/2U6dOnU1paypw5c3jwwQdbtd21axdLly6loaGBpUuX8sUXX6BWq7t20ufJ9OnTiYqKAuC2227j2LFjgGLY8fXXX3PllVdaowR7G4fXADQajaxevZp169Zx/PhxKioqOsyFtiBJEmlpaY7ujkAgEAguEFy0Titr2y56g5E1m08BoFZJGI0yb3+2m7hBgcRG9o0LvcA5uLpqSEgIsQp/qT0cAZhTUY3BZBbQ2hjcWyIAAWvgWkZJBUaTyak13o6VlaA392tisC1KUpIkbhs+ikd3bKHRaABV70YAmuRs67xKiuG1w/vZWaCk7syPiuW+ka3rWEt4mtN/B0YKsD2uWg1PXj2DuBA/Pth8mJoGHU9+uolfL5rAlVMSRZ03gRV3Vy2hfp4UVdaJCEDBwKOPRMx1iJN/joOD23aFv/LKK5u93rJlC7Nnz7a+/vzzz/nrX/8KKG62er3eqgP5+vry4YcfsnDhwjb3nZWVxaOPPsqjjz6KWq3Gx8eHyspKZPM4YcmSJfzvf/9rM6rvj3/8I3V1ynV5165dREdHt9rGguUYjkatVvPvf/+bq666iuPHjzN69Gi8vLzQ6XTodDqWLFnCuHHjeOGFFxx+7K7i0LullJQUrrvuOlJSUpotlzsxwBMDC4FAIBD0N7buTaOsUokGunbJGL7+8Qg6vZGX39nCP55airubtpd7KHAmSYmhNgEwrRiTSXaaA3VLTuSXWucb9YZW660RgDIEerpRVt9Io95IfkUt0YE+TuuXpf6fWpIYG9g8HX9WRDTxPr6k11QCvWsCYi8Ars3S8VXqWQBGBgTx7OQZqNoal0oeINPvTUDaQ5IkfjVrFDEhfvxt5Q4adAb+ve4AGUWV/O7SyWg1PRtRIei7xIb6KQKgiAAU9HX6UBqsw+ij5/OnP/2J1atXc/ToUQoLC3FxcWHo0KFceumlPPDAA4SFhbXbdsaMGTz88MP88ssvZGVlUV1dTXh4OJMmTeLWW2/lqquuaretyWTLJigrK+uwj7W13Xcv1+mUB6vu7u5trl+6dCmbNm3ihRdeYO/evej1ehITE7n99tt54IEHrGnMvY3DBMCSkhLmzZtHcXGxVfDTaDQEBQW16fIiEAgEAkF/xmgy8e364wCEB3tzzZLReLhpef/r/eQXVfPmxzt59O6LxQOuAUxSUjirVh8DCerr9RQUVBEZ6dcjxz6eZ045lkFnNLUSAWvsIgBjgn0py1KewqcVVzhZAFTq/w33D8JT21wAV0kStySO4tn92wFsEYxOwGAyoZKktoU8QDYLgLKs5sXkTEAi3MOTf8yYh1sb9YXAEgEI8gCqAdgWFyVG86+7FvPnL7ZSWFHLuuRUckqr+fN1s/D3avvGR3BhERvix97TeeSUVDk9qlggOB+MJllJg72g6dr5dyZ4qy3uvPNO7rzzzm61HTx4MK+++mq32jrKyfdcFBUVARAUFNTuNhdffDEXX3xxm+ueffZZnn322TbXdeYcHHWeDvu1fuWVV6xvytixY1m3bh21tbXk5+eTkZHRqUkgEAgEgv7C7uQs8ouVQvlXLx6FWqVi6bzhJA0OASDA173XTQ4EzmXYsNBm4+qerANoHwEoAVX1zcutVDXYXieGB6FVK0O+tKJynEWDQc+JcqVf9um/9iyOibMKbN29yegIo2ziVEUZz+3fwe9+2UCVrnUtRACTSREA8+t9MJgkPLVa/jlzPoFu7QtckuRpnhuYEYD2xIX68+bdlzAmVoniPJ5dzG/fXUdaofM+P4L+Q4zZCKRJb6SwovsRNQKBszlbXgommk9OMgbpq5PJiQ/bLiS2b1ceXo4ZM6aXe3J+OCwC8McffwQU9XbHjh14eHg4atcCgUAgEPQpZFnmm5+OAhDo58HsKQkAZOVXkpmrmAikZZe3G30kGBh4ebkSHeVHTm4lSEodwNkXD3X6cWubdGSWVjZbVlXfSLCbLUWzpNoWpRYX4kdMkC+pRRVONQI5UlaMwWzsYW8AYk9ZY4MSkYFyH+Zo6vV6btq42vr6lo2reWnaHBL9A5ttpzNmoJIgu9YPtSTx0rTZJPieq27nwDQBaQ9fTzf+dst83lq7nzUHzlBcVcdD//2Jx5fNYObwQb3dPUEvEhviZ53PKq4i0olRxQLB+ZAYEMwzccO71fbqvVsc3JvzZ+WUOV1uo8vJg5D2028FHVNfX89bb73Fhg0bALj22mt7uUfnh8MiALOyspAkiXvuuUeIfwKBQCAY0Bw8nkeGWei7csEItBo1pRV1PP/GBhoa9agkiSsXjhTpvxcAw4dHWOd7KgLwZH5pqxJAlfUNzV6X1dpexwT5kRCiiFvOFAAt6b8aScWYwNZFxGVZ5vm9O9GbHf7A8UYgTSZjs9d5dbXcuXktqzPPWpc1GPTUGzLM6/14fPxUpoZFnnPfEpbx7cCPALSgUat4cOkUHrh0MiqVRKPeyHNfbeOTrUedEsEp6B9EB/tYH3AJIxBBX+Z8RmGS3PcmQc8SGhqKl5cXjz/+OABz587lxhtv7OVenR8OEwC15jovsbGxjtqlQCAQCAR9Ekv0n7enKwtnDKW+Qcf/vbmRsgolMujuX01h8pj2XcgEA4ekRJvRRVZ2OTpda0MOR3MiX3Ecto8wbZUCbPc6OtCHhFBFACyurqe6oe202PPFYgAyIiAId01rA5yvU0+zt6ig2TJHC4A6O3HxitjBaCQVTSYjf9m/kxcP7qLRYODFA+vx0irf1XCP4VydMKxzOzenAF8oEYD2LJ08jJdumY+3uwsAH285wv99vZ0Gnb6XeyboDVy1GsIDvADIEkYggr7M+VxiBqKBiKBLFBcX4+7uzujRo3nhhRf48ccf23Qi7k84LAU4Pj6ew4cPU14uaoMIBAKBYOBy4mwRJ9OUSK/L5w1Ho1Hz/BsbrKm/yxaN5JKLE3uzi4IeJDExTLlBkMBkkknPKCVxmHNTbSz1/2KDfMkw33y3FADrmhRhxsNVi5tWY40ABEgvrmBsjGP7WKfXc7JCcd9rq/5fVnUVrx8+AIC/mxsVeqW/RtmExnHPo9HZ1TqaGTGIK+OH8sTurRQ31PNt+hm25eUQ5GarOz0nanqn9y1hFgAvoAhAe8bGhfHmPUv48+dbyCqp4pcTWeSVVXPvogmMiA7BRStcgi8kYkP9yCurERGAgj6OxPLdW7vdFoA+FO28fPcWuhrX+ON1NzunMxcAAzHS3WEjrquvvhpZltm4caOjdikQCAQCQZ/DEv3n5qrhklnDeOuTnRw5qUQ1zZwUx01XTujN7gk6QG800qA3YDSZHDaoCwjwJDjYy/o6NbXEIfvtiDpz1NXgID/rbUBLAdASCefv6QZAQkiAdV1X0oBTKyvYnJ3JkZJiiurbF74OlxVhNL+nE1vU/zOYTDyzZwdNRiNqSeLS2ATrOmdGALqoVYwKDOHT+UutomR5UwNRnrbz16hiO71vSbrwUoBbEhHgzb/uWszUYVEAZBZX8viHG7ns/z7nhr+v5PfvreeV73bx2dajbD6aQUpOCZV1jQPyJupCJ8ZcBzC3tBqDUZgMCPow522kIfXeZDJPzZZ3sf8CgR0OiwC8//77eeedd/j222/ZuXMn06d3/omqQCAQCAT9gbTsMpJP5AGw5OJE1mw+yZbdaQCMGBrKA7fOQKUSdf/6KisPn+bfvxwE4OlFF7FoeMI5WnSOEcPD2frLWZB6pg6g2vwZkwEvNxdqGnXNXH+b9AZrwEKwtyJa+Xq4EuTtQWlNfacFQJMs8397d1mdfW8cNpyHxk9qc1tL/T+tSsWoFvX/Pjp5zLqP24ePJtDDzbrO6EwBUKVEpAW4ufPmrIW8fTyZYHcPojzSzFtokKS2zUraxiIAGpBlPZLUOs35QsDTzYVnr7+YDzcfQW8wsnLXSWRZMZ4pqa7nWFbr74C7i4Zwf2/CA7xa/R/q64lWI6IH+xuxZidgvdFEflkNg0J8e7dDAkFb9LQI1t0h4Ln6eB7nIDRAgT0OEwB9fX35/vvvWbJkCZdeeimvv/46N910U7/PkRYIBAKBwIIl+k+rUeHr7caH3ygpjdHhfjz567loRQpcn6ZRb6tX5qJ23N8qMSlMEQCBU6eLHLbf9vBxU+qwnSosx9vNlZpGHZV1NgEwo6TSOh/u722dTwjxVwTAos4JgN+mnrYKdwA/pJ/lnlFj8dC2Fr4Omuv/jQoIxk1tG16eLC9jxfEjACT5B3LniNGssjPkcKYJiKvd31ijUvG70RMBaNQZMJhAkiKRpM4PhS0pwAp1gN959rb/olapuHP+OCpqG0iKCqagoobCilryy2soqKiluKoOk8n2t23QGUgvqiC9jc+eSpII9vUg3N+LMH9vIlqIhN7uLsJQqQ9i7wScWVwpBEBBn6VHfz36oNomfj0F9jhMALzjjjsAGDFiBJs3b+b222/nscceY9KkSQQFBZ1TCJQkiffee89R3REIBAKBwKHkFlax+1AWAGMSI/j4WyWSzN/HnT/9bj5enq692T1BJ2gy2IlDWocNgRieZKsDWFFRT2VlPX5+Huds113GRoexIzWXnIpqBgcptf3sIwDPFtrqMQ8K9LHOJ4T4sTctj4ySSowmE+oOxmYl9fW8eSQZgGB3D0oa6qnV61mXmc7VQ5qbZtTqdZyqUI5pn/7baDDwzJ7tGGUZF5WKv0ydgUalamZe4twU4LZFXpOcDYBK6qJRj2QTAGW5Dkny63L/Bhr+Xu5cPDKm1XKD0URxVR0FZkGwoKLWOp9fXkN9k02MN8kyRZV1FFXWQUZrAd3TTds8atDfi4gA5f8QX0/UahFs0BtEBnqjVkkYTTKZRZXMauNzIBD0On0hDVbqA30QCMw4bPT74YcfWp/OWf4vLS1l3bp1nd6HEAAFAoFA0Ff59udjyLISrXLsdAEmk4ybq4Y//W4+IYFe596BoNdpLgA6LgIwNNQHLy9XausVd93U1BImTnTezfCY6NBWy6rqGqzz6XYpvvF25h8WIxC90UROWTWxwX7tHuMfyfuoM0dMPjd1Bi8d3EtmdRVfnTnJssFDm0VkJZcUYcJS/89mAPL2sUNkVFcBcP+YCcT5KsezFwAdngJsHwGoOpcA2LW/kX0E4IVqBNJZNGoVEQHeRAR4t1onyzI1DToKKmooKLdFDRZW1JBfXktJdV2zmvt1jXpSC8pJLWhtNKhSSYT6ehLu70V4gLedUOhFVKAP7q4XZpp2T6DVqIkK8iGruIpM4QQsEDRHbmNehOIJ+gCOe/zN+bmkiNB+gUAgEPRVSspr2bpHqRumUavQ6YyoVBJP3DuH+EGBvdw7QWdp1Bus8/ZpqueLJEkMHx7Gvv1ZSh3AtGKnCoAJwX54ubpQ26SjwaCIdPYRgLnl1db5UB+baJUQ2twIpD0BcHteDptylGjXpXGDmRgWzrVDE3n5wF4yqqvYV1jAlPAI6/YHzOm/rio1IwOU+n8Higr4/HQKABNDwrh+aJJ1e3sB0NHmEPYRgNo2IgBluQqoBEDqYgSgzQQEoL4bvROA8n3x8XDFx8OVYZFBrdbrDUaKquooKK+1ioT2/zfobN9jk0m2RhiSXthsPwvGxNNkMHLdzBEMjXDu7/S2o2m8s2oXl00ZyswRg3B3uTCEx9gQP7KKq8gSAqCgL9NXou96qx995fwFfQKHjX4zMjIctSuBQCAQCPoU3204gdFcz0qnNyIBv7npIsaNiOzdjgm6hM4uArCj9NfuMHJEhCIAAikphefY+vxQq1SMiQ5hZ2ouVQ06gGY1AAsrbdFp3u4u1vmoAG+GRwZRVF3XrE6gPfV6PS8f2AuAn6srD4xTXK0vjU3g30eSqdXr+fLMyRYCoHK+YwJDcFGrqdXp+MvenQB4arU8M2V6M9FP7cQIwCZjxxGAJjnHOt/VCECbCQjIshAAnYVWoyYq0Icou/R1C7IsU1XfRH65UnOwoLyGfPP/hRW1lFTb/i7HsooorKzjlxNZjIsP47oZIxifEO7woINtxzJ5ZeVOGnR6Tn1byltr9jF7VCwLxycwPDp4QAc5xIT6wfEs8spq0BmMuAgzF0EfQ5KVSSAQKDhMAIyJEXUfBAKBQDDwqKxuYMOOM8oLWcnguO7SMcyfPqRX+yXoOvYpwI4mMdGW+pqRWYrJJDvVEXpMVCg7U3OpbVIEwKqGRmRZRpZlSmtsIoi3m602pVqlQmc0UlbbQEZpZZv7fefYYQrrFQHx4XGT8HNVHHs9tFoujx/C56dT2JmfS05NNdHePlTpmjhbpaRmjjen//49eZ91H4+Nn0KYZ/MUeafWADR1XAPQJGfZ9WNQl/bd2gRE0NNIkoSfpxt+nm4Mjw5utV6nN1JYWUt2SRW7TuVQdjwTvcHEofRCDqUXMjg8gGtnDGfW8BiH1Q6UZZkGna2mYYPOwLqDqaw7mEpUkA+Lxw9m3tg4Ar2dVxe0t7AYgZhMMrml1cSH+XfcQCDoz/S0kDhwnx0IehFRNVcgEAgEgg5YtSkFnd4mKsyZlsD1S8f2XocE3cZeAHR0UM6gQf64uCiCk05nJD+/0rEHaMG4Qc3rAOoMRpoMRirqGq3n6aJWoWkhcsQEKk6dmSVVrfZ5uryML8+cBGBSaDiXxMY3W3/N0ERrLfOvz54C4FBJofWeaGJwGFtys/gxU0mXnx01iCUt9gGglmx9cngNQKPJOt+WACib6/+BBkmKaLW+Q1qYgAj6Hi5aNYOCfZkxfBCPL5vOZ79fxq9mjcTL7JydWlDOi1/v4LbXf+CHvadptEsn7i7Thw8i0EcR9waHBzBndCxajfIZzy2t5r8/J3Pj37/lz59uYUdKNnonPojoaWJD/azzmUWVvdYPgaBdZECWHDPRw5PD+i0Q2BACoEAgEAgE7VDXoOOHTSeUFzKMTQrnNzddNKBTugYyTYbzv9lvD5VKxeDBtoiks6klTjsWQEKwP14tDA6qGprILrMJe55uLi2bWev+FVTWNKuJaDSZeGH/bkyyjKtazZOTprb6nEd5eTMzUqmbtyo9lTq93pr+66bWEObhyYv7dwMQ4OrGUxOntfld6bEIwLZSgE2KAChJEUhS1xJhJPsUYBEB2C/w93Lnjvnj+OyRZdy7aAJBZqGusKKWN3/cx02vfsunW49SbTbw6Q5ajZorLhoJKALjzXPG8OXjy/nd0skMi1RqD5pMMntO5/LcF9u44e8reWfdATKKKjrabb8gPMDLKnaKOoCCPot8gU8CgR1CABQIBAKBU8ivruntLpw3K9cdw2BQIorCgr144t45aEWNo36LM1OAAcaMjrIOtlNOFjj1WGqVilFRIc2W1TQ0kWUX2efn4daqXWyQH6B0014s/N/ZU5wsLwPgzhGjifZuXX8N4DqzmUedXs+PGalWAXBsYAgvH9hLZZMipDw9+SL83VofH1oKgKY2t+kuFhMQjaRqdhzb8SwOwF1L/1Vwx5aTJWoA9ic8XLUsnz6cjx+6kkevuohBwUokbFV9Ex9tPsKNr37Lv9fup7iye8LushmjrFHFP+4/g7e7K0snD+ONXy/hnfsvY9lFSfh6KOn4VXVNrNx1knvfXMPv/rOWNfvOUGuu5dnfUKtU1vdSRAAK+iUtxDKpn0xC5BN0ly7XAPzll1+s87NmzWpzeXex359AIBAI+ic7MnN5ZcceSusb+OHGqwny7L91j268chw6vYFNu1N54feL8XBvHVEl6D/YRwA6I4pzeFK4df7kSecagQCMiw5jd1qekikkKxGAmaU2Uc/fs7UAFxfka53PKq1iaFgghXV1/OfoIQDiff24KXFEu8ecFBpGvK8f6VWVfH46hVydIvR7qLVsyVbEtSvihzArsn2HXbVdYSNnmYC4tpH+C+cnACqfGQ+gTpiA9FO0GjWLxiWwYEw8e8/k8tWOE5zILqFRZ+C7PadYte80c0bFce2M4cSFdr6eXUSgD1OGRbHnVC4/H0rjtvljcdUqt1lxYf78+pKJ3LlgHHtP57E+OZX9Z/MxyTKn88o4nVfGf9YdYMbwQSyakMCY2DCn1g91NLEhfqQVVJBV3LqsgEDQ29Q0Ng1IE5BWvxAD8BwFzqHLAuDs2bORJAlJkjDYDaQty7tLy/0JBAKBoH9ysqSUkvoGAJ7fuot/XTq/l3vUfdQqFXddN4Vbr54oIv8GAM6OAExICEKlkjDJMiWlNTQ1GXB1dZjfWivGRDevA1jd2DwF2N4AxEKYnxcuGjU6g5FMsxHI3w/upd48Bntq0jS07YhnoIzXrhuaxF/37ya3rgbMWci78nMBiPD04qFxEzvsd0+kALdd/68KqARA6lYEoGIEoqT/ihTg/oxKJTEtMZppidEczyrmfztPsPtULkaTzMYj6Ww8ks6UoZFcO2MEo2JCOnWPs3TyMPacyqWmQccvx7NYMC6h2XqtRs2MEYOYMWIQZdX1bDyczvrkNHLLqtEZjGw+msHmoxmE+nmycFwCC8cnEOrn1c7R+g4xZiOQgooaGnR63F20HTcQCHqQ4po6cGygeb/DaLrA3wBBM7qVAmxxmWtveXcngUAgEPR/7pgw2hp9sz+vgJzK6l7u0fkjxL+Bgc7eBMQJ+9do1ERF+gFKRF56RqkTjmJjcIg/HnY329UtUoC926gBqFapmhmBbMnJYlteDgDLBg9lTHBIqzYtuSQ2Dh8XF+soUoVEo8GIBDwzZTpe2o4jZdWS8yIALSnAbdb/k3Os8yoppnsHkJSIZmECMnAYGRPCczfM4b+/XcrCcQlW45y9Z/J45P2feXDFT+w8mY3J1PFnddLQSEL9FKOYNfvPdLhtoI8H180ayXsPXs5rdy1i0fgE3F2UhwVFlXV8suUot7z6HU98uIEtRzNo0vfdIAmLEYgsQ05J/7/eCwYWgwMDetq6o89N9sZbAkGXH0s/88wzXVouEAgEggsLtUrF9aOS+OjwcQBe2Lab/1yxqJd7JRDY0kMBh7sAWxgzOors3AoATp4sICkxzDkHAjQqFaMig9mbkQ9ASXUd5XUN1vXe7aSsxwb5craonLTSCg4f3AdAoJs7vx0zoVPHdddouSJ+CB+nKd9xk0lGQuLGxBGMDzn3+fZMBGDrGx6T1QG4uzUALRGAIIsagAOOmBA/HrvqIm6bO4Zvd5/ixwNnaNAZOJlbyrNfbCM6yIdrpg9n3ph4XNp4KKRWqVgycQgfbDzMyZxS0grKSQgP6PCYkiQxIiaEETEh/GbJJLafyOan5FSOZxUjy3AorZBDaYV4ubkwe3Qsi8cPZkhEQJ8yoooJsZUVyCyqZKjZ+EQg6BOIGnkCQTOEACgQCAQCh3PLuJF8fjQFvcnE0cJijhWWMCos+NwNBQInonNyCjDAmDFRrP7xGEhw5Gguy64a59TjjRsUpgiAEmSUVCoLzdqAp5sLx/OK2Z2exyUjE4jyV4w9LE7A2aoa9Ga98JEJk/F26XyNy/kxsXycrgiAyJDg68evR3XuXJ0qAHYQASjLWeY5DZIU0a39S5Kn+WZSRAAOVIJ9Pbl38QRuuHgkq/ed4bs9p6isaySntJpXf9jDR5uPsGxaEpdOHNLKaXvxhMF8suUoBqOJNfvP8ODlUzt9XHdXLQvHK6m/uaXV/HwojQ2H0iiraaC2UceafWdYs+8McaF+LBo/mLlj4vBro85nTxPq54Wbi4ZGnYFM4QQs6Is44jLTVzR3IWYKzhMRDyoQCAQCh+Ou1bJs+FDlhQQv/bJHlHoQ9CqyLDerASg5aTQ/dGiI9UYhM6vcKcewZ6xdHcCMskpkwKQCkxo+2nuU+79Yz6d7j/PG5v3W848J8sXoIqP3VtpdFB7J/OiupcTm1tlcvj3UGv4ydWa7xhstsU9H6kkTEJNJSQGWpAgkqbu1GS0pwCICcKDj7e7KDReP4tPfX8WDS6cQEaB8YcpqGljxczI3/ONb/vtzMmXVts+Cv5c705MUA5zNRzKob9J369hRQT7csWAcnz6yjP+7eS4zRwyypiZnFFXyn3UHuOGVlTz3xTb2ns7FaOy9Gl8qlWSNAswSAqCgr9GWY253JpN5ctT+unPs7h5fILDDeZWpBQKBQHBBc/PYkXxz4jRGWSa9opIt6dnMTehm3S2B4DzRGU0OjzZrCzc3LUGBXpSW1dLQoKeioh5/f+c5YccF+SGZXYBzK6sx2fl+NFoETxn2pOdzKLuQqfGRRAX40BQkgwRaScUTE6d2OaXwQEkBAF5aLasXL8fbpbXhSHs4MwJQ34EJiMkcAdjd9F8ACcvfUkQAXii4ajVcNmkol0wYzI6UHL7acZyz+eXUN+n5ascJvt19kqVTh3PF5CFE+Htx2eShbDueRYPOwKYj6SydPKzbx1arVUweGsnkoZFU1TWy+WgG6w+mkV5UgcFoYkdKNjtSsgnwdmfB2HgWjR9MVJCPA8++c8SG+HE6t4zMosoeP7ZA0BGWOngOo9UlyxkPE4VqJ3AeDosAfOCBBzh48KCjdicQCASCfk6AhzuLh8RbX7++54A1PU8g6Gka9C0icZyYzjNsmC0q79TpQofvv7imjjVHz/KnH7ax7O1vlFsFqYXRoQxjo0LRmMW2CYPCmBKnpL1uLcrGZM5cHO8VQoRX151GD5Qo5zUuKKxL4h+0NAFxbORSUydMQM5HAERSTB5EBOCFh1ql4uKRMbx17xJevm0+ExLCAdAbTXy78zi3/fM7/vLlNlw0aqLNItyafWccFv3u6+nGVdOSePv+S3nrviVcPmUYXuYU5PKaBr7afoI7/vUDD6/4iZ8OpnY7+rA7xJiNQEqq6qlr1PXYcQWCTuHUCD3ZbqJ72l2zfciO76NAYIfDIgDffPNN3nrrLRITE7nlllu48cYbiYqKctTuBQKBQNAPuXHsCH48kwYSFNfW8+2J01w/enhvd0twAdKga+6i6cxyPpMnxrJzp/K5P3Awm2lT48/dqAN0BiPH84vZm57P3sx8MkorW29kHuRLRpDMg35XtRqDSUYCfjNnApIkkVdbw4rjRwBQ6cCrvutDwZKGerJrFbfPicFdNznpGROQ5gKgLFcDFQBI5xUBaBYARQTgBYskSYyLD2dcfDipBeV8vTOFrccyMcmyNSIvIsAbGUgvqiQlp4QRg87trt2V4w+JCGRIRCD3LJrArlM5rE9OJTmtAFmGE9klnMgu4d9r93PxyBgWjktgZEyIU41DYkP8rPNZxVUMHyRq/gr6CD0qgsnN/mvXbaynS+IIEVBgh0NrAMqyzKlTp3jqqaeIjY1l/vz5fPLJJ9TXi6ekAoFAcCES6+fL9EGR1tfvHzxKdWNTL/ZI0J+pbxnF1wVaRQA6kZEjw63zZ84UdXs/pbUNPPXdFi5/6388/L+NfHkgpZn4F+LtwWWjB5MUanPdlExmAVCCvZmKO/CSUYMZHBKALMu8dGCvrU5eqUR2WXWX+2VJ/4U+KAC2EwFoif5Tjn8eAqAkUoAFNgaHB/DH6y5m1V9u54opibhqlc9dfnmN9SnDNztSnHZ8F62a2aNi+eut8/nk98u4Ze4YwvyViN5GnYH1yWk88t7P3PGvH/hi2zFKq51zTxZrjgAEUQdQILDSKrJP7nnxTyBogcMEwG+++YYrrrgCjUaDLMuYTCa2bNnCbbfdRmhoKLfddhubNm1y1OEEAoFA0E+4YcwIZUaCWp2eD5KP9W6HBP2OD44d4/WDB7ji+285XNw9Qa1B3zIC0HnRMN7ebnh5KWmxJaW1mExdS3OVZZlP9hzjzo9Wk15aae27Vq1iwqAwfnPxBD68bSlf3X0V46PDyLQTBWUVViMQAHethjtnjAFgQ3YmuwvyABjrHYxaJ1FQWUuDrmviqCX919fFlSG+AV1qCy1TgB17M9SeCYjJ6gAMKul8apFaBEADstxzorKgbxMZ5MuDl0/l098v46bZo/F2V1JztRoV08ymIM4mxM+Tm+aM5sOHruTl2xcwf0y8VZDMK6vhg42Huenv3/LHTzbzy/Esh7qiB3q74+mmBRB1AAV9C1lCutCn3v4bCPoUDksBXrZsGcuWLaO8vJwvvviCTz/9lL179wJQV1fHJ598wieffEJkZCQ33XQTN998M0lJSY46vEAgEAj6KGPDQkgKDuRkSRkA3xw/xdUjhhHl693LPRP0B6qbmlhx5DAGWTGteGDTJv4+ezaTwyO6tJ9WKcBOHhHHxgZw/EQBJpNMTk4FMTGB524EGEwmXtu4lzVHUwHFgOCKMUOYEh/JuOgwPFyUm+zi6jqe/m4ru9PybI0lkC0Vz80C4A1TRhDo5UG1rol/JO8DIMTdg18NHs7zx7YDkF1WzbDwzvUPbALg+KDQZtF8ncW5JiCK2No6BTjbPKdGksLpLpYUYIU6wK/b+xIMPPw83bh17hiunT6cNQfOEOzjyexRsT3aB5VKYmx8GGPjw7i/cRJbj2WyPjmNU7mlmGSZfWfy2HcmDx8PV+aNiWPhuAQSwrsu5NsjSRKxIX6cyC4RAqCg79ELQXftXRlF/J+gt3FoCjBAQEAA999/P7t37+b06dM8/fTTxMbGIssysiyTm5vLSy+9xMiRI5k0aRJvvvkmZWVlju6GQCAQCPoIkiRxo10UoFGW+c++Q73bKUG/YWNWliL+oUSONRoN/H7LZnbk5nZpPz2ZAgwwfrwtymzvvsxOtanX6Xny2y1W8S/K35vXrl3A7xdMZXpCNB4uWkyyzPeHTnPb+6ut4l+wtwdDLGnAKpDN2lewtwfXTlRqbr55OJnyxkYAHp0wmUS7tOGMkspOn1dhfS15dTUATOhG+i+0iAB08O1QeyYgJpMiAEpSJJKk7f4BJJsAKMsiDVjQNu6uWq6ZPqLHxb+WeLq5cOmkobx+7yWs+N1Slk8fjp+nGwDV9U18t/sU9/37R37z9o+s2nuamobul+iwpAFnFVc5ousCgWNwqgGIUnKjrakr2zu7j0J0FNjjcAHQniFDhvD888+Tnp7Otm3buOuuu/D19bWKgcnJyTz44INERERw5ZVXOrMrAoFAIOhFZsVGE+FtcxrdnJ7FscKSXuyRoL+wLj0NgChvb165eA4uKhU6k4nHtm1hU1bWOVrbqG8RAehcGxCYOjnWOuo+eiyvw20BSmvr+d2X69lnrts3KjKYf99wCZF+tkjZrLIqHvh8Pf/csI96c9ruleOG8sndV+Ln6mbbmfnU7pk5DjethiMlxXyXdgaAiyOjmRMdQ5ifF27m9MDMtkxF2sES/QcwMbh7kXQqyTb87CkTEJM5AlAlnV86pn0EoDACEfQnYkL8uGfxBD5/7GqevWE20xKjUKmUH4vU/HLeXLOP61/+hhf/t52DqfkYu1i6IMZsBFJe20B1vaj1K+gbSE6e+kMfRQqwwB6nCoD2zJw5k3fffZfCwkK+/PJLLr30UtRqNbIso9frWb16dU91RSAQCAQ9jEal4rpR5rIP5pHI67sPIItiyIIOyKup4UiJIhRfEhfPjKgoXp0zDze1BqMs8/SOX1iXnt6pffV0BGBQkBcuLooIlZtb2eG2aSUV/PqzdaQWKy61c4bF8I9rFuDrrtQR1BuNfLzrKHd9uIbjecr7ER3gw+s3LOKhBVPwdHWhtKqu2WN+D42G+cPj0BuNvLBvl3XZoxOmAEoa7qBAXwAySzsfsXPQLAD6ubgS7+PX6Xb29I4JiEUAPJ/6f/YmIADC5E7Q/9CoVVyUFM1fbpzD549ezV2LxhMd5AOA3mBi67FMnvxoE7e8+h0fbTpMQXlNp/ZrbwQi0oAFfYYeiLDr85NAYEePCYAWXF1dufbaa/nyyy958cUXcXFx6ekuCAQCgaAXuHRYAt6utt/8E8WlbEnP7qCF4EJnXYZN3LskPh6AyeHhvDFvPp5aJR322V07+P7smXPuq5UJSA88Eg8PVwS2+gYdDQ26Nrc5mFXA775YT0mNIiZdP2k4f75sJq4aRcBKyS/hno/W8t6Ow9S7GzF6ygwfEcJ/b7uM0VEhAOgMRnLLqpoN9IcEB6CSJD45dYKMakXgu2/0eMI8bRFssUF+AGR1KQJQcQCeEBzWrfp/ACq7Zka5a1FG58ISAWhvAiLL1YAirkrn4QCsYBMAZVkIgIL+TYC3O9fOGMF/H7icf92zmEsmDsbDVUmRL6mq57Otx7j1te957P2f2Xg4ncZWkdQ2YkJ8rfOZwglY0JfobQGuL0wCgZkeFQBlWWbDhg3ccssthIWF8cQTT6Dv4SfyAoFAIOgdPLRarkoaqrwwCwD/3pdsjdgRCOyRZdka3Tc6OJgob1sq7JiQEN6atwAfFxdk4MW9e/jy1MkO99fKBMThPW7NiOG2FNkDB1qL3T8dT+OxlZuo0+lRSRIPz5/MfRdPQCVJNOj0vLlpP/d/+hMZpZWYXEHnL9MYILO/upDj5bYU+tzyakyyjMoAQVo3VAaI9vcmp6aa944fASApIJBrhgxrdvzYYD8ACqvqOuUEnFdXQ0G9kvba3fRfaJ4C7MgAQJMsW01AtCr7NOMcu2OfnwDY2gREIOj/SJJEUnQwD18xjS8ev5rHll3EmLhQ6/ojGUW8vHIn17/8Df/8YQ8nc0paRfD7e7nj66lELWcJAVDQHzCLY+3V8esvkxD5BF2hRwTAEydO8MQTTzBo0CAWL17MZ599Rl1dnfXCMXPmTFasWNETXREIBAJBL7J85LBmN+b51bV8e+J0L/ZI0Fc5VlpKTo2SerYkPqHV+uFBQby9YBH+5tp3rx7Yz4fHj7W7v/peeOA4Y4at3/sOZFrnZVnmw11H+OtPuzCaZNw0al64cjZXjlUEuv0Z+dz+wWq+OXgKGXDTqklIaO7S+dyendZzyjSbeEgoKbCSDF6uLvx1/x50JhNqSeLpSdNQq5oP+2KDbBE7WZ1IA25e/697BiDQwgTEgQqgJfoPmkcAmmRbrcjzFQCFCYhgoOPuomXBuAReuWMhHz58JTdcPIogHyXytb5Jz9oDZ3nw3Z+4543VfLMzhYraBmvbWHMdQJECLOgrFFTWtC+eMTDq41lr/bVzniaTUAcFNjTO2nFxcTGff/45H3/8MUeOKE+f7Z8UJSQkcPPNN3PLLbcQGxvrrG4IBAKBoA8R5OHB4iHxrD6dqoxWZPgg+RhLhibg4+ba290T9CEs5h9alYr5MTFtbjPE3593Fi7i/o0/U9LQwL8PH6LRYODeMWORWqSntk4Bdv6wPyE+GJVKwmSSSUtTIvb0RiN//3kvP51Qzi/Aw42/LptLYlggVQ1N/HvzAdafsKU+T4wN576547lt8zoARgUGc6yshPy6Wt44cpAnJk4lyywAqiTlBh0gz1TLfnO67vXDkhgWYHP9tRBnTgEGpQ5gYkRQh+djSf8NdHMn1tu3w207onkNQMelANtHE7s0SwG2RF+qkaSI8zqGZJ8CLCIABQOciABvbps/lpvnjuZQWiHrk1PZdTIHvdFEVkkV7/50kPd+Tmby0EgWjx/MoGBfjmQUkVVchSzLPfI7KxB0hCQDjq000f8QX0OBHQ4VAJuamvj+++/5+OOP2bBhA0bzQMwi/Pn5+XHNNddw6623ctFFFzny0AKBQCDoJ1w/OkkRAM3UNOn4IPkYD140sRd7JehL6I1GNmRmAjAjKgof1/bF4VhfX95ZuJj7N/5MQV0d7x8/RqPRyIPjJzS7+expExBQRMYAfw9Ky+oor6intknHn3/YxsFsJZIuJsCXl66eS5iPJ5tOZvDGpv1Umt0zfdxcuH/uRBaOiGdNRhqNRkXAvG/0WD49lcKugjy+OXuaOVEx1ui9CH8fciuqMalktlcqzsNhHp7cO2psm/0L8fXETauhUW84pxOwLMtWA5AJQWHndWPvtAhAewHQzgTEZFIEQEmKQJK053kUd6xPL4QJiOACQa1SMXFIBBOHRFBd38SWoxmsT04jtaAco0lm96lcdp/KtdYPrK5voqK2kQBv917uueBCJ9zHWxEBO0N/F8raOc/u1usVDEwcJgDeddddfPPNN9SY03Usop9Go2HhwoXceuutXH755bh2MIgXCAQCwcAnzt+PiwZFsis7D7VKwmiSWXniNFePGEaUr/e5dyAY8OzMy6Nap5hmXBIXf87to7y9zZGAG8ipqeHzkyk0GQ08NmmKdeBb30HxemcyOCGY0rI6jBq475N1ZFdWAzA2OpT/u+JiGnQGnvp2C7vT8qxt5iTG8Lt5k9AZjHx78BT/PnMYJAh192BCaDgxPr5ct/YHavV6nt+7k2GNSjRemK8nuRXVNAXIGMyC4RMTp+KuaVv0UkkS/h5uFFbVUtPYtkmJhZzaGoobFMHrfNJ/Lce14EgX4PZTgC0OwOdrAGKJHPUA6oQJiOCCxMfDlSumJnLF1ERS88tZfyiVzUcyqGnQKRHIErhq1JRU1QkBUNC/EJmyggsAhwmA77//PpIkWYW/MWPGcOutt3LDDTcQEhLiqMMIBAKBYABww+jh7MrOwyjLSBIYTCb+s+8Q/7dgVm93TdAHsLj/+ri4MD0yslNtwjy9eGfBIu7ftIGMqipWnjlDk8HI01OV2nctIwB76oH49ddPYvSMGN4+eMQq/i1IiuPRhVP56Xga7247RL3ZgCPY24PrJg2nrlHHH/63mbNF5Zg0MvWRytiqorCe1YfOcMX4YTw6YQrP7tlBYX0deoMBJJBUEgY3GYNZR58fHcOMyKh2+5ZaVE5hdS0erlpmDI3u8Dws6b+gOACfD04TAO0iALUq5wiAoBiBKOm/IgVYcGEzOCKAwRGTuXvRBPacymXdwbOkF1bw2SPL0GjU596BQNATDFRhT6ZzUYsD9fwF3cKhKcChoaHceOON3HLLLYwaNcqRuxYIBALBAGJceCiJQQGcKi3HVaOkIG5Oz+JYYQmjwoJ7u3uCXqSqqYntubkALIyNQ6vu/E1kkIcH7yxYxG83beBMRQVr0tNoMhr5y/QZrVyAe4qcxlr+vuuAtQbhzVNHMj8xjkf/t5HjeTYn34QgP2obdby18UCz9gY701lNrYRGrRh5LImNZ3NOFr/k5VCmacLdXaJBb6AxUBnpe2g0PDJhcrv9kmWZNzbsR5ZBZzASE9hxTb+DpUr6b7CbB4O8fDr/BrSBs1KAm9qIAJTlaqACAElqu5Zkl5E8QBYmIAKBBReNmlkjY5g1MoZGnUGIf4IBS08n03Z4hRSZvYJu4DAX4LVr15Kbm8srr7wixD+BQCAQdIgkSfxq9HAAGg0GXMyixuu7DzQzjBJceGzMysRgUip2XxJ/7vTflvi5ufHv+QsZGaQYWmzIyuQPv2yjrmUEYA+MnFcfPcuT326hQW9ALUn8fv5kXFRq7v7oR6v4p5IkMEF6cSXF1fXmvsGIyGDuvngc/uFKCp2qEVQGCTet8uxWkiSenDQNXxeltEpjkEyqqQLZRTn2bcNGEeTuQXtsSsnkaE4xANdPHUGEf/vp97IsWx2AJwafX/0/6zmbcVYEoMUExCTn2B234yjHziKhqLKyqAEoELTCzcVpHpMCQZdp1wG4mxM9PDmkzwKBHQ4TABcvXoxK5bDdCQQCgWCAMyc+hjAv5Ubay1VRLU4Ul7IlPbujZoIBzrp0Jf032tvbKuJ1FR9XV96Yt4BxIaEA/JKbQw61yHbP0p0p/8myzIrth/j7z3swyjLuWg23XzSGT3cd5/0dR9AbTdbBvckoIwFatYopCZE8sngq3/x2OW/evJikhGCKzHX3tHVKjy0CIECQuzuPT5yiHFMDJVrFQETVCNcMTWy3fw06Pe9sPghAqI8nN0wb2eH5ZNVUUdbYAJx/+i+AWrKNFx1qAmKyWT26qiwCoO33ROWgCEBJsoRlighAgUAg6PP0gnDXp/omENghHtEIBAKBoFfQqFRcNyqJf+0+QHlDIz6uLlQ36fjPvkOE+3iRFBzY210U9DC5NTUcLVEi45bEJ5xXpJmnVsu/5s7jsW1b2FtQQKPaiOQLLtUykuzc6L+8yhq+OXgSgEBPd8ZHhfLe9sO2DcyDci9XLVMTIpkxdBCT4yKsDpoW1mQobtkuKhWaOmUUby8AAiwYFMvb+5LJNdRazWk9y1V42u1LbzKyITeTlRmnWBAZx9cppyiW61ED982b0GqfLbFE/wFMDA7v2pvRBj1SA9AcVSzLWeYlaiQpwkFH8jDvW0QACgQCgaANzJe2lqMNoccJehshAAoEAoGg17hs2GDeP3iUGp2OYC8PZscNYtWpVO75fh13jB/NzeNGohHR5RcMlug/gMVxcee1r1t+WcXZ6nJ8tK7Mioril9xcZBfQ+YJLlezUEMD1Kel4u7siNzahkmHjyUxlhQyeLlrmD49l5tBBjBkU2m6NwwaDnk3Zing1NiCUlIwiANxbiHWSJDHTL4r/ZZzCTafCgIy/2g1JkqhsauS7zDP8L+0kJY2KWJVTU0O5vhEiwVVWc8pYzrD6IMI8PGkPiwAY5uFJpKfX+bw1QEsB0NTBll2jyU4AtEYAmpQUYEmKQJLadkPuKhKW1GoRASgQCAR9mj6WBtsbZftEqUCBPU4RAHNycvj000/Zs2cPubm5VFdXY7QblLWFJEmkpaU5ozsCgUAg6KN4umi5cvgQPjl8grTySmYOisJFrUZnNLLiwBF2Zefx57nTifY9P9MBQd9HlmWr+++YkBAivduvSdcZypoa0JlMVOmaeG7OTOZ+/AUmN5C1ighY06RzRLfbpLC6jpLaepChtElJnUVWxLvVD13XTABrjy052dQZlLqFkwLDSEERANuK1gt298CjVIUkgUqWcAlR89dDu1iTndpMFAtz96SpzgAmQA1NkpEVp47w3qmjTAuL5Kq4ocwIi2omusuybDUAcUT9PwtqScIoyw5OAW6rBqAiojrKARgAcwqwiAAUCASCPo5IgxUImuFQAdBkMvHUU0/x6quvWgW/lsXcLQPH9pYLBAKB4MJi+YhEvjh6EoPJRGFdPR9cvYTnNu/kdGk5J4pLufWbNTwwbSJXJA0R14oBzLGSEnJragBYEtd184+WeGldoKEOvWyiQW9AWwN6sIqAT+/ezn8WLCTIo32jjK4iyzKbT2Wy/bQ57VQCb1ctIyND2J2WhyRJnRL/AH7MUB6Khrh7MMjdJoC3VWDfy80FGRmDu4wuQOasVxVnM6qs60cFBHPD4BG41av488pf8JJUjB8dTo2ngUOlRZiQ2VmYy87CXILc3Lk8dghXxA4h0tObtOpKKpoaAcek/1pQmQVAZ5uAyGYTEEcKgDYTEBEBKBAIBBc8LS5j57rKt7rqiaGtoAdxqAB4//338+6771rFvbCwMAoLC5EkiaCgIGRZpry8HJO5SLMkSURGRqJuJ/1FIBAIBAOfYE8PFg6OY+2ZNDakZvDrSWN598rFvH/wKJ8cPkGjwcjL2/eyPSuXJ2dNJcjTcYKNoO+w1hz956JSMS/m/M0afLSu1vnc2mokJLQ1MgYZjO6QXVPNvRvW8+/5Cwn1bD/9tbMUV9fx2oa97E7LUwb35qHNE5dO52xBObvT8jCaOpfuWlhXx/6iAgCWxCWg09uErZYRgE1GA6eayqiLNWJysy1XSxJzI2K4YcgIRgWEoDMYuX3FKgAC3N15bu7FeLm5kFldyfeZZ1mdlUqVronSxgbeP3WUD04dZUpIBMF2TsITgs7fAMSCRQh1qABoap4CLMs1yJQDIDnIAETZl0gBFggEgn6DEyMAu6PdtWojiyBFQc/hsMJK+/fv55133gFg2rRppKamkp+fb12/YsUKiouLqaio4KuvvmL06NHIskxiYiLJyclkZGQ4qisCgUAg6GfcMHo4oDiCfn38FFq1mnsnj+PtyxcR6aOkgu7OzuPmb9awVbgEDzh0RiMbMzMBmBEVjY+ra8cNOoFfMwFQiSyUkNDUgtqcuZlTU8P/7dlFdVNTt49jkmW+Sz7Nre+tYndaHgCBXu7W9eV1DajVynDf0EkBcF1mmvVm4NK4BBr0Buu6ljUA/7T/F1YWnbaJf0YYqvLnh0XL+euUOYwKCAHgf3tTyK+sBeDuOePwclOct2N9/Hho9CTWLbmWFydfzCRzlJ8M7CnOZ3WWYkQS6eFFuAPq/1lQmwVAh6YANzMBUbdwAI522HGw1gA0IMt6B+5XIBAIBI5Ekp07Ocqp1+l9FAjMOEwAXLFiBQD+/v6sWbOG+Pi203e8vb255ppr2L9/P8uXL2fTpk0sX77cUd0QCAQCQT8kPsCPadGKQ+f3J89Sp1Pqs40KC+aj5ZdyRdIQAKoam3hqwzb+b8tOap1Yw03Qs+zMy6Pa/Ddf0s74oasEutlEuLz6auu8hISmDq4bmkigmxvZ1dX848D+bh0jq6yKBz5fz7827rOKdFeOG8rHdyzF2yywZZRVWmvqGU1yqxIoLZFlmTXm9N+RgUHE+vjSaCcAutoJgHqT0RZBpwe3IhXeaWqme0YS5mET64qr6/hs9zEAkiKCWDQqodVxXdRqFkbH8fasRXy3aBm3Dh1JoKuiKl4Tn8jtiaO79N6cC2dEANrXO3RRtRQAHRgBiH3EqIgCFAgEggGHA8U9h04CwXniMAFw586dSJLEtddei7+//zm312q1fPzxx0RGRrJ161Y+++wzR3VFIBAIBP2QX5mjAOv0en44lWpd7qHV8sSsqbyyeA4B7oogsfZMOrd8s4ZD+UW90leBY1mbrghevq6uTIuIcMg+A11tAmBBQ3ORRkLipqQRjAsNpaCujnUZ6Rwq7vxnSW808vGuo9z14RqO55UAEB3gw+s3LOKhBVPwcnMlNtAPgMyyqmamGkZTxyP4Y2UlZNcoguVlcYMBrAKgq0bdrIZgeWMjyaXmfqtAUyMhmSR83JtHUL69+SCNeiMS8MCCSeesQxjt5cPvRk3kxyXX8srUOTwyZjJXxg3t+E3pImrJLIo6IQVYq1KhkiRkqwCoRpIc87kCrCYgALIsBECBQCDo0wwkoW0gnYugV3CYAGhJ9504cWKb65vaSK9xc3PjtttuQ5ZlPv/8c0d1RSAQCAT9kAkRYQwNDADgf8dOtkqXnB4TxSfXLGVWrJLKV1hbx29X/8ybuw82S/0T9C8qmxrZmaekzi6MjUXroLrAnloX63xhY22b2/x+wiQ8tVoAXtm3t1Mpuin5Jdzz0Vre33EEvdGEWiVx87RR/Pe2yxgdFWLdLi7QF4DM0ko0attw61zHsJh/uKhULIiJBWwCYMv6f6Eenvxl4kzlhRoaIozIyHi72QTAQ1mFbD2pmJJcMmYwiRFB5zxHCxqVijmRMc0ETEfhlBqARuW9dVGZHYBNigAoSRFIktZhx7GPABRGIAKBQNCH6cXU256ahAAo6AoOG9HV1SkDoJbRfx5md72qqqpWbQCGD1ciPo4dO+aorggEAoGgHyJJEjeMUa4JxXX1bErLbLWNv7sbf114MU/PvggPrRYZ+PxoCnd+u5bUsoqe7bDAIWzMzLKKYkviW6emdhd3tU0sK21qaLVeAoI8PLh79BgAUisrWXnmdLv7q9fpeWPTfu7/9CcySisBSAoPZMWtl3LnzLG4apoLlzFmAbC8vrGZQN2RANhoMPBzVgYAs6IG4eOiCHntCYAAM8OjuT7eXEPTA5qCTXi7K+Kn0WTijQ1KerOnq5a7Lh7b7rF7GpsA2Lm6iJ3BEgFocQC2pAA70gEY7E1AAOodum+BQCAQOI6MonIknF/DrzenDgVCOl9/WHBh4DAB0NtbKdLe0NB8kG0RBNsz+bAIhyUlJY7qikAgEAj6KXPjYwg1u/x+fjSlzXppkiRx6bAEPl5+KWPClIirtPJK7vx2LZ8dPnFOp1WjyURuVXWb6yoaWgtFAueyzuz+O8jHh+GBgQ7br70AWKFvbLVeMgtQ1w5LJN7XD4D/HDlMWRufgX0Z+dz+/mpWHjyFDLhp1dw/dyJv3riY+OC2y57EmVOAASrrbcc3GNv/fP6Sl0OtXjGVuCzOJoY26MwCoEtrARDgoTGTUZu7rQuUKTQqY6vvD54mo6QSgNtnjsHf073N9r2BM0xAanRKtoklAlB2kgBoMwEBWRYCoEAgEPRVQnw8wUSvi3S9NplwShS/oP/isE9DQoIyULV3/gUlwk+WZbZt29Zmu3379gHg7t53BqUCgUAg6B00KhXXjUoC4GxZBQfzC9vdNsLHmzeXLuA3U8ajUanQm0y8tTeZ367eQEFN65RPg8nEg6s2cN/367n96x853KJ+4NGiYpZ8+TWPbtzczHRB4DyK6+tRITEyKIhL4uKtopwjcNfYUj6rDU3I7eTBaFQqHp88GVDqT755KNm6rqqhiRd/3MnjX2+iqFoR1SbGhvPB7Uu5ZmIS6nYG1Z/vP86He49ax9/ldgJgWwL1f48d5u6f1/HKgb2AYmAyJcxWs87yeWzpAGzBVaPBr9gVjIrDcaGujoq6Bj7YfgSAuGA/rpwwrM22vYWjU4DLGhv4JT+HRL9AliUMxWQyoVJNQ5KGI+PjkGNYECYgAoFA0D/wcnXt9RTd3p5EGrDAHocJgOPHj0eWZY4cOdJs+bx58wDYvXs3a9eubbZuz549fPjhh0iSxJgxYxzVFYFAIBD0Y5YmDsHLRRFvPj+a0uG2apWKm8aO4L1llxAf4AfAkcJibv56DT+eTmsWQbgvJ58DeYWcKCqlXm/g4TWb2JGZA0BZfQMPb9iEDOzIyWV1amobRxM4mj35eRwpKeZ4aSkXR0c7dN/2EYBGZFA3fwpuLzWODw1jYWwsAD+mp3GkuIhNKRnc+t4P/HxCiVD0cXPhySUX8co18wj38+7w2KuPpXIkt9h6kPI6W1ShoQ0TkDXpaRwuLabSXC/5ktj4Zn3tKAXYgqekRVMnYfSEbaXZ/HfbYeqalGjCBxZMales7C1U5jfH5IA7E53RyGO7tlCpa+JUZRnxPn6oVCoMpt0Y5RRkKs/7GM0QJiACgUDQPzif6Lm+zkA5D0GP4rDR4Jw5cwDYvHlzs+U333yztQ7glVdeybXXXstTTz3Ftddey+zZs9GbU11uvfVWR3VFIBAIBP0YTxctVyQpjqN7cvJJK684Z5shgQG8d9USbhg9HAmo1+t5Yesunvp5GxUNSvTV2lOKuYKbRoNWJaEzGnnqp22sPnmWRzZuos58PYr09mJ5Yt+Klhqo7M0vACDY3Z0EPz+H7tteAAQwaWRc1O0Pex4cPxEPjdLm4Q2beW7NdirrFUFubmIsH915OYtGJpwzSrGkpp68yppmy4prbCJRyxTgrOoq8uvMEavmXV8a17wWYmcEQBeNGpXyEaa8qYF1RxQRe3ZSDGNjwjrsc2/gqAhAWZZ54eAujpYVA3BNQiJzImPMx4gzHyPzvI7REsk+BVhEAAoEAsHAxNnpuec7CQTdwGEC4KWXXoqrqysFBQWsX7/eujw8PJx//OMfyLKMwWBg5cqVvPTSS6xcuRKdTgfA4sWLue222xzVFYFAIBD0c64dmWitEfbFOaIALbhq1Px22gTeXLqQUC8lQmdbZg43f72aDWcz2JGZC8CioXH847L5eGi1GGQTL+7czamycut+/jRjukNTUQVtYzSZ2FuglA2ZEhHh8PfcTdNcLJM1oNW07zAc6O7O1AAl7bZW1mPwgGBvD15cNoc/Xz6z0/Xz9mc1L4WCBIX2AmCLFODNOVnNxvG+Lq4M9mteV7AzAqBGrUYyKO9ho8mISZJx06q5b+6ETvW7p1E5qAbgJ2dO8GOWIu5PDgnnkbGTbcdQxQJgMmWc1zFa445tCC1qAAoEAkFfpSMDkAtlEgjscZgA6OXlRXV1NQ0NDSxYsKDZunvvvZevvvqKwYMHI8uydfLy8uLxxx/n+++/d1Q3BAKBQDAACPb0YOFgJXrn59RMSuo6f5M9LiKUT5ZfxpKh8QCUNzTyzOYd6GQl2XDJsAQmRIbxxhULcHXTINtpQtOjIhkbFurIUxG0w6nycqrNDwKnhkecY+uu0zICUNbIVndYoJngmFVWxQOfr2f34WwkcxQd/ipeu2EBFw2O6tJx92YqAmCApztac8Rho8FoFfla1gDclJ1l7lDb/YbOCYAqlYTKrnSlrIEbp41SCqD3QdQOiADcnp/DG0cPADDIy4e/TZvdLHXaEgEoU+zQVF3ls6NEAQoTEIFAIOjD9HaUXl+YBAI7HFoQRqvV4urqiqqNOjPXXHMNZ86cIT09nV27dnHkyBHKysr429/+hlarbWNvAoFAILiQ+dXo4YASMfX18VNdauvl6sIf50xnRkIUWhcVJpUMEmjUEhYziB9OnqFBtldMwA3NOV2EBY5hj9k0TAImh4c7fP/u6uZjC5OGZgIggN5o5KOdR7nrwzUczytBQiJKVgQzvWzig5RjXTqmwWTiQJaS1jw1NoJpcZHWdZYxuH0KcE5NNWcqlOhTT40WZChvaGgVJdjQCQEwMTIYb62r9XWAnzvXThnepf73JOebApxaVcHTe7chA15aLa/OmIePi2uzbSwCoHKczO52tU1sacAiBVjQ/ynR7eJw7WNkN35JnTGjt7sjEDiWviq89ZV+CC4oerwidGxsLFOnTmXUqFFC+BMIBAJBuwwO9GdKlBIZ9v3JM9Tp9Odo0Zziujp+ycmhCSOolDGQQZa5b9XPPLF+C9+lnm3mBCEZYWtqNs9u3IHeaHTgmQjaYk9+HgCJgYH4ubk5fP/urVKAZbQa27DnbFEZ93y0lg92HkFvNKFWSdwybRSf33IlC2JiAVidlsbRkpJOH/NUYRk1TUpU4+TYCK4ZrzhaI2EdcdmLe5uzbem/dQbl8603yWTXVDfbb6Pu3ALgq7ctZVbCIOvreWNjcekg5bm3UZ9HCnBFUyO/37GJeoMBtSTxt6mzifX2beMY9gKgg0UNyRIBKARAQf/GINdzpuENqoyHyWx6jzL9rt7ukkDgOOReTL81mae2lrVc7uRJILDQtyzhBAKBQCCw4wZzFGCtTs+a011z5t2UmWV7ISkDIFe1GqNsYltejiLK2A2Khvgqddc2p2Xx+Lot1Ou7JjgKOk+tTsfx0lLAOem/AG4tU4C1zVOA//DNFjJKKwFICg9kxa2XcsfMsbhq1DwwfoJVQPz7/r2djgrdZ07/VUkSEweFMyYq1Cp0WUVoOxfgTdmZyoxFiDavOlNuq0kJnUsBTi0sZUNymvW1v2/nahb2FipJGYJ2NQJQbzLyxK4t5NcrxikPj5nM1LDINreVpAhAedhsNGV2u69t7hslUlQWNQAF/Zz0xvfRYfvNqTWmdbC1QNDf6K3wP/Mky2Ay/y/3Vj8EAhs9LgAWFxezatUqvv32W9LSxAVGIBAIBO0zMTKMIYGKMPflsZOtUiM7YlNGpjIjA0hE+Hnx3rJLcHfX2AQXy/96CHJzZ2Kk4pa6L6eAB1dtpKqxyRGnIWjB/sJCa+TX1AjnCIAqScLVTvAzaaBJb4vslAE3rZr7507kzRsXEx9sM94I9fTkzlGjAaVW4XepZzt1TIsAmBQWiI+7ko4a5eetrJSUySIm5tXWcKrCdtMd7O6Bq0rp79nKCutyg9Fk/dy7tyMAyrLM377bismkRLIClDY1dKrPvUV3TEBkWeZvyXtILi0CYFn8UK4bnNju9pKkRiUpUZGOjgCUJEttRREBKOi/VBpOkKdbA4CLFAhAjbFzv3cCQb+g17Q/CWQJyz/ldS/1RSCwo/1HyV2kvLycDz/8EFAcgYcNG9Zqm+eff54XXngBvV1UxXXXXcf777+PmxPSfwQCgUDQv5EkiV+NHs5zW3ZSVFvH5vQsqzlIRxTU1nK8RIkwQ0ap/6dR8emJFOqNBmU8JINkjgKUTLAnp4A7J43Cy9WFrenZpBSX8pvv1/PPy+YT7KWk+zUZjGRUVeKh0TLI1+e8z6+mSYeXi/aCcx221P/z1GoZFRzstON4qLU0WdK51ZBZXml9r4eE+HPj1JEEeXmQkl/aqu0o7yDCPTwpqK/jzeRkIjSeeLu4WNc3GQ24qNTW/dU26ThZqOwnJsCXY7nFAET7+5BVXg0SyCowmmsAbrKk/5r/9JfFJbC/oJATZaXWuoBgi/4DcHNpe9i27VQWe1NzAPDVulJpaqK0sW9HptlMQDov6n9xNoUfMhRxYkJwGI+Pm3rO745KisMkpzm8BqAwARH0d0yyjtMNrwEyatwJc1lMTtNnNMmF6E3VaFXnf40TCHobiwtwzx2tozUt1wt1TtDzOEwA/Oqrr3j00UdxcXHh1ltvbbX+s88+45lnnkGSJGS7p71fffUVJpOJL7/80lFdEQgEAsEAYn5CLG/vO0RJXT1fHE1hQULsOW/6N9ul/3qqtNTJBrJqqsioqQJArZLQqtQ0GQxgBCVHGN4/cIx/XDYXbxctq06nkl5VyQ3frmJEWBAFdXVkV1djkmWWJMRT3tjIn6ZfRJCHR9ud6AC90UhxbT2Pr9mMv7sbv50+kcTQwC7vpz8iy7JVAJwQGtbMtdXRuGs0VOjsjq0FyaynnS2q4C8/bO+wvdFVhiCoN+h5ZMNmXCvNohUyTSGADK7loDJKysN986hq3ZE0fjqsZDnIEmAJRFRhjSrdbEn/NXN5/GCqGps4UVbK2QpbBGCDvQDYRgRgo97AWxv2AxDk7YG/vwfJZYWUNvaPCMDOpgDvLMjln0cUx99IT29eauH42/5xYs3HyUKWTUiSYz5vwgRE0N/JbPqCepPy4CDe7Xa81LHkNH0GQK3xLP6qCb3ZPYHAMTg1Cu58H94KQVDQ8zhs1L1lyxYAZs6cSWBg65uYP//5z4Ay8L/iiit46KGHiI6ORpZlvv76a7Zv73gQLhAIBIILE41KxXUjlTS/06XlJBcUnbPNpgxFANRKKup1emRJxgS2NExZptFoQDYpUVkmjYxJI2PUyjy8cRPr8jIxuoHJFapNOnbn55NZVWUVK37OzGRPfj4Pb9pErU7Xbj/aI62skus++Z6simoO5xdz19dreWb9L+RV1XR5X/2N7JoaCuqU+m3OSv+14N6iDqBJ3bXBtbpJQm3W0YweYNTKyMg0hoLsArIrNIaBzkdWnKbhnDcbqaUV5NfWcqK8zLpsQkgYUd4+DPFX0pDLGxspbVAO3HgOAfDz3ccpqlZEqPvmTSTULEj3lwjAzqQAZ1RX8tSebZiQ8dRoeW3GPPxcO5c5olJZIoabkOWC7na3NeYUYBEBKOiP1BozyG76CgAfdRKRLkvxUg+2rhdpwAKBHS1Sam3mGrKDJ3O0okjhFTgRh0UAnjlzBkmSmDZtWqt1u3btIiMjA0mSeP7553nqqacA+MMf/kBSUhKVlZV88sknzJw501HdEQgEAsEA4oqkIXyQfIw6vZ7Pj6QwISKs3W3za2o5YTaY0JlM4NrGRpYBlQrrA1jZblWjwdB8Wxm0qLhkaDwzB0WzPTeHVWdTOVNewZNbt/HqvLlo1Z13XLWv5aZRqTCYTGw6m8XWtGyuHDGU2yaNwt+jb5s4dJe95ug/gGlOFgBbGoFEh3pTkK2IZX9bPgcvV5e2mjWjvLGBp/ftQGcyEhbvwx8nTOPL1JNsystWNpDA4AMmT1BXy0wODeeOaWOs7WsadTz5wxal9rcEPx5PxS1Aa20LSvQfwFD/AGu7sxXlBLlHWh2AobUAmF9Rw5d7TgAwPj6S+SPiOHZUST0uGSARgJVNjTy84//ZO+84ScpybV9V1XF6ck67M5tzjuSFZYkSBQGJAmIEhGP49BhAPSaOgmBAPQqoZBCJkjNs3mVz3pmdnZxj56r3+6M6zU6e6UnLe/kr6e2qeuutDtPVd9/Pc79FRzCAisLPVp7G5OTUARynOHLbEKWodB8YMlCiISDSASgZXwihs89zHwIdBSsznXegKCoWXDjVQjxGOe36/tGepkQSF0a2BDg+dPEVjrP5S8Y2cXMA1oe+bE2bNq3LujfffBMAu93O7bffHrk/Ozubq666yiwHWrcuXlORSCQSyXGGy2bjolnm58vaoxUcbmzuso0nEOC1w4e5/fU3zDsUop9yx/6KqsQssXcLM0RBCcAkZzIPf+Y8vrtiBTa/ivAJ3txdimrAd084gTOLiwHYUFXFTz9eO6A0U4clKuR8/aQlXDB7KqqioBuCZ3fs43P/+DcPbdiO23/8JRGHy38nJCVRkJQ0rMdyWkJCW+ipUe3RJ3x2fhbzCrP7XE6bWsTN881AkCPtrRzytHD78qURB1t6qIexoUEgDRqdPrLSEiL7nzi1kFRnVIVu9vh44UDUXeOyWjljQhEAU1KjQST7Q2XAsWL0sSEgf3hrEwHdQFUUvnfJ6SiKQqbDdAC2B/x49SBjlf4IgEHD4P+tfZfyDtMZe9uCpZyUVzig42gxAqAexyAQRZElwJLxSbn/eVr1vQAU2a/EpRVF1iVq5udsu3QASo4XRi0EZAwtEkkMcRMAGxrMUhaXy9Vl3UcffQSY5cHHrp8fuqguKyuL11QkEolEchxy+dyZEdHl8e27I/e/eOAgN738Cmc+9gQ/fP9Dytrauv58eqzYJwAjunxzxXL+c8XlPPKZ87H6VbSAwtH6Nt7aV8rFs2fwP2efik1T8es633v1PV7bf5gfnXwSi3NzAHj18GH+uGVLv88lVsixairfOeME/n7VBZwyyRQ3PIEgf92wjSv/+W+e27FvQOnHY5mArrO5phqAFXnD6/6DmBLg0AWwV4mmAA8kd+Xzs2YzISRW/uGTLTgsFlYXmV+a27w+Ts0sMF9LwJ6WRj734gs8smsngVAASXFmKmC6PYUqKHNHS73PLpoUEYRdVmvkOAdCQSA9lQBvOFzJRwfKAbhw8Qxm5JthKpmOqHN0LPcB7KsEWAjBPVvXs6nOfL1cWDyNq6fNHvBxFCUZBbM1TXyDQMLXs0GEOP6Eesnxiceo5rD3YQBcahFF9is6rU8KCYDeUBCIRDLu6YdApozjRYqAkoESNwEw3JC9KaZxNYBhGKxfvx5FUbot8Q33C3S7ZQ8ViUQikfRMTqKLlRNM0aiirQ09JIr9Y+dOdtbVE+zJSRR7AWQAflB9oAYVFGEuqVYHNlVjRlYGd5y8zNxPgcc/2cMb+0s4ddJEfvGZRSQ7QNP8/PTtj/nXzn3cc/rpTE1LBeDvO3fx1J49fZ5HeXNrJ/Ep7PAqTk/h5+efzh8+ezbzck0xp9Ht5alte/jRqx/Q5PEO8BEbe2yrq8MTOt/h7v8HXXsAekRUTBtI626bpvHNZcsBaPX7+ePWrXx+lilGBYTgcGML9npIE3YUwKsH+f0nW7jmlZfYVF3NpIxUFEBTQD+mdd2FkztXTkwLuQDDQSCdSoBDKcABXed3oeCPZKedm1ctimyT5YiG0tR7xu61lRoK4+jJAfj0ob08e3gfAAszs/l/i/tO/O35WJNCxyoZ1P7dEQ0BAekClIwHhBDs89yPgQ9QmOG8A1WxdtomUZseud1uHBzhGUok8edAeV38RLQxuPQpEkLkelkigTgKgNnZ2QAcONDZMr5u3TpaW81fkFauXNllv/Z2sxG403l89jqSSCQSSXwQQkQSVLNdCZESwhMLTNecVVXJcDi6vTjKsjuxKRoKCoqioKBEfxAVcNcbH3DuQ09x49MvU97aFhHgUOAnb33E3toGOhJ+z1cufJbbL3kREDzw8WYe27qL36xeTY7LFAN+s2Ejb8UkEHfHjU+9wrn/91Tk37EprwDz87L5w2fP5ufnrWJCajK6LnjvUBlfeuo/HGlsGcIjOPqsq6wATPfXktye+zjGC7t6rANw8CWxJ+QXcPqEiQD8+6B5rbMo23SAVgTaQcAlRdP429nnMTPd7OVX0trCV996nW2eOoQq8AUNdIeIiI+rJxQxO71zcNq0UB/AI22teIPBbh2Az27cy9FG89rqptMWkhxTYtzJAegbywJgzw7AdTWV/PqTDQDkJbi458QzsA2gx2aXY6nFABhG6aDH6IISrWgRQgqAkrFPTeAtmoKbASi0XUSKZVaXbWKDQGQZsOR4YEpexqiLdKO6GKCpcZN8JMcBcXs1LFq0CCEETzzxBP6YRMS//OUvANhsNk466aQu+x0+fBiA/BFwAkgkEolk/PLBkXJ21pr9ZrNdrogb6Ib5c3n6kov44NqryUpI6NTeTwld/JxYkE8gGPoFVIFcVwIFKYnhfwKmE2lffSNPbt/Djpq6yApdCG59/j906DWggKoKJqSarolHtuzkkU07+M0ZZ5BksyGAuz74gK3V3ScVV7W24w50Lhf0BrqKUoqicMrkCTx05fksm5AHQGVrO1965lU2H41jkukIs77KnPuC7GxcVmsfWw8dw+gsLrXrfkRE+h24m+yOpUuxaxoCuGfDBq6aaX6BFqrp7FtelM+czEweOvs8vrV0OYmhc9zV0oA3E4IuA2GLHn1eelYXV9v0UBKwIQSHW5o7CcROq4X6Njd//2g7ANNy0jl/wdRO+2fGOgDHQQmwITo7E460tfDdte+iC0GCxcK9J59JWj8Tf3siHAQiqI2bWKcQIwBKB6BkjOM3mjngfRAAh5LDJMcN3W5nUVw4VTMoRwqAkuMBTVFHvUx3tBeJJJa4CYCXX345AEePHmX16tU8+OCDfPGLX+SRRx5BURQuvPDCbl1+69atQ1EUZs3q+iuURCKRSCQAfl3ngXWmcyHd6eD6RXMj61IdDiampFDe1sa+hsboTiHxT0Hh5b2HUcI6gwq/OHcVNovpKDp90kQeuHANNy1bwJKCXOyWGKdRSElMTmpExLjHLl2QS0Gy2avt+d0HeGTTTn6x6jRsqorfMPjWO+9wuKm5y3lsqajucl+nxOFjcFgsfPP0Fdx2ylIUoN3n584X3uKlXePvi1mDx8O+RvP5WTkC/f8AAoFQz7+YpGdh6XHzPsl1JfKFufMA2NVQT6PXS6JminyGC+bmZwLmr+2Xz5jJ0xdczLmTJps7qxCMzTwR4Ax0nUxsEvD+pqYuDsA/v7MFT6gs+NazlnX5ZT/BYsUVCj+pG9MlwF1DQFr9Pu748C3aAn4U4KcrTmNqSloPIwzkWJMit+PVBzAaAgIwdh9niQTggPePBIXZe3S681YsSs+VV+EgkDYpAEqOF0bbhTfMDj+MPraRSGKImwB41VVXsWLFCoQQfPzxx3zta1/jb3/7G2Cm//7oRz/qsk9zczPvvvsuACtWrIjXVCQSiURynPHMzr1UtJpfXr60bCEum63LNi8dONTp30rAFP8AjPBFUoj9jU1UtJnjTUhJZnFBLjcunc/9F67htRuv4E+XnMOXVyxiRmY6CJiQXddp7Bf2baKitQ1rSHx5+9AR/rpuG9878QQUoM3v5/Y336Smo7MzaEtFyBkYc0F2bAnwsSiKwucWzuLn56/CYdHQDcEv3l7HHz/aMqDk4dFmQ1XUubhihFz/kf55MSY7YTEfs0G2k+Oa2XMiQR1/3LYVizf0GtNgc21n52eG08ndJ57Mg2eehUXvfEBFh1d2du2xlZ2QQHLo9X2gqTEiAFpUlT1V9byxqwSANXMmMa8wu9s5ZoTKgOu9Y1eYOjYEJGgYfHfde5S1m6XNX5+3hFPzJ8TpWLECYElcxiTWASjG7uMskdQH1lMbeBeAHOtqMqzLet0+3AfQa1QSFO3DPT2JZHgZqnturIhpx8wjtsdfuOJFugAl/SGuISAvv/wyF198MYqiIIRACEFBQQHPPvsss2d3TW57+OGHCYRKoc4888x4TUUikUgkxxGNHg8PbdkBwPSMdM6bPqXb7d4uLY3cLnAm0tn2BRZFwRlKW/3gaDl+3VQEJyQndRrHqmnMzc3i2sVz+dvl53PFgllMyKzvtE2S0yytDMQ0Vt5eXYeqK/zXcjMsotbt5o4336It1BZDCMHWAToAYzl58gR+/9mzyXSZ4s6jW3bxw/+8320J8VhkXWUlAGl2BzPS0/vYOj64vV0FQMPS5a4BYdM0/mup+Ry3+Hy0BvwRcfnR3bu73WdxTi4L7Jmd7hMa7DAa+PuOnZ2EXEVRIn0AYx2ADquF+183++I5bRa+dMbiHucYDgKp943dEuBjHYD3btvI+hrzNXJ+0RSumzG3x30HiqLkA6YrUjfiIwDKEBDJeCAoOtjvuR8Aq5LCVMeX+twnnAQM0gUokSjHLkMUFAe9HDMPiWSwxLUjZHp6Ov/617+oqqpi7dq1bN++nSNHjnDuued2u/3s2bN56KGHeOihh1iyZEk8pyKRSCSS44S/bNxGR+jHottPXNpjM+PHL7mIK2bP5MSCAupb3Z2ukBQBhi7w+kwx5f3So5F1vkCQgK73ePyvrFxIUY5ZuhpuKbdmRhp3nrKcM6YUkeYwAxgKkhM5e/pkLp81k+vmmuLFoeZmvv32O/h1nYqWNmrbuzqF+nIAxjIjO4O/fO48pmeZAtG7h8q49V+vU98xth1IhhCsrzLFneV5eRHxZ7hp90R7EoePGXYADoUTCwo4tdB0pxlOM1UaYEN1VSS991iUBCXymrSrZpm5UOF327dw8+v/YX9jtHx9WqgP4MGmJjy+cM9IwcEac+zrTppPRmKsANWZcB/A8VACrAvBs4f28eRBM0F7fkYW31tywqATf7tDUTRUpQiIXwmwDAGRjAcOex/CJ8wfsKY5voxNTelzn8QYAVD2AZQcF4x2me5oLxJJDEPohNMzWVlZZGVl9bndWWedNRyHl0gkEslxwoGGRl7cZ5ZJnj5pIovycnrc1qKq3LFiOevLKll3qDLyCZeX6GJeRibbq+qo9rpBA6EQuSj69Xsb+d2HW5iTk8n8vCwW5OUwNzczUmbsFuXYrKbC4/XZSHD42VNfwhWTsvns3BkIITjS1Ipfjwp5X128iHqPm1cOHWZLTQ13f/ghyzPyIutTHDZavKY4NVAHX1ZiAr+79Czufv1DPiopZ09tA7c89R/uueAMpmQOvV/acHCgqZFGrxeAlSMY+tXi9oKZ9UKG3Umd142wmk/8UAWmO5cu48PyoxgKWOwqhmqWsT6+Zzc/PLFr6Fl5oC1y++oZs3lq3R46EnSEBXbW13Pdqy9z+fQZfGn+wkgfwI5ggHqf+bi5/aYQOCE9mc8um9nr3MJJwA1jOAQkLAC6AwF+tXUdADlOM/HXrsX/8lRVJmGIg3ErAY51AMoQEMlYpDm4iwr/SwCkW5aTbT29X/tZFBcONR+vUSkFQMm4ZyRLYAd1mJidRui3UcmnHJkJLZFIJJIxiRCC3368CUMIbJrK11f27RRv8fr46bsfd3L/nVI8gbvPOpXnrv8sf7ro7GMOYv7Hr+tsrazhkc07ufOltzjnr0/xhade5r4PNrK26oPI5q1u0/WT4Ozg2y+/TZPHi6IoFKenMD0rI7Kdoij894knsiLfFP3eLD3CY3t3IxBkJDgjASIAnn6WAMeSYLPys/NO44qFZoBWbbubrzzzGmtLKwY81kiwrjKm/19eXi9bxo+gYdDc4Yv8O9NuimJGnLSlDIcTq9u8jPKrBrPSzef/1dIS6t2dnXf1Ho8pPgMImJGUQYEjEXs9zHCkYVNVDCF4ct9eLn/xeercUUGp3m/uF642//qaZVg1jd4IlwC3BHz4e3G3jiZhAbDW40YXAodm4TcnnxHpXxj/4xUDYIgyxDHJw4PDSfQyeuw6LSWfTgzhZ5/nXkCg4WSG89YB/eiRFOoD2KbvH6YZSiQjxAg67fos3+2jtFc6ACUjgRQAJRKJRDImeb/0KFuqzFCFK+fNJi8psdftO/x+vvzvV2lwe8zrndB3nQkpyZFt5udmU5gUFd+KUpP55bmruGrhbObkZKKp0b5k++sbeXrHXrY3mO6kdnciesB02CU5vdS0u/nvV97tsXzYoqr8fNWqSL+70o5WDCssLsghLyU6h8H28NNUlVtPWcp/rVqOpii4AwG+89I7PLt936DGG07C/f+mpqWRmdBz6Wo8qW3rQBjRK9/0kAAYjxJggO0VNdBuoISe/tKWZsAUHp/e3/k5eL30cOS26oOGVjdZiQkoKKQH7TzxmYs4Kb8AMF17f9z2SUTDro4J8jhpWiHLJ/ftoMyMEdHGahBIuPdf+L8/Xn4KM1IzettlSKhqceiWDyGqetu0X5hiivlaliEgkrFGqe9x3IbZ6mKy4ws41O4Dg3oiXAZsBoFIh6tkvDNKtbcitBihRdYAS8YAUgCUSCQSyZjDr+s8sG4zYCapXruwayDAfw4cjiQDA/x103aONLd22e7YkI+l+bmR2xOTkzhl0gS+fuIS/vzZc3n9piu5/6I13Lx8AcsK83BaNSZkm/2TSmoyqGwyPzaTEjygwLbqOn793gZED2m8LquVe89cTXZI9DLsYHNayEuK9g/z+APd7ttfLpk3g19dcAYJViuGENz73gbue38juhEPl9PQcQcCbKurBWBl3siV/5Y3tXVKfk6xmb0ahQUEYsilNhtKq1BQcHSYr4m2QCDyPD+7fx+eYPR5fe5Q1EWjdUBJfTPZoddAbVsHhUlJ/GbVGfzq1FXkhMYIv6LqQg5ARYGvrl7ar7mFewAC1I/BMmBdGGyqjYpwX5m7iDMKi4b1mMORBBwtA5YCiWTs0K6XUOZ7EoBkbRYFtgsGPIbsAyg5rhgpnc2IXRQUEV0QChhKdL3U/ySjhBQAJRKJRDLmeGrHXirb2gH48vJFuGzWyLqDDU1887W3+cm7H3H1My/wxI496IbBLcsWRrY5Z3r0y/6ElGMEwLyQAKiA02rttM5htbCkIJcvLJ3PfReeyTM3nIzLYZaRusR0gkHTTei0+0lzqijAS3sO8vT2vT2eS4bTycWTpkYuwl4qOYiXqGvQPYgS4GNZUZTPg5efTU5IVHpm216++/K7kb5xo8nmmhqCITFyJPv/lbe0mRfdIZKsZk9HVKD3Ctp+sSFUbr0kO4dTCgoBqAuV/rb6/bx82HT9NXo9HGk1hWkNBc2vUNrQQlZSKKij3Y0QAkVRWDVhIk9dcBHXz56LqijMSEpDazRfOBPSk8lP6/xa7gmLqjI5KZUTsguwjMGmQvdv30xN6LFyWDRunDl/2I8ZLgEG0OMWBBJ2AEoBUDI2EEJnr+deBDoKVmY670BRBv51TyYBS44XRi6pV6Hz/46ZR2QJ/S8iDg7/3KQIKIlFCoASiUQiGVM0uj08vHUHADMz0zl3+uRO6xs8Hj4qq0AAPt3gt+s28aUXX6OyrZ3fXbCG312whrwUs1zYqqrkuFyd9p+WHg3K6Et8a9b3RG7fvOhSvrYi2kT9rnMWkJ9sHud3H21mfVllj+OU1reimaZBgkLwr8P7Eap5RTbYEuBjmZyRxp8vP5dZOWYZ5celFXz12deobR9dcWJdpSmU2TWNhdkDK0MbCuVNrZ0cgC5LVOw1LKKby/P+U9PWQUlDCwDLiwu4c+kybKqKwDxPgMf37MYQgqf3RcXhKc5UFBRKG5rJDqX4BnSDZo83so3TYuVrixbz0Jpz6TjiRQ2Y85yWm97v+TX5vBxua2ZtbQU2y7DkvQ2a50sO8Oj+XZF/J1ptcU387QlFSUIhE4inA9D82yJkD0DJGKHc/zxtutmCoMh+JS5tcM5ai5KIQzV/sGmXfQAl451hcdYpxyyjPU4vi0QSgxQAJRKJRDKm+NPGT3AHTOfa7Scui4QFhLHFBCDkhxxvu2rruf65l9laXcO83CyOtpiOq4LkJDS180ddm98fuSCq6ehdHGsI7gbAoaTjUnNxqpmRdcWZ8MvzT4+U3v7otfcpa2rpMoYQgq2V1aiGwtL0XFRFwafrBJ0gFIFfNyJ90IZKhsvJ7y49i9Onml/6DtY38cWn/sPe2oa4jD8Y1leZpZ5LcnI7PXfDTUVLW6cLX6cWFQCFZWhpextLo2LviuJ8CpKSuG6OWabuC/WEPNrWxofl5bx4+GBk23MmmM7Udl+gkzBX19ZVQHp/ZxlN7VFh0GW39Xt+le72yO38hN57Z44kW+tq+PnmtQA4Q+ffU/n8cBANAimNy3iKEv5xQToAJaOPx6jmsPdhAFxqEUX2K4Y0XtgFKEuAJeOaOItpUWedGKYlxrUnBUDJMCAFQIlEIpGMGfbVN/LSPlMwWT25iAW5XR1jNi360fWdk1dy8+L5WFSVoGHwf1u2c8Nzr7C/oQno2v8PoKItKo6UNrfg7cEFKISgIbgTgAzrHBRFwalGXVheo4FJ6ancfdYpKEC7P8C3X36HVq+v0zgljc00e8z7zps6he+sXGGuUDFFQAS+OJQBh7FbLNx9zilcu8QUpBo6PHz92dd4/1BZ3I7RXyrb2ykLlb+OZPkvQEVzG0qMA9Ae87oZahDIhpAAmJWYQHFGCgDXzZlLfqIptoW1xYd27qDWY4p7E5KSWJCXExkj9jk/VgAsa2jhmQ2m+9SimaM5rP138lW5zd6YqTY7CRZrH1uPDJUdbXzr47cJCgO7prGqYCIA+kgKgKopwBpGaZxGlCEgkrGBEIJ9nvsx8AEKM5x3oCpDe++H+wB6jAoZBCIZ1ygDWfpTTjsCS5+lvQM4J4kkFikASiQSiWTM8MDaTRiYPczOmFLMturaLktpjMvuYGMTSwvy+N6pJzAp1RRiDjc1UxYKAymMSQAOUx4THBIwDLbX1HU7F7dRi9cwnXMZljkAOGIEQE9o3QnFBXzlxMXm2C1t/PC19yM97wC2VNREbi8uyOHi6dO5eUGo55kGegK0HCMaDhVVUfjSiYv47uoT0FQFb1Dnv195j7WhvnUjRTj9F0ZWAAwaBpUt7Z1++Q4aAqdqimiGBQZ7WRw0DDaVma7G5cX5kfJVh8XCnUuWAdHD7mqIvrYumzaT4ozUyL9bPdHnvDZGABRC8Ps3NxE0DFRFiThgByIAVnSYInd+Qv96Bg43HYEAd3z4Fs1+85zvWnYyWaGgkni5X/tD2AEoqEWI9t437gcyBEQyVqgJvEVT0AzOKrRdRIpl1pDH7BwEcrCXLSWSMczx6pY7Hs9JMiKMrcYwEolEIvlU89UVi7np+f8QEAbfe/O9Prd/YP2W7leEtJ2JKd04AGMEQIBNVVUsL8jrsl3Y/QemAxBAVazYlBT8oiUiDgJctXA2JY3N/GfvYTaVV/O7jzbzjVNMMWhLRTUAecmJ5IZ6Bt68YAFPbNtDOwGEBj9bu5Z7z1zdpVx5qJw/eyp5yYl868W3SbLbSLSNrBssLADmulwUJXcVY4eL2rYOgoaBgoJFUQkKA48eJEWz4zGCCOvgr4j3VNXT7jNL1FcUdxY1Tyks5KT8Aj6qjAqtqTY7QWFw+bQZWDSNzEQn9e0eKlracFoteAJB6mL6NH58sJwNh83H7ZIl03l2s9nPa2AOwJAA6Br98l9dGHx//fscam0G4IuzF7BmwiT2NzeG1o+8AAhgiCNoypyhDRgqAZYOQMlo4jeaOeB9EACHksMkxw1xGbezALifVMuCuIwrkYwkgYDeqwh2PDjkpMYnGQjSASiRSCSSMcPs7My+NxoAE7oRncrbTAEwyWb2VNtUWd3tvg0Bs/+fTUkmUS2M3O9UzZCNWAFQURS+tWolc3OzAHhm+16e37UfQwg+CTkAFxfkdNp+ZmIaSqgKdH1VFb/esHFY+qEtLMjBZbNS3+HhoY074j5+TwQNg43VplNuZV7+iAQ9hClvjoq8jlDfQXcwQLLFDpglwIOdzfpQ+a+mKCyZ2Fk4VhSFO5ctwxoRchXafAEeP+8iLKF5hF2ARxpaI0nAYQegP6jzhzc3AZCW4OCKFVGBqr8CoBCCylAJcN4Y6P/3hx1b+KDqKABnFhbzxdkLASLOxpF0AGpKNB1cF4eHPF40BEQ6ACWjxwHvHwkK8z0/3XkrFsUZl3GtShIO1fwbJ5OAJeOVo5WNKAZdlxEu6R3NcmFdj+mHIvnUIx2AEolEIhlTPHjB2b2ub/H6+M4b7wJww8K5rJxQ0Gn9R2Xl/GO7mTI6oRsHYLgEeEJyErvrG9hT30Crz0ey3d5pu0j/P8vsTuKVQ82gRT8cKQEOY9M0/uec0/jiM69Q2+7mN+9vQEWh1ecHYHFBbqfts5NcaFVmCbDQ4Nl9+8hOSOCG+fN6Pf+Bsr2ylka3GSaxZnpxXMfujV319XSEwlxWjEL/vzAui432YACvHiRZM59jYwghIOH+f7PzMklydA3mmJCUzHVz5vLXHdsB0+H25L693LZ4CQCTMlLYdKSK0oZmZuZmUNbYGukB+OT6XVQ2m+69L56+CC2mb6GznwJgi98XSbcuGOUS4JdKD/LIPvN9NDM1g7uWnRwR/kZDAFSUfMAG+M0+gEPMpFEUWQIsGV3qA+uoDbwLQI51NRnWZXEdP1GbhteokkEgknHL1AlZ7D1Y03XFp8g2F+/qEsn4Rr4aJBKJRDKmWJCb3ecSJjcpseu6kLBj1zQyExI6je0OBGj0mGLY7EzTbSiALVWdLw49Rj1uw7wvXP4bJuoAbOwy9wyXk1+cdzoOi4ZuCH774cbIumMFwJwkFwoKmgcyHKZj449bt/LSwfj2WnpjfwlgCpSnTpkQ17F7I1z+qyoKy3Jz+9g6voQFwES7DVcoBMOjB0nWQoKdZjoCB0qz28u+GlP4XV7cs6h5/Zy55LlckX8/d2B/RAwNOwA7/AGSHaYgWdvWQU1LB49+bIpls/IzOXveFLyBaFCIw9Y/AbAqJgF4NB2A2xtq+Z/NHwPm6/vXJ52BIyb5WFPMS9CRLAFWFA1VMcNH4pMEHH6Ogwgx8NeTRDIUgqKD/Z4HALAqKUx1fCnux0iKBIGUyyAQyThFgPiULxJJDNIBKJFIJJJxhd0Ste34g3qX9UdbQg6/lOSIyyhMbP+/JXk5vHLwEO5gkE1V1awqnhhZFy7/hWgASBhHWAAUTRhCR1U624imZ6Xz/TNP4vuvvo83NL/85ESyEjuLkXlJocRYoXBh0RT+feQgTV4vP/t4LW1+f0SgHCjzs7IijsWArvPOwSMAnDSpEJetq2NtuAgLgHMyM7u4K4eb8nAITGoSXosponmCZg/AMDWeDlLsjgGNu/FIVcQ00JsA6LBYuGPpMr793ruAGYLx4qGDXDlzFsWZqZHtNNV8nura3fzhrU34gjoKcNuaZaiKgtcfIwD20wFYESMAFoxSD8Bqdzvf/OhtAoaBTVX59YlnkJPg6rTNaDgAzeNOwhAHMUTJkMeKhoCA6QJMHfKYEkl/Oex9CJ+oB2Ca4yvY1JS4HyNRmx653a4flH0AJeOPcKnsIBir/QGlpCcZClIAHEMoioIqLbqDRgv1Vwr/VzJ+kc/h+GMk33+OGFEvKESXY3YEAszKymBOVlaXdZUd0Wb9k9LTWJyXy4dHy9lUVd1p20bdFACtios022SUGJEvwZIVumUQVNpwahld5rh6+mRKm1r5v/WfkJPo4sTiwi5zmZadgctmJcFmZXJ6GvfPWMMtr/yHCcnJ3Ldx08AelBjOKC7izOJizpo8mY+PVNLqNUuQz545uV/PTzyew2avl90N5hfTEwsKImMKIfj282+Rk5TIqqkTWVo0PKXBFS2mCDYhLZlyiyn6eo0gRdboF+Qav4dZAzzXjUfMnoapTjuz87O7CMyxnFFUzAn5+awNCaH/2L2LK2fNZkp2NEk6GBK/ArpBVlICLruV5ZMLmDPB7Bfpj0mTdtltPT43se+/Gk/UpVOQlDLif0/dgQB3fvQ2jT7TaXvX8lNZkN3VAWoJlTcbCFRVHbEekRZtMkEDDFGGqtLpvT1QdJEEIY1WVb2o6tAfa/n5N/4YjevP5sBOKvwvAZBhXU6eY/WwvIdSlKgA2GEcIkNbHPdjjCXk++/4RIm3YjbSyuAx8x/o4ceqkCkZHaQAOIZwOp0kHFOuJhk4ySOYNCmJP5qmkZaWNtrTkAySkXr/WVSVoGGg2mydXi8ljU1srDBFmssWzOvyWmrcfyhye+7EiZza2MyHR8spbW7BZ7GSG3LlNbfsBSA3YQHp6Z2deO6OIggZCS0uH2nO7l+v/3X2Kk6bNY1lRYUIIbp8OTs1LY3Ns2d0uu/vl7uYlpHBwt/9vr8PRRfePnKETdXVnDJtGu8eLgcgyWHnvEVzsVl6/9iP1/vvo337Itera2bMjIz5nx37+Cg0p7f2lbDuv7865GMdi24YVIYEwKm52bQKU6EJANmJqRCq9m7DGNC5GoaICIAnTZ9ERnp6H3vAT9eczVl/fxhdCOrcbjY01HPe9BnkpiRS3dKO34he1T+zeS+KgBNmTorMy1IfdaxmZ6T1Od/k5GTqdVPwzXK6yMvM6nX7eGMIwf977YVIwu/XFq/g84uWdrttYowjMCU1dcR6FFk65uBtAvCRlOzGapnY1y494vbk4PGZt5OSNWzWob135Off+GakPv90w8f68vsAgUVJYGXeD0mw9v33aHCkkdCejztYiV8rPa5fn/L9d5wyBAdgr2PGEm+FTVr8JMOIFADHEB6PB5/PN9rTGLdomkZycjKtra3oeteyQMnYJjk5GU3T0HWd1tbW0Z6OZICM9PvPGhIAW9vbaWpqitz//LZoyu3S7MxO6wD2V5vqT7YrAU97G3PToo6wN3fv4fzpU/EZzTT7SwFIZkaXMfRgtIy0tqUUq7dnF9vUZFeX/XtjktNJ0O3m/84/r9/7xLKrro57N26k1efj1hde4ECJ2a9u1ZSJdLS19RhVEO/331sH9gNm0vIEu52mpiZaPF5+/OLb5gYCXDbrgB6b/lLV0kYg9BrMdNqwhCpi23xesPrBAFQ41FA7oOPvr2mgIeQgXVyQ1a99U4FrZs/hkV1mb79ffvABJ2RlMzEtmeqWdqqboo+1ogAC6ppaImPXNUaP4fd6ejxm7PuvpNF8znOdA3vtxYPfb9/MayVmWMDpBUXcOG1Oj3Pweb2R2w2NjVhHyHkT1KM9RJuaPsFqGXxQSlCPfktraanCog2u16X8/BvfjPTn3yH3w7QFSgGY4rwRX7sDH8P3XncpU3FTSYN754j/TRkJ5PsvPoxV8dRMwh1mRS08vBL5v0GMMYxzlH0AJTFIAXAMIYSQwlUc0HVdPo7jHPn8jV9G6v1n1VQ8QfAFg52O987hUgBmZKSTneDsMpejoYv7gqREdF2nOCWZNIeDJq+XDRWVnDNlErX+qIiYrs3qMoaN6EWuO1iHbon/+c4bZP+/eZmZVLW388SePXxSW4uqgobCmdOK+v28DPX5E0KwtqICgGW5eSihz7Z731lPsycq+lhUdVheK2WNLZHbeUkuHG5TWPIEAxhCoARB2KCyo21Ax197+Gjk9pIJOf3e98Z583h2/z7aAwGOtrXy8dGjFGWksKG0kqqWaL++BLsVtydAXWtHZGx3KEEawNaPx0vXdSo6zNd4fkLiiP4tfbXsMP+3+xMApqekcffykxGGQU8ziP1C5teDI5dKJ6KOv4B+CFU5cdBDGUa0h6Sut6P0eLb9R37+jV9G4vOvXS+h1Ps4AMnaLPIs5w/7MV3qVOp4H7dRji/YhkU5fquV5PtPMiRE5P8kkjGLbDgnkUgkknGHLeQW8sdcrNd2uNldF3K8FXdf1hcOASlMNl0/qqKwNM907WysrEIIEQkA0XCQok3uMoZFcUa+AHmM+nicTlz56uLFTE1NBcBwQLLLzsKCnBE5tiEEH1dUUOs2nXIr80135NqSCl7fa4Yu5Ca5UABtmHq+lce46grTknCGyp49ulkKrAbN41Z7BpZoub7E7OU3LTuddJez3/s5LVbuXLos8u9fbVzPpAzTeeoJBCOhNjar+d+G9mifyoGmAAshqAyFgOSPYALwzsY67t7wAQDpdge/Pmk1CaH05Z6I7Z84kkEgipKEQmbouKVDG6tLCIhEMnwIobPXcy8CHQUrM513oCjD/1UuMZQEDIJ2Pb4p9RLJiCBGd1FGew4SSQzSASiRSCSScUdUAIyGJLx/JOrQOq14Qpd9ArpOTaiEsyApWvaXkeBEUxSKUlLoCARoCJrlmumWGahK9x+TTjWDNt2N12gc+snEGbum8c3lK/jya6+BAgGnQcAw4t5jTTcMjrS2sq+xkX0NDeZ/GxtpDwRIstloC/hZmZ9Hh8/P/769DoAUh50ZWenUtHagqsMkAIZSoBNtVlIcdhxaSAAMmmKaEjBrbWs87T0N0YV2n5+dVXUArOgl/bcnzp88hQe3fUKt243TYmFierT0PNlpp67NHXl+6ts9kXWemBRgZz9SgJt8XnwhUXwkBcCgYaCoKhg6czKyqPW4yU1w9RpKMFoCIICqTkI36ocsAKJE+xgKIQVAyfBS7n+eNn0fAEX2K3FpRSNy3KROScAHSLXMH5HjSiRxQQxDCMhg5jDKU5BIwkgBUCKRSCTjju4cgO+WlgEwMSWZ4tSULvtUtXdEhIaCkAOwxefjzcMl6ELgtFqwWfy06kcAyLDO7fH4DiWdNo7iNRric0JxprSuGdULhhNaA35+u2kT31m5ctDjBXSdkpYW9sYIffsbGyNiUywKkGq38+zFF5PqcPDrt9dTG3K13X7aMj4KldIOmwOw2RQAC1KTUBQFp2Y60Tx6ACFACWlqdV4PAcPA2g9hdEtZNXoosGP5IARARVH4+SmnoRsGC3Ny6Igp7bWHXstG6Gf67hyAqqJg1fqeZ0VHNDQkzzVyAuDstEzsmobf0Pmg6igfVB2lKCmZC4qmcX7RFLKcXUsGtRjnkj7SAqBSjM5GDKNkSOPEOgCFdABKhhGPUc1h78MAuNQiiuxXjNixrWoydiUHn6ihXT8wYseVSOLGiHzERA/S19VN/7eUSOKPFAAlEolEMu4IiyHhsIcWr49PqsyAj9OKJ3TrPCpvjYojE5KTEELwq4/XUx/qS7dmUjGNwd2EL80yLLN7PL5DNUsIPWNUAHxjXymqH+xODQ86/9q/nxMLCjhlQldn5LF4g0EONTezr6GBvSGx71BTEwHD6HGfBKuVGenpkWVmRgapDgefVNTw7x1mIMgJxQWcOaOYDw6ZQu1wpb5WhATAwlQzkTNcAqwLQVDokRJgA0Gtp4MCV98hEBuOmOW/CTYrc/MGl6w7Lyu6n8tuIzspgdo2d+SLQFjMbmz3YgiBqigRAdBhtfTqpgtT6Y6+xgsSBh9uMVAsqsrPV67ixdIDvFNxBL9hcKStld/t3Mwfdm7hhNwCLiieyql5EyLi/ag6AJVJAAjqEKIdRRmsWOrE7KZjAO4+tpVIBocQgn2e+zHwAQoznHegKr2X2MebJG0avmANbfr+ET2uRDJUFCGGPwRkgEQ//UZoXmPr9CWjjBQAJRKJRDLuONYB+GFZecRFdFpR9/3/YgXAgqQkXj1UwlslptvvrMnFnDVlErvc7wGgYiXVMq3bcQCcajoAXqMBIUS/xJmRorq1ne1VtSgofHbKDF4qP0Szz8f/rF3Lo5mZZDij/evcgQD7Gxs5euQIu+vq2FVTw8HGxl4dWck2myn0ZWQwM/TfwqSkToIOmAEtv3xzLWAKZ988YwWKokScdMduHw90w6CyJeoABHBq0UsdvzAiDkCAKk97nwKgEIINpaYAuGRCLpZ+OPH6Q3FGKrVtbnwhkc8dCCAwy2lbPT5SExydBMD+UNFhljUrQI7T1fvGcURVFFbm5LMyJ59Wv4/Xj5bwQulBdjfVYyD4qLqcj6rLSbHZOXfiZC4onkpsBbguehaXh2e+xZHbhihFU3p2+/aG+b5PANoRQgqAkuGhJvAmTcHNABTaLiLFMmvE55CoTaM++CEeo5ygcB/XQSCS4wzZB08i6YQUACUSiUQy7ji2B+B7ofLfrIQEZmVldLtPRZspDKXY7bQH/Pzv2g0AZLsS+OYJywFoCOwCIM0yHU2x9Xj8sAPQIEBAtGFTkod6SnHjzQOlkdsXzZ7G/AnZfPvdd2nyevnW229zRlFRpIy3rLW11+viNIeDmWGhLyT25bl67+0W5m/rtkfKcb968mKyk0xBKiwuDocAWNfuJhB6TRSGBcCYMIqAoYd6AJpU96MPYFlTK9WtZnnn8kkDL//tiUkZqWworaTF6wNAN0TEFVDf5h6UABh2AGY5EiLvkZEm2WbnsikzuWzKTA62NPFi6UFeKTtEk89Li9/HEwf38MTBPeQmxPbPG9k5ajECoC5K0BicAAhmGbCgHRkCIhkO/EYzB7x/AsCh5DDJccOozCM2CKRDP0SKZd6ozEMiGVFCn02j+RNvp4/HsfNbs2QcIwVAiUQikYw7bGq0BNgdCLC+ogqAU4sn9CgshR2A+Ukufvz+x3QEAghV8F8rl/LU0d1cM2k6LfohADIsc3o9viPkAASzDNimjh0B8I19pQDMyE5nYloKE9NSuHjaNP594AD7m5rY1dB92XJuYiJzsrOZnJTEzIwMZqSnk+l0DsrduLemgSe2mGnKiwpzuGBu1E1phB2AwxACEi7/he4dgAFhoOiYV9QKVLn7Fm3Wh9x/AMuL4icAFmeafSoDMUE2mPkkNLR7mJpjpgTDAATAUA/A/H6UNY8EU1PSuGPBMm6dt4QPq8t5oeQAH1Wbbt3qmMd+pHsAKko+YAP8GEYpDEUrVRJAyBAQyfBwwPtHgsJ8X0933oZF6X8CeTyJDQJp0w9IAVAyblAYAyEgQ6DTldI4Pg/J2EEKgBKJRCIZd9gs5jd2n26wrrwyUgq8qpv03zBhATBoCLZWm/0C0wusfHP3GwggwB4K0k0xJsPauwDoVKMuQ6/RQAqTBn0u8eRwQxOHGpoAOGt6dE7fWLqUNIeD6o4O/nP4MAWJicwIiXwz09NZPnky2UlJ6LpOU1PTkOYQ0HV+8eZaDCGwaRrfXr2ykyirh3oJDkcISHmMAFjYrQCoo6CgBEFYzRLgvtgYEgAnpiWTlxK/YI1JGak9rqsPBYF4QynATlt/BUDzfPJGMAG4P1hUlVX5E1mVP5EGr4f/lB3i+ZIDZDsS+PXJq7GrI+tWVBQNVZmIIQ5iiKEGgbhCFWayBFgSX+oD66gNvAtAjnU1GdalozYXq5qCXcnGJ2ppl30AJeOJXkuAjydFTdoDJf1DCoASiUQiGXdYQ4JBwNAj5b/JdhsLc3O63V43DCrbTHHkUHMzAJPTUjgqGiOXf4c9WygAFDTSLDN6Pb4jRgAcS0Egb+wvBczLwNXTiiP3O61WvrxoEXVuN3cuW0ay3d5pv7SE+PVzemzzLg7VmyLizScsiIRxhAkHPmjD4AAMC4Aum5VUpwOIhoCA2QMQQA0q6FZBtbt3AdAXCLL1qCkWDyb9tzeKMromVSsqoENjuwcgpgS4b4HMEIKq0PkUjDEBMJYMh5Nrps/l6mlz6AgGcGijcymqKpNCAmDpkMZRFFfoO6R0AEriR1B0sN/zAABWJYWpji+N8ozMMmBfsFYmAUvGFa2tnm77TBx/cpmI+X+JpGeGJ4JPIpFIJJJhJNzfzBcI8lFZBQAnTyzE0kOybJ3bE0mxNYTAqqrcvGw+Ht0UWJIsNoqSGgGwU4xFcfR+fCUZNfQbmtdoHPoJxQEhBG/uN91MiwtzyUzsKuplJSR0Ef/iSUlDM49s2AHArJwMLl/UtVm9EekBGP9LkIrmVsAs/w2XLh/rAAQiScB99QDcVlEbcZeuiLMAmGCzkpts9sELi6GOkNOvvu1YAbBvkazO3YHfMOc61hyA3aEoConWnvtsDjfhIBBDHEGEXheDw3yfyRAQSTw57H0In6gHYJrjK9jUrj8YjDRJoT6AbuMouvCM8mwkkv7R2uJGMeiycJwu3Z2rHhzZoC3J2EYKgBKJRCIZd9hCSaxtgQAdgQAAq4q7T/8FqAgnAId+8v3ykkW0Cm9k/ffmriA/sRmA9bU2mv1eekNRlIgL0GvUD+YU4s6u6nqqQmEVa6YXj/jxdcPgl2+uJaAbaKrCd848oVtBVh8BB2C4/BfAqcWGgJgXweEk4GpPB6KX/nPrS01x2aZpLCzs3l06FIpDZcDhcmhr6HXdEC4BHoAAWN7eErndV7KxBFQ1XCLvR4iqQY+jEBbapQNQEh+ag7uo8L8EQLplOdnWVaM7oRCJkT6AgvZQv1yJZKxTWJBuOgB7WERoidYKj/Olm3O0aFLykUSRrwaJRCKRjDusIQdgWPxzWiwsK8jrcfv9DdG+dvOzs7hq7ix2NNcCkG5zsDDDj0U1xaFdjYn89yfvoIvefzENC4AeMTYcgG+E3H9WVeXUKT2LocPFv7btY1e1KYZeu3QeUzLTut1OD4eAxLkHoCEElS2mAFgQIwA6LN04AHXz2D5Dp9HXs9i7odQUhhYW5mDvZxDHQCgOlQEHQ8IkocekoUsJcO/HDhgGj+zaEvn3eHAAjjaaEu2ROaQyYMV0cUoHoCQe6MLPPs+9gEDDyQznrYMKYhoOoknAyD6AknGD0seihhZFHCdLN+cokcQiewBKJBKJZNwRKQEOmgLJysL8TkLPsVwyaxpT0lP485Zt3H3ayaiKwo7mOgDmpmbTqJuJtUIoHG1P56BewR/2b+LWGct7HNMZcQCOfg/AoGHw1oFSAFYWF5DsGL4y3+6obGnjzx9vBWBSRgrXLpvb47ZGSOyKtwBY1+7GH0rULUyJ9h08NgUYQA2Gmu1hBoFkOLoma1a3tnOk0XTVLS/uWVweCmEHYEgTJRiaX31IAAynADt7EQA31FZyz/b1lLQ1k2y18/8WrCTH6RqW+R5PhEuAAXRRgoWTBzWOQkgAlA5ASRw44nsct3EUgMmOL+BQs0d5RlFsaip2JQufqKNN9gGUjBfCTjiJRAJIAVAikUgk45BwCXD4ku60Xsp/wXSBLS/IZ3mB2cetPeCnpN10Bc5LzaYh8AEAKdokpiTms7uljkcOb2dWciZn5k3ufswxJABuPlpNs8cHwJqY9N+RQAjBPW+twxvUURWz9Dec0twd4R6APfVrHCzlof5/AIVpMSXAsQ7AsPgYjO5X7WlnblpWl/E2hNJ/AZYXF8RzqhGKMzv39fIGggjMEBDdMKIOwG5SgKvd7dy3cyNvVpRG7stzJTIjNSPuj+3xiKIkopCFoG5IDkBFkSXAkvjQrpdQ5nsSgGRtNgW2C0Z5Rl1J1KbjC9bRrh8c7alIJP0jXB0rkUgAWQIskUgkknFI2AEIppB00sSBCTS7Wuoi14NzU9NpCu4DINM6l18tWk2azQwBuXvH+xxs677E16GmAxAQHQRF7z0Dh5tw+a/TauGkScMjVvXEK7sPseloNQCXL5zJnNyuYlosw1UCXBHq/wdQkBIVADVFxRZOjQ6VAGt69NhVPSQBrw8JgDlJLorSk7vdZqgUpXcWAMP9EQ0haHZ78fq7lgD7dZ2H923nsjefi4h/SVYbPznpTB5dfRFFSZ3HlPSMqhYDYIiSIYwSdlsGESIw1ClJPqUIobPXcy8CHQUrM53fQBmGoKShkhgJAimTQSCS8UMvPQCHuvTWR3jMzFciiWHsfbJIJBKJRNIH1hiH05K8HBJtA0sTDff/U1HId7Wg4wcgwzqbXGciP194Bpqi4NGDfGvLm7QFfF3GcKqZkduj6QL0BoK8d6gMgNOmTMTeSyl0vKlvd/O79zcBkJ+SyE0nLOhzn7DIpcY5BCQcAJJgs5KW0DnFOVwGHCAUAiKUiMhb5enq3ArqBpvLTFFzeXH+sPXgik0CjhA6VHVzR0SkDguAa2squPKtf/O73ZvxhhKsLyqaxr/PuZxrZy9CG4OCwVhGDfUBNIzSQY8RDQEB6QKUDJZy//O06eYPUUX2K3FpRaM8o+5JivQBNGjXD4/qXCSSfjHMPfdUgdnHI3YZqEB3zP7xnqNEEou8UpRIJBLJuKPZ54sIJSdNLBzw/jtDAuCUpDTcItrMPMMyG4ClGfncPmMFAEfdrfxg27uR0tUwDiU9ctszigLgR6XlkV5x8Sj/FULQEfT3a7vfvLuBdr/pevr26pU4rdY+9oqWAA+XA7AgJamLYBfuDxkwTAegQjQoo9rT1QG4q6oOd+i8lhfn93sOTx3ew9/2beNoR2vfG4eYlJna7f1VLVFHo4cg31z3Frd+/DplobFnp2by8Gmf4QeLTybd3rWHoaRvwn0ABXUI0b0TtE+UqIArhBQAJQPHY1Rz2PswAC61iCL7FaM7oV7oHAQi+wBKxgPD5/4LL8qxixFaIvcdI8oZovNyzP7xn+NoPweSsYTsASiRSCSSccfZUyahGwYHG5s5tWjCgPYVQrAzEgCSRUPwHQCStInY1Gip51XFc9jdUserVYf4sO4ofzm4hS9NWxJZHw4BgdF1AL65rwSAVKedJRNyhzTWTW8/y7a6KvISkvj7yRf2uu27B8v44JDZrP6CuVNZMqF/QRl6qA+fNkwOwMKYBOAwCZopTAYiyc4Kec5EdjfXU91NCXC4/5+mKCyZ2Pdj2uz38sPNH/BJQw0dwQC/37OFWakZrCmYxJr8YvJdXecUpjgjlbWHK6J3KICA2lY3QhH40wW/K98SCQhJsdr52pwlXFQ8TTr+hohCGqoyE0XJxBCtaMrA05MVYgTAYXIANnrOQlHs2LTzcFm/MizHkIwOQgj2ee7HwAcozHDegar0/UPKaGFT07ApWfhFnUwClkj6QnS5MUqM9vElYwkpAEokEolk3DE9M53pmel9b9gNFe42mgNmz765KRk0BvYAkGGZ02k7RVH4/rxTONzexP62Rv5ycCszkzM5LccszbKraYTVmtESAFu9PtYeMcWq1dOKhxz+8F5FCQJo8nvZ2lDNoozuxa8Wj49739kAQKbLyVdPXtLtdt0RdgBqcXQAGkJEHIDdCYDhIJCoAAi5oaTcqm4cgOH+f3Pys0i0911eXtnRzkc15Z3u29PcwJ7mBu7ftYk5aZmcVTCJM/OLyU3oLDIVZ6R0+reiAgZsbaqmo1hH2DBLmIBLJ83gK7MWk2rvXOIsGSSKwBB7zcdX6Tm4ptchlNgSYHd85hWDbrQhqEYICOpbYexqQ5JBUBN4k6bgZgAKbReRYpk1yjPqmyRtGg1BmQQsGScIRkH/El1uRa94hqeliETSX+RPxxKJRCL5VBHu/wcwNcVHELOR+bECIIBDs3DP4jWkWO0A/HD7u5S2NwOgKhbsSioAHqP7oJDh5r1DZQRDjrp4lP+qMY6yB/Zu7LG59QPvb6LJY4qo3zxjRb9EsjBGJAQkfpcg9e1u/LpZ3lvQnQAY6gEYdtEpChEhrjXgpyMYDW9o7PCwv9Z8Plf0s/w3Nkjk9yecxa2zlzAzJeoQ3dVUz707N3L+609z4/sv8/ih3dR5TLHo2BJgi0PFXajzju+oKf4BkxJS+PuqC/juwhOl+BdPRLTMWqFnl2bvxJYAx18ADIrtkduaOrIJ35LhxW80c8D7JwAcSg6THDeM7oT6SecgkNENwJJI+qJLee6wL0ansl81tERLgI2YbUZmkUhikQKgRCKRSD5V7GgxBUCXxYrdeiRyf4a1qwAIUJCQxP8sOB0VhY5ggG9teTPSIy9cBuw16od51t0TTv/NS3YxJzezj637JtaVt72plvdqjnTZZl1pBa/tNZu/r55ezEmTB1aCHQ4BiWcJcHlMAnBhatfEXofW2QGoAHnOqBMvVsDbdKQqcru//f8qY/ZfkJHDDdPn8+jpF/LcmZfy1VmLmZacFlm/rbGW/92xnnNfe5IvfvAKm1qrEZowy33TdJoK/OiJ5mOkBMFRpfKjuSczK23oz6+kM4Lw86YBg+ujGFsCPBwhIEFjW+S2RZkd9/Elo8cB7x8JhkTo6c7bsCjjo5dnbBBIhwwCkYwHxEguSmgZ7PphWCSSGKQAKJFIJJJPFWYAiGB6UgaNwd0AuNR8HGpaj/uszCrkq9OXAlDS0cxd299HCIEjIgCOvAOwrt3N1vIaAM6cPikuSbXhMcKOud/v3RxxGALUtnfwizfWApDisHP7acsGfAw94gCMnwBYESMAdusAjJQA65H78mJKcWODQMLlv6lOO9Oy+1dmHi4jTrM5IscCmJiYwk0zFvDEGRfzzOpL+NLMRUxOSgXMa/ItDTX8ZtcGOop0Oop0Amki0gMw1W3DVaJhbVVx2WTd53AgQuKLQuLg3z8xJcDDEQIS0D+K3NbUmXEfXzI61AfWURt4F4Ac62oyrEtHd0IDIFGbHrndJvsASsY6cRbTwrkawyXWDcvYEkkMUgCUSCQSyaeKyybOItfh4lB7PXWBXUDP7r9Yrp88n9W5ZgneOzWlPHx4W0QAHI0UYKfVwqXzZmDXNApTBlu+2JnwRcGidLP3X0l7My+Vm32eShqaufWZ13HaLKQ5TfEvLWHg5ahGyIWnDoMD0Gm1kN7NnJyhEJAg4RJgJdIDEKIOQEMINoR6Ki4vzu+3SBnePz+h5xCJSUmp3DJzIU+vvoSnzriYm2csoCgx5FZUQA0FL2teBWephrNWQzHM4zussmXzcCAICcfK4N8/CjECYJwdgH59LQGxI/JvTc2J6/iS0SEoOtjveQAAq5LCVMeXRnlGA8MMAjEdyTIJWDLWURhqGXDnkl01tAxXua7ay7EHXQIsRUBJDFIAlEgkEsmnikSLjRpfB05rA3roC3uGpe/SOkVR+OG8U5icmArAH/Zvos5jCjM+0YwhgsM2527nA7y+9zD+oM5TW/d0cuoNlrDgNT05nQkJpjj15/1beOfgEb781KtUtrRT3tzGDSvmc+aM4kEdIxoCEr9LkPLmVsAMAOnOyeXUuoaApFjtkfvDDr79NY20eHxA/8t/ISoAHhvw0RNTktP4yqzFPLv6Uh4//SIWObOx16vYa1XslSqaT6HDF+1LKAXA4SHqAByKgO4kejkdvx6AQvho9f8w5h4rCilxG18yehz2PoRPmG0jpjm+gk0df89ruAxYCoCS44axVLLb32NLJINACoASiUQi+VRxRu4kvjXrRCYmRct2dzf2TwBwWWzcs3gNLosVATxbVhlaI/AaTfGfbG9zsdv4wooFABxuaObfO4ZeihUWzxRF4WszzZK0Wq+b7330Dm5/AFVRuO3UpVwyf8agSybDJcDx7AFY0WIKOd2V/0L3KcCKokTKgMMlwOtLK8x1wPKigQiAppDcmwOwOxRFYXpKOpdPmIXmV7G0qygooITKgEJIAXB4CDsAlaE4ABUFQi7AeIaAKIqdFPtvMfsTgiBAwNgYt/Elo0NzcBcV/hcBSLcsJ9u6anQnNEjCQSAdxhF04Rvl2UgkvXA8l8kez+cmGTakACiRSCSSTx2fK5rDBRNNUaXZ5+T727byWOmOPvYyKXKl8NMFpwNQ64kKM95RKAO+dP4MitNN98hf122jyT20RMawA1AIwclZE0hVzHLaQKpOgsPKPRedweWLZg2p32DYARivHoCGEJEegAU9lEI7uqQAm8cOB4FUhwS8jaEAkOk56aT2s7y5ze+jPRQKk5fg6mPr7pmU0bsDyC4FwGFBCFP4HZoDMLYMOL4lwFZ1NlYl2vevxX87AWNXXI8hGTl04Wef514ANJzMcN4al96to0G0D6BBh35oVOcikfRGdUXjKCQBj61F14deISI5fpACoEQikYwjdrVWcbCjbrSnMe4RQqBpZsJtVXsWAPfuXcdv9qyNCFS9cUr2RG6ZuphWf1Qk8oxCErBFU/lGKIij3efnz2u3Dmk8FfPLaIc/wG3Pvo67IlTWrMEpywsH5IrriXiHgDR0ePAFzXCPwrSuCcAQLQE2EIiYn8PDfQCrPO20ef3sqjTfWwMq//VERZ/YZOGBMDH9GAEw5qGxW7S4BqZIYgk7AAf3vEVQwg7A+IeAgMccGwWBm2bfVwlIwWVccsT3OG7jKACTHTfiULNHeUaDJ5oELMuAJWMbm80ChvhULxZNSj6SKPLVIJFIJGMcnx7klZrdXL3lYW7d9TQ/P/D6aE9p3NNhVOITzQCsyV5Nfki4efzITr73yVv49L77+d08dRFFzgmRf3vFyCcBAyyZkMeqqRMBeHnXQfbWDN6JGBaaXt17iD01DWgelTTDFDlfqTrYKS13sOghF168SoA7JQD34AB0WmJSdNWovhbu2VfndbP+SAV6SPxdUVzQ7+NXuqPHzxtgCXAYh9VCfkp0X6F0XicZHuLTAxAUTCFZxLEHYBhD1AJgU08GQFPyaPHfSjAkJEnGB+16CWW+JwFI1mZTYPvMKM9oaNjUdGyKGYLVJgVAyRgmPT1xlPr3jaFFIolBCoASiUQyRjnYUcdvD7/DJZv+zP8efpMqnxl0UOJpoMrbMsqzG980BKJldNMTl/PXlRcxK9lMNXyrpoSvb3qFFn/v5bQCQWtA4Ama4pJbH3kHYJivn7IUu0VDAPe9t6FfLsbuCOimk84TMAXQKxbN4rennAWA39D58/6tQ56rEe4BGCdXWzgABKAwrQcBUIuKaEKB8KHDjj0BvF9SBkCi3crsvMx+Hz/c/w8GLwACTMpMjdxWpQA4IkRSgIcqACrh0u/4OgAN0Y7AFN1t2kkkWe4mKPZjUEGz/xZ0ozqux5MMD0Lo7PXci0BHwcpM5zdQ4hiCNFokyiAQyXhBiAEtIrQMdL8xvUgkIcb/p49EIpEcR7QHfbxQvYMvb3+CW7Y/zvM1O/AaphgjBKRZEvjB1HPIc6SM8kzHNw1BUwC0K2m41Fwy7Qk8uPwznJBZCMAnTTV8cf2LVHnaehzjxfIDHGpvjpQB+0XT8E+8B3KSXFyzdC4Au6rreW3v4QHtbxiC+974iDav2ctOVRS+u+ZEvn7qUmanZXFO/hQAXjp6gMNtgz9PQ0QLcFU1Ppcg5SEHoMOikZHg7HabWAEw9sontmR3c7UppiyZmIdlAHMLJwAnW20kWm393u9YijNSI7ctlujxHTYpAA4HQvgA8/U+lBAQk/iHgEDU/QegKjk4rRfjsnwttK6SZv8X0cXo/fAg6R/l/udp0/cBUGS/EpdWNMozig9JoT6AHUapDAKRjF0GIZaFe+dFBcGQhjbqixT/JENHCoASiUQyyggh2NFayS8PvsHlm//KfSXvsL+jNrTOXBJVO9+cvJqnl97E6VnT+xhR0htCiIgAmGGdE2nCnmCx8pvFZ3Nhgfn4lnQ084V1z7OvtesX7I6gnz/u3wRAQDdFpNHoARjLVYvnkJdszuXBj7bQ7vP3az+3P8DtT77En97fELnv1KkTOW/2lMi/vzxjMRZFxUDw+72bBj3HsPsP4lcCHBYAC1KTe2yoH1sCbJbXmtvlxoR2NAZMx+dA+xyGBcChuP8AJmVGRf3Yy3WndAAOC1H3HygM7bkLlwDH3wEYKwCa/eJc1ptIsHwRAF2U0ey7BWMUf3yQ9I7HqOaw92EAXGoRRfYrRndCcSQx0gfQoEMf2I9OEslIoQCKGNqiCoEap0COoS2Dm79EEosUACUSiWSUaAq4eapyC1/Y9k9u3/UMr9XtwRfj9hMCLIrG1QXLeGLpFzg/d44MA4gDHqM2ItZlWOZ0WmdRVb4/91RumboYgAafh1vWv8S6+vJO2z18eBsNfrM5f3GC2X/Pa4xOD8AwdovGracsBaDR7eXhDdv73KeqtZ2vPPUq7+wrAcAacr6luzo76QpdyXy2yEwjfa+mjE8aawY1x3CPPYhfCEi4B2Bhas8urs4OwOgcshwJkVJkYTHvH0gACEBlnATAWAdg0DAiIqAsAR4ewv3/ABSl+/CYfqMMlwMw+j7TlJzIbZflazi1awDQxSGafV/GEK1d9peMLkII9nnux8AHKMxw3oGqWPvcb7yQKINAJOOBoTjn+r0Qx2UY5ieRxCAFQIlEIhlBdGGwsfkId+17hSs2/40Hj3xImcd0b9hVCzm25Mhn9aqMafxj0bXcXHQCCdrgSwslnakPRvv/HSsAAiiKwhenLuEHc09FUxTceoBvbH6Vlyr2A1DlaePRkp0ALE7PZbKrCACv0YAY5QutkycXsnyiKWA9s20vpY2994qsaG6jocMUMs+ZM42MxLCQ0fU8bpq2kATN/PL6wJ6NgzpXIxQAAvERAIUQVIR6ABb0JgBajukBGLqtKSo5oSRgYRUUZ6SQk+zqZoSeqQoFoww2ATjMxPSUyLxiH1kpAA4X0UCb+IWAxNsBGBYANRQyosdTFBKt38SpXQ5AUOyl2fc1jGFJIZYMlprAmzQFNwNQaLuIFMusUZ5RfLGrGdiUdEAGgUjGMHEV53paxqqYSOcLCokEKQBKJBLJiFDja+ORo+u5essjfGfP87zfeJBgSAyZ5sri9kmreHjBtSFRRSFZc3L9hBXkOoboTJF0oTEUAGJTkknSJvS43YWFM/j14rNxahZ0Ibh7x3v89dAWHti7Eb+howB3zlyJUzUDIwyC+EfZhaMoCreduhRNVdANwW/f29CjUCeE4JvPv0WLz8fKSYX85orz0UKN6Y1urhjT7U6unTIPgG1NNXxQO/AU0k4lwHEQABs6PHiDZnBJ/x2A0RAQgByHKd4YloG7/9zBAC1+s/dV/hAdgHaLRnpijPNSid4viT+dHYBDLAEOOQDjXwJsCoCqkomidH4dmCLg93BoFwAQFNtp8d+GEJ64zkEyOPxGMwe8fwLAoeQwyXHD6E5omEgM9QFs1/eP8kwkkp4YBkfdkES9UTq+RBJCCoASiUQyTAQMnfcbDvL/9jzP57c8xCPl66n1m186XZqNi3Lm8eC8K/nT/Ku4KHc+OY4kLsg1BZZW3cvtO59lf3ttb4eQDIKwAzDdMrvHnnFhTsqawJ+Wf4Z0mynMPHhgM69XHwIEnymYxsyUTBxqemR7r9EwbPPuL0XpKVy+0HSabDpazfuHuhfq2v2BSEnumjnTUBQl4srrKUX46slzSbeZoSe/27MRPcbR1x9iS4C1OISAhPv/ARSm9iyWd+0BGMVqmMKKsIhB9/8DyB2iAAgwMa3rOfT1GpUMjs49AIcaAhJ2jQYRIjDEsaJEBEByul2vKCpJ1ruwa2ZSd8DYRIv/ToToX/9PyfBxwPtHgiGRebrzNixK9wFF451EbSoAbuMIhnzdScYioy3+GQKEEbOMwhwkkhikACiRSCRxpszTxJ+OfMiVW/7GXftfYUPzkciPb/OS8vl/U9fw9JKbuH3y6UxPzO6079WFS7lt0mkAtAa93LnrOXa0Vo7wGRy/eIwG3IaZ9pphnd2vfWalZPG3lRcyMSEFMN1jmqJw45SFADhCDsDw+GOBG5bNIz2UiPu7DzbhDQS7bNPi8UZupyWYol5YbOrJNZhgsXLz9EUAHG5v5uXygwOaV6wDUI1DCEhFS1TE6a0E2HFMD0CF6LE9blOwEVaYV5B97K69UhkjAA7VAQgwLTsqJoeFSnntPjzEOgAZYgpwNAQE4ukCDIeAhANAuj22YiHZ+jNsqvm54Tc+psX/7bgKkZKBUR9YR23gXQByrKvJsC4d3QkNI0mhPoACnXYZBCIZq4gRXgxzieh9odvh+0d8PhJJDFIAlEgkkjjg1QO8XreH23c+ww2f/IMnK7fQFDBLsVItTq7IX8zDC6/lt3Mv46ysWTi0nhuBX5I3n+9MPRMVhQ7dz7d3P8+m5rKROpXjmsbA7sjtTMvcfu9XkJDM1cXzI2KMgeD729+h0efBOcYcgAAuu42vnGQGmVS3dfDY5l1dtmnx+CK3U0NioRoSxnrz9V0ycQaFCaZg8qd9W/DqXcXFnoh3CEh5k1lybbdoZLp6dth0KgFWIEb/o67RHbm/Qx+YgyXWATjUEBCA6TECYHiOxgBdlpL+Ec8UYCIlwCDi2IcvWgLcvQMwcnjFSortHqzqSgD8xju0Bv4bIfS4zUXSP4Kig/2eBwCwKilMdXxplGc0vIRLgEEGgUjGKIKRcfnFLOHUXvWYJXz/sdsPvwNQqoCSKFIAlEgkkiGwv72W+w6/w+Wb/8ovDr7BjjbTracAy1OLuGv6eTy55Ea+VHQyE51p/R73nOxZ/HDGOVgUFa8R5N36g7gHKE5IuhIu/7UoCSRrRf3ez6sH+euhrQDYVbNkdHdLHTetf4Eqt4GKGdIyVgRAgLNnTmJuXhYAj27eRVVre6f1zd6oAJgWFgD7cAACWFWNr8xYAkCNt4OnS/f0e066ERWztDg6AAtSk3otlbWoaiThWMRc+VS2tNHcEnVCVnsGJt5UhwJAXBYrydahB/VMzor5GxE6Hd2QF+7DQdQB6ERRhha0EusAjFcQiBA+BE1A3wIggKLYSbXdh1U135sB/RMM6uMyF0n/EEJnn/sBgiEReJrjK9jUlFGe1fBiUzKwYJ6jT8iWJZIxiAAl3otxzHLM+r4ceQMdb6iLRBKLFAAlEolkgLQHfTxfvZ1btj/Ol3c8wQs1OyLOoWxbEjcUruCxxV/gF7Mu4tSMqVjVwTXxPy1jKj+cfjYuzcYrtbt4rbb/QoukexpDAmCGZXaXpvq98WjJDmq8HYDCd2efwucmmuXD5e5Wbl7/IiqpwNgpAQaznPcbpy1DAfy6zu8/2NxpfawDMFwCHNbkugsBiWVN/mRmppippA8d/IS2gK/X7cPE9haMRwhIeZMp4vTW/y9MxAUYkwK8sbQKJRidRzjRt7+ES4BzE1xx6dVXGNMDMCs5gWe+fhnfv/DkIY8r6UrYATj0/n+xISAA7iGPB2CIusjt3kqAO8/DSYrtASCBIO10BJ+Ky1wkfSOEzq6Oe6gNvoNFSWKi7XKyratGe1ojgyLQcGFVUkd7JhJJN8Tf4TeijsK4jDnaz4FkLDG0nzwlEonkU4IQgh1tlbxSu4v3Gg7iM6JljxZF5cS0yZyfM4fFKRMiSarx4JSMqdxf8j4dup/97XV97yDpEZ/RQptuBmKkW/rX/w+g3uvm4cPbAJiTksW5BVM5r2Aquc5E7t+3geaAl8NtOhOTxpYDEGBGdgYXzp3G8zsP8N6hMjaVVbF0Yh4AzTE9AFOcoR6A9B4CEkZVFG6duYyvrX+V1oCfRw5u5+uzlvU5n9hx1SG+T4QQUQdgSt8ijlOz0hrwd3IAri+tQImpYI4t6e0PVW7T6ZPnHHr5L5ilzAk2K25/gHafn4zE4zM4YEwgzOdaUeKRtB7jABTxEgBrIrf74wAMo+BEJwgEUJAJ0iOBEAab6n5Ctf9NAOxqOkWOqz4VAT5eo5KgMFsxaMdp0IlknCNgwM10x5Jgduxcjv8/K5JhRgqAEolE0guNfjev1+3hldpdlHubO62b6EzjvOw5rMmaSZo1ofsB4sB0Vzb1/hL2d8jymqHQEIzp/2ftf/+/PxzYhCfU5+7OWSsjZbLXTlpAlt3F3Tveo8VnhySo9Y+9wJabT1jI2weO0Obzc997G3n485/Boqm0hEqAE+02rJopFERLgPsed0VWASsy81lfX8njJbv4XPFssp2uXveJLWcdaglwo9uLJxRuUthLAEgYhyV0yaMKFEUhoOtsLqtGEQoONLzokZLe/hIWDOMRABImw+XE7Q/gDQQRQnwqRITRIOoAHPpzNxwhIIMVAA3qADMARFMGlmotGThCGOxx30+l7z8AJGnTWeD6GRal97+Fxwst+o7I7RRt3ijORCLpgXDp7QA2h7Grs4Wvz8bq/CRjH1kCLJFIJMegC4P1TaX8aN/LXLHlb/y57KOI+GdXLZydNYv751zGQwuu4XP5i4dV/AMiScGl7ka8ukx2HCyNAbP8V8NOija5X/vsbannxfL9AKzJm8yCtM5fxM/Jn8oDS8/FGzS/7PmMJn6/f2OvPfRGmlSng5tXLgTgSFMLz2zbC0RTgFMd9si2YQGwrxLgMLeGXH8+Q+fP+7f0uX08Q0DKm1sjt/sjAIZLgEWoBHhnZV1EQMx2mM/fQHoAevUgDT4z6CceASBhClLNsQTQ2OGJ27iSzoR7ACpDTAA2B4l/CEhnATCr3/vpRvRHCE0piMtcJN0jhMF+7wMx4t+0T5X4B9ASaqthVVJxqoWjPBuJpCsK0fCN/izHBnaMtWUw85NIYpECoEQikRzDztZKvrv3BT5oPIQeSuCc7srmjsmn8/SSm/jO1DXMTc4fMWfOdJf55c9AcMgtm7oPlnAASJplJmo/mv4LIbh373oEYFM1bpvRfYnr0ox8Lsg31zksQR4r3cRdO94lYIydBM4L501jSqYZMPHQ+u00dHgiPQBTnF0FwP4KmDNTMjkr3xRTXzh6gNL25l63N+IYAlLRHE1xLeiHAJhgCSVvh658NpRWRuYxKSUVGFgJcLU7KvTEUwCclJkaub2rUr7fh4toCnA8HIAxAmAcHIBC+PHrr4fGTkNR7H3sESUoKiK3ddE45LlIukcIwQHvH6j0vwJAqm0Gi5N+iTUegvI4olXfCUCyNke6lSVjkrIDNcPfs29ML6AHjb4fKMmnBlkCLJFIJDEYQrC1tRwF0BSV87Pncl7ObKa5+teEfTiYkRg99v72WuYk5Y3aXMYrAaOdVr0UgEzrnH7t817tETY3VgFwdfFc8pw9f7ErTJhAdUg7SrJ5eaXyIPU+D79cdCaJlqGnww4Vi6ryjdOWceuzr+MOBHjw4y2RFOCUGAdgpAfgAOplvjpjCW9VlaALwe/3buKepWf2uG1sCfDQHYCmgGO3aGQm9u3CjXUAghIRAOflZ1PoMp/bgYSAxG4bTwHw7NlTsGoas3IzWTSh/6WfkoERdQDGowegE1NZNhhqCEjQ2ElH4AcYHMKiTsOh/deA9ndoq9FFJe3BP9AS+A5e/SWSrLdhVacNaV6SKEIIDnofpML/IgCJ2mROzf8D7laBro+dH36GG7/RhMcoByDF0v+2GhLJSJKdl8LerZ9mF5xA06TnSxJFvhokEokkBlVRONhRF5E/rihYPKriH0C6zUWmzSwpkkEgg6MhuIdwZ5cMS98CYMDQ+e3eDeb2Nic3TFnQ6/ZONSNye2mGKUZtaKjglvUvUueNT0ngUFlYkMOZ04sBeHXPYWrbzHmFA0AgpgR4ANfKha5kLp04E4B3qo+wvammx207pQCrQ7sECTsA81OS+iUmOrRoD0CB4EBdEwDLi/MjAl5bwE97wN+v48e6BePZA3BSZio3nbSQE6cU4rRZ4zaupDOCUAhIPByAigIhF+BgQ0AM4aOx9Ze0+a/FEIcic7NqswY0jqo40ZT0yHn5jA+o932OZv8P0Y3qQc1NEsUU//5Muf/fALjUIhYn/Qq7ljqq8xoNwu4/kP3/JGMXh9M2Blx4o7yMqVQTyWgjBUCJRCI5hpsmnogCBIXB349uGO3pAGYJMiCDQAZJQ6j8V8VKqqVvJ8yTR3Zz1G32mPvK9CW4+nDxOWIEwJumTeHsvCkAHGhr5AvrnudQ29goxfvqyUtwWk0hrD7UX24oJcBhbp6+KOKwe2BPzz0Q49sD0BQA+9P/D8BpiToAAzEunRXF+Z1SfPvbBzAsANo1jTSbo4+tJWMJIXQIC4BxKtmMlgEPXPD3BbZztOZcmjt+B+iAHaflWyTZ/oaqpA14vATLZWQ7XsSlXY1Z7CPw6C9Q67uI1sB9GKK1ryEk3SCE4JD3/yj3/wuABHUiC12/xKamju7ERomWoCkAqjhwaVNGeTYSSS8MsYR2bC4DEQAlkiiyBFgikUiOYVJCBqszZ/Bm/T5er9vDFfmLKUpIH9U5TU/M5uOmkkgQiEOTzqCB0BAI9/+bjqb0LuY1+73838GtAExPSueCwul9ju9QUlFQERgERBM/nn8ZOY5E/l6yjRpvB19c/yL3LD6LJemjW76dlZjAdcvm8aePt0bceLEhIMoAQ0DCZNidXDN5Hn85sJWtjTV8VHuUk3MmdtnOiFMJsBAiEgLSbwEw4gCEQKgfTrrLydSsNPTW6LyqPO1MTe5bdKkMCYB5zkTZ+2oANIfE+FFFdER+AfcY7XjiMCcNCwowkBAQIQJ4g3+iqf6vmMIfaMpCXNYfo6nFQ5qPqqSRbPsWCcbnaQv+Hq/+CuCjI/gw7uC/SLTchMty5YD6C36aEUJw2PcQR/3PAJCgFobEv4ELtMcLLZH+f/3rqyuRjApDFsFi9x3tz3op5kmGjvxrLZFIJN1w/YQVvNNwAF0YPHR0LXfNOH9U5xPuAxgOApF9AE2EEDxUuoVrJy7AqnX/kRYUHlp0s6SuP+W//yzZQXvQLAO9acoiWgM+0mzOXvdRFA27koZXNLCj5QCT7Aa3zlhOjsPF/+75mLagn1s3vsLd81exJq93p4QQgtKOZrY11bCtsYaTsyeyLDOfZGt8vqh/buEsXtx5gMpWU8BKtEfFZJXBOQABrpkyl2eO7KHJ7+WBvZs4IbsQTelcaBAO1YGhhYA0ub2RBN/+BIAAOEOiuVDAH3IALivKQ1GUTg7A/gaBhLeLZ/+/4w1DBOgwjtIaPESbfhivqKMh8NFoTwubEmRB6O3UEvgHjfq/6BBWfMLCYL/gzbHVkaiCxyjBE9xBmqX3ksigsRt34Afo4gAACg7Skr6F4b8URdEGNYfusKgFpNl+RsC4jtbAb/EbaxG00ha8F7f+BImWr+LUzovrMY9HSnx/p8z3JABOtYCFrl9hV0f3h8HRRBce2vWDACT38VqXSEaduOlmxww03Hqg1Ps+NaxatYr33nuPH/3oR9x1113DeixZAiyRSCTdUOBI5fxsUyx6v/EQ+9p77ms2Ekx3dQ4CkZj8YPeb/KV0I5ete5xKT/dlbY3BfQhM4SmjHwEgN09dxISEZMDguzve4Jz3/sHbVSV9imItflNRKOko5YoPn+Ht6hIunzibXy46E7uqERAG39v2No+WbO+0n08P8kljNQ8f2sYdm17jzDf/yeXvP8tPd3zIixUH+NOBLXzm7Scpd8enbM9m0fjqyYuZlJ7CNUvnsqAgN7IuUgI8iHFdFhs3TVsIwKG2Jv5TfqjLNrEOQG0IrrnymATgwtT+hTiES4BRo2aAFcX5ACRbbSSEBOTqfgaBhAXAePb/G88EhZum4G7KfC+yy30fa9tu462Wy1jbdiu7PPdR5n+B2sDa0Z4mAEGhctifRlAoJGs+im1NzLHXssBexTRrHQWWFlJVDzYlSH/fDbowL6nd+iG2tH+bre3foyW4p8t2QgTwBH5Pm//qiPhnty5mYs7rpCbeMmxCnFWdSYb9j6TbHsSizAzNuYqWwA+o912FV/9wUML/p4ES7z854nsMAKeaxyLXr7DHtH34NNKq74HQ56oMAJGMaYazt55xzDLWxostY+4nTU1N/Pvf/+YHP/gB5513Hjk5OSiKgqIovPvuu33uX1FRwR133MHMmTNJSEggJSWF5cuX85vf/IZAINCvOdTW1vL973+fRYsWkZqaSkJCApMnT+bSSy/l4Ycf7rL9XXfdFZljX8ukSZP6/2Acw8MPPxwZZzwjHYASiUTSA9cWLue1uj34jCB/LVvLr2ZfPGpzSbclkGlzUe/vkEEgIToCfj6sLwWg1t/BVeuf5K7Zqzk9e3Kn7cLlvwoaaZYZfY6rKQqpVgdHFUAxr5u+s/0NJuxL5ZKJM7mgcDqp3fR8q/ZoFFnNFOCj7la+88mbzE/N4fYZK/j9svP5ry2v0RLwcd++9WxurGKiM4XtzbXsaa0nYBhdxgNItto53N4EKPx69zruXXrWQB6iHjltahGnTpnY5SImbMqLDesYCJ8tmsnjJbuocLfx4P7NrMmfhD3GmRk7rjqEEJCKGAGwvw7ASAiIAgKBisLSItNJqygKeQmJHGpr7pcAGDB06rxm2EPup1AA9BlNtOmHadMP0Rr6r9uoordvGRYSSNImM8F2Lg4ta+Qm2wNCtIBxP4gSwOyHqSmCJM1PErFBMEmgTAammP9VpqAoqV3GU/V7QGxGU8z3cmNwK43tW8mwLGWy4xqSLTMIGntCrr/9ob1sOC1fJzfjNiwW24gkyNq1lWSqj+HVX6Ut+Dt0UUlQ7KfJ/3Vs6jKSrN/ApvYvKf3TQKn3MUp9/wDAoeSGnH+Zozyr0Sfc/w9UkgcYVCORjCjhfnkjdaxY+hKKxuCPLs8//zxf+MIXBrXvO++8w6WXXkpzczMAycnJBAIBNm7cyMaNG3n00Ud56623SE1N7XGMF154geuvvz4yhsPhwGq1UlJSQklJCdu3b+eGG27otE9iYiI5OTm9zq2mxjRyLFmyZFDndjwhBUCJRCLpgQybi0tyF/BE5WY2tZTxSUs5C1MKR20+013Z1PtL2CeDQABwWW38fell3LD5X3j0AH6h892dr3NZ4VxunbIyIjyFA0BStalYlL7DGqyqxkMnXsjrVQf5/s63AVBUKPO08Nu9G/jD/k2cnlPMpRNnsiQ9LyKitfrNsdPtfjLtCdT73GxvruGm9S8wMzmTGUmZbG6qRBeCD+rKYoLZoheIkxNTWZCWE1kKE5K5Z/c6njqymw9qj/J+TRmndtNbbzB09wumEi4BHmTdiVXV+MqMJXx/67tUezp4+sgerpkcLQ/T4+UAbDHdkDZNI9jmQxQAAQAASURBVCsxoY+tTZyxJeIqzMzOIDUmATnXaQqAVe6+e7jVeNyRR+h4dgAKIfAY1bTph2nVD9Gmm6W8PtF7qI1dSSdJmxxappCsTcGp5qAoY63w5ESEMDDEEYJiJ7qxi6CxC13sBXyhbdpAbAO2xXy5y8GizkFT52BR5qKpc/AbuQQFJGn5FNkvodz3PDpeGoKbaGzfyGRbMinqAaK9/ubhsv4UTZ004uW3iqLitJyHQzsTt/40bYG/IGjGb2ykwXc1Du0skiy3YlEnjOi8xhpHvE9S4nsEAIeSw6LEX+FQs/vY69NBa3AHAInaVDSl9xYZEsnoMopBGOHjhq93Rk3wG9hxc3NzWbJkCUuWLGH69Olcc801fe5TXl4eEf+WLl3Kn//8ZxYtWoRhGLz++uvceOONbNmyhauvvpqXX3652zHefPNNLrvsMgKBANdeey3f+c53mDPH/EGqubmZtWvXsnZt10qCb37zm3zzm9/scW4ff/wxJ510EsCgxc3jCSkASiQSSS9cVbCEF2t20KH7+b+yj3lg7uWjZv0OB4EckUEgESa60vjbkku5efNzdOima+eZ8p1sb67ip3PXUOB00hw03TYZ1tkDGntN7hTuO7COep/p9LJZFfx+QcAweL3qMK9XHabIlcIlE2bymcJptPjMEmC7xculhdN5taqEMncLAHtb6ztd9ymKubgsVi4smMHyzALmpWaT0o2z8CvTF/Nm1WEa/V7+d/dalmfmR91scSZcAjxYByDAWfmT+fuh7exvbeShA9u4eMIMEq1m8EqnFOAh9AAsbzIdgAWpif0OE4mUAGP2AVxRXNBpfW6oD2BVPxyAle6oAzHP6erX8cc6hgjSYZSZjr7g4YjYF8Td634Jan5I5IsKfvZxFIygKCqaMgmNSaBdAJhluro4ZAqCYhe6sRNdHATMvpOCGgJGDQHj7cg4Gi5UQIh6iuzzmGA7mzL/yzT4n2WCtY4EtTI0toqmXUuS9Ruj3ndPUWy4LFfj1C6kPfgwHcFHAS9e/XW8+tskaJeRaL0FTfn09bor8z3NYd/fALArWSxM/BUOtXeHyacFQwRp1fcCkKLJ/n+SMc5YSMId7eMPgGuvvbaTwy7sxOuL3/zmNzQ3N5OYmMiLL75Ibq7ZXkZVVc455xwee+wxTj/9dF555RXeeustVq9e3Wn/9vZ2brzxRgKBAN/+9rf55S9/2Wl9amoq5557Lueee+6AzylcNpybm8s555wz4P2PN8baT7ESiUQypkiyOLgy37SL726v5uOmklGby7FBIBKTYlcav190AQmaNfIj6/72Bm7Y+Cyv1b6NEfrS3p8AkFgUReGUzKjbLigM1hRM4uIJMyJusiMdLdy3dz3nvf04dd6owPRE2VqOtLcijOi1Z1j0s2sauQ5TNOrQA6xtKGdyYlq34h9AktXObTOXA1DpaefhQ9sGdB4DYSg9AGPHuG3WMgBaAj4eORTteWjEhoAMQUivaAkJgCn9K/+FaAiIOUlYVtw5SCcvwXxO6r1uAkbvpZjVMS7B8RgCEhSeUL++l9jl/m2oX99nzX597nsp8z9Pk76zk/inYCFJm0KBbQ0znV9mWeKvOCPlaU5O/gsLXP+PSY7PkWldOq7Ev55QFCsWdSZ2y2dxWX9Isv0pUu0fk2T7J07Ld7GpF6Aqk4l17wraQ/9tpd3/BdyBc8lWnmaGvYoE1ex71GFY2ePPZJP7TXa6f0WHXjYap9cFVUki2Xor2Y4XcGqXYn49COLWn6DO+xn8xo7RnuKIUuZ9jDLvgwDYlUwWuX6FU83tY69PD+36QQy8AKQM8HNVIhlxwiXAn+ZlAGja4H6YeuWVVwC4+uqrI+JfLKtWrWLx4sUAPPLII13WP/zwwxw9epSCggJ+8pOfDGoO3eHxeHjqqacAU9wc7Pn1RbgP4apVq4a0zUggHYASiUTSB5fmLeBf1Z/QFPDwt7K1rEwr7pJuOhIcGwQik4CjzEjK4jfzz+P2bS/hM3QQ4NYDvFX/FqflASikWwbep+jkrCKeq9gb+ffbtYf587IL+cbMFbxaeYh/Hd3L/tYG/EaQ1kBUwEu2esmw5rMgLYdiVwp/KdlMssVOlacdv6FT7e3AqVnw6EFKO5q5cf3z/HbJOcxI7r631PkFU/n30X180lTDI4e3c17BVCa6UgZ8Pn0Rdrfub23g+bJ9XDSx756J3bEis4BlGXlsbKjiscM7+VzxLLIcrk4lwP117h2LECISAlLQzwAQ6OwATE9yMCu382Pt0CzMSElngisZTzCA1dbzRWJlKADEoqhkOvpXgjxa+IzmiJsvXMrrNirpTebVcJKkTSZZmxIp5U3UJqIqn17XsaI4sCjzsajzI/cJ0UFQ7EE3dhLUnwdxMGYPA4MqFHIQNGLRbqDdAJ94HQhSG3if2sAH5FpXsSDxK6Rqg29MHi80JZtU2w9xGdfQFrgfn/EuCk5afH8g1f5fWNWpoz3FYUWIAIc9N+DWD5Ol6XhEKlOdP8Gp5Y/21MYUrfrOyO1kTQaASMYBw2rAi9fgw1hdNAIGxCNHjgAwc+bMHreZNWsWW7Zs4Y033uiy7p///CcAl112GTabLW7zeu6552hpMatxju0d+GlFOgAlEomkD5yajasLTAdWiaeBd+r397HH8BAOAgHYJ5OAu7AgNY9fzjsHq6KCYgZaTExsAqDRm0qZ29fHCF1Zmp6PTTWFIIuiIoD/2f0+Nk3jsqJZPHrSxTx84oVcN3kBbf6oAPirJUt56tTL+O95p7CjtQa3HqDa187lE+cwMyTyefRgZPsGn4db1r/EuvrybuehKArfmXMimqIQMAzu2bWW4UjsVEJDNgd8PFG6e/DjKApfD7kAfYbOn/dvBTqXFmuDDAFp9nhx+01HVWE/A0Cgcw/Auy84Fcsxx2/ye9nf2sgHNUdJsPR+8RlOAM5NcA1ayIw3QgjcehU1/o846PkHW9rv4r2W63iv9Wq2dPyQA96HqQ68j9uoIPbbgE1JI9OylEn2zzE/4bucnPR/nJHyFMuTfsXMhC9RYF9DsmXKp1r86wlFcWFVl+Kw3IBNu8S8D3BZHsBh+TpW9Wxc1v8l2fYUSdZbmZlwKycm/5V827koaICgOvAOr5dfxfqau2kPVIzq+YSxqpNJt99HqvVegqIJv1hHe/CJ0Z7WsFPm/S26OIBd1VEUSFCbqfN/E7e+YbSnNqYIB4A41UJsx4HjV3KcM+wOO+K0jA0H4GAJ/4DcW5hVMGhe91ZXV9PYGO0l7PV62bJlCwCLFy9m3759XHPNNeTm5mK32ykqKuKGG25g9+6BX5eGy3+XL1/O7NkDawV0vCIFQIlEIukHn8mZQ47dFBseOrquzxLB4SLsAtzfIZOAu2NF+gR+POdMVBQUxaDQZQqAB1uTuXHTs/y7YveAhDOnZmVJmun+SAyJQqUdzTx02BS0FEVhbmo2VxXP6SQAqqrpUKv3uXm3ttTcFvja9GU8csLF3D1/FbmOzqWjbj3A7Zv+w4vl3QvM05LT+VyRefGytr6Cd2qO9Ps8+ovP0CM/QucMsbfdnNQs1uSZrqYXju6ntL05Lg7A8pgE4AEJgJaogBUrvoY50GpejE5KTO0iDh5LWAAcrQAQQwRp00uo8L/JXs+fWd/yLZ4pOZP3mr/ANvfPOOx7gvrgRnyiodN+CWo+OdaTmeq4nsWuuzkt+R+sSvknixPvZprzenJtJ5Og5Y3BsI6xj0L0/WLVFuC03EKi7R6s2gI0dUpknUPNZlbCbZyQ9BfybGtQUBHolLa9xGvln2OP+7d4jJrROIUuOC2n49TOBMATfBlDtI7yjIaPSv8rNAefA8AQKlbFdIwHRDnl3q9T7bsbXTSP4gzHBkKIiANQuv8k44bRLsEd7WUEKCoqAmDXrl09bhMr4FVWVkZuHzlyhEDA/GF3//79LF68mEcffZTW1lYcDgdlZWU88sgjLF68mKeffrrfcyovL+ett94CpPsvFnmFJ5FIJP3Aplq4oXAlAFW+Vl6p7fkDbjgJ9wEMB4FIurIqazL/PWsVec4WrKrZc668Ix2fofOLfe/zg11v0hH093u8k7PMPoDNAS8zEjMAeLh0Kwfbor9eevQgQaHhDpgik8cwhZd/lGyLBF/MSMrEZbGhKgrn5U/j6VMu5+vTl+GKEaYM4Mc73+OBfeu7FSq/NG0xGXYzcfHXu9fhCcb3NeAORB+XwoT+i2s98ZUZS9AUBV0I/rB3cycH4GBDQDoLgAMoAY5xAHqDXQXAQ62mWDw1uW9HSzgoJM85/AJgUHhojvTru591bbfzdstlrG37utmvz/c8jcEdBIxoeEnnfn1fOqZf33eZHOnX9+kLdxg2lGgpuBB9J0k7tTxmJ9zJyqQ/M9F1DqAg0Kn0v8ra1pvZ6/49XmP0e726LFcCIPDSEXx+lGczPFT6X+WA514civn3NMlyFsXOh8mx/Tcq5t/B1uDLlLqvoDX46rC4r8cLHuMoAWGW06VYpAAoGQeMtvg2FpYRqAE+++yzAXj88ccj5cCxvPTSS+zYEe0n29YWvZZramqK3P75z39OcnIyL7/8Mu3t7bS0tLB161aWLl2Kz+fj+uuv5+DBg/SHRx55BMMwcDgcXHXVVYM9teMOKQBKJBJJPzkzawZFTvML8yNH11PpbRnUOK1B76DnMF0GgfSL83Jn8PmilMi/2wP5ZNtNh86btYe4fuMz7G3tn4vypJggkOUZhVgVFV0IfrbnffRQqEXYUdYW6gPoFQ3U+9w8U7Y7EkxyRk7nHl8OzcL1kxfy71Ov5IqJczqFYvy9ZDtf3fhKl7kkWm3cMXMFADXeDv568JN+nUN/aQ1Ey6SL4tBjcGJiCpeE+gi+XV1Kqbs5sk4bpABYERIAbZpKVlL/++/FCoDHOgDbA34qQ6LetD4EwKBhUOMxBZ7hCgBpDR5ke8cv+bD1S7zdcjkb2r/FXs8fqfC/Rqt+EIOo8KvhJM0yl+kpn2Oe605WJt7P6pRnOCHpfuYkfIOJ9gtJs8zBooztXoXjnVgHoKBvATBMglbA8uy7OHfikxS6zsQUAoNU+F9ibeuN7HM/iM9o7HOc4cKmLsKqTAegI/gUQoyO+z2eGKIdQ5ifw1X+19nnuQ+n4o/8rc6wXomiKKRYL6LY+SSJmplWqdNEte+HVPjuIGBUjdb0R5WWmP5/KdIBKBkXiL6X0Rbo4iLw9bYMP3fccQdJSUl4vV7OPvtsXnvtNTweD83Nzfz973/nuuuuw2qN/uCtxlRaGIbR6fYjjzzCeeedF9lm4cKFvPDCC7hcLjweD/fee2+/5hQOG7noootITU2Nw1keH0gBUCKRSPqJpqjcOOEELIqKXdO4YdvfuWv/y2xqPtLJ2dQTQgherNnOZZv/zLNVWwc1h2ODQEabdt3D/5Q8xH/qPmZt/fCl0w6GfJcpkNZ5Eqnw6Dg1C6flJDI1vRaL/TA3b36WJ49u79PNke9MYrLLFIX2tNXxhUmLANjZUsvTR00naNiN2RoqA/YYDfyjZDv+mC/LKzILux0/1ebgm7NP5KmTL+eEmG1m9RAIcnb+ZJakmwEw/yzZSWl7c6/zHwgFrqijLsMeH8Ho5mmLcITEt9caDyFCF6ODTQEubzbLEPNSkgZURhwbAnKsAHioLfrr89Sk3l1xrX4fizNyKUpMJt3efXLzUDjgeYQy/0uhfn3lxF68d+3X9xfOSHmKlSn/y9Ks/6LQcZbs1zdKKJ0EVneP2/VEsm0SK7N/yoqk35NlPQkAgwDl/uf5uPVGDnj+gt9ojs9kB4CiKLispgtQF+V4jY9GfA7xRIgAVd4vc9RzAZW+h9jr+Q0gcKnm3wSbMhm7Gg2MsqiZ5Dt+Tr7911gU8/PXrX9MqedKmgKPHxeC6EBoDfX/synpOFQZjiIZBwi6CmbGMctoC3hDXfo6nxGgqKiIZ555hqSkJPbt28c555xDQkICaWlpXH/99Wiaxo9//OPI9rGCXFJStOJk9uzZnHXWWV3Gz8vL4/Of/zwAb775Zp/z+eijjzhw4AAAX/jCF3rc7tJLLyU3N7fLcvvtt/d5jPGKFAAlEolkAJycPpn7515Onb8NXRh80HiQ7+z9N9d98jCPVWyk0d+986Mj6ONnh17lt6XvYCD4w5H32dpcNuDjj6UgECEED1W+xAFPGY/XvMrDpS+M6nxiEUKnMbAHAGfIvVLmaUG172dWZi3zsqsR6Nx74GO+veM1WgK9uzJPCpUBb22q4rIJsyOC4B8ObKTS0xZ1AIYEQLdez7NHo71O0qwOZiR1L+iFmehK4f6l53Lv4rM5MXMCt4WcfseiKArfnnMCmqIQFAa/imMgyJ0LT47cTrbZ4zJmpiOBqyebTpFSbwtGgjlXdZB95sIOwIH0/wNwaDE9AI8pnT7QGiMA9uEAFMDGhkqOdLRgHWSQSU80BLZS4nuKSv8bWHD1o19fvuzXN2aIcQCKgQuAYRK1Scx3fZ/liQ+QaTHbThj4KPP9i49bv8BBz0MEjJHtxZegnYtCCgAdgfEdBlLtuw2/2ItBE97g70lVO3BgxRoq/022fibSzD6WRMspFDmfINVyOaZL00Od/17KvDfh1UcnGGw0aIn0/5vT7eMkkYw1Du88evwJfgMRBAUYQaPvByoOnHXWWezZs4dvf/vbLFu2jIkTJ7JgwQLuvPNOduzYQU5ODgA2m43i4uLIfvn50R8TeksRDq87evRon3MJh38UFBSwZs2aHrdrbGykpqamyxJODj4ekVeNEolEMgAURWFmYg5/mvd5LsqZj0szgyGqfK389ejHXLn1b9y1/6VOrsC97dV8eefjvNNgfkkQAqYkZLIgZcKg5jBWgkA+aNnGprY9EX9SlaeODt0zqnMK06KXEsScy6kZp3Npvhme4TWiJa4TEswvtB/Ul3LdhmfY1txzSVe4DFgXgs1NVfz37FNRAK8R5Bd7PsAd6inYGnCGjtOIz4iKTMszCvvtVjs5eyK/XXpOr9tMSUrj88WmqLahoZI3q0v6NXZfNPujQmiKNT4CIMC1k+dFxvNn6AjEoEqAhRARAbBggAKgVVWxhMSyrg5As8Qy1eaI9FjsicSYEpa2AfSS7Au/0cJO928AsJDACUkPyH5944jYEmAGUALcE0mWqSxI/BHLEu8jw7IUAB0vR3xP8VHrDRzy/L1T38fhRFEcuCxmyrHPWEvAKB2R4w4HqdYvR24rCqRqHnKtbkxpXyVZ6/lvr6Ykkm3/FhMcf8GmTAbAZ+ympOMajjT9KlJWfLziM+rxhkqfUyzzRnk2Ekn/mDy7AAyj92W0Bbu4C4Ax56brqNrIST4FBQX88pe/ZMOGDRw5coRPPvmEX//61+Tm5kaSfhctWoTdHr3GzMjIIDc3t9/H6OvHB4/Hw1NPPQXAdddd16nc+FjeffddhBBdlrCA2F8soSoTr7fnz4GxIipKAVAikUgGwRRXFrdNOp0nF9/MtyafyaxE84PLdAUe4jt7/821Wx/iu3v/ze27nqLKZ/7RFwIsisoPpp036BTUsRAEUuNv5NHqVwFIsZh90ASCQ+7yUZnPsTQEoyEtmdY5/Nf0UzgnZxqqEv0V9IGFF3BerukOrPG189WtL/BI6ZZuy7nnp+SQFEoB/qi+jHmpOXxuginArWsoZ31jBQBtfvOCRlEMXJZoT6mVPZT/DoWbpy0k22GWHf5m9/oBBZv0RIsveuGSHEcBMNFq4+ZpCwEQdoGeaAzq9d/i8dHuN1/zEwYQABImXAbsPUYADDsApyWn9Xlhadcs2FUNgLZAfARAIQS73L/FJ0whclbC13FqOXEZWzJCDDAEpL8kW2awMPEnLE38DekWs/2AjodS3+N83HoDJd7HCMbxeD3hslxO+GtDR3D8ugDbjFY6DPNvW/RPfSsWBA61AE1J7XMMpzafIuc/yLB+CQUroFPR+iCHO67ErW8crqmPOq0xn6vJMgBEMk7oTtzpshhG56U/+4ylpY/5M0J9AHvD5/Px7LPPAnDNNdd0WR926e3du7fHMcLrYt2D3fHss8/S2mo65Ucq/TctzaweKS/v+XvQxo1j4/NBCoASiUQyBJyalXOy5/C7uVfw52NcgdX+Nja2HEEPffCGv2xcV7iCCc6+k0Z7YiSCQGIb8h6LLgz+VPEcXsOPgsIteRejhT5O9rsHXtY8HDQEzC8qLjUfh5qOqij898zTSbFG+8Dde+AjvjdzFT+YdToO1YIuBH88vIFvfPIyDf7OJXwWVeWEDNOx+XH9UQwh+MrUZeQ6TPHzP1UHAEGrP+oeS7JFxbQVGfEXAF0WG3fMMsuE63xu/nJg65DH7OQAjFMJcJjPFs0iRTPHDGTo6Ay8JCU2AXigDkCIBoF4YlKAhRAcDCcAJ/XvfZloNd/j8RIAy/2vUBdcD0C+dTV5ttPiMq5k5FCIEQDj4AA8lhTLLBYl/ozFib8iVTPdV0E6OOz9Bx+1foFS75MExfA5sC1qPg5tFQDu4IsYYmTch/GkLvARu90/p0l3IoTpAFTJjNzWxRGqfDfj74fDUVGsZNhuosj5GAnaYgACxlHKvV+j2vcTdGNsOD3iSbj8VyOBRHXyKM9GIhkAQ3HQjbabLx5zHAP84Ac/oKqqisLCQq6//vou68P37d69m9dee63L+qqqKh577DEAzj///F6PFXbvnXjiiUyfPn2IM+8f8+aZn8sVFRVs3ry5y/oPPviAjz4aGz10pQAokUgkcSLWFXhb8SqsoXLD8OevhsKkhAyuyFsypOPEBoEMRx9AwzC4fstTfGP7C3TXW+6Fuvc55DEdb5/JPIm5SVMocpqhFAfGgAAohEFD0Oy/l2GdHbnfoqpkxJQcvF9fws/3vcu5udN5aNlnmeIySyw3NJVz7Yan2dDY+Ve8cB/ARr+HPa11JFisfHfWKYBZCowSTQEGyEswm8NPTUwnM06BGsdyZu4klmfko6Lwfk0Z/y7bN6Txmn2mgGBXtUhwR7ywaRonJZkiqrAyqLlWtMQIgCldBcA9zfU8VbKHxw7v4pPGmi7rIwJgjAOwxtNBe8g9OTW5f2W2SSEBsD0OAmC7foR9nv8DIEHNZ2bCl/vYQzI2cRK9rB58D8C+SLPMY3HiL1nk+jkpmvn3LSjaOOR9mI9bb+CI9xn0YSpFTbSYYSACN+7gi8NyjOGiPrCWXe7/QaAjcOHUzsd0xQTQEQhhPnc+YyeV3qtpCTyOEH3/SGFTi5iY8CempP8MFfMHIY/+CYc9X6A9uHYYz2jkaQnuACDZMgtF0UZ5NhJJP4mn0DaaguCQ5jGwh6y+vj6yNDZGU+hbWlo6rQsEOlchfe973+PVV1/tVOq6a9currvuOu655x4sFgt//etfO4V+hFm9ejXnnnsuYLr2/vOf/0TMCNu2beOiiy6io6OD9PR07rjjjh7nfvToUd55553IOCPFSSedRGFhYeS4O3aYfy8DgQBPP/00F198ccQlONpIAVAikUjijFOz0qZ7CWKgoXBW5iymJGTyx3mf57tTzsaiDu3COTYIZDiSgL+/5zVK3I1sai7n6k2P440JTDjgPsrz9R8AMMmRz8VZplNpWoIpjh1yl6P340vTcNKmHyUgTKEowzKn07qg6Hyx8kr1fu478BHFCan8demlXFJgfqFu9Hu4/ZOXePDQBoKhC5ATMiagYpaHflRvCp0nZE7g3LypgOkgCZcAA1g1cw7DUf4bRlEUvjv3JM7Nn0KZu5Wf7vyQP+3f0q1w2x/CDsB4lv/GMtOegeIzH8OHD20fsIAWTgC2airZSZ1FVV0Y/Hz7x/xq51p+s2s9d299v0upr8Ni9u/zxJTOH2iLXtz2FQASJilODkBd+Nne8SsM/ChozEv4FhZleMRiyfBilo6bz91QQkD6e6x060KWJP4vC10/JVmbAUBAtHLQ+1c+br2RMt+/0UX8elQC2NSlWBTz711H8Ml+CWRjgfrAena6f4pAR8XOfNdPybb9F1YyUGhCAxK0i0m1fBHQEPhoDPyaat+XCRgVfY6vKCo5SVcyOfEZErUzMIRKUFRy1HsH1b57MIbRmTlSBEUHHUYJAMmaLP+VjCPGlBA3SscZIFlZWZFlypQpkfsvvvjiTuuOdbQ99thjnHvuuaSmppKcnIzT6WTu3Ln84x//ICUlhaeffrrbhN8wjz76KIsWLaK6uprzzjuPxMREUlJSWLhwIRs3biQtLY3nnnuOvLy8Hsd45JFHMAwDp9PJFVdcMeBzHyyapvGHP/wBTdPYuXMn8+fPJykpicTERD73uc+xcuVKvvrVr47YfHpDCoASiUQyDMxNNBOtdARTXJn8ad7nmeLKZIorKy7jD2cQyGfz50XCEso8zXx24z+o8bbh0X38qeI5BAKbYuXLBZdgCbkAwgKgXwQ46q2O+5wGQmz/v64CYPQL8ZRE0+31dMVO/lyyEYdm4TszTuV/5q7BpdkQwMNHtvC1rS9Q620n1eZgbor5uH9YF3U63jH9xEhPOK9hwa+bt11WU0xbmTG4sJf+MsGVzFWT5kTCK/5ycCs/3vFBRLgcCOEegPFKAD4WA7A1mI9PS8DHPw7vGND+4QCQvOREtGOaOj93ZB+7W6Il8UfdbTy4d0unbborAQ6X/yrAlMSBCYBDdQAe8DxEe6jccKrjWlIsI1OqIhkeomXAw9+TD0whMMO6hKWJ97LAdTdJminO+UUTBzx/Ym3rjRz1vYgRJyFQURQSLeYXqqA4gs9YF5dxh5OGwEZ2un+CIBgS/35CqmUempqMqpifARqCZMtnSLN9iXz7Q1iVSQB4jS1UeK+iNfhcv35UsapZ5Dt+QZbtFlTMHqVNgWcpcV+HJ1Q+O15pDe6GUNsGGQAiGXeMWWfeCAmLI8QPfvADLrroIiZNmkQwGMRmszF//ny++93vsnfvXi6++OJe909LS2PdunX8+te/ZunSpVgsFvx+P9OnT+cb3/gGO3bs4NRTT+11jEceeQSASy+9lOTkgfeK7g2/3/wsdTq7D4u74IILeOutt1izZg3Jycnous7MmTO59957efHFFyNBIaPN2JiFRCKRHGcsSC5kSkIWh9x1/Kv6Ey7JXYjG4EI/umNGYjYfN5VEgkAcmrXvnfrJkrRCHll8BTd/8gwePUBLwMtVGx/jnAkp1AWaAbg692xy7RmRfaaHBECAA56jFDvz4zafgRIWAJ1qFgladqd1gRgH4C/nnsPt216jzN3Mw0e24LLYuGbiQlZnT2FmUhbf3/kGe9rq2NZSzbUbn+EHs07npKyJbG+pYW9bPXXeDrIcLlJtDham5rK+sQJFUWgLOMjQOki2enGoFham9T/ZbLDMTMnkoRMu4PZNr1PS3syL5Qeo87r5xaIzIv3q+kOz33SqxDMBOBbdMFDdCppHQXcKHj28k8uLZpHp6J/rLdwDsDCt80Vdg8/D7/aYPVeKXClkOpxsbqjm0cM7OT2viAXpZqBGgqVrCfCBVtMBOMGVjKOfF2fx6AFYF9hAmf8FANItCyi2f3bQY0nGCEoCCIhnCEi/DqsoZFqXk2FZRn1gLYe9/6TdKMEnGtjv+QNHvE8zyXElebazUJWhXfo7LefTErgfQRvtgSdwaCfG6SziT2NgMzvddyMIoGJjnutu0iwLIusDwoNCqBdgKPzHrs0m3/FPmgMP0hL8JwI3Df7/wa2+Q6bt+1jU7B6OFiXZugantoAq38/o0NfhF0cp9XyJTOv1ZNpuRBniczAahPv/KVhICjlOJZJxgQgHYYzc8TrRU7DYSM5pgDXAg328brrpJm666aZB7RvGZrNx5513cueddw5q/wMHDgzp+L1RU2O2lsnMzOxxm9NOO43TTjut23V33XUXd911V7fr3n333aFOr9+Mv08giUQiGQcoisLleYv5xaHXqPW38X7jAU7PiN9F87FBIHOSerbDD4YiVxpPLbuaG7Y8RYPfjdXqZpfb/OBbnDSD01IXddo+1ZpEjiODGm8DB9xHWZO+Iq7z6S9CCBoCof5/x7j/dBFEJyr8pNocPLDgM3xp67+p9rbz+0PrcGk2Jod6AX59ygn8q3IXb9UeoiXg5Zvb/8PKtAmYF1IKT5bt5JTsInNsQyBEuAzYQYajgySblyXpediGWPLdX/ITkvjrCZ/hm5vfZEtjNevqK7hl3cv8dtlZZDlc/RqjOeQAHC4B0BACBQVno5X2Aj9ePcj/HdjK/5t3Up/7CiEobzJLgAuP6f/3290bIn38/t/8E8hPSOLKd5/Dowf58Scf8uhpF+HQLDhDQrknpqz9YJvpAOxv/z8Yegmwz2hkp/s+AKxKEnMT7kRRZFHGeEfBhQDEMPYA7PX4ikKW7UQyrSupDXzEYe8/cBtH8Yk69noeoNT3NJPsV5FrW406yB5uquLEZbmI9uA/8RkfEjSOYlGH1+U8GEzn348xCKBiZV7CXZEUZQCfcRifqMSO+Xfbq7+LIxSuoip20m23k6CdRp3/RwRFBR7jYyq8V5Bh+zYu7Zw+08KtajYTHPfSFHyWWt8DCHzUB/5Gu/4x+Y67sKvFw3j28ac1aAqAido0NMXRx9YSydjiZ+/eOqj9vnfa/UM/ePjiMHx7iPzsvdsGvE9zoB4oGvKxP+188IHZAmnBggV9bDm2kVebEolEMkysSp9GptVsCv501eD7snXHcAeBAKTZEnhy2dVMTkgm2WEKQ0FDwRLsXmyclWSWTR30lI3sr60xdBiV+IQp6BwrAHqMzl/KdWFQ5+vgtMxJkZLn12sOcMum57ll0wt8dctLvFldgjCUyDXb2sajKIp5LfePsm3csukFbtn0AptbKlFV8/7WUBBIktU7LOm/vZFstfPAsrNZk2c+F/vbGrnh4xc5FBK5+qJ5uEuAQw+kLaCxOq8YgOfK9nGkve/EzFavn3a/KdzFJgBvrq/ilfJDAJxTMJllmfkUJCRx66ylABzpaOFP+7YCRIJNwg5Av65Hjt3fBGCARMvgBUAhDHa67yUgzOPOcd6OQ+3512TJ+EFRwkL7yDoAu85DJcd2CiuT/sichG+ToBYA4DWq2eO5l3Vtt1Dlfxsh9EGN77JcgVk0L2gPPhm/iQ8BXfhpDGzlgOevrG/9Grvd94R6a1qZm/Aj0q2dw7dagy8DCkbIme/W3+0ypkNbSIHjcZIslwNg0EZL4HHoZ4K52avxMiYl/B2HavaX9Rp7KXFfT6N//PRQNISfNn0vACmy/59kvDGU69F4lwmPo3JeSRS3280999zDG2+8wf9n77zD47jq9f85U7aqd1mWe29xnN4TSC+EQCoEEgidUMLlx6Ve+qXDpfcSQiAhCemQHjuB9NiOey+SLMnqbeuU8/tjdleS1VaybMn2+TyPH680Z86cXW2bd97v9wW49tprJ3hFB4cSABUKheIQYWg6V1V4V4m2RZrY0F0/bnMf6iCQNAHd5OTyACGfRdzSaerO4W+1G/jipsdIuv1PHhfmzQKg3e6mze46ZGsajrT7D6DYPEAAdPqflF/90p28b/X93F23Hjt1IrahM/1Y9v2SJUD2ioCI4b+Alfq8kt/SoM2by2eN+j4cLH7d4JvLz+Ndszw3y/54hFtefITXWkd+/nUe4hAQ1/UeO03T+Mj8E9GFwJGSX259fcR90wEgAFNTAqDlOnxnvZe0GTZMPrno5MyYq2csZEWx97e4c+cG1rc3ETygBHhPTwdO6g87N8sAEOh1AEbsZEbUzJa9iQdptb3ehFN9l1LmO21U+ysmM4cnBCRbhNCp8J3HKbm/ZlHovwhq3ush5tazKfo9Xur+MPuTq0YtRBnaVAKal4AetR/EnYD7K6Wk29nN3vh9rOn5As91XsOayOepSdxLj7uLpOyi0ryIJaEvUWyedMC+Nl32v1L3ZQYAttyNlerH2RdNhCjx/Td5+ruREmzZhSXrBowbDr82nRnB31Di6w0Z2Z/8EbXxT2C5h+7ze7zocXbg4l3syDeUAKg4wpgMAuAR2M9P4VFeXk5OTg6f+cxnAHjTm97EO9/5zgle1cGhSoAVCoXiEHJp2RLu2PcKcdfinsbVLM2rGre55+eU0dK2+5AEgaR5o3s7r3Z7olqZr5h9nd6J4qrW3XxwzX38cOkVFPq8ZrgL83vFru3RGorzD3+j8NZUmZJfFBLWKum04rzaXsdrbfvYGNnMgvLesT22BanOjPNySliUV8Z9dZtACN438wROLurv3rt9z+u80FZLvhmgPe6dDH1y3qkszi/DlS4fW/1PLOkS1LzeiJIEBdm33xtXNCH4xIKTqQzk8L1NL9JjJ7n1lcf5yrKzubhq9qD7OK5LV/LQlgDbKQFQF4LpOflcWT2ff9Rs4amG3WzsaGZxwdAhOekAEOh1AN65ayO7ejoA+MiCE/r1EtSE4H+OO5PrVz1A3LH56trnOa0k5YRKhYBs7+p1Ro6uBNh7fCQQsa2MIDgSXfZOtsf/BEBYq2Z+8OB65SgmF4LJ4QA8EE3oVPrOp9w8l8bk0+yO/5W4bCLq1rIh+m3C2l3MCryTUvP0rEvRw+b1xBPPIekhZj9K2LzmEN8Lr3S+zV5Dm7WaNnsNSTnQ2SwwKDAWU2SsYIrvInxa/oAxUecVHOkFBuUa19BlfReAmLMSU7t5wHjbbabLfiB1WcjBEMUDxoyEEAalvlvI0U+nPv4VknIvEedVdkXfSYX//5FvDp2MOdF0Or1hTSoBWHGkIYHPnfmjiV7GuDGW+/LLl755CFZybNDU1EQoFGLOnDlcd911fOpTn0LTjmwPnRIAFQqF4hCSawS4pHQx9+9fy4vtu6iLtzM1kL3TaDjmhcv4T9uhCQIBSLgWf270XBI5epBvznoXdwc2cHut59baHmnh5tfv4kfLrmRuXinTQpUENT8xN8H2WC2nToAA2GJ5ASDtiQre+/o/2NrdnPHylYW6+429pHwuJxfO4sTCKgp8QeqindxXtxmAWeEijivoH95R5PfEpVzDR1RzSLgODbEe3jF9GTXRTqyUi6bENyXTaTAu2zDJrv/eoeDaGYsoC4T4wtqVJFyHL76xkoZYDzfPXjagh1VXMpF5rPIPcQmwpnnH/sC84/nnvh3EHZufbn6VX556yZC9tdIBIIamUZ4bpiHaw++2rQVgQX4xV89YMGCfqeE8bl14It/f8BJ7ejozwmbaAZju/xfQDapCuQP2H4q+gl+PlcxKALRlnHXR7yKxERgsC39G9dI62hCTywF4IJowmOK/iArfm6hPPsGe+N9IyFYi7h7WR79Jjj6LWYF3UWKcMmKPO792CoaYgS330GPfTci4esR9Rosj43TYG2mzV9Nmrc4kZh9IWJtOkXk8RcYKCo2lI76uvPJf0AiTZ7yVmP0QltxC1HmWPPPmfmOllDQn/xeXbkBQ6v8imsgZ830K6guZGbqdpuTPabfuwaWb+sT/0OM8R4X//6GLgYLlRNOZurAW0qZjauObqqlQHHKUc47RhoAoepmolkaHkiNbvlQoFIojgKsqlqMhkMA/GtaO27x9g0B2RFrGbd40DzavoiWV+nt9+QXkmWHeP/MUPj3n7MyYVivG+9bcw4ute9CFxpyQ1wx+R7R23NczGK6UbO9p4c6atXx2/d+Ip1wdzzcJtvQR/3IMH0sL+ju8bpt3JueXz6Eg5WC0+5TBmcNc3dOE4MQiL+X43y17kVKyu6fXiVIV6G2IH3PH/+8yWs6tmMGvTrmUAp93Uvzzba/x7Y0vYLv9y/7SCcBwCEuAU4+xnhIKSgIhbpjplWq/1trAS837htw3XQI8JT8HXdP4/oaXiDs2AvjcstPRh3AuXTtjIcenUoDXtXvldknXwZEuO1IJwLNzCzIpoNnQV/DrthJZ7bM19huirlc6OC94C7n64S8PVxxa0g5AOckcgAeiCZOp/ss4Le8PzAt+CJ/wLkr1OLtYF/kqr/Z8ghbr1WFPfITQUr0AwZY7SbqvHvS6pHTptneyN34Pq3s+x3Od17I28kVqEv/oJ/6ZIp9y81wWhT7FGXl3cGrer5gX/CAl5kkjin+O7KLHWQVArnEBmggQMs4DIOmux5H9HfXd9iNEnX8DkGe8nZB+8AFXmghQ4f8vqgM/xhCe67nLfopd0RvpsV866PnHEylduhzvwlqeKv9VHKmMR/++if6nyoYV44RyACoUCsUhZkognzMKZ/N8+w4eb9nETVNPJd8MHvS8fYNAtkWaWJI3fknAtfH9PNbqnYgsCE3nzPzjMtveOmUJBWaQL29+AgeXpOvwX+sepoUkc4LVrO/ZQW1iPzEnQVDPXkja0dPKS6013DDtOCzXGdLR2BTv4ZX2Ol5pq+O19n20W55wtaSwVzzaFylmeX4lJxVN5eTCqSzILWVN9Dme6FjTZ6b+X4qsPoKYMUIZ3Bkl0/hPSy37Yt3si3WzK+IJSRqCmaFp7E2ZDeNuW7Z3/5CytLCMP552BR9/9XFqo13cV7OFpniE/11+HkHDe5zTASBw6EqAnXQPwD5i202zl/GPvVvotBL8dMurnFJaNagYly4BrirI5bnGGlbtrwHg7dMXDFs6rAnB/yw/i+tX3k+iT9/KmG1nHIBzR1H+C5DTTwAcOQhkf/I/7Es+DkCJcSLTfFeM6niKIwMh0iXok1sATKMLH9X+K5niu5h9iX+yJ/F3LNlBt7OdNyL/Q76+kFmBd1FoLB/U3RcyrqDL+hmSCD32Xfj1kwc5yvDE3RbarDWey89ekwnH6YuGSYGxhCLDc/nl6DPHnJodcV5EkkADNAwst56gfi6d1i8BiNqryDWvBsB299Oa/CEAhqik2De2JNGhyDFOYZZ+J42J79NlP4Etm6mNf5JC82rKfLeiTQKHcNStxZbdgCQvFWSSRkqXpGwg5uwg5m4n5u4k6mynwvceXHooNd+OEOpUUzHBjFYEm6yC2YHrGo3jepLeJcXEoN6VFQqF4jBwTeUKnm/fQcK1eaRpPe+sGv2J0oGkg0BakpFxDQJxpeSPDY/g4GIInZsqLxtw8ndu6Ww+Y5/Dt3c8iwY4UvK/6x7n/ArPGSeR7IrvY3F4ZJeTKyV3167jF7tewpYuf6ldw9VVS3jfTO8xithJVnfU82pbHa+017E32jHoPIvyvZNuIcPceeKthA8QsQ5MAT6QsGGyvKCC/fEeuuyBrq6+373m55ZQGcihyBeiLRllV8oBWBXKI9coQqAjcSaFAzBNdTiPP5x2OZ96/UnWdzTzfFMtH3z5n/zoxAsppJCORB8H4CEuAdb7OCxzTB/vnbucH216mW1dbTxRv2vQPoXpEuCK/DDf3+CJ00W+AB9ZcMKAsQdSnSoF/sHGlxHC+1vuj0VojnvPidEkAMOBDsDhBcC428zG2E8A8IkCFoduG/dSScVkIV3ubyOlhRDj25bhUKELP9MCV1Hlv4S6xMPsTdyLJbvodDazJvJ5CvQlzAq+i0JjWb/9NBEmZFxBxL6LuLMK263H0KYMeyxHxmm316fKetcQcfcOOi5Hm0GRuYIiYwUFxuJxK5fPMy4i4Wyiy/4rXfY9dNn34BMLEOQh6SLmrCTXvBopJU3Jb+LSA0Cp/0toYvzbOegij6rA18i1zqIh8T1cumi37iViv8KUwJcJ6otHnuQQohOkxDiZLmcdjmymJfkwMXeH98/ZgcvAz9X6xC9x6KTVepgq/yfJM06cgJUrFClGEACP2BLPA9atvlcoskUJgAqFQnEYWJRbyaKcSjb1NPDg/je4pnIFPu3g34IPRRDIyvbX2Rnz3HSXF5/BFH/JoONWd3ljBFDmz6Up0cPTjfuYU+L9cnu0ZkQBcH+8h69vfpbXO1JzCeiyEzzcsAWk4NWOfWzs2p9Jau1LsS/ESYVVnFQ0lZMKp7Iu9mkiLpT7lgwQ/wDiBwiAB37pK/KFWNvRCEBTfGgHj0Dg1w0a4j00xHuI2Ba7Ip4AOCtciBA6Aa2QmNsyaRyAaQr9QX55yqV8ce1KVu7fy6bOFt77wsP86fxrDnAAHhrnyWAOQICrpy/gb7s30BiL8Istr/Gmihn4dD2zvSueoDvhCW27RSf1Me+k/BOLTs5arLxu5iLu27uFPT2ew+jZhj2ZbaMJAIHsHYBSOqyP/ABbeutdEroNv1YwqmMpjhxEv36fEaBgglYyNnQRYHrgGqr8l1GbeJCaxD+wZQ8dzgZW9/w3hcZxzAq8iwKjV5QKG9cTse8CXCL2PeT7PtFvTildup2dXniHvZoOeyMy0yW1F58o9Bx+5gqKjOPxa6N7TY6GgDaPuDaXpLsdgKTcgoaLLiDuvkBr4hcI4SPmeAnjecbVhPSThpvyoMkzLyCoH0dD4ptEnJdJyhr2xD5AiXkzJb73HFYnneW2eY4+ZwcRdwsx53l8SJqsXw25j8AgoM3Ap00h5uzEkZ3E3b3sjN1GvnEOVf6P4tfGr0pBocgW23L6f987UgW/Eeh3Hw/4jnV03mPFWFECoEKhUBwmrq48nq9tb6DNivJM61YuLj34K/vjHQTSYXVzT9PTAFT4irm85MxBx9XHOnm6yTt5urB8PrfOPosvbXmc11tridsGAdNmQ89u3lp67pDHenL/Dr637Tm6bU9AKfaFCOkGdfFOmpMRfr/3NTx50SOgGRxfkC7rrU6Jbd72uNtGJNLgzWMO/rgeKAAeSEA3KPfnsD/RQ80QLsM0Vp9SUk0I9ka88bPCham1FqcEwNZh55kIArrBd1a8iR9uepm7925iX6ybax7/K1fN6n3cDlUIiJPqAZgOAUnj1w0+NP8EvrL2OepjPfyjZgvXz+xdT1271//PNSUvd3ti8YriCi6dOnii8WBoQvDOWYv5xhsvIATctWdTZtucvEPjANyduJf2VILmdP9bKTGVE+aoRvSmUEsZQYiCiVvLQWCIEDMDN1Dtfws18fupSdyPQ5R2+w1e73mDIuMEZgVuJN9YgKlNx6+dTsJ9gYh9P3nmB0nIbtqs1bTaq2m312LJrgHH0PClynpXUGSuIEebcdgcLLnmZeSal5F0a4jYzxBxniHpbiJ9mtxp/x6ZapOukUOOfglSykO+PlMrozrwf7Rb99GU/CmSBC3W7+lxXmBK4Mv4tRnjejwpHRJuLdGMo287MXcHtux/4eqAt2t08gjqcwhqcwjqcwlqcwho09FSjlcpbVqsh2lI/BaHbjrtVXTZL1LueyflvneiiUPz+aJQDMaCk2bz0kOvEswNEsoNYPqPDGf2wSClJB5JEO2O4Q/6KJs2+uRyxdGLEgAVCoXiMHFG4Wwq/Hk0Jrq4t2ENF5UsOugTigODQA62D+Bf9z9B1PXKX2+uvAxzCJfinXWrcZAI4MapKyj0Bfnjme/isy//g1e7XyNg2myP1fJqWw0nFU3rt2+3leB/t6xkZcvufr9vTUZpTZ2ACeFJfwtzyzg55fBbkl+OT9MZjFarV8wpNsYmAAJMC+WzP9FDbWxgHyrZ5xpq315ynVY8kwA8MyclAArvy1ZsEgqAALrQ+PSiU6kM5vB/W16hIxnnz1tXA+DTdPxDPM4Hi5tyAOqDPO8vqZrNX3auZ0d3O7/bvpbLp87NOO3qOruRSJKlDq6U6ELw2aWnjfr1Mz2nIHO7I+k9z0sDoUxASrb4NR1T07Bclx57cAGww97CzvhfAMjVZjI3cPOojqE48ujrAJzsQSDZYIgws4I3Uu2/kprEP6hNPIhDjDb7ddp6XqfYOJlZgXcRNK4ikXwBSSfre26g2YkPOl+OPosiYwXFxgryjcXoYuT07EOJT5uGz3czhdxM0qllf+J6JDGvrUVqjEsP9Ylb0CklqJ9AQD+BPOPKQyYGCiEo8l1N2DiJ+vhXibubiLub2R29iTLfRyk0rx51/8OIsw5XxhEE+pXvxtydSIZvYeAXU3ExiLi1SHSWhX9PUJs+7P0XwqDUdxWFxnnUJ39Hq/UQkiSNyT/SZv2LKv9HyTfOUSWLisPClR+9mCs/evFEL0OhmDQoAVChUCgOE7rQeHvF8fx87yr2xFp5vbOGEwumH9Sc4xkE8kb3dl7u8tL+zsw/joXhGYOOa0708K/9WwA4r2QO00Ke6OXTDb644Hy+tyPKhsTraELyhS0PclnZcm6afiIFqeCTm1+7l/p496BzVwXzcaVLY6KbAl+AX694K8YwibxpWu0NgOdcydcHX/dIPQABqkP5vNq+j9roQMdKX5J9BMC+5cJpB2BQ8wTAyegATCOE4MZZSykLhPnKuucy9ymkm4fsxKy3B+DA+XWhceuCE/nkq0/SkYxz564NfHD+CsALAHFyJG7Q2//G2UuYNcq+fQBB3fvaI2VvhUx1KHfU8wghyDV9tCXi9AziALRllPXR7yJx0fCzNPyZjDtGcfQi+jgAGaQ32pGKqeUyO3gT1f63UpO4l9rEw7gkaLVfobXnFQQaM00dn3AIizqaKQYEPlFEsbGCIvN4Co3j8Wujf80eLnx6NSH9QiLOgwgknhuw933KoZke5zF6nMeIOS9SEfjOIV2PX5vOjOBvaLH+REvyj0gS7E/+kJiziRL/Tfi1mVnPtTP2YQAcKRCkfY7934MFPoLa7JSzb27mti5CdNpr2RD9NABxt5HQEJ+xB2JoBUwLfJoS8y3UJf6PiLOepGxkd/xL5OgnMNX/CYL64Pcj6uwmoFWjqRARhUKhGFfUu6pCoVAcRi4uXcSf6l4k4iS5p3H1QQuARb4Qpb4cmpM9BxUEknCT/LnxnwDk6EGuL79gyLF/q1ubcby9a1r/AAYhBDdXn8Wnd7wOwOy8EPfUr+fhxs1cUbmI66qO4+qqJfxkp9dbKVf3eSW9KZfflGAeTzft4EubnqTDivNaex2nFvd3EA5Gq+05AIuMhQgxuHttQA/AQbqiVIfyvfmSUSJ2krAxuEOlbwlwY9zr76YLwfRwAeCVAAMkZReOTE6402U4Lpwyi1ml5bxv5T84oaSKM4uHb+J/MKQFQG0IB8sZZdWsKKpgdVsjf9m1nqtnLKTYH2R3ewfJYu8xrwiGed/c5WM6fjrxGLyk4/Mqp3NK6djub67hCYCDlQBvjv6CmLsfgAXB95Ojj/wcVhwN9HEAyqNHAEzj0/KZE7yFav/b2Ju4h32JRzFFAQnZQrsTotzoJqDZzPVfTJHvKsLatCPK5RXUz/UEQAFCDt03K6Afd1jW4znp3keOfjr18a/iEqPLeYau6JMUmddQ4rsFXWR/AUMgU+W8On4xh7B+EuFUCa9fmzpkn8FcfREaPlySdDprKTJPHdX9COnzmBv8Oe32k+xL/AJbttLjvM6W6HsoNd9Ghf89GKn7sT/5L/YnHyXqbqPYOIc5wc+NOfFZoVAoFANRAqBCoVAcRoK6j8vLlnJ3w+u83lnDrmgLs0KDh2xky7ycUprbeg4qCOSB5udosbyy1xvKLyTXCA06rj0Z46FGzyV4RtEM5oQHrr3YzKfIyKPN7kJoMUAj7trcs28d/6jfwJtL53Bh+Wyuq1rG/LxS9AO+3J9ZPIOQbhJ1LB5v2j6iAJhwu+h2arxjD1H+C9mVAFcH8zK362JdzM8deP8Eol8JcH3MczNODeZlSpTTDkDvuG2E9YoRjz2RnFQ2lSfecgtl/hAdHR2H7DjpEJDBHIDgCcgfW3gS7/nPw8Qcm99tW8N/Lz2d12INkNLuPr3k1H5C3mhIOwABblt0MpdPmzumeaA3CORAAbA++QwN1rMAlJmnU+VTpUfHCgNDQI5O/Foh84IfYLr/7cTdJrqc7YRECQn7v5DEydHqydEP7uLWRBDQT0EQ8O6Dfja55k39truym7izlhz9/MO6rqC+iJmh22lL3kuz9UvAoc26i07rMUr9H6LAuGLIC18Alb7biNm7iMrXSMp9gENCbsWUBZRoFxEYwdGnCR+5+mI6nTV02mvGdB+EEBSZF5JvnElj8s80J+9GYtNs3UO7/RRT/B+kyLiEVutFetxNCKDFfhojkccM/61HlJCsUCgUkxl1SUWhUCgOM28tPy4jet3XOLYv031JlwHvjbYRc6xR718T389jrZ4jb0FoOmfkLxty7D31b5BwvQTHd1WfMOS4uSFPtAv5bH61/G2cVeyV+TjS5YmmbTzdsp076lazuXuga9GvG5xb4qUHP9e8a8T71Gb36f83RAAIQNyNDTsP9DoAAWqjA/sApkk6vSmWdal+gTPDveVtgX4C4OQtA+7LlHDeIT/JcuTgKcB9WVpYxnkVnnjwj5otrGzYQ5PhibdVei7nlI/dTddXAOwr4o6FwQTAqNPA5ugvAPCLYhYHP65OXI8lDggBOdrxa8XkGwup9r+FYt/phIzLAYg5z+CkHLBHEpoIENBPB8CSGwhoSwnqx2X+hY0zKfbfiqGVjTDToVlbif9GZoXuJKx7DjyHDhoT32Z37D1EnaG/S5T6rmZa6DPMD/2VKv+n0VPp1D3Oy2yL3cy+xA+wZcewx883jgcg4u7Ecof+bBwJXYSo8n+IBeHbyUvdD1u2UxP/NtuiH6THWY1EYOBdjGtM3k9d4vYxH0+hUCgU/VECoEKhUBxmSv25nFc0D4BnWrbSljy4E8W+QSA7Iy2j2teVkj81PIKLxBA6N1deNqRg0W0n+Ee9l2h6QsFUFucN7WqbE6wGoNXqpCoY4luLL+EvJ17PpeULMuLn8627+dDaf3DrGw/wUlsNUvYWXF1Y7jmzYq7N8y17hr0PrZbnSNTxU6APngprySQ2/YXEwUqAq4J5aKneSMMKgH3Eo30pB+CsnKLM7/oKgJM1CGQicF2vdHywEJC+fHTBiWgIHCn56hvPe+2qXHhL2dyDEtSCRq8AGOsj4o6F3AMEQFfarI9+D4cYIFga+jSmNvr+goojF0EfAfAodgAORdi4PnXLIWLfO6FrGSsh/VwAHNlC0t0wsYsZBL82g2nB/6M68EN8wrsYknC3sTf2YeriX8ByG4bcVwiDYvMqFoTvosS8AYEBOLRa/2BL5Dqak3fhysEvuBXoyzO3O503Dvp+BLRpzAp+l1nBb+MTVQBE3S2YohMfNpX+GwhoUwGoS/6ZhsSR+XxSKBSKyYYqAVYoFIoJ4O2Vx/NU6xYs6fDA/jd4b/Xp/bb/p3U3pqYT1EcudXT6CGejDQJ5tv11dsb2AXB5yZlU+ocuR76/fj0RxxM73j2M+w9gbqg6c3t7rJaTzcXMCBXx+flv4r3TT+Lv+97goYZNxF2btZ31rO2sZ1FuGbdMP5mTC6s5obCKYl+I1mSUe+vWUxHIGfJY9c5aAExmsqFrYBn0svzKrMp/AUxNpzKYy75YFzUHCIDpR1mI/gKgneqHOKufA7BXDIy7bVkd+1gg4wAcogQ4zYycAq6cNo/7a7bSnUrZNdt1lhxXelDHNzUdXXjCYsweHwGwx/LShHfF/0ansxWAmf5rKDKHdtIqjlaCeNfWXY6mEJBsMbXZ+LWTSbivELHvI9d8H0L4J3pZoyKonw3ogEPMWYlfn5yv4xzjdML6SbRZf6cl+QdcInTbT9Nj/5ti80aKfe9CE4Onm+silyn+Wyk230pD4ud0Oc/h0kND8qe0WQ8yN/QntAP+bjn6fHRCOETptNdSYp590PdBCEG+cQa54ZNoSt5NQ/IPgI0hXFqTf6Dcdw0NySdIyhb2JH6BLnIoUy0VFAqF4qBQAqBCoVBMAHPDZUwPFmIKnapAfr9tCcfm81seHdV8ArhmynLm52RfmtRhdXNP09MAVPiKubz4jCHHxhyLv+/zrvovya3g+PyqYeee6i/HL0wS0mJ7tIaT83pLcysCuXx89pncNO1E7t23jvvq19NlJzCEzqc2PMLJhdV8fNYZXFoxn5poB6tadvOhNQ8Mehy/ZvHJxbUIAU802rzQNHDc+2acxPy87E9Cq4N57It1URvLzgGYZlZOrwCoCxOfyCcpO4m7o3NlHs246R6AWTR1f//c43m6YQ8BDJp6IhgdGlML8kbcbySCukmPnRxTuXxfck3vOdVtJWmz17MrcTcAefo8ZgfeedDrVBx5eO7UENBzVIaAZEPYuJ5E8hVc2ok5TxAyrpjoJY0KTeTh104g4b5C1FlJAR+f6CUNiRAmxb53km9cTHPy13TYDyNJ0GL9ng77Ycp8HyPPOH9I17Rfm8qM4LfosV9nX+LHJORONBEedKwQOnnGUtrtl+lMXXQbLzTho8L/LlrttUSd1zCEi0uU/cnbCYgpSIJYMsbO+PcxRA5F5pnjenyFQqE4llAlwAqFQjFB+DSdXbFmnmvb3u/3/2zaNMQeQyMRfHTmWSzOzd79d+f+x4m5nnvp5srLMLWhrwk91LiRTjsOeMm/I5Vh6kJjdtAr39kRqxt0TL4Z4JYZJ3PvKe/m47POoN3yTphfaa/lptfvJuFafG7+ucMeZ2q4g/RSaiOFg4753d5XWdu1Z9h5+pLuAzhcCXC6f1zayKYLwbRQfyE3HQQSUw7ADNk6AAHKgmH+df71XJu/iGCdiaFplOcNfnI6GtJlwPFxKgG2ZYT1ke8DEp0gy0KfQRsiTVNx9NNbBnzslQADBPSz0YX3OdRj39WvtcORQroM2JZ7sNzdE7uYLDC0YioDn2dG8I8ENc+xaMsm6hNfYm/sg8ScLcPun2OcQKnplW/H3M20WQ8NOi5fPz41pobEOF/YcqVNl7ONJCZh/TwCmtfOIynr0enCh0TgsC32dTrt1eN6bIVCoTiWUN9QFQqFYgJIuDZ7Yl5vuPnh8n7b3lqxlG09zfyzaTMAGoLrpiznjOJZ43b8N7q380qXJzSeVbCcheEZQ45Nug531a0FYG64hNMKs0t3nBOqZlN0NzXxBhJuEr/mG3RcSDe5dupxXFaxkD/WvMY9+9ZhS5d76tfzRNN23lF9HGcWzxg0OKLNvZ8uCWDwubnvQhP9S6a/tuUZ6uNdNCbaCBzwiTdYD0DoFQA7rDjdViLj9EqfyArASgmAAoFEUh3Kx9T6pzAGtCI6nV1HTAjI4cBJ9QAcLgSkL37doK6jCyEFFfk5GNrBX7dMB4EcbAmwFwIieeu810lI72R4YegjhPTsRXjFUYgIgzw2QkAGQwidsHEtXdaPsdxNWO56fJO0jHYogvq5tFvfBSDqrCRfmznBK8qOoL6A6cFf02U/RVPyp9iyiZi7jj2x91BgXEGp70MYfdpTpHFlnP3WbwEwRQVF5lsGnT/fWA7eNUM6nTco0948bmvvcbbh4gV1FZsXUmScSov1MA2J3+LQjSZsfBIcXLZEv8Ci0A/JNRaO2/EVCoXiWEE5ABUKhWIC2Blpwkn1jpt3gAAohOC/576Zr86/GL9m4CL5W/0aVrXsYGFuOUvzKgf9ly0JN8mfG/8JQK4e4vqy84cd/6/9m2lJBZW8q3pk91+auUGvQbmLZFeqz+BwhA0ft846nTtOuJ4zijyRsdOO87d9a/nRzuexpcuy/Mp+/3RtDwBFxjyWF0wbsH1hrtczrsXqyGrNANXBPknAQ5QBH1gC3Lf/X5qA5vVTjEslAKZxUyKqnoUDMM2+Di9kZWrB+ARqZATAcXAAnlixh6Wl3nO7wjyXSvO8g16f4sgm7QCUx2APwDQh462Ad+Gkx75rQtcyFgytAp/miUsx59kJXs3oEEKQb17A7NDdlJi3IPADkg77IXZGr6E1eSfygKCPFutuLNkEQKXvwwP6/6UJa7MwhPc+3GkPnTo8FjozKcaCPGMZQhiU+q5iUc7fKDGvBARCgCFcTHrYGvsUEXvXuK5BoVAojgWUAKhQKBR9cKRLXbw9q7FtyQjbI01jKnHaGtmfuT0/p3zQMeeWzOFnS99Gqc8LwLin4Q0+t+kRuu3EqI/Xlwean6PF8oSt68svIMcIDTnWli531nlfzKcFCzi7JHsX4uzgVNIyz/ZYbdb7TQsV8N0ll/GDJZczLVgAwI5IKx9b9yBf2vQ4cddOrS1Gh7MTgBJj8aBzTQ96wly33T3I1v5/NyEbQFoZByD0LwPuOzpdAuymfjuYABhMOS3ibhtSDuwZeCySEQBHkeRb1zm+AmDAGB8BMGS2ccUcry+mQQkLQx85qIRixdGByPRQOzYdgAC6KCCkXwJAzHkSRx55fVAD2jkAJN0N2O7AcKnJjiaClPrfz+zQXeQanlPPJUJT8qfsir6THvsFACy3jabkHQCEtEXkG0O7+oTQyE+lAXfaa8d1ven5wtpsTNHb61Unj6n+/2Kq/3OZsmAhQKeHLdFbaEjcTZe9gS578iU2KxQKxWRECYAKhUKRoseO8+d9L3LL+j/xrZ3/ZE906JOWJ1s2cfu+F/joxjt577rbub3uRfbGsnd6bUsJgGW+XArNofuazcsp49fHXcOilEj4SkcNH1l3D3WxjqyP1Zea+H4ea30RgIWhGZyRP3xp1lNN22mIdwFwY/UJWYU3pAnqfqb6vXXviGYvAKY5tWgad5xwHR+bdQY5ulc+3GHFuWX1PeyPd9Nub0PiCWtF5kABcGt3M080b8en6czJ8U4oNPQB4zRZR8C5g7Dz/8h1rmOG/z+YKR3nwCRg8Mp+rQMdgDkDy6oCqR6AEpeEHLqf4LGEkwoBybYEuDuepDPmCd7jEQACZJK1Y/bYQ0BcaeH4/oBPd3CkIMd5P+YQzfMVxxopB+AxGgKSJifVUw5sIvZ9E7qW0eDKLrqsO4g4/wA8IVCmSlOPREytkqmBbzIt+Av82lwAkrKG2vinqIndRn3iR5nS20r/x0a8iJFvLAcgIRuJuw3jskZXJulyNqTmP77ftn3J37Mn8QN2xL9Lh7OXpNRJX3PVhE1D4mdsjX6UjdGP0W6/wtboV9QFN4VCoRgGJQAqFApFij/U/pu7Gl4BYGXbVj648Q6+vuNhdkab+o1LujY/3vMUj7V4X1j3JTq4s/5l3r/+Dj64/i/8rf4V6uMdwx4r7QA8sPx3MIp9Yf5v6VVcUDofgJpYBx9adw+vdYxOVHOly58aHsFFYgidmysvG/bLvislf6l9HYBKfy4XlM4d1fEA5gSrAdgRq824v0aDoelcP/U47jrpHVxQOpc3OuvZE23nY+sepCbuNQIX6BQZCzL7ROwkP97xH25ZfR91sU6SrkNF0CtpMkVvH8L0avzuPwnJX2KyE516cuXXeOjEhzm3qJbaaMeg60ocIADOHLQEuDhzO6b6AAJ9S4Cz+/qxr7PXuVmVPz4OwNA4OAC3x2/HFjUAPL1nIXFr2risTXHkI1AOQABTm49P88SciHXvgLLTyUbS3UZr4uvsi11Mh/UjnFRJrF9fgKkd+a/vsL6CmcE/UeH/LDoFAEScF4k4T6LhkqedQTiLXo3pIBAYPxdgt7MJiZWaf3nm983JR6lP/oVm6xEEEhC4aCQwsKWGlGTKgv3YbI9+hjZ7FfXJe8ZlXQqFQnE0okJAFAqFIsWcnHJoWQ94KbaOdPl3+w7+3b6DUwtm8c4ppzAvXMH2SBNW6grzZaXL2BtvY0O31wdsd6yF3XUt/LHuBeaHyzmnaD7nFM+l1NcrXkTsRKbM+MAAkKHwawZfmHs+M0NF/Hbvi3TbCT6z8SE+NussrqrMrsH6s+2vszPVi++KkjOp8BcPO/651l3sjXnrvGHqCgxtoHtuJOaGqnm24zViboL6RDNTA2WjngOg0BfiywvOZ0ogj9trX2dfvIvVXaspD0KBPhtDBJBSsrJlF/+34z80p3oW+jSdm6edQF5gHa0x8Gk+Ek4fN4d08cnHAXCYAcTQaGRWqIVfL32KzT2b0WUJjljeLzSkbw9AQ2gDEoChNwUYSAWBjF5APdoYrQNwX0dX5nbVePcAHGMISIu1mr2J+wHY3VHCypoFnFeSHJe1KY4CUk7QY90BCJBj3EBbcg0uLcScpwgZl0z0kvohpU3MWUm3fRcJt3+yrCkWkGteR0i/aIJWN/4IoVNovpU84820JH9Pm3U3AomOJOGupd16gALjCoQY+rM+qFVjimIs2UqHvYZy38H/TTsyQqJGnrEUgE77VXYnfgCAKYqZ5v8EZt8AEympT95Jj/MCupAIASYOuhTUJX5HoXEKIf3ICG9RKBSKw4kSABUKhSLFnFBp5vbHpr2ZnbEmHmvegCUdXurYxUsduzgpfwYVvl6x5+app5NvBmlOdrOqdTur2rZm3H1bI/vZGtnPb2qfY0luFecWzeOsorn9Sovn5VRkvT4hBO+cegLTg4V8Y9uTxFyL/9v1HLujbXx85lnDCnTtVjf3ND0DQKWvmMuKzxj2WFJK/lzzGgDFvhCXViwYdvxQpINAALbHasYsAIJ3/98/42RcJH+te5VifxsAQW0u9bEufrDjeV5sq8mMP6Wwmv+aexZTg/nc1eI5O82+zc2lxOANdLwyprj2TpLiQnzyAVzrN+ToPSzM2QfOh7DE6Uzx9zofkn3cY9NC+YOm0wYGCICK0YaA1KUCQHQhqMzLGZc1BNIlwM7oHUkJt4MNUe+k1CDM3VtOQiLosZQAqPDoDQE5th2AAAH9XDRRhiubiNh3TRoB0JFt9Nj/oMe+D0fu77PFIKS/mVzjenzasqO2p6cucgnpp7Pf+js6Eg1w6aIx8W3arX9Q4f8UoT5OvL4IISgwltNsPU2nsxYp5UE/TukAkFx9PoYIEXV2sT32ZcBFI8C84LcI6/MG7JdrfItd8R/QYj2CgYMmQBMSHwm2RT/OwtDv8etj/86hUCgURyNKAFQoFIoUM4IlGedfi9XNrdPfxA2VJ3NP42s82rSOpHR4tXNParSkzJdHvhkEoNSXy9WVK7i6cgUN8U5Wtm1lVes2dsU8sW9D9z42dO/jF3tXUuHvFRDnhUb/5fTM4ln8fNnb+fzmR2lMdPNg4wZqYu1cP2UFYcM36D4PtT5FzPV6qZ2dfxpbegZvap5OE365vYbtEW/t11ctx6+N7eOi2MynwMilw+5mR6yW8wpPHNM8aYQQfHDGKRhaDYbmpSj/fncLmzvuIplyZZb4Qnxi9hm8qXR25sQk7qYcgaL/4+NzHwNA4iMpzgPhIymu5cGWWXREf88t1RvIMSxM+QKfnfECi0OzeGD/uSRlrxg1WPkvgClCGASxiRFz2w7qfh8tOK73N8vWAZgWACvycjD08elaEkyVAPdYSda27h9hdC8SSaf2Y5KiA4CQ8266E16ZYLcSABUphEiHKikBUAiTHOMauqyfk3TXEbf/Q8AY/uLToSThbKTHvpuI8zjQewFAo5gc4+3kGG/H0EqHnuAoQUqHhuTPAQHkU+n/L1qSv8GSdSTcbeyNfYg843zKfLdiagMvUubrngBoyTZibg0hffqY1+LIGD3OltS8x5N0W9gW+29cooDGnOCXBxX/wPs+MCtwG7bsoc1ehS5dTCHx3q072By9nin+D1JqXnvUirkKhUIxWpQAqFAoFCl8msG0QBG7Yy3sSPX9K/bl8KFp53Jt5Unc1/g6D+1fiyU991e1f3DhpzKQzw1TTuaGKSezN9bKqtZtrGzbRl28HRdJfaIDU+hU+PMIG/5B5xiJ2eESfn3ctXxxyz9Z39XA/kQ3n9n08KBjg2aSitweALoTPr699YUh533uzFs991+q91+e4ectlYMn7GaDEIK5wWpe7d7E9jEEgQw151mlsDUOUsKenjyS0kZD421VS/jAjJPI0U0E7QgZwxVVxF2v7LevA1CQxCefBSApzs6U7gFUBCr43y3L+Vv9Au49OUKV+RiCJFeU7eKS0j083bKcXd3zaLFCzMoZ/HkAENRLiLvtRJ36Qbe70qXT7qY2vp8F4Zn4NDPrxyHixIg4UV7t3sApecsoMYdex2RhtD0A0wLgeCUAA+SaPvJNP53JBLf8+9Gs9zttyg7eMncdAK82zOAf21LvEf7gqFKNFUc76fcRGykthMj+NX00EjLeRpf1GwQBWpO3olvV+LUV+PQV+LUV6KLqkIozUiaJOk/Rbd9F0u2fFOvTlpFrXEdIP/+Y+jt12c8gpPeYl/neS4F5IfnGebRZf6cl+XtconTZT9FtP0+x710UmzeiiUBm/75BHZ3O2oMSALucDZkwr3xjObbszoR4TPd/ggLjtGH3F0JnbvDzbIlG6XRew5ESn9DRSCCx6LRfocx33ZjXp1AoFEcbKgREoVAo+jAn5cjbEekf/JGrBygyQxhCIPCumxeaoYETHMD0YDHvnnoav1/6bn65+B1cV3ki5b5cvjjnUn606OC+lBaYQX60+K1cVbmUby28fNAxAklxyOtF5biCtujwa/7C5n+ytrOe9V1eWew1VccR0gd3FWbLnJAXBNJstdNp9xzUXGla7Y0AOG4F3138dlYUVPHbFW/jU3POJMfwE3b/h0LncnKcLwAQd73HoG8ISICX0fDWkxQX95s/3dOv3Q6wquPtdOn38GLHCThSYAiXi0pX89Sp93DbzNeYlzP04zPd9yZcemi2XyXpdg/YfnfT43x654/48b6/sjvVnzFbXu5ay5f2/JiHWp/mzv0PIccQsnK4ceTYegCOV/8/gPfNW84zl7xzVPuUhzu5ZLbXH7Q5msMjO47LbHvi4ht4z7zjhtpVcYzRGwICygUIuiii1P9HfNoJADiylqjzIB3JL7M/fgWN8YtpS3yOiHUPlrtz3N7HbLeZjuQv2Re7jNbkF/uIfz7C+hVUBP5CReBPhI1Ljinxz5UW+5O/Iim3kaefTLH5NsBzaxb73sns0D3kG1fgfXtI0JL8HTuj19FlPZn52wS0CvzCcwZ22msOaj3pIBGBSa6+mPrkHVi04RPllPuuzGoOTfiYH/oqOfoiQJCULglpICV0Oa/QnHzwoNaoUCgURxPKAahQKBR9mBMu48nWTbRYPXRYUQrMEK907OI3tavYlwruAC9B9oKS7J1xQghmh8uYHS7jvVPPQJK9CDIcpqbzyVnnAPDzZW8fsH1Vx8u82uOt+/Lic1g8bWAQRacV4/Ob/wnA7FAxd6TcfyHd5O2VSw96jekkYIDt0VpOzFt4UPO50qbd9kqG5oVOZEm4gp8d1/9EQeI1C9doQUpJLCUA+rReB2AuT3vzUYglTu63f3kgB5+mk3QdaqOdSDGfv+2/iq9vr+YLczZyRuF2grrDh6avw5a3Ybk3kRDXQB+XBEChuRDiLi5J6pJPMStwVb/tJWZB5va+ZBPzwzOyfhx6nN6QgU3Rnazp2cSK3LG7NQ8HoykB7kkk6Yh5ZevjKQCm+f2Zl2U1TpKkTfs6jnBB6szzf4pfnj5j3NejOEro4ySWMoIQBRO3lkmCT19MvvgICeckEu7rJJ01uHifS65sIuY8Rsx5DCzQKMi4A336Ckwxb9hQir5I6YVZ9Nh3EXWeBXp7teqighzjanKMq9DF5HdLHyo67IexpHeBr8C4EO0A8dPQipkS+AKFztvYn/ghMXc9ttzPvsSXCFr3UeG/jYA+n3zjeJqsf9Fpv4GULkKMzVOSFhBz9YXowk9AmwKAJdtwpTVgfUOhiyALQ99iY+Q2ou4uBBKZ+pzpsrdQmqWYqFAoFEc7SgBUKBSKPszuEwTyUsdO/tO+ndcyff88J2CnEyfPCHJcXvUgM4yMSLkIx5t0/740NfFGXu/xXEuLQjO4ruKsQUutHmzoLYuaGizgj6nwj6sql5JrBgaMHy3TAhX4hElSWuyI1Ry0ANjh7MTBE4aKzMEFL1eUggRBO5YbxU2VGKVLgMPCIsgbACTFhSD6fxxqQlAVzGN3pJ3aaCfglRvvihXw7d1voWjvHj44/QVOL2zAED0Y7s/xczdx7RaS4orMfAX6fPL0WXQ5u9ib+Bcz/Vf2O1Gq9PU+3xqTowsKSbsphXeqw91N/2RhaDZB/eD/ZoeK0YSA7OvodUxOLcgb97UsL84ugXtz9Jc4Sc+dOS94EzMCp4z7WhRHD+kQEFBBIH0xtbmY2lxyeAdSSmy5h6S7moSzmqT7eiaMw6WDuPMMcecZsDxHpU87Dr++Ap92Aj5tEeKAXq6ujBN1HqPbuhtLbu23za+dSK5xHUH9HIQ4tk97XJmgOfknAPxiBvnGhUOODeoLmR78DV32kzQlf4otm4m5a9kdu5kC4y3k6YtossCmm4i7kxx99Cn3tuyhx90B9JYVh7T5AEgsYu7uIfv/DYYhclkY+g4bIp/All7LESmhyX6CMvst5BoH991DoVAojgaO7U9ChUKhOIBZoVJAIoCf7HkKiSdY5BlBbqo6g380rqbTSbAoZ8qkbirtSpc/NTyKi8QUOjdVXjbkep9v3QXAlEAezzR7X8b9msF1VeNT1mgInVnBKrZE94xLH8BWa2PmdrGxaNAxLiWAV8RkybrM79MhIMcH2xEpUTChXTxwAqA6mO8JgLGuAdvWdBXxnjcu4fziZn68dAcGm9FoIeR+Bz93Etc+iCXejBAaM/yXsS76U6JuI832asrM3iCUIrM3EKY5ObqgkE7HE8jKzCL2W610ON082Po015dl52ybCFw3ewGwrp8AOP4OwGxosl6iNvkIAMXG8Uz3XzXCHopjnd4QEIDokOOOZYQQmGImpjaTsPF2pJQ4soGk+zoJZzUJdzWO9BLdJRES7gsk3HTvWj8+bWmqf+B0Eu5Wos5DuHT2zk+AsHEZOcZ1+LQ5E3APJydt1v3Y0gv3KvW/b0RnpRCCfPNCco2zaE3eQat1J5IEHfaDaDxJAJs4Jp322jEJgJ32OsBzhRekUofD+vzM9oizdVQCIIBPK2Zh6DtsjL4DABcBSHbEv82y8G/Qxdj6LisUCsXRghIAFQqFIoUjXZ5r24qBwEUikehC4y1ly3nHlFNxgR/v9cpGF+VMmdjFjsCz7a+zM9VT7oqSs6jwFw86rttO8HqnJ5DNDZfyRqdXGnRFxSIKfSP3OMyWOcFqtkT3sDfeQNK1RhV2cSDp/n+5ejV+LX/QMS69zjrb7Q3g8KW+/J8Q8MQ2m5k4DH6CUR3yXGe10c5+fakEYKdKWbdG59Cjfx5TPkvA/TU6e9GpI+D+Aks/D9CY4jubzbE/Yclu9sQf7ScAhvVg5na7PVBoHI5O2xPIpvjKKPUVsSGynZUdr3Bq3nJmBKpGNdehYHN0MxoaCWkxNzCboB4cVQ/AulT/P10IKvLCI4wef+JuKxujPwbAFHksCX1qzGVuimOJviXASgDMBiEEhpiCoU0hZFwBgCObSThrMi5BW25PjU6QdF8j6b4GmDhYkPLUG2IqOca15BhvQRPj7xo+knFklBbrzwAEtLnk6edmva8mgpT6P0C+eTlNyZ/TbT+NS5SQBn5p0Wk/RZX/mlGvqdNZ681PgBx9AQA+UYohCrFlOxF326jnBHBoQ6Qu3srUcyPu1lKb+AMzAh8e05wKhUJxtKAEQIVCoQDWd9fxq5pn2RVtzvzOLwx+uvhGqoNeP7mXO3Zlti2exAJgu9XNPU3PAFDpK+HS4tOHHPti2x4c6YlZr7TXEndsLilbwA1Tjx9yn7EwJ1QNreDgsjtez/zQ2FIDpXRoszcDUGwM3e/OFb0CoEz1OwIwRYAyPc40n3dintQugiHEqOpUEEjUsWhLxjJuUIDHzn4XdbFuNAEIgSXehCXOJuj+EL/8B4IIOjtxmI8u/FT7zmdX4n6a7deJOPWEde/5E+5TrjvagJT0+HwjlwuKzuAre36GJS3+sv9BPjftg+hZ9s06FOyJ7+GOpjuwpY0j4ZTck7m29Oo+DsCRhbR0CXB5XhhTP7z3RUqXDdEfYElPhFwSug2/VnRY16A4MlEhIOODLkoJGRcSwitTdWUnCWetJwi6q7Hczfi0ZcTdbfi1ZeSa1xPQTlci/RC0WffiyA4AynwfGNPj5NOmMDXwTSL229if/BEJdwe6kCDfoCZ2G+X+2/Br07KeL93/L09fnOn1J4QgrM2j03mZiLN1uN2Hmfel1C0NSRBSLUMakvdSZJxBnrFsTPMqFArF0YD6lFQoFMc0+xNdfGvHI3xmy98z4l+eEcAFYtKm2JeTGbuxx3OSGUJjXji7/mETwZ2NjxFzvS+8N1dehqkNfa1nVetOADQEUSeJRHJa0XTK/DlD7jMW5gSnZm5vj9aMeZ4uZy92ylUzrACYKgH22J+55dN8nBD0eu1JBElx0ZBzTAsVZG7XRDv6bcvzBViUX8qCvF6hUaMen3ws9ZPApXf/6f5LSLtU9ib+lfm9IQz01EdxjxPFTYmxI+FKly6nVwAsMQu5ovhcAGoTjTzb8XJW8xwKGpON/GH/H7CklZFMX+5+lW2xHaNyAO7r9ATAqvzDX/67J3E/bbbXI7Ladzml5skj7KFQpOhTAiylEgDHC03kEzTOId93G2WBO6gMPkeh76tUBR+hLPAzgvqZSvwbAkd205K8E4CgtpgcfeiLgtkQNk5gZvB2co23kbqmQ8R5kV3RG9if+AmOHPliVtJtJ+ruBnr7/2XmT5UBx9xduDI56vWlBcAcfQkLQ9+k1+8i2R77Bo6MjXpOhUKhOFpQn5QKheKYJO5Y3LHvBT6w/o881+6VmQQ1H++rPptPzUyLNaKfI3Bzj+ckmxsqxzeMqDaRrO3exqvdnkPu7ILlLAgP7bSLORavtHtinCfMCD4y83TOKx3/nklhPUiV3xPLdsTqRhg9NC12b2BJ8RABIACIMDLVjF9P9TwC8AmTFUEvfTLOUlwxtJBbHewtL+7fB3AQ8UrGCDufQxBFohHVvoHsM3dIr8iU/tYmn8KW8cy2gOb1JXSRdNjdZEO3E8k4EvMNTyA7v/B0qnzeMR9qeYY2qyOrucaTNquN3zb+lpgbQyB4W/FVBDXv73BP831IzUvl1LMqAfYei6mFh7eUr9Pezo747QDkaNOZF3zvYT2+4shGhYAcHjQRwtCqVKlvFrQm78Il1TPW94Fx6V8shE6574N0yhzi0sT7XHRos/7Kzug1tFsPIqUz5P5dzhuZ2/nG8n7bwprXlkNiE3V3MRqSbjMx1ysXz9dPI99Ywfzgl0l/bidlC7tiPxjVnAqFQnE0oQRAhUJxTCGlZGXrFt6//o/8tf4lktJBABeVLOH3y97D2ytOZH4fd9+OaBMAtuuwNdIITN7+fwk3yZ8bPXdZrh7iurLzhx3/UvseEq6d+fltlUu5rmr5IVvfnKCXmrwjVptJgx0trdYmAMJaJYERSjLTfQANesM1SrU6inTPUdDNecPuX+oPEUgJvbXRToZcsZSE3G+h47kp49oHsLWTBgyb4ffCOWwZoT65KvP7UJ8+gM1W+7BrStPZRyhMC4C60Hlnudc/KyGT3NX0z6zmGi96nB5+2/hbuhxPLH1r8Vs5Le803lLs3e82u43SOZ6LVhshBCSSSNIe9UTSw+kAtGWM9dHvInHQMFka/oxqGq8YJUF6v16rHoCKicWWHbRadwMQ0lcQ1k8cYY/sMbV8QtocotKPw/GEdS8h3ZHtNCa+xZ7Ye4mm+vwdSKft/V4nRI7WP0CkbxBIdJRlwF12r/s93zgVgCLzDGb7P5P5fYv9DM3Jp0Y1r0KhUBwtKAFQoVAcM2yP7OfTW+7mO7v+SYvllagsypnCjxe9k0/OvJBC0+vdVGCGKDG9Eti0ALgj2pwRyxbnTk4B8P7mVbRaXhLiDeUXkmMMH+LxaKPnFJQSTiucwcdnn3lIk43nBr3eQBEnRmOyZYTRA5HSpS0VADJU+m9fXOGVAZuiI/W/j3L9NQCSUtDDqcPuL4RgaioIpCbaOeQ4n7wPn3wCAEucSUK8e9BxJcZywpr33NmTeDQTLJKr9/YMa8oyCXgwARBgdnAaZ+d74uMbkS2s7dmc1XwHS9yN8/vG39Nie3/XCwou4PQ8r8zspJwTmRf0TvBKZrSQUxhFH6FUr66z9/5VFx4eAVBKyY7YHURToTHzgu8jV59xWI6tOHrw3kO9914VAqKYaDqtp3BTQrQrYzQkvktz8s90Wk8RdTZhy/Z+IVejJV2+2+XuZor/O0wNfB9TeC0/4u5W9sY+xL74l7Dc/f3260gJg3nGcQPSiE1Rgim8C3wRd3QCYKfzYmqOUgLarMzvy/wXMdV3c+bnvYnfjGpehUKhOFqYnDVsCoVCMY60WxFur/sPT7RsyLi4Sswcbqk+m3OK5g8qes0Jl9HS0cPOiFcCvKmnN0l2UU7l4Vj2qNgbb+TxVq/vzaLwTE7PXzriPt9adBl/qHmZlS27+OrCi0YUZQ6WuaHqzO3t0Vqm+EuHGT2QbqeOpPSEoWJzyYjj0w5AP11AMTman2LNcwdsiBeQHxw55bg6mM+OnjbqYp3MCBcA/TNDdLmBoPt/ADhUEdW+DEM8jkJoTPdfyqbY7+h29tBub6LIXEy+3ttvMVsHoCVtpvkrkNIlrAX7bbuq5HzW9mymy+nhb02PsiA0i4B26FxstrS5ff/t1CW90u7Tc0/ngoILMtuFEFxT8ja+V/cjkiSZsXwfJIbvdZgOAIHD5wDcm3iE3YmHKDQWEdJKqPZddliOqzj6EISQ9KBCQBQTTZH5diLOy3Q7/yHubibuDrwopBHC1CrwiSmYWmWf/6swtUp0MfRnZb6+nHruQWLR426mwDiTsH4y7dbfaUn+AZcoXfaTdNvPUex7N8XmO7FkN3HX+7wo0JcPmFMIQUibR6fzEhEn+yRgV1p02d5Fvnzj1AHf7aoD7ybi7iDq7GJp+BdZz6tQKBRHE0oAVCgURy2W6/Dg/jX8reEloo5X9ukTOtdUnsTVFScR0M0h950dKuWljl3sjbeSdG029uwDoNKfn3EKThZc6fKn+kdwkZhC56aKS7Ny8pmazgdnnM77p5+WVSjDwVJqFpKnh+lyIuyI1XJO4YpR7d+acv9Blg7AVBBIUPPcnksD3RjCKyt9LVbEm4JD7pohnQRcG+1ieii/3zYh2wk7n0dgI/ET1b+FFMOLVVN9b2Jr7C84xNmTeJQic3E/p2a2DsCYG6cu4fWkPLAfZUgPcm3pJfyu8R467C4eanmGa8suyWre0eJKl781/Y0d8R0AHBc+jiuLrxzw/Csyi7i06GIeaH2IYG6CJn09sHzIedMCoCYElfnjG0gzGK3WG2yJ/RaAuNvOivCXDqkbVnGUI8IgVQiIYuIRQpBnXIAmcrHcBpKyHlu2QJ+mFi5REu4uEuyCQdr26RTg0yoxtSn4RP//c/T5CHQkDp32GgqM49GEj2LfjeQbl9CU/BWd9iNIErQkf0uH9TAB7ezU8cWAAJA0YX0+nc5LxNzduDKBlkUrhh5nHS5ewEe+cdqgY+YHvwq4A1yHCoVCcaygBECFQnHUIaXk1c7d/KZmJfsSHZnfn104j/dWn025f+Sm4XNCZQA40mVPtCXjAFw8Cfv/PdP+Orvi3vquKDmLCn/xqPY/HOIfeCcic0LVrO7ewo5Y7aj3TwuAQa2UkD5yCrMrSkGCT1j4hcMyv1fO3eUYbE/m8aYsjjktJfolXDtTAi4QIB1C7pfQ8OaMap/BEfNGnM/UcqjynUtN8jEarReJu62Ex9AD0OnTXF1n4InMiblLeKFrNZuiO3mm4yVOzTuOaYHxfe5KKbm/9X7WRdcBMDcwl+tLr0cbwgF5as4p3LHtKXKLo+wPbqQusY+p/qpBx6YDQMpzw5j6oT1RizqNrIl8G4mLToATcr6IT1PBAoqx4zkAQaoegIpJQIF5IQXmhZmfXZnEko1Ybj1J2UDSrcdK/+824NC/5YVDBzG3g9gg7kEQ5GkGjnTosu+nKeHi03qdhJX+z1Jovo39iR8Sc9djy0Z6nL+TKzQSFBPSZgy65nQfQIlD1N1Jjj7yRb+uVPqvwCRXH/wCo3dhR4l/CoXi2EUJgAqF4qiiJtbKb2tX8VrnnszvZoVK+dC081iaOzXredICIMDqrhraLO9EbrIJgO1WN/c0PQ3AFF8JlxafPsErGp65QU8AbEy20mVHyDOyc1NKKWm1su//B70lwACVRpTpphfisiZehIvwmh+OQHUf11/UtjK3A+5vMKVXapQQb8XSsi8XnR64lJrkY0gcahKPE9Z7S6MbE83siNYM2GdOaFq/nx3ZW0I7WOm2EIJ3lF3BV/f+DEva3LH/IT437QNDinNj4cmOJ3mp2zvhqvZVc1P5TRhiuK8Vgj1rq1h87g40XXJ38718supW9EGcGGkHYFXBoS3/tWWM1ZFvYKVKy5eFP6X6/ikOGpFyAKoSYMVkRBM+/GIafm3aoNsdGcm4BQf7P+2y85AILAwB0Eqz9Yd+cwkMTFGBISoIaieScDfjEsEULibNNCa+Q6n/QxiisN9+Ya03CCTibMtKAEz3/8vRjxu2bFmhUCiOZZQAqFAojhr2xdv5yMY7MuJInhHk5qlncGHJklH3tyv15ZKrB+h24qzp6hVkFk2yAJA7Gx8j7nrlzTdVXoapTe639bl9hKwdsVpW5C7Iar+I20BCeu64YmPk/n/QGwICcHygHU14gt9rseHTg/tSHewjADqeAHhS3g4C8n4AbBYS027Lej6APH0GRcYS2uwN1CQeJ6R9JLMtSZLv1P5+wD7/O/MTrO7ZxFn5JxLSA7j0CoBDiXqlviIuKz6XB1qeoiZRz8qOV3hT4fDBJ9myI7aDJzue9I5jlnJLxS34R+gz6LiSeMTPvq1lVC/aT32ynmc7VnF+4UAvZl2HlyQ89RAKgFJK1kV+RLezB4A5gXdQ4ZvcAvp4IGUPkECI0TmFx3cNEuQbuM4/0IwvIcTQ7RiOTFQIiOLIRRdhdH0OAeYM2CalxKGDpNuQchDW0+NsoNN+AQ2Z+q7V61CX2CRlHUlZl/lNuuZAAB32g3TaTzAv/Dia8GX282nFmKIES7YQySIJOOHWE3e972rp9F+FQqFQDGRynykqFArFKGhN9pBnBOiwory1fAXvmHIqOUZgTHMJIZgdLmVtVy17Yq0A5Oh+pgUm7qT5QNZ2b+PVbq8k5+yC41kQnj7BKxqZ6YFKDKFjS4cd0ewFwH79/8zsHICyjwNwod8TlCJyCvV2MLV9ZAdgkS9ISDeJOhZRx6I60MUnp/8TAJc8Ivr/Qha9iQ5khv8y2uwNJGQ7AbFzxPFPtr/Isx2v8Gjrc5ydfyJmn7LtwUqA01xQeDovd71BQ7KZB1qe4vichRSa+UOOz5a6RB1TfVNptVp5f8X7CesjOzndlOOycWcJC+fb9OitPNH+FEvDiyn39ZZ0R5MWbVGvV+OhFAB3xu9mv/UCAOXmacwJXH/IjjUZkDIKzrdx3WeRFKGbdyFEFo0wx3UN+5HOI7jugyD3AODYfgzzC4d1HYcaQfr1oByAiqMLIQQGhRh6IaRcecUyyUvdVyKxqDTeTrX/bb2uwVSZcbrc2JZNKQnQK5IXQEBb0E/8SxPW59Nht2SVBNyZKv+Fofv/KRQKhUIJgAqF4ijiqdZNtFtRDKFxbeXJYxb/0swNlbG2q5ZO23NxLMypPGz98kYi4Sb5c+O/AMjVQ1xXfv4Eryg7DKEzM1DF9lgN20fRBzBd/usXBYS17FyYLsVIBAJJseG5JJvdU4C9WR9XCEF1KJ+t3S04MsrPFz1L2EggEUS1ryLF2BKhy81TCIhi4rKVOC8DXvnTu8qvYIqvrN9Yr9eeV+YdcxM83v4fdLw0YoEYNqzCEAY3lr+F79X+noRMcnfzv/jQlIMXutZF1lGXrGNRcBGFRuHIO+A5AAGQgnmJs1gbeggHh7ub7+XWKR/OOBn7JQAfIgFwf/Iltsf/AkCONp1l4dsQhzgFe+JxwX0QDXBlJ679eTTjB4f8fkuZQLorkc4DSPmit470NkC6jyDlxxEjBOgcUQhPAFQOQMWxgCZ85OlL6HTW0OW8gal9GJNy0AcGfGyJfJ1251l8IpeZ/puJOmvJMy4adN6wNo8O/kPM3YMj4+hi6O90aQHQL6oIaNVDjlMoFIpjnaP9265CoTiGuLzsOABs6fJEy4aDnm92qg9g2ie2aBL1/7u/eRWtlteo+4byC8nRD6+T52CYG/K+nO+J12OlgjVGIu0ALDYXZ5/OKgxcCjI/SilodU8a1VohXQYs+eT0lSzM8cqQ49ot2NrYXQaaMJjm9056EnI3+YYnFBQZBcwJTev3b254Ov+v+j38V/XNLAl7JVkyJaK4UvKTujvZGt3jlVUOwpzgdM7MPwGANT2beKNny5jXnSbd6y8bF2Wavn0L8ynhzQXnAbA3UcO/u/6T2VbXRwCcWjD+YRzdzl7eiPwAAFPkckLOlzCOiX5R/ctspfs0rvPTQ3IkKSXS3Yhj/S9O8s249v9Dyv+QFv8kJi4g0THMXx1d4h9eCAiAVA5AxTFCvrEcgIi7E8vtHHSMlJIudz0uGrnGqRT5rmJq8KvkmYO3XkgHgYBL1B3aKe/KON3O6tQ6VPmvQqFQDIcSABUKxVHDvHAF88MVADza9EY/wWEszA71d2JNlgCQvfFGHm/1rnYvCs/k9PylE7yi0TE36AmAtnTYE28YcXzUaSLmNgNQbCwe1bFsevv9dch5JMnOrdaX6lA+11Zu4y3l2wF4vXMmCfHeUc8zYF7/RYiUEX9W0Lt/ETc26FghBAtCM/nE1Hfx5ekfZoq/t2R2fWQb36/9I9+q+S2vd2/EHeR5/7aSC8hNlene1fQocTdxUGtPC4CWtEYY2Yvr9oqFmhCcX/gmyk3vNfavtsdptbxS+32p/n8CqMzLOah1HkjS7WZ1zzdwiCHQWB7+b0J6xbgeY/LSp+hDpC5uOL/HdR4YtyNI2Ypr/xnHejuOdQPSvQvoSm0tRmjvRrIcife80Y3PomnHjdvxJwsiIygrAVBxbJCfcftJupx1g46JuTVYsi01fvmIc4a1eZnbw/UB7HbWIPFc/nmq/FehUCiGRQmACoXiqOKKsuUANCW7eaVj10HNVRUowOhTHpcWFycSV7r8sf4RXCSm0Lmp4tLsHXGThDnB3vKcHbGBibcH0q//3ygFQEf2/v3a5RlA72OVrXtteV4rX5rjCa774mF+vPcyGIeyyYBWSKXvDACqg22YwibiDC4A9mVqoIJl4bkAmJqBP9U7aXd8H7+q/ztf3P1TVra/QtLtFefCeohrSi8GoM3u5JHWZw9q7abmuclGJQD2cSjqmoYhDK4rvQaBICkt/t58H1LKjAOwPDeMzxi6v+FocaXD2sh3ibqe6LwgeAsl5vJxm3+yI4QOqX6RmnYZpHpkuvbXkO5rY55XSgvXeQbH+jhO8gJc5/sgd6S2GgjtzWjGT9B9T4DIRbI2tYYr0bRrx36HJjXpHoA2chSvEYXiSCVHn4eGV4nQYa8ddEyn0/v7fGNgefCBmFoRPuG9T/XYQzvX0+W/GgFy9aPvgoJCoVCMJ6oHYBY8/fTT/PjHPx5x3F/+8hfy8sa/XEmhUGTPWUXz+G3tKjrtGA83reW0woEpdtmiC43j86bRmOgi3wgS0Cc+qfLp9tfYHa8H4C0lZ1PhnzyhJNmSY4So9JXQkGxhe7SWS0a4C632JsAr18zVR9fbp8NdTIdbS65mERNnIlIugWwRspNz83+BT3NJuBof33QechyDE2b4L6M+uQpDSKYHW7MSAKG3nDao+fnKjE+wquM1nm5/iU6nh2arjTubHuWh1pWcV3Ay5xWeTI4e4uTcZbzYtYbN0V083f4Sp+QeR3VgbD0MzVRqqy2zK+H21tzfAQgwPTCNs/PPZFXn8+yI7+Tl7leo6/QEwKmF41sWui32J1rtNQBU+c5nuv8t4zr/ZMcToqaBKAexCN28CMe6GYjjWLehm39BaNkHCUl3G677INJ5BGjvv1HMR9OuROiXIkSvC1doF4JzO+Cg6bcdcRcvsqU3BAQ8F2DBBK1EoTg8aMIg31hKu/0Knc6aQcd0pt5//aKCgJbdBdVC/Vyicisxdz2OjKIf0K5BSkmn/SIAufoKtDGEcikUCsWxhHIAjgJN0ygoKBjy39H6RVahOJLwaQYXl3olsWu6aqiNtR3UfN+YdxW/W3oTP1g48U6VNquLe5ueAWCKr4RLSwbvm3MkMCc4FYAdsdohe9elSQeAFBsLRx1YsNu5gB+0LuIrzcvw9xEiskI6hNwvE9CaAPja9lPZ2FPipW+MEwX6fPL02YBXBhxxsgsNcHAA0IVOSA9ySfFZfGvWbdxUcSUVvhIAup0ID7U+y3/v/CF/3f8oLVYHN5RdgSEMXFz+0vTQoOXC2ZAuAR6VAOj2HqtvmM7FhRdSbHgq8MOtj9KYSt2uyh+/C2r7Es+wO3E/APn6fBaHPnLsfWbLdcBukC+B8CO0RWjG/6Y2duLYtyLl4L27MlPITlznb9jJ63Csq5HOHfSKfwUI/R3o5t0YvnvQjBv7iX8A0n0O6AFiOPb/Q8r4+N7HyYLoFQClVGXAimODdBlwzK0h6bb22yalS6fzhjcu1S8wGwrNk4k6a0nKfTQm/zpge9zdS1I2puZV5b8KhUIxEsoBOApKSkr43e9+N9HLUCgUI3Bp6TLuaXgVF8kjTWv58PQ3TfSSxoU7Gx8n7noOtpsrL8MQ41ceebiZE5rG851r6Xai7E+2DelkjLttRFzP8VhsLhn1ceJuWlATBLQQoykBDrh/wJReadFD++dzb+Pc8dT+vFUJwQz/payL/pQcI0lbYjtwyYj7pR2Aep/reKZmcGb+Ck7PW876yHYea/s3O2I1JKXFsx2vsLLjVU7IXcTpecfzXOer7InvY1Xnq5xXcMqo1512AI69BLj3gfRpPq4tfTu/bPgNcZkgf84uml6ZNm4OwA57GxuiXtiFXxSxIufz6Kmy6WMK98XUDR2EFwqj6eeD/CSu838g9+Jan0Izf4UQvW5nKW2k+yLSfQDprgT6/s11hHYGQrsSoZ2DGOFx1fR34sp1SPdJpHwV2/okhvmTEfc70kiHgIAKAlEcO+QbyyHVXrbTWUup9ubMtoi7C1t2p8aNXP6bJlc/kRx9OT3OWvYn76LUvAKf1tsDt8t5KXM7zxj9Z5lCoVAcaygHoEKhOOoo8+dxSsEsAJ5q3UTUGV3Z52RkTfdWXuveDMA5BcczP5x9qd5kZG6/PoC1Q45rtTZlbhcbi0Z9nLjsddQFtOxLdw33BfzyDwDYzOOvDZeRFg/H2zc2xXc2tusJLn594wijPRzZ6wA8EE1oHJczn/+edgufnfY+VuQsRCCQSF7r3sjKjlczAt4DLU/RYXcNmGMkxuIA7BsCoh+gpM4Jzua0XO/kraCim6KqTqryD14AjLttrO75Bi4WAoMVOV8goB15ZfPjgnzZ+18s6Ze6K/T3ILS3ekPkq7j2N1Ipvrtx7P/DSV6Ea38U6T5JRvwTs9D029B9T6CbP0PTL8hKxBPCwDC+jdDOSR3vBWz700ddnzzRr0wxO1evQnGkE9ZmY+C9txzYB7Czz8/5o+jTJ4Rgqv+jAEiS7Ev0N2Kk+/8FtJn4sywrVigUimMZ5QBUKBRHJVeUH8+LHTuJOkmead3M5WVHbmPouJvkjsbHAMjVQ1xbfv4Er+jgqfAVk6OH6HGibI/VcGbB8kHHpQNADILk6zNHfZy0A9AvAmhCz0q802Q9IfcrCCQuuUT1b1Ee3AKdB1dOPhS68NNlz6bIt4Ww0UDEqSesD5843SsADn8db3awmg9XXU9jsoW6yE/YGa9Nlf3KjJtxTcdXqA6/GVfTcF0XvU8ZshRzB523wqhnlq8dvzZ4z8KGZAPlZjlan/X16wGoDfxLXF58KWu6NhAXEaYtaaAo7+CuUTrSYk3P/5JIpU4uCX2MAmP+Qc15pCJlN8gN3g/i1H7bhBBoxpdwrDqQryHd+3GSLwKNB8ySi9AuRtPfmhIRxyaFC2FiGN/Htj6BlC8g3ZU49ufQje+OusR/8tK3BFgJgIpjAyE08o3jaLX/nen3lybdFzCoVePXSkY1b1ifT5FxEW3247TZj1PmvJ2wvgBHRuhJJQ7nG6eOMItCoVAoQAmACoXiKGV5bjXVgSJq42080rSWy0qXHbE9v+5vWkmr5fXmekfFReTo4xdCMVEIIZgTrGZtz1Z2RIdxAKYEwCJzYSrFdHTEUgKgV/6bBTJByPk8Gp4rLqp9GVdUUR3sFUNGaFk4Jix3MVJuQQjYm/gXi0K3DDvewSsB1rI08lf4SpgpHuWsnMG32z2rMrezKcY8N+T9A4hJmemLuD22k6ZkEw+1PkKhWcg5+WdyQs4KfJrvAAfgwHUHtABTuk9hV94zmH6HV5xnWcSNWd2/A5FSsin6SzocLzlyuv8tTPW/eYS9jmLkq5B6zqANPFEWwkQ3f4hjvQtkE73in0CI0xD6lQjtPIQIjMtyhPBjmD/Ctj6AlG+AmHYUiX+DhYAoFMcG+cbxtNr/JiEbibsNBLRKpHTostd72/XlY5q3yv9+2u2VSBLUJX7OvOBP6LJfQ2Kn5lX9/xQKhSIbjp5vW4eBzs5OPvnJT3LNNddwzTXX8KEPfYif/exn7NmzZ6KXplAoDkAIkXH97Y21sr67boJXNDb2xhp4os0r3VscnslpeaPvgzdZmRvyyoDrky30DJJ+m3C76HZqACg2xna/4wMEwOF7AAbdH2LgiUZxcTO2diYA1aH8zBgr5b4bTwJaKY1J7xi1yaewRwhHSId3DFYCfLjRnN9mbq/seJ57Wx7AxqbZaubelvv5es23+Ffb43Q73b37DOIABOhpzqOl1nsc1kfXsyGSXUn0gdQkHqEu+QQAxcYyFgSHF1SPetx0n6wgiKWDDhGiAN34aSoN+Hw0/VZ03+Povl+h6ZeMm/jXe7wgklm4SCznz0jZPK7zTyh9SoBVCIjiWKKvwJcu++1xtuGkSuFH0/+vLz6tjArf9an53qDDfp7OVP8/jTA5+tHz3UihUCgOJcoBOAoSiQS7d+8mHA4Tj8epr6+nvr6ep556iptuuomrrrpqopeoUCj68OaSRfyp7t/EXIuHm9ayLK965J0mEa50+WPDo7hITKFzU+VlR6yLcTDm9O0DGK1lee68ftvb7IPr/weDCYBD43MfwS8fBMASJxHX3p/ZNq2PAJh0x18ADGtB1neXUunvxJYR6pMrmea/eMjxw/UAHIqk9tkht4VCIbRUCXA0GsVw/4BGEy5zsfQD9pM70O1vI4RLt2Oi+6/EAOJunK3R7QDMDsymy+mi2Wom6kZ5quMZNFYxc3kujbuKB/QATFPX0UVNUyXFFTGEmeS+lvuZHZhFcBSu11ZrHZtjnigZ1MpZHv4s2iQQSicUN93/78R+AR8HIrQZAOjaDw/9kmQdjnwIAE07GyFKD/kxDxcqBERxrBLUpmGKIizZRqezlnIuyZT/wuj6/x1Iue8Gmq2HsWUbdfFf4AovcSTPOAkh1CmtQqFQZIN6t8yCoqIibrjhBk4//XSmTJmCaZrYts2mTZv485//zLZt2/jjH/9IUVER55xzzkQvV6FQpAjrft5csohHmt7ghfYdNCe7KfWNT7Lo4eDp9tfYHfcScN9ScjblvqIJXtH4MjMwBUPo2NJhR2ygAJgOANHxUWDMHtMx0iXAwZQAKPp1AexTkiq3EnS/B4BLOVHta9BHNKoO5WVuJ5xDIADqQZqSuXTbfnKNBHsS/6Tad9GQgm+6BHikHoD99tGvGXKbESpE13Ucx8GJb8XnftvbR7sYV1veO1Dux7T/H0K4JKXGr1qX84EpeRjAxsgWHBxAcFHh+cwMzGBLbCurOp5nR3wnLg4l0zoomdbBM859hKLnMz84r1+fwH0d3TiWQWHbcjrKX6HL6eahtke4rnTotfcl6jSyJvJtJC46AU7I+RI+LW/kHY9ipGwE9ng/DFL+O1HY9q8AGxCY+kcnejnjTBCvyMZFhYAojiWEEOTry2mxn6HDXouUMhMIEtJmYWr5w08wDLoIUeV7H3sT3yVJfeYjPN9Q5b8KhUKRLaoEOAuOP/54brjhBqZPn45pelfODcNg2bJlfOtb32L+fK+p+O23347ruhO5VIVCcQCXly0HwEXyr6Z1E7uYUdBmdXFv0zMATPGXcmnJ6RO8ovHH1AymByqBwZOAW20vtKDQWIA2jGtpOLJxAArZRcj5HIIEEoOI/k2kKOw3JsfwY2reR2ZyFMm32RLSg4BgV9RzQXU7e2jv44A8kIwDkPF3tuny373HSZVAAyDjGPZtCFoBuKt9IXVWHpbrJbiui3g9nnL0HGYGZqAJjUWhhXx4ygf4VNUnmK0twnU9QbNR1vK7xj/y3bof8mLXSyTdJDHLoiXilYLP9s1naWgxAK90v8bW6LYR123LGKsj38CSXv/GZeFPkavPGDhQHmOf05nyX0CcMnHr6IPr7sZxHwZA1y5D08Ym8E9WPOHee89RISCKY42CVJmvJVuJOLvodrxWDvnG8oOeu9i8hOAB7xf5+skHPa9CoVAcKygH4EFimiY33ngjX/rSl2hpaWHXrl3MmTNn0LF/+ctf+Otf/zrkXFdffTU33XTToVrqUU/aKZOfn488FF36FYcULSWuaJpGYWHhCKOzp7CwkBP2zeT19t081rqBDy++GJ82+d/6trbWETaCxJNJPj7vekrzRpead7gZ6+tvaedcdsbq2B2vJyc/FzP1t0k6PXS17QFgau4JY35OJOo9QakgWEhhYSE5Rg4p/Yrc3DwKg4VIux06JbggwreRFzpr0LlyzQDtySh+3Rz1ep5rfop8s5DjCk4YdHs5pdAANfEijs9vxpUJ6uWTzC48c9DxWqMn/Pl9vnF5vfR9/QX0l3EdQKsiv/DEzN/WdZqIt0WQElxMTgw1UmZEyQ2uIeg/hS0xT6Q7sWgFxUXF/eYvpJBYPJ/7/no3ZTPbmDW/h7iMZfoEPtb+BEtDJ2H6LayEycKpU1gxeylf3PgVok6U+9oe4OsVXyagD96HTkrJv5u+T7ezB4AlBe9lYdFlB4xxSPT8FMd6lWD+rxEifNSU1A/3+uvpXEPSAaGVUlB00qS4z+0dXwTLBXSKiz6LYYzfe/5kIbY/B8ftwe+3Kcwf/v4dqs8/xeFBff/sj986hx31PwCgS1+Fi1eqOzX/LApDB//8XhD6b9Y0fQAQhI2ZlBUPft6VLer1p1AojiUm/1nwEUDaAQjQ2Ng4pAAYiURoamoacp5oNIquH+N9isaB9Ae54shECDHur4NrZ5zG6+27aU9GWNW8mYunLB/X+Q8Fd9c9RXOykwW5M1haOHeil5M1o339LcqfzQP1z5J0LfbGGpifNwOAltgmZKrMtTK8YkzPCVe6xF1PAAybeei6jt5nfbquoes6kjySbhIhXYg9gBl6G0If2I9s1eW3EtTNUQsojnS4v+EubGlR3FDK15f8aMCYfJ8Xz2tJg6LA6bTEnqUmsoq4bCNsDFxL2gFoaMY4v14SuNZ/vLkDb8Iwer8m6HoldvBSrMiv0bBYFGhlUaAVIrfhROAL5QH2JAuYlTcdab+Obi5FaH179wmshMm+LeV8++yP0BnYxRONT9IQb6THifBi90qWXSBoq8snmBenOFDMO6Zdx+92/5HWZCv3NzzIjdPfMeiq17X9gdrISgCqw+ewvOR9/VJlXaeBWMcnsJMvAhBpXkJO8b3o/snhiBsvDnz9SeliJT1Hp89/Vr+/50SRtDYRi3u9NsOh6/H7jy73XxpNy8FxQZL9d7tD8fmnOHyo758eufo0QsYUonY9zfEXU7/VKA2fiK4d/PO7LHwmy8t+QnHwNCynY9xeM+r1p1AojgUm/pvgMUQ4HKasrGzI7aFQCOcQ9JY6VhBCZJrYqyuwRx6apiGEQEo57qX0ZxTPo8yfR1Oii7/vfYkLygdPwZxMtCQ6AMGcnOoj4n1hrK+/eeHpmdsbO3cwJ+wFgzREvabhGiZF5vwxPQZRJ5JJ+g2III7j4Lq9a3McB8dxkLIQ4T8HGb8XnK0kW69HL7gdoVf2m88v9DE9N//d8iy29MpkK/xVg96XkNbrbAvqpwHPInHY2n4/xxUNTLC13XQJsDYuz4/0689JvAjSE02Fee6AuY3AOxD6bFoiz9IZ+zdTzB504T2mJUacEqMRkr8l2vpbb3XGfDTzODTzOHRZhiZcXKnhEybnFJ/FWUVnsL5rA0/sf4rN3VvQNEnJtA5+2/Bj/t2zgAvK3szivEVs7NrEU/uf4cSCE5ib0/8iW13ked5o/Q0A+eZMTi39Qurv7K3dij9OvOu/QXb028+V4SPitZUNQ73+bGsz0m0BwDDPmBT3t7Pzu6lbPsLhj0+KNR0SRBgA1+0e8T4eys8/xaFHff8cSLH/JKL2g0SsGgAKfAvR5Pid55QEzgMJPq3ioOdUr7/xQYmnCsWRgRIAx4GtW7dmbpeXlw857sYbb+TGG28ccntLSwvt7e3jurZjCV3XKSwspLOz8+g9oTiKKSz0Qghc1z0kr4OLS5by533/YX1HDa/WbWVOeGgxfqKxpUOH1Q1A2PEdEe8LB/P6KzOLaLLaWNe6jbODywHY1/06AAXGHLo7o4ylkX673Zy57cahvb2dnnhP5nddXV0E46nHVn4av6bjc+8GZzdW63VEjZ8jxdRRH7cvUkr+1fhA5uczQucN+ve07WTmdmfER5GxhDZ7A9s6H2QqVwzogZhIjXcsZ1yeH+nXnx33+k5K/HRFFkD0wLlzgfOpt2bxy+YkJg63VpzP2u6/UWW2Mj8QJ0/vSI11cO1NuPYmiP2N+SF46n0mW5rKCdv76Gg9ESkWM42pvK/0PXxz87/Y5q6leGonQpNs7t7C5u4tFBlFGMLAlja/2/VH/qvqE5ia93h0O3t5seurAJgih+OCn6enMwkkQcbRnB+gufdmVu+K09HkCwB0dbsgJv9rKxuGev1J54nM7UhsKdH4xN5f191AwnocAF2/hu6uEHB0/A0OxHX8ACSTHSO+Rg/155/i0KK+fw4k4C4CHkSmLsSEWTJpn9vq9Tc+lJRM7lY1CoXCQ3nVR2CkK3m2bXPnnXcCUFxczOzZR2cpi0JxpHNx6RKMVEngI01rJ3YxI9BhdWfyaQuNIye1eKzMDXmuvx3RWqSU2DJOh7MDgGJjyZjnTScAAwT6laJ69Ht3FxoJ7VMktJsB0GggZH8ATe4a8/EBdiW20eV0ABDSwlT5pg06zgsB8Yg4MWb4vf51CdlOo/XigPFuOgREjN8VdyklbuJZb35xMojB++0BmClB0kJnUzzAk91V/KltGTvcn5E0n8YyfoqtfxBXnImkILNfyLRYUVVHif/vmPZn8FmXYVoXYVi3sSJ/FaUtDr4tKzi/4E2EUsEtbXYbdip4pdlq5uG2fwKQdLtZ3fMNHGKAxvLwZwmnXZvudnT7xoz4JynEMX6C1M7pcy+O/tdWbwDILIQY+gLl4cKyf5q6FcDU3zehazn0qBAQxbFLvn5c/59TwSAKhUKhmFiUA3AEmpqa+N73vscFF1zA8uXLMw4/x3HYvHkzf/7zn9myZQsAN910k+r/oVBMUgrNMGcVzuPZti0827qZW6rPItcYKApNBtrs7sztIjNvAldyeJgbrOY/nW/Q6fTQbHUgRE3GNVBsLhrzvPE+AmBQ88rxBH379x1wgUcIkvpHgDB+9+dotBC0P0TM+AmuWDCmNazs7HVgLQ+fPGT/QEPoBDSDuJsk4sYoN88lIIqJy1b2xB9liu/sfuOdVH9ETYzfZ460tyNdL43ZEYOHj/Sut/frw47YTgD8wsf84FwQJlKcgeQMXB2QEtjHtoZVrK97lsXlDSypaEUTnotR0IKQq7hyIVy5MLUWZnBp7kL2JAtZ1dXBxpiDnbpmuSm6iSvcS1gb+S5RtwGABcFbKDGXZ9akuY8gpLcuV5yGa3wNRAnC+UOfezF0MvTRgJRJkJ6TFm3iex1K2YYrtwMgxEKO9mvQgnDqVmRC16FQTAR+rQRDFGDLDkCQpy+e6CUpFAqFAiUAZsW2bdvYts1LN/T5fAQCAaLRKLbtORIMw+Cmm27i3HPPncBVKhSKkbiifDnPtm0hKR2eaNnI2ytOnOglDUqb1ZW5fSwIgHNCva64HbEaisyNAAg0ioyxCW9AJgAEIKBlL/Yk9ZuQBAm430ejg5D9YaL6j3G1ZaM6fn2ylr2JnZmfjwsPngBsuzaf3/1dEHFMzXMAasJgmv9itsXvpN3ZTKe9k3yj12GeDgHRGT8HoJ14JnPb1c4YdmxfAXBvwuvxtCi8MFOa2w8hgKk0RM/ixy94wuWdN13GtPwmhNyAkBvBXY+Qu9BS+qhgD6bcw1wT5haDKw0a7QJ2JcKckPduauI/odVeDQiqfG9mhv8tvcdzN+O6zyEAV3sHUv8vSAmlQnol4JIwjKN7clIi1wFx77Z26oQuBUCIIgz9E9jOF5FyDfHkhejaWzH0d6Fp00ee4Egj1QNQOQAVxyoLg19DoOMQQReT84KrQqFQHGsoAXAECgoK+MAHPsDmzZvZvXs3nZ2dRCIR/H4/1dXVLF26lEsuuYSqqqqJXqpCoRiBBeFK5oTK2BFt4pGmN7iq/AS0USa6Hg7a7F4B8FgoAa70lRDSAkTdONujtcwJewJgvj4b4yBOGmJur/NmMAFwuAYPln4tUgQJON9EECHk3EqM7+NoJ2d9/H939QpqhXoxFebgnxOGZmClQkI0oMf2BINp/gvZHr8bic3exD9ZZnwss48jPSFNH0cHoJMu/2UuUlQOO9bs05Mw4SYAjWXh4cu1nT7N1XXNRGoLkCwArmZnSzsfvfsfLCjdz23nhJhdtM8TB9kPgCZsppgtTDFbwP068w2YqQt63AJyTR3kc0gWgygBkYdgNy4gxbyM+OeR7gGZk+WjcgSTKf/VQUyOix2aVoXmnoArXwcSOO7dOO7f0bQ3Y+g3oWvLJ3qJ44ZIlwArB6DiGCXPGLuDX6FQKBSHBiUAjoDf7+fyyy/n8ssvn+ilKBSKg0QIweVly/m/PU/QmOjktc7dnFwwa6KXNYC2VABIjh7EN5ij6ihDE4I5wWrWRbazI7aHYr/nuC42D65kqLcEWBAYpp/dUNjaFcQJEHD+B0GcoPMpYnwLRztrxH3brBY2Rtdmfl4aXjFk+S9Ala+C3YlahIBmy0tt9WuFVPrOoD65in3JVSwI3oxP8wRhZ5x7AEq3Ezf5qje3Nnz5L/QXAL2fDRaG5g27T98E5gOF930d3UQtH6vrq3H0y7HNwtTCmhFyI5qbcgrKdWh4zk6fkBTp7eD+iVRFNJIKpFiMiw9IIt0toF/Z50gpAVAcAwKgTAmAYiliktxfXTsR3fcnXHcdtnM7jvsU4OK6T5F0n0ITyzH0m9G0cxFHuENTiPRFByUAKhQKhUKhmBwc3Q1YFAqF4gDOLZ5Pru6JQQ9P0jCQdAlwkXH0l/+mSQeBxN29uHhuuGLjYAVATygKiCAiXQI6XA/AQbC1C4jp30PiQ5Ak6HwGw31yxP3+0/0sss/8S0LLhx0/P9QrRHfYvSmE6TAQlyR1yacyv0/3ABwvB6CbfB5SfRfdEfr/Qf8SYIAFoXn4Nf/wx+gTqqUf0C93X0dv38sp+X1cr6IUqZ2LY9xKj/5NnojO4uloKasTRUS5AFcsRva5liloRJNPY2BjoGHKuzGsa9Htr6E594HbmBo5OQSxQ4WUXSA9Jy1i4vv/HYimLcNn/gC/7xF07QbAc/q6ci1J+5MkrCuxnb8jZXxiF3pQpHsA2siUw1ehUCgUCoViIlECoEKhOKbwayYXlXqliq937qE+3j7CHoef9lQJ8LHQ/y/NnKAnABb50iWagmJj4UHNmS4BHk3/v8FwtDOJ6T9CEkTgEHC+iOE+NOT4HqebNZFXMj8XG6WUm1MGHRt3Y/x43w9ptmsxhANIksTptr21F+jzydO93n97E/9Cppx/490D0El65b+IAlyxdMTxBwqAy8Ij7+MM4wCs6/Ce86U5IQLmwOIER1qs6flfErKdHmlS4PtvDN93sM07sMznsYzbsfXP4GiXIuntKSkATe5Adx/AcL6JwVoEII9yARD5Khlb5CTo/zcUmqjGZ36egO8JDP1WoAgAKfdi2V8nnrwQy/4lUk6+9+mR6A0BAeUCVCgUCoVCMRlQAqBCoTjmuKzsuJQIAI82rZvo5QwgXQJcZB79/f/SzAxWoaNRYnoCYJ4+A1M7OJEmnmq+H9D69hHsFZ5kFg7ANI52ElH9p0hyEEiCzjcwnbsHHfty9/PYfRw/i0PLBy3/3Zeo40/7f0ejtY9t8Y0EDYscI0FIT3Bn851siW4mKRMZF2DUbaTJXg2AK8cxBVg6uImV3ny+c7IKx9CFnnFTamgsDo0c1pLuW+jtf6AA6D3npxYMfM5LKdkU/SUdzhYApvvfwlT/Bb0DhB+pLcXVr8cxvoHle4Ck9hFsXBxcXHEaMiUsATjajbj6B0Zc7xGN+3LqRgiyEHQnGiEKMI0PEvA9gWl8GSFmpLa0Yzu/IJ68kKT1DVxZM5HLHB2iVwCUUgmACoVCoVAoJh4lACoUimOOCn8+J+V7JZdPtGwg7kye8ixXunTYnhhSeAyVAPs1k+mBcopN70T5YMt/obcEOHiQDsA0rraMqPFLXAoACLg/wOf8sd+YhJvglZ5/9/vdUOW/jnSoSexBAEaqjFUI0DXJnsQ2/tT0e75a8z883Loe8Mprd8cf9vYdxxJgTW6ElMNK95+X1T5SyoyAWmQWEtRHDmvpXwI8uABYNYgAWJN4hLrkEwAUG8tYELxl5AVqS5F4HjhbvwXLfJKk+QiW8R1c/V0wykTnI450AIg4ASGOnD6iQvgx9Kvxmw/iM36CJlaktsRx3LtJJC8nYd2G674xoevMhnQICKggEIVCoVAoFJMDJQAqFIpjkivKjwOgx0mwsm3LBK+ml047gpsRVo4dARBgXtiPoXnCVuFBlv9CbwhIQOt14hxs5rMr5hMzfo1LKQB+95f4nJ9DStx6vedFYpnwkeHLf6f4qzJhGqfknoohi0k4BrarpafDxaUmuY/ahCcmtNpr+W3jdzG0GLpwsmljOCKaTAuWOprv7Kz2qU3sy6yxxCwafnCKoUJAErZNc4/3mE0t6P+cb7XWsTn2WwCCWjnLw59FyyYcQszpvS13eMqqmILULgBRltV6j1SkbAD2ej9op03oWsaKEBq6fh5+3+34zTvRtAvwvrJKXPcpEtaNJJLvxnGeQfZxlk4mekNAAKJDjlMoFAqFQqE4XKgUYIVCcUyyIm8GU/wF1Cc6eHj/Wi4qWTJsSuvhoi3V/w+gyDh2SoABynwxulPn8jGn5KDn6+0BOLI7bTS4YiZR4zeE7I+g0YDfvR1BlKj4JM93PdVv7FDlv+D10Zvqn8bu+E5qE3spMyvZGosgJQghWRSaSYkvl/pkHfsTNlN97QgBLhvw62X4dfhPz7/YmXiDSl8VU3xTKTMrMsnAs4PTs7o/uvs8AJrvBIRWAIzcb21dZEPmdoGRn9VxnD4OQK2PA7C+sydzu68DMOo0sibybSQuOgFOyPkSPi1LUVwUIylE0O4JgMcSafcfTMoAkNGiacvwaz/ElbXY9p9x3AeAOK5cQ9JegxAzMPR3oWtvQYwh7fvQ0bcEWAmACoVCoVAoJh4lACoUiiMCV8oBwQEHgyYEl5cdx29qV7Er1symnnoW51aN2/xjJZ0ADMeeA9AUXkJrlx1gT7yDuQdZuTt4CfDYegAeiBRVRI3fELRvRWcvPvce2pxaoq7od4yR0n9n+GexO76T+uQ+lgRnsTXmmdVAsCm6p49xKEyzlUuZr5sKs4s9sRKk0JBIGqx9NFj7WB15BSkh6eq4UuNL0/4fhWZ+RhB0XIeIGyPPyAHZji43oLkvo7MdCej+N2V336XsJwCKLH2VfUNA+pYu17X3PufTPQBtGWN15BtY0tu2LPwpcvUZWR2nd2FzvDCMY0gAlFKC+2jqp1IQsyd0PeOJFxjyBaT8KLZzF7bzN6ANKfdg2V/H5ndIcSamfga6djJCTOwFFBUColAoFAqFYrKhSoAVCsWk5p9Nq/nM1jt494af0mGN70nU+SWL8WvedZCHm9aO69xjJR0AAlB4DDkApXTocrcB0JLMYXu09qDmc6VDUsaBg08BHgopyokZv8ZhLgAV+ku8u2Abeqo/31TfDAr14Z2MMwIzvfXiEtJ7r8lN8x8oRgv2xLy5DM0lX48RtU2Sjo7jikw5rhBgag5Bw+J7+77Fz+p/TqfVguZuZH3XF6npuQE3fiFh+0ICzqfwybuBHDT/2zH852d1vxuT+2m2WjI/WzK7HpruEA7Aus7e5/yU/JyUwPgjup09AMwJ3ECF7/SsjtGPdBmw3JEp0T6akTKJa33ZEz3FOaC/Y1K4mscbLzDkQwR8j2Ma/9MbGCKqcNx7iFufJJI4i2jiXSSsX+C4a5HSnoCF9ukBqEJAFAqFQqFQTAKUA1ChUExqXunaybZYAwD/alnDDZVnjtvcuUaA84oX8ljzev7dvp22ZA9FvoNLnj1Y0iXAIc1PUPdP6FoOJ13OXuxUmVyrFSZi1yClHLOAkXb/wTA9AMdBE5KiiKjxS4T1AXLELpYHWzGFyx/b5lGT2Mv367/GivDJnJR7OiVm6YD9p/mnIxBIJA69ay4xirm69NL+x5Iuu5LfwJLNTA+2sjdexLmF53BczkISboLG5D72JWtotdZTaTYxw9fFDHM1pfIvmI7kjPCBRweJgSumE8j9IppZhOM4I97nN/q4/yB7AdBxB08Brmv3BMCScJCgabIjdhf7rRcAKDdPZU7ghqzmH0DK/SboQtIMHL29/6RspaP1vUjnldQv9oD2/Qld06FGiACGfg269nZcdxW2+xqwCc826+DKtbjOWiznl0AOunYyhnYaunY6QlQfcnG0rwNQhYAoFAqFQqGYDCgBUKFQTGokpHqieQLg28pPwa+NX6rlFWXLeax5PY50+Vfzet5ZNbFN89tTJcCFx1j5b6u9MXO7JZlD3O2m1e6kxCwY03zp/n8AQTFUD8BxcoWJPG5vP5kLwy3M9XexONDOR0t28IvWucTcKP/pXsl/ulcyOzCPU3LPYH5wcaYs168FqPRVUZ+so8XajytBE9Bstw7aw0/XrmRT7HfkGXGKzChTfHnM9begyw0c79+AJjeg0TJgvzRttp9mp4qpgUvRtONxxXwQfoJadn38oLf/n18LkJRx7CzdVWkHoIB+4su+lANwakEe+5MvsT3+FwBytGksC38KMdak4wFBIEenACjdbTjWJ0DWe78QJ4LxA4TwTezCDhPpwBBdPw+f8UlcuQ7beQHHfQlXbsDLgu7BcZ/BcZ9J7VOFrp2WEgRPQYjsn//ZE8ArtHFRISAKhUKhUCgmA0oAVCgUk5puu9cV1eXEWNm2kYtKlo/b/LNCpSzOqWJjzz7+1byO6ypPxtCySBk9RLTZnhhSZBxjAqDlCYA+UUrc9YSL7dFaSvILxjRffwdgnxLgQ+D6qU3sYUeihr2JhfxXaRvlxnZm+lr5ckUhd3WezoboLiSSnfFt7IxvI0/P56Sc0zkx5xRyjXxm+GdSn6yjLllD+mO53e4ceCDpMs2cQ8xKUqjHOLfiVUr0F9CcwVNQXelnRyLMrmQONclc9lq5dLmeq9QUWzg+HObU3GKmDCg3HprmZAsNSa9XY56eS4sdH3UJsK71F/T2dXjP+VkVcd6I/Da1vhxW5HwJQxxE+faBAiBjKCOe5Ej3WbA/Byn3qNCvRWqfQYjxu0hyJCGEiS5OQNdOAD6GlJ047ivY7gs47otIuQ8AKfdhO/diO/cCGppY7AmC+mlo4rhxefw8kTsE9KgQEIVCoVAoFJMCJQAqFIpJTbfjndgGhEFcWty7/0WqA8UDAkEWhKeO+RhXlC1nY88+Wq0IL3bs5KyieQe15oMhHQJSZB5L/f8krfYmAMrNZQS1CDE3wY5YLaflLx3TnPE+J9z9S4CHDwHZG99JvlFAgVGc9bH+3fVMavIA0vwZFt/BlM+QI3bwnoIoLQXvZ1N0L1tjm4jLGNDFrtjd7I79nRn+2Uwxipjp6wAEJVoQW7oIOpDu6+gYgIPp3o4u1yPo5qQhgk5dZuCIJbhiKa62BJdZ7Iy+yn3tD4Fw0YUk3wgScyNY0uKVnpd4peclys1KlvYsZ2HBQvz46Yp1D34A4PXuNZnbBUYBLXZz1g7AdAhI39duwnZo6o4Q8CWYM+++VBm0xvLwZwnrlVnNOyQiB0klgoajLgjEC/v4PTg/Tf1GJyf/a8STV2ZVxn2sIEQ+hn4Bhn4BUkqkrMVxX0wJgq8APYCLK9fjOuuxnN8AQXTt5IxDUIiZYy4XFoSQ9KBCQBQKhUKhUEwGlACoUCgmNV12DE1IbJIYwnNG/c/OO/uM8ESFj1RfylkFizG10b+tnV44h0IzTLsV4eGmtRMmALpS0n4MOgB73DqSqbTXYnMxs4P1bIjsZMdBBIHE3V4BMJhFCEi33cnqyEu82v0cEbeHhcHjOC3vPKb6Zgx78t9i7WdLbD0AK8KnEjYKictvgPNNTPkoOvWU8RVKQ3DOoMt4A4CzBtvmvJy56TITQa8wl5CCNsdHXC6mMvAeHLEIRP/nTNJN8nzXCyBAQyCloMOKI9DRhYsmJEJAfaKB+uZGHmt6LFVyL5D0TzPuy8m5J9BhdxFO9ajMWgCUnlNR7xMA0tDZDcLlree8iO5rBWBB8BZKzOVZzTkiYjbIo0sAlDIOzlf+P3v3HR5Xde19/HvOdPViucq9FzDGBmyKMWA6pgRCbwktIZ3kkptQAyHtpvCmQAIJgYQAgRB67waD6QYb494ky0WyuqbPOe8fRzOSrN5l8fs8Dw8jzT577xnNcVleay+wnqv/Tham97cE0k8kHK3oz60NaIZhYBhjMM0xeDgH245j2aucgGDiHSz7UyABhEhYb5Cw3iAKGAzD5Tq0PiA4H8PI7cSi6WCrCYiIiIgMDAoAisiAFbXihK0oHrPts9oMA+4sfpaYneD4/AM7vY7HdHFSwX78q2Q5K2uK2RwsZXxa84YNva0mESRuO9k7eV+gMwCT5b8A+e6ZTA64WFW3kaLILkKJSJeaoTQ+A9BvtnYGYIMdsWJer3o29fXnoU/4PPQJo7xjmZ+5iOlps1Pn9jX2VvVr2NiYmByatcj5puEm7LoBM74KF1vrsw5byjfsuLh5PAZl1FgT+N32jxgZ2Ey+N4jXCDEkMBezhZLFJ/c8z+7Y3ucBGthA3HaBbeMybEiG+4z6kJ9hO9lStBwMPG/olwF4qPQhoBNdgOszAJs0AKms4ai5nzJ+5C4ARnmPYZzv1A7N1yHGJLDfAnsT2BZ09TzBAcK2d0P8u2An75nx4Pk9pmt8f25rn2QYblzGAbjMA/C6v45t15Cw3idhvU3cWo5tbwXAZhfxxGPEE48RwcA0puEynYCgy5zT5lmLBunOfaQzAEVERGQAUABQRAasmngIs1HY5KDMKbxTvR6Ab40+gVH+fO4teZmNoR2ku/wszJnV5bVOLNifh3a8R8K2eHr3J3xr3OJu77+zkg1A4ItVApxsABIwh5BmDmVSmvOXZRubTaFiZmZM7PScyTMADUy8Ris1s433ENudejwnfT6rgh8Rs6Nsj27l0T33kVWZw8GZCzkwY0Eqo7A6XsUnde8DMCttDrmNy4YNk6DrHtITZ2Oypz4I6CJsfB/LnJwaFrUjbAit4f2a5USJNNmT30jnkMxDmRCYjGnOxbIt7iy5j61RN1EKyPduJWpXsiP2NqO8Rza5dk1wPW9WvwPA1MAkjs1ZxHPlr7A+vBmAA9P348gc50w827ap89aytnYNq2s+pzZe0yQY6DZcjPWNY5J/MmN8Y1JreOqDjh3uAlx/BqDZKANwV/x1Dpm5FoBMczIz077Rs91ZDee9Nghjsx0Y3XNz9zHbWuUE/yh1vmEcBu5fYhhfnF8repNhZOJ2HY3bdTQ+wLK2NyoXfheoBmws+3OsxOfEEn/DKRc+MBUQNI1JTT6/hpFWn6SuDEARERHpfwoAisiAlSz/BRjuzeWq0cfzwerNxOwEn9RuY1LaCDaGdgBwbN4cAq6ud73M92ZwWM4kllas45U9q/lK4eFkuNsPHPWk8nhDADD3C1ICbNt2KgMwzz0TwzCYEBiFiYGFzfpQURcDgE4QMWCmNf0LeStnAJbHnaBKhpnFqfnncWzOqXxY9w7v1SylJlFFdaKSlyuf5I2q5zkg/RDmZx7JB7XvkMDJ2Dws66jmmzAzqeMJ0hKX4mIDBgn89q8J8SsS5kLA+U14WsbB1FhTeKz84fr8vIZeJZ9H3iXNXMWBGduJWT7WhjYBMC3tOPzGfwnbe9gafrZJADCYCPHA7v/Uv34/5w89ixx3NmP9o/l/2+9mW2Q7H9WtYlLaBI7Ing9Abm4uRw8/ilg8xoqdK1hRu4JP6z6l1qolbsfZGN7AxvAGfIaPmekzOSD9AEycbLoOdwHe6wzAyvg6/EOcfQZDAY4afh2unu5cazT67Njrwdg3A4B24jlI3ATJILF5Mbi+i9FCVqr0DNMchWmehYezsO0Elr26vlz4bSz7EyCOUy68jIS1DACDAicz0LUAlzkfpwkIagIiIiIiA4ICgCIyYG0I7UwFQg7MnEiOJ50jc2fwcvlK3qpYg10feHAZJicOmdvt9ZYMO4ClFeuIWHFeLlvNqcPmNGs20pvKYw1nvH1RSoDrrJ2E7XIAhrhnAuA3vYz2D2dreAcbQl07BzBUHwDsSPkvwJ6YEwDM8zil3wFXOodnLWZB5lGsDn7M8prXKYkWEbOjvF/7Ju/XvpUq7Z3kn84Ir9OE5t3qZS3M/nUO9N5BnmsjBhaB+A/4LHoBO615qRG1iVrAKcYNxd24TBufaWEYFkGrzik1tiHLY5JmjOL0ISewNRJkXfhfVCQ+pyq+kWy3E+x6pOwJqhJOMPnIrMMoj1VSHqsE4Pjco3io9DFqEnU8UvoUQ9x5TE9vOPPSNEzG+8cz3j+e0/JPY1N4EyvqVrCybiVBK0jEjvBR7Ud8VPsRbsP5I0TM6mQGoGEStsr5qPanmGaCeMJkxaqTOXPkkA7N0ynGeOz6cDL2RuDonl+jF9m2BYk7wLq7/jtucN2A4Tq9P7f1hWMYLlzGfrjM/fC6r8S2gySsD+rLhd/Btp3AvE0pcetJ4taT9VcmszOVASgiIiL9TwFAERmwPq52Du63bViQMw2A04YexMvlK7GweLfaKR08LHtGt0tmLdumJFyJyzDIdJtsjWzjJ5s/4YdjzyetC2fQdUWyA7DP8JBm9s2a/a083uj8P8/M1OPJgdFsDe9gY6gYy7YwO3l2WzID0G+03wAEYE/cKQHOdzc9+9FluNgvfR6z0uZSFNnE8prXWRNaiY2Ny/CQsGMcnnVMavxTFf9pcf6nGM6lOZXMSduDhcEzVasoiW9pMiZZGZvuaTmgZhjgMSwuGvolvKaHMb7jWB/+NzZxtkaeZX/3t7Btm9G+kXxY4zQXebbiFZ6teLXF+Wxsstyt3zemYTIpMIlJgUmckX8G60PrWVG3gs/qPiNsh4nbcdyGm0JvxzpwW/UBQI/b4uPanxGpD/w+v3wuo3291HjH8AFjgC37XCMQ2w5C/Mdgv1b/nVxw/w7DnNOv+xKntNftWojbtdApF7Z3kki8U18yvBxINmOpAdIxjf7rLC8iIiKSpACgiAxItm3zeZ2T/WUDYwJOYGa0fwgHZk5gRe2GVAnnkoKDu7XWxuBu7tj6Cp/X7QBsDHcd79WuAuA32/7NtWPPw2c2b7LQ05IlwHmerJ49B20AK6sv//UZOaSbI1Pfn5Q2mpcr3iNsRSmO7GaMf3in5k0FADvQAThmRalOVAKQ7xna4hjDMBjjn8gY/0Qq4mW8W7OUfPdQJgdmku3K6dCe7q2cRqW1ic9CeZTEMzp0TUsmBMYB4DNzGeE9jJLoG2yPvsG0wKV4zUyOzlnIY2XJDrFtf45G+UZ0aE2X4WJa2jSmpU0jlh9jbWgtn9R9wijvKBblLOrQHAnLAmwOn7OcysQ6AD5YPZmVGyaw4NBePMfOmAT2ln0qAGjbJRD/DtjO+4QxFdy3Yxgj275Q+oVpDMd0n4GHM7BtC8teQ8JyAoIu80i87ov6e4siIiIiCgCKyMC0IbSDmoTTyAHbRZrZcDbYiUPm8Gmt0wxkuDePcYFhXVqjNh7mnyVv88zuT7Dqg4lDfRnEjFBqzJrgNm4veoRrRp+Nx+zdXzKTJcBflPJfaMgAzPfMaBL0nBxoaDaxPrit8wFAu+EMwMZaOgOwPN7QKTfP3X4Zaq57CCfkfqnF55bkntXmtQlgWgZMa+X5PbEgT+55Ha9pAbB/+jQ+qXUyXUf7RvDloSc1GT/OdzIl0TewiFIUfZmJ/jMA+N6or7X7OrrKY3qYlT6LWemda7pj2TZzp21gyjgnqJVmz+SVD2YAUJjbi595cxIkXgZ7K9gxaKFj8kBiWx9B/BpSWWTG0eC+zWkoIQOeYZi4jBm4zBnAZf29HREREZEUBQBFZEB6q2I14JT/ZrgCTYJDe2KVqbMBa+JREraFqxMlopZt8+qe1dxT/CaVcSdQ5DFcnD3iYMakZfDn7U8AMCNtHKuDW/i0dhN/LH6Mb43+Eu5ePHS/oj4DMLeNsszBJJgoJWglS29nNnkuz5NFnjuL8ng160NFHEPnsjxDncgATJb/OvtoOQOwow7JOqxb16+sXU/M8mAQxzRgVd0W4raLgOnn8hEXkefJaTI+xzWVLNdEqhMb2RZ5jgm+UzEMFxMCY7u1j94QSN/M4ikfO4/NYZjll2LZHwAwKruXMwABgzi2vSXVGXggshOPQeKnOA0mAPNKcH0do5Ml8CIiIiIie9OfKEWkV9i2TaSDzQH2lrAtllV+7swDZHvSmzz3TNn79WtAZTzIO5VrOzz3pmAp1679N7/d8kIq+Hdw9gT+POsSLhi5gB0RJxvMY7j4/piz2S99AgAf1KzlL9ufxLKtLr2m9ti2nToDsLvnGe4r9jQ+/2+vACDA5DQnC3BDsPONQDpTApxsAAIGeZ5eaETRCWkup/N0sj9xtP4eOm/okmbBP3BKk8f5TgYgaO1kd/yjvthmpwUTOxk38TFM0yYWdzM34wZKKhq6MI/K6f0AIDBgy4BtO44d/z9I3IwT/POB6xcY7m8o+CciIiIiPUJ/qhSRXvF6xWdcsur3/GfX29QlIp26dnXtNirjTtdEyzbIcjd0cv2oegM7o05pnNPh1eCJ0vexbbulqVLq4hH+vO01vr36flbXlgAw3JvNTZNO4+bJpzPClwPAtrCTDTbKV4Df5eV7Y77M1LTRALxd9Rn37Hiu3bW6ImiFidZ3Nc51fzFKgJPlvx4jk0zXmGbPTwo47/ueeFUqONoRCTtOzI4CbQcAG0qAnQBgtisXdz+Xh6a7nM+6bTdkvM7L2I+DsvZv9ZqR3iPwGJm4CLAu9AAxq7bX99lZ1YmNYDjv97srjiLTNY7tlfUl72kB0ry9+b4XYlN/hMAADADadg3Evw3W/fXfKQD33zFcJ/brvkRERERkcFEAUER63ObQbv5U9CxRO84DO9/kqtV38sCOpVTVZ9y156367D8DAxuDzPqsKICnyt4DIMuVxmn1zT/WB3eyuq64xbls2+aVPau5ctXfeXL3x1jYeAwX54+Yz52zLuaQnIlNxm+L7AJgjN8pBfWZHn4w5lwm+J1mCa9VfMy/dr3c40HAxgGuL8oZgMkGIPnu6S1mOU2uD7wCbAh1PAswWf4LbZ8BmJTqAOwpaPZcX0s3nQBg3DY5M38J5w89nfOGLWnzGpfh44C0a/CamVQnNvJu7Y0DLgi4KvgH3O4wm7YPY+du554rrg8AFvZm9h+A4QbDyeTF3ti7a3WSbW+F2EVgL3O+YcwEzwMYZvOMWBERERGR7lAAUER63AhvDgXehiBW0Irwn93vcNXqO/nb9pcpi7aezRW14iyvWgOA23ADDRmAG4Ilqc7AJww5kBOHHIi/vjvvE7vfbzbX5mAp1659mN9sfp6K+uDjQdnj+fPMS7hw1KHNOvvWJULsqQ/EjfE1NBZJc/m4dux5FPqcANFze97l0dKlnXpP2pNsAAKQ9wU4AzBsVVBnOZmYLZX/AhT6huGvb/6yPritE3M3BADbLAGuD+ImS4C7e/5fT0hLBbsNInaMw3PmkeYKtHkNQIFnDvnu/QCoSmxgee0NRK2adq7qGwk7Rsx2ApKbdwzHrD/As7jSudd6PQAIDWXA9vreX6uDbGs5xC4ENjvfME8C9z0YRv9/DkVERERk8FEAUER6nN/l5ScTzyPDdIIZZn3WVdSO80zZh1y95i/8qeg5SiLlza79oHxdqmQ4UZ9kl+l2gjhPlzrZfx7DxXH5c8lw+1mc55RGvl+9ITVfXTzCXdte51ur7+ez2u0ADPVmccPEU7l50umM8Oe0uO9k+S80ZAAmZbrT+NHYCxjuzQPgsdI3ears7c69MW0oj3+xMgDL46tTj/M9LQcAXYbJBP8ooHMZgG0HAI1mY4P12XIDIQPQZbgImD4Agolwh68zDJP9075FoXcxQCoTcCAEAaNWRepxXdCPaRhE4wl21zg/p149/y/JcLIODbaD3bFM5N5i2zZ24iGIXw3U3/eub4PrZxiGv81rRURERES6SgFAEekVQ73ZfH/caZgYWNgUeLKYm+mU4cVti1fKP+Xba/7Kb7Y+weZQQ+Dt1d0rAEgzfUSsBABZbj+l0Sreqc8MXJi7H9n1QcElBXMxMbCBJ3d/wKtlq7nys3t5fPdHWNi4DRfnjjiEP8+8hAW5k5p0E95bUaMA4Gh/8yycHE8GPx53AUM82QA8tOtVXir/oOtvUiPJEmC34SLT1X7jin1dsvzXTYAs1/hWx02qLwPeFt5J2Ip2aO7GJcB+Y6/3stGP36ZxAxDIc/d/ABAazgGss0Kdus4JAn6T0d5jgWQQsP8zAcN2Q6C/NhTANE12VNdi1WdgFub0QcC7SSOQ/isDtq0IJG6DxM+BBBAA9+0Yrsva/LVJRERERKS7FAAUkV4zO3McF444EoDSWDVu081vp3yFhTkzUoHBZZVr+P66v/OjT+/lgz3reKfMyQybkzmBZLQm0xXg2bIPsOqbNiwZcnBqjWG+HObnTAHg1fJV/KXoNSpiTgORAzPHcufMi7l41GH4Xe03Gdgads7/y3FnkOVOb3FMviebH429gBx3BuCcCRivD1R2R3m8viGCO+sLEQhIdgDO80zHNFytjpsccJqDWNhsDm3v0NzhNs4AbL6PhgDgQCgBBkirz5ytTXQuAAhOEHC/tG8w2nscANWJTf0eBIxYjQOAflymkWoAAn2VATi54XFfBwBtC6yPIf5LjPhJYD1R/8RIcP8Dwzyqb/cjIiIiIl9ICgCKSK86reBgDs2eCsC7Vev4sHoj3x27hD9Ou4Jj82bjrg/+LC9fwzUr7iJsxQCYldHQFdZnenilfAUAB2ZOZJQ/v8kapxccBDglxl5XQ/BsW3gPb1WspyrWsUBKUcTJANy7/Hdvw315fH/02RhAKBHhw5p1HZq/LRX1GYC5nsF//l/UqqYmsRVo/fy/pImBwlTjjvUdLANuqwS4aRMQm/L6DEATFznu3A7N39uSGYDBLgQAIRkEvHrABAEjjUuAQwFchpFqAAJ9dAYgw7BxgvZ9cg6gnQDrA4j/AmLHY8S/gmE9iMEeMI8CYy54/oVhTun9vYiIiIiIoACgiPQywzD4xuiTGO1zgnYP7FzKx9WbGO7L5eujT+DO6VexpOAg/KYnFZqxgcdL369/ZLM2uI1QffnnKQUHN1tjSvpIpqc7Z8VF7Qi59eXBZbFa7tv+Fpd8ehe3b3mRzcHSZtcmWbZFcdh5vnEDkNZ4TQ82sDtWmWpq0B3JMwDz3IP//L898c9Tj9sLAAZcPgp9TkB2Q7BjAcBQ/RlvJi48hredvThB31x3fpuZiH0pVQLcxQAgtBYEvJ6o1XoDnt4SqS8BTiRchKMeTMNINQDJS/OT5m0/O7fbDCN1DiD2ht5Zw46D9R7Eb4PYcRjxyzGshzBwfl2x8WAbCzHMU8D9Vwwjr3f2ISIiIiLSAgUARaTXBVxefjj+S6SZXmzgd9ueYlekEoB8TyZfGXk0d8/7Dq5G2Vk7ohW4TBvTsHijYiUA4/zDmJU+tsU1TqvPAozYMS4unM8PJ5zEtPQRAETtBC+WreIbq//JD9c8zNsV60nYVpPrd0UriNhO9mF7GYAAZbGq1OMCT06H3oe2JLsA530BMgD31J//58JLjntiu+Mn158DuCFUlDo3ri3JDMCAmdZmObVNQwlwvmdglP9CzwQAoSEIOMZ7PADVic31mYB9GwRMZgBGoumAgcs0UyXAfVL+m5TqBNyDJcB2HKzlEL8VYsdixK/EsB5xMv0AGy+2sQjbdRt4XgXP78FciGHoj18iIiIi0rf0J1AR6RMjfXl8d+wSAGoTYX655TEi9eW+AJ9Ubkyd8XdI1hR8hhuwMQ2boOV0Bc52ZxCzWz5v76DsSQz35gDwdNmHLMydym+nn8fvpp3HUXnTcNf/hXtlbTE/3fgUl628h0d3fkBN3Om0uq1JA5D2MwB3RytTjwu82R17E1oRSkQI1b/GL0IH4OT5f7nuqZhG+9lfkwJOADBkRdge2d3O6IYAYPMOwE3Zts2emDNf/gBpAAKQbnatCUhLDMNkVtrX+zUIGLHrA4AR5+dhNioBHpXdlwFA5xxAgzKwK9oZ3AY7BtbbEP8JxBZjxL+GYT2KgTOnjQ/bOBrb9fP6oN/t4DoZjMEf3BcRERGRgUsBQBHpM/OyJnH2sMMA2BLezZ1Fz2PXZ3QtLV2ZGvde9TpidgwTu6Es2IYVNRt5aOdbLc7tMkyWDJkLQFF4D2uDJQBMzRjB/0w4iXv3u5zzR8wnp748eHe0mr8VL+WnG57k7Yr1FEV2peYZ6ctvcY3GymKVgNOtOJmx1VXJ8l8Y/CXAMTtIVWIzAPmetst/k5KNQMDJAmxPqI0AYOMzAMN2kKhdH3gdSAHA+s9T2IoSbyXg3RkNQcATgL4PAiabgITrA4CGAbtqnEY9hbl9+Hk3GmWbdjYL0I6B9SbEb4LYMRjxqzGsxzCodJ7Gj20sxnb9Ejyvgee34DoRjIye27+IiIiISDcoACgifersYYcxN9P5i/jSytU8W/YhADfNvKjF8U0rOA1OHHJgq3OnuXwAHJ4zjXH+pgGdPG8GF446lPv2v5zvjzuBSWlDAZvqRJCfbXqSd6ucRh6jfAWpxiRt2V0fABxSn3XYHcnyXxj8GYDlsc8Bp/y6vfP/kvI92eS4neypjgQAO5oBWB2vbLTGwCsBBgglwj0ypxME/FqTIODyPjoTMFkCHAo7P49YwkqVcvdtBmDjAGAHzgG0o2Athfj1EDsKI/4tDOsJDJz3zCaAbR6P7f6/+qDfr8F1PBhtf+5ERERERPqDu783ICJfLKZh8N2xp/A/6+5jZ7SSv5e8yrjAMA7P3Z8/zP0GlmVRU1PDQzuWsbJuEwbgNdxcM/YMKuN1FHhbDpBVxur4e8lrAKyuKya+1xl/SR7TzTFDZnB0/nSWVqzlrqJXASgOl2KaMMbXsUBQWdQ5A3BoD5z/V9EkA3Bwlwnuia8GwMRNrrtjHVANw2ByYDTv16xmfQcagTQ+A7CF2VKPqhOVqccDqQQ4zeVPPa5LhMh0p/fIvMkgIIbBtshz1CS2sLz2euZn/BTonQ7Itp0gYlcCEKrPAIzE46nnC3P7MgCYh02+cz5fawFAOwL222C9DNYbGNQ2fZo0MBeCeRwYC8DoXvaviIiIiEhfUQBQRPpcusvPD8d9if/d8E8iVoxfb32cqUPHsl/OeBKJBBVWBRErngrVHJM3m7nZk9qc867il6mub5pwdeHxZLj9bY43DIMj86YxMW0o1637N3HTuXZXpBbbtttsHgFQmswA9HTv/D+A8pgTAHRhktVDwZ6Bak98FQA57sm4DF+Hr5uU5gQAS2MVVMVryXa3XlrZ4QzA+gCgx/CS6er+z7GnJM8AhJ45B7AxwzCZFbgKoFEQ8DqOz/kD6a4hPboWQNSuJpnxGQzXlzbHGgKAfZoBCE4jEHuvAKAdBnsZWC+BtRSDYJNLbDLAPBLMxWAcCp343IqIiIiIDBQqARaRfjE2UMA3Ck8EoCoe5KZV9xO1GgIDO6N7UuW/Jw85qM25llWu4e2qtQAclTuLedntd5ZNKvTn8fUxi1Jfr6jezp1Fr7TZbTaYiFBbH2ws6MES4BxPJuYg7g4atyNUxp3AS0fLf5OSjUAA1ge3tTk2dQZgC6WYjcO6NQknizPPXdBuwLcvNS4B7m4n4JY4QcCvMcbn3H81ia28vOO7hOPdaIzRinD9+X8AwfoS4GQAMCfgI8Pn7fE125TqBLwBEi9A/Nr68t7vY1jPp4J/NhnY5hJs9++dRh7u28A8SsE/EREREdlnDd6/aYrIgHd47nROLXCCe5/XFPH7dU8AUBMPUWs5TQIKPDkM8zWUJ+7dFKEyVsdfil4CIM+TwWWjju70PkqiZanHCcvk2dJPeHz3h62OTzYASe6vu5JNQAZ7+W9FfC02zs+vow1Aksb4h+Ot7xi8vo1zAGN2lAROgKnlEuAGyQzAfM/AKf+F3g8AgpMBOyvwNcb6TgKgMrqJF7d/m3CiZ4OA0UbdduuCTlZusD4AWJjTD+dd1gcADWoxEj/EsF7EwHmPbbKwzdOw3X90zvRz3+qU+xp9HKQUEREREekFKgEWkX510YhFbA7tZmXtVp7cvpwpGaPYWb079fzUtDFsD5fz/7Y+R1U8xOzMsVw95tjU83dt71zp797W1hXzZOnbePBRF49jY+AxXJyQv1+r1+yOVqYe90wGYH0AcJA3ANkT+wwAA5M897ROXes2XEwIjGJNcAsb2jgHMFn+C62VADdk+tXUB17z3QOnAQg0DQAGe6gJSEsMw2BmfTnw1sizVEQ38nLJd5mXdjM+M6dH1micAVgXDgAJQtEYAKNy+iHgbc7Gti8E6xEMItjkOJl95rFgHAT1QWYRERERkcFGAUAR6Vcuw+Sasafyww3/YHekitvXPUa6y/mlybJhXGAoK2q2sDZYAkDpnhrOGT6ffG+mU/pbmSz9ndnh0t+qeJB3KjbwevlnbI5uxjScct+o5fzlP9udRsiKkUbL5X5lsarU44IeOAOwIu6UAOe5B3kAMO4EALNdE3F3oXnCpMBo1gS3sDW8g6gVw2s2D9aE2g0ANrBIAAZ5A6gBCIDX8OA2XMTtBLU9fAbg3pJBQJ/Pz7rq/1IZ28S7NTdwSOatPRIETHYABpNQ2AcECaUyAPshAGhMAPcPIDEZ2xgGxlwF/URERETkC0EBQBHpd9nuNG6ZeRHfXvFnYlaM2oQTIEhYJpmuAO9WOefG2TbESPDvncu5YORh3FX8MgC57nQuG3VMm2skg35vVazl05oibCzSPFFM0wn+eewMTis4gMNzpzI5bVibZ8KV1mcAZrgCBFzdOxMsasVS5wnmegZvCXDCjlERXwd0vvw3aXLaaNgDCSw2h0uYmja22ZjGGYAtlQC39FMdaCXAhmGQbgaoStT2Wgnw3usdlP9dTMNkTdV/qLG2srzmeuZn/rTbQcCI7WQA+oxsEpbz7idP1+yXAGCS67T+W1tEREREpB8oACgiA8LUrEK+N+UM/m/NvwEn2GcDGW4/K2udpg/DvNnsjFbzYtlK9sSqqIo7wZ6vj2659LcqFuSdyoagn5UKPdhNgn+LcuZw5agTO9wIItkBeGgPnP+XzP6DwV0CXBlfj0UUgHz3jC7NsXcjkPYCgO2VACcNtBJggDSXv88CgOAEAQ8u+B62bbO2+lFqrW09EgRMZgD6zDwSezXWGdUfZwCKiIiIiHxBqQmIiPS6iBXr0LjhgZxU518bA8OA6liIukQEgJMK5mBikCDBhzWbAFiUO5ODsyc1mceybW5e/18u+vTP/HHbS6yo2ZYK/hV40ylM8+KqD/6dkH9Qp4J/0JABOKQHz/+DwV0CnCz/dUpuGwKAMTtEaWwl60KPkrCjbc6R5vIzyudk621opRFI+wHApvxmGmmu9HbH9bXkOYDBPgoAghMEnJf/Hcb5TgGoDwJe16iMt/MiVjIDMJeEtVcAMHvwZryKiIiIiAw0ygAUkV4Ts+LcuvkBisKl/Hn6t/G1cGZbYw9vewMAAwMbMA1YXrU29fxReTNYX7eTZVWfA5DlCnB5C6W/W0Ol7I5WYWEBBsO82RyeO4VZmSP5z+7XMEij1qrj8OxZXDT82E4F/2zbprT+DMAe6QDcOAA4iEuAkw1AMsyR7Ii9S0V8HeXxdVQntgEJDMBDgPGBk9qcZ1JgNNsjpWwIFmHZNuZeP7tQeyXAe/2o8wfY+X9JyQBgXS+fAbg3wzCYEbgCMNgSeYpaq6hRJmBuu9fvLWI3ZABatpX6fnbAR6Zf3XVFRERERPqKMgBFpNf8vuhJ1gaLCVoRfrr5gTbHbqnbyXvlawCYmlaIbTuRmo9rNwE2Y/1DyPGkEyWaCuIM8+a1WPr7t+2vUxTZQ54nndunXchfZ13GwrxJ3LPjabZFdrM1sovThhzKFaNObhZAak9dIkzIcjISC7zdbwBSXl8CbGCQ7c7o9nwDSdSqYVf0Q1bX/YvS+KcA1Fjb+bjuj2yJvEh1YgtgYeAU5q4M3UVdYmebc04OjAGgzgqzM1rW7PlkBqAbD+4ONHcYiOW/AOlmfQCwDzMAk5wg4OWM8y0BSAUBO5sJaNt2oxLgphmAhSr/FRERERHpU8oAFJFec/Wok/mkZiMRO8a64HYe3fUWZw47vMWxjxa/CThdgScERvFpTQkubGzDxjRgRvoo3q5cywfVGwGnQ/Cauh2sq9vBlPQRTeaamj6ST2q2UZMIMSaQz/vVa/lT8RNEbae5yBkFh3Hm0IWdDv5Bw/l/0LMZgDnuDNyGq9vz9RfLTlAWXseW0Pvsia6hIr6OWquk/lk79a9NyRCQ18gk1z2FNHMoWyPPATaF3kWku4a3uc7ktMbnABYx0tc0gy8ZAPSbrXUZbvozzxtgDUCSGkqAw/2yfjIICDTJBDwk86f4O5gJGLfrUuc++oxcLLs29Vy/NgAREREREfkCUgBQRHpNwO3jf8edw0823w/Aw7uXsn/mBCanjWwyrjJWx8u7PgJgUcFsEnEbMPAYbmLEMAxYF9rO2/XlwNnuNGpiMWIkuL9kGbdMPqvJfFPrA4JxO8E/drzMKxUfAk5w8cqRJ7Mwd/8uv6YmAcCeOAMw7gQAc937VkAkbJVTHl9XX8q7lsr4RhJEWhxrYJAM/e2fdiVDPXNIN4djGAbLa27BCRC6mRY4v911Czy5ZLnSqU7UsSFUxJG5Bzbdl+1kzAXMjp3rN+BLgBMhbNvuVJl6T0kGAQ0MNkeepNYq4t1OBAGT5b+QbALS0PBG5/+JiIiIiPQtlQCLSK+akTGGU4csINkA9KebHyCcaNrs4YU9HxKzEwCcVXgE1fXdfT14SFYNbgnvpibhfP8bo4/n1KFO4Ofjmi2srGnaEGJq2gjAxueKp4J/Ga4A1427oFvBP4DSaFXqcYGn+yXAFTEnKLIvnP+3K/oh79f+mhcqr+T5yst4r/aXrA8/xp746ibBP7+Rx0jPAmYGLuGIzNsY5pkDQIZZyAT/SWS4RmAYBqWxT9kdcwK/4/0nk+ZqvxzXMAwm1WcBrg9ta/Z8yKpz9tBKAxCjSQagTb5nYJYAp7mc0vYEFmGr7eYovckwDKYHLmO87zQgWQ58HeEOlAMnG4BAfQlwouEMQGUAioiIiIj0LQUARaTXXTDiKMYFhgEQtqLc2ug8wIgV44U9ThDogJyJTM4spDruZHHFsbBtA6/hwYWJaRgcmTuDg7Mn86VhB5Nmehnly+WZ0o+x7YbzxVymQbbXxuNyAg7DvXncMuFSpqeP6fZrSWYAZrvT8bbT1KQjkiXAuZ6BfyZaWfxztkeXEbJKU98z8ZDnnsbkwOkcM+IWTsy7hxNy/8bBmdcyOXA6ee6plMedsx3zPTNT19m2xergfQB4jHQm+5tmcbZlcsAJAO6KllMdr2vyXPslwA0Mw2Zp1TOUxdo+d7A/pDfaf7CPG4HszQkCfjUVBKyziuuDgOVtXtf4eZ+RR6LRPTpKAUARERERkT6lEmAR6RM3T7iAqz7/A1E7xoZQCf/e+QbnDD+SpRWrqKlvdHD2mEUA1NSfexayooDBMXn7c3TeLFyGSX59plyWO8CFIw/nruJX2R6p4O3KdRyWO5WdkXL+b+vDJIgBYNhubp1wKRnu9gNCHVEarQR65vy/uJ2gKuEEsPLcAzsAuCe2hvXh/wKQ7ZrIGN9R5Lmnku0ai2l4cLlc5GbmUhGvIJFIpK6rTmwjbjtBuXx3QwCwJLqMqoRznuMk/5l4zY4HhCanNQRyN4SKODBzWurrsNW5EuB14VWs3/kZB6TPZ2HWiWS5O9/ptjckS4DBKQPO74HPW3ckg4AAmyNPpIKA8zNvw2/mtXhN0xLgXCy7cRMQBQBFRERERPqSMgBFpE+kufz8aNw5qa//W7qMz2u38XTZewCMDhRwSL4TyElmACYdmjOViWnDGRcYSmajQN6x+bPI8zidc+/dvpRVtVu4YdO9lET3ABBLmNTETCJWvMdeRzIDsCfLf2HglwDnuSeT5XIy70LWbkZ7F5HrnoTZTqfdPfHPUo/zPTMAsOwYn4eccyH9Zj4T/Cd3ai9j/SPwGM6/X20INi3/bsgAbLkEuLFJvhmYmNjYfFz3Dn/aeSsvVz5OKFHX7rW9be8A4EDQkAl4OgB11vY2MwGj9WXCHiMDg4bPid/tItPv6/X9ioiIiIhIAwUARaTPzMgYw5Ih81PnAd625SFKIk6w7szCIzAN55ekmkYBQJ/pYcpeTUOS/C4vF408DICyeDk/3/IAtfXBksW584gk3IDB2rodPbJ/27Ypqz8DsCcbgMDAzwA0DBczA5cAELVrWB9+tEPX7Yk5AcA0cxgBcwgAWyIvELR2ATAtcD4uo3PBILfhYrzf+UysDzUEAG3b7tQZgHMzD+frw69nZppznmTcjvFOzSv8ccdPWFb9IrF+PHtvIAYAIRkE/AoTfGcAbQcBw7bzPZ+Rh2U1ZP9lBxT8ExERERHpawoAikifumD4UYzzO+cBxuw4BpBh+jl22FwAola8vvTXMSN9FB7T1ep8i3JnUODz4nfHsbDxGG6+M/pLXDJyMd767LSeCgBWJ4JEbKe0uCdKgJPn/wHk9fEZgPEuZEUO9cyhwD0bgI3hpwkmStscb9s2e+KrAch3zwIgZgdZF3oYgEzXWEZ7F3V6H0CqEciWcAmx+tcSs6NYOOc+duQMQBvI8xTwpfyvcPmwa5ngdzJQw3aIV6ue4k87b+Gj2mVNzpfsK00CgFa4z9dvi2EYTAtc2kIQcE+TcZH6DECfmdPk/L+cgL/vNisiIiIiIoACgCLSxwzD4MYJ56eCcwCL8w/A53K+ro4Fm4zfP3Nsq3NFrTh3bn+KkO2U0lo2HJA+g/nZ03EbLialOYHGtcGeCQAmz/+DHsoAbFQCnOPumxLg8ngJ95f+mH+W/bDT1xqGwcy0SwADixifhx5oc3ytVUzUdjImk+W/G0KPEbWdwOeMwEUYRuvB3bYkG4HE7QRbwiVAQ/kvdPwMwKQR3tFcUPANLiz4JiO9zmeuJlHF2tCnGIbRztU9L1R/Dqbf9JKwE+2M7nstBwGvbxIETHYB9pl5WJaVyr3MTVMAUERERESkrykAKCJ9LsMd4PtjvwSAYThlvklVewUAD2glAFgdr+O2Lf/i7SqnxNRreAnFvLxZsYGdkUoApqaPAGB93U7iPRBESZ7/Bz2TAVhRXwKc6UrDa/ZuT6aYFeW5ijt4oOwGKhO7qLMqeb/2mU7Pk+Mez2jvkQAURV+nMr6x1bF7YqtTj/Pdswhb5WwKP5H6eqhnbqfXT5pUHwAEpxEIQKhRANBvtH8GoJMD2NR4/1S+OvT7HJ11KgDbIhvZGP68y/vsiqp4Lb8r/hcAo3xDOSL7wD5dv6MagoDOvbx3EDDZBMRn5BHwenjjuxfxyrfO5+aTFvbbnkVEREREvqgUABSRfjExMCL1ONfTkK1VFWtowJBm+hgXGNrs2uJwKTdsvJd1wWIAZmdM4MfjzsfAJG4n+EfJmwBMTXfOiYvacbaEyrq952QGoAHk90DJbrIEuLfLfz+pe5m/7v42GyMfpr6XYeYy2ju9S/NND1yAiReAVcH7Wi2R3RNfBTiNPtLMoawNPUgCp7x7Rtol3cqsy3CnMcLrnCm4vr4RSNhq+Oy0VgLc+AzA1hiGwbboBgBsbIZ7Cru8z86qS4T4XdE/2VXfyGZG2kQ8vRwc7g4nCHgJE31nAg3lwHWJHcRt5+fhMxs6K3tcLtK8bTeOERERERGRnqcAoIj0i8bn/PlNb+pxZbQhiDMtfQTmXkGilbWbuWnTfeyuz8Y7Nm8u/zP2HKamj2JxvnPO3JsVa1lTV8K09IYg49q6km7vuTTmlLPmujN7JChTHndKgPN6qfx3V3QL9+6+ljdrHiSBc3ahCzeHZZzNpUN/zXDvhC7Nm+YawiT/EgDK4ivZFfuo2RjbtlMZgPnuWdRaxWyNvALASO9h5Lond2ntxpJZgBtCRU4DELuhWUZHugC3drLf9sgWNoSdvc/LOIJ0V9+UZ4etCP+v+F8URZwGKcfkHsJpQxb1ydrdYRgGUwMXNwoClvBuzQ2p531mXn9tTURERERE6g3ctAIRGdTCjQKAAbOhK+jWYENjidlZ45pc80r5x9xT8hwWNgYGF484luPz5qUyyS4YeRhvVHxOxIpzT/Eb/HLKuQzxZFIWq2Ft3Q5OLpjTrT07GYA2Ga4A64JF7Q1v1+6oUyLZ0xmAESvIC5V/YVt0VZPvj/fN4bjsK/CY3e/COtl/BlsiLxG1q/ksdB8j/E3LeYPWTsK2k8WW757B58F/AhYGLqYFLuz2+gCT00bzZtXH1CSC7IqWd+EMwJZDgEurnwPAbXhYkHlMT2y1XTErzp+K/83GkJPVelj2AZw79Ph+OX+wK5JBQAzYGH6UkL0r9S+MPiO3zWtFRERERKT3KQAoIv0ilGiUAehqyADcUrcr9fjgrIkAWLbFg7te4+my5YBzZuC3C8/gwKymWWR5ngzOHHYwD+x4m8/rtvNO5Xqmpo+grLKmRzoBl8UqMQ0oju7i1i33dnu+pDx3zwYAt0fXsi26sv4rgyzXUE7K+QZDerCU1WOmMy1wDp8G76YmUcTW8Cvkc07q+WT3XwAXPnbG3gNgnO94Mlwjms3XFY3PAVwf2obH1bgEuOUMwPZKgEsiW1PZfwdlLOyT7L+EneCukv+wOrgJgLmZ07lk+BJMY99K0jcMg6n+iwGDjeFHUt9vXAIsIiIiIiL9QwFAEekXrZUA/3j6l1mSM4dVdUWM8OUStqL8qegJPqhZBzjlsteOPYexgWEtznvG0Hk8X/YJ5bE67i1ZynH5+7Gsch0lkQqq4yGy3C2fDdcRP5t4BZet+UWXr2/JzydcRbqr63vam21bvF3zbwzAxmBR5sXMSj+yx+ZvbJzvODaGn6bO2sHq4L/Yz1qSem5PzMk+9BrZbA4/C4ALP1MCZ/fY+sO9+WS40qhNBFkfLGJ8fdKfx/Di6kh34RbOLmyc/Tc/8+ge22trLNvi7zue4KPaNQDMSp/IFSPO7Nj+ByAnCHgRtm0BFiO9R5JmDu/vbYmIiIiIfOEpACgi/SJsRVKPA40CgD6Xh4npw5mYPpzyWDW/3voIm8M7ARjvH87/jD2bXE/rWVl+l5cLRhzOH7a9wI5IJRWNugqvq9vBvOyunXsH4DU93DDu0i5f35JCf/MmJ91hGCZRK+QEAG2bcf7ZPTp/Y6bhZmbaxbxX+0vCVgUrK/7NePN0oCEDMN0cTkViLQCTAmfgM3N6bH3DMJgUGM2K2rVsDBUxIuA0BWnz/L82SmpLIltZH3a6Ss/LOIIMV+82Z7Ftmwd3Pcc71Z8CTkbj1aPOGdBNPzoi2RhkXylfFhERERH5Iti3/5YhIvussBVLPW4cAEzaEtrJ/219ONUoY17mFL4x+rQm2YKtOSZ/Jk/u/pCt4TJeK/8MFwYJbNbUlXQrAAgwJW10+4P62QjvZDZHPsIA1gbfZW7m8b23lucQ8tzTKI+v4dPyBxmRdyTxRISg5ZRy11lO8NZn5DLRf1qPrz85zQkAlkTLqE04Zxt27Py/5icALq1+Hui7s/8eK3uVVyvfB2CMbzjfKbwAXwc+3/sCBf9ERERERAaWfeuAIREZNEKJhgzAxmcAAnxYvY6bN/8jFfxbMmQB3xtzVoeCfwAuw+SrhU7Za00iTJbbyQjriXMA9wWjfTMBJ9ltTejtXl3LMAxmpV0KQNwOsbrugSbn/0Vtp3Py1MC5uA1/j68/udE5gOXxcgD8Rusl1a2FpUqi21gfdsqW56Uf3uvZf8/teYtn9rwJwAjvEK4ZfRFprp5/f0REREREREABQBHpJ8kuwAYGPsMDOCWRj21fym+2PULEiuHC5IqRJ3H+8KMxO5lRdGDWeOZkjgOgKu6UAa+t20HCtnruRbTDshNsDb/bZ+slDfM0ZDnuSWynPNa7gc8891QKfYcDsDn8Ejuiydfs/MwyzFGM8S3ulbXH+Ufirj8vryZRDbRTAtxEQw7g0qpGnX+zemevSa9XfMB/Sl8GIN+dzTWjLyLT3bGsRRERERERka5QAFBE+kWyCYjf9GIYBgk7wR/WP8pfNj2JDaSZPv533LkcnTeny2t8ZdSRGIBVH+gJWVGKw+U9sPv2lUbX8d/yb7O05v/xWd3TfbJmUp57FGb9CQ8GNmvCy3t9zZnpF9evabE79lH9d533fXraRZi91NTCY7oZ63e6CkesENBeALB5ILkvs//erV7J/bucz0O2K4Pvj7mYPE92r60nIiIiIiICCgCKSD8JJ5IBQA/BRJgbP7uHp0qWATDUk8MtEy5lVsb4bq0xPq2Axfmzmnyvr8qAKxPbCVkVAHwUfIB1oZf7ZF0Al+GmwDMGcAKAa0PvYbfQ8bYnZbiGMyPnDMAmQTj1/Vz3NIZ7DunVtZNlwAmcz1SggxmAyXekr7L/VtSs5a8l/60PcPu5ZvRFDPPm99p6IiIiIiIiSQoAiki/SGYAekwXN236Bx9WOJ1iZ2SN49aJlzLKP6RH1rlgxGH4GnVVXVO7vUfmbc9E/0L8RkNm17u197Ax/EafrA0w1OMETw2gOlHKjtjGXl/zgPxLcNP0HLsZfdANdnLaGMDGrA/ptZUBuPdOdjTK/pvbi9l/n9dt4s6Sh7Gw8Zlevjf6Qgr9w3plLRERERERkb0pACgi/cI5A9CmPFZNcaQUgKOHHsgv9ruKrB48Dy3fm8kZQw9Kfb2iZmuPzd0W03AxNXBsk++9U3MXm8O925QjqcAzDnAagQCsCfX+WYR+VzaZrlGpr7PMCeR7pvf6upMCozGxU6+1M2cAvtEo++/QXsr+2xQq5g/FDxK3E7gNF98edR4TAoW9spaIiIiIiEhLFAAUkX5RHQ/Wn8/nNOW4aMxx/O/0C/Ganh5f60vDDsJfP29prIbaeLidK3rGJP9RGPW/zJq4sbFZVnMH2yLv9/rayQxAcMqA14c+IGHHe33dOmsn4JTXhuxKEna019fMcqcz1NuQbdl2CXBDDmBFvKxR9t9hvZL9Vxzexe+K7idiO01trh51NtPSu1faLiIiIiIi0lkKAIpIvzhxyDxmpI/FxOSbhadxwdjjeq1UNODysqTgQPI8GVww/DDcRt/80pfmymW0dx4ABi7c+LGxeLP692yPfNyra+e6huMx/PVrQ9iuZWvks15dE2D/9MvwG865dhG7gk3hZ3p9TYAxjUrG/UbHMgA/D34C9N7Zf7uie/hN0T8IWmEM4LKRZzA7Y2qPryMiIiIiItIeBQBFpF/Mz57O9eMv4JeTLuewnFntX9BNF448nHtnXcW5Ixfgd3l7fb2kKQEnsJQgwmT/MbjwYZHg9erb2RFd2WvrGoaZKgN21QdW1/ZBGfDYwLEcm3M3WeZEZ83wf4ha1b2+7khfbupxyGo909FolAG4I7YNcLL/Ml0924m3PFbFb7b9g+pEHQAXDT+FQ7L269E1REREREREOkoBQBHpN6ZhUOgv6LO1ersZRUuGe2aS5RoBwM7YKhZlXYOJB4sYr1X9hl3RNb229tDkOYAA2GwKf0LU6v3yZ8MwmZX+FQDidpA1oUd6fc0h3oby3Z3Ryg5f1xvZf9XxWn5T9A/2xKsA+HLBsRyZM69H1xAREREREekMBQBFRHqRYRhM9h8DQEViKx7Tz6Ks72LiIkGUV6t/RWlsQ6+snTwH0K4/ZzFOlI3hj3plrb0VeGYx3OM0X9kceZ7axI5eXS9gulKPt4XKOnzdgT2c/RdMhPht0f3sjO4B4OT8Izgh/7Aem19ERERERKQrFAAUEellE/0LceE0IVkXeplRvjkckfVtDEzidphXq35BeWxLj6871N3QbCJQfy5eX3QDTpqZdhEGJjZxVgf/2atrRexQ6vGm8M5WxzUuAXYZrh7t/JuwLH5f/CBFEWf9o3MO5owhR/fY/CIiIiIiIl2lAKCISC/zmRmM9S0AYEtkORGrhjG+gzgs82oMDKJ2kJerfkZFvKjDc24Jf8yy6vt5vPynxFvptFsWK8LAZLR3JmN8MwEoin5OXaKq+y+qAzJdoxnhOQSfkUOGazSWHeu1tUJWEICEbVASKSWYaLnU2W14GO2diNcIMNU/u0ez/x4ufRGP4cHE4NCs2Zw37IR+KTsXERERERHZmwKAIiJ9INkMxCLGxvBSAMb7D2VB5lUAROxaXq78GVXxkg7N92Hd46wKvcyu2AbWht5q9vz60HJeqPoTNhalsa3sn+6sb2OzLvx+T7ykDslwjSdoVfF56D/Y2L22Trg+AGjZBjawIdRyMDXNlcHFQ7/HD0b+klPzLuyx9dcHt/FS+busqtvEzLTJXDriVMw+6jYtIiIiIiLSHv3tRESkDwxxTyTPPQ6AdeGXsW3nXL6J/oUckvFVAMJ2FS9X/YyaxK5250vYDZ1uV9Q90+Tr1cGlvFR1NzYWHsPH8TlXM9I7kXz3KADWhJb31MtqV8SqBAz8Rg4uo/e6LzcEAJ3f1jYE286mNAwTj9kz+4laMe7Z8SQ24De9XDjiJFyGq93rRERERERE+ooCgCIifcAwDKb4nSy8msQudsQ+Sz03JbCYeekXARC0ynmp8jbqEm03sqizylOPa609rA8vA+CTuhd5vfpewMZnpHNq7g8Y5ZsGwLTAIQDsjm2lIt76OXk9KWiVApDmGtqr6yRLgL2GH4D1rWQA9oYnyt5INf34csFihnhy+mxtERERERGRjlAAUESkj4zzH4rHCABOM5DGpqedyAHp5wBQZ5XxUtVt1CXKm80BELVCROubXviNDAA+qn2a92oeZ1nNQwAEzCxOy7uWYd6JqeumBA5OPe6rZiCpAKBZ0KvrJDMAM1yZAGwKbSduJ3p1TYDNoRKe2/M2AFPTxrIod16vrykiIiIiItJZCgCKiPQRj+Fngu8IAIqjHxLcK8C3X9pp7Jd2BgAuvLxWdTthq6bZPHVWRerxBL8T1KuxSvmw7gkA0s1cTs/7IUM8o5tcl+XKZ5R3CgBrQ+9i2713Jh+AbdsEE7uBvgsA5rhzAIjaMYrC7ZdSd0fcTnDPjiewsfEYbi4dsQRTTT9ERERERGQAUgBQRKQPJZuB2FisD7/W7PnZaWexf9pZVCZ2UZbYyMtVvyJmhZqMaZwZOMk3HzdO2auBTaZZwBl5PyLXPaLF9ZNlwFWJUnbGNvXIa2pNzK4ljtONN83VNwHAoZ6GddaHtvXqmk+XvUlxxAlwnlFwFMO9+b26noiIiIiISFcpACgi0ody3IUM9Thn8m0Iv4a1V5mqYRjsn3YGE/1OpmBZfBOvVP+WuB1NjaltdP7fJ8GXiNqR+mthbsYJZLmHtLr+JP9cXLiB3i8Drqsv/wVIN3vvDEDLtgjXl0TnuHMoqD+Db0OwuNfWLArv4umyNwGY4B/F8Xnze20tERERERGR7lIAUESkjyWbgQStcoqjHzV73jAM5md8hXE+J6i0M7aaN6r/mAoW1iWSJcAGmyIfYAMGTtfZz0KvpDoMt8RvpjPONwuA9eH3m3QP7mnBREMAsDdLgCN2Q4ak30xjUmAMABtC23qlzDlhW9yz40kSWLgw+erIUzEN/XYqIiIiIiIDl/7GIiLSx8b4DsJnZAENzUAs28JqFLgzDZMjMr/OKO9sAIqiH7Ks5i5s26K6PrDmBLcMRnimcFC6c3ZgebyYrZEVba4/NeAEFkNWLdsiq3vypTURtHanHvdmCXCy/BecAODkNOfsw4p4DXviVT2+3ovl77AlXALAqUMWMsrXux2ORUREREREuksBQBGRPuYyPBR65wA2MSvMuuAbPFj2DT6te3KvcW6OyvoOQ91TAdgYeYv36v5JtNGZgIXemZySew2z0o8lYDpBxQ/rnmwz8228f3+89d2Ie7MMONkB2Gtk4Tb8vbZOqFEAMGCmMSnQ0PxkfbCoR9faGdnDY6WvAzDaN4yThhzeo/OLiIiIiIj0BgUARUT6mGVbVCQ2YRo2ldY23qq9m4hdy0fB/7Jjr4w8t+HjmOzvk+ceC8DnoRcZ6h3BOXm/YLL/CE7O/TYe04fH8LF/2gkAlMW3UBRd2er6bsPDJP+BAGwKryBqhXvlddbVdwBO76MOwOBkAI7yFRAwfYBTBtxTLNvmnh1PErPjmBh8dcRpuA1Xj80vIiIiIiLSWxQAFBHpQ5adYFnNHVQmtgIQtSKAAYDPSCe7he69PjOdY7N/SJbLee6T4GNsj33MMTmX4TI8qXEzAkfhM9IB+KidLMBp9WXAcaJsDH/cI69tb0GrDOi7DsDgBABNw2RioBDo2QzAVyveT3UWPjH/MMYFWu60LCIiIiIiMtAoACgi0gcsO8H60Fs8uucHbI28Vf89SNQ37/AYfk7KvY40V26L1wfMbI7L/l/SzXwA3q+7n/Wh15uM8ZoB9k87HoBdsQ2UxD5vdT+F3ilkmDkArA33Thlw8gzAtF7sAAzNS4ABJteXARdHdhNKRLq9Rlm0kv/sds5rHOEdwmlDjuz2nCIiIiIiIn1FAUARkV7kBP7e5L/lP+TNmj8TtndiGIANJs6ZfQYGi7K+Qa67sM25MlxDOC77R/jrG4i8XftXtkTeazJmZtri1Pl+H9U+2WyOJMMwmRI4GIBtkdXUJaq7+hJbFLPqiNl1QO92AIbGGYAGvvqzBielOZ2AbWw2hYq7Nb9t2/x951NE7BgG8JURp+Ix3d2aU0REREREpC8pACgi0ovqrHLeqrmb6sQuTGxMwynL9Zn5RGynmcdBGecx2ndAh+bLdo/g2Owf4jEC2Ngsrf4TJY3O+/OZacxKOxaAktgadkTXtTrXtMAhgBMkWx9+vysvr1XJBiDQdyXAfiOAYTi/rU0IjMKsL61eH+peGfCbVStYXbcJgMW5h6S6DIuIiIiIiOwrFAAUEelFXiMNcGNj4zYSALjwU52oAmCKfxEzAyd0as58zzgWZ/8PLrxYxHm16nfsjq1PPb9f2nF46jPhPqprPQtwiHs0+e6RAKwJLe/UHtpT1ygAmN5HJcD++vJf57GX0f7hQPcCgBWxGh7a9QIABZ4czhx6dDd2KiIiIiIi0j8UABQR6UUxO8Iwz1TcRsIp/QVCVgwwGOaZxoLMSzCST3TCMM9Ujsr6DgYu4kR4uepXlMedBhV+M4MZASdQVRxdxe7YphbnMAyDqfVZgLtiW6iI7+r8C2xFMNEoA7C3S4BtJwAYaBQAhIZzADeFiknYVqfntW2bf+x8mpDlnCF46YhT8Znebu5WRERERESk7ykAKCLSizJcecxOPxZ3felvwjawMbGBoFXLjmjrjTraU+g7gIWZVwMGUTvIi5W/oDqxE4DZ6SfgxglWtXUW4FT/IanHa0M91wwk2QDEY2Tg2Ssw19PCllNK7d9rnUn1pbphK8r2yO5Oz/tu9SpW1Dol1EfmHMiM9PHd3KmIiIiIiEj/0CnmIiK9KGaFeK/2bwDYNsRt599dbGyqEsU8X/UrhrgnMDNwDHE72qU1xnsXsDn6NmG7iqcrbuK03J+R7spnetoiVgZfZGt0BWWxrQzxjG12bZY7n5HeyZRE17MmtJxDMpZ0KSNxb8kzAHs7+w8gZDnNRvYOAE4OjEk9Xh/cxpj6kuCOqI7X8a9dzwGQ687k7KHH9sBORURERERE+ocCgCIivWhD5FWC1h4AEoBpAFgkw4AAlYkNLKvd0CPrRe1a3qv9FyO8s9k/cAKfBV/FIs5HdU9xXM43W7xmmv8QSqLrqUqUsiu2meHeCd3ag2UnqIg7ZcfpfRAATDUBMQNNvp/nySLfnc2eeBXrQ0Ucw8EdnvNfu56jNuFkFl4y/BTSXP6e27CIiIiIiEgfUwmwiEgvmuo7nkzTyTxrHPTrTWEryps1f2N53QNM9h8KwObIB5THt7c4fnJgHiYuANZ0sww4bodZXvMrgtZuRnnmMzFwYqeuj1oRbi/5Hnfs+BFLq57o0DXJEuCAmd7suWQZ8IZgxxuBfFSzhveqPwPg0Oz9mZ05pcPXioiIiIiIDETKABQR6UVhuzr12DTAg4cpgeMY6ZmbKrUNJapwGR5qE3u6tZZt20SsOtZFlwGwOfIemWYBJiYWFh/XPcUx2V9rdp3fTGecbxabIp+wLvw+R2R9GZfR+d8egvFyXq+4gfK405E4ZJeT757eqTlKopuI2mGidpjSVgKWjSXsBFE7XP86mp81OCkwmnerV7EnXkV5rJo8T1ab89UlQvxjxzMAZLnSOW/o8Z3av4iIiIiIyECkAKCISC9Kc+VxUu4vWVH3EGvDz5Mgwuehp6iMb+WQjCtJdw0BT8+uOdM6jqU1f2Nz5H1qrFIMwwTbZmP4Xealn062u/lZeNMC89kU+YSQVUNR5HPG+ffr1JrV8e0s2/ZTauI7ABjpOZiDMr+Ly+jciyuKNpRCe41AGyMdyfJfaDkAOLk+AxBgfWgbh3hmtTnfQ7tepCpRC8BFw08iw927DUxERERERET6gkqARUR6mdvwMS/jEhZn30iGORSAHbFPeabyf9gYfh3b7tmyYK+ZxjFZ32RBxgUYuLCxMA0bSPBBbctlteP9++M1nHPuOlsGXBb7nFcrfkhNzAn+TfSfxPzMH+A2fJ3ee1FkfeqxRbzd8Y0DgIEWAoaFvmH4TacbcntlwCtrN/BW1QoA5mVOZ17WjI5sWUREREREZMBTAFBEpI8M80zn5NxfMcXvlJXG7BDLa//M69W/Ipgo79G1DMNgVtrxLMn9MelmXv33YGPkbWoSpc3Guw0vE/0HArAx8jFRK9yhdYojy3iz+idE7VrAYHbGVzkg/TIMw9XpPcftGDuim1Nfx6z2uyInz/8DG7OFpHaXYTIhUAjAhlDrAcBQIsJ9O54GIN0V4MLhJ3Vi5yIiIiIiIgObAoAiIn3Ibfg5KOMrHJN1Q6pDbknsY56p/B82hZf2eDbgMM9kvpR3K8M8TiOLuemnk27mtzh2WmA+AHE7yqbIijbntW2bdaEneLf2t1jEMPFw7MibmZp2apf3uiO6hUSjrL+YHWn3mkxXNodlHofXcPNS1UMURzY1GzM54JQBbwvvJNxKUPE/pS+zJ14FwPnDjifbndGVlyAiIiIiIjIgKQAoItIPhntncnLOr5jsXwxA1K7jndo7eKPm14Ssih5dy29msiTnx5yacwNzM87ANFr+pb/QO5V0MxtouwzYthOsqPsrK4P/AMBrZLIo91YmZC7q1j4bl/8CxOz2MwCz3Lm4DTcJ4tRYlfyr7Le8Wf0Mlp1IjZlUHwC0sNkUat5YZE3dFl6t+ACA/dMnsyBr/+68DBERERERkQFHAUARkX7iMQMcnHE5R2ddR5o5BIDt0Q95uuIHbA6/1aPZgIZhMsw7uc0xpmEyJXAwANsiqwkmqpuNidth3qn5FZsizwOQbg5jUfbPGOKZ1u09Ftc3APEbTuONjmQAAhyWeSIn5lyAx/BiY7Os5ln+VfY7KuNlAEwMFGLgdFzeENzW5NqIFePvO55y1jW9XDzi5FR3ZhERERERkcFCAUARkX42wrsfp+T8ikm+owEnG/Dt2j/yZs1vCVmVfbqXZBmwjcW68PtNngtblSytuokdMSdbLs89mUXZPyfTNbLb6ybsBNujTvluhisH6FgGIDjnHc5OP5SvFPwvwz1jANge3cw9u3/OquC7+E0vhT6n+cqGUHGTax8rfY3dMef8xXOGHke+J7vbr0VERERERGSgaX5iuoiI9DmPmcYhmVcy2ncIy2v/Qsgqpyj6Prsr1jAn/XyyXCPanSOZMTjUO52y2Jomz3U0Q6/APZo89wjK4zv4uO4lCjxjGOYZR8jazVvVPyVo7QZghOcgDs78Xpc6/bZkV2xbKuMv2z2EsnhJhzMAk/I8w7io4Pu8Vf0M79S+RNQO83TFP9gUXs3EwHCKIrvYECrCsm1Mw2BjqJgXy5cDMC1tHEfmHNgjr0VERERERGSgUQBQRGQAGemdzSk5/8eHdf9kU+R1fGYm79fe2ak5Dkz/KiuCf2vyvfkZ32WoZyZ+M6fNaw3DYKr/ENaHP6QsXsR/9vwKv2GR767BMJxz9cb5juXA9Cu61Om3NY3P/8tzFbCRjnUB3pvLcHNk9mmM98/gqYp7qUlUsjr0AT4jg4DLTSgB2yO7Ge7N556SJ7Gx8RoevjJiiUp/RURERERk0FIJsIjIAOM101mQ+TUWZf2QQzO+0enrP6q7p9n3ltfeTnWiuIXRzc3LOJHDs84EIGBEyXdXpoJ/lfEAb9V8wL/KbuGVqn+yJric6nhZt88rTAYA890jSHNlARAnhmVbXZpvjG8ylw29jmmBOQBE7FpGp1WS76tlXXArT+95k5JoKQBnDj2aod68bu1fRERERERkIFMGoIjIADXK6wSvjsm+pc1xtm3zYd3dVNUH+HJd4zkw/RIMw6Qqvo0Pg3cDYNCxjD3TMBnjncHi7ONYE3qofg2Dyngmdbbz28aeeAl74iWsYikAGa5cxtXOpMAYywj3BPLdha12G96bZVtsj24EYLRvEh7Dm3ouZkfxGf4OzbM3v5nGabmXMcG3nJeqHiZGlCG+IB8EH2VzrR8wmRgoZHHuwV2aX0REREREZF+hAKCIyABX0M75fZvDb6SCfyZuDs/6AemuAgBsGjLzjA4mfdt2gk+Cf2dj+DkAvEYGC7J+RI57IrtiWyiJbqAkup4d0Y1E7CAAtYkKVlW9BbxVf42fEd6JjPRMYqR3MsO84/C0cl5gaWw7ETsEQKF3Mgk7nnouZkfw0bUAIDglzfunL2C0byJ37/wtllGDbdQyJqOOsnAWXx1+aocDlSIiIiIiIvsqBQBFRPZhUauOD2rvTn09J/3SVPAPnG6+SR0JAMbtCO/V/I4dMacDcLo5jMOyrk91+h3lncwo72TgRGzbYk98hxMMjG9kZ2wjlTGnrDZqh9ka+Yytkc8AMHFR4BnDcM94Dsk8hYCZmVqzKNpw/t9o3+RUNiDQaiOQ4sjGFr/flom++XxQu5QsTwTTsBkaqOK94BOc7Lu4SdahiIiIiIjIYKMAoIjIPuztmt+RwGmWke+ezCT/sU2et+1E6rHRTqZb2Kri7ZqfUxF3AnK57skcmvkj/GZ2i+MNw2SIZxRDPKOY4zqG3NxctpVupCi8NpUlWBbfjhOGTLArtpldsc0cmnFGk3mK68//y3EVkOnKwdsoUzBmN20EsiO6FYD7y37b5mtpTfZecb6EncCNp0tziYiIiIiI7CsUABQR2UcVRz5gZ+xTwCn9PSLrh8062Vo0BADNNs4ArElsZ1n1bdRZuwAY4TmIgzO/h7uVst3WZLrzmBo4mKkB51y9UKKOt2v/y+rgstReNkVWMC1tPuCcX1gU3QA45/8BTUqFY1bTDMA3qp9kS2RNp/bUlhNzLlD3XxERERERGfQUABQR2QfFrSjLa36f+npe+hX4zaxm4zpSAlwWW8M7NT8natcCMNF/IrPTvoJhdKxpSGvKYsW8XPUPdsU2p3YwO3AUE/wHpMbsie8kZDnrjvZOBmjWBKTpnDsAmOTfj/kZTbMduyLNldHtOURERERERAY6BQBFRPZBb9feTpwwAPnuKUwIHNXiuCYBwBYCesWRd3i/9v9hEQNgv7RLmOxf0q2suLgd473ap/mw9oVU1l++eyTHZF/MCO/EJmMbn/9X6EsGABuXADdkAIYStdRaVQCM802j0Nd0LhEREREREWmZAoAiIvuYnZFPKIl+ADilvwuzftTqWNtuOQPQtm3Wh59iZfAfgI2Jh4Myvk2h79Bu7a04so4Xy/9OZcIpJXbh5qCMk5mXcQIuo/lvOUX15/9lunLJduUDTTMAo40yAEvjO1KPCzwju7VPERERERGRLxIFAEVE9jG74qtTj+dlXInPTG91rN3oDMBkANC2E3wSvJeN4WcB8BoZLMj8X4Z4pnd7bzsjG1PBvxGeSSzOvpg8z4iW92bbqQYgo72TU1mHHrPlDMBk+S9AgbvlOUVERERERKQ5BQBFRPYxs9PPY6RnDpsjrzPBv6jNsY1LgE1cxO0I79X8jh2x9wFIM4dyeNb1ZLpGdXtfoUQdq+qWY9sw1jeT0/O+3Wbn4cpEaaqkt7C+AQi0fgZgabykfs+ZpLkyu71fERERERGRLwoFAEVE9kEF3mkUeKe1O65xF+CoXcvy6l9TEXey7nJdkzg060f4zZwe2VPAlU6aK4OyOGyPbiRk1ZLmat6YJKkosiH1ONkABJyyYQMTG6tJF+DSmBMALGglo1BERERERERa1npqhoiI7PMazgC0eafmF6ng3wjPQSzM/kmPBf+SDs/+EmAQsyO8V/tcm2OL6xuApJmZ5LmHpb5vGEYqCzCZAWjbdqoEeIhb5/+JiIiIiIh0hgKAIiKDmFMCbGNiE7RKAZjgO4EFmf+D2/D3+HojfRMZ79sfgE/r3qAmUdHq2KIWzv9LSnYCTp4BWGtVEbaDgBqAiIiIiIiIdJZKgAcQwzAwTcVku8rlcjX5v+y79DPsOYbpBP+S4bX9My5lauC0ZgG37mp8/x2Rcwabd31Kgjjv1T7LcXkXNxtfFd9DVWIPAGMCU5r9zL2mjzoL4sRwuVyUR3elnhvmK9RnpBfpvd336Pe/wUM/w32P7r/BQz9DERnsFAAcQAKBAGlpaf29jX1eVlbrZ47JwOdyucjNze3vbQwa+2edwpic2byx6xfMyb+YyVnH9Op6WVlZZGXNZr/woayseptVdW+xuPAc8n3Dm4zbXLEq9XhWwTxyA01/5v7dAYiD4bHJzc2lNt6QSTi5YDp+l36t7A26//Zt+v1v36b7b9+m+2/fpvtPRL4IFAAcQEKhEJFIpP2B0iKXy0VWVhbV1dUkEon2L5ABJSsrC5fLRSKRoLq6ur+3M6h4Gc4x2b/BTLioqGi9JLc79r7/5gVOYlXVO1gkeL7oH5yUf0WT8Wv2fAyA30zDF8qgItx0X6bl/PZUF66loqKCrVUbAchy5RGqjhBCv1b2JN1/+zb9/rdv0/23b9P9t2/T/dczFDwV2TcoADiA2LatPzj0gEQiofdxH6efX+9I0Pvva/L+yzGHMj2wgNWht1kdfJe56ScwpNHZfdsi6wAo9E7CsmzYa2/JJiARK0wikaA0uh2AAvcIfT56md7ffZd+/9v36ee379L9t+/Tz09EBjsdOCciIr1ifuYpmLhwOhA/kfp+baKK8rhzpl+hd3KL1zZ0AY5g2xZl8foOwGoAIiIiIiIi0mkKAIqISKdErTBPlt/B6uA7RKxQq+Oy3UPYL+0IADaEP2ZXdCsAxdENqTGjfa0FAJNdgKNUJcqJ2VEACjwjeuQ1iIiIiIiIfJGoBFhERDqsJLqJpVWPsiO2no3hFbhwM84/i+npBzM3e1Gz8QdnnsSq4DISxHi75nHOyP8OxREnAOgxfAzzFLa4TkMAMMLu2PbU94e4lQEoIiIiIiLSWQoAiohIh9Ulqtge24ABGECCOBvDK9gYXsEL5fcy3r8/U/xzGe/fD7fhJcOVwwHpR/Fh3YtsiXzG9sh6iiLrASj0TsQ0XC2u4zGTJcDRVPmvgUG+Z1hfvEwREREREZFBRQFAERHpsGGesdgY2MBB6ceRsCOsD39I0KohZkdZF/qAdaEP8Bg+JvpnMyUwjzkZx7AyuJSoHebN6v9SGi8GjFbLf6FpBmBprASAXHdB6mxAERERERER6TgFAEVEpMMyXbkEzHRCVh1RO8KxOeezyD6XHfENbE58wqrKdwhZtcTsCGtC77Em9B4+I0CWawhl8WJ2xDZiYGLTegMQAG99oC9uxyiNOgFAlf+KiIiIiIh0jQKAIiLSYYZhMMwzli2R1eyKbQPANEzG+KczO/dQDk87iy3B1awLvc+G8AoidpCIHSISL07NYWJh4GO4d0yr6yQzAAHKEzsBNQARERERERHpKgUARUSkU4Z6RrMlsprSWDEJO4Gr0Tl+LsPNOP9MxvlncrQdY1vkc9aG3mdjeAUxOwKAhcFo7wTchqfVNRqX+lpYgEGBRxmAIiIiIiIiXaEAoIiIdMowj5O5lyBOeXwHBa108nUbHib492eCf3/idpR1wQ95tvI+bAwK2zj/D5pmACapBFhERERERKRrzP7egIiI7FuSAUAgVQbcHrfhxe/KwsIAYLRvUpvjk12Ak1y4yXUXdHKnIiIiIiIiAgoAiohIJ2W7huAz0oCOBwABiiPrATBxMdIzoc2xe2cA5rmHNSk1FhERERERkY5TAFBERDrFaQQyGoBd0Y4HAIuiTgBwhHdsswy/vTU+AxDUAERERERERKQ7FAAUEZFOG1pfBrw7XoxlW+2OL4/vJGhVMcIzlvG+me2O3zsDUA1AREREREREuk4BQBER6bThXicAGLejlMd3tjnWtm1eqXyIqkQZe+LbOSD9iHbn3zsDUA1AREREREREuk4BQBER6bShnWgEsjb8IVujawA4IP1I0lyZ7c7fPANQJcAiIiIiIiJdpQCgiIh0Wq6rAK/hB2B3GwHAqBXm9apHAMgwczg085QOze81GwKALlxku/K6sVsREREREZEvNgUARUSk0wzDZGiyEUgbAcBlNU9Ta1UBcFT2l/Ga/g7N78KdepxmZmIY+u1KRERERESkq/Q3KhER6ZJh9WXAu2JF2C00AimNbeejulcBGOebwRT/gR2e2zAMfEYaJi6ylP0nIiIiIiLSLe72h4iIiDSXDADG7AgV8d3kkZ96zrZtXq56EBsLF26OyT4HwzA6Nf93Rv6mfq72uwyLiIiIiIhI65QBKCIiXZIsAQbYGd3a5LnPQsvZHt0AwEEZx5HrHtbldVT+KyIiIiIi0j36W5WIiHRJnns4bsMLND0HMGzV8Ub1fwHIdg3hkMwT+mV/IiIiIiIi4lAAUEREusQ0TIa6C4GmGYBvVj9ByKoB4Ojss/HUBwlFRERERESkfygAKCIiXTbMOxaAXdFt2LbNjugWPgm+CcAk/2wm+vfvz+2JiIiIiIgICgCKiEg3DKs/BzBihyiLlPBSxb8AG7fh4aiss/t3cyIiIiIiIgIoACgiIt0wzDM29Xhp2ZNFUCzGAAApKklEQVTsiG4BYH7GSWS781u5SkRERERERPqSAoAiItJl+e7huPEA8HHFUgDy3MOYl7G4P7clIiIiIiIijSgAKCIiXWYaLgo8TiOQuB0D4Jjs83Abnv7cloiIiIiIiDSiAKCIiHRLvntE6vG0wDzG+qb1425ERERERERkb+7+3oCIiOzb5mUsZlraXLbZnzPPf3x/b0dERERERET2ogCgiIh0yxDPSIa5RjMv90gqKipIJBL9vSURERERERFpRCXAIiIiIiIiIiIig5gCgCIiIiIiIiIiIoOYAoAiIiIiIiIiIiKDmAKAIiIiIiIiIiIig5gCgCIiIiIiIiIiIoOYAoAiIiIiIiIiIiKDmAKAIiIiIiIiIiIig5gCgCIiIiIiIiIiIoOYAoAiIiIiIiIiIiKDmAKAIiIiIiIiIiIig5gCgCIiIiIiIiIiIoOYAoAiIiIiIiIiIiKDmAKAIiIiIiIiIiIig5gCgCIiIiIiIiIiIoOYAoAiIiIiIiIiIiKDmAKAIiIiIiIiIiIig5gCgCIiIiIiIiIiIoOYAoAiIiIiIiIiIiKDmAKAIiIiIiIiIiIig5gCgCIiIiIiIiIiIoOYAoAiIiIiIiIiIiKDmAKAIiIiIiIiIiIig5gCgCIiIiIiIiIiIoOYAoAiIiIiIiIiIiKDmAKAIiIiIiIiIiIig5gCgCIiIiIiIiIiIoOYAoAiIiIiIiIiIiKDmAKAIiIiIiIiIiIig5gCgCIiIiIiIiIiIoOYAoAiIiIiIiIiIiKDmAKAIiIiIiIiIiIig5gCgCIiIiIiIiIiIoOYAoAiIiIiIiIiIiKDmAKAIiIiIiIiIiIig5gCgCIiIiIiIiIiIoOYAoAiIiIiIiIiIiKDmAKAIiIiIiIiIiIig5hh27bd35sQEbn//vupq6sjPT2dCy+8sL+3I/KFovtPpP/o/hPpP7r/ROSLRAFAERkQTjrpJHbv3s3QoUN59tln+3s7Il8ouv9E+o/uP5H+o/tPRL5IVAIsIiIiIiIiIiIyiCkAKCIiIiIiIiIiMogpACgiIiIiIiIiIjKIKQAoIiIiIiIiIiIyiCkAKCIiIiIiIiIiMogpACgiIiIiIiIiIjKIuft7AyIiAOeffz51dXWkp6f391ZEvnB0/4n0H91/Iv1H95+IfJEYtm3b/b0JERERERERERER6R0qARYRERERERERERnEFAAUEREREREREREZxBQAFBERERERERERGcQUABQRERERERERERnE1AVYRDqlqqqK//znP7z33nvs2bMHn8/HxIkTOemkk5g/f36X543H4zz99NO88cYblJSUADBq1CiOPPJITj75ZNzuln+52rhxI++++y6fffYZ27Zto7a2Fr/fT2FhIYcccggnnXQSaWlpXd6XyEAy0O6/5cuX89lnn7F+/XrKysqoqqrCtm1yc3OZNm0aJ5xwAjNnzuzyvkQGkoF2/7UkGAzyzW9+k7KyMgC+853vcMwxx3R5byIDyUC7B2+//XZeffXVNuceM2YMf/zjH7u8NxGRnqQuwCLSYdu2beO6666jqqoKgEAgQCQSwbIsAJYsWcIVV1zR6XlDoRA33HAD69atA8Dr9QIQjUYBmDZtGrfccgt+v7/Jda+//jq//e1vU18bhkFaWhrBYJDkL20FBQXcdNNNjBkzptP7EhlIBtr9B/D1r3+d7du3p75OT08nEokQj8dT3zvttNO47LLLOr0vkYFkIN5/Lfnzn//Ms88+m/paAUAZLAbiPZgMAHq93lb/sbmwsJCf/exnnd6XiEhvUAagiHRILBbjpz/9KVVVVYwdO5ZrrrmG8ePHE4lEeOKJJ/jXv/7FU089xfjx41m8eHGn5r7jjjtYt24d6enpfPvb3079K+7y5cv5/e9/z5o1a7jzzjv53ve+1+S6RCKB1+tl4cKFLFy4kOnTp+Pz+QiHw7z99tvcc889lJaWcuutt/LHP/4Rn8/XY++HSF8aiPcfwOGHH87QoUOZPn06w4YNw+PxYNs227dv55FHHuG1117jiSeeYOLEiSxatKgn3gqRPjdQ77+9rVmzhueff56pU6eydu3aLr1WkYFooN+Dhx9+ON/97ne78xJFRPqEzgAUkQ554YUX2LlzJz6fjxtvvJHx48cD4PP5OPvssznxxBMBuP/++5tk/7Rn8+bNLF26FIBvfetbLFiwAMMwMAyDBQsW8M1vfhNwsv22bt3a5NqpU6dy99138+1vf5sDDjggFeDz+/0cffTRXHvttQDs2rWLZcuWde8NEOlHA/H+A7jgggs49thjKSwsxOPxAE4mbmFhId/97neZMWMGAK+88krXX7xIPxuo919j8XicP/3pTxiGwdVXX92VlykyYO0L96CIyL5AAUAR6ZDXX38dgIULF1JQUNDs+TPPPBPDMCgvL2flypUdnveNN97Atm1GjBjBggULmj1/6KGHMmLECGzb5o033mjyXGFhIbm5ua3Ovf/++zN06FDAOStQZF81EO+/9hiGweTJkwHYs2dPp64VGUj2hfvvv//9L1u3buWUU05JBUdEBot94R4UEdkXKAAoIu0KhUKsX78egAMPPLDFMQUFBRQWFgLwySefdHjuTz/9FIA5c+ZgGEaz5w3DYM6cOU3GdkZWVhbglAuL7Iv21fvPsqxUGeLw4cM7da3IQLEv3H8lJSU8/PDDDBkyhPPPP7/D64vsC/aFe1BEZF+hMwBFpF3FxcWpphpjx45tddzYsWMpKiqiqKioQ/Patk1xcXG78yYbeHR03qSamppUyYaagMi+al+7/2praykuLubxxx9nzZo1AJxyyikdulZkoNkX7r8//elPRKNRrrjiCgKBQIfWF9lX7Av34KeffspVV11FaWkpXq+XESNGMHfuXE4++eQ2K1VERPqaAoAi0q7y8vLU47y8vFbHJZ+rqKjo0LyhUIhwONzheUOhEKFQqMN/wXnooYeIxWIEAgEOO+ywDl0jMtDsC/ff8uXLW+xymJ6ezuWXX95q1obIQDfQ77+XXnqJlStXctBBB7VYwiiyrxvo9yBAWVkZLpeLQCBAMBhk48aNbNy4keeee45rr72W2bNnd2hPIiK9TQFAEWlX8g9IQJuddJPPhUKhDs3beFxH5k1e05EA4Pvvv88zzzwDwPnnn092dnaH9iQy0OwL95/H4yEnJwfbtqmpqcGyLAKBAJdccgmHH354h/YjMhAN5PuvsrKSv//97/h8Pq666qoOrSuyrxnI9+DEiROZMmUKBx10EPn5+ZimSTAY5L333uPee++lvLycn/3sZ/z2t79l1KhRHdqXiEhvUgBQRAadTZs28Zvf/AbLspg/fz6nnnpqf29JZFCbO3cu//jHPwCnG+mWLVt44IEHuOOOO3j++ee58cYb28ywEJHOu/vuu6mtreWSSy5JNbwSkb6zZMmSZt9LS0tj0aJFzJgxg+9+97vU1tby4IMP8oMf/KAfdigi0pSagIhIu/x+f+pxJBJpdVzyuY6W6DYe15F5OzJ3UVERN910E8FgkP32248f/OAHLR7sLLKv2JfuPwC3282kSZO48cYbmT9/Pps2beLPf/5zh/YkMtAM1Pvvww8/5M0332Ts2LGcdtppHVpTZF80UO/B9gwdOpSTTz4ZgA8++ADLsjp8rYhIb1EAUETa1Thzp/FZLHtLPtfRA48DgUDqD1Mdmbfx+JaUlJRwww03UFVVxdSpU7n++uvxer0d2ovIQLWv3H8tSWZHLF++nOrq6k5dKzIQDNT778477wTg0ksvJRaLpc4nS/6XlHyucRmlyL5koN6DHTFlyhQAgsEgNTU1nbpWRKQ3qARYRNpVWFiIYRjYts22bdsoLCxscdy2bdsAGD16dIfmNQyDwsJC1q9fn7q2q/Pu3LmT66+/nvLyciZMmMBNN92kbogyKOwL919r8vPzU4937txJVlZWp+cQ6U8D9f7bvXs3AD/5yU/aXOeOO+7gjjvuID09nQcffLBDexMZSAbqPSgisi9SBqCItCsQCDB58mQAPvrooxbHlJWVUVRUBNCpbmf7778/AB9//HGrY1asWNFk7N52797NddddR1lZGWPHjuWWW24hIyOjw3sQGcgG+v3Xlp07d6YeNy7jEtlX7Mv3n8hgsC/fg+vWrQOc15CZmdnp60VEepoCgCLSIYsWLQJg6dKllJaWNnv+v//9L7Ztk5eXx3777dfheRcuXIhhGJSUlPDOO+80e/7tt9+mpKQEwzBSe2hsz549XH/99ZSWljJq1ChuueUWZRnJoDMQ779EItHm3IlEgscffxyA7OzsVrM2RAa6gXj/Pfnkk23+l/Sd73yHJ598Utl/sk8biPegbdttzl1aWsqzzz4LwLx58zBN/bVbRPqffiUSkQ45/vjjGT58OOFwmFtvvZXNmzcDzuHI//nPf3jmmWcAuPDCC3G7m54ucPnll3Pqqady++23N5t3/PjxLFy4EIA//OEPLF++HNu2sW2b5cuX88c//hFw/vA3ZsyYJtdWVlZy/fXXs3PnToYPH85Pf/rTDp/9IrIvGYj33+uvv85tt93Gu+++2+Rso3g8zmeffcbNN9+cypw455xz9Jcf2WcNxPtP5ItkIN6Dr7/+Oj//+c+bnXEbCoV44403+OEPf0hNTQ2BQIDzzjuvx94LEZHu0BmAItIhHo+H66+/nuuuu44tW7bwne98h7S0NMLhcKqz2SmnnMLixYs7PffVV1/Njh07WLduHT/72c9SjTui0SgA06ZN4+tf/3qz655//nm2b98OQFVVFd/73vdaXWPatGn8+Mc/7vTeRAaCgXj/Abz77ru8++67gFPi5Ha7CQaDqexA0zT58pe/zCmnnNLpfYkMFAP1/hP5ohiI96BlWbzzzjupzMHk74F1dXWpPWVnZ/M///M/yoAXkQFDAUAR6bAxY8bwhz/8gUcffZT33nuPsrIy0tPTmTBhAieffDLz58/v0ryBQIBf/OIXPP3007zxxhuUlJQAMHHiRBYtWsTJJ5/c7F90gdQfsIBmnQ/3Vltb26W9iQwUA+3+mzdvHldffTUrV65ky5YtVFZWEgwG8fv9DB8+nJkzZ3Lccccpc0kGhYF2/4l80Qy0e3C//fbjwgsv5PPPP2f79u1UV1cTDAZJT09n9OjRzJs3j+OPP15n/4nIgGLY7R1gICIiIiIiIiIiIvssHcgjIiIiIiIiIiIyiCkAKCIiIiIiIiIiMogpACgiIiIiIiIiIjKIKQAoIiIiIiIiIiIyiCkAKCIiIiIiIiIiMogpACgiIiIiIiIiIjKIKQAoIiIiIiIiIiIyiCkAKCIiIiIiIiIiMogpACgiIiIiIiIiIjKIKQAoIiIiIiIiIiIyiCkAKCIiIiIiIiIiMogpACgiIiIiIiIiIjKIKQAoIiIiIiIiIiIyiCkAKCIiIiIiIiIiMogpACgiIiIiIiIiIjKIKQAoIiIiIiIiIiIyiCkAKCIiIiIiIiIiMogpACgiItKCRYsWYRgGhmH091aauPTSS1P72rJlS39vR/pA8ue9aNGi/t6KiIiIiOyj3P29ARERERGRwWrLli3ce++9gPMPCwrkioiISH9QAFBEREREpJds2bKFn/zkJ6mvFQAUERGR/qASYBERERERERERkUFMAUAREREREREREZFBTAFAERERERERERGRQUwBQBER6TGWZfHAAw9w+umnM3bsWAKBAH6/n1GjRjF79my+/OUvc8cdd7Bnz54256mpqeH222/nxBNPpLCwEL/fTyAQYMKECZxxxhnceeedlJeXt3htcXExd9xxB+eeey4zZswgMzMTj8fDkCFDOOSQQ/jRj35EUVFRj77uqqoqfvOb37B48WJGjhyJz+cjLy+PuXPn8qMf/Yjt27d3aJ5QKMSvfvUrDjroILKzs8nMzGTGjBlce+21Pb7nznQ5vvnmm1NjX3/99WbPv/7666nnb775ZgBKSkr48Y9/zMyZM8nIyCArK4s5c+Zwyy23UFNT0+F9Ll26lCuvvJLp06eTk5OD3+9n9OjRnHnmmTz66KPYtt3qtVu2bEnt69JLLwVg586dXHfddcyaNYusrCyGDBnCEUccwcMPP9xsrlWrVnHFFVcwdepU0tLSyM/P5+STT27xPWjv/Xr11Vc5++yzGTt2LH6/n2HDhnHyySfz6KOPdvi96IjHHnuMc845h3HjxpGWlkZWVhbTp0/na1/7Gh9++GGr1x100EEYhoHL5erQZ822bSZOnIhhGAQCASoqKlLP9df73tjOnTu55ZZbOPzwwxk+fDher5chQ4Zw6KGH8tOf/rTJflvS0v3x2GOPcfLJJzNq1Ch8Ph8jR47kzDPPZOnSpS3OkbwvjjrqqNT3fvKTn6TmbfyfOnqLiIhIr7NFRER6QFlZmT1//nwbaPe///u//2t1ngcffNDOy8trd47TTz+92bWvvfaabRhGu9d6vV77r3/9a5uv58gjj0yNb8vDDz/c7n79fr997733tjnPxo0b7UmTJrU6R15env3KK6/Yl1xySep7mzdvbnPOnnh9tm3bN910U2rsa6+91uz51157LfX8TTfdZL/wwgttvidTpkyxi4uL21yzoqLCPuWUU9r9WS5cuNAuLS1tcY7Nmzenxl1yySX2W2+9ZQ8dOrTVua688krbsizbtm37L3/5i+12u1sde+edd3b4/brmmmva/SyHw+FW50uOO/LII1sds3v3bvuII45ocx3DMOyrr77ajsfjza7/29/+lhp34403trpO0gsvvJAaf/HFFzd5rr/e96T/9//+n52Wltbme5Gbm2s///zzrc7R+P4IhUL2WWed1eZ8v/rVr5rN0fi+aO+/7tzLIiIiIh2hLsAiItIjrrjiCpYvXw7A6NGjOffcc5k8eTK5ubnU1dWxfv163nnnHd58881W5/jjH//It771rdTXc+bM4YwzzmDixImYpklxcTFvv/02L7zwQouZX+FwGNu2mTp1KkcddRQzZsxgyJAhuN1udu7cydKlS3n88ceJRqNcccUVDBs2jFNOOaXLr/nuu+/mqquuwrZtvF4vp512GgsXLmTYsGHU1tby1ltv8cADDxAOh7n00kvxer2cd955zeaprKzk6KOPZuvWrQAUFhby1a9+lenTp1NTU8Ozzz7L448/zllnncXs2bO7vN++sGLFCn79618Ti8W49NJLOfzww8nMzGTt2rXccccd7Ny5k3Xr1vGVr3yFF198scU5qqurOeyww1i9ejUAkydP5stf/jLTp0/H6/WyadMmHnzwQT799FOWLl3K4sWLWb58OX6/v9V9bdu2jdNPP52qqiouvfRSjjzySPx+P++//z533nknoVCIu+66iwULFpCVlcVVV13FkCFD+OpXv8rs2bOJx+M888wzPPzwwwB8+9vfZtGiRUybNq3N9+MPf/gD//3vf8nOzuarX/0qc+fOJZFIsGzZMu677z4ikQiPP/44559/fpezAWtra1m4cCFr1qwBoKCggK985SvMnj2baDTK0qVLuf/++4nFYtxxxx1UV1fzz3/+s8kc5557Lt///veprKzknnvu4cYbb8TlcrW65l/+8pfU46uuuqrVcX39vl9//fXcdtttAKSnp3PWWWexYMEC8vPzKS8v55VXXuHRRx+loqKCU045hVdffZUjjjiizff3sssu4z//+Q+zZs3ivPPOY+LEidTV1fHUU0/x+OOPA/DDH/6QBQsWcPjhh6eumzVrFo899hirVq3ihhtuAOCcc87h3HPPbbbG0KFD29yDiIiISLf1cwBSREQGgV27dtmmadqAfeihh9qhUKjVsbt377ZXr17d7PvvvvtuKvPH7Xbbd911V6tzVFVV2S+99FKz72/ZssVesWJFm3v9+OOPU9lIkydPTmUe7a29DLlPPvnE9nq9qXk+//zzFsetXr3aHjlypA3YmZmZ9p49e5qNufLKK1NrHXHEEXZ1dXWzMY888ojtcrl6LGuotzIAAXvkyJH2qlWrmo3bsWOHXVhYmBr34Ycftrjeueeemxpz8803t5ixlkgk7O9///upcdddd12zMY0z0ajPovzggw9a3H8yc3TcuHF2fn6+fdBBB7X4s7rxxhtT81199dUt7r/x+5X8fBQVFTUbt3LlSrugoCA17sEHH2xxvuTzrWUAXn311akxc+fObTEj8oMPPrBzc3NT4/797383G/Od73wn9fyTTz7Z4lq27fwck/fqrFmzmj3fX+/7c889l5pv/vz5rWaZvvXWW3ZmZmZq3Vgs1mxM4/sDsK+55ho7kUg0G3frrbemxixZsqTF9fbOkBURERHpDwoAiohIt73zzjupv+D+6U9/6tIcJ5xwQpvldD3pr3/9a2qtt956q8Ux7QXIzjjjDBuc8t7169e3ud6LL76YmusXv/hFk+d2796dCiRmZmbaO3bsaHWeH/zgB/tEAPDVV19tda4777wzNe6nP/1ps+c/+eST1POXXXZZu3s77LDDbMDOzs5uVka7dyDqX//6V6vzLF68ODXO5/PZW7ZsaXFcMBi0MzIybMCeMGFCi2Mav1+madoff/xxq+s+8cQTqbFz5sxpcUxbAcDdu3fbfr/fBuy0tLRW923btv3QQw+1udaaNWtSz59yyimtznPbbbelxv3hD39o9nx/ve8HHnigDdgFBQUtBhEbu+uuu1LrPvTQQ82eb3x/HHnkka3+Q0E8HrdHjRqV+rWgpWCiAoAiIiIyEKgJiIiIdFt6enrqcVuNBlpTWlrKCy+8AMDw4cP57ne/21Nba1HjMr1k2XJnVFZW8sQTTwBwxhlnMGnSpDbHH3vssYwYMQIg9TqTnnnmGaLRKADnn38+w4cPb3Wea665BtMc2L91H3DAAU2aHuzt2GOPTT1etWpVs+fvu+++1ONrr7223fUuvvhiwGnE8u6777Y6bujQoZxzzjmtPt/4M7FkyRLGjh3b4rhAIMC8efMA2Lx5M+FwuM39HXfccRxwwAGtPn/qqacydepUAD7++GM2bdrU5nx7e/bZZ1N7OOecc1rdN8DZZ5/NxIkTU2tt3ry5yfNTp07l6KOPBuC5555rsRmIbdv89a9/BSAtLY2LLrqozf311fu+cuVKPvroIwAuv/xy8vLy2tzX+eefj9vtnISz9z25t+9973utNstxuVypz3s4HGbjxo1tziUiIiLSX3QGoIiIdNuMGTMYNWoU27dv55577iGRSHDFFVcwf/78Ns8RS3rrrbdSZ/qdeOKJeDyebu1nxYoV3H///bzzzjusX7+e6upqIpFIi2OLi4s7Pf+yZcuwLAsAn8+XOgesLZmZmezYsSN1rl3Se++9l3p8zDHHtDnHiBEjmDFjRouBs4FiwYIFbT5fWFiYetxSJ9ZkR1W/38/q1aubvV97a9xhefXq1SxcuLDFcfPmzWvzs9g48HrwwQe3uWZyrG3bVFZWthm0Xbx4cZtzJcesXbsWcD4PEyZMaPeapMZBz+OOO67NsYZhcNxxx3HnnXcCTvB7/PjxTcZ8/etf59VXXyWRSPC3v/0t1dU56cUXX0wFDs855xyys7PbXLOv3vfGnXgTiUSH7smMjAwqKyvb/Yx19zMtIiIiMhAoACgiIt3mcrm46667+NKXvkQkEuG+++7jvvvuIysri0MOOYTDDjuMxYsXc+ihh7aYSdM4CDdjxowu7yMej/ONb3yDu+++u8UmIS2prq7u9DpbtmxJPb733nu59957O3xteXl5k69LSkpSj9vLJEyOGcgBwCFDhrT5vM/nSz1uKXsu+d6Gw2HOOOOMTq2993vbWH5+fof31Zmx7WUATp48uc3n9x7T+PPQETt27Eg9njJlSrvjG49pfG3S6aefzsiRIykpKeGee+7hhhtuaBLAu+uuu1KP22r+kdRX73vje/JXv/pVu/tqrK3PDXT/My0iIiIyEAzsOiIREdlnnHTSSXzwwQecddZZeL1ewAmuvfTSS9x8880cfvjhTJw4kfvvv7/ZtY2DcBkZGV3ew3e+8x3uuusubNvG4/GwZMkSbr31Vv7+97/z8MMP89hjj/HYY4816WCaSCQ6vU5lZWWX9xiLxZp8XVtbm3qclpbW7vWNy60Hou6WKHfnvU2WUrekM/vqyTLrjvy8Go+pqanp1PyNx3dkrcb3V0trud1uLr/8cgCKiop47rnnUs/t3LmTJ598EoDZs2dzyCGHtLteX73vvfW5gZ79PIiIiIj0F2UAiohIj5k1axaPPPIIdXV1LFu2jOXLl/Pmm2/y5ptvEolE2Lx5MxdddBEbN27kpptuSl2XlZWVetw4INYZRUVF/PnPfwZg1KhRvPbaa61mX3322WddWiOpcRDl97//Pd/61rd6ZK5gMNju+Lq6ui6v1VVdCZJ2VbIsMy8vjz179vTZur2lIz+vxmMyMzM7NX/j8R1Zq/H91dpaV155JbfddhuJRIK77rqLU045BYB77rmHeDwOdCz7ry81vo+efPJJlixZ0o+7ERERERl49E+aIiLS49LT0znuuOO48cYbeemllygtLeXWW29NPX/bbbexc+fO1NeNz9Bq7zyu1rz88supc/n+93//t83Sy72bH3RW4/221CihM0aNGpV6vGHDhnbHd2RMRzQuW2wvA6qsrKxH1uyI5HtbWVnZ5WDwQNLZn+nIkSM7NX+yuQzA+vXr2x2/bt26dtcaNWoUp556KuA0GSkuLsa2be6++27Aub8vuOCCTu2zt/XkPSkiIiIyGCkAKCIivS4zM5Prr7+e0047DXDKYBt33z3iiCNSZwM+99xzzcpkO6JxQLG9s/QalzV2ReP9Pv/8892aq3Hjg1dffbXNsTt27ODzzz/v1npJubm5qceNG2m05J133umRNTviyCOPBMCyrHa7s+4LXnrppXbHvPzyy6nHHSmrbazx+BdffLFT+2lrra9//esAqWYgL774YuqcvfPOO69J1u5AkPzcQPfv757WuIS4o2eTioiIiPQ0BQBFRKTPNO44miwlBOeQ/RNPPBFwAnm33357p+dufP5ZW1lXmzZt4r777uv0/I0NHTo0td+VK1fy4IMPdnmuk046KXVm4gMPPMCuXbtaHXv77bf3WDnuzJkzU48bB6D29sorr/DJJ5/0yJodcfHFF6ce33LLLft8U4WXXnqJTz/9tNXnn3nmGdasWQPAgQce2Kwrb3tOPvlk/H4/AA899BBbt25tdewjjzySujfmzJnT5lqLFy9OZdH+7W9/S3UOhoFX/gswd+5cZs2aBTjv6bJly/p5Rw0alyf3Rwm/iIiICCgAKCIiPeCFF17gd7/7HRUVFa2O2b17N48++mjq69mzZzd5/uabb8btdo6m/fGPf5wqN2xJTU0Nr7zySpPvHXTQQanHv/71r1s8P27btm0sWbKkR/4Sftttt6UCd5dffnm7QcDy8nJ++9vfNgu2FRQUcOmllwJOM5Rzzz23xdLXxx57jN/+9rfd3ndSMoAJzmspLS1tNuazzz5rEpDrCwcffDBf/vKXAfj000857bTTWtxbkm3bLFu2jB/84Ad9tcVOSSQSnH322S129129ejWXXXZZ6utrr7220/MPGTIkNUcwGOSss85q8bP/8ccf87WvfS319Y9+9KM25zUMIzW+qKiIJ554AnCClPPmzev0PnubYRj84he/AJzPxOmnn95mYBucjss333xzmwHantA40PrRRx/16loiIiIirVETEBER6bYdO3ZwzTXX8MMf/pBFixYxf/58JkyYQEZGBnv27OHTTz/lwQcfTAUIzz777GZn9B100EH87ne/41vf+hbxeJwrr7ySP//5z5xxxhlMmDAB0zQpKSlh+fLlPPfccxxzzDEcc8wxqesXLFjAIYccwrvvvsvWrVuZNm0aV155JdOnTyeRSLB8+XL++c9/UldXx6WXXsq9997brdd8wAEH8Je//IXLLruMYDDI+eefz69+9SuWLFnC5MmTCQQCVFVVsWHDBt577z2WLl1KPB7nn//8Z7O5fvnLX/L888+zbds2Xn/9dWbMmMFll13GtGnTqKmp4bnnnuO///0vubm5zJ49m9dff71beweYN28eRx99NK+++ipbt25lzpw5fO1rX2Pq1KnU1NTw5ptv8sADD+DxeDjttNNSAaC+8Le//Y1169bxySef8OKLLzJu3DjOPPNM5s+fT0FBAbFYjF27dvHpp5/y8ssvU1xczMSJE/n1r3/dZ3vsqDPPPJNHH32UmTNnctlll3HggQeSSCR4++23uffee1MZjl/60pc455xzurTGL37xC1555RXWrFnDBx98wPTp07nsssvYf//9iUajvPnmm/zzn/9MnfV44YUXpoKsbbn00ku57rrrmmRhDsTsv6STTz6ZW265hRtvvJGysjKOPfZYjjjiCE444QTGjRuHx+OhsrKStWvX8vbbb7N8+XJs22bx4sW9uq/c3FwOPPBAPvroI1577TWuuuoqFi9e3KQJy5FHHkkgEOjVfYiIiMgXmwKAIiLSbcnz8GKxGC+99FKb556dddZZ/P3vf2/xuW9+85vk5OTwzW9+k6qqKj766KNWM2Yan6uV9NBDD3H00UezefNmysrK+NnPftZszLe+9S2+973vdTsACE6AZMSIEXz1q1+lpKSEFStWsGLFilbH+3w+hgwZ0uz7OTk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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# input\n", - "legend_breaks=[-79056000000000000, 709948800000000000, 1401580800000000000] # used to modify colour-graded legend\n", - "legend_labels=[\"1967-Jul\", \"1992-Jun\",\"2014-Jun\"]\n", - "\n", - "# plot\n", - "(\n", - " ggplot(economics, aes(x='unemploy/pop', y='psavert')) \n", - " + geom_path(aes(colour='date_as_number')) # colour geom_path using time variable \"date_as_number\"\n", - " + labs(x='scaled unemployment', y='saving rate')\n", - " + scale_color_continuous(breaks=legend_breaks, # set legend breaks (where labels will appear)\n", - " labels=legend_labels) # set labels on legend\n", - " + theme(legend_title=element_text(text='Date')) # set title of legend\n", - ")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/examples/geom_path.out.ipynb b/examples/geom_path.out.ipynb deleted file mode 100644 index 9e3bfd82f..000000000 --- a/examples/geom_path.out.ipynb +++ /dev/null @@ -1,327 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Path plots" - ], - "id": "f2a71094-9918-4223-a5dd-35d929e6b888" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:33.630827Z", - "iopub.status.busy": "2024-01-09T15:11:33.630517Z", - "iopub.status.idle": "2024-01-09T15:11:34.315572Z", - "shell.execute_reply": "2024-01-09T15:11:34.314818Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_path,\n", - " geom_line,\n", - " labs,\n", - " scale_color_continuous,\n", - " element_text,\n", - " theme\n", - ")\n", - "from plotnine.data import economics" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Path plots\n", - "\n", - "`geom_path()` connects the observations in the order in which they\n", - "appear in the data, this is different from `geom_line()` which connects\n", - "observations in order of the variable on the x axis." - ], - "id": "e9b7f168-b73c-4cf8-b54b-1914ebeab4d3" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:34.318923Z", - "iopub.status.busy": "2024-01-09T15:11:34.318656Z", - "iopub.status.idle": "2024-01-09T15:11:34.331865Z", - "shell.execute_reply": "2024-01-09T15:11:34.331176Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "economics.head(10) # notice the rows are ordered by date" - ], - "id": "cell-2" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Because the data is in date order `geom_path()` (in pint) produces the\n", - "same result as `geom_line()` (in black):" - ], - "id": "a625e5d0-0a4d-4090-8c44-8469f65919e5" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:34.373816Z", - "iopub.status.busy": "2024-01-09T15:11:34.373549Z", - "iopub.status.idle": "2024-01-09T15:11:35.545003Z", - "shell.execute_reply": "2024-01-09T15:11:35.544422Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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srAFA9x6ADAGxKCoqMq1zywCMpgdgh7lz55o+mEZ8dN/c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kboAQBAZCzlv9LWTKWurAHA3uqhN378eNO6FbWbHNcs/0CTKAFGdJ5//nnTujE5zjJ2awDQbYrh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\nHPqePHlSBw8elCR16tTJa3M7M3bsWI0dO9bl85MnT3KTcBWxZs0ao3/gtY1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- } - } - ], - "source": [ - "(\n", - " ggplot(economics, aes(x='date', y='unemploy')) \n", - " + geom_line(size=5) # plot geom_line as the first layer \n", - " + geom_path(colour='#ff69b4', # plot a path - colour pink \n", - " size=1) \n", - " + labs(x='date', y='unemployment (,000)') # label x & y-axis\n", - ")" - ], - "id": "cell-4" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Plotting unemployment (scaled by population) versus savings rate shows\n", - "how `geom_path()` differs from `geom_line()`. Because `geom_path()`\n", - "connects the observations in the order in which they appear in the data,\n", - "this line is like a “journey through time”:" - ], - "id": "b4b39ef1-b196-47ba-a860-d9ce5e7d182a" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:35.548510Z", - "iopub.status.busy": "2024-01-09T15:11:35.548040Z", - "iopub.status.idle": "2024-01-09T15:11:35.815785Z", - "shell.execute_reply": "2024-01-09T15:11:35.815280Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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TJ7Fnzx48f/4cc+bMwcqVK2FqaipztUREREREpC8+Pj5imw1AiIgoI+EIwO8YPnw4mjVr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VKpjAo6L1680BM2R40apfd8+vTp6devH926dYtVQrAk4cmbNy+gFetDQkJiHKQUFYoDMDQ0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\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/FXLnzq0jAIYmJrV0ihYtGq4AqFarGTRoEH///TegudjdsGEDyZMnj/YxChUqRJs2bdi9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\nwsXFBdCV9V65ciXK7T9+/KhmZxpbAqwfAExMASNjJUQAUFG9enUOHz6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kFRIA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\nv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- } - } - ], - "source": [ - "(\n", - " ggplot(economics, aes(x='unemploy/pop', y='psavert')) \n", - " + geom_path() # plot geom path\n", - " + labs(x='scaled unemployment', y='saving rate') # label x & y-axis\n", - ")" - ], - "id": "cell-6" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Comparing `geom_line()` (black) to `geom_path()` (pink) shows how these\n", - "two plots differ in what they can show: `geom_path()` shows the savings\n", - "rate has gone down over time, which is not evident with `geom_path()`." - ], - "id": "43c962e9-236b-4aa6-a771-598d2b1eb567" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:35.819616Z", - "iopub.status.busy": "2024-01-09T15:11:35.819395Z", - "iopub.status.idle": "2024-01-09T15:11:36.122218Z", - "shell.execute_reply": "2024-01-09T15:11:36.121699Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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HB/G7v/u7ePvb3w7AyQ78xS9+0a5VJCIiIiKiRpLBp/8CgEwyAEhERJ2JGYB1uO6663Dh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nQB2oj/E2L3t6A0AOiehJ6z69+HNqsHYE9PDxSl+MS900uA2xkADPpe3cdPgX9vSxeR7YSG6OH6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IC73DqoNxpgubs4qQEYUMCKf64sAlB3rwL6cWOWKcCmCsCsKBICAkQKwFkRgDqSVlUDEJBf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\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ik0VUMTkohaZWtZF7fAXmsVU4syVYO8uZ7lc80IIB68AYrH0VGGdrME6uQ6sm309fet0d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- } - } - ], - "source": [ - "(\n", - " ggplot(economics, aes(x='unemploy/pop', y='psavert')) \n", - " + geom_path(colour='#ff69b4', # plot geom_path as the first layer - colour pink\n", - " alpha=0.5, # line transparency\n", - " size=2.5) # line thickness\n", - " + geom_line() # layer geom_line \n", - " + labs(x='scaled unemployment', y='saving rate') # label x & y-axis\n", - ")" - ], - "id": "cell-8" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The `geom_path` can be easier to interpret if time is coloured in. First\n", - "convert time to a number, and use this number to colour the path:" - ], - "id": "adb71b7b-e3d4-4c2a-906a-11fce324a730" - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:36.126554Z", - "iopub.status.busy": "2024-01-09T15:11:36.126298Z", - "iopub.status.idle": "2024-01-09T15:11:36.130163Z", - "shell.execute_reply": "2024-01-09T15:11:36.129447Z" - } - }, - "outputs": [], - "source": [ - "# convert date to a number \n", - "economics['date_as_number']=pd.to_numeric(economics['date'])" - ], - "id": "cell-10" - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:36.133312Z", - "iopub.status.busy": "2024-01-09T15:11:36.133058Z", - "iopub.status.idle": "2024-01-09T15:11:36.141751Z", - "shell.execute_reply": "2024-01-09T15:11:36.141189Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "# inspect new column\n", - "economics.head()" - ], - "id": "cell-11" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The path is coloured such that it changes with time using the command\n", - "`aes(colour='date_as_number')` within `geom_path()`." - ], - "id": "b8d8cca9-b487-404b-89d5-537ebadc73b1" - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:36.144925Z", - "iopub.status.busy": "2024-01-09T15:11:36.144612Z", - "iopub.status.idle": "2024-01-09T15:11:36.476867Z", - "shell.execute_reply": "2024-01-09T15:11:36.476352Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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BzluIiIiISC8YEENATCaTs5cgIiIiIueQvJwyx3F4hJ8TVyIiIiLS8wZEACgiIiIi0sBq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wg/Hnt3IXYONhgNMp++sJao3ecu2a6iBFiSwPkix2BHFzuzEUhDBMDUpDxeeOAPzpxQmvT2HhDA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3miiq6l0RK7u2ms35itCWWlXhUAFw1CCb0drRrKIuC4CybDF2i0KSbENkiwmISAEWCByPLMu8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i9bxo+gYdDc4Yv8O9NuimJGnLSlDIcTq9u8jPKrBrPSzef/1dIS6t2dnXf1Ho8pPgMImJGU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9mCs/evFEL0OhmDQoAVChUCgOE7rQeHvF8fx87yr2xFp5vbOGEwumH9Sc4xkE8kb3dl7u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\niOyj3P29ARERERGRwWrLli3ce++9gPMPCwrkioiISH9QAFBER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- } - } - ], - "source": [ - "# input\n", - "legend_breaks=[-79056000000000000, 709948800000000000, 1401580800000000000] # used to modify colour-graded legend\n", - "legend_labels=[\"1967-Jul\", \"1992-Jun\",\"2014-Jun\"]\n", - "\n", - "# plot\n", - "(\n", - " ggplot(economics, aes(x='unemploy/pop', y='psavert')) \n", - " + geom_path(aes(colour='date_as_number')) # colour geom_path using time variable \"date_as_number\"\n", - " + labs(x='scaled unemployment', y='saving rate')\n", - " + scale_color_continuous(breaks=legend_breaks, # set legend breaks (where labels will appear)\n", - " labels=legend_labels) # set labels on legend\n", - " + theme(legend_title=element_text(text='Date')) # set title of legend\n", - ")" - ], - "id": "cell-13" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - } -} \ No newline at end of file diff --git a/examples/geom_path_files/figure-html/cell-4-output-1.png b/examples/geom_path_files/figure-html/cell-4-output-1.png deleted file mode 100644 index f45768360..000000000 Binary files a/examples/geom_path_files/figure-html/cell-4-output-1.png and /dev/null differ diff --git a/examples/geom_path_files/figure-html/cell-5-output-1.png b/examples/geom_path_files/figure-html/cell-5-output-1.png deleted file mode 100644 index b136b2a5f..000000000 Binary files a/examples/geom_path_files/figure-html/cell-5-output-1.png and /dev/null differ diff --git a/examples/geom_path_files/figure-html/cell-6-output-1.png b/examples/geom_path_files/figure-html/cell-6-output-1.png deleted file mode 100644 index 8960aabaa..000000000 Binary files a/examples/geom_path_files/figure-html/cell-6-output-1.png and /dev/null differ diff --git a/examples/geom_path_files/figure-html/cell-9-output-1.png b/examples/geom_path_files/figure-html/cell-9-output-1.png deleted file mode 100644 index 8f5113271..000000000 Binary files a/examples/geom_path_files/figure-html/cell-9-output-1.png and /dev/null differ diff --git a/examples/geom_point-preview.html b/examples/geom_point-preview.html deleted file mode 100644 index 27b3cdfdd..000000000 --- a/examples/geom_point-preview.html +++ /dev/null @@ -1,852 +0,0 @@ - - - - - - - - - plotnine 0.0.post1+g7159748 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
- - Back to Article -
geom_point.ipynb
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In [1]:
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import pandas as pd
-import numpy as np
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-from plotnine import (
-    ggplot,
-    aes,
-    geom_point,
-    scale_color_gradient
-)
-from plotnine.data import mpg
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In [2]:
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mpg.head()
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manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
3audia42.020084auto(av)f2130pcompact
4audia42.819996auto(l5)f1626pcompact
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Basic scatter plot

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In [3]:
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p = ggplot(aes(x='displ', y='cty'), mpg)
-p + geom_point()
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Aesthetic mappings

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p + geom_point(aes(color='factor(cyl)'))
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p + geom_point(aes(shape='factor(cyl)'))
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p + geom_point(aes(color='hwy'))
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Modify the color scale

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In [7]:
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p + geom_point(aes(color='hwy')) + scale_color_gradient(low='blue', high='red')
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In [8]:
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p + geom_point(aes(size='hwy'))
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- - \ No newline at end of file diff --git a/examples/geom_point.ipynb b/examples/geom_point.ipynb deleted file mode 100644 index 111798e25..000000000 --- a/examples/geom_point.ipynb +++ /dev/null @@ -1,404 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "collapsed": true, - "execution": { - "iopub.execute_input": "2024-01-09T15:11:40.447687Z", - "iopub.status.busy": "2024-01-09T15:11:40.447358Z", - "iopub.status.idle": "2024-01-09T15:11:41.136838Z", - "shell.execute_reply": "2024-01-09T15:11:41.135802Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " scale_color_gradient\n", - ")\n", - "from plotnine.data import mpg" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:41.140227Z", - "iopub.status.busy": "2024-01-09T15:11:41.139960Z", - "iopub.status.idle": "2024-01-09T15:11:41.153956Z", - "shell.execute_reply": "2024-01-09T15:11:41.153415Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
3audia42.020084auto(av)f2130pcompact
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" - ], - "text/plain": [ - " manufacturer model displ year cyl trans drv cty hwy fl class\n", - "0 audi a4 1.8 1999 4 auto(l5) f 18 29 p compact\n", - "1 audi a4 1.8 1999 4 manual(m5) f 21 29 p compact\n", - "2 audi a4 2.0 2008 4 manual(m6) f 20 31 p compact\n", - "3 audi a4 2.0 2008 4 auto(av) f 21 30 p compact\n", - "4 audi a4 2.8 1999 6 auto(l5) f 16 26 p compact" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "mpg.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Basic scatter plot" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:41.194966Z", - "iopub.status.busy": "2024-01-09T15:11:41.194701Z", - "iopub.status.idle": "2024-01-09T15:11:42.419409Z", - "shell.execute_reply": "2024-01-09T15:11:42.418710Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "p = ggplot(aes(x='displ', y='cty'), mpg)\n", - "p + geom_point()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Aesthetic mappings" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:42.422765Z", - "iopub.status.busy": "2024-01-09T15:11:42.422409Z", - "iopub.status.idle": "2024-01-09T15:11:42.804852Z", - "shell.execute_reply": "2024-01-09T15:11:42.804206Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "p + geom_point(aes(size='hwy'))" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - }, - "nbformat": 4, - "nbformat_minor": 1 -} diff --git a/examples/geom_point.out.ipynb b/examples/geom_point.out.ipynb deleted file mode 100644 index 9946e44ad..000000000 --- a/examples/geom_point.out.ipynb +++ /dev/null @@ -1,262 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#" - ], - "id": "e6bb251f-4e18-4f67-a5fa-3a13cae0b8a0" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:40.447687Z", - "iopub.status.busy": "2024-01-09T15:11:40.447358Z", - "iopub.status.idle": "2024-01-09T15:11:41.136838Z", - "shell.execute_reply": "2024-01-09T15:11:41.135802Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " scale_color_gradient\n", - ")\n", - "from plotnine.data import mpg" - ], - "id": "cell-0" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:41.140227Z", - "iopub.status.busy": "2024-01-09T15:11:41.139960Z", - "iopub.status.idle": "2024-01-09T15:11:41.153956Z", - "shell.execute_reply": "2024-01-09T15:11:41.153415Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "mpg.head()" - ], - "id": "cell-1" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Basic scatter plot" - ], - "id": "01d03be3-bb25-47ef-8ec7-1e3c8be1bb84" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:41.194966Z", - "iopub.status.busy": "2024-01-09T15:11:41.194701Z", - "iopub.status.idle": "2024-01-09T15:11:42.419409Z", - "shell.execute_reply": "2024-01-09T15:11:42.418710Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "p = ggplot(aes(x='displ', y='cty'), mpg)\n", - "p + geom_point()" - ], - "id": "cell-3" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Aesthetic mappings" - ], - "id": "5c1f0740-1afc-4632-a54f-66ae89d843ea" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:42.422765Z", - "iopub.status.busy": "2024-01-09T15:11:42.422409Z", - "iopub.status.idle": "2024-01-09T15:11:42.804852Z", - "shell.execute_reply": "2024-01-09T15:11:42.804206Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "p + geom_point(aes(color='factor(cyl)'))" - ], - "id": "cell-5" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:42.807594Z", - "iopub.status.busy": "2024-01-09T15:11:42.807358Z", - "iopub.status.idle": "2024-01-09T15:11:43.125273Z", - "shell.execute_reply": "2024-01-09T15:11:43.124752Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "p + geom_point(aes(color='hwy'))" - ], - "id": "cell-7" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Modify the color scale" - ], - "id": "a9a3eeef-8a8e-4ada-97e7-ead95cf2ae57" - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:43.443603Z", - "iopub.status.busy": "2024-01-09T15:11:43.443392Z", - "iopub.status.idle": "2024-01-09T15:11:43.735688Z", - "shell.execute_reply": "2024-01-09T15:11:43.735196Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "p + geom_point(aes(color='hwy')) + scale_color_gradient(low='blue', high='red')" - ], - "id": "cell-9" - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:43.738192Z", - "iopub.status.busy": "2024-01-09T15:11:43.737975Z", - "iopub.status.idle": "2024-01-09T15:11:44.106447Z", - "shell.execute_reply": "2024-01-09T15:11:44.105932Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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OklSrVi0FBQWle2379u0lSVu3blVMTEyu+iAA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\nCQB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AAAXWpdwBAACKatGiReWOAAAAjgAEAAAAgCJTAAIAAABAgSkAAQC24YknnsioUaOy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\n" - } - } - ], - "source": [ - "p + geom_point(aes(size='hwy'))" - ], - "id": "cell-10" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - } -} \ No newline at end of file diff --git a/examples/geom_point_files/figure-html/cell-4-output-1.png b/examples/geom_point_files/figure-html/cell-4-output-1.png deleted file mode 100644 index 9ef859197..000000000 Binary files a/examples/geom_point_files/figure-html/cell-4-output-1.png and /dev/null differ diff --git a/examples/geom_point_files/figure-html/cell-5-output-1.png b/examples/geom_point_files/figure-html/cell-5-output-1.png deleted file mode 100644 index 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- - Back to Article -
NOTE: This notebook uses the polars package
- - Download Notebook -
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-

Ranges of Similar Variables

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In [1]:
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# NOTE: This notebook uses the polars package
-import pandas as pd
-import pandas.api.types as pdtypes
-import numpy as np
-
-from plotnine import *
-import polars as pl
-from polars import col
-
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-
-

Ranges of Similar Variables

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Comparing the point to point difference of many similar variables

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Read the data.

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Source: Pew Research Global Attitudes Spring 2015

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In [2]:
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!head -n 20 "data/survey-social-media.csv"
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PSRAID,COUNTRY,Q145,Q146,Q70,Q74
-100000,Ethiopia,Female,35,No, 
-100001,Ethiopia,Female,25,No, 
-100002,Ethiopia,Male,40,Don’t know, 
-100003,Ethiopia,Female,30,Don’t know, 
-100004,Ethiopia,Male,22,No, 
-100005,Ethiopia,Male,40,No, 
-100006,Ethiopia,Female,20,No, 
-100007,Ethiopia,Female,18,No,No
-100008,Ethiopia,Male,50,No, 
-100009,Ethiopia,Male,35,No, 
-100010,Ethiopia,Female,20,No, 
-100011,Ethiopia,Female,30,Don’t know, 
-100012,Ethiopia,Male,60,No, 
-100013,Ethiopia,Male,18,No, 
-100014,Ethiopia,Male,40,No, 
-100015,Ethiopia,Male,28,Don’t know, 
-100016,Ethiopia,Female,55,Don’t know, 
-100017,Ethiopia,Male,30,Don’t know, 
-100018,Ethiopia,Female,22,No, 
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In [3]:
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columns = dict(
-    COUNTRY="country",
-    Q145="gender",
-    Q146="age",
-    Q70="use_internet",
-    Q74="use_social_media"
-)
-
-data = pl.scan_csv(
-    "data/survey-social-media.csv",
-    dtypes=dict(Q146=pl.Utf8),
-).rename(
-    columns
-).select([
-    "country",
-    "age",
-    "use_social_media"
-]).collect()
-
-data.sample(10, seed=123)
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-
-shape: (10, 3) - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
countryageuse_social_media
strstrstr
"India""23"" "
"Pakistan""18"" "
"Peru""39""Yes"
"Jordan""56"" "
"United Kingdom…"35""Yes"
"Chile""24""Yes"
"Israel""32""No"
"Pakistan""39""No"
"Chile""26""Yes"
"Nigeria""43""Yes"
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Create age groups for users of social media

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In [4]:
-
yes_no = ["Yes", "No"]
-valid_age_groups = ["18-34", "35-49", "50+"]
-
-rdata = data.with_columns(
-    age_group=pl
-    .when(col("age") <= "34").then(pl.lit("18-34"))
-    .when(col("age") <= "49").then(pl.lit("35-49"))
-    .when(col("age") < "98").then(pl.lit("50+"))
-    .otherwise(pl.lit("")),
-    country_count=pl.count().over("country")
-).filter(
-    col("age_group").is_in(valid_age_groups) &
-    col("use_social_media").is_in(yes_no)
-).group_by(["country", "age_group"]).agg(
-    # social media use percentage
-    sm_use_percent=(col("use_social_media") == "Yes").sum() * 100 / pl.count(),
-    
-    # social media question response rate
-    smq_response_rate=col("use_social_media").is_in(yes_no).sum() * 100 / col("country_count").first()
-).sort(["country", "age_group"])
-
-rdata.head()
-
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-shape: (5, 4) - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
countryage_groupsm_use_percentsmq_response_rate
strstrf64f64
"Argentina""18-34"90.88319135.1
"Argentina""35-49"84.4036721.8
"Argentina""50+"67.33333315.0
"Australia""18-34"90.86294419.621514
"Australia""35-49"78.0487820.418327
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Top 14 countries by response rate to the social media question.

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In [5]:
-
def col_format(name, fmt):
-    # Format useing python formating
-    # for more control over
-    return col(name).map_elements(lambda x: fmt.format(x=x))
-
-def float_to_str_round(name):
-    return col_format(name, "{x:.0f}")
-
-n = 14
-
-top = rdata.group_by("country").agg(
-    r=col("smq_response_rate").sum()
-).sort("r", descending=True).head(n)
-top_countries = top["country"]
-
-expr = float_to_str_round("sm_use_percent")
-expr_pct = expr + "%"
-
-point_data = rdata.filter(
-    col("country").is_in(top_countries)
-).with_columns(
-    col("country").cast(pl.Categorical),
-    sm_use_percent_str=pl.when(col("country") == "France").then(expr_pct).otherwise(expr)
-)
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-point_data.head()
-
-
-shape: (5, 5) - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
countryage_groupsm_use_percentsmq_response_ratesm_use_percent_str
catstrf64f64str
"Australia""18-34"90.86294419.621514"91"
"Australia""35-49"78.0487820.418327"78"
"Australia""50+"48.47908752.390438"48"
"Canada""18-34"92.06349225.099602"92"
"Canada""35-49"75.92592621.513944"76"
-
-
-
-
In [6]:
-
segment_data = point_data.group_by("country").agg(
-    min=col("sm_use_percent").min(),
-    max=col("sm_use_percent").max(),
-).with_columns(
-    gap=(col("max") - col("min"))
-).sort(
-    "gap",
-).with_columns(
-    min_str=float_to_str_round("min"),
-    max_str=float_to_str_round("max"),
-    gap_str=float_to_str_round("gap")
-)
-
-segment_data.head()
-
-
-shape: (5, 7) - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
countryminmaxgapmin_strmax_strgap_str
catf64f64f64strstrstr
"Russia"76.0736295.15151519.077896"76""95""19"
"Israel"55.40540588.31168832.906283"55""88""33"
"United Kingdom…52.7446386.09625733.351627"53""86""33"
"United States"52.59740388.66995136.072548"53""89""36"
"Canada"53.98633392.06349238.077159"54""92""38"
-
-
-
-
-

Format the floating point data that will be plotted into strings

-
-
-

First plot

-
-
In [7]:
-
# The right column (youngest-oldest gap) location
-xgap = 112
-
-(ggplot()
- # Range strip
- + geom_segment(
-     segment_data,
-     aes(x="min", xend="max", y="country", yend="country"),
-     size=6,
-     color="#a7a9ac"
- )
- # Age group markers
- + geom_point(
-     point_data,
-     aes("sm_use_percent", "country", color="age_group", fill="age_group"),
-     size=5,
-     stroke=0.7,
- )
- # Age group percentages
- + geom_text(
-     point_data.filter(col("age_group")=="50+"),
-     aes(x="sm_use_percent-2", y="country", label="sm_use_percent_str", color="age_group"),
-     size=8,
-     ha="right"
- )
- + geom_text(
-     point_data.filter(col("age_group")=="35-49"),
-     aes(x="sm_use_percent+2", y="country", label="sm_use_percent_str"),
-     size=8,
-     ha="left",
-     va="center",
-     color="white"
- )
- + geom_text(
-     point_data.filter(col("age_group")=="18-34"),
-     aes(x="sm_use_percent+2", y="country", label="sm_use_percent_str", color="age_group"),
-     size=8,
-     ha="left",
- )
- # gap difference
- + geom_text(
-     segment_data,
-     aes(x=xgap, y="country", label="gap_str"),
-     size=9,
-     fontweight="bold",
-     format_string="+{}"
- )
-)
-
-
-
-

-
-
-
-
-
-

Tweak it

-
-
In [8]:
-
# The right column (youngest-oldest gap) location
-xgap = 115
-
-# Gallery Plot
-
-(ggplot()
- # Background Strips                                     # new
- + geom_segment(
-     segment_data,
-     aes(y="country", yend="country"),
-     x=0, xend=100,
-     size=8.5,
-     color="#edece3"
- )
- # vertical grid lines along the strips                  # new
- + annotate(
-     "segment",
-     x=list(range(10, 100, 10)) * n,
-     xend=list(range(10, 100, 10)) * n,
-     y=np.tile(np.arange(1, n+1), 9)-.25,
-     yend=np.tile(np.arange(1, n+1), 9) + .25,
-     color="#CCCCCC"
- )
- # Range strip
- + geom_segment(
-     segment_data,
-     aes(x="min", xend="max", y="country", yend="country"),
-     size=6,
-     color="#a7a9ac"
- )
- # Age group markers
- + geom_point(
-     point_data,
-     aes("sm_use_percent", "country", color="age_group", fill="age_group"),
-     size=5,
-     stroke=0.7,
- )
- # Age group percentages
- + geom_text(
-     point_data.filter(col("age_group")=="50+"),
-     aes(x="sm_use_percent-2", y="country", label="sm_use_percent_str", color="age_group"),
-     size=8,
-     ha="right",
- )
- + geom_text(
-     point_data.filter(col("age_group")=="35-49"),
-     aes(x="sm_use_percent+2", y="country", label="sm_use_percent_str"),
-     size=8,
-     ha="left",
-     va="center",
-     color="white"
- )
- + geom_text(
-     point_data.filter(col("age_group")=="18-34"),
-     aes(x="sm_use_percent+2", y="country", label="sm_use_percent_str", color="age_group"),
-     size=8,
-     ha="left",
- )
- # countries right-hand-size (instead of y-axis)         # new
- + geom_text(
-     segment_data,
-     aes(y="country", label="country"),
-     x=-1,
-     size=8,
-     ha="right",
-     fontweight="bold",
-     color="#222222"
- )
- # gap difference
- + geom_vline(xintercept=xgap, color="#edece3", size=32)  # new
- + geom_text(
-     segment_data,
-     aes(x=xgap, y="country", label="gap_str"),
-     size=9,
-     fontweight="bold",
-     format_string="+{}"
- )
- # Annotations                                            # new
- + annotate("text", x=31, y=n+1.1, label="50+", size=9, color="#ea9f2f", va="top")
- + annotate("text", x=56, y=n+1.1, label="35-49", size=9, color="#6d6e71", va="top")
- + annotate("text", x=85, y=n+1.1, label="18-34", size=9, color="#939c49", va="top")
- + annotate("text", x=xgap, y=n+.5, label="Youngest-\nOldest Gap", size=9, color="#444444", va="bottom", ha="center")
- + annotate("point", x=[31, 56, 85], y=n+.3, alpha=0.85, stroke=0)
- + annotate("segment", x=[31, 56, 85], xend=[31, 56, 85], y=n+.3, yend=n+.8, alpha=0.85)
- + annotate("hline", yintercept=[x+0.5 for x in range(2, n, 2)], alpha=.5, linetype="dotted", size=0.7)
- 
- # Better spacing and color                              # new
- + scale_x_continuous(limits=(-18, xgap+2))
- + scale_y_discrete(expand=(0, 0.25, 0.1, 0))
- + scale_fill_manual(values=["#c3ca8c", "#d1d3d4", "#f2c480"])
- + scale_color_manual(values=["#939c49", "#6d6e71", "#ea9f2f"])
- + guides(color=None, fill=None)
- + theme_void()
- + theme(figure_size=(8, 8.5))
-)
-
-
-
-

-
-
-
-
-
-

Instead of looking at this plot as having a country variable on the y-axis and a percentage variable on the x-axis, we can view it as having vertically stacked up many indepedent variables, the values of which have a similar scale.

-

Protip: Save a pdf file.

-
-
-
-

Change in Rank

-

Comparing a group of ranked items at two different times

-
-
-
-

Read the data.

-

Source: World Bank - Infanct Mortality Rate (per 1,000 live births)b

-
-
In [9]:
-
data = pl.read_csv(
-    "data/API_SP.DYN.IMRT.IN_DS2_en_csv_v2/API_SP.DYN.IMRT.IN_DS2_en_csv_v2.csv",
-    skip_rows=4,
-    null_values="",
-    truncate_ragged_lines=True
-)
-
-# Columns as valid python variables
-year_columns = {c: f"y{c}" for c in data.columns if c[:2] in {"19", "20"}}
-data = data.rename({
-    "Country Name": "country",
-    "Country Code": "code",
-    **year_columns
-}).drop(["Indicator Name", "Indicator Code"])
-data.head()
-
-
-shape: (5, 59) - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
countrycodey1960y1961y1962y1963y1964y1965y1966y1967y1968y1969y1970y1971y1972y1973y1974y1975y1976y1977y1978y1979y1980y1981y1982y1983y1984y1985y1986y1987y1988y1989y1990y1991y1992y1993y1994y1995y1996y1997y1998y1999y2000y2001y2002y2003y2004y2005y2006y2007y2008y2009y2010y2011y2012y2013y2014y2015y2016
strstrf64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64str
"Aruba""ABW"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull
"Afghanistan""AFG"null240.5236.3232.3228.5224.6220.7217.0213.3209.8206.1202.2198.2194.3190.3186.6182.6178.7174.5170.4166.1161.8157.5153.2148.7144.5140.2135.7131.3126.8122.5118.3114.4110.9107.7105.0102.7100.798.997.295.493.491.289.086.784.482.380.478.676.875.173.471.769.968.166.3null
"Angola""AGO"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull138.3137.5136.8136.0135.3134.9134.4134.1133.8133.6133.5133.5133.5133.4133.2132.8132.3131.5130.6129.5128.3126.9125.5124.1122.8121.2119.4117.1114.7112.2109.6106.8104.1101.498.896.0null
"Albania""ALB"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull73.068.464.059.956.152.449.145.943.240.838.636.735.133.732.531.430.329.127.926.825.524.423.222.121.020.019.118.317.416.716.015.414.814.313.813.312.912.5null
"Andorra""AND"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull7.57.06.56.15.65.25.04.64.34.13.93.73.53.33.23.12.92.82.72.62.52.42.32.22.12.1null
-
-
-
-
-

The data includes regional aggregates. To tell apart the regional aggregates we need the metadata. Every row in the data table has a corresponding row in the metadata table. Where the row has regional aggregate data, the Region column in the metadata table is NaN.

-
-
In [10]:
-
def ordered_categorical(s, categories=None):
-    """
-    Create a categorical ordered according to the categories
-    """
-    name = getattr(s, "name", "")
-    if categories is None:
-        return pl.Series(name, s).cast(pl.Categorical)
-
-    with pl.StringCache():
-        pl.Series(categories).cast(pl.Categorical)
-        return pl.Series(name, s).cast(pl.Categorical)
-
-columns = {
-    "Country Code": "code",
-    "Region": "region",
-    "IncomeGroup": "income_group"
-}
-
-metadata = pl.scan_csv(
-    "data/API_SP.DYN.IMRT.IN_DS2_en_csv_v2/Metadata_Country_API_SP.DYN.IMRT.IN_DS2_en_csv_v2.csv"
-).rename(
-    columns
-).select(
-    list(columns.values())
-).filter(
-    # Drop the regional aggregate information
-    (col("region") != "") & (col("income_group") != "")
-).collect()
-
-cat_order = ["High income", "Upper middle income", "Lower middle income", "Low income"]
-metadata = metadata.with_columns(
-    ordered_categorical(metadata["income_group"], cat_order)
-)
-
-metadata.head(10)
-
-
-shape: (10, 3) - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
coderegionincome_group
strstrcat
"ABW""Latin America …"High income"
"AFG""South Asia""Low income"
"AGO""Sub-Saharan Af…"Lower middle i…
"ALB""Europe & Centr…"Upper middle i…
"AND""Europe & Centr…"High income"
"ARE""Middle East & …"High income"
"ARG""Latin America …"Upper middle i…
"ARM""Europe & Centr…"Lower middle i…
"ASM""East Asia & Pa…"Upper middle i…
"ATG""Latin America …"High income"
-
-
-
-
-

Remove the regional aggregates, to create a table with only country data

-
-
In [11]:
-
country_data = data.join(metadata, on="code")
-country_data.head()
-
-
-shape: (5, 61) - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
countrycodey1960y1961y1962y1963y1964y1965y1966y1967y1968y1969y1970y1971y1972y1973y1974y1975y1976y1977y1978y1979y1980y1981y1982y1983y1984y1985y1986y1987y1988y1989y1990y1991y1992y1993y1994y1995y1996y1997y1998y1999y2000y2001y2002y2003y2004y2005y2006y2007y2008y2009y2010y2011y2012y2013y2014y2015y2016regionincome_group
strstrf64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64strstrcat
"Aruba""ABW"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull"Latin America …"High income"
"Afghanistan""AFG"null240.5236.3232.3228.5224.6220.7217.0213.3209.8206.1202.2198.2194.3190.3186.6182.6178.7174.5170.4166.1161.8157.5153.2148.7144.5140.2135.7131.3126.8122.5118.3114.4110.9107.7105.0102.7100.798.997.295.493.491.289.086.784.482.380.478.676.875.173.471.769.968.166.3null"South Asia""Low income"
"Angola""AGO"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull138.3137.5136.8136.0135.3134.9134.4134.1133.8133.6133.5133.5133.5133.4133.2132.8132.3131.5130.6129.5128.3126.9125.5124.1122.8121.2119.4117.1114.7112.2109.6106.8104.1101.498.896.0null"Sub-Saharan Af…"Lower middle i…
"Albania""ALB"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull73.068.464.059.956.152.449.145.943.240.838.636.735.133.732.531.430.329.127.926.825.524.423.222.121.020.019.118.317.416.716.015.414.814.313.813.312.912.5null"Europe & Centr…"Upper middle i…
"Andorra""AND"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull7.57.06.56.15.65.25.04.64.34.13.93.73.53.33.23.12.92.82.72.62.52.42.32.22.12.1null"Europe & Centr…"High income"
-
-
-
-
-

We are interested in the changes in rank between 1960 and 2015. To plot a reasonable sized graph, we randomly sample 35 countries.

-
-
In [12]:
-
sampled_data = country_data.drop_nulls(
-    subset=["y1960", "y2015"]
-).sample(
-    n=35,
-    seed=123
-).with_columns(
-    y1960_rank=col("y1960").rank(method="ordinal").cast(pl.Int64),
-    y2015_rank=col("y2015").rank(method="ordinal").cast(pl.Int64)
-).sort("y2015_rank", descending=True)
-
-sampled_data.head()
-
-
-shape: (5, 63) - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
countrycodey1960y1961y1962y1963y1964y1965y1966y1967y1968y1969y1970y1971y1972y1973y1974y1975y1976y1977y1978y1979y1980y1981y1982y1983y1984y1985y1986y1987y1988y1989y1990y1991y1992y1993y1994y1995y1996y1997y1998y1999y2000y2001y2002y2003y2004y2005y2006y2007y2008y2009y2010y2011y2012y2013y2014y2015y2016regionincome_groupy1960_ranky2015_rank
strstrf64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64strstrcati64i64
"Sierra Leone""SLE"223.6220.5217.5214.2211.0207.6204.2200.8197.3194.1191.0188.0185.2182.6180.0177.5175.3173.2171.2169.2167.3165.6164.1162.8161.5160.4159.4158.3157.6157.0156.5156.1155.7155.2154.5153.4152.0150.1148.1145.8143.3140.5137.7134.6131.4128.1124.5120.5116.2111.7107.0102.397.993.890.287.1null"Sub-Saharan Af…"Low income"3535
"Cote d'Ivoire""CIV"208.4203.0197.7192.8188.0183.3178.7174.2169.9165.4161.0156.4151.3146.1140.7135.1129.7124.7120.2116.6113.7111.4109.5108.0106.9106.1105.5105.2104.9104.9104.9104.8104.7104.7104.6104.4104.0103.3102.3101.099.597.795.793.691.488.986.784.181.379.076.975.072.870.668.566.6null"Sub-Saharan Af…"Lower middle i…3334
"Benin""BEN"186.9183.9180.6177.1173.6170.2166.8164.0161.5159.2157.1154.9152.5149.8146.8143.5140.1136.7133.6130.9128.7126.6124.7122.8120.9118.9116.9114.8112.6110.4108.0105.6103.2100.998.997.295.694.292.791.189.387.485.283.080.878.876.975.273.772.371.069.868.567.265.764.2null"Sub-Saharan Af…"Low income"3233
"Burkina Faso""BFA"161.3159.4157.5155.8154.3153.0151.8150.9150.2149.7149.3148.5147.1144.6141.0136.6131.9127.4123.4120.2117.6115.6113.9112.4110.8109.0107.1105.3103.8102.9102.5102.3102.4102.4102.1101.4100.599.498.397.396.295.093.491.488.986.082.779.275.872.569.767.365.463.762.260.9null"Sub-Saharan Af…"Low income"3032
"Ghana""GHA"125.1123.8122.7121.8121.2120.8120.7120.6120.6120.5120.1119.5118.2116.5114.2111.5108.7106.0103.8102.1100.9100.199.398.496.894.792.189.085.882.779.877.575.674.173.072.071.069.868.466.764.963.061.259.658.156.855.654.453.151.750.248.647.045.544.242.8null"Sub-Saharan Af…"Lower middle i…2531
-
-
-
-
-

First graph

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In [13]:
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(ggplot(sampled_data)
- + geom_text(aes(1, "y1960_rank", label="country"), ha="right", size=9)
- + geom_text(aes(2, "y2015_rank", label="country"), ha="left", size=9)
- + geom_point(aes(1, "y1960_rank", color="income_group"), size=2.5)
- + geom_point(aes(2, "y2015_rank", color="income_group"), size=2.5)
- + geom_segment(aes(x=1, y="y1960_rank", xend=2, yend="y2015_rank", color="income_group"))
- + scale_y_reverse()
-)
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It has the form we want, but we need to tweak it.

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In [14]:
-
# Text colors
-black1 = "#252525"
-black2 = "#222222"
-
-# Gallery Plot
-
-(ggplot(sampled_data)
- # Slight modifications for the original lines,
- # 1. Nudge the text to either sides of the points
- # 2. Alter the color and alpha values
- + geom_text(aes(1, "y1960_rank", label="country"), nudge_x=-0.05, ha="right", size=9, color=black1)
- + geom_text(aes(2, "y2015_rank", label="country"), nudge_x=0.05, ha="left", size=9, color=black1)
- + geom_point(aes(1, "y1960_rank", color="income_group"), size=2.5, alpha=.7)
- + geom_point(aes(2, "y2015_rank", color="income_group"), size=2.5, alpha=.7)
- + geom_segment(aes(x=1, y="y1960_rank", xend=2, yend="y2015_rank", color="income_group"), alpha=.7)
- 
- # Text Annotations
- + annotate("text", x=1, y=0, label="Rank in 1960", fontweight="bold", ha="right", size=10, color=black2)
- + annotate("text", x=2, y=0, label="Rank in 2015", fontweight="bold", ha="left", size=10, color=black2)
- + annotate("text", x=1.5, y=0, label="Lines show change in rank", size=9, color=black1)
- + annotate("label", x=1.5, y=3, label="Lower infant\ndeath rates", size=9, color=black1,
-            label_size=0, fontstyle="italic")
- + annotate("label", x=1.5, y=33, label="Higher infant\ndeath rates", size=9, color=black1,
-            label_size=0, fontstyle="italic")
- 
- # Prevent country names from being chopped off
- + lims(x=(0.35, 2.65))
- + labs(color="Income Group")
- # Countries with lower rates on top
- + scale_y_reverse()
- # Change colors
- + scale_color_brewer(type="qual", palette=2)
- # Removes all decorations
- + theme_void()
- # Changing the figure size prevents the country names from squishing up
- + theme(figure_size=(8, 11))
-)
-
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-

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- - -
- - \ No newline at end of file diff --git a/examples/geom_segment.ipynb b/examples/geom_segment.ipynb deleted file mode 100644 index 60200c1ca..000000000 --- a/examples/geom_segment.ipynb +++ /dev/null @@ -1,1079 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:48.285050Z", - "iopub.status.busy": "2024-01-09T15:11:48.284717Z", - "iopub.status.idle": "2024-01-09T15:11:49.094335Z", - "shell.execute_reply": "2024-01-09T15:11:49.093453Z" - } - }, - "outputs": [], - "source": [ - "# NOTE: This notebook uses the polars package\n", - "import pandas as pd\n", - "import pandas.api.types as pdtypes\n", - "import numpy as np\n", - "\n", - "from plotnine import *\n", - "import polars as pl\n", - "from polars import col" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Ranges of Similar Variables\n", - "\n", - "*Comparing the point to point difference of many similar variables*" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Read the data.\n", - "\n", - "Source: Pew Research Global Attitudes Spring 2015" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:49.098894Z", - "iopub.status.busy": "2024-01-09T15:11:49.098503Z", - "iopub.status.idle": "2024-01-09T15:11:49.232550Z", - "shell.execute_reply": "2024-01-09T15:11:49.230124Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "PSRAID,COUNTRY,Q145,Q146,Q70,Q74\r\n", - "100000,Ethiopia,Female,35,No, \r\n", - "100001,Ethiopia,Female,25,No, \r\n", - "100002,Ethiopia,Male,40,Don’t know, \r\n", - "100003,Ethiopia,Female,30,Don’t know, \r\n", - "100004,Ethiopia,Male,22,No, \r\n", - "100005,Ethiopia,Male,40,No, \r\n", - "100006,Ethiopia,Female,20,No, \r\n", - "100007,Ethiopia,Female,18,No,No\r\n", - "100008,Ethiopia,Male,50,No, \r\n", - "100009,Ethiopia,Male,35,No, \r\n", - "100010,Ethiopia,Female,20,No, \r\n", - "100011,Ethiopia,Female,30,Don’t know, \r\n", - "100012,Ethiopia,Male,60,No, \r\n", - "100013,Ethiopia,Male,18,No, \r\n", - "100014,Ethiopia,Male,40,No, \r\n", - "100015,Ethiopia,Male,28,Don’t know, \r\n", - "100016,Ethiopia,Female,55,Don’t know, \r\n", - "100017,Ethiopia,Male,30,Don’t know, \r\n", - "100018,Ethiopia,Female,22,No, \r\n" - ] - } - ], - "source": [ - "!head -n 20 \"data/survey-social-media.csv\"" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:49.237644Z", - "iopub.status.busy": "2024-01-09T15:11:49.237298Z", - "iopub.status.idle": "2024-01-09T15:11:49.313558Z", - "shell.execute_reply": "2024-01-09T15:11:49.312940Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "shape: (10, 3)
countryageuse_social_media
strstrstr
"India""23"" "
"Pakistan""18"" "
"Peru""39""Yes"
"Jordan""56"" "
"United Kingdom…"35""Yes"
"Chile""24""Yes"
"Israel""32""No"
"Pakistan""39""No"
"Chile""26""Yes"
"Nigeria""43""Yes"
" - ], - "text/plain": [ - "shape: (10, 3)\n", - "┌──────────┬─────┬──────────────────┐\n", - "│ country ┆ age ┆ use_social_media │\n", - "│ --- ┆ --- ┆ --- │\n", - "│ str ┆ str ┆ str │\n", - "╞══════════╪═════╪══════════════════╡\n", - "│ India ┆ 23 ┆ │\n", - "│ Pakistan ┆ 18 ┆ │\n", - "│ Peru ┆ 39 ┆ Yes │\n", - "│ Jordan ┆ 56 ┆ │\n", - "│ … ┆ … ┆ … │\n", - "│ Israel ┆ 32 ┆ No │\n", - "│ Pakistan ┆ 39 ┆ No │\n", - "│ Chile ┆ 26 ┆ Yes │\n", - "│ Nigeria ┆ 43 ┆ Yes │\n", - "└──────────┴─────┴──────────────────┘" - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "columns = dict(\n", - " COUNTRY=\"country\",\n", - " Q145=\"gender\",\n", - " Q146=\"age\",\n", - " Q70=\"use_internet\",\n", - " Q74=\"use_social_media\"\n", - ")\n", - "\n", - "data = pl.scan_csv(\n", - " \"data/survey-social-media.csv\",\n", - " dtypes=dict(Q146=pl.Utf8),\n", - ").rename(\n", - " columns\n", - ").select([\n", - " \"country\",\n", - " \"age\",\n", - " \"use_social_media\"\n", - "]).collect()\n", - "\n", - "data.sample(10, seed=123)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Create age groups for users of social media" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:49.317586Z", - "iopub.status.busy": "2024-01-09T15:11:49.317331Z", - "iopub.status.idle": "2024-01-09T15:11:49.367745Z", - "shell.execute_reply": "2024-01-09T15:11:49.367006Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "shape: (5, 4)
countryage_groupsm_use_percentsmq_response_rate
strstrf64f64
"Argentina""18-34"90.88319135.1
"Argentina""35-49"84.4036721.8
"Argentina""50+"67.33333315.0
"Australia""18-34"90.86294419.621514
"Australia""35-49"78.0487820.418327
" - ], - "text/plain": [ - "shape: (5, 4)\n", - "┌───────────┬───────────┬────────────────┬───────────────────┐\n", - "│ country ┆ age_group ┆ sm_use_percent ┆ smq_response_rate │\n", - "│ --- ┆ --- ┆ --- ┆ --- │\n", - "│ str ┆ str ┆ f64 ┆ f64 │\n", - "╞═══════════╪═══════════╪════════════════╪═══════════════════╡\n", - "│ Argentina ┆ 18-34 ┆ 90.883191 ┆ 35.1 │\n", - "│ Argentina ┆ 35-49 ┆ 84.40367 ┆ 21.8 │\n", - "│ Argentina ┆ 50+ ┆ 67.333333 ┆ 15.0 │\n", - "│ Australia ┆ 18-34 ┆ 90.862944 ┆ 19.621514 │\n", - "│ Australia ┆ 35-49 ┆ 78.04878 ┆ 20.418327 │\n", - "└───────────┴───────────┴────────────────┴───────────────────┘" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "yes_no = [\"Yes\", \"No\"]\n", - "valid_age_groups = [\"18-34\", \"35-49\", \"50+\"]\n", - "\n", - "rdata = data.with_columns(\n", - " age_group=pl\n", - " .when(col(\"age\") <= \"34\").then(pl.lit(\"18-34\"))\n", - " .when(col(\"age\") <= \"49\").then(pl.lit(\"35-49\"))\n", - " .when(col(\"age\") < \"98\").then(pl.lit(\"50+\"))\n", - " .otherwise(pl.lit(\"\")),\n", - " country_count=pl.count().over(\"country\")\n", - ").filter(\n", - " col(\"age_group\").is_in(valid_age_groups) &\n", - " col(\"use_social_media\").is_in(yes_no)\n", - ").group_by([\"country\", \"age_group\"]).agg(\n", - " # social media use percentage\n", - " sm_use_percent=(col(\"use_social_media\") == \"Yes\").sum() * 100 / pl.count(),\n", - " \n", - " # social media question response rate\n", - " smq_response_rate=col(\"use_social_media\").is_in(yes_no).sum() * 100 / col(\"country_count\").first()\n", - ").sort([\"country\", \"age_group\"])\n", - "\n", - "rdata.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Top 14 countries by response rate to the social media question." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:49.370934Z", - "iopub.status.busy": "2024-01-09T15:11:49.370670Z", - "iopub.status.idle": "2024-01-09T15:11:49.389991Z", - "shell.execute_reply": "2024-01-09T15:11:49.389288Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "shape: (5, 5)
countryage_groupsm_use_percentsmq_response_ratesm_use_percent_str
catstrf64f64str
"Australia""18-34"90.86294419.621514"91"
"Australia""35-49"78.0487820.418327"78"
"Australia""50+"48.47908752.390438"48"
"Canada""18-34"92.06349225.099602"92"
"Canada""35-49"75.92592621.513944"76"
" - ], - "text/plain": [ - "shape: (5, 5)\n", - "┌───────────┬───────────┬────────────────┬───────────────────┬────────────────────┐\n", - "│ country ┆ age_group ┆ sm_use_percent ┆ smq_response_rate ┆ sm_use_percent_str │\n", - "│ --- ┆ --- ┆ --- ┆ --- ┆ --- │\n", - "│ cat ┆ str ┆ f64 ┆ f64 ┆ str │\n", - "╞═══════════╪═══════════╪════════════════╪═══════════════════╪════════════════════╡\n", - "│ Australia ┆ 18-34 ┆ 90.862944 ┆ 19.621514 ┆ 91 │\n", - "│ Australia ┆ 35-49 ┆ 78.04878 ┆ 20.418327 ┆ 78 │\n", - "│ Australia ┆ 50+ ┆ 48.479087 ┆ 52.390438 ┆ 48 │\n", - "│ Canada ┆ 18-34 ┆ 92.063492 ┆ 25.099602 ┆ 92 │\n", - "│ Canada ┆ 35-49 ┆ 75.925926 ┆ 21.513944 ┆ 76 │\n", - "└───────────┴───────────┴────────────────┴───────────────────┴────────────────────┘" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "def col_format(name, fmt):\n", - " # Format useing python formating\n", - " # for more control over\n", - " return col(name).map_elements(lambda x: fmt.format(x=x))\n", - "\n", - "def float_to_str_round(name):\n", - " return col_format(name, \"{x:.0f}\")\n", - "\n", - "n = 14\n", - "\n", - "top = rdata.group_by(\"country\").agg(\n", - " r=col(\"smq_response_rate\").sum()\n", - ").sort(\"r\", descending=True).head(n)\n", - "top_countries = top[\"country\"]\n", - "\n", - "expr = float_to_str_round(\"sm_use_percent\")\n", - "expr_pct = expr + \"%\"\n", - "\n", - "point_data = rdata.filter(\n", - " col(\"country\").is_in(top_countries)\n", - ").with_columns(\n", - " col(\"country\").cast(pl.Categorical),\n", - " sm_use_percent_str=pl.when(col(\"country\") == \"France\").then(expr_pct).otherwise(expr)\n", - ")\n", - "\n", - "point_data.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:49.393132Z", - "iopub.status.busy": "2024-01-09T15:11:49.392893Z", - "iopub.status.idle": "2024-01-09T15:11:49.403307Z", - "shell.execute_reply": "2024-01-09T15:11:49.402582Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "shape: (5, 7)
countryminmaxgapmin_strmax_strgap_str
catf64f64f64strstrstr
"Russia"76.0736295.15151519.077896"76""95""19"
"Israel"55.40540588.31168832.906283"55""88""33"
"United Kingdom…52.7446386.09625733.351627"53""86""33"
"United States"52.59740388.66995136.072548"53""89""36"
"Canada"53.98633392.06349238.077159"54""92""38"
" - ], - "text/plain": [ - "shape: (5, 7)\n", - "┌────────────────┬───────────┬───────────┬───────────┬─────────┬─────────┬─────────┐\n", - "│ country ┆ min ┆ max ┆ gap ┆ min_str ┆ max_str ┆ gap_str │\n", - "│ --- ┆ --- ┆ --- ┆ --- ┆ --- ┆ --- ┆ --- │\n", - "│ cat ┆ f64 ┆ f64 ┆ f64 ┆ str ┆ str ┆ str │\n", - "╞════════════════╪═══════════╪═══════════╪═══════════╪═════════╪═════════╪═════════╡\n", - "│ Russia ┆ 76.07362 ┆ 95.151515 ┆ 19.077896 ┆ 76 ┆ 95 ┆ 19 │\n", - "│ Israel ┆ 55.405405 ┆ 88.311688 ┆ 32.906283 ┆ 55 ┆ 88 ┆ 33 │\n", - "│ United Kingdom ┆ 52.74463 ┆ 86.096257 ┆ 33.351627 ┆ 53 ┆ 86 ┆ 33 │\n", - "│ United States ┆ 52.597403 ┆ 88.669951 ┆ 36.072548 ┆ 53 ┆ 89 ┆ 36 │\n", - "│ Canada ┆ 53.986333 ┆ 92.063492 ┆ 38.077159 ┆ 54 ┆ 92 ┆ 38 │\n", - "└────────────────┴───────────┴───────────┴───────────┴─────────┴─────────┴─────────┘" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "segment_data = point_data.group_by(\"country\").agg(\n", - " min=col(\"sm_use_percent\").min(),\n", - " max=col(\"sm_use_percent\").max(),\n", - ").with_columns(\n", - " gap=(col(\"max\") - col(\"min\"))\n", - ").sort(\n", - " \"gap\",\n", - ").with_columns(\n", - " min_str=float_to_str_round(\"min\"),\n", - " max_str=float_to_str_round(\"max\"),\n", - " gap_str=float_to_str_round(\"gap\")\n", - ")\n", - "\n", - "segment_data.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Format the floating point data that will be plotted into strings" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "First plot" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:49.406576Z", - "iopub.status.busy": "2024-01-09T15:11:49.406335Z", - "iopub.status.idle": "2024-01-09T15:11:51.055242Z", - "shell.execute_reply": "2024-01-09T15:11:51.054598Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# The right column (youngest-oldest gap) location\n", - "xgap = 112\n", - "\n", - "(ggplot()\n", - " # Range strip\n", - " + geom_segment(\n", - " segment_data,\n", - " aes(x=\"min\", xend=\"max\", y=\"country\", yend=\"country\"),\n", - " size=6,\n", - " color=\"#a7a9ac\"\n", - " )\n", - " # Age group markers\n", - " + geom_point(\n", - " point_data,\n", - " aes(\"sm_use_percent\", \"country\", color=\"age_group\", fill=\"age_group\"),\n", - " size=5,\n", - " stroke=0.7,\n", - " )\n", - " # Age group percentages\n", - " + geom_text(\n", - " point_data.filter(col(\"age_group\")==\"50+\"),\n", - " aes(x=\"sm_use_percent-2\", y=\"country\", label=\"sm_use_percent_str\", color=\"age_group\"),\n", - " size=8,\n", - " ha=\"right\"\n", - " )\n", - " + geom_text(\n", - " point_data.filter(col(\"age_group\")==\"35-49\"),\n", - " aes(x=\"sm_use_percent+2\", y=\"country\", label=\"sm_use_percent_str\"),\n", - " size=8,\n", - " ha=\"left\",\n", - " va=\"center\",\n", - " color=\"white\"\n", - " )\n", - " + geom_text(\n", - " point_data.filter(col(\"age_group\")==\"18-34\"),\n", - " aes(x=\"sm_use_percent+2\", y=\"country\", label=\"sm_use_percent_str\", color=\"age_group\"),\n", - " size=8,\n", - " ha=\"left\",\n", - " )\n", - " # gap difference\n", - " + geom_text(\n", - " segment_data,\n", - " aes(x=xgap, y=\"country\", label=\"gap_str\"),\n", - " size=9,\n", - " fontweight=\"bold\",\n", - " format_string=\"+{}\"\n", - " )\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Tweak it" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:51.059005Z", - "iopub.status.busy": "2024-01-09T15:11:51.058609Z", - "iopub.status.idle": "2024-01-09T15:11:52.147107Z", - "shell.execute_reply": "2024-01-09T15:11:52.146498Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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ld6k0zJI0wHzy+/1qaxudDVFcUqxt22dv7eesrExdd93oU+22bau5aWE+uq6OLad1tr5+QerH4hAKdygYHs11k5tbrKLC2VseyuvNUmXF6O+2YGhIZ88/NqNrDg51qbkl+vveXHH9jK4FAFiaevv69N6/fv/I0p+f+uTkZ2isW7dG//1f/6G9j/9JH3j/7br22qu1bu0aveAFt+iuu36mbdu2JJQPBAJ68sn9s9r+5Y4ZIOljXdL2Q5ZlhZILWZZ1SNKh8S4SyyHydkkvl7RFUqGkIUnnJT0o6buWZR1PcV694mafWJZlJB3/R6VY4irF/mE/NE3zh8nlx2lzlqQPSXqjpFWKznh5UNInLcua8Z0c0zRXSPqTpPhH8Q5Ier5lWZ3jnOOQ9ApJb1Z02bFSRR/hbZa0T9J/WJY1ZgHAVP9PivbXJyXdIKlE0ucsy/rHuHNMSe+RdIui7z9LUqekpyX9SNKdlmUlzLczTbNY0nsVDZxtUHSGUKGij2K1x+r8haSfWZYVEQAgUWyWhG2k/ihl91+UfeInUvEVMla8WPapn065ikj9PXH1ueQq3jx+4WlyFW9SuPe8FIl+ZKgJ7Vera/brAZBaS0tLwvbua6+d9TWfV5urdezYcTU3N0uSWltbVbdihZzO+ZvtVVJcrLy8XEUiEdVPcjYJ0tNQMPFPyZqqdVPKczMZpSW16ui4JH9gUJJ0uv4hbVj7AjmM6X1vnW14XLZs5edWqaRo5rOzAABLz8c+9mk1NERXvr/pphv0rne9U3//yc9M6tzPfOaT4x5zu9165StepmeSZtH29fVNv7EYgwBI+ggkbX/cNM2gpPssyzozmQuYprlN0v9KWpl0yK1oMGSLpPeYpvkxy7K+MrPmzpoqSU8purzXMK+kV0u6xTTNHZZl1c/g+islPSypLm7fE5JutSyrO9UJsSTpd0p6borDq2JfbzRN8xeS3mpZVnLfxbtV0r8p2gep6nqvpK9JSl5suVzSS2Jf95qm+RrLsgaT2vHZceqsjX3dJunPTNO8zbKs4DhlAWDZsUODisQCGkN528cet8OKHPyaZEiObX8rwzCmnP3DHmqX2g+NbDvzamU4U/4qmBHD4ZIzb4XC3ZakaEL0jEi3fI6CWa8LwFhtra0jr4uKilReMbUE0JO1adPGkQBIOBxWZ2enSktLJ3VuWVmp8vPz5Ha55Q/41dHZpaam5oTk55ezelX0OanGpuYpLxeB9GHbYfmD1sh2bm6xvN6sWa/HMAwVF1ersSmaZH1gsENt7adVXrp+Wtc72xBdJ36i2R9dPQ06dPQu+QMD8rgzVZhfq+qKbXK7M6ZVJwBg8bj77nv0i1/8UpJUVFSob3/rq7MavE/OqSZJdStS55XC9BAASR/7JIU02qelkr4lSaZpdis6Y+ERRWcDjFmcN5bc+/eK3jgf1hE7r1qjAQaXpC+bptlsWdZ/z0K7jykaLNgkaWPc/qcVnXUyrH6c858f+/eEpEZJ10ka/pRZIOkTkv5qBu27MWn7EUkvsSxrolDs/ygx+OGT9KSiQYorNdpHr5fUJ+kvJ7jW62P/npF0StG+sCXJNM3XSvpOXNmwosGZLkVndlTH9r9I0n9IekOK6zcr+v/cpWgQrUTRZdKGF4Z+oaS/lvT1CdoIAGnNbj0g+9JDkiKy/d1S1wkpNKRI8Q51l79mbPkzd0ndJ2Vs/ksZ2dNc1qP7VMKmM69unIIz58ytGwmASFJe5BIBEGAeBAIB+f2jwYC1a9fM+pPww1asXCG3261gLNdIX1/fpAMgq1aOTfg8NDSkJ57ar+bmlhRnJHI6naqtjSZeP3uufvKNRtoJR7oU/ZM1qqiwYs7qKiqsHAmASFJ719lpBUBa2k+qf6BVDodLK2uvHbfcpebDutR8OGGf25WpXVvfoNV14ydXBwAsbk1NzfrAB0eXu/rKV76oysrZ+/0VCoX0P7+8K2HfqlUrtGMWl0QFAZC0YVlWk2man5f06RSHCyTdHPv6B9M0fyPpnZZltcWV+aASgx8JsxxM0/ykpM/FHf9n0zRnvDySZVl3SLojxdJP3xlvyasUPjO8JJRpmjdJeiDu2PNm0r4krbpM8MM0zRcquhTVsC5JeyzLOhbXvj9IGl5z4J2maX7lMkt1/bVlWf8aV4c3tsTWl5PquX54eTLTNF2KzuZ5Sez4603T/BfLsoYXETwtaZ1lWaeVxDTNckmWpOzYrjeIAAiAZczuvzAmgblRfaPC5p/L7kp8WsfurZd96r+lwo0yVt02/Tq74ydvGjI8M098Ph7DmycZDimWMDYv0qRWsQwWMNcG+vsTtkvLZi/HTzKn06nikmI1NzWnrDuVrp4edR48pJaWVg0ODsnpdKqgIF9XbN6o0pIS3XD9dXro4UfU2jZxasG62hq53W4NDQ2pKVY/lqdQuCNhOytr7n63uVxueT1ZI8tgdXZPb+m1s+cflyRVV2xNmUg9N7tU2za9UlVlVyg7K5rIvaevSUdP3afGlsPad+CHMgyHVtVeM813AgCYiv7+AXV2plytfkQoFBpZzipZbmuz6QABAABJREFUWVmpMjKiz1Xbtq3b3/dBdXV1S5Le9KbX6WW3vXhW2/upT39Ox44l3hL8h3/4+1lfEnW5IwCSRizL+odYLo5/UFw+jhRuk/Rr0zSvj8sN8bKkMv+YtMTTFxXNM1EV265WNOn60zNt9wxdkvRPwxuWZT1ommafpOFPp9Upz5qeMknfNk3zHZZlhccpk/z/+G/DwY+49t0l6bWxXYaklyo6gyWVP8YHP2LX8JumeaUSl+UalPS5aDqQEVVKdJuk/bFr9JimWWOa5jcVzS2yUlKOUv9M2DBO2wBgWXCsfrm0+uWyIyFpqE128z7Zp38hV+t+eWvfK3929IlSOxJW5NDXJDnk2P63Mqa51rgk2f0NI68Nb54Mx9yt1W8YDhnefNm+LklSdqTtMmcAmA2DQ0MJ28XFRXNaX0nxaABkcHDwMqWlU6cSV9ENhUJqaWlVS0ur9ly/WzXVVdqxfZt+f/8fx7lC1HDy8/rzDSmXeMDyEYp0jbx2Ol3yzPHyUJmZuSMBkJ6+pimfHwwOqaEx+vzYeMtfrUoxu6O0eI1u2v03evrwz3Xq7J904Nk7VFe9S04Ht18AYK7d/Zt7dPvtH5ywTFNTs3bsvC7lsV//7x3asyf6s/3ffvBDPfDAw5KklSvr9IXPj7eS/NSFw2F95COf1I9+/F8J+z/xiQ/rtpe+aNbqQRThpDRjWdYPFc3vsFvSxyT9WtGE2Ml2x76GrUw6nrBMViyh+rGkMqtm0tZZcjBFsveeuNfJuTGmaiBp+62SfmKa5nh3olYmbY9ZbkzSM0nbE/0/PjjO/uRzqhXNexL/tWO8c0zTfJ2iic5vV3S5rAKNHxCdu0ezAGAJMRwuGdmVcpivlOOaz0jBARVf+P9kRKKpnOzTv5B6LBnr3yQjp2ZmlYV8o/U6vTO71iTE1+Eck1YMwFwIh0efp3G73XK7Zz/PT7zMzMyR11PJ35HKkSPRPwsKCwuUFXfdZLk5OSotLZHE8leQ7Ljlr1xO95wt+TZSh2v0eyoU93t1ss5fekrhcEBZmYWqLJv6zMgtG26TYTjkD/Spo/PclM8HACycwcEhffazn5cUnUn7ve9+Uzk52Zc5a3IGBgb1lre8c0zw45Of/Kg++IH3zUodSMQjCGkoNqtjX+xLseWSXiLpp4o+5T9so6THY6+TP33O6PEs0zRdSYGJucnoGM1Tkmy82RnT8UtFl5f6u7h9b5TkMk3zTSmCL7P6/6hoXpPZki1Jpml6JH1Xid//bYrmexleD+FFkmY/IyEApAmjcL2UXSPXwAV5huollctujiZJtVueVLg1aYLkYGvs2FMKPx5dQ9Z53RcnqmH2Gz1pC1k3gLkym3Mvevt6R15nZmWOmc0ybFVs9kdbW7v6+i6/7BbS28L+dpl67db5xyRJq2qvm9asTq8nWxneXA35ejTo67r8CQCARSMYDMjni+ZqC4fDuvVFr7jsOV/6l6/pS//yNUnSWeuI8vPHPk/c0tKqN77pbXrmmdHnpd1ut7761S/qTW983ew0HmMQAEkTpmnmSwpaljVmPnssT8dvTNO8X9Ir4w4F416f02iic0naorib77GcEvHHh88Zlvy4aLGklti5hqTUc4ZHLdr58JZlvd80Tb+kj8btfq0kt2mar7csK/69Jz/asyXFJbcmbU/0ONB4j+cln3OfZVmTnSO3WVL8GguHJF1rWZZfGunrnhTnAQDi2M4MGZIcod7EA53JEybj+LuiX5fjGl0WxJ7GU6tTFV9HaMaTJwFMhtM5OqE4GAwqEAjI45m777+huCBFfN3T4fGMzhoLBZOfB4oyDGnVyuiKrcz+QNTojIxgKCDbtud0FkgoNPpnmts1tdmUPb2N6ug6J8mQuSL1MimXE7EjCgSHYvXP7XJfAICoN73xdeMGEopLaiVJtbU1OnRw73w2S5J08tRpvf71b9WFCxdH9uXl5elHP/q+bnzOnnlvz3LCEljpY4ukBtM0P2+a5hXJB03TrJN0bdLuo3Gvf5t07B9iQZVhH1ZiTolGRWcMxG/He3esXoeiOUlSBQLiJT82Npu5O2bMsqyPKS7XSMwrJN1pmmb8p+nk/8e/Mk1zJIeGaZo3SHpV3HFb0j3TaNIBRfOfDHuBaZpvTS5kmmaGaZovNk3zDtM0h9djSV5fIaBYMCzWX18Qsz8AYEK2v0dGf70kKeStkCQ5b/yWnLf9NuWXse6NkiSj7gUj+yZi5I6m8rIDfbIjszm5MZFtR2QHRoM4A47SOasLwKisrMSPWx0dqSY2z572uGTlyXVPVV1d9GNlIBBUb19fyjKVFZXKzMxUMBhUQ9wf+li+XM7CkdeRSFiBQOqZQ7NlcGh0bObnTe3Py+HZH+Ul65WTPb3fi5eanlE4HJBkqKhgohSdAIB099hje/XiF78yIfhRU1Ot391zJ8GPecA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5eXl69sgxHTt+IuEJTafTqdzcxCWLTpw8pUPPHB7zBKjL5dTVV12putoaXX3lLv3hTw/O+P1h7kXsgAZ8+0a2DcOhVSu2zCj4MczlcmvVii06ceoJ2XY0Z825S/dq47rrlKGJZylleHO1e9fbxz3+wN5vSpJWVF8ll2t0lspjT/9AA0MdKitZp+dc/R55PNHk6339rXpg7zd07sJelRav0ZqVPGwBAJO1d+8T+va3vydJysjwTnoWyE9/eseYfR/84Pv0stteonA4rP/8yU/1ox/918gx27b185//kgDILEqduQsAAGCRMQrXjwl+SNHk444Nb5Uk2W0HE49VXCvHFe+So/Z5MvJWScY0P/q0HpAGGkc2nQWmHJmXv6k2WYbTK3fp9pFthyKqDu2ftesDwELz+/0JuTrKy8u1efOmWbu+w+HQjc95jpzO0eUDm5qaJnXuxg0blJ+XpzPWWR09dnzM8hThcFjd3T0J+7q7e1Le+AiFwjp06LAkqaSkWC4XzxwuBf7gGdkaXbKsssKU1zvzhxyGeb1ZqqwwR7bD4SFdaHxqRtccHOpSc0v0KWRzxfUj+9s6LXV01cswHLpmx1tHgh+SlJtTpp1XvFaSdOTkb1MuxQIAGKu3r0/v/ev3KxKJBrI/9cmPTfrc5uaWhO0bbrhen/j4h3XFFZu0bdsWfeXLX9CqVSsSyjQ1N8+80RjBpzFgmkzTfKmkF0naJqlGUqGkLEn9ks5KelDSdyzLOpvi3HrF5RaxLMswTfONkv5a0lZJhqRDkr5mWdZdKc5/i6QbY2UrY3VnSOqVdErS/bG6W1KcG/8p97yk1ZLeIekvJF0R239Q0ucty7p3Mv8XALDghvNlOGb+pGYqkfp7EupyFW2Y9TqcudUKdRXI9ndLkqpCh3TWfaNsg49rAJa+lpbEj6VXXX3lrC+/k1+Qr3Xr1+n4seOSpJ6eHg0ODiora/wb2YZhaI25WlJ0VsdsiMRuKkci9sgT/1i8bNuWL3h8ZNvt8qq0pGbW6yktqVFbW4OCoWjg7GzDw9q49uZpfx+cbXhctmzl51appGj1yP7OrnpJUnZWsXKzy8acV1G6UVI0gNLRdS7hXABAah/72KfV0BBdJvGmm27Qu971Tv39Jz8zqXNXrKjVmTPWyHaGd2xeKY8ncV9tzez/HlrOmAECTN+7Jb1X0vWKBjPyFA0qFkjaKekDko6Ypnnr5S5kmuYPJP00dq1cSTmS9ki60zTNVD9RP6ZowOJqSbWx8i5JRZKulfQpScdM09x+maozJN0r6QeSrpGUHfvaI+ke0zRfebm2A8BCs0ODipz6qSTJqLh69q8fHJBaR2djOHNrZDinllh3spz5ozchPBpUYaR+TuoBgPnWETf7o7CoUOXl5XNSz8aNiQHq+HpTKSwsUEaGV4ODQ+rvH1B+fp42b9qoK3ft0NYtV6iysmJK9TscDm3dsllSNOgTDhMAWezCkW6FI90j28XFVTKmO2N0AobhUHFx1ch2b3+TevsmN0splbMN0fXr42d/SFIoFmDxxs38iOdyeeV0Rh8Y6exumHb9ALBc3H33PfrFL34pSSoqKtS3v/XVKQWv3/mOP0/Y/tMDD+mnP7tDvX196u7u1te/8R2djHsIw+Fw6M///M2z03hIYgYIMFNBSSckdUjqUTSgsE7SqtjxTEk/NE1zlWVZvgmu8xeSWiQ9Ezt/ZdyxT5um+ahlWfcnneOL1d0pqU/R2SebJQ1/qi6S9ENJOyaot1zSCyQ1SToSK1sSO2ZI+mdJv5rgfACYd3brAdmXHpIUic6W6DohhYak0l0yNo6/Tva09ViSRifPOXLm7mkcZ261Qq0HRrbzIk3qdK6Zs/oAYD6EQyENDQ2NbK9evXrOki8XFRWpsLBQXV1dkqT+/v4JyxcU5EuShoaGtHXLFdq4YV1S29ars6tLjz62V4ODQ2POLywo0Lq1pmQY8nq9KiosVEaGVx0dnXryaZYyXApCkcQgWUH+3ATnhq/d3HJuZLuj+7zy86omOCO1lvaT6h9olcPh0sraaxOOeb3R5UL7BzpSnjvk61E4HJQkDQxOHCAEgOWuqalZH/jg6HJXX/nKF6f8cMQLX/g8feXLX9CnPv1ZDQ4OKRwO6/bbP6jbb//gmLI5OTn65jf+RVu3XpHiSpguAiDA9H1Y0ussyxpMPmCa5r9I+lBss0LSTZLum+BaD0p6qWVZA6ZpOiX9WFJ8uPfjii5rNeyNkk5alhWI2yfTNB2SfibpdbFd203T3GBZ1okJ6r5P0qssyxoyTbNc0mFJw3Ol15qmWWdZFo8GAVg07P4Lsi/+MWGfUX2jjM1/IcOd+mnHGdXXcyZh25FRMOt1DDMcLhmeXNmBPklSbmT6T4YCwGLRPzCQsF1aWjJOydlRUloyEgAZSKo7mdcTndFXUFCg4uIinTpt6fTpMxry+VRcVKRdO7erqLBQz9lzvX5//x/H5EzIysrSqlUrE/Y1N7foqf0HNTQ00fNPWCxC4dEggMPhnNXcH8m83iw5HE5FImFJUmf3ea2u2z3l65w9/7gkqbpiqzK8ifnRykvXSzLkD/TpQuNB1VYlPg93+txDI6+DobFBPQBYyvr7B9TZ2TlhmVAoNLKcVbKyslJlZGRIii6RePv7Pqiurm5J0pve9Dq97LYXT6tdb3vbW2Saq/WXf/XXamtLHXzevHmjfvyjfxvzuQIzRwAEmD5L0ltjy0RdIalU0RkfqWzQxAGQT1mWNSBJlmWFTdP8qBIDIHtM08yIm0VyTtJfm6b5EkkbFZ3tkTFB3RMFQN5vWdZQrO4W0zSfkHRb3PFqSQRAACwajtUvl1a/XHYkJA21yW7eJ/v0L2S3HpDjqr+XUTzLT8vEJT+XK3POlr8aZnjzRwIgWZGJP7wDwFLg8yUGAoqKiue0vuLiIp2OvQ4EAgqHwwnJ0RNFZ3s4nQ6dP9+gAwcPjRxpaW3Vgw8/ohff+kIVFORrRV2t6s8nfiy+1Nion99xpwxDyszMUkV5ma7YvFEveuHztO/Jp3Xx4qXZf4OYVeFI78jrzIycOZudJEVzzmRm5GhgsEeS1DfQOuVrBINDamiMzi5KXv5KknKzy7Sy9hrVX9inJw7+WKGwX1XlVygcDqr+whM6dupeOQynInZYrIoOIN3c/Zt7Us6siNfU1KwdO69LeezX/3uH9uyJBqb/7Qc/1AMPPCxJWrmyTl/4/Gen1abBwSH93d99WHfe9esJyx09ely7r7tZH//4h/S373vvtOpCagRAgGkwTTNT0gOK5s2YjPzLHD8cv2FZ1iXTNLsVzSciSW5Fl7Y6a5pmmaRHJa2dhbr7U8wO6UnaHpudCQAWAcPhkrIrZZivlF20SZFHP6TIga/IcfP3ZDhn8UdXeHSynTFHSdbjxdfhUGjO6wOAuRaJJObB8Hjm9mepx5MYqI5EIuMGQEKh0Z+zZ86eG3N8cHBITU1Nqq2tUXl52ZgAyDDblgYHB3X2XL1aWlr1olufr2uu2qX29nb5fP4ZvBvMNTvud63TOfe3SOLrCIcDE5RM7fylpxQOB5SVWajKss0py1y97c0KhXy62HRIe/f/R8KxuuorFYmEdLHpkLyeuZvtAgBL2eDgkD772c9LkpxOp7733W8qJ2d6qw188pOfSQh+ZGR49bGPfkg33XSDwuGw7r33//TVr31LkUhEwWBQn/3sF5SVlaW//Iu3zcZbgQiAANP110oMftiS9ku6KCmsaFL0K+OOz+ZjRJ9WYvAjJOkJSa2SIpI2KTorZDJ1p1oYNjzTBgLAfDMK10u5tVJfg9R9WprNWSAJiVDtcYvNmrjlVexZ/fUBAAsj+SdZ8jJSsy0SSbz+RE/09/ePLpE10J96uazhJbwyM8abcJ1oYHBQLa1tqq6qVEV5+bhBEywORtwsiHn4LZ8w/h3GeDOTxmedf0yStKr2unGTtbtcXj3nmveqrdNSU8tRDfl65PVkq7Jsk8pLN+j/Hv6iJCk/r3oa7wAA0l8wGBh5gCEcDuvWF73isud86V++pi/9y9ckSWetI8rPz1dvX5/+679/nlDu/X/3N7r99nePbG/fvlXNzS0J5b72tW8RAJlFBECA6bkhafsNlmXdMbxhmubHlRgAuZwtkh6LO79Ko7M/pGiy9eGF4JPrvt6yrCfjzv2+EgMgALA8OGM3pvzJE9lmyD26trYdHJRt23O6PIYdGk0tFTLGW1kRAJYOlztxxkd/X78KiwrnrL7+vr6R14ZhTLD8ldTV3TXyc93j9WhwaGxOBK83OqswGJr8rLxwrOzwuVi8DGO0jwKBuc+JEQiOLgnncU9tBkZPb6M6us5JMmSuSL18S7zSIlOlRWbCvmDQp66eCzIMh8pLNkypfgBY7N70xtfpTW98XcpjxSW1kqTa2hodOrh3Xtpz1jqncDjxOeOtW7eMKbdl62bpv0e3W1pa1dXVpcLCufu8tJyw4CMwPcnz9kfuVpmmuU7S307xep81TTMrdr5T0heSjj82nKfjMnXvlvSWKdYNAEue7e+RemNLl+TM8tOM+avjKgrLDvaNX3aGbNtWxNc1st3nKJ+zugBgvmRnJy4Z0d6eOvnnbGlvH53knJWVNWHQ2ufzqy3WnorysT9zDcNQWSxp++WSqg5zOBwqKYme09fXP+l2Y2G4HEUjr/3+QYXDc7f8ZDgckt8/+qBDYX7tlM4fnv1RXrJeOdml02rD6XMPKhwOqq76SmVm5E3rGgCAyXG7xy77efjZI2P2HXn22Jh9Ez3AgalhBggwPfskvShu+07TNB9R9Htqt8YGKS7nZkmWaZrPSFonaVXS8S8m1R0/w2OvaZqPSsqTdK1md7ktAFgU7L4G2T2WjMrrxyQht/svKXL421IkKBWul5G3clbrNvLXJCyJERnqkMMzNzcM7EBf9H3E9Dmq5qQeAJhPGRkZcjqdI09ANjU1a+26yaazm5pQKKTW1tHE0jk5OZc95+jR4yq7qVQbN6xXW1u7OmK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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 850, - "width": 800 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# The right column (youngest-oldest gap) location\n", - "xgap = 115\n", - "\n", - "# Gallery Plot\n", - "\n", - "(ggplot()\n", - " # Background Strips # new\n", - " + geom_segment(\n", - " segment_data,\n", - " aes(y=\"country\", yend=\"country\"),\n", - " x=0, xend=100,\n", - " size=8.5,\n", - " color=\"#edece3\"\n", - " )\n", - " # vertical grid lines along the strips # new\n", - " + annotate(\n", - " \"segment\",\n", - " x=list(range(10, 100, 10)) * n,\n", - " xend=list(range(10, 100, 10)) * n,\n", - " y=np.tile(np.arange(1, n+1), 9)-.25,\n", - " yend=np.tile(np.arange(1, n+1), 9) + .25,\n", - " color=\"#CCCCCC\"\n", - " )\n", - " # Range strip\n", - " + geom_segment(\n", - " segment_data,\n", - " aes(x=\"min\", xend=\"max\", y=\"country\", yend=\"country\"),\n", - " size=6,\n", - " color=\"#a7a9ac\"\n", - " )\n", - " # Age group markers\n", - " + geom_point(\n", - " point_data,\n", - " aes(\"sm_use_percent\", \"country\", color=\"age_group\", fill=\"age_group\"),\n", - " size=5,\n", - " stroke=0.7,\n", - " )\n", - " # Age group percentages\n", - " + geom_text(\n", - " point_data.filter(col(\"age_group\")==\"50+\"),\n", - " aes(x=\"sm_use_percent-2\", y=\"country\", label=\"sm_use_percent_str\", color=\"age_group\"),\n", - " size=8,\n", - " ha=\"right\",\n", - " )\n", - " + geom_text(\n", - " point_data.filter(col(\"age_group\")==\"35-49\"),\n", - " aes(x=\"sm_use_percent+2\", y=\"country\", label=\"sm_use_percent_str\"),\n", - " size=8,\n", - " ha=\"left\",\n", - " va=\"center\",\n", - " color=\"white\"\n", - " )\n", - " + geom_text(\n", - " point_data.filter(col(\"age_group\")==\"18-34\"),\n", - " aes(x=\"sm_use_percent+2\", y=\"country\", label=\"sm_use_percent_str\", color=\"age_group\"),\n", - " size=8,\n", - " ha=\"left\",\n", - " )\n", - " # countries right-hand-size (instead of y-axis) # new\n", - " + geom_text(\n", - " segment_data,\n", - " aes(y=\"country\", label=\"country\"),\n", - " x=-1,\n", - " size=8,\n", - " ha=\"right\",\n", - " fontweight=\"bold\",\n", - " color=\"#222222\"\n", - " )\n", - " # gap difference\n", - " + geom_vline(xintercept=xgap, color=\"#edece3\", size=32) # new\n", - " + geom_text(\n", - " segment_data,\n", - " aes(x=xgap, y=\"country\", label=\"gap_str\"),\n", - " size=9,\n", - " fontweight=\"bold\",\n", - " format_string=\"+{}\"\n", - " )\n", - " # Annotations # new\n", - " + annotate(\"text\", x=31, y=n+1.1, label=\"50+\", size=9, color=\"#ea9f2f\", va=\"top\")\n", - " + annotate(\"text\", x=56, y=n+1.1, label=\"35-49\", size=9, color=\"#6d6e71\", va=\"top\")\n", - " + annotate(\"text\", x=85, y=n+1.1, label=\"18-34\", size=9, color=\"#939c49\", va=\"top\")\n", - " + annotate(\"text\", x=xgap, y=n+.5, label=\"Youngest-\\nOldest Gap\", size=9, color=\"#444444\", va=\"bottom\", ha=\"center\")\n", - " + annotate(\"point\", x=[31, 56, 85], y=n+.3, alpha=0.85, stroke=0)\n", - " + annotate(\"segment\", x=[31, 56, 85], xend=[31, 56, 85], y=n+.3, yend=n+.8, alpha=0.85)\n", - " + annotate(\"hline\", yintercept=[x+0.5 for x in range(2, n, 2)], alpha=.5, linetype=\"dotted\", size=0.7)\n", - " \n", - " # Better spacing and color # new\n", - " + scale_x_continuous(limits=(-18, xgap+2))\n", - " + scale_y_discrete(expand=(0, 0.25, 0.1, 0))\n", - " + scale_fill_manual(values=[\"#c3ca8c\", \"#d1d3d4\", \"#f2c480\"])\n", - " + scale_color_manual(values=[\"#939c49\", \"#6d6e71\", \"#ea9f2f\"])\n", - " + guides(color=None, fill=None)\n", - " + theme_void()\n", - " + theme(figure_size=(8, 8.5))\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Instead of looking at this plot as having a country variable on the `y-axis` and a percentage variable on the `x-axis`,\n", - "we can view it as having vertically stacked up many *indepedent* variables, the values of which have a similar scale.\n", - "\n", - "**Protip:** Save a pdf file." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Change in Rank\n", - "\n", - "*Comparing a group of ranked items at two different times*" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Read the data.\n", - "\n", - "Source: World Bank - Infanct Mortality Rate (per 1,000 live births)b" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:52.151713Z", - "iopub.status.busy": "2024-01-09T15:11:52.151445Z", - "iopub.status.idle": "2024-01-09T15:11:52.167744Z", - "shell.execute_reply": "2024-01-09T15:11:52.167018Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "shape: (5, 59)
countrycodey1960y1961y1962y1963y1964y1965y1966y1967y1968y1969y1970y1971y1972y1973y1974y1975y1976y1977y1978y1979y1980y1981y1982y1983y1984y1985y1986y1987y1988y1989y1990y1991y1992y1993y1994y1995y1996y1997y1998y1999y2000y2001y2002y2003y2004y2005y2006y2007y2008y2009y2010y2011y2012y2013y2014y2015y2016
strstrf64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64str
"Aruba""ABW"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull
"Afghanistan""AFG"null240.5236.3232.3228.5224.6220.7217.0213.3209.8206.1202.2198.2194.3190.3186.6182.6178.7174.5170.4166.1161.8157.5153.2148.7144.5140.2135.7131.3126.8122.5118.3114.4110.9107.7105.0102.7100.798.997.295.493.491.289.086.784.482.380.478.676.875.173.471.769.968.166.3null
"Angola""AGO"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull138.3137.5136.8136.0135.3134.9134.4134.1133.8133.6133.5133.5133.5133.4133.2132.8132.3131.5130.6129.5128.3126.9125.5124.1122.8121.2119.4117.1114.7112.2109.6106.8104.1101.498.896.0null
"Albania""ALB"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull73.068.464.059.956.152.449.145.943.240.838.636.735.133.732.531.430.329.127.926.825.524.423.222.121.020.019.118.317.416.716.015.414.814.313.813.312.912.5null
"Andorra""AND"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull7.57.06.56.15.65.25.04.64.34.13.93.73.53.33.23.12.92.82.72.62.52.42.32.22.12.1null
" - ], - "text/plain": [ - "shape: (5, 59)\n", - "┌─────────────┬──────┬───────┬───────┬───┬───────┬───────┬───────┬───────┐\n", - "│ country ┆ code ┆ y1960 ┆ y1961 ┆ … ┆ y2013 ┆ y2014 ┆ y2015 ┆ y2016 │\n", - "│ --- ┆ --- ┆ --- ┆ --- ┆ ┆ --- ┆ --- ┆ --- ┆ --- │\n", - "│ str ┆ str ┆ f64 ┆ f64 ┆ ┆ f64 ┆ f64 ┆ f64 ┆ str │\n", - "╞═════════════╪══════╪═══════╪═══════╪═══╪═══════╪═══════╪═══════╪═══════╡\n", - "│ Aruba ┆ ABW ┆ null ┆ null ┆ … ┆ null ┆ null ┆ null ┆ null │\n", - "│ Afghanistan ┆ AFG ┆ null ┆ 240.5 ┆ … ┆ 69.9 ┆ 68.1 ┆ 66.3 ┆ null │\n", - "│ Angola ┆ AGO ┆ null ┆ null ┆ … ┆ 101.4 ┆ 98.8 ┆ 96.0 ┆ null │\n", - "│ Albania ┆ ALB ┆ null ┆ null ┆ … ┆ 13.3 ┆ 12.9 ┆ 12.5 ┆ null │\n", - "│ Andorra ┆ AND ┆ null ┆ null ┆ … ┆ 2.2 ┆ 2.1 ┆ 2.1 ┆ null │\n", - "└─────────────┴──────┴───────┴───────┴───┴───────┴───────┴───────┴───────┘" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "data = pl.read_csv(\n", - " \"data/API_SP.DYN.IMRT.IN_DS2_en_csv_v2/API_SP.DYN.IMRT.IN_DS2_en_csv_v2.csv\",\n", - " skip_rows=4,\n", - " null_values=\"\",\n", - " truncate_ragged_lines=True\n", - ")\n", - "\n", - "# Columns as valid python variables\n", - "year_columns = {c: f\"y{c}\" for c in data.columns if c[:2] in {\"19\", \"20\"}}\n", - "data = data.rename({\n", - " \"Country Name\": \"country\",\n", - " \"Country Code\": \"code\",\n", - " **year_columns\n", - "}).drop([\"Indicator Name\", \"Indicator Code\"])\n", - "data.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The data includes regional aggregates. To tell apart the regional aggregates we need the metadata.\n", - "Every row in the data table has a corresponding row in the metadata table. Where the row has\n", - "regional aggregate data, the `Region` column in the metadata table is `NaN`." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:52.171240Z", - "iopub.status.busy": "2024-01-09T15:11:52.170994Z", - "iopub.status.idle": "2024-01-09T15:11:52.184106Z", - "shell.execute_reply": "2024-01-09T15:11:52.183485Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "shape: (10, 3)
coderegionincome_group
strstrcat
"ABW""Latin America …"High income"
"AFG""South Asia""Low income"
"AGO""Sub-Saharan Af…"Lower middle i…
"ALB""Europe & Centr…"Upper middle i…
"AND""Europe & Centr…"High income"
"ARE""Middle East & …"High income"
"ARG""Latin America …"Upper middle i…
"ARM""Europe & Centr…"Lower middle i…
"ASM""East Asia & Pa…"Upper middle i…
"ATG""Latin America …"High income"
" - ], - "text/plain": [ - "shape: (10, 3)\n", - "┌──────┬───────────────────────────┬─────────────────────┐\n", - "│ code ┆ region ┆ income_group │\n", - "│ --- ┆ --- ┆ --- │\n", - "│ str ┆ str ┆ cat │\n", - "╞══════╪═══════════════════════════╪═════════════════════╡\n", - "│ ABW ┆ Latin America & Caribbean ┆ High income │\n", - "│ AFG ┆ South Asia ┆ Low income │\n", - "│ AGO ┆ Sub-Saharan Africa ┆ Lower middle income │\n", - "│ ALB ┆ Europe & Central Asia ┆ Upper middle income │\n", - "│ … ┆ … ┆ … │\n", - "│ ARG ┆ Latin America & Caribbean ┆ Upper middle income │\n", - "│ ARM ┆ Europe & Central Asia ┆ Lower middle income │\n", - "│ ASM ┆ East Asia & Pacific ┆ Upper middle income │\n", - "│ ATG ┆ Latin America & Caribbean ┆ High income │\n", - "└──────┴───────────────────────────┴─────────────────────┘" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "def ordered_categorical(s, categories=None):\n", - " \"\"\"\n", - " Create a categorical ordered according to the categories\n", - " \"\"\"\n", - " name = getattr(s, \"name\", \"\")\n", - " if categories is None:\n", - " return pl.Series(name, s).cast(pl.Categorical)\n", - "\n", - " with pl.StringCache():\n", - " pl.Series(categories).cast(pl.Categorical)\n", - " return pl.Series(name, s).cast(pl.Categorical)\n", - "\n", - "columns = {\n", - " \"Country Code\": \"code\",\n", - " \"Region\": \"region\",\n", - " \"IncomeGroup\": \"income_group\"\n", - "}\n", - "\n", - "metadata = pl.scan_csv(\n", - " \"data/API_SP.DYN.IMRT.IN_DS2_en_csv_v2/Metadata_Country_API_SP.DYN.IMRT.IN_DS2_en_csv_v2.csv\"\n", - ").rename(\n", - " columns\n", - ").select(\n", - " list(columns.values())\n", - ").filter(\n", - " # Drop the regional aggregate information\n", - " (col(\"region\") != \"\") & (col(\"income_group\") != \"\")\n", - ").collect()\n", - "\n", - "cat_order = [\"High income\", \"Upper middle income\", \"Lower middle income\", \"Low income\"]\n", - "metadata = metadata.with_columns(\n", - " ordered_categorical(metadata[\"income_group\"], cat_order)\n", - ")\n", - "\n", - "metadata.head(10)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Remove the regional aggregates, to create a table with only country data" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:52.187440Z", - "iopub.status.busy": "2024-01-09T15:11:52.187174Z", - "iopub.status.idle": "2024-01-09T15:11:52.202247Z", - "shell.execute_reply": "2024-01-09T15:11:52.201699Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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countrycodey1960y1961y1962y1963y1964y1965y1966y1967y1968y1969y1970y1971y1972y1973y1974y1975y1976y1977y1978y1979y1980y1981y1982y1983y1984y1985y1986y1987y1988y1989y1990y1991y1992y1993y1994y1995y1996y1997y1998y1999y2000y2001y2002y2003y2004y2005y2006y2007y2008y2009y2010y2011y2012y2013y2014y2015y2016regionincome_group
strstrf64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64strstrcat
"Aruba""ABW"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull"Latin America …"High income"
"Afghanistan""AFG"null240.5236.3232.3228.5224.6220.7217.0213.3209.8206.1202.2198.2194.3190.3186.6182.6178.7174.5170.4166.1161.8157.5153.2148.7144.5140.2135.7131.3126.8122.5118.3114.4110.9107.7105.0102.7100.798.997.295.493.491.289.086.784.482.380.478.676.875.173.471.769.968.166.3null"South Asia""Low income"
"Angola""AGO"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull138.3137.5136.8136.0135.3134.9134.4134.1133.8133.6133.5133.5133.5133.4133.2132.8132.3131.5130.6129.5128.3126.9125.5124.1122.8121.2119.4117.1114.7112.2109.6106.8104.1101.498.896.0null"Sub-Saharan Af…"Lower middle i…
"Albania""ALB"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull73.068.464.059.956.152.449.145.943.240.838.636.735.133.732.531.430.329.127.926.825.524.423.222.121.020.019.118.317.416.716.015.414.814.313.813.312.912.5null"Europe & Centr…"Upper middle i…
"Andorra""AND"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull7.57.06.56.15.65.25.04.64.34.13.93.73.53.33.23.12.92.82.72.62.52.42.32.22.12.1null"Europe & Centr…"High income"
" - ], - "text/plain": [ - "shape: (5, 61)\n", - "┌─────────────┬──────┬───────┬───────┬───┬───────┬───────┬───────────────────────┬──────────────┐\n", - "│ country ┆ code ┆ y1960 ┆ y1961 ┆ … ┆ y2015 ┆ y2016 ┆ region ┆ income_group │\n", - "│ --- ┆ --- ┆ --- ┆ --- ┆ ┆ --- ┆ --- ┆ --- ┆ --- │\n", - "│ str ┆ str ┆ f64 ┆ f64 ┆ ┆ f64 ┆ str ┆ str ┆ cat │\n", - "╞═════════════╪══════╪═══════╪═══════╪═══╪═══════╪═══════╪═══════════════════════╪══════════════╡\n", - "│ Aruba ┆ ABW ┆ null ┆ null ┆ … ┆ null ┆ null ┆ Latin America & ┆ High income │\n", - "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ Caribbean ┆ │\n", - "│ Afghanistan ┆ AFG ┆ null ┆ 240.5 ┆ … ┆ 66.3 ┆ null ┆ South Asia ┆ Low income │\n", - "│ Angola ┆ AGO ┆ null ┆ null ┆ … ┆ 96.0 ┆ null ┆ Sub-Saharan Africa ┆ Lower middle │\n", - "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ income │\n", - "│ Albania ┆ ALB ┆ null ┆ null ┆ … ┆ 12.5 ┆ null ┆ Europe & Central Asia ┆ Upper middle │\n", - "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ income │\n", - "│ Andorra ┆ AND ┆ null ┆ null ┆ … ┆ 2.1 ┆ null ┆ Europe & Central Asia ┆ High income │\n", - "└─────────────┴──────┴───────┴───────┴───┴───────┴───────┴───────────────────────┴──────────────┘" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "country_data = data.join(metadata, on=\"code\")\n", - "country_data.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We are interested in the changes in rank between 1960 and 2015. To plot a reasonable sized graph, we randomly\n", - "sample 35 countries." - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:52.205210Z", - "iopub.status.busy": "2024-01-09T15:11:52.204989Z", - "iopub.status.idle": "2024-01-09T15:11:52.220104Z", - "shell.execute_reply": "2024-01-09T15:11:52.219480Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "shape: (5, 63)
countrycodey1960y1961y1962y1963y1964y1965y1966y1967y1968y1969y1970y1971y1972y1973y1974y1975y1976y1977y1978y1979y1980y1981y1982y1983y1984y1985y1986y1987y1988y1989y1990y1991y1992y1993y1994y1995y1996y1997y1998y1999y2000y2001y2002y2003y2004y2005y2006y2007y2008y2009y2010y2011y2012y2013y2014y2015y2016regionincome_groupy1960_ranky2015_rank
strstrf64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64strstrcati64i64
"Sierra Leone""SLE"223.6220.5217.5214.2211.0207.6204.2200.8197.3194.1191.0188.0185.2182.6180.0177.5175.3173.2171.2169.2167.3165.6164.1162.8161.5160.4159.4158.3157.6157.0156.5156.1155.7155.2154.5153.4152.0150.1148.1145.8143.3140.5137.7134.6131.4128.1124.5120.5116.2111.7107.0102.397.993.890.287.1null"Sub-Saharan Af…"Low income"3535
"Cote d'Ivoire""CIV"208.4203.0197.7192.8188.0183.3178.7174.2169.9165.4161.0156.4151.3146.1140.7135.1129.7124.7120.2116.6113.7111.4109.5108.0106.9106.1105.5105.2104.9104.9104.9104.8104.7104.7104.6104.4104.0103.3102.3101.099.597.795.793.691.488.986.784.181.379.076.975.072.870.668.566.6null"Sub-Saharan Af…"Lower middle i…3334
"Benin""BEN"186.9183.9180.6177.1173.6170.2166.8164.0161.5159.2157.1154.9152.5149.8146.8143.5140.1136.7133.6130.9128.7126.6124.7122.8120.9118.9116.9114.8112.6110.4108.0105.6103.2100.998.997.295.694.292.791.189.387.485.283.080.878.876.975.273.772.371.069.868.567.265.764.2null"Sub-Saharan Af…"Low income"3233
"Burkina Faso""BFA"161.3159.4157.5155.8154.3153.0151.8150.9150.2149.7149.3148.5147.1144.6141.0136.6131.9127.4123.4120.2117.6115.6113.9112.4110.8109.0107.1105.3103.8102.9102.5102.3102.4102.4102.1101.4100.599.498.397.396.295.093.491.488.986.082.779.275.872.569.767.365.463.762.260.9null"Sub-Saharan Af…"Low income"3032
"Ghana""GHA"125.1123.8122.7121.8121.2120.8120.7120.6120.6120.5120.1119.5118.2116.5114.2111.5108.7106.0103.8102.1100.9100.199.398.496.894.792.189.085.882.779.877.575.674.173.072.071.069.868.466.764.963.061.259.658.156.855.654.453.151.750.248.647.045.544.242.8null"Sub-Saharan Af…"Lower middle i…2531
" - ], - "text/plain": [ - "shape: (5, 63)\n", - "┌───────────────┬──────┬───────┬───────┬───┬──────────────┬──────────────┬────────────┬────────────┐\n", - "│ country ┆ code ┆ y1960 ┆ y1961 ┆ … ┆ region ┆ income_group ┆ y1960_rank ┆ y2015_rank │\n", - "│ --- ┆ --- ┆ --- ┆ --- ┆ ┆ --- ┆ --- ┆ --- ┆ --- │\n", - "│ str ┆ str ┆ f64 ┆ f64 ┆ ┆ str ┆ cat ┆ i64 ┆ i64 │\n", - "╞═══════════════╪══════╪═══════╪═══════╪═══╪══════════════╪══════════════╪════════════╪════════════╡\n", - "│ Sierra Leone ┆ SLE ┆ 223.6 ┆ 220.5 ┆ … ┆ Sub-Saharan ┆ Low income ┆ 35 ┆ 35 │\n", - "│ ┆ ┆ ┆ ┆ ┆ Africa ┆ ┆ ┆ │\n", - "│ Cote d'Ivoire ┆ CIV ┆ 208.4 ┆ 203.0 ┆ … ┆ Sub-Saharan ┆ Lower middle ┆ 33 ┆ 34 │\n", - "│ ┆ ┆ ┆ ┆ ┆ Africa ┆ income ┆ ┆ │\n", - "│ Benin ┆ BEN ┆ 186.9 ┆ 183.9 ┆ … ┆ Sub-Saharan ┆ Low income ┆ 32 ┆ 33 │\n", - "│ ┆ ┆ ┆ ┆ ┆ Africa ┆ ┆ ┆ │\n", - "│ Burkina Faso ┆ BFA ┆ 161.3 ┆ 159.4 ┆ … ┆ Sub-Saharan ┆ Low income ┆ 30 ┆ 32 │\n", - "│ ┆ ┆ ┆ ┆ ┆ Africa ┆ ┆ ┆ │\n", - "│ Ghana ┆ GHA ┆ 125.1 ┆ 123.8 ┆ … ┆ Sub-Saharan ┆ Lower middle ┆ 25 ┆ 31 │\n", - "│ ┆ ┆ ┆ ┆ ┆ Africa ┆ income ┆ ┆ │\n", - "└───────────────┴──────┴───────┴───────┴───┴──────────────┴──────────────┴────────────┴────────────┘" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "sampled_data = country_data.drop_nulls(\n", - " subset=[\"y1960\", \"y2015\"]\n", - ").sample(\n", - " n=35,\n", - " seed=123\n", - ").with_columns(\n", - " y1960_rank=col(\"y1960\").rank(method=\"ordinal\").cast(pl.Int64),\n", - " y2015_rank=col(\"y2015\").rank(method=\"ordinal\").cast(pl.Int64)\n", - ").sort(\"y2015_rank\", descending=True)\n", - "\n", - "sampled_data.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "First graph" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:52.223082Z", - "iopub.status.busy": "2024-01-09T15:11:52.222834Z", - "iopub.status.idle": "2024-01-09T15:11:52.764005Z", - "shell.execute_reply": "2024-01-09T15:11:52.763459Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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gqgM6X8vi5SgsLERrayv279+Pc889N2Wdn/zkJxnt6+WXX8Ydd9yB6dOn677f2tqKv/71rwCAVatWDeg8CSGEjDwKAEehSy65BHPnzsWePXtw3XXX4Ze//CUuvPBCiKKIDz74AN/+9rfR2tpquO3x48dx+eWX4wtf+AI+9alPYdasWcg770IEn32y3+chlFfANPf0PtfTBYSTqlKWc87Bg8GkkYMGIwi7ewSEgS4oga60ndOYzZYSCiYHhUZvwAghhBBCyNjHOQfv7NDV5IsFfaq3DcigTh7LtydG8rnKoiP6KrT3maKY8bkIRQ6YFy3TQsB+Mp02D2JFJc4991w899xzePDBB1FTU4NPf/rTkCQJDQ0N+NnPfoa1a9fC4XDA5/P1uj+LxYLPf/7zePDBB7FixQowxvD222/j9ttvR2trK+x2O2677bZ+nychhJDcQAHgKCRJEh5//HGsWrUKx44dw1e/+lVYLBZYLBa0t7fDbDbj8ccfx5e//GXD7Q8fPoz77rsP9913H0RRRGFhIb45owbXnTIj43NgRQ7Yr78JTDIN+vkwxrTAzmYDJk42XEcNBuLhII+OGkwODHkwqFufBwJQAgEox9IEhFarPhQsLgZzJgWFVtugnxchhBBCCBk5XFGgtnoSo/iiYZ/qbk5572hIECCUlEYDvgpd4Cfk24fsPK2f+SzUVg/k99/NeBuxegpsV2rTde+66y6sX78eHo8H1113HSRJgs1mQ3t7OwDg7rvvxrp167B58+Ze9/mTn/wEP/3pT3HFFVfAZrOBMYauri4AWjj4+9//HpMmTRrgsySEEDLSKAAcpaZMmYJ169bhV7/6FV577TU0NTXBYrHgkksuwbe+9S2cdtpphttVVlbiiSeeQG1tLXbs2IHjx4+jpaUFv973HoT8fHy5agKEPo4tTpiE/K/eAMGRvRoggtUGYaINmGj8pkMbQdiWdhQhDwRS1leCR6EcP2p8wDyr4dTi+BRjq1XXWY0QQgghhIwMNdCVMl1XdTdDbW3JbGptnjU6gk+bqiuUVWh/LykFk4b/4xKTJORf9w0Env87Iju29rn+W0eb8Nmf/jJeE3vy5Mn4z3/+gzVr1uCtt95CS0sLLBYLzjvvPHzta1/DOeecg3Xr1vW53+rqavz3v//Fgw8+iDfffBPNzc1wuVxYvnw5Vq9ejZkzZw76uRJCCBk5jFMv+JzS0tIyosdXfV6E6usQ3loH3tGRWMAYpJNnwbJkBaSTTgET+ooJcwvvDsbrDareVv3XbW3gga7+7dCSFw0Dk7oXJ3cxtuUPKCAURRFOpxNerxeKovR7e9I/TqcToihCURR4vQOrg0n6h67x7KJrPLvo+s4+usazaySvca6qWv1og2m7vKuz7x0wBsFRnNSAIzaarxysoCBnbuwqx48htGUTwju36WoOMpMJu0IyfvLaG/DZ8rFr164hO6bL5QIAvPTSSym1xY2UlpYO2bEJIYRkD40AJDqCwwnrpy9G3qcugOpxw26SIFryIBQVoV0ZWHHiXMDyrBArJ0KsnGi4nIdCSY1JkkYPRhuVpLyxDHVDbToOtem48QEtlmgYWJIICmNfF5cMOCAkhBBCCBnLeHcQitutC/gUdzPUFg+gyH3vwGROGs2XHPS5wEzm4X8CgyROmAjb5V+A9eLLoLa2wG42QbLlgzmdOO/0M/BxaxsuWLBwpE+TEELIKEQBIDHERBFiRSXyku6sYwzfWWcWC8SKSogVlYbL4wFhcvfi5ICws0O/QSgE9UQT1BNNxgc0m3sEhNqjVOKCLAqggbmEEEIIGau4qoL7fSm1+RR3M3i7P6N9sCJHfARf8og+Vlg06maqGGEWC8QJE5HndMLv9+Pu73wXH3/8MQDgsssuG+GzI4QQMhpRAEhIBvoMCMNhg4AwMZKQd7TrNwiHoTafgNp8ImVf7QBgMqV0LtY1LLHnzlQVQgghhBAjPByG4nHHG28k1+hDJNL3DiRJa8CRPJKvrBxiaRlYXt7wP4ERtm3bNlxzzTVobW2Nf+/888/HqlWrRu6kCCGEjFoUAI4yjY2NOPPMMwEAO3fuRFVVVUbLyPBiZjPE8gqI5RWGy3kkDNXr1TcpSapDyNt7BISRCFT3Caju1IAQACCZkqYWp9YhZPaCMXH3mxBCCCG5jXMO3tGe0oBDcTeDe9sy2gezF+gDvmjgJziLx/X7mUgkgtbWVhQWFuKkk07CqlWr8NWvfpVuAhNCCBkQCgAJyQIWrUcjlpUbLueRCFRfG+DzIS/Ujc6jRyC3tsRHFPKOdiB5WrAc0brbuZuNDyhJqeFgckBYUDiu31ATQgghpH+4HIHsbkbnRwcR+PhDyM0nEqP5urv73oEgQCh1xaftJjfhEGy24X8Co9DSpUshy3K8HM9dd92FykptNorH40m73VNPPYU77rgDiqJg0aJFePLJJ1FYWJh2/d72RQghZOygAHAMMZlMmD59evzrocAVBZyComHHTCaIrnKIFRNQ5HRC7dFdj8sRqD5fYnpxjzqEvN3fIyCUoXrcUD1u4wOKEgSn07iLcXEJBYSEEELIOKV2deqn60br86mtLQDn6KtCH7PajEfzlZSCiWJWnsNYwmW5X+/FH330Ufzwhz8E5xznnXce/vjHP8JqtQ7jGRJCCBktKAAcQyorK7Fly5ZB7YOrKuR39yO0ZRPkQx/BFwoBogipuATSGWfBvHAJhCLH0JwwyRiTTBBLXRBLXYbLuSxD9XlT6xDGmpT4ffqAUJGhtni0jnpGRBGCw5kaDsYCwjFSYJsQQggZj7iiaO8RejTgUN3N4IGuvnfAmPbeoEcDDsFVDma30xTVQeDhMMLv7ES4vg7K8WPwyRFAkmCunIhZgQ7YTRI6I8bdkH/+85/jwQcfBABcccUV+O1vfwtJoo97hBBCNPQbgcRF3j+AwPN/T63XoiiQPW7Ib7yG7v/8G+azFsJ62ZVgQzTKkAwek6TeA0JFSQSEBqMIuc/bIyBUoLa2aHf7jQhCIhA06GbMCovoLj8hhBAywtRgAKrbDdV9QmvGEQv8Wj1A0kyDtCwWXQMOqbwSzhkz0WW2QKUbgUMuVLcR3f9+BTwY1C+QZYSPNGAZgE2f+wx+v/ddcM7jQSvnHN/73vfwf//3fwCA66+/Hj//+c8piCWEEKJDAWCO+dznPocvfvGLuOyyy/r9S7uvJiA7duzAa6+9hm3btuHYsWPweDywWCyYMWMGbj57GZa3uQGu9n4QVUV42xYoHjfsX7sJzGLp1zmSkcFEEWJJKcSSUsPlXFGg+hNTjLkuKGyD6vcCatK1oap9B4RFzkSjkljtwdjXRQ4KCAkhhJAhwFVVu8kXn7Z7AqrHrTXh6GjvewcAmMOZMmVXLCvXbuglvR8VRREWpxMBrzezAJFkhHOO7lfXIrT+P32uazeZsHreXASfewrWz10FRVFw66234vnnnwcA3Hnnnfjud7+bdvtDhw7hkUcewYYNG9DU1ARJklBTU4MLL7wQN9xwAwoKClK2qauri3cepnqBhBAyelEAmGPWr1+P9evX49VXX8Vjjz0GYQjvrl5wwQXxr202G6xWK3w+H8SjjVjkOQ7041jKoY/Q9eSfkH/dDXR3cQxgogixuARicYnhcq4o4H5/dMRgUifjtjaoPm0UYUpA6G2F6m01PqAggBU50nYxFhxOCggJIYSQJDwU0kbxeXrW53MDcqTvHUgmCGVl8am68cCvtIxu6I6wcN2GjMI/3TbbtkDJt+PGp57FG2+8AcYY7r33XnzjG99Iu81LL72EW265BaFQCABgt9sRiUSwd+9e7N27F0888QSeffZZzJw5M+0+XnnlFVx33XX9OldCCCG5gQLAHPPTn/4U9913H15++WUsXLiw11/i/XX++efjiiuuwOLFi1FernWjDQQCaFtzL0ydmd0hTiYf2Af54PswzTx5yM6R5CYmimDFxRCKiwFMT1nOVRW83Z+2SYnq6zFSQFXBvW1QvG0wHD/AWCIgNKpD6HCCUU0bQgghYwznHLzdHx/JFwv4FHezVq4jA6ywUDeKT4h12nU4qX5vDuLd3Qj+658D2jb03zewa+NGSJKEhx56CFdeeWXadXfv3o2bbroJkUgECxYswAMPPIBZs2ZBVVW8+eabWL16NY4dO4YvfelLWLduHex2u+F+br31VgoACSFklKJP0DnmG9/4BioqKnD99dfjscceG9IA8Iknnkj5ntnjhn0A4V9MePMmCgAJmCCAOZwQHE7D5fGAME2TEtXrBZSkgtacg/u8UHxeKIc+MjggAyssSmlOEn90OMAkqlFJCCEkN/FIBGqLG4o7eUSfVqcP0dFZvRJFCKWu1NF8rnIw6vg6qoR3bQdC3QPaVmIMV82aiQV3fAfnn39+r+v+7Gc/QyQSQU1NDZ577jnYbDYAgCAIOP/881FZWYnzzz8fhw8fxl/+8hfcfPPNhvs56aSTBnSuhBBCRh4FgDnoU5/6FADg8OHDaG5ujo/WGw7h+tpBbR/Zvweq30edgUmvdAFhzbSU5VxVwTvajUcPRr+G3CMg9Pug+H3pA8KCwqRQMLlRSTEERzE1sSGEEDKsOOfgnZ3aVF3PieiUXS3wU9ta9c230mD5dgiuspROu0JxCZXKGCNCg3wvfu2cWZgc/eyQjt/vx7p16wAAt9xySzz8SzZ37lxcdNFFWLt2LV544YW0AWC67xNCCMl9FADmGJdL38W1qalpyAJAVVXx4osv4sUXX8S+ffvQ2tqKZz91Nk4pdgx8p5yje8N/IU2uAkwmbdSVJGnhimQCM0naoyQl/i5KNAWF6LBYTcAiBzBlaspyrqrgnR3G4WBbLCBMqn8Um0LV7ody+GPjYxYWIugqh8nlglhcirDVlggKnU4wk3mYni0hhJCxhCsK1FYPVLc7aSRfM1S3GzwY6HsHjEEoKU1pwCGUlUPIN56GScYGrihQjx8b1D4KwfHXRx/FtTfdlHadPXv2gEcD5xUrVqRd7+yzz8batWtx4MABRCIRmAxuli5YsGBQ50sIIWTkUACYY2IBYKzDVldX15DsNxAI4Etf+hJqaxN3Gc1mM4qGoOhzeON/Ee7vRqIEmKTUwFCSokGiZBwoplve3/UpgBxVmCBoU34Li4wDQs6jAWGPJiXxgLAViOgLpPP2doTa2xH66KDxMQsK9aMHY9OLi6MjCM0UEBJCyHiiBgIpdflUdzPUVo++EVY6eXk9Ar4KiK4yCKWlVLZinOKZTPfOwG9+8QCCgoAbb7zRcHlLS0v868rKyrT7mTBhAgBAlmV4vV6UlZWlrNNzsAIhhJDRgwLAHHPgwAEoioKKiooh3e+vfvUr1NbWwmq14vvf/z4uvvhiTJw4ER2/+BnU5qYhPVZGFBlQZHBoNU/6ngQzxESx78BRjAWJSY+SKbF+8ghHo+UpgWRS4EnTdoYUi035LSgEqqekLI9Pw+oRCoodHVBaWxBp8YCH9W/CeUc7lI52KI2HjY9pL0htTpL0NXVUJISQ0YerqvZ7wt0MxX1C12mXd3b0vQPGIDiKtdF7ZWVJgV8FWEEBGGPD/yTIqDFUNxODsox77rkHnHN885vfHJJ9piPSe1hCCBm1KADMQW63e8j3+dJLLwEAVq9erbs7KJaVDToAzL/lDoiFDnAlAkRkcDnpUY6AR2TtUR7gclkGZBk8ol8/k9o5aSkKoCjg0cwn6wGkIKQJFE3oslqhAOD9DRzjf48FjenXhyCMqw8hWkBYAKGgAKiaEv++0+mEKIqQZRltx45q04oNRxG2AmH9OFfe2QGlswPKkQbjY+bbezQnidUhLKGAkBBCRhjv7o5O022G4nEnAr8Wj77mbDomM8Sysui03YpoyFcGobSMRoiTzIkimL0QfBAN+ZBnxczTz4Bnyxb88Ic/hKqqKXX6SktL418fP34cNTU1hrs6fvw4AECSJDidxo3dCCGEjF4UAOagDRs2DPk+jx3T6ovMmTNH933zgiWI7N094P2KU6fDZDAlc7hxzrXpNpFocGgQEOqDRKPlcurfe91f0vLIIANIVQXCYfBoqJS8J2Vw/zSZYSyDQDG23CBQTA4ajQLHPpZDFHMqgGSMQci3a7WWJlenLOecgwe60jcpaWtL6eDHuzqhdHVCOdpofExbfo/mJPqgkOXlDctzJYSQ8SLWgV43ki8a+HG/L6N9sCKHNk03qS6fWFYBVlhE5UTIgPFIGOFdOxDatG5w4R8Ay4JFePKu/8FVV12FzZs343/+53+gqipuvfXW+Dpz586FIAhQVRWbNm1KGwBu3LgRADB79mzD+n+EEEJGNwoAc0xnZycefPDBId9vYWEhWltbsX//fpx77rnx70snnQKhpBRqa0svW6dnWZK+kPBwYoxp03hFEQwjE5RwRdGCwmggmBIg9idQjC5nigIJQCQYgBqJGGwvx4NLKIOICjkHImHwSGoAmRWMRadYZxooJk2p7mt5bDRkSiMak77uZD8CSMaYNqIv3w5MqkpZzjkHDwZ004tTRhB29wgIA11QAl1Qjh4xPqbNlhIKJgeFzGrt3785IYSMUWo4jNDxowh/eFBrxJHUcReRDKoUixIElwtiWXQkXyzwc5XTzRgypFS/D6G6jQjX14EHhqbOt3nxMoj5+Xj66afj9b5//OMfQ1VVfOtb3wIAFBUV4ZxzzsFbb72Fhx9+GFdccUVKJ+B9+/bhn//8JwDgs5/97JCcGyGEkNxCAWCOufTSS+H3+4d8v+eeey6ee+45PPjgg6ipqcGnP/1pSJKExiNH8NrRE/iitf+XgjhxEkxzThvycx0tWCyAHMKpnKIowul0wuv1Qukj4OOqmiaAjI1sjPQeUPYIFNOvb7Rcq+E4YJwnRmkimP0AEgAkCe0mM5hJGwGpCqJxY5qenawzaFQjTpgEqWqKbjlXZPCOTqgdfqh+P+Dz6oJCHgzq/4kCASiBAJRjaQJCq1UfChYXgzmTgkKrzXA7QggZjTjn4B0didF80S67na0eyK0tGY3KZ/YCfcAXDfwEZzGN5iPDSm44hNCm9YjseVvXMEYodcGy7GwobjfCmzf2e7+mMxdAdJUDAGw2G5566ilcffXV2LhxI+69916oqorbb78dAHDXXXdh48aNOHToEK688kqsWbMGs2bNgqqqeOutt3DHHXdAlmVMmTIF11xzzZA8b0IIIbmFAsAc8+GHH+Jvf/sbLr/88iHd71133YX169fD4/HguuuugyRJsNlsaG/Xph2ccsuNOL3Dm/H+BGcJ8r96IzWzGEFMEACzecRqDXFV1Rq5RHoJEPsbUCaPkOwROOprRkZHQQ6GLEOVZSDY96rDIrkTtiUPgi1fGxkJAJxrI0wVRXvO4XDKiE8eDEIJHoVy/Kjx/s1mrXNykROCw6mFgsWlEFylEErLIeTn59Q0bEIIAQAuy1BbPNG6fCeSpu02p4ykNiQIEEpciSm7rrL41F3Blj/8T4CQKK4oiOx5G6FN61MaikkzToJl+TmQTp4FJgjgigLV74O8f0/G+xenToftii/qvme1WvHEE0/gmmuuwfr16/Gzn/0Mqqpi9erVOO200/C73/0Ot9xyC7Zu3Yqzzz4bBQUFiEQi6I7+35o4cSKefPJJ2O32wT59QgghOYgCwBzz1ltvYfr06UO+38mTJ+M///kP1qxZg7feegstLS2wWCw477zz8LWvfQ0rzzkHD1/zJVxZUghzH6GeWF2D/Gu/DqGwcMjPk4weTBAAwQxmGqEAknNtFGLGjWVSQ0aLJGpBYDiMUGcneH/2J8uDbEQzzJ2ww2HwFg+UFk/6upKMaQ1pYtOxTWYwiwXMkqeNbE2uD9mzk/UAO2MLFosWbhJCxjW1q7NHXT7tUW1r1Y2QSodZrRDKymGdVAXLhIkQyysQtOVDKC7VXm8IGSFqVyfC9XUIbd6krzUpmWA+awEsy1ZCrKjUbcNEEfnXXI/g2ucR3rypz2O8/HEDvvzzB7XftT1YrVb87W9/w5e//GWsX78e9913HzjnuPPOO3HZZZfhtNNOwyOPPIINGzagqakJkiTh1FNPxUUXXYQbbrgBBQUFg/0nIIQQkqMY54P5BEuGWkvLwGrxDRW1owPh7VsQ2lIL7m1LLBBFmGbPhXnJckjTZtDIoWHSnynAZPBiXYAVRYHXm/kIWCAWQCqD6mSdUaOaXupIDiqAHGmGnbAzDRT76nTdc3nuN6IZLoO5xkn/0Wu4HlcUrVmSJynoczdD9bjBuzr73gFjWud0V6wBR1m84y6z28EYo2s8y+gaT09pOo5Q7XqEd27XzVJgRQ5Ylq6AeeESrZZwX/vxuBHeUovw9i268iDMkgfTmfNhWbwcYuWEYXkOmUruKkwIIWT0oFukREcoKEDeuefBsvKT4D4f7GYJkiUPrKAA/u7QSJ8eITmDMZZoODJCNeL7bESTFBjy7iBUvw+8ox1qRzt4Zyd4IAAeDIB3B7XO1tnUSyfsrIj+/AbayToxEjLTRjX6/UHsXyMaQnIZDwbjI/i0gC/62OLJrGGVxRKty1cRnbZbDrGsDEJpmeEIJ0JyBVdVyO/uR2jTOsgffqBbJlbXwLJ8JUxzTu9XyRzRVQbrZz6LvAs/A9XnRYHFDMmWD1ZUBH/n0DQOIYQQMj5RAEgMMUEAKy6GJenOOigAJCSnDGUjGh4OxzsWq9626J+kJiUdHf3boSiCFRSC2e0QbHYwq1Wbsme1wVpUhO5wGGo4nGGjGuM6koPvhB2tNRkcgQAS6LVLddpGNGkaz6RrTBPq8EOy5EEVRahdXYn9iRI1PSD9wlUVqs8LNTnoi07d5dF6wn1hDme8Hl9y4McKiygQJ6MK7w4ivH0rQrXrobYmzd4RBJhOmwfL8pVaM7BBYJIEsdSlfy8OCgAJIYQMHAWAhBBCwMxmiOUVEMsrDJfzSBiqV9+5WHuMBoQ9AwBFAfd5wX1e9Kzm1Q1o9QAdxdEuxsUQSkq1x+ISrSOnvaDPgCrRCXsgnawzbUyTviYk5EF0wgay0gm710mWyY1oMgwUDZeL/Vw/tpwCyJzEQyEoLe7U0Xwed2YjhSWTrvFGfESfq2xIblYQMpKUFg9CdRsQ3lYPhBJNaVi+HeZFS2FZshxCkWPkTpAQQgjpBQWAJO7pp5/GbbfdhsmTJ2PXrl0jfTqEkBzCTGaI0Q/zRngkAtXXlggHvW2JgLCtFbzdr98gEtFGEnmajQ8oSVogmBQK6gLCgsIc6YStpG8akyZw1HXP7qNRTdq6krEQcjCGuxFNX0Sx94AwXgdycI1nDBvXSNK47mLPOQdv96c04FDczeC+zOrosYLCeJfd+NTdsnIIDieFu2RM4ZxD/vADhGrXQz6wT1d/V6icAMuylTDPO2vEmqIRQgghmaIAkBBCyKAxkwmiqxyiK01AKEeger2A34e8UDc6jzZCbm2NTznm7X59UxNZhupxa6OOjIgSBKdTHxAmBYWssGjYQwitE7agBUvWYT2UIcNO2Io+MMzPs0BQFcihELp8vj4DRePl6RvVDK4TtqIFqNHqElkPIA0b0fQRKPaxXDCb0eVwIhwKgQtCr+tDEIZ92iuPRKC2ePQj+dzNUDxu3eiltEQRQokrZTSfUFYGwWob1nMnZKTxSBjhXTu0ab5NxxMLGIM061RYlp8z4o3xfD4f5syZg+5u7f9zfX09pk2bNmLnQwghJLdRAEjS4qoKNRCAkJenfVAihJABYpIJoqsMYkUlipxOqD06SHJZ1uqL9axDGAsI/T592KTIUFs8WpMBI6IIweE0DAeF4pKsBITDTWtEE51mmyaBtCXVjooMcYdUzrnWzKWXTtW9drpW+t/5Wrc8MsgAcpga0WTQ21YT/fllFjimbywDUQK4At4VAO/qgtrZDt7eHm/6k8m/EbPZejTgiI7mKy4Z1yMlyfik+n0Ibd6E8JZa8EBSzT1LHiwLFsO8dAXEUldWzoUrCpRAlxa4GwSNzz//fDz8A4CnnnoK99xzT1bOjRBCyOhDASDRMQkCzi0vRccjv4Zy6CP4ox8cxMIiSPPmw7x4GcSS0hE+S0LIWBMrdp7uQxWXZah+nz4gTHpMDQgVqK0t+uLsyQQhEQg6iyE4S6L1CLVHVlhEwUcfGGPaNF5RBMPItMI27ISdYWfs9IFj0no9lw95I5oweGSEOmED2s/PZAJECdzvhxzoAjt6BBHDTtZ9dbrWT7k2bmSjb3ZDjT9ILpEbDyO0aR0iu9/WbhBECSWl2jTf+QvB8oZ/uDcPBhHeuRWh+jqoJ5oQK6AhlVdAOmsRzAsWQci3AwCefPJJAMDXvvY1/PGPf8QzzzyD73//+xDp9xchhBADjPPB3D4nQ62lJc2H1Sx4638fRtW+t+Gy9vLmhjGYTpsH2+euomLew0AURTidTnh7jI4iw8OZNDrKO8Sjo4ix4brGuaJoAWFyKBgfRdgG1e/VfaDrkyBAKHImmpQUl4Al1yEscoyKgJCu8eGVaESjBY6CqqLQZoO/tRVKONRL45mena4TdSN5dzd4oEv7090NHg4BYa125JjTc1p1z4DQqBN2j7qRtsIiiBYzuCghEA5n1siGOmEP2Fh7n8IVBZG97yC0aR2UhsO6ZdKMk2BZthLSKbOzcq1wzhFa/xa633gNiN4YMCRJsJx9Lj6orMInP/UpFBUVYd++fVi2bBkaGhrwxBNP4Pzzzx/Wcy0tpcEAhBAyGtEIwFGiZ4OO3bt34ze/+Q3q6+vh8/lQWVmJCy64AKtXr4bD4Ui7nx07duA3v/kNtm7dikAggIkTJ+KSSy7BrcsWY95H74H1Fv4BAOeIvLMTnS0e2G+4te/1CSEkC5goQiwugVhcYricKwq43x/vWqzvZNwK1dcjIFTVaDOTVuMDCgJYkSO1UUns0eEcFQEhGZyejWhEUYTZ6YRkywfrJRzhqqpdi9EGHNydqM/HOzsyO7azGKKrDEKpC0Kx1kWbORxglrxobcjeRkT21vk6XSObRM1ILbwcgkY0sfOLzmAcyB3pDCoZphfrhN1rJ+sMG8uka2TT2/oUQI4YtasT4a2bEarbqI0gj5FMMJ85H5ZlZ0OsnJi18+GcI/jScwjXbex7ZVlG6K030AkRAmNYtWoV8vLycOWVV+KBBx7AU089lTYAvPTSS7F582Z8+9vfxne+8x3DddasWYMHHngAS5Yswdq1a1OWv/jii/j617/er+dHCCEkN1AAmGN+9KMf4f/7//6/Xtf5xz/+gVtvvRWRSASFhYWQZRkNDQ149NFHsX79evzrX/+C3W5P2e7JJ5/EHXfcATX6IbewsBBHjhzBjmf/jkjbcYj9mIqjHG1E198eR/7XbqI3sISQnMdEEay4GEJxMYDpKcu5qoK3+1OnF8e+9nn10z1VFdzbBsXbBsOYh7FEQGhUh9Dh1MIBMqbxUEjXYTfecdfj1sKvvpjMWshXVq5vxFFaNmLdr5MZNqLptbFMH52ue4aNfe1PlgfZiCbWCTv6fIbkX6UfBKHvQNGwE/bAG9XojjcOb1IoJ5oQ2rQO4V3btTqiUaywCJalK2BetDQ+vTabQuvfyiz8SzIbCu6cNwdnX3klAODKK6/EL37xC7zxxhtwu90oKysb8vO87bbb8PTTT1MASAghoxR9+sgxjzzyCBYvXoxPf/rThstbW1vxrW99C5///Odx5513YuLEiQgEAnj66adxzz334L333sPDDz+M733ve7rtdu/ejTvvvBOqqmLp0qV44IEHMGPGDITDYbjv/SHEQMZly+PkD96D/P67MJ0ye0DPlRBCcgUTBDCHE4LDabg8HhD2aE6SHBTqAkLOwX1eKD4vlEMfGRyQgRUWpTQniT86HNqHdJLzOOfgfh8UdzPCLR7Ifi8CjQ2Q3c36kUW9YIVFiYDPlQj6WJEjp2+yZdKIZjhxzuEsLNQ6XXd3w9fS0u9O1r02qsmgMc2gG9GEQuAhrRV2bnTC7j1QZCYTFHsBQooCLoq9BI5JdSIlybBuJEQxK3UguapCfm8/QpvWQz74vm6ZWDUFluUrYZp7xogFojwY1Kb9DsBXZ58M58wZAIApU6Zg4cKFqK+vx7PPPotbbrllKE8T9fX1ePrppyHk8GsSIYSQ3lEAmIMee+yxtAFgIBDA5z//efzqV7+Kf89ms+H6669HQ0MD/vd//xcvvPBCSgD485//HLIsY9q0aXj66adhjU7dFY4dgX0A4V9MaPMmCgAJIWOeLiCsmZaynKsqeEd72nBQ9bbpR3zFQiO/L31AWFCYFAomNyophuAo1j5sk6zhkTBUj0c/ki/6iHAv9bpiRAlCqUs/kq+sHKKrLCuNBcYixhiYJEEQLRDNFghKP+p8DhHDRjT9bjzTY3lvjWh6TNvuV23TngbYCTs08CPqMWYcGBrVhEzXeKaXRjVQOSIH30dkz9vgvqQaqIIA05zTYF5+DkxTpg7Vsxmw8M6tvdf864XIGEJbN8N6/kUAtFGA9fX1eOqpp4Y8ANy+fTsAYMWKFUO6X0IIIdlDAWAO2rFjBxRFSdvB64477jD8/qc//Wn87//+Lw4dOoRAIACbzQYA8Pv9WLduHQDg5ptvjod/ABCqrxvUucrv7Yfq86YdNUMIIeMBi9UELHIABh8ouaqCd3akTi2ONSnxtunrqXEO3u6H0u6Hcvhj42MWFupDweROxk4nmGnkp4iONpxz7eeUPGXX3QzV06z9jDIY7SUWFIK5yiC4yiC4EkGfUFyS06P5yMCwWCfsEWqMpgsgDQLC9J2sM1y/Z+Aoy2CKAjUc1r436E7Y0VqTwSyOgFRVRHa/rXX77aUJTdpGNEaNZTJpPNMztIw2ogltGdx78fDWOuR96gIwQcCqVatw99134+DBg9i2bRsWLFgwRP9oQFFREQBtNhIhhJDRiQLAHBQIBODz+VBSklrM3ul0YupU47uVFRUV8a/9fn88ANyzZ0+87t/y5ct12yjHjw3uZDmH0nScAkBCCOkFEwRtym9hkXFAGAueejYnaWuLNy5JrlcFALy9HUp7O5SGQ8bHLChE0OWCqbQMYkkpwlabNqKwODqCMAdqyI0ULstQW1vi4V5y2IfuYN87EAQIJaUpU3ZNFZUomTR5zHRIJbkv2wFkzy7AXFW1OoqGjWMybDyTbnlKAJlaEzKjWpq9iU0DRzD7U7ABQBQHF6JC+13AuzrBCgpRUFCACy64AC+88AKefPLJIQ0Aly9fjry8POzdu3fI9kkIISS7KADMUYFAwDAANGruESMlFZSPJH1QbGlpiX9dWVmp36h7UP3ztF2sfwvK0UZd/SpWWEQjHQghJEMsNuW3oBConpKyXAsIO/XhYHz0oPa9nlPIeEc7Qh3tCH1sMMUYALMXpDYnSfp6pEY0DSW1qxOqx50U8J2A6nFDbW3JbOpknhVieSLki0/dLS41bOIijMOmCmR8Y4IACOYRG3GshkKI7NqOUO0GqM1NumVizVSYZp8GobxC3xk7EtGHlv1pVGMUQg7GEN0o4KEQUKB9/fnPfx4vvPAC1q5di5/+9Ke9fnboj5qaGvzqV7/CnXfeOST7I4QQkn0UAOYoPpii0v1hGfwbNuWjD6B89IH+m4IAweHUT0mLT00rBisqGpfd5wghZCC0gLAAQkEBUDUlZTnnHLyrMyUUFDvbobS2INLiiTcaiG/T2QGlswPKkQbjY+bbezQnib2Wl+RUQMgVRXve7hNQ3G7diD7elUGNW8a056ery6c9MntBVpoUEEL6R/X7ENpSi/CWWv3/c4sF5vmLYVl2NsRS17CfR0on7H52subhMEJv/mvQ53HqGfPQ0uOmfldXF9auXYsvfelLg95/zBVXXIFPfOITQ7Y/Qggh2UUB4DhQWloa/7qpqQlTpkyJ/10sr4R6oslgq8yxIgd4R7t+NIWqavWt2loBo8EnggChyBmvXcV6dsAsclBASAghGWKMaSP67AXA5Or4951OJ0RRhCzLaDt2NFF7sK0Nqk/fsAQ9A8KuTihdnVCONhof05af2pwk6WYPy8sb0ufIu4NJAd8JqO7oyL4Wj/YBvC9msxbwJdXlE8vKIZS6qF4iIaOE3NiAUO16RHbv0o2eE0pKYV56NizzF4FZs9dUZyg6YUfe3qG9jg1QW3cIbSHj1ixPPvmkLgCMzRbq7mUGUHt7e6/Hczqp7A8hhIxWFACOA3PnzoUgCFBVFbW1tboA0LxwifYmaoCkGSfBfsOt4IoC7vdHR520QvV69VPVfN7UgNDbqtW1MhIrqN9zWlrs0eGkgJAQQjLEGIOQb4eQbwcmVaUs55yDBwO6moM96xH2LBnBA11QAl1Qjh4xPqbNFh/1bTgS3OBDOldVcJ8Piicp4HM3Q/GcAO/jQ2n8uEUOfcAXDfxYkYNG8xEyCnFFQWTvboRq16c0RZKmzYRl+UpIs04dtaVnzAuXoPvVtQPevuTcT+Gj+36l+97Bgwdx3nnnYfv27fjwww8xffp0AIlGHsePH0+7v127Bv65gBBCSG6jAHAcKCoqwsqVK/Hf//4XjzzyCK644grkRUdmSNNnQnCVQfW4B7Rv8xKtqQgTRbBi7UMeps1IWY8rCni736D7ZfTR59XXQVFVcG8bFG8bDKujMJYICI3qVzmchvWZCCGEpGKMaSP6bPnApMmG66jxgDARCvKkKcc8qG+ewQMBKIEAlGPGASEsFjBbfvy1modD4J2dmdXEkiQt2HOVJU3drYDoKsuZqcmEkMFRA10I129GqG4DuN+XWCBJMM+bD8uylRAnTByx8xsq5gWL0f36qwNraMIY7CvOgdijzt8ZZ5yBGTNm4ODBg3jyySfxox/9CAAwe/ZsvPLKK1i3bh26urqQn5+v227Tpk3Yvn274aFCoRAs9PpKCCGjGiUk48Rdd92FDRs24ODBg7jqqquwZs0aTJ8+HYqqYm9JOWYPIAAUq6bANGtORusyUdSm+TqLDZdzVU0EhLFQsMfXug+FnIP7vFB8XiiHDOYYM6Z13DQaPVhcAsHhAJNM/X7OhBAyXglWG4SJNmDiJMPlajCQFAi2QWlrgep2Q211Q/X7U7oYIxQCD4V677wpCECeFUJhIYQSF8SKCRCrqyFW1UDIz6cRfYSMQcqJJoRq1yO8c5vudYMVFsKyZAXMi5Zq5Q7GCCHfDsvZ5yL01hv93ta8YHHaWoef+cxn8Mtf/hLPPPMM7r77bkiShFWrVmHNmjVoa2vDDTfcgDVr1mDChAkIBoNYu3Ytvv/978e7PPf0ve99D+3t7Vi1ahWuu+66fp8rIYSQkUcB4Dhx+umnY82aNbjzzjuxadMmLF68GIWFhQiFQgiFQrhr5TJ8tTrzu6iCqwz5190wZNNwmSCAOZwQHE6gZlrKcq6q4B3txuFgdMqxrgYU5+B+HxS/L2W6iHbAaMdNXXH7pClqjmIwEwWEhBDSFy5HoLa0ROvyNUPxuKMdd5uBUIad5hkDjJpfqSoQ6IIa6IJ6ogny/j2JZZa8xGt3zxs9zmJtdCEFhISMClxVIb//LkKb1kH+4D3dMnFyNSzLV8I094wxO7sj7/yLoba2IvLOzoy3kU6aBetlV6ZdHgsAPR4P3nzzTVxwwQWYNm0a7rjjDvziF7/A66+/jtdffx2FhYUIBAKQZRkXXnghTj75ZDz44IMp+4tEInj55Zfx8ssvUwBICCGj1Nj8LUoMXXPNNTjllFPw0EMPYdu2bQgGg5g0aRIuvvhifOP//T+8/ac/YuqH7yK/j+BLmnESbFdfp9WSyhIWqwlY5EgfEHZ2pE4tTpqepptawTl4ux9Ku984IIR2pzl9/SonFY0nhIwraldnPNjTOu42Q/W4oba2GId3PTCrDUJ5RbQuX1m8Tp9QXAomiuDd3Yn6g0kjCWOv5ykdfUPdUJuOQ21KU8vKYknc2On5Ol5cQgEhITmAh0IIb69HqG6DvhyNIMA093Rtmm91zZj/v8oEAbarrkW3w4nQxv/q62anrMxgXrgE1lWf6zUQnTVrFmbOnIkPPvgATz75JC644AIAwHe/+11MnToV//d//4cDBw5AURSceuqpuPrqq3HNNdfggQceMNzf6tWrcdppp6Gurm5Qz5UQQsjIYZxn8K6dZE1LS8uIHp8Hgwjv3IrQ5k1Q3c3x7zOTCabT5sG8ZAWkqupe9pCbtICws8cHS32Re8iRvneUhBUUpBS1Tx6Bwsz9DwhFUYxPvVAyqYNFBiXWIVVRFMPpLmTo0TWeXf29xrmiQG1riQZ9sY67WuDHA4G+D8gYhJLSpIAvEfixfPugPsTzUCh9HVlvG3hnR/92aDKn3txJGg3O7P0/X7q+s49ex7NrqK5xpbUF4bqNCG3bAnQn6ocymw3mRUthWbJCmxUyDqk+L0L1dQhv3QzekWh+JOTbYZq/COZFS9NO+82W0tLSET0+IYSQgaEAMMeMdAAYwzkHD3Sh0GSClJcH2PLh6+zse8NRinOeCAh14WBSQBgJ92ufzF6QvkmJs9iwUD19eMwu+uCYfXSNZ1e6a1wNBrT6fO4TUDzNicCv1ZNZEw5LXqLTbrwRRwWE0tIRq6/KQyGoPq9+BHhyw5KO/gaEptSbPElBIbMXpASEdH1nH72OZ9dgrnHOOZSPP0Ro03pE9u/RjRwWyitgWb4S5nkLBnQDdSyK3bwuzLNAstm09+IZdkMfbhQAEkLI6ERTgIkhxhhYvh2mpDfWYxljTBvRV1AAVE1JWc45B+/qTISDBqMIEdYHhLyzA0pnB5QjDcbHzLf3qF1VDKnEhdCUGnBJAqhJCSFkELiqIuJxo9t9AqHjxxA4fCg6bbc54zCMOZz6kXzRwI8VFuXclDxmsUAsr4BYXmG4nEfCUL1egxs90SnGPT9YRyJQ3Seguk8YH1Ay6WvIFpdAKilFsHoKVMkMbrOBCcIQP0tCRh8eiSD8zk6EN62Hcvyobpl0ymxYlp8DacZJOfeaMtKYIIAVFo6b9+KEEEKGHwWAhGSAMaaN6LMXAAZToGMjJuNT0pI/XPq07yEU0m/T1QmlqxPK0Ubd92Mfy5ktP+3IE8FZDJZnHa6nSwgZRXgoFG28kajLF3v0Z1LawGSC6IrW40ueulvqMhypPFoxkxliWTnEsnLD5TwSib5e9xwFrr2G83a/fgM5AtWjBarJ4mPlJclw9He8TERBIQWEZExT29sR2rIJ4c2b9DU8LRaY5y+CZenZEF1lI3eChBBCyDhDAWCOefrpp3HkyBEsXboUS5cuHenTIRmKjZgU8u3ApKqU5Zxz8GAg/QjCttaUbpk80AUl0AXl6BHjY9ps+s7FPetXWSkgJGSs4LHO5tERfFpdPu2R+30Z7YMVFkJ0VUSn68ZG85WDORwUREGrdSu6tH8TI1yOREcQGtch5O1+fTMUWdaapCQ3NkgmShCczvRdjAuL6OdCRiX5aCNCG9chsnuXrqSAUFwC87KzYZm/mN6jDNCaNWsMm3RYLBYUFxdj7ty5uOKKK3DppZfSiEpCCCEpKADMMX//+9+xefNmAKAAcAxhjGkj+mz5wKTJKcu1gDAI1u6DNRRC+5EGyK0tidpV3jbwYFC/TSAAJRCAcuxoyv4AgFmtiVpVRkGh1TYsz5UQMnA8EoHa4k4EfLGRfR53yihiQ6IEodQVDfjKUDBlKvImToZYVgZ/dwbbk7SYZILoKks7YonLMlhHO2yREPwNsdfwpCYlfp8+IFRkqC0eqC0e4wOKIgSH0zAcFIpLKCAkOYUrCiL79iC0aR2Uwx/rlknTZsC8fCVMs+bQNTuEXK5EI5COjg40NTWhqakJr7/+Ov7+97/jL3/5CyxjaBQ3IYSQwaMAkKTFI2HIXi+QlwdObyCGlRYQ2iAWFMDudCIydXpKrRc1GABPHjnYYxQhD+o7dPJgEErwaEq9nbg8q8HU4qQpxlYb3T0mZBhoTYc6oLrdUDwn4iP5VHczVG+bPiRKg+XbEyP5XOUQy8oglFVo/3dFMb5eQXLtKAoAhxWTJIilLticToQqJ6W8hnNZhur36ZuUJI0iTA0IFaitLVBb0zQHEwTtNdxh/DrOCot01wIhw0ENdCG8dTNCdRvBfUlNWCQJ5jPOgmX5SogTJo3cCY5inHMgFILsbQNs+eA9mqMcOHAg/rWqqvjggw9wzz33YP369Xjrrbfw85//HP/zP/+T5bMmhBCSyygAJDo8FNIKNW/ZBOXoEcQqHjGrFaYzzoJl8XKIlRNG9BzHK8FqA6y2tG+keXfQsDlJrI4VD3TpN+gOQm06BrXpmPEBLXm64vbxD5mx+lW2fAoICekFVxSorZ5EuOdujnfc7Tmi15AgQCgpjU/VTQR+ZVq5ATKqMEmCWFIKscS4eyZXFH1AGJtaHHtd93sBVU1soKqJgPAjgx0KAoQip+51nCXXISxyUEBIBkxubkJww38R3rENiCSaoLGCQliWLId50TKtsRrpN7WjA+HtWxCur4Pa1hp/Ly46nTgzpKDcZkVzQP87RBAEnHzyyfjb3/6GFStW4NChQ/jLX/6CH/zgB5Ak+rhHCCFEwzjPYKgByZreApWdO3eiqkpfX27r1q3485//jPr6eng8HpjNZkyfPh0XX3wxvvrVr8JuN/6Q+N///hd//etfsWvXLrS0tMBiseBzp8zEt06ahnyx9+kZ0qxTYfviNTSFdBiIogin0wmv1zvk3d54d3d01Ely50tv4kNmcoHuTFgsieloRiMI8+05HxA6k0ZHeb3evjcggzac1/hIUQNdulF8sZBPbW3RBzbp5FkTNfniI/rKIZSUgg3ygxtd49k1rK/higLu90dfw1tTOxr7vJldbzGCAFbkSG1UEnt0OEdFQEjXePZwVYX64ftQNtcisG+3bpk4qQqWFefANPeMQb9ujVecc3S/8RpC/30TUOS068mqiife+xDfeuVfhv9H7733Xjz00EMAgI0bN+KUU04BABw6dAiPPPIINmzYgKamJkiShJqaGlx44YW44YYbUGAQ2NbV1WHVqlUAAI/Hgz179uCRRx7B888/PwTPmBBCSLbRb+gcYzKZEIlEYLPZkJ+fr1smJv2SV1UVP/jBD/DYY4/Fv5efn49AIIC3334bb7/9Np5++mk8++yzmDxZX3PuF7/4Be6///743202Gz4/tRrfmzUjo3OUD+xD5yO/hv2b39Jq2pFRgeXlQayckHYEJw+F0ha3V71t4J0d+g1CIagnmqCeaDI+oMmcOi0tacoxs+d+QEhIDFdV7f9DUsAXC/wyCs8Z065/V7k+7CsrB7MX0P8F0icmimDF2msopqX+vuaqCt7uT339jj36vLqGDFBVcG8bFG8bDKNKxhIBoVEdQoeTgp5xgodCCO/YilDtBn3Xa0GA6dTTYFlxDsTqGnodGwTOOYLPPYXwti19risJAr4yayYCf3scti9fnxICTpiQeJ/X0aG9d3vppZdwyy23IBStJWu32xGJRLB3717s3bsXTzzxBJ599lnMnDkz7XFfeeUV3HDDDYhEMuguTwghJCfRO7ccM3/+fGzevBk333wzvvOd76Rd7/7778djjz0Gl8uFO++8E5dddhmcTicikQi2bduGe+65B3v37sVXvvIVvPnmmxCiRZePHDkS7x72zW9+EzfddBNKWt3o+tMf+nWeatNxdP35MdhvvI0KOo8RzGKBWFEJsaLScDkPhaD6vPoPlb7ElGPe0SMgjIShNp+A2nzC+IAmU0ooqKtfRaEIGQG8uzsl4FM8zVA9nl5HZMSZzMaj+VwuMJO57+0JGSAmCGAOJwSH03B5PCDscXMn+WtdQMg5uM8LxeeFcshgjjFjYIVFKc1JEmUjHGCSaZieLckGpa0V4boNCG3dAnQnppwK+fkwL1wK8+JlEJzFI3iGY0fozX9nFP4li+zbg+ArL8C26nO67x85ciT+tdPpxO7du3HTTTchEolgwYIFeOCBBzBr1iyoqoo333wTq1evxrFjx/ClL30J69atSzt76NZbb8XZZ5+NH//4x/1/goQQQnICBYCjUGNjIx566CFYrVY8++yzOPXUU+PLTCYTli5dipdffhlLly7Fnj178O9//xsXXnghAG0asaqqmDZtGn784x+Dc46Ov/5xQOehfPwh5Hf3wzR7zpA8L5LbmMUCsbwCYnmF4XIeDicFgql1CHlHu36DSASq+wRUd5qAUDIlhYMGHTDtBRQ+kwHhqgru92kBnycp6HM3g7f7+94BAFbk0Ad80cCPOrOSXKULCGumpSznqgre0W48ejA65VgXgnOu/T/y+9IHhAWFSaGgvkyE4CgGM1FAmGs451AOfYTQpnWI7Nuja0wjlFXAeva5KP/kefAHgmOmjMNIUwNd6P7vGwPaNly3EXkrPqGNDIY24i82PdfpdGLatGn44he/iEgkgpqaGjz33HOw2bQSPoIg4Pzzz0dlZSXOP/98HD58GH/5y19w8803Gx7rpJNOwhNPPKGbkUQIIWR0oQBwFPr73/8ORVFw7rnn6sK/ZHa7HRdccAEef/xxrFu3Lh4AFhUVAQA6OzvR1dUFc9Ox9AFMBkKbN1EASAAAzGyGWFYBsSxNQBiJ6EYMJoLCaAfMnsGLHIHqadZPN0omSUk1CFOnqLGCQgpixjkeDkNtcesCPi3wc+uK1qclSRBcZfoGHGXlEEvLwPLyhv8JEJJFLFYTsMgBTJmaspyrqta92qBEROx1HXKPgLDdD6XdD+Xwx8bHLCzUh4K6khFOGjWbRVyOIPL2ToRq10M5dlS3TDp5NizLV0KaeTIkSYJgyQMCGTQyIhkJb68H5AFOq+Ucoa21CC85G7t378aPf/xjnDihva//xje+gY6ODqxbtw4AcMstt8TDv2Rz587FRRddhLVr1+KFF15IGwDefPPNFP4RQsgoRwHgKLRt2zYAwLp16zBr1qy063V1aV1fk6cCzJs3DyUlJWhubsanP/1p/O5TZ6Mq3Q4yIL9/AGpbW/zOIyHpMJMJokvrZmpECwi9Kc1J4k1K2v26kQiQZageN1SP2/iAogTB6Uxbv4oVFg3DsyTZxjkH72hPacChuJvBfV79NZMGKyjQj+SLBn6Cs5hCZEKimCBoU34Li3oJCDujr+EGHem9bUCP2mG8vR1KezuUhkPGxywo1I8e7Pk6bqaAcLDU9naEtmxCeEutvtav2QzzWYtgWXY2xDLj39tkaITrNw9q+2P/fBlLr/0a1KTfd5/73Odw++23Y/PmzYj1e1yxYkXafZx99tlYu3YtDhw4gEgkApPB6NwFCxYM6jwJIYSMPAoAR6HYnb1AIIBAINDn+sFg4i5tUVERfv/73+PGG2/Ee++9h8CMaqDYMajzUZqbKAAkg6YFhGUQXWWGy7ksRwPCNE1K/D592KPIUFs8UFs8xgcURXSVlMJU6oJYUgrZlq8LCmkqZ27hsvbzNKrPh+7uvncgCBBKXfFpu8k1+gSDERGEkP7RAsJCCIWFQHVNynLOeSIgTBkJrn3dc2Qu72iH0tEOpfGw8THtBQi6ymByuSAWlyJstekDQotlOJ7qmCAfPaJN831nl25qt+AsgXnpCpgXLoZgpdfG4cYVJf1MhwyVWvMwu2YKmL0Ac+bMwRVXXIFly5YBAFpaWuLrVVYa13gGEo1DZFmG1+tFWVnqezGXyzWo8ySEEDLyKAAchWI1V2699Vb88Ic/7Pf2Z599Nnbs2IFXX30V5fUbB30+PNpRjJDhxCQJYqkLYqnxG1Auy1D9PuPi9m2tBgGhAtndDNmd5o23IEBwOFOak8RGobCiopTOe2Tw1K5OfcAXnbartrUCqtrn9sxq00/XjYV8JaX08yJkBDHGtNG2BQVA1ZSU5Zxz8K7OtHVkVW8rEO4REHZ2INTZgZBRDUIALN/eYxR47LW8ZFwGhFxRENm/B6FN61PqNopTp8Oy/ByYZs+hm19ZNFTvod989dW074+GCk3/JYSQ0Y8CwFGorKwMH374IY4ePdr3ymnk5+fjyiuvRPuRD6E2HR/U+QRf/gciB/ZCqpoCsXoKxMqJYBJdWiS7mCRBLCmFWFJquJwrij4gbGuFqasTcmuL9qdnwKSq2rptrYDRZ0tBgFDkjNeuYj2nGhc5KHBKgysKFI8bkabjKY04eKCr7x0wpv0bJ03XjQV+LN9O3aMJGYUYY2D2Agj2AqCqOmU55xw80JW4uRMNBaVO7XU84nGDh/SjgXlXJ5SuTihHG42PactPbU6SdLNnrNT6VAMBhLdtRqh2g1YaIUaUYD7jTJiXr4Q0cfLIneA4NlQhdLr9lJYm3hMdP34cNTWpo3NjywBAkiQ4ncadxAkhhIx+lNLkGCF615X3UrdqwYIF2Lx5MzZu3Iju7m7kDeINqlhROegAkLf7Edm1HZFd27VvSCaIkybHA0GpagqYw0kfysmIYqIIsbgEYnFJ/HtOpxOiKEJRFLS1tID7/dHRJtE6hMkjUHze1IDQ26qNSjESq5fVs/5g7NHhHPMBIQ8GU6bsqp5mtLZ4gEy6R1os+oAvVqev1EXdQwkZZxhj2oi+fDswKVG9OPY6Lssy2o4f09UcTBlB2KNcAA90QQl0QTl6pOfhtGPabEm1Bw1Gglutw/qcB0txn0Bo0waEd2zVTa9mBQWwLF4B8+KlEAoKR/AMidp8AsizAt0Db6rC7AVg+XbDZXPnzoUgCFBVFZs2bUobAG7cqM0Imj17tmH9P0IIIWMDBYA5pqCgAADg9/vTrnPVVVfh4YcfRmtrK9asWdPrNOBwOIxwOAy7XXtjEAqFYEm6S2heuBSRt3cO+HwFVznEygmQGw8n7irLESiHP9Z1/WOFhZCqaiBWTYFUPQXipKpxN/WG5DYmimDF2oc8TJuRspwrCni733B6sept0wLC5FBLVcF9Xig+LwyjLsa0jps9itrrAsJRMJKWq6pWmzF5um6sCUdHe0b7YA5nSgMOsaxcq8NINw4IIRlgjEGw5UOw5QOTjEezqcFAanOStjbw6JRjHtSHMDwQgBIIQDmWJiC0WlPKRLDkUYQjUEOPcw75g3cR2rge8vsHdMvESZO1ab6nnQEmUcgzUngkjMg7uxCqr0vbAKc/zAsXp522XVRUhHPOOQdvvfUWHn74YVxxxRUpnYD37duHf/7znwCAz372s4M+H0IIIbkr9z9djjMnn3wy/vWvf+E///kPbr31VsOCvTU1NVi9ejXuv/9+/Pa3v0VzczNuueUWnHLKKQC0Ar7vvvsuXn/9dTzxxBN49NFHsWjRIgDAb3/7W2zfvh2XX345li1bhsppMyCUV2h3IAfAevEqmGbPAQCofh/kxgYoDYcgNx6GcqQxfseZt7cjsm83Ivt2axsKAoSKyugowRpI1VMglJZR3RmSs5goRj/YGTe84aqaCAiN6hB62/QBIeeJgNCofhVj2gjCNF2MBaczqx/geCgEpcWd0oBDdbsBOdL3DiQThLIySOUVyK+agkhhEVDqglhaRjcDCCFZIVhtECbagImTDJerwYAWBqYZRciD+sZrPBiEEjwK5Xiakix5VsOpxfEpxlbrkN3k4KEQwju3IVS7HmpybVvGYJpzOizLV0KcMpVuqowgpfkEQvW1iOzYqg+bBUGrUZxB1/oUjMGycFmvq9x1113YuHEjDh06hCuvvBJr1qzBrFmzoKoq3nrrLdxxxx2QZRlTpkzBNddc0/9zIIQQMmow3ttcU5J1W7duxcqVK9Hd3Q1BEFBSUhKf4vvPf/4z3qWLc477778fDz74YHy6sNVqhdVqhd/vjzcKiW23cOFCAMCaNWvwwAMPxJdZrVZ8snoyfrHgdAj9fFMoTp0O+423pQ3tuKJAOdGUCAQbD+vflPaUZ4VUVa0FglVTIFZVa1N9xhFRFOF0OuH1enU/QzI8kqcAe73evjcYBK6q4B3txqMHo1OOkzsx9okxsILCHsXtkz5cOor7PU2Wcw7e7u8R8EVH8/ky+/dhhYUQXRUQysqSRvVVgDkcYIJA13iWZfMaJ/QaPhKy+jreHTScWhxrXJJRDdNklrzEa7fBSHBmy+8zsFO9bQjVbUR4a50uVGJWK8wLl8KyZIU2sn2I0DXeP1yOILLnHW2038cf6pYxZzEsi5bCPH8xwvV16H7j1X7v37zsbNhWfa7P9V588UXccsstCEcb6RQUFCASiaA7Oi1+4sSJePbZZzFz5kzddnV1dVi1ahUAwOPxxL+fXFuQEELI6EEBYI5paWnBjh078NBDD2Hnzp3wer2QZS0U2LlzJ6qqqnTrv/vuu/jTn/6Euro6HDt2DKFQCEVFRZg6dSoWLlyICy+8EPPnz4+vf+LECbz55puora3Fu+++i+bmZrS3t+P6ubNw55xTMj5PoXIC7N/8ljbVph/UQADKkcNQGhogNx6C0nA45Y667jilrsS04eoarcHIGK6bRm+ssyuXwhGuquCdHanhYNKHTcj9CAihhXFG9atYQRGgyNp+PfoRfcikI6Eoav83e07bdZX3WROLrvHsyqVrfDyg6zv7cuka593dqR2Mvd746znv6uzfDi2WxI2dpNdx5nSCd3YivKMe8t7dupFjQlk5LMtWwnzmgmEZXU3XeGYUjxvh+jqEt9frg2HGIM2aA8uipZBOOiV+E51zjuBzTyG8bUvGxzCdehpsX/5qxu+LP/74YzzyyCPYsGEDmpqaIEkSampqcNFFF+GGG26IlyFKRgEgIYSMLRQA5piWlpYRO3b47R0IvvBMSg2cnqTZc5D/hWuGpPg15xxqiwdK42HIDYegNB6GcvyYvtmC7uDRBiPVUyBWaVOHWZFjzExpoTfW2ZVLHxz7ogWEnWmL26ttbZlNxe0Hlm+H4EoayVdWDqGsQhuZMsAgnq7x7BpN1/hYQNd39o2ma5yHQunryHrbwDs7Brxv5nBCmnkypJknQywu0YJC+9B3RadrPD0uy4js34NwfR3kg+/rlrEiBywLl8C8YDEEh3GXXc45Qm/+C91vvdH7jABBgGXZ2ci7aNWI3RSnAJAQQkYnCgBzzEgGgADAw2GE39mJ8OaNuq54zGqF6Yz5sCxZDrEitS7hUJ+DcuwI5IbD8WCQ+31p12eFRdFAcIrWaGTS5FFbU4zeWGfXaPrgmA5XFKitLVCaT0A5egTK8SNQPR6ofi8QGVwgyOwFqc1JkqapDeT/GV3j2TUWrvHRhK7v7BtL1zgPhbSmSsnhoK8NiscD1dMMhMN97ySZyZRUczC1DiGzF/Q7IKRrPJXS2oLw1s0Ib98C3pEU4jIG6aRZsCxeCunk2RmHdWpnB8Lb6hGur4Xa1hr/vuh0wjR/McwLl0Aocgzxs+gfCgAJIWR0ogAwx4x0AJiMR8IoNJsh5eWBmy3w9dKZeLhpDUYOQ2mIjhQ82pg+3BAEiBUTIFZPiTYZGT0NRuiNdXaNpg+OaiAA1X0CikffiENt9aQfMZssLw9CSSmEgiKwvDxAFAFF0Yre+3zaFON+frhk+fYe4WDyh8wSw4CQrvHsGk3X+FhA13f2jeVrXD52BKFN6xF5e6duRBizF0CsmQbB4QDv6Eg0Kcmw83qcZNK/dveoQ8jsBSnvnega13BFQeTdfQhvqYP8wbu6adisoBDmBVpQJxaXDPwYnAOhEArz8mDKt0E1meHz+Ybg7AePAkBCCBmdqAswSYuZzJAciTfWI0kocsA853RgzukAYg1GjmuBYDQYVD3RBiOqCuW41pUvvKUWgDaCUayKjRKMhoL9rF9IyHDjqqqN+nA3Q3GfgOpxx4O+jKaGMQbBUZyYrusqi35dAVbQ+0gPzjl4oCsx6iR5irFP+17P+oC8qxNKV6cWyBudji0/Mdok+iFTKnEhNKUGqiQBJnO//n0IIWSs46qKyP49CG1an9I0QqyZBsvylTDNnms4moxHItHXa+M6hLy9x41cOQLV05x4/9STJKWMApdKShGsngLVZAa35Y+Km6tDSfV5Edq6GeGtm1P+PaWZJ8O8aGnan09/McaAvDxITicEUQQfx4ErIYSQoUEBIBmVmChCmjgZ0sTJsCxZDiC5wcjh+PThWIMRHgxCfv9dyO+/i1iEIZS6Eh2Hq2sgVk4Y0w1GSO7g3d1QWvQj+RT3CagtnswafZjMEMvK4h12tZCvTBvpah5YqMYY00b05duBSVUpyznn4MFA0gfK1A+ZiHYTjG8T6IIS6NKVEwCAWJTJrDbddLSeU9WGos4oIYSMBmowgPDWLQjXbdReT2NECabT58Gy/BxIkyb3ug9mMkF0aQ2ZjGgBoVfXuTi5DiFv9+tGskGWoXrcUD1u3X7irUxECYLTmb5MRGHRmAgIuapCfu8AQvW1kN/drx/tl2+Hef4imBcthVjqGsGzJIQQQvpGASAZMwSbDcJJs2A6aRaAWIMRty4QVJoSDUbUFg/UFg8iO7dpO5BMECdXaYFgtPNwukLNhPSFcw7u92nBnrsZitsd77jbW03LZKzIER/Jl2jEUTEiH6oYY9qIPls+kOZDqJocECY98mhXzJ4NhngwAOVYAMqxo8bHtFoTtaoM6lcJVtuQP09CCMkmxdOM0KYNCO+o15VhYPYCmBcvg2XxcgiFhUNyLC0gLIPoKjNczmU5GhCmaVLi9+kDQkWOv5cyJIoQHE7DcFAoLsn5gFBt9yO8bQtC9XXgPv30cmnaDG2035zTwCRT1s5pzZo1eOCBBwAAVqsV27ZtQ0VFheG6jY2NOPPMMwEAL730EpYuXTok5/Daa6/hmmuuGZJ9EUIIyS4KAMmYxRiL3wk3n7UQQLTByNHGRD3BxsOJMEaOQDn0EZRDHyX2UeSAVFUd7zgsTqoa8AgrMjbxSBiqx5MYyeeJBn4ed2Y19SRJG41aVqGbuiu6yrVafaOIYLVBmGgDJk4yXK4GA2B+P6zhENobG6C0teiDwuiI3RgeDEIJatP5DeVZk+pXlaRMN2ZW25jpEE4IGTs455A/eA+hTeshv7dft0ycOAmW5efAdPq8rAZLAMAkCWKpK+1INi7LYB3tsEXC8Dc2QG5t0QWFqQGh1qRKbU1T31oQtNdrh/HrOCsqyvrMDK6qkA++j3B9LSL79+pq7DKrDeb5C7XRfmXGoVs2BYNBPPDAA/jlL3+Z1eNSAEgIIaMXBYDEUKweWCQcgmqxgOXbR/qUhgQzmyFNnQ5p6vT491SfVxcIJjcY4X4fInt9iOzdra0sCBArJ2iBYFU1xOoaCKWunL6DTQaPcw7e0REfzZdcm0/1tek/8KTB7AXRKbuJunxCWbn2IWecXD+C1QbRXgC704lIzbSU2qK8O2g4tTg2VY0HuvQ77A5CbToGtemY8QEtefri9rEPmdFRKMyWTwEhISRreDiM8M5tCG1aD9V9IrGAMZhOPQ2W5Ssh1kzL2delWEBoczoRqpyY+hquKIkRhD1GEXKvV+tOn9y0SlUTAeFHSCUIEIqcutdxllyTsMgxZAGh2tGB8PZ6hLfWpQSW4pSpsCxeBtPc08GyWLuWqyp4ZycioW5wmw0weC/+1FNP4aabbsK0adOydl6EEEJGLwoAiY4aDCCyYxtCWzZBdTcj1k+OmUyQTpsHy5IVkKqqR/Qch5rgcMLscAJzzwAQbTDSdBxKY7TjcOPhRP0bVYVy7CiUY0cR3rIJgHZHWKyqjk4broFYVU0NRkYpLstQW1ui4d4J7TEa9qE72PcOBAFCiSsxki8p8KNrom8szwqxciLEyomGy3l3d/SDZZr6VV2d+g1C3VCbjkNtOm58QIslMR3NoA4hy7fn7AdxQsjooXrbEKrbqDWOSB7pnGeFZeESmJeuGFS32FzBRBFiSSnEEuMOsVxRwP3+6Gt4a9JrePR13WcQEHpb9TURkwkCWJEjpVFJ/NHh7DUg5JxD/uigNtpv724gOdDMy4P5zAWwLFoGsXLCQP45Bkz1eRGqr0N4ax14R0f8vbiQb8dCzlBVkA+l0AGHw4H9+/fj3nvvxZ/+9KesniMhhJDRiXGewdAVkjUtLcbTJJLreOzcuRNVVYki/U8//TRuu+02TJ48Gbt27cKWLVvw8MMPY9euXQgEApg6dSquv/56XH311fFt3njjDfzhD3/Avn37EAgEcNJJJ+Enn70UJx/5uM9pi9KMk2C7+jqtWcA4oQa6oDQ2RAPBBiiNh1LqmSUTXGVJgeCUjBuMiKIIp9MJr9c74p2XxzK1qxOquxl5XZ2Qm08gfPwYuo8d0TrdJn/4SINZrRDKKqLhXkU87BNKSqmRTB+G8xrnoZDhyJN4/apMOiknM5kNm5PEvsfsuR8QOp2JTu5er7fvDcig0Gt49uXqNc45h3L4Y4Q2rUdk327d7xbBVQ7LsrNhPmshmMUycic5AMP6Gq4o4O3+9K/jPq8+pOsLY4mAMLk5ic0G5UgjInvfSWlwIk6uhnnxMphPm5f1nw1XVXS/uhahTet6fS+ico7Xjjej4itfxxej7+1ff/11zJs3T7deJjUAt27dij//+c+or6+Hx+OB2WzG9OnTcfHFF+OrX/0q7PbEe/26ujqsWrVKO1f6+EgIIaMSjQAcY/72t7/hzjvvBOccBQUFCAQC2LdvH26//XYcOnQI99xzD+6//3784he/gCAIsNvtCAaDWCB34+SP3svoGPLB99H58IOw33Q7hIKCYX5GuUGw5UM4eRZMJ0cbjKgq1BZPdJTgYSiNh6A0HU80GIl2zYs3GDGZIE6KNhip1oJBocgxQs9mfOCKon1giI3ki9blU93N8ZFinb3tgDHtA4MrNpqvLN5xdzQEP+MRs1ggVlRCrKg0XM5DIW16WvKHSl9i9Anv6BEQRsJQm09AbT5huD+YTLqagz1HETJ7AV0nhIwzXJYR2b0LoU3rtZIiSaSTTtG6+c48edyUfugPJorxKb5GuKomAkLdCMLE17qAkHNwnxeKz6ur75x6YAahpBTi1Ona+zOHE2pHOwTRkbU6jFxVEXjqL4i8s7PPdQXGcPHECkiNH2L5kiXYtHkzfvKTn+DFF1/M+HiqquIHP/gBHnvssfj38vPzEQgE8Pbbb+Ptt9/G008/jWeffRaTJ2uNv0wmE1wuFzp6/q4khBAyalAAOIa0trbie9/7Hq6//nrccccdKC0thdfrxT333INnnnkGDz/8MBwOB371q1/hrrvuwte+9jUUFhbCvWEdzK/8o1/HUj1udP3p97DffPu4HPHEBAFidJpnSoORaCAoNxwGb/drG0TSNRhJBILixMmA1ToST2dU48EgFE9sqm6s424z1JYWQJH73J7l5cFUMQG8uCTagCMa+JW6wEzZLcBOhhezWCCWV0AsNy7ezsNhLRBMU4eQd7TrN4hEoLpP6Gt5JZNMSeGgQQdMewGFAISMEWpHB8L1tQht3qR/rTCZYT5rASzLVqZ97SGZYYIA5nBCcDiBmtSad1xVwTvadYGg4m7WSrm0taYfPch5vJtxZNuWpAMysILCpKnF+kZTgqN4yN4ndL/+z4zCv2Ty++/iV+d/Amdt3oza2lq89dZb+MQnPpHRtvfffz8ee+wxuFwu3HnnnbjsssvgdDoRiUSwbds23HPPPdi7dy++8pWv4M0334QgCFiwYAEOHDiAW265ZSBPkRBCSA6gAHAMCQQCuPrqq/Gzn/0s/j2n04mHHnoI9fX1aGhowI9//GPcdddduOOOOwBob5bytmxE35MeUymNhxE5sBfmOacPzRMY5dI2GGk4rI0UbDwM5UgjICc3GHkHkb3vaCsLAsQJEyHPPAVKRSXY5CoIpWU0ggjRN/U+X6LDrrsZqtsNxXMCvL297x0AYA5nUl0+7bF4xkyYS0qhqmpOTR0jI4OZzRDLKtJ2d+SRiG7EYM86hPHAP0aOQPU0Q/U0Gx9QkpJqEKbWr2IFhRQQEpLjlONHEdq0HuG3dwBy4qYTczhhWXo2zAuXQLDZRu4ExxEWrQnICosAQYR88H1E9rwdb+wGAJBMkGbMhFg1BWAMPNa0JPq6nvwzBOfg7X4o7X4ohz82PmZhYdoyEYLTmVHTELWrE6H1/x3Qcy46dBDXXHIx/vrKP3Hvvffi3HPP7fN9Y2NjIx566CFYrVY8++yzOPXUU+PLTCYTli5dipdffhlLly7Fnj178O9//xsXXnjhgM6PEEJIbqEAcIy57bbbUr4niiKWL1+OhoYG5OXl4YYbbogvkz/8AGqLZ8DHC2/eRAFgL+INRk7r0WCk4ZAWCPZsMHL0CPxHj8S3ZzYbxMlTIFVrIwXFyVPG9AcJHg5Hp+nGGnA0xxtx6N7ApyOZtPqLsaAv9lhaZljLR3I6KWAlGWMmE0SXFiAb0QJCb7RovTelfhVv9+s7RstyvFyAIVGC4HQaF7d3FoMVFlFASMgI4KqKyIG9CG9aD/mjg7plYs00WJathOnUueNyhsRI4t3dCO/ajnB9HZTjR3XLhPJKrZPvmfMhWI3fR8W67iaalHhTRoLHbuLGt2lvh9LeDqXhkOE+WUGhwejBpNdxsxnhbVsymrFgfNIcq89ZgSdf+xf27duHF154AZdffnmvm/z973+Hoig499xzdeFfMrvdjgsuuACPP/441q1bRwEgIYSMERQAjiFOpxM1NTWGy1wuFwBg5syZyM9PdCMNb908qGPKB9+H0tqStuMb0WOiCGnSZEiTJsOydAUA7c6v0tgAufEw1CMNUBoboAa6AAA8EID8/gHI7x+I70NwlWvThqPTh8WKzBqM5Aoeu6Ouq8unBX7cl9koPFZQmGi84UoEfYLDSYEIGTFaQFgG0VVmuJzLcjQgTNOkxO/TB4SKHJ+WZkgUITicKVOL41OMC4uG/kkSMo7xYBCh7VsQrt2gTSmNEUWYTj8TluUrIU2qSr8DMizko0cQrq/VRmGGQokFkgTT3DNgWbwM4pSpfd7wY4KgjegrLASqU99Pc86TAsIeZSKiowgR0TfS4x3tUDraoTQeNj6mvQC8O31TuUzkH3wPV33xC/jbE0/ivvvuw2c+8xmYepmavG2bVp963bp1mDVrVtr1urq096JHjhxJuw4hhJDRhQLAHMMYg2AQYIhJAY8oirq/x9a32+267yeLvREoKCjQrZO2dlU/hF7/J6TKiYBkAjNJ0UdT/O9MMgFS9NFkApOkpOXRZeM4tBELi2A6dS5w6lyIoogCux3ejz5E6OMPITcc0joP6xqMaCPjIju2ajswmyFNqoJUXQNpSg2kqhqIDsfIPaEoLkegeDxQouGe0pxoxsFD3X3vQBQhlrq0KZnl5RDLKhIdd4ehVmK6/ztkaMX+ncflv7coAuUV2h8DiYCwFUpbNBxsa4USb1ji7REQKlBbW6C2GnePhyCgq7gEJlcZxOJSKAUFEJNHEhY5RtXNg9FgXF/fOWC4/t0VjxvdG9ehe/sWXcDE7HbkLVmBvCUrIBSNj8A9V65xHgoh9PYOdG/ZBKWxQbdMcJUhb8kKWOYvhJBvT7OHAXI4tD9GNQg5B+/q1F63ozd3lOjruPa9NiAc0m/T3+70BnigC9+95XY8/48XcPjwYfz1r3/FN77xjZTPCrG/nzihvfcPBAIIBAJ97r+7u9vwcwchhJDRhwLAHGO1WmEzmOLp9ydqSxUVFcHpdMb/HhvRJwiC7vs99wsAkiTp1vFnMq2yD+FdOxDGjsHtRBTBTGYIJi0U1P6Yk742pV8uSbp1hZ7bmk29LzeZcy6ALJ4xE5gxM/53NdSN0OFD6P7oILo/+hDdHx2EEhstFw5D/vhDyB9/GF9fKi6GZeoM5E2bjrxpM2CZMhWCue86NP3FOdcKnzcdQ7jpOCInjmuPTccR8bj1YUUaQr4d5gkTYa6cAFPFBO2xcgJMrrKshROiKKb9v0OGR2Fh4UifQm6KjtY2wmUZsrcNkRYP5BZP/FFubdG+bmuN3ygAAKiqtjzdCEJBgFRcAlOpC1KpC1JJafxrU6kLUnEJBYQDRNd39g316zjnHMH9e+F7818I7HlH9/vMXDUFjk99GvaFS4bld+toMFLXeOhII9rX/wcdmzdBDSaNnBNF2M9cgMJzPgnrybNGrrxHcTEw2XgUKOccamcHIq0tkD3aa3jkxHG0bxhY/b9kM6ZU49Zbb8WaNWvw4IMP4uabb0ZRUihdUFCQ8v/ju9/9Lu67775+H8s8Tq95QggZCygAzDHBYBChUCjl+8nD7/1+v65hQWyIfm+NDILRN0myLOvW4UPxS1yUAFXJKOxJS1HAlSCUQU6DGDBBiI5OTBqVKCVGMzJJii9Hj7+nH/WYtK/4tkkjIpP2B0EAYwyiKKKwsBDt7e1QenarK6sAyiqQt3g5LJzHG4zERgnKRxvjdfLktjbIbVvRFRslKAgQJ0yCVD0FpuqpkKbUaF1uM3yDzKMjjRT3CSjNzYlRfe5m8Oh05V4xBqGkVDeaT+uiXAHBrr87H47+QYbNPQajsLAQoihCURS0Z+F4BL1f46RvkgmomABUTIAAwBz9A0T/n/p9utEnYkcHlLYWRDzuAQWEQpEDQnEJxNioweKSxChCZzEFhD3Q9Z19Q/06zsNhhHZsRfemdVBONCUWMAbzqach7+xzIU2dDoUx+Lu6gK4MfgeOISNxjfNwGOHdu9C9eRPkHs04hJJS5C1eBsuCxRAKChECEPL5snJeA1bk1P5MnwlJUYAhCAA7QiHceOON+MMf/gC32417770XX/ziFxPLOzri7/9LS0vx/vvv4+DBgwNqgBYOh/teiRBCSE6iADDHdHd3w2LQrGD79u3xrxVF0b3pUpM+0KV7M8aj4RznXLeOUDkRyvFjAz9hxlB414/AihzaB8tIBFyOALIMHokAcgQ8ImuPcgSIyP1fLstp1pcTx4tEBhdAqioQCoGHQhjEXgaOsXhg2Go2g4tiyrTp1CnWUjxUlGaeDOnk2VADXeB+nzaNsNUD3tERf37K0UYoRxsRqtuofc9qhTipClL1VIhTpkCqqgEYEl12Pc2Jr1s8+uAgnby8eIddXcfd0lLtXHvgSH/NZluunMd40fN1jAyRIocW2kWnpzmdzng40tbSAt7u13Uu1j36vEDyz0RV4+salqdnDKzIkVLUPv61w6m9do1DdH2PjMH8m6s+L0KbNyJcXweePC0yzwrLgsUwL10Rr3esZvL7cIzLxjWuuE8gvKUO4R1bwYNJPxNBgGn2HJgXL4M0/SQwQcip9xP9JZRXQm1u6nvFNFhhIdQ8KwoEAbfddht+/OMf43e/+x0+8YlPxNdRVTX+7zN//nzU1dVhw4YN6OrqQl5e3qCfAyGEkNFhfL4zz2GvvfYaLrvsMt33gsEgHn300WE5nmXRUkR2bhvw9tLJsyE4olMKRFGbyouReSPBFUULCqOBoC4gTBcgpgsU4+v3CCKNlscCyMF8IOAciITBI2EomYyoGwrBIJSD70M5+H7/tzWbwaw2CPl2sAI7WEERhEIHmD1fm1IdGyHJBKh+L3hXpz7AjI6C1I2IpG68hAwrJopg0ZDOCFfVRECY1Jwk+WtdQMg5uM8LxeeFcugjgwMysMKitF2MBafT8MYAIdnCOYfScAih2vWI7HlH93tcKHXBsnwlzGctMuwiT4YHlyOI7N2N0JZaKEmlTQCAOZywLFoK84LFEMZQkyPL4qUIvvT8gLc3L1waL2Xzta99DX/84x9x/Phx/PKXvzRc/6qrrsLDDz+M1tZWrFmzBj/84Q/T7jscDiMcDsOeNFujoKBgwOdKCCFkZFEAmGPuueceFBcXY9myZRBFEbt378Zdd92FlpY0Rd4HSZwyFULlRKhNAxsFaFmyfIjPaOBYLIAcoTfqugBSlpMCw1jQGOkzoGSKAosooruzE2oknCZwNNqfDCiGY3SGRzgMHg5D8fuGbp89RzkaTJnWL0+alp28XJJS/95zGnd0uWI2g+XlgVP4SIjWAdPh1G7qGBW4V1Xwjnbj0YNtrVC9Xv3rEOfgfh8Uvw9Kj2l72gEZWEFhUjgYCwZLtK8dxdr/Y0KGGJdlRPa8jdCm9VCO6BtISDNPhmX5OZBOOiXn6gOPZUqLB+H6OoS312s3DWMYg3TKbFgWLx+zPxPzmQsRfPXllA7CGREEWBYuif/VarXi29/+Nm6//Xa8/vrrhpvU1NRg9erVuP/++/Hb3/4Wzc3NuOWWW3DKKacA0MoFvfvuu3j99dfxxBNP4NFHH8WiRYvi25988sn9P09CCCE5gQLAHNPc3IwrrrgCeXl5EAQBgUAALpcLv/vd73DVVVcN+fEYY7BefCm6/vi//Z5CK808GdJJpwz5OY1WQxFAxoqYe73ejKay8NgH7GiXXbW5CYrbDbXFDd7u73N7AIAlTztnxrRAMdQNyL2EiYIImCRAEMEAcK5q6/e2TSZiU72jDYKzMRVbVy1KlIwDx+QAsee07JQAsq/lvQSSY/BDDRlbmCBoU36LHMCUqSnLuaqCd3akhoPeNqhtbVC9rfrXCc7B2/1Q2v3GASG0qW26UDD50ekEM1ExepI5tbMD4fo6hDZvBE+uF2gywXzmAliWrYRYUTlyJzjOcEVBZN8ehOtrIfeYjcAKi2BeuASWhUsSM03GKGa1Iu+8C9H96kv93tay4tyUf58vfvGLeOSRR3Dw4MG0261evRqyLOPBBx/Es88+i2effRZWqxVWqxV+v1/3HrTnDI1LLrmk3+dJCCEkN1AAmGMuu+wy1NbWwu/3w+Vy4Qtf+ALuuOMOw8YgQ8V00ixYr/giup59CkKGA6HESVXIv+Z6Ci2yhEfCUD0eKMl1+dzNUDzNQCbFmEUJgstlUJ+vDCzPqj9WNFSUGw5BaTgMufEwlKNHADnaMVpVgJD2xpAD0QYjEyFMngJpchXEyolghUVgihIdvZimzmPEaBp2psuN1x8URRtFydGdeG7ZlNSIJm2g2KOxTK91InutG2kQQFIzBzJITBC0Kb+FRb0EhJ1Qva26UDD5Mf46E9umvR1KezuUhsPGxywo6BEK6usQMupWSQAox48hVLse4V3bdSE0K3LAsvRsmBctgWDLH8EzHF+UtlaEt9YhvK0evCMpiGUM0sxTYFm8DNIps8fV7yXLyk9A9bUhHKvTnAHTGWch78LPpHxfFEXcfffd+MpXvpJ2W8YYvve97+HSSy/Fn/70J9TV1eHYsWNob2+Hw+HA1KlTsXDhQlx44YWYP3++bluHw5HxORJCCMktjPPBdE4gQ224pvpmIrJvDwL/eDrROMIIYzCdPg+2K66imjhDjHMOIRiALdAF30cfQm5uigd9qrctoxGaLN+e2oCjrBxCccmgwlouy1CajiUCwcbDWmOQdOdhy4dYNQVS1RSI1VMgVlVDsNoGfPyMzpFzrT5Z2kBRTgkkrWYzmCJDCYUQbO8AV/pqVNN7XclBNaIZaYKQeeOZlAAyufO1caOa2HLRYkFRSQnaAwGogpDSCZsMreQmIAPp9phNnPNEQKgLB5MCwn5OkWP2gtTmJMldjIf491h/R3GTwUt3jXNVhXxgH0Kb1kP+6APdNuKUqbAsWwnTnNPGVcg0FAZ6jXNFgfzefoS21EJ+/13d70tWUADz/MUwL1wSb7QyHnHOEdrwFrrfeK33m7uSBMvZn0De+ReN2I340tLx+3MihJDRjALAHDOSASAQrYuzbzdCmzdpRd2jl4dYWARp3nyYFy8b12/OhgKXZaitLSmj+VRPM3gw2PcOBAFCiQtCWVnKiL5sjmBQuzqhNDZoIwUbD0NubAC605+/UFYBqaoaYnUNpOopEMorR/yD11CGI5zz9J2wM+lkPdDlQ9WIZqQx1nugmPz9fi/ve32IY7MRzWgKAPvCOQfv6kwJBZMfMxoRnYTl23uEg8l1CEv6HRBSAJh9Pa9x3h1EaFs9wnUboLYmvacSRZhOmwfLspWQqqpH7oRHuf5e46rPi9DWzQhv2wLeo26wNOMkmBcthWn23HHbMdwI7w4ivGMbQvW1UE8kugNL5RWQ5i+Cef4iCPn2XvYw/CgAJISQ0YkCwBwz0gFgMq6qcNiskCx5UAVh1H94zDY10JUyXVd1N2sfSDIIapjVqh/FFwv6iktz8o0yV1WoHndSIHgYatPx9KPiTGaIk6sgVddoowWrp2S9q99YCkcAg0Y0GTSeMQwcFbmX9Y32Fx0BOdoDj34FjlK0k3U/6jymNLLp0ehmGALIsXaN94ZzDh7oStQfjIWDSd2M0c9yGsyWr59erKtDWJxSQoECwOyLXePdx4/B/dorCG/fovs5s3w7zIuXwbJk+ZjqHDtSMrnGuapCfv9dhOprIR/Ypx/tZ8uHef4imBcthegqy9Zpj1pcVeGwWiHZbFCBnHkdpwCQEEJGJwoAc0wuBYDA+PrwOBBcVbUPmrGgz5MI/HRd7NJhTBt54iqDWFYOqbwSjukzELDaoFpto35EEg+FoBxthNxwGErjIcgNh/X1fnpgDmd82rBUXQNx4qRhLfJP1/fQ4qraa0DIZRmCqiDfYkGnzwclFOp9/T4Cx56dsQfdiGakSfpwMeNAsZfldocDosUCLoroDHaP60Y0nHPwYEAfDPYcQdjd3a99MqtNFwqKJaUonFyNoNkCFDnArNa+d0IGjHMO64njaH/rDQR279IFTcKEibAsWwnzGWdRN+kh1FsAqLa3I7x9C0L1deDeNv12U6fDsniZNu1aop9Hf+TiexUKAAkhZHSiADDHUACYm3h3UOuumxTwKe5mrQ6ekkHoYDZHp+lWQHSVJUbzlbp0AddYHz3COQf3eaOBYKzBSGP64EYQIE6YpAWCVVMgVtdAKCkdsmCUru/sG85rnKsqEGs+Y1DzMfNAMTqlOilczLSu5KgmihkEjgaNZESp77qRmewvBwJINTkgTHrk0SnHGZVpSMKs1ng4yIy6GQ9zbdSxikfCCO/agdCmdbopkmAMptlzYF62EtK0GaP+Jlou6vkazlUV8ocfILylFpH9e3QzHJjVCtNZC2FZtAxiecUInvXolkvvVVwuF4Bo2RNCCCGjTu7NIyRkhHBVBff79AFfNPDj7f6M9sGKHIkGHGXlEFzaIyty0AcRaF3nmLMYZmcxcPo8ANEGI8ePJQLBhkOJuk2qCuVoI5SjjfHOePEGI9XRkYKTp9AoGwJA60ILQdCCpRG4JLRGNHKvAWFiOnVmgWK/lsvy4BrRKIoWoEZnT454J+xMAsWBLjcIICEIEKw2CBNtwMRJhqeoBgNaGJimDiEPBnTr82AQSvAolONHjZ9zntVganFiujEbAyPBh5Lq9yFUtxHh+jrwQFf8+4LVCvuyleBnLaQ6xVmidnagu74O4fo6fa1FAGJ1DSyLlsJ0+rxhHcU/Hq1ZswYPPPCA4TKr1YqKigrMnz8f1157LRYsWJDlsyOEEJLrKAAk4w4Ph6F4tNF8PWv0IZLBCB7JFJ+yG3+Mjuyjzsj9xyQJUlU1pKpqWHA2AO2DhdLYEO84LDcejk/N44EuyO/th/ze/ugOGARXeSIQrMqNBiNk/GGMAbFagSOQQBo1oim02cAUBUqoG+1tbSmBYWodSKPlGXbGjgyyE7aqAqEQeLR+W9YDyOjPr7+BolBcAqG8HEwygTEGiyAg6PdrYWEwAB7oAu/sgtrZAYR6TDHuDkJtOga16ZjxOVnyEo1JiksgOKJhYbRpCbPlj4uAUG44hNCm9YjseVs3wkwodcFx3gVwLD8H3Gwe8dFRYx3nHJEPP8CJHVvRuWObfgaEJQ/mM+dro/0mTBy5kxxHYqPxAO1n4/V6cejQIRw6dAjPPvssvv3tb+M73/nOCJ4hIYSQXEMBIDHEVRXc50Ooww/JkgdWWDjSp9QvnHPwjnbj0Xw96tKkwwoK4iP4hLKKeOAnOItzYqraWCbYCyDMOhWmWacCiNZadDcnAsGGw1BPRBuMcA7VfQJh9wlge722A7MZ0uRqiFVJoSAVfydjHGNMm8YrimDIAwCYkqaOSY7iYT8HXSOavhrPKJl2vu7RUbuXxjSD6oTNORAJg0e0TsIDDSD7N0m4D6FuqE3HtYZKRgQByLNqU41t+WD5+WD2AgiFhWCFRVqXY5PZsJFNatft3OqEzRUFkT1vI7RpPZTGw7pl0oyTYFm+EtLJs1FUUgIheo2T4aEGuhDesQ3h+lqo7mbdMnFSFcyLl8F8+pl0E3SIcVnWuii3+yHZbGAOh275gQMHdH9XFAU7duzA3Xffjd27d+OBBx7AypUraSQgIYSQOAoAiY7a0YHwts0IbakF93kRb9cgCDCdehrMS5bnVF0dLkegtrTEO+wmB34pIy2MCAKE0tgovrJox90KCGVlVJsphzBBgFhRCbGiEliwGIDWYEQ+0gAlHgoeAu/o0DYIhyF/dBDyRwcT+3A4tcYisXqCEyePxFMhZExjsQByhIKAPhvRZNQZu5flve5Pzqwm7FBSVSDQBR7ogtJjGuaA9Bzl2DMgTOlk3Utjmv52xha1RjRqVyfC9XUIbd4E7vclnZtJG2G2bCXEygmDf66kV5xzKA2HENpSi8jut3U1TpnFAvMZ82FatATSpKoRPMuxSfG4Ed6yCeHt9eDBIKLvbMAseVgqSHjJUYSDvtTSNKIoYuHChfjrX/+K0047DQDw73//mwJAQgghcRQA5pgbb7wRq1evxowZMwyXv/vuu3jllVewZcsWHD16FCdOnIAkSZgyZQo+9alP4YYbbkBJSYnhtvPmzcORI0fwm9/8Bpdffjn+8Ic/4Pnnn8ehQ4cgiiJWr1iCL7qKIXCDERSqisietxHZ8zbE6hrkX/t1CFkcFah2daYEfKqnWas7k8GUM2azJY3iK4dYpjXiEIpLaaroKMUsFpimz4Rp+kwA0VGfXm90lKDWcVg5diTeYIT7vIj4vIjs3qXtQBQRrKqGdeoMmKdOg1LiGtIGI4SQ7GOCAJjNYOaRqTsmMAZHQQG8HjeUUKjfnawN108eIRkOg3d3A6Fu7etIRAsdFWVw069jZFk7fvT+2YhMw+75PAQBrKAQzOGE6m1D8F8v66Zlq3Y7BLMFkCR0y3IGjWcMAslYIxsa3Q8eDCK8axtCW2r1DVagdVa2LlmO8k+cB393iEZdDjGuKAiufR7hzZuMl4e6MRvAa5d+Gi9/3AAeCRvWWJwwYQKKi4vR1taGzs5Ow311dnbi8ccfx7///W98+OGHCAQCKC0txYIFC/CNb3wD8+fPH8qnRgghJEdQF+AcwxhDXl4e/vznP+MTn/hEyvJYiAcAeXl5sFqt8Pl88W5clZWVeOGFFzB9+vS02/785z/H888/j507d8JkMsFsNuNrM2pwy2mzMz5PwVkC+y23QyhyDOyJGuCKArWtBarbrZuyq7qbdcW+02IMQkmpvi5ftCGHkG8fsvMcTmO9C3C2JRqMHIp3Hu5ZrDwZy7dDrKrWRgpWVVODkWFA13h25VL3yPFgpK9vtbtb+z3a4oHa2gK1rRWq1wvV74Xq9wGBQJ/70GFMC1RNJm2Enihq046jQZ024nIIG9GMtJ6NaNLWgexredIIyf50xh6hG5KccyhHGhGur0X47Z1AdBo8AMBkgvm0eTAvXqY14JIkeg0fBlxR0PXXxyHv35PxNuLU6bB//WbtukrS1NSEuXPnAgB++tOf4hvf+IZu+d69e3H11Vfj+HGttIAoirBarfGwkDGG73//+/h//+//pRyTugATQsjoRgFgjpk9ezYOHDiAgoIC1NbWYsIE/TSXm2++GcuXL8eyZcswaZLWpTAcDqO+vh4//elPsWvXLsydOxdvvfVWyr5jAaDD4YDVasX999+PT37yk+B73kbg6b/2+1zFCZNgv+1O7Q1sP6jBAFS3G6r7hNaMIzair9WjjWLoiyWvR6fdMohlFRBKS7U30aPYSH94HA+0BiOHITc2gB0/ivChj6AG01TtYgxCWXkiEKyqgVBRSaNEBoGu8eyiADC7cv365pEIVF+brnOx1s24DWpba8Yd7+MkSWtQEv3DnMUQihwQiorA7AVgljxAVVI6WfNAFyLvvwv5vQPgnR2J/UVfc8XKSWA2a9+NZ2QZTFHAI5Hon/DoDyAz6mRtFCim1nnsazlUFZF39yO8c1tKIxqhvAKWRctgOnMBBFuiJEquX+OjVfDlFxDa+N9+b2c6cwHyv3gNAK0G4K5du3D33Xfj7bffhsvlwpYtW1BUlKiBfOLECZx77rnweDy46KKLcPvtt2PWrFkwmUzweDx4/PHH8dBDD0GWZfzlL3/BhRdeqDseBYCEEDK6UQCYY959910sXboUXq8X1113HdasWZPxtp2dnViwYAE8Hg9eeeUVLFq0SLc8FgBaLBasW7cOM2bMAFdVdNz3/0Ftax3Q+dquvg7m089M+T5XVag+b9K03RPRUX1u8I52gz2lYs5iiK4y3Ug+saxcmwo0Rqdp0hvr7HI6nRAYQ/exI2jbuwdKwyHIjQ2JBiNGLBZIk6qitQRrIFZNyep0+NGOrvHsogAwu0b79a0FhF4tHPR6oyMI2+KPvN3fv4BNlCA4nfEuxrBYoDafgPzxR7pRZizfDvOipbAsWd7vmQXJ13hbW1tKJ+x+dbLu73JliBvR5ALGAJMZsJi1BjI9akIyswlmmw0RzgGxl5qRyYGjJBkHlD3Wh5hbjWiyRW1vR/tP78nsJriBz2/YgsbOQPx1p6CgAOeffz6+//3vY/Jkfb3jb33rW3jqqadw+eWX49FHHzXc36OPPop77rkHs2fPxvr163XLKAAkhJDRjWoA5hiXy4Vrr70Wv/71r7F27dp+BYB2ux1LlizB2rVrsXXr1pQAMOaSSy6J1xiU3393wOEfAHTXboBQWpY6ms/j1hWMTstkijbeSIzmE8oqIJa6qJscyQomCDBPmASLNT/RYKS7G/LRxnjHYaUxqcFIKBRvMBKK7cNZDKl6CsSqGkhV1RAnTk6ZkkMIIbmOmUwQXWUQXWWGy2NdSZNDwfijt01r2pEcDCiyNh25xZP+mPl2CBWV4B3tCG/bAqG4JB4YssKifo24NuqEnW26TtiZNJYxChwH1KhG236gIVLiCXAgHALCIaSLMjN4dzdwmQSKuk7WGdZ5TNvIZuQ7YYe3bR7Uz+380mL8/HBj/O/BYBDt7e3weDy6ALC7uxsvvPACAODWW29Nu78rr7wS99xzD/bv3w+3242yMuPXA0IIIaMPBYA5aPny5fj1r3+NtrY2NDQ0oLq6Wrf8jTfewLPPPot33nkHHo8HAYOaPrG6HkbmzZsX/zq8bfOgzlU9/DE6f31/n+uxwiJ90FdWDtFVDuZw0HRKknNYXl6aBiOHoDQc1hqNHD0S7/jJvW2IeNsQeSfRYEScMCnRcbi6RvswOw5HNhBCxg4mSRBLXRBLXYbLuSxD9fugtrVC8bghv7cf8qGPgHRlFgDwrk4oHx2EktS1PU4QIDicEJwlEIqLkx61r1nS1MZckWudsOWm44js3IbI/r1asBcjCBAnVUGsmaaNzlTkjDpnQ1EgchVyd3d86rU2EjIaQMqD7IQtR8NOBLPfhAZIdMLubyfr/izv8ffQlrpBnfL1Z52O2//5b4QiERw8eBCPP/44nnzySWzYsAF/+MMf4tN4d+/eje5urcPP5z73uYz2ffToUQoACSFkDKEAMAdVVlbGv25paYkHgKqq4pvf/Gb87h0ASJIEh8MBU3S0UUdHB7q7uw1DwRi7PdEQQ3G7h+7ERQlCqatHfT6t4y7Lo0YKZPRijIEVF8NcXAxEp7xzOaI1GIkFgskNRhQFypEGKEcaEMYGbR/5dq2AevUU7XFyNTUYIYSMKSw6Ikv+8AOEt9TqG3hZ8mCevxCmOacDnOunFnujdQn9Xv0UWlXV1mlrBT4yOKAgoKu4BKZSF8SSUkRs+boRhEKRY8Qaa4wUJgjgjEF+dz9C9XVQDun/4YTiEpgXLYV5/iIIBf0vX9HXNHeuqoCi6Go+6kY4ZtwZOxomGnXDTt63wTEGJTYCM/Z8Bre3rODBIHhXJ/IKizBnzhz8+te/hs/nw6uvvopbb70Vy5cvR0FBAU6cOBHfxuNJPyo3WbCX8J4QQsjoQwHgKPLkk0/ihRdegCiKuP322/G5z30OU6ZMgZA0gu6mm27Cc889l3ltjnC473X6YFn5KZgXLdEKgI+zN9pk/GKSCVKVNsIvNs5D7eiAcuRwvOOw3NgAhLS77byrE/K7+yC/uy+6AwahrCIRCFZPgVBODUYIIaOT3HgYoU3rENn9ti7EE0pKYVm2Eub5C/u8GcgVBdzvjzYoidYhjDcraYXqSw0I5RYP5HRTjAUBrLBIHwomPzqcY+p9i+JuRri+DuEd9eDJN4IFAaZZc2BevBTSjJOH9fcMEwTt391kAkbgHhfnPDqaMX1A2N9AsV/LR6gTNu/xfv7qq6/Gq6++ivb2dvznP//BZZddBjXp/86RI0eQlzcy0+QJIYSMHAoAc1BTU1P869LS0vjXL774IgDtl/p3v/tdw23d/R3RNwS//KXpM9JOByJkPBEKCiDMmgPTrDkAos1w3M2QGw5FA8HDUE80aR8OOIfa3IRwcxOwbYu2A4sF0qTqpKnDUwY0QoMQQrKBKwoie99BaNM6KA2HdcukGSfBsmwlpFNmZxw4MVEEKy6GUFwMTJuRejxVBW/36+oPSl2dUFpbEGltgdzaoq+lpqrgPi8UnxeGFdYYAyty6EPBngGhlNtvlbksI7JvN8JbaiH3mEbNHE5YFi6BecHifjdXGa0YY9H6gCawEUggOedpGtEYB4Y8HEbwmScGfVxm0b+fT67919DQAAC6qbxHjx7F9OnTB31cQggho0tuv6sZp2prawFone2S6/8dO3YMADBnzhzD7To7O7Fz585+HUuaNBnhpmMDPFMAjEGsnDDw7QkZw5ggQKyohFhRCSxcAiDaYORIQzwQVBoOg3cmNxj5APJHH8QbjAjOEohJowTFiZO02kKEEDJC1K5OhLduRqhuo9b4I0YywXzmfFiWnQ2xcuKQH5cJApjDCcHhjH9P1wW4tVULCHs0J0n+WhcQcp4ICA8ZzDFmTBtBaDR60FkMwekcsddjpbVFG+23bQt4V6funKWTZ8OyeCmkkzMPX8nQGEgjmtCmdVCPD/y9OCtygOXn676XXAvcZrMBAE4//XSYzWaEw2G8/vrrFAASQsg4RAFgjmltbcVf//pXAMCqVat0ywoLtZFA+/fvN9z2wQcfRGdnp+GydMyLliG8vb7/Jxplmj133NxVJmQosLw8mGacBNOMkwBoowVUbxuUhkPxWoLK0aPxBiOqtxWqtxWRd6LhvihBnDARYnVNfPowNRghhGSDcqIJoU3rEN61XWsIEcUKi2BZugLmRUsh5Nt72cPw0gWENdNSlnNVBe9oT9vFWPW26ZtYcA7u90Hx+6Ac/tjggAysoDApHEw0KBGKiyE4ioe0IzxXFEQO7NVG+33wnv5UCgthXrAEloVaSRYyelgWLUPwhWcGvv3iZSlB7z/+8Y/416effjoAID8/H5/97Gfx97//Hb/97W9x6aWXYtKkSWn36/V64XQ60y4nhBAy+lAAmGMuv/xytLa2wm6347bbbtMtO/fcc/HOO+/gb3/7G0499VR84QtfgNlsRnNzM37729/i97//PYqLi9HW1pbx8cSqaogTJ0M5dmRA52tesnxA2xFCNIwxiMUlEItLYD7jLADRBiPHjkVHCWqdh9W2Vm0DRU40GKmN7iPfrus4LE2uosY7hJAhwVUV8nv7Edq0HvLB93XLxKopsCxfCdPcM0ZFLT0mCNqU3yIHMGVqynKuquCdHcbhYLQOYUpA2O6H0u43DgihBXO6UDD50ekEM5n7PG+1rQ2hbZsR3rYZvL1dt0w66RSYFy2Dadapo+JnQFKZ581H8NW18ZrB/SIIMC9YEv9rc3MzHn/8cTzzjBYonnXWWZg/f358+d13343169fjxIkTuOCCC3DPPffgwgsvjDcIbGlpwZYtW/D8888jEAjgueeeG9yTI4QQklMoAMwx+/fvh8Viwe9///uUu3I33XQTXnnlFRw8eBCrV6/Gt7/9bRQUFKC9vR2cc1x77bXo7u6O/9LPBGMMeZdchq4/PKwvrJ0BadapkKKjmAghQ4dJJkjV2pRfC1YCiDYYiQWCjQ2pDUYO7IN8wKDBSHUNpKpqajBCCOkX3t2N8I56hGo3QE1usiEIMM09A5blKyFV14zcCQ4DFmsaUljUS0DYGR2ZnQgF44/eNt3ISADg7e1Q2ttTaiTGj1lQ0CMU1EYRMocTqrsZ4R31kN87oGsswewFMC9YBPPCpRBLSg33S0YPlpcH6wWXIPhS/8O2x9//CI8vWgQACIVCaE8KiGfNmoU//elPuhkCFRUV+Mc//oFrrrkGH330EW6++WYIgoCioiKEQiEEkprHnH322YN4VoQQQnIRBYA55rOf/SxWr16NmTNnpiwrKirCa6+9hl/84hf417/+haamJkiShKVLl+Kaa67BZZddhltuuaXfxzRNnwnbF76MwN//lnEIKNZMQ/6XrqNph4RkiVBQAGH2HJhmJzUYaT4RnzYsNxyC2nyi9wYjk6sTtQSrqMEIISSV0tqCcN0GhLZtAboTI5KYLR/mxUthWbJi3Jb+0ALCQgiFhYBB+Mk5TwSEunAw8TUi+m6tvKMDSvQGT5/HdzghzTgZpv+fvTePbuQq8/6/tUuy5X1pt/feN7u73Zvddi8JCZCEEAKBkAmEN+THhCEBBpjAzHmH97wzL5xhkrBM2DLDAJMhZAHSISuTQNKL9943997tfem2u23LtqQqVdX9/VGyLNny0l4l+/mc08dW3VtXV+prqe63nuf5ri2AkJIKPtY5XS+NmGOUsl0we3ug7v3zhM95+cJlfK/6cOCxJElIS0vD2rVrcffdd+P++++HLI+MMF2xYgX279+Pl19+GW+88Qbq6urQ3d0NWZaRn5+PgoIC7N69G3ffffe0vDaCIAgicuAYmwOvemJUurq65uy5fefPwP2Hl8C6x0gh5nnIm7fBfu+nprWuDWEhCAISExPR3d0NwwjrWUhMI8HF47u7u+d6OlOGeT3Qm5sCgqDR1DhkMBIGPik5SBDMh5CZOeMF7WmNzy7zbY1HOtG6vhlj0C9ftNJ8z5wKiTbj0zOg7LwFctHmCaWrzjbRtMYZY2AD/SNEQeNGF8yOdstQ5SYvy7mY2GEmJUF1CBOTwNkmZkQxUaJ1jUcLauUBeP/nDTCPZ/ROigLbrR+EcusH5+xGfEoKRZ4SBEFEIyQARhhzKQACQbV+qsqh118GVBUQBIhJyRA3boG8rWTB3vmfDejCenaJpo3jZGCMwbxxPcRx2GgdMhgZgSBCyMwaqic4AwYjtMZnl/m+xiONaFvfzOeDduww1PJ9MNuDXEg5DuLqtVB23AJx2YqIjvaP5jVu9rmgHayGVlNl1RcMgk9Lh7A4G7DbwHp7AjUJoaqjjBYezhEz0pwk8DPppuvFRtsaj0aYpkE7fgRaTSWMtlZA94ETJUgZiyFsKYZctGXahd2bhQRAgiCI6IRSgIkQOJ6HtKYA0horzTAhLg6CJME0zai7sCaIhQ7HcRCSUyAkp4QxGKmH3milD4cYjPhTigeT1LhYZ4ggKGbnzvnGgyCIqWH29kCtroBWXQE20D/UoCiQt5RAKdsFISV17iY4j2GmCf3yRWjVFfCdPhFaesVmh7x5G5TiUgiLMkaeyxiYxx1Sc3B4HcLgtG0AYO4BGO4BGC3hzd44uyOMOUlS4HfOToZSsw0ny1C2lkDZWgLAuhYXZTkqRW6CIAgisiABkBgTThAi+s4/QRA3R4jBiN/E2+xzhUQJ6s2NgSgT1t8Hve4U9LpT/gE48OmLIObmW4JgTh749EVkMEIQUYDe1Ai1Yh98J44CQdFbfHIK5NJdULYUk+AzQ5gD/dAO1UCrqQw1VYHlpiyXlEFeXwQuTM22QTiOsyL6HDFAVnb45wkWCIN+Mn/K8fDUUuZxw2h1W9Hh4Z7Tbg+Ig1xiEsTkFEjZudAVBSw+AbzdcZPvBHGzkLszQRAEMV2QABgl3HPPPaiqqsITTzyBb37zm3M9HYIg5hG8Mw782kJIawsBDDMYabQiBc1rQQYjHe3QOtqB2iprAMUGMScXQk4uxJx8v8EIFacniEiAGQZ8p05ArdgHo+FKSJu4dIXl5rtmHYn4MwBjDMaVy1BrKuA7eTy0/IJig1y0BUpJKYTFWdP2nLzdAT7TAWSGH9P0uC0xcFgdwoBQ6HGH9GceDwxPC4w2SyDUAIT0sNnCpBYPRRFydgfdSCYIgiCICIEEwHnAs88+C5fLhTvuuAMFBQVzPR2CIKIcjuchZCyGkLEY2LYdQJDBSGN9IFIwkDqoeqFfPA/94nkMVqfik5L9qcOWIDgbBiMEQQxhugeg1VRBrdxvmUsMIoqW8FS2G8LizDmb33zGdLvhO1ILtbrSunkShJCZbUX7bdwMTlFmfW683QHYHaOKjszrCZtaPHiMuQdCT/B6Yba3htaQDEaxDdUgTEoGn+BPL/ablnCOGBIIbxLGGF5//XXs2bMHJ0+eRFdXF3ieR1paGtLS0lBUVITi4mLs3LkTTroZRxAEQQRBAuA84D/+4z/Q3NyM7OxsEgAJgpgROJsd0vKVkJavBDDMYKTRihQ02loCaYXmjeswb1yH79gRawBBhJCVBSk3H+KaAhipaWBx8bTxI4hpxuhoh1qxD9qRg4DPFzjOxcVB2b4TcnEp+FgSBaYbxhiMxnqoNZXwHT8K6EPvPSQZctFmyMWlELNz526SE4Cz2SFkZELICC8O8z4fYgwdPQ310Ls6/VGElkGJ2X0jtKYkAKhemO1tMNvbwj+hogyJguEiCGNi6XsiiN7eXjz00EOoqqoKHBNFEU6nEy0tLWhoaMDBgwfx7LPP4plnnsEDDzwwh7MlCIIgIg0SAImwMMOA2XkN3q5rEGw2cv4lCCKEsAYjPh+MtpaAuYjR2DDkbGnolgtxYwO8B/ZaYwQbjOTmQ8zKIYMRgpgEzDShnz8LtXwv9AvnQtqE7FwoO3ZDKtwITqTLvumGeT3QjhyCWlM5IgqOz1gMpbjMcm2dJ7UVOZsNSmIi5JhYCGFcgJmqjhAFAz+7b4D194WeoKowr7bDvNoe/gkleYRzcbBQyMXOX4GQqSrM613wdl2DaHeAT07GY489hqqqKgiCgEcffRQPPfQQ8vPzwfM8dF3H+fPn8f777+OVV16Z6+kTBEEQEQhdCRIhmN03oNZUQqutAuvvQ+AyjeMgrlwNZftOiKvWUK0ggiBGwEkSxNx8iLn5gWMBgxG/+Ke3jGMwsihjyHE4Nx98Wjp93hDEKDBVhXaoBmrlfpid14YaeB5S4QYrzTc3f94KJHOJ3twIraYS2rHDgKYNNYgSpPUboZSULcj3nlMUCIsywroYA35Rq6c7RBQMTjVmfcMEQp8G82oHzKsdYceDJI1wLg6OIuSczqj7PzDaWqBWlUM7cgjwaYFrcSYIuLW/Gx0pSbj70b/BV//2b0POE0URa9euxdq1a/HlL38ZnmGGLwRBEARBAmAU8+STT+Kpp54KPP7KV76Cr3zlKyF9OjuHnObOnj2LN954A9XV1WhpaUFHRwdEUUReXh5uv+02fLFwDfjyvYBpjnwyxqCfOwP93BnwizMR+/Cj4BOTZuy1EQQxPxhuMMJzHGLcA7hx6gR8DVdGGoy0t0FrbxsyGLHZIGbn+gVBSxik9EVioWNc74JWeQDqwWrAO7TJ5xwOyMWlULbvBJ+QOIcznJ8wVYV27DC0mgoYLc0hbXxaOpSSMkibtlouvURYOEWBkL4IQvqisO1M02D23Bi1DiFzuUJP8PlgXusYUWsxgCgFiYNBtQj9P7lYZ8TcZGK6D+4/vATf4dqw7Zxh4OPL8vHxZflQBRNMVcesI2n3R50ahoEVK1bA5XLht7/9LT74wQ+G9NuzZw8effRRAMCXvvQl/NM//VNIe0dHR6DE0MGDB5Gfnw+CIAgiOiEBMMK4dOkSli1bNqG+MTExSE1NxfXr12GaJpxOJ2xjpM89+OCDaG62LlhtNhvsdjt6enpw+vRp3GUTwHePkn4xDLOtFX0//j5iH/86hKTkCZ1DEAQBWAYjSnYObLFOSFtLAFguk3pz41CkYFOQwYg3jMFIcoolCObkQcjNg7A4i1IbiXmP5Sh7CWr5PvjqTlqiuR8+fRGUHbshF20FJ8tzN8l5itHWArW6EtrRQ4DqHWoQRCvSsrgMwpKlURdpFolwsgwhbRGEtFEEQp/PEghDxMGhlGPm6g09QffB7LwKs/Nq+CcUxSFhcJg4aEUQxs2KQMh0HQO/+vcRKfyjoTReQf+//xixj355XDMZQRBQUlKCd955B+Xl5SMEwPLy8rC/D1JRUQEAyMrKIvGPIAgiyqEdU4Tx6KOP4r333ptQ38ceewyPPfYYioqK0NzcjO9+97tjFvstKSnBN7/5TZSVlSEry3J/0zQN519+AdknDt/UPJmrFwO//DmcX/sWOXsSBDElOLsd0opVkFasAhBkMBLkOBxiMHK9C+b1LviO+T+3RBFCZpblODwYJZiYRJtxYl7AfD5ox49ALd8Lsy20xpy4ei2UHbdAXL6S1vs0wzQN2omjVrRfY0NIG5+SCrm4FPKWYvAxsXMzwQUKJ0kQUtMhpKaHbWe6D2Z396h1CJmrN0Q8h67D7LwWmkIfjCCCT0wMFQeDBcK4+GkRCD2vvzJh8W8Qo6kB7t/9FjGf/fy4fcvKygIC4HAGBT6n04m6ujp0d3cjMTFxRHtpaelNzY8gCIKIPEgAjDBOnjyJmpoaFBcXT/vYP/3pT0cck0QROY2XwcL0Hw/zagd8J49DLtoy9ckRBEH4CTEY8X++MJ8PRmuzJQj6IwVZ9w3rBH3IYAT+vQ3ndELIyQ+kDYvZueNGSRBEJGG6XFCry6FVlYc6q8oy5K0lUEp3QUhNm7sJzlOMjnbLyfdILVhwDTWeh7RuPeSSMohLl0dM2igRCidKEFLTRv3bYLpu1SAczaSktydUIDR0mF2dMLs6w44HQQCfkBhWHOSTkickEJq9PdBqKif1en0njuLJk2eQuWEjioqKsGrVqrA3A8rKygAAZ86cwY0bN5CUZJXxGXQOzsvLw6ZNm/DKK6+gsrISH/nIRwLnDgqAg2MQBEEQ0QsJgBFIbW3tjAiA4dDPngbr6Z70+WpVOQmABEHMOJwkQcxbAjFvSeCY6fIbjDTVWwYjzY2BYvysrw963UnodSf9A3DgFy2GmJNrOQ7n5JHBCBGR6C1NUA/she/E0UDUKwDwicmQd+yCsqVk3jjKRgrM54Pv1HGo1RUw6i+HtPGJyZCLt0PeUgI+Lm6OZkhMF5woQkhJhZCSGrad6TrM3p5Qk5IgoXCkQGgEotLDwvOWQBhsThLkZszFx0OtqQxff3uC2M6cwt/+13MAgNTUVHziE5/Al7/8ZaSlDYmga9euRVJSEm7cuIGKigp89KMfBTAk7u3YsQNFRUV45ZVXUF5eHhAAm5ub0djYCIAEQIIgiPkACYARSFtb24yN/e677+J3v/sdjh8/js7OTjy9bSNuz8ma9HhGwxUY1zpGrdVCEAQxU/BxceDXFUJaZxmMMNOE2dFuCYJNjdAb64ecIxmD2d4Krb11pMGIXxAUcvMonY+YE5hhwHf6JNTyvTAaroS0iUuXQ96xG9KaAhKspxmj86rl5HuoFsw9MNTAcRDXFEApKYO4YhW97wsIThQDEejhYIYRKhAOphYPmpb0doeKeaZp9blxHbgcZsBpWFufWL4E3z9RB7eqorOzE88++yx+//vf44UXXkBRUZH1ujgO27dvx5tvvhkiAA6mBO/YsQMbN24EMCQKBrfn5eUFygcRBEEQ0QsJgBGI2+2e9jFN08Tf/M3fYM+ePYFjoihiSUL8lMc22tvAp6ZT/SGCIOYUjuchLM6EsDgTKLYiFUINRixhcFyDkdx8K1IwJx/C4kwyGCFmDNM9AK22CmrlgdBofFGEvHEz5LLdEDNp0z2dMF2H7/RJaDUV0C9dCGnj4hOgbNsOeWsJuSgTYeEEAUJS8qgmeMwwwHp7/QYl1/31CIOcjHtGCoRTJUYUcO7YURw8cxa/+MUv8M477+D69et4+OGHUVtbGzAILCsrw5tvvhlSB7CysjLQlpqaiuzsbFy4cAFXr15Fenp6oJ3q/xEEQcwPaFcTgTA2mYp8Y/Pb3/4We/bsgSAI+NrXvoZPfvKTyMvLQ//3/sm6KzkF3L/5FSDJ4OPiwDnjwMc6rZ/OOHBxTuvn4GOnk0xDCIKYNcIajFzv8qcO+w1GWpsDm7CAwcjRQ9YAogghM9tfS9CKFOQSE+mGBzEljKsdUCv2QTt8EPBpgeOcMw7K9h2Qi8vAO51zOMP5h3G9C1ptJbSDNWD9fUMNHAdx5Ror2m/VGnCCMHeTJKIeThDAJSWBT0oCli4f0c5ME8zVG4gcNK52QH3/3Sk/r8xx2LVrF3bt2oXHH38cL7/8Mtra2vD+++/jzjvvBGBF+QHApUuX0NHRAbfbjdbWVqxatQqpqVZKdFlZGV588UVUVFTgE5/4BNX/IwiCmGeQALhAePXVVwEAn/nMZ/Ctb31rqMF/V3DK+DSr/sn1LhjjdOXs9iBBMPinJRwGjsXGUtoNQRDTCsdxgfpPQwYjGozWloAgqDfWD0Vj6TqMxnoYjfUA9lpjOOMC5iJkMEJMFGaa0M+fhVqxD/r5syFtQlYOlB27Ia0voojTaYQZBnxnT0OrrrAcVoNusHLOOMjbtkPZut0SawhiFuB4HlxCYiDClJnmtAiAXND1/EMPPYSXX34ZgCX2DbJixQqkpaXh2rVrKC8vh8dvchMs7g0KgOXl5diwYUOgLBEJgARBEPMDusqcB/B+kWysyMHW1lYAQEFBQchxMTsXWlvr5J+c42D70F1gPh9Ynwtmn8v/sw+szxU2tYF5PGAeD8xrV8cdm4uNDRIE/dGEcSPFQ85up4gcgiAmBSfJYQxGeociBJuGG4y44Dt9Er7TwwxGBh2HyWCECIKpKrTDtVAr9sPsDPre87vKKjtvgZCbT99h04jZfQNqbRW0g9Vgrt6QNnHFKsglZVZNRYr2I+YYjuchZGXDaGme9Bh8YjK4oPq1MTExgd9lWQ7pW1paildffRXl5eXwer0AhiIDg3+vqKgI1ARctmwZFi2iWt8EQRDzARIA5wGxsdaXvsvlGrVPnN+5rq6uLuS4XLID2mBB/EkgFWyA7bYPh21jpgnmcYP19Q0Jgy5XqFDY3wfmcg3V5AoZgIH19VnnYxyRUhDBOZ2BNOMQgTBuWFoyReoQBDEOfFw85HXrgXXrAfgLv19tD4oSbIB5LYzBSI1VLwk2u7+OYB4ZjCxQjBvXoVXuh1pbDXg9geOc3QG5uBTK9h3gEynybLpgpgnfmVNQqyuhn6sLjfaLiYW8pRhycemo7q8EMVfIJTvg+f0LUzi/NOQGwmD0HwAUFhaG9N2xYwdeffVVVFRUQFVV8DwfUt8vIyMDS5YswZUrV/Diiy8CoOg/giCI+QQJgPOA1atXo66uDq+//jo+/elPIyEhYUSfW2+9FcePH8dvfvMbrFu3Dp/+9KchyzKuSzKucwIWs/ESd8Mjb98xahvH89YdyZhYCIsyxhyHGQZYf18gcnB4JOHQYxfgv2MZgqGD9XTDCC6iPhqKMqIu4fA05MGIQ0rFIggC8Bd+X5wFYXFWwGDE9LhhNDdagqBfGAw4iXo90C+cg37h3JDBSEpqiCAoZJDByHyDMQbP+bPoe+s1aKdOhIhQfNoiKDt2Qy7aQjeiphG9uxu9lfvRu/99GMNqGotLl1vRfusKqf4wEbHIGzbB88arITcKJowgQt5SAp/Ph7NnLROQl156CQBQVFSE4uLikO6DYl9zsxVxuH79esTHhxoC7tixA1euXMGRI0dCziEIgiCiH9p5zAM++9nP4pVXXsGhQ4ewatUqpKSkBEL+jx49CgD40pe+hDfeeAMXL17EN77xDTzxxBNwOp1wuVzYkJKEF+687aYXg1S4EWKYAseTgRMEcPEJ4OMTxu3LNM0SBPv9kYWukYKhFXXYC+j6yAFUFabaCXR1jl+v0BEzMqLQGec3PHGCj/WnIMfEULofQSwweLsD/IrVkFasBjDMYKSx3kofbmsZMhjp6oTZ1RlqMJKVYwmCOXkQc/PAJZDBSDTCdB98x45ArdiPG62hqXziqrVQduyGuGIV/d9OE8w0oV88D626Aj1nToWUG+EcDsibt1nRfmmUtkhEPpyiwH73vZOKAvzh0RN4cdMm9PT0hJQCKiwsxHPPPRcoEzTIkiVLkJmZGSgNFJz+O0hpaSmee+65kMcEQRDE/IAEwHnA9u3b8cILL+DZZ5/FqVOn0NnZCXNY7b34+Hi8/fbbePrpp/GnP/0J7e3tEEURpaWleOihhxC3LB+u//pPiBPcm4jLV8LxwGfnZDPDyTKE5BQgOWXMfowxwOsNiR4c+tk34jHC1FBk7gEw9wDMqx1jT4rnwcXGjmpsEnwcNhttAgliHjKmwYhfENSbGkINRhquwGi4MjRGXJxfEMy3agpm5VC0WARjulxQq8uhVVeEOsvKCuTN26CU7YKQlj53E5xnmH0uaIdqoNVWWcZjQSjLVkDYUgypcCM4iaL9iOhC2bYdzNUL7ztvTfic19qv4b8vNcDtdsNut2PRokUoKCjAXXfdhXvuuWeE+DdIaWkpfve73wEIn95bVlYGjuPAGAtxCCYIgiCiH46N5RxBzDpdXV3jd5oh9MsX4X7lpbHNOUQJcnEp7B/52LxKXWOmCTYw4K9L6BcIh9cr9AuFgRS/ySJKgdTj4SKhmJCA+MVZ6Oc4MIcDnCSPPx4xaRITEyEIAgzDQHf3BNLHiSkjCAISExPR3d0Nw5hc6YFox+ztgd7UOBQp2NwE+LTwnTkOfMbioCjBfPCpaROOOKY1PjPoLc1Qy/fCd/woYAxFmvNJyUi8/Q6Y6zeCySTcTgeMMeiXL0KrroDv9Akg+HPDZkfc9h2Iv/V2iBmLaY3PAvQZPrNoh2rgefs168b0KHAOB2y33wm5bNec3VBOSRn7JjxBEAQRmZAAGGHMpQAI+C+0L12AVl0Bvf4S4PGCkyQIyckQNmyGvGXbgi9kz3R9KP04uE6hyzXsuAtQ1fEHHAubbQJRhU6rXiG5Gd40JI7MPrR5HEnAYKSxAUZjPfSmxiGDkXAEG4zk5kPIyR31c5nW+PTBDAO+upNQy/fBqL8c0iYsWQZlxy2wFW5AUnIyre9pwBzoh3a4FlpNJczOayFtQnYu5JIyyOuLkLRoEa3xWYQ+w2cepuvwnT4JraYCRlsrmKaCV2yQMhZD2LwN0vqNc36DmARAgiCI6IQEwAhjrgXA4dDmcWowVR3heDxaKjKmciHNcVa9wrghA5PQeoVDhiec3UH1Cv3Q+p59aPM4MUyPG0YgSrABRlM9mNs9av+AwUiuFSkoLM4C53+vaY1PDdPthnawCmrF/qH0bQAQREgbN1n1/TKzrUO0vqcEYwxGwxWo1RXwnTwWWsdXUSBv3Ay5pCzwfgP0OT7b0BqffSJxjZMASBAEEZ3MnxxOgohAOEWBoKQCKWPXT2GMgXk84Nz9iGEMrrZW6L09Q4JhUGQh6+8fWa+QMbCBfrCBfpjtbWNPiudHrU84/DgUheoVEsQcwNsd4FeuhrRymMFIY71fEBzPYESCkJUNc8VKOJathJS/BAwc/T3fBMa1Dqjl+6Edrg1J0eacTiglOyGXlFqfk8SUMT1u+I4chFpdMaLmrpCZZUX7bdgMzmaboxkSBEEQBEFEPyQAziMef/xxvPzyy7j//vvxk5/8ZK6nQ9wEHMeBczggOJ1wJCZCXbQY4ih31plhgA0MDAmCwWnIwwxPmMczcgDTBOvtgdHbM/7EJDkogtAJLtYvFMYNd0Z2ghOp6DpBzBQhBiObtgLwG4y0NAcEwVCDER+MhitwNVyB690/WWPExVu1BHPzIObkQ8jKJoORYTDGoF84C/XAPujnz4S0CZnZUHbeYqXf0efdlGGMwWhqhFZdDu3EUcDnG2qUJCvar7gUQnYuCdcEQRAEQRDTAAmABBFlcIJgpfrGjR95wny+EXUJmasvNC25zwXT1Ru6+RrEp1lOi9e7MF6iD2d3gHMOFwb9wmFc3JB4GBtLKcgEMQ1wkgwxfynE/KWBYwGDkcZ66E0NMFuawTSrFilz9cJ3+oRlpAAAPA9h0WIIuXmB9GE+ZeIGI/MJpqrQjhyEWrEv1AiL4yAVbICyYzeEvCUkRE0DzOuFdvQQ1JoKmG2tIW38ogwoxWWQNm0Bb3fM0QwJIrJhjOH111/Hnj17cPLkSXR1dYHneaSlpSEtLQ1FRUUoLi7Gzp074XQ653q6BEEQRARBAuA8Ij09HcuWLUN6evpcT4WIEDhJApeYBD4xacx+jDEguF7hsPqEww1PBtMOQ8bwuME87rFdpAGrXmFsbKhIGOscql8YdJyz22nDTRA3AR+fALkgAShYDwBIiIuD0d4G96XzcJ09A6OpYehv1DRhtLVYqcTVFQAAzm6HkJ0LITff7zw8usHIfMDsvgG18gC02sqQiGnOboe8rRTK9p3gk8b+/CQmht7SDK2mAtrRQ4AW5HotipDWF0EpKYOQm0+f+QQxBr29vXjooYdQVVUVOCaKIpxOJ1paWtDQ0ICDBw/i2WefxTPPPIMHHnhgDmdLEARBRBokAM4jvv3tb+Pb3/72tIzFNA1GRzvcrc0QbTZwCYmAQMtlvsJxHGCzQbDZgNS0Mfsy07TEvmCB0DVMKPQbnrCB/jADMLC+Put8tI5sD0YQg6IKh0UXDjc8oVRGghgBJwhQcvMgZmXDWL8JgGVqYTQ3wGhshN5UD6OxAcxjGYwwjwf6hXPQL5zDoIc5n5LqFwQtYVDIyIxq1/GA0UT5PvhOHQ+pqcqnpUMp2w1501b6TJkGmKpCO34EWnUFjJamkDY+NR1ySSnkTVvntchMEJPFdA/AvHYV7lYJosMBISUVjz32GKqqqiAIAh599FE89NBDyM/PB8/z0HUd58+fx/vvv49XXnllrqdPEARBRCDkAhxhzLULsNF5FVpVBdRDNYA3tH6csGQZlO07Ia0rBCeSGDgTzDd3PWYY/hTk4TUKR9YshNc7tSdTlBF1CcMZm3CxzsD6jURnvfnOfFvjkc5E1jhjDGZXp99xuN5vMNIaNtIXQMBgxHIczrdShxMSZ/BVTA9M98F34hjUA3thtDaHtIkr10DZuRvi8lVTSoGm9W1htLVCHYz2C/5sFwRIBRsgF5dCXLp8WqL96HN8dqE1PrMwxmA01kOtKofvxDHAGHLCZhyHd+qb8Nvzl3DbI1/AV//2b8ccy+PxwG63z8g8yQWYIAgiOiEVJ8JobGzEa6+9hoqKCjQ2NqKjw3LDy8rKwu7du/E3f/M3yMrKCnvuWCYg99xzD6qqqvDEE0/giSeewPPPP4/nn38eFy5cAGMMq1evxndvvwVL2prCjg0AxpVLcF+5BD41HTGPfBHCOM62BMEJArj4BPDxCeP2ZZoW6njsGikYWlGHvYCujxxAVWGqnUBX5/j1Ch0x4Jxx8CYmQUxIAB8XB01S/IYnfuEwNg5cTMyCrIdGLCw4joOQmgYhNW3IYETTYLQGGYw01oMNGgf5DUaMhitDY8TFDwmCOXkRZTBi9rmgVVdCrT4A1tc31CDJkLdsg1K2C0Laormb4DyB+TRLYK2ugNFYH9LGJ6dALi6FvLkYPNUkI4iwME2D+6XfwHfyWNh2jjF8OC8bH87LhsZUmB73mLUyh4t/RUVFaG5uxjPPPIO7774bP/zhD/HWW2+htbUVDocD27Ztw1e/+lVs2rQp7HjBe5T3339/8i+UIAiCmDNIAIwwvvKVrwTqesiyjNjYWPT09ODChQu4cOECXnrpJfz2t79FcXHxpMY3DAOf+9zn8Kc//QmiKMJut6O/vx8fEdiY4l8wZudV9P/4+4h9/OsQxkkXJYiJwskyhOQUIHnsu8qMMcDrDVOfMEzdwv7+8PUK3QNg7gF4r7aPPSmeBxcbG8bYZGRKMmw2ql1FzBs4eTSDkQYYjZbjsNHcGDAPYq5e+E6dgO9UkMFIxmLLXCQnD0JuPviU1FkV1PXWZivN99iRkCgaLjEJSulOyFu3g3eQ0cRUMa51QKuuhHa4NpBKDgDgeUhrCyGXlEFctoJuphDEGDCfD/3/+TMYVy5NqL/c2oyBnz+D2C99FZzt5qL8ent7cfvtt+PSpUuQZRmKouDGjRv405/+hHfeeQc/+MEP8OCDD444L3iPQhAEQUQnJABGGOvWrcM999yDXbt2hdT0OHnyJP71X/8V77//Pr7whS/g4MGDkwrr/9WvfgXTNPHjH/8Y99xzD+x2O669/Qbk99+5qXHYQD8GfvlzOL/xD+Ak+abnQRCTheM4wG6HYLcDaWMb3jDTBBsY8Ncl9AuEQfUKBY8HpqsXuqsHZn+YeoWmCeZywXC5xp+YKPlrEzr9jsfOkfUKB9OR6W+GiEIsg5ENQMEGAFaKv9HRNiQINjbA7AwyGGltgdHaAi3YYCQnL0gUzAPviJnWOTLThK/uJNTyfSM20kL+Uig7dkNaWxjVNQwjAab74Dt1wor2G/Y+c4lJULZth7y1BHxc/BzNkCCiC8+rv5uw+DeI0daCgRd/g9iH//qmznvqqafA8zz+8z//E3fddRdEUcSFCxfwxBNPoKqqCn/3d3+HdevWYf369SHnBe9RCIIgiOiEBMAI47vf/e6IY6IooqioCC+88AI+8IEPoK6uDm+++SY++clP3vT4PT09ePXVV1FWVgbA2sApR2oxmUKQZlcnfMePQt4yuWhEgphpOJ4H53QCTicEZI5oD64ddaOzcyj9OLhOocs17LgLUNWRT6b7YHZfB7qvjz8xmy1MVKFz5ONYJwkVRMTCCQLEzGyImdlQtu8AEGww0hBIHw4xGDl/Fvr5s0MGI6lpIVGCQsbiSa150+OGVlsNrfKA9Xc4iCBC2lAEZcctELOyp/qSFzxG5zVoNf5ov2CTJ46DuGYdlOIyiCtXU7QfQdwEZvcNaIdqJnWuXncSTz3xd1i8YSOKioqwatWqcbMRXC4XXnnlFezcuTNwbMWKFXjppZewe/duXLlyBd/73vfw4osvhpwXbo9CEARBRBckAEYRgiDg1ltvRV1dHWprayclAG7dujUg/gGA78ypobpOk0CtKicBkJgXcKIILiFxQmYGTFVHOB6PloqMcEXSvV6YXi/QeW3seoUcZ9UrHO547Izz1yscSkfmHDGUgkzMObzDAX7lGkgr1wAYNBi5FhIlaLQPGYyYnddgdl6D78hBawBJgpCVE4gQFHPGNhgxOq9CLd8P7XANoGmB41ysE3JJGZSSHeDj4mbuBS8AmGHAd/oktJoK6BfPh7Rx8QmQt5ZA2bY9KoxgCCISUWsqQ9zIb5aYc6fxt//1HAAgNTUVn/jEJ/DlL38ZaWnhy/Rs3bo1RPwbxG634/HHH8fXv/51vP/++3C5XIijz0+CIIh5BQmAEUh1dTV++9vf4siRI2hra4Pb7R7Rp62tbVJjDy/sqx2c3B3HQYzmRqhHDkJISp7SOISFyQvwxDnhc/XBNMldb6bxdjnBCwJMw4AebA5wE/CxTiA2fIQhY5ZYOFhz0PrnBnMPwHQPAG43TP9xeDwjB2cMbKAfbKAfZvs4f/M8D9gd4B0OSwwM/LT+8Q4H4HBYKZeSjLnSCmmNzy7TscanAz45BXJyCrBxM5iuw+y8CqOj3fp3tQMYjCbz+WDUX4ZRf3no5JhYCOmLIKRnQFiUAS41DWZ7G3wnj400m0hJg7R+I8TlK8AJIszrnTCvd87a65xP69t09cJ35jT0M6dDa/sBEHLyIK0thJCXD47nYXbfgNl9Y07mGSlrfKEwn9Z4pKD6yyRMlnuX5eNfj52GW1XR2dmJZ599Fr///e/xwgsvoKioaET/HTt2jDrWYJCAaZo4efJkSNAAMLRHeemll6Y0Z4IgCGJuIAEwwvjnf/5n/PjHPw48FgQBCQkJkCQJADAwMAC32x1WFJwIsbGxIY/NG12Tn6wfz4v/PeUxiCEmUG2OmCbCVP2LXkwTGOiHORD5r4rW+OwR+athAgz0w7hyaUL1scyua1DfewfqezdX13Y6WQjr22iy0rsjgXmxxqOMhbDGowm7IODc0SM4ePYcfvGLX+Cdd97B9evX8fDDD6O2thY2my2kf0ZGxqhjBbd1dobePAneo5AASBAEEZ1QkZYIY/CL9eGHH8aBAwfQ2tqKixcv4syZMzhz5gy++MUvAvA7oU4HfgdHgiAIgiAIgiCiD5nnsWvXLjz//PO4//77AVjZQu+///60jL9v376QPQpBEAQRnVAEYARyyy234Mknnwzbdu3atWl9Ls52807Cw7Hd/XGIObnTMBuC5wU445zoo9SaWcHpHEod65uHqWOMAfBpw9KN3WHSkd2Ae2BKNYgAAHa7P904BvD/tFKRh9KRRWcsnCmp6O/rpzU+C0TrGmeMwexog+/EMehXLoWuTZsNnM1hmVD4tFHH4BISwacvgrAoA0J6BvjklBk3p4imz3BmmjCaGuGrO2mlUoe8x3ZIq9dAWlMIPiFhzuY4EaJ1jUcr0bTGowHGGAZ+9qMpj8PZh67nH3roIbz88ssAgEuXRkZOt7e3jzpOcFtqamrg91dffRXA2HsUgiAIIvIhATACKSgoCHucMYaKiqnVCRmOkJsHo61lCgMIkDdtseqgEVNGEATYExPh7e6GEc48gphWbEEuwJ7u7rmezpzCTBPM4w4xMDFdwcYmQ4YnbLQ0Y48HzOOBcd0qLTDaCu4TxYCpCed0hjoixwU5Icc6wSnKzLzgBUK0rXGm6/CdOAq1fB+MlqaQNnHlaihluwMus8w0YXZ1wmgadByuh9HeFjAYYT3dMHq6YZw/aw0waDCSmw8hJxdibj74+IRpnX80fIabrl5oB6uh1laBDavbJyxZBqWkDFLBenCiNEczvDmibY1HO9GwxqMNITsXRnPjpM/nk1PAOWICj2Nihn6XZXlE/7H2EoNtPM+H7EcGa4+PtkchCIIgogMSACOQurq6sMf/67/+Cw0NDdP6XErJDmhTKD4sFW4k8Y8g5gEcz4OLibUMFxaNXh8IsFxBWX8fzL6+UIFwxGMX4PWOHEDXLcOAiZgGKEqoQBgiGDqHjsc6wYn0lRatmH190GoqoFaVW+7Zg0gy5M1boZTthpC+KOQcjuchpKVDSEuHvHkbAIBpGoyWJr8g2AC9sR7M1WudEMZghItPGHIczs2HkJkNLsyGOdphpgn90nlo1ZXw1Z0MiKSAFTkkby6GXFw64j0mCGLmkbfvgOflyQuAcskOcEHOXoPRfwBQWFg4on9tbS0qKytRWloactzr9eLnP/85ACvSLz4+PtDmdFrX+qPtUQiCIIjogHZLEch7772H73//+/jiF7+ImJgY9Pb24le/+hX+9V//FUlJSbhxY/qc9oTFmRDyl4Y6Lt4EyvbRncQIgpifcIIALj5hQtFTTNMsQbDfiizk+vsh+zS4r12D4eoF63P5ow57AV0fOYCqwlQ7ga7OUSMKA/NyxFiCYJwlCAaEwrhQ4ZBzxMx4KigxMYy2Fqjl+6AdOxzy/88lJEIp3Ql523YrpXyCcLIMcckyiEuWBY6ZPd3QmxpgNDZYP1uaAvVvWW8PfKeOw3fquNWZ5yFkZFqCoF8Y5FPSQjbX0YTZ3wftUA20mkqY10NNv4S8JVCKSyGt3whOmn+iJ0FEC/KGInjf2AM2GYM/UYK8ZRt8Ph/Onj2LX/ziFwGDjqKiIhQXF484JS4uDg8//DCefvpp3HnnnRBFERcvXsS3vvUtXLx4EYIg4O///u9Dzrn11lvxxhtvBPYo//Iv/zKp10oQBEHMLSQARhjFxcWoqanB9773Pfzrv/4r4uPj4XK5YJombr/9dhQUFOAHP/jBtD6n/aMfR//PfnTThiDSpq0Q8pZM61wIgphfcLIMITkFSE4BYKWPJSYmgh+WPsYYA7zekOjB0aIKWX9/SARTYAx/bUPz6uj1jQAAPA8uNnZYZGFc2MhC2GxRK/5EKsw04TtzClr5PuiXL4a0CXlLoOy4BdK6QnCCMC3PxyckQk5IBAo3Ws9vGDDa22A01luCYFMDzE5/fV3ThNHaDKO1GVpVOQCAczgg5AwJgkJ2HniHY1rmNhMwxqBfvgitptISNoPTNG02yEVboZSUQsjInLM5EgQxBCfJsN9zH9wv/vdNn/u9g0ewZ2MRenp6QgwCCwsL8dxzz4EPc7PriSeewHPPPYdHHnkEiqJAURS4XFbkNcdxeOqpp7Bhw4aQc+6//368/PLLgT0KCYAEQRDRCQmAEcbvf/97PPPMM9izZw+am5vBGENRURHuv/9+PPTQQ3j66aen/TnF7FzEPPT/ofeXz0LExEwAxDXr4PjkX9HGmCCIaYHjOMBuh2C3A2npY/Zlpgk2MOCvS+iPIBxer9AfWcjcAyMHME0wlwuGyzWybTii5K9N6AyqWximXqHTSVFU48A8HqiHqqFV7Id54/pQgyBA2rAJyo7dELNyZnwenCBAzMqGmJUNpXQnAMAc6IfR1BgQBI2mBjCPx5q32w393Bno584ExuBT00OiBIVFi6dNsJwspnsA2uFaaNWVMDuvhrQJWTmQS8ogb9hEdTUJIgKRN22F2dcH75uvTvicl1s68HJ9M9xuN+x2OxYtWoSCggLcdddduOeee8KKfwAQHx+Pd999Fz/60Y/w5ptvoq2tDYmJidi6dSu++tWvYsuWLSPOkSQpZI9CEARBRCccY1O1fSSmk66urvE7zRB6YwM8e16G0do8eifFBqVsJ2wfvGvONzvzkcHoqG4qrj0rJAYVj++m4vGzwmyvcabrgfTjkIhCl2vYcRegqlN7MpttzGjCwONY56x9fkbCGjc6r0Gt2AftcG3Ie8zFxELevgNKSRn4uPgxRph9AgYjg1GCjQ0wOtrCRp4CACQZQnYOpNx8JKwtgJqSCjYL9XEZYzAarkCtqYTvxNHQNHpZhly0BXJxGcSs7Bmfy1wRCWt8IUHXKTOLduIoPG/+cYRBTzBcXBxsH/oIlG3bb2rsoqIiNDc345lnnsEDDzwwpXmmpKRM6XyCIAhibqAIQCKAmJuH2L/9JoymRqjV5VZdQK8XnCRBTEoGv2ET5KIt4Gy2uZ4qQRDEhOBEEVxCIviExHH7MlUd4Xg8PKJw8CeMMPUKvV6YXi/QeW3seoUcZ9UhHO54HKhXOGR4wjliojLSmjEG/eI5qOX7rMi5oHuNwuIsyDt2W9FoUmQ6zYYYjGyxamgxVYXR0gy9qT7IYMQfRerTYFy5BOPKJXTs/bM1RnyC33E4D2JuHoSs7GmLEmUeD7QjB6HWVMDsCE155xdnQikug1y0GZzNPi3PRxDE7CCvL4JUsAH6uTNQaypgtLWC0zTwNhukjMXgNm2FtHb6SiQQBEEQCwsSAIkQOI6DmGttVgC6s04QxMKBUxQISiqQkjpmP8YYmMczMuXY5RcOg46z/v4Q8cs/ANhAP9hAP8z2trEnJQh+Q5PhkYRxIwxPoChzLhYyTYN29CDU8v2htRg5DtLaQig7boGwZOmcz3MycIoCcekyiEstgxHGGFhvj99xuN762docajBy8hh8J49ZA/C8ZbyVk28Jgjl54FNSJ/xeMMZgNDdCq6mEduwI4NOGGiUJ8oZNkIvLIOTkRuX7SxCEBcfzkNasg7RmHQC6FicIgiCmDxIACYIgCOIm4DgOnMMBOBwQ0heN2ZcZBtjAwJAgOJqxSZ8rUHMuBMMA6+2B0dsz/sQkOSiC0BIMkZYOKSEBnDMOOscPRRaK0xt5Z/Z0Q606AK2mMtTJ0maHsrUEculOywxmHsFxHLhBg5H1lsEID8DR70L3qRPQGuphNNbD7Oq0TjBNGC3NMFqaoVUdsMYIGIzkW7UEc3LB20MNRpjXC+3YYWg1FTBaW0La+PRFUErKIG3aOuI8giAIgiAIggiGBMB5SmqqFcHyxz/+EaWlpdPSRhAEQdwcnCBYqb5xceP2ZT7fiLqEzNUXmpbc54Lp6g3v2u7TYF7vAq53BVKQtZG9rHnZHaPXKBxMTY6NAxcbC26UQvKMMRiN9VAr9sF38nhIfTw+JRXKjt2QNxcvKNMJThBgy1sCW3wipJIdAIYZjDTWw2huHNtgJC0dYk4euLh4GJ3XoJ8/C2hB9SlFEVLhRiglZRDyllC0H0EQM0ZTUxM2bdoEADhy5AhycmbeqIkgCIKYOUgAjBKefPJJPPXUUxPq29nZOcOzIQiCIKYbTpLAJSaBT0wasx9jDAiuVxhSn9AVanjS3weEKdTPPG4wjxvmtY5xJsVZImCQSMjFxIL1uazotuuhxlXiilVQdtwCceXqUYXDhQYfEwt+9VpIq9cCGDQYueZPHfYbjLS3BlLFzWtXoV27OmIczu6AuLYAyq4PQMxYPKuvgSCIyGC0/YCiKEhKSkJhYSHuu+8+3HPPPSNuDhw9enS2pkkQBEFEKCQARiGDUXpjsWyZVaPIbh9ZAHyybQRBEMTcw3EcYLNBsNmA1LQx+ybEx4PzeqB1d6OntWXIATlYKPQbnrCB/pEDMAbW12cJjGgde2K8AOPaVXjffRtcdXlovcLhhicLKCpwOJbByCIIaYsAv8GI3tQA9f0/w3euLtTJNwjmccN3uBa+w7XgEhIh5uRByM2zfk6jwQhBENFB8H6gr68P7e3taG9vxzvvvIOXXnoJzz33HJQF/FlLEARBjIQEwCjkzJkz4/aprq6eUpvPw3D9gg/9/AAkRYA9mQeovBBBEERUwfE8BGccZEcMJEfMmH2ZYfhTkENrFOod7TAa68G6b4w0NAnGNMB6umH0TKBIvaIMMzRxhqYhDx6PdYIT5+elCvNp8J08DrW6AkbDlZA2LikZ8oYi8EkpMK9dtdKHW5oB3W8w0tMNX0/3MIORrCHH4dx88MkplB5MEFGM6eqF0dGOAVGE6LBDSM8IaQ/eD5imiQsXLuDb3/429u3bh/feew//8i//gv/7f//vLM+aIAiCiGTm51U1MWlcLToaD2hoO6zB0ABgINAWnyMgZ4eMxZtkCDJtKgiCIOYTnCCAi08AH58AZprQz5yGeuQQ9MsXQvoJeUsgl5RByMkD3ANDDsjDTE6stOTe8BFtqgpT7QS6OjEyQXnYvBwxQ47HgxGEgcdDwiHniImKtGPj2lVoNRXQDteGGqbwPKS1BZCLyyAuXznitTBdh9HeCqOpIZA+HGow0gSjpSnIYCRmSBDMCW8wQhBEZMEYg37xPLSqcvjOnAJMc+hKnOPwYUnBkazF2NfaHnIez/NYtWoVfvOb32Dnzp2or6/Hc889h3/8x3+EOE9vohAEQRA3D30jzFNu1uiDmQxnX/WiYa+K0ehtMnDqtx5c+h8Vm78YA2eGMEOzJwiCIOYC5vVAPVgDrXJ/aH0/noe0YROUst0Qc3InPh5jgNcbvj7hcCfk/v4QI5HAGO4BMPcAzKvtYZ4hCJ4HFxs7LLJw+E9LMITNNqvRcUz3wXfqBLSaSuiXL4a0cQmJUIpLIW8pBh+fMOoYnChCzM6FmJ0LpXQXgCCDkcZ6SxhsagS8gwYjA9DP1UE/VxcYg09bBDEnF0JuPsTcPPDpGeAE+i4niEiAeb0YeP7XIX+zoR0YcjQv/v0DO3DoaifMgX7wMbEhXWw2Gz760Y/i3/7t39Df34+LFy9i9erVAID6+nr87Gc/w/79+9He3g5RFJGfn48777wTjz76KJxO50y/RIIgCGKOIQGQAGMMJ3/rRmttGFfJMHium6j5YT+KvxZLIiBBEMQ8wOjqhFqxH9qhakAduhHExcRCLimDUlI2pjg1GhzHAXY7BLsdSEsfsy8zTbCBAX9dQn8E4fB6hf7IQuYeGDmAaYK5XDBcrvEnJkr+2oRBEYSxzpH1Cp3OKdXWM7o6odVUQjtUE1pjkeMgrloLpaQM4qo1k45cDGsw0nkt4DisNzXAbG8LMhjpgHatAzhcaw0gyRCycyDm5gfqCfJx8ZN+vQRBTA6mquj/j5/AaGqYUP8t6ano/+mPEPv418E7QiN7Fy8eMgnq6+sDYN30f/zxx6H6P99jY2Ph8/lw6tQpnDp1Cs8//zx+97vfYcWKFdPzggiCIIiIhARAAg171QmLf4P43AyHf96PHf87DqJC6cAEQRDRBmMM+qULUMv3Qj9bF1Lfj8/IhLJjN+SNm8FJ0qzMh+N5cE4n4HRCQOaYfZmu++sVhosoDHVEDhY0A+g+mN3Xge7r46Ygw2Yfu05hnD8tOdYJCAKYrkM9cRTeqnLoF86Fvsa4eMjbtkPZWjKu2/Nk4HgeQvoiCOlDBiNMVWG0NPnThuuhNzaA9flFUp8G48olGFcuDY2RkGgJgjm51s/M7FlbAwSxUHG/8tKExb9BzGsdcP/214j9wmMhx5ubmwO/JyYm4sSJE/jSl74En8+HrVu34qmnnsKaNWtgmib+/Oc/4xvf+AZaW1vx4IMPYu/evYiNjR3+VARBEMQ8gQTAKGTNmjWjtu3ZswerVq2a8FimznDlL6On/Y6F5wZD+xEN2dvJYYwgCCJaYD4N2tHDUMv3wuwISqvlOKsGXdluiEuXR7SBBCeK4BISwSckjtuXqao/xbgvTL3CYMGwDzDC1Cv0emB6PUDn1fHFQknCdcMYkcrMZyyGVLAB0rr14OPjwY1jyDKdcIoCcelyiEuXA7CEX9bTHagjaBmMNAVqNQYMRk4ctQYQBAgZmVaEYG4+hJw8MhghiGnEuN4F37HDkzpXP38WeksTxKwcAFbE3x/+8AcAlvi3dOlSPPDAA/D5fMjPz8fvf/97OPwRgzzP40Mf+hAyMjLwoQ99CA0NDXjuuefw2GOPjfp8BEEQRHRDAmAU0tnZOWqbz3dzkXwdJ3xQXWO4Oo5D4wENWSUybQQIgiAiHLO3B2rlAWg1laEptDYblK0lkEt3QUhOmbsJzhCcokBQUoGU1DH7McbAPJ6RKccuF8z+0JqFrL8/vCPyKN/BZnsb1PY2qO++bR0QhKGU45DIwrhQwxNnHDhlem+ycRwHLjEJcmISsKHIeu2DBiONfkEw2GDEMIYMRiqDDEYCgmAuxOw8cHb7tM6TIBYKWnXF2A7r451fVY6BD30EJ06cwD//8z+jo6MDAPDXf/3X6Ovrw969ewEAjz/+eED8C6awsBB33XUXXnvtNezZs4cEQIIgiHkMCYBRyFgC4M3SWqtN6XxXi4G+NhNxmVQLkCAIIhLxXrqI7nffxsDh2pDIND4lFUrZLsibi8HZbHM4w8iA4zhwDgfgcFgptGNg3LgOrfIAtCMHwfr7QtqEuHgwhwPMMID+PjCPJ8wABlhvD4zenvEnJslBgqBzmLGJM8TghBMnl6obYjCCIIORIEFQb2oAvF4AfoORs3VW6jgAcBz4tHSIOXn+WoL54BdlRIUrM0HMNdqR2imd31tVjk1f/jp8QZ/vn/zkJ/G1r30NVVVVlhkTgJ07d446xq5du/Daa6/hzJkz8Pl8kCjtnyAIYl5CAuACx3NjpOPiZMYgAZAgCCJyYIYB38ljaKsuh3rlckibuHwllB27Ia5aSwLNTcBME/r5s1BrKqGfPR0ipnKOGMhbtsG+fSdSVq5Cd3c3DMNKGGY+37B6hS4wV9DjwehCV2/4CEKfZjkyX+8aNwWZsztGOB4HhMIgcxMuJnbc/3s+Jhb8mnWQ1qwLvH6z81qQ43CQwQhjMK92QLvaARyqsQaQZYjZuRBy8yDk+EXBuLgJv98EMZ9ghgHm9VhRxoM/PW6w/n6r/MAUsIsi1ubnwYyJRUFBAe677z6UlZUBALq6htzcMzIyRh1j0DhE13V0d3cjLS1tSnMiCIIgIhMSABc4xs1lDIfF9E0+bYEgCIKYPsyBfmg1lVCrysGCoss4SYJUtAVK2W4IGYtHH4AYgelyQTtUDa2myjIOCULIXwqlpAxSwQZwkgRBGHkzjJMkcIlJ45p+MMaAwXqFoxiaBBueDK8zCMASFDxumNc6xn5RHAcuNnZYNGH4KEPObreiI4MNRraWWM+nqtCbG2EMRgkGG4xoGvTLF6Ffvjj0tIlJQVGCeWQwQkQNTNeDhDsPmNcN5vH6j7mDjod/DG1qGTfj8T9vvglhnDIHBEEQBEEC4AJHsnMIk5x0U4h2qv9HEAQxlxjtbVAr9kE7cgjQh+7sCImJSPjAhxGzYxdcvjAGF0RYmGlCv3wRWnUFfKdPhEb72e2QNm2DUlwKYdHoETU3C8dxgM0GwWYDUseOvmGmaYkMwQKhK0goDDI8YQP9YQZgYH191vloHXtigjgUTTjoeBzsgOyMg7S+CErpLkCWwbq7/WnDluOw0do8ZDDSfQO+7huhBiOLs4YEQTIYIWYIpvv8gl2QOBcQ8jzDBLuRQh58MyvgTZXRanCmpAzVdW1ra0N+fn7Yfm1tbQAAURSRmDi+uRJBEAQRnZAAuMBJXCrA1TKur+GYdJ3zIXaRAHsipZIRBEHMFsw0oZ+tg1q+F/qlCyFtQm4+lB27kbZjN0RFsdJRu7vnaKbRg9nfB+1QLbTayiETDD9Cbh7k4jLI64vAyfIczdCC43lwMbFATOy4IiQzDL8g2Bc2kjA4wnCwxl8Ihg7W0w2jZwLrR7GFRBAKWdkQV662ah4O9MPovgHzagfY4FiGAaO5EUZzIzTst15bTKyVMjyYOpydSwYjhJVKHyzYBUfjhRXyQqPwRjPomTYUBZzNbkXMDv60O4J+H+2xDf2//g+YjfWTfmo+NX1UZ/HCwkLwPA/TNFFeXj6qAHjggGXws3btWqr/RxAEMY8hAXCBk1OmoHH/1O5q1r+nof59DWlrReSUKUhdI4Lj6e49QRDETMC8HmiHaqFW7LNqww3C81Yk1o7dEHPyAFjmDsTYMMZgXLkMtaYcvpMnACMoUlKxQS7aAqWkFMLirLmb5BTgBAFcfAL4+IRx+zKfFioMukYKhlbUYW8gqi8E1QtT9QJdnePWK4Ris9anaYKp3kCUJRvoh372tFVn0Q+fvsjvOGxFCpLBSHTBGAN0X5BAN1zEC3o8irAXdr1NJ4ptSJgLFvAGHw8X7oL72ezgwqT/TxRb6U64pyAAKtvLRo2ajY+Pxy233IL33nsPP/nJT3DfffeNcAI+ffo03nzzTQDAxz/+8UnPgyAIgoh8aGewwHFmCEhaLuLGxcldWMVl8XC1mAADrp3Wce20Dlsih5xSBVklMmzxdIFOEAQxHRhdnVAr90M7WAOoQ5FaXEws5OJSKNt3TEjkISxMtxu+I7VQqytH1MwTsrIhl+yAvGETOEWZoxnOPpwkQ0hKBpKSx+zHGAO83lHrE4Yc7+8PW68QqhdMndi8AgYjB6utA4IAPiEJ/KJFwIpViFm1FuLiTDDGKH14BmCMAZpmiXOqCk/XNWjXrsEY6B9dyBt87PVaAp4xwwLeiOi7wd8d4R8H91NsUxLwpopUuAHca6+ET9cf92QZ0uZtY3b5h3/4Bxw4cAD19fX41Kc+hSeffBJr1qyBaZp477338PWvfx26riMvLw8PPfTQJF8FQRAEEQ2QAEhgzX12VP+gD8YEL8QHyS6VUfCAA/0dBpoqVLTU+qB7GLzdDBfe9OLi216kFUjIKZORspKiAgmCIG4Wxhj0SxegVuyDfua05bjqh89YDKVsN+SizeCkuU1JjRYYYzAa66FWV8B34lhIvURIMuSizZCLSyFm587dJKMAjuMAux2C3Q6kpY/Zl5km2MCA3/HYH0HoGi4cWseZe2BiEzAMmNc7YV7vRE/dKfTg94MTswQdZzz45BTw8fFWrcLYUBdk3ulcUH8zAQEvRKAbblQxtpAXLOL2TvcEOQ6czQbOFiTWBQl2sNlGF/IGBbwojgjlRAn2j98P929+edPn2u/5OHi7Y8w+69evx09/+lM8/vjjqK2txa5du+B0OuHz+eD1p/1nZmbit7/9LWJjYyf1GgiCIIjogARAAnGZAjb9dQyO/MfAhEXAjCIJaz9l1eSJXSRgzX0OrPwoQ/sxH5oqVPTUG2AmcPWED1dP+OBI4ZFdKiOrWIbijN6LNIIgiNmA+TRoRw9bab7tbUMNHAdxzTooZbshLltB0U4ThHk80I4ehFpTGfp+AuAzMqEUl0Iu2kK15mYAjufBOZ2A0wkBmWP2Zbo+ZGAyLKLQ7HOB3bgBs7cbzO0GjDBJxoyBud1gbjfMq+1jT8xm9wuCzvAOyIOCYUzsnEaHAYMO0d6Rte8m5EDrr4EXLgpzuuC4YZF3w4W8cMLe0HEoSlQLeNOBvH4j2MD98Lz6u5AbPWNh+/BHoBSXTajvvffei/Xr1+NnP/sZ9u/fj/b2doiiiHXr1uGuu+7Co48+CqfTOZWXQBAEQUQBHGMT/JYhZoWurq7xO00BXdeRkWEVDH/77bexZcuWQJurxUDd793ovjx65R4phkP+LQqWflAZM6LP1WpFBbYd0qAH1RTnBGDReisqMGm5SJvXYQiCgMTERHR3d1tF+4kZJTExEYIgwDAMdJNBwqxAa3xszN4eqFXl0KorQqOhFBvkrcVQSndBSEmd8HgLfY3rzY3QqiugHTsS6uIpSpA2FEEpKYOQkzdt30W0vmcPpqowem7Adu0q1CuXoTY3WGnCHs/0PhHHgXPEDIsgHC4cWo85R0zYtcRME1DVMGYVbr9IN447rdczYVFoUvD86GYVw44LjhjEpaWhXzfA/MYXUBS6npsmfGdOwfPmayPKEgTDJyXDdsfdkDdunsWZhRLsLkwQBEFEDyQARhgzLQA2NzejqKgIAHDo0CHk5eWN6DMo3nVf1mGoHASJR0yygPRNPBZtlCBIE7/I01WG9iMamio09DaFboZi0nnklMrI3CZDjlnYd34Hoc3j7LLQxZG5gNZ4ePSmBqjle6201KBIHT45xUrz3bLN2mjfJAtxjTNVhXbsMLTqChitzSFtfNoiKCWlkDZtA+8YO21uMtD6nn2Gr3Gzvw9GUwP0xobAT2hjpDfICjhRADPMkNqak4LjAEEAeMH6nTHANGbewILnw9S2C1PrLqyw5wBkecICHq3xmYcxBv3yRWg1lTDaWsH5NPA2G6SMxeCKtkJcsWrOIyZJACQIgohOKAV4AaFpGn76058CANLS0pCbG77GUVymgHX3WxujqW4eRYVD9nYF2dsV9DbpaKrQ0HZYg6EBA1dNnN3jxfnXvVi0UUJOmYLEJQLdRSYIYkHADAO+U8ehlu+F0dgQ0iYuX2ml+a5eO+cbvWjBaGuBWl0B7ejhUCFHECEVboBSXAZhyVL6jpnn8LFO8GsKIK0pAGBF3xkd7dAvX4DRUA+9tQks+GarpoIFBYeC4wBJBngeYCagGxM3sGDML/bdpODHcYAoWnUJFRt4ux2cwzFUuzAmdgxhzwFIEq3reQTHcZCWrYC0bAWAhXkjhyAIgpgZSABcIHz84x9HVVVV4G7tY489NusXi/E5Igr+SsSqe+1oO6yhqUJFX6sJUwfaDvnQdsiH2AweOaUKMrdKkBy06SUIYv5hDvRDq6mEWlUO1tsz1CBKkDdtgVK2C0LG2LXSCAumadCOH7EiZZoaQtr4lFTIxaWQtxSDj6HC9tEMM4xRjSp6OavGozEwAE9P91CfoFp5NxXZx9jYEYPhEARAlKxagYOCvWmCGYaVej5e/T3GAJ8PzOcD3AMwhmk8nN0RVJvQCT42qGZhUGoyFxNLNwwIgiAIghgVEgAXCDdu3IAoili5ciU+97nP4fOf//yczUWyc8jdoSCnTEZvo4HGcg3tRzWYPqC/3cSZP3hw7jUPFm+SkVMmIz6XogIJgoh+jI52qOV7oR05FOI+y8XFQyndCbm4lISqCWJ0tEOtqYB2+CDgDar5xvOQ1q2HXFIGcelyEkMiBKbrw8wrBl1mvRMwsXADmjbq2NNS8U+SwCk2f9Qfs4Q41Tt63T1eAJ++CEJ2LsQlSyDmLwOflBy+/h9jgKqGNTYJ/WkdDycWWu+Je8y6cACseoWxzjD1CYcZnDjjrOhBurYiCIIgiAXFghEA+/v7cfr0aVy6dAmXL1/GpUuX0NvbCwD47ne/i4KCgnHHqK6uxp/+9CdcvnwZqqoiJSUFW7ZswSc/+UnExcXN9EuYEvv27ZvrKYyA4zgk5IlIyBOx5hM2tB60HIT7O0yYPqClRkNLjYa4LAE5ZTIWb5Yh2uhilSCI6IGZJvRzdVDL90G/eD6kTcjJg7JjN6TCjXPuMhoNMJ/PSpmuroBRfzmkjU9Mhly8HfKWEvAR/n0cjTDdN75RxTDX2WAhL8SAZQbgZAW8w2GZUgTXuQtxobWN4k5rAydKYV+z0dYKo7EBelM9jMYGmDeuW42mAbO9FWZ7K3wHq6w5xMRCyM2DmJsPIScPYnaONQ+OA2w2CDYbkJo25utgpmm9b31BTsiuIKFw0CHZ5QIb6A8zAAMbPA+tY79pgjgkFAYbnMQ6RxqeyPKE/h+ImefJJ5/EU089FXj8H//xH7j33nvHPOeBBx7AX/7yl8DjI0eOICcnZ8bmSBAEQUQuC0YArK2txb/9279N+vxnn30Wb7/9NgCA53koioK2tja89tpr2L9/P7773e8iOzt7uqa74JAcPPJ2K8jdJaP7imVC0nHMB1O33IlPv+TB2Vc9WLzZHxWYvWCWLkEQUQjzeqEdroFasR9mV+dQA89DKtwIZcduiLn5czfBKMLovAqtuhLa4dpQZ2Seh7RmHeTisogoih/JMJ8vrLPs6ELeMAdan2/8J5kKfjfZESYWoxlYBB7bkJSxGKKiTHt9NE6UIObkQczJg4LdAACzz28w0lQPo6kRelNjIL2YDfRDP3Ma+pnT/gE48OmLIObkQcjNh5iTBz590ZjrlON5cDGxQEwshEUZY86PGYZfEBweUTgywhDeMCnQhg7W0w2jZwLvmWILRBAKcfHQU1KhKQoQEzskIMY6rehDka7PZpMXXnhhTAGwo6MDe/funcUZEQRBEJHMgvqWTkxMxNKlS7Fs2TIsXrwYP/jBDyZ03jvvvIO3334bHMfhwQcfxD333ANFUVBfX48f/OAHaGxsxHe+8x385Cc/gSSNvIscjVgueo3o5zkIigI+MQksPnHG00U4jkPSUhFJS0VonzDRUms5CLs7TRgq0FypoblSQ3yugJxSGRmbZIgKRQUSBBEZGNe7oFXuh3qwOmTTzTliIJeUQtm+E3x8wtxNMEpgug7f6ZPQqiugX74Q0sbFJ0DZVgp5W8mCeC8ZY4DuCxLo3MMEvKDHwaJekJA34y60ii0oqi6MWcVw4S64n80+pQjY2RSceKcT/NoCSGuHDEbMqx3QmwYdh+thXu2wUocZg9nRDq2jHThYbQ2g2CBm51iRgjlWpCDvdE5qLpwggItPmNDfAPNpocKga6RgaEUd9oZfK6oXpuoFujphABgrnpNzxFiRg3HhUo+HUpM5RwyJ9uNgXO+C2d6GPoGH6HCEiMLJycnweDw4cOAA2trasHjx4rBjvPzyyzAMAzk5OWhqapqtqRMEQRARyoIRAHfv3o0PfOADgcf9/WFSJ8Lg8/nwwgsvAADuvPNOfOpTnwq05efn49vf/jYee+wxtLe3489//jPuvPPO6Z34LKPXX4ZaVQ7fyWOAYSAo1gJ82iIo23dA3rwVnM0+43ORY3ks+YAN+bcquH5BR3Olho4TPjAD6G00cKrRg7N7PMjcKiO7VEFcJqXQEQQx+zDGoF++aKX5njkVUjeMT8+AsvMWyEWbLYdPYkyM613QaiuhHawB6+8bauA4iKvWQCkug7hqTVSlTDPGAE0b1cRizMderyXgTdSFdrKMiL4b/N0xzmM7OMUWVf8f0wnH8xAyFkPIWAxs2w4AYF4P9OYmf6RgA4zGhqG1rHqhX7oA/dIFDNqM8EnJfkEwD0JOPoTMzLApyVOapyRDSEoGkpLH7McYA7zeUesTmn6hEAP9MFy94esVugfA3AMwr7aPPSmeBxfrHCEMhvyMs45DsS2YeoXMNKGfOQ216gD0C+cAIORa/COSgjN52agzOdx22214+eWX8eKLL+Ib3/hG2PFefPFFAMCnP/1pPPnkkzM9fYIgCCLCWTACoDDJi9OTJ0+iu7sbHMfh4x//+Ij2tLQ07Ny5E3/+85+xb9++KQuAe/bswb333jvmhU5zczOefvpp7N27F9evX0dycjJ27dqFr33taxBFEZs2bQIweo2Pq1ev4uc//zn+8pe/oLm5GQCQl5ON75QVo8A3ulOeea0Dnj/+Ht7330XMI1+EmDk7Kc8cxyFlpYSUlRJUl4mWGg1NlRo8103oXqDxgIbGAxoSlwjIKVOwaIMEQV4YF4oEQcwdzOeDduww1PJ9MNuD6m1xHMTVa6HsuAXishULZuM6WZhhwHfmNLTq8sCGdxAuLg7y1u1Qtm4Hn5Q0N/MbFPBCBLowqbReD+D1wq37oLlcQX3c47vATgWOA2cLV9/OEuxgs40t5Ck2isSaRjibHdLylZCWrwRgrR/zxvUQQdBobQmIuuaN6zBvXIfv2BFrAEGEkJkVJArmjWowMu1z5zjAbodgtwNp6WH7CIKAxMRE3Lh+HbrLBdY/JAyG1CsMji4MTt0fxDTBXL2WkDgeohQiCIaYmYSIh86ovtFiut1wP/cL6JcvjtpnsU/Fj3Ztx3lXP3Dvx/Dyyy/jpZdeCisA1tTU4PLly8jLy0NJScmoY549exZvvPEGqqur0dLSgo6ODoiiiLy8PNx+++149NFHkZw8tnhMEARBRAcLRgCcLCdPngQAZGdnIzU1NWyfjRs34s9//jPOnz8Pr9cLm8026ed79NFH8dZbb+EXv/gF+DAX5IcOHcKnPvWpQASj3W6Hy+XCSy+9hLfeegs//OEPxxy/srISn/vc5wIGKA6HAxyAv05LGlP8C4a5etH/s39D7Jf+FmJm1s29wCmixPFY+kEbltymoOu8jqYKDddO+cBMoPuKge4rbpz5A4fMbTJySmXELlqYUQkEQcwcZm8P1OoKaNUVoYX4FQXylhIoZbsgpIT/viCGMLtvQK2tgnawCszlCmkTV6yCXFIGaU3BlKPLLBdWb5i6d+EdZ8MKezMt4IWkxIYzqhjd0AKKQgJeBMNxHITkFAjJKZA3bgbgNxhpbYXRVB8QBQMGI4YOw59SPJhqy8U6QwRBMTsX3BSuNacDjuet9GWnE0JG5ph9ma4PGZiEiSgMqVeoqiMH0H0wu68D3ddhjDcxmz1MVGFQGvKgwUlMbERFrjKvBwPPPgOjrWVC/VfGxYI/WIH1y5fhxMVLqKqqwvbt20P6BEf/jSUgP/jgg4GAAJvNBrvdjp6eHpw+fRqnT5/GSy+9hD179mDZsmWTfHUEQRBEpEAC4DgMfiHm5uaO2mewjTGGlpaWKX1BOp1OvP7669i2bRv++q//OqStt7cXDz/8MPr7+5GXl4cf/vCHKC0tBcdxOHbsGL72ta/h7/7u70Ydu7W1NSD+rVy5Et///vexbds2eN9/F963X7+5iapeDPzqWcQ98Y9zchHK8RxSV0tIXS3B22OiuVpDc5UKbzeDz83QsFdFw14VScusqMD09RIEiaJwCIKYPHpTI9SKffCdOAoYQ9tQPjkFcukuKFuKLUGGGJWAK3J1JfRzdSHp0lxMLOStJZC3bQ8RUJlpAqoaxqzC7RfpxnGn9XpCnmfa4fmQundyXBwMUbIi78Y1sfALeBQluqDgRAlibh7E3Dwo/mNmnyskSlBvbgyIYay/D3rdKeh1p/wD+A1GBh2HJ2AwMpdwogguIRF8QuK4fZmqjnA8Dk1J7htKRQ6XGu/1wPR6gM6rY4uFHGfVIRzueDwiHdlp9Zvhv1H3716YsPg3iHm9C8/sLsWui5fwwgsvhAiAAwMDeO2118DzPD796U+joaFh1HFKSkrwzW9+E2VlZcjKsm7sa5qGmpoafPe738XRo0fx6KOP4r333pvUayMIgiAiBxIAx+HGjRsAgKQxUo+C26bqQPejH/0IjzzyCH7xi1+MEAD/8z//E1evXoXNZsPLL7+MJUuWBNo2btyIV155BaWlpWOO3dvbi4SEBLzyyitIT08H031Q978/qbmy3h5oRw9B2b5jUudPF7YEHsvvsGHZhxRcq9PRXKniWp0OMODGJQM3Lrkhx3LIKpaRXSojJjVy7vgSBBHZMMOA79QJqBX7YDRcCWkTl66w3HzXrIvYjXckwEwTxrWr0A5WwXfsCFhfaLQfl5hkiReOGBjXrsL9u98CXu+QkOf1zryAN9yYYsTjYQJeUD/IckAcGEyP7O7uhmGMG6tEEAF4Zxz4tYWQ1hYCGGYw0mhFCoY1GKmtsgZQbBBzcgOC4FQMRuYSTlEgKKnAOFHUjDHrM2KY4zFzuWD2hzohs/7+kZ8hjIEN9IMN9MNsbxt7UoIQVK9wuLFJsOFJHDhFGXusMBid16za25NgsebF+tRkvPHGG/je976H2NhYAMBrr72GgYEB7N69G5mZmWMKgD/96U9HHJNlGTt37kRRURG2bt2KkydPoqamBsXFxZOaJ0EQBBEZkAA4Dl6/i6Myxhd6cJvb7Z7S891+++0AgIaGBly9ehXp6UM1WN544w0AwD333BMi/g2SnJyM//W//he+//3vj2hjjOG1114DAHzuc58LjOs7eTw0he0mUavLIZeURUT0AsdzSC+QkF4gwXPDRHOViuYqDaqLQetnuPIXFVf+oiJ5pYicMhnphRJ4Ye7nTRBE5GG6B6DVVEGt3A/W2zPUIIqQi7ZAKdsNYfHYaW/zBWaaw9xl3WEMLYYd93hgugcA9wDg8409fvcNGN03Jj9BQQgv4AXXvhtV2HMAkhQR32EEEcyYBiONQ6nDgWs41Qv94nnoF88PGYwkp0DIybUch3PzICyefoORuYLjOHAOB+BwQEhfNGZfZhhgAwNDguCINOQgsdDjGTmAYYD19sAI/i4YDVkeXSgMiTB0Bv4vtOqKSbwDQ3x9Zyk+98rreO211/Dggw8CGEr//au/+qspjR0bG4vt27fjtddeQ21tLQmABEEQUQ4JgBFGsGlHe3t7QKjTNA3nzlnF0YfX+AimtLQ0rADY2NgYiE7ctWtX4Lh2uHZK8zXb22C0tc56LcDxsCfxWPERO5bdYcO10z40VWjoOmdFBV4/r+P6eR1KHIesEhk5pQrsSRS9QxAEYHS0Q63YB+3IwRDhiouLg7J9J+TiUvCx0RVVwwwDRn8fjK7OkY6zo9W+CxLyoE6sPuykEcVRat2FEeyGC3l2OyCSgEcsDMY0GGm0IgWNtpZAiQLzehfM612hBiNZWUOCYE4e+MSkef/3wwmCleobFzduX+bzDatX6AJz+R/3BwmHrt7wNzc0Deb1LuB617j1Cjm7A5wzDmZX5+RemJ9tzhjIPI8XXngBDz74IK5cuYKamhokJCTgjjvumNAY7777Ln73u9/h+PHj6OzsDBvQ0NY2TqQkQRAEEfGQADgOg4YeariixH6C2xwOx5jjPf/883jhhRdGbY+Li4PLXwyd53kkJlr1Ujo6OgLpRMuWLQscH87KlSsDv8fHxwf6nT9/PqTP4PGBYalYk8Gha4gZZT6RQPJuYPVuoO+aD5fe78OV/X3wukyoLobL76i4/K6KxYV2LP+AE4s3OOY0KnDwIjw+Pt4qXE/MKINGO8F/a8TMEolrnJkmPKdPovfPf4L3zOmQNjl/CeJv+zBiNm8DJ87NVybTdZgeN0y3G6Z7wP/THThmuAdGaR9Ar9sNNsb313TAybIlzImiVb/LPRBa20+SoCxZDnvheshZOeAdDvAOBwR7DDiHHXwUu3YOJxLX93xnwX+OJyUBy5YHHpo+DVpTI9Qrl6BeuQz1yiXogwKToVsuxI0NQLl1SIiLh7JkGZQlS6EsXQYldwn4MWqZLog1npY2bhfGGJjXC8PVC6O3x/+zF3rg9x4Yvb0wXD0wXK6QurGBMTxuyyV8igjMRH56Gg4ePIiuri68+uqrAIAHHngAGRkZABBIDQZC9wemaeKhhx7CSy+9FGgXRRGJiYmQZeuzube3F16vF4ZhLMy/MYIgiHkECYDjkJSUhCtXrgRqAYYjuG28L8aBgQFcu3Zt1Pb/9//+H7761a8CsC5mBb9DmRDkVCaKYsjjYIKPC4IQ9vzg40wPU0D5JuENc9T5RBIJGQI2P2jDxvtT0HyoHxf+4kJHnQdgQNsJD9pOeOBIErH81jgsuyUOMclz9+cRzgGamDk4jouKNTyfiIQ1bnq9cFXsQ+9f3oGvo32ogecRu3kb4j94B2xLl085Oob5fDA8weLcAAz3aI89geOG/yfTZlrAUyxBzhHjF+diwjy2g3fEQAhq5x0xgG6gr7YKrv3vhb6HAJQlyxB/y22I3VoCfhJ1saKZSFjfCw36HLcQBDukFasQs2JV4Jje2wP1yiV4L1+E9/IleOsvW7U1ARiuXriPH4H7uD9KkOMgZ2bDtnQZbEuXQ1m6DHJG5og6p7TGAcTGQoqNBcYpB8FME6Z7wBIHe3tg9PQGfvdd78LAoZopT+Xj99yDf3n23/HrX/86EGjw+c9/ftx9wK9+9Su89NJLEAQB//t//2989rOfxZIlS0L+fz/72c/i+eefHzEOQRAEEX2QADgO2dnZOHz4MJqamkbtM9jGcVzAPWs0YmJikDbGnUVfUDqBYRiBqL/4+HgIggDDMNDS0jJqcfHgeQafn5ycHDje2NgYcCrmx4lYnAjeliYoawvAz4Eb8KTggOytDmRvdcDV7sOl9124cqAfar8J9w0dJ/5wAydfuYHMIgeW3epERqEdPD87UYEcx4HneZimOX/vrEcQPM+D4zgrjco053o6C4JIWOO+zmtwvf8u+sv3wwyKvuBjYuHcdQvibrkdYpL1mWmaJkyfNhRVNyjaBSLurEi70dsHwMapgTdVOMUWiKrj7Y4RIp4QEwPenzIbEO/sQ/1vNrKRMQb14nm4/vgKBg7XAkE3kjjFhtiSUjh33QolJ8/qDywYQ4xIWN8LDfocHx8u1glb4UbYCjcCsAQpX1sLvJcvQa2/DPXyJfjaWwMGI1pLE7SWJrj8JnGc3Q4lfymU/KWwLV0Ox7IV4GJjaY3fDHYHRLsD4qLFIYeZaVqfo1N8Lz/26QfwL8/+O370ox9B0zSsW7cOGzduDHz2Bn8GB+8PBmsFPvLII/g//+f/WHNiLKR/e3v7iOMkBBIEQUQnJACOQ2FhIV599VU0NTWhq6sLKSkpI/ocO2Y5d61cuTKQMjwan/nMZ/CZz3xm1Paf/OQngd/7+/tDXIVXrVqFuro6vPvuu/joRz8a9vx33nkn8Htvb2/g/ISEhIAz4dtvv42ioiIAAJebDzQ2jDnn8eh5fQ963n4d4vJVkNYVQlqzDrxz/DorEYENyL+TR87tTnQc96GpQkX3ZQOMAS1H3Gg54oY9iUN2qYLsEhlK3Mze8R50kOzt7V0wG+a5JDExEYIgwDTNKTt4ExNjttc4YwzQfTDdbugXz0M7WA2j/nJoiqojxnKhdToxcPkS+k+fGnKg9XhCBK4ZQbENq3s3rPbdcCfa4TXxxtiIDa5xwzBGrnHdAPr6JjxN0+2G78hBqDUVlhtpEEJmFuSSMsgbNoOz2eAG4F6Af1P0GT770Of4JIlxAoUbIRZuhAiAeTzQmxuH6gk2DRmMMI8H3jOn4T1zGr3+0y2DkTyI/lqCwuKsOSuTEO0I+UthXLk06fP59Azkr1mDNWvW4MyZMwCA+++/P+Tvob9/yPAveH/Q2NgIAFixYkXYv5/+/n7U1lr1wlVVDfQJtx8iCIIgIh/6ph6HwsLCgHD26quv4gtf+EJIe2dnJw4cOAAA2L1795Sf7wc/+MGobXfffTfq6urw2muv4Rvf+Aby8/ND2m/cuIHnnnsu7Lkcx+FjH/sYfv3rX+O///u/8YUvfAHp6emQS8qgHtg7+QkLglXXRNehnz0N/expeDgOQm4+pLWFkNYVQEhNH3+cOUaQOGRukZG5RUZfu4HmShUttRp0D+C5wXDhDS8uvuVF+noJOaUykleI4GYpKpAgFjKMMUDTQs0rvN4h04rhphbD+7ndgDm2EMPcA5YoOFlGGFQMM7AY9bEdnGIbU8CbaxhjMJoaoFVXQDt+FNCDohklGfLGTZCLyyBk58x7IwGCmM9wdit1WPKnDgcMRoIch8MbjBy2BhBFCJnZAUFQzMkHl5hInwsTQNm+A+4pCIDK9h3gOA7f/va3UV5uFXe87777JnRunN8Ypa6uLmz7D37wgxDxkCAIgohuFpQAOGiuASDE3WpgYCCkzeFwQPTfxZQkCX/1V3+Fn/70p3jzzTeRmJiIu+++G4qioL6+Hj/84Q/h9XqRkZGB22+/fcpz7O3tHbXtkUcewS9/+Ut0dnbi/vvvxw9/+ENs374dHMfh+PHj+PrXvw59jEiVv/3bv8WePXvQ3d2N++67D9///vexdetWiCtWQb9wDoyxm75Qi/nS1wCfBt/pk/DVnQTrvgEwBqPhCoyGK/C+9UfwaYsgrSuAtHa9tUmM8LoxzgwBa+5zYOVH7Wg/qqGpQkNPgwFmAh3HfOg45oMjlUdOqYzMbTIUZ2S/HoKYSwICnl+gMzUVAwIPtbMTxsDAkAOt1zuqkIeZTOvjOHA226gOtLDZxhbyFFvEf6ZNBub1QDt62Ir2a2sNaeMXZUApKYNctNVy4SUIYt7BcRyE5BQIySmQi7YA8DvkdrRBvnYVrnN18DXUW9d9AKDrlgtxY/3QGM64kChBMTsX3AKrBzoRpHXrwcXFgbkmYcynKJA3Wf8/t912G2677babOv3WW2/F8ePH8Zvf/Abr1q3Dpz/9aciyjKtXr+LHP/4x/v3f/x1JSUlj1kInCIIgogeOLaACHqOlzQ7nu9/9LgoKCkKOPfvss3j77bcBWCk+iqIERMSEhAR897vfRXZ29pTnuGfPHnziE58AAPzxj39EaWlpSHtNTQ0+/elPY2BgAIAlVnIch4GBAcTHx+MHP/gBHnnkEQDA6dOnkZ4eGn1XWVmJhx56KCB4OhwO5Dlj8d+3lCJekW9KBJR37IbjnqE7jIwxGG2t0OtOwnf6pHWneBhcXBykNQWQ1q2HuGw5OFGa4Dszt7haDDRVqmg7pEH3Dh3nRVhRgWUKkpYJU77TPZg+1t3dTeljs8CY6ZEEAL+Ap3qHiXKeIeFuzMfWzxkX8IIi6sDxMPv6wFw9oWm+MTGQ1hZAWrcRfEJ8QPCDosxLAW+Qm13jekuTFe137DCgaUMNoghpfRGUkjIIufkU1TMK9Bk++9Dn+OwyfI2bLpeVNtxUD6OxEXpzQ+hnRzAcB37R4qAowTzwaenz+jN4ovjOnMLAr//jpmsBOj79Wcibt43br7KyEh/72McAAEeOHEFOTg4AK/DgjjvuwMWLFwFYNTWdTidcLhcYY/jc5z4Hr9eLl19+Gffff3+gVBGlABMEQUQnCyoCcCp88YtfxPr16/H222/jypUrgai/rVu34r777kN8fPy0PM/OnTvHbC8uLsb+/fvx/e9/H3v37sWNGzeQkpKCe+65B1//+tdDIgjDzam0tBSVlZX4+c9/jr/85S9obm5GQ18//t/FBnxn3UrYJrinkzdvg/3uj4cc4zgOYmYWxMws2D54J4wb16HXnYLv9Eno9ZcA0wRzuaDVVEKrqQQUG6RVayCtLYC4ei14+9QNSWaKuCwB6+53YNXH7Gg7bEUFupoNmDrQfsSH9iM+xKTzyCmTkblVhhxDF7NEZMBME1DVkJp2QymyHjCPd9jxYf28nikXJx8Tnh9Z4y5cSm3w8aDHUBTANOE7fRJq+V4YDVdChheXLoe8YzekNQW0yRwFpqrQjh+BVl0BoyXU8IpPS4dcXAZ581bL9ZcgCCIIPi4O/LpCSOsKAfgdbzvarbThpgbojfUwr10NGIyY7a3Q2luBmkprAJsNYnYuhNx8iDl5EHLzwMfEzuErmhukNQVwfOpBuH//woRvmtk++vEJiX9jER8fj7fffhtPP/00/vSnP6G9vR2iKKK0tBQPPfQQ7r33Xjz++ONTeg6CIAgiclhQEYDRQFdX15TO/81vfoOvf/3ryMvLw6FDh27qXONaBzyv7YF+/syofbi4eNhuuQ1y2e6bigAx3QPQz9ZZqcLnz4y8O8zzEJcut0xE1haCT0i8qbnPBT2NOporNbQd1mAEvRxeAjI2WlGBCfk3FxVI0SOzSzREjjDTtNJjvcOFu7EfY1DY83pnXsAbbkwx4vGQYCfExCA+fRH6fD4wWQFkedLRZKZ7AFptFdTKA2A9Qf9/ogh542bIZbshZo7tzD7fGWuNG22tUGsqoB09BHiDQpsFAVLhBijFZRCWLKNov5uAPsNnn2j4HJ9PTGaNhxqM1MNoagwYjISDT07xC4K5EHLyISzOXDAGI76L5+F9648wWppH7cOnZ8B+x90B0XUuoAhAgiCI6IQEwAhjKgKg1+vFbbfdhvPnz+Phhx/Gk08+OalxjK5OaDWV0K9cAq+p4GQFYlISsL7IiqKZYsF65vNBv3gevrqT8NWdAusf6UIpZGVDWrce0toC8IsWR/QG1OdhaDukoalCRV9b6F1b52Ie2aUKMrfKkOzjvwbaPM4us7FxtAS8UQS7iQh5wcLMTCAI4QW84Np3owp7DkCSZl3kNq52QK3YB+3wQcA3pL5zzjgo23dALi4D73ROauz5xvA1znwafMePQq2pDKnVBVibbrm4DPKWbeBj6f2bDPQZPvuQADi7TMcaZ4zBvN7lTx0eaTAyAlGEkJUTEATF3DxwCfPbYERvaoRWUwGjrRW87gNvs0NclAGuaAuE/KVz/tpJACQIgohOSACMMMYTAF999VWcPXsW9957L5YuXQpZlqHrOg4ePIjvfOc7OHToEGw2G/bt24elS5dOeT4zfWHNTBNGU0PARMTsvDaiD5+cYtXuWrseQl5+xDpmMsbQU2/VCmw/6oMZZJYpyEDGJhk5ZTLic0aPCqTN4+wykfXNDCOMYDdO7bsgIQ/qDAt4ougX5cKbWIQIdsOFPLsdEG9OwJsqk13jzDShnz8LtWIf9PNnQ8fMyoGyYzek9UULJkpkogyucU9zEzrffRu+w7XWuhyE5yGtWw+5uBTishWUJj1F6DN89iEBcHaZqTXOfD4Yrc0BQVBvahgyGAkD54zz1xLMh5CTO68NRiJxjZMASBAEEZ2QABhhjCcAPvvss/j2t78NwKq5l5CQgIGBAWj+lFpZlvGTn/wE995777TMZ7YvOoxrHZYYePokjKaGEe2cIwbSmnUQ1xVCWrEanCzP+Jwmg89toqXWh+ZKFf0doVGBcdkCckplLN4iQ1RChRfaPE4/TNeHmVcMusx6YYfldqoP9MPb0xNW2Bu1mPl0IUkjBbzg1NkRwt6wflJ0GOkMcrNrnKkqtMO1UCv2w+y8OtTgF66UnbeQKcUoMN0H+fJF9B3YC+8w0ZRLTIJSXAp5Swn4uLg5muH8gz7DZ59IFEfmM7O5xk1Xb6CWoNHYAL25cWyDkYzFVh3BnDyIufngU9PmxU2NSFzjJAASBEFEJyQARhjjCYBXrlzBiy++iMrKSrS0tODGjRsQBAGZmZkoKyvDo48+OqXIv9TUVABDDsRzedFhunrhqzsFX91J6BcvAIYe2kGSIK5YBWltIaQ16yIyZY0xhu7LBpoqVHQc98EMegmiDVi82YoKjMuyopZo8zgSpvvGN6oIPPaOiMgLThGdESR5DKOKIMEu7HFb1DhhTxcTXePGjevQKvdDra0GvEMRa5zdAbm4FMr2HeATk2ZjylGH0XnNMls6XBtaZ4vjIK4pgFJcCnHl6nmxMY406DN89olEcWQ+M5drnBkGzKsdfsdhK0rQvNox+gk2uz9t2BIEhZzcqDQYicQ1TgIgQRBEdEICYIQxVROQqRJJAmAwzOuB7/xZKzrwbF2IIAAA4DgIeUsCJiJCSurcTHQMtH4TLTUamio1uDtDowIT8gRkl8rI2mpHanrSvNo8Mp8vrLPs2EJeUAqt7hv/SaYAZ7OBtzvAFGVYDbxxHGgHRb0ITUmPVMbaPDLGYNRfhlq+F77TJ0PMS/i0RVB27IZctGXepnlNBabr8NWdtOq3Xjwf0iYkJsG5YzfMwo1RYbAUzZAAOPtEynXKQiHS1rjpccNobgwIgkZjA5h7YNT+fEqqJQj6HYeFjMg3GAle4/n5+Whubsb999+Pn/zkJ2Oe9+KLL+IrX/kKAODIkSPIycmZtjmRAEgQBBGdRPY3HkH44Wx2yOuLIK8vAtN16FcuBeoGst4ewC8cGPWX4X3jVfCLMqzIwHWFELJyIiI9UI7lseQ2G/JvVXD9oo6mCg1XT/jATKCnwUBPgwdn93ixbJeBRVsAR/rcz5kxBui+UGOKcLXwhtW9CxbyoOvjP9FUUGxhUmeDBLrRhDu7HUkZiyHKMm0c5xim++A7dgRqxT4YrS0hbeKqtVB27Ia4YlVE/B1HGsb1Lmi1VdAOVYP1BRkqcRzElauRdPuH4dywCSZAa5wgiHkHb3eAX7Ea0orVAIYZjDTWDxmMmNaNV7OrE2ZXJ3xHD1kDiBKErOyAICjmzH+DEYIgCGLhQgIgERbR44Z2/ChcHCAoCvjEJLDU9IhIGeNEEdKKrbi8jwABAABJREFUVZBWrAK795MwWpuHTETa2wAAZkc71I52qO+9Ay4+wTIRWVcIccnyOb/Ty/EcUlZKSFkpQXWZaK7W0FylwXPdhO5hOPc/vTj3P0DiUgE5pQoWbZQgSJO7EGWMAZoWKth5vWMLeSGPvSNTr6ebEQYVwwwsRn1sB6fYphSBR9F7c4vpckGtLodWXRHqBi7LkDcXQynbBSEtfe4mGKEww4Dv7Glo1ZXQL5wNiZTknHGQt5ZA3rYdQlIyYhITrXUeAZE6BEEQMw3HcRBSUiGkpEIu2gIAYD4NRmuLJQg2NUJvrAfr8d8Q0X0wGq7AaLgyNEZcHMScfH/qcJ51I3kOIs+NjnYYbS1wCTxEuwPCosWzPgeCIAhifkECIBGAMYbSjHT81aplWPE/r8MNBndQO5+YDLmkDPK2koipocJxHMSsHIhZObB/+CMwrnfBV+c3Eam/DDAG1tsDraocWlU5YLNBWr3Wig5ctQaczT6n81fieCz7kA1Lb1fQdU5Hc6WGq6esqMDuywa6L7tx5g9A5kaGrAIvHDHu8A60Xu+oQt7gXe8ZgePA2WyjOtDCZhtbyFNsESEqE7OLt6Ee/W/+EeqxIyECM5eYBKV0l/UZY3fM4QwjE7OnG2ptFbSD1VbkcxDi8pWQS8ogrS0kYZsgCCIITpIh5i2BmLckcMzs7YHe1DgUKdjcFKgZzFwu+E6fgO/0Caszz4NflOGPEsyHmJsHPmVmDEaYYcB34ijUqvKAKBl8Lf7zzYX4L0WkDRxBEAQxKagGYITR0NCA2Njw4lpwfb7169fjmWeewRtvvIGWlhbY7XZs3rwZ3/jGN7Bp06ZRx+/p6cGPfvQjvPXWW2hvb0d8fDy2bduGrz7+OJadPQnfscPjzpGLiUXMw38dciEViZgD/dDPnLYEwfNnAd+wWnKCAHHZCksMXFsAPj5h2ufAGANUL0bUvhtmVBEs5OkDIlo689AxsBaaGerOGcdfwSLhIJL4s+C5aYjo4bjQiLqxHGeDjSv8x6EoUS3gUe2o2YMZhlWjrnwf9PrLIW3CkmVQduyGtKaAxKthMNOEfu4M1JoK6GfrQqP9YmIhbymGXFw6at1TWuOzS6TVR1sI0BqfXebrGrcMRtqhNzbAaKyH3tQI89oEDEZy8/3Ow1M3GDH7+jDw63+H0dQwbt+rJrD82/88phnWWDUAn3zySTz11FPYvn07XnvtNRw4cAA///nPcezYMfT39yMnJwf33nsvvvzlL8Nms40Ym2oAEgRBRCd0AynC+PCHP4xXX301IPaF4+rVq7j11ltRX18Pm80GnufR3d2NP//5z9i/fz+ef/553HLLLSPOa2pqwsc+9jE0NzcDAGRZhsfjwVtvvom73b3IzcqY0BzZQD/6//3HiP3iVyHm5k3qdc4G/ODmeEsxmKZBv3jOShU+c9pyxjQM6OfPQj9/Fp49L0PIzg2YiPDpi8BxHJhpAqoaxpzCPUzMG8XEwusJ2bBPlCzUIVP6E7rN5egwtqLHXA6Ah8tcApe5BBL6kSYcRbp0BHaHN7xZxXgmFja/gEd1bogZxHS7oR2sglqxfyjlCgAEEdLGTVZ9v8zsuZtghGK6eqEdrIZaUxn6vsEvmJaUQSpYv+BcpAmCIGYCThAgLM6CsDgLKCkD4DcYCUQJNsBoqgdz++PxvB7oF85Bv3AOqn+MgMFIrhUpKGRkTvimlul2o//n/za26BhEOg/0/fSHcH75G1O+gf2Tn/wE//zP/wwAiIuLg6ZpuHjxIp588klUVVXhD3/4AwS6OUcQBDEvoAjACIPjONx11134r//6rxFtg6JgQkIC0tPT8b3vfQ/bt28Hx3E4fvw4vvSlL+HSpUvIzs7G4cOHwQdFZhmGgQ9/+MM4fvw4EhIS8PTTT+Ouu+6CKIpoeeG/EXv04M3PNdaJuG/9HysSLEJhpmmlxwbXtnO7YbQ0WhdzbS2AxzPyRJ63/s20gQXPhxhT8A4H5Lh46KIYYm7hNeLQdjkZredioQ2ERtylrBKRUyYjrUACL5CYdzNQ5MjMYVzrgFq+H9rh2kBaFWDVqEu87UNgGzeDOWLmcIaRBzNN6JfOQ6uugK/uVEj6Pmd3QN6yzYr2S1s04TFpjc8u8zU6KpKhNT67LOQ1HjAYaaz3C4KhBiMjGDQYyc3zC4P54OITwt547f/1v0OvO3XTcxLyliD2sa+FHXMiEYDx8fHo6+vDl7/8ZfzN3/wNkpOT0dfXh5/97Gd4+umnAQA/+tGP8OCDD4aMTRGABEEQ0QlFAEYYiqLg7bffRktLC7KyssL2EUVxRJTgxo0b8ctf/hK7du1Cc3MzDh06hG3btgXa33jjDRw/fhwA8Mtf/hI7d+4EYBVGdp47jcmowKy/D9qRWihluydx9gSfwzDAglNogyPvhte+C4nEsx7D653cE5vmxGrnCcIIZ1krus4W/viwx5CkkIu20S6sFQDxO4GVBsO1Uz40VWjoOmeJk13ndHSd06HEccjeLiN7uwJ7UvSm5RLRC2MM+oWzUA/sg37+TEibkJkNZectsBVtRlJq2oLcPI6G2dcH7VANtNpKmNe7QtqEvCVWtF/hBnCSPEczJAiCIEIMRjZtBeA3GGlpDgiCelPDOAYj8UGOw/kQsrJh9nRPSvwDEBhfzF86qfN7e3vxxBNP4Jvf/GbgmNPpxLe+9S2cPXsWb731Fl599dURAiBBEAQRnZAAGGGsXbsWR48exaFDh0YVAD/72c+GTRFes2YNcnNz0djYiDNnzoQIgH/84x8BAFu3bg2IfwCgHT86lM4wCdSqcsilu0ZNI2WGESZVNkztu+DHQUIe1EkKeBNFFENq3UEUAVWF2d83osg+AEAQIeYvhbR2HcSCDeBHuZM7U/ACh0UbZCzaIGOg00BzlYaWag1aP4PqYrj0PyouvaMidY2InDIFaWtFcDxFBRIzC1NVaEcOQq3YB/Pa1aEGjoNUsAHKjt0Q8paA4ziq8eeHMQb98kVoNRXwnToR6tJrs0Eu2gqlpBRCRubcTZIgCIIYE06SIeYvDRHgAgYjjfXQmxqGGYz0jjAY4aZoeqVWlU9aAFQUBV/60pfCtt1xxx146623cObMmbDtBEEQRPRBAmCEcfToUQBAW1vbqH3GMvlIT09HY2PjiDSYwei/HTt2hBz3HT00yZlamNeuwv38rwBBDCvsQdPGH2QqSNJIswrbeCYWQf2k0etnMY8HvnN1lonI2TOWGGno0C+dh37pPPDGq5YYuK4Q4tpCCEnJM/tahxGTKmDVPXYsv9OGqyetqMAbF3WAAZ11OjrrdNgSOWRvV5BdIsOWQFGBxPRidt+AWnkAWm2lJdj74ex2yNtKoWzfCT5p9ALlCxFzoB/a4VpoNVUwO6+GtAnZuZbT+voicIoyRzMkCIIgpgIfnwC5IAEoWA/AuhludLTDaKwPRAkGbpaZplWXegr4Th4H+5RvzGva0Vi5cuWo5oOLFlnlJii1niAIYv5AAmCEIUkSfD4f3GNE5Y32RQ1Y6cEAoA+rXdfVZaWVZWSEGn2Y4aLcbhLfiWOTP1mSxzCqCBLswh63zWgBfM5uh7xxM+SNm8F0H/TLF+E7fQq+upNgrl7ANKFfvgj98kXgtVfAL860HIXXFUJYnDVrkYGCxGHxJhmLN8no7zDQVKmhtVaDz83g7Wa4+JYXl/7kRdo6CTllMlJWUVQgMXkYYzAarkAt3wffqeMhJjd8WjqUst2QN20lASuIwHtWXQHfyWOhtUVlGXLRFsjFZRCzyAyFIAhivsEJAsTMLIiZWcB260a86XbDaG6EXn8J6l/emdoTGDrYQD+4hMSbPnUyewqCIAgieiEBMMIoKipCbW0tZs2bZRpqcHGOGHBxccNq4I3jQDso6kVJOiAnSpBWroG0cg3YvZ+E0dIMX90J+E6fhHnVcmwz21qhtrVC/fOfwCUkBhyFxSXLZu11xi4SsOYTdqz8qA0dx3xoqlDRfcUAM4GrJ324etIHezJv1QoskaHEUVQgMTGY7oPvxDGoB/bCaG0OaRNXroGyczfE5avA8bSmBjE9bviOHIRaXQnzantIm7A4C3JxKeSizZYjN0EQBLFg4B0O8CtXQ8zJm7oACICFEek8QZH5Npttys9BEARBRD8kAEYY165dm5FxU1JS0Nraivb20E3oVOuOAIDjs5+HtHzllMeJFjieh5iTCzEnF/Y7Pgqj85qVJlx3yir0zBhYTze0iv3QKvaDs9shrl5nRQeuXA1uFi7CBIlD5lYZmVtl9LUZaKpU0XpQg+4BPNdNXHjDi4tveZG+3ooKTF5OUYFEeMw+F7TqSqjVB8D6+oYaJBnylm1QynbdlCvtfIcxBqOpEVpNBbTjRwCfb6hRkiBv2AS5pAxCdu6s1g8lCIIgIhBFAXh+YsZzY8A5YkYcG7zm53keiYk3Hx1IEARBzD9IAIww6uvrZ2TcDRs2oLW1FRUVFSHHxWUrYLQ0TX5gWYaYnTPF2UU3QmoahN23wbb7Nph9ffCdsdKE9QvnAd1n1RI8esiqtyiKEJettKID1xSAj4ub8fk5FwtY+0kHVt1jR9sRDU0VGnobrajAjmM+dBzzwZHKI6dURlaxDDmWIrgIQG9tttJ8jx0BjKHIAi4xCUrpTshbt4N3TP0GwnyBeb3Qjh2GVl0Bo60lpI1Pz7CcfDdtAT8NN10IgiCI+QHH8xCXLod+8fykx+AXZ4b9Pq6trQVgmQRKk6gPSBAEQcw/SABcINxzzz146623UFtbi8rKSpSWlgIA5OJSqPvfC6njdTPIRVsofS0I3umEsm07lG3bwVQVvgvn4Dt9AvrZ05bbsq5DP1cH/VwdPNxLEHLyhuoGpqXP6NwEmUN2iYLsEgW9zTqaKjS0HdZgqIC708S5P3px4U0vFm2QkFOmIHGpQBFKCwxmmvDVnYRavg/GlUshbUL+Uig7dkNaWxg1qfuzgd7aDK26Atqxw4CqDjWIIqTCjVBKygIOyARBEAQxHHn7jikJgMr2HSOO1dbWoqamBoC1ByAIgiAIgATAiCMhIQE9PT3TPu7dd9+NwsJCnDx5Eg8//DC+//3v484774SQkgo1KxdKc8OkxlW275zeic4jOEWBXLAecsF6MMOAXn8Zet0pq25g93WAMcsRrrEe3rdfA5+aDrlgPWzby8ASZ9ZROD5bRMEDIlbfa0fbYSsq0NViwNSBtsM+tB32IXYRj+xSBVnbJEgOigqcz5geN7TaamiVB6y1OYggQtpQBGXHLWRQEQRTVWjHj0CrqYTR3BjSxqemWbX9Nm8DHzN6cXWCIAiCAABpTQG4+ASwSRjzqeAwkJ6JTP9jl8uF119/Hf/0T/8Exhjy8vLwyCOPTOt8CYIgiOiFBMAIY82aNaiqqpr2cUVRxC9/+Ut87GMfQ2trKz7/+c9DURQoioIEZuD3d96OJNvNuXYqt34QwuLM8TsS4AQB0rIVkJatgO2jH4fZ3gbf6ZPw1Z0MGCqYnVfhff9dtL7/LjhnHKS1BZaJyLIV4GYodUO0ccgpU5BdKqO3yQhEBZo+oL/DxNlXPDj/ugcZRRJyShUk5FNU4HzC6LwKtXw/tMM1gKYFjnOxTsglZVBKdsxKmnq0YLS3Qq2uhHb0IOD1DjUIAqSC9ZaT79Ll9DdCEARBTBhOEOC4/0EM/OfPb7oW4BP7KvGn515CTEwMJElCb29vwEhw6dKleP755+F0Omdi2gRBEEQUQgLgAiIvLw979+7FD3/4Q7z99ttob2+HoihYX1wM9eP3g9v/F7CB/gmNJW/fAduHPzLDM56fcBwHYXEmhMWZsH3wDpjdN+Cr89cNvHwRME2wPhe0mkpoNZWAolgOxOsKIa5aOyN11ziOQ0KuiIRcEavvtaH1kOUg3N9uwvQBrbU+tNb64MzkkVOmYPFmGZKdRI5ohDEG/cI5qOX7oJ+rC2kTMrOglO2GtHETOJHqBQEA82nwnTwOtbrCMvkJgk9OgbytFPKWYvC0wSIIgiAmibRiNRx/9Tm4X/xNSN3dUeE4NKwuhM2lIRc8Ojs74Xa7kZqairVr1+Kuu+7C/fffT+6/BEEQRAgcY5Ms/kbMCF1dXXP23Mb1Lnjf/CN8dSdHvQPJJ6dAueV2yNu2U5TLDMCpXsiNDeiurYJ2ri60phgA+ItFD0YH8olJMzYXxhh66g00VahoP+qDGXQ9KsjA4s0ycspkxOdE732ExMRECIIAwzDQ3d0919OZUZimQTtyEGr5PpjXOoYaOA7SukIoO26BkL90xv+uBUFAYmIiuru7YRjGjD7XVDCudUCrroR2uBbM4x5q4HlIawsgl5RBXLYSHB/Z6fELaY1HAtGyvucTtMZnF1rjM4vecAWet18fUYc3GCE7F7YPfwTSytWzOLNQUlJS5uy5CYIgiMlDAmCEMZcC4CBmbw+02iroVy6B92ngJRlCcjJQuBHi8lURv+GNZoIvrHWvF/qlC/DVWanCrK9vZP/M7ICJCJ+xeMbEG23AROtBq1bgwNVQcTguW0BOmYzFm2WISnSJwgth42h234BaeQBabVWokGWzQ9m2HXLpTghJM1tzMphI3jwy3QffqRNWtN+wzReXkAil2B/tF58wNxOcBAthjUcSkby+5yu0xmcXWuOzg9HRDrWmEkZbCwRdB2+zQcpYDLZxM8SsnLmeHgmABEEQUQoJgBFGJAiAwdCF9ewy2oU1M00YTQ1WqvDpkzA7r444l09MttKE1xZAzF86I06tjDHcuGRFBXYc94EFXfuLNmDxFhk5pQrisqLDJXa+rm/GGIyGK1DL98F3+kRIRC+fmg6lbBfkzdvAKTdX93M6iMTNo9HVaaXcH6oJLYPAcRBXr4VSXAZx1ZqovPkxX9d4pBKJ63u+Q2t8dqE1PvtE4honAZAgCCI6id7cPYJYQHA8DzFvCcS8JbDfdQ+Max3wnbbqBhpNDQBjMLuvQy3fC7V8LziHA+LqdZDWrYe0YtW0CT0cxyF5uYjk5SLUPhMtNRqaKzW4u0zoXqCpXENTuYaEPAE5ZQoyiiQIcnRFBUYzTNfhO3EUavk+GC1NIW3iytVQynZDXLk6KoWs6YYZBnx1J6FVV0C/eD6kjYuLh7xtO5Rt28EnJM7RDAmCIAiCIAiCIKYPEgAJIgoR0hZBuHURbLfeDtPlgu+MFRmoXzwPGDqY2w3fkYPwHTkIiBLEFSutVOE1BdNmVqA4eSy93YYlH1Bw/YKOpgoNV0/6wEygp8FAT4MbZ17hkLVNQnapAmdGdEQFRiNmXx+0mgqoVeVgfa6hBkmGvHkrlLLdENIXzd0EIwjzxg2otZXQDlaHvlccB3HFasglpZBWr5uRCFqCIAiCiAZefPFFfOUrX0F2djaOHj0619MhCIIgpgkSAKOA1NTUEcc4jkNMTAxycnKwbds2PPLII1i5cuWoYzz++ON4+eWXw7Y5HA5kZ2ejpKQEn//857F69dwVFSZuHj4uDkpxKZTiUjCvF77zZy1H4bOnwTweQPdBP3Ma+pnT8HAchLwllonIuvUQUkaurZuF4zmkrJKQskqCt9dES7WG5ioVnhsMuoehYZ+Ghn0aEpdaUYGLNkgQJIoKnA6Mthao5fugHTsM6EMuLVxCIpTSnZC3bQfviJm7CUYIzDCgn6uDWl0B/fxZIKjyBed0Qt5SAnnbdgjJlNJEEARBRDaMMbz++uvYs2cPTp48ia6uLvA8j7S0NKSlpaGoqAjFxcXYuXMnnORQTxAEQQRBNQAjjHA1AAcFQIfDgZgYazNvmiZu3LiBwf8+SZLw1FNP4cEHHww77qAAyPM8kpOHCv4PH0cQBDz99NP4zGc+AyAy647MZ6aztg4zDOhXLlkmIqdPgvWM/P/j0xdBWlcIaW0hhKycaUsNZSZD51kdTRUqrp3WgaBPGSmGQ1axjJxSGTFpcxtlFY3rm5kmfGdOQSvfB/3yxZA2IW8JlB23QFpXGLERbLNZP8rs6YZ2sBpqbRVYb09Im7h8JeTiUkhrC8GJ8/deWDSu8WiG6qPNPrTGZxda47NP8BpvaGjAQw89hKqqqkC7KIpwOp3o6+uDHnQz8JlnnsEDDzwwqed866238J3vfAcZGRnYs2fPiHaqAUgQBBGdzN9dzzzksccewze/+c3AY1VV8f777+Mf/uEf0Nrair/7u7/Dtm3bsGzZslHHyMzMHBHK7/P5cODAAfz93/89Ghoa8K1vfQvb1u2GzZOKDq4XkizAnsTDlsXAixS5FS1wggBp+UpIy1eC3XMfjLYW+E5bjsJmWysAwLzaAfVqB9T33gUXF+93FC6AuHTFlEQRjueQtlZC2loJnm4TzVUqWqo1eHsYfAMM9e+pqH9PRfIKETllMtILJVpb48A8HqiHqqFV7Id54/pQgyBA2rAJyo7dEeEMONcw04R+/izUmkroZ06FRvs5YiBvKYZcXAohNW0OZ0kQBEEQo8MYQ6PPQKtugDd7YRcFLJZEfP2xx1BVVQVBEPDoo4/ioYceQn5+Pnieh67rOH/+PN5//3288sorU3r+u+66C3fdddc0vRqCIAgiUiABMIpRFAV33HEHEhIS8NGPfhS6ruOll17CP/7jP97UOJIk4QMf+ACeeebH+L9/82/4wLLP4OJ/xgLw+P/5ny+OQ/Z2GTllCmwJZCIQTXAcBzEzG2JmNuwfugvG9S746k5BrzsJ/colgDEwVy+06nJo1eWAzQZp1RpLEFy1FpzdPunntifyWHGXHcs+bENnnRUV2HnWigq8fkHH9Qs6ZCeH7BIZ2dtlOFIiM3JtrjA6r0Gt2AftcC2gqoHjXEws5O07oJSUgY+Ln8MZRgamywXtUDXUmkqw7hshbcKSZVCKSyEVbAAnSXM0Q4IgCIIYGx9jOOjRUO7W0KL7IyxdQ9fi/Je+huXJ6fjkiiX42mOPhZwriiLWrl2LtWvX4stf/jI8Hg8IgiAIIhgSAOcBxcXFcDgccLvdOH/+/PgnhMHQGPhjq/HVsp+P2kd1MVz6HxUN+1Vs+kIMklfQRjpaEZJTIOy8Bdh5C8yBfuhn66zowPNnAZ8GeL3wHT8K3/GjgCBAXLrcEgPXFkzaFZUXOKQXSkgvlOC+bqC5UkNztQatj0HrY7j8rorLf1aRssqKCkxbJ4EXFmZUIGMM+sVzUMv3QT935v9n7zzD46rOtX3vOqNebLn3XuWKe8Wmh0AgiUkInAAhIQHSOElOzgmpp/BBEpKQBAKhE0oIJqEaG7CxJVvuuPcmWW6Sra6Z2W19P0ZlRho1S1ax131dvqyZ3dbMLI32fvb7Pk9UFZvWpx/m3AWYE6dc8mKW8Dycg/ux1mVh79oOnlezTImLw5g6Hd/02Wi9enfgKCUSiUQiaZpi1+OJoopa4S8GyUOGMvnHD1LoOhQ4Lhl6wzdN42LcvJ08eTJ5eXn84Q9/4Prrr+ePf/wj7733Hrm5uVRUVLB582YGDBggQ0AkEonkIkUKgBcZ5+PH4rmCzU9WcHZv8+wgnQBs/HMF0+5LJH2YnEJdHTUhEXPqdMyp0xG2hbN/X9g3cNcOREU5uC7O/r04+/cSePPvaP0G1PgGqr16oygtF+niu2mM/Gwcw6/zc3q7TW6Wxdl94arAwj0OhXscfCnhitP+s3zEpV0aFafCsrC2bCC05hO80ydrFygKxthMfHMXog0Zel7v+cWEV16GtXE9Vk4W3tlo31Rt4OBwtd/EySiG2UEjlEgkEomk+ZR5Hr87V06h6zW9MlCi6Tx6rpx/75ZEutbyc6SioiIWL17MoUOHME0zplgokUgkkosPqd5cBKxbt47KykoABg4c2OLt975dSeFep+kVI/Ac2PxkBQt+noQRf2mIM5cCimGGE4LHjkd4Hu6xI7W+gYUFALjHc3GP5xJc9g5qt+5VvoGZaIOGtDhERNUUek8y6T3JpKIgXBV4PMfCKheESgQH3w9xcFmIHmN1BszxkTFGR1EvPvHLKy4itHY1Vk42oup3GQC/H9+0WZiz513yCbVCCNzDBwnlZGFv3wZuxHeWz4855TJ8M+ag9enbcYOUSCQSieQ8eKG4stniXzWlnuCpogp+2C2xxTcGH374YRISEnj++ee54oorMAyDEydOkJqa2qL9SCQSiaRrIQXALkxkCEg1t9xyS6Pb5OfnM2bMmJrHOiY/nfMW8WZyi49vVwqO51gMvtzf4m0lnR9FVdEHD0UfPBT/Z27EO32qJlHYzTsGgHe2kNDqjwmt/hglIRFjzDiMcZnoI0a1uPoqIUNj1I1VVYHbbHKzQpw76IKAMzsdzux08KcpDJjto98Ms8v7UAohcI8dIZS1Cnv7p1Htq2r3DHxzFmBOnY7iv7R/v7zKCqxNG8LVfmdORy3T+g3AnDkn3A7t83XQCCUSiUQiOX/ybZc9VstuxFeT57j8+2N/YnK3NCZPnsyoUaOaJQYGg0HeeustMjMza57r06fPeY1BIpFIJF0HKQB2If70pz/x3HPPAeB5HufOnUNEeIP94he/YMKECY3uw/M8CgoKah7PH/KF8xL/qjm2xmLQAt9FWZUlqUVRFLRevdF69ca/6Cq8kmLsXTuwd23HObgfXBdRUY61MQdrYw4YBsbI0RhjM9HHjENNSGz2sTRDoc9Ukz5TTcpPueRmW+Svt7ArBcEiwf53ghx4L0iP8QYD5ph0H9m1qgKF42Bv30pozaoaIbUafcQofHMXoo8c3eJqyouJGnF0XRb2tq3g2LULTRNz0lTMmXNk6rFEIpFIujxZlaGmV2qEA8lpvPDd7wKQkZHBzTffzP3330+PHg2n3V9++eVR4p9EIpFILg2kANiFqKysrGn1jSQ1NZW//e1vTJs2rcl91DXzXf+Hcs7uP7+7jgCVBR4leS6pA+VUupRQU1LxzZqLb9ZcRDCAvXd3uDpwzy4IBsG2w63DO7eDoqANHlrjG9iSVtbEXhpjbo5j5PV+Tm61ycsOUXTYRXhwepvN6W028d1V+s826TfDxJfUeUUzr7wMKyeb0NrViNLS2gWGgTllGr45Cy75sAoRCIQ9EHOy8U6eiFqm9umLb8YczMlTUfzSq0gikUgkXR8hBJuCdtMrNkL/xVexNSmJYFkZBQUFPPHEE7z++uu8/PLLTJ48OeY2zblmkEgkEsnFh1RtuhA/+MEP+OEPfwhQk/j7m9/8hg8++ID777+ff/3rX/Tq1atF+wyWtMxvJBYFux00U8GXpGAkKJd8QMGlhuKPw5w4BXPiFITj4Bw6UBsiUlIMVd5t7uGDBN9aitq7T61vYN/+zZovmqnQb7pJv+kmpfkuedkh8jdYOEGoLPTY968g+98J0mtCuCowfbjeaeaheyKfUNYqrC0bwakV25WUVHyz52POmIUan9CBI+xYhBC4eblYOVlYWzeHU6ir0Q3MiZMxZ85BGzCo03ymEolEIpGcL0IIQgJKPY9zrkdANC+EryEUXWfjzl3s27iBp556ig8++ICzZ89yxx13sH79evwxrES6d7+0fYUlEonkUkUKgF2U+Ph4Jk2axAsvvMAXvvAFVq9ezT333MObb77Zootk0fLQ4HoceDfIgXeDACga+JIUzCQVX7KCL7nO/xHPaz7kBf1FhqLr4dbfkaMRn/si7vHc2hCRU+FUW+/kCUInTxD6cBlKahrGmPFh38Chw1E0rcljJPfVGPvFeEbeEMfJzRa52RYlx1yECye32JzcYpPQo6oqcLqJmdj+VYHC83B27yS0ZhXOof1Ry7RBQ/DNWYAxfkKzXu/FiggGCW1ej7UuCzf/eNQytWcvfDPmYEyZhhof30EjlEgkEomk+dhCUOYJSl2PUk9Q6nlRj8u82uet1ml+9dBNk/nz5zN//nzuu+8+XnvtNU6cOMHHH3/MtddeW2997RI+/5BIJJJLGSkAdnFUVeXhhx9mzpw5ZGdn8+abb3LTTTc1e3sjQYHCthuPcCFYLAgWN60saiY1wmCUYJgULRyaSQqaIYXCroaiKOj9B6L3H0jcNdfjFhbUhogcPQxCIIqLsNauxlq7GvxxGKPHhqsDR41uss1T9yn0n+Wj/ywfJXkOuVkWJzZauBZUnPHY+2aQ/W8H6TXJYMAcH2lDtAsuOItggNCGHKzsT/DORvxiqSrGxCn45ixAH9DypO6LCSc/jzNvvUHp2jUQivA90nSMCZPwzZiNNniovDkgkUgkkg7HE4LyKtEuLN4JyiIEvtIqga/ME1S2spKvNcRHeCHffvvtvPbaawAcPHiwo4YkkUgkkk6IFAAvAoYOHcrNN9/Ma6+9xv/93//x2c9+Fl1v3kfbfaROybHzLwPUfDD1ngScIIRKPUKlouZ/q6z2sWvV39a1wu2blYUAjY/BiFcwkxqrKKwSCxOVLhUIcSmhdc9Am78I//xFeOVl2Lt3hkNE9u0NhzwEA9hbN2Fv3QSajj58RFgMHDseNTml0X2n9NcZ/yWdUTfGcWKTRW5WiLJ8D8+BExttTmy0SeylMmCOj77TDIz4tq0KdAsLCGV9grVxXZSopSQkYs6cg2/mHNSU1DY9ZldCWBbWp5uxcrJxc49GLVO7Z2DOmIN52fQWhcVIJBKJRHI+CCEICFEj3kWKeXXFvXJP0BpZTwWSVYVkVSVZU0hS1ajHyarKW2UBDtnnfy7eX9eIjwgOS0iotRUxTbMVo5dIJBLJxYYUAC8SvvOd7/D6669z9OhRXnnlFW677bZmbTdgjo9DK0Kc79lNv+km3YYbTa7nhEQ9gTCWUBgqFYgYtoR2pcCuFFScbsKzUAEzUanffhxDPNTjpF9hR6EmJuGbNhPftJmIUAj7wF6cnduxd+9EVFaA6+Ds3Y2zdzeBN15FGzAoHCIyLhOtR8M+l0acwsC5PgbMMSk55oarAjdbeDaUn/LY/Y8Ae/8VoM8UkwFzTFJTz/+0XgiBc3A/odUrcfbugog7/2rvvvjmLsCcNBXFaPr342LFPXWSUE4W1qYNEAzULtA0zPETMabPQh82Qv4eSiQSiaTVhCLbbiOq8+q245Z5gvOPvwMFSFCVWiFPVUjWVJIiH6sqSZpCvKKgNvE3blGCn0PFFec9nnnx0SJfdfUfIJN+JRKJRBKFFAAvEoYPH851113H22+/zW9/+1uWLFnSrLt+cekqPcfrnN5+fqdCA+b6mrWe7lPQMzQSMhpfT3hhoS9UFi0UWmUxhMMKUV+4FGCVCawyQVl+42KhqlNbVRirurCq/diXrKL7pEBxoVB8PsxxEzDHTUC4Lu7RI9i7tmHv2lHTRuvmHsXNPUrwvbdQM3rUhogMGISi1q/mUxSF1EE6qYN0Rt/kJ3+DTW52iPKTHp4Nx3MsjudY7BlgMeKKFAbObL7PnLAtrC2bCK1ZWeNrWHVQjLHjMecsCPsZXqKilrBt7O1bCeVk4x45FLVMTe+Gf+Zcelx5NWWewHXbwIRUIpFIJBctTrWvnudR6kb76JW5ka25HqFWduDGKYSFuypBL1mNqNjTaoW9RFVBa8O/8eN8Ot00lbNuy4P54hWFKXEmtm2zZ88ennrqKV599VUAJk+ezIwZM9psnBKJRCLp+kgB8CLiu9/9Lm+//TbHjx/nxRdf5K677qq3Tn5+PmPGjIl6zi9S+PdZz5Ma16NFxxt+nZ+k3m1rIqyoCmaigplIk/v2XIFV3kRFYZVw6ARibO9AsEgQLGqGX6GPBisK6/oXqvqlKfy0BYqmoQ8dhj50GP7rb8I7dQJ71w7sndtwj+cB4BWcIbTqQ0KrPkRJSgqHiIzNRB8+Mma1nRGvMmiBj4HzTYoOu+RmhTi11cZzoCjXYv3TBWx+SaH31HCCcEr/2F+LXkkxoezVWDnZ4SrFavx+fNNmYs6ej9bt0k3Vc8+cxsrJxtqUg6isrF2gqhhjxmPOnI0+fBS6YaCnpEJRUYeNVSKRSCQdhycEFVV+elEVexGCXlnV44pW+uoZUL86r0bcq30uSVMxO+jGnaoo3JYSzx/PlbeoMtFzXT769+/wz80bKC4uRkS8V5mZmTz//POoMW6SSiQSieTSRQqAFxGZmZksXryYDz/8kN/97nfceuut+P3+qHU8z6OgoCDqOZ+vlOd2/4ivT3qUeDW1WccastjHsKubV/13oVA1BX+Kgj+l6ZMb1xKEyupWFNYRD6vEQs+OsX0IKgs8KgugSb/CBKVe4nHdikJfsoKZIP0KG0NRFLTefdF698W/+Gq84qKaEBHn0AHwPERZGdb6tVjr14JpYowcE04UHj0WNT6h3v7Sh+qkD9WxbvY4vt4iP8el7KSNExLkZVvkZVukDNQYMNuk9xQT3afgHDtCaM0q7O1bwau9O692z8A3Zz7m1BkodX7PLhWE42Dv3Ia1Lrte2rGSmoZv+izMaTMvaf9DiUQiuRQQQhAU1AvGiNWKW+4JWl7rVosKNeJdUp3qvLrtuH6FLlGRP8zUuTM1gWeLK4hxGloP4brk/el3nMvJprKykri4OHr16sX48eO57rrruOGGG6T4J5FIJJJ6KEJ0YGSVpB6FhW0YydtCAkUe+98OcHJLuDoqFkl9VIZc4afvZRenqbAQoibQJFbbcaRQaJXF9itsLopa7VdYKxD6UzTSeiXg6kGMRGqe1/1d4wS2vfAClTh7doWrA/fuik6TBVBV9MHDwr6BYzNR09Nj7ic1NZXCfRb7VpSQu7ECEaHtaoZLj/i99Ah8TIJ6uuZ5ffhIfHMXoI8aG7P9+FLAPVsYrvbbmIMoL6tdoCjoo8bgmzmnwfdH0zTS0tIoKiqSLcDtQFpaGpqm4bouRbLq8oIj53f7I+f4hcUS0cEY5ShYhsmZikpKXLeqWi8s8DVHuGqMBEWpCcaoab/VIoS+qscJzfDV66rk2Q7vlAfZHXIatOceYepcm+hnmNlxdRzdu1+6HQ8SiUTSlZECYCejIwXAaqxyj+M5FucOOghbQzdV4rtpZEyCtCGaFKKqEF7YhzCmT2GdYBO7onW/ZqpBROtxnbbjOqnImnlpfT7CsXEOHsDeGfYNFGWl9dbR+vQLVwaOzUTr07dmDkdeOJ7KPUve6nJyP6kkWBld0Zek5tJ3eBH9bhiOOaBPu7yuzoZwXezdO7DWZeHs3xu1TElOxpw2C9/0WahpscXWaqRA0r5IcaR9kfO7/ZFzvOW4Vb56ZXWq8+o+LvU8gq28SvArRCXfJmnRQRnVybhJqoIuzy9rKHRc1gYsjtsurqbh1zT6mDpTVEEvvW3td84HKQBKJBJJ10QKgJ2MziAARiJPrNsGzwkHm9RNPI6sKAz7FwqcVp5t637qCYP1BMOkcDuyql1cJ9vC83DzcsMhIjt34J05VW8dJS29JkQkY/JUdNMkcOwoBe+9hbV5I8J2KPGGcsq9jHPeaMLNRmGMeIW+000GzDZJ7NXxJ+DtgVd0jtD6tVgb1iJKo8VVfeRozBlzMMaMQ9Ga935IgaR9kd/h7Yuc3+2PnONhPCGoFKJeMEa1r15kO26FJxqsLmsOemRYRiOtuEmqik9anbSazjjHpQAokUgkXRMpAHYypAB4aaNpGolxKZzOPUeg2GlQKKyuOGyoVbtZKGBW+xXW8SesG3hiJChdsvLTLTiNvXMH9q7tuMeOQJ2vO8X0ocb5cUtKop7XBg7CN3ch7oBM8je45GaHCBZFb5s+TGPAHB89JxhoRtd7bxpDeB7Onl2EcrJw9u6Oet+UhETM6TMxp88+r9ATKZC0L/I7vH2R87v9uZjnuBCCUISvXlmdoIy6ybit8dVTgMQIQS+5gSTcVEOnb3o6xcXFco63E51xjksBUCKRSLomMgREIulkGH6VhAwNf+OdlGG/wkCdMJNYFYal4bTkerf7BVjl4WVlJxq/bFA08CU13npc/VjzdR6/Qi2jJ9rCnvgXLsYrK8XevRNr21bcg/vCISJWCNeq9Q9UklMwL5uOb84C1KRkAIZdbTD0Sh8Fux1ys0Kc2eWAgHMHXc4drMRMVOg3w6T/bJOEjK5dFeiVFGOtX0dow1pEcfRFhj50BObMORjjMlF0+adDIpFIzhdb1PrmRSXh1m3F9TysVt6mj1eUesEY1am3kWJfoto8Xz1NVTvN33iJRCKRSCQtQ17FSSRdFEVRMOIVjHiabEcVXljoa0gsjPQvtCvrX20IF4LFgmBx03f7NZPYrcdJ9ROR27NyToRCuKdOhCsBvdiCpygtIfTRckIfr0AbOLiqVXg8WkZPeowz6DHOIFDkkbc2RN5ai1BJ+H09/GGIwx+G6DZSZ8Ack56ZRpdprxaeh7N/L1ZOFvbunVHvjRIfj3nZDMwZs9EyenbgKCUSiaRz4wlBeWTqrRcdnhHprRdoZfONWdWCWzcoo261XpKqYEix7qJDCMFbb73F0qVL2b59O4WFhaiqSo8ePejRoweTJ09mxowZzJs3j6SkpI4erkQikUg6EbIFuJMhW4AvbTpD+5hri0YDTSJ9DF2rdccy4pXYrcc1wmGVWJiooJyHj5AQAufgfkJZq3B274xqZVV79yH9qutImjaTwJGDnFu3FnvXdkTRuXr7UXv0whg3HmPsBLT+A1BUFc8VnNlpk5tlUbjXiaqwNJMU+s8MVwXGd+ucVYFeWSnWhnVY69finTsbtUwbPBTfzDkY4yeiGEabHrczzPFLCfkd3r7I+d3+XMg5LkRYrKsbjBFL3Ctvpa+eCvWCMSIfRwZndKSvnpzj7U/kHD969Ci33347a9eurVmu6zpJSUmUlZXhOLXeMH/4wx/40pe+dEHGJFuAJRKJpGsiKwAlMSk97nLukMNxUYTh04jrppEwSFxyCbOXIpqhEJeuEJeuNrmuE6rfbhxLKAyVCkSMoju7MlxxWHG6CeciBcxEJaY/YV3xUI9TwLGxtmwilLUK7+SJiP0o6GPG4ZuzAH3YCJLS09E0jbhRY4nv2Qdxw824J/Jxdm3H3rkd98RxALwzpwh9fIrQxytQkpMxxozHGDeBnmOH02tCIpWFLnlrLfLWWVhlYQH10PIQh1aEyBitM2COj4yxeodXBQrPwzl0AGtdFvbObdGVkP44zKnT8M2Yg9ard8cNUiKRSC4wIa9+MEasdtwyT9BKq10SYvjqRbbiVifjxivNa8GVXBp4QnDQcsh3PBSniDhdp4+h8eP77mPt2rVomsY3vvENbr/9dgYPHoyqqjiOw759+/j444954403OvolSCQSiaQTIisAOxkdWQHouYKTW2yOrQ5RfKT+XV0jPux1NnB+561q6upcrHfWhRcW+mIFmdQTDiti+BW2AEX1MCnDEGUYShmmUo6hB4kbnEFC5jDi+qXWVB1m9EpvtHLEPXcWZ9cO7J3bcY4crN867PNjjBqDMXY8+uixYMRxertNbrbF2X3Rl43+VIV+M036z/IRl9a0uNqWeBXlWBtzsHKy8QoLopZpAwZhzpyDOWEyimle8LFcrHO8syIrANsXOb/bn+o5HnIccs+eqxeMUep59ZJxQ608842LTMGNEZRRLewlqgraRSbqyTl+YQl5grWBEGsqLc649W+OVuQf59Drr3LjgL58/1vfbHRfgUCAuLi4CzJOWQEokUgkXRMpAHYysrKyGDVqVMxl9913H6+99hpLlizhj3/8I2+99RZPP/00u3fvJhQKMWTIEL70pS9x9913o6r1BYbi4mLeeecdVq5cyYEDBzh58iSBQICMjAxmTZvD5wb+B9aJhCbHqJkw6a4Eeoxt29ZAiTyxhrAQHfYrbKSisEo4dAKtO5buV4hL1fGnqGjxXlRFYV3/QqxKnD27sHdux963G6w6/c+qij50OMa4TIyxmQSsZHKzLY7nWNgVEV+zCvQYV1UVOFo/r9bm5iCEwD1yiNC6LOztn4IbIUj6/JiTL8M3czZan34X5PgNIed4+yIFwPZFzu+2xROCiio/vaiKvQhBr1JRKHFcymKIJS3BgPrVeTWPo8MzzItM1GsJco5fOM46Lo8XVXCqGXM5yXP5do9UeuvNuyF/4MABZs2aBcAHH3zA5MmTG1z3W9/6Fq+//jqzZs3iX//6FwC5ublMmTIFgM2bNze6vUQikUg6L7IFuJOxePFiHn/8ca6//vpG1/vRj37EM888g6qqJCUlEQgE2LVrFz/5yU/Yvn07f/rTn+pt8+STT/LII48A4RO4amPgUyfOMLToeiyjafEPwLVg818qmPrNBDJGSxFQ0raomoI/RcGf0niVnHBdglu3Ub56A8HjxVgiCVskYpOIk9wPJ6U/tkiqEQs9u/4+nKCg7JRN2ammx2UkKPiSR+FLGoM5TGC4xehlx9HOHMIIFWB45Rj7j2Ps34/y5uto/fozeGwmQ+/LpOBUd3KzLIoOuSDgzA6HMzsc4tIV+s/y0W+m2eTrbS5eZSX25vWE1mXjnYl+YVrf/uFqv0lTUXy+NjmeRCKRtAQhBEFBvdbbshituOWeoDWyngokNVCdV7cd1690ngR7yaVHievxu3PlFHnNq8soUzV+f7acB7olktEMEXD48OHMmjWLtWvX8sILLzQo4BUXF/P2228DcPvtt8dcZ+PGjVIAlEgkki6KrADsZCiKQnx8POvXr6dXr15Ry6orAFNTU6msrOTBBx/k1ltvJSkpiXPnzvGrX/2Kl156CYClS5cyd+7cqO1feOEFTp06xVVXXcXo0aMxTRMhBBueP8PZTS0XA3Q/LPh5MmZi+7YzXszIO+tN41WUY+VkE1q7BlFSXLtANzCnXIZvzny03n2jthFC4ASp13asWCbBUo9AkUP5WYtQWXh5LL/C5uNiUBFuPa5qQTbjXOL6pqD06EtJaQqFe13cUO0Wigo9Mw36zzbpPrLlVYFCCNxjRwjlZGN/ugWcCLXTMDEnTcGcOQe9/8DWvLA2Qc7x9kVWALYvl/L8tkTDqbfV4l61t16M+zEtIkFRaoIxuvt9pBoGyZqCEQrVVvBpCgnSV6/NuZTn+IXkD+fK2W+13HGyr67yo25JzZrnb775Jl//+teJj49n165dJCYm1lvnqaee4j//8z9JT09n+/bt+KpuFkZWACYkJFBeXt7isUokEomk45EVgJ2MK664ghUrVvC3v/2NBx54IOY6xcXF9ZK90tPTefTRR9mxYwfbtm2LKQDGupPnhqBk5/lVAjlByFtnMfQK/3ltL5G0BPfUSUJrVmJt3hglcCnJKfhmz8OcMRs1of7JLISFdSMOjDgNetY+H0scEV7YhzCmT2GdYJOo1t4aNGySsUVyrZdhObCv6h8RF0wKIEB4cOpTm1Of2uhx0G24Ts9Mg4SeWk0qcqwAHhEMYG3eSCgnG+9kftQytXcffDPmYE6+DOUCeQBJJJKLG1eERbu61XmxqvWCrbyd7Kvy1YsMxoj1OElV0CPEDilyS7o6ebZzXuIfQL7j8YM/Pc7ktBQmT57MqFGjGqxk/cxnPkNGRgYFBQW88cYb/Nu//Vu9daoLCZYsWVIj/tUlPT39vMYqkUgkko5HCoCdjGoBcP369Q2u07dvX2655ZaYy66++mq2bdvG7t27m3W8/I0WTvC8hgpAbpbFkEW+C+ZjJrm0EZ6Hs3cXoTWrcA7si1qmDRiEb+4CjMxJKFrbhdIoqhL2AkwC+ja+X8+pDTapF2hSJgidswmeC2FVqLhejHb5GBfMTgBOb3c4vT36YkD3U+NPaOjBcPtx4WEMtwRTScBQemPqQeInjsA/azbawMGynU0ikdTDE4JKIeoFY1T76kUm41Z4ojWZTOjQZFBG9fM+eR4huURZU2k1vVIjHErtzgvfvReAjIwMbr75Zu6//3569OgRtZ5hGHz5y1/m97//PS+88EI9AXDTpk011w8Ntf8C3HXXXa0ar0QikUg6DikAdjJ++MMfAnDy5MkG15k4cWKDF/Y9e4bLmxq6C3706FGeffZZsrKyOHr0KPdO+TOjekw/7/EGznqU5LqkDpJTSdJ2iGAQa1MOoaxPolNrVRUjcxK+uQvQBw7uuAFWD0dXiEtTmpXqa5dUUrH9IJW7jhI4fAbLMrFFEjaJWCIRSyQTUrrheD7CpYHROEFwgh4VZyBsVz+46l8EFrAOzO0KvuQyfMlqTeJxTaBJRLCJEa9I8V4iuQgQQhCK9NWLkXwbmYzbGpcDBUisE4zRkMAXpyjyRoRE0ghCCLYEWycA9l24iLjkZAKlpRQUFPDEE0/w+uuv8/LLL9fz6rv99tt57LHH2L59O9u2bWPChAk1y1588UUAZs2axbBhwxo83rRp01o1XolEIpF0HFK16WQkJSVRVlZGZWVlg+vE8uyoRtfDH6nj1G8lePfdd/nGN75BKFRrPpYW37Peei0lWNK65D2JpBr3bCFW9ieENqyDYG1pqhKfgDlzNr5Z81BTUjtugK3ASIkndW4mqXMzEY6Dc/hgOFF41ydRXoZCQIk3mNPGPIqCQ/C8yCpED4NyNMXCFX5sEqgnFgqwysNJymUnGv/dVFTqJx5H/h/xvOaTBvkSSXtji1rfvKgk3LqtuJ6H1coW3HhFqReMUZ16Gyn2JarSV08iaSssQavb5xVNY/2OnezfuIGnnnqKDz74gLNnz3LHHXewfv16/P5aq54BAwawcOFCPvroI1588cUaAbCsrIx//vOfADFbgyPp3r176wYskUgkkg5DCoCdjF/+8pd873vfo62zWc6dO8f9999PKBRi7ty5PPDAA0yePJn1/8+msrB1Al7rAhMklzpCCJxDB8Jtvrt3hBWwKtSevfHNW4g5eSqKYXbcINsYRdcxRozCGDEK8bkv4ObnVYmB2/FOniBVO0KqdwTH8FHoTuCUexmVojegVvkLQmJPGDbXT8YYA88ipk9hZFuyXVn/O0V4ECwWBIubNnLXzNoW5CjBsE6FoZmkoBlSHJBIGsITgvLIoAyv4fCMQCvPBcwIX72kqmCMqMcRgp8hRT2JpN1pq1NowzSZP38+8+fPrwkNPHHiBB9//DHXXntt1Lp33HEHH330EW+88Qa/+MUvSEhI4I033qCyspL09HSuu+66Ro+ltaHtikQikUjaFykAdjLOnDlzQfb74YcfUlZWRmpqKi+99BLx8fEAGAkOFLZu32aCvGiQtBxh21hbNxFasyo6wEJR0EeNxTdvIfqwERd91ZmiKOj9BqD3G4A5cQrBVR9ib9sCto2uhOilb6CntoFy0Y9TzjTOeuPDdYCnYc8/guw3g/SeYjJgjkn30XqD75dri9g+hVWPrSrhMFji4cWI6HQtqCz0qCyEqCCTGBjxSuzW4ySVuDQN0TdECA89XsgWZMlFgRBhsa7cE5woryS/MkSx48QU98pb6aunQoNBGXUFPp8iK3clks5M0POq88BaRYJaa0Vy++2389prrwFw8ODBeusuXryYvn37kp+fz5tvvslXvvKVmvbfW265pcHwD4lEIpF0faQA2MlYvXr1Bdlvfn5YYBk2bFiN+AeQMUan5FjT1T8NoRqQ3E/eCZQ0H6+kmNC6LKx1WYiK8toFPh/mZTPxzZmP1j2j4wbYzgjHxt7+KaF1WbhHDkUtU1LT0PoPBCtE0uGDJKlLGSzeo8CdyCl3GgHRA9eC4+ssjq+zSO6nMWCOSZ+pJro/+qJfMxTi0hXi0hv3KxRC4Iaol3hc9/9qwTBWBbBdGa44rDjdUG1DWdULBDNRabDtOPJ/PU56iUnan5BXPxgjVjtumSeoNd4oafFxFCAhhq9eZCtuteAXr8gWXImkK1PmemwN2WwJWByy3VaLf4MMjbiIm2kJCQk1P5tm/e4JTdO47bbbeOihh3jxxRcZP34827dvBxoP/5BIJBJJ10cKgJ2M7OzsC7Lf5ORkAA4dOkQwGKzxA+k/y8ehD0Ln3cbr2bDm/8oYdpWffjNMVF1elEhi4+QeI5S1Klzd5taKzmq37piz5+O7bAZKXFwHjrB9cQtOY+VkY21cj6isqF2gKOhjxuObOQd9xCiUqrv6wrJwDuzF3rmdPrt30qs8hzIxsKoqcCwCndLjLjtfDbBnaSV9LvMxYI5JSv+Wfc0rioLuB92vkdCEDiu8sNAXqlNZWK/SsFRgVYj6JQ4CrLJwZWJZfuNfQqpObVVhA8Em1ct1n/wekjSMU+2rVycYI1ZwRqiVV+ZxCvWCMWI9TlIVNCnqSSQXLRWex7agzeagzX7LabXoF8m8+OiKverqP4DMzMyY29x66638+te/ZsuWLTz44INAOPxj6NChbTgyiUQikXQ2pADYyUhPT+fcuXNtvt8FCxagqipFRUXcc889/N///R+9e/dGS3Bwu59BPdPjvPcdLBLsfDXAwQ+CDL0yLARKDzAJgHBd7B3bCGWtwj16OGqZPnREOM13zLgaketiRzgO9q7tWOuycA7uj1qmpKTimz4Lc9pM1NS0etsqpokxNhNjbCbC83CPHsa/azupO1cSKnyXM+4kTruXERTdcS2FvGyLvGyL5F42AxYm0Weqr82FMUVVMBMVzERI6t14JbDnhoU+p1LBcOMpPFFKoNitqSSM9DB0AjG2d8LfNcGiZvgV+qBu4nFD/oXypsXFgScEFVV+elEVe3UEvTJXUNFKXz0D6gdlVAl6qbpOv9QUlIpy4hGYUtSTSC5ZAp5gR8hmc9Bib8ipZ57RQ1OZ4jeY6Df4a3ElBW7L78YnqQqT/Aa2bbNnzx6eeuopXn31VQAmT57MjBkzYm7Xq1cvrr76at555x3WrVsHNB3+IZFIJJKujxQAOxk/+MEP+PGPf9zm+x06dCj33nsvjz32GO+++y7vvvsuycnJBAIBErQ0fnH1m6T6WiYCjrzBhz9V4+CyIBWnPYJFgl2vBThULQTOlELgpYpXWYGVs5ZQdnTCLbqOOfkyfHMWoPXp22Hja2/cs4VY69dibViHKC+rXaAo6CPHhKv9Ro1BaaaxtqKq6EOGoQ8Zhv8znyPh1EmSdm2n/46lFOXqnHIv45w3BoFG6SmDna8E2fP3MvqMDjLw2gySB/ibPkgbo2oK/lQFrZtGWloC8YMsXDe2mOdaImYLcriyMNq/MKZfYQgqCzwqC6BJv8IEpcHW40gfQzNBkX6F7YwQgqCgXuttWYxW3HJPtMpMXwUS67TfNtSO62/EV0/TNNLi/RSFAg3Ob4lEcvES8gS7QuFKv10hO8IaIEw3TWWy32CK36CvrtV8l/xbSjy/P1dOjD9pDeI5Dsu+803e2LGN4uLiqADBzMxMnn/+edRGbrDecccdvPPOOwDNCv/oihw9epTBgwcDYYHzueee69gBSSQSSQcjBcBORqRvR1vz05/+lFGjRvH000+zZ88eHMdh8ODBXHvttVx+S0+2PhlCVDQvaXX4tX6GLPahKAp9phic3GJzcFmQ8lMewWLBrr8HOLQ8yJAr/PSfJYXASwX31ElCWauwNm8Au/Y0VklOxjdrHuaM2aiJSR04wvZDuC72np3har/9e6PSjZWkZMxpMzGnz0JL79aq4yiKgta7D1rvPvgXX01icRG9du2g4tM3OXEwhdPOVEIiDdc1yNtpkLczSHLicfpPsulzVT+M1M73eWimQnw3jfgm3hohBE6QBtuOo8TD8gb8CisEdoWg/GTj8pGiVvsVRguFZgzhUPfL4IXGsETDqbfV4l61t15LLoZjkaAo9ZNvqx4nRQRnJEhfPYlEcp7YQrA7ZLMlaLMjZGPVKTJOURUm+02m+A0GGlrMvw+DTJ2vpyXw1+KKZlkPCNvm2O8eoXjLJiorK4mLi6NXr16MHz+e6667jhtuuKFR8Q9g7ty5pKWlUVRUJMM/JBKJ5BJBEaKVvTCSNqWwsJWRvK0gVOpx4P0g+Rss3FDsdVIHaQy90k/PTKPeMuEJTm61Ofh+WAisxpeiMPQKP/1nSyGwKTRNqzkZ6yrVI8LzcPbtIbRmZVjoikDrPxDf3AUYmZNQ9M53vyEtLQ1N03Bdl6KiojbZp1d0jlB1tV9pdBiAPmIU5ozZGGMzm13t1xpEIIC1Zxdn1p4i/2B3zjnDgdrj6lTSs9sR+l2mkDpzBFq37hd8TB01x4UX9iGM6VNYp9rQrmjdn0XVIKL1OLZIWF11qJkX9jvxQszxWLhVvnp1q/NiVesFW3nW4VOoF4zRkMCnt7Oo1xW/w7s67TXHJWHkHA/jCsFey2FzwGJ7yK73vZakKkz0G0zxmwwxtGbfYDhpu7xXEWRb0I5Z1awAY3061yT6GWi07rxq27ZtLF68GICcnJwW+f91737hzxfaAlkBKJFIJNFIAbCT0ZECYDV2QHBio8W5Qw7YOrpPJT5do/tEr1mBAsITnPrU5sD7waiqGl+ywpAr/AyYbV7wi96uSlc6sRahENbGHELZn+AVnKldoKoYmRPDbb4DB3fqSqi2unAUnoezdzehdVk4e3dFV/slJGJeNgNzxuwOTTcWjk35tkPkrSzjRG5PLC85anmyepje3Q7Sa1oivvHj0fr2uyCfXVeY454THWwS5VNYp9KwoZslzUX303RVYVK4HVnVWv55tGaOe0JQKUS9YIxqX73IZNwKT7TK1F6HGh+9pEZacZNUFV8nbsXuCvP7YkMKgO3LpTzHPSE4YDlsDtp8GrSprHMJFa+ERb/JfoPhpt6qYJ9i1yMnYJFvu7i6jl9T6WMYTFJcuultcwPxvvvu47XXXmPu3LksXbq0Rdt2FQFQIpFIJNFIAbCT0RkEwEhac2ItPMGpbTYH3oslBPoYMNsnhcA6dIUTa/dsIVb2akIb1kGwNq1BiY/HnDEb36x5MUMsOiOtvXD0SorDImhONqI4ent96HDMmXMwxmWi6PUrZjsS13Y5veYkeVkhzp5JJ1xTEEannJ7aFnqm7Sd54kCMsZnoQ4a1WcViV5jjLcEJifpBJqX1BUOrTODVNYNqCQqY1X6FdfwJ6waeGPG1foV157gQglCkr16M5NvIZNzW+OopVPvq1Rf06ibhxilKp75Z0FwutvndFZACYPtyqc1xTwiO2C6bgxZbgzZlXvRlk1+BTJ/BZL/JKJ9+QaqOL8QcX7FiBbfddhuu6/LKK6/UVAI2FykASiQSSddECoCdjItJAKymWgg8uCxIWX4dIXCxjwFzpBBYTWc9sRZC4B4+SGjNKuxd26Mq3NSevfDNXYA5eRqK2TwPyc7C+cxv4Xk4B/ZhrcvC3r0DvNo5rcTFY142PVzt16PXhRp2mxI453FsRRHHN7pYwejPL0U9SC9tA+kJxzDHjAmnEI8cjeI//xCRzjrHLzRCCJyAoG7icSzh0CoXtKqcTgUlCUSigpesEkpUCCQISuM8SuMFFQkQSoRQArgmkfpvs4hXwqJeUt3qvDqPE1SlVRUwXZFLdX53JFIAbF8uhTkuhOCY7bIlaLMlaFFcR/QzgPFVQR5jfAbGBf6ea6s5fuLECT7zmc8QCARqrjeuvPJK/va3v7V4X1IAlEgkkq5J5zPlklx0KKpC70kmvSYYnN4Rrggsyw9f6O5ZGuTQilCNEKj7Lq2Lxc6OsG2sTzcTWrMS70R+1DJ99Fh8cxegDx91UVTuNIVXVoq1MQdr/Vq8s9FCvTZoCL6ZczAyJ6IYXUsEjUtXGbWkGyM+Lziz0+bYqkrOHggvK/GGUeINwyguo+f6zfTY/AZ+oxx92EiMcZkYY8ajJic3fgAJEA4FMeIVjHhI7NV4NaXnhn0IAyUeJSUeJSUuFaUelaUCq9TDKRWIcoFSDlog1g5AlAAlAjXfJQ6IA9JjrOoYYSHQTgQvCZREBS1JwUxW8CerJCSrJKWopKaopPo0klTlgl/sSiQSSXsjhCDf8dgctNgStDnrRtc/68AYX7i9d7zP6NRWBHWpbvX9zGc+Q15eXjjAr08frr/+ej799FMyMjL4wQ9+wA9/+MOOHmqb05QH4IIFC/jkk08AalKU33zzTf7617/y6aefUlhYSLdu3Zg5cybf+c53mDdvXrOOW1ZWxtNPP80HH3zAjh07KCwsRFEUevfuzYQJE7jyyitZsmQJ6emx/jJTM45XX32V9evXc+bMGXRdp2/fvsyfP5+7776bKVOmtOh1nzp1iscee4x//etf5ObmYpomo0eP5v777+cLX/hC1Ln8zp07+f3vf8/q1avJy8sjLi6OGTNm8IMf/IAFCxY06z04deoUTz75JMuXL+fgwYOcO3eO5ORkRowYwbXXXsu9995LWtqF7RgSQvDSSy/x/PPPs23bNsrLy+nduzfz5s3jvvvuY+rUqTz33HPccccdADz77LN89atfjdpHrPfyxIkTPPHEE7z99tvk5uZy7ty5mPPrxIkT/PnPf2b58uUcPnyYsrIy0tPTGTt2LDfccANf+9rXiIuLa3D8seZnQ/z85z/nF7/4BQArV66s9zmtWrWKhQsXAvCzn/2Mn//85+zbt48//vGPLF++nOPHj2OaJiNHjmTJkiV861vfksFAFylSAJS0G4qq0GuCSc/xYSHw4PshSo+7WGWCvW8GOfxhiCGLfAyYK4XAjsYrLSG0dg3WuixERXntAtPEnDYT3+z5aBk9Om6A7YQQAufQgXC1385tEFnt4I/DnHIZvhlz0Hr36bhBthGqFv797DXBpKLAJW+txfF1IaxysEniuLuA4+48Uu0D9Nq1gbQ9r6Kor6INGBSuDByXidajZ0e/jE6PEIKAEPWCMUq9+sm45YZAdAcaKbRQHTArwFcOvur/q3+ugPgK8JeDXg5qjEhd3Qa9GCiuGSG15YcuFUAFcArQ45QGw0zCj6vakxNrW5AlEomkM3PKcdkcCIt+p+uIfiowytSZEmeS6TOI6wTfaw8//DCPPPIIAAUFBS3aNiEhod42N9xwQ5uNrasTDAa57bbb+Mc//hH1/MmTJ1m6dClLly7l4Ycf5gc/+EGj+3n11Ve59957OXfuXL1lR44c4ciRI/zzn/9k+fLlvPnmm/XWKSgo4Oabb2bNmjX1lu3du5e9e/fy5JNP8s1vfpM//OEPaM2waMnOzuamm27izJkzUc9nZWWRlZXFRx99xBNPPIGiKDz55JPce++9OE6tb0kgEOC9997jvffe4/HHH+eee+5p9Hh/+MMf+PGPf0xlZWXU82fPnmXdunWsW7eO3/72t7zyyitcddVVTY7/fCgvL+fGG2/ko48+inq++jN46aWX+M1vfkNKSkqL9rtixQpuueWWmJ9vJM888wz3339/vffg1KlTnDp1io8++ohHHnmEpUuXMnXq1BaNoS147bXXuPPOO6PGV1lZyfr161m/fj1PPvkky5YtY+DAge0+NsmFRQqAknanRgjMNDizw+HAe8FaIfCfYSFw8CIfA+dJIbC9cY7nElq9EnvbliixS03rhjl3Pr7LZqI0cqfqYsGrKMfatB4rJzs64IRwsrE5cw7mhMkoF+mdsYQMjVE3xDHiOj+nttnkZVuc3e8AKsXeSIq9kZiU0FPfRI+jm/Ad+xfB9/6FmtEzXBk4djzagEEoqtrRL6XdCEUKeTGSb8uqHpd5glZaAZIQ6avnV0hKrk2+jUzGjVcUuqWno2kajuNQeKooZpBJVPtxVVuyiGH+5wTCbcwVp5twBlTATFQaEAmj/9fjLg7vP4lE0nUocGrbe/Od6O8zBRhh6kz2G0zwGyReBH/HevbsybBhw+jZU96ka4y77rqLf/zjH4wbN44vfelLDB06lIqKCt5++23++c9/AvCjH/2ImTNnMmfOnJj7+OMf/8j9999f83jSpEl87nOfY+jQoaiqyvHjx1m7di0ffPBBzIqu8vJy5s2bx969ewHIyMjgjjvuYMKECViWxerVq3nppZewbZs///nPlJaW8uKLLzb6unJzc7nxxhspKSnhq1/9KvPnz8fv97Nx40Yef/xxAoEATz75JDNnziQ5OZlvfOMbdO/enTvvvJMJEybgOA7vvvsuf//73wH49re/zYIFCxg1alTM4/3kJz/hf/7nf4Cw6Pz5z3+emTNn0q1bN86dO8dHH33EG2+8QVFREZ/5zGf4+OOPmTt3buMfTgsRQnDTTTfViH8JCQnceeedXHbZZQBs2rSJZ555hu9973t8/vOfb/Z+Dx48yOc//3nKysq4+eabWbx4MWlpaeTm5qLrtbLK008/zde+9rWax1dccQU33ngj3bp14+jRo7z44ovs2rWLvLw8FixYwNq1a8nMzGyjV980mzdv5qGHHsK2bb785S+zaNEi4uLi2LVrF8888wwnT55k7969LFy4kK1bt7ZYJJV0bqQAKKmHqDI8PmQ5ePY5fJpGuqYy3BNtevdTURR6Zhr0GK9zZmeVEJjnYpUL9v0ryJGPpBDYHgjXxd65ndCalbhHD0ct04cOx5y7AGPM+ItezBFC4B49TGhdFvb2rRBx5xOfD3PSVMyZc9D79u+4QbYzqq7QZ4pJnykm5add8rItjudY2JUCixTynEXkOQtJV/fSU9tI6pmDeCtXEFq5AiUpGWPMOIxxE9CHjUAxOlcQSnNwhKhNuo0IxogVnBFqpZtunEK9YIxYj5PO01dPURR0v4Lu10hoonhXeAK7UsQUCusGnlgVMfwKBVhlAqtMRPm+xkLVqQ00aSDYpHq5/DsgkUjOlyLXY0vQYnPAJtep71041NCY7DeZ5DdI1jr+fMdzBYV7HErzXXTOYcZpJPXRUUTLx/bggw/y4IMPXoBRXly8/PLLfP/73+eRRx5BjTjnvfPOO/nv//5vHnzwQYQQPPzwwzEFwA0bNvC9730PAF3X+fOf/8zdd98d81ilpaVs2LCh3vM/+tGPasS/KVOmsGzZsii/xa9+9avce++9XHHFFRQVFfHSSy9x/fXX88UvfrHB17Vy5UrS09NZt25dVNvwLbfcwvXXX8/ll1+OEIJf/OIXlJWVcdlll7Fs2bKo9uTbb7+dUaNG8ctf/hLbtnnsscf405/+VO9Yy5Yt43//938BmDFjBv/4xz/o27dv1Dpf//rXyc7O5pprrqGsrIzbb7+dAwcORAloreW5555jxYoVAPTt25dVq1YxbNiwmuW33XYb3/nOd1iwYAGvv/56s/ebnZ1NQkICK1asYNGiRTHXOXbsGN/+9reB8LnXX//6V+68886odR544AG+8Y1v8Mwzz1BRUcGtt97Ktm3boubdheSdd94hPj6eZcuW1WsV/vd//3euvfZa1q1bx5EjR/jRj37EE0880S7jkrQPUgCU1OAIQU7AYk1lqPaOaHmwZrmpwGV+k4UJPnrpbZMIClVC4HiDHuN0CnaFhcCS3Foh8PCHIQZf7mPQfB+6X14AthVeZQXW+rWEsldHJ9hqOubkqZhzFqD37ddxA2wn3IoKSrI/oeyj5XinT0Ut0/r2w5wxB3PS1FYFX1wMJPbUGH1THCOu93Nqq01udoiiQy6gcs4bwzlvDD6jnJ7k0EPdhFlWirV+Ldb6teDzYYwcgzEuE9/Y8XCBPV8awxOCCk9EV+ZVCXx1k3ErWpmRZQDJWli0S1ar/68V9CLDM8xOVAWnqApmooKZCEm9m/YrtMrqB5rESkZ2gjG2dyBYJAgWNR0moPmol3hc/dhMin5e1TvP+ymRSDqGUterqfQ7bNf/jhloaEz2hxN80zqB6AdgV3ocW22Rmx0iWFT9N6j2y3OE+mVuHmex4sALHTPAi5j58+fz61//OmZV+o9//GOeeOIJ8vPzWbFiBY7j1BOsfvazn9W0zf7v//5vg+IfQHJycr3k5YKCAp555hkA4uPjeeONN2KGrUyZMoXHH3+cW265BYCHHnqoUQEQ4LHHHovpGbhgwQIWLVrEhx9+yNGjR/H5fLz++usxvQn/4z/+g9/+9reUl5ezbNmymMf5r//6L4QQZGRk8O677zbocTh79mx+85vf8PWvf52jR4/yxhtvsGTJkkZfQ0t49NFHa35+5plnosS/aoYMGcKzzz7b4gTs//7v/25Q/INw+3N1W+03v/nNeuIfhAXiv/zlL2zcuJEdO3awc+dO3n777XZtyX/ooYdi+jmmpqby+uuvM2rUKMrLy3nuuef41a9+RUZGRruNTXJhkQJgJ6N///7ExcUxdepUHnjggUYNXgGWL1/Oyy+/zObNmzl37hxxcXGMHj2am266iVtvvRWzgVTWamPZHTt2UFRURHLPnkx/5Pckj5/Q4LEsAdkBiw0Bi39LjWeiv23DDhRFocc4g4yxOgW7q4TAYy52hWD/29EVgUacvLg7X9zTpwhlrcLatAFsq+Z5JSkZ36y5mDPmoCYldeAILzxCCNzcYxS8+ToVG9chrNr3AcMIV/vNmI3Wf6BsT6yDZij0nWbSd5pJ2UmX3KwQ+RssnACE7ERyWUyesohuqfn0sFaS4uxHCYWwt2/F3r6VSlUlOGoMysgx6GPGoaY1bIDdXIQQBAW1Ap7bcCtuuSdoooG1UVQgMUK8iyXmVT/2K1z080fVFPypCv7Upi+eXauR5OPqasMyQajEw4vRJ+2GoLLAo7IAoHHB0EhQmqwo9CUrmAnSr1AiuZgo9zw+DdpsCdocsJx6Bcp9dZUpfpPJfoPubXgzuy0oP+2y6fEKKgsb/itlePF8duy3mDvkZkryHFL6N30pVx0CsmTJEv74xz82uJ5lWTz++OMsXbqUo0ePYhgGEydO5J577mmxSNIV+d73vtfg32xN01i4cCEvvfQSwWCQQ4cOMXLkyJrlBQUFfPDBBwD06tWL7373uy0+/nvvvUcwGBZ7lyxZ0qj32he/+EX+67/+i0OHDrF161aOHDlSE1RRlx49ejQqrs2ZM4cPP/wQgOuvv77B41Zfn65atYojR44QDAbxR9wc37FjB1u2bAHga1/7WqMBJwBf/vKX+da3voXjOHzwwQdtJgAePnyYHTt2ADBmzBiuvPLKBtddtGgR48ePr1m/KeLi4qJae2OxdOlSIHz+11iwjq7r/OAHP+D222+v2a69BMDU1NRGBeq+ffty66238pe//IVQKMTbb78dU8iUdE2kANjJUFWVoqIiVqxYwSeffMJLL71Uk9gTSSAQ4N577+Xtt9+ueS4pKYnS0lJycnLIycnh73//O6+88gqpqalR237729/mlVdeqd0uvRtTf/0Hksc1z3vABp4uruTrqQrj/W3f1qcoCj3GGmSMCQuBB98PUnzUxa6MEAIv9zFwvhQCm4vwPJx9ewhlrcLZtydqmdZvAL65CzAmTEZpw/L7zogIBrG2bCSUk1Uv1Vjt1RvfjDkYUy5DjYvvoBF2LZJ6a4z9QjyjbojjxGaLvGyL4qMuQigUFvWjkNuIS3Ho3e0A3UtWoFecAc8jsHsn7N4Jb/4drW//mhARtXefqJNvS9QPxqgr7lV768XIt2gRCYpS46NXXbEX63GCoqBe5KLehUIzFeK7acR3a3w9IQROkCiR0GrAt9Aqj+1XaFeEk5TLTzUu9ypqtV9htFBoxvAs1P0Xv6ArkXRFKj2P7VWi317LqXeTp6emMiUuLPq1ZQdLWxI457H+9+WESptXeZ4W15P1f6hg1gOJTSbLNwfLsrj55pvJyclB13USEhIoKSnhk08+4ZNPPrloU4IjmTlzZqPL+/Wr7YopKiqKWpaVlVXj6XfNNddgnIftyfr162t+bky0gvDfoiuvvJLHH38cgJycnAYFwKlTpzYaFNKrV6+an6dNm9bocavXFUJQXFwcte3q1atrfnZdt8Y3sTESExMpLi5m9+7dTa7bXDZu3Fjzc6xr6LosXLiw2QLgpEmTSExMbHD5mTNnOHr0KAAjRoxoMkAjMgAlJyenWWNoC+bMmRMl3sZi8eLF/OUvfwHC7e1SALx4uLiv9rsgR48e5dNPP+Vb3/oWBw8e5IEHHmDTpk31PAEeeOAB3n77bQYNGsR//Md/cOWVV5KUlEQwGGTVqlU8+OCDbNq0ie985zs8//zzNdvl5OTwyiuvoKoqP/nJT/jKV77Ch5qPTyqtukNpFAE8W1LBz43kC+aVEikEFu4JVwTWCIHvBDnycYhBC30MWiCFwIYQoRDWpvWEsj7BKzhdu0BVMcZNwDd3AdqgIRf9Ra1zPA8rJwtry0aIqPZTdIPEaTNInLeQym4ZF/37cKHQTIX+M330n+mj9LhDbpZF/kYLNwSBEp3DJaM5oo2m5/AQPVP3ohRvpbiygrKEJMoTEikvLqN86zbKjx6nonsPyhKTKNN0gq301fMp1AvGqKnUqyPw6fKz7zQoioIRB0acRmITnvXCC/sQNioUVlUd2hX1J5TwqFq36RZk1SCi9Ti2SBifBkkJrakxlUgkzSHkCXaEbDYHLfaEnHrhSt01lcl+gyl+kz662un/vn/6XEWzxT+oulESgM1PVTDvv5JaXcn87LPPEgqF+PWvf82SJUvw+/3k5+fz4IMP8vbbb/PII4+QmZnJ1Vdf3arjdGZitdtG4osIfquu1Kvm+PHjNT+PGTPmvI5/8uTJmp9HjBjR5PqR60RuW5du3Rq/6xb5ulqybt33oFr4gnBadUtoKlG3JZw4caLm56FDhza5/pAhQ5q970gROBYt/Qx79OhBSkoKJSUljX6Gbc3w4cNbtE7keyrp+kgBsJOhKAqTJk3i6aefZv78+eTl5bFx40amT59es866det4/fXXycjI4J///GeUuarf7+fqq68mMzOTmTNn8t5777Fjxw7Gjx8P1N4VmTdvHvfffz8BT7CuoOS8xmoJWBewuCrxwnqjKYpCxhiD7qN1CveGKwKLDoeFwAPvhoXAwQt9DFpgYsR3Dg+XjsY9dxYr+xNC69dBMFDzvBIXjzljNr5Zc9uk9bIzI0IhrE83Y63Lwj2eG7VMzeiJOXM2PRZdiZmSiuu6BOrczZU0H08IKoUIB2NkCAI36GhXKgS3uLDewTgJwoVTe32cYgJl3SeQNxmOjwenoVDpBq6DdAhX5EV468VsxVVVfLK186JHUatafZOAvk34FTrRwSZRPoV1hEM3FGN7GwJnPQJnmxpVMbq/OgW5karCpHA7sqrJeSqRNAdLCHaFwpV+O4N2vcrvNFVhkt9kSpzBAF3r9KJfNcXHHIoON30TIpLq11Zx2qNwr0PGmNZ15JSWlvK73/2OW2+9tea5vn378te//pUbb7yRdevW8T//8z8XtQDYmgCG0tLSmp8bqxBrjLKyspqfExISmlw/8jiR29alJa+rNe9BcXHxeW9rWS0rRGmMioqKmp/j45vu6GnOe11NXFxDJ61hWvoZQvhzLCkpoby8vNnjaC3NGVvkOo3NL0nXQwqAnZQxY8YwcOBAjh07xu7du6MEwL/97W8A3HzzzfWSlarp06cPc+bMYfny5axcubJGAKyO8T579iyu67I+6GC1osomqzLEFQm+dmmJUxSFjNEG3UfpnN0XrggsOuziBAQH3gtyZGWQQQt8DF7ouySFQCEE7pFDhNasxN65HSICDNQevfDNXYA5+TKUiLt3FyPuyXxC67KxtmyAyLuTmoYxfiLmjNnoQ4ejKApa4sXtddgahBCEIn31YiTfRibjxqx5GgeMhZSTMGAL9N4Fug1JhTBmOYz8GE6OgbzJ4PSySawoJ7HoLInlpeGfK8tJrCgnKRggNSODtCFDSB45Bi05uZ3fDcnFgKorxKUpxKU1/ffBCTXeelwtGFplIqZfoRMUOEFBxRlo1K9QATNBielPWDfwxIiXfoWSSw9HCPaEHLYELbaH7HqJ60mqUhPkMdjQuqRFw7HVrRM/jq0OtVoA7Nu3L1/+8pfrPa+qKt///vf5whe+wN69e9m9e/d5V7hdzCRHnJecr5CTFOG/HSliNUTkcZI6gXd3pCD51ltvcf3113fIOCKFq+owjsZoznvdXFr6GULt53i+wnE1rtv8mwjNGVvkOp1hfknaDikAdmJ69uzJsWPH6vlMVMfG/+1vf+ONN95ocPtqtT6yLH3u3Ln4/X527NjB9ddfz4TfPAZpTRgyNUKRJzhquwwx228qKYpC91EG3UbqnN1fJQQecnECcPD9EEdXhS4pIVA4NvbWzYSyVuHmH49apo8ai2/uAvQRo7rMnfDzQdgW9rathHKycY8ejlqmduuOOWM25tQZF324SXOwRa1vXlQSbt3gDM9r1c0BgHhFCbfdDlIxhyjYn1XwbReoGz3sfBfNgX7bw/+S+vgYMCeZ3uN7Qe5e7DN5OHt2IgJVFaxHD8DGtZQpCtrAwRjjMjHGZqJl9Gj9myKR1EH3KegZGglNhN6F2/BqW5DtcgXV9lN0upxgiRsddFIu6le2CrDKw8vKTjTtV9hQ63HdwBPNJ/0KJV0XVwj2Ww5bgjafBm0CdRLZExSFiX6DKX6DYabeJUW/aoQQnNraOgHwzC4HJyTQfef/PsyePbvB74wZM2ag6zqO4/Dpp59KATAGka2h5+tn17t375qfDxw4wOTJkxtdf//+/TU/9+nT57yO2ZZEvgd5eXkdNo7I9+LQoUNNrn/48OEm12kudT/Dpjhz5gwlJeFOvFifYWTLtWVZDYZ7AhQWFjZ7nAcPHmzROp1hfknaDikAdmKq4+WrI+WrOX067OVWVlbWrJLcyLsfgwcP5tFHH+Xf//3f2bhxIxklpSS1QgAEKPM6xu9IURS6jzToNkLn3IGwEHjuYIQQuDIsBA5a6MNMuPiEQK+0lNC6NVjrshDlEfPANDGnzsA3Zz5ajyYMtLo47plTWOuysTatRwQi7vKpKsbYTMyZs9GHjURpRUtDV8ATgvLIoAyv4fCMuhdSLcUAUrTYPnqR7bhJqoIR42JCu0ojdUkqhzcXcHR1gJNbbTwbyk547Pp7gL3/hD5TR9J/9nhSlig4hw9i79qOvXM7orgIhMA9ehj36GGC7/wTtWevWjGw34CL/rOWdC4UJVyZZ8RDYi8NTdNIS0ulqEjUuxvvuWEfwtpKwoZTkZ1AbL/CYLEgWNz0XX7NJHbrcVL9RGTN6LriieTiwROCQ7bL5oDFpyGbci/6dyBOgUy/yRS/wUhTR+vCol8krhX+1ypEOPioNQJgZJhDXfx+P2lpaRQUFLRIZLiUmDt3LoqiIITg/fffx7btFgeBTJ8+vSbUY/ny5U2m4q5YsSJq245m/vz5NT+///77fOtb3+qQcVx22WU1P69cubLJ9ZuzTnPp0aMHgwYN4ujRo+zbt49jx441GgRSnRwNsT/DtLS0mp/z8/MbDHqBsEVYc1mzZg2hUChKYKxLdTJ0Q2OTdF2kANgFqb6oeOSRR/jqV7/a4u0///nPs2jRIt566y02tEFFVEfbnSuKQrcRBt1GGJzdb3Pg/RDnDjg4QTi4LFwROHB+uCLQTOz64oBzPC/c5vvpFnBrxWElLR3f7PmY02de1Cm2wrGxd2wjtC4L93D0HSwlLR3f9FmY02aiJqd00AjbBiHCYl1pnWq9WOJeuScassxrFirUE/SSI5JvkyIe+5TWVxYpikL6UIOUQSqjb/bI32CRm2VRcdrDtSBvrUXeWovk/hoD5gyizzUjiLvh87gnjmPvDIuB3slwirN3+hSh06cIfbQcJTkFY+x4jHGZ6ENHXPSp1pKuharVtvo2hWuL+u3HMfwLgyUeXowIbNeCykKPykJotAUZ0OOU+hWFVR6FkT6GZqJsQZa0LUIIjtguW4IWW4I2pXVEP1OB8b5wkMdonx7zplJXJ1aK+fntp5Ul+5JW0b17d6655hree+89Tp06xe9+9zt+8IMftGgf1113HX6/n2AwyKuvvspPf/rTBsWj119/vaZCa9KkSY0KQ+3FlClTGDduHDt37uTdd98lOzub2bNnt/s4hgwZUjOO3bt3s3z58gZTlT/66KNmJwA3l5tvvpnf/OY3CCF45JFH+OMf/xhzPcdx+PWvfx21XV3Gjh1b8/OHH37I3XffHXNfH330Edu2bWv2GIuLi/nrX//KvffeG3P5yZMnayzHfD4fn/nMZ5q9b0nnR14ddUF69OhBXl5eq8qr09LS+Ld/+zcKzpZx1G6Z8XBddoYcMjSNvp0gZa1GCDwQDgs5uz8sBB76oKo1eL6PwZd3PSFQuC72ru2E1qzCPRJdzq4NGYZv7gKMMeNRtMZN8LsybmEBVk421sYcREWEv4qioI8Zh2/GHPSRozt9BVgoUsirU50X2Y5b5ol6qYYtJVFVahNwIwS9usm48YrSYS1UZoLK4IV+Bi3wce6gS25WiFOf2ggXSvNcdr4SYO+bAfpcZjJgdh+Sr+pP3FXX4Z4txN61A2fXdpzDB0EIRGkJ1rosrHVZ4PdjjBqDMTYTY9RYlCaMmyWSzoRmKMSlK8SlN/59JoTADVEv8bhuRWG1YBhLbHAC4YrDitNNKBEKmIlKAyJh9P96nNLh5wOSzokQguOOy+agzZaAxbk6wpUBjPUZTI4zGOczMC/yeaT7QdWJ6SXaEoxWdrqcOnWqwWWhUKjGjqippNxLmZ///OcsX74cx3H4z//8T1JTUxsUbMrKytiwYQOLFi2qea579+7cdddd/OlPf6KyspLPf/7zLFu2rF4y79atW7nnnntqHv/4xz++MC+ohSiKwkMPPcRnPvMZhBDceOONvPLKKyxevLjBbU6cOMGTTz7JTTfdRGZmZpuN5fvf/z533nknAHfeeSerVq1i2LBhUescPnyYO+64o82OWc3999/P448/TmVlJY8//jhTp06tV7DjOA7f+ta32L59OwDjxo2LKbJdc801/PSnPwXgf/7nf7jxxhvJyIj2Jtm1axe33357i8f5ox/9iPHjxzNv3ryo50tLS/niF79Y02V4xx131DumpGsjBcAuyLRp08jLy2PFihU8+OCDrdrXWJ/RagFwfcBifcCim6Yy3qeT6TMY2sHtGd2G63Qbnsi5gw4H3g9ydp+DG4JDy0Mc/STEwHk+hizq/EKgV1mJtWEtoaxPwu2P1Wg6xqQpYX+/vv07boAXGOG62Du3Y+Vk4RzYF7VMSU7BnD4L3/RZqKlpDeyhfXCqffXqBGPECs6oa2DeUvwK9ZJvk2I8TlKVLtUipShK1e+tTqjMI3+9RW62RWWBhxOE3DUWuWssUgdpDJhj0ntyN/zzFsK8hXgV5Th7doWrA/ftAduCYBD70y3hSllNQx86PCwGjh3f4fNFImkrFEVB94Pu10howg5TeAK7UtRLPK7+P7Li0CqP8UUlwCoLVyaW5TcuFqo6tYEmMYJNItuSW9O2KOk6nKiq9NsctClwo+ePBoz26Uzxm4z3GfgvoUpTRVFIH6ZTuPf8FcC0oRpGXOves7Vr1yKEiCnc5+Tk1NgRTZw4sVXHuZi57LLLePTRR7n//vtxHIevf/3rPPHEE3zuc59jyJAhqKrKiRMnyMnJ4f3332fRokVRAiDAQw89xEcffcTevXvZtGkTo0eP5q677iIzMxPLslizZg0vvvhiTWruV77yFb7whS90xMuNyXXXXccvf/lLfvrTn1JYWMgVV1zB3Llzufrqqxk0aBCGYVBcXMy+fftYu3YtOTk5CCEaFQnPh69+9au88sorrFixgvz8fCZOnMidd97JtGnTANi4cSPPPPMMFRUVfOELX+D1118HWpeCXM3AgQP5wx/+wNe+9jU8z+OOO+7g1Vdf5YYbbqBbt24cO3aMF154gZ07dwLh0JK//e1vMY89depULr/8cj7++GOOHTvGpEmTuOeeexg5ciRlZWWsWbOGl19+GcMwuOGGG/jXv/7VrDF+5jOfYcWKFVx++eXccsstLFq0iLi4OHbv3s3TTz/NiRMngLB12P/7f/+v1e+JpHMhBcAuyG233cYbb7zBnj17ePbZZxu9e1FRUYFhGDWmoXX7/WfFmbxfHjzvNt4UVaGk6u7tWddjVaXFqkqLeEVhnE8n028w2jTwddDJXPownen3J3LuUNgjsFoIPLwixLEqIXDwIh++pM4lBLqnT1H5ycdYm9aHxYwqlKQkfDPnYc6cjZp08SahuufOYq3PxtqwDhHpc6ko6CNHh6v9Ro+9oBWPnhBUVPnp1VTmVQl8dZNxK1rpq6cT9tVLqqrYqyvoVQt+SZp60VdDAPiSVIYs9jP4ch9n9zvkZluc3mYjPCg+6lJ8NMDuN4L0m27Qf7aPpN6JmFOnY06djrAtnP37wr6Bu3aEq0VdF2f/Xpz9ewm8+Xe0fgNqfAPVXr1lpZLkkkBRFcxEBTMRkno3/t3puVUtyGWxKwkjhUMnGGN7B4JFgmBRM/wKfdBQoEld/0JVl7+rXYnTjsuWoM2WoMVJJ/pMUwVGmDpT/AYT/Abxnbx6/0JglXscWh7i7IHWlf8NnNuwj1dzOX78OK+++ipf+tKXop73PI/f/e53AIwcOVIGgDTBfffdR2pqKvfddx8lJSVs2bKFLVu2xFw3luCTmJjI6tWruemmm8jKyqKgoICHHnqo3nqKonDPPffw2GOPtflraC0PPvggAwcO5Lvf/S5FRUWsWbOGNWvWNLh+UlISKSlta9ujKApLly7lhhtu4OOPP6aioqLee6VpGr/97W9JTEysEQDbKu32rrvuAuDb3/42lZWVfPDBB1F+f9X069ePpUuXNlr9+Nxzz3H55Zdz8OBB8vPz6xX/pKen88orr7B27dpmC4BTpkzhtttu44477uBvf/tbTbtvJCNHjmTZsmVRCdeSi4NOJQA2dOdJEs3s2bP50pe+xCuvvMKPfvQjDh06xNe+9jUGDRoEhEW+HTt28O677/Lyyy+zcuXKmvSe//iP/6C0tJQbb7yRGTNmkJGRwWS/waZgDBOhJlCB76YnYioKO0I2O0I2+0IODlApBBuCNhuCNgYwsqoycLzPIElr/5O89KG1QuDB94MU7nVwLTj8YYhjqzuHECg8D2v/Xk6sW0PljmgfB61vf3zzFmJMmISit8xUuKsgXBdnzy5COVk4+/ZAhKimJCVhTpuJOX02Wvr5h9YIIQgKagQ8t7ScUldQbNucqQxEteKWe6JV/pYq1S24jVfrJasq/jbw1bsYUdRw4nf3UQahUo+8dRZ52SEC58Iti0dXWRxdZZE2VGPAHB+9Jhpohhn2ARw7HuF5uMeOhCsDd23HKywAwD2ei3s8l+Cyd1C7dQ9XBo7LRBs0pNO3kEsk7YGqKfhTFfypzfArtJpuPQ6VCUIlXsw2RzcElQUelQXQlF+hkaDUqyhM7akQn2bgS1axFDcsHCZIv8KO4myV6Lc5aHPcif48FWCYqTPZbzDRb5B0iX7fOkHBkZUhjnwUjCmgtwQjSWD0L+Ps2frLdF1vtrCSnJzMD3/4QxzH4Qtf+AJ+v5/8/Hx+9rOfkZWVBXSeVtPOzle+8hWuu+46nnrqKd5//3327NnDuXPn0HWdPn36MGHCBK6++uoGQz4yMjJYs2YNS5cu5dVXXyUnJ4eCgoKa7RcsWMDdd9/N1KlT2/mVNZ/bb7+dz33uczz//PN88MEHbNu2jcLCQhzHISUlhSFDhjB58mQWLVrEtddeS3x823uXJyYm8uGHH/Liiy/y/PPPs23bNsrLy+nduzfz5s3j/vvvZ+rUqVEVbunp6W12/LvuuotrrrmGP//5z3zwwQccPnyYsrIy0tPTGTt2LDfccAN33303cU1Y1PTv358tW7bw6KOPsnTpUg4ePIgQggEDBvDZz36Wb3/72/Tt25e1a9e2aHxf/OIXmTBhAo899hjLly8nPz8fwzAYOXIkS5Ys4d577200JETSdVGEaGXpSgQffPABV1111XltK4Tg9ttv58UXX2yr4XRJItO1brjhBtauXcsPfvADfvjDH0atZ1kWP/rRj3jppZdqnktISMAwDEpLS/Eiknm3b99eE0t+33338dprr0VtE989g2mPP01i/wEtGusXk+OYFx/9xRD0BHssm+1Bm50hp17iqAIMNjQy/QaZPoMeesd41hUdDrcGF+6pvRrRTBgwx8eQxb5mmbS3FSIUwtq8gVDWKrwzp2sXKArG+In45i4ICxMXqUDkFRcRWr82XO1XUhy1TB8+EnPGHIxxmY1W+1mi1jevbuptWY3fXvi5lkvd0SQoSr1gjFhJuAlqx/nqdWbCKalpFBUV1UtJbQ7CExTsccjLDnF6h0Nk+omRoNBvukn/2SaJPaPnixAC7/SpmkRhN+9YvX0rCYkYY8aFQ0SGj0KpqpzuyqSlpaFpGq7r1ng4SS4crZ3fFzNCCJwgDYuEke3I5bH9CpuLolb7FTbcelzTguyXN2BaQqw5Xux6bK1q741lKzPY0JjiN5noN0jtgJvAnQXXFuRmWRz6IBjVZp8xRqfPNIOdrwRwQ83fn+1aPPLJHewr2BBz+dixY1m1alXNuf+SJUvqBRJUX2t85zvfIScnh/Xr12MYBgkJCRQXF9es9/3vfz9KAJRegJKLhZtvvpmlS5cCcO7cuajk3YuJVatWsXDhQgB+9rOf8fOf/7xjByTpMNq0AvALX/gCK1euZMqUKS3e9o477uDll1++5AXA5mKaJo8++ihf/vKXeeGFF8jJyeH06dNUVFTQvXt3hg8fzsyZM7n++utrxD+ABx54gAkTJpCdnc3+/fs5c+YMRfnH2f6j7zHt0T+h9+zVrOPfmOSvJ/4B+FWFSX6TSX4TVwgOWg7bQ2FBsKgqqfSw7XLYdvlnWZBeukqmLywGDjC0dhNM0oboTLs3kaIj4YrAgt3hisAjH4c4tibEwLkXXgj0is4Ryl6NtT4bEQjUPK/GJ2BOn4U5cy5qG96J6kwIz8PZtydc7bd7Z3S1X0Ii5mUz0KbNorJbd4o8j1LHozTkNBicEWytr56qkKQoUcEYNW23dQQ+XV4odiiKqtBjrEGPsQaBIo/j6yzy1oYIFgvsCsGRj0Mc+ThEtxE6A+aY9Mw0UPVwIIHWqzdar974F12FV1KMvWsH9q7tOAf3g+siKsqxNuZgbcwBw8AYORp9bCbGmHGoCYkd/dIlki6NoigYcWDEaST2bHxd4QmsChHTn7Bu4IldUf8PgPCoWrdpEVY1iGg9ji0SVlcdaqb8/q+m1PXYUhlic8DikO3WS6Lvr2tMiTOY7DdJv4RFPwi31OdvsDjwXpBgUe07lTZEY+Rn40gfFr4ci0vV2PSXCpxA0yc1IaeSP639boPiX0sxTZOlS5fy5z//maVLl3Ls2DGSk5OZOHEi99xzD1dccUWbHEci6UwcPXqUd955Bwj7W16s4p9EEkmbVgCqqkrPnj3Jzs5myJAhzd7u7rvv5umnn0ZRlEv+jnlkBWB7U+F5LC8PsS5gUdnAtBhp6ixO8DHa17I21OrUt+1Bm+0hm3yn/q39ZFUJi4F+g+GmjtGOQkvx0XBFYMGu2opA1aitCPSntM3JqxAC9+hhQmtWYe/4NEr4Unv0JG7eQnpecTUllYGL8nfBKSmmZMsmzu7eRZnrUpaQRHlCYvhfzz5U9uxNeXwCpQIqqgTj80WHcEWeFl2ZF9l62y8tlXTTxEDI6qh24kJUSHmuoGCXQ252iILd0VWBZpJCvxkmA2abxHePXUUqAgHsfbvDrcJ7d0GwTk+WoqANHlrjG6h16zqVD7ICsH2RFYDtT3JSKnY5VJyzKDheEl1RWEc4bEl1VSx0P01XFSapmEkKqnbxiYWVnsd2y2Wb7bGzIlDvb3RvXWWK32Syv+M6PDoTQghOfWqz/51gVMp2Ul+VkdfHkTFWr1d9WlHgcnBZkJOb7Zgt84oKvSYaDL3KT3LfjnuPZQWgpLOze/duMjIyGkywPX78ONdffz2ffvopAH/5y1/4+te/3o4jbF9kBaCkmjYVABMTEwkEAgwZMoTs7Gx69Ggikg741re+xRNPPAGEI7Cr47AvVTpSAKzGEoItQZtDloOj6/hUlXRdI1Px6NVGJ3SFjsuOkM32kMNBy6l3EulXYExVZeBYn0FcO3n5NCgEzjYZcoX/vIVA4djY27YSWr0SNz8vapk+ckw4zXfEKHTD6HIXj0IIQhG+evWSb12PkkAlpbZDueHDa0Vwh0K1r150MEZyDIEvTlGabOuS4kj7c6EFksqzLnlrLY6vswiVRn+zdB8drgrsMc5o8OJcOA7OoQO1ISJ12tIB1N59an0D+/bv1O2Dco63L1IAbH9aMsedUCMVhRGCoVUmYoovzUYBM6GRisKIykIjvnP7FQY8wY6Qzeagxd6QU8+lMUNTmeI3mOI36W1I0a+awr02+94OUnKs9h2L764y/Do/faYYTX7mVrlH/gaL0nwX1TMw4jSSe+t0m+C2q01NQ0gBUNLZ+fWvf81//dd/cfnllzN79mwGDx6Mz+ejsLCQnJwcXn/9dSorK4Gwv/4nn3yCdgHDBTsaKQBKqmnTFuBXX32Vz33ucxw+fJhrr72WTz75hISEhAbX//a3v10j/o0ePZoPP/ywLYcjOU9MRWFGnMmMOPOCXTx21zUW6hoLE6Dc89gVctgetNlj2VgCgoKq5DgbDRhuhhOFx/sM0i5gK0nqIJ3LvplI8bFwa/CZnQ6eDUdXWeRmW2EhcLG/WcboAF5ZKda6bELrVken2Rom5tTp+ObOR+vRvLbr9sYWtb55UUm4dbz1Sj0Pq6nbCJoZ/tcAcdXttzFSb5MjBL8EVUHrxGKLpOOJ76Yx8vo4hl/r5/R2m7xsi8K94Sv5wj0OhXscfCkK/Wea9J/lIy49+ndZ0XWMkaMxRo5GfO6LuMdza0NETp0EwDt5gtDJE4Q+XIaSmoYxZnzYN3Do8AuaTC2RSFqH7lPQMzQSYheE1CBEOGgoVrBJvWTkckG9u5gCrPKqZU3ESSkqTbYeVz/WfO3jV2gJwc6qII9dIZu6Wmh3Q2eyT2eST6efrnXqmyDtTfFRh31vBTm7v/Zd8yUrDLvGT/9ZZrMrQ81ElcGX+wF5I0dy6ZCVldWqYpgrr7wyKlDEsiyWLVvGsmXLGtxm8eLFvP766xe1+CeRRNKmFYAATz/9NHfffTeKorB48WLeffdddL2+zvjAAw/w6KOPAuGY6ZUrV9KrV+cUQtqTzlABGEl7n3RYQrAvFPYN3BGyKffqT88Bem2ISG9dvaAnniW54YrAMzsiKgJ16D/LZOiVDQuBTn5euM1362Zwa7dVUtPwzZmPOW0WaozEqwtdPeIJQXlkUIYnKIsQ+CK99eoGuLQUw7ZIrCgnqaKMxIpyEkMBUlJSSe/fn5S09BrBL0lV2rXdOxJ5Ut3+dESFVEWBS162xfEcK8p4HQV6jNXpP9tHj7F6kxUZbmFBbYjI0cNRLfwA+OMwRo8NVweOGo3ibzzZrT2Qc7x9kRWA7U9Hz3HPDfsQ1gqFDaciN8fbrTE0k9itx3WEQjNJQTNa9nfVFoI9IYfNQYsdIbvejb0UVWGy32Rqgo/JPTIoLi6WczyCspMu+98JcnpbbdSYEa8w5Aofg+b7WuUf2dFzPBayAlByIViwYAGffPLJeW9/5MgRBg0aBEBBQQGvvfYaH330Efv37+fs2bOcO3cOv99Pz549mTlzJl/60pe45ppr2mj0nRtZASipps0FQIBf/epX/OxnP0NRFL70pS9FJdUC/Md//AcPP/wwAMOGDWPVqlX06dOnrYfRJWmOAPjKK6/w7W9/uyYW/ELSkScdnhAcsWt9Awvc+nfRu2tqjW/gkAsYIlKS53Dw/RCnt9ee2FULgUOu8BOXpiI8D3vXdkJrVuEePhi1vTZ4KL65CzDGNp5mez4Xj0KExbq6wRjVjyOTcctb6aunQr1gjGRVIcm1iTt8EP+2rSTk55JUUYZpWyiA1m8A5sw5mBOnoHSyOPnOeFJ9sdORAolrC05vs8nNtjh3ILqmxZ+m0H+Wj/4zzWZV+HrlZdi7d4ZDRPbtBadOvrSmow8fERYDx45HTU5py5fSbOQcb1+kANj+dKU57tqifvtxWf1E5GCJh9fKyHo9TondelwjHCroSQqHTZetIZttIbteoFaiqjDJZzAlzqw5x5JzPJrKsy4H3guSv8GuqQTVTBi0IOwhbcS3vmulM85xKQBKLgRtKQBKJJLYXBABEOCee+7hySefRFEUvve97/HrX/8agJ/85Cf87//+LwCDBw9m1apV9O/f/0IMoUsiBcDYCCE45Xo1YuAxu/5JZ6KiMK6qMnCUT8e8AGJg6XGHA++Hou7wKhr0GXiGPuX/wig9VruypmNMnIxv7kL0fs2b45En1pW2UyPcxUq+LYsQ+FpjVQTRvno1gRkRAl91Mm68otSIrDWBJjnZ2Nu2gBMxCtPEnHwZ5ow5zX7tHUFnmd+XEp3l4rH8lEtutkX+egu7MiKFWoUe4w0GzDbpPqrpqkAAEQphH9iLs3M79u6diMqKeutoAwbVhIioPXq2W8ucnOPtS2eZ35cSF+McF0LghmhQKKwrGIrGu4wbP5YCVjyEEiGUAE4ipKWo9EnT6ZemEZei1oiHepyCrutyjhP+bA5+ECQ3y0JUvQ2KFvaMHna1v019+tLS0rjnnnv461//SlpaGjt27MDXzBuq06ZN48iRI1x11VX1CjJagxQAJRKJpGtywQRAz/O4+eab+de//oWiKDz88MOUlZXxy1/+EoABAwawatUqqdLXQQqAzaPY9cIhIkGb/VZ9U2oDGO3TyfQZjPMbJKpt6xtYetzlwL+KOb2ntppPwaGHtpn+yZtJmjMB38y5qMnJUds51b56nkepG+2jV+YKSoWgAoUi2ybUyt9Mv0K9YIykGI+TWuirJwIBrM0bCOVk1XiiVaP26YtvxhzMyVM7RftjU3TW+X0x09kEEtcKpzTmZoUoOhw9nvjuKv1nmfSbYTb7Yk64Lu7RI9i7tmHv3I537my9ddSMHrUhIgMGobTx91Mkco63L51tfl8KXOpzXHgCu1LEFAgjfQsDpQK3vHUnFqoOZpJKQrqBHu9hJkVXGUa2Jeu+i9MX0A4IjnwU5MjHIVyr6kkF+l5mMPxaf4Np860hLS2NjRs3MnPmTACeeuopbrzxxia3y87OrlnvhRdeaNNWRykASiQSSdfkggmAAMFgkMWLF7N27dqaagchBP369WPVqlUMGTLkQh26y9IZBEBPCPZZDoctB9f04dNU0jWNUcIm6QJeqJ4vAU+wOxSuDNwVo4VFAYYaGuP9BhN8Bt1bkWQshMDZv5fQmlU4e3dR4fUkz1nIOW9c7UoaqFM1KudplKaIKIGvopW/bjqQolVX6dUX9CLDM9qyAlIIgZt3DCsnG2vrZrCt2oWGgTlhMubMuWgDBnYpM/BL/cKxI+jMAknZCZfcrBD5GyycYO3ziga9Jhj0n23SbYTe7DkuhMA7daImRMQ9nldvHSUxCWPseIyx49GHj0IxjLZ6OYCc4+1NZ57fFytyjsdGCEGu47I5YLMlaFHsCRQXzErwlUNCBQwJafQLqqRWKjh1BMTI78DzQfPRYKBJXf9CVe/85w2uJTi2OsSh5aGoqvGemTojPhNHUp+2Ff5cW3Bmh03pcRcNH2acykN//Bn/Wv8Mc+bP4rXXXmtyH/fddx+vvfYaGRkZbN++PaYn+/kiBUCJRCLpmlxQARCguLiY2bNns2fPHgB69+7NqlWrGD58+IU8bJelIwVASwiyKkOsqbRi+u3pwCS/waIEH/2MNg2QbjMcIThgVYWIBG2KY4SI9NFrfQP7N5BeJ4QgKKhpwS0JWRTlHqP4RD5lKJQnJFKWkER5QiIV8YkkFKoMWwO99oQFRwBPheMT4NBsCKQ2PGaV6hZclRRNJSPOj89xSFSoJ+75lfZJAKxGBINYWzdh5WTh5h+PHnfPXvhmzsGYMg01rn6gSVdAXji2P11BIHFCgpNbLHKzLEqORY8xoYdK/9km/aabmIktuyHiFRfVhIg4hw6AV+d71jQxRo4JJwqPHosan9DalyLneDvTFeb3xYac47UIIch3PLYELbYEbQrrnMvpwBifzmS/yXifga8RiwPXit16bJeDF9ApKwyFw05KPLxW+pAYCUq9IJPIQJMa4TBBaZYtQ1viuYLj6ywOLgsSLK49p0wfrjPyej9pQ9r2fDhU5nF0ZYi8tXVCq6qosErIOvom33/sFgaObDg8sby8nLFjx1JZWcl9993Hz372szYdpxQAJRKJpGtyXgJgbm5ui9e//vrrcV2X119/ndGjRze47oABA1o6nIsKn89Ht27dWLRoET/84Q/p3bt3vXWaEgBzc3P54he/yKFDhxg/fjyvvvoqPXr0wPM8srKyeP/999m6dSsnTpygsLCQxMRExky9jJE//RUVqelNjlEDvpISz2VxZlu85AuGJwR5Tm2IyEmnvqgZp0CGppKkqqgKlHmixlvvfPy3Ewtg2BrovbtWCBQqBCcpqAsNkjLUaJ89VSFBrfXV6ywXj05+Hta6LKytmyAUql2g6xiZk/DNnIM2aEiXqvaLhbxwbH86yxxvLiV5DrlZFic2WbgRvwqqDr0mGQyY7SNtaOwbCY3hBSpx9uzC3rUDe++u6N8zAFVFHzys1jcwvenv5ljIOd6+dLX5fTEg5zicclw2B8Ki3+k6op8KjDJ1JseZTPAZxLVSQKs7x4UQOEFith/HCjxpTRKZooKZ2LBAGPm/7m/dDVPhCU5usdn/bpDKgtr3NLm/xsjP+sMesW18DlR2wmXjn8ujhMaGcNQAc7+b0aAA+eKLL/L9738fgLVr10YVXhQWFvLkk0+yYsUKjh07hmVZ9OrVi9mzZ/PNb36TUaNG1dtfZDtxQUGBFAAlEomki3JeAqCqqhfkwl9RFByntXEGXRvDMGreg169erF8+fJ6ImBjAuCOHTu45ZZbOHPmDPPnz+e5554jMTERCAuDU6ZMqVk3ISEBTdOodFwuf+5l0kaPadFY70yNZ7K/40VAt8pXr25QRt3HJZ7Xal8907ZIFoLk+DhSNI2kyCTciOAM5bTHkQ9CnNxSmwqnqNB3usmwq3wNesR05MWjCIWwtm3BWpeFm3csapma0QNzxmzMqdNRExLbdVwXEnnh2P50VYHECQpObApXBZYejx53Yi+VAXN89J1mnFfio3BsnIMHsHduw961A1FWWm8drU+/cGXg2Ey0Pn2b/TdYzvH2pavO767MpTrHCx2XzcFwe29+nRucCjDc1JniN5jQxj7IrZnjwhNYFaJhgTDi/8g22/NBNYhoPa7TdlynLVkza79PhRAU7HbY/3Yw6rs+oYfKiOv99JpoXJBroIoCl3W/KY9Z9dcQuh9mfDeJ5H71zymvvfZaNm7cyGWXXcZ7771X8/wnn3zCXXfdRUlJCRC+7jAMg8rKSgBM0+S3v/0tS5YsidpfpAD45ptvNsuDsKMoKyvr6CG0iKSkpI4egkQiuYQ477r1C9w5fMly7Ngx3nvvPb73ve9x6tQp/vu//5s//elPzdo2KyuL22+/nbKyMj73uc/xxz/+EdOsFeh0Xefzn/88N954I9OmTSMtLQ2AFwtLWO+0/PN8sbiSIRk6qVrb+wJ6QlApRDgYIyIoozTicbXAV+GJ1txQjonieXQ/V8DA48cYeWQffZKT6Tb5MhJGjmqeYX8flUl36Ay/xuXgsiAnNtsID46vC6eO9p1mMvQqHwkZbW8W3VLckycI5WRhbd4IwUDtAk3DGDcBc+Yc9KHDu3y1n0TSGnS/woA5PvrPNik5Fk4QPrHJwrOh/JTH7n8E2PuvAL0nmwyYY5I6qPlVgYpuYIwagzFqDOKmJbh5uVUhIjvwzpwCwD1xHPfEcVj+Hkpaek2IiD54KIrW8d8jEonkwlPk1rb3HrPri29DDY3JfpNJfoPkC3Bu1loUtarVNwno2/j3ludEB5tUJx7Hakt2QzG2tyFw1iNQP4epHro/LBaqBoRKRJQIZyQoDJxr0m+miT/1whRACCH49LnKFol/AE4Qtvy1gvk/TYpqjT548CAbN24E4NZbb615fvfu3dx2220EAgFuu+027rnnHoYOHYqmaRw/fpw//OEPPPvss3z3u99l5MiRTJw4MeZx77jjjk4tAEokEomkYc5LAPy3f/u3th6HpArTNLnxxhspKCjgP//zP3n77bf5/e9/36Rx75tvvsl9992HZVl84xvf4Fe/+lW9k5Q+ffrw+OOPRz1X6XlsOQ/xD8AG1gYsrk30N2t9IQShCF+9muTbOgJftbBXv2G3+ShU++optS23dYIyqh9TVsbuvXvYHrTZ238IlfEJCFWloHtPCrr3ZNPEaQwyNMb7DCZ4gp6KaPYJYGIvjYlfTWDY1S4HPwhyYlOVEJhjkb/Bos9lBsOu9re7EChsG3v7VkLrsnCPHo5apqZ3w5wxB/OyGajyrqREEoWiKKQO0kkdpDP6c37yN4YThMtPeng25K8Pi/xJfcNVgX2mmhhxzb9gVFQVfeAg9IGDiLv2BtyC09g7d4RDRI4dASEQReewslZhZa1CiYtHHzMuHCQycgyKz3cBX71EImlvSl2PrUGbzUGLwzFEv4GGxmS/wWS/SVonFP3OF1VXiEtTiEtr+jU5oaZbj6sfixhFi04QnGDss067QnBwWYiDy0KggJnQSEVhRGWhEd98v8LiI249v9nmUlnocWaXQ8/xtQFSL7/8MhDu9Lnhhhtqnv/JT35CIBDgO9/5Dj/5yU+i9tOvXz8efvhhdF3nqaee4re//S0vvPBCzGOOGzcu5vMSiUQi6fyclwD47LPPtvU4JHW45ppr+M///E8CgQCHDx9mxIgRDa775JNP1vwh/+lPf8r999/f7OOsC1jn5XVXTXZliEXxJhWCmlbbUs+r8dGLasX1PKxWlurFKUqDqbfJEYJfgqqgNSHSuSeOE1qzCmvrJoY5DsMAV1HJGzmW/TPns6t7L85Wjfeo7XLUdnm7PEiGpjLBbzDeZzDY0Gr8+xojsZfGxH8LC4GHPgiSvzEsBOavt8nfYNO3SghM7n1hhUD3zGmsnCysTesRVe0eAKgqxpjx4Wq/4SObV+UokVziGPEqg+b7GDjPpOhwOEH41FYbz4GyfI9drwXY+2aAPlPDVYEpA1r+J1fL6Im2sCf+hYvxykqxd+/E3rkN58A+cBxEoBJ78wbszRtA19GHj8QYNwFjzDjUpOQL8KolEsmFptzz+DRosyVoc8By6nU59NVVJvtNpvgNuuuyAlj3KegZGgkZja8nhMAJ1LYglx53yd9oUZoXIf4p4fZhz4q1A7DKqysEG79Nrag02Xpc/fjo6tZFLueuCdUIgK7r8ve//x2AG264IcoGaM2aNei6zr333tvgvpYsWcJTTz3FJ598guu6aDEqzL/73e+2arwSiUQi6Tg6Z5SrhF69apO9GvO0+eUvf8ljjz2Gruv87ne/q+fZURfLsnj55Zd599132bNnD+N//Qe6TZx83uMs8QQPnKnvV9USDCBFi/DRqxL4kupU6yWpCkYrWy+E52Hv3oG1ZlU4hTMCbdAQ4ucuYMK4CUzUNIQQnHA8todstgdt8pzw3dkC1+PDihAfVoRIUhXG+8Ji4EifjtnE+BJ7aky4PYGhV9UKgQjI32CTv9Gm3zSTqUsSIK5VLzP6NTs29o5tWDnZ9V6zkpqGb/oszGkzUVNS2+6gEsklhKIopA/VSR+qY93skb8h7BVYccbDtSBvrUXeWouUARoD5pj0nmKi+1r+XaYmJeObPgvf9FmIUAh7327sXTtwdu9EBCrBcXD27MLZs4uAoqANHIwydRpJU6ehZfS8AK9cIpG0FQFPsC1ksyVgsddy6slLPTWVKXEmk/0GvaTod14oSrgyz7U9jn5ik5dtIareaFWHAXN9DL3Shy9JxXMFdkWsSsL6foVOoP7dbeFBsFgQLL7wXqAFexyckED3KXz00UecPn0aiG7/3bBhAwCe5zF79uwG9+VVpdNXVlZy7tw5MjLqq6qRfuISiUQi6VpIAbCToSgKqqpG3XHzPC/qsVpVnZWXl8djjz0GwIMPPsiXv/zlRvddUFDA5z73OXbv3l3z3NS080uWbAoVwuJddUiGptZW7WnhJNyUqv99SuuS2pqDFwgQWr+W4JqVeOciDGE0DXPiFOLmXY4+YGC97QboMMBv8pkUOOe4bA9abAva7A/ZeIRTg9cGLNYGLHwKjPaZTIwzGec3SGikii6lj8bkO0xGXudyYFmA4+tD4dbg9Rb5G3LpO83HsKvjSOp1/if5bmEBwXVZhDasRZSX1y5QFIzR4/DPmosxeqys9qsi1l1uSdtT/T5frO93XIrGsCsMhi6O5+wBh2Org5z81EK4UJLrsuPlAHuWBuk3zWTgXD/J/c7zz3B8PPqkqcRNmopwXZzDB7F2bMPauQ2v6BwIgXv0MEVHD1P0j1cxevdBGzMec/wE9P4D5e/9BeJin9+dna72vgc9wY6gxeZAiF1Bm7oxeN01lSlxPqbGm/TVW542fiHoynPcqvA4tDzA4ZVBvOr2FwX6z/Qx4ro44tNrX5OmgWFCfFrT+3XtaoHQI1RSLQx6BKOEQo9giVd73LZEgBtQ8MVrvPLKKwAMHz6cmTNn1qxSLQp6nkdBQUGzdmtZVs3nrEb8zUhJSWmrkUskEomknZECYCcjLi6O+Pj4qOeSkpJqAjsg7OkB4SrBsWPH8tFHH/Hb3/6Wq6++mmnTpjW47/vuu4/du3fTrVs3HnnkEa655hoeKg1xymrd2ci8lCQyk+JJ0TVSdY0UXSdRU5vVGnuhsU6dpGTFMkqzP0EEa1sstKRkki+/gpSFi9FTm3F2B6QBQ4HPARWuy9aySjaVVvBpeQVBL+xv+GnQ4tOghQqMTohjanICU5MSyDCN2PtMg34joeyUzfZ/nuPw6rIqITDE8Q0hBs9KZPxN6aT2bV7asnAcKj7dQsnKFQR27YhapqWmkTxvIcnzL8fo1r1Z+7tUqE41lLQfyckXf3tq+nQYPh0CJQ6HVpWx/6MSys84OEHB0dUhjq4OkTHcz4grkhk4IxHdbIUo1707TJuBEAIr9xgVWzdRvmUTVu5RAOyTJ7BPniD40QdoqWkkTJxCwuSpxI8ei2LE/n6SnD+XwvzubHSV73HL8/i0rJK1JeVsKavAqhOql67rzExJZFZKIkPifJ1C9ItFV5rjdtBj77Jidr5Vgl1ZW1s5cHoCE7/YjZRmnmM1So+mVxFC4AQFgWKHQLFLoMSlosBm89+akVTSBCnJKQScYj744AMA7r777qjfB1+VP2zPnj05depUi/cfmVTbFX7PJBKJRBIbKQB2MgKBAKFQdJxZWVlZVBtwRUUFAIZh8MILL/CVr3yFlStXsnjxYl5//fWYIqBt2yxduhSAhx56qCa9K57W+Y4ATDUUhgsHbAdscIGSVu/1/BFCYO/fS3D1x9h7dkHEybXWtx/+eZfjmzQVxTAoE0AjLdaNMRYYm+Tjy4km+0I22wMW24JWTYDJrooAuyoCPH+ykH6GxgS/yQS/ST8jxl18H4xZYjLkim4c+dDm0CelCA+OZJdzZG05faaYjLg2jqTesX9l3XNnCeVkEcxZiyiLaMlWFIyRo/HNnIs5djyKplHO+b/mi43k5GQ0TcN1XUpLW9fKLmkemqaRnJxMaWkprnvhW6M6C33nQZ85yRTuszm6OsTp7eHWs4IDQQoOBNnwXAH9pvsYONfX4O95s0lOQZm/iKT5i4izQgS3b6V880aC+/eC5+EWF1G66kNKV32I4vNjjB6LOS4z7BsYF9/0/iUNcqnO746kK3yPO0KwJ2izKRBiW9AiVKdjNFlVmBznY2qcyWBTD99ADQUoDgU6ZsCN0JXmuOcIjmWFOPB+JaHS2je9+2iD0TfEkzpQx6OCoqKK9h2YH8xe4X/JIwTq32l1ZWDALePJZ57Etm10Xeezn/1s1LVDtYBXWFjI8ePHa4oJmktZWVnNz0VFRVIElEgkki7KBREAS0pKePbZZ3n//ffZuXMnRUVF9UStWCiKguPUbYC4tBBC1Duh8jwv6rlqfw4Ipwa/8MILfPWrX+Wjjz7i85//PK+++irTp0+P2seZM2cIVlXAjRs3rmZ/40ydw9b5v+eJqkJ/TekUJ4HCsrC2bCC05hO80ydrFygKxthMfHMXoA0ZhqIoYW+dNhqzCow2NEYbcXwhyU+u7bItZLMjaHPKDX9Wx22X43aAd8sCpKsKmVUhIsNMPSqsxJ+uMesbPRh4ucr+9ys5nhMWCU5ssjix2aL3JINh1/hJ6q2F2/727iK0Lhtn3+4ooVNJTMKcNgNz+my0qmq/tnzNFyOdYQ5fSriue0m+5+kjNNJHxBMs8XN8nUVudohgkcCuFBxZGeTIyiDpwzT6z/bRa6KBZrSu+sfonoH/imtIuvxKzuYfx9mzC3vndux9u8GyEKEg1qebsT7dDKqKPnQ4xrhMjLGZqM2sjpbU51Kd3x1NZ3rPXSHYbzlsCdpsC9pU1qn0i1cUJvkNJvsNhleLfoS9ijvPq2iYzjzHhSc4sclm/7tBAmdrz5lTB2mM/KyfbiNqAzM6Az3GGZzaev4K4MGizXjqgpr03yuvvJJu3bpFvb6pU6cC4de8fPlyPvvZz7boGJHXHp3lfZNIJBJJy2lzAXD16tXccsstNV4TQrQy9lXSJH6/n+eff5477riDFStWsGTJEl5++WVmzZpVs05iYiKKoiCEYOfOnQwbNgyAmXEm75UH6/nONJdZcWargzlai1dcRGjtaqyc7OhkW78f37RZmLPn1YhgFxpVURhk6gwydW5IiuO047KjKkTkiO0igHOeYFWlxapKi3hFYaxPJ9NvMMY0iK+yn4nvrjH+y/EMvcrHoQ9CNULgyS02J7fa9OhdSJ/QO8RXHIw6vj5sBObMORhjM1F0WeArkXRW/Ckqw672M/RKHwV7HHLXhDizywEB5w66nDtYyZ43FPpONxkw2yShR+v9ttT4BMwp0zCnTEPYFs6Bfdi7dmDv2oEoLwPPwzmwD+fAPgJvvo7Wrz/G2EyMcZmovfp02lZEiaSz4AnBIdtlS8Bia8im3Is+B/YrMMFnMCXOZGSdG4CS1iOE4MwOh31vByg/WStYJfZSGXG9n56ZRqf8Hhs412yVAPj+7ucI/mZzjcd3LE/woUOHMnv2bLKzs/nf//1fFixY0Ggbt6zyk0gkkouTNlUIjh49ynXXXUdlZWWN8NevXz/69etX4z0huTD4fD6ee+457rrrLpYtW8aXvvQl/va3vzFnzhwgLABOmzaN9evX89Of/pRu3boxe/ZskjSVYaFK9vpa3valAXPiO+ZzFULgHjtCKGsV9vZPIeLOpNo9A9+cBZhTp6P4/R0yvmp66ho9dY3FCX5KXY+dIZttIZt9IQcHqBSCjUGbjUEbHRjlM5glVIZ6HglAfLcqIfBKkwOvn+bEbj9CaJw50Z0zfJVu6k76J+aQNnMI5ozZMulTIuliKKpCj7EGPcYaBIo88taGyFtrESoRWOWCIx+FOPJRiG4jdQbMMemZaaBqrb+AVQwTY8x4jDHjETd7uLlHw5WBO7fhFYYN4t3jebjH8wh+8C5qereaykBt0BCULhgAIJFcCIQQHLVdNgcttgZtSuqIfqYC430GU/wmo316h980vVg5u99m39tBio/UVqfFdVMZfq2fvpcZKGrnfd/Th+sk9VEpO1E3+7lpSq0CtuZ/yJbfLAfCHn+LFy+Oue7//d//cc0113Do0CGuvvpqHnzwQRYuXIi/6lz55MmTrFmzhldffZWBAwfy6KOPnv+LknRqfv7zn/OLX/yC+fPns2rVqjbb79GjRxk8eDAAR44cYdCgQW22b4AFCxbwySef8LOf/Yyf//znbbpvieRSoU0FwIcffpiKigoUReHqq6/m0UcfZeTIkW15CEkjmKbJM888w9133827777Ll7/8ZV566SXmzZsHwP/8z//w2c9+lpMnT3LTTTfh8/kwDANL1Vj80t9JGjykRce7JTmOdK19kySF42Bv30pozSrcvGNRy/QRo/DNXYg+cnSnTLhM1lRmxfuYFe8j5Al2W+HKwF0hh0ohcICdIZudJwpQgMGGxjg8Ru/+lJTVHzOw6Cy9zBSOO/M4405BoHPWG8fZ0nH0PGUwPOSn61hySySSusSlqYy4Lo5hV/sp2OWQmxWiYE+4KvDsPoez+xzMJIX+M036zzKJ7942IpyiquiDhqAPGoL/uhvwzpzG3rUde+d23KoQEe/cWUKrVxJavRIlPgFjzDj0cZkYI0ajmG1goC+RdCGEEBx3XDYHbbYELM7VEf10YKzPYIrfYKzPwNeJxaeuTkmuw763ghTure1lMZMUhl3lp/9ss9U2Cu2BoihMvCOBdb8tw2mB7aNqQGj4Dtw3w38nAJYsWdJgQvPo0aN57bXXuPPOOzlw4AC33347mqaRkpJCIBAgEKg9+MCBA1vzkiQXiK9+9as8//zzzRLuqkW+gQMHcvTo0XYZn0Qi6fy0qQC4YsUKFEVh8uTJvPPOO1GR8ZL2wTAM/vrXv/KNb3yDt956i1tvvZUXXniBhQsXMmHCBJYvX84jjzxCVlYWpaWlJCYmMn36dL4ar/OJrnLSafruowJ8MTmOme1Y/eeVl2HlZBNauxoRafJtGJhTpuGbswCtV+92G09r8akKk/wmk/wmrhActJxwq3DI4ZzrIYDDtsth4K3hE8hI783og3sYk3eYkf3KGDna4ein8RxfZ+E5cHqbzeltNj0nGAy/xkdyP9n+K5F0VVRNoWemQc9Mg8pCl7y1FnnrLKwygVUmOLQ8xKEVITJG6/SfbdJjXNtUBUL4QlTr2QutZy/8l1+JV1KMvXsn9q7tOAf2g+sgKiuwNq3H2rQeDAN9xKhwq/CYcaiJSU0fRCLpopysqvTbHLQpcKPPlzRglE9nit9kvM8gTop+F5Ty0y773wlGtc7qfhiy2M+ghT50X9d6/5N6a0y7N5FNT1RglTdtn6T7YfLXEtB7Xc5Pfu2v8fmO1f4byfTp01m/fj0vvPACy5YtY9++fZSUlOD3+xkxYgQTJkxg0aJFXH311W3yuiSdk+7duzNy5EgGDBjQ0UNpEQMGDGDkyJF0794+1k4SycWIItrQpC8+Pp5QKMTvf/977rvvvrba7SVFYWFhhx074Ak+rgiSHQgn2dZFAcb5dBYn+Blqto/A5J7IJ5S1CmvLRogIiFFSUvHNno85YxZqfMuSzDorXkU59uYN5O7fz/b0HuwdOoqTPfvUWy9ZVRjvM8j0GwyoUMn9MNwy6EUYOfbM1Bl2jZ+U/lIIbIy0tLSa9MgimYzcLmiaRlpaGkVFRdJIvAV4juD0dpvcbIv/z96Zx0dR3///ObMzs5uThCQk4QiBQDhycCMQEBC8L7SeX/0qVb+29Wjr2Vp/2mpba/GqrVVbaz1aq9ZqVUC8RbnlzkEISQgkIRByknNn5/r9scnmRALk2CTzfDz6qOxcn918dnbmNa/3612R0za11RUmMHKuwqh5TgLC2z546845brkb0fZme92B2VngbmdVEQQc8WNbSoUjo07reP0Re373Pj19Hj+qG+xwa2x3ezo8JBWACYrEdJfMFJdM0CB48N3Xc7yxyiT3IzeHtnizkcHrhItf6GTs2U6UoP79N2isNNn/uZviLR6MTvonijIMn6kwdqmT4Oi+i2LwZwGmdcfi7sA0Tcxj1Zi1NYghoYhDwrrV5NLcobkr+LsDsKdLgG1sbE6fblUHmgXA2Nj+48SyaSFAFLgwJIDzgl2kqxr5Hh1DVlBEkaGSgxSMXin5tUwTfU8m6rq16Pn72ixzxI/FOX8RcsqUAZFBZVkWxv581M3r0NJ3g6ETBSwBlmzfSN3cBeybPodMVxB5Hh0TqDEtNjR62NDowSnA5HNkkha4CFhncHij5nUEpuuUptcxLEVi/AW2EGhj098RJYHY6Qqx0xXqjxoUbvBQvNmDVm/hrrbIW6OS97HKsCSJuAVOoiZJ3Z55JbgCUKZOR5k6HUvX0ffneXMDs9KxjlWDZWEU5GMU5ONe+V/EmFhfExHHyDi/DN+3semMSsNke6OHHW6NIr2tyCUACbKDGQEKU50yIb0chTJY8dSZ5H+qcvAb1ffAUxBh5FyF8ee7cIUNjL9DwFCRpKsCmXBJACXbPNQcMnBYCnKASGisRHiyjhw4MN6rv6MdKqL2vX+j5e7DpzYDiCLyuERCLr8KecSovhugjY2NzSnQrb8giYmJAL4OwDb9E4fgLU+9IjSQHw6P4v9GDGNZZFiPi3+WuxH3N19R+/tHqX/1ry3inygiT59F8I/vI+SOu1GmTu/34p/Z0IC67itqn/gtdS/8AW3ndjC8V7TO+LEEXXUdQx7+LSMvupSzhkfz46HB/G5YKDcMCWSqU0Zpuo9WLdjp1vin4OblMzX2/9SBlOZAaNL7jmbobPh9HdterONY4an2eraxsfEngoY5mHRZAGf9JpSpywMZOq7pfGjB0UydbS/U89Uva8j72E1jVc987wVJQk6cSODlVxH6/35N8E/vx7n0PMTYFteyeeQw6hefUPfsE9T85iEa3nsbLScbS7fPRTb+R7Vh8lW9ypMVtTxcVsMHde424l+87OB7IS5+HRXKTyNCWBDotMW/XkB3W+R+5Gbtr2oo+LJF/IudIXPmQyGkXBs4YMS/1kgugbj5TpKvDmTej6KYc/MwJpw7xBb/egFT16l48jEqH38Ubd/etuIfgGmi7dtL5eOPUvHU7zD74W/ar371KwRBYNGiRZ0uN02TP//5z0yfPp2goCAiIiJYsmQJq1evBiA+Ph5BEHj11Ve/8ziHDh3iRz/6EXFxcTidTkaNGsWPfvQjjh49ekrjXrRoEYIgdNoARBAEBEFg7dq1VFdXc//995OQkIDL5SImJobrr7+e/fv3f+f+3W43f/rTn1i0aBGRkZE4nU7i4uJYunQpzz//PMeOHeuwjWVZvPHGG5x99tm+bUaOHMk111zDli1bjnus1p9hXV0dDzzwAOPHjycgIIDRo0dzzz33tDnejh07uPLKK4mNjcXlcjFlypQTfv4AX3zxBVdddZWvKevQoUNZtGgRr7zyil2pMEjpVlvQNddcw+bNm1m1ahW33XZbd+7aZgBjlJehrv8az9ZNoLbUOwhBwShz5+OcOx9xSFjfDbCb8HUu3rwBbdcO0Ftya5AVlOkzCZh3JlFTpnZaWhMkiswOUJgdoOCxLHJUb25ghqpRa1qYwB6XwZ7F4JwJUzYLRG63QPeKAkcz64hK8joCw0bbjkAbm/6OQxYYPlNh+EyFuiMGhetVirdo6I0W7iqLfavc5K4pYtSMIMadFYJzuNUjnTAFQUAaGYc0Mo6A8y7CqChvaSJSkA+WhXWsGs/GdXg2rgOXC3likrdUeOJkBFdAt4/JxqYr1Jomu9wa2xs95GsG7cNPRkoOZrhkprtkIqT+/eCxv2FoFoXrVfI/Udtk4kUlSUy42GVnHdv0CKauU/Hog5hVlV1aXz+wn4pHHyTi4d8iSgNjTmqaxve+9z1WrlwJeMv+nU4nX331FV9++SXPPvtsl/aTkZHBTTfdRHl5OSEhIZimSXFxMS+++CKfffYZ27ZtIywsrNvHX1JSwk033URBQQGBgYGA15z0xhtv8Mknn/Dtt9/6ypRbs2/fPi666CJyc3MBEEWRsLAwSktLKSoq4osvvmD48OEsW7bMt43b7ebqq6/mww8/BLyfVUhICIcOHeLtt9/m3//+N48//jj333//ccdbXV3NGWecwZ49ewgKCsIwDAoLC3n66afZuHEjX3/9NWvWrOHqq6/G4/EQGhqKqqqkp6fz/e9/n+rqan7605922K+u69x222289NJLvtdCQ0Oprq7m66+/5uuvv+att97igw8+8HUCtxkcdOtjpB/84AckJyfzySef8N///rc7d20zwLAsCy03h7qXX6T294/iWb/WJ/6JsSMIuOo6Qv/frwk476J+L/5ZjY2oG76h9unfUffc02jbtvjEPzF2OAGXXcWQh39L4JX/gxTXta5riiCQ4pL5nyGB/DYqlLuHBrM0yElUkxtBDYFvz7b44nYoOAOMpmuSsiydjU/UsfWFOqoP9L8nljY2Np0THONg8hWBLPltKKnXBxI2xitWWAYUflvPl48f4etHa8n/zI1ae+JmT6eDIyIS15lnEXLbTwn91e8IuPp65ORUkGXvCm432q7tNPzzFY798ufUvfRn1I3rMI9V9+i4bGwAGkyTTQ0qz1XW8eDRGt6uaSSvlfgXK4lcGOziocgQfh4ZwtnBLlv860VMw6Jok8rXj9aQ/a7bJ/6FJziY89NgZv0o2Bb/ToNLL72UqKgoVqxY0ddD8Uuq/rCiy+JfM2ZVJVXPPtFDI+p9Hn/8cVauXIkgCDz22GNUVVVRWVnJ4cOHWb58Offeey9lZWUn3M+NN95IamoqGRkZ1NTUUFdXx8svv4zT6SQ/P5/HH3+8R8Z/xx13MGTIEDZu3Eh9fT11dXV88MEHhIWFUV5ezgMPPNBhm+rqas477zxyc3MZPnw4b775JnV1dVRUVNDQ0MDOnTu59957O+Q13n///Xz44YdIksRTTz3FsWPHqKqq4tChQ1x//fVYlsXPfvYzn0DYGY888giGYbBu3Trq6uqoq6vjpZdeQpIkNm/ezK9+9StuuOEGrrvuOkpKSqiurubo0aNceumlAPziF7+gsrLjnH3wwQd56aWXGD16NP/4xz+oqanh2LFj1NXV8eabbxITE8Onn37Kvffee5qfuE1/o1t/QZ1OJx9++CEXXngh11xzDQ8++CA//vGPe0Tdt+mfWJoHz45tqOu+wjxyuGWBICBNTsG5YBFSwvgBkRWlFx3Es3kDnh3bQPO0LJBk5KnTcc5JwzF6zGm/V1EQGKtIjFUkLg12UWqY7HZ7nYEHQgyyz4b8uTB2E4zeDg7dKwSWZdURMUki8QIX4WPsi2kbm4GAQxEYOUdh5ByFmkMGpVvhwIY6tEaLhnKTnA/c7FvlJmaKTNx8haHjpR4934pBwThnzcE5aw6Wx4Oeu9ebG7gnE6u+DgwDPScbPSebxvfexjFqtK+JiBgdMyB+C2z6HrdpkaF6G3lkqzrti56iHGKT009huGyLfX2BZVkc2aWxb5Wb+tKWhxQhI0QmXBJA1OSePVf1F1asWMETT3RdbOqKUHMyaJrGv//9b37yk5906379Ae1QEfrBglPaVj+wH63kEPLwEd08qs7ZuHEjMTEx37lOXV3dSe+3rq7OJw4/8MADbcSy6Oho/v73v3P48GE++eSTE+5r+PDhfPTRRzidTsCrE9x0003s3LmT5557zueO624UReHzzz8nIiICAEmSuOSSS/h//+//ce+99/L++++jaRpy80NJ4Pe//z0FBQUMGTKE9evXt3EIOhwOpk6dytSpU9scp6ioiOeff963/d13393mvb/++uuUlZXxySef8POf/5xLLrmk0/HW1dWxdetWxo0b5xv/LbfcwqZNm/j73//O7373OxYvXszLL7/s2yYqKoo33niD2NhYamtrWb16Nf/7v//rW56fn8+TTz5JeHg4X375JWPHjvUtCwwM5JprrmH06NGkpaXx17/+lYceeojo6OiT/aht+indetd/1llnAeByudA0jUceeYRf//rXvnbdJ+qYJAgCX3zxRXcOycZPMKurUDeuw7N5A1ZDfcsClwvn7LkoaQtxRPhvR7GuYqkqnp3b8Gxaj3GoqM0ycVgMzrlpyDPOQGyypHc3giAQIzmICXZwbrCLasMkU9VIVzT2na2zfy6M3Qyjt3mFwIpsnU3ZdUiJIkkXuhiRoPTIuGxsbHqf0BEORieHM/P6KPavr2Hvp1UcKzSwDDi8Q+PwDo2gaJG4NIURZyg93j1TUBRvU5CkVCzTxDiw31cqbFaUA2AUHcQoOoh7zUrEyKiWJiKjxyAMgg6rNt2Hx7LIVDV2NGpkqRpau+XhosCMAIUZLpmRksMWl/qQ8r0aOR+6OVbYIs0GRookXuQidrrcI9EFA4GoqN7ttH7o0CGuvfZasrOzB6QAWPvev09z+7cZesfdJ16xG9A0rUcy9z/99FPq6uqQZZl77rmnw3JBEHjggQe6JADefffdPvGvNcuWLeO5556joKCA+vp6goKCumXszdx6660+8a/9ce+9915UVSU3N5fJkyf7lr322msA/OQnP+m0PLgz3n33XQzDIDw8nDvuuKPD8uaswk8++YTs7GzS09NJTU3tsN6VV17pE/9as3TpUv7+978DdOpaDAoKYs6cOXz22WdkZGS0Wfbaa69hmiaXX355G/GvNXPnzmXMmDHs37+fr776imuuuaZL79um/9OtAuDatWt9F1DN/28YBtnZ2Sfc1rIs++LLT7AMAz07C70gD90wcChOxKFDMScmIYaFn9S+9IMFqOvWoqXvBLPlia4YGYVz/kKUmXMQBkDugFFSjLppA54dW0F1tyxwSMipU3HOmY9jbEKvz/Ewh8j8QCfzA500mhbZQzTSL9LYNE8jdpNXCJQ00PeZ7N7XwMaEBsLOUZg6wUmUXfJkYzMgkF0i4xaHEDFV51ihTuF6DyXbPBgeqC81yX7PTc6HbmKmycTNdxI+tufFEEEUkcaOQxo7DtdFl2EeOdySG1hcCIBZXob69ReoX3+BEBSMnJSCnJSKlDgBQbYfVth0RLMsslWd7W4PGaqGp12oX6goMN0lM8OlEC/bol9fU31AJ+dDNxX7WiJJnKEC4y9wMXKugugYvH8f1bTY4fZwSDewGnUCHA5iFQmzlWtpz549vTYewzD43//9X7Kzs325av5K6Z3/1yfH1XKyT+nYIa++ddLbLFy4kLVr137nOr/61a945JFHTmq/O3fuBGDy5MkMHTq003Xmzp2LJEnoJ2h+MmvWrE5fHzGixSVZXV3d7QJgV45bVVXl++8DBw5w+LC3Ku3CCy/s8nG2b98OwPz581GUzq9JzjjjDEJCQqitrWX79u2dCoApKSmdbjts2DDffycnJ3e6TrNrr/X7Aa9DFODf//43q1atOu57aC4dLiwsPO46NgOPbq/7s6z2Ecqdv2bjf1iqirruK9RN67GaspjU1iuIIvLkFJyLliDFd/40AbwCopa+E3XdWozCA22WSeMneMt8Jyb1ezeH5fHg2b0Dz+b1GAcPtFkmRkahzElDmTUHMSi4bwbYjgBRYHqAwvQABX2IRd4InfTFHo6t1Yje6hUCg/JBe8HDmjEeKhcJJCQqpLpk4mx3hI3NgGBInETK/0hMvCyAkm0eCter1B4yMXUo2apRslUjOFYkbr6TEbPkXuk4KQgCjtjhOGKH41p6HmZ1FVpWBlpWOnrePjBNrPo6PN9uwvPtJpAV5AmTkJNTkSYl+c051qZv0C2LjNp6NlbXsrWmjsZ2l5zBgsA0l8z0AIUE2YFo/5b1ObWHDfatdFOa3uLLlAMFxp7tJH6hE4cyeP9G1YbJ5/VuNjd6cPvmckuMjHDF9cyUA8h++aVOt+8p1q1b53MZ/eEPf+jVY9v0Hs0l48OHDz/uOoqiEBkZyZEjR75zX+3z8ppp3XBC09p7s0+fkz1uayfl6NFdy2KHls+qtbDYHkEQGD58ODk5OcftfBwbG9vp6w6Ho8vrtP8cmwXN2tpaamtrjzu+ZhoaGk64js3AoVsFQNPs2WDxwUJzSOrHH39MXl4eDQ0NREZGMnv2bG699dZOn2wUFhYyY8YMwPtEQtM0nnnmGb755hsqKiqIiopi6dKl3HvvvZ1mRpjHqql7+QXMkkPHH5hpomXuRtuTQcDlV+Ock9Z2cX0dns0bUDeu8wmIAEgyyoxZOOcvwhF7/B+U/oJx5LC3k+/2LViNjS0LRBE5eQrK3PneHEM/FjglQWCiU2bicBnrWouC83WyP3djbjJweCCyACILLMrjVf62QMUaI5DilEl1yYxXJCT7BsrGpl8jBwiMXuAkbr5C9QGDwvUeDu/wYGpQd9hkzzuN7H2/keEzFeLSFIaM7r2HAGJYOM60M3GmnYnZ2IC+d4/XHZi9x+uw1jze36LM3SCKSGMSkJJSkZNSBkSUhM2JMS2LPI/OdrfG7rIa6oy2158BgsDUpu69iYqEw/7N8gsaKgxyV7s5tFWjueuKQ4H4xU7GLnH2ygMHf6ZQ03mhqp5a8/jGCUuWSbjiGkadcwH7VI1Ep3zcdbuTzMxM33+fd955vXJMGxubU8MwvHEKv/vd7/j5z3/ex6Ox8Tfs5H8/IyMjg+uvv56SkhLAq+wHBARQUlLC+++/zwcffMAvfvGLTtt9N7N9+3buvvtu6urqCAoKwuFwcOjQIV577TU+/PBD3nnnHaZMmeJb32xsoO6vz2GWfveTnJYNTBr/8yaCLKPMmI1xuAR1/Vo827f6utsCCEPCcM5bgDInrd87NCxNQ8vYhbppPUZBfptlYngEypx5KLPmIoaG9tEITx1BEBgbLjP2ShnP+SZZn7s5/I0HPBB5wPu/8tEWWWd6WDfag0uAJKdMqlNmslMmwM7msbHptwiCQPgYifAxEpO/5+LQtxqF61XqjpiYGhRv8lC8yUPoSAdx8xWGz1SQXL33nRcDAlGmzUSZNhNL19Dzc71NRLIysGqOgWmi5+ei5+fi/vBdxNgRviYijhEjbefyAMK0LAo0gx1uDzvdGjXtRBKXKJCiSEx3KUxy2g+q/Am1xiTvEzeF6z1YTTF/ggPi0hTGnefCGTq4hT+AI7rBnyrraexC1ZRlWSihobxYXc9PhgYzWu7d27mSkhJGjRrVq8e06R2acyWbHWSd4fF4qKio6K0h9TitjTEHDx7scjOM5s/q0KHjm2csy/Ld07cu6e1poqOjycnJsUt7bTrFFgD9jKuvvpqysjIuvPBC7rrrLiZPnowsy5SVlfHyyy/z7LPP8tvf/pbExEQuuOCCTvdx7733Mnr0aJ5++mmmT5+OZVmsXbuWu+++m+LiYpYvX866desIDvaKcu4P3+u6+NeKhrf/ibppHcaBth2zHKPjcS5YjJwyFcHRv3PkjLJSbyffrVvaNi8RReTJyShz5iMlTvRrt9/JoASLTFsWSNJSFwVfqRxYq2KoEHkQIv8BFXGQeyZsj9fY7tZwAImKRKpLJsUpE+YYGJ+Djc1gRA4UiV/kZPRChap8g8INKkd2apg61BQbZL7VSPZ/m1yB8xWGjOrdSwhBkpEnTEaeMBnrsqswigtbmog0/YaZhw+hHj6E+tkahLBwnxgojR3X73+PBiOWZVGoG2xv1Njp9lDVTvSTgekhQaSFhZAS6KT+2LG+GahNp2iNFgVfuCn4UsVormIVYMQsmfEXuAiMtL+T4J3nr1Y3dEn8g5acdY8FL1fV88uo0B53uU6bNs333/fddx/ffPNNjx7vdIj+08mXR5umSdldP2qTV37SiCJRz7xwwqaX/kzz3zkrK4uqqirCwztmv2/atKlHSnf7itGjRxMbG8vhw4dZvXo1s2fP7tJ2M2fO5J///Cfr16/H4/F0mgO4ZcsWXwluc6VebzBv3jy++eYb1qxZg2ma/XpO2nQ/tgDoZ5SVlfG9732PF198sc3rUVFR/PznPycsLIyHHnqIFStWHFcAlCSJd955x/dkQhAEFi9ezNtvv83ixYspLi7m1Vdf5Y477vCW7e7YdmqDNc0W8U8UkadM9+b7xcWf2v78BEvX0TLT8Wxe782faoUwJAznGWkoZ8xFHBLWNwPsBZRgkQkXBzDmLCcHmoRA3Q0RhRDxT6iOg71nQuVoyPboZHt03qaR0bKD1KZS4RiHaLtvbGz6IYIgMHScxNBxEp7vmRRv8VC43kNDmYmhQtEGD0UbPAwZ7XUFxk5XkJy9+10XRBEpLh4pLp6A8y/BKDvqFQOzMjAO7AfLwqquwrP+azzrv0YICECalOztKjxh0oBoPjVQsSyLEt1ku9vDDrdGebvyXgmY7PQ6/VKcMjERQ3E4HBiGQX3nu7TpZQyPxcFvVPI/VdEaWkSt6FSJxIsCCBluC3+tydcMinXjxCt2QqVpcdYPb6Ns3dcdli1btozHHnvsdIcHQFpaGosWLWLt2rWsW7euW/bpT4iiiDwuEW3f3lPehzx+Qr8XWs455xyCg4Opq6vj6aef5te//nWHdX7/+9/3wch6luXLl/O73/2OZ599luXLl3epE/Dll1/OPffcQ1VVFc899xx33922A7RlWfzqV78CvE1VOmsA0lMsX76cFStWcODAAZ566inuu+++4657PKHXZuDSv89SA5Q777zzuMuuuuoqwPtk5nhhojfeeKNP/GtNYmIiF198MQD//e9/AbyB6sZ3d3H6TgQB5+KzCX3wUYKuW96vxT+jopzGjz6g5jcP0fDPv7eIf4KANCmJoO//gNBfPILrnPMHtPjXGiVIJPGiABY/Gsq4851ITffMYYUw559w3hsCYw8Kviyfg5rByjo3vy2v5dHyWv5b00i+R8e0GwHZ2PRLlGCRsUtcLHw4hNl3BhE7XUZounc/dtAg441GvnzwGFn/bqC25NRuYLsDR9QwXIuWEnL7XYQ+/BgBV/4P0uRkkLzPOa3GRrQdW2n4x8sc++XPqfvbC6ib12PW1PTZmG3ackQ3+Kjp9+N3FbV8Wq/6xD8RmKxIXD8kkMeGhXJreDAzAxScdgSFX2EaFoXrVdY+UsPe990+8W/oeIm59wQz49ZgW/zrhG8a1BOv9B1EnXcRZWVlHf5X083nt1dffZXvf//7yHLv5A72NiGXX3Wa21/dTSPpO4KDg7nnnnsAeOyxx/j9739PXV0d4G2WcfPNN/P555/7fSfok+X+++8nPj6eY8eOsWDBAt5++20am3LeTdNk+/bt3HbbbXz++ee+bUaNGsXtt98OwM9+9jOeeeYZ6uu9j6FKSkq44YYb+OSTTwBvFl9vMmHCBJ/od//993PnnXeSn98SYeV2u9m4cSN33XUXCQkJvTo2m76nRx2Ahw8fZvPmzRQXF1NTU+MLpPwuHn744Z4cUr/gyiuv7NJ6xcXFneYJLFiw4LjbzJ8/n3fffZc9e/agaRpaVsYpjxMAy0KelNRvBTHLMND2ZHrdfjnZbZYJoaEos+fhnD0PcejQPhqhfyAHiiReGMCYxU5fabDeCOIBi4kHYMYYBw1niWSMNChsumErM0y+aFD5okElWGxqIuKUmeCUUGxnoI1Nv0IQBCInyEROkFFrTIo3eyjc4KGxwkR3w8FvPBz8xkP4WAdx853ETJX7rJOnGBKC84x5OM+Yh6WqaPv2omXuRs/OxGpoAENH35uFvjeLRuFtHHGjkZOmICen4hjWtewfm+6hXDfY4dbY7vZwSG/r9BOA8YrEdJfMVJdMcD931gxkLNPi8A6NfavdNJS1/B1DRzmYcImLyImSXRFwHCzLIsN9euWUMXPTKC492uOCeFBQECtWrPhON1F/Rh4xCmn0GPSDBSdeuR1S/Fjk4cfvBtufePDBB9m6dSsfffQRP//5z3nwwQcJDQ2luroagD/96U+sWLGCwsLCNp11+zNhYWGsWbOGCy64gIKCAq655hocDgdhYWHU1tbi8XgzDM4555w22/3+97+noKCAlStXcvfdd3P//fcTEhJCdXU1VpP54fHHH+eSSy7p9ff02GOP4fF4eOaZZ3juued47rnnCA4ORpZljh075mveKkl2Qehgo0f+4rt27eL+++/niy++OOltbQGwpa34iWhs3YG2FcdrFd56ma7rVFVV4ao7cWvwE2HW1532Pnobs6oSdctGPN9u8gbJt0JKnIgydz7y5BQ7M6odrYXAA197KPhSRW+0qC8w4GWDBWMdxJwbSGG8SYaqs8+jYwJ1psWmRg+bGj0oAkxSZFJcMslOyb6ps7HpZzhDRRLOcTF2qZPyvTqFGzwczdCwTKjab1C1v4E9/xEYcYa3g3BwTN+dRwWnEyVlCkrKFCzDQC/IR8tKR8/MwKyqAMvCOHgA4+AB3B99gBgV3ZQbmIIjLn7A5Lv6E1WGyY6m8t6DWscHw2NlBzNcCtNcMqF2rqxfY1kWZXt09q10U1Pc8rcMihZJvMhFzFTZFv5OgGpBd6Sp1ZkmTrF3zrWdVRkNFMJ/ej8Vjz6IWVXZ5W3E8KGE/2TgiKKyLPPhhx/y/PPP8/LLL7Nvn7ciasmSJdx7772ce+65PPjgg4BXOBsoTJw4kczMTJ5//nnee+89srOzqaurIzY2lsTERC6//HLOOuusNtu4XC4++OAD3njjDV555RV27dpFbW0tMTExLFiwgLvuuos5c+b0yfsRRZGnn36a6667jueff55vvvmGQ4cOoaoq0dHRJCUlsXjxYq6+uv87V21ODsGyurc276OPPuKKK65AVVVOtGtBENqsIwhCl1yCAxlBECgqKjrpJyqFhYW+cNFNmzYxbty4Ttf74osvuOaaawBvGbHr7y9glndNcDwegTfegpIy9bT20RtYpom+Nwt10wb0vVnQeu4FBaPMnotyxjwckX13YeNwOAgPD6eqqqpffBe0RosDa1WfENhMWLzDG/A9QSTbY5CuauxRNdztTgkikKBIpDolUpwykVLvCgXh4eG+7KiqqqpePfZgpb/N8f5Ob81xd7VJ0SYPRRtV3FVtv+hDx0vEpSlET5FxyP4hBliWhXn4EFpmBlrWboxDxR3WEUJCkScnIydPQRqXiNCFsjd7fndOjWGy062xw+0hvxPRb7TsYLpLZrpLIfwkRT/7PN67NM/xvK1HyX6/nqr8lr+nK0xg/IUuRsxWEB3+8V33d9ymxb1HT795zSORIUR04Rrq0ksvZePGjdx3333cf//9p3y8yMjIU962p2luunCqmLpO1bNPoB/Yf8J1pfixhP/kPsTTcFGFhISc8rZ9QV5eHuPHjwe8XXPj4uL6eEQ2NjYnQ7c6ACsqKvif//kf3G43gYGB3H333cyfP5/zzjsPQRD49a9/zdSpUykoKGDNmjWsWbMGQRC48cYbufHGG7tzKP2a4uLi4wp4XeHw4cPH3b65rbskSYSHh+MODoHTFADFYP/+4TKPVeP5dhPqlo1Y1W1vDqSERJS5acjJqQjSwMw06UnkAIHx57uIX+Tk4NdeIVBrsKg+YLD1+XrC4h2MO9/FjMmB6ECuRyfdrZGuatSYFmbTa7kenXdr3YyQRF8TkZGSw3YO2Nj0E1xhIuPPdzHuXCdHs3SKNqgczdLBgspcncpcHSVYYOQchVFpCkFRfeuuFgQBx/CROIaPxHXO+ZiVlWh7vE1E9PxcME2s2ho8Wzbi2bIRnE5vB+LkVKSJSYgDLP+oJ6gzTXa7NXa4NfZ5dNo/Eh4hiUx3KUx3yUT18sMfm1PnWLHOjr+WcGhng+81JVgg4RwncQucfiPy+zuWZXFIN9nt9px45S5gV1N0H6IkEXHPA2iHiqj97ztouTltuwOLIvL4CYRcdiXyiFF9N9A+4vHHHwe8jjlb/LOx6X90qwD44osvUlNTgyAIfPDBByxZsqTN8uTkZF/n2ttvv51NmzZxxRVX8NprrzF58mTuvffe7hxOv+WTTz45LQFw/fr1x80B3LBhA+DtRiTLMkZyqrdj4ikihITi8MPGH5ZpoufuxbNpA9qejDY/3EJgIMrMOShz0uy8p25CDhAYd56L0QudHPxGpeCLFiFw2wv1DBntdQROmiwx2SlzlWVRqHmdgemqxpGm7KdDuskhXWVNvUq4KJDikpnilBmnSDhsMdDGxu8RRIHoFJnoFJnGSpOijSpFGz2oNRaeOov9n6vs/1wlcqLEqDSF6FTZL5xC4tChOOcvwjl/EWZDA/reLLTMdLScPaCqoKpo6TvR0neCKCIljEdOSkFOSkUMH9wZsa1pNC3SVY3tjR72NkVAtCbaITLdJTMjQCHGFv36FfVlBvtWuTm8Q/M1/nI4YewSF/GLncgBff899ncMyyLfo3uvfdwalWb3FGFNVCS7IU4PII8YxdA77sY0TcyaGszaY4ghQxBDQ/t9t98TccUVV3DjjTcyf/58X4fYvLw8VqxYwcsvvwwwYLMgbWwGOt0qAH766acIgsB5553XQfzrjLlz57JmzRpmzZrFL37xC5YuXcrUqVO7c0j9kj/96U9ceumljBw58rjrfFfL7tdee41bb72ViIiINq/n5eWxcuVKAJYtWwaAMmsO7o9Xg35qCSTKnDS/yskza2vwbN2MZ8tGzIryNsscYxJwzklDTp3WpVIum5NHDhAYd66L+IVODjQ7Austjh1sEgLjvI7AYckS8Yr3f5eEBHBUN3wXxAWagQVUmRbfNHj4psFDgCCQ7JRIdclMUmRc9oWujY3fEzDU20V83PkujmZqFK73UJ7t7TpfvlenfK+OM1Rg5FyFuDQnAUP944ZKDAxEmT4LZfosLE1Dz9uHlrkbbU8GVm0tmCZ6bg56bg6N7/8Hx4iRTU1EUhBHDj43hGpaZKhep98eVUNvtzyiWfRzKYyQRNvZ3c9wV5vkfeymaKMHq0nRFWWB+DOdjFmq4Azxj++tv6KaFtke7/VNpqrT0C4eSQBiJJHDenu5vOucGeg8zVGemOzsbMLCwr4zZ3ygIooiYlgYDKC8uxPx/vvv8+677wLeEmXLsnzdgAFuvfVWbrrppr4ano2NzWnQrQLg3r17AVi6dGmny3W9/WUhpKamcvXVV/PPf/6Tl156iT//+c/dOaR+R0xMDEeOHOH888/noYce4oILLiA4OBiA8vJyNm3axH/+8x8aGhp45513Ot2HpmlcccUVPP3000ybNg3Lsvjmm2+46667UFWVESNGsHz5cgDEoGCUGbO8JU4niyThPGPeqb7VbsOyLPS8fXg2b0DL3A2tc5dcASgzZ+M8Iw1H7PC+G+QgQ3K1CIEH13kdgZ46i2OFBtv/Uk/oKK8jcFiytzPgMMnBUsnB0iAXNYZJZpMzcK+qowONlsVWt8ZWt4YETGjKDEx12iHxNjb+jugQiJmiEDNFoaHcoHCDh+LNHjy1FmqNRf4nKvmfqkRNlohLcxKVJPmFKxBAkGXkSUnIk5KwTBOj8ABaVgZaZjpmWSkAxqFijEPFuD9djTg0AmPGbKzEiQhx8X71gKw70SyLParGdrdGpqrhaWdkChMFX3nvaNmOc+iPeOpN9n+mcuBrFbP5GbEAcXOdzPqfGDyOOjvn8jjUGiYZTdcxOareoclH83VMqlMmxSkTIgqsqKijSD/5zzPCIZLk7Pkunhs2bOCXv/wl559/PhdffDE333xzjx/Tpu948cUX+fjjj0lPT6e0tBS3283w4cOZPXs2t9xyCxdeeGFfD9HGxuYU6dZfjOb24O2da7Iso+s6DQ0NnWwFixYt4p///Cdffvlldw6nX/Luu+9yww03kJ+fz+23344oigwZMgRVVdt8fgsXLjzuPp588knuvvtuzjnnHIKCgrAsy7ftkCFDePXVV9sEzgZcfBl64UHMw4dOaqyBV1+PGNa5C7E3MOvr8GzdgmfLBsyyo22WOeLiUeakoUydgaAofTRCG8klkHC2i9FntpQGe+osaopaCYHnuxiWIvluEEMdIvMCncwLdKKaFns9GrtbPTnXgSxVJ0vVeZtGRssOpji9XYXtkjIbG/8mMNLBxEsDSLzQRWm61xVYsc+bFViWpVOWpeMKExg1z8nIuQoB4f4j8AuiiBQ/Fil+LAEXXopx9EhLE5GDBwAwKys49tka+GwNQmAg0iRvExE5cSKCs+ddOj2JblnsVXV2uD2kd9LUKUQUmNbk9BsjOxBt0a9foqve5l77P3ejN7a8HjNNJvFCF0NGKASFy3jsfitt6KySoTUnqmRYHhbI0xV11J9Eb0a9sYE1P72Nd3L3HXedV199ldmzZ5/MW+kUWZbxeDx88MEHfPDBB7YAOMC55ZZbuOWWW/p6GDY2Nj1AtwqAiqJ06vILCQmhqqqKkpKSTrcLbArTPt7ywURiYiJff/01b7/9NitXriQrK4uqqioURWHMmDGkpKSwaNEiLr744uPuY8aMGXz++ec8/fTTrFu3joqKCmJjY1m6dCn33nsvw4e3dcIJrgCCb72db+/5MRNDg088SFEk8Mr/QZk283Tf7kljWRZGQT7q5g1ou3eC0Wq+OZ3esq0585FGHL982qb3kZwtQmDhOpX9X6h4apuEwL/WEzrSwbjznUSnym2cIk5RYIpLYYpLaZOdk6HqVBgmFnBAMzigGXxQ5ybaIZLq8j5Rj7dvQG1s/BZREoidrhA7XaGu1KCoyRWoNVi4qy1yP3KTu8ZNdIrEqDQnUZMkBD8r/XcMi8FxVgyus87GrDmGticDPSsTLXcv6DpWQwPa9m/Rtn8LkoyUOAE5KRV5cgpiP+n6aFgWuR6d7W7vg5j25YuBgsBUl8wMl53V2t8xdYvCDR7yPnbjqW35O0dOlJhwiYshcT3vMutPmK2zjN0aR4yOJbzhokCqy1utcKLvR7Tk4M6hwbxQVcexLmQDqtVVrL/zh5Tv2vGd62naqUX8tOfGG29k5syZfPnll2zdurVb9mljY2Nj0/sIlnUSj5pOQGJiIvn5+Tz//PP84Ac/8L0+e/Zstm/fzlVXXcWbb77ZYbvf/OY3PPzwwwQEBFBfX99dw+mXlJeXn3ilTigsLGTGjBkAbN++/ZS6MlkeD+qGb/BsWodZWdFxBYcDOXUqzoVLkHo558hsupFSN6/HLD3SdlgjRqLMnY8ydSaCy9Wr4+puHA4H4eHhVFVVDejSGl21KFzvbQbQ+kYjZITI+AtcRKfI33mz39w9L0P13pQWd1I2EyIKpDhlprhkEhUJuZML7/DwcBwOB4ZhUFVl2xl6g8Eyx/2F/jTHDc3iyC6NwvUqVflt50ZAhMioeQqj5io4Q/3HFdgeh8PBEJeLo5s3ombsQs/OxGpsbLuSIOAYPQY5ORU5KRVH1LC+GexxMC2L/ZrBdreHnW6NunZihEuAVKe3kcdEPxD9+tMc90cs06Jkm8a+1W4aK1pErLB4BxMucRGR2DYzeTCfw7UmQTzd7S3vrelEqBshiaQ6ZVJdMiOlky9/rzFMvmxQ2djg6SC4g/f7d0aAwpIgF0P7MAIlMjKyz459Impra/t6CCdFSD95IGRjYzMw6NbHecnJyeTn5/uyAJuZPXs227ZtY/Xq1ZSVlREVFeVbpqoqf/vb3wAYPXp0dw7H5iQRFAXX4qU4F56FnpONXpCPYpqITgVH+FD0xMmIoaG9Nh7LsjAKD+DZtB7P7h3Q+immrKBMm4EyZz6OUXF2vlA/Q3IKjF3iYvQCJ4XrVfI/8wqBtYdMdrzUQMgIkXHnuYiZ0rkQKAgCI2UHI2UH5we7qDRM3wV5XlPnyVrTYmOjh42NHhQBkhRvmXCyUyJwgHdvs7HpjzhkgRGzFEbMUqg9bFC0QaV4iwe9ERorTPatdJO72k30FJm4NIWIRP9zBQKIAQE4p05HSpmCZRjo+/PQstLRMtOxqqvAsjAO7Mc4sB/3qvcRo2NaxMCRcQh9cH6yLIuDmsF2t8ZOt4fqdsKGIkCKU2a6S2ayU+70gYpN/8KyLI5m6OSsbKTucIvwFxwrMuHigDbRHIOZRtMiqynPb08npe8CME6RSG3KJo48zSiSUIfIspAALgh2sdutcUg3sGSFAMlBrCwx0dDsjr82NjY2NqdMtwqACxYs4P3332fdunVtXr/22mt5/vnnqa+v5+yzz+Z3v/sdCQkJ5OXl8cgjj1BYWIggCFx00UXdORybU0QQRV/oeV88WbfcjXh2bPO6/Ura5hKKMbE4585HmT4bISCgV8Zj03M4FIExZ7mIm++kcIPK/s9U1BqvELjz5QZChouMO//4QmAzQx0ii4KcLApyUm+aZKk6GW6NLI83nN5jwU5VY6eqIdJ8sS6zIFgneoCG9NvY9GdCYh1MviKQCZcEcHiHh8L1HqoPGFgmHNmpcWSnRmCUSFyawogz/LcTqeBwII+fgDx+AtalV2CUFKNlesXA5txds/QIaukR1C8+RQgdgpyUgpycipSQiCD1XNmlZVkU6wY73N4OvhXtShglIMnpLe9Ncsq26DCAqNinkfOhm+oDLQ6+gAiRxAtdDJ/53b+3g4Gq5iYebo1cj057n6MiwCTF6/JLckoE94BorwgCswIUZmG7XG1sbGxsuo9uLQHOzc1lwoQJiKLIvn37GDt2rG/ZsmXL+PDDDzt9mmhZFlFRUaSnpxMdHd1dw+mX9GUJcGf05kWHXlzodfvt3AYeT8sCSUKeMh3n3Pk4Ro8Z0E+kB3NpDYDhsSja6CH/UzdqTcupKThWZPz5LmKmntyNiWZZ7PPo7HZrZKgatZ2U68S7nMwIDmC8ZTBCEgf0/PIHBvsc720G0o1jTbFB4QaVkq0edHfL66KE1xU438nQcX3bcfZk5rdRUY6WlYGelY6+Pw/aX445XciTJntzAycmddtDr8O6wfZGDzvcGkfbiX4iMMkpMcOlkOKUCegHQtBAmuM9zbFCnZwP3ZTvbclPVkIExp3nIi5NQZRO/PceiOdwy7I4rJu+PL/CTmJFgptiRVKdMhOcEkovnmf8cY7bJcDdh10CbGNj05t066Pl8ePH89prr9HQ0ICqqm2WvfHGG1x11VWsWbOmw3ZxcXG89957g1788weay7Pff/990tLSevx4lqri2bUdz6b1GMWFbZaJUdHebL+ZsxEDg3p8LDZ9j0MRiF/kZFSaQtEGD/mfuVGPWdQdNtn59waCY7yOwNhpXRMCZUEgyel1r5iWxQHN8D3VL2268T3gVjng9p6vIhwiKU6vOzDBD7KtbGxsWggd6SD56kAmLgugZJvXFVhTZGDqcHi7xuHtGkHRInHzFUbMVlCC/NMV2IwjIhLHmYvhzMWY9XXo2Vled2BONmgeUN1ou3ag7doBDgdSwnivGJiUghgWflLHKtO95b3b3R4O621FPwFIVCRmuLyZqUF2RMKAo67UYN8qN0d2tkSpSAEwdqmL+EVOJOfg+61rzrpsjg8p76SJR5SjJc/P7mxtY2NjYzMQ6FYHYFfYuHEjn376KUeOHCEoKIhZs2Zx+eWXoyhKbw7DbzlVB2B30V4A7KmnjkbJIdTN6/Hs2AruVlYOhwM5ZarX7Td23KBzYw3EJ+ung6F5HYH7P3Pjrm7lCIzxZgTGTj/1UqUjukGeILG9roHcRrXD8kBBINkpkeqSmaTY5W/dhT3Hexd/dI50J9UHdYo2eCjZ5sFoZRwXZYid5nUFho3pPVdgd8xvS/Og78vx5gZmZWDV13U8zsg4X26gGBPb6furNEx2uD1sb9QoaudoEoAE2cH0AIWpTpnQPmwmcLoM9Dl+OjRWmeR+5ObQFg9Wk74lyhC/0MnYs52nJJL353O4x7LYq+rsVjWy3Bp1ndwCjZYdPtEvxuEfVQGt5/gDDzzAE0880el6AQEBxMTEMGvWLG688UZmz57dY2OyHYDdh+0AtLGx6U16XQC0+W4GsgBoaR60XTtQN2/AOFjQZpkYEYkyZz7KrDMQgwfvD2F/vrDuSQzNoniTtzS4tRAYFO0VAofPODUhsHl+l7tV1h8tJ0PVyFF19HbrycCEJmdgilMmpB/fLPc19hzvXQaLOKI1WpRs9VC4XqW2pK2TJ2S4yKg0JyNmK8gBPXsz393z2zJNjIMFXmdgVjpmeVmHdcSISK8zMDmVulHx7PJ4O/gWaB2PHy87mOGSmeZSCBsg57HBMsdPBrXWJP9TlcJ1KmbTD5ogwqh5CuPOc+EKO/W/fX87h9eZJplNLr9sVUdrt9yB1wGb6vL+vvvj9+J4AmDrpoqWZXX4m9x3333cf//9PTImWwDsPmwB0MbGpjfp1hLg119/HYCYmBjOOeec7ty1TS+iiCJDig7Q8G4Rmq4jKgqOoREYk1NwRA076f0ZpUdQN69H2/YtVmNDywJRRE5KRZk7H2lcYp90PrTpHzhkgdFnOhk5V6F4c5MQWGVRX2qy+7UG8j4WGXeui9gZMqLjFIRAWWJ+oJP5gU7cpkW2x1smnKlqNFqgAZmqTqaqI9DIGNlBqsubBTTsNDv+2djYnD5ygPccEbdAobrAoHC9yuGdGqYGtSUme95pJOeDRmJnKMTNVwgb3XPNNboTQRSRxiQgjUnAddEyzNIjvo7CRtFBAGobGsg6VktGeQ0HAmqx2jmWRkrNot/pdyi18W90t0XBlyr7v3BjtDK2x86QSbzIRVDU4Pj7l+kG6apGhlsjXzNo73RwCd4GN6lOb1drf8y61BpMDm3VqD1kIBgaSoBI6HAZh+HyrbNnz5422xiGwbZt23jwwQfZvXs3TzzxBIsWLepRJ6CNjY2NTf+iWx2Aoui1yj/44IM8+uij3bXbQUVfOgDNxgZ+f+lFXJ04lqEuV6frSBMm4Vx8NvK4xO/cl6VraOm7vG6//XltlgnhQ3GeMQ9l9lzE0CHdNv6BQH97st5XGJrFoS0e8j7xCoHNBEZ5m4V0VQg8kXPEsCzyPN5yoQy3RlUnTURipKaMIKdMnJ0RdELsOd67DGZ3lKfe5NC3GoXrVepL27oCQ0c5iEtTGD5L6db8s96a3w2mya6qGrYdqyXPFYTZ7gHasPJSUnL3ME1rJHbMWOTJyYhBwT02nr5kMM/xZgzNonCdSv6nKp66lt+pqCSJCRcHEDqy+4Q/fzyHW5ZFke7N89utah1yLgHCRIGUpgd34xUJyU9/qxvKDfI/VTm01YPZ3q4ImBhsPrCKldkvsjt/U6f7KCkpYcqUKQDceeedPPzww90+Tn92ANrY2NjYHJ9uFQBDQ0Opr6/njTfe4Jprrumu3Q4qmgXAoqIinnzySb766isqKiqIiIhg4cKF3HXXXUiSdNyOv6Zpsn79etasWcPOnTspKSmhvLyc4OBgJk6cyOWXX851112HLMttjmtWVlL3t+cxjx458SAFgYBLLse5YHGHRUbZUTybN+DZtqVtbpEgIE1OxjlnPtKESbbb7zj444W1P2Pqls8R2FjZVggcd66L4bO+Wwg8mRtHy7Io1lsCww91coMRKgq+7KBEP77B6EvsOd672OJIU2lcvtcVeGSX5iuJBJBcMHym1xUYOvL0XYE9Ob/dpkWG6m3kka3qtN97pO4htWg/SZu+JrqkqO1CQcAxJsGXG+iIGDg374N5jpuGxaFvPeR+1PZhWHiCgwmXBDA0ofudrv5yDtcti1yP7mvsVd3JA7pYqaWJR5zUtx3Cu0Jlvs72v9SjNZz41syt1bPgJ8OImix3unzChAlUVlby/e9/nxUrVvheX7FiBU888QTz5s3jgw8+YOXKlbz++utkZmZSUVHBvffe6ysbzs7OZuXKlWzatIni4mKOHDmCJEnEx8eTkZHRPW/axsbGxqZX6dYrg9jYWPLy8tC0Th5Z2XSZrVu3ctVVV1FX5xXQAgICqKmp4a233mL16tU888wzx922uLiY733ve75/BwUFERAQQFVVFZs2bWLTpk28++67/Pvf/yYgIAAAs76Our/+qdNsoU6xLBo/eBdkGeec+ViGgZaZjmfzevTcnDarCkPCWtx+J9m10MbmRIiSQNx8JyPnKBz61kPeJyqNFSYNZSbp/2wqDT7PyfBZyimVBrdGEARGyRKjZIkLQwIo15s6Cqs6eR4dC6gxLdY3eljf6MElwOQmZ2CSn5YY2dgMBgRBYOg4iaHjJDx1JsWbPRRu8NBQZqK7oXC9t6NwWLyDUWkKw2coOBT/+L56LIssVWN7o0aWqnXILwsXBWYEKEx3yYySHAgjh2HNmomen9vSRORYNVgWxv48jP15uD98DzF2uC830DFilN8LIzZtsSyLI7s09q1yt3G3howQmXBJAFGTpQH5N200LbJVr8tvT1NER2sEYGyriI6oflTyXlNssO2FOnT3idcFcMlBbP9rPbPvDO4g9B4+fJjKykoAxo0bd9x9PPzww7zwwgsIgsCQIUMQ2z2cv+666ygq8j5McLlcBAQEUF1dTWZm5km8MxsbGxsbf6JbBcDFixeTl5fH1q1b+d///d/u3PWg4dixY3z/+9+nrq6O+Ph4nnnmGdLS0hAEgZ07d3LXXXdx7733Hnd7SZK44oorWLZsGbNnzyY83Cu61dXVsXLlSh577DE2b97MY489xq9//WsAGj94t+viXysa330b41AxWuZurNaBu4LgLRWeOx9pYhKCo/9cgNn0T0RJYNQ8JyPOUJpKg5uEwHKT9H82kvexSsK53iYApysENhMpOVgsOVgc5A0Zz1J10t0a2R4NjwVuC3a4NXa4NRzA+FYh4+F+GDJuYzMYUIJFxi51MeYsJxW5OoXrPZTu1rBMqD5gUH2gkez3GhkxWyFuvpOQ2N7//dIsi2xVZ4fbQ7rqPZ+0JlQUmO6Sme5SiO8kdkCQJOQJk5AnTMJadiVGcZEvN9AsPQyAebgE9XAJ6ucfIwwJ84mBUsJ4+zfbj7Esi/K9OjkfuqkpanHfBUaKJF7kInb6qTXE8meqDZOMphiOfZ7Om3RNbGrSleySCemHFSaWZbHrtfoui3/NmDrs/Hs9ix8JRZQEDMNgx44dPPjgg4C3ScjVV1/d6ba7d+9m48aN3Hnnndx2221ERkaiqipHjx71rTN37lzuv/9+5s+fz8iRIwHweDxs3rz51N6ojY2NjU2f060lwDt37mT27NkEBgayZ88eRowY0V27HjQ88MADPP7447hcLr7++mvGjh3bZnlFRQVpaWlUVFQAHUuAT8SuXbs4++yzCQwMJCcnB0XzUPObh6AbyjiEkBCU2XNRzkjDMTTitPc3GPGX0pr+TnNZVP4nKg3lLe6IgAiRced6hULRIfRI6ZjHsshRdW8AuapR10lZUpzU4lCIlcQB6dQ4HvYc710Gc3lkV1FrTIo2eSja6KGxom1pf3iCg7g0JzHTZBzyib+npzq/Dcsix6Oz3a2R7vZ0cDYFCwJTXTLTXTLjFOmUs0aN8jJfR2HjwH5ofwnoCkCelOQVBCdOQnAFnNJxepPBMserD3iFv4p9LRKYc4jA+PNdjJzbfQ+3TkRPn8Mty6LUMNnt9v6GHuikm3WQIJDskkl1SkxUZJz9XPQsz9H49k/1p7z9PzL/H7tKv/D9TUJCQjj33HP5xS9+wahRo9qs21wCDPCjH/3olDPb7QxAGxsbm/5JtzoAp02bxm9/+1t+/vOfc/bZZ/PWW2+RmpranYcY8KxcuRKASy+9tIP4BxAREcHy5ct56qmnTmn/U6dOJSoqirKyMjIzM0muLj9t8U8al4gybwFyUqrtHLDxC0SHwKi5XsdfyVYPeR97hcDGCpOMfzWS94nKuHOdhJ5r0d1TVhG8QeMpLhnTsijQWoLJyw2vuFCoGxTWGayqcxPpaMkoGms3EbGx6XWcod7M0ISznZTv1Slcr1KaoYMFVfkGVfkN7PmPwMg5CqPSFIKju+ekYTY1Gdru1tjl1qhvJ8YFCAJTXDIzmjJFHd1wbnBERuFYtATXoiWYdbVoezLRstLRc/aCroG7EW3nNrSd28AhIY1P9IqBSSl2064+ovawwb6VjZSmtwh/cqBAwjlORp/p9Jty9dOh+bcyQ9XY7dYoMzpm7EY0/VZOccmMkR3d8n3wFw5+4zmt7WcOu5jPs972/buxsZGamhrKyso6CIDNiKLInXfeeVrHtbGxsbHpf3SrAPj6668TExPD+eefz5o1a5g+fTrz589nwYIFjBw50pc5913ccMMN3TmkfsfevXsBmDdv3nHXSUtL+04B0OPx8K9//YvVq1eTnZ1NVVUVHk/Hi4uSkhImHNx32mN2nX0+UsL4096PjU13IzoERs7xZgCWbNPI+9hNQ1mLELj/02JSloUTvyCoZ44vCCQoEgmKxDLLxRHdJF31NhE52ORqKDdMvmxQ+bJBJdjnapCZ6JRQBtANjo2NvyOIAlGTZaImyzRWmRRv8lC0UcVdbaE1WBR8qVLwpUpEokTcfIXoVBlROrnvqGlZHNAMtrs97HRr1LRzCDsFSHV6y3snOiXkHjwHiMEhOGfPxTl7LpaqouXuRc9MR9uTidVQD4aOvncP+t49NL77Fo64eF8TEXFY9KByLvcFDRUGuavdHNqqQdM0cSgQv9jJ2CVO5MD+V+ramtZu+UxVo7YTt/yoVm754QPULW9ZFmVZp5edPmnYGRwuOoqOSm5uLi+//DJvvPEGX3/9NX/961+54IILOmwzZswYoqKiTrjvTz/9lH//+9/s2rWLsrIyGhoafOP2V2pbxxL1A0JCQvp6CDY2NoOIbhUAly9f7vtxFgQB0zRZt24d69at69L2giAMegGwuZwiJibmuOvExsYed1lZWRlXXHEFe/bs8b3mcrmIiIjwhftWVFRgmiYNDQ1Y9adectCM2brbr42NHyI6BEaeoTB8pszh7Rq5a7xCYH25zua/lZH+30rGnq0wco5y0jf0XUUQBGJlB7Gyg3ODXb5co/SmXCMDqLMsNjd62NzoQQYmOb0lTskumeB+mGtkY9NfCQgXGX+Bi4RznZTt8boCy/Z4XYEV+3Qq9ukoIV5XYFyaQmDk8V2BlmVRqBvsaNTY4fZQ1U7okIFkp8z0AG/DoL4Q/gWnEyV5CkryFCzDwDhQgJa125sbWOmNHDEKD2AUHsD90YeIUcNamojExSPY56duQ60xyfvYTeEGD1ZTgYbggLj5CuPOdeEM7b+fdX1TXu7uVnm5rRFpysttcsUPhrxcQ6VNZ/JTxVNnEhjpIiUlhT/84Q9UV1ezevVq7rzzThYsWNBBZDpRCa9pmvzoRz/ivffe870mSRJhYWHIcuedh21sbGxs/J9uFQCh4xMhf35C5M+c6lPOhx56iD179jB06FB++ctfsmTJEqKjo9usM2XKFEpKSrrvbyMM/As0m4GB6BAYMVshdoZXCNz/mUbtYY2GCoPMtxrJ+8RNwjkuRs5RupT3dTqEOUQWBDpZEOik0bTY0+QMzFI13BZo4HMLCjWNJLTqbBjZjzob2tj0Z0SHQHSKTHSKTGOlSdFGlaKNHtQaC0+txf7PVPZ/phI50esKjJ3qArzXPoeanH473C3l/804gMlOiekuhRSnjMuPMswEhwMpYRxSwjhcF1+OeaSkJTew2NsR1Cw7irr2c9S1nyMEhyAnpSAnpSCNn4hgiwOnhNZgsv8LlQNfqRjNRRsCjJglM/5CF4ER/fO8X6EbpKs6GapGnkenfXGvU4Akp7dBVpJTInCwicnd9NVv3/zl+uuvZ/Xq1dTU1PD5559z2WWXtVnuOEH+yRtvvMF7772Hw+Hgrrvu4sorryQ+Pr5Dp2AbGxsbm/5FtwqAr7zySnfublDSHGR95MiR465z+PDhTl/XNI3Vq1cD8Pjjj3f4sQevw7CystL3byEkFE6hA3BrRNu6btPPaBYCJ589jKItjaS/W0nNYQ13lUXW243kNwuBc3teCAQIEAVmBCjMCFDQLYtcT1MTEbdGtWlhAXmaQZ5m8F6tm+FSS27gKMkxIMuibGz8jYChIokXBTDufBdHMzQK13so3+u17pTv1SnfqyOHNsLcBnZM8lAU3FbqEIEJisQMl/e72x+EDkEQcMSOwBE7AtfZ52NWV/k6Cuv5uWCaWHW1eLZsxLNlIyiKtwNx8hSkSUmIgT0TrzCQMDwWB772CslaQ8uD2ehUmcSLXX3Sifp0sCyLYt2bfZuuahzSO+b5hYoCKU15fuOVni1191cs06L6gMGR3aeX/weAAHJQ28+wdfbfwYMHT3qX//3vfwGvkPizn/3s9MZnY2NjY+M3dKsAeOONN3bn7gYlEydOJCsriw0bNnDttdd2us6GDRs6fb2iogK32w1ASkpKp+ts3rzZtw6AkjqVxoL8Ux6vMCQMx6jRp7y9jU1fIooCY+eHMOqMALK/OErex27qjpi4qy2y/t1I/qduxp7tYtS83hECASRBYJJTZpJT5soQi6JWN1KHm26kSnSTEl3l43qVMFHwOQPHd1OjABsbm+MjOgRipirETFWoLzPYt07l8BYP1INWY8EnbpI/hegEKJwBYZMcTA9UmOKSCekHot93IYaF40xbiDNtIWZjA3p2ltcdmLMHVBU8HrSM3WgZu0EUkcaMa8kNHDq0r4fvV5iGRfEmD7lr3KjHWoS/iESJCZe4CIvv9iKdHsNoamiT3hRr0b7MHSDGIZLikpnilIkbpA2vDM2ifK/O0QyN0gwNT233VOJETZaQnG0/z5KSEt9/BwYGnvQ+Dx06BBz/fsLGxsbGpn/i91cXbrebo0ePAhAXF9fHo+l5Lr74YrKysvjggw+45557GDNmTJvllZWVvPbaa51uGxwcjCAIWJZFZmYm48aNa7Nc13Uee+yxNq/JM8+g8aMPQTu1AGLnnDS7869Nv0cUBYbPVIidLnN4p0bemhYhcM87XiEw4WwXo9J6TwgEbxOR0bLEaFni4pAAynTDd4O1XzOwgGrT4psGD980eAhoKqVKbRIQA/yorNDGZiBRZZjsdHvYLmocnGcgzoboHIjbAREHQbBgWJ73f65wk+h5FvJcIKyvR959iAGBKNNnoUyfhaVr6Ln7vO7ArAys2howTfT8fej5+2j84D84ho9ESkpBTp6CY/iIQetctkyLwzs09q32ZtE2EzrKwYRLXEROlPrFZ+M2LTLdHtLdGlmqTkO7WBkBGNMUXZHilIkepNEVnnqTsiydI7s1yrO1lvLuJgTR+7c/dtA45WOMXuDs8Nq7777r+++pU6ee9D5DQ0MByMrKOuVx2djY2Nj4H34vAH7yySdcdtlliKKIrndDSq6fc/PNN/Pyyy9TVlbG1VdfzTPPPMO8efMQBIFdu3Zx9913H/dzCA4OZvbs2WzZsoWHH36YiIgI0tLSEEWR7OxsHn74YXbv3k1gYKCvi5cYEIgyaw6ejV1r1NIGWUE54/jdim1s+huCKDB8hkLsNJkju7zNQuoOm6jHLPb8p8URGJem4FB6/wYtSnKwRHKwJMhFrWmS2eQM3KvqaECjBdvcGtvcGhKQqEi+m68hgyBM3camJ6kxTHa6vY088rW2N+umBPIUByPmOplthlH8WSVFm7wlne4qi9zVbvLWuBmWLBM3X/GKPANIoBckGXlSEvKkJKzLr8YoKmxqIpKBedQbaWKUFGOUFKN+tgYhfKiviYg0JmFQPEi0LIuyPTo5HzZSe6hF+AuKFkm8yEXMVNnvhb8awyTLrbGnpoSM2gbaX41KwASnxBSnTLJTJnSQ/u40VpqUpmuUpmtU5ulY7aqgHU6ImiwTnSozLElCChDY9FQd1Qe6LgJaloUgCAQNE4ma3HI7V1payssvv8zbb78NwMyZM5k1a9ZJv4ezzjqLXbt28Y9//IPk5GSuueYaFEWhtLSUP/3pT7z44osnvU8bGxsbm75HsPy8S8cHH3zAZZddhiAIvg65A5ny8nI2b97MNddcQ31Th97AwEAEQaC+vp4hQ4bw9NNPc/PNNwOQmZnZpsnH7t27ueSSS3wCn9PpRJZl6urqkCSJZ599lscff5yioiL++Mc/cu2112KpKnUvPItRXNj1gQoCgTfegpI8pfvevA0Oh4Pw8HCqqqoGxXzva8LDw325m1VVVR2WW6bFkd0auR95hcBmnKECY892Epfm7BMhsD2qabHX43UGZqo69Z2c1uNlhy9zKdoh9tmNpj3He5cTzXGb76beNNnt1tje1K27/TdruCQyw6Uw3SUTJTnazG+PW+fITo3C9SpV+9vO9YAIkbg0b+fx/tzVtSsYZaVomRneJiIHC6C9UywgEGlysreRyITJCM6Obqbvoj/M8cp8r/BXld8yD1zhAuMvcDFitoLo6PvfkeNR2iqG4kCT87w1gYJAslMixSUzWZFxDiBhu6tYlkXtIYPSdJ3SdI2a4o6/bc5QgWEpXtEvIlHqUE3QUGGw8cm6kyoLbtRqeW7HDymtLwBAVVVqamp8yydPnszbb79NTEyM77UVK1bwxBNPMG/ePD744IPj7vvYsWOcf/755ObmAiCKIiEhIdTU1GBZll83eaytre3rIZwU7Ts029jY2PQkfu8AHIzMmTOHr7/+mqeeeoqvvvqKyspKIiMjufTSS7n77rs5duyYb90hQ4a02XbKlCl8+umnPPHEE6xfv56amhqCg4NZsmQJt99+O9OmTePxxx9vs43gdBL0f7dR/8pfMQ7sP/EAHRKB195gi382Ax5BFIidphAzRebIbo28j93UHjJRayyy33WT/6lKwtlO4ub3rRDoFAWmuBSmuBQMy2K/1nLDVtHUffSAZnBAM1hZ52aYQ/TlBsYP0iwmG5vj0WhapKtep1+22rFr6TCHyAyXzPQAhdjvKGt0yN5mQyNmK9SWGBSuVzm01YPeCI0VJjkfutm32k10qtcVGJHYP0o/TxZHVDSOxdG4Fi/FrK1B25OJlrkbPTcHdB2rsQFt+7do278FSUIaPwE5eQry5GTEkNC+Hv5pUVNskLOykbKsFq+cEiyQcG7T70YvRkp0FdOyOKi1xE2UGh2beETKEimKRIriIGGQZs+ahkVVvu5z+jVWdhTEgqJFolO9ol/YaMd3un4DIxzM+UkwW5+v63Rf7TnmLufpb/6PA1WZvtdkWWbYsGEkJSVx8cUXc/XVV6Moyim9vyFDhvDRRx/x5JNPsmbNGg4fPowkSaSlpXHDDTec0j5tbGxsbPoe2wHoZ5SXl59wnX/84x/cfffdxMfHs3Xr1m47tqVreLZsQt24DrO0k07DsowyfRbOBYtxxMR223FtWrDdUb3LyTpHLNOiNMPrCGxdwqWECIxd6r2hax/E3ZdYlkWJbvpu5Ir0jnMqpKkbY4pTZqKz57sx2nO8d+kP7ih/QDUtMlWv02+PqnUobYxwiEx3ycxwyYz4js7bJ5rfumpxeIeHwvWeDplfgVEicfMVRp6hoAQPbFcggKWqaDl70LIy0PdkYjU2tF1BEHCMHuN1Bian4oiK7nQ//jjH68sM9q1yc3h7S76y5IIxZ7kYc5YTyeU/vxMAmmWxz6OT7tbIUDVqOmniMVLy5vlNDXCSMiyS6urqQXcO11WLsj0aRzM0jmbqbbo2AyBA+BiHz+kXHH3ype2eOpOD6zwUrlfbNIdpRgkWGDlXIX6RE9eQvjtPREZG9tmxT4TtALSxsbE5PrYA6GecSAB0u90sXbqUnJwcvv/977NixYpuH4NlWRj789EL8nBaFqKiIIYPRRs3AfEUOonZdB1bHOldTvXGsVkIzFujtin1UUIExi5xErfAv4TAZioNk4wmZ2Cup6OzSRFgkuItE05ySgT1QMdSe473Lv4ojvgLmmWxp0n0y1Q1PO2uhsJEgWkuhRkumdHy8UW/1pzM/D5WpFO43kPJNg+G2vK6KEHMVJm4+U7CE7p23P6OZRjo+/PQsjLQMndjVXecq+KwGOTkFOSkKThGxSE0nZ/8aY67q01y17gp3uTx5b6JEow+00nCOU6/EnYbTJMs1du5d4+qobab/yIwTpFIdcqkOCUimtyug+0crtaYHM3UOLJboyJHx2z3dECUIGKCRMwUmWHJcreV9JuGxdFMjdpDJhIKcoCDkFiJ4ASPXzhHbQGw+7AFwBbi4+M5ePAgr7zyCsuXL+/r4djYDEjsEmA/5L///S/Z2dlcdtllJCQkoCgKuq7z7bff8pvf/IacnBxcLhc/+MEPeuT4giAgJYxDShjnVxfWNjb+giAKxExRiE6VOZqhk/uRm5piA0+txd733ez/XGXMEiejz/QvIXCoQ2RhkJOFQc5Ob/48FuxWNXarWpubv1SXzNBBGuZuM7DQLYscj872Rg/pqoa7negRIgpMc8lMdymM7eHy+CGjJFKulZh0WQAl27yuwJpiA1OHkm0aJds0gmNE4uY7GTFbRg4cuN9BweFAHj8BefwErEu/h1FyyFsmnJWBUVIMgHn0COqXR1C//AwhNBR5cgpyUirWrDOgj5uIeOpN9n+mcuBrFbPZ9CfAyDkK4y9wERDuH3+7KsP0xUMc7yHQZMV7zu+ph0D9gbpSg9J0r9OvqsCgffChHCgQlSQRnSoTNVnukd950eG9zoiZ4l8it03fsnz5cl577TUWLlzI2rVr+3o4NjY2/RBbAPRDSktLeeaZZ3jmmWcQBIGwsDDq6+vxeDwAKIrCH//4RxISEvp4pDY2gxtBELxd/FIkjmY2CYFFBp46i5wP3BR84Z9CIECgKDIrQGFWgNJp+ZcJ7PPo7PPo/Ke2kZGSgxSnxJQTlEDa2PgbhmWR69HZ4dbY5dZoaFf4ECgITG0q7x3XB3lmkksgbr6TUWkKxw4aFG7wugJNDeqOmOz5TyN7P2gkdrrXFRgWP7C/f4IgII0YiTRiJJx7IUZlBXpWBlpmOnpBHpgmVk0Nns0b8GzeQMM/XyEodSoBU6djxsUjBvRepYKuWhz4SmX/F270xpbXY6bJJF7kOqUS0O7kZGMgJjgllAE8t46HZVocKzQ4stsr+tUd6Zh76AoXvC6/FJmh4yS/btxiY9NfSUhIwOVydci4t7Gx6T5sAdAPOeecc6ioqGDDhg0UFxdTWVmJJEmMHj2a+fPn84Mf/OCE4t+bb77Jj3/8Y0aNGsWOHTt6aeQ2NoMTQRCITpEZluwVAvPWuDlW2CIE7v9cZcxZTuIX+l/2E4AsCCQ5ZZKcMlcfJwC+WDco1g3W1KsMFQVSXd4bxr4QTGxsToTZ1Axnu9vDLrdGbbtMM5cAqU6ZGQEKExQJyQ/msCAIhMVLhMVLTLrMxaGt3g7CdYdNTA0ObdE4tEUjZITXFTh8poIc0Pfj7mkcQyNwLFiEc8EizIZ69OwstMx0tJw94PFgqW7qtm6mbutmEEWkhPHIyanISamIYeE9MiZTtyjc4CHvY3ebrq2REyUmXOJiSFzfXV4frxFUa6IcIlMGeSMoQ7Oo2Kf7nH5qTcdEpJARLU08QkcObOHd5viYpkmjWU2DWUOgGEqAGIY4SN2xPc0XX3zR10OwsRnw2AKgHzJ27FgefPDBvh6GjY3NSdJaCCzb43UEHjtooNVb7FvZ1hHorzfuoiAwRpEYo0hcGhJAqW74nIEFmoEFVJoWaxs8rG3wECgIJDslUlwykxUZ53d0ObSx6UmsJvF6u1tjp9tDdTvRTxEg2el1+k12yj3e8OZ0kANF4hc6GX2mQnWBt4Pw4R0apg61h0yy3m5k738bGT5TIW6+0qeCU28iBgahzJiNMmM2luZBz81ByM2hcfdOjJpjYJrouTnouTk0/vcdHCNHISelIienIsYMP20BxzItDm31NoJqrGgR1sLiHUy4xEVEony6b/GU8FgW2U0PbTJVnfpO4r3jZYcv0iHaIQ5KMUtrMDmapXM0Q6Nsj4bubrtcEGHoOKmpiYdEYETfOjg7Y8WKFTzxxBMAlJWV9fFoBjYVWhFba//NEW0fVquCeQGRGDmRWSFXESGP6sMR2tjY2Jw8g+OK0cbGxqYXEQSBYUkyUZO9QmDeGjfVBwy0hlZC4FlORi/0XyGwmWjJwdnBDs4OdlFjmGQ2ZQTmqDo60GBZfOvW+NatIQETnBJTnDLJTplQOzfQpoexLItDulf02+Hu6HaSgCSnzHSXd072N4FaEATCx0qEj5WYdLnJoW89FG7wUF9qYnigaKOHoo0eQkc5GL1AIXaG4ndxAz2FICvIk1MITzsTURBoyM2hctMGtMzdmOVeYcQoLsIoLsL9yWrEoRE+Z6AjfizCSeQGWpZFabrGvlVu6g63zLHgWJEJFwcwLEXqdUGt1jTJbHL57VV1tHbLJSBRkUhtmvthg/R83FhlUpquUZquUZmr+5qzNONQIHKSTMwUmagkCSVocH5ONi2Yps5HVSso0ws6XW5hcljby4eVjxIljeWC8PsQRf+/pd6zZw9PPvkkX375JUeOHCEgIICkpCSuv/56brnlFiSp7Xv44Q9/yF/+8hd+8IMf8OKLL7ZZtm3bNmbNmgXAddddxz//+c82y/fu3cukSZOQJImqqiqCg4O7NMbjNQE5cOAAY8aMAaCgoABZlvnNb37D6tWrKS0tZdiwYVx00UU88sgjDBs27Lj7P3bsGH/+85/58MMP2bdvHw0NDQwfPpzJkydz5ZVXcvXVV+Nyudpso2kaL730Ev/617/IysqisbGR2NhYzjrrLO677z4mTpzY6bGafxO++uorJk+ezKOPPsqqVasoLS1l5MiR3HDDDfzsZz9DURTfeitWrGDbtm3U19eTmprK//t//4+LLrroOz+zd999l1dffZWtW7dSWVnJkCFDmDlzJrfeeiuXXXbZCT9zm8GH/5+tbHodXbUo2eahKl8HTUVSRAIjHERMsQgd4X9PQ21s/JXWQmB5ttcR6BMCV7kp+FIlfrGT+EX+LwQChDpE5gU6mRfoRDUt9ni8jpMsVafBstCBLFUnS9URaGSM7CCl2XEi2ecOm+7jsG6wo9HDdrfG0XainwhMckrMcCmkOGUC+pnodzyUYJExZ7mIX+ykMlencIOHI7s0LANqigwy/tVI9nuNDJ+lEDffOah+rwVRxDUukYCIKFwXXop5tBQtKx0tMx2j8AAAZmUF6jdfoX7zFUJgEPLkZKTkVOTESQhNN2CdUbFPI+dD77m7mYAIkcQLXQyfKSP04vwq01viGfY3ObJbEyB4Be9Ul8wkZeDM/ZPBsixqS1pEv5qijrmHSkiTWz9FJnKChEPxv8+pxjDZ0uihWDcw6lQCHA6GyxJ6YFBfD21AY5o6/6l4kHqzskvrl+n7+U/Fg1wR8Vu/FgFff/11br75ZnTd28Z6yJAh1NfXs2HDBjZs2MA//vEPVq9eTVhYmG+bhQsX8pe//KXTZiOtX/v666+Pu3zGjBldFv+6SkZGBjfddBPl5eWEhIRgmibFxcW8+OKLfPbZZ2zbtq3N+2hmy5YtXHrppZSWlgIgSRKhoaEUFRVRUFDA6tWrmTJlClOnTvVtU1lZyYUXXsjmzZsBkGWZwMBADhw4wN///nf+8Y9/8Oqrr/I///M/xx3vwYMHue666ygpKSE0NBRN08jLy+Phhx9m165dvPvuu7zwwgvccccdAAQHB9PY2MiWLVu45JJL+M9//sPll1/eYb/19fVcc801rFq1yvdaaGgo5eXlfPzxx3z88ccsX76cv//974PS8W1zfPz3TGXT66i1JvmfuCne7GlVFtHqmfJHEJ7gIOFsF8OS+6bMxcamPyIIAlGTZSInSZTv9ToCq/Z7hcDc1V4hcMxiJ/GLlH7T6dMpCkxzKUxzKRiWRZ5HJ0PV2O3WqDItLGC/ZrBfM/igzk2MQyTFJTMt0MmQTsrTbGxORJnP6eehRG8r+gl43U4zXF7xI3gA5zMJgkBEokxEooxaa1K82UPRBg8N5Sa6GwrXeShc5yEs3kHcfCex02W/FDh6CkEQcETH4IiOwXXWOZjHqtH2ZHqbiOTtA0PHaqjHs20Lnm1bQJaREid6S4UnJyMGhwBQfVBn30o35Xt1376VEIFx57mIS1MQpZ7/TE3LokhvyfM7rHfM8wtrymRNbcpk9Yc8y97GNCyq9hs+0a91eXYzgVEiMVO8eX5h8Y5eFW5PhiO6wZo6N7vcGi3SZatr8cuvJS08iqwX/9wHoxv4fFS1osviXzP1ZiUfVT3BRREP9NCoTo9vv/3WJ/6df/75/OlPfyIhIQGPx8Mbb7zBHXfcwcaNG7npppt47733fNstWrQIgJycHI4cOUJMTIxvWbPAFxoaSnFxMXl5eYwbN67D8uZ9dCc33ngj06ZN49lnnyU5ORlVVXnjjTe47bbbyM/P5/HHH+fxxx9vs82BAwc4//zzqaqqYuLEiSHkNcEAAQAASURBVDz11FOcffbZyLKMpmls3bqV119/3efGa2b58uVs3ryZ4OBgnnvuOa699loURSEvL4/bb7+dTz/9lOXLlzNhwgRmzJjR6Xh/+tOfMmnSJNasWUNqaioNDQ08/fTTPPTQQ7z33nv85je/4dFHH+VnP/sZ999/P2FhYRw8eJBrr72WTZs28eMf/5hLL70URzvX+k033cSqVatITk7mscceY8mSJQQGBlJbW8s//vEPfv7zn/Pqq6+SlJTEvffe271/BJt+jWBZ/n0n9sEHH3DZZZchCAKG0fEp3kDD6XQSGxvL+eefzz333NPpE4xmtm3bxh//+Ee2bNlCQ0MDI0aM4OKLL+YnP/kJK1eu/M4mIF9++SWvv/46O3bsoLy8nJHh4/nx3BcY6hrepXEmXuxi3LmuE69oc1I4HA7Cw8OpqqoaFPO9rwkPD8fhcGAYBlVVVb12XMuyqMjxOgKr9rf8naUAiF/kZMxiZ78RAtvTXJK5262RoeoUd9J1MlxykKxIJDslEhXJr7PY+jt9Nce7i0rDZIfbw/bGzjuYJsgOZgQoTPWTkvO+OodbprehQeF6D6XpWpsyRylAYOQZMqPSnITEDjxX4MnMccvdiLY32+sOzM4Cd2PbFQQBNXYahepiyg61NBCRAmDsUhfxi3q+o7ve1LW6OXu1fZYlwHBJ9OX5jerlruz+cp1ieCzKsjVK03WOZmpo9R0/p7B4B8NSvOW9QdH+n3uYo2q8VF2Puwt3ZrrbzY9ihjLF1VawqKmp4a9//SsfffQRBQUF6LpObGwsCxcu5Pbbbyc+Pr7T/UVFRQHw/vvvk5iYyB//+Ec+/fRTDh8+TGNjY5u8werq6jZij79RW1t7SttVaEV8WPnoKR932dBfES6POOntQkJCurzu8uXLee2111i4cGGnzrzOOOecc/jss8+YPn06mzdvRpbbmjjefPNNn4Nt8+bNnHHGGb5lEyZMYN++fbz55ptcc801gLcpytChQ9F1nVtvvZVnnnmGl156iVtuucW3XWxsLEeOHGHNmjWcd955XX5/XSkBTkpKYvv27Tidzjbb3nnnnTz33HOMGTOG/fv3t1l27bXX8tZbbzF69Gh27NjB0KFDTziWjRs3kpaWBnjLbNu78FRVZdasWWRkZHDeeeexZs2aNsubzzfh4eHs37+/wz39kiVL+PLLLwH4/ve/z9///vc2yw8ePMiYMWOwLItvvvmGBQsW+JatXbuWxYsXM2bMGLZu3UpERESH8b/11ltce+21DB06lCNHjnT4u9sMXmwHoJ+h6zoHDx7kxRdfZO3ataxZs6ZT6/Qbb7zB3XffjWl6r/KbLcx/+MMfWL16NTfccMNxj/Hkk0/y+9//3vfvmPBR3HlG18U/gH0r3TgUGLPYFgFtbE4WQRCInCgTMUGiYl+TEJhvoDdC3hqVA195S4P7oxAoCAIjZYmRssSFIVChG2SoOumqRp5HxwSqdIN1usG6BhWnAJOdXvdKklMicAA7t2y6xjHDZGeT02+/1lFgiJcdTHfJTHMphPuB6OcPCKL3nBI5UcZ9zKR4k4eijSqNlRZ6o8WBtR4OrPUQnuB1BcZMlXHI/i2G9ASCKwBl6nSUqdOxdB19f563o3BWOu5qiyLtLI7un4a3kBxEQWPk2CMkXDAEV+KQHhOQGk2LLNUr+GWpWgcBSMArdjc7/SIHaaSCWmtyNNPr8ivfq2O2Cz4UHBA5oamJR4qMK6z/nB8Oajp/qa7H00VbhuRy8XJ1A7eFC0x0em/s9+7dy9VXX01JSQkALpcLSZIoKCigoKCAN998kxdeeIGLL774uPvdv38///d//0dZWZlv+9YUFhaybNkyCgsLT+2N+jFba/99WttvqX2b84be3U2j6R6qqqr4/PPPAXjggQc6FYGuvfZaHnnkEXJycnj77bfbCIALFy5k3759rF271icA7ty5k2PHjnHOOeewdOlSnnnmGdauXesTAJsdg5Ik+QS07uTuu+/uIP4BLFu2jOeee46CggLq6+sJCvKWy9fX1/Of//wHgF/+8pddEv8A/v1v73xISkrqtATX6XTyi1/8gmuvvZZPPvmE6urqTo07P/zhDzt9fenSpT4B8IEHOrpHR48ezbhx48jNzSUjI6ONANgsFt50002din8AV1xxBcuXL6eyspLt27czZ86cE75nm8GBLQD6Gc0/0A899BB79+7lueee4+c//3mbdXbv3s29996LaZqkpaXxxBNPMH78eDRNY9WqVdx33308+eSTne6/qKjI1z3sRz/6EbfddhuHPwrh8I728dEnJvs9N8OSZIKGDc4LURub00UQBCInyEQkSlTmeoXAyjwD3d1KCFzkJH6xs98Gk0dIDhZJDhYFOak3TbI1kz2Gxa5a742OasFOt8ZOt4YIjFckn7PFFncGD3WmyS63xna3Vyhufw88UnIwwyUzzTV4xY+u4hoiMu48FwnnOCnL1ilcr3I0UwcLqvINqvIb2PMfgZFzFOLSlEH7Gy5IEnLiRMzYRA5YF3HwGxXL8Ap8AgbDHNsYJa1FOVSL+hJ4hoQhJ6UgJ6UiJYxHkE7vErraMH2xCbkenfZStwxMcsqkOiWSB3hZ+3dRX9ZS2lu136D9yUEKgKjJXpdf5CS5X+Tptse0LF6rbuiy+OfbDnjtWAOPRoWi1tdz/fXXU1JSQmxsLE899RRLlixBFEUyMzO577772LZtGz/60Y8YM2YMycnJne7zoYceIjY2lr/85S+kpaUhiiL5+fkAGIbBzTffTFFR0Wm+457lldL/65PjHtayT+nYPw55qwdG42XHjh00F/udddZZx11v6dKl5OTksH379javL1q0iJdeeqmN27B1ee+CBQtwOBxtcgCbl0+fPv2k3I1dpbn5SHtGjGhxX1ZXV/sEwK1bt/qyDy+88MIuH6f5szjR5wbe6pedO3eyePHiDuukpKR0um1zsxKXy3VcR210dDS5ubkd3O0bN24E4KmnnuK555477vg0zXt/X1hYaAuANj78XgCMjIzkzDPP9HvbfncRGBjIzTffzMGDB3nhhRd47733OgiAv/vd79B1nYSEBN58800CAgIAbzDpZZddxpAhQ7j66qs73f/27dsxTZOEhAQeffRR3NUmO3fVnNpgLShc72HS5QGntr2NjQ3QNtOrYp9G7hqVylzdKwR+rHJgrcrohV5HoBLcf28Cg0SRMwJlzgsPp7Sykj0NKhlNrpda08IEcjw6OR6dd2obGSW1OF6GS/5fvmVzcjSYJrubuvfmNLlDWxPjEJkRoDDdbiJzSgiitwnRsCSZxiqToo0qxZs8uKsttHqLgi9UCr5QiUiUiJuvEJ0q90qunb+gNVoUfOnNYDVUAAEEGD5DZuw8HeWIjJYZjVFQB5aFdawaz8Z1eDauA5cLeWKSt6vwxMkIrhNfB1mWxRHd9DbxUDUOduJuDRYEkpvOeROdEsogPOdZlsWxwhbRr3XX5WZcYQLRqd4mHhHjpX4/b/d69A7NjLpKrWmxy62x6e9/5+DBg8iyzNtvv82kSZN86yQnJ/POO++wcOFCCgsLeeyxx/jXv/7V6f5EUeTdd99l+PCWqqCEhAQAVq5cya5du05pnDZ9Q3Pptsvl+k7n28iRIwE4evRom9c7ywFsLQCGhIQwffp0tm7d6ssB7Mn8Pzh+yXTr7r3Nwhfga/rhcrm+s0Nwe5o/u9bCYnsiIyNxOp2oqtrhs2smNja209ebM/2io6OPe33bvE7r9wNw+PBhwCt0doWGhoYurWczOPB7ATAtLa3LGQcDifPOO48XXniBgoICGhoaCAwMBLzty7/66isAbr/9dp/415qzzjqLWbNmsXXr1g7LhgwZAkBdXR319fWUbHS0yQo6WYo3e0i8yDWoAsZtbHoSnxCY620WUrHPKwTmf+IVAuMXOhlzVv8WAgEUQSDFJZPikjEtiwOat7vlbrdGWdONUJFuUFRnsLrOTYSjJfNqrOzAMQhvjAcCbtMiQ9XY7vawV9XR2y2PdIjMcMlMdym26NuNBISLJF4YwLjzXJRleV2BZdleV2DFPp2KfTpKiMCouQqj5ikERg5cwdXQLArXqeR/quKpa7FcDUuWSLw4oKl7chAknoXrzLMw6+vQ9mSiZ6Wj5WSDpoHbjbZrO9qu7eBwII1L9DYRSUpBHBLm26dpWRRozZmoLee21kS2O7eJg3DOm7pFRa5OabrG0QwNd3VHK1zIcJHoVG8Tj9BRvZt72NOsa1BPe/tV778PwMUXX9xG/GsmODiYO+64g/vvv58vvviCmpoaQkNDO6x35ZVXthH/WvN+0zFmz559WuO16T8MHz6c8ePHk5uby9q1a7nqqqtYv349QUFBPifeokWL2Lp1K2vXrmXcuHE+N+DChQv7cugDmub81dbZjDY2XaXbBcDGxkb27NlDTk4O1dXVviDWkJAQwsLCmDBhApMnT+5UuLJpoXWnpWPHjvkEwPT0dF/uX+ssgPbMnz+/UwFw+vTpREREUFpaynnnncc9c19FofPsgK6gNVhUH9CJSLSDRW1supOI8RIR44OpzPOWBlfs0zFUyP9U5cDXKqPPdDJ2Sf8XAgFEQWCsIjFWkbg02EWpYfpumA80uWQqDJOvGlS+alAJ8rlkJCY55UHpkulPeCxvvtmORo1MVaN94ES4KDDdpTAjoPcbGgw2RIfgE1EaKgyKNngo2uTBU2vhqbXI/1Ql/zOVqEkSo9IUhiXLiI6B8fcwDYtDWzzkrnHjrmoRmMITHEy4JIChCZ1fEotBwThnzcE5aw6Wx4O+b6+3icieTKz6OjAM9Jxs9JxsGt97GzN+LAWz0tgzOoEsQaauk157ca3czbGDVOjWGi3K9nhdfmVZGrq73QoCDE1w+ObrQBWlLcsiW23/KOTk2K8Z7Dt4EIAzzzzzuOs1CzKmaZKens78+fM7rNM6/609ze6/77r/sPEvmpu7uN1uKisrj+sCLC4uBujUIbdw4UKfAJiYmEh1dTXnnnuuLx9y8eLFPPHEE6xdu5YzzzyTw4cP43A4/GaeNN9Tu91ujh492mUXYFRUFDk5ORw6dOi465SXl6OqXgH/ZNyFp0t0dDSFhYUDMovTpufpFgFQ13VeffVV3nzzTdatW3fCrmCiKHLmmWdy7bXXsnz58g4Bsza0+Uxa237Ly8t9/308SzFw3Kd3Q4YM4S9/+Qs//OEP2bt3L1Vj64gOOXUBEMDTSec1Gxub7mHoOIkzfhxMZX6TEJjjFQL3f6ZysEkIHLPEiTOk/wuB4C2HjpEcxAQ7ODfYRbVhkqlqpLs19nm8jrF6y2JLo4ctjR5kYKLTmxuY7JIJGaQ5Wf6GZlnsVXW2uz1kqBpqu5+JUFFgepPTL36Qup76msAIr/A1/kIXpekahes9VOR4XYFle3TK9ug4hwiMmqcwap6TgPD++d2yLIsjuzT2rXJTX9riwAsd6SDxYhdRk6UuC3CConjLfpNTsUwT48B+tMx0juXtY094FHsTJpI7ZjyarDQfHADRskh0SqS6FFKcgzff1F1tUprhFf0q9ulY7W4XRBmiJkne8t5keUA84GqNZlnUmhY1hkmNaVFjmlQYZgcn9KkghYSi1tR0+d6gdVff1kRGRh53++Z7kO86hj/w/eiXTnob0zR5vexHWB3CKLqOgMgNUS8g+tF1yPTp0xEEAcuy+OKLL7jyyis7Xe+LL74AYMaMGR2WLVq0iL/97W8+AbD5tWbmz5+PJEl8/fXXPZ7/dyrMnDkTWZbRNI3Vq1fz/e9/v8vbrV+/3teoozOaG6wIgsC0adO6ZbxdYd68eRQWFrJq1Sruv//+XjuuzcDgtJW39evXc9NNN/kCYq1OnnS2xzAM1q5dy9q1a/n973/Pyy+//J1PrGy6l4ULF7Jt2zZWr14N3wSe9v4E//mds7EZsAxNkDjjTq8QmLfGTfleHcMD+z9XOfjNwBMCmwlziMwPdDI/0EmjaZHdlJ+VpWo0WqABGapOhqoj1DQytlWnzCg7N65XMSyLfR6d7W5vKXdju+uBIEFgqktmhktmnCLZop+fIDoEYqcpxE5TqC/zugKLN3vw1Fmoxyzy1qjkfawyLEkibr7TK5iJ/v+3syyL8r06OR+6qSlqUZoCo0QSL3QRO10+rfdRYVpkRI9k95Bo8mef1aFxjVN1k1iwj4l5e0ks2EegJPmaiFiJExCaRcIBjGVZ1B0xfXl+xw52NAjIQQLRKV6XX+REqd9FyhiWRZ1pUWs2iXqtxL3mf9eaFjWm1eGc2J1YJzBfdJXmzLHBhiiKxMiJHNb2nvI+YuQJfiX+AYSHh3P22Wfz6aef8vjjj7Ns2bIOnYDffPNN9u71vu/Oyklb5wC+9dZbbV4DfDmA3377LS+//HKH5X1NUFAQV1xxBW+++SaPPPIIy5YtIzw8/ITbXXXVVfzhD38gKyuL9957r0MnYFVVeeyxxwBvdFdnnX57iptuuom33nqLdevW8c477xxX2AVvJ+iuvF+bwcNpCYCrVq3iqquuQlVVn/AXHBzMtGnTGDNmDBEREb5S38bGRioqKigoKGDnzp3U1dUBkJ+fz7nnnss777zDRRdddJpvZ+DT+snc4cOHiY+P73S95nDQ4xEUFMRVV13F5pJaKvNO76Lh4NceDA8MS5KQA/3rh8/GZqAxNEFi9h3BVO3XyV3jpjy7rRAYN9/J2KVOnKED77sYIApMD1CYHqCgWxa5Hp2MJndgtWlhAfmaQb5m8N9aN7FSS7ZWnF1a2iOYlkWeR2eHW2OXW+tQ7hggQKpLYYZLZoIi2dmNfk5QlIOJy5pcgbs1Cter3msEC45m6hzN1HGFC8SlORk5V8E1xD/PM1UFXuGvMrfFW+UcIjD+fBcj5yqnVNZsWRbFukG62/sQ4pDe0Sk0RBRIccqk6Crx+blY+9LR8/aBaWKp4Pl2E55vN4GsIE+YhJyUgjQ5GTEo+LTerz9hmRZVBS1NPBrKOn5OgZEteX5hYxx+V2ZuWRYNltVB0Gvt3msW/OqafntOFRFOw3PmRQD0Wm9Dv5KSkuOu13pZc2noyRAZGcmhQ4dOeI/RX5kVchUfVj56ytufEdJ5A8aeQNO0NlVhnREcHIzL5eLXv/41X375JTt27GDZsmX88Y9/JCEhAY/HwxtvvMEdd9wBwOWXX95pvuOIESNISEggPz+frVu3EhwczMyZM9uss2jRIr799lu+/fZbwP/y/37729+yZs0aDh48SFpaGk899RRLly71OQM3b97MX//6Vx544AEmT54MwNy5c7nkkkv48MMPufHGG6mrq+Oaa65BURTy8vK4/fbbycjIQJZlfv3rX/fq+zn77LO5+uqrefvtt7nuuuvIysri1ltv9bl86+rq+Pbbb/nXv/7F5s2byczM7NXx2fg3pywAlpaWsnz5ctxub2jHxRdfzF133eVrB/5dGIbBunXrePrpp1m1ahWqqrJ8+XKysrKIjo4+1SENClJTUxFFEdM0Wb9+/XEFwHXr1nVpfzHTFCrzGk9rTM0B4oIIQ8dLvou6/louZGPTHwgfKzH79mCqCryOwLI9XiGw4EuVg+tURi8YuEIggCQITHLKTHLKXBliUdTqxryk6cb8sG5yWFf5pF4lTPQ2HUl1yoxXJCRbiDplrKbGBjvcHna4NWrMtre/igCpTm957ySnhGx/1v0OhywwfKbC8JkKdUcMCptcgXqjhbvKYt8qN7kfuRmWIhM3XyFygn+4AmtLDPataqQ0vUX4kwMFEs5xMvpM50m7y4wmgXu3qpHh1qgyO0o9Mc0PGpwycb5y9kBIWwBpCzAbG9D37vHmBmbvAdUNmgctczda5m4QRaQxCUhNTUQcEccvwfRXDI9FeU5LE4/WzVWaGRLXkucXHNs3uYdqa2eeaVJjtHLutRP4TufRuAAEiQKhokCoKHr/3yES0vrfokiIQyBQEHizppFNjZ5TPl6KUyJr7FgyMjJYt24d119/fafrffPNN4DX7ZaamnrSx5k6dSqHDh1i/fr1pzxWfyZCHkWUNIYyveCkt42SxhIuH79bbHezcePGE4q4zzzzDD/96U+ZPXs2L7/8MjfffDMfffQRH330EWFhYdTX1/tipubNm+dz73XGokWLfNV+aWlpHeK7Fi1axIoVKwD8Kv+vmTFjxrBq1SqWLVtGdnY2F1xwAbIsExoaSk1Nje9zuOeee9ps98orr3DBBRewZcsWbrzxRv7v//6PwMBAX/ddSZJ45ZVXOi2d7mleeeUVRFH0ORsfeeQRX7PPmpoanzlr3LhxvT42G//mlAXAv/zlL1RWViIIAs8++6zv6UFXcDgcLFq0iEWLFvHcc8/x4x//mKqqKv7yl7/w8MMPn+qQBgVDhgxh0aJFfPnllzz//PNcccUVbdqeA3z99dedNgABr13Z6XT6/j1itkLOh40Yp9iAbMhoB42VJp5aC8uEihydihydPe80Ejqq5WIvZPjgDLm2selpwsdIzLotmOoDXkdgWZaOqbUIgc2OQH916nQHgiAQJ0vEyRIXhQRQrns7Cqe7NfI1AwuoNi3WNXhY1+DBJUBS0w37ZKdMgB8IF/6OZXlF1h1uje2Nng5CiIz3M50RIJNkN2YZUATHOJj8vQAmXOzi8E6Nog0qVfsNLBNKd2uU7tYIjBQZlaYwco7SJzEEtUc1dv27goINdTTbsRwKjDnLyZglLuSArs9Ht2mxx+MV/DJVvUPZpgCMlR2+BwrDThA1IAYEokybiTJtJpauoefnomWmo2VlYNUcA9NEz89Fz8/F/eG7iLEjvDmDSak4Roz022snT53J4XQPpeka5dkaRjv9ShAhIrEpzy+l5x4K6825ek2Cnk/Ia/XvZoHPc5oVuAECXuGuSdALFQVCWgl8zcJesCiclNv5zEDltATABYFO1MsuIyMjg5UrV/LTn/60Qyfguro6nnvuOQCWLl3aaQfgE3HppZeyevVqtmzZcspj9XcuCL+f/1Q8SL1Z2eVtgsShXBB+Xw+O6vS54YYbmDFjBk8++SRffvklR44cITAwkKSkJK6//npuueWWDqXBrVm0aNF3lvcuWLAASZLQdZ1p06ad0vzqadLS0sjJyeHZZ59l5cqV5OXlUV9fz6hRo0hKSuLKK6/s8L0ZOnQo69at469//Sv/+te/yMrKoqGhgbi4OJYsWcJ9993Xadft3iAgIIB//etf3Hzzzbz88sts2LCB0tJSAEaNGkVKSgpLlizh6qt7z5lq0z8QrK6E9nXCzJkz2blzJxdeeCEffvjhaQ3ikksuYdWqVUybNo3t27ef1r76O8127sLCQt/ThO3btxMXF+dbZ9euXZx33nkYhsGCBQtYsWIF48aNQ9d1Vq1axX333YdlWRw7doxRo0axY8cO37ZPPvkkW7du5Xvf+x7z589n+PDh7Hm3kQNfnbwCKLlg4S9DUYIEqg+0lHvUH+1YzBAQ0VLuET7W/8o9/AWHw0F4eDhVVVUnbKZjc/qEh4fjcDgwDIOqqqq+Hk630FoIbEaUIS5NYezZrj4XAnt7jteZJplNzsBsVe/QgdYBJCoSqS6ZFKdM2AAL5z/dOV6iGWxvcvqVGW3P7Q5gklNiRlNjA5ctpA6ac3jNIYOiDSqHvvW06d4qOCBmitcVOHR815trnCpqjUnRWsj7ogbTaBlD3HyFcee6uuyArjFM30OD5mZDrZGBCU3NhlKcMiHdcJ6wTBOjuNDrDMxMxyw90mEdISzcJwZKY8ch9HE+W0O5QVmmQfkei6N7G7HaXe5JLoia7L3Wi5p86rEwpmVR35SbV9NJtl5rga/hNHP1ZOjozvP9u+W1EIfYow82/lBRS5528ueMWEnkgYgQGurrWbRoEQcPHmT48OE89dRTnHXWWYiiyJ49e7j33nvZunUrTqeTjz/+mOTk5Db7aXaTvf/++6SlpXV6LF3XOffcc0lPT+9S5ntfUVtbe1rbm6bOR1VPUKbvP+G6UdJYLgi/D1E89VQtf2mWYWNjMzg4ZQEwMjLS59q75ZZbTmsQf/vb37j11lsJDw+noqLitPbV3+mKAAjw+uuvc++99/p+gENDQ1FVFVVVGT9+PDfccAMPPfRQBwFwxYoVPPHEE75/BwQEEBwYyq1TniUxquv2ZUGEmT8MImpyx6dFdUdaxMDqA50EPgcKDEuRmgKfZSSnfdPYzGC5efQXBqIA2Ez1QW9p8NHMVkKgBKPSFBLOduEK6xuhqy/nuKepM226qpHZSV4dwGjZ4csNjHH0f+fyqczx0mann9vDkXY5ZyJewXSGS2aKSybQzwLP+5rBdg7XVYvD2z0UrvdwrLDt+w0a1uQKPEPp9m6uWoPJ/s9VDqxVfc4zQYDhs2XGX+AiMOLEQtkR3SDDrbFb1TjY5BRuTaAgkOyUmOKSmajIOHtY4DbKjvrEQONgga+DcDNCQADSpGTkpFTkCZMQ2lV/9ASWZVFT3HJNV3uo4wNeZ6jge8A7dLyEQ+78c7IsbxOM9o0xmgW+2nYC3+nm6jULeiHt3Hnty3FdAn5xnq82TJ6sqKW6kzLz4xEkCNwdEUx0kws1Ozubq6++2pfR53K5kGXZJ4g5nU6ef/55Lrnkkg776ooACHDgwAGWLVtGcXFxl8fZ25yuANhMhVbE1tp3OKLltOkOLCASI09gVsiVRMijTvs4tgBoY2PTm5yyABgUFITb7eaf//wn11577WkN4s033+S6664jICCA+vr609pXf6erAiDA1q1befbZZ/n2229pbGxkxIgRXHTRRfz0pz9l5cqV/PjHP+4gAB45coTPPvuM9evXk52dTWlpKTU1NUSGxXDHvD8xKiC5w3Ha41Bg6veDiE45vlW8Gfcxk6MZ3gvHin06ZrvH6qIMkRMkoqfIDEuWB1wH05NlsN089jUDWQBs5lih1xF4NKOdEDhPIeGc3hcC/WWOm5bFfq0lN7Dc6HhjG+VoaSIyxpft1b/o6hyv8Il+GsV627+LAIxTJKa7ZKa6ZEJs0e+4+Mv87guOFekUrvdQstXTphxUlCBmmkzcfCfhY0+vGY/hsTjwtcr+z1S0hpbL11Gzgki9Igwr6PjXkKZlcUDzxgNkuDVKO/nORzR951OcEgl92LTGrK1B25OJlpWOvm8v6O0unhwS0vgJyMkpyJNTEbux3M40LCrzdJ/o567qJM9vpEJUkoNhKQ4CRonUNgl77Tvhtv93e2flyRIkCIQ6WrnyRNH3b5+DzyEQJAj98nxdrhs8X1XP0U7mZnsaS4/w6OTxjJDbit01NTX85S9/4aOPPqKgoABd14mNjWXRokXcdtttjBkzptP9dVUABG9X0fHjx3fxXfU+3SUANmOaJm6zhkbzGAHiEFxiaLd2+7UFQBsbm97klAXAcePGUVBQwN13393GUXYq3HfffTz11FOMHTuWvLy809pXf+dEHZ16EtOwKNnq4eA6D8cOdrxxkVwwco7C6IVOgqJOvgxFd1uU7fFeUB7N0tDb9x4RIHxsS27gqRyjvzOYbx77gsEgADZzrEgnb41KaXpLEWyzEDj2bFevNe3xxzluWRaH9ZYSwEK947iCm7p7pjplJjilfpNx911zvNowfY08DnRSejZGdjDDpTDVNfBKo3sKf5zfvY3WaFGyzUPherWDYyw4ViQuzcmI2fJJlYeahkXRRg95a9yoNS2XrRGJEjOviyJ6QlCnc1yzLHKaXL8ZqkZtJ+6qkZKDKU0RACMk/3P9WqqKtm8vWuZu9OxMrIaGtisIAo640chJU5CTU3AMiznpY+hui7LspuuzTB29sd3nJABxAp5JIscmidRGOahUPdSYJu7TrAR1CbTk6DU1xmjdKCPU4RX6QkRhUDRvajQtNjSqrG/wdPpgippjZLz+Co3r1/Lt2rW9Pr5mIiP9t1lNdwuAPY0tANrY2PQmpywALl++nNdff52wsDC2bdvG2LFjT2kA+fn5zJw5k5qaGq6//npee+21U9rPQKEvBcDWHCvUqczXkSwXktNBQLhIcIKn28p1TcOiMrfVE+bqjtMwOFYkOkUmeorMkFEOv+gw2NPYN4+9y2ASAJupKdbJXaNSurutEDhyrtcR2NNCYH+Y41WGSUarPLD2t2CKAJMUmRSXTLJTItiPHXHt53itYbJT9Tby2N9J2eMoycGMAG8H36G26HfS9If53VtYlsWxg4bXFbjdg9kqgFOUYfgMhbj5CkNGH98VaJkWJds1cle7aShv+SYOiXMw4RIXkRPlDnO8wTTJVHUy3BpZHq1D4wcRGK9IXkHfJfereW4ZBnpBvtcZmJmBWdUxNkeMim7KDUzBEReP0HR+Mi1vXl5zY4zqapNjWRqeLBMx30RoZ88zHFA+FkoT4eh48AR3fZwSdCi97awUN0QUe7y0ur9iWhY5Hp1DuoHgdBHocBAjO7hm1gz25+Vx/vnn8/rrr/fZ+GwBsPuwBUAbG5ve5JQFwHXr1rFw4UIEQSA2NpY///nPXHrppSe1j/fff5877riDkpISBEHgq6++4swzzzyV4QwY/EUAbKY3BBJfxsxujdKM42TMDPn/7J13eBzlub7vaVvUe7EsW3KTm1yxARuDCb0FQmgBQggQDik/Ukg5nAQOpB0SCAmEkBBKSINQEprpzQbbgLstN9myLatYvZct035/zO5qpV3Zalbz3Nfly9qd2dnZ3W9253vmfZ8n4DFTqJA6Q0aUx+cJoz15HF5ORAEwSGuFzv43vd2EQEGC3KAQmHJ8JsVjbYx3Gga7AxVEu31qRLWLCEx1yMxzWoJC2jESQYeb5ORkPCZ82tzGx43N7PNrEaJftiyy2OVgsUshfZTt/1hjrI3v4ULtNKjcoFK21kd7dfff+ISJErnLHeQscSC7rN920zSp26VR/Jqn2zlBbKbIjItdZC1QQqJhcnIyTbrBhpY2Pm1qpSSKaO8UYLbDEvzmOOVx4V1pmiZ6VSXtu3fTdOgALe3ttMfG0RYb3/V/QhIdKWnWbVHC3QCZxZC5D5IqrMK+cPwuS+yrKbDEP93RtUzAqoROlERSnU7chk68QNQkXLcgjLpKyrFMcnIyLS0t/PjHP+ZPf/oTAH/+85/5whe+MGL7ZAuAQ4ctANrY2AwnAxYAAW699VaeeOKJ0I98fn4+559/PkuWLCE/P5+0tDRcAZNir9dLfX09hw4dYuPGjbz11lscOnQoFGJx88038/jjjw/BSxrbnIgCYE8667sMpxsP6PScrXZLmZujoLjHz0mmPXkcXk5kATBIa6VOyVteqrd2FwInnmKlaA61EDiWx7hqmuz3ayHfwNYo7YQ5cpdv4ER5cH5ng8FjmFYVo2ZS1OGh5zudIYksciksdjnIVmzRb6gYy+N7ODBNk6aDOmVrfVRvVbv5AktOmHCSVRFY+ZmfpgNd758rWWD6hS5yljoQJQHTNKkMtO3vVg1Kff6I54oPtO3PdynMcMgoY0iQUk3TCsnomXwbdjvordcz2bwbJiRVWoJfZjHERcnZ8yRBWwGos0XkPJEERQql3oZX68WJlq+ePcaHlw0bNnDDDTd0C0k877zz+Pvf/z6iIqstAA4dtgBoY2MznAxKANR1ndtuu40nn3zS2lg/f4iCT/3Vr36Vxx9/fEgNVccq/REAv/Wtb/Hcc89x9dVX88gjj/R5WX8YaYHE325Qu9NqFa7bo3ZrIQJLqEidboWIZBYqI5ZsOlTYJ9bDy0iP79FESAjcpoZEd0GCiSc7mHqes0+pmn1hvIxxwzQpCwQK7PCpEWm5AMmiwDyX5Rs4bRgCBXyGyU6fyhavyi6fGmG4nyIKLHY7WDTC4uR4ZryM7+HA325Q8Zmf8nV+Omqjhx4osQLTzncx6TQHyHDAH/Tz02iI4o+WKYnMC/j55Y2y4B7DNGnvId51S8ENu88z8FNzRA0ySyFnj07yfgGlM/K8SHHUkZJey8S5MmnLpyOlpPR5+/YYH17WrVvHZZddRkJCAgUFBVx22WXcdNNNyLI8ovtlC4BDhy0A2tjYDCeD+vWQJInHH3+cK664grvvvpuNGzf26/FLlizh3nvv5fzzzx/MbtiMYxxxIhNPcTDxFAe636R+rxYwqVbxt5uYOtTv1ajfq7HrOQ+Jk6WQb2Bc1ugz87axGa0k5EgsujmWtiqdkje9VG1VMXUoX++n4lM/E09xMPVcJzFpdrUYgCgI5Dlk8hwyn493U6vpoRCRQwFvvSbDZE2nnzWdftyCwFynzDyXwiyHgmuIfK9U02S3z0rv3emL9DtLliVOSYzjlPgYUjyd9neizajBEScy5SwXGYUyu/7loWFfpJikayaHq1TWH1DZnqzTGUUYm+52clJCHItiXbg7e08BPh6YQV+9oyTfBm+3G2ZE+31/ECEiGCN4O84HYrGBd6dO614N3QfQ9V0tCCaJiQ0ka1tJVrfjEpqhAVgDbWtAypkYChERs3Ps74lRxPLly9E0LXSx8s477yQ7OxuAurq6oz62rKyMxYsXA/Dwww/zpS996bjvr42NjY3N6GZILh+dd955nHfeeZSWlvLmm29SVFREcXExzc3NtLe3AxAXF0dSUhIFBQUUFhZy/vnn9xpFbzN4MjMzmTZtGpmZmSO9K0OG5BBCCcGmYbURBVuFg+bgLYd1Wg7r7FvlJSZNtNafr5Ccf2KEiNjYDJb4bImFN8UyrcqqCKzaomIaXUJgzskOpp1nC4E9yZAlzpYlzo510aob7AxUBu71aWiAxzTZ6FXZ6FWRgYKAZ+A8p0JCP0MIdNNkr19js8fPjii+hHGiwMJAe+/ijDQUWbaqXL09o9dtbEYOb7PB/je9VHzixwwU84kyxE2SaGvUMZvB8EHneo3k9TBvIpQvgrpZMD3OOn4KnQp5aaldldxDJAD6wiv1DINWPUzY69GOO5gaOAGIFYVurbYJUiAwo0cybowgdKto9DQa1Gy1vJNr92uh9zCI5Ai3S5FxxCZjGlPQyxaj7ipC3bkDo64GAL2yAr2yAu87ryMmpyLPLUSZMw85fyqCZH/X29jY2NjYjBeGtH48Ly+Pr3/960O5SZsBctddd3HXXXcN6LFqp9WW01iig+pFdojEpEqkzTdJyh8dbWOCKJAyTSZlmszML7horzZCISIth63T8c56g0Mf+Dj0gQ9HnEBGodUmnDZTRnKM/GuwsRnNxGdLLPxqLNMvsITAI5stIbDiEz+Vn/nJWWq1Bsem25PDniRIIstinCyLceIzTPb4rcrAnT6NTtNEA3b5NHb5NJ7Dw2RFYr7TShXO6iWEwwj4D272qmzzqhGVUDGCwHyXwmKXwvSwduPR1AJpYwPg7zA4+K6P0jW+LlsPEcTFEvtWmOyP0TFNSDsIk7ZCRjGIJqRUWP/k9wQmniwxablMXFbfxXMt6KsXRdALJuMGb/espO0vboGI5NueQRkJokicKPTZGsA0TVorAxc+t6u0VkRKj454weqCmKeQWiAjKd23LYgict4U5LwpuC+6FL22GnVnEequ7eiHSwEwmhrwf7wa/8erEWJikGfNtVKFZ8xCcDoH98bY9JlG3WB9p49KTUdr9eKWRCY4FNT4xJHeNRsbGxubMczIGkjYjCq8zQb7XvdyZJM/zGuvy3Rv//tWWt/Uc51kL3JE3cZIIAgC8dkS8dkS08534W02qCmyTpAb9muYOvjbTSo+8VPxiR/JAWkzrRPkjLkyjrix7RtoY3M8icuSWHBjLNPO1yl528uRTQEh8FM/lRv8TFiiMO18ly0E9oJTFFjgcrDA5UA3zQgPMxMoVXVKVZ1X2r3dPMwmySKlmsEWr5+tXpW2HqEjLgHmORUWuRzMdMrItthnM4rRfCalH/o4+J4Xzdt1f9Mc2HE6dKSGCVoC6NMF4gsV8r0SymaDivV+vE0mWqe1ndIPfSRPk8g7WyJusZtmQ+WIxx/ZihsQ+KK1D/cHBSKr80LiXtd98ZKIY4iORUM3aTqgUVNk2Z94GiJ9D2MzxFB3RFJe/7odpIwspM9l4frcORitLai7i1B3FqHtLwZdw+zsRN28AXXzBpAV5BkFOAsXoC1fMSSvzyaSClXn9XYPO33hie2Wo+sWgC9czRmZOex89KGR2UEbGxsbmzGNLQCOMs4991z2798PwOzZs7npppv44he/2O/t9CUEpLKykieeeIIPP/wQf6PMN5Y8Qoo766jbba3Q2fpUJ60VOjMucY2KasCeuJJEJq9wMnmFE9VjUrfLahOu262ieUH3E2odRoCUqVLo5Nlua7SxiU5clsSCr1hC4IG3vVRutITAys9UKjeo5ASFwAz7GOoNSRCY4VSY4VT4YiDFtMinst2rUqFZ4keNbvBuh493O3wIRISgowCFgUq/2U5lTCWb2pyY6KpJ+To/JW978bd1jei6KVB8JrRmd62bI4sUOhUKHDJxokC7Ca2KQe3pIm3LFDx7DeTPdNz7TQQTmkp0mkoa8MVAxXwoXwidfc+zQISQeBffozqvZzuuS+h/2N1A0Hwm9Xuti5i1OzXUzkjhMilPCoWfxWUNzXeumJCI85TTcJ5yGqbXi1q8B3XXDrQ9OzE9HtBUtN070XbvpOP5f1qVhHOsVmEpPWNI9uFEZ6dX5amWjmNWoGYtO430JUvZ6PGzxD24C/KrVq3imWeeYdu2bTQ3N5OUlMSCBQu47rrruOiii6I+5lvf+hb/+te/BvW8NjY2NjYjw7AJgB0dHRw+fJjW1lYSExPJz8/H5XIN19OPGbZv305CQgItLS1s2LCBDRs2sGbNGh566KEhPfF8/vnnueOOO/B6vSS7s/jfc14k2d13v8AD7/iQnALTzhvdn6HiFphwkoMJJznQVZPG/ZpVHbhDxddiggmNJTqNJTp7/uMlfkKXb2DCxNHR7mxjM5qIy5SYf0MsU8/rEgIxoXKDSuVGlQknWUJgXKYtBB4NQRCYqEhMVCTOj3Wy26/xQYePg34tVHcdPgcUgUmyxLIYBwtcCjGiXblsM7oxDZPSDX6KX/diNHWN5qaJlvDXONm6nSAKxAoCogAew+S9Dh9vdfiib3Sy9c/VArnbrH+uNnB2wtRPrH/1+VCzCPyzBRIUqav9VgoT+gK3Y3v46o0UvjaD2sC5SX2xFtaFYSHKkFogk1mokFGo4Eo8vse/4HLhmL8Qx/yFmLqOdrAEded21F1FmM1NYJpohw6gHTqAd9XLiJlZVpvwnHlIEych2N9P/eaAX+OJ5o6I9PbekBQHf2vptAKmXEq/n8/v9/PNb36Tl19+GQBRFElISKChoYF3332Xd999l8svv5xHHnkERen/9m1sbGxsRifHXQB8/vnneeihh9i4cSO63tXe4XA4OOOMM/jRj37EmWeeebx3Y8xQUlJCfHw89fX1PPDAAzz55JM8++yzzJ07l1tvvXVInuOdd97hW9/6FqZpsnTpUr5z+p9Qy/sfQb9vlZes+UN39fl4IykC6bMV0mcrzLnSpKVcD/kGtldZbTVtRwzajvgoecuHK7nLSydluowojfwkwcZmtBAUAqddoFPylo8jGy0j/yMbVY5sCgiB57nGzPfDSFCt6Wz2+NniVanRu7f2CViVSR2BkAEDKNV0Sls9/KvVw3RHIETEpZDSzxARG5uhQg/46oUn39aoOnVFGknvG8SGhZS2pVvCX+10rAEeoNUwae1DPq5LoMtHL0Mk/gIB9/kCyYcd+Nf5ad/tAxPSDln/nO/CxFMkcpc7iEkafd9DHbVdQWZNh/SIcl/ZDRlzrSq/9NkKsmtkzkEESUKZXoAyvQDzsiuh6gjigX20bvwU/UglAEZNNb6aanzvv4OQkIgypxBl7jzkqTMQZLvZ6FgYpsnfWzr7LP4FMYG/t3TyM2dCv9vOf/GLX/Dyyy8jCALf+973+PrXv05iYiLNzc384Q9/4He/+x3/+c9/yMnJ4e677+7nntnY2NjYjFYG/Ku8bt06/t//+38IgsCrr75KTk5Ot+Uej4drr72WV199FbDMi8Px+XyhK0zf+ta3eOgh28sCID7eEuLS0tK47777aG1t5YUXXuCBBx7ghhtuGHTVpKZp/M///A+maXLyySfzzJMvsvbn3mM/MBomlK31MfuKmEHt00ggiAJJk2WSJssUfN7ddSJepNJ00DoR9zaZHP7Iz+GP/MhugYw5spWmN4In4jY2o43YdIn5X45h2vlODrzto3JDDyFwcaAi0BYCAajTdLZ4VTZ7/RzRIkW/GQ6ZRS6F+S6FOFFENU32+TW2e1WKfJYPoAEU+zWK/RovtnmYKEvMD/gG5siiXblsMygM0/LL6xmM0RbldnuPc7uUUij4EHIqu+7rTIJ9Z8CROVilrGHIELX1Nr7nbVHE2Yu3XfIZyUifk2ip8rLzzTrKP/HjbzPxtZoceMfHgXd9pM+SmXSak/Q5I3cxzzRMWsq6RL/26kg/P1eSEOpCSJk2+i48CoKAlDuJ5HnzEVeejb+2BnVXEdquHWgHS8A0MVtb8H+yFv8na8HpQpk1G2XOPJSZcxDc7pF+CaOSXT6Nej1yPPSFDtPk/O9+n+p33oxYZhjRt1lVVcWf//xnAG6//Xb++7//O7QsKSmJH//4x/h8Pv74xz/ypz/9iVtvvZWsrKNbBI0mgnMpGxsbG5tIBiwAvvXWW2zbto2pU6dGiH8AN954I6+88gqCIGCaJoqiUFBQQGJiIi0tLRQXF6OqVo/DI488QmxsLL/85S8H/krGKXfccQcvvPACTU1NrFmzhvPOO29Q21u7di2HDx8G4Oc//zlVG8xIk6l+UPGpnxmXuJGdo+sktb/EZkhMOVtiytkuqxVnp+W/E2zF0TwmRzZZgoYoQ+oMSwwcjlYcG5uxQGy6xLzrY5h6npMD7/io/CwgBG5SObJZJXuRJQQmTTzxhMBG3Qry2OJRKdMikzunKhKLXA4WuhQSelTzKYLAHKfCHKeCYZqUqjo7fFaqcG1gwlih6VS067ze7iVVEil0ysxzKkx12JU3NhamaeI1iZp8Gy0Zt79SROIRmPEhpB/qus8XC0dOB2GJyGyXzKmSGJGE6xaEIROs4zIUCj7vZvqFLmp2qJSt9dOwTwMT6nZr1O3WcCUJTDzVQe4yJ+7k4//bbWgmDfu00AVGX0vkCVd8jmh1G4xB6xEpNQ3p9DPh9DMxOtrR9uxC3bkDtXgPqH7weVG3bUHdtgUkCXnqdEsMnFOImJQ80rs/avi4s5eW9z6SedHnKfrn3/q8/muvvYamabhcLr797W9HXed73/seTz31FD6fj9dee42vfe1rg9pHGxsbG5vRwYBnBx999BGCIHDBBRdELPvggw944YUXEASB2NhYfvGLX3DTTTcRGxsbWqejo4Mnn3ySn/zkJ7S3t3P//ffz5S9/mVmzZg10l8YlU6dOZcKECRw5coRt27YNWgDcuHEjABkZGSxYsIB177YNanuaF1oOa6TOGD/+IM54kdxTneSe6uwy496hUltkmXEbWtdkgn95LDPuQIiIXeVkc6ITmy4x77oYpgWEwIpPLSGwarNK1RaVCYscnHRNDMSN9J4eX1p1gy1elS1ePwfVSNFvsiKxyGUl+Cb3sYVXFASmOGSmOGQui3dTrekUeVW2+1RKA8/RoBus7vSzutNPjCCw2KuzJCGOOTHOIX19NqMDNdCCG0y+DQl6YbeDrbnqsTd3VNxYqdYG0GmYaEBsPcxYDdl7w1Z0QfZZDuae6UJxDf8FMlEWyF7kIHuRg/YanfJ1fio+86N2mHibTUretGw+MuYGqgJnyf1Kzj0W0cLHuhEMHwuEeIyX8DExNg7HSSfjOOlkTNWPtq8YddcOyzewox10HW3fXrR9e/G89DzSxEkh30AxK3tMCZ9DiWGa7PX3t/m3O6mF8ymrqcXdYxyXlZWxePHiiPW3b98OwIIFC3qtlktKSmL+/Pls2LCBbdu2DWr/bGxsbGxGDwMWAMvKygCYO3duxLK//OUv1sZlmXfeeYdTTjklYp3Y2Fhuv/12lixZwhlnnIGu6/zxj3/k4YcfHugujVuys7M5cuQI9fX1g95WbW0tALm5uQCoHYMo/wvgH4JtjFZkp0DWfAdZ8x0YuknTwa72HU+DVSPRXKrTXKpT/KqX2AwxJAYm5UlDOqmwsRlLxKRJFF4bqAh8u0sIPLLZz6tbysle6GDa+U7iJ4yPyS9Au2Gwzauyxauy369FFFfnyCKLXQ4WuRTS5MG/7ixZIitO4pw4Fy26lShc5FMp9mloQKdp8nFLOx+3tKMIAgUOiXlOq1U43vYNHLUYpkl7D/EuXMwLF/g85uB+fx0C3dpsg0EZwfZbCajSdfb7NYp9Gh7Dej5XC8z6CCbuACGwC6ICeSudTDnbiSN2dIyvuEyJWZe7mXGJi+ptKmVrfTQdsGw+aos0aos03CkCucucTDzVMeCKfk9TV4hHw34Ns4fmLyqQPtsS/DLmyjjiRsf7c7wQFIflAzinENMw0A8fsioDd+3AqLeMIfWKMvSKMrxvrUJMTbMqA+fOQ8qbckKFiPhM+l1xG40Ow8At9u13pa7O+gyys7OPut6ECRMAhmT+YWNjY2MzOhiwABgUklJTUyOWrVu3DkEQuO6666KKf+GceuqpXH/99Tz99NN88MEHA90dmz7S8wqrMARz7+ptKrJTIClPQokZvydtoiSQOl0mdbrMrMtdtB0xQmJga7l1tt9Ra3DwPR8H3/PhiO8KEUktkJEUWwy0OfGISbWEwGnnuyh522sJgTpUbfFTtcVP1kKrNTghZ2wKgZ2GwQ6vymavSrFfi5jIZUoii92W6Jc1BKJfbyRKIqfFODktxonXMNntVynyquzy63QaBqppstOnsdOnIeAhX5GY51KY51TIOI77ZWNhBn31AuJdWxSBL9h+226Yg3HmQIQu/zxJ6Gq7jSLwRfPVq9d0tvtUNnZ4OaDq3fbF0QEz1kPuJhACIpcgQu5yB9POd41aSwxJEchZ4iBniYO2Kp3ydT4qPlPRPCaeRpN9q7zsf8NL5jyFSac5SJ1x9KpA0zRpr+o6B2gpi6zydcQJZATOAdIKZCTHiXkOIIgicv5U5PypuC6+DKOm2qoM3LkDvdyypDEa6vF99AG+jz5AiI1DmT3XChGZPhPB4RjhV3B8GSqbR+kEraC0sbGxsekfAxYAFUXB6/Xi8XgiltXU1ACwcuXKPm1r5cqVPP3005SXlw90d8Y1VVVVgBUMMlgyMjIAQu+1K1Gko2Zw1x6rNqtUbbaai2IzRZLyJJLyZJLyJOInSKPOxHooEASBhByJhByJ6Re48DQa1ASu/jfu1zAN8LeZlK/3U77ej+QIXP2fZ139H89CqY1NNNwpIoVfimHGhTGUf2iw/8NWTB2qt6pUb1XJnK8w/QIXCWPAI9BnmOzwWe29ewLVduGkSSKLXAqLXQ4mjEAoh0sUWORysMjlID4piX1ePxtb2tnY0kZTQFw6qOocVHVebvOSJYvMc1pi4CRFQrQnkn3GZ3QPxmg3Bfz+Buo6OmnW9W7VepESUd8RgFhR6BaMkSCJVoBGmKAXLwnECEK/PkPTNCnXdHZ4VXb41IhwGoBUFRZsFHGtMzCDdmUCTDhJYfqFLmLTR/9xGyQ+W2L2FTEUfN6kaoufsrV+mkt1TMO6oFm9TSUmTSR3uYOJpzhwxlu/16bRvQugsz7yfYpJE0MhHsn5dhdATwRBQMrKRsrKxnXWeRgtzai7ilB37UAr2Qe6jtnRjn/jp/g3fgqKglIwC3nOPJTZcxFjx493hN802eNT2e4dbHO+JfrH9mOspaenA3DkyJGjrhdcPhTzj+GkrW1w9kbDjR1aYmNjM5wMWADMzs6mra2NAwcORCxzOp14vV6czr55DgXX07TBeWCMRw4ePBj6AV6wYMGgt7dkyRLAquDctm0b2YtmWSbZA0SQABPMwHlwR41BR41B5WfWCY3kgIRcieR8OSQMupLGn/jlThHJO8NJ3hlO1E6D2l1ayP9H94Hu75pYCCKkTJNDrcLulPH3ftjY9EZMisQpt6Qx6UyRfW91UvGJH0ODmu1W8I4lBDpJmDi6Aiz8pskun8oWj8pOnxrhp5YsCix0OVjsVpgkjx4jf1kQKIyLYbbbySUOgYowoacyIPRUawbVmo93OnwkigKFToV5LoUZDhl5lLyO4UQL+ur1CMYID84IVuz5opbqdfT5udyBFtzwJNyeQRkJokicKAxphY9mmuz3axQFAmWajcgXki2LzBNlJmyGxvdU1A4jVA2YMVdmxiXuMVu5CyA5BCae4mTiKU5aK3TK1vk4stGP5oXOeoPiV7zsW+UlKU9Cdgo0l+mo7ZHvU+LkcB9gO4W7P4iJSTiXrcC5bAWmx4NavNtqFd67C7xeUFXr9s4deAQBKX9qyDdQSh1bohRYITw7A9+/e33aoH05g8x3Kjj6Me7mz5/P888/z/bt22ltbSUhISFinZaWlpBX4MKFC4doT21sbGxsRpoBz7BOPfVUiouLefXVV/nf//3fbssKCgrYsGEDO3fu5Oqrrz7mtnbu3AkwpiLmh4sHH3wQgOTkZM4444xBb++0004jLy+P0tJSfvKTn/D8s/9GfplIk+o+UvB5F5NOc9JartN0SLP88A5p+Fqtk2TdD00HdMtzJ4ArSSApXyZpskRSvkxirjSuWmOUGDHUaqSrYQmAO1T8bSamAQ37NBr2aex+0UPCxK7JQ9IkWwy0OTFwp0jMvTqGqee6OPiul/L1PYTAeTLTLnCRmDtyQqBqmuz1aWzx+tnhUyPEnnhRCAV55I+ByjlBEMhVZHIVmYvi3dRrOkWBCpRgq2eLYbLW42etx49LgNmBysA5TiXCYH4sYZgmHYYZEYzR1qOCr1W3WnUHgyIIASGve7Vez/viJbFfk/bB4jECFUc+ld0+FU+PlykAUwKt4YWyjG+zzv43vNQ0d62YPFWi4PNuUqaOLoF+sCRMtL6PZl7mpnydj0OrfXgbTUydbucvYF34TJ0uh0I8xuNFzZFAcLtxLFiMY8FiTE1DO7C/K0SkpRlME/1gCfrBEryv/gcxe0KXb2BO7qgVXuu0ruT2gz1a6sG6CJCvyOweRBDIipj+tUlfcskl/O///i9er5eHH36Yn/zkJxHr/O53v8Pn86EoChdffPGA983GxsbGZnQx4DO4K664gqeffppt27bx7LPP8qUvfSm07JprruGzzz7jiSee4I477iApKanX7TQ1NfH4448jCAInn3zyQHdn3NDe3k5cXBwNDQ385je/4bnnngPge9/7Hi6Xa9DblySJ//u//+Paa6/ls88+46ovfZHvXfQQ2q5IL8djIbsFJp7sQHYKpEyTSZlmDSfTtJL2mks1mg/pNJdqtJTrGIFLnd5mM9T2B5Z/UHyORFJeV6VgTPr4uIouKQIZcxQy5ijMvdqk+XBX+1Cw9bq1Qqe1wppouVNE8k7WSSowScwXxmX7tI1NOO5kkTlXxTDlnB5C4A6Nmh3tZBTKTL/AReKk4REcdNNkn19ji1dlm1eNCFmIFQQWuBQWuxSmOeRRL/odjTRZ4kxZ4sxYF+2GwU6fRpHXEodUwGsSSDJWkYDpDtkSh5xKn5OLjyemaYVgtBlm9LCMsNvthjkoo30RQuJdfI/qvPB23GRFJjslhebmZnR9ME2/Q0MwHGaHV2WfP7JdXQFmOmXmORXmuhTiEKjeprLn9c5u9iAJEyVmXOIifbY8Ln6be9JZ3/Xb3BgICTkazgTLBsSZOP7ei9GAIMsoBbNQCmZhXnYlekV5yDfQqLFscYyqI/iqjuB77y2ExKSQGChPnY4gjVxlqmmalIVVWldFaalPEoWQB+u0QKX1I43tA0oDnihLTHf07/cxOzubW2+9lUcffZSHH34YRVG47bbbSExMpKWlhUcffZRHHnkEgNtuu80u0LCxsbEZRwx4RnXhhReybNky1q9fzy233IKiKFxxxRUAfP3rX+fxxx9n9+7dnHvuufzrX/9iypQpEds4cOAA11xzDbW1tQiCwJe//OWBv5JxwrRp04iPj6elpQUzMPG86qqruPXWW4fsOc4++2x+//vfc8cdd/DZZ59x7cYV/GDlU8xKP3pgSziCBIu/FhM1yU4QBNzJAu5kB9mBrgFDN2mr1GkKCILNpTqdddZJkWlAa7lOa7lO2cd+AJQYK1QkVCk4DgJGBFEgOV8mOV9m5qVu2mu6JhzNpdaEw9NosOfNFnjTeg8y5lqtwmmzFGSnPdGwGb8EhcCp57o4+J6XsrWWEGgldbaTMdeqCEyaPPRCoGGaHFB1Nnv8bPOptPdoh3QJMN/lYLFLocAhj0uz9ThR5BS3g1PcDvymSbFPY0cgVbg94F+316+x16/xPB4myV0hItlD7HPoNyODMXq7PVjjkFhB6BaMEZ6EG6rWkwRi++irJ4kje/HKNE1qdIPtXuuzK1UjRchYQWCuS2GeU2amQ8EpCpimSf0eje2veUOhVgAx6SIzLnaRvVAZV352pmnSWt71G9x2JFKkcSYKoQAPT5NBxad+2ioNTB0qN6hUblCJyxaZdJqTnKUOFPf4eX9GE4IoIk+ajDxpMu4LLkGvrwslCuulB8E0MVua8a//CP/6j8DlRpk1xxIEZ85CcLmP+z4GW+p3BI67aC31E4Jeqy6F3Cg2ETckxvCbxnYa9L5fqogXBW5JihnQd86Pf/xjKisreeWVV3jggQd48MEHSUhIoLW1FcOw9uHyyy/nzjvv7Pe2bWxsbGxGL4OaST3xxBOsWLGChoYGrr76ak4//XS+/OUvc/LJJ/Pss89y1VVXsWnTJmbOnMnnPvc5Fi9eHLq6tHnzZj744AN0XUcQBC6++GIuuOCCoXpdY5bCwkJKSkqIiYlh9uzZ3HjjjVx11VVD/jxXX301p556Kn/+859ZvXo1f9r4HW5edB/zslYe87GyCxbdEkvqDKXPzydKAomTZKuK5wzL89HfbtB8WO+qFDysoQUyZdROk7rdGnW7u6Z3VsCIHKgUlIjLHtsBI3GZEnHnSEw9x4Wv1QoRqS3SqC/WMFQTtdMMTTJEGdJmyoEQEQVnwtgWQ21sesOVJDL7ihimnB0QAtf5MVSo3alRu7Od9Dky0y8cvBBomiaHVJ0tXj9bvCqtPSZsDgEKnVaQxyynjDIORb/ecAgChS6FQpeCEXiftgeqWeoDk9MyTaesXWdVu5c0qWtiO6WXVmg9UKnXU8CLVq3nHVwHLi6Bbsm38T2Sb4MCX5wojAuPw+BnFGznrosiIKQGPqP5LoV8ReomYjcd0ih+1Uvj/q7fW2eiwPQLXUw8xTGmf2fDMXSTxv0BS44iFW9T5ECLyxZDlhyJud1DPPJWOmku1Slb66Nqi4qhQnuVwe4XPBS/4iF7sYNJpzlInDR6PEDHI1JaOtLKs3CtPAujvQ11904rRKR4L2gqeD2oWzehbt0Ekow8bUbAN7AQMSFxyPbDY5js9lnfi7t8asT3lgBMDUtbTztG2nqCJPKdlDj+2NQeNYinJ+3lZdy1cM4xt9sbDoeDJ554gksvvZR//vOfbN++nebmZlJSUpg/fz5f/vKXueiiiwa0bRsbGxub0YtgmoMzu9myZQsXX3wx1dXVUU94gps/2rLTTz+dVatWERc3ftK9Bkp9ff2IPbdpmFRvUzn8sb/bRCCII04gd5mDSSucuJOHXoAyDZOOWoPmUi1UKdh2xOi1FUdyQOKkQOJwvkTS5LEfMCJJEnGuRPatr6Vqm4/anRpaFKOm5Pwu38DYjLFrwj7SJCcnI0kSuq7T1NQ00rtzQiBJEsnJyTQ1NfWpRdLbYnDwPR9la30hGwHAEgIvcJGU13ch0DRNKjSdzV6VLR4/jT1EPwWY41RY5FaY209T9dHKUI5x0zSp1gzLz8qncjhKdZkDSJXFUMVcm2HQppu0D9JXT4aorbfxPW+LIs4RrFTr7/geKMEqzaJAlWZblIqj3LAqzWhp1G1HdIpf81Bb1PV7r8QITD3XyeTTnWPGm/doY1z1mNTvsar8anepoYuMIQRInhL2e9rHNGO106DiM5XydT7aq7uLNQkTJSad5mDCSQ5k19h4D/vDcI3x/mL6fKj796Lu3IG2eydmZ2QYjzQpD2VOIcrc+YgZmf0Wapt7tNT3fPUKMMtpVdfOdSnEif0/J/WbJp95/HzU6YvaPpwuiZwW42CZ2zmivqyjORnYTgG2sbGx6Z1BC4Bg+fh997vf5ZlnnumW5Hs00Q+sL7w777yT733vezgc/TOwHa+MpAAYTnu1TuMBDQUXslPCnSzinuRDUob3ZEPzmbSUdbUNhweMRMOVLISqBJPyxl7ASM8Ta0M3aSzpChGJWrGQFVaxMEkaV21axxtbABx+Bjp59LVaQuDhj3sIgbOt1uDk/N6FwCOBSr/NUaqjJGCWU2axy0GhU8E1zo6f/o5x0zTxmUQEY7QaRtRk3MH46glYol70sIzut92CMCaqqo6nONJhGOzyaWz3quzxq/h7/ByIBHwaA9WYvfk0dtZbnrOVG9XQBTbJAfmfc5J/lmvMtbL2HOPeFoPaIus3s2GfhtHjeqao9Kiojx/4hUPTNGk6YFUFVm9Tuz2X5IQJJzmYvMIx6lLNB8NoFQDDMXUdvfRgl29gY0PEOmJ6RleIyKQ8hChiXV8uesSFWuoVZjrlIbtwFKxSr9R0BJeLGEkmS5HI8nlGhfesLQAOHbYAaGNjM5wMiQAY5MiRIzz99NOsWbOGTZs2RUw2FEVhxowZzJ8/nwsvvJDPf/7zdtVfD0aLABhktAkkpmnibTK7BMFSjZYyPeIEP0gwYCQ5XwoJg6M5YORoJ9amadJaEeZZVBnFsyhBIKNQIWu+Qsp0edgF27HGaBvfJwKDnTz2JgSmzbIqApOnWBPtGk0PBFj4I6ooRGCGQ2axy2qJjBlAlcZYITjGPapKeWNTt9bbtmituIYRISwNFRmSwHSHTKFTYZIiEyf2zVdvLDHU4kiDprMjUOlX4tciBFdnt6Rm+ahj2ddqUPKW1VZvBnZNlGHSaQ6mnusas9YSSUlJtNcYlG1oo/SzVstTtwdKjEBGYcBTd+bx8dT1t1s+gWXr/CGP4yCJkwNVgYsdY+qiZDTGggAYjmmaGNVHunwDK8oj1hHi4q3KwDmFiNMKKEUMhXhEa6nvi+3BUDIaz1VsAXDosAVAGxub4WRIBcCe+P1+mpqaMAyD+Ph4W+zrA7YA2H8MzaS1Ug8JguEBI9FQYoVQhWBSnkTS5NETMNKfE+vOep2aIqs6sOmAhtnjJcsuSJ9tVQamz5ZHzWscTYyF8T3eGKrJo6/N4ND7Pg5/5EP3d90vTBfZvwL2Teh+QAT9mBa7HSxwKcSPA9HPME3aw8S7rqCMrvs6EGjRdDqMwdTqWZ6I0YIyQj57YUm4AoQM8Xf4VFoGYIg/Vhns+A62qQffu8ooLYAJokBh4L2b4Ti2P6XaaYnmpavDjhUBcpY6mHGRC3fK2DsWTMOkudS6IFa3y6CtSo1Yx53aVR2fPGX4PINNw6Rhv0bZWj8129Vuv82yG3KWOJh0mpP4CWPTvmOsCYA9MZoaUXcVWb6BB/aDYaDKMgcmTWX39NkUT51JR0xsxOOOZ/DRsRiN5yq2ADh02AKgjY3NcHJcBUCb/mMLgENDKGDkUFeloObtff24LJHEyXKoUjAuWxwR4/OBnlj72w1qd1liYP0etZsgAlYlZOoMmYxCazJ0PDwcxyJjdXyPZYZ68ljXorH1HQ/+T3TEsHFfnw/7V0DSVIlFLgcLXQpJvbREjiZM06TTNCOCMaIl4bYbZm8WqX1ChIhgjPget4PLB+qrZ5gm5WGCVjRPqyRRCE2sp4/xlOWBjG/dNCnxa6EQj6YogmmWJFLoUpjvVJjUx4oj3W9SusbHwXd9qJ1d28ycrzDjYhfx2WNLgNJVk4birhAPf1vk+5SQ2+XnFz9h5Kv9fa0G5Z/4KV/vx9PQfewnT5GYdJqTrIXKmKrWH+sCYJB2w6CorYMdjS3sdbhQpe5t2qKuk19+iLnNDcxLjCO9YBZiSsqI7OtwnKv8+te/5v7772fZsmW88sorx1zfFgCHDlsAHF/k5eVx+PBh/vKXv3DjjTf267GrV6/mzDPPBLrbpvWVG2+8kb/+9a985Stf4emnnx6y/RooTz/9NF/96leZPHkypaWlw/KcNsdm/JiSHIO6ujo++eQTduzYQWlpKY2NjciyTHp6OgsWLOCSSy4hKyvrqNv45JNPePPNNzlw4AA+n4+0tDSWLFnClVdeSUJCwjC9ku4UFRXx5ptvkpCQwG233TYi+zAaccSJZMwRyZhjJRUHA0aawgTB8ICR9mqD9mo/lZ9Zt0MBI/ldfoKuxNErHjjiRCae7GDiyQ50v0l9YJJUW6TibzcxDajfq1G/V2P3Cx4SciWy5itkFI6OSZKNTX9o0w22+VQ2e/wcUHXMFaAshimfwuRNIPsh7ZD1L3WGwPQLJZKmjezx6wsX8nr46IW347YZJr04GvQJAYgVhZBwl+Z2kazIJIgiss/bLRk3Rjj+LbiiIDBZkZmsyFwS76ZO0y0/La/KQVXHBJoNk486/XzU6cctWEEs85wKs5zKiJrcH098hsluv/U+7PJpdPY40ReA/ECCaKFTIbMfSZ+GblK+3k/Jm95unrmpBTIFl/QvOGek8XcY1AUubtXtjn5xK3O2i0knxTFhoRu/NLom/s4EkWnnuZh6jpP6vVZVYO1Oqyqw6aBO08FOdr8oMPEUB7nLHcRlji1RdqxRr1lp2Tt8GgeCLfXuru4kp2kws76agu2bmb5nO25f15XjVkCaMBE5ECIiTcgZ1nOnwTzXww8/zJe+9KUh3BubkSIo8JxxxhmsXr16pHfHxsZmDDJ2zgIHQV1dHbfccks3JT0mJga/3095eTnl5eW8/fbbfOc73+G0006Luo0//elPvPHGGwCIoojT6eTIkSO88sorrFmzhl/84hfk5uYOy+sJZ+fOndx///3k5ubaAuBREESBuCyJuCyJ3FOt+zSfScthLVApaImCwcmS7ofGEp3Gkq6r2+EBI8n5MgkTR2fAiOQQyCxUyCxUMA2TpkNdvoHB1ujWcp3Wcp19q7zEpHVvk7JDRGxGIx2GwXavyhavSrFfi6h8S0sQmf55B4UXSrR/pFG6xofug4Z9Gg372kmdYYWFpE4fup89zTSjBmNEC87wDbLW3h1owY0/SlBGgigSJwrdKui6V44Mrg14KEiXJc6SJc6KddGmG+wMmOvv9WmogMeETV6VTV4VGcurMSiCJY6BCs6j0Rp4vdt9KsU+LULolYECp8x8p5VCndDP12saJkc2q+x/3UtnfddnnThZouASF2kzlcG/iGHA02iEfrMaSyLtLSRnl71FxhyZjJzU0Bj3j9JCbkEUSJ+tkD5bwdscqApc58PbbKJ2mhz6wMehD3ykTJeZdJqDrPkKomz/Fg+WvrTUJ4a11E93yCjZKZhzZqKXr0Ddtd0KEamtAUA/UoF+pALfu28iJKdYISJzCpGnTEOQjq94m5mZCYDRw86ho6ODzs5OANLT06M+1uVyHXP7KSkpTJs2jYkTJw5yT21sTmymTp2Ky+UiMTFxpHdlxElMTKSgoICcnJyR3hWbMIZcADxw4AA7duxg7969NDc309raiiiKJCcnk5WVxdKlS1m4cCGKMnwnosEfy0WLFvG5z32OBQsWkJCQgK7r7Nmzhz//+c+Ulpby4IMPMnHiRPLy8ro9/u233+aNN95AEASuu+46Lr30UpxOJ4cOHeLBBx/k8OHD/PznP+eRRx4Z1td1vGjVDdZ7/Bzwa/ibPThEgVRFZoFoUuCQx021mOwUSJ2hkDojUCUYFjDSdEin5XD3gBFvk0l1k0r1VstrSBAhYaLU5SeYLxGTNrqq6QRRIGWqTMpUmZmXuWiv7ppYtRy2xM3OeiM0+XDECaTPsUJE0mbKo1LgtDlx8BgmRT6VzV4/e30aPZvN0iWRxS6FxS4H2UrY5OvzCvmfc3LoQx+H1/jQvF1CYMo0iekXukLHfU8M06TDMCOCMYKCXrjA17Nqq78oEPLNi0zB7bovXhKHLFlyNBEviZwa4+TUGCc+w2RvoCJup0+jw7QqIXf7NXb7Nf6FhzxFCvkGZkqj67u2N2oC4kORT+VQoOIxnBhBYK5TptClMNuhDKjV2jRNandq7Fvl6RYOFZclMuNiF5nzlVH9XpmmSVulTs0Oq9KvtSKyrTQYcJU5TyF1xtgOuHIliUy/wMXUc53U7dYoW+ujbrcGJjTu12jcr+GIE5h4qoPcZQ5i0+2qwP4QbKnf7lMp6q2lPuhB2ktLvSCKyJPzkCfn4b7wUvTaGitReFcR+uFDYJqYTY34167Gv3Y1gjsGedYclLnzUApmIzidg38dtdX4P12PXlVJp6ay+bvfRM6eAAsWI03oEumCrbsAu3fvHvDz3XLLLdxyyy2D3u/xiGEYNBsGrbpBgiSSJIqI48BH2Ob48P7774/0LowavvCFL/CFL3xhpHfDpgdDIgB2dHTwu9/9jn/+858UFxcfc/24uDhuuOEGbr/9dqZPnz4Uu3DM5/vtb3/LlClTut0vSRJz587l3nvv5fbbb6elpYVXXnmFb3/726F1VFXlmWeeAeDCCy/kqquuCi3Lz8/nrrvu4pvf/CZVVVW8++67XHjhhcf99RwvGnWDV9o8bPWqYUmDXTUKa4FMSeScWCenxAz+5Ga0IQgC7hQBd4qD7EXWfREBI4f0UGWFaUBLmU5Lmc7hj6y+pIiAkTwZxT06JiqCIBCfLRGfLTHtPBfeZoOaIksMbNinYergbzep/MxP5Wd+RAXSZ1m+gRlzFZzx9smOzfHHb5rs9Kps9qrs8qkRVVIposAit4PFLoWJRwmPcMSJFFzitoTAD3xWRaDXquz97OEOxHwR/1kSLXkEqvQsYa/dMCOSVvuDCN189OLDfPSCAl9wuUsYXFvXeMIpCsx3OZjvcqCbJgfVrqqdhkAKZ6mqU6rqvNruJUMSQ76BecOQwtlXDNNkf6eXtS0dbPP4qYmSIJosCswP7PvUQXoeNpZoFL/qoelg92r16Re6yFnqGBEv275g6CZNB7TQBSlPY6RIE5vZVZ2eNHn8VaeLUle1vqfRoHy9j/L1fnytJv52k4PvWv6NaTOtqsCMQmXUfp4jjTfQUl8UuIDgOUpL/TynQkY/WuoBpIxMpIxzcJ15DkZbK+runag7t6PtLwZNw/R0om7ZiLplI8gy8vQClLnzUWbPRYzvn0WQVlaK941X0Ur2RS7csws+eBcpbwqu8y5CmV7Qr23b9I9yv8rzjW3s86ndzgtEYIZT4aqUeHIdY7/ww8bG5sRi0DP6t99+m+nTp3P33XdTXFyMaZrdWm2Dt8P/tbW18eijjzJv3rzQVavjSWxsbIT4F05ycjKLFy8GrArGcHbs2EFTUxOCIHD55ZdHPDYjI4PTTz8dYEi8GFauXMnMmTPJyclh7ty53HDDDbz33ntR101PT+f2228HoLy8nPT09G7/fv3rX4fWvfTSSyPuC6dc1binrJrNXvWok98a3eAfrR5ebO0ckDnpWEOUBZImy+Sd4WTBV2JZeU8CZ/1fAifdFsu0852kzZSRwzor1A6Tul0a+1/3svEPHbz7wxY++nkrO/7RSdlaH60VOoY+Ot43V5LI5BVOln4zjrPvS2TBV2PIXqyEXo+hQs0OjaJ/enj/f1r55LdtHHzfS0fd2DX9thmdqKbJDq/KX5o7+O/aFp5q6WR7mPiXKAqcGePkjpQ47k1P4LJ4N7mKjIrl6XTQr7Hd6+fjTh+vt3l4tqWTPze180BDGz/vaOOPS3y8+U0rFEQNXLswDhnIT6gIj6nUFGtUqDqtRxH/YgWBbFmkwCGzxKXwuRgnl8W7uCExhm8mx3Jnajz/l5HA7zIT+UVGIj9Ki+fryXFcnxjD5+PdrIx1ssjtYJpDJlOWcIuCLf71giQITHfIfDHBzT1p8dyZGs9FcS5ywybttbrBex0+Hmxs58d1rTzT0kmRV0Udgd8l1TTZ5VN5tqWTO6ubuOtgBW+3e7uJfxNliQtinfx3ahw/TU/gioQYZjiVAYt/rRUaGx9t59PftYfEP0ecwKwvujnj7gRyT3WOOrFI85lUbfWz/W8dvH9nK5893EHpan+X+CdAUr5EwaUuTr8rnjPuSmDmpW6S8+VxJ/71xJ0iMuNiN2f+LIFFt8SQNrPr+nz9Xo0tT3Ty4V2t7FvlwdM48q38o4FW3WBtp48/NrVbvxvNnWz0qiHxTwbmOmWuTXDzi/QEvpcaz9mxrn6Lfz0R4xNwnryMuJu/TuK9vyLmhptRFi1BcMdYK2ga2p5deF54htaf/pi2Rx7E++G76HU1x9y2f8dW2h/9XXTxLwy99CAdj/8B32frj7nN4Jxg3bp11NXVcdddd3HyySczadKkbi3Dv/71r0lPT+fSSy+N2Ma3vvUt0tPT+da3vgXAq6++esznHctohsEvqxr4aVUje32R8yID2OtT+WlVI/9X1YBmjI1jcvfu3dx0003k5eXhcrlITk7mtNNO409/+hOaFuk+fNtttyEIQlSLqU2bNiEI1nnM9ddfH7F87969CIKAoii0t7dHLK+qquIHP/gBc+fOJT4+npiYGGbPns33v/99qquro+7/jTfeiCAI3HjjjRiGwSOPPMLSpUtJSkpCEAS2bdvWp/dh5cqVCILAPffcg6qq3HfffcydO5eYmBhycnK45ZZbqKqqCq1fUlLCTTfdRG5uLi6Xi4KCAh544IGIdvwgeXl5CIIQEcIRpLa2lm9+85tMmjQJl8vFpEmT+K//+i8qKyv7tP8ffPAB5513HsnJycTFxbFo0SJ+//vf97o//eHf//53KBfB4XCQnp7OBRdcwEsvvTSg7T399NMIghDRXQndP0+AZ555huXLl5OQkEB8fDzLli3jxRdfPOZzrFmzhmuvvZbJkyfjcrlITU1l4cKF/OAHP6CoqCjqY/p7LADcc889CILAypUrAXjhhRdYsWIFSUlJpKSkcMEFF7Bp06bQ+q2trdx9990UFBTgdrvJzs7mm9/8Js3NzUd9PQM5NvrLoCoAX3rpJa655ho0TQuJQTEx1g9g0I9CEASmTp3KxRdfTENDA7t27aKoqAhVVfH5fPz3f/83JSUlPPbYY4N8KYMjGOLRM9Fsx44dAOTm5vbqrbFw4ULeffddiouL8Xq9ffLa6I3du3cTHx+PLMvU1NTw5ptv8uabb/KNb3yDe++9t9u66enpeL1e2traEEWR1NTUbstjY2P79Jz1ms6jTR0YwZOXPrC6049LELg43t3nx4wXnPEiGXNFMuZ2BYy01xhWhWDPgBGzK2Ck4lPr8ZIDEicHKwQtP0FnwshW1ylugQmLHUxY7MDQTBr2d4WIeJtNMKHpgE7TAZ29L3mJyxZDISKJk3qvwrKx6Q09IJps8fjZ7lPx9tBtYgSBfIdEtiTiEgTaTJMPO32hJNxWw4h4zFFxw/4z4NBSyN8AeRtA8UFKOZz8T/BPEtDPloiZLpEoid2ScONEAdke4yOCIAjkKBI5isQFcS4adYOiQGXg/oCJf5thst7jZ73Hj0OAWQ6F+S6FOU6Z2OPUptVpGOzyaezwqez2qREejyIwzSEzz6lQ6JRJHaToEKSjVmff616qNquh+2QX5J/lIv9MJ7JrdI1TX6tB7U6V6u0qDcVayFIjiChb4SSZ86xKuJH+LRxpREkga4GDrAUOOup0ytf7qfjEj7/dxNdqUvKWj5K3faTPlpl0mpOMOeNfHA2nWtMp8lo+moeP0lI/36Uwc4At9f1BcDpxzFuIY95CTF1HO1iCuqsIded2zOYmME300oPopQfxvv4KYkYWytxClDnzkXInIYR9P6n7i+n8x1+gr5N4w8Dz4rPkx6cee13g4MGDfO1rX6Ourg6Xy4UsD2wK+KMf/YinnnqKm266aUCPH+1ohsGPjzTQGKV6OxoH/Ro/PtLALyakIo/ituC//e1v3HzzzSFxIzExkY6ODtatW8e6dev4+9//zuuvv05SUlLoMWeccQaPPfZY1AKX8PvWrFnT6/LFixcTFxfXbdnrr7/ONddcExIGnU4ngiCwZ88e9uzZw1//+ldef/11li5dGvW1mKbJ5ZdfziuvvIIkSQNOUVZVlXPPPZfVq1eH5u5HjhzhySef5KOPPuKTTz5h//79XHDBBTQ3N5OYmIjf72ffvn384Ac/oKKigt/97nf9es7i4mJWrlwZEnLcbjeNjY38+c9/5uWXX+aXv/zlUR//0EMP8Z3vfCd0OykpiR07dnD77bfz0Ucf9Xnu35OOjg6uueYaVq1aFbovISGB+vp63nrrLd566y1uvPFGnnrqqeMy57vtttt47LHHkCSJ2NhY2tra+OSTT7jyyiv5/e9/H7r4EI6maXz961/niSee6LbPqqqybds2tm3bxv79+3n55Ze7PW4gx0JPfvzjH/PLX/4SWZZxu920tLTw1ltv8dFHH/H+++8zdepUzjrrLIqKioiNjcUwDKqrq3n00UfZsGED69evj2obN9hjo68MWACsra3la1/7Gqqq4nQ6+fGPf8xXv/rVkMnjkSNH+Mtf/sIvfvELDhw4QEpKCg8++CAAjY2N/O1vf+NnP/sZTU1NPPHEE0ybNo0f/OAHg3oxg2Hnzp0ATJ48udv95eXlUe8PJ7jMNE0qKiqYNm3agPejtLQ0JKJWV1fzj3/8gwcffJBHH32UU089lfPPPz+07u7du3n22We5/fbbycnJYcuWLQN6zhfbPLRF8Ug5Fm91+FjkcjBBObH9aQSxq7U2ImAkIAg2HdLxt4UFjAR8foK4U6yAkeQpCpPnuRCSzCGozx0YoiyQPkshfZaCeZVJS5lObZE1gWuvsk6I2qsMSqp8lLzlw5UU5s00XbaNy20iMEzLL69ZMyjWfBQ3d1LS6cF/lK+dTtNkl09jVz+fS4ZuQRnhPnoJokBCikjCFwVcFwlUfezn0Ac+NI+Jo8yEpzSSpphMu8BF2szx43c6nkiRRM6IdXJGrDOqCOc3YXsgaCNchJvnUkgZZIhIk26E2pKD4mM4DgHmOB2cmprEFEPFNYTViN5mg/1veqn4xB8KxRBlmHy6k6nnOnHEjZ6JZ3uN9ZtRs0Ol6ZBOT5VGiRFIn2OJfumzFWSnfZxFIzZdYualbmZc5KJ6u0r5Oj8N+yyvwLpdGnW7NFxJArnLneSe6sCVNHrGwFBhmCalaiC516tGbalPlUQKnfKQtNQPBkGSUKYXoEwvwLz0i+hHKq024V1F6EcqADBqq/F9UI3vg3cREhJQZheizJmHNGUanc/9o+/iXxDT5PS2BtyyhEc7enfGXXfdRXZ2No899hjLly9HFMWIrqdj8fbbb9PZ2cnPfvaz/u3nGOLXNU19Fv+CNOoG99c0cWd238TY4WbDhg0hweOCCy7g97//PVOnTsXv9/PPf/6Tb33rW6xfv56bbrqJ//znP6HHBSudiouLqa6uJisrK7QsKPAlJCRQUVFBSUlJt/lvcHlwG0G2bdvGF7/4RVRV5fvf/z7f/OY3mTx5MqZpsnPnTn7wgx/wzjvvcNlll7F3795QgU44//nPf1BVlUcffZSvfOUrxMTEUFtb2+8CnEcffRSXy8WqVau44IILME2TVatW8eUvf5n9+/dz9913s2rVKk477TQeeughpkyZQmtrKz/60Y/405/+xMMPP8x//dd/MWvWrD49n6qqXHnllVRXVzNx4kSefPJJzjnnHARBYPXq1dx0003ccccdvT5+/fr1fPe73wUsb72HHnqI3NxcOjo6+MMf/sCdd945YDH0pptuYtWqVcydO5df/vKXnHXWWcTExNDW1sbf//53/vu//5unn36aOXPm8P3vf39Az9Ebr776Kh6Phz/+8Y/ccMMNxMTEcOjQIW688UY++ugjfvjDH3LttdeSkpLS7XE/+MEPeOKJJxAEgTvuuINvf/vboRCj6upqVq1axaFDh7o9ZqDHQjjbtm1j/fr1/O53v+NrX/saMTExFBUVceWVV1JcXMx3v/tdMjMz8fv9fPzxxyxfvhxVVfn73//ObbfdxqZNm3jyyScjKmuH4tjoKwMWAB9//HEaGxuRJInXX3+dz33uc92WT5gwgR//+McsW7aMc889l3vvvZfzzz+fk046iZSUFL7zne9w1VVXcdZZZ1FcXMxPf/pTrr/+erKzswf8YgbKp59+SklJCQBnnXVWt2WNjY0AEYMunPBlTU2Di6ALin8AWVlZfP/738ftdnPPPffw+OOPdxMAh4J6TWeXL3qpa1/4uNPH1Yl9rxw8UegtYKTpUJco2FreFTDiaTTxNKpUbVHZ/WIngtQjYCRvZAJGBMFqgU6aLDPjYjcddV2Jwk0HrYmdt9mk7GM/ZR/7kd1WOmPWfIW0Wcqo8T+0GXpM08RnEhGMEZ5826qbtOo6rWaEBtAvBLp89az/e0/CdQt9bK2Ng+kXuMhb6aR0tS8kBDYd1Nn4hw6S8qywkLRZthA4WokRRZa4HSxxO1BNk31+LRS4EWzn3ufX2OfXeLHNw0Q56AEmk3MU/8ggpmlyRDPYERAfyqNMsOMDCaKFToUCp4xblklOTqCpqSmio2Ag+NsNDrzr4/BHPoxA0Z8gwsRTHEy7wIU7eeRFH9OwLhRVb7eqxturIyfPrmQhVDWeMk0ede3JoxlR7qrQb6/RKV/np+JTP2qnibfZZP/rXkre9JIxV2HSaQ7r4sUYrgoMHsvbA8dytAvUE2WJ+YF08Bx59AUCCYKAnDMROWcinHcRemMD2q4i1J070A6VgGFgtrbi/3Qd/k/XgayAph57w1FwmiYX50/mhf0Hj7qeKIr8+9//ZsKECaH7pk6d2q/nam5u5uGHH+ZLX/rSgPZ1tFPuVznkH9ic6KBfo9KvkjMKPQF/8pOfoGkaixYt4pVXXglVHjkcDr761a/icrm49tpreemll/jss884+eSTAcjOzmbGjBns27eP1atXc8011wBWKMratWuJjY3l5ptv5re//S2rV6/uJgAGqwJ7CoDf+c538Pl8PPjggyExC6xjZt68ebz22mssWbKEHTt28MQTT/C9730v4vW0t7fz2GOPceutt4buy8jI6Pf70tzczOrVqznjjDNC91166aX84Ac/4O677+bRRx9lxowZvPTSS6GK2YSEBP7whz/w3nvvUVJSwosvvshdd93Vp+d77rnnKCoqQpIkVq1axfz580PLVq5cyZtvvtntvp7cfffdmKbJySefzAsvvIAUSB6PjY3lhz/8IR6Ph3vuuaff78Pq1at5/vnnyc/PZ/Xq1d06CuPj4/nGN75BSkoKX/rSl/i///s/vv3tbw9p6GlTUxP/+Mc/uO6660L35efn8+yzz5Kfn4/H42HVqlXccMMNoeV79+7loYceAuCBBx6IGCdZWVlRQ40GeiyE09LSwj333NMtM6KwsJDHH3+c008/nU8//RRFUdi9e3fomHA4HNx8882sX7+ep556ihdeeCFCAByKY6OvDFgAfPXVVxEEgS9+8YsR4l84Z555Jl/84hd5/vnn+f3vf89f//rX0LIJEybw4osvsnDhQjo7O/n73//OD3/4w4Hu0oCoq6vjD3/4AwAnn3xyyAswiNfrBawSzN4IXxZsfR5KzjnnHO655x42bdqEruuhA34oWOfxD2pivsHr59J4N64xfLI5HIQHjEwIDDFdtZIPQwEjpWEBIzq0HNZpOaxzeI0VMOKIE0icbLUMJ+VJJE4e/oCR2HSJKWdJTDnLha/Nau2qLVKp26NhqKB5oGqzStVmFUGCtAIrRCSzUBmX1QnjEdU0LQEvrNW25+1gMu7RKvj6ggMrECFRliJSb8Or9+JE4biFPChuISQEHl5jCYFqp0lzqc7GRy0hcNoFLtJn20LgaEYRBOY4FeY4Fa42TQ6reki4C1YNVWg6Fe06b7RbYTLzogRx9BZAEk66JIZCPI5XAInmMyn90MfB97xo3q77sxcpTL/IRVzmyFbe66pJ434tJPr5WiO/DOJzukI8EibaVhFDQVymxKzL3cy4xEX1VpWydT6aDuiYBqGLc+5UkdxlDnJPdYyZlupOw2CnT6PIq7LLr0b8tojAdIdM4RBV8w43Ukoq0oqVOFesxOjsQNuzC3XndtS9e0D1D1j8C3JdwbRjCoBXXnllN/FvIOTk5IREoPHI841tg3r8c01tfC+z94KRkaCpqSnkJX/nnXdGFW6+9KUvce+991JcXMxzzz3XTfQ444wzIgTArVu30tLSwrnnnsvZZ58dEgCDgkuwYlCWZZYvXx7a1sGDB1mzZg2xsbF84xvfiLq/DoeDK664gh07dvDOO+9EFTlSU1OHpAX91FNP7Sb+BTn77LO5++67Afj+978f0S4viiJnnnkmJSUlvXrMRSPoZ3fRRRdFFfoKCgq48sor+cc//hGxrLGxkQ8++ACw2vCjaQHf+973+NWvfoXH4+nzPgE89dRTgFUF2NNOLMgVV1zBjTfeSGNjI5s3b+aUU07p13McjUmTJnHttddG3D9hwgSWLl3K2rVrQ52aQf76179imib5+fndWqKPxmCPhSAOhyPquFy+fDkulwuv18uVV14ZtSP0rLPO4qmnnooYN0N1bPSVAQuAwZLKc84555jrnnPOOTz//PNRPQLmzJnDJZdcwksvvcSqVauGVQBsb2/nZz/7GS0tLWRlZYUCNUaSCy64gAMHDtDa2hpRPdDZ2Ulzc3OvB+dAKB5E9R+Az4TDqkaBc/Rd8RrtSIoQqO6TAUtE1joFtDoX5UXNNB5SaTmshSZ//nYz1PYDgABxmSJJ+TJJkyWS8mXis8Vhu/LvjBfJPdVJ7qlOdL9J/d7AZHCnitphYupQt1ujbrfGruc8JE6WQpPBuKzRd8V+PGOYJu1h4l1QzGuLcl/P9MT+EpyW9ZRNRGCSLFHodrAyMw2lswNxFBlnK26Baee7mHyGk8Mf+Tj0fpcQuOmPHSROtioCbSFw9CMKAvkOmXyHzKXxbmo0PVQZeCjgG9ZomKzu9LO6048bmBiwsqjUDDqjHAN5ihRqJc6Ujt/3l66alK/zU/K2N2QbAZA+W2bGJS4Scwdl3Two1E6D2l2addFnt9pNmASrMjFlWuCizzyZmNQT2x7keCIpAjlLHeQsddBWpVO21kflBj+aBzwNBvte87L/dS+Z862qwNTpo68qsDGspb6kt5Z6h0LhcfbzHG7EmFgci5fiWLwUU/WjFu+l8+k/D2qbc1KTSThG5Vm0iWx/WbBgwZj4/fva4WMHrhwP9njVAT33v+YOrG2zL2zZsiXk03+0gp2zzz6b4uJiNm/e3O3+lStX8vjjj3fz/Atv712xYgWSJHWb4weXL1q0qFtL6vr1VmiNz+c7qrVWUMAqKyuLuvykk04asIdlOIWFhVHvD68mnDt3btR1MjMzgf51/gXf255VkeGceeaZUQXArVu3hj7H3h4fHx/PSSedxMcff9znfYKuz+U3v/kNjzzySK/rqap1oaKsrGxIBcCTTjqp1++VoLVcz/f5k08+AeD8889H7ONvw2CPhSB5eXlRW61FUSQtLY2Kiop+j5uhOjb6yoCPntbWVsAyTjwWwXV6Sy4588wzeemllzh48OhXr4YSj8fDvffeS2lpKSkpKfz0pz+N+mEG/QR8Pl+v2wpfFt7CG41//OMfPPPMM70uD6bHxMXFERMTgyAI6LpOfX09AIqikJycHFo/aPYpimK3+3sS/KIMJt0E8TZEJjP1F5/LTXLS8fvxOpEQUgTESSITFroxTRPDMGk9otJQ4qO+xEd9iZeWChWzZ8CI9T2I7BJIzXeSOs1JWuCfO2l4JoxpmTDzDDB0k7p9Xio2d1KxuZP2WkuwDFY07nvNS3yWzMTFsUxcHEPadCfiCE1Mgj8axzp+RiOmadJhGLRoOs2aTkvgX7OuR9zXqkeapfcHCUiUJZJkicTgP0kiSZbRTZMyn5+9nV5q1e6TOAmYE+vm1IRYFsfHECtZVUCiKGI4lNGZJJ4MGdfAgksNit9pZe8bLfjaDVoOW0JgyhQHhV9IJmehe0xMhMbyGB8qkoGZwFVAi6azpa2TT9va2dPhRQc8wH61+wU3EZgZ4+KUhFgWxcWQrPTtezQ4JhITE/s1vg3DpHRtOzv+3UxHfdeFubTpThZcnUzmrJEJ3Opo0ALf5R3U7PFi9uhqlpwCE+a5mbg4hpwFMTjjh1/0O9HHeHIyTJoN2lcMDn/awf7322g44MM0oHqrSvVWlfhMmWlnJTDl9Dhcg/yMBjrGzcBvxea2Tja3dVLq80eskyhJLIqP4aT4GGbHuHCME9HvaBhx8RwepAAIkOR0HHX85+XlHXV5cL4jy3LEesFOp9TU1BPyGBvL1NXVAdbnezQ7q6B3Wm1tbbf7o/kAhguA8fHxLFq0iI0bN4Z8AHvz/wsm62qaRk3NsYXS3rrqegvl7C+92Y6FV9cda52gKNYXgp9FUNSKRm/Lgo91u91HPQaPtu3eCH4ux0qnDTLU3Y5H8y0Mfi/1fJ+D4+doYllPBnssBDmaXV1wXBxr3PRMGh6qY6OvDFgZSE5Opra2lsOHDx9z3aBK2VsyTdBUNChyHW98Ph8//elPKS4uJjExkZ/97GfdjE3DSUlJ4eDBgyEvwGiELzvWD2NHR0evAwqsFJxf//rX3Q6GAwcOhMpIRVHs9sUUrnofrTU4eMLW8/FDkWz556p6/lXbxASnwgSng5zA/9kOBxkO+bi17o1ngp+rJEHqZJnUyW5mBOwpVY9Bw0Evdfu91Jf4qNvvxdtizco0r0nNHi81e7pKM2LTZNKnu0ib7iJ9mpOUPCeS4/idVEsSTJgbx4S5cSy5waS53E/5pg7KN3XQcNASy9uqNfa83sKe11twJUhMXBzLpJNiySp0Ix/HfesNQRCGtLV+MHgNg2ZVp0XTQiJec+hv6//g39og9DMBiJe6RL0kRSYpJPLJIcEvSZaJlcRux3GNX+WTljY+bGmjzOuP2O7sWDenJsaxNCGOhF7ST/t6xW6kkOIk5l+eyuwLkil+p4Vdq5rwtRk0HvSz5jc1pE5xMu+LKUxcFDMmhMDRNMZHimqfn01tHWxs7WBfp/eoorgB7On0ogFeE05KiGWC09Hn5+rr+DZNk/KNHWx9vpGWiq5jKWmSg4VXpw77+DLN6N/Z4bgSJSYuGtnv7Gic6GNcipGY8bkkZnwuicZSH/vea+Hg2jY0r0lbjcbWZxrZ/nwjk0+OY8bZiWTMdA1qbPVljOumyd4OD5vaOtjU2kGdGtl1MsGhcFJCLCclxDLN7TrhzhkFR9+/V46GXzeOOv4dDsdRlwc/z2jHUXCcnOjH2InIhAkTmD59Ovv372f16tVcddVVIf+/JUuWAJbQt3HjxpAPYLAasGd7bbCzraCggL179w54n+wxOLQEP5dnn312XLf4j2aG6tjoKwMWAAsLC3nvvfd49tlnj5pYA9aAgt7NZoM+e4NJM+krPp+Pn/3sZ+zatYu4uDh++tOfkpub2+v6ubm5bNq06aillsFlgiCEVOPeiI2NPapR6ZIlS4iJienW/ltZWRn6W9f1bsuMsBa6oxmOB78sOzs7u62XLEsc8Q/OewSwjP47dfZ2du8JUgSBTIfMBIdCtsMSBoN/u8eYh8twEKqOMoxer6yLDkif6SR9pnVF1jRNOuo16kt8oUrBxlJfKGCko16jo76d0k+sak9RguQ8J2lTA5WC053EpR+/tsaEHJk5OYnMuTQxajWJt1Wn5MNWSj5sHfZqElG0Wvmsasvj146qmWZXhV6oUk8L3W4N3q/reAeQyB1OjCh2r9aTpG63kwL3JchSn9MSTcOgVtX4tLWDT1vbOeiNrNyY4XZyakIcSxNiSAprzej5vdSXMT6aEB0w6+IEpp0dx753W9nzegu+NoOGgz4+vL+KlDwHc7+QxMTFo1MIHK4xPhoxTZODXj+b2zrY3N5JhS/yty5FllgcH8PCuBgEYFu7JVY0aFbV7L5OL/s6vTxT08AEh8LiQHXSFJczqlDRn/FdvcvDtueaaDjQJbLFpcvMuzKZyafGIorCsHxmvVVth9N71bY5JGEng+FEHuO9kZgrs+SrqSy4JpnST9rZ/34bTaV+DA0OrWvn0Lp2EiYoTD8rnvwVcThj+/5be6wx7jUMito9bG7vZGt7J+1RfDSnuZ2cFBfD4viYbsK6aRiM7GgafkxJQoyJxejsGPA2/LpOo9d31GOx5/yhJ8FjxzQjj+ng5xy+zBZhxgbBajmv10tjY2OvlU8VFVZSdbQ56hlnnBESAGfMmEFzczPnnXdeqLvszDPP5P7772f16tWcfvrpVFVVIUkSK1as6LadYPtjZWXlkHvajwXS09OpqKjgyJEjva4TPufv+ViwOhibm5tJSkrq1+OPRmZmJmVlZYNuKx1OsrKy2Lt3b58K0YIMxbFwvBjuY2PAAuBFF13Ee++9x9atW/n+97/PAw88EHW9H/3oR2zevBlBEDj33HOjrrN//36g68UfL1RV5Ze//CU7duwgJiaGe+65h/z8/KM+Zt68ebz00kuUlZVRX19PWlpaxDpbt24FLNX2WBHk119/Pddff32vy+vr6yP6wl9//fXQ3y0tLd2WB3vBdV0/qg9BsPry4MGD3dZbIAvsOuoeH50kUeDsWCc1ukGtZlCj6TSHCRiqaVLhU6NOvJJEgQxZIlMWyZQC/8sSScfR8H+0I0kSycnJtLS09G9SJUPiTEicKTIFN7rqCgWMNB3SaDncFTBi6NBwwGdNOt+xHu6IE7olDh+3gBERMpZAxhIXaqcj5CdVu0tF94HuMynf2En5xk4EEZKnygHfwOPjJ5WcnIwkSRiG0e8Eb8M06TDM7kEZYUm44cm40TzF+oMCJEhit6CMhLCgjGAybrwk4oh67JhgaqBqEDgUW/vwvK26wVavymavn4Nq5HicrEgscikscjlIlkRAx2xr42jv5IDH+ChgwmmQsSSeso99HHzfh7/NpLHUz0e/rSVhosS0C5xkzlNGlRA4mDE+FtFMk/1hacDNUQT1CbIY8vPLDaYBq5YIl+sUudgRR4XWFQRSqVnfnUf8KkcaWnitoYWEQPrvPJfCDIeMEvjM+zK+mw9rFL/qpaG4S2hzJlgelLnLHIiySktL8xC/M93R/SZ1e1Rqdmgh39aeJOVJZBRaqe6xmUHfQw8tLf0zGD/enGhjvL+kLYTUBW5ayhyUrfVTtdmP7ofWIyqb/97I1n81kr1IYdJyJ0n5xw5riTbG23SDIp91vBT7NHqe8clAgVMOJWYnSiJgQmcHTYMQvsYL8oLF+Nd/NODHv1NWgf8Y47+9vf2oy4PFGJqmRawXtDry+XyhZdHmQ6OFxyf3fz5pGAZfL6+L8KLsDyLwx9z0UdXhsGjRotAFkvfff58rr7wy6nrvv/8+QEQYJlgVfk888URIAAzeF+S0005DlmXWrFnTq/8fwLJlywBrLK5Zs+aoPmzjkcWLF1NRUcGaNWt6Da4I91oMZ+HChaHPcc2aNVx66aUR67S3t/fqW3c0li1bRllZ2bBnMQyGU089ldWrV/Pmm29iGEafjrmhOBaOF8N9bAxYALzlllu47777qK2tDaX/3HDDDRQUFACwb98+/va3v7FlyxbA8o/oLdVk9erVoYjj44Wmadx3331s3boVl8vF3XffHfoSOxrz5s0jOTmZpqYmXnrpJb72ta91W15XV8dHH1k/2kcz9RwoR44c4fHHH+91efDLtaWl5ajbmTNnDq+99hoffvghHR0dIUFwsdvBS23eAQsUZ8W6WBnbPSHZa5jU6HpIEKzRDKp1nTrNILyuoNkwafZr7OtRTOQQICNMEMyUrP8z5N7EDZuehAeM5K20Ph9fm9EtcbhnwEjtTo3anWEBI1liSBBMyhv6gBElRiRniYOcJY6oiZKmAY37NRr3a+z59/AkSpqmidckIhgjWhJuu2EO+kQxJOhJAvFi9+TbcMHPJTBsolK7YbDNq7LFq7Lfr0W0SebIIotcDha5FNJ7ae8dz8hOgSlnu5i0wknZWh8H37OEwNYKnS2PdxKfIzL9ApclBI4y0/3xiscw2R0QH3b5VLw9Bq0ATFWkUOpv2jHGrSAI5CoyuYrMRfFuGjSdHT6NorCwglbDZJ3HzzqPH5cAswPCxrwYJ70ZgbRX6+xb5aV6W5c8IrsFpp7jZPIZTmTn8R0vweT2mh0q9Xut5PZw7OT28YsgCCRNlkmaLDPrcjeVG/yUrfXRXmVgqFD5mUrlZyrxOSKTljuZsMRxzIuAtZrO1k4vO7xd4TrhuAWBuU6ZeS6FWQ4Fl/192CvOZSsGJQD+c2/JEO7NiYkoisxwKuyNUrDQVwpcyqgS/8C6QHLOOefwzjvvcN9993HZZZdFpJ8+++yzobbDaC2g4T6A//rXv7rdB4R8ADds2MCTTz4ZsTxIQUEBy5YtY/369fzwhz/k448/xu2O7m9rmiatra19yhoYK1x55ZW88sorrFq1iqKioogQkv379/PCCy9EfWxKSgpnnXUW7733Hr/61a+4+OKLI6rEfvvb3w7IG+6mm27iX//6Fx9//DEvvPBCr8IYWOEVo8EH9IYbbuC+++6jtLSU3/3ud31KxB2KY+F4MdzHxoAFwNjYWJ555hkuuOACVFVl69atoUq4njsJ8Mgjj0SNny8rK2PdunWAVUJ8PNB1nQceeICNGzficDj4yU9+wuzZs/v0WEVRuPbaa/nDH/7AqlWrSE5O5pJLLsHpdHLo0CF++9vf4vV6yc7O7lMi8rE4cOAAU6dORdd11qxZw49+9KOjTvxnzpwJQFtbGy+//DKXXXZZ1PUuu+wyfv3rX9PY2Mh//dd/8etf/5oJEyage72kHtpPZ15kVPWxiBMETnZHpo65RIHJoszkHosM06RRN6jRDaoDwmCtplOjW+JKEL8JFZpOhaZD2HVkAUiRRDIkMUIcTBCFUVV1MxpxxotkFopkFlofjGmYtNcYNB/SQsJgW5UBwYCRKoP2qq6AEcmJNYEIqxR0JgzNiY6kCKTPVkifrWBebdJSplOzw5qotldbMltbpUFbpY+SN324koWQGJgyTUaUjv7Z+83w5Nsucc/n1WnVDZpUjSa/nzbDjKhc6C+xgkCC1CXkxQcEvq5KPet2rDB6Kl09hsl2n8oWj5+9UdIYMyWRRS6FxW4HWSeg6BcN2Skw5SwXkwNC4IF3LSGwrdJgyxOWEDjtfBdZ820h8HjQHKw48qrs82sRbYMKMMupMM8pM9elEDeISVmqLHGmLHFmrJMOw2CXT2O7V2WPX8VvWh6BWwKiudjSyZxWL7NlkbkOiWRJxNNosP8NLxWf+QmqJKICeSudTD3HiRJz/CaMHXVd36VNB3V6qjSyG9JnW1V+abOU41P5bTOqUNwCeWc4mXy6g+ZDVoJw1RYVQ7N+Z3c972Hvyx4mnOQgd7mDpMnWVMEwTcpUnSK/j131bVRECfFIFgUKXQrznQrTHHKfbSZOdKSsbORZc9D29L8np0Z2sKl2eDzUxztXpcTz06rePd+PxdXJwxeIqKrqMb3z4+LicLlc/OxnP+ODDz5gy5YtXHbZZTz88MNMnToVv9/PP//5T771rW8BcPnll7N06dKI7eTk5DB16lQOHDjAxo0biYuL46STTuq2zsqVK9mwYQMbNmwAIv3/gjzyyCMsX76czZs3s2LFCu677z5WrlwZaic+cOAAb775Jo899hg/+tGPjto1N9a46qqr+NWvfkVRUREXXXQRTz75JGeffTaCIPDRRx/x1a9+FafTGarG7cm9997L+++/zyeffMI111zDb3/7WyZOnEhHRwd//OMfueeee0hMTDxmUVBPzjnnHK6++mqee+45rrvuOnbt2sWtt94a0m3a29vZsGEDzzzzDJ9++ik7d+4c9HsxWGbOnMntt9/OQw89xPe//32qq6u5/fbbQ1Zs1dXVPPfccxw5coRf/epXoccN9lg4ngznsTGoeNAzzzyTd999lxtuuKHXHuyUlBQefvhhrr322qjLDcPgueeeC23veLBnz55QvLJpmr22Kwf529/+1u32eeedx6FDh3jjjTf429/+xj//+U+cTmdIZU9KSuInP/lJhIo8EE455RRiY2PRdR2v10tqaioPP/xwrx/ylClTOP300/noo4/42te+xne/+92QMn/rrbdy2223AZb/4ve+9z0eeOAB3n77bd5++20SEhIsT0DT5PJn/408a06f91MBbk2OJaYfkypREEiTJdJkiTnO7u9Vh2FQE6gYrNW7KgfrdCMkRphAg27QoBvs6XHe6RLoJggGBcJ0SRySoJPxiCAKxGdLxGdL5FqVx6gek5YyrVuloL/NmjHqPmjYp9GwTwOsdhB3qhgQBC1RMGGihKQM7v0WxK7qxYLPu2mv0aktCkxgD1kTWG+TyeE1fg6v8SO6wT1bglkSnukC7YoZUb3XsyKoi97TvcNxCXSr0IsPE/gSwgS+OFEYM+PNZ5gU+VS2eP3s9mn0dP1KlUQWB9p7c2TRFth7QXII5H/OxaTTnJSt83HwXR++VksI3PpkJ/ETRKZdYAuBg8U0Tao1gx2BSr/DUVrS4wSBuYEqv5lO+bhUjMeKIkvdDpa6HfhNk+JAZWCRT6UtUBVc1OGhCHipAxasF0jbZBJUKAURcpc7mHa+C1fi0At/ptnjAkpVZJ2yK8m6gJJRqJA6XUaU7XF5IiIIAslTZJKnyMz6ohGoCvTTUWOg+6F8vZ/y9X4cE0VaThLYOlOnOcqsISespX6ifHyq808EYq75Mu2P/Baj7tgJkEGExCTek2OO416dWOQ6FPIdMof8kT6ox2KKQybHMfh5YF9Zv379MdNwf/vb3/Kd73yHpUuX8uSTT3LzzTfzxhtv8MYbb5CUlERHR0coXXXZsmWh6r1orFy5kgMHDgCwfPnykCgRvvzXv/41QFT/vyALFy7ktdde4+qrr2bz5s2cc845KIpCQkIC7e3toXZzGL7Ol+FCURReeOEFVq5cSXl5Oeeeey4xMZZ/dEdHBxkZGfzmN7/hlltuifr4ZcuWhT7TF198kRdffJHk5GTa2trQNI0rrriC2NhY/vrXv/Z73/7yl78giiLPPvss9957L/fee2+owqy1tTVU0BUMJR0N3H///TQ1NfG3v/2N+++/n/vvvz+UTt/aahkd9WyVHopj4XgxnMfGoARAgBUrVrBv3z5efvll3n//fSoqKjBNk6ysLFasWMEVV1xBXFxcr4/Py8sjLy9vsLtxVMJNilVV7XPMdTi33XYb8+fP54033uDgwYOhqr+lS5dyxRVXDFmJclD8y8rK4uyzz+bb3/42fn/kVdZwnnrqKR544AHeffddKisrKS8vBwgN/iA/+tGPmDJlCk899RS7d+9G13Xmzp3L9ddfz5fOOJWfbNhKZ170oJZwYgSB/0qOZYpj0MMnRKwoMsUhRmxTN03q9S5xsFq3qgarNQNP2OfqNeGwqgcmhV01XCKWkNHTZzBTFgdVETJeUdwCaQUKaQWBKkHTxNPQvXW4tUIPBYx4Ggw8DQZVm633XJQhPkciOb+rStCd2nfxyDAtv7y2cB+9OIPWpSatJ4l0tIK4xyB2r0nSQZB0MDzQsVmHzTq6BO35UDcDamaAv/evHmQIpd8mShJuXYtovQ1W8DnHiXDjN61Wyc1elZ1eNaLaMUkUWORysNitMMmeyPULySGQf6aLScudlK/3c+AdryUEHrGEwLhsqzU4a4EtBPYVwzQ5pOpsD/j51UUJE0iTusSHKYo0rFW1DsGqdip0KRimSamqU+TX2NWqEfuxRv5nIPsD5vlAQyHEnevAmeNAGeSFknAMzaRhv0bNDstCwdscecUjLlska74l+iVOso9tm+44YkXyz3SRt9JJ1T6NPR978RbpCDr4KwzcFbDEAUcKoXwRTJziZrYsMFeRjtlSb9M3xNg44r7xbTqe/BN6xbHN+MWMTGJv+QYdTwz/RHU888PMZH58pIHGKL83vZEiifwgc+TbIo/GDTfcwOLFi3nggQf44IMPqK6uJiYmhjlz5nD99ddzyy23HLWQZeXKlUdt712xYgWyLKNpGgsXLjxqsOdZZ53F/v37efTRR1m1ahXFxcU0NzcTFxfHnDlzOOWUU7j00ks5++yzB/26RxsFBQVs27aNe++9l9dee43a2loyMzO57rrruPvuu0O5CL3x7W9/m7lz5/KrX/2KDRs24Pf7mTt3LjfddBPf/OY3uemmmwa0X263m2eeeYabb76ZJ598knXr1lFTY12MyM3NpbCwkLPOOourr756QNs/HiiKwl//+leuu+46/vznP/PJJ59QX19PYmIiCxcu5JxzzuErX/lKxOMGeywcT4br2BDMsRDDeAJxrHLu44lpmuz2a3zc6WOXL9L7K1kUWB7jZLnbQfwIJ/iapkm7YYbaiWs1gxrdqhps0I2IfY9GrCB0EwSDAmGqJI5Y20rQXLupqWnUBiToqklbpU7ToS5R0NPQ+4mSI04gIU/COVlEyBXxTxRoV+hqxQ0EZQRv9/WUS/JD2kHILIaM/eDoUTFvCqBNFBDniMTMlUjMlLuFZ7gFgZSUFCRJOmaIzlhGM032+DS2eP3s8Kn4ehwc8aLAQpfCYpeD/GEQUMbCGB8KdL9pCYHvevG1dL3pcVlWRWD2wuERAoMBCWNljAer6nYEqurao4R4TJK7/PyyR1F1qq6alK9VOfC2F1971zdZzXTYtxLawnzpY0PVijKznEq/qxVVj0ndbqvKr26XGvJzDSFAylQrxCNznkJs+vgVacbaGB+NNIW11O8PtNQ7OiBnB0zaArE93ta06U4mniqTuUBGcoyO42+8YGoq6rYt+NZ/jF5WGrFczM7BuWwFjsVLERyOyA0ME6M5BKStrW1Qj9cMg/trmjjYh0rAKQ6ZH2QmIw+iqKBnWIaNjY3N8cQWAEcZIykAhtOg6RxUdQSXG6cskSKJZPk8Y8LPRTVN6sIEwZpAxWCtrkeIH9GQgPSeFYOB1mL3cZ6wjyVxRDXNUDBGU4tBc6mGp0xHO2wgVpiIvRSumkB7OjTnQFOO9X97Gla5Zi/ECEL06ryAmBdvCpilBm1FVqqwpzHyg47N7AoRSZosIYjCuJ046qbJPr/GFq/KNq/arVoWrPdzgUthsUthukMe1qqpsTTGhwJdtYTAg+96u1VmxWVZHoHZi46vEDgWxni7YbDTp1EU5qsXjgjMcFhhAoVOJZA4PXowdJPKz/zsf6P7Z5wyTaLg826EyaLVJuxVKe7Fr3CmU2aeU2GuSyG+l4mkt9mgJmCH0LBPw+yxIVGB9FlWcnr6HAVn/Oh6n44XY2GMjzZM06Qq2FLvVSnTorTUB5KuCxWZ9MMCVev91GxXMcOu0slugYknK+QudxKfPX5F5pFCP1KBfqQStyQiuWOQM7PpSEoeFRc9xrMAGKTcr/JCUxvFXrXbxWkRK/DjyuR4coeg7dcWAG1sbIYTWwAcZYwWATDIeDqxNk2TFsPsJggGBcKmKFUm0UgQhUivQUkkWRKHREQZaXHECFRWhqfgthlmV6VemLdeT1Gp+4Ygrh6SKiG50vo/rs4Kcom6ugOMiQLyZJGYSVb7cHKSSHwgOEPpx3trmlaFYs0OqyWutSLyfXQmCGQUKkxdlkzOvDgQjTE/vg3T5ICqs8XjZ2uUyimXAPOdCovcDmaOoDn7SI/xkUJXTSo+sVqDw0Wi2ExLCJyw+PgIgaP1O7xe062KI5/GgSjBM8Fk3XlOhdlOuV9+s8OFaZhUb1PZt8pLR23XK0jJczL9YgcpBZHViR7DZI9PZbtPZbdPxRMlsXhKILG40CHjrhdCfn4thyOPFyVWIDNQ5Zc288SsxhqtY3y0YZgmB1WdHV7LR7M+SotjelhLfbSKcF+rQeWnKuXrVTrqu1dHJU+VmHSak6wFyqC9gG26MxrH+IkgAAYxDINWw6BFN0iURBJEcUjTfm0B0MbGZjixBcBRhi0Ajgw+w+wmCNYEgkhqNaNPqbAKkNGjWjBTFsmQpH75xx0PccQ0LbGuZzBG+O1g+227Yfapfbo3RIgIxghW7MWpoFSYmOUGvsMGraU6/vben60rYEQmOV8iPmdgASOeRiM0gW4s0bpVLwDILoEJ82NInmmSMUc+romcQ40Z8B3b7PWz1avS0kP0cwhQ6LTae2c55X4JqceLE1UADKKrJhWfBoTAph5C4Hkushcrx0y17g+j5TvcNE0qtC7xoVKLFB8SAxVH8wKVqaNhvEbDNE3q92gUv+rtdoEhJl1k5udjmHNWJs0tzccc35ppst+vhVovmw0TDOuiSWax9a9n6yVATFpYNXO+NKTjZSwyWsb4aMRvmuwNtNTv9Kq0Rznln6xIIdEvSzp2S70kSSQmJrFvXS2HP/ZQU6R1S5dWYgUmnmwlCMdl2lWBQ8FoHOMnkgB4vLEFQBsbm+FkVAiAq1ev5qOPPgLg7rvvHuG9GVnq6+tDqU4vv/wyy5cvH9H9GY0nHcOJYZo06UZIEKzRuv5u7WPVYHKwarCHQJgoChEn2v0RR3zhQp5hhNpxe95uM8yIhNf+IGC1AoW33vZsxQ0m48YIQp8rIaMFjLSU6xFtbUFEGRImdiUO9zdgBMDfYVC3y6oMrNutovdoUxZESJkuhybX7uTRJwYGhZTNXpUtHj+NPcahDMxxWu29c5zKqAswOdEFwCC6arWNlrzdXQiMSbfCQoZKCBzJ73DdNCnxa2wPtL9Gq7TOCiaIOhUmDXOIx0BoOqhR/KqHxpKusetKEph2gYuJpzhQHHK/x7fuN6nbq3Jou5/GnRpCR+Q6zdnQWgCp82TmTHIww6mMmcTx482Jfp7Sk3bDYGdAaN/j0yIuYkp0b6lP6mdLfc/vcE+TQcUnfsrX+yICaFJnyEw6zUHmPMVOmx4Eo3GM2wLg0GELgDY2NsPJqBAA77rrLn7xi18gCMIJPSEEWwAcS3gC7cTdxEFNp043IjyeouEUiEgmzlBkMpOSqG5uoUnVugVldEvGNYw++RkeDbdAV4We1JV4Gx6UkSCKxInCsLWL6qpJa4XeTRQ8asBIvNBNEEyaLCO7+ravumriq3RRscVDxaZ2vK2Rz5OQK4XEwPgJIxs2UBWo9NvsjUxDlbA8xBa7HBQ6lePuVTkYbAGwO4bWVREY7l0Zk25VBE5YMjghcLi/w72GyW6/Jfjt9GkRVgECkK90hXhkjJEE0bYjOsWveagt6rqcosQITD3XyeTTnaHW276Ob3+7QW3gYkT9nugXI4SpIlXTTXZPNfEkdl/uEiyh32qRHt3H/PHGPk+xWuqDQvsBVY+o5B/K8dLbGDd0k7pdGmVrfdTt6V4V6IgXmHiKg0nLHcSkjY1jfjQRPsbvvPNO7r///j4/tq6u7rjsky0ADh22AGhjYzOcyCO9AzY2YxW3KJDnkMnrcb9umjToRqBaUKda1akKCIThQY0+E8o0PWC+HXaNvq51wPukQGR1XpiYZ91vhWf0N3VyOJAUgeR8meR8GXACludQuCDYfFhD91nr+9tMaou0rkm5YIUrJOfLIWEwLkuM6q0mKQI5C2OYdFI86ldTKN1aH2oVDvp5tZbrtJbr7H/dizu1q+0uecrwtN3VajpbvCqbvX6qerRMCkCBQ2aRS2G+SyF2FHqk2RwbURaYdJqTiac4qNzgp+RtH54Gg846gx3/6KTkLZFp5zuZsMQxals9W/WuMIF9fi2i4lgmLOTCqZAwykI8jkZnvc6+170c2aSGBA3JAfmfc5J/lgvF3ffPpLNeD4R4aDQdiGZHAOmzre+Y9NlddgTRKrq8Jmz2qmz2qoOu6LIZe5imSXlYS/2RKC31SaJAYUBon+6Qj3vFqCgJod/Izgad8vV+Kj7x42s18beZHHzXx8H3fKTNtKoCM+YOrd3BiUiwYMDGxsbGxqav2AKgTQQNms46j58Dfg1fUwcOQSRVkVgoCcx1Dm9i6GjFNE28JhFeetFacdsNM8LgfqCIBBJxJYEU0aoczFFEcmWJJEnCJTAq0uGGEmeCSOY8S3wDy3i/rcroEgRLNdqrDWtybkJ7lUF7lZ/y9dbjZRckTpZJmiyRFBAGe6ZjiqJA8hSZ5CkyMy9z016th8TA5lKrwsHTYFD6oY/SD30osQIZc+WA8b6C7By697xRN9js8bPFq1LeI5lRAKYqEovdDhY4FeLtif64QZQFcpc5yTnZEWgNDgiB9QY7/uGh5C0fU89zkrN0dAiB1ZpOkdcKszgcpeIoRrB+L+a7FGY6Rl8r+rHwthiUvOWlfL0/ZEsgyjDpNAdTz3P1KWHXNK2K5uB3SVtl5C+BM6FLNEmZLkf1OY0TRU6JcXJKjLObp1uRV6XDNNGBPX6NPX6N5/D029PNZmygBzwjd4R7RvYgW+4K8ciVR66lPiZVouASN9MvdFGzQ6VsrZ+GYqsqsH6PRv0eDWeiQO6pDnKXOXGn2L9lPWkp1yhb66etUsdUO1BcIgkTFdy+jNA6u3fvHsE9tLGxsbEZi9gtwKOMkWwBrtV0/tPmYZdP6zUIIlkUODvWxekxjnE5qfCb4cm30YMyggJfX8JBjkZsQMgLttla9jgCKAotXh8thkGjZuDrw7ZErPS+nj6DmbI4KtMzhxrVY9JSptF8qKtSsC8BIxNmx5MxI4bEXJnW9uao63pbDGqLrAl8wz4No0d5k6hAWoFM5nyFjLlKn4SBnjTrBlsDlX6lauR3YJ4isdilsNDlGPPVPXYLcN8wdJPKDX4OvO2js75LOHKnikw7zxIK+yIEDlV7pBEInAkGVtRESRBNlUQKA5V+U0cwaXowqJ0GB9/zUbra19WWK0DOUgczLnIdU6gQEPFXuShZ10jVdl83f8cgcVld1cSJk6QBpz/rpsmhQaa6jgfGcwtwMDV6h09l1zFSo+c5FdKHoaV+oN/hHXU65ev8VHzq7/77LEDGHJnc5U4y5sjHJQ19LNGwX6P4FU/o4mM0Djft4d9FD/LejheGcc+6Y7cADx12C7CNjc1wMmAB8Kabbhqyndi6dSvbt2+3BUCOLQBu2rSJN954gw0bNlBZWUldXR1Op5Pp06dz4YUXctNNNxEXFxd12+HbnT9/Pg8//DCvvfYaFRUVZC1ewpLfPIwYG/2xPVnmdnBNgntMTCZ00xLt2noR9MKr9byDlMNdAl0+eoFgjPCgjPBk3GiT454n1mYgvTea12DP8IfeiBeFkCCYIYtkBQTCFEkcE5/fQAgGjDQd0mk5rNF0SKe1oh8BI/kS7pTIyhnNa1K32xIDa3epaJ4eGxIgeUqXb2Bseu+TsTbDYJtXZbPHH9WzaaJsiX6LXAqpY8QnrS/YAmD/MHSTIxv9lLzVixC41HFUc/3BiCOqabLPr7Hdq1LkU2mL8p0zUZaYH2g9zZHHbrWZ7jcpXe3jwLs+tDCVJXO+woyLXcRn934Mal6Tuj3W90LdTg01ikqTnG99L2QUKsclGdU0Taq0rlbsMi3y2IoLpiw7FQqc8qi0gRgI400AbNGNkNAeraVeIayl3qUQP8wX+Qb7Ha6rJjXbVcrW+rqF6QC4kq1K6NxTHbiSxvbFroFQucHPjn90RtgDRMMwDeZeGUveSme/n2ffvn088cQTrFu3jsrKSkzTJDs7m8LCQj7/+c9z0UUXIQbG1bp167jsssuA7n6CtgA4dNgCoI2NzXAyYAFQFIf2RN80TVsABP7xj3/w5S9/GYguAIb7fcTExOBwOGhubg7dV1BQwEsvvRTVFyR432OPPcZ9993HoUOHcLlcxE/OZ/mTf8OZmNSvfT0rxskXEtz9esxQYZgmnaYZEYzRGnY7KPB1GGavFY19QYZuQRm9JeHGi+Kg29z6c2LtN01qA2JguDhYq+v4+/CCZSBDFiODSCQJ1zi8At8VMBKoFDzc94CR5HyJxEndA0YM3aRxvxZq7+uZfggQly2SWaiQOV8hMVfCg8n2gG/XPr8W0RqeJYssdjlY5FLIHEeiXzi2ADgwDN3kyCaVkre8dNaFCYEpAlPPtRJoowmB/RVHOg2DnT6NIq/KLr8a8V0iAtMdsiUkuRRSxnhFqqGZlH/ip+RNL77WrhebWiBTcImLpLzoTim+ViPg56fSUBylMliGtJmWTUDGXAVnwvC+T009RKSe3zUOAWY5rM9wjlMmbgxXio91AdA0TWp0IyS0R6sCjw201M8bBS31Q/kd3l6tU7bOT+VnftTOruNPECGjUGHScgdpM0+MqsDaXSqb/tRBf09Y538lhpwljj6v//DDD/OLX/wCw7C+FVwuF263m5aWltB9JSUlJCZayUO2AHj8sQVAGxub4WTQAuBQdhDbAiAkJSXR0tICRBcAr7/+eq644gpOPfVUMjMzAfB4PHzwwQf8/Oc/p6SkhIsuuoinn346YttBATApKYnMzEzuu+8+li1bxh+bO9nj10IibH/4UWocucrQWEmapokv3FcvSvJtq94l7A3GV0+AkHgXDMboLQnXLQjDVtUyFCfWhmnSHKwaDASRBKsGW/pYNZgkCt0EwcxA5WCSOHzvxXDgEuJpPKRSW+yhpriD5lItIo0zhADx2WJX4nC+TFymFTBimiat5WFeX0ciR6cWD0dmQPUMaMgDM6DvpUtioNLPwQRlfIp+4dgC4OAwdJOqzSr73+wuBLqSBaadFykE9kUcadSNUBtpSS9i0ZwwsWg82AqYhsmRzSr7X/d2q6xMnCxR8HkXaQVKxGPaa3p4g/b4OlViBDILHUxdnkxMrh9BGSr318HRaRjsDvgG7vapEZXuIjDVITPPaQm7aWPs4sNYFACNQPt2kU9le5Rkd7Ba6oPt21MUadS01B+P73Ddb1K9zaoKbDrYfZsxaSK5yxxMPMUx7EL6cGHoJh/e3Yqvpf9zKtkFn/t5YrcLlL3xl7/8hR/+8IcAnH/++fzwhz+ksLAQgM7OTjZs2MA///lPHnzwwZAoZQuAxx9bALSxsRlOBiwAxsbG4vV6mT59OnfeeeegduI///kPr732mi0AAvn5+ZSWlgL99wCsqqpiyZIl+P1+tmzZwsSJE7stDwqAaWlpfPTRR6Snp1Or6fy0fuA/lMvcDq5NjDnqOqppRgRjtEVrxTWMPlWuHY0YQYhendejei9OFEZl++vxFkc8hkltmCAYFAjrNCOizSgaDgEype6txJmyRLo8OlOFj0XPiWNEwMghjfYao9cr8qGAkWDrcCBgpLlOp2irl/odGo7DJkKPx2tOEApE8uYrFBQ6ccSMz0lNNGwBcGgICoElb3lDqdVgCYHBikBJEaKKI6ZpUhnWLloRpV00PtAuOt+lMMMho4zB4zsapmlSu1Nj32uebkJ9XJbIjEtcZM5TQhc5TMOkuVQPVfp11ESKNO6UrhCP5KkyikMe1eNbDQZJBATf1igXhXLCgiQmytKov+gzVgRANRDgUuTrvaU+V+7y85swSlvqj/d3eGulTvk6H5Ub/GjervsFCbLmK0w6zUHKdHlUvjcDpWqLn61PdQ748f/e+2s+OfJyxP2XXXYZv/zlLwFobm5m4cKFtLe384UvfIHHHnusT++hLQAef2wB0MbGZjgZcOnW/Pnz+fTTT2loaOArX/nKoHaipKSE1157bVDbGC/8v//3/7jjjjsG9Njs7GzmzJnDli1b2LhxY4QAGOTLX/5ySAxc29lbuVPf2ODxM8sh4wPawgS+cG89zyCrRB0C3dpsE3rx1YsThXEzST1euEWByaLM5B7FLYZp0qAbERWDNbqVYhzEb0K5pgfSabtiUAQgRRK7hY9kSJZIGD+GqgYFUSAhRyIhR2JSQHtXPSYthy1BsOmQRsvhroARzQsNxZqVbhiIa9GSoS4HGnOg+UzwJED6QZi4D1IOgqCC7AN2GJTv8FEh+UidboWIZBYqJ6TvkU3/ESWBnKUOJpykcCQoBNYYeJtMdj3n4cDbXqae6yLhQhNJsrxQ9wXCBIp8Gg1RKo4yJZF5AT+/vHEYGNFYolH8qqdbhZErWWDGRS5yljoQRAFdNWnYF/D5LFK7tQUHSZjY5fMZnzM6RZreUASB2U6F2U6Fq0yTMlW3hGCfSrVmjYlKzaBS8/Fmh49kUQgJUtPGaLDLSNJhGOzyWT6ae47SUj/PqVA4Dlrqh4KEHIk5V8VQcKmbqi1+ytb6aTlsefhWbVGp2qISmyGSu9zBxJMdOOLG/nt2+OPBnYsvzfo8r25/POL+1tbW0N+vvfYa7e3tKIrCT3/60zH1vWVjY2NjM3QMWAA86aST+PTTT2lsbOTw4cNMnjx5KPfrhOW000476nLDMHjppZd46aWX2LlzJw0NDXi93oj1jhw50us2Fi9eHPp7v78vdV+9owFPtvT/qqUIEQJebwLfSHrdnCiIgkC6LJEuS8yluzrYYRjdBMEaTadWM6jTjVCroAk06AYNusHuHmPKLWAFkATEwayA32CaJCKPgRNQxS2QNlMhbab1vpimSWe9YQmCpRrVBzV8RwyEgKYgN0F2E2TvtG6bMrgnimTmySQulTA0aDqoUbdLw99uYupQv1ejfq/Gruc8JE6WQr6BcVljS1ywGX4EUSBniYMJixWqtlhCYHu1gbfZZNfzHorfKaNjpcKGOX7aepaiYiVMzw+ID1ljrPWzr7SUa+x7zUvd7q7vJkecwLTzXeQud2CoVjtwzQ6Vut0qeo/odUGElGlySPQ7VhLwWEEUBPIcMnkOmc/Hu6nRulKeDwWCiZoMkzWdftZ0+nGH+dDNcijj0it2KDhWS71TgNmBMJbx0lJ/PJCdArmnOsk91UlLuUbZWj9HNvrR/dBRa7D3JS/7XvOStVBh0nInyVNHf7VqNEzDpLFkcOfiuUkzqSytwRHb+1jasGEDYBVwZGVlDer5bGxsbGzGLgMWAMNFpM2bN9sC4BAxYcKEXpd1dnZy3XXXsXbt2tB9DoeD5ORkZNn6KJubm1FVlc7O3kW58JTgzqH0cMRKGQxvve3ZihtMxo0RRmcLrk0ksaLIFIfIFEf3rwvNNKkPTyYO/a0THoLpMaFU1QPG5l1VgyKWx1FmWDtxRqB6cDQb0ptARYLBlhka2yapdKwwETVIqIakSkithLQjIDVb6wsaeEsNDpd2XeF3xAsk5Us4E0TUTpOWMg1Pg/WmtRzWaTmss2+Vl5j0rhCR5HzphDBCtxkYgigw4SQHcfMltmz00vyuiqMOtGYD58s+lrwPB5ZB1UKYHmt5vRU6FRLHccVRR611HFVt6frekV2Qf5aLrAUKDcUam/7UQeN+LSJ1U3JA+mxL8EufIx91Yj1esKq3Jc6OddGqG+wMVAbu9VlJtB7TZKNXZaNXRQYKAkm0hU6FhHE8jo6F1VKvB0I8tKgt9QnBBOZx1lI/XCTmyhR+SWbmZW6ObPJTvs5Pa4WOocGRjSpHNqrEZYlMOs1JzlIFZQRsNXTVRPOYqJ7A/51hf4f9r3Z2v8/fYfY7+CMaaqeJI7b35bW1tQC9dgeNJ+yWWhsbG5veGVQFYJDNmzdz+eWXD8kO2fTOb3/7W9auXYvb7eZ//ud/uPjii8nJyel2xfPiiy/ms88+63M4y1DEd1we52Kx20GcKNjtQScQsiCQJUsRVUNmwPMxPJk4WD3YqBuh81wDqNOtSsKdvu5Xv+MEwWojDgiCmZJVOZgiiSMyxoKG7Zu9frZ5I32zFAWmT1NYNNfBLKeMLAh4W8K8BEt1Wg53BYz420xqi8JeswCxGSKyS8DfYYTEwM46g0Mf+Dj0gQ9HnEBGodUmnDZTRnLYx5qNRa2mh/z8Dqk65hTgVsjaA9M/hvg6cLXBnLdh4ScCU8+x0jUlaXyOIU+TQcmbXio+9YeEPVGB7EVWGm/NDiv8oyeOeMES3OcppBbISMr4fH/6QoIksizGybIYJz7DZI/fGl87fRqdpokG7PJp7PJp/AsPeYoU8g0crwnm4eimSYlfC1VMNkbx8wu21M93Kkwahy31I4HiFpi8wsmk0xy0HNatqsDNfgwV2qsNdr/oYe8rHrIXOZi8wkHi5L5VBZqmiaESKdh1Hl28C//fUI/5NMeVaCnw4YzF6kgbGxsbm6FnwPrPrFmz+MIXvoBhGIO+0nLzzTdz9tlnD2ob44Wqqqpel7388ssA3HHHHdx2221R1wle4esryZJITRQvqP4w3SmP6yoSm/4hCILVxi2JTO9RNeg3TerCfAZrNZ3qwO1wb6R206Rd1Tmgdq+kkIG0gCAYrBwMtha7h7g6zjRNyjSdzR6VLV4/zT1FP2CuS2GRS2GOU4kIQXElimTNd5A137pt6Cbt1QbNh4KioEZ7deDYM+kW5ACWYCEpAmqn9bz+dpOKT/xUfOJHckDaTEuoyJgrjwsPJJu+Y/Ti3RZOsiRQcJLCqecmk7AXil5spKVCxd9qsuffHg6+62XKOU4mLXeOGzHZ325w4F0fhz/ydU3GBSvgQ/OYVH4WOUOPzRBDrb1JeXaVbTScosACl4MFLge6aXLAr3XzkjSBQ6rOIVXnlXbvuPWS9BkmuwNC6K6AEBqOAOQrUqjS70QQQkcKQRACwVsysy53UbHBT9laHx3VlhBX+Zmfys/8uJIFkvNlYjPF7gJflOo8Y3BduMdEdoHsFlBiBBS3YP0d+L98vX9QAqIoW7YGRyMjIwOAioqKfm1bkrrGsdfrxeVy9X8HbWxsbGxGDQMWAEVR5N///veQ7EReXh55eXlDsq2xTnh7b08qKysBKCwsjLq8rKyMQ4cO9ev5lrod7B2ED2C2LDLRPsm16SMOQSBHkchRIqsGmw2zWzJxsHIwXHjTgGrNsASPHj5dCaLQTRAMCoRJ/Uh8Nk2TI5rBZq+fLV6V+h7iuAzMcsosdjkodCr98qcUpbCAkYDVp9pp0HxYDwmCzaU6aof1eg0VDLVHVYkAmKD7oWaH5VmGAClTu0IJYtLs43E8MtD01uT4GKRTJCYtdrNndS0lb3lpqzTwtZrs+beXA+/4mHK2k8krxq4QqPlMq1L2fW9EaqipQ3tV9+M4Ka/reInLso+X/iAJAjOcCjOcCl8MpEkX+VS2h6VJ1+gG73b4eLfDR4IoMHcMp0kHW6G3+1SKA63Q4QRboec7Feae4K3Qg8E0TXQ/USvtolXdqZ0mmrf7MjNKILG3yaSqaQhK8wRLwAsX7pSY7iJeNGEvtJ5LOOrFBUEUKP3Q1+vyY5G9SDlmxfKSJUt49tln2bZtG9XV1X32AUxKSgr9XVlZydSpUwe8nzY2NjY2I89QdIDaDCGPPPJIr8sSEhJoaGhg165dfO5zn4tY/rOf/azfz7fQpfDvVoGOAXoBrohx2m0FNoNGEASSJYFkSWSms/syn2FSqwcqBTWd2rDW4vDJWKth0urX2Ndj2wqQEQgeyQwLIskIE66P+Px82O5ls8cfURErAjMdMotclrAylIbtSoxI+iyR9FmRASPBSsHWCr3LnyzaYWpCY4lOY4nOnv94iZsgkDXPQeZ8hYSJY9MU3cbCY5jsClT57fapeKPowdMcMvOclqdf2lEuxgiiQPZCB1nzFWqKVPa/YQmB/jaTvS95OfieJQROOs2J7BwbY0ZXTcrX+dn/lhe1PfLgCAoCogypM6wQj4zC/8/eecfJUdf//zlty/W9frlcLnfpPSSA9CYtSPGr0vQngkrVr6iIWKjy/YqAqCAqogh+QaWJiiACSocYICG9Xsrlcr3XLVM+vz9m6+1ecne5y5XM8/HYRy67M7Ozs5+ZnXnN+/V+aXiyHZFmJJAkiamawlRNYUWGJ2X4RZcleM8f4j1/yA6/cNnH0fEcftFomKwP6GwIxsJQ4kmTJBaEw1Dmu4Z2I2iyIoTADLJ/m+wB7LT9+3COFrIG3lyZ9EIZLU1OEu7ihb3I36qbUa0OnnaC66AEwGknug84zQUXXMBtt91Gd3c3t9xyCw8//PCgzg9mzJiB1+vF7/fzwgsvcP311w97PR0cHBwcxp4RFQCFEM7F5kHS2to64GunnXYazzzzDD/5yU+oqKjg7LPPRlVVqqur+eEPf8jf/vY3cnJy6OjoGPT7aZLEqeluXuhJ7od0ILJkiaM8riHP5+AwFNyyRJmsUpYYTowlBG2mHT4StRKHew12x1VH6UCtYVGbwiaZ1tyFBQSsZCvXrLDot9SjHbJQEkmSSC9QSC9QKD3K3rfMkKBrn0n7boPOavvfQPvAgn1PnaCqLkjVP4NoGVC8RKPkCBe5s1TkSdrzbTLRblrRvmI7Qgb9i1pcEsyLE1GGOjYlWaJ4iYuiRbYQWPVSkK59ZkwIfDUsBJ44foVAYQl2/TvIzlcCGP7U06heKFxo98wsmK+hesbnZ5lM5Coyp6S7OSXdTa9lsSloV6xuDumEBAQFfBTU+SioI2MfYyN22dwxrJyLWOrXBXU2BHQaUrRF8ckSS8K25pkuddL1OxaWwAgyKMHOCAB6H/6uUPR53T8yQRYDIjGoqrtItV1UuPNAd51J7fshGtcbCNOuru9ttAh2Wkw5ysXUY1xklY5tJXBGkULREo3GdUOvVvTNUMiZfuD1z8rK4rbbbuNb3/oWf/3rXwkGg9x4441RV1FfXx/vvPMOjz/+OL/85S+j7Z00TePcc8/lmWee4Wc/+xnl5eWcc845Q15PBwcHB4fxgSQGmxYxCKZNm8aXv/xlvvSlL1FaWjpSiz2seOKJJ/j85z8P2D3/jj/++OhrNTU1nHXWWTQ3NwOgqippaWl0dXUB8P3vf5/XX3+d9957jxtvvJFvf/vbCcsuKChIuVxLCH7X0cfa4OBPPFwSfD03g2maU0Q6kiiKgs/no729HdNM4WdxGBR9lkWTYdEQVy3YFBYHB3PAc0PURhy1EysK+ao8LixsCQEjuw0695rRgJGBkBTILlMoPkKj7FjXmKQkgjPG+yOEoN6woiEee1MkiGZEEkTdGnPcalK/yf3h8/lQFAXTNGlvb0/5/k0bDHb8I0DXvth7uzIkKj7upvyk8SEECkvQUW2w619BmjYaKe1+7mxscXOJRu7MsRG8nfGdjC4E24KRvoF6wg2aCFNVhSUee4xPUeUh3Uw+0BgfaJ22hy31Gwaw1E9VFRa5VZZ4NErV8V1NLaywJTZJvOOAIRYRO+1oCniSTLJ4N1g7bZqE4jr4EItgt8W+/9gJwn0t/doCVChMO8FNyRHamLVC0P2C//y0m+66wZdCtvpr+fmHV9GjDzzuH3vsMY4++ujo/3/2s59x1113YVn2+3i9XjweD52dndHnqqqqyM7Ojs5TV1fHWWedRUNDA2CLgqHQAU46xpDu7u6xXoUh4aQWOzg4HEpGVACUZfukTVEUzjnnHK6++mrOPvvscX3SNN5oaWkZUKgD+0f4nnvu4d///jctLS34fD6OOOIIvvzlL3PqqadywQUXDFkABDvR7o9dflb5D/yDnilLXONLp9wR/0Yc5+Jx5OkyLT4K2EEe/UNFwK4wFMIOKDkQEpCnyNFk4niBMEOSxuxYZ5mCnvqYKNi2y6Cvaf8XEVq6RE65QslyjcIF2iELEnHGuH3TZZduRu2S/XtNAhQosX5+FQcRpDBYcUQIQdPGsBBYMz6EQMsQtG43aNygU78mhN6bPI3HJ1F6tEbxUte4sLw743v/WEKwR4+lVjelGPt54bG/yK0yYxDVdoMd432RqsSwpT7Y75AvE7HU2++ddwj7G0cFvAOlzvalns4IMLoCnhLrf+dKk/BmuUAz7b540Wq7ZOEu8vdICHgjhbAELdsM9r4TommDnmA91tIkSj/mYtrxrjHpDxrqsVj9m17adx742FHdvpmfvn0V7f7G/U6X6px/y5Yt/OY3v+Gdd96hoaEBWZYpKSlh8eLFnH/++axYsQK5X3V5XV0d9957b/T6wxEARw5HAHRwcDiUjKgAmJWVRU9Pj73g8A99WVkZV155JV/84hcpKSkZqbeatLS0tIzZewshqNJN3u4Lsjag0/+0vECROSnNxce8rnHbu2ei41w8jgw9lsW6gM7qsI2y/0GuVJVZ5nFxalE+U7weTNOkprU1GjwSSSZuMixaBlk1mCZJMUEwLogkX5HHxC4WCRhp22nQvEmnu85KWTUVQUuX8FUo5M+z01CzShVkdeTX+3Ad4yEh2BoWHzYGdHpS/PSWa0pU9CtWhlYFNRBDrY6KCIFVLwXo3Bv7frR0iYrT3Ew/2T2qdlrdL2jeZAfcNG/WE0I9IkgKFC5SmXOuh4zi8XUj6nAd38OlwTDZELBDNvakuEGTJkksDFfhzR2g397+xnh7XF/CHeG+hPFELPVLwpb69GGe21jmAH3vBhDx+k+XapyPJLLaL4HWMzQ7razFzusn0xgPdNhVgXvfDSa11sidaVcFFi05cMDGSGKZgsb1OnvfDtG6PTmkz1dpr1fxEYd2vfqTn58/Zu99IBwB0MHBwWFgRlQA7O3t5Q9/+AMPP/wwa9assd8g7oThvPPO4+qrr+bMM88cqbecdIylABhPl2mxRzeRvF7cqkKuLJMb6Bt2FYrD4JhMJ9aHGr8lWBfUWeMPsTXFhV6RIrPMo7Hc66I4XNkxGHFEF4IWw6IhLAhG+gw2GmZSKEMqZGzxPGopjvv7UArpQgh6Gk3q3tdp2qTT07B/QVBSIHuagq9CJWe6Qs50FY/v4KscD6cx3mNZbAyLD1uCBv2bLCjAbJcdJrDIrZEzCn3QhmOPBHu8NG+2KwI7q+OEwLRYRaDmHZnfA3+7RdMGW/Rr3ZHa3guguKDiNDeVZ3jGhS05FYfT+B5pOsP9LzcMkLirYSfu2hV6Gpnh/SV+jLe1tVEXZ6mvSWGpzwxb6hfFWerjBbzBCHb9pzOHn98wKGTtwAm0qmfgEIuRFIom4xgXln282/tOkKZNRkI1pSsjVhWYXnhoqwJ7m0y6ak3cShruNJWMEgWRnqIUegxwBMCRwxEAHRwcDiUjKgDGs2bNGh566CGefPLJpKrA8vJyrrrqKq644gqKiopG4+0nLONFAIww3ItHh+ExGU+sR5OgJdgQtO29m1NcMOZFRD+Pi9IUfaUOZnwLIei0RLS3YKRysMkwaUvRTyoVmbKUIAhGqgdzFXnUxXYhBB3VJjXvhmjerBPsPPA6u7MkcuIEwexpypCFmMk+xluMWJjAzhQJoh4JFoT7+c13a3hHOUH0YI/hESGw6qUAHXv6CYGnuSk/eehCoBC2Zb1xvS36xVcapkLWoOJUN5Wnu8esd+Vgmezj+1ARsASbQ/Z+tDGo40+RgF2hKSz2aBxXkEeXLljd0MX65l56+gRaANQA9r9ByA5CkSHjC8m4AyTZaA/UQ/VgUVyk7n+3nwTa+H/HstKrP5N9jPvbLWreC1LzXijpdzFvjsq0E1wULdYOaY/R8Xgu7giAI4cjADo4OBxKRk0AjNDT08Mf/vAHfvOb3yRVBaqqygUXXMBVV13F6aefPpqrMWFwBMDDm8l+Yj0ShIRgc1BnTcC+OOxfVZUjSyzzuFjm0SjX9t8TbLTGd9ASNJuxZOIm04raiwcTtaMChSnsxEWKktICNxL426xor7X2Xebg+klJkDlFJme6iq/CFgXTC2Wk/azjZBvjQghqjFg/v7oUadM5ssSicMDBLJeKeggrqUdqjAshaNliVwT2FwKnn+pm+in7FwKFJWjfZUZFv/5N+AFUDxhBomNPkqHseBczz/bgyR7fwl+EyTa+DxWmPnDVXbBP0Nxj0txr0tlrYflBC8YEPi0ASrJTckRRXClCLIZgpx2NdgpjxeEyxi1T0LRRt2+SbelXFZgpUXasi7LjXaTljX5V4Hg8F3cEwJHDEQAdHBwOJaMuAMazevVqfv3rX6esCqysrOSqq67i8ssvj4ZVHI44AuDhzeFyYj1UjHD/tNWBEBuCepL1NlOWOCJc6TeUwIRDPb4tIeiwRDSZOGInbjDMlCmUqciRpQRBMFI5mCOPXAiJ3mfRtMmgcb1tF7aGUB2jeiGnPFwlWKGSU64kBIxMhjFuCsGOkBG1GXak+O5K1FiIR5k6/BCPg2Wkx7gQgpatdkVg+67Y96d6JSpOdTP9lFjCtBmyp21cr9O0USfUk7ydsspkVI9EZ3VckrUEU47UmP0JD2n5h74R/8EwGcb3UBFCYOkk22QPFGgR9681mDsjB4HqAdUzyKq7tORAi7FIlB6vHI5jvK/FpOa9EDUrQ4S6445jEhTMU5l2gpuCBaOXPH4wx/H9BQAO9zVwBMCRxBEAHRwcDiWHVACM0NPTwx//+MeEXoFgi4GapvHpT3+a66+/PiG2/nDBEQAPbw7HE+uBMIVge8hgTUBnXUCnr9+hKk2SWOrRWO7RmDmIpMhUjKfx7bcETaYtDDYY4X6DpkmzYSVZm1PhkkhKJi5SFApUGddBiE+mHk5iDVduJVz8hJFkEpIU+5NWIEdtw3kzXJQvzKezu2NCjXG/JdgStKv8Ng1gSawMWxIXuzUKDmGC6P4YrTEuhKB1m10RGC8EKh7Im6UiLGjdbiQJO5Jiv16wQEXvFVS/FULvi23MwoUqs8/zklU6PrbfUJmIx/CogDdYwS5FTzxrlCvwTDeE3KB77IfhAd0NwgOedJmQG1o1y34tbjrFC7MzVRanuVhwCCz3hwMTcYyPFJYRDuh4N0TrtsRB78mRmHqsi7Lj3Hh9I1uxHH8c/+53v8u99947qPmam5sdAXAC4AiADg4Oh5Ixic/TNA2v14vH4wFs4U8IgRCCUCjEk08+yZNPPsm5557LL37xC6ZOnToWq+ng4HCIsYRgl26y2h/io6BOT7/KKo8Ei912kMfcYYp+4xWvLFEuq5Rric+bQtAWsRCbiZWD8dsnJKDGMMNN72OqiwTkKnLKXoOZg6gaVDSJwgUahQs0Fl5s9w2MiIG9jbbqFy/+KW57Hr1PRJ/va7boa7ao+0AH/LyndZE1TSGnXIlWCnpyRq6CcaSIhBKsD+hsD6UOJZgbDiVY6NHIPIzS0SVJIn+uRt4cldoPQux4MYC/VWAGoGlD4pZSPVCwQKNokUbeXJXGdTpVLwUIdMTGb+5MhTnne/FVjq9U34mAEHYPO71PRHvb7U/ESzXd/gKBDhrJHgMHqrqL2GnbXBY7FZOtskGtKjDc2GlKYXJkKSq0z3SpFOTmoigKHcEQ7zS1sCGgszkYaw+xRjdY02mgALPiQnd8oxC64zC5kVWJkmUuSpa56G0y2ftuiH3/CaH3CgIdgqqXglT9M0jhApVpJ7opmKfutyXGwTIYx9TMmTMB8Hq9I/aag4ODg8PE5ZBWAG7evJmHH36Yxx9/nI6ODsA+cQU4+eSTOfPMM3n66adZt26dvXKSRFFREe+///5hIwKOhwrAngaTve8EaasyMYMSqiaRlq9StEyiaIk2rppRTzYOxzvrQgiqdZPVATvMo7Of6OeSYJFbY5nHDk3QRlAkGk8VgMOhx7KSkokbDYsW00pKQU6FVyK5z6CqkK/Ig+pT19Ng0hhOb+3Yk9w3UHFDeqGMrEr426z9Bo24syVyptvWYV+FSlbZ0ANGDhYhBI2mxbqAnUS6R0/eB9MliYUejcVulbkubdR6Mo4UozHGhRB01cSE4O66gUebHeDhYvqpbtp2mGz7e4C+5tj0WVMV5pzvIX+eOu4E4OEwnGO4EHaK7EAJtP0DK1JNt78K3INGSi3e9bfJDpRAq7rZrwhiRCz14f0ulaV+Sj9LffxYSTXGQ0KwLWjb9DekuJkEME2NVeyWpAiJckjN4Xiesj9MXdCwVqfmXfu8OR6PT2La8W6mHusaUh9TIeyeqXvfCdJda2KFZDSPTFapxpu7n+aOn38DgaC5uXmkP86gcSoARw6nAtDBweFQMuoCYDAY5KmnnuLhhx9m5cqVQEz0y87O5rLLLuOaa65h3rx50XlWrlzJLbfcwmuvvYYkSXzpS1/i4YcfHs3VHDeMpQDYXWey+Vk/rdsH9vK4Mu3kx8qPu0f1rubhyuFyYi2EYJ9hsiZgh3m0molXryp2Uupyj8YC9+iJLBNdABwIQwha4gTBeIGwv3U1FTKQr8gJ1YIRgTB9gCq3YJcVFQNbtxlJlkBZBd8MhYxCFY/HTfOePjr2JFtEI0gyZE4JVwhOH1zAyHCwhGC3brIhaFvNm81kJSVPiYkPlZoyoSpPR2qMW6agbUfYCr5BJ9CePJAySmSKFml4fBJ1H4Zo3xm3LSUSBOL0QpnZ53ooXqpN+N8SYQmMILYVNijhUTNoa+wi2GsO2k47qNCd4RIW8A4UVBHf+y5+ugMJeMPBb9lhThFLff++rhIwI85Sn78fS/2BxnhkH18XDuppSbGP5/fbx8eqZ+dE4HA5TxkO3fUmNe8G2bdKx4j7sZVkKFqsUXa8i/w5+68KbN6ss/Wv/v3eWGno3s2z63/CPz56fETXfyg4AuDI4QiAk4s9e/ZQUVEBwO7du5k+ffqQ5r/99tu54447OPnkk3njjTeG/P7Tp0+nurqaRx99lMsvv3zE1mu4XH755fz+97/nC1/4Ao899tgheU+H/TNqXptNmzbx8MMP88QTTyRV+x1xxBFce+21fPaznyUtLS1p3mOPPZZ//etfnHfeebz44ov8+9//Hq3VHHds3bqVuXPnpnztq1/9Kk899RQXX3wxDz74IM8//zyPPPIImzdvJhgMUllZyaWXXsqVV16JnOIivaOjgxdeeIHXX3+dHTt2UF9fj9/vp6CggBUfu5gTvVci9P33XQp1C7b9LUB3rcniz6c5jbEdhkS9Ydt71wR0mvpdhMnAPLfKco+LRU6vpoNClSSKVYXifhfNQgi6LZFQLRgRB9tMK6pBWECTadFkWmwIJip5GbKUlExcpMrkZspMO97NtOPdGAFB8xY9HP5gRHuEtW4zad1mghTEV6kya4Wb9CKFYJegY49Bxx4zwVbctc+ka5/J3nfCn8sr2bbhcOJw/4CRwRKpDtoQrg7qTlEdVBZXHTTlMK0O0v2Clsj3uEnH8PebQAJfpULRYo2ixRrpBbHxVn6ihz1vBtn+gt+eL24TF8xXWfQ5L57s8dHnT1jhKrukHnccsCdepEIvUcDrHNH1k+QUCbSDsdOG/1ZcjIvx29HPUt9fOtKwfwMilvqMEbLUy5LEDJfKDJfKfwkPDYZlB/gEdarDVb4tpsVrfUFe6wuSEa3y1ZjrVg+qh6rD4UVmicL8z6Qx53xB/Rqdve8G6dhtIixoWKvTsFYnLV+m7HgXU49x4c5MHON73w2y8Un/AW8IFGdW8NXjf87OVwPMOMOz32lHqwegw9gQEXduu+02br/99v1OGxFehiskOTg4TE5GVAAMBALRar///Oc/QEz083g8XHTRRVx77bV87GMfG9TyPve5z/Hiiy9SU1Mzkqs5rjn99NP51a9+xXnnnbff6W666SZ+97vfIcsymZmZ+P1+Nm3axM0338z69ev5xS9+kTTPww8/HG0crChK9I6T6PayzPrcAcW/eOo+1FG9fhZenCzgOjjE02zY9t7VgRD1RqLoJwGzXSrLPRpLPNqA1WUOI4MkSWQpElmKzCxX4uE/JATNKezEjaZJKO5ipMcS9FgmO/vZY1WgID6ZeK5C0UI3s/Di3xWziwbabbGkfadB+05bXMwolilarLHk827S8mU695p07DGjomAkJMLw26myLVsNIAjYASO+CoXschVfhUJmqZLyxkSvZbEpaLAuoLMlpCd8JrAF6FkuW3xY5NHIPUz7gwU6LZoilZzbU1RyapA/V6VosUbhQi3pAhagq9Zk+9/9NG2MzRwfFNO82eDNH3RTfpJdTT4cETeeqIB3oBCLAey0RoBRrcCTFPZfdZdK2IubbrwIeENFCEGDabE+kCi2xXOoxTZJkijRFEo0hbMyPFFRcl1AZ0dYlOwRgv/4Q/zHHwqLkrblfyRFSYfJjeKSmHqMLfJ11dpW3roPQhgB6Gux2Pa3ANtfCFC8RGPaCS5yZ6k0rtcHJf7Fs+1vAVzpEmXHuUfvwzg4OAwJTdOYM2dO9O/DnZKSEubMmUNJSclYr4pDmBEVAKdMmUJnp33nOyL8zZw5k6uvvpovfvGL+Hy+IS0vMv3hZDEIBoN89atf5aijjqK4uDjlNC+//DJ9fX3ceeedfO5znyMzM5O2tjbuvPNOnnjiCZ5++mkuueQSTjzxxIT5iouLufHGGznrrLOYN28eLpcLIQRv3dtK796hD4W9b4eYeoyLnHKnabtDIm2mxZpAiNV+PRxKESOSlrrc62KpWyPrMBVaxhsuSaJUUyjVEm8EWELQaYkEQTBSORjfq8sA6g3LFnmDicvO9kkUfVyh6AyVghaF7CqVno/66K21FaGeBouehiA7XwnizpKiFWWVZ7iRVehtsuisNmnfbQuC3bVmUsBI7fu2l1jWIHuaQk65ilouU1Ms2Og1qAoZSX0R3RLMd9viwwK3StphenHf0xATaDv2JP/eamkShYts0S9/rjZgb8a+FpPtLwao+1CPXsQqbqg4zU3FaR6660x2/CNA6zYDMwi7Xg1S/WaQaSe4KDvOhaRIqSvsDpBAawRGc+vY9vX+QRUDVd250hXyirLwGz3IboHmlZC1iSngDYeI3TYi+qWy1I8nu22OInNimpsT09z4LcGmcFVwxJasQ7RaUOryD9qW7OAQIatUYeHFacz9pJf61SH2vhOic6+JMKF+jU79Gp30QplApzWsGxGbn/VTfIQLzXt4HGPGAsuyCHRYBLss3Fkynhw5pdPKwQGgtLSUrVu3jvVqjBvuuusu7rrrrrFeDYc4RlS5iVh9FUXh3HPP5brrruOMM84Y9vJKS0v5whe+MEJrNzE444wzePXVV/nDH/7ADTfckHKajo4OHnjgAS699NLoc7m5ufz0pz9lw4YNrFu3jueeey5JALzsssuSltXbaA1L/ItQ/VaInM87AqCDnZj6UbjSb3eKSo/pmsIyj8YRHpeTvjiBkCUJnyLhU2Tm9isyCFiCJjO5z2CTYSUk5nZags6QwXaADB2WAkshsx0qd0oUbANXtQALgl2Cve/YF0mqBwrma+FqM5XSo10AmCFBZ41JR1gQ7NhjRBNlLR3ad5q074yNwamZkFEK7aWgT4Xy6RqLs1zMdqkjGiozURCWoGNPXJpzU7JI482To0KsrzJ1VWWEvjaTqn8EqH1fjwqzkgy5sxR8lSrCgu1/96P7BYoGmVNk+lotzCCYIdj9Wojdr4VG6+MiawdOoFU9A4dYDCX4yu6P5qW9PXDY3LycLIEbXlniSK+LI72uhGCS9UGdTksggCrdpEo3ea47sN9gEgeH/qhuu1Kv7Dg3nXsN9r4Tou7DEGaIlMfgwWKG4LoLbuPdfc8mPP/cc88N2FLIYXB01uhseLqblu16QtCSJEP+bI1FF2WSXeZUeDk4OEwsRlS5KSkp4ctf/jJXXnnliKT2Lly4kEcffXQE1mziEBEAV61aNeA0paWlXHLJJSlfO/vss1m3bh2bN28e1PvtfSd44In2Q/2aEPM+5cGV7gg6hyPdlsXacJBHVchIunk9VVVY7tE4wuNUS0xGPLLENFllWr/zX0sI2kwrZa/B+H573T5Yd6SAI0Hrg8IqKNoO+TtB1cEIxCokkCFnlsKUxRpFi13kzlDJnaFiCkFVyGBjU4iaXTrKPvDtg+x6UMIqpKcbirfaDwBJ1mmfYrEtHC6SU6GQXjDyASPjCTNk0bRRj4Z4hLpThHgUy/hmqGRNVdDS7O3fWW3QskVPGV4R6rPQe0iZQCusuJ6PB4ni4oA22f3ZaZ3k+pGnx7LYGDTYsB9L/WyXymKPxiK3NuFu+qiSxDy3xjy3xoVCUGPEqhojrSzqDIs6I8g/e4P4ZIlFYYFzlkudUEFBDoee7Gkqiz6rMve/vNR9GGLrX/yYB3EP5GPFF/DXj36V8JyuD5Cw5XBALMPirXvaad+dOhRRWNC8Vee1H7Thq1Q56UYfsjqxjnHxQRGf/OQnufPOO/nrX/9KbW0tubm5rFixgttvv52ysrKkeR977DGuuOIKysvL2bNnDy+++CI/+clP+OijjwgGgyxcuJDrrrvugEU8q1ev5oEHHuDNN9+koaEBt9vNvHnzuOSSS7jmmmvweJL7W/Zf77vuuou//e1v7N27F5fLFS1GOhCRGzavv/468+fP5wc/+AEvvPACjY2NTJ06lcsuu4ybbroJl8sVne6ee+7hww8/pLe3l8WLF3PzzTdz7rnnJi17MGEbH330EXfeeSdvvfUWfX19TJ8+nUsvvZRvf/vbB1x3IQQPP/wwv/nNb9iyZQsej4cjjjiCb33rW5x99tmD+vwD4ff7eeihh3j22WfZsmULvb29FBUVcfLJJ/PNb36TI444YsjL3F8ISPz3eemll3Lvvffyxz/+kd27d5Oens4JJ5zA7bffztKlSwdcvmmaPPHEEzz55JOsWbOGjo4O8vLymDFjBueffz6f//znU7oq//GPf/DQQw/x/vvv09bWRm5uLh/72Me49tprB9yOp5xyCm+++Sa33XYb3//+97nvvvt44okn2LVrFz6fjxUrVnDnnXdG7c5VVVX88Ic/5NVXX6W5uZny8nKuvPJKvvnNb+63ing4+8ZQGFEBcO/evSiKc5F/MER2/Pr6+gGnWbp06YB3mouKigAGTHvcs2cPjz76KO+88w579uzhhmN+z3TfwmGvr6VD516TgnkT64fPYfj0WRbrAjqrw43c+1/7Fysyy70ulnk0ihzR77BEliTyVYV8VWGBO1EdDEgSfm86O9raqdeNqDjYnGZRuxhqF4OsQ/5uWwws3A7uPsCCjm0mHdtMNj8TIDAF2udI7JklaC/AThCYYz8koEKWWdihMqVOwtxr2QEjTakCRuyrLi1NIrvcThz2VahklysT5saGqae2yQY6LPrqGunYq9PdpCNSaXFx6by2FXvkK/EUV4oQizg7rR6wE4Z76mNHE0mFsmNczDjTjTfXOY6MB1oMOy17fdBgZ4pjvyfOUj9/ElnqZUmiXFMp11TOy/TSbJi2LTigs0s3EUC7JXirL8RbfSG8kp1ivzgsIDqBVg4DoXklph3vYtNT/ROWhsaUrBnU7m486H6qDrb498r3W/G3Da4qs32XwSvfb+XM/82bcCIgQFtbG0cddRRVVVV4vV40TaO+vp7f/e53/OUvf+G1117br/jywAMPcP311yNJEtnZ2QQCAd5//33ef/993nrrLX7729+mvGa94447uOOOO6ItwzIzM+nt7WXVqlWsWrWKxx9/nJdffnnAtOnm5maWL1/Orl27cLvdUaFuqFRXV/O5z32Ouro6srKy0HWdqqoqbr31VtauXcuf//xnfvWrX/HVr34VgIyMDPx+P6tWreL888/n2Wef5VOf+tSQ3vPPf/4zl1xyCYZhC8zZ2dnR9/znP//JySefPOC8pmly6aWX8swzzwC268DlcvHaa6/x2muvcf/99w9rO4AtVp1zzjns2LEjumyv10tNTQ1PPPEEf/rTn/jVr37FlVdeOez3GIju7m5OOOEEPvzwQ9xuN7Is09rayt/+9jdeffVVXn/9dY4++uik+RobG7nggguihVOSJJGTk0N7ezvvvPMO77zzDpqm8fWvfz06jxCCa6+9ll//+tcAyLJMVlYWzc3NPP/88zz//PN85Stf4ec///mAeouu65x55pm88cYbUTGurq6ORx55hLfeeouVK1eyY8cOVqxYQUdHB9nZ2YRCIbZv386NN97Ivn37+NnPfpZy2Qe7bwyGERUAHfHv4MnMzKS7u5u+vr4Bp8nIyBjwNVW1v9LIQSWeF198kauvvppgMFb1l+HOGf7KhjH8o9g93WFcELAEG4K2vXdLMDm9MV+RWe7RWOZxHbaJqQ6DI12WmZrmIT/oSbBImkLQYlqxasEsi8YFJjtDJu59ULTNfqSH72146qCkTlDyOvTmQOMcaJsNaoVEpVtjmqZQlKNQNFOONu4P9cZ6CXZWmwkBI3qfoGWLQcuWWMBIeqFMTlyVYOaU/Vthh4MQAksnZYXdgRJoI/9aB1PoMYjDt+oB1SOheMAyINghEsJB0gpkSpZp4crBWI+8iNg32G3Wscdgx0sBmjcZCAP2vhNi36oQ005wU3m6G0/2xLu4msgIIdgXV/lWayRfEGfJUtQGO+swsdQXqAofVxU+nu6h27TYGO4RuDVooAN+AR8GdD4M6KgkVkJmT7BKSIfRxwiMzDm07he4Br48cBgkb93TPmjxL4K/zeKte9s55bt5o7RWo8cPfvAD3G43zz//PJ/4xCeQZZm3336bK664gp07d/LpT3+ajRs34vV6k+Ztbm7mW9/6Fpdddhn33HMPRUVFdHR0cNddd3HPPffwu9/9jqOPPpqrr746Yb5f/epX3H777eTl5XH77bfz2c9+ltzcXEKhEK+99hpf+9rXWLNmDZdffjkvvPDCgOvt8/l46aWXOPPMM5FlmaqqqiF//q9//evMmzePl156icWLF9PX18dPfvITbrnlFp577jn+53/+hx/84AfcdNNNfPvb3yYnJ4fq6mouvfRSVq5cyde+9jUuuOCCQWsgu3bt4rLLLsMwDE488UR+/etfM2/ePEKhEE888QRf+cpX2LRp04Dz33vvvTzzzDNIksTtt9/O17/+dbKysqivr+eGG27ghhtuGFbwSHd3NytWrKCqqorzzz+fW2+9lSVLlqCqKnV1ddxzzz3cf//9XHvttSxevHjQga6D5bbbbiM7O5t//vOfnH766UiSxLvvvstnP/tZ9u3bx9e+9rVowGyEUCjE+eefz/vvv092djZ33303l1xyCdnZ2Qgh2LZtG88880w00TzCT3/606j4d9NNN3HTTTfh8/loa2vjhz/8Iffddx+/+MUvmD17Nl/72tdSru8vf/lLPB4PL7zwAitWrEAIwQsvvMDnP/95duzYwa233soLL7zACSecwP33309lZSVdXV3cdNNNPPTQQzzwwANcffXVzJs3L2G5I7FvDAaneds44wc/+AHf+MY3oqrvSNHW1sZ///d/EwwGOfHEE7nhhhtYtmwZH9yn09Mw/N4jAO27TXIqLLw+58R2MhESdkP01X67IXp/jcEnSyzzuFjudfofORw8iiRRpCrhqlH75KUxLD6srdTZWmay9eOQ0RIWA7dDTp09b3oHVK6yH8E0QfPMEP+aAy2VYGmQJkkUq7K9/HKZwkqVaaqLIySJQIuIJQ7vNumuiwWM9DZZ9DalCBiZrkaFQU+OZAt4gxXsUoRY9E/aHQ1Ut4SWAZ5sCS1d3r+dNu5v1SMhSVC3WmfHiwH8LbHfi+xyhTnne8ifMzI9kHKmqxx1bUaCEGjpsOf1IHvfCTLteBeVZ3gcIXAUiVjqIxVu7Sn6+RVHet+FhfaxDPEYazIVmWPT3Byb5iZoCbaG7O22IWjQJwQGsDlksDlk8CR+pmtKVDAtUpybZQ4gj1CLAqfVwcHTWaMPaPs9EO27DDprdbJLJ1ZPwK6uLt566y1OOOGE6HMnnngi//znP1m4cCG7du3i0Ucf5brrrkuat6+vjzPOOIPHHnsseizLycnh7rvvprW1lUceeYQ77riDL33pS9ECla6uLr7zne+gaRr/+Mc/Eqq6XC4XZ599dlSMe/HFF1mzZg3Lli1Leu9gMMg//vEPFi6Mudhmzpw55M8vSRL/+Mc/yMnJASAtLY2bb76Z119/nddee41bbrmFK664gh/+8IfRecrLy/nTn/5ERUUFtbW1vPfee0l99wfihz/8IX19fZSXl/PSSy+Rnp4e/exf/OIXURSFyy+/POW8fX190TCNG264gVtvvTX6WklJCU888QSNjY289tprQ94O9913H1VVVXzyk5/kueeeS/htmjJlCj/72c8IBAL8+te/5n//9395/vnnh/we+yNSORr/HZ544on87Gc/4zOf+QyrVq1i7969TJs2Lfr6o48+yvvvv4+mabz88ssJoqQkScydO5dbbrkl4X0iIaoA//3f/82PfvSj6Gu5ubn8+Mc/pru7m4cffpg77riDK6+8MqX43dHRwRtvvJFQrXnBBRdw4403cuutt/LLX/6S2bNn85e//CU69rOysvjFL37Bv/71L6qqqnj22WcT1m+k9o3B4AiA44ympqZRWe6//vUvuru7ycnJ4YknniAtLQ0Ab6550ALgnteD7Hk9SFq+TO4slbxZKrkzVby5zkXaREMXgi1BgzWBEOuDyX2dsmSJZeFKv+mH+YWfw8hjCcFe3WRdWHxo7J8gKoFWJFFWrrHoPI3iPonqdTrNG3SCVRaYtl146nr7YarQXAmNcwQ1s0x2pSXWripAgSxRXK5QUCqTd7RGWa+GUicI1Fr0NJj0tdhhFZA6YGTUkewKvETBzl6XYLfA32ZhpHCPpeXLFC5UmXVyLsVz0rGENWBriIEQQtC00WD73/1018W+i4ximdnneSharI2KgBEVAqsNql4K0LQxLAS+YYfDlB3vYsYZHjw5zm/MSBCwBFvCwtXGoIG/3w1ICaiIS78tdFo7pMQtSyzxuFjicWEKwa64NOTW8LFsj26yRzd5vidAoSJHt6nze3r4omgSrkwpZV/WwSJroKU74+dg2fB098HN/1Q3J3wzd4TW5tBw4oknJoh/EWbOnMnFF1/M//3f//HMM8+kFAABvvvd76Y8D/je977HI488Qn19Pe+++25UKHn22Wfp6uri4x//eEpLJ8CMGTM45phjeO2113jllVdSihwrVqxIEP+GyzXXXBMV/+I5/fTTo0Lad7/73aTXy8vLmTlzJjt27GDDhg2DEgCFEPz5z38G4Prrr4+Kf/Fcdtll3HrrrezduzfptVdeeYWuri5UVU3ZK1CWZb73ve8NSwD83e9+B9jC4kDndZ/73Of49a9/zWuvvYZpmiPq/PzMZz6TUsA9//zzkSQJIQQbN25MEAAj/QQvvfTSQVckvvLKK3R0dKAoCt/73vdSTnPrrbfy29/+lra2Nl599VXOP//8pGmOPfbYlFbt008/PSrMfutb34qKfxFkWebUU0+lqqqKDRs2JLw2UvvGYHAEwHHGW2+9NSrLra2tBewDekT8Ayg92kXz5oMoP4nrH9XXYtHXEmLfSruHlDdPtsXAsCjoCILjE1MItoUMVgd01gdC9Hd0Z0gSSzwayz0aM12qc5HiMKLoQrA9nLa5IajTlaLiaKqqsMitssSjURpfbeqGRScrmMd48LfbIRctW3Tad5tYuh0CUrzdfgjA8ELIC5YCsgFaANSAQBb2MbAr/BhpUiXL9rfJDpRAq7pBkiWMoKBlix3i0bTRiFqXo0iQM12JJvdmFNknZj6f1w43GaJm2brDFv7ad8Vm9OZKzDrHS+nR2iEJTMkpVznymgw699oVgU0bDCwDqt8MUfNuiLLjXMw40xECh0OXaUVTe7cFDfqfBajAXLfKYrfGQrdGlmNdHRKKJDHLpTLLpfIp4aHOsKJVlTWGvU81mRb/6g3yr94gmbLEonBV5Rz34WGldohRerSL3f8efijflOUupwIwjr9c2Tgm79u8RR/We1/2ZOYorM3gOOWUUwZ87eSTT+b//u//WLNmTcrXNU3j+OOPT/laZWUlZWVl1NTUsGbNmqhY8t577wGwcuXKlMEMETo7OwFSCmFgCzAjwaJFi1I+X1hYCIDH4xmwsrCoqIgdO3YM+ubqrl27oiElA213SZI4+eSTefzxx5NeW716NQDz589PsrVGOOGEE1BVNWUrsIHYt28fNTU1AHz6058eUACMtO3p7e2ltbU1uo1GgqOOOirl85qmUVhYSGNjY8J21nWdDz/8EIBPfOITg36f+G040PgrLS1l3rx5bNq0idWrV6cUAA80boABBeqB8hpGat8YDI4AOM549913R2W5WVlZAOzcuZNAIBBtWFm8VDuoO48LLvLgq9Ro22HQusOgrcpA77WX5W+12NcaYt9/YoJg7kwlKgqm5TlVBGOFFbZ5rQ7orA3o9Par+PBKsMRjB3nMcRINHUaYXtPk/b4ga/1BNgd0zACoQVuQ8wXAFYSphsxUQ6EwJKEFJQy/oNEfpDaFnXYwfewkQPPbj6EgJNA9oLvB8NgPxQMeJNwhUANAl8Ds2f9yMorkqHV4sAEjwS6LfR/Zol/LViPJKiyrkDdHtUW/RRrurIMXaTprDLb/PZBwY8iVITHzbA9lx4/NRWb2NJUjr86gs8auCGxcHxYC3wpR854tBFae4XHaUByABsNkQ0BnXVCnOhxeEU+aJLEwLLTPdWm4nfCKEUGSJEo1hVJNYUWGhzbTYkO4MnBHOEyl2xK85w/xnj+ES4L5LtsmvMCtkj5JwlQcBmbaCS52vxYc1G9ZyvlPHF4AgoNDaWnpAV/r6uoiGAzidrsTXs/Pz99v+EZpaSk1NTUJ7rZIyGVfX99++91HGGiagQSwoRJJa+1PpLqtqKhoQEEsMs1gE7ebm5ujfw9muw80//7mdbvd5Ofn09DQMKh1gsTg0cE6EQfz3Q2FzMyBRfCIZhG/ndva2qIiZ3l5+aDfZzDbEGDq1Kls2rRpwO1xoHEzmGn6j5uR2jcGgyMAjjNyc3Npa2sb8eWecsopyLJMe3s711xzDXfddRclJSUYlk5fcRVq94whL9Pjkyg92o3qlsgqVZh+ihthCXoarKgY2LbDINQTEwRrWy1qV+nR+RMqBPOcfjijiSUEu3WTNYEQHwWSK63cEix22/beuU4FgsMgEZbACAzU445or7veXou2XpOePoHe14oagPwgnBawxblkLHQsag9y/SQZFLd9EW7qqQMzVK/d289bqaKXQ4cXWjSLJs2iXjbpSnlRlvik1gdT66GoXiKrFtR9AsJio94naN5sJIhq6UUyOeUKORW2KBgJGOlpNGnaYIt+7bvNpAtCLU2iYIEt+hXM11DdI7Of9jSa7HgxQP2a2AZSPVB5uofpp7pH7H0OhuwyleVXZdC1z2DHS0Ea1+kJQuDUY+2KQEcItLGEYI8eTu5NZakH8hSZReFKvxnOzZ5DQq4ic3K6m5PT3fRZFpuCds/FzUGdoICQgLVBnbVBHRmY6VKjfQNznUrMSUl6gULJMo361UNPdMqbo5JT7lzOHS5ExBC//8B3MyMCQaoeZmNFpIrs6quv5qGHHhr2cpzg0ZEjPpCvvr5+v9VnDqPHSO0bg8H5xRhn3HjjjSl7DRwsM2bMiEZav/jii7z44otkZWXh9/vRdZ1vnvYrlhScPujlqV448pqMpItCSZbInGJfzE4/2Y0QtiAYrRCMEwQD7YLa9/Vog/2oIDgzXCGY7wiCB4sQgr2GyWq/zkeBUFJDdw1Y6NZY5tVY4NZwOdv7sCMq4B0oxKIv9XRGgCFVLXjDj8EiKaQOquhnmR0o0EJxkXAc6W02aVwfFth22QKb4YfWbSZsM1G9UDBfY/4Sjfx5GppXwm8JGg2TJtOiwTDtpGLTpNmwos5aPQ12z4DdM8IbQ0B6G+Tsg7w6yKsFTxNIkYCRRovexljACDLICikFSo9Pilp7c2eqI5pE7G+3qHopwL7/hKLhJ7IG5Se5mXGGG1fG+BMcsqaqLL9SpWufyY6XAlEhcO/b4YrAiBB4GLadiFjq14Ut9d0DWOqXhFNpS53U9jElTZY5yuviKK8rZTsEC9geMtgeMni2289UNdKLUU1sh+Aw4Vn02TT6mnvo3Dv4fg3pRTJHXJF24AkdJg15eXbScF1d3QGnjUyTn59/wGn291pWVlZS9R9AS0sLoVBowCrAyPzxtsiI/fFg7IsTlfiqxbq6ugEttJG2XQPNv7/vLBQK0dLSMqT1inwnYH8vE0EAzMvLQ9M0dF2nurp60D0AI9twoG0cYd++fQAjanM+EIdy33AEwHFGqoagI8Wtt97K3LlzeeSRR9iyZQuGYVBRUcE555zDdV85gw9+30Jox4Ej7D0+iSOvySCr9MB3XyRJIrNEIbNEofwkWxDsbbSiYmDrDiNqP04SBHOkhFCRtALnQmUwCCGoMyxWB0KsCei09Kv6UID5bpVlHheL3Boex+Y1obHMAdJmBxDx+k9nBEZ3/UzFts3q4YfsgZxMjWwv+NIlNK+8X2FP1hjR/T69QKHy4wqVH/cQ7Lb7BkYttrotBtav1qlfrSMpkD9HpXCRRvEijek5iT+ZphC0mRYNYUGw0bBsodCw6EHQmwe9eVC7xJ5eCUFWPfj2QeEOyGoENSL4WWD1K9BS3HYfvPx5Cr5KjewyZcTEv1CPxc5XglS/FYxaiyUZph7rYtaKidFXL2uqwvIr0+mqNan6Z4CGj3SECXvfCVGzMsTUY1zMPGvyC4F9lsXGoMGGgM6mUHJ4k1NFNjHQJIkFbvtm3MVCUK2b0b6BkerNfYbJvh6Tf/RArixFQ0Sc6s2Jj+qWOPq/M/jokV5ath64f1dVy0dcfdfJ4/ImzVjzX78pOvBE/bAsi+evbY7eCBsOkgzn/6oAeRRt+8uWLeO99947YMuovr4+1q5dG51nIN58880DvjbQ/Lqus3LlypRhCLt3744KGfHzH3fccfzf//0fb7/9Nl1dXdEWVYcDlZWV5OTk0NHRwZtvvsnSpUuTphFCDJgHsHz5cgA2bdpES0tLSmH3nXfeGVL/P4CKigqKi4tpaGjghRdeGDCAYjyhqipHHnkkK1eu5MUXX+Siiy4a1HxHHnkkAJs3b6ahoSGl2FlXV8eWLVuA2DY/FBzKfcMRAMcZl156KZdeemnK1x588EEefPDBYc8PcNFFFw24k5x+fTYd1QZ73w5RtzqUVImSNVVh2okuphzpGrYdTJIkMooVMooVyk+MCYJtVbEKwWDYbxfoENR9oFP3gb0i7uzECsH0QkcQjKfRMFkd0FnjD9HQT/STgTkuleUe+wIwzekpNG6IF/AGI9j1n84cft/wQSFr7LfqTvZKtKgmNarFbsWkxx0T+wwPWCpM1xQWuTWWeDSmuDRyc3Npb29PsB2MBe5MmbJj3ZQd67ZDNrbqNK43aNqoo/cKhEnUurvpKT850xVbDFyikV4ko0gSBapCgaqwCC1h2T2WFRMETYvGboNQlUXaVkF+FWihxHURgOEGRQc5vPuaQWjdbtC63QCCIENWqd1L0Fehkl2uDPk4aAQEu18PsvvfgQTxt2S5xuxPeEgvnHi2mqxShWVfihMC19pCYM27dg/aqR9zMeMs96TqO9tmWtFKsUgfuXhcEixwaSxy+shNSGRJosKlUuFSuSDTS6MRSxTeE+7f2GYJ3ugL8UZfKNq/cZFHY77Tv3HConkljrounZatBtVvBWnaZCRV2OfPVZl2oouzF54yqBtC8X3H4okXCVJVcA0032RFlmXyZ2s0bx26DTtC/hxtVMU/gAsvvJAHH3yQ3bt388wzz3DhhRemnO7BBx+kt7cXRVH45Cc/OeDy3nzzTd577z2OO+64hOd37drFU089FX3Pgbjrrrs46aSTks5DfvSjHwEwZcqUhKCQCy+8kBtvvJHu7m6++93v8otf/GLAZff29qJp2n77DE4kJEniM5/5DL/97W+5//77ufLKKxOCOQGeeOIJqqurU85/5plnkp2dTWdnJ/feey933313wutCCO66665hrdsXv/hFfvjDH/LAAw9w2WWXDRh8AnZ4hc/nG9b7jCSXX345K1eu5E9/+hPXXXfdoKoAzzjjDHw+H+3t7dHP25877rgDy7LIy8vjjDPOGI1VT8mh3DccAdAhgZxyu5fIvE956Kg2cSvpuNwKnlwZkdEz4oJbvCA47YSwINiUaBmOCILBTkHdhzp1H4YFway4CsHDVBBsMUzWBHRWB0LUGomXgBIwy6WyzGMLL5nOBeCoYBkDiHf7E/HinjNDB36Pg0FxcUCb7P7stKlCH7oti43hi9GtQYP+p8sqMNulsthjJ4jmxFUcjdd9VHVLFC9xUbzEhWUKOnabNKzTadqg09di71sde0w69phs/3uAtAKZ4iUahYs0fBVKUipuhiyj9IKy3kRZb+LeYSZXFmgQnCXRMgd2Vgp6vCCZkNkEvlrIrrX/TY+0hbWgq8aiqybE3rftgSOlQdo0hfwKlcJwP0EtLXlfN3Vb+Nv5ciDahgGgYL7K7PM8ZJdN/NOBiBDYXW9S9VKA+nBFYM17YSHwGBczznSTlj/xhEAhBLWGxYagzrqAzj4jWTyPJMku8WjMdjl9XCcTRarCGRkKZ2R46DLtcbA+LsG5TwjeD+i8H9BRgTlulSVOgvOERJIlCubbPV797RY99SZuNR231z5X1rUDJE4NkvjG/yMVqDDRWXRRJq/9YPh92BddPPppvieddBLnnHMO//jHP/jCF75AXV0d/+///b8Ea/BDDz3E//7v/wJwzTXXUFFRMeDysrKy+NSnPsUjjzzCihUrkGWZd999lyuuuIJAIEBlZSVXXHFFynnT0tJ47bXX+NKXvsSPfvQjCgsL6ezs5O677+bhhx8GbPeZqsbOL3Jzc7nnnnu49tpr+eUvf0lbWxvf+973oqmquq6zYcMG/vKXv/Dwww+zevVqpk6dOiLbbjzw3e9+lz/84Q/s3r2bc845h4ceeoi5c+cSCoX44x//yHXXXRcV+fqTlpbGd77zHb773e9y7733kpmZyfXXX09mZib19fV8+9vf5s033yQtLW3IARE33XQTzz77LNu3b+eEE07g7rvv5lOf+lQ0nKOpqYk33niDRx99lKlTp/Kb3/xmRLbHwXD55Zfz29/+lg8++ICzzjqLe+65h0suuYSsrCyEEGzdupXHHnuMhQsX8vnPfx6wt+Ett9zCN7/5TX7+85+Tnp7Ot7/9bXw+H21tbdx1113RsXvbbbcd0v6Zh3LfmPhn/A6jgpYmUzBPxudLR1EUTNOkvX30LyYkSSKjSCGjKCYI9jUnhooEOsKCYJeIWvUAXJmJoSLpRZNTEGw3LdaE7b3VevJFYKWmsMzj4giPRrZz4n9ATF3g7zbpaTRTCnbxve9SiXiperaNJIqLZHEuLYWgN8Brsjoy+0CzEbOj7UqRIOqVYIHbtqPNc2t4J3AFiqxIdqXxTPtmSHedRdMGnYZ1Ol019j7X12yx619Bdv0riCtTonChRuEiFU+WTMtWI2HaeCLTFi3WyJ+jorjs7SSEoNsSdo9Bn0XTDLt6cKNp0d1tkV0HObXhR52dmAwg+qB3q0nvVpNq7HJQMx+0cpnscpWZCzWUBlj/5zb6WmPr46tUmHO+l9yZk+80ILNE4YgvpjOz3q4IrF+jI6yYEFj6MRczzxr/QqApBDtDdkDEhqBBa4oQjyJFZnG4n990TUGehL95DolkKTLHp7k5Ps1N0BJsDtnH5U1Bgz4hMIBNQYNNQQMJPxWaEh0jRer4HvMOiXh9Ml5f/3Pxg19uKBSKVpcUFhYOKUVzMpNdpuGrUGnfPTQLJYCvUiW7VDvwhCPAE088wac//Wlef/11vv71r/P1r3+d7OxsLMuiu7s7Ot3FF1/Mfffdt99l3XrrrfzqV7/i3HPPxev1oigKPT22yOzz+fjzn/88oAhSUFDAN7/5Ta6//noee+wxcnJy6Orqiro7rrjiCq666qqk+a655hp6e3u56aabePLJJ3nyySfxer14vV46OzsT3CGT7TqusrKSxx9/nEsuuYQ333yTefPmkZOTQ19fH6FQiOOOO46TTz55wEq+G2+8kdWrV/Pss89yyy23cPvtt5OVlUVHRwcA999/P/fdd9+AVYQDkZWVxSuvvMIFF1zAunXruPzyy/niF79ITk4OwWCQ3t7e6LRf/vKXh/35RxKXy8Xf/vY3zj33XNasWcPVV1/NtddeS05ODn6/PxqU89Of/jRhvq9//ets27aNX//61/zoRz/innvuiYquVrgXz3XXXcdXv/rVQ/6ZDtW+MfnO/B0mFZIkkV6okF6oMO34sCDYklghGBEEQ92C+jV6NMXSlWlfxEdEwYziiSsIdpkWHwV01gRC7Ewh+k1TFZZ57QTfw6m/kxC2AHegqruBqvMMfyemPoQEi2GgekD1DLLqLk1C9SRON5KBD0MhEiATsZ3VG8niQ05cD6qZLhV1gu5f+0OS7JTzrFKFmWd78LdbNK63KwNbtxsIyz727FsZYt/K1OWcB6oWjL6PIpGlyMzu91ooX9BUZtFkmDSaFg0hg45GC6PGImOfLQpmNYEUHspKC1gtFu2rQ3zwXKKNS+RAxlkaJR9zkTbJxYDMEoUjrkhn1gpbCKxbbQuB+1aGqF0VovRo2xqcXjB+tkPQEmwJCzobw4JOf6ZrCkvctr23eJJ/hw77xy1LHOFxcYTHhSkEVSEjWiXabgkEsEs32aWb/LU7QLEis8ijscStMc0RjA9LPvWpT/Hee+9FLyS/8pWvTNhz49HgpG/7eOX7rfjbBt8M0Jsrc9KNh84S6fP5+Ne//sVzzz3HH/7wBz788EOam5uRZZnp06dzzDHHcPnll3PWWWcdcFm5ubm8//773Hnnnfz1r3+lrq6OkpISzj77bO644w7Kysr2O//XvvY1ZsyYwX333cdHH32E2+1mwYIFXHfddVx++eUDznfDDTdw3nnn8eCDD/Lvf/+bvXv30tXVRV5eHnPnzuWkk07iwgsvpLS0dKibZ9zz6U9/mlWrVnHnnXfy1ltv0dfXx4wZM7j00kv59re/vV8br6IoPP300zz88MM8/PDD0V51p512GjfccAMrVqw4oOg7EOXl5XzwwQc88cQTPP3006xZs4a2tjbcbjdz5sxh+fLlrFixgv/6r/8a1vJHg5KSEv7zn//w6KOP8uSTT7J+/Xq6u7spKCigsrKSCy64gM9+9rMJ80iSxEMPPcR5553HQw89xKpVq2hvbycvL49jjjmGa6+9lhUrVozRJzo0+4YkRIqzS4cxY6DknmXLllFTU8MDDzyw3x5/I43P54u76zgCtx1HGCEE/tbEUJFAe+oh7cqwLcMRUTCjWE55IT6WKIoS7U3Qqdsn8WsCOttDRlLF1RRVZrnHxTKPRsEEvQiMCniDFOxS2Wmtod+oHRKqh6FV3cX9rXrGTsAbDoYQ7IhLoexIkSA6RZWjYQJlw0ihjB/jY90DcLiYIUHzFp2Gj3QaN+gD92GUIHuaQslyu2/gSPegs4SgM1w12NBr0rrXwF9toW61yKyN9RJMhT8LOkohMBW0aQrZ02SKPCpFqkyRqpAjS5NOHOhpMKl6OWC3kQgPbUmGKUdpzDzbMyJC4HDGd3c/S2cqS/0ct8oit13F5VR2JzLez1PGAiEE++Ju4PRvEQKQFWcZnzUEy/hkOIZPNEZyjJ9yyilUVVUxY8YMvvCFL/DFL35xWMvZX7LsWBNfBTccLMPirXvbad914BNMX6XKSTf6kNXhH5cjNstDyfTp06murubRRx/dr1CXiscee4wrrriC8vJy9uzZMyrr5+DgMHo4FYAOExpJkkjLV0jLVyg71o6o72s1YxWCVSb+VvvEN9QjaPjIvmgHWxD0zYhVCGaWjL0g6LcsNrR38WZLF1uCelJj90JFZrlHY5nXRck4EP2EsHvYpbLJphLxUj0nRvP6QbIFvIGq7jJz03BnqKgeCIm+5Ok80piPidHGbwk2h8WHTUGdQD/NTwJmhC1ki90a+eNg3I0FqRKD45EUuwedrEJvk0moBxDQWW3SWW2y9bkAmaUyRYtt+2/W1KGLp/2RJQmfIuFTZOa5NTq6DLa9HaC1JnbkkL0SYqpCKGSi1Ark8PWMt8t+sAXAxJJN6ot0NpdCxxTonQqZBTJFmkKRqlCk2MJgoSrjmqDCYEaxwtIvpDPzbJOdLweo/cCuCKxdZafPl0aEwEMQhNIUZ6nfPYClfmG4ym++y0lrdxgakiRRpqmUaSqfyPTSapisD9rVgVXh0JguS/CuP8S7/hAeCeaHBeYFbtUJChvH3HPPPdx7772Dnr5/mMcbb7wxwms0+ZBVmVO+m0dnjc6GZ7pp2aYn9PCVZDvwY9GFmWSXHRrbr4ODg8NI4QiADpOOtDyFtDyFqcfEC4JmNGk4XhBsXKfTuM6+ktfSEisEM6ccGkEwaAk2BO1Kv81Bnf73G/MUmWUejeUejdJhVFztDyHsFNmBEmgjot7+RLykYIORREot3vW3yfYX9qLTudnvd5h4V32USwnHER2RiqNwdWl/DVYD5rlVFrs1Fno0Mg7Ti8HeZpPG9bbo177LTEpjVL1QMN+u7sufp6F5w/38LEHn3liISE+DvZN011p01wapeimIxydFxcDcmepBVYp215tsfyEQPZbZ6yYx40w3Sy8owp2mYZomrc1tdNYa1O0yaNlj0LfHQrTaH0q2ILvefkQIeS06plhsL9V5v9SuGDQ94JMlWxQMVwtGxMEsWZoQVrKMIoUll6Uz46yYEIiA2vd1aj/QmXKkLQRmFI2cEGgJwV49LPoFdRpSVGT5ZClqz5zpUlEmwLZ0mBjkqQqnqgqnprvptSw2BQ3WBXS2hHRCAgIC1oQdBzJ2gFik0tvnVJyOW5zwjtElu0zjhG/mYlkWwS6LQKeFJ1vGnSWPetqvg4ODw2jhCIAOSXTuNdj7Toi2KgMz0IXikknLUyheLlOy3IXqnlgXJTFB0I7K9rdZUTGwbYcRTfjU+1IIgjOVaKhI5pTUvbuGgy7sqqvVAZ2NQfsEPJ5sWWKZx8Vyj0a5NrDoJyyBEWRY/e8i0yWVnowkYQHvQCEW8b3v4qc7kIDnMDiEEDSYVtQOlio8JkOSWBiu8pvrVidsldfBIIQt3EVEv576ZJHGkyNRuMgW7vJmqSlDViRZIme6Ss50lbkXeOlpNGnaEBYSd9tCYqBdUP1miOo3Q2hpEgULVIoW28mPgz3G+tsstr8YoPb9UHQ/Vlww/RQ3lae70dJkVHfsIkVWJXzlGr7yWMVCqMeio9qkY7dB6x6Dzj0mVjhgxOWHwp32I0JPHnSUCjpKDVaXQk8hiPBbeCQSBMGIQFigyOOyP2RECJx5dtgaHK4IrPvATpufcqTGzLM8ZBQPTwg0hGB7nKW+M4WlvjTOUj91hG/wODikIl2WOdrr4mivi5AQbAvaQTMbgzrdlsACtoUMtoUMnun2U6bGKsCnHITN0WHwWEKwNWTwbl+IWsMk1NyFR5aZ4tboKytHUhSEabJ58+axXtXDAlmW8ebIeHPGek0cHBwcDh5HAHSI0rnXYNPTfjr29BcHLHpbDJq3wZa/+Jl+iptZKzwTVpjx5sqUHu2i9OiwINgeFypSZdDXHCcIrjdoXG9XhqleWxCMWIazSocmCBpCsDVosCYQYn3EailADYI3ANkhmCc0FrkySesKovdZ6H6DLX59YDttYHQFPElOkUB7gBCL+L8V1+RL8JooWEKwW4/1gGpOkSCar8TEh8rDtCG8ZQhadxjRYI9IqFA8GSWxEI/saUMXaSLJ5pWnewh29bMSG/axpu4DnboPdGQV8ubYYmDRIg13VvIFd7DbYufLAfa+E4r2wJQUmHa8i5lne1LOMxCuDJnCBTKFC2xRUFiC3iaLjj0G7btNOvYYdNdZ0eNMRqv9mLre/r+hQWeJXR3YUQoNpSbVmSbEdbKTsSuZi1SZIiWuclCVx0V1aXqhwpLPR6zBQWrfDyUKgcvDFYGDEAL9lsXmjm7ea+tmUyCU0lI/06WyONzT73C11DuMD1ySXXW6yKNFfzMiISKR34waw6Smx+TFngB5isxSj4sTXB4KnBbio8K6QIi/dAdo6feb3WVaNOkGnHoW5/7zdTb8/KcDLMHBwcHBwWFgnBCQccacOXPYu3cvGRkZLFmyhOuuu46TTjrpgCEggUCAxx57jOeff57t27cTCAQoKCjguOOO45prrmHRokUp3y+y3F/e8UcydxyV1NdqIIqWaBzxxbQJFXAwWAIdiaEiEUGwP6oXfJUKOdNtMdCdLWMGE6vuQn2C5l6T5h6L7l4LKQBaENQAaAFb/BvNLSgp7L/q7gCBFpNdwJtszePjqzk2BHV6UlQcTYur5ihRD30y9nhoIK/7Bc2bbRGueZOOEeg3gQS5M5Ropd9opcQaQUHLFns9mjYa6H3JalHOdCVqFXZnyez+d4DdrwUxQ7FpphypMfsTHtLyk9dzJMa4EbQrIzv2GHSERcFg18CnDsEsaCuNiYKdxWAN0CYpXZISBMGIQJinyGNmge1tNtn5SpDaVaFYiwMJSpbZQmBmSeJ2bo+z1O9IYal3STDPZQvtC9zquBA9JxOT7Tg+HhBC0GharAtXr+5JUTWeLkssdGssdqvMc2uHZdX4SPN6b5A/d/sHPf3Z6W7OzfQO+X10Xee3v/0tTz31FLt378blcjF//ny+9KUvcf7553PBBRfw3nvvceONN/Ltb38bgH//+99ccsklKIrC2rVrWbhw4ZDf91BxsCEgh5qxCAFxcHA4fHEEwHGGJEmoqkp6ejqdnZ1IksTdd9/Nz3/+8wEFwPr6ei6++OJoFLimaXi9Xrq6ugC7dP1//ud/uPLKK5Peb9myZUjdmdxx9p+RxdAKQqce42Lx/0sb5icdH1jmwJV1EREv0CHobTbxt1mEesSgRdKRQFb7JdCmsMnuT9iTtckt4B0sk+HCscey2Bg02BDXzykeGZjtUlnssRu8j3U/p7ESAAMdFo1hG27rdiMpfEbWoGBe2Ia7QMOdeWi3k2UK2ncaUfuxvy3FT7NEQsVv4SKV2ed6ySodWKAcjTEuhCDQLmxBcI8tCHbuNQdO5JZBL5HomgINUwTNpdDnY793PxSgoJ+VOGIt9h6i6vO+FlsI3PeffkLgERpZp2vsyLVt9XuNFJb6cMLqYrfGnMPUUn+omAzH8fFOpG/shoDOtgH6xs6N6xub6YjcQ+ZDf4jHOvuGPN+FmV5OTncPevre3l4uvfRSVq5cCdi/yZmZmXR2diKE4Prrr+eDDz5IEgCFEBx11FFUV1fzne98h7vuumvI63qocARABwcHh4FxLMDjjB//+MdcfPHFeDweampquOWWW/j+97+PpqUunzBNkyuuuIItW7aQlZXF3Xffzfnnn4/L5WLPnj18//vf55VXXuH73/8+FRUVnH766UnL+NwR3x+y+Aew7z8hyo5z4ascu2EUL+ClCrFI6nvXbzozOLrrJyQwNdC9oGRCZrpMTrqCOy0m3qmemHDnTlfIK86hT+9GdlsomnPR6JBMi2HbtNYHDXaGEx3jiSQ6LnZrzD9MEx2FEPQ0WFFBrbM6WaTR0iUKF4ZDPOaqKK6x299kRSJvtkbebI15nxZ015o0rNXZ959QzJYcJ/5paeDOkgl0WKQXyof0WCFJEt5cCW+ui5Jl9nOWIeiqNaOCYMceM1Y9bYFWK8irhbzI500DaZqMf6pE6xRBTbFFiyv2HibQYFo0mBb0O05nRUJIIrbi8N8+RR5RG3tavsKiz6Yx4yw3VS8H2PcfHSyoX6NTt0anYR60nQgU2tPnKzJLvS5OKMijIOhHWKOZkOTgcOjIUWROTHNzYpqbkCRRrbp4t6WdTYEQfmGabn73AAEAAElEQVQb/jcEDTYEDaQuP5VxyfEFjs39gOhC8EzX4Cv/4vlrt58jvRrpg/ydv+2221i5ciWyLHPzzTdzxRVXkJGRQWtrK/fddx/3338/2dnZSfNJksRll13GnXfeyR//+MdxLQA6ODg4OAyMUwE4zmhpaUn4v2maXHDBBaxatQogqQLwL3/5C1dddRUATz/9NKeeemrC/IZhcO6557J69WrmzZvHW2+9lfD6ihM+zX8vfWTY6zvlKI2lX0gf9vyWMbigioGei9rgRgnFxYA2WdUj0ecW7DNNmttM5DbIaIL0zgGW5YbcGWo0aTh7mpJkoR4P9sjDiYlSOSKEYJ8R6+dXmyJBNEuWov38ZrlUtHFacTSaY1xYgvbdsRCPVPb9tHw5aqnNqUjeB8cDwhLUf6Sz/YVAwmdQ3NjHvH6/2orbTiMuWqxRuEBFS4tdCI7lGA/1WAmCYMceI9luHUdakYy7XMaYKtE1FRrzBI3CosmwGEzhtQYU9qsWLFJlChUF9zCqBkPhvq3rgzobAzpGu2DmezB1rZ2aHGWRzNyzPVRM01BV1TmGH2ImynF8shB/DA8aBjtCRtQC35Gi7URJXNDNNCfoJiWr/CEeH0b1X4Qdv7yfmmefSnr+k5/8JD/84Q+j/9+3bx/Lly/Hsiy+853vcMMNNyTN89WvfpWnnrKXFV8BCPY1ypIlSwiFQozny0enAtDBwcFhYJwKwHGOoijccMMNXHTRRSlf/9vf/gbAUUcdlST+Aaiqyre+9S0uvfRStmzZwubNm5k/f3709aOKzjuo9atfozPjTANJlgZOoA0MXJ032nZaxZUixCIthaA3wGupEj7rDZM1/hCrAzpN/Zo0y8ACXWFerUJ2NXRWGdEkUTMIzZsNmjcb0XXzzbDFwLxZKtnlCopzo9whjCkEVSGDdWHbVXuKC6viyIWVW2PaYRriYYYELdtiIR6hnuTtlFWmULzEFsgySg5938PBIoSgebPB9r8H6NoXE4/SC2Vmn+uheKlm9y/cZH/e5s06Zsg+tjR8pNPwkY4kQ+4sNSpy+nxj93lcGTKFC2UKFyYGjLTvjgmC8QEjfY0WfY0WvG+7g0tdMH+aQvZ0N+o0CX+ZRGuaoNGwaDQtGg2Trrj9QgdqDSulQO6LVA2GBcHisFCYLUsJ46HHstgYsKtrtwT1ROExB7acA5yiMOM9MD4wbSv5BoutG/poX6Ix59y0Md3mDg6HElWSmOfWmOfWuDBTsNcw2RDQWRfUqQ/vh/WGRb0R5OXeIDmyHTqy2G3fqBqP6eBjwdt9B2dHKT7nfNb86sGk5yOtgCK88MILWJZFWloa11xzTcpl3XDDDVEBsD/5+fmce+65PPfccwe1vg4ODg4OY4cjAE4Ajj32WFRVxTCSGyytXbsWgJNOOmnA+U844YTo3fG1a9cmCIDTMhcc1LoJE97+356DWsb+UD12BV6k992gE2jD/45UdU+zYbI6oLMmEKKu38WlhN1jbbnHvsOdIctQBhxjvx7stmirskNF2qrCF7zYlTwtWwxatsQLghpliwVpZQaZU1MLkA6Tl4Al2BKyKyk2Bg38/e6wS0BFnLWq8DC1VoV6LJrCIljLFj2pEliSIW+2Gg3x8PrGvwW6fZfBtuf9tFXFhD9PjsSsczyUfswVPZa50qVoirmpC1rD4mfjBp1Qt0BY0LrNoHWbweZn/ORODzDtqAymLPMiMsSYip+SLJFRrJBRrFB2rP2cERR0VkcEQZP23QahbnvcmyFoqzITt4lPYk6FytHlKr4KD1qpTIsUEwQbDfvfZtNK6FPWbgnaQwZb+40VtwR5sowiQa8laLdEUrC6R4IFUUu9ZvcgrAT/Jyx2vhJg30o7jblxnU7juk72HGUw/QyVjCnO8dvh8EGSJMo1lXJN5dxML82GaQdSBXR26iYC6LAEb/eFeLsvlHq/OgyxhKA6RcjKUMicXsHuxsYDBgytX2/Hty9ZsoT09NTunYqKCkpLS6mtrU35+he+8AVHAHRwcHCYwDgC4ATA4/Hg8/lobm5Oei1iGS4pKdnv/Lm5uTQ3NydZjD3q8O27gyEi4KUU7zwphLu4v1XPyAl4w6HNtFgTCLHar1OTosn7DE1hmcfFER6NrP0EK7gzZUqOcFFyhN3gKtQTFgSr7JTh7tp4QVCnZUsbYIcS+Crt6sDcWbZl2OkJOPnoMq1oau+2oEF/mV8lrrm6e/9jbTLT12rSuN4Wu9p3GrFQhjCqJ2aDLZifaIMdz3TVmmz/u5+mjbFvXkuXmHGmm/KT3Pvd5xXN7mFYuFBjoSXo2BOzP/c22RuobU+Itj1trH0GvHkx+7OvcnzYn1V3rPchJAaMtIcTh7tqYgEjgXZBfbtO/Rq7Nk9SIKtUIWe6wtQKlZzpLtLyZSyg1bTC1YIxYbDBsOiLE9aDAurM1L36PBIUqTIVqkqJppCtyBhCIES4D6JPZuHFacw408OuVwPUvGcLgXs/6GXvB1C0WGXmCg/ZZc6plsPhR4Gq8HFV4ePpHroti03hFhZbggY6EBCwOqCzOqCjkBhWlXMY/c4FRPJNh+HgtwQZB9hskWuA4uLi/U5XUlIyoAB43HHHMWfOnGGto4ODg4PD2OOclR7m6NbBN9ErP8VF3iw1pcAnTbA7up2mxUfhSr9dKe7IlmsKyz0aR3hcw05TdWXIFC91Ubw0ThDcGakQNOmqNUGApccqeSAsCFbYYmDUMuwIghOShjibVHW4MiKeNElioVtliUdjrksbVv+yiY4Qgq59MUErIpTH486SooJW7ix1Qu0PfS0m218MUPehHrXAKm6oOM1NxWkeNO/QPoskS/gqVXyVKnM/6aWnwd52LZsErTtte5m/1WLP60H2vB4MB6DYVuH8uRqqe3xsu/0GjOyOCxhpsceDMKFzr0nnXpPqt+zfM1eGRHa5gq9CpbhcYe50N3IW7AjZ/fzWBXQ6U1jq+xMQUK1bVOshiOvPnyZJtpVYVShWZIq8CkWfcjP9dDfVr+nsfTeIpYuwYN1D4SKVWSs8ZE9zTrkcDk8yZZlj0twck+ZO6K25IaDTKwQmsCVksCVk8BR+yjUl2jewWBm/bRtGgpHq1zuU5Rzs9vzCF75wUPM7ODg4OIwdztnoBCAYDA7Y2Do/P5/a2lrq6uoGnD8QCETnz8/PT3itPVBPUdr0g1q/ace5yZwyca2IPZbF2vBd6KqQkSTGTFUVlnk0lnk08kfBcunKkCle4qJ4iQtFUUjTstj1YQvN20K07TASBcHtBq3bDXaQKAjmzlTJme4IguMVSwj26Ga0UXpjioqjPEVmUbjSb4ZLRZnEFzwDYZmCtiojKvoF2pNFmoziWBVb9jRlwt1kCHRaVP0zQM27oWgVo6zCtBPdzDjTjTtzZCpfIlbbIy/2EewS7P2gm93/6aR1u4FlgN4rqF2lU7tKR9Ygf45K0RK7mnCk1mGkkFWJnHKVnHIVcAN2a4WOPSad1XalYGd1LGAk1GP3SWzeZN88ERL05UFbKXSUglUKFNhW8fi00hxFpqWflThiLQ7EDcU+Iditm+zud5NIBgpOkSk/3kPu6yHk900woGmDQdOGHgoX2hWB9udwcDg8cUmSvc95NMwse1+KBFy1hH8bq3WTat3k7z0BCpRYiEjFJOp1K4Sg1rBYHQghkZTtNCRcEmQM4rcwcg3Q0NCw3+nq6+v3+/rFF188+JVzcHBwcBhXOGehE4CVK1em7P8HsHTpUmpra3n77bf57ne/m3Kad999Nzr/EUcckfDaR80vMzf32GGvW/Y0ZUKKf32WxbqAzpqAzraQQX85pliRWe51scyjUXSI+6y5MxSKl7goWGi/r95n0bbTpG2HbRnu2pcsCIItIuRUqOTOVMibpZJTMbEqoiYbuhBsDxmsC9j23u4UFUdTVYUlYctTqTq5qxwGwggImrfYgl/TRgPD3287SeCrUOyE20UaGUUT73gD9n6889Uge94IxsKPJJh6jItZKzx4c0dPdEvzqcz6eBb5y0x0v6Alsr036Rh++1jStNGwbciSH1+lEhVZ0wvG5/Z2Z8oULZIpWhQLGOlptKjfpVO9U6e32kRrAknYj/QW+1G2LrwAl/37lVehkjNdJqtCQsuSKFEVSvod84UQdFkiQRCMCIRtcfu1Bfbzkh9OA/dRULkSpq0BxYhs4x7kuTKFZ7mYVqGRq8iTRtBwcBgqiiQx06Uy06XyX8JDvWG3xFgf0Nkbbr3SbFr8uy/Iv/uCZMgSi8J9A+e4VVwTcN9pMExW+0OsGeBm4HA4yuMaVKDK4sWLeeaZZ1i7di29vb0p+wDu2bNnQPtvhKysrGGvq4ODg4PD2OIIgOMcy7L4yU9+MuDrn/zkJ3nxxRf54IMPeP3115OSgA3D4L777gNg3rx5zJs3L+H1LW3v0t7XgC9t//1ABmLaia5hzTcWBCzBhqDO6kCIrSl6reUrMss8Gss9LqaMIzFGS0u80I0XBNuqDDprwoKggf3cDoOql4K2IDhdiVYI+ipUFNf4+EyTlT7LYmPQYENAZ1NIJ9RPy5KBmS41Ws2Qexj1OYrH32FQ/U6A+rVBWrcZ0f5uEWQV8ufa9tTChRrurIm7nYygYM8bQXb9K5ggbhYv1Zh9roeM4kMrsGleiZJlLkqWubCMfhWXHQIEtO80ad9psvUvATJK7GNP0RKN7LLxV3EphKDRtOwKIpfOnhkmzLBfU4KQXQ+FdTC1XsKzT2B1h2cMQWeVSWdcwIg3VyJnul1NnTNdJavMrqqWJIlsRSJbkZnd7/1DQtAUVy3YZFq0CIm6YJBgJmw5E3YdmygEWlstGrYGWD8zwK4TwV0uU6zYCcVFqkKhKlOkKHjG2bZ2cBhNJEliiqYwRVM4O8NDu2lFq+a3h2/U9liClf4QK/0hXBLMc9m/pQvc6gEDMMaSZsNkTbi9TP+UcgmYrilJFcVD4cS0wZ2Lf+ITn+C2226jr6+Phx9+mG984xtJ0/z0pz8d9nqMFzIzM8d6FRwcHBzGLY4AOM54/PHHueiii3C73ezbt49bb72VDz/8kLS0NPr6+pKmP++881i+fDmrV6/my1/+Mvfccw/nn38+mqZRXV3NzTffzAcffADArbfemjS/JUxe2Pown1+W/NqBSMuXmbJ8fAuAISHYFNRZ49fZGNTR+73ukyWWeVws82pMU5VxI/rtjyRB0C9o32VEKwQ798YJgtEETVsQzC5XoqEijiA4MrRFxIegbSHvfz/fJcECl8ai8EVK+ji+SBlNehrtnnRNGwzad7cm+Z20tLiedPPGT0+64WIZgr3vhtj5coBgV+zD5s9VmX3e+LCByqpE/ly7B+D8CwVdNXE9F8Np5T31Fj31QXa+EsSTI0WTlfNmqWOWUh6x1EcqhZoGsNQv9mksLtGo/JiCIknRgJH23ZHU4cSAEX+bwN/WL2BkqhIVBHOmK6TlJ94cckkSUzWFqZot5CqKgs/no7WtjVbdsIXBTIvGT5rsPdnE9bZJ8Ye2EFhYZT+aZlhUnWjx0dTEz5AjSxSptjBYGBYIi1WFHFmaEL9VDg4Hg0+ROSnNzUlpbvosi83hvoGbgzoBASEB64J2L10ZmOFSWexWWeQenXYtQ6U9Lkhu7yCC5B7v7GOVf+h9uRe4VaZqg/s9KSsr43Of+xyPP/44d999Ny6Xiy984QtkZGTQ1tbGT3/6U/74xz+SnZ1NZ2fnkNfFwcHBwWH8IwkhRiJ8ymGEkCQJTdNIS0ujs7MTSZL40Y9+xIMPPkhNTQ0PPPAAl156acI89fX1XHTRRWzduhUAl8uF1+uN/njLssydd97JVVddlfR+y5Yto6amht987d+4GqcNej21dIljv5kxLu14erjB9OpAiA1BnWC/EZ4lSxwRrvSbPs76yUQuHtvb2zHN4d0NjhcE26psQbB/YirYF7c55XEVgpXqhBddhorP50NRFEzTHLDPZn8ifXs2hMME9qU4sc8M25SWeDRmu9QRa/I9kRCWoKM6LpW2MXkQenNjIR6+Geq4SKU9WIQlqPtQZ/uLAfytsc+cXa4w53wP+XO0Q7o+wxnjYIeURL67tp1mkmCreqBggUbRIo2CBdqQQ0uGSuS4viE4sKW+TI318xtsFbepC7przaggGB8wkgpXhpQgCGaXqwmffTDH8M4Ok63/CtD6rk78XamWSth+EnRMTTlbbB0kEgTBIsUOJClU5QlpiTxYhjvGHYbHSJynHAy6EHagT/jGW1eKY0GpGusbOPUQ3tztMq1opd9AQXJ2T+nkILmQEDzY1pNyvoHo2VnF6q9fi9nbO+A0jz32GEcffXRsnp4eLrnkElatWgXY32dmZiadnZ0IIfjmN7/JypUrWblyJTfffDPXX399yuX27ynu4ODg4DAxGPsSBIcEZs2axd69e1FVldNOO42vfOUrnHTSSTz44IMDzlNSUsKrr77KY489xt/+9je2b9+O3++ntLSU448/nmuuuYZFixbt9339MzYxd9Esdv0reMB1TCuQOfKa9HEl/plCsC1ksCagsy4Qon8bsXRJYqlHY7lHY6ZLHVei30ijeSUKF2gULrCFBiNgC4KtYXtwRBAUJrTvMmnfZbLz5SCSHLYMzwxXCB6GguBAmEKwM5wguiFo0Jqi4qhIkVkc7uc33oTlQ4WpC1q3G+FKPz2h8i1CVplCxceyyZ5jkl588GmE4wUhBE0bDbY976enPjY+MoplZp/noWixNqE+a1q+QsVpChWneQj1WDRttL/X5i06lg5GAOpX69Sv1pEUyJtlh4gULdLw5IxMlWuvZbEpaPfR3DKApX5W2FK/aJiWekWL2H6TA0YigmD/gJFov0QACTKKZHIqbEEwr9JFdvb+76tm5yh87DPpBM+y2P3vINVvBTFDkL/Lfnhmy5gfV2meStRa3BMncoQE7DPM8M2HmIIoAbmKTJESbyW2RcJMp2rQYZKgSRLz3Rrz3RoXCcHeSDVwUKchbK+tNSxqjSAv9QbxyVL0xsDMUQjYigTJrQno7EgRJFeqyizzuFh+gCA5lyTxFV8Gv+/sZX0wdd/veBpXreTdb34Vvatrv9PpeqL3JSMjg+eee47f/OY3PPPMM+zatQshBMcddxxXXnkln/jEJzjllFMAyM7OPuB6ODg4ODhMLJwKwHFGS0vLmL5/d73J3reD1L4fil7wRPBVKkw70U3xUm1chEtYQlAVMlgdsCuxevoNZa8Ei8MnXXMmSKrqobizbgT7WYarB6gQlO0m+bmzVPIigqBn/G/DobC/ypGgJdgSsi2GG4MGfSkOldM1hSVh8aF4HFiOxgK9z6JpU1gc2qxj9ruHIMmQO1ONVvplFGhjWj0yGrTusIW/jt2J/eRmfcJL6VHamPbNG+nqKDMkaNkaFnk36oR6kveL7HIl2jcwo3ho/VQPZKl3SzA/HAKwwK2Sdggs9ZGAkY4463B3vTVgbKfqkcieppBdruALC4P762MZ7E4UAiPkzVGZdY6H3BkqvZaVlEzcZFg0m1bSNkqFV4LCcLVgkapQHO43mK/IgwoPGM84FYCHlrGuANwfjYYZ7Ru4WzeTdlGvJLHQrbLYozHPpQ27z2afZR+n1gR0tqY4ThVFekp7XUM+NxBCsFM3ebsvyEcBPWHZErDIrXFimos5o3Qzu6enhzlz5hAKhXj++ec59tjUQYFOBaCDg4PDxMQRAMcZYy0ARjCCti3KraSjuRW8PhnD3TPWqxXt/bQmYCeo9bd+uCRY7LbtFfPcE896ORYn1lFBsMoWBTuqTUSKt44XBHNnquTOmPiCYP8Lx+5I0/GgzragkdQzUgXmhHsMLXJrZB+uIR5tlm0P3aDTtsNIEpAVFxTMtwW/ggUqrvTYdhrPF49DpbPGYNvzAVq2xKo1XJkSM8/yUHa8a1zcKBlNcURYgvZdMatwKutsWkEsRMRXkRwiYlvqzXBatpHSUp8VSf4cR5Z6IyDo3GvQvjtWKRjqHvh0KhowUhEOGJmqJI2PUI/FrogQGCek580OC4Ezk00bhhC0xCcTx/3tH8TpnYzdLzFiJy4MC4RFqjyuQxXicQTAQ8tEOYZ3mRYbw7/nqYLfIr/ni8O/51kH+D0PxgXJbUmxvDxFZnnY3ls6QkFy3WHhX01LJ01TKVRk6Ok+8IwHwY9//GPuvvtufD4f69evx+PxpJzOEQAdHBwcJiaOADjOGC8CYITxcGIthKDGMFntt/uqtPcT/TRggVtjuVdjgVub0D2QxsOJtRmym+RHKgQ79gwsCGaVxYWKVKqj3gdspPH5fDQZJh909vCf9s4BKgZgYbjKb/5BVAxMZIQQdNdZUaGnqyZ5QLgyJVvoWayRN0cdUPwaD2P8YOlpNNnxYiAaFgF2T7zK0z1MP9U9rqzzh+oYLoSgpz42Rjr3phgjGXaISMEilc5K2GjZfbzaUvTwiljqF7s1yieApV4Igb/Noqta4K9XaNjaS2dNcsJ1hEjAiK/C7iPoq1Dw5tmiQajHYvdrQfa8mSwEzlzhIW/Wgbu3CCHotgRNpkVDRBw0TJpMi1bTGqh4MYEMSbJtxGFBsEixKwdzFXlcVdSPh/OUw4mJeAw/UEV/JIk30jewKFy1Fw2SC+hsDCQHyeWEg+SWj3KQ3EiO8Z6eHr7xjW9wySWXcOSRR0ZtvjU1NTzyyCP88pe/RAjBd77zHW644YYBl+MIgA4ODg4TE0cAHGc4AqCNEII6I5ygFtBp6ddzTQHmuVWWe1wsck8eUWY8nljHC4JtVbYgmPKiVoLssrgKwZnjUxC04noGbdItakP9T+ntdOhFHo0lo9QzaCJgmYL2nQaNG2y7Z3ygRYT0Qjlq7c2ZnlzdlYrxOMYHi7/douqlAPv+E4pWPcoaTD/ZTeXpblwZ469iaqyO4f52i6YNthjYuj25StTQ7NCLxtnQNAuMNKjQlGilX9EEtdTHj+9QwIgGjESSh1PtRxESAkYqFNLyZGpWhqh+M5jQkiN3psKsczzkzR5eoExICJoNi0bTFgabDJOG8P/791lM+RmBgrAgWBQRCMOVg94x+C12BMBDy0Q+hkNiT9+BbkDkyBIeSaLVtJJEv8y4ILmKQ3RzYiTHeGdnJzNnzoz+PyMjA7CFwQjnnnsuv/nNb1DVxJsNH374IVdddRVdXV10dHQc1Ho4ODg4OIwNjgA4zhiKAPjVr36Vp556iosvvjgpJGR/rw2FQ31i3WiYrAnYFotIM+cIMjDbpbLcY6erHoreT4eaiXBibYYEHXtioSL7EwSzpsYqBHNnKGhpY/OdGUKwPZwauCGo0zmOUgPHE0ZQ0LJVD4d4GOh9KS6Mpiuxfn7FQxdpJsIY70+ox2LnK7Y1MzLWJRmmHuti1grPiIVejAZjKY5ELXidITo2m+Rvg4Iq0EL9JpQga4ZCaThEJC1/Yop/cODxHQ0Y2W23W4gPGElCskNksqYq6H2Cth1GQo/A3JmKXRE4Wx2R45UQgg5LJAiCkcrBjhTHzFRkyVKSlbhYVciRpVETShwB8NAyEY/hA2G3ILBYGwjxoV+nxUot0KvYgUOnpruZOwZBciMxxiPXBRdeeCHLly/nzTffZMuWLbS2thIIBMjNzWXp0qVcdNFFnHfeeUnHlMj8YI8BwzhwUImDg4ODw/jDSQF2GHNaDJOPAjqrA3pS/ycJmOlSWebRWOrRyJyEot9EQ3FJ5M3WotUnpi7o2GNGKwTbd4VtbwK6aky6akx2vxa0L/JL40JFZigJveFGGr9lW3fWB3U2B3UC/a5fJWBumoejsjI4It2D1jv2PS7HgmC3RdNGncZ1Oi3bDKx+5Q6yalsPixZrFC7S8GQfPvugERDsfj3I7n8HEkSakuUasz/hIb1w4gpVo0WjYUaF9qilXgIWwL4FkG7CkjqFKdslzM0mwU5hHyuqTLqqTLb8OUBmaaxvYNbUySXGuzNlihbZnw/CASMNVrSPYPtug56GcMCIgJ56KyFVWlLs54UFbVUm7/+8F9+MSEXgwQmBkiThUyR8iswcd+JrQUvQZIaFwbCVOBJEEn/I6LIEXSGD7f2WrUHMThwnDhYqCu5JUsHvMLGwwmEbq/0h1gb1hKTt/hjAlpDBLt1gvsu+UXioQoj6c88993DvvfcmPe92u8nNzWXx4sV85jOf4YILLkh5PJBlmS996Ut86UtfGtb7H2xhgYODg4PD2OIIgJOUoqIiZs6cSVFR0VivSko6TCsa5LFHT76DXKEpLPe4WOrRyDlMgxYmCoomkRcW9cAWBDurzWiFYPvusKgkoGufSdc+kz2vxwmCM2O24YMVBNsjIR4BnR0hg/4jyyXBvLiT97K8vNhd9d6DeusJRW+zSeM6O8SjfZeZlGaqeqFwoV2NVTBfm/BhL0PF1AV73wmx8+VAQsptwXyV2ed5yC5zfjojRCz164I6GwI6DWZyBY1PlljisRvtz3SpKKUSHGWLX5014bG4XreFL6C71qK7NkjVP4N4fLHekrmzVGRlco1FSZbInKKQOUWh7Dj7Od1vB4zEVwpGAkZS9WNt32kLgd48iYpT3Uw9zoXqGtnfTbcsUSarlPVzHVtC0GZaUUGwIS6puDtOUNGBWsOi1kg9PqJ9BuMEwmxZmlTir8PYI4Rg9wGC5Ba5bXvvNE1me8i+obE5pBMSEBTwUVDno6COjF0VGGlbkDsG56oFBQXRv7u7u6mvr6e+vp6XX36ZJ598kt///ve43e79LGHwjPfrCgcHBweHweFYgMcZI2UBHi4ifEf07b4gO0MGfgEuWSJPU1muKXzMO3zrbbdp8VFQZ7U/xK4UYQtlqsJyr52gNhYnUuOByWStiWDqgs69ZjRUpH1XcpVZhMxS2bYMh3sIHqinmhCCesOK9vLZmyJBNCOSIOrWmONWE0JiDhfrmLDs7yAS0BARWuLx5Ei2tXeJRu7M0RNaxvMYt0xB7fshdvwjQKA9doTyVSrMOd+bMoV1vDMaY1zvZ6nvfxENw7PU9zaZ0XTp1MK0ROFCdVwL06MxvoUQ+FvD1uFwpWDXvgFaL4RJL5LJn6viq1DJmR4LGDmU9FkWTYZFQ1y1YKR6cOBOiDE8EhTG9xkM9x0sUOWEJOjD5Tg+XhjPx/BUCCHYZ5isDuis8YeSev6phIPkPHaQXKqKVF0ItgXtvoEbgnqCuB2hTFWiwUVTDjIF2BR24vC7fSFqDZOgAI8sM8Wt0fTyizx0/dew9BDNzc3ReSzLYvv27dxyyy288cYbAHzlK1/h9ttvB0b+msEJAXFwcHCYmEy8qxmHUWNnyODJrj7q+92hD5qCbjPEngA83+3nxDQ3F2R6BhWM0GtZrAvbe7eHjCTRr0SVWe5xscyjUThBm7477B9Fk8idoZI7Q2Xm2WAZgo5qk7aqcIXgrlhfK7vyJ8SeN+wnMqfIthgYFgXdmTKWEOzS7bvy64PJATEA+YrMkrD4cKiadI83LEPQut2gMRzEEOxMvmCZzFbLoSCEoGGtzvYXAvQ2xsZTZqnMnPO8FCwYmR5rE5k+y2JT+AJ4c1An2G84ydjtGmyxXSVvGMfz9EKFytMVKk/32Nb08NiNWNMNv6DuA526D/TDypouSRJp+Qpp+QpTjnQB9o2V7lqT9t0mbTsNWrcZGP7Yl9LbaNHbGKL6TftYGg0YCQuC2dNGP6QpTZaZ7pKZ3u95UwhaTMsOIInrM9hgWAnprAEBew0zfGMndtdIAvIUOSoIVqAw1euhWFUQQhz2+6qDTV240m91QKc5RZDc3LgguQOF12iSxEKPxkKPhiUEe8JBYusDOk3hZdcYJjU9Ji/2BMhT7Bsgi9wqM4YYJPaBP8Tfuv1JfTeDpklnnwknfpzzXn2Ljb98IOF1WZaZO3cujz/+OCeddBK7d+/m97//PTfffHNSmIeDg4ODw+GL84swzjjzzDPZsWMHAPPnz+eLX/win/70p4e8nMHc6autreW3v/0tr7/+OoHyCo74wY9QDmAV0IHX+oI0GCZX+tIT7sJH8Fv2ncvVgRBbgkbSnf4CRWZ5OEGtRHNEv8MNWY0JgpxlC1Wde+Msw/GCYJ1Fd12I6rfsJ4xCicZpgsZyaJsGofTYcss1xa44cmsUH+Td94mK7hc0b7JFk+bNenK4gAS5M2IhHhM5bGGkaNmqs+3vATqrY5Usafkysz7hYcpybVDJxpOVdtOKCu07QsnH8oilfknYUp8+gv2w3JkyZce5KTvOHQunWafTtNEOp7EMaN5s0LzZgCf9Bx1OM9FQNMlOC56uUnGq/bvd02RS9Y8ADWv1pOrAUI+gaaNB08ZIio0dMJIzXcVXYScPZxTLh2S8K1LE8qtgdweM0WNZCYJgo2lXDraYVvQGogBaTPu5TRjQF4zOnyZJSVbiIlUmX5EPyzT3w41IkNyaQCjpZrYEzAn3lF7i0YZ9vJIliUqXSqVL5ZOZXhoMkw0BnXXBWEubVtPi9b4gr/cFSZMkFrpVlng05rpSVxhGeLknwN97BkoFiuHJy+PIW+7guS4//5XpSTjf8Xg8nH/++dx///309PSwY8cO5s2bl7SM559/nkceeYTNmzcTDAaprKzk0ksv5corr0ROsW1Gw3Xk4ODg4HDocQTAcca6devIysqis7OT999/n/fff58333yT+++/f0QFjaeffpobbrjBTv5atITTBiH+xbM5ZPBEZx+XZ6chSRJBS7AxqLMmoLMpqNPfmZQrSyz32pV+h2vCqkNqZFXCV6niqwwLgqYtCDZs19m3XSe420IOC4Jqk6C0CUo/tP8fKoD0mQoVc1yUzdZwH8AyPBkJdFh2ld86ndYdRlKPMFmDgnm2MFK48MC26sOFjj0G254P0Lo9drRyZ0nMXOGh7DjXpOs1NxiEENTFWeprUljqM8OW+kUpLPWjheqWKF7ioniJC8sUtO80aNxg0Lhex99qX+Tb9liTbc8HSC+So30Dc6Yrh42Im1GosPTydHS/oPqtILv+FcDwx16XNWLtF6IBIyH2rbSfUj2QPU1NqBR0Zx7a40WGLJPhkpnhSjw91YWgxbBoMGNW4sawtTg+4Kkv3ONtd7/ewjL2zceYlTj291gEOTiMHK1h0W+gILkZmsJyr4ulbo3MUWgvU6wqFGconJHhoTOuD/H2kIGBPSbfD+i8H9DRgDluNVwdmLg+K/uCgxL/4nmtL0iWInF6uifh+SlTpkT/7u7uTprvpptu4ne/+x2yLJOZmYnf72fTpk3cfPPNrF+/nl/84hdDWg8HBwcHh4mDIwCOM6qqqsjMzKSlpYUf//jHPPLII/zpT39i4cKFXHXVVSPyHq+88gpf/epXEUJw9NFHc9QvfkPLMJoErw7olKhB6gyTjUG7QXI82bLEMo+L5R6Ncs0R/RwOTIsRttVk6excYiKWgGRBVj3kVUP+XsitATlc8OFqBr3ZZPtKP9vxk14U7iEYDiVxZ02+Czsh7NTQSIhHfOVaBFeGROEiO8Qjf66K4nL2vQjd9Sbb/x6gcX3MUqilSVSe4Wb6ye7DbluZ/Sz1rSks9QWKzJJwb6vpY2ypl5VYCvm8T3norrOivS27aux9obfRYldjkF3/CuLKjIWI5M1RUbTJ//1qXomZZ3mYfrKbPW8G2f1aEL1XRMW/9EKZ7HIFw28nuEeCbowAtG43wqK4fZD15sm2IBiuFMwsVcZkG2qSRImmJLkGhBBImVk0Gib7AkF2d3XTYFg0GWZCrzcLbMHQtCIfLUqmLCUIgpHqwVxFPizbR0wEOkyLj8L23lRBctM1heUejSM8rkMaJJetyJyQ5uaENDcBS7A5ZIcjbQzq+IXtotkYNNgYNJDwU6kpLPJozHOpPNc9NPEvwgvdAT7mdZEZJ2TX1NRE//b5fAnTv/zyy/T19XHnnXfyuc99jszMTNra2rjzzjt54oknePrpp7nkkks48cQTh7U+Dg4ODg7jG0cAHGdkZmYCdnPdH/3oR3R1dfHMM8/w4x//mMsuuwyPx3OAJewfwzD43ve+hxCCj33sYzzw9LP8pGt4Jx0AL/S7W5khSxwRtvdWHqa91xwGjxCCGiMmPtSlSIjMViUWzdJYvFBjlktFtuw04WioyE4janWN9L3a+45dMpheZPcQjASLeHImpiAoLEH7rliIR19L8nZKy5ejIR6+isOn6mmw9LWa7PhHgNr39Wi4hOKC6ae4qTzdjZY2McfGcAgJwZagzvqgwcaATm+KLLDpmsIit22VK1LGp6VekiSyShWyShVmrfDgb7OiPS/bdhgIC0Ldgpr3QtS8F0JxQcH8WDXsZP/OVU9MCKx+O8jufwcJ9Qh6myx6myyyyhQWftZLZolCZ7UdMNK+2w4YiVQS+1st/K0W9att9VBWIWuqEhUFxypgJIIkSfg0lXyPm7leN+1x2e9BS9Bs2lbiSEpxxF4cn0PVbQm6LZOqfkKSChSmsBMXKcp+bZwOo0O3abE2HCS3M0WQ3FTVFv2WebRh9SAdaTzhm+DLPC5MIagKGawLVwd2WAIB7NRNduomfz2I9zGA//SFOCPDvj7o7u7m2WefBWzxb8aMGQnTd3R08MADD3DppZdGn8vNzeWnP/0pGzZsYN26dTz33HOOAOjg4OAwSXEEwHHODTfcwDPPPEN7eztvvvkmZ5111kEt75133qG6uhqA//mf/2GVPpgsvv3jlWBpuNJv1hCbHTscfphCsCNkRG2G/Rtdgx0OE0kQLVP7CckK5JSr5JSrVJ5ui2Nd+2I9BNt2GlHbW0QQrHnXFgTTChIrBPElvfW4wQwJWrbaNsemjXq0Siee7PL4vmfjU6QZa4JdFlUvB9j7TigqakgKTDvexcyzPZOySjQVXYbJyr4g64M6W4MG/YO4Fez+WIs9Ggvd2iGtmhkpvLky00+2Kzn1PoumTUa0H6YZBDMEDWt1GtbqSDLkzlSj+483d+J93sGieiRmnOGh/CQ31W/FhMCuGpM1D/eRVWYLqPM+7UWSJEzdPqZGEoc79phRq7VlxOzWEA4YyZQSBMGccnVcJDS7ZYmpssrUxDaDWELQYYkEQTBiJ+6M+z0ygDrDSnljKkeWEgTBSOVgjiw5x+ERpM+yWBuw28tsT9GHtESVwyKbFu4pOT5RJIk5bo05bo0LM+1U4nXhFPXaFONrqLzjD3GUEWD9+vX84Ac/oKGhAYCrrroqqZ9faWkpl1xyScrlnH322axbt47Nmzcf9Do5ODg4OIxPHAFwnDNjxgymTJlCXV0da9euPWgB8IMPPgCgsLCQpUuX8s+W5N4gQ+Wy7DQWeVwHvRyHyYvfilQc2T0i/f20LAmo1BQWh22GBUM4kZdkiexpKtnTVCo/HhYEa01atxt20nCVGU3H7Gu26Gu2q4EAMov6KFqQRuEcN+4pFl7f2IoAoR6Lpo1h0WKLHuvXFUZSIG+WStES2947USsaDwW6X7D73wF2vxaMhsogQelRGrPO8RwWASjNhsl7rZ2s6eljW18gqWLGK8F8t8YSt8a8QSRhTiS0NJnSo1yUHuXC1MOJ2GHbfKhbIKyY3XXzs36ypsbE9MzSySmmq+6YELj37SC7/h0k1G0Lgasf7iVrqsLMFW6KFmv4KlR8FbFTxGCXFRb+jOi/kf0q1C1o2mDQtCEWMJJZIscEwQqVjKJDEzAyGGRJIleRyFVk5vXrfuK3REIycWM4iKTZsBJ6G3dYgo6QwbZQ4vwuiQRBMFI5WKDKh6Rf5mQgPkhua9Cgv8E3EiS3zONiygQMkpMkiTJNpUxTOTfTS7NhcsdBnou3mhYLj/8Ywfa26HMXXngh3/jGN5KmXbp06YDHt6KiIgDa29sPan0cHBwcHMYvjgA4ASgpKaGuro6WlpaDXlZTUxMAZWVlAPhTWL+Gin7wi3CYhKRqhh2PBswNN8NeOILNuSVZIrtMJbssURBsqwpXCFaZ6H32oO1uNOhu7KLqNXvetHw5Wh2YO1M9JFVBfS0xa2/bTpP+Ko3qidkWCxZoaF7nInJ/mCE7AGHnK8Ho9wxQtFhl9rleMqdMvAvGwSKEYG+cpb5/CibYlUuLPXYD+lkuFfUwECUUTaJwgUbhAo2Flt33LmIV7m20t1HXPtv6uuMfAby5UlQM9M1QJ10gjOqWqDzdw7QT3ex9x+6VGOq2q/7W/KaPzFKZWSs8FC2OpWC7s2SKFtttBsA+rnbXWwmCYE+DZR+/RCzBvea98Ht6ILtcTagUPNQBI4PBK0uUyyrl/aoGTSFoM62oIBhfOdgTVzUYElBjmOEAndgdHAnIVeSUvQYznapBQkKwMRzkkSpIzhcOkls+CYPk0kdIGC+bOZO0YIBFixbxmc98hhNOOCHldBkZGQMuQ1Xty0LD6P8NODg4ODhMFhwB8DCj/0nTSPTy1ibRiZjD8BFC0GhaUfEhVWPudEliodu2Gc51aYekj1K8IFhxavjCtc6idYdBT7VE49YAoR5bBOhrsehrCbFvpV3W4c2To2Jg3uyREQSFsC+0G9fZAkR3XbJI484OCxCLNHJnHR7BBQeLZQr2rQxR9c8AgY7YBXnuLJU553sSqpkmE0acpX7DAJb6aW4XyzLSmI1B2SS7eB4qkhxLHZ97gZeehpgY2LHHFuD9bYI9b4TY80YILU2icKFtFc6fp6G6J8+2U90SlR/3UB4WAne+aguB3bUWa35rC4Ezz/ZQvERLqt6T5Fj/xWnH28/pfkFntZFQKZgQMLLNoHVbLGAkLd8OI/GFE4ezpirI6vjcvookUaAqFKgKC0lUB3ssKymZuNGwaDGtqGVVYFdptZoWm0OJ4opXIrnPoKqQr8iTWqDXhWBL0GB1IMSGFEFyWbLEsnBP6emTOEhupM6hX/r73ydk6wYHBwcHh0PL5LwimmTU19cDdjDIwVJYWAjEEsIKFJmGg+w/UqA6JxyHK5YQ7NHNaD+/phQJonlKrJ9fpaaMeY9ISZbImmpfbPp8PmRJprU6wJ7VbXYfwSoDvde+EvG3WuxrDbHvPzFBMHemEu0jmJY3uGoyyxS07bCtvY0bdALtySJNRolsp5Uu0cguc0I8BouwBPVrdLa/GKCvOTb+ssoU5pzvIX+uOukuHP2WYHOcpT6QwlI/I2ypP7EwnxKvB9M0HVtXCjKKFTKKFWac4SHYFQsRad1mYBmg9wlq39epfV9H1iB/ji0GFi7SxmUF23BQXBIVp3mYdoKbve8G2fVqkGCXLQR+9EgfGSUys85JLQTGo3kl8udq5M8NVwkKgb/Von13TBCMDxixb7ikCBipiFQKKnhzx78dO0OWyXDJVLoST6kNIWjpFz4SEQjj22D4BezRzfBNs1jVoAzkK3KSnbhIlUmXJ+bYM4Vga8hgjT/EuhTHrgzJDpJb5nUx4zAJktMkiRxZSnnzZrC4JTvN2sHBwcHB4UA4AuA4Z9euXdTV1QF2346D5aijjgJsK/DatWs5Zu58NgSHX+o/XVMoHseNlx1GHl0ItgYNNgTtBtbdKU5ay9RYP78p6vi+gJNkCd80F2S6mX6KG2EJehqsqBjYtsOIVrH4Wy1qWy1qV9kXaR6flBAqEp+GaQQEzZttMaFpkxHtQxh7Y/BVxvqOpRc4+9FQEELQvNlg+98DdO2LVZumF8rMPs9D8VJtXI+7odLRz1Lfv75WA+ZFLPUejYywQOBzaUnLckiNO0tm2vFuph3vtvffLeH9d6O9/1o6NG00aNpogOTHVxG3/xZO/P1XcUlUnOph2vFu9r4bYterAYJdgp76OCFwRXjfGoTYIEkSafkKafkKpUfZfYJN3e45GG8d9rfZx8bEgBEbV6aEr0Ihu1y1/502PgJGBoMqSRSryedIQgi6LZFQLRgRB9tMK9oFwgKaTDvBuP95WoYkxYTBuCCSXEUe85ts/bHCVcqrAzrrUqSOeyWJpeH03tmHaZDcMV4X/+wNDnv+o72uw3K7OTg4ODgMHUcAHOf85Cc/AcDn83HyyScf9PJOOOEEpk+fzp49e7j55pt55s9/xidLtA/zzuNJae4DT+Qw4em1LDYFDdYFdLaEkq06MjDLZYsPizwauRPYhiLJEplTFDKnKEw/2Y0QtiDYtsOIJg1HBMFAe6w6CMCdDV6fjBGE3iYrWukSQdYgf264gmjh5KkgOtS07TTY9ryf9p2xDezJkZh1jofSj7kmRc82IQQNcZb66gEs9YvCQvtct+qEDIwgqkei5AgXJUe47AreKiPaqzPQLkBA+y6T9l0mW/8aIKPY7o9XcoSbnOyJ3RjXFgLdTDveRc17IXa+GiDYGRYCf9dHRrHMzBUeSo4YnBCYsGwtZsGOEAkYad9ti4Kd1YkBI43rDRrXpwgYqQj3E8wWdoz1BEGSJLIUiSxFZla/qsGQEDSnsBM3mmbC726PEPToJjv7HRdUbFdGkaJQqMoUhwXCQkU5pCE/lhDs1k1WB0J8FEi+UeiWYLHbDvKY5z48epHuj+PT3LzSG0xKOR4sJ3qdc3EHBwcHh8HhCIDjjJ6eHjIyMmhtbeW+++7jqaeeAuCb3/wmHo/noJevKAp33XUXn/3sZ1m1ahUXfvrTXPyje1mVXzLkZRUpMkd4nOqSyUpbnPhQFTKSTkzd4QTRxW6NBW6VtAlqSToQkiSRWaKQWaJQfpItCPY2WlExsGWrjt5nTxvshGBn4paSFMieplB6lMaUo11onsm5nQ4FXbUm2//utyuwwmjpEjPPcjPtRPeE75UYuWiO7HfNKSz1+XGW+opxYKk/HJAVifw5GvlzNOZ/JtzDMywGdtfa31FPg0VPgx0+s9rXS+FClcJF6oTu4am4JKaf4qYsLATuetXur9nTYLH20T6qXrJ7BJYsG7oQGM+AASO7DTqqTTp2hwNGIGXAiObtIX+mh9xKF55iY9wGjAwGlyRRqimUaslVgx2WSBAEI5WD8dZRA6g3LDsAqF9BWZZsVyRGrMQRgTBHlkbEahsJIVrt11kTCCVZWjVgYbjSb4Fbc25YxOFTZI71unjXHzrwxP1Y6tYmZBqyg4ODg8PY4AiA44yZM2eSmZlJZ2cnImyTuOiii7jqqqtG7D1OP/10fv7zn3PDDTewatUqVp16Ekd+91ZmfPbzg15GlixxrS/dCQCZRAghqDVM1gV0NgQN9hnJFUdZssSisPgw26Uent+/sPuC+VstuvaZUfFvwMlN6Nht0rHbpOrlYDRUJHeWSnrh+LZHjxd6m012vBigbrUeTUlW3FBxmpuK0zwTOhk5JATbguEQj6CekCgaYVqcpb5knFvqJzuSFAsVmv0Jr53ivUGncb3dMgAB/naT6rdNqt8OJqZ4z1fR0iaeMKVoEtNPdlN2nIt9K0PsfCVOCHysjx1hIXDK8oMTAiMkBIyEg0zjA0badxt0VscCRnS/oH6Dn/oN/ugy0vLlhMTh8RwwMhgkScKnSPgUmbn9ir0ClqDJTO4z2GRYCWm6XZagK2Swvd+yNYhaiQvD4mCxKlOoKgcU6ezzBos1gRBrAjot/W5aqNitCZZ7XCxyH5rgr4nKhVleWkyLbaHBt+WZpip8PjttFNfKwcHBwWGy4QiA44xFixZRVVVFWloa8+fP5/LLL+eiiy4a8fe5+OKLOfbYY3n44Yd544032Hz/j9F7upnzpauRlP3fSSxRZa7JSSfP6f034TGFoCpkRHuLtaUQH4oUOSo+lB8mTbn7Y+qC1m2xEI9Qd/J2yipTwuEAKrIK7VVmtEow2GVPH+wU1H2oU/dh2DKcJUX7B+bOVEkvcsSdeAKdFlX/DFDzbggRvq6UVZh2opsZZ7onbJVPT9hSv34/lvrZLjste5FbwzeBLfWTnbR8hYpTFSpOhVCPRcsWi7bNgtp1vZghO/22fo1O/RodSYa82bEQEa9vYn2viiZRfpKbqce62PefsBDYbldEr/t9H1X/lJl5loeS5dqI2/BTBYz0tdjW4UC9SsvOIG17gkkBI5Fjrazax+iIIOirUPH4pElxvPXIEtNklWn9DBmWELSZVspeg/GWXB3YZ5gpb/rlyhKFYUEwEkRS4pboDQR5vauPD/uCNPYT/WRgrktlmce+WThZ3QEjjSpJXONL5w+dfXwY0A84fd2br/PjCz/piKoODg4ODkNCEkJM7GY1k4yWlpaxfX/D5F1/iJV9IXr6DY25LpWT0twscB+eTZoPBYpiJ9O2t7djmskn4yNB0BJsDulsCOhsDBr09fueJaBCU6KVfkWTWOj1+XwoipIyIVXvs2jaaIt+zZv1aE+qCJIMubPsi/miRRre3NQXOUII+poTQ0UCHakPu67MxFCRySgIDmaM630WO18NsueNIFbkOkiCqce4mLXCM+C2Hs+0GKYttAcNdqaw1HviLPXzR9BSv78x7jDyRMZ3S2MbjZuDdojIBj1arRZP9rRYiEhGycTb101dULsqRNXLgYRk87QCOyxkNITAVETGeNCvs3dDazRgpH23kTJxPYI7S0qoEswuV1HdE+s7GC59ltWvYtD+u9m0ht2Hrlz9/+z9d3gkV53vj78qdVBu5RlpskbjyfaMcwTjiNfGZncxF5PuXVgMazALl8uy7LILG76/hcvCgsGkvbBgbLyAwRhwBqdxnrEnJ2myNMpZ6uqucH5/VEd1S6M0Urd0Xs8zz8x0V3WXWqerznnX+/N5a1wY9LE1mAwhkkyNE5bN8yNRXg9HSZUCdQXO8xtcUeBnhaHN6TmjsrJyzt5bIpFIJFNHCoA5xlwLgHEsIWi3XfTCQvy6TkhVYGhwrg9r3nO2BMABx2VPxGJnxOJgxGZ0gYkOrPHrbPYbbPAblCwQx9FocSTc4yZ6e/U02QnXWRzNnyznq14/tXK+uHMlNVRkPEGwvEFPiIJFtfknEoxmvDFuRwTHnolw5CkTO1nNR+15Bo03BSiqzR8xWgjBKTvZz6/FzlxWl6hKop/f6rNUUi8FwNkl2/gWrqD3aLJv4Ehn5lgoqFQTYmBopTYjpbSzhWuLhCMwnugLnhDYcH2AxRecXSFwvDFu9rspicPpASMZKFC8WE0IgmXLdYpq1Lz6XUwXRwi6UgTBE5bDccumzxUTEgYVvD6l1bEgkrhzsFpXKVLmh+NyNgm7gk7HwSgsosDQqdJUogMDc31YgBQAJRKJJF+RAmCOkSsCYBy5eJxdZlIAbI+JD7sjFkcth9Ff9AJFYb3fKzNc51uYvXnKysoYOOVw/NVBjr86yMCpzM/cX6JQvdFbmFc0znxDfyG8foJxMbD78NiuFV+RVzIcFwWLavNvcZptjLu24MS2KE2PmWnl1ZXn6DTeHKBsWX50q4iX1O+KldRnS1ev1WMhHn6DpbNQUi/P4bPLmc7h8VTxuBjYfzxzG1+RQtV6g9rNBpXn6Gi+/PiOu7ag5dUoTY9HCHcn5aKCSpWGG/wsvuDsJHRPZoy7jpdmnBQFUwJGsqAHoHSZTmhF0inoK5rfN8gGHJc3TIvtZpQjWdLHyzWVGr8Px7bpcVy6HTdjfpGNAkVJlhLHkolrdJVKTZVVJWcgF8/jUgCUSCSS/EQKgDmGFAAXNtMRAF0hOGE57Ix45b1tWRJEQ6rC5lhfsQbfwizldh1Bb3OstHePy3BXZsPtwpqkG6ds2ey6ceKCYE9T0iGY6qpJxVekEFqVdAgWL8p9QTB1jNuWTevrFod+Z6YJBmXLNdbcEqCiMfdTxk1XsD/qCX57IjbhMUrq4300q2e5pF6ew2eXyZ7DzT43FiJi0X3ITvSwi6MaULU21jdwg5EX4pPrxEuDM4XAVdf7qbtwZoXA6Y5xa8T10oZjgmDfMQdreOypcUGlSlmKIFhSl98BI+D1JX3TtNhhWhyO2hmCXp2usiXgY0vAoNbvSxvjlhB0jkombrddOhwHcwIrDA2o0rzQkZqYQFgbcxHK/oEeuXgelwKgRCKR5CdSAMwxpAC4sJns4tESgkNRO+H0G8jiOKrXNTb6dTYHDOr0ue0ZM1fYEUHXfm+R3bHHxhoZ9TkpnuiU6MdVk1ulpiPdDj2HnUQfwdRFdSpGQbpDsHhx7gmCmqZRVlbGgWc72P/wMEOnkz9LUa1K480BajYZOT1OBxw3kdo7Vkn9OX6dTTlQUi/P4bPLdG7iWGFB5z7vPNW518I2R22gQPkqLeFILqzKrfPUaFzHcwQ2Px5hpCv5PQ9WqDRc76fuopkRAmd6jCcCRo4mBcGBU05GS4g4qu71c0x1CuZDwEjYFeyMWOwIRzmQpS9pjaayJWCwNeijNuXGxUTHuBCCflck+gx22A5tMYEwmzs6G8WqQs2oZOIaTaVcUxdUIFkunselACiRSCT5iRQAcwwpAC5sJjKxHokniEYs9kUsIlkSRBt8uhfi4dcXbFpzZMClY4+3mO46YOOOUmlUHWo3BFl6QRGLzw1givzpcRnuSXcIpi6uUzEKFMobtESoSPHiue8t1tvs0vTbKJ2Hk+pGsEJl9dsD1F1gzPnxjUW8pH5nxOL4GCX1G2Il9WtzqKRensNnl5lq4+Dagu7DdiJEJFuf0KJFKrWbPTGwZEnu3txxHUHra1GaHssUAldd56f+It+0HHSzMcadqGDglBcsEncKnjlgRPecgstyJ2Ak4gp2Ryx2mFH2Zbl5UREX/QI+6vTsPWdnYoxHXEGH44wKInHosF3OnH8LBlCdIggmBEJNy5lz70wSCoW48847+cEPfkAoFGL37t34/f4J7XvhhRdy9OhRrr/+eu67774ZOyYpAEokEkl+IgXAHCPXBMCysjJ0XZeLx1lirIl1r+MmwgQOZ7lT71Ngrc9gc8BgvV+ncIGWzQx3JBvt9x51GK3S6EGF6g1eOV3VWoOqReXzQhwJ96aEijTZWUMGwPv5yxs0zyHYqFNSN3uCYP8Jm4O/Mek6kFxy+ooVGm4IsORS34z3VpwurhAcs2LJvaZFe5aS+gpNZWPM6bcqR0vqpQA4u5yNICchBP0nkue2VNdsnECZ4pUJbzSoWK3nZEmqJwRaND1upp2jguUKq64LUH/x1ITAuRrjZp9L3/GYIHjUpv+EM+GAkdAKncLq2XFoR4VgX8Riu2mxx7QyBLYyVUmU9y6bQLLs2QorA++82+cK2uykONjhuLTZTtYKh2yUqUqiz2CNliwrLlNz35U5FmVlZbz++utccsklAHz/+9/n1ltvPeN+27ZtS2z34x//mBtvvHHGjkkKgBKJRJKfSAEwx5hrAdAVgv1RmxdGIjRHHcJCoCsKlYbO+T6NS4K+BZMQOxfEJ9Y9PT2cjFiJMIGTduYku1hV2Oj3+vmt8ev48nRiOx2EO2phnKWZeyCkJEp7yxv0tJKz+SqOhHs9h2BcFBxbEITyVXrCIVhSP/OC4FC7w6HfmrS9kVx2GkGVldf6WXaVLydcMXHiJfU7TYs945TUx/tojuWQySXm6xjPVc6mOBJnuDPlRseRbDc6vLTy2s0GlWsNjGBujVHXEZzebnH40XQhMBBSaLh+8kJgroxxL2DE6yXYGysfHm4fJ2AkCGXLYonDK3TKls1cwIgtBPsjNjvMKLuyVAoUqwrnxZx+KyYZRjQbYzwb4Vg5cVwQbI/1Hey0XSZyFH4FqrWUUuKYQFitq2clgX06WELwhmmxbSRCi+31UvSrCr2HDrL3vv9i+fAAD/7kJ2d8nbvuuosHH3yQqqoqdu3aha7PXKCWFAAlEokkP5ECYI4xlwLgwYjFAwNhurI4XeJowCVBH39aEsy5CVO+4wjBMUdwUCi80jdId5bfQ5WmsjkWJrB8FhJEcxHHEvQctmnb6ZXGRQYyT2HFdckQj5L6sR0NubJwPNuYfSklw01jL0r1AGmhIiX12pR7dIV7XQ7/3qTllWiid5ZqwIq3Bjj/XYsYsQZmdfE4FomSetNiX3TskvpNfoNNAYPyPLsBslDGeK4w2+JIZHBUq4NR9i5Vh4pG3esbuNEgUJY74zcuBDY9ZjLckS4Exh2BE3EG5/IYzwgYOepk9qBNoaBK9QTBKQSMOLEbGDtMi52mxcio6X2BonBuwGBrYHohYHMlAI6FIwQ9juv1F4yVFXfEBMKhCSxxFGLJxloyobgmVlpcPAeuwW0jEX4zaDI8zrFbg4NcXxTgttrKMY9vaGiI9evXMzIywl133cU//MM/zOhxSgFQIpFI8hMpAOYYP/vZz7jmmmuyPvfAAw/wiU98giVLlrBjxw527tzJN77xDV5++WX6+vpYtGgRN954I5/+9KcpKyvL2N+yLJ5++mmeeOIJdu3axenTp+nt7aW0tJSt7/8goQ98GDHB0tHVPp2PhgoXpOtsJokKwf6Ixa6IzR7TyjrhW25obPR75b01Wu47js4G1ohLx16bjt0Wnfsym+MrKpQ3xBa5m3QKKibW9zCXF45nE7PfKxmOi4JnEgTjoSIlS84sCEaHXJqfiHD8uUii76KiQv0lPlbfGKCwwpjzxWNPrKR+9zgl9et9BhvnQUn9Qh3jc8VciiN2RNB1wKJ9l03HHitrkm3Zci9EpHazQWFNblxPhCtojQuBKeeiQFlMCLxkfCEwn8a4EIKRTjchCPYedRhsGSdgxIDSJUlBcHTAiCsERyyH7eEob0Qshka5lgMKbPJ7QR7nzFCbglwTAMdjyHWTgmCKc7DbcTPO+9kIKkqaIBj/d5WmnpWWD78dDPPYcGTC218e9HF7STDr9/gnP/kJn/rUpwB48cUXqaur47HHHuPpp59m7969tLW1MTg4SCgUYsuWLbz//e+f1PrjbW9729R+SIlEIpHMKVIAzDEUReFjH/sYX/ziFzOeS70Af/7zn+fjH/84lmVRUlLC0NAQrutNZ8455xweffRRioqK0vZP7QUCUFxcjBCC4Jq1XPX9H6EZvkkd6ya/wYfLCnJiAZFPDLoue2L9/A5E7Ix+PLoCjT4vwGOD36AszxxHM0W4102UufUctjMWSJoPKtd6Lr/q9fqUSqfyaeF4NokMpIeKZCulBtD8yZLh8gad0qVJQdA2BUf/EOHoH8w0gXbRVoPGPwkkEkvnYvEohKDFdtkd8Zwxp8Ypqd8UK6mfLw5nOcZnl1wRR1xH0HfUoW2ndw7NlhxeUOWFiFRvNAitmPuAIOEKTu/whMDUc1CgTGHltWP3Cs33Me5EBf0nk4nDEwkY8S1T6VkMB2ocWmvBSZm++RTY6DfYEjBY5zdm/FyWK2N8OthC0BULHmkb1WvQnMCqSAUqUwTBVPfgVG8YPT8S4cGB8KT3u6kowI1FgYzH3/72t/Paa69xwQUX8Pvf/z6xhgBvrVFcXIxt24yMjCT2mcz6Ixodq+GlRCKRSHIZKQDmGD6fD8uy+MlPfsINN9yQ9lz8AlxQUIDjOPz5n/85//t//2/q6uoYGRnhgQce4O///u+xLItPf/rT/M3f/E3a/jt27OD+++/n5ptvZsuWLRQXFwPw/7X30iKmNkH8eKiQNX5jaj/sAqLTdhL9/I5kSRANKrDeb3Bu0M+ltdVEBvrzdmI9VYQQDLa6dOy2aNtpMXAy8+f3FSkxl59B5RodzTe9hU2+LxzPFnFBMC4KZgsdAE+ELVvhlaj1HrGxU9YuVet11twcoKQ+vefQbC0eHSFojtrsjiVmZyupr9ZUNs3zkno5xmeXXBRH4ufW+A2VrOfWYoXqDTN3bp0OwhWcfsOi6dF0IdBfqrDq2gBLLksXAufjGE8EjMR6CY4XMOIqMFQN2lKVRSt01q32Eao5e4JuLo7xmUIIwWA8hMRx6UhJKe5x3Iy5WzaKVCW9nDgWRFKhqWNeYyKu4POd/RMSH0ejAf9UVZLWn7upqSkRGPL1r3+dO+64g0cffZRXXnmFG2+8kY0bN1JQUABAW1sb9913H//+7/8+qfXHTybQg1AikUgkuYcUAHOML37xi/zjP/4jV155Jb/85S/Tnku9e3f77bdzzz33ZOz/hS98gXvvvZcVK1bw6quvnvH9jls2X+kemvLxnus3+FCocMr7z1eEEJywnURy72k7U3woUxU2xcIEVvt0dEWZ1xPrbKS6VDp2W4x0ZXepxPv5zbRLZT4uHM8GkcH0UJGxBEHwGtvXnuej/iIfZcsy+1edzTEecQUHolYsxMPO6IEFXkn9Zr9X3lurT6xUPJ+RY3x2yYdz+ETd1bWbDarW6/gK58aFLlxB25teWEjqOcdf4jkCl17mQ/Mp83qMn7YctptRto9EMU8LQi1QFvtT1D32fomAkRWx8uEZDBjJhzF+NogKQWeKINhmO55A6DhEJ7CS0oGqUcnEcYHwdTPKz6bg/otzc1GA61NcgF/60pf45je/SWFhIXv27MmoCMrGt771rUmtP2QPQIlEIslPZi4OSjIjXHvttfzjP/4jr7/+Oo7joGnZF6jxvh6jueGGG7j33ns5evQoIyMjiTt8Y/HCyPQs/LsiFv2OS+kCLVNNxRaCw1HPbbTbtOjLkiC6WFcTYQJL9LHDKeYzTlTQdSAW4jFGn6rSZVpC9CuqzY0+VQsZf7HKovN8LDrPhxCCUy9HOfRbk0h/5u/ODsOpF6OcejGKakBoZTJUpHSpxhintCkz6HilvbsiFgezldQDa/x6IjFbnqskC51gSGX5VX6WX+VP66/asdfCiYAThfadFu07rSn3V50JFFVh0RYftecatO20OPx7TwiMDAj2/zLMkSdNVl7rp/hPXLTg/BHzO2yHHabFdjOafvOwFoZqIXiJTn3AYJ2rY52IhYwc9cqH4wEjdhi6Dth0HbABr6dcasBIaIVGcd3UQ54WIj5Foc7QqDPSx5orBP1x16Dt0hELImm3nbR5oA2ctl3vdzqqzd90r0ovjES4rtCPoig4jsN///d/A/COd7xjQuIfTH/9IZFIJJL8QAqAOcZll10GwMjICH19fVRUVGRsEwqFWLlyZdb9a2trE//u7+/PEACHhob40Y9+xBNPPMHhw4fZ+p0fUrbmnCkfrwu02M6CXVSHXcG+mPiwN2JllG8owCpDS5QZVi4Ax1E24kmVHbstOvdnJlUqGlSuyc2kSomHEJ5we+gRk/4TSddHQaXKymv8GEXQ2+TQfdhmsNUFAa4F3Qdtug96aSCqAeUrdeo3CQqW2BQvUSaU8jmajpSS+qNjlNRviLn81vkMAnPc20wiyVWMApW6C3zUXeDLmrAuXOg+ZNN9yGb/LyeesD6TKKrCovN81G72hMCmx0wGW+JCoMnRp06x4ZYyVr11YkJHLtLjuOwwo2wPW5wc1aM0Po/YEvRxrt9IK/VknUbVOq8NS2rASG9MEEwNGBnpdBnpdGl9zbsApwWMxJyCgbLZT73Nd1RFIaQphDSVtf7050xX0O44yVJi26XNcei0XeyU7SYSSDIeva5gyBUUawpPP/007e3tANxxxx1p23V0dPDDH/6QZ555hubmZgYGBjJcnFNdf0gkEokkP5ACYI5RUVFBd7dX1xGJRNLuwKmxxsJFRUVj3pnz+5OzD9d107Zramri1ltvpbW1NfGYL9YHcDqMCMY8nvlIn+Oyy4yyMxzlYMRidAGMocA6v8HmgI+NAR9FkxBH45/jfPg8hzsd2nZGadsZpafZZrRKowcVatYb1J7ro2qdgRGcW9FvPnzmZ4veoxb7fz1C96HkksVfqtB4UwFLL/UnXCT1W73nosNeyXDXIYvuwxYDp5yEINh10KbrYA/gLUBDK3QqGw3KVxuEVuhZBUFXCE5YNjvDFjvNKKezhHiENJXNAR+bAz5W+2cm7XK+Icf42Sefz+GaBrUbdWo3BhCuoO+4HTuHWwy1ed+5wRaXwZYITY9GCJar1G7yUbvZR/lq/ey7yTSoP1+nbkuAtl1RDv0uzMApB7Pf4fWfdLPn4V5WXhtg2RUBdH/uf//7HJcd4Qjbw1GORO2M55cbOucX+Nga9FE2wfFUssj7s9Rr/4YdFfSfsOk7atN7zKb3qI3Z68lNrgW9Rxx6jyTPp4FShbIV3rk4tEKndKme8Vnm8xifbQo1WGnojJbMXCHojoWQnIjaPDI49fLfOFFVRdM0HnjgAQBWr16d6AMI8Oqrr3L77bfT39+feKyoqIhgMJhwDk5n/SGRSCSS/EAKgDnGM888w8aNGwEoKSkhFAolniss9Hrtqaqa9ngqqRf20tLStO0++clP0trayvLly/nKV77C1Vdfzb92D3EqMr0y4P/qG+apsMWygI/lAT/Lgn6WBXyU6vNjeAkhaIlYvDYwxOuDwzSHIxnbFGsqW4sLOb+kkI1FBfinmAIXp6SkZFr7zwVCCLqPRDj5+jAnXx+m72TmuCoo11hyfhFLzi+kZl0QTc+NRVq8p5Eknb6TEd747x5OvjaceMxXqLLhHSHOub4U3T/GOA9BTT3wFu+/kSGHjgMm7fvDtO0L03MsknQIxtxFEEY1FKoa/NSsC1K1NkjHYpft5gjbB4bpzSL6LQ34uCD2vVse8EvnyjjIMT675OM5fDTlFbByi/fvgdYoJ7YPc/K1YToPmyAg3ONy9BmTo8+Y+ApV6s8rZMkFhSzeXIAROLs3dMrfCmuvEpzcPszOX/bQeyyKOeCy75cjHHkywrqby1hzbelZP47JMmA7vDIwxIt9gxwYMTPcy8sDfi4pLeKS0iKqfTMTsFZVA1yQ/P9Ij01nk0nXYZPOwybdRyI4sSZ2Zr+g7c0obW96129FhbKlPqoaAlStDlDZEKB4kXdc82GMzyUVQCNgu4JH9jVP+/Wqy8qw+3p5/PHHAfjwhz+cOOfbts1HPvIR+vv7Offcc/nXf/1XLr/88kQYIEBzczMNDQ3A1NYfEolEIskP5odCM484ceJE4t/9/f1pDa2Hh71FuOu6Yza6ThUAU/c/deoUL774IgDf/e53ueACbzZYqcCpaR6zAE5FopyKRNnWnwwUKVUV6g2dekNniaFRZ+hU62OnoOUSrhAcidrsjDn9OrMkiFZqKpuDnuNolU/3fi7HYqS/n5Epvq+maZSUlGQty8hFXFvQfdjyFgy7rYSzIJXixRq1mz2XSOnSeMlYhIHBTCF1tikpKUk0jx8YGJjrw8kZRrodDj4S5tSrkYRzU/PByquDrLo2gFEAgyP9TGagF62ColUaje8oJaAVcuyNHjoOROg+bHklxQJcS9C+36R9vwn04mgwWAeVy0BdCn31sLJQT3zvEiX1Zpg+c/oOivmIHOOzS76dwydMEOouh7rLC4kMBGnb5bm7uw5YuLbn+j3ywiBHXhhE1aHyHIPazT5qNvoIlJ49Ea64AW7858W0vmmy8xdxIdBhx0+72fNwD6uuDbL8ygB6YO7mHcOuy85wlNdjVQOjr5KLdI3zgz62Bv3UxPvLDQ/RO5zxUjODAiWroWS1xkoKcZ0CBlsdeo/EXYIWw+3eUQoXeo9F6T0W5dBT3vnDKFCoWh2keInXrze0Yu6CYuYL5ZpKT5Z55kRRIhGcwQG+973vYVkWuq5zyy23JNYAL730EsePH0fTNO677z4WL16Mbdtpa4lDhw4l/j2R9YcUAiUSiSQ/kQJgjvHss88m/u04TtoCwnXdtOeykfp46v4nT55MPL5+/frE4xcHDN40p+4ArNVUtgZ9nLIcWmyHrpQJTL8r6I/1xovjU2CxrlGve42U63WNxbqGPwd6dEWF4GAkFuIRsRjKEuKxVE/281ukJ8MphOtmlAJPh9G/+1zCCgs693kJkp17LWxz1AYKhFYmQzwKq5LlIqljONfI1c97NokMuDQ9bnLihSgi9nEoGiy9zEfDDQH8JSogpv1Z+Uo0qtbrlJ+j0Ov42NUXpelQFPOIS+g4lJ4GRYDmQMUJ70/8WMqWCypWOzirLaIrBJpv7s8d+YIc47NHLp/Dp4teCPWXGNRfYmBHvOtBx26Ljj021ojAtfF6vu6xQBmmbHlKqFPNzJcPKorC0vOLWHxugIPPd3L49yYDJx2iQ4L9vxqh+ckwK97mZ9mV/lkrDTZdwe6IF+SxP2JnzA+qNJUtAYOtAR+LU0Il5mrMFC1WKFpssORyAwhijXi9BL0/6QEj1oigdecI7EzuX1ClElqR7CdYvFgGjEyGS4I+fjc0ejI1cU7+9mGcO/+C+++/H4DrrruOioqKjDVARUUFNTU1WcfZM888k/j3VNYfEolEIskPpACYY3z/+98/K6+bWqqxd+9etmzx6nrW+XUqNJXuKd55vKEowPlBX+L/YVfQajsJQfCU5dBqO4lmx1EBxyyHY5YDMcOOgjcZrjc06nQt8XepevabUQ+5LnsiNrtNi/1Ri+gozU8FGn06mwJegmhogYadmH0u7bs90a/7kJ0Qh+KoBlSt9UI8qjcY+IsX5ueUr1hhwZGnTI79MYITvx+gQN0FBqvfHqCgcuYW7UIITpoRnh8c4c2RKCfipb0rYn+AUgs2ndZZfEJBOeoyeNJrZC8c6G126G124LGIJwgu0yhfrVPeoBNamdmvSiKRnD10v5JICHcdQW+zTfsu71oR7hEgoO+oQ99Rh4MPmxTWJENEypZpKDN4809RFGo2GlRv0OnYY9P0qBdYFB0SHHzY5MhTEVZc7aUfnw1HYFQI9kQsdoS9G5+jE8lDqsKWgI+tQYMl+uwEqEwVo0Clap2aFjAy3OGJgv3HHQZPQu/xSEbASMurKQEjS2OCYCx5OBiS84KxuDTo49Ehc8phILt+9AO+OtzHvn37AHjPe96T9ny81Lezs5OOjg6qq6vTnm9tbT1r6w+JRCKR5BZSAMwxztaEsLGxkfr6ek6dOsXdd9/NPffcw+bNm1EVhbUdrbxQUXvmFxlFna5ybiC9R01QVVjl01nlSw4tRwg6bJdTdlIUPGU7CYedADoclw7HZUfKlLlIVahPEQTrdY1qXZ12c/8u22F3xGJXxKY5amdMuAKxEI9NfoN1fp2Cafbzy0eEEAy1uYmFXP/xzDu+RqFC9QaD2s0Glefo0omVhzhRwfHnIjQ/EUm4OwBqNuk0/kmQ4sUzI/y5QnDEcthleu7aTqcnY5tKTWWT32BzwGCFoaEuUeBC7znbFPQesek+bNNz2Kb/RIogGGti3/x4xOtXtVyjvEGnfLUUBCWS2UTVFCoaDSoaDdb+qWCwxaF9lycIDpzyriHD7S5Hnoxw5MkI/hLFS37fZFDRmD0AaCqkCoGd+2wO/96k/7iDNSw49IjJ0acjCUegEZzee1pCsD9is92MsjuSeROxRFXYEjDYEvCx3NDyogVKNhRFoahGo6hGY9mlXj/RzvYeeo9GEw7BvmM2Zp/3AbhWys2aGIEyhdJlesIpWLpUk/OGGKWaypUFPp4ZmXxFTt8LzzJ47Chf/epXAaipqeGaa65J2+biiy+moKCAkZERPvShD/G1r32NVatW4TgOzz77LJ/97GdzWpCWSCQSycwhBcAc4xvf+Abvfe97Z/x1VVXl3/7t3/jABz7AgQMHuOaaaygoKABgZGSELZ/+LKs/+KEJv15IVbgzVIQ+gQmDpigsMjQWGVqiD7UQggFXcCrFLdhiOXQ4bqIp9pArOBC1OZCSjqfj9cupj5UP1xteCXFwHBeBEN777DItdkUsWuzMe6wlqsImv8GmgMFqn46xACdCwhX0HnUSot9IZ+bnVFCZ4t5YIUt88hXXEZx6KcrhR00i/ckVa/lqnTW3BAitmP6lISoEB2Il9XtMiyGRWVK/zNC8753foDalpH40ekChap2RcKPYEU8Q7DnsiYL9x2OCoJsiCD7hCYKlSz2HYEVcEJzDXmASyUJBURRK6nVK6nVWvz3ASLdDx25PDOxpshEuRAYEJ7dFObktiuaHqnXetaV6vY5RMP0bb4qiUL3eoGqdJwQ2PWomSlkTQuDVfpZdNTkh0BGCg1Gb7abFLjNKeNSprUhR2Bww2BowaIj3B56H6D7Fu9nSkLxehHvdNEGw/4SDG7uva/YJzD6L9p3eA4rq9QguW6FRtswrHS6sUmfUFZpP3FYcpNNx2RvJTIQei1WGRuFAN4+TLNO9/fbbM5J6S0pK+OIXv8hnPvMZXnrpJS6++GIKCwtxHAfTNKmoqDhr6w+JRCKR5BZSAMwx1q5de9Ze+7rrruM3v/kNX/va13j11VcJh8NUV1fzjne8g4//2a2cKA7wy55BVGP85LllhsaHywopm0Y5rKIolGoKpZrKen/y/SKxEuJUp2Cr7STuqtvASdvh5KhE0EpNTSsfXqSrdNsuu6MWu0yL3iz9/Gp1NSE+LM3jO/PTwYkKug56i7KO3RbRoczPqWSJRu3mWP+mRWOLNJLcR7iC0zssDv3OTBN4S5ZorLklQOU5+rR+v0Ouyx7Tc9fuz1ICpwFr/AYXl5exWlgUZ3uRCaD7FarWGlStzRQEe5ps+o47CMcTBON9rI48mSIIpjgEp+sAkkgkZ6agQmP5WzSWv8VPdNilc6933encZ+FEwYlA2xsWbW9YKKp3MyJ+s2m6paOpQmDXfs8RmBACf2ty9A8Rlr/Vz/K3jC0EukLQFBP93jQthkfd0AgqsDngY0vAYI1Pn3alQr4SDKkEQz4Wnef933UEg62xXoJHPWFwuCMZMDJwymHglMOJ5z3nm1GgULpMo2y5Fy5SukxbMAEjmqLwl2WFPDgQ5sXwmZ2AWwIG7y0tYOSd7+Sf/uEfME2vh+Do8t84H/zgB6mrq+Nb3/oWb775Jo7jUFtbyzXXXMPdd99NNDr1fuASiUQiyR8UIbLYMiRzRldX15y+f7/j8mI4yraRCH0popkCbPQbXFngo3GW72i7QtDpuLTEBMG4ONifRdQ7EysMjc2xEI9qfeabkU8XTfNKa3p7e89ao+XokEtHbPHVtd9K9nyLoahQ0agnSrPmc9+eUCiUSEgdK1l7PiCEoHOfzaFHzEQpHkBhjUrjnwSoPdeYsvDXZTvsinhCe7PlMPpbGVBgvd/robneb1Bk6Gd9jNsRQd9RTwzsPuwtOkf3rQRvrJcs0aiI9xBcNf8EwYUyxnOF2TiHzyccS9AduwnVvtsiOpj9JlRcDCxenHkTarJjXAhB1wHPEdh7JPk70oMKK97qZ/lbfBgFKq4QHLUcdphR3jAtBkbNOfwKbPJ75b3n+BdO5cB0x3h02KX/uEPvUTv2t4M92kaZQmG16vURXOH1E1wIASNttsPzIxFeCUcxUz4av6KwNWBwRYGPJcbcejgqKyvn9P0lEolEMjWkAJhjzLUAGMcVgm7HRS8qJhAL5IgODMz1YaUx6LgcjHp3449OUBDU8Jx/qSnEdYZGYY70+Ttbi8eR7mQvpt5mO9G4O/G+fqheb3ghHjNUfpUPLARxpKfZ5uBvwhm9mFbfFKDuQt+kF1JCCE6mlNS3ZimpLx1VUp/aKmAuBBInKug9muIQPObgZquyUqB0STJUpLwh/wXBhTDGcwkpAE4d4Qr6jnltKNp2Zm9DEaxItqEIrfSEoKmOcSE88fHw79OFQDUA0Us1dpzv0OVL38cANvgNtgS9Gxq+BSL6pTLTY1y4guFON5k4fNRhsNXJmKfEGR0wElqhEyibn3MWKzYX9xUVU6jrlGkK4f7+uT4sQAqAEolEkq9IATDHyBUBME4uLh7bbIfdpsXOiMXxMRxHi3SNoKIQdl1OO27aHdRshFQlIQjG+wuWa+qslwXP1MRaCMHAqWQ/v8GWzJl0vAF77WaD8tUz14A9n8jF8T1TDJxyOPhImM69SaXLV6Sw6jo/S6/wT+r37QjB4aidcPr1ZRHbF8VL6gNewuVY351cEEicqKDvWDJUZDxBsKQ+5hBcrVO+Sss7cXw+j/FcJBfG93xACMFwezKIqu/YWEFUOqsuDVF/bhGKLqY0xl3X5dB+i+ZHTZRjyXOb5YdjF8CJi6CxTGdLwMdGv0FggfaoizMbY9yJCvpPeIJg71Hv79R+taMJlCnJxOEVOqVL5lfASC6ex6UAKJFIJPmJFABzDCkAZuIKwTErltxrWrQ7mWJWhaay0a+zyW+walT/HVcIehw3ra/gKcvJ2hcwlYACdaOcgot17ayW+UxnYu06gp4mO7FgMnszf76i2qR7onSptmCbbcfJhfE90wx3Ohz6rcnpHRZxdVzzw8q3BVj+1ok3uw+7gv0Rz+W3N2JlNLpXgJWGxqZYSX3VBEvqc1EgcSzPeRR3CPYesccWBOtSQkVW5X5/qvk4xnOZXBzf8wGzz6Vjj3dt6z6U+f3UDIVFG4OE1gqqNxj4i8/8vWyzHXaYFjvCUdocFwSUH4fVz0HFiZTXDsCKt/hZ/lZ/zn/fZ4O5GuPjBYyMRlGhuM7rJRgXBgur87eHcS6ex6UAKJFIJPmJFABzjLEEwLvuuosHH3yQ22+/nXvuuWfWjmeuJh2WEByK2uw0LfZEMnvvANTrXj+/jX6DunESRMdi2PX6CrYkkohdTtsO401nVaBGTw8cqdc1iqcRiJLKZCfWdkTQuc9bFHXssTP76CgQWuH1T6reaFBUk3t9D+eSXJxUTxWzz6XpMZOTL0YTpVOqDkuv8LPqOv+EFsT9jpsQ2g9FbUZrYAZwTkxo3+A3pjTu80EgcSxB/3En4RDsPWpnX2jGBcGGZNlwrgkE82mM5wP5ML7zHSss6Nofu+7ttbDDozZQILQy2TewsCp53euKiX7bzSgto9oXKMBqn86WgMGykwotj0boaUrpERiAZVf6WXG1H19Rbn3PZ5NcGeOuIxhscRKCYO9RJ2vZeByjQEkTBMuW54+jOxfP41IAlEgkkvxEpgBLcoYR12VvxGaXabEvahEZpWWpQINPT5QZlk9TdCtUVRr9Ko0pKcS2ELTZrhc2kiIOjsR0chc4bbuctl1eN5OKQImqpJUP1xkaVWephDgy4NK+O+aEOJjphFB1qDzHS1Cs3mDgL8mPCa5kakSHXY48GeHYs5GkSKVA/cU+Vr89MG6IixCCdsdN9PM7ZmUu5goVhQ1+nU0Bg3N8Bv4F4BrVDCXRA5AbY4LgCc8h2H045hC0AJFMsTz2jJemU1ynJkJFyhv0BS0USCRnAyOosGiLj0VbfLi2INoepGV7mJOvDzHS44CA3maH3maHA78yCdaqRNcpHGoQHKxyPaUvhZWGxpaAj/MCBqXxecUaWLLGR/dhLyyk+5CNbULzE965dvlVUgica1RNoXSpTulSnWVX+gEv5KzvuJPiFEwGjFgjXhhW577kpKmwRk0TBfMhYOTLX/4yX/nKV9IeUxSFwsJCiouLqa+vZ8OGDVx++eXccMMN+Hy+MV5JIpFIJAsRKQBKxkQIQcR1CZzFgIyemPiwO2JxOGoz+t6tT4H1PoONAYP1fv2sh3XoiuKJeIYGQe8xIQR9rkgrH26xHbpSSpEHXMG+qM2+aEq/NQUW61pa4MhiXZuSgDLU7qT3QholjhoFXi+kmk0GlWsNdH9uT2Al08eOCI49E+HIU2aaA6b2PIPGmwIU1WZ3e8ZL6uP9/DrGKKmPC+0rDS2tpH4hohkK5at0ylfpNNwAri3oO+7Q0xRzCB6xE2nagy0ugy3RpCC4WPXEwJgoOBEnpkQimRiqrrBoQ5D6zUVsfX+I47u6aN9l0brTYuS0d24Lt7nQBqv+AIuLoaMRxFqV1WsNthb5x72ZWLFap2J1ET1NXlhI9yEbJ5IUApdd6Wfl26QQmCv4ilSq16tUr/du7ApXMNyREjByLD1gZLjdZbjdpeUV7+6Z5vNSp0Mr9IQwONcBI0IIbNNFDWYeR1VVVeLfpmnS1tbG6dOnee211/jhD39IeXk5n/vc5/jgBz84i0cskUgkklxGCoCSNBwh2BWxeGEkSnPUxm730sbKdY3z/TqXF4w/WT4TQghabK/McKdpccrOdBwVqwob/QabAwaNPv2s9tybCIqiENIUQprKRpJuwbAraE0RBE9ZDq22kyibjAo4Zjmeqyom0ChAlaYmy4djf5eqSloJs3C91NK46DfcniUNsVxJpiGu0nP+rrVkZnBtwYltUZoeM4kOJpXgynN01twSoHRp5mndEoIDEZvdEU9sH8xSUr9ET/bzWzyFkvqFhKonBUGu934n/SdSSoZTBcFWl8HWKMef8x4oWqQmQ0WkICiRzBhDjsueSocdlzocOt8l0As1h6DmIJSfBEVAcBCWbQe2u4hAhOPrXcyNBlXrjXH7o5Y36Fz0iSJ6mmNC4EFPCDzyZITjMSFwxdsm1mpBMnsoqkJRrUZRrUb9xZ4Tzo4IBk469B6NuQSP2kQGvGuiE026R+MEyhTKVuiULZu9gBHbFLS8FuXktmhMsOxHUaBksUHF8AYKjBJGrAH27duXtp/jOBw8eJBnn32W//zP/+T48eN85jOf4eWXX+bee++V13WJRCKRyB6AucZc9gDcbVr8bGCE/nHCMRTggoDBu0sL8E1wIuEIQXMsQXR3xKY7i+OoWlMT4sNyY+wE0VzHEYKOeAlxSujI0BkCR4pUhSVCpf6kSnmzTniniT2QuU9JfbyvkU5xnSYnc9MkF/vqjIVwBa2vWxz6nUm4O/kdKluuseaWABWNRtr2w6NK6qNZSupXx0rqN85ASf1EyZX+UWcT10mWDPc02fQ0e2JBNopq1USoSHmDPuMl+/k0xucDC2F85xJhV9CsGbw8OMLuoZGMHr7VmsrWgMEmR0c54NK+y6Zzv5XR01PRPLdfzWaDmo3GGV1fPc1eaXDXgaTrX/OxIITA+TbGhRCYfV4yfF8scbj/5MQCRuJOwYKqmblpJoTn7D/8OxPbHHu7iB3m9we+z/f+8PdjhrmNjIzwyU9+kl/96lcAfP7zn+eTn/zktI8xjuwBKJFIJPmJFABzjAsvvJB9+/ahqiqrV6/mjjvu4H3vex8f//jHzygA/va3v+X+++/nzTffpK+vj7KyMs4991zuuOMObrrppqz7JITFf/n/odzyp6MrS8dkuaFxV6iIwBgTj4gr2B/1Sgz3ROxED73Rr7E5Jj7UTjBBNB8RQjDgirTy4RbLocNx0cJQ3eS5FKqaQY+O2lcBe4VC4Qad+k0Gy6oNggugB9tskQ/iiBCCjt02Bx8JM3Q6KfwVLVJZc3OQ6o16YuHRk9LPrylLSb1fgXV+T2hf79cpOMsl9dmYb4vHieA6nuMk1SE41uKusCbpEKxYPX1BMB/G+HxiIY7v2SbiCnZHLHaYFvsiVkZYUYWmsiVgsDVgUKdn3ihzooKuA3YsPMsiOpQ5PyldlgwRKaodW9zpPWJz+FGTrv3pQuDSy/2svMY/L3vwLoQxHg8Y6T2aLB2eUMBI3Ck4hYARIQT7HzI59scx7hZloe5Cg03vLRhTBIxGo9xwww3s3r2b4uJitm/fTigUytiuvb2de++9l6eeeoqTJ08CsGTJEq699lo++tGPUl1dnbGPFAAlEokkP5ECYI6hKF4paGlpKQMDA7iuy2233YbP5xtTAIxGo/zVX/0Vv/71rwFQVZWSkpLE/gDvfOc7ueeeezCMdJfQXXfdxTPHT3LVd/8fijo5EW6dT+fOUGHCrTcYTxCNWByM2Iy+eaoDa/w6G/1ecm/pLDmOco1wr0v7LovTO6P0NjmMVmlsAzpXQfsa6GwAK5j+fKU2KoXY0AiNKiGWTIxcF0e6D1kc/I3p9X2MEaxQabwpwOLzDVCgxXbYFXP6ZSupL4mV1G/KkZL6hbB4PBOuIxg4lRIq0jy+IFjekHQITrYfVa6P8fmGHN9nB0sI9kUstpsWeyKZjuZyXeOikkLW47LMmLg7XriC3iPJHrsjXZkiT0GVSs1Gg5rNBqEVWlaxpfeo5whMDZhQDVh2xfwTAhfqGE8LGDnq0HfczkygTiE1YCS0QqNo0fgBI0f/YLL/oXFsf2Ow6jo/a24Jjvn8b37zG/7iL/4CgK9//evccccdac9v27aND3zgA/T3ey1/CgoKAM9BCFBWVsZPfvITLr744rT9pAAokUgk+YkUAHOMD33oQ3zmM5+hoqKCgYEBvvvd7/KVr3yFkpIS+vv7swqA//AP/8C3v/1tFEXhU5/6FB/96EcpLS2lr6+Pb33rW3z9618H4OMf/zhf+MIX0va966676P3T9xBau25Kx/uekiAjQrDLtDhqORkOwqACG2Iuv3U+Y0zH4HxGCMFgq5tYYAyczJww+4qV2ALDR/GWEAcHejkRtRJlxOOVZQMUKEoiaCT+d62uoktRcFxyVRzpP2Fz8Dfp5WW+YoWGGwLUXWpw1E2GePRkGRs1KSX1y3KspH6hLh7HIyEIxkJFeprGFgQLqtIdgmcSBHN1jM9X5PieOexY79IdZpRdEQtz1KmuWFU4L2BwVVUFa4sKEK47rTEuhGDodPJa3X8iy7W6SKF6o+cMrFyjZ/SC6zvmOQI796YLgXFHYKA0/4VAOcY9kgEjNr1HHfqPOwy0ZIa0xdF8ULo0mTicGjBihQV/+Hx/onfsZFBUeOuXSsa8FgwNDdHQ0IDjOLzrXe/iW9/6VuK5lpYWrrrqKvr7+1mzZg1f/epXueiiiwB46aWX+NSnPkVTUxOhUIhnn32WRYsWJfaVAqBEIpHkJ1IAzDGy9QD8p3/6J77xjW8AZAiAp0+fZsuWLdi2zd13383f/d3fZez/hS98gXvvvRfDMNixYwe1tbWJ5+76//4N/udHZvRnCKkKGwMGm/0GDT59QSaIuk66qyC1Z1ucwmo1UWJUttxzFYw1sR50kn0FW2J9BdttN6PEMxUNqNXVNFGwztDOepJyPpFr4shQu8Oh35q0vZH0z+pBWPY2P0OXqOwVdtaSegWvpD6e3FuTwyX1cvF4ZoQrGGhx6D4U6yHY5GCHs1+qC6pSHIKrdYKh9O93ro3x+Y4c39PDEYLDUZvtphcUNvpcV6AonBsr743PL87WGA/3unTs9q7h3YfsRHJsHM0HlWu9noHVG/S0JOAxhcDLfKy8NpDXQqAc42NjR7z+r/Gy4dSAkWwEQgply3WEI2jfNbqYfeKsfnuA1W8PjPn8RRddxJEjR7jwwgv53e9+l3j8M5/5DD/60Y8oKyvjhRdeoKamJm2/1tZWLr/8cgYHB/lf/+t/8W//9m+J56QAKJFIJPmJTAHOA+6++26+973vYZqZlpBHHnkE27YJBALcfffdWff/1Kc+xf/7f/+PSCTCI488woc//OHkk1sumJFjrNPVhPhQn6XnzkLAjgi6DniLhY7dNtZI5qSvbHlqX6GJizTFmspaTWWtP1nCbQnB6ZSgkZZYf8G4S8IBWmyXFtsFMykohdSkW7A+9ne5puaUS2yhEe51Ofx7k5ZXoolFpmqAcZlO0yWC32uRjFKjeEn9plhJfckCLamfjyiqQukSndIlOivflhQEkw5BJ3F+Gel0GemMcuolzzpSUJkeKpKl3ZNEklO4QnDEcthuRnnTzEwpDyiwyW+wNehjjU+fNWd7MKSy7Eo/y670Y4UFnXu963vnPgvb9BJj23datO+0QIHyVVoiRKRsuc4FHy2i77hXGtyxx8a14NgzUU68EGXJZT5WXRuYdEm/JLfR/QoVsfMvpASMxBOHRwWMmL2Ctt4x0kYmwYltERpu8I/ZCzDe96+vry/xmBCChx9+GIAPfOADGeIfwOLFi/ngBz/IN7/5TX7961+nCYASiUQiyU+kAJgHlJSUsGnTJl599dWM53bu3AnAueeeS3Fxcdb9y8rK2Lx5M6+++ipvvvlm+pO1i7LuMxneWxLk4gL/tF8nH4kMunTs8RYAXQftjNQ4VYeKRp2aTQbVG40ZvetvKApLDZ2lRvJr7ApBT9wtGBMGT1kOvSkLql5X0BvxnGRxAgrUjXIKLta1Oe8XN9+JDLo0PxHhxPMR3PivQ4XeLQpvXCYwi9MdAQWKwnq/zqZYSb1/AZbUL0RSBcEVb/UEwcFWNxEq0tOUvOEw0uUy0pUUBIuqRqhZH6R6jZ9AnUuwXAoOkrlHCMFxy2G7afGGGaVvlOjni7UP2RowWOc35vxaZAQVFp/vY/H5PhxL0HPYCxFp320R6RcgoKfJoafJYf8vTYrrkn0Dt36kkIGTDocfNenYbePacPzZKCe3RVlyqY9V10khcL6iKArBkEIw5GPRFu8x1/Zu6MQFwb6jTtbek5Mh0i+IDgv8xRP/nhw/fjzhmL3qqqvG3O6qq67im9/8Jj09PRw/fpxly5ZN61glEolEMrdIATBPWLx4cdbHOzs7AdL6coy3f0aJsX/skoGJ4ltgItFwp+Pd9d9t0Xsks9+LHoTq9Z7Lr2qdgR6Yvc9HVRQqdY1KXePclF/tsOsmHIJxx2Cb7RIv3jEFNFsOzVaynEcFavRRgSO6RrF0mk0b2xQc/UOEI0+bOCmBf63r4dBVMFKeHFQhVWFzwHP5LdSSekk6iqpQUq9RUq+x4q1+TxA87SZCRXqabKxhbwwNddoMPTNI8zODgBciU96gJUqGCypyt1xcMr8QQnDKdthhegm+3U666KED6/0GWwIGG/y5e4NDMxSq1nnX9/Xv8ko+4+0+htq8n2mwxWWwJULTYxECIa/H7/K3+Fl1vZ8jT0Ro3xUTAp+LcvLFKPWXeELg6BJ+yfxD1RXKlumULdPhKj/WiMuT/2dg2q9rmwJ/dh9AQuhLTQBOXQ+Mt4ZIXX90dXVJAVAikUjyHCkALnSikTNvcwZydZI+UwhX0H8yJvqlTPBTCZQpidLe8tX6uElvc0GhqtLoV2lMKSG2haDNdtPKh09ZTqLnkguctl1O2y6vp5QQl6hKWvlwnaFRJUuIJ4RjCY4+F6HpCRN3OPl4RwMcfCsMxipwZEm9ZDIoqkJJnUZJncbyt3iC4FCb5xAcPKbQccAkMuidt8LdLi3dLi2veN/pQEhJCxUJVqhyvElmlNO2w/ZwlB2mRcco0U8F1vp1tgZ8bPQbBPNsPqGoSizUQWfNLUGGO5yEMzB+g9DsFRx/Lsrx56LoQYXqDTrn3Bqgu8mmc48nBJ543nPtSiFw4aH5Z2bM62O8ztDQEMePHwdg+fLlM/JeEolEIslfpACYJ5w+fTrr41VVVYDXqHc84s9nNO3t6oLq2ix7TJzqeegIc21B9yGb9lgD8Eh/Zj+/1BKfkvr8E2l0RfFEPEODoPeYEII+VyRcgqdiwmBXyqJtwBXsi9rsi6Yk1CqwWNcSbsF63Sshnu/i8EQZshx2vBih/4koWn/y8Z4lnvDXvxQafDrX+Q02+XUqcjjEQ5L7KKpC8WKN4sUaoVtDqKpKzwmTo6/3JPoIRoe8c5rZK2h51aLl1aQgmBoqUlApBUHJ5Om0vfLe7WaU03a66KcAjT6drQHvJkfRPAqmKqzWWHmNxsprAl6LkNgcIt4ixA4LWl+zaH3NQtUhtFLDjsLgKSchBJ58McqSuBAoS/bnPaqmUFCpTqsM2ChQMAqzn6f/8Ic/JMJaLrvsssTjqeuB1tZWGhoasu6fur6QwR8SiUSS/0gBMA8YHBxk165dWZ/bvHkz//3f/83OnTsZGBigpKQkY5v+/v5Er8Dzzjsv/ck3X4d1G6Z8bI0+nap5IlZka/KdRrzJd8zpV1A5P37uVBRFIaQphDSVjSTdgmFX0JoiCJ6yHFpth7gEGBVwzHI4ZjkQC6tQgCpNTZYPx/4uVZUFISj0Oi47w1GOvBGl6CmXom4vmRlgoAaa3wrV63RuDvpY79dlOrPkrKEoCmX1PpYX+ll+lR8hBMPtyR6C3YdtooNJQTAuUIDnbk4NFSmokoKgJDs9jssOM8r2sMVJOzMddpWhsSXg47zAwggt8herLLnUz5JL/cmQsJ0WHXu8np2ujecSjGEUKFgjAuHAiReinHwpSv3FPhqul0LgfKf+Eh+HHskM+pvw/hf7slaeRKNRvv71rwNeP/G3v/3tieeWLVuWSHN+7rnnuPLKK7O+9rPPPgtAeXm5LP+VSCSSeYAUAPOAb37zm4TD4azP3XzzzfzDP/wDpmnyjW98g7/7u7/L2ObrX/86kUgEwzD4kz/5k/QnjzQzePwYxcuWT+nYrijwTWm/XMHscz2X306L7sM2YtSaRTWgaq0n+FVv0PEVLcxJeFBVWOXTWeVLnjIcIeiIlxCn9BYcijVzF0CH49LhuOwgWUJcFCshTnULVutq3ve2E0LQarvsiljsCkcJH3JZ8wzUpph3wyFwrtNYt9XPO4PGguufKckNFEWhqFajqFZj2RWjBMGYQzAyEBME+9IFQX+pkhADy1frFFZLQXAh0++4vBFz+h21MkW/ZYbG1oDBeQEfoQUg+o2F7leo3eyjdrMP1xH0Ntu07/aCRMLdnvMrHuQTRzhwcpsnBC652Meq6/2yZ+c8ZcmlPpoeNZNhYJNk6RWZc/FwOMwnP/lJdu/eDcDdd99NaWlp4nlFUbj11lv54Q9/yI9//GM+/OEPZyQBt7W18eMf/xiA2267bWoHJ5FIJJKcQgqAOcbnP/95Pv3pT1NeXs7g4CDf+973+PrXv05paSn9/f0Z2y9atIi//Mu/5Nvf/jbf+MY3MAyDO++8M7H9t7/9be655x4A7rzzTmprR5f7CnZ/82tc+n//Y9LHulTX2JTSUy4fEMLrjRUP8eg/nrlg8RUpVG80qNloUHmOjuaTi9tsaIrCIkNjkaFxQewxIQQDrkgrH26xHDocN5GVMuQKDkRtDqSUEOvAohRBsD6WQpzr/aAcIThiOewyLXZFvKb2pS2w5g9QeTy5nSiB2uv8bL7cj64v3EWwJDfJKgh2pISKpAiCkX5B6+sWra/HBMGSdIdgYY0UBOc7g67Lm7Egj6aoPToHi3pdY0vAC/OonCcVAjOJqilUNBpUNBqsfWeAwVbX6xu402LgVOacBBdOvhhzBF5k0HBDYF5WICxk/MUqy9/i58hTk+/LXX+Jj8Iqbzy4rsvBgwd55pln+M///M9E7793vetdfPzjH8/Y95Of/CQPPfQQvb29/Nmf/Rlf/epXufDCCwF45ZVX+NSnPkV/fz+hUIi77757Gj+hRCKRSHIFRQiR2dxMMmcoioKqqpSUlDA4OIjjONx22234fD4efPBBbr/99oSgFycajfKxj32Mhx9+GCCx/8DAAK7r3Vl+5zvfyT333INhpAt2d911l/e63/g2vPXaCR9npabyqfKivCjjEa6g90gypS9bn5WCSjVR2htaqaHMkfCkaVqiJCPes2U+EImVEKc6BVtth+gZzj6V2qgUYkMjNIMlxKFQCE3TcBwnkZJ3JqJCsD9isStis8e0GI6dQos6ofGPUHsoua1WAA3XBlh+lV8KyTHm6xjPVaYyxkcjhGCkM90haPZl//L6itNDRRaaIDhfx/eI67LTtNhuWhyK2oy+itZqKluDPrYEDGpmWfSbiTGeK4R73ESISM9hGzFGW7hQg8a6Pw1SumT27+PP1zE+1whX8MYPR2h7wzrzxjEO9bzKf+78DI6wiEajDA4OJub9ABUVFXzuc5/jAx/4wJivsW3bNt7//vczMOAlERcUFAAwMjICQGlpKT/5yU+45JJL0vaT/QAlEokkP5EOwBzj/PPPZ9++fdi2zaZNm7jjjjt4//vfn/XOXRyfz8cPfvAD3vGOd/DTn/6UnTt30tfXR3l5OZs3b+Z973sfN9100/hvvO1Zbn/HLTw0EOZMU48GQ+MvygopzmHxz4kKug54IR4du61Ew/tUSpdpiRCPotqFtUidbfyqwgqfzoqUEmJXCDodl5aYIBgXB/vd5O+qy3Hpclx2RpKjskBRqEtJIK7XNWp1Ff0s/v4GXZc9MZffgYid9h0J9kHjs7B4DyixQ9d8sPytfla+zY9RkLvfE4lkIiiKQmG1RmG1xtLLPIfgSFe6QzAuCEYHBad3WJze4X1LfMXpoSLyXJs/mK5gd8Qr790fsRkt9VRqKlsCBlsDPhbr8vc6EwTLPSfY8rf4sUZcOvZ6ZcKdey2caHK73iaHbf82hL9EYcmlPpZc6pd9AvMcRVU4738WsL/M5NgzETKstaN4/ugv+dHrX8B2oyiKQkFBAdXV1dTX17Nx40auuOIKrr/+eny+8Vv1XHbZZWzbto17772Xp556ipMnT6IoCo2NjVx77bV89KMfzSgNlkgkEkn+Ih2AOUZXV9ecvv+w6/JyOMoLI1E6U5JfdQXO8xtcUeBnhZGbibfRIZeOPd5kuetA+mQZQNGgYrVOzWavvDdQlnuTZXlnHQadZF/BuDjYbrsZjpNUNKBWV9NEwTpDO2OwxnjOkU7b8fr5mRZHLCdjLl4yDFteUil4zSW+MlY0WHq517TdX5J74ysXkGN8dpkNd5QQgnB3eqiI2TuGQ7DIKxmOi4JFteqcOa7PBvk+vqNCsDdisT1ssTdiZdwQDKkKWwI+tgQNluq5MReYTw7AsXAsQfchm1MvR+nYbWXtFVdUq7Joi4+aTQbFdWdPkM33MZ4PjHQ7nHghyqmXomk3sI0ClbqLDJZe7qOoZm7LwKUDUCKRSPITKQDmGHMtAMaJ93IziosJ6DpFCoxk6UE414x0JUt7e5qdjDumegCq1nmlvVXrDYzg3C9WxkNOrLNjCcHplPLhllh/QfMMZ6+QmnQLxvsLlmsqamxhlLpw7Onp4YSd7Od32s6UHMtUhU1Cp+4lGHouRWRWoO4Cg9U3BWST9jMgx/jsMhfiSFwQ7GlKOgTDPdm/rEZhukOweFF+C4L5OL4tIdgfsdlhRtkVsTJaM5SoCufFnH7LDS1x/swVFoIAmIpwBaffsGh61GSoLfutsWCFSs1G3WtrskrPmhA7VfJxjOcrriOIDAgKfcX4CnV8xQoDg31zfViAFAAlEokkX5ElwJKsKIpCqaYQ8vsSE+uRuT4oYsLkKccL8dhlMdiaOfn1lypeP7+NBuWrdTQjtxYrksljKApLDZ2lRnoJcU/cLRgTBk9ZDr0pJcS9rqA3YrMnkrRLBBSoizkEG9BwFYUTYZMdA8P0uZkixWJdZZPfYIOq47zocOTJCP0paY01mwwabw5QvEgKfxIJeNePgkqNgkqN+ov9gOdo6TnsJPoIJpJPh4V3Pt/pec2MgnSHYPHi/BYEcxVHCA5GbbabFrvMKOFRp75CReHcgMHWgEGDT8850W8ho6gKi7f6WLzVx1C7w4Ffh+nYnW4JDHe7HHsmyrFnohgFCtUbPDGwcq2B7pe/y3xB1RSCIYXSUHIuLpFIJBLJdJACoCTncR1Bz2E70Rg7W2lZ0SI10c+vdMnchXhIZg9VUajUNSp1jXMDyceHXTfhEIw7BttsN9G/yhTQbDk0Ww7PjXRnfe3Fusq5foMLgj4qFJVTL0U5/OgIkf7k2Kto1FlzS4Cy5fI0KpGciYIKjYIKjfqLvX5U4Z70UJF4OJM1kkUQbNASoSLFi+X5faq4QtAUE/3eTAkwihNUYFPAx9aAwRqfjiZFv5ynqEbj/I8UMdzh0PS4ScurVkYlhDUiaHnVouVVC9WAyjWeGFi90cBfLFtVSCQSiUSykJAr1wXGl7/8Zb7yla9w6aWXJlKDJ/LcbGObgs59nsuvY6+NPdqeoEBopZZI7i2sku4riUehqtLoV2n0JxOvu22HF8NeeVub7Z6ptzattkurFeHAaxFWPQNGT/K5kiUaa24JUHmOnhP9rySSfCRYrlJ/kY/6i2KCYG9KqEiTzUhniiC4y6Z9l+dw0oMxQbBBp6JRp6ROCoLj4QrBMcthuxnlDdNiYJTL2afAJr/BloCPtX4dQ57T8pLCao3N7yuk4QaH5scjtLwaTUsQVjQQDrgWdOyx6dhjgxImtCJlHlUt51ESiUQikcx3pAAoyRnMfpeO3Z7o133IzmhynbhzvdmgeoO8cy0ZGyEEbY6b6Od33MosmylUFDYUFbDI7wPhcnRohBbboct2qWqGNX+Ekvbk9kMVcOgt0LPWYbFhUjeQ7Cu4WNfwSxFCIpkywZBK3YU+6i5MEQSbkqEicUHQDgs6dtuJkkc9COWr9IRDsKReCoJCCE7YDjvCFjvMaFpbBAADWO832Bo0WO838EnRb95QWKWx6b0FrLreT/MTEVpe8YRAEbsEFlSpOBGvrxwCeo849B5xOPBrk6JaNSEGli6V36NcJX6zHqCzs3OOj0YikUgk+YYUABcY5eXlNDQ0UF9ff8ZtXUdgDjj4AgqKcXayYobakiEefccyRRqjQKE61si68hzZu0YyNq4QHLWSIR6pKdZxKjWvn9+mgMEKQ6OyvDzZPN5Q6Gm22f9wmP4jybEYLYFDV8LJTSBimvMxy+GY5UDY+78CVGkq9YZGXSxwpE7XKFUV6RKUSKZAMKRSd4GPugs8QdDsSw8VGe6IC4Ipjia84KfQqmSoSEm9NqMBCLmKEIJW22WHGWW7adE16vynAWv9OlsDPjb6DQJS3JnXFFZpbLqjgIaYEHjqZU8IjAvplefoFFSq9B61GWzxHhtqcxlqi9D8RAR/iZIQA2Uv5bnFiQrMfgd/oQKazG2USCQSyfSQAuAC40Mf+hAf+tCHxnze0Pw0FlzGi/93MCbIecm/vkKVxRfoLL3CT1HN1MtEhCvoO5YU/eKLuFSCFcm70KGVC2PxJpkaUSE4GLHZFbHYHbEYyhLisVTX2BQw2OQ3WKSrWQW53uMRXvvpEJ17k7ZTX5HCquv9LL3cDzp02LHAkZTegvH3E0CH49LhuOzASrxGkapQrydFwXpdo1pXZW8tiWSSBMpUFp/vY/H5MUGwP71keLg9Jgia0LnXTnyX9QCEVqY4BJfMr2tKu+2ww7TYbkZpG5VcrgKNPp2tAYPNAYMCVbrmFxoFlRob3xNzBD6eFAK7DtigQO25Bue8I8hQu0P7Lu+7hIDIgODEC1FOvBBFD0DVOm9OVrXeQCua659q/hMdcjn1SpST26KxebI3Fy+s1KmyzqM0UEm/2TW3BymRSCSSvEQRQsjbSTlEV9fcXdC/848/J9SylWJ/+bjb1Ww22PTeAozgxBZRjiXoPpgM8YgOZg65kiXJPjTFi7OLNAsBTdMIhUL09vbKtLcxGHJd9kZsdpkW+6MW0VHDKb7o3RQw2Og3CGljL3r1SBG7ftnHsReHko8FYMXVAVZc7UcPjD0OhRAMuCKRPtwSSyPucMbvMagDi1IEwXrDKyEOLhBHjhzjs0soFEq6XHt75/pwzhqRgXSH4FBb5s0lAM2fLBkub9ApXTqzguBsjO8u2+EN02K7aXHKTn8PBWjw6WwJGJwbMCheAKLfQhnjM0G4x6XpcdMTAlOGTu15Bg03BAiUKnTs9eZrXfstnGj6/ooGFY0GKy8po6TBwlcyu8c/3xFC0Px4hKbHTVxr7O1s1+KJQ//FN5/49JyValdWVs7J+0okEolkekgBMMcIBoPous7y5cu59tpr+chHPkJFRUXGdnfddRcPPvjghF4ztUfIWEEfx5+PsPfB8ISPs6Re46JPFGIUZF9cWCMuHXu8SWTnviyTSBXKV3ulvTUbDYLl83+RMhGkOJKdLtthd8RiV8SmOWozemkfUGCd33P5rfPrZ3S6mH0uhx9NXwSpOiy70s+q6/z4iqY+HiOuoHWUU7DVdjKEytFUampa+XC9oRGahyXEcozPLgtVHEkTBJtshk6PIQj6vJLh8gbPIVi6bHqC4Nka332OV967w7S89gOjWGFobA34ODdgUDbOTY/5yEId49Mh3OPS/ITJyZfShcCazQarbwxQUq/hRAVdsZu3HbstokOZF7HSpcmbt0WLFu7N25lACMGen4U5uS165o1j1J5ncN7/LEBRFbZt28att94KePP+Xbt28e1vf5sXX3yRzs5OLrzwwsS8v729nd/85jc899xzNDc309bWhmVZ1NbWctlll3HnnXdyzjnnjPveUgCUSCSS/ESWAOcYwWCQvr4+9uzZw549e/jZz37GQw89RENDQ9p2JSUlVFVVjfk6w8PDjIyMTOg9O/Za7P3viYt/AAOnHHb8YIQL7ypM3H0M97iJ0t6eJjstgQ4850W8jKR6vT6meCiRCOE56+L9/FrszMV7iaok+vmt9k0svTI67HLkyQjHno0k7q4rCqy8qoilb1MJhqY/Jv2qwgqfzgpf8vTqCkGn49ISEwTj4mB/Sslyl+PS5bjsjCRv+xcoCnUxp2D871pdRZeLLIlkXPwlKou2+Fi0xSsZjgymh4rEBUEnCl37bbr2eyXDmi9ZMlzeoFO2TEPV5+b7Nui4vBGx2B6OcsRyMpzFS3SNrUEvwbd8gYl+kukRLFfZ8O4CVl0foPkJk1MvRXFtaN9p0b7TigmBfmo2ejdphSvoPeq1b+nYZTEc6yXYf8Kh/4TDod+aFFSmt2+RISKTo/mJyKTEP4C2Nyz2l5ms+9Ng2uOPPPIIH/nIR7Asi+LiYnQ9fbn3T//0TwkTga7rFBcXEw6HOXbsGMeOHeMXv/gF9957LzfffHPW9/3yl7/Ml7/85Ukdq0QikUhyA+kAzDG6urqIRqO8/PLL/Mu//As7duxg06ZNPP300xN+jVOnTnH99dfT0dHBNddcwwMPPJB4brQDUAjB8/86OKY74kys+7MA1gi077IYOJXpSvAVJxtJVzTKRtJnYiG7oxwhaIp6/fx2mVZGciVArR4L8fAbLDU01AkKYXZEcOyPEY48bWKnaN1LLyrkvNsrKKrR5sQ5Mugk+wrGxcF2281wOKai4X0OqaJgnaFRmCelfgt5jM8F0h2VnehQukMwHoQwGtXwBMF4qEjpUm3c69h0x/ew67IzVt57KGpniH6LdJWtAR9bAwZV+tT78c4n5BifPuFelyNPmpx80RMC49Rs0mm4MUDpkqSApKoq6kgRh57r5PTOKP3Hs8z9ihSq1hvUbjaoPEdH88m533hYIy5Pf35g3LLfMVHgrV8qYce+lxIOwMLCQi655BK+9KUvsXr1agCam5tZtWoVAF/96lcJBAJcffXVrF69Gl3XcV2XQ4cO8R//8R/84he/oKCggFdeeYXa2tq0t3vsscd43/veh1w+SiQSSX4iHYA5iM/n48orr2TLli1ceOGF7Nq1i5dffpmLL774jPsODg7ynve8h46ODtatW8f3v//9cbfvbXamLP4B7PuFmfFYYU3yLnDZMnkXWDI2pivYH/UEvz0Rm/CoCaWCV9oW7+dXM8kFr2MJTm6L0vS4mdZ7snKtzpqbAyzfXJVYOM4FxZrKWk1lrd9IPGYJwemU8uGWWH9BM3b4DtBiu54r0kyuFkJq0i0Y7y9YrqkTFkklkoWEr0il9lwfted6DsHokEtPc9IhONjqggDXgu6DNt0HPVVENSC0IhkqUrpsfEFwIoRdwe6IF+SxP5LZ4qBaU9kSMNga8LHIkKKfZOYJhlTWv6uAldcG0oTA9l027buGqN6os/rGAKVLdRRFoazex+obC1h5nR+zz6V9t1f90X3IRjgQHRK0vBKl5ZUoqgFVa72WL9UbjGm12JivnHolOjXxD0DAyW0RCCUfWrNmDffddx+aljxfxMU/gE9/+tMZL6OqKueccw733nsv/f39PPnkk/z0pz/N2Paf//mfp3igEolEIskFpACYwxQVFSWceq+88soZBUDbtvmLv/gL9u/fT1VVFT/96U8pKho/ru3Etsj0D1SBsuUpfWCmkRIsmf8MOG6sn5/FwYiNPep5HTjHr7PJb7DBb1AyhdI24QpaXrM4/HuTcHdyOV22XGPNLQEqGo1x9p5bDEVhqaGz1EgvIe6JuwVjwuApy0lzSfa6gt6IzZ5I8hMNKFA3yim4WNcmVC4tkSwkfEUqtZt91G6OCYLDLr3NTiJUZKDFSQqCh2y6D9kcJkUQbIiJgqsmdr6KuII9EYsdpsXeiJVxHixXFbYGfWwJGNTrmuytJpkV4kLgqusCND9pcnKbJwR27Lbp2D1E9QadNX9SSChFbAqUqSy7ws+yK/xYYUHnPk8M7NxrYZved8YTEm1QwpSv0qje6LkDCyrlfBGYdOnvaE5sixK4Kfn/v/qrv0oT/ybLtddey5NPPskrr7yS9vjevXs5ePDglF9XIpFIJHOPFABzjGXLlmXt3dfa2nrGfT/3uc/xxz/+kWAwyH333Ud9ff0Z9xlsmb7zafP7g9Rd4J/260jmL+0p/fyOZellVaAobPB7yb1rfQb+KbpGhRC077I49FszzdlatEhlzc1BqjfqebmQVhWFSl2jUtc4N5B8fNh1Ew7BuGOwzXaJf6tNAc2WQ3NKaIAK1OijAkd0jWLZQ0wiSeArVKnZ5LnZwSvR62lyEmXDA6cyBUHwwoSqVo9QulIhtEqlbEWy9YUlBPsiXnnvnkhmgnmpqrAlVt67zJCin2TuCJSprP/zAlZdG+DIUyYntnkOtY49Nh17+jlynsXK6wyKl6SPUSOosHirj8Vbfbi2oPtwMkTE7BMgiH2PHA78yqR4cbJipGRJfo95IQSujffH8v7tWALXAtcWOFb2x+2IGDO1fKJEBwV+Myn4XXjhhWfcZ8+ePfz4xz/mlVde4cSJEwwPD2eU9Z4+fTrt/2+++SZARk9BiUQikeQP8gyeY0SjUcrKyjAMb9ExODiIaZpnDPS49957+dGPfoSiKHzzm99ky5YtE3o/ewYMgNNJTJTMT1whOGbFkntNi3Ync3JboalsjDn9Vvl0tGlO/LsPWRz8jUnfsaTYFaxQabwpwOLzjXlZil6oqjT6VRpTSohtIWiz3bTy4VOWw0hsYu8Cp22X07bL6yklxCWqkigfjouDVbKEWCIBwCjIIgg2O/TEegj2n4wJgja07zdp3+/tp+jgW6rSuwwO1rm014GbYkAuUhXOi5X3rpxEX1OJZDYIlKms+7NYafBTEU684AVotbwxQssbULVOZ/XbA5Qtz1xOqLpC1VqDqrUG4l2C/hNOIigufoNusNVlsDVC02MRAmVez+jqjQYVq/VJh+8INy7AjS22ObG/s/3fiW3vWmNsl/p6WbebkY98ygg7KQCOFxII8IMf/IDPf/7zuK73e1AUhZKSEnw+zwFtmiaDg4MZa4+uri4AysvLZ/LQJRKJRDKLSAEwx2hpaUFNaeb/sY99jJ///OfjNtt99NFH+cd//EcA/uZv/oZ3vOMdE34/zTflQ02+hl8uWCSeu+VQ1GZnzN0ykCXEo173+vlt8hvU6eqM3O3vO25z6BGTrgPJ2bevWKHhhgBLL/PNWYLnXKEritcD0NAgFgwohKDXFWnlwy22Q1eKMDvgCvZFbfZFUz5HBRbrSUGwXvdKiKfq0JRI5gtGgUrNRpWajTFBMCzobbbpbXboOyLoPhIBAcKGyBGXgiNwHuBoMLgY/KtUVq7xsb7Rh88v3beS3CZQqrLuT4OsutbP0aejHH8+ghMVdO6z6dw3RNU6nVXX+yldoo8puDmWILRSp3SJxkiPS99RTzgPd3lzBbNPcPy5KMefi6JoEChV8JeqGEEF4Y4v2MWddwsZRU9ez8cr/z106BB/93d/h+u63HLLLdx1112sX78+If4B3Hffffz1X/+1DPqQSCSSeYgUAHMMdVSSZ0dHx7jb79y5kzvvvBPXdXnXu97Fpz71qUm9X/FibVohIABFNXLxslAZcV32Rmx2mRb7ohaRUXNFFWjweS6/TQGD8hksMx1qczj0O5O2N5IuNj0IK68JsPwtfnQpTCdQFIVyTaFcU9lI0n4UdgWtowJHWm0n0Y8sKuCY5XDMciCWnqwAVZqa5hSs0zVKVSWvy7ckkumgBWCgUWHXMsGbl9oMj0DoJJQfh4rjUHIaVAGaA2UngZMup58xadNMypZplK/2+giGVury3CWZEq6T3Zk2WiibCadbsFQjPGDjxKpIPCFw5hQ44UC4RxDumb2ALtUAzVBQdVBjf6f+XzM8V6Ma+1szRm2X+nhsu6z765nv9fy/DjDSOXWxzVekoPgn9vk/8sgjOI5DY2Mj3//+9zPWHTD22qOyshKAnp6eKR+rRCKRSOYWKQDmMENDQ2zfvn3M51tbW3nve9/LyMgIF110EV/72tcm/R5LLvVxevtUo8eg8hxdNnFeYPQ4LrtMi90Ri8PRzMRKnwLrfJ7gt96vU5hlcjkdwj0uhx81OfVylHgzQdWA5W/xs/IaP75CKUhPlKCqsMqns8qXvBQ4QtARLyFOEQeHYo5OAXQ4Lh2Oyw6S546iWAlxqluwWlenXdotkeQqQgiOWw7bTYs3zCh9qa5nP/Q1wJINBusDBquFzvDRZKhI/wkH4XpCR+8Rh94jDs2PR1BUL6woHioiBcH8QAjhudTGKSXNKsSNJ7xNsjRVTO9e7tyikBDIwBMznShkNAwGjEKFYLlKYbWKv0SJiW/jC3ZZhb0UwU7RmNMbWEsv83Pg1+aU96+/xEf3BKc+LS0tAKxfvz6r+Afw3HPPZX383HPPBbzQQYlEIpHkJ1IAzGH+/d//naGhoazPDQ0N8Z73vIe2tjaWL1/Of/3Xf6XZ9ydKRaNOYY3KcPvUZo7LrpThH/MdIQSttsuuWD+/k3bmHfliVWGj3yvtXePXz0rKbGTQpfmJCCeejyRKfRTVE7EbbggQKJPC30ygKQqLDI1FhsYFsceEEAy4Iq18uMVy6HDcxPpsyBUciNocSCkh1oFFKYJgvaGxxK8QGv2mEkmeIISgxfZEvx2mRfeo/qY6cF5xIRt1hfVGerl8wTqVqnWeA9eOeCXD8VCR/uMxQdBNEQSf8ATB0qWeQ7AiLggGpCA4GiEEjiWwwiKrwDYhwW2Kgl38/9nEqnxBUcnqYMvmdNN8CsHCALYbQdG8/YQLfcdseo84iJQpQnGdSv1FPkqX6uM65xQ1U4BzHUHfUYe2nV7fwHC3912zhgXWsMPASYeCKpXazQYVjTqhFVre9vqtv9jHod+aUytjVmDp5T66D0xs85KSEgD279+PECLjc3/qqafYtm1b1n3Xr19PY2Mjhw4dmsKBSiQSiSQXkAJgDtLe3s43v/lNvvvd71JeXp7Vav/hD3+YvXv3Ulpayv33309FRcWU3ktRFNbcEmDH98cPGclGaKVG1Xo5hOYjjhA0R212R2x2RTIXuQDVmpro57f8LDavt8KCo38wOfqHSKLcCAUWbzVYfVOAwirpQD3bKIpCqaZQqqmsTwkcicRKiFOdgq22k0g3tYGTtpMhGld3DbJYU6lLSSMOyRJiSQ5z2nbYEY6yI0uokQqc49PZGvRxXoGfxRUV9Pb24jhjly/qfoWqdUa6IHjEToSK9B33hBRPWHHoO+Zw5MkUQTDFIWgE5/57k0hAnUT6aVaxbQqlqcLux7HyWH3Dc6CdscQ0aynpJEtTs7yeqk8uzE3TNEKhUNYxHh1yOfJ0hOPPedfrwRaX/Q+ZVDTGwkKWTfx6rWqKN84bdNa+M8Bgq5sIERk46b3vSKfLkaciHHkqgq9YoWajFyJSuUZH883992Ki+IpUVl7rp+nRySfzLb3cR0HFxD/Xq6++mm9961scOHCAz372s3zuc58jFAoxPDzML37xC77whS+MufYA+Nu//Vs++MEPTvo4JRKJRJIbSPUmx2hoaGBgYAAhBB/4wAcwTZMHH3wwY7unnnoKgEgkcsbQj3379o37fO1mH2vf6U3SJkpRrcrWvyyUCcDziIgrOBC1YiEediI1NpXlhsZmv8HGgEGtfnaFN8cSnHg+QvMTEaJDyWOp3qDTeHOQkjop/M01flVhhU9nRUoJsSsEnY6bCByJi4P9KeWRHZZNhwVvprxWgaJQF3MKxv+u1VV0KQpK5ohO22GHabHdjNJqp4t+CtDo09kSMNgcMCiKldJpU2x5oPuTiangCYJ9R5MOwb5jWQTBpzxBsGSJRnmDRtlyndKlGqqmzGzi6QQSVPM9gEHVGbdEdNyebmcQ3ibyevnqXBuNr0jlnHcEWfk2P0f/EOHYs54Q2H3IpvvQEBWNOg03BqhYPbnlh6IolNRplNRprL4xQLg3KQb2HLYRLkQHBSdfjHLyxSiaDyrXGtRuNqhar+dFa5DVNwYId7u0vDrxtjzVG3TW/VlwUu9z5ZVXctttt/GrX/2KH/7wh/zwhz+ktLSUoaEhHMdh8+bNvPvd7+Zzn/tc1v1vuukm/vqv/3pS7ymRSCSS3EEKgDmGrutcdtllvP/97+e2227jrrvuGnd70zQxzan3DYmz4uoATz7zKOVt51PgKx5326p1Oud+sACjIPcnVJLxGXRcdkcsdkUsDkZsRk87dbxF7qaAwUa/QekMhniMhesIWl6JcvhRE7M3KRqFVmmsuSVI+Sp52splVEWhRteo0TW2pDw+6Hh9BU87gg5FpXk4TLvtJHpIjgjB4ajN4ZQSYg2o1dU0UbDO0Ga8r6REEqfHcdlhRtkRtjiRpd3BKkNjS8DHeQGDkpTzoXA9QcxxXUaEzXCXgxVxxi0rHS2ojeWc0wyFsmUa0SGBNSKwI9423vtC/3GH/uMOEJ2lT2nmmZzrLX3bwuIgul9D1QSmFZ6QYJfmgNPmjwCXK/iKVNbcEmTF1X6O/jHC8Wcj2GZSCCxv0Fj99gAVjcaZXywLwZDK8qv8LL/KjzXi0rHXpmO3RcdeCycCThTad1q077RQVChv0KneaFCzSZ+UW242UVSFTe8tIBAyOfJkZNyejq7r8HTzT/nqf3x8Sjfiv/Od77B161YeeOABmpqacByHtWvXcuutt3LnnXfy0EMPjbv/3/7t3076PSUSiUSSGyhCZrznFF1dXXP6/nZE0PpalOPPRxhsSc4+dL/CovMNll3ho6ReCjBni/FKa2aKDttJ9PM7ajkZbYuCCmyIufzW+QwCs7QwEkLQ9qbFod+aaT0pS+o1Gm8OULVOn/ES0VAohKZpOI5Db2/vjL62JDupY9y0bU6PSiFusR3MM1yVQmrSLRjvL1iuqWetDD2fWQhjPGsAwyScbiNRQavp0G46DEYFmg1q7I9mQ4ELxa5CgaOgpJSppgp2+R7AMJ0AhbHKSif6eqo+vQCGhTDGc4mpzFOiwy7H/hjh2DOeEBinvEHzHIGNM3N9dyxBz2Gbtp0WHbstIgOZF5PiOpWaTQY1mwxK6rWcbD0RGXA5+WKUEy9EMPuSP0OgVKPuYp2ll/kJls/tjbB4IrBEIpFI8gspAOYYcy0ApmKFBYW+EoyAhh6E/oG+uT6kec/ZEABdIThhxUS/iEWbnblSLVMVNgUMNvsNGnz6rCa3CiHoOmBz8Ddmoq8PQEGVSuNNARZtMc6aO0MuHGefM41xVwh6Ym7BeBnxKcuh1x3/UhVQoG6UU3CRruHLwcXdbDIbY1wIgXCYVoDCmQIZzlSams8BDIkE1LHKSifQF05RPdEg3O0y3Oky0umOKUoW1aqEVnmhIuWrNfwlak6KIBNFnsdnl+nMU8YSAkOr4o7AmbvRJ1xB/wknIQYOtWV+IQIhJSEGljfoOdfWRgjP9VvoL8FfaKAHBH39fXN9WIAUACUSiSRfkQJgjpFLAiDIifVsM1MCoC0Eh6I2u01P9OvPIp7U6Sob/V7/qnp9bu6C9x71hL+ew8myT3+pwuobA9Rf4jvrk3E5vmefqY7xYddNOATjjsE222W8V1CBmpSgkTrdEweLZ6GUfTZJBDBkEdwKg0UIR8WK2Az0Dp05hGESpampgl0+C3CuCq4OQgfDAL+hYBjKhJxuowU63adSUlZEODoMqphQIMPZOM85lqD/uEP3YS9YpPeonSgbTkOBkjqvh2D5ai9wIR/6paUiz+Ozy0zMU6wRl6NxITCcfDy00nMEVp4z847/oXaHjt1e38Deo07GOcsoUKhar1OzyQvn0f25Iwbm4hiXAqBEIpHkJ1IAzDGkALiwmc7EOuwK9sZcfvsiVkYZpYLXv2pzrJ9f5VkO8RiPwVaHQ78N074rKfwZBQqrrvOz7Er/rKX3yfE9+8yky9UWgjbbTSsfPmU5WQNsUilRlUT5cFwcrJpGCbFwx3GzTSBAYVKut6zbTemwc4bxAhimW5rqaHBU2BxwbZpdh6juiX2u5v0d8itsKfCxNeBjsT59J9xstHGYCo7luaF6DnuhIr1HxhAE8UokK2JiYHmDjq8otwVBeR6fXWZyjFsjLseeiXL0jxHscErP37MoBILnlu3YY9G206L7oJ1xDlV1qFijU7vZoHqDgb9kbr8DuTjGpQAokUgk+YkUAHMMKQAubCY7se6Nh3iYFoejdoYbygDWxfr5bfDriaTKuWKky+Hw701aXrMSd981H6y42s+KtwUwgrN7x12O79nnbAgkcQHOsQSOJeiNCNrCDm0Rh07ToSviMhQViZ5uqf3d4v82HK/PW7GjUOAqBB0FvwPY4wt2ceddPpMtWOFMTrc0B9s4CahnDGQ4CwmoUeHdDNkRttgTsTLCjUKqwnkBH1uDBktn2P2cqwLgaFxb0HfcEwR7mjxB0BkjQ6R4seqJgTFR0F+cW4KgPI/PLmdjjFthwbFnIhz9Q7oQWLbcKw2uXHt2hEDwel937vPKhDv22FgjmXdPQyu0WIiIQVHN7N88TR3jn/vc5/jKV76SeO573/set91227j7/4//8T946qmnEv/fvn07S5cundYxSQFQIpFI8hOZ5iCR5BFCCE7bbiLEI1tKZZGqsNFvsMlvsMav50QPtMiAS9NjJie2RRGxQ1Y0WHq5j4brA3N+d10yPVwnuzMtm2MNV6XLGGCw38SOOpNyuo3VV268AIaq2J+JIQCBDQzG/swGY7rZJiC+nUlsKy0vxvDrKJrL0MjgvE1AtYTgQMRmhxllV8QiMmoNX6wqbAkYbAn4WGFoCz4wRtUVylfpiVR11/YcgomS4RRBcLDVZbA1yvHnvAeKFqU4BFfnniAoyT+MoNf6Y/lb/Bx/1hMCrRFB3zGH1749TNlyzxF4NsLAdL/CovN8LDrPh+sIeptt2nd5pcLhHgECeo849B5xOPiwSWFNMkSkbJk25+fP+++/f1wBsK2tjT/+8Y+zeEQSiUQiyWWkACgZEyssGLItfAGBHpzro1m4uEJwxHLYFevn1+Vkqh2VmsqmWD+/XFrcWiMuR57y+vwk3CUK1F1osPrtAQoq5q4Meb6QNQF1gsLZmMLbJEtTJ5+AOnQ2PoqpoQCx/m+ODpYOdqw81ImXi8b+OLHHNQMKfApFhkqJX6XMp1DiV9ENZdJlqoo2vQTUMxEKBRPOEXpHztr7zAVOrNfpdtNip2kRHlXQUKgonBsw2Brwwo1y5byYi6i6QmilTmilDtd7on68ZLinyaan2caJeNsOnXYZOp0iCNaqlK/WE6KgvKEjmSpGUKHhhgDLrvJz/LkIR59OCoGv3ztM6TLPEXg2hEDw+nFWNBpUNBqs/VPBYEs8RMRm4JR393K43eXIkxGOPBnBX6IknIEVjTqaMbPHJITAGhYMWRb+QtCDyXNcRUUF4XCY5557jtbWVhYvXpz1NR588EEcx2Hp0qWcOHFiRo9PIpFIJPmHFAAlaVhhQetrUU68EGGw1QX6AdD8Cou3Giy9wkfpEjlszjZRV7A3JvjtMS2GslTqLzM0NsWcfrUz0LtqJnGigmPPehPk1HKams0GjX8SoHjR/BH+xgtgGLP32xSdbmMlqOZzAIOijnLATdHpNtUyVUVNF+CEEAy4IpE+3BLrL9jhuKM+ZgE4sT/exXRRrJ+g119QZbGuEZwH7rpcwhWCpqjNDtPizSznxoACmwM+tgYM1sxyovl8QtUUQit0Qit0Vl3nCYIDJ9MdgvEU16E2l6G2KCee9wTBwpqYQzAmCkpBUDJZjKBCw/UBll/l51jcETjsBdu8fu8wpUs9R2D1hrNXGqwoCiX1OiX1Oo03wUi3Q8duzx3Y02QjXIgMCE5ui3JyWxTND1XrPDGwer2OUTD1cW/2u5x8McrJbRHMPgEMABAoUanhAioKFlNQoHHNNdfw4IMP8sADD/DpT38662s98MADALz73e/my1/+8pSPSSKRSCTzA9kDMMf4wx/+wLe//W1efPFFOjs7ufDCC3n44YcBaG9v5ze/+Q3PPfcczc3NtLW1YVkWtbW1XHbZZdx5552cc845477+U089xXe+8x3eeOMNbNtmxYoV/Omf/il33nknP/yn31LRfgFBo2jc16hcq3PuBwvyLikw1xlyXfZFHfY78ObQMNaob6YGrPbpiRCPshxMMnUdwckXozQ9ahIZSLlT3aiz5pYAZctnXjxOCHATcbeNEuX8ehDXBjvqMjIYjm03ecEun1E0zlximqVv26RLU2OPGwGN8soQg8P9CMU560nPM0XEFbTa6SnErbZD9AxX0EptVAqxoRFSlVkT7OdDfzQhBEcthx1mlB2mxcCoVHOfAhv9BlsDPtb6dYw5FP3ypQfgdHEdwcCplFCR5qQgOJrCGq+HYNwhGCib2WvXfBjj+cRcjHHbFBx/3nMERoeS3/+SJZ4j8GwKgdmIDrt07vXEwM59Vkb/TEWF8tV6olQ4GJrYmBeu4NBvTY48FRnXWe8Kl9faH+Hauxu47Z23snz5cl577bWM7V5++WVuvvlmli9fzte+9rVEqXC2HoD79+/nkUce4aWXXuLUqVO0tbWh6zrLly/n2muv5SMf+QgVFRWJ7WUPQIlEIslPpACYY/h8PizLori4GMuy2LJlS0IAvOuuu3jwwQcB0HWd4uJiBgcHsW2vA73f7+fee+/l5ptvzvraX/7yl9MaB5eWljI8PIxt23zkui9yaeg9Ez7OolqViz9ZlPPpgLlOl+0k+vk1W06GkSugwHq/J/it9xs56SYSrsCJClpft2h+wvR65sQorFFZcomPokXa1BJPx0tMXQAJqFNxumVNUB3n9Wa7f9F8EkhcIeh0XFpigmDcMdjvjn9ZLVAU6mJOwfjftbqKfhYWsPkqjgghOGk77DAttoej9I76TA28c+OWoMEGv5ETvU5hfo3vyZAqCPY0eX/GEgQLqtIdgtMVBPN1jOcrcznG7YhIlAZnCIE3BqjeOLtCIHgVD10HbTp2W7TvtogOZp7/S5ZoCTGweHH2ig3hCnb+ZITW1yZ+V7Fqvc5dP7yGI0ebefjhh7n00kvTnr/77ru5//77+Zu/+Rsuvvhibr31ViC7ALhlyxZOnjwJQCAQIBgM0tfXR3yZuGjRIh566CEaGhoAKQBKJBJJviIFwBzj2muv5Utf+hKrV68GoLm5mVWrVgHw1a9+lUAgwNVXX83q1avRdR3XdTl06BD/8R//wS9+8QsKCgp45ZVXqK2tTXvdxx57jPe9730A3HLLLXzpS1+irq6OcDjMQ/c+S+jIxZM+1tBKjYvuLsobB08uEF/Uxvv5tdqZt3hDusZGv85Gn85qn35GUUC4ky8rHS28TagvXJb97Cgw6f5vuYVmKGiGgqKLCQQwTL80dT4GMEyGhSCQDDoup+xk+fAp26Hddsf9qmhAra6miYJ1hkbhNJO7800cabUctsecfp2j+p1qwFq/ztaAj41+g0AOfncWwvieCMIVDLQ4dB/ySoZ7mp20dNdUCqpSHIKr9Qm7peLk2xjPd3JhjNsRwYnnIxx5OpImuJXUazTc6KdmkzEnbVGE6/UrbN9l0bbTYqQz86wfrEiGiIRWaok59KHfhml6LDLp9+wt3s8nf3ALt99+O/fcc0/i8eHhYdavX084HGbHjh0cO3ZsXAHwr/7qr7jiiiu4/PLLqa+vByAajfLyyy/zL//yL+zYsYNNmzbx9NNPA1IAlEgkknxFCoA5Rnt7O5o2tf5o73nPe3jyySf5m7/5m4xeIJdffjkHDx7k0ksv5Ve/+hVqbFEphOC5fx5kuH1qKs6WDxdQu9k3pX3nA2MFMKQKZ3ZUcNK0OTbicCpsE7ZAs0GN/dFsKHahSqhUoFGq+YmMRLGjbqbwNskE1JxHYVzB7UwBCtkEu8m8XkVVCF3X5cJxFsmFxeNcYAnB6ZTy4ZaYW9A8wxU4pCbdgvEy4gpNnXCgRT6II+1xp58ZpW3UTREVaPTpbA14IUcF0xREzzYLdXyfibggmHQIOmn9YVMpqEwPFQmWj/87z4cxPp/IpTFuRwQnXohw5Kl0IbC4TmX1jQFPCJyjGwVCCIbb3USicN+xzM/KKFSo3qBT0aiz+/4wYkofp+Azv7uGIbeLvXv3UlTktfG5//77ufvuu3nLW97Cz3/+c7Zt2zauADgeQ0NDXHjhhXR2dvLII49w8cUXSwFQIpFI8hSZ5pBjTFX8A889+OSTT/LKK6+kPb53714OHjwIwKc+9amE+AfQfciesvgHcOL56JwKgEIIhMO0AhQm4nQbrzR1ogEMQWD1uFu49OLSyyw2lVNICGkTDVCwTZf+Ey7h7uS40XxQtcGgaq2O7lcmLNid7QTUM/74OVI2KJn/GIrCUkNnqZG87LpC0BNzC8bLh09ZTlq5a68r6I3Y7Ikka90DCtSNcgou0rWcKYOdCN0J0c/ilJ2+6lWAVYbG1qCPcwMGxTku+knOjKIqlC7RKV2is+JqTxAcbHUToSI9TXZCEBzpchnpinLqJa+xWrAi6RCsaDyzIChZOOh+hZVvC7DsCj/Hn08KgYMtLjt+MEJxnUrDDQFqN8++EKgoCkW1GkW1GquuC2D2uXTs8cTA7kM2rg3WsKDlFYuWV6Yz71N431v+N1/97Sd4+OGHueOOO4Bk+Md73jPx9j5jUVRUxKWXXsrDDz/MK6+8wsUXT75qSCKRSCS5gRQA84w9e/bw4x//mFdeeYUTJ04wPDzMaBPn6dOn0/7/5ptvAl7fwNEX7ZPbRnUuniRdB2wGT9sEStVEEupkQhgm1BPuDIEM8ykBVTMUjICOUJ2xy03H6wM3yUCGyZRvD3c6HPqtSdsbSSFCD8CKtwVY8VY/eiB/xAeJJBdQFYVKXaNS1zg3kHx82HUTDsG4Y7DNdonLZKaAZsuh2UoKZypQo48KHNE1QrP6E41Pn+Pyhhllu2lxzMq0uiw3NLYGfJwXyM2QI8nMoagKJfUaJfUaK97q9wTB024iVKSnycYa9i7u4W6Xlu4oLa/EBMFyJekQXK0TyqVBLpkTNF9SCDyxLcKRJyNEBjwh8I3/HKFokecIrD137hyBgTKVpZf7WXq5Hyss6NrviYEdey3s8PRee2PZ21AUlfvvv5877riDI0eO8PLLL1NWVsaNN9444dd54okn+O///m/efPNNOjs7GRkZydimtbV1egcrkUgkkjlFCoB5xA9+8AM+//nP47qe80pRFEpKSvD5PAeeaZoMDg5mXLC7uroAKC8vx+/3pz03eHr65RvP/8vQtF9jrhgvgGEipaQjmqANlxYcOhWBq4Ojg6uDq4FhwMoCncYCnYYCg4AvvQR1tACXS6U1ccw+l8OPmpx6KZooN1Z1WHaln1XX+WUQjEQywxSqKo1+lUa/kXjMFoI2200rHz5lOYzEbgC5wGnb5bTt8rqZdJOU9Q6zPOBnqd+gwraoNzSqJlFCPF0GHZc3IhY7wtGsQUdLdI0tAYMtAYMKfeoOeEl+o6gKJXUaJXUay9+SIgg2JR2C8dCHcE+6a6qgYoTa9QVUr/ETqHMIVmQPWZDMfzSfwoq3Blh6mZ8T26IcedIkMiAYOu3yxv/LDSEQwAgqLNriY9EWH3bE5YlPD0zr9RTLR33VCl599VWam5v52c9+BsBtt91GIBA4w97gui4f/ehHeeihhxKP6bpOWVkZhuFdhwYHBzFNM6soKJFIJJL8QQqAecKhQ4f4u7/7O1zX5ZZbbuGuu+5i/fr1CfEP4L777uOv//qvMxyB4+FMzwA4bTwxbApOt/F6v000kGEKCaiuEByzksm9HU5m+XSFprLJb7ApYLDS0NDydCESHXI58lSEY89GcGN6gqJC/cU+Gm4MTLpRu0QimTq6olBveO4+gt5jQgh6XZGRQtyVcl7qsx3eHBrhzZT7ND4FFutawi1Yr2ss1jX8M7QgHnZddsbKew9F7QzRb5GusjXgY0vAoFqKfpIspAmCV3mC4FC764WKxETBuCA40u1w5LlBjjw3CEAgpKSFihRUSkFwoeEJgX6WXubj5ItRmp80ifSnCIG1Kg03Blh03twKgcAU+/5lcvON7+Db//Xv/PSnP+WXv/wlMPHy35/+9Kc89NBDaJrGX//1X/Pnf/7nLF++PK1l0Mc+9jF+/vOfT2qNIZFIJJLcQwqAecIjjzyC4zg0Njby/e9/P+2iHKejoyPrvvFGvT09PUSj0TTRUPdn3WVSLLnMR+kS7YzppxmCXZ4koFpCcDBisytisTtiMehmTn6W6BqbAgab/AaL9fxebNgRwbE/RjjylIltJh9ftMVg9U0Bimrkgl0iyQUURaFcUyjXVDaSdAuGXUFrTBDsVDVORC1OmlGs2MItKuCY5XhluLHSMwWo0tRk+XDs71JVmdD5LOwKdke8II8DEZvRa9oqTWVrwGBLwMdiQ55DJJNDURWKF2kUL4oJgkIw1OY5BAePqXQcMDH7vVFn9gpaX7Nofc27cxUo80qG46JgQVV+X6MlE0fzKSx/i58lMSHwyJMmZp83dt784QhNj3o9AhdtmTshUPPPzPve8s6b+PZ//Tvf/e53iUajrF27lnPPPXdC+/7qV78C4L3vfS+f/exns24z1hpDIpFIJPmFFADzhJaWFgDWr1+fVfwDeO6557I+Hp8A2LbNyy+/zJVXXpl4rrhOY7B1GjGyCjRcH5h3TbmHXZe9EZtdpsW+qEV0lOanAqt9Opv8BhsDBuXzoF+VYwlObovS9LiZlqZXuVZnzS0BSpfI04VEkg8EVYVVPp1VPj2RkBq1bQ52dnslxCm9BYdiNzQE0OG4dDguO1KCiIpUxQsaSXELVusqmqIQcQV7I57Tb2/Ewh51HOWqwpagj60Bg3pdk6KLZMZQlKQgGLolhKqq9J4yOfp6T8IhGBnwxrbZly4I+kvTHYKF1VIQnO9ohsLyq/wsudTHqZeiND+RIgT+aITDMSFw8dbZFwJVTaGoVmWobepzcV+xwpaLN7Ju3Tr27dsHTC78I77G2LhxY9bnh4aG2L59+5SPTyKRSCS5g1zR5wklJSUA7N+/HyFExmT1qaeeYtu2bVn3Xb9+PY2NjRw6dIivfe1rXH755QkRcell/sSkeCpUrZs/iXw9jssu02JXxKIpajN6KuZXYJ3fc/mt9+sUzJNkSuEKWl6zOPy7MOGepPBXtkJjzS1BKlbL04REku9oisIiQ2ORoXFB7DEhBAOuSCsfbrEcOhw3UbY75AoORG0ORJPyngoEFAVTiIzzZImqsCVgsDXgY7khRT/J7KAoCqWLfSy7ws+yKzyH4HBHSqhIiiAY6Rec3m5xentMECxJCRVp0CmskYLgfEUzFJZd6af+Eh+nXo4Jgb2C4XaXnf81QtNjKg3XB1i01ZhUSNp0WXKZn/2/nHoSyNLLfCiqwt///d/z/PPPA/Bnf/ZnE94/vsbYu3dv1uf//d//naGh/O33LZFIJJIkcmWfJ1x99dV861vf4sCBA3z2s5/lc5/7HKFQiOHhYX7xi1/whS98gfLycnp6erLu/7d/+7d88IMf5IUXXuAjH/kIX/ziF1m8eDHBOgs72I8eLp3ScS27YgZqiOcIIQQttsOumNPvlJ3ZiKVEVdgY6+fX6NMx5tGiQAhB+y6LQ781GTqdXMYXLVJZc3OQ6o26XARJJPMYRVEo1RRKNZX1KYEjkVgJcdwpeNKyabHdhMPPhUT4SCqlqsIyXaNQVRl0vf6EIRV5HpHMOoqiUFSjUVSjsfRyTxAc6XQTYmD3YZtIf0wQHEgXBH3FSsIdWLFaCoLzEc1QWHaFn/qLfbS84lU+JITAH3uOwNU3zp4QWH+RwcHfhBP9lieF4gmIANdccw3XXHPNpF/i6quv5s033+QnP/kJGzZs4N3vfjc+n4/29na++c1v8t3vfnfcNYZEIpFI8gdFyG6uOUU8sTcbf/mXf5no0wFQWlrK0NAQjuOwefNm3v3ud/O5z32OJUuWsGPHjoz9//Vf/5Wvfe1rif+XlZUxNDTEuqrL+NQV30NRJudoq2jUufCuwrzo4xfHEYLmqJ0I8ejJ0s+vRlMT/fyWGdqspWXC7KUAdx20OPSISd+x5HsEK1Qabwqw+Py5b4o9W8TLIx3Hobe3d64PZ0GQi0nX85mpjnFXCA5HbbabFm+aVobgpwIacKb1aoGiUBcrHY7/Xaur6PNUUJHje/aZyhgXQjDSle4QNPuyT4d9xeklw0W1C1sQnI9j3LVFwhGYWglRUOU5AhdfcPaFwKbHTQ49Yp55w1GsuNrP2ncGz7jdtm3buPXWWwHYvn07S5cuTTzX39/PjTfeyOHDhwFQVZXi4mIGBgYQQvCBD3wA0zR58MEHuf3227nnnnsS/cUlEolEkl9IB2Ae8Z3vfIetW7fywAMP0NTUhOM4rF27lltvvZU777yThx56aNz9//Zv/5bzzz+f73znO7z55ptEo1EaGxt5x59eydpNAQ78YuKRwCX1Gls+VJAXQlHEFeyPeoLfnoidsZBVgOWGlkjurZnHqZR9x20OPWLSdSBZzucrVmi4IcDSy3yoeu7/PiUSydnBFYKjlsN2M8obZmbgkV+BTX4vyGOtX0dXFAYdN9FXMJ5G3G67idLgkZiQeDilhFgDanU1TRSsMzznoEQyGyiKQmGVRmGVxpJLPYdguDvdIWj2xkJzBgVtb1i0vRFzCBalh4oU1ap5MReSjI2qKyy9POYIfDVK0+MRwt0uI50uu+6LlQbf4GfxBb6zJgSuus6P2ety4oWJz8UXbTE459bAtN+7tLSU3//+9/zf//t/efTRRzl9+jS6rnPZZZfx/ve/n9tuu4277rpr2u8jkUgkkrlHOgBzjPEcgGeb7/zjzyk7tZWSQPm429WeZ7DpjgL0QO5OeAcclz0Rr5/fgYid0ZxeB9b4YyEefoOSHAnxOFt31ofaHA791qTtzaRfRw/CymsCLH+LH32GUujyDekAnH3mo3sklznTGBdCcNxy2GFa7DCj9I0S/QxgQ8Bga8Bgnd/ANwHnkyUEp1OCRlpi/QXNM8w2QmrSLRhPIa7Q1Fl1YU8XOb5nn7NxHk8TBGOhIqnOsFSMwnSHYPGi+S0ILoQx7joiVhrsCYFxCipVVl3vp+7CsyMECiFofiJC02PmuOXAiuY5/9bcHJizsSYdgBKJRJKfSAegJMFAwVG+9Mgnec/Vn+Cd53+MvqPJiZ2vSGXxBQbLrvBRWJ2bDrl222F3rLT3qOUweqpeoCis9+tsChis8xn45/EEPU64x+XwoyanXo4S/0BUA5a/xc/Ka/z4CnND+JRIJLOH1//UZbsZZYdp0e2kR3nowDq/zpaAj43+yZ8rDUVhqaGz1EhOMVwh6Im5BeOBI6csh94UwbHXFfRGbPZEkrdsAgrUjXIKLtK1CQmREslUURSFgkqNgkqNJZd4/dVGuh16DjsJUTAuDFnDgvadFu07PcXGKEh3CBYvnt+C4HxE1RSWXOqn7iLPEdj8eISRLpeRLpfdPw3T9FiEhuu952dSCFQUhYbrAyy7wgspObEtynB78vxcWKVTd7HOkkt9+Ivl/E0ikUgkk0cKgJI0LDfK4ZEXufTTn8V1BEX+UoyAjqK79PX1zfXhpeEKwQnLYWfEYrdp0eaMzqP0HCWbA57Lr8Gnoy2QRWNk0KX5iQgnno/gxtbSigpLLvPRcEOAQKmcOEokC40222F72BP92kedL1XgHJ/OlqCPTWch5VxVFCp1jUpd49yUirVh1004BOOOwTbbJX77yRTQbDk0W8kbUipQo6vUpTgF63WN4hxxckvmJwUVGgUVGvUX+wDvBluqQ3CkKyYIjmQRBBu0RKhI8WJNCoJ5gqopLLnEc/y1vhal6TFPCAx3u+y+P0zT4xFWXeen/qKZbaFiFKisuDrAiqsDOJagKFhKoEAHTchqBYlEIpFMCykASsZE1RT8xRqapuI4uVEpbsX6Se00LXZHLAayhHjU6Wqin1+9ri2oZt1WWHD0DyZH/xDBicQeVGDx+Qar3x6gsCo33ZsSieTs0B61eGWwn5f6hzgRSe8tpQCrfTpbAgbnBgyK5qAHX6Gq0uhXaUxJIbaFoM1208qHT1lOon+rC5y2XU7bLq+byTq5ElVJKx+uNzSq8qyEWJI/BMtV6i/yUX9RTBDsTQ8VSRMEd9m07/LuxunBmCDYoFPRqFNSJwXBXEfVFOov9noAtr5m0fS4yUinJwTueSBM8+Mmq64LUH/xzPdS1gyFQGIuPj9LriUSiUQye0gBUJLzjLgueyM2uyMW+yJWRh8pFWjw6Wz0G2zy61TM4xCPsXAswfHnIjQ/EcEaTn5A1Rt0Gm8OUlK38D4TiWSh0uu47IiV9x5v68t4fqWhsTXg47xA7vQ/TUVXFOoNT8AjFm4phKDXFWnlwy22Q1eKk3HAFeyL2uxLCRzxKbBYTwqC9brGYl1bEC0gJLNLMKRSd6GPugtTBMGmZKjISKc3Vu2woGO3TcfuuCAI5av0hEOwpF4KgrmKJwT6WHyBwentFocfjQmBPYI9PwvT9LhJw/VnRwiUSCQSiWQmkCEgOcZchoBkY65CEnodl12mF+JxOGozurjXp8Ban+fyW+/X58S5cjaYbHPteKPqw783MfuSX+XQKo01twQpXyU1/vGQISCzz0JoID8XDDgub5gW280oR6zMz3VlwMdmQ2VLwEcoB0W/qRJ2Ba2jAkdabScj+CkVBajS1DSnYJ2uUaoq03aMy/E9++TLedzs8wTBuENwuCOzbQmAHoDQqmSoSEm9dtaSZ6eCHONJXEdwertF02Nm2u8zEFISjkDNmP7vbqwx7roujz76KI8//jjbt2+ns7OTwcFBCgsLWbRoERs3buTqq6/m+uuvp7i4eNrHkYoMAZFIJJL8RAqAOcZCFQCFELTaLrsjFjtNi5N25qSyWFXY4DfY5DdY49fnZRP4iU6shStoe9Pi0O/MtAbRJfUajTcHqFqnL6jS56mSLwvH+YRcPM4cQ67Lm6bFDtO7UTL6Yl6nq1wWKuXSshKqdHXBjHFHCDriJcQp4uBQlpYRqRTFSohT3YLVujqp3rFyfM8++XoeN/tTSoab7LRreSp6AEIrUxyCS+ZWEJRjPBPhClrjQmDK7zFQFhMCL5meEJhtjG/fvp277rqLpqamxHaaplFSUsLIyAiRSCTxeHFxMf/n//wf7rzzzikfw2ikACiRSCT5iRQAc4xcEQCFEPS7AqO4GL+mU6xCuL9/Rt/DEYKjlpPo59eVJcSjSlMTIR4rDG3e93I608RaCEHXfpuDj5gMnEw+X1Cl0vgnARadZ8jSoUmQrwvHfEYuHqdH2BXsjFjsCEc5kMUdXaOpbAkYbA36qNU1OcZjCCEYcEVaCnGL5dDhuBnCaSo6sChFEKw3vBLi4BjnWTm+Z5/5MsYjA+kOwaG27IKg5k+WDJc36JQunV1BUI7xsRGu4PQOTwhM/f0FyhRWXhtgyaWTEwJdRxDpFxT4ivEX6PhKFQYG+/j973/Phz/8YaLRKOXl5fzlX/4lN910E2vWrEnc/O3s7OTll1/m5z//OY8//jjnnXcejz322Iz9rFIAlEgkkvxECoA5xlwLgEOuy8vhKC+MRNMEOQ04N2BwZYGflcbUgzWiQrA/YrErYrPHtBjOMvyWGxob/QabAwY1mrqgnGzjTax7j9oc/I1Jz+FkcZu/VGH122P9ZnKoRChfmC8Lx3xCLh4nT8QV7I5Y7DCj7IvYGeWtFZrK1oDBloCPOj39nCnH+PhEYiXEqU7BVtsheoaZUaU2KoXY0AipCrquy/E9y8zXMZ4mCDbZDJ0eQxD0pTsES5edXUFQnsPPjHAFp9+waHo0XQj0lyqsujbAksvGFwJHuhxOvBDl5EvRtL7ORlChcM0wn/za/+Boxz7Wr1/Pz372M2pra8c9ngMHDnDffffxz//8z9P/4WJIAVAikUjyEykA5hjxhduvf/1rGhsb+cY3vsETTzzB6dOnCYfDdHZ2AjAyMsJjjz3G008/zd69e2lra2NwcJBQKMSWLVt4//vfzzXXXDPm+xw+fJh7772Xbdu2cfr0aVzXZcMH/hcrP3IXqs837jGuMjQ+VFZI8QT7SA26Lnti/fwORGysUc9rwBqfzsaY069sHvWnmizZJtaDrQ4HHwknGoYDGAUKq67zs+xKP5pPCn9TZb4uHHMZuXicGFEh2Bex2G5a7DGtjPNmmaqwJeBja9Bg6Thp53KMTx5XCDodl5aYIBh3DPafoYS4IBZesqq4kCrHZrGmUKtr6AvoJtZcsFDGeGQwPVRkIoJgeYNO2TJtRgMp5Dl84sTbtRx+1Ez7fflLPEfg0st8aXM41xEc+FWYY89GGdeaDLx08mH+51evYmXD8ikd21133cWDDz7I7bffzj333JN1mwceeIBPfOITLFmyhB07dgDgOA7nnXcera2tU3pfiUQikcwtMiEgRzly5Agf/vCH6ezsJBAIoOvpv6qHH36YT3ziE4AnGhYXF6PrOu3t7Tz66KM8+uijfOxjH+OLX/xixms/88wzvPe97030BzEMg40f/TgNH/7ohI6t2XL4as8Qf11eROkYYl2n7bArYrHLtDhiORnzmKAC6/wGm/0Ga/3GmOVUC5mRLofDvzdpec1KTAQ1H6y42s+KtwUwgvIzk0jmE7YQ7I/Y7DCj7IpYREadOItVhfMCBlsDvgXREmGuUBWFGl2jRtfYkvL4oJPsKxgXB9ttN1GGPSIEh6I2h7qT7TI0oFZXvd6CsTLiOkOjcJ4EV0lmD3+xyqLzfCw6z7tJGx1KdwgOtngj0YlC1wGbrgPeTUPV8ATBeKhI6VJtRoIpJGdGURUWbfFRe65B206L/z979x0eR3X+f/89bYu65N5xB3dLmGZ6CaGYFhKaQ/kl3wRiSIAEkkDIQwikQEIJBAgEQk3AYEwvAQcMGNNk3DDu3XKRLFl1y7Tnj9WudrWr3qX7dV1ckqbtrHxYzXzmnHNveDMSBIYqXL5ZEGDzu0HGnOJl5Gwvqg7L/1XDnuX1H/ekduSIsyl+S2fUlW6n/ntqmsbcuXM77fWEEEK0LwkAu6lbbrmFIUOG8I9//IPZs2ejqiqbNm2Krc/JyWHevHmcdtppTJ06lbS0NAD27NnDM888w913382DDz7IkUceybe//e2EY99www2EQiGOP/54brvtNqoPGssT5TUtOr8S2+Hhsmp+0S8DTVFwXZftlh2r3LvbSn4ynaMqTPVFiniM9+jSK6IBgQMWq56rYtvHIdzah+uqDiOP9jD2VB/eTLlxFKK3sGtDo2VBk+VBk0C9TvlpisIMn0GBL/K5KaFf18nUVA7RVA7xGrFlpuuyO74KseVQZNkEansL2sAuy2GX5UCw7sY+V1VigWB0GHE/TZV/X9FsngyVwTM8DJ4RFwhuqushWFnkgAuOCfvXWexfFxcIjk4cMiyBYMdSVIUhMz0Mnh4JAje+FaSyKBoEBtn03xAZg1VKN7SsR+X+dRZfPx9g2ty0Djrz1L7//e936usJIYRoPxIAdlOqqrJgwQKGDh0aWzZ27NjY96eddhqnnXZa0n6DBw/mF7/4BX6/n1tvvZVHH300IQAsLi5m69atANx///0MHDSI20oqW3WOOyybt6qCVLsuq4ImB1IMjxqiq0z3Gkz1NT5MTYBZ47B+UYitH5RiRbv+KDDsMA8TzvDhz5PgT4jewHFdNpk2ywJhvgqZSdVpfQpM9xrk+z0c7NFbVIVWdC5DURhp6Iw0IpdTmqaRnZPDxpL9bA+FY8OHd5o2ZXH/zmWOS1nIYnWobmoHnwLD6vUUHKJrvbLivWh/ngyVwdM9DJ5eGwhWO5RtsmNFRSp22XWB4HqL/estNhAXCI6LhII5B0kg2FHig8C9KyNDgyt3OYQrXUorWzeceuenYcae6iV9gNbOZ9uwIUOGdNprCSGEaF8SAHZT3/3udxPCv5Y65ZRTuPXWW/nyyy+xbRtNi1wYZGRkoKoqjuOwd+9eSnP7pay+21xvV4cSflaIzBEY7ek3QO+8C5Keyg67bF0cYvO7IcyauhvEQdMNJpzpI3OI/A6F6Olc12WraVMYDPNV0EyaT86jwFRvZHjvIV4dQ0KfHktVFAboGnmKhxm+uuXVTmRewfiCI3ssh+htf9CNTLGxyawLAlRgkF6v4IiuNXsOXtF3edJVBk1TGTQt0mPVrHEo3WjHhgxX7EwOBCEy4iDnIC3WQzDnIF3mGm5niqoweIaHQdMM9q4y+fr5AKGK1k/Jvv2jMIec5wciUwideeaZKbd74oknOOyww1r9OkIIIXo+CQC7qcMPP7zJbfbt28e//vUvPvjgAzZt2kRFRUXShMw1NTUcOHCAfv36AeD3+zn22GP54IMPuPDCCznzX8/AQWNTHb7ZdGCSV2ea12CyzyBT5jZqFsd22fFJmI1vBRMu/AZP8TPuDIOsEfJ7FKInc12XnZZNYdBkWSBMab3QTwcmeyPDeyd7DbwyF2qvlq6qTPCqTIgbQmy5Lnus2rkF48LBmtqh4A6w23LYbTl8GTeEOEtVEoYPDzc0BsgQYtEIIy1FILjJjg0ZjgWCFpRutCndaLPxrVBdIFjbQ7D/OLk2aS+KqjB4uodvXgq06Tg7Pw0z8WwfqqZg23asYGB9ptm8+QWFEEL0XhIAdlP9+/dvdP0XX3zBRRddRHl53WTj6enpsbkAHcdh//79QCQEjAaAAPfccw9z587l66+/ZrdpkdPGc708J40ZvsYrB4s6ruNSVGiy4Y0gNSV1vS+zR2kccnYaE44aJNX1hOjBdtf29CsMmhTX62GtAQd7dQp8HqZKAaQ+T6+tHDzc0CDSgQfXdSlz3IThw7ssO6G3foXjsiZssSZcN4TYo8BQvS4QHK5rDNU1CZZFSkaayqCpKoOm1gaCAZeyTXVFRcq3JweCvB1C1avpP7aG7DEKueNUckdLD8G2cGyXwP7W9/4DMGtczGoXb5bC+PHjEwLA7du3U1BQ0NbTFEII0UtIANhNRYfspmJZFj/+8Y8pLy9nypQp3HzzzRxxxBFkZGTEttmyZUusm79bb1L54cOH87///Y8PPviAhQMHJVXobakUU/+JFFzXZd9qi/WvB2LV+gAyBqtMONPHoOlGUrVnIUTPsM+yWRY0KQyGk4ogKcBEj06+z2C6z5AKsKJRiqKQpynkaSrTqOstGHBciuILjpg2RZZNNAIMu7DVtNlq2lDboUgBBmhqQk/BYbpGtqrInLwigeFXGDjFYOCUuEBwc11RkYodNq4TCQT3rQuyb11kP0WDnFGRIcN543Ryx+joXmlbzWXXL/feSlbIxdsuRxJCCNGbSdrQA33xxRfs2LEDTdP497//nXIy3n379jV6DFVVOfHEE/mspCJSnbANfNK7oEmlGy3WvRqgbHNdrz5frsL4030MO8yDqsnvUIieZn9t6LcsaLLDSuyxG50PtcDvYYbXkDnbRJv5VYWxHp2xnrpLN9t12RcdQhwXDkYLy7jAPtthn+2wjLrhfxm1Q4jjewsO1FUpOCNiDL/CwMkGAydHAkErGAkEyzbaHNjisn9TCNcB14ayzTZlm202vRNCUSMjGvqNjwwZlkCwcVo7/W50X8uOE33gHAqFGtymoqKiTeckhBCi+5EAsAcqKioCoF+/fg1W4vrwww+bdazhutamAFAhMuRIpFax02Ldq0GK18QN08pQGHuqj5FHe6TSnhA9zAHb4avann5bzeRh+gcZGgU+g5k+DzkS+okOpikKQwyNIYbGrNplrutS7rgJw4d3mTb7bCfW47/KcVkbtlgbN4RYB4bEBYLDansLyjB1AZGAacAkg8FTfeTm5lK8u5SSDSFKN0Z6CJZvi/QQdB04sMXmwBabTf+tDQRH1hUVyR2jtzis6s1UTSFzqEplUeuvxX05Cp70lv1Oc3JyANi1a1eD2yxbtqzV5ySEEKJ7kgCwB8rMzASguLiYffv2MXDgwIT1RUVFPProoyn3DYfDeDx18/XNTvPyWbD1kwJP9epyk5tC9T6b9W8E2V1Y97vVfTD6JB+jT/DKxa8QPUil7bA8ZFIYCLPJtJOmTRiuR0K/fJ9BP3kgIrqYoijkaAo5msrkuIIjoegQ4tpAcKcVGUIcrm3QFrDDspN6s/bX6lUhNjRyZQhxnxcNBAdMqu0hGKobMly60eLANhvXrg0Et9oc2Gqz+d24QHBcXQ9Bw9+329KI2V7WvND6QiAjZntRWhjUT548GYDly5eza9cuhg0blrB+/fr1vPHGG60+JyGEEN2TBIA90BFHHEFaWho1NTX88Ic/5J577mHs2LHYts3ixYv55S9/2eCF+RdffMFNN93ERRddxIknnsjYsWMZrmvstFpXcOKYNJlxJF7wgMOGt4LsXBrGrX2Yq+ow6lgvY7/lxZMhYakQPUGN47C8dnjv+rBF/b4Zg3WVAp+HfJ/BIAn9RA/gVRVGe3RGxw0hdlyXYtuJBYLRHoPlcZP7ltgOJbbDilDdA600RWFYXE/B4brKYF1Dl1Cwz9K9CgMOMRhwSF0geGCLFesheGBrikDwvUggmDWidsjwOJ3csX0vEBx2mId1rwawGx6N2yDbsXhz5b84dfQJTJw4MXb9X1lZyeeff87jjz+ecr9TTz2V9PR0qqur+eEPf8j999/PuHHjME2T9957jxtvvJG0tLRGhwgLIYToeRS3foUI0aWif7hffvllZs+e3eB2TzzxBDfccEPs5/T0dGzbJhgM0q9fP+677z7mzp0LQGFhISNHjgRgyZIlnHPOObH9DMNg1HEnMPOu+1BbWIBikkfnytx0VLngJ1zlsOndENs+DOHU3iMpKgw/wsO403z4c5sX/GmaRm5urlQB7iS5ublomoZt25SVlXX16fQJ3bmNBxyXVaHI8N61IYv6ZzdAU2t7+nkYavSM0E/aeOfqzu27JSrtunkFo+HgXstJCsLjaUSC8bpQMPK1o4veSBvvXK1t43bYpWxLXVGR8m02jpViQwWyR9T1EMwbq2Gk9f6Hp1v+F+Sbl4It3u/VNQ+yYNU9QOTfJjs7G9M0qaysjG2TkZHB1Vdfzbx58/D5fLHlzzzzDNdff32sWGBGRgbhcJhwOMyhhx7K+eefz69+9StGjBiRNBy4f//+rXmbQgghupj0AOyhLr/8coYNG8bf//53li9fjm3bDB48mJNPPpmf/exnhMPhlPvNmDGDf/7znyxZsoRly5axZ88eti1+H+0Pv2P6b25FUZt3U3uQofH/ciT8s0IuW98Psfm9IFbcdduQfIPxZ/jIGNQzQgIh+qqw67I6aFIYNPk6ZFL/fjRXVSjweyjwGQzXNRn2KPqETE3lEE3lkLghxKbrsrteFeJdlk2w9jGyDeyynMi8wnFTi+Sqdb0Fo8OI+2lqn79+6Gs0j0L/iQb9J0balB12ObA1EgaW1vYQdCzAhfLtNuXbbbb8LwQKZA2vKyrSWwPBg07wEjzgRt5zMw09zODMU6dh/PdCCgsLKS4upqKigvT0dCZMmMC0adM4/vjjOfPMM0lPT0/af+7cuQwePJgHH3yQ5cuXY1kWY8eO5fzzz+fKK69kwYIF7fkWhRBCdAPSA7CbKSkp6bLXXh00ea6ihgNOw01CAWb5DC7MTsPThy/ebdNlx5IwG98JEq6s+30NmKQzYY6P7BGty9Z7S++RnkJ6jnS+7tDGTdflm5BFYTDMqpAZmwMtKktVyK/t6Tfa6Nmhn7TxztUd2ndnclyX0tregtHhwztNm7JGriMAfAoMq9dTcIiuteq6Qtp45+qoNh4NBEs32pEhw1usBnsIZg2LKyoyVsOT3jsCQdd12fpBmA1vBBIeKtenGjD2Wz7GfdvbZX+fpAegEEL0TBIAdjNdGQAC2G5kCNxHNWE2hS0sIqFfnq4xy6szO81Lbh8u+uE6Lrs+N9nwZoBAad3/OjmjNSae5aff+LZ1qu1rN49dTW4cO19XtXHbdVkXtigMhFkZMgnU+8uXoSjM8BkU+D2MNbRe0ztJ2njnks/wiGrHifUQjPYY3GM5ScPq46nAIL1ewRFdI7OJaw5p452rs9q4bbqUb7NjPQTLtlixKVYSKJA5VI3rIaj3+PmWrZBL0Rdhti8JU7krUl1ZUSFrqMGwI3SGHWZ0eS9ICQCFEKJnkgCwm+nqALC+9OxsvLqO6zh9+sLadV32rjRZ/1qQqj11syBlDlWZMMfPwCl6uzyFlZvHziU3jp2vM9u447psCFssC5osD5pU1/tz568N/fJ9BhM8OlovCf3iSRvvXPIZ3jDLddljOQnDh3eaNjVNXIZmqUrC8OHhhsaAuCHE0sY7V5c9xKkNBKNFRco2NxAIApnD1FhRkbxxPTsQdF2XrIwcPD4dpxtdi0sAKIQQPZPMASga5VEjF9l9+TamZJ3JuleDlG+r+y34+6lMONPH0AIDRe19oYEQPZXjumwxbQqDYZYHTSrqDUX0KjDNGxnee4hXl6qlQnQSXVEYbkQCPPyRZa7rUua4CcOHd1k2JXbdg7YKx2VN2GJNuG48qEeBoXokEJyAxpg0f48pzCNaRzOUWKA37tvgWC4HttmUbohUGi7bbGHXTn9ducuhcleYrR9EFmQOVeuKiozT8Wb2nEBQURR0j9qjp6IQQgjRfUgAKEQDDmyzWPdqkP3r6m46vFkK477tY8RRHlRdLsaE6A5c12W7ZVMYMFkWDCfNY2oAU2p7+k32Gn16/lIhuhNFUcjTFPI0lWnUFRwJOC5F9QqOFFl2rEhP2IWtps1W02ZJYH/kWEQqdcf3FByma2SrioQnvZCqK+SNjQz5hUggWL49bshwfCBY5FBZFGbbh5EFGUPiegiO71mBoBBCCNEWfSYA3LhxI59//jkbNmygqKiIiooKQqEQmZmZjBkzhmOPPZbjjjsOVW34ImDp0qW89dZbbNq0iVAoRP/+/Zk1axbf/e53ycrK6sR3IzpS1R6b9a8H2bO8bmyJ7lcYe4qXUcd50b1yIyFEV3NdlyLLoTAYZlnQTOgxBJE/bod4dQp8HqZ6DbzSU1eIHsOvKoz16Iz11F2m2q7LvugQ4rhwsKo28HeBfbbDPtthGXV/vzNqhxBHQ8HhusZAXe2VQ/77MlVXyB2jkztGh1PBsSOBYOmG2iHDm+oCwardDlW74wLBwWqsqEjeOB1vVvcNBO+8807uuuuulOv8fj+DBw9m1qxZXHbZZRx22GHt+trbt2/nueeei52HEEKInqfPzAH44IMP8vbbb8d+9vl8AASDdWW2pkyZwm9+8xvS0tKS9n/44Yd58803AVBVFa/XSyAQACAnJ4c77riDESNGtPk8u9scgH1pbp1AqcOGN4Ps/CwcuZMgUmntoOO9jD3F2ykTLsv8UZ2rL7Xv7qKtbXyPZbMsaFIYCLO3XuinAgd7dPJ9BtN8BmmNPNDpK6SNdy75DO9cruuiZGaxw7TYUhNkY2UVu0ybfbZDYxe3OjAkLhAcVttb0C8PCprUU9u4Y7tU7KjrIVi6ycIOpd42fVBiD0Ffdtf+LYn/HP/1r38dCwAHDBgQ28Z13aR/kxtuuIEbb7yx3c5jyZIlnHPOObHXE0II0fP0mR6AEydOZNiwYUyaNIlhw4bFQr4DBw7w7rvv8uyzz7J69Woef/xxrr766oR933nnHd58800UReGSSy7h7LPPxuv1smXLFu6++262bdvG7bffzgMPPIBhGKlevsdxXJsqZz/hUCkezYtfyenqU+owoUqHTe8E2f5xGKd2fJGiwojZHsZ929flF35C9HUllk1hMDK8d5eVGPopwPja0G+GzyBDQj8h+gxFUcg1dPr7vExL81GmRUKJUHQIce3w4Z1WZAhxuDazsIAdls0OKzHA6q/Vq0JsaOTKEOJeQdUUcg7SyTlIZ+wptYHgzsQeglZtn4DqvQ7Ve8Ns/zjSQzB9UGQOwWgo6MvpnL8zdtglUOpg7w/iTdPx5SW+7po1axK3t22+/PJLbr75ZlasWMFdd93F8ccf3+49AYUQQvRcfSYAPOmkk1Iuz8nJ4bvf/S6hUIj58+fzwQcfcOWVV6LrkV+NaZr8+9//BuD000/ne9/7Xmzf0aNHc8sttzBv3jx2797Nu+++y+mnn97xb6YD1TgH2BT+hI2hJQTccqiMLFdQGKpPYYL3WAbrE1GUnn+TbQZctvwvyJb/heqeAisw9FCD8af7SB8gE4oL0VXKbIdltcN7t5nJvUzGGBr5Pg8zfQbZWs//PBJCtB+vqjDaozM6bgix47oU204sEIwOIY4vFFRiO5TYDitCdUOI0xSFYXE9BYfrKoN1TQoI9XCqppAzSidnlM6YkxMDwdKNkf/qB4I7lkQCwbQBtT0Ea4cNt3cgWLnbZvtHIXZ9Hq49h8jFuOZRGGocy6jcN9hWtiZpP03TOPzww3nqqaeYPn06AG+//bYEgEIIIWL6TADYlPHjxwMQDoeprKwkNzcXgJUrV1JWVoaiKJx33nlJ+w0cOJBjjz2Wd999lw8++KDNAeDQoUPJyMjg4IMP5rzzzuOSSy5psFfhgQMHePjhh/nvf//Lli1bCIVC5OTkMGDAAGbNmsVZZ53Fsccem7Sfbds899xzvPjii6xZs4aqqiry8vL4zg1HMmGOF5Tkbv0uLrusVeyyVpGnjeTY9B+Rpua06b12Fdt02fZhiE3/DWFW173XgVN0JszxkzVMgj8hukKF7fBVbU+/TSlCv5G6RoHfYKbPQ56EfkKIFlAVhUG6xiBdIz9ueaVdN69gNBzcazlE+xrXuC4bwhYb4qoQa8BgXY0LBSNf06UHco9VPxB0HZeKXTb719cNGbYiM/9QU+xQUxxmxyd1gWCsh+B4HX9u69qBY7l8PT8QO259dtglL3wwt33rFT7f8RZ22EXzJAfRQ4cOJS8vj9LSUqqqqlIea8uWLTz44IMsXryY3bt3o+s6o0eP5vTTT+fHP/4xmZmZCdvn5+ezY8eOVr0vIYQQ3YcEgLXWrl0LROYGzMnJiS1fuXIlACNGjEiYayPezJkzeffdd1m3bh3BYDA2v2Br+P1+ysrKWLp0KUuXLmXBggXMnz8fv9+fsF1RURFnnHEGO3fuBCLzEmZlZVFaWkpxcTFr1qxhw4YNSQFgRUUFl156KUuWLAEiTwszMjKYNXcgE87yQKOz5kSU2tv5b+VfOSXzetLV3Fa/187m2C67Pguz4c0gwQN17zNvnMbEs/yRiaOFEJ2qynFYETQpDJpsCFtJn0DDdJV8n4d8n8EAXcJ5IUT7ytRUDtFUDvHWPWwNuy674wLBXWYkIAzWfkDZwC7LiUxJEKzrLZir1vUWjA4j7qepqNJbsMdRVIXsETrZI3TGnFQXCEZ7CO7fYGMFIg0iGgjuXFobCPZPLCriz2s6EHRsl8JHqyn+2mpyW4DDRpzG5w9UcdjVGUkh4O7duyktLQVg3LhxSfu+/PLLXH311YRCkeEvGRkZmKbJqlWrWLVqFc888wzz589nwoQJsX369etHZWUlBw4caNb5CSGE6J76dOIRCoUoLi7m/fffZ+HChQCcccYZCXO9RJ92jRo1qsHjRNe5rsvOnTtT/rFtrk2bNlFVVcVrr73GH/7wBz799FP+8Ic/8Pvf/z5huzvvvJOdO3cycuRI7rnnHmbPnh2bILioqIhFixaxffv2pOP/7Gc/Y8mSJXg8Hm699VYuueQS9mgr+TTwTIvOs8YtY3HVQ5yaeSOa0r2bkeu47Flusv71INX76uYPyxquMfEsH/0P0WV+HyE6UY1ts7Q6yJc1IdaGLZx66wdpKvk+g3y/hyES+gkhOplHURhl6IwyEocQl9b2Ftxp1lUiLosbQlzmuJSFLFaH6kIcnwLD6vUUHKJreOS6o0eJDwRHnxi5tqwsstm/oS4UNGtqA8ESh5qSukDQ36+uh2C/CakDwW9eCjQ7/Isq22yz8tkaZl6RDkRG+Cxbtoybb74ZiBQJueCCCxL2WbFiBT/5yU8wTZPDDjuMu+66i0mTJuE4Du+++y4///nP2bVrF5dccgnvv/8+GRkZALz77rsJRUCEEEL0TN07uekAVVVVXHzxxUnLdV3nzDPPZO7cuQnLo0/Q8vLyGjxm/Lr2qLKYkZHBRRddxCGHHMIpp5zCU089xc0335zQs/CLL74A4Oabb07o5adpGiNGjODyyy9POm5hYSGvv/46AH/84x+59NJLcVyHVZVvteo8DzhF7DCXc5Dn0Fbt39Fc16XkG4t1rwap2Fk3nDBtgMqEM30MmWmgSMU/ITpFyHFZFTL5KmTyddF+rHpd/frVhn4FPoNhuiahvBCiW1EVhf66Rn9dY0bcQI9qx4n1EIzOK7jHcohedQRd2GTaCdMaqMAgvV7BEV0jU6Y26DEUVSFruE7WcJ3RJ3gjgeBuJ1ZUpHSjFZtmJrDfYdf+MLs+qw0E85SEHoKKDts/Sj3stym7C02u+/tp7K3eGqsCnJmZyfnnn89NN91EdnZ2wvZ/+MMfME2T0aNH88ILL8SKIqqqyqmnnsqQIUM49dRT2bp1K08++STz5s1rw29JCCFEd9PnAkBVVWNDfGtqagiHwyiKwplnnsm5556LpiX2NgkGIzMAe73eBo8Zv66mpqbdznXGjBkMGDCA4uJiVq9ezaGH1gVt0T/oe/fubfbxXn75ZSAyN0g06NxtfU21s7/V57gh9FG3DADLNlusezVA6ca6C25fjsK403wMP8KDqkm4IERHC7sua0Imy4Imq4ImZr31OarCTJ+HAp/BKENCPyFEz5OuqkzwqkyIG0JsuS57LCdh+PBO06bGjQRCDrDbcthtOXwZN4Q4S1UShg8PNzQGyBDiHkFRFbKGaWQN0zjo+LhAcKMV6yEYrqoNBEtddn1msuuzyL+97ge3flf4FpiR922e3XZ77OdAIEBFRQXFxcWMGDEitry8vJz3338fgKuvvjoW/sWbNm0aZ5xxBq+88govvfSSBIBCCNHL9LkAMC0tjaeeegqI9BDbt28fr732Gq+99hqLFi3i5ptvZtKkSV12fsOGDSMcTn4KWFRUlPDzKaecwhdffMHvf/97NmzYwBlnnMFhhx2WNGlvvOXLlwNw9NFHo9ZOVL0pvLRN51tsb6LC3kuWNqhNx2kvFbts1r8WYN/qumEURprC2FO9jDrGm3KyZCFE+7Fcl7Uhi8JgmFUhMzZnVlSmqnBkThZTVJeDNEVubIUQvY6uKAw3IgEetVM4u65LmeMmDB/eZdmU2HXJT4XjsiZssSau4IhHgaF6XSA4XNcYqmt4ZQRDt5YQCB4XCQSr9jqRoiK1oWA0EIwWF2mt06dfxt1v/ZSwGWLDhg089thjPPvssyxevJhHHnkkVqBw5cqVuLUhdKoigVHHHXccr7zyCmvWrME0zQaLEQohhOh5+lwAGE9RFAYNGsQPf/hDBg4cyD//+U/uuusuHn744Vivvuiw2+hEuanEr0v1NC3eM888w7///e8G17uuS//+/WM9EYuLi3EcB0VRYpWJAW655RY2bNjACy+8wNNPP83TTz+NoihMnjyZb33rW/zgBz9g4sSJCceODk8+6KCDYseqqS5t9HybY4+2GsOv4FXT8KhpeNU0DMXXqb15KveZrHyxjK2fVMfqmOhehYNPz+aQ07PxpPWMYTXR31l2dnbsIk10nGgQrqpqwv9fomVs12VNdZBPK6r4orKGaiexK0OGpnJoZhpHZmUwKd2PoWk4jiNtvBNIG+9c8hne+XpSG88DxtZbVmM77AiF2RYMsy0YYnsozI6QiVnbfsIubDVttpo21AZFCjDYYzDS62GUr/Y/r4ecTpg+Qdp46+X1g5G1fQxc16Vil8nurwMUPtW2a3ErAGlaFv366wwZMoRjjz2W6upqXn75ZX76058yZ84csrKyCATqksZJkyY1OLopWvzDsixc1439fxWdD1AIIUTP1acDwHjf/va3efLJJ9m/fz+FhYUcddRRQGR+v82bN8fmAkwlfl1TF5/V1dXs27evwfV33303V199deznESNGsHPnThRFSRierGka8+fPZ8WKFbz00kt8/PHHfPbZZ6xevZrVq1dz33338ec//5mf//znSa+hqmrsWJbbujlH4n15YCFfHliYsExBrQsEtXS8ahpetfZr7c+e6DItbp2ajkdLw6P4UJSmQ7uaMotVC8vYsKgcp3a0r6rDxFOymXJOLv7sntnEozc0onPU//9LNM1xXdbVBPmkvJLPyqupsO2E9X5VYVZWBkdmZzA1PQ29Xm8VaeOdS9p455L23fl6ahvP1DQmeQwmZabHltmuS1FcKLg1EGJbMBz7nHWB3WGT3WGTzyqrY/tlaVokDPR7OcjnZZTPw1CvB60DQkFp422XN0ono7+nzQEggGMltv8f/ehHvPzyy5SXl/POO+9w4YUXJvybaZrW4P8v9e83oj/3xP+/hBBCJOqZ6UgH8Hg8ZGZmUlpayu7du2PLR4wYwZdffpmyom5UdJ2iKAwfPrzR10lPT2fgwIENrk9LS8OuvcCzbZuSkhIAHMeJLY83ZcoUpkyZAkSe1C1evJjbb7+djz76iBtuuIETTjiB6dOnA5FqYOvWrWPHjh2xYxmqL+mY7cHFIehUEXSqoGVFzQBQUGK9CT1qOl7VX/s1skwLZlKxaDil7+fihNXoToyYrTPlvGxyB2agKErK31l3pigKqqpK76hOoqoqiqLgui6O04YJePoI13XZGAzxaUU1n1VUU2Yl/v/lVRRmZqZxZFY609L9eKI3G65D9H9FaeOdS9p455L23fl6axsfaugMNXSOzIyMLHFdlwOWzbZYMBhmeyjMnrAZHfhAhW2zqjrAquq6nl6GojDcazDK62GUz8tIn4eRXg9prSw4Im28fSme9vkdal4Srnnj70c2bdqEbdv069cvtmzbtm2MHVu/P2pE9L5G13Wys7MT7kuEEEL0bBIA1opOmAvg9/tjy6dNm8bChQvZvn07JSUl9O/fP2nfr776CoCJEycmVOpNZe7cuUmVhuOVlJTEhuouWbIkVoSkurq6WRWG8/Pzeeqppzj44IMJhUK8/vrrjBw5EoiEhR9//DH/+9//2L9/f6QgCsPYT8PhZtMUTkq/BlXRCLsBwm4A062p/RpI+Bq/LuzW4NLwhbqLS8ipJuRUA8V1K8IG3qVH4v2oADVY9+8UnvQ1wZPfY9XAYlbVAFsVDHx4FD+G4sej+PEoabHvjdjPPjxKWtJ2uuJDbUYPxPamaRq5ubmUl5fLhVYnyM3NRasdjtoeFbx7I9d12WnZFAZNvgqa7LcT/7/Vgcleg3yfwRSvEZmXygpTXR6mOsXxpI13LmnjnUvad+fra218FDBKA9INSDcIOS5Flh0rOLLTsimybMK1uZLpumwJhtkSDEN5Vew4/bV6VYgNjVxVaXIIsbTx9pc1XKNiZ+t/l75chRqrnEBZ3b/d2rVrY98rikJZWRljxoyJhbevv/46l156acrjvfXWWwBMnjyZqqq6NlNdneqvuhBCiJ6kTwSAtm3HnhA35JVXXsGyIl3VJk+eHFs+bdo0cnNzKSsrY+HChfzf//1fwn7FxcV8+OGHABx//PHtds6WZfGHP/yhwfWhUKjBuTu8Xm+sm358d/9zzz2Xhx9+mN27d/PMM89w6aWXMs5zdJsKgYwwpjPImNDi/VzXxcYk7NbUCwijgWFiiBgyg4S/GInzv5kolXXDZMwxmwh+67/Yw3fVfwVMIvvTyoerBr5YUBgJCH0Ytd/Hh4ipvjcUH6oiQyVEz7XbtCkMhikMmhTXC/1U4BCvToHPw1SvgV8moxdCiC7hVRVGe3RGe+ou6R3Xpdh2YoHgztqvFU7dBVGJ7VBiO6wI1VUhTlMUhtUWGol8VRmsa+hSrKlDjTzaw+rnWl8JZOTR3qR7nAULFsS+nzFjBhCZt/GEE05g0aJFPPDAA5x//vlJc5evXr2a119/HYDzzjsvYV1jhQaFEEL0DH0iACwpKeGPf/wjp59+OjNnzmTAgAFAbc+WnTt54403Yk+7jjzySEaNGhXb1zAMLr74Yv7+97/z+uuvk5uby5w5c/B6vWzZsoV77rmHYDDIkCFDOOWUU9rlfL/55ht++9vfsmLFCtLS0qipqUnaZubMmVx00UWcdtppTJ06NRYGbt68mTvuuIOamhpUVeWEE06I7ZOfn8+ZZ57J66+/zq9//WvC4TAXX3wxedooSu1trTrX8Z5jWrWfoijoeNAVD5DT4Hau41JUaLLhjSBuiUP08iZ7lMb4OQaZE8YTdofFhYg19Xoepu6NaLoBbMwGXxfAJIjpBqlxW9ejQMdbr7ehPy48rB8kRr76yMBnaziuPFUXnW+fZbMsaFIYDLPbSgz9FGCCR6fAZzDdZ5Au8z8JIUS3pCoKg3SNQbpGftzyStuJ9BSM6y2413Ji4zFqXJcNYYsNcVWINWCwrsZCwZFeD1MsuUZpT0NneVj7cgAr2PJ9FQ1GHOmJ/bx3714ee+wxnn/+eQAOPfRQZs2aFVv/61//mg8//JAtW7bwve99jzvvvJNJkybhOA6LFi3i+uuvx7IsDjrooKQegmPHjsXj8RAOt33+cCGEEF1DcfvABB579+5N6Lnn8Xjw+XwEg8GEP2KzZs3ihhtuSDmM9+GHH+bNN98EIsMfvF5vLJjLycnhjjvuYMSIEW0+18zMTKqqqtB1nfvuu48//elP7Nixg7/97W9cdNFFse2iISZEevllZWURDAZjQ4YVReG2227jyiuvTDh+RUUF3//+9/nkk0+AyPwek44ezmV/PxTd07Iea8ON6RyT9sMOqTjnui77Vlusfy1AZVFdEJExWGXCHB+Dphltfl3bNesNUa4fHjYUIkZ+bipAbCsdT1JQ2HiImDjEWVP6RL7fJtGhY7Zt94mhY6mU2g7LgmEKAyY76t3UKcAYQ6PA72GG1yCrlXNGxYsOHysrK5PhY51A2njnkvbd+aSNt03YddkdFwjuMiMBYbCJu4M8TWVobTAYHUbcT1NRpbdgq2z7KMTXz7e8F+Bbmx9h0dYngMjooOh0RhCp9Pv8888zePDghH0WLlzI1VdfHbsHyszMxDTN2D3EsGHDmD9/fqwacLxrr72WZ599VuZ/FEKIHqpPBICmafLZZ5+xcuVK1q9fT1lZGRUVFRiGQb9+/ZgwYQLHHXcc+fn5jR5n6dKlvPnmm2zevJlgMEj//v057LDDOP/888nOzm6Xcx0yZAiHH3448+bNY+bMmeTn56cMAD/44INY5d9du3ZRXFwc2/+II47gBz/4Qaz4R322bfPcc8/xwgsv8PXXX1NdXc3s8ydy9v83CVVr3oXbQH08x6dfVduDr32VbrRY92qAss11N0++XIUJZ/gYdpgHpZsMN7RdKykoTD3fYaoeiDVYdOwTVA0jIShMNRdidH2quRA1xejQ8+sO+uqN4wHb4augybJgmC1mckhxkKGR7zOY6fOQ2w6hXzwJSDpXX23jXUXad+eTNt7+HNeltLa34M64YLDMafyWwafAsNjw4cjXIbqGR0LBZln/eoCNb4eavf2ijc/yVOGtsZ8NwyA3N5fJkyczZ84cLrjgAjye1Nfpmzdv5sEHH2Tx4sXs3r0bXdcZPXo0Z5xxBj/+8Y8bHO4bCoX429/+xp///OcWvTchhBDdQ58IAHuSaNXfrrDHXMfngf9Q5TR8Dio6Yz1Hku8/r90DovIdFutfC1K8pm7oiSdDYdy3fYyY7UEzetcFpOPaSeGhpYTQ/QoHqksI2TUpQsS6kNGi+ReJraFhJBVNic6FmKqgSv3ve0KA2JduHCsdh+VBk8JAmE2mnTQ15nBdo8BnMNNn0F/vuPkrJSDpXH2pjXcH0r47n7TxzlPtOOx2oFT3sL6ikh1hkz2WQ2MtXQUG6fUKjugame38cKm32PFJiHWvBglXNXx7pvth3Ld9jD4xee6/zpKqKKIQQojuT8YIipjBxkTm6L9lt7WWjaGP2WdvxHQDaIqHTL0fI7VDGes5Ep/avpMAV++zWf96kN3L6obU6j4YfZKP0Sd40X29K/iLUhUNn5KBj4zYMk3TyM3Opcxp+ubRce24HoXBej0QU/dGjO+JaNL4ZDM2JrZrEnQrGt2uwfeHnjTHYaqKy4nr67bTaPsw776uxnFYETQpDJqsD1tJdbcHayoFfg/5PoNBHRj6CSGE6PnSVZWJhkZubg5Hai62bWO5LnssJ6EK8S7Tpqa2f4ED7LYcdlsOXwbrrvOyVCVh+PBwQ2OADCFmxFFehs7ysGe5yfaPQ1TusrFCYPgUsoZ6GHq4ypACD7q3b/+ehBBCtI4EgCKBoqgMNSYx1JgEROY31HW9Q56sB8ocNr4VZOenYdzaZEI1YNSxXsae4sWTIU+HG6MqGl4lA29cgNgSjutg1QaHrZoLkcbnqnGwCLqVBN3KVp2fihYXCqYumpK8ru57DU+fDBCDjsuqUKSQxzchK6lnRn9NpcBnkO/zMFRvvDq6EEII0RhdURhuRAI8/JFlrutS5rjsrJ1PMPq1JK6ifIXjsiZssSau4IhHgaF6XSA4XNcYqmt4u8nUL51FMxSGzfIwbFZk+G5HXosLIYToWyQAFI3qiHAgXOWw6d0Q2z4M4dQ+DFZUGH6Eh3Gn+fDnSvDXGVRFjfTII61V+9cFiLWhII0XTUk1FyJJA1Hjjo9NyK0i5Fa16vwU1Noehr4Gi6ZkV/TDr2dg4CNkOQnBok7XDa1pqbDr8nXIpDBg8nXITCpPk6sq5Ps8FPgNRuhaj3lfQggheh5FUcjTFPI0lWnUTQcScFyK6s0rWGTZRCPAsAtbTZutpk30GaMCDNDUhJ6Cw3SNbFXpM3/L+sr7FEII0fEkABSdxgq5bPlfiC2Lglhxo0+H5BuMP8NHxiAZgtiTtDVAdF0Hi1DSHIfJvRGDDc6F6DYSILo4TQeIjYyCVlCT5jtMVVSloeIqkQCx48Js03X5JmSxLBhmZcgkXO9XkaUq5Nf29DvI0Pr8sCohhBBdy68qjPXojPXU3X7Yrsu+6BDiuHCwqrbgiAvssx322Q7L4h5vZahKbD7BaG/BgbqKJn/rmuXOO+/krrvu4qijjuKVV17p6tMRQgjRSSQAFB3ONl12LAmz8e3ESY0HTNKZMMdH9ghphn2RoqgYRAK09Fbs77puLECsP8dhU5WZo8vcpFnx4o6PUxtI1rTu/aFgpAwKm6rMnIaBD0PxJQWItuuyLmxRGDRZGQwTqBf6ZSgK030GBT6DcR5dQj8hhBDdmqYoDDE0hhgas2qXua5LueMmDB/eZdrss53YY78qJ/L3cF3cEGIdGBIXCA6r7S3o76VDiB3H4a233uKdd96hsLCQ4uJiKisrSU9PZ8iQIUydOpUTTzyRU089tcGqvkIIIfoWSV5Eh3Edl12fh9nwZpBAaV1SkTtGY+JZfvLGSfMTracoSiwog9wW7++6Lpk5aVhKiBqzkv3lexotmlJ/XditaSJAdGMBYnXr3mHk/ZFGpTuGvfbBFFkHEcabsJVXsZlgBJjqtRjv0fCrkRARNCKDp4QQQoieQ1EUcjSFHE1lsrduCHEoOoQ4ruBIkWXHesBbwA7LZoeVOPttf61eFWJDI7eHDyEuLCzk6quvZuPGjbFlmqaRlZVFTU0Na9euZe3atbzwwgtkZmZy4403cuWVV3bhGQshhOgOJIERKdmmS/Vem1BRAI9Pw5erNjtLcF2XvStN1r8WpGpPXUCSOVRlwhw/A6foPfqiS/QOiqJgqD58Wjp+JRtVb1k/RNd1sTFT9DJsbDhzYqDoYDVwbIVKdwQl9lT221MwSXxyrxIiT/2G/toqctSNqIrNVhO21pv8LxKQxldf9qWcCzH5+8h+qiLD8oUQQnQPXlVhtEdndNwQYsd1KbadWCAYHUJc4dQ9eC6xHUpshxWhuj+SaYrCsLiegsN1lcG6ht6Nrk8Djss+26aoOkCarjNAj4wKePPNN/m///s/wuEweXl5/OhHP+KMM85g4sSJsevr4uJiPv30U1544QXeeecdXn75ZQkAhRBCSAAoEtWU2Gz/OMyOT8KYNS5QN39av4k6o47xMHCqgaqlvkAqWWey7tUg5dvqnr6m9VcZf4aPoQUGSi8dhiH6HkVR0PGgKx4gp1XHsF0zFg6GnQDbLYtVIZ214XSqXE/CtioWg7TtDNLWkq2uxaESO6ncRyKTIKYbpMZtXdVAHW9COJhqGHPyfIh120mAKIQQoiOpisIgXWOQrpEft7zSrptXMBoO7rWcWL/9GtdlQ9hiQ9wQYg0YrKtxoWDka7raucXptpkWH9aEWRYIR/7K76+Knd9YM8i//vEI4XCYyZMn89xzzzF48OCkYwwYMIA5c+YwZ84c1q5dyzPPPNOp70EIIUT3JAFgN3P++edz5ZVXcvLJJycs37BhA0cddRQA77zzDvn5+al2B+AnP/kJL7zwQtLEvt988w2vvfYaS5cuZefOnezZswdd1znooIM45eRTOGPilexarDZYmHX/Oov96ywyhqgc+uN00vrX3dwf2Gax7tUg+9fVXUh5sxTGneZjxJEeVF2CPyHqU9EptdMpDBosC6ZRYicOKdaAQ7w6BT4PU70GPrU/xN3iRAPE+r0MU82FmKoyc1MBokUIyw2Be6BV70/HkxwUqmlkWrm4YRXd9SX1RowPEzVF/kQJIYRouUxN5RBN5ZC4IcRh12V3XCC4q3Z+wWDtda8N7LIcdlkOBOv+Puaqdb0Fo8OI+2lqu8+za7ouz5TXUBhM/bfZBtYbPmb/4wn2LvmQ2wumpQz/6jv44IO5/fbbG93mww8/5KGHHuKrr76iqqqKkSNHcu6553LNNdfg8/la83aEEEJ0Q3J31c0sXryYxYsXc8MNN3DjjTfGlo8fP56jjjqKTz75hKeeeqrBAPDAgQO89tprAFx66aUJ6y655BJ27NgBgM/nw+/3c+DAAVavXs104xx27W7eE86q3Q5L767iyOszcCxY91qQvSvqLlZ0v8LYU7yMOs6L7pXgT4j69lo2hUGTZYEwe+qFfiow0aOT7zOY7jNIa6TngaYY+BUDP1mtOg/bteoNS05dNCXVfIimW4NFuNHjW4Sx3DCB+gFi47vVvT+MZhRNiayPVmyO305TjKZfRAghRJ/gURRGGTqjjMQhxKW1vQV3xgWDZXFDiMscl7KQxepQ3UNunwLD6vUUHKJreFoZCpquy0Nl1awPp54apL5Bs4/lZV3jWsfF28bRNQ888AC33XYbAFlZWYTDYTZs2MCdd97JJ598wosvvoimSY9+IYToDSQA7GbmzJnDa6+9xl133cW0adP49re/HVt3+eWX88knn7Bw4UJuv/12MjIykvZ/4YUXCAaD5OXlceaZZyasO/LII7nxxhs5+uijGT58OADhcJiPnl1PqHB4i84zVOHy8Z8qsULEegyqBow+wcuYk70YaZ07XEKI7q7EslkWNCkMhiO9C+IowDiPTkFt6JfZScONNEVHUzLx0brqgI5rNxIepg4RTQJYSpCgVY1FqNHj25gEXJOAW9Gq89MwkoYnR+c4rN/bMNVciBIgCiFE76YqCv11jf66xoy4jm7VjhPrIRgNBvdYDtEJboIubDJtNpl1U96owCC9XsERXSNTa/pv+osVgWaHf1E7LJunymv4v9yWzWEc7+uvv+bTTz/lpz/9KVdddRX9+vWjsrKSBx98kL/85S98/PHHPPfcc1xyySWtfg0hhBDdhwSA3cw///lPzjnnHJYuXcodd9yREACe0fNEZQAAWotJREFUeeaZDBgwgOLiYhYsWMBll12WtH90jo8LLrgArzexWujf//73pO11zUDZNIIGx/02wgpGvioqjJjtYdy3ffiyJfgTIqrMdlgWDLMsaLLNtJPWjzE08n0eZvgMcppxg9DdqIqGT8nAR/LDiIZomkZubi5lZWWYVrh2yHIwqVBKQ70RI9vWDnUm2Ohr2ZjYrkmwlQGiip5yjsOGeiPW307DkIJHQgjRA6WrKhO8KhPihhBbrssey0moQrzLtKlxI9fQDrDbcthtOXwZN4w3S1UShg8PNzQGxA0hLrMdPgk0s2t8PStCJrtMm2FG63rolZeXJ406yszM5Je//CXffPMNb7zxBgsXLpQAUAghegkJALsZVVW5/vrr+e53v8vatWtZs2YNkyZNAsAwDC6++GLuu+8+nnrqqaQA8Msvv2TNmjVA8vDfhuxbbRI80PLwL8pIV5h9Q0bCfIBC9GUVtsNXQZNlwXBCz4CoEbpGgd8g3+chrweGfu1JVTS8SgbeFgSI8RzXwaoNBJuquJxyLkQCjR8fi6BbSdCtbNX5qWhxoWBDRVPqr6v7XsMjAaIQQnQTuqIw3IgEePgjy1zXpcxx2RnXW3CXZSfM6VvhuKwJW6yJ6+HnUWCoHgkEy2ynFY/h63wcCHGBkQbA5s2bk0YART3xxBMcdthhCcu8Xi8/+clPUm5/2mmn8cYbb8TuLYQQQvR8EgB2Q0cccQS6rmNZFsuXL48FgBAJ9u6//35WrlzJihUrmD59emzd008/DcBRRx3FuHHjUh77v//9L/Pnz2f58uUUFxfzo/y7mTnspFafq1nt4rRsxIIQvU6V47AiaLIsaLI+bCVdyA/VVfJ9Hgp8BgN0Ccvbi6qokR55pLVq/7oAsTYUpPGiKanmQmys97SDTcitIuRWNbhNYxTU2h6GvgZCxFSVmX2x7XS8Tb+IEEKIVlMUhTxNIU9TmUZdb8GA41IUN3x4p2mz27KJXjKHXdhq2mxN8aCwpT4PhDk/04+mKNi2TXFxccrtTDO5uMjEiRNTTikExAqMlJWVtfkchRBCdA8SAHZDPp+P3NxciouLKSkpSVg3cuRITjjhBBYtWsTTTz8dCwArKyt5+eWXAVIODXYch6uuuoqXXnoptkzXdQZnj27z+VYXO2QMllBD9C0Bx2VlyKQwEGZt2MKpt36gplLgM8j3exgioV+31NYA0XUdLEKNVlyO9EYMpggRI70U3UYCRBen7QFiZRpeNfKf6nhSFlVpqLiKjhdF6du9VIUQojX8qsJYj85YT92tlu267LPqCo7ssmx2mDbVblv6/0HIhUrHJUdTGD9+fEIAuH37dgoKChrct6HwDyL3CQCWJU/6hRCit5AAsAe64oorWLRoEQsWLOB3v/sd6enpLFiwgJqaGvLy8jjjjDOS9nn22Wd56aWX0DSN6667ju9+97scdNBBLP5dFYH99aOLlnHMtl24CNFThByXVaFIT781IZP6l8T9NJV8n0GBz2CYrsnwzV5OUVQMIgFaa6Zgd103FiCaScFh45WZo8vcpOg57vg4hJwqQk5rA0QFI2VQ2FRl5jQMfBiKTwJEIYSopSkKQwyNIYbGrNohxNW2zS+LWzfNRDyzjSFiS0ggKIQQPZcEgN1QKBSKdbfv379/0vqTTz6ZYcOGsWvXLhYuXMjcuXNjw38vvPDCpOIfAAsXLgRg7ty5/PKXv4wtN/xKE7NgNU33Scghei/TdVkTMikMmqwOmYTrXWNnq0pseO8oQ0I/0XyKosSCMsht8f6u62ITTgoH479XvS6mGyBoV1MdKq+3XU0TAaJb26OxhurWvUMMfA0GhU0VV9EVH6oEiEKIXsyvts9nnE/tvGuPL774gjlz5nTa6wkhhGg/EgB2Q59++mns6dqMGTOS1muaxve//33+9Kc/8fTTTzN16lRWrlwJNFz8Y9euXQBMnTo1YXn2KI2Kna2ff0TRIGuEDG8UvYvluqwNWSwLhlkZMgnWC/0yVYUZPoMCn4cxhhar5CdEZ1IUBR0vuuIljZyU2+Tm5qJpGrZtJ83jFAkQzRS9DBsbzpw4B6KT1A824RUwa+dVbO0M95GANBocNjwXYvL3kf1URf4+CSG6L1VRGGVobGvDXID9NZWMTrwOKSoq6rTXEkII0b4kAOxmHMfh3nvvBSIT88YXAIl3ySWX8Je//IVly5Zxyy23AJHiH2PHjk25fVZWFgBff/11wvJRx3jYsSTc6vMdPMPAmyk9NETPZ7suG8IWhUGTFUGTmnrDadKUSOiX7zMY79HRJPQTPVwkQPSgKx5oIEBsiu2aSeFgclAYDRKDSetskielj2cSxHSD1Litm4Rex9tE0ZTUvRGjP0uAKIToaEf7PWwzWz8e5+i0zq0Yn5mZ2WmvJYQQon1JANjN/OhHP+Ljjz8G4Ne//nWD2w0ePJhvf/vbvP766yxduhRIXfwj6sQTT2T58uU8/fTTTJkyhQsvvBCPx0PA2E+FVkKWPaxV5zvqGKkyKXoux3VZXx1gyYEKPiuvotJJDP18CkzzGhT4PUz06OgS+gmRQFMM/IqBn6xW7R8NEOuHh6nmQkxVmbmpANEihOWGwD3QqvPT8SQFhY2FiD43AyUcJOiYqK4HTZHLLCFE4wr8HhZWBpMePDaHHQqx7MVnGH7yyUycODEWBFZWVvL555/z+OOPt/fpcsQRR7T7MYUQQnQOuTLtZl555RUArr/++pTFPOJdccUVvP766wANFv+I+slPfsJrr73Ghg0b+PnPf84NN9xAZmYmFRUVjM6dym9OeQ4No0XnOvRQg9yx0jtC9Cyu67LNtCkMmiwvqaTMShx241FgijdSyGOS18CQ0E+IDtP2ANFK6m2YqmhK4tDmunUWjfeAtwhjuWECLQkQy+PeH0YziqZE1keGOCdupykt+7sshOh5PIrCeZk+nqloeS/AVX+7mxefepy7fvc7NE0jOzsb0zSprKwrLJKRkcHVV1/daDXgloiOKhJCCNHzSADYzRx77LFceeWVnHLKKU1ue8wxx5Cbm0tZWVmDxT+isrOzefPNN/nLX/7CW2+9xe7du9F1ndmzZ3PppZdy2NgcPn/kQLNDwAGTdKZekiYFD0SP4Louu6xI6LcsaLLfTix8YCgKh3h0CnwGU7wG3k6cTFsI0XqaoqMpmfho3ZA0x7UbCQ9Th4jx21mEGj2+jUnANQm4Fa06Pw2jgWIpvhQFVZLnQpQAUYie4Yg0LxWOy6tVwWbvc2Kah1NPOIb/hmsoLCykuLiYiooK0tPTmTBhAtOmTeP444/nzDPPJD29NbXqhRBC9DaK63Zi3XjRpJKSkmZvu2LFCk4++WQgUjikofn/mqtss8Xq52qoLGq4KqTmgZHHeJl4lg9Vk5CkvWmaFgt1bbv1E0KLiN2WzbJAmMKgyb56oZ8KTEv3c1ROJjPT/YQqylMfRLQraeOdq7EiIKLtHNeu7VkYjASCahBPmkZZZTFBuyplb8T4uRBNmn+z3xoqerMqLjdUmVnD6PYP+qSNdy75DO9YXwTCvFIZ4IDT8O1ZpqpweoaPY9K6bhqe/v37d9lrCyGEaD3pAdiDPfroo0CkJ2Bbwz+A3DE6R/86k7LNNts/ClG6ycIKgO5RSeunMbhAY9jhHgx/974ZEH1bcaynX5giKzH0U4AJtT39pvkMRvTrF7txbLwfjxBCJFMVDa+SgZcMoDYcycilzGxeOOK4DlZtINhUxeWUcyHS+JBBB4ugW0nQrWx0uwbfH1pcKNhQ0ZT66+q+1+jc4gRC9HSz/B7yfQarQyZLasLstGzCgE9VGeoxOMxQmeEzZE5iIYQQrSIBYA/17rvv8uKLLwKR+f3ai6Io5I3VyRsbaRryZF30BKW2w7JgmMKAyQ4r+aZ7rKGR7/Mw02eQpUnVaiFE96AqaqRHHmmt2r8uQKwNBWm8aEpyoBgAGu5p5GATcqsIuVWtOj8FtbaHoa+BEDFVZWZfbDsdrwSIos/RFIXpPg/TfR5ArsWFEEK0HwkAe5CioiLOPPNMAoFAbKjwt771rdgwYCH6knLb4avann6bzeTQb5ShUeAzmOnzkCuhnxCiF2prgOi6DhahJiouNz4XottIgOjitDlArD/fYf2iKtnlefj1TAx8hC0nYbtIgCif/0IIIYQQIAFgj2JZFjt27EBRFIYOHcqcOXP41a9+FVu/ffv2WIWvwsJCRo4c2VWnKkSHqHIclgdNCoMmG8NW0m3ncF0j32eQ7zPor0uFaiGEaIyiqBhEgrTWlAhwXTcWIJpJw5gbr8wcXebS8LzDLk5tIFnT8Ek0Mo2igoKRYshyU5WZDaLb+CRAFEIIIUSvIQFgDzJy5EiKi4u7+jSE6FQ1jsOK2uq968JW0q3iYE2loHbOnEES+gkhRKdRFAUDH4biA3JbvL/rutiEk8LBVEFhqhAx7NY0ESC6sQCxunXvEANfw0FhE8VVdMWHKgGiaEd33nknd911V8p1fr+fwYMHM2vWLC677DIOO+ywTj47IYQQ3Z0EgL2IYRiMGzcu9r0QPVXQcVkVMikMhlkbsrDqre+vqeT7DAp8HobqqswRJYQQPZCiKOh40RUvaeS0eH/XdcnMScdSggTMSkrK98bCwlTDmVMVV3GS/sIkvAJm7byKjYx0blQkII0Ghw3PhZj8fWQ/VZEHWyK1AQMGxL53XZeysjK2bNnCli1bmD9/PjfccAM33nhjF56hEEKI7kYCwF5kyJAhLF26tF2OZbohDtg7Ka9RMTQf6Woe4G2XYwuRSth1+TpksixgsjpkYtZbn6sq5Ps85PsNRuqahH5CCNHHKYqCoXrxaWn4lWwUveUDmW3XTAoHk4PCaJAYTFpnJ/21SmQSxHSD1LitK96g422iaEr9oc2J20mA2HMFnUrKnT0cqNHxamlka4MS1q9ZsybhZ9u2+fLLL7n55ptZsWIFd911F8cff7z0BBRCCBEjAaBIcMAuYkPoI7aEP8ciBHHzdvfTDmKC91hGGjPRFOlhKNrOdF3WhiwKg2FWhUxC9XpYZKpK7Zx+HkYbGqqEfkIIIdqRphj4FQM/Wa3aPxog1g8PU82FmKqoSlMBokUIyw2Be6BV56fjSepxmCpETBUeGoofTZFbhc7kui777I1sCH3IDnNFZIh77bW4gkK/U30c/Olg1n28J2lfTdM4/PDDeeqpp5g+fToAb7/9tgSAQgghYuSvejcT7c5fWFiIz+fj3nvv5Z133mHv3r1kZWUxe/ZsbrzxRsaPH5+0b2NFQJYsWcI555wDQHFxMZs3b+bee+9l8eLFlJSU0K9/Py77w/EMmd3wXDr77a0srdnKKvVNjk+/iqx6TyKFaA7bdVkXtlgWNFkRDBOoF/qlKwozfAYFPoNxHl1CPyGEEN1W2wNEK6m3Yer5DgMpgsUaLMKNHt8ijOWGCbQyQNQwEoNCNY2MUDaYOnrt/IjR9dGKzfG9EuWBcfOZbohPqp9gl7Uq5XoXF/+oAFc9fhwbPt1LyKnGqyb3eh06dCh5eXmUlpZSVZVcgfvqq6/m+eef54ILLuCBBx5I+Vr/+c9/+OlPf8qIESNYtmxZ0v7PPfdcK96hEEKIriYBYDe1du1arr32WoqLi0lLSwMiwd3LL7/MokWLePXVV5kyZUqrjv3xxx8zd+5cqqurycjIwHEcjv3JsEbDv3hVTgnvVt3NyRnXka0NbtU5iL7FcV02hi0KgyYrgiZVbmLq51dgms9Dgc9gokdHk9BPCCFEH6ApOpqSiY/MVu3vuHYj4WHqEDF+O4tQo8e3MQm4JgG3IrqAJjotJr4/jAaKpfhSFFRJnguxrwSIlhvm/aq/U2Jvbtb2448YxHtV93JKxnV41LSEdbt376a0tBQgNje4EEIIARIAdlvz5s1jwoQJ/Pvf/2bGjBlYlsWSJUuYN28ee/fu5de//jWvvfZaq459xRVXcMwxx/Db3/6W8ePH83X1e6wwX27RMUJuNYurH+b0zJvQFU+rzkP0bo7rstW0WRYMsyxoUuEkhn4eBaZ6I4U8DvHqGBL6CSGEEC2iKho+JQMfGa3a33Ht2p6FwUbnQowGiSZBHDVMwKoi7ER+boyNie2aBKMBYgup6M2quNxQZWYNo0fMGfxFzfPNDv+iyp3dfFLzJMdnXAVE5gBctmwZN998MxAZVXTBBRe0+7kKIYTouSQA7KYGDBjAiy++iN/vB0DXdY477jj++te/MnfuXD799FOKiooYOnRoi489ZcoUnnzySVRVxXFt1lv/a9U5VjklbAsXMtZ7ZKv2F72P67rssGwKAybLgmHK6oV+BjDZa5DvN5jiNfD0gItyIYQQordSFQ2vkoG3mQGipmnk5uZSVlaGbds4roNVWxylqYrLKedCJNDo6zlYBN1Kgm5l694fWlwoWH++Q38D6+q+1/B0eIBYZe9ni/l5q/Ytsr7mhHMOY8+6yti/SWZmJueffz433XQT2dnZ7Xy2QgghejIJALupq666Khb+xTvppJPweDyEw2HWrFnTqgDw2muvRVVVAHaaK+qGdbTC+vCHjPEc0SOeroqO4bouRZbDsmCYwqBJiZ04lFwDDvHqFPg8TPUa+FRpK0IIIURvoCpqpEceaU1vnEJdgBgJA5sqmpIcKAYAt+HjYxNyqwi5yXPhNYeCWtvD0Ndk0ZS69b7YdjreJq+RN4Y/bvQ9NGXyt/uxesmW2M+BQICKigqKi4sZMWJEq48rhBCi95EAsJuKFvOoT9d1+vXrx+7duzlw4ECbj705/FmrjhFVZu+g3NlNjtbyIFL0bHstm2VBk8JgmD1WYuinAhM8OgU+g+k+g7TawFkIIYQQIqqtAaLrOliEmqi43PhciG4j4ZuL0+YAsf58h/FBoqH4WR/6sFXHjjrmwkO478evYYYsNmzYwGOPPcazzz7L4sWLeeSRRzj99NPbdHwhhBC9hwSA3VRGRsNDMXQ98s9mmi2YhbmBY1c5+1t1jHhf1DxPhto/MpE1BppioKKjKUbtz3rSzxoGatz2Wtz6yHIdRZHQqLspsWy+CpoUBk12WnbCOgUY59HJ9xnM8BlkSugnhBBCiA6kKCoGkSAtuR5u01zXjQWIZtIw5sYrM5u1Q59dGi6i5+LUBpI1rX+TTbAJE3KrSPPlMHXqVO69914OHDjAG2+8wTXXXMMxxxxDZmbriswIIYToXSQA7OPslpRya0CxvYlie1M7nE0iFT0WDDYeIOqoccvjA8XU+yUGjqkCSRUdVQJIAA7YTqyQx1bTTlo/2tAo8HmY4TPI0eR3JoQQQoieQVEUDHwYig/IbfH+rutiE04KB1MFiqlCxKYCxOay3cTr+blz5/LGG29QUVHBe++9x7nnntvm1xBCCNHzSQDYx3kUP9VtPEaG2h8VDRsLxzWxsbBds83hooOFg4Xp1laYa/30KK2iRKaOjgWKqYJDNakHYzR4jA8k6wePDQeRhuIj7Phx3OSgrTNV2g5fhUwKA2E2m3bSr36ErlHgN8j3eciT0E8IIYQQfZCiKOh40RUvaeS0eH/bsXm+4mdtPg9DSZw3PH7uv23btiWsi44kCoVCDR6voqL184MLIYToviQA7OP6a2Mos3e2en8VnVMzfoFXTR6y7LouDjYOJrZrYWPWBoORgNCJCwqj6xMDxPrbRX+OP16q/eqWtyU1dInMK2O5oeiCzlEW+RIJIJsTKCYOnU4MLJN7RjYUZIZcgzUhlRUhhQ1hJ+ntDtFVCnwe8n0GA3Wtk34ZQgghhBC9k6Zq9NdGU2JvaXrjBmSqA/EqiQOgi4qKYt+npSXOr5iTkwPArl27GjzmsmXLWn0+Qgghui8JAPu48d6j2RBu/eTDI42ZKcM/iDwV1WqH8RpdUPjVdV0iEWT94DEaEEZ7LDYvUEwVZKbaP367tgzriASQYSw3HF3Q7izXS6lzCCX2VMqdcbgoCS/kV/YzUPuGwdo6srQKLMegMJBqrsf6QWRyz8j6gaRaL9CsfzwVXapLCyGEEKJXG+89hpKa1geA4z1HJ10vLViwIPb9jBkzEtZNnjwZgOXLl7Nr1y6GDRuWsH79+vW88cYbrT4fIYQQ3ZcEgH1cjjaUgdo49tkbW7X/eO8x7XxG7UdRFBS0yEBexdcl5+C4dlIPxtTBYWS5q9h4/QZVNRWYTiguUIzuX//nxoNIh+ShxLZrUOZMpMSeSpkzARcjYb2XMvprq+inrSJd2U30mrK67VPUtFhDgWKquR1jQ7KbNW9kZLtQMA+P7kNxNKrsmqTXkABSCCGEEB1ppDGTZcpLrao0rGEwxnNE7Oe9e/fy2GOP8fzzzwNw6KGHMmvWrIR9Tj31VNLT06muruaHP/wh999/P+PGjcM0Td577z1uvPFG0tLSGh0iLIQQomeSAFCQ7/8O71Xdg0W4RfuN8RzJAH1MB51V76AqkQBSV7zN2l7TNHJzcilzy7Dtts8D6LgODhZBJ8yasMXyoMM3IQWTxGArQ7GY6KlivKeMgVoVDhnYHJqiZ2Niz0inXs/J+kO2Haw2nX/0mCaBjhmC3cQEmJFCNC2rZJ1quHZzCtmkOp5UwhZCCCF6N00xONT/XZbU/KvF+77+l9X87qVDgcicfvFz902aNIl//etfSQ8zs7KyuP3227n++uv58ssvOfLII8nIyCAcDhMOhzn00EM5//zz+dWvftW2NyaEEKLbkQBQkKeP4Jj0/+PD6kexmxkCjjCmc5j/wg4+M9EWtuuyNmxTGDBZGbIIugB1gVKGqjDTZ1Dg8zDG0FCV/sBB7XoOruvgYDcSHLYkUIwbol3bGzJV6Fj/WG1RV4gm+oba/jtpCRWtGfM/pgoeo8OuG583sqnjSSVsIYQQouON8hQQdCspDLzY7H3e+ttq3v7H17GfDcNg4MCBTJ48mTlz5nDBBRfg8XhS7jt37lwGDx7Mgw8+yPLly7Esi7Fjx3L++edz5ZVXJgwhFkII0Xsorut28i2taExJSUmXvXaptYMvAs+z397a4DaG4udg7wlM9n5bwoEOoGkaubm5lJW1rgeg47psCFsUBk2WB01q6v3vnaYoTPcZFPgMxnt0tF4+xDVSiMZqsPBMWoYPV7EJ20Eqqg6kqGTdeGjZnEI2nZ4atqOGK2E3HCimDiLjKl2rXrIzcwhUhcDVUgzZrjuegirDsNsoNzcXTdOwbZuysrKuPp1er62f4aLlpI13LmnjHWtHeAVfBV+myilucJs0JZdp/jMZ4zm8E88sUf/+/bvstYUQQrSe9AAUMXn6CE7N/AWl1g42hD+i2NqEpYTQFYMMvR8jlAJGeQrQldRPE0XXcFyXzabNsmCYr4ImlU5i4ORTYJrXIN/n4WCvjt6HApVIIZpImITiT1qf64+7cQy3/41jXSXsxipZmymCx6YqYzdeyKZuuLaJ2x0rYTdzmiMFpclAMTF4bKzwTOrK2KmCx+jxVDQJIIUQQnSaEZ7pDDemssdax8bwEsrsXdhKGI/qI1cfykj1MIbqk+UhvBBCiFaRAFAkydNHcLh+MSBP1rsr13XZZtoUBk2+CoY5UC/0M4CptT39DvEaeCTE6BKJlbC7rhBN08Fjw5WsGyo809wgs22VsF1swtgdWAm7cUoLK1mnCiKbqnidYrkUohFCiD5LUVSGGIcwxDgEkGtxIYQQ7UcCQCF6CNd12WVFQr9lQZP9dmKwogOTvAb5PoOpXgOvKsGBqCtEYzSzEE17q18JG9UhPSuNsvL9mHao0crYqeZ2TBVINjYnZNsK0bixY9b+2OniC9E01muxoZAxQ8nC0LyorkYwFG5WIZu65VKIRgghhBBCiN5CAsAe4uqrr+b555/nggsu4IEHHujq0xGdaI9lUxgIsyxosrde6KcCB3t0CvwepnkN/BL6iW6mfiVsTdPI9eSi6unYSsfPH+W6Tm3A2JrCM43N9djMOSHbWAm7zYVoQm16+aQeiakDxIYL0TS8X0MFaRIDTBnmJoQQQgghRPuQAFCIbqjYsvmiOkhhMEyRlRj6KcB4j06Bz2C6zyBDlRtkIRqiKCo6HuiiuUtTVcKOFKZpRrXrlCFj4vDslL0e64WcbVEXQAZr31A7/FJaoOFCNPULzzRVGbt+8NhUIZvo62md+4aFEKIRd955J3fddVfKdX6/n8GDBzNr1iwuu+wyDjvssE4+OyGEEN2dBIA9xKBBgxg3bhyDBg3q6lMRHaTUdlheE2Z5aRWbA8nddsYaGvk+DzN9BlmahH5C9ASKoqKhoilGl7x+Tk4OigZhK8D+spJWVbJO3SsyOYhsqJBNW1LDDitE00yRALI5gWKkx6KuekizMrBCNqqrpSw80/wgUyphCyEaNmDAgNj3rutSVlbGli1b2LJlC/Pnz+eGG27gxhtv7MIzFEII0d1IANhD3HLLLdxyyy2d9nrVjsN200apqMKnaeRqKlmuKzci7azCdlgWNFkWDLPZTB4OOcrQyPdFKvjmSugnhGghRVHQFA2PmoZPzez013ddl0gt7IZ6MqYuRNNQoNicQjZO7XHbpxCNg0UYqyWFaNo47DpeYiXs5leyTj23Y3MK2SQeTwrRCNF1qp0yDthFlFRpeHU/2drQhPVr1qxJ+Nm2bb788ktuvvlmVqxYwV133cXxxx8vPQGFEELESAAoEmwNW3xUE6IwaEZmriqrjq0bpqsck+Zlls8jBSbaoMpxWF5byGND2Eq6nxzl8zDDozPTo9Ffl+FnQoieS1EUFKKFaLquEnZyQZnUhWcar4wd3T91ZexoYOmqdm2Bm8h2Dq2f67LrK2HTYKCYupJ1bU/GJueNbKxaduL+EkCKvsR1HYqsb9gQ+pAiaw3gQt2lOP1P9zJ95XBWvbcraV9N0zj88MN56qmnmD59OgBvv/22BIBCCCFiJADsIRorAnL22WfzySefcMMNN3Ddddfx6KOP8tJLL7FlyxYqKip4+eWXmT17dmz7b775hkcffZSPP/6YPXv2oCgKB40Zw+G33EbNpKkNnsMuy+G5igDvVAW5MjeDYYaEU81V4zisDJoUBk3Wha2k/iiDNJUCv4dZaT4OGdifsrIybLvjCyQIIURvV78QTUfSNI3c3NyEz3DHdRKGWjdceKbxOSFTB49NF7JpayGa6DFNAl1eCTtVoOgN+dFVDxo6dthtcLh204Fk6oBSKmGLzhJ2A3xc/U/2WOsa3MY3PMT/e2A2W5fvJ+hUpuzZPXToUPLy8igtLaWqqirlcaqqqnjsscd4++232bhxIzU1NfTv35/DDjuMH/3oR8yaNStpn+3bt1NQUABEencLIYToeSQA7GZuvfVWbr311lbtGwwGOfvss/niiy/QdZ2MjIykJ+f3338/t99+O44TiaDS0tKwbJusuVc0Gv7FK3Nc7imt5Lq8TAkBGxFyXFaGIsN7vwlZSbdg/TWVfJ9Bgc/DUD0yz5Omye9TCCF6E1VRUfGgd6NCNA0VmWk6UIwGkU1Xz44/Vls0WQk70KbDNykyi2fj8z82VAlbjSs403QF7NTHk0rYfYPphvhf1d8otXc0a/uDZvTj3ap7OCXjenxqRsK63bt3U1paCsC4ceOS9l21ahVz586lqKgIiDy48Pv9FBUV8fLLL/PKK69w0003ce2117btTQkhhOh2JADsZv7+979z0EEHcfnll7d438cffxyAv/3tb5xzzjn4/X5KS0tjIeAzzzzDbbfdRnp6Oj/72c+4+OKLGTRoEP+tDPBqdcsmLQq68HBZFb/pnyXDgeOEXZevQybLAiarQ2bSbU+OqpDv81DgNxipazK0SQghRIfq6kI0ruvWBoYNF56p3wsyVSGahkJLVY/0UrQck7AVTLl/W7ouOtg42FgNBZAdrOFK2E1Vsk5VeKbpQjZSiKZrfF7z72aHf1GVzj6W1PyLkzKuASJzAC5btoybb74ZiBQJueCCCxL22bNnDxdccAHFxcWcccYZXHfddUyaNAnDMCguLuaxxx7jvvvu44477mDChAmcfvrp7fMGhRBCdAsSAHZDf/rTn7jwwgvx+Vo2X1J1dTXPPPMMp556amxZXl4eEOnqH+1Z+Pjjj3PiiScCYLou7wfCrTrPMsfli2CYo9M6flhVd2a6LmtDFsuCYVaGTEL1bg4yVYWZtT39RhsaqlxICyGE6CMURYkEThig+Nv9+Lm5uWiahm3blJWVJa1vuhBN/fkfm1sZu/FCNnXDtU3cHl0JW0kKFD2VPrDrL09Vybp+xevmF7KJHk+l9z8srbSL2WYua9W+e611nPSdwylaUxGbeiAzM5Pzzz+fm266iezs7ITt//jHP1JcXMx3vvMdHn744YR1AwYM4Fe/+hU5OTnccsst3HnnnRIACiFELyMBYDe0f/9+Fi9enBDkNcfBBx/c4D6vvfYa5eXlTJ06NRb+AawImlQ6rb+a/KgmxGy/p9dfnNVnuy7rwxaFQZMVQZNAvblQ0pRI6JfvMxjv0SX0E0IIIbpAdylE03TwWL+SdVPzPzY/yGxbJewUhWha99y4lZQGA8RGC9E0WGSm8TkhY8s7sRDNxvDHtCXZnXxaP1Z+uDn2cyAQoKKiguLiYkaMGBFbHgwGeemllwC45pprGjze9773PW655Ra+/vpr9u3bx8CBA1t9bkIIIboXCQC7mSFDhrB7926WL1/e4gCwsSpfn3/+OQAbNmxg0qRJseXT//hX+h1+ZOtOlkhhkF2Ww/A+MBeg47psDFssC5osD5pU1Qv9fApM9xoU+D1M9OhoEvoJIYQQfV60EI3RCYVoUqmrhN1QwNhwZez6czs6io3uUQiEqrGccO1+HVmIxo0ds/bHThdfiKaxXovNCRlThY6bQkvbdH6zz5/IPT94BTNks2HDBh577DGeffZZFi9ezCOPPBLrxbdixQqCwSAA3/3ud5t17J07d0oAKIQQvYgEgN3M0KFD2b17NyUlJS3et3///g2u27NnDxB5+hf94w+g9x/Q8pOs59/lNfTTVHQFDEWJfEXBUEBXar828HND2xtElnd1iOa6LltMm2XBMMuCJhX1ekt6FJjqjQzvPcSrY0joJ4QQQohupD0rYaeqdN0U13XqBYXNLTzTeGXsVMdLuV0bK2E3WYimi9mYhNxq0nw5TJ06lXvvvZcDBw7wxhtvcM0113DMMceQmZkZuxcAKC4ubtaxA4EOrrIjhBCiU0kA2Is0VkE2epF2zjnn8Oijj8aW/3/FFey3Wz80BGC7ZbPdat5FYEup0GigGA0QUwWK0UCyocCxofUaLvssl5WhMF8FTcrqhX46MNlrUOA3mOI18EjoJ4QQQgiRkqKo6Higm1TCbrwQTXNCxsTh2U0XsmlbJezmiPWQrDV37lzeeOMNKioqeO+99zj33HNxnLrr/R07drR4rnEhhBA9nwSA3UxRURHQeG++1oh239+5c2fC8jRFYX8bjz1EU9EVBQsXy40UxbBcMHExXdow80xk37ALYdzaJ65d99hVB3yKQpoC+22H96tDfFwTRicuWFQUDOJ6MipKg+tTbe91QbEsAo6D4rro0OfmVxRCCCGEaC/doxK2nXK+RtsJ89/qv7b5NTz1CuzEz/23bds2gIShvDt37mTcuHFtfl0hhBA9iwSA3czu3bsBmDlzZrse9/DDD+f5559nxYoV7Nmzh8GDBwMw1qOxow299wzgun4ZpKlqg9vYcYFgqoDQciNf49ebLlhx6y3ilrsuJnHHaWB99Ljt1TfRAqpclyoXcDqmxyMAew8k/NjcQDHWQxLqhmMT18uxkXAyfn38sSWAFEIIIYRovUgl7EhhEaP+JZUGA7SxFNubWn38LHUwHiU9YVm0QwFAWloaADNmzMDj8RAOh3nnnXckABRCiD5IAsBuqF+/fhx77LHtesyzzjqL3/3ud5SXl/Pb3/6Wf/zjHyiKwtFpXj6oaX05twK/p9HwDyLz+GkKeOmaIMmpFxAWWzarQiZfhyz2phj+PFBTGWFoDNJUNEVJChSbChyj661YkNk20bAz0EU9ICMhYXKA2NxAsaXr6/8sFZSFEEII0VuN9x5DcU3rA8Dx3mOSHtYuWLAg9v2MGTMASE9P57zzzuO5557j/vvv5+yzz2b48OENHresrIzc3NxWn5cQQojuRwLAbuhXv/pVu8/LkZ2dze23384111zDwoULqaio4IYbbmDmzJlM9OisC1vgutDCsOWYtK6Zz6UlVEWhxnb4KhimMGiy1UzuvXeQoVHg8zDTZ5CjNR5otpTjutgk9lhsKFC0FRVPWhrl1dWEbTtpfaTnZFy42MzekG0RCTOJtA+gs0NIjdQBZFO9IeuvTzUPZG51AJ+mobkuAdNOWchGAkghhBBCdJQRxgx8SiZBt7LF++p4GO05LPbz3r17eeyxx3j++ecBOPTQQ5k1a1Zs/c0338wHH3zAnj17OO2007jllls4/fTTycjIAKCkpISlS5fy4osvUlNTwwsvvNDGdyeEEKI7kQCwm5k3bx6XX355hxz7wgsvJBgMcvPNN7No0SIWLVqE1+tl4OQpzHrgUYzMTFzXbfaQz2PTPIwyum8TqrQdlodMCgNhNpl2Umw1QtfI9xnk+wz66Q0XUGkrVVFQoVkVgiPV9bIow252db2muLEeiU33XmxuoNjc9dFh3G2JDG3A7qgA8kB1k5tE/u0SC8fUL0zTnEI1LV0ffT0VGYYthBBC9FaaojPLfyEf1fyTll7jLLxjBbe+UQBAKBSioqIitm7SpEn861//SriGGDx4MAsWLODSSy9l06ZNzJs3D1VVyc7OJhQKUVNTE9v2uOOOa9sbE0II0e103/Smj7r11ls79PiXX345J554Io8//jgffPAB27dvp2jFcr769c8puPNetNp5Qpoyy2dwfqa/6Q07WbXjsCJosixosi5sJV1GDdFVCnwe8n0GAzsw9OtOlNjcfuDvgmHYkcmvaXSex/h5IZuzvjnzRkbXtzWAdICQC6EuKkSjQKsDxcYqYSf8TMM9KTUkgBRCCCE60gjPdA5zL+KLwH9wm3md8cqdK/jfE2tjPxuGwcCBA5k8eTJz5szhggsuwONJHqkzYcIEFi9ezPPPP89rr73G119/TVlZGR6Ph9GjRzN16lSOP/545syZ027vTwghRPeguK7buXezolElJSVd9tq7TZsXKwOR4cANyFQVTkr3clKat9uEAgHHZVXIpDAYZm3ISir6MUBTKfAZ5Ps8DDW6d+gX6QGYS1lZWbv1ABSJhWjiA0J/Zia2ohCybUorKhMqWTcUKDa3kE17VcLuagq0uNJ1Y9t7VJWczAzC1TWortOModsSQLZFbm4umqZh2zZlZWVdfTq9nnyGdz5p451L2njHKjLXsDzwCgecXQ1uk6UOYprvTEZ62rdgYEv079+/y15bCCFE60kPQBEzxNC4Ji+DvZbNxzVhNoYtQoqCR1Xpp2vk6wrTfQZ6N7gZD7suq4MmhUGTr0NmUqGNPFUh3++hwGcwXNckQOjjGipEk+v31t04hoMd9vr1C9E0t7BMcytdN3Y8q42FaFzqCtG0Ww/IZgy9jhcNCCM9G1OHjW0tTNPQ8aQQjRBCiM4y1JjEEP0QSuwtbAx9TJm9C0c18ag+coyhjGQWg/QJcl0rhBCiVSQAFEkG6RrfyYoM7+1OT9ZN1+WbkEVhMMyqkEm4Xg6RpSrk+wwKfB4OMiT0E92Hqih4AE8XtcloANncStatrXzdUKGb9qqEXZc9dm7H9Uh16rYFjk31nmzseBJACiFE36EoCgP0MQzQxwDd61pcCCFEzyYBoOjWbNdlbdhiWSDMipBJsN59f4aiMNNnkO/3MNbQ5EZZiBS6QwBpEylE46gqaVlZlBwoJ2TbKXs7NlWYpv765vSebEtkGC2iE+ymlbDrF46Jnwcy0wSvpqIBZiDUrMIz9eeR1ORzVQghhBBCiB5PAkDR7Tiuy4awRWHQZHnQpKbeNJV+RWFGbfXeCR5dbk6F6ObqKmGDpqnkegx0Q8NWO+f13doAsi2VrJsqVNNUYZouq4RdE2rDK0eo0O6VrptTqCa6vVTCFkIIIYQQou0kABTdguO6bDFtCoNhvgqaVDqJN7heBaZ5I4U8DvHq3WIeQiFEz6DEesoB3aQSdksqWbd0fXwhGksB03GTiiO1hAOEXQj3gErYzS1U05L1UglbCNEd2bbNa6+9xrvvvsuXX35JSUkJgUCA7OxsxowZwxFHHMH555/PIYcc0m6vWV5ezj/+8Q/uvPPOdjumEEKIziNVgLuZrqwCnEpHzjviui7bLZvCgMmyYJgD9UI/A5jiMyjwGUzyGl02fLEzSXW9ziXz6nQ+aeOdK9rGw5ZFcWlZiypZ1w8c21Kopif/S0crYTcnMPSoCuleL44ZRndJGShGh3InF59peJ0EkA2Tz/HOJZ/hnS9VG//yyy+5+uqr2bRpU2w7wzDIyMigvLwcx3Fiy8844wweeeQRPB5Pm89l+/btFBQUILePQgjRM0kPQJFSue2w1bTgQCVeTSNPU+nvum2eY891XXZZDsuCYZYFTUpsJ2G9Dkzy6uT7PEz1GnhVuekRQoi20hQFr6okVcLuLE1Vwm5L4Zn669u7EE18JexAc3pABsJteLXUmgoImyok05rK2FIJW4iutdey2WXZaAcq8esaQ3WdDOCdd97hBz/4AaFQiLy8PH7yk59w5plnMnbsWCDSM3DVqlW89tpr/Otf/+KNN94gEAi0SwAohBCiZ5MAUMS4tXPvfVQTKbjhAByoia0foKkcnebhSL+HNLVlk3ftsWwKA5HQb2+90E8FDvbo5Ps9TPPqLT62EEKI7q27FKJpqJhMcwPHJgvVECl0E7LspGO1RfS1WzUPZDtIVQm7oZ9bO/w6ZeXs6DyQEkCKPsJ2XVaETD6qCbMhXPvoIu5afIht8vYrr2M6LhMnTmT+/PkMHTo04RiapjFjxgxmzJjB1Vdfzc9+9rPOfAtCCCG6MRkC3M2UlJSwfft2/vGPf7B48WJ27NiB67oMGzaME044gZ/85CcMHz48ab///Oc//PSnP2XEiBEsW7aMDz74gIceeogVK1ZQXV3NqFGjOPfcc5k3bx4+ny9pf8t1+U95DZ8Fm75NyVQVrsxNZ5TReH5cYtkUBiPDe3dZiaGfAoz36OT7DGb4DDIk9ANkaE1nk6FjnU/aeOeSNt65Gmrfbr0AsX7Y2Jrh1S0tZNOTL/aiRYRSVar2GzoeVY3M8WlaSetTFaZpbiEbqYSdTD7DO06V4/BIWTWbzaZ/r+Xr1/Lz4YOYMWZ0s47tum7SVAJ79+7loYce4r333mPHjh0AjBgxglNOOYWrrrqKgQMHJmx/9tln88knn8SOJ4QQoueRHoDdzIsvvsi1115LKBSp3Oj1elFVlY0bN7Jx40b+85//8Pjjj3PCCSc0eIzHH3+cX/3qV7iuS3Z2NpZlsW7dOv70pz/xxhtv8NJLL5GTkxPb3nFd/nWghhWh5vVRqHRc7iut4md5GUkhYJldN7x3W4oLmDGGRoHPw0yfQZYmoZ8QQojeT4kN3QV/NylEU3+ex6YqXddf35JCNW0NIB0g5EIoVSEaq+NDqOZWwk4VKDZV6VoqYQuAGsfhvtIqdtd7YN6Q7AkHs1BTGWM7zbqert9+lixZwmWXXUZ5eTkAaWlpAKxbt45169bxzDPP8PTTT3PEEUfE9snNzaVfv37s37+/uW9LCCFENyM9ALsZTdNQVZWrrrqKyy+/nBEjRgCwadMm/vjHP/Lqq6+SmZnJhx9+mNATMNoDMC0tDdM0Oe2007jtttsYNmwYgUCA559/nt/85jeEQiHOOOMMnnjiidi+b1cFeb0q2OJzzVIVbumfhem6fBU0KQyGUz61HGVo5PsiFXxzJfRrlDxZ71zSO6rzSRvvXNLGO5e074bZzSg801gA2dD2GDqWC2HHIWBaDR6vJ/9rRAvRtMdQ6/rrm7N9fCEaaeMd49Gy6mY/iI831tC4Ni+jRQHxrl27OO644ygvL2fixIn89a9/5fDDDwdg6dKlXH/99WzcuJHc3FwWL17MkCFDYvtKERAhhOjZpAdgN+M4DnfddReXXnppwvJx48bx2GOP8f3vf5+3336bhx56iDvuuCNp/5qaGo466igeffRR1NphtX6/n8svvxxd17nuuut44403+Oqrr5g5cyam6/J+dahV51rhuNy1v5Ji20l6sj9MV8n3ecj3GQzQtVYdXwghhBC9g6YoaArtXoimuSF3U4VoWjPUurnHs9qxEE1SD8hOEh8QeveVo7luwtyQqSpdt6RQTf31fakS9l7LblX4B7DJtNli2ozxNP+W7t5776W8vJycnBwWLFjAoEGDYuuOPPJIFixYwNFHH01ZWRn33nsvf/7zn1t1bkIIIbofCQC7mX79+jF37twG13/ve9/j7bff5v33329wm+uvvz4W/sW7+OKLueuuuygqKmLhwoXMnDmTZUGT6jY8xdsXV9BjkKaS7zMo8HsYLKGfEEIIIbqJ7lCIJjIPZPMKz7SlMnZ7V8KGepWwnbYereXqV8JODhtbX+m6OcfryEI0H9W07kF8/P7NDQBd1+WVV14B4LLLLksI/6KGDh3K5Zdfzv3338/LL78sAaAQQvQiEgB2MxUVFUyZMqXB9aYZeUK4c+fOlOt1XU+YryOeqqrMnj2bF154geXLlwPwRSDcthMGjvAbHJ/mY5iu9uontEIIIYQQrdHVAWRThWjq93ZsqNK1jYLq9VAdDBF2nBYVsmlLv8WuroStkTqAbOnw61TzPH5a07Zr8a+CJhe7LkYz2ta2bdtiPWWPO+64Brc77rjjuP/++yktLWXbtm2MGjWqTecohBCie5AAsJsxTZPi4uImtwsEAimX5+Xl4fV6G9xv8ODBQKTaMESKdrTVNK+H4Yb0+BNCCCGE6I7aqxBNa+cAdF0XG9pUybo180TGr29LZGgDdhcGkI2xgCrHJVdr+t81ev0PJMztV9/QoUMT9pEAUAghegcJALuZgoIC3n777U57vfYYxGF1o4sgIYQQQgjRvSi1PeF0BejiStjNDQxbur6xwjamG6lm3VEsKcohhBCiGSQA7GZ27NjRpv1LS0sJh8N4PJ6U6/fs2QNA//79AUhTFPa36RUjxxBCCCGEEKI7UhQFDdC6KICExErY0YAw7Lr8aX9Vmx+lp6nNe0/R63+AoqIixo0bl3K7oqKilPsIIYTo2ZIrRYgutW/fvtj8fK1hWRaffvppynWu6/LJJ58AMGPGDADGt6BqWCoeBUYZkiMLIYQQQgjREE1R8KoKGapKjqYyQNcYZuhtvhYfqqukpyj+F8+t7SE4atQocnNzAfjwww8b3H7x4sVAZGqh+OG/qYoMCiGE6DnkU7wb+s1vfkM43PiEwNEJfFO55557cJzkgQbPPfccu3btAuCcc84B4Ji01D0Fm+tQnwd/M586CiGEEEIIIeq09Vr8mLSG5/4+cOAAl19+ORUVFUCkJ2T0HuCpp55i7969Sfvs2bOHp556CoBzzz03YV1mZmabzlUIIUTXkgCwm9F1nc8++4yzzjqLDz/8MFb1F2Dr1q088cQTnHLKKTz++OMp909LS+Ozzz7jxz/+caz7fjAY5KmnnuLGG28E4LTTTiM/Px+AAbrGpDY8eTy2jRctQgghhBBC9FXTvAbZrXyYblVVUfjEY2zevDm2zLZtVq5cyZ/+9CcOPfRQ3njjjYR9rr32WrKzsykrK+P888/n888/j6377LPP+M53vkN5eTm5ubn87Gc/S9g3Ozu70eIhQgghujcZu9nNPPbYY8ybN4/CwkK+853vYBgGmZmZVFdXEwqFYtuddtppKffv168f8+bN49e//jUvv/wyOTk5VFdXx4LEyZMnc++99ybs850sP5uLywkqLcuDT073MlyG/wohhBBCCNEqmqJwSXYaD5dVt7hQyBe33cKCt17njv/v/8Pj8ZCenk55eXlsJJCiKJx33nmkpaXF9hk6dChPPvkkl156KWvXruWMM86Ira+pqQEiQd+TTz6ZMuy77LLLWvdGhRBCdDlJb7qZ008/nc8//5x//etfLFq0iM2bN1NeXk5aWhrjxo1j5syZnHLKKZx88skNHuMHP/gBY8eO5aGHHmL58uWoqsr48eP5zne+w09+8hP8fn/C9oN0jfOtAI9VhfDm5jXrPGf7PZyV4WvTexVCCCGEEKKvm+Q1+H52Gk+X1zQrBFSA72R4Oencs/hvuo/CwkJKSkqoqqoiNzeXcePGcdRRR/G9730vZaGP2bNns2TJEh566CHee+89duzYgaIoTJgwgVNOOYWrrrqKQYMGpXzt6667rm1vVgghRJdRXFfqxncnJSUlrdrvP//5Dz/96U8ZMWIEy5Yta9Ux9lk2CysDrA5ZDVYjy1MVTsnwcbTfgyLVf9udpmnk5uZSVlaGbdtdfTq9Xm5uLpqmYdt2o/NqivYjbbxzSRvvXNK+O5+08c4lbbxjbQxbvFoZYLPZ8O92uK4xJ9PHZK/RiWeWSCoDCyFEzyQ9AEXMQF3jx7kZlNoOS2pCbAxbhFUVj6rST9eYqSlM9uqoEvwJIYQQQgjRrsZ5dK7vl8lO02JJTZidlo2pqvhVlaEeg1kajDI0eQgvhBCiVSQAFEnyNJU5mZFhwvJkXQghhBBCiM4z3NC5IDtymybX4kIIIdqLVAEWQgghhBBCCCGEEKIXkwBQCCGEEEIIIXq5s88+mwEDBnDnnXd29akIIYToAjIEuJe46KKLuOiii7r6NIQQQgghhBAdxHVdXn31VV566SVWrlxJSUkJqqoycOBABg4cSH5+PkcccQTHHnssmZmZXX26QgghuhEJAIUQQgghhBCimysvL+fSSy/lk08+iS3TdZ3MzEx27tzJ1q1b+fzzz3n44Yf529/+ltQ5YPjw4YwbN468vLzOPnUhhBDdgASAIqUqu4RiezM7KhQM1Uu6mku6OxRV0br61IQQQgghhOjVSq0dHLB3YZSrePU0srUhzJv3Mz755BM0TePHP/4xl156KaNHj0ZVVSzLYt26dfzvf/9jwYIFKY/597//vZPfhRBCiO5EAkAR47ouRdbXrA99yG7rG8CFmrr1fiWHcd7ZjPPMxq9mddl5CiGEEEII0dvYrsm2cCHrwx9Ram+LLAzUrZ9xNVT1G8sJEy7gZ/OuS9hX13UmT57M5MmTueaaawgEAgghhBDxpAhINzNv3jxWrVrV4Pr8/HwGDBjAf/7zH8LhMA888ADHH388o0aNYsyYMZx77rksWrSoydf57LPPuOqqq5g5cybDhw9nwsHj+MPbl7O4+mF2W2sAN2mfgHuAVcE3eKPydvZZm9ryNoUQQgghhBC1Ak4F71bdzaeBZ+rCv3qGHpzD9353KCMuKKXKLmn0eH6/P2lZc4qAfPPNN1x//fUcdthhjBw5klGjRnHcccdxxx13sH///pa9KSGEEN2KBIDdzPz58zn55JN59NFHG92uurqas846i9/97nesX78eRVGorKzk448/5qKLLuLZZ59NuZ/jONx0002ceeaZvPjii+zcuROP1+CCP09n9JHNmyg47NbwftUDFEsIKIQQQgghRJuEnCreq7qXUntHs7YP6mW8W3UvNU5Zu57H/fffz/HHH8/TTz/Nli1bUBQFy7JYs2YN9957L8cddxwrV65s19cUQgjReSQA7Ga+9a1v4TgON998M++9916D2/35z3+mqKiIp556im3btrF161aWLl3KoYceiuu63HzzzVRUVKTc79FHH2XAgAH8+c9/Zv369by8+n4OOW5Ii87TxuTD6kcJOzVNbyyEEEIIIYRIaWnN01Q6+1q0T8A9wEfV/8R1k0fttMYzzzzDbbfdht/v56abbmL16tVs27aN7du3895773HMMcewd+9evv/977fL6wkhhOh8EgB2M08++SQFBQW4rsttt93W4HaBQIAFCxZw2mmnYRgGAOPGjePpp5/G5/NRXV3Nf//734R9tm/fzn333Yff72f+/Pn8v//3/8jMSWddeHGrzjXkVrHZ/KxV+wohhBBCCNHXHbB3U2R93ap999vbuO2BX/Dss8/yzTfftDoMrKqq4tZbbwXg8ccf57rrrmPQoEEAaJrG9OnTmT9/PtOnT6eoqKhVryGEEKLrSQDYzei6zi9+8QsgMgfHmjVrUm43Z84cxo8fn7S8f//+HHrooQBJ+z733HPYts2JJ57IlClTANgWLsR0Wz9J8IbQR+325FEIIYQQQoi+ZEPoozbtX5G7nmuvvZZjjz2WyZMnc8stt7BvX8t6E7722muUl5czdepUTjzxxJTb6LrOeeed16ZzFUII0bWkCnA3dPTRR6NpGrZts3z5ciZNmpS0TX5+foP7Dx48GICyssR5QT7//HMA3n///dgxL7lvBqNn5bX6XCudfWwKf0K2NrjVxxB1VEcjEMik0qzEceyuPp1eLxjMRFU1HMem0qrs6tPpE6SNdy5p451L2nfnkzbeuaSNty/XhS3hto2mmXHqCF7MWE5NVZDi4mIefvhhXnjhBf797383er8QL3qPsGHDhpT3HVHBYLBN5yqEEKJrSQDYzSiKQnp6Ov369WPfvn2UlpaiaVrSdllZWSmXA7EhwbZtJ2yzZ88eAGpqaqipiczdl5bX9ibweeA/bT6GiJM8daPoKFVdfQJ9lLTxziNtvPNJ++5c0sY7n7TxbkUzVFauLWTl5+t45JFHePvtt9m/fz9XXHEFX375JT6fL7atoiixr/H3CHv37gUiAZ+EfEII0XvJEOBuxu/3k5ubG/sDHf05+p+qRv7J0tPTE5bH/+fxeADweDwJy6N++ctf4rourusyfuK4zn+TQgghhBBCiHbRb2Ae5557Lm+99RaXXXYZAEVFRXz22WcJ9wK6Hnnw39D9xQUXXBC7R2jsPyGEED2T9ADsZgKBAOXl5ezfvx+IBH3xQ3kdxwGguro6aYhvVDgcjn2N36Z///6sW7eODRs2xJYbrr/N53xo2nfpp49q83EEqKpKeno61dXVsX9r0XHS09NiQ8eqq6WidWeQNt65pI13LmnfnU/aeOeSNt6+XNfhv5X3AG0L1UIVNmVq5Nr+wgsv5MknnwRg+fLlHHfccbHtLMsCIvcb8fcIeXmR6YA2bdrU4P1FvPiOBUIIIXoOCQC7Gdd1+fDDD2N/oKdPn45tJ8+x4jhOyuXRdam2mTVrFkuWLGHx4sVUV1fj8/kYpE9gv72t1eer42W0cTiG4mt6Y9EkTdPI9edSFizDRubW6Wi5vtzYfJtlgaYveEXbSRvvXNLGO5e0784nbbxzSRtvf4P1ieyx1rZ6/1xtOJrrjV3z+/11D/d1XU+4F4j23nNdN+ke4T//+Q8rVqxg165dsfnEhRBC9C4yBLibsSyLv/71rwAccsghHHLIIe127Isvvhhd19m/fz933nknAOM8swGl1ccc7TlMwj8hhBBCCCFaYbznmDbtP8FzbMLPzz//fOz7adOmNesYZ511FtnZ2ZimyW9/+9tGh/lKz08hhOi5JADsZq644gq++OILAH7729+267FHjx7Nz3/+cwDuv/9+5s2bx471xQzTJ7f6mOO9bbtoEUIIIYQQoq8aZkwhTWndkFqPksYoz6GYpsnKlSu55ppreOihhwDIz8/niCOOaNZxsrOzuf322wFYuHAhF110EYWFhQmjitavX8+DDz7I0Ucf3apzFUII0fVkCHA38/bbb6OqKr///e85+eST2/34P//5z7Esi7vvvpv58+czf/58ho7rx7xnjyEjz9uiY03xnkaONrTdz1EIIYQQQoi+QFU0jkz7Pu9X/x2nBcOqHcfl0eve56alUzhw4EBCr71p06bx5JNPxop7NMeFF15IMBjk5ptvZtGiRSxatAiv10t6ejqVlZWYptmi9yWEEKL7kR6A3cz3vvc93nvvPX70ox91yPEVReFXv/oVixcv5oorrmDChAmU7w7yjx98RNX+ULOPM9F7AlN9p3fIOQohhBBCCNFXDDImMDvtCtRm9s1wbJcP/rad9R+WUF5ejt/vZ8yYMZx99tk88sgjvPvuu62ax+/yyy9n6dKlzJs3j8mTJ+PxeCgvLyc9PZ0ZM2bwwx/+kBdffLHFxxVCCNE9KK7Ucu9WSkpKuuy1q51SlgdeYYe5vMEnkFnqICb5TmGMp3lDCkTLaJpGbm4uZWVlDRZ5Ee0nNzdu8vhmVL0TbSdtvHNJG+9c0r47n7TxziVtvGOVWFtZGXy90aIgA7SxTPOdwSBjQieeWaL+/ft32WsLIYRoPRkCLGLS1Txmp19BwKlgc3gp+6xNOFoYXfWQqfVjmDuTgfp4FKX1RUOEEEIIIYQQyfrrB3FixtVU2HvZFP6EMnsnrmbhUf3kGEMZ4RaQow3r6tMUQgjRQ0kAKJL41Swm+05lMvJkXQghhBBCiM6UpQ1ipv9cQK7FhRBCtB+ZA1AIIYQQQgghhBBCiF5MAkAhhBBCCCGEEEIIIXoxCQCFEEIIIYQQQgghhOjFJAAUQgghhBBCCCGEEKIXkwBQCCGEEEIIIYQQQoheTAJAIYQQQgghhBBCCCF6MQkAhRBCCCGEEEIIIYToxSQAFEIIIYQQQgghhBCiF5MAUAghhBBCCCGEEEKIXkwCQCGEEEIIIYQQQgghejEJAIUQQgghhBBCCCGE6MUkABRCCCGEEEIIIYQQoheTAFAIIYQQQgghhBBCiF5MAkAhhBBCCCGEEEIIIXoxCQCFEEIIIYQQQgghhOjFJAAUQgghhBBCCCGEEKIXkwBQCCGEEEIIIYQQQoheTAJAIYQQQgghhBBCCCF6MQkAhRBCCCGEEEIIIYToxSQAFEIIIYQQQgghhBCiF5MAUAghhBBCCCGEEEKIXkwCQCGEEEIIIYQQQgghejEJAIUQQgghhBBCCCGE6MUkABRCCCGEEEIIIYQQoheTAFAIIYQQQgghhBBCiF5MAkAhhBBCCCGEEEIIIXoxCQCFEEIIIYQQQgghhOjFJAAUQgghhBBCCCGEEKIXkwBQCCGEEEIIIYQQQoheTHFd1+3qkxDd1zPPPEN1dTXp6enMnTu3q09HiHYl7Vv0dtLGRW8nbVz0dtLGhRBCtBcJAEWjTj/9dPbt28fAgQN58803u/p0hGhX0r5FbydtXPR20sZFbydtXAghRHuRIcBCCCGEEEIIIYQQQvRiEgAKIYQQQgghhBBCCNGLSQAohBBCCCGEEEIIIUQvJgGgEEIIIYQQQgghhBC9mASAQgghhBBCCCGEEEL0YhIACiGEEEIIIYQQQgjRi+ldfQKie7v44ouprq4mPT29q09FiHYn7Vv0dtLGRW8nbVz0dtLGhRBCtBfFdV23q09CCCGEEEIIIYQQQgjRMWQIsBBCCCGEEEIIIYQQvZgEgEIIIYQQQgghhBBC9GISAAohhBBCCCGEEEII0YtJACiEEEIIIYQQQgghRC8mVYB7uKqqKlavXs3GjRvZtGkTGzdupLy8HIA77riDqVOntun4lmXx+uuvs3jxYoqKigAYNmwYxx13HGeccQa63ngT2rx5MwsXLmTVqlVUVFSQnZ3NlClTOO+88xg9enSbzk30DR3Vxmtqavjss89Yvnw5GzduZN++fTiOQ25uLgcffDCnnXYakydPbnD/e++9l//973+NvsbIkSN54IEHWnV+ou/oqDa+d+9e/u///q/J7X75y18ye/bsBtfL57hoi45q3zfddBOrV69u1rYnnXQSP/vZzxKWyWe4aC/FxcUsXbqUlStXsnXrVkpLS9F1nQEDBjBjxgzmzJnD4MGDW318uRYXQgjRXiQA7OE+++wz7rvvvg45diAQ4JZbbmH9+vUAeDweADZu3MjGjRtZsmQJt912Gz6fL+X+ixcv5r777sOyLADS09PZv38/ixcvZsmSJVx33XUcc8wxHXLuovfoqDZ+3XXXsXv37tjPHo8HVVXZt28f+/bt48MPP+Tcc8/liiuuaPQ4Ho+HtLS0lOuysrLa9ZxF79SRn+NRWVlZqGrqTv/Rz/ZU5HNctFVHte+MjAxycnIaXG9ZFlVVVQCMHTu2we3kM1y0RXFxMT/84Q9xXTe2LC0tjXA4zI4dO9ixYwfvvPMO1157LUcffXSLjy/X4kIIIdqTBIC9QG5uLmPHjmXcuHEMHTqUu+++u12O++CDD7J+/XrS09P56U9/yhFHHAHAp59+yt/+9jfWrl3LQw89xHXXXZe07/bt22MXHEcffTQ//OEPycvLo7S0lEcffZQlS5Zw7733Mnr0aIYPH94u5yt6r45o47Ztc9BBB/Gtb32LgoIChgwZguu6FBUV8dRTT7F06VIWLlzI4MGDOe200xo8ztFHH821117b5vMRfVtHfY5H/fWvf2XQoEEt2kc+x0V76Yj2fdNNNzW6fv78+TzzzDMYhsFxxx3X4HbyGS7awnEcAPLz8znxxBOZMWMGWVlZ2LbNN998wyOPPMLWrVu5++67GT58OAcddFCLji/X4kIIIdqTBIA93PHHH89JJ50U+zn6tLuttmzZwocffgjANddcw5FHHhlbd+SRR+I4Dn/+85/54IMPOO+88xg1alTC/s8++yyWZTF69Gh+/vOfo2kaAHl5efziF7+gqKiILVu28Oyzz/LLX/6yXc5Z9E4d1cavvfZapkyZkrBMURSGDRvGL3/5S2655RZWrVrFwoULGw0AhWirjmrjbSWf46I9dFX7fv/99wGYNWsWmZmZnfKaou/JyMjgnnvuYcyYMQnLNU1jypQp/O53v+OnP/0p5eXlvPLKK0lD0Rsj1+JCCCHamxQB6eGif8zb2+LFi3FdlyFDhiRccEQdddRRsR5TixcvTlhXXV3NF198AcA555yTdI6apnHOOecA8Pnnn1NTU9Mh70H0Dh3VxuuHf/FUVeXEE08EYM+ePd0mkBG9U0e18baQz3HRXrqifX/zzTfs2rULgJNPPrnTX1/0Henp6UnhX7zc3FwKCgoA2LRpU4uOLdfiQggh2psEgCKllStXAjBz5kwURUlarygKM2fOTNg2as2aNbG5RvLz81MeP7rcNE2++eabdjtvIdpL/NxPtm134ZkI0fnkc1z0ZIsWLQIiPZ2i1ypCdJXo9URLryXkWlwIIUR7kyHAIonruuzcuRMgaThBvJEjRwKwY8eOhOXRn3NycsjOzk65b3Z2NtnZ2ZSXl7N9+/bY01EhuotodcmcnJxGJ4JfuXIlP/7xjykuLsbj8TBkyBAKCgo444wzyM3N7azTFaJRd955J0VFRYRCIbKzs5kwYQInn3wys2bNSrm9fI6LnioUCrFkyRIgMvy4qR6I8hkuOlr0eqKxa+r65FpcCCFER5AegCJJIBAgGAwCkafnDYmuCwQCBAKB2PKysrIm941fH91eiO6ipKSEt99+G4CTTjop5ZP3+G337duHz+cjGAyyadMm5s+fz9VXX82KFSs665SFaNSGDRtwXRdVVdm/fz9Lly7l97//PX/+858xTTNpe/kcFz3Vp59+SnV1NUDC3IMNkc9w0ZE+/fRTNm7cCDSvPUbJtbgQQoiOID0ARZL4Cwiv19vgdvHrAoEAfr8/Yf/G9o1fH/96QnQ1y7L4y1/+QiAQYODAgZx//vkptxs7diwTJkxg1qxZ9OvXD1VVqamp4fPPP+eJJ56gtLSUP/zhD9x9990MGzask9+FEODxeDj99NM55phjGD16NGlpaUCkMuSCBQt4//33WbJkCenp6Vx99dUJ+8rnuOip3nvvPQAmTJjAiBEjGtxOPsP///buNjTL6vED+PfWOdxcSNKDRQYShRqrF5rRi3RZESUV9CIIhYyCLDApeiCRKIcmIZJkbwJDRDJCLKN6E1lSTaHImqZkiBVkxKDpfFhOt/v/wv/un8v51DanV58PDHbf5zqHs3FxOPf3PudcDLSWlpa8+eabSZKbb775rFbYmYsDMBCsAAT4f+VyOcuXL8/27dtTXV2dZ599NiNGjOj12nvvvTf33HNPLr300gwZcmwora2tTUNDQ1577bXU1dWlvb09a9asOZd/AlRcfPHFmT17dq6//vpK+Jcc2zL29NNP5/7770+SfPrpp5WtZnAha2lpydatW5OcfrWVMZyBdODAgTQ2Nmbfvn0ZPXp0nnrqqcHuEgAIADlR97eHybGzdE7m+LLj63T/fqq6x5cfXxcG01tvvZUNGzZk6NChef755zNu3Lh/1c5ll12W6dOnJ0m+/fbbdHV19Wc3oV/MmDEj1dXVKZfLladFdjOOcyH6/PPP09XVlerq6tx6663/uh1jOH3R3t6eV155Jb/88ktGjRqVBQsW5KKLLjqrNszFARgIAkBOUFNTU5kI/PXXXye9rrvs+OuT/50ncqq6x5c7ZJvzwdtvv52PP/44Q4YMyTPPPJPJkyf3qb3rrrsuSXLo0KHs37+/P7oI/Wr48OGVA+T//PPPHmXGcS5EGzZsSHJsu2VdXV2f2jKG828cPnw4CxYsyE8//ZSRI0emsbExo0ePPut2zMUBGAgCQE5QKpVy1VVXJTl2VtTJdJf984yd7td79+5NW1tbr3X37duXffv2JfnfE8xgsKxatSoffPBBSqVS5syZ06eVI1AExnEuNNu3b8+ePXuSJHfccccg94b/osOHD6exsTE//vhj6urqsmDBglOeQ3kq5uIADAQBIL264YYbkiRbtmw56TXff/99j2u7TZgwIVVVx54v89133/Vat7vdYcOGZfz48X3tLvxr77zzTtauXZskmT179lk9pe9Udu7cmeTYt/Jnu/UHzoW///678uHx8ssv71FmHOdC89lnnyVJLrnkktx44419bs8Yztk4cuRIFi1alObm5tTW1ubll1/O2LFj+9SmuTgA/U0ASK+mTJmSUqmUPXv2ZNOmTSeUNzU1Zc+ePSmVSmloaOhRVltbm5tuuilJsn79+nR2dvYo7+zszPr165MkkydP7nE4PZxLa9euzbvvvpskefTRR3P33XefUb1yuXzK8paWlnzyySdJkkmTJlUOmIdz6XT36Zo1a9LR0ZFSqVQZs7sZx7mQHD58OF9//XWS5LbbbjvtmGsMpz8dPXo0ixcvzpYtWzJ8+PC89NJLlS3kfWEuDkB/M6MpgLa2tsrPgQMHKu8fPHiwR9nRo0d71Hvsscdy33335fXXXz+hzbFjx2bKlClJkjfeeCObN29OuVxOuVzO5s2bs3z58iRJQ0NDr9sGZsyYkaqqquzatStLly5Na2trkqS1tTVLly7Nrl27MmzYsMyYMaO//g0U2EDc4x9++GFWrVqVJHn44YcrT0Q9E1988UVeffXVbN68ucfWmvb29mzcuDEvvPBC9u/fn5qamjz00ENn+dfyXzQQ9/i8efPy3nvvZffu3T0+/P32229ZtmxZ3n///STJnXfeWdlqdjzjOP1lIO7v4zU1NeXQoUNJTv/038QYTv/p7OzMkiVL8s0336S6ujrz58/PhAkTzri+uTgA51LVYHeAvps5c2av7y9atKjH64ULF6a+vv6M233yySfzxx9/ZOfOnVm0aFGqq6uTJB0dHUmScePG5Yknnui17tVXX525c+dm2bJl+fLLL/PVV1+ltrY2Bw8eTJJUVVVl7ty5vX7ohH8aiHt8xYoVSY6ds7N+/frKN+G9efHFF3tsj+nq6sqmTZsq38jX1NSkqqoqBw8erDwtcuTIkXnuuefc45yRgbjHW1pasnr16qxevTpDhw5NbW1tOjo6ejwVcurUqXn88cd7rW8cp78M1DylW/fDP8aPH58rr7zytNcbw+kvO3bsSFNTU5JjK0uXLFlyyuu7v3g8U+biAPQnASAnVVNTk8WLF+ejjz7Kxo0bK4drX3PNNWloaMj06dMr54v0ZurUqRkzZkzWrVuXbdu2pa2tLaNGjUp9fX0eeOCBPp+NAn3RvQWsXC5n7969p7z2n6tS6uvrM3PmzOzYsSO///572tracujQoYwYMSJjxozJpEmTctdddzk3ikE1a9as/PDDD/n555/T2tqa/fv3Z+jQobniiisybty43H777SecG/VPxnHOdy0tLdm6dWuSM1v9lxjD6T/Hbyc/cuTIaecTZ8tcHID+VCqf7iAUAAAAAOCC5QxAAAAAACgwASAAAAAAFJgAEAAAAAAKTAAIAAAAAAUmAAQAAACAAhMAAgAAAECBCQABAAAAoMAEgAAAAABQYAJAAAAAACgwASAAAAAAFJgAEAAAAAAKTAAIAAAAAAUmAAQAAACAAhMAAgAAAECBCQABAAAAoMAEgAAAAABQYAJAAAAAACgwASAAAAAAFJgAEAAKoLOzM9u2bcvKlSszZ86c3HLLLamtrU2pVEqpVMqsWbMGu4sAAMAgqRrsDgAAfffggw9m3bp1g90NAADgPGQFIAAUQGdnZ4/Xo0aNyrXXXjtIvQEAAM4nVgACQAFMnjw548ePz8SJEzNx4sSMHTs2K1euzCOPPDLYXQMAAAaZABAACmDevHmD3QUAAOA8ZQswAAAAABSYABAAAAAACkwACAAAAAAFJgAEAAAAgAITAAIAAABAgQkAAQAAAKDABIAAAAAAUGACQAAAAAAoMAEgAAAAABSYABAAAAAACkwACAAAAAAFJgAEAAAAgAITAAIAAABAgQkAAQAAAKDAqga7AwBA3+3evTsrVqzo8V5zc3Pl9y1btmT+/Pk9yqdNm5Zp06adk/4BAACDRwAIAAXw66+/ZuHChSctb25u7hEIJklVVZUAEAAA/gNsAQYAAACAAiuVy+XyYHcCAAAAABgYVgACAAAAQIEJAAEAAACgwASAAAAAAFBgAkAAAAAAKDABIAAAAAAUmAAQAAAAAApMAAgAAAAABSYABAAAAIACEwACAAAAQIEJAAEAAACgwASAAAAAAFBgAkAAAAAAKDABIAAAAAAUmAAQAAAAAApMAAgAAAAABSYABAAAAIACEwACAAAAQIEJAAEAAACgwP4PDLt2y7c0+NEAAAAASUVORK5CYII=", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(sampled_data)\n", - " + geom_text(aes(1, \"y1960_rank\", label=\"country\"), ha=\"right\", size=9)\n", - " + geom_text(aes(2, \"y2015_rank\", label=\"country\"), ha=\"left\", size=9)\n", - " + geom_point(aes(1, \"y1960_rank\", color=\"income_group\"), size=2.5)\n", - " + geom_point(aes(2, \"y2015_rank\", color=\"income_group\"), size=2.5)\n", - " + geom_segment(aes(x=1, y=\"y1960_rank\", xend=2, yend=\"y2015_rank\", color=\"income_group\"))\n", - " + scale_y_reverse()\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "It has the form we want, but we need to tweak it." - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:52.769349Z", - "iopub.status.busy": "2024-01-09T15:11:52.769098Z", - "iopub.status.idle": "2024-01-09T15:11:53.936058Z", - "shell.execute_reply": "2024-01-09T15:11:53.935271Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 1100, - "width": 800 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# Text colors\n", - "black1 = \"#252525\"\n", - "black2 = \"#222222\"\n", - "\n", - "# Gallery Plot\n", - "\n", - "(ggplot(sampled_data)\n", - " # Slight modifications for the original lines,\n", - " # 1. Nudge the text to either sides of the points\n", - " # 2. Alter the color and alpha values\n", - " + geom_text(aes(1, \"y1960_rank\", label=\"country\"), nudge_x=-0.05, ha=\"right\", size=9, color=black1)\n", - " + geom_text(aes(2, \"y2015_rank\", label=\"country\"), nudge_x=0.05, ha=\"left\", size=9, color=black1)\n", - " + geom_point(aes(1, \"y1960_rank\", color=\"income_group\"), size=2.5, alpha=.7)\n", - " + geom_point(aes(2, \"y2015_rank\", color=\"income_group\"), size=2.5, alpha=.7)\n", - " + geom_segment(aes(x=1, y=\"y1960_rank\", xend=2, yend=\"y2015_rank\", color=\"income_group\"), alpha=.7)\n", - " \n", - " # Text Annotations\n", - " + annotate(\"text\", x=1, y=0, label=\"Rank in 1960\", fontweight=\"bold\", ha=\"right\", size=10, color=black2)\n", - " + annotate(\"text\", x=2, y=0, label=\"Rank in 2015\", fontweight=\"bold\", ha=\"left\", size=10, color=black2)\n", - " + annotate(\"text\", x=1.5, y=0, label=\"Lines show change in rank\", size=9, color=black1)\n", - " + annotate(\"label\", x=1.5, y=3, label=\"Lower infant\\ndeath rates\", size=9, color=black1,\n", - " label_size=0, fontstyle=\"italic\")\n", - " + annotate(\"label\", x=1.5, y=33, label=\"Higher infant\\ndeath rates\", size=9, color=black1,\n", - " label_size=0, fontstyle=\"italic\")\n", - " \n", - " # Prevent country names from being chopped off\n", - " + lims(x=(0.35, 2.65))\n", - " + labs(color=\"Income Group\")\n", - " # Countries with lower rates on top\n", - " + scale_y_reverse()\n", - " # Change colors\n", - " + scale_color_brewer(type=\"qual\", palette=2)\n", - " # Removes all decorations\n", - " + theme_void()\n", - " # Changing the figure size prevents the country names from squishing up\n", - " + theme(figure_size=(8, 11))\n", - ")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "30px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": true, - "sideBar": true, - "threshold": 4, - "toc_cell": false, - "toc_section_display": "block", - "toc_window_display": false, - "widenNotebook": false - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/examples/geom_segment.out.ipynb b/examples/geom_segment.out.ipynb deleted file mode 100644 index 88af345e5..000000000 --- a/examples/geom_segment.out.ipynb +++ /dev/null @@ -1,871 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Ranges of Similar Variables" - ], - "id": "8f3ecb97-8480-4d94-afc4-9bc9a02404f6" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:48.285050Z", - "iopub.status.busy": "2024-01-09T15:11:48.284717Z", - "iopub.status.idle": "2024-01-09T15:11:49.094335Z", - "shell.execute_reply": "2024-01-09T15:11:49.093453Z" - } - }, - "outputs": [], - "source": [ - "# NOTE: This notebook uses the polars package\n", - "import pandas as pd\n", - "import pandas.api.types as pdtypes\n", - "import numpy as np\n", - "\n", - "from plotnine import *\n", - "import polars as pl\n", - "from polars import col" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Ranges of Similar Variables\n", - "\n", - "*Comparing the point to point difference of many similar variables*\n", - "\n", - "Read the data.\n", - "\n", - "Source: Pew Research Global Attitudes Spring 2015" - ], - "id": "49530546-e0d5-41a2-9aee-04cb7a33e062" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:49.098894Z", - "iopub.status.busy": "2024-01-09T15:11:49.098503Z", - "iopub.status.idle": "2024-01-09T15:11:49.232550Z", - "shell.execute_reply": "2024-01-09T15:11:49.230124Z" - } - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "PSRAID,COUNTRY,Q145,Q146,Q70,Q74\n", - "100000,Ethiopia,Female,35,No, \n", - "100001,Ethiopia,Female,25,No, \n", - "100002,Ethiopia,Male,40,Don’t know, \n", - "100003,Ethiopia,Female,30,Don’t know, \n", - "100004,Ethiopia,Male,22,No, \n", - "100005,Ethiopia,Male,40,No, \n", - "100006,Ethiopia,Female,20,No, \n", - "100007,Ethiopia,Female,18,No,No\n", - "100008,Ethiopia,Male,50,No, \n", - "100009,Ethiopia,Male,35,No, \n", - "100010,Ethiopia,Female,20,No, \n", - "100011,Ethiopia,Female,30,Don’t know, \n", - "100012,Ethiopia,Male,60,No, \n", - "100013,Ethiopia,Male,18,No, \n", - "100014,Ethiopia,Male,40,No, \n", - "100015,Ethiopia,Male,28,Don’t know, \n", - "100016,Ethiopia,Female,55,Don’t know, \n", - "100017,Ethiopia,Male,30,Don’t know, \n", - "100018,Ethiopia,Female,22,No, " - ] - } - ], - "source": [ - "!head -n 20 \"data/survey-social-media.csv\"" - ], - "id": "cell-3" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:49.237644Z", - "iopub.status.busy": "2024-01-09T15:11:49.237298Z", - "iopub.status.idle": "2024-01-09T15:11:49.313558Z", - "shell.execute_reply": "2024-01-09T15:11:49.312940Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "" - ] - } - } - ], - "source": [ - "columns = dict(\n", - " COUNTRY=\"country\",\n", - " Q145=\"gender\",\n", - " Q146=\"age\",\n", - " Q70=\"use_internet\",\n", - " Q74=\"use_social_media\"\n", - ")\n", - "\n", - "data = pl.scan_csv(\n", - " \"data/survey-social-media.csv\",\n", - " dtypes=dict(Q146=pl.Utf8),\n", - ").rename(\n", - " columns\n", - ").select([\n", - " \"country\",\n", - " \"age\",\n", - " \"use_social_media\"\n", - "]).collect()\n", - "\n", - "data.sample(10, seed=123)" - ], - "id": "cell-4" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Create age groups for users of social media" - ], - "id": "9bc810fc-1241-43a6-8300-aed3ed1726c7" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:49.317586Z", - "iopub.status.busy": "2024-01-09T15:11:49.317331Z", - "iopub.status.idle": "2024-01-09T15:11:49.367745Z", - "shell.execute_reply": "2024-01-09T15:11:49.367006Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "" - ] - } - } - ], - "source": [ - "yes_no = [\"Yes\", \"No\"]\n", - "valid_age_groups = [\"18-34\", \"35-49\", \"50+\"]\n", - "\n", - "rdata = data.with_columns(\n", - " age_group=pl\n", - " .when(col(\"age\") <= \"34\").then(pl.lit(\"18-34\"))\n", - " .when(col(\"age\") <= \"49\").then(pl.lit(\"35-49\"))\n", - " .when(col(\"age\") < \"98\").then(pl.lit(\"50+\"))\n", - " .otherwise(pl.lit(\"\")),\n", - " country_count=pl.count().over(\"country\")\n", - ").filter(\n", - " col(\"age_group\").is_in(valid_age_groups) &\n", - " col(\"use_social_media\").is_in(yes_no)\n", - ").group_by([\"country\", \"age_group\"]).agg(\n", - " # social media use percentage\n", - " sm_use_percent=(col(\"use_social_media\") == \"Yes\").sum() * 100 / pl.count(),\n", - " \n", - " # social media question response rate\n", - " smq_response_rate=col(\"use_social_media\").is_in(yes_no).sum() * 100 / col(\"country_count\").first()\n", - ").sort([\"country\", \"age_group\"])\n", - "\n", - "rdata.head()" - ], - "id": "cell-6" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Top 14 countries by response rate to the social media question." - ], - "id": "749b6d4f-91af-48bd-9bad-3f4ad73719cd" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:49.370934Z", - "iopub.status.busy": "2024-01-09T15:11:49.370670Z", - "iopub.status.idle": "2024-01-09T15:11:49.389991Z", - "shell.execute_reply": "2024-01-09T15:11:49.389288Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "" - ] - } - } - ], - "source": [ - "def col_format(name, fmt):\n", - " # Format useing python formating\n", - " # for more control over\n", - " return col(name).map_elements(lambda x: fmt.format(x=x))\n", - "\n", - "def float_to_str_round(name):\n", - " return col_format(name, \"{x:.0f}\")\n", - "\n", - "n = 14\n", - "\n", - "top = rdata.group_by(\"country\").agg(\n", - " r=col(\"smq_response_rate\").sum()\n", - ").sort(\"r\", descending=True).head(n)\n", - "top_countries = top[\"country\"]\n", - "\n", - "expr = float_to_str_round(\"sm_use_percent\")\n", - "expr_pct = expr + \"%\"\n", - "\n", - "point_data = rdata.filter(\n", - " col(\"country\").is_in(top_countries)\n", - ").with_columns(\n", - " col(\"country\").cast(pl.Categorical),\n", - " sm_use_percent_str=pl.when(col(\"country\") == \"France\").then(expr_pct).otherwise(expr)\n", - ")\n", - "\n", - "point_data.head()" - ], - "id": "cell-8" - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:49.393132Z", - "iopub.status.busy": "2024-01-09T15:11:49.392893Z", - "iopub.status.idle": "2024-01-09T15:11:49.403307Z", - "shell.execute_reply": "2024-01-09T15:11:49.402582Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "" - ] - } - } - ], - "source": [ - "segment_data = point_data.group_by(\"country\").agg(\n", - " min=col(\"sm_use_percent\").min(),\n", - " max=col(\"sm_use_percent\").max(),\n", - ").with_columns(\n", - " gap=(col(\"max\") - col(\"min\"))\n", - ").sort(\n", - " \"gap\",\n", - ").with_columns(\n", - " min_str=float_to_str_round(\"min\"),\n", - " max_str=float_to_str_round(\"max\"),\n", - " gap_str=float_to_str_round(\"gap\")\n", - ")\n", - "\n", - "segment_data.head()" - ], - "id": "cell-9" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Format the floating point data that will be plotted into strings\n", - "\n", - "First plot" - ], - "id": "e0eee5c1-6062-456e-a2c5-62591ebcae8b" - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:49.406576Z", - "iopub.status.busy": "2024-01-09T15:11:49.406335Z", - "iopub.status.idle": "2024-01-09T15:11:51.055242Z", - "shell.execute_reply": "2024-01-09T15:11:51.054598Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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CUloCRVKy/ZigUPb4elHb+TdiLesMUoth4ZAio5zKKQZ13hSXmxphLS2BIjnlDHpNdGbk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BD1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\n9+Phhx8GAHz88cd+2+zrmAMHDuCTTz7BwYMH0draCq1Wi/DwcCQnJ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- } - } - ], - "source": [ - "# The right column (youngest-oldest gap) location\n", - "xgap = 112\n", - "\n", - "(ggplot()\n", - " # Range strip\n", - " + geom_segment(\n", - " segment_data,\n", - " aes(x=\"min\", xend=\"max\", y=\"country\", yend=\"country\"),\n", - " size=6,\n", - " color=\"#a7a9ac\"\n", - " )\n", - " # Age group markers\n", - " + geom_point(\n", - " point_data,\n", - " aes(\"sm_use_percent\", \"country\", color=\"age_group\", fill=\"age_group\"),\n", - " size=5,\n", - " stroke=0.7,\n", - " )\n", - " # Age group percentages\n", - " + geom_text(\n", - " point_data.filter(col(\"age_group\")==\"50+\"),\n", - " aes(x=\"sm_use_percent-2\", y=\"country\", label=\"sm_use_percent_str\", color=\"age_group\"),\n", - " size=8,\n", - " ha=\"right\"\n", - " )\n", - " + geom_text(\n", - " point_data.filter(col(\"age_group\")==\"35-49\"),\n", - " aes(x=\"sm_use_percent+2\", y=\"country\", label=\"sm_use_percent_str\"),\n", - " size=8,\n", - " ha=\"left\",\n", - " va=\"center\",\n", - " color=\"white\"\n", - " )\n", - " + geom_text(\n", - " point_data.filter(col(\"age_group\")==\"18-34\"),\n", - " aes(x=\"sm_use_percent+2\", y=\"country\", label=\"sm_use_percent_str\", color=\"age_group\"),\n", - " size=8,\n", - " ha=\"left\",\n", - " )\n", - " # gap difference\n", - " + geom_text(\n", - " segment_data,\n", - " aes(x=xgap, y=\"country\", label=\"gap_str\"),\n", - " size=9,\n", - " fontweight=\"bold\",\n", - " format_string=\"+{}\"\n", - " )\n", - ")" - ], - "id": "cell-12" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Tweak it" - ], - "id": "7697400a-b973-48c8-9d6e-1962b21a67dd" - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:51.059005Z", - "iopub.status.busy": "2024-01-09T15:11:51.058609Z", - "iopub.status.idle": "2024-01-09T15:11:52.147107Z", - "shell.execute_reply": "2024-01-09T15:11:52.146498Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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pabFwIyU5mYSEhIb1hw4dAmiYv6It9dsPHSw+Lu1LS01tc1tCMNbe2praJusP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/6jjOZNoqIiIyd0wY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\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y8vJy6e7u4djxE3zvez/k8OH4IF1paQnLlpqR5aVLl5CVlUVfXzRw+PWv305GejrXXLOT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\nMjAwyEc+8nF+dfdvxj3O4cNH2X71dXz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- } - } - ], - "source": [ - "# The right column (youngest-oldest gap) location\n", - "xgap = 115\n", - "\n", - "# Gallery Plot\n", - "\n", - "(ggplot()\n", - " # Background Strips # new\n", - " + geom_segment(\n", - " segment_data,\n", - " aes(y=\"country\", yend=\"country\"),\n", - " x=0, xend=100,\n", - " size=8.5,\n", - " color=\"#edece3\"\n", - " )\n", - " # vertical grid lines along the strips # new\n", - " + annotate(\n", - " \"segment\",\n", - " x=list(range(10, 100, 10)) * n,\n", - " xend=list(range(10, 100, 10)) * n,\n", - " y=np.tile(np.arange(1, n+1), 9)-.25,\n", - " yend=np.tile(np.arange(1, n+1), 9) + .25,\n", - " color=\"#CCCCCC\"\n", - " )\n", - " # Range strip\n", - " + geom_segment(\n", - " segment_data,\n", - " aes(x=\"min\", xend=\"max\", y=\"country\", yend=\"country\"),\n", - " size=6,\n", - " color=\"#a7a9ac\"\n", - " )\n", - " # Age group markers\n", - " + geom_point(\n", - " point_data,\n", - " aes(\"sm_use_percent\", \"country\", color=\"age_group\", fill=\"age_group\"),\n", - " size=5,\n", - " stroke=0.7,\n", - " )\n", - " # Age group percentages\n", - " + geom_text(\n", - " point_data.filter(col(\"age_group\")==\"50+\"),\n", - " aes(x=\"sm_use_percent-2\", y=\"country\", label=\"sm_use_percent_str\", color=\"age_group\"),\n", - " size=8,\n", - " ha=\"right\",\n", - " )\n", - " + geom_text(\n", - " point_data.filter(col(\"age_group\")==\"35-49\"),\n", - " aes(x=\"sm_use_percent+2\", y=\"country\", label=\"sm_use_percent_str\"),\n", - " size=8,\n", - " ha=\"left\",\n", - " va=\"center\",\n", - " color=\"white\"\n", - " )\n", - " + geom_text(\n", - " point_data.filter(col(\"age_group\")==\"18-34\"),\n", - " aes(x=\"sm_use_percent+2\", y=\"country\", label=\"sm_use_percent_str\", color=\"age_group\"),\n", - " size=8,\n", - " ha=\"left\",\n", - " )\n", - " # countries right-hand-size (instead of y-axis) # new\n", - " + geom_text(\n", - " segment_data,\n", - " aes(y=\"country\", label=\"country\"),\n", - " x=-1,\n", - " size=8,\n", - " ha=\"right\",\n", - " fontweight=\"bold\",\n", - " color=\"#222222\"\n", - " )\n", - " # gap difference\n", - " + geom_vline(xintercept=xgap, color=\"#edece3\", size=32) # new\n", - " + geom_text(\n", - " segment_data,\n", - " aes(x=xgap, y=\"country\", label=\"gap_str\"),\n", - " size=9,\n", - " fontweight=\"bold\",\n", - " format_string=\"+{}\"\n", - " )\n", - " # Annotations # new\n", - " + annotate(\"text\", x=31, y=n+1.1, label=\"50+\", size=9, color=\"#ea9f2f\", va=\"top\")\n", - " + annotate(\"text\", x=56, y=n+1.1, label=\"35-49\", size=9, color=\"#6d6e71\", va=\"top\")\n", - " + annotate(\"text\", x=85, y=n+1.1, label=\"18-34\", size=9, color=\"#939c49\", va=\"top\")\n", - " + annotate(\"text\", x=xgap, y=n+.5, label=\"Youngest-\\nOldest Gap\", size=9, color=\"#444444\", va=\"bottom\", ha=\"center\")\n", - " + annotate(\"point\", x=[31, 56, 85], y=n+.3, alpha=0.85, stroke=0)\n", - " + annotate(\"segment\", x=[31, 56, 85], xend=[31, 56, 85], y=n+.3, yend=n+.8, alpha=0.85)\n", - " + annotate(\"hline\", yintercept=[x+0.5 for x in range(2, n, 2)], alpha=.5, linetype=\"dotted\", size=0.7)\n", - " \n", - " # Better spacing and color # new\n", - " + scale_x_continuous(limits=(-18, xgap+2))\n", - " + scale_y_discrete(expand=(0, 0.25, 0.1, 0))\n", - " + scale_fill_manual(values=[\"#c3ca8c\", \"#d1d3d4\", \"#f2c480\"])\n", - " + scale_color_manual(values=[\"#939c49\", \"#6d6e71\", \"#ea9f2f\"])\n", - " + guides(color=None, fill=None)\n", - " + theme_void()\n", - " + theme(figure_size=(8, 8.5))\n", - ")" - ], - "id": "cell-14" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Instead of looking at this plot as having a country variable on the\n", - "`y-axis` and a percentage variable on the `x-axis`, we can view it as\n", - "having vertically stacked up many *indepedent* variables, the values of\n", - "which have a similar scale.\n", - "\n", - "**Protip:** Save a pdf file.\n", - "\n", - "### Change in Rank\n", - "\n", - "*Comparing a group of ranked items at two different times*\n", - "\n", - "Read the data.\n", - "\n", - "Source: World Bank - Infanct Mortality Rate (per 1,000 live births)b" - ], - "id": "349b31d0-2302-41ce-bdc7-24b0b44161c4" - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:52.151713Z", - "iopub.status.busy": "2024-01-09T15:11:52.151445Z", - "iopub.status.idle": "2024-01-09T15:11:52.167744Z", - "shell.execute_reply": "2024-01-09T15:11:52.167018Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "" - ] - } - } - ], - "source": [ - "data = pl.read_csv(\n", - " \"data/API_SP.DYN.IMRT.IN_DS2_en_csv_v2/API_SP.DYN.IMRT.IN_DS2_en_csv_v2.csv\",\n", - " skip_rows=4,\n", - " null_values=\"\",\n", - " truncate_ragged_lines=True\n", - ")\n", - "\n", - "# Columns as valid python variables\n", - "year_columns = {c: f\"y{c}\" for c in data.columns if c[:2] in {\"19\", \"20\"}}\n", - "data = data.rename({\n", - " \"Country Name\": \"country\",\n", - " \"Country Code\": \"code\",\n", - " **year_columns\n", - "}).drop([\"Indicator Name\", \"Indicator Code\"])\n", - "data.head()" - ], - "id": "cell-18" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The data includes regional aggregates. To tell apart the regional\n", - "aggregates we need the metadata. Every row in the data table has a\n", - "corresponding row in the metadata table. Where the row has regional\n", - "aggregate data, the `Region` column in the metadata table is `NaN`." - ], - "id": "5a37d37a-b4a2-4430-998f-c4f8e97399c9" - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:52.171240Z", - "iopub.status.busy": "2024-01-09T15:11:52.170994Z", - "iopub.status.idle": "2024-01-09T15:11:52.184106Z", - "shell.execute_reply": "2024-01-09T15:11:52.183485Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "" - ] - } - } - ], - "source": [ - "def ordered_categorical(s, categories=None):\n", - " \"\"\"\n", - " Create a categorical ordered according to the categories\n", - " \"\"\"\n", - " name = getattr(s, \"name\", \"\")\n", - " if categories is None:\n", - " return pl.Series(name, s).cast(pl.Categorical)\n", - "\n", - " with pl.StringCache():\n", - " pl.Series(categories).cast(pl.Categorical)\n", - " return pl.Series(name, s).cast(pl.Categorical)\n", - "\n", - "columns = {\n", - " \"Country Code\": \"code\",\n", - " \"Region\": \"region\",\n", - " \"IncomeGroup\": \"income_group\"\n", - "}\n", - "\n", - "metadata = pl.scan_csv(\n", - " \"data/API_SP.DYN.IMRT.IN_DS2_en_csv_v2/Metadata_Country_API_SP.DYN.IMRT.IN_DS2_en_csv_v2.csv\"\n", - ").rename(\n", - " columns\n", - ").select(\n", - " list(columns.values())\n", - ").filter(\n", - " # Drop the regional aggregate information\n", - " (col(\"region\") != \"\") & (col(\"income_group\") != \"\")\n", - ").collect()\n", - "\n", - "cat_order = [\"High income\", \"Upper middle income\", \"Lower middle income\", \"Low income\"]\n", - "metadata = metadata.with_columns(\n", - " ordered_categorical(metadata[\"income_group\"], cat_order)\n", - ")\n", - "\n", - "metadata.head(10)" - ], - "id": "cell-20" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Remove the regional aggregates, to create a table with only country data" - ], - "id": "aa8009da-0281-47f8-bef4-b36fea353906" - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:52.187440Z", - "iopub.status.busy": "2024-01-09T15:11:52.187174Z", - "iopub.status.idle": "2024-01-09T15:11:52.202247Z", - "shell.execute_reply": "2024-01-09T15:11:52.201699Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "" - ] - } - } - ], - "source": [ - "country_data = data.join(metadata, on=\"code\")\n", - "country_data.head()" - ], - "id": "cell-22" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We are interested in the changes in rank between 1960 and 2015. To plot\n", - "a reasonable sized graph, we randomly sample 35 countries." - ], - "id": "0f7882bc-1226-4bb1-b1f8-18e710dff00b" - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:52.205210Z", - "iopub.status.busy": "2024-01-09T15:11:52.204989Z", - "iopub.status.idle": "2024-01-09T15:11:52.220104Z", - "shell.execute_reply": "2024-01-09T15:11:52.219480Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "" - ] - } - } - ], - "source": [ - "sampled_data = country_data.drop_nulls(\n", - " subset=[\"y1960\", \"y2015\"]\n", - ").sample(\n", - " n=35,\n", - " seed=123\n", - ").with_columns(\n", - " y1960_rank=col(\"y1960\").rank(method=\"ordinal\").cast(pl.Int64),\n", - " y2015_rank=col(\"y2015\").rank(method=\"ordinal\").cast(pl.Int64)\n", - ").sort(\"y2015_rank\", descending=True)\n", - "\n", - "sampled_data.head()" - ], - "id": "cell-24" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "First graph" - ], - "id": "930126a0-351b-4f52-96d5-afeacbce5305" - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:52.223082Z", - "iopub.status.busy": "2024-01-09T15:11:52.222834Z", - "iopub.status.idle": "2024-01-09T15:11:52.764005Z", - "shell.execute_reply": "2024-01-09T15:11:52.763459Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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k6pR1OOdaQOiNhoJtrT0e24BQt36brk4oXZ3pA0JbflIomDzNWPua5eUN6PkQQgghhJDx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C9YEv9rc3MzHn/8cTzzjBYonnXWWZg/f358+d13343169fjxIkTuOCCC3DPPffgwgsvjDcIbGlp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2kbm4GAQxEYOUdh5ByFmkMGpVvhwIY6tEaLhnKTnA/c7FvlJmaKTNx8haHjpR4934pBwThn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\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WAMvKygCYO3duxLK//OUv1sZlmXfeeYdTTjklYp3Y2Fhuv/12lixZwhlnnIGu6/zxj3/k\n4YcfHugujVuys7M5cuQI9fX1g95WbW0tALm5uQCoHYMo/wvgH4JtjFZkp0DWfAdZ8x0YuknTwa72\nHU+DVSPRXKrTXKpT/KqX2AwxJAYm5UlDOqmwsRlLxKRJFF4bqAh8u0sIPLLZz6tbysle6GDa+U7i\nJ4yPyS9Au2Gwzauyxauy369FFFfnyCKLXQ4WuRTS5MG/7ixZIitO4pw4Fy26lShc5FMp9mloQKdp\n8nFLOx+3tKMIAgUOiXlOq1U43vYNHLUYpkl7D/EuXMwLF/g85uB+fx0C3dpsg0EZwfZbCajSdfb7\nNYp9Gh7Dej5XC8z6CCbuACGwC6ICeSudTDnbiSN2dIyvuEyJWZe7mXGJi+ptKmVrfTQdsGw+aos0\naos03CkCucucTDzVMeCKfk9TV4hHw34Ns4fmLyqQPtsS/DLmyjjiRsf7c7wQFIflAzinENMw0A8f\nsioDd+3AqLeMIfWKMvSKMrxvrUJMTbMqA+fOQ8qbckKFiPhM+l1xG40Ow8At9u13pa7O+gyys7OP\nut6ECRMAhmT+YWNjY2MzOhiwABgUklJTUyOWrVu3DkEQuO6666KKf+GceuqpXH/99Tz99NN88MEH\nA90dmz7S8wqrMARz7+ptKrJTIClPQokZvydtoiSQOl0mdbrMrMtdtB0xQmJga7l1tt9Ra3DwPR8H\n3/PhiO8KEUktkJEUWwy0OfGISbWEwGnnuyh522sJgTpUbfFTtcVP1kKrNTghZ2wKgZ2GwQ6vymav\nSrFfi5jIZUoii92W6Jc1BKJfbyRKIqfFODktxonXMNntVynyquzy63QaBqppstOnsdOnIeAhX5GY\n51KY51TIOI77ZWNhBn31AuJdWxSBL9h+226Yg3HmQIQu/zxJ6Gq7jSLwRfPVq9d0tvtUNnZ4OaDq\n3fbF0QEz1kPuJhACIpcgQu5yB9POd41aSwxJEchZ4iBniYO2Kp3ydT4qPlPRPCaeRpN9q7zsf8NL\n5jyFSac5SJ1x9KpA0zRpr+o6B2gpi6zydcQJZATOAdIKZCTHiXkOIIgicv5U5PypuC6+DKOm2qoM\n3LkDvdyypDEa6vF99AG+jz5AiI1DmT3XChGZPhPB4RjhV3B8GSqbR+kEraC0sbGxsekfAxYAFUXB\n6/Xi8XgiltXU1ACwcuXKPm1r5cqVPP3005SXlw90d8Y1VVVVgBUMMlgyMjIAQu+1K1Gko2Zw1x6r\nNqtUbbaai2IzRZLyJJLyZJLyJOInSKPOxHooEASBhByJhByJ6Re48DQa1ASu/jfu1zAN8LeZlK/3\nU77ej+QIXP2fZ139H89CqY1NNNwpIoVfimHGhTGUf2iw/8NWTB2qt6pUb1XJnK8w/QIXCWPAI9Bn\nmOzwWe29ewLVduGkSSKLXAqLXQ4mjEAoh0sUWORysMjlID4piX1ePxtb2tnY0kZTQFw6qOocVHVe\nbvOSJYvMc1pi4CRFQrQnkn3GZ3QPxmg3Bfz+Buo6OmnW9W7VepESUd8RgFhR6BaMkSCJVoBGmKAX\nLwnECEK/PkPTNCnXdHZ4VXb41IhwGoBUFRZsFHGtMzCDdmUCTDhJYfqFLmLTR/9xGyQ+W2L2FTEU\nfN6kaoufsrV+mkt1TMO6oFm9TSUmTSR3uYOJpzhwxlu/16bRvQugsz7yfYpJE0MhHsn5dhdATwRB\nQMrKRsrKxnXWeRgtzai7ilB37UAr2Qe6jtnRjn/jp/g3fgqKglIwC3nOPJTZcxFjx493hN802eNT\n2e4dbHO+JfrH9mOspaenA3DkyJGjrhdcPhTzj+GkrW1w9kbDjR1aYmNjM5wMWADMzs6mra2NAwcO\nRCxzOp14vV6czr55DgXX07TBeWCMRw4ePBj6AV6wYMGgt7dkyRLAquDctm0b2YtmWSbZA0SQABPM\nwHlwR41BR41B5WfWCY3kgIRcieR8OSQMupLGn/jlThHJO8NJ3hlO1E6D2l1ayP9H94Hu75pYCCKk\nTJNDrcLulPH3ftjY9EZMisQpt6Qx6UyRfW91UvGJH0ODmu1W8I4lBDpJmDi6Aiz8pskun8oWj8pO\nnxrhp5YsCix0OVjsVpgkjx4jf1kQKIyLYbbbySUOgYowoacyIPRUawbVmo93OnwkigKFToV5LoUZ\nDhl5lLyO4UQL+ur1CMYID84IVuz5opbqdfT5udyBFtzwJNyeQRkJokicKAxphY9mmuz3axQFAmWa\njcgXki2LzBNlJmyGxvdU1A4jVA2YMVdmxiXuMVu5CyA5BCae4mTiKU5aK3TK1vk4stGP5oXOeoPi\nV7zsW+UlKU9Cdgo0l+mo7ZHvU+LkcB9gO4W7P4iJSTiXrcC5bAWmx4NavNtqFd67C7xeUFXr9s4d\neAQBKX9qyDdQSh1bohRYITw7A9+/e33aoH05g8x3Kjj6Me7mz5/P888/z/bt22ltbSUhISFinZaW\nlpBX4MKFC4doT21sbGxsRpoBz7BOPfVUiouLefXVV/nf//3fbssKCgrYsGEDO3fu5Oqrrz7mtnbu\n3AkwpiLmh4sHH3wQgOTkZM4444xBb++0004jLy+P0tJSfvKTn/D8s/9GfplIk+o+UvB5F5NOc9Ja\nrtN0SLP88A5p+Fqtk2TdD00HdMtzJ4ArSSApXyZpskRSvkxirjSuWmOUGDHUaqSrYQmAO1T8bSam\nAQ37NBr2aex+0UPCxK7JQ9IkWwy0OTFwp0jMvTqGqee6OPiul/L1PYTAeTLTLnCRmDtyQqBqmuz1\naWzx+tnhUyPEnnhRCAV55I+ByjlBEMhVZHIVmYvi3dRrOkWBCpRgq2eLYbLW42etx49LgNmBysA5\nTiXCYH4sYZgmHYYZEYzR1qOCr1W3WnUHgyIIASGve7Vez/viJbFfk/bB4jECFUc+ld0+FU+PlykA\nUwKt4YWyjG+zzv43vNQ0d62YPFWi4PNuUqaOLoF+sCRMtL6PZl7mpnydj0OrfXgbTUydbucvYF34\nTJ0uh0I8xuNFzZFAcLtxLFiMY8FiTE1DO7C/K0SkpRlME/1gCfrBEryv/gcxe0KXb2BO7qgVXuu0\nruT2gz1a6sG6CJCvyOweRBDIipj+tUlfcskl/O///i9er5eHH36Yn/zkJxHr/O53v8Pn86EoChdf\nfPGA983GxsbGZnQx4DO4K664gqeffppt27bx7LPP8qUvfSm07JprruGzzz7jiSee4I477iApKanX\n7TQ1NfH4448jCAInn3zyQHdn3NDe3k5cXBwNDQ385je/4bnnngPge9/7Hi6Xa9DblySJ//u//+Pa\na6/ls88+46ovfZHvXfQQ2q5IL8djIbsFJp7sQHYKpEyTSZlmDSfTtJL2mks1mg/pNJdqtJTrGIFL\nnd5mM9T2B5Z/UHyORFJeV6VgTPr4uIouKQIZcxQy5ijMvdqk+XBX+1Cw9bq1Qqe1wppouVNE8k7W\nSSowScwXxmX7tI1NOO5kkTlXxTDlnB5C4A6Nmh3tZBTKTL/AReKk4REcdNNkn19ji1dlm1eNCFmI\nFQQWuBQWuxSmOeRRL/odjTRZ4kxZ4sxYF+2GwU6fRpHXEodUwGsSSDJWkYDpDtkSh5xKn5OLjyem\naYVgtBlm9LCMsNvthjkoo30RQuJdfI/qvPB23GRFJjslhebmZnR9ME2/Q0MwHGaHV2WfP7JdXQFm\nOmXmORXmuhTiEKjeprLn9c5u9iAJEyVmXOIifbY8Ln6be9JZ3/Xb3BgICTkazgTLBsSZOP7ei9GA\nIMsoBbNQCmZhXnYlekV5yDfQqLFscYyqI/iqjuB77y2ExKSQGChPnY4gjVxlqmmalIVVWldFaalP\nEoWQB+u0QKX1I43tA0oDnihLTHf07/cxOzubW2+9lUcffZSHH34YRVG47bbbSExMpKWlhUcffZRH\nHnkEgNtuu80u0LCxsbEZRwx4RnXhhReybNky1q9fzy233IKiKFxxxRUAfP3rX+fxxx9n9+7dnHvu\nufzrX/9iypQpEds4cOAA11xzDbW1tQiCwJe//OWBv5JxwrRp04iPj6elpQUzMPG86qqruPXWW4fs\nOc4++2x+//vfc8cdd/DZZ59x7cYV/GDlU8xKP3pgSziCBIu/FhM1yU4QBNzJAu5kB9mBrgFDN2mr\n1GkKCILNpTqdddZJkWlAa7lOa7lO2cd+AJQYK1QkVCk4DgJGBFEgOV8mOV9m5qVu2mu6JhzNpdaE\nw9NosOfNFnjTeg8y5lqtwmmzFGSnPdGwGb8EhcCp57o4+J6XsrWWEGgldbaTMdeqCEyaPPRCoGGa\nHFB1Nnv8bPOptPdoh3QJMN/lYLFLocAhj0uz9ThR5BS3g1PcDvymSbFPY0cgVbg94F+316+x16/x\nPB4myV0hItlD7HPoNyODMXq7PVjjkFhB6BaMEZ6EG6rWkwRi++irJ4kje/HKNE1qdIPtXuuzK1Uj\nRchYQWCuS2GeU2amQ8EpCpimSf0eje2veUOhVgAx6SIzLnaRvVAZV352pmnSWt71G9x2JFKkcSYK\noQAPT5NBxad+2ioNTB0qN6hUblCJyxaZdJqTnKUOFPf4eX9GE4IoIk+ajDxpMu4LLkGvrwslCuul\nB8E0MVua8a//CP/6j8DlRpk1xxIEZ85CcLmP+z4GW+p3BI67aC31E4Jeqy6F3Cg2ETckxvCbxnYa\n9L5fqogXBW5JihnQd86Pf/xjKisreeWVV3jggQd48MEHSUhIoLW1FcOw9uHyyy/nzjvv7Pe2bWxs\nbGxGL4OaST3xxBOsWLGChoYGrr76ak4//XS+/OUvc/LJJ/Pss89y1VVXsWnTJmbOnMnnPvc5Fi9e\nHLq6tHnzZj744AN0XUcQBC6++GIuuOCCoXpdY5bCwkJKSkqIiYlh9uzZ3HjjjVx11VVD/jxXX301\np556Kn/+859ZvXo1f9r4HW5edB/zslYe87GyCxbdEkvqDKXPzydKAomTZKuK5wzL89HfbtB8WO+q\nFDysoQUyZdROk7rdGnW7u6Z3VsCIHKgUlIjLHtsBI3GZEnHnSEw9x4Wv1QoRqS3SqC/WMFQTtdMM\nTTJEGdJmyoEQEQVnwtgWQ21sesOVJDL7ihimnB0QAtf5MVSo3alRu7Od9Dky0y8cvBBomiaHVJ0t\nXj9bvCqtPSZsDgEKnVaQxyynjDIORb/ecAgChS6FQpeCEXiftgeqWeoDk9MyTaesXWdVu5c0qWti\nO6WXVmg9UKnXU8CLVq3nHVwHLi6Bbsm38T2Sb4MCX5wojAuPw+BnFGznrosiIKQGPqP5LoV8Reom\nYjcd0ih+1Uvj/q7fW2eiwPQLXUw8xTGmf2fDMXSTxv0BS44iFW9T5ECLyxZDlhyJud1DPPJWOmku\n1Slb66Nqi4qhQnuVwe4XPBS/4iF7sYNJpzlInDR6PEDHI1JaOtLKs3CtPAujvQ11904rRKR4L2gq\neD2oWzehbt0Ekow8bUbAN7AQMSFxyPbDY5js9lnfi7t8asT3lgBMDUtbTztG2nqCJPKdlDj+2NQe\nNYinJ+3lZdy1cM4xt9sbDoeDJ554gksvvZR//vOfbN++nebmZlJSUpg/fz5f/vKXueiiiwa0bRsb\nGxub0YtgmoMzu9myZQsXX3wx1dXVUU94gps/2rLTTz+dVatWERc3ftK9Bkp9ff2IPbdpmFRvUzn8\nsb/bRCCII04gd5mDSSucuJOHXoAyDZOOWoPmUi1UKdh2xOi1FUdyQOKkQOJwvkTS5LEfMCJJEnGu\nRPatr6Vqm4/anRpaFKOm5Pwu38DYjLFrwj7SJCcnI0kSuq7T1NQ00rtzQiBJEsnJyTQ1NfWpRdLb\nYnDwPR9la30hGwHAEgIvcJGU13ch0DRNKjSdzV6VLR4/jT1EPwWY41RY5FaY209T9dHKUI5x0zSp\n1gzLz8qncjhKdZkDSJXFUMVcm2HQppu0D9JXT4aorbfxPW+LIs4RrFTr7/geKMEqzaJAlWZblIqj\n3LAqzWhp1G1HdIpf81Bb1PV7r8QITD3XyeTTnWPGm/doY1z1mNTvsar8anepoYuMIQRInhL2e9rH\nNGO106DiM5XydT7aq7uLNQkTJSad5mDCSQ5k19h4D/vDcI3x/mL6fKj796Lu3IG2eydmZ2QYjzQp\nD2VOIcrc+YgZmf0Wapt7tNT3fPUKMMtpVdfOdSnEif0/J/WbJp95/HzU6YvaPpwuiZwW42CZ2zmi\nvqyjORnYTgG2sbGx6Z1BC4Bg+fh997vf5ZlnnumW5Hs00Q+sL7w777yT733vezgc/TOwHa+MpAAY\nTnu1TuMBDQUXslPCnSzinuRDUob3ZEPzmbSUdbUNhweMRMOVLISqBJPyxl7ASM8Ta0M3aSzpChGJ\nWrGQFVaxMEkaV21axxtbABx+Bjp59LVaQuDhj3sIgbOt1uDk/N6FwCOBSr/NUaqjJGCWU2axy0Gh\nU8E1zo6f/o5x0zTxmUQEY7QaRtRk3MH46glYol70sIzut92CMCaqqo6nONJhGOzyaWz3quzxq/h7\n/ByIBHwaA9WYvfk0dtZbnrOVG9XQBTbJAfmfc5J/lmvMtbL2HOPeFoPaIus3s2GfhtHjeqao9Kio\njx/4hUPTNGk6YFUFVm9Tuz2X5IQJJzmYvMIx6lLNB8NoFQDDMXUdvfRgl29gY0PEOmJ6RleIyKQ8\nhChiXV8uesSFWuoVZjrlIbtwFKxSr9R0BJeLGEkmS5HI8nlGhfesLQAOHbYAaGNjM5wMiQAY5MiR\nIzz99NOsWbOGTZs2RUw2FEVhxowZzJ8/nwsvvJDPf/7zdtVfD0aLABhktAkkpmnibTK7BMFSjZYy\nPeIEP0gwYCQ5XwoJg6M5YORoJ9amadJaEeZZVBnFsyhBIKNQIWu+Qsp0edgF27HGaBvfJwKDnTz2\nJgSmzbIqApOnWBPtGk0PBFj4I6ooRGCGQ2axy2qJjBlAlcZYITjGPapKeWNTt9bbtmituIYRISwN\nFRmSwHSHTKFTYZIiEyf2zVdvLDHU4kiDprMjUOlX4tciBFdnt6Rm+ahj2ddqUPKW1VZvBnZNlGHS\naQ6mnusas9YSSUlJtNcYlG1oo/SzVstTtwdKjEBGYcBTd+bx8dT1t1s+gWXr/CGP4yCJkwNVgYsd\nY+qiZDTGggAYjmmaGNVHunwDK8oj1hHi4q3KwDmFiNMKKEUMhXhEa6nvi+3BUDIaz1VsAXDosAVA\nGxub4WRIBcCe+P1+mpqaMAyD+Ph4W+zrA7YA2H8MzaS1Ug8JguEBI9FQYoVQhWBSnkTS5NETMNKf\nE+vOep2aIqs6sOmAhtnjJcsuSJ9tVQamz5ZHzWscTYyF8T3eGKrJo6/N4ND7Pg5/5EP3d90vTBfZ\nvwL2Teh+QAT9mBa7HSxwKcSPA9HPME3aw8S7rqCMrvs6EGjRdDqMwdTqWZ6I0YIyQj57YUm4AoQM\n8Xf4VFoGYIg/Vhns+A62qQffu8ooLYAJokBh4L2b4Ti2P6XaaYnmpavDjhUBcpY6mHGRC3fK2DsW\nTMOkudS6IFa3y6CtSo1Yx53aVR2fPGX4PINNw6Rhv0bZWj8129Vuv82yG3KWOJh0mpP4CWPTvmOs\nCYA9MZoaUXcVWb6BB/aDYaDKMgcmTWX39NkUT51JR0xsxOOOZ/DRsRiN5yq2ADh02AKgjY3NcHJc\nBUCb/mMLgENDKGDkUFeloObtff24LJHEyXKoUjAuWxwR4/OBnlj72w1qd1liYP0etZsgAlYlZOoM\nmYxCazJ0PDwcxyJjdXyPZYZ68ljXorH1HQ/+T3TEsHFfnw/7V0DSVIlFLgcLXQpJvbREjiZM06TT\nNCOCMaIl4bYbZm8WqX1ChIhgjPget4PLB+qrZ5gm5WGCVjRPqyRRCE2sp4/xlOWBjG/dNCnxa6EQ\nj6YogmmWJFLoUpjvVJjUx4oj3W9SusbHwXd9qJ1d28ycrzDjYhfx2WNLgNJVk4birhAPf1vk+5SQ\n2+XnFz9h5Kv9fa0G5Z/4KV/vx9PQfewnT5GYdJqTrIXKmKrWH+sCYJB2w6CorYMdjS3sdbhQpe5t\n2qKuk19+iLnNDcxLjCO9YBZiSsqI7OtwnKv8+te/5v7772fZsmW88sorx1zfFgCHDlsAHF/k5eVx\n+PBh/vKXv3DjjTf267GrV6/mzDPPBLrbpvWVG2+8kb/+9a985Stf4emnnx6y/RooTz/9NF/96leZ\nPHkypaWlw/KcNsdm/JiSHIO6ujo++eQTduzYQWlpKY2NjciyTHp6OgsWLOCSSy4hKyvrqNv45JNP\nePPNNzlw4AA+n4+0tDSWLFnClVdeSUJCwjC9ku4UFRXx5ptvkpCQwG233TYi+zAaccSJZMwRyZhj\nJRUHA0aawgTB8ICR9mqD9mo/lZ9Zt0MBI/ldfoKuxNErHjjiRCae7GDiyQ50v0l9YJJUW6Tibzcx\nDajfq1G/V2P3Cx4SciWy5itkFI6OSZKNTX9o0w22+VQ2e/wcUHXMFaAshimfwuRNIPsh7ZD1L3WG\nwPQLJZKmjezx6wsX8nr46IW347YZJr04GvQJAYgVhZBwl+Z2kazIJIgiss/bLRk3Rjj+LbiiIDBZ\nkZmsyFwS76ZO0y0/La/KQVXHBJoNk486/XzU6cctWEEs85wKs5zKiJrcH098hsluv/U+7PJpdPY4\n0ReA/ECCaKFTIbMfSZ+GblK+3k/Jm95unrmpBTIFl/QvOGek8XcY1AUubtXtjn5xK3O2i0knxTFh\noRu/NLom/s4EkWnnuZh6jpP6vVZVYO1Oqyqw6aBO08FOdr8oMPEUB7nLHcRlji1RdqxRr1lp2Tt8\nGgeCLfXuru4kp2kws76agu2bmb5nO25f15XjVkCaMBE5ECIiTcgZ1nOnwTzXww8/zJe+9KUh3Bub\nkSIo8JxxxhmsXr16pHfHxsZmDDJ2zgIHQV1dHbfccks3JT0mJga/3095eTnl5eW8/fbbfOc73+G0\n006Luo0//elPvPHGGwCIoojT6eTIkSO88sorrFmzhl/84hfk5uYOy+sJZ+fOndx///3k5ubaAuBR\nEESBuCyJuCyJ3FOt+zSfScthLVApaImCwcmS7ofGEp3Gkq6r2+EBI8n5MgkTR2fAiOQQyCxUyCxU\nMA2TpkNdvoHB1ujWcp3Wcp19q7zEpHVvk7JDRGxGIx2GwXavyhavSrFfi6h8S0sQmf55B4UXSrR/\npFG6xofug4Z9Gg372kmdYYWFpE4fup89zTSjBmNEC87wDbLW3h1owY0/SlBGgigSJwrdKui6V44M\nrg14KEiXJc6SJc6KddGmG+wMmOvv9WmogMeETV6VTV4VGcurMSiCJY6BCs6j0Rp4vdt9KsU+LULo\nlYECp8x8p5VCndDP12saJkc2q+x/3UtnfddnnThZouASF2kzlcG/iGHA02iEfrMaSyLtLSRnl71F\nxhyZjJzU0Bj3j9JCbkEUSJ+tkD5bwdscqApc58PbbKJ2mhz6wMehD3ykTJeZdJqDrPkKomz/Fg+W\nvrTUJ4a11E93yCjZKZhzZqKXr0Ddtd0KEamtAUA/UoF+pALfu28iJKdYISJzCpGnTEOQjq94m5mZ\nCYDRw86ho6ODzs5OANLT06M+1uVyHXP7KSkpTJs2jYkTJw5yT21sTmymTp2Ky+UiMTFxpHdlxElM\nTKSgoICcnJyR3hWbMIZcADxw4AA7duxg7969NDc309raiiiKJCcnk5WVxdKlS1m4cCGKMnwnosEf\ny0WLFvG5z32OBQsWkJCQgK7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3btR1MjMzgf51/gXf255VkeGceeaZUQXArVu3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KJnkgCwm+nqALC+9OxsvLqO6zh9+sLadV32rjRZ/1qQqj11syBlDlWZMMfPwCl6uzyFlZvH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\nRK5CYII=\n" - } - } - ], - "source": [ - "(ggplot(sampled_data)\n", - " + geom_text(aes(1, \"y1960_rank\", label=\"country\"), ha=\"right\", size=9)\n", - " + geom_text(aes(2, \"y2015_rank\", label=\"country\"), ha=\"left\", size=9)\n", - " + geom_point(aes(1, \"y1960_rank\", color=\"income_group\"), size=2.5)\n", - " + geom_point(aes(2, \"y2015_rank\", color=\"income_group\"), size=2.5)\n", - " + geom_segment(aes(x=1, y=\"y1960_rank\", xend=2, yend=\"y2015_rank\", color=\"income_group\"))\n", - " + scale_y_reverse()\n", - ")" - ], - "id": "cell-26" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "It has the form we want, but we need to tweak it." - ], - "id": "44621557-c190-42ff-8e61-db9cab2af4f0" - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:52.769349Z", - "iopub.status.busy": "2024-01-09T15:11:52.769098Z", - "iopub.status.idle": "2024-01-09T15:11:53.936058Z", - "shell.execute_reply": "2024-01-09T15:11:53.935271Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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pzYLBjSmnasY1WdaYn3nXJttcnc/nD83n81fl8/mX8vn8rHw+PyGfz/81n88fm8/nR7Y4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pJ7DnAbcKL3/o5ejr8aNnp0Xyz910zgZqDgvb97oM+nP0KqqROAbUNbVwXeBGZhIxRXBBw2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ndff4qsfaO74jPfl+lVbgjKGNJvRt+ORNu+/7rxtjjgauQVZX7ApgjPkQSd7cAvytg8GG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Rz/FClr2JHSdGPMsZ8Cf+vI+HrYn5H+VP2AuJ2AQnMZxf5iP2j+oGlwflw753fn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\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zQFEURVEURVFGGZoBoiiKorSaL1Bzul/XLcEPAK+IforUQwcR2T2+XSWF2okTn/8mtc/h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\nqmc0AKKUUqpmcj/ZG5m0B7DAZ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a/3y/1kfMsbeFn4GOXMIA/JBBne8nb9Qe4nm+d+cglw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CwHXgb+BDTEGKeV+mwroq62aR3gp1l7NicF72aQvq+W7PkEUjDkTdJxPr++ofq+3mxHb8nS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\nJEmSJEmSJElS2TEAIkmSJEmSJEmSyo4BEEmSJEmSJEmSV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saupN/YKtII/qWk1Fi3Afdk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\nklR2/j9bTWR8Df7cpAAAAABJRU5ErkJggg==\n" - } - } - ], - "source": [ - "# Text colors\n", - "black1 = \"#252525\"\n", - "black2 = \"#222222\"\n", - "\n", - "# Gallery Plot\n", - "\n", - "(ggplot(sampled_data)\n", - " # Slight modifications for the original lines,\n", - " # 1. Nudge the text to either sides of the points\n", - " # 2. Alter the color and alpha values\n", - " + geom_text(aes(1, \"y1960_rank\", label=\"country\"), nudge_x=-0.05, ha=\"right\", size=9, color=black1)\n", - " + geom_text(aes(2, \"y2015_rank\", label=\"country\"), nudge_x=0.05, ha=\"left\", size=9, color=black1)\n", - " + geom_point(aes(1, \"y1960_rank\", color=\"income_group\"), size=2.5, alpha=.7)\n", - " + geom_point(aes(2, \"y2015_rank\", color=\"income_group\"), size=2.5, alpha=.7)\n", - " + geom_segment(aes(x=1, y=\"y1960_rank\", xend=2, yend=\"y2015_rank\", color=\"income_group\"), alpha=.7)\n", - " \n", - " # Text Annotations\n", - " + annotate(\"text\", x=1, y=0, label=\"Rank in 1960\", fontweight=\"bold\", ha=\"right\", size=10, color=black2)\n", - " + annotate(\"text\", x=2, y=0, label=\"Rank in 2015\", fontweight=\"bold\", ha=\"left\", size=10, color=black2)\n", - " + annotate(\"text\", x=1.5, y=0, label=\"Lines show change in rank\", size=9, color=black1)\n", - " + annotate(\"label\", x=1.5, y=3, label=\"Lower infant\\ndeath rates\", size=9, color=black1,\n", - " label_size=0, fontstyle=\"italic\")\n", - " + annotate(\"label\", x=1.5, y=33, label=\"Higher infant\\ndeath rates\", size=9, color=black1,\n", - " label_size=0, fontstyle=\"italic\")\n", - " \n", - " # Prevent country names from being chopped off\n", - " + lims(x=(0.35, 2.65))\n", - " + labs(color=\"Income Group\")\n", - " # Countries with lower rates on top\n", - " + scale_y_reverse()\n", - " # Change colors\n", - " + scale_color_brewer(type=\"qual\", palette=2)\n", - " # Removes all decorations\n", - " + theme_void()\n", - " # Changing the figure size prevents the country names from squishing up\n", - " + theme(figure_size=(8, 11))\n", - ")" - ], - "id": "cell-28" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "30px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": true, - "sideBar": true, - "threshold": "4", - "toc_cell": false, - "toc_section_display": "block", - "toc_window_display": false, - "widenNotebook": false - } - } -} \ No newline at end of file diff --git a/examples/geom_segment_files/figure-html/cell-14-output-1.png b/examples/geom_segment_files/figure-html/cell-14-output-1.png deleted file mode 100644 index aea169439..000000000 Binary files a/examples/geom_segment_files/figure-html/cell-14-output-1.png and /dev/null differ diff --git a/examples/geom_segment_files/figure-html/cell-15-output-1.png b/examples/geom_segment_files/figure-html/cell-15-output-1.png deleted file mode 100644 index 5e8fc3a56..000000000 Binary files a/examples/geom_segment_files/figure-html/cell-15-output-1.png and /dev/null differ diff --git a/examples/geom_segment_files/figure-html/cell-8-output-1.png b/examples/geom_segment_files/figure-html/cell-8-output-1.png deleted file mode 100644 index f11a35e2e..000000000 Binary files a/examples/geom_segment_files/figure-html/cell-8-output-1.png and /dev/null differ diff --git a/examples/geom_segment_files/figure-html/cell-9-output-1.png b/examples/geom_segment_files/figure-html/cell-9-output-1.png deleted file mode 100644 index 0201018e4..000000000 Binary files a/examples/geom_segment_files/figure-html/cell-9-output-1.png and /dev/null differ diff --git a/examples/geom_smooth-preview.html b/examples/geom_smooth-preview.html deleted file mode 100644 index 11fe42c82..000000000 --- a/examples/geom_smooth-preview.html +++ /dev/null @@ -1,897 +0,0 @@ - - - - - - - - - plotnine 0.0.post1+g7159748 - Smoothed conditional means - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
- - Back to Article -
Smoothed conditional means
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Smoothed conditional means

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In [1]:
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import pandas as pd
-import numpy as np
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-from plotnine import (
-    ggplot,
-    aes,
-    geom_point,
-    geom_smooth,
-    labs
-)
-from plotnine.data import mpg
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Smoothed conditional means

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Aids the eye in seeing patterns in the presence of overplotting.

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In [2]:
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mpg.head()
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manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
3audia42.020084auto(av)f2130pcompact
4audia42.819996auto(l5)f1626pcompact
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In [3]:
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(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + geom_smooth()
-    + labs(x='displacement', y='horsepower')
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Use span to control the “wiggliness” of the default loess smoother. The span is the fraction of points used to fit each local regression: small numbers make a wigglier curve, larger numbers make a smoother curve.

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In [4]:
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(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + geom_smooth(span=.3)
-    + labs(x='displacement', y='horsepower')
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You can remove confidence interval around smooth with se=False:

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In [5]:
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(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + geom_smooth(span=.3, se=False)
-    + labs(x='displacement', y='horsepower')
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Instead of a loess smooth, you can use any other modelling function:

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In [6]:
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(
-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + geom_smooth(method='lm')
-    + labs(x='displacement', y='horsepower')
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In [7]:
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# Gallery Plot
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-(
-    ggplot(mpg, aes(x='displ', y='hwy', color='factor(drv)')) 
-    + geom_point()
-    + geom_smooth(method='lm')
-    + labs(x='displacement', y='horsepower')
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- - \ No newline at end of file diff --git a/examples/geom_smooth.ipynb b/examples/geom_smooth.ipynb deleted file mode 100644 index 974a8d556..000000000 --- a/examples/geom_smooth.ipynb +++ /dev/null @@ -1,444 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "collapsed": true, - "execution": { - "iopub.execute_input": "2024-01-09T15:11:58.423505Z", - "iopub.status.busy": "2024-01-09T15:11:58.423221Z", - "iopub.status.idle": "2024-01-09T15:11:59.159607Z", - "shell.execute_reply": "2024-01-09T15:11:59.158875Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " geom_smooth,\n", - " labs\n", - ")\n", - "from plotnine.data import mpg\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Smoothed conditional means\n", - "\n", - "*Aids the eye in seeing patterns in the presence of overplotting.*" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:59.163332Z", - "iopub.status.busy": "2024-01-09T15:11:59.163044Z", - "iopub.status.idle": "2024-01-09T15:11:59.179340Z", - "shell.execute_reply": "2024-01-09T15:11:59.178625Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
3audia42.020084auto(av)f2130pcompact
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" - ], - "text/plain": [ - " manufacturer model displ year cyl trans drv cty hwy fl class\n", - "0 audi a4 1.8 1999 4 auto(l5) f 18 29 p compact\n", - "1 audi a4 1.8 1999 4 manual(m5) f 21 29 p compact\n", - "2 audi a4 2.0 2008 4 manual(m6) f 20 31 p compact\n", - "3 audi a4 2.0 2008 4 auto(av) f 21 30 p compact\n", - "4 audi a4 2.8 1999 6 auto(l5) f 16 26 p compact" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "mpg.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:59.225691Z", - "iopub.status.busy": "2024-01-09T15:11:59.225371Z", - "iopub.status.idle": "2024-01-09T15:12:00.620993Z", - "shell.execute_reply": "2024-01-09T15:12:00.620391Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_smooth()\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Use `span` to control the \"wiggliness\" of the default loess smoother. The span is the fraction of points used to fit each local regression: small numbers make a wigglier curve, larger numbers make a smoother curve." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:00.624267Z", - "iopub.status.busy": "2024-01-09T15:12:00.623938Z", - "iopub.status.idle": "2024-01-09T15:12:01.003854Z", - "shell.execute_reply": "2024-01-09T15:12:01.003200Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_smooth(span=.3)\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can remove confidence interval around smooth with `se=False`:" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:01.007037Z", - "iopub.status.busy": "2024-01-09T15:12:01.006780Z", - "iopub.status.idle": "2024-01-09T15:12:01.324957Z", - "shell.execute_reply": "2024-01-09T15:12:01.324442Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_smooth(span=.3, se=False)\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Instead of a loess smooth, you can use any other modelling function:" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:01.327747Z", - "iopub.status.busy": "2024-01-09T15:12:01.327522Z", - "iopub.status.idle": "2024-01-09T15:12:02.075893Z", - "shell.execute_reply": "2024-01-09T15:12:02.075186Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_smooth(method='lm')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:02.079694Z", - "iopub.status.busy": "2024-01-09T15:12:02.079265Z", - "iopub.status.idle": "2024-01-09T15:12:02.563838Z", - "shell.execute_reply": "2024-01-09T15:12:02.563326Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# Gallery Plot\n", - "\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy', color='factor(drv)')) \n", - " + geom_point()\n", - " + geom_smooth(method='lm')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "66px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": true, - "sideBar": true, - "threshold": 4, - "toc_cell": false, - "toc_number_sections": true, - "toc_position": { - "height": "678px", - "left": "0px", - "right": "1383px", - "top": "106px", - "width": "217px" - }, - "toc_section_display": "none", - "toc_threshold": 6, - "toc_window_display": true, - "widenNotebook": false - }, - "toc_position": { - "height": "357px", - "left": "7.21875px", - "right": "20px", - "top": "123px", - "width": "206px" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples/geom_smooth.out.ipynb b/examples/geom_smooth.out.ipynb deleted file mode 100644 index 403da3d66..000000000 --- a/examples/geom_smooth.out.ipynb +++ /dev/null @@ -1,313 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Smoothed conditional means" - ], - "id": "dd2a8f31-ef62-4333-bdbc-f42f8c4cd7d6" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:58.423505Z", - "iopub.status.busy": "2024-01-09T15:11:58.423221Z", - "iopub.status.idle": "2024-01-09T15:11:59.159607Z", - "shell.execute_reply": "2024-01-09T15:11:59.158875Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " geom_smooth,\n", - " labs\n", - ")\n", - "from plotnine.data import mpg\n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Smoothed conditional means\n", - "\n", - "*Aids the eye in seeing patterns in the presence of overplotting.*" - ], - "id": "bc0315cb-74de-428d-81ce-36f8c33ce9df" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:59.163332Z", - "iopub.status.busy": "2024-01-09T15:11:59.163044Z", - "iopub.status.idle": "2024-01-09T15:11:59.179340Z", - "shell.execute_reply": "2024-01-09T15:11:59.178625Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "mpg.head()" - ], - "id": "cell-2" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:11:59.225691Z", - "iopub.status.busy": "2024-01-09T15:11:59.225371Z", - "iopub.status.idle": "2024-01-09T15:12:00.620993Z", - "shell.execute_reply": "2024-01-09T15:12:00.620391Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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rO51OZWZmKi8vz6vXzcrK0h133KEdO3ZUGmvSpIleffVVderUqV7X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TfffIOUlBQAL5/+ZWdnIycnx+pDdbVaLbKyshAfH4+0tDQUFBSU+Jr8/HyL9R7UaDR48uQJnj17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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_smooth()\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-3" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Use `span` to control the “wiggliness” of the default loess smoother.\n", - "The span is the fraction of points used to fit each local regression:\n", - "small numbers make a wigglier curve, larger numbers make a smoother\n", - "curve." - ], - "id": "e54f1efb-1396-4f49-b326-18e780acc5a1" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:00.624267Z", - "iopub.status.busy": "2024-01-09T15:12:00.623938Z", - "iopub.status.idle": "2024-01-09T15:12:01.003854Z", - "shell.execute_reply": "2024-01-09T15:12:01.003200Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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PP/64evfurdjYWF188cX63//+p40bN1Z7RFV1RUREaP78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\nUaNG6Y033nBrpGFWVpbGjx+vDRs2lHt+9OjRmjhxomGbjVSmadOm5e6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6cuSI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\nOXK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t23TgwIErCqrNZrNCQ0MVGhqqBx98UF27dq2UEWTOjv7Ld+DAgQqqpOK5MiJWkvbv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\nM3Xp0iXFx8crJSVFAwc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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_smooth(span=.3)\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-5" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can remove confidence interval around smooth with `se=False`:" - ], - "id": "f143fdc3-ae12-4fae-ba0c-89ab07d1273f" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:01.007037Z", - "iopub.status.busy": "2024-01-09T15:12:01.006780Z", - "iopub.status.idle": "2024-01-09T15:12:01.324957Z", - "shell.execute_reply": "2024-01-09T15:12:01.324442Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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rd+7cWrZsmSpVqpRqTf369bVgwQJly5bN414BAAAAAPAVQwLA33//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bh79y4UCgU8PT3RqlUruLu7Gzo1rcjMLcBsAIoIG4D0FU/cwoWEhOCXX35BfHx8mmXVqlXD8uXL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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_smooth(span=.3, se=False)\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-7" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Instead of a loess smooth, you can use any other modelling function:" - ], - "id": "e6d3595a-1799-45a2-b499-50261a4b09a7" - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:01.327747Z", - "iopub.status.busy": "2024-01-09T15:12:01.327522Z", - "iopub.status.idle": "2024-01-09T15:12:02.075893Z", - "shell.execute_reply": "2024-01-09T15:12:02.075186Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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ul1DS7Xbrvffe08SJE0/7OrZv314ffPCBmjZt6tHz7dq1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\nhJ+fnwYOHKiBAwdq//7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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_smooth(method='lm')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-9" - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:02.079694Z", - "iopub.status.busy": "2024-01-09T15:12:02.079265Z", - "iopub.status.idle": "2024-01-09T15:12:02.563838Z", - "shell.execute_reply": "2024-01-09T15:12:02.563326Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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Xr16tmpoaGYahadOmNXldr169dNppp0nq+J67C5vNppKS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bK2Pd3+LBJq9f/Pnvm9VjL4l5NMOHjh2cabM4SQxnF92MIrL5VXCuN3v1ZhGhS8upnjOPjNL8o7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OnVm8YU2yjUV7R+ttxSf1xfNAos1Hos0HMHvdBAFg6EypU/GtpiTT/y/kG7N+prMHOWS1+b94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\nNMFAr6sbetd7ZjcNyWplj2mVpiHexHjZ632Wha6o0BUVnOchdvo02jZsbpq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- } - } - ], - "source": [ - "# Gallery Plot\n", - "\n", - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy', color='factor(drv)')) \n", - " + geom_point()\n", - " + geom_smooth(method='lm')\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-10" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "66px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": true, - "sideBar": true, - "threshold": "4", - "toc_cell": false, - "toc_number_sections": true, - "toc_position": { - "height": "678px", - "left": "0px", - "right": "1383px", - "top": "106px", - "width": "217px" - }, - "toc_section_display": "none", - "toc_threshold": "6", - "toc_window_display": true, - "widenNotebook": false - }, - "toc_position": { - "height": "357px", - "left": "7.21875px", - "right": "20px", - "top": "123px", - "width": "206px" - } - } -} \ No newline at end of file diff --git a/examples/geom_smooth_files/figure-html/cell-4-output-1.png b/examples/geom_smooth_files/figure-html/cell-4-output-1.png deleted file mode 100644 index 7b7a7aeb1..000000000 Binary files a/examples/geom_smooth_files/figure-html/cell-4-output-1.png and /dev/null differ diff --git a/examples/geom_smooth_files/figure-html/cell-5-output-1.png b/examples/geom_smooth_files/figure-html/cell-5-output-1.png deleted file mode 100644 index 22a4e1e1a..000000000 Binary files a/examples/geom_smooth_files/figure-html/cell-5-output-1.png and 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a/examples/geom_step-preview.html +++ /dev/null @@ -1,848 +0,0 @@ - - - - - - - - - plotnine 0.0.post1+g7159748 - Step plots - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
- - Back to Article -
Step plots
- - Download Notebook -
- -
-
- -
- -
- - -
- - - -
-
-

Step plots

-
- - - -
- - - - -
- - - -
In [1]:
-
import pandas as pd
-import numpy as np
-
-from plotnine import (
-    ggplot,
-    aes,
-    geom_step,
-    geom_line,
-    labs,
-    theme,
-    element_text
-)
-from plotnine.data import economics
-
-
-
-

Step plots

-

geom_step() connects points using ‘steps’ instead of a line.

-
-
-
In [2]:
-
# inspect the data
-economics.head()
-
-
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
datepcepoppsavertuempmedunemploy
01967-07-01507.419871212.54.52944
11967-08-01510.519891112.54.72945
21967-09-01516.319911311.74.62958
31967-10-01512.919931112.54.93143
41967-11-01518.119949812.54.73066
- -
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Plot a step plot using geom_plot(). Notice from the first point the line travels vertically then horizontally:

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In [3]:
-
(
-    ggplot(economics.iloc[:20],                 # filter for first twenty rows (dates) to make steps more visible
-           aes('date', 'unemploy')) 
-    + geom_step()                               # step plot
-    + labs(x='date', y='unemployment (,000)')   # label x & y-axis
-    + theme(axis_text_x=element_text(angle=45)) # rotate x-axis text for readability
-)
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You can see how geom_path() (shown in pink) differs from geom_line() (black):

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In [4]:
-
(
-    ggplot(economics.iloc[:20], 
-           aes('date', 'unemploy')) 
-    + geom_step(colour='#ff69b4',              # plot geom_step as the first layer - colour pink
-                alpha=0.5,                     # line transparency
-                size=2.5)                      # line thickness
-    + geom_line()                              # plot geom_line as the second layer
-    + labs(x='date', y='unemployment (,000)')
-    + theme(axis_text_x=element_text(angle=45))
-)
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Rather than a line that travels vertically then horizontally, this order can be switched by specifying direction='vh' within geom_step(). Below direction='vh' is shown in black with the default direction='hv' shown in pink:

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-
In [5]:
-
(
-    ggplot(economics.iloc[:20], 
-           aes('date', 'unemploy')) 
-    + geom_step(colour='#ff69b4', # plot geom_path with default direction as the first layer - colour pink
-                linetype='dashed',# line type
-                size=2,           # line thickness
-                alpha=0.5)        # line transparency        
-    + geom_step(direction='vh')   # plot geom_path with step order reversed
-    + labs(x='date', y='unemployment (,000)')
-    + theme(axis_text_x=element_text(angle=45))
-)
-
-
-
-

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- - -
- - \ No newline at end of file diff --git a/examples/geom_step.ipynb b/examples/geom_step.ipynb deleted file mode 100644 index c11bec230..000000000 --- a/examples/geom_step.ipynb +++ /dev/null @@ -1,314 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:06.685400Z", - "iopub.status.busy": "2024-01-09T15:12:06.685040Z", - "iopub.status.idle": "2024-01-09T15:12:07.371632Z", - "shell.execute_reply": "2024-01-09T15:12:07.370807Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_step,\n", - " geom_line,\n", - " labs,\n", - " theme,\n", - " element_text\n", - ")\n", - "from plotnine.data import economics\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Step plots\n", - "\n", - "`geom_step()` connects points using 'steps' instead of a line.\n" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:07.374950Z", - "iopub.status.busy": "2024-01-09T15:12:07.374690Z", - "iopub.status.idle": "2024-01-09T15:12:07.386868Z", - "shell.execute_reply": "2024-01-09T15:12:07.386269Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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datepcepoppsavertuempmedunemploy
01967-07-01507.419871212.54.52944
11967-08-01510.519891112.54.72945
21967-09-01516.319911311.74.62958
31967-10-01512.919931112.54.93143
41967-11-01518.119949812.54.73066
\n", - "
" - ], - "text/plain": [ - " date pce pop psavert uempmed unemploy\n", - "0 1967-07-01 507.4 198712 12.5 4.5 2944\n", - "1 1967-08-01 510.5 198911 12.5 4.7 2945\n", - "2 1967-09-01 516.3 199113 11.7 4.6 2958\n", - "3 1967-10-01 512.9 199311 12.5 4.9 3143\n", - "4 1967-11-01 518.1 199498 12.5 4.7 3066" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# inspect the data\n", - "economics.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Plot a step plot using `geom_plot()`. Notice from the first point the line travels vertically then horizontally:" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:07.427005Z", - "iopub.status.busy": "2024-01-09T15:12:07.426738Z", - "iopub.status.idle": "2024-01-09T15:12:08.701692Z", - "shell.execute_reply": "2024-01-09T15:12:08.701023Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(economics.iloc[:20], # filter for first twenty rows (dates) to make steps more visible\n", - " aes('date', 'unemploy')) \n", - " + geom_step() # step plot\n", - " + labs(x='date', y='unemployment (,000)') # label x & y-axis\n", - " + theme(axis_text_x=element_text(angle=45)) # rotate x-axis text for readability\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can see how `geom_path()` (shown in pink) differs from `geom_line()` (black):" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:08.704711Z", - "iopub.status.busy": "2024-01-09T15:12:08.704390Z", - "iopub.status.idle": "2024-01-09T15:12:09.127502Z", - "shell.execute_reply": "2024-01-09T15:12:09.126899Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(economics.iloc[:20], \n", - " aes('date', 'unemploy')) \n", - " + geom_step(colour='#ff69b4', # plot geom_step as the first layer - colour pink\n", - " alpha=0.5, # line transparency\n", - " size=2.5) # line thickness\n", - " + geom_line() # plot geom_line as the second layer\n", - " + labs(x='date', y='unemployment (,000)')\n", - " + theme(axis_text_x=element_text(angle=45))\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Rather than a line that travels vertically then horizontally, this order can be switched by specifying `direction='vh'` within `geom_step()`. Below `direction='vh'` is shown in black with the default `direction='hv'` shown in pink:" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:09.130230Z", - "iopub.status.busy": "2024-01-09T15:12:09.130005Z", - "iopub.status.idle": "2024-01-09T15:12:09.525110Z", - "shell.execute_reply": "2024-01-09T15:12:09.524447Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(economics.iloc[:20], \n", - " aes('date', 'unemploy')) \n", - " + geom_step(colour='#ff69b4', # plot geom_path with default direction as the first layer - colour pink\n", - " linetype='dashed',# line type\n", - " size=2, # line thickness\n", - " alpha=0.5) # line transparency \n", - " + geom_step(direction='vh') # plot geom_path with step order reversed\n", - " + labs(x='date', y='unemployment (,000)')\n", - " + theme(axis_text_x=element_text(angle=45))\n", - ")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/examples/geom_step.out.ipynb b/examples/geom_step.out.ipynb deleted file mode 100644 index d97904384..000000000 --- a/examples/geom_step.out.ipynb +++ /dev/null @@ -1,230 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Step plots" - ], - "id": "8563ee02-e7bb-4b39-9386-7e6c63ad6fb7" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:06.685400Z", - "iopub.status.busy": "2024-01-09T15:12:06.685040Z", - "iopub.status.idle": "2024-01-09T15:12:07.371632Z", - "shell.execute_reply": "2024-01-09T15:12:07.370807Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_step,\n", - " geom_line,\n", - " labs,\n", - " theme,\n", - " element_text\n", - ")\n", - "from plotnine.data import economics\n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Step plots\n", - "\n", - "`geom_step()` connects points using ‘steps’ instead of a line." - ], - "id": "5298db59-dcba-4f3e-824f-7af57edb0d9a" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:07.374950Z", - "iopub.status.busy": "2024-01-09T15:12:07.374690Z", - "iopub.status.idle": "2024-01-09T15:12:07.386868Z", - "shell.execute_reply": "2024-01-09T15:12:07.386269Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "# inspect the data\n", - "economics.head()" - ], - "id": "cell-2" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Plot a step plot using `geom_plot()`. Notice from the first point the\n", - "line travels vertically then horizontally:" - ], - "id": "df937284-a06a-4b21-bf3e-98ec11b09f63" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:07.427005Z", - "iopub.status.busy": "2024-01-09T15:12:07.426738Z", - "iopub.status.idle": "2024-01-09T15:12:08.701692Z", - "shell.execute_reply": "2024-01-09T15:12:08.701023Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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EgAAAAABQYAJAAAAAACgwASAAAAAAFJgAEAAAAAAKTAAIAAAAAAXW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\nyU8yZcqUzJgxI0OHDk19fb2/BAPAWlBXV5fRo0d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- } - } - ], - "source": [ - "(\n", - " ggplot(economics.iloc[:20], # filter for first twenty rows (dates) to make steps more visible\n", - " aes('date', 'unemploy')) \n", - " + geom_step() # step plot\n", - " + labs(x='date', y='unemployment (,000)') # label x & y-axis\n", - " + theme(axis_text_x=element_text(angle=45)) # rotate x-axis text for readability\n", - ")" - ], - "id": "cell-4" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can see how `geom_path()` (shown in pink) differs from `geom_line()`\n", - "(black):" - ], - "id": "22c36fae-0e7f-482b-ac11-d4d3052c4d3b" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:08.704711Z", - "iopub.status.busy": "2024-01-09T15:12:08.704390Z", - "iopub.status.idle": "2024-01-09T15:12:09.127502Z", - "shell.execute_reply": "2024-01-09T15:12:09.126899Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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S3mUbMAAAAAB4LApAAJBUUVGh7du3S5Li4uJsTuMe/Pz8NPna6yVJaTkbtGbr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PPy8jRo0CCdPHlShmGoevXqmjBhgtatW6eUlBTl5OQoJSVF69at0/jx41WjRg0ZhqETJ05o4MCB\nysvLc1UUAAB8UmRkpBo1bChJWr/n2sVSRnam1v+6Au3GG28s1Wz4TXh4uFq2bClJWr17i8Vp4CvM\nFYCVKlVybpf1JoGBgRo9erQk6fjx4/r4448tTgQAgHtxWQH41VdfKT4+XjabTf369dOuXbv00ksv\nqVOnTipfvrzsdrvKly+vTp066eWXX9auXbvUv39/SVJ8fLy+/vprV0UBAMBndWqXvwpw3d7t15yG\nuW7PdmXn5kiSbrjhhlLPht+Y24DX79muXEeuxWngC/bt2yfJ+87/K2jQoEFq166dJOntt9/WmbNn\nLE4EAID7cFkBOGvWLElSvXr1NHPmzGtuIypXrpy+++4751J9zuoAAKDkOrTLnwR8MiVZR89c/Zxd\nc/uv3W7n/L8yZhaAF7MytOPQnmu8Gig5b5wA/Ht+fn565ZVXJEkXLlzQm5PftTgRAADuw2UF4JYt\nW2Sz2fTQQw8pJCSkSNeEhITo4YcflmEY2rKFLTAAAJRUp/YdnI/X7bn6OYArEzZJktq2aqPw8PBS\nzYVLde7c2fl49a6t1gWBT0hLS9Px48cleXcBKOVPM7/lllskSZ999YUSTx+zOBEAAO7BZQVgcnKy\nJKlJkybFus6cQmZeDwAArl+zJk0VHhwq6eoFYHpWhnMC7Y3d2P5b1qpXr64G9epLktbs4pugKF37\n9+93PvbmLcCml19+WX5+fsrJydG4GZOtjgMAgFtwWQForvq7cOFCsa4zX1/UVYMAAODK7Ha7OkTl\nD5gwC77CrN29TTm/nj3XvSsFoBW6dMxfBbh699ZrntcIlIS5/Vfy/hWAktSsWTONGDFCkvTdqsXa\nvD/e4kQAAFjPZQVg3bp1JUnLli0r1nVLly695HoAAFAynRu3kiRtPbhTmdlZhb5mRcJGSZK/3V+d\nO3Yqs2z4TZdO+b/up1KTdfDUUYvTwJuZBWBQUJDPfM39wgsvKCQ4WJI05ut3KNkBAD7PZQXgTTfd\nJMMwNHPmzCKXgEuXLtXMmTNls9l08803uyoKAAA+rUvj1pKkHEeuth7cWehrVsbnF4AdG7VQeFhY\nmWXDb8wVgJK0ejfbgFF6zAKwUaNGstvtFqcpGzVq1NATj4ySlD/waOnWVRYnAgDAWi4rAJ988kn5\n+/vLMAz98Y9/1JtvvqmMjIxCX5uZmak333xTgwcPlmEY8vf31xNPPOGqKAAA+LROv64AlAo/BzAt\nM10bf90S16NFxzLLhUs1bhSlSuUqSJLWMAgEpcgsAH3h/L+Cnnn8KVX+9c/YS1+/I0eew9pAAABY\nyGUFYFRUlMaOHSvDMJSZmal//OMfql69uvr376/nnntOY8aM0XPPPafbb79d1apV0z/+8Q9lZGTI\nZrNp7NixPvcFCQAApaVyREVF1cjf5lfYOYBrdm1V7q/n//VsTgFoFZvNpq5N2kiiAETpyc3N1YED\nByT5xvl/BUVEROjFIfmrABOO7NPXsfMtTgQAgHX8XXmzl156SVlZWZo0aZLy8vJ04cIFLVmyREuW\nLLnkdeYZHH5+fho9erTGjBnjyhgAAPi8TlGttO/EYa3be/kKwJW/nv8XYPd3FlCwRrcm7bRgY6x2\nHz+opPNnVSUi0upI8DKHDx9Wdna2JN8rACXpkVuG6n+LpuvAqSOa+O3/NPSGWxUadOXhg7ZM710l\naAT7S3ab1TEAABZxaQEoSRMnTtQdd9yhf//731q4cKGysi4/fDwoKEh33HGH/vGPf6hz586F3AUA\nAJREl+jWmr5ygY6fPa2jySdVu3J153Mrfj3/r1PjVgoNClHhB3agLNzQtK3z8brd23RHpz9YFwZe\nad++fc7HvrjjJtA/QONGPK37335Bx8+e1v8WTdff//jwFV8fvC25DNOVrYwu1WSEBVgdAwBgEZcX\ngJLUpUsXzZo1S9nZ2dq2bZtOnDihCxcuqFy5cqpRo4batm2rgAD+8gEAoLR0jv5tZd+6vdudBeCF\njIvafCBBktSjeQdLsuE3bRs0U3BAkDJzsrR691YKQLicef6flD8ExBfd2fUWvdNoijbtj9d/v/9c\nD/YZrMoRFa2OBQBAmXLZGYCFCQwMVKdOnTRw4EDde++9GjhwoDp16kT5BwBAKWtRp5HCft3mtr7A\nNuDVu7Y4D8Lv2aKTJdnwm6CAQHWMaiFJWrt7q7Vh4JXMArBWrVoKDw+3OI01bDabXh35nCTpfEaa\n/t/sT6wNBACABUq1AAQAANbwt/urQ6P8Yml9gUnAKxM2ScrfFtclurUl2XCpbk3bSZI2709QRnam\nxWngbcwC0BfP/yuoR/OO6t+hpyTp46Xf6uCpoxYnAgCgbFEAAgDgpTr/WvBtPbhLWTn5QwBWxG/I\nf65xK4UEBluWDb/p1qStJCnHkatN++KtDQOvY54B6OsFoCRNuOdZ+dn8lOPI1bgZk62OAwBAmSr2\nGYCHDx8ujRySpLp165bavQEA8DXmCr/s3BxtPbhTTWs31JYDOyWx/deddIluI5vNJsMwtGb3Vt3I\n2YxwkTNnzujs2bOSKAAlqVntRrr/D4P0xfI5mrl6iV4b+RfVqlTN6lgAAJSJYheA9evXl83m+vHx\nNptNubm5Lr8vAAC+qmNUK+fj9Xt3KCXtvPKMPEn52+HgHiqElVOLOlGKO7xXq3dtsToOvMiePXuc\njykA8z3Zb4S+WD5HkvTT9rW6/w+DLE4EAEDZuK4twIZhlMoPAADgOlXLR6phtTqS8s8BjP11+29Q\nQKA6N251tUtRxm749RzAdXu2OYe0ACVlbv+VpKioKAuTuI8WdaJUrUJlSdLyHWstTgMAQNkp9grA\nBx54oDRyAACAUtA5urUOnDqidXu36+Dp/EPvu0S3UXBgkPM1tkzPKJw8Jef16Na0rT5a+q3Opacp\n4ch+taoXbXUkeAFzAEi5cuVUrRpbXaX8XUd/aNVFM1Yu0M871ikvL09+fhyLDgDwfsUuAD///PPS\nyAEAAEpBl8atNWPlAh07c0rHzpySJPX83RlzwduSrYiGAsxBIJK0ZtfWKxaA3lyCGsH+kt31x8z4\nsoITgEvjCB9P1efXAjD5fIp2HN6rNvWbWB0JAIBSV+wCEAAAeI5OhWz1ZQCI+6lTuYZqV6quo2dO\navXuLRrVd1ihr/PmsjajSzUZYQFWx/Aq5hZgtv9eqk+rLs7Hy7evpQAEAPgE1rsDAODFWtVrrNCg\nYOd/BwcEqWNUSwsT4Uq6NW0rKX8FIFBSmZmZOnTokCQGgPxejciqala7kSTOAQQA+A5WAAIA4MX8\n7f7q0KiFViZskiR1bdJGQQGBFqdCYW5o0k7frVqso2dO6kjyCdWpXMPqSPBgBw4ccA7Z89UC0Aj2\nV0aXws8+7HlrH+38bL9W796qlDblFRwcXOjr3JUt0+HVK4IBAK5XagVgXFycZs6cqfXr1+v48eO6\ncOGCypUrp5o1a6pLly4aOnSoWrRoUVpvDwAAftW5cWtnAdizeUeL0+BKzBWAkrR611bdfSMFIK6f\nef6fJEVH++hQGbvtitvKe938B/3fZx8rMytTa+M2q1evXmUcDgCAsuXyAvDIkSN6/PHHtWTJkkKf\n37Fjh5YsWaIJEyaoX79++uCDD1SnTh1XxwAAAL8qOGCiV0vO/3NXzes0UvnQcJ1LT9OaXVt09439\nrI4ED2YWgP7+/qpfv761YdzQDTfcoICAAOXk5Cg2NpYCEADg9Vx6BuDWrVvVvn17LVmyRIZhXPPH\nokWL1KFDB23bts2VMQAAQAG3tuuuP/W/Vy8OeUxdottYHQdXYPezOz8/a3ZvtTYMPJ5ZANavX18B\nAQxX+b2wsDB17txZkhQTE2NtGAAAyoDLCsALFy7ojjvu0JkzZ2QYhurUqaNJkyZpw4YNSk1NVU5O\njlJTU7Vx40a9/vrrqlu3rgzDUHJysu644w5duHDBVVEAAEABdj+7/v3A3/XysKdks9msjoOr6Ppr\nARh/ZJ8uZmZYnAaezCwAffX8v6IwV/3t2LFDycmcpwcA8G4uKwDffvttHT9+XDabTXfeead27typ\nF154QR06dFBERITsdrsiIiLUvn17Pf/889q5c6eGDBkiSTp+/LjeeecdV0UBAADwSG0aNJUkGYah\nhCP7LE4DT5WXl6f9+/dLkqKioixO47569+7tfLxixQrrggAAUAZcVgDOmTNHUv4XGdOmTVNoaOhV\nXx8SEqKvv/5ajRs3lmEYmjVrlquiAAAAeKTW9Zs4H+84tMfCJPBkx48fV3p6uiRWAF5N69atVaFC\nBUlsAwYAeD+XFYD79++XzWbTAw88oMDAwCJdExgYqAcffFCSdODAAVdFAQAA8Eg1KlZRpXIVJEnb\nE3dbGwYeq+AEYArAK7Pb7erRo4ckKTY2VoZhWJwIAIDS49IhIFLxv8hgWwIAAEA+m82mlvWiJbEC\nENePArDozG3Ax48f1759bLsHAHgvf1fdqG7dukpISFBqamqxrjNfX7duXVdFAQDAZxnB/sroUs3q\nGG7DCHbZlzplpnW9aMXGrVfc4b3Ky8uTn5/Lv18LL2cWWVWrVlX58uUtTuPezEEgUv42YApTAIC3\nctlXxXfccYfi4+O1YMECPfbYY0W+bsGCBbLZbBowYICrogAA4LvsNhlhAVanQBFcqaxterSTtGCq\n0jLTtbNGphrWb2BBupKxZToUvI2pqlZhAnDR1atXT/Xr11diYqJiY2OL9e8YAAA8icu+pfzMM88o\nMjJSP/zwg7799tsiXfPdd99p3rx5qlSpkp555hlXRQEAAHB/v5a1v//RvH1r50viDuwu9DVu/yPY\nbuEvLPbsyd8+TgFYNOY24FWrViknJ8faMAAAlBKXFYA1a9bUrFmzVLFiRY0cOVLPP/+8Tp48Wehr\nT548qRdeeEH33nuvKlWqpFmzZqlGjRquigIAAOCxoqOjFRCQv4ozPj7e4jTwNOfOndPp06clcdZ2\nUZnbgNPS0rRp0yaL0wAAUDpctgX44YcfliS1adNGP//8s/773//qrbfeUvPmzdW4cWOFhYXp4sWL\n2rdvn+Lj45WXlydJat26tT7//HN9/vnnhd7XZrPp008/dVVMAAAAtxYYGKjo6GjFx8dTAKLYCg6y\nYAVg0fTo0UN+fn7Ky8tTbGysunbtanUkAABczmUF4BdffCGbzSZJzv91OByKi4tTXFzcJa81DMP5\nmpiYmGvemwIQAAD4khYtWig+Pv6yr6GAa2ECcPGVL19e7dq106ZNmxQbG6sXXnjB6kgAALicS8fK\nGYZxyY/Cfu5qP3+l1wIAAPiSli1bSpKOHj2q1NRUa8PAo5gFYEhIiGrVqmVxGs9hbgPevHmzzp8/\nb3EaAABcz2UrAA8ePOiqWwEAAPg0swCU8s8B7N69u4Vp4EnMLcCNGjWSn59Lv9fv1Xr16qU333xT\nDodDv/zyi/r37291JAAAXMplBWC9evVcdSsAAACf1qJFC+djCkAUh7kCkO2/xdOxY0fnmeUxMTEU\ngAAAr8O3BQEAANxMZGSkatSoIUmcA4giy8nJce7KiY6OtjiNZwkMDHQW7bGxsRanAQDA9SgAAQAA\n3JC5CpBJwCiqxMRE5ebmSpKioqIsTuN5zHMADxw4oMOHD1ucBgAA16IABAAAcEPmOYC7d+9WTk6O\nxWngCZgAXDK9e/d2PmYVIADA27jsDMCCcnNztW7dOiUkJCglJUWZmZlFum7s2LGlEQcAAMDjmCsA\ns7KytG/fPjVr1sziRHB3ZgFos9nUsGFDi9N4nsaNG6tGjRo6ceKEYmJidN9991kdCQAAl3FpAZid\nna3XXntNkydPVkpKSrGvpwAEAADI9/tJwBSAuBazAKxbt65CQkIsTuN5bDabevXqpRkzZmjlypVy\nOByy2+1WxwIAwCVctgU4JydH/fr108SJE3X27FkZhlGsHwAAAPhNgwYNnCUO5wCiKPbt2yeJ8/9K\nwtwGnJKSoh07dlgbBgAAF3LZCsB3331XP//8syQpODhY9957r3r06KHq1asrKCjIVW8DAADgE+x2\nu5o3b65NmzYxCRjXZBiGcwUg5/9dv549ezofx8TEqG3bttaFAQDAhVxWAE6dOlWSFBkZqZUrV7JN\nBQAAoIRatGihTZs2sQIQ13T69GmdP39eEgVgSVSpUkUtWrRQfHy8YmNj9dxzz1kdCQAAl3DZFuC9\ne/fKZrPpmWeeofwDAABwAXMQSFJSkk6dOmVxGrgzc/uvxBbgkjK3Aa9fv17p6enWhgEAwEVcVgAG\nBwdL+u0LVQAAAJTM7weBAFdibv+VpOjoaAuTeL5evXpJyh9wuGbNGovTAADgGi4rABs2bChJOnfu\nnKtuCQAA4NOaN2/ufMw5gLiaPXv2SJIqVqyoSpUqWZzGs3Xt2tV5hnlsbKzFaQAAcA2XFYDDhw+X\nYRhatmyZq24JAADg08LDw1W/fn1JrADE1ZkrAKOiomSz2SxO49lCQkLUpUsXSRSAAADv4bIC8LHH\nHlNUVJRmzpypn376yVW3BQAA8Gnm8SoUgLga8wxABoC4hrkNOCEhgfM3AQBewWUFYLly5TR//nzV\nrFlTAwcO1BtvvKELFy646vYAAAA+qVWrVpLyC56MjAyL08AdXbx4UUePHpVEAegq5iAQSVqxYoV1\nQQAAcBF/V94sOjpaO3bs0M0336wXXnhBo0ePVpMmTVSpUiX5+V29a7TZbKwcBAAA+B1zBaDD4dDu\n3bvVtm1bawPB7ezfv9/5mALQNVq2bKnKlSsrOTlZMTExuuuuu6yOBABAibi0ADx27Jjuu+8+bd68\nWZKUm5urhISEa15nGAZnlQAAABTCLACl/EEgFID4PXP7r5R/BiBKzs/PTz169NCcOXMUGxvLv1cA\nAB7PZVuAz549q169ejn/gjQMQ5Kcj6/2AwAAAIWrXbu2ypcvL4lzAFE4cwBIYGCg6tWrZ3Ea72Ge\nA3jq1Cnt2rXL4jQAAJSMywrA//73vzpw4ICk/CXzU6dOVWJiojIzM5WXl3fNHw6Hw1VRAAAAvIbN\nZnOuAoyLi7M4DdyRWQA2bNhQ/v4u3eDj0wqeA8g0YACAp3NZAfj9999Lkpo1a6a1a9fqnnvuUd26\ndRUYGOiqtwAAAPBJZgGYkJDA7glcxtwCzPZf16pVq5bz1zQmJsbaMAAAlJDLCsDExETZbDaNGjVK\noaGhrrotAACAzzMLwPPnz+vIkSMWp4E7cTgczgKQASCuZ24DXrNmjbKysixOAwDA9XNZARgRESFJ\nqlmzpqtuCQAAAOUfr2LiHEAUdOTIEWcxRQHoeuY24PT0dG3cuNHaMAAAlIDLCkDzO9PHjh1z1S0B\nAAAgqUmTJrLb7ZI4BxCXMs//kygAS0P37t2df/bYBgwA8GQuKwDvv/9+GYahb7/91lW3BAAAgKTg\n4GBnucMKQBRkbv+VOAOwNJQrV04dOnSQxCAQAIBnc2kBeMstt2jNmjWaOHGiq24LAAAA/bYNmAIQ\nBZkrAGvUqKHw8HCL03gncxvw1q1blZKSYm0YAACuk8sKQEmaPXu27rrrLo0bN079+vXTggULdObM\nGVe+BQAAgE8yj1tJTEzUhQsXLE4Dd2EWgGz/LT3mIBDDMLRy5UqL0wAAcH38XXUj82wMKf8vx6VL\nl2rp0qVFvt5msyk3N9dVcQAAALyKWQBK+asAu3btamEauAtzCzDbf0tP+/btVa5cOV24cEGxsbEa\nOHCg1ZEAACg2l60ANAzD+eP3/13UHwAAACjc7wtA4OzZs0pOTpYkRUdHW5zGe/n7++vGG2+UxDmA\nAADP5bIVgD179pTNZnPV7QAAAFBA1apVVbVqVZ0+fZoCEJKYAFyWevfurUWLFunQoUM6ePCgGjRo\nYHUkAACKxWUFYExMjKtuBQAAgEK0aNFCp0+fVlxcnNVR4AYoAMuOeQ6glL8KkAIQAOBpXDoEBAAA\nAKXHnAS8a9cuORwOi9PAaub5f2FhYapevbrFabxbw4YNVadOHUksfAAAeCYKQAAAAA9hFoAZGRk6\ncOCAxWlgtYITgDmKp3TZbDbnKsBffvmF4YUAAI9DAQgAAOAhCg4CYRswChaAKH1mAXju3Dlt3brV\n2jAAABRTqRSAeXl5+u677/Too4/qhhtuUNOmTdWoUaPLXhcXF6fVq1dzkDUAAEARNGrUSEFBQZIo\nAH1dVlaWDh06JEmKioqyOI1vKDj0kGnAAABP47IhIKZVq1bp/vvvV2JiovPnDMModFvCrFmzNGHC\nBEVEROjEiRMKDg52dRwUkc1mk58fC0IBAHBndrtdzZo109atW5WQkCC73W51pELZ7Hmy+RVvS6rd\nbpfhph+POzp06JDy8vIkSU2aNCnR7wU+X0VTpUoVtWnTRlu3blVsbKyef/55y7LwOQMAFJdLC8Cl\nS5dqwIABys3NlWEY8vf3V3h4uFJTUwt9/ahRozRhwgSdP39eCxcu1J133unKOCiGkJAQhYaGWh0D\nAABcQ4cOHZwFYMWKFa2OU7iAbCk4tViXhFSoIIUHlkocb3TixAnn406dOpXs9wKfryK77bbbtHXr\nVm3YsEH+/v4qV66cNUH4nAEAisllBWBqaqpGjBihnJwclStXTv/97391zz33aNmyZRo8eHCh19So\nUUNdu3bV2rVr9dNPP1EAWigjI0NZWVlWxwAAANdgnvd2/Phx7d27V5UrV7Y40eVsF3MUlJlRrGuy\nUlNl5ASUUiLvs2XLFkn5q7oiIyOVkpJy3ffi81V0Xbt2lSTl5uZqwYIF6tu3ryU5+JwBgG+7nm/8\nuawAfP/995WSkiJ/f38tXrxY3bp1K9J1N9xwg9asWaPNmze7Kgqug2EYcjgcVscAAADX0KxZM+fj\n7du3OwcTuBObwyEjzyjWNQ6HQ4aD40iKavfu3ZKkevXqyd/fv0Rfx/H5KrqOHTsqJCREGRkZWr58\nuW6++WZLcvA5AwAUl8v+Bli4cKFsNpuGDBlS5PJPyj+zRJIOHDjgqigAAABeq2XLls7HDFLzXUwA\ntkZQUJBzFSCDQAAAnsRlBeCePXskSTfddFOxrqtQoYIk6dy5c66KAgAA4LUiIiJUt25dSRSAvsow\nDApAC/Xu3VtS/r9/jh8/bm0YAACKyGUF4Pnz5yVJkZGRxbouJydHkuTv7/KBxAAAAF6pRYsWkqS4\nuDiLk8AKJ06cUHp6uiQpKirK4jS+p+C2e1YBAgA8hcsKQLP4O3PmTLGuS0xMlCS3PMAaAADAHZkF\n4J49exji5YPM1X8SKwCt0Lx5c1WpUkUSBSAAwHO4rAA0v/u4Zs2aYl23ePFi2Ww2tWnTxlVRAAAA\nvJp5DmBubq7zGBb4joIFICsAy57NZnNuA16xYoXy8vKsDQQAQBG4rAC89dZbZRiGZs6cqZMnTxbp\nmp9++kkrV66UJPXt29dVUQAAALyauQJQYhuwLzILwMqVKxf7+B24hrkNOCkpSQkJCRanAQDg2lxW\nAI4aNUqhoaG6ePGihg4des2hHmvWrNGIESMkSRUrVtQDDzzgqigAAABerW7dugoPD5fEIBBftG/f\nPkls/7US5wACADyNywrAatWq6bXXXpNhGFqzZo2aNGmil156SWvXrnW+ZuHChfrwww81aNAg9ejR\nQ8nJybLZbHr77bcVFhbmqigAAABezc/Pz7kKkALQ95jbvikArVO9enU1bdpUkhQTE2NtGAAAisCl\no3efffZZnT59WpMmTXL+r5R/ToYkDRgwwPlawzAkSePHj9fIkSNdGQMAAMDrtWjRQuvWrVN8fLwM\nw3B+vQXvduHCBedxOxSA1urVq5d27dqltWvXKjMzU8HBwVZHAgDgily2AtD0r3/9SwsWLFC7du1k\nGMYVf7Rs2VLz58/XSy+95OoIAAAAXs8cBJKSkqLjx49bnAZlxdz+KzEAxGrmNuDMzEytW7fO4jQA\nAFydS1cAmm677TbddtttiouL04oVK5SYmKjU1FSFh4erdu3a6tWrlzp06FAabw0AAOATCg4CiY+P\nV61atSxMg7JScAIwKwCtdcMNNyggIEA5OTmKjY295FxAAADcTakUgKaWLVs6vzsNAAAA12natKn8\n/PyUl5enuLg43XrrrVZHQhkwC8Dg4GDVrl3b4jS+LSwsTJ06ddLq1asVExOjsWPHWh0JAIArcvkW\nYAAAAJS+0NBQNWrUSBKDQHyJWQA2atRIdrvd4jQwV/3t2LFDycnJFqcBAODKKAABAAA8lLkNOC4u\nzuIkKCvmGYCc/+ceevfu7Xy8cuVK64IAAHANpboFODs7W6mpqcrMzCzS6+vWrVuacQAAALxKy5Yt\n9f333+vgwYO6ePGiwsLCrI6EUpSbm6sDBw5I4vw/d9GmTRtVqFBBqampiomJ0eDBg62OBABAoVxe\nAB48eFDvvPOOFi1apP3798swjCJdZ7PZlJub6+o4AAAAXstcAWgYhnbu3KmOHTtanAil6dChQ8rJ\nyZEkRUdHW5wGkmS323XjjTdq/vz5io2NlWEYstlsVscCAOAyLt0C/M0336hVq1Z67733tG/fPuXl\n5ckwjCL/AAAAQNEVHLbGNmDvV3ACMFuA3Ye5DfjYsWPav3+/tWEAALgCl60A3LFjh+677z45HA4Z\nhqHg4GB17NhRtWvXVlBQkKveBgAAAL+qVq2aKlWqpDNnzjAIxAcULADNATCwnjkIRJJiYmIoZwEA\nbsllBeB//vMf5ebmymaz6dFHH9V//vMflS9f3lW3BwAAwO/YbDa1bNlSsbGxFIA+wCwA69Spo9DQ\nUIvTwFS/fn3Vr19fiYmJio2N1aOPPmp1JAAALuOyLcCxsbGy2Wzq3bu3PvroI8o/AACAMmCeAxgf\nH6+8vDyL06A0MQHYfZnbgH/55RfnOY0AALgTlxWAp0+fliTdfffdrrolAAAArsEsANPT03Xw4EGL\n06C0GIbhXAHIBGD3Y24DTktL0+bNmy1OAwDA5VxWAJor/iIjI111SwAAAFxDwUEgbAP2XsnJyUpN\nTZVEAeiOevToIT+//H9axcbGWpwGAIDLuawAbN68uSTpyJEjrrolAAAArqFx48YKDAyURAHozQoO\nAKEAdD/ly5dXu3btJOUPAgEAwN24rAC8//77ZRiGZs+e7apbAgAA4BoCAgIUHR0tSYqLi7M4DUqL\nef6fRAHorsxtwJs3b9b58+ctTgMAwKVcVgA+8MAD6tmzp1avXq333nvPVbcFAADANRQcBALvtGfP\nHkn5K82qVKlicRoUxiwAHQ6HfvnlF4vTAABwKZcVgDabTbNnz1bPnj313HPP6eGHH9aOHTtcdXsA\nAABcgXkO4LFjx5SSkmJxGpSGggNAbDabxWlQmI4dOyo0NFQS24ABAO7H31U3atiwoSQpNzdXhmHo\nyy+/1JdffqmwsDBFRkY6D8W9EpvNpv3797sqDgAAgM8oOAgkISFB3bt3tzANSoO5BTgqKsriJLiS\nwMBAde/eXcuWLWMQCADA7bisAExMTHR+N9Jms8kwDElSWlqa0tLSrnk938kEAAC4PuYWYEnasWMH\nBaCXSU9Pdw7a4/w/99arVy8tW7ZMBw4c0JEjR1SnTh2rIwEAIMmFBWDdunUp8QAAACxQsWJF1apV\nS8eOHeMcQC904MAB5zfXKQDdW+/evZ2PY2JidN9991kXBgCAAly6AhAAAADWaNGiBQWglzLP/5Mo\nAN1ddHS0qlevrpMnTyo2NpYCEADgNlw2BAQAAADWMbcB7969Wzk5ORangSuZ5//5+/urXr16FqfB\n1dhsNuc04JUrVyovL8/iRAAA5KMABAAA8AJmAZidnX3JijF4PvPz2aBBAwUEBFicBtdibgM+e/as\nduzYYW0YAAB+RQEIAADgBQpOAmYbsHcxC8Do6GiLk6Aoevbs6XwcExNjXRAAAAqgAAQAAPACDRo0\nUGhoqCQKQG+Sl5en/fv3S5KioqIsToOiqFq1qnNFbmxsrMVpAADI57IhIA8//HCJrrfZbPr0009d\nlAYAAMC3+Pn5qXnz5tq4caPi4uKsjgMXOXr0qDIyMiQxAMST9O7dW/Hx8Vq3bp3S09Od5TwAAFZx\nWQH4xRdfyGazlegeFIAAAADXr0WLFtq4caPi4+NlGEaJvzaD9ZgA7Jl69eql999/X9nZ2Vq7dq36\n9OljdSQAgI9z6RZgwzCu+wcAAABKxjwHMDk5WadOnbI4DVyhYAHIFmDP0bVrVwUFBUliGzAAwD24\nbAXgwYMHr/kah8Oh5ORkrV69Wh988IH27t2rkSNHasKECXyHGgAAoITMc8ckKS4uTtWrV7cwDVxh\n3759kqRq1aopIiLC4jQoqpCQEHXp0kUrVqygAAQAuAWXFYD16tUr0usaNmyozp0768knn9T999+v\nr7/+WpGRkXr77bddFQUAAMAnNWvWTDabTYZhKD4+XjfffLPVkVBC5gpAtv96nl69emnFihWKj4/X\nqVOnVK1aNasjAQB8mGVTgIOCgvTVV1+pbt26eu+99xQTE2NVFAAAAK8QHh6uBg0aSGISsLegAPRc\nvXr1cj5esWKFhUkAALCwAJSkwMBAPfDAAzIMQ//73/+sjAIAAOAVzG3AFICeLzU1VUlJSZIoAD1R\nq1atVKlSJUlisQMAwHKWFoBS/lYVSVq7dq3FSQAAADyfWQDu27dPGRkZFqdBSZjn/0kUgJ7Iz89P\nPXr0kJQ/CITBhwAAK1leAObm5kqS87ubAAAAuH7mJOC8vDzt2rXL4jQoiT179jgfUwB6JnMb8KlT\np7R7926L0wAAfJnlBeDy5cslialmAAAALmAWgFL+JGB4LnMFYGhoqGrUqGFxGlyP3r17Ox+zDRgA\nYCVLC8BZs2bpq6++ks1mU8eOHa2MAgAA4BVq1qypChUqSOIcQE9nDgCJioqSn5/l37fHdahdu7Ya\nNWokKX8bMAAAVvF31Y2mTJlSpNdlZ2fr2LFj+vHHH7V69WoZhiGbzaYnnnjCVVEAAAB8ls1mU4sW\nLbRq1SpWAHo4JgB7h169emn//v1avXq1srOzFRgYaHUkAIAPclkB+OCDD8pmsxXrGvMg3CeeeEID\nBgxwVRQAAACf1rJlS61atUoJCQnOb7bCs2RnZysxMVESBaCn+8Mf/qDPPvtM6enp2rBhg7p37251\nJACAD3LpXgLDMIr1o0WLFpoyZYref/99V8YAAADwaeYk4AsXLujw4cMWp8H1SExMlMPhkJS/BRie\nq3v37rLb7ZLYBgwAsI7LVgB+/vnnRXpdUFCQKlasqBYtWqh27dquensAAAD8yiwApfxBIPXq1bMw\nDa6Huf1XYgWgpytXrpw6dOig9evXKzY2VqNHj7Y6EgDAB7msAHzggQdcdSsAAACUQJMmTeTv76/c\n3FzFx8fr9ttvtzoSisksAP38/NSwYUOL06CkevfurfXr12vr1q1KTU11DuoBAKCsME4MAADAywQF\nBSk6OloSk4A9lVkA1q1bV8HBwRanQUn16tVLkpSXl6eVK1danAYA4IsoAAEAALyQuQ2YAtAzMQHY\nu7Rv317lypWTxDmAAABrUAACAAB4IbMAPHTokM6fP29xGhSHYRgUgF7G399fN954oyQKQACANSgA\nAQAAvFDLli2dj1kF6FlOnTqltLQ0SUwA9ibmNuDExEQdPHjQ4jQAAF9DAQgAAOCFCk4CpgD0LEwA\n9k69e/d2PmYVIACgrFEAAgAAeKHKlSurWrVqkqS4uDiL06A4KAC9U8OGDVW7dm1JUkxMjLVhAAA+\nhwIQAADASzEIxDOZBWBkZKQqVapkcRq4is1mc24D/uWXX+RwOCxOBADwJRSAAAAAXso8B3DXrl3K\nzc21OA2Kat++fZJY/eeNzALw3Llz2rp1q7VhAAA+hQIQAADAS5kFYGZmpg4cOGBxGhQVE4C9V8+e\nPWWz2SSxDRgAULYoAAEAALxUwUEgnAPoGdLS0nTs2DFJFIDeqFKlSmrVqpUkBoEAAMoWBSAAAICX\natSokUJCQiRRAHqK/fv3Ox9HRUVZmASlxZwGvHHjRqWlpVkbBgDgMygAAQAAvJTdblfTpk0lMQjE\nUzAB2PuZBWBOTo5Wr15tbRgAgM+gAAQAAPBi5jZgVgB6BrMADAwMVN26dS1Og9LQuXNn58pctgED\nAMoKBSAAAIAXMwvA06dPKykpyeI0uBazAGzUqJHsdrvFaVAagoKC1LVrV0kUgACAskMBCAAA4MXM\nScAS24A9wb59+yRx/p+3M7cB7969WydOnLA2DADAJ1AAAgAAeLGCk4ApAN2bw+FwDgHh/D/v1qtX\nL+djVgECAMoCBSAAAIAXK1eunOrVqyeJcwDd3eHDh5WdnS1Jio6OtjgNSlPz5s1VpUoVSRSAAICy\nQQEIAADg5cxtwKwAdG8FJwCzBdi72Ww25yrA2NhY5eXlWZwIAODtKAABAAC8nLkNeO/evcrKyrI4\nDa6kYAHYqFEjC5OgLJgFYFJSkhISEixOAwDwdhSAAAAAXs4sAHNzc7V7926L0+BKzAKwVq1aCg8P\ntzgNShvnAAIAyhIFIAAAgJcrOAiEcwDdl1kAMgDEN9SoUUNNmjSRJMXExFgbBgDg9SgAAQAAvFzd\nunVVrlw5SZwD6M727dsnifP/fIm5CnDt2rXKzMy0OA0AwJtRAAIAAHg5m83mXAVIAeiezpw5o7Nn\nz0piBaAvMQvAzMxMrV+/3uI0AABvRgEIAADgA8wCMC4uToZhWJwGv1dwAAgFoO+44YYbFBAQIIlt\nwACA0kUBCAAA4ANatmwpSTp37pyOHTtmcRr8HgWgbwoPD1enTp0kMQgEAFC6/K0OUBaSkpK0Zs0a\nbd++XYmJiTp79qz8/f1VpUoVtW3bVgMGDFD16tWveP3Jkyf1ww8/aOvWrTp9+rQcDociIiLUsGFD\n3XTTTerevftV3//kyZOaNWuWtmzZopSUFIWFhalp06YaOHCg84vxKzEMQz/++KN+/PFHHT58WLm5\nuapWrZpuuOEG3XnnnQoODr6uXxMAAOBbCn7NER8fr9q1a1uYBr9nnv9Xrlw5VatWzeI0KEu9evXS\n6tWrtWPHDp05c0aVKlWyOhIAwAt5fQGYlJSkRx999JKtLqGhocrOztaRI0d05MgRLVmyRM8995xu\nvPHGy67fsGGD/v3vfysrK0uSZLfbFRgYqLNnz+rs2bPauHGjunbtqueff17+/pf/cm7fvl2vvvqq\nMjIynO997tw5rV27VuvWrdODDz6owYMHF5rd4XBo0qRJzvNA/P395e/vr8OHD+vw4cNauXKlXnvt\nNVWsWLHEv04AAMC7NWnSRH5+fsrLy1NcXJz69u1rdSQUsGfPHkn5q/9sNpvFaVCWevfurUmTJskw\nDK1YseKK/zYAAKAkvL4AzMvLkyS1b99effr0Udu2bRURESGHw6GdO3fqo48+UmJiot58803Vrl1b\n9evXd157/vx5vfnmm8rKylL9+vX1xBNPqEmTJrLb7UpJSdHs2bM1d+5crV27Vj/88MNlf1mnpqZq\n0qRJysjIUKtWrfT000+rRo0aSktL07Rp0zR//nx98cUXatiwodq0aXNZ9mnTpmn9+vUKCAjQqFGj\ndNNNN8nf319xcXF68803dezYMf373//WpEmTSvXXEAAAeL6QkBBFRUVpz549iouLszoOfocJwL6r\nTZs2qlChglJTUxUbG0sBCAAoFV5/BmB4eLjeeustjRs3Tj179lRERISk/JV8LVu21Pjx41W+fHnl\n5uZq7ty5l1y7YcMGXbx4UZI0ZswYNW/eXHa7XZJUsWJFPfLII+rcubMkafXq1Ze996xZs3Tx4kVF\nRkZqzJgxqlGjhjPTqFGj1LFjRxmGoSlTplx2bWpqqjPPyJEj1bdvX+cKw5YtW+qf//ynbDab4uPj\ntXHjRlf8UgEAAC9nbgNmErB7yczM1KFDhyRx/p8vstvtzp1IsbGxDOkBAJQKry8Aw8LC1LBhwys+\nX7FiRXXo0EGStH///kueS0lJkXT1s1jM79JmZmZe8vPmEn5J6tevn0JDQy+7dujQoZLyD33+/WHc\nq1evVnZ2tkJDQ9W/f//Lrm3cuLFat24tiYlhAACgaMxJwImJiUpLS7M4DUwHDhxwlj4UgL6pd+/e\nkqSjR4/qwIED1oYBAHglry8Ai8JcFehwOC75ebP0u3Dhgk6dOlXoteZ2jd+XjEeOHHEWiO3bty/0\n2iZNmjiLwW3btl3y3Pbt2yVJzZs3V1BQUKHXt2vXrtBrAQAACmMWgIZhKCEhweI0MDEBGL169XI+\n5pv7AIDSQAEoOc/BqVev3iU/36lTJ0VGRkqSXnvtNSUkJDjPFExJSdFnn32m9evXKzw8XMOHD7/k\n2sOHDzsf161bt9D3tdvtzgl8R44cueQ5879/n6kg87lz587p/PnzV/8gAQCAz/v9JGC4B/Mbyna7\n/ZLzqOE76tev7/zcx8bGWhsGAOCVvH4IyLWsXbvW+UXXTTfddMlzwcHBGjt2rF577TUdPHhQL774\nonMKcEZGhgICAnTjjTdq5MiRzvP9TObqv/Dw8Cuu4JPkLBjN1//+evP5q11rvt5cyQgAAFCYatWq\nqUqVKkpKSqIAdCPmCsD69esrMDDQ4jSwSq9evZSYmKiVK1cqJydHAQEBVkcCAHgRn14BmJSUpPff\nf1+S1KVLF+dZgAU1bNhQr776qpo2bSopf5twRkaG83F2draysrIuu858zdXKv4LPm683mWcKXu36\ngs/9/noAAIDCmNuAKQDdh1kARkdHW5wEVjK3AaelpWnz5s0WpwEAeBufXQGYlpamiRMn6ty5c6pe\nvbqeffbZQl+3bNkyffDBB4qIiNBf/vIXtWrVSqGhoTp8+LBmzJih9evXKy4uThMmTOCLNgAA4PZa\ntGihmJgYJSQkyOFwyG63Wx3Jp+Xl5Tl3o5jD5eCbevToIT8/P+Xl5Sk2NlZdunSxOhIAwIv4ZAGY\nkZGh8ePHKzExUZGRkZowYYLKlSt32et27dql9957T4GBgfrXv/7lPK9Pkpo2bapXXnlFL730knbs\n2KGPPvpIb7zxhvP5kJAQSSp0dWBB5vPm603BwcFKS0u76vUFn/v99b83depUTZs27YrPDx06VA88\n8MBV7wEAADxfly5d9P777ys9PV1nz54tnW9gBmTLFnKuWJcEVagghfve9tfDhw8rPT1dktS2bVtV\nrFix7EPw+XILFStWVIcOHbRhwwb98ssvmjRp0pVfzOcMAFBMPlcAZmVlacKECdq9e7fKly+viRMn\nqnr16oW+dt68eZKkjh07XlL+mWw2mwYNGqQdO3Zoz549SklJcX7RZp7PZ5Z4V9rKe/bsWUm67Iu9\nyMhIpaWlOZ+/2rWFXf97Fy9e1OnTp6/4fHp6OisAAADwAe3atXM+jouLU7NmzVz/Jna7ZCvmSTN2\ne/4PH1NwAnDz5s2t+XqMz5fbuPXWW7VhwwatX79eaWlpKl++fOEv5HMGACgmnyoAs7KyNHHiRMXH\nxys8PFwTJkxQnTp1rvh6cxJvtWrVrviaguXhqVOnnEVcwfseOXKk0C0deXl5Onr06GWvN//78OHD\nl0wT/j3zufLly19zAEhYWJiqVq16xedDQ0PlcDiueg8AAOD5oqKiFBgYqOzsbG3evFl33nmn69/E\n4ZDNyCvWJYbDIfng1yIJCQnOx1FRUdZ8Pcbny2306dNHr776qhwOh5YvX66BAwcW/kI+ZwDg067n\nG4Y+UwDm5OTotdde0/bt2xUaGqpx48apQYMGV73GZrNJkpKTk6/4mqSkJOfj0NBQ5+M6deooMjJS\nZ8+e1ebNmwstAHft2uXc8tGmTZtLnmvdurVWrVql+Pj4K64gNA8H/v21hRk5cqRGjhx5xeeTk5Mv\nm0QMAAC8U9OmTbV9+3Zt2rSpVP7+t13MUUhGZrGuyUhNlZHje1NPt2/fLkmqUqWKJFny9RifL/fR\ntGlThYaGKj09XfPnz1ePHj0KfR2fMwDwbZUrVy72NT4xBTg3N1evv/66tmzZouDgYI0dO7ZI592Y\nBeHGjRsvKfoKWrx4saT8FXa1atVy/rzNZnP+hb148WJn0VfQ7NmzJUmNGze+5FpJ6tatmwIDA5We\nnu58j4L27dvn/IKxd+/e1/xYAAAATEwCdh/mFuDGjRtbnATuIDAwUN27d5ckxcbGWpwGAOBNvL4A\ndDgceuONN7RhwwYFBgbqpZdeUvPmzYt0bb9+/WSz2ZSRkaFx48Zp27ZtysnJkZS/3fedd97RunXr\nJEm33377ZUswhwwZorCwMCUnJ+vVV1/VyZMnJeWfx/fxxx9r/fr1stlsuv/++y977woVKmjQoEGS\npClTpmjp0qXOLSFxcXF67bXXZBiGWrRooY4dO17fLw4AAPBJZgF4/Pjxq543jNJHAYjf69WrlyRp\n//79zuOCAAAoKa/fArxz506tXr1akmQYxiWTegszZcoU5+OmTZvqkUce0WeffaYjR47o5Zdflp+f\nnwIDA5WZ+duS+y5dumj48OGX3atChQr65z//qVdffVU7duzQqFGjFBYWpoyMDOXl5clms+nBBx+8\n4hbee+65R4cOHdL69es1efJkffjhh/L393e+d61atfT8888X+9cEAAD4tpYtWzofx8fHX3GbIUrX\n+fPnderUKUkq9LgY+KaCu3tiYmKueowPAABF5fUFoGEYzsc5OTlKTU0t1vUDBw5UixYttHDhQiUk\nJCgpKUm5ubmqWLGiGjVqpD59+ujGG2+84vWtW7fWO++8o5kzZ2rLli1KSUlRuXLl1LRpUw0aNOiS\nL8B/z263a8yYMfrxxx/1448/6vDhw8rNzVXdunV1ww036M4771RwcHCxPh4AAABzBaBEAWilffv2\nOR8X5Xga+Ibo6GhVr15dJ0+eVGxsLAUgAMAlvL4AbNWqlebNm1eiezRq1EjPPPPMdV9fvXp1Pf30\n09d1rc1m0y233KJbbrnlut8fAACgoAoVKqh27do6evSo4uLirI7js/bs2eN8zBZgmGw2m3r16qVv\nvvlGK1euVF5envz8vP7kJgBAKeNvEgAAAB/EIBDrmef/hYSEXDYQDr7N3AZ85swZ7dixw9owAACv\nQAEIAADgg8xjSHbv3q3s7GyL0/gmcwtwo0aNWOGFS/Ts2dP5mGnAAABX4CsNAAAAH2SuAMzJyXGu\nREPZYgIwrqRq1arOP6MUgAAAV6AABAAA8EG/HwSCspWTk6ODBw9KogBE4Xr16iVJWrt2rdLT0y1O\nAwDwdBSAAAAAPqh+/foKCwuTJAaBWODQoUPKzc2VJEVFRVmcBu7ILACzs7O1du1ai9MAADwdBSAA\nAIAP8vPzU/PmzSWxAtAKBbddswIQhenatasCAwMlsQ0YAFByFIAAAAA+yhwEEh8fL8MwLE7jW8wC\n0GazqVGjRhangTsKDQ1Vly5dJFEAAgBKjgIQAADAR5nnAJ45c0anTp2yOI1vMQvAunXrKiQkxOI0\ncFfmNuD4+HidPn3a4jQAAE9GAQgAAOCjCg4C2bFjh4VJfI9ZAHL+H66md+/ezscrVqywLggAwONR\nAAIAAPioZs2ayWazSeIcwLJkGIazAOT8P1xNq1atVKlSJUlSTEyMtWEAAB6NAhAAAMBHhYWFqWHD\nhpIoAMvS6dOndf78eUkUgLg6Pz8/9ejRQ1L+OYCc1QkAuF4UgAAAAD7M3AYcFxdncRLfsW/fPudj\ntgDjWsxzAE+ePKk9e/ZYnAYA4KkoAAEAAHyYOQn4wIEDSk9PtziNbzC3/0qsAMS1FTwHkG3AAIDr\nRQEIAADgw8wVgHl5edq1a5fFaXyDWQBWqFBBlStXtjgN3F3t2rXVqFEjSfnbgAEAuB4UgAAAAD7M\nXAEocQ5gWSk4AMQcwgJcjbkNeNWqVcrOzrY4DQDAE1EAAgAA+LAaNWqoYsWKkqQdO3ZYnMY3mGcA\nsv0XRWVuA05PT9fGjRutDQMA8EgUgAAAAD7MZrM5VwGyArD0Xbx4UUeOHJFEAYii6969u+x2uyS2\nAQMArg8FIAAAgI8zzwFMSEhQXl6exWm82/79+52PKQBRVBEREWrfvr0kCkAAwPWhAAQAAPBxZgGY\nlpamQ4cOWZzGu5nbfyUpKirKwiTwNOY24C1btij1XKqlWQAAnocCEAAAwMcxCKTsmANAAgICVK9e\nPYvTwJOYg0Dy8vK0cvUqi9MAADwNBSAAAICPi46OVkBAgCQKwNJmFoANGzaUv7+/xWngSdq3b6/w\n8HBJUszKFRanAQB4GgpAAAAAHxcYGKjo6GhJFIClzdwCzPZfFFdAQIBuvPFGSVLsLxSAAIDioQAE\nAACA8xzAuLg4i5N4L4fD4RwCwgAQXA/zHMDEw4d08NRRa8MAADwKBSAAAACc5wAeOXJE586dsziN\ndzp69KgyMzMlybniEigOswCUpOXb11oXBADgcSgAAQAA4FwBKLENuLSY5/9JrADE9WnYsKFq164t\nSVq+gwIQAFB0FIAAAACgACwDBQtAzgDE9bDZbM5pwLFxG+TIc1icCADgKSgAAQAAoEqVKqlGjRqS\nOAewtJgFYI0aNZzTXIHiMgvAlIvnteXATovTAAA8BQUgAAAAJP22CpAVgKXDLADZ/ouS6Nmzp2w2\nmyTOAQQAFB0FIAAAACT9VgDu2rVLubm5FqfxPvv27ZPE9l+UTKVKldSqRf7QHs4BBAAUFQUgAAAA\nJP1WAGZlZTnLKrjG2bNnlZycLIkVgCi53jf2lCSt3b1NaZnpFqcBAHgCCkAAAABIklq1auV8zDZg\n1ypYqFIAoqR698gvAHMcufpl5yaL0wAAPAEFIAAAACRJDRo0UEhIiCQKQFcrOAGYAhAl1blDJwUH\nBEmSlm9fZ3EaAIAnoAAEAACAJMlut6tZs2aSmATsauYKwLCwMOe0ZeB6BQcHq3uz9pKk5dvXWJwG\nAOAJKAABAADg1LJl/nABCkDX2rNnj6T81X/mBFegJPq07ipJ2nn0gI6fPW1xGgCAu6MABAAAgJM5\nCCQpKUmnT1MquIq5BZjtv3CVPq26OB8zDRgAcC0UgAAAAHAyC0CJcwBdJSsrS4cOHZIkRUVFWZwG\n3qJl3caqUj5SEucAAgCujQIQAAAATgULQLYBu8bBgweVl5cniRWAcB0/Pz/1aZW/DfjnHetkGIbF\niQAA7owCEAAAAE7h4eGqX7++JFYAugoTgFFa+rTO3wZ8+twZxR3ee41XAwB8GQUgAAAALmGuAqQA\ndA2zAPTz81ODBg0sTgNvYq4AlKTl2zkHEABwZRSAAAAAuIQ5CXjv3r3KzMy0OI3n27dvnySpXr16\nCgoKsjgNvEnNyKpqVruhJGn5Ds4BBABcGQUgAAAALmEWgA6HQ7t377Y4jedjAjBK0x9+XQW4audm\nZWZnWZwGAOCuKAABAABwCQaBuI5hGM4CMDo62uI08EY3tc4vADOyM7V2zzaL0wAA3JW/1QEAAADg\nXmrXrq3y5cvr3LlznANYQidOnNDFixclSVFRURangTe6sXkHBdj9lePI1fLta9W7ZedCX2fLdJRx\nsrJjBPtLdpvVMQDArVEAAgAA4BI2m03NmzfXmjVrWAFYQkwARmkLDw5Vl+jW+mXnZi3fsVYT9Gyh\nrwvellzGycpORpdqMsICrI4BAG6NLcAAAAC4jHkOYHx8vAzDsDiN5ypYALICEKXFnAa89eAunbmQ\nam0YAIBbogAEAADAZcxzAM+fP6+jR49anMZzmQVg5cqVFRkZaXEaeKs+v54DaBiGYuLWW5wGAOCO\nKAABAABwGXMFoCTOASyBffv2SWL1H0pX+0bNVSGsnCRp+fa1FqcBALgjCkAAAABcpkmTJrLb7ZKY\nBFwS5gpAzv9DabL72dWrRSdJ0k/b17BtHwBwGQpAAAAAXCY4ONhZWlEAXp+0tDSdOHFCEgUgSp+5\nDfhI8kntPXHI4jQAAHdDAQgAAIBCmecAsgX4+pjbfyUKQJS+W9p0dz7+btViC5MAANwRBSAAAAAK\nZRaAiYmJunDhgsVpPE/BCcAUgCht9arW1I3N2kuSpsbOU15ensWJAADuhAIQAAAAhSo4CCQhIcHC\nJJ5pz549kvK3U9euXdviNPAF9/YaKEk6nHRCKxI2WpwGAOBOKAABAABQKHMFoMQ24OthrgBs1KiR\nc6AKUJru7HaLwoJCJElfxcyzOA0AwJ1QAAIAAKBQVatWVZUqVSRRAF4P8wzAqKgoi5PAV4QHh2pw\n11skSXPX/aRz6WzdBwDkowAEAADAFZnbgJkEXDy5ubk6cOCAJM7/Q9m6r3f+NuCM7EzNXrPM4jQA\nAHfhb3UAAAAAuK+WLVvq559/1s6dO+VwONjKWkSHDh1STk6OJApAuJ4R7K+MLtUKfa59535q8EV9\nHTyUqCmbFmn46CfLOF3J2DIdCt6WbHUMAPA6FIAAAAC4IvMcwIyMDB08eJDtrEVkbv+V2AKMUmC3\nyQgLuOLTd48Yrtdff13rN23U3hOH+D0IAGALMAAAAK6s4CAQtgEXnTkARMofAgKUpbvvvls2m02S\nNH36dIvTAADcAQUgAAAArigqKkpBQUGSKACLwywA69Spo7CwMIvTwNfUrl1bPXv2lCR9++23cjgc\nFicCAFiNAhAAAABX5O/vr6ZNm0piEnBxmAUgWy9hlREjRkiSTp48qZ9//tniNAAAq1EAAgAA4KrM\nbcAUgEVjGIazAGQACKzSv39/RURESGIbMACAAhAAAADX0LJlS0nSiRMndObMGYvTuL/k5GSlpqZK\nogCEdUJCQjR48GBJ0uLFi5WSkmJxIgCAlSgAAQAAcFUFB4GwCvDaCg4AoQCElcxtwNnZ2Zo1a5bF\naQAAVqIABAAAwFVRABbPvn37nI85AxBWat++vaKjoyVJM2bMsDgNAMBKFIAAAAC4qvLly6tOnTqS\nmARcFOYKwIiICFWtWtXiNPBlNpvNuQpw27ZtSkhIsDgRAMAqFIAAAAC4JvMcQFYAXlvBASA2m83i\nNPB1Q4cOld1ul8QwEADwZRSAAAAAuCZzG/CePXuUnZ1tcRr3Zm4B5vw/uIPq1aurT58+kqSZM2cq\nJyfH4kQAACtQAAIAAOCazAIwJydHe/bssTiN+8rIyNDhw4clUQDCfZjbgJOTk7Vs2TKL0wAArEAB\nCAAAgGsytwBLnAN4Nfv375dhGJIoAOE++vbtq8jISElsAwYAX0UBCAAAgGuqW7euwsPDJXEO4NWY\n5/9JFIBwH4GBgRoyZIgkadmyZTp9+rTFiQAAZY0CEAAAANfk5+en5s2bS6IAvBrz/D9/f3/Vq1fP\n4jTAb8xtwA6HQzNnzrQ4DQCgrFEAAgAAoEjMcwDj4+Od21xxKXMFYIMGDRQQEGBxGuA3rVq1cm7l\nnzFjBn+GAcDHUAACAACgSFq1aiVJOnv2rE6cOGFxGvdkFoBs/4U7MlcB7ty5U9u2bbM4DQCgLFEA\nAgAAoEjMFYASg0AKk5eXp/3790uSoqKiLE4DXG7IkCHOlanTpk2zOA0AoCxRAAIAAKBImjZtKj+/\n/C8fOQfwcseOHVNGRoYkVgDCPVWqVEm33nqrJGn27NnKzMy0OBEAoKxQAAIAAKBIQkND1bBhQ0ms\nACxMwQnA0dHRFiYBruyee+6RJJ07d06LFi2yOA0AoKxQAAIAAKDIzCECrAC83J49e5yP2QIMd9Wn\nTx9VrVpVkjR9+nSL0wAAygoFIAAAAIrMPAfwwIEDunjxosVp3Mu+ffskSdWqVVNERITFaYDC+fv7\na9iwYZKkmJgYHT9+3OJEAICyQAEIAACAIjMLQMMwtGvXLovTuBcmAMNTmNOADcPQt99+a3EaAEBZ\noAAEAABAkbVq1cr5mHMAL0UBCE8RHR2tDh06SMrfBmwYhsWJAAClzd/qAHAPNpvNOdUPAADgSmrW\nrKlKlSrpzJkzSkhIkN1uv+w1NnuebH62Yt3XbrfLKOReniI1NVVJSUmS8suVwn5d3JUvfr4g3Xvv\nvdq0aZMOHDigjRs3qmvXrlZHksTvRwAoLRSAkCSFhIQoNDTU6hgAAMADtG3bVj/99JN27dqlihUr\nXv6CgGwpOLVY9wypUEEKD3RJPivs3r3b+bh9+/aF/7q4Kx/8fEF66KGHNHr0aGVmZmrWrFnq16+f\n1ZHy8fsRAEoFBSAkSRkZGcrKyrI6BgAA8ABNmjTRTz/9pO3bt+vMmTOX7SKwXcxRUGZGse6ZlZoq\nIyfAlTHL1KZNm5yPa9SooZSUFAvTFI8vfr6Q7/bbb9esWbP0zTffaNy4cQoLC7M6Er8fAaAIrucb\njRSAkJR/ALDD4bA6BgAA8ADmIJC0tDTt379fDRs2vOR5m8MhI694Z4o5HA4ZDs89jsRcARgaGqpq\n1ap51NdVvvj5Qr7hw4dr1qxZSktL09y5c3X33XdbHYnfjwBQSvh/SQAAABSLWQBKUnx8vIVJ3Me+\nffskSVFRUZyrDI/Ro0cP1apVS1L+MBAAgPfiqxMAAAAUS+PGjRUQkL/djgIw3549eyQxARiexW63\nO1f9rVq1SomJidYGAgCUGgpAAAAAFEtgYKCaNGkiSYqLi7M4jfWys7OdxQkFIDzN8OHDnY+//fZb\nC5MAAEoTBSAAAACKzdwGzApAKTEx0XnmX1RUlMVpgOJp0KCBunXrJkmaMWOG8vLyLE4EACgNFIAA\nAAAotpYtW0qSjh49qtTUVGvDWGzv3r3Ox6wAhCcaMWKEJOnIkSNatWqVxWkAAKWBAhAAAADFxiCQ\n35gFoM1mu2wiMuAJBgwYoNDQUEkMAwEAb0UBCAAAgGIrWAD6+jmAZgFYr149BQcHW5wGKL7w8HAN\nHDhQkjR//nydP3/e4kQAAFejAAQAAECxRUZGqmbNmpJYAbhv3z5JnP8Hz2ZuA87IyNDcuXMtTgMA\ncDV/qwMAAADAM7Vo0ULHjx/3jQLQYciWmXvZTxuG4VwBGN2gkWwXc8o6WYnZMh1WR4Ab6Natm+rX\nr6/ExERNnz5d9913n9WRAAAuRAEIAACA69KyZUstW7ZMu3btUk5OjgICAqyOVGpsmbkKWXfqsp8/\nkZKkCxcuSJJa2KoW+hrAE9hsNg0fPlyvv/66NmzYoL179zLUBgC8CFuAAQAAcF3McwCzs7Od22B9\nze5jB52Po2s1sDAJUHLDhw+XzWaTJM2YMcPiNAAAV6IABAAAwHVp2bKl87FPbAMuxJ5jic7H0TXr\nW5YDcIVatWqpV69ekqRvv/1WDgfbwwHAW1AAAgAA4LrUr19foaGhkny4ADyevwKwUrkKqhxR0eI0\nQMmZw0BOnjypn3/+2eI0AABXoQAEAADAdbHb7WrevLkkKS4uzuI01th9PFESq//gPfr166eIiAhJ\n0vTp0y1OAwBwFQpAAAAAXDfzHEBfXAG4/+RhbdqXX3xSAMJbhISEaPDgwZKkxYsXKyUlxeJEAABX\noAAEAADAdTMLwKSkJJ065TsTcA+dPq7+Ex7XufQ0SdKATn+wOBHgOuY24OzsbM2aNcviNAAAV6AA\nBAAAwHUrOAjEV7YBHztzSv0njtLRMyclSa+O/Iv6dehpcSrAddq3b6/o6GhJbAMGAG9BAQgAAIDr\n1qxZM9lsNkm+sQ34REqS+k8cpcTTxyRJY4c9pecG3G9xKsC1bDabcxXg9u3bfeLPNgB4OwpAAAAA\nXLfw8HDVr19fkvcXgEnnz2rAv57QvhOHJUnPD35ULwx5zOJUQOm46667ZLfbJUkzZsywOA0AoKQo\nAAEAAFAivjAIJCU1RQP+9aR2Hj0gSXr2jvs09u6nLE4FlJ5q1arppptukiTNnDlTOTk5FicCAJQE\nBSAAAABKxDwHcO/evcrIyLA4jeudP39ed91/j3Yc2iNJerzv3Xpt5F+cW58BbzV8+HBJUnJyspYt\nW2ZxGgBASfhbHQAAAACezSwA8/LytHv3brVr3MLiRK6Tlpam4cOHa+v2bZKkB/sM1hsPPl+k8i+z\nTWUZwfbSjmgJI5h/RviCvn37KjIyUmfPntX06dPVv39/qyMBAK4Tf3MDAACgRMwtwFL+JGBvKQDT\n09N17733asOGDZKkET1u17uPjZGfX9E20RjBdhlhAaUZEShVgYGBGjJkiD7++GMtW7ZMp0+fVtWq\nVa2OBQC4DmwBBgAAQInUqlVLFSpUkOQ95wBmZmbqgQce0OrVqyVJg24foA+fHCe7n3eu6AOuxJwG\n7HA4NHPmTIvTAACuFwUgAAAASsRmszlXAcbFxVmcpuSys7P18MMPKyYmRpLUr18/ffj2ZPnb2TwD\n39OqVSvnNv/p06fLMAyLEwEArgcFIAAAAErMLAATEhI8uiDIycnRqFGjnAMPbrrpJn388ccKCGAr\nL3yXuQpw165d2rZtm8VpAADXgwIQAAAAJWYWgOfPn9eRo0ctTnN9HA6H/vSnP2nBggWSpJ49e+rz\nzz9XUFCQxckAaw0ZMsRZgk+bNs3iNACA60EBCAAAgBIztwhKUlyC520DzsvL05///GfNmTNHktS1\na1dNmTJFISEhFicDrFepUiX17dtXkjR79mxlZmZanAgAUFwUgAAAACixJk2ayN8//4y8uJ0JFqcp\nHsMw9I9//EPffPONJKljx46aPn26wsLCLE4GuA9zG/C5c+e0aNEii9MAAIqLAhAAAAAlFhQUpMaN\nG0uS4j2oADQMQ2PGjNGUKVMkSa1bt9aMGTMUHh5ucTLAvfTp00dVq1aVlD8MBADgWSgAAQAA4BLm\nNmBPKQANw9CECRP08ccfS5KaN2+u7777TuXLl7c4GeB+/P39NWzYMElSTEyMjh8/bnEiAEBxUAAC\nAADAJcxBIImHD+l8eprFaa7t3//+tyZPnixJaty4sWbOnKnIyEiLUwHuy9wGbBiGc8s8AMAzUAAC\nAADAJcwCUJLiDu+1MMm1vfXWW3rjjTckSQ0aNNDs2bNVpUoVi1MB7i06OlodOnSQlL8N2DAMixMB\nAIqKAhAAAAAuUbAA3HFoj4VJru6DDz7Qa6+9JkmqW7eu5syZo+rVq1ucCvAM5irAgwcPav369Ran\nAQAUFQUgAAAAXKJKlSqqVq2aJGl74m6L0xTu008/1dixYyVJNWvW1OzZs1WrVi2LUwGeY/DgwQoO\nDpbEMBAA8CQUgAAAAHAZcxWgO64AnDp1ql588UVJUtWqVTV79mzVq1fP4lSAZ4mIiNDtt98uSfr+\n++918eJFixMBAIqCAhAAAAAuYxaACUf2y5HnsDjNb7777jv99a9/lSRVqlRJs2fPVqNGjSxOBXim\n4cOHS5IuXryo+fPnW5wGAFAUFIAAAABwmVatWkmSMrIzte/EYYvT5Js7d66efvppGYahChUqaObM\nmWrSpInVsQCP1aNHD+fWebYBA4BnoAAEAACAyxQcBOIO5wAuWrRITzzxhPLy8lSuXDl99913atmy\npdWxAI9mt9t19913S5JWrVqlxMREawMBAK6JAhAAAAAu07BhQwUH5Q8IsPocwB9//FGPPPKIcnNz\nFRoaqm+++UZt27a1NBPgLcxtwJL0zTffWJgEAFAUFIAAAABwGX9/fzX9dXutlQXgypUr9dBDDykn\nJ0chISGaNm2aOnXqZFkewNs0aNBA3bp1k5RfAObl5VmcCABwNRSAAAAAcKmWzfO3AW8/ZM0W4LVr\n12rkyJHKzMxUUFCQpkyZou7du1uSBfBmI0aMkCQdOXJEq1atsjgNAOBqKAABAADgUi2bNZcknUxJ\nVtL5s2X63ps2bdKIESOUnp6ugIAAffbZZ+rdu3eZZgB8xYABAxQaGiqJYSAA4O4oAAEAAOBSLZr9\nNghkR2LZbQPetm2bhg0bprS0NNntdn300Ue69dZby+z9AV8THh6ugQMHSpLmz5+v8+fPW5wIAHAl\nFIAAAABwqRZNmzkfl9U5gAkJCRo2bJjOnz8vPz8/ffDBB7rjjjvK5L0BX2ZuA87IyNDcuXMtTgMA\nuBIKQAAAALhURESE6letJUnaXgYF4N69ezV06FCdPZu/3fidd97R4MGDS/19AUjdunVT/fr1JbEN\nGADcGQUgAAAAXK5VvWhJpb8C8MCBAxo8eLCSkpIkSf/97381fPjwUn1PAL+x2WzOP3MbNmzQ3r17\nLU4EACiMv9UBAAAA4H1a1YvWDxt+1u5jB5WVk62ggECXv8eRI0c0ZMgQnTp1SpL06quv6v7773f5\n+wC4uuHDh+v//b//J8MwNH36dI0dO9bqSACuxGHIlplrdQq3YQT7S3ab1THKBAUgAAAAXK51/SaS\npFxHrnYdO6g2v/63qxw/flx33nmnjh49Kkl65ZVXNGrUKJe+B4CiqVWrlnr16qWYmBh9++23Gj16\ntPz9+acm4I5smbkKWXfK6hhuI6NLNRlhAVbHKBNsAQYAAIDLmVuAJWl74m6X3vvUqVO68847lZiY\nKEl68cUX9fTTT7v0PQAUjzkM5NSpU4qJibE2DADgMhSAAAAAcLl6VWoqIiRckmvPAUxOTtaQIUO0\nf/9+SdJzzz2nv/71ry67P4Dr069fP0VEREhiGAgAuCMKQAAAALiczWZTy3qNJbmuAExJSdFdd92l\n3bvzVxQ++eSTGj16tGw23zi7B3BnISEhzunbixcvVkpKisWJAAAFcTADAAAASkXretFavWuLdiTu\nlmEYJSrqzp8/r7vvvltxcXGSpIceekjjx4+n/APcyIgRI/Tll18qOztbs2bN0qOPPmp1JJQFhkpI\n8vxhErmOXJ1ISVKdyjWsjoJSQgEIAACAUmGeA5hy8byOnTml2pWrX9d90tLSNHz4cG3ZskWSdO+9\n9+r111+n/APcTPv27RUdHa09e/Zo+vTpFIA+gqES+Tx5mMTZtHO6Y+IT2pa4SyN7DdS7j41RUECg\n1bHgYmwBBgAAQKloVe+3yb/Xuw04PT1dI0eO1IYNGyRJd911l/773//Kz48vYwF3Y7PZnMNAtm/f\nrvj4eIsTAbiWCxkXNXjS09qWuEuSNDV2ngb86wkln2cbv7fhKycAAACUiuZ1G8nPlv/l5vUUgJmZ\nmXrggQe0atUqSdLAgQP17rvvym63uzQnANe56667nH9GGQYCuLfM7Czd/cZftXFf/vEa1SpUliSt\n2rVFvcbcp51H91sZDy5GAQgAAIBSERIYrOia9SRJ2xN3F+va7OxsPfLII4qJiZGUP2H0ww8/lL8/\nJ9gA7qxatWq66aabJEkzZ85Udna2xYkAFCYnN0f3vf28YuPWS5KGdLtVCe/N1yM3D5EkJZ4+pj4v\nPailW1dZGRMuRAEIAACAUtPy13MAdxwu+grA3NxcjRo1SkuXLpUk9enTRx9//LECAjzzbCXA15jb\ngM+cOaMff/zR4jQAfi8vL0+j/veKFm5aIUm6tW13ffL0vxQcGKR3Hh2j/zz4D/nZ/HQ+I01DXn9W\n/1s0TYZhWJwaJUUBCAAAgFJjDgLZf/KI0jLTr/l6h8OhP/3pT1qwYIEkqUePHvriiy8UFBRUqjkB\nuM6tt96qyMhISWwD9lWrd21Rn5cf0PNfvqFcBxOC3YlhGPrLZ5P07apFkqTuTdvp67/+R4H++d9k\ns9lseqrfPZr5wjsqFxKmPCNP//jiP/rzJ68qJzfHyugoIQpAAAAAlJrW9fMHgRiGofjDe6/62ry8\nPD333HOaPXu2JKlLly766quvFBISUuo5AbhOYGCghgzJ30a4bNkynT592uJEKEtfxcxT/wmjtG7P\ndr2/8Gs98t4YSkA3MvH/vaZPls2UJLVr2EwzX3hXoUGX/z3bt92NWj7xS9WvWkuS9OmPszRo0tM6\nm3auTPPCdThEBQAAAKXGXAEo5Q8C6RLdptDXGYah559/XjNmzJAkdejQQdOnT1dYWFiZ5ATgWiNG\njNDHH38sh8OhmTNn6qmnnrI6EkpZXl6exk5/T2/N++KSn5+5Jv84h0+feVX+dioIK7399tt698P3\nJUlNazXQ9/98XxGh4Vd8ffM6jRTz6hQN//BFrd20QbFx69XrXw9r2qdfKqpho7KKXWS2TIeCtyVb\nHcNtsQIQAAAApaZ6hcqqHFFR0pUnARuGoZcmvKIvv/xSktS6dWt98803KleuXJnlBOBarVq1UsuW\nLSXlbwPm/DDvlpaZrhH//Zuz/KtesbIWvPx/6takraT8EpCVgNb67LPP9Oqrr0qS6letpR9e+tD5\n9/PVVImI1Kxp32r48OGSpAMHD6jv4DsUu2mNjLAA9/oRbC/VX0NPRwEIAACAUmOz2ZzbgAsrAA3D\n0MvT3tX/ff6JJKl58+b67rvvVL58+TLNCcD1zGEgu3bt0tatW60Ng1Jz9NhR3Tz2Ic3fGCNJalO/\nqVa8OlW9W3bWnH9OpgR0A999951eeOEFSVK1qtU0/6UPVTOyapGvDwoK0rvvvqtXXnlFNptN586d\n07Bhw5zfuINnoAAEAABAqTK3Accd2qu8vLxLnntt5v85V4w0bhSlmV9OV6WgcrJdzHGvH5mOsv5l\nAzzekCFDnNO7GQbinTZu3KhbB93u/AbPoM59tGz8Z6pVqZokqVxI2GUl4MOUgGVq4cKFeuaZZyRJ\nkZGRmjV1hhpUq13s+9hsNj399NP68ssvFRoaKofDob///e8aM2aMcnP5fHoCNuADAACgVJkF4MWs\nDB04dURRNepJkv4z51O9NvP/JEkNq9XRor+/rxoH8qQDpyzLCsB1KlWqpL59+2r+/PmaPXu2JkyY\noODgYKtjwUVmz56tZ599VllZWZKkfwx+RGOHPSU/v0vXGZkl4OBJT2vN7q2a9euZgJ9xJmCpW7Fi\nhR577DE5HA6Fh4frm2++UdPGTaR11//3bL9+/bRgwQKNHDlSx44d00cffaR9+/bp448/VkREhAvT\nw9X40wYAAIBS9ftBIFE16um9BVM1bsZkSVLdKjW0cOz/qUYxtiMB8AwjRozQ/Pnzde7cOS1atEiD\nBw+2OhJKKC8vT//5z3/0xhtvSMqf+vz+Yy/rnp53XPEaswS88/VntHrXFs1as1S5kUH6v3fel7+/\n+9US3jBMYsOGDbrvvvuUnZ2t4OBgTZ06VW3btpUu5pT43i1bttSSJUv0wAMPaNOmTVq+fLn69++v\nqVOnqn79+iW+P0oHW4ABAABQqprUrK9A//xtgNsT9+ijJd/qxSn/lSTVjKyqhS9/pDqVa1gZEUAp\n6dOnj6pWzS/32Qbs+dLT0/XYY485y7/KlSvr++nfXbX8M5ULCdPsF9/TDU3bSZLmLvhBj//tGeUE\n2awfHuFlwyTi4uI0YsQIpaeny9/fX5999pm6d+/u0veoVq2avv/+e915552SpN27d6tv375as2aN\nS98HrkMBCAAAgFIV4B+gZrUbSZKmxHyvv3w2SZJUtXwlLXz5o+s6iwiAZ/D399ewYcMkSTExMTp+\n/LjFiXC9Tp48qUGDBmnevHmSpGbNmmnJkiXq3KFTke9hloBdO3WWJM2dO1dPPPEEZ8i50P79+zVs\n2DCdO3dONptN//vf/3TLLbeUynsFBwfrww8/1IsvvihJOnv2rIYMGULZ76YoAAEAAFDqzG3AJ1Py\nt1RVLldBC17+PzWuWc/KWADKgDkN2DAMffPNNxanwfXYtm2bbrnlFuc051tuuUULFy5U3bp1i32v\nciFhmv75VHXp0kVSfgn4+OOPUwK6wNGjRzVkyBAlJSVJkv773/+W+rZ7m82mv/3tb/rkk08UEhKi\nnJwcPfvssxo/frwcDgZouRMKQAAAAJS61vWbOB9XCCuneS99qOZ1GlmYCEBZiY6OVocOHSTlbwM2\nDMPiRCiOH374QQMGDNDJkyclSU899ZS++uorhYeHX/c9y4WHa8aMGc4ScN68eZSAJXT69GkNHTpU\nx44dkySNHz9e9913X5m9v7k6tHr16pKkyZMn68EHH1RaWlqZZcDVUQACAACg1N3atrsC7P755d/o\nD9SmQCEIwPuZqwAPHjyodevWWZwGRWEYht588009/PDDysjIkL+/v9566y2NHz9ednvJz8gLpwR0\nmdTUVA0bNkz79++XJP3tb3/TU089VeY52rZtq6VLl6p169aSpMWLF+uOO+7Q0aNHyzwLLkcBCAAA\ngFLXuGY97frfIiVMXqAOUS2sjgOgjA0ePFjBwcGSGAbiCTIzM/XUU09p0qT8M1srVqyomTNnauTI\nkS59nyuVgDk5JZ9U6ysuXryoe+65R/Hx8ZKkxx57TC+88IJleWrUqKF58+bpjjvyB8PEx8fr1ltv\n1caNGy3LhHwUgAAAACgT1StUVvnQclbHAGCBiIgI3X777ZLyz3y7ePGixYlwJadPn9add96pmTNn\nSpIaN26sxYsXu3yKrKmwEvCJJ56gBCyCrKwsPfjgg9qwYYMkafjw4frXv/4lm81maa6wsDB9+umn\n+stf/iJJSkpK0h//+EfNmjXL0ly+jgIQAAAAAFDqzG3AFy9e1Pz58y1Og8LEx8erb9++zkKpd+/e\nWrRokRo2bFiq72uWgF27dpVECVgUubm5evzxxxUTEyNJuuOOO/TWW2/Jz889ah4/Pz+NHj1aH3zw\ngYKCgpSVlaUnnnhCr7/+uvLy8qyO55Pc43cGAAAAAMCr3XjjjapVq5YktgG7oyVLluj22293ntf2\nyCOPaPr06SpfvnyZvH94eLimT59OCVgEeXl5+vOf/6wFCxZIyi9qP/zwQ/n7+1uc7HJDhw7VnDlz\nVKVKFUn5k4kfffRRpaenW5zM97jf745SkJSUpDVr1mj79u1KTEzU2bNn5e/vrypVqqht27YaMGCA\nc1JNQdOmTdOMGTOK9B5Vq1bVJ598Uuhz586d08yZM7V+/XqdOXNGQUFBatSokfr37+/8P7erWbNm\njRYtWqT9+/crKytLlStXVqdOnXTXXXcpIiKiSPkAAAAAwEp2u11333233nzzTa1atUqJiYmqX7++\n1bF8nmEY+uCDDzRu3DgZhiG73a7XXntNDz/8cJlnMUvAESNGaO3atZo3b54Mw9D//d//KSAgoMzz\nuCPDMDR69Gh9++23kqTOnTvriy++UFBQkMXJrqxTp05asmSJRo4cqYSEBP3www86fPiwvvrqK9Wo\nUcPqeD7DZnj5DPakpCQ9+uijl4yaDw0NVXZ2tnO6UGBgoJ577jndeOONl1w7Z84czZkz56r3T01N\nlSTdcMMNevHFFy97/vDhwxozZozOnTsnSQoJCVFWVpZzyeuAAQP02GOPXfH+H374oRYuXCgpfwlt\nUFCQMjIyJEkVKlTQq6++qjp16lw1Y1EkJyeX+B4AAACSJIchWyZTHI1gf8lu7TlMgLs5ePCgOnfu\nLEn6+9//ftmwAtvFHIWsO1Wse2Z0qSYjjHLoemRnZ+sf//iHpk2bJin/rMZPP/1UvXv3LvI9SuNz\nlpaW5iwBpfx/N5dlCejOvw9fe+01vfXWW5Kkli1b6vvvvy/WKk0rP7a0tDQ9/vjjWrp0qSSpevXq\nmjp1qtq0aVPie0vu/XlztcqVKxf7Gq8vAE+dOqVRo0apXbt26tOnj9q2bauIiAg5HA7t3LlTH330\nkRITE+Xv768333yzWN+B2rlzp/MvrJdfflmdOnW65PmcnBz96U9/0smTJ1WvXj399a9/VYMGDZSV\nlaW5c+fq66+/lmEYevbZZ3XzzTdfdv8lS5bo/fffl81m07333qtBgwYpKChIBw8e1JtvvqlDhw6p\nRo0amjx5con/j5ACEAAAAEBZGDhwoNasWaM6depo48aNl5xZ5kv/gLfamTNn9NBDD2nNmjWSpPr1\n62vatGlq3Lhxse5TWp+ztLQ03XPPPc58ZVkCuuvvw8mTJ2v8+PGSpKioKM2bN8+5tbaorP7YHA6H\n/vWvf2ny5MmS8hdJTZ48WQMHDizxva3+2MrS9RSAXn8GYHh4uN566y2NGzdOPXv2dG6Ztdvtatmy\npcaPH6/y5csrNzdXc+fOLda9f/rpJ0n5I9Hbt29/2fNLlizRyZMnFRQUpLFjx6pBgwaSpKCgIA0b\nNkz9+vWTJE2dOtW5GtGUk5Pj/C5M//79NWzYMOeS3gYNGujll19WUFCQTpw4oWXLlhUrNwAAAABY\nxRwGcuTIEf3yyy8Wp/FNe/bs0W233eYs17p3764lS5YUu/wrTeHh4Zo2bZq6desmSfrhhx/0+OOP\n++yZgFOmTHGWf3Xq1NGsWbOKXf65A7vdrldeeUVvv/22AgIClJGRoUceeURvvvmmvHx9muW8vgAM\nCwu76sSiihUrqkOHDpKk/fv3F/m+WVlZWrVqlaT8AzftdvtlrzGn8fTs2bPQP5hDhgyRzWbT2bNn\ntWPHjkue2759u1JSUmSz2XTnnXdedm3VqlXVs2fPS94HAAAAANzdgAEDFBoaKklFPnMdrrN8+XLd\ndtttSkxMlCSNHDlS3377rSIjI60NVghKwHyzZ8/W3//+d0lSlSpV9N1336lmzZoWpyqZe++9V999\n953z992kSZP01FNPKTMz0+Jk3svrC8CiMFcFOhyOIl+zdu1aXbx4UZJ00003XfZ8RkaG9u7dK0mF\nrg6U8v/g1q5dW5K0bdu2S57bvn27pPxm/0qtfrt27SRJu3fv5g8JAAAAAI8QHh6uQYMGSZLmz5+v\n8+fPW5zId3zyyScaMWKELly4ID8/P02cOFFvvvmmAgMDrY52RYWVgKNGjfKZEnDp0qX605/+JMMw\nVKFCBc2cOVONGjWyOpZLdO/eXYsXL1Z0dLQkaebMmRo8eLBOnz5tcTLvRAEoKS4uTpJUr169Il9j\nbv+Njo5W3bp1L3v+6NGjzuWrV7uv+dyRI0cu+Xnzv4tyrWEYzlHtAAAAAODuzG3AGRkZxT6KCcWX\nk5Oj559/Xv/85z+Vl5en8PBwffXVV3riiSdks7n/sKLfl4Dz58/3iRLwl19+0cMPP6zc3FyFhoZq\nxowZat68udWxXKpBgwZatGiR/vCHP0iSNm7cqL59+yo+Pt7iZN7H5wvAtWvXat++fZIKX8lXmOTk\nZOcKvT59+hT6mrNnzzofX20ptflcSkpKodcX5drCrgcAAAAAd9W1a1fnAMbp06dbG8bLpaamasSI\nEfr8888lSXXr1tXChQt16623WpyseMLDwzV9+nSfKQE3b96skSNHKisrS0FBQZo6darz+DJvExER\noWnTpunRRx+VlL+gqn///lqyZInFybyLTxeASUlJev/99yVJXbp0KfIfpuXLlysvL0+BgYHOc/h+\nr+CWXHN4R2HM5zIyMgq9vijXSlJ6evq1gwMAAACAG7DZbBo+fLgkacOGDc7jk+Ba+/fvV79+/RQb\nGytJ6ty5sxYvXqxmzZpZnOz6hIWF+UQJuHPnTt199926ePGi7Ha7PvnkE/Xo0cPqWKXK399fkyZN\n0r///W/Z7Xalp6frvvvu0/vvv89wEBfx2QIwLS1NEydO1Llz51S9enU9++yzRb52+fLlkvJLw/Dw\n8NKKCAAAAABea/jw4c7tp6wCdL1ffvlFt912m3PH27BhwzR79myPnBxbkLeXgAcOHNDQoUOVmpoq\nm82m999/X7fddpvVscrMQw89pG+++Ubly5eXYRgaN26c/vznPys7O9vqaB7P3+oAVsjIyND48eOV\nmJioyMhITZgwQeXKlSvStQkJCTp+/Likq28ZDg4Odj7OyspyTrn6vaysLElSSEhIodebz1/tWklX\nvL9p6tSpmjZt2hWfHzp0qB544IGr3gMAAAAAXKVixYq66aab9OOPP2rmzJn6z3/+I/+APNlCzhXr\nPkEVKkjh7jvEwgqffPKJnn76aeXm5kqSXn31VT3//POlc95fQHaZf84qVqyoxYsXa8CAAVqxYoXm\nz5+vP/3pT5o2bZoCAgKu+75OFnxMUv7W12HDhjmHYEyePNm5LdZlLPrYiuOPf/yjmjVrpj/+8Y/a\nu3evpk+frqNHj+q7775T5cqVr3yhB3xsVvK5AjArK0sTJkzQ7t27Vb58eU2cOFHVq1cv8vXm6r9K\nlSqpbdu2V3xdwfP5zp49e8WCzjzrr2LFipddf+DAgUvOErzStYVd/3sXL1686iSd9PR02e32q94D\nAAAAAFzp4Ycf1o8//qgTJ07op59+Uv+eN0u2Ym5Us9vzf0AOh0N///vf9fbbb0vKXygydepUDR48\nuPTe1G635HMWERGhhQsX6vbbb1dsbKzmzJmje++9VzNmzCh5CWjBx5SUlKTbbrtNhw4dkiS9/vrr\neuqpp677fldk0eeruJo3b661a9dq6NCh+vnnn7Vy5UrdcMMN+uGHH648CMVDPjar+FQBmJWVpYkT\nJyo+Pl7h4eGaMGGC6tSpU6zrf/nlF0nSH/7wB/n5Xfk3Vu3atWWz2WQYhg4fPqzatWsX+rrDhw9L\n0mU56tSpo40bNzqfv9q1Npvtivc3hYWFqWrVqld8PjQ0VA6H46r3AAAAAABXGjBggMqXL69z587p\n888/V9/uf5DNyCvWPQyHQ+LfMjp//rzuvfdeLVq0SFL+v0nnzJmjdu3ale6/9RwOyz5nwcHBmjdv\nnnMl4OzZs3X33XeXfCVgGX9M586dU9++fbVr1y5J0gsvvKC///3vpfN5s/DzVVzly5fXwoUL9cwz\nz+iTTz7RgQMH1K1bN02bNq3wbdEe9LGV1PUs4PKZAjAnJ0evvfaatm/frtDQUI0bN04NGjQo1j1W\nr17tHLZxrYnBISEhaty4sfbs2aPNmzfrhhtuuOw1ycnJOnLkiCSpTZs2lzzXunVrzZkzR4cPH1Zy\ncnKhy1y3bNkiSWrSpMklW44LM3LkSI0cOfKKzycnJzNJGAAAAECZGzx4sL744gvNmzdPBxMPqmZG\n8c76ykhNlZHjgm2fHuzQoUMaOXKks0Bq3769vvzyS1WvXr3U/51nu5ijkIzMa7+wAFd/zqZMmaJ7\n7rlHq1ev1pw5czR06FB9/PHH110CluXHlJ6ermHDhjn/ff/QQw/pb3/7W6l93tzh81Vcr732murV\nq6dXXnlF58+f18CBA/Wvf/1Ljz766CXb2j3xY7teV90KfQU+MQQkNzdXr7/+urZs2aLg4GCNHTtW\n0dHRxb6Puf23adOmqlWr1jVf37t3b0nSihUrlJSUdNnzs2fPlmEYioyMVKtWrS55rnXr1qpYsaIM\nw9CcOXMuuzYpKUkrVqy45H0AAAAAwNOY04Czs7M1a+7l//bB1a1du/aS1WN//OMf9f333xfrqCtP\nFxYWpmnTpql79+6SpAULFuixxx5z+8Eg2dnZevDBB7Vu3TpJ0l133aXXX3+9dM5q9GA2m01PPPGE\npk6dqvDwcOXl5Wn06NF64YUX3P5z7E68vgB0OBx64403tGHDBgUGBuqll1668n7xq0hKStKOHTsk\nXXv1n6lv376qXr26MjMzNXHiRB08eFBS/lbimTNnasGCBZLyV+f5+1+6GDMgIED33HOPpPypRjNn\nznQO/Th48KAmTpyozMxM1ahRQ7fcckuxPx4AAAAAcAft27d3LtCY9t03FqfxLN98842GDBmiM2fO\nSJKef/55ffTRR5cNmfQFYWFh+vrrrz2mBMzNzdUTTzyhn3/+WZLUr18/vfvuu1c9aszX3XLLLVq0\naJHq1q0rSfr88881fPhwpaamWhvMQ9gMwzCsDlGa4uLiNHr0aEn5pVpYWNhVXz9lypRCf/6bb77R\n119/rcDAQE2ZMuWaU3dNhw8f1pgxY3TuXP4kmtDQUGVmZiovL39f+h133KFRo0Zd8foPP/xQCxcu\nlJS/xzsoKMi5DblChQp69dVXi3WO4ZUkJyeX+B4AAAAAcD0mT56s8ePHS5LW/vsbtapX9B1bGV2q\nyQjzvC18JZGXl6dXX31V7777rqT8s/Defffd0h32cQW2izkKWXeqWNeU5ufs4sWLuvfee7Vq1SpJ\n0u23317s7cCl/THl5eXpueee0/Tp0yVJPXv21Ndff33No71cwd0+X9cjOTn5kpWTjRo10tdff62o\n6nU9/mMrKrYAF6Jgv5mTk6PU1NSr/rgSc/tvt27dilz+SVLdunX13nvvadCgQapRo4ZycnIUFham\nNm3aaPTo0Vct/yTpiSee0D//+U+1adNGoaGhysnJUY0aNTRo0CC99957Lin/AAAAAMBKd911l/NQ\n+69i5lmcxr2lpaXpoYcecpZ/VatW1dy5cy0p/9yRu68ENAxDL7/8srP869ixo7788ssyKf+8ReXK\nlTVr1izdfffdkqT9+/frtttu04rVv1iczL15/QpAFA0rAAEAAABY6d5779XSpUtVuVwF7f1wqQL9\ni7Yqx1NX8FyPY8eOaeTIkYqLi5MktWrVSlOnTlXNmjUty+SuK8ouXryokSNH6pdf8kuh22+/XR99\n9JECAwOveW1pfkz//ve/9Z///EeS1KJFC33//feqUKFCsd6rJNz183U9DMPQ5MmTNXHiRBmGIX9/\nf7310It6+OYhRb6Hu35s18IKQAAAAACARxoxYoQkKflCqhZvXmlxGvezefNm3Xrrrc7y7/bbb9cP\nP/xgafnnzsLCwjR16lTdeOONkvJXAo4aNUrZ2cWbMu1KH374obP8a9iwob799tsyLf+8jc1m0zPP\nPKMvvvhCoaGhys3N1TMf/0v/+OI/cuQ5rI7ndigAAQAAAACWu/XWW1UpMlKSNDWWbcAFzZkzR4MG\nDdLp06clSc8995w+++yza55x7+vcqQScOnWqXn75ZUlSrVq1NGvWLFWtWrXMc3ij/v37a/78+ar1\naxn+v0XTNPT//Vnn09MsTuZeKAABAAAAAJYLDAzU0EF3SpIWb/5Fp1LPWJzIeoZh6P/9v/+nUaNG\nKTMzU4GBgXr//fc1ZswYpsUWkTuUgN9//73++te/Ssrfujlz5kzVrl27zN7fF7Rq1UpLv1+oTlGt\nJElLt65Sn5cfUOLpYxYncx/8PwYAAAAAwC0MHzpMkuTIc2jGygUWp7FWRkaGHnvsMb3xxhuS8ouj\n2bNnHJKiPQAAEipJREFUa9iwYRYn8zzmYJCCJeBjjz1WJiXgjz/+qKeeekqGYSgiIkLffvutoqKi\nSv19fVG1qlW16JWPdFf32yRJO48eUK/RI7V61xaLk7kHCkAAAAAAgFto1aKlWtdvI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- } - } - ], - "source": [ - "(\n", - " ggplot(economics.iloc[:20], \n", - " aes('date', 'unemploy')) \n", - " + geom_step(colour='#ff69b4', # plot geom_step as the first layer - colour pink\n", - " alpha=0.5, # line transparency\n", - " size=2.5) # line thickness\n", - " + geom_line() # plot geom_line as the second layer\n", - " + labs(x='date', y='unemployment (,000)')\n", - " + theme(axis_text_x=element_text(angle=45))\n", - ")" - ], - "id": "cell-6" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Rather than a line that travels vertically then horizontally, this order\n", - "can be switched by specifying `direction='vh'` within `geom_step()`.\n", - "Below `direction='vh'` is shown in black with the default\n", - "`direction='hv'` shown in pink:" - ], - "id": "670863dc-5c4b-4505-a876-c2eff5df17f2" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:09.130230Z", - 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- } - } - ], - "source": [ - "(\n", - " ggplot(economics.iloc[:20], \n", - " aes('date', 'unemploy')) \n", - " + geom_step(colour='#ff69b4', # plot geom_path with default direction as the first layer - colour pink\n", - " linetype='dashed',# line type\n", - " size=2, # line thickness\n", - " alpha=0.5) # line transparency \n", - " + geom_step(direction='vh') # plot geom_path with step order reversed\n", - " + labs(x='date', y='unemployment (,000)')\n", - " + theme(axis_text_x=element_text(angle=45))\n", - ")" - ], - "id": "cell-8" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - } -} \ No newline at end of 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/dev/null @@ -1,1333 +0,0 @@ - - - - - - - - - plotnine 0.0.post1+g7159748 - Periodic Table of Elements - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
- - Back to Article -
Periodic Table of Elements
- - Download Notebook -
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Periodic Table of Elements

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In [1]:
-
import pandas as pd
-import numpy as np
-
-from plotnine import (
-    ggplot,
-    aes,
-    geom_tile,
-    geom_text,
-    scale_y_reverse,
-    scale_y_discrete,
-    scale_fill_brewer,
-    scale_color_manual,
-    coord_equal,
-    theme,
-    theme_void,
-    element_blank,
-    element_rect,
-    element_text,
-)
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Periodic Table of Elements

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Graphing of highly organised tabular information

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Read the data.

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In [2]:
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elements = pd.read_csv('data/elements.csv')
-elements.head()
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- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
atomic numbersymbolnameatomic massCPKelectronic configurationelectronegativityatomic radiusion radiusvan der Waals radius...EAstandard statebonding typemelting pointboiling pointdensitymetalyear discoveredgroupperiod
01HHydrogen1.00794#FFFFFF1s12.2037.0NaN120.0...-73.0gasdiatomic14.020.00.00009nonmetal176611
12HeHelium4.002602#D9FFFF1s2NaN32.0NaN140.0...0.0gasatomicNaN4.00.00000noble gas1868181
23LiLithium6.941#CC80FF[He] 2s10.98134.076 (+1)182.0...-60.0solidmetallic454.01615.00.54000alkali metal181712
34BeBeryllium9.012182#C2FF00[He] 2s21.5790.045 (+2)NaN...0.0solidmetallic1560.02743.01.85000alkaline earth metal179822
45BBoron10.811#FFB5B5[He] 2s2 2p12.0482.027 (+3)NaN...-27.0solidcovalent network2348.04273.02.46000metalloid1807132
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5 rows × 21 columns

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Alter the data types of the information that will be plotted. This makes it convenient to work with.

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In [3]:
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elements['group'] = [-1 if g == '-' else int(g) for g in elements.group]
-elements['bonding type'] = elements['bonding type'].astype('category')
-elements['metal'] = elements['metal'].astype('category')
-elements['atomic_number'] = elements['atomic number'].astype(str)
-
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The periodic table has two tables, a top and bottom. The elements in the top have groups, and those in the bottom have no groups. We make separate dataframes for both – they have different alignments.

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In [4]:
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top = elements.query('group != -1').copy()
-bottom = elements.query('group == -1').copy()
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-

The top table is nice and well behaving. The x location of the elements indicate the group and the y locations the period.

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In [5]:
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top['x'] = top.group
-top['y'] = top.period
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The bottom table has 2 rows, with the atomic number increasing to the right. We create an x based on the atomic number and add a horizontal shift. As the dataframe is ordered by atomic number, the operation is easier. The bottom elements are labelled with a “period”. We add a vertical shift to give us a good y location that gives the appearance of two tables.

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In [6]:
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nrows = 2
-hshift = 3.5
-vshift = 3
-bottom['x'] = np.tile(np.arange(len(bottom)//nrows), nrows) + hshift
-bottom['y'] = bottom.period + vshift
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We will be plotting using tiles and we want to have some space between the tiles. We have set the x and y locations above to take up a unit of space. To get a good effect, the tile dimensions should be less than 1.

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In [7]:
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tile_width = 0.95
-tile_height = 0.95
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First peak

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In [8]:
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(ggplot(aes('x', 'y'))
- + geom_tile(top, aes(width=tile_width, height=tile_height))
- + geom_tile(bottom, aes(width=tile_width, height=tile_height))
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The table upside down. We could have been more careful when creating the y locations since the periods are drawn in descending order. But, we can fix that with a reverse scale.

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In [9]:
-
(ggplot(aes('x', 'y'))
- + geom_tile(top, aes(width=tile_width, height=tile_height))
- + geom_tile(bottom, aes(width=tile_width, height=tile_height))
- + scale_y_reverse() # new
-)
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Let us apply some color to it.

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In [10]:
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(ggplot(aes('x', 'y'))
- + aes(fill='metal')  # new
- + geom_tile(top, aes(width=tile_width, height=tile_height))
- + geom_tile(bottom, aes(width=tile_width, height=tile_height))
- + scale_y_reverse()
-)
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Now for some trick

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Goal: To add text to the tiles

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There are four pieces of text that we shall add to the tiles, that is 4 geom_text additions. As we have two tables, that comes to 8 geom_text additions. When any geom is added to a ggplot object, behind the scenes a layer is created and added. We can create a group of layers that can be added to a ggplot object in one go using a list.

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We use a function that accepts a dataframe, and returns a list of geoms.

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In [11]:
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def inner_text(data):
-    layers = [geom_text(data, aes(label='atomic_number'), nudge_x=-0.40, nudge_y=0.40,
-                        ha='left', va='top', fontweight='normal', size=6),
-              geom_text(data, aes(label='symbol'), nudge_y=.1, size=9),
-              geom_text(data, aes(label='name'), nudge_y=-0.125, fontweight='normal', size=4.5),
-              geom_text(data, aes(label='atomic mass'), nudge_y=-.3, fontweight='normal', size=4.5)]
-    return layers
-
-
In [12]:
-
(ggplot(aes('x', 'y'))
- + aes(fill='metal')
- + geom_tile(top, aes(width=tile_width, height=tile_height))
- + geom_tile(bottom, aes(width=tile_width, height=tile_height))
- + inner_text(top)    # new
- + inner_text(bottom) # new
- + scale_y_reverse()
-)
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It is crowded in there and the tiles do not have equal dimentions. Use the theme create a larger figure. coord_equal give us equal units along the axes, this makes the tiles square.

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In [13]:
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(ggplot(aes('x', 'y'))
- + aes(fill='metal')
- + geom_tile(top, aes(width=tile_width, height=tile_height))
- + geom_tile(bottom, aes(width=tile_width, height=tile_height))
- + inner_text(top)
- + inner_text(bottom)
- + scale_y_reverse()
- + coord_equal(expand=False)   # new
- + theme(figure_size=(12, 6))  # new
-)
-
-
-
-

-
-
-
-
-
-

It is has all the information we want, except one for complication. Elements Lu and Lr also belong in the bottom table. One way to show this duality is to have tiles with two colors split horizontally.

-

The colors are determined by the metal field, and we know the x and y locations. We create a dataframe with this information to create a half-tile. A half-tile is centered at the quarter mark.

-
-
In [14]:
-
split_df = pd.DataFrame({
-    'x': 3-tile_width/4,
-    'y': [6, 7],
-    'metal': pd.Categorical(['lanthanoid', 'actinoid'])
-})
-
-
In [15]:
-
(ggplot(aes('x', 'y'))
- + aes(fill='metal')
- + geom_tile(top, aes(width=tile_width, height=tile_height))
- + geom_tile(split_df, aes(width=tile_width/2, height=tile_height))  # new
- + geom_tile(bottom, aes(width=tile_width, height=tile_height))
- + inner_text(top)
- + inner_text(bottom)
- + scale_y_reverse()
- + coord_equal(expand=False)
- + theme(figure_size=(12, 6))
-)
-
-
-
-

-
-
-
-
-
-

Change the fill color for a different look and use a theme that clears out all the clutter.

-
-
In [16]:
-
(ggplot(aes('x', 'y'))
- + aes(fill='metal')
- + geom_tile(top, aes(width=tile_width, height=tile_height))
- + geom_tile(split_df, aes(width=tile_width/2, height=tile_height))
- + geom_tile(bottom, aes(width=tile_width, height=tile_height))
- + inner_text(top)
- + inner_text(bottom)
- + scale_y_reverse()
- + scale_fill_brewer(type='qual', palette=3)         # new
- + coord_equal(expand=False)
- + theme_void()                                      # new
- + theme(figure_size=(12, 6),
-         plot_background=element_rect(fill='white')) # new
-        
-)
-
-
-
-

-
-
-
-
-
-

Add the group number along the top most row of each column, and period number along the left side of the top table.

-

For the period number, we set the breaks on the y scale.

-
-
In [17]:
-
# The location of the group number is the top most (and therefore smallest period)
-# element with the group
-groupdf = top.groupby(
-    'group'
-).agg(
-    y=('period', np.min)
-).reset_index()
-
-
-

Finally,

-
-
In [18]:
-
# Gallery Plot
-
-(ggplot(aes('x', 'y'))
- + aes(fill='metal')
- + geom_tile(top, aes(width=tile_width, height=tile_height))
- + geom_tile(split_df, aes(width=tile_width/2, height=tile_height))
- + geom_tile(bottom, aes(width=tile_width, height=tile_height))
- + inner_text(top)
- + inner_text(bottom)
- + geom_text(groupdf, aes('group', 'y', label='group'), color='gray', nudge_y=.525,
-             va='bottom',fontweight='normal', size=9, inherit_aes=False)    # new
- + scale_y_reverse(breaks=range(1, 8), limits=(0, 10.5))                    # modified
- + scale_fill_brewer(type='qual', palette=3) 
- + coord_equal(expand=False)
- + theme_void()
- + theme(figure_size=(12, 6),
-         plot_background=element_rect(fill='white'),
-         axis_text_y=element_text(margin={'r': 5}, color='gray', size=9)    # new
-         )
-)
-
-
-
-

-
-
-
-
-
-

What we could have done different:

-
    -
  1. After we set the x and y positions in th the top and bottom dataframes, we could have concatenated them back together. Then, that Layers trick would not save us much.
  2. -
-

Pro tip: Save the plot as a pdf.

-
-
-
-

Annotated Heatmap

-

Conditinous data recorded at discrete time intervals over many cycles

-
-
-
-

Read data

-
-
In [19]:
-
flights = pd.read_csv('data/flights.csv')
-months = flights['month'].unique()  # Months ordered January, ..., December
-flights['month'] = pd.Categorical(flights['month'], categories=months)
-flights.head()
-
-
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
yearmonthpassengers
01949January112
11949February118
21949March132
31949April129
41949May121
- -
-
-
-
In [20]:
-
# We use 'factor(year)' -- a discrete -- instead of 'year' so that all the years
-# are displayed along the x-axis.
-# The .95s create spacing between the tiles.
-
-(ggplot(flights, aes('factor(year)', 'month', fill='passengers'))
- + geom_tile(aes(width=.95, height=.95))
- + geom_text(aes(label='passengers'), size=9)
-)
-
-
-
-

-
-
-
-
-
-

That looks like what we want, but it could do with a few tweaks. First the contrast between the tiles and the text is not good for the lower passenger numbers. We use pd.cut to partition the number of passengers into two discrete groups.

-
-
In [21]:
-
flights['p_group'] = pd.cut(flights['passengers'], (0, 300, 1000), labels=("low", 'high'))
-flights.head()
-
-
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
yearmonthpassengersp_group
01949January112low
11949February118low
21949March132low
31949April129low
41949May121low
- -
-
-
-
In [22]:
-
(ggplot(flights, aes('factor(year)', 'month', fill='passengers'))
- + geom_tile(aes(width=.95, height=.95))
- + geom_text(aes(label='passengers', color='p_group'), size=9, show_legend=False)  # modified
- + scale_color_manual(['white', 'black']) # new
-)
-
-
-
-

-
-
-
-
-
-

Last tweaks, put January at the top and remove the axis ticks and plot background.

-
-
In [23]:
-
# Gallery Plot
-
-(ggplot(flights, aes('factor(year)', 'month', fill='passengers'))
- + geom_tile(aes(width=.95, height=.95))
- + geom_text(aes(label='passengers', color='p_group'), size=9, show_legend=False)
- + scale_color_manual(['white', 'black']) # new
- + scale_y_discrete(limits=months[::-1])          # new
- + theme(                                         # new
-     axis_ticks=element_blank(),
-     panel_background=element_rect(fill='white')
- )
-)
-
-
-
-

-
-
-
-
-
-

You can get similar results if you replace

-
 + geom_tile(aes(width=.95, height=.95))
- + geom_text(aes(label='passengers', color='p_group'), size=9, show_legend=False)
-

with

-
+ geom_label(aes(label='passengers', color='p_group'), size=9, show_legend=False)
-

Credit: This example is a recreation of this seaborn example.

-
- - -
- - \ No newline at end of file diff --git a/examples/geom_tile.ipynb b/examples/geom_tile.ipynb deleted file mode 100644 index b694556b0..000000000 --- a/examples/geom_tile.ipynb +++ /dev/null @@ -1,1324 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:13.349307Z", - "iopub.status.busy": "2024-01-09T15:12:13.348875Z", - "iopub.status.idle": "2024-01-09T15:12:14.046521Z", - "shell.execute_reply": "2024-01-09T15:12:14.045845Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_tile,\n", - " geom_text,\n", - " scale_y_reverse,\n", - " scale_y_discrete,\n", - " scale_fill_brewer,\n", - " scale_color_manual,\n", - " coord_equal,\n", - " theme,\n", - " theme_void,\n", - " element_blank,\n", - " element_rect,\n", - " element_text,\n", - ")\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Periodic Table of Elements\n", - "\n", - "*Graphing of highly organised tabular information*" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Read the data." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:14.050724Z", - "iopub.status.busy": "2024-01-09T15:12:14.050375Z", - "iopub.status.idle": "2024-01-09T15:12:14.074930Z", - "shell.execute_reply": "2024-01-09T15:12:14.074312Z" - }, - "scrolled": true - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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atomic numbersymbolnameatomic massCPKelectronic configurationelectronegativityatomic radiusion radiusvan der Waals radius...EAstandard statebonding typemelting pointboiling pointdensitymetalyear discoveredgroupperiod
01HHydrogen1.00794#FFFFFF1s12.2037.0NaN120.0...-73.0gasdiatomic14.020.00.00009nonmetal176611
12HeHelium4.002602#D9FFFF1s2NaN32.0NaN140.0...0.0gasatomicNaN4.00.00000noble gas1868181
23LiLithium6.941#CC80FF[He] 2s10.98134.076 (+1)182.0...-60.0solidmetallic454.01615.00.54000alkali metal181712
34BeBeryllium9.012182#C2FF00[He] 2s21.5790.045 (+2)NaN...0.0solidmetallic1560.02743.01.85000alkaline earth metal179822
45BBoron10.811#FFB5B5[He] 2s2 2p12.0482.027 (+3)NaN...-27.0solidcovalent network2348.04273.02.46000metalloid1807132
\n", - "

5 rows × 21 columns

\n", - "
" - ], - "text/plain": [ - " atomic number symbol name atomic mass CPK \\\n", - "0 1 H Hydrogen 1.00794 #FFFFFF \n", - "1 2 He Helium 4.002602 #D9FFFF \n", - "2 3 Li Lithium 6.941 #CC80FF \n", - "3 4 Be Beryllium 9.012182 #C2FF00 \n", - "4 5 B Boron 10.811 #FFB5B5 \n", - "\n", - " electronic configuration electronegativity atomic radius ion radius \\\n", - "0 1s1 2.20 37.0 NaN \n", - "1 1s2 NaN 32.0 NaN \n", - "2 [He] 2s1 0.98 134.0 76 (+1) \n", - "3 [He] 2s2 1.57 90.0 45 (+2) \n", - "4 [He] 2s2 2p1 2.04 82.0 27 (+3) \n", - "\n", - " van der Waals radius ... EA standard state bonding type \\\n", - "0 120.0 ... -73.0 gas diatomic \n", - "1 140.0 ... 0.0 gas atomic \n", - "2 182.0 ... -60.0 solid metallic \n", - "3 NaN ... 0.0 solid metallic \n", - "4 NaN ... -27.0 solid covalent network \n", - "\n", - " melting point boiling point density metal year discovered \\\n", - "0 14.0 20.0 0.00009 nonmetal 1766 \n", - "1 NaN 4.0 0.00000 noble gas 1868 \n", - "2 454.0 1615.0 0.54000 alkali metal 1817 \n", - "3 1560.0 2743.0 1.85000 alkaline earth metal 1798 \n", - "4 2348.0 4273.0 2.46000 metalloid 1807 \n", - "\n", - " group period \n", - "0 1 1 \n", - "1 18 1 \n", - "2 1 2 \n", - "3 2 2 \n", - "4 13 2 \n", - "\n", - "[5 rows x 21 columns]" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "elements = pd.read_csv('data/elements.csv')\n", - "elements.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Alter the data types of the information that will be plotted. This makes it convenient to work with." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:14.119606Z", - "iopub.status.busy": "2024-01-09T15:12:14.119323Z", - "iopub.status.idle": "2024-01-09T15:12:14.125395Z", - "shell.execute_reply": "2024-01-09T15:12:14.124764Z" - } - }, - "outputs": [], - "source": [ - "elements['group'] = [-1 if g == '-' else int(g) for g in elements.group]\n", - "elements['bonding type'] = elements['bonding type'].astype('category')\n", - "elements['metal'] = elements['metal'].astype('category')\n", - "elements['atomic_number'] = elements['atomic number'].astype(str)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The periodic table has two tables, a `top` and `bottom`. The elements in the `top` have groups, and those in the\n", - "`bottom` have no groups. We make separate dataframes for both -- they have different alignments." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:14.128921Z", - "iopub.status.busy": "2024-01-09T15:12:14.128509Z", - "iopub.status.idle": "2024-01-09T15:12:14.138477Z", - "shell.execute_reply": "2024-01-09T15:12:14.137714Z" - } - }, - "outputs": [], - "source": [ - "top = elements.query('group != -1').copy()\n", - "bottom = elements.query('group == -1').copy()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The `top` table is nice and well behaving. The `x` location of the elements indicate the group and the `y` locations\n", - "the period." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:14.142548Z", - "iopub.status.busy": "2024-01-09T15:12:14.142270Z", - "iopub.status.idle": "2024-01-09T15:12:14.146337Z", - "shell.execute_reply": "2024-01-09T15:12:14.145795Z" - } - }, - "outputs": [], - "source": [ - "top['x'] = top.group\n", - "top['y'] = top.period" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The `bottom` table has 2 rows, with the `atomic number` increasing to the right.\n", - "We create an `x` based on the `atomic number` and add a `horizontal shift`.\n", - "As the dataframe is ordered by `atomic number`, the operation is easier.\n", - "The `bottom` elements are labelled with a \"period\". We add a vertical shift to give us a good `y` location\n", - "that gives the appearance of two tables." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:14.149696Z", - "iopub.status.busy": "2024-01-09T15:12:14.149436Z", - "iopub.status.idle": "2024-01-09T15:12:14.154070Z", - "shell.execute_reply": "2024-01-09T15:12:14.153455Z" - } - }, - "outputs": [], - "source": [ - "nrows = 2\n", - "hshift = 3.5\n", - "vshift = 3\n", - "bottom['x'] = np.tile(np.arange(len(bottom)//nrows), nrows) + hshift\n", - "bottom['y'] = bottom.period + vshift" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We will be plotting using tiles and we want to have some space between the tiles. We have set the `x` and `y` locations above to take up a unit of space. To get a good effect, the tile dimensions should be less than 1." - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:14.157035Z", - "iopub.status.busy": "2024-01-09T15:12:14.156795Z", - "iopub.status.idle": "2024-01-09T15:12:14.159916Z", - "shell.execute_reply": "2024-01-09T15:12:14.159328Z" - } - }, - "outputs": [], - "source": [ - "tile_width = 0.95\n", - "tile_height = 0.95" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "First peak" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:14.163004Z", - "iopub.status.busy": "2024-01-09T15:12:14.162763Z", - "iopub.status.idle": "2024-01-09T15:12:15.445919Z", - "shell.execute_reply": "2024-01-09T15:12:15.445294Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(aes('x', 'y'))\n", - " + geom_tile(top, aes(width=tile_width, height=tile_height))\n", - " + geom_tile(bottom, aes(width=tile_width, height=tile_height))\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The table upside down. We could have been more careful when creating the `y` locations since the periods are drawn in descending order. But, we can fix that with a `reverse` scale." - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:15.450693Z", - "iopub.status.busy": "2024-01-09T15:12:15.450340Z", - "iopub.status.idle": "2024-01-09T15:12:15.768566Z", - "shell.execute_reply": "2024-01-09T15:12:15.767927Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(aes('x', 'y'))\n", - " + geom_tile(top, aes(width=tile_width, height=tile_height))\n", - " + geom_tile(bottom, aes(width=tile_width, height=tile_height))\n", - " + scale_y_reverse() # new\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Let us apply some color to it." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:15.771556Z", - "iopub.status.busy": "2024-01-09T15:12:15.771184Z", - "iopub.status.idle": "2024-01-09T15:12:16.119493Z", - "shell.execute_reply": "2024-01-09T15:12:16.118824Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(aes('x', 'y'))\n", - " + aes(fill='metal') # new\n", - " + geom_tile(top, aes(width=tile_width, height=tile_height))\n", - " + geom_tile(bottom, aes(width=tile_width, height=tile_height))\n", - " + scale_y_reverse()\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Now for some trick" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Goal: To add text to the tiles\n", - "\n", - "There are four pieces of text that we shall add to the tiles, that is 4 `geom_text` additions. \n", - "As we have two tables, that comes to 8 `geom_text` additions. When any `geom` is added to a `ggplot` object,\n", - "behind the scenes a layer is created and added. We can create a group of layers that can be added to a `ggplot`\n", - "object in one go using a list.\n", - "\n", - "We use a function that accepts a dataframe, and returns a list of geoms." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:16.122428Z", - "iopub.status.busy": "2024-01-09T15:12:16.122137Z", - "iopub.status.idle": "2024-01-09T15:12:16.126435Z", - "shell.execute_reply": "2024-01-09T15:12:16.125883Z" - } - }, - "outputs": [], - "source": [ - "def inner_text(data):\n", - " layers = [geom_text(data, aes(label='atomic_number'), nudge_x=-0.40, nudge_y=0.40,\n", - " ha='left', va='top', fontweight='normal', size=6),\n", - " geom_text(data, aes(label='symbol'), nudge_y=.1, size=9),\n", - " geom_text(data, aes(label='name'), nudge_y=-0.125, fontweight='normal', size=4.5),\n", - " geom_text(data, aes(label='atomic mass'), nudge_y=-.3, fontweight='normal', size=4.5)]\n", - " return layers" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:16.129478Z", - "iopub.status.busy": "2024-01-09T15:12:16.129231Z", - "iopub.status.idle": "2024-01-09T15:12:17.472487Z", - "shell.execute_reply": "2024-01-09T15:12:17.471857Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(aes('x', 'y'))\n", - " + aes(fill='metal')\n", - " + geom_tile(top, aes(width=tile_width, height=tile_height))\n", - " + geom_tile(bottom, aes(width=tile_width, height=tile_height))\n", - " + inner_text(top) # new\n", - " + inner_text(bottom) # new\n", - " + scale_y_reverse()\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "It is crowded in there and the tiles do not have equal dimentions. Use the `theme` create a larger figure.\n", - "`coord_equal` give us equal units along the axes, this makes the tiles square." - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:17.477671Z", - "iopub.status.busy": "2024-01-09T15:12:17.477421Z", - "iopub.status.idle": "2024-01-09T15:12:19.190629Z", - "shell.execute_reply": "2024-01-09T15:12:19.190089Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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dEa8ld3ys6Cs6yrdRmAxGg05uPaxD09fJOzJYTW/v6+jDqLHKk5/i89vp3Pw8JUlBbeorcmC7ao669ihPfk6s2aNVj05U9FWd5FO/jsy5BTo6f7OSNxxQoxt6KahVlKMPo0a6kOu246t2a/FtH6npbX0lSXu+XyI3fy+1uH+w4w6ghitvfiTuF1S38r7vcL/AMcrbdrhf4FhHZsfKWmg5a/jBYtwzAAAAqBkowAIAVJuIy9rq0PR12v3tIhVk5so9yEeRg9qp1cNXyPeMm6bHV+5SbnKGWjzADe7qUN7c9P7sXu3+aqEOz9qgxOU7ZHR1UZ3OMWo99ir5NQpz4BHUbOXNT2DraB2culoHflkhk4erQjrHqPv7d/Bt4yrW+dUb5VUvUAenrtbR+ZvlVS9I7Z8bqWZ3/vuQIahVlPp+97A2/980bXrzd7l4u6vhdT3U9vFhDoy8dihPflK3H9G2D2aWWK/49wZXd6MAqwqdLz9Z8UUFcZIUO27KWeu3engIBVhV5Hy58QoPUOSg9jq+ao/i/lgjS4FFXhGBanLLpWr5wGC5BzJMV1Uqz7kNjnPe9lMvSHU6x+jo/C3KTUqXjAb5xYSp06s3KubGXg6OvmYrT9vxb1JX/X4cqy3v/FnUK5nBqLAeTdXu6RHyCg9wXPC1QHnPbdwvqH7lyQ33CxynPPnhfoFjHZq+Tu7BvgrrWXpPitwzAAAAqBkMVqv17IHZgXJKTk52dAjARcNkMikwMFCpqakym82ODqfSjU6b7OgQIGl8wA1nTSM3zmN8wA0KDAyUyWSS2WxWamoq+XEStB3nRn6cG/lxXuTGuXFd4LxKazsS7cdZcG5zbuTHeXFuc27F+Tn92uDmg585OCoU49zmvMo6t13savqzhItVSEiIo0MAADg5esBChRgMBhmNRkeHAVwUTCZTif+BqsDfl3M7Mz/ky3mQC+dGfpwb+XFe5Ma5cV3gvMiFcyM/zo38OC9y49zIj3MjP86rpuaGZwkAAFycKMBChXh6esrLy8vRYQAXFT8/P0eHUDVSHB0ApKJvSp6F3DiN0/NT/E028uMcaDvOjfw4N/LjvMiNc+O6wHmV2nYk8uMkOLc5N/LjvDi3Obcz80PRhXPh3Oa8yjy31RA19lkCAAA1FAVYqJCcnBzl5eU5OgzgomAymeTn56f09HS6DUaVSU1NdXQIOIfU1FT5+fnZhhNIT093dEj4B23HuZEf50Z+nBe5cW5cFzgv2o5zIz/Ojfw4L3Lj3Irzc/q1AZwH7cd51dTc8CzBOdX0gj8AQMVRgIUKsVqtXPwBF8hsNtNuUGX423JuZ+aHfDkPcuHcyI9zIz/Oi9w4N64LnBe5cG7kx7mRH+dFbpwb+XFu5Md51fTc8CwBAICLi9HRAQAAAABwHjP6vqTJTUbr4NTVjg4FAFALHJy6WpObjNaMvi85OpRag9ccAAAU2/bRLE1uMlqLbv7A0aEAAABc9OgBCwBQY237aJa2fzxHknTD3vEOjgZnspgtiv9rkxIWb1PKpoPKS8mUOTdfrr6e8m0YqjqdYxQ9rIsCmtZzdKi11ult6HRGNxe5B/oosFWk6g/vqqghHWQwGBwQYe1xei5MHq66csHL8gwLKHXZrPgUzez3siSp3w9jFNqtaXWFWavQPpyb1WpV/NyNOjRjvVK3H1FeSqYMJoPcg/3kGeqnoLb1VadzY4X1aCpXX09Hh1urldWWysI1XfWzWiw6umCrEhZtVcqmOOWmpKsgM1cuXu7yDAtQYMtIhfdpqYj+rWlP1WByk9F2r9v17VvUcGT3SowGpSn1vGYwyMXLXa4+HvKqF6jAlpEK7dZU9Qa0kcmN27PV6ULuE5x+XU37qX5cIzgG7zMXF6vVqqV3jNfxlbvlHRmswTOfk6u3+znXWTnmax2Zs1EeIb66fNbz1RQpAABA7cAnfAAAUO2SNx7U2qcnKePgCds0o6tJLt7uyk/LUvKGA0recEA7P5+vyEHt1P1/d/JgwsE8QnxtPxdk5CrneJpyjqcpYdE2xf3eUr0+uUcmd1cHRlh7mHMLtO3jOery+k2ODgX/oH04l/z0bP39wBdKWrvPNs3gYpSrp4eyj51U1pFkJW84oD3fLuYhkZM5vS3BOaRsitOapycp48Bx2zSDyShXXw8VZucrfe8xpe89pkPT1snVx0OtxlyhZnf2d2DENV9Z7aQwO0+F2fnnXMbkwXtRdTs9F+bcAuWcOKWc42lK2XhQ+35cLrdAb7UZe5Ua/6ePA6MEnB/XCNWH95mLi8FgUNe3b9HcK99UVnyKNr31+znvFRyasV5H5myUJHV54z9yD/KprlABAABqBZ5kAgCAanV04VatHPO1LPmFcgv0VvO7BihycHv5NgiVVNQzVtqOI4r/a5P2/bhc8fM2y5ybTwGWgw1f9ZbtZ6vFovT9x7Xxjak6vmKXji3doa3/m6n2z1ztwAhrl4NTV6n5Xf3l2zDM0aFAtA9ns+bJ75W0dp8MJqOa3tFXMTf2lk90iAxGoyyFZqXvS9SxZTt0eMZ6R4eKM5zeluB48fM3a9Uj38pSUHTN1vT2fooc1E5+jcNtPfvlpmQoad0+HZq2TgmLturwrFgKsKpYWe3k9J5iaEvO48xcWMwWpe87puMrdmnvpGXKik/RhpcnK2n9fnV/73Z6zQTKwHmt+vA+c/HxqhuoDi9eq7VPTdKBySsUObCt6l7a6qzlck6cUuyrUyRJDa/toXr921R3qAAAADWe0dEBAACA2iMj7oTWPPGdLPmF8mscrsHTnlGL+wbZiq8kyWgyKqhNfbV9YriuXPyKIi5r68CIURqD0Sj/JnXV5/P75FO/jiRp/y8rZCk0Oziyms+rbqD8m0fIWmjRlvdmODoclIL24VgZcSeUsGibJKnNo1ep/TPXyLdBqAzGoo++RheTAppHqMW9AzV4xrOKurKjI8MFnFb6/sSia7aCQvk3j9DlM55Vq4cul3+TuiUKRDyCfRV1eQf1nnCvBs98TiEdGjowasD5GU1GBTSLULNRA3T57OcVfWUnSdLhGeu18/N5Do4OAHCxanh1N0UMbCdJWvf8T8o/lX3WMuue/0n5adnyjgxWh+dHVneIAAAAtQJdSQAAcJr8U9mKn7dJict3Kn1/onKOn1JhTr48QnwV0rGRmtzWlwdLFbD1fzNVkJkrk7uren96j7zqBp5zefcAb/WecK+sVmuJ6eb8Qh34daXi52xU2p4EFWbmys3fS0HtGqjxTb1L/aYfKp/J3VVRQzpo52fzVJiVq/QDx+Xq5a6Z/V6WJF21+BVZzRbt/HK+jq/YrZzjp+QR6qehS151cOQXMaNBbR8fpuX3TFD8X5uUsjlOwe0aXNAmCnPztfvrRTo8Y72y4lPk4u2uoDbRajZqgMJ6NquauGuh0tpHQNN6WvPUJMX9sUYNru6mbu/cqoNTV2v/L38rfV+iZDQoqHW0Wj40RKFdG0uSLIVm7ftpueJ+X6OMuCQZDFJIp0Zq/ehQBbWKcvBROp+0nfG2nyMGnL+A18XDrcTvM/q+pOyjJ9X17VsUdUVH7fpyvg7PilV2wkm5+nkqrEcztX7kSvlEhUiS8k5matdXCxQ/f7NyjqXJ1ddDdfu1VtvHhsojxK9yDw5nmdxktCSp3w9jFNqtaanLLLr5AyWt3adWDw9R6zFXVmd4F7Wt/5upwux8uXi5qfcn98gzLOC86/g3qVvmw7zkjQe164v5StqwX+bsfHnVC1Tk5e3V4r7BlRw57JH4907t/naxUrceVmF2nryjghV9VWc1v3sAQ+hWIRdPN3V951alHzyutB3x2vX5fMXc2FvuAd5aOfYbHZkVq7qXttQlXz1Y5jYyDiVp9sBXJav1nOdCVJ34vzbpwG+rdHLrYRWkZ8vVz0tBbaLV6LqeihzUztHh1VqnX9NFXt5Bu76cr6PzNyvr6EkVZuXpqsWvyDsy2NFh1lgHp67W2md+kFdEkIYueVVJ6/Zp15cLlLI5ToU5+fJtEKomt16iRtf1tK2TsHib9kxcrLSdR1WYkye/JnXV/K4BtkJVnF/n125U8ob9yjl+ShvGTVaP/91pm3fg15U6tmS7ZDCo69s3y9XHo8ztHJ4dq30/LNOpPQky5xfKr1GYGo7srpj/9JHRRJ8OAAAA50IBFgAAp9nz3WJbl+oGk9F2QyI7IVWHEzbo8KxYdXh+pJre3teBUV6ccpPTFT93oyQpeljnCxo67fSeFrKOntSyeyYofe+x4ply9fFQbnKGEhZuVcLCrYq5qbc6v3pjpcaP0nmGB9h+LszMlauXu+335NgDWv/SLyrMypPJ001GV27UVYZ6fVupTtfGSlq7T1vena5+k8aUe928tCwtuf1jpe0oKlIxuBQNyXZs6Q4dW7ZTnV6+vqrCrpXObB9nKi7GMrgYZXJ3U2F6jo6v3K0Ta/eq9yf3KKxXc/19/+dK/HuXjK4uMroaVZCVr2NLd+jE2n3q/9NYBbWOrsYjurhkJ6bKr3G4XesWZORowXXv6tTuhKLiA4OUeyJdh6at0/FVu3XZ5MdltVi15PaPlRWfIpOnm6wWq3KTM3Tw11VKWrdPg35/Sq6+npV8VEDVyzlxSvHzNkuS6g/vKp/okApt78Cvq7T+hZ9ktRQV1Lv6eior/qR2Tpin+L82K+bGXhWOGfbb++Myxb7yq2S1ytXPUxZz0VCt2z6Yqfh5m9Tv+zFy8/dydJg1lsnNRS3vH6yVY75WQWaujs7fokbX9VDjm3rryKxYJS7fqayEk/KuF1Tq+gemrJSsVvk2DKX4qpqZ8wu15qnvdWRWrCTJYDTI1ddT+amZOrZku44t2a7oqzqp2zu3yehqcnC0tVdeWpbmX/1fZRw8IaOri0yeFJVWt/1TVmrDiz/LapVcfTxkzslX2s54rXvuJ2UeSlLbJ4Zr24eztH38HBmMBrl4e8icW6DUrYe1auy3yj+Vrcb/6ePow7goeAT7qvPrN2nFg1/q8MwNihzUTlFDOirr6EltevN3SVLT2/ue8/1i8zt/ateXCySDQW5+nrLkFSh1+xGlbj+ihMXb1HvCvRRnAwAAnAMFWAAAnMYz1F+tHh6iev3byL9pPZncXGS1WpUVn6I93y3R3u+XatNbv6tO5xgF0vPIBTmxeo/twVvkQPu+CVyYnaeloz5RxoHjCu3WRK0evkLB7RvI5O6q/IwcHfxtlbZ9OEv7f/5bfo3C1PSOfpV5CChFdvxJ289nPpxb/9Iv8mtcV51evk5BbepLkjIOHq/W+Gqqtk8M18Lr39OJ1Xt0bNkO1b2kZbnWW/fcT0rbES+jm4s6vHCtGl7TTSZ3V2UdPamNb0zVxjd+k8GFB0SV5Vzt4+jCLbLkF6rzazeq/oiucvFwU/qB41r9+ESlbjui2Nd+U91+rXRy22H1/GiUIi5rJ4OLUanbj2jVI98o83CyNr7+mwb88lh1H5ZTC2pTXzIYJKtVm97+Q70+Drqggt9i2z6eLTc/L1367UMK69lMVqt0YtVurX78O+WeSNfm/5umrPgUufp6asCUxxXSoaEsBWbFz9+stc/8oMy4JO36coHaPDa0Co4SqFonVu+R/ul9NGJAmwpt6+T2I1r/0s+yWqwK7dZEnV65QX4x4UXt5a+NWv/yZG0fP6cywoYd8k5matMbUxV1eXu1f/YaedUNVGFuvuJ+X6ONb0xV2o54rX32R/X+9B5Hh1qjhV/SUgaTUVazRUnr9qrRdT0U2q2p/GLClb4/UQd/XaXWj5zdg5+lwKy431dLkhrdQCFjddv6/vSi4iuDQS0fHKxmo/rLzc9L+aeytevrBdo5YZ4Oz9wgr3pBavfkcEeHW2tt/3i2XLzc1evTe1Svb2sZXU3KPpYqtwBvR4dWK+SdzFTsuClqfMulavngYHkE+yovLUub3vxdcX+s0a4vF8jVz0s7JvylNo9epca3Xio3X0/lnDiltc/+qMRlO7T5v38oemhnufHFhnKJHNhODa7uprg/1mj9y5MV0ilGa5/9QQWZufKLCVfbJ4aVuW7azqNKWrtPjW+9RK0eGiKPYF8VZORoz/dLte3DWUpcvlNb3puuDs8xfCEAAEBZKMACAOA0MTf2PmuawWCQT1SIOr5wraxmi/b9sEx7f1ymrm/e7IAIL16n9ibafg5sGWnXNnZ/s0gZB46rTtfGuvTb0SW+Sezm66lmd/aXd0SwVjz0pXZ8+pca33KJjBSTVJmCjBwdmrFOkuQW4CXfhqHKTki1zXcL8Fbf7x6Wq/e/vWLZUwiBs4V0aKiIge10dP5mbXl3usL7tCjRU1xpUjbH6ej8oh5NOo27QY2u62Gb5x0RpJ4f36XFt3yo5PX7qzT22qK09lFifnqOur17uxoM72Kb5tcoTD0/GKVZl72irPgU7Zu0TP1/flR1OsfYlglqHa3Or9+kJbd9rOQNB5R9LPW8w7nWJt6RwWp0fQ8dmLxSp3YnaPbg1xXQIkIhHRoqsFW0gtrVl3+TuudtL5b8Ql06cbR869eRJBkkhfduobZPDNe6537Ukdmx8gjx1eWzn5d7oI8kyehqUvQVHXVqT4J2fDJXh2dtoADrAk3r8ew550dd0UkdX7y2mqKpvdL3/XvNFtDCvmu2Ytv+N0PWQot8G4aqz1cP2Ib9NLqaFH1VZ7n6e2nZqE8rtA/Yz5yTrzpdG6vHB3fKYCzqqdTFw02N/9NHRleT1j33k47O36yULYcU3La+g6OtuVy93eUdFazMuCRlHk62TY+5sZc2vjFVB35bpZajh5w17NPRhVuUm5who5uLGl7drbrDrhHO975jNVtLnZ6dmKY93y2RJLW4b6DajL3KNs/N30ttHxsmc16h9nyzSHu+XaSmt/eVZ6h/pcVdG9l7jWDOLVD/H8eW+AId187Vx5yTr0bX9yyRG/cAb3V562YlrdunrPgUbfm/aWrz6FVq+eDltmU8Q/3V84M7Nb338yrMzlfCoq1qMLyrIw7hotThxWt1YvUeZR9L1fyR/6ecxDQZXIzq9n+3nrP3qoKMHNUf0VWdXvq3Z2xXX0+1euhyWfILtePTudo7aama3zWgXMNTAwAA1EaMAwMAwAWo17eVJCl5wwEHR3LxyUvLsv1s77dND/y2SpLUbFT/ModxiBjYVq4+HspLzVTqtiN27Qfnlp+ereMrd2vxbR8p5/gpSVLT2/rZHtwVa3LLJSWKr1C52j4+VAaTUWk743V4xvrzLn941gZJRQ8cGl7b/az5RpNRrU676Q37lLd9eNULVP1hnc9a36d+Hfn8U/RTp3NMieKrYnW6NpHRrei7NGm7Eyr7EC56ncbdoJYPXS4XLzfJalXajnjt+3G51j33o/668k1N6/GcNr45VbnJ6WVuI3Jwe1vx1enC+7Sw/dzohl624qvSlsk8nKzC7LxKOKLaIzc545z/CjJyHB1irVDimq2MoecyDiVpWo9nS/2XHFt0nZyfnq3E5TslSc3uvsxWfHW6un1aKrhDwyo4CpRXywcvP+s9SpIajuxuG0q3+BoCVcfNv+jzUX5atm1ag2u6yeTpppzENB1bsv2sdQ5MWSlJihzUTu5BZ78f4fzO976Tl5pZ6nrxf22StdAik7urWtw7sNRlWj14uYxuLrIUmHVk7saqPIxawd5rhPA+Lei93MFKayNGk1FhPZtJkkzurqX2Xu7q66ng9kXXCKd28ZnnQrj5eqrr27dIBoNyEtMkSS3vH2zrmfxcWo0eUur05ncPkMnDVdZCi478takSowUAAKhZ6AELAIAzZB5O1r6flunE6r1FD0+zcm1D5xXLSUwtY21UlezENGUfLRrOa92zP2m96ecyly1+4J2VcFLB7RtUR3g13uQmo8ucV394F7V4cPBZ00M6NarKkGo9v5hwNRzZXQemrNTWD2YpakjHMgsTJSl162FJUp1uTcrs/adO18YyuBhlLbRUScw1lT3tI6h1dJl58AjxVeahJAWW0duI0WSUe6CPco6nKf9UdqnL1GZGF5PajL1Kze4aoIRFW5W0dp9Objmk9P3HZSkoVF5KhvZ8u1iH/lynPl/er+B2Dc7aRlAZr71HiO+/y5TxAMMjxM/2c356jly8KEQtrxv2jnd0CCgna6FZuckZpc6zFBRKklK3H7FdQ4d1b1rmtsK6N1XKxoOVHyTOy+BiLLXQV5IMRqNCuzXRoWnrbNcQqF5ufl6KvqKjDk5drQNTVpQYEjTr6EkdX7FLUlFPWbDP+d53suJTNLPfy2dNP7mtqE0EtYmWaxnDorn5eymoTbSSNxxQ6jbaUEXZe43AZ1LHcgvwsn255EwewUXX1X6Nw8u8Xi6+rs5P5zPPhQrr2UwRl7XR0flb5B7ko5YPnf/LVl51A0v9EopUVBAX2Dpayev3c04DAAA4BwqwAAA4Tfy8zVr16Ley5Bfaprn6eMjo7iqDQbIUmJV/KluF2fkOjPLi5H5ar1f5aVkX3F15zolTtp/L+ibymcw55KmynF50YHRzkXugjwJaRqr+sC5lPlT1CPItdToqT6uHr9Ch6euUdSRZ+35erqa39S1z2dyTRe3GK6zs4U9M7q5yD/Au86E6SmdP+3Dx9ihze4Z/hhg6Vw9yBpeiZayFZntCrhXcfD3VYHhX23Al5rwCJa3fr73fL1HCom3KS83UitFf6coFL581FIdrGfk5fVhbV5/S83P6EFHkBxejEtdsp7JLHTbLLya8xMPw0ooU8lL+fS/xPMd7T3EvS6h+7oE+5xyKqPh6PTeF64Kqln+qqOc5t8CSPQXH3NRbB6eu1rGlO5SdmCavf9rLgSkrZbVY5dsoTKHdyi5wRNUoPr+d7zNt8fktN6V8n19R+YqLfOAY5/zM88/nGZdzfeb557raUsA1tT1cfYoKRE2ebiU+x5TlXNdrp8/nnAYAAFA2CrAAAPhHXmqm1j49SZb8QoX2aKpWDw1RULv6JYZLOb5yt5bc/rEDo7x4+TcJt/2cuiP+gguwrOZ/e+QZMvcF+cWEn2NpVLbhq9664HUMJka7rmpe4QFqcuul2vXlAu349C81HNnD0SHVSva0D1Q/k7urwns1V3iv5lrz1CTF/bGmaFinZTsUObCdo8MDnIZf43+vsdJ2xpdagAWg8hRk5SnrSIokyScqpMS84HYNFNgqSqnbj+jgr6vU6uEhspgtOjh1tSSp0fU9qz1e4GJS2hCrAAAAAFBV+AQCAMA/ji3doYLMXLn5e6nP5/crtFuTEsVXkpSTlO6g6C5+od2bymAsGm4rfv7mC17fs86/QzplJZystLiAi12L+wbJzd9LeSkZ2v3NwjKX8wjykSRlHz9V5jLmvALlpWVVeoyAszl9uKaMAyccGAkqorjQ15xXWOYyBRm51RVOjRHavan0zxCpRxdutXs77qf1OpJzjveec81D1cpLzZQ5v+z2k3M8TRI9yFS1xGU7bF82Ce3W5Kz5MTf1liQdmLpKVotFx5ZsV87xNBndXNTw6m7VGiuKFJ/fsv9pI2XJSSya7xHsU8URAUDFne+arHg+5zQAAICyUYAFAMA/so+lSpJ8G4bKxdOt1GWOr9xVnSHVKB4hfooc3F6SdHjGemUcPF7uda1Wq7wjg229ZiUs2lYFEQIXJzd/LzW/d6AkaffXi2xDDZ4psE20JClp7V5ZrdZSl0lat0/WQkup84CaxMXr36FOjG50DH2xcvPzkvTvNdyZCjJzlb4/sTpDqhE8Q/0VOaioV7hD09Yq80iyXdsJbBVlK74/sWZPmcsdX132PFQta6FFyev3lz7PalXS2n2S/r2GQOUz5xdqx2d/SZJcfT0VMbDtWcvUH9pZrj4eyj56UonLd+rAlBWSpMhB7eQexENwRwhqXdQmUrceVn5GTqnL5Kdn6+TWw0XLt6lfbbEBgL2yj6Uq81BSqfMKMnOVuq3onBbYmusCAACAslCABQDAP1x9PSRJGXEnZM4rOGt+6o54HZ6xobrDqlHaPHqVXLzdZc4t0N8PfaXsf74RXJb8U9la8dCXKvjnpnajG4qG2Dj46yqlbj9yznXpxQe1SZPbLpVneIAKs3K145M5pS4TfUUnSVJ2Qqrifl9z1nyrxaIdn/5VpXECVS3zSHK5CnwP/vFvGwhsFVWVIaEKBbSIkCTF/7Wp1Pm7v14oyzl690HZ2jx6lVy83FSYna+/H/zS1hPShXDz81JY7xaSpF1fLSz1+jpxxS6lxB6oaLiogB0T/pLVcnbxddzva2zFjdFXdKzusGqFwtx8rX16ktJ2xEv6p1fTfwpLT+fi5a76I7pKkrZ/+peOLd0hqWRvjqhekYPby+BilDmvQLu+mF/qMjsnzJMlv1BGV5Pti0gA4Oy2fzK31Om7v1koc26BDC5GRXFOAwAAKBMFWACAWiHvZOY5/+WnZyu8dwsZjAblp2Vr9WMTbcVB5vxCHZ4dq6V3jpeLj/u5d4Rz8m0Ypm7/d5uMri5K33tM84a9rZ2fz1fGad+ws5gtSt1+RFs/mKmZ/V9W/Lx/hytsNmqA/JvVkzmvQItv/Uh7Jy1VXuq/vf3kp2fr2NLtWv3k91p00/+q9dgAR3LxcFPrMVdIKruHuOD2DVRvQBtJ0oaXJ2v/5BW2h+FZCSe18pFvlbLpoExl9AAIXAzS9x7TnMtf17K7J+jgH2uUFZ9im2cpMCt1+xGteXqS9nyzSJIU1La+6nRu5KhwUUHRVxUVliYu36ltH86yFWznnczUlvema8enc+Xq5+nIEC9afjHh6vbu7TK6uujUrqOaO/Qtbf9krk7tPVaiF8WCjBwdW7ZDsa/+Wup22oy9UgaTURkHjmvZPROUfqCoQNJSaNbh2bFa9cg35MiBTJ5uSt6wX6sem2grtjLnFWj/L39rw8uTJUkRl7VVcLsGDoyyZrFaLErbk6Dd3yzU3CFv6PDMoi/41B/RVc3vvazM9YqHIUyJPSCr2SLfRmEK7da0WmLG2bzCA9T09r6SpJ2fz9e2D2cpPz1bUtFn0q3/m6ldXy2QJDW9s788Q/0dFSoAlJurr6fi/lij2Nd+U94/PWsXZOZqx4S/tH18UWFW45svsfVODwAAgLMx1gIAoFb4s9sz55wf0DxCg2c8q2Z3X6ZdX8xX/LzNip+3Wa6+njLn5stSYJZ3ZLDaPHqVVj/+XTVFXTNFDmynvpMe1tqnf1DmoSRteXeatrw7TUZXF7l4u6kgPUdWyz8P9gwGRV/VSS6eRYVvrt7uuvTrB7Vi9FdK2RSn2Fd/VexrvxX1XmaxqiAz17Yfn/p1HHF4gMM0uKa7dn21UBkHyu79p+tbN2vJbR8rbddRrX/hZ8W+MkUmz6J2J4NBHV++Tru+XKDsoyerMXKg8hhcTbJarDq2dLuOLd0uSbb3l/xTOdJphSOBraLU+9N7ZDDyvSRnMa3Hs+ddptcn9yikY1HRXINruuvQ9PU6sXqPto+fo+2fzJWbn6fy04sKsdo9NVwJi7fZhlHDhYkc2E79fnxEa5/5QRkHjmvbBzO17YOZMpiMcvXzlLXAXOLay8XbQ83vuUzB7RvapgW1qa9O467X+pcm68SqPZoz+LWi6+u8AlnyC+XbKEwxN/bSpjd/d8Qh1nruQT5qfvcAxb76m47MipWbv5cKs/NkKTBLKvqM1OXN/zg4yovb6ec1c36hCjNz//2sI8k90EetH71Kjf8psCpLQNN6CukcYxsystH1PasmYJRbm8eGKftYmo7MjtX28XOKin59PVWQ8e/n2eirOqnN2KscHGnNcKHXCAAuXECLCAW3a6BdXy7Q3klL5ebnqYLMXFnNRT1lhvVspnZPDndwlAAAAM6NAiwAAE7T7snh8m9SV3snLdWpPQmyFJrlE11HEYPaqvk9A5W249zD3qF86nSK0ZC/XlT8nFglLN6ulM1xykvJUGFWntz8veUbE6bQLo1Vf0RX+TUKK7GuZ1iA+v/ymOLnxOrQzA1K3XZYeSezZDAa5B0ZLP+mdRXWo5miGCoFtYzRZFTbx4dpxUNflrmMe6CPBkx5XLu/WqhDM9crKz5FRpNJ4Ze0VPO7BiisZzPt+nJBNUYNVK66fVrqigUv69iS7UresF+n9hxTdmKaCtJz5OLpKo9QfwW2jFLkoHaKGtKB4isnk5uccd5lLAX/DiloNBnV58v7tfvLf89pMkjhvZur+d2XKaxnMyUsLr1XQJRPSIeGGjLneR2dv0VHF21Vyqaia7aCjBy5eLnLLyZcga2iFNa7uaIGt5eL19m9xcbc2Fv+zepp52fzlBx7QOacAnlHBClycHu1uG9QmUNIono0ueVS+TYI1e5vF+vk1kOSwSDfRmGqP7Szmt09QC4e9IxZEbbzmsEgFy83edTxk1fdQAW0jFJYj6aq17+NTG7luz0bdXkHJa/fL6Obixpe3a0Ko0Z5mNxc1PPDUToypIMO/rZKJ7ceVn56ttwCvBXUJlqNru+lyEHtHB1mjXGh1wgA7NPuqREKbBWlfT8sU9qeBBldTfJtWk8NR3ZX41sukdHE5ycAAIBzMVhP7zseuEDJycmODgG4aJhMJgUGBio1NVVms9nR4VS60WmTHR0CJI0PuOGsaeTGeYwPuEGBgYEymUwym81KTU0lP06CtuPcyI9zIz/Oi9w4N64LnFdpbUei/TiL2npuW37vZ0pYvE3RV3VSj//d6ehwylRb83Mx4Nzm3Irzc/q1wc0HP3NwVCjGuc15lXVuu9jV9GcJF6uQkBBHhwAAcHKUqwMAAAAAAACAk8o8nGwbWrfxf/o4OBoAAAAAAFAaCrAAAAAAAAAAwAkVZORow8u/yGqxKqhdA9Xp0tjRIQEAAAAAgFK4ODoAAAAAAAAAAMC/Nr39u47M2ajcpAxZCgplcDGqw/MjHR0WAAAAAAAoAwVYAAAAAAAAAOBE8k5mKTshVS7e7gpsHaU2Y69SSIeGjg4LAAAAAACUgQIsAAAAAAAAAHAi3d65Vd3eudXRYQAAAAAAgHIyOjoAAAAAAAAAAAAAAAAAALhYUYAFAAAAAAAAAAAAAAAAAHaiAAsAAAAAAAAAAAAAAAAA7EQBFgAAAAAAAAAAAAAAAADYiQIsAECtcXDqav019C1HhwE7JK3bp+m9X3B0GChD/PzNmtH3pSrZdty0dVpw/XtVsu2aIPb137TmqUlVsu31L/6sze/8WSXbxvmd7z1rx4S/tGrst9UYEUqTlXBSU9s9pvyMHEeHgn8svetT7f1xmaPDqDH+GvqWDk5dXa5lF938gXZ/u1jShV+7zRnyuhIWbbUrRpSO95Hag1zab0bflxQ/f7Nd6/IZtfqcL09T2z2mtN1HqzGi2iMrPkWTm4xWfnq2Xeuf+V7E+71zWfPUJMW+/luZ87muBgAAuHAujg4AAIBFN3+giMvaqdmd/SptmyfW7NHfD3ypa2L/r9K2iQuTtH6/dkz4SymbDkpWySsiSPWHdlbTO/rJ5HZhlyB1ujTWsL9fr6JIncuimz9QysY4GV2NMrq6yL9ZPbV/9hoFtY52dGgO0WB4FzUY3sXRYZTbops/UPL6/Ro07RkFNI+QJOWnZ+uPTk/pqsWvyDsy2MERll/n125ydAiVzlnblz3vWS0fGFyFETmX9APHtfntP5S86aAs+WZ5hvmr4TXd1eK+gY4OTd71gjRy8/uODsPhTm9bxYzurrp67X+rPZZLv36w2vfpTJLW79fOz/5SyqY4WQot8qjjq/A+LdR81IBqfQ+60Gu3IXMoYpCKigiKmXMLZDCZbO0qpHPjSv37rk3vI+diO3+5mWQwGORZN1DhfVqoxb0D5RHs6+jwyqU257KsewmTm4zWoGnPKLBlZJXtuzZ9Rq1slX3dwLWY/c73vtP5lRsqdX+835duzVPfKz89R30+u882LTclQ3OHvKHOb9yktU//UOKz4sGpq7Vn4mINnvFslcZV26+rAQAA7EEBFgAAqHQJi7Zq1WMT1fqRq9T9/26Te5CP0vcnaufn85WblC7viKByb8tSYJbR1VSF0Tqftk8OV7M7+8mcV6At707X3/d/cdbN/dr4ulwsXP29tOXd6brkqwccHQpKQfu6+Cy/Z4Kir+ykHh+OktHNRRkHjit93zFHh8XfyRmK21ZF8JpWzNGFW7X68aLrr67/vVUewb7KOXFKh2dt0PHVe9To2h6ODhHncXoRQUW+pGIpMFdmWDVe8fnLarUqfV+itn8yR/OvfkcDf39SHiF+1RID5z/UNuW5brAUmmUwMYBHVTrf+05WfIojwqp1Orx4neZe8Ybi/lyrBiO6SpI2vPSL6vZtKTc/zyrZp6WQawUAAICqQAEWAMBp7f5mofb99Ldyk9PlHuSrZnf2U5NbL5VUdBNoZr+X1e3/btP2j2crLzVLEZe1VZc3/qOCzBwtu2uCzHkFtm/zXfLVv9/a2j5+jvZOWioZDGpx3yDbzaXU7UcU+9qvSt+XKIPRqLCezdTx5evkHugjqehmVEiHhkrdfkTJGw/Kp34ddXvnVgU0K+rl5sxv2e7+drGOLtis/j+Otc3v+NJ12vfjcmUlnFTkoHbq+OJ1Wv/SLzq2dId8okPU4393yC8mvFpe36pitVoV+9pvan7PwBI37vxiwtXtnVslSZmHkrTxjalK2RQnk6erGl3fSy0fGCSD0Wj7Jl/EZW21/5e/FdKxkZrcdmmJ3mFm9H1JHZ4fqciB7SQVDYG38Y2pGrrkVdv8mBt7KX7eZqXvS1SdLo3V/b3btfV/M3V4xnq5B/mo2zu3KqRjo2p+dS6Myd1VDa/roT0TF2v5vZ/JPdhXhVm5OrZsp9o8dpXqdIo5599s3LR12v7xbOUmp8vVx0MxN/ZWq9FDJEkntx/R5rd+V9quo3Lz91Lzewcq5oZekopyuPubRdr343IVpGcrqG19dRp3g3yiQyRJ2cdStfbZH5WyKU6+DeoocnB7W8x7Ji5W/Px//+4l6fDM9do+fq6GzH1B2z6apZNbD8szLEBHZm2QW4C3ur59s/LTc7T57T+Ul5alxjf3UdvHhkk6+5udF0M7a/yfPtr7/VKdWLtPoV0bnzX/8Mz12vHZPGUnpMqnQR11fOFa299iQWauNr39uxIWbZMkRQxoo/bPXiMXL3dJ0om1+xT7ymRlxacorFcLufl72bb794NfKKB5hFqPudI2bf2LP0sGgzq/eqMW3fyBgts20Mnth5WyKU7+Teup1/i7dWDKCu37YbmMbi7q+NJ1ihxU1K7WPDVJrn6e6vjCtaX20PT3A18ooEXR/ornt3l8qHZO+EuFOflqNfoK1b2khdY8NUnp+48rrEdTdX/vdtuxONr52lfDa7qXmYvi96Aub96sHZ/OVd7JDDX+zyVqemc/rXnye6VsPqTAlpHq8eEoedYpenCbm5KhjW9M1YnVeySDFDWko9o9OVyF2Xl2vWdt+2iW0nYeVe8J99riuXrDO3LzK/qbiH39NxWk56jbO7faFa+zyDuZqczDyYq5qbdcPN0kSf5N6sq/SV1J5btWuJDj3vzfP3V49gbln8qWV3igWj9yhaKGdJT0b09lbR8fpp2fz5N7iK96fXRXidf+zAdXqTviNW/427ph73hJuuB2eLEr99/mWzdr54S/VJCVpxGr31Li8p3a/H/TlHUkWd7RIWr31AiF92ouqejcZDAalH8qW8dX7pJ3VIg6jbtBdTrHSCr58LC03gH+GvqWmt7RTw1HdrfNrzegjfb9tFxGk1EdXrhWnuEBWv/iL8o5lqrIyzuoyxs3yWB07gfAVqtVG1//TS3uH1Ti+ssz1F/N7uxv+33149/p+OrdKszKl2+DOmr3zNUK697UNn/vpKXa+cV8mXPzFXNT77P2EzdtrXZ8+pdyk9Ll37SuOrx4nYJaRZ213JnvG+e7jj792u7081ux3zs+qd4T7lFot6YXfC1RU5zr2q34NfGqG6gjs2PVYGR3BTStJ0na8t507f/lb7l4uqv5fQPV5OZLbOvUhveRC2EwGOTfpK66v3u7/hr2tnZ/vUiJK3ap6e191XBkd9tyS0d9otBuTdXivoHa/c1C7Zm4RPnp2XIL8FbLBy9XzPU9beeXun1blfn6n5mzdk8M17YPZ+rQ9PUy5xYotEdTdXzpOnkE+8pqtWrL/01T3B9rVJhTII86vurw7DWq178NuTyH832uOd2FvieceZ6rLZ9Rq5rt89zPfyszLkkj1r4tSUrfe0x/jZ+jzEPJCunQQF3fvkWeYQG2dYo/I57+GUY6uzfiNU9NksFkVEFGjhKX75BXvSD1+HCUkjcc0I5P5sqSX6hWj1xha6sokrBo21n33oyupvNea52J9/vSufl6qutbN2vVo98qrEdTnVizVylbDmnAL49pzuDXzvqsuP6lX2QtNNumXT7nBXnXCzrnvYbizyGpO+OVHHtAPf53pySpMDNXfz/wBdfVAAAAlYQrHQCA0/KqF6R+k8bomo3vqsub/9Hm//6ppA37SyxzbOl2DZr2jIbMeV7HV+3Woenr5B7oo0u+fkCuvp4aufl9jdz8vup0KSqCOLXvmEyebhr29xvq+eGd2vzOH8o8lFS0MaNBbZ8YruGr3tLls59TzvE0bXl3eon9xf25Tm2fGqGr17+joDbRin311ws6pqMLtqj/L4/qyvkvKfHvXVp08wdqcuulunr9fxXQIkKb3/nT7tfLWWTGnVBWfIrqX9Wp1PmFOflafPvHCu3RTEP/fl39f35Uh2dt0MGpq23LnNp7TAaTUVctfU3d3r3drjiOzIpV70/u0bAVbyj7WKoWXPeuwns204h1/1X9oZ21/qVf7NpudSrMydeBKSvlFREktwBvHZ65Xg2v66FrYt9Ro+t6nvNvtjA7T2ufmaQub96skZve0+Wzn1f4JS0lSTlJ6Vp6x8eK+U8fDV/ztnpNuFfbPpql4yt3S5Li/lyrPd8uUu8JRa+fX5O6Wn7fZ7ZvSK5+bKI8Q/00fNWb6v7e7TowZaUt5vrDu+jk5kPKPJJsm3Zw6uoSN1+Pr9ilun1aaMT6d1R/eBetfvx7HV2wRYNnPKsBvzym3V8v0sntR+x+3Rzdztz8vdX83su05d1pZ81LWLJdm97+8//Zu+vouI6zgcO/ZTGzZJElg2TJzGzHzHaocdo0X9ImaZixKYQaaKjBNg02HNtx7BgCZrbMbLEsyWLG1cL3h6y1JItxJb3POT7H2gs79747c+fOnTvDmBd/y7KYF4m4bTY7b3uPyvwSAI48+x0lyTnM/fEJ5q5/gqKETI48vwoAfWEZu25/n7Abp7Ls0MuErBhH8tqDln2HXj2epDUHMJvNABgrq0j58TAhtUY8SV4fw4g/X8Oygy+isdexdeXraJ3tWbznOYbcO5+DT33R5lEzDKUVlKXmsWDL35jw5i0ce3ENR/+xholv3cqinc9QnJxN/Fe72rTvztBc/moqFjWy9p9n7o9PcNV3D3P+k23sufdDhj91NUv3v4BSo+LMu5uB6od/O297HxtPJxb8+lfmrn+CwrNpnH5nc9uvWW3Q0vRaE62rPY6h3hx47H+kbDhMaVpeneUtqSu05ridB/kza/UjLDv0MpF3zWXfQ5/WKc8MpRUUnE1l3uY/1+lo2hqdmQ97qvQtJ5i1pvrhaHFyNrvu+DeRd85l6cEXibh9Drtuf79OHJLXxRBy9XiWHXqZsBsms+v299EXlbXpuwtjL6JzdWDJnueJemARMU99Sewn25jx+b3M2/QU6VtPkvbz8Y461E5TnFhd/wqc33D9q4bX+AHM2/Rnlh18kcAFI9lz9wdUlVQAkLn3HCdeXceEN/+PxbufB6rPT42sA3Ec+svXjHrmNyzd/w8C5gxnx/+9jb64vEVpbG89urbOrktYm+bqbgAZO8/gPjSYJfteIOq+hcCl+Clg8e7nGf/GzRx/+QeyDsS1OR098TrSFkq1ioCrosk6EEvoNeNJXH35PqUso4CsfbEELxtDcWImJ15bz9SP7mTF0X8y67uHcI8Osqzb3PmvH7Mz7/1E+taT1fXYrX8DRXWnSYDMXWdJXhfD7O8fZcXRV5j2yd04hni1+Rj7Siybu6+pr7OvCb3hHrUrJK+LYdpHd7L8yMuo7ao74Cd8u5fxr/6eJXufx8bTiX0Pfdrm/V/YeIQBN09n2aGXcYsKYtft/6Y0JYcFW/7K+Ndv5uhzq6nIKeqow+kVGmp76wp96XrvM2kwgQtGsu+hTzn87HeMeWEl9v5uDd4rjvr79TgP8LN8Zu/n1mxbA0Di6n1E3b+QFcf+iffEgYDUq4UQQgghOpp0wBJCCGG1+s0djp2vKwqFAu9xA/CZPJjs/bF11om8ax4aBxtsvV3wnRJB3qmUJvepc3Vg0C0zUWpUeI0dgL2/O/lnUgFwHRyA56j+KDUqbDycGPB/M8iq931BS0bjOjgApVpF8LKx5LeyoWfgrTPRudhj6+2C15gwnMN8q79TraLfvBHkn0pt1f6sUUVedeOOrY9Lg8svbjuJ1smOgTdPR6VVY+/nxoCbppG8LsayjsbRhog/zUGlVVtGPGmt/jdMxs7XFa2jLX5TI9G52BMwZxhKlZJ+80dQeP4iRr2hTfvubCf++QOrRzzMjzP+QnFCJpPfuw2obpDznRyBQqlEbatt9jerVKsois+gqrgcrZOd5YFQ8vcH8BwdRuD8EShVSlwG+FV35rkUg+TvDxD+22m4DPRHpdMQ/cAiyi4WkHc8mbKL+WTHxDP00WWobbU49feh//WXR8jQuTrgNzOKpDX7gUsPqQ7EEXRpGH0A18h+llgELhhJeWYBg2+bjdpOh3O4Ly6D/Fudt2qzhnw24PfTKUvPI/XnY3U+j/vfDgbdOhO3yH4olEoC5gzDMdSHi9tPYzaZSP4hhugHF6NzdUDn5kD0g4urO1WZTKRvPYmtlzNhv5mEUq3Cf2YUXuMvj1riMzUSU5WB7APVv4HUn45h6+NS50Fg8JLROIf7otJp8J89FEO5ngE3TUOpVhG4cBT6/FJK0+t2cGmNyHvno9Kq8Zk4CK2zHX4zourkQ2so41qSv1Q6dZOxqBHxp7mXf7eD/fEcGVrn/Oafrv4d551IoSQ5i2GPLkVtq0Xn6sDg22fXKfca0tQ1qy1aml5rolAomP6/e3Ee5M+pf23gxxl/YePcZ8nYdQZoWV2hNccdvGQ0Nu6O1eXTwlE4hXqTczjRstxsMhP98BLUtto2X586Ox92l5q8VfNv203/avG2kXfNR+tkh9pWy4UfD+E5Nrz6OqFW0W/ecDxG9idl/SHL+t7jB+A/MwqlWkXYDZPRuTuSvvVkm9Ktc3Ooc/6rSioIuWY8OlcHy3WkPdekrlLzcM3W29ny2cl/bWD1iIdZNfQB9tzzX6C6s67W0RalRsWgP1yF2WSm4FwaAMk/xBC4eDQew0NRadUMuXtBnd958toDBC0ejdeYMJQaFQNvno7W2Y6LLTz37a1H19bZdQlr01zdDapHBwxZMQ6lWmWJm9pWy5C7F6DSqvEYHkrQ4lEkfb+/zenoideRtrL1dkFfWEbQ4tHkHb/8ckHS9/vxnjgQWy/n6hE8zNUPnA0Vemw8nHAZ5G/ZR3Pnv37MktYeIOJPc7H3c0Njr2P448vJ3H2W8swCFBoVpkoDhbEXMVUZsfdzwzHEu83H15tiWf/6s3rEw5ZlTd3XNKSzrwk9+R61ozVVbxj0h6uw9XZBpdNYRsrp/5tJOPX3QW2rZegjS8nad56yi/lt+m6/aZF4jrx0fzh/BGVpuZb7GO8JA9E42lBwLr1DjrO3aG3bW0fpa9f7oY8spSQ5G/+rovGZNLhV2zbV1lAjcNEo3IcGo1AoUNtU1xWkXi2EEEII0bFkCkIhhBBWK2ntQc59+CtlaXmYTWaMFXrsA9zrrGNTa1oEla2WqqKm38C3cXes87faVouhtBKA4uRsjr6wmrwTyRhK9WA2oVCr6m7v4VRrW51l25ayca+VXhstGifbWvvTYChr3f6sUc30d+UZBTgEeV6xvDQ1j8LY9DoN42aTGTtfF8vftt4u7R6S3MbjcqxVtpp6sdOCufo3pdJaX3Uo6sHFdaYPqmHn61rn76Z+s2o7HZPfv51zH/7K8Ze+x3mgH0PuW4j3uAGUpuVycdvpejEwWYaZL8sowD7AzbJMpdNg6+1MWUbBpc4pmjp5yd6/brpCrh7Hoae/JvLu+SR9vx+fSYPqTGFyRSyoFy8bTavzVm3WkM/UNloi75rHiX+uY8aX91k+L03L5fir6zj55gbLZyaDkfLMAirzSjBVGeqce/t+Hpj0BirzSynPLMTO363212Dv54qxsvohjVKlJHjpGBJX7cdr7ACSVu8j9Oq60z7oap0btY22ThxrYtHWc6+2t7E04kJ1mVw/H1pDGdeS/NVcLGrU/93WP78157IsLZeqonLWjHr08heazXU6czWkqWtWW7Q0vdbG1tOJ4Y8vh8eXU1lQyul3N7P7zv+wcPszXNx+uvm6QiuO+9xHW0j4Zg/lGQWgUGAoq0Rf661xtb2NZUqnturMfNidGspbpam5LdrWzu9y/ivLKMC+Xlnn0M+dsoyCWuvXKwv93SjPKGxliqs1dP7rX0eqrKDsao6l/pVZaJlaa8jd8xly93zLFD9mk4kTr6/nwoYjVOQUo1AqqCqpQH+pXCvPKsRrTLhln0qNChuvyx26yjIK6iwHsA+oG5umtLce3fi+Or4uYW2aq7tB3XxUw8bLGaXm8v2Mvb9bu0bA6qnXkbYozyxA62yH1tkO/5nRJK3Zz5B7FpC05gDRDywCwCHIkzEv/Za4/+3gwGOf4z4smKGPLLVMld3c+a8fs/KMAuz9L1/DbL1dUGrVlGUU4D1uAJH3zufE6z9SHP9fvCcMZOhjy3Dod+VUei3Rm2LZ0PXn6/C7gKbvaxrS2deEnnyP2tEaq5PDldd5oE7dwMbDCaVWXX1/5Htl2dccnUftOGsavI+xhvsWa9LatrcO+94+dr1X2+mw7+eOc7hfq7dtqq2hhn0DdQWpVwshhBBCdKzefzcnhBCiRypNz+PAo58x5b9/wmtsOEq1il13/NsytVazFK3vvHPo6a9wCPZi3ku/RetkR+rPxzjw6P9avL3aTouxQm/5uyK7bQ0WPZ1jiBf2Ae6k/HiIiD/NvWK5na8LrpGBzPruoUb3oVAomvwOtZ0OY3mtc53VR6YHUNY9L839Zr0nDMR7wkBMVUbiPt/B7jv+zbJDL2Hn64r/7GgmvP5/DX6NnY8LpamXR18x6g3Vjds+Lth6O2OsrKIit9jSuFaaXvfNY5+JgzAbTWQfiK1+SPXg4o46Az0qn4VcM4FzH221jAYG1Z18wn87lbAbJl+xvtlkQqlRU5qaZ2loLk3NRalVo3O1r35YVG/6tbKL+ejcLjdyhlw9np+Wvsjg22eTdSCuzVN41qe202GsqMJsNlvyZ3lWIS6D/ZvZsgeplb90bg5NxqKsVvnTErY+rujcHVmy5/mGV2jDNas2tZ0OoLpcvNQ5qCK7CJVO0679WiOdiz1D7p7P+Q+3UHguvX11hXqyY+I59eYGpn12D64RASiUSjYveoHau1MoW3B96iFlVFdo6W+z9nm183Eh+1BCneWlaXmWqTkByuqNEFaWno+tjzP1qe10GCrq5tfeOqWQY4gXdv5uXNh4mMG3zW5wneR1MaSsO8TUD/+EQ7AXCoWC1SMftuQZWy/nOqOvmaqMVGRd/g3b+bhQmla3U11pWh52jYx62lZqOx2GWuWsoazSMk1iX9Vc3Q1o8OWFiqxCTFVGSyeg0vT8OqOk1ehL15GWMBmMpP16HN+pkQCEXDOemKe+xGfSYPT5pfjNiLKsGzh/BIHzR2Co0HPy9R/Z//AnzP3xSaD5818/ZraX8pj7sGCgeupJk95gyWPhK6cQvnIK+uJyDj39FUee+Y7J/769zj4klnU1dV/T0frsPWonaKg9oPY01BW5xZj0hobLM/t6dTGJQ6dqT11Lrvct1NC9YgP3JE21NTS1L6lXCyGEEEJ0LJmCUAghhFUwG40YK6ss//SFZWA2Y+PuiEKpIH3bKct0Qy1h4+GIobSCitziFm9TVVKBxl6HxsGGsov5nP3g11Ydg2tEP5K+P4DJYCT/dCpJaw+0avveQqFQMOLPV3Pm3z9z/tNtlilxihMzOfD457gPD6Uyt5jYz3dgrKzCZDRRlJBJ1v7zLf4O18h+pKw/hLGyipKUHGI/39FZh2PVmvrNVuQUkfrTMapKKlColagdbFCoq6t+QUvGkLX3PBc2HcFUZcRUVf2bzb00FUfQktHE/m87hbEXMVZWcfK19dh6O+MWHYSdryseI0M5/vJaDBV6ihIyif9qd510KZRKQlaM48izq9AXlOI3fUiHHXNPymdKlZKo+xdy+r2fLJ+FrZzC2Q9+Je9kCmazGUO5nozdZym7mI9CqSRw0UhOvLaOyoJSKvNLOPHqOoKXjkGhVOI7LZLyzALiv96NyWAkfetJMvfWzTeOwV64RvRj770f4js14ooRlNrKMdgLpUZJ8g8xmIwmktfFUNCOqfCsXXOxaK2avHPi1XVUlVRgNpspTcvj4vZTQNuuWbXp3Byw83Mlcc1+zCYTmfvOW/bd0+kLyzjx6jqK4jMwGU0YyvWc+2gLWhc7dG4O7aor1FdVUoFCpUTn5oDZZCbh270Uxl5s1T5cI/uR+tNR9MXlVOQWc/Y/v7Q5Pb1BW36b/RaMJHt/LGm/HMdkMJK6+SjZB+MIXDDSsk7m3vOkbz2JyWAk/uvdlGcX4jftymuNS0QApRdyyT4Yh8lg5My/f6ayoPSK9XoDhULBiKeu5vS7mzn/yTZLeVKRW0xhbAZQ/RtXalRoXR0w6Q2c+tfGOqNGBC4cScoPB8k9moRRb+DUWxvrPBgNWjya5B9iyD4Uj8lg5Pyn29Dnl+I7LbJDj8U1sh+5RxMpis/AWFnF8X+uo5m++b1ec3W3xhjK9Zx6eyNGvYHco0mk/HCQoMWjr1ivN19HWqsoPoP9j3xGVXEFA/9vBlD9UgPAob98TdCS0ZYOVUUJmWTsOoOhQo9So0Ztr0OhujziVUvPf42gJaM5/d5PlF3Mp6q0kqPPr8J7wkBsvV3IPZ5MzuEEjHoDKp0GtZ3OUrevTWJZV1P3NR1N7lE7V/xXuylKyMRQoefYS9/jOTqswdGvXCP6kbHzDOVZhVSVVHDyrQ0N7E10lPbUteR63zIN3SvaeDhSnl1Up0NUU20NTZF6tRBCCCFEx5IRsIQQQliFYy9+z7EXv7f8befvxuA75rD1d29iNprwnxmF38yoxndQj1OoNyHXjGfjvGcxG0xXvBnckGGPLyfmz18S9/kOHIK9CF4ymlOtePA6/OlrOPDIZ6wZ+TAeI0IJWTaWnCOJLd6+N/GbEcWUD/7E6Xc2cfL1H4HqKTaCl4zBxtOJaR/fxbGXvuf0WxsxVhpwCPRg0K0zW7z/qPsXsu/BT/h+7GM4hfkSvHQMcV/s7KzDsVpN/WbNJjPnP9nKgcf+h9lkxjHEkwn/uhWFUomdjwtTP7yTYy+vJebpr8BkxrG/D1H3LgAgeNlYKnKK2fnH99AXleEeHcTkf9+O8tL0huNe/T0HH/+cteMexzHYi9CrxxH/zZ46aQtZMY5Tb29iwO+n1Zl6pb16Wj7rN3d4dSPopemd/GdGYdJXcfDJLyi9UD2iknt0ECP+ei0AI566miMvrGbTvGcB8JsZxbDHlgPVI/9Meu+PHPrbt9UP5CYOImjxaMzGutPYhVwzngOPfMaQ+xZ02HFoHG0Z9ewNHHvpew7/7RuClozGZ9LgDtu/NWoqFq2lVCmZ/O/bOfbS92yc+yxVJRXY+bnS//qJ+NK2a1Z9Y164kZi/fMWZ937Cd1okgQtGYqoytim91kSpUVGWWcCOW9+lMq8YpU6Da0Q/pnzwJ5zDfdtVV6jPd8pgAuYOY/OC51Fq1QQtHYPHiNBW7WPgzTMoOJ3Kusl/xs7PlfAbp5C1P7bNaepJjr+8lpOvr6vz2cJtf2/1b9MxyJOJb9/K8Vd+YN9Dn+LQz52J7/zBMq0eQNCiUSR8s4e9932IfYA7k969Da3zlVNDOgZ5MvSRJey++79gMhP+u6k4h/l23EFbGf+ropn87zs4895mTr7xI2aTGVtvZ7zHD2DgLTOxcXckc/c51k97Go2DDQNumo5trVFgfCYOYsh9C9l91wcYK/X0/80knMMvny+vseGMePpqDj7xBRVZhTgN8GPKf+9o97Sc9XmPH0j/6yfy63WvorLREnnPfNT2Nh36HT1Nc3W3xjiH+2I2mvhh4hOobLREPbAI73EDGly3t15HWuL4y2s5+cZ6FAoFtt4u+EyNYNaaRywd2RUKBSHLx3HyzR8Z+/LvLNuZqgyceP1HiuIyUCgVuAzyZ8yLN1qWt+b8Awy+bTbGMj2/XPNPjPoqvMYOYNw/q0czNZRUcPSF1ZRcyEGpVuE+LISRf7+uwf305VjW19x9TUeSe9TWaaze0JjQq8ex9/6PKEnOwX1YsCVv1Be0ZDRZB2LZOOcZtK4ODLlnPhd+PNyhaReXtaeuJdf7lmnoXtF73EDchwWzbtJTmE1m5qx/vNm2hsZIvVoIIYQQomMpzG2dn0EIICcnp7uTIESPoVKpcHV1JT8/H6Ox9zV+3lXwdXcnQQBvuVzZCC+xsR5vuVyHq6srKpUKo9FIfn5+r42PoVzP2nGPMfPbh3AZ4NfdyWlWb8o7WQfi2Hvvf1m089lOebjUHXpTfHojiY/16o2x2f/IZ2icbBnx1NXdnZR260v1gp6mobwDPT//9BbdUbYlrtlP7KfbmL3m0Zatv2of5z/eypx1j3dquqxRb7z29BZStlm3mvjUrhusTHyvm1MlakjZZr0aK9t6ut7+LKGn8vDwaH4lIYQQfZpMQSiEEEIIITqU2Wwm9tPtuET06xGdr3oTo97AuQ9/JfTaib2m85UQQgghRHeqKq0k9tNthN0wubuTIoQQQgghhBBCCCsmHbCEEEIIIUSHMRlNrB7+EPFf7WJ4LxidpCfJ2h/LmlGPUJlf2qopPYUQQgghRMOSvj/A2vGPY+vtQvCysd2dHCGEEEIIIYQQQlgxdXcnQAghhBBC9B5KlZIVR//Z3cnok7zGhnP18Ve7OxlCCNGpxr702+5OghCiDwleOobgpWNavV3IinGErBjXCSkSQgghhBBCCCGEtZIRsIQQQgghhBBCCCGEEEIIIYQQQgghhBCijaQDlhBCCCGEEEIIIYQQQgghhBBCCCGEEEK0kXTAEkIIIYQQQgghhBBCCCGEEEIIIYQQQog2kg5YQgghhBBCCCGEEEIIIYQQQgghhBBCCNFG0gFLCCGEEEIIIYQQQgghhBBCCCGEEEIIIdpI3d0JEEIIIQBiP9tO4up9FJ67iO/UCCa9+0fLst13fUDO4QQMZXp0rvaEXD2eyDvnWpZnx8Rz9B9rKI7PQG2vI3jpGKIeWIRC2XA/44xdZzj28lpKkrOx83Fl2BPL8Z0SYVleFJfBgSe/oOD0BWx9XBj22DL8Z0Zbln8dfhcqGw0KpQIA+0BP5q57/Mrv2XmG7f/3NuE3TWPEU1cDcPrdzZx5b7NlHbMZjOV6Jr51KwFzhrXt5FmBpuJXoyKniI1zn8XO15U5tc5XeWYBB5/8gqwDcehc7Im4cy79r5vY6HcdfOoLsg/EUZyUzbDHlzPw5umWZUa9gX0PfEzeyRTK0vKY+M4fCJg1tM72+qIyjv5jDWm/HMekN+IY4smML+5HbavtgDPRPbry/Lcn/yStPcihp7+ssz9DmZ5hjy9j4P/NBMBYWcWJ19aR/EMMhtIK7APcmfz+7dgHuFOamsv66X9BbXc5Vl5jBzD537e37cRZgfbErkbB+XR+XvoivlMjG9weIOdIIqfe/JG8UxfAZMYtKpBhT6zAOdz3inXjv9pFzJ+/YtgTKyz5K3H1PuI+30lxQiYqWy2+UyMZ9vgytE527TwDPd+6aU9TmVOM+/AQpn92T6d+V2V+CeunPY1RbyBs5RTLtUU0nZe2rHyd3CNJKDWX6wXzf3oaW28XAKqKy4l5+ivSt55CZaMh/MYpRN41r9Hvaq5eYjabOfP+T8R/tZvKvBJsvZ0Z9/JNuA8L7vDjtlbticeJ19aT9ssxiuIzCbux+d95c9elpq4rtTVU9vUVbY1XaXoem+Y9W2dfxkoDvlMjmPz+ldfmitxijjy3iuwDcVSVVOAQ6MGQe+fXqWfXlKkKVXU9W6FSsfzwyx19yN2mPXmjMPYih5/5lvxTF1Bp1fjNjGL4k1c3WofNO5nCkWe/o+BsOjpXeyLvmU/IsrEAFCdmcuzlteQeScRYacAp3JehjyzBc2R/y/ZN3fOUXcxnz70fUpyYidlgwj7Anci75xMwu7re3RvrbNB8vS3+mz2c++AXyjIK0Lk5MOKpq/G/KrpF57u+5u45m7tnbW55T9TW819bS+rNAMnrYjj11kbKM/Jx7O/DyL9eh3t0EAB5py4Q8+QXlKbmYjaZcQrzIfqhJXiNCbNsn/rzMY69+D3lmQW4RvZj9HM34NTfB4CL209x7KXvKcsoQKFQ4BrZj2FPLMdloD8AZz/4haTvD1CamofGwYbAhSOIemAxKm3PbcZva+yyD8ax49Z36qxrKK8i/MYpjHj6miu+p71lGzQd+56qPXmnI9vbmrt21ElTG+5JM/ed5/RbG8k/dQEUil5Tf2gsfi2phzV331Jfc+1DLa2ntbSsFUIIIYTojXrunZsQQohexdbLmYg/zSVzzznKMwrqLIu8ex6OwV6odBpK0/PY8X/vYB/gRvCSMZiMJnbd8T4Db5nJoK8foPxiPlt/+yZ2/u6E/WbSFd9TkpLD7jv/w/jXbsZ3WiQXt51i910fMHf9EzgEemCqMrLztvcIXDSK6Z/eTebus+y9/yNm//A4jkGelv3M/PpBXCMCGj0eQ1klh5/9DvcRoXU+j7hjDhF3zLH8fWHTEQ4+8QU+UyPq76JHaSp+NQ797VtcIgLQ55fW+Xzv/R/jEOjB0n0vUHj+Itv/720cg73wGhve4H5cBvkTOH8kx19d1+Byj5H9GXDTNPY+8PEVy8wmEzv/+B7OA/yY/9PTaJ1sKTiThlKtatXxWpuuOv/tzT/BS0YTvGS0ZX95J1P4ZcXL9Js3wvLZgcf+h7GyitlrHsHGy5nihEw0TrZ10rFo57O9puNPe2IH1b/pmCe/wKNeWVNfVVEZISvGMf6N/0Nlo+X025vYccs7LNj6N5Sqy43n5ZkFnP3gV5wH+tXZ3lhexdBHluA+LARDuZ79D33Cob98zfjXbm79QfdC4177vaWzZ0s61UHjHeuaatTWuTqw4tir7H/ks04+op6nubwU/fCSRjvVHH7mW/SFZSza8Xcqc4vZdtNb2Pm7WToq1NdUvQTgxKvryD4Yx7RP7sYh0IOy9HyUmp59nWmt9sTDIciDoY8sJf7rPc1+T3PXJWjZdaWxsq+vaGu87P3cWHHsVcvfRr2BHyY9SeCCkQ1+j6G0EteIAIY+vARbb2fSt55i7/0fMWvVw3U6BNcuU3ub9uSNfQ98jPuIUKZ88CeqisvZ+cf3OP32RqIfWnLFuvqiMnbc+i5D7pnP9M8nkn8ihe03v4VDPw88R/VHX1SO75QIRj3zG7Qu9iR+t5edt77Lgl//is7NwbKfxu55tM52jH3xRhyCPFEoleQcTmDb799i7o9P4NDPw7Jeb6qzQdPxi/9qF+c+2sr4127GJSKAytxiDGV6gBaf7/oaO//N1blbek/b07T1/Ndoab05+1A8h57+iqkf3YVrVCAJ3+xh563vMv/Xv6B1tMXez5WJb/8BOz9XANJ+OsbOP77Lkn0voLbRUpSQyb4HP2HC6zfjPXEQp9/dzK47/s3cDU+iVKtwGRzA1I/uwtbLGZPBSOxnO9j9p/+w4Ne/VqfTaGb08ytxHRxARU4Ru/70b079awPRDy7usHPZ1doaO8/RYXWuMxU5Rfww+SkCFzZ8nWlv2dZc7Huqtp7/jm5va+m1o633pGpbLSFXjydoyWiOvrCmg89i92ksfi2phzV331JfS9qHmquntbSsFUIIIYTorWQKQiGEEFYhYM4wAmYNRedqf8Uyl4H+qHQaABQKBSgVlCRlA9WjVugLyghZNhalSol9gDveEwZSeD69we+5uPM0rhH98JsRhUKpxG9GFO7RQSR9vx+A7INxVBaUEnnnPFQ6DX4zovAcHU7y9wdadTzHX11H0MJRzTZwJ363l8CFI1Hb9NzRl6Dp+AGk/XIcfWHpFY08JcnZ5ByKJ/qhxajtdLgPCyZo8SgSV+1t9LvCb5yK94SBqHRX9iNXadUMvHk6nqPDUKiurOZc3H6asvR8Rjx9DToXexRKJa6R/Xr8g/GuOv8dnX8Svt2L96TB2PlWP7wojL1I2q8nGPPCjdh6u6BQKHDq79OrHtzV19bY1Tj/yXac+vvgWeuN+4b4To0kcOEotE52qLRqBt06k7KL+ZSl5dVZ79DfviHizrloneue87CVk/EaOwCVToPOxZ7+v5lEzqGEVhxp31HTQB563YQm16vpWNeQca/9nhXHXmXFsVd7zZvbna25vNQYQ7melPWHibp/IVonOxxDvAn/7VQSv238OtRUvaSyoJRzH25hzAsrcQzyRKFQYO/vhq2Xc9sPrgdqazwAQpaPw3dqJBoHm2bXbe661NLrSmNlX1/RnnjVlvbLcTCZGx3V1SHQg0G3XoWdrysKpRL/mVE4hniRezSpXd/bk7TnXJdcyCV4yWhUWjU27o74z4yi4FzD9zw5hxNRadWE3TAZpUqJ+7Bg/GcPJeGb6o6N7kOD6X/9JGzcHVGqlPS/biIKlZKCc2ktSovaTodjiDcKpRKz2QwKBWajidJ69YreprH4mYwmTr7xIyOeuhrXyH4oFApsPJwsHUHbe77ra67O3VH3tNamree/Rkvrzem/nMDvqmjchwWjVCkJ+80k1PY60n46BlR3iLf3d6uuA5jNKFRKDKWVVGQXAZC89iBeY8PxmxGFSqch8s55VOQWkx0TD1TXFS31AjMoVApK0/IwVRkBGHzbLNyjg1BqVNj5uhK8dCw5l7btqdobuxqJq/fjGOTVaMeO9ua15mLfU7X1/Hd0e1tLrx1tvSd1HxpM8NIxjf5+eqqW1h0aqoc1dd9SX1va5xrS0rJWCCGEEKK3khGwhBBC9Agxf/mapNX7MFZUYefvRvDy6lEpdC7VQ2gnfLuXwbfNpiw9j8w95xj512sb3pHJjLneR2aTmYKz1Q1IBefScA73rdMhxyXC/4oGux1/eAdzlQnnQX5E3b8Ij+EhlmW5R5PI3HOO2d8/SsxTdadbq63sYj4ZO89w1aqHW3Emeh59cTlHnl/N1A//dEWHjYJz6dh4OmPj4WT5zGVwAHGf7+yUtGQfiMMhyJP9D31Kxu4z2Hg4MegPVxGyfFynfJ816NDz30H5B8BQoSdlXQyjn7/B8lnWgVjs/d048do6Lmw4gsbJltBrJzD4j7PqbLtp/vOYjUbcooMY+shSy3QevU1TsQMoTcsj9tNtzFr9MLGfbW/VvrMOxKFxsrW8uQ9wYeMRqkoqCFk2lsTvmm5kzToQ12dHimlOTYN3wZnURkc1q92x7vzHW7sucX3Y6Xc3cfrtjdj5uTHg5umXp+FKyMRUZcBl8OXOcC6D/Tlda7rghjRWL8k9moRKqyZ5/SHiv9qFUqMmcP4Ihty3sEdPHdTRGotHqzVzXWrJdaU1ZV9f1dJ4JX67h8DFoywP+ppTkVtMcXwmLoPqXk9i/vwVB5/8AscgTyLunIfftMh2H0NP0dS5HnTLTJLW7MclIoCq4gpSfz5G6LWNTBttMlU/3K7NbG60w1bBuTSqSitwCqs7NXFT9zwAmxY+f6kcNeI1fgCeo+pOqddX6mzFCZlU5BSTf/oCB//8JWaDCd+pEQx7bBmaBkbNaex819fY+W+uzt2aOnlv0JLz35p6s9lsgnr5x2w2X3H+Vo94GENZJWajieBlYywj+BScS8O1Vr1CqVHhFOZL4dk0vMcNqE5Peh6bF76AobQCs7l6pOzGXgrKPhCL8yD/1p2UHqK1eSdx1T5Cr236JYfaWlu2tTT2vUVz57+j29tqNHXtkHvStmusHtbYfUt9LW0faqqe1p42CiGEEEKI3kJagIUQQvQIo/52HSP/cg35py6Q9uuJOm/C9Zs/nINPfMGptzZiNpoI++0UfKY0PKWf98RBHP3HGlJ/Pobf9CGkbz1JzuEEy3DahtLKKxr6tI52GEorLX9P++wePIaHYDaaiPtyF9tvfpu5G57A3s8NU5WRg099wci/Xtfsg9bEVftwHuiP25DAtp6WHuHYi98TsnwsjsFeV3QiMZRVXjENkNbJFkNpRaekpbKwlKx95xnx9DWMeem35J1IZsct72Af4IFXL307ryPPf0fknxqpm46i1Kjwnxlt+UxfUEZRXAZ+04ewaOczlKTksP3mt7D1ciZ46Ri0rg5c9d1DuEb0w1Beyam3N7Ht928xb8OTDTbQ93RNxQ4g5s9fMuTeBehcG5+6piGl6XnEPP0lwx5bbpl+U19YxrGXvmfqR3c2u/3F7adI/GYPM766v1XfK6o117EO+nbng84Q/dBinMJ8Udtoydx3jr33fIjG3oaA2UMxlFWittPWmYpW49RwuVVbY/USfWEpVSUVlCRlM/+nv6AvLGXnH99Dbacj8q55nXqcPUVT8Wit5q5LzV1XWlP29VUtjVdpWvVD2ehHlrZov0a9gb33fUS/+cNxiwqyfD7u5d/hOiQQhVJB6uaj7LnrA6Z/cR/u0UFN7K13aO5c+0yN4MBj/2P1sIcwG034z4om9OrxDe7LfXgIxnI9sZ9tp//1k8g9nkTqT8excb+yzqAvKmPvfR8RcfscbD0vP3Rt6p6nxtz1T2DUG8jcdYaihEzLCLR9rc6mLywDqH4JZ/UjAOy9/yOOPL+aMS+srLtuI+e7vqbOf3N17tbUyXuDlpz/1tSbfadGsuv298k+FI97dDDxX++iLD2fqpK690jLD7+MoUJP6uajGCsNls8bvMdytKWq1vm393Nj+eGXqSqpIGnNfsuIwPXFf72bnMMJzF77WAvORM/TmryTfTCO0gs5BC9teGTgK/bdhrKtpbHvLVpy/juyva1GY9cOuSdtu6bqYU21p9bWkvah5uppbW2jEEIIIYToTWQKQiGEED2GQqnELSoIjb0NR/+xBoCihEx23f5vhj+xgqtPvsbi3c9RHJ/J8ZfXNrgPp1BvJrzxf5z610bWjnucxG/3ErhgJFqX6qG81fa6KxrXqorLUdvrLH97j6se8lxtp2PQLTNx6u/NxW2nADjz759xiw5qtjOP2WyufnvzmoYfmvQW2QfjyDmcwKB6IxjVUNvpqCour/OZvrgCtX3z0w61hdpOh62PC+G/nYpKq8ZzZH/8r4rm4taTnfJ93a2jz39H5J8aCd/uIXjZmDpveqvtdChUSobcuwCVToNzuC8hK8aTvuUEABp7He5Dg1FqVGid7Bj22DLMBiM5RxJbflJ6iOZil7T2QPXb9i18AFGj7GI+2373L8JvnFqn/Dn64hpCrh6PY7BXk9tn7j3Hvoc+YeLbf8BlYO98E7+z1e5Y15BxL/+OhVv/xuKdzxL+26nsuesDco8nd3EqexeP4aFoHW1RalT4To6g//WTSNlwCKgudwzlVZgMRsv6jZVb9TVUL1HbVW835J75aOx12Pu5MeCmaaT30utMWzQVj9Zq9rrUzHWlpWVfX9bSeCWu2otLRECdUV8aY9Qb2HP3B6hsNIx69oY6yzxHh6G21aLSaQhaPBq/GUNI3Xy0ow7HqjV1rvWFZWy/6V/0v3YCK46/yrKYl1Db6tj30CcN7kvn6sCk928jeV0Mayc8zvFXfiBkxThL3qihLy5n+81v4zGyP5H3zK+zrKl7ntpUWjV+M6LI2hdL8g8Hgb5VZ4PLZf/g22ajc3NA5+bA4NtmW8qaGk2d7/qaOv/N1blbUyfvDZo7/62tN3uPH8iwJ68m5skvWTvhcfKOp+A9YSA6lyun/1LbaKtHNP1oi2WKwep7rHrnv6QcTQPnX+NgQ9jKyRx47H+UXMipsyxp7UFOvLaeqR/d1WunMm5p3oHq6ev9ZkRh4+7Y7H7bWra1Jva9QXPnv6Pb22pr6Noh96Rt11w9rKH7lvpa0j7UVD2trW0UQgghhBC9jYyAJYQQoscxGYyUJGUDUHguHTsfF/rNGw5QPaLBsrGc+ffPDG3kDXz/q6Lxv+ryqDs/r3jZMgS3y0B/Tr+9CVOV0dIxJP9MKq6R/RpPkEJh+W/mnrMUnE4l7ZfjQPXbxwqFgtwjicyqNdVg5p5zVGQXEbRkdOtPQA+SufccpRdy+GHSkwCY9AaMFVWsGfMoc9c/gctAPyqyCqnILbY0pBacSe20YeRdBvn3mYd40DnnvyPyT3FyNtkH4xn19+vrfO4y+FLjaa081RSFQtHidXua5mKXufscuceSWDPmUQCM5XrMRjNrxz/Okr0vNLjPsov5bP3tmwQtGU3EHXPqft+ecxhKKjj/SfV0eFXF5eSfTCEnJo6Jb//BkqY9d/+Xca/9Hu8JAzvr0Hu1mo51s79/tNF1PEdf7sAbtHg0ab8cJ3Xz0T4x+kuXUV4uNxxDvVGqVRScTbOMSFlwJhWXAS2/DtWul7j00imCOpWyfeV4k9elZq4rLSn7RD0NxMtsMpG4ah+Db5vd7OZGvYE99/wXU5WRSe/+sfmpOdv5++jRah17SUo2xsoqwm+ahkKhQKVV0//6iey49Z1GN/cc2Z+rvnnQ8veeez/Ea8zlUUhqOig4h/sy6pnrq+tVTWlmee2y8MpNe2+dDcAx1KvZqTdbfb7rq7V+c3XuNt3T9mDNnf+21Jv7XzuB/pemujNVGVk//S8M+P30Rr/DZDBSnJSF56j+uAz0p+BM6uVlVUaK4jIavccym8FYWUVpWp5lGsOktQc5+twqpn50Z6+uW7Qk70D19fnCpiNMfOvWZtdtb9nW2tj3ZM2d/45ub2tI7WuH3JO2TWvqYU1dq9vUPlerrtKWslYIIYQQojeSDlhCCCGsgslgxGw0YTaYMJtMGCurQKGgIruIvBPJ+EyOQG2rIfdoErGfbiP8d9MAcB3Sj/KsQlJ/Pob/zCgq80tJ+v4ArhGNv32fdyIZl8EBGCuqOP/RVvSFZYQsq24Q8hwdhtbZjtPvbmLwbbPJ3Hue7AOxDH/qagAKzqdj0htwGeiP2WQi/qvdFMVdxGfyYAAmvHkLJv3l6QeOvrAatYMNUfcvqpOGxG/34j97KFqnhof+7mkai9/Am2cQes0Ey3oXNh0h4Zs9TP3wTnTujihVSjxGhHL8nz8w4s/XUHg+neQfDjLpnT82+l1GvaG6ldpkxmw0YqysQqFSWqaPMlZWVa9oNmM2XFquVqFUKQmYPZTjL60l7oudhF43kfwTKaT9coIpH9zRqeens3Xl+W9P/qmR+O0e3IeH4NTfp87nnqPDcAjy5NRbGxhy9wJKLuSQuHof0Q8tASD3aBIaBxscQrwwVlRx+u2NoKieZqenamvshj+5gqj7F1qWn/toC0VxGYx+fmVDX0N5ZgFbf/smgfNHMOTuK0dcuOrbhzDXGgFozz3/xWdKBOErpwCQtf88u+/6gHGv3ITv5IannBDNa65jXYOjG/Tlzget0FheMlboyTmciNfYcJRaNdn7Y4n/chejn/sNAGpbLf0WjODk6+sZ99rNVOYWE/vZdobct7DB7ylNy2uyXuLQzwPvCQM59fZGRv7teqqKyoj9dLvlwVVf0dZ4QPXDTrPJZPlnrKxCoVTWGTGxtuauS01dV5or+/qK9sQLIGP3WSrzSwlcNKrp76kysvfeDzGW65n879uveOhbmp5HaWoe7kODUCiVpP58jPRfTjDts3s6/Ji7S1vPtWOoD2o7HXGf76D/9ZMwVlQR/80eXCIa71CTf+oCTmE+mM1mktceJGt/LHPWVj8UrSouZ8f/vY1jiBejn7/hig4Kzd3zZO2PRalV4RpZ3XE1ZV0MWfvPW6Za7Y11Nmg8fmobLUFLRnPm3z9Xd3JSVI+MXNMJobnzXV9z57+5OndL6+Q9TVvPf2vrzaYqI4WxF3EZ5Ie+sIzj/1yHfT93fKdUn//0LSew83PDKcwHU5WR8x9vpTyjAK9LneiDlozm3EdbSN92Cu/xAzjz/k9oXe0tnexT1sfgGhWEQz93qkoqOPHaetS2OksHueR1MRx59lumfnhnr+k019bY1Uhefwidiz0+kwY1+T3tLduai31P1dbz39Htbc1dO9p7T2o2mTBVGTHpq/dR0zbUkk5+1qyx+NV0Ym+sHtbcfUt9DkGeTbYPNVdPa21ZK4QQQgjRW0kHLCGEEFbh9DubOPWvjZa/vxtyP55jwhj70u84/8k2Dj7xBWaTGVtvZ8J/O5XBt1VPy+XQz4Pxr9/MyTc3cOCRz1DqNPhMHMTwJ1ZY9rVx3rMMvn0OwZdGmzr+yg/kHktGoQDviYOY/tk9lqHXlRoVk967jYNPfcnZf/+CrY8L4/75exyDPAGozCvh0F++puxiPiqdGucBfkz5758sb6rWHw5fZaOtnvbO08nyWWVBKak/H2PKf//UCWeyezQWvxmf34fG0dbyudbJDqVahZ2vq+Wzca/dzMEnv+D7sY+hdbZj6CNL8Rp7+e38+vHbfvNbZB+IAyA7Jp5jL35P5N3zGHLPAgA2zHmGsrQ8APbc8yEAY/5xY/W0K052TP7P7Rz62zcc/cca7HxcGPnXa/Ec1b+TzkzX6Mrz3578A2Aymkhcs/+KTokASpWSye/fRsyfv2L1yIexcXdkwE3TLN9dciGHE6+tpyKnCLWNFrehQUz96C60tY6xp2lr7LTOdmidL3fg1DjYoNJpsPNxsXy2augDTPngT3iODiP+mz2UJGdz/pOtljeKAcvy2mUUgFKrRuNgi87NAYBT/9qIoaSCvfd9WGe9Fcdebf9J6GWaaiBvrmNdX+h80Fkay0sT3ryFU//awN77MgGwD3Bj2OPL6TdvhGXdkU9fQ8yfv2Ld5KdQ6TSE3zjV8qAIYPst7+A5qr9l5Lim6iUA4179PTFPfcna8Y+jcbAhaPFoBv2h4elEe6v2xOPgk1+QtGa/5e+4z3YQvGwsY1/6LdDK61Iz15Xmyr6+oj3xguoXC/rNHdbg9bh2/sk5nEDaL8dR6TR8P+bySICDb59DxB1zMJRWcuSZbylJyUahUuEY4sX4N/4Pjx7eaae2tp5rjb2OSe/fxvGX13Li1fUoVAo8RoQy9sXfWvZ1RVn16TbSfj6O2WjEfXgo0z+7B1tvFwBSfz5G7tEkCs6lk/bTUcs+Rv79NwQvGd3sPY+hXM/xZ9ZSmpqLQqXEMdiL8a/dbKlT98Y6GzRdbxv+5AoO/fUb1k//C0qtGv+ZUQx7fDnQ/PmGuvW25s5/c3XultTJe6K2nv/W1ptNBmP1lIDJWdX7umook9+/DYVSCUBlfilH/7GG8swClDoNLgP8mPyfO3C4dH6dQr0Z98pNHHn2O8ozCnCJ7Mfk926zvDBUmpbH8X+uoyK3GLWtFrfoIKZ+fDl/nHh1HVUlFWy98Q1L+uz83Ji38anOObFdoK2xq5H43V5CVoyzxKC22vWC9pZtzcW+p2rr+e/o9rbmrh3tvSfNPhjH1hvfrHOcANfFvtX+k9iNmoofNF0Pa+6+pX78mmofaq6e1pKyVgghhBCiL1CYzWZzdydC9Fw5OTndnQQhegyVSoWrqyv5+fkYjcbmN+hh7ir4uruTIIC3XK674jOJjfV4y+U6XF1dUalUGI1G8vPzJT5WQvKOdbPm+Kyb9jTDn1xBwKyhAJx888c6DeRAnQby2hJX7eP8x1uZs+5xAApjL7LvgY/rNGpH/Gku/jOj6my3/5HP0DjZMsJKRrKw5vj0dRIb6yb1AuvVUN4ByT/WQso26ybxsV5Stlm3mvjUrhusTHyvm1MlakjZZr0aK9t6ut7+LKGn8vDw6O4kCCGEsHIyApYQQgghhBBCtJFKq2b/w58RN3QH0z65myH3LLCMyNeckBXjCFkxzvK3c7ivpTNWQyoLSvlxxl8xGYyE3TC5vUkXQgghhBBCCCGEEEIIIUQHkQ5YQgghhBBCCNFG8396usu+S+diz/LDL3fZ9wkhhBBCCCGEEEIIIYQQomV69gTmQgghhBBCCCGEEEIIIYQQQgghhBBCCNGNpAOWEEIIIYQQQgghhBBCCCGEEEIIIYQQQrSRdMASQgghhBBCCCGEEEIIIYQQQgghhBBCiDaSDlhCCCGEEEIIIYQQQgghhBBCCCGEEEII0UbSAUsIIYQQQgghhBBCCCGEEEIIIYQQQggh2kg6YAkhhBBCCCGEEEIIIYQQQgghhBBCCCFEG0kHLCGEEEIIIYQQQgghhBBCCCGEEEIIIYRoI+mAJYQQQgghhBBCCCGEEEIIIYQQQgghhBBtJB2whBBCCCGEEEIIIYQQQgghhBBCCCGEEKKNpAOWEEIIIYQQQgghhBBCCCGEEEIIIYQQQrSRdMASQgghhBBCCCGEEEIIIYQQQgghhBBCiDaSDlhCCCGEEEIIIYQQQgghhBBCCCGEEEII0UYKs9ls7u5EiJ4rJyenu5MgRI+hUqlwdXUlPz8fo9HY3ckRQnQTV1dXVCoVRqOR/Pz87k6OEKKbSL1ACAFSLxBCVJN6gRCihtQNhBAgdQNr5eHh0d1JEEIIYeVkBCwhhBBCCCGEEEIIIYQQQgghhBBCCCGEaCPpgCWEEEIIIYQQQgghhBBCCCGEEEIIIYQQbSQdsIQQQgghhBBCCCGEEEIIIYQQQgghhBCijaQDlhBCCCGEEEIIIYQQQgghhBBCCCGEEEK0kbq7EyCEEKJ3KHjoru5OggBcXnnris8kNtZD4mO9JDbWrbfGJ7e7E9BBemt8egOJjXWT+FivhmIDEh9r0VvzjtQLRGeTss26Sd6xbhIf69VY2SaEEEII0R1kBCwhhBBCCCGEEEIIIYQQQgghhBBCCCGEaCPpgCWEEEIIIYQQQgghhBBCCCGEEEIIIYQQbSQdsIQQQgghhBBCCCGEEEIIIYQQQgghhBCijaQDlhBCCCGEEEIIIYQQQgghhBBCCCGEEEK0kXTAEkIIIYQQQgghhBBCCCGEEEIIIYQQQog2kg5YQgghhBBCCCGEEEIIIYQQQgghhBBCCNFG0gFLCCGEEEIIIYQQQgghhBBCCCGEEEIIIdpIOmAJIYQQQgghhBBCCCGEEEIIIYQQQgghRBupuzsBQggh+o6komJeP3KCmKwcCiv1+NnbsTA0iFsjB2Krrr4kVZlMvHf8NKvjk8gsK8fbzparw0K4LWowaqX0G+5MJ3PzePXwCQ5n54AZhnm688iooUS4uV6x7uGsHF46dIxTufk4aDTMC+7HgyOisNdouiHlfUNL47MzLYMNSSkcy8klvrAYXztbtl29qJtS3Te0JDblBgOr4hL5JSWN8wWFlFUZCHRy4Lrw/lw/IBSVlG+dpqV5593jp/n1QhopxaWUVlXha2/HtABf7oiOwN3GpptS37u15rpTo0ivZ9aaDeRVVPLm1AnMC+7XhSnuW1oan5WbtnAgM/uK7Sf7+fDhrKldldw+pzX5R2808t9T5/g+PonUklIctRqGuLvxzPhR+NrbdUPqe7eWxCa1pJTpq9Y3uo9rw0N5bsLorkhun9PSvGMym/nqfDxfnosnpbgEW7WKSHdX7oyOZISXRzelvvdraXyk3aDrlVZV8cGpcxzLzuV4Th6Fej3/mDiGFWEhV6wbV1DE8wePcCgrB41SybQAXx4fPeyKOrXJbOaDU2f58lw8WWXlhDg7ctuQwSwKDeqqw+o1OiM+7xw/zbHsXI7l5JJbUcndQyO5Z9iQrjqkXqOjYxNfWMR3sYnsSs/gQnEJdho1EW6u3DtsCFEebl15aEIIIYQQogHSAUsIIUSXuFhaxooff8ZRo+G3g8Jx1mk5kpXDm0dPcio3j/dmTAbgoZ372Jh0gavDQxji7sbR7FxeP3qSi6VlPCsPITrNqdw8rt+4BV97W+4eGonJDF+ci2Plpq2sWnAVoc5OlnVP5+Xzu5+20d/ZkcdHDyOjtJz/njpLcnEx/71KHrR2htbEZ11iMhuSLhDp5oKXrXQa6Wwtjc2F4hL+vv8w4329uTliIA4aNTvTM/jr/kMcy8nlpUlju/lIeqfW5J2TufkMdnNlQUggDhoN8QVFfB2bwLbUi/ywaA52Grl16kitiU1trx85SYXB2MWp7XtaGx8fO1seGhFd5zMvO9uuTHKf0pr4VJlM/OHXnRzJzuHa8FAGurpQpNdzLDuPEn0V2HfjgfRCLY2Nm07HKw1c+3ekZ/BDQjKT/Hy6Oul9QmvyzosxR/nw9HmWhAaxclAYRXo9X52LZ+WmLXw1byZDPd278Uh6p9bER9oNul5+pZ63jp3Cz96OQW4u7M/IanC9i6Vl3LBpC45aDQ+MiKKsysB/T53jXH4hqxZchValsqz76uETvH/yDNeFhxLl4cYvF9J4YOc+FAoFC0MCu+rQeoXOiM9rR07gaWtDhJsrO9MzuupQep2Ojs235xP4Ni6BOUEBrBwURrG+iq/Ox3PNhl/471VTmCh1CCGEEEKIbiVPEYQQQnSJ7+OTKNJX8dXcmYS7OgNw/YD+mIE18UkUVupJLi5mQ9IF7oyO4L7hUQDcMDAMN52OD0+f48ZB4Qxyc+m+g+jFXjtyEhuVim/mXYWrjQ6AJaFBzF6zgX8ePsHb0yda1n318AmctRr+N2cGjtrqEa8CHOx4cm8MO9MymOwvjT0drTXxeXBENM9NGI1GqeQPv+4gNr+wu5LdJ7Q0Nh62tvy4eK6l/AP4zcAwHtt9gFVxidwZHUGQk2O3HENv1pq8U/v/NYZ5uXP3tj1sSU2Xh0AdrDWxqXE+v4Avz8Vx59BI3jh6squT3Ke0Nj6OWg1L+gd3Q0r7ptbE56PT5ziYmc2Xc2dIh5Eu0NLY2GnUDeaZ1fFJOGg0zOjn15XJ7jNaGh+DycQX5+KZGxTAK5PHWbafF9SPGat/5IfEZMlPnaCl8TmekyvtBt3A09aGPdcuxtPWlhM5eSz/8ecG13vvxGnKDQa+XzgLP4fqXr7RHm78/uftrI5P4voB/QHIKC2rjtfAMP4ybiRQPfrfDZu28mLMUeYFBcgowa3Q0fEB2LpiIQEO9uRVVDL26++74jB6pY6OzcLQQO4eFllnBPqrw0KYu3Yj/zp2SjpgCSGEEEJ0M7mLEUII0SVKqqoAcK83Io+nrQ1KhQKNUklMZg4AC+o95F4QEogZ2JCU0iVp7YtisrKZ4OttaeiG6pErRvt4sjU1ndJL8SvWV7E7PYPFocGWzlcAS/sHY69WszFZYtQZWhofAG87WzTSUN1lWhobNxtdnc5XNWYF+gMQV1jUNQnuY1qTdxoScKnhu0iv79R09kVtic2zB44wKzCA0d6eXZnUPqkt8TGYTM3mKdExWhofk9nMp6djmRXoz1BPdwwmE+UGQ3clu09oz3Unq6ycfRlZzA70R1drBBLRcVoaH4PJRIXRiEe96bjcbarvXW0kPp2ipfGRdoPuoVOp8LRtfnTLzcmpTA/ws3QgAZjo50OIkyMbky5YPvv1QhpVJhM3DAqzfKZQKLhhYH8yyso5kp3bsQfQy3V0fODyvZBon46OzRB3tzqdrwBcbXSM8vIkXtoVhBBCCCG6nTydE0II0SXG+ngB8MSeA5zOy+diaRk/Jqbwxbl4fjcoHDuNGr2pekqh+g3aNurqv0/m5ndtovsQvdFkOc+12arUVJlMnC+oHkXpfEEBBrOZKA/XOutpVSoGu7lwOregK5Lb57Q0PqLrtTc2OeUVQPVURKLjtTY+ZrOZvIpKssvLOZiZzTP7D6NSKCzXMNFxWhubjUkXOJydyyOjhnZVEvu01sYnqaiE6M9XMeyL1Yz/ei2vHTlBlcnUVcntc1oan7iCQjLLyxno6sJTew4S/fkqoj9fxcIfNrHvYmZXJ7tPaE+94MfEFExmM4tDgzoziX1aS+Njo1Yz1MON1fFJrE1IIr2klLN5BTy6ez/OWg3X1RohRnSclsZH2g2sV0ZpGbkVlQyp114A1SP5nM67HJvTeQXYqdWE1ZvWONrD/dJyiWNHa018RNfqiNjklJfjKu0KQgghhBDdTqYgFEII0SWm+Pty37AhvHfiDL9eSLd8fkdUBA+MqJ42IMSpuuHtcFYO/RwdLOvEZGYDkFlW3oUp7ltCnR05mp2L0WSyDPOvNxo5llP91mnNuc8qq+4s0tDbe562tsRkZXdRivuWlsZHdL32xEZvNPLx6fMEONgT5eHWJenta1obn5yKCiZ884Plbx87W16dMo7+9R4MifZrTWwqDAb+EXOUmyMGEOBgT1pJabekuS9pTXwCHR0Y5+PFAFcXyg0GNiVf4J3jp0kqKuaNqRO6Jf29XUvjk1RUAsDHp8/hrNPyzPhRQPUUN//3yw5WL5gl03R1sPbUC35ITMbL1obxvt5dkta+qDXx+efkcdy7fS8P7dxv+ayfgz1fzZtJYK17VdFxWhofaTewXtmXXi7xaqS9oKBST6XRiE6lIqu8HHcbHQqFos56XnbVI8/VtD2IjtOa+Iiu1d7YHMzM5kh2Ln+KjujUdAohhBBCiObJCFhCCCG6TICDPaO9PXl2/CjemjaRq8NCeO/EaT47EwvAtABf/O3t+EfMMTYnp5JWUsqGpBReO3ICtUJBhdHYzUfQe90wMIzEomIe33OQ2IJCzucX8Miu/ZZGoEpD9bmvvBQDbQNT3OlUSioMEqPO0NL4iK7Xntj8ff9h4gqL+MvYEahl2shO0dr4OGu1fDxrKu/PmMy9w4bgaqOjtEqm6+oMrYnN+yfPYjCZuD1qcHclt89pTXxemDiGu4cNYU5QAEv7B/PejMlcFx7KhqQLHMnO6a5D6NVaGp+yS9MNllQZ+HT2dFaEhbAiLIRPZk0D4D+nznZL+nuzttYLEguLOZmbz4KQQJT1OiOIjtOa+NhrNIS7OHHjwDDenjaRv44didFs5o6tu8irqOyuQ+jVWhofaTewXjXnXqtquL0ALrcpVBqMaBvoTFLTwaTCKHXwjtaa+Iiu1Z7Y5JZX8MCOvQQ42POHIYM6L5FCCCGEEKJFZAQsIYQQXWJ9YgpP7Y3hp2Xz8bW3A2BOUAAms5mXDx9jYUggrjY6/jNzCvds38Nd23YD1R19Hhk1lHePn8ZOLZetznLDwDAySsv44NQ51sQnARDl7sqtkYN498Rp7DTV576mMVTfwLRClY1MGSHar6XxEV2vrbH5z8mzfB2bwH3DhjAtwK8LU9y3tDY+WpWKiX4+AMzo58cEX2+u2/gr7jY2zOgncepILY1NakkpH5w8y1/GjsBeo+nGFPct7b3u/F/kQL6OTWBPeibDPT26IMV9S2vrbSO9PCz1bwA/B3tGenlwOEs6yHW0tuadHxKTAWT6wU7W0vgYTCZu+mkbY308eXrsSMv2E/28mb92Ex+cOssjI2VK3I7WmrJN2g2sU820kHpjw+0FcPnapFOr0DfQoaSmk4mNSuLY0VoTH9G12hqbsioDf/x1J6VVBr6aN0Pul4QQQgghrIDcyQghhOgSn5+NI8LNpc7DH4CZ/fxZHZ/E6bx8Jvr5EO7qzIYlc4krKKJQryfMxQkblYrnDx5ljLdXN6W+b3hgRDS3RA4itqAQR62Gga4u/PPwcQCCnRyBy9MBZJdfOa1Ddnl5g8Oli47RkviI7tHa2KyKS+TlQ8f4zYD+3Dk0squT2+e0J++M8PLAy9aGHxKSpQNWJ2hJbN44cgJvO1vG+niRemnqwZqRMPIqKkktKcXP3k5GjOkE7ck7NfW9Qr2+09PZV7UkPt521fUydxubK7Z3t9FxOi+/6xLch7Ql76xLSCbUyZEh7jIlcWdrSXwOZmZzvqCQx0cPq7NtsJMj/Z0dpfNiJ2pp/pF2A+vkaXtp+sBG2gtcdFpLJxIvW1v2Z2RhNpvrTENYM/VgTduD6DitiY/oWm2Jjd5o5M5tuzmbX8CHs6YywNWlK5IqhBBCCCGaIR2whBBCdIncigqctFe+iWUwV7/JZTSbLZ8pFArCXZ0tf29LTcdkNjPBz7vzE9rHOeu0jPL2tPy9Jz0THztb+js7ATDAxRm1QsGJnHzmBwda1tMbjZzJK2BecL8uT3Nf0lx8RPdpaWx+SUnjyT0HmR0UwF/Hjay/G9FJ2pN3Ko0mSqqqOjN5fVpzsUkvLSO5uIQZq3+8Ytu/7j8E++HQb5bhpNV2WZr7krbmnQvFJQC42eg6NX19XbP1NldnNEolmWVXPszLLKuQ+HSi1uSdo9m5JBeXcO+wIV2ZxD6tufjkXOroa6p1j1qjymTG0MBowKLjtDT/SLuB9fGxt8PNRsfJnCs7+B7PyWNwrQ4ig91c+CY2gbjCIsJdLsfxWE7upeWunZ7evqY18RFdq7WxMZnNPLJrP3svZvLG1AmM9ZGOp0IIIYQQ1uLKSaWFEEKIThDs5MjpvAISC4vrfL4+IQWlQsHARhp6KgwGXj9yEi9bGxaGBDa4jugcPyamcDw3j99HDLCMLOKo1TLBz5sfEpLqdEhYm5BMqcEgHbC6UEPxEdahsdgcyMjivh17Ge3tyT8nj5O4dZOG4lNWZaDcYLhi3U3JFyjU6xniLg+AukJDsbl/eBTvTJ9Y5999lzop/GHIIN6ZPhFbmWqoSzQUn2J9lWWqoBpms5l3jp8GYPKlKT1F52soPg4aDVP9fTmSnUN8YZFl3biCIo5k5zDRV+LTFZqrs627NP3gohCZfrA7NBSfEOfqkZbWJ6bUWfdUbh6JRcVESMeQLtPSex5pN7AecwID2JqazsXSMstney5mklhUzNxa7QUz+/mjUSr54myc5TOz2cyX5+LxtrNlhKd7l6a7r2hpfETXa01s/r7/MD8mXeCv40YyJyigq5MqhBBCCCGaIC3VQgghusStkQPZkXaR32z6lRsHheOq07I19SLb0y5ybXioZYqUe7btwcvOhjAXZ0r0VXwXl8iF4hL+c9UUHDRXjqAlOsaBjCzePn6aiX7euOp0HM3OZVVcIlP8fbhp8IA66z4wPIprN/zKyk1buG5AfzJKy/nw9Dkm+fkwxd+3m46gd2tNfM7mFfDrhTQAUopKKK6q4u1jpwAY5ObCzH7+XZ7+3qylsUkrKeX2LbtQAHODAtiUdKHOfga6ujDIzaVrE98HtDQ+ScXF/P6nbcwPDiTU2RGlQsGJnDx+SEgmwMH+inwm2q+lsak9AkaNmtGuotzdmBUoDxw6Q0vjczovn/t37GVhSCBBjg5UGI38nJLGoawcrhsQSqRMp9YpWlVvGxHF3ouZ/G7zVn53admnZ87jrNNye9Tg7kh+r9aa2AAYTSY2JF5gmKc7QU4O3ZDivqWl8Rni7sZEX2/WxFe/dDLJz4fs8go+OxOLjUrF7yOkXtAZWpN/pN2ge3x2JpYivd4yTdqWC+lkXOos8rvB4ThqtdwRHcGm5AvcuHkrNw0Op8xg4IOT5xjo6syKsBDLvnzt7bhp8AA+OHWWKrOJaHc3fr6QRkxWNv+cPA6VUt4bb62OjA/A9/FJpJWUUnGps/3BzGxL28LS/sH4O9h34dH1bB0Zm49On+Pzc3EM93THVqVibXxSne+aFRiAnUYe+wkhhBBCdBepiQkhhOgSY3y8+HreTP517BRfnIujoFJPgIM9DwyP4g9DBlnWG+Lhyqq4RL46n4CNSsUobw9enTJO3jLuZN52digVCj44eY7SqioCHO25f3gUN0cMQF2v4TPS3Y1PZk/j5UPHeP7gUew1aq4JC+HBkdHdlPrerzXxOZWXz+tHT9b5rObvZf2DpQNWB2tpbFJLSim+NGrcX/cfvmI/dw+NlA5YnaCl8fGxs2N2UAB7MzJZE59ElcmEv4MdNw4K547oCFxlmq4O15pyTXS9lsbHz96OUV6e/JySRnZ5BUoF9Hd24u/jRnL9gP7deAS9W2vyT7iLM5/Pnc5Lh47zzvHTKBQw3sebR0cNxcferpuOoPdqbdm252ImORUV3BEtneG6Qmvi896MSXxw6hw/JqawMy0DjVLJKG9P7hs+hFCZ/rtTtCY+0m7QPf576ixptUbn+SkllZ9SUgFY0j8YR60WX3s7Pp8zg+djjvLK4eNolEqmBfjx+Khh6FSqOvt7eGQ0zjoNX52LZ3VcEsFODrwyeSyLQ2VEwLbo6Ph8G5vAgcxsy9/7MrLYl5EFVL8kIR2wWq4jY3MmrwCAI9m5HMnOveK7tq7wlA5YQgghhBDdSGE2m83dnQjRc+Xk5HR3EoToMVQqFa6uruTn52OsN1VLb1Dw0F3dnQQBuLzy1hWfSWysh8srb+Hq6opKpcJoNJKfny/xsRKSd6ybxMe6SXysl8TGukm9wHo1lHdA8o+1kLLNukl8rJeUbdatJj616waJt6zs5lSJGlK2Wa/Gyraerrc/S+ipPDw8ujsJQgghrJy8WiyEEEIIIYQQQgghhBBCCCGEEEIIIYQQbSQdsIQQQgghhBBCCCGEEEIIIYQQQgghhBCijaQDlhBCCCGEEEIIIYQQQgghhBBCCCGEEEK0kXTAEkIIIYQQQgghhBBCCCGEEEIIIYQQQog2Und3AoQQQgghWmpVXCKP7T6Av70d265e1N3JEUIIIYQQokd68+hJ/nXsFGO8Pfl87ozuTo5ogYOZ2bx/4gzHc/Io1Osxmc1c1c+fd2dM6u6kCSFEhwv/5GsA/jdnOmN9vLo5NUIIIYQQQrSMdMASQgjRJxRW6pn47Q9UGo0A/LxsPsFOjt2cqr6lpvGsLf4xcQwrwkI6MDWiKTUP5OrTKpW42uiIdHNlSf8g5gX1Q6FQdEMKRX3TvltHWmkZy/oH89KksU2uW9OREWDrioUEONh3RRJ7rdr5xUal4pflC/C2s21w3dSSUqavWg/Ig4SuJuWadZL6mfUymkxsTkll64V0jubkklteSYXRiKNWQ4iTI6O8PFkcGsgAV5fuTmqf1Vi5BtXXI287W0Z4eXD9gP6M8PLo4tSJxrQ1bx3JzuF3m7diMJtRAC46HSqFAietpluOozdoKg81JPam6zoxNX1ba2Ihceh69ePz2pTxLAwJbHKbW3/Zwfa0i5a/5b6z88l9qRBCCCGEdZAOWEIIIfqEHxKSLQ/3AL6LTeShkdHdmKK+x8PGpsHPywwGygyGJtexUak6LV2iabVjUlxVRWZZOZll5WxJTWe1fxJvT5+ITuIjBAAVRiP/OnaSZ8eP7u6kiCZIuWY9pH5mnY5k5/DorgMkFhVbPtMoldhr1BRU6jmUlcOhrBzeP3mG2YEBvDZlHFrJM92qdrlmwkxhpZ7k4hKSi0tYE5/E3UMjuWfYkG5MoYD25a1PTp/HYDYz0suD92ZMwkWn667D6JUauw8VXU9iYf1WxSU22QErs6ycXekZXZgiUZ/clwohhBBCdB/pgCWEEKJP+DYuAYDfDgrns7OxrIlP5P7hQ1Apld2csr5j73VLGvy89lt6ja0juk/tmJjMZuILinju4BF2X8xke9pFXjtygsdGDeu+BAphZVbFJnJLxCBCnGUUH2sl5Zr1kPqZ9fn1Qhr3bNuD3mTCVafllshBzAkKsIxMZjSZOJ1XwObkVD4/F8dPKalUGI3SAaub1a9DG00mjubk8uyBI5zMzedfx04xyc9HRsLqRu3NW+fyCwFYEBwona86gdyHWg+JhfVy1emoNBrZczGTi6Vl+NrbNbje9/FJGM1mAhzsSS0p7eJUihpyXyqEEEII0T2kVVMIIUSvdyo3jzN5BThpNTw6aigBDvZklVewrdZw6EKI5ikVCsJdnXl/5mSCHB0A+Op8PAaTqZtTJkT387W3Y5CrMwazmX8eOd7dyREtJOVa95H6mfVJKirmoZ370ZtMhDk7sXbRHG6LGlxnWkiVUkmUhxsPjYxm64oFXNXPvxtTLBqjUioZ6eXJO9MnWT775UJaN6aob+uIvFVxabRAO428SyuE6B52ahVzggIwmc2sjktsdL1Vl5Yt7x/cRSkTtcl9qRBCCCFE95K7diGEEL3et7HVjT/zgwPRqVQs6x/Mv46dYlVsIjObeWi0My2DVXEJHMnOJbeiEhuVCh97W8Z4e7IoJIjh8hZ5tzqZm8e/T5wlJiubgko93na2zAr0587oSJx12u5OXq+lU6mYF9yP906cobTKQEJhEd52dvyUksrOtAziC4vILCun3GDAw9aGEV4e/G5wOMM9Jb+I3ksJPDgimj/8upPNyakcy85lqKd7i7cP/+RrAP43Zzqhzo68c+w029IuklVWjpNWy3hfL+4cGkl/Z6dOOoK+raFyLb9Sz42btwIQe9N1jW5bO3Zjfby6JL29QVvqZ4/s2s+a+CSW9Q/mpUljWRWXyFfn44krKEKpgCHubtwZHcGYS3EwmEx8cS6O1XFJJBUXo0DBSC8P7h8+hEh3ty471p7itSMnKKmqQqdS8c70SY2ObFHDRafj3RmTMJvNQPUD18d2H8Df3o5tVy/iYGY2/zl5lmM5uZQbDAQ7OfLbQeFcEx5q2cfW1HQ+Pn2eM3kFlBsMhLs4cUvkIBY0MbWRaDlfeztcdVryK/WUVRlate2p3Hxu/WUHORUVTPLz4a1pE7DXaDoppb1be/JWzTWmxmO7D/DY7gOWv7euWEiAg32npFs0zmAy8V1cIusSkoktKKRYX4WDVoOrTsdgNxcm+fnUKetEx9ufkVWnnnY2r4D3TpzhYGYWhfoq/B3suCYslN9HDEB9aWTNQ1nZfHDyHMdycims1BPk5MANA8NYOTAMhULRnYfTY6wIC2FNfBKr45O4c2jkFctjMrNJLCqmn4M9o709m9xXYaWed0+c5qfkVDLLynHWaRnp5cFtUYMZIvW0NmvvfSlUj8q4Oj6JHxKSOZdfQEmVATedjuFe7tw4KFzueYQQQgghmiAdsIQQQvRqlUYj6xKTAVh26e27pf2DeevYKbamppNTXoGHrc0V25UbDDy66wAbky9YPrPXqDGZzZzLL+RcfiEHM3NYt3hOlxyHuNIPCck8tvsAVSYTjhoNRrOZ1JJSPjp9nl3pGXw7/yp5SNSJfOxsLf8vqTKw6cx5y1SSKoUCh0vnPr20jPTEFH5MTOHJMcO5afCAbkmvEF1hWoAfY7w9OZCZzSuHj/PZnOmt3seF4hLu37GX7PIKbFQqNEolORUVrEtM4aeUNN6ZPpEp/r6dkHpRv1wTnaet9bPaajpjqRUKdGoVRXoDey5mciAji7enT2Kinze3b9nFrvQMNEolGqWSUkMV29MuciAziy/mzpCHe7XklFewKTkVgMWhga2arqahh9bfnI/nz/sOYTabcdBoKDcYOZNXwBN7DpJcVMJDI6N54+hJ3jp2CqVCgb1aTYXRyIncfO7bsZdCvZ4bBoZ12PH1VRmlZeRX6gFaFdPd6RncuW03pVUGloQG8cLEMWhkatA2aW/e8rCpLgvzKisxXcpPNrWm/FRJp5EuZzSZuPWXHey+mGn5zFGjoazKQEGlnsSiYjYkXZAOWF1oe+pF7ty2m0qjEUeNBr3RSEJhMS8eOsbJ3Hxenzqeb87H8/S+Q5Z8pDeZiC0o4m/7D3OxtIyHRw7t7sPoEcZ4exLo6EBKcQkHMrIsnd5rWEa/CgtpslNbakkpN27aQlppGQAapZJyg5FNyan8eiGdf02d0HkH0Qe05760WK/njq272Z+RBVRfZ+w1arLKy9mUnMqm5FRuiRwoU7YLIYQQQjRCOmAJIYTo1TYlX6BIX0WQowMjLo1WFejowEgvT2KyslkTn8Qfhgy6YrvHdld3vlIqFNwaOZAbB4Vb3lTOq6hkV3oGMZnZXXos4rK8ykoe332AZf2DuWtoJL72dpQbDKyKS+T5g0eJLSjiPyfPct/wqO5Oaq+VWlJm+b+zTouXnS13D41kRj8/Brg4o1WpMF/qFPfJmfN8eiaWFw4eZZSXJ5Hurt2YciE610Mjo7l2w6/sy8hiR9rFVneWev7gURy1Gj6aNZWJvt4oFAqOZefy5N6DnMsv5N7te9mwZG6zo2eI1qtfruWUV3Rjanq3ttbPavx6IQ290cQz40exNDQIG7WahMIiHty5j5O5+Txz4DDTA3w5mZvHm1MncFWgP2qFglN5+dy7fS8pxSU8e+AIX82b2VWHbPX2ZWRhujSS1azAgHbtK6+ykr/uP8yNg8L4U3QE7jY2FFRW8vzBo6yJT+I/p87ipNPw7vHT3D88it8OCsNRqyWrrJzH9xxgR1oGL8YcY1FIII5aGdG0LYwmE8dz8nj2wBEA3G10ls6OzVmXkMyjl15yuCViII+OGiojw7RDe/PW3uuWADDtu3WklZbx1JjhrAgL6dA0itZZn5jC7ouZ6FQq/jJ2BPOD+2Gv0WA2m8mrqORQVo6lk7HoGg/s3MtV/fx4ZORQ/BzsKamq4v0TZ3jvxBl+TEphsJsLbxw9yQ0Dw7gzOgJ3WxsKK/U8f/AIq+OT+ODUOa4OC21VB8m+SqFQsLx/MK8fPcl3cYl1OmCVVRnYmFTdjrYiLISU4pIG92E0mbhn227SSstw1mp5ZvwoZgX6o1YqiS0o5Om9h3hk9/6uOqReq633pY/vOcj+jCw0SiWPjRrKNeGh2KrVZJeX8+rhE3wXl8h/T50j0NFBOssLIYQQQjRAOmAJIYTo1b67NL3N0noPHJb1DyImK5vv4hKueMC352ImG5KqR756eswIVg6q26DgZqNjcWgQi0ODOi/hoknlBiPL+gfz3ITRls9s1WpuHBTOheISPjx9nvWJKdIBq5MU66tYl1D9UMFFpyXEybHBadEUCgX9HB14aswIjCYz/zsXx+fnYnl+wpiuTrIQXWa4pwezAv35OSWNVw4fZ7KfT6seXFcYjXxz1VWEuVzOU0M93flk1jTmrt1IQaWe90+c4a/jRnZG8vushso16YDVedpSP6utSF/FK5PHsiT08vahzk68PmUCV635kdSSUj47G8eXc2cwqtb0N0Pc3Xh2/Ch+99M2DmXlcLG0TDozXhJbUGj5f4Rb+zpKlxuMXBseyp/HjLB85qLT8cKE0RzMzCa1pJSXDx3n/uFR/Ck6wrKOl50tr0+ZwKRvf6DMYGDLhXSWtLDTUF83/uu1lv+bMFNYqcd4aZSXxaFBPDA8CqcWdGb78NQ5/hFzFIDHRw3j/yIHdlaS+4yOzFui89TOQw2ZH9LPUqYdzs4BYGn/oDqjXCkUCtxtbZgdFMDsoPZ1ZO3LmorFp7OnEe7qfMXnUe5uvDZlvKXO7aDR8OCIaGIyc4jJqh4B6NrwUJ4ee/m65KzT8vyE0Ry4dF3akJTS4JR64krLw0J489gpNien8pexIywjj29ISqHUYGCirze+9naNdsDanJLKidx8AN6cNoEJvt6WZeEuznw4awoLf9hMkb6q8w+mF2vLfenR7Fw2Xxq18emxI7h+QH/LMk9bW16YOIbiqio2J6fy+pGTrAgLQVdrVEYhhBBCCFE9JbQQQgjRK6UUl7A/IwsFVz7gmxcciI1KRUJhMYezcuos+y42AYABLs5XdL4S1uPOWg/sapvZzx+A5OISyg0yhVRHKtLr2XMxk9/9tJXM8nIAfjd4AMoWdC6ZFuAHwKHMnGbWFKLne3BENCqFgjN5BaxLTGnVtvOC+9XpfFXD3daG31xqAN+Q1Lp9isa1p1wTbdPW+lltfvZ2LA65siN8kJMDQY4OAIzy8qzT+arGGG9PtJemUjuXX9Dm4+htCiorLf930bV/1Kk/Dhl8xWcqpdLykFWnUvH7BqYldtRqGObpDsDZ/MIrlouG5VRUWP7lVVRivDTiUoXBQLG+qtkOpWazmX/EHOWFmKOolUpemTxOOl91kI7OW6Jz1M5DDf0rrtURpKYzo3TU7hxNxaHKbGpwmz9GDW6wY8lkfx/L/2+Lavq6dE6uOS3ma2/HBF9vygwGy8uLAKvikgC4upnpN9dfuj8a6eVRp/NVDVu1usmO+KLlWntfWnOf6WNny7WNxPG+YdUvOuZXVs8OIIQQQggh6pIRsIQQQvRaq+ISMQOjvT0JcLCvs8xRq+GqQH/WJ6bwbWyCZfobgCPZuQBMv9RhRFgfF52WIKeGpwfwtrO1/L+wUo+tWqo77RH+ydeNLlsSGsSfajVkpxSX8MXZOPZlZJFSXEKpwWCZcqVGRll5p6VVCGvR39mJFWEhfBObwOtHTjAvuB8aZcvefRlXaxqPK5b5evPuiTPkV+q5UFxCv0sdTUTrtKZcEx2vrfWz2oa4uzX6Br+HrQ3JxSVEezQ80oxKqcTVRkdmWTmFen27jkU0rLqe1nD55G5jA0CYsxN2mobraB621esUSXxaLPam6+r8XWk0El9YxP/OxvJtbCK70zN4fer4BqfAM5hMPLxrP2sTkrFXq3lr+kQm+flcsZ4QvVn9PNSUqf6+vH/iDL9eSOeWX7azNDSYMT5ede5DRdu1JhY1oj3cGvzcw0YHVF+XAhupN9dcl6RO0DorwkLYlZ7BqrhErgkPJbmomJisbJy1WmYF+je57clLo181dd8zvollouVae196IudybBp7ISXMxQlvO1syy8o5mZtveQlSCCGEEEJUkyeS7VRSUsLJkyeJi4sjPj6euLg4Cgur35h57rnniIpqfuqjvXv3snHjRuLj46msrMTDw4PRo0dzzTXX4OR05dvvrZGQkMCaNWs4ceIERUVFODs7M2TIEJYvX05ISEi79i2EENbMZDazOq56eptljUxdsrx/MOsTU9iYdIGnxgy3DJuefelNVj8HmZLGWtk30alKVasxyVCv849oPY9LDdIAWpUSV52OCHcXFocEMa7W26o/Jady/4696E2X30p20GjQqZQoUFBlMlGo11Mmo5KJPuLuoZH8kJDMhZJSvjwXx+8aGOmlIT5NPLyr/WAvt6JSOmC1UUvLNdHx2lM/q82+kY47AKpLD4sa2q6G+tI6BpPUE2q46HSW/xdU6tvVkaCpeppaWROf5mNYZWp4pBPRPJ1KRYSbK89PGENBpZ6fU9J4dNcBxl3tjaO2bt44nJ3L4UsvoLwwcYx0vupgHZm3hHUY5e3JwyOH8tqRE+xIy2BHWvUIMD52tkzw9WZZ/2CpT3Qxh0au+TVtAy25LhnkmtMqswL9cdZqOZSVQ1JRsaV+tzAksNkp6XIvtbk1VR76yBTRHaY196V5FTWxafr8+1zqgJUrIwEKIYQQQlxBOmC10/79+3njjTfavP17773Hhg0bAFAqleh0OtLT01m7di3bt2/nueeeo1+/fm3a9/bt23njjTcwXHrQaW9vT25uLtu3b2f37t3cf//9TJ48uc1pF0IIa7YzLcMy0s4Tew7yxJ6Dja5bemnY9GsuDa8tkw4Jcdne65Y0u05+RSWP7j6A3mRivI8Xdw6NZKiHGza1Grr3XMzkpp+2dWJK+zadurqRu9JobHbdilqd4GyaaRwXbedjb8dvB4fzn5Nneef4aVaEycsP1qIl5ZroHO2pn4nOFe7ibPn/6bx86STSi1wX3p+fU9Iorqpie9pFFoYE1lk+0NUZBdVTPr4Qc5QIN9dGRzATrSd5q3f6w5BBLA4NYkNSCgczsjmcnUNGWTmr45NYHZ/E3KAAXp0yvsUjoArR0+hUKhaGBPL5uTi+iU1gXUIygNzzWCG5LxVCCCGE6FpyF9gBXF1dGTVqFNdffz0PPPBAi7fbvHkzGzZsQKFQcOONN/L111/z9ddf88YbbxAUFERBQQHPPvssVVVVrU5TSkqKpfPVpEmT+Pjjj/nyyy/5+OOPmThxIgaDgddff53U1NRW71sIIXqCb+MSWrX+d7GX16+Z9iS9pKxD0yREb7U97SIlVVU4a7W8P3MyY3286nS+Asgul6kHO5PbpdEVMlswxWPNOkqFAmedtlPT1dfdNmQwzlotuRWVfHjqXIu2aWqaztrxdbfRNbqe6BiqWtNuNNa5sVimq2mV9tTPROeqPdXMzynSTtCb1B7VN7Wk5Irlzlotn86ezmA3Fy6WlrFy8xYSC4u7Mom9muSt3svbzpabIwbyzoxJ7LtuKesXz+HaS52GNyWn8sW5uG5OoRCdq6Yjz8enz5NRVs4AF2eiGpkOsjb3S21uTd27ZpRK+0FHaul9qdulkYIzyppuD625Z62JpRBCCCGEuEw6YLXTtGnT+OSTT3j66ae54YYbGDVqVIu2q6qq4osvvgBg/vz5XHvtteguPTgLCQnhz3/+MzqdjosXL/Lzzz+3Ol2ff/45BoOBkJAQHnzwQdzcqm9+3NzceOihhwgJCaGqqorPP/+81fsWQghrl1tRwZYL6QD8a9oEjt6wvNF/qxZcBVRPvZFQWATACC8PALakpnXPAQjRw1wsrW6cC3F2xLaR6R32pGd2ZZL6nEh3V6B6ZIWyqqaneYzJygGqR7yQt/I7l7NOyx+jBgHw39PnLFM6NGV/Rlajy/ZdrF7motPK9INdwFl7uYNiTTlX39HsvK5KTo/X3vqZ6FwetjbMCQwAYF1CSqs64JhlymerVvshdmP1NFcbHZ/OnkakmyuZZeXcuHmL5L0OInmr7xjo6sJzE0Yz8lJ7wm65/xG9XJSHGwNdnS1TBl/dwpGVhly6d23yvidD8k9Haul9aZRHdWz2ZWRhauQaFF9YZOk8F+XefIc7IYQQQoi+Rp64tJOqjdO2HD9+nPz8fBQKBcuXL79iuZeXF1OmTAFg27Ztrdp3aWkpBw9WT+WwdOnSK9KoUqlYunQpAAcOHKCsmTcahBCip1kbn0yVyYSjRsOMAD/sNZpG/0V7uBPq7AjAt7GJAFxzqdEotqCIz8/KW6tCNMdRqwEgqai4wVFiTuflsy4xpauT1acsCK6eTqjcYOTTs+cbXe9QVjYxmdkAzA9u2zTXonV+NygcHztbSqsMvH3sdLPrb0y60OBD77yKSr46Hw9I7LpKsLOjZZrOzclXjlpiMpt5/+SZrk5Wj9Xe+pnofPcPj8JerabCaOTObbvIaKTjYY3CSj13bt1NcRtG7RZdZ11isuX/TT0oddHp+HTONKLd3cgqr+DGzVuJK5BOWB1B8lbv0tyU37pLdQelosnVhOgVHh4xlFsiBnJLxEAW9w9q0TY1964xWTkNdsKqMBj44NTZDk2naNl9aU1sMsvK+aaRkWjfOHISAFedjol+3p2TWCGEEEKIHkw6YHWT48ePA9CvXz88PT0bXGf48OEAnDt3jooWvC1f4/Tp0xgM1SMfjBgxosF1aj6vqqrizBl5aCCE6F2+vdRIcFWgP9oWdJSdF1T9IPv7+CQMJhPjfL0tjQ5/P3CYVw4drzPyRV5FJd+cj+fx3Qc6IfVC9DyT/HxQKhQUVOp5YMc+y0MlvdHIhqQUbv55Ow6ahkdcEB1juJcHc4KqR1d47chJ/nm4brlVrNfzbWwCt/26CzPQz8GelQPDuym1fYuNWs09w4YAsCU1vdn1dSoVt/yyg93pGZaRL47n5HLTT9vIr6zEXqPmtiGDOzXNoppGqbTkq3dPnGZDUgr6Sw9dEwqL+NPWXZzLL+jGFPYs7a2fic4X4uzIy5PHolEqiS0oYvG6n3j/xBmSiy6P2GM0mTiVm8/rR04wY/V6fpIp1axWdnk5rx4+wZr4JACGeboz3NO9yW2ctFo+nj2VYZ7uZJdXcOPmLZyXcq7dJG/1Ln/auovHdh9ge+pFimpNRVxQWcnbx06x92L1yD3TAvy6K4lCdJmpAb48NnoYj40ehrtNy6ajmxMUQKRb9UhLd23bzabkCxgv1fXiCoq45Zcd5FVUdlqa+6qW3JcO9XS33P/8ff9hPjsTS/ml50zZ5eU8uecgG5MvAHDf8CGWDqdCCCGEEOIyeRLWTS5cqK6oBgU1/mZIzTKz2UxqaiphYWGt2reLiwvOzs4NruPs7IyzszOFhYWkpKQwcuTI1iRfCCGs1pHsHOIujRwyN6hlI4TMC+7H28dPk1NRwbbUi1wV6M8LE0dTZTLxU0oq7588w/snz+Cg0aAAy5vIg1xdOukohOhZgp0cuTVyIP8+eZafUlL5KSUVR42GCqORKpOJAAd77h8exYM793V3Unu1f0wcQ6XRyLbUi7x34gzvnTiDvVqNWqmkSK+nZgKBECdH3psxyTJymeh8y/sH88GpsyS0YNqhJ0YP49UjJ/j9z9uxVatQoqD0UqO3VqnktSnj8XOw7+wki0seHBHNvotZZJaXc+/2vWiUSnQqFSVVVdhr1Lw/YzI3bt7a3cm0eh1VPxOdb1ZgAJ/Nmcajuw6QXFzCK4eP88rh42iUSuw1aor0VZYpaRTAwpDARqe1E11n/Ndr6/xdaTTWGT1poKszb02biELR/JA8jlotH82ayi0/b+dwdi43bt7Gp7OnMcjNpaOT3adI3rJu9fNQQ96ePpERXh5UGIysiktkVVz1CI0Omuo6dUmtPDc3KIBrw0M7J7FC9HBqpZI3p03gxs1buVhaxt3b9qC9VMcurqpCo1Tyr6kTuH3rru5Oaq/TkvvSFyaMJr+ikgOZ2fz9wGGeP3gEe42mTpvCLZEDuWFgy55VCSGEEEL0NXIn303y8vIAcHNrfPj32svy8/NbvO+adZvad83ywsLCVu1bCCGs3XeXpqlx1GiY1MKhsAe6utDf2Yn4wiK+jU3gqkB/bNVq3p4+ka2p6Xwbm8Dx7DzyKitx0KgZ5OrMGB8vFoe0bHh1IfqCh0cOJdzFmc/OxnI+vxCD2USgowOzA/35w5BBnM4r6O4k9noOGg3/njGZ7WkX+T4+mWM5ueRWVFBmMOBha8MgVxdmBfqzPCxE3lTtYiqlkgeHR3Pntt3NrtvP0YG1i2bzzrHTbE1NJ6u8AncbHeN9vbkzOpIwF6cuSLGo4Wtvx7cLruKtY6fYnnaRvIpK7NVqZgX6c2d0BEFOjt2dxB6ho+pnomuM9PJk89J5bExOZWtqOseyc8mtqKS0yoCzVkt/Z0dGe3uxtH8Qoc5SJlmDnHqjpmuUSjwvXfvnBgWwtH9wi0aeq+Gg0fDhrKnc+stOYrKy+d1PW/lo1jQi3V07Oul9iuQt61U/DzWk6tIIPU+PHcH2tIscyMgmubiY7PIK9EYT3ra2DPFwZVn/EMsIMkKIhgU6OvDDotm8e/w0P6WkkVlWjk6lYqKfN7dFDWZIE1PmirZryX2po1bLp7OnsTo+ibUJyZzNK6DMYMDT1obhXh78dlA4Y328ujDVQgghhBA9i8JcM6+F6BAlJSXccMMNADz33HNERUU1uN7tt99Oeno61157LTfeeGOD6xgMBpYvXw7Agw8+yNSpU1uUhrfeeouffvqJwYMH8+KLLza63iOPPMLZs2eZM2cOd955Z4v2XV9OTk6bthOiL1KpVLi6upKfn4/x0vQ1vUnBQ3d1dxIE4PLKW1d8JrGxHi6vvIWrqysqlQqj0Uh+fr7Ex0pI3rFufSE+4Z98DcD/5kzvcQ3afSE+PZXExrpJvcB6NZR3QPKPtZCyzbpJfKyXlG3WrSY+tesGibes7OZUiRpStlmvxsq2nq63P0voqTw8PLo7CUIIIaycsrsTIIQQQgghhBBCCCGEEEIIIYQQQgghhBA9lUxB2E1sbGwAqKysbHSd2svs7OxavG9bW9tm9117ec36Dfnf//7HF1980ejyq6++mptuuqnFaROiL1MoFAA4OzvTGwcfLOjuBAig+k3J+gq6PhmiEa6uriiV1f3flUolrq6uEh8rIXnHukl8rJvEx3pJbKyb1AusV0N5ByT/WAsp26ybxMd6Sdlm3WriU7tuIKyHlG3Wq7Gyrafr7c8ShBBCiN5KOmB1Ezc3NxISEsjLy2t0ndrLWlOJdHNzu2L7pvbf1L5LS0vJyspqdHlZWRkqlarFaRNCSAOK6FxSJlu32vFRKBQSLysisbBuEh/rJvGxXhIb6yb1AuslsbBuEh/rJvGxXhIb61Y/PjWdL4R1kPxjvXp7bORZghBCCNGzSAesbtKvXz9iYmJISUlpdJ2aZQqFgoCAgFbtG6CgoICioiKcnJyuWKewsJDCwkIAAgMDG92Xvb09Xl5ejS63s7OT+aeFaCGFQoFSqcRkMslbK6LTSJls3YxGI0qlEoVCgdlsxmQydXeSxCWSd6ybxMe6SXysl8TGukm9wHpJ3rFuEh/rJvGxXhIb61YTn9p1A2E9JP9Yr94aG3mWYJ16e4c/IYQQ7ScdsLpJdHQ0a9asISUlhZycHDw8PK5Y58iRIwAMHDjQMmVhS0RERKBWqzEYDBw+fJhp06Y1um+NRsPgwYMb3deNN97IjTfe2OjynJwc8vPzW5w2IfoylUqFq6srhYWFvfbGUHQ/KZOtW35+Pq6urqhUKkwmk8TLikgsrFtfiE/sTdd1dxLarC/Ep6eS2Fg3qRdYL4mFdZP4WDeJj/WS2Fi3mvjUrhsI6yH5x3r11tjIswTr1NCzXCGEEKI2Gbuym0RHR+Pq6orZbGbNmjVXLM/OzmbHjh0ADXagaoqdnR2jR48GYO3atVdUzoxGI2vXrgVgzJgx2NnZteEIhBBCCCGEEEIIIYQQQgghhBBCCCGEENIBqwMUFRVZ/pWUlFg+Ly0trbPMYDBYlmk0Gm644QYA1q9fz3fffUdlZSUAiYmJPPPMM1RUVODr68usWbOu+M5ff/2VxYsXs3jxYjIzM69YvnLlStRqNfHx8bz66quWtwDy8/N59dVXiY+PR6PRsHLlyg49F0IIIYQQQgghhBBCCCGEEEIIIYQQQvQlMgVhB2hsir7nn3++zt/PPfccUVFRlr/nzJlDYmIiGzZs4NNPP+Xzzz9Hp9NRVlYGgIuLC0899RQajabVaQoMDOTee+/ljTfeYOfOnezatQs7OztKS0sBUKvV3HvvvQQEBLR630IIIYQQQgghhBBCCCGEEEIIIYQQQohq0gGrm91+++0MHTqUDRs2kJCQYBn1asyYMVx99dU4Ozu3ed9Tp06lX79+rF69mpMnT1JUVISbmxtRUVEsX76ckJCQDjwSIYQQQgghhBBCCCGEEEIIIYQQQggh+h7pgNUBfvjhh3ZtP378eMaPH9+qbWbOnMnMmTObXS80NJSHHnqorUkTQohe5ZZftjMjwI+Vg8KbXXdtQhKfn43jm/lXdUHKeq/UklKmr1rPod8sw0mr7ZB9vnv8NOfyC3l9auuunaJr/XlvDI5aDY+MHNrsugczs7l/x152XbO4C1LWtw39fBXfzJ/JQFeX7k6KaCXJJ1daFZfIx6fPs27xnG75/taUc6JjtaaeNu/7jTw8cigz+vl1QcpEekkp89ZuYtc1i3DsoLqfaJn2lInTvlvHk2OGMyswQO6DWqn+ea9f5nx9Pp43jp6ktMrAF3NnEOnu2qHf35fvjbqrXtuacy5lYveRelrnGvHFat6dMYmxPl7Nrrty0xauCvTn5oiB7fpOyU/Nq309b639GVncsWUXh29YDrSuDVUIIYQQQlwmHbCEEEL0CI/tPsCquEQ2LplHmItTs+s/sms/TloNT40ZYfnsv1dNbfH3LQkNZklocFuS2qcM/XyV5f8VRiMqhQKNUgnAKG8P/jZuVId/5x3RER2+z55i5aYtHMnORaNUolEqGejqzOOjhzHE3a1V++nojnFvHj3JmbwC3p0xyfLZM+NbHvvR3p59slNJQ42jndFpsbZjK1d0+D57qpWbthCTlcPahbMZ5OYCQJFez8gv17B1xUICHOzbtf/2NH43pK/mE2i87Gut8E++Zu2i2US4dczD79aUc71Va+tnHaU19bSNS+d1bmJ6gZjMbN49cZqj2bmYzeDvYMei0CB+P3gAWpWqVfvyc7CXa00L1S7bFICvvR33DBvCvOB+3Zquvnof1FH5oHaZU2Uy8cyBI3w0ayqjvT07I9m9/t6odj6poVMpOXD9sg4pa9pS927NOZcyseEYPjIyutM7dfSVetrKTVs4kJnNx7OmMtHPx/L5f06e5aVDx7hpcHiddrGerC/kp86+R22N1rShCiGEEEKIy6QDlhBCCKtXUlXFxqQLuOi0fBebwGNteOgqOkftxq+G3mpMLSnt0O+rMpnqNNz2RQ+PjObmiIFUGo28cug4t2/ZdUWnDDlPvZPBZEItce1QzloNrxw+zgdXTenupIhmNFT23T88qruT1ad1V/1MrnEda8uFdB7YsZd7hw/h5UnjcLPREV9YxPsnzpBdXoF/Kx70SWxar6ZsM5vNbEu7yJ1bdxPt4daq8w7V5160XUfmg9pyyiuoNBoZ6Orcpu0lT1WrySei52pvDCUvNC3UyZFVcYl1OmCtiksk1NmxG1Ml2kruUYUQQgghejbpgCWEEMLqbUhMwVat4oHhUbx65AQPjoxGo1RiMpv57GwsX5yNI7OsHA9bG54eO4LEomLWJSSjUCj4NjYRP3s7Ni6dV6eDUM3Q2o+NGsq/jp2iwmjk6rBQHh1VPTx9/akk6o+a8dHpc/ySksbnc2dYlj89ZgSfn4sjvbSU2YEB/HnMCJ7eF8P2tIsEOjrw2pTx9HfuutEhrMmWC+n869gp8isquSrQn+cmjLY0oO5My+Dlw8e4UFxKoKM9j4wcamk4fGTXflQKBaVVBnakX+SB4VEUVOotoy019MbyswcOU6Sv4qVJYy3Ln58wmneOnyavopIbBoZxc8QAHt61n2M5uUS4ufLG1PF42tp22/lpC51KxTXhIXx85jx//HUn7ja6OudpeVgI/zh4lC2p6QDM7OfP46OGYadRs+LHnwGY/O06AP4+fiRX9fPnwZ37OJKdi95oYpCrC0+PHc7gWiPFrEtI5t8nz3ChpBRnrZZ7hg3BSavhvRNnMJnNlhHRjq1cUWcUupo4vDxpbIO/g/pD3dcfOejnlFSeO3CEbVcvsiy/fmB/fkpOJa6wiNHenvxz8jheO3KCdQkpuNnoeGnSWEZ4eXRNMDrJyk1biPZw50xePoezc3htyni0ShWvHjlOUlEJtmoVswKr42qjrq7WT/tuHTcMCqs+NwVFRLi78s/J4/C1twPqlmX1Rwqs/2ZtTf4rrqpiZ1oGfvZ2vDF1PIeycnj7+Gn0RhP3Dovs0VMS3DAwjE/PxHIgI4sxDUyfsT4xhfdOnCa9pIxgJweeGjPC8rtauWkLUR5unMjJ41RuPuGuzrwwYQxhLk7cvW036aVl3L9jHyqFgsWhQdwWNbhF5ZXkk6bVLvsKKivrLGvqWr1ifXW5d92GX1EqFNweNZg7oiM4kZPHswcOE1tQhJedLXdGR7AoNAioHt3vZG4+/vZ2rE1IxkGr4dGRQ1kQEgjUHW2zfnwA7tiyi8FuLtwzbIhl+YMjonj3+BnKjQbuGhrJFH9fHtm1n/jCIsb7ePPPyeOw0/SM2/TG6mc1daiZ/fz44lwcKoWSp8YMx8felj/vjeFiaTlzgwJ4bsJolAoFAKdy83gh5hhn8wpw1mn545BBXDegP1AdhxO5efja2bEh6QIrwoIZ4OpSp55WrK/i1cPH2ZKaTqFeT6iTI29Pn4SvvV2dvNLQiI21p9Cp+S5vO1t+TKzuXPaPiWMo0uv5R8wxCiorWTkwjAdGRHf9Ce8EZrOZZw4c5g9DBtV5MN7f2YmXJo1lf0YWi37Y3ILfdTTvnzyDh42ON6dNrFPW1e+gfzovnyXrfiL2puuAy9e6U7l5HM3JZYCLM29Nm8g3sQn872wcWpWSp8eMYHZQx4wmaK0UCgXTA/xw1GpIKCzG38G+Tfmiti/OxfGfk2f54KophDo58uml+6bs8goGu7nwt3GjGhy5rq/dBzWXDwAe3LmPfRczKTUYCHZ05LFRQxnn693g/mrKHD97e36z6Vegus7tbqNjy4qF5JRX8Pf9h9mXkYWNWsXS0CDuGTYEda1rfe08tXJQOB+fPs+coAA+OxuLArgtarAlrbXLtb52b1T7t9ncNXtXegb/iDlKanEpNmoVswMD+Pv4UQ3eFy0JDW42/9W+loR/8jV/GzeS/52NJb20jLHeXrwyeSyOWu0VMZEy8bLd6Rm8evgEiUXFeNvZ8tCIaGYG+gMNtwNsTk5t1bnpS/W0BSGBfHomlmK9HketlqPZuQAM9XC3rJNcVMJzB49wNDsXW7WKa8NDuSM6AqVCYSn3GytnTGYzbxw9ydfn41EpFA2OAtfUfVN9jeWv3PIKJn+3jp+Xzbd0fK00GpnwzVo+mDkFTzvbPpGfmrpHNZvNfHj6HJ+fjaNIX0W0hxt/HTeSQEcHyzqxBUW8dWwzycUlDPf04B8Tx+BtV12m55ZX8NzBI+zLyEIBzAvux8Mjh6JrYKTH2ue3oWmOF/2wmd9HDGBFWEib6v9CCCGEEL2VvDoihBDC6n0bl8ji0CAWhARSbjCy5UJ1h5LPzsby8enz/HPKOI7csJxPZ0/Dz96emwYPYFFoEDcM7M+xlSsanXqm1GAgrrCIX5Yv4Mu5M/n8XCz7M7LanM5fLqTx1bwZ/LxsAbvSM1i5eQu/HRROzPXLGOzqwksxx9q8755ue9pF1i6azcal89h7MZMfEpIBSC4q5o6tu7gzOpKD1y/l9qgIbt+yiwvFJZZt1yemcE14CId/s5xrwkPb9P37M7L4cfFcvltwFZ+cOc+92/fw1Ojh7L9uKRqlknePn+mQ4+xK5QYD38Qm4G9vh4tOe8V5evbAEZKLS/hx8VzWL55LQmERzx88AsCqBbMA2HnNIo6tXMGS0GBMZlgUEsTW5QvZd90SItxduHf7XsxmMwC/Xkjj7wcO88To4Rz+zXJWL5jFIFcXZgUGcHvUYKYH+HFs5YompwRo7HfQFj8mXuDt6ZPYfc1iLpaWcc2GX5jg68PB65eyKDSIp/fFtHnf1mR1fCL3D4/i2A0rmOjrjY1axbPjRxNz/VK+mjeTfRlZfHj6fJ1tfkhI5rUp49l//VLs1GpeO3Kizd+/MfkCN0cM4NBvlhHl4cbtW3aRUlzKluULeH3qeJ47eJSc8or2Hma3cdZp+WPUIF45fPyKZdtS0/lHzFFenDiGmN8s47aoCG7bspP8isudfr6LTeShEdEcuH4p4328uGPrTgwmE/+aNhE/eztemzKOYytXtGoKFMknTatb9ulavN2qhdXl3tfzZ3Js5QruiI6gSK/nll+2syAkkP3XL+Vv40by1N4YDmVlW7bblZ7BaB9PDl6/lPuHD+HJPQcpqapqU9pLDQZSS8rYsmIBb06dwIsxx/hHzFHemjaRnVcvIrm4mK/Ox7dp392hsfoZQGxBIa42OvZcu4QHRkTx1N4YPjkdy+dzZrBp6Ty2pqbzc0oaANnl5fz+5+3cMLA/+69bwrvTJ/Lm0ZPsuZhp2d/OtAyGerqz77ol3NfAyGeP7t5PcnEJ38y/isO/Wc4z40c3+CCpJXanZzLZz5eY65eyJDSIB3fu45eUNNYtmsNX82by31PnOJWb16Z9W5ukohJSS0pZGBLU5n2UGgyczS9g89J5lg45rbU+MZk/jxnBweuXYa/RsHLzVpx1WvZcu5h7hw3hqb0He/0ITyazmV9S0qg0GIlwc2l3vnjj6Ek+PxvHl3Nn0N/ZiS/OxfFdbALvz5zMgeuXMjsogNu27ERvNHZI+nvyfVBL8sF4Hy82LZ3HweuXsSAkkLu372n2WhDp7sqGJdX3oTuvWcSWFQsBeGDHXtRKBVtXLODLuTP4OSWN/5w8a9muoTwVV1CIrVrFrmsW88bUCbwUc4zkopIrv7SFeuO9ETR9zX50135ujRzE0ZUr2LJ8IUv7BwMN3xe1JP/VtzHpAp/Nns6OqxeRUVbGR/Xq563RF8rEs3kF3LN9Dw+NjCbmN8t4ZvwoHtq1n4TCIss6DbUDdOa56cn1NEethsn+PqxLTAHgu7gEVoSFWJaXGwzc9NNWxvt6seuaRXw5dwY/JqWwKi7Rsk5T5cyquERWxyXy+dwZ/LJ8ASdy8ig1GCzbtuS+qUZT+cvd1oaJft6srXX/s+VCOm42Ooa38aWRnpifmrpH/T4hiY9OnefdGZPYfe1iwl2cuO3X6nvQGt/GJvDqlPHsvXYJnrY2PLRzH1Ddeeu2LTvxtLXh1+ULWL94LmfzC3nn+OkOSXdr6v9CCCGEEL2ZdMASQghh1WILCjmancuy/sHYazTMCvTn29gEoFrsWcwAADy9SURBVPqt7nuGRTLE3Q2FQoGfg32Db3E3xmw2c//wKHQqFWEuTgz39OBkOx6o3Ro5EBedDm87W8Z4exHm7Mwob0/USiXzgvtxKi+/zfvu6e4aGomDRoO3nS1T/H0tDy5/TLrAWB9P5gQFWM7TSC8P1l9qOASY5OfDZH9flAoFtuq2vW36p+gI7DRqwl2cGezqwkgvT8JdndGpVMwO9Od0D4rNPw+fYMQXq5mx6kcSCot5b8ZkoO550qlU/JCQzIMjonG10eFmo+PBEdGsiU/CdKlDVX2OWg0LQgKx06jRqVTcO2wIiUXFZJaVA9X57XeDBzDe1xulQoG7rQ2R7q4N7qsxjf0O2uKGgf3xtbfDUatlqr8fLjodc4ICUCmVzA/ux/n8wg57qNidFoUEMtTTHYVCgY1azWhvTyLdXVEplQQ6OnD9gP5XdBy9YWAY/Rwd0KlULAoN5FRu23/f0/z9GOlVXY7ND+5HWmkZ9w6LRKtSMcHXG0ethnP5Be08yu71+8EDSC8p4+eU1Dqf/+9sHLdGDiLS3Q2lQsGcoABCnRzZnnbRss6CkH4M9/JAq1Jx97Ah5JRXWt44byvJJw1rrOxrj62p6bja6Pjd4AFolErG+nixKCSQNXFJlnUi3FyYHxyISqlkaWgwepOJpKLiNn9nTf6Z6OeDs07LjAC/OjHqKXWFpupnAG42Om4aPAC1UsnCkEBKqqq4JjwEV5vL9aSasun7+GRGe3lazvMAVxdWhIWwrtbDt3AXZ1aEhaBWKq+oC+SUV/BzShrPjh+Ft50tSoWCSHdX3Gxa3kGvtkh3V0s+WRASSGZZObdFDbbUIwa5urSrXLUmeZXVHWh97Ns+0o3JbObhkdHYqtVtrqctCQ2uUy8rNxjq/H7yK/Wkd/C01taipmyL/nwVd/5/e/cdHkd173/8s6st0qp3ybIsyZJ7kY0btnEBYzAO2PQYTMKPUEJuEiCBkFxII+CQQIDcBG4IIeHSIRTTYgg2BBdccBeuuMiyLVtWsXrX7v7+kLRIsuqsylp6v3h4HmtndubMfPecad8557PP9b3xoxUZ4G+4Xrjcbv18/WZtPHlKryy4QHENPWC+tO+g7pwwTskhwbKYzbpx1HBV1zm1M797kgnP5uugztSDq4cNVbDNJqvZrFvHjpTL7TZ0/pNTXqENObm6b8pEBVqtSggK1PfGj9bbh75OgmitToX723XzmJGeY1VCUKD2Fhrfp2fbtVFjPWn8/8aPP2t1vvaO2RazWVmlZSqoqpLDamm3B9DO1L+Wbh07UpEB/gqx2XRxUqJ2eXGc6I9tYssYPrdnv65MTfFcW06Ojdb5g+O14sgxz3dauw/Q0/vmbD5Pa+yFqKquTh9nHdflqV8nlX52/KRC7DbdNHqEbH5+GhRU/+Ji0990e+3M+4ez9K1Rw5QaGqIAi0U/mZTe7L5CZ66bGnVUv65ITda7h4545n/38BEtHppseL+crfWprWvUdw7Vx2JEeJjsfn768TnjdbKiQhlNjufXjUj1xOreSenamJOrk+UV+rLgtLJKy/TTyRMUYLEo3N+u28eNardt64qunP8DAAD0Z77XZy4AAE28eeCwRoaHeYZBuyI1WTevWqOc8or6rs2Dgw0vO8hqbfagyGGxqLy2rp1vtC8ywN/zb3+Ln0JsVs/fARaLKrxY9tkuusm+CbD4qaSm/k3knPIKJQQGNps3MThIORUVnr8bh07zRlSL2EQG2Jv87V3ce9vd54xrNjxKo6b76XRVtWpdLg0O+nrfJgYHqsblavUtVEmqqqvTw1t2aPXxkyqqqZFZ9d3CF1ZXKy7QoeyyCl0+NKjV73ZWW78DI6JaLCvKv+nfFrklVTmdshnsAaU3WMxm1bmaJ8Q1vrlqMdW/JzGoRf3IyC/QY9u+1P7CIlU5nXK63EoJbd4ONt3P9e2aN/v567oSYLEo0GLxDHcoSQF+fqqoO3vqT2v8LRb9YMIYPbbtS73apPeW7LJyPb49Q3/ascvzWZ3b5UlKlJrHx2o2KybAv9l0I6gnrWut7fP2IVhOeWWzdlKqPwZtPvV1D1hNh2AymUzy9/MzfMxorf60jNHZcq7Q3vmZJEW2+K1JZ54nVdTV/7azy8r1WfZJnfPK257pLrdbk2OjPX8PaudcILusXDazWYNaxNKolvVEOvM8ovwsb/cahTf0IpdTXqmkEGPH+ECrxTPUmVEtz8ta+/30l33eUtO2LaukVN/9dJ1CbFbD9eJkeYWOlNQnqYbav45Ldnm57lm7sdmwP7Uul6fOeutsvg7qqB643G79cfuXWnHkmPKrqmSWSWW1tSqsqunyunIqKmVv0fYnBgcqp/zrc4fW6lTTOiHV71Nvrl/Otmujtq5/WmrvmP2/58/U/2bs1cXLP9SgIIduHzdKC5OHtLqcztS/lloez705/+6PbWLLGN6yao3+deRYsx6YnG63gqxftx2t3QfoyX1ztp+nzYiP1X3rN+upjD2aEB3VrD4cLyvXgcLi5r9puRXv+Hoft9fOnKqsbHbfJirAXzbz1+/1d+a6qem87dWveYkJ+vn6LdqZV6DE4CCtyc7Rz6ee0+X94dmus7Q+tXWNmlNR0ez6xe7np9iAgGb30FqL1amKSp0sr1BJTa0mv7rcM90ttfmSXld15fwfAACgPyMBCwDgs2pdLr1zOEsVtXWa/vq7kiS33HK63Xr70BENCnIoq7Ss1a7Imz5c6A4Oi0VVdV/3EpJ3Fg+55UviAh3NhnqS6m/ITWlyc9vcTigdDTd1KuucCml4TpFXWWV42KGzWdP9FOFvl9Vs1vGycs9N4+MND6jD/e2qbuVh299379eugkK9esk8xQc6VFJTo0mvLlfjrbiEhvrWGlN31zerRZVN6ltuRf+sbwlBgTpW1nyfHi0tU7jdLoe1/rfdctf+aM1GXZWWor+cf54cVoue27NfbzfpracrAlu0a/11P3fGNWkpem73fi1v8rZ1fKBD3xo1TNePSGvzeyfKv35butblUm5llWId9Q87WtaL7m6vBko96YqOjtUtW6q4wAAdb/HG+/GycsU5ut4bkMNiUZXTKbfb7Yl9bmWlRimsy8vydR2dn8V2cf/FBzp00ZAE/XHOjDbnae+8LiGoPsH4ZHlFh0nbDotFlU0eslXU1hkeUrI/SAkJ1uCgQP3ryFH91/jRZ0zvzO/afEbNarEMa4t6SVvVpqSQYM1NiNd/jp/UpJgoQ/UiIShQ95wzXnev3aA/z52paXExkqR4h0P3T52o2QnxXS5Xf78O6qgevH84S+9nHtU/Lpyj5JAgmUwmTXr1bbnV9QfWcY4AVTudyq+s8pyjZ5dVNOt9q6M61R6ujdo2JjJCT50/Uy63WyuPZuvO1es1NTam1aEhOnNcMoo2sV58oEM3jhqmn0xKb3Oe9u4DdNVAOE8zm0y6IjVZf8nYoz/PndlsWnygQ2Miw/Vmw5CbXRUbEKDsJtc9BZVVqmky5F1nrpuaztte/bL7+emS5ES9e/iIUkJClB4VecYLE436e31q7Ro1zuFodv1S43TqVGWl4pok07UWq1hHgNxyK7JhiMCuqq9DzRPV8vvZ+QAAAEB3YQhCAIDP+uRYtspqavXOZRfpvUX1/7+/6GJ9f/xovXngsJYMS9Wfd+7WntOFcrvdOlFWroNFJZLqey84Vloudze9yTU6IlzvHDqiOpdLe04XNusSHcZ9IzlRm3LytOpotupcLv0767g2n8rTN1Jafxu5pQh/uwYFOrT8UKZcbrc2njyl1cfP7OZ+oDGbTLosZYie2P6liqqrVVhVrce3fanLU5NlNpkU4W+X2WTS0SYJVWW1dbL7+SnUZlN5ba0e25bRbJlLhqfqhb1faVNOrlxutwoqqzzdx0f525VdXu7pvclbYyLC9UHmUVU7nTpaWqaX9x/oluX6mkVDk/TyvoPaXVDfhmWXletPO3Zp0dC2f/9ltbUKsVnlsFp0sKhEr+4/ZHj9oyPDtfZEjnIrKlVWW6snd+7q+Ev9lJ/ZrB+dM05Pf7nH89nSkWl6dtc+7So4Lbfbrcq6On1+IkcnmyQwrjhyTDvyClTjdOrJnbsV4W/XhOhISfVvGzetY93dXg2UetIVHR2rW8ZkbsIgna6q1sv7DqjO5dLmU3l6/3CWLk9N7vK6k0OCZTWb9V5mlpwul94/nKW9p4u82yAf1dH5WVfPvRYPTdKGnFx9lHVMtS6Xahvil5HfueE8owL8dWFign6xYYtyKyrlcru1u6Cw1R4fx0SGa0degQ4Vl6ja6dRj2zO6PYn4bGIymfSLqefomS/36oW9X3n2WWZxqf778y88Cd3e/K7HRITr46PHVVpTo4LKKv1t974e2JL+4XhDryAjwkO9qhdzBsfrsVnn6oeffa71J09Jqj+m/c/2XTpcXH+tVFpTq1VHszuVgNjfr4M6qgdHS8tkNZsV7m9TjculP+/cbbiHqLhAh86Ni9HvtuxQRW2dTpSV6y8Ze3RFakq3bAvXRq2rcTr1zqEjKq6ukdlk8vTQ5tfGdZG3x6X20CbWWzI8VW8dzNTGk6fkdLlU7XRqe26+535Odxso52k3jR6u5+bP0QWJg5p9fv7geBU0nPNWO51yulw6XFxyxlD2bbk0ZYhe3ndQh4tLVFVXpz9sy2iWBNyZ66ZGnalfl6cm64PM+h7SrmgylGJL/b0+tXaNunhokl7ad0AHiopV7XTqie27FOsI0PioCM88r+0/5InVI1t3akpstOIDHRofGaF4h0OPb/tSZbW1nnsQnTlOjI4I07HScm0+lac6l0vP7NqrourWe1cHAAAY6OgBCwDgs948kKlLU4YoNTSk2effHjVcz+7er5ERYbp+RKruXL1euRVVinH465dTz1FaWIiuGTZUd65er8mvLVd8oEMfLFrgVVl+OW2i7l33hSa9ulznxETpitQUbc/L92qZqH/T/6m5M/WHbRm6Z91GJQYF6X/Pn6khwZ0fBufhmVP1q41b9HTGXs0dHK9vpAxRbTclAp3Nfj71HD28ZbsueecjSdK8xEH62ZQJkhq6s08fo5tXrVGt06VfnztJ3xkzXD9es1HT//muwu023TVxnF5pktwzf8hgldXW6oFNW3WirEKhdpvumjhWYyLDdUlyot7PPKppr78jt1vadv2VXpX9RxPH6e61GzXttXeUFhaiy1OT9cq+g14t0xddmZqs8tpa3b12o3IqKhRut2tBUqLumDCmze88eO5kPbxlhx7dmqExkeH6RsoQrTqabWj9i4cm6YucXF38zocKt9t0x4Sx+teRY0Y356y3IClRz+7ap8Lq05Lqh7+ocbp0//rNOlZaLpufWeOjIvXraV8PgXFVWooe3bpTuwoKNSwsRH85f6YsDcNx3D5ulB76Yrue2rlHlw0dogfOndyt7dVAqSdd0dGx+q4JY/XQpu26f/1m3TZ2lL47bpSenTdbyzZv1x+2fakYh78eOHdSu0MMtSXYZtVD0yfrka079cDGbVo8NEnnDYrrzs3zGR2dn3U19T0u0KF/XDhHj27dqV9u2CKXW0oNDdadE8d1ehmPnDdVj2zN0JUfrFRZXa1SQ0P0ZIveHyRpenyslgxP1TdXfCJ/i5/uSB+jQMvAvi1yQeIgPXvhbP1vxh79cXt9Iu6gIIcWD01WdIC/17/rm0aP0J7TRZr15vsaFOjQDSOHdfqB70Dw6NYMz34Ptll10ZDB+kH6GNn9/LyqF7MS4vXE7Om6a/V6PTZrur41cpj8TCZ9/z+f62RFhYIsVk2KjdK58TEdLmsgXAe1Vw+WDB+qvYVFmvvmBwqyWnXj6OGGekps9Pjsc/XApm2a+9b7svv5adHQJN06dmR3bUq/vDZqWk8afXbVpV1axvuZWVq2ebtqnS7FBzr0+OxzFe5fPzRZy+uiRUOTvD4utYU2sd6YyHA9MXu6ntj+pQ4Vl8pskkZFhOunk9vuEcsbA+U8Lcxu18xWtivQatX/zZ+rR7bu1JM796ja6dSQ4CDd0sm25+phQ3W8rFzXffSp/EwmfW/caP0767hnemeumxp15rxvckyUAq0WHSwu0SXJiW2WayDUp5bXqFekJiu/qkq3fbJWJTU1Gh8VqWcumOW5BpXq4/WjNRuUVVqmCVGRemzWuZLqE7qemTdLj2zdqQXvfKiy2loNCnRoyfBUSe33kJkUEqx7J6Xrh599Lpdb+vaoYUoLC+2x7QYAADibmdzd1TUIBqT8/P510w3oSX5+fgoPD1dhYaGcTmfHXzjLFN3zg74uAiSF/eHJMz4jNr4j7A9PKjw8XH5+fnI6nSosLCQ+PoK649t8MT5LP/pUFw5J0E2jR/RpOXyBL8YH9YiNb+O8wHe1Vnck6o+voG3zbcTHd9G2+bbG+DQ9N8i8eWkflwqNaNt8V1tt29muvz9LOFtFRUX1dREAAD6OIQgBAAAAAAAAAAAAAAAAwCASsAAAAAAAAAAAAAAAAADAIEtfFwAAAAAAzjYvL7igr4sAAAAAAAAAAAB8BD1gAQAAAAAAAAAAAAAAAIBBJGABAAAAAAAAAAAAAAAAgEEkYAEAAAAAAAAAAAAAAACAQSRgAQAAAAAAAAAAAAAAAIBBJGABAAAAAAAAAAAAAAAAgEGWvi4AAADdZe6b7yu/qloToyP14sXn9+i6CquqNfetD1TjdGrpyDT9fOo5Pbq+vlbtdOo3m7Zp/clTKqyqVqwjQLeMHalrhg2VJP3gs8+1LTdfFXV1CrfbdXVair6fPkaSlFlcqke37tT2vAJVO50aFhaieyena1JMdJvrO1hUovvXf6E9p4sUFxign02aoHlDEiRJJ8srdOfq9cosKVWdy63BQYH6YfoYXZQ02PP9f351SH/bvU95FVWKdQTo++ljtGhokmf61tw8/XrjVh0pKVNySLB+c+4kTYyJ8kwvqanR77bs0Kqj2apxuZQSEqxXFlygAIvvnTp5ExtJ+vn6zfriVJ6OlJTqv6dM0E2jR7S7Pm9ic7ysXOe/9YEcTfbjtLgYPTNvlufvjmLX0XRf4218tpzK0++27NCh4lIFWiy6PDVZPz5nnMwmU6vrO1VRqfvXb9YXp3IVZrfr++NH65vDUyV1ri6uOpqtP+74UsfLyhVut+vbI4fppjFf/ybeP5ylJzN2K6e8Uqmhwfr1uZM0PipSkpRbUalfbNiiXQWnlVtZpXcvu0ijI8K7fZ/6Go49vqs3Y7O7oFDXf/SpqpxO/WxyeodtKYiPr6Nt813ExrcRH99FbHxbb8ZHkqa//q6Ka2o0JyFef7ngvB5f39mO+Pgu2jYAAADf4ntPEQEA8MITs8/V/CGDO0x6KKis0rLN2/XFqTyV1dZqSHCQ7kwf60kk2XwqT7esWtNs2ZV1dbph5DD9cto5Cve3a+fSq3Tvuk29vo19welyKzrAX/83f66GBAdqR36Bblm1RnEOh2YlxOmH6WOUHBIsu5+fTpSV6zur1mhwUKAWpyarpKZGswfH68EZkxVms+nNg5m6ZdVafXLlNxThbz9jXbUul7776VpdljJEL1x8vj4/cUo/WrNB7112kZJCghVqs+n3M6cpKSRIZpNJ23Lz9f9WfqZ/RSxQYnCQdhcU6tebtukfF87WtLgYbcjJ1a2r1mhURJiGhYWqqLpat32yVvdOStflqcl659AR3fZpfXlCbDa53G7d9slaDQ8L1cdXLFSIzaa9p4tkMftmx6HexEaSRkaEaWHKED2+LaPDdXkbm0Zrr7lMITbbGcvvKHYdTfdF3sTH6XLpe/9Zp5vHjNDrY0bqZEWlvvXv/yghyKHrRqS1ur4frdmgIcFB2njt5fqqqFjfWblaySHBmhYX02FdLKis0h2r1+vhmVO0KCVJ+wqLtPSj/ygtLESzEuK1NTdPv9y4Vc/Nn6NxkeH654HDDd9fqGCbTWaTSbMT4vRf40fr6hWrenlP963OHnuk9pPuOPZ0v67EplF+ZZUWvPOh4gMden/RxWdM/6qwSJd/sLLZA6ExkeHaufQqLf3o0x7fpv6ku+JT7XTqOytX62BxiaqdTsUGBOimMSO0pCEBlfgY013xoW3rfsTGt3UlPks/+lTb8wpkbXKt8fEVCxXrCKhf1vYvtepotg4Vl+iGFg+7iU/XdVdsOrqfQGyM6a74nCgr1yXvftRs2dVOp+YkxOuvDS//bPjmYv1pxy7tPV3UK9vWH3Rn23agqFgPbtqm3acLZTP7aV7iIN0/daLnpTfi0zXdGZtdBaf10Bfbta+wSOF2u+6YMEZXpKZIom0DAADoDBKwAAD9UkdJD+V1dRodEa6fTEpXrCNA/zl+Qj9as0FvfWO+hoWFakpstHYuvcqzvPzKKs164z1dmjKkD7eq7zisFt01cZzn74nRUZoWF6OtuXmalRCnEeFhnmkmk0lmk3SktEySlB4dqfToSM/0bw5P1aNbM7S/sEjT42PPWNfmU3kqqq7W99PHyGo264LEQZoSG613Dmfpzglj5bBalBIaLElyu90ymerjnV1WrsTgIB0vK1dCkEPnNix7Rnys4gMdOlhUomFhoVp5NFuxjgBPr0DfHJ6q/9vzlT7OOq6rhw3V6uyTOlFeoZcuPt+TdDUm0nd78fEmNpJ0w8hhkqSn/Pw6XJe3selIR7HraLov8iY+pbW1Kqqu0RWpKfIzmzU4KFAz4mP1VWFxq+vKKinT1tx8/WnODDmsFk2IjtSioUl662CmpsXFdFgXcyoqJEmLhyZLkkZFhGtcVIT2FxZrVkK8Vh09oQsTB2lCwzKuG5GmZ3bt08dHs3VVWoqiAvy1tOH3NFB1dOyR1G7SHceentOZ2DR6YNNWjY4IU2F1zRnLcbndun/DFp3TpNdEeM/b+FhMJv1y2jlKDQ2RxWzWgaJifevf/1FqaIimxLbd4yY6x9v40Lb1HGLj2zobn59MGt9mz3xJwUG6d1K6Xj9wqLeKPSB4G5uO7ifAO97GZ1BQYLO2rcbp1HlvvKdv0LZ1i+5o2368ZqPOiYnUsxfOVmltrW77ZK2e2rlH90wa31ub0S95G5uSmhrdsmqN7pgwVi8PO19fFhTqppWrlRgUpMmcUwMAAHSKb3blAACAlxqTHpJCgmQymZolPUjSkOAg3TJ2pOIDHTKbTJqXmKCUkGDtyCtodXlvH8pUUkgwD1wbVDudysg/3Sx55Fcbt2jcS29q9pvvq6K2Tlc29LDU0v7CIpXX1iotLKT16aeLNCwstNnbeKMjwrS/xZuPl773kca89KauXfGJJsVEeW4GzRoUp0CLVetO5Mjldmtt9kmV1NRqcmx97PYVFmlUi2HRRkWEaX9DUssXOXlKCg7SPWs3acpry3XJOx/q7YOZXdk9fcqb2HTE29g0WvjuR5r++rv67idrdai4xPN5R7HraPrZoCvxCWvoHemNA4dV63Ipq6RM60+e0tzBg1pd9v7CIkUH+CsqwN/z2aiIMO0rLGpz/qZ1cVREuKbERuvtg5lyulzaXXBa+wqLdN6g+hu1brdb7hbLcLvd2t/G8geijo49kjQiPEz2hoTH1pIim+LY0306ExupfhjO4uoaTy+BLT2/9yulhoZoKg8gupW38fEzmzUiPMyTOG1q+C+rpLS3NqFf667604i2rfsQG9/W2fi058q0FM0ZHK8gq7UHSzrweBubrt5PQNd0R91patWxbLnc0sVJg7u5pANTd8TnWFmZFg9Nls3PT5H+/pqXmKD9RUU9V+gBwtvYbMvNl83PT9ePSJOf2awJ0ZG6aEiC/nngcA+XHAAAoP+gBywAwIDQmPRwWUpSq9MLKqt0qLhUI5skRTT11oFMXTv8zKE8BiK326371m9WckhwsxuYD5w7Wb+aNkm7Cwr1ybFshdrPHGKupKZGd63eoNvHj1Z0QECryy+vq1OwrfkDhmCbTeV1dc0++2DRAtU4nVp34pQOF5fIz2SSJAVY/LR4aJJu/3Sd6lwumU0mPTxzimd9FbV1CmnxACPEZlN5Xa0kqbimWhtzcvXLqefokfOm6suC07p5ZX0PNVPjYrq4t3qXN7HpDG9jE2636c2FF2p0ZLgq6+r01M7d+n8ff6YViy9RsM3aYew6mu7rjMRnYXKi7lu/WU/u3C2n261vjUzT7BY9WjSqqKtTiK2V33Zt3RnztlYXzSaTrkxL1oObtuu+9Zvlcrt1z6TxGhkRJkmaMzhet3+6Tltz8zQ+KlKvf3VIJ8orVFZb6+2u6bfaOvb8auMWvX3wiKqcTiUEOtpMiuTY03Nai01pTY1+u3m7/jF/jrbm5p/xneyycr2w94De/sZ8vbjvQG8Wd8AxEh9JuvWTNVp/4pRqXC6NDA/VRTxo7RFG49OItq3nEBvf1tZ5wV8y9uipnXs0KMihm0YP9wz1hN7jbWw6up8A73gbnzcOZGrR0CGelyDQvYzE5+YxI7X80BGNjghTaW2tVh49rmtbGT4X3ulqbFzu+vsWTbklXroCAADoAhKwAAD9XltJD41qnE7dtWaDFiYnalxUxBnTN5/K07Gycl1usNeg/sTtdutXG7cqs7hEz180V+aGxJpGZpNJ46IitDEnV7/bskO/nTHVM620pkY3rVytSbFRuiN9TJvrCLRYVFbTPKGjtKZWgZYzT1tsfn66IHGQXtl/UNEB/lqcmqw3D2bq77v3642F8zQiPEz7C4t02ydrFWKz6fzBg+SwWlTcYlip0tpaRdjtkiSHxaI4R4C+Nap+KLVJMdG6cEiC/nP8pE8nYHkTm87yNjaBVqtnCDyrzaafTZ6g9w4f1fa8fM1OiO8wdh1N92VG4nO4uES3f7pOf5h1ruYPSdDpqmr9ZN0mPbotQ/dOSj9jHQ6LRaVnxKdGgVbLGZ+1Vhc3nDylX23Yqr/Om6UpsdE6VlquH3y2ToEWq5aOTNP0+FjdP2WC7l+/RQVVVTp/8CDNiI9VWEPdQXPtHXs6kxTJsafntBWb32/dqSvTUpQcEtxqksIvNmzRnRPGKtyf33xPMhofSfrbvNlyulzakpuvL07l8aC1B3gTH4m2rScRG9/WVnzuOWe80sJC5G+xaOPJU7pj9QYFWqwkkPYib2PT0f0EeMfb+GSXlWv9yVO6l6HteoTR+MxJiNPPPv9CE155W063W/MTE3Q1CVjdykhsJkZHqrLOqRf3HtCSEanKyC/Qx0ePK9Lfv501AQAAoCmGIAQA9GtNkx7+cv7MM5IeapxO/fCz9fK3+Omh6ZNbXcYbBw7rgsRBA/6Gg9vt1q83bdXO/AI9N3+ugm1t96JU53LpSMnXQ2o1JnwMCwvVg+dOlqlFHJoaERGmA0UlqnW5PJ/tLSzU8PDQ9tfXMITXnoJCzR4cp1ER4TKbTBoVEa7zBsVpzfGTkqSR4WHa22LIvL2nv17+2fjWsjex6QpvY9OSyWRS059CR7HraLqvMhqf/YXFigt06JLkRFnMZsU4AnRFarI+O36i1e+OCA9TbmWVCiqrPJ/tPV2kEWFfx6e9uri7oFDp0ZGaFhcjs8mkpJAgXZyUqM+yv17ftcNT9dHll2jzkiu0bMYUHSwuYSi2VnR07JG+TroLtFr1uy07zpjOsadntBWbzafytC03X7eNHdnq9949dEROt5vEhB5mND5N+ZnNmhYXo4LKKj27a19PF3lA6Y740Lb1DGLj29o7L5gYE6Vgm01Ws1mzEuK1ZHiqVhw52oelHVi8jU1n7ifAuO6oO28dzNToiDCNigjvzaIPCEbjU1xdoxs/Xq1rh6UqY+lV2rLkCgVYLbpn7ca+2pR+x2hswv3t+uu88/R+ZpZm/PNd/WFrhq5KS1GYwV7UAQAABiISsAAA/VZHSQ81TqfuWL1etS6Xnpw7U7ZWekkoranVR1nH6Apd0gObtmlbbr7+b/7cZr21ZJeV66OsYyqvrZXL7da23Hy9sPeAZg2qHyattKZW31m1RikhwfrtjCntJl9J0pTYaIXabfpLxh5VO5367PgJfZGTpysaHnpvysnV9tx81TidqnE69dbBTG3KydXM+FhJ0oSYSK3NztGBwmJJ0oHCYq09kaPRkfU3XOcPSVBORYXeOHBYNU6n3jhwWHmVVbpoSP0bgRclDVa106VX9h+U0+XSjrwCrTqWrXmJvtvDktHYSPX1oNrplMstOV1uVTudqmuSYNWUt7HZkVegg0UlcrpcKq+t1SNbd8okaWJDr1gdxa6j6b7KaHzGRoYrt6JSK48el8vtVkFVld45dESj23h4kBQSpHOio/TY9gxV1tVpZ16B3svM8rxJ3FFdnBgTqYz809qamye3263ssnL9O+u4Z321Lpf2nC6Uy+1WYVW1Hti0VYlBgZqdEO9ZRnXD70mSap2uht9W8yEM+ruuJNxJrSdFcuzpGe3FZsPJUzpWWq7z3nhPU19brgc3bdOBomJNfW25cisq9fnJU9qZV6Cpry3X1NeW62+79ml19klNf/3dPtyi/sWb+LSmzuVSVhsJwOi67ogPbVvPIDa+ravnBeb2L5XQjbyNTWfuJ8C47qg7Lrdbbx3M1DW0bd3Om/gcLS1TtdOpG0cNk83PT6F2m5YMT9VnPv5i1dnC27ozKSZa/1x4oTYvuUKvXjJP+ZVVmhrru73BAwAA+BqGIAQA9FuNSQ8vXHT+GcM71bpcunP1BlXWOfXMvFltDlHzQWaWwux2ndckYWUgyi4r18v7D8pmNmvuWx94Pl80NEm3jxul5/d8pfs+3yyX3IoNqB++77vjRkmSVh49rh15BdpfWKSPX8n2fPc30ydp8dBkSVL6y2/p2Qtna0pstKxms56+4Dz9fP1mPbNrn+IcAXps1rlKCgmWJFXW1enBbRk6XlouP7NJySHBemLOdE1u6IVn8dBknSy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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 600, - "width": 1200 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(aes('x', 'y'))\n", - " + aes(fill='metal')\n", - " + geom_tile(top, aes(width=tile_width, height=tile_height))\n", - " + geom_tile(bottom, aes(width=tile_width, height=tile_height))\n", - " + inner_text(top)\n", - " + inner_text(bottom)\n", - " + scale_y_reverse()\n", - " + coord_equal(expand=False) # new\n", - " + theme(figure_size=(12, 6)) # new\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "It is has all the information we want, except one for complication. Elements `Lu` and `Lr` also belong in the\n", - "bottom table. One way to show this duality is to have tiles with two colors split horizontally.\n", - "\n", - "The colors are determined by the `metal` field, and we know the `x` and `y` locations. We create a dataframe with this information to create a half-tile. A half-tile is centered at the quarter mark." - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:19.196642Z", - "iopub.status.busy": "2024-01-09T15:12:19.196382Z", - "iopub.status.idle": "2024-01-09T15:12:19.200869Z", - "shell.execute_reply": "2024-01-09T15:12:19.200267Z" - } - }, - "outputs": [], - "source": [ - "split_df = pd.DataFrame({\n", - " 'x': 3-tile_width/4,\n", - " 'y': [6, 7],\n", - " 'metal': pd.Categorical(['lanthanoid', 'actinoid'])\n", - "})" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:19.203610Z", - "iopub.status.busy": "2024-01-09T15:12:19.203398Z", - "iopub.status.idle": "2024-01-09T15:12:21.008831Z", - "shell.execute_reply": "2024-01-09T15:12:21.008206Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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Fd6kvo6tBbW9tJnd/NyUuTnH0ibs8SqFtg+Ti4iLTaZ5S0um+lnLzcZV3qKeieocpfWf5+XbvL4kK7xyiJsOjZDAaFNQ0QM3Hx2r/Sfc46rrOTW9RbtEx7fvLOXDTgW/UtfkENajXUi4uBjVrOERBvo10MGWp7HabdibOUp82j8rLPVBe7vXUp82j2n54huz2E9cDvVreJ3dXH/l6hqpRWG+lZl3a5ysAwKXn0n4+GnCSkEBPx2sXFxd5uBlVWPz3Lu7/5O1hkof7iY+Pp7tRwQEeJ6bdjCoqqd66a4NbH22tcRXPaU9OzNfzd62Qj5+r0pILtX5JisZ1OPHLqc1mV6tOIY7p+uFeldYV1cRPMXH+Wj43SX1HRmnpb0f1n6l9L0jugGB3x2t3T5M8vU1yP+kXMA9Po0r+5i98AAAAAAAAl5rWgx9Vsx7lj7zLz0zUim/ukquHn4ryUuUdWHnUcp96kSrKS3VMe/mfeLRZaVGWbFazvAMbOuZ5B0bKZilTadGJLy96+Jz425HRzVPmkrzz/p5qowD3QElSenGqGvpEV2m32W36aPtbWnj0N2WVZMjgYlChuUA5ZSf2bX3PUBlcKn8P293ornoeQY7pBt4RSi8qP4bHi1LV4S+PlQr3bqjjRSeOcT2PYMdrT5OniiyF/8O7rH08TB66veV9mrL9dX3c///+9vKhXuGO18eLUhXmXfkzFeET6djfGSXHKz0uMNQ7vFLflMJkPb/msUrH2GwzVzpeQR4nPl+eJi8VmS/t4/Xn5yajOE0RPlGV2jKKj8voYpSfW4BcXFw0tsm1enzFRD3Q9l/ycfV19Bscdbne2fIfHSs4qsySDOWUZqt3+ADHOv76CMcGJx3TlMJkrUpZogHTOzjm2ew2tQ3p5JgO8jxxTFxcXORu9Kgzn6Ouj7ZW21ur/8jSgtQiRXSpX2meX0NvFaYWOaZ9w73Puh6vkBP3c0yeRpXllX9BPD+5UIlLUvTZSfc47Da7wk66x1HXuZo81KvlfVqy/XXdcNI5MLcwWUu3vaHlO95xzLPZLCooTlNRaZasNrMCvE9cDwR4R8pqK3OMkCVJ3iedr1yNnio1cz0AAKhdKMDCJcfg8r8t7+VhUkmZVXa7XS4u5Ss7nl2sFjEB/3u4S1BEtK869w3T2sUpatkxWD0GR+jJt3qctr/LKQ7QkCtjtWB6glzdDKof4aW4iue1/x0e3iaVllgd01nHeZQgAAAAAADA/8o3KFphTfsqZe9iBUW2U3rixkrthTnJConufGLGSYUg7l71ZDC6qjA7SR4+wRX9k2QwucndK1BFucU18h5qqyjfWIV5N9SCI7/q1vh7qrTPS5yteUdm650+nyvSJ0YuLi4aOL2jZLc7+vz5982TlVpLlVWS6SjCSis8phCv8lG26ns1UEphcqX+KYXJqu91+lG46qJRsVfq//Z+oV8rHt14Ki469R+qTy6Wqu/VQFvTK3+mUgqT1T6k/DMV7FFfaUUpahXUTlL5sTpZqFeYHm7/lLqH9a7O27gkRfnGKswrQvOPzKnyuZmfOEdtgjvIw+ShvLJcvb7pRY1pdLW+3P2hBkQOU4OKAjdfNz/1bThIvx6eoYzi4xoSfblcjW6SykfR2pm5tdJ6U4uOqWVQW0nlx6RPxGD9u8dbF/7NXoJcvUyy/OXL7UUZJ/7W79PAS3nJlYvV8pML5d3gpC9+/w/3iHzCvNRocIQGneEeB6S2sVdq3d4vtOOkc6CvV5g6xt2oDk2uq9LfbrfJaHBVTmGSvCuKeHMLk2Q0uMnLPVC5RVwPAAAuDTyCELWO1WpXaZn1xD+ztVJ7cICH0rOLVVJavZGMYsJ95WoyaNayRFmtNs1enqjdCTnnIfmlKTWpfNSrmGb+GjA6WltWH9fyuUdlMdtkMdt0cFe29m7LPOM6+gyP0v6d2frh490aMr5RtXLExQdq4/JUZR4vVlGBWd+8t6Na6wEAAAAAAMAJhdlJStm3RP6hzRTZeoTSE9YqefdC2awWJe2cp/TD6xXVZsQpl3UxGBTV5nJtX/CmSotyVFqUre3z31BM2zFyMfCn6bNxcXHRYx2e0de7P9aP+75WbsUoIUfyE/TyuieUXHBErgZX+bsFymwr06c73z2nUXQMLgZN2TZZJZYSJeYd0k8HvtWQqMslSUOjR2lu4ixtTd8oi81Svt2ybPUI63sh32qtYzQYdXfrh/Xlrg9P26eeR7CSCo6ccT0DI0doU/paLU1eKIvNosVJ87Q5fb0GRZV/pgZHj9Q3ez5VZnG6Csry9fmu9ystf0WT6/XxjreVmHdIklRgztfS5IUqNBf8j++w9nJxcdFD7Z/UV7s/0qxD01RkLlR+WZ6+3v2RFhz9Vfe1fVyS9O/1T6p9SGc90flljYwdr2fXPCqr7cS9hstjr9SvCdO18Ohvujz2Csf8gZHDtT5tldakLpfFZtGsQ9MqPT5wWPRobTy+WouOzpXFZpbFZta+7F3albmtxvZBbRYcH6C8o4U6tj5dNotNmz/erdKcUkd701HR2j8rUSkby9u3f71PJdlliu4bdoa1nrumo6OVtPq4Ds49KqvZJqvZpoxd2Tp+lnscdY3BYFSf1g9r1UnnwI5NrtfaPZ8qJWuH7Ha7zJZiJaSuVF5RilxcDIqPulzLtr+p4tIcFZVma+n2N9QqZoxcXLgeAABcOhgBC7XOf77eqv98feIbJhEhlR9p1611qNo1DVKvO2bLZrNrzptD/tb6fb1c9fLETvrv11v1wiebNLpPtHq14xteJ/t80jZ99VZ5gZOPr6t6Dm6oG+5rKTd3o175vI8+m7RV7zy7QTabFNXYVzc92PqM6/PycdVlQyO1eFai+o+qOpz6ueg/Olpb1x3XhCG/yz/QTTc80EpLfz1arXUBAAAAAADUZdvmTdKOhW9Jklw9fNUwfrBa9rtPRld39bzufW2bP1lrfnpMPoGR6nndFPnUizrtujqMeFqbf39Vc98ZJkkKbz5A7Yb9qybexiWhV3h/vdn7U32xa4o+2vGWpPLHnQ2NGa2xja7R/pzdGjOnr7xdfXR105tV3/Psf8f0MnmraUALjfu1v2x2m8Y0vlojYsdJkjrU76rHOjyrf69/Uhklx9XYr6ne6v2ZfN38LuTbrJX6Rw7VN3s+VW5W9inb72r1kN7Y/LJeWf+Ubmxxp6Oo6mSRvtF6ref7mrJtsp5f85gifCL1355THI/OuzX+XmWVZOqaucPk7eqrm5rfoeXHFsnNUD4a05VxN8rgYtQ/V96rtKIUebv6qG1wR3Wq3+3CvfFaoG/DwXrN6KnPdr2vNza/LBe5qHVwe03pO1XxQW00/cD/aV/2Lk0dMkuSdG+bRzVh4dX6YtcUTWh1vySpY/2uMrgYFOEdqaaBLRzrjvZrpGe7/lf/3fCccsqyNTByuDqFdpNrxTGp79VAb/f5XO9tnaTXNjwru2yK8W2sO1s/WPM7ohbyj/ZV98fbav79K2W3Sa1vilNgE39He3jX+ur1bActeXK9io6XqF5TP434rLfc/dzOy/Z9Gnhp5Od9tGbSVi17doPsNimwsa86n+UeR13UPHKo1u75VMUV58C4iAGy2Mr0+/qnlFN4VEaDm8KD2mhwh+clSYM6PK0/Nr+qT+aWXw/EhQ9Q/3ZcDwAALi0udvtJ4xEDf9OBGdc4OwIqBFz2XpV5m3Luc0KS6vnm3Z1K2JujZ97r6ewoF0SHgPdkNBoVGBio7OxsWa3Wsy8E4JIUGBgoo9Eoq9Wq7OxT/5EWwKWP6wIAEtcFAMr99brgvo9ynB0JFd67K6DKvEP35dR4DlTV6L2AKvPqwrHZnrFZExdfr+VX7Dzl4yUvFpfK8bln8Y3q13Cwroy78Yz9rvxtsG6Pv1dDY0bXULLqO9WxkaRna9G9hEvZiwHl93lOvjaYNJHRty4Wr3zfxNkRAAAXOcZ1BOB0OZkl+v3Hgxp5HRevAAAAAAAAACBJWSWZ2pC2RlabVenFaZqybbL6NRxyURdfXSq2Z2zW7qztGhY9pkrb8uQ/VGguUJm1VN/u+UwZxcfVPax3zYcEAADARYVHEAJwqu+m7NL3H+7SgNExat8j1NlxAAAAAAAAAOCiYLNb9daWfyup4Ig8jB7qEtpTj3Z4xtmxLnkPLr1NOzK36JH2T8vHzbdK+5rUFXpx3T9lsVkU5RuryZd9JH/3QCckBQAAwMWEAiwATnXdPfG67p54Z8cAAAAAAAAAgItKsGd9fTNktrNj1Dlv9/n8jO3/6Pic/tHxuRpKAwAAgNqCRxACAAAAAAAAAAAAAAAAQDVRgAUAAAAAAAAAAAAAAAAA1UQBFgAAAAAAAAAAAAAAAABUEwVYAAAAAAAAAAAAAAAAAFBNFGABAAAAAAAAAAAAAAAAQDWZnB0AOF/+WJest77focSUfPl6uereq1rquiFNqvTbcTBLL3+2WXsScxTo564Hrmqpsf1iq/Tbl5ijMf9YoD4dwvTBv3pJksrMVj3y5hrtOJil5PQiTflnTw3q2vCCv7eLybHEAr3/4kbt2ZIpd0+TxtwUp6vubHHKvoX5Zr3z7AatW3xMbh5GjbohTtff19LR/tWb27VqYbKOHMzTqBuaaOLTHRxtSQn5+mzSVu3enKmyUqui4/w04fG2atkxRJJkLrPqtUfWaP+OLKUlF+m5KT3VY1DlY/H7jwc17ZM9ykovUVCop66/t6X6j4qWJK1dfEw/frxHh/flyGgyqHXnEN39VHuFhHmd710GAAAAAABwUdu/ZqoSNk1XbtpehTXto17Xf+BoM5fka8OsZ3Vs72IZTR6K63aDWva777Tryj2+X5vmvKTsYztlNLkpvPkAtR/+lExunpKk7QvfVPLuhcpLP6gmXW9QhxFPV1p+/S9PK/3wOuVnHla7YU+oWY9bL8ybvkhN2z9VcxKm62DuXnUP66NJvcqPRVZJpt7a/G9tSl+nQnOBGvpE6Y5WD6p3xIDTriu9OE3/Xv+UNh9fJ3/3AN0Wf6/GNL7a0f7K+qe1OX2djuYf1oPtntC1zSrv64S8A3pl3VPam7NL9T0b6IF2/3Jsb+7hmXpt47OV+hdbivRguyd0XbPbztfuuOic7vicLLMkQ9f8PlShXmH6Zsjs067rbMfnbO12u11f7f5Ivxz8XtmlWQrxDNXz3SapVVA7js8pjs/ERddre+ZmmQyuJ/oPn68Qz9BTrmt31g69sfllHcjZowD3QN3R8gENjx3raF+bukLvb52kowWJqu/VQA+1e1Ldw3o72uclztbnO99TWnGqYnwb6/GOzys+qE2V7cw4+L1e2/CMHmr3ZJXP4MVu+9T92js9QZl7cxXVJ0zDPujlaMvan6sVL21S+s5sGd2MihkQrp5PtZer56lvS6bvyNKKlzcrc0+OPALd1fmBlmo29sR9m6MrUrVm0lblJhbIp4GXejzZTlG9wxztCQuTte6t7cpPKpRHoLta3xSntrc2q7Kdo8tTNee2pWp9c5x6nXQ/ImVjupY/v1G5hwvkH+Or3i92VIP2weXZdmZpyVMblJ9UKLvNrsAmfur2WBuFd6kvSdozPUE7vz2gnEP5MnkaFdUnTD2eaCd3P7f/bQfXIIu1VPM3vajDaatUXJotH89QdWs+QW0bXSlJKjXna+6GZ3Xg2GKZjB7qGHeDerU8/bXA0u1van/yQmXkHVTHJjdoUIcTP+uPpq/XD8smVOpvthSrY9wNGtyh/LyVkLpCi7dOUnZBony9GmhAuyfVuOLztePwTM39y/nNbCnSgHZPqMslfH4DANQOFGDhkrBsU4qe+3ijXn+omzq1CFZBsUUZOSVV+uUVlmnCy8v0wDWt9O3Aftp+MFu3vrhUkQ181KlFiKOfzWbXUx9sUIfmwVXW0bFFsG4e2VSPvLn6gr6ni5HVatNzdy9Xj0EReuHDy5RytEBP3LJUwQ28HIVNJ5vy0ibl55Zp6rLLlZNZqn/dvET1I7w0qOIXp/BoH014vK1+/+FglWUL8srUuXeYHnypk3wD3DTvpwQ9PWG5vvxjhPzruUuSWnYM1pibm+q1R6oeiwM7s/Xe85v07897q23X+tqy+rieuWOZGrcIUHScvwrzzbrqzuZq0yVELi4uev/FTfr3g6v01o8Dz/NeAwAAAAAAuLh5+tZXfN97lHZwlYrzUiu1bZrzksqKc3X5Y8tUWpipJV/cLK+ACMW2H3vKda358REFRXVQ75s+lbk0X8un3qldS95Xm8GPSZJ86kWr7ZDHdXDDD6dcPqBBc0W1Hq5tC944v2+ylgj2rK/b4u/RurRVOl584lgUWwrVNDBe97b9h0I8Q7Xy2GI9vfphfTHoZzXyjzvlup5Z/bAifKI0d8waHczdpweX3qYo3xh1qN9VkhQX0FyDoobrg21V97XFZtZjy+/S4KjL9V6/r7U+baWeXv2wpg6epUjfaA2NGa2hMaMd/Xdn7dBtC8drQOSw87xHLi6nOz4nm7zxBTUNiFduWfYZ13W243O29g+2v6HN6ev1bt+v1NAnSqlFx+RaUVzE8Tn18bm3zT/OqcgpvyxPDy+boDtbPaDR/b7V7uztemDprQr3iVS7kE5KLjiif668Vy93f1M9wvpqVcoS/Wvlffpu6BxF+ERpa/pG/Wfjs3qnzxdqEdhaMw/9qIeXT9DPw/+Qj5uvYzvpxWn6Zs+nauJftVCoNvCu76mO98QraVWaClKLK7UtfGSNGnQI0ohPe6ss36zf7lyuje/vUrfHqhahleaV6dcJy9T5gVZq8W0/pW/P1pxbl8ov0kdhnUKUd6RAc+9dqUFvdld03zAlLknRvPtW6uo5Q+UX5aOizBLNf2CV+r3aWXGjopW5J0czr1+swCZ+irrsRJGWuciiFS9vUoMOQZW2X5JTqt/uXK7uj7dVszEx2vvLYf1253Jd/8cIufu5yTfcW0Pf7ymf8PIvbyfMT9Zvdy7XLWtGy+RhkqXYqm6Pt1VouyBZii3647G1WvbcRg16s/sF2OsXhs1ulY9HiK7t+6UCvKN0LHOLflw2Qb5eDdSowWWav+klFZfl6t7Ll6mwNFPfL7lZ/l4Rah176muBQJ9o9Wv7uLYcrPqzPjKksx4bv9UxXViSofdmXab4qJGSpOyCI/p55b0a3f1NNQnrqwMpSzRj5X26fegcBfpEqVXMaLU66fyWkrVDXy0cr+aX+PkNAFA78AhCXBLe+r/tuu+qluraqr6MRoP8fdzUuKFflX6b9mTIzdWo64Y0kdFoULumQRrcNUI/LjxUqd9Xv+5T44Z+6hIfUmm+m6tRt17eTJ3jQ2Q0uFzQ93QxSjqUr6SEfN1wX0uZXA2KbOSnoVfGnrKAqqTYoqVzjuiWh1vLx89NDWN9NfrGOM2bluDoM2hcrDr3CZOXj2uV5Zu3DdLwaxorIMhDRqNBw69uLIPRRQl7cyRJrm5Gjbu1mVp3DpHRWPVYpCYVKjTCS+26hcrFxUXte4QqJMxLRw7kSZL6j4pW137h8vR2lYeXSWNvaaq9W7NktdjO094CAAAAAACoHRq2HKKG8YPk7hVYab6lrFhHts9R64EPy83TT77BsYrrdqMSNk477boKso8qpt1oGU1u8vAOUkTzAcpJ2+toj+0wTmFN+8jV3eeUy8d1u0GhjXvIaHI/P2+ulunXcIj6NBykAPfKxyLCJ0o3NJ+gUK8wGVwMuixigKJ9Y7Ujc8sp15NUkKitGRt1T5vH5GnyUqugdhoSPUqzE3529Lky7gZ1Du0hd2PVfb05fb1yS3N0e8t75W50V6/w/mof0lm/J/5yyu3NPjRNXUN7KdQr7JTtl4rTHZ8/LU1eqLyyXA07qTjgVM52fM7Wnluao//b+7me6fKqIn2j5eLiojDvCAV71j/l9jg+f8+2jE1yM7ppXJPrZDQY1SqonfpGDNasQz9KklanLFezwHj1Cu8vg4tBvcL7Kz6ojX47/IskadmxheodPlCtgtrJaDBqXJNr5Wny1pLk+ZW2M2njC7o9/l75ufn/T3mdpdGQhood1FAegVXPIXlHC9R0dIyMbkZ5BnkoZkCEsir+tv9XqZsyZHQzquV1TWQwGhTaLkixgyO0+8fy+zZHlqcoJD5QMf3D5WJwUUz/cNVvE6S9vxyWJBWmFkmSmo6OkYuLi4JbBKp+63rK2ptbaTtr39imuJHR8o/2rTQ/YUGyvEM9FX91YxndjYq/urG8gj2UMD9JkuQR6C7fCG+5uLhIdsnF6CJzoUVF6eWDALS6vokiutaXyd0ojwB3xV/bWKkbM6q9X53BzeSl3q0fUqBP+fkkIri9oup3VVL6Rpktxdp9ZI76tH5YHm5+CvKNVce4G7U14fTXAm1ix6lxWB+5u576Z/3JtidMV6BvtBoGl49IdihluRoExisuvL9cXAyKC++vsKA22lHx+fqrrYemKTa0l/wu8fMbAKB2oAALtV5RiUU7DmUrLatYg+79Vd1vm6n7J63U8aziKn1t9vKhmU9mt0t7D+c4ppOPF+rrX/frnze3vdDRa50/993Ju9Bmkw795RcZqbxYy2y2qXGLAMe8Ri0CHAVUf1fC3hwVF5oV1aRqYd2pdLqsgTy9XbVxRapsNrs2LE9RYZ5ZLTtVHdVMkravO67Ixr4ymjgtAgAAAAAASFJ+xiHZrGYFNGjhmBcQ1kI5qXtPu0zznrfr8OYZsphLVJyfrqRdCxTerH9NxK1TskoydTj/oOICmp+y/UDOXgV5hCjI48TfwpoGtNCBnD3ntP4DOXsV6x9X6XFtTQPidSCn6rEvsZRo3pHZGlXxqKq6qqAsX29vfkX/7PTiWfue7ficrX1H5ha5Gt00P3GORszsqTGz++q9rf+V2VpWZVscnxO+2PWBBs3opBvnjdJvCTNO288uW9X7CLI7/v+Xt/9lGbvNcXxsdrvsqtKh0ufnj6O/q9BcUOmxhpeSdrc3194Zh2UpsagovVgJC5IU3T/8lH3ttlPft8msuJdgt6nK/rTb7MrcU94e3CJQ4Z1DtGd6gmxWm9J3ZiljT44iezVw9E/bkqmkVWlqf1fVc2bmnhwFt6hctBfcIkCZf7nv8VmH6foofprmTlyhpmNj5Bd56uKilHXHFdSsdhbV/cliLVVK1jbVD2imzPxDstrMCg04cS0QGtBC6af4eVAdWxN+VtvYE+en032+jp/i55fZUqJdR2Y7HpUIAICzUWmAWi+3oEx2u7RwbZK+fK6vFr4/XG6uRj329poqfds3C1JxqVVTf9svs8WmjbvTNX9tkgqKLY4+z3y4QQ9e00qBvnXzW3Zn0jDWT6ER3vr67R0qK7Xq8P5czfvpkIoKzFX6FhdZ5OFlqlTQ5OPnqqJCS5W+Z1OQV6ZXHlqta+6OV70Qz3Naxt3TqAGjo/X83Ss0In6anr9rhe5+qt0plz+wM1tfvbVDdz3Z/m9nAwAAAAAAuFRZyopkcvOSwWhyzHP18JOlrPC0yzRo2kfpiRs1/aV2mvWfHvLyD1OjjlfURNw6w2wt09OrH9KAyOFqUa/1KfsUWYrk61r5i4y+bn4qspz+2FVevlC+rpVHifFx8z3l8ouS5srV4KreEQPO8R1cmt7d+h+NiB2nKN+Ys/Y92/E5W3teWa4KzQU6WnBY04bP14f9v9PqlGX6es/HVbbF8Sl3T5vHNH3EH/p99Grd2+Yfmrz5RS1Jmn/Kvq2D2qvEWqxp+6fKYjNra/pGLUmar0JLgSSpS2hP7c7apqVJC2SxWbQ0aYG2ZWxSYcXx6RnWR0uTF2hr+kZZbGZN2/+NUouOqdBcvnxeWa7e3frfcyrWq62i+jRQysZ0fdpuur7qMUs+YV5qfkWjU/Zt0D5IlmKrtk/dL6vZppSN6UqYn6SygvJ7CQ17hip9W5YSFiTJZrEpYUGSUjdlqKziXoOLwUXNxsVo1Stb9HHLn/TT2AVqd3szBTUPkCRZzTYteXq9ej/fUUY3Y5Xtm4sscver/JQONz83lRVWvu9x+6ZxmrBlnAZM7qqw03zRO3Fpinb/mKCup3jUYm1ht9v12/onFegbo2YNh8hsKZKryUsGw4lrAXdXP5We48+TMzmavl45hUfVOmaMY15saE+lZG3TvqQFstks2pe0QEkZm1R2iu3tSZoro8FVcXX8/AYAuHhQgIVaz9uz/KLvphFNFVHfW96ernrgmlZas+O4ikoqF/sE+rrroyd6afbyRPW4baYmf7NN4/vHKsDXTZI0c+lhWW12jekbU9Nvo1YwuRr0/Ie9dHBXtq6/bJb+88gaDR4fK78Atyp9Pb1MKi22VHqkX2G+WV7epip9z6Qwv0xP3rpUrToG68YHWp7zcvN+StBPn+3VW9MG6NddV+rtnwfqs8nbtHbxsUr9Evbm6OkJy3Tvcx3U8aRvxAAAAAAAANR1JjcvWczFsllP/I3NXJIvk5v3KfuXFedq6Rc3q3GnqzT+2W0a+9QGmdw8tWbaYzUV+ZJntpbpiVX3y8PooSc7vXzafl4mLxWY8yvNKyjLl5fp1Meu6vLeKqgoFvlTofnUy88+NE3DYsZWGi2rrtmcvl7bMjbppuZ3nlP/sx2fc2mXpDtaPSAvV2818A7X1U1v1opji6tsi+NTrnVwe/m4+cpkcFW3sMs0tvE1WnDkt1P29XcP1OReH2le4mwNm9lD72+brJGx4+XvFiBJivZrpJd7vK1Pd76rYTO7aVbCNA2KGuFo7xTaXQ+3e0qvbHhKw2b20O6sbeoc2kP+7uXt7275j0bFXnFOxXq1UWlumWbfvFTxVzXWHdvG67YNY2XyNOmPx6p+aV4qf8TfsI96af/sRH3VY6bWTN6m5uNj5VFx3yGwkZ8Gvd1DG97dqS+7zdTuaQlqMiLK0Z60Ok3LntuoIe/31F27rtR1C0Zo/+xE7fj2gCRpy8e7Vb9NPYV3OfUjOl29TCrLr1xsVZZvlpt31c+MycOkpqNjtO2LfUrZkF6pLWl1mv54bI2GvN9TQc0C/tY+u1jY7XbN2/icMvMSNL7nB3JxMcjV5CWzpVg224lrgVJzvtzP8efJmWw9NE1x4f3l5RHkmBfk10hjerytFTvf1dszu2lrwjTFR42QZ8Xn62TbDk1Tq5ixMtbx8xsA4OLx9yohgIuQn7ebwoO9Ttn212FrJaljixD9+OpAx/SDk1epS8vyC++V29K0dV+mutxcPvxwcalVVptd3W+bqdWfj74A6WufmDh/vfplX8f0p//dqtan+MWlYSNfmUwGHdqTo7hW9SRJB3fnKKZpwDlv68/iq+g4fz3wUqfyZ6yfowO7stW5dwM1rhg6uHGLQHXs1UDrl6Woa7/yoY4T9uboXzcv0W2PtdGA0THnvG4AAAAAAIC6wDe4kQwGk3JS96heRCtJUk7qbgWENj1l/4KsI7JaShXX/Wa5uLjIaHJT487XaNnXE2oy9iWrvPjqAZltZk3q9YFcjVW/FPmnJgHNlFFyXFklmapXcWN7X85uNfZvdk7bahLQTJ/vel8Wm9lRuLMve7eaBVb+guTR/ERtTl9/SY/kcy42pK1WcuFRjZjVS5JktpWp1FqiwTO66LuhcxTsWfnvp2c7PmdrP92jJ/+K43N6hrOMT9A2pKM+HfijY/qpVQ+qff0ujuk+EQPVJ+LEfYbbFozX8JhxjunRja/S6MZXSZIsNrPGzOmna5reIklan7ZKhZYCfb/vK0lSgTlfu7N3aEvGBv2n5/v/83tzttwjBbKUWtX65rjynwVuRsVf01i/Tlh22mXCOoZo3I8n9uf8B1dVKpiKHRih2IERjumfxy9Qs3ExkqSMndmq3zZIEV3L+/tH+6jRkEgdWXJMra5voqRVacrYlaPDC5MlSeZCi+TiorTNmRr/8yAFNQ/Qti/3VcqTsTtbbW89/fnSZrEp93C+wjqFSCovvpp//yoNfLObGvYIPcc9dXEpL756Xscyt+rafl/Lw618FMQg30YyGkxKy9mjsHrl1wLHc3YrJODU1wLnqtScrz1H52psz/eqtDWNGKimJ32+vlwwXq1P+nxJUlZ+oo6kr9dQzm8AgIsII2DhknD14Mb6+rf9Ss0sUkmpRe//uFPdW4fK27Nq1fvOQ9kqNVtVUmrRDwsOau3O47plZPmF4lO3ttfv7wzTzNeHaObrQ3TtkMbq1qq+Zkwa5Fi+1GxVaZlVdrtksdpVWmaV1Wqrsp1L1aE9OSopsshcZtWKeUma/1OCrrsnvko/D0+Teo+I1Fdv7VBhfpmSD+dr1tT9GnpVrKOPxWxTWalVNptdNptdZaVWWczl+7Iw36ynblumiFhfPfxK51MWX5WVWlVWWnEsLOXL/3ks4tsFacPyVB3eX/6c9sP7c7VxeaqaxAc6pv918xLd/HBrDTnN0McAAAAAAAB1gc1qkdVcKrvNIrvdJqu5VFZLmUxunopsPUI7/nhLZSX5ys84rP2rpyq201WnXI9vcCOZ3Lx0YO23slktMpcW6OCGHxUQFn/StswV27I5tmWznhh5xGopk9VcKtltstusFe2WU23ukmSxWVRqLZXVXn4sSq2lMlvLZLGZ9eTqB1ViLdZ/e30gN6P7GdfT0CdabYI76INtr6vEUqydmVs1L3GWRjU68ThIs7VMpdZS2WST1W5VqbVUlooRTtqHdJafm7++2PWByqylWnlsiTalr9PwmLGVtjMrYZpaB7VXjF/j878zLkKnOz7XNrtV04bP19QhMzV1yEzd2epBRfnGauqQmQp0D6qynrMdn7O1h/tEqktoD322832VWIqVXpymH/d/XeUxgxyf8uOTX5anlceWqMRSLKvNqvVpqzT94P+pf+SQ065rb/ZOlVlLVWIp0S8Hf9DG42sdBVSStDtruyw2iwrNBfp057vKLcvViNixFTnM2pe9Sza7Tbml2Zq08QWFe0eqe1hvSdJnA6fpmyGzHf9fWtRrpRuaTdATnV66oPvnfLNZbLKUWmWz2GW32WUptcpaZlVgI1+5epm089sDsllsKiswa/ePBxUcH3DadaXvzJa11CpLiUW7fjioY2uPq80tJwp8jm/Pcqxrw7s7VZpbpmZjy+81hLYPUvq2LKVsTJfdbld+cqEOzUtScMW9gMHv9NDVvw3VlTOH6MqZQxQzIEJxo6I07MPygsnYQREqSC3S7mmHZC2zave0QypKL1GjwQ0lSYcXHVPmnhzZLDaZiy3a+MEuFaYWK6xzecFX8trjmnffSg2Y1FVRl4VdiF1dI+ZvekHJGZt0Td8v5enm75jvavJUi8gRWrbjLZWU5Ssr/7A27J+qtrGnvhaQJKvNLIu1VDZ7+c96i7VUVlvlUcZ2Jc6Rp3uAGjXoVWX5lKztstksKjUXaMXOd1VSlqvWsZV//mxLmKaIoPYKqiPnNwBA7cAIWLgk3DW2uXLzSzXqkXmSpK6t6mvyg10lSbe/tFSdWoRo4hXlf+j5+td9WrA2WVabXe2bBWnqC/0UWs9TkuTv4yZ/nxPfHPPxdJW7m1ENgk6MsDXkvt+UnF4kSXpg8ipJ0mv3ddH4/icKiy5ly347qjn/d0BlpVY1ah6g5z7oqUYVz1J/6valatUpRNdOLN/X9z7bUe88s0HXXzZbbu5GjbohToPGnthPbz21XgtmHHZMz5p6QIPGxuix/3bVqgVJ2r0lU4f25mjl/GRHnwdf7Kj+FaNVTRjym9KSy4/Fvx8oPxaPvtZFg8fHqv/oGB1PKdJzdy5XTlap/ALcNPiKWA25onz7P326R7lZpfrolS366JUtjvV/8vtQ1Q//34fOBQAAAAAAqC12LZminYvfdUz/9EIrhcR0Uf8J36rjyGe1YeYzmv3fy2R0dVdc1xsU2/7ETdClX92ukOhOiu87Ua7u3up1w0faNm+Sti98Qy4uRgVHd1DX8f9x9F//y1M6vHmGY/rAmqmKaT9WXcf/t3x9X96q9MPrJEnpiRu0de5/1LLf/Wo14IELvRsuCl/smqJPd544Fr1/aqUOIV10R6sHtCx5odyN7hryy4lReG5pcbduiZ8oSbrm92G6pcXdGhpTPpL/S93e1Cvrn9KQX7rKz81f97V9XB3qd3Us+8DSW7UpvXxfb0nfoHe3/kcTWt6vO1o9IJPBVZN6fahX1z+tqXs+VohnA73Q7XVF+kY7lrfarPotYYbubv3wBd0nF5PTHZ8P+n8rH1dfx3xfNz+ZDCaFep0oxvi7x+ds7S90e0Ovbnhaw2Z2l7erj4ZGj9KNze9wtHN8ThyfV3q8o892vqunVz8kSQr3bqgH2z2hAZHDHH0fWnq72oV0cnyeftj3tZYmL5DVblXroPaa0m+qQjxPjGw0Zdtk7cjcKhcXF3UJ7akp/abKs+LRkBabRS+t+5eOFiTK1eCmPhED9fplH8ngUj4mQpBnSKXcbgY3ebv6KMC93gXZLxfKxim7tOHdnY7pT1r9pPAuIRr9bX8N+6iX1kzaprVvbJeL0UUNOgRrwH9O/P+dc/tShXUKUceKewnbv96nhAXJslntatA+SKOm9pN3qKej/9rJ25S2NVMuLi5q2DNUo6b2k6tX+S3OsI4h6vFkOy15cr0K04rl5uOqmIER6lDxxXHPII9KuU0eRrl6meQVUr5+jwB3Df/oMi17fqOWv7BJAbE+Gv7RZXL3L79XVJJdqlWvbVFhWrFM7gbVaxqg4Z9cJv9oH0nShnd3ylxg0fyHVlfazh1bx5+X/VwTcguTtenAt/p/9u47Oqpq7eP4d0omPSQkISEJKUDovffeQYrotYsdfcXeO3aveq0oFlQUG9KL0pQO0nuoIQVCCOm9z8z7RzAQExAQGCC/z1pZKzln732eMztnsjPnOXubjBY+nd+rfHuzsOEMavcqA9q+yIJNL/DJvO6YTc60jby5QkLU1BV3Use/HV2OXz8LNj7HzrgTf+s3R0+hefgohnV8u3zb9tjpNI8YjcFQea6Q5TveJfH49RUe0JUbe0/BYj5xn85ms7IzdhY9q9H7m4iIXB4M9qrWaBM5Q9Gzrnd0CHKcd/fK07RuyRzngEikKm28J2AymfDx8SEjIwOr1erokETEQXx8fDCZTFitVjIyMhwdjog4iMYFIgIaF4hImb+PC8Z9nunokOS4CWO9K22LGZd50eOQyupO8K60TX1z6VD/XLqq6huAF3Uv4ZLwinfZfZ6Txwbv3Jfm4KjkL2/8XN/RIYiIyCVOSxCKiIiIiIiIiIiIiIiIiIiIiIicIyVgiYiIiIiIiIiIiIiIiIiIiIiInCMlYImIiIiIiIiIiIiIiIiIiIiIiJwjJWCJiIiIiIiIiIiIiIiIiIiIiIicIyVgiYiIiIiIiIiIiIiIiIiIiIiInCOzowOozlJSUvjzzz/ZsWMHcXFxpKenYzab8ff3p1WrVlx11VUEBgaedbvHjh3j7rvv/sdyTz31FF27dj2X0EVEREREREREREREREREREREBCVgOUxKSgp33XUXdru9fJubmxvFxcUcPnyYw4cPs2jRIh5++GG6det2zsfx8vLCaKx6ojOLxXLO7YqIiIiIiIiIiIiIiIiIiIiIiBKwHMZmswHQpk0b+vTpQ6tWrfDy8sJqtbJnzx6++OIL4uLieO+99wgJCSE8PPycjvO///2PgICA8xi5iIiIiIiIiIiIiIiIiIiIiIj8peqpkeSC8/Dw4P3332f8+PH06NEDLy8vAEwmE82aNePll1+mRo0alJaWMmfOHAdHKyIiIiIiIiIiIiIiIiIiIiIiVVECloO4u7tTt27dU+738fGhbdu2ABw8ePBihSUiIiIiIiIiIiIiIiIiIiIiImdBCViXsL9mxbJarQ6OREREREREREREREREREREREREqmJ2dAByart27QIgLCzsnNt4++23SUxMpKioiBo1atCgQQP69etH+/btz1eYIiIiIiIiIiIiIiIiIiIiIiLVlhKwLlHr1q0jOjoagL59+55zOwcOHMDNzQ2j0UhaWhp//vknf/75J127duXRRx/FycnpfIUsIiIiIiIiIiIiIiIiIiIiIlLtGOx2u93RQUhFKSkpPProo2RlZdGxY0eee+65s6qfkZHB1KlT6d69OxEREbi5uQFw6NAhZsyYwbJlywAYMGAA48aN+1expqam/qv6ItWJyWTCx8eHjIwMLS0qUo35+PhgMpmwWq1kZGQ4OhwRcRCNC0QENC4QkTIaF4jIXzQ2EBHQ2OBS5efn5+gQRETkEmd0dABSUW5uLq+++ipZWVkEBgby4IMPnnUbPj4+3HvvvTRt2rQ8+QogNDSURx55hBEjRgCwZMkSEhISzlvsIiIiIiIiIiIiIiIiIiIiIiLVjWbAuoQUFBTw4osvsm/fPmrWrMlbb71FYGDgeT9OYWEhN998M8XFxdx+++2MGjXqlGW///57fvzxx1Puv+aaaxgzZsx5j1HkSmQwGDAajdhsNvTWK1J9GY1GDAYDdrsdm83m6HBExEE0LhAR0LhARMpoXCAif9HYQERAY4NLlclkcnQIIiJyiTM7OgApU1RUxCuvvMK+ffuoUaMGr7766gVJvgJwcXEhNDSU6Ohojh07dtqyeXl5JCcnn3J/fn6+BhwiZ8lo1OSDIlL2QYr+hoqIxgUiAhoXiEgZjQtE5C8aG4gIaGwgIiJyuVEC1iWgqKiIV199laioKDw8PHjllVeoU6eOo8MCwN3dnVq1ap1yv5ubm9afFjlDempFREBPs4pIGY0LRAQ0LhCRMhoXiMhfNDYQEdDY4FKlxFgREfknSsBysJKSEt544w127NiBm5sb48ePJyIi4oIes7CwkEOHDgEQEBBw2rI333wzN9988yn3p6amkpGRcV7jE7lSmUwmfHx8yMrKUuKiSDXm4+ODyWTCZrPpb6hINaZxgYiAxgUiUkbjAhH5i8YGIgIaG1yq/Pz8HB2CiIhc4pSA5UClpaW89dZbbN26FRcXF1588UUaNGjwr9u12+0YDIZT7v/pp58oLi7GYDDQvn37f3WszFXj/lV9OX+8u0+otG1LpvrnUtHGu3L/iIiIiIiIiIj83bikTEeHIMdNCPSutG3c55kXPQ6pbMJY70rbYsZlXvQ4zr9MRwdwXtSd4F1p25XRP5e/qvoG4EXdS7gkvFLFfYT3dO1cMt74WQlYIiJyekrAchCr1cq7777Lxo0bsVgsPP/88zRp0uSM6991110kJyfTp08fHn744Qr7nn32WVq3bk379u0JDQ0tnxLz0KFDzJo1iz/++AOA/v37ExISct7OSURERERERERERERERERERESkulECloPs2bOHtWvXAmUzVr377runLf/dd9+dcdspKSl8//33fP/995hMJtzc3CguLqaoqKi8TM+ePRk7duy5BS8iIiIiIiIiIiIiIiIiIiIiIoASsBzGbreXf19SUkJmZuZ5a/u2225j+/btHDhwgIyMDHJycjCZTNSuXZtGjRrRt29fWrRocd6OJyIiIiIiIiIiIiIiIiIiIiJSXSkBy0GaN2/O3Llzz7n+pEmTTrmvW7dudOvW7ZzbFhERERERERERERERERERERGRM2N0dAAiIiIiIiIiIiIiIiIiIiIiIiKXKyVgiYiIiIiIiIiIiIiIiIiIiIiInCMlYImIiIiIiIiIiIiIiIiIiIiIiJwjs6MDkOohr6CESXP2sX1/Gjui08nKLeatcR0Y3SeiQrntB9KYuTSW7QfS2RefSanVzoGZ1zko6uqjIK+EaZP2sXd7Gvt2pJObVcxjb3VgwOgT/WOz2fl9VhxrFicQvTuDnKxiAkPc6TU0lGvuaoTF2eTAMxARERERERERqV5K8vPY980k0nZuJ33nDoqzs+jw6ltEjBxdodzB6VOJnz+H7NgYSnKyca0VgH+7DjS77wHcg0McFP2VraQoj32rJ5GWsJ30hB0UF2TR4eq3iGgz+pR1bNYSFk24iuyUg7Qc9BSNut11ESOuXvJL8vh+3ySi0razO30H2cVZvNDhLYZFVOyfV9Y/ya9xsyrVD/Osyy9DFl2scKudM+0fAJvdxqyDPzHr4M8cyonF2eRKpHcjHm71LA18Gjsg+itbSV4JWyftI3l7Gsk70inKKqb3Wx1oNLrifZ6JkVNP2UZIlwCu+rbXhQ20miouyWPdvkkkpm3naPoOCouzGNrhLVpUce3sOfQbG/Z9TVpODAaDCf8akXRqdDf1g3o7IHIREZErhxKw5KLIyClmwi9RBPm50Sjcm/W7kqsst2LzUab9EUvDsBrUCfAgNjHnIkdaPWVlFPPDhChqBblRt5E3O9ZX7p+iglL+9/QGGrfyZegN9fH2dWbP1jSmfBTF1j+TeXtKLwwGgwOiFxERERERERGpfoozMoj6bAJutYPwbtiI5I3rqyyXsXc37sEhBPXui8XLi7yEBGJm/MLRlcsYOH0errUCLnLkV77i/Ayilk3ArUYQ3oGNSI6tum9OdmDdFPKzjl6E6CSzOIOvoiYQ6BZEfe9GbEk+df9YjBaebf9GhW0eTh4XOsRq7Wz657UNT7Mwfh5Dwkdybf1bKLDmsz9jNxlFaRcx4uqjIKOYzROi8Ahyw7eRN4lV3EcA6Ptux0rbknems/PbA4R0C7zQYVZb+cUZrImagJdbELW8G3HoFNfOpv3fsWTrq9Sr3YteEY9Tai1iZ9xMpq26h6u7TqBhyMCLHLmIiMiVQwlYclH4+7iw9qvh+Pu4sjM6naufXFJluRsH1eeeUY1wcTbz8peblYB1kdT0d+GntcOp6e/K/p3pPHB15f4xOxl5b2pfmrbxK9825Lp6BAS7M+WjXWxde4w2XfXPk4iIiIiIiIjIxeDi78/wZWtx9fMnPWonS66/uspy7Z5/udK24D79WXL9KOLmzqbxXWMvdKjVjounP8OfWourpz/pR3ayZGLVffOXwtw0opZNoFH3u9n1x4cXKcrqy8/Fn9+Gr8XX1Z896Tu5bcmp+8dkNDM4fMRFjE7OtH9+P/Qbv8bN4r9dP6FXyICLHGX15O7vwpi1w3HzdyV5ZzozqriPANBgRHilbUfWJ4MBIoeFXuAoqy8PF38eGL4WD1d/jqbvZPIprp1NB6ZQu2YLru3+RflD9S3rXsOEud3ZGTtLCVgiIiL/gtHRAUj14Oxkwt/H9R/L+Xm74OKsvMCLzeJsoqb/6fvHyWKqkHz1l64DggE4fDD7gsQmIiIiIiIiIiKVmSzOuPr5n1Nd9+Cyz3OKc/R5zoVgMjvj6nnmfbNj8Tt4+kUQ1lKJPheDxeSMr+uZ94/VZiW3RA8KXyxn2j8/7vuapjVb0CtkADa7jYLS/IsQXfVmcjbh9g/3EapiLbISsyiBoA618KjtdgEiEwCzyRmPM7h2iktzcXOuWWFFE2cnT5zMbphNLhcyRBERkSueMl1E5F9JTykEwMvH2cGRiIiIiIiIiIjIqRRlZmC32shPSiTqswkABHTs7OCoJC1hO3FbZ9Hn7p8r3AyXS0NhaQF9Zram0FqAl6UG/UOHMa7FE7g5uTs6tGottySH3ek7GF3/Jj7d8T+mHZhCfmkeQe4h3N/iCfqFDnF0iHKS+BVHKc4uIXK4Zr+6FIT6d2RvwkI27f+O+sF9sFqL2HRgCkUlObRrMMbR4YmIiFzWlIAlIv/KtC/34ubhRPuetR0dioiIiIiIiIiInMLcvt2wFRcDYPH2ofXTLxDYpZuDo6re7HY7W+a/Qp3mQ/ALbU1eRoKjQ5KT+LrW4pZGd9PQpyk2bKw7upIZ0T9wIHMvE3t/j9mo2yuOciT3EHbsLDn0KyajiXEtn8DDyZOp+7/l+T8fxt3Jg861ezg6TDnuwNx4TBYj9QbVcXQoAvRv8wIFxRks2foqS7a+CoCrsw839PqOEL/WDo5ORETk8qb/EETknP00cTdb1x5j3Pi2eHhZHB2OiIiIiIiIiIicQo+JX2ErKiI75iBxv87BWlDg6JCqvdgtM8g6tp+u109wdChShftbPF7h5wGhwwj1jGDizvdYmrCQAaHDHBSZ5B9fbjCrOIOv+k2jmW8rALoH9WXUr735evenSsC6RBTnlBC//CihPWvjrHsIlwQnkws1PSPwdA2gflBvikvy2LB/MjPX3M/NfX6ipmeYo0MUERG5bBkdHYCIXJ6W/3qIb9/fyaBrI7jqpvqODkdERERERERERE4joEMnanfvScMxd9D1fx8R9dnHHPhxiqPDqrZKCnPYueR/NOp2F27emln+cnF9g9sxGoxsTFrr6FCqNReTCwBB7iHlyVcAbk7udAvqw+70HZTaSh0UnZwsZtFhrEVWIocrqedSMWvtg2TnJzKs49s0qjOYFnWv4abe32O1lbBy53uODk9EROSypgQsETlrm1cn8e4T6+nQK4gHX2nn6HBEREREREREROQseNQJw7tRE+J/nevoUKqtvau/wmYtoU7zIeRlJJCXkUB+VhIAxQXZ5GUkYC0tdnCU8ncuZhdqWLzJLs50dCjVmp9rLQBquvhV2lfT2ZdSWwmFpZrl71Kwf94hLJ5OhPcOcnQoAmTkHiImaSWRQX0rbHd19qaOX1sSUjc7KDIREZErg5YgFJGzsndbGq/cv4bI5j4891FnTGblcYqIiIiIiIiIXG6sRYXYipXg4yj5WYkUF2Sx8KMhlfbtWTGRPSsmMuD+OfjUbuKA6ORU8kpyySzKwNu5pqNDqdb8XQPwdfEnpeBYpX0pBck4m5xxc3J3QGRysrzkAhLXJdPw6nBMziZHhyNAXmEaADa7tdI+q720yu0iIiJy5pSAJSJn7FB0Ni/cs5KAYDde+aIHzi56CxERERERERERuVTZSkspzcvDUqNGhe1pO7eTdWA/oUOuclBkEtl5DMGN+1fYVpSXxqY5LxDe+mqCG/fD3aeOg6KTImsRpbYS3J08Kmz/evcn2LHTuXYPB0Umf+lXZwhTD3zL+qTVdAzsBkBmUTorE3+nba1OGA16cNjRon89hN1m1/KDl5CaHqEYDEb2HP6N1vVuwGAwAJCdf5SElE2E+LV1cIQiIiKXN2VPyEUz5bcDZOcVk5xeNvXv0k2JJKXlA3DrkEg83S0cSc5j9oo4AHZGpwPwybQoAIL93RnZK/yix11dzJlygLzsYtKSy/pn3dJEUpPK+mfErZEYDAaevWMFuVklXHNnIzYsT6xQv3aoB01aV57yWURERERERERELowDP06hOCebgpRkABJXLCX/WNkydpE33gp2O/P696DOoCHUqBeJydWVrAP7iZ0zAycPT5qOvd+R4V/RDqybQnFBNgU5x/tm79LyJQYjO99KzaCm1AxqWqFOXkYCADUCIglpUjE5S86vaQemkFOcTWpBWf+sSlxKcn5Z//wn8layS7K4ddEIBoQOI8yrLgDrklax9ugKOgf2oEdwP4fFXh38U/94WDwZ0+Re/ji8gKfXjOPGhnfg4eTJzIM/UWor5b7mjzky/CvazikHKM4uJu/4fYS4pYnkHb+P0OzWSJw9LeVlD8yNxz3AleCOtRwSa3W06cAUioqzyTl+7UQnLiXn+LXTNvJW3Fx8aRFxDdtjfuGn5bfSIGQAxSV5bIn+gRJrIZ0bj3Vk+CIiIpc9JWDJRfPVnL0cSckv/3nxugQWryv7UGFEz3A83S0kJOfxwU+7KtT76+cOTf2VgHUBzfhqL8eOnOifNYsTWLO4rH/6jAgHIOVo2f6v391RqX7/UeFKwBIRERERERERuYj2fvsV+YlHyn9O+H0xCb8vBiB82AhcatUiYvS1JG9YT8KShVgLi3CpVYvQwcNoes//4R4c4qjQr3h7V39FfuZJfbN7MQm7j/dNqxFYXDwdFZoAP+z9iqP5J/pnecJilieU9c+g8BF4OnnRNag364+t4de4WdjsVkI8wriv+WPc3OhOza50gf1T/3hYPPF18eOLvj/x0ba3+Gn/N5TaSmnu25qXO75LA5/Gjgr9irf9q73knHQfIXZxArHH7yNEjggvT8DKiMkmZVcGLe9ogMFocEis1dGGvV+RddK1sy9hMfuOXztNw0fgYvFkUNuXqeXdiB0x01ix438A1K7ZnKs6vkNorQ4OiVtERORKYbDb7XZHByGXr+hZ1zs6BDnOu/uEStu2ZI5zQCRSlTbeEzCZTPj4+JCRkYHVqrXURaorHx8fTCYTVquVjIwMR4cjIg6icYGIgMYFIlLm7+OCcUmZjg5JjpsQ6F1p27jPMy96HFLZhLHelbbFjMu86HFI1epO8K60Tf1zaaiqbwBe1L2ES8Ir3mX3eU4eG7xzX5qDo5K/vPFzfUeHICIilzg9piEiIiIiIiIiIiIiIiIiIiIiInKOlIAlIiIiIiIiIiIiIiIiIiIiIiJyjpSAJSIiIiIiIiIiIiIiIiIiIiIico6UgCUiIiIiIiIiIiIiIiIiIiIiInKOlIAlIiIiIiIiIiIiIhfcrk8/YmrzSJbefpOjQ5EqLJ10E1Ofj2TXHx85OhQRkfPmyPpkJkZOZWLkVEeHIiIiIlc4s6MDEDlfPvp5Fx//EgWAi8XE758OJaCma5VlE5Lz6H3vfAC+f6U3HZvVumhxVjdTPtrF9x9Hlf/8zPud6TUs9LR1XrhrJRtWHC3/+dtlwwgMcb9gMYqIiIiIiIiIyNkrzspibt+uWIuKABgyfwmeYeGODUqw2+0kRC0kfvs8MhKjKMpLw2A04ezui6tnLWqGtMA/vB0BdTvj5OLp6HCrrS93fcSkqI8rbbcYLdRw9qGRT1MGhY2gb53BGAwGB0QodrudpQkLWRQ/j30ZUWQUpWE0mKjp7Iuvay2a1mxBK/92tAvojIeTrqWLwWa1EbMogfhliRzblkZBWhGlhVYsnk54R3hSu50/kcND8W3g7ehQq52C4iwmzO1KqbVsTDB2yBJqeoY7NigREZGLTAlYckUqLLby8dRdvHZfe0eHIn+zeEbsaROw0o4VsGl10kWMSEREREREREREzkX8r3PLk68AYmdNp8XDjzswIikuyGb1D/eRErehfJvBaMbJyZX8rKPkZRwm9dBm9q/9hg5Xv0VEm9Hl5dy8g/D0q4uzu48jQq/Warr4lX+fV5JDSsExUgqOsSpxKfPjZvJ210+wmJwdGGH1k1OczZOr72NLyolryWQw4+7kSlL+UY7kHWZH6mZ+2v8NL3R4i2ERo0/TmpwPSVtTWfrUBrJic8q3GZ2MOLmbKcosJmlzKkmbU9n6+R4iBoTQ//1OmCwmB0ZcvUTFzy1PvgLYETudXi00JhARkepFCVhyxZqxNJY7RzQiIkhPnlwKavg4U1RkZevaY6Qczce/tluV5X6fHYfNaicgxJ1jCXkXOUoRERERERERETlTMbOmARB54y0c+HEKsXNn0eyBRzCadMPbUdbPeIKUuA0YjCYadL6Neu2vx6NmKAajEZu1lOyUaI4eWMmh7fMq1e10zTsOiFgAFoz4s/x7m91GXPZB3t/6OhuOreHPoyv4bOf7PNjqaQdGWP28vP4JtqRswGQwcV2D2xhV73pCPEIxGoyU2kqJzY5m3dGVLDpU+VqS8y/ujyMsfnAt1mIbLj4WWt7ZiLoDQ/AOL7v/Y7PaSN2dScyiBKJ+iCZ2cQKlhVYlYF1EO2LKxgRtI29h84Ep7IydRY9mj2A0qg9ERKT6MDo6AJHzrbafG43CalBqtfO/73c4Ohw5zsXNRPeBIdhsdpbMjD1lucUzyvYNuDr8IkUmIiIiIiIiIiJnK313FJl79+Dk6UXLR5/CPTiEwpRkjq5a7ujQqq2c1DgS9y4FoHnfR2g1+Gk8/cIxGMtuAxhNZrwDG9G4+z0MHDePOs2HOjJcOQWjwUjdGpG82/1zQjzCAJh18GdKbaUOjqz6OJQTx6rEsmtpbPNHeKjV04R6hmM0lF1LZqOZSO9G3NL4Hr4fOI9+dXQtXUiZcTn88fh6rMU2fOp7ce2cgbQZ27g8+QrAaDJSq3lNOj3egpuWDSW8X7ADI65+ktKjOJa5BxcnL/q0fApv9xByC5M5eHS5o0MTERG5qJSAJVccowEeu7kFAIvWJbD9QNpZ1T98LJfPZ+7hjldW0P/+X2lxw3Ra3jiDQQ8u4LWvtpCYolmZztWA0REALJ4ZV+X+XZtSSIjNoXYdd5q19z9tW1npRXz2+lbG9J7PsKbTuKHLHF57YA0HotIBGBg5lYGRU9m+Pvm8noOIiIiIiIiIiEDszLKZLkIHDcHk7Ez48FFl22fNcGRY1Vpm0p7y74Mb9/3H8mYnlwo/L510E1Ofj2TXHx+d99jk7DmbnOlbZzAA+aV5xGfHODii6uNA5olrqUfwP19LLmaXfywj527D+zspzi3B5Gxi0Kfd8DjF6hp/cfF2ZvDEblg8nS5ShLI9tmxM0Dh0CGaTM83Cy8YEO2JPPSaYv/5J3pwayfz1T2K329l28Bem/HE9789qz5tTI09bV0RE5FKlBCy5IvVqG0SHpmUJPO9OObtZsJ6esIF3v9/Bqm1JHEnJx8ViorDYysGEbL799QDDHlnEpj0pFyLsK17zDv7UDvXg6KFcdm6onBj11+xX/a+OwGAwnLKdhNgc7hu+iFmT95N0fJnCwgIrqxYm8Mi1f7DujyMX5gRERERERERERARrURHxv5Utu/VX4lX4VSPBYCBx5TIKU1MdGJ0A5GcnOToEOQ9quQaWf59XmuvASKqv5HxdS46Un1pIzMIEACKHh+Id4fkPNU443T0GOX9KrUXsji8bE/yVeNUsfCRgIDpxGXmFpx8T2IFZax9gwabnOJK2FbBjMOj2tYiIXJ70F0yuWI8fnwVr3a5kVm45esb1God7M/7uNiyZMIRdP1/Dhm9HETX1Gqb/tx89WgeSk1/Cw//7k8IiTfl8tgwGQ/nSgoumV1yGsDC/lJULDmM0Guh/fKasqpSW2HjtgTWkHSugho8zL37SlTk7RjNr69V8uXAwTdv58c5TGy7kaYiIiIiIiIiIVGuHlyykJCcbj9Aw/Fq1AcCjTij+rdtiLy0lbt4sB0dYPdUMbg7HEw62LXiLnNTYf6ghl7qj+Qnl33tZajgwkuqlcc3mGCi7lj7a9haHcnQtOcqRdcnYbXYA6vYPcXA0UpW9hxdSWJKNj0cYIX5lYwIfj1Dq+LfFZi9lZ9zpxwT7ExZz4Mgf9Gn5NI+M2sQjozbx6Kgt1A3sfjHCFxEROa+UgCVXrNYN/ejfsWyd73d/2IHdbj+jes/f2YabBkcSHuSJ0Vj2T5bZZKRlpC9fPNudRmE1OJZewKJ1Cf/QklSl39URGI0GVi1KoCCvpHz7it8OUZBXSqvOtah1mimEV/x2iNh9WRgM8MInXek6IASTqeytLLSeF69+2QMfX+cLfh4iIiIiIiIiItVV7KzpwPFZr04Sdnw2rJjj++XicvcJoW7b/wCQdWwfv304kEWfjGDzvPHEbJ5G5rH9Z/wZqThebkkOi47PKuNl8SbU89QPrcr5FeQewvC6ZddSdNY+/vPbQG5dNIK3N49nbsw0DmbqWrpYMg5klX/v18THgZHIqeyILfubXzbr1QnNwo4vQxhz+jFBcWkefVs9Q8dGd+LsVDbDmcXJHQ/XWuc/WBERkQtMCVhyRXvsphaYjAb2xGYyb9Whf92eyWSke+vaAGzao6nUz0Wt2m607hJQNuPVb4fLty+eEQfAwGvqnrb+ygVldZq396d5e/9K+y3OJq69q9H5C1hERERERERERMrlHj5E8sb1YDBUSsAKHTgYk4sLObExpG7b4pgAq7m2V42nSa/7MVvcwG4n8+huotf/wMZZz7Lo46HMeaszW397g8JcfbZ5qcopzmbjsbXcv+xWUgqOAXBdg1sxakmui+rJtuO5o8n9uJrdsGNnX+ZuZkT/wOsbn+XGRUMZPKczH2x9g7R/WF5N/p3CzKLy7529LQ6MRKqSkXuI+OT1gKFSAlbj0MGYTS6k5cSQkHrqMYGLpQat611/YQMVERG5SMyODkDkQqoX4sXoPhH88nsMH/y0k8Fd6uBk/ud/VDfuTmHaHzFs359GUloB+YWVlxtMSsu/ECFXCwNGR7B5dRKLZsQy8Nq6HInPYdemFDxqWOjSP/i0daOjMgBo3uHUTz+06KgnI0RERERERERELoTY2TPAbse/bXvcgysuB+Xk4Ulw734cWjCfmJnTypcnlIvHaDLTvN/DNOx2J4l7l5ISu4H0IzvITjmIzVpCUV4a+9d+Q/y22XS/9Ut8Q1o6OmQBOk6NPOW+QWEjuL3x/13EaATAbDQztvnD3NTwTlYlLmVrygZ2p+8gLvsgJbYSMorS+Gn/NyyIn8173b+kqa+uJal+dsTOAOzU8W+Pt3vFMYGzkycNgvux+9B8tsdMK1+e8O9q12yOyaTkOhERuTIoAUuueA9c15S5K+M5fCyPnxZFc+vQBqct//Z32/ly9t7yn01GAzU8LOWJW/mFpeQXllJQZL2gcV/JuvQPxqOGhajNqRyJy2HxzFgAeg8LxeJsOm3drPSyJ158a7mcsoxvgOv5C1ZERERERERERACw22zEzpkJQPjx5Qb/LnzE1RxaMJ/DixbQ+unncXJzv5ghynEWF0/CW40gvNUIAKwlRaTEb+LAuu9I3LuUovwM1vw4jqGP/I7JydnB0UpNF7/y7y1GCzWcfWjo3YSBYcNpF9DJgZGJh8WTweEjGBxedi0VWYvYnrKJXw58x6rEpWQWZfD0mnFMH/o7ziZdS+ebi/eJ17QosxizPvu/ZNjtNnbGlo0JmodXPSZoHn41uw/NZ+/hBfRv/TwWp8pjAjdn3wsap4iIyMWkBCy54gX6unHLkEi+nL2XT6fvZnSfiFOWXb0tqTz56qZB9blxYD3qhXhhMp2YNev9H3fy6fTdWuP9X7A4m+g9LJR5P0Sz4JcYls2LB8pmxjpTBoPhQoUnIiIiIiIiIiJVSFqzioJjSQBsfOlZNr707CnLlubncXjRb9Qdde3FCk9Ow+TkTGD9rgTW78r6GU8St3UWBdlJHD2wkpAm/R0dXrW3YMSfjg5BzpCzyZkOgV3pENiVV9Y/ya9xs0guSGLd0ZX0DNG1dL75RNYo/z51dwbuSsC6ZMQkrSKnoGxM8NvGZ/lt46nHBMWleew5/Bst61YeE2h5VRERuZLor5pUC2OvbkwNDwtpWUV8PXffKcv9uuYQAN1bBTL+nrY0CPOukHwFkJpZeEFjrS7+SraaPXk/qUkFhDeoQYPmNf+xXo2aZU+8pCUXnLJM2rFT7xMRERERERERkXMTM2va2ZWfOf0CRSL/Rr3215d/n5Ma48BIRC5vI+uduJbic3QtXQjBnWphMJY9jB2zJMHB0cjJtsec3Zhge4zGBCIicuXTDFhSLdTwsHDPqEa8M2UHX83dR882tassdzQ1H4AmdX2q3G+32/lz57ELFmd10qB5TSIa1iB2XxYAA685s9mv6jf1ITWpgB3rk09Z5nT7RERERERERETk7BWmp5G4bCkAXd77mMCu3U9ZNjvmIL/fMJq0bVvIjo3BK6LuxQpTzoDZ4lb+vdFscWAkIpc3V/OJa8nJqGvpQnDzc6HuwBAOLjhM9LxDtL67Md4RnmdU1263ayWNCyS/MI0DiWVjglFdPqZu4KnHBKnZB/n299EcSdtCWnYMvl4aE4iIyJVLM2BJtXHrkEgCfV3JKyjlk2m7qyzj6eYEwN64zCr3/7joIIeP5V2oEKudO59oyeg7GzL6zob0GR52RnW6D6oDwM6NKURtTqm0v7jIyvSvTj3LmYiIiIiIiIiInL34eXOwlZbg5OlJUK8+OLm5n/LLt1kLPI8nXcWe5axZcu5y0w+Tkxr7j+Vit84q/96ndtMLGZLIZSkx9zCHcv75Wvot9sS11MhH19KF0uGR5ji5mykttLLw/tXkJuWftnxRVjEL719DcU7JRYqw+tkVPwebrQRnJ08ig/pgcXI/5VeQbwt8PcvGBNtjNSYQEZErmxKwpNpwcTbz4HXNAFi6KbHKMj1al82MtWLLUSb8EkV+YSkA2XnFTJy+m1cnbcHHU0+ynC/te9bmnqdbcc/TrfD2dTmjOj2H1CEs0gu7HV65fw1rfz+C1WoD4HBMNi/es4r0VC0TKSIiIiIiIiJyPv21/GBw736YnP7587E6AwYDEDd3NrbS0gsam5TJTj7Agg8HsfK7u4jdOou8jBPLddmsJWQkRrF+xlPsX/M1ADVDWuAf1s5R4YpcsmKyD3DdgkE8svIufoudRWLeiWup1FbCvowoXln/FD/uL7uWmtZsQUt/XUsXineEJ33f6YjRyUjGgWymDV/M1s/3kBWfU17GZrWREpXBhg928n2f+cQu1nKFF9Jfyw9GBvfDZPrnMUGjOmVjgl1xs7HZNCYQEZErl5YglGrl6t7hTJqzl5gjOVXuH9krnJnL49i0O4UPf97FR1N34eVuISe/BJvNTq+2tWkS4cOn06ueQUsuPCeLiec/7spTtywjPaWQl+9bjZPFiMXZRF5OCU4WI89/3JWXxq4CwGJRnqmIiIiIiIiIyL+Run0r2QejAagzYNAZ1akzYDC7P/+EwrRUjq5cTnCffhcyRAEMJifsdhtH96/g6P4VABhNTpgt7hQXZoHdXl7WJ6gp3W78FINRn52J/J3Z4ITNbmPt0RWsPVp2LTkZnXA1u5NTnIWdE9dSQ5+m/LfbpxgNupYupIj+IQyf0otlT20gKz6Xde/uYN27OzA6GXFyN1OcXYLddrxfDFB/WChmV90CvRCOpG4lNbtsTNCozpmNCRrVGcya3Z+QV5hK9NHlNAjWmEBERK5MGn1ItWIyGXnsphbc//aaKvc7mY1MfrEnn8/cw/zVh0hIzsNut9Oifk1G9Q7n+v71mPBL1EWOWv4utJ4XE+cN5KdPd/Pn0kTSjxVgcTbRtnsg149tTK1g9/Ky7l6asUxERERERERE5N+InTUdACdPTwK6dDujOt4NGuJVtx7ZMQeJmTVNCVgXQe3I7gx55HeO7l9Oavxmso7tJz87iZLCbMxOrrh41sKndhNCmg6gTtPBSr4SOYVOtbszfcjvrD26nO2pmzmYtZ/k/CRyS7JxMbvi51KLhj5N6BUygL51Biv56iKp3daf6xcN5uCCBOKXJZK8PY2CtCJK8kpxrmHBu54nQe1r0WBkGD51vRwd7hVre2zZmMDZyZO6AWc2Jqjl3RBfr3qkZR9ke8w0JWCJiMgVy2C3n/TYi8hZip51vaNDkOO8u0+otG1L5jgHROJ4m1cn8eztK7A4m5i19WrMTo7/B7iN9wRMJhM+Pj5kZGRgtVodHZKIOIiPjw8mkwmr1UpGRoajwxERB9G4QERA4wIRKfP3ccG4pExHhyTHTQj0rrRt3OeZFz0OqWzCWO9K22LGZV70OKRqdSd4V9qm/rk0VNU3AC9W03sJl5pXvMvu85w8NnjnvjQHRyV/eePn+o4OQaoBg8EAQM+ePVm+fLljgxGRs6YZsETkimK32/nly70AtOpU65JIvhIRERERERERERERERGRS9/kyZOJi4sDYPz48Q6NRUQuL0rAEpHLzrZ1x/jz9yP0HRFOWKQXzi5m7HY70VEZfPfhLratPYbBANfe3cjRoYqIiIiIiIiIiIiIiIjIZWLy5MmsWLECUAKWiJwdJWCJyGUnP6eE2d8eYPa3BwDwqGGhuNBKcVHZ8j0GA9z9dCtadKzlyDBFRERERERERERERERERESkGlAClohcdhq18mXMw83Y+mcySYdzyUovAqB2HXeatfNn+C2RNGhe08FRioiIiIiIiIiIiIiIiIiISHWgBCwRuezU9HflxvubcuP9TR0dioiIiIiIiIiIiIiIiIiIiFRzRkcHICIiIiIiIiIiIiIiIiIiIpe/5cuXYzAYMBgMjB8/HoDo6GgeeughGjZsiLu7O4GBgQwYMIDFixdXqr927VpuvPFG6tWrh4uLCwEBAVx77bVs3779jI5/8OBBnn76adq3b4+/vz8Wi4WAgAD69OnDhx9+SH5+fpX1evXqhcFgYMWKFeXb/jqPk79uu+22SnW3bt3KG2+8wdChQ4mIiMDNzQ1nZ2dq167NgAED+PDDD8nNzT2j+EXk8qUZsEREREREREREREREREREROS8mzVrFrfeemuFBKT8/HyWLFnCkiVLeO2113juueew2+2MHz+eV155pUL95ORkpk+fzpw5c5gxYwZXXXVVlcex2Ww8//zzvPPOO5SWllZqIzk5mWXLlvHuu+8ye/Zs2rZte17O75VXXuGll16qcl9SUhJJSUksWbKEt99+m1mzZtGhQ4fzclwRufQoAUtERERERERERERERERERETOqy1btvDf//4Xk8nEuHHj6NChAyaTieXLl/PNN99QWlrK888/T9euXdmyZQuvvPIKYWFh3HbbbTRq1Ii8vDx++eUXFi9eTElJCbfddhv79u3Dz8+v0rHGjBnD999/D0DNmjW57rrraNu2LV5eXiQnJ/Prr7+yYMECEhIS6N27N5s2baJBgwbl9V977TVSU1N5/vnniYqKAsqSx/4uNDS0ws/5+fmYTCY6dOhA165dadCgAd7e3litVuLi4pg/fz5r1qwhMTGRwYMHs23bNurUqXM+X2YRuUQoAUtERERERERERERERERERETOq3nz5hEeHs7SpUuJiIgo337jjTfSrVs3xowZA8ADDzzAgQMHGDp0KNOmTcPV1bW87J133smYMWP47rvvSE9P55tvvuGJJ56ocJzPP/+8PPnqqquu4rvvvsPb27tCmfvvv5+ZM2dy3XXXkZOTwx133MHq1avL93fr1g2ADz74oHzbyJEj//EcR48ezYMPPkhQUFCV+59++mm+//57xowZQ3p6Oi+//DKTJk36x3ZF5PJjdHQAIo5y31ur+ejnXQBs3J1Ct7vmOjgiOR92bkzhpm7qSxERERERERGR04mdPYNF11S9fMv5sGDkYBJXLL1g7csJCz4aTOLestc6dssMFk24qsp9cvbmx87g5kUX7jo5lS93fcQTq++76MeVU+s4NZL9GbvLf56062MGzu5ArxktySrKcGBkV4bshDwmRk6lKLu4yv1H1ifzVZuZ/+oYX7acQdq+zH/Vhoicmx9++KFC8tVfbr31ViIjIwHYtWsXNWrU4Mcff6yQfPWX1157DYPBAMDChQsr7CsqKuLll18GoHHjxkyfPr1S8tVfrr76ap588kkA1qxZw/r168/5vP7Svn37UyZf/eXmm2/mxhtvBOCnn36ipKTkXx9XRC49mgFLLisxR7J569vtbNuXSnGpjYCarlzdO4KxVzf+V+22b+LP6knDz1OUl78nblrKjg0pvDm5J226BpZvn/blXia9vZ2RYyK57/k2Dozw1Jq39+eH1epLEREREREREZG/bHjhaWJnz2DwnAV41a1/UY45ePaCi3Kc6iI7JYbtC98i9fA2bNZiXD0DiGhzNY17jGXwg6d+rU+3T064b+lN7EzbitnohJPRifo1GvJgq2ccHZacZ/HZMXy0/S12pm6jxFaMv2sAwyKu5tbGY8+qnWP5R/l69yfMGPoHtd2DL1C0V6ajm1LYPHE3x7algR08g92IvCqMiP4hF/zYd28ffcGPcSX7dcPT7Iidwd2DF+DndXHGEnJlaNOmDV26dDnl/q5du3LgwAGgLCHLy8urynJ16tQhLCyMuLg4du/eXWHf4sWLOXr0KAAPP/wwFovltDGNGTOGN954A4BFixbRsWPHMz6ff6Nbt258//335Ofns2PHDtq2bXtRjisiF48SsOSycvfrqxjaLZQPH+uMxWwk5kgO0QnZjg7rihRS15PFM2IrJGAtnhFLnbqeDoxKRERERERERETORkleLocXLcBSw5uYmdNp9fjTjg5JzsGqKXcT2nwona/7EKPZQk5KDNkp0Y4O64pyf4snuKHh7RRZi/h0x7s8sfpe7m3+iKPD+tdKbaWYDKbyWUOqs0dX3U3/0KG83vlDnIwW4nNiiM0+++soMS8BV7PbOSdfldpKMBudzqnu5SxuaSK/P/on7R9qRt93OuFa05mMg9ls/XwPAS0LLthxrSU2TE5aEOjfKCrJZc/hBbhYvNkeM52+raoeS1htJZiq4e+2nF6nTp1Ouz8w8MR9yA4dOvxj2bi4ODIyKs48uHLlyvLvc3JymD179mnbOXn2qb8nc50ru93OggULmD59Ops3b+bw4cPk5ORQWlpaZfmEhAQlYIlcgZSAJZeN9OwiDiXlcsOAerg6l/3qRobWIDK0BgCpmYW8MmkL63Yl42IxMbJnGA9e3wyzqWxgvfDPw7wzZQfp2UUM6VKHUqutvO31u5K5763VbPn+agB6jZ3Hc3e0pn/HsqculqxP4PWvt7L886vK918/oB6L1yUQnZBN+yb+/O/hTrz/407mrTpEzRrOvP1AR9o08rtor8/51mtoKLO/O0BeTjHunhb2bksDoFFL3/Iy/31sHdvWHaMwr5SgcE/ufrolrToFlO+f891+fvlyL0WFVobdUJ/1yxIZdVsDBoyOYPGMWGZN3k+3gSHMmXIAgwGuG9uYq29vWF5/+fxD/PzZbpIT8wkO9+De59vQtE3Za7p0ThxTPo4iI7UQNw8nhl5fj5vGNWX7+mRevm81M7eU9eWtveZx73Ot6XL8CZq1SxL47PWtfLf8qvL9Q66vx5rFCcRHZ9O8vT9P/a8T376/k2XzDlGjpjOPv92x/LgiIiIiIiIiIpeTQwt/w+TqSvMHH2XnR+/R4qHHMDpVvjk6tXkkA6bNwadREwD2TfmGI0t/p883P5Tvb/PMi0RP/YG8o4mE9B1Am6dfYNOrL3J09Qo86oTS+b/v41W3HgDzBvai9ZPPEdK3P7GzZ7D/+8mE9BvIgZ+mAAYa3zWWhrfcDsD6557EycuLNk89D0BxdjazurZl2MJluAeHsP65JzGYTJTk5pC0ehVuQUF0fudDUrduZvfnn2ArKabp/z1E5PU3XYRX9OIryksnN/0Q9drfgNlStiRPjYBIagSULdkz791etB7yHCFN+leq+/d9SdGr2fn7++SkxmIyuxDZ+Vaa9LwXgLhtc9i94lMKc1KoUasBrYe9QM2gpgAsnXQTfqGtyUiMIvXQVjx8w+g4+m28AxtWOublztnkzPCIa/l5/2SyijIB+CpqAtMOlP3ujmk8lhsalv3u2u12ftz3NTOifyCnJJsmNVvwZNvxBHuEAvDjvq/5ef9kcoqzqWHx5vYm/8eIev9hfuwMft4/mS61ezHr4M+4ml25tdFYrok88Ttss1t5Z/PLLIyfg7uTBw+0fIr+oUOBsgSez3d9yKL4uRRZC2lXqzOPt3kRH5eyz247To3k8TYvMjP6Jw7nxrFo5Ab6zGzNlAFzaOBTdo3/tO8bVh75nYl9fsBut/PJjnf4NW4WhaUF+Lr483DrZ+gW1OciveoXXmZROgm5hxhV7wZczGXXUd0akdStUXYddZwaecrX52QrEpbwwrpHKLIW0WtGS5rUbMHzHd5k1Pze/D5qM56Wsplb3tvyGrkl2bzY8W0S8xIYNb83z7d/k8l7JpJXksfCkesu4tk7nt1uZ/WrW2h9dyNannQPwKeeF33e7kh2Qh5QlqS16eMoCjOKiOgXTM/X21eZPFWcW8Lat7YRvzQRgPC+wXR5phVObmayE/L4ofd8er/Zns0T91CSV8Jt60YyMXIq184ZgF8THzZ+tIuUXRl4Bruxf048Fg8nOj/VkvpDQ8vj3fndAaJ+jCY/pRC/xt70eLkdPvWrnpnnSrfn0G84mVzp2fxRVux8j14tHsNkdGJH7Aw27p9MZHA/th38mRC/Nozq8jErd33AtoO/YDSY6NLkPlbsfI/R3SYSVqsjdrudDfu+Zkv0DxSWZFO7ZgsGth2Pz/H3zU/n9aJN/RvZl7CY1OxoAnyaMLzT//Byq+3gV0HOla+v72n3Ozs7n3XZoqKiCtvj4uLKv3/88cfPKr709PSzKl+VpKQkrrnmGtasWXPGdbKzNcGIyJVIKd9y2fDxtFA32JOnJ2zgtzWHOJKcV2H/o+//idlkYNnEofz0Wh+WbDjCl7P2AhCbmMOj76/j2dtbsfHbkTSt58OqrUn/Kp5f1xzmk6e6sWbScI6m5nPt07/TpWUgG78dyVXdw3jx803/qn1Hc/d0ol33QJbNOwTAoukxDBhdcX3mVp1rMWnhYKZtHEWvoaG89sBa8nPLssa3rj3Gdx/u4oUJXflpzXAMRoiPzqpQPz46C2dXEz+uHs6zH3Zh0tvbSYzPBWDD8kS+fGsbj/23A9M3jeK6sU14aewqsjOKKMwv5d2nN/DoG+2ZvW00X/w2iHY9AjlXK349zAufdOOnNcNJOZrPw9f+TusugUzbOJLeV4Xx8YuXd1+KiIiIiIiISPUVO3MaYUOHEzp4KNaCAhJXLD3nto4s+50+3/3M0PlLSFq7mqW330TkjbcwavUmvBs2Zvv7b5+ybtbBaEyurgz/fTVd3v2Q7e+9Te7h+DM+9uHFC2hwy+2MWruZmk2bs/rBe8lLOMTQhUvp/PYHbHv7dQpTU8/53C5lFjcfPP3qsmHm0xza+Rt5GUfOqZ2MxChW/3Afjbrfzchn1jP44UXUqlu25E5y7AY2z32JdsNfZeQz6wlpNpCV395BcWFOef24bbNpMfBJRj23iZrBzdky/5Xzcn6XmsLSAubE/EJtt2BqOHsTkxWNi8mV+cNX83qXD/l4+9sk5Jb97i6Im81P+7/h7W4TmT98DXW9Inls1VhKbaUcyonls53v81HPb1g2ehtf9Z9OE98W5ceJyTqAAQO/DV/D650/5JMd77A1eUP5/nVJq2nt357FIzdyb7NHeGPjc+SVlH12OnnPZ6xJXMYXfX5m1tBlgIEX1z1W4TwWxc/jo17fsPTqrbia3U57zuuPrWZR/Dy+GzCbZaO3MaHXt4R6Rpy2zuWmhsWHMM+6vLrhaX4/9BtH887tOuoZ0p/3e3yFh5Mny0dv59PeU8647qrEpUzuP4vZw5ad07EvZ1lxueQk5FF/WNhpyx1acZRr5wzg+gWDSfjzGAfmVv13Ys1rW8mKz+W6Xwfxn/mDyIzJZs0bWyuUiVuayDWz+nPTsmFVtnF4dRK12/tz+8aRdHikGcuf20jx8fsbUT9Gs3d6DIM/787tG0YSMSCE38auwlpsPYezv/xtj51G07DhNAkdSom1gOjEE2OJlKwDGA0m7h+2gqs6vsuO2BlExc/j5r4/ce/QP0jKiKK49MT9vF1xs9mw/xtGd5vIA8PX4O8VyfRVY7HZTswStCt+LiM6v89DI9fjZHZj5c73L+r5yvllNJ55OsLZlD1ZZmbmOdUDKC4uPue6AKWlpQwaNKg8+crHx4dbb72Vd955hylTpjB9+nRmzZrFrFmzeOCBB8rrWa3V8/1E5EqnBCy5bBgMBr5/pTeNwmrw8S9R9Pm/Xxn04AJWb0siKS2fP3cm8+ztrXF3dSK4ljv3jW7CzGWxAPy6+hBdWgTQt30wZpORGwfWJ6y2x7+K58aB9ajt54anu4WebYPw9nRmYKcQTCYjQ7rWYf+hLIpLLu8/nn/NVFVUWMrqxQn0HVnxn6OB19TF3dOC2cnItXc3wm6zE7svE4Bl8+LpPTyMRi19cbKYuOn+pri4Vpx0r4aPM9fc2Qizk5GWHWsREOzOwT1l04bO+z6aa+5qRGTTmhiNBroNDKFOXU82rChbw9lsNnLoYDZ5OSV4eFlo2OL0WfGnM+zGetSq7Ya7p4UOPYPw8nam28Cyvuw5pA5x+7Moqab/WImIiIiIiIjI5Svr4AHSdmwjfMQonNzcCe7bn5iZ0865vYa33YVzDW9cawVQq10HatSvj3+bdhjNZuoMGEzG7qhT1nX29qHRmDsxOjlRq31H3IOCydi754yPHdSjF/6t25Yda+AQ8hOP0PT/HsLkZCGgUxecPD3JPLDvnM/tUmYwGOh95/fUqN2IqGUf8+t7fVjw4SCSolefVTsHN00ltPlQ6jQdhNHkhMXFE786rQGI3zaHsFbDqRXRAaPJiYZdbsfiWoOj+04kioS1HIFP7cYYTWbCW48iI/HU/X05mrjzf/Sd2YZRv/YhPieGd7p/BoC3sw83NboTs9GJtrU6Uts9mP0ZZb+7C+Jn85/IW6jv3RBnkzP3tXiUY/lH2Z2+A6PBCNiJyTpAYWkhvi5+RHo3Kj+ei9mVu5s9gJPJQnO/1gwKG85vcbPL9zf0bkK/0CGYjCYGh4+kxFbMoZy4suPGzeH2Jv9HoHsQbk7uPNz6GTYcW0NKwbHy+rc0uht/1wAsJufjsZya2eBEsa2ImKwDlNpKCHQPuuISsAwGAxN7f09kjUZMivqYq3/tw3ULBrE+6eyuo3/jrqbj8LR4lc/AVZ0UpBcC4B54+nNvN64pFg8n3ANcCe1Rm5SoyjPT2G129s+Np9NjLXDxcca1pjMdH2vB/llx2G32Cm05e1lwcq16MSC/Jt7UHxKK0WSkwchwrMU2suLKkk53fR9N+4ea4x3uidFspMWYBliLrBzb/u9nyrncpGYdIDFtG83DR2FxcqdBcH+2x5wYSzg7edK1yf9hMllwMrsSFT+PtvVvwtczAiezC71bPI7dfmJFml3xs2kXeQu1vBtiNjnTs8WjZOcfJTF9R3mZNvVvxNujDmaTM01DryIp48r6eyPnn4fHiXu+O3bswG63n/HX8uXL/9Wxp06dyvbt2wHo27cv8fHxfPvttzz++OPcfPPNjB49mpEjRzJy5EgaNrzyZg4VkYq0BKFcVvx9XHnm9tY8A2TmFDFx+m7uf3sN347vhbPFhJ+3S3nZOgHuJKWVrRuenFFAkH/Fp3yC/d3/VSwnH8v1b8d2dTZjt0NhsRWLk+lfHceRWncJ4P1nN/LDJ7tp3MqPmv4n/jmy2ex8+8FOVv52mMzUQgxGA/m5JWRllGWKpyUX0KJDrfLyZicjNf1dKrTv7VvxZxdXMwV5ZU85JB3J45v3djDlo13l+0tLbaQdK8DFzczLn3dnxtf7mPT2DiIa1uDWh5tVWP7wbPj4nYjD2dWEd4Wfy/qyqNCKk+Xy7UsRERERERERqX5iZk7Hu2EjfBo2BiB8+ChW3ncn+cfObWZ4l5OWhTG5uODkdWIpJrOrK6UF+WdUt7x8Xt4pSlfm7OtXoa7Z3R2zy4nPcEwurpTmn/r4lztXT39aD34GBj9DUX4mu1dMZM2P9zPs8RVn3EZ+ZiJ+Ye2q3pedRK2IDhW2ufuEkJ994nfFxfOkPrC4Ulp85v13Obiv+WPlSwv+ZV9GFDVdKv7uuppdyT8+m0tyfhK13UPK91lMzvi7BpCcn0QLvza82OFtpkV/z6sbnqaZbyseaPlk+RJ3/i61MBtPLAca6B5cYQYsX1f/8u8NBgPOJpfy46YUJFHbPbh8v79rABajheT8JPxdyz4jDXALOuNzbxfQibubPsTnOz8gLucg7QO68FDLpwnyqHPGbVwOfF39eaj1MzzEM2QVZTJ590SeWnM/c4ad+XX0b5xNn1xpXHzKlg3LSyqgRtipH453O+kegtnVRHF2SaUyBelF2EpseIacuMfjVccda7GNgowTy5J5BJ1+5je3k+53GAwGzC4mio/fn8g5kscfj6/DYDSUl7GV2MhLunL/zpzK9pjp1PJuRIBP2Viiefgopq68k5z8sr8Pnq4BGE5K8swtOIbnScsFurn4YjadWGIuJz+JGie9b5pNzni4BpS3B+DhcuL9z2J2o7jkyvp7I+dfSMiJ36nDhw/TvHnzi3bsxYsXl3//wQcf4OnpecqysbGxFyMkEXEgJWDJZcvb05kHrm/G1/P2Y7XaKCq2kppZWJ4IdSQln0DfsgF0LR9Xtu1Pq1A/MTWfVg2qnjXJzcVMQdGJGY+SMwov0Flc2oxGA/1HhfPTxN08/3HXCvuWzYtn2bxDvPF1T4LDPTAYDIxuOxPsZU+Y+NZyJeWkf0aspTbSU878dfSv7caIWyIZdmP9Kve37hJA6y4BlJbYmPdDNC/ft4YZm0dVKufiZqaw4ERfpiVXz74UERERERERkerFVlJC/PzZlObnM6dXZ4CyJ/2tVuLmzMS1VsUH2cyublgLT3xuUpiSctFiNbu5Yy046dipyRft2JcjZzdvmvV5gP1rviYvI+GM67l5B5GbVvVyXm5egeRlVlySLS/jCG5egf8q1itdLbdAjuad6IMSazEpBceo5Vb2uvULHUK/0CEUlhbyxa4PGL/+CX4c9CsAKYXJlNpKypOwjuUllidP/RN/10CO5h2hmW8rANIKUii2FZcfF8BoMFSo42p2o9B64jpLK6x4jV8TeRPXRN5EbnEO/938Iv/b+ir/6/7FGb4Sl58azt7c1ewBftz/NYl5Cf/4+pyO2/ElHgutBXjiVV7f+aSkE+AfZyK7knlHeOIZ4k70r4do+39N/lVbrjWdMToZyUnIw+34w9TZCXmYLEZcfZzJOZ4MfHLy1NnyqO1G1+daE9qj9j8XvoJZbSXsip9NcWk+H805aSxht7Ijbubx5KuKr3NZMtXR8p/zC9MotZ5IjPN0CyTrpPdNq7X4eNKW/t7IuevZsycTJkwAYMGCBQwZMuRftXfyUoh2u73S7/nJkpJOJA/Wr1/1Pc2/LFy48F/FJSKXvuo72pPLTlZuMe/9uJODCdlYrTYKikr5Zu4+vD0sNI7woVOzWrz17TbyC0tJTMlj4vTdjOpdNk3ykK51WLvjGMs2JVJqtTF1yUHiEnNOeaymdX2Yv/oQRcVWDiXl8sOCAxfrNC85o25vwBvf9KRTn4pP5+TnluDkZMTLx0JJsY3vP44iP+/EGt29hoWybN4h9u9Mp7TExo+f7qawoPTvzZ/S8JvqM33SXg7sSsdut1NYUMqWNUmkHM0nI7WQNYsTyM8twWQ24OZhxmSuevBTv6kPy+cforjIytFDucz7ofr2pYiIiIiIiIhUH0eW/0FJbi4Dps5mwPS5DJg+l4Ez5tFk7P3EzJqO3W6vUN6ncRPi5s3GVlpKxt7dxM2fc9Fi9WnShKS1qyhISaYkL5ddEydctGNfDooLsti55D2yUw5is1kpLS5g35pvsLh64+Vf94zbqdvuOg7tnE/C7sXYrKUUF+aQengrAGGthhO/fS4p8ZuxWUvZ/+d3FOdnULtBrwt0VleGQWEjmHbge2KyDlBsLeKzXe9TyzWAJjVbEJ8dw/qk1RSWFuJkdMLN7I7JcGKG/cLSAr6K+oQSazG70rax8NBcBoYNP6PjDg4bweTdn3Es/yj5JXl8sO0NOgR0OW0CV0OfJiyIm02prZT9GbtZEHfiGt+dtoMdqVsosRbjbHLG1eyGyXBlPb+fXZzFZzvfIy77IFablcLSAn7a9w1eFm/Cveqe9vX5J97ONQl0C+LX2FnY7DY2HVvH2qMXZ1aty4XBYKDbC23Y+sUedn63n8LjM1Vlxuaw7JkN5B458xmODEYDkVeFsv79nRRmFlGYUcT693bSYGT4v0q6Olmzm+qz8cNdZMRkA1CcU0Ls70cozq08I9eV7MCRPygqyeWOAbO5Y8Bc7hgwlzsHzqNrk/vZETO9/IH8kzUJHcaW6B9Iz4mnpLSQ5TvfqzBDVtOwEWw+8D2pWQcotRaxYtf7eLoGEFSzxcU8NbnCDB48GH//spnTvv76a6Kjo/9VeycvaZj3DzO2urufmI3vdMedOnUqUVFaTlPkSndljaDliuZkNnIsLZ+7Xl9JelYRzk5GmtT1YdILPXBzMfPeI514+cst9Bo7D2eLieE9wrh7ZCMA6gZ78e5DHXn1qy1k5BQzuHMI3VufOpv+kRub89gH6+h422zq1/FiZK9wflz47/5YX668vJ1p07Xya9V/VARb1xzj1l7zcfNwYtSYBviftH57m66B3DyuKS/ft5qiIivDbqhPcLgnTpYzy/vs1DeY4mIbHzy3kaOH83CyGGnYwpdx49tgs9mZ/e1+/vf0Buw2O8ERnjz/cReMVfxzddsjzXnrsXX8p+Nswup70W9kOPN/rJ59KSIiIiIiIiLVR+zM6YQOHoZX3XoVtje46Vb2TZ4EVLxp2vrZF9nw3JPM6tIWv9ZtiBg+itTtWy9KrGHDRpC8cQMLhg/E4u1Ds/97kMMLf70ox74cGE1O5GcfY+V3d1GUl47R7IxP7Sb0GDMJs+X0S2ydrGZQU7reMIGdv3/A+hlPYra406DzrfjVaU2tiI60GfoiG2c9S2FOMl4BDegx5issrl7/3HA1NiR8FOmFqTy26h5yirNp4tuCd7t/gdlopsRWwuc7PyA2OxqjwUikdyNe6PDf8rp1a0RitVsZMrcrLiYX7mv+KO0COp3Rccc0HkuBNZ87f7+WYmsxbWt1ZHyn/522zmOtX+SVDU/Sb1ZbWvi1YUjEKHalll3jeaW5fLjtTY7kHsZsNNPMtxVPtX3l3F+YS5CT0Ynk/GM8svIuMorSsRidaejThA96TMLV7Hba1+dMPN/hTf676SW+3fMZXWr3on/oUEpt1StZ55+E9wli6KQebP50Nxs+2AWULRPYYEQ4brVc/6F2Rd2eb8OaN7fy8+Cy2WTC+wbR5elW5y3WZrdEYjAZWHT/GnKP5mPxcCKwrR/BnWqdt2NcDrbHTqdJ6DB8vSqOJdo1uJX1+yZhp3ICVsu615CZd5gpf/wHo8FMlyb3YTY6YzJagLIlDPMLU5m26h4Ki7Op7duCa7p/gdGoW9Zy7tzd3Rk/fjz3338/+fn5DBw4kOnTp9O6detT1omOjubTTz/l6aefplatitd2RERE+fdbtmyhR48ep2ynffv2zJo1C4DnnnuOmTNnYjKZKpRZtmwZ99xzz7mcmohcZgz2vz/qJHIWomdd7+gQ5Djv7pWfDNySOc4BkVStpNjKtR1m8/pXPWja1v+fK1xh2nhPwGQy4ePjQ0ZGBlar9Z8ricgVycfHB5PJhNVqJSMjw9HhiIiDaFwgIqBxgYiU+fu4YFxSpqNDkuMmBHpX2jbu88yLHodUNmGsd6VtMeMyL3oc52p+7Ax+3j+Z7wfOc3QoF0TdCd6Vtl1O/XMlq6pvAF68hO4lVGeveJfd5zl5bPDOfWkOjurfyS1I5uO5XRl31arLfpnBN34+/fJycsLy5cvp3bs3AC+99BLjx48/Zdnx48fz8ssvA2WJSr169Tpl2V69erFiRdkMg1WlONx55518/fXXQNnMewMHDqRv376EhIRgMBhIT09nz549rFq1im3btgFw+PBhQkJCKrQzb948hg8vm5Wyfv36PPTQQ0RERJQnVgUHB9O8eXMAkpOTqV+/Pjk5ZSsvNW3alFtvvZWwsDAyMjJYtGgRc+bMwWg0csMNN/D9998D8M0333DbbbdVOoe/ljvs2bMny5cvP+VrISKXJqUTi8gFs3pRAu17BmK3weT3d+LlbaFB85qODktERERERERERERERETOM5utlOjEZdQL6kVxaT6/b32dYN82l33ylVweJk2aRMOGDXn55ZfJz89n4cKFLFy48JTl/fz8cHFxqbR9yJAh9OzZkxUrVhAdHc0DDzxQYf+YMWOYPHkyALVq1WLq1Klcc8015OfnExUVxVNPPVWhvJubG5999hlWq7U8AUtErkxnthaYiMg5+GNOHDd0mcsNXecSHZXB+M+642Qx/XNFERERERERERERERERuazYsfPnns/5YFZ7Pvu1L8Wl+Yzo/J6jw5JqwmAw8OSTTxIXF8dbb71Fv379CAoKwtnZGWdnZwICAujatSsPPfQQ8+fPJzExET8/v0rtmEwmFi1axLvvvkvXrl2pWbMmZvOp57UZPHgw27dv55577iEiIgKLxUKNGjVo0qQJjz76KNu2beOWW265kKcuIpcILUEo/4qWILx0XOpLEFZ3WoJQRP6ipYZEBLQEoYiU0bhAREBLEF7KtAThpetyX4LwSqclCC9dWoLw0nYlLkF4JdEShCIi8k80A5aIiIiIiIiIiIiIiIiIiIiIiMg5UgKWiIiIiIiIiIiIiIiIiIiIiIjIOVICloiIiIiIiIiIiIiIiIiIiIiIyDlSApaIiIiIiIiIiIiIiIiIiIiIiMg5UgKWiIiIiIiIiIiIiIiIiIiIiIjIOTI7OgC58hWVWHnlyy2s3XGMjOwiAnxduWtkI67tW5e0zEJe/2YrG6JSyC0oITTQg4eua0bfDsGnbG/1tiTembKd+KO5BPq58extrejRpnb5/t83HOGDn3aSkJyHj6cztw6N5ParGpbvn7cqngm/RJGUVkC9YE/G39OWFpG+AEycvpvPZu4pL2u32ykosjLhya4M7BQCQHZeMW9N3sbvG45QXGojIsiTH1/rg6uzmVKrjY9+3sWs5XHk5JfQpXkAr97bDl9vFwAmzd7L7BVxJCTn4eHqxLBuoTx6U3MsTiYAcvJLeHXSFlZsOYrVZqdF/Zq8dE9bwgI9zl+HnEfFRVY+eWULW9ceIzujCN8AV/5zVyMGXlu3QrmM1ELuGrSAWrXdmDhv4Cnbeu6OFcRHZ1NSZKVmgCujb2/IkOvrlZc5FJ3N+89t4ODuTPwCXbn76VZ07nvid2Vg5FScXUwYjAYAaoe689m8QWdcX0RERERERETkcmQtLmLLG69wbN1aijIycK0VQKM77qLuqGvLyxyc8Qv7Jk8i/1gSzj41afPU8wT36Vdle0lrV7P9g3fIjY/HLTCQVk88S+1uPcr3H1n6OzsnfEBeYgLO3j5E3ngrDW+9vSyWkmLWPfUo6VG7yE88QtcPPiWkb//yunlHEpg/qDdmV7fybbU6dKT7hC8ASN8dxabxz5F3JAG73YZX3fq0ePhxarXrUF5+9xefcnD6VIqzs/CoE0rLR54gsEv38v35SUfZ+vYbHFu3BgDf5i3p+fk3/+YlvmispUVsmfcKxw6upSg/A1evABp1v4u6bcv6Miv5AFvmv0pGYhQms4WgRn1pPeQ5zBbXKtsrKcxh09wXSdy3DJPZhchON9O097jy/f/U3tJJN5F2eCtGk1N5nSEPL8bVK+CM9l+O3t38CiuOLCG3JAd3Jw/6hAzigZZP4mSykFuSw383vcjqxGU4m1y4NvJm7mw67pRt7UnfxXtbXyM6cy/ezj7c3fRBhkSMAmBrykYeWXlXhfKFpQVcG3kzj7V5kWJrEQ+tuIPY7GiKrEX4uwZwQ8PbGVXvegAWxs3hrc0vVqhfUJrPQ62e4caGdwBQbC1i4s73WRQ/l/zSPILcQ3i3++cEuYewOnEZU/Z+wcHM/ZiNZlr5t+eR1s8R4FabK8Wp+jKnJIcPtr7OlpQN5JXkEuIRyt3NHqJHcN9TtpVScIzXNz7H1uQN1HD25o4m9zOy3nXl++12O9/u+ZzZB38moygdf9cAxnd6h2a+rQDoODUSZ5MLRkPZvAjB7qH8MGjeBT3/S92qVzYTu+QIxTklWDycqDsohM5PtsRkMTHnpqUkbU3D6HRiHokbFw/BPaDq97q/5KcW8vOgBXjUduM/J92L+L7XPPJTizCYyu4dGE0G7txyNQDWIivz71hBenQ21iIr7gGutLy9IU1OujdRHS3e/Ar7jyyhqCQHi5MHjUIG0aflk5hMFo6m7+L3ra+RnLkXN2cfujV9kObH39uqEpu0mmXb3yEjNx5Pt0D6tnqWerV7VCoXk7SKqSvuoF3kGPq3eb58+7aDv7Bu75fkFabg4RpAt6b30zRs+AU5bxERkX9DCVhywVmtdvx9XJg8vhehAe5s25/GXa+tJNDXjbBAD5pE+PDELS0JqOnKss2JPPLen8x4uz+RdWpUautQUi73v72G9x/tTK82tVm+5Sjj3lnD/PcHERroQVpmIQ++u5Y372/P8B5h7I3L5KYXllE/xIvurWuzeU8KL36+mW9e7Enzej788nsMd72+ij8+GYKnu4X7rmnCfdc0KT/ewj8P8+wnG+nZOhAAm83OPa+vokFYDRZPGIKXu4U9cZmYTWX/BEyavZdlm48y7a1+eHtYePGLzTz24Tomv9Sr7LWw2Xnj/9rTOMKH1MxC/u+/q/l4ahSP3dwCgA9/2knMkWwWfDQYd1czr321lcc/WMe0t6r+MMzRbFY7Nf1deGtyL2qHurN3WxrP37USv0A32nYPLC/3ycubqd/Em+yM4lO2ZTIb+L8X2xBazwuT2Uj8gSyevGUZdep50by9P6UlNl4cu4reV4Xy3+96s2XNMd585E8+nTuA4DDP8nben9qXek18KrV/pvVFRERERERERC439lIrLn7+9PpyMu4hoaTt2MbK++7CLSCQwC7dOTjtZ/ZN+YbOb7+Pd6MmFKWlUVqQX2VbuYcPsebh++n8zvvU7t6Lo6uWs+bRcQyaMR+POqEUpqWx9vEHaf/Km4QNHU7m/r0su/0mvOrVp3bXsiQov9ZtaXDTGP586tFTxnzV76uweHlV2u4eFETXDz7BrXYQAEf+WMyq++9hxIp1mF1cSPhjCXsnf0WfyT9SI7IB8fPnsPrh+7lqyUqca3hTmp/PsjtvIXz4KDq8+iYmZxcy9u7+9y/yRWK3WXHx9KfX7ZNxrxlKWsI2Vn57F25egQRGdmfdL4/iG9qGHrdOoqQoh1VT7mH38k9oMeDxKtvbMv9ViguyuOrxlRTlpbH8mzG4eQcT0brsRvmZtNdi4BM07HL7KWP+p/2Xm9GRN3J/y8dxNbuRWZTOM2sfZMreL7mj6f38b8urZBdnMfeqlWQUpTFu+RhquwWXJ1WdLKc4m0dW3sU9zR5kRO8f2JOxkwdX3E6QRx1a+bejtX97lo/eXl4+rTCVq+Z2p3/oMABMBjOPtXmRcK96mI1mYrIO8H/LbiHcqx6t/dszKHwEg8JHlNffk76LO34fTd86g8u3vbrhaYqsRXw7YBZ+LrWIz4nB06nsussryeGWRvfQxr8DBoOBd7e8wnNrH2JSv18u1Et70Z2qLweGXUUDnybc3/IJ/F0DWJO4jOf/fIRv+s+gbo3IKtt64c9HCPYIZeHIdRzM2s9DK+4g1DOcNrU6AjBx53tsTdnIx72+JcQjlKT8RJyMThXamNR3Kg18mlTVfLXU7MZIOj3eEic3MwXpRSx+cC3bvtxL2/ubAtDpiRa0vL3hP7RS0aqXN+PXxJvCKu5F9H+/ExH9QyptN5gNdHuxDT71vDCajaQfyGLuLcvwrudFUHv/czu5K0CbyBvp1fJxLGY38ovSmbX2Qdbt/ZK2kbfwy8q76N7sQW7q/QNHM3YydcXteHvUoY5/u0rtZOQeYsaa+xnR+X3q1+5F9NHlzFozjjsHzcfHI7S8XHFpPku2vEawb5sK9ZMyoli0ZTzX9/ia0FodiU/+k19W3k2Ad2P8TnG9ioiIOIqWIJQLzs3FzMM3NCcs0AODwUDrhn50bFaLzXtSCA304K6Rjajt54bRaKBv+2AigjzZtj+tyrZWbT1Kk7o+9GkXhNFooE+7IFpE+jJ7eRwASWllHxyN6BmOwWCgcYQPzevXZF98FgC/b0ykX/sgWjXwxWQycsPA+ri7mFm8/kiVx5v+RyzDuofi4lyWq7hiy1ESU/N58a42eHs6YzQaaFrXBydz2aW0ZP0Rbh0aSaCvGy7OZh66rhlrth8jITkPgLFXN6ZFpC9OZiO1/dwY2SucTXtTy493+FgefdsHU9PLGWcnEyN7hrH/UNa/74QLxMXNzJiHmxMUVta3jVv70bJjLXZtTikvs/b3I+RkFdN3RPhp2zKZjEQ09MZ0/LU0GAwYDAYS43MA2LkxhZzMIm66vykWZxOd+gTRor0/f8yOP6NY/219EREREREREZFLldnNjebjHsajThgGgwG/lq2p1aEjKVs2Y7Na2fXJh7R5+nl8GjfFYDDg4ueHR53QKts6umYVPo2bENSzDwajkaCeffBt1oK4ebMByD+WBHYIHzYCg8GAT8PG1GzanKwD+wAwOVloeMvt+Ldtj8FkOutzcfb2wT0oGIPBAHY7BqOJ0vw8ClPLPm/KSzhMzWbN8W7QEIPBQPhVI7GXlJKXcBiA2Dkzcfb2oenY+3Fy98BoNuPbrMU5vKqOYba40bzfw3j4Hu/LOq2pVbcjKfGbAcjNOEx4qxGYzBZc3H0JbtSXzGP7qmyrtLiAQzvn07zfI1hcvfD0iyCy0y3Ebp5WXuZs2qsuIrzq42oum6HNbrdjxMjh3HgKSwtYcmg+9zZ/BE+LF6GeEVwbeQtzY6dV2c6O1C1YTBaurn8jJqOJZr6t6BU8gLkxVSc4/RY7kzqeYbTwK0s+MBlN1PduiNlY9tn0X5+XJuRU/XnmvJhpdAzoVj6DVUzWAVYe+YPnO7yJv2tA2fXiVQ9PS1kC1sCw4XQL6o2bkzuuZjeub3AbUenbKbWVnvuLd4k5VV8Ge4Ryc6O7CHCrjdFgpHtwX8I8I9iVtq3KdhJy49meupn/a1GWzNXMtxUDw4YzL3YGAFlFmfy072te6PAmdTzLrt3a7sH4uda6WKd6WfKp74WT2/F5Iux2DEbIjM895/Zifz9CUVYxDf7hXsTfGU1GfBt6Yzzp3gQGA9nH701UV35e9bEcv36w2zFgJD03noTULZhNFtrUvxGj0USwbysaBA9g+yne22KOriLQpwmRQX0wGIxEBvWhtm8LdsXNrlBuxY73aBo2jJqeYRW2Z+UlUMMtmLCATmXvYwFd8HKrTWp29IU4bRERkX9FCVhy0RUVW9lxIJ2GYd6V9qVlFnLwSA6NqtgHYLMDdnvFbTY7e+MzAWgc4UP7Jv7MXBaL1Woj6mA6e+My6daqbDYmu82O/W9t2u129h2vf7Kjqfms2pbEf/qdWE5vw+4UwgI9ePzD9bS/dRaDH1rAzGWxJ8Vn5+QD2I7Hui+ucvsAG6JSaBR2Yqavm4dEsmpbEikZBRQWlTJzWRy92wVVWfdSVFxkZd+OdOo29AYgL6eYL97YyoOvVH7q4VReuHslw5pO4+7BC/D2c6brgLInUmL3ZRIWWQPzSVMO123iTey+zAr1n797Jf/pMJunbl3Gnq0nktvOtL6IiIiIiIiIyOXOWlRE+s4deDdoSE5cDIVpqWTs3s28gb2Y27cbG8c/R0nuKW4s22yVPz+z2cjcvxcAn0aN8W/Xntg5M7FZraTvjiJz/14CO3c7qxgXjhrCnF6dWfXAWLJjDlbaP7NLG6a1acLqh+4jfPgoPELqAFBn0BAKU1PJ2BOFzWolZtZ0XAMCqFG/AQApmzbgGhDIinvvZFbXdiz+z0gSVy4/q9guJdaSItITduAdWDYLTKOudxK3dRalJYUU5KSQsHsJQQ37VFk3JzUGm7UE78DG5du8azcmM+lEgtWZtLd7+URmvd6ORZ8MJ3brrErH+af9l6Nv93xOrxktGTSnEwcy9/KfyFuIz4mhxFZCpPeJ17OBd2OiM6tOWLNjw/63z7Lt2E9Zfl7sDIZHXFtp+6Mr76b7tKZcv2AwNZ396BUyoFKZwtJCFh2ax/C6J+pvSd5AbfdgPtv5PgNnd2D0r/2YsueLU57z1uQNhHvWK0/4ulJU1Zd/l16YRlzOQSK9G1XZRnTmPnxd/PF18SvfVtb3Ze+Lu9K24WSysDh+PkPndGXkvF5M2P42JdaKszA9svJuBs7uwP3LbmVn6tbzeJaXry2f7+HLljOY3GkOaXszaX7LiRmNtkzczdftZjFt+CL2zYo9TStQlFPM2je20uM09yJWvLCJbzrMYua1vxO/PLHS/t/uXskXTafx8+AFuPk5EzGg8mxZ1c2fez7n3Rkt+XBOJ5Iz99Iu8pZTvrcln/a98G/b7DaSj18/AEfSthF3bC2dG42tVD8isDvOTu7EJq3GbrcRc3QVhSXZhPid+X0nERGRi+XKGknLJc9ut/PspxsJD/JkYKeKg9fiEisPv/cnQ7rUoXn9mlXW79oygLe+3caS9Qn0bhfEsk2JbNmbSsdmZU+SGI0Gru4dzqtfbeXZTzZis9t5/OYWNAr3BqBn29rc++ZqNu9JoUWkL1OXHCQxNZ/c/JJKx5qxNJaGYTVoVu9ELFk5RazblcyLd7Xh7Qc6sDM6nTtfXUlILXc6NK1Fr7ZBfPvrfrq2DKCGh4UPf96FwQC5BZXbn7rkIFv2pjLn3RP/MDcO98bTzYkud87FZDQQVtujfPnCS53dbuf9ZzcSFO5J14FlfTvpv9vpf3UEweGeRG1O/YcWyrz6ZY+y5LlNqezYkILFuexJyYK8Utw9K07Z7OFpIT/vxBNZ/53Siyat/bBZ7cz/KZpnb1/B578NolaQ+xnVFxERERERERG53Nntdja+9CyeYeGE9BtI6rYtABxbt5YBP88E4M8nHmHr22/Q4ZU3K9UP6NyVbf97i4Q/lhDUszeJK5aRum0LtdqVLbNlMBoJH3E1W998lY0vPYvdZqPFw4/j3bDqxIW/s/j40O/H6fg0akJpQQFRn3/C8ntuY/Ds33Dy8Cwvd/XaLZQWFpKwZBHW4qLy7S41fQnq0Ysl118NBgNmV1e6vv8JJmdnAIqzskjeuI4u702g+8efkbhyOWsfe4CBM+bjGRpWKZ5Lmd1uZ+PsZ/H0DSekyUAAAhv0ZMPMp5n5aivsNivBjftTt+01VdYvLc7HbHHDaDpxG8DJxYvS4rzyn/+pvRYDHserVn3MTi4ci1nHnz8/iJOzOyFNBpzR/svVmMZjGdN4LLHZ0SyKn0tNFz8S8xJwNbtVSFDydPIivzSvyjaa+7am0FrAtANTGFXveqLSdrA8YTE1XXwrld2aspEjeYcZEj6y0r73enyJ1WZle+omtqRswNnkXKnM0oSFOBmd6BHct3xbdnEmsdnRdAvqzdyrVnEk9xAPrrgdX9dalY6zLyOKz3d9wBtdPjrDV+jyUVVfnqzEWszzfz5M3zpDaFyzeZVt5Jfmly/d+BdPy4m+zy7OIq8kl8O5cUwbspjs4iweW3UPrmY37mw6DoBPek2hhV9rrHYrM6N/4sEVt/PToN8IdL98HsC+ENqMbUybsY3JiM5m/9x43PxcAOj4eAt86nthdjFzZN0xljz4J07uTtQ9RVLUuv9up+HVEXiHe5JUxb2IPu90wr+ZD0ajgYOLElg0bi0jf+xNrRYnrschX/bAZrWRtCmVxA0pmJ3PfhbHK03nxmPp3HgsqdnRRMXPxd3FjxruIZRYC9h0YAqt613P0bQd7E9YjFsV720AEQFdWbrtLfYnLKF+UG+iE5eRkLqFsOPLd1ptJSzY+DwD247HZLJUqu9kcqVp2Aimr74Xq60Uo8HIkPZv4uFafZeHFBGRS5dmwJKLxm6389IXm4k9ks3Ep7piNBrK9xWXWHngnbW4OJt47b5TZ63XDfbiw8e68PEvUXS6fQ7T/ohlaLdQvD3KBmV/7jzGS59v5pMnu7L7l2tZ8slQ5q2M54eFZVORdm4ewHO3t+K5iZvocsccdkSn06VFAN6eFf9ptdvtzFgWy7V961bY7uZiJtDXlVuGRGJxMtG2sT/9OgazbPNRAO69ujFdWgRww3NLGTDuNxqHe+PmYq7U/pwVcbz/406+ebEntWq6lm9/4J01eLg5sem7Uez4aTQ3DKzPjc8vpaDo0k4SstvtfPzSZhJisxk/saxvd25MIWpLKv+558w+fDuZyWSkRcdaZKYVMn1S2VMQru5m8nIrJrLl5ZTg5n7iA49WnQKwOJtwcTNzzZ2NCKnnxYblR8+4voiIiIiIiIjI5cxut7P5tZfIjoul64cTMRiNmN3Klg9qfNdYnH1q4uxTk8Z3jSVxxdIq2/CKqEuXdz4k6rOPmdOzE7GzphE6aCgWb28Ajq3/k82vvkTXDz7h2i27GfrrEuJ/nUf01B/OKEYnN3d8m7fE6OSExcuLVo8/jb20lNRtlWeDMbu4EH7VCPZP+YaULZsAiPpsAomrVjBk/mKu3bKbbh99xtonHiZj7+6yOm5u+LZqQ0jf/hidnAjp2x+fJs1IWrv6bF9Oh7Lb7Wye9xLZqbF0vamsL4sLsljxzRjqtfsPo1/cwajnNmG2uLJu2uNVtmG2uFFaUoDNeuKzxZLCHMwWd4Azas8vtDUWF0+MJidqR3anXvvrObTztzPef7mL8KpPpHdjXt3wNG5mNwpLCyos0ZdbkoOb2b3KujWcfXi32+csip/H4Dld+GTHuwyLGE0Ni3elsvNiptE9qA8+p0hgMBlNtKnVkfTCNL7fO6nK+oPDR2E2nngA1dXshslg4p5mD+FscqZujUiGRYxmdWLFaz86cx8Pr7yLx9u8RMfAs5vJ7nJycl/+pcRazDNrH8DF5MKz7V47ZV03sxu5JRVnDcwtPtH3bseXabu72YO4ObkT6B7EdQ3GsDpxWXn5dgGdsJiccTW7cVOjOwn3qsfao8vP4xle3nzqe+HX2JulT28AILC1H86eFkxORkK716bJ9fU4+NuhKusmbkzh6JZUWp/mXkRQe3+cXM2YnE00GB5GeJ8gYhYlVCpnNBkJ6liL/LRCtk3aW0VL1ZOfV31qeTfm1w1P4+bsw7XdPmd3/Dw+mtOFZTvepUXEaFyreG8D8PWqy8guH7I66mM+nNOJ7bHTaBI6tLz8uj1fEFSzBaG1OlRZf0fsdNbv+4pb+07jqWt3M6bfDJbveJfok64vERGRS4UyD+SisNvtjP9iM9v3p/Hdy73xdD+RxV5cYuXBd9dSUmpj4jPdsDid/qmCfh2C6dchuPzn0U8t4epe4QBEHcygZQPf8hmxwgI9GNi5Dss3J3LToPoA/Kd/Pf7Tvx4AJaU2et87n9uGNahwjLU7jpGSUciInhWfimsU7s2idZUH5X9xtph49vbWPHt7awCiE7J578edtIw8MYvWnBVxvP7NNr55sWf5zFx/2R2byWM3t6DG8YSyMUMj+e+324g+nH3KWcEczW63M2H8ZvZtT+Ot73rj7lkW+7Y/j5F0OI8bu80FoKTYRlGhlWs7zOKz+YPwreV6umYBKC21ceT4mu8RDb354ZPdlJbYypcRPLgng/pNfU5Z/6Qcv3OqLyIiIiIiIiJyubDb7Wx+fTxpO7fT+8vvsHiWzSblGV63fHaoMxXcpx/BffqV/7zkxtGED78agIw9Ufg2b0mt9mUzV3jUCaNO/4EkrlxO/etuOuu4DQYDGAynLWMrLSUnPg7/Nu3I2LubOgMG4VGn7HO7Wu074t2wEcfWrcWnUZOy7zesO+s4LiVlyVfjSTu8nd53fIfFpawvc9MPYS0tIrLzGAwGAyazhXrtr2fld3dV2Y6nX12MRjOZSXupGdwMgMykPXgHNDin9gAw/MMz3f+0/zJUaivhcE4cYZ51MRvNHMjcS+OaZa/n/sw91PNucMq6Lf3bMqnfL+U/P7f2IVr/LckgtySHPw4v5K2uE84gllIO58ZX2HY4J56tKRt5qt0rFbb/tVSigVNfX9GZ+xi3fAz3t3icweEj/vH4l7u/+hL+Sr56kBJbCe90m4hTFTPv/KW+d0NSC5NJL0wrn8Fsf+Ye6tUoWxr0VEsXns7p+qW6spbYyIqrennc0721HPnzGDmH8/ju+L0Ia7GN0kIr33SYxX/mD8K9insR//RWZSu1kXn83oSUsdlKSD9+/YT4t+XWk97bZq996JQJVAANgvvRIPjEuGLyktE0Dy8bV8QdW8uxzN3sP/I7AMWleRgMBo6kbeW2/jNIythNvcAeBPiUvacF+DQmIrAbB4+upH5Q7/N9miIiIv/KlfffkFySXv5yC1v2pjJ5fK/y5CIoS4B66H9/UlBkZeLT3XD+h+QrgJ3R6ZRabeQWlPDxL1Fk5RYzqncEAK0b+rIjOp3Ne1Kw2+0cSc5j0boEmkT4lB9vd2wGNpudjJwiXv5yM3UC3OnRunaFY0z7I5YBHYPxcq/4T9eATiEUldj4cVE0VquNbfvT+H3DEfq2L5smODm9gCPJedjtduISc3j2kw3ccVXD8hmw5q2K57WvtvLV8z1oWrdy4k+rBr78siSG3IISSq02flgYjbOTibDaHmfxal9cn7y8hagtqbw5uReeNU68Xlff3pCvFg/h0zkD+XTOQG59qBkhEZ58Omcg3r6VP/Q7uDuDzauTKCosxVpqY/2yRJbOjadtt0AAmrf3x7OGhZ8m7qa4yMqG5Yns2JBCv1HhAMTtz+TArnRKS2wUF1mZ/e1+4qOzadf9zOqLiIiIiIiIiFzOtrz+Mqlbt9Dri8lYatQo3252cSFs2Aj2fP0FxVlZFGdns+frLwju3e+UbaVH7cRWWkpJXi5REz+mOCuLiOGjAPBt2Zr0qB2kbN2M3W4nL/EICb8vwqdRk/L61uIirEVFYLdjLy3FWlSEzWoFIG3HNrJjorFZrZTk57H9vbfBYMC3ZdkDjYkrlpK5by+20lJKCwrY/eVECo4lUatdewD8WrYmYclC8hKPYLfbSdm6mfSdO/BuWHZjNnz4SDL2RJG4Yil2m43EFUvJ2BNF7a6Xz8w+W+a/TOqhLfS6fTIW1xN96elXF7PFjej1P2CzllJSlMvBTb/gXbtJle2YLa7UaT6UXX98QHFhDjmpcRz4cwoR7f5zRu0VF2STuG85pcUF2GxWjh1cy8GNP1Gn6cAz2n85yi/JY17MdHKKs7Hb7URn7uPr3Z/SMbA7LmZX+tUZyue7PiC3OIdDOXFMOzCFERH/OWV7+zKiKLYWUVhayOyDU9mcvJ7rG9xWoczi+PnUcPauNPvU/ozdrE9aTWFpIaW2UlYnLmNR/Fw6/a3c3NhpNPdtTbhXvQrbW/u3p45HGJOiJlBqKyE+O4ZfY2fSI6hsmcKYrAOMWz6Ge5s/wlV1q17G8nJ2ur4stZXw7J8PUWgt4O1uE7FUsazjyUI8wmjh14aJO/5HYWkBUWnbWRQ/l+HHX7cgjzp0COjCV1GfUFhaQErBMX458F35kpAHM/ezJ30XpbYSiqxFTN3/LbHZ0XQK7H7BX4dLVUleCXunx1CUXYzdbidtXyZbPt1Nne6BFGUXE788kZKCUmxWGwlrjxH100HqDqxTZVstb2/IDYuHcO2cgVw7ZyDtH2qGd4Qn184ZiKuvMzmJeSRuSMZaZMVaYiP6t0PE/p5IeL+yB/1Td2dweHUSpYWl2EptxC9L5MDceOocvzdRHRWX5LEjZjqFx6+f5Mx9rNn9KXWP/84mZURRai2ipLSQbQenEp+8nvZ/e2872dH0ndhspRSV5LI66mMKi7NoHlE2rhjV5SPuGvQbdwycwx0D5xAZ3JemocO5pttnAAT7tiImaRUpWQcASMk6QGzSKgJ9qv7bJyIi4kiaAUsuuCPJefywMBqLk5FeY+eXbx/eI4xh3UP5fcMRnC0mOtw2u3zfvVc35r5rygZPgx9awL1XN2ZEz3AA3v1+B9sPpGEwGOjaIoApL/fGzaXsV7ltY3+eva0Vz366kWNpBXi4OdGvQzD/d7ytUquNpydsIP5oLhazkX4dg/n82e4VlkPMzCliyfoEvnq+R6Vz8XK38OVz3Xn5i828NXkbgb5ujL+7Le0al601nZiaz6Pv/0lKRiE1vZy5fkA97h3duLz+ez/sJLeghJtfPDE1apC/Gws+HAzAW+M68PrXW+lz36+UltqICPbk06e7VUoEu1QcO5LHvB+icbIYuaXXib7tMzyMh15th7vniSmvPbwsmM1G/Gu7lW+7e/ACbri3MX1GhGO12pn83g4SYnLAYCAgxI2xz7Siz/CypxnNTkZe/qwbHzy/kV++2ItfoCtP/a8TwWFlTwBmphcx4aXNJB/Nx+JsIqJBDV7/qgeBdTzOqL6IiIiIiIiIyOUqL/EI0VN/wGixMH9Ar/LtYcOG0+7FV2n95HNsfn088wf3xuhkIbh3X1o98Ux5uQUjB9P4rnsJH1Y2A86OD94lbed2DAYDAZ270vurKeVLGfq3bkurJ55l40vPUnDsGE4eHgT37keTe/6vvL3frhpIfuIRANY+/iAAHV59i4iRo8lNOMzOj9+nMC0Vs4sLNZu3pOfn35TP2FWUkcG2d9+i4NgxjM7OeEc2oPsnX5bPeNXo9rspysrij1uvpyQnBxd/f5o/+CiBnbsCZTNydf3fx2x7903+fOIRPEJD6frehPL6l7q8jCNEr/8Bo9nC/Hd7lW8PazmcdiNepdvNn7Nj0Tvs/P09DAYTfmFt6Dj6v+XlVnx7J/5h7WjS6z4A2g57kU1zXmDe290xOTkT2fFmIlqX3fR2cnY/bXs2WwlRyz7mz18eBsDdO4RWg5+hTrPBZ7T/cmQwGFh8aB4fbf8vJbZifJxr0jtkIPc0ewiAx9u+yFubXuCqed1xNjlzTeTNDDmeRADw8Io7aeXfjtualL3+U/d/x4ojS7DarTT3bc2nvafg7xpQ4ZjzYqczLGI0xr9NyWO1W5m44z3ic2IwGAzUdgvhoVbPMDBs+IkyNiu/xc7i3uaPVDoXk9HEO90/561NL9B3Zlt8XHy5rsEYBh2f6er7vZPILErng21v8MG2N8rr/TxoAYHuQf/ylXS80/XljtQtrDzyO84mZwbOPjFrz22N7y3vu+sXDOa2xveWv16vdnqfNzY+x8DZHfGy1GBcyydpU6tjed2XO73Hm5ueZ/Cczrg7eTAobDi3NLobgIyidN7Z/BJJ+UexmJypX6MBH/T4iiCPqhOKqgWDgQPzDrH2v9uxFttwrelM3YEhtH+oGaX5pWz6OIqMh/8EwDPEnS7PtKLe4BOv1/w7V1C7nT9t72uCxdMJy0n3Ipy9LBjNRjyO34soyStl9atbyTqUi9FkwDvCkwEfdiawtR8ANqud9e/tIDMmB4PBgGeIG12eaUWD4ZfH340LwmAg6tA8/tj+X6y2Ytyda9IwZCDdj78Xbtr/HfuPLMFmtxLs25obe0/B86T3ti8XDKZz43tpdvz6Wb7jXRLTysYV4QFdubH3FCzHl+50+9vSq04mF5zMbni4lt13axY+guz8o0xfdQ95Rem4WrxpEXENLSKuvMRRERG5/Bnsdrvd0UHI5St61vWODkGO8+5eeYrqLZnjHBCJVKWN9wRMJhM+Pj5kZGRgPf7Up4hUPz4+PphMJqxWKxkZGY4OR0QcROMCEQGNC0SkzN/HBeOSMh0dkhw3IdC70rZxn2de9DiksgljvSttixmXedHjkKrVneBdaZv659JQVd8AvKh7CZeEV7zL7vOcPDZ45740B0clf3nj5/qODkFERC5xWoJQRERERERERERERERERERERETkHCkBS0RERERERERERERERERERERE5BwpAUtEREREREREREREREREREREROQcKQFLRERERERERERERERERERERETkHCkBS0RERERERERERERERERERERE5ByZHR2AiIiIiIiIiIiIiIiIiIiIXJ6ib7ve0SGclfqTf3Z0CCJyBdIMWCIiIiIiIiIiIiIiIiIiIiIiIudICVgiIiIiIiIiIiIiIiIiIiIiIiLnSAlYIiIiIiIiIiIiIiIiIiIiIiIi50gJWCIiIiIiIiIiIiIiIiIiIiIiIudICVgiIiIiIiIiIiIiIiIiIiIiIiLnSAlYIiIiIiIiIiIiIiIiIiIiIiIi50gJWCIiIiIiIiIiIiIiIiIiIiIiIudICVgiIiIiIiIiIiIiIiIiIiIiIiLnyGC32+2ODkIuX6mpqY4OQeSyYTKZ8PHxISMjA6vV6uhwRMRBfHx8MJlMWK1WMjIyHB2OiDiIxgUiAhoXiEgZjQtE5C8aG4gIaGxwqfLz83N0CJe06Nuud3QIZ6X+5J8dHYKIXIE0A5aIiIiIiIiIiIiIiIiIiIjIZeC2227DYDBw2223OTqUcsuXL8dgMGAwGM6p/qV4TiJny+zoAERERERERERERERERERERESqs7i4OCZPngzA+PHjHRqLiJw9JWCJiIiIiIiIiIiIiIiIiIiIOFBcXBwvv/wycPoErNq1a9OwYUNq1659kSL7Z25ubjRs2NDRYYg4lBKwRERERERERERERERERERERC4Db775Jm+++aajw6igQ4cO7N2719FhiDiUErDkX8lcNc7RIchx3t0nVNq2JVP9c6lo4125fzLHzXNAJPJ33hOuqrRNfXPpuBL7J9PRAZwnVfUNXP79c6W4Eq+dK4n659Kl97ZL25V47WQ6OoDz6ErsnyuF+ubSVlX/jEvKvPiBSJUmBHpX2jbu88yLHodUNmGsd6VtV0bfZDo6gPOiqv6JGZd50eOQyupO8K5y+4u6l3BJeKWK+wjv6dq5ZLzxs5+jQxARkUuc0dEBiIiIiIiIiIiIiIiIiIiIiFxqMjIy+PLLLxk9ejRNmjShRo0auLm5ERkZyb333kt0dPRp6x88eJAHH3yQJk2a4OnpiYeHB40bN2bMmDEsXLiwvFx4eDi9e/cu/9lgMFT4OnlJwttuuw2DwcBtt91W6Xjh4eEYDAYmT55MUVERr732Gk2aNMHV1RU/Pz9GjhzJtm3bThtzWloazz77LM2bN8fDwwMPDw+aN2/Oc889R3p6epV1li9fXh7rqSxdupSBAwfi4+ODh4cHbdq04eOPP8Zms502HpHLhWbAEhEREREREREREREREREREfmbDz/8kJdffhkAs9mMl5cX+fn5REdHEx0dzffff8/s2bPp169fpbpffvkl999/PyUlJQC4uLjg6urKvn372Lt3L3PmzCEzMxMAf39/srOzycjIACAgIKBCWx4eHmcVd05ODt26dWPTpk04OztjNBpJS0tjzpw5LFmyhGXLltGhQ4dK9bZt28agQYM4duwYAG5ubgDs2rWLXbt2/T979x0WxfU1cPy7FZbee1URFMXeG/ZeY3ozpvdu4i+992iMiW+K0ZhmYo8aY+yKvSGKgnSk97a0be8fq6sIKCqwCPfzPHnCztyZPbPHmZ2dOXMvP/30E5s3byYsLOya4vnqq6947rnnTK8dHByIiorimWeeYffu3VhbW1/T+gShJRI9YAmCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIFzGy8uL9957j8jISCoqKsjPz6eyspJjx44xfvx41Go1d911F2q1usZya9eu5ZFHHkGj0TBhwgSOHTtGRUUFBQUFFBcX8/fffzN+/HhT+8OHD7N69WrT66ysrBr/vfTSS9cU91tvvUVeXh7//vsvarWasrIydu/ejY+PD+Xl5TzzzDO1likuLmbKlClkZ2cTFBTErl27UKvVqNVqduzYQbt27cjKymLKlCmUlJQ0OJZ9+/bx/PPPAzB9+nRSU1MpLCykuLiYTz75hNWrV7N27dpr2j5BaIlEAZYgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCMJlHnnkEV5//XW6deuGXG4cYEwmk9GjRw/Wrl1L586dyc3NZeXKlaZlNBoNzz77LABTp05l/fr19OjRwzTf1taWyZMn88cffzRZ3JWVlWzZsoWxY8cik8mQSqUMGTKE+fPnA3Dw4EFSU1NrLPPNN99w7tw5bGxs2LJlC0OHDjXNCw8P57///kOlUpGSksKiRYsaHMubb76JwWCgX79+rFixAl9fXwCsra2ZM2cOb775JsXFxTe+0YJgZqIASxAEQRAEQRAEQRAEQRAEQRAEQRAEQRAE4RoolUpGjx4NwN69e03Tt2/fTmpqKhKJhC+//BKptPnLMmbOnEmHDh1qTZ8yZQoSiQQwDit4qb/++guA+++/H39//1rLtm/fnvvuuw+AP//8s0FxFBQUsH37dgBeeeUVZDJZrTYvvPACKpWqQesThJZMFGAJgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiDUISYmhqeeeoqwsDDs7OyQSqVIJBIkEglfffUVABkZGab2+/fvByAkJIR27dqZJeY+ffrUOV2hUODm5gZAYWGhaXp1dbWpIGvEiBH1rnfUqFEAREVFodForhrH8ePHMRgMgLEXrbrY2trSu3fvq65LEFo6ubkDEARBEARBEARBEARBEARBEARBEARBEARBaGmWL1/OfffdZyo2kkgk2NvbY2FhAUBZWRlqtRq1Wm1aJjs7G6DOXqSai62tbb3zLC0tAWoUUBUUFKDT6QDw9vaud1kfHx8AdDodBQUFuLu7XzGO3NxcAFQqFY6OjvW2u9J7CsLNQvSAJQiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCcInc3FwefvhhNBoNQ4cOZe/evVRUVFBYWEhWVhZZWVk8//zzAKZengRBaLtED1hCs1BXaPhxXSwnzuYTFV9AcVk1Hz/Vl1tGBNZq+8s/cfy6KY5z2Wqc7CyYMMiX5+7sipWl+OfaFGKj8tmyJpkTB3LITldj52BBSHdnZj3fFZ/AmpXRqfEl/N+Hx4k+modcIaVfuCePzO2Og7OlmaJv/aLyk1iTvJcDOTGkq/NwsLChu3M7nu86g0BbD1O7E/mJrE7ay4mCRGKL0tAadMTd/pMZI2/9GpIbvUHPmuR9/Jd2jNOFKRRXq/GxdmWiX18eChmHhUxh5q1ovRq67/yZsIt1KftJLMmiRFOOu8qBvq7BPN1lKj7WLmbcgtatofm5lEavZfLmt0goyeSVbrfxUMi4Zo66bWhobuYcXMya5L21lm9n68HmCR82Z8htyrXsO3qDnj8SdrE8YSdJpVmoZEpCHHz5X/c76OToZ6YtaN0amp+gP2fXu46B7p35Ofyl5gi3TbmWfeef1EP8FPsfiaWZyCRSguy9eThkPMO9upkp+tbvWvLzS9w2fo3bzjl1Lk4WNkzw7ctzXadjJbcwU/StX1xxOgtOreNUYTJ5lSWoZEra23vxUPA4Rnp3r9E2viSDD48v52heHAqpnHDPMOZ2vx1nSzvzBN/KFcfHcerbBRSePkVlfh4ySxX27doT/MBDeIePNLXLP3mCpHWrKYg6QVFcLAatlttPxpkx8rahODuOU9sXUJhxisqyPGQKFfau7Qke8hDeIcb8GPR6kiPXkHb6PwozTlNdUYy1ow9+XScSMvghZApxbGsKDckNQMLhP0k5sY6S3EQ0lSWobN1xDexLlxFPY+3oY8YtaN0Si+P44dQCYgpPkV+Zh6VMRaB9e+4Jfogh3iPrXEar13D35skklyTwdLdXuCfkoWaOuu0oiCvm8IJT5J4qpCKvErlKhmN7e7o/FEzAyIu9lmyfc5DYNcm1lndoZ8udmyc0Y8RtR25xHBGnFpBVeIqyyjwUMhUu9u3pF/wQQZftOwaDnuMJf3A8YTkFpUnIZSrcHUIY2f1/uDt2MtMWCELLtWnTJsrKyrC2tmbDhg119ip1oberS3l4GH/PpqSkNHmMjcXJyQmZTIZOpyM9Pb3edmlpaQDIZDKcnJyuul5XV1cAKioqKCoqwsHBoc52V3pPQbhZiIoWoVkUllaz8K9ovFysCAlw4OCpnDrbfbrsBD+sjWHcAB/un9SR+HMl/PJPHHHnSljy5rBmjrpt+Ov7GE4fy2PIOF8CQ+wpzK3k71/jeXLaf3y1YiQBHR0AyM0s56W7tmNlq+CBF7pSUa5l5eJYkmKLWbBqFAqlzLwb0kp9H/MPx/LiGefbmxB7X3Iri/k1fhvT/nuHFSNfo6OD8YLPrswoViTtJtjeB18bF5JKa5/sCY2rIbmp0Fbz6qGf6O7cnjs7hONsYcfx/AQWRK9lf84Zfgl/GYlEYu5NaZUauu+cLkzFx9qVkV7dsVNak6bO5a/E3ezIPMH6se/grqq/O1zh+jU0P5f6JW4bmeUFZoi2bbmW3Cilcj7s80CN5W0UquYOuU25lvy8emgJ61MOMC1gAPd2GEm5rorThankV5WacQtat4bm5/N+D9da9mRBEj/HbWWwR2hzh90mNDQ3y85u5b3jvxPuGcZLgTOp0mlYnbyXR/Z8xcJBTzLWp5eZt6R1amh+Pj2xgh9iNjHOpzf3dxxFfEkGv8RtI64knSXDXjTzVrRe6ep81NpKZgQMwk3lQIWums1pR3ksYgHv9b6PO9qHA5BZXsBd2z/GVmHFC11nUK6tYnHsZmKL01g16g2UMnEJsrGpM9LRlqsJmDoDlasbusoK0rZsJuLpx+j95nu0v/UOADL37CJp1QrsOwZj4+NLaXKSmSNvG9RF6Wir1QT0mIHK1g2dpoK06M1E/PoYvae+R/s+d6DVVHBo9as4+3anQ987sbB2Jv/ccaK3LyAncT/hs38R1wyaQENyA1CYeRprRx+8QkaiVNmhLkwj8chfZMbuYOxT61HZXXmoHeH6ZKrTKdeqmRgwAxeVG5W6CnakbealiMd4tfd7TG9/R61l/or7hezyTDNE2/aUpqvRqLUEzwjA2k2FtkJH4uY0Nj0WwbD3etP5jvamtjKllPAP+9RYXmkjHkZtKsXqdKq0aroEzMBW5YZGV0Fs2mZWRjzGuN7v0eOSfWfjoVeJTllPl4Bp9OpwLxpdOdmFpymvyjfjFghCy3Wh2CgkJKTO4iuDwcDOnTtrTR8wYAAAMTExJCYm0q5duwa9n1R6cQAzg8HQrOeDSqWSrl27EhkZybZt25gxY0ad7bZu3QpAWFgYCsXVj+09evRAIpFgMBjYtWsXU6dOrdWmrKyMo0eP3tgGCEILIK5+CM3C1dGSfYun4Oqo4mR8ATPmbKnVJqeggiXrY5k2zJ/Pnu1vmh7oZcu7Px5j2+F0RvYRY782thmzg3n1y/41CqiGTfTj0Yn/8ud3MbzyhTEXy//vNJUVWhauHY2blzUAwWFOzJ21iy2rk5lwyY8rofHMDh7Ll/0frXGxeqJfXyb++wbfxfzDF/0fAeCuDsN5JGQClnIl7xz9VRRgNYOG5EYhlfPnyP/R06WDqc3t7Yfhbe3CglNr2Zd9mkHiRmuTaOi+807ve2stO9q7J9O3vMva5H082mlis8XcljQ0PxfkV5awMPpvHg4Zz1en1jZztG3LteRGLpUxNWCAOcJssxqan39SD7EmeS/fDHqSMaJgpNk0ND917TcHc2KQIGGSX79mi7ctaWhufonbRphTIN8PedZ0gXNmuyEM+fsF1iTtFQVYTaQh+cmpKGJJ7H9M8x/AZ/0vFjEG2nrw7rHf2JYeWas3JqFxhHuFEe4VVmPavR1GMm3LOyyJ/c9UgPV/pzdSoa1m7ei38LJ2BiDMKZBZu75gdXKEqZ3QeLyGhuM1NLzGtA533suW26cRu2yJqQCrw213ETL7EeSWlhz94B1RgNVMvILD8QoOrzGtQ/972fLtNGL3LqF9nzuQyhSMfORPXPx6mtq073M71g7enNq+gOyEfXh0GNTMkbd+DckNQO8p79Ra1rvTaLYsmk7y8bV0GvZoc4Tb5gzyCmeQV3iNabd2uJf7t0zjj9gltQqwCirzWRy9kHtDHub7U181Y6Rtk3+4F/7hXjWmdbm3AyunbeHEktgaBVgSuZSOUwOaOcK2q4NXOB0u23d6dbiXJVumcSh2iakA60zqP5xMXsOMQd8Q7DPGDJEKws3H3t4egOTkZKqqqrCwqNlL6bJly4iLq93D7IgRI/Dz8yM1NZUXXniB1atX1yiuqo+d3cUehIuKinB0bN6HxG+77TYiIyNZtmwZr7zyCn5+NXvST0hIYNmyZQDccUftwui6ODk5MXLkSLZu3conn3zCpEmTkMlqduwxb948ysvLG2cjBMGMrr6XC0IjsFDIcHW8co8Ix8/mo9UZmDi45oH8wuuNEalNFl9bFtrTpVbvVd4BtvgH2ZOaUGKaFrE5jb7DvUzFVwA9B3ngE2jLrk3nmi3etqanS4daTwoH2LoTZO9NQsnFJ7tcLO2xlCubO7w2rSG5UcrkNYqvLhjjbby4emkOhcbV0H2nLt7nhx4sqRYn+03lWvPzWdRKAm09mOovin2a2rXmRqfXU6qpaK7w2ryG5uen2P8IcwpkjE8v9AY95dqq5g61Tbre754qnYbNaUfp6xaMp9XVu20Xrl1Dc1OmrcDJwrbG06W2ChVWckssZeJcu6k0JD/H8xPQGnRMvKxIcaJfXwA2ph5qnmAFAGRSKZ5WTpRoLp4vb047ynCvMFPxFcAgj1ACbd3ZdO6wOcJsk6QyGVYenmhKL17PsXRxQW5pacaohAukUhlW9p5oKo35kcmVNYqvLvDubLwhXpKb0KzxtWWX56Y+1o7Gh4Orr9JOaFwyqQx3K09KNbU/92+iPsPfNpDx/rV70hCah1QmxcbTiqoSTa15ep2e6tLa04XmIZXKsLPypOqSfedQ7E94OoUR7DMGg0FPtVZc/xSEqxk1ahQSiYT8/HxmzZplGm6wrKyMr776ikceeQRnZ+day8nlcubPnw/AunXrmDJlCpGRkab5ZWVlrFixgunTp9dYrmPHjqZepZYsWdI0G3UFTzzxBL6+vpSVlTF69Gh2795tmrdr1y7Gjh1LRUUF/v7+PP744w1e7zvvvINEImH//v3ccccdpp7F1Go1n3/+OW+//bap2E0QbmaiAEtoMao1OgAsLysGUlkYX0cnFjZ7TG2VwWCgKK8Se0djFXdeVjlF+VV07FK7yjo4zImE0yI3zclgMJBXWYKjhY25QxEu09Dc5FYWA4gcNrMr5aewqoz8yhJOFiTx6qGfABjg3rm5Q2zT6svPifxE1iTv5fUed4rhN8ykvtxUaKvpsfoJeq5+kt5rnubto7+g1lSaKcq26/L8lGoqiCpIIswpkC+iVtFz9ZN0W/U4wzfM4R9RoNDsGnJusCszihJNOVP8+tfbRmh8deWmn2sIe7JOsezsVtLUeSSUZPL20V8o1VRwf8dRZoy27bk8P9U64407S1nNoQ1U5wvjPYpqrgABAABJREFUoguTmzW+tqhcW0VBVSkpZTksif2P3ZknGeBmPF/OKi8kv6qELo6BtZYLc2rH6ULxQF1T0paXU1VYQNm5FGKXLSEzYjdu/cSDCy2FtrqcKnUBZfkpxO5dQmbcbtzaXTk/lWW5AFhYNW9vB21NQ3NTVV5IZVk+BeknObT6VQDc24t9rKlVaMspqiogrSyFP2KXsD9zN33can7u0fkn+Cd5Dc/3eB3E9YJmpSnXUlFQRXFKGSeWxJK6OxOfAW412mgrtCzusZrFPVfzU+817H77KBq1KMZqatXacsqrCigsS+FQ7BISMnfjf37fqdKUklEQhadTGDujvuDL1T35YlU3Fm0YzpnUf8wcuSC0XMHBwTz33HMALF++HA8PDxwdHXFwcOC5555j+PDhPPbYY3UuO336dL755htkMhkbN26kR48eWFlZ4ezsjJ2dHbfddhs7duyosYyVlRV33303AC+++CI2NjYEBAQQEBBgKuhqSvb29qxbtw43NzfOnj3LsGHDsLGxwdramvDwcBISEvDw8ODvv/+uc0jG+gwcOJB58+YBsHLlSnx9fXFycsLBwYGXX36ZGTNmMG3atCbaKkFoPmIIQqHFaOdlPEgfjcmjf1d30/Qjp40XHbLzRe8KzWX73ynkZVdw37NdACjINd5MdXKr3YuZk6uK0qJqqqt0KC1kteYLje/vlANkVxTybJdp5g5FuExDc/NDzCZsFCqGeYZdsZ3QuK6Un8F/v0C1XguAo9KGN3rcxWAxPGSzqis/BoOBd4/9xgTfvvRw6UCaOs98AbZhdeXGTWXPwyHjCHX0R4+B3Zmn+C1+BzFF5/h1+CvIpeKcoLlcnp/UshwMGNiYegiZVMrL3W7DVqHi57NbeG7/d9goVAz17GreoNuQhpwb/J1yAKVUzjjf3s0XmFBnbt7oeReF1aW8d/x33jv+O2AsmF8W/hI96ujVVGg6l+enna0nAEfz4unv3snU7kiucZiH7ArxUFBT+yjyT5Yn7ARAKpEwxrsXb/Uy3hTIrSwCjOcHl3NV2VNUraZKp8HisgI6oXFEfv4RCSuWAyCRSvEeOYZe/3vLzFEJF0Ru+oiEw+fzI5Hi3XkMvSZfOT8xe35AYWGDZ8dhzRFim9XQ3Pz96WD02moAlFaO9Jj4Bh4dBjdrrG3RV5EfsSbBmB+pREq49xhe6nUxPwaDgS+Ovcso3wl0delBhjrNXKG2Sfs+iuT0cmMvfRKphMAx3gx56+Jw3VZuKno8HIJLqCMGPZzbnUn0b/HkxxQx9dfhSOWib4imsj3yI44nXDy2BXuPYcz5faewLBUwcCZ1I1KpjOHdXsZCYcvhsz+zdv9zKBU2tPccasboBaHl+vLLL+nUqROLFi3i9OnT6HQ6unfvzr333stTTz3Fe++9V++yTzzxBCNGjGD+/Pls27aNtLQ0tFotISEh9O/fn7vuuqvWMosWLcLX15dVq1aRmJhISkoKYBySsDn06NGD6OhovvjiC/7++2+Sk5MBCA0NZcqUKbz44ot19vp1Nc8++yxdunThk08+4dChQ1RXV9OlSxdmz57Nk08+yezZsxt5SwSh+YkCLKHFCG3vRLcgJ35YE4O7k4r+Xd1JSCvhre+OoJBLqazWmTvENiE1oYSFbx+jUw9nRs0IAKCq0vjZK5S1fxgpLIzTRAFW80goyeTtY7/Sw7k9MwIGmTsc4RINzc2i0xvYl32at3vdi53SqhkjbNuulp/FQ5+nSq8hoSSTdcn7qdCJ4bqaU335WZUUwdnidBYOetKM0bVt9eXmpbCZNdpN8utHoK07X55czb9pR5h02RBRQtOoKz8XhhssrC5jxajX6O7cHoCRXt0ZvnEO355eLwqwmklDzg1KNRXszIximGeYOC9oRvXlxlKmJNDWA3eVE8O9uqHWVLD07Bae3PsNf4x4FX9b9yusVWgsdeUn1Mmfbk7t+CHmH9xVDvR370RCSQZvHfkFhVRGpU70ptDUZnUczTifXuRUFPHPucPoDHo05x9guPD5K6W1LzNaSI1FV6IAq+l0vGcWPqPHUZGbw7nN/2DQ69BrxD7RUnQcOAuf0HFUlOZw7tQ/GAw69Fc4Zp3euYjshH30mvw2SpVdM0ba9jQ0N0PvW4xeW0VJbgLJkevQVYuHhJvDHR1nMcJnHHkVOWw99w96gw6N/mJ+NiStIr74LB8NWmjGKNuusFkdaT/OB3VOBQn/nMOgM6DT6E3z+79U86HToEl+2AfacujLkyT8m0bQJL/mDrnN6NNxFsE+4yiryOHM+X1Hf37f0ZwfbrCiupD7Rq3A27k7AEFeI/l243D2nf5WFGAJwhU8/PDDPPzww3XOe/vtt3n77bfrXTYkJIT/+7//a/B7WVpa8u677/Luu+/W22bp0qUsXbq0znkXCqau5GptXFxc+Oijj/joo4+uuq4LwsPDMRgMV2wzcuRIRo4cWee8K22TINwsRJm50KIsnDOIkAAH5n5zmOGPbeDRD/cwfpAfnQIdsLIU9YJNrSC3gjcf3o21rYI3vh6ETGY8RFhYGgurNNX6WstoqozTRPFV08utKObh3fOxVaj4etATyKTiEN5SNDQ3G1MPMe/kGm4NHMLdHYY3c5RtV0Py09+9E8M8w5gdPJYFg57g6+i/+SVumxmibXvqy0+ppoIvTq7ioZBxeFo5mTnKtulav3ce6DgGqUTCvqzTzRRh21Zffi4Mz+Vj7WIqvgKwVlgywqs7UQVJaPXiwYam1tD9Z/O5I1TpNEzxF8MPNpcr5eaZfd+SUV7Ap/0eZLxvb2a2G8Kvw+eg0Wv58uRqM0bddlwpPwsHPUmIgy9zDy9h+IY5PLpnAeP9+tDJwQ8ruYUZo24b2tt5MsgjlOmBg/hh6HOUa6t4dM8CDAaD6bvnQo+yl6o6f8NPFF81Hbt27fEYMIjAKdMZ+s0PaMvL2fP0o1e98SE0DzvX9nh0GERgj+kMvfcHtFXl7Pml7vykntzIyW3zCOx1Kx363W2GaNuWhubGvV1/PDsOI3jQbAbdsYDoHV8Td+AXM0XddgTYtaevxyAmBE7ny6E/UK4t56U9xvyUaUr59uQX3BPyEO5WnuYOtU1ybG+HzyAPgqcHMuGHoWjKtWx6dM8Vv3u6PdARiVRC2r6sZoy07XG2a0+gxyC6Bk7ntqE/UK0tZ8X5fUcuswTAwdrHVHwFoFRYE+Q1goyCKPR1nM8JgiAIgtBw4u690KJ4OFux/MORbFk4gd/fH8GeHybzyn3dyMorJ9Cr4ePICtdOXVrN6w/upqxUwweLh+LsfnG4QSdX44l5QU7tJ7wKciuwdVCKAqwmVlpdzoO751GqKWfx0OdxVzmaOyThvIbmJiIrmpcP/ki4Vxjv9r6vmaNsu65n3/G3caOzgx9/pxxohgjbtivlZ3HMv2j0Oib49iFNnUeaOo+s8gIASqrVpKnzqNaJi0JN5Xr2HUu5EgelDUXV6maIsG27Un7cVA4AuFjWHgbK2cIWjV5HhVb08teUrmX/WZ96AFuFiuFe3ZoxwrbrSrlJLcthd9YpRnp1r7GMg4UNvVyCOJoX38zRtj1X23c8rBxZPvJ/bJnwEb+PeJU9k7/glW63kVVeQKCth5mibrvG+fYiqiCJpNIsXC0dAMipKK7VLreiGAeltSjAaka+o8dRcCqK0uQkc4ci1MG3yzgK0qMozauZn6z4CA6ufBmvjuH0nlJ/TwdC06kvN5eycfbHwbMzKSf+bsbIBIARvuM4XRBFamkSv8UsRqvXMMp3AhnqNDLUaeSUG4t6SqtLyFCnodFVmznitqX9OF9yogooSiqtt43cUo6Fg5KqIpGb5hTiO47MgigKSpOwUbkBYGXpUqudlYUzer2Gaq3o5U8QBEEQboToUkhokQK8bAk4X3AVd66YnMJKZgwPNHNUrVd1lY43H4kgLbmUj38Oxz+o5g07Fw8r7J0sOHuqsNaysVEFtO/k0DyBtlFVOg2PRCwguTSLn8NfIsje29whCec1NDeR+Qk8uXchXR0DWDDgceRSUbDYHG5k36nUaajWi2E7mtLV8pNRXkBxtZoJ/75Ra9lFZzay6MxG1o15m86Ootv6xna9+06ZpoLCqjKcLETRfFO6Wn7cVY64WtqTXVH7vC2noggLmQJrhWVzhdvmXMv+k1NRxIGcGGYEDBKFCc3garnJrywBQGeo3euv1qBDZxA9xzWla9l3AmzdCTg/HGRccTo5lcXMCBzcXKEK510YdrBUU0E7O0+cLGw5VVi7aCGqIJFODuJ8rTnpqioB0JTVfxNcMB+d5nx+qi7mJ/9cJHt/fxJH764MuGMBUpm4ZG8OdeWmznbaSvRaUUDS3Kp0xvyUaUrJLs+gpLqYO/+dUKvd0jOLWHpmEb+MWUdHx87NHWabpa00nitXl9Z/La26TENlYRUqJ9FzaXPSnt93qjSlONu1w9rSlbKK7FrtyipykMsssFBYN3eIgiAIgtCqiF9zQoum1xv4dNkJVBYy7hzb/uoLCNdMp9PzwbP7OBOZx9uLBtO5R+2nHwAGj/Vh65pkcjLLcfO0AuD4vmzSkkqZPqtjc4bcpuj0ep7dt4jIvAQWDX6aHi4dzB2ScF5DcxNfksEju7/C28qF74c+i6Vc2cyRtk0NyY9Wr0OtrcReWfPCwon8RM4WpzHZr19zhdvmNCQ/9weNYrR3jxrT8qtKeOPIMmYEDGKUdw98rev+zhKuX0NyU6XToNFrsVGoakz/5vR6DBgY6tmlucJtcxr63TPBtw8/x20lIiuawR6hABRUlbI1I5L+bp2QSkRHyE3hWs/bNqYeQm8wMMV/QDNF2HY1JDd+Nm5IJRL+OXeYO9uHI5FIAMgsL+BI7ll6uQQ1d9htxvX+5tEb9Hx6YgUqmZI724c3bZBtWH5lCc6WdjWmafRa1ibvw1KmpIOdFwBjfXqxJnkfmeUFpuGj92WfJqk0m1kdxzR73G1BZX4+ls7ONabpNRqS/16LzNISu/bi+oE5VZblY2lzWX50GpIj1yJTWGLnasxPSU48u395BCsHb4be+z1yUSjf5BqSG71Oi7ZajVJV8yHV/LQTFGefxS9scnOG3KYUVObjZFkzP1q9hn+S12IhsyTQrgO3Bd3PMO/RNZeryufjI28wMWAGw7xH4WXt25xhtxnl+ZVYOdc8Tuk0emLXJiO3lOHUwQ5tlQ69Ro/SpuZDJke/OQ0G8B0qho1sCurKfKwv23d0eg2nktcil1niYmf83unkO4EjcT+TlBVBoIfxIYbyqgLiMrbi79YfibheIAiCIAg3RBRgCc3ml3/iKFFXk1Ng7MJ0+5EMsvLLAbhvQhC21kreW3yMqmodnQId0er0rN+dQlR8AZ8+3Q8vV1F53xS+/yiSA9sy6D/Ci9LiaratS64xf+TUAADueLwze/49x5x7djD9/iAqyrWs+DGWwGB7xtwieidrKh9FLmdbRiQjvLpTXK1mXfL+GvOnBhhv2KWr81h7ft7JgmQAvoleD4C3tTPTAgY2X9BtRENyU6apYPauLynWqHkwZBw7M6JqtPGzcRVFdU2kIfkp11YxdP1LTPDtQ5C9NyqZBWeL01iVFIGtQsWToVPMFH3r15D8hDr5E+rkX2N6mjoPgCB7b0b79Gy2eNuShuQmt7KYqZvfZpJfP9rZGYd82pMVza7MKIZ6dGHUZYVzQuNp6HnBY50nsuncYZ7a+w2zg8dgq7Dij4QdaPU6Xuw6wxyhtwkNzc8Ff6fsx13lQD+34OYMs01qSG6cLe2YGTiEvxJ3c9/Ozxjj0wu1ppLf4rdTqdPwaKeJZoq+9WvovvPesd+p0mno5OiHVq9lfcpBogqS+LTfg3hZO9e1aqERvHHkZ8o0lfRx7Yi7ypHcymL+TjlAYmkmc7vfbupV8fHOk/j33BHu2fEp9weNolxbxY+x/xJs78MtooeyJnHk3TfQqMtw7dUHlZs7lXm5pGz8m9KkRLq/NBeFlfE6mjojneT1awEoOH0SgOjvvgHA2subgMnTzBF+q3dk3RtoqspwDeiDys6dytJcUqL+pjQ3ke7j56KwsEZTVcaun2ejqSgmZPCDZMTurLEOGyc/XPzEuXVja0huqitKWP/ZUHy7TMDePQiZQkVx9lmSjq1CYWFLaPiT5t6MVuvjI2+g1pTRw7UPrip38itz2ZzyN8mliTzbfS5WCmtCnEIJcQqtsVyGOg2AdvZBDPMZXdeqhUaw+40jVJdp8OzjirW7iorcSs7+nUJRYikD53ZHYa2gJE3NiqmbCZrkh0M7YxH3uT1ZpO7KxHeoB4GjxOgOTeHfI29QpSnD17UPtip31JW5RKf8TX5pIiO7z0V5vmergZ0fI+bcJlbvfYq+wbOxUNhyPOEPdHotw7q+aOatEARBEISbnyjAEprN4nUxpOeWm17/dyCN/w4YfxhNHRaArbWSzoGOLN1wlvV7UpFIoFuQM8veDqd/V3dzhd3qJZ4pAuDA9gwObM+oNf9CAZabpxWf/TaC7z+MZPHnUSgUUvqGe/HI3O4oLcRwak3lTNE5ALZnRLI9I7LW/As3I9LUecw/tabGvAuv+7oGiwKsJtCQ3BRVq8ksLwDg86iVtdpMDxgkCrCaSEPyYylTcmvgEA7mxPBv2lGqdNW4WTowya8fT4ROxkf0rtRkGnpsE5pfQ3Jjp7BiuFc39mZHsyZ5LzqDHn8bd17segsPhowVvSs1oYbuOy6W9vwxci4fR/7FkrNb0Op19HBuz+f9HqGTGLazyVzLsS2xJJNThSnM7jhG7DPNoKG5eafXvYQ4+LIicQ9fnD936+oUyGf9HqKvKJRrMg3NT2dHP5ae3cL61ANIkNDNOZBl4S/R371Tc4bb5kzw68uKxD38nrCDoio11gpLQh39mdNtJiMvKbr2tHLitxGv8GHkcj6PWolCKifcK4y53W8Xw6w2Eb9xE0hcvYKEP3+nqrgIhZU1jp1D6fb8HLyHjzS1U6encWrh/BrLXnjt2ruvKMBqIn5dJ5B4dAUJh36nqrwIhYU1jl6hdBszB+9OxvxUlxdRXpwJQNR/n9daR0CP6aIAqwk0JDcyhSWBvW4lJ+kgadH/otNWYWnrhl/YJELDn8Da0cfMW9F6jfKbwPrEFaxK+J3iqiKsFdaEOIbyZLc5DPUeefUVCE2q/QQ/YlYkEv17AlVFVSisFbiGOtJ/TjcCRxoLqyzsFAQM9yJtbzaxa5Ix6AzY+dvQ78WudHswBIlUYuataJ06+U3gROIKjif8TkVVEUqFNR6OoQzvNoegS/Yda0sX7hn5B9sjP+bw2SXo9Fq8nXswud/nuDuK82pBEARBuFESg8FgMHcQws0rfs0d5g5BOM9hyMJa044VPWWGSIS69HRYiEwmw9HRkcLCQnQ6HUVPrTd3WALgsLB2t/EiNy2HyE/LVVduQOSnpRD7TsvmsHCyOC9oocSxrWUTx7aWTeSn5RK5adnqOi94KqvI3GEJ5y30cKg17anvipo9DqG2hY861JomctNy1JWfxKeKmj0OobZ2Cx3qnP6muJfQIrzrYLzPc+m5wWeP55s5KuGCD5eLh6mvJH7WzXXPuMPS5eYOQRCEVkj0gCUIrYRMJnqhaslkMpkpRyJXLYvIR8sm8tNyidy0bCI/LZs4L2i5RD5aNpGflk3kp+USuWnZxHlByyZy0nKJ3LRsIj8tl8hNy3b5OYHIlyAIgiDcXEQBliC0Eo6OjrUnigcjWoxL82NnZweI9LQUde07Ijcth8hPy1Xn9w4iPy2F2HdaNnFe0HKJY1vLJo5tLZvIT8slctOy1XVeQLrIUEtR97mByE9LIHLTson8tFz1/eYR6WkZLs+P8dwgxzzBCIIgCIJwzUQBliC0EoWFheYOQbiCwsJCZDIZdnZ2lJSUoNPpzB2ScJ7Yd1o2kZ+WS+SmZRP5adnEeUHLJfadlk3kp2UT+Wm5RG5aNnFe0LKJ/aflErlp2UR+Wi6Rm5btQn4uPTcQBEEQBOHmIQqwBKGVEBfoWrZL86PT6US+WhCRi5ZN5KflErlp2UR+WjZxXtByiVy0bCI/LZvIT8slctOyifOClk3ko+USuWnZRH5aLpGblu3y/Ih8CYIgCMLNRWruAARBEARBaF5Bf84m6M/ZHMyJMXcogiAIgiAIwlWEr3+ZoD9nsyopwtyhCIIgCIIgCIIgCIIgCIJQD9EDltCmLFh+iq//igYgbvXt9bZbuS2R1xcdQac30LuzK9/PHYyttbK5wmz1dDo9EZvTOLgjg5jIfIryq6iq1GFtq8An0JYuvV0ZMcWPgI4O5g61TTIYDPybdoT1KQeILkwlv6oEmUSKs4Udbip7wpza0ds1iAHunbFVqMwdbpsT9Ofs6172476zuSVwcCNGI9TntcNL+StxNw5KayKmfImFTNGg5UZtfJWUshxGeHXnuyHPNHGUbZNOr2dz2hF2ZJwgMj+R/KoSKnXV2CqsCLR1p7drR6b49aejg4+5Q22VFpxay9fRf5tezxvwKJP8+l1xmYd2z2dXZpTp9Y5Jn+Jj7dJkMQoXXZ6vK4m7/acmjkaoizimtWyX7kOWMiVbJ36Eu8qxzrZp6jyGb5gDwK/D59DPLaTZ4myLxL7Tcsw5uJg1yXuvebm+rsH8NuKVJohIqI9Bryd9x1Yydm4nPyqSyvx8NOoy5CorVO7uOIZ0xmPQELzDR6CwsTV3uG2OQa8nPWYrGTHbyT8XSWVZPpqqMuRKK1R27jh6dsYjaAjeISNQWIr8mFN1RTF/fzIInbYKgAnPbcHWJcC8QbVhBoOB7Wn/sjllPbGF0RRW5SOVyHCycMZZ5UaoUxjdXXvT230ANgqx75jD4QWnOPJ1dJ3z5JYyrN1VuPd0IfSO9nj0FNcKmtueUwuIiP4agLm3x9XbLipxJf8ceR2DQYeva29mDv4eS6XYpwRBEITWRxRgCcJllqyP5aOlkRgMMLy3FwteHIClhdhVGsuZ43l8/soh0pJKTdPkCikqazmlRdVEH80j+mgef353hkFjfJg7rz8KpcyMEbctJdXlPB7xNYdyY03T5BIZKoWSzPICzqlzOZoXz5Kz/4liHjNxsbSrc3q5tory8xfv6mtjKTMWkraz9ajxWmh8MwOH8Ffiboqq1WxLP84Ev75XXeZgTiwpZTkA3NpuSFOH2CYdz0vglUM/klSabZqmkMqwlltSVF3G0bxSjubF892Zfxjj04t5/R9FKRPnAE1pVVLEFQuwsisKicg61YwRCfWp77tFMB9xTLu5VOqq+frU37zf5/5rXtbPxg0LmUI8/NBIxL7TstgqVA3+jqnUaSjTVAA0+AEHoXHkR0Vy8LVXKE1ONE2TyGQobGzRVpRTEh9HSXwcKRvWobCxIfTxZwi+7wEzRty25J+L5OCqVyjNuyQ/UhkKC1u0mnJKcuIoyYkj5cQ6FBY2hI54huBBIj/mknLib1PxFUDSsZWEjXnJjBG1XaXVJcyJeJxjuYdM02QSOdYKFVnlmaSrzxGVd5Q/zi7hjb4fMynwFjNGKwCoXCxNfxv0BqqKqylOKaM4pYyza5Lp/XQofZ7pYsYIhbocil3CtsiPAAMdvIYzbcACFHLLqy4nCIIgCDcjcQVJEC4x7/eTfLvyNABThvrzydN9kcvESJ2N5cC2dN5/Zh+aaj12jkpmPhjC4LE+eAcYn3TQ6fQknC4iYnMa63+LZ+9/aVRV6kQBVjN6+eCPHMqNRSaRMqvjaO5oH46fjStSiRStXkd8SQa7M0+xPvWAuUNts/ZPnV/n9Et7WKivzQWbJ3zYyFEJl+vh0p4Odl7El2SwKimiQQVYF4YVcrG0I9wzrKlDbHO2pUfyzL5vqdZrcVTa8GDIWMb69CbA1h0w9oRxuiiFzWlH+S1+B/+lHaVSVy1uuDYRRwsbqnQa9mWfJrO8AE8rpzrbrU3eh86gx8fahTR1XjNHKVzqat8tQvMSx7Sb06qkCB4MGUvg+WL4hlo2/OUmiqjtEftOy/NGz7t4o+ddV21XpdNw1/aPiSpIwkpuwSvdbmuG6ASAtG1b2P/ys+g1GpQOjnS85358Ro7Brn0HJBIJAJX5+eQeO0zK+nVk7NpO6uaNogCrmaSd3sL+P59Fr9OgtHKk44D78ek8Bju3S/JTlk9uymFSIteREbOd1JMbRQGWGSUeXQFAUP97iTvwC0nH19Bl1PNIpeL6Z3N75+DLHMs9hEwi4/aOs5je/g58bPzOXwfVklQSz4HM3WxOXW/uUIXzZu2fWuO1XqcnOzKfve8fJ/dUIUe+jsZ3sIfoCasF2XVyHvtOfwtAqP8UJvX9BKlUnFu3Vh2WLjd3CIIgCGYnvuUEAWNXw+/+eIxfN8UDcO/4DrzxUE/ThQrhxqUnl/LJSwfRVOvx62DHhz8Nw9XTqkYbmUxKx65OdOzqxMyHgvly7mEzRds2JZdmsz0jEoDnu07n0U4Ta8yXS2WEOPgS4uDLI53GU6mtNkOUgnDzuLXdED6K/JOI7GiyygvxsKp7yCGAMk0Fm9OOADAtYCByceG1USWXZvPSwR+o1mvpYOfFT8NeqFXwI5NK6eoUSFenQB4KHsfcw0vMFG3bYCWzINyzG2uS97I6aS9Phk6us92FwsQZAYNYEL2uOUMUhBZLHNNuPp5WTtgrrIgpTuOLqFUsHPSkuUNqk8S+c3N788gyogqSAPi474MEi+Ehm0VJYgIH576EXqPBvmMIwxb9iMrNvVY7S2dnfEePw3f0OIrj40hc9ZcZom17SnITOLjyJfQ6DfYeIQy770dUdnXkx8YZ39Bx+IaOozg7jsSjIj/mUpARTVHmGRSWdnQb+woZsTtQF6aReXYn3iEjzR1em5JamsyejO0APNr1ee7v9GiN+XKpnCCHEIIcQri30yNUaivNEaZwFVKZFM9eroz7djC/DDUWyiVtTRcFWC2AwWDgv2Pvciz+VwB6dbiX0T3fEPfcBEEQhFZPFGAJbZ5Wp+eVrw/x9+4UAJ66LZRn7xDd1Da2pfNOUl6mQWkh461vB9cqvrqcnYMFby8ajMFgAECvN3DiQA77t6YTG5VPXlYFRQVVqKzlBATZEz7Jj3G3tkOuED2WXa8zRammv0d697hqe0t53cPXxZdk8GvcNg7kxJBVXoABcFc50NnBn3G+vRnj0xOpROTJnIL+nA3Ar8Pn0M8txMzRtF5T/QfwedRKNHodq5MjeKJz3QUmAP+kHjYNITkzUAw/2NjmnVxNmaYCC5mCbwc/VW9vSxc4WNiwaPDTpu+gVUkRvHroJ7ytnNk5+TMOZJ/h57itnMhPJL+qhKn+A/m034PNsSmtyi2Bg40FWMl1F2AdyT1LUmk2vtau9HHtWOc60tR5DN8wB4Adkz7FUqZg0emNbM+IJKeiCFuFFf3dQni6y1Ta23k26fYIF+VXlvBz3FZ2ZkRxTp1LtU6Dm8qB/m4hzA4eS5C9t7lDvKnd6DHtgtyKYhbHbmZXZhTp53uY87Z2IdwrjAeDx+Jiad9k29DWSJHwYthMHt4zn81pRzmRn0g353YNXj58/cukl+eLIcBv0I3uOxd6nO3rGsxvI16pc5mDOTHcs+NTAOJu/6lxN6AN+/nsFlYn7wXg8U4TGe/bu8b8OQcXsyZ5L9MDBvFpvwfZdO4Iv8ZtI7Y4jSqdhgBbd24JHMx9QSPFb9FrdHLhPLQV5chVVgye/02dxVeXs+8QRI9XXqsxTa/RkBmxm4xdOyg8E01FTjbVRUUo7GxxDOlMwNQZ+I2fJG7KXqOTW+ehrS5HrrRi8F3f1Fl8dTl79yB6THitznmaqjLiD/xGesxWSvOS0FaXY2HtjIt/LzoOuB8Xv6tfKxKuLOl871d+XScgU1gQ0H060Tu+JunoqisWYGXG7SHh8B8UpEVRpS5AKldiYeWIjZM/HkGDCew5Ewsrh2baitYhruiM6e+h3lcvfrOsZ7i0hKKz/Bm3jKM5B8ityEYqkeJt7ctgrxHcGTwLB4srn28IjcPG0wpLRyWVhdVoyrU15h1ecIojX0fj1deVqb+NIOHfc5xenkDemSIqC6vo/ZQYtrCx6fVaNhx6hegU42gNg0KfYmiXZ2u1S8k5yO877gFg7u1xZBVGczBmMedyD6GuzMfHpSd3j/itWWMXBEEQhBslCrCENq2qWsfTn+9jx5EMJBJ4bXYP7p9Y9w0+4foV5lUS8W8aACOm+OETaNvgZS9cfMvJKOfV+3eapqus5VhYyigtqubk4VxOHs5lx/pUPlwyFAtLcWi7UVnlhXSw87rm5b478w9fnlyF/vxNCguZApVMSUpZDkml2Ww8d4ij0xdip7xyAZ4gtAbOlnaM8OrO5rSjrE7ae8UCrAu9/PR07iCKRBpZXmUx/57vXWyKX/9rGvaprhtAS89u4cPjyzFgwFahQiZu4l23vq4d8bNxI7Ush0M5sfR1C64x39T7VeCgBt2MiytOZ+6hJeRXlaCSGYuE86tK2HjuELuyTvL78Ffo5OjX+Bsi1LA3K5pn9i2iRFMOgEIqQyGVk6bOY2VSBOtSDvBB7/uZHjjIzJHenBrrmHYwJ5YnIr425clKbgEYC+njSzJYkbiH/xv8NL3rKX4Url24Vxh9XYM5lBvL51Er+WX4HHOH1KY09vmA0HwO5sTycaSxt55hnmE813X6Fdu/c/RXfo3fjlQiwUauolJXTUzROT44/genC1P4tN9DzRF2q1CRm0Pa1v8A8J88FRvf6z+Pyos8RsQzj5leK2xskFooqSooIGtfBFn7IkjftoUBn81HIhXn1w1RUZpD2unz+ek+FRunGzvPLcw8zZ5fHqWiJAsAiVSGTGFJRUkW505u5Nypf+g66gU6D3vsKmsS6qPTVJFywthDT0CP6ef/P43onQvJiN1BZVkelja1e+2J3v41p7YvML2WKVRgAHVhGurCNLIT9uLk1RW3dv2aZ0NaoZzyLALtOlzzcr+c+Z5vT36B3qAHwFKmQqvXEF8cS3xxLBuSVvHl0O8Jdgxt7JCFy5RllVNZaBytweEK9x72fXScEz+dBQlY2CmRSMV5XmPT6qpYs+9p4jN2ABJG9XiNPh3vv+pyMef+Zd2BF9DrNVgobMSwrIIgCMJNS1QpCG1WabmGxz7aw6HoXOQyCR892Zdp4QHmDqtVOnEgB73eWJAzcPT1DRMgk0kYMcWfYRN86dzLBTsH402iCrWGPf+msXTeSU4dyWXplyd59H/iibzr0dUpEAkSDBj4OPJPvh70xDXdmPgtfgefR60EYKRXd57pMo3O5290V2irOJoXz8rEPeIGhtCm3NpuCJvTjpJST4EJQGJJJsfyjUPgzmwner9qbAdyYkxFoaN9et7QuvKqSvg48k+mBwzkua7T8bRyQqfXk1ae1xihtjkSiYQZAYOYf2oNK5Miauwf5doqNp07jFQi4ZbAwaSW5Vx1fS8f/JEOdp78MPRZujoFotXrOJgTw5yDP5JTWcy7x3/njxGvNuUmtXmxRWk8FvE1lbpqbm83lFnBYwi08UAmlZKhzuf7mH/4LX4H/zu8lA72XnR1CjR3yDedxjimZZYXmIqvOth58X7v++nlGgTA4dyzvH54KYmlWTwe8TXrx757xSF0hWvzUthMbtv2AQdyYtideZKhnl3NHVKb0ZjnA0LzyVDn88y+b9EadATaujOv/yNX7MFqe0Yk5doq/tf9Dma2G4KtQkVhVRmfR63kr8TdrEnex/SAQQxw79SMW3Hzyjl0AM7vN97hNzY0mszSkva33oHP6HE4dw1DYWO8OV5VXETKhnWcWjifc/9twqVnLzreffWbtALkJF6Snxscuq6iNIddS2dTpc7Hp/MYOg17HAePYKQyBZVl+cQd+IUzu7/j5JYvsHNtj0/n0Y2xCW3Oueh/0VSWYOPsj4uf8bvIxskPV79e5KYcIfn4GkKGPFxjGXVhOtE7FgLQcdBsQgbNNvV0Vl1ZSnFWLKknNyC3sG7ejWkFOjl1NV0HXRD5MR8N+ho/24b/Pvk7cQULoz7DSm7N/Z0eZXLgTJxVruj0Os4WnWHhiU85krOfl/Y8xp/j/8VKIXLUFPQ6PTlRBex9/zgAKmcLgqcH1Nk2N7qQjEO59HgkhG6zg1E5W6Kr0lGeJ4aXbCxVmlJW7nmM1NxDSCVyJvT9iK4B0xq07MZDrxLoPpCR3efibNcegILS5KYLVhAEQRCaiCjAEtqse9/cQXRiIRZKGV+9OICRfcRQKE0lJa7Y9HeHztd3A8fV04pXvuhfa7rKWsGYWwIJ6GjP0zO28M+fiTzwYhhKC/GExLXysXbhtnZD+DNxN7HFaYz95zU6OfjSw6U9oY4BdHMKJMjeu84CquJqNZ+dMHajPtGvL/P6P1qjnUpuwWCPUAZ7iCe+hLZliEcXPFSOZFUU1iowuWDl+V5+rOUWTPDt09whtnpxxemmvzvfYO9HVToNY3x68cklww3KpFL8bdxuaL1t2YzAQSyIXsvmtCO81fNurBXGYR3+ST2EWlvFIPdQPK2cGlSA5Wxhx9JhL5mGyJVLZQzyCOXd3vfzWMQCjuSeJbO84KpDTgl1G7DuuXrnLQt/mSB7bz44/geVumoe6zSRF8NuqdHGy9qZt3vdi0wiY1ncVr49vYFFg59u4qhbn8Y4pi06vYESTTn2SmuWhb+Mq+riUIN9XDuyNPwlJvz7BkXVar47s5G3et1zw3ELRj1c2jPauydb0o/xedQqhnh0EQ8nNJPGPB8Qmkeltpon9i6koKoUa7kl3w5+Gtur9KRcXK2uNVSno4UNH/SZxenCFE4VprAh9aAowGqgkoR4098OITf2mTl37YZz1261plvYO9Dx7vtRubqx78VniPttmSjAaqCSnEvy43lj+Tm5ZR5V6nz8wiYz4LYva8yztHGm66jnUKrsidz0IdHbF4gCrOuUdNT40GJA92k1pvv3mE5uyhESj62sVYCVn3YCg0GPrUsgPcbPrTFPaWmLa0BvXANqDssqNIyXtQ9T2t3GusQ/iS+O5bZ/xtLRoRNdXHoQ4hhKqFM32tkH1XmuptaUsSDyYwA+Gvg1/T0vPkwnk8ro5NSFr4b9xINbbyWm8BTrEv/izuAHmm3bWrOlA9aZ/jboDVQVV2PQGVDaKAia4k+/F7piYaesc1mNWku32R3p//LF7yOZhQxbb1Ec11h+33EvWYXRyGUWTBvwFUENGN7zAme79swc/F2Nnq+cbAOaIEpBEARBaFqiAEtos6ITCwG4dWSgKL5qYiVFVaa/bR3q/gF0ozp2dcLB2YKi/CoSThfSqUftLruFq3u71724WNqz5Ox/lGurOF2UyumiVNN8Zws7pvj355FO43GxvHiz7t9zR1BrK1FIZfyv+x3iRpIgnCeVSJkROIhvT2+oVWACoNPrWZe8D4Dxvn1qzBMaR1GV2vS3g9Lmhtf3WKcJN7wO4SJPKycGuncmIiuaf84d5tbzvcCtSt4LwMx2g6+0eA0PBo81FV9daphnVxRSORq9lrPFaaIA6zrlVZbUO0+j15GmzmN/zhnkEhkPBo+tt+30gIEsi9vKvuzT6PR6ZGKYoWtyo8c0g8HApnOHAbizfXiN4qsLPK2cuLN9OD/EbGJj6iFRgNXIXgy7he0ZkZwpSmV96kGm+Nd+yERofI19PiA0vdeP/Ex0YQoSJHzR/2E62HlddRlPKydmBNQ9xO0I7x6cKkwhpuhcY4faalUVF5n+VtrX/r4AKE1NYft9d9Q5b9D8b3Dp3rAe5zyHDgeg7FwqFXm5qFxcry3YNqiqosj0t7KO73OA0vwUtv9QT37u+gYXv57oNFWkRhmHxes09JF63y+gxzQiN31IUVZMvUPlCfUrK0glJ/kgSCS1CrD8uozn+Mb3KM1NJC/1mKl3LDAWWQFoqtRoq8uRX6UQVbg2c3q9jbOlC3+cXUKFtpzYotPEFp02zXe0cGac/xTu7fQIzpYX/83vSNtMqaaEYIfONYqvLiWXyhnjN4mYwlMczIoQBViNpKKe3qq0lVqqSzWU51XWW1AlkUro/ogowm5KWYXRAIQF3npNxVcA/UMeEsMOtgLxa+o+72ipOkxfbu4QBEFohUQBltBm9Qx25lhsPr9uiifAy5b7J3Y0d0jCVWiqdWxemcTe/9JIjiumtLAajUZfq11eVoUZomsd5FIZz3WdzoPBY9mecYJDubFEFSSRUJKJRq8lv6qEJWf/Y23KPn4Y8hzdnNsBcCzP+ORlqGMAbioHM26BILQ8twQOZtHpjZRrq/jn3CFubTfUNG9XVhQ5lcZeAi+dLrRMljIloY7+5g6j1bklcDARWdGsStrDre2GkFKazZHcs9grrRnt3fBhoi58J11OLpXhZGFLdkVhjRvwwrWJu/2nK85fl7wfAD16xv/7er3tdAbjuVu5toqi6jKcLe0aL0jhqs6pcymqNu4HA90719tukHtnfojZRGF1GefKcvG1ETfCG0t7O09uCRzMX4m7mX9yDeN9e6OQikszgnCpJbH/sS7F+L3ydOgURnr3aNByXZ0C630YyN3SATD2kiU0HoNWS2V+3cNx6zWaGq816jIS/vqDjF07KElKQFNSil6rqbVcRXaWKMBqJAa9lsqyevJz/rMvyDiFTmt8cHLX0oYViKiL0kUB1jVKOrYKDAZcA/pg7ehTY57C0hbvTqNIjdpA4pEVNQqwnHy6YWHlSGVpDlv+byYd+t6Je/uB2Lq0Ew8/NgK5VM6jXZ/j7uAH2ZOxneO5hzhdEEVySQIavYbCqnz+OLuETSlr+XLID4Q6G3tOiso7BkByaQLj1w2od/1VOmOxUGZ5er1thGvzeNztNV5rq3QUJZRw8tc4YlYkkbY3i9HzBxA42qfWsnb+Nlg5iwcfm5K3c0/S849xLP5XnGwD6NOx4b1a+rj0asLIBEEQBKH5iKt8Qpu1+M1hPPTebo7G5PH+4uPo9QYemFx7aCjhxtk5WJj+Li2qxtlddc3rKMqv5NX7d5IUe3E4Q6WFDHtHC6Qy4wWH4oIq9HoDlRXaGw+6jbNVWjE1YABTA4wXEap0Go7knmVZ3Da2Z0RSWFXGU3u/YevEj7GQKcg7X0DibeVszrAFoUXys3Gjn1swB3JiWJkYUaPQamWicfjBdrae9HTpYK4QWzUHi4tPPhZVl+Guur6hcAEclNZIJaK3nsY22rsn9kprjubFk1yazerzw3JO8uuLhUzR4PVcqQc5+fm8aQ26GwtWqFdOZREAeoPhir1lXapCV92EEbVON3pMy68sNf3tfoWieY9LeorLryoRBViN7OnQqfydcoBz6lz+iN/JfR1HmTukVq8xzweEprU/+wyfnPgLgNHePXgqdEqDl7WW138ucKHHRa1enAs0lIW9g+nv6uJiVK61h922a9ee20/GmV6r09PYMG54rXalyUnseOg+KrKzTNNkKhUWdrZIzp+nXSjk0paXN9YmtGoWl3yPV1cUo7KtIz+u7bn9/UvyU5jGhi9q5qey9OJQ3/UVa11OV113DzRC3Qx6PUnHVgMQ0H16nW0CeswgNWoD505tosfE11Gc/95Squzof9s8Dqx4gZKcOI5teBcwFm25BvTBt8sE/LpOQHoNv5uE2myUtowPmMr4gKkAVOmqOJF7hL/ilrEnYztFVYW8uvcpVk7cioXMgtyKbFO7Kl3VlVZtbKcV+0xTkVvIcOnsyPAP+1JVVE3SlnS2v3KIe/u7o7StuV+onC3qWYvQWG4ftpi/dj9EWt5Rth5/H4NBT98G9v5mZSHuKwiCIAitgyjAEtosG5WCxW8M5aH3d3PkTB4fLonEYIDZU0QRVmPzD7rYFXr86cLrKsD6vw+OkxRbjJ2jkofmdKPPME+cXGuu5+4hf5OXVYHBcMMhC5exkCkY5BHKII9Q5hxczJrkvWRVFLI78ySjfXqKp+4E4SpmBg7hQE4Mx/LjSSrNItDWg/zKEnZmnjDOv4Zh1oRrE2R/cZjh04WpN3TDVSaKr5qEhUzBJL++/Ba/g78Sd7M+5QBg7BlLuHnoz/ds5WJpx/6p880bTCvWmMc0wXw8rBy5N2gkP8Rs4tvTG8TxrhmIfefmkKbO49l9i9AZ9HSw8+LTfg+J35pmZNf+4gMiRTFn6izAaqiDb7xKRXYW1t4+dHthDm79BtQo8NLrdKzoHnIj4bY5dm6X5CfzTJ0FWA1huKQoceZbp5ApRIFCY8uK30NFibH48PDa/3F47f/qbautVnPu1D+063WraZpHh0FMenEHadH/kZ24j7zU45TlJ5MRs52MmO2c2f0dw2b9hJWdR5NvS1thIbOgr8cg+noM4t2Dc9iYvIaciiwOZO5mmM9o02+fUb4T+WDgfPMGK5h0ur09SVvSqS7VkLIrk6BJfjXmS6XinKKpWShsuH3oYv7c/RBpeUfYFvkhYKBv8OyrLiuGHxQEQRBaC3EXSWjTrFUKFr8xjD6djU90f7Q0kh/Xxpg5qtanW3830w+cfVvSrnl5rUbP3v+MXTU/+WYvxs5sV6v4SqfTU1IoelFoDne0H2b6O7HUeAHJxdJYZJdenm+WmAShpRvn2xs7hRUAKxP3APB3ygE0eh1yiYzpAQPNGV6r1t8tBOn5G3db0o6ZORqhPheKD5ae3UJWRSEd7b3p6hRo5qiEa3HhXKCwqoxy7dWfAheuz40e05wtbU1/Z1UU1tsuq7zg4jIWYpjIpvBopwnYK63Jryrhp9jN5g6n1WuM8wGZxHhTqEpXe8i0C0o1Fde1bgEqtFU8HvE1hdVl2Cms+L/BT2OjuPaHt4TG49a3P5zfb9J3brvu9ZRnZZIfadzv+n/yJb5jxtcovgKozMu97vW3VW7tLslPzPXnx/KSXi7VRWKYtKaQeHTFNbZfWWuaXGlFQI9p9LvlUyY+v4XJc/YQNvZlZHKLGj1jCY1vWvs7TH+nlCYC4GxpHIIzSwwt2KLYelmZ/i5NKzNjJG2bUmHN7cMW4+vaB4BtkR9xMOZHM0clCIIgCM1HFGAJbZ6VpZwfXx9K31DjBYdPlp3g+zVnzBxV6+LoYsmgscZx13esTyUtqfQqS1xkMBgoLqiiusr4RF77zg51tos+kmdqIzQtK/nFpyGVUmNHij2djU9enipIJqeiyBxhCUKLZiFTMNm/HwBrk/eh0+tZdX6YteFeYabCBaHxuVjaM9anFwDrUw+SVJp1lSUuMoguFZtNV6dAgu190OiNwwjPDBxi5oiEa9XLJQgAnUHPrsyTZo6m9brRY5qvtSsOSuOQNvuz6//Nsy/7NACOShsx/GATsVda80jIBAAWx26moLLhv5GEa9cY5wP2SuNNvayKgnrbnshPvIEo27a5h5cQU3QOqUTCvAGP4m/rbu6Q2jyVqxs+o8YAkLJ+HWVp565rPeVZmaa/HTt1rrNN9oF917Xutkxl64ZP5/P5iVxHWcH15cfJp6tp+LqM2O2NFp9gVKnOJyPG+LkOvPNrZrwRWe9/ox5bBUB+6jFKcq/8fWJl50GnIY8QPMjYq0x2vNiHmopKfrGoRyFVAhDmYjyniCmMJq8ip87lhOanzrpYCC9XicF/zEkpt+K2oT/i59oXgO0nPuHAme/NHJUgCIIgNA9RgCUIXCzC6t/F2F33Z79E8d1qUYTVmGY93xWVtZyqSh3vPhlBXlb5FduXFlfz7pN7UZdqsLKRX3ioj8SYolptdVo9S+eJG3036lxZboNuRKxJ2mv6O9TRH4Dxvr2xUajQGnR8eHy5KFoQhDrcGjgUgJzKYr45/TexxcYeAW8RhSZN7vmuM7CWW1Cpq+bJiG/IKq+/1xeA4mo1T+79RvRi0cxe7jaTB4PH8mDwWKb49zd3OMI1CrB1p5+bceigeSdXUVp95XO9oirxRPL1upFjmkQiYYKv8SL48oSd5FYU12qfXVHI8oRdAEzy69f4GyCY3Bc0Eg+VI2ptJd+cXm/ucFq9Gz0fCHHwBSC7oojI/IRa7fMrS/gzcVfjB94G/BCziY2phwB4oesMhnp2NXNEwgVdn3oeucoKbUU5Ec8+QUVO9jWvQ2FzsffFotjavc5r1GWc/v7bG4qzreo66nnkSiu01eVE/P4EFSXXnh+50gq/sMkAxOz+HnVRxhXbV5UXXU+obVZK5Dr0Og0KS1u8gkegsLCu9z9nnzBsXdsBkHS+1yzdVXqWlSksAcRwrdcho+wcqaVJV233T9Ia098hjqEAjPQdj63CDq1ew/zID694HVRv0FNaXXLjAQtXFbc+xfS3W1cnM0YiwMUiLH834/WdHVGfsf/Md2aOShAEQRCanijAEoTzVBZyfnhtCAPDjE9Zfv5rFItWnjZzVK2HT6Atcz7rh0IhJSWuhCem/Mef350hPeXik946nZ746EJ+nn+SWSM2sPc/Y3GCylpB517Grp2//zCSyP3Z6PXGH7bJZ4t4/aHdnD1ZgKWVeLLlRsSVpDNu02s8tHs+a5L2kqbOM83T6LVEF6bwysHF/HT2PwDCnALp7Wrs7cJWacWcsFsB2HjuEE/sXcjpwlTT8hXaKnZknOCxPQtEQYPQZoU6+dPJwQ/AdJPVzdKecM8wc4bVJgTaevBZv4dRSOXElaQz5b+3+O7MP6SUXrxBodPriS5MYf7JNYzY8Ar/pR01Y8Rt0zDPMF7tfjuvdr8dZ0sx5NnN6M0ed2EttyCpNJuZWz9ga/rxGkN1ZZUXsjZ5H/ft+IzPomoPrSI0zI0e0x7rPBE7hRVF1Wru3/k5x/LiTfOO5sZx/87PKdGU46C05pFOE5p129oaS7mSZ7pMBWB7RqR5g2kDbnTf6enSAW8rZwBeObiYkwVJGAwG9AY9B3NiuHvHJ+JBlOuwJ+sUX0QZe32Z4NuHRztNNHNEwqXs2rWn30efI1UoKD4bw7+3TCb6u28ojo+r8e9dU1ZKZsRujn1Uexg0u3btsfL0AuDQm3MpiD5lmpcXeZwdD9xDdYkoTrgedq7t6Tfzc6QyBcVZMfy7cDLRO76hOPuy/FSWknl2d73D1IWNeRGVrTtV5YVs++42ko+vRXNJsXylOp9z0f8S8dsTHPjr+SbfrtbkwvCD3iGjkMmVV23vGzoegOTIteh1WmJ2f8+unx8k+fhayosv9ian01aRevIfYiKMw3p5Boc3fvCtXGJJHLdvGsfzux/in6Q1ZKjTTPO0eg2xhdG8e/AVfj/7EwChTmF0c+0NgK3Sjud7vAbAltSNPL/nYU7lR6I36AFj0VVSSTy/xSzmzk3jicjY0cxb17aU51Zw8MuTxK5JBsC9uzPuPZzNG5QAgEKu4tYhPxDgPhCAnVGfs+/0IjNHJQiCIAhNS1QrCMIlLC3kfDd3MI99HMHeE9l8+ftJ9AYDT94aau7QWoWBo3345JdwPn/lEBkpZfz0eRQ/fR6FQiHF0lqOukRjKqySSCB8kh+W57sLfvy1Hrx09w7ysit45b6dKJRSFAop5WotMrmEFz7qy7L5J6ks15pzE29qCokcvcHArswodmVGGadJ5VjLLSiuLsfAxYt3oY7+fDv4KaSSi3W8d3YIp7hazbxTq9mafpyt6cexlCmxlCko0ZSjP3/xT9yUENqyW9sN4d1jv5n2h+mBg5BJRT18cxjt05Nfwl/mlUOLSSnL4fOolXwetdJ0nLv0OCVBwiS/fqgacIFcEISLOjr4sHjoCzy971sSSzN5POJrZBIpdgorKnTVVOqqTW3FsHY35kaOaZ5WTnw7+Gkej1hAXEk6t2/70DTEdPn5XhbsFFZ8O/hpPKwczbOBbciMgMH8GLOZxNLMqzcWbtiN7DtSiZT3et/PoxFfkViaxYwt76GSKdFjoEqnIcDGnbd63cPz+8WT/dfi/WO/ozt/w3pf9mkGrHuuwcvunzq/aYISavAZOZrhS37j0OuvUpqcyKmF8zm1cD4SmQyFrR0GrQZN2cViHbm1NSEPPIxzWHcAJFIpvV57i4jnnqQkPo4td0xHplIBoKuoQK6yYvCCRex8+H5zbN5Nz6fzaIY/9BuHVr1KaV4ip7bN59S2+UikMhSWdhh0mhrFVHILa0IGP4yzb3fTNJWtG+EPLCXi9ycozUvi4KqXkayWorC0Q6+rRntJz6bu7Qc25+bd1PLOHackx1jo7ttlXIOW8e0yntM7v6GyLI/MszsxGAxkxe0mK243YOzxSia3pLqyGM5/X9m5tqf7+P81zUa0YnKJAr1Bz77MXezLNPZgqZAqUMmtKa0urnEdNNgxlE8Gf1vjOujEwBlU6Sr58vj77M/cxf7MXSilSlRya9TaMrT6iw+iiP7JGs/SAetqvNZV6aguvfhZOwXbM3bhINErXAuikFsyc/B3rIx4jOTsvew6+SUGg55BoU+aOzRBEARBaBKiAEsQLmMswhrCYx9HEBGZxfw/TqE3wNO3iSKsxhDay5UfN49nz6Y0Du7IIOZEPkX5VVSotdjaK/Fpb0tYHzdGTvPHt93F3i+CujixYOUofl0YzYn9OajLNKhsFPQe5snMB4MJDnNm2XwxDOGNGOLZha0TPmJnZhRH8+I4W5xOVnkhJZpyVHIlbpYOdHb0Y4xPL8b79q5x0eGCxzpPZIRXN5bFbeVATgzZFUVo9FoCbNzp7Oh/fqhCSzNsnSC0DFP8+/PJib9MPcLMFMMPNqterkFsHv8hm9IOsyPjBCfyE8mvKkWtrcReaU17W0/6uAUzzX8A7ew8zR2uINyUerkG8d+ED/kzYRfbMiKJL86gRFOOpUxBeztPujgGMNSzK6O8e5g71JvejRzT+rkF8+/4D/gpdjM7M6NIV+cjAdrbeRLu2Y0Hg8fiqrI3z4a1MTKplBfDZvDk3m/MHUqbcSP7zhDPLvw+4lW+Pb2BY3nxVGir8LJyZqxvLx7rNJHowpR63lWoz6U9JRZVq80YiXAlLt16MH7dJtK3byF953byoyKpys9HU1aKXGWFXbv2OHYKxX3gYHxHjUVuZVVjea9hIxix5HdO//AtecePoauswNLFFfexEwiZ/Qh2ge3MtGWtg4tvD8Y/s4n0M1tIj9lOflokVWX5aCpLkSutsHNtj6NXKO4dBuMbOha50qrWOuzcOjD2qfUkH19DWvRmCjPPUF1RjFSmwMbZH0fPzri3H9TgQiIBko4Ye3xVWNri3mFwg5Zx8AjGzrU9JbkJJB5dQe8p76Kycycn6QDF2WepKM1FU1mK0tIee7cO+ISOpX2fO5EpLJpyU1ql/p5DWDlhK/syd3Ii7ygJxWfJKc+iTFOCpVyFi6UbwY6dCfcZw0jf8XVeB53R4S76ew5lZdyvHMreS4Y6jTJNCdYKG7yt/ejq0p0hXiPp7T7ADFvYOlXkVdZ4LVVIsXK1xDnEgXbjfAieFoBMKTNTdEJ9FHJLbh1iLMJKyopg96n5GNDj69rX3KEJgiAIQqOTGERXJMINiF9zh7lDEM5zGLKw1rRjRU+ZIRKhLj0dFiKTyXB0dKSwsBCdTkfRU+vNHZYAOCycXGuayE3LIfLTctWVGxD5aSnEvtOyOSycLM4LWihxbGvZxLGtZRP5ablEblq2us4LnsoqMndYwnkLPRxqTXvqu6Jmj0OobeGjDrWmidy0HHXlJ/GpomaPQ6it3UKHOqe/Ke4ltAjvOhjv81x6bvDZ4/lmjkq44MPlHcwdQot2s90z7jB9ebO8T3h4OLt27eKtt97i7bffrjHvQo99O3bsIDw8vMljSU5OJjAwEICkpCQCAgJM85YuXcoDDzyAv78/ycnJTR5LayE+N+FyogcsQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEodW4UPQ2a9asGgVngtBURAGWIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAhCG2Rvb09wcDDe3t7mDqVRvfPOO4CxJzJRgCU0B1GAJQiCIAiCIAiCIAiCIAiCIAiCIAiCIAiC0AZNnz6d6dOnmzsMQbjpSc0dgCAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIws1KFGAJgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiBcprCwkB9++IFbbrmFzp07Y29vj5WVFUFBQTz22GPEx8c3+nuWl5czfvx4JBIJfn5+xMbGmuadPHmSN954g2HDhhEQEIClpSWOjo4MHDiQefPmUVlZec3vt3TpUiQSyXUN0xcQEIBEImHp0qWUlZUxd+5cgoKCUKlU+Pv78+KLL1JcXGxqf+zYMW699VY8PT2xtLSkW7duLF269Krvs23bNm677TZ8fHywsLDAycmJ8PBwlixZgk6nq9F21qxZSCQS0+vhw4cjkUhM/4WHh5vm6fV6tm7dypNPPknfvn3x9PREqVTi7u7OhAkTWL169TV/JkLbJYYgFARBEARBEARBEARBEARBEARBEARBEARBuMxXX33FO++8A4BcLsfOzo7y8nLi4+OJj4/n119/Ze3atYwaNapR3q+wsJCJEyeyf/9+QkJC+O+///D19TXNnzx5MikpKQBYWVlhZWVFYWEh+/fvZ//+/fz+++9s374dW1vbRomnoYqKiujXrx+nT5/G2toanU5HamoqX375Jfv27WPXrl1s2rSJ22+/nerqauzs7KiqqiIqKooHHniAoqIinnvuuVrr1Wq1PPHEE/zwww+maXZ2dhQVFbFr1y527drF8uXLWbduHZaWlgDY29vj7u5OdnY2AI6OjiiVStPyTk5Opr9TU1MZPXp0jXVbWFiQk5PDpk2b2LRpE48++ij/93//19gfmdAKiR6wBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQLuPl5cV7771HZGQkFRUV5OfnU1lZybFjxxg/fjxqtZq77roLtVp9w++VmZnJ0KFD2b9/P7169WLPnj01iq8AwsPD+eWXX0hPT0etVlNQUIBarea3337D09OTI0eO8Oqrr95wLNfqnXfeQafTsWfPHsrKyigrK+OHH35ALpdz4MAB3n77be677z7uvvtuMjIyKCoqIicnh6lTpwLwv//9j4KCglrrfe211/jhhx/w9/fnl19+oaSkhOLiYsrKyvjjjz/w8PDgv//+46WXXjIt89VXX5GVlWV6vXr1arKyskz/XdqrlVwu595772XTpk0UFRVRXFxMaWkpOTk5fPjhh8jlcr777jtWrFjRhJ+e0FqIAixBEARBEARBEARBEARBEARBEARBEARBEITLPPLII7z++ut069YNudw4wJhMJqNHjx6sXbuWzp07k5uby8qVK2/ofRISEhg0aBCnTp0iPDycHTt24OLiUqvd0qVLueeee/Dy8jJNs7Ky4q677jIVCS1dupTy8vIbiudalZWVsWHDBgYPHgyAUqnkoYce4r777gPgo48+olevXixevBgPDw8AXF1d+e2337C1taWiooKNGzfWWGdCQgKff/45jo6ObN++nXvuucfUs5eVlRV33HEHq1evRiKR8P3335t6vLoWPj4+LFu2jHHjxmFvb2+a7urqyty5c3n77bcB+Pbbb6953ULbIwqwBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQroFSqTQNX7d3797rXs+JEycYNGgQSUlJTJkyhU2bNl3XEIKDBg3CwcGB8vJyIiMjrzue63HrrbfSoUOHWtMvHZpx7ty5teZbW1vTv39/AE6ePFlj3s8//4xer2fGjBm0a9euzvcdMGAAgYGBaDQaduzYcSObUKeJEycCcODAAXQ6XaOvX2hdRAGWIDTAG/93hE+XnTB3GK3Sf6uSeHzy5ga1fXj8Jg5sz2jiiIQb9XjE1yw4tRaAw7lnGfz3i+YN6Cay6PQGntvfdGNIN/X6heu3JPY/7t7+iel1t1WPE1uUZsaIWrY0dR5Bf86mpLp5n+C51BtHlvHpCdHlsCAILdeCU2t5POLr614+fP3LbEk71ogRtU3Xcv4V9OdsThemXvN73GiuBeFmsS55P7dt/cDcYQiXSVq7is0zJ5terx8bTtq2LQAkb1jH1ntuM1doQhPY9fODxB38zdxhCJdRF2Ww6t1uVFeWmjuUm0qGOo1+fwZRWl3SKOsLX9WN+KLYRlmX0Ph2vXGE/Z+KezyCIFy/mJgYnnrqKcLCwrCzs0MqlSKRSJBIJHz11VcAZGRc3z3MPXv2MGzYMLKzs7nvvvtYtWoVlpaWV1xmxYoVTJs2DT8/P1QqlSkWiURCUVHRDcVzvbp27VrndDc3N9PfXbp0qbONu7s7AIWFhTWm79u3D4C//voLDw+Pev87d+4cAKmp135dBaCiooJ58+YRHh6Om5sbCoXC9Hn26NEDgMrKylrxCcLl5OYOQBAuuPuN7RyPzUchl6KQSwn2t2furO50ae9U7zIHT+Xw+McRHPt1RpPG9t5jvZt0/a3BqSO5/LHoNDGR+RgM4OZtxYjJ/kyf1RGFUtYo7/HDpvGNsp7WKrEkk49P/EVkXgLVei3uKgdmBA7m0U4TzBZTH9eOREz5wmzv39J0W/W46e9KXTUyiQyF1Lh/9HYJYvGwF2q0D/pzNuvGvE1nR79Gef/HO09qlPW0Fg/tnoevtStv9bqnxvRSTQUD1z3P90OeZYB7J7PEduKWRWZ535bmSO5ZFp3eQGR+IgYMeFs5M9l/AKN9epg7NN7rfZ+5Q2hWd2//hEO5sSwd9iKDPEJN03+I2cSnJ1Zwf9AoXu95lxkjFJrK3ds/YZR3Dx4IHmPuUNqs+o6FszqORilrnp/0q5IiWHp2C+vHvtMs73czuXv7JxzJO8u6MW8T4uALQEl1Ob3WPMWOSZ+K8y8zaAn7jHB91iXv582jy2pNr9RV0881hGXDX2ZqwAAzRNb65R47wpkf/o/8qEj0Oi2WLq54DBxCyP2zsfb2ue71BkyaSsCkqY0Y6c0vN/kIZ3b/H/nnItHrtVjauOIRNISQQbOxdrz+z7q5DLt/sblDaJEOrX6VpGOrGP/MJuzcavf60NSsHby45c22W1iSUpLIghMfczIvEo2+GleVO5MCZ3Bfp0ebNY6dt7TdHDTEuru3k3U8H6lCikQCNp5W9HmmC+3H+zbL+w97T9zjuZrftt9NkPco+gY/AEBhWQrLd86ig9dIRvV4DYlE0mjvFZW0isNnl/Lg2PWNtk5BaErLly/nvvvuQ6PRACCRSLC3t8fCwgIwDr2nVqtRq9XXtf4333wTMPbktHTp0ivub1qtlttuu401a9aYpimVSpydnU3DI+bm5qLX6687nuvl6elZ53SZTNbgNhc+4wsyMzMBKC0tpbT06sXm1zPsYmZmJuHh4Zw9e9Y0zcrKCkdHR6RSKTqdjry8PADUanWdw0IKwgXiypPQorx8bxgPTA6mqlrH579G8dhHEUT8OMXcYQlXcWB7Bh+/sJ/7nu3CnM/6Y+9kQWpCCX99d4aC3Ercva3NHWKb8PCer5jo15evBjyGUqogsTST+BLRY1hLcmlRjbihbX4zA4fw+pGfebX77VjIFKbpG1IO4mppT3+3EDNGJ2zPiOSF/d/xbJfpfNb/YZwsbEkoyeS7M//QraLurobro9FrUUjFae+NamfrwaqkvTUKsFYlRdDOtu4fzULrJvar5nGlY2FuZRHe1uKCT0tgr7Dm86hV/Dj0OXOH0ubdLPuMVq9DJpE26k2s1mBqwIBaBVaHc88ye9eXPCGKGZtM+s5tHHjlRbo89Sx93/8ES2dnKnJzSN20kexDB2g3faa5Q2w10mO2ceCvF+ky6ln6zvgESxtnKkpzSI3aSHbiAdr1urbPWq/TIL3kt6xgHpqqMs6d2oRS5UDi0ZV0H/9qne1EvprOC3seZrTfRD4Y8BUKqZKU0kSSSuLNHZZQh/4vh9HtgWAMBgOpOzP598m9uIU5YXvZ/QOdRo9MIQbwMaecohiW75pNj/Z3MqTL07Xm6/VapOKagNBG5Obm8vDDD6PRaBg6dCgfffQRvXr1MhVfAbzxxhu8//77GAyG63qPO+64g+XLl7N//36++OILXnrppXrb/vDDD6biqzfffJNZs2YREBBQ4/elr68vaWlp1x1PS3JhyL+PPvqIV1+t+zzrRj333HOcPXsWOzs7Fi5cyPjx42sUWSUkJJiGVmwNn6nQtMS3o9AiWShl3DoykKUbzpJXVMm7Px7jwKkcLJUypg3z55k7ulBaruHB93dTVa2j212rAPjx9aF4u1ox95vDnEkuQqfT0yPYhbcf6YWPm/EkPiIyi49/jiQtW42lhYwx/X1499HeVGl0vPXdUbYfTkejM+DprOLjp/oSFuTMnK8PYmel4PUHe9bZ69bjH0fQKcCBZ+7oYpr/4t1dWbTqDBVVWp66LZShPTyZ8/VBEtJKGNDVnS+e64+V5c2/CxoMBha9d4zbHg5hxgPBpul+7e146dN+AHzy4gEiD2RTqdbiFWDLw692o3t/9zrXpy7VsOTLKA5uz6CsuBqfdra88c1g3DytuC98PY+91oOBo334ZcEpEs4U8faiwaZlZ/RczVuLBtOtnxu/LDjF2ZMFuLir2LnxHLYOSl78uC/qkmq+//gEpUVVTLq7Aw+8ENa0H1AzKagqJbUshzvbh6OSG0/6guy9CbL3Bow9+nwZtYrtGScorlbTztaDbwY/haeVEz/Fbub3+B3kVRbjZGHHA8FjuDdoJGAc5mv4hjl81u8hvo7+m8KqUkZ59+SDPvebbrr+e+4In0WtpKCqlAm+fdDqL45/fDAnhscjvubYjG8A41A2r/W4k9E+PQHYknaMD47/wc7Jn5nm39E+nP/SjhJfkkEf14580f8R5p1cw/rUAzhZ2PJpv4fo6dL8TxM2hwWn1nKm6ByLBj/NLVveA+D2bR8ilUh4rNNEHu88iRcPfM+B7DOotVUE2Lrzarfb6H++l6YLvVOM9enFL3HbkCDh0U4TTEVel67/Qm6PTl+IndIKgPeP/U6JpoJP+z1omv9hnwf49vR6CqpKuavDcB7oOIaXD/7IifxEOjv68dWAx3FV2ZvnA7tBI72789bRX9iafpyJfn1N01clRTA9YCCzdn3BmaJUdHo9PVw68Have/A5f9NuzsHFKKQy1JpKdmaewE3lwHu976ff+aKtdcn7+e7MP2SU52GntGZ6wECe6zLd9CMorjiduYeWEF+SThenQLo6BdSI7dLez+YcXIydQmXqXejSXjV8rF2Yc3AxMomEUk0Fe7JO4WXlzFcDHuNoXjzfnF5PtV7Ds6HTuDtoRDN8qo3DYDDw3rHfeThkQo0ixfZ2nqZ/n2C8yVrXsenCsefFsJl8d2YjLhZ2rB7zJuuS9/Pt6Q3kVhbR0d6bN3rcTaiTP2AsigxzDiS6IIXI/AQ62vuwcNCT/JW4i1/jt6OUKniz512M8ekFUCMvlx/rwDgcaycHX57pMu1iPF1vYdGZDVRoq3kqdApDPbsy5+CPJJRkMsC9E1/0fwQruQUt1US/viyL20ZpdTm2Sisi8xMA6OZ8sSDuRo5ReoOe+afW8lfCbmQSCY93nsSXJ1ezaPDT9HMLIbowhfeO/UZ8SSZSiYSB7p15q+c9OFrYAMYc9nBpT3RhCsfz4vG3cefTfg8R7GDsSUCtqeTzqJVsy4ikSqdhqEcX3ux5N7ZKK6p0Gt46+gvb0yPRGHR4qpz4uO9swpwDMRgMLIvbyu/xO8itLKaTgx/v9L6XDnZezfnxm9317ldXyolwZVc7FgKcLEji/WN/EFeSjpvKgSc7T2ayf39TW61ex9xDP7Hp3BFcLO2Y0+1W03FsT9YpvoxaRXJZDiqZktHePZnb/XYs5coacUQXpvDmkWVoDTpTb56bxr2Pl7VzU38EN427OgxnWdxWDuXE0tctuMa8S8+/AHIrivn4xJ/szz5Dpa6aYAdflgx9odbnnlSaxYO75pnOzaMLUvjoxJ/EFJ3DXmnNIyHjub39sGbbxpvBje4zC06t5WRBMi6WdnXuM3MOLkYqkVBcrWZf9ml8rV15u9c99HbtCBgLU7+JXs/fKQco1ZTT0yWId3vfi7vKETCe373Z827+iN9Jclk2h6Z9hY1C1Zwf0U0nq7yQZ/Z9ywtdZ9DfvVOt3vjC17/MXR1GnP/9mE5nR3++6P8InlbGntQbur+1ZQaDgeMfv0+nhx8j+N4HTNNVrm4E33fx9YFXXyT70AG05Wps/QLo9tKruPftX9cqa0hau4qzvy5l7Epj7xZ/dg1izIp1OIZ0BiD2lyWkb9/KiCW/meb3nPsm8X/+hjozA5+RY+j56hscee9NMiN2YePrx4BP5mHXrn1jfgzNwmAwcHzD+3Qa9hjBAy/5rG3dCB508XVZfgrH//mA/HORyBQq2vW+jc7DHkcilZJ0bBVn9y3Fu9MoEg4vx8WvJ/buwRRknERl6865kxtRqhzoO+NjqitLOPHvx1SVF9Gh392EjTb2uK0uyuDwmrkUZZ5Br9fh4teDXpPfNvW+dXDVHKRSBZpqNZmxO1HZudF7ynu4tTNe49v+4914dx5F8MAHTPGMfepi7yWbF06m48BZBPa8xTTfK2Qk8Yd+RyqV0WPi66jsPDiy7g0qijPxCR1Hn2kfIJHevIUWqSf/QaZQ0XX0C5zc8iVhY15EKlPUma/e0z7g8Jr/kZN0EDBg4+THoDu/wdrRG71OQ/SOb0g58TeaylJc/HvSe8q7qOyM11D/fD2IXlPeIe7Ar5QXZ+AW2I9+Mz9HaWmLujCNDV8MZ/prR1Gq7DDo9cQd/IX4g79TUZKNpa0LPSe+iWfHoeb9sJpAUVUBaWWpTG9/J5Zy4/dqO/sg2tkHAVCuUfNN1OfsydhGta6K/h5Deannm9gobWuty2Aw8FfcMlbF/05+ZS4dHToxp/c7BNoZr0NOWx/OLR3uYkfafySVxBPs2Jl3+n+Bu5XxoaR+fwbxy5h1dHTszLsH52CjsOOFnq8DUFpdwqg1vVgzaQde1j68e3AOUomMMk0pB7L24GHlxQcDvuJE3lF+Ov0NGn01D4c+y8ygu5vjY2x2EokE/+FeKG0VFCWWUpKm5t/HI+j3YhjHvzuDysWCmavHcHZdMke/PU15biVOHe0Z/EYPXEON3/Pr7t6OW5gzudEFZEfm49TRnrELB3Hmr0RO/RqPTCll8Js9aTfGeHzbPucgSjsFg1/vSUmamt+Gb2DEZ/048nU0lYVVBI7yZtgHfUyFX7nRBez76AT5MUVY2Cvp8UgInW+/+b5/rkda7lFWRDzGkNCn6d3R2AP8b9vvxtM5jOzCM6TnHWNY2AvsPjmfp6fsRakw3nsrLc9i0cYRPD5pBwWlyayKeJyhXZ5j35n/Awx0b38HQ0KfIbvoNP8eeRO9Qcvnq7oB8PC4TdhZeXIo9ieOxf9GpaYET6cwxvZ6G0cb4+gQ364Pp2eHu4hN+4+8knjcHTszpf8X2FmJBwOFprVp0ybKysqwtrZmw4YN2NrW/g7Jzs6+ofd49NFHGThwIM888wwvv/wyMpmM559/vs62K1asAOC+++7jnXdq91R+aW9NrYG7uzuxsbHXPbTg1VRXV7Nu3ToA5s+fz7333lurzY3mV2hbbt5fNkKrVlGl5a+tiXi7WvHCvP3IZRJ2LJrIH++PYMuhdH5YE4OjrQWLXx+KrZWCE7/fwonfb6FPZ1f0Bpg9JZg9309m53eTUVnIeO3bw6Z1v/L1QR6aGkLk77ewfdEkpg0LAGDNjmRikovY+u1Ejv0ynW9eGYyr4/VdDFVXaknLLWf7ookseGkgn/x8go9/jmThy4PY8/1kUjJLWf5fQmN8VGaXnlxGVpqa8En+9bbpPsCNH/8dz4rD0wmf6Mf7T++jvExTZ9svXjlIRkoZ8/8axapjM3j2vT5YWFzfEIbH9mbTa4gnK49MY+RUfz598QD7tqbzf+vH8uXykaxaHEtcdMF1rbulcVTa0M7Wg1cPLeaf1EOkq2ueXL1ycDEpZTn8Nep/HJuxkPf63G/q8cfLyplfhs/h+Ixv+bDPLD458RdHc+NqLL8r8yTrxrzFpvHvsz/7NH+nHACMN4ZeOPA9/+t+B4enLSDU0Z89WaduaFs2njvEN4OfYu+UL8ksL+TWrR8w0KMzh6d9zWT//rx5pPaQFK3RqtFvAPDnyP9x4pZFpuFrBrh14t/xH3B4+gIm+vXl6X3fUqapMC0XX5yBSqYkYsoXfDXwMT49sYKUspzrjuNgTgwbx73HylGv8/PZrTy7bxGv97iTg9O+QiGVs+jMhhvbUDNSSOVM8x/AyqQ9pmlxxemcKkxmoHtnZgePYc/kL9g5+TNUMiWvHV5aY/mNqYe4s0M4R6d/w1T/gbxy8OJQDA4W1nwz+EmOz/iW/xv8DH8m7DbtN1q9jkf3LGCgeycOTfuaF7vOYEXiHm7EpnNHeKDjGI5OX0hXp0Aei/iaVHUO2yd+wvwBj/FB5HLyKotv6D2aU3JZNmnqPCb597tiu/qOTQBqbSUxRefYPP4DfhvxCodyYnnr6DLe630fB6d9xVif3sze/SWl1Re7JN6QcpA3et7F4elfY62w5O4dn2CvtGbflHk822Uqrx/+GY1ee13bpNZWklaex/aJn7Jg4ON8cuIvPo78k4WDnmTP5M9JKc1hecLO61p3c7FVWDHEowvrUw8CsDIxglsCB9docyPHqFVJEaxPOcAfI19l28RPiC5MQa2tNC0rRcJLYTPZP3Ue/4x7j+yKIj6PWlnj/dcm72dO2K0cmb6Qrk4BvHvsN9O8uYd/oqhazYax77Jj0qdoDDreOT9/TfJeYorOsXXixxybvpBvBj9pKi79PX4HKxP38N2QZzk0bQFjfHry6J4FVOuu79/Czex69qsr5US4sqsdC0uqy3lw1zwm+vXl4LSveKfXfbx+5Oca53F7sk4R5tSOI9O/Zm73O3h+/3emfc5SpuT9PrM4Mu1rlo+cy4GcGH46u7nW+4Q6+vNu7/voaO/DiVsWceKWRaL46jLGgqgJtY5Jl9Mb9Dy65ytkEhmbxr/PoWkLeLHrjFq9IJ3IT+TeHZ/xUtgt3Bs0ktyKYmbt+py72odzcOpXLBr0FAtOrWVf9umm3KybTlPvMwDrUw4wM3AIR6cv5K4Ow3ks4mtKzh/zvjy5mmN58SwfOZe9U+YRaOvOc/u/qxHD+pQDLAl/geMzvmnRRdctQbVOy9P7vmWQe+gVew3+O2U/8wY8ysFpC7CSWzDvpPFJ8Ibub21daXIS6vQ0/MZOuGI7t34DGL/uX6bvOYzf+Inse+FpNOqyJokpfcdWRixbzsQNW8jaF8H2B+4m6K57mR5xBIfgTpyY92mTvG9TK81LQl2Uhl/X+j9rbXUFO5bcj1v7AUyeE8GIh/8g9eRGko6tMrUpzolDIpUx6aVd9Jv5OQDZ8XvxDBrCtNeO4N99KgdWvkj6ma2MfWo9Ix9ZTuzexRRkRBtXYNATPGg2k1/ew+SXdiJTqDi89rUacaSe2kiHPncy/fWj+HebysHVr1z3dhfnxGFh7cjUV/bRddQLHFn7OnH7f2bEQ78x/tl/yYjdQfqZLde9/pYg6egK/LtNwa/rRHSaCjJitpvmXZ6v2IjFGPRapsyJYNr/DtNn+ofILYyFCye3fEle6jFGPrKcKa/sxdY5kP1/Plfjvc6d3MTw2b8w+aXdlBdncXbvkjpjijv4C2f3LaX/rV8w443jhD+wDGuH1vkAib3SEX/bdrx36FW2pv5Dpjq9xvz3D8+lpLqI38ZuYM2kHWgNGj47Vvew2qvif+fvxJV8PuQ7Nk87RLjPGF7a8ygaXbWpzb8pf/P+gHn8O+0glnIrvjs577pj33ZuE3d2fICt04/S2akrL0c8Rro6lTUTt/P+gPnMj/yA/MrWcwP9Uga9gaSt6eiqdDh3dgBAo9aSH1PEHZvHM/W3EWQcymH3W0cZ9l5vZh2cRruxPmyYvZuq0ov5iNuQwuA3ejL78HSU1grW3b0DC3sl9++bQp9nu7Dr9cPoNPp640jdlcmt68Zwx6bxpO3PJu7vFADKcytYP2sXoXe1Z9bBqYxbNIjDC06Rtq/134BPyTnAX3seYlSP10zFVxecTFrNsK7P8+ItJ+je7g6cbAOJSfv34vzktQS4D8RWZSwcrdaqySqM5vGJ27h7+K9EJa7kZPIaPBxDGdf7XVztO/LSLSd46ZYT2Ft7cSp5LYfOLuGWwYt4espeXO2CWLnnUfSXXIs7lfI3UwfM49lpB1HIrdh9A/ugIDRUWloaACEhIXUWXxkMBnbu3HnD7/P0008zb57x3/QLL7zAggULrhhPnz596px/4MABKisr65x3Mxo4cCBgLITT6+s/ptfnwm/A+nquysvLo6qqCqj/M92xY8c1v6/QdokCLKFF+eK3k/S8ZzUjHt9IYnopnzzTj/0nc/jfAz2wVinwdrPm8Vs6s3pHUr3r8HGzZlhPTyyUMmytFDw+szNHzuSi1xsPrHKZlJSsMvKLK7GylNMzxOX8dAnqCg0JaSUYDBDoZYuni9V1b8uzt4eiVMgY1M0DexslI3p74eliha21kmG9vIhOLLzudbckxQXGL3EXj/qL1cbObIe1rRK5QsqtD4cYf2DFFtVqV5hXyd4t6Tz3fm+c3VVIpRI6hDpi73R9F6aDQh0ZPNYHmUxK+EQ/8rIruP3RTlhayfEPsicwxIH46NaRB4lEwq/DXyHE3pevo/9mxMZXGLfpNSKyosmrLGZL+jHe730/7ipHpBIpoY7+OFkYTxTH+fbG08oJiURCf/dODPHowsHcmBrrfyp0CjYKFe4qR4Z6diW6wPhjdGPqIQa6d2Kkd3fkUhl3dRiOv03dvZs11F3th+Np5YSt0ophXl1xsLBhrE8vZFIpE3z7cLY4vU3e9L5gZrsh2CqtUEjlPBwyHr3BQGxRmmm+o4UND4aMQyGV088tBG9rZ84UXv+TAU90noSV3IIge286OfjSyzWIIHtvLGQKxnj35HRhSmNsltnMbDeEfdmnySw3FmOuSopgsEcXerkGMcwzDAuZAluFisc7T+JI7ln0hosn+OGeYfRzC0EmlXJL4GDSy/MprDLehBjmGUagrQcSiYTOjn5M8uvLodxYAI7nJ1BYXcbTXaailMnp4dKBCb51n9g3VLhXGL1cg5BLZUzw7UN6eR7Phk5DKZMz0L0ztgpVjX8nLV1BpXEsd4/zPUbUp75jE4DeYODlsJmo5Bao5BasS9nPFP8B9HULRiGV80DwGOyVVuzIjDItMzVgQI1/3xXaKu7vOBq5VMYkv34UVpeRoc6/7u26kJNBHqHYK60Z4dW9xvEu+ibYn24JHMyqpAgqtdX8l3aUaf4Da8y/kWPU+pSD3N1hBIG2HljKlbwUNhP9JT+MOzn60du1IwqpHBdLe2Z3HMPBnJrfV1P9+9PJ0Q+5VMb0gEFEFyYDkF9Zwua0o7zd6x7slFZYyS14rst0/jl3CJ1ej1xi7NEuoSQDAwYCbT1MvWf8Gr+dZ7tOJ8DWHblUxv0dR1Olq+ZEQWJTfMQt2nXtV/XkRLi6qx0Ld2ScwNHClvs6jjq/TwUz2a8fa5L3mtoE2LpzZ4dw5FIZI727098thA0pxiLKPq4dCXX0RyaV4mfjxh3th3EwJ7bpN6yVmtVxNBnl+WxJO1Zvm6iCJBJKM3m3173YK62RS2X0du1YYyjkPVkneSLiaz7r9xATzvfQuTZlH31cOzLBry8yqZSODj7cEjiY9ZcUHgtNv88ADLjst4+zhR07Mk5gMBj4PX4Hc7vfjpvKAaVMzvNdZ3AsL850ngnwcMh43FWOWMgUSCXiktyVvHvsV6p1Gt7vff8V293VYTi+Nq5YyBRM9utv+p5pyP4mQFWR8ZqIyu3i7/hTi75m9cCerOrbjX0vPgNAu+kzUdraIlUoCHngYQx6PUVnm+Y7I3jWQ1jYO6Byc8etd1/sO3TAtWdvpHI5vmPGU3g6uknet6lVlZ//rG0v+ay3f83q93uy6t1u7Fv+DJlnd6JU2RE88AFkciXWDl50HHA/KVEXe5hSWNjSedgTyORK5ErjtThHr1B8QscilcrwC5tIRUk2nYY+ilxphb1bEA7uIRSeL8CydvTBs+MwZAoLFJa2dA5/nNyUIxguuZnl2TEct3b9kEplBPa6hfKidFP818rCyomOA+5HKpPjFzYJTVUZgb1uxcLKEZWdO26BfU2x3YyKc+LIPxdJQI/pKCys8e40msSjK0zzL8+XVCanqryI0vxkpFIZjp6dsbBywGAwEH/od7qPn4vK1g2ZXEnXUc+Tl3qM8qJM0/pChjyMpY0zSpUdvqFjKcyo+yHI+EO/EzriGZy8uyCRSLB28MLOrXX2Ji+RSFg0/FeC7EP4MfprZmwcwe2bxnEwK4LCynx2pG3m5V5vY6u0QyW34pEuz7H13D/oLunB/4KV8b/ySNdn8bMNQC6Vc3vH+6nSVXGq4ISpzS0d7sLLxhcLmQXj/CYTU3j9/34HeYXTzbUXcqmckb4TyCxP5+HQZ1HIlPRxH4iNwpaEotZ1fn7wi5Ms7rmaH8JWsfnJvfR6vDNWzpaAsSir/8thKFRyFCo5Z9elEDTFH6++bsgUUro9EIyFvZKUHRf3iY5TA3AKskdmISNwjDfaCi1h93dEKpfSYZIflYXVlGWo642n91OhKG0UWLur8BvqSe75h7Vj16bg1ceVDhP8kMqkOHd0IOSWQOLWt/zrNjcqNecgVhbOtPes3dtuZ7/JeDl3QyKRoJBb0q3dTE4mrTbNP5m8hrDAW0yvDQY9w7vNQSFX4WzXnl5B9xCdsq7e9z6VspbeQffi5hCMXGbBsLAXKCnPJKPg4jWGnh3uwsHGF7nMglC/yWTdwD4oCA1lb298SDM5OdlUqHOpZcuWERcXV2v69Xjuuef44osvAHj22Wf59ttv640nJiam1jy9Xs+bb77ZKLG0FLNmzUIqlZKcnGz6bOpTWFj7nNXOzg6AoqKiOpextbU1FWnV9Znm5OTUWwwnCHW5+cc/E1qVF+/uygOTLw7ZEHk2HwulDBcHS9M0X3drsvIr6locgPziSt7/6ThHTudSWm7sZalao0ddocHWWsm3rwzi21VnGPv0JrxcrXhsRicmDPJjWngAuYWVvPl/R8jMr2BEHy9evb87TnbXXvxjbSnH0uLi7qWyqLkNKqWM8srWUUBi52j8fPKyKvDyt6k1X6838PP8k+z+5xxFeZVIpBLKyzQUF1bXapudrkahlOLmZV1r3vVwcLn4mVuojPlwvGSapaWMCnXryAOAq8qeuT3uYC5QVFXGotMbeHLvQpaFv4xSKq+3p4J1yfv5KXYz6eX56A16KnXVpmHWTOu2vDjEnEqmpOR8byY5FUV4WdVcr/cN9ojgYmlX471qvJZbYMBApa4apaztfYXpDXrmn1zDP+cOk1dZglQioUxTSWH1xSePnS/5vMD4mV3ag8y1crkk95YyJc4WF9dvKVei1tb+wXEzCbL3JsypHauT9vJopwmsS9nP273uJb+yhPeP/8GR3LOUnv/3Xq3XotZUYnt+yMZL/21e6MFAra3E0cKGPZmn+Dp6Hcml2WgMOqp1GoZ5dgWM+42bpYNpGE8w7jcJJRcvIF0rF4tL9xMl1nLLGkOrqGRKym+iXF0YUi6rohB/G7d629V3bAKwlluahtcEyCovoO/5ISIv8LF2JeuSGwmX//t2vuz4A1z3v/m6cnL58e5myNFA907873Ax35xeT3eX9jWGIL3RY1R2RZGp6OlC20tvkqaUZvNR5J+cLEhCra3CgAG5pGYvmZces4zrNn6m6ep89AYDwzfMqdFegoTcymKmBQwkt7KYN48sI7OikBFe3Xm1+204WdiSrs7jpQPf17hRrtHryCpvHb1oXovr2a/qy4lwdVc7FmZVFOJz2XmXr40rh3PPml57X3ae5mXtQnaFMT9R+Ul8cXIlsUXpVOqq0Rn0BNp6NPZmtBmWciVPhU7hi5Or+GPE3DrbZKjzcVc5XHH4s6VntzDArTMDzg/fCpCuzmNn5kl6rn7SNE1v0JuGvhOMmnqfAer87ZNVUUhBVSnl2iru2vEJl/avpJDKySwvMH2/Xb68ULflCTv5L+0Yq8e8edXhAi89H7SSW6DWGM8rGrK/CWDhYCxYrMjJxsbXOLxPl8efpsvjT3Pq2wUUxZzBoNdzcuF8zm3+h8r8PCRSKZqyMqrruLnRGCydL+4nMktLFHYXzx/lKhXaivK6FmvxLKzOf9al2dg4nf+sRzxNlxFPc2rbAoqyzqAuTKM4O47V7/c0LWcw6LGyvzi0ksrOvdZwfZY2F6/hyM8PbXrpNJnCEm21sQChUp3P8Y3vk5t8BE2VsXBVr61GU61GaWlbx/qM537aKrVpG66Fpc3FfF4oGLt0mkxhiab65swpQOLRlTh4hODoafzeDugxnd3LHqS8JAuona/gwQ+h01ax/89n0VSW4tt1AmFjXkZbrUZbXc6OH++CS3rqk8oUlJdkYuVg/DdgaXtJXpUqNFV1F5aUF2Vg6xzQ2JvbYjmrXHm2x1yeZS7FVUUsPb2IV/Y+ycLwn9Eb9EzfMLxGeykS8itza60nU53O2wdeuuy3n4ac8qyL72XpavpbJbeiXFN/cc/VOFn8P3t3HR3V0QZw+Le72bh7SIgSJEFDcAsOhWJ1o1CjLd5SvlJaSqEuQFtKhQraYsWhLVC0OAQPlpAEEggR4rr2/REIhCgSIXmfcziHXJl977w7d+/unTtzM5+mRmaYG1lganTLb9cqM7K1D277KE6bN5vQbHj+/Z/U6HT+GvEfxtZqbH2tUVsYYWJ983M7Iy4L99aFr+msPSzIjLtZJ2YON+/dGJkaYeZws/7U1+8HaEr5/d/c6eb2RmYq8tLy7yelx2YSvf0KvwTd7Fxk0BtwC3YqUkZN0z7gNWISD/PHtqE81XU+5iY3f6exsSg8kl6A58NsPfoZKRmXyMhJJDs3Gf863QvWG6lMsDB1uGV/d9JvaU+3S8+Kw8bCo9D+lmYuhfaxvKUNGhuZk3cPbVCI8urRowcKhYKkpCSGDRvGrFmzcHFxISMjg19++YWJEyfi4OBAUtLdP7h7qzfeeAOdTsfEiRMZNWoUSqWSV199tWB9z549OXToED/99BOtW7fmqaeeQq1WEx4ezoQJE9i9ezcWFhZkZtaM9tGgQQPeeustPvvsMyZOnMjFixcZN24cfn7508Lm5OQQGhrK8uXLmT9/PteuFf7NtnHjxuzevZs//viDvn37YmpqWmi9lZUVbdu2Ze/evbz55pu4ubkVjLq1a9cuXnvtNXS6oh23hShJ7bt7LR4org5m5ObpSEzJKejAFJuQhatD/hf24kaO/2rRcXJydaz+shcONqaERSYz8M1N3Bg/IdDPnu8mdkCvN7D5QCxjv9xD60BnHG1Nee3RAF57NIDElBzGz9jL7KUnmfJyy0Llm5sakZOnw2AwFPSIjU/OppG3bUVVQ7Xm4WOFi4cF2zdc5OnXA4qs37Yumm3rLvLxr11w97ZEoVDwSMuVUMxQjy7uFmjy9MRfycLZrfTRx0zNjcjNvvnlKSdLW+K0hrWRrYkloxsP5NdzmzBgIE+vLfTD/w2XM5P434Ff+KXzeNo4N8RIqeK1/74tcSjO2zmb2XI0qfB0mpezkmju4Fvs9uZGpmTfMmx3/AM0JVpVUFD4JLcuej/rLu7n1y5v4G3pgkKhoOXKUeXO161udBjK1uViTX57S8hJxURV+25QPObTiR/PbKS+jTt6g4FudZrx/qGF5OjyWN3rfRxMrQlLvsjATVMpT03n6bSM3D2bqS2fo59na0xUaj4M/Z3YrPwvYM5mtsTnpKDRaws6YV3OLLkjh4WRCTmF2k3KvRzuA8HHyhUPC0c2XNzP6wEP31UZytsuElzN7YtMzxqbmYjrXdxEuJ25kQk5Ok3ha4PsFBrZ1r3nsqsbpULJYO/2fB+2gW87vF5o3b2eo1zMbAuNEpKUk0au7uZn+5TDC/C2dOXzvi9hbWzO5phQ/nfgl+KKKsLN3B6lQsHuATMKOtPd7rWA/rwW0J/EnFTG7/2R2SfXMqXlM7iZ2zO5xVN0vt6JsjarzHYlyj4XuprZEXPbqHwxmUmFRv+58dlzw5WsJFo45I9+MH7fjzzi04HvO47B3MiE385uYuUtIwHdSolM2VUej/l05rezmwqNqHSrOhYOXM1OIVenKXEUnhltR/Dp0aVMO7yYKS2fAfLPYb3cg5jV/tVi9xH5KrrNQP53nVtdzsrf387EEjOVMSt6vIuftRslkenvynYkMYKPjyzhh05jijwYdCfK094EWHn7YF7HnUv//EWjl0YUu030hnVc3LiOLj/8iqWXNwqFgpXtW97V91AjM3N0t0yHkpNQtANETWXl6IO5rTuXTvxFoy7F17W5jRt2dQLp+WrJU9re63nk+Kav0Gly6DVyNaYWDiRfCWPTdwOL/Z2uLEbG5mg1hR/4ysmomdOlFUev0xB9dDXavCzWfNoOyJ/axqDXERW6Mr/z1W35UptY0Kz3RJr1nkjGtUvsWjSC8P2L80c9U5vR49UVWDv53XNs5rZ1yEiKxtGzxT2X9aCxMbHlpcaj+f3cr+j0OpQKJRsG7MbUqOjsDZczC48U7mLuxvgWk2nn1vme4zAzsiBHd7N9JObEl7J17WTjZYVniBvR265g62uNQlm4vVi6mpMWW7jzQHpsJhaudz9rSXlZupnj28udnrPal71xDaNSGjOk/WxW7RnD79ue4+mQBZgXdKIqnCNTY2vqe/TkRNQqMrLjCfR6GNUtvy1rdblk5iQVdMJKy7yMlbnr9ZKKjgZrZe5K6i3tUqfLIyP7asE+QlSVBg0aMG7cOGbOnMmSJUtYsmQJtra2pKeno9Pp6N27N8HBwXz00Uf37TXfeustdDodkyZN4vXXX0elUvHyyy8DMGHCBJYtW0ZERATPP/88L774IhYWFqSmpqJSqfj555+ZOnVqjemABfDxxx+Tl5fHzJkzmT17NrNnz8bS0hK1Wk1qamrB1IRGRkW7vrz88svs3r2b5cuXs2bNGpydnVGpVLRt25YlS5YAMHPmTLp27crFixfp2LEjZmZmKBQKsrKysLe359dff2XQoEGVecjiASbjnYtqzdXBnLaNnfl0/lGycrRcTsjk+xVhDO7qA4CjrSmZOVqSUm5+mcnI1mJqosLawpjk9FxmL705BGmeRsfq7VGkZuShVCqwtsj/EU6lUrD3xFXCIpPR6vSYmagwMVahUhVtIt51rFAbKVm7MxqdTs+6XdGcjkyp2IqoxhQKBa+/F8Syn06zZsE50pLzRzWIiUxnxqQDXLmYgVqtxNrOGE2enkXfniKrhKdO7BxNadfDnW/fO0RSfDZ6vYHwU8kFZd7KP9CO00eTuBiRRl6ujt++Ol6rf8xOzctkxomVRKRdQafXk63N5bezm7A1tqC+jQc93Fvw3qEFxGenoDfoOZUcTXJuBpnaHAwYcDC1RqlQsP3ycf6LK/+wvQ/VbcWeq6fZdvkYWr2OpRE7iEq/WuL2gXaerL+4n1ydhosZ8Sw+v/V+HH6N5WhqzcWMmz/QZGiyUStV2BlbkqfX8u2ptXc9upW9iRV1zB1YFbkHvUHPvqun2XHLlFG1yUOerUjMSeXjo0sY7N0etdKIDG02pipjrI3NSc7NYPapkofHvl2eXkOuXoOtiQUmKjVHkyJYd/Hm1DXNHXyxNbbgu1PryNNpOZoUwcZLB0osL8DOi11xp4jPTiFDk83sk2vv6XgfBAqFgveCnuan0xtZcG5LwdSOkelxTDrwK7F3MQ3gAK92rI3ex+GE82j1uvxy8zIIcWt6z/F6W7miVqpYG70PnV7Puuh9nE65+6k/q7vh9XvxW5c36FanWaHl93qO6u/ZhsXhW4lOv0qONo8ZJ1YW6vCTocnBQm2KpdqUK1nX+PnM3+Uu28nMhh7uQXwQuphr15/0T8hOZVPMYQD2Xj1NWPJFtHodZioTTFRqVNefVH+mXje+PrmaC9dHqUvXZLMl9ggZmpJHZK0tKrJdibLPhcFO/lzLTWPx+a1o9ToOJpxjXfReBnnfvEkQlX6VpRE70Op1bLt8jL1XT9Pv+rR2GZpsrNX5U3KGp13mj4htJcbiaGpDQnYqOdqio9iKm1RKJeObDOGHsA3Frm9q74OPlSvvH15IWl4WWr2OQwnnCnU2tTG2YEHXtziSFM6UQwswGAwM9GrP3vjT/H3pEBq9Fo1eS1jyRY4nRVbWoT0QKrrNQP7nxa3ffRKyUwmp0xSlQslTfiF8cnRpQWfi5NwMNlws+RpPFJWQncroPd8xtvEg2rsUfcDrTpSnvYn8dhP0v3cJm/s95xbPJ+f6U/s515JIDc+fRkWTmYFSrcbYzg69Jo9T33+LNuvububYNQogat1q9FotyWfCiFpf/u9ZDzqFQkFQv3cJ2/E95/bOJyfjel1nJpEan1/Xbg26kpuRxPn9i9FpctHrdaQlXCD+wv7Sir4j2twMVGpTjE2tyc1K5tTW2Xddlq1bAJnJl0iIOohep+X0rp/IzUq5b7FWd7Fn/kWTm0Gv11fTa+Raeo1cS+9R6wgIGcmFwyuK7aR4+cxW0hMjMej1qE0tUaqMUCpVKJRK/Fo/xdG/PimYcjA3K5mLJ4q/piiLX6snObXtW5KvhGEwGMhMuUxafPg9HW91lZaXyg8nZhCVFoFOryNHm80fZ3/D2tiW+naN6Ozegy9CPyAlN//zOSk7ge0xm4ot69F6z/DTya+JTsufbj5Dk86O2C1kajKK3b40DewC2B+3i8TseDI1Gfx88u7bWk2VFpPJxe1XsG9gU+z6+gO8OL82miuHE9Br9ZxYcI6c5Dy8Qkru7H6/1B/oRczeeCL+voROo0en0ZMYlkz88fszuk11p1IZM7jDt9hZerF423Nk5pR83M18HuNE5EpOX9pIU59HC61TKJRsP/4lGm0OSWkXOBy+mEDP/AclLEwdychOQHPL70aBXgM5fH4Riann0epy2XFyJlZmLtSxl98YRNWbMWMGP/30Ey1atMDExASdTkfz5s2ZNWsWGzZsKLbjz716++23+fDDDzEYDIwYMYJff/0VAHt7e/bt28drr72Gh4cHCoUCU1NTBg0axI4dOxg2bNh9j6WqKZVKZsyYwaFDh3jhhReoV68eOp2OjIwMXFxc6NGjBx999FGxUwg+//zz/Pbbb7Rr1w5TU1NiY2OJjo4mLu7m6Hpt2rRh7969DBo0CDs7O3Q6HU5OTowYMYKjR4/SrFmzIuUKURIZAUtUezPGt+WDuaGEjFiHibGKAZ29eHlQ/lQnvu7WPNbdh75j/0KrM/DT5E6MebIx//tmP8FDV+HqYMbwhxuw+UBsQXnrdkXz0a9H0Gj1uDmZM2N8W+ysTEhMyWHqT4eJS8rGxFhF+6YujH4isEg8VuZqPnwtmM8XHOODuaEM7OJFx+a1uwd+2251+PDnzvw+J4z5s04C4FzHnO4DvXnoSV8unE5haMh6zC3VDH6+Pk6uRZ84uuGtz1vz8+fHGT1kM9kZGur6WfPe7A5FtmvezoWHnvRj/BP/Ymqq4tkxgZhZ1N5TmlppxNWsZF7aOZNruemYKNUE2Hnxc+fxmBuZ8HnrF/n8+AqGbJ5GhiYHP2s3ZncYib+NO6816s/QbV+gM+jp7t6c7nWal/t1fa3d+LLNS0wP/Z3kvAz6egTTybVxiduPbzKEN/f9RJvVY6hn7c4g7/b8Hi6dsEoyrvFgPjzyO5MPzuOVRn15zr8Hu6+GEbL+LSzVZjxfv2ehJ/bv1Ceth/P+oYX8cHo9IW7N6OfZBo2+9g2laqk2o2/dVvwZ+R+P+nYCYEzjQfxv/y8ErxqNq5kdwxv0YnPskXKX937Qs7x3cD5vaH+ijXND+tVtzZXs/B/71Eojfug4hncO/sZv5zbRxN6HR3w6ceJa8TdRB3q140D8GXr/NRk7Y0vGNB7IhlI6bNUU3eo05+fO45kTtp5ZJ1cB+dP2DPRuh7NZ8T/OlaaNcwOmBD3DOwd/Iz4nlfrW7vzSeXyh6dTulpXajA+Dn+fzY8v5IHQRA73a0bGUc+GDztbEkg6uRa+RBvt0uKdz1KO+HbmUmcDj/36MkULJawH9MVGqMb4+Utyk5k/w3qEFLA7firelCwO923H+VGwZpd70WesX+ObkGh7ZPJ3k3AwcTa15yLM1vTxakpiTytTDi4jLvoaJSk17lwBGBw4E4Dn/7qgUSkbu/o4rWdewVJvS0tGftrdNvVcbVWS7EvlKOxc6mdryc+fxfHTkD7488SfOprZ80HJooWnpOrk25mhSBJ8cXYqDqTVftn0FbysXAKYHD+WTo0v54vgKAu286OfZhi0lfNa1dWlIcwdfOq57E71Bz/re00qc3rq261M3mJ/P/E3ytaI36pQKJT92GsMnR5bSa+M75Ok1NLL15JfO4wttZ2NswfyQtxi+4yvePTSfD4Of59cub/DFsRVMObQAPQb8rNwY22RQJR3Vg6Mi2wzAw15tWXZhJ+P2/oCHhSPfdxyNjbEFAG82fZS5Z/7iuW2fk5iTiq2xJe1cGhXqwCVKt+TCDq5mp/DNqTV8U8wDEFOCnil3WeVtbwLcu/Wg03c/cfrnHzj53dcY9HrMnFxwadOOBsNexNTegav7drO+VwhqS0vqP/s8Zi539ztYi3emcGDyRFa1b4ljiyB8Bgwm8Vj5vmfVBO6NetDpuZ84vfMHTv77NQaDHjMrF1z82tGgw4uoTSwIGT6PY/98Tti22ei0uVjae9Kw40v3LYbG3caw/8//seqjYMysXWnQYTixpzffVVlWDl406z2R3X+MBoMe/3ZDsXGuV/aONUTk4RV4NulfZMSq+u2Gcva/n6GYMbTTr0UTumE6ORlJGBmb4xHYG7/WTwPQtOebnNk1l22/PUdOeiLG5ra4+LbDs0m/O46tftvnMej17Fkylpz0eEytnAnqPwXrGpgftVJNfNZVxu98ieTcaxgrTWhgF8Cszj9jZmTOlNafMffkNwzb/AipucnYmzrS0/MhQjx6FSnrMf/nUCpU/G/3SK5mXcFCbUkzx5YEO7e947j6eg0kNP4Aj//VG1tjO15qPIYtl+6uQ11Nsu+L4xy4fv/AxEqNby8PgkcFcvVo0Q4+ddo403FKENvfOUhWfA729a3p90vnQtMUVhRLV3P6/9qFfV8cY+eUQxj0YOdnRauxtWdkbJVSzaD2X7Nm73gWb3umxJEvPZ3boFAosbWoi4tdo0LrjI0scLFtxPcbumEw6Gnu9wRNfIYA4OXSFneH5sxe1xGDQc+LvdfTxHswWTmJLN/1Cjl5abg5NOXRTj+hVNbe+z6ienn55ZcLRqG63dSpU5k6dWqx67Zv315imWWNKjt58mQmT55cZLmjoyNz5sxhzpw5xe4XFRVV7HJvb+8SX3PYsGF33XmrpNe7ISQkpMxjnTdvHvPmzSt1m5YtW/LLL+WbEeFW5Tm2Zs2asWrVqhLXV0S9iZpJYbib8aKFuC581ZNVHYK4zrZT0adoQlNGVUEkojhBtrNRqVTY2dmRnJyMTqcjZdS6qg5LALazi05PIrmpPiQ/1VdxuQHJT3VRE9pOfHYKHda+wa6Hv6pxU9rZzn5YrguqKTm3VW814dxWkz3o+fnm5GpOp1zi+46ji10/cf8vWKvNeDfo6UqO7N496Lmp6Yq7LhgVl1LVYYnrZrvaFlk26seUSo9DFDV7hG2RZZKb6qO4/FwYlVLpcYiifGfbFrt8itxLqBam2ebf57n12uCL16r3yFu/b3uO+h69CPZ/rmBZdPx+/vzvNd4YElqFkd1/Hy+peR1Z76cH7Z5xvcFLqjoEIUQNJFMQCiGEEEIIIaqcVq9jc0woGr2W1LxMPjryB0EO9Wpc5yshhBBCCCGEEEKImiAm8QhXrp2gsdegqg5FCCGEqBZk3EYhhBBCCCFElTNg4MfTG3lr/88YKVW0cPBjRrtXqjosIYQQQgghhBBCCHGbJTte4HLSUXq2eBdTY6uqDkcIIYSoFqQDlhBCCCGEEKLKqZVGrOj5blWHIYQQopYa03hQqes/b/Ni5QQihBBCCCHEA+DJLr+WuM7LuU2Nm35QCCGEKA+ZglAIIYQQQgghhBBCCCGEEEIIIYQQQggh7pJ0wBJCCCGEEEIIIYQQQgghhBBCCCGEEEKIuyQdsIQQQgghhBBCCCGEEEIIIYQQQgghhBDiLkkHLCGEEEIIIYQQQgghhBBCCCGEEEIIIYS4S9IBSwghhBBCCCGEEEIIIYQQQgghhBBCCCHuklFVByBEeUybe5jNB2JJz9JgaaamTzsPJg5thrFaxcmIa3z4yxHORKdgZ23CmMcDGdzVp8Syrl7LZvKcgxw4FY+tlQkjHwvgiZ5+Bev/OxrHFwuPEX0lA1dHc94Z1pzOQW4F67cciGXWHyeIic/EzsqEof38Gf5wAwCuJGYx9qs9RMamo9Ub8HC2YPTjgfRq61FxlVNN5eZoGdHvH9KSc1kZOgSAzHQN30w5xIFtlzE2VTHgWX+eGRVYYhmlbR9/OZOX+/5daPu8XB2tu7jxwY+dAIg+n8qc6aGEn0pGbayibfc6vDq5BaZmNe/Ul6PNo98/U0jOTSd0yHeF1iXmpNLnr3dxM7dnXe8PSizjv7hTfHFsOdEZV3E1t+ed5k/S2a1JwXr/pS9gqjJGqVAA4GnhxLo+08q9fl30PmafWkdc9jX8rNyY2vI5mjrkt9X47BTeO7SAk9ciic9JZU2vqQTYeRbsuzJyN4vDt3IhPQ4zlTFd3JowqfmTWBub30OtVU+35/JyZhJ9/3630Da5Og1d3JryY6cxxZZxPjWW6aG/cyo5GmOVEd3rNGdyi6cwMzIp2GZZxE5+PvsXcVnJ2JtY8W7Q0/Rwb8HBhHO8tHNmofKytXk869+NKUHP3P8DroYm7v+F9Rf3oVbePFfM6/ImLRzrAaDRa/n4yBLWRu9DoVAwwLMt77R4EiOlqtjyojPimXZ4EUeTLmBmZMxQ/5680qhvke1KaqvvHpzHgYSzRKXHM6n5Ewxv0KvQfmW1vZqmrPwsPP8vKyP/42xqLF3cmvB9x9GllnfyWhQfHvmdMykx2JlYMiZwIIN9OhSsL+vcmKvTMPPEStZG7yNTm4OHhSM/dhqLh4Vjmee2B1FZ9X9DaZ9Ltyqt/nN1Gl7YMYPwtMvk6jS4mNkyvEEvnvQLKdh/S+wRZp1YRUxmInYmlgz171GojYSnXWbygXmEpVzE1cyOt5s/Tnf3FkXi2BV3khd2zOB5/x68G/Q0ADGZiXRdPxHzW86dbZwb8lOnsXdWadVUWbksb65viMtK5oPQRRxKOIcCBW1dGvJ+0LM4mFoX2q6k98YzWz/jSFIE6lvOpZse+hgXM7v7crxVraz6LG/93VDWZ8uo3d8RmhhOljYXOxNLHvXpxMjAh4Gy21aeTssb+37k5LUoYrOSmNNhFD09ggq9/m9nN7Hg/Bau5abT1N6HD4Ofx8vKBYD98Wd4dtvnhdrOEO8OvN/y2XuvyCpyv/MH8G/sEWadXE10+lWs1GaMDBzA0/W6Avd+bryhuHNbbVFS/ZbWNooTsu4tEnPTUCnyn19UKZTFfq6dS4lh0OYP6OLWtNC1R2nXCeKmkvJ1p58NZeX3UMI5Pj26jIj0K1gYmTDIuz1vNBmCUiHPp94Qu+1fTn43i/SL0agtrQh8dST1Hn+aa6dOcuSzD0k5dwYTWzsCXx+Dz4DBxZaRcPggO197qdAybU42/k89S9CkKaRHRXJs5hckHTuCLi8Xaz9/mr0xEacWLQHIirvCngljSY+KxKDTYuHuQeBro/Ho3qu4l6uV/pzWrNDfOm0e1k5+9Bm9Hp02l9B107gasYfcrGTMrF1o2OklfFs+VmqZEYeWcfa/n8lKjcPEwp6gfu/i3qhHoW1Srp5j85xBuNXvQsdnvr/vx1VdlVbft9Jqcvjn237kZiUz5N3QEsu7FnuSIxs+JOXqGUzM7QjsNgafFvntKT0xkmP/fEHSpSPotLlYO/vTrPdEnLxaFrz2vuVvcC32JFkpsXR4eg4eAT0LlZ+XncbRvz8l9vQW9Lo8rBx86PbS7xgZmwEQE7aZY/98RnbaVezcAmk1+COsnfyoDUL+LJzLPF0ePtZ+LO6Tn8v4rDi+CP2AowmHUKAg2KUtbwW9j52pQ7HlxWRE8+XhaZxMOoqpkRlP+A/luUavFNpmTcQyFp39mfisOOxM7Bkf9C5d3HsUW15tM7fZn4X+1ufpsPWz5on1fQBIjc5g17TDXD2ahNrMiCZD/WnxSqMSy0s4eY3/PjxC0pkUTO1MaDUmkAaDb94nyryazfbJB7l8IB5TWxNajgwg4Imi7/2kcymsGLQZzy5u9P2+43062gdPelYc/4R+wKXr7cHLpS29g97H3NSBTYencS52M7madIzVljT06EO3ZhNRqYyLlJOaeZm5fxf+HVSry8XPrQuPdfoRgCvXTrLlyIfEp5zB3MSOjoFjaOJz8zrjUsIhth79lKT0CNRGFjTxHkSXJm+gkGs4IYQQ1VDN64UgaqSn+/oz4blmmJsacS0tlzFf7mHu6jM895A/L324kzFPNmZxj66ciEhm+LQd1HW1JLiRU7FljZ+xF09XS/b9NohzF1N5YdoOvOtY0SbQmYtxGYz8fDcz32hHSJAb20OvMOqL3ayf2QdPV0uSUnIY8+UePhnZigGdvTgTlcIz722jnoc1nVq4YWNpzGej2+DlaolSqSD0TCLDPtjOBp8+1HWxrORaq1oLZp3Exd2ctOTcgmVzpoeSnprHwp0Pk5KUy9vPb8fZ3Zyeg4vvMFfa9s51LFhz7JGCbTV5Op7uuJYu/W7e2P70jX0EBDnw4c+dyUzXMOWVXfz+XRgvTGhacQdeRWadXI27uQPJuelF1n1weDEBtp4k52WUuP/FjHhG7p7NzHYjCHFryvYrxxm1+zvW95mGp6VzwXZLu79TaueBktYfTjjPlMML+a3LGzSx82HZhZ28tGsm/z70KVbG5igVCjq7Nub1gP48uuXDIvtn6/KY2Owxmjv4ka3NZcL+ubx/eCEz240oq2oeOLfnso6FA8ceufnDZp5OS8e1b9DPs3WJZbyx7yeCHOrxc+fxpGuyeGXX13wXto4JTR8FYEnEdn47u5mZ7V4lwNaTpNw0srT5bbWVU/1Cr5eYk0qntRPo79mmIg632nrar2uJNyrnhK3nUOJ5/uqb/159cedMvj+9gdGBA4psq9PreXXXN/R0b8EPncZwKSOBYTu+wtXcjgFebQttW1JbbWhbl4c8WzPj+MoS4y2rbdY0peXH2cyW1wMeZs/VMOKyk0stJy0vi5d2zmJM44Es7tqFE8mRDN8xg7qWTgQ71S/XufHtA7+Sq8tjVa8pOJvaciE9Dmt1fufQss5tD6rS6v+G0j6Xbiir/o0UKqYEPYOftRtGShXnU2N5btsX+FnXoZVTfZJy0hiz53s+aTWcAV5tOZNyiWe2fUY96zp0cmuMRq9lxK5veNizDQu6vsXuq6cYv/dH1vaaWtBRBCBLm8uHob8T5FB8x6JdD39VIzv8Qtm5LE+ub/ggdBEA2/t/gQEDb+6by/QjvzOr3auFtivtvfFW00eLdDKtSUqrz/LWH5Tvs2V04EC8rVwwUam5nJnECztn4GHhyEDvdmW2LYCWjv48X78nb+z9scjrr4vex69n/2FeyAQ8LZ349tRaXtn1DRv7TEelzP8B3EptVmrnywfR/cofwM4rJ3j/8CK+avsywY71ydBmk5iTBtz7ufGGss5tNVlp9Vta2yjJzLYjinRCvJXeoGfyofkEOfoXWVfadYLIV1q+4M4+G0rLr06v57X/vuXFBn1Y2vAdrmRf47ltn+Nu7shT9UIq6OgeLFf+28nhD9+n7adf4RgUjDYjg5ykRPLS0tj5+ks0HjmGro8sJvnUCXaMGI6lR12cgoKLlOPUshWPHDhW8HdOYiJre3bCs29/APLS03Dr2Jng96djbGNL5KoV7Hr9Jfpt/BcTO3uMrW1o8+FnWHp6oVAqSTwayvZXhtFn5QYsPepWWn1UZ49MOVbo77+/7Y9nk34AGPQ6TK2cCBk+Dwt7T5JijrJz/kuYW7vi6t+p2PIiDi7h7J7faPf4TGzdAsjNTEKbl1VoG4Nez6HVk3H0LPl8WFOVVt+3OvnvLMxt3cnNKvl7aF52GjsXvETj7mPoGryY5NgT7Jg3HEu7ujh5B5OXk4Zb/c4ED5qOsZktkYdXsGvBS/R7419MLOwBcPRqSf12z7N32RtFyjfo9exa+Ao2rvV5aNwmjE2tSYk7jVKVfxsoLeEC+5a/SfsnZuHi14GwHd/z3+LX6DN6Y8E2Ndn2Rwrn8pm/+9PT82YuvwjNfxhuTf/tGDDw/r43+erIdD5sN6tIWTq9jgm7XqWLe0++7PQDsRmXGL1jGM7mrvT2yv99aFXEEpac/Y0P282kvm0A13KTyNFmFSmrtnr5lt/2AZb2/5t613/b1+v0/PXqLnx6utP3h06kXcpg/bAdWLiaU3+AV5GyctPy2PDSTlqNaUyjxV1JOJHM+uE7sK5riVtw/n2izeP3YuNpybB9g7h2LpX1L+zA1tuKOm1u/vZt0BvYMfkQrkHSWf6f6+1h5PX2sHbfm2w6Mp1B7WYR5P80Ic0mYGxkTlbuNVbtGcO+M3PpEDiySDk2FnWYcEvb0+ny+HZtRwKut72cvDSW7XyJTo3H8EzXxVxJPsHSHcOxtaxLXadg9HodK/57jTYNXuS5hktJy77C79uew8bcnRb1nqqcyhBCCCHugHQPFg+Eeh7WmJvmfwk0GAwoFRB9JYPQM4kYq1U83bseKpWS5vUd6NXGnWVbLhRbTnRcBofPJDLh2aaYmxrRvL4DAzp78ee/kQDsOnKFAF87ugXXQalU0C24Dk39HVi9PQqAuKT8L0gDu3ijUCho5GNHk3r2nI1OBcDc1AifOlYolQoMBgMKBej0BmLjMyu4hqqX8yevcWhXHI+/fPOJlJxsLTvWX2TY+CZYWhvj4WPFwOf8+Wd5ZLFl3On2e7bEotdDx943RxuLu5RBt4HeqI1V2DqY0ra7O5FnU+7rsVYHJ69FsSvuBC8XM6LOltgjpOZllnpDAWDXlZME2HnRrU5zlAol3eo0p6mDL6uj9tyXGLdcPkKPOs1p7uCHSqnkqXohWBiZsik2/4lAR1MbnvHvRjMH32L3f6ZeV9o4N8REpcbWxJKn/EI4nHj+vsRWnZSWyxu2xIaix0Bvj5YlbnMpI4GB3u0wVhnhYGpNd/fmnE2JAfJv2n59cjXvBj1FoJ0XCoUCR1ObQh3tbrUycg9eVs4ElTDiSW204sIuXg94GGcz2+udffqz4sKuYre9kH6FyPQ4RgUORK00wtfajcd8OrE0Ykeh7Uprq8/6d6e9SwAmKnWFHE9N09ujJT09grAzKbvjc2hiOMYqI56u1xWVUklzBz96uQex7Ho+yzo3nk+N5d/YI3zS+gVczOxQKBT4WbsVdNYp69xWU5XnXAZl179KqaSBrUfB6HIKhQKFAqLTrwL5I86AgYHe7fKvy+w8aWLvw9nU/PPdwYRzpORmMDLwYUxUarrVaU4rpwasjt5bKI4Zx/+kv1fbQp2yxJ27lJFA37qtsFCbYqk246G6rTiXEltom/K+N2qj8tTfDeX5bGlg61HwuaFQKFCiJCojv+2U1baMVUYMb9CLVk71C0b9udXm2FAe8emIn7UbaqURowMHcCkznkOJ5+5rnTxI7iR/ALNOrGJU4MO0cW6ISqnExtgCP+v8UZfv9dx4Q20+t5VWv6W1jbs1/9wW/KzdaH1LBzgo+zpB5CstX3eqtPyma7JIyctksE97VEolHhaOtHcJ4Nz16wYBJ2bPIvDVUTi3aoNSpcLYxgZrXz8Sj4aiMjam3uNPo1SpcGjaHPfuvbjw57JylRu5diVWnl44Ns/vuOPQpBl+jz2Jqb0DSpUKv0efQKFUkXLuLABG5uZYefugUCoxGAygUGDQ6ci8XPJ5tTZLijlGWkI4PkH5o88bGZvTpMc4LB2uf9+v2wJn3zYkRB8udn+9XsfJf78m6KF3sasTiEKhwNTSEUv7wg/4nNs3H2snP5y8S34YrDa4vb5vuBZ7krjzu2jU6eVS90+8GIrKyJh6rZ9GqVThULc57gG9uHA4vz05eDTDr9WTmFo4oFSq8Gt1vX3E5bcPlZExDdoPx8m7FYpiRuG+cn4HWamXCeo3BRNzWxRKJXZ1AlFePzdGH1uDs28b6jTshkptQmDXkeRkJJEQfeh+VM8D5VTSMSLTwunnczOXlzMu0aNuX8zVFlioLelR9yEiUoq/xo1Ov8DF9EheChyFkVKNl7UvA3weY3XEUiC/g9ZPJ79mfNC7NLDLb1sOpo64W9aeh+fuxNVjSSSHp9FwSP6D2ikX0kmJTCd4VCAqtRI7X2saPubD6aURxe4fF5qIylhF4NP1UKqUuDR3wKeXO6eX5d8nSo3OIO5wIm0mNEVtboRLcwf8B3hx+s/C9xqOzz+HnZ81dVoX/3B/bZKScYlGdftirLbARG1Jo7oPkXC9PTha18PY6Po1rcGAAiXXMqLLVe652C0Y0NPAozcAMYmhGKmMCaqXf150d2hOffdeHLuQf17M1aSTk5dCE5/BKJUqbC088HZpT3xq7f3+KYQQonqr+Y81iBrjx5WnmbMijKwcLXZWxrz1XDMSUnLyf4y5hcEAZ6NTii3jbFQKTramONqaFixr5GPL4r/DAdAbrhdwC73ewJnr5TXysaNVgBMrt0Uy8PoIWGeiUpg0rHmhffqP/5sLselotHraNXEmOKD2XLDrtHpmTT7IqPeD8uvzupgL6Wg0evwa2RYs821ky5Ifwoot5063/2d5JN0GeGJscvPHh0debMiWVVHUC7AlM13Dns0x9H28Zt0E1+p1TD44j/eDnsVA4fduel4WHx9Zwq9d3iizs5IeQ9H3vkHPmZTCP0a/vHMmGoOOhjZ1Gd9kCC0c/cq13mC4Pbr8ZWdT7u7H7gPxZ2lgU7Om9iwtl7daHrmLAZ5tS+2M82LDPqyK2kOArSfpmmw2x4TyuG8XIP+mbWJOGmHJ0bx3cD5ag54ubk14u/kTWKnNipT1Z+QuHvftfO8H+IBZHb2X1dF7cTK14VGfjgxv0AulQklqXiZx2ckE2N588rqRrSeXs5JIz8vC6rYbajc+o27NqR5DQQcRuLO2WpKy2mZNU1J+7pQefdHrCG6em8o6Nx6IP4u7hSMzT6xk46WDWKvNedy3S7FTTNYkpdV/ec9lUHb93/DyzlnsuRpGnl5LQxsPel3vgNrIri6tnBqwMnI3A73acSblEmdSLjGp+RMAnE2Jwd+mTqEpwwJs63I25VLB30eTIthz9TSre73Pu4fmFxvnQ3+/h86go6m9LxObPXbXN4Wro7La0p20teENevH3pYN0dWuKAVh/cT/d3G9O8VGe98b3Yev5LmwddcwdGF6/Z6HpQGuC0uqzrPq7VXk+WwDeP7SQlVG7ydHl4W7uwBDvwvVZUtsqi95gKJJDgwHOpFyijXNDIH/0pQ5rxqNQKGnt1ICJzR7D1fzBnk7yfuUvS5vLyeRoumSn0HPDJDK02QQ71ue9oKdxNrO953MjlO/cVlOVVb9Qdtu43XuHFjD54Dy8rFwYGfAwIXVujqgcm5nIgvNbWNlzCgvPbym0X229TrgT5cnXnX42lJRfWxNLHvXpyPILuxjR6CEuZ11jz9Uwpj7A06PeT9qsLJLDTpLdqQsb+vdEm5GBY1AwQZPeA0PR8xIGAynnz5ar7MhVf+L76OMlrk85dxZNVibWfoUf+vl7SH/SIy+g12pwbtOu2NG2BFw4tBw3/86YWRff4VanyeVazHG8mhY/3Wp64gVyMhJJvhzGwTXvYdBrcfPvQvO+b6M2tQIgMzmW83sW0PP1lZzfu7DCjuVBUFx963VaDq6eTFD/94t8fyyipPZ0tfj2lBJ3Fk1uJtbO5XsoLiHyAJb2XuxfMYG48N2YWjnSsOPLBR3GUuLOYud684FZpUqNtXM9UuPO4OLbtqRia6S1F5bTzq0zTmY3c/lUg+H8e+lvOrh1xYCBTRfX09G9W7H7F39Nric8NT+X0ekXuJaTyNnkMD49+B5ag5b2bl0Y0/xtLNVWFXhkD6Yzyy/g2dkNC5f83yYL2sktzcWgh6SzqcXub9BT7H2ia9cfxk46m4K5kynmjjfvCzk2suXU4vCCv9NjMzmx4DyPruzJiYU178HfO9W6wXDOXPobP7eugIGwi+vxv6U97D39I7vD5qDRZmFmbEfXZm+Vq9xjkcsJ9ByAkSp/ynpDCd9/ElLy25KZiS1NfR7l2IXltGs0grSsy0Rd3UPvllPvy3EKIYQQ95uMgCUeGCOGNOLY74/w1zd9ebJ3PRxtTWnRwIHsXB0LN55Ho9Vz+HQCm/bHkJGtLbaMrBwt1haFOy1YWxiTeX37Ds1cOB5+jc37Y9Dq9GzeH0PomcSC9UqlgiFdvfn4t6MEPrGCwRM38+LABjT0ti1U5vqZfTi6eAg/vtOJzi3cUCkV979CqqnlP5/BL8COJq0Lj6aTnaXF1NwIldHN046ltZqszOJzdSfbX43N5Mieq/R5rHDnqlZdXDl1OIFBzVfyVPu1OLmZ0/vRmtUB6+czfxNg50lr5wZF1n12bDlDfDrgXY6n3ju4BHD8WiSbY0LR6nVsjgklNDGcTG12wTYLQ95ia//P2d7/C7q4NWH4jq+4nJlUrvVd3JqyOTaUwwnn0ei1LDr/L5ezrpGhyS4SS1l2XDnOsshdBdPp1RSl5fKG2MxE9lwN4zHf4qcNuKGLaxMOJ5yn+crXab92PG7m9jzq2xGA1Lz8Efn2XA1jZa8prO09lZjMBD4+8keRcg4mnONSZgKDvNvfw5E9eJ7378E/fT9i/8Cv+bjVcOaf38L8c/k31G5M1XhrR6sbHdcytDlFyvKxdsXdwpGvT64mV6fhfGosKy7sKvTev5O2Wpyy2mZNU1p+7lQLh3pk6/JYeP5fNHothxPOsykmtCCXZZ0bU/IyCU+7jLmRKbse/orvO45mwfnN9230wOqorPovz7nshrLq/4a5ncdx/JEfWNT1f/SqG1zQAVWpUDLEuwMfH11C4IpXGLx5Gi826EPD6x0kM7U5WN02zZOVsTmZ18vX6LW8e3A+U1s+i3Ex023YGVuyose7bOv/Gf/0/RhvS2eGbf+S9Lv47KqOysrlnba1lo7+JOWk03LVaIJXjSYtL4sRjW5O51HWe2NC00f4t9+n7B04k7eaPsq0I7+zKab4kRoeRGXVZ1n1d6vyfLYAfBD8HMcemcPKnu8xyLs9NsYWhdaX1LbKEuLWlD8jd3M+NZZcnYZZJ1ahM+jJ0OS3LV8rN9b2msrOh79iVc8pGDAwYtfX6A36O6myauV+5i81LxMDBrbEhDIv5E22PPQpxiojJuybC9z7ubGsc1tNV1b9Qtlt41ZftH2Zbf0/Y9eAr3jOvzuj9nzH8aSbIyW8d2gBYxsPKnbkzdp4nXCnysrX3Xw2lJbfh+q2ZmnEDpqseJUeG96mq1szOrs2qdBjfFDkpaWCwUDM1i2E/DSPhzZuQWVszL5JE3Bo1gJddjbnf1+IXqMh4chhYv7dhDYjo8xyEw4fJDPmEt4PDyrhddPYO3EcAS+9iplj4YcX+6xcz5ADR+k0+0fcOnZGoSo62k9tp83L4tKJDfgGF9/BzWAwcHD1O1g5eOMR0LvYbfKy8jszXI3YQ6/XVtJ75Foyk2M4svHjgm0OrX2Pxt3HYvKAd6a+VyXV95n/fsbOLQBnn7JHB3PwbIFOk835fQvR6zQkRB8m5vQmtLlF21Nedhp7l40joMurmFmV7+He3OxU4iP34ejVkgH/203wwA8JXT+N+MgDBcegNrMutI+xqRWa3No1e0O2NovNlzYwwLdwLps6tiQ5J4keq1rSc1Uw6XlpPN9oRLFleFn74Gbhzk8nvyZPl8uF1POsu7CCTE1+LtPy8tvWwat7mNdrJYt6r+VyZgyzjnxcbHm1mSZLS/iGSzS65cFpWx9rrNwtOPD1SXS5Oq6dT+XMigvkZWiKLcO1hQPabB0nFp5Hp9Fz5XACkZtiyMvQFryGsXXh7zsm1sbk3XKvYcd7h2g1tjGmdiYVcJQPHg/HlmTmJDFzVUtmrgomJy+Ndre0h3aNRjDhkWO83PcvWtR7EgvTsqdtTM2MJerqHpr5PlawzN2hBRpdNofOL0Sn1xCTcJhzMZvI1d48Lzaq+xBHI5byxYom/LChB/XcuuLrWvseGBZCCPFgqH2/xokHXj0Paxp52/L27APMnxrCj5M68tmCY3yz5CT16lrzSDcfjp4r/sazuakR6VmFL9LTM/OwMMtvCr7u1nz9Znu+WXqSSd8dJKihI/06eqLV5t8s2HviKu//eJgf3+lEqwAnLsVnMuqz/7AwU/NMn8JPIhmrVXQLrsPvf4fjZGfKwC7e978yqpnY6HQ2/BHBd2t6FVlnZm5EbrYWnVZf0KkqM12DuUXxp6E72X7Tn5H4Bdji1+jmD0HpqXm8/fwOho5tTP+n/cjJ1jFnWiifTdjH5K9rRmeS6PSr/BGxnTW93i+y7mDCOUITw1ldzLri+Fq78XX71/jm5BomHfyNIMd69PNsjVavK9imrcvNJ+RebNiHjZcOsv3KcZ6u17XM9e1cGjG5+VNMPjSPpJw0utZpTnuXAGzLMUXYrfZePc2EfXP5rsNIGtjWnBGwSsvlrf6M/I8AW08a2ZU8XHlqXibP7/iSsY0H8bRfV7J1uUwLXcyEfXP5uv1rmBvlP+k1olE/7E2sCv4/fu+PRcpafmEX3eo0x8HUusi6mizQ3qvg/y0c/RjR8CFWRe1heINemBvl/wiTrskuqL8bN7wtjUyLlKVWGvFDx9F8dGQJnda+iYu5HY/4dGTJ9Wmi7rStFqestlnTlJafO2VnYsmPHcfw2bFlfHNyNfWs6/CIT0eOJuUPaV/WudHcyASVQsnYxoMwUanxt3HnEZ+ObL18tMZ2XCyt/st7LruhrPq/lUqppI1zA/66dICfz/zNyMCH2Xv1NO8fXsCPncbSyqk+lzITGfXfbCzUpjxTrysWRqZFOqSka7KxuN5Wfzr9F03tfUrsEGShNi2YPlJtbMTbzZ9g7cV9HEkMp7Pbg3+ztqy2dCdtTW/QM2z7l/T1bMW8kDcB+ObUGoZv/4oVPd8t13ujxS1T3XZya8yTfl3YePFguUdlqu5Kq8+y6u92ZX223EqpUNLE3od98Wf49OhSPm49vND64tpWWR7x6Uh8Tgqv/vct6Zoshnh3pJ51nYLrOiczG5zMbAr+/2Hw8wStGklk+tUHdgS5+5m/G+egofV74G6Rf5NiTONB9NwwiSxt7j2fG8s6t9V0ZdXvjWu5strGDa1umVZwgFdbtsSG8k/MIZo6+LAmai86g67Ez/zaeJ1wp8rK191+NhSX3wtpV3j1v2/4su0r9HRvwbXcdN7aP5cvjq9gYrPHSi2vNjAyz++oVv+ZoVjUcQeg8cgxbOjXE5WxCR1n/8ixrz7j5JxvsParh8+gR0g6frTMci+sXE6drt0wtXcosi4vPZ0drw7HsUVLAl8fU+z+KrUxdbp0I3zp75g6OOH98MC7P8ga6NLJv1CpzXCrH1JkncFg4PC690lLjCRk+HwUyuKfwzYyyX9goVGXEZhY2Bf8f++y8QBEHV2DQafDu8WgCjmGB0lx9Z2eFE3EgT/oNXJNucowMbej47M/cuzvzzj57zdYO9fDJ+gRki4dLbRdXk46O+YPx9GzJYHdim8fxTEyNsfM2hX/ts8B4OTVEvdGPbhydhvOPq0xMjZHk5NeaB9NTgZqk5I7I9dE/176C1OVGR3cQgqW6Q16xmwfRnfPvnwbMg+Auae+Ycz24fzac0WRMoyUar7o+AMzj3xE/7WdcDZ3ob/PI6yKWAKA+fXp2Z5vNAJbE/uC/7+3d3zFHtwDKOKvSxiZqfAKufldQaVW0veHjuz+6AgLOq3FwsWcho/4ELak+CkITe1M6PtjR/Z+doyD35zErp41DR/x4erR/PtEanMj8tIL3xfKTc/D+Pq9hnNrotDrDDQY5F0xB/mAMRj0LNk+jIaefXnqenvYdeoblmwfzvO3tQdH63o42zZiw4G3eSqk9NF3j0f+iYttAC52N3/LNDex47GOP7L12GfsOvkNjtb1aOrzCLFJRwFISrvAiv9eZUDbL6nv3pOs3Gus2/8W249/QddmE+/rcYt7V2/wkqoOQQghqpx0wBIPJI1WT9Tl/C+LLRs5seyTHgXrxn65h9aBzsXu18DblvjkHJJScnC4Pg3h6agUGnjaFGzTo7U7PVq7F/z9yP82MyTEG4BTEck0q+9Am8b55Xu5WtK7XV22H75cpAPWDVqdnqgrZT8VWBOcOpRIcmIOL/baCIBWYyA7U8NjrVfx3rcdMDJScuFMCv6N8790RpxOwbu+bbFlefhalWt7vd7Apj8jeWJEo0LLr1zMIC9Xx6Dn/VEoFKiNVTz0pB/vvrTz/h50FTqUeJ7EnFR6bXwHAI1BR6Ymh9arxtDE3ptLmQl0XPsGAHl6DTk6Da1XjWF9n2kF0zncqod7C3q4tyj4+5HN00udjkNB6SO73b7+cb/OPO6X/2SKRq+l6/r/Max+z3IdK+R3vhq9Zw4z246gvUtAufd7EJSWy586j6W5gx96g54/I3czotFDpZZ1MSOeXF0ez/v3QKFQYKwy4km/EF7aORMAXyvXco1wka7J5u9LB5ndYeS9H+ADTqG4+V62MbbA1cyO08kX8bLM/ywIS7mEm7l9kekHb/C3cS+4IQvw+bHltHbOv5m392rYHbfVMuMto23WNLfm5260dPJnWY/JBX+P3fN9oZvWpZ0bG10faam21fmtbq3/8pzLbldW/d9Oq9cRnXEVgFPJ0TRz8C2Y8szL0pnedYPZfvkYz9TrSgNbD74LW4dGry2YhvB08kUC7fI7Uuy5GkZYykW2xB4B8kfMUigUHEmK4M+e7xV7rDU512W1pdLWp+RlEpuVxFD/Hphd79ww1L8HP5/5m2u56Xf13lDW4LqGwvVZVv3d6PB7q9I+W4qj1euIut52SlofXcr622N/PeBhXg/I76yVnJvB4vCttHYq/vXv9TxdHd1L/qyNzaljXrQjAtycNuVezo13em6racpTv7cqq23cTnnLQPK7r4ZxLOkCrVfl3xjP1uWhM+hpt2YcewfOkuuEcrjTfN3pZ8Ot+T2bGouruT196+ZPY+dsZstg7w78dPov6YAFGFtbY+5Wp9h1Bgw4tWhJj0XLCpbtmTAW5+DSR/vRZKRzafPfdJgxu8i6G52vbPz8CZ4yvczPCr1WS8bFqLIPpJa5cGg53i0Go7xtxMP8zldTSbp0jK4vLMDYtOTpzqwcfVEZlTzay9WI3STFHGPVx/n51mmyMeh1rPm0HQPf3nt/DuQBUVx9J0YfIiczkY2z8h9SMOg0aPIyWfVxazo/9xMOdZsXKcfJqyU9RtzSnpaMxdn7ZnvKy0lnx7zh2Dj7Ezyw7PZxK1vXhsSc+qeU9Q1IuXK64G+9TkNaQjg2LrWr4/aaC8vp5z0Yo1umq0/LS+FKViyP+w/F1Ch/pPPH/Yey6MzPpOReK+hEdStfG/+CzloAs499TpBzfi49rXwxUclISuVxevkFGgz2RmlUuKOovb8ND88LKfh77+fHqNO6+Ps+AG4tnRiy7OZ9ok1j9xRs79DAlqz4HLKScjB3yL8vlHQ6BfsG+feFYnZfJf5YEr+1XgWANluHXmdgXrs1DNtb+zr/ZuelkJoVS7D/UNTX20Ow/1D2n/mZrNxrmN/WHvR6DdfSo0ot02DQczzyz0KjaN3g4dSSoT1unhdX7xmL5/W2lJB6FitzVxrWzZ/G29LMmcbeg9l3+ifpgCWEEKJakikIRbWXma1hxb8XSMvMw2AwcDY6hTkrwujUwhWAUxeSydXoyMnVsnRzBPtPxTOsf/E//nu5WhLU0JGvFh8nO1fLsfNJrN0ZzaM9bg5veyL8GlqdnoxsDd8uO0VqRh6Du/oA0KKBA8fDr3H4dAIGg4HY+Ez+2RdDgE/+yEv7T8Vz5GwieRodeRodf26NZP/JeDo0u7tppR40nR+qy29b+jFnTW/mrOnN+I9bYWahZs6a3jRq4UDnfnWZP+skmel5xEals3bhefo87lNsWaZmRuXaPnR3HKnJuXR9uPCIQHV9rTA1N2Ld4nB0Wj1ZGRr+WhaBX4BtRR1+pXuobiu29PuUNb2nsqb3VD5uNQwLtSlrek9lVvvX2PTQxwXrxjYejI+VK2t6T8XBpPjRjE5ci0Sr15GhyebbU2tJzctksE9+J4NzKTGcvBaFRq8lV6dh/rnNhKfF0sm1cbnWa/RawpIvojfoSc7N4IPDi6lr4Uhnt8YFr5+r05Cr0xRsn6vTFExVsz/+DKN2f8cXbV6i0y371BSl5TLANr+jwO64MJJz03nYs02pZflauWFuZMri8K0F+VwWsYMA2/w2YmpkzECvdvx0+i9S8zJJy8vip9N/FepgArA+ej+2JpZ0dA2smIOuxjZePEC6JhuDwcCJa5H8dHojvevefMr+EZ+OfB+2noTsVBKyU/khbD2P+ZY87PWZlEtkaXPJ02n5J+YwKyJ3Fdy0Ht6gd5ltNU93vT1gQGfQk6vTFIzAVFbbq4nKyo9Wr8uvI4MevcFArk5Dnq746W4hvxNPrk5DjjaPpRE72B9/tlDn0NLOja2cGuBl6cLsU2vQ6LVcSLvCysjddK9zsz2Vdm57EJVW/+U5l92utPoPS77If3GnyNHmodXr2Hb5GGuj99Hx+vu7hYMfx69FcTjhfP51WWYi/8QcJuD6KIGtnOpjY2zB92HrydVp2H75OAcSzjL4+qgj37R/jY19phfE2929OQM82/JDx/wb6UeTIghPu4xOrydTk8Pnx5ajuP66NUFZbams9beyN7HCy9KZxeFbC97zi87/i6uZHfYmVmW+N9Lysth++TjZ2lx0ej17robxR8T2El/vQVRafZZVf8Up7bMlNjORvy8dIlOTg96gJzQxnAXntxR8NpTVtuDmucsAaA3551WdPv/clZaXxYW0KxgMBq5mJzPpwK/0cG+Bv03+Qyz7rp7mUkb+96Xk3AzeP7QAf2t3vC0f3O9E9zt/T/h1ZsH5f4nLSiZHm8d3p9bSzqURFur8m0H3cm4s69xWG5RUvyl5GaW2jdtdzkziQPxZcnUaNHotGy8eYMvlI/RwDwJgcosn+avvRwV1/ZRfCG2dG7KqZ/5of+W5ThAl50tn0N/RZ0NZ577Gdl7EZ6ewOSYUvUFPUk4aq6P2Flw3CPB79AnO/76ArKtxaHNyOPXDd7i0aYfa3ILk06fQ5eWizckhYsVS4g/up/6zw0otL3rjekxsbHFt37HQck1GOjtffQErLx9affBxkc4l8Qf3k3j0CDpNHjpNHpGr/yT+4H5c2pX8gFhtlJZwgcRLofi2LNqBMHT9ByReDCVk+DyMzWyK2fsmI7UpXs0GcnrnT+Rlp5KXncbpnT/h3jC/E0OLhybTd+xf9B65ht4j1+DX6imcfdvS8/VVFXJc1VVJ9V238UP0G7+loH5aDf4YtbEFvUeuwdat+IcHky+fQqfNRavJIeLgUuIj91O//TAANDnp7Jz/AlaOPrQaVLR9AOi0ueg0uWAwYNBr0Wly0V//jcAjoBd6bS7hB35Hr9eRdOkosWe2UKdhdwC8mg3k6oV9XD67HZ02l7Dt32NsboeTd6v7WFvVW3TaBU4khvKwb+Fc2prY42HpxYrwxeTqcsnV5bLi/CKczVyL7XwFcD7lDNnaLDS6PLbF/MO6yBUMD3gdAFMjU/p4DWTB6Z9Iy0slPS+NBad/orN7j2LLqq2SL6QRF5pIw8d8i6xLOpOCJkuLLk/HhX9iOLMikpavl/xQbsKpZHS5OrQ5WsKWRnB5fzxNh+XfJ7LxssQ1yJH9Xx1Hk63l6rEkzq2NptGj+a/bYXILnvyrL4+t6c1ja3oT8JQf7m2deXRV+R8erknMTeyxs/QiNHwxWl0uWl0uh88vwsrMFSOlCccvrCAnLw2DwUB8yll2h83B17VTqWVGxu0mOzeZAM+ioy7HJZ9Cq8tFo83haMRSouP306r+MABc7RqTkR3PuZjNGAx6snKSOBm1Ghe7mvWAthBCiJpDRsAS1Z5CoWDdrot8Nv8YeVo99jYm9G7rwdgn839EW7DhHJv3x6LTG2jRwIGFH3TFxd6sYP++Y//i1SGNCqYAnDm+LZPnHKTNsNXYWBozcWgz2twyYtaXi45z7HwSCoWCDk1dWPhBV8xN85tKy0ZOvDOsOe/MOcjVpGwszdX0aO3O64/mX+xl52iZvug4MVczUakUeNexYuYb7Qhu5FRJtVW1TM2MMDW7eVq5fDEDhQKc3PJHhRk5pSXfvHeIZzqtw9hExYBn/ek5+GaHqskv7qBxsBNPvRZQru0B/l4eSac+dbGwMi603MxCzbQfO/LLF8eZN+MESpWCwCBH3vqs9M4rDxIzI5OCp+whf+QjBeBmnv+jgJX6ZjuwNjbHSKkqWAfQ9693ebVRPwZ6twPgy+N/cizpQv573yWAhV0nFkzRcS03nfcPL+JKVhImKjX1bTz4pfMb1LV0Ktd6rV7H2wd+JTrjKsZKI3q4t+DHTmNRKm72A2684ubTL49u+RCARV0n0sa5Id+eWkuGNptxe38oVAfHHvn+nuuxOigrlwDLI3fSp25wsaMsvbhjBsFO9XktoD8WalN+7DiGL44vZ8aJlagUSoIc/fmszYsF209u8RRTDy+i6/qJGCvVdHdvzqTmTxQqc0XkLh7x6VgoR7XFwvCtvHtoPjqDHhczW56u140XG/QuWD8y8GFS8jLo81f+yBQDvdrxWqN+BevfO7QAgOnBQwHYeOkgf4RvI1enoaFtXb7vMJqG10dEsFKbldlWh+/4igMJZwE4lHCOz44tY3TgAMY0HlRm26uJysrPnLB1fHtqbcHfjVeMoLVTAxZ3+x9QuL0ALDi3hc2xoegMelo41GNh17dwMbs5pW1p50aVUsmPncbw3qH5tFw5CgdTa56v37PgvHrj9W+4/dz2ICqt/stzLruT+tcZdMw4/icX0uNQKBR4mDswqfmTDPBqC+SPEPNO8yd45+A8rmZfw1JtRg/3FgWdUG5M0/buwfn8dOYvXM3s+KrtK3hZ5XcCuX16VVOVCeZGJgVTp13KSGDmiVUk5qRiamRMM3tffuvyZomj3T1oympLZa2//Vz3fcfRfHx0CR3XvoHeYCDAzpMfOuV3+CjrvZGuyeLbU2sYt/cKAB4Wjkxq/iR969acG0Fl1Wdp9Qd39tkCMP/cZt45+Bt6gwEXM1ue8+9eMIpmWW0LoPfGd4jNyp+uY8ye/OutT1u/wCM+HUnTZPH67tlczkzCQm3KAM+2vNH0kYJ9w1Iu8tb+n0nNy8RSbUYb54b81GksqhKmPnoQ3O/8jWjYj9TcTAb8k99Rp41zQ75s83LB9vdybizr3FYblFS/eXpNqW0DCn9HytTmMP3I71zMiEelUOJj5crX7V6jhWN+R1wbYwtsjG9O2WSpNsVEpcbVPD9X5blOECXnS6PXlvnZcPt1RWn5rWvpxKx2I/jm5BomHvgFE6WaDq4BvNPiyUo+4uqr4YsjyE1N5Z9HBwDg3KoNbT75EoBzixcQu3UzBq0Oh+Yt6PrLQsycb3as/WtQXxq99Cre/W+OEhK5agU+gx4pMvVdzL+bSTp+lJTzZ4ndsqlgecsp0/DuPxBtdjbHP5lOZmwMCpUKK29v2n0+E6eg4Io8/AdO5OHlOHkFY+XoXWh5ZnIs4fsXozQyZv2XIQXLvZoNIHjgdAB2zH8RJ69gAkJeA6BFv8kcXjeV9V91Rakyxr1hd5o/NAkAYzObQp241CaWqIxMMLd2rdgDrGZKqm8jYzOMjG9+p89IuggKBeY2N6dSu72+z+1dQOzpzRj0OhzqtqDrCwsxs85vTzFhm0m6dJSUuLPEht3SPgZMw7t5fvvaOKs3WSmxAOxZkn+90XrIp/gEPYKxmTWdhs7l8LoPOPrXp5jbuNKy/1ScvPPbj7WTL20f+5IjGz8kOzUO2zqBdHr2hyKjqNVkayOX09wpGE8r7yLrvuj4PbOOfkz/tR0xGPTUtwvgy043f4v89FD+aKJvB+e3pX8vbeTP8D/I0+Xib9uQzzt8j7/tze/641tM5ovDUxm8vitqpTGd3bsztvmkij3AB8yZ5ZG4BTth6130wYXwjZc49Uc4ulwdDg1t6fN9Bxwa2hasX//iDtyCnWh5/V7CiQXniNwci15nwLWFAwMWdsXC5Wb77DGzLdsnH2Rem9WY2BjTbmIz6rTJvy9kYmOMic3N+wvGlmpUJiosXWvG9/+78WjH79ly9GO+XdsRDHpc7AJ4tNMPoFBw6uI6/j32GTp9HhYm9jTw6E2nxmML9l2640XqOgXTPuC1gmXHIpfToG4fTI2L5vrQuQWci92M3qDD3aEFT3ddiJVZ/nnR1rIug9rNYtfJb1h/YCIqpQk+rh3o0eKdiq8EIYQQ4i4oDMWN6S1EOYWvkh+qqgvbTkWHdA9NGVUFkYjiBNnORqVSYWdnR3JyMjqdjpRR66o6LAHYzi761I3kpvqQ/FRfxeUGJD/VhbSd6s129sNyXVBNybmtepNzW/Um+am+JDfVW3HXBaPiUqo6LHHdbFfbIstG/ZhS6XGIomaPsC2yTHJTfRSXnwujUio9DlGU72zbYpdPkXsJ1cI02/z7PLdeG3zxWlIVRyVu+HhJvaoOQQghRDX34D6CKoQQQgghhBBCCCGEEEIIIYQQQgghhBBVrPaMLSuEEEIIIYQQQgghhBBCCCGEEEKI+2pT+IM1a1KvekuqOgQhRA0kI2AJIYQQQgghhBBCCCGEEEIIIYQQQgghxF2SDlhCCCGEEEIIIYQQQgghhBBCCCGEEEIIcZekA5YQQgghhBBCCCGEEEIIIYQQQgghhBBC3CXpgCWEEEIIIYQQQgghhBBCCCGEEEIIIYQQd0k6YAkhhBBCCCGEEEIIIYQQQgghhBBCCCHEXZIOWEIIIYQQQgghhBBCCCGEEEIIIYQQQghxl6QDlhBCCCGEEEIIIYQQQgghhBBCCCGEEELcJemAJYQQQgghhBBCCCGEEEIIIYQQQgghhBB3STpgCSGEEEIIIYQQQgghhBBCCCGEEEIIIcRdkg5YQgghhBBCCCGEEEIIIYQQQgghhBD3UUhICAqFgqlTpxZZp1AoUCgUbN++vVJiiYqKKnjNqKioQuvmzZuHQqHA29u7UmIRN02dOhWFQkFISEhVh1LjDBs2DIVCwbBhwyrtNY0q7ZWEEEIIIYQQQgghhBBCCCGEEEIIIYSowVJSUpg1axYA48aNw9bWtkrjqW6ioqKYN28eQLEdFB9U0gFLCCGEEEIIIYQQQgghhBBCCCGEEKIWsrGxoUGDBri7u1d1KDVGSkoKH3zwAZA/EpN0wCosKiqqoH6kA5YQ19l2ml3VIYhSBNlKfqoz29kPV3UIogSSm+rtQc+PnZ0dKpUKnU5HcnJyVYdz3z3o+anJJDfVm+SnepP8VF8Pem7kukBUFclN9Tbb1baqQxClmD3CtqpDECWoCbmpydcGvrNtqzoEUYppci+h2npD2o4QohIMHjyYwYMHV3UYQjzwlFUdgBBCCCGEEEIIIYQQQgghhBBCCCGEEEI8qKQDlhBCCCGEEEIIIYQQQgghhBBCCCHEbZKTk5k7dy6PPPIIAQEB2NjYYG5ujr+/P6+++irh4eH3/TWzsrLo27cvCoUCT09Pzp49W7DuxIkTvPfee3Tp0gVvb29MTU2xs7Ojffv2zJw5k5ycnDt+vXnz5qFQKPD29i6ybtiwYSgUCoYNGwbA77//TocOHbC2tsbKyor27duzYsWKMl/j33//5fHHH8fDwwMTExPs7e0JCQnht99+Q6fT3XHMN+h0On755Rd69OiBk5MTxsbGuLm5MWTIELZv317ifnv37mXChAm0b9+eunXrYmJigoODA926dePXX38tMabt27ejUChQKBQA7Nu3j0cffRQ3NzdUKhXjxo0jJCQEHx+fgn18fHwK9rm1Lovz999/07NnT+zt7TE3NycoKIgffvjhruomKiqq4DWjoqIIDw/n+eefx93dHTMzMwIDA/nuu+8wGAwF+6xcuZIuXbpgZ2eHpaUl3bp1Y+/evaW+zp3mwNvbm65duxb8fWvdKBSKQlMSZmVlsXjxYp555hmaNm2Kvb09pqameHt789xzzxEaGnpXdVNRZApCIYQQQgghhBBCCCGEEEIIIYQQQojbfP3113zwwQcAGBkZYW1tTVZWFuHh4YSHh7No0SJWr15Njx497svrJScn069fP/bu3UvDhg3ZtGkTdevWLVj/8MMPEx0dDYC5uTnm5uYkJyezd+9e9u7dy++//87WrVuxsrK6L/Hc6tVXX+XHH39EpVJhYWFBeno6e/fu5bHHHuPbb79l1KhRRfbRarW8/vrrzJ07t2CZtbU1KSkp7Nixgx07drBkyRLWrFmDqanpHcUTHx/PgAED2L9/P5DfkcfKyoq4uDhWrVrFqlWrmDJlSkH+btW+ffuC/1taWmJmZsa1a9fYtm0b27ZtY+XKlaxevRojo5K71CxdupRnn30WrVaLjY0NKpUKAHt7exwdHUlMTATA0dGxYB2AjY1NseV98sknvPPOOyiVSqysrMjOzubIkSO89tprhIeH8+WXX95R/dzq0KFDvPjii6SlpWFjY0Nubi5hYWGMGjWKiIgIZsyYwaRJk/j0009RqVSYm5uTmZnJtm3b6Nq1K9u3b6dt27ZFyr2bHDg5OZGWllYw5baLi0uhMi0tLQv+v2zZMoYPHw6AUqnExsYGg8FAdHQ00dHRLFmyhF9//ZXnnnvuruvmfpIRsIQQQgghhBBCCCGEEEIIIYQQQgghblOnTh2mT5/O0aNHyc7OJikpiZycHEJDQ+nbty+ZmZk8/fTTZGZm3vNrXblyhc6dO7N3715atmzJrl27CnW+AggJCWHhwoXExsaSmZnJtWvXyMzMZPHixbi5uXHo0CHefvvte47ldmvXrmX+/Pl8//33pKWlkZqayoULF+jcuTMAEydO5Nq1a0X2mzx5MnPnzsXLy4uFCxcW7JuRkcEff/yBq6srmzZtYsKECXcUj1arZfDgwezfv5+OHTuybds2srOzSU1NJSkpienTp6NWq5k2bVqxI3QNHDiQP//8k4SEBNLT00lJSSElJYXvvvsOKysrNmzYwMyZM0uN4aWXXmLgwIFERkaSkpJCVlYW48aNY+XKlRw8eLBgu4MHDxIXF1fw7+uvvy5S1rFjx3jvvfeYPn06SUlJpKSkEBcXx6OPPgrAjBkzCAsLu6M6utXLL79M586duXDhQsGxvvrqq0B+J8NPPvmEr776ilmzZpGamkpaWhonTpygQYMG5ObmMm7cuCJl3m0ODh48yMqVKwv+vrVu4uLiCr0X7OzsmDhxIvv27SMrK4tr166Rk5PD2bNnee6559BqtbzyyitcvHjxruvmfpIRsMQ9SdlVtBerqBq2nWYXWRaaIvmpLoJsi+YnZdS6KohE3M529sNFlkluqo+amJ+Uqg7gPikuN/Dg56emqIltpyaR/FRfcm6r3mpi20mp6gDuo5qYn5pCclO9FZefUXEplR+IKNZsV9siyyQ/1UOxufkxpdLjuP9SqjqA+2L2CNsiy2pGfh58xeUGYIrcS6gWphVzH2HGqJTKD0QU6+MljlUdgqgir7zySpFlKpWKFi1asHr1alq0aEFYWBgrVqzg+eefv+vXiYiIoGfPnkRGRhISEsLatWuLHcVq3rx5RZaZm5vz9NNP4+XlRceOHZk3bx5ffPEF5ubmdx3P7ZKTk1m0aBHPPPNMwTIfHx/++OMPfHx8yM7OZv369QwdOrTQMX355ZfY2dmxdetWfH19C8X85JNP4uXlRYcOHfjpp5947733ioyGVJJFixaxZ88eWrduzebNmwuNnmVvb8+7776LkZERkyZNYtq0aQUdmW5YvXp1kTJtbGx4/fXXsbGx4dlnn2XOnDm89dZbJcbQrFkzli1bhlKZP+6RkZFRsdM4lkdKSgoffvghkydPLljm4uLCggUL2LFjBwkJCaxYsYIpU6bcVflOTk6sWrWqYEQva2trvvvuO7Zs2UJ4eDjvvPMOH3zwAWPHji3Yp3HjxsydO5fOnTuzf/9+Ll26VKhD4L3moDwGDhzIwIEDCy1TKBTUr1+f+fPnExcXx+bNm/ntt994//3377j8+01GwBJCCCGEEEIIIYQQQgghhBBCCCGEuAPGxsb07NkTgN27d991OceOHaNDhw5ERkYyYMAA/vrrr7uaQrBDhw7Y2tqSlZXF0aNH7zqe4nh6evL0008XWV6nTh1at24NwMmTJwutmz9/Pnq9niFDhhTqfHWrdu3a4ePjg0ajYdu2beWO59dffwVg9OjRJU5deKOz2IkTJ4iLiyt32f369QMgKiqKy5cvl7jdm2++WdD56l6ZmpoWO8qUmZkZvXv3BorW752YMGFCkekUlUol3bp1A/Lfy2+88UaR/Tp06FBQvydOnCi0riJzUB4KhYKHHnoIuLf2dz/JCFhCCCGEEEIIIYQQQgghhBBCCCGEEMU4c+YMs2fPZufOnURFRZGRkYHBYCi0TWkddUqza9cuvvrqK1JTUxk6dCi//PJLkY4yt1u+fDmLFy8mNDSUhIQEcnJyimxzt/GUJDg4GIVCUew6d3d3IH+UrFvt2bMHgGXLlrF+/foSy74xdWF5p5HT6XQcOHAAgHHjxpVr+sKLFy/i6upa8LdWq2X+/PksX76cY8eOce3aNfLy8orsd/nyZerUqVNsme3atStXvOUREBCAhYVFsetKqt870aRJk2KXOzs7A+Dt7Y2lpWWR9UqlEkdHR2JiYgq9/v3IQXnFxMTw7bffsmXLFiIiIkhPT0ev1xfa5n6/3++WdMASQgghhBBCCCGEEEIIIYQQQgghhLjNkiVLGDp0KBqNBsgfdcfGxgYTExMAMjIyyMzMJDMz867KvzGlXLt27Zg3b16JnZwgv9PQ448/zqpVqwqWGRsb4+DgUNBpKyEhAb1ef9fxlKS0EblujH50o45uuHLlCgDp6emkp6eX+RpZWVnliuXatWvk5uYCkJSUVK59bi07IyOD3r17F3QQg/xjcHR0RKVSAXD16lWAUuvRycmpXK9dHndTv3fCzc2t2OU3jrek9bduc+vr32sOymvHjh3079+fjIyMgmXW1taYmpqiUCjIzs4mLS3tvr/f75ZMQSiEEEIIIYQQQgghhBBCCCGEEEIIcYuEhARefvllNBoNnTt3Zvfu3WRnZ5OcnExcXBxxcXGMHz8eoMiIWOX15JNPArB3716++uqrUredO3duQeerKVOmcOHCBXJyckhMTCyI58ZoTXcbz/2k0+kA+OSTTzAYDGX+mzp16h2VC/n1Vp6yQ0JCCvaZPn06e/bsQa1W88033xATE0N2djYJCQnExcURGxtbsG1p9XijY1JtdK85KA+NRsOzzz5LRkYGgYGBbN68mczMTFJTU7l69SpxcXHMmDEDqB7vd5AOWEIIIYQQQgghhBBCCCGEEEIIIYQQhfz1119kZGRgYWHB+vXrad++fcHIVzfcGCnpbo0YMYJvvvkGgLfeeouZM2eWuO3y5csBGDp0KB988AE+Pj6FRszS6XQkJibeUzz3k4uLC1D+qQXLy8HBoaDz092UfaMeJ02axOjRowum+LvhXnNaG9xrDspj7969xMTEALBu3Tp69OiBubl5oW2qW66kA5YQQgghhBBCCCGEEEIIIYQQQgghxC1udP5o2LBhsVPEGQwGtm/ffs+vM3r06IKOV2+88UZBh6yS4mnVqlWx6/ft20dOTs49x3O/tG/fHsjvyKbX6+9buWq1uqAO1q9ff8f7l1WP27Ztu/vgrlMqb3bFqS6jM91P95qD8tTPjTw5ODjg4+NT7Db3I1f3k3TAEkIIIYQQQgghhBBCCCGEEEIIIYS4hY2NDQBRUVHk5uYWWb9gwQLOnz9/X15r3LhxBVMQjh07ljlz5pQYz5kzZ4qs0+v1TJky5b7Ecr8MGzYMpVJJVFRUmdMrJicn31HZL7zwAgBLlixhz549d1R2afWYnZ3NRx99dEexFMfa2rrg/ykpKfdcXnV0LzkoT/3cyNO1a9dISEgosn7btm38+++/dxJyhZMOWEIIIYQQQgghhBBCCCGEEEIIIYQQt+jRowcKhYKkpCSGDRtWMN1ZRkYGX3/9Na+88goODg737fXeeOMNPv/8cwBGjRrFDz/8UGh9z549Afjpp59YsGABGo0GgPDwcIYMGcLu3buxsLC4b/HcqwYNGvDWW28BMHHiREaPHk1ERETB+pycHPbs2cP48ePx8/O7o7KHDx9Ox44d0Wg09O7dm2+++YakpKSC9cnJyaxfv54nnniCJ598stC+N+rxo48+YsOGDQWjcx09epSePXsSHx9/V8d7K1tb24KpDRcsWIBOp7vnMqube8lB/fr1UavVAPz222/Flt+hQwfMzc0xGAw8+eSTREZGApCbm8uiRYsYPHgw9vb2FXR0d8eoqgMQtcP5i6l8s/QkJy8kk5icg5mJCr+6Nrw0sAHdW92cU9V/yNISy2jf1IX5U0MqIdraJep8Kou+Ocn5k8kkJ+ZgYqbC08+Gx15qQNvuhee73bHxIit/PculC+koVQq8/W147OWGtOlap4qir/nOp8byzck1nEyOIjEnDTOVMX42dXipQR+6uzcvtO3C8/+y6PxWLmUmYG9iyUN1WzOuyWDMjUyKL1zcd3PC1jHzxCr8rd3Z2Hd6oXWhieF8fmwZp5IvYqk2pW/dVrzZ5BEs1KZVFG3tU1J+dsWdZOPFAxxLiiQi/TJuZvZsf/iLKoy09ikuN9naXP6M/I8tsUc5lxpDljYHT0sXnvDrwpO+XVAp5TmCylJS2/k+bD3/xh7lYmY8mZoc3MztCXFrymsB/XEwtS6lRHG/lPa5c0NaXhY9N07iWm4637R/nb51gys5ytqrpPw8s/UzDiScLbJ9J9fG/NrljcoMsVYrrf3k6bT8cvZvVkftISYzESu1OY3tvZkePBQ38+r1o05NVFxuYjIT6bp+Yon7PO7bmY9aDaukCGu3ktqO3qBnScQO/ojYzsWMeMxUJgTaeTIycABBjvWqMOLaJeynOZz4dibW9fzpu2pjwXK9RkPYzz8QtWYl2fFXMXN2wWfwozR6cQRKI/l5uCLEH9zPtheeLXZd90XLcGzWouDvxKOhHJvxOcmnT6G2sKRu7740GfsmavPqc+OsJom/sJ9tv5aQmxHLcKybn5u487u4eGIjSTHHSE+IwMzGjYcnbK/ESGun8uRHm5dNZOifxJ7eQurVc2jzsrB08MQv+Al8Wz2JUqmq5Khrj9j98ax9tvhpfgYv645rC0cADn8fRtS/saRdzESTqcHSzRzPEDdavhaAmYP8FloRouP38/u24tvO0O7LcHdsUWR5Tl4aP27sSVbuNQa3/4aGdftWdJhCPJAaNGjAuHHjmDlzJkuWLGHJkiXY2tqSnp6OTqejd+/eBAcH35cRk25466230Ol0TJo0iddffx2VSsXLL78MwIQJE1i2bBkRERE8//zzvPjii1hYWJCamopKpeLnn39m6tSpZGZm3rd47tXHH39MXl4eM2fOZPbs2cyePRtLS0vUajWpqakFnZ+M7vC7iZGREWvWrOGxxx5j69atjB07lnHjxmFjY4NOpyM9Pb1g2x49ehTa98MPP2Tz5s0kJibSv39/jI2NMTExIT09HTMzM1avXk3v3r3v+dhffvllpk6dyqxZs/jhhx9wdnZGoVDw6KOP8uWXX95z+VXtXnJgbm7OM888w7x583jzzTeZMmUKjo751xLjxo1j3Lhx2Nra8sknnzB27Fi2bt2Kr68v1tbWZGdno9FoaN68OS+88AJjxoyp1OMujXzDFpUiNiGTzGwtQ0K8cbY3IztXxz/7Ynj1k/+Y/mowT/bK79H65dg2RfY9EX6N+RvO07G5a2WHXSvEx2aSlaml5xBv7J3NyM3W8d8/Mbz/6n+MnR7MQ0/m52bNgnPMmX6E1iFuvDDBh7xcHZtXRjHllV28N7sDHXt7VPGR1EyxmUlkanMY4t0BZzNbsnV5/BNzmFf/+4bpwUN50i8EgM+PLWfumb/o4xHM8/V7EJ52mYXn/+V8Wiy/dXmzag+ilriSdY0fwjYU2+EtLPkiQ7d/gZ+VG5OaP0FcdjK/nPmb6PSr/CI3WitFaflZF72fjZcOEGjrhbOpbeUHV8uVlJtLGQlMC/2ddi6NGN6gF5ZGZuyKO8nUwws5lhTB521eqqKIa5fS2s7J5Gga2XnSz7M1lmpTItKusPTCTrZfOc7a3h9IB+AKVlpubjXr5CpydHmVFJW4oaz8uJrZMaHpo4WWOZvZVkJkAkrPj0av5eVdsziSGM7jvp1pYFuXtLxMjl27QIYmuwqirV1Kyo29iRVftnm5yPY7406wNnofHV0DKyvEWq20tvPZ0WX8em4TA73a8Uy9rqTlZbMkYjvPbP2MJd0n0czBtwoirl2y4q4Q9vMPGJmZF1m3b9IELm36C5/Bj2If2JikY0c5OXsWWVeu0Grqh1UQbe3h/8xQ7AObFlpm5elV8P/kM2Fsf2koVr5+NH9rEtlxcZyZ/wvp0dF0+eGXyg63VvFvNxR799tyY38zN9HH13HpxEZs6wRiauVc2eHVeqXlJyP5EqEbpuHi244GHYZjZGJJXPguDq+bStKlY7R59POqCLlWaTLUH+emhR9MsPGyKvh/wslkHBvZUa+fJ8aWapIj0ji99AIXt1/hsbW9UZvLrcmKEuw/FDf7wm3Hzsqr2G13npyFRpdTGWEJ8cCbMWMGjRo14vvvvycsLAydTkfz5s157rnnGDVqFNOnF/9g5L14++230el0vPvuu4wYMQKVSsULL7yAvb09+/btY8qUKaxbt46rV69iampK165dmTBhAh06dGDq1Kn3PZ57oVQqmTFjBs888wxz5sxh586dxMbGkpubi4uLC4GBgXTt2pUnnnjijsu2t7dny5YtrFq1ioULF3LgwAESExNRKpX4+vrSvHlzevXqxeOPP15oP19fXw4cOMCUKVPYtGkTycnJWFtbM2DAACZNmkRg4P35neG9997DysqKRYsWce7cOS5evAhAYmLifSm/OrjbHAB8//331K1blz///JMLFy4QHR0NFJ6ScMyYMdStW5evvvqKI0eOoNPpaNCgAY899hhvvfUWS5eWPMBPVZCrHFEpQlrWIaRl4VGSnutbj0Fvbea3dWcLOmAN7OJdZN/9J+NRKKB/R8/KCLXWaR1Sh9YhhXMz4Ll6jBq0mT9/O3uzA9bC89Rvas+0nzqhUCgA6P2oL890WsvmVZHSAauChNRpSkidwl+YnqvXnUGbP+C3s5t40i+E+OwUfju7iUFe7fii7c2bEj5WrkwLXcy/sUeLjJYl7r/Pji6juYMfOoOe5NyMQutmnPgTG7U5i7r9Dyu1GQAe5o5MPjSPXXEn6eTauCpCrlVKy8+bTYfwUavnUSuNeHnnLM6nxlZRlLVTSblxNLNhQ59p+NvcHI3xqXohvH3gV/6M/I+RAQ/jZeVSFSHXKqW1ne86jCyyfXMHP0bvmcPWy0fp71m0Y724f0rLzQ3nUmL4I3w7IwMf5uuTqys3wFqurPxYqc0Z6N2uCiITUHp+fju7mYMJZ/mjm3QYqQol5cbcyKTYNrMy6j8s1WZ0q9O8EqOsvUrKj1av4/eI7fTxCObLW76T9q0bTLcN/2Nt9D5pT5Xg6Fef4dC0OQadjtyU5ILlSSePc+mfjQSMGEmTUeMAqPf405jY2XN2wa/4P/Ustg0aVlHUNZ9TUDB1e5U8osiJr2egtrah26+LUFvmd14wd/fg0NTJxO3ZhWv7TpUVaq3j5BVM3cYl56ZpzzdpNegjlCo1Oxe+TOrV85UYnSgtP2aWjvQZtQEbF/+CZfVaP8WBlW8TGfonAV1HYuVQfIcTcX+4BTvh17duiev7fNehyDKX5g5sGr2HqK2X8e8v93oqSl2n4HKNZJWQco4j4X/QIXAku05+XQmRCfHge/nllwtGobrd1KlTS+z0tH379hLLNBgMpb7m5MmTmTx5cpHljo6OzJkzhzlz5hS7X1RUVLHLvb29S3zNYcOGMWzYsGLXzZs3j3nz5pUaa3m2admyJb/8cv8fMlAoFAwZMoQhQ4bc0X4+Pj4sXLiwxPUl1VVISEiZubtBqVTyxhtv8MYbJQ/GUNr75062KU5pOb+Tskt6T91wtzkwNTVl2rRpTJs2rdTtBg8ezODBg4tdd6/v3ftN5m4RVUalUuLmaE5apqbEbXI1+SNltQ50xs2x6BN8omKoVEqc3MzJTLuZm6wMLbb2JgWdrwAsrNSYmRthYirDOlcmlVKJm7k9aZosAI4kRaA16Oh3243ufp6tAdhw8UClx1jbHIg/y98xh5jc4qki69I12eyOC2OAd7uCzlcAg7zbY2Fkwl8XD1ZmqLVSafkBcDGzQ62UPulVobTc2JtYFep8dUNP9yAAwtOuVHh8tV1Zbac4Hhb5QwSn5WVVVFiC8ufmwyN/0NOjBa2c6ldSZALKnx+tXkemRp42rmyl5Udv0LPg/GZ6ugfRzMEXrV5Htja3CqKsne70cyc+O4V98Wfo5R6EiUpdwdGJ0vKj1evI0eXheNsUxA6m1igVCkwlPxUu/tABYjb/TYuJRW/OJB4+BIBn336Flnv27QcGAxf/2VhkH3F/aTIz0Gu1RZdnpBO3bzfe/QcUdL4C8B4wCCNzCy7+81dlhlkraXIz0OuK5gbAzNoFpZy/qlRJ+TGxsC/U+eoG94CeAKQlhFd4bALyMjTotfpyb2/tkT+tal6ajNBc0XI1Gej1xZ/bbth85EPqe/SkrlOrSopKCCGEqB3kbqOoVFk5WnLydKRnadh6MJadoVd4qEPJT0rsOHyFtEwNAzrJExEVLSdLS26Ojsx0Dfu2xnJw5xW6PHQzN03bOLHr7xjWLDhHm27u5OXqWLvwPJnpGgY9Lzf1KlqWNpccXR7pmmy2xh5l55UTPFQ3v4NVni6/o9ztP2qbqYwBOJUcVamx1jY6vZ7poYt5zLczDWyLjgR3LiUGrUFHEzvvQsuNVUY0svUkLOViJUVaO5WVH1F17jY3iTmpANibWFZUaILy58dgMJCcl4FOrycq4ypfHluBSqGkjbOMolBRypubvy4dJDQpnL/7fkRsZs0Z0rq6K29+ojLiaPrna2j0WhxNrXnctzOjAgdIh+AKVlZ+wlMvczU7hQa2Hrx7cB4ro/ag0WtpYOPBuy2eoq1LoyqIuna4m+uCDRcPoDcYGODVtoKjE2Xlx9TImGb2vqyM2k1zBz9aOdUnTZPFd6fWYaO24Am/LlUQde2h1+kI/WQ6vkMew7Z+gyLrdZr8G90qE9NCy1Wm+X8nh52s+CBrsQPvTUKblYlCpcIpKJhmb/4P+8AmAKScP4dBq8UuoEmhfVRqY2wbNiLldFhVhFxrHFg5CW1eJgqlCievYJr1+R/27k3K3lFUirvJT056/vceE3P7UrcT927bpANoMrUoVArcgp1o979mODcpXO8Gg4Gc5DwMOj0pURns//IYCpWCOm1kSs+KtOHAJPK0mSgUKuo6BdOt2f9wsy/cdk5f+ovYpFBe7vs3qZkyE4AQQghxP8mvu6JSfTLvKEs2RQCgVCro1cad919uWeL2a3dGY6xW0qd9yZ20xP3x4ydH2bjkZm469HJn5Ps3c/P6e0GkJucxZ/oR5kw/AoCNnQmfLgghoIVjlcRcm3xydClLIrYDoFQo6OXekvdbPgOAr5UbAIcTwwvdFDqUkD80+tXsZETF+SNiG7FZScxrPKHY9fHXO4s4mdkWWedkZlOQJ1ExysqPqDp3k5s8nZZ55zbjYeFIE3ufCoxOlDc/iTlptF87vuBvVzM7ZrR9BT9rt4oOsdYqT25ytHl8enQZw+v3wsPCUTpgVaLy5MfT0om2zg2pb+tBtjaXvy8dYk7YeqLSr/J1+9cqMdrap6z8RGVcBWDe2c3YGFswPXgoAD+EbeCFnTNZ2fM9GtrKd9OKcDfXBWuj9+JsakM76RhX4cqTn6/avszYvT8wYf/cgmV1LZxY0n0SnpZyo7UiRSz7g6wrsTSeO6/Y9dbe+dfNiUdCsfS4eQ5LuD4yVvbVqxUeY22kVKvx6Nkbt05dMLG1Jy0inDPzf2Hr80/RfeFS7BoFkpMQD4CZk1OR/c0cnUgIPVTZYdcKSiM1HoG9cavfBRNze9Liwzmz+xe2zn2K7q8sxa5OYFWHWKvdbX502jzO7Z2HhZ2HdKSrQCq1Et/eHnh2ccPU3oTk8DSO/XKG1U9tZfDS7jgF2hVsm52Yw/z2awv+tnA1o8eMttj5WRdXtLhHKqWaBh698XPrgrmJPYlp4ew/8wuLtj7Fc92X4mqX33Y02hy2Hv2UVvWHY2vhIR2whBBCiPtMOmCJSjWsf336tPMg/lo2G/dcQqc3oClhmNr0LA3bQ6/QJcgNawvjSo609hk8rD6d+niQFJ/Nzo2X0OsMaDU3c2NiqqKujxVOLma06VqHrEwNq+adY/rI3Xz5RzfcvaxKKV3cq2H1e9LHoyXx2SlsvHQQnUGP5vowwoH2XjSz92XumY24mNnS1qUREWmXef/QQtRKFTm6kqf5FPcmOTeDr0+uZmTAwziYFv/jQa4u/2lj42JGtDBRqsnRybDbFaU8+RFV425zMy10EeFpl5nbaRxGSpn+tqLcSX5sjC2Y1+VNcvUawpIvsikmlEyZrqvClDc3P57ZiFav5dVG/UrcRtx/5c3PJ61fKPT3IO/2vHtwHksv7GRYYi9aOPpVdKi1Unnyk3X9/JWhzWFN76m4XR89oZ1zI3psfJu5Z/7iq7avVFrMtcXdXBdEpsdxMjma4fV7oVQoKzjC2q28+bFQm+JvXYcWDn60c2lEQk4aP53eyGv/zeaP7m9jbyK/GVSE3JRkTn73NQEjRmJq71DsNm6dQjCv486xrz7FyMwUu4DGJB0/xolvZ6IwMkKXK9PhVgTH5kE4Ng8q+Nu9a3c8evXhn0f6c/zrr+jyw6/ocvM/d5TGRX/3VJqYSG4qiKNnEI6et+SmUXc8Gvfhn9n9Ob75K7o8/2sVRifuNj+h66eRFh9Op+fmolTJba+K4hrkiGvQzYexfbq749fHg2X9/2H/V8fp/+vNUS9NbIx5eF4XtLl6EsOSidwUgyaz9GnxxN3zcAzCw/Fm2/F3704Djz788k9/th//iie75LedvWd+RK/X0r7Rq1UVqhBCCFGjya9UolL5eVjToZkrg7v6MHdyZ7JytIz4eBcGg6HItv/svURuno4Bnb2qINLax9PPmqAOrvQc7MP0uZ3JztIyZcTN3Hw4Zg/xl7OY8HkbOvWtS+9Hffl8UVc0Gj3zZpyo4uhrPj9rNzq4BjLYpwNzO48jS5vLiF3fFORndoeRNLSty6SDv9F1/URG7PqGvp6taGTribmRSRVHX3PNPLESG2MLnvPvUeI2JtengszTF/2BIVevwVQlHUwrSnnyI6rG3eRm7pm/WHphJ+MaDyakTtMKjE7cSX6MVUZ0cA2kW53mjAocwNSWz/LOwd/YevloxQdaC5UnNzGZifx85m/GNxmChdq0xO3E/XcvnzsvNOgNwJ6rMtVQRbmT67aWjvUKOl8B1LFwoKWjP6GJ4RUeZ210N21nbfQ+AJl+sBKUJz9avY7nt3+Jldqc91s+Sy+PljxTryvzQyZwKTOen8/8XYkR1y4nvp2JsY0N/k8/V+I2KhMTOn83F2NbW3aPH8X63iHsn/wWga+OxNjaBiNz80qMuHaz8vTCvWt34g/sQ6/ToTLJ/71Gn1f0wSx9bm6RaSNFxbFy8MK9YXfiL+xDr9dVdTjiNmXl58yuuVw4tJTG3cdRp0FI5QdYy9l4WeHd3Z3YffHodTcf6FYZq/Do4Ip3tzoEjwqk09SWbH/nIFFbL1dhtLWLvZUX/u7duRif33ZSMmPYf+ZnujQZj7HaoqrDE0IIIWokeRRAVKk+7ery3g+HiLycjq974Scp1+26iJW5mq7BdaooutqtU5+6fP3eIWIi0zEyUnJoZxxjPwwutI21rQmBLR0JOyzT2lS2PnVb8t6hBUSmx+Fr7YaruR1Lur9DVPpVEnJS8bZ0wcnMhg5rxuNj5VrV4dZIUelXWXphB5ObP0V8TkrB8lydBq1BS0xmIpZGpjib2gCQkJ1SpIyE7FSci5maUNy78ubH1sSy6oKspe4mN39G/scXx1bwlF8IIwMfroKoa497bTtBjvVwNrVhbfQ+utVpXjlB1xLlzc3XJ1bhYmZLG+eGxFyfejDh+nS413LTiclMpI65vYwYc5/da9u50dknNS+zMsKtdcqbH5fr12XFjfLjYGJNWPLFSoq49rjbtrMueh++Vq40tveu3IBrmfLm53TKJc6lxjKp+ZOF9ve2csHPyo3QRJl2vSKkR0dxYcVSmk+cTE58fMFyXV4uBq2WzNgYjCwtMbGxxaaeP31WbSQtIpy8tFSs/eqhMjHl6Ocf4xzcugqPovYxd3VDr9Ggy87C1Cl/es7shIQi22UnJmDmJNN3ViZzGzf0Og26vCyUpjJqX3VTUn4iQ//k2KYv8Gv9FIFdR1ZhhLWbpZs5eo0ebZYOY6viv2u6Bjli7mzK+bXReHeTez6VxdrcDZ1eg0aXxa4TX2Nl5oKncxtSMmMAyMzJ/wzKyr1GSmYMNuZ1UMjvBUIIIcRdkw5Yokrl5OU/sZKeVXiKtPhr2ew7Gc+Qrt6YqGWKoaqQm5Ofm8x0DXp9/ihLel3Rkcp0WgO6YpaLinVjWsF0TXah5d5WLnhbuQBwPjWW+JxUhvh0rPT4aoOr2cnoDQamH/md6Ud+L7K+6/qJPO/fg7GNB2GkUHEiOYqHPG/+sJ2n03I65SJ967aqzLBrjfLm592gp6sgutrtTnOzJfYIkw/Oo5dHEFNbPlvZ4dY696Pt5Oq1ZNz2+STuXXlzcznrGtEZ8XTb8L8i20w9vBCAw4NnY20so13cT/fadi5l5P/oLVN0VYzy5mdck8GolSquFtNx/mpOiuSnAtxN2zmaFEF0RjxjGw+qxEhrp/Lmp5mDLwB6g77INhqDDq2+6HJx77Ljr2LQ6zny6XSOfDq9yPr1fbri/+zzBP3vXQAUCgU29fwL1l/euR2DXo9L2/aVFrOAjJhLqExMMDK3wKZefRRGRiSHncCzz0MF2+g0eaScOU3d3n2rMNLaJyP5EiojE4yMZVSY6qi4/MSe3sLB1ZPxCOhFy/5Tqy44QdqlDFQmKtQWpd9y1OXqycvQlLqNuL9SMi5hpDLB2MiCtKzLJGdE8/2GbkW2++fwVADGDz6MqXH5pgUXQgghRFHSAUtUiqSUHBxsCw+brdHqWb09ClNjFfU8Cl/Qbdh9Eb3eINMPVoKUpBxsHQrnRqvRs2V1FCamKrzqWZObo0OpVLBj4yX6PeWHQqEAIOFKFicPJRDY0rG4osV9kJSTVuQJfI1ey+qoPZiqjKlnXfzTQnqDns+PLcdMZcxTfiGVEGnt42/jzpwOo4osn3liFZnaHN5t8RSels5YGZvT3qURa6P2MjLgYSzVZgCsid5DpjZXOmBVkPLmR1S+O8nNgfizjNv7A62c6vNV21dkxJ5KUN78ZGlzUQBmt01z+/elQ6TmZdLYzrtyAq5FypubdE0WybkZhbY5lxrLrJOreLlhX1o4+GFmJNPf3m/lz082xkojTFTqgm0MBgNzwtYD0Mm1caXFXJuUNz+WajO6uDVl2+VjRKRdwc/aDYDwtMscSQznSb8ulR16jXc312zrovcD8LBMP1jhypsfzfXp1tdfPEBntyYF2526Fk1kehxP+ErbqQg29fzpMGtOkeUnZs9Em5lJi/+9i2Vdz2L31ebkcHL2LEydnPF8qH9Fh1or5VxLwtTeodCy5LOnubxtK64dO6NQKjG2ssKlTXui1q8lYMRI1Bb5o/1Fr1uDNiuTur2kA1ZFyMlMwtTittxcOc3lM1tx9c/Pjag65c1PfOQB9i4dh5NXK9o+9pXkrZJkJ+Vgdtu9hMTTyURtvYxnZ1cUSgWaLC0oQG1W+PZjxN+XyE3Nw6mxXWWGXGtk5SRhblq47VxNPs35y1vxc+2MQqGkc5PxZOcmF9omIfUcO0/Oom3Dl3F3aIHayKwywxZCCCFqHOmAJSrFez8cIiNbQ6sAJ1zszUhIyWHtzmguxKYzaVhzLMzUhbZfuzMaF3sz2gTKzfGK9vV7h8jK0NCklRMOLmYkJ+SwdW00ly6k88qk5phZqDGzUNPrUR/+XnaB/w3dTodeHmRnali3OJzcHB1PjmhU1YdRY713aD4ZmhxaOdXHxcyOhJxU1kbv40L6FSY1fwILdf4X3umhv5Or09DIzhOtXsu66P0cvxbJ521epM5tP1qI+8PexIqeHkFFls87txmg0Lo3mjzC4/9+xDNbP+MJvy7EZSfz69l/6OgaWOgGhbh/7iQ/Z1Iu8W/sUQAuZsSTrsnmu1PrAGhoW5fu7s0rPN7apLy5ic1M5NX/vkGBgj4ewfx96VCh7RvYetDQtm7FB1zLlDc/YckXGbb9Sx7ybIWvlRtKhYIT16JYG70PDwtHnq/fs1Ljrg3u5Lx2uxujXTWx9yl1O3H3ypuf/fFnGL/3R/p7tsHL0pkcXR6bY0M5nBjOE75dCLSXB1Aqwp1dtw1h79Uwhm77nKH1ewCw4NwWbIwteLWRdFK43+703KbT69l46QDNHfzwks70Fe5O8tPBJZBVUbvJ0GTT0TWQhJxUFp7/F1OVMcPkuqBCmNjZ49G9aN2eWzQPoNC6PW+OwdTZGRvfemgyM4hctYKMmEt0/m5uQacfcX/tfWscKhMTHJsHYWLvQFpEOBF/LkVlZkqz8RMKtmsy5g3+fe5xtg5/Br9HnyA7Lo6zC37FtX1H3Dp2rsIjqLn2LhmHSm2Co2cQJhYOpCWEE3FwKSq1Kc163cxNStwZYk//C0BG0kU0Oemc2vYdALZuDXFv2L1K4q/pypOfzORY/lv8KigUeDTuw6WTfxcqw9a1AbauDasi/Bpv07i9GJmocA1yxMzBhOTwNMKWRmBkqqLthGYApEals27Ydvwe8sTO1wqFUkH8iWucXxuNlYcFTZ+vX8VHUTOt3jsOI5UJ7o5BWJg4kJgWztGIpahVpoQ0y287dZ2Ci+xncn20Kzf7JtT3kGs2IYQQ4l5JByxRKR7q6MnyLRf4/Z8IUtJzsTBTE+hrx8TnmtG9tXuhbS/EpnEyIpkXHq6PUqmooohrjy4PefL38gus/z2CtJRczCzU+Afa8eLEZrTrfjM3Yz5oiW9DW/5ZfoHfvjoOQP0m9rz1RRuatJYfvivKQ56tWX5hF79HbCMlNxMLtSmBdl5MbPYo3d1bFGwXYOfJvHObWXdxHwoUNHPwYUHIBNq6SOe46iDQ3ov5IRP44tgKPj66BAsjUx7z6cSbTR+p6tAEcCo5mlknVxVaduPvwd4dpANWFYnJTCyYZnVq6KIi60cHDpAOWFXI1dyOXh4t2Xv1DKui9qDR63A3d+BZ/268FtAfOxO5kSdEceqYOxDs5M/m2FASclJRosDP2o1pLYfK6ErVhL+NO4u7vs3nx5czJ2w9ChS0c2nE/5o9jqu5PK1f1fZcDSMxJ43XpDNctfNDx9H8fPZvNlw8wK64k6iVKoKd6jOu8WB8r48mJ6qOXWBjIlf/yYXlS1CZmOIYFEzbz2Zg1zCgqkOrsdy79SB6w1rOLvgNTWbG9Q5zvQh8bTRWnjc7XNsHBBIydz7HZn7B0c8/xsjCAp/Bj9F03JtVGH3N5h7Qg+hjazm7+zc0uRmYWNjjEdCLwG6jsXK4mZvky6c4+e+sQvve+Nu7xWDpgFVBypOfzOQYNDnpAISum1qkjMCuo6UDVgXx6eHO+bXRHPvtLJoMDab2Jvj28iB4dCA2XvnTdVu4muPby4PYvVc5uyoKvUaPlbs5jZ/1J+i1AEztTMp4FXE3/N17cCp6LQfO/kaeJgNzE3vqe/SiY+Bo7K3kQR8hhBCisigMBoOhqoMQD67wVU9WdQjiOttOs4ssC00pOlWAqBpBtrNRqVTY2dmRnJyMTqcjZdS6qg5LALazHy6yTHJTfUh+qq/icgOSn+pC2k71Zjv7YbkuqKbk3Fa9ybmtepP8VF+Sm+qtuOuCUXEpVR2WuG62q22RZZKf6qHY3PyYUulxiOLNHmFbZJnkp3ooLjcAU+ReQrUwzTb/Ps+t1wZfvJZUxVGJGz5eUq+qQ6jWNoU/WPeMe9VbUtUhCCFqIJkYWwghhBBCCCGEEEIIIYQQQgghhBBCCCHuknTAEkIIIYQQQgghhBBCCCGEEEIIIYQQQoi7JB2whBBCCCGEEEIIIYQQQgghhBBCCCGEEOIuGVV1AEIIIYQQQgghhBBCCCGEEEIIIYR4MPWqt6SqQxBCiConI2AJcYs/t0biP2QpISPWVXUoQgghagn/pS/gv/QF9sefqepQhBBC1AJ/Rv6H/9IXCFn3VlWHIu7QNydX47/0BZ7Z+llVhyLEA2d//JmC624hhHgQrPsyhKXv+hMZ+mdVhyKEEEIIIYQoJxkBS9Qo3yw5ybfLThVZrjZSYmdlTH0vW/q282BwVx/URtL/sKoZDAZ2/R3DtnXRhJ9KJiUpF6VKgZ2DCfbOZjRoak/jYCeat3PBwkpd1eHWSgaDgWE7vmLP1TA8LBxZ33saFmrTUvcZs2cOf106hKOpNRv6TMfexKqSoq3ZJu7/hVVRu+94v9ZODVjc7X8VEJH45uRqvj21FgBTlTFb+n2Ci5ldsdvGZCbSdf1EABZ1nUgb54aVFmdtdGtuAGa2G0F/zzal7vPSzlnsuHK84O9t/T/Hw8KxwmIU+e7lJuinrV/gEZ+O9zEacavb29ENaqURdsYW1Lf1oK9HKwb7tEetlK+VlUlyU72VlB9jpRF2JlYE2nkx0Kstfeu2QqFQVEGE4obUvMz/s3fX0VFcbQCHf2tJNu5CnJBAggd3d4cq9UKFAm2p0FKhLl+NFlqoCzUoTpDibhGCBpIQd3dd+/5YWJJG0YTkPudwTti5M3Nn3p2ZuzPv3MuAzS9QoVEBsGv8R3hZODVxrQSNVsuO5FD2pZ7mVE4sORWFlGsqsVCY4m3hRE8HPyZ79MXP2q2pq9qqnVu+lPMrlgFw79noJq6NAPr7N8k7/yVhWxB5F85TkZuDRCrD2M4OpYMjtp264NCjJ059+qEwF/dpbiedTkfy+X9JOB1EXup5Kkoux8bMDqWFI7ZuXXDw6olT234oTERsbqfVb/he97y9p3+Md+CMm1gb4UaFLD1H6DL9s6E50fc2cW1atvziJH7aMYlKdQm9/B5jZPfX6ixbXJbJD/9OoLwyny7edzGh90e3saaCIAiCcPuJu7FCi2VvfTVJpKRMRWZeOZl56Rw+lc6qnTH88tZQrMyNmrCGrVtxYSXvzDnMmeAsw2cyuQRjpYLMtFLSkko4H5bN+l+iePHj3oye4d2EtW29JBIJH/d+nAn/vklySTYfnVrN+70eqbN8UMJxtieFAvBBr0dF8tVNZKFQYm9i2aiy5RoVxaoyAIxlInnxdijXVLLs3OZ6jw+h6ayLO1xvAlZGWR6H08/dxhoJV9R1XitVV1Cqrqi3jIlMtONul6oxKFGVk1leQGZ6AYfTz7MqZj+/DH0RKyOzJqxh6yVi07xVjU+RqoyMsjwyyvLYm3qK9fFH+GbAPNFWa0KbE44bkq8A1sYd4qUudzVhjYTw7BheCf6RuKIMw2cKqQwzuQn5lcWEZRcRln2J7y5sY7RbD5b0fQojmbi1KQiVhYUcfm4OWaHBhs8kcjkKEyWl6WmUJCeRHR5G1O+/0Pu9j/GeKpJGbpfKskIO/zmHrPgqsZHKUSiUlBakUZKXRHZiGFFHfxEJPU3AxLz2l67UlaWoK0vrLSNr4AVVQWjJrM3dGdZ1ITvC3iI0+jfau43C3aFXrWW3hbxGeWU+Vqau9SZqCYIgCEJLIe5SCC3WsZ+nVPt/alYJy9dGsHpXLGdj8njvp5N89lzfJqqd8OnLJzgTnIVUJmHao35MuM8HFw9zpFIJGrWWhEuFhB5MY19QYlNXtdVzMbXlze4zWRj8E6tjDzDKrTtDXLrUKJdZls+7J/8E4C7vgQxv0+0217RlezNwJm8GzmywXIVGxcy9H3MmNw5TuTGvdL3nNtROAH2Sz6wOY/C2cG7qqgiX2RibU6FRcTQjgrTSXFxMbWsttzH+KBqdFjcze5JLsm9zLVu3Y1O+rPXzqj3I1FVGuH3+G4PUkhyWRwSxOvYgZ/Piee/kX3zW94mmqVwrJ2LTvFWNj1anJaYwjQ/CV3Ek4zwH0s6y5OwGXu0m2mpNZU3sIQAe8h3B79F72BB3hAWdpiOTit6ym8KelFM8e3Q5lVo1NkbmzOowhjFuPQ29kmm0WiLyE9iRHMafl/axMzmMck2lSMASBODE6y+TFRqMRCbD78FH8bn7PszdPZBIpWjVagpjLpF25CCJ24Kauqqtzol1L5MVH4xEKsOv36P49LoPc9vLsdGoKcy6RFr0QRJPi9g0hSmvHqv183N7lnJ+37J6ywhCaxfYbiaRyTuJzzjClhOvMGvsFozkptXKnIpZTUzaAUDC+N4fYawQL2sLgiAILZ+4SyG0Gm0czHh/Ti8S04s5djaTbUeSeOfJHpgpxRvHt1tKfBHH96YC8OiCztz7lH+16TK5lLYdrGnbwZp7nvSnolzdFNUUqpjmPYBdKeHsSjnJ6yG/snXsezV6U3g95FfyK0twM7Pn9e73N1FNhcWhKzmTGwfAx71n0V4MzXHLuZjaYqUw5WJBMp+fWcfXA+Y2dZWEy0xlxgx16cqG+COsjzvC3I6Tai23Lu4wANO9BrD0/KbbWUVBuCO1MbPj/V6PklicxbHMC2xLCuGdHg81OEyxcOuJ2DRfUokUXytXvhv0LBP+fZOE4kxWxeznpS4zkEtlTV29Vud8bgIX8hOxVJjyStd72Jd6muSSbPannWGEa7emrl6rE1+UwUsnfqBSq6adZRt+HvJCjcR5mVRKZ1tvOtt6M7v9WBaF/NJEtRWE5qUoIZ7U/XsB6DxvAf6zn6o2XSqXY92+A9btO+D/+JOoy8ubopqtUlF2PKkXL8dmxAL8h/wnNjI51s4dsHbugP+gJ1GrRGwEQbizTOj9ET/+O578kiT2nvofY3u+Y5iWX5LMnlP64QYD2z2Al1O/pqqmcBs9c+m+pq7CNVneblVTV0EQhBZIJGAJrc6g7i4cO5uJSq0lPq2Yjm1t6ix7+FQ6vwRFcjYmj9JyNe5OZkwc6MHsKR0wNhI3ya9XzIV8w9/9Rrg2WN7YpPqp6uGhQWSklPLix70ZNNaNf364yNFdKWSklFBWoua3fRNxdhNDrdxs7/V8mLDsaDLK8nk77A+W9Lt642hN7EH2p51Bgn7IQnOFsglr2nr9FrWL9fFHAJjjP4Fx7j2rTV944ic2xB9hmtcA/tf7cdbEHmJ9/GFiCtPIryzh496PM8N7YFNU/Y4mRcKLXe7iiUNfsiM5jNM5sXS1a3tdy8oqK2B5RBD7086QWZaPpZEp/RwDmNtxEj6WLje55q3DDO+B+gSs+NoTsEKzoogrysDdzIFeDn71LqtCo+KvS/vYnhRCTGEa5ZpK7E2s6O3gx2PtxxBg43GrNkOoRV5FMX9c2sv+1NMkFGdSpq7AwcQKLwtnRrkFMtmjDxZGpg0vSLhug1w6cSzzAiqtmvjiDDraeALVrzef9JlV67zr4g7zavDPuJrasX/Sp7ez2q1CXbGpzbnceL6/uI3QrGjyK0twUlozyjWQuR0nieELbwFjmYJx7r349sJWStTlxBam4VclYf5A2hl+jtzJ2dw4NDotHmYOTPLsx2PtRzVhrVueNXEHARjv0RtjmYJpXv1Zdn4z6+IONZiAtTslnN+idnE+L6FGjFZEbGHZ+c30dmjPn8NfuQ1b0jIsObueYlUZxjIFywfOq7PX0iusjc1ZMXA+Op2u2ucxhWl8cz6IY5kRFFaW4qi0ZphLV57pOPFWVl+oIjPkBPsefxCAe89GU5SYwIUfVpB+7AgVuTkY29jiMmgIHefMx9RJ9Bx8M+RfvGD423X4iAbLy02qJ2UHjRlKaWoKvd/7GI8Jk4j+4zfit2ymOCkBqUyGTUAnOjz2BC4DB9/0urd0+elVYuPfiNjUkzCvqijmwoFvSY7YSWl+KjIjUxw8e+A/+Cns3LvdjOoK16i8JIfoo7+RGrWfktwkNJpKlBaOOHr3pf2Ax7Fy8m3qKgrCLWdp6sLIbq+zNWQR4TF/095tFN7OA9HpdGw98QqV6hJszD0Z3nVhrfPnlyQTEvkr8RlHKChNRafTYmnahrbOA+ndfhZWZm1u8xYJgiAIwo0TCVhCq1P1Bp1Wq6uz3J/bo3nnx5PodGBppkCj0XIpqZAv/z7HzuPJrHxnGFbmRrejyi1aVnopHu0sr2vewvwK5k3bRXJcEQqFFGOlSIq7lexMLHm/5yM8c+RrtiSeYLRbIOPce5FSks2Hp1YD8IjfSPo4dmjimrZOJzIj+fjUPwAMcenC852n1VNax/yjy9mRHIZUIsFCYYpUIrk9FW2hhrbpQm+H9gRnRfLZmbX8Pqz2Gwv1SSrOYsGx78gqL8BEZoRCKiO7vJCgxOPsTAlj+YB5DHbpfAtq37L1dvDDw9yRxOJMgjMj6e3Yvtp0Q+9X3gOQ1HMcpJfmMevgF0QVpACgkMowkRmRWprDxoRjbE48zuvd7udhv5G3bmMEg0Pp51hw7DsKKksAkEtkWCiUZJbnk1Kaw5GM8ziaWDHKLbCJa9qyVX3urdVpm64iQg2Njc3mhOO8GvwTKq0GC4USjU5Dckk2v0Tt5HD6edaMfF30nnULOCuvvgRUrL7a20XV4VcBLBWmXCpM49Mza9ifdpoe9uJB3s1QoVERlHACgGle/QGY6tWfr88HsS/1DNnlBdibWNU678enVvNT5A7D//8bo54iRtcsu7yAf5NDAZjs0feahvOu2nY7mHaWOYeXUanV96BtJjcmq7yA3y/tYUdyKAs6T7+5FRcalBF8nMPzn0ZdWoLczAydTkdZZgax6/4h7dABRv61ViRh3WSl6elYtm13XfOqS0vZ++hMcs+cRipXIDUyQlVcTGbwcTJDTtDrnQ9oO+3um1zj1qO0MB1Lx+uLTWVZIbtWzKAoOxapTIFMbkxlaR4pF3aTenEvPae+T9seIja3U/qlIxxd9Syq8kIApDIFUpmCkrxk4vLWknB6Ez2nfoB39/ruzQlCy9Cl7V1cTN5BTNp+tl8Bq2wAAQAASURBVIW8xuyxWzkdu5bErGAkEikTe/8Phbzmy9rn4jexLeQ1NNpKAGRSIyQSKblFseQWxXImbh3TBiyjrfOg271JgiAIgnBDRAKW0OocPpUOgEQCbk61v9GdW1jBB7+cYmw/dxY92g0Xe1PKK9Ss3x/PBz+HExGXz6Jvgln+iugp5nr4dbZFItE/GPrh41M4LRuAm/e1j//9x7LzKE3lvLV8AL2HtkGukJKVVoqFtUiMu1VGuQUyzWsAG+KP8Fbo7/Sw92VR8C8Uq8rwsXThpS53NXUVW6XUkhyePboctU6Dt4UTS/o+iVQirbP8zuQwKjRqXu16D/f4DMFCoaREVU6JWnR3fyNe6nIX9+z5gOOZFzmYdvaak6U+PLUKC4Upvwx5kQFOAUgkEk7nxPJ6yK9EFiTz3LFv2Tb2vQZ7BBCqk0gkTPcawJfnNrA27nC1BKxSdQXbk0KQSiTM8B5IYnFmrcvQaLXMO/INUQUpWCiUvBX4IOPce2Ekk5NYnMn74X+zL/U074f/jaeFI0NcutyuzWuVzuclMOfwMio0KnwtXXml2930dwpAIZWj0Wq5kJ/IlsQTImnkNjicfg4ACRLczByauDZCVY2JTW5FEYuCf2aa1wDmdZyMi6ktZeoK1sUd5sNTq4guTOGHi9sbSOoWrkdyabbh7yu9jO1JCTckX41z78mibvfhYmpLubqSdXGH+eDUKiLzk5ukvi3Nv0mhFKpK8TR3JNBe/zDcw9yRHg6+hGZFsSH+KE90GFdjvi2JJwzJV5M8+rKw6904m9pQoVGxMf4o74X/ZUjUFhrveOZFtJezRq83cTqtNJfnjn1LpVZNBys33u/1KF3t2qLVaTmcfp7XQ37lo8svDQm3z9EF83Ds3ZeuC17Gsq0PGlUlKXt2E/L2a5RlZnDmq8/p+6HoBfNG2XbqzJWbbKc++5gBXyzDwsv7mpdz7puvkJmYMPCrFbgMGoJUoaAwLpbgN14h58wpwj/+ALeRYzGyuPb7d62VrWuV2Gz/mAH3L8PC/tpjc37fMiQSKf3vW4qr/yikMjmFmZcI3fwWWfHBhG5ajLVLALZtOt6CrRD+Kz89ksN/Po1GVU7bnvfSvv+jmNt7I5XKKMlP5eKh77l04k9CNryGlWM7/fdAEFq48b0+4Id/x1NYmsbGYwtIzNS/7NDb7zHcHHrUKB+XfpgtwQuRIKVvhyfo3m4mVqb6kVJyi+I4eO5LLiZtZ+PRZ5k1ZqvoCUsQBEG4o9T9dFYQWpjUrBLeWBHCsbP6h6vDe7bBxsK41rJlFRq6t7fjyxf64WKvH7rGxFjOzDHtePsJfYNx14kUzkTn3J7KtzDObmaMvUc/PFdcZAGzx2xj7pQdfP12GDvWxBIflV9jKIHaVJRreO+HwfQf5YZcoT+dObiYYqIUuaW30pvd78fF1Ja8ymJm7HqPY5kXkEtkfNpnNsYyRVNXr9UpV1fyzJGvya0owkxuwvKB8xsccqtEXcGibvcyq8NYLC4PF2mmMMFRaX0batxydbf3YZSr/qHRZ2fWNeo8VlW5RsVPQxYw0Lmj4W3+rnZt+W3oS1gbmVGsKuO7C1tver1bg+neA5BKJOxIDqVEdTXRcFtiMCXqCvo5BtSb2PZvciinc2MB+Kr/HKZ49cNIpr/WeJg7snzAPLratkWHjk9Or7m1GyPw/sm/qNCo8DJ3YvWIRQxx6YJCqo+HTCqlk60Xr3a7l/5OAU1c05YrtSSHN0J+5VimfliV4W26YmNs3sS1EuDaYlOmqWSCRx8+6PWo4RyolBvzoO8IHmqnHyZnS+KJ21PxVqRIVUZQwnEArI3M8LZwAvRtB4DeDu35st/ThpiYyI14wHc4b3afSaGqtGkq3cKsjTsE6Hu9qmqap/7/a2MP15hHp9Px5dkNAAxw6sjnfZ/A2VTfk5mxTMG9PkN4p8dDhp4ZhcaLrpK0dr3DOX8bsZViVRk2Rub8OvQlw3DgUomUwS6d+WnwAso0FTelvkLjWXfwZ+BXy7Fs6wOATGGEx9jxdJ7/AgDJu/5Fq1Y3ZRVbBDNXN9pOvweAguhItk0ew457phD2/tvEblhDfnRUo36bqsvLGPrDb7gOH4lUob+3Y+ndloHLvkVmbIy6tITUA3tv6ba0NGY2brTtcTk2GZFs+2oMO76ZQljQ28SGrSE/o3GxUZUX0f++pbh3Gof08u9QS8d2DH7kJ8ztvNBp1ZzbveSWbotwVfi2D9CoyvEf/DS9pr6PpWM7pFL9qAxm1m3oMeltfPs9jE6rJmL/8iaurSDcHuZKR0YHLgYgNu0Aak059pbtGNx5QY2yOp2WHWHvoNNpGd3jLYZ1XYi1mRsSiQSJRIKdZVum9V+Kb5sRVKiKCY78+XZvjiAIgiDcEJGlILRY/R7fZPi7pExFWYXG8P+2rha8/WTNzPuqnrkrAKm05lBEM4Z7s3T1OdJzyth6OJEuvnY3r9KtyPy3e2Bjb8L6X6IoL1VzKSKfSxH5hunWdsYMn+zJPU/6Y2Nfew8WPQc5066jTa3ThFvHwsiUj3s/zqP7Pye9LA+ApwMm0Nn22t/iE27cG6G/cT4vAQkSPu/7BO0sG34jyMrIjPt8ht76yrVCL3aZwd7UU1zITyQo8QSTPfs2et5x7j1rjZ+diSX3+wxlxYWtbEsM4e0eD93MKrcKLqa29HcK4HD6ebYlhXB3W3335evijwBwV9v6e7TcmhgMQHc7HwY5d6oxXS6VMb/TZGYf/JKoghQi85Npb+12k7dCAIgvyiA0OxqAF7rMaDDhVLg5+m163vB3iaqcMk2l4f9tLVzEeakJ3Whs5gZMrPXzEa7d+TlqJwnFmZSpK1DKa39xRWi8wspSzuXF8+npNWSU5QPwsN8opBIpF/OTuFSYCsAzARNr7cn0Xp/BfBMRRMbl9rdwfRKLMzmRGYkESY0ErHEevXgv/C9ii9I4mX3J0DsWQER+IgmXe8qcEzCh1mGLp3sNYOm5TaSWihe1rkV+xdWkNWuja0/m1el0bEvSt9XuazcUOxPLGmX8rN0Y49ZTJJXeZv6zn0YirXk+cx0+kvCP30NTXk5xYvx1D5knXNXjjbcxsbcnauUvqMtKyb8QQf6FCMN0Y1s7PCdMxv/xJzGxt691Ge6jxhqS5aoysbXDrmt3MoOPUxAVecu2oaXqMeltTMztiTr6C+rKUvLTIshPqxIbMzs8u07Gf/CTmJjXHht7jx44+fSv8blcYUKHgbMJ3fQG6dGHqCwvwshE9FB2K5XkJZMZewyJVE77gbPqLOfVbRrRx1aSEXMUrVZjSNAShJasg/s49pz6iJJyfW+/I7q/hlxW83dkYlYIecXxKI1t6Nb2njqX18lrKtGpe4hLP3TL6iwIgiAIt4JIwBJarOz82ofSmjbUi/ee7omxUd0/fOQyCT0Dah+qQyqV0KeTI5sOJHA2Rtz8vl4yuZRHnu/MXbPac3xvKmeCs4g6k0tSTCEqlZb8nArW/xLFno0JvPvDIDp0rZno1rFH7TcmhFuvv1MAI127sSslHFtjC+YGTGrqKrVKv0TuZFPCMQDmd5zMCNfujZqvs62Xofce4ebysXRhhvdA/ok9yJdnNzDOvaehZ56G9HX0r3uakz8rLmwlr7KYpOIs3M3FUF/Xaob3QA6nn2dd3CHubjuIhKIMQrOisDIyM/RcVpdzefEA9fao1NfRH5lEikan5WxunEjAukVOZl8CQCaRMuQah/kUrl92eWGtn0/z6s97PR8RPWA2oRuJjbWRGZ6Xe1/6L6cqvWIWVJaKBKzr5Lv68TqnTfHsxzP++gS4s7nxAMglMno6+NVaXiqR0sexPZsv954lXJ91cYfRoaOXgx9uZtV/T1oolIx07c6WxBOsiT1YPQErLwEAhVRGd7vak0UkEgm9HfzYeLl9LtweSSVZ5F/ueaxfPe3pfo7+IgHrNrPr0rXWz5UOjoa/KwoKbld1WjSpXE7nec/T/pFZpO7fS1ZYMLnnzlAYG4NWpaIiN4eo338hYctGBn3zA3ada8bGtpbPrrgSs8pCEa9rJZXJ6TzyedoPnEXqxb1kxQWTm3KGwqwYtBoVFSU5RB39hYRTGxn08A/YudWMg2Pbul/scro8TafTkpd63vB/4dbISgjT/6HT8u/SmsMVX6HT6l8EV1eWUlmaj4m5eIFbaPmORqwwJF8BnI5dQ1vnQTXKJWfrj6MKVTHLNg+oc3karQqAgtLUm1xTQRAEQbi1xNPXJrRnzx6++uqrBsv98ccfWFrWfIOvIWq1mi1btnDgwAFSU/WNFFdXV4YMGcKECROQy1t2+KPX3wvo34bMyitnT0gKn/1xhg374/HzsGL21A51zmtjYYyxou4ELSdb/ZBdOQW1J3kJjWdmYcSIKV6MmOIFQGWFhnOhWWxaGc3xvakU5FXw3rwj/LJ7AkbG1WNibVd7z1jC7WGu0Pc6opQZIRdvct12xzIu8L/T/wAwyrU78zpObvS8dsbXfk0RGm9+xylsTjhOUkkWf1/az8N+Ixs1n7Oy7h79nKpMy6koFAlY12GUayBWRmaEZV8iviiD9XH64YUmevRuMHkk53KCg1M9MTKWKbAxNie7vJCciqKbV3Ghmqxy/UMfG2NzTEVCyG0Tfa++y3+dTkdWeQF7Uk7x2Zm1bIg/ip+VG7M7jG3iGrZeNxIbM3ndbWlZlbadWqeps5xQP/sqPfEYSfXXiQBrDyZ79qWv09VEkdwK/XXGxti83mtSfW0FoWFanZb1cfreL6d51exJBPS9WG1JPMH2pBDe6D4TM4X+OMm9fG23NjKv90UGJ1MRo2tlbWxm+Du/srje9lZtcsqvtruc6hlS3VnE5rZTmNXeo5m0yv1InRiC8KYysrDAa9IUvCZNAUBTUUHWyVCi/1pJ6v69VOTlcWTBPCZs3Y3MuHpbWmFmVtsiAZDI9O0CrUp16yrfwhmZWODVbQpe3S7HRlVBVkIo0cdXknpxLxWleRz5ax4TFuxGpqgeG6Vl7Qnz+mnOhr8rSkQPjLdaeZG+N0ydTkt5cXYDpfU0qrJbWSVBaBbSc89zNGIFAD4uQ4hJO8DFpO1cSNqOv3v1ZMXiMv1xpNWqqiVs1UWtEc/gBEEQhDtLy87AuUNIpdJ6E6xq69q+IWVlZbz55ptERUUBYGRkBMClS5e4dOkSR44c4d1338XEpOUnsEgkEhxtldw/ph1tXS156K19fPL7aTr62NCvc90/YIWmYWQsI3CAM4EDnPls4Ql2bYgnO72M0INp9B9VvTeR2oaIFITWILkkm+eOrkCj09LOsg2f9Jl9TdeK2oa1EW4eZ1MbHvIdwQ8Xt7M8YgszvOsf3k64PYxlCiZ69ObPS/v4J/YgQZd7EBHxubNIENf+piSRSHBUWnN/u6G0tXTmoX2f8snpNXS08aSfU929jgi3nohN83RsypdNXQWhikPp5wxDqL8W8iuvhfxaZ9kSdUW1YYuvEFehm8/XytXwd0Re4jUnYAmCUDeZsTHO/Qbg3G8AJ15fSPzmDZRlpJN2+CBuI0Y1dfVaNZnCGOd2A3BuN4AT6xYSH76BssJ00qIP4hYgYtNc6bRaAEzM7ZnyqujxUhAA1JoKtgQvRKtT08a2K3cN/I6gEy8RkbiFnWFv4+nQG1OTq73A6S6/4NPGtiuPjFrbVNUWBEEQhFtGPIFtBuzt7Vm5cmWd/ywsrn3s9uXLlxMVFYWZmRmLFi1izZo1rFmzhkWLFmFmZsbFixdZsWLFLdia5q1PJ0emDvFCp4N3fzyJRqOttVxeUQWVqrrf9M7I1b+5YmfV8hPYmtK4+3wMfyfFit5EBAGgTF3BnMPLyKssxlJhyrcD52OuUDZ1tYT/eMp/PFZGZuRUFPJz5I5GzXPlgWBtMqpMEz2YXb8ryVa/Ru0ivSwPPytXOtt6Nzif3eUeTNLLcussU6FRkV+hH/7Gzvja225C4zhcjkVeRTGl6oomrk3r1sexA1O9+qFDx7sn/0Sjvdqull9O9K3U1N1LQpF4E/yWqS82QvNka3z13Fapqbs3mIyy/NtUo5ZpTeyhayq/tkp528vX9rzKBmJUWnd7TqhdX8cOSC+/TLIr+eQ1z29ncrXdVd8xklFPW1sQWgOfu+8z/F0UH9uENRH+y6dXldhk14xNWWFGnfOWFaYb/jY2E8Pc3WomFvrhiytK81BXljZxbQSheTh0bilZBVHIZcZM7PMJUqmMUYGLMTOxp7Qilx1hb1crb2ai79VfDC0oCIIgtFQiAasFiouL4+DBgwDMnz+ffv36IZFIkEgk9OvXj3nz5gGwf/9+EhISmrKqTWLuPR2RSSVcSipk/f74WsuoNTpCL9Te/alOpyP4fBYAnX3Em5m3ktL0aid9CiNxuhIEgEUhv3AxPwmpRMKSfk/haSF68muOrIzMeLLDeAB+itxBbnnDSaQnMi/WOe345WnWRmZi+MEb0NnWm/ZWbqi0+gend3kPamAOvU42XoB+6M+6nMi8aBimq0sjkrqE6xNo3w4AjU7LgbSzTVwbYW7HycgkUi4VprI+/ojhc0sj/RA2aaV1Jy2ezhEP/m6lumIjNE+dbb0A/XCPodlRtZbR6rT1thWE+uWUF7I39RQAy/o/w6npy+v8t27kmwCczLlEbGEaAAE2ngCotBrCcy7Vug6dTkdIVu3xE+pmb2LFGLceAAQlniCuKL2BOa7S6XS4mzlgffm6czyz7rbasQxx/Aitm1xpavhbenmkBKF5kBtViY28Zmwy407UOW/G5WkSiRQbl4CbXzmhGnsP/fVKp9WQFnWgiWsjCE0vJTucE5E/ATCk84vYWbYFwNTYhrE93wPgYvK/XEjcZpjHzT4QgJLyLNJyxX0d4c4xdOhQJBIJb7/99m1bZ3x8vOH5fnx8/G1bryAIN0ZkNLRABw4cQKfT4eLiQr9+/WpM79+/Py4uLuh0Og4caH0/FDydzRk/wB2A5WsiUKlrfyN8xdoItFpdjc/X74snLVv/hsv4gR63rqItWHpSMclxDScj7NoQZ/jbt6NIdhOEHy5uZ2tiMAAvdJ7OYJfOTVwjoT4P+47AWWlDibqcbyKCGiy/PSnE8JCvqtyKIlbF7AdgvHvvm13NVuflrncxq/0YZrUfw2TPvo2aZ6KHfr+H58RwKP1cjelqrYavz28GwM/KFT9rtxplhJvD08KJXg5+AHxxZp3oRamJeZo7Gs5LyyOCDMmN/tb6tvbZvLhak7AuFaayMzns9lW0FaorNkLz1MHaHR9LFwBWRGxBq6v5G3Vt7OF6e8sU6rcp4RgqrQYLhZLhbbphpjCp818XO2/aWujjsSZO3wtWgLUHnuaOAHx3YRs6Xc17BZsSjpFSmnP7NqoFWdB5OmZyY8o1lcw9/A3pDfQkVlBZwtwj31CkKkMikTDOvRcAf8fsJ7ei5r2G6IIU/k0OvSV1F4SmVpycRFF8XIPl4jZvMPxt49/xVlZJuKw4N4mi7EbEJrxKbFxqxiY7IZTM2JpJWBpVBZFH9IkPzr6DMFKK3rJvNQt7Lxy9+wBwdvcSKht42a6iNP821EoQmoZKXc6W4FfQ6TS4O/Skl98j1ab7uY6ko+dkAHacfJuScn072dOxLzbm+pcbdod/iEZTWe96yiryb37lBUEQBOEWEglYLdCZM2cA6N69O5LL3bhXJZFI6N69e7Wyrc3T0/2RSCA5s4Q1e2q+fa80lhF2MZsXlhwzJFtVVGpYtTOGt77XPywa2duVrr6ia+frER9dyBNjt/Pm7IPs2hBHenKJYZpapeXS+Tw+e+UE63/Wvz3cvostHXuKHl+E1u1Q+jk+P7MOgPHuvXjKf0IT10hoiInciGc7TQEw9LhQH2OZglkHl3Ak/bzhod6ZnDge2f8ZeRXFmMlNeMp//K2scqswxKULr3a7l1e73WsYWrAhY9x60tVW/xbfc0dXsDnhuCGZIak4i3lHviE8JwaAhV3vvjUVFwze6D4TY5mC+OIM7tvzIQfTzhriodFqOZMTx5uhKzmSfr6Ja9o6PO0/HgkSkkuyDcN7DW/TFTO5MSqthmePrjAkl6q0ananhPPo/s8wlRs3ZbVbhdpiIzRfL3SeDuh7vXzh2PeG5MUKjYq/Lu3jnZN/YKkwrW8RQj2uHAMjXbtjJJM3UBrGufcEYGP8UdRaDRKJhGc7TQX07fKFJ340DGlXoVGxJvYgb4auxOpyT0zCtfG2cObTPk+gkMqJLkxh8s63+O7CNhKKrg67pdFqOZ+XwJdnNzB8yyvVEnmf9p+AmdyEvIpiHt3/OWdz9QkPOp2OQ+nnmH3wS5Qy0eOP0DIVxkSzfcpYDj4zm7jNGyhJSTZM06pU5F04z4k3XiFq5c8A2HbugkNgz6aqbqtSmBnN9q/GcnDlbOLCN1CSVyU2GhV5qec5se4Voo5cjo1bFxw8a8ZGYWLBkb/nkXRuO9rLw+AWZsVw8PcnKMqKRSKV0WnEc7dnowS6T1yM3MiMouw4dn93FykXdqNRVRimlxamEx++kX0/P8yZHZ82YU0F4dY6cPZzcoviUMhNmdD7YySSmo+bR3V/E3MTR8oq8tgR9hYAUqmcsT3fRSqRk5wdyh97ZxKfcRSNVmWYL684kZOX/uKXndM5eenP27ZNgiAIgnAzNHzXSbjlCgoKeP7550lJSQHAzs6OTp06MXHiRLy8vK5pWTqdjuRk/Y85T0/POst5eOh7bkpKSrq+St/h/DytGdHLld3BKaxYG8GM4d4YK2SG6baWxsye2oF3fzzJ1iNJWJkbUVquNvSW1cHLmg/n9mqq6t/x5AoJWq2O4ANpBB/QP5BTKKSYmMkpLqik6svE7Tra8NbygUilNZMJBaE1ef/kX2gu94ZwNCOCfpueb/S8x6Z8eWsqJTRoutdAfry4g9iimj1b/ddr3e7ji7PrefTA5yhlRkglEkrU+pt4RlI5S/o9RRszkfjbFGRSKV8PmMvjB74gujCFF49/z6vBP6OUGVGo0idqSyUSXut2H0NcujRxbVu+ABsPVgycz3NHVxBVkMKsg0tQSGWYy5UUq8tQafVDQQ527tTENW0d/KzdGOHajd0p4ayI2MIM74FYGJnyevf7eT3kN07lxDBm++uYyU2o1KpRadV0s/Nhimdf3jkpbqTeSrXFxlimaOpqCXUY7daDOQETWRGxha1JwWxNCsbKyIwSVTlqnYaeDn70tPfl2wtbm7qqd5zw7BguFaYCMNa9cUkH49x78U1EENnlhexPO8NI1+5M9uzL2dw4fo3axcaEY2xKOI6lkSml6nJUWg39HP3pateWby9sFcfadRjlFsjvQ1/mleCfSCjO5LMza/nszFoUUjlmcmMKVaVoL98skCBhokcflJeH6mpjZseSfk8x78g3XMhPZPqu9zCTm6DRaSnXVOJoYsWibveyKOSXptxEQbglJHIFOq2WtEMHSDukH+lAqlAgNzWjsrCAqjfZbPw7MvDL5Uik4p3s20EiU6DTaUmLOmAYrk4qUyA3MqOy/D+xadORgTNrj03HYfOJCVnF0VXPIpUbIZMbo7rS85JEQo9J72DrKnpIv12snfwY/MhPHP17PkVZsRz+cw4SqQyFiSUaVRkaVbmhrHkP9yasqSDcOomZwYRE/QbAsC4LDT1a/ZfS2JqxPd9l7eGniUzeQUTiVgI8JuDl1J9p/ZcSdOJlUnNP8/f+R5BKFRjLzalUl6DRXu0Vy89t5G3ZJkEQBEG4WUQCVjNQUVFBXFwcZmZmlJeXk5qaSmpqKrt37+aRRx5h2rRpjV5WWVkZ5eX6Rr6trW2d5a5MKysro6ysDKVSeWMbcQeaM8Of3cEppOeUsWpnDI9M8Ks2/cFxvni5WPBLUCRnL+UikUBbVwsmDfJk9pT2mBiLw+d69Rzkws+7xxOyP41zYdkkRBWQnV5KSaEKY6UcO0cTfAJsGDDajcHj3EXylSCgf7P+ivzKknpKCs2JTCrlxS7TmXvkmwbLups7sGn02yyPCGJf6mkyywuwM7akn5M/cztOop1lm9tQY6EuzqY2bBi9mL8u7WNbUggxhamUaSpxMbWlj0N7Hms/hgAbMTTx7TLIuRO7xn/Eb9G7OZB6hsSSLEo1FTgpbfC2cGa0WyB9nfybupqtxhz/iexOCSe9LI9VMft5xG8Ud7cdjKPSmp8u7uBsXjxqrQZvCycme/bjMb/RBCUeb+pqtwq1xUZovl7oPJ3udj78ErmTs3nxVGpU+Fi6MMmzL4+3H82KiC1NXcU70trLwwhaKJQMdGpccm57azd8LF2IKUxjTewhRrrqexF/vfv99HLwY2X0Hs7nJehjZOHCFK/+POo3io9OrQYQvZVdpx4OvuwY9yHbk0PYl3qa0zmx5FQUUaIux8rIDB8LF3o5tmeqZz/aXh6284phbbqycfRbfBMRxPGMixSpSnFUWjPMpSvPdJxITC1DfQtCS+AyYBDjt+4m7dB+sk+GUXApitKMdFRFhchNlJg4OmLTIQC3kaNxHz1OJF/dRi6+gxi/YDdpUfvJTgijICOK0sJ0VOWFyBVKTCwcsXEJwK3jaNw71h0bI6Ulo55ey4WD35F0fgdlBWkYKa2x9wzEf/DT2Ht0v81bJjh49mD8gp3EhKwm9eIeCjIvoSovRCY3wdLBB5s2nXDxG4yrv0gcEVqeSnUpW4NfBXR4OfUnsN3Mesv7uo6gk+dUziVsZOfJd/B07IuZiR1+bqN42n4PJy/9SUzaAfKKEyhXFWIkV2Jn2RYX2y60cxmKj8uQ27NhgiAIgnCTSHS6qn3NCLdTeHg4Fy9epH///rRp0waFQoFarSYiIoKVK1cSFaUffu3FF19kyJDGNTJycnJ47LHHAHj33Xfp1q1bnet+6y19l5+//vprvcla9bm04b7rmk+4+awHfV3js5P585qgJkJtAq2/RiaTYWNjQ15eHhqNhvx5QU1dLQGw/npSjc9EbJoPEZ/mq7bYgIhPcyGOnebN+utJol3QTIlzW/Mmzm3Nm4gP3Lv7Q07mXOK5TlOZ13FyU1fHQMSmeautXTAvPb+pqyVc9rWzdY3PRHyah1pj813+ba+HULuvn7Ku8ZmIT/NQW2wAFotnCc3Cu9b65zxV2wafzslp4loJV3y4ql1TV6FZe+bSnfXMeHm7VY0uO3ToUA4cOMBbb73F4sWLWb58OT///DORkZEoFAp69erFa6+9xrBhw2rMe/bsWf755x8OHjxIQkIC6enpKJVK/P39ufvuu5kzZw4mJiY15ouPj8fb2xuAuLi4WkfNSkxM5NNPP2XHjh0kJSWhUCjw8/Pj7rvvZv78+Zia1v1yUHBwMB988AFHjhyhtLQULy8v7rvvPhYuXMjHH3/MO++8w5AhQ9i/f3+t80dHR/PFF1+wZ88ekpOTkclk+Pj4MG3aNJ5//nmsrKxu6n4UhDuF6MKnCXXv3p3u3au/oSKXy+nSpQsfffQRr732GpGRkfz2228MGjQIqXhDSRAEQRAEQRAEQRAEodk5kRnJyZxLAAx2FkNBCYIgCIIgCIIgtDRqtZrJkyezdetWFAoFxsbGFBQUsHv3bvbt28e6deuYMmVKtXkmTZpEQkICAKamppiampKXl8exY8c4duwYf/31F3v37sXCwuKa6rJr1y6mT59OcXExABYWFlRWVhIWFkZYWBi//vorO3fuxN295pC4f/31Fw8//DAajQYAKysrYmJieOutt9i+fXuDCVA//fQTc+bMQaVSGbaroqKC06dPc/r0aX777Td27dqFj4/PTduPgnCnEAlYzZRCoeDBBx/kzTffJDs7m9jYWNq1azizuupQghUVFXWWqzqtvuEH//jjD/766686py99wrLBOgm3h42NTc0P8297NYQ62NjYIJHoh1K0srJCp9OJ8DQTtR07+be/GkIdRHyar1qvO4j4NBfi2GneRLug+RLntuZNnNuat9YQn7fDfqezrTeDnTtjb2KJRCKhsLKUrYnBfHpmDQD9HP3pYufdxDWtrjXE5k5WW7sA0cNSs1Fr20DEp1movd2Wf7urIdRBxKf5qus3jwhP83AlPlXbBiB6wBKE5mL58uVIJBJWr17N1KlTMTIy4syZMzzwwAOcO3eOuXPnMnHiRGQymWGeoUOHMnLkSIYPH06bNm0AKC0tZePGjbz00kuEhoby6quv8s033zS6HvHx8cyYMYPi4mJ69+7Nd999R7du3dBoNAQFBfHkk09y8eJFZsyYwdGjR5HLr6aEREdHM2vWLDQaDcOGDePbb7/Fz88PlUrFqlWrmDNnDhcvXqxz3du2beOJJ55AqVSyePFiZs+ejbOzM2q1muDgYJ577jlCQ0OZPn064eHhtXYwcz37URDuFCIBqxlr37694e/09PRGJ2AplUrKysrIzc2ts9yVaVfK16WkpITMzMx61igSsJoLcRFq3qrGR/Rm17yIY6d5E/FpvkRsmjcRn+ZNtAuaL3HsNG8iPs1ba4hPWPYl/ry0DwAjqRyl3JjCylJ06ABoZ9mGT/rMbsoq1qo1xOZOJtoFzZs4fpovEZvmTcSn+RKxad7+Gx/RNhCE5iUvL49Dhw4xcOBAw2ddunTh119/pWfPnqSkpHDkyBEGDx5smP7rr7/WWI6pqSkzZ87E09OTgQMH8uuvv/Lpp5/WO2RgVR9++CFFRUW4urqyc+dOw3B/MpmMqVOn4uDgwKBBgwgJCWHdunXce++91eYtLy/Hx8eHrVu3GvIEFAoFDz30EHK5nJkzZ9a6Xo1Gw/z589HpdPzxxx9MmzbNME0ul9O/f3927NhBp06dOHPmDBs3bmT69Ok3ZT8Kwp1CXLlbGIlEgpubG6Af97UuV6bV1u1gVWZmZjg6Otb5T2g+NBpNjX9C86HRaNBqtQBotVoRn2ZEHDvNm4hP81VbbER8mg8Rm+ZNtAuaL3Fua95EbJq31hCf5ztNZYb3QNpZtsFMbkKJqhwrI1N6OvjxWrf7WD/qTZxN6+hVogm1htjcyUS7oHkTx0/zJWLTvIn4NF/iN0/zdiUeVdsGgiA0H4MGDaqWNHRFjx49DM/nz5071+jlDRgwAGtra0pLSzl16lSj5tHpdKxduxaA559/3pB89d/ljh49GoDVq1dXm3fDhg0APPfcc7V20nL//ffj7V17r84HDhwgNjYWHx+faslXVdna2jJu3DgAdu7cWWuZm70fBaE5ET1gNWORkZGGv52cnBo9X5cuXYiOjiY8PLzOMldO4l26dKl3WQ8++CAPPvhgndMvbbiv0fUSbq28vLymroJQj7y8PGQyGTY2NhQUFIgftc2IOHaaNxGf5kvEpnkT8WneRLug+RLHTvMm4tO8tYb4jHDtzgjX7k1djWvWGmJzJxPtguZNHD/Nl4hN8ybi03yJ2DRvV+JTtW0gCELz0atXrzqnubq6kpycXOt5ds2aNfz555+cPHmSrKwsysvLa5RJTU1tVB1iY2MN6xg+fHid5UaOHMmOHTsICwurNu+V88qgQYPqnHfQoEHExcXV+Pzo0aMAJCcn4+zsXOf8xcXFQN2dxVzvfhSEO4FIwGoiOp3OMIZzbdRqNX/++ScAdnZ2+Pj4NHrZgwcPZv369aSmpnLs2DH69etXbfrRo0dJTU1FIpEwdOjQ66q/IAiCIAiCIAiCIAiCIAiCIAiCIAiCILQGFhYWdU4zMTEBQKVSGT5Tq9Xcc889hl6nAIyMjLCzs0Mu16dpZGVlodVqKSkpaVQdsrKyDH+7urrWWe5KT1KZmZm1ztumTZs6561rWlpaGgAVFRVkZGQ0WNfS0tJaP7/W/SgIdxIxBGETyczM5KWXXmLHjh3VTlAajYZz587x2muvcfHiRQAeeeSRGuM8z549m8mTJ/Pll1/WWLa3t7dhTNRly5Zx/PhxdDodOp2O48eP8/XXXwMwdOhQPDw8btEWCoIgCIIgCIIgCIIgCIIgCIIgCIIgCELr88MPPxiSrxYvXkxsbCzl5eVkZ2eTnp5Oenq6IdlJp9M1ZVUb5UpvvWPGjDHkHtT3b//+/U1bYUFoAqIHrCYUFRVFVFQUoM92NTExobS0FLVaDYBcLueRRx65rl6qnnnmGdLS0oiKiuLDDz/EyMgIgMrKSgA6dOjAnDlzbs6GCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIA6IceBHj44Yd55513akzXaDRkZ2df0zIdHBwMf6ekpODk5FRrueTkZAAcHR1rnTctLa3atKqu9HT1X1fWVdfQgoIgiASsJmNtbc2TTz7JhQsXiIuLo6CggJKSEoyNjXF3d6dz586MGzeu3q4D66NUKvn444/ZsmULBw4cMIwb6+Pjw9ChQ5kwYYKha0NBEARBEARBEARBEARBEARBEARBEARBEG6OK0lQvXr1qnX68ePHKS8vv6Zltm3bFhsbG/Ly8tizZw+BgYG1ltu9ezcAPXr0qDavlZUVBQUFHDp0iK5du9Y678GDB2v9vH///gBcvHiRmJgYfHx8rqnugtAaiCEIm4ixsTETJ07k5ZdfZvny5fz5559s2LCBVatW8dVXXzF79ux6k69+/PFHNm/ezPPPP19nGblcztSpU1myZAmrV69m9erVLFmyhClTprTY5KsH3tzLL0GRdU4f99x29oam1jl90gs7WLc3DoBNB+K5Z9Hum15H4eZ6fdYBgv6MbupqtEqb4o9xz+4Pmroad7ym3I8rIrbw/LFvm2Tdd7pr2Xfr4g4zacdbN2VZQnVLz21kzuFljSq78MRPvH/yr0YvOyIvEd/Vj19v1YR6XEvcbobUkhy6rptDUWXpbVtnSzA06GV2JZ+8JcsWbYjGSS7Jxnf14xTepO9uYWUpvqsfJ7lE/2blm6Er+eT0mpuy7Nbuv7G61mvOf03a8Rbr4g4D4ni51cZtf4O9qaeAhttswu1X9Vi4ViFZUQzc/OJNrpFQlx13TSJu4zoA4rdsYveD9zRxjYT6RPywgmMLn2/qarRaoZve5PSOT5q6Gq3euT1LOfzn1RFCVr/hS15axHUvL2L/Co6tfv4m1Ey4FhWFlazwXU1hcgkAB94M5dgnp5u4VoIgCFdZWVkB+oSl/9JqtSxevPialymRSLj77rsBWLp0KYWFhTXKHDlyhJ07dwJw3333VZt36tSphnlrS/76559/iIuLq3Xdw4cPx9PTE51Ox4IFC9BqtXXWU6VSUVxc3OjtEoSWomVm4Qh3tAfe3Et4ZA4KuRSFXIqfhxWLHu1G53a2N7zs7V+Na3TZKUO8mDLE64bX2ZIkxRbyw8enuXAqG3WlFlsnJaOne3PvU/48PDSIp1/vTv9Rbrds/Z8tPIGZpYI5b1zN5v7gpyG3bH0txcITP1JYWcq3g541fJZTXsi4f9/gg56P8krwT5yc/o1h2rq4w/watYugMTW7Q61qilc/pnj1u2X1bik2xR9jcdjKGp+Xayrp49CBlcNebrL9OCdgYpOs907wwN7/EZodxabRb9PB2h3QP7jusWEe+yZ+clP3XWuNwwN7/0dwViS/DnmRAc4dDZ//cHE7n5xewyO+I3kjcGYT1lAA6Lru6g3pck0lMokMhVQGQE97X34a8kJTVa1OvqsfZ9Potwmw8QCgjZkdp2esaOJa3XoP7P0f4TkxKKQyFFI5flauLOp2L51tvRs170jX7jzWfvRtqKloQ1R1I3G7Ue/1fPiWr+NO9N+YtLdyY1G3e+lk69Uk9RHHy42LLUzj49P/cCo7hkqtGielNdO9B/KU/3i2j3u/qavX4oRmRbEiYguncmLRocPV1I5Jnv141G8URrLbdxuyl4Mfhyd/ftvW1xLsfewBXIePpP1Dj93QcrwmTsFr4pSbVCvheqzrfbUnA01FORKZDKlcAYB9YE+GfPtTU1Xtjha8/lXiTq5j3LPbsXRs16h5zu1ZSn76BQY+cPX3SM8p792qKrZK696t8n1XlSORypDKLn/fPXsy5JHb830PGDqn4UJCnTY9sBevka50faz9DS1nyHs9b1KNBACVupyfd06hu8+99G5/9SXFdYefQS4zYUq/L5qwdoJwZxg1ahShoaF8//339O7dm/vvvx+FQsGlS5d46aWXOHLkCGZmZpSUlFzTcl977TX+/vtvkpOTGT16NN999x1du3ZFo9GwZcsWnnjiCXQ6Hb169WLGjBnV5l20aBGrVq0iOjqaSZMmsXz5cnx9fVGpVPzzzz88/fTTWFtbk5+fX2O9CoWC5cuXM2nSJIKCghgzZgzvvfcevXv3RiqVotVquXjxIps3b+a7777j999/Z+DAgTeyCwXhjiMSsIRm6eWHuvDYpPZUqjQs+fsccz85wsHvJzV1tVq9N584xNAJHrz2VT8URlKSYotIvFQzs7o2GrUWqUyCRCK5xbUU/uvN7jMZ/++bbIw/ylQvffegi8N+Z6hLFyyNTK9rmSqtGoVUXEIao7aHZiFZUTx+4AueaSDxRqfTodXpkElFh5VNwUphxmdn1vHj4OebuiotVlsLZ9bFHamWgLUu7jBtLVyasFZCVVUTl253ko5w7V7uchePtR9NpUbNknPrmXvkGw5O+qypqyU0QMSt+bkSkwqNis/OrOXpw8tEIscd7IlDXzHBozdf9XsaI6mC2KI0LhXW3TP2raDWapBfTmBuyfamnuKFY9/xXKdpfNr3CWyNLYgpTOO7C9vIKs/H1cy+qasoCK3CjOCrvb/crMS61k5VUUzSue0YKa2JDVtLt3GvNnWVhMtmLK7yff/xAVwDRtK+/+39vms1KkPSlyC0JAq5CRP7/I9V+x/Fx2UIdpY+nI3bQGruGWaP3drU1ROEO8JLL73EP//8Q0xMDI888gizZs3CzMyMgoICZDIZP/74I2+//fY1J2B5enqydu1apk+fzokTJ+jWrRuWlpZUVlYaerVq374969atQyar/lu0ffv2/PDDDzz66KPs3r0bPz8/rK2tKS0tpbKykoEDBzJw4EA+/vhjTExMaqx7/Pjx/PHHH8yaNYvdu3eze/dujI2NMTc3p7CwEJVKZSgrngkLrZF4ei40a0YKGdOHevHjxovkFJTz7GdHGdnblccm6d+EiIjLY8qLO4lef69hnozcMh54cy/nY/Lw9bDio3m9aedmCcDQp4J4/fHujOqj76Xp923RfL/hAuUVGu4fU32c2nV74/h1SxRBX4wBwHf6ajZ9PpoAbxsAfgmKZHdwCn++N9wwffHsQP789xKpWSWM7uvGm7MCWfxtKAfC0/BwNmfJgn74XK7LnaYgt4K0xGLG3++DiVJ/6vDytcLL14r35x8hM7WUjxYcRyqTMHyyJ8+915Mxvqt5ZnEgW/++RGp8Mf8ETyU5rogV758kIboQO0clM+cGMGySJwC/Lz1H9Lk8HF1N2bspAVNzBbNf6crQCR5s/C2KvUEJSCQS/l0Th2MbU37YPo6XH9hLv5GuTH+sPTvXxbHh1yhWBI0x1HvOpB1Me9SP0TO8DdP7jmjDlr8uIZNJefqN7jg4K/nqzVCy0soYNNaN5z/ohVTachoFFkamfNT7cRYc+5Z+Tv6cyIzkTE4sq0YsYsz216nQqAw9nPw4eAGLQ1ei1mkMn20f+z5r4w5xNjceF1NbtiWFMMNrAH7WbtV6yvpvjyO/RO5kd0o4fw5/xTB9ceAD/HlpL6klOYx268GbgTNZHLqSA2ln8TB3ZEm/p/CxbNmJF+mleTx7dDkvdJ5OXyf/Gj2ODQ16mft8hrI7JZyLBUmsG/kmtsYWfHx6NccyLlCuqaS9tTu/DH4BE7kRCUUZvH3yD87mxmOpMOUh3xGG5Igryx7j1oPfo/cgQcJT/uMN05ee28iF/CRWDJxPckk2w7YsJGza14bEvPdP/kWhqoxP+swyTP+w12Msjwgit6KIme2G8ZjfaF4+8SOnc2IJsPHgq35zcFBaNc3OvclmthvGyujdBGdG0tux+ht4VfcdUG8crvj8zDpWxexHKTfmqQ7jecB3eI1ltbY4TPDozcroPRRVlmJhZMqpnBgAutq1NZQ5mxvH+yf/JrowBUelNXMDJjHJs2+NZX0Q/jcFlaV80meW4bPvLmwlODPS0EtTsbqcOYeXcTQjAnczB97u8SA9HfwAfQ9nb4T+yuH08ziYWDGz3bBqy1dp1XxzPojNCccpUpUSaO/Luz0fwkmpbxf4rn6cd3o8xB/Re0ktzaGPYwc+6zMbCyNTTmReZM7hZdV6G5xzeBn+1u4822mqYfqLnWew4sIWytSVzOs4mcEunVl44kdiCtPo5+TP532fxFRufJP2/o07n5vAR6dXczE/CSsjM57sMI57fa72TBmUcJzvL2wjqSQbKyMznu00hRne+jeeNDot74T9waaEY5grlLzS9R4mePQG9EN3KaQySlTl7E87jaPSmvd6PkIfxw5A/bGYsUv/Nvm9ez5EKpHwtP8EJnn2rXZc/TeRLCIvkSk73yb63p8BfaJZFztvzucmcConBj8rN74eMJd/Yg/wx6W9GEkVLA6cyWi3HrdtX18rI5mc6V4D+PHiv+SUF/Ls0RV1bvNH4asIzY4iPCeGL89tqNazWVxRBnftep9LhSkE2Hjyed8ncTHV90qbU17IB+GrOJ55AQkwzr0XL3e9G2OZwvCdfrXrvSw7v4lyTSV3tR3EK131wxH999on2hB6/43bFXtTT7Hs/GbyKooY6RrIB70eMSTCH0o/x6en15JUkoWHmQMLu95tSGqt0Kj4IPxvtiWFYKFQMse/euL3whM/YalQ8kbgzBZ7nrpRxjIFd3sP4teoXfx08V/+jtlPdnkBtsaWPNZ+NA/5jmjUcl48/j3HMy5Qoq7Ay8KJV7veQ18nf8P036P38P2FbZRrKrnfZ2i1ecXxcmNyK4pILM7kfp+hKC9/N32tXPG1cgX0be/Xu9/PKLfAavP9ErmTvamn+H3YQsNnWxODWXpuIzvGfwjAlsQTfBuxldTSHLzMnXgjcCaB9voeUa5cSy7kJXEyO5ol/Z5mhGu327DFTUen0/Heyb94osP4au1gH0sXQ/vsZhwLI9p0469L+5BJpbzRfSbOShveDF1JWlkuY9168EGvR5FKpDXOa/+N9a7kk3wQ/jf7J31qmH6fz1B2JodxqTCVXg5+fN73SZac3UBQ4nFsjS34pM9sQ4xbssyQExx+bg5dX3yV8yuWoSkvp+30u+j6wiuGMtF//c6Fn79HU16Ozz33V5s/buM6ov74lTFrgwBY3dmX0Ws2YdMhAIDI338hZe9uhv/yp2F64KLFXFr9JyVpqbiNGE3gq28S+t5i0g4fwNzdg37/W4Jl2+r37YTrd275UvIvXmDgUv3LFqs7+9LjzXeI/vsPStNScezVhz4ffoaRhUUT17T5SDy7DZlCSedRL3B21xd0Gf0iUpmCuJPriDr6K24dxxB9/HdAgv+Qp2jf/zGSI3Zx4eC36HRaQy9NMxaf5sS6hShMLAmc8AYlecls+XwYvaZ9SMT+5VSU5NKu90z8BjzGibUvk5N8GhuXAPrd+xVKCwcAinISOBn0NrkpZ1GYWOLb7yFDwlF99SkvySHo08GMe/ZfzG31PX1rVBVs+l9/hjzyE3bu3Zpgz95auannOb39I/LTL2KktKLDoCfx6XVvg/NVjRFAZVkhGz7owcQX92Fm48aJdQuRSGSoK0tIiz5I55EvUFmab+jt7Epcp70ehpFS/yzg5Nb3UZUX0mfGJ9cV99Yk6VA6xz89TWFSCZYeZvRb2BW3Ac4AaCo0HP4gnJhtSRhZKAic419t3r0LT2BkqWDgG4EUJpfw57AtDP+0D6HLzlOeV4H3SFeGfNALmUL/smvW+VyOfnSanIv5GFsZ0f3JDgTcK643VbnadaOH74MEnVjI1P5fsTv8fSb3+wKlkRUarYoj57/hfMJmylVFuNkHMrbnu1gonQD4aLUvY3q8Q1j0HxSWpuLh2IdJfT7DxEh/fUnLPcuuk++TXRiNudKRAQFz6eip74jh0LmlpOedw9LUlfMJmzBWmDOs6ysEeExosn0hCNfD1taW48ePs3jxYoKCgsjIyMDExIRhw4bx0ksvMWDAAN5+++3rWvbo0aOJiIjgk08+YceOHSQlJaFQKAgMDOTuu+/m2WefxdS09k4YHnroIXx9ffnggw84evQoZWVl+Pj48MADD/Dyyy/z8ssvA2BtbV3r/Pfffz+DBw/m66+/5t9//yU2Npb8/HysrKzw8/Ojf//+TJ8+nQEDBlzXtgnCnUx0qSE0a+UVatbsicXG0hgrc6NGzbN2TxwvPdiF4N+m0q+zI3M+OoRaU3MM2mNnM/jir7Msfak/R36aDEB0YsEN1Xd3cAqrPhjOrm8mcPhUOg+8uZeHJvgSunIa/l7WfLLyzh1/3NLGCLe2Fnz+ajAHtiWSkXI1G/uNZQNwbGPKoiV92XR6Bs9V6ep3X1ACH/0ylPXh01Grtbw+6wBDJ3jwz4mpzH+nB1++Ecr5sCxD+bDD6XTu5cCakKk8sqATX74eQmmxiqmP+DF8kicTZ/qw6fQMftje+OEkq4qPLsDKxphVR6fw6Aud+eqNUDb8Fs1nfw7nx3/HcWJfKkd3pVz/jmqmBjp3ZIJHb146/gPvn/yLj3o/jquZPT8NXoCFQsnpGSs4PWMFvRz8eLfnw/hZuRk+a2NmB+gf8HW1a8vxKV/yfOdp11WP3SnhrBq+iF0TPuJw+nke2Ps/HvIdQeg0/QO+T06vuZmb3exUatTMP7qcAU4d6+1BZn38YT7pM4vT01fgbeHMU4e+QiaRsX3c+wRPXcqLnacjkUhQazU8eegrOli7c2TyFywfOI8fL25nc8Jxw7IuFaSilBlxePLnfNX/aT45vYaE4szr3oYTmRfZOvY91o58g9+idvPc0RW80f1+Tkz9CoVUzooLW6572c2NPqFkPJ+dWVtvucbEIbogBQlwZPISvur3NJ+eWUtwZuR1162lxMFCYcog504EJZ4AYG3sYUOCDuiTomYdWMIEj96cmPoV7/R4mDdCfyMsK7rGsu72HsTO5FBKVFfHrV8fd4S72g4y/D8o4Th3eQ8ibNrXzGw3jKcPL6OwshSA907+SWFlGfsnfsrKYS+zMf5oteV/cXY9J7MvsWrEIo5MXoK3hRPPH/uuWpntSSH8PuxlDk76jPTSXH6J2tnofVGiLie5NJu9Ez5haf85/O/0P3x8ajVfD5jLoUmfkVCUyaqY/Y1e3q2WVVbAowc+Y6bPUE5M+YoVA+ax9NxGjmZEALAn5RTvnvyT17rfz8npX7N+1JuG4TwBDqefo5eDHyFTl7Gg0zReD/mFYlWZYfrWxGDubzeUsGnfMMWzP6+cuDpsRH2xWDfqTQBWj3iN0zNWXPcQn1sSTvBm4ExCpi3DTGHCA/v+h5WRGUcnL+G5TlN4I+Q3VFr1dS37dihXV7Im9hA2xuZYGZnVW3ZR9/voae/Hy13u4vSMFdWGldyccIwl/Z7ixNSlmMqNWXJ2A6B/yP7UoaU4mFiyZ8LHbBn7HhcLklkeEWSYt0RdzqXCVHZP+Ji/Ryziz+i9nMi8eN3b1BraEHXF7UDaWTaNfovt497nWEaE4fqSUJTBnMPLmNtxEiFTl/J0wESePryMpGJ923pFxBbCc2LYOvZdNo1+m50pYTdUvzvtPHUzlKkr+Cf2IK6mdria2fP7sIWET1/Oh70e5X+n/6n1elSbfo7+/DvuA0KmLWWCR2/mH11uOOcdy7jAF2fXs7T/HI5MXgLo2w03ojUcL41lY2ROWwtnXg3+iW2JwaSUZDdqvkmefQjLjiatNNfw2cb4o4aebfennuHjU//wv96zCJ22jKcCJvDUoa/Iqyg2lF8fd4QFnadxesYKBjgF3NwNa4biizNILslmomefOsvc6LEQXZCCjbE5R6cs4YXO03kj9Dd+i97Fn8Nf4d9x77Mv9Qy7UsKvexu2JgXzzcB5HJn8BWmledy9+wP6OwcQMnUZkzz7sji05tDyLZW6pITCmEtM2LqbESv/JnrVn2SG6NvsGSeOcXbZF/T/bCmT9x0BoOBS486HdUnZt5vhK1cxYcsu0o8eZu9jD+A78yGmHQ7Fur0/p5d8csPbJNQvacd2hv34O5N2HqQ0I52o339p6io1K3Fha/DsOhmPzhPQqMpIvbjXMK0g8xIyhZLJCw/T/96vOP3vJxTnJOAWMAr/wU/Tpv0wZiw+Xa2npv/KjD3B2PlbGfn0WqKO/cbRVc/RffwbTF10AqlMwYUD+mQ5rUbNod+fxNq5A5MXHmHgA8u5eOhHEk5vbrA+JmZ2tGk/jPjwDYayyRE7UVo6tsjkq7KiLA788ig+vWcyZdEJBjywgnN7l5IRc7ThmRsh8ewWvHvczfTXT9K2x93XtYzGxr01KUgoYvucw/SY25HHQqYS+HQA258+TGGSvo0VtiKCjPAc7t06lrs3jSZuZ8Pt5sQDady9aTT3bR9H8rEMojcnAFCaVUbQowfoONOHR09MYeyKAYQsPUfy0Yxbuo13okEdn0WtKefXXdNp7z4WHxf9y3cHzn5BcvZJHhqximcnH8HWwptNx56vNu/FpO3MHPY7cycdpKg0nZAo/fWlvLKQ1QdmEeAxgeemnmBsj3fYHvoGyVlXf7fGph/Gw6EXz08NYXCnBWwPeZ0KVTGC0BT279+PTqerN1mqrjL29vYsX76cpKQkKisrSU9PZ8OGDYbkpPj4eHQ6HY8++mi1+by8vNDpdOh0Ory8vGpdp4eHB19//TXR0dGUl5dTVFREWFgYr776ap3JV1f07duXoKAgcnJyKC0tJSIigtdffx0jIyPCwvTHYkBA3b9lXV1d+eijjwgPD6egoAC1Wk1OTg7Hjh3j888/rzX56kb2oyDcKUQCltAsff7nWQIfXE+XmesIOpTINwsHIJc17us6YYA73dvbY6SQMf/eTmQXVHAqKqdGuc0HE5g8yKNaWaXJjXUKN3tKe6wtjHGyVdK7oyPt3K3o6e+AXCZlXH93zsfm3dDym5JEIuHTP4bRtoMVfyw7z6PDt/LE2O2EHU6vd757nuiAnZMSI2MZoQfSsLIxZsrDfsgVUrr0cWTYJA92bYg3lG8XYM2Q8R7IZFJGTvVCXaklJb7opm2Hta0xUx/xQyaXMnSiB6XFKsbe7Y2ljTF2Tko693bk0vk7N071Wdj1HhKKMxnp2p2BVYb7aixfK1dmeA9ELpUZ3h6/VrPbj8Xa2BwnpQ29Hf1oZ9WGng5+yKUyxrn34nxewnUt907x7sk/qNSoeL/nI/WWu99nGG0tXZBJpUTkJxBTlMa7PR7CysgMuVRGTwc/jGUKTufEkllewIJO0zGWKehg7c6DviNYH3fEsCwbY3NmdRiLQiqnj2MHXM3suJCXeN3b8EzAREzlxvhaueJv7U4PB198rVwxlikY7RpIRAuL4aN+o0gtzWFX8sk6yzQmDkq5MfM7TcFIJqe7fTsme/atkeBzLVpSHGZ4D2Rd3GHK1ZXsTA5jqmd/w7R9qaexMbbgYb+Rl7/D7Znk0YcN8UdqLMfP2g0fyzb8mxwKQHj2JXIrihjeppuhTD8nf0a4dkMulTGz3TDsjC3Zl3oajVbL1qQQFnSehqWRKU5KG2Z3uJroq9Pp+OvSPhZ1uxdHpTVGMjkLOk/n5H8ezD7RYRx2JpZYGpkyxr0H564xDs91nIqRTM4A545YGZkxvE03XExtsTAyZUibzs3qHLkx4Si9HPwY79EbmVSKn7UbM7wHEnQ5MeSvS3t52G8U/Zz8kUqk2JlY0tHG0zB/gLWnYd6pXv2p1GqIL7p6k3OoSxf6OHZAJpUyw3sgKaU55FUUNzoWN2qKV79qx1SZuoJH/EYhl8qY6NGHvMpiUktqti+b2udn1xG4fi5d1s0hKPE43wyYd0NDXs1sNwx3cweMZQomefTlfF48AGdz40kozuCVbveglBtjY2zO0/4TCEo4YZhXp4MFnadhLFPQzrIN3e3bcS43/rrr0pLbEA3FbV7HyZgrlDgpbRjs0pnzufpt3ZoUTB+H9oxx63F5P/Skh70vWy4ntW5OOM4c/wk4KW2wNDJlXsfJN1zXO+k8dSOuxGT41leILUrn20HPMta9Jy6mtkgkEvo6+TPIuRMnshqXVHhX20FYGJmikMp5osM4tDodkfnJgD7RcbJHX7rbt8NIJmd+pynX3da+oiUfL9dKIpHwx7BX6GDlzrLzmxm+9RXGbn+dw+nn653P3sSK/k4BbE44Buh7/TuSEWFop/xxaS+zO4ylo60nUomUMW49aGvhwoG0M4ZlTPLoQ1e7tkgkEkzkjXuh7E6WW67/3e58uXfQ2tzosWBrbFHtelysKuNu78HYVPm+38j3e6bPsGrnNGtjc8a49UAmlTLevRdRBSlUappvAvbNpNPp6Dx/ATJjYyzbtsO+a3dyI84BkLB1Mx4TJmPfrTsyhRGd5sxHrlTe0PraPzobYytrlI5OOPbsjVW7djgE9kQql+M+ehx5EfUfs8KN6/DYE5jY2WFkaYn7yDHkXY63AAWZ0eQkncKr+zQUxma4+o8iNuxqMrOxqQ0dBs5CKlPg2LYPZjau5KVfuKZ1BAx9BrmRKVaOvlg7++Pg2QMrJ19kcmNcA0aTl6p/0SUn+TTlRZl0GrkAmcIYa+cO+PZ5kLiT6xtVn7Y97ib+1AZ0Oh0A8eHr8Q6ccaO7qFlKOLURB69eeHQej1Qqw9rJD+/AGSScDmp45kZwbjcQF99BSKRS5EbXdw5sbNxbk0tbk2jTx4G2Y9yQyqX4jHPHuYc90Vv09zKjNycQOMcfMyclxpZG9JzX8D3unvM6YmSuwMxJicdgF7LO6+8dRG5MoE0vB9qN90Aqk2LnZ02HGd5EB7WetnJjyWRGtLHrRllFHl28pgP6tsLJS38xotsizJWOyGRGDOm8gOTskxSWphnm7dPhCcxM7DAxsqS9+xjS8/TXl0up+zA1tqGn38PIpAo8HPvQ0WMSZ+OvJok6Wwfg76E/hjt5TUWjrSS3KP62brsgtEaHDx/myBH9/ffRo+vuSEAQhNqJIQiFZunFBzrz2KT2pOeU8vRHh4lMyKdXQOO6223jcPVtcYVciqONCRk5ZTXKZeaW0bujY42yN8LO+ur8JsYyLE2vjv2uNJZTWn5n36izdVDy1KLuPLUICvMr+HtFBO/OPcLvB+ruXcKhzdUM66z0MpzcqvfC4OJuztmQqz1g2Thc/cEqkUgwMpFRWnLz9pu1XZUYXR5K0abqZyYyykpVNeZrCUzlxribORiG27hWbUztbrgOdiZXh+A0kRljqbgab6XciFJ1eW2ztQirYvazM/kk60cvbvABzJVexwBSS3JwUlrXOk96WR6OJvoEhCvczR3YdPlBEVTf56BPBCq5gf1sb3J1WDsTmRF2xlViKjeiRF1x3ctujkzkRszrOJnPz67j7+GLai3TmDg4mlgbhosCcDWzu6EesFpSHPo7+fNaSAHfRATRzd6n2tCJ6WV5uJlVP/e4mzsQkhVV67Lu8h7E+rgjl5O6jjDJsy/GsqvX4v+ex1zN7EgvyyOvsgiVVo1rlXVVLZtbUUSpuoKZ+/5H1QFqFVI5aaW5hiHZqsZFKTOu1htXQ8zkJtWOc6XMCPsqx69SZkRpM4prSkk2+9POErh+ruEzrU5rGNIxpTSHqeb965q9WpwlEgkmMkW1c1PVbb8ynFmJuhytTtuoWNyo/x5TVc+lSkN9mk88rnix8wweaz+a9NI8nj68lMj8JHpdjsn1cKjynTaVX/1Op5RmU6gqpeeG+YbpOvTfgSvMFSbVHpyb3uD1pyW3IRqKm0O1c4sRhZd7i0kvzcPVzL7astzNHUgv1b9MkFmeX61N4Wpavey1utPOUzfiSkyq2hR/jJ8jd5BSmoNWp6VcU4mbWcP7VKvT8uXZDWxLCiG7vBCpREKxqpy8Sv2b25ll+fS+PMQq6M9njiY3NoxwSz5eroeD0opF3e9jEZBfUcyKiC3MPfI1ByZ+Wu98U7368835IJ7yn0BQ4gkC7dsZjqmUkmy+OLOOpec2GsqrtRoyyq6+zNPG7MZ/P91JbIzNAX37zdPcscb0m3Es1HY9/u/3vfQa2l//9d9zmv1/1qdDR7mmslq7v6VSmJtXS6qSK01Rl+h7Qi/LzMSxV2/DNKlCgYl9zZhfCxO7q8eLzMQEheXVfS9XKlGXld7Q8oWGmdhfvabJlEpUJSX1lG5dYsPWYu3cARsX/VBnXt2ncXDlLEoL9S+lmphXP9/LFUrUFde2/0zMq+x/hQnGVZYpV5igrrx8/BWmY2LpiKxKm8zc1p2E05uqLKvu+ji3G4RWoyIrLhhze08y44Ppc1f918M7VUl+CmlR+1n//tVhhnVaLQ5ePeuZq/FMrW58OOfGxr01KU4vxcK1+vMDS3dzStL114GSzHIs2lydbuFaf+8uAKYOV+/9y5UyKgv19/6LUkpI2J/GT4FXExh1Wh0uPVvfsI8Nic84xsWk7XRrey87T77DI6PWUVFZiEpdyp/7ZkKVOzQyqYLC0jQsTfXHiLnJ1e+5QqakUqX/XheVpWNl5lZtPdbm7iRmhRj+b6a8GguJRIJcZkKluvUdF4JwK3z66afIZDKmT5+Oh4cHUqmUoqIi1qxZw4svvgjAoEGD6Nu3bxPXVBDuPC3/joFwR3O2M+WDOT2Z+eY+RvVxw9RETnmFxjA9K6/mjbXUrKsNMJVaS2ZeOU52Nd9CcbRV1lq2Lo1Zd2tiaW3MQ/M7sf7nKDKSS5BIJLWWk1b53MFZSUZy9QZyenIJ9s6Ne0tIIq19HVcoTeVU/CfJLS+7dcepIRJq7lNpLZ9B9VjWxlRuTLmm0vD/rPIbG9KzJQnPjuHD8FV8O+jZRj2oqxqDNmZ2ZJTlU6FRVUskAf3b5Znl+ai0akNyT0pJNs7Ka09AuJLgUKapwBL9zYus8gKMZS3/bf2G3O09mF8id9ba6xI0Lg7/nZ5akotTLb0DtMY4SCVSpnn1Z0XEVpYNeKbaNGelDcn/6WUouSSnzp4VJnr24ePTq4kuSGFbUjC/D1tYbXpqaU6N/zsrbbAxskAhlZFSkmNIokqrUtbG2BylzIi1I9/Ax/Lab7Lqz48qdDqd4XqZWZaPf5Uh+e40Lqa2jHYN5Mv+T9c63dXU7oaGO61LY2JR27WtqprXq/ybWcVmwdnUhg96PsrMfR8zyi2wwW1u6BpfY/lKW+yMLTk6ZcnNqK5oQ1z237g1pvx/h8BLKck2JG85mliTWpJDNzsfoOY5sKqWeJ66mVJLcngl+Cd+GryAPo4dkEtlzDm8zNB7RH2CEk4QlHiCn4e8gJe5ExKJhB7r5xnmdVRaV+tRT6VVk1nPMSCOlxtjbWzO/E5T+DlqJ8kNDEc4sk133gxdybnceDbFH2Vmu+GGaS6mtjzkO4KZ7YbVOX9D16OWxtvCGTcze7YmnuCZgEk1pt/sY+FamcpNKKty7NzMZbc2SkdHStJSDf/XqlSUZ9fd7pMrTdGUX703U56VVWdZQWhutBoVCac2oq4sZdPH+mFodTodOq2G+JPrUVo61Tt/XfdLr5fS0pnywky0GhXSy/eISvJSUFo6N2p+iVSKd/fpxIWvw8K+Lc7tBlVLAmpJTC1dcA0YTf97v7zmeeVGZmiqJPSWF9VyjpPUPVqH3Eh/P0ejKgOl5eVlZCFT3Fgvp62BubMpaWHVrxNFKSW49NIn4pg5mlCUWoJTN32yWlHq9SfomruY0na0K6O+rPvlMQEqVMVsC17EiG6L6OQ1ld92zeBoxLcM7DgXhUzJIyPXYmfpc83LtVA6U1CSXO2zgpJkLJWNO58JgnBjIiMj+emnn3jxxRdRKBRYWFiQn5+PVqt/ubJdu3b8/vvvTVxLQbgziSEIhWavo48tvTs68O26CDq2tWHniWSKSirJyS/nh401h3zYdiSJU1E5VKo0fP3PeWwtjenmV/PN04kDPdh8KLFa2bJ6eqgKaGvDxgPxqDVaIuLy2HQg/mZuZrNXVFDJr1+cJTGmEI1GS3mZmvW/RGJhbYR7W0ts7E1ITax//O1eQ9uQn1tB0J/RaNRazoZksS8ogZFTvRpVBxt7E9KTSup80NE2wJq0pBLOhmShUWv55/sLFOa3jLfwbxV7E0tK1OXklBdW+cyKrLICytWV9cxZU4CNJxvjj6LWaojIS2TTDQyv1pJklRUw/+g3PNdpKv2d6h4vuy5dbL3xtnDmrbDfKawsRa3VEJoVRYVGRRc7b+yNLfnq3EYqNCqi8pP5PXoP07yu/caBrbEFbUzt2BB3FK1Oy/GMC9WGUGnNZFIpCzpP59uIrbVOb0wcytQVfHM+iEqNmlM5MWxOPM5kz5pvj7TWODzmN5pfhrzA8DZdq30+tE0XcisK+TN6L2qthpCsKIISjjG1ju+4hULJGLcevHD8e9zMHKoNeQdwLOMC+1JPo9ZqWB1zgKyyAoa26YJMKmWcey++OreRwspSMsry+PHiv4b5pBIp9/sM5aNTqw3D3OVVFLM1MbhR2+dl4YxCKmNzwnE0Wi1BCce5kH/9Q4E2B1M8+3Ms8wL/JoWi0qpRadVE5CVyJicOgPt8hrIyajcnMiPR6rTklBfelCGvGhMLexNLEutJ/upo48nO5DCKKkvJKS/khyqxbkk62nrS26E930ZsbXCb7UwsSSpu/MPQLrbeuJja8sXZ9RSrytDpdKSUZF/3+Uq0Ia6qGreGTHDvzYmsSHanhKPWatiRHEZIVhQTPPS9kkz07MN3F7aRUZZHYWUpX5/fXOeyWuJ56mYqUZejQ4ediSVSiYT9qWcaHMLuimJVGQqpDBsjcyq1apad31ytN7iJHn3YnHicUzkxVGrUfH1+M2X19CQmjpdrU1BZwhdn1xNTmIZGq6VMXcEvkTuxNjKjbQNJ1SZyI8a69eCLs+u5VJjGOPerPWY80G44P178l3O58eh0OsrUFRxJP39Th8O900gkEt4MnMn3F7axMmo3eRX6+wNxReksCv6ZxOLMm3osXKuONh5sSTxBhUZFYnEmf0bvvWnLbm08xk0kcetmcs6cQqOq5Py3X6Muq9nz/BU2/gHEB21Eq1aTdzGC+C2b6iwrCM1NysU9qCqKGf3MRkbP3czouZsZMy+IgKFziQ1b22AytrG5PSX5KWhv0vCldm5dMDa359yer9CoK8jPiCL6+O94dZ/W6GV497iL5IidxIWtoW2Pu25KvZojz+5TyIw9RtL5f9FqVGg1KvLSIshJbvg3i02bANKjD1FWlImqophz+76+pnUbm9liatWGuPAN6LRaMmKPkxZ14Ho3pVVpN8Gd1BNZxO1OQavWErsjmbSQLHwneOinT/Qk/LsLlGSUUVFYSdjX1z9Erd8UT5KPZRLzbxIalRaNSkt2RB6ZZ+p+caU12hP+IfZW7eja9m5kUgUTev+PE5E/kpkfSXef+9lz6iPDkIOlFXlEJDb8WxbAp81QSipyCYv+E61WTVJWCOcTgujkNfUWbo0gCFc8+eSTzJ8/n+7du2NjY0NhYSGWlpb07duXjz76iJMnT+Lp6dnwggRBqEH0gCXcEZ65K4AHF+9j9zcTiIjLZ9CTQbSxN+XB8b6cOFf9AduMEd58+vtpzsXk4etuyYpXBiCX1cw1HNDVmefv78S8T45QUanh/jE++HrUPdTD4lndWbgsmB4PbSCwgz3ThnkTHln/G7MtiUIhJTujlDdnHyQ/twIjYyntAmx4/8fBmJjKue9pf5a/H85f30QwbJIH89+p2Z2zhZUR7/84mG8/COfnz85i52jC/Hd60KmR3fqOvbstHzx3lLt6bsDBxZRvt4ytNt3V04LZC7vy/vwj6LQw5WFfPNvd2PAdLV1bSxfu9h7EuO1voNZp+H7Qc/R16kA3u7YMDHoRrU7LljHvNmpZi7vPZGHwT/TYMI9A+3ZM8x5AeHbMLd6C5m9V7AEyyvJZen4TS8/XvNG8OPCBeueXSqR8N+hZPgpfzehtr1GpVeFv7cFPgxegkCn4fvBzvBP2J/03LcDSyJTH/EbXmtjTGB/1foy3Qn/n2wtbGOrSlQkefVBpNQ3P2AqMde/Jjxf/JS+3ZqKpQipvMA6+Vq5odFoGbF6AicyIFzpPp6+Tf63rao1xsDY2Z4BzxxqfWxmZ8ePgBXwQ/jefnV2Ho4k17/R42DDMXW3u8h7EA/v+xxvd768xbZJnX/6JPcjzx77FzcyeFQPnY2Wk77p+ceADvB7yK0O2vIyjiRUz2w3jbF68Yd4Xu9zFDxe389C+T8guL8DayJx+Tv6GRIf6WCiUvN/zET45vYZ3Tv7BFM9+DHTu1Ig903w5m9rw85AX+PT0WhaHrkSLDh8LF57rPBWAUW6BFKvKeCfsD1JLs7EyMuf5TlNrJMVdj4Zi8Xynabwf/hevh/zKk/7jmODRp9r8j7UfTUR+IoOCXqKNqR0P+g7nRGbNpP6W4JmAiTy47xN2T/i43m1+1G8Ur5z4mcD1c+lh78sPg5+vd7kyqZTvBz3HJ6fXMHb7GxSrymhjasd9PkPgOkbiEG2I6q7EbXwD5xdPCye+GTCXz86s46XjP+Bu7sDyAfPwuDz019yASeSWFzLh38WYy014JmAS++tIkmuJ56mbydfKlTn+E3l436dodFpGuHZjRJtujZp3mvcAjmREMHTLy5grlDziN6paT44DnDvyfKepzDuynApNJff7DK13yHBxvFwbhVRORmkesw8uIbeiCGOpggAbT34cvMDQ82h9pnoN4MF9/2OiRx/MqwzlOMK1G5VaFa+H/EpSSRZGUgVd7Lx5O/DBW7k5zd7wNt34cfAClkds4ctzGwD9sM5TvPpxX9shXMhPumnHwrVa0Hk6Lx7/nj4bn6WdpStTvfrz1yWRhHU9nPsNoNO85zmyYB6aigp87rkfq3a+dZbv/tpigl9fyIb+PbDvHoj35Glknw6/jTUWhOsXF7YWj84TsXSo3ruLX7+HiTz8I/qBuOvm3mkciWeC2PhRH0DH9DdO3lB9pDIFgx/6nrCgd9j0cX+MlJb4DXgMz66TG70Mc1sPbNt0piAzGhe/oTdUn+bM1NKZIY/8zOkdnxK6aTHotFg4+NB5xHMNzuvZdQqZccFs/3IMRqY2dBr+LElnG5dUckXv6R8RuvktLhz4Fpf2Q/HoPAGtVnW9m9NqWHlaMOabAZz47Ax7XjqOpbs5Y5YPwNJDP9Rxj7kBlOWWs3rCvxiZywl8JoCE/WnXtS5zZ1Mm/jyE45+e5uDiUHRasPGxoNdznW/mJt3RYtIOEJmyk9ljr37/nWz86dthNluCF/LIyLWcuPgjf+17iJLybJRG1ng69SPAY0KDy1YaWXHv4B/ZHf4BB85+hrmJI2N6vIO7w80ZJlQQhPr17t2b3r0bvq8tCMK1k+ga02e+INTh0ob7mroKwmXWg2q+iXMyf14T1ESoTaD118hkMmxsbMjLy0Oj0ZA/L6ipqyUA1l/XHB5DxKb5EPFpvmqLDTR9fFJLchi5bRFHJn+BjbF5k9alKYljp3mz/nqSaBc0U8313CboiXNb8ybi03yJ2DRvtbUL5qXnN3W1hMu+drau8ZmIT/NQa2y+y7/t9bgTBa9/FSOlNd3GvXrL1vH1U9Y1PhPxaR5qiw3AYvEsoVl411r/nKdq2+DTOaJXrubiw1XtmroKzdozl+6sZ8bL261q6ioIgtACiSEIBUEQBEEQhBZBo9Xy/cVtjHfv1aqTrwRBEARBEARBEAShNsU5CSSd/xefXnfWQ3JBEARBEARBuBOIIQgFQRAEQRCEO15ScRYT/n0TNzMHfmxg+DRBEARBEARBEARBaG1CNr5B4pkt+A9+Egt7r6aujiAIgiAIgiC0OCIBSxAEQRAEQbjjuZs7cOaub5u6GoIgCIIgCIIgCILQLPWa+j69pr7f1NUQBEEQBEEQhBZLDEEoCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIJwnUQCliAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIwnUSCViCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAjXSSRgCYIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgXCeRgCUIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgnCd5E1dAUFojPScUt754SShEVlIJNC3sxNvPRGInZUJC5edYMuhRBTyq/mEv741hO7t7etdZnmFmgkLdpBXWMHJP6ZXm/bPrhh+3BRJek4ptpbGvDErkJG9XQmJyGL2+werlS2rUPPgOF8Wzw4EIPRCFh//eoqYlCLMTORMHerFCzM7I5VKbtLeuLNkp5fy9TsnOReqj13Xvk7MeysQazsTpnRdV62sqlKDh48l324ZW+fyju1JYeWX50hJKMLMQsEDczsycWY78nPK+faDcM4GZ1FarMLFw5yHnutEvxGut3oTm5X00jzeOfkHoVlRSJDQ16kDbwU+iJ2JZb3TapNQnMm7YX9wKicWpdyIh31H8aT/OMP0IlUZi0NXsi/1NCYyIx70Hc68jpMN0x/Y+z/Cc2JQSGWGz3aO/xAnpQ0A0QUpvHfyL87nJWAkkzOiTTde734/Srlxo+Zvierb50vOrmd3SjgxhWk82G44bwTOrHM5cUXpfHp6DeE5MVRoVPhaurKw6930cPAFIDw7hqXnN3I+NwEtOjrbevFat/vwtap5vKyK2c+boSt5rdt9PNZ+9K3Z8Gagrn2fU17IB+GrCM6KpFhVhoe5I891msII1+51Lutw+nk+Pb2GhOIMnE1tea3bfQx26WyYfqkwldeDfyUiPxFnpQ2vdrun2vIqNCqWnF3P5oTjlKjLcTOz57tBz+FmZs/53AReD/2V5JJstDot7Szb8FKXu+jt2N4w//KIIFbHHKSgsgQPc0de7noXg5w73Zod10zVdyxd67nlXG4874f/xcX8ZGyMzXm24xSmeQ8wTNfpdHx3YRurYvaTW1GEk9KGT/vOppudz63dyBZkaNDLZFcU0t3Oh9+HLbzh5fXb9DwFlSUMcenCioHzb0INW67fo/ewPu4wkQUpDHHpXG1/NXSdv5brEkBGWR6vh/xKcGYk1sbmzA2YxL0+QwAIyYpi9sEl1cqXqSt50Hc4iwMfuIlb3HSud183xXXId/XjmMiMkEr0v188zBwIGvtuo6c3tPyW4EaOHYB/Yg7yY+R20kvzsDW24I3AmYxsYB9F5Sczddc71c5t19Kma0mud/+nluQw7t83qi2rQqNiiEsXvhv0bK3raug3C9Qfz9CsKD4+9Q8xRWmYyY2Z6tWfFzpPRyqRNthmbwnqi1V915Eb2TeH0s/x+IEveMR3pGGZmWX5vBm6knO5cWSWF7Bp9NsE2HgY5onKT+aj06s5n5tAXmUxYdO+xtLI9CbuieYp+q/fidu0noLoSFwGDmHg0hWGaWeXLSFl724K42Jod/+DBL7yRq3LyI+OYtc9U3EZVH3+/0rZu5uzX39JSWoyxtY2+M58mPYPPwaARlXJ8VdeIPf8OUpTUxjw5XLcRoyqNn/Mun+4+MsPlGdloXR0ouPTc/GcMLm2VbUINxKbrJOhnPr8Y4piY5CbmuE1aSqdn30BibTme9hZYSEcnDO72mfq8jJ873+QwEWLAQh5+w2ywoIpSoin28uLaP/QY9XKF8ZeIvit18m/GIHSyZluL76K67ARN2tXNEvRx38n7uR6CjIicfEbwsAH9PEpL84hfNsHZMUHo6ooxtzWg07Dn8PV/+r+CNn4BlnxwRTlxNNt3CLa93+srtUQf2oTYZsXV/tMXVmqn2/A4wBo1BWc3bWEhNObUVeWYGbjxqAHv8PMxg2ArIQwwoLepjgnHgs7L3pMfhd7j5bVLmvI9cYrKz6Egyv/c3yoyvDt8yCBExfXWA/o7w9cOPgdMSGrqCjJRWnpRN+7PsXOvRsAhZmXCN74OvlpESgtnek29tVq34+W4Ozv0USujyMnsgCPIS6MWzEQgNKcco5+EE5qcBaVxSqsPMzp+VwnvKvcu9fpdIR/d4GIVTGU5VZg5qRkxKd9cepmV+u6ooMSCP36PMXpZdj4WDD47R44drlaNi0si0Nvh1EQX4yVlwWD3+2Bc/eaz4wiVsVw4M1Q+r/Wja6Pta8x/fjnZwj/9gJjlw/Ae5T+2Noy6wBpodlX667WolFpefT4VJS2xjWWcScIjf6ds3HrySqIpK3LEO4aePXas/7IPJKzT6JSl6I0tqGr910M6DjXMH17yBskZgWTWxTPiG6L6N2+7nNbSnY4h84vJT33PDq0uNh2ZmS317C3utrOC478hbDolZRU5NLGtgtje76PrYUnADFpB9h3+hOKStNBIsHZpiMjur2Go3XN2Am33/J2q5q6CoIgCE1OJGAJd4R3fjgJwP7vJqIDXlxynPd+CufLF/oBMHOMD2/MCrymZX656hyuDqbkFVZU+3zVzhh+CYpkyQv9CPC2JqeggtJyNQC9Ahw4/dcMQ9ns/HIGPbGZiQP1N+40Gi1zPjrMrCntWT21A2k5ZTy0eB+uDqbcP6bd9W7+He3rd/Sx+33/RHQ6+N+Lx1nxXjiLvuzHptMzqpV9euK/DJngUdtiAAg5mMbXb4Wx8PO+dOppT2mxmrzscgDKStT4BNgw6+Wu2DkpCd6XyocLjrFs3Sg8fa1u3QY2M++c/AOA/RM/RYeOF4//wHvhf/Flv6frnfZfGq2Wpw8tZZRrd74d9CxJxVk8euBznE1tmOzZF4D3Tv5JQWUJByd9Rk5FIY/s/wxXU7tqiQkvd7mrzqSdF45/T6BdO34cvIAiVSlPHvqKbyKCeKnLXY2av6VpaJ97mjuxsOvdrI452OCyCitLGezSmfd6PoK1kTlr4w4x+9CX7JnwMbbGFhSqSpjhPZCv+s3BRGbENxGbmXVwCfsmfIKsyk3ZjLI8frz4L+2t3G7lpje5+vZ9N7u2BNh48HLXu3BSWrMv9QwLjn3LulFv1vpwM7E4k7lHvmZJv6cY6tKF/WlnmHfkG7aMfRcPc0dUWjVPHVrKJI8+rBz2MkcyzrPg2HdsHv02nhZOALwa/DMVmko2jF6Mo4k1sUXpWCr0D4DamNnxzYC5tDHV31DamXKSJw99yfEpX2EiN2JX8kl+uriDv4a/ip+VK5sSjjH38NccnPQZ1sbmt2+nNqHGnL8ae24prCxl9sEvebbTFP4cNoSzeXE8duAL3M0d6OngB8AXZ9cTkhXJb0NfwsPckdTSHBRS0cS+Vkv6PsUoN31brqEE4IYehh+b8iVLz23kQn5Sk2zLncRRac0zAZM4mhFBelletWkNXeev5boEsODYd3iYO3J86ldEFSTz+IEv8LJwpo9je3o5+HF6xtWbu9nlBQza/BITPfrcvI1tYte7r0vU5bf9OgSwesRr1ZIT/quu6Y1d/p3uRo6dVTH7+SVyF0v6PU2AtQc5FYWUqitqW42BVqfl9dDfCLSvnnzS2DZdS3O9+7+NmV21c02lRs3AzS8wwaN3netq6DdLffHUaLXMObyMWe3HsrrDa6SV5fLQvk9wNbXn/nZDG2yztwT1xaq+68j17ptSdQXvn/yLQLvq91+kEgmDnTvxTMBE7tr9fo355FIZ49178ZDvCJ46tPQ6t/bOo3R0JODJZ8g4fpSyjPRq08w9POn6wkJi1q2uc36dVkvo269j373++3HlOTkcfelZer37EZ4TJpMfdZF9jz2ApU87XAYMAsC+ew/8HniEY6+8UGP+vAvnOfn+2wz+7mcce/Uh88QxDs59AusO/lj5tJyExaquNzZajYbDz86h/aOz6LByNWXpaeyb9RCmbVxpd8/9Nco79OjFjODThv+XZ2ezedQgPMZNNHxm3b4DHmPHc2bZFzXXp1JxaN5TeIyfxLAfV5Jx/AjHXl7A6LWbsfDwvJFd0KwpLRwJGPoMGTFHKSu8Gh91ZQk2bQLoOuZllBZOpEbt49jqBYyasw4rR/131dq5Ax6dx3NmV839+V9e3abg1W2K4f+5KefY/e0M3Dte/W0UvP5VNKoKRj+zARMLR4qyY1FcftGyojSfQ78/SdcxC/HqPpX48I0c+v1JJrywByNl7S9jtkTXGy8Hr17MWFzl+CjOZvMng/DoMrG21QBwdtcXZMWHMPSx3zC39aA0PxWpXAGAVqPi0B9P4dFlEsMeW0lGzBGO/bOA0XM3Y2HXco4XM0clPZ4JIPloBsXpZYbP1SVq7ANs6PtyV8yclCTsS2XXgmPMWDcK28v37k98cZa0kCwm/TYUSw9zilNLkSpqb9OmhWVxcHEYE38ZgkNnGy78E8vW2YeYuWc8xhZGlOdXsO3JQ/Rb2JX2U72I3BjPticP8cCeCRhbGhmWU5JRxqkfL2LbvvbnB9kX8kjYm4qpo0m1zyf+NKTa/w+9G0Z+bNEdm3wFYKF0ZEDAM8RlHKWorPq1Z2DH+dhaeCGXGVNQksrqg49jZeZGJy/9OcrRugP+HuM5cKbhc1u5qpAu3jOY2u8rFDITDkd8w+qDs5gzYR9SqYzzCUEER/7M/UN/xdrcg8Pnl7H20JPMHrsNqVSGk7U/9w35BXOlI1qtmtDo31l35BnmTNhzS/aLIAiCIFyrlntHTmhRkjKKGdffHTOlAnOlgvED3IlKyL/u5Z2LyeVQeDpPTPOv9rlGo+WrVed4Y1YgHdvaIJFIsLc2wcO59ofW6/fF4eliQWAH/ZsTRaUq8osrmTbMG5lMipujGf27OBGVWHDddb3TpScVM3icO0ozBabmCoaMdycuKr9GuYunc0i4VMjo6d51Lmvll2d5YF5HuvZxRCaTYmFlhIeP/oaBi4c5d8/ugIOLKVKphL4jXHH3tuDiqZxbtWnNUlJxFuPce2GmMMFcoWS8ey+i8lManPZfsUVpxBWlM6/jFBRSOW0tXbjbexCrYw4AUKauYEtiMAs6T8PSyBRvC2ce8h3BmrhD11TXKV79MJLJsTOxZIRrNyLzk298J9yhGtrn070HMMSlC+YKZYPL6mrXlvt8hmJnYolMKuVenyHIJFLD/h3i0oWJHn2wNDLFSCZndodxpJXmklKaXW0574T9wdyASVgZmd38DW5G6tv3HuaOzO4wFhdTW6QSKSNcu+Ft4cypnNhal3Uo7RwBNp4Mb9MNqUTK8Dbd6GLXlo3xRwF9Ly/5FcXM7TgJY5mC4W260cuhPRsTjgH6xJI9KeF81PtxnJT665CPpYvhDXwbY3NczeyRSCTo0CGTSClRV5BVrr/OJJVk0dnWm/bWbkgkEqZ69Uet05BUknUb9mTz0NCxdC1OZl/CSCZnZrthyKRSutn5MNo1kH9i9ee6/Ipifo7cwUe9H8fTwgmJRIKrmT2OSuubvFWtx5UEuo42nhyf+iUrh77MH5f2sDnhuKHMC8e/x9vCmWNTvmTLmHe5kJ/ENxFBTVjrO9cYtx6McgvE5j8Jmo25zl/LdSmhOJOw7Ghe6jIDU7kx3ex8mOzZl3V1tBvWxx3F08KRQPuW8wLD9e7r230dulG3evnNxfXGU6PV8tW5jbwReD8dbTz1vzdNrPAwd6x3fb9F7cbH0oXel5N/r2hsm66luZFzV1W7U06iRccYtx51rqu+3ywNxbNIVUp+ZQnTvPsjk0pxM7Onv1MAUQX6+Rtqs7cEdcUK6r+OXO+++eLMOiZ69q2R8GlvYsUDvsPpate21vnaWrpwd9vB+LXwF0/+y23kGNxGjMLYpmZPsN5TpuMyaAgKs7pf4oj68zcs2/rg0LPuJEaA0ox00IHXxClIJBJs2vtj27EzBdGRAMgURrR/6DEcevRCIpPVmL8kJRlTV1ecevdFIpHg1Lc/ps4uFMZcusYtvnNcb2xUxUVUFuTjPXkaUpkMM1c3nPr2pyA6qlHrjdu8HgsPT+y7XU2q873/QZz69kdmVDOpICsshIr8fDo+NReZsTFthgzHoWcvEoI2Nn5j70BuHcfgFjAKY9Pq8TG39aDDwNmYWrkgkUpx7TACC3tvcpJOGcr49n0QJ5/+yOTXnqQRG7YGp3YDMbV2AaAgI5qUC3voPf0jlJb636OWDj6G5KqUiF0oLZ3w6XUvMrkxPr3uxcTCnuSInde/8XegG4lXVXHh67Gw88Teo/ak04rSfCKP/kzv6R9hYadvF5jZuKK00LcLsuJDqCjNp+OwucgUxrTpMBwHr14knNp4Mze3ybUd44b3KDdMbKp/xy09zOk2uwPmLqZIpBK8Rrhi7W1BxuV79+X5FZz5OZJhH/XGytMCiUSChasZZo61/96M352K18g2OHWzQyqT0vH+dijM5MTt1N/rjtuVgpmTkoB7fZAZywi41wdTexPidlZvSxx6J4wecwMwsTKqsQ6tRsv+10MYtDgQWR2JYADqCg3RmxPxv7v2dsador3bGPzcRmFqXPPa42jdHrlMH1OJRIIEKbnF8YbpPXwfxMupv6FMfXxchhDgMRETI0tkMiP6dphNYWkaBaX62EWl7KKL9wzsLH2QSRUM7DifvJIkkrJDATBXOmKu1B9XOnRIJTIKSlLQaFU3ugsEQRAE4aYQCVjCHeGxSe3592gSRSWVFJZUsuVwIsN7XX3je+OBBHo+vIFxz23np00X0Wp1dS5LrdHy+vIQ3noiECN59UMgNrWI7PxyImLzGPpUEANnb+b15SEUldbeeFu3N467R1xNGLK2MOauEd6s2R2LSq0lIb2Yo2cyGNqjzQ3ugTvX9Mfac+jfJEqKKikurGTflkT6Dq/5tv6ONbH0GuyCnVPtP6rKS9VEn8sjO6OMx0dt5b5+m3h//hFyMstqLZ+fU05iTBHeHaxv5uY0e4+1H82/SSEUVZZSWFnKlsQTDHft2uC0/9Lp9MeQjqvHkhYdkZcfFsQWpaPSqvG3vtrzgb+1R40b4isittBzw3wm73ibDXFHqk2b1WEsG+KPUq6uJKusgF3JJxnepluj529pGtrnNyIyP5kSVTntLGs/FwVnRmKpMDX0qgSwPSmUYlV5tR7NWqpr2fc55YXEFKXRwbr2hzNadKCrfg3S6rRcvHxsROYn42vVploPSQHW7kRe7qknODMSVzN7lpxdT++NzzJy66t8f2F7jfUErp9LwJonmXN4GdO8+uNu7gDAePfeZJcXcD4vAY1Wy9rYQzgpbVrVw6TGxLOx5xYtWsPyDMtHZ4jXqZxYjGQKtiScYMCmBQwNeplPTq+hUqO+mZvUqjQmgU4k8N56jb3ON1ZkfhIOJtbYm1x9q9jf2sNwbvyvdXGHuNt70HWt605zrfv6Vl+Hrnji4BJ6b3yWh/d9Snh2TI311DW9sctvqRqKZ2xRGtnlhUTkJTA06GUGbn6R10N+pUhV+28agJSSbFZG7+aVrvc0uP7a2nStybUeT2viDjHZoy/GMkWdy6zvN0tD8bQ2Nucu74GsiT2ESqsmoTiToxkRDG3TpdZ1NdRmb80as29O5cRwNOMCT3UYfxtr1nqVpKYQ/edKur74SoNlbTr449CzF3Gb1qPVaMiNOE9+1EWc+w1s1Lqc+w9CYWpG+tHD6LRa0o4cQlVUiH1gzxvdjBbH2Moa72l3Ebt+DVqViuKkBDKOH6XN4KGNmj9uwzq8p9/d6PXlR0Vi1c4XqeLqedS6QwD5UZHXWvUWqbw4h6KsGKydO9zwstSqchLPBNG259X4ZMYHY2bjytndS9j4YW+2LhnJhUPfG6bnZ1zExqX6y8fWzv4UZIj41KaheMWFrcO7R93HR07SKWQyIxLObGHT/wYQ9NlQTu/4BI26EoD89EisHH2RVml3WLsEkJ/eOuNRmlNOXkwRdpfv3WecykFmJCN6SwK/DdjEH0ODOPbJaTSVmlrn1+l08N9HQDodOZH5AORczMfev3oikb2/NTmRV1+Uj9meRGWxivbTan8h/MwvUdi1t6ZNn/pflojbmYxECt6jWvYw4P+GvsWnazvzTdBgVOpSunhNvynLTcwMxkRhiZWpvp2n02mr3dO7/CGZ+RcN/y0oSeWL9YF8urYTu8Lfp5//U8ikdbfpBUEQBOF2EuOjCHeEHh3s+WdXDD0e3gBAdz87npqu/wH5yHhfXnm4K9bmRpy5lMtznx9DKpXw2KTax3z+ceNFAtra0LujIyfOZVabVlCs/0F09EwG6z/VD0204ItjfPhLOB/Nrf5GX0hEFkkZJUwd6lXt8/H93XlteQhf/3MejVbHQ+PaMbi78w3vgztVxx72bP8nhhk99LHz727HvU9V//FfXqpm/9YkXv607mFmigoq0eng6O5kPvp1KJbWRixdHMYnLx3nfyuHVSurqtTw4fPHGDzeHb/Otjd/o5qxHva+/BNzkB4b5gPQ3c6Hp/wnNDjtv7wt/8/efYdFcXYNHP7tLrtL701AQBFUxN5712is6dWoXxJjium9vKa9yZtqolFTTY/G3k1sGHvDCqKiglIFpLet3x+rq0gRjbAK576uXGFnnpk5s4+zOztz5jz+BDp588XhJTwdNYbThWdZcHIzhedvJhQbynC002KnvPh0qqvakSJDqfX1C21up5lrAPZ2GnZkxDNl+yyc1PYMOf+EeV//1ryy6wfaLXoco9nE4MD23NG0V42Xr2+u9J5fq3xdMc9sn81jkbfi41CxnHZqUTZv7fmJV9rdbe3PPF0RHx34kzl9n/9X275Z1PS91xkNPLN9NsMbd6a1Z+UXZ3r6RfLh/nmsTY6hf0BbNqYeICYrga6+lu+kIkMpLueHE7zARXPx2MnVFZGQn0r/gLZsHvkppwvPMmHTp/g6uDEmtId1mZjbvqLUoOOv5L2UGS8mCXvZu9AvoA23rX0HBQoc7LR81fOJam8s1jdX6s+r+Wxp79WMEqOOX46v556wvhzMPsXfyTF4nR/SIU9XRKG+hMTCDP4e/gF5uiIe3fwFjnZanmw1qk73u76oSQLdhZvhke7BFOhLWJscw11N+1ZYl7h2Nfmev9r1uV722eeqqXx9uzOPcaYos9xnXn12Ne91XXwPAfzS70XaezfDaDbxR8JGJmz6lFW3vEuAk9cV59dk/fXZlfozT1cEwLaMOBYNeQuAZ7fP5r/7/uCDLhMrXeebe37m6agxlVYQulRl53QNzdUcTylFWWzLiOOlNtUnGlT3m6Um/Tm8cRde2z2HGbHLMJpNPNhsIH38W1fYzpXO2Ruymrw3epOBN3b/xNSOD6BRyaXOurDnnTeJeuJptO4Vq2RcTqFUEjr6NvZ98C67//MaZpOJNs+8gHvzmiWlqBwcCBkxmi1THsNkMKBQKun8zgc4ePv8292olxoPHc7u/7xG7OwZmI1Gmt37IP69+lxxucy9uylKPkPoyDE13pahuAi1S/lhQTUuLhiKiq427HrHaNCxfd4zNI4ajmdgxc/9q5V8eA1KlZrAFgOt03TFueSfTSCgeX9GvriZwnOn2fTjBBycfQltPwZDWbF1OMILNA6u6Mukfy53pf7KTNxNUc4ZQtuPqXIdupI89GWFFGYnMvyZv9GV5LH5l0ex0zjSqv+TGHRFqB0uO17sXTA0wP4w6oysfWY7YcMb43v+2n1Zng5doZ68xELu+3s4pXk6Vj26GbWjHZ2ebFVhHcF9G7H6sS1E7s3Et40XR+adoCC1GF2h5RqZvtiA1rX8tTCNqwZdkd66ve0fHWDEnMqvJeSfLuTwr8e5Y8mQK+7PkfkniRgdikpTv8/Bb+n0NkM7/of0nFiOp6zHXvPvz1nzilJZs+ctBrR7BeX5h3iaNerHP4enERk8Ag/nYDYf/hKT2YhOX2hdzs0pgOdui6FMX8ihxMW4Ojb617EIIYQQ14tUwBI3PJPJzPi3o+nQ0ocDv9/Ogd9vp0NLHya8HQ1AqzBPvNzsUamUtG/uzaSxLVi55XSl60pKK+CPv07w8rjKq/442ltO8ibd1hJPVy2erlom3daSDbtTK7Sdv/4kAzoF4OV2cfzvkyn5PPbhFl6b0J7D8+5g63ejOJFSwMe/HPyX78LNyWQy8+r4aFp18GHJgdtZcuB2WnXw4bUJ0eXa/bP6DPYOKrr2q/pE2cHJ0jdjxkXgF+iEg5OaB6dEcWDHWUqLL1Ya0euMvPfUNrT2Kp55r2E9DWkymxgf/QkdfJpx4PaZHLh9Jh18mjEh+tNq51VGrbRjdq+niMs5Te9lz/Pcjm+4vUkv3DWWGz+OdlpKDDoMpotPIRXoi3Gyu3g8tPduhovGEbXSjt6NorgnrC+rTu8GLDcrHtr0CXeF9eHg7bPZM3Y6DnZaXtjxbY2Wr4+u9J5fiwJdMRM2fUpH73CmtBpdYX5a8TnGRX/MA+EDubPpxUoj/9v/J3c06U3oZUN31Fc1ee91RgNPbZuJvUrDe53GV7mupq6N+KLHZKbHLqPb0meYf2oztwZ3sa7Lyc6+QmJXgb7Eeuw42mlRKZQ8HTUGrUpNuFsgtzfpxYbU/RW2ZW+nYXRod+Yc+5s9mZYhJWbELmNT6kH+Hv4BcXd+w+xeT/HMttnE5VT+vVgfXak/r+azxUPrzNe9prA8aQc9lj7LJwcXnF+XZVhOx/PDRkyJGoOT2p4AJy8eihjExtQDdbOz9dClCXRlRj3H81IqJET29W/N3szjtFv0OD2WPUsjR89yCbzi36vJ9/zVrq9AX1xuWoGupNL1zT+5mQEB7ayJjvVdTd/ruvoeAujm1xKtSo2jnZb/a3ELYa6NiE47WKP5NVl/fXal/nQ8//9JLW/FU+uCp9aFSS1vZUMV3xtLE7djNBuvmJBY1TldQ3M1n10LT20h0j2Ylh7BFeZdcKXfLFfqz5P5aTy25Utea38vh+/4mq2jPuNEQSofH1xQbjtXOmdvyGr63nxzZDVtPJvQxbfyB/HE9ZW4fClmg7HGiToZO7ez993/0HPaV9wZE8etK9eStHI5CfN+q9HypxYv4OhP3zPwt/ncGRPHoD8WcnDaJ6T+s/Ff7EX9lH/qJFumPEb7l17jjj2HGbVhKwUnT3Dw84+vuOzJRfMJ6D8Ae8+aV1G0c3RCX1hYbpq+oAA7J6erjr0+MRp0bJv7FCqNPZ3GvHdd1nly73xC240tVz3JTuuIQqkiauDTqNRa3PzCadLxdlKPbrDO15cWlFuPvrQAtbZh98/latJfJ/fOJ6DFAOydqj4+7DSWhxCiBkxBrXXCyT2AiO4PkRq/8fx8J/Sllx0vpQXYNbD+MOqM/PXUNtT2Kvpdcu1e7Wi59t95ShRqJzUuAU60eSiCpI0V78sABHX3o+fr7dj0+h5+6rGUswfPEdTDD3t3rXV9uoLyo5roCvRonCzH0Lb/7aflHU1wD3WpsG6A6Df30OXZ1tb1VSX/TCEpO87S4s7KH5CpbxQKJY08W6NRO7Fh/4f/al35xWn8ET2OjuEP0LbpxYciWje5nfbN7mPBlseYsbw3ZrMRb9dmOGjdK6xDq3amY7P7WbnrFXILG0bVZSGEEDc+eSxM3PByC3WkZBYzbng4DlrLP9lxw8P5bkk85/LL8HQtfxKsUCqqXNeeI1lk5ZUy5MlVAOiNZopK9HR5aDHfvN6HFiFuaGvwpEJBsZ41284w48XyQ3MdTcrD38uRYT0aA+Dr6cDYfqF8s/gIL1WR9FWfFeTqyEgpZvS4cOwdLH03alw487+LJ+9cGW6elr5bM/8kg8aGorKrOifU2VWDb4BjpfMuVMvQ64y8N2Uber2JqbN6oa7nT51cLldXREpxNuPCB+FwPilgXPggvotfU+28c2UFeGor/tgMdwvkx34XKyB9dGA+XXwjAGjq4o+dUkV87hmiPEMBOJJ7hogqhsMBUHLx2DxdeJYyo46HwgehUCjQqOy4J6wfD//zeY2Wr6+qe8+vluVmxWeEuwXybqdxKBTl37+04nM8uPEjRod0Z3LkiHLztmXEUWgo5adjay3r0pdwOCeRPVnH+arnE9cUz42uuvdeZzQwZdtM9CYDs3o9dcWn6gcFtmdQYHvr69vXvsttoZbvi+buQXwVtxy9yWAdnulIzmlaeYQA0NLd8v2huIp/7waTkcSCDDr5RBCXc5pbGncmxNlSHr2rbwtauDdmW0YckdXcYKxvruZYutJnS0efcP4c9Lr19dPbZllv7rU431/i+rmQQPf+vrn0XvY8fo4e3N6kF3PPD0F44Wb401FjuC+sPyXGMt6J+Y0XdnzLFz0m2zj6+uNavuer09y9MWdLc8kuzbcmVh3JPU1zt/JDNBToS1hzZjcz6ul3TWVq8l7X5fdQZa70nXTp/GtZf31ypf5s6uJ/VVUpt2bEcSD7JF0WTwGgxKjDaDbRfekzbB89Daj+nK6hqelnl8lsYuGprUxqWf1QdVf6zXKl/jyal4K/oyfDGltuLvo6uDM2tCffHFnNS20tN5mudM7ekF3Ne7MtI4643NOsS9kHWKr9KRQK9mWfYOHgN+sq5AYjY8dWsg8dYHFvS6V4Y2kJZqORpf26Mzp6e4X2OUdi8WrdFt/Olqrnzo1DaDx4KKn/RNPs7vuvuL2cI3H49+qDR3NLNXWP5i3x79GLtM3/ENCn/xWWbljyjh/F0c+fxkOGAeDg40vo6LEc+eEb2j73UpXL6QsLOLN2DT0/m3FV23OPaE7c119h0uutwxDmHD2CR8uK1WoaCksyzxRMRj297p+Fyk7zr9dZkJ1EZtJuOo1+p9x0d/8LIwxU/vno7teCY9t/LDctJ+0IzXtO+Ncx1Rc16S99aQFnDq+h573VHx9XGmrS3b85cdFfYTLqrYl0OelH8GjUcI4Xo87I31O2YdKbGDarV7mKUReGIrwakXeFEXlXmGXdehO/9V9Bm/ER1vUd/PFYufZZR3JoO8FyPSdlWwanCg0c/MnSRleg5+zhHNL2ZHHLVz1J2ZZB9pEctr5vObcoy9Oz/sWdtLwzk56vX/ytdWT+KXzbeOIVcfXx38xMJgPnChOvefn84jR+3/ggrUJG0yOy/LUchUJBz8jH6Rn5OADFZTnsTfiNxj5dKlsVZrMZg7GMvKIU3J3lOp2t3ZPwla1DuCpzmzWc609CiLojFbDEDc/TVUtII2d+W5NAmc5Imc7Ir6uP4+/lgKerllVbT1NQrMdsNnMo4RzfLDrC0O6Vn2gN79mYdV/dytJPh7L006H89/HOODmoWfrpUCKbuGOvtWN0nxC+WXyEvEId+UU6vll8hEFdyt8cWrE5CXcXLb3alR9aMCrMg7PnSli7MxmTyUx2XilLNiUS2fTKJdnrIzdPLQEhziz/LQFdmRFdmZHlvx7H29/Bmnx15mQ+cTFZ3HJn0yuub9jdYSz9+ThZ6cWUlRr47atY2nX3w8FJjUFv4v2nt1NaYmTqrF5otA0r+QrAU+tCiLMvvyVsoMyop8yo59fj6/F38LjivMrE556h2FCGzmjgr+S9LDi1mccjRwLgYKfl1sadmXZ4MQW6YhILMvjl+HruamJ54j5fV0x06kFKDGUYTSa2ZcTxx4lohja2DPHV1KURjnb2/JawAYPJSKG+hD9PbCLSPbhGy9dX1b3nepOBMqMek9mEyWymzKhHbzJUup4CfQkT//mcJi5+/Lfz+Ao3KzJKcnhw40cMD+7CU1EVnySfP+gNlg99m6VDp7J06FSiPEN5uPktvNtp3PXf6RtEVe+93mTg6e2zKDGWMavXUzW6aXro3Cnrv+vpscvI0xUxtonlxndnnwjcNE7MiltBmVFPdOpBdmUeZez5yhadfZoT4uzHjNil6E0GTuansejUVgYGWC7ubEjdT3zuGQwmIyWGMmbFrSC9JIfO5xOC2nuHsSZ5DylFWZjNZvZmHufguZPWxK6Goqr+vJbPlticJMqMekoNOuad2MTOs0cZHzEYgMbOPvTwi+Sr2GWUGMrIKMnh5+PrGRjYro72tH66kEC3a+yXLB/6NjqTwZpAd+nNcI3KDjeNE/eE9StXnUfUnMFkpMyox3DJd4vOaLji9zxc3fdSiLMvHbzD+fTgQkoMZRzIPsmypB3c0bT8cDgrknbirnWml3/9uwlxre91XX8PHctN5vC5RGv//nRsLQn5KfT2j6rR/Cutv7641v60t9MwOqQ73xxZTZ6uiHxdMd8cWV0uYe5Sr7e/h9XD3reek90b1o9uvi1YPPg/wJXP6eqrf/PZBbA1PY6csgJGBnetdjtX+s1ypf6M8gjhbEkua5NjMJlNZJfmsyRxuzUp/krn7PVBVX0F1X+PXO1782WPyay65V3rsTIwsB2jgrsxu9cUa5sLv4Mv3zZYbtxZYrPM15ksbS887FVfmQwGjGVlmA0GzGYTxrIyjHqdZZ5eb5lnMmE2WuaZ9Jb3p/1LrzNs6WqGzl/K0PlLCbvzXny7dGPwvMWVbserbXvOxR4kc99ezGYzRakpJK/7C48WkdY2Rl0ZxrIyMJsxn4/LZDSeX74d6Vs3k5dwHIC8hOOkb92MR8vISrdXH1xr33hERlGSeZbk9Wsxm0yUnssmcfmScu91ZZJWrUDr5o5/j4pVZY16naVvTCbMRqNlewbLserTsTMaNzfivp2FUVdG6j/RZO7eReiosdf5HbmxmIwGjPoyzKbz/aMvw2jQYTLq2T7vaYy6EnrdNwuVXcXKOUaDDqO+DMwmzCYjRn0ZJmPl59AXnNo7H6/G7XH1CSs33Se0M85eIcRunIHJqCc/8ySnYhYRcH6YwsDIwRTnpXNyz3yMBh0n98yntCCToMgrD6lWn/yb/gJIOrgCraM7/s2qr7rs7NkYv7AexG78CoOuhJL8DI7v+JnAlpb+8AntjMbBjbjoWRgNZaQejSbz1C5C29ev48VkMGEoM2IymDGbzBjKjBh1Rox6E38/vR19iZFbZvVCddm1e9fGzgT18GPPV7HoSwwUZZRw6OfjhA4MrHQ7Rr2JrLgczCYzpTllbHl7Ly6NnQjuYxlho8ngQArTizky/yRGnZEj809SnFlK0yGWxPzb5g/iruVDuXOp5T+fKE/aPdycvu9aEucf/Gekdd6dS4fi6GtPz9fblxsO0WQ0cXTRKVrW4L7GzcBkMmAwlmEyW44Vg7EMo1FHXlEK8WfWoNMXYTabSM6KYc/xn2nqf/Ec22jUYTCWYcaE2Wy0rKeq69YlGfy+8UFaBg+nd9RTFeaX6vLJzj+J2WymoCSDVbteJSJwED5u4QDEnV7BuYIkzGYTpbp81u57D7WdA34e9e86ghBCiJuTVMASN4VZr/Tiv3P20+vhZZjMZiKbeDD7VcsJ3i+rE3hj1h6MJjN+ng7cd0sz/m/UxbLzb87eA8C7j3XCQWtnraIFcDq9EAXQyPtiZaXXJ7Zn6rd76f/YCjRqJQM7B/LqhHbl4lmw/hS3D2iC8rJqW439nJn2XHe+nHeYl6bvQqtW0rOtP69NqPyCekMwdVYvvv7vfu7rtQyzyUxYpAdvz754cv7X/FNEdfIhsJJyv1+8aem7p8//8Ll7UgsK8sqYPOovANp29eWlTywXzeNisti+LgWNVsWdXZZY13HPYy25d3L9vSh3uVm9nuK/++fSa9lzlmPFI5jZvadccR7Am3t+BrAm2aw6s5s/EjZSZtTTwr0xs3o+Va7ay1sdH+DNPT/Re/nzaFUaHggfaL25pzcZmB67lGe2pwEQ5OTNq+3uYVjjzgA4qe35utcUPj44n88OLUKlUNLBO5z/df2/Gi1fX1X3nr+++ycWJ261tv0lYT1jQ3vy0fn3bNjqN3is5a2MDu3O2uQY9mef4GjuGf5OibEu807HcYwO7c6fJ/4hqfAsPx1ba61yBfBdn2fp7BOBj4Nbubg0Sjuc1Q5VJuvVB1W99zvPHmVdyj60KjVdllw8Xh5reau1ysSl7z3AJwcXciD7pOWJLb9Ifun/knWougvVfd7Y/RPfxK/G38GDT7s9Ssj54R5VSiVf957Cm3t+ouOiJ/Gyd+WhiMHWdeeUFfLh/nlklOSiVaqJcA/i295PWytePdJiGHllRdyz/gMK9MX42LvzXOvb6VkPkxmqU1V/ZpfmX/Gz5f82fUYnnwhr//58bB1rU2Iwmk2092rGL/1fxM/hYmL1Z90e5Y09P9F96TM4qx0YFdKdR1oMq9sdrmfic88Q7OyLnULFxrQDLDi1mZ/7vQiUvxl+T1g/So26cjfDxdWZGbec6bHLrK+jFkyii09zfhvwcrXf83B130sAn3ebxOu759B1ydO4aZx4qe2ddL1sqKgFpzZze5NeKBX17zmha32vY7JO1On30LmyAv6z91fSirPRqtREuAXxfZ/naOzsU6P5V1p/ffGvjp329zJ176/0X/ESGqWagYHteLXd3db5l/anm8YJN83FYWmc1fZoVWr8HS3fQ1c6p6uv/s37DzD/1D/c0rgTLpqKFZYvPQ+40m8WqL4/Gzv7MK37JL48vJSXdn2PVqmmp38kr7W/B+CK5+z1QXV9Vd33SE3em7YLJ1v/rV8+bK29Soujnbbc75qoBZOsf9+xzjLE1K/9X6KrbwtSirPpv+JidaDuS58FYOOIjwhy8r4eb8UNKe6bmcTOmm59vaBTFD6dujBgzm/snvo6icsuJlQl/PELoaPG0vX9j9C4uaFxu/jeqp2dUWm0OPpdfEhxYZe29Jn1HT4dO+PTviPtXnyN3f95jZKMDNTOzgT2H0Tko49b268aOZTi1BQAtr1g+b7r8u6HNBlzO6EjRlOcnsbmJx+l7Nw5NO7uNBl7B03G3lFr742tXWvfOAc1pvtH0zg860t2vfESSo0W/+49af/Sa9b2q8cMo+XDjxE64mLi7qnFC2gy5nYUyornYJsenUDmnl0AZMbs4cCn/6PV5KeIenwKSrWaXtNns3vqG8T/8A0Ofv50+/BTXILrd+XLuOiZxG68pH/ejsIntAtRA6eQcmQdKjstSz64WKmlZZ/HiOxnqfCy6ccJZCaefz+T9nBgzf9o1f8pogZa/t0vfKctfcZ9h0+o5TeqyWTk1L7FtB70bIU4lEoVve//mj1L32TRex2xd/IiosdDhLaz9K3W0Z3eD3zN3uVTiVnxNs7eTej94NdoLrvmU9/9m/4COLV3AU06VH58rP5yGC37PGZ9z7vd+Rl7lr7B0g+7o9Y6E9JuFC16PwKAUqWm1wOz2b3kDeI3f4ODmz/d7vwUF6/6dbzsnRnHnumx1tffRi0goIsPnadEkbguBZVWxZxLrt13eKwlHc9fux/4WTc2vbGHn7ovReOsJnxUCO0euVhZ7Nu2C7n1uz4EdPbBZDCx8ZVd5CYVotIoaTIokOFf97aOjmLvrmX41735Z+peNr8dg3sTZ4Z/3Rutm6XKmaOPQ7m4VRolGmc1DucfGnduVP48UalSYO+usS4PcGZzOmUFeprdWj+uR2yNm8mW2IvHyscLogj26cKIrh+x+9hPrNr9GmazCWcHPzqGP0j3lhfPreZumsDpTMtn25nMPWw48D96tXqK3lGWz7ZPFrbl7j7f0dinM/tP/ElOYRK7j/3E7mM/WddxYX6pPp+FWx8nvygVjdqJVsGj6NvmOWu7vKIUog9+SnFpNmo7Bxp5tuHevj9ir6m/162FEELcXBTm+v44l6hVCYvvsXUI4jz33hXLIMfkPmmDSERlOrjPQKVS4eHhQU5ODkajkdwnl9s6LAG4zxhZYZr0zY1D+ufGVVnfgPTPjeJmOnb6LX+R19vfy+CgDgB8dmhRuQS6l9veRUefcGv7vZnH+fjgfI7lpVhvhr/e/h6CzyciAnx5eAlHcs8wq1fFpylvBO4zRsp5wQ1KPttubDfTZ1tDJP1z45K+ubFVdl7wZHqurcMS583wd68wTfrnxlBp33ydW+dxiMrNmOReYZr0z42hsr4BeEvuJdwQ3nG33Oe59Nzg48nZNo5KXPDfuc1sHcINTYYgFEIIqYAlhBBCCCGEsCGNyo4Xd35H24Sm/NTvBZ5rfRvPtb6tyvYdfcKZO/C1Kuf3WvY8Bfpi+jZqXRvhCiGEEEIIIYQQQgghhBBCVCAJWEIIIYQQQgib+Xv4B9d1fVtGfXpd1yeEEEIIIYQQQgghhBBCCHElFQeuFkIIIYQQQgghhBBCCCGEEEIIIYQQQghRI5KAJYQQQgghhBBCCCGEEEIIIYQQQgghhBDXSBKwhBBCCCGEEEIIIYQQQgghhBBCCCGEEOIaSQKWEEIIIYQQQgghhBBCCCGEEEIIIYQQQlwjScASQgghhBBCCCGEEEIIIYQQQgghhLhMv379UCgUTJ061dahXJWbNe5/Y+rUqSgUCvr163dNy4eGhqJQKPjxxx+va1yi4bCzdQBCCCGEEEIIIYQQQgghhBBCCCGEEKJ6+/fvZ8mSJbi7u/PMM8/YOhwhxCVsVgHLbDbbatNCCCGEEEIIIYQQQgghhBBCCCGEEDeV/fv38/bbbzNt2jRbh3LD8fb2pnnz5gQHB9s6FNFA2SwBKyQkhHfeeYeUlBRbhSCEEEIIIYQQQgghhBBCCCGEEEIIIW5yTz75JPHx8fz888+2DkU0UDZLwEpOTubtt9+mSZMmjBkzhtWrV0tVLCGEEEIIIYQQQgghhBBCCCGEEEIIIcRNxWYJWM7OzpjNZgwGA8uXL2fEiBE0adKE999/n7S0NFuFJYQQQgghhBBCCCGEEEIIIYQQQghRpZMnT/LBBx8wePBgwsLCcHBwwNXVlQ4dOvD222+Tm5tb5bIKhQKFQkF0dDS5ubm89NJLhIWFYW9vj7+/Pw888AAnT56sdLkJEyYAkJSUZF3Phf9+/PHHSrdnMpmYMWMGHTp0wMnJCXd3dwYPHszGjRurjPHQoUO8+eab9O3bl9DQUOzt7fHw8KBHjx58/vnnlJaWVrpcYmKiNZ7ExERSUlKYPHkywcHBaLVaGjduzOTJkzl79mzVby4QFxfHxIkTy227V69ezJ49G4PBUOkyU6dORaFQ0K9fv0rnm81mvv76azp16oSTkxNeXl4MGjSINWvWVBuLEDVlZ6sNp6Wl8dtvv/HNN98QExMDwJkzZ3jrrbd4++23GTlyJJMmTWLIkCG2ClEIIYQQQgghhBBCCCGEEEIIIYQQopyJEyeyadMmAOzt7XF0dCQnJ4d9+/axb98+fvnlF6KjowkKCqpyHampqUycOJFTp07h6OgIQEZGBr/99ht//fUXu3btokmTJtb2fn5+lJSUkJ+fj1KpxMfHp9z6HBwcKmzDYDAwatQoVq5ciVqtRqvVkpeXx7p169i4cSMLFy5k9OjRFZYbOXIkSUlJADg6Olr3b/v27Wzfvp3ff/+dDRs24OLiUuX+HTp0iIkTJ5KVlYWLiwsmk4nk5GRmz57N2rVr2bNnD+7u7hWW+/nnn/m///s/a6KVm5sbRUVFbN26la1bt/LLL7+wcuXKSpetitFo5N5772X+/PkAqFQqNBoNGzZsYMOGDXzxxRc1XpcQVVGYb4Bx/2JiYpg9ezZz586lsLAQsGRvAoSEhPDoo48yYcIE/Pz8bBmmqERWVpatQxDipqFSqfDw8CAnJwej0WjrcIQQNuLh4YFKpcJoNJKTk2PrcIQQNiLnBUIIkPMCIYSFnBcIIS6QcwMhBMi5wY3K29vb1iHc0O5J+MrWIVyVuc2eqHHbfv36sWnTJv7zn/8wdepU6/TnnnuOFi1aMGTIEEJCQlAoFJSVlbFu3Tqef/55jh49yvDhw1m5cmWFdV7IhfDw8CAkJISZM2fSvXt3DAYDq1at4qGHHiI3N5e7776buXPnllv2xx9/ZMKECYSEhJCYmHjFuD08PFAoFMyaNYsxY8ag0Wg4ePAg999/P4cPHyYwMJCkpCRUKlW55cePH8+gQYMYMGAAAQEBABQXF7NkyRJeeOEF0tLSePzxx/nqq/J9n5iYaE0a8/DwoH379nzxxRdERUVRVlbGb7/9xuOPP05ZWRkvv/wyH374Ybnld+3aRc+ePTEYDAwbNozp06cTFhaGTqfjt99+48knn6S4uJixY8eyaNGicstOnTqVt99+m759+xIdHV1u3ocffsirr76KQqFg6tSpPPPMM7i6upKWlsbzzz/PggULUKvVFBcXM2fOHMaPH1/leytEVWw2BOGlOnTowDfffENqaiqzZs2iQ4cOmM1mzGYzSUlJvP766wQHB3PXXXexbt06W4crhBBCCCGEEEIIIYQQQgghhBBCiAbqs88+49FHHyU0NNSaUKXVarn11ltZs2YNarWa1atXV5skpdFoWLduHd27dwfAzs6OUaNG8cYbbwCwZMkS9Hr9v4ozJyeHpUuXctddd6HRaABo06aNdbjClJQUtm7dWmG5H3/8kQceeMCafAWWSlj33XeftYrUjz/+SHFxcZXbDggIYNWqVURFRQGW92fixIk88sgjAPz5558VlnnjjTcwGAx06NCBpUuXEhYWBljeqwkTJvDdd98BsHjxYnbu3Fmj96C4uJgPPvgAgOeff5633noLV1dXABo1asSvv/5K7969q90XIWrihkjAusDZ2ZlJkyaxZ88edu/ezcMPP4yTkxNmsxm9Xs/ChQsZOnQo4eHhfPzxx2RmZto6ZCGEEEIIIYQQQgghhBBCCCGEEEIIAEJDQ4mMjMRsNrNt27Yq2z366KN4eXlVmD5mzBgAysrKOH78+L+KpXfv3vTq1avC9I4dO1qHRzx8+PBVrbNnz564u7tTXFzM/v37q2z33HPPodVqK0y/sH+nTp2iqKjIOj0nJ8dakOfVV19FrVZXWPbee++lefPmAMybN69G8f7999/k5+djZ2fHSy+9VGG+Uqnktddeq9G6hKjODZWAdamOHTtaq2LNnj27XFWsEydO8Morr9C4cWPuv/9+du3aZetwhRBCCCGEEEIIIYQQQgghhBBCCNFArF27lnvvvZewsDAcHR1RKBTW/w4cOABAampqlct37ty50umBgYHWv//tsMRVbePS7VS1jfnz5zNmzBiCg4NxcHAot3+5ubnAv9+/C+sBiImJwWw2AzBgwIAq1zto0CAA9u7dW2WbS11oFxkZiY+PT6VtevXqhZ2dXY3WJ0RVbvh/QWq1GgcHB+zt7QHLeKgXErF0Oh1z585l7ty5jBgxgq+++sqapSmEEEIIIYQQQgghhBBCCCGEEEIIcb1NmTKF6dOnW1/b2dnh6elprdp07tw59Hp9uQpPl3Nxcal0+oXcCOBfD0FY1TYu3c7l2zAYDNx1110sXrzYOk2j0eDl5WVNUsrMzMRkMl3X/bswApq9vT2enp5VrvdCTsjZs2erbHOpC+u9NPHrclqtFm9vb9LT02u0TiEqc8MmYMXFxfHNN9/wyy+/lMt6NJvN9O3blyFDhvDnn39aM0dXrFjB7t272bVrlyRh1aHczU/aOgRxnnvvGRWmxeRK/9woOrhX7J8nc2tWFvNG9t4bjrYO4V9znzGywrTcJ5fbIBJRmfrYP7m2DuA6qaxv4Obvn/qiPh479Yn0z41LPttubPXx2Mm1dQDXUX3sn/pC+ubGVln/PJmeW/eBiErN8HevME3658ZQb/umPuwDVfTP17l1HoeoaMYk90qnvyX3Em4I71RyH+GzJ3PrPhBRqf/O9bZ1COIGsnr1amvy1aRJk3jmmWeIiIhAqbw4AFnv3r3ZsmWLtaLTzeTbb7+1Jl+99dZbjB8/ntDQUBQKhbVN48aNSU5Ovin3T4jackMNQVhWVsbPP/9Mr169aN26NdOnTycnJwez2YyrqytPPfUUsbGxbNy4kVdffZV9+/axdetWBgwYgNlsJiMjg3feecfWuyGEEEIIIYQQQgghhBBCCCGEEEKIemj+/PkA9OnTh9mzZ9OiRYtyyVcAGRkZtgjturiwf+PGjePtt9+mSZMm5ZKvjEYjWVlZ1327F4YHLC0t5dy5c1W2S05OBsDX1/eq1lvdcIk6na5W9kk0LDdEAlZsbCxPP/00AQEBTJgwge3bt1uHGWzfvj3ffPMNKSkpfPHFF7Rs2bLcst27d2fdunXceuutmM1m1q9fb6O9EEIIIYQQQgghhBBCCCGEEEIIIUR9diEBqHPnzlXOT0hIqJVtX0j0qs3KU1favx07dlBaWnrdt9uhQwdrold1eR8X5nXs2LFG673QLjY2tsokqy1btmAwGK4mXCEqsFkCVmlpKT/99BM9e/akTZs2zJgxw1rtSqvVMm7cOLZv387evXt5+OGHcXSsfpir+++/H4AzZ87URfhCCCGEEEIIIYQQQgghhBBCCCGEaGDc3NwAiI+Pr3T+m2++WWsJUq6urgDk5eXVyvqh+v0zmUy89dZbtbJdDw8PBg8eDMCHH36IXq+v0OaPP/6wxnXPPffUaL1DhgzBzc0Ng8HAxx9/XGG+2Wzmgw8++BeRC2FhswSsgIAAJk6cyI4dO6zVrpo1a8bHH39MSkoKP/74I127dq3x+jw8PABLuTshhBBCCCGEEEIIIYQQQgghhBBCiOvtQpLQypUr+eijj6zVoFJTU3n00Uf56aefrPkL11tUVBRgScBauHBhrWzjwv598803/Pzzz9ZEqISEBG677Ta2bt2Kk5NTrWz73Xffxc7OjpiYGMaMGcOJEycAyxCBc+bM4eGHHwbgtttuo0uXLjVap6OjI6+88goAH3/8Me+99x4FBQUApKWlMW7cODZt2nTFokBCXInNErByc3Mxm80olUpGjx7NX3/9xbFjx3j++eev6cMoMDCQhx56iHHjxtVCtEIIIYQQQgghhBBCCCGEEEIIIYRo6MaPH0+3bt0AePnll3FycsLDw4PAwEC+/fZb3n77bdq0aVMr227WrBn9+vUD4I477sDd3Z3Q0FBCQ0NZsGDBddnGCy+8QFhYGHq9noceeghHR0fc3d0JDw9nxYoVzJ49G29v7+uyrct16dKF77//Hjs7O1atWkWzZs3w8PDA2dmZiRMnUlxcTI8ePfj++++var0vvvgid9xxB2azmTfffBMPDw88PT0JDAzkt99+49NPP8XHx6dW9kk0HDZLwGrUqBFvvvkmp06dYvHixdYsymsVFRXFnDlzmDNnznWKUAghhBBCCCGEEEIIIYQQQgghhBDiIo1Gw7p163jllVdo2rQpKpUKOzs7Bg8ezPLly3nzzTdrdfuLFi1iypQphIWFUVpaSlJSEklJSRQWFl6X9Xt6erJjxw4mT55MUFAQCoUCe3t7xowZw6ZNmxg/fvx12U5Vxo0bx/79+xk/fjzBwcEUFxfj6OhIjx49mDlzJtHR0bi7u1/VOlUqFX/++SezZ8+mQ4cOaDQaAAYMGMDKlSt56qmnamFPRENjZ6sNnz59GpVKZavNCyGEEEIIIYQQQgghhBBCCCGEEEJUKTo6utLpTk5OfPDBB3zwwQdXtRyA2Wy+4nara+Ph4cEXX3zBF198UWWb6rZfkzbe3t7MnDmTmTNnVjo/MTGx0umhoaFX3L+atGnVqtVVF9+ZOnUqU6dOrXK+QqFg0qRJTJo0qdL5Ve2TEDVlswpYknwlhBBCCCGEEEIIIYQQQgghhBBCCCGEuNnZrAKWaDh2Hj7LA29trHTenx8MpH1zy/iw97+5gV2xmRXa9G7nzw9v9a3VGBuyAzvP8tIDlffPtD8H0rL9xfF79TojC74/yroliWQkF+HkoiYiypMp73bCp5FjXYXcoOx86RcSF++scv7Ize/h6O9O+uYjnF4VQ/aBRApOpOPQyIOR0e/UYaQNz0s7v2dx4tYq528e+SluGkcWntrCupT9HMtLpthQSrCzH3eH9eWepn1RKW2WB13v1aR//B09mBW3gvUp+zlddJYifSmNHD3p16gNkyNH4GXvWocRNyw17Z9L5euKGbzqVc6VFfBlj8cZ1rhTbYfZINW0b+7f8D92ZR6tML+3fxQ/9H2uNkNs0K7m2NEZDXx/dA1LEreRXJSFi9qRKM9Q3u00jkaOnnUVcoNSk/4xmI30X/FSlW3uatqH9zuPr4XoGraaHjsms4m5Jzbxx4loTheexUGlpZVHME+0GkUH72Z1GHHDUtP+0ZsMzI5byaLErWSU5OLn4M4dTXozqeVw7JTykF9tSSzIYNqhxezJOk6erogAR09GhHTj4eZDcbDTWtvFZCXw0YE/ic05jbPanmGNO/N869txUtvbMPr6ryApkUMzppEVswddfh6O/gGEDB9B8/EPY+fgAED6ts2cXrOK7EMHKDh5Agf/Roz8K9q2gTcQV+ofQ0kJp5YsJGXjOvKOH8NQXIxzcDBhd9xN0zvuQSkPMNeamhw7cd/OIiV6PUVnTqMvKsLRvxGN+vQj8pHJ2Ht62XgP6reCrEQOrZ9GVtIedCV5OLoFENJmBM17PYydxqFCe11JPqumDaas6Bw97vmSxlHDbBB1w5CbWMDuaYdI25NFWZ4O5wBHwkeE0Pbh5qgdLLcbl96/gdRdFe/zNO7tz4gf5D5PbTpXkMg/h6aRnLWHEl0ero4BtAoZQdfmD6O2u3jsGI06dh79nkOJS8grSkardqGRZxS3dHoXV8dGNtwDIYQQ4uYnCViizoy7NZw2zcrf7Alp5FLutb+XAy880KbcNF/Pij+qxPU3Zlw4EW3K909AyMX+MehNvPnIZuL2ZTHsrqY0be5OQb6O+APnKCrU41PXATcQYff2xK9n8/ITzbDnrbk4BXri6O8OQNLyPZxZFYN7q8bY+7rVfaAN0L1hfenpF1lumhkzb+35mUAnb/wdPTiWm8w7Mb/T3a8lE5oPwdnOgc3ph5m69xcOZJ/go64P2yj6+q8m/QNwOCeJlh7B3BrcBWe1PSfy05h38h+i0w6ybOjbOF5yU0lcPzXtn0tNO7yYUqOurkJssK6mb/wdPHihzR3l2vo6uNdFmA1WTftHbzLwyOZp7MtK4K6mfWju3ph8XREHzp2kUF9ii9AbhJr0T7GhjE+6PlJh2X/SD7EsaQe9/FvVVbgNSk2Pnf/t/5Mfjv3N6JDu3N+sP/m6EuaeiOb+Df9j7sBXaevV1Bbh13s17Z8XdnzL6jN7uKNJL6I8Q9mffZJphxeTVpzNe5K4WCvSis9x+9p3cVE78GD4ANw0TuzLOsGXh5cQey6R2b2nABCXc5px0R8T5tKIV9vdTXpJDt/HryGpIIPvJTG71hSnp7H23ttRu7gQfu+DaNzcyDqwj8Mzv+RcXCy9p88GIGnlcs78tQr3lq2w9/G1cdQNR036pzD5DDEfvINf1+40HzcBOydn0rdtZu97U8k+eICu739k692ol2p67OTEHcajeUuCb7kVtZMz+SdPcHLhPNL+iWbo/GXYOcrDqLWhODeNtbNvR23vQnjXB9E4upF1eh+HN3zJudRYej8wu8Iyh9dPw6gvtUG0DUthWjELb1+L1kVN1IPh2LtpSN+Xxe4vD5MZe45hs3tb2zr5O9DthfL3eRx95T5PbcovTuOntbejVbvQMfxB7DVupGTtY/PhL0k/F8sdvS3HjtGk58/Nj5CStY+2Te/C1705pbp8Us8doExfaOO9EEIIIW5+koAl6kynlj4M69G42jYujmpG9w2tm4BEOVGdfOg9rOr+WTTnKId2Z/LpHwNo0Vae8qor3u2b4t2+/I2ezD0nMJboCBnV2TqtzfMj6fz+fSjVKv55ZBZ5x9PqOtQGp713M9pfVglhT+YxSow6RoV0A8DbwY2Vt7xDuFugtc29zfrxyq4fWHhqC09EjiTExa9O424oatI/AF/1fKLCsu28wnhq20w2pO5nRHDXWo+1Iapp/1xwLDeZPxKieaLVSL44vKSOomyYrqZvXNSOjA7tXpfhNXg17Z85R9eyO/MofwyQhJG6VJP+cbTTVnrcLErcgrPagQEB7eoi1AanJn1jMBn5/UQ0twR14pNuF5PkhjXuxICVL7MsaYccT7WkJv1zMPsUq87s5onIkTzTeiwA9zXrj6fWmR+O/s0D4QNp4V799QZx9ZYkbiNfX8zcga9af9PcE9YPM2YWJ24jT1eEm8aJzw4txE3tyK8DXsZFbbm5GuTozet7fmRz+mF6+0fZcjfqrcTlS9AX5DPw57m4NQsHIOzOe8BsJnHZYnR5eWjc3Gjz9PN0nvo+SrWaf554hLyE4zaOvGGoSf84eHtzy6KV1vkAze66l11vvsKpJQuJnPQELsEhttqFequmx07Pz7+qsKxX23Zse+4pUjdtIHjYiLoOvUFI3L8EfWk+Ax+Zi5vf+f7pfL5/9i9GV5KHxuHiw6e5GcdI2PUHrfo/weH1X9gq7Abh6JJEdPl6xs4diGe4pQ8i7wnDbIZjixMpy9OhddMAoHFREzE61IbRNjyHE5dQqs/ngYFz8XGzHDvtw+7BjJnDiYsp0eXhoHFj99E5nM7czYMD/iDAq62NoxZCCCHqHxn7SNSpwhI9BqOp2jYGo4miEn0dRSQuVVyox2io2D8mk5klPx+nx+BAWrT1wmgwUVpisEGEAizVrlAoCBl5cfgtBz93lGopTW9ry5N2okDByPM3ijy1LuWSry4YHNgBgIR8SZSrS5f3T1WCnCxDr+briusiLHFedf3z3r4/GBzUns4+ETaITFTXNwaTkSJ50timLu8fk9nEz8fXMjiwA229mmIwGSkxlNk4yoarJt89Z0ty2XE2niGBHdCq1HUYXcN2ed8YTEZKjTq8LxuC2MveFaVCgb30TZ26vH/2ZB0D4NbgLuXa3RrcBTNmVp3eVecxNgQXqiZePjS3j70bSoUCtdKOAn0JW9PjGBXa3Zp8BTAmtAdOdlpWn95dpzE3JPpCS5UKe6/yD8nZe/ugUCpRqi2fWw6+fta/Rd2pSf9oPTzLJV9dEDhwMAD5JxNqP9AGqKbHTmWcAoIA0BXk116ADZy+7Hz/OF/WPy4+KBRKlJedk+1b+R5BkYPxCemMqF36Qss9Gwev8sMLO/nYo1AqUKrL3240GUzoi+Q+T125UL3Kyb78seNsbzl2VEo1ZrOJ3cd/pnngYAK82mIyGdAbpEq2EEIIcT1JBSxRZ16dsYuiUgMqpYJOkT68PK4trS8bkjAxrZA29y5EbzDh7W7PXYOa8uRdrVDbSa5gbfv01V2UFBlQqhREdfLhkZfbEtHa0j+nE/LIziihSXN3pr2xm3WLEtHrTTRp7sZjb7SnXTep4FNXTHojZ1bH4N2hCU5BUonsRqI3GVh9ZjcdvMOsCTxVySrNA8BT61wXoQmq7x+z2UyOrhCjyURiYQafHFiASqGkq28LG0Xb8FTXP6vP7CYmO4E1w94npSjLRhE2XNX1TWJhOm0WTkZvMuBt78pdTfvwZKtRqJXyE6OuVNY/CXmpZJTk0tw9iDd2/8iixG3oTQaauwXxRvt76ebX0sZRNxw1PTdYeXoXJrO50gqAonZU1jf2dhraejZlUeJW2nmF0dkngnx9MV/FLsdN7cTdYX1tHHXDUVn/6IyWB4DsVZpybS+8PpyTVLdBNhBdfVvwTfxqXts1hylRY/DQOhOTlcDvJ6IZFz4IRzstezOPYzAbae0RWm5ZjcqOlu7BxOWetk3wDYBv567E//ANu956jagnpqB19yBrfwwn/vyd8PvGyfBoNvZv+qc0y/K7R+vuWWUbce2upm/MZjO63BxMRiOFSYkcmPYJCpUK305SLbu2+DbpSvzmb9i1+DWiBk5B6+BB1pkYTuz6nfDu47DTXOyfM4dXk306hmFPr6EoJ8WGUTcMAV192fdNPNGv7aLzlCjsPbSkx2QR+/sJWo8LR+148VpAXmIh37ZZiElvwsHbnsi7mtLxyVao1HKfp7YE+3ZlR/w3rNr1Gr2jpuCg9SA5K4Z9J36nU/g4NHaOZOYeo7AkAx/35qze/QaHEhdhNOnxcWvO4PZvEOInv0mFEEKIf0vujohap7ZTMrRbEH07NsLTRUtCcj7fL43n3jc2MO+/A2nV1AOAYH9nukX5EhHiTkmpgTXbzzBzQRyJqQV88UIPG+9F/WWnVtJraBBd+jbC1VPL6YR8Fnwfz/P3buDzeQNp1sqDlETL0xOLfzyKi5uGKe9aKi/NnR3HGxP/4ctFg2nawt2Ge9FwpG+OQ5dTRMhIearrRrM5/TA5ukJGhlQ/HJfOaODHY2sJcvKmtWeTOopOVNc/WaX59Fj2rPW1v4MHn3V7lDDXRnUZYoNWVf+UGnR8uP9PJkQMIcjJWxKwbKCqvgl29qGbbwsi3IMoMZSx5sweZsatILEggy96TLZRtA1PZf2TWJgBwI9H1+KmceLdTuMAmB23kon/fM6iwW/KMF11pKbnBsuStuNr70Z3SY6rM1X1zafdHuHp7bN5Yee31mmNnXyYO/BVgp196zrMBquy/mni6g9ATFYCjZ19rNP3ZFqGUssoyanbIBuIPo1a80zUWGYfWcn61P3W6ZMjR/Bc69sAOHv+4RIfB/cKy/s4uFn7SFx/jXr1IerJZzjy3WxSo9dbp0c+MpnWU56zYWQCrr1/jHodx379EafAIDyjWtdFqA3O1fRNaXYWy/pfvC7t4OdPtw8/w7VpWJ3F29A0iuhD1MBnOPLPbFLjL+mfvpNpPfhi/xj0pexf/SERPSbg5BEkCVh1ILhPI7o8E0XM7CMkrk+1Tu8wOZKuz138vHINdiagmy9eEe7oSwycXHOGvTPjyE0sYMgXcp+ntoQ16kOfqGfYdmQ2x1MvHjs9IifTt7Xl2DlXmAjA7qM/Yq9x45ZO7wKwLW428/6ZyPjBi/B1lwdShRBCiH9DErBErevQwpsOLS4+8T2wSyC3dA9ixLN/8emvB/nhLcuTxB88UX4ogTH9Qnlj1m7mrT3J+KNZtG9efUUZcW1adfCmVYeL7233gYH0uiWIySP+4odPD/LfH/pSUmx52rik0MBXS4fi28jypFG77r5MGLSK+d/G8/Kn8nREXUhavgelWkXj4e1tHYq4zPKknaiVKoY3rj457p2YX0nIT+Xb3s9gp5RhI+tKdf3jpnHix77PU2bSE5dzmr+TYyiS4brqVFX983X8KgwmA4+1vNVGkYmq+uaDLhPLvR4T2oM3dv/IvJP/MD5rCO295YZEXaisf4rPf34VGkpZOnQqjRwtlRO6+7Zk0KpX+DZ+NZ92e9Qm8TY0NTk3OFWQzuGcJCZEDEGpkKfB60pVfeOktifcNYD2XmF092tJZmk+3xxZxeQtM/hj4Ct4al1sFHHDUln/9GvUhkBHLz48MA97Ow1RHiEcyD7J54cWYadQUWqU4W1qS5CTN519Ihga1BF3rTPRqQeYHbcSH3s3HgwfSJlRB4CmkgqYWqWa0vPzRe1wCgjCp2NnggYNRevuTuo/0cR9Nxt7bx/C73vQ1uE1eNfSPzHvv0P+iQR6f/UtSju5dF9bato3Gjc3+n7zIyZdGTlH4khe/zeGkiIbRt4wOHkE4RPamaDIoWgd3Uk9Gk3cP7Oxd/EhvJulf+L/+RqTyUDLvo/ZONqGxSXIiUadfWg6NAh7dy1J0anEzI7D0cee1g9ahlTt/0H5+zzNx4QS/cZujsw7Sfr4LPzby32e2uLmFERjn860CBqKg9adhNRotsXNxsneh07hD6IzFAOgMxQycehSXB0tD5+G+HZn9qpB7Ij/llHdPrXlLgghhBA3PfkVJ2wipJELA7sE8veOZIxGEypV5TcbJo5qzry1J9l2MEMSsOpQYIgL3QcGsvVvS/9otZYkkciO3tbkKwDfACdadfQmLkYqktQFfVEZKesP4d+rJVoPGbruRlKkL2V9yj56+UfhUc2wgt/Gr2beyX94Jmos/QLa1GGEDduV+kejsqOnfysABgS0o4dfJHev/y9e9i4MCGhXx9E2PFX1T3JRFt/Fr+E/He7HSW1vwwgbrpp+tl0wsflQ5p38h20ZcZKAVQeq6h/t+eG4Ono3syZfAQQ4edHRO5yYrIQ6j7UhqunxsyxpB4AMP1iHquobg8nIQ9Gf0NWnBW91vN86vadfJMPXvMF38Wt4qe2dtgi5Qan6s03Nt32eYcq2WTy59SvAkvDzUts7mRW3Ekc7ra1CrtdWnN7JG3t+4u/h/7V+pwwN6ojJbObjA/MZEdzV+r2jMxkqLF9m0lcYNlJcP6dXr2DPO28wfPnfOPpbbqAGDRqK2WTiwLSPCR4+Aq27h42jbLiupX/i53zLyYXziHryGQL69LNB1A3D1fSNSq3Bv3tPAAL6DsCvWw/WP3g39p5eBPQdYLN9qM9OH1zBnqVvMPyZv3F0O98/rYZiNps48NfHBLcZgaGsiPgt39FhxH9Qa51sHHHDcXzFaTa9sYd7/x6O8/l7BE2HBmE2mdnx8QHCRwRj71H5OVnbic05Mu8kKdsyJAGrlsSdXsHqPW8wafjf1sSq5kGWYyf6wMdEBo9ArbL0T5B3R2sbADenABp7dyQlK8YmsQshhBD1iTxiK2ymkbcjeoOJ4jJjtW0A8grlicm65tPIEb3eRGmxEU8/BwA8vCreAHf30lKYL/1TF1LWHcBYoiNkVCdbhyIusy5lHyVGXbU3Txee2sLHBxZwb1g/nmg1sg6jEzXpn0t18G6Gr72b9aa4qF1V9c8Xhxbj5+BOV98WJBdlkVyUReb5IW7OlRWQXJSFyWyyRcgNxtUeOxduzObp5InwulBV//idHwLKy961wjJeWlfydcV1EV6DV9PjZ3nSDpq6+BPlGVo3gYkq+2Z35jGO5aUwILBduemhLn6EuTQiJkuGUasL1R074W6BrLrlXVbd8i5/DHiFraM+4+6mfcnRFdDExc8G0dZ/vyVsJNI9uFxCL8DAwHaUGHXE5STha+8GQGZJboXlM0vy8K1kaEJxfSTM/Q33FpHWBJILAvsPxFhSQs6ROBtFJuDq++fUkoUc+Pxjwu66l1aTnqjLUBucf3PseLfrgL2PL0krl9V2mA1Wws7fcG8UaU2+uiCw5UCM+hJyUuM4tP4LHFz98G3SlaKcZIpykiktzASgrOgcRTnJmE1yveB6i/0tAe9Id2vy1QWhAwMxlBjJiqt6SOgLy5TmyX2E2hKT8Bt+7pHlEqsAwgMHojeWkJETh7OD5ZzZ0d6rwvKOWi9Kdfl1EqsQQghRn0kFLGEzZ9IL0WpUONlX/c/wTHohAJ6u8jRrXUs7U4hGq8LByY4mEW7YqZVkZZRUaJedUYqbp/RPXUhatgc7Jy0BA6Vy0o1mWdJ2nOy0DKyiWtK6lH28vvtHhgR1YGrHB+o2OHHF/qlMmclAob7iZ564/qrqn9TicyQVnmXAypcrLDN17y8A7B07A1eNY4X54vq42mPnzPkL3jJEV92oqn8i3AJRK1VkVHIjPKM0V/qnjtTk+NmffYKkwrM8HTWmzuISVfdN1vkk38qSe/VmIwa5iVcnrnTsKBQKwt0Cra+jUw9iMpvp4RdZRxE2LNmlebiqK1YWMZgsD9IZzSYi3AKxU6g4lJPI8OCLQw7pjAaO5J5m2BWGaBfXrvRcNmrXignXJr2lGpnZWPUDj6L2XU3/pGxYx+6prxM0aAgdX59aVyE2WP/22DGVlaEvKKyV2ASUFmWjruRhEpPxfP+YjBTnplKYncTKzypWIdu7fCoAY1/fi8ah4nrEtSvOLkXrqq4w3WSwnCebjOYql80/YzlmHOQ+Qq0pKs3GXl3JsXO+SqnJbMTHLQKlUk1hSUaFdoWlGThoPStMF0IIIcTVkQQsUeuy80rxcitfOenIqRw27EmlT3t/lEoFBcV6NGolWrXK2sZsNjNzgeWJo97t/Os05oYkN7sU98sqW504ksOODal06mPpH0dnNZ37NmLnxlROn8gnOMxyIn86IZ+4fVnceo8MM1TbSrMLyNgWT/CITtg5yBAON5Ls0ny2ZRxhRHAXHCoZ+mTX2aM8s302nX0i+LTboygVUnyyLlXXP8WGMhRQYfqaM3vI0xUR5RFad4E2UNX1z7Otx5JTVv6i9rG8FKYdXswjLYbR3isMBzv5PKwt1fVNgb4EjdIOrerihVez2czMuBUA9PaPqtNYG6Lq+sdZ7UDfRm3YmHqAE/lphLlann5NyE9lX1YC94T1tUXIDcqVzg0uWJ60E4CRMvxgnamub5q4WH5zrji9iz6NWlunx55L4lRBOnc3lWOnttX02Lmg1KBj2uHF+Nq7MSK4ax1E2PCEuvizJT2WUwXp1mMELEMTKhUKmrsH4aJxpIdfS5YlbueJyJE4qy0VtJcmbaPIUCYJWLXIJSSU9G1bKEg8hUtoE+v006tXoFAqcY9obsPoRE375+yeXWx/6Rl8Onam24efolDKNYPaVpO+MRQXg0KBnYNDuWXPrF2DLj8Pj1bym6e2uHiFkp6whYKsU7h4X9I/B1egUChx929O60HPUlZcvtpSXsYxDq+fRovej+DVuD12GofLVy3+JfdQF85sSSf3VAHuTS4+2JOw4jQKpQKv5u7oCvSoNEpU2vL3eWJmWu7zNO4t93lqi6dLKKfSt5BdcAovl4vHTtxpy7Hj694crdqZsEZ9SUjdSHb+CbxcLfd1svITSM7aR/uwe2wVvhBCCFFvSAKWqHXPfLodrUZFhxbeeLlpSTiTz7y1J7DXqHjhwbYAxJ3M4dnPtjOidzAh/s6U6oys3ZnC3vgs7h7clFZhknlfW/77zHa0WhUtO3jj7qXldEI+q+adQGuv4v9eaGttN+G51uzfnsHL4zYyZlwEAEt+PoaLm4Z7Hmtpq/AbjDOrYjAbTFUOP5gbn0LK+kMAFJ7OQl9QQuxXawBwbxFI4MDWlS4n/r1VZ3ZjMBsZFdK9wryUoiwe2/IlChTcEtSJNWf2lJvf3D2IFu6N6yrUBqm6/kksyGB89CcMD+5MU5dGKBUKDp1LZFnSDoKcvHkoYrANIm5YquufTj4RFaZdqHbV2rMJg4M61Hp8DVl1fROXk8Sz279mRHBXQpx9KTXqWJsSw96sBO5u2pdWniE2iLhhqa5/AJ5rfRvbM+IYt/EjxkUMAuDnY+tw0zjxWMsRdRlqg3Sl/gEwmkysOrOLdl5hhDj71mF0DVt1fRPlGUpPv1YsTtxKob6EXv6tyCzN45fj67FXaRgv5wW17krHzpRtM/G1d6eZWwCF+lIWnNrMmcJMvu3zjDXpR1xfDze/hX/SDnHv+g95IHwAHhpnNqYdYFPaIe5q2gc/Bw8Anmt9O3etf5/7N/yPu8P6kl6Sww9H/6KXf6tyCY3i+mo+/mHStvzD+ofuJfzeB9C4e5C2aSNpWzbR9Pa7cPC1DDOUezSelOj1ABSePo2+oIDYr78CwL15CwL7DbTZPtRnNemfotQUtkx5DBQKggbfwpm/1pRbh3tEc9ybt7DRHtRfNembnPg4oh8ZT/DQ4bg0aYpCqeRc7CGSVi7DKTCIiAcesvVu1FvNez1M2vF/WP/tvYR3ewCNowdpRzeSdmwTTTvehYOrHw6uFYce1pyvmuUZ2JqgSDlvqw3tHm7O6X/SWHLveqIeCMfeQ0PSxjROb0qj5V1NcfJzIGXnWdY9u51mI4JxC3HGUGrk1NoU0vdmEXl3U3xayX2e2tK1+cOcSPuHX9ffS8fwB3DQeJCQtpGTaZto2/QuXM4PP9iv9XMkZWzn943j6BQxDoA9x37GQeNGj5aP2XIXhBBCiHpBErBErRvUNZBl/yQxZ9lRCkv0eLpqGdItiKfuakVII8uTEgE+jnSK9GHtzhQyc0tRKiAsyJV3JnXkniFSXak29RgUyIZlSSyac5TiQj1unlp6DQni/qdaERhy8UmWkHA3Pv6tP99/dJDfZ8ahVEDb7n488nJbvP1l+KfalrRsN1ovF/x6VH7hLSf2DIenrSg37cLr0LFdJQGrFi1L2oGX1rXSYU+Si7IoOD+M3dSYXyvMf6rVKEnAqmXV9Y+/owdDgjqyPSOexYnb0JuMBDp68UD4ACZHjsBD62yDiBuW6vpH2FZ1fRPg6EUnn3DWpsSQWZqHEgVhro14p+M4qa5UR6507IS7BfJb/1f46OB8ZsatQIGC7n4tebntXfg7etRxtA1PTT7btmXEkVWaz2RJiKtTV+qb2b2e4ruja1h5eheb0w+jVqro5BPBM1FjaXq+mpyoPVfqnyiPJiw8tYW5Jzdhr9LQyTucz7pNItIjuI4jbTi6+DZn3sDXmB67lN8TNpKrKyTIyZvnWt/GIy2GWdu18gzhp34v8PGBBfx3/1yc7Oy5s0lvnm9zuw2jr/98O3Vh4C/ziJ05nYR5v6PLzcUpKIjWU56jxYRHrO1yjsRyeMa0csteeB06aqwkYNWSmvRPUUoy+oICAGLen1phHa0mPyUJWLWgJn3j6OdP0KAhZOzaTuKyxZgMehwDAgm/5wEiH52M1l3OqWuLb5MuDHx0HrEbppOw83d0Jbk4eQTRetBztOj9yJVXIGpNQBdfxs4byJ7pscT+nkBprg6XICe6PNea9o9YPqtcAhxp1MmHU2tTKM4sRaEEjzBX+rzTkUgZRaNWBft2YdzAeWyOnU5Mwu+U6HJxdwqib+vn6Nbi4rHj7RbO/f1/Y+PBj9gaNxMFCkL8ujOg7cu4OEqFMiGEEOLfUpjN5qoHZhbiChIWS0nSG4V77xkVpsXkPmmDSERlOrjPQKVS4eHhQU5ODkajkSdz59k6rH/tvTdu/uQ79xkjK0zLfXK5DSIRlZH+uXFV1jcg/XOjkGPnxuY+Y2SF8wLpnxuDfLbd2OSz7cYm/XPjkr65sVV2XvBkeq6twxLnzfB3rzBN+ufGIH1zY6u0f77OrfM4REUzJrlXOv0tuZdwQ3jH3XKf59Jzg48nZ9s4KnHBf+c2s3UIQgghbnAyqLwQQgghhBBCCCGEEEIIIYQQQgghhBBCXCNJwBJCCCGEEEIIIYQQQgghhBBCCCGEEEKIayQJWEIIIYQQQgghhBBCCCGEEEIIIYQQQghxjSQBSwghhBBCCCGEEEIIIYQQQgghhBBCCCGukZ2tAxBCCCFE3SsxlDH7yErWnNlLSnEWZUY9AEuHTCXSI9jG0QkhhBBCCCGEqI/O7t7JxokPAHD3oeM2jqZh2/n6SyQuW0zoqLF0ff8jW4cjauDUkoXsevMVHAMCGflXtK3DEUIIIcq553CCrUO4KnOjmtk6BCFEPSQJWKJeMxpN/LUjmY17Utl/LJvsvDJKdUZcHNU0CXChU6QPo3oHExHibutQG4RfvjzMr9NjK52ntVfh5edAZAdvht8TRqsO3nUcnQA4/OVKYqevBuDu4zNsHI243JeHlzA9dhkAx+/+odq2yUVZ9F/xEgAfdpnI7U16lZv/9PbZbEw9AIC9SoO3vSsAaqXqeodd74XPm3jNy1bWN+L6K9AV03nJFIxmEy+3vYuHW9xSabsT+Wncsvp1AAIdvYge+XGV65y46TM2px+mnVcY8we9Xitx13eXfqZdSq20w0PjRIR7EMOCOjO2SQ/USvnZYitlRj2LTm1lQ+p+juYlc66sALXSDl97dzr7hDMiuCvd/FraOkxx3tWcK4jaV9XnnEZph4fWhVYeIYwO6cawxp1RKBTW+WuTYziSe5qW7sEMDupQlyE3KHm6Inoue876IMLa4R8Q6uJn46gapuv5O0fUrnmtw6952S7vfkiTMbdfx2jEBYdnfknsrOkVpis1GrTuHnhEtiLk1tE0Hjqs3PeNqHtV9RWAyt4eB18/vNt1IOzOe/BuJ+cAdeHw+i+J3VjJ8WOnQevogUdAK0LajqZxlBw/N4qyPB0/9VyGscwIwL1rh+Me6lJ523wdB388BkCb8RFoXTV1Fmd9tfnwl2yJrXjMqJRqHDQe+LhH0CJoGK2bjEWlVNsgQiGEEMK25E6GqLf2Hc3i5em7OJVaYJ2mtlPiZG9HbqGOvfFZ7I3P4utFRxjSLYjPn+2GRi2JB3XFw9ve+rfJZKYgT0dqUiGpSYWsW5zIA0+14sEpUTaMUIj660R+mjX56ovujzE8uIuNI7q5XUheu1yxoYxiQ1m1bexVcuGnLrhoHIl0D+ZQTiI7z8ZXmYC142y89e+U4mySi7IIcqqYEGwwGdmbZXlav7tvi9oJuoG59Bgp0pdytjSPs+l5bEmPZe6JaOb0ex43jZMNI2yYtqTH8uquH0gvybFOc1Y7oDPqOVmQxsmCNOad/Ie+jVrzcddH8NA62zBaIW5sl37OFehLyCjJIaMkhw2p+1mUuJWvej6JVmW5QbE2ZR+LE7cyNrSnJGDVomVJO6zJVwALTm3mhTZ32DAiIW589l6VPyxnKC7GUFJcbRuVvX2l08X1den7ry8soORsBiVnM0iN3kDi0kX0/OIrVBqtDSMUF1zaV2azCV1eHoWnkyg8nUTissW0mvwUUY9PKbeM2sUFl9CmOPhJwnBtsHe+5PgpLaAkP4OS/AxS4zeQuG8RPe/7CpWdHD+2dmxZkjX5CiB+wSm6vdCm0rZl+Xr2nH8gvPltTSQB6zpzsr94zOj0RRSWnqUw/Syn0rew78Rc7uk3BweNmw0jFEIIIeqeJGCJemn97hSmfLINnd6Eh4uG/xvdgqHdgggNsDwJYTSaiDuVy187kvltTQJ/70imVGeUBKw6NHf76HKvjUYT8fuzmfXePo4fzuHX6bF06OUvlbCEqAXH8pIB8NA4S/LVdbB99LRKp1/6JH9VbUTd6erXgkM5iezJOo7RZEKlVFZos+t8ApaPvRuZpXnsPBtPUCVVFQ6dO2VNrusqCVjXxeXHSGpRNjPjljPv5D8cyknk3Zjf+aTbI7YJroFaeXoXL+z4FoPZiJ+DB09HjWZIUEdrItyJ/DTmnojm1+Mb2JR2iDvXvce8ga/hVUXCqRAN3aWfcyaziRP5aby/by5bM2LZlHaIzw8t5pV2d9kuwAZo/snNADwYPpBfjq9n8amtPBt1W6XnCEIIi9HR2yudfmlVn6raiLpx6ftvNpnIP3mCfR+9T8b2raRt2cSh6Z/T7vlXbBihuODyY8VkNJJ9cD/7PnyPnLjDxM6ajn+PXuUqYQUNHELQwCF1HWqDMfqVy46fzBPsW/U+GSe2knZsE4fWfU67W+T4sbX4+ScBaP1gOId+Oc7Rxafo8mwUSpWcw9W1KaPLf47lFaWyLW4m+0/OIz3nEGtj3mVUt09sFJ0QQghhG3JGIuqdxNQCXvhiJzq9iWaNXVn66VAm3dbSmnwFoFIpad3MkxceaMPGWbcyqEugDSMWYOmTVh19+M/Mize6t69LsWFEQtRfJQYdAI7y1J5oQLqdT5Qq1JcQm5NUaZtdmUcBrBWydl5SEetSFyplqZV2dPS+9mFYRNUCnLx4r/N4uvtahrZbdWY3RfpSG0fVcCTkp/Lqrh8wmI00dwti6ZD/cGfTPuWqkIW5NuL19vcyq9dTqJV2JBWe5bkdX9swaiFuHkqFknC3QL7uPYUQZ18A5p6IxmAyXmFJcb3EnkviSO5pXNWOvNz2LoKcvDlbmkd02kFbhyaEENeNQqnErVk4vad/jXNwCAAn5s/FZDDYODJRGaVKhU/7jvT6YqZ1WsqGdTaMqGFTKJW4+YXT+4GvcfY6f/zsnovJKMePLWXGniPrSC4aVzXdXm6LS5ATxWdLOR2dZuvQBODmFMCwzu8R4tsdgPgzq9Dpi2wclRBCCFG3pAKWqHc+//0QhcV6tBoVM1/uRSNvx2rbu7tomfVKL8xms3XaieR85iw/ys7DZ0nPLsFkNuPpqsXP04Hurf0Y0y+UsCB5ur82+DRyxNVDQ36OjtLi8j9oDXoTu/9JY+fGVBJic8jOKCE/V4eTi5pmkR4Mvi2UfiOCUSgUNoq+4Vl4aguv7PqBQEcvokd+XGmb5KIs+q94CYCNIz6qdDgvUTcurcgEliHWwudNtL4eG9qTj7r+ny1Ca3D0JgP/pB1iY+oBYnOSyCjJJVdXiIvakUiPYG4L7cmI4K7yeXYddfKOwE6hwmA2sjMznjZeTcrNT8hPJas0n6Yu/twa3IUP9s9j19mjla5r5/npbb2aYm8n5etrU+9GUWw/ewS9yUBiYQatPELKzS/Ul/BbwgbWpeznVEE6xYYyvLQudPQO56GIQbT3bmajyG9unx9aTIlRh0Zpx5c9Jldb1apfQBsejxzBF4eXsC3jCBtTD9A/oK11fp6uiDlH/2Zj6gGSCs+iM+lx0zjhpXWlvXczhjXuRA+/yLrYrQZt59l4Htj4EQDH7/6B2Jwkvo//i12ZR8kuzaeDdzN+G/CyjaNseLQqNcMad2b2kZUUGUr540Q078T8Zp2/OHErixO3llvm1/4vSfXF62D+qX8AGB7cBa1KzdjQHkyPXcbCU5sZGNiu0mXu3/A/dmUe5alWo5gSNabSNhfOt7v4NJdjykb0JoOlolniNpIKMtCo1DR3C+KB8IEMa9ypRv0oRH2j0mppPGQYR76bjaGoiPxTJ3EPjyjXxmw2c2L+H5xavJD8UycAcI9oQbO77yPk1lG2CLvBcvRvhMbdA11uDobi4nLzTi1ZyK43X8ExIJCRf0XbJsAGRqXW0rjVMI78MxtDWRH5WSdx97McP4XZScRv/Z6ME9soyUtHobLD2TOEoJaDiOgxHrW9yxXWLq7WkfmnAGg2PBg7rYrmY0PZMz2W+IWnCB1Y/iH7pfdvIHVXpvX1b/1XlJsf0MWH0b8NqP2gG6CmjXqTdHY7RpOec4WJ+Hu0ss47eGohK3e9gptjII+PjCbt3GF2xH/Dmcw9lOpycXHwIzxwMD1bPSHDFwohhLgpSQKWqFeycktZs8MytNao3sE0Caj5j5wLN7m37E9n0geb0elNAKjtlDhoVaRnl5CeXcKB4+dQ2ymZck/U9d8BQVZ6Mfk5luo8QU3K919sTBZTH9tife3orEajUZJ3roy9W9LZuyWdrWtTeG1ad5RKSVoQ4nKOdvZ427tSatRTqC9BqVDgqb14nLmoHWwYXcMSk5XAY1umW187qx3QKNWcKytgS3osW9JjWZsSw7Tuj6FUSMHS68FJbU+UZyj7s0+w8+xRHmkxrNz8C0lVnX2a4+fgQYizL0mFZzlTmEljZx9rO73JwL7sBOBiVS1Rey7Jj8dkNpWbF5dzmkmbvyC9JAcAlUKJvUpDekkOK8/sYtWZ3TzX+jYei7y1LkO+6Z0tyWVdSgwAI4K70tS10RWXmRAxhO/i11BkKOW3hA3WBKy04nPcs/4DUouzAVAqFLioHckpKySrNJ+jecmczE+TBKw6tubMHp7b8TV6kxFntYMMt2Zj/g4e1r9beYTgbe9Kgb6EMqMerUpd4fxMrZTLOP9WmVHP8qSdAIwN7QHAmNAezIhdzsbUg2SV5uFtLzd7bkbFhjIe/udzdmceAyznBhqVmt2Zx9iVeZTHWso5gWi4HPz8rX8bigorzN/+0rOcWbMShVKJ2tkFXUE+Wfv2krVvLxk7ttH5nQ/kAaE6UpyRji7X8hvHpUmTK7QWdcHB7ZLjp8xy/Jw+tIqdC1/EdL7KvJ3WCZNRT25aHLlpcZzcO5++D/2Aq688FHS9GMqMHF9uqWjefGyo5f9jQtkzI5akjakUZ5Xi6G1vba9102DvoaU0pwwAew8tCpWi3HxRSy65mGO+7FrOpWKTlrFi1yuYTHq0ahdMZiO5RcnsPjaHU+lbeGjQfDRqpyqXF0IIIW5EcuVO1Cs7Dp/FZLKc3A3uGnRN6/jPN3vR6U30aufPqw+1JSLEHYAynZHT6YWs2ZFMwBWqaomrZzSaOHrwHLPe2weAu5eWQed/SF2gtVcx/J4wet8SRPM2Xji5qAHIzy1jw9Ikfpp2mM2rz7CsozdjHoq4fBNCNHgPt7iFh1vcYq1c1sjBs8rKZaJ22as03BPWj1uCOtLGq6n15mpuWSFLk7Yz7fASVp/ZQ0fv9TwUMdjG0dYf3XxbsD/7BHsyj2E0mcolHew6P6xgV9/mAHTxaU5S4Vl2nI0vl4B1MPsUxYYy6/pE7dqSfhgABQqCnC72w9mSXCZu+ozssnyGBHVkcstbae4ehFppR3ZpPr8cX8/XR1bx6aGFhLk2YnBQB1vtwk1n59l4TOcvlg5t3LFGyzip7enl34q/kveyJ/MYBpMRO6WK6YeXklqcTZCTN+93Hk9XnxaolEqMJhPpJefYlHaIlKKs2twdUYlXdn1PD79WvNrubsLOJ9glFmTYOKqGK7n44jHgpnFi++hpvLTzexYnbmV44y5SnbQWrDmzh3x9MSHOvnQ4Xykx2NmXjj7h7Mk8xuLEbRUStcXN4YP989ideQylQsHzre/g/mb9cVLbc66sgK9ilzP7yEpc1XI9RzRMxanJ1r81ruWTTFM2rkNfWEjUk88Qcf841M4ulJ7LJnb2VyT88QunlizEvUVLIu5/qK7DblBMRiPnDh1k3//eA0Dr6UXoyLE2jkoAFOdccvw4uHEuNZadC17AZNTjHdyRjqPext2/OWaTidRjG9mz9C2K89LY/OskhjyxDLVWEkiuh5NrzqDL1+MW4ox/B8sIC67BzjTq6EPankyOLk6k/SMXr9PcMrMX+clF1spXty8ajGuQ9EVdOJl+4SF6BW5Old+nKy47x8pdr9I6dCy9Wj2Jq2Mj9IYSDp5ayLr9/yUr/zg74r+lT+tn6ixuIYQQ4nqQBCxRrxw/nWf9O7KpRzUtK5edW8rpdMtTLP97sgu+nhefNtZqVIQHuxEeLE/CXg/3dF9q/dtkMlOQp8NkNOPorGbAqBDGP9caZ9fyT6G0aOtFi7ZeFdbl6q5lzEMRePk68N6UbSz5+bgkYIl6r/vSZ6qdb6zm6SJhe229mtLWq2mF6e5aZx6KGIyvgwdTts3k5+OSgHU9dfVtYR3m6XBOYrk+2JVpqYDV5UIClm9z5p/azK6z8dzZtLe13c5MS6KWVqWmnVdYHUbfsKQWZTMzbjnbzx4BYEBAWzy0ztb5nx9aRHZZPiODu/FZ90fLLetl78ozrcfipnHiv/vn8mXsUknAugrH81Otf0e6h1TTsryW7sH8lbyXIkMZKcXZhDj7EnO+WtxzrW8rV+VKpVQS6OTNfc36X7/ARY2FuQbwda8p5ZJQQ138bBhRw1WgL2F50g4A3DVONJF+qBMLTm0GLFWvLjU2pAd7Mo+x4OQWScCyoWv9nZNalM2fJzcBMKXVGB5tebEPPbUuvNnhPgr0JRWG9RSiIdAXFpC0cjkAGjd3XELLV1XSFxQQOekJWk16wjrN3tOLjq+9hb4gn6QVS4mdNYOwO+5BpdXWaez12dJ+3a1/m80mdHl5mI1G1M7OhNw6itZTnkPjWvVQ4KJu6EsLSDpw/vhxcMfFqwn//PIIJqMeZ68Q+o6fg53Gcg9BoVQS2GIgjq7+rJ19B4XnTnNi9x+06PWwLXeh3jiywDL8YMSY0HLTI8aGkLYnk/gFJ8slYIm6l1eUyra4mSSd3Q5AeMAAHLWV36fTG0toHTqW4Z3ft05T2znQMfwBcgvPsOvYD8SdXiEJWEIIIW46koAl6pXcgjLr3+7OV19C1snBDqVSgclkJjOnpFwClri+crJKK51eVmqgqEBPTlYpfoFX90RKl/6WJ/jTThdyLrMETx/pP1F/ZZXm2zoEUYv6N2oDwOnCs2SW5OHjIMm/10NH72aolXboTQZ2nI23JmAdz0shqzSfUGc//M4PBdXFx5KItfN8YtYFO89XymrvFYZWpa7D6Ou3S2+2FulLKTHqrK+bujRiascHra/LjHqWn7YMHXXpzdXLjQntwX/3zyU+94wMJ3UVcssuDklzadLblVzaNreskBBnX2uVkczSvKoWEzbwcIthMuygjeXrijmck8jHB+aTUZILwLiIwTLscB04XXiWnWePokBRIQFrWHBn3t33OycL0ojJSrBWxxJ161p/5/yVvBeT2YyDSsOE5kMqbfNEq5GSgCUaFF1+Pjlxhznw+ceUnLVUu4y4fxyKy84DVPb2tBhfecXFVo89SdKKpejycknfvoXAfgNrPe6GojS78kqwhtJS9IUFlGZn4RQQWMdRiQt0JfnkpB7mwF8fU3K+WmxE93HoywpJT7Akc7fo9bA1+epSHgGtCIocwpnDqzh9cIUkYF0H+acLSd15FhQVE7CaDQtm67v7yD1ZQHpMlrU6lqh9Xy69mEiq0xehN5ZYX3u5NGVox6nVLt8j8olKp4cHDmTXsR/IKUxCbyhBbSf3eYQQQtw8JAFLiEvYa+3o3tqXrQcymPjuP9w7NIx+HQOIbOKORq2ydXj1yl/H7y73Wldm5MyJfJb9epw1808RszWd16Z1p8fg8iVqiwv1rPzjBDs3pnL6RD5FBXoM+opPwGalSwKWqN+O3/1DtfOTi7Lov+KlOopGXItCfQl/nIhmY+oBTuSnUaAvRm8yVmiXXnJOErCuEwc7LW08Q9mblcCus/FMajkcgF1ny1e/Aghw8iLIyZvkoiySCs8S4uyLzmhgX9YJwFJNS1w/Vd1sHRvag3c7PVQu2e3wuUTKjHoAJmz6tEbrTynKlgQsG+gf0JZ92Sf45OACTuanMSSoI+29m1mHXRW20VGSSmwifN7EKueNDunO4y1H1GE0DdfCU1swY6azTwRBTuVvzrmoHRgU2J4Vp3cy/+Q/koBlI9f6Oyc2JwmAKM9QHO0qr9AT4uxLI0dP0orP/ftAhbhBzWsdXuW8kBGjafno4xWme0ZGoXZ2qXQZl5BQHPz8KclIJyf2sCRgXUd3Hzpe7rWxrIz8Uyc4/sevnFo0n/TtW+n+0TSCBkpV7Loy741qjp+2o2nZ73EyT+2C80O2+4X1qLK9X7OenDm8itz0o5iMepTyANe/Er/wFJihUWefCsMIalzUhA4KJGHFaY7MPykJWHWoqLTyRNKo0LEM6/Qudqqqqybaa9zxdKm86razw8XKwKW6PEnAEsKGoqOj6d/fUsHefP77TwhRPUnAEvWKu8vFE7rcQh1+11DB6r+Pd2bSB1uIT8zlq/lxfDU/DrWdkjbNPBnYJZA7BzYptx1xfWi0KsIiPXj2v10oyNWxdW0Kn7y8i1+6+eHkYvmBmnyqgJfHbSQr/eKTFFoHFU4uWpRKBXCxslZpsaHud0IIIWroVEE64zZ+THpJjnWag0qDi9YRpcLyeXYhIaXYoKt0HeLadPVtwd6sBPZmHcdgMmKnVFmHFbxQ9eqCzj7NSS7KYtfZeEKcfTl47qS1MlN335Z1Hnt9duFmq9lsJrM0j/Up+/nk4AIWJ24jwi2Ih1vcYm17tjTX+ndNq2SUGuU4qin3SypZ5ZQV4u9Ys2G9cy6pnHVhHQ+3uIX43DOsOrObeSf/Yd7Jf1CgINwtgN7+rbmraW+auja6vjsgrshLK0PZ2IK3/cX3XaNU46F1JtI9mFEh3ejmJ98pdcFkNrHolKX60djQym+Y3hbakxWnd7L6zG7eaH8fTmr7ugxR/AvnygoA8HVwr7adn4OHJGCJes3e62LigVKjQevugXvLSEJuHYVfl26VLuPgV/0QuA5+fpRkpFN6Lvu6xirKU2m1eLSIpMvb/0WXl0vK+rXsevNl/Lp2qzJBTlxf9s6XHD8qDVonD9wbRRLSdhR+TS3HT1nRxePAwbXqY8fR1R8As8mAriSv3LrF1TGbzMQvsgw/2HxsaKVtmt8WSsKK05xYfYZeb7RH7SQJb3Xh1bstiaRms5mi0kyOp6wn+uAnHE5cjK9bBF1bVF39TWtX9egnSuXFYghGs9znEaI606ZNIzc3lzFjxtCuXTtbhyOEQBKwRD0THnyxskHcyZxrSsAK8HFi6SdD2HogneiYNGLis4hPzGVvfBZ747P4etERpr/Yg+6tq784Ia7dsLvD2Lo2haICPbs3pdFvRDAAn76yk6z0EvyCnHjkpba07e6Lq/vFZDij0cTwFvMBkDxsIcSN7JWdP5BekkOQkzcvtb2L7r4tyiU9GE0mWsy/cJFCPtGup26+LZkZt4IiQxmHziXS3juMXWePAeUrYAF08YlgceJWdpyN586mfdhxfvhBRzstbbya1HnsDYFCocDXwZ17m/Wjqas/D278mI8OzKeVRwjdzycoGM0XK18evuNrGQryOmvmGmD9OzYnqcYJWHG5pwFwstMS6OgFgFppxxc9JvNYzq38nRLD3szjHDh3kmN5KRzLS+HHY3/zYps7+L9LEuxE7ZPhB21j++hptg6hwducftia/P7a7h95bfePVbYtMpSx6sxu7mzau46iE9eLAoWtQxDCpkZHb7d1COI6CLv9blLWr0VfUEDa5k0ED5NKmXVh9Cty/NyITm9Op+j8A9nRr+0m+rXdVbbVFxlIWHWGlnc2ravwBJZrOc4OvrRvdi+erk35feODbDjwEX4erQj1637lFQghrtm0adNISkoiNDRUErCEuEHIlVdRr3SL8rVWQlq7M/ma16NUKujdvhFv/l8HFn88hN0/j+XTZ7oR4O1IXqGO5z7fgU5fcZgocX34Bjha/05PtlRTOJtWTFyM5QmjVz/rRu9hjcslXwHkZJbWXZACADuF5WmUMpO+yjYFuuK6CkeIm0Ja8TlishMA+KzbJIY17lQu+QogszTPFqE1CB28m6FRWp5B2JUZz/G8FLLL8gk+PyTNpS4kZO08P0ThhaEKO3g3Q62U5xhqW1ffFowJ7Y4ZM+/E/IbRZEm88rlkKMGUosrL3Ytr1823hbUS31/Je2u0TJG+lK3psQB08onATll+6O6WHsE8HTWGn/u/yN6xM/ip3wt09onAaDbxvwPzOZJz+vruhBBCVGL+yc1X1X7BZe3tzicvXhgGtzIF+pIq54na5am1VIc5W5JbbbuMSyrQCiEsSjIyajTf3tOrLsIRgGPAxYciClOu/Rq3uP60ThePg5K89CrbFedb5imUdmgc3KpsJ64sfv7Jq2u/4Orai+srxLcrUaFjADNrY97BZJL7aEIIIRoWuXMk6hVvd3uGdgti9bYzLN98mkfGtqRJQM1KNJvNZhSKyp+UdHZQM6pPCF5uWsa/vYms3FKOnc4jKsyz0vbi37l0iEF7B8vHVGbaxSSesMjKKzHs21b9BSNx/blqLMly2aUFlBn1lVYhOXBOfvQKcalLhzyJ9AiutM22jLi6CqfB0arUtPMKY1fmUXacjcfZzlIts4tPRIW2wc6++Dt4kF6Sw7HcZPZlnwAsCSqibjzRahTLknaQkJ/KosSt3Nm0N609m6BW2qE3GdiQekCGsLvOfB3cGRjQnrUpMaw8vZPHWg6/4ns859jfFBksifD3NetfbVs7pYoefpG09WxKlyVT0JkMbMuIo2UVn4dCNERK6+9SqYJ5vWSX5rMhdT8A03s8Tm//qCrbnshP4/Z17xKTncDJ/DTrZ6Cr2jJMSlpx1Qk8B7Llt4+ttPIIYWnSdg7nJFJsKMPRTluhzenCszL8oBCVOBd3GH1xEWrHisNBFZxOoiTDkkji0arqz05xfV14zwHsHK5+hAdRezwCWqFQKDGbTWSc3I6zV0il7TJObAPA3b8FSqnafM1KsktJ3JAKwJDpPQju7V9l25wT+Sy8fR3pMdnknMzHo6kriktLUJjl3Lqu9Gr1BLFJy8jKT+BQ4iLaNr3T1iEJIYQQdUYqYIl659n7WuNkb0epzsgT/9tCenb11XfyCnU88dFWCor1V6xqZa+5+DR/Vcla4t/buDzJ+nd4a0uSm5PLxR+qJ+NzKyxTXKjn95mSsFDXWrg3BsCMmbUpMRXmlxp0zDm6tq7DEuKG5qK+ePE0PvdMhfmF+hJmxi2vy5AanAsJVDFZCWw9n+zWtYqkqgtVsL6JX02pUVdtW3H9hTj7MrxxFwBmxi1HbzLgaKdlZHBXAL6JX0VqUXa168gtK6z1OOubZ1uPxV6lQWcyMGXbLM6VFVTZdlPaQWbGrQAsx1b/Rm2t86qrEqNR2aE6fzVcqZCfpUJcytnOHoB8qSR73SxN2o7eZMRF7cCAgHY4qe2r/K+NVxOauliSruafulgF68Jvny3phyk2lFXYxvaMI9ZkbVH3hgR1QKlQUGwo46djlf8GnXX++0oIUZ6xtJSjP35f6by4r78CQOPmjn/3XnUZVoOWtPLiNQHPVq1tGIm4nMbBFf9wyxDF8Vu+w6CrWP0yJ+0IybF/ARDcRoaP/DeOLU3CpDehcVETOiAAtZO6yv9823jh3tTyMH78/FMAaJwv3lMoy6/696m4vjycQ2jZeDgAW+NmYqxm9Awhbhb9+vVDoVAwdepU9Ho9H374IVFRUTg6OhIYGMjDDz9MWlqatX1CQgITJ06kcePG2Nvb07x5cz755BNM5yv8V2bv3r089NBDhIaGYm9vj5ubG926dWPatGmUlpYfAWjq1KkoFAqSkiz3UydMmIBCobD+FxoaWq799u3beeGFF+jRoweNGzdGq9Xi5eXFgAED+OGHHzAapVqdENeLXOkW9U6TABc+frorajslx8/kM+r5v/l60RGS0i7eODIaTcSezGHaH4cYMHkFf++wlHLedzSbEc+uYc7yoyQk52MyWZ6KMJvNxMRn8Z9vLMOw+Hs50CJESgdfb+cyS/jxs0OsXZwIQMt2XkS2t5R1Dg5ztQ5N+Nmruzh++OJTq3H7snjxgY0U5uvqPOb6rOxcYbX/6fKLaeToSSfvcAA+2DeXremx1iGiDp9L5KHoTzhXlm/L3RDihhPm2ogAR8tn26u75nD4XKJ13r6sBB7Y+JHccK1lFxKoig1l1moYXXyaV9r2wvQVp3cC4GRnT5RHaK3HKC56rOVwFChILsqyDh/1fJvb8XNwJ6eskLvWv8+SxG0UXjLsU3ZpPmvO7OHxLdN5dsfXtgr9phXuFsj7ncejUig5mpfM6L+mMv/k5nKfTacK0vnvvrk8tnk6epOBxk4+fNZtUrmHFPqteJFPDi5gX9aJcslYSQUZPL/jG0qMOpQKBb38W9Xp/glxo4twCwJgT9ZxTuSnXaG1qIkL3x+DAtujUV25GPywxp0AWJK4DcP5YVOGB3dGqVCQoyvk2e1fWysplRp0LDq1lce3zsBdU7F6jKgbgU7e3NnEckP8i8NL+C5+DUV6y02KnLJC/rtvLgtObcFV7WjLMIW4IaldXIj7+ivivpuNvsjy8EJZzjliPnyXxGWLAYic9DgqbcXKcuL6KsnK5NCXn1nfd6827fBq297GUYnLRQ16FqVKTWF2Ept+mkhu+lEAzCYTqUej2fzzI5hNBpw9gwnrfI+No725HTk//GDooEBUGtUVWkPYMEvC/NEliZgMJrSuGpz8LA9CHl14CpOh6sQHcX31aPkYoCCvKJkDJ+fbOhwhrhu9Xs+QIUN49dVXOXHiBGazmdTUVL7//nv69u1LdnY2O3bsoHPnzsyZM4eCggJ0Oh3Hjh3jxRdf5Lnnnqt0vW+//TadO3fm559/JikpCY1GQ1FRETt37uTZZ5+lZ8+eZGVlWds7Ozvj5+eHUmlJ9XB1dcXPz8/6n4+PT7n19+jRg08//ZTt27eTm5uLg4MD586dY+PGjfzf//0fo0ePxmAw1N4bJ0QDIkMQinppcNcgfnm7Hy/P2EVSWiGf/HqQT349iNpOiZO9HfnFemtylUIBI3oH46C1HA5Hk/L475z9MGc/ajslzg52FBTrMRgt7Z0d1Xz2bHdUKslf/Dfu6b603GtdmZGigos35po0d+PNGT2tN/GUSgVP/Kcj7zyxhaTj+Tw5di1aB8uPrrISI/aOdkyd1YtXHoqus32o75Z0faXa+e4tAqHtu7zZ4X7u3/g/zpbmMX7Tp2hValQKJcWGMrztXfm46yM8snla3QQtxE1AqVDyn47388SWrzien8LYte/goNIAUGLU4WinZVavp3go+hMbR1p/tfMKw16lodSow2g2EeTkTYCTV6VtL1TAMpotF+k6+URgp7zyRT9x/US4BzEwsB3rUvYxK24Ftzfpha+DOz/2e4HHt0znVEEGL+78DqVCgavaEZ3JUK4ySQ+/SBtGf/MaFdINd40Tr+2eQ3pJDq/tnsNru+fgonZAZzKUS6jq5d+KT7o+gpe9a7l1ZJXm8/WRVXx9ZBVKhQIXtSOlRp11WQUKXml7N+FugXW6b0Lc6IY27sinhxZyrqyAW1a/jofWGUeV5ab3590fo713mI0jvLnsyzpBQr5l6JpbzidWXcmwxp35Km45WaX5RKcdZFBge5q4+PN45EhmxC5jQ+p+NqTux0XtQIlBh8FsZHBge8LdAq1VAUXde7XdPZzIT2NP1nH+d+BPPjm4AGe1A/m6YsyYeTxyBLszj7E78xhaGQ5KCKvA/oMw6nQc+uJTDs+YhtrJGV1BvnW4rtBRY4m4/yEbR1n/LO3Xvdxro64MfcHFB4jdwpvT8/MZMgrDDcgzoBVd7/iYnQteJCtpD3/NGIFa64zJqMd4/reoo1sjej/wNWqtJGdfq/R9WeQkWB7sDbulcY2WCRvWmL1fxVGSVUpSdBpNBgXS6t4wdk07zKFfjhM37wQOXvYolODXzovB03rU5i40aD7uEYQHDuR4yjq2xc2iTZPbsVNJIq+4+c2cORN7e3tWrFjBsGHDMJvNrFixggcffJDjx4/z1ltvsWLFCnr16sUXX3xB06ZNyc/P5+WXX2b27Nl8+eWXTJo0iZYtW1rXOWvWLKZOnYqXlxdTp07lvvvuw9PTE51Ox4YNG5gyZQoxMTGMHz+eFSssvzdfeOEFXnjhBUJDQ0lKSuKLL75g/PjxVcY9evRoxo0bR58+ffD29gYgLy+P3377jVdeeYWVK1fy+eef8+KLL9bq+ydEQyAJWKLe6tjSh7++HMbq7cls3JPKgePZZOeVUVRqwM1ZQ1igC51b+TKmbwhNAy03i1o38+TLF3qw41AGBxPOcfZcCTkFOrRqFeHBzvRq689DIyLw83S4wtbFleRklS+XaadW4uljT5MW7vS+JYhBY0JRX/ZUS7cBAXzy+wD+mBlHXEwWZSVGPHzsaTfcj7sebUHjpuVv+om6EekRzIJBbzA9dik7MuLJ1xfjrXXmttCePB45kjIpMSxEBQMC2vH7gJeZGbeCmKwESow6fOzdGO7XkkdbDKOpayNbh1ivaVR2dPAOY1vGEaDq6lcATVz88bF3I7M0D7g4fKGoW5NbjmBdyj7SS3KYeyKahyIG08w1gOVD32Fx4lb+St7LkZwz5OmKUCtVhDj7EukRTE+/VjW+2S4q6tOoNeuGf8jCxK1sTD1AfO4ZcsoKUCvtCHDxpJN3BCNCulaZ5Dan7/PsPBvPnqzjpBVlk3W+KmaIsy+dfCJ4oNkAojxD63CPhLg5uGmc+H3AK0yPXcqezOOcK8sn5/xwqjo5t75qC84PI+iidqCXX1SNlmnuHkSYayNO5Kcx/+RmBgVaqo88HTWGUGc/fk3YwLG8ZExmEy3dG3Nn0z7cE9aX6bFLr7BmUZuc1Pb81O9Ffj6+jqWJ20gsPIvZbKaLb3PGhQ9kSFBHRq55CwAXqYQlRDndP/oc306dObl4IQWJJ7FzcMQtPIJmd99H6Mgxtg6vXirNzir3Wmmnxt7bB/fmLQgafAuho8agUmtsFJ24kuDWt+IREMXRLd+RcWIbxfnpKJVq3Bs1JajlYCJ6jEdt72LrMG9q8QvODyPooqZxL78aLePV3B2PMFdyTuRzZP5JmgwKpMPkSNTOao4tTST3ZAGF6cVgBpdASY6rbT1aTuZ4yjoKStLZd2IunSMkmVfc/HJzc4mOjqZv377WaaNHj+bFF1/krbfeYubMmURERLB48WLs7CxpGK6urnz11VesW7eOhIQEFixYwJtvvglAfn4+r7zyCmq1mlWrVtGlSxfrejUaDbfccgurV6+mTZs2rFy5kpiYGDp06HDVcS9ZsqTCNDc3Nx5//HHc3Nx44IEHmDlzpiRgCXEdKMzm84+yCHENEhZLCd0bhXvvGRWmxeQ+aYNIRGU6uM9ApVLh4eFBTk4ORqORJ3Pn2Tqsf+29N27+i9buM0ZWmJb75HIbRCIqI/1z46qsb0D650Yhx86NzX3GyArnBdI/Nwb5bLuxyWfbjU3658YlfWNRpC+l85Ip6E0Gfh/wCp19ImwdElD5ecGT6bm2DkucN8PfvcI06Z8bg/TNja3S/vk6t87jEBXNmORe6fS35F7CDeEdd8t9nkvPDT6enG3jqMQF/53bzNYh3NDuOZxg6xCuytyomvdnv3792LRpE927d2fbtm0V5m/fvp0ePSxV9b755hseeeSRCm0effRRvv32W+68807+/PNPAH744Qf+7//+j4EDB7Ju3boqtz9w4EA2bNjABx98wCuvXBy95kIFrDlz5lRbAas6ubm5eHh4AJCSkkJAQIB1XnR0NP379wdAUkqEqBmpgCWEEEIIIYQQQgghhKjXfjj2N3qTAXeNE208m9g6HCGEEEIIIcRNpnXr1pVO9/X1tf4dFVV55WU/P0s1v5ycHOu0C8lc27dvx9/fv8rt5uVZRmc4ffr01QV8nsFg4KeffmL+/PkcOHCAc+fOodPpKrRLTU0tl4AlhLh6koAlhBBCCCGEEEIIIYS4qRXqS3hj90/c1qQn7bzCcNVYKjanFGXxy/EN/HD0LwAeihiMVqW2ZahCCCGEEEKIm1CjRo0qna5SqWrcRq/XW6elpaUBUFxcTHFx8RW3X5M2lyssLGTo0KHlKnfZ29vj7e1tjSkjIwOAoqKiq16/EKI8ScASQgghhBBCCCGEEELc1ExmMyvP7GLlmV0AONnZA1BkKLW2GRrUkcda3mqT+IQQQgghhBDiUkajEYBJkyYxe/bsWtnGu+++y7Zt21Cr1Xz66afcdtttBAYGlovBzs6SMiLDDArx70kClhBCCCGEEEIIIYQQ4qbmaKflPx3uZ2tGHMfyUjhXVkCZUYevvRtRnk0YE9qDW4I6olAobB2qEEIIIYQQQliHJbzWoQVrYv78+QC8+uqrPPXUUxXmX6h+JYS4PiQBSwghhBBCCCGEEEIIcVOzU6p4IHwgD4QPtHUoQgghhBBCCHFFPXr04Oeff2bz5s3k5+fj6up6VcsrlUqg+spVycnJAHTu3LnS+Rs3bryqbQohqqe0dQBCCCGEEEIIIYQQQgghhBBCCCGEEA3FnXfeiYuLC4WFhbz66qvVti0qKkKn05WbdiFhKzc3t8rl3NzcAIiPj68wr6SkhPfff/8qoxZCVEcSsIQQQgghhBBCCCGEEEIIIYQQQggh6oinpycfffQRADNnzuTee+/l0KFD1vl6vZ6YmBjefPNNmjZtytmzZ8stHxUVBcCiRYvIy8urdBuDBw8G4P3332flypWYTCYA9u/fz+DBgyusUwjx78gQhEIIIYQQQgghhBBCCCGEEEIIIYQQdeixxx6jqKiIl19+mblz5zJ37lwcHBxwcHAgLy8Po9FobatQKMot+/DDD/P777+zZcsWvL298fX1Ra1WExQUxJYtWwB47733WLt2LVlZWYwYMQKNRoNWq6WgoAAHBweWLFnC0KFD63SfhajPpAKWEEIIIYQQQgghhBBCCCGEEEIIIUQde/7554mLi+Opp54iMjISlUpFfn4+Xl5e9OnThzfeeIMDBw4QGBhYbrl+/fqxdOlS+vfvj4uLC+np6SQlJZGcnGxt07RpU3bt2sUDDzyAr68vZrMZV1dX7r//fnbv3s2QIUPqeneFqNckAUsIYNjTq9mwJ9XWYYjLbFiayDN3rbN1GOIq/N+mz/jt+AZbh1HvlRn1PL5lOh0WPcHta9+9Yvulidu5a52M432zCJ83kbic07YOQ4jrJrkoi/B5E8nXFdfK+t/c8zMfHZhfK+sW106+e2pPalE2bRdOpqCKYypfV0z4vIkkF2UBcozUhoWntjDyr/9c8/K7M4/Ra9nz1zEiUVe+PLyEyVumVzl/ztG/uX/D/+owIiGur6KUZOa1DkeXn39Nyx+e+SVbpky2vp7XOpyc+DgA4r6dxfaXnrkeYYo6psvPZ17rcIpSkq/cuIHL3LubZQN72ToMAE4tWchfd4y0dRg3rLMnd7LovQ7XZV2ZibtZ9tGN0e+icseWJrJI7jPYXKkunw/mhZNbJN8n4uYTHR2N2Wxm6tSplc4PDQ3FbDZjNpsJDQ2ttM3UqVMxm81ER0dXOj8iIoIvv/yS2NhYCgoK0Ov1ZGRksGnTJt59913atGlT6XIjR45kw4YNnDt3DqPRiNlsJjExsVybJk2a8Msvv5CRkYFOpyM5OZlff/2VVq1aAVhj79evX7nl+vXrZ50nhKgZGYJQ3HT2HMlk1oI49h/LxmyGQB9HRvYJYfyICDRq1TWtc/UXw65zlA3Ti/dv4Mi+bFRqJQoF+DRy5MEpUfQZ1via1jdgdCgDRode3yAbgA33TyNwUFuaT+hf42XO7jzGlsnfclvMxzVeZudLv/DeYRfe6HCfddr3fZ+7qlgbqvs3/I9Bge2Z0Lz8kwXh8yaydMhUIj2Cq11+zZk9nCxIZ/voaWhV6itub3Rod0aHdv9XMdd3bRdevElQatShUqhQKy3fKZ28w6/53/ZLO7/HVe1Q7jgRV6+2+uffqOo4bqju3/A/9mWfQK1UoVbaEeEWyKvt7qa1Z5Na3/a7ncbV+jbqk63pscyIXUZc7mmUCiUdvMJ4rvXttPIMua7bke+ef6e6z5gAJy8O3D6rxuuSY+TaXf7Z1twtiFfb3X1V60guyqL/ipfYO3YGrhpHADr7RLBl1Ke1EbKogT2Zx5h9ZCX7s09iMBnxsXejt38UE1sMJcjJ29bh1Tv3b/gfuzKP8mPf5+np38o6/dv41Xx0YD4PhQ+Sc+U6tLBLW+vfxrJSFCoVSjvLb0rvDp3o9ObbtbbtyEcmX7mRuGobJtxP4IBBNH9wgq1DaTA2TLif7AP7LMeOQoFjo0ZETZ5C46HD8OnYmVHrt9R5TGd372TL05O5bVtMnW/7RrDhu/vJPrMPpUqNUqXGza857Ya9imdgVJ1s3ye0M6Neqvt+v1ltfGUX8QtPcc/qYXg0c71i+1/7Lafn6+1pMjioRutP2XmWNZO38H8xt1mnRYwOJULuM1yT3zbcT0r2PpRKNSqlGh+3CAa2e5VGnq1tHZoQQghxQ5IELHFT2bAnlec+287T90bx8dPd8HTVciI5n68XHyEzp5RAXydbh9jgTXyxDbdNaI7ZbGZXdBrvPLGV5m088Qu8ur4x6E3YqaVInxCVOVOUSRMX/xolX4maufRGtiTW3Hikf24OL7a5gwnNh6AzGvj88CKe2PoV/4z8xNZhiUusT9nHczu+4bV29/Bt8DMYzSb+SIjmvo0f8mv/l+okYU78O3qTAbVSfsbXpQufbWVGPZ8cXMBjW6bzbOux/8/efUdHUbUBHP5tye5m03tvQAiE0HsPvXexNxQFBMWKHUGwYUEBRSyfoqIovYlSpHcIhBI6IZDe2ybZ/v2xsCEkISEkEMJ9zvEcM3Nn5s683JnZmXfuvdPVEqpoc8IRXtm7gMkRI/ik3dO4qRxJLcxm3aX97E05yX31ut7pKtZJ9Ry8WRa7q0QC1rLYndRz8KnS+qr7XHgvnVtH7Y+2/n9ZiTuihyNBqJxmL71G2GNjMJvNJO3Yyq7JE3Ft2gw7X78KlxVqRrN+rxHWaQxGvZajGz9j56LxIimqFtLl6zm3/jJKZwUnl16g0xst7nSVhEqIbPYa7cLGYDTq2HZ8Nst3TWTikO13ulqCIAiCUCvdG08XhDrBbDYz48conhnRiDFDwqzT6/s7Muv59gDEJefzwf8Oc+RMBrYKGff3qceEUeFIpRIup+TzzvyDHD2XiUwqob6fAz9Pi8RWKSdy3Brefqolfdr7M2fxcU5ezGb+G8XdBrd6dDnz3+hC+whP5iw+zrHzmXi52rJu12Wc7RV8PKkduRodHy+MJjtPyyP9G/DyI2V3BXmvkEgktO/hi52DDfEX8nB0VvDxK3s5eTgDvc5EvUbOPDe1JfUbuwDw65zjnDmWiYePmm1/X6bvqGBCGjqz4uczzF/TD4B+oX/yzaq+1A+3LLP8p9Ps2ZTAp4t6Wuc/N7UVaxedIyVRQ5e+/kx4txVzph7k4LYkfALteWN2RwLrV/xlTV1TVg9XOyd8h3NjP0If6872p+dj1OpZ1tzSi0y3H57Do20Dkned4tgXa8iLTcXWy4lmrw7Fr1czzizcStyaA/xukrAkdge+ajfWD5hZIjFiWexOfj6zkTX9ir+gHfLvezzZsA+jQrpY5/fybcHv57Ygk0p5p+XDeNu68O7BX0gqzKS/f2s+aPskUsm9lYx3IiuOGVGLOJebhFQioZNXOO+1ehQXpT0fHV7Mr+c2YzKbab5sAk+F9aODZyMm7JzLG80fYO6JVRQZddxXryuvN78foFQsru9p66fTG9iUcJhFPV+3zp/a6hEWnfuPRE0Gff1b826rh5l68Be2JR0j0N6T2R3HUd+xai9M7iYafRGv7P2Owxnn0ZkMNHIOYGrLh2l85djNOb6S41lx+KndWBW3B3sbW15vfj+DAtux8MxG1sTtRSKhRDtZdXEPC07+TWJBOo4KO0YEd+LFiBFIJJJS27++B61cXQGtV0xiy+BZ+Nu5M2Xfj8gkEvL0hexIPo6v2o2vOo7nUPo5vo5Zg86kZ3KT4TwS2vO2HrfbpaxeRWZG/U6uvpBZ7Z+2zv+0/VjmnlhNljaP3n6t+KDtE9aXbOsvH+Szo0vJ1OYxMKAtqYXZNHUN5oWI4WRr83nrwE/sSz2NGTOB9p583Xkiv5zZxMH0MxzOOM+Xx1dYe+HS6Iv47OhSNiceQWvU0807gqmtHsFBoa5UXeoKhUzOyODO/HDqHzKKioev+S/xSLn7fiIzjo+i/+RU9mWcFHY822gAD9TvDty4nUHJdrIv9RQTds4lauTX1u1O2DmXxs4BvBAx3Dr/laajmH9yLYUGHZOaDKWbT1Om7PuB87lJdPRqzOcdnkUtV97Go1bzzGYzMw//wbONBlqPLcD48EHE5afw8ZG/+K3HFD49upQVF3dRaNDhoXLizZYP0NO3BXOOr+RY5kW8bF1Yd3k/zgo7Pm5nGVry4+i/yNbm80iDHrzcbBQgrj3Vxfpvttl9LDi5DnelI3M6P1fi3Kc16vng8B/8ffkADja2TGg8uMQ6RBupHkqZDaNDuvLzmY1ka/NLzPvf6X/5/dwW0otycFU6MiasL4+F9gKwDhfddY1lyMH3Wz+Ot9qlRBwe+e8TWrrX50RWHIfTzxFk78Ws9mMJc7Z85S/aT/WwnAd/Z3zjwSUSuT1tnUv8fSwzlplRf3A2NwFPW2cmhg9hSFCHMtd5NieBN/f/xLncBCJcQ2jqGlzTu3FXGhTYjl/ObiZPV4CDQs2RjPMANHerZy0Tl5/KB4f/4EjGeWxlSu6v140J4YOQSqTWa0pvv5YsPr+VVu6hfN15Imvi9vLdyb+5rEnHSWHHCxHDGBXSpdL30BpDEduTjjO2UX/mx6zlnwEfEGDvAViGfe+06iV+7P4SLdzq3/6DdoclbvuPE/Pnos3Owq9Hb9pO+wCpjQ36Ag17X3+FjKOHMel0ODdsRMu3puIS1rjCdR7/Zg7Zp07SZc58NAnxrO3fgxG7DqFwtDyjifpkJvrcXNp/MMs6v+37HxKz4Bu0mZk0ePBhGj42hn1vvUbGsWhcGoXT8bOvsHX3qOnDcVfKvxzH4U8+IOPoEWQqW+qNup/wZyYgkUrRJCVyYOqbZJ8+iclgxL1FS1q/PQ07P8t1x6jTcviTD7j8z9/YODjQWPReVi6JRIJvtx7YODqQd/ECmoT4Ej1RXVy7ihPz51KUno6Hu3COAAEAAElEQVSNvT31Rz9Ik/GTrD1WNX3hFU5+Px9DYSFNJkzCp3M39r0zhdwL5/Fq15EOH3+OXK0us4ernS9MwLlRY0IffoztE57GqNVae7nrNv8Ha7kT387j7B+/AhIajx1X53tLk9koCWk9mjO7f6YoP52ote+TemEvMhsVQS2GE9HzBaSy0r/B9dp8jqz/mMRT/wHg17gXLQa8iVyhRpMVz9rPe9B+1Kec2DIXbUEWfo1703b4B0hlNqRe2MfO3ycw8h1LfNZ8FknLgW/jH94HgPiYjRz++wOGvLrVOr9+2weJj9lAbuo5PILb0mH05xzbNJtLR9egtHOl/ahZuAdWzxCJtcm5vy9hYyuj3ctN2f/FMdq/0gyZjZTcy/lsfecgaUczkcgkuNR3YPDPkfw3ZR95iQVsfGkvEpmEhkOD6D6jDXs+iebc35fQ5uiw91bTdnIE9QcEUJSlZd3T2zFqjXzffBkAg37oRu6lfI7+fIb7r7xn+C1yDU0ebsCFDfFkncvFPdyF3p93wN7H8mypIKOI3R8cJmFvKkig/oAAOr7WHJmyaiOw1BUymYKmwSPZd+oHCooy0Bu1/H3gTVKyT2I2GfFzb0nf1tNwtrNcTwxGLZsOf8DJy3+jtHGgU+OS1xOjSc+O419xIm41emMRwZ4d6dtqKmqVGwAf/RlKv9bTOXT2N3ILEgn0bM+Q9p+hUjjc9n0XBEEQhMq6t95oC3e1i0n5xKdoGNy17OFRCrUGnnhvCx2berLz+yH88UFP1u28xLL/YgH44vdjBHrbs//n4ez53zBef6IFMmnpl92VsSs6ha4tfTi4cDjDugfxypd72bQ/gTVf9GPxh734cfVpTpzPrPK+1gUmk5ndmxLQaY3UD3fGZIIeQ4L4Zctg/tw7jAbhznw4eU+JcYMP7kimUXM3/to7jCderFoXtns2JfD54p78tHEQh3Ym89oj/zHssVCWHhxBvcbO/DgruuKV3GOULvZ0+3ECNg62jIr+glHRX+DRtgHZpxLY/cKPNHt1KCMOfkKbGQ+x79VfyL2QQsMnIgka0paH6/cgetR81g+YWaVtn81JwEVpz+5hs3m56UjeObiQhWc3sqjn6/wzYCZbEo+yMeFwNe9x7SdFwqvN7mPPsNn83X8GKYXZfHZ0KQBvtnyQ8Y0H0cO3OdGj5jM5YjgAGkMR53IT2TToY/7o9SaLzv7HvtRTVa7DpoTDLO75JhsHfcTO5BM88t8nPBbai4MjLC9pZ0UvqY5drfVMmBkS1IEtg2exd9iXhDsHMnnP/BLnrp3Jx2nr0ZADw+fyUsQI3j7wE/n6Qp5o2IchQR1KtRNnpR1fd5nI4ZHf8G2XF/jz/HZWx+2tch3XXz7ImIZ9OTRiHk1dQxi/cy6XNKn8N+gTvuw4ng+OLCa9KOeWj8XdbFvSMVb1fY/1A2ayJyXGerxj85J5bd/3vNfqEQ4Mn0Mz1xB2Jp+wLvfj6X8xmE3sHPo5B4bP5cO2Y7CTq3iz5YO0cW/Ia83uI3rUfOsQiG8e+B/ZOg1r+73PlsGz0JuNTI9aVKm61CVFBh1LLuzARWmPk6K4B8zy9j2tMIcnt33Gw/Uj2TfsK+Z3nsSc4yvZnRJjXba8dlYVGkMR8QXp/DdoFnM6TeCT6L/4+MifzOs8kR1DPiMuL5XF57fe0jGojWLzkonXpDMkqH2peUOCOnAo/SybE4+wJm4vK/u+x5FR37Aw8lVCHLyt5XalnKCrTwQHh89lWFBHXtn7PZsSDrOm33QW93qTH0//y4nMuCrXUVx7yqYxFHEq+zL/DvjAmnBzrfkxazmccZ51/d9nVd9pbEg4dMvbuxfbSEUKDVr+urAdP7Ubzkr7EvN81W782mMKh0d+w4dtn+ST6L84lHYWgGV93gVgx5DPiR41v9yhOVde3MOUZqM5OGIeTV2Def+660dFRPup2NXz4MDAtuWWydUV8PS22QwKbMe+4V8xvfXjvHNwoTWe1zKYjIzbMYdOXo3ZP3wurzQdyZILO2pyF+5aDjZqunpHsObSPgCWXtjJqJDij94KDVqe2PIpHT0bs3PIF/zR8w3WXdrPstjinkvO5iQgk0jZNvgzPms/ls0JR3g/ahFvtXyIqJHzWN7nXRo5B1S6Tmsv7Wd0SDeiRs7j6bB+9PBtzoqLu6zzN8QfwtPW+Z5MvgJI2rGNvktWMWDlelL27SFu3WrLDJOJoEFDGLx+C8O27sW5cTh7Xp1c4vdRdUrdv4/+y9fR+4+lnPltIbtfnUzL199h+PZ9SG1sOPl95YfkvZcYCgvZMvYJPNt3ZMjmnfRc+AeX/llH7EpLMgImE2GPP8WQjTsYsmErMpUtB6a9bV0+5rv5ZEQfpv+KdfT9axUJmzbcoT2p/cwmEwn/bcJYpMU5LLzEPENBAfvffYO20z9k1L4j9F/xN95duhXP12goSIxn0D//0enzOUR//glHPv+Yzl/MY8jGHeRdjuP8ksUV1kHp7EK3+T9i4+DAqP3RjNofjUdry7Uu5/w5ZLa2DN20k06ffUX0F7PIv1z1+/W7gUFXyIWDf6F29mPPXy8jkcoZ9MoWeo79g4STGzm14/sylzu8bib5GXH0f2Ed/Z9fS27aBQ7//WGJMklnt9F34ioGvLCelPN7iIteXeV6Xj62ji4Pfc3Q13dRkJPEpgWj8a7fieFvHSCo2RAOrppa5XXXZqeWxBI6NIjQQYHoC43E/ZcIwL4vjuEUaM+T+4fzxJ5hdHy9BVKZhH5zO+Pgq6bP7A48Ez2K7jPaAODWyIlRy/vw1KERtJ7UhM2v7iX3cj4qFyWDfuyGwsGGZ6JH8Uz0KHzblp2oe2Z1HH1md+TJfcOxUcvZP/sYYEnaXz9uB2oPFQ9vHsQDa/uTcSqHQ9/ElLmee4neUET0hSXYKl1QKZwwY6Jd2FNMGrKD54ZsxUZmy/oDxdeT3THzScg4zNj+63iq7ypOJ5S8nuw5+S3nErfwaM/FPDdoCyBh1d5XSpQ5dXk9D/f4lYlDtpNXkMyBMz/djl0VBEEQhCoTCVjCXSMzpwgAb1fbMudvPZSEo72CMUPCUNjI8PWw44nBDVmzw/Kj0kYmJS2rkIRUDTZyKa0auaOwqdoXC03qudCvgz8ymZRBXQJJySxk3MjGqFVyQgOcaBTkzIkLWVXb0bvcT58fY2Sr5QxrtowZE3fx0IRwnN1U2DnYEDkoEJVajkIp47HJEcTH5pGRUvzyNDjUib6jQpDJpahsq9YbyH1jw3B0VuLmZUvTdp4ENXAioo0HMrmUbgMCOHfi3oxLVZxfvJOQkR3w6hiGRCrFo019fHpEcPnvqIoXriRXpQNPNOyDXCpjcGB78vWFjA7phovSHi9bF9p5NuREVt18MPT5sWW0Wj6xxH9XNXYJpI1HQ2ykctxVTjzVsG+FyVRmM7zUdARKmQ0NHH1p6d6A45kXq1y/sWH9cb4mDg2cfGnj0RC5VMaAgLZ1Ni7Xc7CxZVBgO9RyJUqZDZMjhhObl0JKYba1TLhzEAMD2yGTShke3AmdycjFvJRy19ndpxkhDt5IJBLCXQIZHNiO/Wmnq1zHSN9mtPYIRS6VMTCgLQkF6UxuMhyFTE4nr3AcbGw5nX1vDyUyqclQ7G1s8bJ1oZtPU2uCyLpL++no2ZhuPk2RS2U8UL87wQ5e1uXkUhnZ2nwu5qUgk0oJdwks9dL9qoyiXP6NP8S01o/iqFCjlit5MWIEf1/ej9FkqrAudcHV81qzZRNYc2kvX3eehFxafK9V3r6vjNtNW4+G1nbU0NmfUSFdWHNNctrNtrOKXG0jnb2b4KSwo6dvC3zUrjgo1HT3bVonz3FZV3rs8bJ1KTXP09YZo9mERl+E1qTnbE4iepMBXzu3EglYTVyC6effGplUyqDAdqQUZjGu8UDUciWhTn40cg64pWMnrj1lM5nNvNbsPmzlSmzL6HVqddxeJjQehJetC44KNZOaDL3lbd6LbaQ8V89tPde9zoW8ZL7t+kKpMv0D2uCjdkUikdDBqzFdvSPYl3ZzifDDgjrQ2CUQuVTGiODOnMi6eFPLi/ZTsbLOg3OPr6LV8ok0XzaBF3Z/w5bEaFyUDjzesDc2UjntPcMYEti+RGLOVYczzpOly+f5iGEoZHJaujdgYED5yV33uqu9IBcZdGyIP8TwoE7WeVuTjuKosGNMWF8UMjm+dm480bA3a+L2Wcs42NjyXPhgFDI5tnIlv5/7j8cb9qGjV2OkEiluKkeauJT9wV5Zung3oatPBFKJFFu5ktH1urLi4m5rItHyi7tKJInda5qMn4SNnT22nl74dOlGZozlIwUbewcC+w9CrlYjUyqJeG4yeRdjKUyt+n3ZjYQ/+xxytRqn+qE4hzXGo2VrnBqEIlMo8evVl6yT4mV4WZK2b0Xh6EjYY2OQ2Siw8/Gl4SNPEPf3GgDs/Pzx6dodmVKJjb0D4c9OIC3qIOYrv1vi1q2m8dgJ2Hp6oXB0pMmESXdyd2qlY199zvJOrVjWrhm7XppI+LMTULm5lSonlcvJvXAefX4eCkdH3CJKjpjQ5LnJyGwUeHfsjMLJCd/uPVF7+6BwcMC3a3eyTp4otc6boXR2odETTyO1scGzbXvsfP3IOnXyltZZWx3b8DnLZ7Zi3Rc9yUu/QPtRn5B6YQ8tB76FjdIOOxc/wrtPIPbw8lLLmk0m4qJX06zvKyjVLijtXGnW9xUuHllhbRcATXpMwkZpj62jFz6h3chMrHp86rd7GLWzDwqVA74Nu6NUO+PfpB9SqYyApgPJST2D0aCr8vpro8yzOaQcySBsRDA2djbU6+PHySUXAJDaSClIKyQvQYPMRop3K3dkivLf3TQcFozaTYVUJiV0cCDO9RxJjkq/qfpEPNwAxwB75EoZoUMCSbvy3iDtWCY5cfl0fL0FNrZyVC5KWo1vzNk19+799LZjn/PF8lZ8tqwZMZfWMKrz10ilcpzt/Knv0x25TGnp4Sp8ApfTDmI2W9rNibjVdGo8AQdbL1QKR7o0KXk9OX5xFZ3Cn8PJzheFjR29Wr7JxZRd5BUW31e0b/QMdio3VApHwgL6kZx1/LbuuyAIgiDcrLo13olQp7k4Wl42JGcWEuRd+uVnfKqGs5dyaPVo8Y8ok9mMj7ul29jXH2/OnD+P88S0rUgkMLJHCJPub4K0Cr1guTurrP9vq5SXmqZSytAUGW56vXXBmFeaMnKMZYjIhLg8po3bib2jDb1HBPPdR0c4sC2JvGwdkivHPSdLi7u3JUaevupb3r6L2zVxUMmwc7Sx/q20lVNYcG/GpSo08Zmk7j1D7LLiF+BmoxEb+3bVtg03VfFwkFdfKF47TSVTUqAvqrbt1SavNB1VYqgTsAwfAxCXl8JHR/7kWGYsGoMWM2bkkhsnjNrbqEq8lFXLlWgMVT9218fB0aY4+dVWrqDgFtZ9Nyky6PjoyJ9sSzpKtk6D9MowgVnaPLzVlpd3HrZO1vISiQSVzOaGx35H0nHmnljFxbwU9GYjOqOe7j5V6/UPwF15bTtSYCdXoZIriqfJFBQYtFVef13goSqOka1MQe6VnpNSC7PxUbuWKOt7zd9jw/qjNeqZvGc+efpCBga047Vm95U4vlclaDIwmc30WDulxHQJEtKu6YGsvLrUBVfPa8kFWYzfOYfT2Zdp69HQOr+8fU/QpLM16ViJRFST2USba5e9yXZ2I2W1Efdrr0d1tM24XEkeTCnMItDes8S81MJsZBIp/fxbk68v5MtjKzifl0Qnr3DeaH6/dTgm9zKu2+7XxFUlU4hrTw2wk6usw6yWJbUoG1+74hd+fmr3W97evdhGylPWPdv1yUyrLu7hf6f/JaEgA5PZRJFRh7/dzcXh2rZkK1eiucljLNpPxco6Dz4fMYznI4Yx5/hKTmZfJrkwC3+7ki/QA+w9OJB2ptT6Uguz8VQ5lxhK2M/OjfO5STW4F3evTl6NeetADl/HrKGFe/0S1/Z4TTpncxKuuxcwl7hP87J1KTE0fUJBBsPti5O4btb194BdvSPQm4zsTztNkL0X+1NP82n7sVVe/91Odc2wfjJbW/S5lmGlDUVFHPnsI5J2bEOXk41EaomJNjsLtZd3meu6pXq4FZ9LZSoVymsSXOQqFYYCTbVvsy7QJMaTc+4syzsVD19mNplQe1uGoi3KzODwxzNJizqIPj8PAJNOh16jQeHgQFFaKna+vtZl1b5+t3cH7gJNJ79iHcov71IcO58fh42DI44hxUOrytVqus5dwOmF/+Po7Fk4hYYRMelFvNpZhrWV29khVxU/x5SpbK/7N2+LoaDglup5fVKY3NYWg6ZutpumfV8hrFPx8IoZl48gkytR2RcfUzvXAApzk0stqy3IxGTUY+fiX1zWJQCTQYe2oPhjXpX9NedGhS36otwq1/faeslsbEv8LbexBbMZo74IWRnPH+5Wp5ZewK2RM+6NLc/TwkYEs/bp7eQnF9Dx9eYcnHOcNU9Y3t2EjQyhzaQm1ncI14v+6TQn/7qAJrkQJKAvMFCUdXMJa2qP4vZno5aj1+gByEsoQJer539tVhQXNltG/LhXdW/6Cu3CxpBXkMzSneNJzT5NgEdbCooy2Hh4JpfTDqLVW64nRpMOrV6DSuFAflEqjnbF1xMndcnrSV5hMk52xdMcbL2QSRXkFSTjYGv5QNJeVdw2bGS26PR18xwmCIIg1B0iAUu4a4T4OuDvace6nZd47r7wUvN93NU0qefC0k/6lLm8m7OK6eMsXdSejsvmyenbaBjkRP+OJbuoV6vkFGqLk3QKigzkF+qrcU/uHX5BDrSN9GHfliRyMrWcPZ7F53/0wsNHTX6ujlGtV8A1v1vK+0F1lUotp6jIaP07M028RKgsuVqJsUiP2WxGciWBpDA1B+fGV37gSEp3iKj2cSb0iUiavzaszHVWFC+1XEXRdV9q3evDoFXW1EO/EGzvzawBY3FUqNkYH8Xr+3+stvWr5UqKjMWxSRNxKdePp//leNZF/uj1Jj5qV3J1BbReMYnKPnK5mrB1lc5oYOKueUxr/RiDAtuhlNkwM+p3Egoyylze7rpYpRZlV3FP6ib1lQSQQqMWRyzJCWlFOShllXtA6WnrTHTGhRLTEgsyae5meWhuZ6NiSvPRTGk+msv5aYzbMYdF5/7j6Ub9S8XWR+2KVCJh19AvyuyhJl5zc19i3s281S580OZJHt7yMX38W1VY3kftSl+/VnzZafwtb9tyfit5vUstzKbxTQxJVFeFOHjjp3Zj7aV9PBc+pMS8tXH7aOXeAJVcwSOhPXkktCd5ugKmHvqVGYd/57uuk295++LaU3XXn2+u56lyJlGTYR0mK7GcawqINlITEjUZvL7/R37s9hLtPRshl8qYsHOutRcdKVUb9v5aov1Uj6vnwfWXDzCu8aAyy3jbuhCvKdmG4jUZeJfTe2BqUTZ6k8GahJWoyaz+itcRUomUEcGdmB+zjrmdnysxz0ftShOXIJb2eafc5SXXnQv91G7E5aeWWbYy99DXt02pRMrIkM4si91FPQdvunpHlEiMFCxOL/yRrJjj9Fr4B2pvH3S5uazo3NrSJfNNkKst9+7GokJwtCSQFqWlIVOWvo8Wbp7a2weX8Cb0WbS0zPlHv/ocY1ERff9aicrVjaxTMWwYPcwaR5WHJ5rERNyatQCgICnxdlX9ruQQGIRP10iStm8pkYAF4NWhE14dOmHS6zn35yJ2TZ7AiF03P1y0XK3GWFRU8rleeirONLYUqOB+8V5k6+SN0aClKD/dmtxUkJWArWPpZFGl2hWpzAZNVry1rCY7HqlcgVLtQkHOzX04JVeoMV7zsVVRXtnXq3uJUW/i9Mo4DAUGfu64yjLRbMZsNHN6+UVaPxdOt+mWdzcZp7NZ8+Q2XBs6Ub9/QKl/30kH0zg45wRDf43EPdwFiVTCX0P+td5/32pzsPO2xdZNyRO7y34mfi9zUHszoM0H/LblYRr692HHsa/QG4t4qu9K1Co3UrJi+N+GYVx96WOv8iRXk4ifWwsAcgtKXk8cbL3J0SRY5+cXpmE06XBQV39StyAIgiDcLmIIQuGuIZFIeHdsK75bfpJf1p0hK8/yRXBsYh5vfr2flg3dyMjRsmj9WbQ6I0ajiQsJuew7bvmB8/euSySmaTCbzTjaKZBJJchlpZtAk/ouHDmdwfn4XLQ6I58vOlrqQZ9QOcnxGg5sTSI4zImCfAMKpQwHJwWFGj0/fX70ptfXINyFzSsvYjSYOB+TxeZVF6u/0nWE2WjEqNVb/7MP9kRqIyVu9UFMRhNxaw6SfbJ4SDKVuwMGTRFFGXnWafUf7ELssr2k7D2DyWjCqNWTfvgCueeSrctc1qRbf9xeL9w5gMuaNA6kncFgMvLdyfVka8UXKpWRry/CzkaFvY2KpIJMfjj1T7WuP9wliJUXd2MwGYnJusSqi7urdf11Sb6hEKXMBieFHRp9EZ8fXXZTy7urHEu0E51Jj9akx1lph1Jmw5GM86y5tK/c5cNdgtiRfILUwmzy9YXMO776lvanrnFVOuCrdmNF7G5MZhN7U06yLany15eBAW3ZnRLDjuTjGExGllzYUWJYu/8SjxCbl4zJbMLexha5VIbsypB6bipHLuenWct62DrR268V06MWkam1nEvTCnPYEH/zD9frgiauQbTzCOPbmHUVlh0W1Ik9qSf55/JB9CYDepOBmKxLHM2IventBjt4YyOVsTpuL0aTiTVxezmZfakqu1DnSCQS3mr5IAtO/s2SC9vR6IvI1RWw4OTfrLu8nynNR3M0I5ao9HPojAaUMgVquRJ5GUnaVSGuPTVncFB7Fpz8m5TCLHJ1Bcw7Uf61QrSR6qcxFGHGjJvKEalEwtbEo+xMLh6OxlXpgFQi4VI5iSKVIdpP9ZBIJLzT6mHmx6xl4ZmNZFzptSKjKJezOZaXQZG+zcjU5rLo7H8YTEYOpJ1hTdwehgeX7mmphVs9nBV2fH1iDTqjgSMZ5/n78v7buk93mzEN+/JT95fp6du8xPQePs3JuHLctUY9RpOJC7lJNxyG/cH6kfxyZhP7Uk9jMpvIKMq19k5X1Xvo+0K6sCH+EEtid3Bfva5V39E6zKDJR6ZQonB0Ql+g4eicz6u0HqWLK2ofX2JXW4b3Stm/l6Qd26q5tvcOyzMgrfU/7y7d0WZkcHbxIoxaLSajkdzYC6QesPz2NOTnI1OpUDg4os3O4sT8eSXWFzRgMCf/t4DC1BR0ubmc+HZeWZsVrtAkxJO0YytOoWElphelpxO/eQN6TT4SuRy5nT0SWdW+h3cICkYqtyFu3WpMRiNxf68h+2TxUIIqN3cMGg1FGeUn4t9r1I7eeIZ04Mj6jzHoCtBkJxKzbT4hLUeUKiuRSglsNoRjG2ejLchGW5DFsQ1fENx8uLWnv5vh4tuES0fXYtRryc+8xNl9i6pjl+5qFzcnoM/Xc9/Kvty/+sp/a/rRemI4p5Ze4Ny6S+QlWt7dKB0VSGUSpHLLsVe7q8i5lG9dly5fj0QmQeWqxGwyc3LJBTLPFn+gYOuuQq8xUJBRtY+3PZu5Yu+jZt8Xx9DlWz5eyUvQELdN9HIK4O3ahECPduyO+RatIR8bmQqlwpECbRY7T5S8XoQHDWbPyQXkFaZQpMstNb9J0DD2xHxLbkESOr2GzUc+JNirk7X3K0EQBEG4G4kesIS7Ss82vvzwbje+WRLDl39Yxnr29VAzrHswHi4qfp4Wyaxfopm3JAatzkigtz1jhzcC4Pj5LD786Qi5Gh2Odgru6xVCr7a+pbbRsakXD/atzwNvbUalkPHCA02wU4mmUln/+/QoC7+0xMbewYbOff15dFIT8nN1fPzyXh7ouAonFwWPv9iUtb+fv6l1Pze1JZ9N2c/I1ito0sqdPiNCOHn43ulR5GZEf7KS6E9WWv9W+7nSZubDRM9aSdT0vwga1hbvLo2t8x3reREyuiPrB8zEbDDR9bvxeLSpT8fZT3Js9lryzieDVIJLY3+av255UFFvdCcu/vUzbVY8j4/albX93y9RhyAHL6Y0H83zu77BhInHQ3vTwKl0mxNKe7PFA7x78BcWnfuPYHsvhgV35OyJhGpb/9SWDzNl/4+0XjGJVu4NGBHSmcPpN9ce7xVPNezHy3sX0HHVi7go7Hmx6Qh+P7+l0suPrteNybvnl2gn77V6lHcPLORlw3e092zEoIB2JBWW3VvCsKCO7E89Rb/1b+OisOeFiGGsEy/2Svio3RjeO/gr355cS6RPcwYFtkdvMla8IFDP0YdZ7cfy3sFfydLlMzCgLR28GqGQWoavjctLZUbU72QU5aKWq+jn35qH6/cA4MmGfXh93/9otXwird1D+b7bi3zS7inmHF/FqI0zyNLm465yZGBgO/r6t66x/a/NngsfzKNbZjEw8MZD13qrXfhf95f5NHopUw/+ggkz9R18mNx0+E1v08HGlpltnmBW9BKmR/3GsKCOdPGOqOIe1D19/VtjK1PydcxqZh7+AwkSWrrX59fIKTRzC2F3SgwfHfmTy/mpyKVyWrjV5/3Wj1XLtsW1p+ZMDB9CZlEug/6Zir1cxXPhQ9haTjKqaCPVL9TJjwmNB/P4lk8xmk308mtBL98W1vkquYJJTYbx9PbZ6E0GprV+DC9b55vahmg/1ae3X0u+6/oi355cx1fHV2Iym/GydaajV2OeDuuPk8KOH7q9xAeH/+CzY8vwVDkzvfXjJYbFvcpGKufbLi/w1oGf+OnMBpq6hjAqpCvHMm8+gfhe4ay0p7N3k1LT7WxU/Bz5KrOilzAvZjVao55Ae0/GNupf7rr6+LciX1/I9EO/kViQjpPCnhcjhtPEJajK99CB9p40dQ3mbE4ikT7Nbmlf66qGjz/F3tdfZlVkRxQuLjSd9CLn//y9Sutq9/5HHJz5Hie//xafbpEEDhiESS96oK+K6M8/IfrzT6x/q3396PHDQqK/mEXMt/Mw6rTY+wfSaIxlWM2IiS+w7+3XWdG5DbZe3oQ9PoaE/zZalw8fN5GizEz+GTEIub094c8+R9L2rbd7t2q1o7M/5fjcLwGwcXDAv3dfmoyfRMbRI9YyZrOJM78tZP+7b2A2mXAICqHTF3OrlNBjY+9Am2kzif5iFlEfTido0DC8O3exzncMqUfIiNGsHz4As9FA13nf3eou1gkd7v+CqLXTWfNZJDK5kqDmQ2nU9Zkyy7Ya9A6H13/EP3MGAODbqBctBrxRpe027f0Se5e8wsqP2uPo2YDglsM5t69q58q64tTSWBoMDsSlvmOJ6U0fb8iRH05z5MdTFKQWoc3VoXRU0Oi+EIJ7WZ4jtxrfmJ0zD3Po6xhChwTS9b3W1Ovvz1+D/kWqkBI2PAjvVsXD1LnUc6TR6BD+HLAek8HMwO9uLqlaKpMy4Luu7J0VzeL+69Hl67H3VdPkwfqAzy0fi7qgU/hz/L7lUR6K/JnNRz5m9oo2ONh60y5sDGcSiq8nncMnUlCUyQ//DEIpt6dT+HOcT9pavJ7G49AbC/hl02gMRh1Bnu0Z2qFqyd2CIAiCUFtIzOV1XSIIlXBuxYN3ugrCFc5dS3+NFpU96Q7URChLK+d5yGQyXFxcyMrKwmg0Min7zztdrVs28x31na7CLXOeN6TUtOxJa+5ATYSyiPjUXmXFBu7++PT9+00mhg9lWHDHO12VWyLaTu3mPG9IqfsCEZ/aoa6e2+oKcW6r3UR8ai8Rm8p7Y///cFbY8UaLB27bNsu6L5iUnH3bti/c2Dxv51LTRHxqBxGb2q3M+CzIvu31EEqbN865zOlTxbuEWuF9Z8t7nmvvDT6dIHq3qy0+XNzgTlehVnvw+Lk7XYWbsjhCxFMQhOonhiAUBEEQBEEQ7lmbE46Qry9Ea9Tz46l/SC3MoZtP0ztdLUEQBEEQBOE2i8tP5Z/LB3mwfuSdroogCIIgCIIgCIIgCHchMa6aIAiCIAiCcM/amXyc1/f/iMFkIMTBmwVdX8BFaX+nqyUIgiAIgiDcRu8cWMjaS3t5tvFAgh287nR1BEEQBEEQBEEQBEG4C4kELEEQBEEQBOGe9V7rR3mv9aN3uhqCIAiCIAjCHTSz7RPMbPvEna6GIAiCIAiCIAiCIAh3MTEEoSAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIQhWJHrAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQaiSxREN7nQVBEEQ7jjRA5YgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCEIViQQsQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRCEKhIJWIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCFUkv9MVEOq+X/8+y/ItsZyOy6F7Kx/mv9HFOm/SrF1EnUqnQGvAxUHJfb1CmDi6CQCxiXl8+ks0h89koNUZCQ1wZMrjzWnd2KPcba3ZEce8v06QnFFIfT8Hpj3bmmahbtb5h06mMe27Q1xMyifY14H3x7WmZZg7APGpGnqMX4taVdws2kd48t1bXUttZ/GG87z77UHeGtOCMUPCANh3PJVHp24psfzIHsG890xrAM7EZfPRwmhOnM8kK0/HoV9H4GinsJbVFOr5eGE0m/cnUKQz0qe9H9OebY2tsnLNVCaTVapcdVv161k2Lo/l4ukc2nT3Ydr84vjOmLSLmKh0igoMOLgo6X9fCA9PtMT32IE03hm7vcS6tIUGhj4aynNTW5Xajk5r5O2nthF3Lhe91oirly2jxoQx8MH6AJw8nM6vc05w9kQmJhOENXVl3FstCAp1AuCP+TEs/vakdX1msxltoZF353WmSz//aj8u15PJZNYY1WSszv66jdjle8k5nYRP93C6zH8WAE1iJv8MmFmirFFrwKd7OF0XjC8xvSg9l/X9Z6L2caHfmjfL3VbyzpMM+3cNcfkpeKtdeavFg3TzaWqdrzXqmX1sOavj9qIxFOFv586CrpPxt7O0uVxdAR8f+ZNNCYfRmQyEOHjxe883sJUrAfgmZg1/nt9Ojk5DoL0nrzW/j67eEdVynK51p9rO9X49u5nlsTs5nZNAd5+mzO/yPACJmgwG/PNOibJao57uPs1Y0PUFAM7mJDAj6ndOZMWhkMnp5duCt1s+ZD2W5UkvyqH/+nfwUbuypt906/SdySf4NHpJubG9nWoqPuUdb6j4eObpC5l68Be2JEajkil4NLQnk5oMLXdbxzMvMvPw75zKjsdFac8LTYYxIqRzqXJnsuMZvnE63X2aWeuz6uIeph76pUS5AoOWN1s8wFNh/QDYlHCYL4+tIF6TjovSnsdDezMmrK+1fEXzq6q2tx2oOJaTdn1NVPo5CgxaXJT23BfSlYlNhpS7rYNpZ/j4yF+cz0vCTq5keHAnXm46Eqmk5DcNZcXydrtT8bmVeAD8dX47P5xeT3JBFq5KB95p9TC9/VqW2k5sXjKfRi/hcMZ5tEY9oY5+TGk+mtYeodYy53ITeXv/z8RkX8Lb1oU3WtxPryvrqkzbqkm3676gIjeKV0XnrpTCLN4+8DP7U0/jrLRnYvgQHqjfvcztVBSvpIJMJu+eT2xeMgazCX87d55vMpS+/q1r9gCUoTa2nRvFojJt4VqH088z58RKTmTGYcJMU9dg3mrxIKFOfgCkFmbz7sFfOJ4ZS2pRDqv6TiPcJdC6/LsHf2F13B7r3yazmSKjjpV93qOJa1BNHJoS7rb4AESueY10bS6yK9cKmURK1Mivy91WRW2rNl+Lqis+t3K8zWYzC07+zeLzW8nU5uFl68KnHcbSwq1+mdtaE7eXeSfWkFyYSX0HH6a1foxmbiHW+RX9ZkkqyOTDw4vZlXICgOZu9fip+ysALIvdyVsHfkIlK/7dPzF8KM82HmD9+2xOAh8eWczh9HPIpXL6+LXko3ZPAZBRlMuMqN/ZnRoDwMjgzrzWbDQy6c1/S1lb7tu0Rj3vRy1id0oMWVfiM7bRAEbXszx3qeg++2bvwx/57xMOZ5zHRlq8/xsGfoiXrQtQ+fv0mnY77guMOi1RH75Pyt7daLOysPX0otFTY6k3YjQA+vw8Dr4/lcTtW5ApVYQ+9ChNxk8qtZ6i9HTWD+uP2seHfkvXlLutbeOeIvfCOYxaLbYeXoQ9Pob6ox+0lkn4bxPH5n2JJjEepbMLoQ8/TtjjYwAoSE5i96uTybsYi9lowM7PnyYTnse/l+U3TGbMCQ5OextNQjxmswnHeg1o9uKreLZpV92HDag97edatxJPTVIi/wwbUGp9Pl2703XuglLbKsrI4PCsD0g7uB+9Jh/7gEAinpuMX49eNb+jFait7SXn/FmiPppBVswJZAoFvpG9aPn628htbcvcXuaJ4xz+ZCbZZ06hdHahyXMvEDJ0hHV+WtRBjnz+MXkXziNX2xE8ZDhNX3gZyZXrQWFqCgfee5vUQ/tROjkTPm4i9e97oNR2ss+eYeP9w/Hp2p0uc+Zbp+deOMf+994m+1QMtl7etHjljWqJb21sOwBrPotEm5+OW0BLejz9a41uS1uQxdrPIjEadDRo/witBr1T8UK3QW2NDcBvkWsoSNfi1dKNYb/2qNFtFWVp+TVyLSadkSaPNKDLO6XfSdwJ198T1KZ4fbMmEo02HT+3ljzco2bbT3LWCX7772EMxiJ6Nn+DdmFjanR7giAIglBdRAKWUOM8XW157r5wdh9NITmjsMS85x9oQrCvA0obGYlpGp6asR1/TzuGdQ8mV6OjWysfZkxog7O9gqX/xTL2gx1s/mYQro6lkwoOnUxj6oJD/DS1O03ru/DXpguW8l8PxMFOQXaelmc/3MGUx5szPDKYlVsv8uwHO9g8f1CJRKgd3w8p8ff1UjIL+WHVKcKCnErNc1DbEPXbyDKXk8ulDOwUwGMDQxn34Y5S8z/6+QjxqRrWzxmARAKTP9/DB/87zMwJbcuty7VcXFxKT8yo1KK3xM3TloefCydqdwrpySXj++jzTfALdkChlJGaqOHtp7bj5W9Hr2HBNG3rwaroUdayWelFPNJ1Nd0HB16/CQBkcgnPTW1FYH1HZHIpcWdzmPLYFgLqO9K0rQf5uXr6jgrhra86olTJ+P3rGN5+ejsLtwxCJpPy0IRwHpoQbl3fjn8uM/utA7Tt7l0zB+Y618bH0dHR8j81EB9bTyfCn+tPyu7TFCZnW6fb+boyKvoL699GnYHVXd4mcFDpF5uHpi/BOdwfXZam3O3kX0pn18Tv+br1eCJ9mrE16SiTdn3N2v7vE2jvCcAb+/+H1qhjRd+peKqcuZCXjKONGgCT2cSzO76koZM/GwZ+iKNCzcnsy8ivPBjfGB/Fj6f+5feeb9DQyY9VcXuYuHMe24d8hrPSvjoOlVVZbec2NJ1SPG2deS58CLtTYkguzLJO97VzI3pU8YMxndFAl9UvMyiw+OHyy3u/o5VbA37o9hJ5+gKe3fEVX8es4dVm991wm9MPLSLcOZAsXb512qX8VCbumsfsjuPKje3tVFPxKe94Q8XHc0bUInJ0GrYP+YwMbS5PbP0MP7VbmS9rcnUFjN3+JS9EDGNRj+4cy4plzLYvCLD3oI1HQ2s5k9nE2wcX0sq95AvzYcEdGRbc0fr38cyLjNo0gwEBlmtDRlEuL+yez0dtxzA0qAOnsi/zyJZPaODoS1efiArn34oyrzvc/vZzK7F8vskwgh28UMpsSNRk8NT2L/C3cy9xzK8ymkxM2DmXp8P682ejt0gqzOSxLbPwU7vzUINIa7nyYnm73alz263EY/H5rfx0eiOzO44n3DmQDG0uBQZtmdvJ1RXQzacpM9o8gbPCnqWxOxi740s2D/oYV6UDepOBcTvmMCSwPb/0eI1dKSd4ac8CVvedRpCDV4Vtq6aVdV9Qm649lTl3vbRnAYH2nuwd/hVncuJ5atsXBDt4094zrNR2KoqXk8KOT9o/TZC9J1KJlKj0czy59TPW9Q8kwL78jy9qwp06t1U1FhUd2+vl6jWMCunCVx0noJIp+DpmNU9vn82WQbOQSaVIJRK6eUfwXPhg7ts0s9TyM9o8zow2j1v//vHUP/x5YdttSb6C2nduq+x1fnaHcfTxr9wLnRu1rdp+Laqu+NzK8f7i2HIOpJ1mYeSrBNp7kliQgY207Edfh9LOMvXQr/zU/WWauoTw14XtjN0xm80DP8ZBoa7wN0uBQctjW2YxIrgzH7Ubg0qmICbrUoltNHTyL/Ghw7VSCrN4fOunvNx0JPM7P49EIuFcTqJ1/qv7vsdD5cS2wZ+Sqy/gme1f8d2pv5kQPvimj2lt+c1jNJvwUDnxc+SrBNp5cCTjAmO3z8Zb7UJX74gK77Nv5j78qtea3VfmxweVbb+3Q5nPCxKqN0JmgxGVuweR3/+MnX8gGUePsH3CWNRe3nh36krURzPQ5eYwZMN2tJkZbH3mCdS+fiWSQAAOfTgd58bh6LKzytkSSGRyWr05Fcd69ZHK5eScP8uWpx7DsV59PFq3pSgjg92vvkDb9z8iaNBQss+cYsuYR3Cs3wCfzl1RODrRfuYn2AcGIZFKST8SxdZnn6T/8nXY+wdg5+tL5y+/Ru3jazlUmzewY+KzDNu2F7lKVa3HDcq5N6jm+NysW4mnnY8vo/ZHW9dl1OtY3bMLgf0HlbktQ4EGl8bhNH/pNWw9vUjcvoU9U16izx/LcKpf+37zVEdsbrW97H39ZdxatKLb/B/Q5+WxY9KzxCz4mmYvvlpqW7rcXLY/N5aIiS/QY9Qisk4cY9u4Mdj7B+DRqg0mo5GdL0wg7MmnafTLnxQmJ7Hl6cdQ+/rR4P6HANgz5SXsAwIZvnUvOefOsG38UzgEBePZtn3xPplMHJz2Nu4tS96PmPR6dkwaR+DAIfT44RdS9u5iz2sv0XfpahwCb+3+ruz76jvbdq7qcP9s/MP7YDRoiVrzPinnd6MtyMLW0YtGXcdSr/Voa1l9UR4HV08l8fQWZHIVoR0epUmP4oS7zITjHF43k+yUUyjVLjTp+QIhLS3/FpRqF0ZNjWbfsim3fR9vpLzfPLUkPPSZ3YGQPv4YtUZ2vB9F/O4UirK02HnZ0mJsIxqPrmctu3/2MWI3JZB1PpeIR0snUWlSCtn69gES96eiclbSemI44Q9YEvNVLkqeiR7Ff1P23db9q8j18bHcG6TemcqUYViH2TT074PBqGVD1PtcTNlNoTYLe1svOjQaS/N6lvajKcpg0+EPuJy2H60+Hxf7QLpGTCbUz5LgmZEXy9boT0nIOIzBqMXdMZSezafg72F5X+Ht0oRXR0Wz6L9H7ti+CoIgCEJViAQsocb162DpXehkbHapBKywIGfr/0skEqQSuJhkSQRoHupG82t6r3qgT30+/fUop+Oy6djUq9R2Nh1IpHdbX1o0tCzzUL8GfLfiFBv2JTCqZwgb9yXg5WrLA33qW9f389ozbNgbz3296pVaX3mmf3eIifeFs/S/2EovA1DPz5F6fo7Ep5ad1LJxXwJfvtIRJ3tL8tf4UY15esZ23nmqJapK9IKVlVX+w6+adLX3qPMns0slYIWEORf/IZEgkULCxXzKsnF5LH5BDjRp5V7mfJlMWmJ9EokEiURCYlweTdt60La7T4ny941txO/fxJCaUIBPYOmEnX+XxhI5OBCl6vacBrOyspDJZDg6OpKbm4vRaKyR7fj3awFA9sn4EglY10vYdBRMZmv5a6frcjQED2vHmZ+3lLt80o4YXMID6OlrWb6nbwuaudVj5cXdvBAxnLM5CWxOOMyOoZ/jpLADoL5jcYy2JR0jsSCT33q8bn2B0cSl+MHOZU0aTV1DCHO2/PsaHtyJtw78xGVNWrUnYN2ptnO9fld6+TiZfalU0sK1NiVEYcJsLQ9wOT+N6a0fQyGT4yZzpJdfCw6nn7/h9jYlHCZHp2FYcEd+PrPROn1H0nHCXYLKje3tVlPxudHxvtHxLDRoWXtpP3/2ehNHhRpHhZrHQnuxJHZHmS9+otLPoZDJebiB5au9Fm716evXir8u7CjxYmfhmU3Ud/TBV+3KyezL5dZ7yYUddPFqgo/aFYDkgizAbE0kaewSSFPXEE7nxNPVJ6LC+bfibmg7FbWNq+cYuHIfgpSL+SllbidPX0C2TsOIkE7IpFL87dzp5BXOmZz4EuUqG8uadqfiU9V4GE0mvjq+klntx1qvB+6q0snuVzV3q0dzt+L7twfqd+fTo0s5nR1PR6/GHEg7Q7Y2n4lNhmAjldPTtwVtPcJYGbeHyWWcy65vWzXtdt0XVKS8eFV07orLT+VQ+lnmdJqAWq6khVt9hgZ1YFnsjjITsCqKl1quJMTBkhRvNpuRIMFoNpGgSb/tCVi1re1UFIuKju31uvs0K/H32EYD+CZmLQkF6QTae+KucuKR0J6VrveS2B2MCindY3BNudvic7Mqalu1/VpUXfGp6vHO1ubzv9P/srb/+wQ5WJ4Z+NmV/fsSYFPiYXr7trD2jvVQg0i+O/U3GxKiGBXSpcLfLMtjd+KidCjRe+a1vWdV5KfTG+ng2ZjR9bpZp11NZiwwaNmVHMOmQR9hK1diK1fyZMM+zDm+skoJWLXlvk0tV/Ji0+KEnpbu9Wnv2YhDaWdp4x56w/vsm70Pr0h1t99bcTvuC+RqNU0nvWj92715SzzbtSct6hDuLdtwaf1aev36JwpHRxSOjoQ+/Bixy5eUSMBK+G8TutwcggcP48xvP5e7LalMhnPD4vuBq89v8i7F4dG6LQUpyWCG4MHDAHAJa4xrk6bknD2NT+euyNVqHIItbclsNoNEgtloRJOYgL1/AEpnF5TOlpfTZpMJiVSGoUBDUXoa9v4B1XjULGpL+7lWdcTzqoTNm8Bkwr932b3A2gcE0ujJsda//SJ74RAcQsbRI3c8AaumYnOrxzc//jKt35mOzEaBzNUNv8hepEcfLnNb6UeikCkUNLj/YQDcmrXAr1dfLiz7C49WbdDn56HLySZk6AikMhl2fv54dehEztkzlm1djiP98CE6fTYHuVqNW7MWBA0cSuzKZSUSsM4sWohjvfqofXzJPlU8QkDaoQNos7NpMm4iUhsbfLv3xKNNW+LWrCRi4uRbOo61se1cz2wyonLwIHLMz9i5BpIRf4TtC8eidvTGO9Ryjxu1dga6whyGvLodrSaDrT89gdrZj5CWI9AV5rL9l7FE9HqBHm0WkZVwjG0/j8HeJQCP4DZ3eO/KdzfEBsBkNKP2UDHk50gcA+1IOZLBurHbsfdWE9DV8vvRMcieDlOac/LPsp+DbnxpD06B9jy5dziZZ3JY+9Q2nIMd8G1/+z8yrayr8bn23qA2MpmN2Ks8eCjyZ5ztAknMOMJf28fioPamnndXdAYN3i7h9Gj+Gg62XpxL3MKqPS/xZJ9luDuFotXlUs+nGwPazEClcOZo7FL+2jGW8YM2o1benmczQvV78INzd7oKN2Xx2w3udBUEQaiDbr7fckGoZu8tOEjTB5fS7dk1FBQZGNkjuMxyp+Oy0RTqaeDvWOZ8s8mM+fppZjOn47IBOBWXTeOQkl8PNA525nRcTolpAyf/Q8enVjHuwx2cjy95c7t+92XyC/WM6FH2Q9WCIgOdn15Fl7GreXn2HpIzCsre6bLqbzZjvmYHzCYzWp3RmpBWEaPRWOq/2mDuewcZ2nQpj3VbQ1GBgb4jg8ss9++yWPqNrvhh9bvPbGdwkyU8M2A9zu5KOvcte/jAY/tTsXe0wdNXXWpeWlIBh3YkM+D+yife3aprY1Ib4hO7ZDeBQ9sgU9pYp+nyCjn84XLavP/gDZa8ooz2ZjKbOJVtefmzP/U0fnbuzD62nHYrX6D3ujf47uR6a9n9aacJsvfk1X3f03bF8wxY/w7LY3dZ5w8MaEd6UQ4nsuIwmkwsvbADL1sXGjpV/3CRtbXtlGdJ7A6GBnZAKSuO3dON+rPi4m6KDDrSCnPYGB9lTaAqS56ugA8PL+b9a3qwuMqEmRInI0rG9na7E/G50fG8kJeM3mSgsXNxb32NnQM5Xc7xMWGyvDS4hhkzp695GZqgSeeXs5t4vfn9N6xXkUHHmkt7S7yka+wSQFuPMJbH7sJoMnEiM45T2Zfp4t2kUvNvRVmxqW3tpzJt472Dv9J06Xi6rXmVAkMRI4PLfoHnrLTnvpAuLLmwA73JQFx+KrtTYoj0LU5mqGwsb4faGJsbt60k0otyicmKI3LNa3RZ/QpvH/iZPH3hjVd6xenseDT6Iho4+lr/DnXyLdHrSbhzQIm2d1VZbaum1bb7gutVdO46nX0ZD5VziSS5xs6Blb5WXB+vqwb/M5UmS5/l/s0f0No99La/AIfad26rzHXkWuUd2/LsTz2No40aX7VbxYWvczj9HHF5qYy6jcN11abYQOXj8+7BX2i34gVGb/qArYlHy11fRW2rtl+Lajo+FR3vIxkXUMhsWBu3j86rXiJyzWvMil6Czmgoc31mcznPEK7+pqngN8v+tNN427rw9LYvaLPieYZvmF4qvrF5ybRfOZkea6fw3sFfydUVPyM4kHYaO7mSBzZ9SNsVz/PQ5o84knH+mrqVrJ/JbCKhIKPS18Zr1ba2c5XWqOdoZixhzgEV3mff7H34VfNj1tJmxfMM/XcaK66J382eX2vSnbgvMGq1ZB47inPDMPIuXsCk1+McVpy46xzWmOwzp61/6/LyOPzph7R59/1Kb2P7xGdY0roJ64cNQOnmbh1C0KVRYzzatCV21XJMRiOZMSfIPnMK745dSiz/z8jBLG3VhM2P3o97y9Z4tCqZzLC8UyuWtApn5+QJBA8dUSPJV1B728+1bjae14pdsYTAQUORKUuPNlCWoowM8i6cx7lho2qp+624XbG52ePb6Imnubh6BYaiIgrT04jfvBHf7uUkuJtLn4swm8k+a1mf0smZkBH3cWH5Ekx6PfmX40jZuxvfbpEAZJ85jcrdA5V7ccKxc6PGZJ85Zf1bk5jA2UW/0PyV10ttPvvMaZwahCK1sblm+fBy/73cjLuh7cgVapr2fhF7tyAkEgnuAS3xrNeetLhDABh0hVw6tpamvV9CYeuIg3sIoR0eI/bQEgDSL0Uhkyto0O5hpFIZbgEt8Avvy4VDf93J3apQbfvNUx4btZx2LzbFKcgeiUSCd0t3/Np7knQozVqm0cgQgrr7oLC3KbV8Tlw+yYfSaf9qM2zUcrxauBE6NIiTy27uw/rb7fqY1MbYACjkaro1fREXe0v78XNvSaBne+LTLO3HxT6Q9o3G4qj2QSKREurXC1eHEBIyjgDg69aclvUfRK1yQyqV0aL+A0gkMlKzb/38IwiCIAh3kkjAEu646ePaEP37KJbP6sPwyGBrD1DXytXoePGLPYwfFY6Hi22Z6+ne2oeN+xI4dDINvcHEb+vPkpheQH6BHrAkRznalbwRd7RToCm0zHdxULD0k95s+XYw/84dQLCPPU9O30releVz8nXM+iWa98eV/fVKPT8HVn/el+3fDWHFp30wA+M+3IHJdP0j3bJFtvZlwfKTZOZqyczVMn+Z5Wuk/Cv1u1s9P70NK6NHMXd5H3oND8beqXR8jx1II/myht7Dgytc34zvu7Hq6Cg+/a0HXfoGoFCWHgM9NVHDV1MP8uwbLZDJS5/mNiyLJSTMidCIe/NLCk1CJim7T1NvdKcS06M/WUnIyPY4BFf8BZBX50ZkHo1jY3wUBpORjfFRRKWfQ2OwvAzI1mk4l5uIWq5ix5DPmd/leX45u5GVF3cDkKPVsDf1FK3dQ9k1dDYz2zzB+1G/sT/V8gPLTeVApG8zRm58nyZLn+WDI4v5oO2TJZKO7kUJmnR2p8Qwul7Jnia6ezflUNpZWix/jk6rX8JH7cp99bqUsxb4JHoJI0M6E+xQujfBzl7hHM2MLTe294IbHc8Cgxa1XGntBQHA0UaNxlBU5rpaujWg0Kjj17Ob0ZsMHEo7y4b4KPKvKf/uwV+YHDEclwp6d/sn/iA2Ujm9/FpYp0klUkYGd+bDI4tpsvRZRmx8n6fD+tPIOaBS8+u6yrSN6W0eI3rUNyzv8y7DgztZe+0ry8CAdvx5fhtNl46n97o36OHTnG7eTa3zKxvLe9WN4pGjs/QQujslhuV9p7K63zTiNWl8ePiPCtebqyvgxT3fMj58EB62lqQFjaEIB5uSSdgOirLballt615X0bmrwKC1Dit8lWM5x/d6ZcXrqrX93+fIyPks6PoC3XyaIpOIn6uVuY5cdaNjW5ZETQZTDy7kjRYPlLiuVdZfF7bTw7fZDXurq+sqE59POzzDlsGfsGPo5zwW2otJu7/maEbZL30q07bu5WtRRcc7R6chX1/IxfwUNgz8iN97vsH2pGN8d+rvMtfX3acZGxOiOJR2Fr3JwG9nN5NYkEn+lQSnin6z5Og0bEg4xIP1I9kzbDYTw4fw/O5viMuz9KbZ1qMh6/q9z55hs/kl8jUu5iczZd8P1u1n6zSsvbSPKc1Hs2vobAYGtuPZHV+Ro9NgZ6OirUdD5hxfiUZfRKImg4VnNwFY63e3M5vNvHXgJ4IdvOjn36rC++ybvQ8HeLXZKDYP+pg9w2bzWrP7eP/w72yIt7wUvJnza11jNps58N5bOAQF49+7H4aCAuS2aqTy4sR1G0dHDAXFPbhHf/EJIcNG4hAUXOntdPv6e0btP0qP//1GQO++yFSWBB+JVErwsJEcmfUhS1s3YeODIwh74mmcw0om9PRfvpaR+4/Qdd4CfLp0QyIrea0auTuKkXuP0P7Dz3BvVXt7mqlpVYnnVZrEBFL27qbeqNGl5pXFqNexZ8qLBPQbiGuTphUvUAdU5fh6d+1O2uFDLO/QgtU9OqH29qHeiPvKXL9b85YYCws5+/uvmPR60g4fIn7zBgz5xR/kBvQbyPmlf7K0bVPWDeyNT7ceeHexfDxiKCjAxrHkx8oKB0cMmuL6HHz/XSImTrb2HHctQ4EGG4eSw1YrHBxKLH8vMeq1ZMYfxdnb0otfXvoFTEY9zt7XJNz5NCY7+UqCSHkJdMkigaQmGLRGUo9m4nbtqBs3kHE6G7WHCrV78fC07o2dyTyVXTMVvMcZjFqSMo/i6Vy6V2ywDEmYkXceT+eyE3hTs0+j02twdxQ9EgmCIAh3N/FEW6gVpFIJTRu4Ymdrw8c/HykxL0+jY8z722jdyJ0XHii/x46OTb14e0wL3p5/kE5PreLouUw6NfPC2cHygEetkluTqazrLtBjZ2tJ6LCztaF5qBs2cimOdgreeLIFBqOZw6fSAfhk4RHu6xVCsG/JH6VXebjY0jDIGZlMioeLLTPHt+FUXA6xiXmVOgZvP9USH3c1Q1/+lxGvbqBXW8tX61frfzeTSiU0bOqK2s6G7z8+Umr+v0su0KGnL85uqtILl0Emk9KsvSfZGUUs/eFUiXlpSQW8/vhWhj4aSr/RpXu4MpvNbFgWW+a8e0Xssj04h/vj0ri4N6m0A+dIj7pAo2f7VGodjvW86PTVU8w9sZoOq15kSewOBgW2w1lhedGjliuRSaRMjhiOUmZDqJMfo0K68F/iEet8b1sXHgvthUImp7VHKL39WrElKRqAeSdWsy3xKBsGfkTM6O/4tsvzvLj7W2KyLlXvwbjLLIvdSbhzII1dir/6ztFpeGLbZ9xfvxtHR33LwRFzsZUreXXv92Wu40DaGaLSz/Fso4Flzq/n6MNXnSaUG9u6rqLjqZYrKTToMJiKvz7L0xdgJy/7/OWitGdBlxdYE7eXTqte4rOjSxkV0gXnK0k+qy7uwWg2Mjy4U5nLX2vJhR2MCO5UokefPSknee/QL3zdeSIxo79j46CPWBO3h0XntlRqfl12M21DKpHS1DUEOxsVHx/5s8z1XchNYvzOObzV8iGO37eAXUO/4HxeIp8eXQrcXCzvRRW3LUsbGtd4EK5KB1yVDoxrPIj/EqNvuN48XQFjtn1Oa/dQXmgyzDrdTq4q9YI6T19YZlstq23d6yo6d6nlSvL0JXt6zdOVfXxLlik7XtdSyCxDRu5NPcXquL3Vs0N3sYpicVVlju21kgoyeXzrpzwa2qtUYndlaPRFrL98gPuqsGxdUpn4tPVoiK1ciVJmw9CgDvT0bc6/8QfLXF9FbetevxZV5twE8ELEcOxsVPjaufFEw95sKeda0tGrMW+3eIi3D/5Mp1UvcTTzIp28wq1Dnlf0m0UtV9HKrQF9/FthI5XTx78VES5B7Ew+AUCgvSdBDl5IJVIC7D14p+XDbEmKptCgta6/t18rWnuEopDJeSy0F0qpjXV43s87PEuRUU/vv9/gia2fMSSwAxIkN0wWv1uYzWbeO/QrsbnJzO88CalEWuF99s3ehwO0dG+Ag0KNjVROV58IHqzfnb8vHQAqf36ta8xmM4dmvkfuxVg6fzUfiVSKXK3GUFSIyVDcW5w+Lw+52nIs0g4dIP1IFI2efvamtyeVyfBs256ijAxO/WRJQEzZt4dDM96j85dfMzoqhkHrNhK3bg3n/lxUanmZjQLf7j1J3b+XuLWrS82Xq1QEDxnGmV9/Ii2q7HNrXVaVeF4rduUynBuF4xJWetji6xn1Ona//DwylYo202ZW637UVlU5vrqcHLY98wT1R93PqANHGbHzIHJbW/a++WqZ21A6u9Bl3gLi/l7Dqh6dOPrlZ4QMH4XC2RmA3NgL7HxhPC2nvMV9B48z9L9d5F04z9HZnwKW4RL1eSWfPevy85DbWepzcc0qzAYjwUOGl7l9udoOfX7J0Rf0ecXL30vMZjMHVr6Fg1sw/uGWITkNugLkCjVS2TUJdypHDFc+IHILbIlRX8jZvb9iMupJiztE/MkNGLSVG9FCqDyz2czWtw7gFOxAvX6VGyFBX2BA4VjyY16lowKdpuzeUYWqM5vN/H3gLVwcggnzLz2krdGoY9WeF2kUMBAf19IJvEW6XFbteZGO4eOxt/W4HVUWBEEQhBoj3jIItYrBYCox5N7V5KvQACdmjG+DRCK54fL396nP/X3qA6A3mOgxfi1PDrYMXdIoyJmf154pUf5kbBZjhpadkS+RSLh2a7uPppBfaGDhlXXkFeg5fj6LgyfT+XpK6WE3Kqrr9ZzsFXw8qZ31721RSXg4q6hXTsLX3chgMJFwseQPUE2enu3/XObdeTc/dInBYCIhrnh9aUkFTHlsC72GBfHQhPAylzm8O4XMtCJ6DQu66e3VBWaTidhle2k8rm+J6Sl7TqO5nM7qLm8DYNIZMBbpWdHudfqvfQtbz9I9G/j1bsZPWztY/x61cYZ16K7GV3rXKdmKijVyDuDfK18elyUm6xL9A9oSZG/pjau9ZyMaOQewOyWG8GuSj+4lJrOJZbG7GNe4ZOLUpfxUtEYdT4T2RiKRoJDJebB+JGO3zy5zPXtSYrisSaPL6pcB0Jn0FBn1tFvxAmv7v4+nrTO9/VrS26+ldZlrY1vXVXQ86zl4I5fKOJV9mQjXYABOZl+moXP5D39ae4TyV++3rX9P3j2fdp6Wa8+ulBiiMy7QbsULABQadRjNJjquepE9w760LhOXl8KBtDOlho08kRVHc7d6tPe0fD0WZO9Jv4A2bE2M5pEGPSqcX5fdbNsAMJiMXMxPKXPe6ZwEvNWuDAiwfF3vaevMiODOfHdyvaXnikrG8l5VmbZ1s70cWhJOviDUyY8ZbR4vce8V5uzP1zFr0JsM1sSqk1mXaOJS8vpfXtsSbnzuCnMOILUom4yiXNxUli/uT2ZfIszJr9z13SheZblRe7zX3CgWcPPHNqkgk8e2zGJYUEcmhA+uUp3WXdqPvY0t3b2bVVy4jqsoPteT3uA7uIralrgW3fh4V6WHz/vrd+P++pZeRPQmAz3Wvs6TDftY13ej3yyNnAPYm3Ky0tuSXunV72o/GY2dAzBd32vGNXzUrnzdeaL170XnttDUNdiaaHa3MpvNTDv0G9EZF/ilx2s4KCy9vlV0n12V+/DrSa/7fXqz7fduZzabOfTBNDKORdPj+19QXOn1xiG4HlK5nOzTp3BtEgFA9umTOIdanqel7NuDJv4yq3taei416XQYtUWs6NqO/svXYutRcS/aJoOB/EtxAGSdPIFb0+Z4tm0PgH1AEAF9+pG4fSsNHnjkBstfvOH68+IulhqmsC6rajyty5tMxK5cRuOx4yrcliX56gVMej1d5sxHZlO6d/u6pqrHNz/+EsYiLaGPPIFEIkHmpKD+6AfZPmFsudvyaNma3r8VD1m3+9XJeLaxPCPOOXsatZc3AX0HAGDr4UnwsBGc/N93NH95Cs4NwyhKS6UoIwOVm2VI6exTJ3EKtZzLUvbuIuNYNCu6WtZnLCrEbDSyKrIjw7buwblhGDELvsak11uHIcw6fRKXxuV/BF0Xmc1mDq15j9z0WCLHLEQitVyz5Qo1Bn0hJqPBmoSlL8pDfiVZV6l2ocujC4j+5xOOb56Do2cDQlqNIuPykTu1K3WS2Wxm+3uHyI7NZcjCSCTSyr13sVHL0eWV/CBfm6dDYSdei1Yns9nMv4feIyM3lociFyK5ridro1HH8t3PI5epGNimdAJvkS6PxdvG4O/emq5NXrhd1RYEQRCEGiN6wBJqnMFoQqszYjCZMZnMaHVGdHojCaka/tlzGU2hHpPJTNSpdH75+yxdW3gDlgSnp2ZsJ8TXgQ+fa1vhiwS9wURMbBYmk5msPC3Tvz9EgJcd3Vr6ANCnvR/JGQUs2XQBnd7Ikk0XSMsqom97y8O6I2cyOBefi9FoQlOoZ9Yv0Ugk0DLM8uN1yce9WfNFP1Z9bvkvor4rY4eFMWO85eHO3mMpXE7Jx2y2bP+9BQcJDXAk2Mfy9azZXLzvADq95bhc7ab4cko+6dlFmM1mTlzI4sOfDvPCgxFIK/mD4k4xGkzotEaMBjNmkxmd1oheZyQlQcOOfy5TqLHE90RUOqt+OUvrrt4llt+6Ng5HZyWtu3iXswWL8zFZHNqZjLbIgNFgYt+WRP5bHWddLiOlkCmPbaH7wEAefT6i3PX8uySWzn39sHesmw+LTAYjRq0es8GE2WTCqNVj1BV/1ZO86xTaLA2BQ0o+lAwb05OBG6bSb9Ub9Fv1BhGTB+EQ4km/VW+gdCs7CTDzWBwGk5F8fSFzT6wmR6dhRIglSaetRxhB9l7MO7EKvcnAhdwklsfuopevJamnr39rtCY9v5/bgtFk4kjGeTYlHKaXbwsAWrrX55/4gyRo0i0PQdLOcjTzgjWxqy4ymIxojXoMZhMmsxmtUY/OWBy7XckxZGnzGBLYvsRy9Rx8UMtVLDr3nzUef53fRrhz2YlqY8L6sWHgh6zqN41V/aYxOWIEIQ7erOo3DTel5UXfsczYcmNbV5R3vCs6nrZyJYMC2vLl8RXk6Qq4mJfCr2c3c39I+T2AnMiKQ2vUU2TQ8ef5bexLPW19sfd2ywdZP+ADazweqh9JB89GrOjzXol1LIndQUu3+tR39CkxvaVbfY5mXuRQ2lnMZjMJmnT+jT9kTVSsaH5dUNVYJmjS+efyQTT6IkxmE1Hp5/jl7Ca6epd9DYlwCSK1MJuN8VGYzCYyinJZeXGP9VhWNpZ1XVXjoZIrGBbUke9OridHpyFXV8B3J9eXSAa9Vp6+kKe2zybEwYsP2z5Z6j6xrUdDnBR2zI9Zi9aoZ2viUfannWbEdb3ClNe27hU3uvbc6NwVZO9JK/dQPj+6jEKDluiMC6yO28t99bqVuZ2K4rUv9TSH08+hMxrQGQ0si93JvtRTdPYqO6G+LqpqLCo6ttdLKczisS2zGBjYjucjyu4pS2vUozVaXlToTQa0Rj0ms6lEmSWxOxgZ3BmZ9N54pFDV+CRqMtifehqtUY/eZODvS/vZlHiY3n6tytxORW3rXrkWVfV4B9h70MkrnK9PrKbQoCWlMItfzm4ud4hZvclATNYlTGYTWdp8ph9aRICdO918LPcCFf1mGR7ciRNZcfyXeAST2cR/iUc4kRVHlyvLb008SmphNmBJfJx5+He6eje1JlDdX68bmxIOcyTjPEaTid/PbUFnMtDK3TLsyvncJHJ1BRhNJvalnmJ+zBomRwyvgSN+e02P+o2o9LP8HPlqid68KrrPvtn78FxdAVsTj1Jo0GI0mdidEsMf57fSL6C1tcyN/j3VRVEfTCf9cBSR3/2Mwqn4Iyu5rS0B/QdxfN6X6PLyyIu7yNnffyVk1P0AhD0+hoFrNtBvySr6LVlFxMTJOASH0G/JKpSubqW2k3UqhuTdOzEUFWEyGEjcvoW4v1fj3cmSwOXWvCWZJ46SdvgQZrMZTWIC8Zv+xaWR5bqfemAf6UcOY9TrMOp1xK5cRuqBfXh1tPwmTdz2H9mnT2EyGDAUFhLz/XwKU5LxbNO2pg9hrVLVeF6VvGcX2uwsAgcMueF2THo9e16ZjLGwkC5fzUemuLuTQCurqsfXIaQecrWac4sXYTIY0GvyOb/sL5wbl39fm3XyBEadFkNREeeX/knqgX00fPRJAFzCIyhMSyV+80bMJhNFmRlcXLPS2l7sA4Jwb9GKo3M+x1BYSMaxaOLWrbYOedhyytsMWLXe2n7rj34Iz3Yd6PPnCgA8WrdF4eREzPfzMeq0JG7fStqB/QQPHVETh7VWsiRfTSPjcjSRT/6EQlX8HNTBvR5SqZzs5OIRGLKTT+LsVZzQ6BHUmt7j/mLE2wfo9cwfFOWl4xncDqF6mM1mdkw7RGp0BkN+ikTpUPln+m5hzhSkFlGQUTy8cMbJbFzD7t0h1KubJflqGokZ0TwY+RMqRcn3CEajjhW7X8Bo0jOy8zxkspLxK9Ll8ee2MXg4hdK/zYyb7tRAEARBEGojkeot1LhvlsQw968T1r8jHlxKuyYezHq+PQvXnuGtrw9gMpvxcrXlsYGhjBtp6fZ64754jpzJ4HRcNhv2JViXf39ca4Z1Dwag+cPL+OGdbrQN98BgNPHGvP3EJeWjkEvp3d6PBW91tSYwOTsoWfBWV6Z9d4jpP0QR4mPPgre64mRvuem7nJLP7N+PkZ5dhEopp3moKz9N7Y6DnWW+h4ttif1S2EixV9vg6mh58BATm81rc/aRk6/D3taG9k09+e6trshklpcSCWkF9Bi/1rp8x6dWAbDl28H4e9px6mI207+PIidfh7ebLc8Mb2Ttzas2+/2bGH6bWxzfIRFLadbOg1dntWfFwjPMfusAZpMZVy9bhj4WygPjSnZr/s/SWPqOCikz0eyZAet5aHxjeg4Lxmg08/MXR4m/kAcSCV7+asa92YKeQy09Waz/6zyJcfmsWHiGFQuLezqb+UM3mra1dFubm61l18Z4Zv5Y9svBuiDmm384MXe99e+lES/h0a4BPRe9CEDskj0E9G+BwqHkv2cbB1tsrpmmcFQjlctQ+7hYp60fMJPG4/sRPMzyUPPoZ6tpsz8OiURCZ69wfu0xxfoyQSaVsqDrC7x7cCGtl0/CTeXIEw37MCy4IwCOCjXfd32R6Yd+4+Mjf+KtdmFa60dp42F5gPFMowHkaDU8uPkj8vQFeKicebnpKDp7190v8L6JWcPcE8VDKkQsHUc7jzAW9XwdgCWx2+kf0Mb6hfhVdjYqFnR5gU+PLuGLY8uRSaS0cg/lk/ZPW8s8ve0L2ng0ZEL4YBxsbHGwKY61o0KNXCrDR+1qnfbZ0WVEZ1woM7Z1xY2Od0XHc2rrR3n34EK6rnkFpUzBo6G9SiSoXXu8AX45s4mNCVEYzSZaujXg1x6v4WVraVtOCrsSL57sbVQoZTZ4q4vbntFkYkXsLl5qOrLUfrT2COWtFg/w1oGfSSnMxN7Glt5+LXkufEil5tcFtxLLhWc28taBnyz3IbbOPBbaq0QvcwPWv8P4xoMYFtyRAHsPvuw4jjnHVzFl/48opTZ09g7nrZYPApWL5b3gVuLxdsuHmHboN3qsnYJCakMvvxa82eIB6/xr47ExPoojGec5nX2ZDQlR1jLvt36cYcEdsZHK+bbL87xzYCHfnVqPt60Ln3d4liAHL2vZG7Wte8WN4nWjcxfA7A7jePvAT7RfORknhR1Tmo+m/TW9htxMvAoNWmYcXUq8Jg2ZREawgxezO46z3hfcC6oai4qOLUDzZRP4odtLtPVoyF/ntxOXn8rCMxtZeGajtfzV+Ve3fdV9myxfKP/WY4q1N8WzOQlEZ1zg8w7P1NDRqH2qGh+NoYgZh3/nUn4qMomUEAdvvuo4gZbuxb/zrm0rcOO2da9ci27l3PRFh2d55+BCOq56EXsbW4YGdeSZRgOs869tDwaTkTf2/4+4/BQUUjm9/VqyoOtka09VFf1mCbL3ZG7n5/joyJ+8tGcBgfaezOs80dqL797UU7x54H/k64twVtjRw7c5L19zzWnj0ZCprR7hpT0LyNLm0dDJn++7vojjlfv9vamnmHt8FRpDEcH2nkxr/RjdfEoP2XI3SdCks+jcFhRSOZFrX7NOHxrUkRltHq/wPvtm7sP1JgNzT6zixT1JAPjbufNmiwcZEFCcpFPRv6e6RJOYwLk/FyFVKFjbN9I6PWjwUNpMnUHrt6Zy8P13WdO7KzKVktAHHyXkSgKGjb0DNvbFL1QVjo5I5XLU3sUJ7OuHD6Dx2PEEDx6G2Wjk6JwvyLto+U2p9vWnxatvEjRoKGDp7afFa29x4L23KExJwcbeHr8evQl/9jkADIWFHP1oBpqEeCQyGQ7BwXScNdvau5U2K4sjn31MYUoKUqUS59CGdP36e+wD7p2ezm8lnlfFLl9CQJ/+1p6drrVt/NN4tG5D+DMTSD8SRcKWTciUSlZ2LU4qafzMeMKfmVBj+3gn3VJ7UdvRZd4Cjs7+lGNzv0AileHeshXtZ35iXc+1xxfgzKJfSPhvI2aDEbcWLenx46/Yelp+t9j7B9Bx1pccnz+H/e9MQapQ4t2xMy2nvGVdX4dZsznw3tus7N4ehaMTzV+eYu1hTuHkVCKBzMbeHplCidrL8kGr1MaGLnO/5cC0dzj1v++w9fKmw8ef4xB477SnqLXTSb8URY+nfkFhWzIxR66wJaDpII5v/pIO989Gm5/B2T2/EtH7RWuZrMQTOHo2wGw2E3dkFamx++g3cdVt3ou6a8f0KJKj0hn6Sw+UTqWTr4x6E2aT2fqfQWtEIpUgs5HiFGSPdyt39n1+lC7vtiLzTA5nVscx4Jsud2BP6qYNUdNJSI/ioR6/YKso2X6MJj0r9kxGbyxkdNfvkMtKPlvW6vP4c/tTuDqEMLDthyL5ShAEQagzJGbzDfo7F4QKnFvx4J2ugnCFc9d5paZFZU+6AzURytLKeR4ymQwXFxeysrIwGo1Myv7zTlfrls18R11xoVrOeV7pRJTsSWvuQE2Esoj41F5lxQZEfGoL0XZqN+d5Q0rdF4j41A7i3Fa7iXNb7SbiU3uJ2NRuZd0XTErOvtPVEq6Y5+1capqIT+0gYlO7lRmfBdm3vR7XW/NZJC0Hvo1/eB80WQms/TwSqVyBVFrcV0FQ86G0GTYDsAw5eHDVuySe3orMRklo+0dp0vN5a9l9y14n4eRGzCYjbgEtaTnwbZy8Qktsc9+yKdioHGk16J3bs5MVmDfOuczpU2vBu4TfItfQ+e2WhPTxJy9Bw2+Ra5EppEjkxT3vNhwaRPcZlqTc/6bs4/SKiyXWETYimJ6zLEmI+ckFbH37AEkH0lA6KWgzqQnhD5T86P2/KftQONrQ5Z2ye6m93d53trznufbe4NMJGXe4VhbfrImkd8u3aejfhxxNAt+sjUQmLdl+IoKG0r/NDC6l7mPRlkeRy5RIJDLr/E6Nx9MpfAJHY5ezbv/r2Mhs4Zrkq/6t3yciuLi35kX/PUKoX2/ahY25PTtZgQ8XN7jTVajVHvzg3J2uwk1Z/LaIpyAI1U/0gCUIgiAIgiAIgiAIgiAIgiAIgiDUaTK5gn3LXuPcvuZEjlnIAzPP3rC8jcqBjg98We789qM+AT4pc562IJt1X/TEZDTQoP3Dt1Dre4dUIWPza/vwan6OIQsjmXD2gRuW7zmrvTXZqiz23moG/9i9zHlF2VoW9VyHyWCiycMiCaMyZDIFa/a9hu+55jwUuZA3Hyi//QR6tr/h/GYhI2kWUn6P5ClZMSza8ihGk56wgP63VG9BEARBuJ1EApYgCIIgCIIgCIIgCIIgCIIgCIJQpw18ccNt25ZS7czId6IqLihYPbxh4G3blspZydNR5ScACaWNG3j72o+XSzgvjxTtRxAEQbj7SCsuIgiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCINwLtm7dikQiQXLNUKFXTZs2DYlEQmRkZLVuMzIyEolEwrRp02562YsXL1rre/HixWqtlyBUlugBSxAEQRAEQRAEQRAEQRAEQRAEQRAEQRAE4S7x5Zdfkp2dzfDhw2nRosWdro4gCIgELEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQhLvGl19+SVxcHMHBwXUmASswMJCwsDDc3d3vdFUEoUpEApYgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIJwx/zyyy93ugqCcEukd7oCgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIdyuRgCUIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgnCdyMhIJBIJ06ZNQ6/X8/HHHxMREYFarcbPz4+xY8eSlJRkLX/u3DmeeuopAgICUKlUhIWF8dlnn2EymcrdxqFDh3jiiScIDg5GpVLh5OREhw4d+PLLLykqKipRdtq0aUgkEuLi4gAYM2YMEonE+l9wcHCJ8nv27OHVV1+lU6dOBAQEoFQqcXNzo2fPnvzvf//DaDRW38G6xt9//83QoUPx9vZGoVDg7e3NsGHD+Oeff8pd5tpjXZa8vDzefPNNGjRogEqlwtfXl0ceeYRTp07VyD4Iws0SQxAKgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiCUQ6/X07dvX7Zu3YpKpQIgMTGRH3/8ke3bt7Nnzx7Onj3LgAEDyM7OxsnJCZ1Ox5kzZ3jttdeIj4/nyy+/LLXe6dOnM336dMxmMwAODg5oNBr27dvHvn37+PXXX/n3339xd3cHwN7eHi8vL9LS0jCZTDg6OmJra2tdn4eHR4n1d+rUyfr/9vb22NrakpmZyZYtW9iyZQvLly9n5cqVyOXVkzpiNpuZMGECCxYsAEAqleLo6EhaWhqrV69m9erVTJw4kblz5yKRSCq93pSUFCIjI63JVkqlkvz8fH7//XdWr17N999/Xy31F4RbIXrAEgRBEARBEARBEARBEARBEARBEARBEARBKMc333zDqVOnWLt2LRqNhvz8fFauXImDgwNnz55l6tSpPPDAA3Tp0oXz58+TnZ1NdnY248ePB2DOnDmcPHmyxDrnz5/PtGnTcHV1Ze7cuWRkZJCbm0tBQQHr168nNDSUqKgonnzySesyr776KsnJyQQEBADw1VdfkZycbP3vwIEDJbYxbNgwli1bRlpaGnl5edZ6ff311zg4OLBu3Tpmz55dbcdp9uzZ1uSr119/nfT0dLKyskhLS+OVV14B4Ouvv2bu3Lk3td4nn3ySU6dO4eTkxOLFi8nPzyc3N5eoqChCQ0Otx1kQ7iSRgCUIgiAIgiAIgiAIgiAIgiAIgiAIgiAIglCO7OxsFi9ezKBBg5BKpchkMoYNG8Zrr70GWBK0VCoVK1asoF69egA4Ojry9ddf06BBA8xmM0uXLrWuLzc3lzfeeAMbGxv+/vtvJk2ahKurKwAKhYL+/fuzfv161Go169atIyoqqkr1XrlyJSNHjrT2oAXg5OTEc889x/z58611rw4FBQXMmDEDgOeff56PP/4YFxcXAFxdXfnss8949tlnAUvPX4WFhZVa786dO61DFy5atIgHHnjA2mNXy5Yt2bBhAzY2NtWyD4JwK0QCliAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIQjk6duxI9+7dS03v3bu39f9fffXVUkP5SaVSevToAcCxY8es05cuXUpubi7dunWjXbt2ZW6zfv36dOjQAYANGzbc8j5cb9CgQQBcvHiRxMTEW17fhg0byM7ORiaT8dZbb5VZZurUqUilUjIzM9m4cWOl1ns1ca1Zs2bWOl/L3d1d9IAl1AoiAUsQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBKEcTZs2LXO6p6en9f8jIiLKLOPl5QVAVlaWddru3bsB2LNnD97e3uX+d7XcpUuXqlRvg8HAjz/+SP/+/fHx8UGpVCKRSJBIJNbeqYBqScA6dOgQAOHh4Xh7e5dZxs/Pj8aNG5coX9n1RkZGllvmapKbINxJ8oqLCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIg3Jt8fHzKnC6TySpdRq/XW6clJSUBlmH7CgoKKtx+ZcpcLz8/n379+lmTuABUKhXu7u7WOqWkpACg0Whuev3XS0tLAyxJVjfi7+/PiRMnSE1Nrbb1VrRNQbgdRAKWcEucu86701UQbqCVs4hPbTbP+YE7XYVbV0f/iTnPG3KnqyDcwN0eHxcXF2QyGUajscTXLnXF3R6fukzEpnYT8andRHxqr7s9NuK+QLhTRGxqt3nezne6CsINiPjUXnUhNnX53mDeOOc7XQXhBt4X7xJqrZfnOd/pKgiCUEOMRiMA48aN49tvv62RbcyYMYPdu3djY2PD559/zsiRI0skKhmNRuuQiWazuUbqIAj3EjEEoSAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIwm1ydVjCqg4tWBlLliwB4M033+T5558v1UvU1d6vqouHhwcACQkJNywXHx8PlBy+sTLrvdEwiRVtUxBuB5GAJQiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCcJt06tQJgB07dpCbm3vTy0ulllSPG/VcdTXRqW3btmXO37Jly01v90batGkDQExMDMnJyWWWSUxM5OTJkwC0bt26Uuu9Wm7btm3lltm6detN1FQQaoZIwBIEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQbhNRo8ejYODA/n5+bz55ps3LKvRaNDpdCWmOTo6ApCdnV3uck5OTgCcOnWq1LzCwkI++OCDm6z1jfXp0wcXFxeMRiMffvhhmWWmT5+OyWTCzc2NPn36VGq9o0ePBuDIkSOsX7++1PzMzMwaG8ZREG6GSMASBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEG4TVxdXZk1axYA33zzDQ899BDHjh2zztfr9URFRfHuu+9Sr149UlNTSywfEREBwPLly8nJySlzG1cTnD744APWrVuHyWQCLIlMffr0KbXOW6VWq3n33XcBmDt3Lm+++SZZWVmAJUnqtdde47vvvgPgvffew9bWtlLr7dy5M/379wfg4YcfZsmSJRiNRuu+9O3bt1SCmiDcCfI7XQHh7pa9Y9KdroJwhXPXeaWmRWWL+NQWrZxLxyf71ToQn6J+d7oGt8x53pBS07InrbkDNRHKUhfjk32nK1BNyooN3P3xqSvqYtupS0R8ai9xbqvd6mLbyb7TFahGdTE+dYWITe1WVnwmJWff/ooIZZrn7VxqmohP7VBnY1MX9oE6HJ86oKzYAEwV7xJqhffLeI/wxaTs218RoUwfLna/01UQ6qDx48ej0Wh4/fXXWbx4MYsXL8bW1hZbW1tycnKsSUYAEomkxLJjx47l999/Z+fOnbi7u+Pp6YmNjQ3+/v7s3LkTgJkzZ7Jx40bS09MZPHgwCoUCpVJJXl4etra2rFy5kn79qvdd34svvsjp06dZsGABH3/8MbNmzcLJyYmcnBxrAthzzz3HpEk3d+35+eefiYyM5NSpU9x///2oVCoUCgW5ubnY29vz3Xff8fDDD1frvgjCzRI9YAmCIAiCIAiCIAiCIAiCIAiCIAiCIAiCINxmr7zyCjExMTz//POEh4cjk8nIzc3Fzc2Nbt268c477xAdHY2fn1+J5SIjI1m1ahU9evTAwcGB5ORk4uLiiI+Pt5apV68e+/fv59FHH8XT0xOz2YyjoyOPPPIIBw4coG/fvtW+PxKJhG+//Za1a9cyePBg3NzcyMvLw83NjSFDhvD333/z9ddfl0ooq4iXlxf79+/njTfeoH79+phMJtRqNQ899BD79++nY8eO1b4vgnCzRA9YgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAI19m6desN5wcHB2M2m29YZtq0aUybNq3c+Q0bNmTOnDk3XbchQ4YwZEjZPbpfFRISwq+//lru/PLqHhkZWe68ivYHYNCgQQwaNOiGZa5X0bF2cHDgo48+4qOPPipzfkVxEISaJnrAEgRBEARBEARBEARBEARBEARBEARBEARBEARBqCKRgCUIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIglBFIgFLEARBEARBEARBEARBEARBEARBEARBEARBEAShikQCliAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIQhWJBCxBEARBEARBEARBEARBEARBEARBEARBEARBEIQqEglYgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIVSS/0xUQ7g0XE/P48o9jHDyZTk6+Dl8PNYO7BjF2WBi2SjnxqRp6jF9b7vL3967HB8+1vY01vrckXMxj4ZfHOHEwnbwcHR6+anoMDuK+sWGobC2nCZPJzN+Lz7Puj/MkXspHZSujQRMXHp7YhCat3O/wHtRdGr2eH06cJjotg6PpmeTodHzcuR2jGoSUKnsuO5cPDxzmUGo6NlIpkf4+vNm2BW4qlbVMSkEhsw5Fcyw9k9SCQqQSCSGODjzSqAEj6gcjkUhu5+7d9TT6In44/Q/RGRc4mhlLjk7Dx+2eYlRIl1Jlz+Um8uHhxRxKP4uNVE6kTzPebPEAbirHcte/6uIeXt33PWq5kuhR82tyV+qk6o5PvCadHmunlLmt2R3HMTiwfY3tS11TU20nLj+VL4+tYHdKDBpDEd62LgwMaMvLzUbdjt2qM6o7PnOOr2TuidXlbm9xzzdp7RFaI/tSF9VE+0ktzGbO8ZXsSokhrSgHT5Uzvf1aMiF8MC5K+9u1a3e9mohNXF4Knx5dyp6Uk+hMBpq4BPJixAg6eDW+XbtVZ1Q2PtEZF1geu4vozAuczo7HYDZy9oH/lbveJRe288Opf4nXpOGjduXx0N483rB3Te9OnVITsVl0bgt7U04SnXmBpIJMRgR3Zlb7p2/H7tQ51R2fpIJMll7Ywdako1zMS0EmkRLq5Mdz4YPp7N3kdu1WnaEv0HD6px/IOBZN5rGj6HJzaDfjY0KGl7z/zTgWTeyq5WQejSb77GnMBgMPHDtban2GoiKiPpxOxrFoCpOTMBtN2AUEUm/EKBo88AhSG5vbtWt3veqOzfXSog7y3xMPATB8+z6ULq41sh91VU3E58+mZf+maTb5VRqPHVft+1CX1VT7KUpP59jXX5K0fSva7CxU7h54te9Iu/c/quldqjP0Gj2HfzhNanQGqUcz0ebo6PFxOxqNKvmsOiU6g9PLY0mJziTzdDYmg5kJZx8otb5Ty2LZ8sb+crfX67P2NBwWXN27UWfp9Br2nv6BxIxokjKPUqTLYVC7j2kWUrLtJGZEczR2OUmZ0aRmn8ZkNvDmA2W3nSJdHrtPfsOZ+I3kFSajVroR7NWJLk2ex8nO93bsliAIgiDcVUQCllDjktILGPX6RhzUNjw2MBQnewWHT6czZ/FxTpzP5Ns3u+LqqOSzyaVfXG8/nMzq7XF0aeF9B2p+b0hNKuCFURuxc7Bh6GOhODgpiDmczq9zjnP2RCbTv+0KwPefHGH5/87Qa1gQQx5pQH6ujr8Xn+e1R/7ji8W9aNTc7Q7vSd2UpdUxL/oEvnZqGrk6sy85tcxySZoCHv7nPxwUNrzcqikFegM/njjN6awclg3qjUIms6yvSEuypoD+Qf742KkxmMzsSkrm9V37ic3N45VWzW7n7t31snT5zDuxGl+1G42cA9iXeqrMckkFmTz838c42Kh5uelICgxafjz9L6dz4lnW+10UstKXY42+iE+PLkEtV9b0btRZNRWfwYHtifQp2VZautWvsf2oi2oiNjFZl3h0yyd42brwVFg/XBT2JBZkkFSQebt2q86o7vj09W9NkL1XqeU/P7aMAoOWpq6lk4qF8lV3fDT6Iu7f9AEFRi2PNOiJj60rp7Iv89u5zexNPcXKvlORSkTHyZVR3bFJKshk9OYPkEmkjG3UH1u5kmWxOxmz7QsWRr5KO8+w27l7d73Kxmdb0lGWxG4nzMmfAHt3YvNSyl3nH+e2MvXQL/Tzb81TYX05mHaGGYd/p9CoY1zjgTW1K3VOTcTm+5N/ozEU0cw1hLTCnJqq+j2huuOzKeEw351aT2+/lowI7oTBbGLlxd08ue1zPmo7hvvqda3J3alzdFlZnPh2HmofX5zDGpF6YF+Z5ZJ2bCN22RKcGoZh7x9A3sXYMssZtUXknD+Lb9fuqH39kUglpB85zOFZH5JxNJqOs2bX5O7UKdUdm2uZTSaiPnofua0aQ2FBdVf9nlBT8fHq2JngISNKTHNpHF5t9b5X1ER8CpKT2PyYJQGo/ugHsfXyojA1lczjR2tkH+qqwiwdh+adwN5XjVsjZxL3lf2s+tK2JE4uicUtzAmHAHtyYvPKLOfb1oNen5V+LxT90xkyTmXj36n0swShfAW6LHadmIej2hdP50ZcSi277ZxP2kZ07BI8ncJwtg8gM6/stmM2m1i87UnSc8/RqsHDuNqHkJUfR9S5RcQm7+CZAf+gtBEfbQmCIAjCtUQCllDjVm69SK5Gz+IPehEa6ATAg33rYzbDiq0XycnX4WSvYFj34FLLLt9yEXu1DT3biEz6mrJ55UXyc/V8vrgXwaGW+Ax80BKfTSsukpejQ20nZ93v5+na358pn3WwLtttQABP9FzHltVxIgGrhnjYqth9/1A8bG05lp7JyHUbyyz37bEYCg0GVg7ug6+9HQDN3F15cuM2lp+/yIMNLckhjVydWdS/Z4llH2scyrObd/DLybO82CICmVS8ZK0sD5UTu4fOxsPWiWOZsYzcOKPMct/GrKPQoGNln/fwtbO0lWauITy57XOWX9zJg/UjSy3zTcwa7OQq2ns2YlPC4ZrcjTqrpuLTxCWIYcEda7r6dVp1x8ZkNvHavu+p5+DDbz2moJIrbteu1EnVHZ9GzgE0cg4osWxSQSbJBVncX69rmUmoQvmqOz6bE4+QUJDBd10n08O3uXV5J6Ud806s5mT2ZZq4BNX4ftUF1R2bBSfXkacrZF3/96nn6APAA/W60W/923x4ZDEr+753W/arrqhsfB5u0INnGw1EJVcw/dBv5SaRFBl0zD62nEifZszrPBGAB+p3x4SZb2LW8GD97jgp7Gpsf+qS6o4NwKKer+OrdkMikdB82YSaqvo9obrj08GzEduGfIqr0sE67aH6kQz9dxpfHV8pErBuksrDg6FbdmPr7kHmiWNsfHBkmeUa3P8wjZ56FrlKxaEPppebpKB0cqbPoqWllrWxd+DcH7/SYspb2Lp7VPt+1EXVHZtrnV+6mILkZEJGjebsbwuru+r3hJqKj0NQCMFDhtVEle8pNRGfg9PfRSKT0WfxcpTOLjVV9TrPzkPFE7uHovawJfVYJstGlv2susnDDWj5bCPkKjk7ph8qNwHLMdAex8CSCTyGIgPb3zuEXwdP1B621b4PdZm9yoPnh+7G3taDpMxj/Lyx7LbTqsHDdGj0LDZyFf8eml5uAlZCxhGSMo/St9V7tA591DrdzSGEdQfe5GLKbsL8+9bIvgiCIAjC3Uq8ZRdqXH6hHgA3Z1WJ6R4uKqRSCTbysv8ZpmYWsvd4Kn3b+6FUyGq8nveqgnxLfFzcSsbH1eNKfGykGAwmtEVGnN1LlnF2s5RRqER8aopSJsPDtuIfmv/GxdPD39eafAXQ2debEEcH1l+8XOHy/vZqCg0G9CbTLdX3XqOU2eBh61RhuX/jD9HDt5n1JStAZ+8mhDh4sf7ygVLlL+al8NOZjbzZ4kFkEtG+qqqm4gNQYNCiMxqqra73muqOzc7kE5zJSeD5iKGo5AoKDVqM4nxWZTXZdq5aE7cPM2aGBIlkxptV3fHJ1xcC4H7d0HceKss2VDKR0FhZ1R2bg2lnCXcJtCZfAdjKlfTybcGJrDgu3iD5RCitsvFxVzlVKpF3b+opsnT5PNKg5McNjzboSYFBy9ZE0ZtCZVV3bAD87NzF8OrVpLrjE+rkVyL56uo2In2aklyYZb0uCZUjUygrlRClcndHrlJVWK48dn5+AOhzc6u8jntNTcVGm5PNsblfEjFxMgqH0sOyC5VTk23HUFSEUautatUEqj8+uRfOk7RzG43GjEXp7IJRq8Wk11dHVe85MqWsUklRancVclXVPra6+F8ieo2B0KHiQ6CbJZcpsbetuO3YqdyxkVfcdrT6/CvlS358b2freWV7Vb+3EARBEIS6SiRgCTWufRPLzdhbX+8nJjaLpPQC1u28xO//nufxgaGoy7kRX7frEiaTmaHdxI12TWrW3hKfL97az/mYLFKTCti67hJrfz/PsMdDUanlKFVyGjV3ZePyi/y36iKpiRounMrms9f3Ye9kw8AHxNBbd1KypoCMIi0R7qW/3mrm7kpMZlap6UUGA5lFWuLzNSw/F8uycxdp6eGGSi56IaluyQVZZGhziXApPcRWM9d6xGRdKjV95uE/6ODZiEhfMSRkTatKfOadWEXzZROIWDqOkRveZ0fy8dtR1XvOzcRmd0oMAAqpDSM2TKfZsgk0XTaeF3d/S7Y2/7bV+V5SlbZzrTVxe/BRu9LOo2FNVfGedjPxaevREKlEwsyoPzicfp6kgky2Jh5lfsxa+vi1pP41yT/CrbuZ2OhMepQym1LlriY4HM+6WGP1FCoWkx0HQFPX4BLTm7gEI5VIiMmKuwO1EoS7V1pRLrYyBbYyMQR7bWDU69BmZVKQnET85g2c/vlH1L5+2AeKZ3R32vG5X6Jyd6f+6AfvdFWEMlxctZxl7ZqxtE0E64f1J27d6jtdJQFI2bsbAJWbO1vGPs7SNhEsbduUbeOfRpMQf4drJ1zv7Oo45CoZ9fr63+mq3PN8XCOwkavZfuxLLqbsIa8gmUup+9gSPQsf12aEeHW601UUBEEQhFpHvGkXaly3Vj68+FAE3y47yeYDidbpE+4L5+WHm5a73OrtcXi6qOjYVIzzXZPadvPhiRcjWPztSfZuLo7PQxPCefLl4vhM+bwDH07ewyevFo8b7hNgxxeLe+ETKMb5vpPSCosA8CyjpywPW1uytTq0RiNKWXFPSgtPnuWzqOKv8jv5ePFx53Y1X9l7UFpRNgCeZXw17mHrRLZOg9ZY/IJ1S2I0u5JPsLrftNtYy3vXzcRHioQu3k3o49cKL1sXLmvS+On0BsZun823XV4oMXSXcOtuJjZXe4GZvHs+XX0iGNd4EKeyL7Pg5N8kFWSyuNeboheManaz57Zrnc1J4FROPM80GiDiUkNuJj6hTn7MbPMEHx/5i/s3f2AtNyK4Mx+2ffI21fjecTOxCXHw4WDaGfL1hdjbFN/nHUo7C0BKQekke+H2SSvMQSaR4nZd73EKmRxnhT0pV2ItCELF4vJS2JBwiAH+bZBJxbeitUHCpg3smfKS9W+XJk1p9/5HSMVHW3dU9ulTnF+6mG7ffI9UJnrLrm3cWrQisN8A7PwCKExL4dwfi9j7xivo8/No8MAjd7p697S8SxcBODD9XVybNKXjp19RkJzIifnz2PrME/RbthZ5JUYgEGpeUbaWS9uTCenjh8K+9PME4fZSK10Z3vFL1h94hz+2Pm6dHuLdlZGd5iKVivsCQRAEQbieuDoKt4W/px1twz3o19EfZwclWw8l8u2yGDycVTw2MLRU+djE/7N319FRXG0Ah3/ru3F3BRJIcPfiVhwqtNSofIW6UqdutFQoBepKSwUN7hR3AkmQIEmIu21s7ftjYZMQIYEkG+A+5/SUHdt35mbu3J15594Cos7mMG1sKFKpeDDX2Dz9bGnX3Z1+I/xwcFKxf1syixfG4OyuZvy95vKxsVUQGOJAWGdXOvf2JDujhL+/PcHbM3Yy588hOLqIt1StpcRgAEApq3qjWnVx2uUJWGOCA2jn6kx2SSlbE5PJKimlRG9omoBvMiUGc5fmymp+kKqk5hsJlx60lhn0fHBkMXe1HEiIo2+Txnmzqk/5+Ni68tOA5ystMyGwN6PWvc5HR/8SCVgNrD5lU6Q3D+/Q3iWIOb3+B8BI/25o5Eo+PbaE3Wkx9PVq20SR3xzqUz6XWxm/F4Bxgb0aMcKbW33Lx1PjTAfXYAZ4d8DXxpWDGaf5NXYzLio7Xu50Z9MFfhOoT9nc3WogW5KP8syehTzbfhI2chWLYrdYer66tC3BOkoMZShqeOCgkikoFeUjCHVSrC/lyd0LUMuUvNDxNmuHI1zk0b0XA779GV1BPmn79pB76iT64iJrh3XTO/zRu3j3uwWvPv2tHYpQjaG//VXpc/DE29h4x0SOffkZQeMnX9MwoMK10ReZ6y+1mxu3zP8OycVkXxtPL/bMfJb4NRG0nHyHNUMULjq3LhGjziiGH2xGbFQueDqH0dXtHtwcQ0jLOcG+k9+xev/LTOz7lbXDEwRBEIRmR7xWJjS6VTsTeH3BQd5/rDt3DmvJiF5+fPh4DyYODOKT3yLJKSitss7K/8zDNYjhBxvftlUJfPn6QZ59vzu33tmSfiP8eO7DHgydGMQPn0SSn1OKQW/k5fu3YWuv4Ik3u9J3uB9jp7bio18GknJByz/fn7T2btzU1BcTq8oMxirzSi9OU132ZqSvnS19fbwY2yKQz27pjb+dLfdv3EaJXt/4Ad9k1BcfbpcZqx7bUqP5wdylB+A/nd5ATlkhT7Ub33QB3uTqUz7VcVLZMTm4H+cKUkkpym6cIG9S9SmbS/8fE9Cz0nJjA8wJPoezzjZanDerqz13TCYTEfF7CXX0pY2Tf+MGeROrT/kcyojlfzu+5Ln2k3ggdBjD/LrwSucpPBY+hh9PbSA2L6npAr8J1KdsBnh3YFaXqRzIOM2EDW8zfM2rbEs5xrPtJwFgIxcvQFiTWqZEV005Qs0JqIIgVGYwGnlmzzecyU/mqz6P4alxtnZIwkVqNze8evfFf/gour3xDj4DBrH9f9Mozsywdmg3rYR1q8k6eoROL7xi7VCEOpIplLS66x50BfnkxERZO5ybmkxlTn4LGD7KknwF4Dd8FBK5nKyjh60VmnCZ0yvjUTkpCbjF29qhCEBOYQJ/bL2XDsG30Sd8BqG+Q+nf7kmGd32Lk4nrOJuy3dohCoIgCEKzI3rAEhrdonVnCA92wtvNptL0Id19Wbo1jphzOfTt6FVpXsSOeFr42tOupUtThnpTilh0hpbhTrh7Vy6f3kN82bg0jjMxOUilEuJO5/G/VzpVWsY3yB7/lvbEHM5swoiFy7lrzDcR0ouLq8zLKC7GSaWskoB1uRGB/vwVe44DaRn09xU/cBuSu9oJgPTivCrzMorzcFLaopIpKCgrYkFMBHe3GkyhvoRCvXloySJ9CSaTiURtJhqZssowN8K1qWv51MZbY75W5ZVp8bYR162GUp+y8dSYl3VTVx7S69L5kl+mbbxAb1JXe+4cyowlqSiLFzpMbuwQb2r1KZ/FZ7fhpnagvUtwpeUG+3ZibvQKjmSeFb0yNqD6njv3hgxhcnA/TuVeQCGVE+YUwD/n/wMg2N6ryjaEpuOuccRgMpJVkl+pfVZm0JNbVojnxbIWBKFmrx38ma3Jkczp9Qi9PcOsHY5QC/9hIzk+9zOStmyi1R13WTucm1LknI/xGz4SqUKBNikRgLKCfACKUlMw6nRoPDytGaJQDRsv8z22sryqbT+h6Wg8PABQubpVmi6VyVA5OlGWn2+NsITLFCRrSTmYQfidLZEpRN8RzcHx80vRG0tp5TOo0vQQ3yEAJGYeoqX3AGuEJjRTi19rZe0QBEEQrE4kYAmNLiu3BAfbqg/g9Bd75jEYTJWmHz2dRXxKIU9Padck8d3scrNKsHOopnz05eWTl23upcxoNFVZzqAzYdBX7XlJaDpetja4qFVEZeZUmXcsM5swZ6crbqP04jCGBToxVEpD87JxxkVlT1TO+SrzjmWfI8wpAIA8XRFafSnfnVzLdyfXVll20KqZDPXtzIJ+TzZ6zDeTupZPbS5ozW+Bu6jsGzy+m1l9yqatcxDwH6nFlevBtIufRdk0vKs9d1bG70WCxNI7mdA46lM+maX5GExV23J6o7ltoDeJIYob0tWcOzZyFZ3dym9i7k6LQS1T0tVN3Ni0pktldTw7joE+HSzTo3LiMJpMhDlfuQ0hCDezj47+zZLzO3mt812MFcMSN3v6UvMLQrrCAitHcvMqSk0hYU0ECWsiqszbcMcEnFq3YcS/VecJ1qVNvACAylm8rGVNzuHm5wzF6WmVpht0ZZTm5ojyaSbORCSACTH8YDOiLcnEZDJhuuyegfFiT8BGo7hfIAiCIAiXE2nkQqML8rEn5nwu55Mr36RZtSMBqVRC6yCnStMjdpiHHxwrhh9sEr5B9pyNySXxfOXy2bbKXD4tWjvhF2x+cL19VUKlZWKjs0k8X0DLcDFMgLWNCPBja2IyKdoiy7TdKWmczy9gZFD5EE9ZJSXVrv9P7DkkQFsXUZaNYYRfV7YmH6s0RN3utBjOF6Qx0r8bAK4qe+b3faLKf7082qCSKZjf9wkeDbvVWrtwQ6tL+QBklVR9IzK1KId/z++kjaMfHhd7YRIaTl3LZqhvZ5RSOUvP78RY4abQP+d2ANDXs23TBX0TqWv5XKIz6ll34SBd3UPwsXVtylBvSnUtn2A7LzJL8tmXXnlI6VUJ+wAIF0kkDa6+505FhzPPsCHxMLcH98deaVPrskLj6u0RhpPSlj/Obq00/Y8zW9HIlAz07lDDmoIgfHdyLT+cWseMsNE8EDrM2uEIFZTmZGMyVX357tySfwBwadu+qUMSLur7xfwq//mPHA1Azw8+odPM16wc4c2tJDuryjSdtpDTv/+MytkZ57biN6k1eXTvgcrFlfjVKzGUllqmxy1fislgwKt3XytGJ1wSuyoeOx8bvLu5XXlhoUm42AcDJk5cWFNpekyCOeHX0zncClEJgiAIQvMmesASGt3D41vz3+EU7nptM/eMCsHZXsnWQylsP5zCHUNb4OmisSxrMBhZs+sCnUJdCfSys2LUN4/bH27Ngf9SeP6uzYy7JwQHZyX7tqZwYHsKI+9ogaunBldPDV36erJxWRxFhTq69PMiO6OEFb/FolTLmPhAqLV344b224lY8svKLEMMbrmQTOrFRKv7wkKwVyqZ0SGcdfEXuGf9Vu4PC6FIr+f7qFO0dnZkcqvyIYUWHIvhcHom/X298bG1Ibe0jA3xiRzLyubeNiEEOoheYurrt9jN5JcVkV6cC8CW5EhSi8y97twXMgR7pQ0zwsew7sJB7tk6m/tDhlKkL+X7U+to7ejH5OB+AGjkKob5damy/Y1JRziWfb7aecKVNVT5AMyO/IcEbQZ9PMLw0DiRpM1k8dntFOlLeb3L3dbYvetaQ5aNu8aRGeFj+DJqOQ9u/5xhvp05kXuBv8/9x5iAnnRwDa4uBKEWDVk+l+xIjSKnrJBxovera9aQ5XNPyGCWxO3k0R1fcm/IUHxsXNmfcYpVCfvo69mWTq4trbGL162GLJskbSZP7V7AEN9OuKsdic1L5s+z22jt6MdzHSZZY/eue3UpnyRtJsvj9gDm3q0Avo42P2DwtXVlQlAfANRyJc+0m8hbh3/nyV3z6e/VjoOZp1kRv4fn2k/CSSV+z9ZHQ5YNwOako5zMNfc6ojMaOJV7wbLsEN9OtHEqf0lFuLKGLJ8NiYeYHfkPQXaetHTwYcXFdS7p6xVeZVhpoXaxf/xGWUE+xRnpACRv30JRWioAIXffh9LeHm1yEnERywHIjjkOQPQ3XwNg6+NL0NgJAMStWsHZvxfjO3godn7+6Iq0pO7aQdqeXfgMHIxnz95Nu3PXuYYsG78hVZMVc0+dAMC73y2iB5+r0JDlc2bxIpK2bMRnwGBsvH0oyUjn3PIlFKUk0/ODT5AplE27czeAhiwfmVJFx+dfYv9rM9nywN0EjhlPUWoysb//inuXbvgOHd60O3edO/5bLGX5ZWjTzfeq47Yko00136tud18IKnslBUlaTi+PAyD9uPnFk0NfRwNg52tL6wlBlbaZdTqXrJN5dH40DIlE0jQ7coM6GPsbpWX5FBSbz50zyVsoKDKfO11D7kOttCdPm0RU3HIAUrPN586uaPO542DrS/ugCQC0D57EvlM/sO7gG6TlxODmGEJaTjRHz/2Dm0MIrX1FIr0gCIIgXE4kYAmNrkdbD/76cAhf/RXNH+vOkFtYhp+HLc/d3Z5HJraptOzuY2lk5pYwY3KYlaK9+bTv4cHnfw3h96+iWfXHGfJzy/Dys+WB59pzxyPl5fPWwn78+/0ptq1O4OCOVOQKKe26uXP/M+3wb+FgxT248f0QfZKkCj1bbUhIZENCIgDjWwZhr1TibWvDohGD+eDgUT49fAyFVMpAPx9e6dYJlUxmWXegnw8JBVqWxJ4nu7QUpUxKG2cnPurbg0ktg5p6124IP5xcR1JR+ZuOGxIPsSHxEADjg3pjr7TB28aFRYNf4oOji/n02L8opHIG+nTglU53opJVHQJUaDgNWT79vNry59lt/H5mC/llRdgrNXRzD+Xx8LG0dRG9NtZXQ587j4ePxVFpy2+xm3j/6J+4qR2ZET6aJ9qOa9L9ulE0Rt22Mn4vCqmMUVfo4Ue4soYsnxYO3iwbNovPjy9jRfweMkvy8FA78VDrkTzdbnyT79v1riHLxk6hwUPjxO+xW8gt0+KpceK+kCHMCB+DnUJT5buFK6tL+SRqM/kialml9S597uHeulKSz9SQwcilMn48tZ7NyUfxtnHh1U5TRI8+V6Ghy2Z94iGWxe2yfI7JTSAm19yjs5eNs0jAqqeGLJ9LiXFxhWm8sO+7Kt/1+6CZIgGrnk7+8gNFyUmWz4mbNpC4aQMAQWPGm5MUkhKJmvdFpfUufXbv1sOSpODepRtZR4+QsHYVJVmZSGVy7IOC6fTiq4TcfW9T7M4NpSHLRmh4DVk+bp26kHn0MOeW/kNZbi4yjQbX9h3o8c6HInHxKjX0+RM8biIyhYITP3xD5Gcfo7R3oMXtU+jw9HNIK9w7Fa4s8oeTFCSV36s+vyGR8xvM96pDxgehsleSn6hl/xdRlda79Nmnh3uVBKzYleZ2WshY0QPztdp/8gfyisrPnVOJGziVaD532gaNR620J1ebyH9RX1Ra79LnAPcelgQsG5Uz04Yt5b+oLzmTvIUjZ/9Eo3SmY/BtDOjwHDKZSC4VBEEQhMtJTNX1Ky0IdXRm2RRrhyBc5NR/XpVph3OfsEIkQnW6OM1DJpPh7OxMTk4OBoOB3BdugPIpGWHtCK6Z07yxVablPhFhhUiE6ojyab6qKxsQ5dNciHOneXOaN7Zqu0CUT7Mg6rbmTdRtzZson+ZLlE3zVl274InUXGuHJVw0z8upyjRRPs2DKJvmTZRP81Vd2QDMEs8SmoV3nMzPeSq2DT6ZUXWYU8E6PljcytohNGuvTjlj7RDqRZSnIAiNQWrtAARBEARBEARBEARBEARBEARBEARBEARBEARBEK5XIgFLEARBEARBEARBEARBEARBEARBEARBEARBEAThKokELEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQhKskErAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRCuktzaAQiCIAiC0PQOZJzmmxNrOJZ9jrwyLUaTiaG+nVnQ70lrh3bTWXJ+Jy/v/xFfG1e2jf3E2uEIwnVhbtRyvopeSQ/31iwa/JK1wxEEQRAEQRCE6542KZFVIwcBMGbdVmx9/awckSAIgiAIgiAIwvVFJGAJN7y5i6P46u/oOi0bu/TORo7m5vbb3Ch+/6pqWSgUUuydlQSHOtF/lB/DJgYjV4gO+qxp7tEovoo0l1Xs/eK8aE4uJR1cTiGV46y0JdTJj1F+3ZkY3AeFtPrL/JHMs9y39RP0JgMSJDipbJFJpDgobBo7/BtKdWUhQYKNXIWdQoOPjQvhzgH09AhjiE8nlDLR7LIWk8nEusSDRMTvJTongazSfGQSKa4qBzw0jnRwaUE39xB6e4Zjr9BYO9ybQk11GYBapsRT40QXt1ZMaTmQLm6tmjg6ASqXUeydP9a6bKI2k0GrZgLwUY8HmRzcr9Hju9ldfg593vtRxgT0rHWdh//7gu0pxyyft46ZjZ+tGwD5ZUX8fHoDAA+EDsdBKdoEV0u0D5qvhmhHC43PYDSyPvEgW5MjOZp1jqzSfEoMZdgrbAi296SbeyjjAnoR6iQSQxpaxIiBFCUnETRuIj3fn13rsueXL2H/Gy8DDZuok7h5I7mnTuDUOgy/IcMaZJs3q6j5c4le8FWdlr3zeGwjR3Njag7njHDtKp4r4lxoOr8PjKAgqYjWE4MYPLv23zEnl5xn68v7AZi6dQwOfrZNEeJNa37EQPKKkmgfNJExPWuv246dX8Lq/ea6bcaYrTjZirpNEARBEMQdJeGm4uaktnYIwkXObuVlUaTVkZ1eQnZ6Kod2prJm8Vk++Gkg9o5KK0YoCM2fm9rB8m+troT0kjzSU/PYmRrN4rPb+Gng8zgqq96U+OX0RvQmA13dWrGw31M4qeyaMuwbUsWyKDHoSC/OJa04hyNZZ1l0ZivOSjueaT+Ru1sNsmKUN6f8siJm7PyK/RmnLNPkEhkahZKUomwuaDM4lHmGn05vEIkjVlLx/DGaTOSVaYkvTCe+MJ1lcbt5su04nmo3wXoBCsJ1YMn5nbUmYKUV57AzNarG+fm6IktiyqTgfiIBq4GI9kHzdbXtaKFxHck8y0v7v+d8QZplmkIqw1auJreskEOZBRzKPMM3J9Yw3K8rn/d6VCQx3mCStmwkbuUygsZNFAlYDUjt6mbtEARBEARBEARBEG4K4i6FcFPZ8+N4a4cgXLR4T+WySE/W8sf8GNb+dY7Tx3NY8O5hZn7ay0rRCcL1Yc/4Lyp9TtZmMT8mgr/O/cfxnDjePfwHn/Z6pMp6p/ISARgd0FMkXzWQy8vCYDRyJj+ZXWnR/Ba7mURtJm8e+o2DGbHM6fUIEonEOoHehF7c9z37M04hk0h5IHQYU1oOJMDOHalEit5o4Ex+Mv+lRBGRsNfaod60qjt/jmad5b0jfxCVE89X0Svp59VO9IQlCNVwVtlRatCxOy2GlKJsvG1cql1uedxuDCYjfrZuJGozmzjKm5doHzRfV9uOFhrP5qSjPLV7PmVGPc5KOx5qM4IRft0IsvcEzOdPTG486xMPsejMVjYkHqLEUCYSsAShDsZv22PtEARBEARBEARBEG4KYowvQRCaBQ8fW555rzudensA8N+aCxRrdVaOShCuLz62rrzX/QF6e4QBsObCAbS6kirLlRjKALCRq5o0vpuJTCqltZMfD7YewZqR7zI6oAcAEQl7+ebEGitHd/OIK0hjS/JRAJ5tP5GXO91JkL0nUom5CSyXymjj5M//wkYRMeJtRvv3sGK0wiUyqZSu7iHM7/ekZdqmpCNWjEgQmi8bmYoRft0wmkwsPb+rxuWWnN8JwKSgvk0VmlAN0T5ovurajhYaR1xBGi/s+44yo55WDj6sGPEWj4aNtiRfgfn8ae8SzAsdbmPr6I8Z6tvZihELgiAIgiAIgiAIgiBUJV4TE4QKEtO1DJq+CoCtC8dgMJr4btkJdkWmkZZdjIezmm3fjLVylDe2bv29ObonHZ3OSFJcIa3aOlvmZWcUs2PtBQ7vTiPpfAFZ6SXodUZcPTV07OnOxGmtCQpxtGL0N7epWz5mf8Ypnmw7jhnhY/j19CZWJewjvjCdAl0xvw+aSU+PNtYO86bQ37sde9JPoDPqiStMo61zIAAhfz1YabmX9//Iy/t/tHzeOmY2frZiaIKGppGrmN3jYc7npxKTm8A3J9cwpeWAGnsf25kazU+n1nM8J44ifSn+tu6MCejJw21GopIpmjj669uJ3ATLv4fU4SGdWl516FudUc9vsZtZFreb+II0lDIFrR39uCdkCKP8u1Wq+8QweQ3L28YFZ6UdOWWFFOlrfwi+Oy2GH09t4Fj2ObS6Evxs3RkT0IP/hd0qzhsr0xsN/Ht+BxHx+4jNS6JAV4ydQo2zyo4wpwD6ebXl9ha3WDvM69rk4H4si9vF0rhdPN626m+VgxmnOV+Qhr+tO93dQ6vMv1SPXTJo1cxK83u4t2bR4JcaPvCbXF3aB2fzU/jp1Hr2pZ8itTgHo8mIi8oeT40zvT3DmBDUh5YO3lbcixtPTe3oik7lJjI/JoL9GafILyvCQ+PEIO+OPN52LGfyk7ln62wAYu/8scq6QvU+P76UQl0xKpmC+f2eqLE3v0ucVHYs6PckJpMJMCeZvrz/R3xtXNk29hOisuP49uQaDmbEklumxVPjxDDfLjzedqwYWrKR7XttpmUIwZ7vz652mfPLl7D/jZex8fFl7PptAKQf2MfWB++xLBO3chlxK5dVWm/Qj7/j0b3m4XYF4Xp0tedMdev3eO9jzv7zJ+eXLSH//FkAnELb0OrOuwkcPa6xd+WmUJKVxcqh/TDp9fSbuxDfQUNqXPb4vC+I+eZr7PwDGL1mcxNGefPYMnMfp5bF0XpiEINnV399OLnkPFtf3o+9rw33bKv6WylhRwoxf54l/Vg2xdmlyJRS1M4qHAPt8O/nRZvbglE7iRdY62vVvpkcj1tG+6CJjOlZfd127PwSVu9/GUcbXx4bu63aZVJzojlw6mcSMvajLclEIVPj6tCSNv6j6NLqbuQyUTbCjS8uLo7g4GAAzp8/T1BQUL3Wf+CBB/jll1+4//77+fnnnxs+QEEQqhAJWIJQg8MnM5m18CDaEj0alQyFXHQY1xQu3UAFMBpNleb9+MkxNi6LA0Aml2Bjp6C0xEhKQiEpCYVsXhHPS3N60X+kf1OGLFym1KDjni2zOZx1BrlEhq1CjQQxnEpTqnAaYTQZLf92UzsAkF1agNFkwk6hQV0hMUEmEfVcY1HK5EwPH8NTu+dTqCtmY9IRbm/Rv8pyi2K38PbhRZgw4aCwsQxV9EXUMjYkHuLXQS+Kh0ZXKbUoh1YOPvVap0hfysP/fc6BjNOA+RxRyhQcyDjN/oxTTA8b3RihChelFuWQU1YIQLC9V43LfXdyLZ9E/guAvUKDzmjgXEEKc6NXsD/jFD8PeAGZVNRv1mAwGnn4vy/YlRZtmWav0FCkLyW3TMv5gjTWXDggErCuUQ/3UALsPEgoTGd/+il6eLSuNN/S+1Vw32qHuHNU2uKssiOn1Hy+OavsKrUJxHWn8dTWPtiZGs2jO76kzKgHQCGVoZGpSC3OIbU4h8jscyikMpH828BqakdfsiHxEM/sWYjOaADAVq4ioySP385sZn3iQZ7rMLmpQr1hZJbksS7xIADjAnrVes2/XHV12sr4vby8/wd0RgP2Cg0Gk4FEbSY/nd7AztRo/hn6GrYKdYPFLzQMqUKB2tUNXWEBhtJSZCoVCjv7KssIglCzPTOf5cK61UikUhR29pQV5JN55BCZRw6Rtnc33d/5UAx3fI3Urq549elHyn/biItYXmMClslkIn7VCgACx05owgiF+jj4VTQH5kZZPss1MgAKErUUJGpJ3JWGe3sXfHt6WCvEm9r+Uz+x+eiHgLmBrlLYU2YoJinrCElZRzh+fil3DvgBO40oH0EQBKF5EQlYglCDWQsP0srfgTcf6Ur7Vua3L88nF1g5qhvfoZ2pAEgk4OVX+WGPT6AdD7/Uke63eOHfwgGZXIrRaCLhbD5/LTzBlpXxfPrSfsI7u+HqqbFG+AKw6MwWAD7q8SCj/XuglivJKS0UKVhNaGeq+eaBBAl+tu6W6XvGfwHAwIgXSSrK4vXOdzE5uJ81Qrwp3eLVDplEisFk5EDGqSoJWNmlBbx/9E9G+nfllU5T8LZxoURfxtK4Xbx/5E9ichN4Zf9PzO/3hJX24PrT3iUYCRJMmPjo6F981fexej3U+/DoXxzIOI1UIuH59rcxtdUgbBVqsksL+Do6goUnVuOgsGnEPbg5GYxGjmWf470jfwLgqnJgYg3Dpp3MvcDBzNM8GnYr01oPx0VlT4GumB9PrWde9Er2pp9kadyuahMehca3KmEfu9KiUckUvNllKrf698BWocZkMpFdWsChzFgi4vdZO8zrnkQiYVJQX76IWsa/53dWSsAq0pey9sIBpBIJk4P7kVCYXmX9+f2eIFGbaen5aumwWaJHzCZUU/vgzUO/UWbU08+rLa90vJNQJz/A/LJDQmE66xIP4XOFXoKE+qupHQ2QUJjOC3u/Q2c00NY5kPe63U87lyBMJhO702J47cDPfHj0L2uEfV3bm34S48XMt2F+Xa5pW9mlBbyy/0cmBvXlibbj8LZxoVhfypLzO/ng6GJi85P47uRanmk/sSFCFxqQW6cujN+2x9Kbj/+IW2vsDUgQhKqStm5CV1hIuyeeIXTqfSjs7CnJziJ64dec+fM3zi9fglObMEKn3m/tUK97QWMnkvLfNpK3b6EsPx+lg0OVZTKPHEKblAgSCUFjxlshSuFKCpK0HJxnflGo44OhdHywDbYXnyeUFpSRfSqP2FUJKG3FI1RriE3ewuajHwAQ4juUoZ1excnOH4OhjJgLa9hw6C3S806ydNeT3DP4D6RSmZUjFgRBEIRyovUg3FR6P7iixnm/vjUQjbr8lHCyV/LLWwOx1ZS/YRfsY1/dqkIDSE/W8sf8GI7uMT8U6jnYBwfnyl3I3v142yrrSaUSgkIceWlOLwrzy9i/LYX1/56rdlmhaWj1pSzs9xRDfDtZpjnXMNSa0LCStVnMj4lgT/oJAAb7dBTHvhmxVajxt3UnrjCt2gfgxYYyeri35ove05Fe7HlELVdyd6tBKKQyXj3wMxuTDnMs6zwdXIObOvzrkp+tG3e06M9f5/7jVF4iI9a8RpiTP53dWtLWOYiOLsGEOPpW+xZwsjaLv89tB+CpthP4X9goyzwXlT1vdLmbAl0xy+J2Ndn+3Kh6r3jG8m+jyURemRaDyYidQsO4wF48134SDsrqE93ydUVVhn+0V2h4ut0ETuclsSHxEKsS9okErGtUsYyqY6imlxiAw5lnAJgQ2KdSL1cSiQRXtQPD/boy3K9rg8V5M5sU3Je50ctZn3iQN7tMtfTusiZhP1p9KX092+Jt41Lt9UewruraB1kl+ZZ/f9zjITw0TpblVTIFIY6+hDj6WiPcG1Zd2tELY1ZTbCjDVeXAzwOetwwXKZFI6OvVlh8HPMfY9W82eezXu9i8JMu/w50DrmlbxYYyJgb15f3uD1imaeQq7gkZwoXCDH48vYFVCftEApZw01kxsHeN8wZ+/yuOrUKaMBqhMegKCgh/9HHaPvq4ZZraxZWur85CV5BP/KoVRC+YR8vbpiBTiSG7roXvoCEo7O3RFRRwYf0aWt4+pcoycRHLAXDr3BU7/2u7tgmNIy0yC5PRhGOwPX1e6VxpnspeiXc3d7y7udewttDYtkaak7D93bsxqc88S4KVTKakfdAE1Ap7/t05naSsw5xO2kAb/1G1bU4QBEEQmpRIwBJuKpm5JTXO0xmMVOwz6Z5RIZWSr4SGNaV3eTJckVZHabHB8tm/hT1PvlX/h3E9Bvqwf1sKUYcyGyRG4eqEOPhWSr4SGk/FB+JaXQnFhjLL5xb23rzV9V4rRCXU5tIwTrll2mrnPxY+xpJ8VdHk4H7MjVpBanEOqxP2iQSsenir6724qR356fQGivSlxOQmEJObYJnvqnJgXGAv/hc2Cje1o2X6+sRDGE0mNDIl01oPr3bbj7cdKxKwGkBmSX6100v0ZRToisksyce3ht54lFI5D7UeWe28oT6d2JB4iFO5iQ0W682qpjK6kkuJc5kleQ0ZjlANbxsX+niGszM1+uKwjuakwyUX66jbWogeL5uzy9sHtnI1UokEo8lERnFepQQsoWHUtx1tMplYn3gIgLtbDbQkX1XUwsGbW/27szx+T+MEfYPKLS1vFzspr/3lkcfDx1Q7fYhvZ348vYH4wnSK9aVo5CIBQbh5lGTVfJ/MqNc1YSRCY5Gp1bR54KFq57Wd/gTxq1ZQlpdL6p6d+A6sftg8oW5kKhX+w0dxbsnfxK1aUSUBy1BWyoX1awFE71fNmMpeCYBOq0NXpEdhIx6VNhfpuSfJyj8LQJ/wx6rt3SrEdwjeLh1IyT5GTMIqkYAlCIIgNCuiVSHcVGKX3lnr/MT08ht/XcPEsBuNKSez+mS4oRODePrdbihV1Xcbe/ZEDmsWnyX6UCZpiVqKi/RcHK3AIjO1qKHDFeqhi1sra4dw06jpgfjEoD682+1+VDKRRHo9kUtkdHMPrXaeVCKlp0cbVsTv4XhOXNMGdp2TS2U8034iD7UewZbkSPZnnOJY9nnO5qegM+rJKs3np9MbWB6/m+/6P0NH1xYAROfEA9DOJQibGh7QBdp54G3jQkpRdpPtz40o9s4fK30uNeg4m5/C77Gb+ef8DnalRvNF7+nVDksU4uhr6enncpcSFvJqSHgU6u7yMrpcxeHrKhrg3Z5vTqxhc/JRHtr+GROC+tDDozWeGufGCvWmNjm4HztTo1lyfge3t+hPfEEaBzNO46i0ZZjvtQ3rJTQttVxJb49wdqVF8+B/n3FXy4EM9OlAuFMgSpm4jdMQ6tuOTtBmkK8z/87s4d66ulXN8zzaiAQsK3JS2hJo71ntPM8KiYx5ZUUiAUu4qdx5PNbaIQiNzCW8HQq76kdusA8MQuPpRXFaKjnRUSIBqwEEjZ3AuSV/k3nkEIWJF7Dz87fMS96+FV1BvjlRa8StVoxSqI1HRxfUziqK0ktYcttG2t7VCr8+nji1sK+2l3Sh6aRkHwdAKpET4N6jxuWCvfqSkn2MlOyopgpNuMkNHDiQ7du38+abbzJr1izmz5/Pjz/+yKlTp1AoFHTv3p1XX32VQYMG1bgNrVbL3LlzWbJkCadPn0an0+Hv78/IkSOZOXMmfn5+V4wjJiaG9957j61bt5KTk0NAQAB33XUXL7/8MhqN5orrV+fQoUPMnTuX7du3k5qaikqlIiwsjClTpjB9+nTU6urvvV5JcnIyb7/9NmvWrCEjIwMPDw9GjhzJrFmzOHPmjOVYmS57yKvT6VizZg0rV67k8OHDJCUlkZeXh5ubG7169eKJJ56o9Tjv3LmTuXPnsmfPHtLS0lCr1bi7u9O6dWtGjhzJI488ctXHShDqQty5E4QauDhe3QVFqJv1seZkOJPJRHZGCXs3J/Hjp8fYtCyOoFBHbn+4TZV1VvwWy8L3jmA0mi/GEgnY2itQKM3JWqUlBooKdZRU6E1LaHquajFUZ1O59EDcZDKRUZLH5qSjfHrsX5bF7SbU0Y+H21TfK4xgPZcSQZyrebvfWWVXa9LcpYdGWSUFjRLbjc5eacP4oN6MDzIPv1Fq0HEw4zS/xm5mS/JRckoLeWLX12wa/REqmYLsUvNxvlKvI54aZ5GA1cBUMgXhzgF80GMauWVaNiYd5qX9P9DLMwx7ReUfx7bymttr8otvSepNol1gLd3cQ3mx4218fnwZ/6VG8V+q+caol8aZPp7hTAzqQy/PMCtHeeMY5tsFR6UthzLPEFeQxtLzOwEYE9BDJGU3c9W1Dz7o/gCP7pzLydwLfB0TwdcxESikcjq4BDHEtzO3B/evthcmoW7q247OrtD+qq1t4CUSTOvNSWVr+XduWeE1JenW1i6QVeg9QbQNBEG40Wg8q08+rTi/OC2VkuysJoroxubWpRu2vn5okxKJX7WCttOfsMyLjzCP+uAzYDBKBwdrhShcgcpBybDPe7Hxub3kxOaz853DACjtFXh3d6fVrf60vDUAmaJqL/VC4yoqNd9j06ickctqTpi313hdXF7Ua0LT0uv1jBs3jtWrV6NQKFCpVOTl5bFp0ya2bt3KkiVLGD++ag+I8fHxDBs2jNhYc2K8SqVCqVQSGxtLbGwsP//8M8uXL2fw4ME1fveePXt45JFH0Gq1ODg4YDKZiI2N5Z133iEiIoItW7bg5ORUr/15++23efvtty1JUPb29mi1Wvbt28e+ffv47bffWL9+PW5u9eu0JDo6moEDB5KZae6J1cbGhuzsbL777juWL1/Ohx9+WOO6u3btYsKECQBIJBIcHByQyWQkJyezdOlSli5dygcffMArr7xSZd0ffviBRx55xLI/lxKtzp07x7lz51i7di233norrVqJjiSExiNaD4JQA5lUvOnQFCQSCa4eGkbf1YpZ8/shkcAPsyM5uiet0nIJZ/JZ+L45+ar/KH/mLhlKRNRtLDk0icV7xrN4z3gefbWTeeHLu8QSmpSsmuHThMYlkUjw0DhxV6uBzO/3BBIkzI78hz1pJ6wdmlCBVlfCBW0GAP52HlaORlDJFPT1ass3/Z9iYlBfAFKLc/gv5Xil5SSI9oA13dnyFgAKdMVsTzlm5WiEq/FIm1FsHfMxr3aawjDfzriqHEgtzmFp3C7u3fYJT+6aj86ot3aYNwSVTMGYAPMbwn+f+49lcbsBc89YQvNVU/vAx9aVFcPf5MdbnuO+kKG0cw7EZDJxKPMMsyP/YeiaV0RbrwFcTTta9IrQsEIcfS3/jslJqGVJobHJVOaHnIbS0isuqy8p79VcphIvMAo3J3HO3LwkEglBYycAELdqhWV6aW4OKTu2AxA4Vgw/WBvZxdEv9KVXTorWl5T/XpSrqx8142r49fXinq1jGPxJT1pPDMIxyI6yAh3xW5LZ/MI+/hm/nsKbcKSNS0lPesOV6zadvrxuU8hE3SbcHObPn8+ePXv466+/KCwspKCggMjISNq1a4fBYODxxx/HYKhct+n1eiZNmkRsbCyenp6sWLECrVZLfn4+hw8fpmvXrhQUFDBp0iQuXLhQ43fPmDGD8PBwIiMjycvLo7CwkF9++QUbGxuOHDnCjBkz6rUvCxYs4K233sLFxYWvvvqKrKws8vPzKSoqYu3atYSEhHD48GEeeOCBem23rKyM2267jczMTAIDA9m0aROFhYUUFhayY8cOnJyceOGFF2pc38bGhscee4xt27ZRUFBAbm4uRUVFJCQk8NxzzwHw2muvsW/fvkrrFRUV8cwzz2AymXjggQeIi4ujqKiI/Px8cnNz2bp1Kw899BAqlegNWWhc4im5IAjNRseeHgyZEITJBF+/cxiDwWiZt2PdBYwGEwEtHXj1i9607uBq6fnqkuyM6oc1FISbSU+PNkwI6o0JE+8cXoTBaLzySkKT+C81CoPJXB49PaoOXZNTWkiZoeYkhLTiXED0MtcYprQcYPn3uYJUAFxU5uOcfvG41yStOKfR4hLAx8bV8u/EwkwrRiJcC0+NM9NaD2d+vyfZO+ELVo14hztamJPr1iUe5I8zW60c4Y3jUrLVz6c3klqcQ6ijL+1dgq0clVCb2toHUomU/t7teKPL3Swb/iYHJs5lTq//4WPjSl6Zluf2flNr20Gon9ra0S4V2l+1tQ1SRbug3np5tEF6MaltY+JhK0dzc1M5uwBQnJ52hSXLl5FIpSgdHS3TJXLzYAuGsrIa19UVih59hRtDczpnitNqj+HSfLWLa63LCXUXeDEBqzA+jszIIwAkrFuDUa9D5eKCd78BtawtqF3MD7+1acVXXPbSMhKpBJWj0jJdIje3HwxlNSdxlRXoat22wkZO6wlBDJ7dk7s3jubeHWPp9WIHZCpZpZ6xbiYalbluKyi+ct1WeHEZiUSKWllet0kl5rpNb6i5bivVVV+32Vz8/uLSnFqTwAqKUy8uL+o1oWnl5OSwYsUK7rjjDpRKc53UoUMHfv75ZwCSkpLYtWtXpXX+/vtvDh8+jFQqJSIignHjxiGTmZ9vdu7cmQ0bNuDl5UVeXh4ffPBBjd+tUqlYt24dHTp0AEChUHDffffxzTffALB48WJiYmLqtB/5+fm8/PLLKBQK1qxZwxNPPIGLi/n8UyqVjBw5krVr12JjY8Pq1as5fLju9eGff/7JyZMnLdseMmSI5UWmfv36sW7dOkprSWDv0aMHX3/9NQMGDMDWtrzHZH9/f+bMmcPDDz+MyWRi4cKFldaLioqisLAQW1tbvv/+ewIDAy3zHB0dGThwIN9//z3+/v4IQmMSCViCIDQrUx9vi1QmIeFMPpuWxlmmZ1x826RFGyekNfROdmT3lX8UCMLN4PG245BJpJzJT2Zp3K4rryA0ujKDnoUxqwCwV2gY5tulyjJ6k4GDmaerXd9kMrE/4xQA7Z2DGi3Om5WNvPytF6XUfJOorbP5B1pUThxF+up/ECYUpovhBxtZxQfZGrmyliWF60lrJz/e7/4AXd3M3X3vSqvbzSHhytq7BNPa0c/Sq9htwf3rtJ60Qm9/JtGbbJOpS/ugIjuFhnGBvfig+wMAZJbkczovsbHDvKnU1I4OsHXHQWEDwL70kzWuv7+WeUL13NSOjPDrCkBEwj7OX0yGrwtRXzUs5/C2AOScjEFfVHuPH5mHDwLgGNoaqaJ8mNtLw20VpabUuG7Wscga50mk4la1cP1oDufMJdkxUeiKtNXOK0iIpzjNXLc6t213xW0JdWMfEIhrx85A+bCD8RHLAQgYNQbpxeQ6oXrubc1DDmfG5KArqv2FgpSD5pexXFs7VhoSUOVgvkdQmFLz+ZcWWb/h6ey8bOj8vzA6Pmh+MSLxJnze4OVsrtvScmIo09det13INNdtHo6tkUnL6za10ly35RfVXLclZ1Vft3m7tAfAaNKTkLG/xvXjUndXWl4Qmkr//v3p169qT+Ndu3bFz88PMCcCVfT3338DMGrUKLp3715lXRcXF55++mnLsjX9zpk+fbolSaqiqVOnWpKN/vnnnzrtx7///kt+fj633HILPXr0qHaZli1b0qtXLwA2bNhQp+0CLFmyBICxY8cSHh5eZX6LFi24884767y9y40ePRqgSqKbw8V2lU6nIytLDE8qWI/4VSsIQrPiE2jHgFvN2ceL5seg15nfOra1Mzfgz5/OrbbxcWB7Csf2pTddoILQjAXaeXCrv7nRPD8mQgztZGUl+jJe2v8DMbnmIVUeDRuNg9Km2mUXxKzCaKraa9nSuF2WRJ9bA6r/QSRUdaEwo04P8ZadL/+xdinxarhfF6QSCUX6Un45vbHa9RZcfGguNJ6I+PKupEUvPtefUkPtbxurZOYb5lIx1GeDerHjbTzUegQPtR7BuMBedVrHTqGx/Dtfd/MNs2ENtbUPrtSrlVpW4c1/MRxeg6qpHS2RSBjuZ06Q+/PsNvLKqj7kjitIY82FA00X7A3k2faTsJWrKDGU8fjOr0ktqr0nsbwyLY/v+poC3ZV7zRDqLmCE+UGGobiY03/8WuNyGUcOkXExmcR/xK2V5jmFhgGQE3W82oSS/HNnSNxc88MbuZ0dAGX5+fULXhCsoDmcM5cYSko49fMP1c6L+eZrAJSOTnj1FkNTN6SgcRMASFi/hrwzsWQdO2qePnai9YK6TrQaHQCAvtjA8V+rfxkRIOVQBikHzcN1t7y1co8lbmFOAKQfz6k2CSvnTD7nN1T/soLhCkMfXhrq8GZsa4cFmOs2naGYg6drrtsSMw5xIcNct7Xxr1y3eTiZ67aUnOPVJmFl5p/hVGL1dZuHUxvcHMwva+2OmY/RWLWsziRvIznbnMAVHjDmSrskCA2qugSqS3x9zcOr5+RU/j1z6NAhAAYPHlzjukOHDgUgOzubuLi4apcZOHBgtdMlEgm33GLuab6uPVXt3m1OYtyzZw9eXl41/ndpuYSEug8Xf+SIuWfI/v1rfinwUrw1yc7O5t1336VPnz64uroil8uRSCRIJBImTjRfZ5OTkyutExISQkhICGVlZfTq1Ys5c+YQHR0tXtwRmpxIwBIEodmZMj0MiQTSErWs++ccAN1u8QYgPjafeW8dIj/X3BtJSZGe1X+e4d0nd+HgLHrGaAzZJaU1/1daQH6ZeEjXHE0PuxUJEhK1mfxzboe1w7npGE1GTucm8uOp9Yxa9zqrEsxJJBMCe/O/NqOqXUcjU3IoM5bn9nxrSbYqNehYfHYbbx76DYChvp3p6NqiaXbiBhCbn8TIta/x8H9fsOz8LhK15UPY6Yx6onPieWnfD/x42nzTp4NLMN3cQwDwtXXj9os9x3wZtZzvT65DqzMPdZtTWsgHRxbz7/mdlt4whIaVUZzHZ8eXsuxi7yOdXFvS2bWllaMS6uuxnV/x8v4f2Z5yrFJ7Ibe0kK+jI9iTdgKAgT4drBXiDWmAdwde7nQnL3e6E1e1Q53WcVDa4Kkxv4W+5PxO9NXc5BauXV3bB0eyzjBm3Sx+OrWBM/nJluRsk8nE4cwzlnaBl8aZNo6i6/yGVlM7enrYaNQyJZkl+UzbNofonHjAXC570k4wbfscNBV61RTqLtjei096PoJCKic2P4lxG97kmxNriC8o73XCYDQSnRPPF8eXMXjVS2xIPGTFiG9Mbp064zdsBABRX33OsS/nVEoIKSso4NzSf9j5xKNgMmHr50/IlKmVtuEzcDByG1uMeh27n3+K/PPmezpGnY6kLZvY9sgDyDU1t58dW4UC5t6C8s+dbehdFIQG1RzOmUsU9vbEfPM1Md8vRKctBKA0J5vDH71L3MplAIQ/+hgylbhO1aY0J7vW/y5PDg0YMRqpQkFZbg77Xn8JAIeWrXARPY1dkVdnN1qMMPcUs//zKPbOOVYpiaq0oIwT/5xj7aM7wQQO/ra0mxpSaRuBg31Q2Mox6oxseGo3OefM5WPQGTm/KYmIB7Yht6m+J7Ij355k1UPbObU8rtL3GkoNnFmTwNHvzb2aBgz0btD9vh74uXWmtZ+5bvsv6nO2HZtTKYmqpKyAyHP/8M/ORwETTrb+dA2pXLe18hmMUm6L0ahj2e6nyMo3120Go47TSZv4c9sDKOQ1120DO74IwIWMgyzb/SS5hRcs60fFrWDl3mcB8HXtQqjvsAbbd0GoC3t7+xrnqdVqwNwDU0UZGeZE0ksJWtW51HsWQHp69Z1N1Lb+pXk1rXu5lBTzeV1UVERaWlqN/5WUlFiWq6tL++vj41PjMrXNi4mJITw8nFmzZrFnzx6ys7PRaDR4eHjg6emJs7P5/pVWW/nFKJlMxh9//IGfnx/nz5/nhRdeoF27djg7OzNhwgQWL16MwSDudwmNT/SDKghCsxMU6kSvIb7s2ZTEnwtiGD45mM59PBk4OoBtqxNY9cdZVv1xFjsHBUVaPUaDiZB2zgybFMz8m3Bc9sbW86/ltcxdThsnfyJGvN1U4Qh1FOrkxxDfTmxKOsKCmFVMDu6HSqa48orCVem94hnLv8sMegr1xRgrvFnhrLLj2XaTuKvVwBq34aKy5+E2I3nn8B+svrAfR6UtRfoSdBcfgrdx8ueD7tMaaxduSAqJHKPJxPaUY2xPOWaeJpVjK1eRV1aEifIyauscyPx+TyCVlL+f8EqnKZzNT+FgZiwfR/7Np8f+xU6hIf/iuo+Fj+FAxmkOZJwW59c1qHj+gDnxsGKPFq0d/ZjX97Gb8s3T612JQceS8ztZcn4nUN7LUmGF8h3p1407WtT+1pvQNO5qOZAvopbxW+xm/jq7HVe1A1IkdHJtyRd9pls7vOvStbQPTuUl8sHRxXAUFFIZdnINBbpi9CZzu8BOoeGz3o8iE8N1Nbia2tGB9p7M7vkwz+35huM5cUzY8Da2cjVGk5FiQxmeGmde6XQnL+//0TKksVB3w/y68NvAF3lp/w/EF6bz6bF/+fTYv5a2W76uyHL+SJAwJqCnGJ64EfR49yMMpaWk/LeNE98v5MT3C5Hb2CKVyykryIeLZWAfFEy/uQtR2FV+AKW0t6fzS69x4K3XyDp2lLXjRiC3tcVYVoZRp8O1QycCx4zn8AfV30PwHzqC43PnUJqdzdrxI1E5OyO7mHzSe/bnuF0c7ksQmgtrnzOX+A4aiqGsjONfziFq3hcobO0qfX/QuImETr2/cQ7CDWT5LT1rne/Uug0j/o2wfFY6OuIzYBCJmzaQE30cgKAxExozxBvKoI96YCg1EL8thSMLT3Bk4QkUtnKkciml+WVcumXjGGzPqIX9UNpXvu+islfS97XObHvtAGlHs1g8Yi0KWzmGMiNGnRHPTq6Ejg9kx9tVnxeYTCYu/JfKhf/MvabL1TJkahmleeXf69zSgb6vdmrMQ9Bsje7xEXpDKWdTtrHnxEL2nFiIUm6LVCqnpCyfSwfJxT6Y2/otRKWoXLeplfYM7fwaaw68RnLWUb5dOwKl3BaDsQyDUYePayfaBY5nw+Hq67YQn8EM6fQqm49+yOmkjZxO2oha4YDOUIzBaE5scXdszcS+c5FKZY16LAThRnUpEenRRx9l4cKFVo6msmnTppGWloavry9ff/01AwcOxNHR0TJ/8+bNlh7DLtetWzdiY2NZvnw5GzZsYOfOncTGxrJixQpWrFjBZ599xtatW7G1tW2q3RFuQuKOkCAIzdJdM8LYsymJzNRi1iw+y4T7Q3nps1606eTK+iXnSDxXgNFgIjjUkQGjA5j4QCjbVtW9C0xBuBnMCBvDpqQjpBbnsPjsNu4PFW8ENZbMEvNbdhIk2MiVuKsd8bZxJdwpgN6eYQz26YRSduVm1z0hQwiy9+KnU+s5nh2HBAkt7L0ZG9iTh1uPRC0eMtVLf+92bLr1Q7alHONQZiyn85JILcohX1eERq7EQ+1EuHMAw/26Msq/W6XkKwBbhZpfBr7Ir7GbWBG3m7jCdEwmEz08WnNfyBCG+3Vl7LpZANiLnrCu2qXz5xKFVIa72pE2Tv6M9OvGhKA+dTp/hOZnVpepbE85zv6MU8QXpJFRkkeZUYenxol2zkFMDO7LCL+u1g5TuGhG+GjsFGpWxO3hXEEKqUU5mDDha+tm7dCuW1fbPmjvEszcPjPYm3aSY9nnSC/OJaesEJVMToidL/282nJ/6FBLr2VCw6upHT3KvxtBdh4sOLGKfemnKNAV46lxYohPJ2aEj+FQZixAjcNNC7Xr6h7C+lEfsDbxAFuTI4nMOkdWaQFafQmOSlta2nvT3aM1EwJ708Lh5uuRoikobO3oP+9bUnZsJ37VcrKORVKSnYW+uAi1qxtOrdvgO3gYweMn1diTTotJt6Nx9+DkLz+QE30co16PfWAwgWPGEXrfNBJWR1S7HpiTGQb/9AfRC78i49BBSrOzKb04hIuxrKxR9lkQroW1z5mKes/+HI9u3Tm3bAkFceeQa2xwDAml1Z13EzR2QgPutVBR0NiJJG4y96otkUoJHDPOyhFdP5R2CkZ925+E7SmcXh5PWmQWxVkl6Ir02LipcW3jRPAwX1pPCkauqj7JJuz2Fth4aIj84SQZx3Mw6o04BdsTOi6QDtNCiY2o/nlB+J0tsfXUkLQ3nezTeRRlFFNWoEPlqMSllSMtRvgRflfLGr/3RqdS2HF7/285m7KdqPjlpGRFoi3JQqcvwlbthodTG1r7DqN98CTksurrto4tbsdO48G+kz+QmnMcg1GPi30wbQPH0SN0GtEJtddtPVpPI8C9B/tP/8SFjP1oSzKRy9R4OrclzP9WurS6u8bvFoTmxt3dncTERJKSkmpcJjGxfMhUDw+PapdJTk4mNDS0xnm1rXs5T09PoH5DC9bVpf291MtWdWqal5CQwP79+wH47bffGDRoUJVl0tLSqkyrSK1WM2XKFKZMmQKYj+2vv/7KW2+9xYEDB3j77beZPXt2XXdHEOpNYhIDXwrX4MyyKdYOQbjIqf+8KtMO5z5hhUiE6nRxmodMJsPZ2ZmcnBwMBgO5L9wA5VMywtoRXDOneWOrTMt9om43t4TGJ8qn+aqubODmKh+troTuy59CZ9Tzx+CX6e5e/Q9gaxDnTvPmNG9s1XaBKJ9mQdRtzZuo25o3UT7w2bElLDixmt4eYfw66EVrh2MhyqZ5q65d8ERqrrXDEi6a5+VUZZoon+ZBlA3se20mcSuXETRuIj3fb14PEkX5NF/VlQ3ALPEsoVl4x8n8nKdi2+CTGVlWjkq45IPFrawdQrP26pQz1g6hXupTngMHDmT79u28+eabvPXWW/VaZuLEiSxfvpxbb72V1atXV7vuRx99xCuvvIKLiwuZmZmWkQDi4uIIDg4G4K233uLNN9+ssq7JZKJFixbExcVVWeaBBx7gl19+4f777+fnn3+2TP/mm2+YPn06dnZ2JCUl4eDgUOdjcSXjxo0jIiKCyZMn8++//1a7zLRp0yzxVExV2b17N3379gWgoKAAOzu7Kus+8sgjfP/991XWvZInn3ySefPm0b17d0uSlyA0BtFXvSAIgiAIgiBchR9Pb0Bn1OOktKWDS7C1wxEEQRAEwYqySvL5+9wOwNwLpyAIgiAIgiAIgiDccccdAKxbt44DBw5UmZ+dnc2XX34JwJ133mlJvrrcggULyM3NrTJ98eLFxMXFAXD77bfXKabbb78de3t7CgsLeeWVV2pdVqvVUlaP3mgnTZoEwMqVKzl58mSV+XFxcfz111/VrltxqMHq1j158iS///57teteKUaNRgNAaWlprcsJwrUSCViCIAiCIAiCUI1CXTHP7F7IfynHyS8rskxP0mby0dG/+SpqBQD3hw5DJVNYK0xBEARBEJrIL6c38s2J1cQXpKE3GgAoNejYlnyMu7d8TFZpPi4qe24L7m/lSAVBEARBEARBEITm4Pbbb6dLly4YjUbGjh1LREQERqMRgCNHjjB8+HBSU1NxdHSsNRmqpKSEkSNHEhUVBYBOp+P333/nkUceAWDKlCmEh4fXKSYXFxfLMHzz58/nrrvu4vjx45b5Op2Ow4cP88Ybb9CiRQvS09PrvL933XUXoaGh6HQ6br31VrZu3WrpqWr37t2MHDkSVQ1DM4eFheHn5wfAww8/bInJYDCwatUqhg4diq2tbbXr/vnnn9xyyy388MMPlYZWLC0t5Y8//mD+/PkAjBo1qs77IghXQ27tAARBEARBEAShOTKaTKy+sJ/VF8xdEtvK1QBo9SWWZUb4dWV62GirxCcIgiAIQtO6UJjBL7Gb+PTYEmQSKfYKDYW6EvQmczKWvULD3D4zcFZVHSZBEARBEARBEARBuPnI5XKWLl3KsGHDiI2NZdy4cajVahQKBQUFBQDY2dmxZMkS/P39a9zOggULeOSRR2jfvj2Ojo6UlJRYenPq3LkzCxYsqFdc06dPR6vV8tJLL7F48WIWL16MRqNBo9GQl5eHwWCwLFtTr1zVUalU/PPPPwwePJjz588zePBgbGxskEqlFBYW4unpyaeffsrDDz9cJRFLKpUyd+5cbrvtNiIjI+nQoQN2dnbodDpKS0sJCAjgiy++4N57763yvSaTiR07drBjh7ln6kv7kpOTY0kA69WrF6+//nq9jpMg1JfoAUsQBEEQBEEQqmEjV/Fml6kM9e1MgJ0HEomEMqMOD7Ujg306MbfPY3zV5zHkUpm1QxUEQRAEoQlMDO7Lg6HDae8chKvKHq2+FJVMQRtHPx5uM5I1I9+jp0cba4cpCIIgCIIgCIIgNCOBgYEcOXKE999/ny5duiCXyykrK6NVq1Y8+eSTxMTEMGTIkFq30bt3b/bv38+UKVPQaDSYTCZCQkKYNWsWu3btwsnJqd5xPf/888TExPDkk08SHh6OTCYjPz8fV1dXbrnlFl5//XUiIyPx9fWt13Y7dOhAZGQkjzzyCD4+Puj1epydnXn00Uc5fPgwLi4uANXGPHHiRLZs2cKwYcOwt7dHr9cTEBDACy+8wJEjRyw9ZF1u3Lhx/Pzzz9x33320b98eW1tb8vPzcXFxYeDAgSxcuJAdO3ZgZydemBIal+gBSxAEQRAEQRCqIZfKuCdkCPeE1P7jVxAEQRCEm0Nb50DaOgdaOwxBEARBAKDn+7Pp+f5sa4chCIIgCDe8bdu2XfMytra2vPrqq7z66qt1/t6goCBL702X/Pnnn3Ve/+eff+bnn3+udZnQ0FDmzp1b523Wla+vL99++2218w4dOgRQ45CJAwYMYMCAAdXOGzhwYJVjAuZhFe+//37uv//+q4xYEBqG6AFLEARBEARBEARBEARBEARBEARBEARBEARBaDRZWVl8//33AAwfPtzK0QhCwxMJWIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCMI1WbNmDTNnziQyMpLS0lIAdDodGzduZODAgaSlpeHi4sJDDz1k5UgFoeGJIQgFQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRCEa5Kdnc0nn3zCJ598gkQiwdnZmYKCAnQ6HWAejvHPP//E3d3dypEKQsMTPWAJgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAI12TAgAHMmjWLfv364evri1arRalUEhYWxlNPPUVUVJQYflC4YYkELEGowain17LlYLK1w7gpFeaXMSLkL1ITtQB8+cZBvp8daeWohIa0Im4Pd2x639phWN3AiBfZmHi4Qbd5JPMsI9e+RqclM/jl9MYG2eZ7h/9g5r4fAEjWZtFxyQwKyooaZNs3kiXndzJ2/ZtXvf4bB39lduQ/DRiRcK1lcjU6LpnBqdzEJv3OG8HMfT/w3uE/6rWOOGeav4e2f8ai2C3WDuO6Z41204GM0/Rb+XyTfqdQf2PXv8mS8ztrnL8gZhXP7FnYhBEJVzJq7etsST5q7TBuePX5zSLaE9alTUlmSY+OlBUUWDuUZmfLtKmc+u0nq3z3wXfeIPKz2Vb5bqFhbZ/+ELGLF1k7jAa1dsIokrdfv78xYr5bwJ6Zz1g7DKEWBclavuu4hNKCMmuHIly07uAbbI0U1yVBuJ74+/vz9ttvs2PHDi5cuEBJSQmFhYXExMTw5ZdfEhQUZO0QBaHRiCEIhWZp6htbOHIqC4W8PEdw5r0dmDoqpMliWPvlqCb7rhvBi1O3cOJIFjKFFLlCSnCoI/97pROh7V2uedtPv9utASK8/k1dt4WhAb5MC29t7VCu2fig3owP6m3tMOpt6paPOZJ1FoVUhkIqJ9TRl1c63Ul7l+A6rTvUtzPTWjduVv8XUUsZE9CTJ9qOa5Tt+9i6Ejl5QaNs29oula9SKkMikeKtcaG/V1v+F3YrrmqHRv/+d7vd1+jf0Vydy0/ho8i/OZp5ljKjHk+NE5OC+/Fo2K3WDq3ebtTzoy4q1pESwNvGlafajWeUf/dG+b6b+Zy5GjVdh0L+epAVw98i3Dmgwb/zhwHPNfg2rzdTt3zM/oxT/Dzgefp6tbVM/+7kWmZH/sP9IUN5vcvdtW7j8nbTwIgXea3zXQzz69JocXd3D2XnuDmNtv2mYO3r+pU09Lm35PxOfj69kYgRb1umzQgf0yDbbmzX0sa+FtUds8a2dtR7TfZdjeFgxmkWxKziaNY5TJjwtXFlbGBvHggdhlLWfG4x1uc3y43cnogYMZDOM1/Db8gwyzRtUiKrRg5i4q5DKB0ary6s6/fYevswef/N/cLdlmlTyYo8glSusEzr8NxMK0YE3Wa9a9Xvb0zWPC8a277XZqJwcKDLS69bpg1Y+IMVI7o2W6ZNxXfwUFrfO63S9FHL11opooYR/sgMa4dw1X4fGEHf1zoTPMzPMi0/UcuiQat48NBEVA5KK0Z39RaE/MXtK4bjFu4MgL2PLY9ETrZyVNdufsRAhnZ+jVC/8vouV5vIglWDeHbiIdTK5lnf7YiaS1ruCW7rV96WG9ntxr0uCYIgCDee5nN3RBAu8+K9HZg2tuZEE53eWClBS7C+B1/swKRprdGVGfjl8yjeeXwXv/831tphCVfBZDJhNJmQScU5drkXO9zGtNbDKTPo+TxqKY/v+pr/xn5q7bDQGfUopHIuFGZyT6shV7UNvdGATCJFIpE0cHTXj0vlazKZOJOfzNfREUzc+A5Lh72Bm9rR2uHdsB7Z8SWjA3rwZe/pKKUKzhWkcCa/efVCKerFuql4Dm1LOcbju+bRwSUYX1u3Bv0evdGAXCpr0G0KQmNpYe/FkvO7KiVgLTm/kxb23laMqmaX2hQ3goa8rt9Ix6U5aq5tbKHcluSjPLfnG55uN5FPej2Ci8qes/kpfHNiDRkluQ1+ra+JaJPdOIw6HVKF4soL3gQ6PPtilSSTC+vXXPX2xLEVhPprivNGnJuCIAiCIAg3PnH3ULhuzPxqHzKpBG2xnv+OpPDc3e3pGubOu98f5kxiPlKphD4dPHnzkS4426sAc09anVu7EX0uhyMnMwn0tmP2Uz1pHegEQEGRjs8WHWPLgWTytGW08LHn65f64e1mw8BHI3jtwc4M6+nH3MVRnIjLZcHL/SzxdLlnKQte7kfPdh7MXRzF8bPZeLpoWL3rAk52Sj56ogf52jI++iWS3IJSpo5sxXNTO1jj0DU5hVLG0ElB/PP9SXKzSigrNfDZKwc4dyIXg8FIeGc3Hn+rK15+tgCUlRpY+P4Rtq+5gK29grtmhFXa3qcz92HroGDG612I3JfO2zN2svTwJMv8t2bspGWYE/c+1c4yf9rz7flzwQlKi/VMfaIt3W7x5tOZ+7hwNp+OvT15eU4v1DY3RhX4Y/Qp/jh1hsziElzUKqaFt+beMHNvcbP2HMReqeDFrh0xmUz0/GsFfbw9+GJAHwAmRGxgeocwRgb6M/DfCKa0bsmmhCRO5uSxZPRQ3NRq3j9whL2p6UiAUUH+vNi1IyqZjH2p6czY8jgvd7yTr6JXUGIo47YW/Xmp4x2W2HamRvP58aWcL0hFLVNyX8hQpoePrvK2+eU9APx0agObko6waPBLlvmzukxl0ZktJGuzGO7XlTe63M2sg7+yPeU4AXYefN77UVo6NN2DTKVMzqSgvnx/ch1ZJfk8tXtBpZ5FYnISGL/hLWLv/JEPjyzmYOZpjmSd5YuoZXRzC7H0CnK+II3bNr7Hmfwkwp0DmdPrf3jbmHuOyyrJ5/0ji9mbfsJ8/P2782LH21HJFOxLP8mMnV/xfIfb+ObEatxUDqQUZ5NVUsCze79BJpGyfPib+Nm68WXUclbG76XEUEZvjzBmdZlq6fnh0rH988w24grT2D/hS2JyEnj78O8kajPp69kWR6WNZb8TtZkMWjWTQxPn4aC0qdKjSsX9BnOPBh1cg4nOjudo1llCHf2Y1/dx/j63nd/PbEEpVTCry90M9+vaVEVXJxKJhBBHXz7t9Qjj1r/FD6fW08rBp0ovCWPXv8kDocOYHFx+fZhzbAmLz25DI1fxaJtbmRoyGIC5UcuJyonH18aVFfF7sFNoeKnjHYwO6AGYh2BzUGh4vcvdlvI9POlry3Zn7PyKMCd/nmo3obz8209mwYlVFOvLeKLtOG7xbs/Mfd9zNj+F3p5hzOn1P2zkqiY6alcnu7SAhMJ07mo5EM3FWEMcfQlx9AVAqyvh02P/sjn5KKUGHbd4tWNWl6nYX/y7fH7vt+xNO4FWX0qQvScvd7yDXp6VryM1lYnJZOLHU+tZdGYr+boiOrgE81bXewiw8wDMvcxMaTmQTUlHOJl3gSVD30AqkfDK/p84k59EO5dg2rsEcSzrfKX66lJ9VrFMAfLLiui67Am2jpmNn60bM/f9gEwioUBXzI7UKHxsXPmy93QOZZ7h65gIyow6nm47wRLv9UQikTDIpyP2ChvOFaTia+vGjtQoPon8lwvaDAJs3ZnZ8fZKCSnFhjKe2b2QbSmReGiceLfb/fT0aAOU1yUnci5wODOWz3tPZ33ioZvynGks0TnxvHt4EWfyU5BKJPTxDOfNLvfgrLIDzMPgfRW9gsySPOwUGqa0HMgTbceRW1rIqwd+Yl/6KUyYCLDz4Ou+j+Nr61bpGlFdTzMV69BL84f4dOKPM1uRSaW83vluvDTOvHHwV1KKsxnp15X3uz+AVHJ9PXQfHdCDX2M3U1BWhL3ShqNZZwHo6NrCskx8YTrvH/mTo1ln0chU3NHiFmaEj0YqkVY6dk/umk9yUbblWj8usDfvdruPkL8e5O2u9/J77BaSi7Lo6dGGT3s+bKkr67L9ob6dWXx2G13cQrgvZEilc+ryXrc2Jh7m/SN/sm3sJ5b5U1oOZEPiIc7kJ9PdPZQ5vf7H58eXEZGwFxeVPbN7PkwXt1ZNeegtqruuPxE+juf3fsuRLHPvi22c/JnV+W7CLrZH50Yt53h2HN42Lqy5cIDJQX3JKdPWq96Ozo7nzUO/cSY/GaVUTie3lnzb/2kmbzS/wX3n5g+QSiRMDxvNjPAxV7ym/Ra7mW9PrKHEUMZdLQdapkfnxDPr4K/oTQY6LjH3qrB25Hv8e34HJ3IvsKDfk1XacGAeZjpfV8zsng9Z5n/QfRrzYyLILi3g7laDmBY6nBf3fU9k1jnCnQP4svcM3DWNl5R+eRvbQWlTa1u2Lu3l6n6v1HTMvGyc+SJqOX+f/Q+ZRMKM8DF8dnwpC/o9abkmrUrYx8KY1SQXZRFk58nrXe62/G1P3fIxnd1aEp0Tz5HMMwTaeTK758O0djL3FFHxXJobtdxSPpd0Wfq45bsu/Q16apxZfWE/TkpbPurxIPllRXwU+Te5pYVMbTWI5zo0fg8NJpOJdw//wSNtbq3Uk2JLB29m93wIgOPZ53nv8J/E5ifhoXHi8fCxjA3sBZSfT25qB9ZeOIib2oGZHW+3/AYwmUz8GruJP85sJaMkjzCnAN7udi+tHHwsx+3yNtmY9bNqrPcu/3s3moz8FruZP85sJa04Bze1I7O6TL3YDrg52+Bg7l3GrWNnck5Ek3n0CHaBgfR8bzZOoeaXIf9qH8Lwf1bg3CYcgFO//UTSlk0M/mmRZX7XN94m9s/fKUpJxqN7T3p+8ClKe3s23m3+u4wY2h+ArrPewcbTi51Pz6DD089z4vtvULm60XfO3Eo9D13e403OyRg23D6eO4/HWmJ2bd+B7Jhoso4dxTEklL6fzePckr85s/h3pAolXV6dhd+Qxu152hqyY6KJ/PRDck+dROnoSJsH/0fL2+4EIGr+XLKjj2Pj5c2FdWsImjCZjs+8QNTXXxK/eiWG0hI8evSmy6uzULu4cvijd9FrtfR49yPL9k/88A3p+/cy4JufKvWklH5gHzufnsGk3Ycty+58agZObcJo99hTlvntn3qeE98tQF9cTNsZT+Dd9xb2vT6T/HNn8ezRm14fzUFuY1Nlv5qbxjwvLvW01e3N94j5bgF6rRb/kbfS+aXXkCnMPQddqZxzYqKw8fYlfvUKFLZ2dHz+JQJGjub0ol+IXxOBBAnnl/yDjY8Po5avrXROnV++hNO//8yIfyMs+7v+trGE3vMAwRMmW+b7DBzCmb/+QCqT0fnl19F4enHwnTcoTk3Bb9hIur/1PhIrJsFe6sXM55aBrBjcl76fz8OjWw/L/LXjRxL+6OME3jqWkqwsjsx+n/T9e0EiwX/EKDo++yIypcryt1uxTgqZMrXexyB19w4iP/8EbeIFbP0D6PjsTLx69wXMvZJJZDL0Wi0pu/6j/ZPPUZaXS+7JE/Sbu6Da3tcOf/weuvx8er4/2zK/+zsfEPPNfEqzs2k15W5C753GvldfJOt4JM5twun96Zdo3NybvjAus2LqFjw7u5EZnUPqkUwcA+0YPLsnrq2dgKo9TUX+dIq4TUmMXzTYMv+Wt7ty/PdYCpOL8OnpwZBPe6KyV2IoNfDfm4eI25KEUWfC1lvD4I964NHBFZPJxPFfY4n+4wxFGSW4hTlxy9vdcG5lPqa/D4wg7I6WnFt/gbz4Qrw6uzHoox7YempYMnkjAMvu3AxSCV2mhxEyNrBSr14rpm4haKgvHaeZ64HMmBz+Gb+BGbF3Wvbbo4MrGdHZpB3NwiXUkRHz+nLi73NE/X4GmVJKv1ldaDHcj+Zk0Zap+Lp1JjUnmqTMIzjbBTKm52w8nMz7+eFfITw4fAWezub6bv+pn4hN2sTUwYss80d0fZtDsb+TX5RMgEdPxvb8FLXSHoCU7ONsPPwemfmx2Gk86Bv+OG0Dy1/Wj46PYO+Jb8nVXkCtdKR/u6dQKxzYfWIhJpORT5d0BOCFyZGs2jcTlcKBYV1eJz59H0t2zuC5SeXXpX93zsDTKYz+7Z6yzB/Q/nl2n1iAXl9M37ZP0NL7FiL2zSQr/yyBnr0Z12sOSnnzvy4JgiAI15/r6861cNNbtSOB24cEc/i3Sdw+tAVSCbxwbwf2/DieNV+MJC27mE9/O1ZpneXb4ph5bwcO/jaR9q1ceOf78obZS1/tIz6lkL8/Gsrh3ybx7ozuqJRX15vCrsg0+nf25uAvExg/IJDnv9jLpv1JRHw2gsUfDOGHlaeIPpt9Tft/vSgt0bP+n3M4Oquwd1RiNMLkB1vz+46x/LptLCqNjC9eO2BZ/s8FMZw4ksW3q0cyf8Vwdm1IuqbvL9bqSUss4pcto3ltbh+++ziS7z46yuvz+vL7jrEkxxewevHZa93NZsPHzobfRgziyN2T+KBPdz4+FMmh9AwAenl7sDc1HYCTObnYKeTsTzPPyyst41ROLr28PCzbWnomjtn9ehJ59ySCHOx5dMsO3DVqNk8azapxIzmZk8f8YzGW5bX6Es7kJ7Np9Ef8OeQVFsVuYV/6ScD8IGjGzq94pM0o9k34kvWj3rc8tLgam5KOsHjwK2wc/SE7U6OZuuVj7g0ZwsGJ5hvisyP/ueptX40SfRn/nNuBs8oOR6Vtrcu+0nkK3dxCebHDbUROXlBpSKaV8Xv4vPej7JswFxu5is+PLwPMDyEe3TEXd7UDm0d/xKqR73IyL5H5MeU3yrT6Ek7mXmD9qPdZNPgl9oz/Ah8bFz7v9SiRkxcQbO/FwhNr2JocyeLBr7B19GwkSHh+73eV4ouI38tPA5/jyKSv0RkNTN85l3taDeHQxHlMDu7Hivi913SsVsXv440ud3Ng4lfYKtRM3foxjkpbdo/7nKfbjef1A7+gM+qv6Tsai1wqY6hfZ/ann6rT8rF5SUiAXeM+58ve0/nk2L+V1t2ZGkV391AOTPiKZ9tN5LUDP1GoK76q2LT6EhKLMtkyejZz+8zg48i/+ejoX8zr+zg7xn5KfEE6i89uu6ptNyVnpR0t7L14ef8PrEnYT5I2s9L8Vw78SG6ZllUj3mHrmNnoTAbePrzIMr+3RxjrRr3PgYlzGR3Qgyd3z690TGsrk+Vxu/np9AYW9HuSXeM+I8TBh0d3zEVvNFjWXxq3k9k9HyJy0gKC7D15dMdcBni3Z/+Er3ihw2SWnNt5Tfu/9sJBpoUO59DEebR3CWb6zq9I0KazZfTHfNF7Ou8fXUxmSd41fYc1GE1GNiUdodRQRrhTAPEFaczY+RWPtx3LgQlzmR4+huk7v+JCYYZlndUJ+7mr1UAOTfya8YF9eGlf5eEylp7fxbPtJxI5eQF9PcPrHdONcs40FikSXuhwG3vGf86ake+SVpzLp8f+BaBIX8rL+3/kg+7TODp5AWtGvsctXu0B+OHUevQmIzvHzeHAhK/4oPs0bOXqq4ohNi8JZ5Udu8d/znPtJ/H6wV/4JXYjiwa/xLpR77E1+Rgbk4402D43FXuFDf292hGRsA+Af8/trJS4W6wv5f6tn9DbI4ydYz/jz8EvszphP0vOV61fvur7WKVrfcWhs9ZeOMBvg17kv7GfklqUzU+nN9R5+7F5ScgkUraP+ZRPez58Vfu5+sJ+vu73BLvGfUZKUQ63b3qfPl7hHJjwFWMDezHr4K9Xtd2GVPG6bsTE2MBebB0zm73jvyDcKYCn9yzAZDJZlt+RGkVH1xbsHf8Fz7SfCNSv3n778O8M9u3I4Unz2DFuDg+3HgnAkmFvAPDXkFeJnLzAMlRgbde0PWkn+Oz4Uub2mcGucZ8D5nIDaOscyDvd7iPU0Y/IyQuInLwAH1vXqzpG+9JPsnrku/w79HV+Ob2Jp3cv4PXOd7FvwpcopHIWnFh1Vdutq8vb2LW1ZevaXq7u90pNx2zJ+Z1ExO/lzyEvs3n0x0TnxKPVl1i2ty35GB8d/ZuPezzEwYlf8Wj4aB7d8SU5pYWWZZbH7WFmh9s5OHEe7V2CeKdCu6W+dqVF09+7HQcnfMX4wN48v/c7NiUdIWLE2ywe8go/nFpPdHb8VW+/ruIK00jUZjImsGe18/PLinho++eMDujBvglf8nbX+3j94C8cyoi1LLMjNYoOLi04OPErXuk0hWf3fEN8ofm36h9ntvLvuR180/9p9k+Yy3C/Ljy6Yy5lhvLfCBXbZMH2XkDN9d7lfovdzM+nNzKn1/84Mmk+vw588arPkRutPREXsZwOz81k4q6DuIS35/CH79Rr/Qvr1zLo+98Yu+E/itJSOf3bTwAM+2MJAGM37WDy/kiCxowHQK/VknvqJKNWrrckrNRX/JpVdHn5DSbuPIDCxpat06aidHRk3JbdtHv8aQ689TpGne6qtt1cFWdmsP1/D9DyjrsZ/98++n65gKj5c0nbu9uyTOquHbi278j47Xtp/8QznPh+IcnbtzL418WMXrcVJBL2vvw8AEFjJ5C4aT36kvL6LW7VCgLHTriq+PRaLUXJiYxet4U+c+YSOedjjs75iL6fzWPsxh0UXIjn7D+Lr+kYNKXGOi8uSdq8kRH/rGTk0lVkHT3Mie+/Aepazjtx79qdCTsO0O7JZznw5mvotIWETr2fwFvH0nLK3UzeH3nVw/TlnYlF5ezM+K27af/Ucxx8+3Vif/+FwT8tYtSKdSRv30rSlo1Xte2GJlUoCBg5mvhVKyzTsqOPU5yehu/gYZhMJnY89ShqN3dGr9nMyKWryDt1kphv5luWr65Oqs8xKEiIZ+dTM2j76ONM2HGA8Iens/Op6RQmXrB8R8LaVQRPup1Juw/TYtLtV7Wv6fv3MXLpaob++S+nf/+F3S88TeeXXmfCf/uQKhSc+K5uw+42hdPL4+g1swMPHpyIe3sXdr5z+MorVXBm7QXG/TaIe/8biza1iGM/nQbg1LI4Mk/mcvem0Tx4eCIjv+6HjbsGgOg/znDy33OM+qY/0/ZPIHi4H2se3YGhrPzezol/zjH0s97cv2c8Gnc1m14w3+ucvMQ8PN/Ev4bwSORkus6o/70GgNhV8fR7owsPHpiI0lbBiqlbUTkquX/3OLo/3Y7trx/AoDNe1bYbU1TccgZ1mMmzEw/i7dKejYfrV9+dvLCWuwf9xuNj/6OgKJUDp831XUlZPn9tf4jwgNE8PWEfI7u+zdqDr5OYcQiA2KTNbDj8DkM6v8pzkw7zwLCleDi1IdRvGH3CptPKZxAvTI7khclXN0xxmV5LXlEij43ewoQ+c9kS+TGbj37EpL7zeHzsDnIK4jl69vq5LgmCIAjXF5GAJTRbcxYdp8s9Sy3/FZfo6dfJi/6dvZFKJWhUcsKCnekW5o5CLsXNSc2DY0PZF51eaTvjBwQSFuyMXCZl4sAgos/mAJCZW8LGfUm8N6Mbni4apFIJbVs44+JwdW8ptm3hzIhefshkUkb3CyAtu5hHJ4Vho5YT4u9Im0Anos/lXPNxac5+mnOcSV2WMr7DErZGJPDG132RyaV4+dnSfYA3SpXsYg9X4UQdzMBoND/c2LoynikzwnD11GDnoOSeJ9pe4Zuu7N6n26JQyujS1wt7RyW9Bvvg4W2Drb2SHgN8OBN945TFyEB/vG1tkEgk9PL2pL+PF/tSzQ+0e3p6EJOVQ0GZjr0p6YwI9MdZpSI2N499qemEODvipCr/m7+rdUtaODogk0o5lZNLfEEhL3XrhEYux1mtYnr7MCLOld/gN5ng2fYTUckUtHLwobNbK6Ky4wD46+x2Rgf0YKR/NxRSOfZKGzq7tbzq/Xy49UicVHZ4apzp4RFKK0cfurmHIpfKGOXfneicxn/wADDn+BK6LH2cDktmEJGwl6/7PnFNw2Dd3WoQ/nbuqGQKxgb0IjonDoDj2XHEF6bxUqc70MhVOKvsmB42moj4fZZ1jSYTL3a4DY1cZek56HIr4nbzWPhYfGxdsVWoeaXznexKiyatuPwceKTNKDw1zqhkCranHMND48RdrQYil8oY4tuJ3teQOAcwPqg3IY6+qGQKhvt2MT8IDh2GXCpjTEBPcsoKSdZmXdN3NCZPjTN5Zdo6LauRq3iy3XiUMjmd3VoxLrAXy+PKb5aGOwVya0APZFIpE4L6UGY0EFeQdtWxPd12AkqZnL5ebXFU2jLYpxPeNi7YK20Y4NO+yc6LayGRSPh90Eu0cfTnq+iVDF79EiPXvsbO1GiySvJZn3iIt7reg4PSBhu5imfaTWTNhf0YjOYbV7e16I+90gaFVM4jbUZhNJk4lZto2X5tZbI8fg/3hgyltZMfKpmC5zpMJqUom2PZ5y3r39VyEC0cvJFJpRzLPk9uWSEzwseglMnp5NqSWwO6X9P+D/TpQFf3EORSGbf6dyepKNNSrn08w7FXaCrtT3NXsY58fNc8ZoSPxVXtwOoL++np3poRfl0v1tvd6OoWwqqE8jptoHcHenq0QSaVMjm4H0lFWZUeaI8N6ElH1xZIJBLUcuVVxXcjnDPX4lL5VPzvkjDnALq5h6KQynFTO/Jg6HBLUjWYE1fO5qdQoCvGQWlDB9dgy/Tc0kLiCtKQSaWEOwfgdLHXrPpyUdlXuj4U6oq5PfgWnCtc/6/XMrrUy1eJvowNiYeYENjHMm9byjEclLZMaz0cpUyOj60r94cOrXTNr4tH2ozCVe2Ag9KGEf5dibp4rOqyfXuFhscu1m01tSmu5O6WgyqdT04qO0b4dUUmlXKrf3dO5yVVSqawlkvXdXuFhtEBPbCRq1DJFDzdbgLnC9JIK861LBvi6Mvk4H7IpTLLcalPvS2XykjWZpFWnItKpqCHR+taY6vtmrYyfg/jAnrR2a0VSpmcJ9uNv+qyqs1j4WOwkasIcfQlzMmfru4hldpxMY10DtbUxq6tLVuX9nJtv1eqExG/j6mtBhNs74VaruSFDrdhrJCU9/uZLTzcZiRtXQKRSqSM8OtKC3tvtqeUvwg2PrAXYc4ByKUyJgb1tbTvr0Zb5yDLeTQ6oAdpxTk8GnarpYzaOPk3Sb2YXVIAgJfGudr5W5MjcVbZc1/oUBRSOT09WjM2oCfL4nZZlgmy96z0G6OXRxtWXSyr389s4en2Ewmy90QulXF/6DBKDWVEZp+zrF+xTaaUmXuzrqneu9wfZ7bxVNvxtHMJQiKR4GPrauld62rcSO2JwDHjcW4dhlQuJ2j8RHJiouu1fptpj6B2dUXp4ID/0BHkxETVurzJaKTDMy8i12iQazRXFXPQmPE4tgpBplThO2Q4+uJiQqfej1QuJ2DUGMpyc9CmNK/hzK/k+JdzWNqni+U/fVFRpfnxEctx79qdgJG3IpXJcAoJJXjCZOLXlCecOrYKIXjCZKRyOXKNhrhVKwh/9DFsvX1Q2NjS+cVXSNuzi+L0NFzatkfj6UXy1k0A5JyIpigl+Zp6Dmv72NPIFEq8evdF6eiIz4DB2Hh5o7S3x6f/AHJO1O9vy5oa+7xo+9iTKB0c0Hh4EvbwdOIjlgN1K2en8HDL/KCxEzDqyiiIi7vWXbZQObtUOp90hYUET7odlZMzGg9PPLr1qPfxaExB4yZwYcNaDKWlgDl5zm/YSORqNdnRxymMj6fT8y8h12hQOTmbj3eF41ldnVSfY3Bh3Wrcu/XEb+gIpHI5/sNH4da5KwlryxPWvXr3w7tvfyRS6VXXe+H/ewy5jQ2OLUNwah2Ge+eulerBnBMxV95IEwkdH4hbmDNSuZTWE4PIqOc9+M6PtMHGVY3KQUmLEf5kRJnXl8ol6LQ6cs7mgwmcgu2x8zb3XhT1+xm6P90epyB7pHIpHe4PxVBqIC2y/GX4tne1xLmlAwqNnN4zO5K8N53ClKJqY7i6/Q7CJcQRmUpG8HBf9MV6OtwfilQupdWYAEpyyihMrtu9xabUNnA8ns5hSKVy2gdNJDWnfud3zzaPYKt2Ra10oLX/CFJzzPXdmeSt2Kic6RZ6HzKpggCPnrQNGMvxOPOLx4fP/EH30PsI8uyNRCLFVu2Kl/O1PxOqqH/bp5HJlAR79UWjdCTEZzAONt6olfa09BlQ730VBEEQhLq6McbfEm5Iz09tz7Sx5TeoZ361DztN5THS41MK+PDnoxw/k422RI/JBHKZpNIybk7lb+Br1HK0Jeab/kkZWpQKKT7utfdcU1eVvkclrzJNrZJZvvtGNe359kya1prM1CLenL6T86dyad/dndysEha8d4SogxkUFZjfQtSVGSnW6rC1V5KVXoKnT3k5ePheW9evGls5KnV59abWyHB2Ky8LlUZGcdGNUxYrzsXxY/QpkgqLMJpMlBgM+NmZj6erRk2woz0H0zPYk5rO1Nat0BkN7EtN51xePr0r9H4F4GNbXg5JhUXkl+no9ucyyzQTVHoAYadQV3rwYyNXWd4QTy7KoptbaIPt56VhRgDUMhUOivKbFhq5kqIKb6Y3pufbT2Za6+GkFuUwfedcTuVeoLv71e+nu7p8CBcbuQqtzrwfSUWZ5OuK6LasfEgS8/Evf1vKVq62DCFTk9TiHHwrvN3tqXFGKZWTWpSD58UHKD425fPTinPxtan8NriPrRulhqt/g9hVVaHs5MpKZXnp70erL73q7Te2tOKcK/ZydomH2gmFtLz+8bV1rdQDVsUheyQSCWqZolKvCvVhK1dXSkLRyJS4VTy2MiVFzfi4VuSuceSVzlN4BcgtLWRBzCoe3zWPXwa+gNFkYtCqmZWWlyAhoyQPD40jXxxfxpoLB8gsyUcqkVCoKyGnrDxpp7YySS3Kwc/WzTJPJVPgqXEitaj8Jl3F3hHSi3NxVztVSrr0tnElNu/qH/C4qSqeD8pqy/V6KUcoryMB4gvSeHTnXBwUNqQW5eBb4VgD+Nu5k1pUfjO24t+vjaVuKLEMgXe1PVVcciOdM1erYvlcEvLXg4C5vD48+hfHs8+j1ZdiwoRcYv5bt5Gr+Kb/U/x4aj2zj/1Da0dfnmk3kV6eYTzceiSlBh1P71lAga6YW/178GKH264qSa6668Pl1/8iXdNc7xtaH88wXj2Qx9cxEXRya1npepCozSQ2L6lSQpzRZLIMSVxXbhXaFBpZeZuiLtv31Dhf89COl59PbpeVpwkTJYYyS+KEtVy6rpfoy/jw6F9sTzlGbpkWqcT8OzKntAAvm6ptpEvqU29/2ONB5kWtYOKGd3BU2nBPyBDuDRlSbVxGk7HWa1p6cS49KiTFK6RyPCqUeUOp+HeklimrtOMaq81WUxu7trZsclHWFdvLtf1eqU5acW6lc8NV7YBKVn4fIkmbyWfHljA3arllmt5oqPRyQ6VzUa66pmN2+Xl0+fbVMuVVtyXr49K1OLU4h0A7jyrzU4tz8LvsOu1v586BjNOWz9X9xrh03JK0mbyw99tK9ZDOaKixTXZJTfXe5ZKLsgiy96xx/+rjempPSOVyTPrK9z6MFz9L5ea6WO1W3j6TazToi+r3cLji+jKNBp229vXltraWYbaulsq1/G9Brlajrvj5YnJDfffD2to//bxl2MXqaJOSSNmxjaV9ulimmQxG3Lt0s3y28a6cVFicloqtj6/ls8bDE6lSSVFaKhoPT4LGTCBu5XICRo0hbuVy/IaOuOrkELmtLXJ1+X03mVqD2tWt0ufLk8qspTmcF7be5eVi4+1Dcbr5pay6lLPGtXyYOYlEgkytbtC/9+rOp4rTZGo1uuLmUZYAru07onZ1J2nrZvyGDidh7Sr6fDoXgKKkJHQF+SzrV378MJkwGcrbCdXVSfU5BkVpqdj6+lZa387Pn6K0VMtnG2/va9xLLjuf1FXqwaaq86RyKUa9qdI0o95omQegqXAPXqGRo9PW7x68TYX15RoZOq35fmTohCC0GSX8N+sghSnFBA32offLndC4qChI0rL5hb1IpOXPhYw6I9rU8r9Ve1/bSt8hU0rRphVbkriulca1vL0pV8vRuFY+DkC9j8W1kkrlGEyX1XcXRyCQXrxPZqsu/9tSyDWU6ev3t2RXcX2ZhjKdef2C4lQcbSsPuehk509ChnlUlLyiJNrZTajXd9WHUm6LokLP3AqZpvK+yjSU6ZtPXSYIgiDcWEQClnBdkVbOrWLWN4cI8rZj9txRONgq2bgvkZe+2l+nbfm621KmM5KSWYS3W+0NbRu1nOLS8sZqUYmewuIbqzvzhuTmZcMz73fjhbu30neYH79+eZzSEgNfLx+Ok6uaszE5PDZ+A5fyeFw91KQla2nTyfzjMT255savxkZOWYkBk8mE5OJDkuz0YlqGOTX2bjVLyYVaXtq5nx+G3kJPLw/kUikztuzERPmP4V5eHuxKTuVoRiaf39ILvdHIsnNxnM3N58WuHSttr+I55mWrwVWtYvcd468qNh8bV+IL69azj41cRYmhzPI54zoYbsvLxpn3uz3A3Vs/Yphfl2r2IbfS8pce6tV5+xoXXFUO7B7/eY3L1GWbXhpnkrRZdHI19z6WUZxHmVFvebAIWM4lAE+NE0lFlXujSinKwkVV/U3yK+339U5vNLA56QgDvDtgI1dToi+rNP/yoeHSS3LRGfWWhJ9kbbYl0a0+zMdVV6muSy/OJczJ/yr35PrhpLLjyXbj+fH0BgxGI1KJhF3jPqu2l48VcXuISNjHjwOeI8jOE4lEQtelT1QaPqq2MvGycSaxwpCHZQY9acW5eFV48Cql/Pzw0DiRWZKH3miwJGGlFNXce5vtZedH+g12flxJoL0nA707sDUlkk6uLSoNQwTmh631SWCVUHOddzOfMw1l1qFfCbLzYvaoh3FQ2rAx8TAv7S8fBrKPZzh9PMPRGfUsOrOVGbvmceji0LIzO97OzI63c6Ewg0d3zGXRmS081GZkpe3XpQ69kUklUiYG9WFBzGq+6vtYpXneNi60dQ7k32Gv12lbknq2Keqy/Stt00auprhSfXZ9ll3F6/oPp9YTlRPHn0NewdvGhfyyIroue4KKj5Tq2367XKCdB5/0egSTycShzFju3/YpnV1bmnvhuaxOi4jfV+s1zUPjVKnHUJ1RX6kcpLXUkVCe2FpsKMUB8+/fjJI8VLKr61GwsVzexq6tLWs0ma7YXq5NdcfMU+NESoWkn6yS/EovInjbuHBvyBDubjXoqr6zIhu5muIK9WKRvpTCZppkGmzvhZ+tG6sT9vFY+Ngq8700ziRe1qNtojarUo9Z1f3G6OzaCjAf19c638Ut3u1rjOFKf+O1Mf82TaezW6tal7vR2hO23r4UJl2oNK3wQgIqZ2fkNld+4CzX2GCoMERdSUZGLUtfRlp9Uq+khumW77S5hu+8gdl4eeM7ZDh9PvmixmUklyVSazy90CYn4dqhE2Ae3s5YVoaNp3kIz8Ax44ia/yVFaakkrF1Fr48/q3a7l8qk4nlRnJmOE2HXvmNWYNXz4iJtSpIlSasoJQWNhzlBtC7lXJu6nF8Vh50EKMnMrGHp60fQ2PHEr1qOXKNGptbg3q0HABovL1QurozfurvGda90zK7ExtOLjMOHKk3TJifh3rVCT9m1fMelvzlDSTFcTAQrychApmr4Xk4bgp2vLfkXCitNy08oRO2sQmFz5UeNchs5+pLyYQGLMure7pHKpXSdEU7XGeEUZZaw8dk9HJwXRf9ZXbHztqHva50JuKXmZLeCpPLEoqKsEgxlRmw9LyadXqGJobgsbm094rYmR1tf8gor13c5hQloVM4o5Veu7xRyG3SG8n3VltS9vrPXeJGnrdybe542EQeN+RrkaONLTmH1PYZe6bepUm6D3lD5ulRYnI6n0/V5XRIEQRBuPGIIQuG6Vlikw1ajwE6jICWziO+Xn7zyShe5OakZ2sOXNxYeJD27GKPRRPS5HHIKqr6p2LalM0dPZXE2MZ/SMgNzFh2r94OPm01IWxc69HDnz4UxaAv1qNQy7ByU5OeU8vu8yt27DhwTyN/fnCArrZjC/DIWzau5+1ffIHtkCilbV8ZjMBjZGhHP2RO5jbw3zYfBaKLUYLD8l1dWhglwVauRSiRsS0xmZ3JqpXV6enmy5EwcQQ722CoU9PByZ09KGnH5BXT3dK/+i4AOri5429jw2eHjFOrMN6GTCrVsT0ypU6x3thjAqoT9bEg8hN5ooKCsiCOZZ6tdNtw5kOVxu9EbDcTkJLAiruabI81JW5dAeri3ZmHMato6B7Ih8RAFZUVkleTz3cl1lZZ1VTtwobDuP1Q7uATjbePCZ8eXUqgrNh9/bWal4U3qYnxgbxbGrCKlKButroQPji6mj2d4jUlBA707kFacy19nt6M3GtiaHMmetBM1bv9K+309O5ufwsx9P1CgK+bB1sMJd/LngjaDAxmn0RsNfHtiLbmlld8MK9aX8nV0BGUGPUezzrIyYS/jAnvV+7uD7L1QSGWsjN+LwWgkIn4vJ3ITGmrXmpW8Mi2fHV/K2fwUDEYjxfpSfjq1ASelLWHOAQz17cLbhxeRXWoe+iajOI8NieYbnIW6YhRSGc5KO8qMer6KXlmlF4jaymR8YG9+j91MbF4SpQYdn0ctxVPjTAeX4Gpj7eTaAgelDQtPrEZn1HMs6zxrLhyocd/CnQPZkRpNenEuhbpi5kWtbIhDdt1I1GayLeUYrR39GO3fg30Zp9iUdAS90cD6xEMcyDjN6IAeDfJdN9M501gKdSXYKtTYKdSkFGXzfYX6PLPEfN4V6oqRS2TYydXILz7k25J8lPMFqRhNRuwUGuRSGbJqhuatSx16o5sWOpyfBjzHYJ/KCfCDvDuSVZrPotgtlBp0GIxGzuWnVBoCsiI3tSMJhenVzqtOfbdfnbbOAaxK2EepQUdCYTqLYrfUed3m4vLreqG+GJVMgaPSFq2uhDnHljT4dy47v4vMkjwkEgkOChukEqmlhx83tUOlcrzSNW1MQE9WJuzlaNZZygx65kWvpLhCLztuakcyivOqJDpe4qKyx8fGlWXnd2M0GdmbdqLe7cqmUrGNXVtb9lrby9UdszEBPVl0ZgvxBWmU6Mv47PjSSol4U1sN5vuT64jKjsNkMlGsL2VXanSlpK0676dzIEezznA2P4VSg445x5bQXG8zSCQS3uhyN9+eWMOvpzdZhgg+X5DKK/t/pJt7CNkX6xm90cCBjNNExO9hQlD5cKtxBWlVfmNcagdMbTWYL6OWcy7f/FuzQFfMpqQjFOqKGyT+KS0H8FX0SmJyEjCZTCRrsziTX7UH0xutPRE4ZhxnFi8i50Q0JpMJbXISUQvmEjB6XJ3Wdw4LJy5iOUa9npyTMcStWlHn71Y5uyCRSim8UL/j5xzWlsRNGygrKKAkK4uTP31Xr/VvVIFjx5O+fw8XNq7DqNNh1OnIORlDVlTN9V3gmPHEfLeQotQUdEVajs7+AM9efSol+7h16caBN19FqlDg0aP63632gUFI5QriV6/EaDAQvyaC3BM13yNo7qx5XlwSvXAeZfn5FKenceKHhQRe/O6rKeeK1K5uaBMvVHohqSKnNuFoEy+QcegARr2eEz9+S2lebr3jb0omgwFDaWn5f2VV79sHjp1A6u6dnPrtZ4JGj7Pcs3dp1wEbL2+Oz/0MnbbQUt4pO7Y3WHz+I0eTcXAfSVs2YdTrSdy0noxDBwgYObpO66ucXbDx9uH8ymWYjEbS9u9t0PgaWui4QKIWnSEjOgeTyURBkpYDc6MIGRdQp/Xdw505tTwOo95IZkwOp1fE1fm7E/ekkRmTg1FvRKGRIVfJkMrM7ep2U1tx4Msocs7lA1BWoOP8piTKCsuT6GMWnyXnXD76Ej17Z0fi3d3d0vuVjZuavITCql96kVtbZ85vSKS0oIyirBKOflf331HW1DZwHIfOLCI1x1zf5WmT2Bk1l7YBdavvvJzDiYpbjtGoJy0nhqi4utd3LX0Goi3N5lDsIoxGPRcyDhAdH0G7oAkAdG45hYOnfyUhfR8mkxFtSZZlSEBblRv52iRLb12Xc7EPQipVEB2/EqPRQHR8BGm51+91SRAEQbjxiB6whOvaK9M68cbCgyxad4YgbzvGDwgi9kLdx26e/WQPZv92jEkzN1JYrKOlnwPzXuwL9pWX693ekynDW3Lnq5tRK2U8dWdbbNXi9LmSux4LZ+Y9W/nw54F8+9FRJndbhpuXhsnTWrN7Y5JlubsfDyc3u4T/jV6HrZ2cux4LZ/+26pN8bO0VPPNeN76fHcm8tw8zeHwgXft5NdUuWd3HhyL5+FCk5bOvrQ0z2odx34atGEwmhvj7MsS/crfzPb3c0ep09PIy32SzVyoJcrBHAtgrKw/rWZFMKuXbIf2ZfSiSkcvXUqjT4WNrw5TQlsCVu89u6xLIvL6P8cXxZczc9wO2chX3hQ6js1vLKsvO6nw3M/f/QNdlT9DFrRUTg/vWmKzV3DwWPoZ7ts5m0+iPiMlNoH/EC/jYuHJPyOBKDzYfCB3GS/t+pMvSx+nqFsJ3tzxT63ZlUinf9n+a2ZH/MHLt6xTqivGxcWVKywF1OfwWj4aNpshQyu2b3qfMoKOnRxvm9HqkxuWdVHYs7Pckbx9axAdHF9PXM5xxgb0w1HADb1rr4bXu9/Xmk2P/8mXUMiQSKZ4aJwZ4tWfZsFm4qh1wUzsys+PtPLlrPkaM3BcylFaOlc+3EEdfDCYjfVc+i1qm5Ln2k+jlWf83sOwVGt7rdj+zI//h7cO/Mz6wN/282jXUbjYrCqmctKIcHv7vc7JLC1BJFYQ7B/L9Lc9iI1fxcY8HmRu1gskb3yWntBA3tQO3BvRguF9XJgb3ZVdaDANXvYidQsP9ocMq9bQAtZfJxKA+ZJbk878dX5JfVkQH12C+7f9UpSEGL491Qb8nee3Az3x3ci3tXYIZH9i72gd4YE7w2p9+khFrX8NZacdT7caz+kLdeuq8Xn1y7F++iDIPXWuvsGG4XxeeaDsOlUzB130f59NjS3hh73f427kzv+8TBFQzjNHVuJnOmcbySqc7eePgryw6s4UgO0/GB/UmNtrcXjOaTPxyehMv7/8Ro8lEsL0nX/V5DKlESnxBOu8e/oOsknxs5GpG+HXl7pZVe4YJtPe8Yh16o3NS2dHXq22V6bYKNT8PfIHZkf8wL2YlpQYdAXYePHxZL2KXTA8bzXtH/uDrmAjGBvTi7W731vq99d1+dZ5tP4nn935Lz+VP0crBlwlBffjjTPNPwqrtuv5g6Aie2/sNvVc8g7PSjmfaT+SPs1sb9Pt3p8Uw+9g/FOlLcVU58FLH2wl3Nj+geqbdRN478gevHfiZ/4WN4t6QobVe0/p6teWZdhN4Ytd8Sg1l3NVyICGO5UPe9PJsQyfXFvSLeB6jyciqEe9UiefDHtN48+BvLDyxioHeHRkd0BOd0VBluebgUht7w60f1NiWvdb2cnXH7LYW/bigzeCOzR8gl0iZET4GlVSB8mJPmkN8O1Fm1PHagZ+5oM1AKVXQwTWYt7rcU+997O0ZxpSWA7lz8weoZUqeajse2wpDpTQ3g3068f0tzzI/ZpXlWu9j48r4oN64q534/pZnef/In3x6fAkeaife7nof3Sr0dNnfqx1Hs87y4dG/cFU78Gmv/1mGBbw3ZAgyiZTHd31NSlE2dgo1Xd1C6FVh2M1rcX/oUIwmI0/vXkB6SS4eaidmdZlKK4fK16EbrT0RNH4SOq2WvS8/T1FaKionZ/yHj6TtjKfqtH7nV2ex/7WZLOvTFbfOXQgeN5HMyCN1WleuVtN2+hP899hDGHU6ur72liXxpzat751G7skYIob1x8bbh5C77iH9wL46feeNzMbTiwELfyTy8084+M4sMBqxb9GS9o8/XeM6YQ8/iqG4iE1Tb8dQVoZH9570+nBOpWWCxk5g/+svEfbw9BpfNFXY2dPtrfeI/Gw2hz94m8DR4/Hq269B968pWfO8uMR30FDW3z4OfWEh/iNGEfbIdODqyrmiFpNvZ/fzT7OsbzdsvLwZuXRVpfn2AYF0fHYmu557EkxGQu6+D8eWtfcMaG2Rcz4mcs7Hls82Pr5VlrH19sGtUxfS9+2h2+tvW6ZLZTL6z/uWyM9ns3bcSHTaQmy8fWh525T63FarlX1AIH0//5pjX37K3ldfwM7Pn75fzMfOv24JSQA93vmQg++9yYnvFuJ9y0ACRo3GqGueI2+0nhSETqtj8/N7KUwtQu2souVIf7o9VfU3TnX6zerMlpn7+aHrMry7uNF6YjBpR+rWC1txZgk73jpEYWoxcpUMvz6edHvS/L3t7g1BIpOw/vFdFKYUobRT4NXVDd9e5fcb2tzWgk3P7iEvvhDPTq4MnVOedNr9mXbseu8I2147QOf/hdFqdOXy6zitNZkxufzWPwI7Hxva3xNC8r66vxBjLe2DJlGm07Jy7/MUFKVio3Kmtf9I+retW303rPMsVu2fyWfLuuLn1oX2wRNJyqxbfadROnLnLd+z6cj7bD/+KXZqD0Z0fRt/d/OQoKF+wyjVFbL+0NvkFyWjVjpyS7tn8HJuSxv/UUQnRPDl8p6YMPHcpMOVtq1S2DOq23tsjZzNhsNv0zZwPC28rt/rkiAIgnDjkZhqeiVCEOrgzLIp1g5BuMip/7wq0w7nPmGFSITqdHGah0wmw9nZmZycHAwGA7kv3ADlUzLC2hFcM6d5VYfQyH0iwgqRCNUR5dN8VVc2cPOVz+sHfsGEife7P2DtUCoR507z5jRvbNV2gSifZkHUbc2bqNuatxuxfNKLc+m78jl2jJ1TaQjv683/2bvv8KiqrY/jv5lJ7w0SSKETeu9FmoCogIq9i9gR0ddesd/rvXYUvTYUGygqAoL0Ih1C7y1AgIQkpPfMzPtHzEgggWRSZki+n+fxMTl1nVnsmZ1z1uzt6Nx8sOM37U49pin9Hq6xc15MSusXjI9PdXRY+NvksIBzlpEf53Cx5SbreJzmXDZIV6/aJLe/p5urzS62/NQlpeVGkl6spc8Svh04W32f66wmQyMcHUq5vBJQ9JznzL7Bfx5IvsBeqClv/OjchasAAMdjCkIAAACgnDYk7tPJ7NOyWC1anbBLs4+u1WWR3RwdFgAAqAKFFrMWxsWowFKotPwsvb75B3UJbn5RF18BAAAAAACgZjCHGgAAAFBOxzIT9eiaT5SWn60wz0A93uFa9b+Ip6YBAAD/sMqqT3f/oSfWfS4Xo0mdg5vpnd73OjosAAAAAAAAXAQowAIAAADK6ZomfXVNk76ODgMAAFQDV6OLfh76vKPDqHUmtLvK0SEAgMN5h0fohu37HR0GUOfcuqz0aeYBAACqA1MQAgAAAAAAAAAAAAAAAICdKMACAAAAAAAAAAAAAAAAADsxBSEAAAAAAAAAAAAAALDL+hsPODqECunxY3NHhwCgFmIELAAAAAAAAAAAAAAAAACwEwVYAAAAAAAAAAAAAAAAAGAnpiBErTDwNXvfRwABAABJREFUvtlKSstT55bBmvbKoGo9185DKbr5+SXKzTfr6Ts66q6R0dV6vtrg9oGzlZKUp9adg/XWtOrNz4GdKfq/m5coP9ese57uqGvuIj/nM/Dn2UrKzVPnesGaNrya207KEd285F/KNefr6Y436K7oYdV6vtpg4OwnlJSXrs7BzTRt0JPVeq6UvEwNnPOE8s2FuqX5ID3f5eZqPV9tQH6cF7lxbuTHedVkbiSp96yJSsvP0oAGHTSl38PVfr6LHW3HuZEf58V7m3MjP85t9vCByktOUnDHzhr0xbRqPVdeaormDBsoc0G+mt94i7o89Xy1nu9iR26cW03mR5JmDeyt/LQ0Neg/QP0+mFLt57vY1WR+Unbv1JI7bpY5L1cdH39a0bfdVa3nu9h9O3C2spPyFNo5WKOr+TlC4s4U/XbzEplzzer9dEd15DnCBX08e6Cy8pIUHtxZNw+q3rYTn7JT3y65WYXmXA3u+LR6RNN2AAAXBwqwUGu8+2gvDe0ZobwCs175LEartyUoJT1PocGeGndVK103pKkkKTk1V69/tVnrdyYqM6dAUWE+euSGdhrSI1ySlFdg1thXluvAsXTlFZgVGuSpu0ZG68ZhzSRJbZsGauv3Y3TLC0scdq0Xo2fe7aU+QyOUn2fWR6/EaPPqBKWn5Ck41FPXj2ul4dcV5Sc1OVefvL5Z29cnKjuzQA2ifHTbI+3Ue0i47VhWq1XTP92tP348qNTTeQoJ9dST/+mlVp2C1bxtoGZtHaMnbiE/5fXuJb00NCpCeWazXlkXo9UnE5SSm6dQL0+Na9dK17VoWmL7GfsO6vOdexWfna0gt0V6vsvNujS8sw5nxOs/W3/S5uSDyjMXqIVfuJ7seJ261mshSWob2Ehbx0zRLUv+7YjLvGi92+s+DY3oojxzgV6J+U6rE3YpJS9DoZ6BGtdqhK5r2r/E9jMOrtDne+cpPjtFQe6+tvxsSNyncSveLbFtTmG+bm0xWC92uUWB7j7aOmaKnlz3RU1e3kWvqvIjSRsT9+lfW2boYMZJebu466rGffRY+2tkNBjJjx3Km5sTWckaMb/kA4Q8c4EGNOigT/tPKDrW9l+06PhmHUw/qVubDy7xoJvc2Keq8pOcm67XN/+o9Yl7lVmQoyif+nqk3WgN+btdkZ+Kq8q2k1GQoxc3fqOlJ7bKw+SmW1sM1vi2o2zbrxn9nj7Y8Zt2px6ruQu8yFVlfqSyP5doO/apSL9gf9pxvRrzvXamHJGbyUVDGnbSc51vkqeLe9Gx+OypUlWZG97bql5V5ueWJf/W5uSDcjWabPssuPwNhXoGSiI/9uj173cVMWSozPl5innjFSWsXa28lBR51g9Vq7Hj1PTq62zbph3cr5g3X1XKrp0yubmp4cAh6vzUc3Lx9CxxzNykJM0bfZm8GjTQ8J9nS5LcAwI1Zv1WrXuu+gvxaouqzM3pnTu0+d+vKXXfHrkHBKrtgxPUZNTVksiNvaoyPxdaP3rZGu34+AOl7tntkGu9GFUkP+drH+b8PC2/b6zSDx2QOS9PnvVCFX37XWp23Y2SpMDWbTVm/VYtuesWh1znxWjou73UZGiEzHlmrXwlRnGrE5SbkifvUE91GtdKra/751514o7T+uu1zUrekyqPQHd1n9BW0Vc3OeeYyftS9fNVCxU1oIFGTOknSarXNlD3bB2jWTxHqJDRvd5Vy4ihKjTnaUHMK4pNWK2cvBT5eIaqV6tx6tj0n7Zz8vQOLdr8mk6l7pGXe6D6tZ2g9k2uPueYian79OXCq9SswQBd26+oiDQssK0eH7NV3y2h7QAALi4UYKHWMZutqhfooamTBioq1Ftb9iVr3GsrFBbspf6dwpSVW6g2TQL1xG0dFRrkqaWbTujRd9Zo5ltD1SLSXy5Gg14c10XNIvzkYjJq/7E03fbiUjWL8FP3NvUcfXkXPYvZqqB6HvrX1IFqEOWtPVuS9fy4FQoJ81LX/mHKySpUszaBuvuJjgoO9dT6pSf0xqNr9OHMoWrUwl+S9NU727VjQ6Le/HqgGkb56NSJbLm4MqNqZZktVtXz9NDUoQMV5eutLUnJGrdohcK8vNQ/PEyS9OO+g/pq1169e0lvtQkKUHJab2UX5kmS0vOzdUmD9nq12x0KcPPRz4dXatzK97T4in8pyN3XkZdWK5itFtXz8NfUgY8ryruetiQf0rgV7yrMK1D9w9pJkn48uExf7V2od3vfrzYBUUrOS7flp3u9lto65p9vQSblpqn/74/ryqieDrme2qay+TFbLHrgrw91d/Rlmt7qWZ3MOa3blr6lcK8Q3dR8oAOv7OJ3odw09A4u0TbyzYXq9/tjuiKqh21ZI59QPdnxOk0/uMIRl1CrVTY/WYW5ahMYpSc6XqtQzwAtPbFNj675RDOHvqAW/uFlnRblUBVt59WY75SWn6UVI/+r5Lx03bHsvwr3CtbVTfo64pJqlarIz/k+l1A55ekXPLb2f+oS3FyfX/KoMgqyde/K9/XRrtl6vMO1kvjsqS5VkRve26pPVeRHkp7ocC0jLlcDa6FZHiH1NPCzqfKOiFLyti1a8cA4eYWGKaxPUZHc2qceU3CnLrpkyucqyMjQyvH3atenH6nDxMdLHGvTGy8roHUb5aemOOJSap3K5iY/PV0rHhyndg9N0KAx3yll53Ytv+8u+UREql6Xbg6+uotfVbSd8rYtVNyF8nOh9mEwuajLMy/Kr2kzGV1clHZwv5aOvU1+TZupXtfujr68i5rFbJVXPQ+NnDpQflHeStiSrLnjVsgnzEuR/cOUl56vueNWqPuEdmr93SAlbk/RnLuWyy/SRw26/fMcx2qxavlzGxXWJcSBV1P7WKxm+XjU000DpyrAO0onkrdoxopx8vUKU9Ow/srNT9eMFePUv90E3TLoO51M2a7py+9SgE+kIuv989litVr0x8bnFBHSxYFXAwBA1aFiAbWOl4eLJt7UXo3CfGQwGNQ5OkQ929XXpt2JkqSoMB+Nu6qVGoR4yWg0aEj3cDVp6Kst+5IlSSaTUdGNAuRiKmoeBoNBBoNBR05mOOyaahMPLxfdMbG9GjYqyk/rziHq2LO+dmwqyk+DKB9dN66V6jUoyk+vIeGKbOKrPVuK8pOemqdfvtyrx97sofBGvjIYDAoN91Zwfc/znRbl4OXqoomd26uR399tp16IeobV16ZTRbkxWyx6f/MOPd+9i9oGB8pgMCjEw19RPvUlSR2Dm+rGZgMV7OEnk9GoG5oNkMlg1N7UOEdeVq3h5eKuie2vViOf+kX5CWmmnvVbaVPifkl/52fHb3q+y01qG9jonPyc7ZfDq9XIt766hDSvycuotSqbn4yCbKXmZ+nqJn1kMhoV4R2iPqFttC+N9lNZF8rN2RYdj5FFVg2P6Gpbdk2TvhrQoIN8XPmsqWqVzU+UT32Na3WZGngFyWgwakh4JzXxDdOW5EM1eRm1UmVzk1OYpzlH1+vR9lfLz81LTXzDdFuLIfrp8MqavIxaq7L5qWi/ARVTnvwcy0zU6Ma95WZyUbCHn4aEdyrRb+azp3pUNje8t1Wvqmg7qD4uXl5qP36ifCL//tzo2Fn1e/RUYswm2zaZccfU+MrRMrm6ySMoWOEDhyh1/94Sxzm+ZJHy09PU+MrRNX0JtVZlc5O0JUYmNzc1v/5mGU0mBXfopPAhw3Ro5gxHXVKtUhVtpzxtC/a5UH4u1D6MJpMCWkbL6FI01kHxs4SMo0ccdk21hauXi3pMbC//v58jhHUOUXjP+jr593OE+JgkmdxMantzcxlNRoV2ClaTYeHaPaPk/YBtX+9TYDM/NezBl+urkpuLly5pP1GBPkVtJzyks6Lq91RcYlHbiUuKkYvJTV2a3yyj0aTw4E5qGT5MWw+V/GzZsO9rhfg1U1S9HqWdBgCAiw4FWKj18vLN2rb/tKIbBZS6Pjk1VwePZ6jVWevveX2F2t7wk0ZMmKcQf3cN6xVR/cHWQfl5Zu3ddlpNowNKXZ+anKujBzPUpFXR+j1bkuXqZtKyOUd0U99Zun3gbH3+1lYV5JtrLug6Is9s1rak04oODJAkHUrPUFJurnadTtHAn2er30+/67kNU5VRkFPq/ntT45RVkKvmfg1rMOq6I89coG2nDys6IFKSdCjjpJJy07Ur5YgGzn5C/X7/v/PmZ+bhlbquSf9S16HyKpqfAHcfXdukn346tFIFlkIdyTyl1Qm7NLBhB0deRq10dm7O9tPhlRoV1UvuJtcajgxS5fOTnJuugxkn1SqAfltVq2huDmXEq8BSqNYBUbZtWgdE8ZC8mlQ8PxXrN6BySsvP3a0u06+xq5VbmK/EnDQtjIvR4IadHBdkHVXR3PDeVrPsbTtTds1Rt18f1qg/J+nXw6tqOOq6w5yXp9PbtymgZbRtWas77lbs77+qMDdXOUmJilu8UA0HDLatz8/I0Ob/vKFuL7ziiJDrjArnxmqR1WoteRCrlQKfamJP27nQelSdc/JTzvax4qF79FPXtpo3eoTcg0MUMYSRGKtaYZ5Zp7adVvDfzxGsFp2TG6tVSt6bavs943iWtn+zX72f6liDkdZNheY8nTy9TfUDitqOVee2HausOpX6T9tJyzqujfu/0aCOT9VorAAAVCcKsFCrWa1WPfvxBjVu6KvhpRRQ5ReYNfGdNbq8T6TaNw8qse6z5y7Rtu/H6NtXB2lY70i5u5lqKuw6w2q16t1nN6hhY1/1HX5ufgryzXpj4hpdcnmkWrYvyk9GWr6yMwt0PDZTXy64XP/9frA2rjipGf/bU9Ph12pWq1XPrt6gxn6+Gt6oKDdpefmSpNUnE/TLlcP0+8jhistK1Bubfzhn//T8bE1c84nub3OF6nn612jsdYHVatWzG75SY99QDY8oGp45LT9LkrQ6YZd+Gfaifh8+qcz8bEjcp2NZibqqcZ8ajbuusDc/l0f20PSDy9X+5/t16dynNahBR10S1t4h11BblZabMx3PStLqhF26rinFiY5Q2fzkmws1cc0nujyyu9oHNanucOsUe3KTXZgnLxd3uRj/6UP7uXopqzC3RmKuS+zJT0X6DaicsvIzIKy9NiXuV6dfHlSf3x9VA68gXdu0nwMjrXvsyQ3vbTXH3rbzeIcxWnzFv7Rm9Lt6osO1emXz91oQt6m0U6ASrFarNrz0rHwbNVbEpcNty8P6D1Di5k36pVcn/T6oj7zCGqjp1f9MD7n1nX+ryehr5NuosQOirhv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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 600, - "width": 1200 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(aes('x', 'y'))\n", - " + aes(fill='metal')\n", - " + geom_tile(top, aes(width=tile_width, height=tile_height))\n", - " + geom_tile(split_df, aes(width=tile_width/2, height=tile_height)) # new\n", - " + geom_tile(bottom, aes(width=tile_width, height=tile_height))\n", - " + inner_text(top)\n", - " + inner_text(bottom)\n", - " + scale_y_reverse()\n", - " + coord_equal(expand=False)\n", - " + theme(figure_size=(12, 6))\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Change the `fill` color for a different look and use a `theme` that clears out all the clutter." - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:21.014098Z", - "iopub.status.busy": "2024-01-09T15:12:21.013866Z", - "iopub.status.idle": "2024-01-09T15:12:22.485850Z", - "shell.execute_reply": "2024-01-09T15:12:22.485336Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 600, - "width": 1200 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(aes('x', 'y'))\n", - " + aes(fill='metal')\n", - " + geom_tile(top, aes(width=tile_width, height=tile_height))\n", - " + geom_tile(split_df, aes(width=tile_width/2, height=tile_height))\n", - " + geom_tile(bottom, aes(width=tile_width, height=tile_height))\n", - " + inner_text(top)\n", - " + inner_text(bottom)\n", - " + scale_y_reverse()\n", - " + scale_fill_brewer(type='qual', palette=3) # new\n", - " + coord_equal(expand=False)\n", - " + theme_void() # new\n", - " + theme(figure_size=(12, 6),\n", - " plot_background=element_rect(fill='white')) # new\n", - " \n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Add the group number along the top most row of each column, and period number along the left side of the top table.\n", - "\n", - "For the period number, we set the `breaks` on the `y scale`." - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:22.490672Z", - "iopub.status.busy": "2024-01-09T15:12:22.490436Z", - "iopub.status.idle": "2024-01-09T15:12:22.499666Z", - "shell.execute_reply": "2024-01-09T15:12:22.499067Z" - } - }, - "outputs": [], - "source": [ - "# The location of the group number is the top most (and therefore smallest period)\n", - "# element with the group\n", - "groupdf = top.groupby(\n", - " 'group'\n", - ").agg(\n", - " y=('period', np.min)\n", - ").reset_index()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Finally," - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:22.502705Z", - "iopub.status.busy": "2024-01-09T15:12:22.502466Z", - "iopub.status.idle": "2024-01-09T15:12:24.271002Z", - "shell.execute_reply": "2024-01-09T15:12:24.270415Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 600, - "width": 1200 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# Gallery Plot\n", - "\n", - "(ggplot(aes('x', 'y'))\n", - " + aes(fill='metal')\n", - " + geom_tile(top, aes(width=tile_width, height=tile_height))\n", - " + geom_tile(split_df, aes(width=tile_width/2, height=tile_height))\n", - " + geom_tile(bottom, aes(width=tile_width, height=tile_height))\n", - " + inner_text(top)\n", - " + inner_text(bottom)\n", - " + geom_text(groupdf, aes('group', 'y', label='group'), color='gray', nudge_y=.525,\n", - " va='bottom',fontweight='normal', size=9, inherit_aes=False) # new\n", - " + scale_y_reverse(breaks=range(1, 8), limits=(0, 10.5)) # modified\n", - " + scale_fill_brewer(type='qual', palette=3) \n", - " + coord_equal(expand=False)\n", - " + theme_void()\n", - " + theme(figure_size=(12, 6),\n", - " plot_background=element_rect(fill='white'),\n", - " axis_text_y=element_text(margin={'r': 5}, color='gray', size=9) # new\n", - " )\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "What we could have done different:\n", - "\n", - "1. After we set the `x` and `y` positions in th the `top` and `bottom` dataframes, we could have concatenated\n", - " them back together. Then, that `Layers` trick would not save us much.\n", - "\n", - "**Pro tip**: Save the plot as a pdf." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Annotated Heatmap\n", - "\n", - "*Conditinous data recorded at discrete time intervals over many cycles*" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Read data" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:24.276873Z", - "iopub.status.busy": "2024-01-09T15:12:24.276611Z", - "iopub.status.idle": "2024-01-09T15:12:24.286607Z", - "shell.execute_reply": "2024-01-09T15:12:24.285984Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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yearmonthpassengers
01949January112
11949February118
21949March132
31949April129
41949May121
\n", - "
" - ], - "text/plain": [ - " year month passengers\n", - "0 1949 January 112\n", - "1 1949 February 118\n", - "2 1949 March 132\n", - "3 1949 April 129\n", - "4 1949 May 121" - ] - }, - "execution_count": 19, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "flights = pd.read_csv('data/flights.csv')\n", - "months = flights['month'].unique() # Months ordered January, ..., December\n", - "flights['month'] = pd.Categorical(flights['month'], categories=months)\n", - "flights.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:24.289597Z", - "iopub.status.busy": "2024-01-09T15:12:24.289339Z", - "iopub.status.idle": "2024-01-09T15:12:25.586444Z", - "shell.execute_reply": "2024-01-09T15:12:25.585516Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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OOezz4Tx6kM7XXyLkctLy1GOU/es3ozEDsMyajXX2XEylMzBkZaMxmiLH4nbhOLiXzjdeJmjvpuWp31P6hX9HSZCcsb+3mc6NkZhkXHE1aStWo8/oj4nHjbexHvfJiY0JgKm4FH3GMHHZ2B+XJx+j7MsJ4lIxN9L29LgcGD4u5tIZzPzG8O/B5scfwXX8KLrUdCyz552Dox8ZNRym8+HnUANBjBWl+Krrk68bCtH208cJdtrRpqeQ/bk7MS+qQA2HcX9wmM5HN+Cva6bz138l76vJR3QYZ5dS8K3PnIvDGTdqWKX5oRdR/UHMc4vxHG9Muq55dhH6T6ZjmV+KsSgbrS3ytxL2+OnbcYy2P7xBqNdNww/+QsWvvoDWaop5HlSwLp5B2pVLsC6ZiT4zBTWs4m/qpP3xTTg+OE7Ppv3oMlPIvfuqc37sQojJIQnAM7BYLCxZsoQlS5Zw3XXX8b3vfQ+Hw8F3v/tdfvWrX2EwnHmoghDJZGhyucpyV8xjJwL7Yq7QJVOonUGR5bRhvv6RPW9YDdEWqu3fzkxm6QeHGiuKhkxtHsuMV7LN+zxhQnSEGinRjH4o5FhkGgq5uiD2hO143/tj2laVYwfuUC8zbSvwhpxnTADWOvfhC7vRKDouzLwZiy4VAI2ipcy6mGDYzwnHDhrdRyi3LcGqyxjTfo1FhqWEq+fFDrerat88ora+gJMjza8BKnPzrqY8K/aHuE5rJMNaSoY1vofOeLQ/lzJSy1l70bdiHquue+OM7fwBF/XNkR60OZnzmTvzxugyrdZAWdFl+AMu6pq2cqp+E4W5y9DpTMk2B0DlyZcIBj3Mn3UrLR37YRITgMsWf5qMjJlxj5tNGcyfezuKoqG5ZRdt7fuZNeMaTKb06DqtrftwudoAuGDBx0lLi7yuiqIhL3cxKipHj/2Vru4quu0nycyI/RzKz1s6acN8h7Poks+SnlMR97jJksnsZXeiaDS01u6ko3Ev5Quux2hOH5e2ajhEfWXkb9KaVsTcCz8WTZRrtDrySlcQDgU4eXADLafeo3DGJdEE40SouPmfSCmaHfe4MTWT0rV3gUZD19H3sZ/YQ+FFN2Cwjfxzr7tyJwDW/BmY0uN7dXVX7QbAVjCLkss/En1cUTRYckqY9aH7OPzEfxEO+Og5dWBCE4Dpi1YmfFxrMJK+aCU6ayp1z/6WkNuJ4+RR0hdcGF2nc9dmgi4Hik5P2Uc+E03cabQ6spZfRtjvpX3rq9gP7CDrwiswZsbGxtvRTPu7rwBQctN6UufGlgPRmizYZszDNmNiEzqpyxLHRGM0krpsJdqUVJr/+FtCLieu40dJXTIYk4xLEvfg1FqspK++HEWro/3FZ/B3tOFtqMNcFjsU0dfaTOebkZjk/8N6UhaeFhOzBevseVgnIcl1xrjYhsSl8iipS0cYl4svR9HpaH/hGfztieMynGBfL64TlZF9XL4yYVJ1ojjefB/fiXqslyxFl5c5bALQuXUfgYZWAHK+dDem2f3fQRoN1tWLUVWVzl/9Bc+B43iOVGNeGP/ZfL7ofmUnnsoG0tZcgD4/c9gEYPqVicsCacwG0q9cgi7dRv13niDU68K5u4q0NYOlG7Q2EzN+8lnMswpi2ioaBWNJDsXfvIv67z6Fa2813S/tJPvOK9AYJE0gxHQk7+xRmD9/Pl/84hd58MEHaW9v58033+TGG2+MW+/AgQNs3LiRyspKent7MZlMlJeXc9VVV3HllVeiHWZ43OHDh9m4cSPHjh2jp6cHk8lEdnY2S5cu5corr6S8vDyujdPp5OWXX2bnzp20tLQQCATIyspi6dKl3HrrrRQWFsa1eeqpp3j66adZtGgRDz74INu2bePll1+mrq4ORVGYM2cOd999N7NnR34UuN1uNmzYwLZt2+jo6MBqtXLxxRdzzz33RIdNJxMOh3n55ZfZtGkTLS0t6HQ65s2bxx133MGCBQuGbbt9+3Y2bdrEiRMncDqdWCwWKioquO6667j44vgeOW1tbXzmM5Hk0cMPP4zf7+fZZ5/l0KFD2O12VqxYwbe+9a24dpPlbHpLnU3bAH7CRIZ8pWoS/9C0aFLQYyCAnxDBMT/XaI1XD7Iefyt1roNYtOnMSlnBkZ7NZ2zT5DkOQIFpdjT5N1SZdTGnnHsIqQGa3VVjqkc4VmcTl7ruXQTDXlJMeZRlrprw9ufSWOPS3XOKsBr5uy4rujzhOuVFl1PXtJVgyEt79zEKc5PXaGvrPERH91HSU8spzLswkgCcRImSf0MV5q+guSUylMjhbIpJALa07QMgPX1mNPk3VF7OYk7VvInXa6e1bV9cAnAyeoGORKIE3lB5patorY0krBz2xpgk3tm0dfY0EfBFeqQWVVyRMD755RdRe2wjoYCH9sa9lM69ZiSHNC4SJf+Gypp3EV1HIxdh3B0NI04AOltr8NojieSs+asTrhNwR+qYWnITJ/a0RjPGtBw8nY2EAiO8wjVBzIWDo0ACjp6YZb1HIonNtHnLosm/oTKXX07njk2EAz56j+4l97LrY5Z37NiEGg6RUrEoLvk3lZmKB2MS7O0ZXduSIW374tt2v7sJQiGs8xfFJf+mujMd27lq27d3V2R4v6KQeuHEna+cLtDejf2ZN9HYLGTefQN9b+0Ydn3ntr0AmObPjCb/hrKuXkzPM28Q7LDj3LbvvE0A+tvstD/5NtoUM3n/eB3dQ4b3joV5bnH0dqCrL2aZ1mqKS/4NpSgKGVcvxbW3mrDXj6+xA/PM5OsLIc5fkgAcpdWrV1NeXk5tbS1btmyJSQCGQiF+/etf88Ybg71PLBYLLpeLw4cPc/jwYbZu3cq3vvWtuJ6DydoGg0Fqamqoqamhubk5Lnl14sQJvvvd79LT0wNE6hhqtVpaW1vZuHEj77zzDl/72tdYuTLx1UmAxx9/nGeeeQatVovBYMDj8bB3716OHDnCd7/7XQoKCviP//gP6urqMJlMhMNh7HY7r776KlVVVfzoRz9Cl6QQr6qq/OhHP2L79u1otVpMJhNOp5Pdu3ezd+9evvCFL7Bu3bq4dl6vl//5n/9h167BL0OLxUJfXx979+5l7969XH311XzpS19KWkT76NGj/OpXv8Ln82E2m4dNvP69MWBCi44QQfrCXQnXcYcdBPq7FCZLEk5VYTXEoZ5NgMqi9CvRKmf+qHMG7dHJRnJMiYf36zQGMgyFdPrq6PTVM5vJO6EejebeQwAUpi0a0wQmZ9t+KvL6eqK3rZachOvo9RYMeiv+gIvunuqkCUB/wM3xUy+jUXTMr7j1vIjR0Ak8VHWwy3Eo5Ke3tw6ArMzEvX4VRSErczZNzR/QbZ/8eofjJbYWWzjpeqNt6/XYo7ctKXkJ2yuKBrM1G2dPAz3tJyY0AXgmQ49NDY+ge3q/rv7ef1qDiYyZiRM2xtQsvPY23B0NCZeHfB58vZGetBPZ+28k3I2norcN6dnR277udgJ9kdfcNjNxbzStwYileAbOmkqctcdjEoDh/iHGAOkLV5yLXT9nvHWDMdFnZg+zZjzPMG3D/shQWoDUJedXTOAs41I7traqqtK3N/IeNM+cjT4jc1TPO566HtuA6vOT9clb0KaeodOAz4+vKvIdZF6S/DvIvHgOjk078R6qHvf9nSgt//cSqjdA3uduRJeWfDKhkXIfrYveNuSP/vVW9EO+x0bxWS+EOL9IAnAMLrzwQmpra6mursbn82E0GoFIIu2NN94gNzeXu+++m4suugiLxYLP52Pnzp08+uij7Nu3j8cee4z7778/Zpu///3veeONN1AUhVtvvZWbb76Z7OzIF73dbmfXrl20tbXFtOns7OQ///M/cTgcXH311dx+++0UFRWh0WhoaWnhqaeeYsuWLfz4xz/mF7/4BXl58T88ampqqKys5L777uO6667DaDRSW1vLf//3f9PU1MSjjz5Keno6wWCQH/7wh8yfP59gMMg777zDr3/9a6qrq3nzzTf50Ic+lDBWH3zwAR6Ph09/+tNcf/31GI1GWltb+c1vfsPevXv51a9+xezZs+PqKf7iF79g165dlJWVsX79epYsWYLRaMTtdrN582b++Mc/smnTJkpLS7ntttsSPvdvfvMbZs+ezec+9znKyspQVZXW1taRvcjTnKIoFOtmUxc8RnPoFOaALWENQIA8bRmZ2sQ/WqeqascHuIJ2ii0LyDSObPZIZ2AwEWrTJT9xStFl0umrwxW0J11nKnH7e/AFI72PUk35OLztnOrcTre7jkDIi0FrIcNSTGnmCjIs8T+wz7b9+WBoAizZMqerLek6Vadexh9wMat0HVbz6H7cTRZ7b030ttU6+P52uTsYqEFgsyQvxG+1RNr4/U4CATd6/cTVCD1XejsHf2hbUvLPTVt1mMRi/zJX39T6nnI2n4zeNmeNrEdIKOCj52SkvmZGxfKkM7tmL7iExvc24Gw+ScPW54bUAFT7awBuIBzwYc0rJ3P2hQm3MZHCwSBBVx+Ok0foeG8jEEn+pcwanFHb19ESvW3KTh4vY3YBzppKfF2xny2e1nrUcCjSPq8YV+Mpuna9g7uplrDfh86WirVkFlkr1mLKmfweOuFgkJCjD9fxI3S9HYmJPjMb67zhZxkHCAf8BPt6cR4+QPfmyAVwc/nMuMkqvI31EIrExFhUjKfuFPZt7+Ctj8REa0vFPGMWGZeuxZg3+TGB0+KyqT8uWaOIS++Z4zIcT001ge7IeU3aism7WOl4ZxfeIycxLazAdtmZS0MEmjug/3tXX5z83HNgWajXQcjpRmuL/w4KNLXR9I2fRWYQVhS0GamY5pWTcvVqjOXxo6Mmkv2NPbgO1mBdMjPp0N6RCAeCBLudOHdX0f7ndwAwFGRiWzn6sj2uw7VAZHIZQ+H5deFfCDFykgAcg4FhuMFgkK6uLgoLC2lpaeH555/HZrPxve99j/z8wR8ARqORK664gtzcXL7+9a/zxhtvcNddd5GRERlG09jYyEsvRWY9/dSnPsWtt94a83wZGRlce+21cfvxxBNP4HA4uPnmm6PDXgcUFBTwb//2bzgcDvbu3csLL7zAZz/72bhtuFwuPvaxj3HLLbfEHN8XvvAFvvnNb3L8+HF0Oh2//OUvo0OJ9Xo91157LZWVlbz11lu89957SROALpeLe+65hw9/+MPRx/Lz8/nWt77Fv/7rv9LQ0MDTTz/N17/+9ejyQ4cOsW3bNvLy8vj+979PaurgUEyLxcINN9yAzWbjxz/+Mc8++yw333xzwh6IaWlpfPvb344maBVFoaBgapwYTgUV+mX4VR8toVOcDBzkZOAgOvSECKKiYlZszNYvp1w3f7J3dVT6Ah3UOPdh0FiYmzrymQB9ocHJNEza5Feojf3LgqqfYNiPTjO164C6/d3R2z3uRqo7t6GqITSKDq2iwxd00Np3jNa+Y1TkXMGsnMvGtf1UZR4y5NXlbsOQFl9Xyed3EAi6+2/3xS0H6OiupLXzIFZLXtKhxFNNIOihrj4yYVBaWnlMD0i/b/A4jca0pNswGgc/l31+x3mfAAwGPDRWRWZkT82agSUlefJztG1NlsEhs66+VmzpxZwuHA7icUV+rIeCXkJBf9LZhCdS0OehdV9k1k5rwcyEdfwSsVfvIxyIzDyaaPKPAdmLLsXv6qH9wGY6j7xH55H3orMAq+EQOksKecuuIv/Caye1ftnRn34tOhPvUJaiGRTddA+aIecgAdfge0hnS/4e0qdEloX9XkJ+H1pD5FzF1z1YO7Tv+H7atrwCqGj0xsjszL3d9PR203t0LwXX3knGBZNTlqH6O1+LzsQ7lKl0Bvl3xsZkqKCjj5of/WfCZda5C8m7PX4SnUDXYEych/fT+cYroKooBiNotAR7unHs68ZxcC+5t9xJ2vLJK1VR/Z/DxOUfzhCX//7PhMus8xLHZTh9eyIXcTUWK7b5F4yq7XgJdvfS/fRrKAY9Wf9464jahOxD3j8Z8aVYEi0L2fsSJgDDDjdhpweN1UTY4yPY2omztRPnlj2k3byGjDvjf1tNhEBXH21/eBPFoKPgn24a0zaO3fk91EAo7nHz/BKKv/IRNPrR/cT3t9mxv74HgNTLFqK1GMe0X0KIqU8SgGMwtOadwxEZMvj2228TDoe5+OKLY5J/Q82bN4+8vDxaW1s5dOgQV1xxBQCbNm1CVVXy8vJiEnHD8fl8bN26FSAuYTjUmjVr2Lt3L/v27Uu4XKfTxSTnBsyfPx+DwYDf7+fSSy9NWEdwyZIlvPXWW9TV1cUtG2A0GhMek16v57bbbuMXv/gFO3fuJBAIoNfrAXjrrbcAWLduXUzyb6hLL72Un//85zgcDqqrq5k3L36YzY033hhN/ol4WkXLQsPFpATTORHYj0qYIIHo8pAaIqD6CBNGy9Ss6XW6sBrmkH0TKmHmp12OXjPy1z+oDh67Zpghw0OHEwfVADom/0f6cAKhwRmlT3S8i1mfysKCG8i0lqMoCk5fB0dbXsfurqe6411sxmzyUueNW/upKiNtJhpFR1gNUtO4mYwECcCaxsFZtYMhX9zyYNBL5ckXAIUFFbei0Uz9MgOqGubosWfw+x1oNDrmVsTOOBsMDdZZ02j1SbejHZL4DgXjY3M+UdUwx/c8jd8XicmsC24d17a2tCL0RhsBn5PGE5vJLV6GctrfSvOp9wgFvdH7oaB30hOAqhqm7u0nCbr7ULQ6Si67fcRtu45FanyZswqHHbqrKBoKL7oRU0Y+jdv+RjjgiyYOAdRgkJDPSzjgRzOJ8dBZU1CDwf79i7xHrKUV5K25GUNqbE3EsH9w/zX65O8hRTe4LDwkARjyDX7mtr37CqbcQgquvQNLQWSkhLu5juY3/oqvo4XmN/6KMTsvumwiaW39MfH7UP2RmJhnVJB93c3o04epE6nRoLWlABD2eqLJMtvCJWRdfT1aS/xQyJBnMCadb7yCMa+Q3A/fEa056G2oo+2Fv+Jva6H9hb9izM2LqUc4kZLG5foxxmVR8rgkE/J4cB4ZGDK9HCVJ0vFc6/r986huLxl3XY8+d2RDUsPewfePYkz+nlcMQ94/3tj6oPq8bDI+ej2W5QvQ5WSg6LSowSDeYzXYn3kDf00TvS9uRmM1k3bDxF+4a/n1y4TdPnLvXYchf2yTyenSbYQDQcJeP6o3cv5quaCcvE9cgz4n+YWHRMK+AI0/egbVF0CbaiH33vjSTEKI6UMSgOOksjIyy9a2bdti6tadzumMDKXr6Bi8mnn8eGTigeXLl6MZ4RXukydPEggEUBSFf/u3f0u6XrD/BGLo8w2Vl5eHxRJ/1Uyj0ZCamkpnZyelpYln9kxPTwcGjymRiooKTKbEM2cuWrQouo/19fXMmhUpJH/s2DEAnn/+eV555ZWk2w71Dwfp7OxMuHzu3LlJ24pIjb/9vs041R7yteWU6xdgUVIJqn66wq1UB/ZRGzxCd7iFFcZr0SnJf8hMFTXOPTiCneQYyykwD1/Y/u+Fetq9pcUfIdU8eJHCZsxheek/sLX61/iDLqo7tsUk8M62/VRl0FspKVxNXdM2untOcrjqGWYUr8VsysQfcNDQspPGlp0oihZVDSWs61dV8xo+v4PigtWkpZwfw59PVL9CV3fkO2dOxc3YbKMb6jodnTr0Iva2yPfOzMW3YU0beU/xkbRVNFpK567j5MHn8TjbObLz95TPvx5Laj5Bv4f2hj3UHXs9+rfW3+qsj+tsNb73PH11RwEoufwjmLNGNmTO092Kuz0yw+dwvf8Agh4nNW/+EWfzSVKK55B/4XWYM/MJhwK42mpp3vEKnUe309d4nNm3fB6DLf2sjmms5nzu/w3us8tBz9E9dO54k1OP/4yci9eRe1niURBjMqQkgaLTU/qR+9AP6UloKSyj7Pb7OPHoD1GDATp3vEXpbZ8ev+cfoRn/NiQmTgeOA3vo3vImDb/9GZlr1pF1deKY6Kw2Zn79O0CkxEKwr5feXdvpeW8zzsrD5N54O2krT5vk7bSYFK6/D13qYExMJWUUrr+Pup//EDUQoHvLWxTePfExAZjx1dPisr8/Lr/pj8u6YeLyjdPi8kF/XI4dJvemBHFJwnFgTzSBmLoi8QQ855rzvX149h/HUFZA6odGPhpjPNguXRr3mKLTYb5gNsa55bR+/2H8pxrp2bCJlLUr0VgS/045F3o2H8S5+wSmGflkfXhkr2cisx/+1+jtYI+L3s0H6Hh2KzX//jDZd15B7sevHNF21FCYpp/+De/JFtBpKPry7egzU8a8X0KIqU8SgGMwNOGVkhL5kOzujgyT83g8eIZcqUzG5xu8wjUwgUdu7siHHA08n6qq0fbD8fsTz543MAw5kYFkZGZm4qt2A8sHEnGJZGUlryExdFlvb2/0tt0eqa3mcrni2iQyNJZDpaWN7grYE088wVNPPZV0+R133MEnPvGJUW1zqlLVcDT5V6CdyQXGwZMznaKnSDOLNE0WO7yv0BfupjZwhArD0hFvf7i/q3PFGeim2rELraJnQfqaUbcfmuAMq0E0SuIrzyF1cGjPaJOikxGXoUOUs6zlMcm7oeuUZlxIdce7OH3t+IJOjDrbuLQ/k8mIyYBZZdfg9fXS1nmI1o4DtHYciFmellKCzVpAU+sH6LTmmGVdPdU0t+/BaEilonT8J2w4F3E5cfI1GpsjPbNmz7qBwoL4Yvo67eDrHQ4F4pYPCIUHv1O0uonraT3ecak5/DItNdsBmLHoZvLLkk+YdTZtC2ZcgtfdTVP1u/S0V7G/vSpmucmaTU7RYhr6hxLrDOZEm0noXPytNL3/Ip2HtwFQdMmHyZo38hpiA73/FK2OjNnDT9hQ986fcTafxFYwi1k3fi6aaNdiJn3GYqz5M6j8y4/w93XRvPMVyq++e8T7ca4+W3TWFLJXrsVSPIOaJ39Bx/tvYi4ojdYB1BgG3w/hQACtMXHPYDU4pNf5kDZDb6fNXxaT/BugT80gbf5yeg7txFV3AjUcHvEQ6XMRF50thYxL12Ium0HD735B9+Y3MRaXYps7fL07RVHQp6WTve4GTAXFtDz9B9pfehZTcSnGgsH6vZohozlSFi+LSf4N0KdlkLJ4OX17duI+Nfkxgf64XLYWc/kMGn47JC5nqAMYjcs1N2AqLKblz3+g/cX4uCQzMPzXVFx6VjURxxqXUK+D7ideAY2GrH+8DWUUk/BpTIOvtepLPvO36h/y/jGNvHewxqAn485rafvvx1C9fjxHqrGuXDTi9jD2uAR7nLQ9uhE0CgWfvxlFOz6ja3TpVrJuvQTLgjJqvvEonX99F/PsIlLOUAdwIPnn2FkJWg3FX/kItmWzxrQPk3kuJ4QYHUkAjkFtbS0QGT47kMQKhyPFu++9917uuOOOc74PA8+n1+t57rnnzvnzTaSBY/vqV78aHSY9FiPtTTnA5XLR3t6edLnb7Z42Mwl3hltwqj0AlOsXJFzHpkknW1tMe6ietlA9FSwd8fYnI05He7egEmaW7SL0ipFgOPbEUR0yM+fAMo2iRaNE9tWoHRxe4w05sWkSJ759ocgFAJ1iGHX9v8mIi0k3eCXXakw+QYVtyDJPoC+awDvb9mcyme8pjaLlgrl3UZCzlJaO/ThcrYTDAUzGNHKzFlGcv4pj1RsAsJhjL2Ycq34egNnl14GSaIiwGv1/YJlWo0dRRva5NN5xqT65kYbGSEKnYuaHKClO3CPDMLS2n683aQ9B39BagYaJ6y0wnnGpOfIKTSffBaB84Y0UzRr5ULCxtJ2x8Cay8hfRWvcBzp4GQkEfemMKWfkLKJx1OY3VmwEwmjNiZmk+k/H+W2l6/yXaD0T2pfDiW8hdPPILKuFQEPuJSB2p9JmL0RmTJzK99jb66iO9J3OXrE3Yy1ZvTiFjzgo6Dm6ht+YQqqqOeJbtc/3ZYikow1I0A3fjKewHdkQTgHrr4Hso6OxFa0zcuyjgiFz41BhM0eG/QEzCz5iZfBIEY1ZkWTjgJ+RxobOO7H14LuNiKi7DXDYDT+0p+nbtOGMCcCjbwsXo0jII9trp3buT3BsHh5zrUgZjYshJHpOBZarfT8jtQmeb/JjAaXHZveOMCcChYuKyZye5Nw0/FN/b3IivpQk4+95/Y42L/S+vE3a6Sbn6IvSFOTHDegEIDnYcGFim6LQoOh3aIbX9gvY+DKWJE5jBIbUCtcPUCkzEWDE4sinYPvoJ3cYal7Y/bSLk8JBx/QqMRdmEPaedpw6NS/8yRadF0Y/s+cxzirDML8V9pA77G3uGTQCqoTBNP9tA33tHQKNQ9OXbSL0k8e+BkZguv4+E+HsgCcAx2L17NxAZ3jpQYy49PZ2mpqakQ22Hk5GRQWNj47DJp9MNDL8NBAL09PRE7081Az0VE+nqGpx1dWhvvfT0dDo6OsYUy7NhtVqH7YVpsViG7e14PnGFB3tcWpTkJ8gDyzxq8mHeiUxGnNyhyMlgleN9qhzvJ13PG3LwVuvvAJiXehnltqUA2PSDCR5nsBubPnEC0BGM/E1bdaO/2jkZcbEas1FQUE8bzHu6oUuH/rw+2/ZnMhXeU9mZc8nOTFwyoM/ZDEB6amwpBK+vB4DDVc8Mu+2evjo27/guAIvnfZzcrJGdYI9nXKpPvkZ9f/Jv1szrKS1JPlFLZEIQBVBxutvJykocF5c7MnOpwWCb0AlAxisuNUdepqm6P4G34AaKK0ae5DqbtqlZ5aRmlSdc5uxpjKyTObraZeP5t9L0/ouDyb/VN5G3ZO2o2vfWHibojfTez5o3fPLBax+c7diQmny0gCktMklNOOgn6HGit4wsqTMRny0DE3n4ewZLkRiHzMzr7WyJJupO5+uMzBZ8+nLjWGb2HWFSFM59XLT9MQl0Jy7PMhxdahrBXjuBrti2hvzzOyYA2v5ei6cf20hE4zKCmA70/lMMRlIuWDbq5xpqrHEJdESSao5NO3Fs2jnsuvWfiQx7TrnuErLuuQl9YU7ktVNVAo1tsCTxd1CgMfIdpE1LSTgByLk05ri0ReJi37gb+8bdw65b+bEfAJB500Xk33f9iJ9D1z9819+S/PeXGgrT9L9/o2/bQPLvdtIuG10vyNONJCaSJBRiapAE4Cjt2LEjOunF2rVro4/PmzePI0eOsGfPHsLh8Kh6n82dO5dDhw6Nqu3s2bPR6XQEg0F27drFNdeM/xC08VBdXY3P50s4GceRI0eASC/GoXUG582bR0dHB7t27eIjH/nIhO3rPffcwz333JN0eWdnZ3R48vlu6GmxR3VhUxIPl/arkaL02lF+VJyPcbJq0zFpU/CGHHT46sg3V8StEwwHsPsjCaFsY+LamMOZjLhoNToyLKV0u+tw+ZL/eBi6zKwf/Hs42/ZnMpX/Vvqczbg8kQszBTln90NqtMYrLidOvhbt+Tdr5vWUlQzfU02rNZCWVkZvby3d3VUJ11dVla7uagAyMya21uZ4xKXm8MuDvfcW3EDx7LUT0nY4fq+Dno4TAOSWXDiqtuP1txKX/Ft61ai30XUs8mPfmJqNrfAMQ8mGJGj8TjvmzMS9TQMeR/S2Rj/yXtcT8dni74lcyBw6bNeQkYM+NYNAnx1nTSVpc5fGtQv7fbgbawCwlccmOIwZOejTsgj0duHrbkv63L6u1v7nNqE1jzwBcq7jErRHYqKMchI2VVUJ9LfVnNZr0pCVgz4ji4C9C39H8pj421uj7adSTACC3eMQF8PwterCAT+OA3sBSFm0JGbo9FhMxvezxmjAOKcM3/FaPAerSLsxfiSQqqp4DkU+L00XxJ+rnYnvZH30ti539Bdzp/J5y0CSUWNO/NoPDPsd7Pl3O2mXn13yD0YWk+zs5KNIhBATRxKAo1BZWclDDz0EQH5+fkzS7eqrr2bDhg20t7fz/PPPc/vtybvoO53OmJmEr7rqKp577jna29t58cUXh53Vd4DZbObSSy9ly5YtPP3001x00UVJZ8xN9JwTxev18uKLL3LnnXfGPB4IBHj++ecBWLVqVXQGYIjM/rt161aOHj3Ktm3buOyy5L1VJuu4zncpmsHeFo3B48wzrIpbx6d6aA9FTpLStTkTtm9jtTZv+PqMB+1v0eypxKRNSbiuoigUmedy0rmbVs8JZtlWYtHFvqfqXYcIqQEUFAotw9dWmUqK0hfT7a6jy1VLn6c1ro5fMOyn3h4ZtpdmLsKgs45r+/NRKOSn8uSLAORmLezvGTdo3aXfG7b97kOP0NNXS3pqOSsuuO+c7edwhib/KmZ+aNief0MV5C2jt7cWe08NvX0NpKXGTnDS3nEYrzfSuyA/b2ITo2crJoG38MbR9fw7i7bDUdUw1Qf+hhoOYUsvIT134j9bYpJ/F98y6p5/AH6HHUdTpLZh5rxVZxyqa8kujt7uPLKdtNL5ceuEAj66qyI9ZUxZBWj1E1NvUg2HQVGGPQZnXRWelgYALCWDyU5FUUhbuILO99+kt3I/ORdfiyEttkd59773IrMdKxrSFiyP23b6opV0vLeR3mP7yL30+rg6gIE+O73H9gFgmzl/xKUFzsZIYuI+WYW3qT8m5YMxUUOhM9aB69v7ASFnJNlrnhGfPE5ZtpLutzfiOLiPrKuuj6sDGOi14zgUiYllzvwR1/87W6OOy4zxjctQziMHCXsjdcgna/IPgIJvfWbY5fa/vUXvhki90/LHH4xbbrtsOb7jtXiP1eCrbsBYEfsd5P7gEMH27v51Y7+DzlQmQA0EsT/zJhCZZdi0YGw178ai/PufHHZ5+5830/mXLQAseP7bMcvUUBg0Z/hMOnAKz4nI8G/rovie5NGef+8dAa2Goi/fdtY9/4QQ55+J+XY8j7ndbg4cOMDPf/5zHnjgARwOBzabjf/4j/+ISVoVFxdz2223AfCHP/yB3/72t7S0tESX+/1+jh07xiOPPMJnP/vZmOcoLi7mpptuAuD3v/89v//972NmtrXb7bz44ov84Q9/iGl37733kpaWRkdHB//+7//O+++/HzPZR0dHB2+99RZf+9rXhp1N91yyWq08+eSTvPjii9HJOtra2vjBD35AXV0dOp2Oj370ozFtli1bxuWXR3qd/PSnP+Wpp56KGS7s8Xg4cOAADz30EN/4xjcm7mDOkYDqw696o/8GBlOGCcY8HlTjC/IPXT7QWw8gpAZiHh86cQVAhiaXFCVy1bM+eJzj/t14w+7+tiE6Q03s8r5OkMhzlunGXhdkLAJhL/6QJ/ovGhM1GPP46XX+zla5bRlGjYWQGmRv98v0+tv7nzdEvesQJxyR4vbFloVjGgJ8tgIhD/6gO/pvYGbEkBqMefz0uBSkLSLNFJnBc3/jc3Q5a1D72zp9neyrfwZ/0AUozM6NT2qcbftzLRD04A+4ov8G9i0cDsQ8fnqdvl5HAzUNm3G62wmHg/1tgnTaq9h96GH6nI0YDWnMm3nzRB/SWYup+TfrhhEn/wDy85dhteYBKoePPEW3/SQQSVS1dxyisipSFzErcw6ZGYl/PA2Nuz8wOKFTKOSLeTwUGt/38HCG1u2bseimUQ77HXtbAK+ri9qjG3H2NEYnV1HVMH1dtRze/gjdrUfQ6s3MWf4PI65xN16G1vwruvjDY0r+AXRV7ox8Jmk0ZM2Nv6h0OkNKJqllkVpofXVHqN30JL7eTlRVRQ2FcLbWUP3ir/D3Rb7/cxePbb/GIuDo4dQff0L3/u34e7qinykQSb517NxEw4bHABWtyULWhbF/D9kr16KzpqAG/NQ/9zCe1kjyJxwK0r3vPdrfew2AjCWrMWbGlx7JXrEGfWpGf/tHcLfURZe5W+qo+9sjqMEAik5P7iXXnoMIxAv29lD/q5/Qu2s7ge7TYtJrp/vdTTQ/9RioKhqzhfRLBmPiqa+h4ZFf0rd/N4Henpjt+rs66HzjZdpfjJRT0GdmkbosfkKdjEvXoEuPxKT58UfwNg7GxNtYR/Pjj6AGAih6PVlrJyYm0B+X//sJvR8kiEuPne4tm2h+Mklc6mpoePiX9O1LEJfODjpff5n2F4bEZfnwkxT17Y70wDXk5mMuLR+fA5wEtsuXoS/JB1Wl/RdP4jkS6XGuhsO4dh6i89HId5B58RzMC2N7APoqa2j94aM4t+0j2D1Y7kYNhvAcqable7/DfzLyfky/9Sq01pFPuDSZAp19nPryb7G/vht/qz3276yjl87nttHwg6dBBW2KmaxbYmcYjtb823akf8KPsx/2K4Q4P0kPwCEqKyu59957o/c9Hk/cDLPLly/n85//PDk58T2i1q9fTzAY5IUXXuCVV17hlVdewWw2o9Vqcbvd0cktEtVA+NSnPoXT6eSdd95hw4YNbNiwAavViqqquN2RxMxFF8XOwpeTk8N3vvMdHnzwQVpaWvjBD36ARqPBarXi8/likoErVgw/E9+5smrVKrxeL4888gi///3vMZlM0dl9NRoN//zP/0xZWfxVqi996UsoisK7777L008/zdNPP43VGulV5Ha7o198BQVjn91sqnjf+wpeNX7G49rgUWqDR6P3C7UzWWSMLdy/2ZO4/lhlYBeVgV3R+zN1i6kwLIneVxSFJcY17PG9hUd1Uhc8Rl3wGFp0hAgxkHBTUJijv5BMbfKi2+fCex1/wRtyxD1e49pHjWtf9H6heR6LM9aN2/PqNUaWZ97E7u4XcQa7eb/zr2gVPWE1FJ1EJMtYwvy0kU8WMJ62n3oMb6A37vHarh3Udu2I3i9Mu4ALigaTVoqisKz0DnbVPYXL18nu+j+jVSITUgTD/QW40TC/4DqyrOVx2z/b9ufazv3/F63JN1Rd0zbqmrZF7xfkLmPh7MGyAj6/g5P1b3Gy/i1AQa8zEQz6oq+11ZLH0vn3YDCcX72Mvd4e6hu39t9TqK9/l/r6d5OuX1pyGaVDhvpqFC2LF61n34FH8Xrt7D/4GBqNHlCjiVKbrYAF8/4h6Ta3bY/v1QFQVf0yVdUvR++Xl13FzPKrR35wY+R122mq3tJ/T6HxxGYaT2xOun5RxZpoku9s2g4IBn00nnibxhP9s/zqzYSCflQ1UjfJaE5n/qp7saRM7Get32Gn/cA7kTuKQtv+t2nb/3bS9XOXrCVv6ZVxj6tqmK7jke+ctNL5MRNhDKds7V1Uv/o7PB2N2E/swX5iDxqdIfJ3Fh6cuCl3yZVkzR35DM3jwdvRTMubzwKgaLVoDCbUYIBwYPDcSp+WScmHP4neFnu8WqOZ0tvvo+7Z3+HrauPU4/+LxmBEDQZRw5HX3Fo+l/wrb0343BqDkbI7PkvtX3+Dt72Jmid+jqa/92M4EPnM1eiNFN98T9Iag+eCv7WZ9heHxMRoIhwMoA4539RlZFLw0U+iS4mNibfuFN66U5G2Oh0ag5FwwI8aGLy4acgvpPDj/5hwqLfGYKTo3s/S9Iff4GttouG3P0fpH3qt+vu/hwxG8v/hHgy5E/w+GmlcPnYWcbk7cVyi+9DVgad/O6kXjnzW7qlI0WrJ/fJ62h58hGCnnbYfPoZi0IOqogYi30GGskKy//muuLYq4D1yEu+RyIUrxaBHMeoJu30wUKdOUUi7eQ1pN419osHJ4Ktto+XXkQ4dik6LxmIk7A+gegf/VvR56RR//R/QZcSet7grG+jbejhyR4GWh1+j5eHXkj5X/n3XS4JQiGlKEoBDBINBenp6gEhyymw2k56eTklJCbNnz+byyy+nuLg4aXuNRsOnP/1p1qxZw6uvvsqRI0fo6uoiEAhEt3PBBRdEe7cNpdPp+PKXv8zatWt5/fXXqayspK+vD6vVysyZM1m6dClXXRVfj2fmzJn83//9H6+//jo7d+6ktrYWt9uNwWCgrKyM2bNns2LFClaunNgT5wGKovD1r3+dl19+mU2bNtHc3IzVamXevHnceeedLFiQuGeZ0Wjkq1/9Ktdccw1vvvkmx44di7422dnZlJWVsWTJkmGHB4vhWTQpXGy6iaZgNe2hBpzhHoL40aDBrFjJ0OZRoptLimbie7pNpjRDLpflfJxTzj10eGvxhpxoFT0p+kwKzfMotiyY8B4648Gos3HJjH+k3r6Hlt6juP3dhNQgZn0amdZyyjJXkmJKPgnO2bafilJthZQVXYa9txavr4dA0INeb8ZmyScvexEFecujs0SfT2InbFHxB4afxCeYoBee2ZTBqgu/SH3jVjo6j+L12EHRkGLLJS93CcVFq0c1U+3ki41JwDd8TELBoRf/zqZthMmSQcncdfR2nsTr6iLgd6HVG7HYcskqWER++Wq0utHNKj4ehvYiQVUJeuIvvAw1kHw6naPxBAFnpAbUmSb/GEpntjH3tn+h+/gu7KcO4OlsJuRzoyga9KkZWPPKyV5wMbaCmSPe5njQ2VIpvuUTuBuqcbfUE3T2EvK4oH+/TDmFpFQsJG3+8qRJGXN+CRWf+hqdO9/GceooAYcdRW/AnJ1P+qKVpF+watihu8asPCr+8Wt07dpCX/UhAj3dqGoYQ2YutvK5ZK1YEze0+FzSpaSSf9cn8NRW422sJ9jXS9jtAo0GXVoGxvxCrPMXkrI4PiamwmLyPvJxPLUn8TY1EHI6CLldKDod+swsjAXF2BYuxrZwybBDdw05eZR+8Wv0vLcF57FDBOzdoIbRZ+dirZhL+qVr0KdPXEygPy4f/QSemiRxKSjEOm8hKUsSxKWomLw7Po6nJklcCkcWF4C+PR+AqqJotaQuHV0d0alIn5NB4YNfovfVrbh3HyHYYQeNBkNxHtbVi0m99mIUXfx3kKE4n4yPfQhfdT3+hjbCThdhtxfFoEeXk4tpbhkpV67CUJK45uhUpc9Mofhrd+I6XIunqolgt4NQnxs0CvqcNIzleaSsmkvaFRegMerjNxAe8lkfDBPqie94MJTqCw67XAhx/lLUmLM/IUQyQ4dlJ3N32VcmYE+mvifrfhq9vX7JdyZxT6aWxw8M1nS5Z83/TuKeTB1PbPlyzP2P3frbSdqTqeXPz38uevuuO343iXsytfzl2cESGrfd9/tJ3JOpY8Mjn4q5f+3/e3yS9mRqeeO766O31/5IYjJg89cG43LJbyQuANvvXx9z/5LfSlwAtn8uNi4rNz48SXsytey6frDG4Zr3fjmJezJ1bLn0C2dcRyYBEWJqkBqAQgghhBBCCCGEEEJMY5IAFEIIIYQQQgghhBBiGpMEoBBCCCGEEEIIIYQQ05gkAIUQQgghhBBCCCGEmMYkASiEEEIIIYQQQgghxDQmCUAhhBBCCCGEEEIIIaYxSQAKIYQQQgghhBBCCDGNSQJQCCGEEEIIIYQQQohpTBKAQgghhBBCCCGEEEJMY5IAFEIIIYQQQgghhBBiGpMEoBBCCCGEEEIIIYQQ05gkAIUQQgghhBBCCCGEmMYkASiEEEIIIYQQQgghxDQmCUAhhBBCCCGEEEIIIaYxSQAKIYQQQgghhBBCCDGNSQJQCCGEEEIIIYQQQohpTBKAQgghhBBCCCGEEEJMY5IAFEIIIYQQQgghhBBiGpMEoBBCCCGEEEIIIYQQ05gkAIUQQgghhBBCCCGEmMYkASiEEEIIIYQQQgghxDQmCUAhhBBCCCGEEEIIIaYxSQAKIYQQQgghhBBCCDGNSQJQCCGEEEIIIYQQQohpTBKAQgghhBBCCCGEEEJMY4qqqupk74QQ54POzs7J3oUzysjIQKvVEgqFsNvtk707U4LEJDGJS2ISl8QkLvEkJolJXBKTuMSTmCQmcUlM4hLvfIpJdnb2ZO+CEALpASiEEEIIIYQQQgghxLQmCUAhhBBCCCGEEEIIIaYxSQAKIYQQQgghhBBCCDGN6SZ7B4SYTj6W+0+TvQtTwp/bfx29fXfxv0zinkwtTzb+PHp7/fLvTeKeTB2P7/2PmPv3XP3zJGv+fXli0+D75u7rfzmJezK1PLnxC9Hbd9358CTuydTxl2c+E3P/w/f/YXJ2ZIp54TefjN6+7oHHJ29HppjXH1wfvb32RxIXgM1fWx9zf82PJS4AW74aG5dVT/5pkvZkavng7nujty988bFJ3JOpY88t/zjZuyCEGCHpASiEEEIIIYQQQgghxDQmCUAhhBBCCCGEEEIIIaYxSQAKIYQQQgghhBBCCDGNSQJQCCGEEEIIIYQQQohpTBKAQgghhBBCCCGEEEJMY5IAFEIIIYQQQgghhBBiGpMEoBBCCCGEEEIIIYQQ05gkAIUQQgghhBBCCCGEmMYkASiEEEIIIYQQQgghxDQmCUAhhBBCCCGEEEIIIaYxSQAKIYQQQgghhBBCCDGNSQJQCCGEEEIIIYQQQohpTBKAQgghhBBCCCGEEEJMY5IAFEIIIYQQQgghhBBiGpMEoBBCCCGEEEIIIYQQ05gkAIUQQgghhBBCCCGEmMYkASiEEEIIIYQQQgghxDQmCUAhhBBCCCGEEEIIIaYxSQAKIYQQQgghhBBCCDGNSQJQCCGEEEIIIYQQQohpTBKA4pw4dOgQt9xyC7fccstk74oQQgghhBBCCCHE3zXdZO/AVPCzn/2Mt99+G4Di4mIeeughtFptwnWfeuopnn76aWbMmMHPf/7zidxNMQ2F1CB2OuijBwd2HPTgxQ3ADOYzS1l4xm34VC91HKeTFry40aDFRioFlFNIOYqijGqf9qlb6aINgHSyWaGsHe1hnZWQGqQ73I5D7aZP7aYv3B2NyUztIip0i5O2Dah+7OH2SLv+tn68ACzUraZIO3NM+7TH/w5dagsAGUouKw3rxrSdsxEKB+j2NdHnb6cv0E6vvx1vyAHArNSLmJ22etTbPNK9iQbXYQBM2hTWFv7jGdv4Qi7qnQfp8NTiCfUSUoMYNBZs+kwyjUWUpyxHoyT+/DwXQuEA3c46+jwt9Hla6fO04A30ATAr93Iq8tckbOfx9/Bu5S9H/DyFGYu5oCT2gobL101HXxXdzjoc3jZ8QRcaNBj1KWRYSyjJWkGapWDsBzdGoXCAbkctDncLff3/vP5eAGYWrKGicO0Zt9FqP0pz1wEc7mb8QTeKosWkTyUjpZSSnFWkWvKHbe8LOKltfY+O3hN4/b1oNDps5lwKs5ZQlLVs1J9L4yEQcNPReQy7/SQOZxNebw+qGsagt5KSUkRB/nJycob/zA0GfdQ3bKWj8whejx0UBYslm7zcxRQXXYxGk/i0yt5ziu7uahyOJjzebgIBF6GQH53OjNWaS072QgoLVqLV6s/FoQ8r4HPR3XKU3vYTuHqa8LntqGoYvdGGLb2YnLILySq6IGFbp70Re8tRnD1NeB0dBPwuQgEvWr0Jc0oOGfnzyZt5MXqDJa6t19XN3o0/GPF+5pStYPaKu8Z8nKMV9LrorTtCX3MVns4m/E47ajiEzmzDkl1C1uwVpM9I/H209+GvjPh5bAWzmHPT52Of2+fB2XISd2cD7s4m3J0NBD2Rz/uyNR8la86qsR/YWfC0NeKoPoK3rRGfvYOQ20nI70VrMGHIzCVl5nwyll6CzmxNuo2gy0HnB2/jOHmUgMOORqfHmJVP+qKVpF9wUdLPhqZX/0zPkV1n3McF//Y/KJqJ+w4C8LQ24qw+gqetEX/3aXHJysU2cz6Zyy5BmyAuIa8Hd8NJPK0NeNua8LY2EHRFXuvCGz5K+gUje6399k46d76Nq7aKoLMPjcGIKa+YjKWrSZ27ZFyPd6R8DY24jxzB39BIoKODkNNF2OtFYzKhz8vFMn8+KZdegtYa//kwVLCvD8e293AfrSTY3YUaCKCxpWDIy8VUMYu0K9einPa7LdjTi/vwYTwnqvE3NRHqjXwHalNSMZaVknLxasxzZp+rQ0/KX9eEZ/9R/HVNBNo6CTsGY6IryMF8wTxsa1ejtSWPiXv/UZzvfoC/poGwy4PGZsE4owTb2oswXzDvjPsQaO/CsXEzniMnCPU40JiMGMoKsV1xEZYViT/rhRDThyQAT9PY2Mg777zDunUT/wNf/P3ppZv9vDfm9n2qnX1sJYAfAC06QgTpoYseuminkSXqpWiUkXX2bVZro8m/ydKrdrEvuHlMbdvDjRwJ7hjX/WkKnYom/yZTj7+NPZ0vjNv2urwN0eTfSLW4qzjSvYmgGvl70yhaNGjxhhx4Qw46vXWU2BZPaAKw193E3tqnx9BSwaBL/iMVIBwOEgz7AEgzF8Yss7sa+ODkH2Me02oMhNUQbn83bn83TfaDzMy9lNn5a8ewf2PX62piX/VTY2obDgc5cOoZOnqroo9Fj8vXhdvXRVPnfuYWX0NZ3sUJt9HnambPiScIhDzR9qGQnx5nPT3OetrsR1k262NoJvhH+rbtD6Kq4eh9jUaHRtHi8/fh6+qjs+sYWZlzWLTw42i1hrj2Hq+dffsfweu197fXQziMw9GEw9FEa9sBli35NHq9Oa5tff1WurqPR+9rNQY0io5AwEVPTw09PTU0NL7H0sWfwmLJPgdHn9zuV/4rLi6KosXv6aXb00t3yxHS8+Yxd/V6tLrYuLTX7qL11PaYthqtnqDfjaOrDkdXHc0ntjL/kk+SklUe01ZRNOiNtmH3LRwOEgpELuLYMkrO8khH5+AT34YhcVG0OhSNloCrl15XL711h0ktmcfMdZ9Ec1pcdOaUYbethkOEfJELW5ac0rjlvXWHqNsyls+1c6vn0E669w2esyg6HRqdnpDXjae5Fk9zLV173qX0tk9jKSqPa+9pbaDu2d8R8rgA0OiNhPw+3E01uJtq6Dt+gJLbP41Gm/zniaLToTXEv8eGrDHWwxuznkM7se9NEpemWjxNtXTvfpeSj8THxXHiEM2vnt1r7Th5lMYX/oQa6P9uNpgIed24ao/jqj1O+gWrKPjQXRN+4cWx8wMc24bERa9D0esJu934amrx1dTSu+Vd8u77R0wzyhNuw7l3H51/fRbV641uA62OkN2Ox27HU3mclEsuQWsZ/JsI2u00/Nf3QVUHn9tgAFUl2N1NsLsb17792C5aRfZdd6JoJm5AnHPbLpxvvz+4XwMxcbnxV9fhr67D8eY2cr74CYwVZTFt1XCYrkf/invHvv7GChqzibDDhWf/UTz7j2K7+hIyP/7hpM/vOVhJ56+fQPUHIpswGwm73HiPnMB75ATWS1eQ+ak7JuUinRBiYkgCMIGnn36aNWvWoNdP/JV48fdHh55UMkghnRQyqOJAtNfacIJqgP28RwA/FlJYxEpSlUzCapgmTlHFAbpoo4r9zGP5GbfnU71UcQAdeoyYcOEYj8MbEx0GUpUMUjWZpCgZHA/uHVFMAAyYSNVkkKJkkqpkciC4dcz74VM9HA/ujcREMeNS+8a8rfGg1xhJ1eeSasgl1ZBDpf1dfGH3qLcTCgc4Yt+EgoYUfTZ9gfYztml1n+BA10ZApdi6iPKUpdj0WQAEw376Ah20uU+iTEJlCZ3WRKo5n1RzAanmfCqb38QfdA7bxmxI48oFXx52nWNNG6nv2o1G0VGQsShmmaqGUFDISZ1DQfoiMm1lGHQWVDVMn6eVyuY36XE3cKp9G2ZDGsWZy876OEdDpzWRaikg1VJAiqWA4w2vnzEmAKdat0aTfyU5K5iRfzkmQyqqquJwt1DZ+Do9znqON75Bhq2MVGtsYjQQ8rK3+s8EQh6spmwWld9GmrWQcDhEY+cejje+TlffSSobN7Kg9MZzcuzJqGqY1JRi8vOXk5U5B7M5EwCPx05t3Tu0tO6mq7uKyqrnWTj/H2LahsMhDh56HK/XjsGQwoJ5d5KZWYGqhmnvOEzl8Q04nc0cPfZXliz+RNxzZ2ZUkJk5m/S0cszmLHQ6IxDpldjatp+Tp17H67Vz6PATrFr5JZQRXrQZD6oaxpZRQm7ZCtLz5mKyRd7XXlc3jZWbaK/9gJ62Sk7te47ZKz8W09aWWUKZ9UZSs2ZgTslF15+YCQV9dDUdovbQywR9Lirf/yPLrvsauiHJUaMlnZU3fXvYfTu1/3laT76HRqsnp2Ri30OoYSw5pWTNWUlq8TyMqZG4+BzdtO57k67jO+lrqKR+6zOUX3l3TNPF93xn2E23HdxM084XAciee1HCdXTmFCzZRViyirFkF3PqrT+c/TGdJXN+KXlrMrEUz8CYmYfW1P96+304qg7SuuUlQm4n9c8/xuz7vonWOPh6h3we6v/2CCGPC0NmLsU33o05v4RwKIj9wA7a3nkBZ+1xWt9+nsJr7ki6D2lzl1F0w8eSLp8M5oJS9Gv745I1GJew30df1UHa3onEpeFvj1Hx2di4AOisKZjyijDlFWPKL6Zxwx9G/Nz+nq5o8s9cNIPCG+7CmJlL2O+jc+c7dG5/g55DH2DIyiX7oqvG87DPyFhaiv6WDIwzZ6LPzY0m6cI+H64Dh+h+8SXCTidtj/6ekm99A405Ni6u/QfoePxJUFVSLl5N6prLMeRHep+HvV78Tc24Dh5C0cZ+XqphFVQV05zZ2FaswDx3Nrq0NNRwmEB7O/aXX8V9+AjOnR+gS0sl44YPTUxAAMOMEtLvzMA4uxx9QS6agZh4fbj3Hqbnr68Qdrjo+L8/Ufj9r0aXA/RueD2a/EtZdympN1+N1mYl7PPj3LyDnudew7lpO/rcbFLWXRr33MGObjp/8ySqP4CxopzMT92BPj+HsNdH38Yt9L20Cdd7u9EX5JD6obUTEg8hxMSTBOAQCxYsoLa2lvb2djZu3MjNN9882bskprkMclirxF6pq1YPjahtHcfx40WDlmVchlmJ9GbSKBpKqCCoBjnJYZqooUSdjVUZvkdCJXsJEmA+F9JCHUxSAjBDyeEqY+zJ/4nggRG1LdSUU2Q8bZhvcOz7ciy4iyB+FuhW0RKqxcXkJQAzjYVcXXR/zGPHe8bWe7SqdzvuYC8zU1fiDTrPmAD0hlwcsW8CVOamX86MlNiEsk5jINNYRKaxaEz7czYyrKVcvfCrMY9Vtbx91tsNhYM090R6SOalzUOvNcUstxgyuXTuP2E1ZsY8riga0iyFrJx5D+9XP4rT286p9u0TmgDMsJVy1dKvxzx2oumtEbVt7jrYv40y5g9J0CmKQqq1kGUVH+Pdg/9LKOynredoXAKwrnU7/qATjaJjWcXHsRgzANBotJTmriIY8lHd/DZNHXsoy12N1ZR1Noc6KsuWfJqMjFlxj5vNGcyfdzuKoqG55QPa2vYza8a1mEzp0XVa2/bhcrUCcMHCu0lLi/TaUhQNebmLUVWVo8f+Qlf3cbrt1WRmVMQ8R0lJ/I8xAL3eQknxJWg0Oo5XPY/L3U5vXwPpaWUJ1z8XFl7+OdJyK+IeN1kzqbjwThRFQ1vNDjrq91K68EMYLenRdXLLViTcplZnJLdsBQZTCke3PULA58Tecoyc0jNfjBoQDgXorN8LQFbRBdHk4kSZfeM/kVIYP0TQmJJJ2RV3oSgaOivfp7t6D4Urb8BgyxjxtruO7wTAmjcDU3pu3PLMihWTNsx3OOmLViZ8XGswkr5oJTprKnXP/paQ24nj5FHSF1wYXadz12aCLgeKTk/ZRz6DIT3y3tdodWQtv4yw30v71lexH9hB1oVXYMyMj8tUlSwumiFxqf9rJC7O6qOkLRyMS9rCFSMe5ptIx7aNqAE/OmsKpXfcF00+agxGci+/nqCrj54DO+jc/hYZS1ajNQ0/3HY8paxK/PmgMRpJWbUCbWoKbb/5HWGnE/eRo9hWDMYl2NtH51+fAVUl88O3kHZlbDkPjcmEadZMTLPiS7toLWYK/+3LGEuKYx5XNBoM+fnkfvpTtP32ETyVlfRu2UraNevQTFCnD9slFyZ8XGMyYrvkQrSpKXT876OE+5x4DlZiXR05dwg5XPS9sQ0A87KFZHxssCSJxmgg9borCDtc9L22mZ4X3sR66YVozLHnLT3Pv4Hq86NJSyHnXz4ZTS5qTEbSb72WcJ8D55YP6H3lbWxXrEJzhqHZQojzkyQAh0hJSeHWW2/lqaee4plnnuGaa67BZDKdueEQ9fX1bNiwgUOHDmG32zEYDJSWlrJ27VquvfbauNqCn//852loaGD9+vXceeedSbf76KOP8sILLzBv3jx+9KMfxS3fvn07mzZt4sSJEzidTiwWCxUVFVx33XVcfHH8MK22tjY+85nPAPDwww8TCoX4y1/+woEDB3A6neTl5XHDDTdwww03RLuBb9++nZdeeona2lpCoRCzZ89m/fr1zJt35noTx44d49lnn+X48eN4vV4KCgpYt24dN910U9J6iwDNzc08//zzHDx4kM7OTrRaLfn5+axevZpbbrkFqzV+CN8DDzzA4cOH+ehHP8qdd97Jhg0b2Lp1K+3t7Xg8Hp566ilstuGHHU2Us+li30I9AHmURJN/Q5VQQS2VhAjSSj2zSF7bqk1toINm0smmkPL+BODkOJueL+PZa6Y1VEd7uJEMJZcizSxaQrXjtu2xGK9j6/G1UOc8gEWXzqzUVRzpPnOyrM6xn0DYR6o+h3LbBPfCOYNz1VOqrbeSYCjS6zRR8s5kSB22vUajpTD9AqpaN+Hx2wkEPeh1E5PAOJuY+AORxP/pib0Beq0JiykLh7uFYMgft7y5O5JAzM9cFE3+DVWaexE1rdsIhf20dB+kovDKMe/raCVK/g1VWLCC5pYPAHA4mmISgC2tkURUevrMaPJvqLzcxZyqeQOv105r6764BOCZpKUODm/1+XpH1fZsJUr+DZVbvoq2mkhpBae9ISYBeCa2zMFEps8zuuPqajpMMOCJ7sNES5T8Gypr3kV0VkaG8rk7GkacAHS21eDtiZTayJ6XuHbrRA5JHE/mwsHXO+DoiVnWe2Q3AGnzlkWTf0NlLr+czh2bCAd89B7dS+5l15/TfZ1Iw8XlbF7rsN9H3/H+izbLLokm/4bKvngdPQd2EPZ7cVQdJn3x1Eksm8oH4xLsif186Ht3K2G3B0NxEalrrxjVdjVmc1zybyhFUUhZvQpPZSWqz0egrQ1jcfL1J5Jx1uD3S6h7MCbeY9UQjFzRTr0+cTxSrl9D32ubUd0e3PuOxCQbwz4/nr2Ri5opa1fH9CwckHrDlTi3fIDq8UXaX5Y4sS2EOL+dn2cY59Att9xCamoqPT09vPjii6Nq+/bbb/Mv//IvbNq0ifb2dgwGAz6fj2PHjvHrX/+ab37zmzidsUOw1qyJXNF69913k243HA6zdWtkGOPatWtjlnm9Xr773e/ywx/+kF27dtHT04PBYKCvr4+9e/fygx/8gJ///OeoQ+pgnK66upqvfOUrvPPOO/h8PgKBAA0NDfz2t7/lscceA+CPf/wjP/zhDzl27BjhcBiv18uhQ4f41re+RWVl5bBx2b59Ow888AC7du0iFAoRCoWoq6vj0Ucf5b/+678IBAIJ273xxht84QtfYOPGjTQ3N6MoCoFAgJqaGv785z/zr//6r7S0JK/NFggE+OY3v8kTTzxBU1MTmvP0hDoRl+qIToyRTeJi/DpFRzqRWlLdw9T186s+jrMfDRrmc6HU/SASk8rgHjRoWKBbNW1iElaDHOp+C1BZlHE1WmVk14Ca3ccAKLDOmzaxOJMm+34g0tMv0za23lhDJ4RQSf4ZPJWY+5N2fa7En62BkBe3twuITxK6vJ3RyUay0xInlXRaAxm2yA+crr5T47LP4yXm9RpS+y0U8tPbG7kokpU5J2FbRVGiy7rt1aN+7p7e2uhtsykz+YqTYGg9tuHOJRLp66yJ3jZZR9fbs702kow12bJJyxk+eTsZxhqXrspI7z+twUTGzMmZnOFccTcOvqcN6YO1LH3d7QT6IrUzbTMTXzTWGoxYimcA4Kw9nnCd81WyuJz9dmtQg5FzaNvM+QnXMaRlYsjKA6ZeXL0nB+Oiz479fHDujiSMbReem/NSRTfk/Cc8db6ffVWDn5m63MHvglCXPXpbX5iXsK3WZkGTGung4D1yIna7J2qidf9MF8xN2F6XnYmuIDdheyHE9CE9AE9jsVi44447eOyxx9iwYQM33HDDiHqLVVVV8dBDDxEKhbjwwgv57Gc/S0FBAYFAgC1btvDb3/6WyspKfvGLX/DAAw9E211xxRU88cQT1NXVUVNTw4wZM+K2fejQIbq7u9HpdFx22WUxy37xi1+wa9cuysrKWL9+PUuWLMFoNOJ2u9m8eTN//OMf2bRpE6Wlpdx2220J9/2Xv/wlCxcu5DOf+Qz5+fm43W7+8Ic/sHHjRl566SVSU1N54YUXuO+++7j22msxmUzU1dXxwx/+kKamJh555BF+/OMfJ43NQw89xJIlS7j//vvJz8/H5/Px2muv8Yc//IF9+/bx1FNP8YlPxNZM2r17N//3f/+HwWDgrrvu4tprryUjI4NQKERVVRUPP/ww1dXV/OAHP+BnP/tZwuTeq6++ikaj4d///d9ZvXo1er2e9vb2UffqnIqcDF4VtJG8J5KNVLpoxTnM0NUq9uPHxywWnnGY8N+LyuBu/Hip0C7Gqhm+p9f5pLr3A1zBboqtC8k0jexqtzvYiy8UKdieps/F4e/klGMX3d5G/GEfBq2ZDEMBZSlLyTAm7jV2vnH77HQ7awEoylw65u10OyNJI6POhl47scMXx6okZwWVDRuxO2s5Vv9KbA1ATyuVDRsJhf2kWYspzIydAdXpGRxKbjMlH75nM+fS2VeNy9Nxzo5jLOw9gz9GrbbBCysudwf0J3Bt1sQ/vACs/cv8fgeBgBu9fvjhU6FQAJ+vl/aOw9TWRnripqeVk5o6NXqiDOjrOBm9bU0bfvZngHAoiN/bh73lGA1HXwfAZM0ms2DBiJ/T6+yit/95J6P330g4mgfjYs4c2WzfoYAPe02kpEXGrOVxk4ecj8LBIEFXH46TR+h4byMQSXKlzBocdeDrGLygYMpOHitjdgHOmkp8XckvWjrrT3DikR8Q6LOjaLXoUzOwls0mc9llGDNyxuGIxsdAXJzVR2jf1h+XjGxsFcPPND4avs7W6G1jdvL3pik7H39XW8z6k0UNBgn29uE5ehT7a5G46LKzsSwajEugq4tQb+S81VBSjL+5hZ63NuGtribkcqO12TDNKCf1issxzYz/3TQSnur+969Wiz53cv9u1ECQUG8fngOV9D7/BgC63CzMSxJ/ZqrhcMLHAehfFmiMfa0DTYPvKX1R8r8VQ1EewZZ2As2TOyGgEOLckQRgAjfccAMvvvginZ2dPPfcc3HJqUSeeOIJQqEQs2bN4lvf+ha6/itLer2edevWodfr+clPfsKOHTs4fvw4c+dGrr7k5+czb948Kisr2bJlS8IE4JYtWwBYtmwZqamDyYhDhw6xbds28vLy+P73vx+zzGKxRJOXP/7xj3n22We5+eabo/s1VFpaGg888EB0KK7FYuH+++/nwIEDtLS08Pjjj/Pxj3+cW24ZrDdRVlbGF77wBb75zW9SVVVFR0cHOTmJv0CzsrL41re+FZ1UxWg0cuutt+Lz+XjyySd56aWXuP3220lJiSSfQqEQv/vd71BVla985SsxQ5i1Wi3z58/nO9/5Dl/84hepra1lx44dXHLJJXHP6/F4+M53vsOyZYPD93Jzz5+aMsPxDZkQw0jyxMLAshBBgmoQ3Wk9vjrUZlppwEoqZSS+Ivj3pj3USGu4DpuSRrl25D9Yp7o+fzs1jj0YNBbmpl8+4nauQE/0tt3fTHXvB6iE0Cg6tIoWX8hJq+cErZ4TVKSupiItcUH788lA7z8FDUUZi4dfOYkeVyPtfZHeFkWZS8+bnpMlOavw+vuobXufho7dNHTsjs4CrKohDDobM/IvZWbBmrihxr7AYN3Q4YZIG/WRz/pg2Ecw5EeXYMbdiRYIeKirj3zXpqWVY7UMfp/5fYMXUIzGYY5ryDKfry9hAtDnc/De+z9I2D47ax7z5yWf/GAyBP0eGo+/A0BqdmSij2Te3/BN1HB80dWUrHLmrPr4sDO7nq69bhegoigacssS18yaTEGfh7YDmwCw5c9MWMcvEfvJfYQDkZnFk03+cb44+tOvoYbiX29L0QyKbroHzZDzzYBr8D2ks6Ul3aY+JbIs7PcS8vvQGoxx6wQdPaBo0BqNhHw+fJ2t+Dpbse/fTv6Vt5K5LHG9zYly7MeJ42IumkHxLbFxOVsBZ+RisMZkRqNP/jmq649r0Dl5dYxrv/p11GB8XIwzysm9956YHnmB9sGLQ76aGuwb34BQCEWvR9HrCfX24tp/ANeBg6Rffx0Z110zqn0JdHXh2B4Zvm9bthTNJHUMqP/ct6LDeocyVpST9dmPRmY87qfNHiwxEGhqQzs3vvZhqNdB2BkZHRTqiX2tB+5rLGY0huT1DrUZaQnbCyGmj+kzJnIcDfQ6A3j55Zex2+3Dru90OjlwIHJF94477kiYZFuzZg1FRZEC+du2bYtZNjCs9913340bRhIIBHj//fej2xjqrbciRd3XrVsXk/wb6tJLL0Wv1+NwOKiuTjws6dZbb42rw6fRaFi8OPLDV6fT8eEPx08pP3/+fAyGyAlHXV3ymnG33nprwhmVb7nlFoxGI36/nw8++CD6+OHDh2ltbSU/Pz9h/UKI1GtcvjxSTHz//v0J1ykvL49J/k0nIQaHTWtIXkNRO2TZ0DYQmUW4kkhdqwVciGYCZ52cqgKqn2PBXYDCAt1F0yYmYTXMoe63UAkzP2MNek38j6pkgupgsvlE7w5MWisrcm7jmqJ/Zl3xP3FZ/j1kGiM9lqr7dtDqHv3wx6lEVcM02SM1lXJSKzDqR18v1B90caB+A6BiMWQyIyf+AsVUpSgKs4vWsbD8FrSayOd7KOxHVUNAZBh5IOQjFI4v3TC0JqBGM8wPjCHLQmHfeO36mKlqmKOVz+D3O9BodMydHTsBWDA0uI8aTfIf2THHlaA+IkTia9DbMOhtMUOOc3MWMWvm9WfsNTiRVDXMiV1/JuDtQ6PRMWPprcOubzCloDfa0AxJ6KbmzGLGklswWkY+QYaqhmmviwz/y8ifj8E0tXphq2qY2s1PEnD3oWh1FF9y+4jbdh6P1FI0ZxZiySk5w9pTm86ags6SEpN4spZWkH/VrRhSY1/vsH/Ie2iYyRYU3eCyoW0ATHlF5F99O7M/+x8s+MqPmPfF7zP/Xx6k5MOfxJCehRoK0fLWc/QdH9mkYeeKzpqC1pqCMiQultIK8q++FX3qyN8HIzEQozP1JB14jcJ+77DrnUvalBS0KSkohsF9Nc2uIOu2W9FlnPb34vFEb9tf3YguLY38f/ocZf/9IOU//D5F3/h3TBWzQFXpeW0jrgMHR7wfYX+A9j/8CdXvR2O1knHzxM5GP5Q2LQVNqg3FOBgT47xZpH/sZnRZsTExzauA/t+XfS8nrt3cO+TxsDf2tQ57I38rinH4yU6U/uTgwPpCiOlHegAmsW7dOjZs2EBzczN/+ctfuP/++5Oue/LkyWjibiBplsiSJUtoamqKS8RddtllPPzww3R2dnLkyBEWLVoUXbZr1y5cLhdms5mLLoq9WnzsWKQu1/PPP88rr7yS9HlDocgPt87OzoTLy8vLEz6elha5CpSXl4fZHN/LTKPRkJqaSmdnZ1xtw6GGHs9QZrOZWbNmcfToUU6dOsXVV18NEK0p2NXVxb333pt0u97+L7eOjsTDyEYyOcnfsyoO4MNLMbNIUyZuJs6prCq4Dx8eSjRzSNeMX52eyVbTtxtHoIMc0wwKLIlrmCUTe1FCZWn2jaQZBnu72PRZLM++ma0tf8QXdnOybyf5ltFNgDCVdDpORnuyFY1h5t5gyM/e2r/iDfSi1RhYUvaRKdHDbaT8QTcHTj6D3VlLVspMZhauwWbOJRwO0uNs4ETTWzR27Kar9yQr537yjJOhnA9OVL9MV1fke2fO7Fuw2UY2nHMsDAYbl10aKQOiqio+Xx9NzTtpaNxGR+cx5sy+maLCqTHktebAi9hbI+cZM5bdhjVt+CH+F35osLyJ3+uko34PTZWbOPj2QxTPu5rShdeN6Hntrcfx908YkjtjasRiqMbtz9NXfxSAkks/giVrZKUPPN2tuNsjk3dlzTu/e/8BzPnc/4veDroc9BzdQ+eONzn1+M/IuXgduZd9aFyfL+vC+IkPNHoDqXMWYymZxanH/5dAbzetm18kZc7iSet1PfufYuPSe2QPHe+/Sc2ffkb2JevIvXx843K+KPn2f0RvhxwOnLv30PPmWzT/789Jv2YdGTcMmfTltM4QuZ/6RMykHob8fPI+82kav/8DQn0Oel5/A+uSM/fWV0MhOh5/An9DI2i15Ky/G11a8h6p51rRj74RvR3qc+J6fy99L79N2/d+SepNV5F+67XR5doUKynrLsWxcQveoyfofPhp0m66Cl1OFqHePpzv7MD5zvug1UZ6S54now6EEBNPEoBJaLVaPv7xj/PjH/+YN954g9tuu428vMS1f3p7IyeqBoMhOow1kezs7Jj1B6SmprJs2TJ2797N5s2bYxJmA8N/V69ejdEY22tnoGeiy+Ua0TH5fImv5mRkJL4iOVBXL9nyoesMJBkTycpKnlwaWNbT0xN9bOC4AoFAzOPJJDuuZL0ik3niiSd46qmnki6/4447RjQcfCJoGXKVnBCaJJ15Qwy+LkPbdKltNFOLETMVJE7Qno3h/mamqq5wK03hkxixMFt3bgqzT0ZcnIEuqvs+QKvoWZAx+hlXdUN6PGUZS2KSf0PXKbUt4UTf+zgCnfhCLoza+JmpE5lqfyuN3fuByDDVnJTRTTwQDPvZW/s0ve4mtBoDF874KKnm5DXjhjNZcTlc8zx2Zy0ZtjKWz75n8EeEFvIy5pNuK2X70V/h8ds50bSJC2YM1pYdmugMhwNotIl7mg7tPagdRW9UGP+4nKh+lcamSK+s2bNupLBgRdw6uiHHEQ4n7tkHpx3XCJK+iqJgMqUxa+a1pKQUcvjIUxyveoHU1BJSRpGEPBd/K7UHX6L15HsAlC++hbxR1uEzmGwUzVlDavYMDr3zSxor38KWWTKiOoDttZFJMgzmNDLyx34h71zEpXHHi3QcjYziKF794VEN4+3q7/2naHVkVsT/nU2UcxEXnTWF7JVrsRTPoObJX9Dx/puYC0qjdQA1Q4byhgMBtMbEIxcGJrQ4vc0Zn99sJWf1Oppf/yuBPjve9ibMeSOvpXmuPm911hSyVvXH5Ylf0Lm9Py7jVAdwIEbhYPLPJYBwwN+//uiGup6ruGhTUki7ci2mmTNp/tkv6HnjTYxlpVgWRj4fNEN+75hmVySc0VdjNJJy2aX0vLoRf3MLIYcD7TC/wdRwmI7Hn8R96DBoNOSuvxvLvLGVvjkXcdGm2ki97gqMs2fQ9uD/0ffSJowzSjAvGZzcJf326wh19+D+4ADuHftw79gXsw3DzFIMpYU4N++Im+VXY4rEVPUlnnhxwMBEIQPrj9RUO5cTQiQnCcBhXH755Tz33HPU1NTw1FNP8eUvf/mcPdfatWvZvXs327dv53Of+xx6vR6Xy8Xu/lmwTp/9FyKzAwN89atf5YorEk8Jfz4aOK5ly5bxne98Z8zbGe2svy6Xi/b29qTL3W533FDpyWJk8CTOhwcdibv0+4gMo9Cii6n/d4w9AMzmAkAhqJ5eg0SN/j+wTIt2xFcUp0qcRuNIIPKjc45uKRAZIj3UwCyuKmp0WSQmI/87m4y4HLVvRiXErNSL0GuMBE9LYKgMFpMeWKZRtGiUyL4atYNDYK365LOTDl3mCTpGnACcSn8rvoCTjr7IzHdFGYtH9doGw3721jyN3VWPVqNnefldZFhLx7wvkxEXp6eDzv7jL8u7OOH73ai3Upi5mLr2HbT1HGORemt0vYHafgBefx82c+K6sAM9LHUa46h7R45nXKpPvkZDYySZUzHrQ5SUJK4dZjittl+yHoK+EdYKTCQ3ZxFGYzo+Xw8tLbtJOW0Y8nDG+2+l9tDLNJ94F4CyC26icPbIa4aeLiWzlNTsGfR1nqKtZucZE4B+rwN7S6TXYW7ZilG9B0833nFp3PkS7Yc2A1B00S3kXrBm2PWHCoeCdFdHvnfTZyxGZ5y8SYHO5WeLpaAMS9EM3I2nsB/YEU0A6q2D74egsxetMXEiKuDor2lnMCWs/zccc2F59La/p2tUCcBz/XlrLizDUjwDd0N/XMYpAajvr6cY9noIB/xJ6wAG++Oqs43uc+lcx8VYVopp5gy8J0/h2P5+NAGoHdIrz5Ck88Xpy4Ld9qQJwIHkn2v/AdBoyLnn41iXjv1C77mMi3FmCcbZ5fiqanBu2RmTAFS0WrI/93E8Fy/HtX0P/sYWVH8QXWY6lpUXYFuzmu4/PguALj/2+1ebHnntw24PYX8gaR3AkL03Zv2RmkrnckKI4UkCcBiKonDPPffw3e9+ly1btnDHHYmLcw8MlfX7/TgcjqS9AAeG4KYl6G5+0UUXYTabcTqd7Nmzh9WrV7N9+3YCgQAZGRkJhxanp6fT0dGRdAjsVNHd3Z2092R3dzcQOZYBA7eTDVk+V6xW67CThFgslmF7Ok4kG4N/Q076sCaZCXhg9t/TZwr2EikSfJgP4toM1UMXm3kegMVcTC5FI9q/qRKn0fAS6Ul7KLh92PV61A7e9j8DwFLd5eRqR17HaTLi4g5GTuaqerdT1Zv82LwhB281/RqAeelXUJ4SGf5q02eioEQToMkNLh/NwJOp9LfSbD8UTYgWZSwdcbuY5J+iZ3n5R8m0lZ3VvkxGXFzewe8SizF5stdiivTcDocD+IOuaJ1Em3nw89PpbU+aAByYLdiaZPlwxisu1Sdfo75hKwCzZl5PaUnyJFdkQhAFUHG62sjKStxrxOWKzJpoMKSMqZaf0ZiKz9eDx9M1qnbj+bdSe/Blmk9ERh6ULbqRojkjT3IlYzBHvn+8zjN/p3fU7UFVw4BCbtnKs3re8YxL484XaT+4GYCiVTeRt3jtqNr31h0m6I18x2TPXT1u+zUW5/qzZWAiD3/P4OttzBlMmns7WzBmJT4n9HVGZgtOtvxcmYjP24HJT/z28Tu3HTrzr6+zFXNB4otO3v7Zf4ebKTiRiYjLQLIv0Dn4uafPzwONJjqj7YgkOfGIJv/27Y8m/2zLz64++LmOy8BEHIH2xN8F5sXzMC9O3DvaX9sIgHFW7DmIvmjwPRVoasU4I/G5q79/tmB94ejegyOJiSQJhZgaJAF4BitXrmT+/PkcO3aMJ554grKy+B91s2bNQlEUVFXlwIEDXHbZZQm3dfBgpEhtRUV8fSyj0cjq1at555132Lx5M6tXr+bddyNX4C+//PKEH5rz5s2jo6ODXbt28ZGPfORsDvOcOnz4cMIEoNfrjdZDnDlzcDargdp9jY2NtLS0UFBw7uoxDXXPPfdwzz33JF3e2dl5xglhJooFGyYseHHTRSt5xF/pDqlBeoicaGYysSfTUyVOU835GBetoiPDWES3rxFXoDvpes4hy8y6kV85nkoxGZj9N9NWjsU4suEs8T3/zj75B5MVl8FfUB5/T9IEnj8wWPNVO2SIuMWYhcmQhtffS1dvNfkZ8b1cgiE/dmd/HbTU+FkMz2Q84nKi+tVoz79ZM6+nrHT4HvRarYG0tDJ6e2vp7q5KuL6qqnR1R3pPZmaMvgamqqp4vfb+5xtdz6fx+lupPfjSYM+/RTdSNHftuGzX64p8Nmh1Zz6u9trIRam0nFmYbGdXm3a84tK448XBnn+rbiJvyVWj3kZnZaSHuTE1G1vB6EoLjLdz/dni74kkLYYO4TVk5KBPzSDQZ8dZU0na3KVx7cJ+H+7GGgBs5aMfmulprh18vrTkFzASmYjP20CCuJwtS/EMFJ0eNRjAeaoyYQLQ39uNvyuS1BltXCciLsGu/rgMGfar0esxzZqJ90Q1/ra2pG39rf3LFAVdZvxrrobDdPzpiZief2eb/INzH5dgR39MRjkM11/XRKC5/wLbJctjlhlnz0Ax6FH9AbyHjydMAAY77QRbIu1NC2eP6rlHEpOBUlhCiMklCcARWL9+PQ888ADvv/8+gUB87QSbzcbSpUvZt28fzz33HKtXr46bCXjLli00Nkauylx+eeKeBmvWrOGdd95h9+7dNDY2cujQISDx8F+ITFSydetWjh49yrZt25ImHiEyU7HNNvrZLMfD888/zxVXXBE3E/BLL72Ez+fDYDCwatVgfaHFixeTm5tLe3s7jz76KA888EDS4bzBYJBAIJBwkpLpTFEUCtRSaqiklQZmqPMxK7FDLhs4SYggCgr5xJ4UrlMS92YdsFvdTA+dpJPNCmXtOO/91HSt8ePDLt/lfwu72k6GkstKw7oJ2quzt7bwH4ddfrDrDZrdxzBpU5KuW2RdQLevkS5fA73+9rg6gMGwnwZn5AJHmiEfg3bqzGQ6UnZXPS5f5KS7eIS9/85V8m+ypFoGL7Y0duwmJy3+B0Aw5Ke5K/Ja28x5MUN4FUWhMHMxp1q30mI/wsyCNZiN6THtGzp2EQr7UVAoyDxz0fbxNjT5VzHrQ8P2/BuqIH85vb212Htq6O1rIC019sdTe8chvN5Iois/P/YHZjgcQqMZvudDS+se/P7I0Oj09Bkj2qfxFJP8u+CmEfX8G+ipN1xpiJ72Ezi7G4DIjMDD6eusweOM9EKdKpN/xCT/Lrpl1D3/APxOO47mKgCy5q46b4vzq+EwKMO/3s66KjwtkdfbUjL4eiuKQtrCFXS+/ya9lfvJufjauCRd9773CAd8oGhIWxCbvFBVddjnDXpcdOzYBIA+JR1T3shGK4yHEcWldjAu1tLxSwBrDEZS5y6m98ge7Pu3k7nicrSnDS/v2vl2dN2UOeNf8zmZkcTFU1WFrz4SF1NFbFxsq1biPVGN90Q1vobGuDqAYZ8Px3uROqXG0lK0p/3GSTTsdzySf2djJDHxHq3GX9Pfi2/uyC+ShX1+up/YAID5wgvQF8Sep2mMBszLF+HesQ/nOztIufrSuDqBfa9tBkAxGbEsG59h6kKIqWfsxVX+jixatIhlyyJfGgM1+U539913o9VqOXnyJA8++CAtLZFhDIFAgLfeeotf/vKXAFx88cXMmZN4Fs4lS5aQnp6O3+/nJz/5CeFwmOLi4oQ9BiFSI28gmfjTn/6Up556iq6uwe7iHo+HAwcO8NBDD/GNb3wj4TYmQmdnJz/4wQ9o67+K5/P5eOGFF3jyyScBuPnmm2OGTet0Ou6//340Gg0ffPAB3/72t6msrIzWBgyHw9TX1/Pss89y//33U1NTM/EHNY4Cqh+/6ov+GxhqGSYU8/jpdfrKmIsBE2FC7Oc9+tTI1bewGqZRPclJjgBQxAysSvLCyFNRJCbe6D9iYjL4+Ol1+oCY5ZG2ESECMY+H4uoeTn2BsBd/yBP9F42LGox5/PQ6f2er0DKPNEOkF+n+zlfo8tZHZwd2BrrZ2/kSvrAbUJiTdsm4PvdIBIIe/EF39N9AXEJqMObxYCh5XAYm/9BrzeSlnXnigVA4wN6av/Qn/wxcOONjUyr5FxeT/tcrMmw3cUzMxnRy0iLfTx29VRyq2YDb142qqoTVED3OBnZX/RGPP/JZU553cdzzluVfgkFnIxwOsLf6Kfpczf3PG6KhYxfVze8AUJRzIVbTxM4+Hlvz74YRJ/8A8vOWYbXmAyqHDz9Jtz3Se11Vw7S3H6LyeOSHV1bmnLgegL29dezZ9ztaWvfh9cZOAuZ2d1J9ciPHq54HwGzKpCD/wjEe4dgMrflXvvjmEQ/79bl7OLDpf2k99T5eZ1fMjOE+dw+Nx9+mcvsfABWdwXLGWoJt/ZN/6AwWsgovGNOxjKeYmn+rPzym5B9A5/GdkfefoiFrzsgTm0GvM+bfgFDAF/P4mSaAGC8BRw+n/vgTuvdvx98T+3oH+ux07NxEw4bHABWtyULWhbF/R9kr16KzpqAG/NQ/9zCe1kjiJxwK0r3vPdrfew2AjCWrMWbGJi96j+6h/vnf03f8AEGXI/p4OOCn78Qhap78BYHeyPlv3tqbz6p25GgFHD2c+sNPsCeJS+eOTTT8bUhcVsS/v4JuZ8y/AWG/L+bxgck8hsq57HoUvYGgs4+GZx/F190Rbdvx3uvY970PQPYl16A1TdzFuaC9h+b/+Sl9771PoDM2LkG7nZ63NtH2yO9BVdFYLKSuje1ZbbtwOcbSUlBV2n//RzxVVZEEGpGef22PPEaozwGKQsaNsTMrnz7sN/feeyY9+QcQ6u6h9Ts/x7F5B8GO02LS3UPvq+/Q8cs/RmJitZB6bexnpu9UPb2vvE2guQ01GDmHVYNBPIeO0/bDX+M/1YA2M43Me25N+Pzpt16LYjQQ6nXQ8Ys/EmiLjBIK+/z0vvgWzi2Rz+C0m65CYz3/LuQKIUZGegCO0Pr169m/f3/Mh/VQc+bM4Ytf/CIPPfQQu3fvZvfu3VitVnw+H8H+D+l58+bxxS9+MelzaLVaLr/8cl566SVOnjwJRHoFDudLX/oSiqLw7rvv8vTTT/P0009jtUZ6grnd7uj+TtQw2kS++MUv8j//8z985jOfwWq14vV6o7Uili1bxsc/Ht/zasWKFXz5y1/moYce4sCBAxw4cAC9Xo/JZMLj8URjOh3s5K1oTb6h6qiijqro/QLKWMhgTSSdomepein72IqLPj5gE1pVR5hQNImYSR5zODcz2p5L7/tfi9bkG6o2dIza0LHo/ULNDBbpY5MQm/1/S7jNyuAeKvsnPwGYqV1EhW7ieyCdjfdan8IbcsQ9XuPYQ41j8NgKLfNZnHXtuD2voigsz76ZXe1/wxnsZlfHBrSKDgUNQTXyg0RBw4KMK8kyjbwm4njZfuIRvIHeuMdrO96ntuP96P3CjMVcUHJL3HrBkI+2nsjfVUH6IjSaM381tvYew+6qAyJJoP11zw27/tKyO8iwTlxs3j/2W7z+BDFp205t22AtyMKsJSwqvzV6f2H5h9l74gn63C20dB+kpfsgGo0eNRyKmTCmPO8SCrPiP1v0WhPLKz7GnhNP4PJ2sKPyYbQaA2E12N9jDLJSZzGv+LpxPNoz83p7ojX/QKG+/l3q699Nun5pyeWUlg7++NJotCxetJ59Bx7B67Wz/8BjaDR6QCUcjnwf2WyFLJh/V8Lt9fbW0ttb278tHVqtgVAoQHjIzME2awEXLLoHrTZxcfZzwee201y1pf+eQtPxd2g6/k7S9QvnrKFoztrofXdvC6f2RT5zFY0Wrc5EOBQgPCSxbLRkMvfiezGYkpcGCAa8dDVGepbmlCxHo53c01O/0077wf44KAptB96m7cDbSdfPW7yWvMXxs6yrapjuql0ApJXOR28ZeXmEg4//fwkfb9y+gcbtG6L385dfS+GF1494u2fD29FMy5uRSQYUrRaNwYQaDMQkpvRpmZR8+JPoT5twQms0U3r7fdQ9+zt8XW2cevx/0RiMqMEgajhyTmgtn0v+lbfGPa+qhnGcOITjRGRkjEZvQNHpCXk90P+5omh15F/5YdLmTXyix9feTMvrsXEJBwOop8Wl+LZPJpyIo+qhxK9161sbaH1r8LXOvvRaci+Lfa0N6VkUf/heGl/4E+7GU5x8+AdojCbCfn80NukXrCJrVfzf57nmb26m65lIXNBq0ZhMqIEAqn8wLrqsTHI/9Ql0qbFxUTQacu/7FK2/+g2B1jZaf/VbFIMBRaMh7PVGt5l1x+2Y58T2VvfW1ESSfwCKQtdzG+h6bgPJZN724QlLEAYaWrA/vgE7gG5ITHyDMdFmZ5Lzz/egTYu9eB/qcdD7t9fp/dvroChoLGbCHm+0VqK+KJ+cL30CbWriEV+6nEyy77+bzl8/ge9EDS0P/A+K2RR57v5tWC9dQcr1Z1/7VQgxdUkCcIQqKiq4+OKL2b49eRH9q666ioqKCjZs2MDBgwex2+0YjUYqKipYu3Yt1157bdzQ4NOtWbOGl156Keb+cIxGI1/96le55pprePPNNzl27Bg9PT1ApNZCWVkZS5YsGXZ48Ll2ySWX8OCDD/Lss89SWVmJVquluLiYdevWcdNNNyUtCrtmzRoWLVrEyy+/zN69e2lra8PlcmG1WiksLGTevHlcfPHFLFgw/KyC01mqksFq9VrqOE4nLXhxo0WHjVQKKKeQ8vN2uJGYWoxaK5fkf4w6x0FaPVW4AnZCagizNpVMUzHltmWkGM7P+i4tPUcI9fcmLc4c4Y+AIReDwmoQ/xkuSqjq1JnsZDgGnYVV8+6juWs/bfajONytBEIeFEWDSZ9Guq2E4pwLybAln+E41VrIJQv/mdrW9+jorcLr70OrMWAz51KYtYSirGUT/rkUe/FOjaljmEgw5It7zGzOYNWKL1HfsJWOziN4PXZQNKTY8sjLW0xx0cUJk8cpKUUsmHcn9p4aHI4m/H4HgaAbjaLDbMokJaWQnJxF5OYsmtCeSxAfl4Bv+LiEhvQ2M5hTmXPRevo6TuKw1xPw9BHwu1AUDQZLOta0QjILFpJduuyMSc3Ohv2EQ5H34FQY/hsTF1Ul6Im/8DJUKBD/9wLgaDqB3xnpMZs1yZN/nC2dLZXiWz6Bu6Ead0s9QWcvIY8LFA361AxMOYWkVCwkbf7ypLPRmvNLqPjU1+jc+TaOU0cJOOwoegPm7HzSF60k/YJVCd8D1pIKci+/AXdzLf6uNoIeNyGfB63RiCE9G2vpbDKWXIwhfWJ7FQPobakUf/gTuBqq8TTHx8WY2x+XBcnjcrZSZi1g1qe+SufOt3HVVhF09qE1mTHlFZGx9GJS5078hWBdWiq5n7wXT/VJfHX1hPp6CTldKBoN2owMjIUFWC5YhHX58qQz0upSUyn66lfo27oN5779BNs7CAcC6DIzMc2uIG3tFRgSdXAID3n/hkKEHMO/f9UE5Z3OBW16Ktn/dDfe46fwn2og1NM3GJPMdAwlBZiXLcBy0bKEMTGUF5Fy/Rp8VacIdtoJuzxobBYMxflYVizGetkKlDNMtGFePI/873yZvtc24z16glCPA43FjKG0ENuai7CsmPze10KIc0tRk3VpE0LEGMmsxB/L/acJ2JOp78/tv47evrv4XyZxT6aWJxt/Hr29fvn3JnFPpo7H9/5HzP17rv55kjX/vjyxafB9c/f1v5zEPZlantz4hejtu+58eBL3ZOr4yzOfibn/4fv/MDk7MsW88JtPRm9f98Djk7cjU8zrD66P3l77I4kLwOavrY+5v+bHEheALV+NjcuqJ/80SXsytXxw973R2xe++Ngk7snUseeW4etNg0wCIsRUITUAhRBCCCGEEEIIIYSYxiQBKIQQQgghhBBCCCHENCYJQCGEEEIIIYQQQgghpjFJAAohhBBCCCGEEEIIMY1JAlAIIYQQQgghhBBCiGlMEoBCCCGEEEIIIYQQQkxjkgAUQgghhBBCCCGEEGIakwSgEEIIIYQQQgghhBDTmCQAhRBCCCGEEEIIIYSYxiQBKIQQQgghhBBCCCHENCYJQCGEEEIIIYQQQgghpjFJAAohhBBCCCGEEEIIMY1JAlAIIYQQQgghhBBCiGlMEoBCCCGEEEIIIYQQQkxjkgAUQgghhBBCCCGEEGIakwSgEEIIIYQQQgghhBDTmCQAhRBCCCGEEEIIIYSYxiQBKIQQQgghhBBCCCHENCYJQCGEEEIIIYQQQgghpjFJAAohhBBCCCGEEEIIMY1JAlAIIYQQQgghhBBCiGlMEoBCCCGEEEIIIYQQQkxjkgAUQgghhBBCCCGEEGIakwSgEEIIIYQQQgghhBDTmCQAhRBCCCGEEEIIIYSYxiQBKIQQQgghhBBCCCHENKaoqqpO9k4IcT7o7Oyc7F04o4yMDLRaLaFQCLvdPtm7MyVITBKTuCQmcUlM4hJPYpKYxCUxiUs8iUliEpfEJC7xzqeYZGdnT/YuCCGQHoBCCCGEEEIIIYQQQkxrkgAUQgghhBBCCCGEEGIa0032Dggxndxd/m+TvQtTwpO1P4neXr/w/03inkwtjx/5bvT2+st/Msyafz8e3xr7nvnYLb+ZpD2ZWv784v3R23d+/NFJ3JOp5ZmnPh29fdt9v5/EPZk6NjzyqZj71/7H45O0J1PLG99bH7299kcSkwGbvzYYl9WPSVwAdvzj+pj7q5740yTtydTywT33xtxf+frDk7QnU8uu6z4TvX3HgR9O4p5MHc8u+cZk74IQYoSkB6AQQgghhBBCCCGEENOYJACFEEIIIYQQQgghhJjGJAEohBBCCCGEEEIIIcQ0JglAIYQQQgghhBBCCCGmMUkACiGEEEIIIYQQQggxjUkCUAghhBBCCCGEEEKIaUwSgEIIIYQQQgghhBBCTGOSABRCCCGEEEIIIYQQYhqTBKAQQgghhBBCCCGEENOYJACFEEIIIYQQQgghhJjGJAEohBBCCCGEEEIIIcQ0JglAIYQQQgghhBBCCCGmMUkACiGEEEIIIYQQQggxjUkC8P9n777D46jOxY9/Z3vTqler2nLvFWwwGDAOAWMgQAihhgRCkpv87k0P5CY3yYUkNyGNJEAooYcagw3G2BgDBnfcZatZvbeVtteZ3x9rrbTsSpZsWRLmfJ7Hj3d35kw5O5qdeeec9wiCIAiCIAiCIAiCIAjCWUwEAAVBEARBEARBEARBEAThLCYCgIIgCIIgCIIgCIIgCIJwFhMBQEEQBEEQBEEQBEEQBEE4i4kAoCAIgiAIgiAIgiAIgiCcxUQAUBAEQRAEQRAEQRAEQRDOYiIAKAiCIAiCIAiCIAiCIAhnMREAFARBEARBEARBEARBEISzmAgACmfE888/z5o1a7jnnnvGelMEQRAEQRAEQRAEQRA+0zRjvQECOJ1ONm3axN69e2lsbMThcGA2m8nMzGTBggV87nOfIzU1dUTXt27dOgDWrFmDxWIZsWULwxNSgnSFWnHIndjlLuxyJ17FBcBE7RyKdfMGLBtQ/NhCLZFydrkLv+IBYKZuGRO0xSddv6LINAeraQpW4ZC7CBJAJxlIVmWQr51Okjp9RPZzOEJKgC5/M/ZgO/ZgBz2BdryyE4BJpoVMtiwesGyXv4kOfz09wXY8ITt+2UtICaKVdFg0KWToi8gzTkctxT/1tflqIuv2hJz4FQ+yEkKnMpCgSSVLP4kcwxRU0ug/OwnJAbrcddi9Ldi9rfR4W/AG7QBMSj2PyenLh7QcX9BJnW0f7c7jeAI9hJQgOrUJiz6VFFM+hSlLUEnqqDLegIM2ZwWd7loc3la8wfD3odeYSTTkkJc0l1Rz4Yju71CFQn5s9hrsriYcriYczia8/h4AinIvYlLexSddRnvXMRrbPsbubCQQ9KDVGLFacsnNXExa8pQBy/n8DrrtNdhdzeF1u5oIBMN/gwtm3EFKYtHI7OQpCPhddLQfw9ZVidPRhNdjQ1FktDozCdZcsnIWkJ4xK27ZUMhPt60ah70Bp6MJh70Rn7cbgIKJl1A06dLB1x3w0GOrwmFvxOFowmlvxO93ADB15nVk5ywa0X0dqoDfRVfzUbo7KnF2N+KL1IkFS1IuGXkLScuJXyenU7a/ns5qmqs+wt5VS8DvRKMxYE7MITN/Eem580d6l4ck6HXRU1OCo7EcT0cjfqcNRQ6hMVowpeeRMmURSUVz4pbd/8h3h7weS84kJl/5rSHNW/fBy3Qe2wGAzpLMzJv+e8jrGSme1gYclSV4Wxvw2doJuZ2E/F7UOgO6lAwSJk4ned4yNEbzgMsIuhx07H4Xx/GjBBw2VBot+tQskmYtJmn2OUiSdNLt8NnasR3YjrOmjIC9G0WR0ZgsGNJzsBROJWX+eSO524NvS2MDrqMl+BobCHS0E3I5kb1eVAYDuvQMTNOmYz13GWrTwHXySe3/fhn7rvB3rUlOpuDHsd91oKuLut/+75CXmbBwMRlfvHHI858uX30D7pIS/A0NBNrbCTldkXrRZmRgmjGdhGXLUJtNMWVtG9+m++1NJ11H7j0/QZueFneaEgxi374D14EDBFpaUQIB1AkJGKZMJnHFheiysk57H0dK97r36X7p7cj7wmfvH3Be2eOjZ8M23HtKCLbbQCWhzUrDvHQO1lVLkTSx13KBdhuN//W7IW+PZfkC0r5+3fB24gyo+9cuqh//MPL+wne+N+j8QZePpvUH6dxeiaexm6DbjzbRiHFCMklzcsm9dgEaiyGqTMgboPtQA87yVpyVrTjKW/G1hX+bC25ZSuFty0Z+xwRBGHdEAHCMffjhhzz00EM4HOETsCRJmM1mHA4HPT09lJeXs3btWm699VauvPLKEVmny+XihRdeAOCSSy4RAcAx1CN3sN+35ZTKtgXrKPFvP+V1B5UAB7zv0SU3AyAhoUaLT/HQEqqhJVTLZO18inQnv6kdSd2BNj7u2XBKZavdB2j310XeqyUNKkmFX/HSFWiiK9BErfsQi5KuwKxJiilf7tyFM2TrV16LhIRPduPzu+nw11PnOcLCpMvRq2Iv5M+kbk8THze8fFrLaLYfo6RlI0HZB4BK0qCS1HiDdrxBOx2uavKS5qNS9wUAPQE77x//e9Ry1JIWBQVPoAdPoIcWxzEmJM5hVtZlSKMcHO1xNnKg9JlTKqsoMiWVr9LScejEJxIatYFAwE2HrZQOWyl5WecyteiKuOUbWvdQ3bD1FLf8zNr+wX0oihx5r1JpkFRq/D47ne1H6Ww/SkrqVGbOvQm1WhdV1t5Tz+H9/zzldXe0l1BW8soplz9Tdm/8VWydSGr83h66WnroaikhOWMq0xbfglqjG7GyvWpKNtBQ+V7kvVprJBjw0t1eQXd7BR1Nh5m26CYklTpu+TPl8DM/B7lv3yR1+FgJuHrocfXQU3MEa940ii69HZU2et80xoRBl63IIUI+NwCm9PwhbY+jsYLOYzuHuRcjr/vwLrr2fxR5L2k0qDRaQl43nqYaPE01dH78AfnXfBXThMKY8p6Wempf+QchT/ihnkqrJ+T34W6sxt1Yjb3sIHlf+Coq9cCX4p1736f1gzdRQsHwNmh1SEgEeroI9HThqq8c1QCgfc8u7Dui60TSapHdbry1NXhra+j+8AOyb/sqhoLCky7Pc7wC++6Tf9eSSkJtOcmxFgwge70A6POGdqyNFMfu3Tg+7Fcv2r568dXU4Kupoef9D8j82h0YCgvjL0StRm0a5LpCHf+3NWi30/qPx/A3NkaWo9LrCNpsOHftxvXxPtK+dAOWhQtOce9GTqCpnZ61Q7vmDXbYaLnvsXDgD5D0WpSgjL+6EX91I66PDpJ5z1dRm41R5SSVhCpx8PsaJRBEcYePFd3E3FPYk5Hlru+i9pmhn/NsB+o4dt+bBGzhc6ukVaPWa/B3OPF3OOk5WE/aecVYiqMDgI7SFo7c8+8R3XZBED59RABwDG3atIm//e1vKIpCUVERN910E/Pnz0er1RIKhTh69CgvvPAChw8f5tFHH8Vut3PTTTeN9WYLI0yDDqsqBas6lQRVCmX+vZGWfCejk4xYVSkkqFKwqlI56HtvyOs96ttxIvgnUaydR752GhpJS0DxUR04Qk2ghIrAPsyqRDI0eae2c6dIK+mxatKwatOwatIpdW7HJ7tPWi5Vl0uaLo9kbTYmtRWNKnyz6pe9NHsrKHPuwiM72N/zNuelfDGm9UWmfiIFajPJ2iyMamukpaA35KLBe4xK18fYgx0ctm9lUVL8oNCZpFUZsBoysRqysBoyKW3dgi/kGlLZFnspB5vWAQq5SfMoTF6ERR9uTRAM+bD72mh1lMcE8HqDHqmmAnISZ5FqKsSgTUBRFFz+Tsrb36fNWUFjzyEMGguT0y8Y0X0eCo3aiNWSTYI5hwRzNuU1b+EPOE9a7njdO5HgX17WUopyV6DTmgiF/DS07qGybhP1LTsxGlLIz14aU14C9LpErOZsEiw56LUJHKt6faR375QoikyCNY+snIWkpE7GaAq3Ivd4uqitepeWpr10dZZRfmwt02fdEFNeozFisU4gISEHi3UCx8veiLTiGwqdLgFLQg4Waw4J1gmUHHx2xPbtVCmKjCUpj8z8RSRnTMFgDteJ191FfdkWWuv2YGsro/Lgv5m68EsjVhaguWZnJPiXNmEuRTOvQG9MQg4FaW88wPFDr9HZfITqoxuYOGtkHvYNmSxjysgnZcpirHnT0FvD++ZzdNG6bzOdpbuw15dSt+1lCi+OvgaZfesvBl1068H3aNoZ7nGQOu2ck29KwE/dBy8hqVQYU3Nwt9ef4k6dPmNWPpkXpmDKLUKfkonaEA40hPw+HOWHaHl/PSG3k7rXnmDy136CWt8XiAj5PNT9+zFCHhe6lAxyr7gJY1YeciiI7eBOWre+jrOmjJZ3XyPn0vitjzr2vEfre+tApSLtnEtInnMuuqTwdxPyuvE01+GsKT/zFdGPIS8fbXIKhsIitBmZqI3hfZZ9PlxHDtHx5npkl5OWp58g7/s/iUyPR/b7aXv1JVCp0Gfn4GsY+LvWJCVT+N+DH2vtr/8b+/YPkbRaLPNGN9ilz89HuyYZfdFEtJkZ0fVy6DBd69YjO520Pv5P8u75Mao49WIoLCT7P745rPUqikLbP5/C39iIpNWS+oWrMS9ciEqrJdhjx/bGmzj37qX9Xy+gzUhHnze613JR2yrLdDz6KkogiH5yPr6KuoHnDYVofeAZgu021EkJpN19PcZZxSiyjHv3EToeW4u/tomOv79E5g9uiyqrSU0i/2+Dpx/qfGodjs07kXRazMvmjsj+nSpFVij7/dvI/iDWGdnYjzYPOn/PkUaO3LsW2Rck7fzJ5N+4BMuUTCRJIuQN4KrppHN7JWqzPm55TYIBS3EGlskZJEzO5PhD7+HvGtp1pCAIZwcRABwj1dXVPPLIIyiKwuLFi/nxj3+MVquNTFer1cyePZtZs2bx0EMPsXHjRl566SWmTZvGwoULx3DLhZGUrMrgYnP0zWKFf9+QyuZoJsZ28/UNbb0O2UZLqAaAfM00JupmR6ZpJT1TdAvxyi5aQjWU+/eSrs4dUlelkZCizeaS9K9EfVbmHNqT0UJT/G5qOpWBAtNsVJKaEscHOEM2ugMtJOuyo+YbqHuxQW2m2LwIWQlR5d5Ph78eb8iJQT16rWdTTHlcMuU/oz4ra3tvSGW9QSclLRsBhakZF1OUsiRqukatJ8WUR4op9uZAqzawtPB2Eg3RXYgkScKiT2P+hC/wccPLdLiqqLHtZWLqMtSq0ftpSbYWsGJJ9MV+Zd3mk5bzB1zUNYe7naUnT2dq0eWRaWq1joKc8/AHXNQ2baOq/l1y0uej0UQ/TS/KXcHEfl2MPV4b48XchXeSnDIp5nOjMYVpM69DktQ0N+6itXk/RcWfw2BIisyTlFzE+Rf9PKpcVcVbQ153VvaCMevmO5hZy+4iKT02NYLBlMLk+dcjqVS01OyivWEfhTMuQ29MGpGyihyirjTcxc+cOIGpC2+MBNpVag2Z+YuQQwGOH1pLc9VH5BQtiwQYR0Px6m+QMGFyzOf6hBTyL7wBJBWdx3Zgq/iYnCWXo7MkD3nZXaW7ADBnFWFIyjjp/E17NuC3d5I5fyUBV8+YBgCTZsX/PVDr9CTNWozGbKX2lUcIuZ04jh8laUbftVnHnvcIuhxIGi0F194ZCdyp1BpSF5yP7PfStm0DtoM7SV14AfqU6LrxtjfR9sGbAOStvgXr1OgghdpgwlI0DUvRtJHc5ZNKWBi/TlR6PQkLF6NOsNL8+COEnE7cpUdJmD/w9WrX2xsIdnaSdPFKQj09gwYAT0YOBHDu/xgA86w5gwYez4SExfHPdyq9noTFi1AnJND6yD+QnU7cR49iGaHreM/RY/hqagBIvuJyEs49NzJNk2gl/aYbCbS346utpWv9G2R/8xsjst5T4di0A19FHeZl89BkpgwaAHRu20+gvgWA9P93E4bJ4RadkkqF+dw5KLJCx99fxHOwDM+RSoyzTp7yppfsD+DafhAA0+KZMS0IR1vja/uxlzSRccl0jDlJgwYAQ94Apb99C9kXZMLV8yn+j+gUJ2qDFuu0LKzT4nf5Tpw9gfPWRqdhqHps2+nvhCAInyoiADhGnn32WQKBACkpKXz3u9+NCv71J0kSd911F8eOHaO2tpannnoqbgDQZrOxbt069u3bR2trK8FgkNTUVIqKili+fDlLly5FpVJxzz33cOTIkUi5O++8M2o5F198Mf/5n/8Z9VldXR1r167l8OHD2Gw2dDod+fn5rFixglWrVqFWn7y70tatW9mwYQN1deEf/EmTJnH11VezZMmSQcsdPHiQjRs3UlpaSk9PDwaDgcLCQi6++GIuuuiiuOtes2YNAPfddx85OTm89NJL7Nu3j87OTvLy8vjzn/980u0dLafTXfJ0ynYEGyOvC7Uz485TqJ1JS6gGt+LAJreRos485fUNx5nsQpqk7dsHrzz8J56fLD+aAcDTqZfarr0EZC9WfSaFyQPnUIxHqzaQqB44f5AkSeQmzqHDVUVI9uPyd2A1jF6+oVOtl66eKmQl3K2uYML5cecpzDmf2qZtBENe2mzHyEmPztE22t2dhyNe8K+/7AmLaG4MB2cc9oaoAODp7td4rZd4Abz+MvOX0FJzok5sDVFBvNMp6+xuJOALt0idUHxB3PrJKjyHmmMbCQU8tDXsI3/q4HkWR1K84F9/qdPOieTjc7fXDzkA6GypxtvdemIZ555kbnC11tB+ZBv6xHSyFlxK/bbx1428P2NOQeR1wNEdNa2nZC8AidPmR4J//aUsWE7Hzi3IAR89R/eRcf5lUdPbd25BkUMkFM+KCf6NZ4b8vjoJ9nQPOJ+3toaej7ahTUsn+eJL6Vh7et+168ghZE+454R1yclbmo42Q2G/eunuGbHluo8eBUDS6bCeH78reOLFK2j751N4KyoJ2mxokocewB8pgbYubC9vRmUxkXLz5dg3D/5Q17kt/CDcMGNiJPjXn3npHLpf3kSw3Ybzw/3DCgC695Ygu8LHSsKKsX1Q5WnuofqJD9FYDUz6xgqaXj8w6Pyt7xzF29yDLsXMxLuG39tCGqAbuSAIny0iADgGOjs72bs3fHF4+eWXYzYPnixZo9Fw7bXX8oc//IGamhpKS0uZNq3vqe+ePXv4/e9/j+fExY9Go8FoNNLa2kpzczPbt2/n+eefx2KxYLFYsFqt2O3hwQOsVisqVd8Pwie35d133+XBBx8kFApFpvt8Po4dO8axY8fYunUrP/vZzwbNI/j444/z+uuvo1KpMBqNuN1ujhw5wpEjR7jxxhu58cbYRM2hUIiHHnqITZv6EiObTCZcLlek7LZt27j33nvR6eLnW2psbOS3v/0tdrsdvV6PJk6y4M8qjxK+GdWgxTBALjuzKjHyujPUNGoBwDOpy9/3ZNWktg6/fOD0yo+VJns46J+dOPOMtOTsP2iIoigjvvwzwevrjrw2G+MPdqPVmtBpzfgDLrq6K2MCgJ9mKlXfQ6dPy3d2pkXnYpMHnG+4Zb2evpahpoT451FJUmE0p+Hsrqe7rWJUA4An03/fhnOsdJ5o/afWGUieOHgQSw4FqXvvRVAg74LrUWniPxQdT9wNVZHXuqS+wRl8XW0E7OHv3DIxfgs9tU6PKbcIZ3UpzpqyqACgfKKLMUDSzPHXknYwnuq+OtGmDDxgRdsrLwKQfu31qAZ4AD4cjj27w+tMS8c4cejBoNHiPd6vXkZwUL+gLXycadPSkAZ4GK/N7DvneMrKoloJjpbOx9ei+Pyk3r4GtXXwB6eyz4+vvBYA45z4g3BJkoRxzhQcW3bhPVw5rG1xvhe+/9JkpWKYPnFYZUda+R82IXsDTP7OJeiSTp5XunVzOOCbfsEUVDpxTyMIwqkRZ48xcPjw4chF9LlD/CFesmQJKpUKWZY5fPhwJABYXl7Or3/9a4LBIFOnTuX2229n+vTpqFSqSKBu8+bNkSDfPffcQ2tra6Tl3wMPPEBmZvwbkvLy8kjwb+HChdx1111kZ2cTCAR4//33eeSRRygtLeUvf/kL99wTP99GdXU1R44c4dprr+Xaa6/FYrFgs9l48skn2bp1K//617+YOnUqCxZE52t55pln2LRpExkZGdx0002cc845mEwmfD4fu3bt4vHHH2f//v088cQT3H333XHX/c9//pOMjAzuvfdepk+fDkBTU9OQ6vuzYrBbOaXfVKc8fro2DldICeINOWnxVXHcFe4ilKzNJlF78u5oAEE5gEd20OQto8Yd7jaSY5iCTjW23UaGyu3vxndi1N5EQxYObxtVXTvpctXil73o1CaSjRMoSF5EsunUkmF3ucMteyVJjVmXMmLbPloGC2r0TnO6W0drc0ZFt+145LXFMn5GiBxLPR19N+mmhOHVyZDLKoMEFk9Mc9lbhrXuM83Z3HesGFOyB5mzTyjgo7sqfL5MLl4QM3jIJ7V8vAlvdyup084hIWf8BXB6ycEgQZcdx/ES2j/aCISDfwmT+lrS+9r7HhQZ0gauL31aNs7qUnyd0ecWT0sdihx+6GrIzMXVUEXnnq24G2uQ/T40FivmvEmkLlqBIX1o38eZpASDBO123KUldG0K14k2NQ3zjPi9C7re2USgrZWExeeMSLAu0NmJpyocBEpYPHivktHUWy+ekqPYNobrRZOWhmlW/Hrxt7TQ8NvfEezsBElCk5iIftJErOctQ587+G+zMth5pd8AP/6m0T+3OLbuwVtyHMOsYizLT56bMdDUDid+d7V5Az941uaGp4V6HIScbtSWkwfQAm1deI9VA5Bw4dgG15vfPET3/jqSFuSTtSr+MdGf7A/iKA+fKyxTMvG22ql7bidde6rx29xoLAYSpmWRs3ouqeeObWBTEITxTQQAx0B9fTjPiVarJfckP+q9TCYTGRkZtLS0RMoDPPbYYwSDQSZPnsz9998f1ZVYr9czb9485s2bd0rb+eyzzxIKhZg0aRL33ntvpAWdVqtl5cqVaLVaHnjgAXbu3ElZWRlTp06NWYbL5WLVqlXcdltfkt7k5GT+8z//k66uLg4ePMhzzz0XFQBsbm7mtddew2Kx8L//+79kZfXdTOn1ei644AIyMjL40Y9+xKZNm7jhhhtIjtOlQaVS8ctf/jJqWk5OzinVxdnGKIWfwIYI4JGdGFWxT2SdcnfktW+Ig5KMF76Qm62dT8edlq4rYLb1okHLdwda2WlbG/O5hESOYSozEuJ3GR2PXP6uyGubu4HKzo9QlBAqSYNa0uALOmhxlNLiKKU4bTnFacMbUdLt76a++wAA2QnT0KjjJ54eb4z6pMhrl7sVXWJRzDw+v4NA0B15fbYIBDzUVb8HQGJSISZz/BaQnyXBgIeG8ncBsKYWYUoY2gOCoZQ1mPp+g1z2FixJsb/7shzE4+oEIBT0Egr6BxxNeDQFfR5a9odH7TRnTRxSHj8AW+V+5EA4Ke3JBv9wdzTQevBdNMYEcs5dc3obfIYc/cMPIyPx9meaUMSE1Tej6tfDIOCyR15rLIkxZXppE8LTZL+XkN+HWhc+d/q62iPz2MsO0Pr+m4CCSqsPj87c00V3Txc9R/eRvep6kmePTdCr6t4fogRj68RQWETGl25GitPrwtfYQPf776K2JJB6xch81/a9u8IBI5VqwByFo6nmBz+KWy/6okIybolfLwCyy4XsdqMyGpG9XgLt7QTa23Hu2k3iyktIufzzMWU0KeEHbsGODuRAIG5rSn9zX9AvaB+57sdDEezqoetfbyHptKTecfWQyoRs/f5+kgfuaaFJ6ZsWstmHFAB0vr83fKyoVZiHEIw8U3wdDo7/4wNUeg1T/nNorb29rXaUQPjBgLe5m71/fZeQ2x8eAdigJdDtpmtnFV07q8j6/GymfPfSUcvdLQjCp4sIAI4BhyN8I2mxWKK6356M1WqlpaUlUr6hoYHS0lIAbrvttgHzCJ4Kp9PJwYPhp/fXXXdd3O6zF154IS+88AKNjY18+OGHcQOAveU/SZIkrr/+eg4ePEhFRQWtra2RlojvvvsusiyzdOnSqOBff9OmTSMzM5OWlhYOHz7MBRfE5sK4+OKL4wYGBUjTTKAiEM6xUhU4xEz9sph5qgKHI6+DSmDUtm0kSJIUaaEXlP3IhC+asvQTKTYvRqcyDFYcCVWkfED2oZzo0pdnnEGRaV5kdOBPg6Dsjbyu6NiGUWtlZtbnSTUVIEkSTl8HR1s30eWuo7JjGxZ9GlkJ8f+WPykkBzjQ9BohJYBWbWRK+ooztBcjLzlxIipJg6wEqW58n+Q4AcDqxvcjr4OhIY6wM84pikzpkRfx+x2oVBomT7tqrDdpzCmKTNnHL+D3hetk0uyrR7SsJXECWr2FgM9JQ8V7ZOTOR1JFd9drqvqIULDvbzUU9I55AFBRZGrffY6g246k1pB3/heGXLazNJzjy5iagyl94JFHFTkU7vory+Sedw0a/fhsWa0xJ6AEg8gBH3LAD4A5v5jMC69EZ42+zpD9feeKwbq3Sv26Ocv9AoAhX98Dt9YP3sSQkUP2quswZYfzyLmbamna9BK+9maaNr2EPi0zMm00qRMSUAJBZL8PxR+uE8OkYlIvvxJtnGsvJRQKd/2VZdLWXDMiA3Uosoxj7x4ATNNmoEkY+9Qc6oQTx4qvX70UF5Ny5eq4+fe06WkkX7ka86xZaFJTkNRqlGAQT+VxbG9uwN/QQM/md1AbjSRetCKqrGn6dBwfbUcJBLG/9z5Jl66Mmq7IMj1b3u177/UymjqfeA3F7SX5S5ehzRha7wDZ2/f3Iw2Q4ic8rd/fj9d/0uUqsozzg/B1r3HeVDRJCUPanjOh/I/vEHL5KLpzOcacpCGVCTr6vrva53ahMeuZ8bMrSV02CZVGjbfVTtUj79P+QTktbx3GVJBC3nWfrhQCgiCMjk/PXawQo6ysDACj0cisWbNGdNnHjx+PdH2bMyf+yKoAc+fOpbGxkcrK+Dk40tPTBwziTZ8+HbVaTSgUoqqqKhIA7A1qfvjhh+zZs2fAdTud4W6N7e3tcacPFJAUIEGVTKa6gNZQLY3BSjRoyddORy+Z8ChOqgOH6Qg1IKFCQUbi0/UUUacycnFauNWpoij4ZBd1nqPUuA/S6qthRsL55BlnDFg+UZseVd4dslPrOUSd5yiN3nLmWi8hQ184Grty2qK7tyrMm3BN1Ii+Fn0aC3KvY9vxR/CFXBzv+HBIAUBZkTnYtA67twUJFXNz1mDQjt0F9XDptGbyss+ltulDunqOc6TiZYpyV2DUp+APOKhv2U1Dy24kSY2ihD51fwMDqSxbT2dH+Bw7edpVWBLGvgvhWKs6vA5b6zEAJs65BnPi0OtkKGUllZr8qSs5fug1PM42Snb9k8Lpl2GyZhH0e2ir/5jaY29HjrUTpU57v05Xw0evYa8L55zKO/9ajKlDa0Hv6WrB3RZOC3Cy1n+tB97F09mINX8GyZPmndb2nklTvv7fkddBl4Puox/TsXMzVc/8ifSlK8k4P7Z11inrd86WNFryr/0a2n4tCU05BRR84WtUPP4blGCAjp3vkH/NV0du/UNU8ON+deJ04Nz3MbZ3N9P41z+RfPFKUlZF10n3e+/ib2rENH0GlrnzRmQb3GWlhE60ahsvg3/k/eynkdchhwPn3o/pfucdmv70Z5IuXUny56MHfIk3IrCk0WCaNhXDpIk0//Vv+Ovqsb29iYRzz0HVL3BqnDEdfUE+vto6bBvfDi9vyRLUFjP+llZsGzbgb2oCtRpCIRjFAZqcH+7Hc6AMXUE21s8Pr2fBmeA5WB5pXZiwYuxaira+c5SuXVVYJqUPK0AXdS0nK0z9/irSzusbwMmQaWX6T1fj/sYzuI63U/f8LnKvWSAG/hAEIYYIAI6BhITwTbLT6USW5SG3AuwduKN3wI3u7m4AUlNTh9WScCh6esIXVDqdLrK98aSlpUXN/0mpgyQ71mq1WK1WbDZbVPmurnCXRY/HExnYZDA+X/yWOYmJA3e9iefZZ5/l+eefH3D6ddddF9WV+dNupn4ZAa+PLrmF2uAxaoPHoqanq/OQgLZQPRppeC1RxlPLS0mSMKgtTLEswapJ44B9EyWObSRqMrBq4ycp/2R5syaRGQnLMaqtlDl3cNC+heUpX8KgHnwAn08ai3rRqPq+u1RTYVTwr/88+ckLqOjYhsPXji/oQq8ZeN8UReZQ0zranBWR4F+aObYF3VCM5bEyKX8lXl8PrZ2Haek4REvHoajpiZY8LOYsGlv3oNGMbsukM1EvleVv0lgfHs110pTVZE8Y++5ywzXS9VJ95A2aq7cDUDTrSrIKhl4nwymbXbQMr7uLxsoP6G4r50BbedR0gzmN9AlzqD/RlVijG/rxdiaOlcYd6+go+RCACUuvOmkgr7/e1n+SWkPy5IFvcD22Flo+3oRKqydv+bWnt8FxnKlzi8acQNriFZhyi6h+7i+079iMMTs/kgdQpetLgyAHAqj18QdnUIJ9Lev7l+n/OnH6/KjgXy+tNZnE6QvoPrwLV20FiiwjDfE68EzUi8aSQNIFKzAUFdH4t79g27IZfV4+5unhOvG3ttC1ZROSTk/61SP3XTv2hI81tTUR09Tpp7ycM3WsqBMSSLxoBYaJE2n681/o3rQZfX4+ppkDP4DsT6XVknL55bQ8/AiKz4enogJzv4fykiSR8ZXbaf3HY/ibmrBteAvbhreilpFw/nn4auvw19ejMg3vd+xU6yXU46Dr2TdBpSL1q9cMOEBJPCpD3/Hf24IyHsXf7+/HcPJr1N7BP9TJVoxz4w8uMlSnWi9+m4vKv28FlcSU764aVnBObezbR+OE5KjgXy9JJZF3/SJKf/MWQbsXR3kr1umj85BvPF33C4IwOBEAHAO9ef8CgQANDQ3k58cOcf9JbrebtrY2APLyBu5OczaQTyQsvvXWW+N2Hx6q4QZFXS5XpI7jcbvdqIdxETPeaSQtCw2X0hKqoSVYg0vuRkbBJCWQo5lItmYie73hUZjNquF1qxmv9ZRlmIjBacErO2nwljJDO7xcfvnGmVQ4dxNSAjT7KikyDT6y5SeNRb3o+7XKM+sHDsib9X3BUE+gZ8AAoKLIHGxaT4ujFAmJOTlXkmWNP9LlUIzlsaKS1Mye8kWybfNobt+Pw92CLAcx6BLJSJ1FbuZijlW9BoDJOHIjNw7FSNfL8fINNNRuA2DS5MvJK/j05LHsbyTrpbrkTRqPfwBA4cwrmDBp+RktWzRzNalZs2ip3Y2zu55Q0IdWn0Bq1gxyJi2nofI9APTGZFSqoV+ejfSx0rhzPW2HwtuSc+4aMuZcOOSyciiIrSI82FJS0ZxBu/Q2fPgqihwia9FlqPUmQoHoh3m9A2EoEJmmUmmGHEw40+cWU3YBpglFuBuqsB3cGQkAas19v5dBZw9qffyUEwFH+MGnSmeIdP8FogJ++pSBB0HQp4anyQE/IY8LjXloLbDPZL0Y8gowFBbhra7CvmtnJADY/tqrEAqRfOllqIwmZF/87xqFyDRJM/h3HXQ4cB0Lt1BNWLR4yAHQeM70saIvyMcwsQjv8SocO3YMOQAIoC/s694d7OyMma5JTCTnv/4fjt17cB8+TKCjAwBdZiYJ556LadZM6n75vwBo04eX7/VU68X2wtvITjcJl5yDNic9qltveEdCkZe90ySNGkmjQd0v71/QZkeXHz+AFezqyxWoHiRXIIQDku4D4ZbvlgsWnNaxAqdeL1WPbSNo95Jz5VxM+SmEPNEBTrlfvfROkzRqVFo1+rS+XN2m/IGDbaaCvmsVb6t91AKA4/W6XxCEWCIAOAZmz56NJEkoisLOnTuHFADcvXt3JDA2e/ZsAJKSkgDo7OwkFAqN6Mm3t/Wc3+/H4XAM2Aqw48SFxkCt7Xpb88UTCAQirRr7l09KSqKxsXHArr1nitlsJiNj4ATnJpOJUCg04PRPI0mSyNYUka2Jbb0lKzIOOfz9JamGd9E4nuvJoDLjlZ24Q8NPhq2WNGhVenyy+5TKj0W9WHRpSEhRozrH1b/b2QDdD/uCf8ciwb9s66m3uoDxcaykJU8hLTl+iwC7sxGApISTn6dH0kjWy/HyDdTXhoNVEyd/nrzC2JypnxYjVS/VJW/QWHkigDfjcnKLhx7kOp2y1tRCrKmFcac5uxvC86QML5/bSB4rjTvW9QX/zllN5twVwyrfU3OEoNcFQOr0cwed128P/740736T5t1vDjhfwGnj0BM/AcKtEYcakByNc0vvQB7+7o7IZ/p+I/N6O5ojgbpP8nWERwv+5HT9qYzsO4xk/2e6XjQnrucCnX11ErSFv+uujW/StXHg7zrYbaP6Z+HvOnX1VSQtH/i7duzbEx7hVpKwLjq97r+jcayoe+ulIzaId7okjQbrsqVYly2NmRZyOAjZbADoCwuHtdxTrZdAe3h9ji27cGzZNei8dV/7BQAJn1tG6i2r0eakh49nRSFQ3wpz46ckCTSER8RVJyacdAAQ57b9EAofK5YRGP33VOvF2xy+bmxaf5Cm9QcHnffDKx8EYMIXFlD8zYvQWo3o0iz4O5yDr6Tfpd5ojgEylDoRQUJBGB9EAHAMpKWlsXDhQvbu3cuGDRu44oorMJsH7m4XDAZ59dVXASgoKGD69PAN97Rp4VY3Ho+HkpKSQXP19de/ZVx0frA+kyZNigQpDx48yPnnx28tcuhQuMtccXFx3OltbW1RA3z0V1paGvnBmDRpUuTzadOmUVJSwscffzysLtKn6+abb+bmm28ecHpHRwe2ExdRnwXtoQaCBFChJlMzvBvS8VpPiqLgkcOD6Ay3WzOEBxTxnxhU41TKj0W9qFUakk15dLnrcPkGvvFw+vumGbWxAX3lRM6//i3/sq1Db8UwkPF6rADYXU24POEHEdnp80Z13SNVL5Xlb0Za/k2c/HnyC4cerBqPRqJeqo+80dd6b8bl5E5eMSplB+P3OuhurwAgIy82J9hgRupYiQn+zbt42MvoLA3f7OutaViyJ51k7jNrNM4t/u7webN/t11dcjpaazIBuw1ndSmJU+fFlJP9PtwN1QBYCqMDHPrkdLSJqQR6OvF1tQ64bl9ny4l1G1AbTz4Caq8zXS+BE63UVPozOyK8Y89uAIwTi9EOkm5mKEbjWAmeYr34amsjrzUpw99P58fhgS/UiYkYJ8e/Vh/IWPw+q/Q69FMK8JXV4DlUTuLq2AdWiqLgORw+Xxpmn3yfHO+Hu/8aphcNeTCSwYzVdUvKwgJa3i7BXTdw4wp3bd+1nCFreKmQTsdQ6qQ3bZQgCGNLBADHyE033cSBAwfo6uriD3/4Az/+8Y/jjuKrKAr/+Mc/qD1xAdA/B92ECROYNm0apaWlPPXUU/zmN78Z0kjAxn4JhF0uV9x5LBYL8+bNY//+/bz66quce+65MSMBv//++zQ0hFssLF8+cPenV155hW9961sx+/XKK68AMHny5KiWd5dccglr166lra2N1157jS98YeCRB51OZyQnojBy/IqXcn/4gilPOxWtdGYv5EeCrMioTpLgutFbhk92A5CijU5oP5Ty1e6DkRGBP1l+PJuQOIcudx2d7hp6vC0xeQCDsp96W/gmIdGQg04TfTMZ3e1XNSIt/8a7UMhPadV6ADJSZmI2Dq8V7HjQP/g3afLln+qWfyMlKoA384rhtfw7jbKDURSZyoP/RpFDWJLySMo4vfxUpyIq+HfummG3/APwO2w4GsO5DVOmLUE6SfOTmTf996DTa7f+i67yPegsySedd6QpJ1qWDbYPztpyPM31AJjy+oKdkiSROHMRHTs201N6gPSlq9AlRgcduvZ/hBzwgaQiccaCmGUnzVpM+0cb6Tm2n4zzLovJAxiw2+g5th8Ay8TpSKMwuMNQ6sRdWY6vIVwnxol9ddJ/wJB42l76F46P96BJTj7pvACe6ioC7eGULQljPPjHUOrFU16Ory5cL4bivnpRFGXQckowGMnpJ+l0GKbE5n0bTKCjg+7NmwFIWnnxsHLxnY7sn9456HTbq+/Qszac77Tw2ftjpluWL8BXVoP3WDW+ynr0xdGpj9y7DhNsCwfBLOfPH3Rd3rIags3h1qiWMRz8A2DeH24YdHrNU9upfSacp/fCd74XMz3zslm0vF2Cp7Gbjo8qYvIAKrJC/cvha3ddmgXL5IFTCAiC8NklhgYaI5MmTeKuu+5CkiT27NnDD37wA/bs2UMgEE5qGwqFOHLkCD/72c/YuHEjANdffz2LFkU3Xf/a176GRqOhoqKCe++9l6NHj0a6Cvv9fj7++GPuu+8+3G53pIzFYokMzrF169YBm23fdNNNqNVqjh8/zv33309zc7i7SiAQ4J133uGvf/0rAEuXLmXKlPg3LCaTibfffpunn346Emy02Wz85S9/Yf/+/ZH19Jebm8s111wDwJNPPskjjzwSWXfvfh07dozHHnuMu+66a9B6/jQIKD78ijfyr7f9vkwo6vOgEogp2396uGxYiGDU5yElGFO2PdhAbeAYbtmBooSPmZASpCVYwy7PW3gUJwmqZIq1887Ifg8mIPvwy57Iv14ywajPg3JfndgCzeyyvU6jpxxvKLqLhCvYTZlzJyWO8M27SW1lgjG61UWzt4KPu9+ixVuFr986FUXBEezkiP19jrtP5LbSZpGmG/1cnIGQF3/QHfnXS1aCUZ8H5ei8MjnWmSQawt3KDjSupdNVE2n96/R1sK/hFXwhFyAxJT06SBTd7Tc84Md4C/4Fgh78AVfkX+++yXIg6vNgKDoPUY+jnuqG93G625Dl4IkyQTpsFewteQy7swG9LpFpE1fHXa+iyFHLD4T6jptgyBs1rXf5oyUq59+UK4Yd/AsE3Pj9rsi/yHkpFIj6PBiMPwhT/3nC5cNCQX/U56HQwEneR1r/vH1Fs1YPs9vvqZcF8Lo6qTm6EWd3A3IofN5SFBl7Zw1Htj9GV0sJaq2RKQu+eNLA2Ujrn/NvwtKrTin4B9BZtiucSkClInXKkpHbwDEQcHRT9dQDdB3Yjr+7M6q3RMBuo33XFurXPgEoqA0mUhdGHw9pi1egMSegBPzUvfoonpZw8EcOBena/xFtH4WDOslzz0WfEpt6JG3RhWitySfKP4a7ua8VmLu5ltp/P4YSDCBptGQsW3UGaiBWsLubhj8/QM/O7QQ6o+sk2G3DtnULLU89AYqCymQicZDuu6fLsSfc0lRlMmGZNbTeL2dKsLubpt//Afv2HQQ6PlEvNhvd72yh9fF/RurFemHfudh7vIrmvz+MY89egicG9gNQQiE85eU0PfhXfLXhEbWTVl2K2hibU9OxZy/2HTsJdneHg5GA7PHg2LmLpj8/iOz2YJw2jYTzxn4k3qGyLJ+PNi8LFIW2Pz+H50glEA62unYdpuPxtQAY507BOGvwFoCOE4N/qCxGzItnntkNP8OSZueSdkH4fqvsgU20f1COEgp/595WO8fuewNXVbjXQtEd5yOpYn9LAg4vgR535B9y+HgN+QJRn38yP6EgCGcP0QJwDF122WWYTCYefvhhqqqq+NWvfoVKpcJsNuNyuSKBPJ1Ox80338zVV18ds4wpU6bwgx/8gD/84Q+UlpZGWhIaDIaoZfT+32vVqlX861//Yt26dWzcuJHExEQkSWLZsmXccccdkWV/+9vf5sEHH2Tv3r3s3bsXs9mMz+cjGAzfzE6bNo1vf/vbA+7jxIkTmTRpEq+88gr//ve/MZlMuFx9N+g33ngjCxbEPv2+5ZZbCAaDvP7667z55pu8+eabGI1G1Go1brc7sj9nQz6JHZ438CqxLTFrAiXUBEoi73M0k5ilj76Ae8/9Utxllvp3U+rfHXk/UTuHYt28qHncip0y/17K2IOEhBotQQL03ugnqzKZZ1iBWhr908RHXS/jlWPznFS7D1Lt7subkmOYwhxrXzc1W6AZWyAcLFahRi1pCSlBZPqCLwmaVOYnfi5mvxQU2v21tPvDN1pqSYMKDUHFH2n1B5CincC8xEtH/SYd4KPqJ/AG7TGfV3ftorqrL89OjnUWc3L6glaSJLEg91r21L2A09/BnvoXUEtaJElFUD6RgBsVM7JWkWoujFq2zdNAi6NvhOijrZs52rp5wG2cnrly1AOEuw79Ha+vO+bz2qYPqW36MPI+O30+M4v7WhT7Ag6O17/D8fp3AAmtxkAw6It832ZjBvOm3YxOG7+VsdfXw0f7/xB32qGy6BHFZ0y6hpyM2HPdmeD1dEdy/oFEXc371NW8P+D8eQUXkP+JAOHenX/B5+2Ombe+9oN+y4bM7AVMn/XFmPm2v/+ruOuqLFtHZdm6yPuCiZdQNOnSQfZmZHjdNhore+tAoqHiPRoq3htw/gnFF0aCfKdTtlcw6KOh4l0aKk6M8qs1Egr6UZTwAzi9MYnpS27FlDC6LTb8DhttB7eG30gSrQfepfXAuwPOnzF3BZlzL4r5XFFkOsv2AJCYNz1qIIxPK297E82bwz0VJLUalc6AEgwgB/pujLWJKeRddTtaS/T+qvVG8r/wNWpf+Qe+zlaqnvkjKp0eJRiMDHhhLpxK1kVXx123Sqen4Lq7qHnpYbxtjVQ/+2dU2nBLfLl3QBStntwrbx4wx+CZ4G9uomNtuE5Qq1EZDCiBQNRorZqUFLJuvh1Nwpk5BmSvF+eh8HVAwvyFSJqxv5XxNzXR+fLJ6yXjK7ehsfavFwVvRQXeinB3VkmrRdLpkL1e6H04L0kkXnIxSZfE75Lvb2jA/sE2OnvX3Vv+xHW2ae4c0m/68phcs5wqSa0m47u30Hr/YwTbbbT+5gkkvRZkBSUQvp7TFeSQ9s3BW9TJbi/u3YcBMC+bh6Qd+2PldE37wWUc7nbTc6iBo79cj6RVozZoCTr6GgEU3LKUrFXxg50f3/0MvtbY68iGl/bS8NLeyPvMVTOZ9sPLRn4HBEEYc5/+M+Gn3AUXXMCCBQt4++232bt3Lw0NDbhcLsxmM1lZWcyfP5/LLrts0LwJS5cu5aGHHuL1119n3759tLe3EwgEyMrKYuLEiZx//vmYTNFd+m644QaMRiPvvfceTU1NkQE3egfl6HXxxRdTXFzM2rVrOXToEDabDb1eT3FxMStWrGDVqlUxXYM/6atf/SpFRUVs2LCB+vp6DAYDkyZN4uqrr2bJkvitBFQqFV/96le58MIL2bBhAyUlJXR2dhIIBEhKSiIvL4/Zs2cP2vVYGFyqOod8zTRschte2UWQAHrJgFWVSrZmIpnqgk/VBWOiJp051ovp8jfRE2zHJ7sJyD5UkgqTyopVk0amfiJZ+olxu0tl6AuYyYV0+ZtwBDvwyR6Cig+VpMGgspKozSBbP4l0/fDyIY4Xeo2FZYW3U2v7mBZHKS5/FyEliFGbSIqpgMKUxSToY7u59m/NoCDjD8VPG9ArJMe2VB2vrOYJFOScj81eg9fXTSDoQas1YjFlkZk6i+yM+aikT99Dhv4Ba1AI+AdPGh4KxW/Fd3ZRol4HfCepk6iWjadTNsxgSiZv6kp6Oo7jdXUS8LtQa/WYLBmkZs8iq/Bc1Jrh5xU9XVGDAykKQY9j0PnlQPxjxdFQQcAZzgGVOm3wwT8+DTQWK7lrbsNdX4m7uY6gs4eQxwWSCq01GUN6DgnFM0mcvgCVNv73ZszKo/grP6Rj17s4qo4ScNiQtDqMaVkkzVpM0uwlg3bd1admUnzHD+nc8z72ysMEurtQFBldSgaWwqmkLrowpmvxmaSxWsm86TY8VZX46usI2nsIuVxIKhWapGR02TmYZ8zEMn/gOhkJzoP7UU4EYRMWj233XwjXS8Ztt+I5fhxfbR0hew8hZ7he1MnJ6HOyMc2ahXnBAlS66DQ9uuxsUtZcibemlkBzMyGXC9njQdLp0GZmYphYRMLSpehyBh4Yxjx/Hoo/gLe2hlBPD4o/gDoxEUNRIZYlizGdyBf+aaNNTybn/u/Qs2Eb7j0lBNttoFahy83EvHQO1lVLTxr8de08hOILX5MkXDS23X9HitqoZe7vv0jLxsO0vnMMV3UHIY8fXZqFxNkTmHD1fBJnThjrzRQEYRyTlIFGgRAEIUrviMeDuakwNmfHZ9FzNQ9EXt8yc3RzN41nz5T0tYq6ZfkDg8z52fHMtui/mRvXPDxGWzK+/Gvd3ZHX13/58THckvHl5ee/Gnl9zdf+OYZbMn6sfewrUe9X/fSZMdqS8WXT/94Seb3i/0Sd9Hrvh331cu4Tol4Adt5xS9T7Jc8+PUZbMr7svvnWqPeL3350jLZkfNnzub4ch9cd/M0Ybsn48crcH590HjEIiCCMDyIHoCAIgiAIgiAIgiAIgiCcxUQAUBAEQRAEQRAEQRAEQRDOYiIAKAiCIAiCIAiCIAiCIAhnMREAFARBEARBEARBEARBEISzmAgACoIgCIIgCIIgCIIgCMJZTAQABUEQBEEQBEEQBEEQBOEsJgKAgiAIgiAIgiAIgiAIgnAWEwFAQRAEQRAEQRAEQRAEQTiLiQCgIAiCIAiCIAiCIAiCIJzFRABQEARBEARBEARBEARBEM5iIgAoCIIgCIIgCIIgCIIgCGcxEQAUBEEQBEEQBEEQBEEQhLOYCAAKgiAIgiAIgiAIgiAIwllMBAAFQRAEQRAEQRAEQRAE4SwmAoCCIAiCIAiCIAiCIAiCcBYTAUBBEARBEARBEARBEARBOIuJAKAgCIIgCIIgCIIgCIIgnMVEAFAQBEEQBEEQBEEQBEEQzmIiACgIgiAIgiAIgiAIgiAIZzERABQEQRAEQRAEQRAEQRCEs5gIAAqCIAiCIAiCIAiCIAjCWUwEAAVBEARBEARBEARBEAThLCYCgIIgCIIgCIIgCIIgCIJwFhMBQEEQBEEQBEEQBEEQBEE4i4kAoCAIgiAIgiAIgiAIgiCcxSRFUZSx3ghB+DTo6OgY6004qeTkZNRqNaFQCJvNNtabMy6IOolP1Et8ol7iE/USS9RJfKJe4hP1EkvUSXyiXuIT9RLr01QnaWlpY70JgiAgWgAKgiAIgiAIgiAIgiAIwllNBAAFQRAEQRAEQRAEQRAE4SwmAoCCIAiCIAiCIAiCIAiCcBbTjPUGCMLZ5JZZPxvrTRgXnjnyy8jrW5b9bgy3ZHx5ZvsPIq+/fPnfx3BLxo/nN3wz6v0Xb3xsjLZkfHnpX1+LvL7q7ifHbkPGmdcfvj3y+vLvPz12GzKObPj9rVHvL3zgmTHakvHl/e/dEnl9ztPiWOm169a+42XxxkfHcEvGjz2X3Rn1XtRL2Cfr5fpDvx6jLRlfXp7zk8jrX9V/ewy3BKgf29X3+u+8B8d6EwRBGCLRAlAQBEEQBEEQBEEQBEEQzmIiACgIgiAIgiAIgiAIgiAIZzERABQEQRAEQRAEQRAEQRCEs5gIAAqCIAiCIAiCIAiCIAjCWUwEAAVBEARBEARBEARBEAThLCYCgIIgCIIgCIIgCIIgCIJwFhMBQEEQBEEQBEEQBEEQBEE4i4kAoCAIgiAIgiAIgiAIgiCcxUQAUBAEQRAEQRAEQRAEQRDOYiIAKAiCIAiCIAiCIAiCIAhnMREAFARBEARBEARBEARBEISzmAgACoIgCIIgCIIgCIIgCMJZTAQABUEQBEEQBEEQBEEQBOEsJgKAgiAIgiAIgiAIgiAIgnAWEwFAQRAEQRAEQRAEQRAEQTiLiQCgIAiCIAiCIAiCIAiCIJzFRABQEARBEARBEARBEARBEM5iIgAoCIIgCIIgCIIgCIIgCGcxEQAUBEEQBEEQBEEQBEEQhLOYCAAKgiAIgiAIgiAIgiAIwllMBACFM+Lw4cOsWbOGNWvWjPWmCIIgCIIgCIIgCIIgfKZpxnoDRksoFOKDDz5g27ZtVFVVYbfb0ev1JCUlkZ6ezowZM5g1axYzZ85EkqSx3ly2bNlCa2srs2fPZvbs2WO9OcIZElICdPmbsAc6sAfb6Qm045WdAEwyL2KyZfGAZbv8TXT46+kJtOMJ2fHLHkJKEK2kw6JJIcNQRJ5xBmrp5H/mrmAP9Z4SOnx1eGUXiiKjUxtJ0KSSpssj3zRrxPb5ZEJygC5PPXZfC3ZvKz2+VrxBOwCTUpYxOfX8ActWdH7I8a7tJ13H8oI7MeuSB1x/fc8BWp0VOP0dBGU/apUGkzaZNFMRBUkL0Gssp7ZzpyEU8mNz1GJ3N+FwNWN3N+H19wAwMWcFkyZcdNJltHaV0NRxALu7mUDQjSSpMOisJFsKyMtcQoIpe1jbdLRmPY3tewEw6JJYPve/hr9jpyngd9HRcQxb13Ecjia8Hlv4+NWZSbDmkpW9gPSMmYMuIxj0UV+7jfa2I3i9NkDCZE4jI3MuuXlLUakG/xvqaD9KU+MeHPYGAgEPWq0JqzWXnNxzSE2bOoJ7O3QBn4uu5qP0tFXg6m7E5w7Xi1ZvwZKUS3rBQlInxP9tcdoasDUfxdndiNfRTsDvIhTwotYaMCakk5w1ncyJS9HqTDFlva4u9m389ZC3M71gEZMX3XDK+zkcQa8LW30J9pYK3J2N+F02FDmExmDBnJpL2qTFJBfEr5OOyt1Uf/TiSdcx5dKvk5gzJe40RZbprN5H5/G9uLsaCQV8aAwWEjKKyJy+HEtG4ens3inztDTgrCzB09KAv6udkNtJyO9FrTOgS83AMmk6KfOXoTaaY8qGvB7cdcfxtNTjbW3E21JP0OUAIOfyL5E0Z8mg6/bb2nGUl+Cqq8TX3kzQZQeVGq0lEVNeEckLzsOYlXdG9vtkfA0NuEtK8DU0EGhvJ+RyIXu9qAwGtBkZmKZPx7psGWpT7N9B19tv071p00nXkfeTn6BNS4v5vOnvf8d7/PigZdWJiRT87GdD36EzqHv9+3S/9HbkfeEz9w84r+zx0fPWNtx7Sgi220Aloc1Kw3zuHKyrliJphndr0vHP13C+uxsAdVoSeX/84antxAgTdRJf7b92U/3Yh5H3K7Z8d9D5gy4fTesO0rH9OJ7GboJuP9pEI6YJSSTOzSX32gVoLYaoMo7yVjp3VuEob8XdYCPQ7SHk9qM26TDlp5B6ThE5V85BazWekX0czNF1VbzzP7tPOt/VD60g/5ysuNO66x3se6qUup0tuDo8aE1aMqYlM+vaSRRfMvj5MugNcviV4xx/t56uajt+VwCNQUNiroWCZdnM/dJkzGmjXy+CIIyez0QA0G6388tf/pLy8vLIZzqdDoCmpiYaGxs5cOAAAM8//zwWy+jf3H/Sli1bOHLkCIAIAJ7FugNtfNy94ZTKVrsO0O6vjbxXSxpUkgq/4qUr0ERXoIla9yEWJa3GrEkacDk1roOUO3chEwovBw1IEp6QA0/IQZe/aVQDgN3eZj5ueuW0liGhQqse+AJGkuI3fvYEetjT+BLugC3ymUalJyj7sftasftaqevZz4KcL5BiHN2b0h5XI/srnj2lsrIc5ODxl+joLot8plbpkJUQbm8nbm8njR37mZK3ioKsZUNaZpe9msb2j09pe0bSR9vuR1HkyHuVSoNKpcbns+NrP0pH+1FSUqcwa85NqNW6mPJej439Hz96IvAHKpUWkHHYG3HYG2ltOcC8BV9Dq409nhRF5ljJy7S2HDjxiYRGYyAQCAclOzqOMSFvKVOmjn5L6L1v/jKmXiRJjd/TQ5enh67mEpIypzH13FtQa6Lrpa1mDy1V26PKqtRagn43js5aHJ21NFVsY/qy20lILYwqK0kqtPrBf0NlOUgo4AXAkjx6f0cHXvqfqDqR1BoklZqAu4dudw/d9SUkTpjGpBW3xdRJXyEJzSD7p1LHv6wKBXxUbv0n9uaKE8tRodbqCXjsdNUcoKv2ILkLriB71skD+SOt+9AubPs+iryXNBpUGi0hrxtPYw2exhq69nxA3nVfxTShMKqso/wwTRteOKX1uhuqqXn2wajPVDo9SiiI39aO39ZO9+E9pC1dScYFnz+ldZwOx+7d2D+KrhdJq0V2u/HV1OCrqaHngw/IuuMODIWF8ReiVscNEEaoBu+II+l0qPT6+IseB9eqAIHmdnrWbhnSvMEOGy33PUawI3y+lXRalKCMv7oRf3Ujru0HyfzJV1GbhxaA8Bw9jnPrnlPe9jNF1El87vouap/eMeT5bfvrOHrfBgI2NwCSVo1ar8Hf4cTf4aT7YANp5xWjLY4OADZvPELT6wcj71U6NSq9hqDDi72kCXtJEw2v7mPWr64icWbOyOzcMEkqCWNy/L9tALU2/rmh5sMmNvzwI4Le8DW7zqLFZ/dTt7OFup0tzFhTxCU/XxK3MYu9ycVr33yP7jpH5DOdRUvAHaS91EZ7qY1DL1Vw5R+XM2FhxmnuoSAI49VnIgD4wAMPUF5ejsFg4Itf/CIXXXQRqampAPh8PioqKti9ezdbt24d4y0VPou0kh6rNg2rJh2rNo1Sx3Z8svuk5VJ1E0jT55GszcKkTkSjCt+w+mUvzd4Kyhw78YQc7O/eyHmpN8S9GKh2HaTMuR0JFRNN88k1zcCktgIQkH10B1rp9DeM7A4PgVZlwKrPxGrIxKrPpLT9XXwh15DLJxkncE7ujcNe76HWN3EHbEiSmmlpFzHBOgvNiUBZh6uKkvbN+IJODjSv48LCu1CrtMNex+nQqI1YzdkkmLKxmrIpq9+IP+A8abnq5g8iwb/cjMUUZV+AQWdFUWQc7hbK6t6i21lHef0mkhMKsZoHvyAOhfwcrVmHJKlIMGZidzeNyP6dCkWRSbDmkp2zkJSUKRhNKQB4PDZqq9+luWkvXZ3llB1by4xZ0S3NZDnEoYNP4/Xa0OkSmD7zi6SkFqMoMm2tRyg79m+cjiaOHnmRufNvj1l31fFNkeBfbt4yCosuRqszEwr5aWzYRVXlRhrrd2AyppKbf96ZroooiiJjSc4jo2ARSZlTMVjCv3leVxcNpVtoq9lNd2spVftfZfLi6L8VS0oeBeYrsKYWYUzIQKML33iGgj46Gw9Tc/gNgj4XpTueYv7nfoimX3BUb0pi8eqfD7ptVQdeo+X4R6jUWtLz5o/wng9MUWTMafmkTVqMdcJUDAknrgOcXTQd2kxHxW56Gkup3fEKE5d/Oe4ydKYk5l7302Gvu2b7S+HgnyQxYf7nyZx2HmqtgaDPTfORd2k5spWGj9/AYE0nOX/0HrgAGLPz0V6Ugim3CH1qJmpD+PuU/T7sZYdo3bqekNtJ/atPUHzXTyLTe2nMCRgyJ2DIysWQmUvD2ieHtF4lFAJJRULxDBJnLsRUUIzGaEaRZbytDbRseR1PQzUd2zejTUwmee65I73rg9Ln55OSnIxh4kS0GRmojSfqxefDdfgwnevXIzudtP7zn+T9+MeojLEBGkNhITnf/OYpb0PiihWkfO5zp1z+TFNkmY5HX0UJBNEX5+OrrBt43lCI1j88Q7DDhjopgbSvX49xVjGKLOPefYSOx9fir22i46GXyPz+bSddt+zz0/n4WlCp0OVn4a9uHMldO2WiTuJTZIXS321C9oewzsjGfrR50Pl7jjRy+N7XkH1B0pYXk3/jEhKmZCJJEiFvAFdNJx3bj6MxxwbRrNOyMWQlkjgrB1N+SqSFYNDjp2NbJccfeZ9At4cjP1vHOU99BY1l4EDcmWLJNPKVN4f3cLCn0clbP9pO0Bsie14aK3++hOQCK353gH1PlbL70RKOrqsmudDKwtunx5Tf9LOddNc5UGlVLP/ufKZfWYjOpCUUCFG7vYWtv96Lq83DWz/ezu3rV6MxfCbCBILwmXPW/2U3NDSwf/9+AL7zne9w/vnR3Qf1ej2zZs1i1qxZ3HLLLajV6rHYTOEzKkWbzSUZd0R9VubYNaSyhea5cT/XqQwUmGajQk2J432cIRvdgRaSddHdOx2BTsqdOwGYm7iSLMOkqOlalZ50fT7p+vyh7s6ISDHmcsmk70R9Vtbx/hlfryfQg80TDnZOTD6HgqQFkWkqSU2GZTJqlY49jS/iD7no8jSQbi4649vVKzmhgIsW/Djqs4qGd4ZUtqnj4IllFDK9YHXkc0lSYTXnMG/yTWw7+AAh2U9rV8lJA4CVjVvw+Looyr4Ar98+pgHAeQu+RnLKpJjPjcZkps24FklS0dS4m9aWA0ws/hwGQ1JknpbmfbicLQDMmnMTiUkFQLheMrPmADJHj7xIV2cZXV2VpKQUR8r6/S4a6sKtg9LSZzB56pWRaWq1jvyC5QT8Lupq36e66h2ychai0US3UjiTZi7/OokZxTGfG8wpFC+8HklS0Vq9k/a6feTP/Dx6U1JknoyCRXGXqdboyShYhM6QwNEPHyPgc2JrPkZ6/oK488cjhwJ01O0DIHXC7EhwcTRMXfUNrNmxdaK3pFC07AYkSU17+Q46qz5mwoLPozfHTxMwXG5bM101BwDInLacnNmXRKZp9CbyFq7G77TRVXOA+r3rScqbMWAr5TMhaXb8VBMqnZ6k2YvRWKzUvfgIIbcT5/GjJM5cGJkncdaik3bzHYguOY1Jd/4IfUp61OeSSoUxO5/CG79B1ZN/xNfeTMeOLaMeAExYFP/vQKXXk7BoEeqEBFr+8Q9CTieuo0dJWLgw7vxnM8fmHfgq6jAvm4cmM2XQYJdz234C9eHzbfp3bsIwOXxtIalUmM+dg6IodPz9RTwHy/CUVGKcGfu32l/3y5sJtnWRuGYFwS77uAl2iTqJr3HtfuwlTWRcMg3jhKRBA4Ahb4Bjv9mI7Asy4Zp5TP6Pi6Omqw1arNOysE6L30U2a9WMuJ9rjDqyVs1Al2Li0I/+TaDbTefOKjJXxgbLxqOdDx0m4AliSjOw5s8XoE8IP/jXmbSc+43ZuDu9HPn3cfY8cZSZX5iEwdrXkt3e5KJpXzsAi74ynbk3TI5MU2vVTLxwAlqDmrXfeA93p5fGfe0ULBteWhhBED4dzvoAYE1NTeT14sUD51MD0Grjt+YJhUJs2bKFbdu2UV1djdvtJiEhgalTp3LllVfG7aJ7+PBh7r33XgDWrVvHsWPHeOWVVygrK8Pr9ZKdnc3KlStZvXp1VNBxy5Yt/PnPf468f+GFF3jhhejuNevWrYtZ3/bt29myZQsVFRU4nU5MJhPFxcV87nOfY+nSpTHzt7a2cueddwLw6KOPEgqFePHFFzl48CBOp5PMzEwuv/xyLr/88kjLse3bt7N+/XpqamoIhUJMnjyZW265hWnTpg1ar8CQ9/+TmpqaeO211zh06BAdHR2o1WqysrI499xzWbNmDWZzbE6ie+65hyNHjvClL32J66+/nrVr17Jt2zba2trweDzjpps3DNwVdSQkaTMjr71ybOu54659KMhk6Itign9jaTRvfPvzBfvqKFEf/6Iy0dD3eUj2n/Ft6u906qW3laDVFD+wp9UYMBlScbibT7pf3c566lp3YTKkUpRzAcdq3jjl7RoJ8YJ//WXnLKKpMZxvx2FvjAkAAiQlT4wE//rLyJxL1fFNeD02Wpv3RQUAbV3HkeUgAPkFF8Rdd37hBdTVvk8w6KWj7ShZOUMPlJ2ueMG//jIKl9BaHX4A4LTVRwUAT8aS0ldXPk/PsLars/EIwYAnsg2jKV7wr7+0yUtoLw93T3N3NIxYALCn4VjkddasFXHnyZp1EV01B/A5OnC2VpOQNX7Oycacvu874OiOmiadpAvrYLTWpEGnS2oNibMW0rb1DQLdnYS8btSGQbrTjjJDQV+9hHqG93dwNgi0dWF7eTMqi4mUmy7H/s7OQed3fhg+3xqmT4wEuvoznzuH7pc3EWy34fxw/6DBLm9lHfZN29FkpZF41UV0/vP109uZESLqJD5Pcw9VT3yExmqg+JsraHz9wKDzt24+hre5B12KmYl3xf99PR3W6X2BLV+7Y5A5x4+AJ8jxd8MPqWdfVxwJ/vW36I7pHPn3cfzOAFVbG5hx1cTINFeHJ/I6c0ZK3HVkzkqNWp8gCGensz4A2F9XVxfZ2cN7mtHd3c3//u//RvIHSpKE0WjEZrOxc+dOdu7cyZe+9CW+/OX43YUgHDj73e9+RygUwmw2EwqFqK2t5fHHH2ffvn389Kc/jQQfdTodSUlJOJ1OgsEgBoMBg2HgViNer5ff/e537NnTl+/DZDJht9vZt28f+/bt45JLLuE73/nOgIObVFZW8uCDD+J2uzGbzQQCAerr63nkkUdoaWnhq1/9Kk899RSvvvoqKpUKvV6P1+uNBDnvu+++QYOAw9n//jZt2sTDDz9MMBj+EdLr9QQCAaqrq6murubdd9/ll7/85YDfaSAQ4Cc/+Qnl5eVoNBr0A+TROVt1BfqervZ26+0VVAK0+qoAyDHET1j/WWPUJkZe9/hayLDEXmj3eFtOvJKwGjJjpo9XRn0yLm/7gC31AkEvbm8nAFbzhAGXI8tBjlaHbyqmF6wZ9S7Qp0Kl7tvG/vnfQiE/Pd3hHJqpqfEH6pAkiZTUKTQ17KKrszJqWm/OQACTOX6uHK3WhFZnIeB30tVVMaoBwJPpn6tOUZRhlbV3VEdeG8ypg8wZq60mHIw1WNJITB8/QS4Y+Fg5XT5X+FhRaw3oTIlx5zEkZgASoNDTVD6uAoDu+qrIa11S7IAVZ1LUdyKP3HcyErxVffWiSR3e38HZoPOJtSg+P6m3r0FtPUneT58fX3n4fGucG/+aQ5IkjHOm4NiyC+/hyrjzACiBIJ2PvgpA2h1Xo9KNn98hUSfxlf1hM7I3wJT/dwm6pJMH8Vs2HwUg/cLJqHUjf6vac7ivZaQhJ2nEl38mNO1vj+T9Kzwv/n2PNcdCcpEVW7U9nA+wXwAwMbfveGw92kXRBbHXeq1HwteBkkoiferIPAATBGH8OesDgMXFxUiShKIoPPzww/zXf/0XSUlJQyobCoW4//77KS8vZ8aMGdx0001MmzYNrVaLw+Fgw4YNvPjii7zwwgsUFBRw3nnxczw9+OCDzJ07l7vvvpusrCx8Ph9vvfUWTz75JPv37+f555/nttvCuT2WL1/O8uXLI63Yrr766kGDi3/5y1/Ys2cPBQUF3HLLLcydOxe9Xo/b7ea9997jqaeeYsuWLeTn53PNNdfEXcZf//pXZs6cyZ133klWVhZut5snn3ySjRs3sn79eqxWK6+//jpf+9rXWLVqFQaDgdraWn7zm9/Q2NjIY489xu9///sBt3E4+99r7969/O1vf0On03HDDTewatUqkpOTCYVClJeX8+ijj1JZWcmvf/1r/vSnP6GK0wphw4YNqFQqfvCDH3Duueei1Wppa2sbNKD6aRdSgnhDTlp8xznuDA/QkKzNJlEbHaDoCbShEL6ZStSmY/M3U+0+gM3fQkgJoFeZSNHlUGieS4Lm03dj4/R38GHtE7gD3UhI6DUWUox55CfOHzBwp9eYyTRPodVVTpVtFzq1KW4OQICi5MWYtEmjuEenJzdjEWV1b2Fz1HCs9o1+OQAVHO5myureIiT7STTnkZ06Z8DlVDW9h8vbzoS0BaRYC0dvB05Dd1ffTbrF0teC0+1qB8KBL7Nl4GCuxRye5vc7CATcaLVxbl4GCxadmOZ0tgw8zxiwt/eNMGpOjN/itT85FMTvtWNrPkb90fDIlgZzGinZ8btaxeN1dtJzYr2j3fpvKBwtfTfYxuT4N1hBn4uS9X/Ea28LjzZttGLOKCR98jlYswZvYagwSKBVUeg9Hj3dg+fGGg1yMEjQacd5vIS2bRuBcJddS/HgI2qPNFdd+DvRWKxxRyEebUowSNBux330KLaN4XrRpKVhnhm/XvwtLdT/7ncEOzvDA8gkJmKYOBHrsmXoc3NPuj7nvn049+whaLej0mrRpKVhmjoV63nnoUmMH0weDY6te/CWHMcwsxjL+Sd/sBFoaj9xjIM2d+Dzbe+0UI+DkNON2hJ7vu1+7V0CTe1YVizCMH1izPSxIuokvqY3D9G9r47kBfkDds3tT/YHcZS3ApAwORNvq53a53bRtbsav82NxmLAOi2LnCvnkHru0PdV9gfxdbno3FlFzZPhQa6ME5JIWzo29eWx+fjXl9+mu9aBLCuY0wxkz0lj5jUTyV0Uezx0Hu9rZZw6aeC//dTiRGzV9qj5AUwpBiZdnMvxdxvY+89jGJMN/XIAytRub2brr/cCMP/mqVEBQ0EQzi5nfQAwKyuLiy++mC1btrB//37uuOMOpk+fztSpUykuLmbatGmkpMRvCv3ee+9RWlrKlClT+OUvfxkZORggISGBG264AbVazdNPP80LL7wwYAAwNTWVe++9N9LKTa/Xc/XVV+Pz+XjuuedYv349X/jCF0hISBjWvh0+fJgPP/yQzMxM7rvvPqzWvlZeJpOJyy+/HIvFwu9//3teeeUVrrzySjSa2K88MTGRe+65J9IV12Qycffdd3Pw4EGam5t55pln+PKXv8yaNX3JagsKCviP//iPSAu79vZ20tPTY5Z9KvsfCoX4xz/+gaIofPe7343qwqxWq5k+fTq/+MUv+Pa3v01NTQ07d+5k2bLYkUs9Hg+/+MUvmD+/L8l8RsbZN6qVL+Rma8dTcael6wqYnXhxzOeuYHfkdYu3krITuQDVkhZJUuGRHTR6y2jyVjDTeiG5xpN38x5PAiEPgZAX7YkRfN0BG+6AjQb7ISYmL2VK2vK45WZlXkaoJUCHu5pj7e9wrP2dyCjAoGDRpVOccR55ifHzL45XeRlL8Pnt1LRsp6FtDw1teyKjACtKCJ3WQmHW+UycsGLArsZ2VzM1LR+h01iYnLdqlPfg1AQCHmpr3gMgMakQk7nvHOXz2SOv9XrrJ4tG6PR9F9o+nz0SADQa+56OO12tJOtibyJ8vnDQEMDvGz/djIJ+Dw1l4UGvrGnhgT4GsmPtT1Dk2K5ACamFTFny5QFHvY2nrXYPoCBJKjIKxle+tKDfQ/PhdwGwZEzEmBi/TuSgH3dXA2qdESUYwufswufsoqtqH2nFiylcej2SKjqthd4SPlbkgA+fswu9Jfaaw9PdFyD2u+0x00fLsd/9ECUU+30bc4vIvfJmVHGuIc4Ud2MNjoojACTNOWfAXgyjofpHP0IJxtaLvrCQzJtvRhqgXmSXC9ntRmU0Inu9BNrbCbS349i9m6RLLiHl84OPbhzs6AC1GpVOh+z14m9owN/QQM9HH5HxpS9hjpOC5kwLdvXQ9cJbSDotqXdcPaQyIVvfMa1JHvh8239ayGaPCXb5aproefMDVIkWkr80+iNDD0TUSXy+dgfHH9mGSq9hyn+tHFIZb6sdJRBu6eZp7qHir1sJuf3hEYAN2kjevs6dVWRfPosp37100HPD+5f9ObK8/qyzcphxz+WozkALw6EIekO0l9rQW3WEPEHsjS7sjS7K3qplxpoiLv7pYlSavusxV3u4C6/eqht0cA5Lejivbv8uv70u+dkSAp4gdTtaeP+3H/P+bz+OjAKsyAqpxYmc8/VZzLpm/LRAFwRh5J31AUCAb37zm1itVt544w0CgQCHDx/m8OHDkemFhYV8/vOfZ9WqVVH56DZvDrf2ueKKK6KCf/1deOGFPP3009TW1mKz2UhOjm0yffXVV8ft4rpmzRpeeeUVfD4fu3fv5pJLLomZZzDvvBMeAGDlypVRwb/+zjvvPP785z/jcDiorKyM21X36quvjsnDp1KpmDNnDs3NzWg0Gq666qqYctOnT0en0+H3+6mtrR0wADjc/T9y5AgtLS1kZWXFzV8I4QDsggULeOeddzhw4EDcAGBhYWFU8O9sJUkSOlX4Bz8o+5EJX+hk6SdRbFmMThXb4jGo+CKvy5y7SNCkMdN6QSRvYHeglRL7+ziCnZTY38eiSY7KKThembXJTE27kAzzZIzaRFSSGlkJ0eWuo7zzA+y+VqpsO9Cq9RQlx7ZA0qoNzM++morOD6npDnerD8p9dRWS/QRCHhRFHrNchadCklQU567EbMygtPZNQrI/KtefLAcJhnyEQv643XplJcTRmtdQFJmpBZ9Hqxm9gRtOlaLIHCt5Cb/fgUqlYcrU6NH2QqG+77V/N8NPUvebFgr2lUlKnoRKpUGWg9RWbyU5OTYAWFvdN7J8MOg9pf0YaYoiU7HnXwS8dlQqDUXzrh50fp0hATkUIBT0I4fCx4w1fRKFs69Abxp6FyFFkWmrDbcuSM6ajs4w8A3vaFMUmaptzxPw2JHUGgrOiW0trzUmkjN3Fcn5szEkZqBSa1BkGWdHLU0H3sbeXEFH5R5UGh0F53whqmzihOk0fPwmAE2H3qFo2Rdjlt90qG9AHzkwdseKxpyAHAoi+30ogfD3bcovJvOiK9Emjl6XsKDbSePrz4CioEtOJ+3c2AdZo0mdkIASDCL7fCj+cL0YiotJXb0aTZzrPm1aGimrV2OaNQttSgqSWo0SDOI5fpyuDRvwNzTQ/c47qIxGklasiClvmDSJhEWLME6ditpqRZIkZI8H1+HDdL35JiGnk9ZnniHnW9+KykU4Gjr/+RqK20vyDZehzYj/AP2TZG/fuVPSx7+eBpD6dV2VvdH5aJVQiM7HXoWQTOotq1Gbx8/vkKiT+Mr++A4hl4+Jdy7HOMSutgFH3/mv9rldaMx6ZvxsNWnnTUKlUeNttXP8kQ9of7+c5g1HMOWnknf9wA+UdClmZH+QkCeA7A0AkDQvj4l3LceQOfq/Q+Z0I0vumknxxXkkFSag0amRQzKtR7rY+fBh6ne1cnRdNRqjhhU/6tsvvyu87RrD4INV9gYH/a7YBxYGq44rfn8+Ox8+zP5ny0ABvzMQmR7wBPF2+5BDMir1p+caVxCE4flMBAC1Wi1f+cpXuPbaa9m5cyclJSVUVlbS2NiILMvU1NTw0EMP8eGHH/Kzn/0MvV5PKBSioqICgMcee4x//vOfJ11Pe3t73ADgrFmz4s5vNBqZNGkSR48epaqqatgBwGPHwonFX3vtNd58880B5wuFwgGhjo6OuNMLCwvjfp54ontJZmYmRmPsRYVKpcJqtdLR0YHT6Rxw/cPd/9LSUgA6Ozu59dZbB1yu1xu+SGhvb487fSiDk5wNdCojF6ffDoRzeflkF3WeEmpcB2n1VTMjYTl5puhuF/27oqlRszDpcgzqvu5VSdpMFiRdzraOfyETpMq1jwVJ4+vJcjw51thuWCpJTZq5iGRjHrsbnqfH10Jl50fkWueiVUfnhbR7W9nX/G+8QSf5ifPJS5yHSZuEL+SizVlJZddHlHd+QJengYU5145pi5Th8AdcHDr+EjZHDSnWSUzKWYHZmIGsBOhxNlBRv5mG9j102itZNO0ODLroi+Ka5g9xuFtIS5xCVkr8v+fxpqLsDTo7wueSKVOvwpIwsqPZ6XRmJuQto772A2xdlRw98iIFRRdhNKbi9ztorN9JY8NOJEmNooTGzbFSfXAdtpbwb0fR/GswJw4+4vPCz98Tee33Ommv+5jG0i0cevdBcqddQv7Mzw1pvbaWMvwnBgzJKBpf3X/rdr9GT0M451TBOV/AlBJbJ4kTppI4ITpXpKRSkZBRxJRL76Jy65N015fQVradzOnLMVj7HoiZkrNJLpiLrfYgHRW7UGv1ZE5fjtaUiN/RRfORLfQ0HEVSqVHkEIzhsTL5m/8deR10Oeg58jHtOzZT/dSfSFu2kowLzvzvgOz3Uf/K4wTsNlQ6PblX34pKN7Y5fPN/+tPI65DDgePjj+l+5x0a//xnklauJOWyy6LmjzcisKTRYJo6FcPEiTT/7W/46uuxbdqE9ZxzUH3iGivlc7F/VyqjkYQlSzBMnEjjn/6E7PHQ9cYb5HzrWyO0lyfn/Gg/ngNl6AqysX4+fq+XM6Vn/fv4a5sxzpuG+ZyBU1WMNlEn8bVsPkrXrmosxenkDhKgi9E/U4KsMPX7q0g/vy+9giHTyoyfXsHeBhuu4+3UPr+LCV+YP2DAaunzX4u89tvctG4+Su3zu9j3recpuOkcir4yut9ZwdJsCpZGX4+o1Cqy56Zx9d9W8Ob3P6TqvUYOv1zJvBunkJQ/vN5hg2krtfHGd7fhavMw5/rJzL5uEtYJFtydXqo/aGTnw0fY/uAhGve1s+bPFyCpxsd1iyAII+szEQDsZbVaWbVqFatWhbuvud1u9u3bx8svv0x1dTWHDx/m2Wef5atf/SpOp5NAIPxUxOEYWtctn88X9/PUQZJD907r7u4exp6E2WzhxOIuV+wIr/EMtH3xgpZAJK/eQNP7z9MbZIxnuPvfu1+BQGBI9TLQfg3UKnIgzz77LM8///yA06+77rqYXIXjjSRJGNQWpljOwapJ50DP25Q4PiBRm4FV25e8XSP1PW3ONk6OCv71Mqot5BiKafCW0ulvGFart8GOmbGiVmmYnHYBextfIqQE6PTUkmXpS7wdlH3sbXoFf8jFpJRlTE49PzLNpEqiMHkRCfp09jS+SIe7ikb7YXITh3fBPVb1UlK9FpujhuSEQhZMuaVfMMpARvJ0kix5bD/yNzw+G5UNm5k18dpIWaenjaqm91GrdEwvWD3i23Ym6qSyfAONDeHRXIunXEH2hEUx86j7BX/lUCBmeq9Qv2lqTXQQYuKkVfi83bS1HqK15QCtLQeiplsT87BYcmhq3IVmmK0mz0S91BxaT8vxjwAonLOGzGHm4dMZLEyYciHWtCIOb/0rDaXvYEnJG1IewLaaXeFlGBNJzjr1hzMjXS91e9bRVhquk7zFV5E++ZxhL0OSVOQtWkN3fQkoCt31R8maeWHUPEXnfZGgz4WjpZLWox/QevSDqOlJeTMBie76I6h1Y3+sQLg1YOo5KzDlFVH9zF/o2L4ZY04+CWcwD6Ds91H38qN4mmpR6fTkX38nhsyBByYazJmqF3VCAkkrVmCYOJGmv/yF7s2b0efnY54xtHyYKq2W5Msvp+WRR1B8PjwVFZjnDP23RJuWhvW88+h+5x281dWEXC7U5qHnRzzVegn1OOh69k1QqUi94xok9eAtkfpTGfrOnYpv4JHmFX/f+VZl6LtO8Te20v36ViSDjtTb18QrelpEncR3qvXi73JR+ff3QCUx5buXDqs1mdrY1+LROCEpKvjXS1JJ5F2/kNLfbCRo9+Isb40a2XcgumQTeV9cROKcCez79gvUPruLhGnZw84DGFUv9cMqOihJJXH+f86j6r1GFFmh6oNGFtwc/r3UmcP10jsQyECC3uCJ+aNv8f2uAOu+/T7uTi9L7pzJud/oSx+QmGth3penkjopkbXffI/aj5o5uq6KmVcPvSvweLzuFwQhvs9UAPCTTCYT559/PosXL+a73/0u9fX1bNmyha985SvI/Uab+7//+79x2Zqsdxu///3vc8EFF4zx1oyc3v2aP38+v/jFL055OfEGBhmMy+Wira1twOlutzumq/R4lmWYiMFhwSs7afCUMkPbF9DSq/puFszqgX+0zZpwV5aQEsSveNFLJx+9DRi39ZRk6GvZ4wl0R01rsh/FHwoH04uSFsctn2oqwKrPxO5rpcVZPuwA4FjUi9PTTkdPuDVzQdayuC3RdFoL2alzqWvdQavtGDMVJTJfae2bKEqIogkXodEYCIaiA+59o6UqkWkqSYNKNbR9Hek6qax4i/q6bQBMmnw5efnnx52vf94/n88+YAtBv68vkfYncwWqVGpmzr6RrOz5tDTvx+loRpYD6A1JZGTMJif3HMqOhUdmNJmGN3rqSNdLzeE3aKoIB50KZq8mZ3L8PJhDkZCSjzWtCHtHFa3Vu04aAPR7Hdiaw60OMwoWnVb3+ZGsl/q962k9+j4AeYuuJGvGqf+OGqxpaPRmgj4XPkdnzHS11sDUVV+nq/oAXTUH8PS0osgyhoRUUictInXiQsre/vuJZcVPpzGQM31eMeYUYMotwl1fhe3AzjMWAAwH/x7DXV+FpNWRd93XMOWdeoL+M10vhvx8DEVFeKuqcOzYMeQAIBDVbTfQGXu8DLm8ohDs6hpWAPBU68X24tvITjcJl5yDNic9qgsrAMG+wETvNEmjRtJoUPfLYxe02dHlDzDITr+8eP3LdD21DoIhEr+wEpXZGLvu3mt2pf+6NUiaM/s7dDbXCZx6vVQ99iFBu5ecNXMx5acQ9Hyi63Kg7x6rd5pKo0alVaNP6xt8wpQ/cHdqc0Ff4wJvq31IAcBe1mnZJM7KoedQI81vHhp2APBMnluS8hMwJOnxdvuwN/Q18DCfyO3ns/sJeoMD5gF0nsgVaE6LfpBUuqEGd2e459T8W+Lf0+adk0X61GTaS21UbmkYVgBwvF73C4IQ6zMdAOyl1+tZsWIFzzzzDE6nk56eHhISElCpVMiyPGDX2aHq6uoiMzN+/rSuri6AIY9M3F9SUhLt7e0DdoEdL4a7/72vT7feh8tsNg86SIjJZBq0peN4ZFCb8cpO3KHo0cCGPrJvX18MiaF3Bfi01ROA0x++CdOpTWjUA3c3M2mTsftaYwKIQzEW9eLy9J0fjPqBg70mQ/iYkOUA/qALvTZ8Ee7xdQNQ2fAOlQ3vDFQcr7+HrfvuB2BK3mUUZMXP3/lJI1knlRUbqK89Efwr/jz5BQMHucIDgkiAgsvZSmra1LjzOV3h0Qh1uoT4IwADqWnTSE2Lf0FttzcCYE0aXp6ukayXmkNv0FQRDnQVzLqCCVMuPEmJk9MZwzeiXufJz9PttR+fCBRLZBTED64P1UjVS/3e9bSUvAdA7sLVZM1cMSLLHYwkqUiduIDUibEjhCpyCHdXEwCWjMJhLXc0ziuahHBKEL/tzPwu9wX/jiNpdeRf/zXM+aeXiH406kV9IlXKqQTxxsqp1kugPdw7w7FlF44tuwadt+7O8MPbhM8tI/Xm1Whz0sNd2xWFQEMrzI1/vg00hM+36sSEqMEuetfd/dLbdL/09oDrDXV2R9adfNMVJF42tO6dok4GKHuK9eJpCV9zNq07SNO6g4PO++HqvwIw4Qvzmfyti9BajejSLPg7Bk4tFOMU0ib0Bho9jd3DLjsW13L9R/7tPN5D5sz41/GdlT0x8wN0VYUDycZkPXrLwHmPk/ITaC+1YW8cWu+yXkOpExEkFITxQQQATzAY+gZK0Gq1aDQaJk+eTFlZGXv27OH88+O3IhmKI0eOxA2Aeb1eKisrAZg4Mfrp01DyRU2bNo329nb27NnDtddee9L5x8pw97+3tWVDQwPNzc1kZ49s7q6B3Hzzzdx8880DTu/o6Ih0T/40UBQFTyjcfV0jRf/YmzWJGNVWPCE7rtDA++QM2k6U16GVYgcTGch4raceb3PktVETfXHU+zfnD7kJyYG4g2GEp4cvijSqgZN2D2Qs6qX/ucTr68FijB/k9gf6LrZPZd9O1UjVSWX5hr6Wf8WfJ79w8NZcarWOxKQCerpr6Owsjzu/oih0dYZbT6akxnZDOhmHvQm3K9yqOCt7eAMSjVS91Bxa39fyb9YVTJi6YkSW63WFH958slt0PG01uwFITJ+EwTLUhw/xjUS91O1ZF2n5l7twNdmzLjrtZXrtHQR94XODPmFogwD0111/lFDAi0qtJaVgeKOMj8Z5JdAdDnCdiVx8vd1+e1v+hYN/w/97+6TRqJfgicCfSj+8evHV1kZeawZJkzIQb295SYo7CMlgxuJ3SKXXoZ9SgK+sBs+hchKviH++9RwOn28Ns0//+x8OUSfxjdW1XMqiAlo2luCu6xpwHldtX9DdkDX8wTw8zeFAmdo0vq7luusdeLvDLTatE/pa9ubMT0djUBP0hqjd3hw3AGhvcmGrDgf68s/NiprWm8/P0+0j4AmiNcYPAbi7wq0EP9mF+GSGUidpacPrCSEIwplx1gcAm5vDN/yDBZFCoRDbtoVvHDMyMrBYwk+FVq5cSVlZGdu2beOyyy5j+vTpAy7D6XRGyn3Sa6+9xgUXXBAzEu769evx+XzodDqWLInOxWQyhZ/yDZbfb+XKlWzbto2jR4/y4YcfDhqkHGz7zrTh7v+cOXPIyMigra2Nxx9/nHvuuWfA7rzBYJBAIBB3kJKzmazIqE7Sja7RW4pPdgOQootNaj/BMJVK1x6aPRUUmxfH5AH0hJw0e8MB2jRd/rgZxGAgSr9uq/HIcpDyznAgRC1pSTVFt8iy6vuC1HU9ByhKjm2p5PC1Y/OEW3QlGU8tL9VoSzD1nfvq2/eQljQ5Zp5QyE9zZ/gpvcWYiVrdd0G8fO5/Dbr8I1Vrae48gEGXdNJ5z5So4N/kywdt+ddfVvYCerpr6LZV0dNTR2JiftT09rbDeD3hG5DM7NhWW4MJhfyUl74GQHrGLMzmgVsXnylRwb/Zq4fU8q+3pd5gf0vdbRU4u8KJj6zpg7fSsndU43GGW6GOh8E/+gf/8hZdOaSWfyc7tyiKQv3Hb4TfSBKJuUPvCgoQ8Dqp37segIxp56HRDy3VwkhQZBmkwb9vZ005nqbw9326rfI+KTb4d+eIr+NUDKVePOXl+OrD9WKY1LfNJz1egkG63noLAEmnwzg5+px8svKBzk7sH4XzVuoLClCP0rVd9r13Djrd9u936Fn7LgCFz9wfM91y/gJ8ZTV4j1Xjq6xHX5wXNd29+zDBtq4T80Y/MMn74w8HXXf7I6/g+nAf6rSkk847kkSdxDf/D7EjnfdX/dR2ap/eCcCKLd+NmZ71uZm0bCzB09hN+4eVMXkAFVmh/qXwqPK6NAsJk/uu35SQDKrB/3Zt++pwlLYAkDQ3d2g7NQKG8lvy0Z/C12KSSqJoed+1u9aoYdLFuZRtqOXwy5XM/dIU9AnRwcuPnwqn2tCaNUy8KHq/MqadeFCgwOFXKyO5BfvrrOym+UD49zprjgjWCcLZ6qwf47u2tpZvfOMb3HfffXzwwQd09uum4ff7OXjwID/72c8iI89eeeWVkekrV65kxowZBINB/ud//of169djt/fl4nA6nezZs4f/+7//43e/+92A29DR0cGvf/1rWlvDzfh9Ph+vv/46zz33XGSdCQnRozwVnMjvsm/fvkg32U+aP38+y5eHb3T/8Ic/8Pzzz0ftn8fj4eDBgzz44IP8+Mc/PnllnSHD3X+NRsPdd9+NSqVi9+7d/PznP6e0tDSSG1CWZerq6njllVe4++67qa6uHv2dGkEB2Ydf9kT+9Xa7lZVg1OdBuS8RtC3QzK6u12j0lOENRXeTcAW7KXPspMQevvE3qa1MMMb+0Bea52JQJRAiyMfdG+gOtEamdQda2de9AZkgKjQUW2IHUTiTAiEv/pA78i+qTvp9HpT78srYPPXsaXiRRnsJ3kDfwD2yEqLTXcuuhucjLQAnpSxDq45u0ZhpmYL+RBC0ovMDjnftwB8K51IJyn6aHcfY2/gSCjKSpCY/cXgtukZCIOjBH3BF/vXWS0gORH3eP0+fUZ9EWlK4a1FHdxlHql7F7e1CURRkOUS3o469pf/E4ws/vS3IWjbq+3U6+uf8K558xZCDfxAOAJotWYBCyaHn6OoKB7wVRaat9TClR/8NQErqFFJSYltf9PTUUVO9FZezFVkOJ96W5SCdHWXs2/sIdns9en0iU6ZddZp7OXz9c/4VzrlyyN1+fe5uDm75Iy1VO/A6O1EUJWpaQ9m7lG5/ElDQ6EwnzSXYemLwD43ORGrO7EHnPdOic/6tGXK3X7/LxtE3/kRb2Q68jr46URQZZ3st5e88SnfdYQDSpyzFmBgb7O1uOErL0Q/w2jvCwSUgFPTTVXOQYxv+gs/ZiTE5hwnzLospeyYF7N1U/fMBbPu34++O/r4DdhsdO7ZQ/+oTgILaYCJ1cexxFHQ7o/71kgO+qM/lQHQeMDngp+6VcM4/lU5P/hfvGhfBP4BgdzeNf/gD9h07CHRG10vQZqN7yxZa/vlPUBRUJhOJ/fIwe6uqaH74YRx79xLsN5CZEgrhKS+n6a9/xVdXB0DypZei/sQDzO5336XtX//CfewYIY8n8rns9eLYu5emBx9E9nhArSZ19cgPzHSmWJbPR5uXBYpC21+ew1Ny4nwry7h2Habj8bUAGOdMwThz9Fu7jQVRJ/Elzckl/YJwYLzsgU20f1COHAqfN72tdo7e9yauqnA6gol3nBc1Wq233cHerz9L0/pDeJq6o/52vW0Oav+1m8P//ToooEkwkHvdMEYoPk2OZhcv3rKJw69U0tPg7PstkRWaD3Xw+n+8z/GtDQDMunYSyYXRLRvP/cZstEYNrg4v6/9zG9114WvdgCfIrn8c4fAr4eNnyVdnYrBGBweLV+ZhTgtf9+746yH2PFaC50RLw4AnSPnbtbz2zfeQgwoqrYq5N8Q+LBYE4exw1rcAVKvVyLLMrl272LXrxCiEOh1arTamdd3q1atZs2ZNVNl7772X3/72txw6dIhHH32Uxx57DJPJhCzLePpdmM2dO3CXnW9/+9v87ne/484778RsNuP1eiO5EubPn8+Xv/zlmDIrVqxg7dq1NDY2cscdd5CYmBhpQffYY49F5vvOd76DJEl88MEHvPDCC7zwwguYTySDdrvdkR+X0epGG8+p7P+iRYv4r//6Lx588EEOHjzIwYMH0Wq1GAwGPB4PwWBwtHfjjPmo82W8cuxI09XuA1S7D0Te5ximMifx4sh7W6AZWyAc0FKhRi1pCSlBZPrqJkGTyvyky1BLsX/qGknLouQr2GNbjyPYwc6uf6M+0VU4pISDjWpJy9zElVg0ozu610d1T+IN2mM+r7btptq2O/I+J2EWc7IuB8KhsE5PLZ2ecNcolaRBrdISDPlQ6E04LTEx+RwmpsSO9KlR6Zif8wX2Nb2KP+SmonMbFZ3bUKt0hPoFGtWSltmZl2PWDb+b3+naWfIwXn93zOe1LR9R2/JR5H126jxmTbwm8n5m4VXsK38Wh7uJ5s5DNHceQqXSoiihfoN4QEHWeeSkzTuTuzCivN5u6mt7R1OVqKt9n7ra9wecP69gOfkFfTfqKpWa2XNv5cDHj+L12ji473FUKi2gRAJ6loQcZsz6Utzl+X0Oqo9vovr4JkBCozUQCvoidWo2ZzJ73m3odKPb+trnttFU3lsPEo1lW2ks2zrg/DlTLmTClBWR9+6eZqr2h4OfkkqNWmNADgWQQ31/B3pTClOX3orOMHDXq2DAS2fDIQDS8xagUo/dJYfPaYvk/EOSaD6yleYjA9dJ1swLo7oGuzrrcXWGW3tJKg1qrZ5QwIci951v04oXU7Dk6rjL89o7qN/zOvV7XgdJdaK8F078RidkTqT4oq+g0gycm+lM8bU10fz2KwBIajUqnQE5GEDpF7DTJqaQe83taCyx33f5X34Wd7ktm9fSsnlt5H3aeavIWN4X4LSXHsRddxwI50BseO2pQbcz75rbMeUWDX3HTpO/qYmOV8L1glqNymBACQRQ/H31oklJIfO229BY+9WLouCpqMBTEe66KWm1SDodstcLvXmyJImkiy8m6eK+3/RI8WAQ5969OPeGWzhJej2SWh0O+p04XlQGA+k33IChaPTq43RJajUZ/3ULrfc/RrDDRutvnkDSaUFRUAInRi4tyCHtmzeM8ZaOHlEnA5v2w8vwd7vpOdRIyS/eQNKqURs0BB19DzgLbj2XrM/FDkrkOt5O+Z/COYslrRqNSUfIF0T29j1IN2QnMvPnV6JPGfoAOiOhtaSL1pITKTR0KrQmLQF3gJC/71psxpoiLvxBbK+DxAkWPv/bZWz44Uc07W/n6avfRGfREvAEUUJKpOyC22If+muNGq74w3LW/78P8Nh87Pj7YXb8/TBas4aAOxhJ+a0xqLn0l+eSlJ8QswxBEM4OZ30AcPHixTz00EPs3buXkpIS6urq6OrqwuPxYDKZyMjIYNq0aaxcuZIpU6bElE9ISOBXv/oVO3bs4L333qO8vBy73Y5KpSIrK4uioiLmz58/aPfbZcuWcf/99/PKK69QWlqKWq0mNzeXlStXsnr16rhJUXNzc/nVr37FK6+8QkVFBT09PVEjE/fS6/V8//vf59JLL2Xz5s0cO3aM7hNPnNPS0igoKGDu3LmnlcPwdJ3K/gNceOGFzJo1izfeeIN9+/bR2tqKy+XCbDaTk5PDtGnTWLp0KTOGMfLe2SJRk84c6yV0+RvpCbbjk90EZB8qSYVJZcWqSSfTMJEs/cRBR9y0aJI5P/UGatwHafPV4A7ZURQFszqJNF0ehea5GNWfjouABH06U9NW0O1twuFrJxDyEAz5UKs0GDVJJBtzyUucS4J+4BE2kwzZnF/wVep79tPmqsLt7yIo+1BLWkzaJFJMBRQkLcCkTRq9HRsBOq2ZJTO+RnPHAVq7juJwtxAIeZBQYdAnkmTJY0L6IpIThjdQxVjr/2QfFPz+wZOGh4L+mM+MxmQWn/v/qK/9gPa2ErxeG6AiISGTjKy55OYtRaWK/1OZYJ1AXsEF9Niq8XptBAIeNFoTFksWGZmzycpeOOTRkEfSJ+sl4Bt6veiMVqaccwv29uM4bHUEPHYCfheSpEJnSsKcmENK9kzS8uejVg8erOqoP4AcCt9wjX333351oigEvbEPXfqT+9WJ1pBA/pJrcLbX4O5qIuhzEfK5kdRa9AkpWNILSZu8hISMgYMxidlT8E07H2dbNX5XN6GAF60hAXNaHqkTF5BcMHdM0ixoE6zkXn0brrpKPE11BJ09hDwukFRorcnoM3JImDyTxBkLUGlHODdov+NUCQYJBQf/TpRRTLyvsVrJuPVWvMeP46urI9jTQ8jlQlKp0CQno8vOxjRrFpYFC1B9Ir2JLjublCuvxFdbi7+5mZDLhezxIOl0aDMzMRQVYV26FN0AD2Ytc+eCouCrrSXQ0UHI7Ub2elEZjegyMzFOnUrCueeiSfh0/Db3p01PJuf+79CzYRvuvSUE222gUqHLzcR87hysq5Yiac76W5Mook7iUxu1zHvgizS/dYTWd47iqu4k5PGjS7OQNHsCE66ZT+LM2PQ2+lQLM362mu6D9ThKW/B1OAnYvUgqgvEfMQABAABJREFUCX1GApZJ6aQtm0TGJdNQ60f3gYspxcCFP1xAy+FO2stseGw+fA4/ap0aa46F7LmpzLhqIjnzBr5OLTw/hy+/eBkfP3mM+l2tuDo86BN0pE9LYva1xRRfkjdg2axZqdz86uUcfqWSmm1N2God+F0BtEYNiRMs5C7JZO4Nk0nMHZuUUYIgjA5Jib5TEEbI4cOHuffeewFYt27dGG+NMBKGMirxLbPit4T4rHnmyC8jr29ZNnD3+M+aZ7b/IPL6y5f/fQy3ZPx4fsM3o95/8cbHBpjzs+Wlf30t8vqqu58cuw0ZZ15/+PbI68u///TYbcg4suH3t0a9v/CBZ8ZoS8aX9793S+T1OU+LY6XXrlv7jpfFGx8dwy0ZP/ZcFp3LT9RL2Cfr5fpDvx6jLRlfXp7zk8jrX9V/ewy3ZPz477wHTzqPGAREEMaHsz4HoCAIgiAIgiAIgiAIgiB8lokAoCAIgiAIgiAIgiAIgiCcxUQAUBAEQRAEQRAEQRCEz7T33nsPSZKQJIn/+Z//AaCsrIxvf/vbTJ06FbPZTHJyMueeey5//OMf8fl8gy5v//793H///VxxxRUUFRVhMpnQ6/VkZ2ezatUq/vznP+N0Dp6rudebb77JjTfeSHFxMWazObKc2bNnc9VVV/H73/+ehoaGuGVlWeb555/n6quvpqCgAKPRiMFgYMKECcydO5frr7+ev//973R2dg66DT09PTzwwAOsXLmSnJwc9Ho9KSkpLFy4kJ/85Cc0NjYOWv7222+P1G9NTQ0AW7du5Ytf/CL5+fno9XoyMjK4/PLLef3114dULwDr169nzZo1ZGdnYzAYyM/P57rrrmPLli1A/O/1ZMu79dZbKS4uJiEhAZPJRFFRETfffDPvvPPOoGXjrauiooLvfe97zJw5k6SkpLjb0dLSwi9+8QvOO+880tLS0Gq1JCYmMmnSJJYuXco3v/lNNmzYEHdciOH47GWVFQRBEARBEARBEARBGMSLL77IHXfcgdvtjnzmdrvZtWsXu3bt4h//+AcbN26koCB2IL1f/vKX/PznP4+73JaWFlpaWti8eTP/93//x9q1a1myJP6AaR6PhxtuuIH169cPuJwjR46wbt06ampq+Otf/xo1T2dnJ6tXr2bnzp0x5ZuammhqauLQoUO88soruN1uvv/978fdjpdffpm7776brq6uqM/9fj82m419+/bxpz/9iYcffpjbbrst7jL6UxSF73znOzz4YHQOyfb2dt566y3eeustvvWtb8XsT3/BYJDbb7+d5557Lurz+vp66uvrefXVV/ne977H6tWrT7o9veVuuOEGduzYETOtpqaGmpoannvuOa699lqefvppTCbTSZf57LPPctddd+HxeAac56233uKGG27A4YgeEM1ut2O326mqqmLnzp089NBDtLe3n1ZOTREAPENmz54tBv8QBEEQBEEQBEEQhE+Zjz/+mN/85jcEAgG+/OUvc8kll2A0GikpKeGJJ56gubmZ0tJSLrroIvbv309iYmJUebfbjVqtZsmSJZx33nlMmTKFpKQkQqEQNTU1vPHGG3z00Uc0NTXx+c9/ngMHDpCXFzuS87333hsJ/qWnp3PDDTcwc+ZMUlNT8Xq9VFdXs3v3brZu3Rp3P+68885I8C8vL48vfelLTJ48meTkZFwuFxUVFezYsYNt27YNWBePPvooX//611EUBZ1Ox1VXXcUFF1xAZmYmTqeTDz/8kOeffx6v18vtt9+OTqfjxhtvHLR+f/rTn/L8889TWFjILbfcwvTp0wkEAmzZsoVnn30WWZb529/+xrJly/jyl78cdxl33313JPin0Wi4+eabufDCC9Hr9Rw6dIjHH3+cBx54gPr6+kG3BcLBv3POOYfm5mYA5s+fz9VXX01xcTEqlYqysjKefvppqqqqePXVV3G5XGzYsAFJkgZc5vbt27nvvvuQJInbbruN5cuXYzabqaysJD8/HwgHYb/4xS9GWoJeeOGFXHHFFWRlZaHX6+no6ODIkSNs2bKF8vLyk+7HyYgAoCAIgiAIgiAIgiAIwglvvPEGJpOJjRs3smLFiqhp3//+97n88svZsWMH1dXV/OhHP+Lhhx+Omufaa6/lO9/5Djk5OXGX/+Mf/5hnn32W2267ja6uLn7xi1/w2GOPRc0TCoV44oknAJg0aRJ79uwhOTk57vLsdjvHjx+P+qytrS3SlXbZsmVs2bIFg8EQt3x7ezsdHR0xnx86dIj/+I//QFEUJk+ezLp165g2bVrUPF/5ylf4/ve/z8qVK2lqauLrX/86n/vc50hJSYm7LoDnn3+eG264gaeeegq9Xh/5/NZbb+XSSy/llltuAeA3v/lN3ADg1q1befzxxwGwWq1s2rSJc845JzL9xhtv5Hvf+x4rV67kpZdeGnA7INwa8YYbbqC5uRm1Ws1DDz3EnXfeGTPfj3/8Y26//XZeeOEFNm7cyOOPP87Xvva1AZe7efNmMjIy2Lx5M3PmzBmwHnqDf3/5y1/49rcHHl18165dWCyWQfflZEQOQEEQBEEQBEEQBEEQhH5+85vfxAT/AJKSknj55ZcjwZgnn3yS9vb2qHkWL148YPCv18033xwJbv3rX/8iEAhETW9vb6enpweAL3zhCwMG/yAcBJs/f37UZ1VVVZGccTfddNOAwT8Ity6cPn16zOf/8z//g9/vx2AwsGHDhpjgX6/p06fz5JNPAuBwOHj00UcHXBfAlClTYoJ/vW6++eZIMO/w/2fvvuPbqs7Hj3+0LXlvxzN770EGISEJJMywwip7ltLSb8evUAqlpYWWQlmltGWVvcoIJIyEkEEWGYRMZyd24j1ly9rr/v5QLNuRPOMV/Lx5XSLr3nPvuUe2dPXc55yze3fYsQWffvrp4OMnnniiSfCvXlJSEu+99x5abct5b0uXLg12+/3jH/8YNvgHYDAYeP311+nfvz8ATz75ZIv7BXjhhReaDf4BHD58OPj4tttua3FfU6dObfE1bAsJAAohhBBCCCGEEEKcEBcX12wgCCAjI4PrrrsOAJfLFXaMvraYOXMmEOgyvGvXribrGo8x9/3337d735GRkcHH27Zta3f5mpqaYAbhZZddxuDBg1vc/txzz6Vfv34ALF++vMVt77777rDBv8b7qrdnz54m65xOJ8uWLQMCr9PNN9/c7H6GDx/O+eef32JdXn/9dSAQ4Pv5z3/e4raNuzfv37+f48ePN7ttTk4Ol1xySYv7O9XXqL2kC7AQQgghhBBCCCHECTNnzmw12+qcc87hhRdeAGDLli3ceuutTdYrisKXX37Jhx9+yLZt2ygoKKCurg6v1xt2f4WFhUyaNCn4c0xMDNOmTWPTpk2sXLmShQsX8rOf/Yyzzz4bvV7f6jmMHDmSjIwMioqK+O9//4vP5+OOO+5g2rRpaDSaVstv2LAhmEFoMBj45JNPWi0THR1NSUkJe/fubXG76dOnt7g+MzMz+NhsNjdZt3PnzmC25JlnntlqW8yZM6fFAO3atWsBSE1NZdWqVS3u6+T67N27Nzie38nOPPPMFscIBJg/fz5PPfUUEMjyvO+++7jyyivDTizTGSQAKIQQQgghhBBCCHHCkCFD2rVNcXFxk3WlpaUsWrSIDRs2tPmYFosl5Lnnn3+euXPnUltby9KlS1m6dClGo5EpU6YwY8YM5s6dy5w5c8J2c9VoNLz44otcfvnluFwuXn/9dV5//XViYmKYOnUqZ555Jueccw4zZswIG6jKz88PPn7ttdeCXXzb4uTZgk/W2ky2jbMDnU5nk3WN23rQoEGt1mXgwIHNrrPZbMGxD48fP85ll13W6v4aa+k8Gwcxm7NgwQJuvPFG3njjDSorK/nNb37Db37zGwYMGMD06dOZNWsWF1xwQdgJYjpCugALIYQQQgghhBBCnNC4a2Zbtqmrqws+9nq9nHfeecHgX3x8PDfeeCNPPPEEb775Jh9++CGLFy9m8eLFTSZ98Pl8IceYOHEiO3fu5JZbbgkez+FwsHbtWh577DHmz59PZmYmzzzzTDBbr7ELLriA7777jkWLFgUz5SwWCytWrOCPf/wjM2fOZNCgQbz11lshZWtqalptg+acPJ7hydTqjoeibDZb8HHjbtLNaem1PJVzBHC73c2uMxqNbdpHfXC18ViBeXl5vPPOO9x1113k5ORw4YUXcuDAgVOqK0gGoBBCCCGEEEIIIURQ4yBTW7aJjo4OPn7//ffZuXMnAPPmzWPx4sVN1jcWboKLk+Xk5PDf//6Xf//732zevJlvv/2W9evXs2bNGqxWK2VlZfzyl79k586dvPrqqyHlR48ezQcffIDNZmPDhg1s2rSJdevWsW7dOlwuF3l5edxwww0cOXKEP/zhD8FyjWecbW2G2u7UOKBnt9tb3b6l17LxOU6cOLFbxuE7mUql4qabbuKmm27i2LFjrF+/nm+//ZY1a9aQm5uLoih88cUXrFu3jg0bNjBmzJgOH0syAIUQQgghhBBCCCFOaDw7a1u2aTzj71dffRV8/MwzzzQb/INApldbGQwGZs2axX333cfSpUupqKjghRdeQKfTAYFMspYCWJGRkcyfP5+HHnqIFStWUFFRwZ///Ofg+kcffZTS0tLgz427sBYUFLS5nl2tcVsfOXKk1e2PHj3a7LrY2NhgELCwsPDUK3eKcnJyuO666/jnP//Jnj172Lt3L7NnzwYCWaa/+93vTmn/EgAUQgghhBBCCCGEOKE+O64lX3/9dfDx1KlTg48bB9Famzm3fjbbjoiIiODOO+/k7rvvDj63bt26NpePjo7mwQcfDM5U6/F42LRpU3D9WWedFRwb8FTq2dnGjRsXDHpu3LixxW64AKtXr25xfX2Arby8vEcyAFsyYsQIPvroo2CX6fa8vuFIAFAIIYQQQgghhBDihJqaGl5++eVm15eUlPD2228Dgcy8iy66KLiucRfVljIJ33//fXJzc0+5rgMGDAg+bm6G4Y6UT0lJ4fzzzwdg9+7dvPvuu6dQy84TERHBggULgMCMvC1NTrJ//36+/PLLFvd30003BR8/+OCDKIrSKfXsLImJicTExAAde30bkwCgEEIIIYQQQgghRCP33Xcfa9euDXneYrFw1VVXBSf+uOWWW0hOTg6unzJlSvDxAw88EHZyj9WrV3PnnXe2ePzt27fz8MMPU1JS0uw2NpuNN954I/jz+PHjg4+XL1/O008/jdlsbrZ8eXk5H330UfDncePGNVn/6KOPBicPuf3221sNAlZXV/PUU081yY7sCr/85S+Dj3/zm9+wefPmkG0qKyu55pprWg2aLVq0KJjBuWzZMm688UasVmuz2/t8PpYtW8YjjzzSwdo3ePjhh1m+fHnYCVzqvfvuu8HJShq/vh0hk4AIIYQQQgghhBBCnHDRRRexYsUK5s6dyzXXXMO8efMwGo3s3buXV155heLiYiCQPfe3v/2tSdnbbruNv/71r9TV1bFkyRLGjRvHjTfeSE5ODmazmeXLl/Ppp5+iVqu5/vrrw87AC1BbW8sf//hH/vSnPzFjxgxmzJjBsGHDiImJoaamhv379/Puu+8G6zJt2jTmzp0bLF9SUsKvfvUr7rvvPs4++2ymTZvGwIEDiYqKoqqqil27dvHuu+8GA4RXXXUVQ4YMaVKH8ePH88ILL3Dbbbdht9v50Y9+xOOPP87FF1/MkCFDMBqN1NbWcvjwYbZs2cLatWvxer28+eabnfZahDN37lxuu+02XnnlFSwWC2eddRbXX389s2bNwmAwsGvXLl555RUqKiq46qqr+N///geEn31YpVLx0UcfMX36dAoKCnjrrbf4/PPPufLKK5k0aRIJCQk4nU6Ki4vZuXNncPzEefPm8eCDD57SeaxevZo//vGPpKSksGDBAsaPH09aWhpqtZqSkhKWL1/OihUrgtuf6hiAEgAUQgghhBBCCCGEOGHSpEnccMMN3HLLLbz99tvB7r6NDRs2jGXLlgW7Z9ZLSUnh/fffZ9GiRdjtdnJzc7nvvvuabGMymfjPf/6Dz+drNgBYP/6e3+9n/fr1rF+/vtn6zpo1iw8//LBJgKu+vMfjYcWKFU0CSSdbtGhR2BmEAW6++Wb69evHrbfeSnFxMTt27GDHjh3N7stgMJCUlNTs+s7yn//8B4fDwTvvvIPH4+HVV18NOYdf//rXnHfeecEAYHMTsmRkZPDdd99x88038+WXX2I2m3nxxRdbPH7jSVI6qv41Ki8v580332w2cBoZGclzzz3HBRdccErHkwCgEEIIIYQQQgghRCNXXXUV48aN47nnnuOrr76iqKgInU7HsGHDuPrqq/npT3+KwWAIW/b8889n586dPPHEE6xYsYKioiKMRiMZGRmcd9553HXXXQwZMqTF8etmz57N7t27WbFiBd9++y25ubkUFhZis9mIiIggIyODyZMnc80113DxxReHlL/xxhsZOXIkX3/9NZs3b2bfvn0UFxfjcDgwmUxkZ2czbdo0brjhhuBEGM1ZsGABR48e5Z133uGLL75g27ZtVFRU4HQ6iY6Opn///owbN465c+dy8cUXExcX156m7hCtVsvbb7/NNddcw4svvsiWLVuoqakhJSWFqVOn8pOf/IR58+bx/vvvB8skJCQ0u7+UlBS++OILNm3axNtvv8369espKCigpqaGiIgI0tLSGDFiBDNnzuSiiy5i1KhRp3wOS5cu5euvv+abb77h+++/5/Dhw1RWVqIoCnFxcQwfPpxzzjmH22+/vcnsxx0lAUAhhBBCCCGEEEKIkwwbNox//vOfHSo7ePBgXnjhhRa3ufnmm7n55pubXT969GhGjx7dZMy7tlKpVEyZMqXJmISnwmAwcMstt3DLLbd0qPxrr73WYsCzsdbapbGLL744bAC03pYtW4KPTx7jMJxp06Yxbdq0Nh37ZGeffXa7JhGJiori0ksv5dJLL+3Q8dpLJgERQgghhBBCCCGEED8otbW1wW61ycnJjB49uodr1LMkACiEEEIIIYQQQgghTht5eXkcO3as2fU1NTVceeWVVFRUAIFZjLXavt0Jtm+fvRBCCCGEEEIIIYQ4rWzbto1rrrmGM888k9mzZzN48GAiIyMxm81s27aN9957j5qaGiDQHfuBBx7o2Qr3AhIAFEIIIYQQQgghhBCnFZ/Px9q1a1m7dm2z20yYMIFPP/2UyMjIbqxZ7yQBQCGEEEIIIYQQQghx2liwYAGvvPIKK1asIDc3l8rKSqqrq9FoNKSkpDBlyhSuuOIKrrzyStRqGf0OQKW0Z4oSIfqwysrKnq5Cq+Lj49FoNPh8Psxmc09Xp1eQNglP2iU8aZfwpF1CSZuEJ+0SnrRLKGmT8KRdwpN2CXU6tUlSUlJPV0EIgUwCIoQQQgghhBBCCCHED5oEAIUQQgghhBBCCCGE+AGTMQCFEEIIIYQQQgjR5/hd36FSG3u6Gj1C8VtRG6b2dDVEN5IAoBCd6IbJj/Z0FXqFN79rmGL9+rnP9FxFepm3Vv0i+PiaK17suYr0Iu99dGeTnxf+9PUeqknvsuT5m4KP5z/wZg/WpHf56tEbgo/nPirtArDqgRua/Dztv9IuAJtubWiXKcte6sGa9C5bz7sj+PjaPXLNAvDu6Aea/Pzw8f/roZqccLxnD1/vD9nPNvl5be25PVSTE2p79vD1ZsWuCD5Wucf3XEWAmrKGx6qeqwaKfkcPHv3UKM7V+GvuDHle1aMt2n0UFJToP6OJvKanqyK6iQQAhRBCCCGEEEII0acoioVwM6IqYZ/9YVJh7+kqiG4kAUAhhBBCCCGEEEL0KQrgV/pOsC8cVR8//75GAoBCCCGEEEIIIYToUxTAf4rZfr2tu3B7sxdlVti+RQKAQgghhBBCCCGE6HP8p7yHpgG37g4HSv6eaA8JAAohhBBCCCGEEKJPUVBOOQOwNZ0dEOzs2val8Q6FBACFEEIIIYQQQgjR1yigdPEYeCfvXaVqX0gwUL2uq6OE//oWCQAKIYQQQgghhBCiT+mODMDQgzY+XugIgkqj/3dLdbrtSKI3kACgEEIIIYQQQggh+hQFVSeMAXhqNQj/c/eNJCgBwL5FAoBCCCGEEEIIIYToY5QeGQOvuSOqWt2iK0gIsC+RWZ+FEEIIIYQQQgjRpyiA/0Q34K5cfErTxd/MErJdN9Sto+G/8vJyHnzwQSZMmEBcXBwmk4mBAwdy+eWX89prrzVbbvHixcyfP5+kpCSMRiNDhw7l17/+NZWVla0es6Kigl//+tcMGTIEo9FIUlIS8+fP55NPPungWfQ9kgEohBBCCCGEEEKIPkUhEHjr/P12zY66omNwRyZBWbJkCTfddBM1NTUAREREoNPpyMvLIy8vj127dnHzzTeHlPvZz37G888/D4BGo8FkMnHo0CGeeuop3n77bVavXs2IESPCHjM3N5e5c+dSXl4OQHR0NDU1NaxYsYIVK1bw85//nGeffbbd59LXSAagEEIIIYQQQggh+pjAGICdsfgaLZ21z5aO0VnHaW/47+uvv2bRokXU1NRwww03sGfPHhwOBxaLBbPZzBdffMGPfvSjkHIvvfQSzz//PCqVikceeQSLxYLFYmHHjh2MHj2asrIyFi5ciNvtDinrcrlYuHAh5eXljB49mh07dgTLP/LII6hUKv7xj3/w6quvtvNs+h4JAAohhBBCCCGEEKJPUU7hv9CutN3/X2ccvz2sViu33norHo+He++9lzfeeINRo0YF18fFxXH++efzpz/9qUk5t9vNQw89BMBPf/pTHnjgAUwmEwDjxo3js88+w2QycfjwYV5++eWQ47744oscPXoUk8nE559/zrhx4wAwmUw88MAD3H333QA8+OCDeDyedp1TXyMBQCGEEEIIIYQQQvQ5bR7H76SlO8bna9c4gx2sX3uCgK+99hoFBQVkZGTw5z//uc3lVq5cSWlpKSqVinvvvTdkfU5ODtdeey0Ab731Vsj6+ueuvfZasrOzQ9bfe++9qFQqiouLWb16dZvr1RdJAFAIIYQQQgghhBB9iqKAv5mlrRN39NYltP7hz7M9OYD1gbhFixah1+vbXG7VqlUAjBw5kqysrLDbLFiwAIBNmzZhs9mCz1utVrZu3QrAeeedF7ZsdnZ2cOzAlStXtrlefZEEAIUQQgghhBBCCNGn+PG2ODvuD2lpNgvQ72xTWzmdTr7//nsAJk6cyIEDB7j++utJS0vDYDCQk5PDzTffzN69e0PK1j83evToZvdfv05RFPbv3x98ft++fcGJStpSPtzxRQMJAAohhBBCCCGEEKJP8SuukK6zfW3xKm0LAB47diw4vt7BgweZOHEib7/9NhaLhYiICI4fP87rr7/OxIkT+eCDD5qULSkpASA9Pb3Z/TdeV7/9yY/bUr7x9iKUBACFEEIIIYQQQgjRp6hUkfgUdcsLP6AlzPlp1HFtaiuz2Rx8/Ne//pWYmBg+//xzrFYrtbW1bN++ncmTJ+Nyubjppps4fPhwcHur1QoQnPgjnMbr6urqQsq2tXzjsiKUBACFEEIIIYQQQgjRpwS6xqpaXpT6pfnxAk+HxaeEP1dFpWpTW/n9/iaPX3/9dS644ALU6kBIafz48SxZsoTIyEgcDgdPP/10V7xk4hRpe7oCQgghhBBCCCGEEN1Lha380w6VNKZc0mgvvYO9A+eSVw4Jk1rfLjo6Ovh45MiRzJ8/P2Sbfv368aMf/YiXXnqJr7/+Ovh8VFRUoH52e7P7b7yu8bHqy9ZvExMT02L5xmVFKMkAFEIIIYQQQgghRJ8SmOqjYxpn0flOWlrNKuyk5eTjdqXG4+8NHz682e3q1xUUFISULS4ubrZc43X9+vULe9y2lG9cVoSSDMDT1P79+7n33nsBSE5O5qWXXgqm3/Z1R48eZdOmTURGRnLJJZe0XqAH+fweql2FWFzlWNzl1LrLcfoC4xYMip3KkLjp7d5nbtVKCqy7AYjQRHN25m0tbl9qO0SRbS8WdzlunwO1So1BE01CRAbZ0WOJ0ae0/8ROgc/vodp2DIuj9MRSgtNjAWBQylkMTp0VtpzDXcPaA8+3+Tjp8WMZk3lx2HV2l5m8ym+pqjuKy2tFozYQY0wjM2ECabHNf+B1JZ/Pjbk2j7q6YuqsgcXpqgFgQPZcBvaf1+o+Kqr2UVyyFUtdER6vA53OSEx0Jhn9ziApYViLZRXFT2n5TkrLtlNnLcHrc6HXRRIX25+sjOnExmR3xmm2m8dlw1ycS23ZYWw1hbhsZhTFj84QRWR8Jsn9J5OYOaZd+yzat4rju78I/jz9qr9327E7g9dpo/ZYLnVFB3FUFuG2mlH8PrTGKExJWSQMnUzcgLFhy25/8VdtPk5Uv0EMufinTZ5z22qozc/FWnwYe1UhHlstADpTDKaUHJKGTyM6Y0jHT+4UeB02LEdzsRUcxFFehNtiBsWHxhiFKSWLuJGTiR0cvl3q2YqOUrVjPbaSPHwOK2q9EWNyOvEjzyBu+MRmy1kLD2M9dhBHWQFuSxVehw2/x4XGYCIiMZWYQWNIGDMNtVbf2afdKldRIba9ubiKCvFUVuCzWfE7nagjItAnp2AaPoKYaTPQmCLbvM+Kjz/AsvlbALTx8eT89vch23iqqzn+t0favM/oSVNIueraNm/fFWqWfkPN/5YHf+7/5l+a3dbvcFH75TrsW3PxVphBrUKXlkTktLHEzJ+OShv+Etz88dfULl7Val0y/v5rdKmJ7T+JLpD/zlYOv7Qh+PM5q3/R4vZem4vCJbuo2HAUe2ENXrsbfawRU2YcceMyyF40AV1URJMyX895ps31iR+fyaSnF7XnFE7JviVHWfnwpla3u+Rfc8mamhZ2XW1BHd+/sY/jm0qwVzrQmXQkD49n1OWDGTyv+c/Xj+/8muJt5S0eNzLFyC1fXtZq/Trbqo+qeP6+gla3e+j1QYw7s2nGznP3HmPNx+ZmSjT43/5xaLThgx72Oh9fvFnBlq9qKcl34fUqJKbpmTA7mktvTyGxX/e/3zZWV+fn1TdsfLncydE8L3VWP4kJagYO0DJjuoG7bo8iNjb0u12d1c+/XrDy2RcOjh/3odbAoIFaLlto5I5bo9DrWw8ClZX7+O9rNlascnK8wIvTqZCUqGHoEC1nTjdw94+j0Ol6S05b11KUjp+nvy1lVU3+OWVKx+OVpywxMZG0tDRKS0vbtL2qUdfikSNH8vnnn5Obm9vs9vXrVCpVkwDj8OHDUalUKIpCbm5us8HH+vIjR45sU/36KgkAnqZWrlwZfFxRUcGuXbsYP358z1WoF8nLy+O9994jJSWl1wcAa9ylbOtg2nk4Vc6CYPCvNX7Fy/aKL6hwHA0+p1Hp8Ct+7F4zdquZQmsuw+PPon9M819sO1utvZjv89/vQEk1em3LX1D9fi9evwuAWGP4u0MVlsPsPP4xPiUwy5VWbcDjc1BlPUqV9SiV8WMZlXFRkw+17mCpK2Tnnjc6VFZR/Ow98CGl5TtPPKNCq43A47ZTWbWfyqr9ZKZPZ9jgi8KW9/pc7M59m+qaIydKq9FoDbjcdZRV7KKsYjeDBywgJ+usDtXvVGxb8jCK0jAmiUqjRaXW4HbU4nbUYi7OJS5tOENn3IimDcEVh6Wcgr1f9cixO8vuN/8AYerlsdVSa6ul9tgeYrKGM+Dcm0MCTlpjy90mFL8PnyvQxcKU3PRLqdtqJvedR6DR3XS1Vo+iKLjrqnHXVVNzZDsJw84g+6yrUHXzTat9L/0B/KHt4rXWYrHWYjm6h6j+w8m58GbUutDXq3T9Z1R81xCYURuM+F0OrMcPYj1+kNpDO8m+8EZUak1I2cpta6jL29tQVqdHrdHic1ixFVqxFR6hcvtaBlx2J4b47r3pYtm6Gcu3DcEblVaLSqfDb7fjPJaP81g+NevX0u+m24jI6d/q/hxHDmHZ0nowRKVWoYlq5ffN68HvDMxOaMjqmZsM9TwlFdQuXtn6hoC30kzpoy/jrQwEMFR6HYrXjzuvCHdeEbaNO0m9/zY0kcbmd6LRoI5qYX0vuelrO17N0ddbf73rVW8vYM+fv8RtDryPqHQaNAYtrkorrkor5h2FpMwchG5w0wCgPr75gd8BFJ8fjyXwuxIzLLWdZ9E5VGoVxnhDs+s1+vCvWf76Ipbdtx6v0weAPlKHy+KmYFMpBZtKGbFwIHMfmtridYfOqEVnCv+1zhQfEfb57qJWQ0xC8185dS0ErPQGFabo0PfUoGaKFh5x8uhtRykvdAePoY9QU5LvoiTfxZqPqrn33wMYM71nugqu2+Dixz+tprwi8Jmk14PRqKKk1E9JqZsN37q5YEEEY2KbfhYVFHq5ZFElxwsCvysmowq3W2HHTg87dnr4cLGDxe8nERfX/PvD4k/t/Oq+GurqAp/VERGg06koLPJRWORj1RoXN98QSWxsHwkAqkCTfHmHyvrbEtZrJmDXnq8R7Qn6deRc0uMeBNrQBxg499xzefPNN9m/f3+z29Sv69+/f/C5uXPn8sQTT5Cbm0thYSGZmZkh5ZYvD9xgmzZtGpGRDd/poqKiOOOMM9i8eTPLli3jiiuuCClbWFjI3r2B66x581pPiujLJAB4GnK5XKxfvx6VSsX8+fNZvnw5K1eulADgaUqnNhCjTwku+83f4PI1Pz5Cc3x+D7lVX6NCTbQ+GYu7rMXtj9RuDQb/sqPGMjD2DCK0USiKgsVdzn7zN5hdxew3ryXekEGsofsuqLWaCGIi0ogxBpb9JStwe20tljHqY5gz4hctbrOveDnHq75DrdLSL250yHq7u4adBYHgX5wpk9GZFxFpSMTrc5Nf+S1HytdTZN5FpCGJAcntz848VVqtkeio9OBy6OjnuN3WVssdyV8RDP5lZcxgQPYcdDoTPp+bwpItHMlbTmHxt5iMCWRlzAgpv//gJyeCfyoG9T+XzPRpaLUGPB4Hxwq+4VjhOg7nLcNkSiI5cURnn3aLFMVPVEIWyf2nEJc2jIioQEaM01ZN0d6vKc/bQk3pfo5u+5AhU3/U6r6ObP0fis9LVGIO1qpj3XbsTqX4MSVnkzBsCjGZwzHEBOrlqqum7PsVVB3YjKVgP8fXfkD/udc1KTrmhodb3HXZrjUUb1oCQOLwqU0PqyiAQlTGEBKGTCYmYyi6yFgUxY+zppySLV9Qe2wP1Qe2oDPFkj7l/M4757bw+zGmZhM/cgrR/Yejjw20i7u2mvItKzDnbsaav5+ilR+QdV7TdqnatTEY/IsdOoF+Z12MLjoOv9dL7cHtFK/+CMuR3ZSs+4z02aE3nqKyhhCVM4zI9AHo45LQ6ANfyL0OGzUHvqd0/Wd4LNUcW/oqQ274DSpV9wV3IrKy0cUnENF/ALqUVDTGQNDJ73Jh27OLys+X4rdZKX3jv2T9v/uD68Pxu92Uf/Q/UKsx9EvHVdh89o82Lp7+v2/5963i04+xbFyPSqcjanz33Yg6meL3U/nSRygeL4bB2bgOH29+W5+PsqfexFtpRhMXTdKPr8Q4ejCK3499yx4qX1mM+1gxlf/+H6n/76Zm92MYkk2/B+7oitPpNIpfYe/jK/C7fcSO6kdtbkmL29fsLmbH/Z/id3lJPmswA66bQvTQFFQqFT6nB2t+FRUbjqKNDA2izfr4zhb3fex/2zj073UApF8wquMndQqiUk3c9Fn7bjxbiqws/+0GvE4f/cYlM/cPU4nPicFt97D9jX1sfWkP+5YcJb5/DBNvaj6rZfwNw5n645YzmHtKYj8d//mmY6/JjAvjuOfxnHaVcTn9/OX2QPAvOl7DXY9kMWVeLBqtipJ8F6/8uZDt39Tx+E/yeObL4d2eCbh5q4sf3ViFw6lw0QUR/N/Pohk/VodKpcLu8LP/gJdly53ExDT9HPB6Fa67uYrjBT5SU9X865l4Zs+KwO9X+HSpg1/eW8PuPR7uuqea995MCnvsT5c6+PHPzPj9cON1Jn58exTDhuqAQGbhnlwPn3/pQKvr8mboRVRtC+R1tkZBvZOP3t1Jfko7zv+mm27izTffZO/evSxfvpwFCxY0WV9SUsI777wDwIUXXhh8fu7cucHswSeeeIJnn322SbmCggLeffddAK6//vqQ41533XVs3ryZd999l4ceeoisrKwm6x9//HEURSE9PZ05c+a0+Xz6ot5x+1C0y6ZNm7DZbAwfPpyrrroKlUrFpk2bWhxUU/ROCYYM5mX9hCmpVzAs/iz6RQ5DRQt3OltwsGYjdm8tA2ImE6VLaHX7Yus+AOINGYxMnEuENjDAqkqlItaQysSUS9CoAlcApfZDHapTR8RHZjFv5K+ZMvA6hvWbR7+4UahVp36vwuf3UlyzB4DU2OHoNKF3xA+XfYPP70GvjWRi/6uJNAQCBFqNnsGps8lMmADA0fINeHyOU65Te8TF9mf2jAeZOPZWhgw8j7SUsW1qF7fHRkHhRgCSE0cwdNCF6HSBTAqNRk9O5kyyM2cCcPTYSrxeZ5PyVlspZRW7AMjKmE7/7NlotYEvZzqdkcEDzyMlOdDN9dCRL5tkxHWHkWffxZhz/o+0wTOCATiAiMgEBk25itSB0wCoPPY9LntNi/sqPbSBuqp8krInEpc6tFuP3ZkGX/QThl32C5JHnhkM/gEYohPInn01iSMCwWvz4W24ra13sWqsev9mACLTBhAR1zRTTWswMuzyXzHkwp+QOHQKushYAFQqNcb4NAbMv4XorEC3jYo9a/F7PR0+x44YcMVPGHztL0gcd2Yw+Aegj00g89yrSRgTaJea/dtw1zW0i+L3Ub4pcFc6IiWTrPOvQxcdB4BaqyV+5BTSzloIQNXOdbhrq0KOnTRxNknjz8KYkhkM/gFojZEkjT+L9NmXAuCqLsNe0nLgubNFT5pC3Ow5ROT0bxLcUxsMRE+aQuo1gWCoz2rFvn9vc7sBoHr5F3irqoibPQd9aviujm3l93iwbt8GQOTosS0GHrta3YpvcR06TuSM8USMGdzittZ12/EUBLpHJf/8OoyjA9ur1Goip40l8dZLAXDsPIAj93CX1rurFXy8g9rcEtLOGU7C5JYzNH1OD7mPLcfv8pJ12XjG/ekiYoalBrPaNBE6YoenMfi2GRj7xba7LsVfBLp+xY1JJzK79Wug3mLzf3bhcXgxJUZw0bOzic8JDG6vN+mYetdYRl0e+P357pVcnBZ3T1b1tLHyf1WUFQTa6u6/ZDNtQVywm3C//gbu/dcAkjN02K1+3nu2bV0ZO4vd4een/2fG4VS449ZIXnspkQnj9MG/A5NRzcTxen53Xww52U2v8d77wM7efV4AXnsxgdmzAp8larWKyy4x8eTf4gD4epWLteuaXssBlJb5+PVvA8G/Pz0Uw1OPxweDfwDRUWqmTzXwyB/jiDT1nRCBotBolt+eWXwnZuj1KSp8PXD89gQc582bx/nnB27g3nzzzXz55ZfB2YF37tzJJZdcgs1mIyEhgV/+8pfBcnq9nj/96U8APPfcczz22GM4HIHvUrt27eKiiy7CZrMxePBgbr/99pDj3nnnnQwcOBCbzcZFF13Erl2B7yYOh4PHHnuMf/7znwA88sgj6HR9KoLdbn3nr/sHpL7779lnn01ycjKjR48OZgWGs3v3bhYuXMjChQub3Wdbttm2bRu///3vufbaa7nqqqv4v//7P5YuXYrf7+eZZ55h4cKFPPPMMyHl6ve7e3fzXVNb2qa8vJz//Oc//OQnP2HRokUsWrSIW2+9lfvuu4933nmHioqKJvupv6NQXl4e3G/90rjrdG/QWVkeNa4SjtXtwKSNZ1DcGW0q4/IFMuqay+zTqQ1E6uIBgt1hu0NXZb6UWfbj9QUuiDLjx4es9/rdlNUGUtazEiaFDRAOTJ5xYlsX5bUHu6Sezelou5jNR/ArgQvG7MzwXXRzTjzv9TqpqNrXZF1l9cGQ7Zor73BWUVPbvcGL2JSWv4ynDGz4e7BWN5+N5LRWcXzPl2j1JvqPb/59sCuO3dmi01seYy9xWEPmnr2i7fWylubhrAlkFicOnxayXqM3YkoK7dJRT6VSkTgs0CZ+jyu4r+4SldVyu8SPamgXR1lBo8eFeO2BsVmTJ84O+7eYMHoaaoMR/H7M+75rd92MaQ0ZLp66mnaX70oR2Q1189bWNLud81g+tRvWoUtKJn7uuad8XNueXfhPfDmIOWNqK1t3HU95NeYPVqCOMpFw3QWtbm9d/z0AESMGEjEkNCgWOW0s2uT4E9tu79zKdiNHSS1HXtmILiaCoT8NPzZvYyVf7cNRXIs+wcTgu2Z2al1q9hRjO1YNQPoFodn9vZXH4eXIysB7zehFQzBEh2aiTbolkPXntnk4uqb7PkdOZ9+vCYwb3a+/gTPODQ0m6w1qLrgxGYCNX9Tgcnbfjcv/fegg/5iPlBQ1f3igfYHu9z4IJHrMnKFnyuTQLNnLLzGSkx1IInj/w9CkkJf+a6WmRmHMaB0/uTMqZH1f1l0TdjQ3cYcP9YmleycQqV/am3H49ttvM2HCBEpLS7nggguIiooiNjaW8ePHs3XrVuLj41m8eHHIZBx33HEHd999N4qicP/99xMTE0NsbCzjxo1j165dpKamsmTJEvT60PdCg8HAkiVLSElJYdeuXYwbN47Y2Fiio6O5//77URSFe+65h1tuueUUfhP6BgkAnmbqx/vTarXMnBm4gDr77LMBmky13dk++ugjHn74YXbu3InNZkOj0XDs2DFeeukl/va3v3XZcY8cOcLPf/5zvvjiC4qKivD7/eh0OiorK9m3bx/vvfce27c3XEDHxcVhMgWym9RqNXFxcU2WcG8opzu/4mV31QpAYXTiPDRtzJYz6gIXHhZX+MGjPX4XNk8gCyZW3zPj6XSmoupAF1iTPoGEqNDuJDW2gmCgLDl6UNh9GPVxRBoC3SoqrUfDbtPb1E8UAhAZGX5sMZ3OhE4XGGuj2tw029PpDPwOaDURGAwxYctHmpKp78BQbe5dGS0qdaO7gC1kJx797kP8Xjf9xy9EF9E5F8ZtPXZ3UzeafEBpx8AyVQcC2X8afQTxA8d17Niaxm3SgyNZh9G4XRrXrXE2oCEhfFabSq3GEBf4Qmk93v6bA/bihvcTfVz4rls9xZHXUDddQvi6KV4v5R8Gxm5NvuJK1J1w971u65bAMZOSMQ5sOdjelar+uxjF5SbhugvQxLT83uB3uXEdDNwEMY4Ln0WsUqkwjg2sc+7uXe+X7bHv71/jc3oYcvcs9HEtj88HgQAgQOrsoWj0nTsCUX32nzZST+rZPTPJUEcUby/H6wqM5ZZzZnrYbWLSo4gfEPjsLdjUvdlqp6uKokD2X+bg5sdjzDwxxqTT7mf/tpaHmOlM/zsRmLvkIiMREW3vdml3+NmyNXBe8+aGH9NRpVIx9+zAutVrXSHr64OCV15u7PZxrHszpQcCfp29/aku7Z2iJD4+nk2bNvHkk08yefJktFotbreboUOH8otf/ILdu3cza1b4G0PPP/88H3/8Meeccw4xMTG4XC4GDx7Mr371K3bv3s2IEc0PJTRq1Ch2797NL3/5SwYPHozL5SI2NpZzzjmHxYsX849//KNd59FXyRiAp5nVq1fj9/uZPHky0dGBgWvPPPNMXnjhBfbv309xcXGTqbI7w549e3jjjcDkAzNnzuTWW28lKSkJl8vFsmXLePXVVzF2UdecV199FbvdztChQ7nrrrsYNGgQKpUKt9tNUVER69evJy4uLrj9G2+8wcqVK3n22WdJSkri5Zdf7pJ69SaHazZj81STGTWahIjms29Olh01ln3mNVS7CtlbteqkMQAr2G9eExgLz9CP9Miemfm2s9jdZqpt+QBkJIQPXFidDZmkURHJze4rKiIZm6sSq6uyU+vYLVoKuJxYZ7WFz8pSWrg/GFh3ory9d31BsVQcCT42xYaf+KXsyCZqyw8RmzqE5P6Tu/XYPcFa3FAvY0Lb6uXzuKg5Ggiixw+a2OHZauuKAwEPlVqDIbb5v7OeYC1saJeIxGbapaVA7ol1zsqWx0Gr5/e68dTVUntoJ+WbAxPPRGYMxJSa1UrJrqd4vXgtFuz7c6n+ahkAusQkIkeGH8er+uuv8JSXET1laqcE6zxVVTiOBn5Xoqe0Lau9K9St3ooz9wgRowYTNbP1MQg9xRXB91JdZvM3zurX+Wrr8FntaKJCA2ieojKKfvtMYAZhlQpNfAwRw/sTPW8ahv6de53XXkWf7ab6+wISJmWTvqD12Rb9bi+Wg4GbjdFDU3CWWch7cwuVW/Jxm+3ooiOIGZ5K5sVjSZo+oF118TrclK0JBN1T5w1DE9FzXb8cZifvX/clNcfq8PsVIpMiSBubzMhLB5E5OfT3ofpIbfBx4qDms8ESB8VhzrM02f5kB7/MZ//SPGyVDrQGDbFZ0WRP78eYq4YQldx6gLYrWap9/OaSAxTnufD7FOJSdAyfEMm8qxIYPa3lSTh2b7Tys3P2UVnsRqtTkZyhZ8yMKM67Ppn0/s0H+AD8vpbWNVzTHD/gCJmFuCu4XAo7dgWCeOPG6Cgs8vLks3WsXOWiotJHXKyaCeP13HxDJPPPaRrkO3jIG5zDasSw5n/HRwwLfLUvL/djNvuJjw/k+hw77qW0NLCDcWP17N3n4Zl/1rF+o4uamsDsw2dMMXDnbZFMndJyu/7QBK5gOz8gqpz0b2dQnfRvZ+lIHfV6Pb/61a/41a9+1e6yl112GZdd1rGZyVNSUnjqqad46qmnOlReSADwtNO4+289k8nEGWecwfr161m5ciU33HBDpx7z3XffRVEURo4cyf/7f/8P9YmZ5wwGA5dccglut5s333yzU49Zr34Wodtvv53Bgxu+VOj1egYMGMCAAe27UPyhsbjLybNsQ682MSy+fV1qsqPH4fTVkWf5nuPWXRy37grOAqzgw6AxMSBmMoNjp3XrgPRdoT77T4WajLjwg2Q7vYHJNLSaCDTq5i+uIrSBi0SXp66Ta9k1IiLig4+ttjLi40L/ZlzuOjxe+4nHlibrjCfK+3wuHE5z8OfGbI2Chi5X72kXr9tB0b7AxA3RSQMwxoRmQLrstRzb9RlqjY6BkxZ167F7gtfloHRH4HMkMm1gyDh+zTEf2Y7fE8goOHnyj7ZyWaqo2vctAHGDJjQZC6+n+ZwOKrYG2sWUMRBDQkO76GMafuedVaUYwwTo/D4vrprATQG/24nf40KtC/0S5bFZ2P/SH8PWIXrgKDLnX3Mqp3HKjj5wL4rXG/J8RP8BpFxzPSpt6GWjq6iQmm9WoYmKJvHCtnWfb43lu82BQJpaTfSkKZ2yz/byVtdS/d6XqPS64Lh9rfGZG94/tfHhM6ZPXuczW8IGAP11dvxWB+rICPwOF97SSqyllVi/2UbsxbOJv3J+20+mEzkrrBz6zzrUBi3Df9W2mRYdpRYUTyAa4yip5dvn1uCzuwMzAEfocJvtVH6bR+W3eaRfOJoRv57X5gylslUH8TkCw5Rk9HD3X6/TR8V+M4YYPT6HF0uRDUuRjYNf5jNi4UDmPHAGam3D9ZStItDF3RCjRxvR/FeyyBRjk+3DqS2wotaq0Zm0uOrcVOyrpmJfNbvfP8i8P05j0Nyeu7Hgcvg5musgKlaD06NQXuCmvMDN2iVm5i5K4K5HsoJj9J2sqtSDWgOmKA12q4/jB50cP+hk+dtV3PJgBuddF5qVnJypp/CIi4LDThRFCfu7dPxgwxh51eXdM8zN8QIv7hPDOOYf9/Hb35djtSro9WAyqaio9PPV106++trJ9T8y8fTjccG6l5Y2RDP7pTU/Vnhav4Z1pWW+YADwyNGG9/UtW9088bQFtxuMESoMhsDsw58udbDkMwf3/Tqa//fL5t+/fmgUwN8JUbrgLlQhDzqN0vhISucdpZd1yBBdTAKAp5G9e/dSUlJCZGQkZ5zR9I74nDlzWL9+PatXr+a6664LBulOlcViYc+ewMQJl19+edj9XnzxxXzwwQc4naEDzp4qk8mE2+2mpqam0/d9uvMrfnZXrkDBz4iEs9Gp2/dlWqVSMTRuJlG6RPZWr8aneJqM9edTfHj9bnyKB81p/FahKH6KzIGBYpNjBmPQhe/C5fMFghv1E580R6MOtIXXf3oMxh0fNxC1Sotf8ZJ/fE3YAGD+8TXBx15v024jiQlDOZy3PLjdiKGhd+wal69vx56mKH4Ob34Hj9OCSqNlwMTwdxqPbvsQn8dJ9tgLm0zk0R3H7m6K4ufY6rfx2gP1yjrz8jaXrdq/CQBjYjqm5PZ/kfR73eR9/Tp+rxttRCQZZ1zYeqFuoih+Cpa/jdcWaJf0s5u2izElE60pGq+9jorvVhE3fCIqddMvYFU71uN3N3wG+tzhA4AqlRqtKXATwedyoPgCX8pih4wjZfp5aCMiO/v02kUTHY3i8eJ3u1BOfFONGDSYxAsuRhcfGvxXfL5A11+/n6SFl3XKRB2K30/dd1sBMA0fiTa6Z76IVr36CYrdSfzV56FLadukEn5nw/ufytB8lqxK3/A543c2/SzRpSYRf815mCaORJscj0qrQfF6ce7Lw/zBV7jziqhdsgZ1pJHYC8KPy9qV9j+1Eq/NzeA7Z2JKb9sYZl5rQ7vkvbUFXZSBkX+8kOQzB6LWanCWWTj473WUf3OI4s/3EJmdQM5VbZv1uejzwDVq1KAkYob1zHAlkclGptw5mkFzs4jPiUGj1+D3+SnbU8WWF3ZTsLmUfUuOojVqmX1vQ5a52x645tJGtDz5W31wsH77xjImpTDiooFkTU8jMinQtdNV5+bo6kI2PrcDR7WT5fdv4PKXzyFtTPcOL5CQouOqe1KZuiCOjAEGdAY1Pp/CoZ123n+2hF0brKz6sBqDUc3tf2jag2XgKBODx5iYNDeWxDQdGo0Kl8PP9rUW3vxbMaXH3bz0h0JiE7VMPy+uSdmJs2PY/k0d5QVu1i0xM+uSpn+/DpuPL95o6PXhsHbPEB21tQ1RlqeerSM2RsV/X0jg/AUR6HQqCou8/OFPFj79zMFb79gZOljL3T8OfF5YbQ1ljcbmQz6mRuusjc6rprbh8V+fsJCZoeHpx+M4a6YBtVrFgYMe7v1dDRu+dfPY3+sYPkzHRRf03MRL3a0jswCHxsxUza3oZC3PGdyRgGBXZECK3uv0TuvpY+qz/6ZPnx4ylt3EiROJjY2lsrKSnTt3dtox8/LygmNEjRwZvptHREQEgwaFHzPtVE2aNAmAp59+mldffZV9+/bh8XTvzJG9VV7tVuo8FSQbB9AvsvUZS0/m9jnYWvYRu6u+Is7Qj6mpVzEv6yfMybyDCckXoVcbKbDu4tvS94LZcaejyrojuLyBrLSMMJN//NDpdZFkZgRmN62uOUzu/v9hs1fg9/twOms4nLecwuLNqFSBLyAn3ymPikwjJSmQVVFc+h0Hj3yBw2nG7/dht1ey98BHVFYfCJbvijueHZG//VPMJYExpwZOuJzIuNAucxXHtlFTsg9TXDrpQ1sfxL4zj90TCjd+guV4YBbXrDOvwJjYtno5qkuxlx8Hmk4g0laK30f+qrdwVBaiUmvImXt9cIbg3qBkzSfU5QXaJX3uFRiTm7aLSq0hZWog28pVXUb+py/jKC/E7/PisVmo+G4VZRs+PykoGP7vQGuKYsSdDzPizocZ9bO/Mfy2h0g+4xwsR3M5/Nbfqd79bZecY1vl/Pb39P/9wwz882Pk/P5hEi9ciLu4iKJ/PkP1V1+GbF+zZhXu4iJMI0YSNW58p9TBfmA/Pkugq2NPTf5h3bAdx44D6HP6EXP+md167KgzxxN74Sx0/ZJQaU+8L2u1GMcMIe3BO9EPDARKahavxG/v/BuvLSlZsY/KTXlEDU4mu40BOgClcXqNX2HEb84hdfYQ1CfOLyI1hjEPXUDUoECAKv/tLfh9rQdlrHlVWPYFhp3IuLDnsv+yp/dj6o/HkjQkHo0+cE5qjZp+45JZ+M85DJgdeM32fHCImuOWlnbVblN/PJYRCwcSlWwKfn4bovWMWDiQRf89F0O0Dr/Xz8Znu3/CmfFnxXD1//Wj/3AjOkPgK6dGo2L4xEh+/+ogppwTCO4vf7uS4vymNw8vvCmZ829IJiVDj0Zz4ryMaqYtiOOxj4aSkhX4HvT6X4tCxrKduyghuP6F3xey/J1K6sxePC4/+7+38eebj2Au96I5cW+7uzq5+Bv9Hfj98OyT8Sy8yIhOFzi/zAwtL/07ntEjAzcInnnOitfbOdEkf6M/J0WBV18KzCKsVgeOPWyojrdfTyQlJdAYTzzVub+nvVlbxwAMHZdPfdLS/ZN3+MPUoyPjB0oCYN9y+qb19DGNZ/lt3P23nkaj4ayzzuKzzz5j5cqVTJgwoVOOW1sbuAjX6/VERTU/+HVCQtvujrfXLbfcQnFxMfv27WPx4sUsXrwYrVbL0KFDmT59Oueee25w0o9T9dZbb/HOO+80u37RokXcdNNNnXKsU2V1V3G4dgsalY6RCXM7tI/dVcupdhUSb8hgcspljQI/BlJNg4kzpLO++E0c3loO1qxnbNJ5bd53fJhMkZ5SaN4BgEEb3ezkHgAaTSBbp7UZj33+QMaOVt3+MdB6ql0GDTgXl6uWsopdlJbvpLS86U2CmOgsoqP6UVSyBa029I7viKGX4/HaMdccpaBoAwVFG5qsT0ocgQqoqNqHTte+O8Zd0Sb5O5ZSejhQx/7jFzaZjbee21lH/vZPQaVm0OQrQzK6uvLYbdHZ7VK0aQmVuYHPkIzpl7SrG2999p9KoyV+SPvGSFT8fvJXvU1t/h5QqcmZez0xmcPatY/GOrtdStYuoWpnoF36zbqEhFHh2yVx3Jm4LVVUbluD9dgBDh870GS9Pi6Z2KHjqNgSmIxLE9H634FKpUIXHUfajAswpmRy/LPXKFr1Ica0bIzJGW0+h656X9FGRRM362wiBgyg6Pl/YF65AkNWNpEjAuMAustKqV75FSq9geRLr+i049ZtDfy+aWJiMQ1rfjDw1nS0XXy1dVS/9Tmo1STeehkqTdvfG9QRDVmfiqv5LHHF3fA5o45o+2eJWq8j/sr5lP3tvyhON47cw0ROaV/gq6Pt4qq2cfCf36BSqxj5/85BrWl71ERrajhHU2YcKTNDx4lUqVXkXD2J3L8sx2NxUnegjNiRLY9RWvRFIPtPrdeQdm7HxyoOaZPjHd5VCJVaxZm/nEDeN4UofoW8tUVMuD4Q+NKbAoEer7OFweoAr9PbZPu2is2KZsxVQ/nulVyKd1TgqHFhjGv7+G4h7dL8EITtplaruOm3GWz92oLfD9+trGXhbW0bkiI6XssVd6Xy7wcKqCjykJfrYODohu8CESYNv3txII/efoSKIg8vPlTIiw8VBterVHDDfel8+mIZFrOPqJj2ff43bpf2TGYfFdXwNzNwgIYLzgv9nFCrVdx9VxR3/9xMtdnPzl0eJk3UExXZcFPJ4Wg+XGNvtK7x8RqXnzXTwLgxoe87UZFqbrspkr8+UUfuPi/lFT5SktvWNr3pur+9FJrPADw9A2Mt34gPt1YyAPsWCQCeJjZu3IjDERj748EHH2xx202bNmGz2YiM7NmuRJ0hJiaGv/3tb+zcuZPvvvuO3Nxc8vLy2Lt3L3v37uWjjz7iT3/6E/379z/lY9lsNsrLw8+IC2C329G044tAV9pbvRoFH4Nip6FTG0K6ozaesKF+nVqlQX0iS8vqqabCkQ/AgJhJYcdHMWhMZESOIL/ue8rsh5sdRyWc3tJOLo+VCktgIPmM+LEtjmUYoQ0EuL0+Jz6/p9lxAJ0nsgkNuvYPGN1T7aJWaRg94mrSUsdTUrYdq7UUv99DhCGOlOTRZPQ7g30HFwNgMoZ2EdJqDUwYcwtlFbspq9iNzV6O4vdjMiaQljqBtJTxfL/r5RPl29eNtrPb5NjOzyg5+A0AOeMuol8zmX3Hd32O120nddB0jNEp+DxNsw+URqOH169TqTWoNc1/bLb12G3Rme1StGkp5bvWAJA+bSEpY2a3uazf58V8eBsAcQPGojW0PcCr+P3kr36bmqM7QKWm/9zrOjx7cL3ObJeSdUup/H4NAGlnLSRpYsvt0u+shcQMGoN5zybsZQX43U60phhiBo0iacIsKr5bDYAuOr7F35NwYgePRRcdj6fOjDl3M8az2949u6vfVyKycojoPwBn3lEsmzcFA4AVn3wEPh/x556H2mjC72rmb0ghuE6l1bYYUPPW1WHbF8jGjJ48BdUpDGfS0XYxv78cv9VO9Lyp6NKTm3TrDVSy4b2hfp1Kq0Gl1aJpNLaf12xBnx0+gOVtNFagpoWxAsMxDM5u2E+5uYUtw+touxx+aQMei5PMhWMxZcfjdZx03eFpSDGqX6fWalDrNBiSGm4gm7Kbv2EcmdPw+eEsq2sxAOj3+ChdERgnOmXWEHRRHR9TtKv/huKyoomIM+CscWEpauhREZkceD91Wdx4nd5mxwG0lTuabN8ewW6/CliKre0KAHZ1u/TrbyAmXoPF7KOsoH3Dqgyd0BDwKytwNwkAAmQNieDpz4fz1XtVbFttoaLYjUajYsBII+ffkMSQcSbeebI4UI8B7Zv0oqPt0njsviGDmw/mDhva8HtQUOhl0kQ9aY3KlpT6GDUyfPnSkob3p7TUhjL9Go0NOHRI859Pw4Y27LewsO0BwN5y3d8RXr8dv9J3s+BUgNvXidF90etJAPA08fXXX7d5W7fbzbp16zjvvEDGVuM3ZbfbHdJ9GALBr3BiY2OD5VoKKprNzV+EqtVq/H4/bnf4D/fmjt3YuHHjGDcu8MXRbrezefNmXn/9daqrq3nuued48sknW91HayIjI0lJaf7uo8lkwudr+S5td7F7A2/UB2s2cLBmQ7PbOX11fF3wLwCGx8+if0ygy47VXRXcxqRtviueSRcHgE/x4vbbMWjaFlTuLe1UXLMbhcCXkuZm/63XeOZfq7OCWFP47pH1swVHGdo/lk5Pt0tSwjCSEsJnX9VZiwCIjckOu16lUpOWMo60lNB29Cs+rNbSFss3pzPbJH/nUkoOBAJw2WMvJH3Y2c1u67JVA1B25FvKjrTc7XLL4gcASBtyFgMmXHLKx26LzmqXok1LGoJ/Uy8idezZ7Spfe2wPXmfgPTpx+LQ2lwtk/r3VEPybcx3xg049M72z2qVk3RIqt60BIG3mRSRPOrtN5SLTBxCZHn7yKUdZAQCm9P4dqpMuKhZPnTk4mUhbdcf7ivbEtYCnqqFuXnPgb6h62edUL/u82bLeGjN5D90PQOJFlxB3VvOB1rrvtwb6qqlUxEw+te6/HW0XT0XgeqZu5WbqVm5ucdvjdzwMQPSCGSRefxG69ORAepGi4Cksg3Hh3289hYG0IU1sdNgJQLpSR9vFURK47ihcsovCJbta3HbNBYHrjqwrxjPsZ2eji4nAkBSFq7KV4UQad+Vs5X5jxYYjeGoDgbH0C8PPTt1WPfXZnNBo5t+qI7Wkjgp/A63qSE3I9t2hp69ZTpUxSsMlt6dwye2h1/aHd9k5MQQrwye2L2Gio+0SH6+mX5qaktKWu7c3+TM4ceN96BAtanXg7XHfAQ/nzA0f8N53IHBSKSnq4AQgAMOG6NBooLWqN+lN3Y6ksLa0SW8NEqpURrxN5tftg6FAVc/OFC66lwQATwNlZWXBiTj++te/kpOT0+y2ixcv5oMPPmDVqlXBAGDjrruVlZWkp4cGNg4fPhx2f41n2d27dy9TpoTOxudyuZotX398i8VCVVVV2PWHDh1qtmw4JpOJOXPmYDAYeOyxxzh8+DBOp5OIiMCHYf2H5cljgrTm+uuv5/rrr292fWVlZYuBztNJ40w+h89CFOEvOt0+e/CxRtX2bkq9pZ2KzIGurgmR/THpW+6eEBeZFZwso7LuSNgAoMNdi80V+AKcFDWw3fXpLe1ysjprMTZ7IPu1X2r7gzSVVfvx+pyo1TpSksa0q2xntUn+jqXB7LvssReSMXxOp+y3p47dGe0SEvwb1/7hAqr2BwIghpgkovq1bazXsMG/wZ0zLEVntEvJ2iUNmX8zLyJ5cseGUWjMY6vDWnAQgPgR7esmDYHPK3dt4DNSo2tfJlN3vK94Tnx+qw3ty5Rpr7qtWwAwDhyMLvHUJuXpifdbtUGPYWgOrgP5OHYdJPbC0CxgRVFw7A5c90SMCe0K2xrXkYb+qdqU9ne766nPoYTJ2ZQs24vtWHWz2zReZ+zXcrCrfvIPY0Yc8eMyW9y2NV3dJrUFdThrAtmiMekN1+TpE1LQGjR4XT6ObywOGwC0lNgw5wUyRrOmpbX72KW7TwTtVRDTr32Brq5ul9JjLizmQOAoNbN9w6oc3NFwfVo/3l97fPNp4HdtyDgT6QM6/p7b3o6Tc2ZH8M77dg4ean64mYMHG2bszc4OBM1MRjVnTNGzabObVatd3POT0F4oiqKw+pvAuKBzZjV9r46IUDF9qp71G90cPBQ603u9AwcD9VKpIDur7QG7tvyuJCV17yQ0bafBp7TtXE/3jrLNfTNWq7r2s130LhIAPA2sWrUKRVFITU1l1KiW73LOmjWLDz74gP3791NYWEhmZib9+vVDr9fjdrvZvHkzl13WdEZKi8XCV199FXZ/MTExjB49mj179vDxxx8zefLkkG6gn332WYszAOfk5LB79242b97M/Pnzm6xTFIWPPvoobDmfz4dKpWp2RuP6TEZFUfB6Gz7M6scEtNvtYcv9EJydeVuL63dVLqfYto8ITXTYbWP0DXdDj9ftJtkYmtHi9XsosgUmMojWJaFtpktsb2W2FWBzBb60ZiaMb3V7rVpPauxwSmr2UFD9PdlJU9Bpml4U5lVsBECj1pMS2/6JV3ojn8/N/kNLAEhJGk2kKbmVEk253TYOH10GQGb61HaPAdgZGgfgcsZd1Kbsu1Fz7m5xfcGe5RTuXQHA9Kv+3qnH7g5Ngn/TFrY78w/AbTVTVxQIaiUMO6NNQwCEBP/mdk7mX2dpEvw7a2GbM/9aovj9FK/6AMXnw5iaTVTO8JPW+1odY9K8dwtee2B4gcjMrplUKxzlRLZdS6+t/fBBXIWB7EbjwIa65fz29y3uu/x/71K3bSva+PhWtwVw5B3FUxG4ERHdQ5N/APR74I4W15s//praxasA6P/mX0LWR82ciOtAPs59ebgOF2AY3HTWbPuW3XjLq09s2/Rvo7WhNhSPF/MHgfcllUFPxMju+12Z/MyVLa4/8tq35L0euGFwzupfhKxPP38UJcv24iiqoXz94ZBxABW/wrH3A8MNGJKiiB7SfI8MZ5mF6u8LTux3ZJuHJ+kKrb5misKGExNwqNQq+p/VML6nzqhl0LwsDnyRz+4PDzP2mmEYopsGs75/LdAlXhepZeDZTX+XWju2pcjK7g8CweZ+Y5Mxxne8m3R7taVd3vhboAuuWg2T5sY0WddS2boaLx//O5BFm9RPx4CR7bvuOLjdxlfvBK4PF/20e2eOvvZqE++8bycv38cXyxwh4wD6/QrP/yfwWdAvTc24MQ3X3tdcaWLTZjfrN7rY9r2bSROb/q58utRB/rFAQPXqRaEZXT+6OpL1G92sXe9i5253yDiAVpuf/74RyPifNEFHUmLvzNjrbC2NAdia3h4Q7IO5jKINZBbgXk5RFFatClxozpgxo9Xtc3JyyMgIXFzUzxqs0+mYOjVwMf2///2PzZs3B1O19+/fz+9///smAbSTXXPNNQDk5uby5JNPBjP5XC4XS5cu5a233mpxvMGzzjoLgO+++46PPvooGCwsKyvj73//O0eOHAlbrrKykrvuuosPP/yQY8eOBeusKAp79+7llVdeAWDo0KFNshyzswNdEG02Gxs3bmy2Xr2Fx+fE7XMEl3p+xdvk+ZPH+TsVRm0MycZABluF4yi7Kpdh99SgKAp+xYfZWcyWsg9xnOhqXN91uLt4fA7cXntwqf8I8/k9TZ73+ppvk8LqHQDoNEZSY9o26cDg1Nlo1DpcXivb8/+HzRX4kub1uzlcto6C6u8BGJQyE52m+wNdHo8Dt8cWXJTG7dLoea+v6ZhVtZYC8o+vwWorx39iEhO/30tV9UG27XwRS10BBkMswwZfHPa4lVX7OV60EbujCkUJdF3x+dyUVezmux3/weGsJioyjYE553Th2YfXdNy9hd0agOvJY7ek8Zh/GdMu6VDwD05k/ykKqNQkDmt9MpOQMf/mXd+7gn+NxvzrN+uSdgX/3LVVlG74IjD7rzeQIaEofmzFeeQtfgHLkT2oDUYyF1wb8sXVVpTHkQ/+iXnfd3jqapqsc5krKF3/GUUrPwBAH5tI/KjQTPuu4q2pofDZJ6ndtBFPVVWTzHlvjRnz6pWUvv5fUBTUJhOxLXTfPVV1WwPBI7XJRNTosV12nK4WddYEdFlpoCiU/+NtHLmBHhKK349t824qXwmMt2ocOxTjqKZBMNf+PEofewXr+u14qxvGZFK8Phy5hyl55EXcRwKBr7hL56KJ7P7PoY6KH5tByuwhAOx74mvKvjkUnOnXWWZhz5+/wHo0kK026LYZqNTNf7Uu+jIX/AoqjZr0806t+++pqiux8b8bl7Hno0PUFlqDf0OKX6F0dyVL71nD0dWBCShGXT6Y+P5Nx3ycetdYdEYt9koHn//ym+AswR6Hly0v7mbPR4EA3pTbRhMR0zRgs+3Vvax46FuObSjGVddwPeS2etj/2VE+vOUrXBY3aq2aGT8f31VNEFZFkZv7Lj/IV+9WUnrcFWwXv1/h4HYbj9x6lM1fBX7Hz70mkYyBDcHJbz4x8/jdeXy7rIbaqoZMOZfTz+YVNfzuykPBMQNv/G16cCbbxj57rYJ1S8zUVDaUr63ysOTlch6++Qhej8K51yQyeW73dquePtXAwgsD5/qL/1fD0s8dwZl+C4u83HG3mdx9geu0B+6LaXJu11xpYuQILYoCN99Rxdp1ge9Tfr/Cp0sd/PLeGgDOmWtg1lmhwd5FlxuZOEGHosAtd1Szdp0zODPxwUMerr+5ivJyP2o1/O6+7m2XnhVuRt+2LR2Zcbcrl9ZnKg6/yCQgfYtkAPZye/bsoawscJfrzDPPbFOZGTNm8MEHH7BmzRpuuOEG1Go1N954I7t27aK2tpZHH30UnU6HRqPB6XSSmprKnXfeyVNPPRV2f2PHjuX666/nrbfeYu3ataxbt47IyEgcDgc+n4+ZM2ei0+lYvXp12PEFzz33XFatWsX+/ft5/fXXefPNNzEajdhsNgwGAw888AAPPfRQ2GOXlpbyxhtv8MYbb6DVajEajdjt9mAwMC4ujp///OdNyqSnpzNmzBh2797NY489RmRkZDBAecstt7S5HbvLhpK3cfrqQp7Ps2wjz7It+HN65AjGJi3otOOOSTyX78oXY3GXU2zbT7FtPxqVFr/iD46bB4FJQjKiRnbacdti46FXcHpCB6TNr9xEfuWm4M/pcWMZkxUatPL6XJTVBrIX+8WNRq1u21udSR/HuKzL2Xn8Y8z2AtYf/DdatQGf3x0MtmXEj6V/UtvHQutMW77/J05XTcjzxwvXcbxwXfDnfqkTGDlsUfBnt7uOI/krOJK/AlCh1Ubg87qCr3OkKZVxo29Arw8/07fdUcWho19w6MjnqFCj0Rrwep3UB2bjYvszduR1aDTdmyXqspkpPrAm8INKRfGB1RQfWN3s9ulDZ5M+/OzT/tgtcVvNlO9aHaxX2c5VlO1c1ez2KWPPJnVcaJdlRfFTdXArALHZI9CZWp+owFaWR82RE5kuKhWFGxZTuGFxs9tnzri02wKEbouZym0N7VLx3Soqvmu+XZImnU3ypIZ28bmcVGz9moqtJ2b5NRjxe9zBiS500fHkXHwLEQnhs0nsRUexFx0NHF6jRa03BMp7G76cRiSlk3Pxrai17e/OdircJcVULv4w8INGgzoiAsXjQWk0bq82IYG0629GG92+CSvayu90Yt0VGLIhesIkVNrT9/JUpdGQ8ssbKPvLy3grzZQ99l9Ueh0oCornxGyuOekk3X11SFkFcOYewZkbuDGq0utQGXT47a6GwbtUKmIvnk3sRR2fZKinjLpvPm6znZpdRez+4+eodRrUEVq8dQ03rQbcNJX085q/5lD8CiXLAllxiVP7Y0js+QnvynOrKc8N3DDU6NXoTDo8dg8+d8O11IiFA5n1m0khZWMyoljw2Jksu289xdsreOuyz9BH6fA4vCg+JVh2wo2hM2L7PD4OfJ7Hgc/zgECWoFqrxl3nQTkR2NFH6Zj3h2n0G9++7P7OcHiXncO7Ar1xdHoVxkg1Dpsfj7vhRsPcRQnc9lDTLtx+v8Lmr2qDAcIIkxqdQYXN4qN+biGdXsXNv8vgzAvDd4Pfs6mOrV8Hgql6gwqtToXdGng9VCq44MYkbnmw7bOtd6bnnomnoqqKbze5ueXOagwGMBpV1NQ0tMtvfhXNNVc1/d3WalW89Woil15ZyfECH5dfU4XJqMKvKNR3xBozWsd/ngs/0Y5areLN/yZy+dWVHDjoDZbX6sBiCRxbp4O/PRrHrJl9p0uoAviVjgbATi6ntLi2KzQcseNHkwBg33L6XmH1EfVZfMnJyQwd2rYuh/UBwKqqKnbs2MHEiRNJTU3liSee4N1332X79u1YrVZiYmJYsGABV199NXl5eS3u86qrrmLQoEEsXryYw4cP4/V6ycnJ4dxzz+WCCy7g0UcfBQibCajRaHj44Yf54IMPWL9+PZWVlWi1Ws466yyuvvrqYMbeyRITE3nggQfYtWsX+/fvp6qqCovFgl6vJz09nUmTJrFw4UJiYkK/kNx///28++67bN26laqqquBEIy11Ve5r9Boj09Kuodi6l1L7ISzuCjx+JyqVighNLPGGfmRFjSE+omcukE5FSW0uPiXwxbot3X8bS44ZzIwhd5BXsZEqax4urxWtxkiMMZXMhImkxQ5vfSe9THRUOtmZZ1FTm4/TacbjdaDVGYmOTCMleQz90iYGZ4gOJyF+MJnp06m15ON01eL1utDro4iJziAtZTwpSaN7pAtW49muURQ8ztBAemM+r6vF9afLsVvSZOxTRcHraLlefk/4etUVHcJjDYzp09bJPxofW/H7Wj+2t/kxkDrdye1ib6Vu7qbtoo9JIGXqfGyFh3HVVOJz2lDrIzAkpBAzeAyJY2ag1oUP3BlTM8lc8CNshUdwlBXgtdfhddpQa7ToYhMxpmQSM3gssUPGndKstx2hjYkh9bqbcBw9jKvgOF5LLT6bDZVajTYuHn2/dCJHjiJqwsRmz68zWHduR/EEAo7RU3qu+29n0SXHk/6Xn1P7xTrs3+XirTCDWo0+M5XIaWOJmT89bJBTn5lG/LXn4zp8HHdBGX6rDb/diUqvQ5ucQsSwHKLnnIE+q/1jwfUGGqOOSU8vovjLXEq+2octvwqv3Y0hKYq4selkXTaeuNHhJ+CqV73tOM6ywN9vxoWju6PaLTIlRDDr3kmU7qqk8mANDrMTl8WNxqAhJj2KtHFJjFw4qMUAXP+ZGVz73gVse30vBZtLsVc6METrSR4Wz6grBjN4Xvjr5MHnZIMCpbsqqS2sw1njxmP1YIjWEz8ghuxpaYy6fDCmxO7PFI1N0nHbQxkc3GEnb68DS7UXm8WLzqAmJUvPsAmRzLsygeGTQm88jp4WzY9+1Y8D220UHXFSV+PDXufDFKUhLcfA6GlRzL82kdSs5oNU869NwhSl4dAuOzXlHrwehdQsPaOmRnHu1YkMndBzgeNIk5pPP0ji7ffs/O8jO/v3e7DaFPqlqZk21cAdt0RyxpTw55adpeWbr1N4/j9WPv/SwfHjPrQaFePGarn8EiN33BqFXt/89VhqioZVy1J4+VUrnyx1cOSoF6dTITtLw1lnGrjrjihGDD+9hvw5VcqJ7LnO0fJ+OuMoXdGtV7oK9y0qpb0zJQhxEkVRuO2226isrOQXv/gFc+ee+oDqvVFlZeszM94w+dFuqEnv9+Z3DwQfXz/3mZ6rSC/z1qpfBB9fc8WLPVeRXuS9j+5s8vPCn77eQzXpXZY8f1Pw8fwH3uzBmvQuXz16Q/Dx3EelXQBWPXBDk5+n/VfaBWDTrQ3tMmXZSz1Yk95l63kNYxxeu0euWQDeHf1Ak58fPv5/PVST3uUP2c82+Xlt7bk9VJPeZVbsiuBjlXt8z1WkF1H0O1rdprdOAnK87gu2lLc+Tm3naH++XmigpvNvuI9N/CVD45qfCFP8sEgGoDhla9asobKyErVazbhx43q6OkIIIYQQQgghRIsUVKfQBbi9Gh8nfHfh7gj4nUzSwfoWCQCKNnnttdfo168fkydPJiEhAZVKhcViYeXKlbz99tsAzJ49m8TExB6uqRBCCCGEEEII0bJTmQX41Jwc8uvB2cxlDMA+RQKAok2OHDnCxx9/DARmFTYYDNhstuCYT0OHDuWOO+5oaRdCCCGEEEIIIUSv0LljALbpgG2aKqQ7h9aWBMC+RQKAok0uv/xyUlNTOXDgANXV1djtdqKiosjJyWHmzJmce+656HR9a9BYIYQQQgghhBCnJ0UBv9K1E3B1KMDWqFBXxwIlA7BvkQCgaJMJEyYwYcKEnq6GEEIIIYQQQgjRCTo/A7Dzx/FrS87gqZAAYF8iAUAhhBBCCCGEEEL0KZ0xBmDoJBqdHVA7eX8nBQRP8XDSBbhvkQCgEEIIIYQQQggh+hhVu7sA93zA7KSIn9Li2lZJF+C+RQKAQgghhBBCCCGE6FPamgHY+d16u0r7a9rzAU3RnSQAKIQQQgghhBBCiD6luVmAu75bb1dpf3dhyQDsWyQAKIQQQgghhBBCiD7F7XPg6+JZgHtWy92FAeye2u6piugVJAAohBBCCCGEEEKIPkWrNuFVVDQNlDVEyX6ouXGN44B6TVxPVUP0AAkACiGEEEIIIYQQok8JdAHWtLhFY6drQLDFkQFVP+QMSHEyCQAKIYQQQgghhBCiz1GUlsJ6TdcppzrlbndpzxiGMgtInyIBQCGEEEIIIYQQQvQpbZ0FuMHJY+r1ngzBjnZclvhf3yIBQCGEEEIIIYQQQvQpzc0C3HYtl+3KgGBnBe5kFuC+RQKAQgghhBBCCCGE6HP8LXYB7jynepSuytSTDMC+RQKAQgghhBBCCCGE6FMUui8D7uRAW2tH7a7AnGQA9i0SABRCCCGEEEIIIUSfoiiqbssAbImKRgE/pdGT3UFSAPsUCQAKIYQQQgghhBCiT2n/JCCdf/x6qpAH3VWHng+Aiu4jAUAhhBBCCCGEEEL0MT2dAVh/bKXHEvEkAbBvkQCgEEIIIYQQQggh+hwFdRfuu616cjZhyQDsSyQAKIQQQgghhBBCiD5FUTp3FuDuyqbrzJCd0gvGQBTdRwKAQgghhBBCCCGE6FMUVKc0BmBv6T57KiG83nIOontIAFAIIYQQQgghhBB9SrsnAeml0bKQaklSn2iGBACFEEIIIYQQQgjR57TWBbaXxvxa1qjSrcUCZQzAvkUCgEIIIYQQQgghhOhTwnUBPi0Dfu1wcrjvh36+oimVoijymgvRBpWVlT1dhVbFx8ej0Wjw+XyYzeaerk6vIG0SnrRLeNIu4Um7hJI2CU/aJTxpl1DSJuFJu4Qn7RLqdGqTpKSknq5CWJsqV/Bx0QsnPftDz4hrGv45O/kyLki/rofqIrqbZAAKIYQQQgghhBCiT9GpI/Apmha3+aGFA0/O/orUxvZIPUTPUPd0BYQQQgghhBBCCCG6lwq/0vLiO2nxc3otIfU/aWnPGICvvfYaKpWq1aWlnnOLFy9m/vz5JCUlYTQaGTp0KL/+9a/b1NuuoqKCX//61wwZMgSj0UhSUhLz58/nk08+afM59HWSAShEJ7ph8qM9XYVe4c3vHgg+vn7uMz1XkV7mrVW/CD6+5ooXe64ivch7H93Z5OfL7nitZyrSyyx+6ebg4/Pue6PnKtLLLPvbjcHHcx57swdr0nus/u0NTX4+453Xe6gmvcuWH90UfDz1a3m/rbf5nIb33Kt3/6UHa9J7vD/md01+/uWR3/ZQTXqXpwc91uTnz80Le6gmJ/SSHq4Xxi8JPk7wzujBmgAV4CeQoZbQg9Wo1m7swaOfGoX2T4Jxug2gptByFmNHTketVpOcnNzi+nB+9rOf8fzzzwOg0WgwmUwcOnSIp556irfffpvVq1czYsSIsGVzc3OZO3cu5eXlAERHR1NTU8OKFStYsWIFP//5z3n22Wc7cDZ9i2QACiGEEEIIIYQQok9RoNUMwPYuCt2/tFif1urbgQhgVlYWpaWlzS4JCaEh6Zdeeonnn38elUrFI488gsViwWKxsGPHDkaPHk1ZWRkLFy7E7XaHlHW5XCxcuJDy8nJGjx7Njh07guUfeeQRVCoV//jHP3j11Vc78FvQt0gAUAghhBBCCCGEEH1M13a57ezgYld0S25vBmRHuN1uHnroIQB++tOf8sADD2AymQAYN24cn332GSaTicOHD/Pyyy+HlH/xxRc5evQoJpOJzz//nHHjxgFgMpl44IEHuPvuuwF48MEH8Xg8XX4+pzMJAAohhBBCCCGEEKJPURRQTmTJdcXSWdmB4bL6OmvpDitXrqS0tBSVSsW9994bsj4nJ4drr70WgLfeeitkff1z1157LdnZ2SHr7733XlQqFcXFxaxevbqTa//DIgFAIYQQQgghhBBC9Dm9aUKOnph4pDsyAFetWgXAyJEjycrKCrvNggULANi0aRM2my34vNVqZevWrQCcd955YctmZ2cHxw5cuXJlp9X7h0gCgEIIIYQQQgghhOhTumIMwI505Q0+9gcWv7/76tCRMQArKiqYOHEikZGRREZGMnToUO688052794ddvu9e/cCMHr06Gb3Wb9OURT2798ffH7fvn0oJyrZlvL1xxLhSQBQCCGEEEIIIYQQfYrSjdl/IctJgUA/KvyqRks31aMjGYB2u50dO3ZgMBjweDwcOnSIl156iQkTJvD3v/89ZPuSkhIA0tPTm91n43X125/8uC3lG28vQkkAUAghhBBCCCGEEH1OV44B2Px4gGr8nLQo9Ut9Zl73LO2Rnp7OH//4R3bv3o3T6aS6uhqbzcaqVauYOnUqPp+P3/zmN7zzzjtNylmtVoDgxB/hNF5XV1cXUrat5RuXFaG0PV0BIYQQQgghhBBCiO6kEBgDsEv23aRrbXuOcfK2gR2pumiovvZkAM6fP5/58+c3eU6n0zFnzhzWrl3L7Nmz2bRpE/fddx/XXHMNarXkm/U2EgAUQgghhBBCCCFEn6IoKn6q/lmHyj7ne76FtZ0ZrQvsqyGg2Pygffdoftr+3RcBae0vdjK9Xs+jjz7KvHnzKCwsZPv27UyaNAmAqKgoINB1uDmN10VHRwcf15et3yYmJqbF8o3LilASkhVCCCGEEEIIIYRoI+XkLr1KaDferlma7y7c06ZOnRp8fPTo0eDj+vH5iouLmy3beF2/fv1Cyra1fOOyIpQEAIUQQgghhBBCCNGndGQCjHq+JmP49dRkIoHj+04svdXIkSMByM3NbXab+nUqlYrhw4cHnx8+fDiqE/2f21K+/lgiPOkCLIQQQgghhBBCiD7nKc9/2rBVuEBhz2fcnewpzwsnPdN8d+F61+Vc2WnH37x5c/DxgAEDgo/nzp3LE088QW5uLoWFhWRmZoaUXb58OQDTpk0jMjIy+HxUVBRnnHEGmzdvZtmyZVxxxRUhZQsLC9m7dy8A8+bN67Tz+SHqvWFiIYQQQgghhBBCiC6gtDHDrucy/DonQ7ClbXz+NraV0nIw0ePx8Pvf/x6AjIwMJk6cGFw3d+5c0tLSUBSFJ554IqRsQUEB7777LgDXX399yPrrrrsOgHfffZeCgoKQ9Y8//jiKopCens6cOXPadkJ9lAQAhRBCCCGEEEII0afYvU78fhW+4KIOLEr9ovqBLOqTlsDzfr+KOq+tTW117Ngxpk6dyksvvUR+fn7wea/XyzfffMPZZ5/Nxo0bAfjb3/7WZAZgvV7Pn/70JwCee+45HnvsMRwOBwC7du3ioosuwmazMXjwYG6//faQY995550MHDgQm83GRRddxK5duwBwOBw89thj/POf/wTgkUceQafTtf8XoQ+RLsBCCCGEEEIIIYToUyI0EeHHzjsp2a33dfbtmIbTajijaF3bZ83dsmULW7ZsASAiIoKoqCgsFgtutxsAnU7H448/HszYa+yOO+5gx44d/Otf/+L+++/n97//PSaTCYvFAkBqaipLlixBr9eHlDUYDCxZsoS5c+eya9cuxo0bR0xMDDabDZ/PB8A999zDLbfc0uZz6askACiEEEIIIYQQQoi+pY2z54Z0fj1dIoJK6MOTq97W2YNTU1P5xz/+wcaNG9mxYwcVFRXU1NRgMpkYOXIkZ599Nj/5yU8YOnRos/t4/vnnOeecc/jXv/7F999/H8z6W7hwIb/97W9JTk5utuyoUaPYvXs3jz32GEuXLqWgoIDY2FgmTpzIT3/6Uy699NI2nUdfJwFAIYQQQgghhBBC9CkKHZwJuPW5NXqtjlbdaDRyzz33cM8995zS8S+77DIuu+yyDpVNSUnhqaee4qmnnjqlOvRlEgAUQgghhBBCCCFEH6PC38YMuJaF61zbPZoE9BRVuytwGscyRQdIAFAIIYQQQgghhBB9ioLSSQGwhqjbyfvr7IBgi/U9Xbomix4jAUAhhBBCCCGEEEL0KUqnZQC2TUeO1NUZem0dA1D8MEgAUAghhBBCCCGEEH1Oh8YA7PCxQoU7end2y5UuwH1LmDmvheidFi5cyMKFC9m9e3dPV0UIIYQQQgghxOlMAaWHF3+YpTuPL/oWyQAUne6ZZ55h1apVjB49mr/85S89XZ1ezef3UO0qxOIqx+Iup9ZdjtNXB8Cg2KkMiZve7n3mVq2kwBoIkkZoojk787YWty+1HaLItheLuxy3z4FapcagiSYhIoPs6LHE6FPaf2KnwOf3UG07hsVRemIpwemxADAo5SwGp84KW87hrmHtgefbfJz0+LGMybw47Dq7y0xe5bdU1R3F5bWiURuIMaaRmTCBtNjh7T+pTuDzuTHX5lFXV0ydNbA4XTUADMiey8D+81rdR0XVPopLtmKpK8LjdaDTGYmJziSj3xkkJQxrsayi+Ckt30lp2XbqrCV4fS70ukjiYvuTlTGd2JjszjjNdvO4bVSX7KWm4hDW2iJcdjOK4kenjyIqLpOU7EkkpY8JW9ZaU0h16V6sNUU4rBV4XDZ8XicabQTG6GQSUkeQNmA6Or2pxTq4nXUUHlqDuWwfLrsZtUaHKSaNlKxJpOacgUrVvV0rvE4bNcdzqSs5hL2qCLfVjOL3oY2IwpSUSeLgKcT3D98mjfncTir2b6Tm+B5clkp8bifaiCgMMUlEpw0iZdQstAZjm+pUunMlRdu+CP486dYnO3x+HeUoK6TuSC6OskJc5gp8Dis+txONPgJDQgpRA0aQMG4GWmNks/vw2uqo2LqKuqN78dSZUWt1GBLTiBs5hfgxU5t9rV3mCuqO5GIrOIyzogSv3QIqDbroWEwZA0gcfybG1KyuOvUWuQoKse/Zi7uwEE95BT6rDb/TiToiAl1qCqaRw4k+cwaayJb/DrwWC3XrNmLfuw9vdTWKx4M6Kgp9aioRgwcRO3c2Ko2mTXWqfP9D6jZuAkCbEE/WHx445fPsDDWffkP1e18Ffx747qMh2/hdbpz78nAdLcaVX4w7rxhvZQ0AcVfMJWFRy+/Vjr15OHYfwnW0CE+5GX+dDb/TjTrSiD4zhcgpI4meOwW1Xtep53Yq8t/ZwtGXNwR/nrvqly1u77W5KFqyi4oNR3AU1eC1u9HHGjFmxhE3NpOsRRPQRUU0KVOyLJd9j3/VzB4bjH/ichIm5XTsRDrRnjd2suNf3wV/vn5T89di5TtKOfDBXip2leGscaKL0hM/OIFBFw9lwPxBzZZz17ko215K9f5Kqg9UUbW/EmeVA4DpD57FoIuGdt4JdcC6j8t55bdHWt3uN6+OYNSZcW3a55O37WP3uhoAhp0Rw/1vjWp2W59XYf3icrZ8XsXx/TbsFh86g4qkDAMjpsVy7o39SMmOaLZ8V7PU+fjP67UsWW7j0FEPFquf5EQNQwbomDXdyP/dEUdcbMN7ZlW1jyVfWVm1zsH23S6OFXrw+iA5UcOksQZuvCqGyy6IavZ4p1r+h0pBhb8nBs5rLvDWI1WRLsB9iQQAhehBNe5StpV/2mn7q3IWBIN/rfErXrZXfEGF42jwOY1Kh1/xY/easVvNFFpzGR5/Fv1jJnZaHVtTay/m+/z3O1BSjV7b/Bd3AL/fi9fvAiDW2C/sNhWWw+w8/jE+xQOAVm3A43NQZT1KlfUolfFjGZVxUbcHdSx1hezc80aHyiqKn70HPqS0fOeJZ1RotRF43HYqq/ZTWbWfzPTpDBt8UdjyXp+L3blvU11z5ERpNRqtAZe7jrKKXZRV7GbwgAXkZJ3Vofqdii1f/glF8Qd/Vqu1qFQa3M5aqktrqS7NJT51OMOn3IBGq29StuzYVkryNjYpq9bo8Hrs1FUfo676GEVH1jFy2s3EJPQPe3xrTSF7Nr6E120HQKM14PO6sFTlYanKo7J4FyOn3YJa3X0ftzvf/SM0ahOVRotKrcFjr6X2eC21x3OJyRzOoLk3oT6pTerVlRzm6Jq38DoCNyRUag1qrR6PvRaPvRZr6RHickajNWS0Wh9nbTnFO1r/4t7VzHs2U72jIUih0mpRa3X4nHbsxfnYi/Op+n4tOZfehim9f0h5R1kB+R++iM9pA0CtM+Bzu7AX5WEvysNyaCfZl96GWtP0tbYV5ZH33nNNnlPrDSg+L25zBW5zBTW5W0meeg6pZ57f+SfeirrNW6hb1/B3oNJpUel0+O12XHn5uPLyqV2zjtQ7biFiQP+w+7B+v4PK9z9EcTqD+0CjxWeuwWGuwbH/ANFnTkdjaj1g7Dh0mLpvN3fKuXUmd3EF5o9Wtbqd60ghpX/r2Hs1QO1n67BvPxD8WWXQo9Jq8VtsOPfm4dybR+2XG0n77c3o+yV1+DidxXa8mvw3NrV5e/P2AnIf+QK3OfCeqdJp0Bi0uCqtuCqt1OwoJHnmIHSDmwnMqFXoY5v/PVLr2hZk7kq1x2rY/cr2Nm27/fmt5L65K/izPlqPp85N6dZiSrcWc3xlHmc9Ohe1NrTTVsE3x/j2kXWdVu+uolJDdELzAWutvm0d0tZ9XB4M/rXGVuvlydv3cXSnNfhcRKQGj8tP4UEHhQcdrH6vjDufGMIZ5ye2aZ+dafUGO9f9pJSyCh8Aer0Kk1FFUYmXohIvazY6uOS8KMY3CgCmjzuK19uwj4gIFTotwTJLlts4b66JD17qh8kU2qanWv6HrGfGwGvmmD2QkidZgH1Lt3wj8fv9HDlyBLPZjPPExWFrZs0Kn+UjxA+NTm0gRp8SXPabv8Hls7d7Pz6/h9yqr1GhJlqfjMVd1uL2R2q3BoN/2VFjGRh7BhHaKBRFweIuZ7/5G8yuYvab1xJvyCDWkNqh8+sIrSaCmIg0YoyBZX/JCtxeW4tljPoY5oz4RYvb7CtezvGq71CrtPSLGx2y3u6uYWdBIPgXZ8pkdOZFRBoS8frc5Fd+y5Hy9RSZdxFpSGJAcvuzM0+VVmskOio9uBw6+jlut7XVckfyVwSDf1kZMxiQPQedzoTP56awZAtH8pZTWPwtJmMCWRkzQsrvP/jJieCfikH9zyUzfRparQGPx8Gxgm84VriOw3nLMJmSSE4c0dmn3SJF8RMVn0Vq9mTiU4YRERm4kHfaqik4uJKyY1swl+3n8I6PGDb52iZlo+Kz6G+6kJjEAZiiUtDqA18qfV4XlcW7yd/zGR63jX2bX2fSOfei1TX90un1OMj99r943XaMUSkMnXQN0fFZ+P1eSvM3k7d7KTXlBzm6ewmDx13ePQ0CoPgxJWWTNGQKMRnDMMQE2sRVV03JzhVUHdyCpXA/xzZ8yIDZPwopbi3L49BXL6P4PMTljCFt3DxMiZmoVCr8XjcOcyk1x3PR6FvPnFAUP/nr3kfxeYlMycFWfqzTT7etjGnZpM1KwJQxAENCKpqIE6+324Xl0C5Kv1mKz2Hl2Kf/Zeit96NplN3oczk4tvhlfE4bhoQUMs+/DmNaFn6fF/OuTZSu+RRr/gFKV39C+jmLmhxX8ftApSZ60EjiRkwiMmswWmMkit+Po7yQ0jWfYi/Ko2LTCnQx8SSMmdat7WLIzkZ3SQKGgQPQpaQEg3R+lwvbzt1Uf7oUv9VG2cuvkfXgfaiNTf8ObNt3UvHG26AoRM+YRszsmejT0gL7cDpxFxVj27UHlab1L5R+t5vK9z4AtRp9ej/cBYWdf8IdoPj9VLzwMYrHi2FINq5Dx1vcXh1pxDAgHX3/dAwD0ql683N8Na2/VwMYRw/COHYIEcNy0KUlojYaAPDV2bFu2En1u8vxlpspe/JtMh+/B5W6576oK36F/U98hd/tI2ZkPyx7S1rcvmZPETt/9wl+l5fkswaT86MpRA9NRaVS4XN6sOVXUbHhCNpIQ7P7iEiOZsa7Lfds6EmKX2HTI+vwuXwkjUmhcnd5s9seXLw/GPzLOXcgE+85g8iUSHxuH/krjrL17xsp+OYY3/9zC5N/Ef59ISLRSMLQRBKGJZIwPIm1v13ZJed1KhL6GXhy9andSK6pcPPeX/MxxWiIS9ZTfMTR4vbvPJofDP5dek8m51yfRlS8Dr9P4eA2C28+nEfRIQcv33eYIROiiE9r/neus23Y4uDi64txOBUuuyCS396TwKRxBlQqFXa7n9yDbpYssxIb0/Rv2+uFMyYYuPHqGBacHcnAnEBQNb/Aw6PPVPPfdywsW2XnrnvLeeOfaSHHPdXyP1yqLgkAdjym1nJduiZUKRmAfUmXBgA3btzI448/zooVK9oc+ANQqVR4G9+iEOIHKsGQwbysnzR57oB5fYf2dbBmI3ZvLQNjzsDpq2s1AFhs3QdAvCGDkYlzg8+rVCpiDalMTLmENYUv41M8lNoPdVsAMD4yi3kjf93kuYOlq095vz6/l+KaPQCkxg5HpwkNXhwu+waf34NeG8nE/lcHt9Fq9AxOnY3La6OwejtHyzeQmTAenaZt3R87Q1xsf2bPeLDJc0fylrdazu2xUVAYyO5JThzB0EEXBtdpNHpyMmfi8dg4VrCWo8dW0i91IlptQ9tYbaWUVQS+oGRlTKd/9uzgOp3OyOCB5+Fw1VBesZtDR74kKWEYKlX3fSEdfeaPiUseHPJ8RGQCQyZciUqlpjR/ExWF39N/5PkYTHHBbVKzJ4fdp0ZrIDV7MvqIaHI3vozHZaW6dB8pWU2/wBQd+gaPqw61Rseo6bcREZkABDIJ0weeic/r4tjeLynN30zGoLMwRiV33om3YOj5PyG6X2ibGKIT6D/zalQqDZUHvqX6yDYyJp2PPio+uI3f6yZv7bsoPg/JI2eSPe2yJvtQa/VEJmcTmdy2Lt/le9djK88nYdBEDNFJPRoAjB81JezzGr2B+FFT0EbGcOyjF/DZrdQd3UvciEnBbSq/W4PXVodKqyPn8jvQxwaCqmqNlsQJM/G7nZSt/4LqXZtInDgLQ0LD0AmGuCSG3HIfhvimr79KrcaUlk3/K3/C0befxllRQuWWld0eAIw+I/zfgdpgIPqMyWhioin790v4rVbsufuImtzwd+CttVD5vw9BUUi49GJi58xuuo+ICCIGDSRi0MA21cX82Zd4K6uInT8PX01trwkAWpZvwnXwOFFnjkOblthiADBieH/6v9z0vbr63dbfq+vFXnBm2Oc10SZiz5uOSqeh8uVP8RSV4zpUQMSwnuvuWrh4O7W5JaSeMxxjelyLAUCf08Pevy7H7/KSedl4ht4zp8l6TYSOmOFpxAw/vQMPBz7IpWJ3Of0XDCI6M6bZAKDf62fXS98DkDAskZkPn41KHfgSrtFrGHThEHwuL1se38iBD/Yy7MqRRGfENNnHgPMH93g33+7y5h/zsNX6uOWRgWxcUgktBAA9bj+bv6gE4MzLkrn0nobhFdQaFcPPiOX//j2ce8/ZjtvpZ8eaGuZc0z3XuHa7n5t/XobDqfCz22J59pGmw+yYTGqmjI9gyvjQa9SvP8xgzpmhQzH0z9Lx0pOpaDXw4psW3v6ojkfvTyQrQ9ep5X+oFMDf6lYd1RWBxc5P15MEwL6ly76lPfnkk8yaNYulS5ficDhQFKVdi/jh+d3vfsfChQt55513Tmmbxp5++mkWLlzII4880uJ2q1atYuHChVx//fV4PJ521bsrdVagpMZVwrG6HZi08QyKO6NNZVy+QEZdc4E9ndpApC4QGKjvDtsduip4VGbZj9cXuBGRGT8+ZL3X76asdj8AWQmTwgYIBybPOLGti/Lag11Sz+Z0tF3M5iP4lcANlezM8F10c0487/U6qaja12RdZfXBkO2aK+9wVlFT270BnnDBv8ZScxr+HupqCtq17+j4hi/WbkdtyPrygm0AJGWMDwb/GksfeCYarQEUP+UF37fr2KciXPCvsaShDW1iq2waYKk6vA13XRVaYzSZk8N3CW8rV10Vxdu+RGMwkXnGJae0r+5g6tfwenvqapqsq8kNjOUVO2xCMPjXWMKEs1DrAq91zb6mr7UuOi4k+NeYWqMl9kSw0V1Thc/Z/gzwrhTRv6FdvDU1TdZZ1q7Hb3egz8wg5uxT67nhzD+GZe16dCnJxM0/55T21Zk85dVUv78CdZSJxBsvbHX7rs7IMwxuCL57q0Pfl7qLo6SWo69sRBcTwZC7Z7e6femKfThLatEnmBj04+4fLqI7WIvr2PGfbRhiDUz+xdQWt63eX4mzOhDEGvGjMcHgX2ODLxmGPlqP4lPIWxY6lp66DVm1PwRbvqhk24pqhp0Rw6wrWx+X2lbrxesOfJccMDr80DAp2RFExgXyYJw2X+dVthVvfljH0WMe0lI0/O3B9nXhDxe8a+zWH8UGH3+309Xp5X+wlEAX4I4s/laX8BN8nNrS/PE6eh4SAexbuiQDcN26dfzmN79BpVKhKAoZGRnMmTOHzMxMDIbuS7EWP3wLFixg9erVbNu2DbPZTHx8fNjtVqxYAcCcOXPQ6X5Yd7T8ipfdVSsAhdGJ89Co2vZnbdTFYvNUY3GFvzvt8buwecwAxOq7r/tvVymqDnSBNekTSIgKzZiosRUEA2XJ0eEH3Tbq44g0JGFzVVJpPUpGwriuq3AnqZ8oBCAyMvyFs05nQqeLxOOxUW0+RL/UCQ3lnYHfAa0mAoMhJmz5SFMygbucCtXmw8THDeis6p+yJmPvtfPmkqUqL/i4vmtxPXtdOS5HDQAJqeEnUNFoDcQkDsBctp+a8oPkjFjQruN3FbWm0Xug0vS+d9XhQKArfsA41NpTe688tv4D/F43/adfgc7Y+wcWtxc1jIeqj2v4YuaqLsdTF/g7iB4QfhIgjd6AKXMA1rz9WI8dIPXM89p17MavieLvulyEjnAeaWgXXVLTvwPr1sDvS9Tkiac0Lqri9VL5TmDs18SrF6HuRZ/TlS99guJyk3TrQjQxLY8z2x2cB/KDj3UpoTceusv+J1fgc3oY+ou56ONaDiwAlH61F4CU2UPR6H+YQ5Bv+st6vA4vZ/xmBhHxLfcQsJU2dAmPHRAXdhu1Rk10VixVeyso2VzE2NsmhN3uh8xq9vDWn/PR6lXc8ueBbXqfiU3SYTCpcdn95O0JP3xM+XEntprANd+AMd33d/3Wh4FJ7RZdHEVEROcGcCMMDW3j87c/onOq5U9XfuiZSUC6QEdfNZkEpG/pkk/gZ599Nvj4z3/+M/fffz/qHhyjRPxwjRw5kqysLAoKCli1ahVXXHFFyDbFxcXk5uYCcO6553Z3Fbvc4ZrN2DzVZEaNJiEis83lsqPGss+8hmpXIXurVp00BmAF+81rAmPhGfqRHtkzM992FrvbTLUtH6DZoJ3VWRF8HBXRfLZOVEQyNlclVldlp9axW7QUADuxzmoL33W8pS4HgXUnyttLO1y9rlBb2ZA1YYppvWuZ3+fF7bRQXbaP4/sC3fYiIpNISBvZZDu7peE8W9qvKToVc9l+7HXNjwPV3epKDwcfGxMaJsPx+7zYKwNZkpGJmbitZkp2fE1t0T68DisavZHI5GySh08nNmtkyH4bqziwibqSQ0SnDyFxSPgupr2B3+vFa7NQdzSX8o3LgEDwL3pgw8ySzsqGbo2GpPCTBwFEJPbDmrcfV1XLwy+EYysMvCbayBg0LcxC3F0UrxdvrQVH7l7MXwb+DrRJSZhGN7SLp6oKX23gy6w+KxN3cQk1K1bhPHwYn82OJiqKiIH9iZk1k4iBLd8UMC9bgaesnKjpUzEObn7W0+5mWbkVx54jGEcPInpWzwVf/G4PvqparJv3UPNxYEiMiOH9MQxq+2d+Zyr6bDfm7wuIn5RNv/ktvxcA+N1eLAcD74HRQ1NwllnIf2szVVvycZvtaKMjiBmWSsbCsSRNa7m7uLvWztYfv429wIzi96NPjCR2VDrpF4wmfnzPzKQNcOiT/ZR+V0zalHQGXjCkXWWVFoIt9etqjppPqX49qa7awx8u20VpngO/TyEuWc/gidHMujKFEVNjWyz71iP5WKo8XP7LLNIGtG3YFZVKxdlXp7L81RI2LK4gOdMQdgxAgCnnJzL8jJbr0FlcLn8ws27i2AiOFwbG3lu22k5ZhZf4WA1TJkTw4xtjufCc9n8OfLOxoVv0mOHtT7g51fKns7bfHz7dAmVtO7G+E+4V0EUBwG+//RaVSsWll17KAw880BWHECJo/vz5vPLKK3z99ddhA4D12X/Dhg0jO7tt41adLizucvIs29CrTQyLn9mustnR43D66sizfM9x6y6OW3cFZwFW8GHQmBgQM5nBsdO6dUy3rlCf/adCTUbc2LDbOL2Bu/FaTQQadfPZJxHaaABcnrpOrmXXiIhoyIq12srCZue53HV4vPYTjy1N1hlPlPf5XDic5uDPjdkaBQ1drt7TLl63g8JDgS/LMYkDMEU333Vow5L7UfyhY8/GJPRn6OQfhczs6nY2tJM+ovkvD3pjYJ3P68TndQW6BPcgr8tB6c7ATKZRqQOJiG1oE7e1OjBhBYHuu8c3LcbvcQVnAPY6rdQW7KW2YC9JQ6eSfeaVYbMx3LZairYuRaXRkTPjyu45sXbKfeZeFF/o621KH0Dmhdej1ja83l5rw2uti2r+tdZGB9b53U58bhcafdtea3txPpbDgfFJ48dM7fYZxhvL//VvUcKMwWwY0J+UG69D1ahdPOUNN0FcR/MxL/sKfD5UOh0qnQ5fbS227Tux7dhF3PnziV8Q/gacq7CI2pWr0URHk7Dw1LqddyZvdS3V7yxDpdeRdPul3X/8mjqO/+SxsOtME4eT/JPQ653u4KqwcuSFdagNWob/cl6byjhKLSiewHuLo6SWg8+twWd3B2YAjtDhMdup2pRH1aY8+l0wmuG/PqfZvwO/00vdoXK00Qb8Tj/OEgvOEgtlX++n33mjGPbrc7q9a6y93Mb3/9yKxqBh6m/Dj+F4ssh+0cHHNUfMJA4P7Q7q8/ioKwh08/ZY3XgdHrTG3pMd21Zuh59juTYiYzW4PAoVhS4qCl18u6SSs65I5uY/D0KjDX29t6+qZtPSSjKHGrng9vR2HfOKX2VjNXvZ8EkFnzxXyCfPFWKM0uB2+vF5FZKzDFz1m2zOu7V9+z0V+QVe3Ce6Jucd8/B/D1RQZ/Wj16uINKkpr/Tx+Qobn6+wcduPYnjh7ylt/jyoqfXx2HPVAJw1NYJhg/Xtqtuplj+def2+YAbcD28UslYmFDmx2unrQ12+RdcEAKuqqgC4+OKLu2L3QjQxd+5c3njjDYqKiti7dy8jRzbcjfb5fKxeHQgA/NCy//yKn92VK1DwMyLhbHTq1mfkbEylUjE0biZRukT2Vq/Gp3iajPXnU3x4/W58igdN90wY3iUUxU+ROTCJRXLMYAy68F0RfSc+/DSqli+uNSe6lHr97k6sZdeJjxuIWqXFr3jJP74mbAAw//ia4GOvt+lFQGLCUA6fmGwk//gaRgxtOinEyeV9veQiQlH8HNj2Lm6nBbVay6Cxl7a4vd4Qjd/vwed14/cFXtvYpEH0H3UhEabQoKevUTtpNM3/zmg0DRfRPR0AVBQ/+WvfweOwoNJoyZre9LX0uhru/pfs/BqN3sjAOTcSlzMalVqD22qmcMtSzPk7qTy4mYi4VFJHh479dXzjB/jcTjImXxicgbi30UZGo3i9+D0u/J7A6x2ZNZi0WRejj2n6evs8Da91S11TG3eZ9rcxAOi1Wyn4/E1QFPTxySRNmdtqma6kiYlG8Xjxu1wo7kC7RAwZRMLCi9AmNG0Xv6NhrELzF8vQxseRdM2VRAwZjEqtxl1aStUHi3EePkLNF8vRp6UROW5Mk30oPl+g66/fT8IVlwRnIO4NKl/+FL/dScK1C9Cldn9XW5VajSY28HnltztRPIHAbOTU0cRfeQ6aqNa73XaF/U9/jdfmYtCdMzGmx7WpjNfa8DeU/9YWtFEGRv/hQpLOHIRaq8FZZuHwf9ZS/s0hSr7YQ2ROAtlXTmqyD31iFP1vnEbKWYMxZcWj1mtRfH4s+0o5+vq3mLcdp2RZLpoIHUN/PufkKnSpzX/bgMfqZsJPp4RM1NGchGGJRCQYcVY72PvmLgYsGIRa2zRweeB/e/HYGq7L3LbTKwAYn6Lnkp9lMnl+AmkDjej0avw+hSM7rXzyjwJyN9ay7qMK9EYNNzzU9NrEXufl9YeOolLDzY8MQqtrX1BXb1Bzy6MDyRxm4sOnjuPzKDisDWP9uZ1+rDVePG4/BqOmU863NebahuM/+kw1cbFq3n8pjUsWRKHTqThe6OE3f6rkw6VWXnnHwoghen55V/ihjRrz+xVuvKeMkjIfEREq/vGX1sdJ7MzypzuvouDzn26ZfZ3kRMDT4/vBRT5FC7rkW31SUhIlJSVERvZ8NxbxwxcdHc2MGTP45ptvWLFiRZMA4LZt26iursZoNHLWWT+sQafzardS56kg2TiAfpHtnwXO7XOwo+Jzql2FJEZkMzh2GlH6RPyKlxpXCQfM6ymw7qLSeYypqVcSoe39Y3iFU1l3BJc3kJWWEWbyjx86vS6SzIzpHC9cR3XNYXL3/4/+2XMwRiTgdtdRWLKZwuLNqFQaFMUXcrc5KjKNlKTRlFfuobj0OzQaA1kZ0zHoY3A6zeQXfENl9YFg+d7SPeLoriWYywITmgwcdxmRsS3f5Z+y4HfBx26XlfLj2yg8uJKd3zxH1rB5vWb8vlNRsOkTagsC43BlT78cU8JJbdJ4PEBFof/Mq4jLaQjY6KPiGTDnepyfVuCoLqZk59ekjJyJSt3w5anq8DZqC/ZhTEgPGxzsLYbd8fvgY6+9jpq926jYvIIjbz9D8rRzSD3z/C6vg8/t4tgnr+CxmFHrDWRddGObswa7StYfGnpt+OrqsG7dRs2KlRQ/9Q/i5s8j/oJGYxue1G0x5dabMGQ1dEnVp6WReuetFD7yGD5LHTXLvgoJANZ8vRp3UTHGUSOImjC+S86pI+rW7cC+/QD6nH7EXti2jK7OpomJJOc/9wOgKAq+aguWr7dQ+/l6bN/tI+mWi4iZ17ZJvzpL6Yp9VG3KI2pwMlknBeha1Ph3xa8w4v+dS/LMhsmKIlJjGPX7C7EXvo31SAXH3t5C5uUTmmTyJU7JIXFK0/F7VRo1saPTGf+3y9n9h6VUbjhC4ZKdZF4+HlNm64GTznD0y8MUbSggfmgCI64d3eZyaq2aMbeOZ+vfv6U2v4bV/+8rxt81mbhB8bgtLo5+eZid/9mGWqvG7w28N/dkdnBHjJ4Zx+iZcU2eU2tUDJkYza//O4LnfnqA7SvNrHqnlHNvTCOtf8MNgPf+eoyacg/zrk9j8Pho2quiwMmzdx+g8ICdqRcmcv5t6aQNMGKzeNn3bS0fPnWcL14qZu+3tfz2zVFERHZ9ELDx8K5+P7z0ZCqXnt9wbZ2dqePd/6Rx6Ohxdua6+es/qrnn9ji0YbIjG/vF7yv4fEVgrMPn/pLM2JHt+xw51fKnO4NaF5gIoyWn159ey8LE+iK1vefmm+h6XRIAHD9+PCUlJRw5EjpjlRBdYcGCBXzzzTds2LCBO++8E6Mx8EZW3/135syZweea89Zbb7U4+/CiRYu46aabOq/Sp8DqruJw7RY0Kh0jEzqWMbK7ajnVrkLiDRlMTrms0YWlgVTTYOIM6awvfhOHt5aDNesZm9T2Qe2bm4ylJxSadwBg0EY3O7kHgEYTuOBpbcZj34luolp1+7tH9FS7DBpwLi5XLWUVuygt30lp+c4m62Ois4iO6kdRyRa0YS4CRgy9HI/XjrnmKAVFGygo2tBkfVLiCFRARdU+dLr2XUR0RZvk7VlKSV6gjgNGLyQtp31fkvWGKDKHzCY2aQA7v/knBQe+Jjo+q8k4gI0z+Xw+D1p1+C8PPl9Dpmh7sv86u10KtyyhYl+gTTKnXkLS0NAZKjW6hixiQ0xSk+BfPZVKTeros8lf+w4+lx17ZSGRKYEv5R5HHQWbPwGVmpyZVzUJDHaWrvh90ZqiSZp8NqaMARx99x9UbFqBMS2bmEGB8e40uobXze/xoDGEPy+/t+G9Q91KIM/vcXFs8Us4So6h1hnIuewOjCkZHap/V72vaKKjiZ17NhGDBlL89HPULP8aQ3Y2ptGBvwN1RMM5RgwZ3CT4V09tMBA980xqvliGu7gEn6UOTUzgy7y7tJSa5StQGQwkXdn53Vk72i7eGitVb3wOajXJd1yKStM92UEtUalUaBNjSbj6XAwD0il7+h0qX1mCYXAWhpzmx6UMp6Pt4q62cej5NajUKoa3s5utxtTweWnMjGsS/KunUqvIvmoSe/+6DI/FSd3BMmJHtO3cVGoVg++aReWGI+BXqPz2aEgGYUs62iaOKgfbntmESqNi2v0zQzL4WjNs0UisJVb2vb2bkk1FlGwqarI+OiuGnHkD2PNa4DNbH9O93TJD2qUThyFUq1Vc89sctq80o/hhxyoz590auH7I3VDD2g/LSUjTs+hX7R+6x+9TgsG/My9N5o7HGwWbIzXMvDyFAWOj+MOlu8jfY+Pzl4q44hdtP06TdqlofruTRUc1/H4MGahrEvyrp1ar+NVd8dx0TxlVZj/bdrmYOrH5Hj6/ebiC5/8b6Cb+1MNJ3Hpt+8YzPNXy9XrTdX97KahanwSkmQS50yEu2Jbcvtbin+KHpUsGybjttttQFIX33nuvK3YvRIjRo0eTkZGB0+lk3bp1AJjNZr77LjBDYVu6/9psNsrLy5td7HY7Go2mxaW77K1ejYKPQbFnoFMb8PrdTZbGEzbUP+dXGroeWD3VVDjyARgQMynsXWWDxkRG5AgAyuyHUdoxMEZPtEk4Lo+VCktgcP2M+LEtjmVYn+Ho9Tnx+ZsPAjpPZBMadO2/I91T7aJWaRg94mrGjb6RlOQxmIzJRBjiiIvpz9BBFzFp3B34fIFzNhlDxyHSag1MGHMLo4ZfRVLiCIzGRCIM8STEDWLksEWMHXkdHq/jRPn2dfns7L+hvD2fUfT/2bvv8Diqs+HDv9muXfVeLbn33rBpxhBK6BBKwLQkwEdIIckbEkJI3hBS3pAAIQESIAECBBIIBtNMbIwBGwPGTe6Wu3qXVtvLzPfHWivJ0qruSrL13Ne19u7MnJkzZ1dbnjnnOfs/AqBo6kXkjet/z9+ElFEkpoWGJVUd/qzDOpOlbZiXz9MccR8+d2id3mDpUwAwmm1StvFNqnd8CED+/IvJmnpGl9sZbW1f/NvnBjxeXHLbrOBeR9svwvIv3ibodZEx8RQsSZkE/d4Ot9b8gkB4mdpFHr7uxPJvyJpTiDUv9Hw3Fn8aXm6Ib3uu/Y7Iz3WgJbROZ7J025NP9Xs5/NrTuMoOojOaKLziG9jyu5/4oDux/hwyF44KT+LRsqGtXfRJba8XU3bkmeLbrws0tr1e6l9ZDsEgyV86G501DtXr7XDTgqHuMpqmtVsW7LT/SPrbJg0vv4fqcJG4dB7GvAxUj7fDjUBbHVqXdZU3MVZsC6ZiSE8GTaPlg019Lt/fdtn/1Dr8dg+5F03HOiqVgNvX4aa1a5fWZeqxvH/m9LZAh60g8nBqW2HbOk+1PeJ2XbHmJWNMCgWQ3BWR/0670t+/oS2Pb8Tb7GX8pRNJLEzG7/J3uLX23APCy4L+jq/hud9ewLl/vYgxF44naUwy1iwbaVMymHn7XC78x2UoxwKttux49MbB/e4Q6/eWrMI4ElJCfVFqSz3h5c/cF5p5/Oq7C1EU8DiDHW7aseGKWlALL1PbDWHcsa6Jsr2hFAXnf73rIHLeOCszl4SCVpvea+hTvfvbJnnZbf1uusuxN2VC27ojZZG/j/7ol3U89JcmAB78eTrfva1vQbiBlm+vp99HQ/17oHsamka/bmq7W3/3Ee1b+zqpau/KyCwgI0tMegBefvnlXHnllfznP//h7rvv5ne/+10sDiNOMK1v/n5/5A8zp9PZ7/2fe+65PPPMM6xevZpzzz2XNWvWEAwGKSgoYNKknmextdlsZGZG/tFrtVoJ9uHHRyy5AqEvt/ua1rOvaX3E7TzBFlaXPg7ApJQzKEqcA4R6ELayGiJf7bMakwEIagF8qguzvnfD+odLO1U0bUcj9AU80uy/rdrP/Ovw1JJk7XrIaOtswfHmzoGyngx1u6SnTiQ9dWKX61ocoZ4HSYldXwVXFB3ZmTPJzuzcjqoWxOGo6rZ8JNFsk1DwLxToKpp6IfnjBz4E1RwXCv64nR1nfW4/86/LXoU1oesAiKslNEFKdxOQdCVa7VL2+ZtU71gLQN78i8iaviTitgazFaM1Cb+r+x/P7S8wtL944G0J/Yiq3fMJtXs+6XYfW58PDbnOnHI6Badc1u227cX6b6h1kg9fU9vzbWk386+3rhJLWtfPtac+NFuwOcJ6aB/8O4BiMFF4+Tew5Q9s1tvBeF9pDfb5a9vaxZidBTpdx3FtXYlw8SjQEHq9NL71Do1vvROxeLCxiSN3h4Ymp15+CUlLug5gdyrXz3YJ1ISClPbVn2Nf/Xm32x6+5X4AEs9fTPpNF/breP2hT0kkUNeEv7q+542P09928VSFAnLlK4opX1Hc7bYfXfgYAPlXzGbCt5ZgTLRgTo/HW+fotlz7V4oyiH1r+tsmjorQBcF9r+1h32t7ut32X0v/AcCka6Yy73undFiXOTOLzJldv2/U7w5958iYMfh52YbqO0tdWShn5F++X9Ltdvs2tfD/Zof+Rr/92ETmfikUQC7f35bPNnNU5N5zWYWhdbVlnojbdKV9u/TlVZqaoicvx0B5ZfcXDNq/ZUYa9X33/bX84YkmAP7vvnS+34tcgdEsf7zevFaGaxBQ05SehwD3Zj/tHyiD1zuwx/4ZvQjuaSdEX0YRLTHL7P/CCy9gNpv5wx/+wKZNm7jrrrtYtGgR6el9/9EsTg6tOSHr6uq6XO/xeCgrK+v3/s8++2yef/559uzZQ2lpKatXrwZ6P/nHsmXLWLZsWcT1dXV1NLbrvXAia/+j3R20E0/XvbZ8wbYk73ql90NPhks7lTeGhs2k2oqwmrr/cpNsKwhPllHXcqDLAKDb14zTG3r9psf3vcfOcGmX47U4KnC6agDIyZrd5/J19XsIBD3odEYy0zsPG+1OtNrk0I432/X8u5D88Uuisl+PMxSkOL73Xlx8Bua4ZLzuJhqr95Ke1zkwGgz4sNcfAiA5s295OqPRLmWfrwj3/MubfxHZ03tOjJ+YN4H6ko14mmsibuNpapv12ZQwuJMjxPpvyNccCqi0H8JrSsnAmJCCv6WRlsN7SJo4q1M51e/FVRZ6ruMLuw6yh4J/T7X1/Lv8G9gKOg+F7KvBeF8JHJvcrf2wX53RiGXsaDwlB/BVVUcqiq/62DpFwZA2eK+X4fp+O1CaphGoDb0vtX8+emuo2iV1XiGVK3fiPBq5t5XzcFtA05LTu8k0WrnKm/A3hwI/cTl9G8Y4XF8r7no3VRsrABhzwfhBP36s26XmqIeWxlAwLD2/bxPZdUfXbrBHfbmX3HFdT5hjrw91SOhr/r/27dLXd7QvnWnl2Zft7CmJPJHcrn1t60YXdJ705Ye/qA333Pu/+9L5n2/2LXg30PJd6c1rZTjHAKIeANM6x92idQTprCcGakABwN5E8jVNY+3ataxdu7bX+1UUhcAgDqcQg6OoqIhPPvmErVu34vP5MJk6BpTeeOONbnsH9iQxMZFFixbx8ccf89hjj1FeXo7BYGDp0qGdVTEWluR/vdv1xXXvUeHcjUWf0OW2iaa2K8lHW7aTEdd5ZtiA6qfcGZpEIcGYjkF34sw8B9DoLMXpDf2YyE+d1eP2Bp2JrKRJVDbtoLRhM6PS52PUd/xCeqg21KtJrzORmdT3iVeGo2DQx56SFQBkpk/DZs3ooURHPp+T/QdXApCfu7DPOQCjoWPw76Je9fzTNBVQuk2q3lRbQktjKRCaEbg9RVHILJhL6b73qS3fSsHEc7DYOv4UqDy0PjRbsKIjs2BOH89qYNoH//LnX9xtz7/20sYvoL5kI157HU1HtnfKA6hpKtXb1wJgtCZhTWvLWzfxy9/sdt8Vm9+jcut/AZj7tT/07kSiRFNVULp/vh1H9uGuDD3ftoK251tRFJKnzqP201U079lK5innYkrq+FzXb1mP6g8918mTOz/XnYJ/V9w64J5/0dCbdnHvLcF7NNQulnEd6xy/cAGekgN4SvbjLS3rlAdQ9XppWRd63zQXjkIf3zYUtP2EI12pffFlHJ9/gSE1pcdtoyn3Z9/odn3Dq+/T9J81AIx56VdRPbYWDPaYc7Bl7SaCTaGedHFTOn92x8qch6/qdv3BZzdw+B+hIeJL13yv0/qc86dQuXIn7vImatft75QHUFM1Sv8dGtJsTo8nYXxbjzhN07p9jWqaxoG/htK/oFNIO2Vw2uXcJ7rv9bntqc1s/9sWAJZ92v33tuOpQZXPf7ce1a+SNiWDnFP6lyN0qPTmOfvX/x0BQNHBrLPaglDP7lvU7b5/s2wnez+3M3FBIve8MLXT+sKpbaNV1rxUzbL7Or8emmp9bFoVCkaPm933lC79dfM1iTz7sp39h/y8/q6jUx5AVdV46C+hYFpejoE5MzoG+dsH7x78ed977g20/MmqD1mO+n+M4x73ZU6fWNdvMM5fDB8DygGoaVqPt95u11U5cXI59dRTURSF5uZmHn74YZqamoDQsN9///vfvPTSSwOeOfrcc88FYNeu0EyXCxYsIDGxb1eRB5s/6MEXdIdvrVQt0GF5QI18tbCv4gyJZMSFerDVug9SXLcSl78plGtJC9LoqeDz6ldxHxtq3Dp0eLD4g258AVf41vqxGVT9HZYHgpHbpKxhKwBGfRxZiV33yDneuKwz0euMeAMOthz+N05v6MthQPWxv/pjShs2AzA28zSM+sEPdPn9bnx+Z/imtW+XdssDQW+Hcs32Ug4fXYvDWYN6bBITVQ1Q37CPTduexN5SitmcxMRxF3d53Lr6PRwt/wSXu/5Y4CwUOKyu3c4XW/+C29NAvC2bMYXnxPDsu9Y+59/oaRf3etiv19XE1g8epvLQBjzO+g6fO15XE6X71rDr02cBDYPRSt7YzrkE88afidGcgBr0s+vTv+NoCvVgVtUAlYc+4cju9wDILlpIXHzfAqsD0SHn34JLeh38A0jIHkNy0QwADq/7N42Hi8O5+3yORg6tfQF3Y2ioa97cC7rNqzmc+FuaOPD8H2jY9gm+po7Pt8/eSO1n73P0jb8DGnqLlbS5HV9H6fOWYLAloAV8ock7qkMBMTUYoH7remo+eReA1BmnYE7tOFRP9fs4srw155+ZwituGxbBP4BAYxMVDz6Mff0G/HUd2yXQ2ETTqjVUP/0MaBo6q5XE44bfxs+djbmwADSNmr8/h3tvSSioCPiqqql+6u8E7S2gKKRc2PuJpE50QYeboN0ZvoW/D3v9HZarno7v1Z69R6j4xVO0fLyFQH3Hofj+yjrqX3qPur+9AYAhK5X4Mwf3s3kgkmfkk3FGqBfbnt+vouajEtRjeR491XZ2PvAOjoOhHvZjvr4YRdf269hTbWfjHf+k/M1i3BVNbe2pajTvqmTbj5dTu+5Yvt+LpmMbNbg9k/urpdzO1ie+oH5PHUFv6LNZUzVqtlWz5rsrKf3wCKYEE4vvOyNiMM3T5OlwaxVwBzosD3gGt2NFXbmXX1xZzAcvV1Nz1BN+zlRVY//WFv7wjd3hANxZ12aRMyZ636kmzEukYFKo19/7L1Tx0q8P01gd+r7o86oUf9TIb67fibsliKLAebf0bSKdgTj9lDiuvCgU9LvtB9X8560WAoFQ2xwt83PdHVUU7wrV9Zc/TkPX7u+gfc6+P/xv34N3Ay1/smodAjzYN1Vtd+tunRr7upwY05mIaBlQD8Azzoj8gSTE8a+NgoICLrvsMpYvX8769etZv349NpsNt9uNqqosW7aMrVu3smPHjn4fc8aMGeTk5FBZGfqB2hoQHM7WV76IJ9jSafkh+yYO2dsSfOfaJjMj/byoHXd62pf4omY5dl8NFc49VDj3oFcMqJoazpsHoUlC8uKndLOn6Puk5G94/J3zkB2u+5TDdW1J6HOTZzC9oHPQKhD0Ut0c6r2YkzwNna53b3VWUzIzC65g29HXaHSVsm7fExh0ZoLtJlbJS5lBUfopPewpNj7f/Gc83qZOy4+WfczRso/Dj3OyZjNl4lfCj32+Fg4cXsWBw6sABYPBQjDgDT/PNmsWM6fdgMnUeUY6AJe7npKD71By4G0UdOgNZgIBD62B2eSkImZMuR69fnB7iXpcjeGcf6BQVvIBZSUfRNw+b9yZHYYGO+2VHNj2Wqi0To/eYEEN+lHbBZbN1lQmL7ixw6QfrQzGOKYu+ho7PnkKV0s1W9f+Eb3BjBoMoB2bdCc5cwJjpl0y8JPtJZ+jMdxDD0WhavsHVG2P3CZZ087sNDS46PRr2e9x4Kg6yME1z6HoDej0RoK+tgsUObPOJW38/BicQex4aiuoWP0qAIpej85kQQv4Uf1tz7cxKZVRF9+M0dbx+dab4yi8/BscfvVJvPXVHHjhYXQmM1ogEA6QxhdOJHvJZZ2O27xvG87SAwBoWpDSN5/rtp6jLrk5PBnJYPCVV1D/7/+EHuj16CwWNL8fzdfWLoa0VDK/dhOG4y6oKTodmd+4harH/oq/qpqqx/+KYjKi6PWobk94n2lfuZy4CYM/hHGolN/zZwJ1TZ2WN7/1Mc1vtb1Xx58xm8w7vtJhG8+ew3j2HAZAMRpQLCY0rx/N1zZCwlSYTdYPlqEznVg986f86Dy2NbloKi5nx/++hc6oR2cxEGhpC4QW3XgKOed17tXVsreavXtDw8l1Rj16q4mgq22iEYCc86cy/ts9pzoYLvxOPzue28aO59pm+Q24AuHJQ2zZNs747TkkjU6OuI9Xz3+xy+Ub/7CBjX/YEH48/euzmXnr4AaMD213cmh7aEIPg0khzqbH7QwS8LVdaDj9ygyu/2l03+90OoVv/3kiD96yi9pSL+89W8l7z1ZisenwulWOXcdEp4ev3lPEpAV9GzI+UM/8MYvauiAfferm6lurMJsVrHEKjU1t371/9oNUbrq67f32aJmf3z/eeOz84HePNfK7xyIPu/3BHSn84I62AN9Ay5/sopEDcGAVCH2jbv3LGOzaSN+rkWVAAcC+DOsVI0fr8O3jh/gC3HLLLeTm5rJy5UpKS0M9KKZOncpll13G/Pnz2bp164COrSgKixYt4rXXXiMjI4NZs2YNaH8nM5M+jlOyr6XCsYsqVwl2Xy1+1YOiKFj0SaSYcyiIn06K5cQadgJQ2byToBb6sdSb4b/tZSSOY/H4WzlU+wn1jkN4Aw4M+jgS47LIT51DdlLPE8oMNwnxuYzKP52m5sN4PI34A24MxjgSbNlkZkwnJ3sOOiXysLPUlHHk5y6i2X4Yj7eZQMCLyRRPYkIe2ZmzyEyfNjQXgzp8Y9Hwe7tPMB8MtAU0THGJTJp/A811B2hpPIrPY8fvc6IoOsxxydiScknNnkpGwexuA5vxyfnMWfo/lJV8QEPVbnzuJnQGE7bEbDIL5pJVOH9Qe8l16EGvaQTcnS8utNc++NVKbzQz4YI7qN/3OfUHNuFurEL1ezFak4jPGk3mlNOIzxq8AFU0GOITKbj4Jpyl+3FXHsXvbCbodoKiw5iQgiUjl4RxU0meNAedset8p3FZBYy/+W5qN66h5eAu/C2NKEYTcenZJE+ZT8r0BV0/1+2eEy0QIBDo4TlRBy/xviEpkcxbbsC9/wDew0cJ2u0EHU4UnQ59SjLmvFys06ZimzsnYrDJkJhI3g+/h/2jdTi2bCNQW4vq82NITcEyfjxJS07HlDt4PWxOZObReWR88yo8uw/iPVhOsMlB0OFCMRgwZKViLsrFtnAqtoXTUHQnRu/b9vRxRmY/dBWV7+6gatVuHIfrCbp8mNPjSZqeR8Hls0ia1jn/rinFxoRvn0Xzrkoc+2vwNbsJtHjRmfRYc5JImppDzgVTSZ52Yn1fic+JZ/rXZ1O9uZKWMjveJg9Gm5HEwmQKlhQy4YrJGCwxS9ceU0npRpbdV8T+rQ6O7nbS0uDHZQ9iNCtk5FsYNyeeM67MZPzc2IzSyRxl4YE3Z7L23zVseb+B8n0uXC1BjGYdaTlmJi5I5OzrsiiYNLCRR/1hs+p4/z95/P0lOy++2sKOvV5aHCp5OQZOW2jhW19LZvH8jj0i1XYf7aoK1bXdf044nB0nZxpo+ZPZUEyC2/F4SsQ1QsSCosl4WxFlP/3pTykuLuass87ie9/rnAcm1r7//e+zf/9+rr32Wq677rqo7TfS5CXt3TAvuvmATlTPf9GWr2nZ0keGriLDzAtr7grfv/bKJ4euIsPIy/+5rcPjy299dmgqMswsf+rm8P3zf/SPoavIMLPy/24M3z/rt88PYU2Gjw9+fEOHxwv+2X0Pw5Hi8+tuCt9fuFreb1t9dk7be+412389hDUZPv41/ScdHn/vwI+HqCbDy8Njf9vh8duNg9ebfTi7MGVF+H5qYPEQ1mT4aDB80uM2w3USkHfKt/LTra/G9BgDDbbE+hL79ydfwLIxp8b4KGK4ODEvK4lhy+v1sn9/KA9LUVHRoB+/pKSE/fv3o9Ppej37rxBCCCGEEEKIEUaLzRDYtl0OPHyntfs3FsFA6Q02ssRk/MDSpUs5++yz+eSTnq8GtLdx48ZwWXHiaW5u5pFHHsHlcqHT6Vi0qPtZvKKtpaWFp556CghNOJKRMXhJ94UQQgghhBBCnDg0lKjc1ONubeuI0q2n4/T/JkaWmPQAXLt2LYqi9GrIZHsNDQ3hsuLEsXv3bh544AFaWtryGl199dVkZ2cPyvH//ve/s379ehobGwkEAlgsFpYtWzYoxxZCCCGEEEIIceLRAHWoJwEZgGj03lOlC+CIIkOAxYAFAgEcDgc2m42ioiIuuOACzjjjjEE7vt1up7a2lri4OCZPnsxNN91ETo4kHBdCCCGEEEIIEZnMiCBGkmEVAPT7Q7N2Go2RZ1wUw8/06dN54403huz4d911F3fdddeQHV8IIYQQQgghxAlGU9BO4B6AUTHSz3+EGVYBwL179wKQkpIyxDURQgghhBBCCCHEycoR8HQzjPZkDIx1PttGr2sI6iGGyoADgHa7naampi7X1dTUcPTo0W7La5qG0+lk8+bN/P73v0dRFKZNmzbQagkhhBBCCCGEEEJ0yao3o6qRA30nXwiw7YxaQ4HxBvPQVEUMiQEHAB9++GHuv//+Tss1TeP222/v0740TUNRFL761a8OtFpCCCGEEEIIIYQQXVJQuh0C26m/3IkcEYzQ1dGgG1aDQkWMReXZ1iJkzoy0vDvLli3ja1/72kCrJIQQQgghhBBCCBFRnyIW7TYe7rHA3p6XzIEysgw4ADhr1ixuuummDsuee+45FEVhyZIljBo1qtvyOp2O+Ph4Ro8ezTnnnCPDf4UQQgghhBBCCBFj3fcA7M5JEzg7aU5E9MaAA4CXXnopl156aYdlzz33HADf/e53ueSSSwZ6CCGEEEIIIYQQQoio0YB+DFrskRL+J3ZiUW9x8ovJgO8bb7wRRVF67P0nhBBCCCGEEEIIMfhiE0XTOu06WtFAifqJgYlJAPDZZ5+NxW6FEEIIIYQQQgghBkzTFLR+DgHur74crXO4L/p11YZ9NkMRTTLlixBCCCGEEEIIIUYUBQa9U11Xh1OOxeCGZFivjCUeUSQAKIQQQgghhBBCiBFFY4h7wGkd/hsi0gNwJNHFcufBYJDXX3+d22+/nVNPPZUpU6YwZsyYHm9jx46NZbWEEEIIIYQQQggxkmlDfEMJ3Ya0DgN36aWXoigKiqJw8803d7vt8uXLOffcc0lPTycuLo4JEybwgx/8gLq6uh6PU1tbyw9+8APGjx9PXFwc6enpnHvuubz++uvROZERIGY9AHft2sU111zDrl27OizXetHFVFEkCi2EEEIIIYQQQojYGbwRsN3FOLpaNzgVG+j5v/rqq6xYsaJX237rW9/iscceA0Cv12O1WikpKeGhhx7ixRdf5IMPPmDy5Mldlt25cydLly6lpqYGgISEBJqamli1ahWrVq3iO9/5Dn/84x8HdjIjQEx6ANbW1nL22Weza9cuNE1D0zT0ej1ZWVkUFhb2eJPZg4UQQgghhBBCCBE7yiDeTqa6hTQ3N/Od73yHpKQkJk2a1O22Tz31FI899hiKovDAAw9gt9ux2+1s3bqVadOmUV1dzSWXXILP5+tU1uv1cskll1BTU8O0adPYunVruPwDDzyAoig8+uijPPPMM/0+l5EiJgHABx98kOrqagBmzZrFu+++i8PhoKKigkOHDvXqJoQQQgghhBBCCBELGqEecNG9KTG+Rbe+A3H33XdTWVnJr371K7KysiJu5/P5+NnPfgbAnXfeyb333ovVagVg5syZvPXWW1itVvbv38/TTz/dqfyTTz7JwYMHsVqtvP3228ycORMAq9XKvffeyze/+U0AfvrTn+L3+wd2Uie5mAQA3377bQDGjRvHunXrOO+88zCZTLE4lBBCCCGEEEIIIUSfKBqgKVG+EeNbDOrbD+vWreOpp55i/vz53HHHHd1u+/7771NVVYWiKNx9992d1hcWFvLVr34VgBdeeKHT+tZlX/3qV7scLXr33XejKAoVFRV88MEH/TmdESMmAcAjR46gKAq33XZbOLIrhBBCCCGEEEIIMRwM5dwbw+nWVz6fj1tvvRWdTsdf/vIXdLruw0pr1qwBYMqUKRQUFHS5zXnnnQfAp59+itPpDC93OBxs3LgRgPPPP7/LsqNGjQrnDnz//ff7djIjTEwCgEajEYCioqJY7F4IIYQQQgghhBBiYIY6+jbUt3749a9/zZ49e7jzzjuZM2dOj9u3Tgw7bdq0iNu0rtM0jT179oSX7969OzyRbG/KHz8JregoJrMAjxkzhq1bt9LQ0BCL3QshhBBCCCGEEEL0mzPgQ9P6PwnGyaDB4+rT9rt37+Y3v/kNubm5PPDAA70qU1lZCUBubm7Ebdqva93++Pu9Kd9+e9FZTHoAXnnllWiaxurVq2OxeyGEEEIIIYQQQoh+s+lNQ98Db4hvKaa4XreXpmncdttt+Hw+HnnkERISEnpVzuFwAHSbHq79upaWlk5le1u+fVnRWUwCgHfeeScFBQW89tprrF+/PhaHEEIIIYQQQgghhOinaE+oMcxv6rFbu2WK0vuQ0JNPPsm6deu44IILuOqqq2L4vIhYickQ4KSkJF5//XW+/OUvc+GFF/Loo4+ybNmyHpNDCnGie/6Le4f0+CkpKej1eoLBII2NjUNal1YvrLlrSI8/HNsE4OX/3Dakxx+u7bL8qZuH9PjDsV1W/t+NQ12FYdkuH/z4hiE9/nBsE4DPr7tpSI8/HNvls3OG9v0Whme7/Gv6T4b0+MOxTQAeHvvbIT3+cG2XC1NWDOnxh2O7NBg+GdLjD8c2OeFo8OrUL/Wr6Fd2ropyZQauX+fi7t1mlZWV/OhHPyIuLo4///nPfTpEfHw8AC5X5OHG7de171nYWrZ1m8TExG7L97ZX4kgVkwDg1772NQCmTp3KmjVruOWWW/jhD3/I/PnzSU9P7zEQqCgKf/vb32JRNSGEEEIIIYQQQox0Sj9nwQD6O4HGieqee+6hubmZn/zkJ2RmZnYYmgsQDAYBCAQCHYb86nQ6cnNz2bJlCxUVFRH3335dTk5O+H77vH8VFRURA4Ct5duXFZ3FJAD47LPPoiihZJqt/9fV1fHuu+/2eh8SABRCCCGEEEIIIURMDGQCkN6UjeX8IoMcgDx8+DAQmgH417/+dcTtXnzxRV588UUAtmzZwqxZs5gyZQpvv/02O3fujFiudZ2iKEyaNCm8fNKkSSiKgqZp7Ny5s8O6rspPmTKlT+c10sQkAAiEp2ruj9agoRBCCCGEEEIIIUQsfKU4hhOXtoZEohHe6EV4pT/ncu/8s5jbj+r0xdKlS3nwwQfZuXMnZWVl5Ofnd9rmvffeA+CUU07BZrOFl8fHx7NgwQI+++wzVq5cyZVXXtmpbFlZGbt27QLg7LPPjtFZnBxiEgA8dOhQLHYrxLB3w7SfDXUVhoXnd9wfvn/D/MhXiEaa5ze25Vu6/rw/DWFNho8X3/t2h8dX3vj3IarJ8PKff3wtfP+SO58bwpoMLysea8tvd/6P/jGENRk+js8RecbDzw9RTYaXj77XliNy3r+fHbqKDDNfXH1z+P7iD58YuooMI5+ceUeHx2d9Ip/PAB8s7vj5fMOuXw5RTYaX56fcF77/Yt21Q1gToG5oD9/q+vSXh7oKw99JMFx47dq13a5fsmQJH374ITfddBPPPvtsh3VLly4lOzubqqoqHnzwQf74xz92WF9aWspLL70EwLJlyzrt+/rrr+ezzz7jpZde4mc/+xkFBQUd1v/ud79D0zRyc3M566yz+n5yI0hMAoCFhYWx2K0QQgghhBBCCCFEdAyH4JyiwABGUA53JpOJ+++/n9tuu40//elP5OTk8N3vfpe4uDiKi4u54YYbcDqdjBs3jm984xudyt9222088sgjHDx4kIsuuojnn3+eGTNm4Ha7+eMf/xielOSBBx7AaDQO9umdUGI2BFgIIYQQQgghhBBiONI00AaSBzBqFYHYJgzs7tiDc9xbb72VrVu38vjjj3PPPfdw3333YbVasdvtAGRlZbFixQpMJlOnsmazmRUrVrB06VKKi4uZOXMmiYmJOJ3O8OQj3/72t7nlllsG5VxOZN1PxyuEEEIIIYQQQghxMtIG/6ZEuA1FXQbTY489xmuvvcY555xDYmIiXq+XcePG8f3vf5/t27czefLkiGWnTp3K9u3b+d73vse4cePwer0kJSVxzjnnsHz5ch599NFBPJMT16D1ADxy5AiffvoplZWVtLS0kJCQQG5uLgsXLpQhw0IIIYQQQgghhDjpKL3s3Xf8VtqwGJ/cOz3lCGx1+eWXc/nll/frGJmZmTz00EM89NBD/SovBiEA+Oqrr/Lb3/6WLVu2RNxm9uzZ/OQnP+GKK66IdXWEEEIIIYQQQgghYtILrrcBv77uJyYBwRMnxiiiIGZDgFVV5aabbuKaa65hy5YtaJoW8bZlyxauuuoqbr75ZrSTOPmlEEIIIYQQQgghhgFNicktlFsw+reY1FeMKDHrAfid73yH559/Pvx47NixnHvuuUyYMIH4+HgcDgf79u1j1apV7N+/H4Dnn3+ehIQE/vSnP8WqWkIIIYQQQgghhBjh+hz+OlH6KklcT0QQkwDg5s2beeKJJ1AUheTkZJ544gmuvvrqiNu/8sor3HHHHTQ0NPDEE09wyy23MGfOnFhUTQghhBBCCCGEEOLECer1xcl4TiIqYjIE+KmnnkLTNIxGI6tXr+42+Adw1VVXsWrVKkwmE5qm8dRTT8WiWkIIIYQQQgghhBDHZsKNzTDgE+UmGdhGlpgEAD/88EMURWHZsmXMnj27V2Vmz57NDTfcgKZpvZ5BRgghhBBCCCGEEKKvXH4/qHS+aSPn1uByR6ElxYkiJgHA8vJyAM4444w+lTv99NMBqKioiHqdhBBCCCGEEEIIIQCsRmPXK4ZBYG6wbmlx1v40nThBxSQHYCAQAMBkMvWpXOv2reWFEEIIIYQQQgghok4DRYbAihEkJj0AMzMzAdi2bVufyhUXFwOQkZER9ToJIYQQQgghhBBChA20F91wc6LXX8RUTAKACxcuRNM0nnnmGRobG3tVpqGhgb/97W8oisIpp5wSi2oJIYQQQgghhBBCAMrAb8NgGG/ngF4f6y9GjJgEAK+55hoAamtrOf/88ykrK+t2+9LSUi644AJqa2sBuPbaa2NRLSGEEEIIIYQQQoiQAQfdhnAWX/XYrdO6PtRfjCgxyQF4+eWXc9ppp7Fu3Tq++OILJk+ezDXXXMO5557LhAkTsNlsOJ1OSkpK+O9//8vLL7+My+VCURROO+00LrvsslhUSwghhBBCCCGEECJkMINgSj/L9VTHgZyDBAFHlJgEAAFee+01Tj/9dPbu3YvT6eSZZ57hmWee6XJbTQu96iZNmsRrr70WqyoJIYQQQgghhBBCgNb/mFx/jyfEUIrJEGCA9PR0vvjiC+644w4sFguapkW8WSwW7rzzTjZu3EhaWlqsqiSEEEIIIYQQQggRMtQ5+4b6JkaUmPUABLDZbDz22GP84he/4J133uGzzz6jsrKSlpYWEhISyMnJYeHChVx44YUS+BNCCCGEEEIIIcTJr6vg26B2RxQjUUwDgK3S09O58cYbufHGGwfjcEIIIYQQQgghhBDdG0694IZTXcRJaVACgEIIIYQQQgghhBDDhaKFbiPZSD//kUYCgKLXHnnkEdasWcO0adP49a9/PdTVOSkENT8Nvgrs/jrsgVqa/bV4VAcAY23zGB8/P2LZBl8Fdb5Smv21uIN2fKqboBbAqJiIN6SSaRlNQdwU9ErXf+bFzWuo8OztsY7nZt6OTolZutBOgqqfBk8Zdl8Ndl8Nzd5qPMEWAMYmncL4lEV93ufOutWUOrYDYNEnsqTg691uX+M6QGnLdpq91fhVDya9hSRTNgUJM8iwju77SUVBUPXT0HKYFlcldlcVdnclHl8zAGOyz2Bc7pIuy7m9TXy889FeHyc3dSbTii7ttFzVVCrqt1HVuIMWdzWBgAedzkCcKZnUhCJGZS7Aak7t17kNhN/npL5mF031B3A0l+PxNKKpKkaTjYSkfLLy5pKePa3LssGgj+aGg7Q0l+Owl+NoLsfraQJg1LhzKBr/pV7VobaymOryzTjsZfh9LhSdDrMliaSU0eQWLiY+MTdap9srfq+TxoqdNFfvx9lUhtfZiKapGM3x2FLyySiaR1r+9D7ts3z3Go5ufyf8eNHVv+9yO0djGY0Vu3A2luFuqSXgdRL0e9AbLcQlZJKcM4mssYsxmq0DOsf+CHicNB3dSUtlCa76cnyORjQ1iMESjzU9n7Rx80kp6rldgj4PtXs+oenoDrz2OoI+DwZLPObEdBKyx5I59QwM5rhe1alq2/uUb2pr17lf+0O/z6+/3FVlOEp24qkqw1dfS9DtIOj1oDdbMKVlEj92MilzFqOPs3UqG/S4cR09gKeyFE91Oe7KUoLO0Pt1zkXXkjxjQbfHrnjzJZq3b+yxjpN+/CCKTt+/E+wn79Ey3Nt34Sstx19Ti+pworo96OIsGLMyiJs6mfjTF6G3dXwtB+obKP/Zb3p9HNsp80i/4ZpebVv92NN4doU+t83jx5B91x29P6EYalj+EfUvrg4/Hv/q/Z22Cba4cGzcg3v7QbyHKvHXNkFQRZ9owzw2l8Qls4hfOCXiMQZafrDVvrqO6ufXhB9Pe+NnnbZxH6ikZeM+3Psr8VbUE7S7CLq86K1mzHlpxM8dT+oF8zAkdP1+Uv3SWmpf/qjHuoz/y7cw5wz+53NXDr74Bfue/CT8+PwPv9Npm5Vn9v47S+qsPBb88coOyzy1DmrWHaR+Sxkt+2vx1Ia+V5tTbSRNyabg4qmkzSno5xkM3GfLK3jpJ7t73O6Ov81m4uKOz9uOD2o5sLGJ0p12Giu9OBp8BHwqtmQjuZMSmH1+JvMuyUZv6Pp7+59u3MSBjU3dHjcpy8wv1p7W6/MR7Qx2IE2GC4t+iGkAsKGhgWeeeYaVK1eya9cuGhsb8Xq9PZZTFIVAIBDLqgkxLDT5a9jU9E7PG3bhkHMrtb4j4cd6xYBO0eHTPDT4K2jwV3DEVcy85IuwGZIj7keHHoPOFHH9YH+2NHmr2FTzetT2V+8uDQf/eqJpKsV171Hp3BNeZtSZ8QXd1LgPUuM+yKiEWUxJOytq9eutZmc5Ww681OdyiqJgMnT+4d6eqgUIBEPvzYm2zsEqf8DN5v3/pNlVHl6m15lQ1QAOTw0OTw1ldZuYVnQ52SmD+wPs0zUPoGlq+LFOZ0DR6fF57dTX7KK+ZhcpGROZMnsZen3H13lLUyk7vuh6dvreUIMBdm19gYaati/yer0JVQ3idtbhdtZRVfYFYyZdSP7o0/t9nL7atOIXHdpE0R9rE3czPnczjRU7Sc6exITFN6I3RP7bb+W211C667+9OnbNoc+p3t/2407RG9DpjQR8LlrqD9NSf5jKko+ZdOotJKQX9fncBmLbS/8LXbSL39VM89Fmmo/uJDF/EmOX3oQuQru0VO7n4NoXCLhDQS5Fp0dnMOF3NeN3NeOoOkBy4TQM5rwe6+NprqFia+/aNZaat31G46b14ceKwYDOYCToduEuO4y77DANn39E/lVfx5pf1KFsy77tVL718oDroBgM6LoNmg7+rxznho20fNTutWw0oJiMqE4X3oNH8B48gv2Dj8m8/WbMY4raCup06BLiu923FgiguT0AmAt7F4hwbNgYDv4NJ77yOhpeWdvjdge/8TsItvv7MxnAoCfQYCfQYMe5cQ/W2ePJ+Z9r0Jk7//0NtPxg8pbVUfOvngNzjau30vBOWwBcMRnQmQwEW9y49pTh2lNG/ZufUXjvNVgnRX6dKAYd+vjIfz+KbvAu4nbHcbSR/c9+1uN2ptTuLxBpARW/PfT3kzQpq8M6d00LH179TIdAjN5iQNPAXWXHXWWnas0+8r48hWn/sxRFP3Rto+ggPjXya9Vg6vy+99ZDB6ja7ww/Ntv06HQK9lof9tp69nxcz8cvlnH7X2eSkG6OuG+TVY/Z2vVFlYRu6nTS0k7QSFrUAo4n6PmLfolZAPDtt9/m5ptvpqGhAQBNk76lQnTFqJhJNKaTaMgg0ZjOnpZP8KquHsulmfJINxeQYszGqk8KB/F8qodKTwl7Wz7FHWxhS9NKTk27BkXp+s092zKOGUlLo3pOA2XUmUk0ZR67ZbGncS3eYM9tcryg6mdn/SoUdCSYMrD7qrvdfl/TJ+HgX2HCbMYmL8SkjyOg+iltKWZf4zqOtmzFakymKHF2v85tIAx6C4nWHBLjskmw5rC37L/4Ao5uy1hMSSyZ8YNut9ld+i6ltRvRKQZyUjr3gNpT9l44+Dc250wKMuZjMljRNJVGx1F2l76L01PLjsOvk2zLx2JK7P9J9pGmqSQkFZCVN5eUjAnEWUMTSnlcDRw9sIaqso001u6lZMdrTJp5bafyBmMc8Yl5x265HNzzFj5vS6+OffTgmnDwL2fUIkaNPQuzJQlNU3HYKziw+03sjYc5uOdtklJHk5CUH70T74amqcSnFpBRNJ/k7IlY4o+1ibOB8l2rqTn0OU1Vezi46VXGL7yux30d2PhvtGCA+LRCHPVHut0+IXUUlhmpJGSMJi4hE4Mp9KM06PfSUL6dw9veJOB1snf9s8y64Efh9YNCU7GmjyJ9/HwS8yZiTgy1i7elgcptq6jf9zn2sj0cWf8qo8/s3C6O6kOU/PdptKCf5MLpZM88G2taPoqioAZ8uBuraDq6E73J0nNVNJXDH/8LLRjAllmIs6b7do0lS+4oMpNSsRaMxpSWhd4Sek5Unxf73mJq3n+ToMtB2at/Z+z/uye8vpXeloAlOw9LVj6WnHzK//Nsn+uQOHk2uRd/NRqnEzWmogKS0y7EMnY0xqxMdNZj7eLx4tq2ncbX3kJ1OKl58jnyfn43urjQekNKMgW//Xm3+2749+u0fLgexWjENq/nz5Jgs53G195EFxeHPikBf1XNwE8wCjRVpfrx5Wi+AJYJBXj2lUbeOKhiHpdH4lmzsc0ahzEr1LPJX9NIw38+xP7+ZlxbSqj565tkf+fK6JcfJJqqUf6nFWi+AHET83HvLYu4bdz4XLJvPgfrlFGY89LRx4feO4JuH/YNu6l6dhXBZhdHfv1vJjxxJ3pb1+8tcZMKGPOrm2JyPtGiqRo7/m81qi9I8tRsmnZWRdx26fJvdLuvQ//azN7H1wGQd+HUjscJaqBB2twCcs+dRNq8Aizp8WiqhvNoA/ue2kDNuoOUv7MLS7qN8V/v+6iSaEnOtvDz90/tU5mZ52Vy5g1mRs9JIjU/DpMlFMRrrvGy4ZVy3nv8EGW7Wnjxnl38v6civ7ecdcsoLvjWmAHV/6Qy0sMUI/38R5iYBACLi4u54oorCAQCaJqGoigUFRWRnZ2N2Rz5aoQQI02qMYezM7/WYdnelp6vjgIU2WZ2udyks1BonY4OPTtbPsQRbKTJX0WKKWfA9R0MqZY8zh71zQ7L9jau69e+9jWtxxVoZkzSAjwBR7cBQF/QzZHmzQBkWscyOW1JeJ1BZ2R00lx8QReH7F+wv2kD+fFTMOgG7/0sJX4US2fe3WFZScX7A95vUA1Q2RDqIZmVMhmjoeMPDFUNUN24EwgNDx6bc2Z4naLoSE0oYvbYa1i388+oWoDa5hIKMuYOuF69NWPBbSSnje203GJNZcL0r6AoOipLP6OmYgtFE87HEpcc3iYpdTSLz/nfDuUO7VvZ62NXl28+tp8xjJ96WXi5ouhISMpn2tyb+eyDXxMM+qir2j5oAcApS/4fSZnjOi232FIZO/9qFEVH9cFPqTuymVHTv4zZmhxxX1Ul62mpP0z6qDlY4tN6DABmFM3rcrneaCajaB5GSwK7P3oKv9dBY+VuMgrn9OncBmLCBXeQkNO5XcwJqRSddg2Koqdu7wYaDmwib+4FmOJTwtuoAR+HPnoJLegnY8ppjDrl8g770BlM2DJGYcsY1au61Oxah7PmMKlj52BOSB/SAGDy9K5TTehMZpKnz8dgS6T05b8SdDlw7N9F0rS2v++kafM6DfMtP35HJ6j4hV2/lnUWM/EL56FPTKDmz0+jtjhwbd9N/ILevZY1vx/nxtB7h3XW9HBgsTv1/1qO6nKTet1XQmWHSQCw6d3P8OwtJeH0GRizU7sNAOb9781Yp3UOOBgzU8i64zLQ6bCv+oKWj7aRdt05GNOTolp+sNS//TmuPWUknTkdU05KtwHAlKVdf4/Tx5lIWToTQ0o8R/73RYLNTlo2lpC8pG+pG4aTI69to2lHJTlfmog1L6nbAGBPyt4OfSdJmZ5L/KiUDuuMCWYWPXUtSRMyOyxXdArxRWnMfuBCNt29grrPj3D4la2MWTYfvfnEyYgVKWiXlGnm/DvHEPCprH7yCHvWNdBU5SE5u+cLUqIHxwXHTpS+cp1ieidKxUXMxeQd74EHHsDv96MoCjfeeCMPPPAA+fmD88NHDL6f/OQn7Nixg2uvvZbrruu6N0l321xyySUA/OpXv2L06NG88sorbNiwgfr6emw2GzNnzuT6668nOzs7Yh28Xi8rV65k/fr1lJWV4fF4SE5OZtq0aVx66aWMHds5QDAcKDHMrZdsbBsW4VGd3Ww5vESrTZo8lRyxb8VqSGFs0kJ21ncfLKv3HEUlCMDoxK5/+I1Oms8h+xcEVC/VrgPkxQ/ecNdYvVZqmnYTCIaG0uSldb5a7A96ULVQuyRauw4iW82pGPVx+INugqovJvWMpKvgX3vZ+fOpLA0F1R3NZR0CgANt09aegglJXQ/3NBjjiLNl4LCXEwwOXrt0FfxrL3PMAqoPfgqAo6E0YgDQ46jn6I53MZisFM26hKr967vcri/i0wrD932upgHvry+6Cv61lz5hAXV7NwDgrCvrEACs378JX0s9hrgE8uddNKB6eFvqqdj0LnqzlfwFl1K7e+DtGktxeW3Pmb+lqcO64TK0cCiYi9raJdjU3Otyrq07UF1uAOJP7T5HIoBz0zbc23ZgHj+G+MULwsHDoeavbqT+pffRJVhJv/kCmld2f/Gyq+Bde0lnz8W+6gsAvAfKOwXwBlp+MPiqG6l5YQ36hDhyvn4u9e/0nN+yO9aJbb+d/PX2gVZvyLgqmyl5egPGJAuTv3U6R5YX93tfjTsqcR5pBCD/oqmd1hvjzZ2Cf+0pikL+l6dQ9/kRgm4/ziMNJHaz/YmmaGbb676p2isBwN44SScB6RTv6+Ycg2owllURw0xMAoAfffQRiqJw7rnn8uyzz8biEOIk1NDQwKOPPkp1dXW4p2hTUxMffvghW7Zs4fe//32XQcCKigruv/9+KioqANDpdJjNZurq6li7di0fffQRd9xxB+edd96gns9Qa/BXhu9b9YM3JHM4ULUA2+v/C2hMSz8Hva7ntzp3oO3Ldbyx62TZJr0Fk86KT3VR5z4yqAHAWCmv3wKEgnipCUWd1psMNvQ6I0HVj91V2Wk9gMvbgD8Y+kEbKUg4VHT6tue+fV68aIiLS8XlrKGlues+TwG/G7ezFoD4xOFzEUzRGdsedNMmB794FTXgY8yCKzBaus9p1lsttQfD91uHJg8XOn3kdqnfHwospIyeic5gZCCOrHsFNeCjaNGVGOOi066x5Cpte85MyelDWJPhxXPgUPi+Ib33r2XHJ5+HymSmYxnf/QWMoMNJwyuvg8FA2le/EjGVx1Co/ssbaB4fmd+4CENS93lme0MxtnuvVvv+a3yg5aOh/M9voXr85N3+5ai0iWtXW89gU3ZKN1sObzsfXEPQ7WfKXUswJQ9sAqjW3n+GeBPZS7q/qBOJztSW+26oXiuxcmBTEwCKAukFg5hi4wTm8Pogul8PTzjNLs9QV0EMopgEAJubQ1dCr7766ljsXpyk/vrXv5KRkcHvfvc7Jk2aRDAY5IsvvuCRRx7Bbrfz/PPP88Mf/rBDGZfLxS9+8QsqKytZsGAB1157LaNHj0av11NfX89rr73Gm2++yRNPPEFRURETJ04corMbHEEtgCfooMp7gAOOTQCkGHNIMka+utngK+Ojun/iCTpQFB1x+gTSTHmMipvW7eQhw9n+ps9w+hvIj59GqqXvgRetm8tk2rFvCQ5fXb/rN1y4vI00tBwGuu79B8eulqfP5UjNp1Q0bCPOnNxlDkCArOQpXQYRh1JTfVvwwpYQ3eBkzqhTOLB7Bc0NBynZ+Xq7HIDasRyAKwgGfSQmjyIrb/BzRkZirz0Qvm9N6rpNqg98SnNNCUlZ4yMO6+0tNRjA57HTWLGL0p3vAWCJTyclt3PvjaHUUrU/fD8uta1d1GAAV11oaKMtLR+fo5HKratpLt9NwO1Ab4rDljGKjEmLSCro/qJA7d5PaaksISF3PGnjB9ausaQGAgQcdhz7d1L7UWhYvDElnfjxsXnOnIdLOPCX3+BvbkTR6zEmpWAtGk/q3NMwpWbE5Jj9ofkDBO12XNt30/x26LVsyEjHOr13F4P8dfV4SkJ/f/GLeu791/DKG6gtDpIvPh9j1vBph+ZVX+DefpC4GWNIXDIrKvt072wLqJpHZXWzZWzKD1TDfzfjLD6EbeboiEN7e0P1Bwg0OGj5Yh81/1wLgCknlYQFEyKW8R6tpeTbT+CrakTRKRhSE7FNHUXql+cRN2ZoL8qVvrmD+k2lpM0tIO/8yQPaV8Dlo+qDEgBylk5Eb+nfxZiGraGLdopRh60geUB1Gghno4/fX/k5NYddaEGNxAwTRbOTOeUruYxf0PuAr9cZoKHcw8Y3Kln7zFEA5l2S3e0EI5verOLz5ZXYa70YLXoyRsUx6bQ0Trsun6TMkZWuK95kGvGjY9NsA79gIU4cMQkA5uXlcejQIWzyYhJ9YDAY+OUvf0liYqi3ml6vZ+HChVx99dU888wzfPrppwQCAQyGtpft66+/TmVlJaeccgr33HNPh6vjaWlp3Hrrrfj9flauXMkrr7zCT3/600E/r1jzBl18UPdcl+syTIVM72GCD4/qREHBoJgIaD4cgQYcgQaOunYyOeFURlmnxaLaMWP31nCo+QtMOisTU3o/82qcoa2XpMNfT6q+c+DQG3DiV0NXyTzBE2dYdSStvf8UdOSmRf7BMi53Kb6Ai8qGYg5UfsiByg8x6MwEVT8aKnGmFMbnnk1R1tAl0+5KwO+m9OAHACSmjMYaH90f0LmFi/B6mik79BGVRzdQeXRDeBZgTQtiMidQMGYJo8adE9Ph/n0R8Lkp370GgIT00cQldr444HU1c6T4LXR6I2PmfqXfx/r01R+jqYFOyxPSixi/8PoOvTOHWsDrpmpbqF3is8ZgSWprF5+jAe3Y8BhvSz1HP12O6veGZwAOeBw0l+6iuXQX6RMWMurUq7rsqeVzNlO+8U0UvZHCxVcNzon10Z7/uxst2Pk5i8sfTd6ly9AZYvOcBVqaQNGhM5tRvV68tVV4a6to2vwJWedcRsrcviXKj7Yj370HAp3bxTymiPRbruvQ+6w7jg0bQdNApyN+Yfe5Ul3bd+H6YgvG3GwSv7SkP9WOiUC9nbrn/4tiMpJ1+yVR2WfQ6aZh+ccAWCYXYsrrW0/TgZYfKH+9napnV6GYDOR9s38pAnZ+5Vdo/s7D8KyTC8j/wRXounmNBe0ugg43epuFoMuLr6IeX0U9jau3kPGV08haNjQTvXlqHez9yzp0ZgNT/2fgdahcs4+g2w90Pfy3N1yVzZSuCOU9zjlrAgbb0AW7fG6Vsl0tWJMMeP0q9WUe6suq2PRmFQuuyOGaX0xCb+j6u8Phrc088tUvOi3X6RUWXJrNlfd13+Gh7qgbvVHBbNXjtgco3dlC6c4WPn6xlOt+PYUZXzp5hkX3ysnVEbTvRvr5jzAx+Sa3YMECDh06xJ49e2Kxe3GSOu+888LBv/ZOOeUUnnnmGfx+PxUVFYwa1ZZkffXq1QBcdtllEYfGnHnmmaxcuZLi4mKCwSB6fdfT3p+oFEXBpAt18w+ovnAeu2zzWMbFz8ek6zr/R6IxnSRjJpnmQiw6G4qiI6j5qfWWss+xAVfQzq6WjzHp4si2DM8cisdTNZXt9f9FQ2Vy2hKM+t7nPkmzjEKHHpUgB5o+IzW7cwDwQPPn4fuBQc51F22aplJRvw2A9KTxmI2RhyLqdQamFl5MQlwmJRVr0DSVgOoNrw+qfvxBN6oWRD9MAl2aprJn27/weVvQ6QyMm3Jp1I+hKDpGTzwfa3wWB3a9TjDo65DrTw0GCAQ8qEEfev3Aho1Gg6ap7P/sn/g9dhS9gdFzLu9yu4ObXiXo9zBqxoUDGqZrsiSgqgGCAS9qINQuiZljKZxxEWbb8BnOpmkqhz/6J353qF0KFnVsl4DXHb5fuW01elMcY866keTCaSg6PT5HI2Wfv0nj4W3U7fsMS3IWWdPOPP4wHP3kFYI+D3nzLgzPQDzcGOITUAMBVJ8XzR96zqyF48hcejHGpOg/Z5bsPCw5BSSMn4IhIRlFp0P1+3Ac2EPNB2/ib6yn6r3/oLfFkzip/72qBkqfmIDm96N5fWi+ULuYJ4wl5bILMaT2rl00VcX5aegHe9y0yeiTIqfmUN1uGl76DygKadd9BWUYfW+p/usKVJeHtGVfCs/EOxCaqlL96H8INragmAxkfv3CQS0fDRWPv43q9JJ109n9HqprSIlH8wVQPT5UTyjIZZteRPZN52DK6DqfoTknjaybziFx4URMWckoBj2qP4hzx2Gqn1+D50Alta+sQx8fR/plg3+Bbucf1hBw+Jhw+6lYcweek7F1+G/CuHSSJvY9QBX0Btj683cJegIYkyxMuH3xgOvUH0mZZs67czQzv5RB5mgbBpMONahxpLiZd/90iH0bGvj8tUrMcXqu/GnXgTy9USEhPdTDz9XsJ+gPRXAWX53L2d8oCs8OfLxxC1JYcHkOk05NIzHDhKIouFsCFK+u4c0/7MdR7+e5H+zg2/+YS9GsoZlIZ0hEIwA2nLoRSkBPdCMmAcBvfetbvPzyyzz33HP86Ec/kpl/Ra+MHz++y+VpaW0/lBwOR/h+XV0ddXWhYZi/+c1vIgYAVTU0ZNPj8dDS0kJycnKUajw8mHRxLM24GQBN0/CqTo66d3LYuY1q7yGmJJxOgbXz8KQi64xOy/SKkWzLGFJNuWxoeBV3sIU9LRvIMo8ZVrmHIjnUvJEWXy0ZcaPJsfVtuLdJH0dh4iwO2TdR7znKttp3GZu0EKsxCW/QyVH7No62bEVBh4bKCdAc3aqz78frD01ikZ/e/fBUl7eRrQf+hcNTQ3bKVIqyFmE1pxMIuqlvOcz+ivc5XP0JDS2HmDf+Jgz6yMNOBsuB3W/SULsbgHFTLiM+MfrDoPw+J7u2vEBzw0GS08ZTOP4cbPFZqGoAe+MRDu19l8qjn9JYu4+Zp/w/zJah/TJ9eMsbNFaG2mTM7CuwJed22qb2yCaaKndjTc4ld8IZAzrenIvuDd/3e1qoPbKJst3vs331o+RNOZtR084f0P6jpfTT12ku3QXAqEVXYE09rl3a5wPUNIpOu5rkwrbZOE3xKYw+axmeN2pxN1RQuW01mVNOQ9G1/QCr37+J5tLdxKXmdhkcHC7G3Xlf+H7A2ULzjk3UrV/F4WceIf3Uc8g484KoHi91fufXmM5oInHSDKyjxnL42YfxNzVQ8/4KEibOGLLPofxf/iR8P9jiwPnZJprfe5+qB/9E0vlnk3xRzzmG3bv2hicLiV/c/fDfxtfeIthsJ+HMUzGPLux228Fk/2gbrs37MBdlk3JxdIIntc+8i3PTPgAyvn4R5qLIE77FovxANa0tpuWLEiyjs0m/tP9BtolPfTd8P9DkpGltMbWvfMyBHz5NxlWnk3X9WZ3KdDUrsM6oJ2H2WGxTCzn0k2dxl1RQ89KHpHxpNnrb4E0IUfHfPdRuOEzCuHSKrh54CoyWQ/U076oGIP/Cvvf+UwMq2+5fiX1vDYpBx8z7zsOSPjQ5WCedmsakUzteBNLpFUbPTub/PT2Lv3+nmB3v17HupTLOWFZARlHnvIkFUxP55cehUS6qqlFf6ubDf5Sy/uUyNr5RxQ0PTmXa0s6jHrqaRTguwcDCy3MZOzeZP1y1Ebc9wIrf7+c7L3TfS/mkoRGdgFnrPobiY0oCfqIPYhIAXLx4Mffddx+//OUvufrqq3nxxReJjx/+ia7F0IqL6zpZrcnUFkwIBtuGRzQ2Nobvt+ad7InX64247oUXXuCf//xnxPVf+cpXuOmmm3p1nKGiKAoWfTwT4heSaMhga/N77Gz5iCRjJonG3g+JMeksjLHOYWfLh3jUFuyBOpKMvR8+mZIy+L17HL569jd9hl4xMiXt7H7tY3zKabiDDqqce6l07qHS2bEXc5I5h0RTBqUtxRgj9KzszlC0SyTldaHhv2ZjAumJkRNpa5oaDv7lpM5getFl4XUGvYm8tJkkWXP5dM+T2F2VHK5ez7jczj9UIolFmxzc8xYVRz4BYMyki8gumB/1YwDsLf43zQ0HSUodw/T5X+8QnEjPnkZiShGbPn4Ij7uBQ3vfZdLMa3u972i3y+Gtb4Zn8S2adQmZYzoHIHyeFg5veQMUHWPnXdUhgDVQRksCuROXkJA+hh1r/kT5rtUkpI4iJbdvE+lEu13KPl8RnoU3f+GlpE9Y2GkbvbHtb92cmN4h+NdKUXRkTVvC4Y/+SdDrwlVXhi0zFLjxu1so/ex1UHQUnnZ1VNsVYve+YrAlkLZwCdaC0Rx+7lHq1q/CkjuKhBjlAex0fKuNtMXnUPXOv/E3N+KpLieui57ZkcSqXfQJ8SSecybmcaOp+v2faX53NabCgh7zADo+Cc2Sq09OIm7qpIjbuffsw/HJ5+iTk0i+JPpB8v62S6DJQe0z74JOR+b/uzQqvRJrn1tJ87uhdkm/+XySzp4zqOVbDaRNKp9+D3QKeXdehKKPTg94Q7KN9MsWYZ0yioM/+ju1//6YuAl5JM6PnAfweDqTgaxlSzn88xdQPT4cxYdIWtS3HHz9bRdvg4vdf/4IRa8w7Ydno4swjLUvWnv/6Ux6cr8U+e+nK1pQpfiB96hZdxBFHwr+pc/vf2C9Q7tEOR20Tqdw6Q/Hs+P9OjQVdqyt46ybR/VYJqPQylfum0haQRxv/F8Jz/9wJz95d1Gf8vmlj7Jy2lfzWfXXwxza3ISz0Y8tpXejF4bT99u+UohyzK5TMC4WEUGJ+In+i1kCnl/84hckJSVx7733Mn78eG688UYWLFhAWloaOl3PHwRnnDGwngfi5Nc+GPjcc88N+MPH6XRSU1MTcb3L5Tqhhg9nW8ZgaYnHozooc+9hivG0PpVPNrVdRXcH7X0KAA5FO+1qWINGkLFJp2DUmTsN0dXCU3xp4XU6RY9OaaurTtExK+PL1NomU+7YRYu/jqAaIM6QQLZtPAUJM9hRtwoAq6Hvr7fh8vrx+h3UNocSaeemzew2P12d/QAOT+jvIlKOv/i4DNKTxlPTtIfqpt19CgBGu00O7nmHskOhXFBjJl1I/uje54HsC5ejmobaUIA4v+j0LnsmmczxZObNofzwx9RV70DTtF73YIpmuxzZ9haV+z4EoHDmReRE6Nl3tPhtAj4XWWMXEZeQSdDf8YJJax48ILxO0en7lMsvIW0UCemjaak9SPXBT/scAIxmu5RtfJPqHaF2yZ9/MVlTu24Xo62t52b73IDHi0tum3jA62gMBwDLv3iboNdFxqTFWJKi366xfl+Jyy3Emj8aV+lBmrZ+OmgBQABrXlH4vr+xvk8BwFi3i7loFOaxo/HuP4hj/WfdBgCD9hbc20O9b22nzEPp5ntw/T9fBSDl8gsBBdVz3IXL1llLVS28TjEZu91ne/1tl7oXV6G2uEg6bz6mvHRU93Gv40Db67h1nWLQR8yPWPf8ezS9GbpQk37jeaRc1LcehQMt315/26TqufcJtrhJvWAepvx0gu7jvne0a5PWdYpBj87Yu+NZJ+RhnVyAa+dRGt/b3KcAIIB1Utvfi7+qsZstu9bfdtn31/X4mz0UXDod26gUAq7j2sXf1qu6dZ3OGLldVH+Qiv+GPm+zzhyHMaH3QS0tqLLtgf9S9UEJil5hxk/PJXtJ1yOOeivW7y0ZhVZsKUacjX7qS909F2jntK/m8fbDB/C6gmx+p7rH4OHxWof9ahrUl7t7HQAcLt9v+y2m8bTjd670PSaoxTjgJ/HEESWmGbjnzp3L+PHj2bFjB7///e97XU5RFAJdJFsWw1Prm77f74+4jdMZ/QkT2g/lra2tHXAA0GazkZkZ+ced1WrtEHQ8EVj0NjyqA1ewdz0ko2Uo2snltwOwr2k9+5rWR9zOE2xh9dHHAJiUciZFSZ17DGRYR5NhHd1lebsvNAQlxdL3IaXD5fVT0VAcDohGmv23ldPTdnnbao6c76l1ndvb1Ke6RLNNDu55m7JDHwEweuKXyR8duwtJTkfbxQKLNXI+tzhbqOetGvTj9zkwmRN6tf9otcvhbW9SuTcU5Bo140JyJy6JuK3X2QBA9YENVB/Y0O1+P18eGt6bPf50Rs/uW35FU1zoB4bH0feuE9Fql7LP36R6x1oA8uZfRNb0JRG3NZitGK1J+F3dv4+2nz28faDX2xJq19o9n1C755Nu97H1+dBQ08wpp1NwymXdbttqMN5XDAmh58zXcOLMfj4Y7aJPDuXxC9R23y6OzzaBqoKiEL+o+x7JwfpQoKbumcgjEgC8Bw5R+oPQxGYZt92EdWbvJuzqb7sEqkP1an5vI83vbex22wM3/AqA5AtPIeOWL3daX/uP92haEfqcTr/hXFIu6dskLwMtf7z+tomvpgmAhne/oOHdzhMytLf72t8CkHbxQnK+0fOQ8VbGtNBrzFfZ0K86DkR/28VVFfo+VvrGdkrf2N7ttqsv+AsAhV+ZxeRvd/2ZXbPuIP7m0ARsfRn+Gwr+vUfVmmPBv3vPI2dp34KoXRku3+W6YjTrsSYZsNf6qDviGrTj9qZNhmuQUIvWEODeH7Hj8bq6MBzrgJ8Y0WIWAPz1r3/NffeFcskoioImL+STVutsz635+I7n8XgoKyuL+nGzs7NJSUmhsbGRjRs3MmHCwD7Uly1bxrJlyyKur6ur6zDseLjTNA13MJTjzaD0fQKCZn91+H6cPnKy8q6cSO3UF3ZvDQ5/6Et4rq1vPZdg+LRL6/Df1IQirObuA+dKu8uUbm8T8XFd9wT1+UNBfn0f8/9Fq00O7nkr3PNv9MQvUzAmtnnW2reL19OILSGry+383pbwfb2+970WotEuh7e+Ge75N2rGheRN6n3PzFjyOuoB0Bv6nh84Gu1S9vmKcM+/vPkXkT2953ZJzJtAfclGPM2Re4l7mtreM00JA58cobcG433F1xR6znSDnNPZXX44fN+Y3Lc2HYx2CdSFPg+UHtrFsSE0gZRl/FiM6UM7AcxQfw7VPreyrefeDeeScmnfRicMtHxXhrpNuuM71nNPF9f33LquvW3fvY1Zfb9IPlzapfTY8F9rXhKps/J6VUYLqmz75XttPf/uPY+cswce/IPYt0vdURfOxlCnirT8vqWb8TgDOI6VNdv6/jP/yLbQhS5FgdS83h+7N22Snj64s3P32lDn9JYYiRhkMQkArlq1ip/+9Kfhx+PHj+fUU08lOztbJgQ5CRUVFfHJJ5+wdetWfD5fh5x9AG+88Ua3vQMH4pxzzuGVV17hrbfe4qyzziI3t3NS+1YOh+OkyUWpaiq6HmZbLffswauGrv6lmjq2S09DEX2qhwPOzQBYdPEkGobph3Y7Swq+3u364tr3qHDuwqJP7HHbrgRVPzvr3wcgyzqeeNPg/cCPpkbHUVze0I/5vLSe8yUlWNuGgpfVbWJSQeecVF6/g5rm0PCcZFvvh+hFS/vgX2jYb+xTSMQntf0IqTj6KakZnXMSBQM+qstDf0e2hBz0hsGbHKV98K9w5kXd9vxrNfWsb3a7vnTHe5TtCg2BX3R151792rEeTt29tzRXl+BoKAUgMWPwZxdvH/zLn39xtz3/2ksbv4D6ko147XU0HdneKQ+gpqlUb18LgNGahDWt7fUx8cvdt2vF5veo3PpfAOZ+7Q+9O5Eo6c1z5jy0D09F6DmzjYrec9bT51DQ7aTuk9B7riExGUt27374R0Nv2sW9pwTfkVC7WCZEbhfP/kMEqmsBiD+1+8k/AAofe7Db9VWPPIG35CDm8WPIvuuOHvcXLfn3f63b9fX/WkPDK2sBGP/q/V1u0yF4d+N5fe/5N8Dy0TbmV93nha5+aS21L4d6pU9742cd1mlBFXTdv8Yc2w7iLikHQjMCdyjfw9+P6g9Q/cIHAOgsRuJndD2qIRYW/vHKbteXPPMpB54NBcXP//A73W7rrm6hflPo7yzvy1N6lUYj3PPvgxIUvY4ZPz03Kj3/oqGn503TNFY8uB8ARQdTlrR9/w4GVPQ95FNc87cjqIFQQGncguQ+Hbu+zM26l0JB46LZScSnDP2EboNB0UDRhjoKOLQUiUGOKDEJALYO9zUajTz99NPccMMNsTiMGCZOPfVUXnrpJZqbm3n44Ye5/fbbSU5Oxul08vbbb/PSSy9hs9liMgz4yiuv5JNPPqG8vJwf//jH3HTTTSxatAirNTRjVlNTEzt27GD16tWkp6fzrW99K+p1GCi/6m2Xnw5a+4WrWgCf2pb7Q4cBgy7Uk6/RX8l+x0by4yaTZsrDom8LbDoDTZS593DYtQ0Aqz6RvLiOwYkKzz5qvIfIsYwnxZSDWRdqr6AWoM5byl7HBtzB0BCOiQmLBn3mRX/Q02E4XVub+PEF27WJosegi94XlCZvJfXuUrKsY7Eak9EpelQtSL27lJKm9dh9NVj0CUxJWxq1Y/aFP+Du2C7Hrhqqqh9foG2oh04xRJyJt7X3n1EfR1Zyz4m0U+ILSYjLosVdzdHaz1EUhcLMxVhMCQTVAI0th9lTtpJAMJTzqTDzlP6eXr90zPl3UZ9z/vn9ro5XX4/N+Boastv2nqXTGTr0WLPEpZCaOZmGmt001Oxmz7aXKRz3JSzWVDRNpaW5lAO738TjDvUQilUuwq50zPl3CbkTByenrtfdxN71z5I9dhFJWRMw21LD7x1eVxN1RzZTtns1oGEwWSPmIoyVDjn/FlzSp9l4E7LHkFw0g6bDxRxe928KNY3kUVNRdHp8jkbKNr6Ju7ESgLy5F3SbV3M48dubKHv176TMWYxt9ESMyW3Pmd/eSPOOzdStXwVo6OOspC7o3GYBl6PLfas+b4d1OqMJnbHtfcm+YxMte7eTOG0O1oIxGGyh4fGq34fz4F5qPngL/7Geh1lLLx7UNg02NlHz12dJOH0RlskTMKS1tUugsQnnxs00v/s+aBo6m5XEsyL/fbdO/qGzWbHO7DyBzEjRIWffTef3eRbhgZYfbvx1do7+5l+knj+P+FljMGYlh19jvtpmmj/cTu0rH4MG+oQ40i7p+Nnq2nmEmn99TPLSmcRPL8KYHhqpoQWCOHceofr5NbhLKgDIuOYM9PGDNwNwNJW9sxNUDUWvI++CnkdehHP+rSkJT/iRfdbAcv5FU0OFh+e+t4OFV+YwcXEaafkWFEVBVTWOFttZ+dhB9qwLfW9YfHUeWaNt4bKb3qpm239rWHBZDmPmJpOQFno/VVWNqhIHH79YxoZXQs/56DlJTD69Y2/j1U8doeagk9lfzqJoVhLWxNBvCo8jQPHqWt76w35czQH0RoWLfxB5criT0hAEwCL9spJYnIi1mAQAi4uLURSFW265RYJ/J6Hjg0EFBQVcdtllLF++nPXr17N+/XpsNhtutxtVVVm2bBlbt25lx44dUa+L1WrlF7/4Bb/61a84dOgQf/zjH/nTn/6EzWbD7/fj8XjC25577rlRP340rK9/BY/a0mn5IddWDrm2hh/nWiYyI6kt8NTor6TRH/rBqUOPXjES1AKotOXPTDCkMTv5fPRKxz91DY1q7yGqvYcA0CsGdBgIaN5wgEmHnkkJi8mxDP6XgPUVL+I5FoBs75B9E4fsm8KPc21TmJHR+1w6PfEGnJQ0rafkWA5Bo85CQG1rk3hjGnMyL8Wst0btmH2xYc+TeHyd85AdrtnA4Zq2nG25qTOZVtQ5L1sg6KWqaRcAOanT0el6/ghQFIWZY65iU8mLuH2NHKn5jCM1n6HXmQiqflq/qigoTMg/l9SEov6dXD943I2UHfqwtaaUHlxL6cG1EbfPH31Gp6HBm9c/itfdeehK2aEP2+0bsvLmMnHG1R22mTj9KrZv/BsOezk1FVuoqdiCTm9EU4NoWltQP3/0mWTlze37CfaD19lIxd61oQeKQsXeD6jY+0HE7XMnnEnupCVRO76rqYKDm/4TOrxOj95oQQ36UQNtSeDNtlQmLr4JU1zfUgsMhM/RGO6hh6JQtf0DqrZHbpesaWd2GhpcdPq17Pc4cFQd5OCa51D0BnR6I0Ff20WJnFnnkjY+NrNOx4q3poKqlaGJJxS9Hp3Jghrwo/nbnjNjcir5V9yMIb7zc1byyM86LQOo/u9yqv+7PPw4/bRzyTijrQexpqm07NtOy75QjjDFaEJnMBL0uMOBeEVvIPOcS0mc0n2u0ljwl1fS8PJroQcGPTqLBc3nR/O1tYshLZWMW29En9T1a1l1e3BtKQbANn9OxAkxTnb+2iYa3ziWm1en0PjGOhrfWBdx+5SLF3cY2jvQ8sOV51A1FU+8DRybHMRqRvP5UT1to2aMWcmM+vFVGFM6jmDRNHAWH8JZHPoep5gM6CwmVJcHLXDs80enkHHFqWRcMbQ9JftLUzXK3w1NnpNxSiGWNFsPJaBxRyVVa/aFHiiw69EP2fXohxG3n/ztMwa9d+DR7XaObg99xzWYdJhterzOIAFf2/eGBVfkcMW9HeulaRo7P6hj5wehlEsmqx6jWYfHESDobwsbjT8lhZsfnt7p91rAp7LxjSo2vlEFgNmmR29QcLcEWt9ysSQY+OoDkxkzJznapz18xTgHYF+7UAxJYFCijiNKTL6JtLSEghlLliyJxe7FEGmdmOX4Ib4At9xyC7m5uaxcuZLS0lBX/alTp3LZZZcxf/58tm7dGrN6ZWZm8oc//IG1a9eybt06Dhw4gMPhwGg0kpeXx7hx45gzZw6LFnU9g+mJKMmQwYzEs2nwldMcqMWruvCrXnSKDqsukURDBlmWMWSbx3TZayLNlMf4+AU0+apxBhvxqR4Cmg+DYsKqTyLVlEeBdQrWPub+O9ElmrMYnTiXBk857oAdv+rBqIsjwZROtm0CefFTexx6PZxVNe5AVUM/LPLSe/+D2mpOZdHk2ymv30xN014cnloCAQ86nYE4YxIpCYUUpM8jwdp1HryY0Tr2EvX7uu6J1CoY9HW7vq+MJhuzF91JVfkm6qq247BXEPC7URQdZksyiSmF5BQsJCl18IZeHd9D1O/pfHGhvWDA2+36vjBZEpmw6Aaaaw/gqD+Kz2Mn4HWiKDpM1mRsybmk5E4lfdQc9Ia+5yUdiA55iDWNgLv7dlH9nV8reqOZCRfcQf2+z6k/sAl3YxWq34vRmkR81mgyp5xGfNbgPdfRYExIJO/ym3Ad3Y+74iiBlmaCbicoOgyJKViyckkYP5XEqXM69N6LBlvhODLO/DLu8sN466sJul0EvW50ZjOmlHRsReNJnr0IU/Lg58zTJyWS/vUb8JYcwHv4KMFmO0Fn6LWsT0nGlJ9L3Iyp2ObNRmeK/Fp2btqK5gu958Yv7nn470mr/d+fqhFs6v69WvUc9/c30PLDkCE1gYK7v4JzxxHc+8rxN7QQtLtAp2DMSMJSlEXCwokknzENnbnza8xSmEn2LV/CtacMz5Eagi0ugk4POrMRc0Ey1imjSD13DpaiQf5cjqL6TUfxVIfeq3s7+Yemtr1WtICKr6H7iTCC3sGddDIhzcSVP53A4a3NlO924Gj04bIHMJp0pOZbGT0riYVX5nYZgJt6ZjrX3D+J/RubKN/dQku9D7c9gNGsI63AzKhpicz5chZTzuw6bc+s8zJBg8Nbm0N5Bpv8eJxBrIlGssZambg4jcVX55KQPrLSdSn9mJR3KJwIdRQnBkWLwewckyZNoqSkhH/84x9cf/310d69GCI//elPKS4u5qyzzuJ73/veUFdn0EWa5KS9G6Z13RNipHl+R1v+nxvm/3oIazK8PL/xJ+H715/3pyGsyfDx4nvf7vD4yhv/PkQ1GV7+84+2fFuX3PncENZkeFnxWFvOrfN/9I8hrMnwsfL/buzw+IyHnx+imgwvH32vbQTKvH8/O3QVGWa+uPrm8P3FHz4xdBUZRj45s2MuxbM+kc9ngA8Wd/x8vmHXL4eoJsPL81PuC99/se7aIazJ8HF9+ss9bjNcJwF5s3g3P1y+cqirMaR+dO4Z3LJocEaqiKEXk64s550XGpK3cePGWOxeDAGv18v+/aGktEVFRUNbGSGEEEIIIYQQYqA0uYmRIyYBwO985ztYrVb+/ve/c/To0VgcQgyi5uZmHnnkEVwuFzqd7qQaSiuEEEIIIYQQYuTpNvZ1LDimnOA3CfKJ9mISABw7dizPP/88gUCApUuX8tlnn8XiMCLGdu/ezfXXX88NN9zA+vWh5MtXX3012dnZQ1wzIYQQQgghhBCi//yBYOTgGSdH7r3W84h0ni7v8M+bKqInJpOA3H9/KP/Xl770Jd58800WL17MnDlzOOWUU0hLS0On6znu+LOfSS61oRYIBHA4HNhsNoqKirjgggs444wzhrpaQgghhBBCCCHEwGgaqD1vdlKT3oEjSkwCgP/7v/8bnnpcURQ0TWPz5s1s3ry51/uQAODQmz59Om+88cZQV0MIIYQQQgghhIgqk8EQGibbGyd6d8AI52kzm3q9i02bNrFixQo2btxISUkJtbW1uFwu0tLSmD17Ntdddx3XXXddtx2+li9fzhNPPMHmzZtxOp0UFBRw8cUXc8899/Q4WUxtbS2//e1vWbFiBWVlZdhsNubMmcM3v/lNLrvssl6fx0gWkyHAAJqmhW/HP+7pJoQQQgghhBBCCBEzfQk9DPVEHcNgoo+nnnqK+++/n3fffZf9+/cTCAQwmUxUVVXx7rvvcsMNN7B06VLsdnuX5b/1rW9xxRVXsGrVKpqamjAajZSUlPDQQw8xbdo0du/eHfHYO3fuZNq0aTz00EPs378fo9FIU1MTq1at4vLLL+e73/1udE7yJBeTHoAffPBBLHYrhBBCCCGEEEIIER0na/8jjd71WuzD+Z9yyilMnDiR008/nYkTJ5KQkABATU0Nf/vb37jvvvv48MMP+cEPfsBTTz3VoexTTz3FY489hqIo/PKXv+R73/seVquVbdu2sWzZMnbs2MEll1zCzp07MZk69kr0er1ccskl1NTUMG3aNF544QVmzpyJy+Xi4Ycf5r777uPRRx9l1qxZ3HLLLb0/oREoJgHAM888Mxa7FUIIIYQQQgghhBiWBnOkcLexuxhU5Oabb+5yeWZmJvfccw9Op5Nf/epXvPjiizz++OMYjUYAfD5fOMXbnXfeyb333hsuO3PmTN566y2mTJnC/v37efrpp/nmN7/ZYf9PPvkkBw8exGq18vbbbzNq1CgArFYr9957L5WVlTz22GP89Kc/ZdmyZeHjis5iNgRYCCGEEEIIIYQQYjjqbnbc/t4Gc1hvVOobRQsWLADA7XbT0NAQXv7+++9TVVWFoijcfffdncoVFhby1a9+FYAXXnih0/rWZV/96lfDwb/27r77bhRFoaKiQkaj9kACgEIIIYQQQgghhBhZhns+vuFWnx588sknANhsNjIzM8PL16xZA8CUKVMoKCjosux5550HwKefforT6QwvdzgcbNy4EYDzzz+/y7KjRo1i8uTJQCjYKCKTAKAQQgghhBBCCCFGlCFL/9dNL75YBOZiyeVysWfPHu69914efPBBAL797W+jKG1jkHft2gXAtGnTIu6ndZ2maezZsye8fPfu3eGJYntTvvVYomsxyQEohBBCCCGEEEIIMVy1DgEeTgYzh2B/j9fU1ERKSkqn5Uajke985zv88pe/7LC8srISgNzc3Ij7bL+udfvj7/emfPvtRWcSABRCCCGEEEIIIcTIM8wCgIOuH+ev0+nIysoCoLm5GY/Hg6IofOc73+F//ud/MBg6hpkcDgcQmrQjkvbrWlpaOpXtbfn2ZUVnMgRYCCGEEEIIIYQQItr6OHFHrPLzRVNiYiJVVVVUVVXhcrk4dOgQ3/3ud/njH//ItGnTWLdu3VBXUUQgPQCFEEIIIYQQQggxsmjw3NVn9KvoTf/6qMdt+jO8tlMZrcN/3Xrumv6dy0AoikJRUREPP/wwRUVF3HXXXVx77bXs27cv3CsvPj4eCOULjKT9uoSEhPD91rKt2yQmJnZbvn1Z0Zn0ABRCCCGEEEIIIYTopZ568nXZm28At14db4jdfvvtmM1mysvLeffdd8PLW/PzVVRURCzbfl1OTk6nsr0t376s6EwCgEIIIYQQQgghhBC9FeUAX1RuQ8xisZCWlgbAgQMHwsunTJkCwM6dOyOWbV2nKAqTJk0KL580aVJ4RuHelG89luiaDAEWQgghhBBCCCHEiHPzSz0P5T1R9Odc/ufiM5gbpeM7HA5qa2uBjkN3ly5dyoMPPsjOnTspKysjPz+/U9n33nsPgFNOOQWbzRZeHh8fz4IFC/jss89YuXIlV155ZaeyZWVl7Nq1C4Czzz47SmdzcpIegEIIIYQQQgghhBhZojDs9kS4RaPXYDAYRNO6L/Dwww/j9/sBOOOMtnyES5cuJTs7G03TePDBBzuVKy0t5aWXXgJg2bJlndZff/31ALz00kuUlpZ2Wv+73/0OTdPIzc3lrLPO6v1JjUASABRCCCGEEEIIIcSI4vL6UBicHH5DeYsYHAQaW9y9aqvS0lLmzp3L008/zdGjR8PLNU1j9+7dfOtb3+LnP/85AFdccQXTpk0Lb2Mymbj//vsB+NOf/sRvf/tb3O7QcYuLi7noootwOp2MGzeOb3zjG52OfdtttzFmzBicTicXXXQRxcXFALjdbn7729/y5z//GYAHHngAo9HYq/MZqWQIsBBCCCGEEEIIIUYUm9kE6lDXYghpkGQ193rzLVu2cOuttwKhfH/x8fE4HA48Hk94m4suuoh//OMfncreeuutbN26lccff5x77rmH++67D6vVit1uByArK4sVK1ZgMpk6lTWbzaxYsYKlS5dSXFzMzJkzSUxMxOl0EgwGAfj2t7/NLbfc0qfTH4mkB6AQQgghhBBCCCFGlmEwPHeob3qldyGh3Nxc/vWvf3H77bcze/ZskpOTaWpqQq/XM3HiRG644QZWrlzJm2++2SGHX3uPPfYYr732Gueccw6JiYl4vV7GjRvH97//fbZv387kyZMjHn/q1Kls376d733ve4wbNw6v10tSUhLnnHMOy5cv59FHH+3XS2CkkR6AQgghhBBCCCGEGHm0AZRVolaL6BvIeXXBZDJx9dVXc/XVVw9oP5dffjmXX355v8pmZmby0EMP8dBDDw2oDiOZBACFEEIIIYQQQggh+iLKQTYhYk0CgEIIIYQQQgghhBhZWif7GMFG+vmPNBIAFEIIIYQQQgghxMgjATAxgiiapslLXoheqKurG+oq9CglJQW9Xk8wGKSxsXGoqzMsSJt0Tdqla9IuXZN26UzapGvSLl2TdulM2qRr0i5dk3bp7ERqk/T09KGuQpfe3ribe59bOTQH703+wEGI1Pzg8jO44ey5sT+QGBakB6AQQgghhBBCCCFGFIUhHALb/rhKF8uEiAEJAAohhBBCCCGEEGJk0cL/DOHxhRg8EgAUIoqWjfnhUFdhWHjh4IPh+8vG/3gIazK8vFDy2/D9ZWf/cQhrMny88P53Ozy+7suPD1FNhpd/vvPN8P3Lv/HMENZkeFn+9C3h+5fd/uzQVWQYef2vN3d4fN5Pnh+aigwz7/36hvD9Mx6RNmn10V1t7bLwH/8YwpoMH5/deGOHxwv++dwQ1WR4+fy6mzo8Xrz2iSGqyfDyyZI7wvdv2PXLIazJ8PH8lPuGugoDM2RBOKWt41+4DhIRFLElAUAhhBBCCCGEEEKMOIM3BDhy0j8l4jaxr5zMAjyySABQCCGEEEIIIYQQI4tGDGNsvZnloy/7kEidGDgJAAohhBBCCCGEEEL01XFxOSXSitgcLjpxRjFiSABQCCGEEEIIIYQQI86JNgS2U7xvoPU/wc5fDIwEAIUQQgghhBBCCDHySABMjCASABRCCCGEEEIIIcTI0oscgCf6CNse45sSAB1RJAAohBBCCCGEEEKIEcXj9Z1wQ4D7qqcAZmOLa1DqIYYHCQAKIYQQQgghhBBiRIkzm0Z8D7gUW9xQV0EMIgkACiGEEEIIIYQQYmTRTrxJQKJNUU70Qc6iLyQAKIQQQgghhBBCiJHnZA4Atp6bxPjEMRIAFEIIIYQQQgghxIiiDLAHYKeiQxVoO64inarR3TmezAFQ0YkEAIUQQgghhBBCCCH6oE+BNiGGAQkACiGEEEIIIYQQYuSRoJ0YQSQAKIQQQgghhBBCiBFnMCcB6dehjhWK1VwdI30SlJFGAoBCCCGEEEIIIYQYWTQGtQdgxBie0ot6SKBORIEEAIUQQgghhBBCCDHCDHIE8PhDt78/ZDP1SmRxJJEAoBBCCCGEEEIIIUaewYp/dTiO0inep2nHbThYAUGJ/40oEgAUQgghhBBCCCHEiDM4OfB6juYpx9/Twv8IETUSABRCCCGEEEIIIcTIErMRwNHqvtepn2CU9hvbXYrhSwKAQgghhBBCCCGEGFEUiGoArC1cF9uomsTsRH9JAFAIIYQQQgghhBAjTOdcfN0aJpG3Huvch5MasrlHxJCQAKDol0ceeYQ1a9YAoCgKTz75JFlZWRG3r62t5dZbb0VVVQCWLl3KXXfdNRhVHdaCWoCGYBX2YD12tR57sB6P5gRgrGkm48yzI5b1qE5qAqU0BCuxBxvwai4AzEocSfoM8o0TSDPkRCzv17w0BqppVutpCdbTrNbj09wATLOcSp5xfBTPtPeCWoCGQCX2YF2oXQJ1bW1ins24uDkRy3pUJzX+I8fK1+NVj7WJLo4kfSb5pomkGXMjlt/v3swB75Ye63hawlXY9Il9PLOBCap+GhxHsLsrsbursLsr8fjtAIzNPJ1x2Wd2Wc7ta+KjPX/u9XFyU2YwveCSDsuc3gZq7ftocByhxVONN+BEhw6zMYEUWwEFafNIskZ+rcVSMOijseUIdlcFLc5K7K4KPL5mAMbkLmFs3lk97qO6YScVdVuxuyrxB1woig6LKZGU+EIKshaQEOHcGuyHabDvx+6swOVtxB9wEVR9GPRxxMdlkJkymbyMueh1xqiec0/8PicNlbtoqtuPo6kcr7sRTVMxmuKJT84ns2Au6bnTol62veb6Q1QeXI+94Qh+nwODwYItKZesUfPIyI/8vhZLfm/o3JprS0Ln5mp3bin5ZI6aS1re9C7LOhrLaKjahaOxHI+jFr/PSdDvQW+0EBefQUr2ZLLHLMJosvapTvu3/IfqQ58CYLamMO/8nwz4PPsq4HHSfGQn9op9uOvK8Tka0dQghrh4rOkFpI2fR/LoGV2W3fzU93t9nPicsUy46M4u1/ldLVQXr6H56C58jkZ0BiOW5GzSJswnbeJCFGXwf564K8twlOzEU1WGr6GWoMtB0OtBb7ZgSsskfuxkUuYuRh9n61Q26HHjOnIAT1Upnqpy3JWlBJ0tAORcdC3JMxf0eHxNDdJcvBH7rq14qisIelzoDEaMSSlYi8aTOv90TCnpUT/v7njLynDt3Im3rAx/bS1BpxPV40FnsWDMzMQ6eTKJixejt3b+O2h47z2a/vvfHo9RcM89GNM7n1fF44/jOXCg27L6pCQKf/az3p9QlHhLy3Dt2IWvrAx/TS1BR7t2ycrEOmUSCacuRm/r/v0hYLfT8vEnuHbtJtDQgOb3o4uPx5SVhWXcWJKWnomi13co495/APeeffhKS/HXNaA6naheLzprHKbsbKwzppGw6BR0psH9HIqkYflH1P9zdfjx+Ffu77RNsMWF44s9uLcfxHuwEn9dEwRV9Ik2zGNzSTxzFvELp/R4LNXtpfHN9Tg+3YW/pglFp2DMTSPh1Okkn78QxaXAoQAAAQAASURBVDh8fgYffPEL9j35Sfjx+R9+p9M2K898tNf7S52Vx4I/XtlhmafWQc26g9RvKaNlfy2eWgcA5lQbSVOyKbh4KmlzCvp5Bie4YRLUi6qT8ZxEVAyfdz5xwtI0jQ8++IBrr7024jZr1qwJB/9Em+ZgLZvdq3ve8Dhu1clHzlc6LNNjQEPDrTlwBxxUBQ6RZxzPVPMiFEXXaR81gaPs8Kzvd91jpTlQy2Znzz8SjudWHXxk/1eHZeE2UR24VQdV/oPkmSYwNe7ULtuklYIOo2KOuF43BNfKml3lbD78cj9KKpgMnX+gtqeqAQKqF4CkuI4B0kZnKZ8feK7DMr3OhKoFcfkacPkaKG8sZkzmqYzPXtKP+g1Ms7OcLSUv9KusqgbYduDf1DXtDS8Ln5unHpennvK6LUwoOJfC7MWdyh+pWk9d874OZXWKAX/ASWOLk8aWwxyt/pTZE5ZhswzeD/XPV/4STWt7v9XpDCiKHp+nmYaqZhqqdpKSOZFJ829AbzBFrWyrwzvfoWz/2vBjvTGOgN9DU20JTbUl1FVsZ9K861F0+i7Lx8rGd+6PfG6VzTRU7iQlaxITF3Y+t+ojG6k6+EmHsjq9kYDPRUvDEVoajlCx/2MmL7qZxLSiXtWnqXY/1Yc+i8q5DUTxCz+Hdu2i6A0oOj1+ZzPNzmaaj+wgsWASY865Gd1x7WKIS+h235oaJOgNXYixZozqchtXbSkl7z5J0Bu60KMzmgn6vDirD+GsPkTToW2MOffr6PSD+5W1edtnNG5q+4xUDAZ0BiNBtwt32WHcZYdp2PgR+Vd9HWt+UYeyLXu3U/lWf96vQ4JuF0dffhJPxdHwMp3JjBrw462twltbRdPmDeReeh2Jk2f1+zh91fL559jXd2wTxWhEdbnwHj6M9/Bhmj/6iOyvfQ1LUVHXO9HruwwQhukifzYDKCYTOnPXn8/6+PieTiEmWj77nJaP294fFGO7djl0GO+hwzSv/ZisW2/BMrqoy304Nm+l7l+vonk84X2gNxBsbMLd2IR7z14STl2E3hrXoVzz+2tx79rddmyTCcVgQHU48ew/gGf/Aewffkz2/7sVY2ZG9E++D3zldTS8srbH7Q7e+jsItntPMhpAryfQYCfQYMe5cQ/W2ePJ+cE16Mxdfw75a5so+/nfCdQ2hfZhNqIFVLwHKvAeqKDl42LyfnYz+vi4LssPJsfRRvY/2/NngSm1+wCyFlDx20Ovn6RJHTtluGta+PDqZzoEhfQWA5oG7io77io7VWv2kfflKUz7n6Uo+u7/Dk8qvcgBeDL0kOvuFDX5iT6iSABQDEhmZiY1NTWsWbOGa665JuJV+tbegq3bizYGTCTq00jUpZGoT2WPd2O4J15koXfqVH0OucaxpOlzseisaJqGU22mxLeJmkAp5f4SzEoc481d95ozKXEk6lLDx9/q+SDKZ9c/BsVEoj49VC99Gnvcn/XcJlrooy3VkEuuaRxphlwsOtuxNmmixP0FNYGjlPv2YVasjI+bG3FXyfpMFiRcGM1TigqD3kJiXDaJcTkkxmWzp2IVvoCj2zJxpiTOmvK9brfZXb6So/VfoFMM5KR07N2laUEUFDISJ5CTPI3U+EJMBiuapmJ3V7GnYhVNrlIO1qwjzpREfurg9+4y6ONItOWQYM0h0ZrD3tKV+PzdtwvAocqPwsG//Mz5jM45A4spEU1TaXFVsffouzQ5jrKv9L+kJBSRaOsYHE1NHENa0liS4wuxWlIx6EM/Sn0BF1X1xZSUrcbtbWRbycssmvbNboPO0aRpKvHJBWSNmkdK5gQstjQAPK4GSve+T/XRjTTW7GX/tteYOPfaqJUFqDz8aTj4l543k9FTL8Qcl4waDFBbvpUDxa9TX7mDQ7veYcy0i2PbEMfRNJX4lAIyC+eRkjWx7dycDZTueZ+aI5/TWL2HA1v+w4T5X+1QNiGlAMu0C0lMH01cfCYGU+hHYzDgpb58O4d3vIXf62TPp88x59y7MRi7/1EZDPg4sPlVFEWHLSkHR1NZbE66NzQVa8Yo0ibMJzF/EubEULt4Wxqo2rKK+r2fYS/dw9GPX6HorOs7FJ2x7Bfd7rq6eC3ln60AIH3iwk7rgz43+997mqDXiTk5k6Il12PLKEANBqjf8ylln76BvWwvZRteZ9RpX4nSCfeOJXcUmcmpWAtGY0rLQm8JPaeqz4t9TzE1779J0OWg7NW/M/b/3RNe30pvS8CSnYclOx9Ldj7l/3m218euXvV6OPiXfvp5pMw7DYPVhqaquEoPUv3ea3hrq6hY8RJxeUUYE5OjddrdMo8aRWpKCpYxYzBmZqKPO9YmXi/O7dupf/NNVIeD6meeoeDHP0YX1/nvwFJURO43v9nvOiQtWULqeef1u3wsmEeNwnhpKuYxo0PtYm3XLtu20/DGm6gOJ9VPP0vBT3/UqV2cW7ZR+48XQdNIWHwKiWeehik7O7QPjwdfeQXO4h1dBmXiJo4nbvJELGNGY0xPQ2exABB0OnFs2kLjircJ1DdQ/bdnyfvRD1B6CLDGiqaqVD+xHM0fwDKhAM++0sgbB1XM4/JIXDIb26xxGLNSAfDXNNLwnw+xr9mMa0sJNX99k+zvXNmpuBYMUvHbFwnUNqFPSSD7W1dgnTEWTVVxbNhJzV9X4D1USdWjr5L3kxtidcq9oqkaO/5vNaovSPLUbJp2VkXcdunyb3S7r0P/2szex9cBkHfh1I7HCWqgQdrcAnLPnUTavAIs6fFoqobzaAP7ntpAzbqDlL+zC0u6jfFfXzTwkztBuNw+lK4CYCdD1K+d7k6n2e4atHqIoScBQDEgo0ePJi4ujiNHjrBr1y6mTp3aaZtdu3ZRWVlJYWEh2dnZEgBsJ0WfxdkJ13VYts+7qcdyBsXMIuvFJOrTOixXFIV4fTKzLEvZ7F5NXbCcI75djDHNQK90/HPPNYztPMzX07/ziKYUQxZnJ3X8QrbP/UWP5Qw6M4viLyXR0LGnVahNUphlO4fNzv9SFyjjiHcnYywzO7XJcJZiG8XZU/+nw7J9lWsGvN+gGqCiaQcAWUmTMOotHdZbTamcOvEObObUDssVRUeSNZf5Y5axYf/fcHhqOFjzyaAHAFMSCjlrzo87LCsp612v2oq6bcf2UcTkwovCyxVFR6Itl1njr+fjbX8gqPqobtjZKQBYmN31F2STwcqorFPQKQZ2H3kTp6eWZkcZyQld94CKtmmLbyM5Y1yn5RZrKuNnX4Wi01F1+DNqyzZTNOV8zHHJUSmrqUGO7gn13rUl5TFx7lfDQU+d3kDWqHmoQT8HipdTeXA9uaMXh4Nwg2Hq6bd3fW62VMbPDZ1b9aFPqS3dTOHUCzBbk8PbZBbO63KfeoOZzMJ5GC0J7Fr/NH6vg4bK3WSOipyqAODIrpV4nPXkTzwbn7tpSAOA4y+8g4TczikfzAmpFJ5xDYqio27PBhr2byJ3/pcxxaf0et/1e0O9WmxZo7EkZ3ZaX128loC7BUVvZNx5t4aDjzq9gYyppxH0e6jY+A51ez4lc9oZXe4jVpJnzO9yuc5kJnnGfAzxiZS+9FeCTgeO/btImtZ2USlp+rxOw3zLe3lcNRDAvmtraD8z5pNxRluwS9HpsBWOI/+qr3Hg8V+jBfw49u8iZU7nHsqxkDCv678DndlMwrx56BMSqHrySYIOB85du0iYG/lC28kkYUE37bJgHvrEBKqfeArV4cC1czfx89reHwLNdur+/SpoGqmXXUzSWR3TeegsFixjx2AZO6bLYyQtOaPL5XqbjaQzTkMxGKj/16v4q6rxHj6CZczofp7lwDS9+xmevaUknD4DY3ZqtwHAvJ/fjHVa5/M1ZqaQdcdloNdhX/UFLR9vI+26czCmJ3XYzr52K76j1QDk/OAa4iaGPnsVnY6EU6eDplH1x1dxbSnBtf0A1uljo3eifXTktW007agk50sTseYldRsA7EnZ2zsBSJmeS/yoju/TxgQzi566lqQJHd9DFZ1CfFEasx+4kE13r6Du8yMcfmUrY5bNR28+cb4jD4Q1ztR1cGwEDaFNSexb+hJxYhtB/XtFrCxduhRo6+V3vNblrdt1xeFw8N577/Gb3/yGO++8k2uvvZavfOUr3H777Tz++ONUVFR0KlNVVcWll17KJZdcwoFu8sJomsZtt93GJZdcwuuvv96HM4u9/vYIMiqmTsG/jvtVwsG9IAGcanPUjh1rA2oTQ+RhloqikGeaAEAQP85gU7+OM1Ri9XxVN+8hEAxFfrsK3llMiZ2Cf+3pdHpyk0N509y+RvyBnnqvRtdA2qW1l2Citeu8kEaDBasl9HcWVH193n9SfH74vsdn70cN+6erIFd7WaPaAhMtjR0DTwMp62gqx+8NtWneuDO6fG6yixaiN8ahaSo1ZZu7PVa09XhuhW3n5mjspndKFxJSC8P3fe7O77fttTQcoXL/OizxGRRMOrtPx4mFroJ/7aVNauu556rtfbs4qg/haQr9CE+fdEqX2zSUhC7upI6dHQ7+tZcx9XR0RjNoKg0HBvf10pO4vLbn3G9v6rBuIL2sVI8LLRgAwJKd3+U2ppR09HGhH2yqr+/vTbFiKWxrk2Bz938HI4mlqK1dAk1NHdbZP1qH6nJjys8jMUIwb0DHLmy78BRoGprnxF/dSP1L76NLsJJ+0wU9bt9V8K+9pKVtgWXvgc6hdfuHWwGImzo6HPxrL/7U6RgyU45tu63H+sSKq7KZkqc3YEyyMPlbpw9oX407KnEeaQQg/6LOnTGM8eZOwb/2FEUh/8uhvIpBtx/nkYYB1eeEomlyEyPK8IwAiBPKmWeeiU6nY/369Xi93g7rvF4v69atQ6fTsWTJkoj7WLFiBY899hgbNmygoqICvV5PMBiksrKSlStXctddd7F169YOZbKzs5kxI5SYfPXqyD1+tm/fTlVVFQaDodsg5MlGp7Tl19JG0mWsbkibdFbeuBUI9fRLjS/sfuMIdLq2q8QnUrvGmY/9AHB1vsAA4A94cHnqAUi05fV5/00tR9qOZel9r6lY65hLrW+JX7or63E3hu9bE7qeFEpRdMTZQoH6ppqSPh071tqfW19fx/a6Q+H7lvjIF2fUYICSTf8GYNzsK9Hph0di/u50aJc+/FCo3xPq/ac3WUgZM7PTek9TDT5H6DWTWDCpy33ojWbis0M9llrK9na5zVBxHT0Yvh/NyTj0tgQUYyivmaeq656hvsY6gu7QkC1LTtdBwqHgOdjWJoa0wevdO9x5DrS1izG9Y7s4NoaC4PHz5sRkshvPwbb3puOPPViq//oGmtdHxk3nY0jqPidxb7SfvENTO74nqV4fnj2h4fO22V1f3FAUBdus0AUh17b9A65Pf+18cA1Bt59J3zwdU/LAemC19v4zxJvIXtL9xa5IdKZ235HVE+e7XFRo/b8pw/DW13OQGODIMjL69oqYSk1NZfbs2WzatIkNGzZ0CPR9+umnuFwu5s2bR0pK5B/AqampXH/99SxYsIBRo0aFA4CHDx/mhRdeYNOmTfzhD3/gqaeewmJpG6J43nnnsW3bNj788ENuueUWTKbOyYBXrVoFwMKFC0lMHNyZW4dSQyA0jEBBh003cs67Ow2BSuBYm+iTIm7nUJtYb/8PLrUFBQWzzkaKIYtRpsnd9jI80bi8jTQ4DgOQlzqr3/tpcIQCXWZDPEb90CfU7q38zHnsPfoujS2H2X3krXY5ADVaXJXsPfouQdVHkq2AnLSuZ0E9XlD14/HZqWnYycGKDwFITigkqR8BxFhprmv7MWpNyI5N2e4ySh9b57T3f6hTLDTXtfUktyb23C5qMIDPY6exajdHd70HgMWWTmp25NkpS/eswt1SQ1bRApIyhm7YWV+0VLS1S1xq72b7Dvq9NB46NsR+7JxOk4cAuBsrw/ctKZH3a0nJwV66B3djdW+rHDNqIEDAYcdRspPaj1YCYExJJ3585x43/aUoCilzFtHw2Yc0F2/EmJTaZQ5AgITJM7EV9u/HfrRogQABux3Xrl00rgy1iSE9HVsXKWEAfFVVlD74IIH6elAUDElJWMaMIXHxYsz5PQczHZs349i4kYDdjs5oxJCejnXiRBJPPRVDUuTP9cGmBQIEmu24d+6i8d3Q+4MhPR3rtLZ28dfXE2wO9Q43FeTjq6ikadUaPPv3E3S60MfHYxlTROIZp/Vp6K7q8xNsasK5tZim90LfgS1jx2AeNfgzvDav/gL39oPETR9D4pmzorJP9662oKZ5VMeLTb6yunA0wzQqco8307FywSYHwRYX+oTBHQJZ+uYO6jeVkja3gLzzJw9oXwGXj6oPQhfUcpZORG/p34Wlhq2h3pSKUYetIHlAdTqRhINmUd1plPfXk+Pq39fDn2TpDkUPJAAoomLp0qVs2rSJNWvWdAgAvv/+++H13Tn//PM7LdPr9YwdO5af/OQn3HXXXZSWlrJ+/XrOPrttyNTChQtJSkqiubmZDRs2cOaZZ3bYh8PhYMOGDQB86Utf6u/pnXBcagtl/lBviRzDaAxK17OkjSSuYAtl3j0A5BjHdNsmfs2DX/NiVEwENB8utRmXr5ly3z7GmGcyPq7rfD8nmtbefwo68lJ6F+A6XpOzjBp76LWWlzorJj0YYqUgcwFen53DVZ9QVrORspqN4VmANS2IyRhPUfZpjMlb0u1QY6+/hY+2/r7LdenJE5k2+rIYnUHfBfxuyvaF0jIkpo3GmtD7nGo9lbVY2y7yOO1VxCd3/jGvqgHczlCvymDAQzDgizib8GAK+NyU7f0A6LldPnn9HjQ10Gl5QloRE+dfF3G2WkdTOeX71mI0x1M07aIutxluAl431dtCn+Px2WN6nYOv8cAWVH9oREBXk38A+J1tw+JNtsiBm9Z1qt9D0O9Fb4w8Q3us7Pnt3eFhue3F5Y8m77Jl6AzR/TqdseTLBF1Omrd/Qd3H71H38XvozBZUvw9UFWNyGplLLyJ14ZKoHrcvDv3oR2iBzm1iLioia9kylAhtojqdqC4Xurg4VI8Hf20t/tpaWj7/nOSzzyb1gu6HiAbq6kCvR2cyhSbIKCvDV1ZG8/r1ZF57Lbbp06Nyfv11+Ac/7rpdRheReeP1HdrFX1MXvu89eJjGlf+FYBDFaEQxGgk2N+Pcsg3n1mKSLziXlPMif48N2O2U3nd/l+us06aQfl3nSZtiLVBvp+75/6KYjGTdfklU9hl0umlY/jEAlsmFmPI6XpQNNLa9rxhSI1/8NqS2zWAeaGwZ1ACgp9bB3r+sQ2c2MPV/Bj4yqXLNPoJuP9D18N/ecFU2U7piOwA5Z03AYBv899mhooX/ifZO24nFV+No1ll6AI4oEgAUUbFw4UJsNhvFxcXU1dWRnp5OXV0dxcXFxMfHs3Bh1z8AesNoNDJr1ixKS0vZvXt3hwCg0Whk6dKlLF++nNWrV3cKAH700Uf4fD4yMjKYNWtWv+twIglqAba51xIkgFExM948MpJwdyeoBdjmWnOsTSwRA3hWfSITLPPJNBYSp0tAp+hQtSANgUpKPJuwB+s46N2GUTFTZBnaHxkDpWkq5Y3FAGQkjsNsjO/zPnwBJ9uOLgc0rKZURmcMTiL6aFEUHePyz8EWl8meI28TVH0dcv2paoBA0Esw6EOvi3xFXUGHyRBqv0DQg6qFfvxlpUxlbN5ZGA3DI7mypqns3fQyPm8LOp2BsdMvi2rZ+KQ8jOZ4/F4HZSVrycyfjaLTd9im4uB6goG22YaCAc+QBwA1TWXfFy/h99jR6QyMmXVZt9ubLAmoQT/BgA81GHq9JGWMpXDahZitXfd019Qg+zf9G01TGTPzsvAswsOZpqkcXvsifpcdRW8gf/EVvS5bt/dTAOJSc7FmdN3rqDVACKAzRP77ar9OHaIAoCE+ATUQQPV50fyh59xaOI7MpRdjTIr+8H6dwUjOhddgzsyh5oN3QA2ietv+blS/j6A7lCtQ0Q3N348+IQEtEED1etGO5SG0jBtH2kUXYehixIcxPZ3Uiy7COm0axtRUFL0eLRDAfeAADe+8g6+sjKbVq9HFxZHcRcoYy9ixJMybR9zEiegTE1EUBdXtxrl9Ow1vv03Q4aD6+efJvfPODrkIB5s+MQHNf1y7jB9L6iUXYUjt2C6qu23mzcZ3VmJISSb92quwjB+HotPhq6qi/pXlePYfoOmd9zBlZ2Ob2fV3D0WnQ58QCmqpHjeaP/Q5ZJs1g+Qvn4/eNvifQ9VPrkB1eUhb9qXwTL4Doakq1X/6D8HGFhSjgcyvX9hpG9Xd9hmumLr53G63TnV7I24XCzv/sIaAw8eE20/FmjvwXqutw38TxqWTNLHvEyUFvQG2/vxdgp4AxiQLE24/sb7LDVSoB2CMI2Ctuw8HAvsREYxpHSUCOJJIAFBEhclk4vTTT2flypV88MEHXHXVVXzwwQeoqsppp52G0dhzd/SysjLeeustdu7cSU1NDR6Pp1O+oYaGzklpzzvvPJYvX05xcTHV1dVkZbUNB2gd/nv22WejG0BS7hOFqqkUez7CrtajoGOG5QwsuuERfBgqqqZS7FqLPVgXahPrmVh0XeegyTV1HkqlU/SkG/NJMWTzueNt7ME69nu2kGeeiPEE7llZ13IAr78FgLx+zNwbCPrYfPjfePzN6HUmZhZeiUF/YrWHz++k+MC/aWw5TGriWMbmLsEWl4mq+Wl2lFFSuoqy2o3U2/czb9LXsJi67k1gMto4c/YPgVCONK/fTlnN/2fvvsPjOsuE/3/P9BmNRr1YXXLvTuI4jtMcpzcngVBTaQssyy4sZYGF/e0L++6yL2wILKGXACEBQkhP7LglLrEdl7hJlrtl9T69zzm/P8YaaaxRtZrt+3Nd8nVmznnOec7tmTNn7nnKbupa3qHNWcucsjspyZ/8VqMnD75Md+thAKoW3U9axvC6cw63rKLTUzb7Zk4ceJGAt43qnb+lYu7t2ByFRMMB2ur3UHd4LYqiR9NiPaXO+7zO16n9L9PdcvbcltxPWkbqSWF6LL39G4nlcNBLe/0eGmo3cGDT/1Iy5ybK593Wr0zD0U34XE1kFc4lt6T/eHhTUcM7L+I+UwNA6TXvx5YzeFx6BLpa8LfFx+DqO4HIhWzGP3wrsRz1eXAd3EPHtnWc/u0T5F57M3k3DD2xwUiEnZ00PPcbQm3NOOZdRvbylZhz8okF/fhOH6d902t0bt+I79RRyh/+HDrTxCdFy775zcRyzOPBs2cPzvXrafzhD8m8+Wayz+nZkWpGYMVgwDZ7NpaqKpqffJJQfT3db76J46qr0FmTk+TZt/V/X+msVtKXLcNSVUXjE0+gBgJ0vfoqRZ/73Bid5ciV/n//mliOeTx4d+3BuW4DTY//iMxbbyLrzj5xOWectfyPP4q5tLfltKmwkIK/+zgN//FdYm4PzjVvDpgA1NvtlP3H/wfEP4diLhfubdtxb3ob38Fqch64H8eK1JPxjAf35v349x7FXFFI1t1jk1Bq/+0b+PYcBSDvk3djLh/ZEBZTQdObtbRvP036jFwqPjjye69zeU514qqJD49QctfIW/+pUZX9316D+0gbikHH4m/dhiV35D8IX9Am8jZE67cgxISTBKAYM6tWrWLNmjVs3LiRD3zgA8Oa/bfH5s2beeKJJ4ie7TahKAo2my2ROAwGgwSDwX6TjAAUFRWxcOFCDh48yIYNG/joRz8KwMmTJzlx4gQ6nW5Y3X+ffvppnnnmmQHXP/DAAzz66KND7meyaJrKweBm2qJnUFBYZLmeXMPkjDs22HiPE0nTVA7636ItUhePiW0lucbRDZiuVwzMsixlt28NMSJ0RZooMFWMaB9TJS4ADV37ADAb08lLH9lYZFE1zN7Tf8Llb0SvM3FF5YdxWFNP+jCUyYxJ9akX6PacJiu9gstnPdyn+7KF/Ky5ZNpLeefQkwRC3RxvWMeCqvcPuU9FUbCYMphRchPptmkcOPFnDte9Soa9hHTb8L+sjHVcTh16leZT7wBQueAeCsuvHJey0ypXEPR30Xh8M862o+xrO5q03pKWS17xIurPdiUeaUu4MY/LwVdoPrkNgMpFqymoWDZEiWQmi53imTfgyKnkwFs/pqF2PelZpWRP6x0H0O9upb52PTqDmelLht+KbrjG4z3UsONl2mu2AlCy/N4Bu/Gm0nm29Z+iN5A9Y+DEt65PSz41GkFv0qfcTo1GUpYZynhdWwxp6eQsX4mttJLTv/sRHVvXYSkqI32MxgHUVDWR/MtYuJSi1R9NrNOZzGQuuhLrtFJO/fpxgi0NdLyzkfyVw09Ajkdc9OnpZK5ciaWqiqYf/QjnunWYy8pImzfweJh96YxGsu68k5af/xwtFCJw7Bhpi4Y/LIUxNxfHNdfgXL+e4KlTxHw+9GnDn2xivF4r+vR0MlatxDK9iqYf/C/Otesxl5VhWxCPi87S+3q2zJyRlPzroTObSb/2GpyvryHc1EzM7UHvSO+3XV+KomDIzCT7rjswl5TQ9pvf0fmX5zGXl2EuHl4iH0Yfl6jTS/tTb4BOR/5n7kXRp35vj0T779fgWhOfWCj3sdvJWHV5yu101t4fIrVwJOU2567TWUeWQB9tXEJdfg7/eDOKXmHBV25CZzj/hgk9rf90Jj1Ft6SeTGkgWkzlwH+spW3rSRR9PPmXe+XoWs9OpfvbEeuZDEOIS8TF3yRKTJg5c+ZQXFxMY2MjL730Eo2NjRQXFzNnzuAfSC6XiyeffJJoNMr8+fP57//+b/7617/y7LPP8vvf/57f//73rF4dHztkoBkIb731ViA+5qCqxgeY72n9t3jxYvLy8oasv8/no62tbcA/v9+PXq8f9G+yaJrKgeAWWqKnUVBYaLmeQmPFpNVnysTE/zYtkVPxmNhWUmga/iDaqWQYertW+FXPiMtPhbgAhCJe2t3xAaOLsxYNOr7duaJqmL2n/kS37wx6nZHLKz5EVlrZqOsyWe8hb6CdDlc8BuWFK1KOXWgy2pmWE2+t1dp9eEQzoAIUZM/DYsoANBrb946o7FjG5FT1azSe2AxAxfy7KJ5+3biWrZx/N4uu/XvyS5diSy/AbM3EnllK+ZzbuGzlF+Ds681szUqaQXo4xjIupw++StOxs+e28G6KZgw/LudKzy7DkRu/vrSc2pm07sS+F9DUGKWzV2EwWYlFQ0l/Ws+EKZqWeE5VY+ceYkBj/R5q2PkKbQffAqD4qtXkL7xh0O37UmNRuo7vASCzchEG88AJXmNab4vasM814HY963RGy4i6/473dcVaXI6tNP5/7nxvx5jt13fyCKG2+AQp2ctXptzGnFeIfUZ84gDPkQMj2v94xsVSVoal8uyszWfHXx522T7ddiOdnSM/dk95TSOaorfIYMb7c8hcXpaYxMOzvfe1ou8zaYmpcOAf0fqui3Z3D7hdKmmLF6LPygRNw7vj3RGVHW1cOv64DtXjJ+PmKzAV5aIGQkl/WrT3+pZ4LtJ/3MTE/v6wFucr8R+hch+5jay7Bm5RaMjqva5Eu9wDbhft6r2HM2QNnlA912hfK0d/vo2IK0jJ3QtIK8si6g8n/WmR3smzep5TIwN/FqiRGE1vxse2LrhhBsb04V8ftZjK/v94k5ZNx1D0Cou+eSuFK1PPmjwcQ30/muz73qFM9qy9U+FvuOrr6/nhD3/IvffeS0VFBWazGbvdzvz58/mnf/onTvaZDX4gL7zwArfeeiu5ublYrVZmzZrFl770JTo6OoYs297ezpe+9CVmzpyJ1WolNzeXW2+9lRdffHH4J3GJkxaAYkzdeOONPP300/zud79LPB7Knj17CAQCWCwWvvWtb2Gz9e+y6nQ6B93HihUr+MUvfkF7ezv79+9n/vz5vP12fAbO4U7+kZaWRn7+wGNn2Gw2YrHhfymbKNrZbr+9yb/rmGY8v0TX+ZrsOGlnu/32Jv9uYJqpalLrBJMflx5N3QfRiN9oFmctGXa5pOSfYuTyig+TbT+/sZYmKya+QHti2Woe+JdrmyUHAFWNEI76RjxWotnoIBh24Q+N7AvpWMXlVPWrNB4/m+SadyclM4afzDmfso6cChw5FSnXeZ0N8W2yR/7aGbO4HHyVpmPxz4jyBXdRPHP45zYQkyX+xTPoS76BDfnj//d11W9QV/3GgOVDASc7Xo53q6xctHrYCcmxfA817HyZtgNvAVC87G4KFq0cUXlX3SGiQR8AubMH725o7TPzb7C7GWtW6gRI8OxswQOtH8hEXFsM6fEETrh76C8twxXq6J3t2JQ18Kzzpuz4D5sR58iSZeMdl56k1miSeJNlIl4ribi0975WjIUFoNOBOsis6XDeY38ZMjKIdTuTjj0co41LtC2epHS9uQvXm7sG3fbEI/8XgMw7l5P3sTv7rW///Vqcr8Rbaec+dCtZ91wz6P5MJbmgKKBphM+0kXbZrJTbhc/E32f6TPuIJwAZbVz8LfGEZP1LB6l/6eCg266/42cAlD+whLmfvz7lNm1bTxJxxccGHUn333jyby0tG88m//71NqatSh2n4RpOTKZsEnBCWwDGDzRUr+Pk6kz+UCk96uvrKS8vT/pB3OFwEAgEqKmpoaamhl/+8pc89dRTfPCDH0y5j3/4h3/gySefBOKvCZvNxrFjx3j88cf54x//yKZNm5g7N/XM2NXV1axatYq2tjYA0tPTcTqdrFu3jnXr1vGP//iP/PCHPxzjs774SAJQjKkbb7yRP/7xj0SjUXQ63bASgD3Z/pKSkpTJP03TOHTo0KD76JkM5KWXXmLdunW43W68Xi8Oh2PYE5A89NBDPPTQQ4PWs3uEv7yOt9TJv8lPdE1mnFIn/0bWxXUgrmifpJFu5GOkTJXXT8/sv9n2CmyDJL/66t/y7/yTfzB5Menb4i8YcmG3pk7+hyPexLJhhIPta5pGINw9qrJjEZdTh17tbb03705KZq6ckLKDCQc9ONvjLS/zS0c+QdGYxOXgK4mWf+UL7qJk1srz3idA0BdP9OkNEzse21i9hxp2vNzb8m/Z3RQsHvnslB218daPZkcu9mmDX3fNGXmY7FmEvd2462vJqlrSb5tYJIS35RQA6SWzR1SXibi2hLvjSa4xHYOvz7Up4urGnJs68Rn1ec4e2zKi3Y93XKJnE38688hiEqqrSywbcnJGfNxgT3lFSTkJyWAm4rWSiEufbr86oxHL9EqCx04QbmkdqCjh1rPrFAVDzsgm09D6tIjse+zhmOx7lvbfr+lt+ffQrWTde+2QZXRmE5Y5ZQQP1+HbdyxlGU3T8O8/DoBtcf+xn4cy2XHpUX+2+6+tOIPsJcMb8keLqez/ztreln//ehvTbjq/5B8MLya5uQP/oDGZFLTxnwRkhJJTfhNQt2EeoifRe/vtt/Poo49y8803k5ubSzQa5Z133uHzn/88Bw4c4KGHHmLu3LksPGdW9l/+8pc8+eSTKIrCd77zHb74xS9is9nYv38/Dz30EIcOHWL16tVUV1djMiXfN4dCIVavXk1bWxsLFizg6aefZvHixfj9fn7wgx/wrW99ix/96EcsWbKEj33sY2MSlouVJADFmMrLy+Oxxx6ju7ub7OzsYXW9TTs7TktrayuRSKTfhCEbN26kqalpyP3cdtttvPTSS+zcuZPWszdLN95447AmILkQ9U/+XT/pLf8mW//k38pht/zTNC1lN9AeqhbjWHA3AHoM5BiGP47OVNLtO4MvFP8iUjLM1n/jlfybTOm23tZH9e27yM3s3/UlFgvT3LkfALu1AH2fSU5ULYZOGfzX7KaO9xIJxCxHxRjUeviSEnjz7xpZy7/zKDsYTVM5vv9vaGoMe2Ypmfnn/6VjpPom/yoW3j2sln/xLrrKoNcHZ9sxvN31QHxG4L76ThqSyrHdf6LtzB7Mtqwhtx0vScm/q1aPuOUfQNjbjacpPuZjzuxlg8YL4kn47JlLaXlvHd0n91F4+a2Y05OTG+012+KzBSs6sqenHvNrPGiqCsrg/+e+U0cJNsX/z9PKx+ZHJgBLYe8X+e492yi8rf+4kVGvG8+ReAsia/HEXIuHE5PA0aOE6uMxsUzvjclQn69aNErXG/HWsYrJhHVm8vV4qPKRzk7c2+KtxMzl5ejtEzeJwbDicuQYoTNn4zIj+bViv2oZwWMnCB47Tqi+od84gGoohGdrPAlmLi9LOjctFhtyfD3vzl3E3J6Uxx4vJf/n44Ou7/zLRrqeewuAmc99O+U2Scm/R24bsuVfX44blhA8XEeg+jTBY/VYZibPRO7dXk2ktfvsthM3KdNVPxx8HOFjv93Biafi3bRvf/sfB9020Oqhc0/8NVV857whr7fQp+XfpmMoeh2Lvnnrebf8u2hMrfzflJWVlcXevXtZsmRJ0vMGg4Hrr7+eN998k4ULF9Le3s4PfvADfvOb3yS2CYfD/Nu//RsAn/vc5/jXf+2dMGnx4sW8+uqrzJs3j+PHj/OrX/2Kv//7v086xi9+8QtOnjyJzWbjtddeo6wsPvyQzWbjX//1X2lububJJ5/km9/8Jg899NBF+/1/LMgYgGLM3X///Xz84x/nvvvuG9b2ixcvRlEUPB4PTzzxROJXpEAgwMsvv8yTTz5JevrQ43OUlJQwb948IpEIx47FW5gMt/vvZIpoIcJqMPHXI6bFkp6Par0DFp875t8iyw2jSv713X/fY0e1aNLzMW3gsVnGQ0Q9NybxT+YY0cFj0mfMv0W2G0fU7bc71sIu7xs0hY8RVH2J51VNpTPSxE7vq7hi8RaA0y2XYdRN/KyLkWiAcNSf+EvERYsmPR+NhQfcR8/kH0a9lYKMoQeMjqkR9p7689nkn4krKj8y5ZJ/kWiAcMSX+EvERY0kPR+N9U4iZDVnkpsZb1HU4TzCoZPP4w92oWkaqhrD6TnD7trfEgjFr0flhcljDjk9Z9h1+Dc0dewnGE4ev8wX7ORY/ToO171y9ljZFOWe/2x/w9V33L7KBXePsNvv6MsCBH2dnK5Zg9fZgBqLvz81TcXdeZpD7/yKrpZq9EYrsy7/4LC+sIyl5DH/7hl2t9+Q38n+jT+g5eR2gr7OpK4vIb+ThiMbObz9KUDDYLKd11iCkyFpzL/l944q+QfQcWRnvKuioiNn1vAmUylYtBKDNR01GubEml/ib49/oVVjUdprttG8O54Uyp2zHEvmwEN0jLWI28mpX/0P3XvfIdyd/H8ecXfT8c4G6p/7DaCht9rIXtb/tRT1e5P+eqjhUNLzaiT5em0rq8KcH/+BqXv3NlrXvUTEE7/GqNEI3hOHqfvDk6ihIKCQfdXYJOiHEnU6aXz8cdzbtxPpTI5JtLsb54YNtPz2t6Bp6Gw2Mq7v7bYYPHmS5p/9DM/u3UT7DOmixWIEjh6l6cc/JnQmPnN01i23oD9nBmDnxo20Pfss/sOHiQUCiefVYBDP7t00/e//ogYCoNeTc/fd4xSB1KLdTpq+9wPc27YT6Tg3Lk6c6zbS+qveuDhWJnfntF9xGebyUtA02n7zOwJHjsWTikC4pZXWX/4mnsBTFLLuSp5ZOXjyFE0/ehLPrj1JcQWItLXT9fJrdPz5rwAYcnOwLxv+5E+TKWnMv0dvH1HyD8CxcgmmsgLQNJq//2f8B08A8WStZ/sh2n72EgC2y2ZiWzgxSdGx1vB6Nagail5H8R1DT7aTGPNv47HEhB+S/Is7r9zf2e7Dkz5+3wR1Y87IyOiX/OuroKCAO++Md+Xfs2dP0roNGzbQ0tKCoih89atf7Ve2vLycj3zkI0B8Ys5z9Tz3kY98JJH86+urX/0qiqLQ1NTEpk2bhn1OlyJpASgmXUlJCatXr+all15iy5YtbNmyhbS0NAKBAKqqctlllzFz5kz+8pe/DLmv2267jZqaGgBmz56d8gIx1bzje5mg5uv3/OnIIU5Hers+Fxmms9Aa/2LZHWujJXrq7BqFw6EdHA4NPAj5HPNVKROEm3x/Srl9bWgntaHegeynmxYzwzxxCYx3PC8S1Lz9nj8dOsjpUO+4KUXGmSxMi99Md8daaYn0DDyrcDiwncOBgQchn2Ndnpwg1KAr2kRXNN7aVIcevWIkqoUT4+WBQpV5EZWW4c9OOJbeOfYrgpH+g+Wfbt/O6fbecy3KWsTC0tX9tovGQrQ6DwMwLXPBsCZgaHEdptsX71qlaSr76p4fdPsl5Q+QlVY66DZjbUf1zwiGnf2er2vZRl3LtsTjaTlLWFB1f+Lx/Ip72Xv0aTz+Jpo7D9DceQCdzoimxXonZgDKC6+hKHdJv/07vXU4vfHY6BQDer2JmBpBVXsT03ZrIUtmfhi9bmJ+iQz6u2k8/vbZRwoNx96i4dhbA25fPOOGRJLvfMr2iEZDNBzbSMOxs7P8Gq3EomE0Ld5txGzNZO6yR7Clj27W6NEK+btpPNZ7bo1HN9F4dOAbxOKZN1Dcp2uwz9XMiX1/i5fW6dEbLKixCGqfZLvZls2c5Y8kxgK8EIS93bQdOBsHRaF1/0Za928ccPuCRSspWNR/aA9NU+k6Gh/rK6NsLkbb8GKgN1mZcdsnOfbGLwg6W6l98QfojGa0WBTt7EQo6cWzKbn6vpGd2BgItTXR8kY8eaLo9ejMFtRIBK1Pws6YmU3J+x/DYO9/vsd+8G8p99v65gu0vvlC4nHudbeSd31vYkdRdJQ88Bhnnvk5EWcnXe++Tde7b6MzmePJwp4Ek6Kj4JbVpJWPvAvjaIWbmuj4azwm6PXoLBa0SAQt3BsTQ3Y2BY8+isHRJyaaRuDYMQJnf5xVjEYUkwk1GISescMUhcxVq8hc1b/ruRaN4t29G+/ueCt8xWxG0evjSb+z8dBZLOR96EOJSUgmUrixic6/nP1sHCguOdnkf/ycuACKTkf+Jz9Gy5M/J9LSSstPfo5iMp49v2BinzkP3I91Vv+W6qETpwidiN8PKkYDismMFg6jRXo/h0zFReR/4jF0pqnfIibS7qT75bOf24pC94tb6X5x64DbZ61eQdbq5G6+il5P0b98lIZ//y3RdieN3/4ditkIqpaYbMRcOY3Cf3xg3M5jPGmqRuMb8Xu5vOXlWHKGnvG6+1AzLRvjLbRRoOZHb1Pzo7cH3H7u56+/ZBKECiObBGMqSvycOsrzGMvz7+nqHY0mNx7ZuDF+bzFv3jxKS1N/T7jtttv49a9/zY4dO/D5fIlegl6vl1274vcYt99+e8qyZWVlzJ07l5qaGjZs2JCYIFT0JwlAMSV84hOfoKSkhDfeeIP6+npUVaWqqoqVK1dy11138ec//3lY+1m+fDk6nQ5VVS+I1n+jp/VZUglrwUG2BZWJbcE3KbS+iyphLTDwtoB6TqtGuz6L2ZZlOGNteGLdRLQgUS2EHgNWXSZZhkJKzLNJ149s/J2ppNlZTexsq8mS7GEmdPu0ZlC1KOHo4K+lnkTPhcBkTGPZvE/S3LGP1q4aPP4WIrEACjos5gwy7aUU5y0lK71/i0dHWhELKt9Hl+c0bl8T4YiXSMyPTjFgNWfjsE0jP2seBdnzRjTL8vnTkpYjof6J9L5i0VCfR+dTNs5iy6J09s24Ok4Q9HUSCfvQG83Y7PnkTFtAYcVy9IaRjYc4FpJncB7OufV+cTdZHcy+6mFc7Sfwdp0hHHQTCftQFB1maya2jCJyiuaTW3oZev3U/4LdV1JcNI1oYPDZzWOR/v/nAJ7GY4S98dayOUNM/nEuW14p8x74Kq37N+I6U0PY143OYMKSVUjOrCvPdiee2A4rxnQHxe97FH/dcQJNZ4h6XMQCPlB0GBxZWAqKSJ81H8f8y9EZx/71bMrKpepTX8a5bweeo4cItbcQCwZQDEaMjkxsZdPJuuIaLAUTNxSFweEg/5FHCJ44QejMGaIuFzGfD0Wnw5CVhWnaNGwLFmC//HJ053S9Mk2bRvY99xCqqyPc3EzM50MNBFBMJowFBVgqK3FcfTWmadNSHtu+eDFoGqG6OiIdHcT8ftRgEJ3ViqmgAOvs2aQvX45hGL1Fxpohw0H+xx4mcPwEodNniLndxLzxuOizMjEXF2FbMJ+0Ky4fMAFncDgo/soXcW/eive9/UTb21HDEQzZWVhmziRj5XWYivrHxlxaQt5DHyFw/ATh+gZibk/8/8RgwJCbg7mkGNviRaQtWYSiu0A6fZ1zTYq5Br9Wq8HUPR6M+VmU/8/n6H55G96dNUTanCgGHabSfNKvXUjm7VehGC/Mr8Gde84QbI1fq4c7+Yem9vneEFUJd/kH3T4WugS+N/QYsvXcBZ4dTDL+PS96JuFcsGBB0vM9DXTOfb6vnnWaplFbW8sVV8THij58+HDifmWo8j2TkYiBKZo2xUa9FOI87Nq1i+985ztYrVaeeuoprOd0Izkfw5ma/KGqr4zZ8S5kT5/8XmL5oZlfm8SaTC1PH/tuYvmhm2SWKoCnN/xT0uOP3vmTSarJ1PLM671jn9z/yd9OYk2mlhd+1Tuw832ffmryKjKFvPjzx5Ie3/aNP0xORaaYtf/5cGL5+ickJj02f6E3Llf9/veTWJOpY+cjjyQ9XvbM7yapJlPLux99NOnxird+Okk1mVreWfnZxPLDNd+ZxJpMHX+Y960ht5mqk4Cs3XCI//rea/2enzpz746tVImfT33sBh780Mh+vEvlxRdf5P774z1t3njjjaTWepdffjnvvfceX/ziF3n88cdTlne5XGRmZgLwyiuvcPfZIR1efvll7r333sQ2DkfqXgZf/OIXeeKJJ7jiiivYfbbFuOjvwvzpQ4gBvHF2EOnrrrtuTJN/QgghhBBCCCEuHsFABEUderuLRarEZsCfunX/SJw5c4a/+7u/A+Dee+/t11XX64235rXZbAPuo+86j6e3R0JP2eGW71tW9CcJQHHR2Lx5M7t370an07F6df/xz4QQQgghhBBCCIA0qym563kKGjDB85aNnxSnmpF+fo1mnE4n99xzD+3t7VRVVSXN/iumHkkAigtaR0cHX/va1wgEAols/6233npBTP4hhBBCCCGEEGLyfP+7oxs3/itfWzfGNTl/3xvluYyW1+vljjvu4MCBAxQVFbFu3Tqys/uPl2632wHw+wcef7LvuvQ+Y7r2lO3ZZqAuwD3l0ydhPNgLiSQAxQUtFovR1taGTqcjPz+flStX8qEPfWiyqyWEEEIIIYQQYko7j+kQLvGpFPx+P3fddRc7duwgLy+P9evXU1VVlXLboqIi3nvvPZqamgbcX9910/pMClVUVJS0zUAJwJ7y0waYUErESQJQXNAKCgp4+eWXJ7saQgghhBBCCCEuJOeTw7uE83+BQIB77rmHzZs3k5WVxbp165g7d+6A28+bN4/XXnuN6urqAbfpWacoCnPmzEk8P2fOHBRFQdM0qqurk9alKj9v3rzRnNIlQxKAQgghhBBCCCGEuOR85Strx23fPTlCZSwHERyk5eFozuWzn72ZK64Y/vahUIj777+fjRs34nA4WLNmDYsXLx60zKpVq/je975HdXU1DQ0NlJSU9Ntm7dp43ZcvX05aWlriebvdzrJly9i5cydr1qzh/e9/f7+yDQ0N1NTUAHDTTTcN/2QuQbrJroAQQgghhBBCCCHEhNJAGcc/3dk/VK33Txvhn5r8N9Z1HElX5kgkwgMPPMDatWtJS0vj9ddfZ9myZUOWW7VqFYWFhWiaxve+971+6+vr63n22WcBeOihh/qtf/DBBwF49tlnqa+v77f+//2//4emaRQVFXHjjTcO+3wuRZIAFEIIIYQQQgghxKVnpAm5Ufwpff/UPn9aioSemmqb3r8xr98wxWIxPvrRj/Lqq69itVp55ZVXuOaaa4ZV1mQy8e1vfxuA//3f/+W73/0ugUAAgAMHDnD33Xfj8/mYMWMGn/zkJ/uV/7u/+zuqqqrw+XzcfffdHDhwAIh3Rf7ud7/Lj3/8YwD+4z/+A6PROOxzuhRJF2AhhBBCCCGEEEKIiaQl/pnytm3bxl//+lcAVFXlIx/5yKDbt7S0JD3+1Kc+xb59+/jJT37C17/+db71rW9hs9lwu91A79j+JpOp377MZjMvv/wyq1at4sCBAyxevBiHw4HP5yMWiwHw+c9/no997GNjcaoXNUkACiGEEEIIIYQQ4pKiwCTl37SkpeQRAsdwvMCRVWVQqqomlkOhEK2trSM+1JNPPsnNN9/MT37yE/bu3Zto9bd69Wq+9rWvkZeXN2DZ+fPnc/DgQb773e/yyiuvUF9fT0ZGBpdffjmf+9znuO+++0Zcn0uRJACFEEIIIYQQQghxadGId6udyAMCfZN8Sr/1/VOC40kZZgZw5cqVaGMQq/vvv5/7779/VGXz8/N5/PHHefzxx8+7HpcqSQAKIYQQQgghhBDiEqNNcAvAoRJ7E9z6Dy6UHshijEgCUAghhBBCCCGEEJeWngZ3Y7zL8Urj9W8/KMTISAJQCCGEEEIIIYQQl5zz7wKcnPIbz+Rc/31PbHdhceGTBKAQQgghhBBCCCHEQAbME05mAm6QY0teUKQgCUAhhBBCCCGEEEJcei7WMfCGe14X6/mLlCQBKIQQQgghhBBCiEtKMBCe4FmApx6v2z/ZVRATSBKAQgghhBBCCCGEuKQYDDpQL+0EoNGon+wqiAkkCUAhhBBCCCGEEEJcUgwG/SXfBdZsNk12FcQEkgSgEEIIIYQQQgghLimKBoywC3DP1hfLHBvKpZ4BvcRIAlAIIYQQQgghhBCXGG3ECcBzE3/a2WemRkJw5Mm8S3wIxEuOJACFEEIIIYQQQghxadGUeCvA83Cht6CbGolLMVEkASiEEEIIIYQQQohLzMhbAI7cWKbYxqOuF3YCU4yMJACFEEIIIYQQQghx6Rn3/NcUT7BN8eqJsSUJQCGEEEIIIYQQQlxaRjEJyPjoaSU4FeoiLmaSABRCCCGEEEIIIcQlZiK6AA/HJNZhKpy+mDCKpk2JV7wQU15HR8dkV2FIWVlZ6PV6YrEY3d3dk12dKUFikprEJTWJS2oSl/4kJqlJXFKTuPQnMUlN4pKaxKW/Cykmubm5k12FlDa+to///vpfJ/agWsrF3pECJ3hWjr/78h28/5FrJvagYtJIC0AhhBBCCCGEEEJcWiaiC/A5u1cGWE5sfm51xjshKO3BLimSABRCCCGEEEIIIcQlRxnr/Nd57q9fvm+iE4LioiYJQCHG0ENzvjHZVZgSnq79z8Tywwv+bRJrMrX84dC3E8sPX//4JNZk6vjD5n9OevzgHU9OUk2mlj++8bnE8n2ffmryKjLFvPjzxxLL7/vEbyevIlPI3379saTHt339D5NUk6ll7X89nFi+/nGJSY/N/9wbl+W/kbgA7Pj4w0mPJS5x58Zl6Wu/nqSaTC277/pEYvmB/d+dxJpMHX9d/LXJrsL5Od8WcBPdgG6sE4LSAPCSIglAIYQQQgghhBBCXFq0UU4CMpWSZikHEhztDsTFThKAQgghhBBCCCGEuPSMIP/Vs+lU7YXbk8ucqvUTk08SgEIIIYQQQgghhLjkKCNoATjVE2ujqd+Yj4EopjRJAAohhBBCCCGEEOKSEvCGzjbru1SzYArOTs9kV0JMIEkACiGEEEIIIYQQ4pJitZlAVSe7GpNIw5GZNtmVEBNIEoBCCCGEEEIIIYS49JzvLMAXON1U79csxpQkAIUQQgghhBBCCHHpOa8E4FTOnl3aiU2RmiQAhRBCCCGEEEIIcWnRtPNMAJ5bdjITgqM8D8kTXlIkASiEEEIIIYQQQohLz5gmwPrsbLxzgZK4E6MgCUAhhBBCCCGEEEJcesZrDMCxbhw4bgk/ySReSiQBKIQQQgghhBBCiEuLxsRNAtIvIThERnCy6iUuapIAFEIIIYQQQgghxCXmfMcAPJ9D9+0urPR/buIqMgnHFJNFEoBCCCGEEEIIIYS4tJz3JCBjWI9JO/bkHVpMPEkACiGEEEIIIYQQ4tIzFRKAk+pSP/9LiyQAhRBCCCGEEEIIcekZ1/zXWO18HKcUlvzfJUUSgEIIIYQQQgghhLi0TOQkIOflQqijuBBIAlAIIYQQQgghhBCXngsiATiOLvXzv8RIAlAIIYQQQgghhBCXlqkyCYgQE0QSgEIIIYQQQgghhLi0KDBk99oLPT84jsMHiguPJACFEEIIIYQQQghxaUnVAvBCT/id69zz6ZcQvNhOWAxGEoBCCCGEEEIIIYS4pAR9IVAvsQTYOafrbHNPTj3EpNBNdgWEOF/PPPMMq1ev5hvf+Ea/dd/4xjdYvXo1zzzzzCTUTAghhBBCCCHEVGSxmUFVB//raSV4sfydc36ZuemT/d8gJpC0ABQjUltby1e/+lUA8vLy+OUvf4lOJ3nk0YppUboizbij7bhjnbijHQRVLwDTrZczw3bFgGWDMR9tkTq6Ik24o52EVB8AZp2VDEMBJZbZ5BiLh6xDW7iOhmAtrmg7ES2EUTGTYcin1DKXPFPp2JzoCMS0CF3hJtyRDtzRdlyR9t6YpC1lpv3KAct2hZvoCNfjirQTiLkJqwFiWhSjYsJuyCbfUkmpdR56JfWl74BrI03BI0PW8db8T6NTJvZ1H1MjdPnP4A624A624Aq0EIzGf7GbnnstM/OuG9Z+QlEvZ7r20O47SSDsJKZFMelt2M05ZNvKqchZhk7RJ5Xp8p2hw3cKV7CZQNhJOBYgpoYx6i3Yzbnkp8+iNHMJep1xzM97KLFYmC5vHR5fE25/M25/M8GwC4CqaTcwo/jGIffR0lVNU+d+PP4mwlE/iqLHYnSQlV5Oaf6VOGzTUpaLRAN0e+pw+3uPHY7EX6vzK+6lOPeysTvREYqEfHQ11+BqP4bX2UjI342mqRhNduxZJeSXXUFO8cKUZb3dDXS11ODtbiTobScS9hGLBNEbLVjteWQVzqWw6mqMJlvK8mdq3qS+dt2Qdbz81n/Bas89r/MciUjYR2dLDc7243hdjYQCvTFJzywhv/QKcqctGPOyAFte/uqw65mRU8Wiaz4z4vMbrWjQh+tMNe7GowQ6Gwl7u9HUGAaLHVteKTkzl5JZsWjI/cTCQdoPb8NVV03I3U4sHMRgsWPOyMVeOJ38BTdgMFtTlvW2nKSteiu+1lNEg170JivW7CJyZi8je/rlY33KwxJoacB7rJpgSwPhrnZifi+xcBC9yYIpJx/79LlkXb4CvTWtX9lYMID/zAmCLfUEWxoJtNQT83kAmHbXh8lctGzQY3uOVSfKR9xOYn4vajSKwZaGOb8Ix9wlZCy4AkWnH3Q/Yy3U2ICvpppQYwORjnZiPi9qMIjOYsGUl49tzlwcy1egt/WPyUDa//Yc7p3bATBkZVH+tW8Nur33wH48e3cRamgg5veh6PQYMjKwVFaRseJazEVD3/eMNYlLaqHTjQT2HSZ8upFISweqx5eIi3FaHtZFs7GvWo7envqzBMD/Xg3et94ldKoB1RdAb7dhqioh/cblWBfNHlY9Iq0deDbuIHjoGNEuJ8RU9BnpGEsKsS6YSfpNV4/RGY/emWd3curXWxOPb1j/pUG3j/pCNL2yn853jhNodBL1hzFmWLEWZ5G5qISS91+OwW5JKhMLRnAeaMB7tBXv8VY8R1sJtcWvS+UPX03FoyvG/sQuCBraUJOAnLteuQAH1RvkHIc8f3FRkQSgGJENGzYkltvb2zlw4ABLliyZvAoBDoeD4uJi8vLyJrUeo+GKtrHXs2bE5QIxL5udzyY9p8eAhkZA9RIIe2kJn6DYPIv5adehpEhWaZrKQe/bNIePJ54zKGYiWpD2SB3tkTrKLPOZmzaxNwTOSBt7nK+Pquwp3z7aw3WJx3rFgE7REdaCdEWa6Io0Uec/wNLMu0kzZA64Hx16DDrTgOsn42PfGWhiT/1fzmsfze4aqpvXEFVDAOgUAzpFTzDqJhh10+E7RWnWZej0yV8qT3XtoN17IvFYrxjRKXrCMT9d/jN0+c9Q17WbpaUfJM2cc151HCmXr5H3jv1xVGVVNcr+E3+h3XU08ZxeZ0LVYvhDnfhDnTR2vMfsklspL+z/BaHNWUv16ZdGXffxtOv1b6NpauKxTmdAUfSEgy66ml10NVeTVTCH2Vc9jN6Q/FpvrdtFy8l3ksrq9EaiYT+erjo8XXU0Hd/C3Ksfw5FTMWAdFEWPwZQ64RNfP7FJ9J1rvzNgTDpbXHS2VJOVP5u5S/vH5HzKAhjN9kHrpqkq0YgfgPTMif3h5cAf/z/oc26K3oCi0xPxu3DVuXDVHcJRMoeqmx9Dl+LcADxNxzi16WmigfiXSUWnR2cwEfG7iPhdeJtPkFmxEIO5fxKi8d1XaT2wMfFYb7ISCwfwNB3F03SU7pP7qbrpkQlPdrn276R777bEY8VgQGcwEgv6CTSeJtB4mq5dmyl54BPYSiqSynqOHqT5tT+N+tjtb71GqKMl8VhnMqPoFKJeN1GvG9/JWrr3bKX0g5/CkDZxLTfcu3bi3p4cE8VoRPX7CdadJlh3GufWzUx79BNYyiuG3F/gxDHc7+4Y1rG1aJSWp3+H/3B17/FNZrRYlEhHO5GOdjy73yXnrtVkXnfDiM/tfEhcUvNt2Y1nw/beehnPxsXnJ3S8jtDxOtzrtpH/T49gnlGeVFZTVTp/+Rd82/edLaygs1mIeXwE3jtM4L3DpN+8guyHVg9aB/farXQ/twai0fhuTEbQKUTbu4i2dxGsPTnpCUB/fRd1fxje/zdA974zHP6/rxHpjn9mKEY9erOBcIeXcIcX1/56cq+ZgX1GcgLQU9vCoW/8bUzrflHQGPkswBdCQlCSemIAkgAUwxYKhdi6dSuKonDrrbeydu1aNmzYMOkJwLvvvpu77757UutwPgyKGYchB4c+F4chl1rfdsJaYIhS8Yt6trGIIvNMcozFWHRpaJqGL+bkmH8XbZE6GkNHMevSmGlb2m8Px/y7E8m/MssCplsvw6SzENUiNAQPc9T/LmeC1dh0DsqtA7dsGQ9GxYzDmIvDkIfDmEut5x1Cqn/IcjmmYnLNpWQZC7HpMxJJvLAapDl4jCOeHQRiHt5zruGanA+hDPCBXWiZwaKMVWN6TmPBqLPgsBTisBTgsBRS27qeUMw3rLIt7sPsb3wZ0CjJXEJF9pXYzfHWV9FYCHeojVbPkZRJmZy0CnLTqsiylWAzZmHQmwEIR/00u2s40raJQMTJew1/45qqTw4Y1/Fi0Ftw2KbhsE0jPW0aR+rXJlriDeZk85ZE8q8070oqp12HxeRA01Q8/hZq69fg9J7hSMNastLLcaQV9duHyWjHYS0kPW0aDlsR+0/8eczPbzQ0TcWeVUp++VKyCmZjSYsnZoO+LuprN9BW9y7drbWceO95Zl35kaSy6VmlWBbchSO3Eqs9P5HEi0VDdDYe5PShV4mEfNTu+B2X3/pVDMbUSb70nHIWXv/Z8T3REdA0lfTMUvJLl5KVPwtrT0z8XZw5uoHWM7vobjvC8QN/Y/blHx6zsgDLb/u3QevWcPxtTtW8BkBB+cCtnMeFpmLLKyNn5pU4SuZgdsTPLeTpouW9dXQe3Ym7oZYzW5+jYuWD/Yp7W05xfO2v0GIRMisWUrD4Zmy5JSiKghoNE+huwVV3CL3J0q9s++F3Esm/rKrLKL7qHkxpmaixKN0n3qP+nedx1R2k8d1XKVl+7/jG4RyWojLyM7OxlVRiyilAb4m/ztVwCPeRA7RtfIWY30vD879h+qe/nljfQ5+WjqWgGEthCZbCEhr/9tSwj50+ZxFZ6ddhK6nEmJGNzhj/LIt4XDj376Bj65sEWxpoeuUZyj786TE756FYSsswZmVjqajEmF+A3no2JqEQvkMH6HjtFVSfl5bf/4bSL389sT4VNRym7fm/gE6HeVoRoYb6QY/dvXF9IsnluPoasm68CUNGJpqqEm5qpOOVFwmePkXnay9jrazCXDJxiXSJS2qmqhIyc+/EMrMC47Q8dGln4xIM4d9ziO4/vY7q8dH2oz9Q/N0vo7P1XiOcz7+ZSP6l33INGfeuQm9PQw2F8W7cQfdf1+BZ/w6Gghwct1yT8vjuNVvo/tNroNfhuHsl9huWYczLBiDm8xM+2UCw+tj4BmEImqpx5PtrUcNRHPOm4a5pHnR716FGDv3rC6ihKLnXzqTsI8uwzypAURRiwQi+0510vnMcfZo5ZXlDugX7jHzsM/NJn1nAiZ++RbhrePeRF7XzTZb1LT9ZycDzOQdJFl5SJAEohm3Hjh34fD7mzp3LBz/4Qd5880127NiB3+/HZhu4+b4YWJahkJuyH0l67qj/3SEnYzIoZq7OuB+HIbn7nKIo2A1ZLEm/hb2eNXREGqgLHKLKuiSp22tYDVIXPARAvrGcuWlX99m3kQrrIsJqkFPB/RwP7KHYPGvQFnFjKds4jZvyP5703BHPzmGVrUhbnPJ5k85CuW0hOvRUe97GG+vGGWkhy5S6a+dUlG0r5abZX0x67kj7WxAbumww4qW6eQ2gMTv/JipzkrufGfRmsm2lZNtSfzGoyE7dXc1ksFGevRSdoqe6ZQ3ecAfOQCNZtpLhnNKYyEovZ9VlX0t67ljD+mGVbercH9+HvZy55XclnlcUHY60Ii6b8VE2H3icmBqmtbumXwKwKGfxpHbzHcz86z5NZt6Mfs9b0rKZecUHUHQ6Wk/toL1+L+Xz78Bsy0xsk1/e/wcDAL3BTH75UoyWdGq2/YpIyEtX82Hyyyani+ZILVzxd2TmpoiJLZtZSz6AouhoqdtJW8NeKubejtmaOSZlh6PlzC4AHNkV2Oz5Iyp7vmbe+VnSi2b2e96cnk359R9C0enoqN1O1/E9FC29E5M9K7GNGg1z+u1n0GIR8uZdS+mK9yXtQ2cwkZZXRlpeWb/9a2qM5r1rAbDmlFBx44OJHyB0egM5s65EjUWo3/ZX2qq3kDfv2kRyciJkLkydiNWZzGQuvBJDmoP6P/+cmN+L93gNGQt6h+zIWLC0XzffxhEcO++621M+b0zPIO/a29CiUTq3b8B36ggRtxOjI3MEex+99CsGiInZTPoVV6JPd9D8658T83rx19aQftnAw5h0rX2daGcnmatuJuZyDZno8uzdDYClajp5970/8byi02EuKaXwsU9S95/fRguH8B7cP6GJLolLavZrUp+nzmLGfs0V6DPSafv+b1DdXvz7DmNfEf88jXl8uNfGu8NaL59H9oP39JY1m3DccX18m9ffxvXCOuzXXoHOmvwDQ7i+Jd7yD8j9zEdIuzJ5yAt9mg3rwllYF84as/MdjcYX38Nd3UT+TXOxFmUOmgCMBSPU/vcbqKEoxfddxox/SP6hWm8x4phTiGNOYcryGQuLueaFzyU9d/JXW87/JC54KWYBPq/dTVDrQEnaiVGSwdvEsPV0/125ciV5eXksWLAg0SowldbWVlavXs3q1atpbW3lzJkzfP/73+fRRx/l/e9/P5/5zGd45plnCIVCKcs/8cQTrF69mieeeAJVVXn11Vf50pe+xEc+8hFWr17NyZMngcEnAZnqRtsFzqgz9Uv+Je9XodgcHxslRgRfzJm0vjPSiHo2c1RhTZ00q7DGx3yKamFaI6dHVc/RGM9ugZnGgsRyUL2wfvE8n7jUde8mogZxmAuoyB771kWZ1t5ufT3jEk6U84lLOBLvrpiqZR+A0WDBZoknHKJqeEyPPd5SJf/6KijvTU54uwf/gnmu9OzerlrhgGtkFZtEqRJ4fRWW9cbE42wYs7JDcXedJuBt67efiZIq+ddXzuyrEsv+juTXSuex3YQ9nRis6RQvu+fcooPydzQkugwXLLwh5fspd/Zy9CYraCpdx3ePaP/jzVrc+z6IeJxJ65RxHhu577GjnqnzHrSU9amXyzngdsG607i2bcGYm0fWqluGte+YJ/7ZYi5OncDSW60Yzw4Fo4b7X68nk8QlNfP03h8GYt29r+NgzfFEl13HHam7LTvujD+v+oP491b3W+96dRPEYlgvn9cv+TdVBJpdnPrNVgwOC9M/u3LI7VvX1xBsdmHKTqPq764f8fEU/dS9Z5lUPV2AJ2jCjUnfT6o/cUmRK4EYlp7x/gwGA9deey0QTwQCrF8/dGub2tpavvzlL7N582ZCoRCaptHU1MSf/vQn/uVf/gWvd+Duepqm8V//9V/84he/4MSJEwNuJ5L1nchBO6dJYc+kGgB2fWbK8iadBZMS767RGR5J24WpqyvS+8uqTe+YxJpMrCbXQQCmZSwYl+65Xf7epIDNmDXIllOL1Ryvq9uf+hf3SDSIP9gJgMOWOkl4odLpe1sEn3t9GIq741Ri2WKf2DEfx1NSTPqMiTfeZXta/+kNFnKLhp5sY6Iln1vya6XrWDwpl1W5GJ1hZJMAhb3diWVLVuoWK4pOhzkjnrxwNx5Nuc1k8defTCybsiZuMpvkYysYs6bOezBwqjcmxuzUMdGiUdr+Gh8qIe/9H0BnHN7rxpB9tmt6Y+ofLGKBAJH2doAJbeU2HBKX1IJHTieWDfm9r+NopzOxbCpK3SJab7ehc8THVg0eSu7Gq4bC+HfHe7nYV0zdFupHH38TNRhh+mdWYsocuidV67oaAPKun4XOJJ34xk58EpAJ+1PV5L/hbjuOdZIk4KVFrh5iWDZt2oSqqixdupT09PiA09dccw0///nPqa2tpampiaKigb8g/+xnP6O0tJR/+Id/oLKykmg0yubNm/npT3/KyZMn+elPf8pXvvKVlGV37NhBNBrlM5/5DDfddBNmsxmn04nJNDFdUi9UPckuBR1puowBtxvsy79G/IusJ9Y1tpWbQDEtSjDmpSV0ghPePQBkGaeRYRy4m11XuIHNHc8QjHlRFB1WfTo5pmLKrAsGnTxkKvKHnYSi8YRvhqUQT7CNk53b6fLVEVaDmPQ2sqwllGcvHVHX3ZgaIRj10OKu5URHvBVwlq2UDOuF0626NO9KauvfoNtzmsN1r/UZA1DD42+mtn4NMTVMRloJRTlTLzFzPlwdvT+m2Bypky99qbEo4aCb7pbDnKmJd9u0pOWSXThvwDJ+dyvvrf8+QV8XoGCyZpCRW0lh1QrsmRM/I+VQnB29X9LThhGTsSgbi4boaIx3Rc8rXpJyApHJ5mnufa1Ys3rf32osmmgRaMstJeztpvm9dbgbaokGPOhNVmx5ZeTNXUFG2cCvEyBpEpKB1gW7Bx8bayKo0ShRrxvv8Wrat8S7FxqzcrHPmD/+xw6HCLu6cB3cTdfOtwHIWHAFBtvgE8yMNy0aJep246+tpuvNszHJySVtXuqYdK1/k0hbK+lXXoW1avCWtX1lLF9Bx8svEDx5gvYXn+8d607T4mPdvfwCWjiEuaxi0C62E0XikpoWiRJzuvHvr8X1Qny2eENBDrYlc1NvP9i1QY2vCze0JD0dPlkPsXgvF1NFMcGjp3G/8Tah42dQAyH0melY5lThuP06TCUju9aPlebXDuB87wyZl5dReOvQ1w81HMVztBUA+6wCgq1uzvxxB127ThHu9mOwW0ifU0jR3YvJWV413tW/+ExmAqzn2IoiiTgxISQBKIalb/ffHjabjWXLlrF161Y2bNjAww8/PGB5g8HAv//7vyeShwaDgVWrVqEoCj/4wQ/YsmULH/rQhygr6z9OUCAQ4O///u+5/fbeMXEyMzPH5sQuUv6Ym4bgYQCmmar6jd9n1fV+YfDGusnW9U/ahFQ/ES2UWL6QhGJ+NnX8LuW6PFM5C4eY4COo+lBQMCgmoloYb7QLb7SLM/5q5qZfQ5ltYidFOR++cG/ytjvQwPGOrWhaDJ1iQK8YCEU9tHgO0+I5zIzc65iRd+2A+wpFvWw69r8p1+XZZ7Cw6MKajKc0/0qCETenW96hvn0X9e27ErMAa1oMk9FOZeG1VBWl7p54oYqGAzQc2QSAI6cSW/rAyfB3Xvw6mhrt93x6TgWzr/xoUuuw/sfxEQ37MZisxCJBgt52gt52Wk/vomT2Ksrnpx7nbDJEIwEajsUno3BkV45oHL7zKdveuI9YLN4tr7B84rv/DiUaCtC6P/75by+swpLZe25hTxeaGv+SHfJ0Uv/831AjocQMwNGgF3d9De76GnJmX0XZtR9MaoHcdyzBQFcLttz+rZPUWJSgqwOAWDhILBJCb0w9uP14qv1/X0WL9X8fWEsqKV79EDrD+NxOBxpPc/r3P+q/QtGRsfBKCm99X/91E+Tkv34VLdo/JpaKSvI//BBKipiEGhtwvr0RvT2dnLsGn731XI6rryHqcuLc/Bbu7dtwb9+WmO2WWAx9ejqZK1eRdfOt494FezASl9TqPvnNRLfevswzy8n9zEdQjL1xMeT2XhsiDa3o5/RPaMWcHlSvP7HcV6SlI7Hse/cAzufWgKahWEwoBh2xjm58W/fg276PnMfux35d6nFvx0uow8OJX2xGZzYw6wvD6+odbHWjReLX22Czk90/3kjMH47PAGwxEnH66dpxkq4dJym8YyGz/vmWCZ+Q7YI1mlmAx8NUSEKKS4IkAMWQampqaG5uJi0tjWXLkr+g3HjjjWzdupVNmzbx4IMPohvg5uKOO+5IJP/6WrlyJX/84x9pa2tj27ZtKROA6enp3HLL8D4gRbzF237PBmJEMSoWZqb1/1KZbSxGhx6VGCcD75Ft7J8APBl4L7Ec1abWuDFDURQFky7efTmqhhPjHRaapzPDfiUmXf/ZKAEcxlwyjPnkm8ux6NJQFB0xLUJ7qJ6j3u34Y25qPFsw6awUWqZP2Pmcj2gsmFg+1r4Zq9HB/Gl3kGOrQFEUvKEOalrW0uU/w/GOLdjNeRQ6Zqfcl4IOkz4tvl81hKrFb+YL0+cwI+96TPqBZzacihRFx8zim0iz5FF75nViaphYn7H+VDVKJBYkFguj142se+NUpWkqR3c/SyToRqczULXkvkG3N1nSUWMRYtEw6tlEVUbedMoX3IXZlrq7t8WeS/mCu8iZNh9zWjY6nR5VjeJqP0Fd9Rp8zgYajmzAYLJSPDP1+E4TSdNUjuz9E+GQB53OwIyF901IWejt/pvmmEZ65sRNnjMcmqZy+q0/EvG7UfQGSq5OTjbFwr0/DLXsW4feZKXypkfJLF+AotMT9nbTsPNlnKf203lkJ5bMAgoWrkyUseWWYLCmEw14aD2wkewZl6Po9EnHaK/eihrpvYapk5QANNjTUaNR1HAILRJ/H9jKZ5B/4z0YM8Zx2AO9AX1a/N5JDfrRzrZqyrrsanKWr0rMDjwZ9OnpaJGzMTk7tpxl+gxy7rwHY1b/mGixWLyLq6qSu/r+QWfCTUXR6ci+/S6MBYV0vPg3tHAILdw7hrQWjaIGg/G6SFx69z9V4pJhR4tE0UJhtFA8Lua5VWR98E4MOZlJ21rmTgeDAaJRXK9swpIiAeh6ZWNiWQ0Ek9apvkBi2fncGoylheQ89j7MVfEfGUInztD51N+I1LfQ+dTfMBYXJNZNhKM/WE/MF6LyU9dhLcocVpmop/cc6/64E0OamXn/dg85K6ajM+gJtro5+fO3ad98lJY3DmIrz6b0gYlNbF64pAusuLRIAlAMqaf139VXX92v2+3ll19ORkYGHR0d7N+/n8suSz0j5oIFqVtMKYrC/PnzaWtrG3B8vxkzZqDX61OuE8lUTeWAZyPuWAcKOhbZb8SiS+u3nUlnocwyn9PBA3RGGjng2USV7TJsOgch1U99sIYzwRoUdGioKFxYvyKadFZW5T0GxMesCqk+zgSqOe3bT2voFPPSr6PU1r9LWoWtfzdPvWKk0FJFtqmI7V1/JRDzUOvZToG56oL4dTW5i7fGkuL3kWHt7fJiN+dyeekH2HL8Z4RiPk50bB0wAWgy2Fg16x/je9I0QlEPZ7rf43TXu7R6jjKv8FZKs6bmrLiphCM+9p98jm7PaXIcVVRNW4ndmo+qRXB6GzjWsI6G9t10uk9w5eyPYTFd+ONGntr/Mt0t8dbBVUvuJy1j8LENl97eO7lSOOilvX4PDbUbOLDpfymZcxPl827rVybVrMA6nYGsgtlk5FZxcPNP8XbXc+bwOgoqlmEwTm7i+MShl+lqjcdk+qL7ScsYfjf28ynrc7fg6T4DTM3Wfw3bX8RdHx9zqnTF+7HlJL9WksYD1DTKr/sQmRW9g+2b7FlUrnqY2hfaCXQ10bJvA/nzr0sk+RSdnmmX3Ur9O88TdLZy4s1fUbT0LixZhcRCfrqO76Zp9xsoOn2ipSGT9Fk04++/lViO+jy4Du2h4511nH7qCXKvuZm86+8Yl+NaC0uY9Y//B4gnZCPdnXTt2kz3e+/gOrSbotUPkj5zclqkl3+tT0y8Hrx799C9cR2NP36CrFU3k31rckycb20k3NSIbe487IuXjPh4MZ+Xlqd/R/DkCawzZ5F1822YCgrRohGCdafpeuM13DvewX/0CMWf+RyGjMzzPMPRkbikVvI/X+uts9uLb9teXK9uouXbT5Jxz41kvu/WxHp9ehqOW1bgfmMzwepjdPz8T2TcswpDfg4xlwfPhu14Nu4AvR5isf73Yn2uTYrRQP4XP4Yhq/fz2zy9jPwvPEbT1/8HLRzB9cpG8v/p0fE7+T5a19fQtfMk9ul5I0rQJV1vVY3ZX76V3Gt6J3CyFDiY+8278X/2D/hOtHPmmZ2U3H+5TPwxDPEh8C7tBOClfv6XGkkAikH1neW3b/ffHnq9nuuuu45XX32VDRs2DJgAzMkZeJDq7OxsAFyu1DPZZWQMPH7dWHr66ad55plnBlz/wAMP8OijE3ODMBqapnLQu4m2SB0KCovsN5JrGrhFyUzblQRVHy3hEzSHj9McPp60PsOQj0OfQ33oMEZlZC0uslL8yj1ZFEXBorczy34VDkMe+1xrqfZsJsOYj8M4/IHbTToLVbbLqfa8TVD14I52kGHMG1FdJiMufbt/56RVJCX/+m5Tln0Fx9o34wm1EYr6MBv6J477UhQFi9HBrPwbcFgK2df4N6pb1pJhLcJhKRi0bF+T+Vo5dPpFuj2nybKXc/nMh/t8ibBQkDWXTHsp71T/hECom2MN61lYNXHd7cYjLqcOvkLzyW0AVC5aTUHFyJJOJoud4pk34Mip5MBbP6ahdj3pWaVkTxtifLc+dHoj5fNvp3rrL1GjIVxtx8kpHv4MjWMdl5PVr9J86h0AqubfQ2HZ8GfJPp+yAC1n3gXiydH8ktEPVD8er5WGnS/TXhP/7C9Zfi+5fWYC7tG3JZ7ZkZeU/OuhKDryF66k7u1niIV8+DsaSMvvnRE1b941hDydtB18C3fDEdwNR5LKmx15ZFUtpmVffLIxvXn4yeLxurYY0tLJuWolttJKTv/+R3RsW4dlWhnpM8d3HEBF0WHKzqPwtvdjzMqhbcPLNL38R6o+/XWM9uH/ODEecTHY08m8fiWWykoan/wR3RvWYS4tI21uPCbh1ha6NryJYjKTd9/7R3WMtr88S/DkCSxV05n2iU/3uV5bsS9YhKWikvrH/x/Rrk4633iNgg8/OOx9j9trReKSkt5hx3HH9ZhnV9LynZ/genkjpqrSpHEAMx+4jWiXC//O/fi278O3fV/SPkzTyzCVTcO7aSe6tOTrgmLpve9JW74kKfnXw5CTSdryxXg37yZYcwJNVYfdRXq0cQl3+zj+k02gU5j1z7eOKDmnt/aek7U4Kyn510PRKZR+YCm1332DqDuI52grjrkTMy7zVLrvHxVJgIlLiCQAxaDeeecdAoF4U/pvfvObg267Y8cOfD4faWmDJw5GaqBuxWPN5/PR1tY24Hq/3z9lWyJqmsoB71u0hE+ioLDQfiOF5sEHAdYpOhanr6IoPIOm0DE8sS5iWhSrzk6BqZJSyzyqfZsBsOlHloSdqnEqtFRh8dgJql4aArXMMw483l0qmabe5Fkg5h5xAnAy4mI29Ha9TzMNnIhPM/UmQwMR15AJwL4KHbOxtDoIRt00OPczr/DWoQudNVmvFW+gnQ5XfObA8sIVKVtzmo12inIWU9e6nVbnYRZo2oS1+hzruJw++CpNx+Lv54qFd1M047pR7ys9uwxHbiXujpO0nNo5ogRgvHxFYjno6xxR2bGMy6nq12g8EY9J5by7KJ4+/JicT1mIdy9va4gPs5AzbeF5tYIc69dKw85XaDv4FgDFy1aTvyB1N22jrfdzoe/YgOey9pnhN+ztTkoAApRctZrM8oV0HNmBv6OeWDiI0eYgo2w++Quup/VAfLxKkz1r0DEnzzXe1xZrUTm2kkr89Sdx7tsx7gnAvrIuv4b2t15HDYdw1+wlZ9nKYZcdz7hYSsuxVFQSPHUS984diURX+4vPQyxG1i23o7PaUEOhpHKJFp4aiXWKwYBytq7h1lb8tfGWtpnXrUx5HTbY00m/fCmuLW/jO3QQbQTX6/F+rUhcUjNXlWKeVUHoyCm8b72blABU9HryPvsRAisuw7ttL+H6ZrRwBENOJrYrF5J+43I6f/s8AIaC5B9zDVm91ybjALMIx9fFf6zUQmFUrx+9Y3gT6ow2Lid/tYWoO0jRPYuxlWUTCyQPr6NGY4nlnnWKQY/OqMec21s3W9nAyTZbee99XrDVPWEJwKl63z8859kFeKokD8/n/nSqnIOYEJIAFINav379sLcNh8Ns2bIlabKOHl1dXRQXp571sasrPknBRLX0G0haWhr5+QPfKNhsNmKx2IDrJ0s8+bcpKfk3zTz88enyTGXkmfqPvQjgirYDkGkcfosuYErGqYdFn0ZQ9eKPpW5xOp4mIy52cy4KyqCzPcf16TIziuNYjOkEo2784e4RlZus14ov2J5YtpkHuZk2x1soq2qEcNSH2TgxM26OZVxOHXyVpmPxWUPLF9w1JuPumSzxFhVBX8cQW46tsYrLyepX+yTw7qRkxvBjcj5le3S21BAN+4Dz7/47lq+Vhp0v90n+3U3BopUDbmuwpGG0ZRDxD3UtHfqLhb2wEnthZcp1PTMNpxVUDLmfvibi2mJIj9+3hLsn9n2gMxjRW21EvW7CXSM79njHxXD2Xi7S2VuvaHf8Pq9rzWt0rXltwLJRZzen/u3rAOTcfS+Z18XfW+G23llejYP0KDHmxn+U0yJhYl4vhhRjT6cyIa8ViUtK+rOt86JtqX8Msi6eg3XxnJTrwqcagPhEIn0ZS4c5s+8okx6jjUuwOX6tbHplP02v7B902633xCdcK37f5cz4+xsxOqyYcu2EO7yDH6TPKU3kKDXDicmUTRKOdBKQqZosO7deF8AwRWJySAJQDKi1tZVDhw4B8F//9V+Ul5cPuO0LL7zAc889x8aNG1MmAA8dOsTChf27B2maRnV1NQDTp0/upAoPPfQQDz300IDrOzo66O4eWXJjvJ1v8m8w7mgHvpgTgCJz/64Gg5lqceqhaRqBWHy2OIMy8kkdXJHWxLJVP/Lx4CYjLnqdgSxbGV3+OnzhgVtbeUO9X0qsxswRHUPTNAJhJwAG3ci6i0/ea6X3xigQdmG3pk7+h6O+xLJeN3EDqI9VXE4dfCXR8q98wV2UzFo5JvsN+uJfXPWGkU/I4OmqSyyb07JHVHYs4tI/gbdyQsr21VIX7/5rScshI2fw1tpDGavXSv/k3+CzpQM4SmbTefRdgs7WAbcJdPeuM6UPnKRIJeL34Gk8CkD2jJENaD8R15awM35N1ZkmdmKSWChI1B9PBOjNU+uaG+k8G5MR1mtQfb7IRrq7MRWkTvDEPL2zwerMw79eT8RrReKSWrQt/lmiWEYWl3BdI5GmeK8d+4rkIRSMBbkY8rKJtncltkm5j7PrFKsZnd027GNP1n1L9hXltKytxn+ma8Bt/HW993mWwolrWDGcmOTmDn/YnQk3SFLvgh0f75x6D9ry9wI9RTE6kgAUA9q4cSOaplFQUMD8+YN3bbn++ut57rnnqK2tpaGhgZKS5LHn3njjDe655x7s9uTWM5s3b050u73mmmvG9gQucuOZ/ItpUWp88bHCCkyV2PWZY7Lf8aRqKjpl8O7ijcFaQmp85spsU/8B7Qf7cAyrQU749gJg0dlxGKbwjcw5ijMX0uWvo9N3Glegpd84gFE1TH13/NwyrEWYDL03wsOKq+sAoVg8UZadlro16VTjsPV2i2lo20VeRv8kdzQWpqkz/iu93VqAQT95MyiORt/kX8XCu4fV8k/TVEAZ9L3gbDuGtzveKisjL/maM9T7SI1FqateA4BObyIzb2Q/Lpyv5ATeXefR8m9kZfsK+rtxtse7nxeWXTklJhNKTv6tHrTlX185s5bRefRdQu4OnKcP9hsHUNNU2g7Gu/AabRnYclP3BEhFU1XObHsOTY1hyyvDUZK6FdB40FQVlMHfB77TRwk2nW2dWD52P2BqaqzfbMjn6tq5CVQVAFvZjDE79mCGExP/8aOEGuIxsVb1xqTvxBiptP3lWTx7dmHIykq5rbm4957SveMd0ubM7beNGg7h2bsbANO0aROWlJW4pDacuARqjida8aWa6XcgaihM5+9eBMC2dGHKbr5p116B64V1+HbsI+P+W/qNAxjtdOLfGf98ty6aM+zx/87Hksc/NOj60797h7o/bAfghvVf6re+4PYFtKytJtDopGPbsX7jAGqqRv1zZ/+vc+3YZ46s986lS+s3qdXFqF8is897M37vJy4VkgAUKWmaxsaNGwFYsWLFkNuXl5dTXFxMY2MjGzZs6DdZRiQS4d///d/5/Oc/T3l5OdFolC1btvDTn/4UgOuuu46ysgsjcTDWImqo30ytEE/ChdVg4lmdok+0Wjt3zL9F9lVDjvl3Lmekja5II/mmCmx6BzpFj6rF6Iw0ccy/C0+sE4sujblpE5+Yjcek74dRPCaqFiWsBhLP6jBg0MVj0h1p5rh3FyXWueSYirHoe5PNvqiThkAtp/3xmz2b3kGxNfnLZFPwKG2hU0yzzCTLNA2zLp4Ei2lROkL1HPFuJxBzAzA7/epJ+dIeiQVS3qTEu6f6E0/rdIakyT+KHAs407UHV7CZfY1/Y8G0O8m2laMoCt5QBzUtb55N4CnMyktOanT76znevoWSrMXk2MqxGHtvon3hLhqc+zndGW/NZDNmUpwx/AkdxkokGjjn5qVPXCK9Lfh0OgMGffzLj9WcSV7GLNpdR2l3HeXgyb8xvWglVnMWmqbi9jdSe2YNgVD8V+2KgqtTHrvv/vuKqeGkdXqdEf0EJhCTx/y7h+KZ1w+rXMjvpHbHUxRWXk1mwSzMtuzEaz3kd9Jev5f62g2AhsFk6zeWoLvjJPW168kvX0pG7nTMtkwAVDWGu+MkddVvJJKHpXNvxmCauBmA+47bVzX/boqnDy8m51v2XK1ndgEaiqKjoHRkrdrGQ9KYf1fdS8HC4Sc27YVVZFYuxnlqP3Vb/oKmqWSWL0DR6Ql7u2nY+QqBrmYAipbeiXLOjwkhdycdR3aSVbkIS2YBOoMRTVPxtdbRvHcNnqZj6E1Wyq//yIRecyNuJw3P/4asy1eQVjEbY2bv+yDi7sZVvZeObesADb3FRvaV/WPW00LvXGo4lLROZzShM/ZeG1yH9uI5coCMRVdiK6nEkBbvrqlpKqH2Frr3bMW5bwcA1pJK0qomJjEadTpp+f1vcCxfgW3mbAzZvTGJOrvxvLeX7o3rQNPQ2WxkXHf+Qw30MGZlY5s7H//havyHq2n90x/JvuU2DNk5oKqE6s/Q8cqLRLvirZ8yr1s5ZsceisQltVink7Yf/YH0VcuxzJ+BIa9PXDqd+Lbvw/XKxnhc0mw4bk0ekzl04gzBmhNYL5+HsSAHxWBAi0YJ1pzA+fxawnVN6LMzyH7k3pTHd9x+Hd7Nu+L1+MFvyXnsfZirSuP7PllP52+fRwtHUExGMu+9aXyDMUYyF5aQe/0sOjYf5cj/vIkW08i9ZgaKXkew1c3JX7yN72R8eJPKj1+Lout/zYx4gokfDwBQz37nCEWIuPrcR5oMSROPXMxmXVFFRo4dg1GPNd2K2WqaEj/MjbdQIEzAEyDoCzF/xezJro6YQJIAFCkdOnSI1tZ4t53htsxbsWIFzz33HG+99RYPP/xw0rrPfOYzPPnkk3z+858nLS2NcDhMJBIBoKqqis9+9rNjewIXkHdcfyOo9v+icDp4gNPBA4nHReaZLLSvBKA72kpL+MTZNQqHfe9w2PfOgMeYk3Z1v9aBIc3PscBujgXivxYaFTNRLZxIRtr1WVyefhtm3cR9Qe+xrfM5gqqn3/On/Ps45d+XeFxkmc2ijN5uat2RZroj8S+bOvToFSMxLYpKNLFNuiGHyzJvR68kX/40NFpDp2gNnQJArxjQYSCq9SZodeiZk76CaZaJaXFxrm2nfksw0n+8rVNdOznVtTPxuChjIYuK7k48VhSFy0sfYFfds3jDHew68yx6xYii6IiqZwcWR8e8wtvISavot//uQD3dgXjSRqcY0OuMxNQIqtYnruZ8Lit5P3rdyLtWn6/tNT8jGO4fl9Ot73C6tfd9UZSzmAWV9ycez6+4l73Hnsbtb6a56wDNXQfQ6YxoWiwpoVhRsIKi3CUpj/3W/u+lfL72zBvUnnkj8bhq2g3MKL5xpKc2KiF/N41nx/wDhcajm2g8umnA7Ytn3kBxn67BPlczJ/b9LV5ap0dvsKDGIqix3gHLzbZs5ix/JDEWYF+u9uO42uOziuv0RnR6E7FIEE3rGSNIoWT2jZTMmph4QLzVXcOJ3pjUH3+L+uNvDbh9yfQbEi38zqfsuTRNpbU+fs3NKpiTMn4TKeztTrTQQ1FoPbCR1gMbB9y+YOFKChYl/7+VX/9hogEP3paTnNrwOxS9AZ3BSCzU+2NN4WW3kjOr/yzJsUiQ1v3rad3fO8uvGgknJj8w2bOouvljWLMmviVLqK2JljV/BeITEuhMFtRoBC3S+z4wZmZTcv9jGFLMwnvsh/+Wcr+t616gdd0Lice5195K3nV9h07R8B6vxns8PjyKYjShMxhRw0G0PuNs2cpnUnL/IxP6RTXc3ETHC/GYoNejs1jQIhG0cG9MDNnZFD70GIb0sX1t53/gQzT/+heEGhvwvrcH73t7UIwmtFg0KaGRecONpF8xshm5z5fEJbVIfTNdvzv7Wjfo0VktaOEIWqhPXPKyyfuHB9FnJo9LGHN6cD6/Fufza0FR0NmsqIHe5JWxpID8f3p0wIk7dGYTBV/6OK3f+xWRM820fPvJxOzAWvDsBBsWE7mf+cigE4VMNXO+cjsHnX5cBxqo+fYrKEY9eouRqKe3wUD5w1dTeGvqnlt7PvMHQq3ufs83/GU3DX/ZnXhccOt85ny1/5BOF6PS2cX8tfXXk10NISaMJABFShs2bAAgLy+PWbNmDatMTwKws7OTffv2JU36MWfOHL7//e/z5z//mUOHDhEKhSgqKuL666/n/e9/P+axHBPlkqD1WVIJa4FBtgVV6z84r0OfS4VlEd3RFgIxDxEthFGxkG7IpsBURbF51pBdP6eSDEMeixw30RVuxBVtJ6T6iaghdIoOm86Bw5BHgaWKQnNVv1YoADmmYmbal+EMt+KLdRNWg0S1MAbFhE2fQbapmFLbPGyjGPtvKjAb7Kyo/Bh13XtocR/GFz4767Mxg2xbORXZy0i39J/VOMNSyKKie+jyncEVbCYU9RGJBdApemzGTByWQgocsylMn5MyrlOZyZjGsrmfpKljP63d1Xj8LURiARR0WMwZZKaVUpJ3BVnpA49/OhUld/PQiIQGHzQ8Fu39MmayOph91cO42k/g7TpDOOgmEvahKDrM1kxsGUXkFM0nt/Qy9Pr+yV6bo5CKhXfj6azD524hGvYRiwTQ6U1Y0vJx5FRRUHkVaRkTMzNhr5HGpO9snOdTNpmz/TihgBOAwrLzm/xjLJzbojga6P/DS1+xSP9z0xvNzLzr7+k88i5dx3cT6G5BjYQw2jKwF1aRN/9a7AWpJ/gw2bMpvOxWvM3HCbk7iAZ96IwWLJn5ZFYsJG/uCnSGiW+FYkx3UHz/o/jrjhNoOkPU6yIW8IGiw+DIwpJfRPqs+TjmXZ7Uem8s2GfMo/COD+I/c5xQaxNRn4dYMIDOaMSYmYN1WhmOuUuwzxjZ7Nvny+BwUPDgowROHidUf4ao20XM50PR6TBkZmGaVkTavPnYLxv7mADo0+wUf+6f8OzZhffgfsJNTcQCfhSdDn1mFpbyChxXXY218vzG1BwpicsA9cpykPu5BwnVniR0sp5Yt5uYNx4XfU4mptJpWC+bR9rVS9CZ+n+WmCqKcdxxPcEjp4h2dKP6AujsNkylhdiuXIT9uisSsyEPxFiUT9H//Wfca7fg31tNtL0LVA1DYR7WhTNx3HYdhtyBJwGbivRWI4u//0Fa1hykdf1hfKc6iAXCmHLtZCwspvi+y8iYP/yhFoQQlx5Fu2BHthRTXWtrK5/61KcA+OUvf0lBwYU9FkVHx9Az7T005xsTUJOp7+na/0wsP7wgdSuIS9EfDn07sfzw9Y9PYk2mjj9s/uekxw/e8eQk1WRq+eMbn0ss3/fppyavIlPMiz9/LLH8vk/8dvIqMoX87dcfS3p829f/MEk1mVrW/ldvT4TrH5eY9Nj8z71xWf4biQvAjo8n91qRuMSdG5elr0krKYDdd30isfzA/u9OYk2mjr8u/tqQ20zpSUCEuIRcWM01hBBCCCGEEEIIIYQQIyIJQCGEEEIIIYQQQgghLmKSABRCCCGEEEIIIYQQ4iImCUAhhBBCCCGEEEIIIS5iMguwGDcFBQW8/PLLk10NIYQQQgghhBBCiEuatAAUQgghhBBCCCGEEOIiJglAIYQQQgghhBBCCCEuYpIAFEIIIYQQQgghhBDiIiYJQCGEEEIIIYQQQgghLmKSABRCCCGEEEIIIYQQ4iImCUAhhBBCCCGEEEIIIS5ikgAUQgghhBBCCCGEEOIiJglAIYQQQgghhBBCCCEuYpIAFEIIIYQQQgghhBDiIiYJQCGEEEIIIYQQQgghLmKSABRCCCGEEEIIIYQQ4iImCUAhhBBCCCGEEEIIIS5ikgAUQgghhBBCCCGEEOIiJglAIYQQQgghhBBCCCEuYpIAFEIIIYQQQgghhBDiIiYJQCGEEEIIIYQQQgghLmKSABRCCCGEEEIIIYQQ4iImCUAhhBBCCCGEEEIIIS5ikgAUQgghhBBCCCGEEOIiJglAIYQQQgghhBBCCCEuYoqmadpkV0KIC0FHR8dkV2FIWVlZ6PV6YrEY3d3dk12dKUFikprEJTWJS2oSl/4kJqlJXFKTuPQnMUlN4pKaxKW/Cykmubm5k10FIQTSAlAIIYQQQgghhBBCiIuaJACFEEIIIYQQQgghhLiISQJQCCGEEEIIIYQQQoiLmGGyKyDExeThud+c7CpMCX84/B+J5YeXfHsSazK1/GHfvyWWH7ztfyexJlPHH9d+PunxR+792STVZGp59qXPJJbv/cxTk1eRKealnz2WWL7v009NWj2mkhd//ljS49u/9vvJqcgUs+a7jySWr3/iD5NYk6ll8xceTixf9Xt5rQDsfOSRpMfL/ihxAXj3weS4XLn2l5NUk6ll122fSixfvUnuWQC23/iZoTcSQkwJ0gJQCCGEEEIIIYQQQoiLmCQAhRBCCCGEEEIIIYS4iEkCUAghhBBCCCGEEEKIi5gkAIUQQgghhBBCCCGEuIhJAlAIIYQQQgghhBBCiIuYJACFEEIIIYQQQgghhLiISQJQCCGEEEIIIYQQQoiLmCQAhRBCCCGEEEIIIYS4iEkCUAghhBBCCCGEEEKIi5gkAIUQQgghhBBCCCGEuIhJAlAIIYQQQgghhBBCiIuYJACFEEIIIYQQQgghhLiISQJQCCGEEEIIIYQQQoiLmCQAhRBCCCGEEEIIIYS4iEkCUAghhBBCCCGEEEKIi5gkAIUQQgghhBBCCCGEuIhJAlAIIYQQQgghhBBCiIuYJACFEEIIIYQQQgghhLiISQJQCCGEEEIIIYQQQoiLmCQAhRBCCCGEEEIIIYS4iEkCUFywnnjiCVavXs0TTzwx2VURQgghhBBCCCGEmLIMk10BMfaeeOIJNm7cCICiKPziF7+goKBgwO3b29v51Kc+haqqAKxatYovfOELE1HVS15Mi9AVacYd7cAdbccV7SCoegGYbr2CmWlLByzbFWmiI9yAK9pOIOYmrAWJaVGMigm7IZt8UwWllrnoldRvc1/MRVvoNF2RJjyxLkKqHx06zLo0soyFlFnnk2HIG5fzHkxMjdAVbsQdbscdacMVaScY8wAwPX0ZMx1XjXif1d2bqPcfAsCiT2dl4WMpt4uoIbpCjbgjbYnjh1Q/AAsyb6Ykbe7oTmoMxNQIXZ7TePzNuP0tuAPNBMMuAKoKr2dG0cqU5QIhJ1uqfzTs4xRlL2ZBxb39nlc1labO/bR0H8ITaCUaDaLTGbCaMslOr6Asfxk2c/aozu18xGJhut2ncXub8Pia8HibEnGpLLmR6WWrhtxHe9dhGlv34PY2EokGMBqsOOwllBReSW7WrEHK1dLtPh0/ZshJOOpHVaMYDTbS0wopyFlAYf5idIp+zM53OCIhH13NNbjajuFzNhLyd6NpKkazHXtmCXnlV5BTvDBlWW93A93NNXidjQQ97UTCPmKRIHqjBWt6HlmFcymouhqjyTZkPcJBNy0n3qG7pZaQrws1FsFgsWNLz8eRN52imTeg001cbBJxaT+Gt29cTHbsWSXklw0el66WGrzdjQS958TFHo9L4SBxOVPzJvW164as4+W3/gtWe+55nedIRYM+nGeq8TQdw9/ZSNjbjabG4v9XuSXkzLySrIrUcekrFg7SfvgdnGcOEXJ3EAsHMVjsmDNySS+cTv786zGYrUll9vz6S8Oup33adGbf+fcjPr/RCjQ34D1WTbClgXBXOzG/l1goiN5swZSTj336XLKuWIHemtavbCwYwF93gmBLPcGWRgLN9cR88c+xaXd/mMzFywY8rq/uOGee/smw65l73W3kXX/byE9wFEINDfirqwk1NBBpbyfm86EGg+gsFoz5+djmzsWxYgV6W//3QdfatTjffHPIY5R+/esYcwd/D4QaGnDv2EHw+HGiLhcoCob0dEwlJaTNn4/98stHfY6jEaqPxyVcfzYu3j5xKYjHJf2aFejTBr9uRt1uPFu34a+pJdrViRaJoLOnYyrIxzJjOhk3rkTRJ18zo04X/kOHCBw7TrixkZgr/vmnT3dgLi8j/erlWGfNHK9THzHny2/j/MvaxOOKp/9zwG3VQAjX61vw76om2t4NOgVjYS5pVy/CcevVKIahv8ZGnR4863YQ2H+EaHs3WjiCzmHHWJSHZW4VGXdei2KY2M/oVLpf3EznM72fETP+8p1+26ihMIGa04RONhE61UToZBPRjvj/d9YDN5LzwaHvdwB8uw/jWr+H0IlGYt4A+nQrlhklOG65krTLBr7nEUJcHCQBeJHTNI1Nmzbx4Q9/eMBtNm7cmEj+iYnljLSzx/3GqMqe8u+nPXIm8ViPAR06wlqQrkgTXZEm6gIHWZpxJ2n6zKSy3ZEWdrpeSnpOrxhRtRh+1YU/5KIxdJTp1suYmXblqOo3Ws5IK3s6Xxmz/XWGGhLJv6G0Bk5yyLl+zI49lly+Rt478eyIyymKgsnQ/wtqX6oWJRoLAeBIK+q3PhINsPf4M7j8jYnn9DoTqhrFG2zDG2yjoWMPCyrupzBr3ojreD5c3kb2Hf7DqMpqmkr1sedp6Thw9hkFg8FCJOKno7uWju5aSguXM7vqrpTlj9etwxdoSzzW680oikI44qHT6aHTeYz6lp0smfswZpN9VHUcjd2vfRtN672m63QGFEVPOOCiK+Ciq7mazII5zF7+MHqDKals2+ldtJx8J6msTm8kGvbj6azD01lH07EtzF3xGOk5FQPWoaN+Hyf2Pk8sGuytg85A2O8k7HfibD1KYeXV6EzWAfcx1na9PkBcgi66muNxySqYw+yr+seltW6QuHTV4emqo+n4FuZe/RiOQeKiKHoMg5yzokx8x4z9z/w79ImLojeg6PRE/C5cZ1y4zlTjKJnD9JseRXdOXHp4mo5z8q2niQbiSS5Fp0dnMBHxu4j4XXibT5BZvgCDuTipnMGaPmjdNDVGLBT/ESYtt/Q8znLkXPt30r1nW+KxYjCgMxiJBfwEGk4TaDhN167NlHzgE9hKKpLKeo4cpPnVP43quIpejz5tiLhEwqjh+DXbWjRxcfG8+y7ubckxUYxGVL+f0OnThE6fxrV5M4Uf/ziWiorUO9HrUyYIE3QDvwc0TaPr1Vdxvf02aFq8DmYzqCqRjo74X1vbhCcAPTvfxbO1T1yMfeJy6jShU6dxvb2Zgk9+HEtlRcp9ePe+R8df/ooWDCb2gd5ArLubQHc3gdojpK9Ygd7We/2IdndT/+3/m4gFgGIygaYR7eoi2tWF77192K9aRu6HPoAySGwnQqSpHdcLG4a1bbSjm5b/+6t44g9QzEa0qEr4VCPhU434tu2n4BufQJ828PXUt+MAHb9+AS0Qf68oRgMY9MQ6ncQ6nQQPHiP9pmXoDRP3OZRKuKmdruc2Dbld8Hgjzf81uvsdAE1Vaf3x83i3nr3nURR0Ngsxtx/f7lp8u2vJuH05eR9Pfc8jhLg4SALwIpafn09bWxsbN27kQx/6EIqipNyup7Vgz/ZiYhkVMw5DbuKv1rudkOYfslyOqZhcUylZxkJsOgcGXfyLWVgN0hw6zhHfTgKqh/fcb3JN5geS/v9VTUVBIc9UTpF5JtnGIkw6C5qm4o52UOvbTne0hROBvVj16ZRY5ozb+adiVMw4THk4jPk4jHnUurYkWuKNREyNUN29EQUd6cZc3JGhX99mnY10Yx4OUx4Zxnze63p9NKcwLgx6Cw7bNBzWQtJt0zjS8CbhqHfQMhZTBisXDd7K5nD9G9S370KnGJiW1b+lT23D2kTyb/q0GyjNuxKTwYamqXR7z3C4/g18wXYOnX6RzLQSLCbH6E9yFAwGK460aaSnFZFun8bRU28QjgweF4ATZ9Ynkn+l066msmQlJqONWCxMQ8sujp95k/qWHVit2ZRNu7pf+fyc+VjMV5ORXobVnIVebwQgFHbT2LqHk/Wb8PiaqDn+PJfNe3RsT3oQmqZizyolv3wpmQWzsdhzAAj6umio3UDb6XdxttZy8r3nmXnlR5LK2rNLKU+7C0dOJdb0/ESyKhYN0dl4kNMHXyUa8lG7/XdcdttXMRj7f3HqaNjP0XefATQKKq9i2ozrsDnirdBjkSA+VxOdjYdQJrD1HyTHJatgNpa03rjU126gre5dultrOfHe88w6Jy7pWaVYFtyFI7cSqz1FXA69SiTko3bH77j81tRxAUjPKWfh9Z8d3xMdKU3FlldG7swrcRTPxuyIxyXk6aJ53zo6j76Lu6GWuq1/pXLlR/sV97ae4tibv0KLRcisWEjhopuw5ZagKApqNEyguwVnXTV6k6Vf2cUf/fdBq9Z68C0a3o3/IJQ7a+Stv8+HpaiM/MxsbKWVmHIK0Fvi/6dqOIS79gBtG14h5vfS8NffMP0zX0+s76FPS8dSWIylsARLYQmNzz81rOPaSiqZ9YX/M+g29X/+Fd7jNRjSM0mrmrjPZ3NZGdlZWViqqjDm56O3no1JKITv4EE6X3kF1eul9be/pfRrX0Nn7f8+sFRUUPT3o2vJ2fnii7i3bkUxm8m65RbsV1yBwRH/vIl5vQRPniTc0jL6Exwlc1kZxtVZmHviYusTl/0H6Xr5bFx+/VtK/7V/XHz79tP+hz+CppF+9XIcN1yHqbAwvo9gkHBjE74DB1H0yQk8TdVA07DMmol96VKss2diyMhAU1UibW10v/o6/kPVeHe+iyHDQdadd0xMQFLQVJWOXz6PFolinllG6NiZgbeNxWj9nz8Qbe9Gn5lO7mc+gHXBDDRVxf/uITp+9QLhuiY6fvIXCr6S+rPVt/Mg7U/+GTQN+41X4rh9Babi+OeQGggRrmvCv7umX4vKiaapKm0/fREtEsUyq5Tg0fpBt9elWTFXTcNcWYS5chodv3uDmHPo+x2Azj+tTyT/Mu68muz3r0SfbkMNhnGt20XnM2/iWrMDY2E2mXf2v+cRQlwcJAF4EausrMRqtVJXV0dNTQ3z58/vt01NTQ3Nzc2Ul5dTWFgoCcAJlm0s5Kacx5KeO+LbCVrq7fuqsC5K+bxJZ6HcugCdoqPauwVvrBtntJUsY2FimzS9g2uzPkSaPiOprKLoyDDmc2XG3Wx3/g1PrIuT/vcmNAGYbSripqK/S3ruiPudAbYe3FH3DvwxF1XpSwnGvEMmAIttsye1m+9gsuxlrFr81aTnjjUN75f0wcTUKM1dBwEoyJqL0ZD8JV1Vo7R2VwPx7sHTp92QWKcoOrLTK7hs+ofYWv1jVC1Ku+sYpXlXnHe9hivLUc7KZd9Ieu543dBdLcMRH2eatgOQlz2X2ZV3Jtbp9SbKi68hHPVR17iFk2c2UpR3GYZzYjNQ92KzyUFV6Y2oapTTjZvpdB4nGHJhMWek3H6szb/u02Tkz+j3vCUtmxlXfABF0dF6agftZ/ZSNv8OzLbMxDb55amHHdAbzOSXL8VkSadm66+IhLx0Nx8mryy5pU044Obk3ucBjYqFd1M064bk/RgtOHKrcORWnfd5jtT86z5NZl7quMy8It46pvXUDtrr91I+wrgYLenUbIvHpav5MPllE9sC6XzMuuOzpBf1j4s5PZuK6z6EotPTUbudrhN7KF56ByZ7VmIbNRrm1NvPosUi5M27lrKr70/ah85gIi2vjLS8slHVrePouwDYCyqxZOaPah+jlbkodet3nclM5qIrMdgd1D/7c2I+L97jNWQs6L3uZSxc2q+bb+O5OxqliMeF90Rt/DiLrpzQVl3pS1O/D3RmM+lLl6JPT6flF78g5vXiq6kh/Yqx+yzw19bi3roV9HqmffrTWMrLk9br7XbSFi0ibVHqe6PxlL5skLgsW4rekU7rz36B6vXir67BvrQ3LlGXm46/PAeaRva9q8m4MfmaqbNYsEyvwjK9/zVTb7NS9KUvYi4tSXpe0ekwFRaS/4mP0frzXxGorcX19hYybrkZndE4Bmc8cp43txM6doa0FUswFGQPmgD0bnmPSH08kZv3Tw9imRm/fig6HWnLF6GpGh0/+TOB/UcIHDqOdUHy9Sva7abzNy+CppH10TvJuPPapPU6qxnLnEoscyrH9iRHwbVmJ8EjZ7BfuwhjYc6gCUDr3HKqfpt8v9O32/BgYm4frtfi9zxpV84l77Heex6dxUTWPdcQc/twvrSFruc24lh5GTpb/x9thBAXPkkAXuRWrVrFb3/7WzZu3JgyAdjT+m/VqlXU1NSk3IfX62Xbtm3s3buXhoYGOjs7iUaj5OTksHjxYu677z6Kivp3GwT4xje+waFDh/jwhz/MBz7wAV544QW2bNlCW1sbgUCAZ555Bru9t2vcjh072LhxI0ePHsXtdpOWlkZ+fj5XXHEFq1atorCwMOVxAN5++21ee+016urqACgvL+fee+/lmmuuGXa8Jtp4dvfKNPSO+9gzrmAPi37w7og6RU+ReSZH/Dvxq24iagijzjwu9TzXWMXEGW6hzrcfmyGT6elXUu0cunvFZHS/G67xqlub8zDRWLzLUXHOZf3WR2JBVC0GgMM2LeU+bOZsjHorkViAmBoel3oOZLRx6XKdRNWiAJQXXZtym4qia6lr3EI0FqSt6zBF+f3jM5iM9N4vZaGwe8ISgKmSf33lVyyj9dQOALzd9UmJrqHYs3u/dIcCrn7rm09sJRoJkJZZzLSZ1w97vxMhVfKvr4Ly0cclvU9cwiniMpWlSv71lTtrGR218S+Ovo6GpARg5/E9hD2dGKzplFx595jWy9t6iqCzNV6H2RPb+m84rMW9/+cRtzNp3Xgm5VwHdp3tsq2QuWRqxaVvUq5nLLqx0n12/EDHNdf0S/5NdZaK3vpGnclxcW/eguoPYCopxrFyZNdMndXaL/nXl6IopC9fRqC2Fi0UItLairlk4O3HS6Sti+7n1qGz28h+6E7c63YMur13y14ALPOqEsm/vtKuXoTzuTeJtnfj3fpevwSg583tqL4ApvIiHHdM3e8AkbZuOp9djy7dRt5jd+Jcs3PQ7c/nuuI/dBItEr/nyVyd+p4n695rcb60BdUXxLvrMI4bRnbPI4S4MEzdb7tiTNxwww3odDq2bdtGKBRKWhcKhdi6dSs6nY6VK1cOuI+XX36ZJ598ku3bt9PU1IRerycWi9Hc3MyaNWv4whe+wL59+watRyQS4etf/zpPP/00jY2N6M75EAsEAnznO9/hP//zP9mxYwddXV2YzWZCoRDHjh3jT3/6E6+8MvC4cD/5yU/4n//5H44ePYqiKAQCAWpra/nv//5vXn311SHjdDHqijQnlm26kScedH0mD9G4sMaIVLUYB7vXAxoLMlcNOBGKgMbO94B4Ei87vaLfepMhDb0u3mLA7W/utx7AH+oiEgsAAycJp5pgyJlYTrOlnuzGaLRhMsbHT+xyHh/xMZzuurNLClbLxE+QMhCdvs97WxtGc+M+3B2nEss9XWj7aq/bA0Be6WUDDjsxVSXFZTjNsPtIiou9f1wuZDp9nxZDWvJnQeex3QBkVS5GZxjblkU9rf/0JgtZlYvHdN9jwX/mZGLZlDUxE7domoZzfzxJkFY5E1Pm1LmuAARP9sbEkDN274NIezuhsz/ujmWrwokSPNEbF2Nucly8u+PvIfsVV4zLNTNpogx1ZNe1sdL56xfQQmGyH7wTvWPwH6DVUJjQ0fj/tXVR6gkpFEVJrAse7P/Z7N0av69Ju2bJlP4cavv5i2ihMLmP3I7eMfhYzecr2u5MLJtKUt/z6O029Bnxevj3j/yeRwhxYZBvxRe57OxsLrvsMvbs2cP27duTEn07duzA7/ezdOlSsrKyBt3Hgw8+yLJlyygrK0skAE+fPs3TTz/Nnj17+J//+R9++ctfYrGkbi7++uuvo9Pp+MpXvsLy5csxGo20tbUltv/BD37Arl27MBgMfPSjH+WWW24hIyOetGptbWXHjoF/LXz33XcJh8N89rOfZdWqVZjNZlpaWvjhD39IdXU1Tz31FDfccAPp6YMPqn0xiGlRgqqPltAJTvjjv6BmGaaRYRz5bL5dkSYgPiaeUbmwugEcd7+LL9pNiW0e2ecMOi96+UPddHlOA6lb/0H8Rrsk9wrq2nbQ1LUfqzkz5RiAAAWZ81ImEae6wZJgPeu8/tZh7SsaCxEMOmlu30ddU7zr+rS8xYlE4lTgbj+RWE7LGLhVdQ81FiUcdNPdfJj6mvjsjZa0XLKnJU/4EvR1EQ664/vNKsHnaqbxyEZc7SeIhv0YzXbScyqYNv0aHLmT3/XqXK6O3rjYHCOIS8thzvSNS+HAE+H43a28t/77BH1dgILJmkFGbiWFVSuwZ07Na5WnufeLoDWrN8GvxqL4O+Ld1dJySwh7u2netx5Xw2GiAS96k5W0vDLy5lxNRtnIJgeKRUJ0n9oPQFbVZQNOPjLR1GiUqNeN91g17ZvXAGDMysU+s38Pi/HgrztOpLsTYMq0/tOiUaJuN/6aGrrXxGNiyM0lLUWvE4BwSwv13/se0c7O+Oy9GRlYqqpwrFgxYOu04KmzCXa9HtO0afiqq3Fv2UKooQEtEsGQmYl19mwyVq7EmD01kqJaNErU5SZQU0P3G71xsS3ojUuks5OYK37NNJWWEG5qxrl+A8Hjx4n5/OjtdiyVFTiuvw5L1eiumYHjZ69rej3G/JHfC54vz6ZdBKtPYFkwA/t1Qw+NEGlqT0xqYiwtGHA7Y8nZcWVdHmJeP3p7fGKZSFsXse54TM2VRYTrW3C9/BbBmlPxmKanYZ5VjuO2FVhmTV5LUtf63QQOnsS6cPrEt7QbJBGsnV0Xrh/ePY8Q4sIjCcBLwKpVq9izZw8bN25MSgBu2LAhsX4wt99+e7/n9Ho906dP5xvf+AZf+MIXqK+vZ9u2bdx0000p9xEIBPg//+f/cNllvR9y+fnx8Xz27t2bSPB9+ctfZsWKFUllCwoKuPfeewesn9fr5Z//+Z+Tzq2wsJAvf/nLfOpTnyIcDrNr164hz/NCFVL9bOpKPStYnqmchfaVI95nd6SF1vBpAErMc6b0L6jncofbOeXdi0lnY3ZG6m4OIq6n9Z+CjqKcgVvYzChaRTjqp7nrACea3+ZE89sYdGZiagQNFaspi5lFN1FRcOEMGm01ZyaWff5WTBn9v1yFwh4iUX9ieSAuTz27Dv6i3/MKOqblX8bsyrHtGnk+ouEADUfi3eEdufGJPgay/YWvo6nRfs+n51Qwa9lHk1rMAQQ87YllT+dp6g+vQ1Nj6PRGdDoj4YCLzob9dDYcoHTeLZTOvWWMzur8JcUlpxLbIHF558WB4zL7yv5xST6Oj2jYj8FkJRYJEvS2E/S203p6FyWzV1E+v//n7WSKhgK0HIgPFWIvqEoahy/s6UJT48MDhDydnNn+AmoklJgBOBr04qqvwVVfQ+6sqyi79gPD/izpPvkeaiTea2EqdP+t/e5X0WL9/8+tJZUU3/cQOsPE3E73tP7TW9NIn91/wqaJdOpf/gUt2j8m5ooKCh56KLnlWR+qz4fq96OzWlGDQSLt7UTa2/G8+y6ZN91E9h39J6qItMevLXqrla7XX8f11lsAKBYLKEpiBmDP7t0UPPIItjkTO3FZX6e/PEBcKivIfyQ5LpG23mtm6NQpute8CbEYitGIYjQSc7nw7duPb/8BMm+/jazbRnbNjHR24nkn3n3fftkSdAP8SD9eol0uup59A8VkJOfj9w2rTE/yDsCQNfCEYobs3nWxbnciARht6Ug8Hzx6BucLGyAaQzEZUYwGYt1u/DsP4n/3EJnvu4nM+yf+u0G0y03n02tRTEby/271hBzTkJeZWA7Xt2Kd1/+eJ+r0oHr8Z+s48D2PEOLCJgnAS8BVV11FWloaBw4coKOjg9zcXDo6Ojhw4AB2u52rrhr9zbXRaGTJkiXU19dz+PDhAROAFRUVScm/vnoSkfPnz++X/BuOvLw8brjhhn7P5+TkMGvWLGpqahLjAl6MFBRMSnxGuagWRiX+hazQVMUM21JMupHd8IXVAPs9GwANmy6DStuSMa7x+FE1lYPO9WiozM24fsLGLbwQaZpKU2e8hU1uxkzMxoG75eh1BuaX30O6NZ9jTRvRNJWo2jukQEyNEIkFULUY+ik8jmJfWRlV6BQDqhblVMPbZKVIAJ5qeDuxHI2F+q3voSh6TGfjF4kG0M6OmVhcuJSK4usSswNPNk1TObbrWSJBNzqdgcol9w26vcmSjhqLEIuGUWPxsR0dedOpWHgXZlv/VuOxSCCxfKZ6LWZbJtMvf4CM/Bkoig6/u5WT+17A3X6C+po3sTkKySme3CQGxONydHdvXKpGEZeMvOmUL0gdFwCLPZfyBXeRM20+5rRsdDo9qhrF1X6Cuuo1+JwNNBzZgMFkpXhm/8+zyaBpKqfffoaI342iN1C6InmCj2i49/+7ed969CYrVaseIbN8AYpOT9jbTcO7r9B9aj8dR3diySygYOHwzq3jSDzRZc0uIi23dOxOapQM9nTUaBQ1HEKLxP/PbeUzyF91D8aMgXtQjKVYMICnNj6Dp2PB5SiDJJongj49HS0aRQ2F0MLxmFhmzCDn7rsxpOhVYszNJfvuu7EtWIAxOxtFr0eLRgmcOEHX668TbmjAuX49OquVzHOGpYkF4q+1mM+H6623sMyYQe773oepoABNVQkcO0bHc88R7e6m9fe/p+TLX560loAp4zJzBtn39I+LGuh9D3W/vgZDVha5H/oAlpkzUHQ6wi0tdP71bwSPn8D5xhpMhQWkLR7eJCdqOELbU79HC4fRpaWRdc9dY3eSw9T5mxfR/EGyPnw7xvzh/X+owd7PWsU0cMtfxdT7uaoGe8cejvl6Y+r86zoMuZnkfOJ+LPOq4jFtbKXrqZcJHj6F8/n1GEvySbtywUhO67y1/eIlVH+QnAdvxVgwMa9T24IqFKMBLRKl629vU5wiAdj9t957HjUw8D2PEOLCJgnAS4DJZOK6665jzZo1bNq0iQ984ANs2rQJVVW59tprMQ5jRrCGhgZeffVVqquraWtrIxgM9us219XVNWD5OYP8GnvkyBEAlg4wu9xQZsyYMWCrgpyzY9D4fL5R7ftCYNJZWZXzCBDvrhhSfZwJ1nA6cIDW8Gnm2a+h1DK87ldRLcIe9xqCqhe9YmSJ4xYMytRIXgzHKc8ePJEO8iwVTLPNnOzqTGkd7uOEIvFfeEtyB+9+4g91s+/En/EG2yjMmk9FwdXYzLlEYwE6Pac53rSB063v0OU5xdKZj2LQT43ueoMxGdMonbacuqatdLlOcOjoc1SWrMRqySYc8VDf8i4NLe+iKHo0LTZoyyWHvYjrr/wXIJ40CQS7OdO8nYaWd2lu28eCWQ+Qlz35s0uf2v8y3S2HAai87H7SMlJP3tTjijt6ZxsMB720n9lDY+0GDmz8X0rm3ETZ/NuStj/3M2H28kewZ/V26bM5Cpi74mPsXfvfRIIe6g+vmxIJwL5xqVoydFyW3n5OXOr30FC7gQOb4nEpn3dbvzKpZgXW6QxkFcwmI7eKg5t/ire7njOH11FQsQyD0XqeZ3X+6ne8iKs+PjlY2Yr3Ycs+Jy59xwPUNCqu/SCZFb3/nyZ7FpU3PkTQ1U6gq4nm/evJn38tik4/6HED3S342uMzhE6F1n8AM/7hW4nlqM+D6+AeOrat4/RvnyD32pvJu6F/q7Wx5jq0J9GyLHPJ8nE/3lDKvvnNxHLM48GzZw/O9etp/OEPybz5ZrLP6T2Sauw+xWDANns2lqoqmp98klB9Pd1vvonjqqvQWfu8B3quLZqG3uGg8BOfQHc2OaTodNhmzyb/kUdo+tGP0EIhXJs3k3vffWN+zsNR+v8lx8W7ew/Odetp+sEPybzlZrLu7BOXc66Z+R97NGlSD1NhIQWf+gQN//e/iLk9ONe+OawEoBaL0f6HpwnXN4BeT97DD2LImJhJqHp4t75HYN8RTOXTJnYijnNimvePH8Vc2Tu8gqm4gPwvPULjlx4n5vLgfGHjhCYAPZv34d97FFNFIZl3j7zRw2jpHWlk3LEc58tbCRw4QcuPniP7/SsxFmQTdXpwrX0X19p3Qa+Pt0K9gHr+CCFGRhKAl4hVq1axZs0aNm7cyAc+8IGk2X+HsnnzZp544gmiZ288FUXBZrMlEofBYJBgMNhvkpG+HI6Bm/E7nU6gt0vwSFmtA39R6qljNEV3jHM9/fTTPPPMMwOuf+CBB3j00UdHXsEJpCgKFr2dWWnLcBhy2edZR7V3KxmGAhyGwQfkjmoR9rjewBVtQ68YWeq4Y8gyAxlsTMnx4o10cdzzLnrFyLyMlRN+/OGYjLgMpLEj3v3XbEwn1zHwLKCapiaSf9OyF7Gw4r7EOoPeRHHOYjJsReyo/QVufzOnW7cxo+jGYddjMmMyvfxmgmEXrR0Haek4QEvHgaT1GfZS7GmFNLbuwqAfXkJGUXTYrDnMqbobqyWLY6fXcOjoX1lx+Rcwm4Y/DulYx+X0gVdoObENgIpFqymoWDai8iaLneJZN+DIreTgph/TULsee3Zp0jiAekNvi9uM/BlJyb++2xRWraC+Zi1+VzPhoAeTZfLicurgKzSfjMelcrRxmXkDjpxKDrwVj0t6Vmm/8REHo9MbKZ9/O9Vbf4kaDeFqOz6ixOh4vIcadr5Me008LiVX3UvurP6JOL2xt3W52ZGblPzroSg6Chau5PTbzxAL+fF3NJCWP/i4Wz2t/xS9gezpo5/wYbyuLYa0dHKWr8RWWsnp3/2Ijq3rsBSVkT7O4wA698XjYikqw5I/+smWxiMu+vR0MleuxFJVRdOPfoRz3TrMZWWkzRve+0BnNJJ15520/PznaKEQgWPHSFvUm+jSmXuvLY5rrkkk//qylJVhnTGDwLFjBM7+sDxc4/Va0aenk3Hj2bg88SOcb67DXF6GbX48Ln3PyzJzRsoZfXVmM+nXXoPz9TWEm5qJeTzoBxnTWlNV2v/wR/wHD4FOR/7DD2KbM3tU9R9tXGIuD11PvwY6HTmfuB9FP3jSvy+dpTcmPS0oU9HCkT5lTH2W+8R0/vSk5F/fbdJvuQrnX9cTOdNCzOVBnzH+n0NRp5f2370R/3/59H0jistYyPnIzUQ7XHjfOYh36wG8W5PvecwzSzFXFOJetwudfWQ/Qk2l+1shxOAkAXiJmDNnDsXFxTQ2NvLSSy/R2NhIcXHxoC3zAFwuF08++STRaJT58+fzyCOPMGPGjKRWg08//TR/+ctfBh1I/9xZf6cin89HW1vbgOv9fj/6Cf6wPh+F5iosPjtB1UtDsJZ59oF/ge1J/nVHm9Fj4ArH7WQZR/8FYzLiVON8Cw2V6elXYdSZiarJN459X58963SKHp0ycXWdKq+fUMRLu+sYAEU5i1EG6bbb4T6BNxh/Xww0xp/dmkduxkzanLW0Og+PKAE4mTHRKXoWzvog0/KW0Nz2Hh5/C6oaxWLOID9nASUFV3L4xIsA2KwjT4aXFC7jRN16YmqYlo4DlBcNvxXEWMbl9MFXaTq2GYDyhXdTNPO6Ue8rPbsMR24l7o6TtJ7amZToMll7f+gZbGxBm6N3YPeQv3tECcDxikvFwrspmjE2cWk5Jy7DK1+RWA76OkdUdqzfQw3vvkLroXhXsJJl91Cw4PqU2xnTelsU9R0b8FzWzD7/397u/5+9/45u4zwT/u/voBMEwN5FUlS31V1ky1XujuMWpzib2IkTp27N5s1ms8+27JN9stnfpjjZONVxYsdJHMdxj7uKZVnVsrpEiSoUe0fvmJn3D5AgIQIsEpuY63MOzwFm5p655yIwAK65y4gJQE1N0HciOZN0wdwVmKxn3xJysq8tOVW12KvrCDWdxLNn+6QmAMPtLUQ7W4Fzb/03mXGx1dRgq6sjcvIk/m3bxpwABLDVDr4u4r3p7wHjkNZrlhFuFpvLygg3NJBwu8dR68l/rVhra7DNqyNy4iT+rdtSCcC08yrLPuHF0HWJPnfWBOBA8i+4dx8YDJTc9zFyV539DNpnGxf3k6+hBUI4b7gMc2VJWrdeABJq6uHAOsVkRDGZMA4Z9y/h9mGpyfxdNNE3OFbg0DJDH5srs096Yq4afB0lejzjSgCebVx6f/s6mj+E6+Y1WKqKxxWXiaAYjZR/6SMEr1mFf/Meoqc70GMJTMV5OC5fRt5Nl9L1k+cAMFeM7zvPTPl+K4QYnSQA/4xcd911PPHEEzz22GOp56PZvXs34XAYm83Gv/7rv2K324dtM9CC72zl5+fT1dU1YvJtKuTm5o7YCtFut6Oqatb1M5HNkEtECxBSvVm3GZb8y3sfheaRu8CNZjriFFKTXwaP+bZxzLct63YR1c+b7T8FYEne1cx1rJqK6gHTE5dM2vr2o5Psvpdt9t8BwcjggNp2a/axagbWhaOecdVlJsSkuGARxQWLMq7zBfp/dDtrxr1fo8GMyZRDLO4nHM4+REImExWXxv0v0daQTObULns/VYvOfXy5gURfJNCTttzuKgPFkN41NKOhN4vG181oouJy6sAZcZmAcfcstv64BHtG2XJiTeR7qGXni3Qe2ARA1aW3U7Z8XdZtTVY7Znse8VD2zxcAfcj/e7RuZd6mQyQiySE7zrX771RcW0zOZAIn5p7c/7m3f/IPg8VK3tJzmzF0suMykNQ6M4l3LiwVY7whOXCjb5zdF6fitZKKS89gXMzlZWAwgDbaNXOILKeWSv7t2ZtK/jkump7XSrw7mYD1r9+Bf/2OEbdt+sx/AOC85QqK7r89mbRTFNB14s2dsDJz68V4S3KWWmOeMzUBCPQn9sYS07Q2C1Pzeol3JePie30nvtd3jrjtyU/8JwB5t62l5IHbzup42eRetIjcizJ/54meTH7nyVk0vu88Y4mJJAmFmBkkAfhn5LrrruM3v/kNiUQCg8EwpgRgT0/yS+2cOXMyJv90XefgwYPnVK8lS5bQ1dXFu+++ywc/+MFz2te5uO+++7jvvvuyru/p6cE9zrvK00nXdcJqcoy3bOP4TUbyDziv4jSVZkpcBrr/FjrnYreO3G1DGfLFOBz14MjJfEc9Fk/+aDeOc/y/mRKTTHyBNoLh5CyNFSWrxl0+oUaJJ6YvLo37Xxxs+bfs/VQtXnfO+wSIBJPJzKFdfiHZldVVXIev+wRh/witqX2d/Y8UbLnj6zY0EXE5dSA9LnMWrTvnfUL2uIyFv29woipr7vgGhZ+o91DLjhdSLf+qLr2d8hWjf0dwVS2it2EXEU/2/3fE3Zl6bHGMfG49R7cDyS7FjvL5Y6l2VlNxbYm5k8kcg2XyJpzS4jG8h94DwHnBynM+1mTHJdGf+BvavXUsokMmazMVpbc+stXVoVgs6LEYsa4ucrPsI9aZfK2ZxjkByFS8VjLFxWA2Y5s/j0jD8VTdM4l19K9TlIznpmsa3Y8/kdby71yTfzA9n88GqwXrolqiRxsJ7z9G3u3DWyDruk74QLIXg215+hAmBosZ25K5RA6fJN7WPazsgHhr/zVLUdJmyB2Lmfy95VxET7URa0nGzHntqnGVHUtMiouLz6ZaQogJJgnAPyMlJSU88MADuN1uCgsLKSnJ3jR+QG5u8mtWZ2cn8Xh82IQhGzZsoK2t7ZzqdcMNN7B582YOHTrE1q1bz2om4D83mq5hGGW21dboUaJ6CCBjUm+ykn/TZV35AyOu3+9+g7ZQPTajc9RtZzN3oIlQNPlDpKpo+MQEZ3Lay1OPW3p2s6T61mHbROMBurz1AOTnDh/D6HykqjHqT74IQGnRUnLt6ddLTVdH7T5+unULen9ruEyzDE+mtOTf8tvH1PIvWVdlxFZanq4GAn3NQHJG4DOV1l6Kr/sE3q7jBNwtw8YBVBNROk4mW+g6CqsxW7PPPj0Zhib/5i6/fUwt/8YcF3cyLnlnxEXX9RHLamqC04deBcBgtJBfMvUTGA1N/s1Zc8eILf+GKlq0ht6GXUR9PXgaDwwbB1DXNToPbgLAbM/DXjx8PK4BsYAbX1tDar/TOQi9rmmgjPw/D546RqQt+T/PrT23ZOVI/PX70SLJmU2nc/KPscQkfOwY0eZkTGzzB2My2ntATyToe+UVIDnza87C9PeAwWzGsWoV/p078b3zDnnXXDNsHMBIUxOREycAxtX1+FyNOS5N/XFZkP5acay5lEjDcSINx4k2twwbB1CLRvG/kxyP01pTg9GRfs3M1O13IpJ/56LiXz474nr3H9/E+2xyLPK5T3xz2HrH1RcRPdpI5MgposebsS5Inwk8tOMAia7kDRfHVcPP1XHNxUQOnyRy6ATRU63DxgHUIlH8byZbJlrnz8HomprPoTlff3DE9b1PbcD99EYAFjz1jamoUooWjdH1SPI7T+7lS7FUjf4bUQhxfpr5A7OJCfWBD3yAT3/609w9xtnRVq5ciaIo+P1+HnroodQdnnA4zAsvvMDDDz+Mc4TBiMdi9erVXHZZsqvPt7/9bf74xz/i8w2O7dHZ2cnvf/97nn322XM6zkwV16LEtHDqb4BGIm15Qh8c8Ngd72CH53laI8eIqIG0/QVVL0eDOzgUeBsAu8FFlS29C4Wqx3nP92oy+aeYuTjvthmV/ItrEWJqOPU30FdD0xNpy88c528iDN1/8thJqh5LW65q8RH2MjniiTCxRCj1N9DdSdPiacsTava4DLT+MxtzKMsfeQxQgAJHLc6c5PhDTd07OdryGpFYsmWpqiXo8R5n17FfkVCT49XUlk79D9R4IkwsHkz96UPjMmT5QB0HeP3NnGp5i0CoC01L9JdJ0ONu4N2Dj+ALtGC15LGk7vZhx+zo3s/eI0/Q1XuIWGzwPajrGv5gB0dOPM+plk0A5DlrKMqfuqRO2th2K+4Yc7ffaMjDvvXfo+PkNiKB3rRxM6MhDy1HN1C/9VeAjslizziWYEnNahwF1YDO0e2P4+lqSCVBQ75Ojmz9JfGIH1CoXTr5M6cOlT7m3x1j7vYbDXnYt6E/LsHMcTmy7Vek4nLGWIK+npMcfPundDXtJhrypJZrmoqnq4EDm39EwJ2c9bb6ghsxWaZ2BuC0Mf8uu3PMyT8AZ/k88ucmJ2to3PIU7lP70bVkV7BYwM2pjU8Q7msHoOqS94083uixnclrmmKgeOGlZ3k2EyPu83Dqke/gfm8rMXf6/zzuc9OzdT3Nf3gU0DHm2ClcM/y1lAgF0v4GaLFo2nItPvLn2MDkH9aScuxz5k7I+Z2NhMdD63e/i2/bNuK96TFJuN141q+n45e/BF3HYLeTd81gy63IyZO0/+Qn+N99l8SQYWN0VSV87BhtP/wh0abke6DgppswZpjcreDWWzHYbKg+H52PPppqMadrGqFjx+h6/PHkLMEOB3nXnnuX/rFKuD20/c938b2zjXhPhri8uZ7ORwbj4lqX3qLNcfFFWGtqQNfp+uVjhI8dSyYVSbb863zkUVSfHxSFgvenXzPP7PZb+on7pj35NxEcV6/GXF2ejMn3f0P44HEgeb7BHQfo+UXy90DOykXkLBs+iVnuFSuxzJ8Duk73D35L+ODxwZi2dtH13V+jepMxzf/wzVN3YhNADYRRfcHUH1ry9abH4mnLh40vCEQamul75i1iLV2pGcX1RILg3gZa/+0Rog0tmIryKHlw+HceIcTsIS0AxYjmzJnDnXfeyfPPP8/bb7/N22+/TW5uLuFwGE3TWL16NQsXLuSpp546p+P8/d//Pf/93//Nnj17eOyxx3j88cfJzc0lkUgQiUQAuOOOOybilGacdzxPE9ECw5afCu/jVHhf6nmldRErnINdstyJDtyBDgAMGDEqZlQ9gcbgjMdOYxGrXbdgVNLf6h3RU/TFky03dV1jr++NEeu42nUzBebyEbeZSO90PUmkv/vyUKcC73Eq8F7qeaV9CSsKbprQY2/oeCTj8iPezRzxbk49n+9cw0LXuY1RNV7b6n9GJDZ8vK3Grm00dg2Oe1hZuJJlc+8atl1CjdLhOQxAReFyDIbRPwIURWHlvA+zu+E3hGNuTnft4HTXDowGS38SNPnlU0Fh0ZybKXTOPbuTOwc79v2ISIaxB0+3beF025bU84qS1SxdeE/qeTTm50TTm5xoehNQMJtsJBLR1PiIufZSVi25D4slU+sAnR73UXrcydkmjQYLBoOJhBpF1wfHwinIm8eKRfdOWWumaMhN27G3+p8ptB7dSOvRjVm3r1x0LVVDusCGvO2c3PNMsrTBiNFkQ1PjaEOSylZ7IYvXfiI15t1QimJgyRUPcGjzzwj7Ozn89s8wGM0oBiNqPNK/jZF5qz9AXmn22acnWjTkprVhSFyObaT1WPa4VC1Mj0vQ286JvaPHZcnlmePi7T6Otzv5I9ZgNGMwWlDjkSGvFYU5i69jzqKxT6AzEWIBd2rMPxSFjv0b6difPS5ly6+lfHl6Hede81GORwIEOk5ycsNjKEYTBqMZNTZ4A6Vi9c0UjZDU03WN3mO7AMirvgCzfXgMp1q0q42OV54GkoPnG6w2tHgcfUjCzpxfyJwPPoDJMby+Dd/7t4z77Xz9WTpfH7yhWXz1zZRcM7xlNUCsr5tQ00kA8lZO7edNJrG2NnqeTsYEoxGDzYYej6fN1moqLKTsk5/E5BoSE11Pzs7bkGzhqZjNKBYLWiQCA2OHKQr5119P/vXXZzy2KS+PsgcfpPPRRwk3NNDy//1/yeOrKno8eUPO6HBQ9uCDw1rJTbZYWxu9fxglLkWFlH7qjLgAisFA6Wc+RcePfkK8o5OOH/0UxWJBMRiS8enfZ9GH7iFnUfqNpMipU8nkH4Ci0PvHZ+n9Y/ab5YUfuOu8SBAqRiOlX76fzm8+QqLbTee3HkWxmkHT0ePJ77iW2kqK//LezOUNBkr//n46/+sXxFu7BssbjeihITF94E5ylk5e693J0PyPPyLR7Rm23PPCFjwvDH7fcV67mrK/uidtm4TbT9+Tb9L35JugKBhybWihaGq8REt1KRX/eB+mvKl9/wghppYkAMWoHnzwQebMmcMrr7xCc3MzmqYxb9481q1bx/vf/35+//vfn/Mx7HY7X//619myZQsbN26koaGBYDCI0+mkpqaGSy65ZExjFv65yDMVs8JxHX3xdryJbqJaiLgexYABu8GFy1RMmbWOcsu8jC0uhg7KrqES08PDthlKG3VQf3E+6HAfROtvuVhVPPYfAXZrIWsv+Dytve/R5TlKINJNIhHBYDCRY86jwFlLdfElOO3ZZzGciVyOKmorr8LtayQS9RBPhDGbc3DYyykrXkZF6eqs3XyLCxZzwfy7cHtP4Q92EIsHUjGx2gpwOaooL16RdXKRyZI+G7tOPDr85sJQamLwB6olx8Wiy+7H130Cv7uJeNhHPBZEUQxY7Pnk5lVSWLGU4prVGI2ZxxWF5GQYK2/4Eu0n3qG3ZR/hQDeaGsdqLyCvdAEVC64hN2/qbijAucdl8WX34+0+QaCviVhkMC7WnHzseZUUVS6luDpzXOyucuYuvx1/72mCvg4SsSBqPIzBaMGWW4qraB5ldZeRm3f2M6+frbS46DqJ8PAbL0Nlaq1mNFtZdNsX6T22k97juwm7O9DiUcz2PBzldZReeBWOspG7wPtbG4gFkz0MznXyj4lgdrqouueThE4fJ9zWRMLvRQ0HQTFgchVgK6vEuWgprqUXYTCPb3zP8fDs2wnoKEYjecsvnrTjjIXJ5aL0E58gcuIE0aYmEl4vajCIYjBgKijAUlGBfdkyHBddhOGM4WIsFRUU3nEH0dOnibW3owaDaOEwisWCuawMW10drrVrR53sI2fePOZ89at4N20idPgwCa8XFCV57AsvJO+aa6Y8+WfKc1H6wCcIHz9B9HQTqs+LGkjGxVhQgLWyAvvyZeRedBEGS+brpsnlouorX8b39hYCe/aS6OpGi8cxFRZiW7iAvHXXZI6NNuT9q6qo/pHfvwOJ0vOBuaSAym/+Ld6X3ya06xCJbjcYDVjmlJG7dgWum9eOODuuKd9J5X/+Nb43thHcfoB4Rw96LI6ppADbhfNw3Xolluqp/RyabtZ5VeTfeRXhI40kujyogTBGZw6WmnIca5fhum41ikzUIcSsp+jp34qFEFkMTIgykvsv+JcpqMnM9+sj/5l6fP+q/zuNNZlZfr13sEXIx2/532msyczxm9f+Ju35X9z1k2mqyczyu+e/kHp81xd+NX0VmWGe/8kDqcd3f/5X01aPmeS5nz6Q9vzWrz0+PRWZYV791idSj6956NfTWJOZZfOX7k89vuxxea0A7PjEJ9Ker/mNxAVg58fT43Lpaz+fpprMLLtuGRzjcO1G+c4CsO26L4y6jUwCIsTMIGMACiGEEEIIIYQQQggxi0kCUAghhBBCCCGEEEKIWUwSgEIIIYQQQgghhBBCzGKSABRCCCGEEEIIIYQQYhaTBKAQQgghhBBCCCGEELOYJACFEEIIIYQQQgghhJjFJAEohBBCCCGEEEIIIcQsJglAIYQQQgghhBBCCCFmMUkACiGEEEIIIYQQQggxi0kCUAghhBBCCCGEEEKIWUwSgEIIIYQQQgghhBBCzGKSABRCCCGEEEIIIYQQYhaTBKAQQgghhBBCCCGEELOYJACFEEIIIYQQQgghhJjFJAEohBBCCCGEEEIIIcQsJglAIYQQQgghhBBCCCFmMUkACiGEEEIIIYQQQggxi0kCUAghhBBCCCGEEEKIWUwSgEIIIYQQQgghhBBCzGKSABRCCCGEEEIIIYQQYhaTBKAQQgghhBBCCCGEELOYJACFEEIIIYQQQgghhJjFJAEohBBCCCGEEEIIIcQsJglAIYQQQgghhBBCCCFmMUkACiGEEEIIIYQQQggxi0kCUAghhBBCCCGEEEKIWUzRdV2f7koIcT7o6emZ7iqMqqCgAKPRiKqquN3u6a7OjCAxyUzikpnEJTOJy3ASk8wkLplJXIaTmGQmcclM4jLc+RST4uLi6a6CEAJpASiEEEIIIYQQQgghxKwmCUAhhBBCCCGEEEIIIWYx03RXQIjZ5OO1X57uKswIvzn93dTj+xZ+bRprMrM80fCt1OP7L/3mNNZk5vj1rv+T9vzjt/5wmmoys/zm1b9OPf7oPT+dxprMLE8+8/nU44/d8eNprMnM8dsXv5j2/O7P/Wp6KjLDPPezB1KPb/7XX09fRWaY179xf+rxdd+SuABs/Nr9ac+veUjiArD5S+lxWftziQvAts8OxuXiFx6dxprMHLvv/PR0V0EIMUbSAlAIIYQQQgghhBBCiFlMEoBCCCGEEEIIIYQQQsxikgAUQgghhBBCCCGEEGIWkwSgEEIIIYQQQgghhBCzmCQAhRBCCCGEEEIIIYSYxSQBKIQQQgghhBBCCCHELCYJQCGEEEIIIYQQQgghZjFJAAohhBBCCCGEEEIIMYtJAlAIIYQQQgghhBBCiFlMEoBCCCGEEEIIIYQQQsxikgAUQgghhBBCCCGEEGIWkwSgEEIIIYQQQgghhBCzmCQAhRBCCCGEEEIIIYSYxSQBKIQQQgghhBBCCCHELCYJQCGEEEIIIYQQQgghZjFJAAohhBBCCCGEEEIIMYtJAlAIIYQQQgghhBBCiFlMEoBCCCGEEEIIIYQQQsxikgAUQgghhBBCCCGEEGIWkwSgEEIIIYQQQgghhBCzmCQAhRBCCCGEEEIIIYSYxSQBeJ7q7Ozkzjvv5M4776Szs3O6qyOEEEIIIYQQQgghZijTdFdgtnnooYfYsGHDqNvdcccdfPazn52CGomZTNUT9Gmd+LVefFofPq2PiB4EYJ5pBQssK7OWjesx3GonviFlY4QBWGq5girT/FGPr+kabeoJOhKN+DU3CWIYMJKjOCg0llNjWoLd4JyYkx0jVU/Ql2jHp/bgU3vxJXpSMZlvXc2CnIuylo1oQbrip/vL9xLVQgBYDTnkGUuZY1lMkblyTPWIaiGaokfoSTQT0vxouopFsZFrzKfQVMFc63IMytTdQ1G1OH2RFnyxLnyxLrzRTiKqH4D5eZezsGBt1rIN7m2c8G4f9RhXV32KXHN+1vXeaCeNvvfoi7QQU8NYjFbyrBXUOldRlFMz7nOaCKoWp8/fiD/Ujq//LxLzAjCv4loWVK4bdR8d7sO09e7DH2ojlgihKEZsZhcFzhqqS9bgspePWD4aD9DY8Q7d3gYiMS8GgwlHTimVRSupKlqNoigTcapjpqox3N5G/IFW/IF2/IFWItFkTOpqrmNe7Q2j7qO79whtHe/i87cST4Qxm3JwOedQVbGG4sJFY6pHKNxLa/tOet0NRKJedF3DYnHgyC2nKH8BcyovO6fzHC9VjeH2NeILtuEPtuMLtg2+VqrWMb/6+lH30dl7iLbuPfiC7cQTIRTFgM3iosA1l+qyNThzKya1/GSIR4P0dRzG291AwNNKNORG1zXMFgeOgjmU1lxMUeXyjGUDnhb62g8T8LQSCXQTjwZRExGMJhs5zhIKyi+gvG4tZos9Y3lvzwk8nccIeFqIBPuIx4JoiSgmcw45rnKKKpdRNvcyjEbzZIYgo0QkiLfxEP7WY4R7Won53eiaiinHgb2kmsLFl5BftyJj2T0/+fKYj+OonM/CO/8q9Tzq6+Pwb/9zzOULF19K7XV/Mebtz0W4swX/iUOEO1uIurtRwwHUWASjxYa1sBRH3QUUrrwCU05u1n0kgn66d23Af/Iwcb8bg8mMtaic/AsvpWD5ZVmvl/Ggj1DLScKdLYQ7W4h0taBGkp/xcz/ylziqF0zKOY9FuL2FQMMhIh0txPq6UUMB1GgEo9WGpagUx/wLKLj4CowZ4qJGwoROnyDS0Uyko5VwezNqMPnZXnH7R8lfuWbU4+uainf/LnyH9xLpbEONhDCYzJjzCrDPXUjhpVdjKSie8PMeTaS1hVD9ISKtLcR7ulGDAbRoBIPVhqWkFPviC8i77AqM9uyvlzN1PfcHfDu3AWDKL2DuV/8143YJr4fgkUOETh4n1tZCwpe81hudLmzVtbguvRz7/IXnfpLjFDvdSnjvYWKnW4l39qD5g2iRCAabDVNFCTnLl+BYdzlGR+ZrJkBo72ECm3cSO9WMFgxjcNix1lXjWHcZOcuXZC2nev1Ejp0kfrqN2OkWYqfb0ILJ91DpP3wO25LRfzcIIc5/kgCcJCaTCYfDkXW93Z79wi7+fHi1HvZER08YZ9KlNnMotvWsjx3Xo7wX3YBX60ktM2JGI0FA9xBIeGhJHGOZ5SrKTbVnfZzx8ia6eS/4+rjLhbUAm32/T1tmxISOTlgLENYCdMRPUmVZxNKcK1FGSN61x05yOLSFBHEADBgxYCCiB4kkgvQmWqm2LMGgWMddz7PliXawu+u5c9qHggGzwTbC+uyJqmb/AQ73bkBHA8CkWImqIbpCJ+gKnRg1CTlZvMFW9hz/7VmV1bQE+07+gW7vsdQyo8GCpquEor2Eor209uxl8ZybqC3LfG6+YBu7G54groZT5VU1hifQhCfQRKf7MKvn/wUGg/Gs6ng2fP4W9h16/KzK6rrG4aN/pKN7X/8SBZPJRjweoqevnp6+euZUXs7i+bePuJ+m1q2cOPU6mp4AwGAwoygKkYibSMSNx3NqyhOA3kAre44+cVZlNS3Bvobf0+M+mlqWeq1EeglFemnteo9FtbdQW3HFhJefTLte+b/oupZ6bjCYUBQjsYiXvnYvfe2HKChbwuI192M0WdLKdp7eRcfJrWllDUYziXgIf99p/H2naTv+Nhdc/gCuornDjt167C3cnUcGyxstKAYT8ViQeM8JfD0naDv+Nkuv+Aw5zpKJP/kRHHj830EbjItiNKEYjMSDXrxBL97Gg7iql1B38wMYzOlxMeWMfONM11TUaPKHt70k/eaJYlBGL6/GUWORjOUnk/vgDvr2vpN6rphMGExm1EiIUFsjobZGet/bTO3dD2KvnDusfLizmcanf4YaSd7UM5itqLEoodZThFpP4WvYR83dD2IwDv950rdvK93bxv/dYCp49+3AvTtDXMIhwi2NhFsa6du1mTkffhD7nLlpZf1HD9D+0pNnfWw1HKLpyZ8RaWtKLTNYrGiJONHuDqLdHXje20blXR/DdcGqsz7O2fDv3oF3e3pcFLMZLRwi0tRIpKkRzzubqfjEg+TUzB11f6ETDfh2jX4zM+5xc/p//hN0ffDYZgugk3D3EXD3Edi/B+fFayj9wEdQDFN3MzewZReBDduG1Ks/JsEQseOniR0/jf+NLZT8zSexLkj/7q1rGr2/eIrQ9j39hRUMOTY0f5Dw3sOE9x7GccMVFH7srozH9m/aju+FNyft3IQQ5wdJAE6SJUuW8M1vfnO6qyHOAyYsuAyFuAyFOA2FHI3tTrXkG42FHFyGApyGQlyGIvbF3hrzcetj76aSf/PNK6g2LcGiWNF1DbfWzZHYDoK6l4Oxd8g3lGAzTF3S2qRYcBmLcRmLcBmLqA/vIKaPEpP+L3qFpkoqLQsoMlViM+Si6zpBzUND+F26Ek20xo5hVewszLk44246YqfYH9oE6MyxLKbWuhSHsQCAhB7Dr/bRGW8cMYE4WcwGKy5Laf9fGfXuTUTV0JjL51sruaziw+M+rjvSxuHe9ejolNrnc2HhddhMTmJqmAb3OzQHDnDCux2HpZCK3MXj3v+5MhltuOwVuOwVOO0VHG1+jVgiMGq5kx1vp5J/1SWXUFd+NTaLC13X8YfaqW95DU+giaMtr1PgqMWVm956NK5GeO/474irYXJtxSyb+wHycivRNJWWnt0cbXmNXt8J6lte5cKa90/KuWdjMuXgdFTgdFTizK2k4eTLxOKjx+RE45up5F915Vrqaq7DbLajqjFa2ndyovF1Wtq2Y7cVUV2VOSna1PIODadeQVEM1FZfQ1X5JeTYCgGIx8P4Ai30uY9P3MmOg8mYgyu3AmduBa7cSo6efmVMcTnVujmVvJtTtoa6qmv6Xysa/mAHR0+/jMffxLHTr1HgnIvLUTmh5SeTrms4CqoprbmEgrLF2HKLAIgE+2g+up6u0ztxd9ZzYu8fWXRJekszZ0E1tmXvx1VUR46jFJMlBwA1EaW37QCNB14iHgtSv+MxLrrpq5jMOWnl80sXkl+2CFdRHbbcIkzm5A2KeDRId8seTh96mWiojyM7HmP1DV+e2uuupmEvraFw8aW4qpdgdSXjEvX10fneG/TW78DXXE/T5j8w94aPpxVd/sn/GHHXnfs20bbtBQCKLkhPhFscBaOWb97yDD0Ht6CYzBQszN4qfqLllNdQfk0h9qo6rIVlGG39/+9YFF/DfjreehE1HOD084+y6NP/hNE6+P9Wo2FOP/sIaiSItbCUOe/7ODnl1WhqAvf+7XRsep5A41E6Nj5H5Y0fGnZsBQWzMx9b6RxyyuZgynXR9sZTU3buI7FV1lCaX4i9ug5L0WBctFgUX/1+uta/iBoK0PL0o8z/wj+l1g8w5jqxlVdhK5+DrXwOrX/81ZiP3fnGc6nkX/HVt1BwyVWY7Lnomkao+SSdrz1DtLuDthd+R07VXMyu/Ik67VFZ59RQ9L5CcmrrMJeUYczpj0s0SuDQfnpfeRE1GKDj149S8/8bHpehtFiM7mefAoMBa3kl0dbm7AfWddB1cuYvxLn6EuwLFmFy5aFrGvHuLnpff5ngkYP4d+/E5Mqj6Kb3TfSpZ2Wpqyb/wwVYF87FXFGKwd4fk0iU0HsH8Tz1JzR/kO6HH6fy/30ltR7A++xrqeSf88Yrcd1xA0ZHLlo0RmDTdjx/fIXA+q2YS4tx3njlsGMrgLEwD0tNFZa5VRjzXPQ99scpOW8hxMwhCUAhplGBoZTr7femLWuI7wE9S4EhKo11VNnPaK4fG9txNV2lU23s38885psHuxorioFCYxmrrdexJfIcGirdagvVhrF1+ztXBaYybsi7P23ZsfC7o5YzGaysddyFy5TezUVRFBzGAlbl3sh7wdfpSbRwOnqIebaVGJX0S2BUC3EovAXQWWxbw1xberc3k2KhwFROgWnkLqGTodBWxQ01f5m27Kh7y5Qc+5j7bXR0HOZiVpW8H4OSbM1mMeawtPhGwgkfPZHTHHNvody+cEp/pBc4arh+1T+mLWtoHdsd7rbe/f37qOWCIQk6RVFw5VayesFfsHn/91C1GJ2ew8MSgKc7thJLBDAoJlYv+Bh2azJRbDAYqSldQ0KNcrxtA63du6ktvZxcW9G5nOqY5efN5dq1/5y27ETj6C1nYvEgza3J1lwlRRewaP5gTIxGC7VzriIeD3K65W1ONq2nomw1JlN6i9JAsIPj/cdatuReSouXpq03m3MoKlhIUcHUd70qcNVy3aX/lLasoemNMZVt69mb3IdzLhfUDbZ+VBQDLkclqxbfx9vvfTv5Wuk7NCyBd67lJ9PSqz5Pfsnw7pO23EIWXvRhFMVAZ+N2upvfo/bC92G156e2Ka25JOM+jSYrpTWXYLY6Obz1EeLRAH0dRyitTk9WVS64OmN5szWXyvlXYTCYOLH3j4T9nfj7TuMqqjv7Ex2nBXd8EWfV8Nep1VVIzbp7wWCg9/A23A27qbzsNiyOgjHvu69+BwC55XXY8kvHVS8tEcfdsBuA/LoVmKzZkyYTrWDppRmXGy1WCpZeiinXxek//hQ1FMB/8jD5FwzeaOt5dxOJoB/FZKb2ns9iyUteDw1GE0Wrr0KLRejc8jJ9+7dTdNE1WAvT41Jy+U2UXnFL6nnM2zcJZ3h28ldkjovBYiV/xaWYHC6af/dT1GCAwPHD5C0bjEve8kuGdfNtHeNxtUQC3+G9yf2suJSSawbjoxgM5NYuYM6HP82JH30TPREncPwwBRdNXQtj10VZ4mK14rroUkxOF22/TMYlVH8Y56rMN2YBet94mXhfLwXrbiTh846YADTk5DDnr76MrWpO2nLFYMBSVk75fZ+i/bGfEzpWj+edzRSsuxGDeWqGGXBckfkcDTYrjisuxuhy0v29X6D5AoT315N7+WoAVH8Q3+vJ73w5q5dS8Bd3Dpa1WnDdcg2aP4jvlU14nn+D3CsvxpCT/vnsuuMG8u66KfU80TNz3kNCiKkjCcAZYuvWraxfv56GhgYCgQB2u50FCxZwyy23sHbt6N3qmpqaeOqppzhw4ACBQICSkhKuueYaPvjBD2K1Du+mODBW4fXXX8/f/u3f8vLLL7Nx40ba2toIBoM89NBDzJs3L227L33pSxmPPdI2fX19vP322+zbt4/29nZ6e3sBKCkp4eKLL+buu++msLAw434/85nP0NXVxd/93d9x2WWX8fTTT7Njxw66u7sxm81873vf4/Of/zy6rvO9732P+fMzj12h6zqf//zn6ejo4NOf/jR33333qPGcKueSKDmXsnFiaP1dOV2GzEkJu8GJGQtxYqgkzvpY43W252VWLJhN2ce4URSFKssiehItqMQJqp5hycLT0UMk9BhOYxG11mVnVY/JMh0tDgFCcQ/uaBsAdXkXp5J/Q83LX0NPx2nCCR99kVaKcqqnrH7nEpdYPDnO0pmJvQFmow27rQh/qJ2EOjy73taXTCCWFy5LJf+Gqim9jFMdW1C1GO19+1lQed1Z13U8zjYmbs/JVJfdmjmZEzO1c67mdMvbJBIRunuPUFG2Om19Y/Nb6LpKSdEFw5J/0+2cXiuxZCvBbIk5s8mGPacIf7AdNcNr5VzLT6ZMyb+hyuauobMx2e0u4GlOSwCOxlk42IUtFvaOu27OwsHurdGzKH8uMiX/hipachm9h5Nd+ULdzWNOAAY6ThFxJydvK7rg8nHXy3NqP2o03F9+arvRj8ZeMfj/jvs9aes8h5I38vIWr04l/4YqXH013TvWo8WjeI68R9mVt6atn8pumhMtp2pIXHyetHXncl5aJISuJq/ZtvI5GbexFBRjzLGjhkNosam9tozGVj0Yl4TXk3W7SFMj3q1vYy4uoeC6m+h+/ukR92u05WCsyhwP6L/Jd/EaQsfq0WNR4t2dWCuzbz+VrPMHr3lq3+A1L3LkOCSS/2vXrddkLOu89Vp8r2xCD4UJ7Tk0LNl4Pr+HhBATR64E0ywSifCNb3yDb33rW+zatQuPx4PFYsHn8/Hee+/xX//1X3z/+99H17M3Cauvr+crX/kKmzdvJhqNous6bW1tPPnkk/zjP/4jgUD27k26rvNf//Vf/OxnP+PEiRMTfn6PP/44v/jFL3j33Xfp7OzEbDYTi8Vobm7mueee4+/+7u84derUiPvwer18+ctf5plnnqGrqwujMZmAKC8vZ8WK5ADcb76ZvcXPgQMH6OjowGQycf31ow/y/ufAgg1jf/7fp/Vm3Cak+Yn3NynMliQ83wxNXukZmlm2xZLdEivN86d84oaZqicyOK5Qcc7cjNsUWCsxKpb+7U9PRbUmRE5/0s4XbM+4Pq5GCEWS748zk4TBSE9qAonivMwJFJPRQoEj+WW+13dyQuo8mSIRT+pxrj3zeGtmsx2zOTlg+5ndeFU1RlfPYQDKS1dNSh2nS45t4LXSlnF9PBEhFO5/rWRI8p1r+elkMAzeKx7pu0gmvt7Bz/eBrsVTWX4yDR2nTtfGHpfe/tZ/RouNgnnZJ/rKXn4nANa8EpyV0zfxRSah1sHrnCV/8AZbtK+LuN8NgLMu8yQFRosV+5xkC8/A6aMZtzlfhZqGxGUCJ+Mw5jr7x7aDSEdLxm1i7h7UcHKoEFvFzEhyDQg3DsbFXJg5LnoiQecfk+M7l9794QlrqaeYBvcznvfvZIseG7zmmUoHG0iove7UY3NlWcayRocdgys5/nzkUMMk1VAIcb6TFoDT7Ac/+AG7du2itraW+++/n5UrV2K1WgmFQmzatInHHnuM9evXU1NTwwc+8IGM+/jJT35CdXU1f/3Xf01dXR2JRILNmzfz4x//mJMnT/LjH/+Yf/iHf8hYdvv27SQSCb7whS9www03YLVaU0nIiVBZWcmDDz7IxRdfTGVlJQaDgUQiwdGjR/nlL3/JsWPH+M53vsP//u//Zk24/P73vyc3N5d///d/Z/Xq1RgMBtrakj+ibrnlFvbt28dbb73Fpz71qYz1fuONZBevyy67DJfLNSHndb5TFIU5poWcThyhTT1JTtyRcQxAgDJjLYXGzF82zjd9iWSiR8FArjEvbV1I9RPVk1+SXaZi/GofJyP76Eu0E9ejWBQbBaYyaqxLKTCdn/EIxHvZ0vo4oYQXBQWr0UGhrYoa50pc1szd0AKxZFLCYrBjNWYeB1JRDDjMBXhjnantzwfVJZdQ3/wq7kAjR5r+lD4GYLiD+uZXUbUYeblzqCxMn+0zEO5KPXbYsnfhc+SU0uM7TjDcPWnnMSlGSvT0rwuEOtMWe/0t6LoKgNNRicfbyOmWLXh9TahqDIvFQUF+HTVVV+HIPb/eQ3PKLuVo48u4fY0cOfXSkDH8kuNFHm18OflacVRTUTw8qXOu5aeTt2fw5qDdNfrwB5qaIBbx4e44QtOR1wCw5RZTWH7hmI6nqnFiYQ89rftprk/e3HMVzcNZMHUti8ci0DYYl5yisc3erMajeE4kx9gsWHDRsMlDRhP19RJoTSbei5aMPjvsVNASCRJBH/6Th+ja+iqQTP455w22AI70DN5ksRZnj5WtqILAqXqivZ1ZtzlfaIkEiYCPQMMhujcn42IuKMaxcOJaRiuKQsFFa+nb8Rbe/bsw5xVmHAMQwHnBSnJrpz9hrCcSJPw+gvWH6HuzPy5FxeRekDkufRteJ97dieuSy8iZN3H1D5/qv4FlNGIpntoJhs6kxxOoXh/hffV4n0sOoWEqLSJnZeZrpj5kcqJh+tfFWzomvJ5CiNlBEoCTpL6+nk984hMZ19XW1vKNb3yDAwcOsGXLFsrKyvh//+//pSWn7HY7t912Gw6Hg29/+9s8/fTT3HHHHZhMw/9lJpOJr3/96zidztTz66+/HkVR+N73vsfbb7/NvffeS03N8JniwuEwf/mXf8mttw52tcjPzz/Hsx/0kY98JGN9ly5dyte//nW++MUv0tTUxKFDh1i2LHOXy3g8zr//+79TWzvYVaCyMtlC4rLLLiMvLw+v18u2bdu49tpr08oGAgG2bUt20bnpppsQgxaYVxPTo7SrJzkR38+J+H5MmFFJoKOTozhYaL6IuaYLpruqEyKk+mmJ1gNQYZ6HSUn/4RXSBrtaeBKdHI/sQUfDgBEjRqJ6iI74KTrip1hgu4j5tvSuj+eDuBYmrkUwG6wktBihhJtQwE1L4CDz8tawqGD4oNFRNdmC2GbKPqs5gNXkgFhnavvzQXXJGiIxH42d22jufpfm7ndTM7PquorF5KCu/ErmVVw7rPtotL/7MIDNkv3GgtWcvC4ntCgJNYbJODE3VyaDzZafehwIdlKQP3y8tWjMTzyRTJRHo760daHw4IziXT0HOX7qdUDHaLSgGAxEoh7aO/fQ0bWfJQvupLI8+3hPM0112RqiUR+N7e/Q0rmTls6d6a8Vs4O5lVczb866jF2Nz7X8dEnEwrQc2wiAq6gOuzN7snvr8/+Erg0fLsJZOJfFl34s48yuA2IRH7te+UbGdQXlF7Lw4nszrpsuiWiYjj3rAcitmDfmcfzcx/egxaPA2XXfTbYe1MFgoHBx5vHVpsqhh76a6n46lL2yjjnvvw/DkO+ricDgtcLsyBtWZoDJmVynxSKosShGy/AhbGa6+m9ljkvOnDqq7k6Py0QoWXcbaiiI98C79Lz9Gj1vv4bBakOLx0DTMOcXUXr97RRetm5CjzteJ/7tq+iJ4XGx1dZRdu99KBniEm1rwb15A0aHk6L33Tls/dmK9/Xi3ZH8beBcsRqDzTZKicnR9Pl/TnXrHcq6YC5Fn/soinkwJsbiwSEG4q2dGBfPG1ZO9frRAsnPZ9XjG7ZeCCFAugBPmkQigcfjyfjn8yUvygPdVm+88casLdOuvPJKzGYzfr+f48czz5r4vve9L5X8G2rdunWUlia/lL7zzjsZyzqdzmlLjDkcDpYsSXYFOXz4cNbtLrroorTk31BmsznVrTdTN+DNmzcTi8UoKSlh1apV517pWcSoGFlqWcsi80Uo/ZeCBPFU11hVV4nr0dRYgeczVU+wL7QBlQRmxcbCnOED18f1aOpxQ+Q9bAY7l+Teyo15n+SG/E9wpfMeCkzJlgvHI+/RGWucquqfs1xzPosLrubqqge4ufZvuKHmi9xU+9dcUnYPLkvyGnHSu5NT3t3Dyia0ZDdwgzLyjxajYu7fPj7BtZ88iqKwsOpGls69E6MhmZhTtViqFZumJ4irUdQM5zR0TECDIXuXJOOQdaoWzbrdTFCQPy/1f25s3pRxm8amwZnGE2r6+SQSgzN1Hz/1Oo7cci5Z9QXWXfFvrLvi37hk5edx5Jaj6yr1x5/H68/cZW0mUhQDC2puZOn8uzO/VrQECTWSdfy+cy0/HXRd49ju3xGP+DAYTMxbefeI21tsTsxWB4YhSe684vnUrbgTq33k8fEUxYDZ6kiWH9LluKhqBXOXvR+zZepmoR+Nrmuc3vAbEiEfitFE9VX3jLls75HkWIo5RZXYS8bXolHXNPqO7gIgr+ZCzPbp7dFgynVisjvTWjHmVi+g4rq7sbjS/99qfPBaMVIXTsOQbplabGZfL7MxOZxpXXMB7LULKLvpbsx5Y58oZqwMJjMV77+X0hvuAENymBMtGkm1BNPiMdRwKGNScioZHU6MDifKkJ46OfMWUPz+uzHnD4+LrqrJrr+aRvHtH0jNIHyutHiMjt89hh6PYbDnUnTL+0cvNEmMeU4MLgeKdTAm1iXzyf+LOzAVpcfEtmQB9CdJfS9tyLg/75DlWiQyCTUWQswG0gJwkixbtoxvfvObI25z5MgRAJ577jn+9Kc/Zd1OVZM/EHp6ejKuz9ZyTlEUli5dSldXV9bx/RYsWJAaU2+yHDt2jFdeeYX6+np6e3uJZPhQ6uvLPhPVQJIwm1tuuYVnn32W/fv309nZSVnZYNeyge6/N9xwAwYZ/DZNSPOzN7qJgO6h3DiXueYLsSsuEnqMXq2D4/E9NCYO0ae1c4n1ZkzK1MyQNtE0XWN/aBM+tQcFAyvs12Iz5A7bTj/j2Sr7DWmThDiMBVyUexNv+/5ATA9zPLKHMsvcya7+hKh0DG/FaVCMFOfUUmCtYmfHU3hjnRz3bGOOcxlmw/nX6uJsxBIh9p34A+5AI0XOecyrvBZHTimalsATaKah9U1aut+l13uCSxc/MGJLv9nAYs5lTtXlNLVsoc9zgkP1f2BuzTpybIXEYn5a2nfQ0r4DRTGi6+rwYRuGdBs2GEysWno/VutgzPJc1axceh/b3v0+mhansWkTK5feN1Wnd05i8SD7G36P29dIYd585s9ZR25OGZoWxxtopqHpDVo6d9HrOc4lSx8c9lo51/LT4dT+F3B3JL+nzFv5AXLzRh6b8JJb/k/qcSwaoLtpNy1H17N/0/8yZ/EN1F54S9ayZquDNbf9O5AcZzAW8dJxajttDW/R13aIeSvvprxu/BNmTIaWd57Ddzp507L66g+SUzS2MRvDfR2EupJjqp5N6z9fcz3xoPesy0+0xZ/919TjRMiP5/Buune8wYnfPETJ5TdSduX7prF202fBXw+JS9CP98Buet55g8ZfPkTxVTdScu3ExiXm6aXlD48S7WrHdeFqCi9fh7WoFDUSIth4nO6Nf6J32waCp45Re/9fYZimVpVzvzokLgE//j27cW96g5YfP0TBuhspuik9Lu63NhBrb8W+5EKcK1ZNSB10VaXz908QbW0Bo5Hye+/D5MreInWyVf1/X0s9Vn0Bgtvew/fSBjr/84e4br+e/LtvTq03OnNx3ngl/lffInK4gZ6fP0ne7ddjKilC9foIbNxOYOM2MBpBzfD5LIQQ/SQBOI3c7uSArsFgcEzbR6OZ74YWFWUfGHtghl2vN/PseXl5k/vB9+yzz/KrX/0qNXC4wWDA4XCkujKHQiFisVjWcwNGHbevsrKS5cuXc+DAAdavX8/HPvYxAE6ePMmJEycwGAxjauX4xBNP8Nvf/jbr+g996EN88pOfHHU/5wNd11LJvwrjPJZbB7t+mhQzVYb55BmK2B75Ez6tj8b4IRZYVo15/wUFE3+X+2zousaB0Ca64qdRUFhhX0exOfMg2EMTnEWmymEzBA9sU2O9gOOR9whofUS1MFbD2O9Kz5S4DGU0mFhYcCXvdj6DqsfpDTdRnjs4+6Wpv7XSwOyw2ah6vH/78SWKpzMmB089hzvQSIGjlosW3jf4hdkIZQUXkO+oYevhHxGOuWloXc/yusFxWId25dW0OAZj5h9VQ1sPGseRWJ2uuMyfexPRqJfO7gN0dO+jo3tf2nqXsxpnbgWtHTsxmdJf+8YhMSgvXZGW/Btgs+ZTXrKCts7duD0n0XVtXF1epysuh048g9vXSIFzLhct+cSQH1c2SgsvJN9Zw9Z9PyQcdXO86Q2WLfjghJYfyWTE5NSBF2k/mew5ULf8Tsrmjm+8OYvVQdXCa3EV1bH/rR/ScvRNnAXVFFaMPg6goihYc/KpvfBWHHlV1O98nBN7n8FZWDNqEnKoyYhL67YX6Dm4BYCqK+6iaMnYE3EDrf8Uo4mChcNboY+1vDk3D1f12Q/NMRlxMdmdFF+yDntVHSd/9wO6t79BTnkNrvnJcd2M5sFrgxaPY7RmvvGsJQavl1OZqJqs64op10nR5euwV9fR+NgP6NnyBrbKGpwTNA6grmmp5F/e8kuovPNjqXUGi5X8FZeSU1HNqV98l0hHCz1bN1C6buwJyEmLi8NJwdXryJlbR8tPfoB74xvYqmvIXZKMS6yzg76Nr6NYrJTcOfZr4Uh0TaPzqd8QPHwQDAbKP3If9oWLz2pfkxEXo8uB65ZrsC6so/ObD+N7cT3WumpyVg6+1/PvuQW1z0No5z5C2/cQ2r4nbR+WeTVYaioJbNqOwT4xLSbHaiZ+vxVCZCYJwGmk9TfP/8pXvsI112Se0n2yTWaruKamJh577DF0Xefyyy/n3nvvZe7cuWktDr/73e+yadOmEWcWHEsLxZtvvjmVAPzoRz+KwWBItf5buXIlJSWjD/AbDAbp6urKuj4UCk16a8mp0qO1E9A9AMw1Z/5B5jDkU2ycQ5faRKfaxAJWjXn/MyFOuq6xP/QWHfFTKCgst6+j3DJ8TLMBNmWwi1muIT/rdg7D4JecsBYYVwJwJsQlk3zr4I/qcCL9ZoHV2D+jXGLksf2i/esHth+r6YpJINxNjy85S15t2dqMd8ut5lwqC1dwums7nZ4jLNPvTm03MLYfQCTmw5GT+RozMFagyWAd1/h/0xUXg2Jk2ZJ7KS9dRXvnXgLBDjQtjs2aR2nxMqoq1nCk4VkA7DnpN5+GJvxyc7KPiZZrT65TtRjxeAiLZeyvmemISyDcTY+n/7VSeUXG14rF7KCiZBVN7Vvp7DvMUv2e1HbnWn40Ex2TxoMv0XZ8MwBzl91O5YKrz3pfzsIaXEV1+HpP0tG4Y0wJwKGKqpZjzcknGvbQ2bhz1G7IQ010XFq3vUjXvk0AVK69k9IV145cYAhNTeBuSA6xkD9vBSbr+H6cx0N+vE3JVoeFiy9FOYfvbpP5HrJX1GKvqiPUchL3/u2pBKDJMXhtiAe8GK2Zx1xL+JOfPwaLbUrH/5vs60pOVS326jpCTSfx7Nk+YQnA4MmjRLuSE6wUXr4u4zbWknIcCy7Af/QA/qP7x5UAnOy42KprsdXWEWk8iXfn9lQCsPuFP4KqUnjjrRhz7GhnNBLQNTX1eGCdYjKhZKnvQPIvcGAvGAyUfeTjOJaf/WRLkxkX67xqrAvnEj12isBbO9ISgIrRSPHnP0Z47UUEt+4m1tKOHktgKszHfulyHNdeTt9jTwNgKp/aiU1m6vdbIcRwkgCcRvn5+XR3d9PdfW6zQ/b19VFVVZV1HZx9S7+BC3o8nn1cr1AolHH51q1b0TSN8vJy/vEf/zHjh4PH4zmrep3piiuu4Gc/+xnd3d3s27ePpUuX8tZbybGqxjrGYW5ubmrMxEzsdnuqO/b5Ljhkwgu7Mnz8yDPXhfXxTeww3XHS+7v9Dib/rqXCMnzA5KFyjfkoKKkxELPue8j68XawmO64nA2HJZnkiWkhYmoIS4aZgHVdIxB3p20/VtMVk2Bk8LprtxZm3c5uS56PpsWJJYJYzclklWNIgisQ6cqaAByYLTg3y/pspvu1Uly4mOLCzK0j/IHkLOx5rvSJpRy5o88QC5zxHhvfu2g64hIMDd4YyhnrayUexNqf2DzX8qOZyJicOvASbceTn521S99P1cKxJ7myseQkkz+RYOZhTEYvn0c07CESHN8M4xMZl9ZtLwwm/y6/nbKV68ZV3tt4kEQk2dujaMn4uzL3HdvVP6abMq5Wh5lM9ntoYJKPmGfw/20bMvNvtKcdW1HmWcAjvclkljXL+skyFdeVgQlOYu6zex9kEu0ZnC3ZUjC810JqXWHy8yfumb73UDYDXXDjvYNxibuTv116X/sTva9lHyIp4XFz8j/+CYDi999F/pXDr1e6ptH5+ycGk38f/jjOFec2idtkx8VY0B+Trsz/r5wVS8hZkXl4pFhjcmxd6/zMY6dPlrHERJKEQswMkgCcRkuWLKG7u5tdu3bxwQ+efRP3gwcPsnz58mHLdV3n0KFDAMyfP/+s9u1wJH+AZBt/UNf1rJOTDJSZN29exot+NBrl2LFjZ1WvMw1MBvL888/zxhtv4PP5CAQCuFwuLrtsbF+W77vvPu67L/t4VD09Palu2+e7oT+5w3oQh5I5QRzTk+M1Gsd5qZjOOGVO/o3++jcqJgpM5fQl2glqnqzbDV2XYxhfa7eZ+vrxRttTj3NM6a+FYttgkqc73EiVY3gLHne0DVWP9W8/vi+d0xeTwXdBOObJmsCLxQeT3wOTNwDYrUXYLHlEYl56vccpLxjeoiOhxnAH+sf8co2cgD7TTH2t+ANtqYRWRWn6jyh7ThE5tgLCETfBcPbW1APljUYrZvP4WkJNR1yGtsSLRD047JlvFA19rQxt7Xmu5UczUTE5deDFVMu/2qXvZ86idROy30gw+WPeaBp/iy5d11PlDeMsP1FxGZb8W3X9uPfRe2QHAFZXMY7K8X8f663fCYCjagFW1/huspxpst9DMW8yaTG0C6+loASzs4C4342/sZ68xauGldPiUUItpwBw1J5d18yzNRXXlZh7eFzO2ZBrS9zrxlqcOXGaCPr7jz2+2W6nIi7xgbhYJ77FZ8bk38pzS/7B5Mcl0d0fE9v4YhI73Uq8rf+m4xUXTXi9RjKWmBQXZ09SCyGmjsyKMI1uvPFGIDkD7pYtW0bcNhDI3gLrlVdeybh+8+bNqS6tV1555bD1YzEw+25DQ0PGiTo2bdqUNTmYm5ucaKG1tTVjF99nnnkma+vBs3HLLckBxnfs2MELL7wAwHXXXYd5hBnn/lw5DYM/IFoSRzNuE9XDdKnJ5EW+cWq7Epyt4cm/dWNK/g2osiTHvutNtOFLDH9dJ/Q4TdHkoPh5xhIs4+j+O11G6l4PybH9jrmTY30ZFTNFtvSZKe3mfAr6uwg3et9D04ff5T3pTc5MaTO6KLRlbo0807jsgy1SWrrfzbhNQo3R1rsfAEdO2bCkTmXhCgDa3YcIRz3Dyjd370LVYigoVPRvez5T1Rj1x5PX1tLipeTah18XKsqSPzo6uvYTjfqGrY9EPXR2HwCguHDRuMb/my7O3MEu8s1duzJuo6ox2rv3AuCwl2Ec8lo51/JTYWjyb+6y28eU/NN1bdTri6ergYC7GUjOCJxWXhu9xUjX6V3Eo/7+8uNLok+EtOTf2jvPKvkX87vxtyZvdhYuWTPuwfkD7SeJepLf5c619d+50LXR/9+B08cItyf/37nVg/9vRVHIX5oc99Bbv5eYd/j3yd4976DFo6AYyL9gapMX52IscQmeOkakrT8utWd3Qz4TW/ng56179zsZt0kEfPiPJq+5OVVT1ypsLHEJHT9GtCUZl5x5g3GZ+9V/ZcE3v5v1z3nRpQCY8gtSy85s/Tcs+feRiUn+nYuxxCRy+DixU/2t+BaP/ZqnRWP0PZEcniPn4uWYK7L3aBJC/Hmb+d+8Z7HVq1dz9dXJsXW++93v8tvf/pbe3sHm3uFwmH379vG///u/fO1rX8u2G+LxOF//+tc5ffo0AIlEgo0bN/Lwww8DcPXVV1NTU5O1/EjWrFmD1WolkUjw7W9/m46ODiDZeu/VV1/l4YcfTrUSPNOqVasAOH36NI888kgq2ef3+3niiSd48skncTqzdz8drzlz5nDhhRcSj8dpaEiOtzTW7r/TKa5HiemR1N/AfLQaibTlCX14N+yh6wda60FyQoahy9UzJnAoMJTiVJJj2TUljnI09i4RLdRfVqVHbWVX5DUSJI9ZaxrfuE3nKq5FiWmR1N9ATFQSacuHxuTMMf9W2K8btdvvmSrMC8jrT3buDa2nN96W+rIWUD3sCb5BTA8DCgtt4x/E/VzF1QgxNZz6S71W9Hja8oQWS5VxR1vZ1fE0rYHDRBL+1HJNV+kNN7Gj/Sm8seT7en7+ZZiNw1sILCq4GgUFf7ybfd0vp8YDjKkRDvWupyfcCMDiwqumJaETT4SJJUKpv4HZaJPddgeXJ9TBuORY8ynJWwRAt/cYB049Syjah67raLqKJ9DMu8ceIxxL3tWeW7Z22HFry6/AYnKgaXHeO/5bfMG2/uOqNHfv4njbRgCqSi4m13ZurXbGKx4PE4sHU38D3W7V/u6lA38JNX1sJa+vmcamTQSCXWhaov98EvT2HWP3vp/j87dgteaxeP4dGY9bU3UlNms+mhZn76Ff4/W3DO7b38K+Q08kJ00xmKmruW6Szj67eCI9LowhLjnWfIoLki2SetxHOXj8j4Qi/a8VTcXjb+Ldw48SjiZfK7UV6TfczrX8ZEsb82/5HWPu9hsNedi38Xt0nNpGJNib9sM2GvLQcnQDR7b/CtAxme3DxhL09TZyYPOP6GraTTTsSVsXDnTTePBlTuz9IwC23CJKay8963M8G0PH/Ktae9e4u/0O6K3fkbwmGQwULR7fZCow2HrQaLWTP2/6biTE/R5O/Po79O3bSsyT/v+O+dx071hP0/OPAjpGm52ii9NfR8WXrMOU60RPxDj97M8JdyYTP5qaoHfvO3RtfQWAwhWXYy0cnrzQdY1EKJD6UyODN5C1aCRtnZYYedKqiRT3eTj1yHdwv7eVmDs9LnGfm56t62n+Q39ccuwUrhn+/hpa90Ro8Ia+Foumn1c8llbOXjMPa2nyBoP73XfofON54v3jKGqJOIETRzj964fRohFAofCyc+/SP1YJr4fmH34H746txPvOiIvHjfut9bQ/8SjoOoYce8buu2frzDH/yu+975y7/U4Etc9Dx398H/+m7SS602OS6PPgfXkj3T98LBmTXDuum9OvmdGTTXj/tIF4Wyd6/2tcTyQIHzhK57d+TOxkM8bCPArvuzvj8XVNQ/UHU39aMJxap4Ujaev0+NS9h4QQU0u6AE+zv/3bv0VRFDZv3syTTz7Jk08+mWo5FwqFUh8OFRUVWffxhS98gYcffpi/+Zu/ITc3l1gslhqzb968eXzxi1886/o5HA4+9alP8ZOf/ISDBw/yuc99DrvdTjQaRVVVbrnlFuLxOBs2bBhWdvXq1axdu5Zt27bx4osv8tJLL5Gbm0soFELTNG666SZUVc1Y9mzdcsstHD6cHCh78eLFZ534nErbIn8iog+fCboxcZjGxOHU80rjPJZZ038Ybgr/IeM+6+O7qI8PtjSZZ1rBAsvggMeKorDSei27o28S1gOcThzhdOIIRkyoqAz8KFZQWGS+mELj1I7Hs9X/HJEM4w42Rg/QGD2Qel5pXsjy3OQEOm61k474yf41CkfC2zgS3pb1GEtyLh+WIFQUhdW5N7Ir8ApBzcO7wVcwYkLBQIJY/54NXJCzliLz2GejnCjvtP2GiDq8VdUp325O+XannlfmXsiKkmSLWF3X6Y000xtJ/tgyKCaMipmEFkVH6y+hMC/vUublZf6BXWCr5MKiGzjcu4HO0HE6Q8cxGawktMEkyfy8y6nIndpuWwO2Hfkpkdjwmc4bO7fS2Lk19byyaCXL5t6der507l281/AEvlA77X37ae/bj8FgRtfUIbGBuWVXUFk0fMBws9HGRQv+gt0NTxCMdLO9/ucYDRY0PYGuJ8sXueazZM4tE3i2Y7Nzz8NEMrRKbGrZQlPLYIvzitLVXLh4cAiKWMzPidNvcuL0m4CCyWRDTQy+VnLtZaxcel/WiTuMRgurln2SPQd+SSDYzrt7f5Jqzab2J2CNRgvLFn8kNRnIVNq+/8dEYp5hy0+3v8Pp9sEWNBXFq1i24J7U86Xz7ua9+l/jD7bR3rOP9p59ydeKrqb+15BM3lWWrBq2/3MtP1miITetDW/1P1NoPbaR1mMbs25ftfBaqhauSz0Pets5sfeZZGmDEaPJhqbG0YYk2632QpZc9gkstuGzQvt6T+HrTXb7NBhMGExWNDWGpg7e3MnNq2DJZQ9gNE5da/6Y303Xvv44KAqdezfQuTf7d5XSlesoWzU8oa3rGr1Hk5/FeTUXYM4dHoORqLEInpPJmbgLF16MwTi9X9sj3W20vZmcZEAxGjFYbOiJeFpiypxXSM0dDww7V6M1h9oPfIbGp39GtLeTE098D4PFip5IpFqDOmoXU77u7ozHjvs8HHvkPzOuSyYeB1Xd8lEKlo0/2Xq2ol1tdLwyJC5WG1o8jj40LvmFzPngA2kTogxo+N6/Zdxv5+vP0vn6s6nnxVffTMk1t6aeK4qBOR96gKbf/pS4p5e+nW/Rt/MtDBZr8n8ykGBSDJTddCe5tQsm4nTHLNbeRvfzybjQHxc9EUePDcbFVFBIxccfwOQc33tjJJHTpwjs758hV1HofvFZul98Nuv2xbffPWUJwnhzO+5fP4sbwGTEYLOhx+Po0cGYGIsLKfnL+zDmpTeSUD1+vM+8hveZ10BRMNhz0MKR/vFBwVxVTsnffhKjK/Pns9rnoe0f/zvjup4fPp72vPBTH8Zx1dTf6BZCTD5JAE4zq9XKV77yFW666SbeeOMNjhw5kpoYo7i4mNraWlauXMlVV12VdR9Llizh29/+Nr///e85ePAg0WiUyspKrrnmGj74wQ9iPcdxNW677TYKCgp47rnnOHXqFLquM3/+fG677Tauv/56Hnrooaxlv/rVr/Lcc8+xYcMG2tvb0XWdJUuWcPPNN49a9mxcfvnlGAyGVIJRZGc3OFlru53WxHG61GYCmocEMQwYyFFyKTCWUW1ajHPIrLczmj70odbfUi87Tc98d9NqsHOF826aoodpj58kpPpQSZBjcFBoqqTWuhSnMftA/jON01LM4oJr8ETb8Md6iWthEloUo2Iix5RHga2KaudynJaRx2apdi7HZSml0fcefZEWYmoYi8FOvq2CWucqinJmfrL9TBaTnTVLPkNb71463YfxhzqIq2EUxYDNnEe+o5o5JRdT4Mh+bq7cSq5Y+pc0drxDt/cYkZgPo8GCI6eUyqKVVBWtHneXv+nkdFZSM+cqPN5GIhEP8UQYkzkHZ245pcXLqCi/CIMy8kDeufYSLr/4b2lqfYfu3iOE+1u72XOKKSxYSE3VFeTYzpPrSj+LOZc1yz5Le/deOnsPJV8riTAKBmzWPPKdNVSVXkKBK3MXu3MtP1nSu6PpxKMjT/ikJgZ/pFpyXCxecz/enhME+pqIRXzEY0EUxYA1Jx97XiVFFUsprl6dMXmXm1/Fwos/irfnJEFPM7GIn0QshGIwYcstIje/iqLK5RRXrZjylsVpcdF1EmF/9o1Jjl+Xib+lgXgg2bLzbCb/cB/fg9Yf86ILpq/7LyRn8q2+45MEm48Tbm8iHvSihoOgGDA7C7CVVOJcsJT8JRdhMGfuwp5TVs3CB75K964N+E8eJu53o5gt5BSXk3/hpRQsX3NeDAswlNnpouqeTxI6fZxwWxMJ/2BcTK4CbGWVOBctxbU0e1zOhaWgmHmf/QqevdvxHztItLsDNRJGMZkxu/Kx18yn4OIrsZVN7U1Lk9NF+V98kvCp40Sa++MSDKIYDJjyC7CUV+K4cCmOlRMfl7T3r6qiBkZ+/+ojTHQ4kYz5Loq/+HEiR08SO9mM6vGhBpIxMRbmY6muIGf1hdgvW43BMvyaaZlbhfPWa4keO0mix40WDGNw2LHMKcd+yQpyr7ok60zIQggxQNFHG4xAiPPIrl27+MY3vkFOTg6/+tWvyMmZuDHaso11ONTHa788Ycc7n/3m9HdTj+9bmL37+p+bJxq+lXp8/6XfnMaazBy/3vV/0p5//NYfTlNNZpbfvPrXqccfveen01iTmeXJZz6fevyxO348jTWZOX77Ynor/7s/96vpqcgM89zPHkg9vvlffz19FZlhXv/G/anH131L4gKw8Wv3pz2/5iGJC8DmL6XHZe3PJS4A2z47GJeLX3h0hC3/fOy+89OjbiOTgAgxM5xft9mEGMUrryTHkLn66qsnNPknhBBCCCGEEEIIcb6SBKCYNTZv3sy7776LwWDgzjvvnO7qCCGEEEIIIYQQQswIMgagOK/19PTwta99jXA4jN+fHOPj5ptvPi8m/xBCCCGEEEIIIYSYCpIAFOc1VVXp6urCYDBQWlrKunXruPfee6e7WkIIIYQQQgghhBAzhiQAxXmtrKyMF154YbqrIYQQQgghhBBCCDFjyRiAQgghhBBCCCGEEELMYpIAFEIIIYQQQgghhBBiFpMEoBBCCCGEEEIIIYQQs5gkAIUQQgghhBBCCCGEmMUkASiEEEIIIYQQQgghxCwmCUAhhBBCCCGEEEIIIWYxSQAKIYQQQgghhBBCCDGLSQJQCCGEEEIIIYQQQohZTBKAQgghhBBCCCGEEELMYpIAFEIIIYQQQgghhBBiFpMEoBBCCCGEEEIIIYQQs5gkAIUQQgghhBBCCCGEmMUkASiEEEIIIYQQQgghxCwmCUAhhBBCCCGEEEIIIWYxSQAKIYQQQgghhBBCCDGLSQJQCCGEEEIIIYQQQohZTBKAQgghhBBCCCGEEELMYpIAFEIIIYQQQgghhBBiFpMEoBBCCCGEEEIIIYQQs5gkAIUQQgghhBBCCCGEmMUUXdf16a6EEOeDnp6e6a7CqAoKCjAajaiqitvtnu7qzAgSk8wkLplJXDKTuAwnMclM4pKZxGU4iUlmEpfMJC7DnU8xKS4unu4qCCGQFoBCCCGEEEIIIYQQQsxqkgAUQgghhBBCCCGEEGIWkwSgEEIIIYQQQgghhBCzmGm6KyDEbPKxyr+d7irMCL9t+0Hq8cer/34aazKz/Kb5e6nH91/0n9NYk5nj1+/9S9rz+274/jTVZGZ5Yv3fpR5/9J6fTmNNZpYnn/l86vG9H/n5NNZk5vj9U59Ne37nXz02TTWZWV54+JOpxzd+/dfTWJOZ5c2v3596fM33JC4Am//+/rTnV/xM4gKw9XPpcVnzxOPTVJOZZed9n0g9vnzDT6axJjPH9uu/MN1VEEKMkbQAFEIIIYQQQgghhBBiFpMEoBBCCCGEEEIIIYQQs5gkAIUQQgghhBBCCCGEmMUkASiEEEIIIYQQQgghxCwmCUAhhBBCCCGEEEIIIWYxSQAKIYQQQgghhBBCCDGLSQJQCCGEEEIIIYQQQohZTBKAQgghhBBCCCGEEELMYpIAFEIIIYQQQgghhBBiFpMEoBBCCCGEEEIIIYQQs5gkAIUQQgghhBBCCCGEmMUkASiEEEIIIYQQQgghxCwmCUAhhBBCCCGEEEIIIWYxSQAKIYQQQgghhBBCCDGLSQJQCCGEEEIIIYQQQohZTBKAQgghhBBCCCGEEELMYpIAFEIIIYQQQgghhBBiFpMEoBBCCCGEEEIIIYQQs5gkAIUQQgghhBBCCCGEmMUkASiEEEIIIYQQQgghxCwmCUAhhBBCCCGEEEIIIWYx03RXQKR76KGH2LBhA8uWLeOb3/zmdFdHTDJVT+DWu/Dpffh1Nz69jwghAOYZljHfuDxr2bgeG1Y2RgSApcbLqDTMG/HYId1Pl9aCW+8ioHuIEkFBwYadfKWEauNCXErhxJ3sGKl6gj6tE7/eh09L/kUIAjDPuJwF5pVZy8b1GG6tM1lO78On9Q7GxLSWKtP8EY99MLaVNu3kqHW80foxDMrU3j9RtTh90VZ8sS588S68sS4iqh+A+a7LWJh3+bj3eahvPc3BgwDYjE7WVX4643YN3u2c8O0YdX9Xl3+SXHP+uOtxLlQtTl/gNL5wO75wB75wO5G4D4D5pVezoPzajOXCMQ+b63845uNUFqxgefWdacui8QDuYFPquL5wB3E1DMCl8+6j0DH37E7qHKlqDLe3EX+gFX+gHX+glUjUC0BdzXXMq71h1H109x6hreNdfP5W4okwZlMOLuccqirWUFy4aEz1CIV7aW3fSa+7gUjUi65rWCwOHLnlFOUvYE7lZed0nuMVj4fo7jmC230Cv7+VSMTTX6dcnM4qKsovoqRk6Yj7SCSiNDW/TXf3ISIRN6BgtxdTVrqCOXPWYjCM72tV/dHnaGvbCYDNls8Va796tqd31uLRIO62Q3g7jxP0tBANutF1DbPVQW7BHErmXkLRnOyfRZm0HtlA04GXU8/XfuTbU3bsiZCIBPGdOoS/5Rjh7lbifje6pmLKcZBTWk3hkkvIm7dixH34m4/Se2g7oc4mEuHktdqc68JeNpeipZfjqFowrjp17l5Px/Y/pZ6v/Kvvjv/EzlG4o4VAwyEiHS3EertRwwHUaASj1YalqBTH/AsouOgKjDm5w8qqkTChphNE2puJdLYSbm9GDSbjUnH7R8lfsWbEY7e9+Du8B3aNWsclX/sfFIPx7E7wLEVaWwjWHyLa1kKspxs1GECLRjBYbVhKSslddAF5l12B0T48Ltl0PvcHfLu2AWDKL6DuH/51xO0TAT/uzRsIHj1MwuNGMZuxlJbjWn0prksuQ1GUczrHsxFtbiF06BCxlhbi3d2ogSBaJILBZsNcWor9wgtwXnEFxlz7iPtJ+Hz4t7xD6Eg9ib5e9Hgcg8OJpawU2/z55F23DsWY+X+u+v14NmwkfGgwLuaycpxrLsFx2fTEJRP3c5vp+90bqefzf/+NYdto0Rjhw43ETrYRPZX8S/QkP9sLPnQdhR++Puv+411umv5m7NcM57WrKf3Le8ZxBkKI84UkAIWYRl69lz3qW2dVtltv4ZA6elImE4/WzS71zbRlRkxoaITwE9L9tCVOUWe4kAXGkX/kTDSv1sOe+MazKtulNnMose2c62DAiAlz1vXT8XXRE+tkd8/zE7a/3khzKvk3VgoGzAZb9vVTnBQF8IZaea/xybMoqWAxjfxjTNMSJLQoAHk5lcPWN/fu5kTX22dx7Mnl87ew79DjZ1VW1zUOH/0jHd37+pcomEw24vEQPX319PTVM6fychbPv33E/TS1buXEqdfR9AQABoMZRVGIRNxEIm48nlNTngDc8s430XUt9dxgMGEwGIlGfUSjPnp6jlBUuIhlyz6G0WgZVj4ccbNnzyP9ib/kOYGG39+K399KR+c+Vq96ELM5Z0z1cbtP0NY2ekJjsu1+4T/S4qIYTSgGI7Gwl1jYi7vtEPnlS1h0xScwmobH5UxhXxfNh1+flmNPlEO//HfQhtcrHvQSP+XFd+ogzpolzL31AQzm9Hrpuk7rW0/Te2jws0gxJT9PYr4+Yr4+PA3vUbzyWqquumtM9Ym4u+jc9doEnNm58e7bgXv3O6nnismEwWRGDYcItzQSbmmkb+dm5nz4Qexz5qaV9R87QPtLZ3OtTqeYTBisI73Hpv4T2rd7B94dZ8TFbEYLh4g0NRJpasSzdTMV9z9ITs3cUfcXOtmA793tYz5+pLWZ1l/9DC2UvFmqWKxo0SiR06eInD5F4NA+Ku97EMU0tT/7/Dt34t8yJC5mE4rZjBYKEW1sJNrYiPetzZR95tPY5s7NuI/Anj30PPU0eiSS2gdGE6rbTdjtJlx/FOeVV2DMGf6aiDY30/HTn6EFkzfWFasVLRIleuoU0VOnCO7bT9mDn57yuJwp1taN++nRv/dGj7fS8a1fn9UxFIMBY55jxG30eAItlIyzdX7VWR1HCDHzSQJQiGlmwoJLKcCpFOBSCjmqvpdqtTYaC7ZUOZdSwD51y5jKaWgoKBQrVVQYailQyrAoVnRdw6e7OabtwaN3c0o7RI6SS5Vh5JZzE82EBZehEJdSiNNQyNH4u+OKictQiFMpxGUoZF9887iPX26oZZnlinGXm2xmgxWXuRSXpRSXpYR692aiWmjc+1G1OIfc61Ew4DQX44t3jalcvrWCy0o/NO7jTTaT0YYrpxxXTgWunHLq294glgiMWCbHksd1F/79iNscaX2Vpt53MSgmKgqWDd9AUbCZXaljW00ODrX+afh208BkysHpqMDpqMSZW0nDyZeJxUeOCcCJxjdTyb/qyrXU1VyH2WxHVWO0tO/kROPrtLRtx24rorpqbcZ9NLW8Q8OpV1AUA7XV11BVfgk5tmRr4ng8jC/QQp/7+MSd7BjpuobLOYfyiosoKlxETk6yTuGwm8bTG2lvf5fevmPUH32OpRd+JK2spqns3/9rIhE3FouTCy/4MIWFC9B1ja6ug9QffZZAoI3Dh59i5cpPjloXVY1Rf/RZFMWAw1GO3986Kec8Frqu4SispmTupeSXL8bmKAIgEuyj9fCbdJ3aiaejnpO7n2bhZR8bdV8ndj2FriZwFNUS6D09ZceeUJqGvbSGggsuxVm9BGtesl4xXx+d775B35Ed+Jvqadn0B2pu+nhaUXf9rlTyL2/+Siouvw1rfknyvNxdtG97Cd+pg/TsewtHZd2oLQl1XaN5w5PoagJ7+VxCHY0Tf75jZKusoTSvEHt1HZaiMoy2ZNJFi0XxHd1P1/oXUUMBWp5+lPlf+KfU+gHGXCe28ipsZXOwVcyh9Y+/GncdXBespvKOv5iI05kwtuoazAWF2GrrsJSUpZJRWjRK4PB+el55ETUYoP2JR6n98vC4DKXFYnQ9+xQYDFjLK4m2No94bDUSpu3xR9BCQcwlpZR/6OPY5lSjJxJ4391O98vPE2o4SvefnqP0rqn9/LbW1GC+swBr3TzMZaVpcQnuP0DfCy+iBQJ0/uKXVP+fr2E4I4kX3LuP7l//BnQd59rLcV1zNZby8uQ+IhFirW0EDxxAMQy/+aiFw3T+/BdowRDm0lJKPv4xrDXJuPi3b6f3uRcI1x+l97nnKf7QByc/GFnomkb3j59DjyewLqomemzk/7chNwdrXQXWukosdRX0Pv4Kqmf0z3ZTcR5zf/aPI27T/ehL+F7bgWIx47hqam/+CyGmjiQAhZhGBUoJ15nTv3g0qPuybJ2uQplLpfmMbr7q2I5rV5ysNb2fXMXE/RXwAABYe0lEQVSZtlxRDOQpRVysXMeOxOsE8HBKPTylCcACQynX29J/fDfE94ypbKWxbng33/hE1Wx6FVoruaHqC2nLjnreybL1yI55txJKeJnnupRIIjDmBOBMVJBbww1Lv5K27Fj7hnPer6olaPMkW0iW5S3BbBze8nF+6VUsKLsm9Twc85zzcSdCft5crl37z2nLTjSO3iIrFg/S3LoVgJKiC1g0//2pdUajhdo5VxGPBznd8jYnm9ZTUbYakyk9LoFgB8f7j7Vsyb2UFqd3qTWbcygqWEhRwcKzOrdzsXrVgxQUDL+W5eQUcMGSe1AUA21tO+ns3Mv8eTdjs+Wntuno2EMw2AHA8mUfJy+vBkheM8vKVqCjc/jw7+ntO0pf33EKC0fu3nny5BuEw33U1q4jGvVNawLwwnVfIK90eH1tuYXMv/QjKIqBzpPb6Tn9HjXLb8Nqz8+6r46Gd/D3NlJccxE2R9GoCcCJPPZEmn/XF3HMGf4atbgKqb7+XhSDgd5D23Af20355bdhcRaktuk7mmzVackrpvbm+9K6o9oKSpl7yyep/+23iPl68RzfN2oCsGf/FkIdjeQvughrXvG0JgDzl1+acbnBYiV/+aWYcl00P/lT1FCAwPHD5C27OLVN3rJLhnXznb5X/cRyrc4SF6sV1+pLMTpctP3qp6jBAMH6w7hWXZxxe4DeN14m3tdLwbobSXi9oyYAPW9vQg34Ucxmqj7xWcyFyWS1YjKRf/lVaNEIva+/jPfd7eRfeQ2W4tKzPs/xcl56ScblBqsV56WXYHQ66fzpz9ACAUKHD+O4eDAuCa+Pnj/8AXSdwrvuJG9d+nAeBpsN2/x52OZnHu7Gu3ETqj8Zl7LPfQZz0WBcXFddhRaJ4v7Ty/i3bSfvmmswl5ZM0FmPj/fVHUSONeG4agXm8qIRE4C2C2qpe/T/pC0b2m34XGixOIEt+wHIvexCjLlja8kuhDj/SALwPBGNRtm2bRu7d++msbGR3t5eotEoBQUFXHjhhdx1113Mn585STMwruD111/Pl770Jd566y3+9Kc/cfp08ot5bW0td911F1deeeWwsp2dnXz2s58F4Oc//zllZWXj2kbTNPbv38/27dtpaGigp6cHv99Pbm4uCxYs4KabbuKKKzK3tFq/fj3f//73KS0t5ZFHHmH37t28+OKLnDhxAp/Px6c//WlOnjzJxo0bWbNmDf/yL/+SNX4bNmzgoYcewuVy8ctf/hKzOXv3zql0Ll0mz6WsTRl5vBWDYqTCMJcGbS9hAsT1GGZlarpfTVdMZrqJOjdPtJ3TgX3YTfnMd63hUN+5J8um02T9zzu99STUZKvTOYWrp/TY5+ps6+X2nEx12a2Zc3XGbWrnXM3plrdJJCJ09x6hoiw9No3Nb6HrKiVFFwxL/k23TMm/oSorLkmNx+f3t6YlANs73gMgP39eKvk3VFnpCk6efJ1IxE1H554RE4BebxPNLVux5xQzt/Y6jh6buK79ZyNTAm6o0nlr6DyZ7I4Y6GvOmoSLBHppOvgKJouduavupOP46DcoJurYEy1T8m+owgsuS7XyC3c3pyUAE/3j2uUUV2Yci04xGskpriTm60WLR0c8TtTXS8f2lzHacqm66m56Doytlf90yamqTT2O+z1p6zK10vpzYasejEvC58m6XbipEc+2tzEXl1C47ia6nn961H379r4LgHP56lTyb6j8y6+mb9N69FgU/973KLrx1vGfwCSxzR0SF483bZ3v7bfRQmEsVVW4rr3mzKKj8r+7G4Dc1atSyb+hXFdfhefN9ejRKIHduyl439THJd7lpu/JNzE47RR/8ja8r408rM9kvoeCOw+jBZNjGLuuz56gFkKc//58P43PM1u2bOG73/0ub731Fs3NybtDuq7T1dXFpk2b+MpXvsLGjaOPH/GjH/2I73znOxw7dgxFUQiHw9TX1/Pf//3fvPTSSxNe7+7ubv7t3/6Nl19+mYaGBqLRKGazGa/Xy+7du/nWt77Fj370o1H38+yzz/If//Ef7Nmzh0QikRq095ZbbgFg9+7duN3urOXfeCN5h+y6666bMcm/mc7A4A8XHX0aayImiqYnOND3JqCzrOAGjIrcA8qm1b0XALulkEJH7cgbzxKRiCf1ONeeuTWE2WzHbE6OnXhmN15VjdHVcxiA8tJVk1LHyTR0Ao+h49KpagyvN3nDrKgo8wQoiqJQ1D85Sl9f9u7NmpbgSP0fAVi8+G6Mxpn/eaQYhtRxSFzOdPLdp9ESMeauuhOzbeSxpib62FNt6Jhhupb++Whx9Xct72lD14Y3y9dVlXBPGwA5JdUjHqdl41NoiRiVV96JKWdiYjqZQs2Dk2hZ8ounsSYzS6RxMC7mwsxx0RIJup75PQCld38Ywxi+q8a6u0h4kt997YuWZNzGYLWSM7cOgNDxo+Oq92SLnBgSlzOSdIF3k4lNxyUXj3uijlhXF2r/bwL7BRdk3MZgtWKbl4xL+Oixce1/onT/9Dn0aIzi+2/F6Br7BDGTwb8xeZPLXFFEzoV101oXIcTkkl9/54nc3Fzuuece1q5dy7x58zCbzei6TltbG0899RQbN27k4YcfZtmyZZSUZP7htnPnTmKxGF/84he5/vrrsVqtdHR08P3vf59Dhw7xq1/9imuvvRan05mx/NkwGo1cd911XHPNNSxZsoTc3OQHnNfr5fXXX+e3v/0tr776KitWrOCqq67KuA+Px8Njjz3Gbbfdxr333ktBQQGxWAyfz0dxcTHV1dU0NzezYcMGPvjB4eN4tLW1cejQIQBuuummCTu32c6tdwJgIQczUzf4+kzQq3WwJfo8ET2IgpEcJZdCQznVxkXkGlzTXb2zdty7k2Cijzm5Sym0zRl3+UC8jy3tTxBSvSgoWI25FFqrqHGswGWZum5Fky0UddMXaASgqnDVtNZl2ugjJP371wVCnWmLvf4WdD2Z8HA6KvF4GzndsgWvrwlVjWGxOCjIr6Om6iocucNbk083t2fwx2iuozz1OBjqhv6bICPVO9eRXBeL+YnHQ5jNw1tan2rcQCjUTUXFJRQUjDxT+0zh6z6RemzPq8i4TeeJ7Xi7GsgrW0jJ3Mzd/ibr2NMh0DpYL1tRer2Kll2Jv6memLeH068/kXEMwJivF4uriJJVmWcpB+g9tI1ASwOOOYsoXJK5i+lMoCUSJAI+AscP0b35VQDMBcU4Fk5OC+BgYwMnfvJfxL1uFKMRc14B9rkLKbz4KiyF09ONMxMtkUD1+wjWH6J3fX9ciorJXZI5Ln0bXifW3Ynrksuw141thuhoZ3vqsbUs+/vDWlZB6Fg9sa7OrNtMFT2RIOHzET50GPerybiYiouxLxuMS7y3F9XrA8AyZw6xtnY869cTaTiOGgphdDiw1c3FdfXVqSTeUPH2jtRjc0X5sPUDLOXlhI/UE+uc+rj41r9L+OBJcpbPx3lt5l4GUyXe2Uf40CkAnNddNK11EUJMPkkAnicuv/xyLr/88rRliqJQVVXFl770JdxuN3v37uXNN9/kL/4i8+DIgUCAL3/5y6xbty61rLy8nK985St89rOfJRaLsWvXLq6/Pvs08uNVXFzM3//98IH28/Ly+PCHP4yu6zzxxBO88sorWROAsViMa665hi98YXD8M4vFQnFx8i7qzTffzC9+8QvefPPNjAnAgdZ/ixcvpqZmeNctMZxH66FLT47OU2WYN+67r+e7KCEUXcGIGZU4Ad1DQPXQrB5jiekSqk2ZWwHNZL5YF6f8u7EY7CzOz9y9czRxLUxci2A2WEloMUIJD6GEh5bgIea5LmVR3sybOOVsDLT+UzBQVfDnMxD20C6vgWAnBfnDf1hFY37iieTEM9GoL21dKNyTetzVc5Djp14HdIxGC4rBQCTqob1zDx1d+1my4E4qy2dON6N4PMzp08kZ2fPy5qa1gIwNOU+rNfsNAKtlcF006huWAPT722hq2ozF4mDB/PdNVNUnVSIWpvVIcpgAZ3EdOa7hif5oyMvp/S9hMJqZd/HETTIwlmNPBzUapmv3egByK+ZhK0ivV17dUiqvuov2rS/hPbEP74l9qVmA9UQcozWHomVXUH7Z+zBaMs+qHg94aNv6IorJzJx1H57cEzpL9f/9VXQ1MWx5zpw6qu66D8Mkzaya8HtAMWCwJme6jXZ3EO3uwPPeVspuvJuCi4cPZzOVjv/7V9ETw+Niq62j/COZ4xJpa8H99gaMDifFt9455mOp/sFrk9GVl3W7gXVaNIIWjWKwWsd8jInS+A//mDEu1rq5lN5/X1qr2nh3d+px9NQp3K+9DqqKYjajmM2oXi/BvfsI7ttP/q23UHBz+s39hHewO7Epb4S49K/TI1Mbl0Sfj94nXkOxmCn57Nj/35PFt/G95I09o2Hak5FCiMknCcBZQFEULr74Yvbu3cuRI0eybldSUsK11w6/21xUVMSiRYs4fPhwalzAqXLJJZfwxBNPcPToUVRVxWgcPl4OwAc+8IGs+7j++ut5/PHHaW1t5fDhw1x44YWpdaqqprpGS+u/sYnpEQ6oWwEdO07mGjJ3n5iNnIZClhiKKDFWYcOOohhQ9QQ9WhvHEu8R1gMcSezEotgoM54/yWRN1zjQ9yY6GhcUXIvZML4vubmmfBbnXUVpzjxyTC4MihFNV+mLtnDMsxVfvIuTvl2YFRt1rvP77rGua7S6kwNhl7gWYDXP/G53E6Ugfx4GxYSmJ2hs3pQxAdjY9FbqcUJNH78skQinHh8/9TqO3HKWLLyLPGeytanX10z98ecJBDuoP/48ubllqXXTSdc1Dh/5A7GYH4PBxOJFd6StH3qeBkP21tBDu/OqaixtnaapHKn/I7qusXDh7ZjNM3+AdV3XOL7jt8QjPhSjibqLMn8On9z9NGo8Qs2K96dm8Z2qY081XddoevM3JELJelVdc0/G7UpWXos1r4TmDU+SCAfQE4OzUemqihaPocYimGyZu/01b3oaLRahYu3tqRmIZxqTw4mWSKDFoujx5OvdXruA0uvvwJxXMErp8bOVV2GrqMa58EJMznwUgwEtHiNwop6ujS8Sd/fS8dofMeY6cC1ZOeHHHyujw4k+EJdYMi458xZQfMsdmPOHx0VX1WTXX02j5PYPpGbKHQstOuTaNEKX4aHrpisBaHT2xyU6GBfbggUU3nE7poL0uGihwc8S9yuvYioooPgjH8a2cAGKwUCso4PePz5D5PgJPK+8iqW8jNwVgzfr9CFxUUaIi2IZvJ5rkamLS/fPn0cLRSj82M2Yywqn5JjZ6JqG/63kRHv21Ysw5U9cLzAhxMwkCcDzSE9PDy+99BL79u2jo6ODcDiMpqWPidPX15e1/IIFC7K25CrqH3sjGAxOXIX7RaNRXn31VXbs2EFzczOBQABVTR8XJxaLEQwGcbmGt66wWCzU1WUfj8LpdHLFFVfw1ltv8cYbb6QlAHfv3k1fXx85OTlcffXZtXr6c5LQ4+xVNxMhiBETK0xXYlJm/hhVE6XWNHwMHaNiosxYQ4GhjB2xVwjrAY7Gd1NqqD5vWkae8r2LP95Nia2OCvv4Wy9W5g6Pi0ExUmyrpaCsip1dT+ONdXLct505jqXjTjDOJD3+E0TjyUH8q7JM/jFbWcy5zKm6nKaWLfR5TnCo/g/MrVlHjq2QWMxPS/sOWtp3oChGdF0d/vof0m3YYDCxaun9aS3m8lzVrFx6H9ve/T6aFqexaRMrl943VaeXVUPDS/T21gOwaNGdOBwT39X0dNNbBALtFBUtoaz0/GhV2rjnedztyZuK81bfQ25+5bBtuk/vxtN+BHt+JZWLxj9Q/7kcezq0vv0cvsbkOJdV13yQnOLh9dLiMZo2PIn3+F5ySqupuenj5BRXARDuaaV9+8u4j76L7/QR5t/1xWH7cB99F//pw9iKq0bsIjzdFvzVv6YeJ4J+vAd30/POGzT+8iGKr7yRkmsntpVr4aXDX18GswXXkhXYa+bT+KvvEff00bX+BZyLV0zb53PdPwyJS8CPf+9u+ja9QfNPHqJw3Y0U3ZgeF/fmDUTbW8ldfCHO5aumuLZTp/rfBifqU/1+Au/uxvPmm7Q99H3yb7oxfRKOM4agKH3gk1irB28WWcrLKfvMg7T8v/9C9fvxvPZ6WgJwJvO/vZfQe8ewzC0n//bp7zUR2tuA2pdsSeq6fuKGbxBCzFySADxPHDx4kG984xuEw4N3xex2O2azGUVRiMVihEIhIpFI1n3kjHBXcWBijESG5vnnoq+vj3/+53+mtbU1tcxqteJwOFAUBU3T8PmSHzyRSCRjAtDlcmEYZearW265hbfeeot33nmHz33uc6lzHej+e9VVV414/gBPPPEEv/3tb7Ou/9CHPsQnP/nJEfdxPlP1BHvUt/DqvRgxsdq4DqdydnfxCwom/u7/dLMoVuqMSzmc2EGEIH69D5cyvpYZ0xGXQLyX476dGBUzFxZcN+H7NyomFuZdwbvdz6LqcXojzZTbxzZ+Ecy810pL314ArGYnJc6RZ42dTNMVl/lzbyIa9dLZfYCO7n10dO9LW+9yVuPMraC1YycmU/o11WgcTPyWl67I2F3WZs2nvGQFbZ27cXtOouvauGYtnui4NBx/mZbW5CyzCxe8n8qK4T+ATEPOS9Niw9YPUNXBVl5G42DLkmCwk8bGjRiNFhYvmvjuXpPxWmnc+2JqFt+5q+6kdN6aYdvEIn4a9zwPioH5l3w444y3k3XssZjouLS98wK9/bPwVl51F0UXXpZ5u60v4j2+F2t+KQs+8NcYTIM30ZzVi8mtqOPY779D1NNN6+Y/suCev0mtj4f8tG5JxrT6uo9MWEyHmozXiynXSdFl67BX19H42A/oeecNbJU1OCdpHMBhx7fnUnTFjXS8/BRxr5tIZys55WNvXTxZ11uTw0nBVevIqa2j+ac/oG/jG1jn1ODoHwcw2tVB38bXUSxWSu4cPoTNaIa2WNPi8ay9aLT44LVpPK3cJisuRqeTvOvWYZs3j7bv/wDP629granBvvTCYXW0LVyQlvwbYLBacV51JZ5XXiXW1o7q92PsH8NcGVJej8dRssRloCUigME2+XFJeAL0PPYKGAyUfO7urPWaSv4NydmSjYUu7KtHnv18JDPtu5wQIjtJAJ4HEokE3/3udwmHw9TU1PCZz3yGCy64AOuQD7jXX3+dH/7wh9NYy8weeeQRWltbsdvtfP7zn+fiiy9OS/K1t7fz+c9/HkjOapzJaMk/gGXLllFVVUVraytvv/02N998M263m3f7ZxEbS/ffYDBIV1dX1vWhUCjrl6vz3UDyz6N39yf/rqXAcPaDac/WOOUPiUlID+BifAnA6YjLYfcmdFTmuy5Ljd03lM5gK+KBdQbFiEEZe13zLYMtpsIJ7whbDjeTXivReIBuXwMAVQUrxpWYmmjTFReDYmTZknspL11Fe+deAsEONC2OzZpHafEyqirWcKThWQDsOemv/6EJv9yc7OO15dqT61QtRjwewmIZezfriYzL8eOv0NycTOgsmP8+qqszjx1msaaP7ZethWA0lnmswKPHXkDXVWprb8RkyiGRSO86PTDjsK6TWmcwmDCMMfkz0a+V0/teov1Ysqt37crbqcjSsq9p/59IxEKUzV9LjrMUNX7GeQ2ZAXdgnWIwYjBm/+o51mOPxUTGpW3ri3Tv3QRAxRV3UrIyc8s8NRah9/A2AIqWX5mW/BtgMFkoWn4VbW8/S7D9FPGQH7M9mbho3/YSaiRI0bIrsOaXosbOiOmQ3hMD6xTjyDE902ReW3Iqa7HPqSPUfBLP3u1TlgAEsFfNTT2Ou3vHlQCc7OutrbqWnNo6wo0n8e3ankoAdr/wR3RVpeiGWzHm2NO69AIw5D00sE4xmVKJI6Nz8Dqj+rwYbZnHlFR9yc9lg9U2rgTgZMfFWluDbV4dkRMn8W/blkoAGoeM22cpyz7xkqV8cF2iz51KAA4d9y/h9WLJFpf+sQIV29TEpe+3r6P5Q7huWoOlqhgtcsb7OzHk/x0Z+H8b08ZHnEgJT4Dge8mZoZ3XrkYZw++tbGbSdzkhxMgkAXgeqK+vp6cnObj6v/zLv1BePnxGK4/HMynHHnpBjw+5gzhUKBTKuDwej7Njxw4APvOZz3DddcNbH01kvW+++WZ++ctf8uabb3LzzTezYcMGVFWlurqaJUuGd2E8U25uLqWl2X+02u32YV2XZ4OB5J9b78KAkVXGaykwnNtg67MxThNhOuIS6k/IHfNu5Zh3a9btIqqfN1t/DMCS/GuY65ya7q8z6bXS5j6QSohWFaya1rpMd1yKCxdTXLg44zp/oA2APFf6OJiO3OyzLQ6lM/Rmz/i66U1UXI4ff4Wm5rcBmD//Vmpqsg8RkZwQRAF0AsFOiooyxyUY6J853eJMmwAkEnEDcPLka5w8+VrW40SjHja//R9AsjVitoTkmSbytdK470XajyYTcDUr3k/l4nVZt40Gk0OOdJ7YRueJbSPud+ez/wxA+cKrqVt91zkfeywmKi5t77wwmPxbezulq9dl3Tbq6Yb+oVmsruw3iKx5xanHMV9fKgEY8yVj2ntwK70Hs1+vAQ7+/J8AKF5xNVVXj32MxMm+tpicyeRLrK9nlC1njqm43g5MxBHvHYxL3N3//379T/S+/qesZRMeNyf+b///+7a7KLgymYAeOvNvtLMdS2nmZNnAbMHZ1mczJXHpT9bFe3pTy8zlZWAwpN5LWWX5KBk682+8vSNrEjHWkZwteKQkYyZnG5d4d/KzwPfGTnxv7Bxx21Of/E8A8t63luIHbjur443Gv3kvqBooCq5znP13LDGRJKEQM4MkAM8Dvb3JD0Wn05kx+Qdw4MCBSTm2wzHYMqOnp4c5c4bfUW1oaMhY1ufzpZKGCxdmblY+kfW+4YYb+PWvf019fT3Nzc28+eabwNgn/7jvvvu4777s41H19PTgdrsnpK4zhaoneE/dlGr5t8p4LYXnmPwDZl2cBni0wS/udmX8k0PM1rh4Y+2pxzmm7LOkZjKTYjIw+2+hYy526/R2Z5lJcRnKH2gjGEq2lK4oTU8S23OKyLEVEI64CYazt6YeKG80Wsc9GcZExKXh+Mupln/z599Kbc3IrcyMRgt5ebV4vY309R7LuL2u6/T2JT8LCwvH3gV+IkzUa6Vx74up1nc1K95P1ZKJHzJgKo89EXEZlvy76PqRCwwZdy4WyH78RDiQemy0TO2YqZN9bYl5kt9Zp3qiiXBrY+qxOX98EytMxfU24U7GRZnAuJiLSzDlF5DwuAk11GccQ1CLRQk3ngLAviDzzYtspiQuvcNfLwazGdu8eUSOHyfW2Zm1bGqdomAqHPyfm0tKMBYUoLrdhOrryV01fFIYLRolcjIZl5zF4xsbeaZ+Po+Xf2Oy+2/O0rpznoxkLDEpLi4edRshxOSTBOB5wG5PtiQIBAJ4vV7yzpjSfv/+/ezfv39Sjm2z2SgrK6Ozs5MdO3awatWqtPXxeJwXXnghY9mcnBwURUHXdVpaWqitrU1b7/F4ePHFFyesri6Xi7Vr1/L222/z8MMP09raislk4vrrR/nC/mfqzOTf6glo+Xc+03V9xEHD43qUU+pBAGzYcSrTO3PbWK2r/PSI6/f3vk5b6Ag2ozPjtqPFRdMTHPMmW/8YFTNFtvNnduSh3MEmgtHkD5E509z6b6ZS1Rj1x5PX+9Lipf0t49JVlF3EydPr6ejaz7yaG4aNAxiJeujsTt74KS5cNOXdrIcm/xbMf9+ILf+Gqii/CK+3EbfnFF5vM3l51Wnru7oPEIkkW/OUl6UnRq9Y+9UR9334yNN0dLyHzZY/6raTZWgCrnbl7WNqfbf0ur8ccX3zwddoOZwch3ftR749oceeCmnJvyvuHLHl3wBbQSmKyYyeiNN3eAdFF14+bBw/XdPoPdR/zbTmYM0f/Nxd8IG/GnH/HTtfpXPX6wCs/Kvvjv1kJoCuJVsKjfR5EDx1jEhbMwC5NRM3hupon0NqOEjP1vUAmFz52MqrJuzYoxlLXEInjhFpScbFXjcYl6EThmTS8fTv8O/ZhSm/IOO2iqLgWnUJfZvewL9/L4XX3Yy5IP27iWf7O+ixKBgMOFedWyuv8RhLXMLHjhFtSsbFtiD99eJYcymR48eJNBwn2twybBxALRrFvyU5Vqi1pgbjkAYLiqLgvORiPG+8SXDPXvJvvglzYXpcfFveSc4WbDDguPjiczrXsar69wdHXN/3hw24n94IwPzff2NS6xKuP028LXlT23n91Jy/EGJmmL4BjsSYDYz3p+s6//M//0NHf5P1eDzOxo0b+a//+q+0lnoT7aqrrgKS4wy++eabqVZ9TU1N/Md//EfWmYftdjuLFyfvNj766KMcPnwYXdfRdZ2DBw/yz//8z8NmMT5XN998MwCHDydn6VuzZk3GiUVmkrgeI6ZHU38DfRpUEmnLE/rwLthD1yfLJiX09LKqnj65S+Yx/2ZO8i+uR4npkdTfQEw01LTlmWMSOaNsUjKeg8vPjEm7doq9sbfoVJuIDi2nJ+hSm9kRe5Wwnmy1sch80bTMMBjXIsTUcOovFRc9kbb8zHH+zoU72squrmdoDR4hkvCnlmu6Sm+kiR1dT+ONJa9J811rpmUG4HgiTCwRSv2l3kN6Im15Qs0el4HJP8zGHMryRh8yAJI/SofuP64Ovm4SajRtnaZN7ARLo4nHw8TiwdTfQLdbVYunLU+o6WMQeX3NNDZtIhDsStVZ0xL09h1j976f4/O3YLXmsXj+HRmPW1N1JTZrPpoWZ++hX+P1twzu29/CvkNPoGlxDAYzdTVT18IMzhjzb8FtY07+AZSXryY3txzQOXjoN/T1HQeS4/d1dR2gvj45LmJR4aIpbwF4rtLH3btzShNw03nskQwd86/yyrvGlPyD/vH9LkhODhLubuHUn35BuLcNXdfQdY1wTxsnX/o5oY5GAIpXXnNO425NpbjPw6lffAf3e1uJuXvTxm2O+9z0bF1P89OPAjrGHDuFa4aPk5gIBdL+BmixaNpyLZ5+rfYd3E3L07/EV7+PRHDI51A8hv/oARof+wHx/paHZdffMaU3FhJeD00//A7enVuJ950RF4+bvrfW0/bEo6DrGHLs5F85sTM751+9DqPDiR6P0fb4z4m0JhNqeiKBZ8c79L35CgB5l1yOpXjqvuclPB7avv1dfFu3Ee9Jj0vC7cbz5no6f/HLZFzsdlzXpresdlx8EdaaGtB1un71GOFjx5JJRZIt/zofeRTV7wdFoeD9w2eczrtuHUanEz0Wo/NnjxBtHoyL752tuF95FQDn2ssxl579mNdTTQ2EUX3B1B9aMq56NJ62/MzxBc80MPmHwZGDY82Fk15vIcTMIS0AZ6ihyQWHw8EnPvEJfv7zn7N//34+97nPYbfbicViJBIJ6urquOmmm/jZz342KXX50Ic+xLZt22hra+MHP/gBDz/8MFarlVAohNPp5Etf+hL/+Z//mbHsgw8+yD//8z/T3d3N1772NSwWC4qiEI1GcTqd/M3f/A3f/OY3J6yuK1asoKKigvb2ZJfEgYTgTLY98SoRgsOWn9bqOa3Vp55XKHUsM12ets1biWcy7vOotpuj2u7U83mGZcw3Lk8979SbcevJbng6OvvVd2CE4TtWGq9KmwBjsm2LvpwxJo3qYRrVw6nnlYZ5LLNckbbNpujTGfdZn9hFfWJX6vk843IWmAe7hei6TpfWTJeW/JJoxIQBIwliqeSJAQOLTBdTbpx71ud2Lt7p+C0R1T9s+Sn/bk75B//flfYLWFE0Ma99HeiNNtMbTcbFoJgwKmYSWnTIBCIK85yXMM81fAbVqbC14REi8eGTjzR2b6Oxe3BsssqCFSyvHj4La0KN0uk5AkBF/jIMhrF9NEbiXjbXZ558ac/pP6Q9XzbnDqoKh3dDmiw79zxMJOoZtrypZQtNLVtSzytKV3Ph4sHZJ2MxPydOv8mJ028CCiaTDTUx+L/OtZexcul9WSfuMBotrFr2SfYc+CWBYDvv7v1JakZctT8BazRaWLb4I6nJQKZCJOJJjfkHCk1Nm2lq2px1+5rqq9MShAaDkRXL72fP3keIRNzs3fcoBoMZ0FOJUoejkgsvvHcSz2LiRYNu2o5uSj5RFNqObqTt6Mas21cuupbKJevO+2OPJOZ3071nY6peXe9toOu9DVm3L1m9jtLVg8nsiituJ+rtwd9Un/pT+ifp0NXBGwH5C1dTdvHYhiiZKaJdbXS8mvyMVYxGDBYbWiKOPiRhZ84vZM49D2ByDL/52vDQv2Xcb+frz9L5+rOp58VX3UzJNbemnuu6hv/YAfzHkq2HFbMFg8mMGglD/yQ6itFE6Y134bpwasavHSrW0UbX80PiYu2Py5BZZk0FhVR87AFMzom9KW205VD5ic/Q+qufEevqpPlH38NgtaIlEtA/Lpt9wWKK33/3hB53LGJtbfT+of87mdGIwWZDj58Rl8JCSj/1SUxn3KxXDAZKH/wUHT/6CfHOTjp+/FMUiwXFYECLRFL7LPrgPeRkGGbIkJND2WcfpOOnPyPe2Unbdx9CsVrRh8QlZ/Eiiu7OPCbpTNXytR+R6PYMW+55cQueFwc/253Xrqb0L+/JuA8tFCGwPdmjxXn1ShSzpAOE+HMi7/gZJpFIfjm0WCxpy++44w6Ki4t57rnnOHnyJJqmUVVVxZVXXskHPvABtmzZkml3EyI3N5f//u//5ne/+x07d+7E4/GQk5PDlVdeyUc/+tERW/EtXryY//mf/+F3v/sdBw8eJBKJUFhYyEUXXcSHP/zhCW8BqCgKa9eu5ZlnnqGkpGRYl2UxYPBOrIZKbKTsH6Axsf+nmajQWMYCVuHRugnqXuJ6jAQxjJixK04KDeXMMS7Ebpi81rYzkdNcxOL/f3v3HRbVmf4N/DtDH+qAgA1FwBIFe8Uo9kSNYtdYginWGKPr7rpriJpYYnTXklVjMGsUy1qiBguaGHuMBTsGQRHsBZTemWHeP/jNeQeZGepwZibfz3V5XYc55zzPc26Ow5l7nuLcDWkFz5BZ+BKFRXlQFOXDQmIJO0snyG3qwcveH47Wpju3y7O0P6D8v96k9V1r/sOjMXF0rIsG9d9EWvp95OWloVCRC0srOzja14ZHLX/Uqd22zBWi7WXu6NxuJh4+OYfkV7eRm5cClUoFmV0tuMobo0G9QNjZ1uwciyVXmVehoCBL57EASvWMBAA7Ozk6dpiJh4/OIjn5j/9b3EMKR0dPeHq0RP36XcqdPDYWJRZkUalQmFf6CwZNSoX+XiWmUrdeqpLtUuTqb1fRa6sfSy2t0eidSUi/dxOpd64gN/kxFDnFPZWsHFwg82wA12Yd4eRtWr1urBydUG9oCHIexiP36UMoMtOhzM0GJFJYOslh61kXjo1bwKlFW0itrMsusALsG/rBPWgAcp/cR/6rF1Dm5kCZnwupjQ2s5bVg790YLm26wNpF98IrhmLp6ITa74YgNyEeeY8fQpGRjqKcbEAqhaWLHDa168L+jRZwbFX9cVGzreeFhp/+HalnTiA7NgaK9FRIraxhXb82nNp0gFO7jjXe09TSyQkeIe8h99495D94CGVGOpRZ2ZBIpbCQy2FTtw5k/v6wb9sWUuvSq2Wry6j3178g4+xvyLp+HYqkZBQVFsLS1RW2jf3gHNQd1nW0r8oOADZeXqg/9+9IO34COTExUKalQWptDavateHYsT0cOtZ8XIxB1u/RUOUXP/Nw+C/Rn49EVfKpmEQWGhqKmzdvomfPnpg9e7bYzTFJf/nLXxAfH48xY8Zg7Nix1VaueiVmfcbWnVlt9ZmyHU+/EbbHefE+Vtv+aJWwPaGt9l6zfzZbr4aW+Hl87zUitcS4bDv+qbA9Zth3IrbEuOzcN0XYHj1qo4gtMR67dk8q8fPgj7eI1BLjcmBdiLDdZ+FWEVtiXH5dOEHY7r6KcQGAM7MnlPg5MIxxAYDfJ5eMS8dt4SK1xLhcGv+esN35xAYRW2I8LvSaWuYxXASEyDj8+b72MGL5+fmIjy+eV8jb21vcxpiou3fvIj4+HlKptNyr/xIRERERERERmTPTGqtixtLT07Fhwwbk5ORAKpWiS5cuYjfJ5GRmZmLjxuIeIV27doW7u+lM6ktEREREREREZChMAIrs9u3bWLx4MTIz//8cM6NGjULt2rVFbJVp2bRpE86dO4fU1FQoFArY2tpi/PjxYjeLiIiIiIiIiMgoMAEoMoVCgaysLNjb28Pb2xv9+/dH9+7dxW6WScnIyEBycjLs7OzwxhtvICQkBHX0TApMRERERERERPRnwgSgyAICAhARESF2M0zarFmzMGvWLLGbQURERERERERklLgICBERERERERERkRljApCIiIiIiIiIiMiMMQFIRERERERERERkxpgAJCIiIiIiIiIiMmNMABIREREREREREZkxJgCJiIiIiIiIiIjMGBOAREREREREREREZowJQCIiIiIiIiIiIjPGBCAREREREREREZEZYwKQiIiIiIiIiIjIjDEBSEREREREREREZMaYACQiIiIiIiIiIjJjTAASERERERERERGZMSYAiYiIiIiIiIiIzBgTgERERERERERERGaMCUAiIiIiIiIiIiIzxgQgERERERERERGRGWMCkIiIiIiIiIiIyIwxAUhERERERERERGTGmAAkIiIiIiIiIiIyYxKVSqUSuxFEpuDly5diN6FMcrkcFhYWUCqVSE1NFbs5RoEx0Y5x0Y5x0Y5xKY0x0Y5x0Y5xKY0x0Y5x0Y5xKc2UYlKrVi2xm0BEYA9AIiIiIiIiIiIis8YEIBERERERERERkRljApCIiIiIiIiIiMiMMQFIRERERERERERkxpgAJCIiIiIiIiIiMmNMABIREREREREREZkxJgCJiIiIiIiIiIjMGBOAREREREREREREZkyiUqlUYjeCiKrHtm3bkJ2dDXt7e4wfP17s5hgFxkQ7xkU7xkU7xqU0xkQ7xkU7xqU0xkQ7xkU7xqU0xoSIKooJQCIzMmDAACQlJcHDwwORkZFiN8coMCbaMS7aMS7aMS6lMSbaMS7aMS6lMSbaMS7aMS6lMSZEVFEcAkxERERERERERGTGmAAkIiIiIiIiIiIyY0wAEhERERERERERmTEmAImIiIiIiIiIiMwYE4BERERERERERERmjAlAIiIiIiIiIiIiM2YpdgOIqPqMHTsW2dnZsLe3F7spRoMx0Y5x0Y5x0Y5xKY0x0Y5x0Y5xKY0x0Y5x0Y5xKY0xIaKKkqhUKpXYjSAiIiIiIiIiIiLD4BBgIiIiIiIiIiIiM8YEIBERERERERERkRljApCIiIiIiIiIiMiMMQFIRERERERERERkxrgKMJEBZWVl4datW4iPj8e9e/cQHx+P9PR0AMCSJUsQEBCg9/xXr15h//79uHLlCpKTk2FpaYl69eqhW7dueOedd2BpWbH/wosXL8alS5cAAL169cKsWbNqrG5NYsXl+PHjWLNmTZnt27ZtG5ycnHTuP3/+PI4cOYJ79+4hPz8ftWrVQocOHTBy5Ei955XFVONy7949xMXFCe1++PAhlEol/P39sXTp0nJcuW6mGBOlUonr16/j6tWruH37Np49e4a8vDw4ODjAx8cHPXr0QFBQEKTSyn8HZ4pxKSwsxPHjx3H37l0kJCQgNTUVGRkZsLKygoeHB1q1aoV33nkHtWvXLmcUSjPFuOhy9+5d/O1vf0NRUREAYOPGjfD09CzXua8z1bh89NFHSEpK0nvugAEDMHXq1DLreJ2pxkTTxYsXceLECdy9exdpaWmwt7eHu7s7/P39MWDAgEr9XzLFuOzYsQM7d+4s1/V5eHjg+++/L9exmkwxLmrPnz/HwYMHcf36dSQlJUGpVMLJyQk+Pj7o3bs3unbtWmb52phyTMzxGVdTWloaDh06hKioKCQlJaGwsBByuRyNGjVCp06d0Lt3b53nGuoZl4iMAxOARAZ08eLFcj2kaHPz5k189dVXyM7OBgDIZDIoFArcvXsXd+/exenTp7Fo0SI4ODiUq7xz584Jyb+arvt1YsdFKpXqfYiRSCQ6923YsAGRkZFCOTY2Nnj69CkiIiJw+vRpLFmyBF5eXpW6NlONy1dffVXmh/TKMsWYfPvtt/jll1+Eny0sLGBjY4P09HRcu3YN165dw6+//orQ0FDY2dlV6tpMMS5ZWVlYv359iTJkMhlycnLw4MEDPHjwAEePHsWnn36Kbt26VeraTDEu2iiVSqxdu1ZI/lWVqcdFJpPB2tpa577KMOWY5OfnY8WKFcLfdIlEAplMhszMTKSnpyM+Ph6NGjWqVALQFONiZ2cHFxcXvW1LS0sDAPj5+ZV9IVqYYlwAICoqCsuXL0d+fj6A4r9H1tbWSElJQUpKCi5fvozOnTvj73//e4WTXqYaE3N/xr148SJWr14tlGFtbQ0LCwu8ePECL168wP3793UmAA35jEtExoEJQCIDk8vl8PX1hZ+fH+rWrYuVK1eWec7Lly+FBwA/Pz98/PHH8PX1RVFREa5du4b//Oc/uHfvHlauXIn58+eXWV52djY2btwIe3t7yOVyPH78uMbq1kXMuNSqVatSPQB+/vlnREZGQiKRYNy4cQgODoaNjQ0SExOxcuVKPHjwAIsXL8batWthZWVV4fIB04yLpaUlfHx84OfnB19fX1y/fh3nz5+vcDm6mFpMFAoF5HI5evfujcDAQPj4+EAqlSIjIwMHDhzAjz/+iOjoaKxduxZ/+9vfKlS2JlOLi5WVFQYNGoQWLVqgSZMmkMvlsLCwgEKhQGxsLDZv3ow7d+5g9erV8PPzQ506dSpUvpqpxUWbn376CYmJiWjatCni4uKqXB5g2nGZNGmS3h4rlWWKMSkqKsLixYtx48YNuLm54b333kPnzp1hZ2cHpVKJ58+f49KlS3B3d69w2WqmFpehQ4di6NChOvffvn0bc+fOBYAq3UemFpeMjAysXLkS+fn58Pb2xtSpU9G0aVNYWFggNTUV+/btQ0REBC5cuICDBw/qjaEuphYTc3/GvX79Or7++msoFAr07NkTw4cPR4MGDQAUfwkXFxeH2NhYrefWxDMuEYmPCUAiA+rRo0eJh82srKxynRcREYHs7GzY2dnh888/h1wuB1D8bVy7du0wZ84cfPbZZ7h8+TJu3LiBVq1a6S1v8+bNSElJwZQpU3Du3Dm9CcDqrlsbY4lLRRQWFmLHjh0AioecjRo1StjXqFEjfP755/j444/x7NkzHDt2DAMGDKhwHaYYFwBYt24dLCwshJ/13V8VZYox6d+/P6ZPn16qx5KTkxPGjx8PqVSKnTt34uzZs5g4cWKlPqibYlwcHBwwadKkUq9bWlrC398fCxcuxAcffIC8vDycOXMGo0ePrnAdphiX1z1//hz/+9//4OHhgdGjR+PLL7+scpnmEJfqZqoxOXToEG7cuAEnJycsX768xPuHhYUF6tWrV6lEjpqpxkWf48ePAyhOyrRt27ZSZZhiXKKiooReYJ999lmJKQTkcjk+/PBDPHv2DJcuXcLvv/9e4fvGFGNizs+4ubm5+Oabb6BQKDBs2DBMnDixxH4HBwe0a9cO7dq1K1V3TTzjEpFx4CIgRAakmRSpiMuXLwMAgoKChAcATQEBAfD19QUAnDhxQm9ZMTEx+OWXX9C4cWP079+/RuvWxRjiUlE3b95EamoqJBIJhg0bVmq/h4cHunfvDgA4depUpeowxbgAlW+3IcsWMyZNmzbVOVwRKNkDJT4+vlJ1mGJcyuLg4IC6desCKJ4DqTLMIS7r169HQUEBJk+eDBsbm2op0xziUt1MMSZKpRL79u0DAIwdO7ZKvfx0McW46JOfn49z584BKE7MVPb6TDEuqampAABHR0ed84eqh0Tn5eVVuHxTjIk5P+MeP34cL1++hJubG8aNG1ehumviGZeIjAMTgERGKDk5GQBQr149ncfUr18fQHF3f10KCwuxdu1aSCQSTJ8+vVyLDlRX3YYgZttu3rwJAPDy8tL5oatNmzYAgLi4uEo9TFeWMf/OxGLMMdGcs0ipVNZo3cYcl4yMDDx9+hQAqrQQSGUYS1xOnDiB69evo3PnzujYsaPB6ikvY4mLMREzJtevX0dKSgokEonwYdxYGOu9cuHCBaEXnCGGkZdFzLiok36ZmZl48eKF1mPUX0L5+PhUa936iBkTY71Pgaq3TZ2YCwwMrPAQXWN+xiWi6sUhwERGTN8E8Op9qampyMzMhKOjY6lj9uzZg8ePH2PQoEHCt4Y1VbchVbVt6enpmDVrFp48eQIAcHNzg7+/P9555x14e3trLffRo0cAgIYNG+qsW71PpVLh8ePHlZ5svLLEiIuxM8aY3Lp1S9jWdz8ZkrHERaVSIS0tDXfv3sX27duRl5cHmUyGXr16VeyCqomYccnIyMCmTZtgZ2endai0mMS+X/bv34+tW7ciIyMDMpkM3t7eCAwMRJ8+ffT2tjUkMWKinrvLw8MDMpkMhw8fxrFjx/DkyRNYWlrCy8sLPXr0QL9+/aq0imlViH2vvE49/LdJkybCXGhiECMuHTp0gKurK1JSUrB06VJMmTIFzZo1g1QqRWpqKvbv349Lly7BwcEBY8aMqfpFVpCY94q5PeMWFBQgISEBAODr64vHjx9j165duHHjBrKysiCXyxEQEIBhw4Zp/X9gCs+4RFQ92AOQyAh5eHgAAB4+fKjzGM19KSkppfY/evQIP/74I1xdXSs0FKA66jaU6mpbfn4+EhMTYWVlBaVSiadPn+KXX37BrFmzsH//fq3nqMtydXXVWbfmPvXQm5ogZlyMlbHGRKlU4n//+x+A4qHCNb2anrHEZePGjRg8eDCCg4MREhKCxYsXIzExEXXq1MGiRYvKXNGzuhlDXP773/8iIyMDY8aMMcjQzsowhrio68jKyoKNjQ0yMjJw8+ZNbNiwAXPmzBF6zdQUMWOi7iHr5OSEZcuW4bvvvhPKyMvLQ2xsLDZs2IDQ0NAa76FjLPeKppcvXwo9m8T6UkHMuNja2mL+/Pnw8PBAYmIi/vGPf2D48OEYPXo0QkJCcPjwYbz55pv417/+VelFlypDzJiY6zNuUlISFAoFgOL3idmzZ+P06dPIycmBtbU1kpOTceLECcyePRu//fZbqXKN+RmXiKoXewASGaE2bdrg8ePHOHv2LN59913hoUAtKioKDx48EH7Ozc0tsV+lUmHdunVQKBT46KOPIJPJaqxuQ6pq21xdXfHuu+8iMDAQdevWhZWVFRQKBWJiYhAeHo47d+7ghx9+gKurK4KCgkqcq/4wpW9OLs19OTk5lb7OihIzLsbKWGOydetWxMfHw9LSEpMnT67aRVaCscRFJpPBxcUFSqUSmZmZAIC6deti0qRJaNy4cTVecfmIHZdr167h5MmT8Pb2xuDBgw1zkZUgdlw6deqEFi1awN/fXxg6n5KSgmPHjmHXrl148OABvvjiC6xatarGVqUUMybqxQTu3buHu3fvok+fPpgwYQLkcjny8vJw5MgRbNmyBTExMfj+++8xY8YMA0WhNLHvFW1OnDiBoqIiWFtbizZkWuy4+Pj4YMmSJfj3v/+N2NhYKJVKoQ6lUomCggLk5+cb4Mp1EzMm5vqMq7nQyI8//ghnZ2fMnTsXbdu2hVQqRUJCAtauXYv4+HisXr0aPj4+wpy7gHE/4xJR9WIPQCIjFBwcDDs7OxQUFGDBggW4evUq8vPzkZWVhRMnTmDVqlUlhvdIJJIS5//888+IiYlBu3bt8Oabb9Zo3YZU1ba1adMG7777Lho2bCh8WLS0tETLli3x1VdfoWnTpgCALVu26B2CYWwYl9KMMSbHjh0TJvAPCQkRJdFlLHEZN24cwsPDsX37duzevRuff/45LC0t8cUXX2DlypU1PjeimHHJz8/Ht99+K8zVashFdSpK7Ptl0qRJCAwMLDFvpqurK0aPHo25c+cCKO4Rox7mWRPEjIlKpQJQPAywWbNmmDlzprBYgK2tLYYOHYpBgwYBKB76WpO9l8S+V7RRL5TQqVMnODg4VMdlVpjYcTl27BimTZuGpKQkzJ49G5s2bcLOnTuxfPlytG7dGpcuXcI///lP3Llzx4BRKEnMmJjrM676vQEofn+YNWsW2rdvL8z97ePjg9DQUNja2qKgoAAHDhyosesiIuPCBCCREfLw8MA//vEP2NnZ4cmTJ1i4cCFGjhyJsWPHYvXq1ZBKpRg7dqxwvL29vbCdkpKCLVu2wNraGlOmTKnRug3NkG2zsrLC+PHjARQPG1LPpaJma2sLAHq/KdfcV5Fel1UlZlyMlbHF5OzZs1i3bh0AYPjw4QgODq7gFVUPY4sLUPx/q0OHDli+fDk8PDxw6tQpHD58uGIXVkVixmXHjh14/vw5+vXrh2bNmlXPBVUTY7xf1Dp16oTmzZsDKO4ZU1PEjImdnZ2wraun6JAhQwAU9+6Kjo4ud91VZWz3SkxMjDBkWozFP9TEjEtsbCz+85//QCqVYvHixejZsydq1aoFmUyGZs2aYcGCBQgICEBOTg7CwsKq54LLQcyYmOszruZ7g5eXl7BghyZXV1ehJ+yNGzdK7DPmZ1wiql4cAkxkpNq0aYP169fj4MGDiI6ORlpaGhwcHNCyZUsMGzYMV65cAVD8rad6pTcACA8PR3Z2NkaOHAlnZ+dSwxfU34ZqDgOxsbEpsUJwZeuuCYZsm/pbYwB4/vx5iQmOXV1dkZCQoLdHheY+da+MmiJWXIyZscTkwoULWLlyJYqKijBw4ECEhIRU7oKqibHE5XXqxT927tyJY8eO1fhQWDHi8vTpUxw4cACOjo4YNWpUqffrgoICYTs/Px+5ubmwsLCo0YUvjPV+UZ8fExOD58+fV+i8qhLz75CaejXQ17m5uUEmkyEnJwcvX76sUN1VZUz3irr3n5ubG1q3bl2xC6lmYsVF3curffv2Wu8XiUSC4OBgREdH486dO0hNTa2xZxcx7xVzfMYtz3uD5r7X50419mdcIqo+TAASGTE3NzdMnDhR67579+4BKO7Wrzn3UVJSEoDiFYD37Nmjs+zTp0/j9OnTACDMB1LVumuKGG3z8vLC5cuXyzU5s0Qi0fsAZijG/DsTi9gxiYqKwvLly6FUKtGnTx9R5v3TRuy46OLm5gYAePbsWY3Wq1l/Tcbl1atXwjyIH374od5j1fO5derUCZ999lm11F9exnq/iEmMmFR01fCaHL6oZgz3Sn5+vrDQQc+ePUt8wSkWMeKiXtlVXxKrdu3awvaLFy9qNLEj5r1iDPepLpVpm5OTE+RyebkX53j9vcEUnnGJqHqI/xeRiCqssLAQ58+fBwD06NHjT1N3Waratri4OGH79Qfmli1bAih+ANLVq+LatWsAir99Vg+nMAaGjIupqomYXL16FcuWLYNCoUBQUBBmzJghygfyihD7XlH35NIczmQMxI6LsRI7LurzjSmmhoyJZk+2x48faz3/1atXwgT9ry8iIKaavFd+//13IQZiDv8tD0PGRf33Rl9PUM2eYMYyrFPM9xVTfsZVvz/oem/Q3Pf6e4MpP+MSUcWwByCRCdq2bRtSUlJQq1Yt9OrVq8S+pUuX6j133rx5uHXrFnr16oVZs2ZVa91i09c2lUqlN/miUCiwfft2AMXfvvr6+pbY37JlS+Hb1f3792PSpEkl9icnJ+PMmTMAjO+h0ZBxMVWGjsnNmzexdOlSFBYWIjAwELNmzTKKXihlMWRclEql3gUu0tPThcUcWrRoUdlLMAhDxSUgIEDvZOzR0dFCb7+NGzcaVaILMOz9Utb5UVFRiImJAQB07NixspdQ7QwZk9q1a6N58+aIiYnBgQMHtC7y9dNPPwEArK2thQ/1xqAm/w6ph/82a9YM9erVq2LLDcuQcWnUqBHu37+Py5cvIzk5Ge7u7qXKOHr0KIDi+eSMJVZiPrOY6jMuAPTq1QsnT57Eo0ePcPXqVbRt27bE/pSUFOE5tX379iX2mfIzLhFVDBOARAaWkZEhbKu/kQaA7OzsEvtkMlmJ1b3Cw8PRokULNGvWTJjo9+HDh9i7dy9OnjwJCwsLfPLJJwb5xrYm6q7puCQlJWHFihXo27cvWrduLXyQViqVuH37NsLDwxEbGwugeIXW15M1VlZWGDt2LNatW4dDhw5BLpdj0KBBsLGxQWJiIlatWoW8vDzUqVMHffv2/dPEBSgebqU5OXRhYSGA4gdxzTZbWFhUakJtU4vJ7du3sXjxYhQUFKBjx47461//apCVXU0tLt999x2kUim6d+8OX19f2NjYCG2/evUqwsPDkZaWBgsLC4wcOfJPE5eaYmpxCQsLg0QiQWBgIBo3bizcL6mpqfj111+xa9cuAECDBg0q3cvL1GKifv2f//ynsMDD+PHjIZfLkZ+fj8jISBw8eBBA8SIhmqsnm3tc1JKTk4XFT6q795+pxaV///44deoUcnNzsXDhQkyePBnNmzeHlZUVXrx4gZ07d+LixYsAgIEDB1bq75SpxaQqdRtzXACgVatWaNeuHa5cuYI1a9Zg5syZaNOmDaRSKRITE7F27Vrk5eXB0dGx1EJkNfWMS0Tik6g01w0nompX3onslyxZgoCAAOHnjz76SJjPz87ODkqlUpgQ3t7eHp9++ik6d+5c4faUpwegoerWVNNxefHiRYlvNK2trWFra4ucnBwoFAoAxZMqh4SE6F2hdcOGDYiMjARQnNCysbERHu5cXFywZMkSeHl5levatDHFuOzYsQM7d+4ss83+/v5l9lDVxtRi8tlnnwkfQB0dHfV+qBo6dCiGDh1arut7nanFZfXq1ULPHIlEAplMBolEguzsbKgfRarj/cXU4qJPdfYANLW4aLtfgOIP0Go+Pj747LPPtPZsKg9Ti4naL7/8gm+//RZKpRISiQQODg7IycmBUqkEAHTr1g1/+ctfKv3Fg6nGBQB27dqF7du3w9raGuHh4dX6JakpxuXAgQPYtGmTsACcVCqFtbU18vLyhGM6deqEuXPnlkhElZcpxsQcn3HVsrKyEBoaKqx+bG1tDUtLS+E51cHBAfPmzYO/v7/W8w39jEtE4mMPQCIjNWrUKERFReH+/ftITU2FpaUl6tati/bt22PQoEEGnahZzLoN1TYXFxdMnjwZt2/fRmJiItLT05GdnQ0bGxt4eXkhICAA/fv3L3MIzNSpU9GqVStERkYiISFB+Ea0Y8eOGDFiBJydnQ1x2WUSOy7GSKyYaH6vlpmZqbeNr6/6WhPEisuIESPg5eWF6OhoPH36FOnp6SgsLISTkxO8vLzQpk0b9O3bFy4uLga8et34f0g7seLy9ttvw9nZGXFxcUhKSkJmZiaKiorg6uoKX19fdO3aFd27d69U0qKqxL5X+vXrB19fX/z000+4desW0tPTIZPJ4Ofnh759+2odGlwTxI4L8P+H/3bp0sVo5rQTMy6DBw9GixYtEBkZiZiYGCQnJ0OhUEAul8PX1xe9evUS5X4RMybm+Iyr5uDggBUrVuDw4cM4c+YMnjx5AoVCgXr16qFdu3YYOnSosNiWNsb6jEtE1Yc9AImIiIiIiIiIiMyY8c9ITkRERERERERERJXGBCAREREREREREZEZYwKQiIiIiIiIiIjIjDEBSEREREREREREZMaYACQiIiIiIiIiIjJjTAASERERERERERGZMSYAiYiIiIiIiIiIzBgTgERERERERERERGaMCUAiIiIiIiIiIiIzxgQgERERERERERGRGWMCkIiIiIiIiIiIyIwxAUhERERERERERGTGmAAkIiIiIiIiIiIyY0wAEhERERERERERmTEmAImIiIiIiIiIiMwYE4BERERERERERERmjAlAIiIiIiIiIiIiM8YEIBEREdWo3bt34+2334anpyesrKwgkUggkUiwefNmsZtmNgoLC/HGG29AIpFgzpw5YjfH6OXl5aFBgwaQSCRYuHCh2M0hIiIiqnZMABIREVGNmTFjBkaPHo2ff/4ZSUlJUCgUYjdJr9WrV2PhwoVYvXq12E2pkFWrViE2NhYuLi4IDQ0VuzlGz9bWFosWLQIAfP3117h//764DSIiIiKqZhKVSqUSuxFERERk/q5du4a2bdsCANzc3PDJJ5+gWbNmsLGxAQC0bdsWDRo0ELOJpXh7e+PBgwdo2LChySSFUlJS4OPjg/T0dHz++ef48ssvxW6SSVAqlWjcuDESExMxfvx4bN26VewmEREREVUbS7EbQERERH8Ohw8fFra/+eYbjB07VsTWmK9//etfSE9Ph62tLT799FOxm2MyLCwsMGfOHMyYMQM7duzAvHnz8MYbb4jdLCIiIqJqwSHAREREVCMePXokbKt7AlL1ysrKwrfffgsAGDlyJNzc3ERukWmZMGEC7O3tUVRUhJUrV4rdHCIiIqJqwwQgERER1Yj8/Hxh29bWVsSWmK/t27cjLS0NABASEiJuY0yQk5MThgwZAgDYtm0b0tPTxW0QERERUTVhApCIiIgM5tSpU8Iqv1u2bBFeb9SokfC6RCLBxIkThX0vX77EDz/8gJCQELRu3RouLi6wsrKCq6srWrdujU8//RS3b9+uUDuio6MxZ84ctGvXDu7u7rCysoKzszPatGmDadOm4ejRoygqKhKO9/b2hkQiwYMHDwAADx48KNFe9T9dK8ampaVh2bJl6NatGzw9PWFtbQ0PDw+8+eab+Oqrr4QknS4LFy4U6jh16pQQywkTJsDHxwcymazEPjX1Sspubm7o0aOH1rJHjhwplH3u3LmyQgcA6Nmzp3COvtgfPHgQ7733Hvz8/ODo6AiZTIZGjRph/Pjx+PXXX8usJy8vDxEREZg5cyYCAwOF35WjoyMaN26MCRMm4NixY2WWU9n4AcDw4cOFtuzatavMuoiIiIhMgoqIiIjIQE6ePKkCUOa/kJAQlUqlUt27d09laWlZ5vESiUT15Zdflll/Tk6O6v3331dJJJIyy/zpp5+E8xo2bFiudi9YsKBUnYcPH1a5urrqPc/V1VV1+PBhne1esGCBcOzJkydVn3zyidZyTp48KZzz9OlT4fXBgwfrLPv48ePCce+9916ZMYyNjRWO7969u9ZjHj58qOrSpUuZ8Ro+fLgqOztbZ12NGjUqV9yDg4NVmZmZ1Ro/tVevXgn3y1tvvVVmfIiIiIhMARcBISIiIoPx9/fH/v37ARQv/HHy5EkAwHfffQcPDw/hOPXqvwUFBVAoFGjQoAF69+6NgIAAoQddcnIyLly4gD179iA3Nxfz58+Hm5sbpk+frrXu/Px89O3bV+jlZmlpiWHDhiEoKAju7u7IyclBbGwsjh07hitXrkClUgnnhoWFIScnB5MnT0ZycjLc3d0RFhZWqo5mzZqV+Pnnn39GcHAwFAoFAKBTp04YM2YM6tati2fPnmHnzp24cOECUlJSEBwcjEOHDuGtt97SG8Ply5fjyJEjcHd3R0hICFq2bAmgeFVlJyenEnWrde7cWWd5vXr1QtOmTREXF4c9e/ZgzZo1cHFx0Xm85nVPmTKl1P5Hjx6hU6dOePbsGQCgTZs2GDJkCPz8/CCVShEXF4fw8HAkJCRg7969yM7ORmRkJCQSSamycnJy4OLigl69eqFNmzZo2LAhZDIZMjIycPPmTezatQvPnj1DREQEPvjgA+zevVt34P5PeeOn5urqisaNG+POnTs4deoU8vLyOGSdiIiITJ/YGUgiIiL6cwgJCRF6XiUmJmo95tWrV6qzZ8/qLScxMVHVpEkTFQCVs7Ozzp5gmr2+mjRpooqNjdVZ5s2bN1VxcXGlXlf3BGzYsKHeNqlUKlVmZqbK09NTqHPhwoWqoqKiEscUFRWp5s+fLxzj6empysjIKFWWZg82AKouXbqoUlJS9NY/depU4fjjx4/rPXbVqlXCsd98843O4/Ly8lRubm4qACo3NzdVXl5eqetR9/yzsLBQhYWF6SxnzJgxQp0bN27UelxkZKSqoKBAZ3uys7NVQ4YMEcrRda9UJn6aNO/V8+fPl/s8IiIiImPFOQCJiIjIaLi6uuLNN9/Ue4y3tzfWr18PAEhPT0dERESpYx49eoQNGzYAABwdHXHkyBE0bdpUZ5kBAQFo0qRJFVoO/PDDD3jx4gUAYMCAAViwYEGpXm4SiQRffPEF3n77bQDAixcvsGnTJr3l2tvbY8+ePZDL5XqPi46OFrZf75n4uokTJ0ImkwGA1p6Nanv37sWrV6+Ec2xsbErsP3jwIM6fPw+geN69SZMmaS3HxsYGW7Zsgbe3NwDg3//+t9bj+vfvDysrK53tkclk2LJlC+zt7QGgxLySupQ3fpreeOMNYfvmzZvlPo+IiIjIWDEBSERERCZHM0l44cKFUvt37dqFwsJCAMCkSZPg4+Nj8Dbt27dP2J47d67eY+fNm6f1PG2GDRuGevXqlVn//fv3hW1XV1e9x7q4uGDMmDEAgFu3buH333/XepxmcnDy5Mml9qsTcDY2Npg5c6beOq2trfHuu+8CAGJjY/Hw4UO9x+vi5OSEgIAAANp/968rb/w0acZPM65EREREpopzABIREZHRiY+PR3h4OM6cOYO4uDikp6cjNzdX67GPHz8u9drZs2eF7eDgYIO1U02lUuHSpUsAinupldWLsWvXrrC3t0d2djaioqJQVFQEqVT797LdunUrVxtSUlKE+sszZ920adOE3odhYWEIDAwssT8uLg6nT58GULwKsLYekmfOnAEAeHp64sSJE2XWmZqaKmzHxMQIcz++fsz27dtx9OhR3Lp1C69evUJ2dnaJORrVtP3uX1fe+Glyc3MTttVxJSIiIjJlTAASERGRUVm4cCGWLFkiLKRRloyMjFKvaSaGmjdvXm1t09eGnJwcAICvr6/OZJ6aVCqFn58fbty4gdzcXKSlpenstVe/fv1ytSE/Px9A8ZDn8mjfvj06dOiAqKgo7N69G2vWrIGzs7Owv6zFP7Kzs/Hy5UsAwMOHDzF06NBy1aumLbEWERGBDz/8UBh2XBZtv/vXlTd+mjQXB9GVeCYiIiIyJUwAEhERkdFYsWIFvvjiCwDFSbKePXuia9euaNCgARwdHWFtbS0cq044KZXKUuVoJoYcHBwM3GogMzNT2FbPT1cWzXZlZmbqTADa2dmVqzwbGxvk5uaWKymmNm3aNERFRSE3Nxdbt27FjBkzABQnE9XDe93d3bUm99LS0spdjzYFBQUlfj5//jxGjBghJH5btmyJPn36wM/PD3K5HDY2NsKciqGhofjjjz9QVFRUZj3ljZ+m9PT0Kp1PREREZGyYACQiIiKjkJeXhy+//BJAcXLs+PHj6Nixo9Zjs7Oz9Zal2YMrKyurXENiq0Kz111ZbVPLysrSen5lubm54fHjx8jNzUVeXl65rnnMmDGYM2cOUlNTERYWJiQANRf/eP/990skXtU0E5ht27bFlStXqtT++fPnC8m/devWYfr06TqPXbJkSZXqKotmD8Sy5lMkIiIiMgVcBISIiIiMwvnz54Wk2JQpU3Qm/wAgMTFRb1mawz5jYmKqp4F6ODk5CT3/EhISyuyZVlRUhHv37gEo7mHm4uJS5TY0atRI2C7vvHV2dnaYOHEigOJVhNUr+n733XcAilct1rb4BwA4OzsLScDyzMWnT2FhIU6dOgUAaNeund7kH2D4hTk046deuZiIiIjIlDEBSEREREbh+fPnwrafn5/eY48cOaJ3f/fu3YXtiIiISrdJPZeftgUoNEkkEnTo0AFAcQ/Ac+fO6T3+3LlzQrKzQ4cOZc4ZWB7qlXEB4Pbt2+U+b+rUqcLQ2rCwMMTGxgqLe/Tu3Ru+vr46zw0KCgIAJCUlVakH4MuXL4Xef2X97qOiooS5Bw1FM2ncqlUrg9ZFREREVBOYACQiIiKjoDl3Xnx8vM7jUlNTsXr1ar1ljR49Whi2GhYWhoSEhEq1Sd3DrTzDeocPHy5sf/3113qPXbZsmdbzqqJz587C9sWLF8t9XpMmTdCrVy8AwO7du7FixQphn7bFPzSFhIQI26GhoWUmSnUp7+8eABYsWFCpOiriwoULAABbW1smAImIiMgsMAFIRERERqF9+/ZCT7Tvv/9eGCKrKSUlBUOGDMHTp0/1llW/fn1MmzYNQPFce/3790dcXJzO4//44w/cvXu31OvqYbWvXr3Cw4cP9dY5ceJEeHp6AgAOHz6MRYsWaT1u0aJFiIyMBAB4enri/fff11tuefXr10+IX0USgACEIbc5OTnYtGmT0Lbg4GC9540YMQKdOnUCABw9ehTvvfdeibkNX6dUKnH06FEsXry4xOtOTk5o0qQJAODKlSv48ccftZ47e/bsMnt/VlVKSopwLwQFBRl8/kgiIiKimsBFQIiIiMgo1K1bFyNHjsTu3buRnp6O1q1b46OPPkKrVq1gaWmJa9euYcuWLXj16hUmTpyIzZs36y3v66+/RlRUFH7//XfcuXMHAQEBGDp0KIKCguDh4YGcnBzcuXMHx48fx8WLF7Fv3z40bty4RBl9+vTBgQMHABSvOjx16lTUq1dPGLLr5+cnDFl1cHDAli1bMHDgQCiVSsyfPx9HjhzB6NGjUadOHTx//hw7d+4U5tmztLTEli1bqmUBEKA4Yde1a1f89ttv+O2331BYWAgrK6tynTt48GDUrVu3RGL1gw8+KPN8iUSCvXv3okuXLnj06BG2bduGw4cPY+TIkWjXrh1cXV2Rl5eHp0+f4saNGzh27BiSk5PRu3dvhIaGlihr1qxZQiJy1KhRGD16NIKCgiCXyxEfH4/t27fj9u3b8Pf3h42NTZUXHdFFPfwZgNbVj4mIiIhMkoqIiIioBoSEhKgAqACoEhMTtR6TkpKiatu2rXCctn8jRoxQ5ebmCj8HBQXprDM7O1s1fvx4veWp/0VERJQ6PysrS9WsWTOd5yxYsKDUOYcOHVLJ5XK9dcnlctWhQ4d0tnvBggXCsSdPniwjsv9fWFiYcN7+/fvLfd7rdUokElVCQkK5z33x4oWqf//+5YozAFVISEipMoqKilQffPCB3vMCAgJUCQkJqqCgIOG1sq6lIvFTqVTC/WJra6tKTU2t0LlERERExopDgImIiMhoyOVynDt3DitXrkTHjh3h6OgIGxsbNGjQAMOGDcP+/fuxZ8+ecg/LlMlk2Lp1Ky5fvoyPP/4YLVq0gLOzMywsLODi4oK2bdti+vTpOH78OAYNGlTqfHt7e1y4cAHz589H+/bt4ezsXOaCHQMHDkRCQgKWLl2Krl27olatWrC0tEStWrUQGBiIJUuWICEhAQMHDqxUjPQZO3Ys5HI5ACA8PLxC5/br16/EtuaqwmXx8PBAZGQkzp8/jxkzZqB169Zwc3ODhYUF7O3t4evri3feeQfLli3DrVu3tPbelEgk+O9//4u9e/firbfegpubG6ysrFC7dm0EBQVh7dq1uHTpUoXaVVEZGRnYv38/AGDcuHHVsjozERERkTGQqFSVnK2ZiIiIiIxOaGgolixZAmtrazx+/Bju7u7lOm/WrFlYs2YNAGDfvn1/yuGv69evx8cffwypVIro6Gg0b95c7CYRERERVQsmAImIiIjMSGpqKho1aoT09HT89a9/LbGqry7Z2dnw8vJCamoq6tWrh/v378PS8s81VbRSqUSTJk2QkJCAcePGYdu2bWI3iYiIiKjacAgwERERkRmRy+WYN28eAGDdunV4/vx5meesXLkSqampAIAZM2b86ZJ/ALB9+3YkJCTA1tZW5wrORERERKaKPQCJiIiIzExhYSFatmyJ2NhYfPLJJ/jmm29K7H/y5Amio6ORm5uL06dPY+3atVAqlfD09ER8fDwcHBxEark48vLy0LRpUzx8+BALFizAwoULxW4SERERUbViApCIiIjoT2bz5s14//33S7xmYWGBiIgIgyxOQkRERETi4hBgIiIioj8xT09P9O/fH2fPnmXyj4iIiMhMsQcgERERERERERGRGWMPQCIiIiIiIiIiIjPGBCAREREREREREZEZYwKQiIiIiIiIiIjIjDEBSEREREREREREZMaYACQiIiIiIiIiIjJjTAASERERERERERGZMSYAiYiIiIiIiIiIzBgTgERERERERERERGaMCUAiIiIiIiIiIiIzxgQgERERERERERGRGWMCkIiIiIiIiIiIyIwxAUhERERERERERGTG/h8GG20bASQ1mAAAAABJRU5ErkJggg==", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# We use 'factor(year)' -- a discrete -- instead of 'year' so that all the years\n", - "# are displayed along the x-axis.\n", - "# The .95s create spacing between the tiles.\n", - "\n", - "(ggplot(flights, aes('factor(year)', 'month', fill='passengers'))\n", - " + geom_tile(aes(width=.95, height=.95))\n", - " + geom_text(aes(label='passengers'), size=9)\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "That looks like what we want, but it could do with a few tweaks. First the contrast between\n", - "the tiles and the text is not good for the lower passenger numbers. We use `pd.cut` to partition\n", - "the number of passengers into two _discrete_ groups." - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:25.591894Z", - "iopub.status.busy": "2024-01-09T15:12:25.591595Z", - "iopub.status.idle": "2024-01-09T15:12:25.602912Z", - "shell.execute_reply": "2024-01-09T15:12:25.602192Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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yearmonthpassengersp_group
01949January112low
11949February118low
21949March132low
31949April129low
41949May121low
\n", - "
" - ], - "text/plain": [ - " year month passengers p_group\n", - "0 1949 January 112 low\n", - "1 1949 February 118 low\n", - "2 1949 March 132 low\n", - "3 1949 April 129 low\n", - "4 1949 May 121 low" - ] - }, - "execution_count": 21, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "flights['p_group'] = pd.cut(flights['passengers'], (0, 300, 1000), labels=(\"low\", 'high'))\n", - "flights.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:25.606081Z", - "iopub.status.busy": "2024-01-09T15:12:25.605807Z", - "iopub.status.idle": "2024-01-09T15:12:26.588625Z", - "shell.execute_reply": "2024-01-09T15:12:26.588094Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(flights, aes('factor(year)', 'month', fill='passengers'))\n", - " + geom_tile(aes(width=.95, height=.95))\n", - " + geom_text(aes(label='passengers', color='p_group'), size=9, show_legend=False) # modified\n", - " + scale_color_manual(['white', 'black']) # new\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Last tweaks, put `January` at the top and remove the axis ticks and plot background." - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:26.592536Z", - "iopub.status.busy": "2024-01-09T15:12:26.592197Z", - "iopub.status.idle": "2024-01-09T15:12:27.733017Z", - "shell.execute_reply": "2024-01-09T15:12:27.732467Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# Gallery Plot\n", - "\n", - "(ggplot(flights, aes('factor(year)', 'month', fill='passengers'))\n", - " + geom_tile(aes(width=.95, height=.95))\n", - " + geom_text(aes(label='passengers', color='p_group'), size=9, show_legend=False)\n", - " + scale_color_manual(['white', 'black']) # new\n", - " + scale_y_discrete(limits=months[::-1]) # new\n", - " + theme( # new\n", - " axis_ticks=element_blank(),\n", - " panel_background=element_rect(fill='white')\n", - " )\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can get similar results if you replace\n", - "\n", - "\n", - "```\n", - " + geom_tile(aes(width=.95, height=.95))\n", - " + geom_text(aes(label='passengers', color='p_group'), size=9, show_legend=False)\n", - "```\n", - "\n", - " with\n", - " \n", - " ```\n", - " + geom_label(aes(label='passengers', color='p_group'), size=9, show_legend=False)\n", - " ```\n", - " \n", - " **Credit**: This example is a recreation of [this seaborn](https://seaborn.pydata.org/examples/heatmap_annotation.html)\n", - " example." - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "66px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": true, - "sideBar": true, - "threshold": 4, - "toc_cell": false, - "toc_number_sections": true, - "toc_position": { - "height": "678px", - "left": "0px", - "right": "1383px", - "top": "106px", - "width": "217px" - }, - "toc_section_display": "none", - "toc_threshold": 6, - "toc_window_display": true, - "widenNotebook": false - }, - "toc_position": { - "height": "357px", - "left": "7.21875px", - "right": "20px", - "top": "123px", - "width": "206px" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples/geom_tile.out.ipynb b/examples/geom_tile.out.ipynb deleted file mode 100644 index 2835a0725..000000000 --- a/examples/geom_tile.out.ipynb +++ /dev/null @@ -1,944 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Periodic Table of Elements" - ], - "id": "81bf2206-584e-4e66-bfbf-13b9633ebeb5" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:13.349307Z", - "iopub.status.busy": "2024-01-09T15:12:13.348875Z", - "iopub.status.idle": "2024-01-09T15:12:14.046521Z", - "shell.execute_reply": "2024-01-09T15:12:14.045845Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_tile,\n", - " geom_text,\n", - " scale_y_reverse,\n", - " scale_y_discrete,\n", - " scale_fill_brewer,\n", - " scale_color_manual,\n", - " coord_equal,\n", - " theme,\n", - " theme_void,\n", - " element_blank,\n", - " element_rect,\n", - " element_text,\n", - ")\n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Periodic Table of Elements\n", - "\n", - "*Graphing of highly organised tabular information*\n", - "\n", - "Read the data." - ], - "id": "72682c7e-9bf0-4b59-89c7-46dbf405c6f2" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:14.050724Z", - "iopub.status.busy": "2024-01-09T15:12:14.050375Z", - "iopub.status.idle": "2024-01-09T15:12:14.074930Z", - "shell.execute_reply": "2024-01-09T15:12:14.074312Z" - }, - "scrolled": true - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "

5 rows × 21 columns

\n", - "" - ] - } - } - ], - "source": [ - "elements = pd.read_csv('data/elements.csv')\n", - "elements.head()" - ], - "id": "cell-3" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Alter the data types of the information that will be plotted. This makes\n", - "it convenient to work with." - ], - "id": "3e9e58f5-e51f-455c-ab4e-75eda3d01ee5" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:14.119606Z", - "iopub.status.busy": "2024-01-09T15:12:14.119323Z", - "iopub.status.idle": "2024-01-09T15:12:14.125395Z", - "shell.execute_reply": "2024-01-09T15:12:14.124764Z" - } - }, - "outputs": [], - "source": [ - "elements['group'] = [-1 if g == '-' else int(g) for g in elements.group]\n", - "elements['bonding type'] = elements['bonding type'].astype('category')\n", - "elements['metal'] = elements['metal'].astype('category')\n", - "elements['atomic_number'] = elements['atomic number'].astype(str)" - ], - "id": "cell-5" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The periodic table has two tables, a `top` and `bottom`. The elements in\n", - "the `top` have groups, and those in the `bottom` have no groups. We make\n", - "separate dataframes for both – they have different alignments." - ], - "id": "7b9c1ba4-5948-4449-8800-bb0752675250" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:14.128921Z", - "iopub.status.busy": "2024-01-09T15:12:14.128509Z", - "iopub.status.idle": "2024-01-09T15:12:14.138477Z", - "shell.execute_reply": "2024-01-09T15:12:14.137714Z" - } - }, - "outputs": [], - "source": [ - "top = elements.query('group != -1').copy()\n", - "bottom = elements.query('group == -1').copy()" - ], - "id": "cell-7" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The `top` table is nice and well behaving. The `x` location of the\n", - "elements indicate the group and the `y` locations the period." - ], - "id": "9710a77d-1144-4d57-8a79-1e603f040c60" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:14.142548Z", - "iopub.status.busy": "2024-01-09T15:12:14.142270Z", - "iopub.status.idle": "2024-01-09T15:12:14.146337Z", - "shell.execute_reply": "2024-01-09T15:12:14.145795Z" - } - }, - "outputs": [], - "source": [ - "top['x'] = top.group\n", - "top['y'] = top.period" - ], - "id": "cell-9" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The `bottom` table has 2 rows, with the `atomic number` increasing to\n", - "the right. We create an `x` based on the `atomic number` and add a\n", - "`horizontal shift`. As the dataframe is ordered by `atomic number`, the\n", - "operation is easier. The `bottom` elements are labelled with a “period”.\n", - "We add a vertical shift to give us a good `y` location that gives the\n", - "appearance of two tables." - ], - "id": "b9d4b87d-2306-4973-9859-f75fdc8896e8" - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:14.149696Z", - "iopub.status.busy": "2024-01-09T15:12:14.149436Z", - "iopub.status.idle": "2024-01-09T15:12:14.154070Z", - "shell.execute_reply": "2024-01-09T15:12:14.153455Z" - } - }, - "outputs": [], - "source": [ - "nrows = 2\n", - "hshift = 3.5\n", - "vshift = 3\n", - "bottom['x'] = np.tile(np.arange(len(bottom)//nrows), nrows) + hshift\n", - "bottom['y'] = bottom.period + vshift" - ], - "id": "cell-11" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We will be plotting using tiles and we want to have some space between\n", - "the tiles. We have set the `x` and `y` locations above to take up a unit\n", - "of space. To get a good effect, the tile dimensions should be less than\n", - "1." - ], - "id": "acb5f6ad-19f9-4aa1-a10c-da09bdd2c897" - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:14.157035Z", - "iopub.status.busy": "2024-01-09T15:12:14.156795Z", - "iopub.status.idle": "2024-01-09T15:12:14.159916Z", - "shell.execute_reply": "2024-01-09T15:12:14.159328Z" - } - }, - "outputs": [], - "source": [ - "tile_width = 0.95\n", - "tile_height = 0.95" - ], - "id": "cell-13" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "First peak" - ], - "id": "fa56bb68-c266-433f-abc3-3cd95d5429af" - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:14.163004Z", - "iopub.status.busy": "2024-01-09T15:12:14.162763Z", - "iopub.status.idle": "2024-01-09T15:12:15.445919Z", - "shell.execute_reply": "2024-01-09T15:12:15.445294Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(ggplot(aes('x', 'y'))\n", - " + geom_tile(top, aes(width=tile_width, height=tile_height))\n", - " + geom_tile(bottom, aes(width=tile_width, height=tile_height))\n", - ")" - ], - "id": "cell-15" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The table upside down. We could have been more careful when creating the\n", - "`y` locations since the periods are drawn in descending order. But, we\n", - "can fix that with a `reverse` scale." - ], - "id": "f6233ef1-4065-42fc-83f1-641c46f81085" - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:15.450693Z", - "iopub.status.busy": "2024-01-09T15:12:15.450340Z", - "iopub.status.idle": "2024-01-09T15:12:15.768566Z", - "shell.execute_reply": "2024-01-09T15:12:15.767927Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(ggplot(aes('x', 'y'))\n", - " + geom_tile(top, aes(width=tile_width, height=tile_height))\n", - " + geom_tile(bottom, aes(width=tile_width, height=tile_height))\n", - " + scale_y_reverse() # new\n", - ")" - ], - "id": "cell-17" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Let us apply some color to it." - ], - "id": "aec8e748-e1e7-4cbf-9960-d049c295d8bd" - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:15.771556Z", - "iopub.status.busy": "2024-01-09T15:12:15.771184Z", - "iopub.status.idle": "2024-01-09T15:12:16.119493Z", - "shell.execute_reply": "2024-01-09T15:12:16.118824Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(ggplot(aes('x', 'y'))\n", - " + aes(fill='metal') # new\n", - " + geom_tile(top, aes(width=tile_width, height=tile_height))\n", - " + geom_tile(bottom, aes(width=tile_width, height=tile_height))\n", - " + scale_y_reverse()\n", - ")" - ], - "id": "cell-19" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Now for some trick\n", - "\n", - "Goal: To add text to the tiles\n", - "\n", - "There are four pieces of text that we shall add to the tiles, that is 4\n", - "`geom_text` additions. As we have two tables, that comes to 8\n", - "`geom_text` additions. When any `geom` is added to a `ggplot` object,\n", - "behind the scenes a layer is created and added. We can create a group of\n", - "layers that can be added to a `ggplot` object in one go using a list.\n", - "\n", - "We use a function that accepts a dataframe, and returns a list of geoms." - ], - "id": "f383fbd6-1cbc-4dc4-949e-68dc35e024de" - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:16.122428Z", - "iopub.status.busy": "2024-01-09T15:12:16.122137Z", - "iopub.status.idle": "2024-01-09T15:12:16.126435Z", - "shell.execute_reply": "2024-01-09T15:12:16.125883Z" - } - }, - "outputs": [], - "source": [ - "def inner_text(data):\n", - " layers = [geom_text(data, aes(label='atomic_number'), nudge_x=-0.40, nudge_y=0.40,\n", - " ha='left', va='top', fontweight='normal', size=6),\n", - " geom_text(data, aes(label='symbol'), nudge_y=.1, size=9),\n", - " geom_text(data, aes(label='name'), nudge_y=-0.125, fontweight='normal', size=4.5),\n", - " geom_text(data, aes(label='atomic mass'), nudge_y=-.3, fontweight='normal', size=4.5)]\n", - " return layers" - ], - "id": "cell-22" - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:16.129478Z", - "iopub.status.busy": "2024-01-09T15:12:16.129231Z", - "iopub.status.idle": "2024-01-09T15:12:17.472487Z", - "shell.execute_reply": "2024-01-09T15:12:17.471857Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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qiXmnaBLUAoDE3JPF6oZ6Veexls/ToXoX+7HaEwL+1WcUERERETnD16s6raJvI6buLZd9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\n4xdwMnU7Yf/gu4xP3syWwz9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rL3/kkUcYPXo0Pj4+dOjQgb179/Ljjz/SrFkzGjRowHff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\nCAYXNzy8gwhv0JOMxP328qiYYVSv1xVXd59Sz49uP4rQOh3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cj8VqYWPiGmYc/oUeNfqe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PFHU/Gd1LT3jgBtHXo1yJMvKy+SK9F/MrDTM5wK/arJdQkICAgI/LcQcgAKtGokEjEu9qYU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s/ThOJM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\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UfGxdLMYxTOWLWldhHsdrxRnkqIuIzU+i16ZX6bbxZWad/NFiXG4mrTSHn6/s4vVWY+ss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\nE/VljMV+iVhOvzZvE520gez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itUZlm9xXs8rzG1VTD88WvBAxiqVxW9idfta8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\ng8Ka7wa8hI+1K++c/ZV9SefQ6HVIRGJaW7vxUodJDPXoUq+5K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evXrycpKQl7e3sGDRrE\nO++8U6WPBAQaEsEAKNBs2HI4noJiDWs/HIJfSxsApg33xWCAzYfjyS9SY2MpZ8JA72rHbjoUj6W5\njMHdG/er54Et8RQVaPh87RC8/YwaR08zaty/OZ7CfDXmFlJ2/nmVASM9mfdZb9Ox941qweODd3Jo\nW0KjGgCdlDacHP8lTmY2XMqJY/K+92sstzpyJ6VaNVuGvYu7hVFPR3sfnjjyOZvijzPNNwiAtrYt\nWDN4fpVjH/UbwrPHvuK3mP283H4SkloeAO6Vxsp8E7kdC6mSXs5t2Z98vl667oXGQDsvJnj3uWNd\njalRb9AzN/h7Wlm58cegeSil8mansa1tC9ratqhybGpJDmkluTzYakCNRuF7rfFAygWSS7L5bsBL\nDHLvZDreRmHByohtXM67TqCdV5Nq/PbyTgrVpewc+R6trI0P+VNb3ceI3QtYcmEtW4a/Wy999dH4\ncOtBPNt2NEqpnMWhf9RquFJp1Xx5aRNBbh1Z2e95o0bfgegx8E3kdqb5DsRGbtGkGgHWDJ6Pu7kD\nIpGIThtn10vPvdDY27ktR8Z9ir3CyrTtId8gxu9ZxFfhW+ptAFQ6OTH+0EnMHJ3IibjEvmmTayzX\n+sGHafvks0iVSkI/XFyrUUhhY8uwNRuqHSuztCL2r9/pPO8tzBydmlRjZa5uWEtJWho+Ux4g5o9f\n66XrXmi08vLBe9yEO9bV2BrPLn4HkUTCsLWbUNja3bVGCyclj58cj7mTGRmXctg4eV+N5QIfbk2X\nZ9siVUo5tji0VgOgdUtLrFtWNZ5pVVqOvhuKR29nzJ3M6q3RUunEC+NPYmnmRGrOJX7ZV3M/dm39\nML3bPotMqmRP6OJaDYDJ2RdIzbnI8K7v0s3vEdN2Bysfdp55k/j0k/h7Dq+3ToH/LzQaDcOHD+fw\n4cMmY1NKSgo//vgjR48e5dSpU8TExDBq1Cjy8vKwsbFBrVZz5coV5s6dS1JSEsuWLatW7+LFi1m8\neDEGgwEAKysriouLCQ4OJjg4mN9//509e/aY4uJZWlri4uJCZmYmer0ea2trzMwqxpmTU9X5v2/f\nvqZ/W1paYmZmRk5ODocOHeLQoUNs2rSJLVu2IJU2jJnDYDAwe/Zsvv32WwDEYjHW1tZkZmaybds2\ntm3bxvPPP8+KFSvqtSoqPT2doKAgoqKMH/kUCgVFRUX8+eefbNu2je+//75B9AsI3Ez93toFBBqR\nolINAA62Vb94ONkpEYtFyKQ1364ZOaWcDs9geC8PFPKG/+JTmZIio0Y7h6oa7Z1uaJSJ0Wr1lKl0\n2DpWLWPrYCwjVzauRoVEhpOZTZ3l9iSFMsi9o8lIANDPNRAfKxd2Xz9T5/Ge5o6UatVo9NpmozG+\nMJ2fr+zjzc7TkIjurp8bsx9LtGWodfXvt8bWeDwtgiv5ybzQfjxKqZxSbRk6vb5ZaayJ7QnBGDAw\nzuvODKsNrbFIUwqA401Lbp2UxjaUkvobVhta49nMGALsWpqMfwBmUgVD3DsTkZtA/C0MXner0VFp\nc1vG5dMZUeSqi5jeenCV7Y+0HkyJtozDKfX3GGpojQAeFo53FAqhNhpao5+NRxXjX3kbQW4dSCvN\nNd2vt4tErrgtg5zS0RHpXXgwWHh4AKApKKj3sY2lsSw/j0srltH++ZeQW9UehuJ2aMx+1KpU6MrK\n7lSaiYbWWHDtKqnHj9B2xtMobO3QlZWh12juTqNCcltGOXNHJVLlnRkE4g+moCnW4je+fh9uypFK\nFFia1d2PFkpHZNK6+7FMU3SjfNWPyRZmzjfaEzyHBOrmm2++ISoqih07dlBcXExRURFbtmzBysqK\nmJgYFi5cyNSpU+nfvz9Xr14lLy+PvLw8Zs2aBcDy5cu5fPlylTpXrVrFokWLsLe3Z8WKFWRnZ1NQ\nUEBJSQm7d+/Gz8+Pc+fO8cQTT5iOef3110lLS6NFC+PH3a+++oq0tDTTf2fOVH0GnDBhAhs3biQz\nM5PCwkKTrq+//horKyt27tzJl1/W33O8Nr788kuT8W/+/PlkZWWRm5tLZmYmr732GgBff/01K1as\nqFe9TzzxBFFRUdjY2LB27VqKioooKCjg3Llz+Pn5mfpZQKChEQyAAs2GXoHGB5e3vg4hMi6X1KwS\ndh5P5M89V3lstB/mtTy47TyRiF5vYPx9d/ZgVh869jJq/OKtEK5G5pKRWsLhnYns+PMqEx7zQ2ku\nRaGU0raTPfs2xXNwazwZKcVci8rjs/nBWNrIGD31zpZ7NiRpJblklxXQ3q76csmO9q2IzE2stl2l\nVZNTVkhScRab4k6wMf44XRx8G8RLrKE0fnD+L3o7tyXIvWO1fY3BnWhcGbGVThtn037DTCbvfY9j\naeHNRuPJ9EgA5GIZk/YupuPG2XTYOIuXT64mr6yoWWisie0Jp3Azt6enU5vGklgvjT2c2iAWifjg\n3F+cz7pKakkOh1MusipyB8M8uuBbyejWVBrVeg0KSfXYauXjOTw3vlE01ofIvAQAOth7V9keaOeN\nWCQiMjehCVT9d8hUFWAmkWMmubtwCQ2FTqOmLDeHkrRUkg7sJfqXHzF398CyZeP/tt8u4SuWoXR0\nxPeBaU0tpVbit25iY8+ObOjent0TRpKws/aYqfea9NMnAVA6OHLo6cfY0L09G3p04MispyhOTmpi\ndbUTsy0BqVJCq+GeTS0FADf79sik5hy9tIz49FMUlqSRmBHMobCluNl3xMelb92VCPzfk5eXx9q1\naxkzZgxisRiJRMKECROYO3cuYDQQKpVKNm/eTKtWrQCwtrbm66+/pnXr1hgMBjZsqPDeLigo4I03\n3kAmk7Fr1y7mzJmDvb0xPqpcLmfkyJHs3r0bc3Nzdu7cyblz5+5I95YtW5g8eXKVzLo2NjY899xz\nrFq1yqS9ISgpKeH9941e+C+88AIff/wxdnZGz2V7e3s+++wznn32WcDo+Vhaensf1I4fP84///wD\nwJo1a5g6darJY7FLly7s3bsX2R3EvxUQuB2EJcACzYb7urrx8kPtWb3xMgfOpJi2z74/gFcf7lDr\ncduOJuBsp6RPh/rHZakvPe5z4/GX27N29WVOH6jQ+NDsAJ54tULjvM97s+SlU3zyekWcF7cWFnyx\ndghuLZs+LkumKg8A5xq8TJzMbMhTF1Omq2og+DVmH59d3Gj6u69LOz7ueeeB7hta46GUME6kRbBt\nxKJG03Q3GsWI6O8ayDCPrriY2XG9OJOfo/fy9NEvWd3/xSpLRZtKY7nX10snVzHArT0z240hKu86\n317eRWpJDmuHvNmgnk53ovFmYvKTicpP4pm2oxpF251o9LPx4IPuj/Pxhb958MCHpnKTvPuxpMcT\nzUKjj5UbZzOvUKQpxVJW4T0TmmkMOJ9ekttoOm+XzNJ8JCJxteQlcokUW7kl6TfOV6D+JBSmszc5\nlFGe3esdwqGxSN6/l1PzXjH9bRfYgZ7vfYS4gZZx3S150VFc3bCW+775HnEjxJdqCBw6d6XliFFY\neLSgNDOd2L/WcPqN19AUFdJ66vSmlkdhYjwAZxa/g31gB/p8+hUlaSlErFrJ4WceZ8TGHUjN6r/E\ntjFR5ZWReDQNn2EeyC2bxwu5ucKeiX2WsfvM2/x1+DHTdh/XAUzuuwKxuHmMGYHmTZ8+fRg4cGC1\n7UOHDmXhwoWA0Tvv5qW0YrGYQYMGERsby6VLl0zbN2zYQEFBAUOGDKFnz541tunr60vv3r05ePAg\ne/fupWvXrg14RjBmzBgA4uPjSUlJwd397kJD7d27l7y8PCQSCW+99VaNZRYuXMgPP/xATk4O+/bt\nY/z48XXWW2447dixo0lzZRwdHZk1axYffPDBXekXEKgJ4RdCoFnh6WxBjwAnRvTxxNZKweHQFFZv\njMTJVsmjo6tnt4tLKST8ai4zxrVBLG68l//KuHha0L6HE/1HeGJtqyDkcAprV0di56RkwqNGjeYW\nMrz8rGnXxYEufVzIyVTx93eXWTz7OJ//NQQb+6b1uFDpjEtu5DU8JCrExgfcmw0uY1v2or2dNzll\nhRxKuUh2WT4qnbpZaFTrtCw5v5aHfIPws/FoNE13o9HdwoGfB75WpcxErz6M+udtPr6wrtEMgPXR\nWKI1LhnrYO/N572NXzRHtuiOmVTOZxc3cjI98o6yhjakxpvZlnAagPFevavta0jqq9HFzI6ODj4M\ndOuIh7kDZzOv8FvMAewVlrzRuXrmyXut8eHWQRxMucDLp1bzSofJmEsVrIk5aPL8K6+rKVHp1Mhq\neZFVSGSUNQON/0ZKtWW8cHIVSomc1zvd39RyTDj36M3A735BU1hAevAp8qKj7irJRkNz7uP3cet/\nH6596xcz8V4y9Pd1Vf72mXQ/+x6cxMWvvsB7wpS7WpLdEGhLjNdT6ejIfd98j+iG8dncxZVT814h\nYdd2fKc82JQSq3HtnyT0Gv0dL/9tLMwV9rjYtaOb4yM42viRnnuZ4Kjv2RnyBpP61W8posD/Jx06\n1Oxc4ezsbPp3+/btayzj4mJ0usjNrfhYePKk0cP31KlTuLrWnpQxP9+YLCsx8darO2pDq9Xy66+/\nsn79esLCwsjJyUGtrv4+0hAGwNDQUAACAgJqPScPDw/atWtHREQEoaGht2UALK83KCio1jKDBg0S\nDIACjYJgABRoNuw4nsjbq86yd+Vo3BzNARjR2xO93sCnv4cxdkBL7KyqGs62HTUuAbsXy38BDu9I\n5Ku3z/Lj3tE4uRk19h9h1Pjjp2EMGtsSCysZbzx+mI69nHh+YTfTsV37ufDs6H9Y/0MUT89rHGPP\n7aK8YaRQ1xC/r0xvfKm+2djiYeGIh4XR3X6cV2/ePvMLjx/+jL2jljTKMuD6aPz5yl5y1UW82L5h\nAp/fLnfSj5WxVVgyxae/ycPOzdy+STWW/39sy6oZEMe17M1nFzdyLvtqoxgA77QfDQYD2xNO08bG\no1pikKbUGJoZw7PHvmL90AWmrMTDPLtiKTNjRcQ2pvj0bxRDdX00DnTryMKu0/ns4gYm7jVm3/Oy\ndOaVDpNZGnb3WbQbAqVEXmuM0doMwgK3RqfX8/Kpb4ktSOHH+17BxezukzA0FEpHR1xvLOlqMXwU\nkd+v4sizMxi9c1+9k4A0NIn/7CT7wnlGbt7ZpDrqi0Qmp/VDjxD6/kJyI8Nx6tq9afUojAbIlsNH\nmYx/AJ7DRyF6ay7ZF841OwPglW0JKGzltLyvcUI33Am5RYn8eehRxvZaStsWxuyjbTyGYmPhwc6Q\n+VxNPYKvW3XPLgGBypRn+b2Zyhl06yqjqRTDMzU1FTAumy0pqfvjze2UuZmioiJGjBhhMjYCKJVK\nHB0dTZrS042rWYqLi+td/81kZmYCRiPfrfD09CQiIoKMjJqzkN9JvXW1KSBwpzSPdR8CAsCaf2IJ\n8LE1Gf/KGdLDg9IyHZHXqi9J234sgVYeVrT3bXjDSU1sXxOLb4CtyfhXTp8hHpSV6oiNzOXSmUzi\nr+TTe3DVidvD24oWvlZEnsu6J1pvhZPSFoCM0vxq+zJL87GVW9T5cj2iRXdSS3I4k3mlMSTetsZC\ndQmrIrfzYKv7KNKqSCrOIqk4ixKtCoPBQFJxFtmq+geRb0iNt8LNzHjv5qvv/kGlJuqj0cXMWNZR\nWXUJafkSzIJmoLEyoVkxJJdkN7r3H9RP49qrh3FUWpuMf+UM9uiMAQPns642uUYwZvM+NWEZfw95\ni83DFrJn1BKsbiwH9rGq/ev9vcLJzAadQV9t/Kp1WvLURbjcOF+B22fB2V84lBLGJz2fpI9Lu6aW\nc0taDBuJtqSY5IP7m1oKYZ9/gufwkYhlMoqTkyhOTkJdaLwvS9JSKc2of9Kce4W5q/EFXp1ffV64\n15jd8CxSODhW2S6WSFDY2KK+g4QvjUlhSjGpZzPxHdkCiaz5vDJdituEVl9Ga/dBVbb7eQwBICkr\ntClkCfyfo9PpAJg5cyYGg6HO/3755Zd6t/H+++9z8uRJZDIZy5cvJykpidLSUjIzM0lLSyM5OdlU\ntjwLsYCAQFUED0CBZkN2ngpri+ov+VqdMQupTld1Ir9wJZuE1CJemlaze3pjkJetwtK6Bo3aCo35\nOcZllHp99R8encaATnt3WVUbAldzO+wVVoTnxlXbdzHnGu1sW9ZZR/nyu0JN4yzRul2N+ZoSirVl\nfB+1m++jdlcrO2jHPIZ6dGFV/xeaTOOtuF5s/Ap4c5bOhqI+GgPtvIGjpJVWNban3/i7OWiszLaE\n04gQMa5l4xsA66Mxq6wAnaH6ONfqjQ/HWoOuyTWWYy5V0MWxtenvk+mRKCVyulXa1lSU672UE18l\nsU94bjx6g4F2dnWPL4EKPr7wNxvjjrOgy0OMuwdG87tFW6YCQFNU2MRKjEa+xF3bSdy1vdq+vQ9O\nxNa/LSM2VN/XHChOug6Awu7efCi9FXYBxue1mw2mOo2asrzcZqGxMrHbE8FAs1v+W6zKumFEqfo7\no7/hMa3XN85vjIDArShfFnynS3tvh/Xr1wPw5ptv8sIL1Z/ry73/GgonJ6P3eWXDYk0kJRmTGFVe\nPl1XvdHR0aSkpNRapq42BQTulObzOUvg/x5vdysi4/KIS6n6sL/jWCJisQh/b9sq27cfMy7/HXeP\nlv+C0YvvamQeSXFVNR7eYdTYyt8WTx+jkeTIjqo/gDEROSTFFeIb0DyWXI3w7MahlIukluSYtp1M\njySuMJ2RLSqWCdXmPbf+2jFEiAi0a7z+vx2NDgorvuk3p9p/vZ3bopDI+KbfHGa2G92kGqHmfkwr\nyWVD3HHa2njifMP7rik1DvXoglwsZVPccfSVXizWXzsGQD+Xhl/+W1+N5Wj0Wv65fpZuTn64Wzg0\nmq470ehj6UqWqoDgjKgqx+9INCYFCmhEw1V9+7Ey57Ji2Zt0jgd8BmAlN79l2XtBH+d22Mot+PPq\noSrb/4w9hJlETpDbvcn2/V/g+6jd/Bj9D7PbjeGJNsOaWk4VynJzavTUuLbR+KJnH1h7ErB7Rb9l\n31T7r8VIY+D2Xks+pfO8BU2sEFQ52dW2aYqLuPLHLyjs7LALbLz5+3Zx7tEThb0DCTu3oSsrM22P\n37IJg06Ha59+TaiuOjE7ErB0N8etu2Pdhe8h9lY+gIHL13dV2R6ZaDRCu9gFNIEqgf93+vY1Zp8+\nduwYBXfgzSu+ERbgVp575Ya2Hj161Lj/0KFDNW6/U7p3Nz43RUZGkpaWVmOZlJQULl++DEC3bt1q\nLHMz5eWOHDlSa5nDhw/XQ6mAwO0jeAAKNBuenuDP0XOpPLTgAI+M8sPOSs6h0FSOnEvlwaGtcLGv\nyAyn0+nZdeI6nds44OV677LqPvC0P2eOpvLaQwcY/4gf1nZygg+lcuZIKiMfbIWDixkOLmZ07efC\nvs3xlBRp6NrflZxMFVt/j0GulDDpiTaNrvP3mAMUqEvIKM0D4GBKGGk3sno+5jcEK7k5swPG8s/1\nszxyaCmP+w2lRFvGD9H/4G/jyRSf/qa6VkXu4FxWLAPc2uNu7kCeupi9SaFczInjUb8heFndWfbl\nhtJoJlUwzNOYRexM5hW+vbyLiznXyC0rAmBT/Ik79v5rCI0b447zRshPmEsUBNh70de5Hc5mtiQX\nZ7H26hFKtGW83fXhO9LXUBrLcTKzYXbAWL4K38KTR75kmEcXLudd5+9rRxnbshcdHXxqktCoGh0U\nVrwb+js7E0NYM3i+qc5jaeHkqosY30Defw3Zj4/4DWZj/HFmHvuKR/2G4m7uQEhmNDsSg+nnEkhn\nB98m15hcnMWLJ1cxxKMzTkobYvJT+OvqYfxtPHm14+Q70ne7GpOLs9gSfwowevcBfB1hfHH1sHBg\norfxJUIplfNy+0ksOvcHL5z4hgGu7TmbdYWtCad4tcNkbBV3Nvc3pEaAA8kXiMozellp9Dqi866b\nyg7x6HxH8SkbUuPepFCWhq3H29IFX2t3tt44ppx+rgHVlv3XRcyfv6MuLKA00xjvKOXIQUrSjS9H\nfg8/htzKiuKUZOK3bwEgJ9KYKTLi268BsHD3wHvcRADid2zl6t9r8Rg8FEvPFmhKikk7cYz0Uydw\nDxqMS68+9dLWGBrt2rZjx0jjcsux/xzCwsOTvGjjC59b//vu2HOtITXGrl1D8sF9uA8cjLmbO6rM\nDK5t2UhJagq9lnyKRHZnsXobUqNErqDTa/MJWTCPg088jNfYCZSkpRDzx284de2Ox9Dhd6Tx0u8x\nqAvUFGeUAhB/MIXiNOPqhPaP+aGwklOYXMyVLfEAZFwyfiAJ/ToCAEsPC/wnelepM/tKHtlR+XSZ\n2a5BMsyfjfmdMnUBhaXGfoxNOUhhibEfu/k9hlJuRX5xMuHxWwBIyzH244kIYz9aW3jQwXsiAB18\nJhMc/SP/nH2H9NzIG0lAIrhwbT2O1n74ezQvI7/A/wcPPPAAc+fOpbCwkDfffJOvv/661rLFxcXI\nZDLk8op5ydraGG4mLy+v1uNsbGzIysoiKiqKsWPHVtlXWlrKhx9+eHcncRPDhg3Dzs6O3NxclixZ\nwvLly6uVWbx4MXq9HgcHB4YNu72x98ADD/DVV19x4cIFdu/ezahRo6rsz8nJYfXq1Q1yDgICNyMY\nAAWaDT0DnVn30RBWrIvgz39iyStS4+lsQe/2zvy9/xp/779W7ZisPBV+kyuy3sVsapzsmuV06OnM\nl+uG8Mlrp/ntq/Aq+/75+xoHNsdjZSfHq7U1fYa4k3itgLPH0pDKxLTv7sTjL7enRSvrRtUI8GPU\nPySXVHgD7E0KZW+SMSbMBO8+WMnNcTO3Z83g+Sy5sJbPLm5AJpYS5N6RNztPrRInLMi9E4nFmWyM\nO05OWSFysYy2tp583PNJJnvf+df6W2lcFr4ZAJlYipXMjAJ1MR9fWIdSImeQR6dqGgHOZ13lsUOf\nojXoECFCLpai1muxlt2ZJ9Py8C2siNhWZVtljfuSz9HZoRW9nNvxS9BrfHpxwy37USGRIQL+iD1I\ngboEK7kZ3Z3a8HzAOALt79yL8lb9+Pe1I7iZ29PRvhXPB45jf/L5W2oEeD5gHDZyC36P2c+HF/7C\nUWnD7IAxzAmsO6tZTdTVj+uvHaWnsz/TfINqvB+dlDb8GL2nWr3bEk4jE0sYVYdX2+3y5cVNFGpL\na9R485hZePY33j//JwCdHVqxqv8LVfqxlbUbm4ct5MtLm9macIosVT7OSlue8h/JS3eRqKY+Gsv7\nUaPXojXoyVcX037DTA6NXYqnhSOWMjPsFJZ8G7kLlU6Nq7kdj/kNYXbAWCxlZrVJuCW3O2YcFNYs\nj9hapVz5mO/p5F/FuDbdbzBSsYSfovdwIOUCbub2vNV52h17sdWl8Xh6BJO8+uJh4WDSVJfGPUmh\nbI4/Yfo7Mi+RyDyjB7irud0dGQBvNa5XRmzDWm6Oo9KaK/lVlwjVpLHcOBlflM7rwd9Xa+uPQfNq\nNQBuHxFESUoy3uMn0evDpabtUb/+SElKRdtJ+/eStH8vAOErlzH2n0MUpyQTvnJZlfrK/3bq3tNk\nFHLq2p3sC+dJ3L0DVXYWYokUK28fOs99C7+HHyXpwD7yoi9j698OzyG3f93r0lgblfeVa7wTto8I\nYl1KMlOnToW3a87keCuN3mMnGI1ryUm31Y+OnbuSdeEc1zatR52Xh8TMDIcOHen53kd3bERtaI0A\nPuMnIZHJuPzjt4R98QlyK2taPTCNji+9irhS8oHKdO3alevXr+M/yZvBS3tV2x/2YxSFyRXhSOL2\nJhG31+gp5DfBG4WVnIKkYkKWVX1uK//bvadTNQNgzDbjGPYbV7fH9h9B21mVvI7HH38cd96usUxI\n1I/kl1T0Y3TSXqKTjP0Y6D0BpdyKvOIkjoYvq3Jc+d8tnXqaDIDmCjtmDNvE0fCviE05yPmrf2Em\nt6OTz/0M7PgqEknDJ2YTEKgLe3t7li5dyuzZs/nmm2/IycnhrbfeMmUb1mg0XLp0ic2bN/Pdd98R\nGhqKp6en6fj27dsTFhbGpk2bePLJJ7Gxqf67NGzYMP766y8+/PBD2rVrx6hRoxCLxVy4cIE5c+bc\ndhKO28Xc3Jx33nmHV199lRUrVmBhYcG8efOws7MjJyeHjz76iO+++w6Ad999FzOz23t+6tevHyNH\njuSff/7h4Ycf5rvvvmPy5MlIJBIuXLjA008/XWNmYwGBhkAwAAo0Kzr5OfDD2/dV2bZ8bTinw40T\nuqOtsilkVaFtJwcGj/fijxXGL8d2jhWaSoo15GSoyMkwxi5q08GONcfHY2Vzbx/GDo/7tMrflV96\nPS0qlrL42Xjw88DXbllXf9dA+jdC5tfKGivrc1RWGEiLNSpyyiqWW7e1cmFh1+nYyC2q1ffrlX1o\nDTq6ObZmdf8X79g7qCYqa1LpNBRrVETkJhCRm8Ca2EPYyS15ucOkW/aluVTBn4PfaDBN5WwbsZjZ\nx1cQkhlt2iYVSbCUKckozSelJIfQrFgAPu75JL8PmnfL+kQiEY/6DeFRvyENrrVyP+oNBvLVxSSX\nZLM5/iSb40/yQuD4an24PHxLjXUt6zOrQbU94T/MdA/GTP2p1nJ+Nh582vsZBu0w9uM036AajSet\nrN1Y0e+5RtMIxrFZ0z1XPq7TS3MZuH1ujXXZyC1Y1O1R03msGfxGlbnhbrnVmAFMY+bh1oNqq8LE\nVN+BTPVt+IyWN881pTo1ZzOvcDbzCh3svDk7aUWNc83NLO31FEt7PdWg2g6P+5TzWVeZH/IDcYUV\nMY1kYgkWUiV56qIqc+Nwz2582Xsmckn1x7oX20/kxfYTG1TfuD2Hq22L27KRkHcq5jjnHr2Yeimm\nzrrsAzvQ9/PqXhXlJB/cR/y2zXiPn1QvA2BNGgHCv1lOxKoVACgd7vyeb//ci7R/7sU7Ph4qNFbu\nu3IPw3Jutx9d+/bHtW//OsvdqcbK/XazntvVWE7LUWNpOWps3QVvk0cOjzP9O2pjHIfeCAFg+qGx\nWHsax7BHL2dmx9z+R+Ler3ek9+sNF2bguXGHAbgYt5GdIcZrPXvsIWwtKq61l3Mv3px6e/1oZe7K\nmJ4fNZg+AYGGYNasWRQXFzN//nzWrl3L2rVrMTMzw8zMjPz8fFOiEKCaZ+3TTz/Nn3/+yfHjx3F0\ndMTZ2RmZTIanpyfHjx8H4IMPPmDfvn1kZWUxduxY5HI5CoWCwsJCzMzM2LJlCyNGjGjQc3r55ZeJ\njo7m22+/5eOPP2bp0qXY2NiQn5+PXm8Ml/Pcc88xZ86cetX7yy+/EBQURFRUFA8++CBKpRK5XE5B\nQQGWlpZ89913PPzwna8QEhCoDcEAKPCv4tRPd+4901isPVVVU0ZKMX9+E8nudde4cimXVe+fY95n\nzT/genPh1IRlVf5OKc7mm8jtrLt2lEu58bx/7k8+6/1MteOi841f+8e07NWgxr+aNOn0emILUjiR\nHsHvMQdIKs7i3dDfOZsZw+e9n2mQ5UK3y9zgHwjJjEYiEvNEm2FM8w2ipaUTYpEYrV5HbEEKR1PD\n2Z54+p5pqo2a+vFC9lU+OP8n4bkJrIjYRn/X9nRtBgkomjN2CkvKdBpOpkeSWpKDm3nNyw+3xJ9E\nZ9DjaeFIUvG9zT7enMdMbRpvd665FxxIvsCLJ79BrddiJ7fkqbYjGOHZHe8bIRd0ej2ReQnsSQpl\nTewh9iaFotKpazQACtTOhMOn6i4kICAgIHDbvPbaa4wbN46VK1dy4MABEhMTKSgowMHBgbZt23Lf\nfffxwAMP4OHhUeW4oKAgtm7dypdffsmFCxdIS0szGdjKadWqFSEhISxcuJC9e/eSm5uLtbU148eP\n58033ySwEWKdikQiVq9ezbhx41i9ejXBwcHk5ubi4OBA7969mT17drUlvLeDi4sLISEhLFmyhPXr\n13P9+nXMzc0ZM2YM77zzzm17EwoI1BfhSVFAoIFxdrfg5Q96kJpYxIVTGRzddZ0XFnfDrIYMxwJ1\n427hwAc9niCxKJNTGZfZdf0Mi7s9ioWsqjeoSmd0lTeXKhpdk0Qsxt/WE39bTx7yDeLNMz+zMzGE\n7YmnaWPjwayAMY2uASC+MJ2DKRcAeKXDJGa2q9quVCyhrW0L2tq24Nl2o1Bpm9dyAolYTDcnP77p\n/wL3bX8dgP3J5wUDYB2YSxQEuXVic/wJNsWd4PnAcTWW2xhn/GI+2btftSW395rmMmZuxe3ONY1N\nfKFxqa5ar6W1tTs/DXy1mpFXIhbTwd6HDvY+PO0/kjfP/HxPNQoICAgI/DupK7mEt7f3LRNxACxa\ntIhFixbVur9NmzY1xsuri3HjxjFuXM3PNOX4+Pjw+++/17q/Nu1BQUG17qvrfADGjBnDmDH1e1ap\nq6+trKz46KOP+Oijmr1567oOAgJ3gmAAFPhPkZRRzKBZOwA4tHosOr2B7zdf5kRYOuk5pTjbKTn8\n7a1/WBqK7gPcuHAqA41GT3J8Ea0DK7L/5mSWcmz3dc6dTCc5rpDsDBVajR4HFzM69XJi0gx/vP3q\nF5S9oZl+8BNCMqN5IXA8swPG8tuV/exIDCahKINCTSl/DJpHL+e290zPALf2nMq4jEavJb4o3ZR9\n2G/dk1XKvRHyE2+EVCzhLI951liYSRUs7fk0cQVpROYl8m3ULqb5DqzVC/F4WgQ/R+/hUm48Jdoy\nWlg4MbZlL55uO7JaPL66uJxXkWl6iEeXOssrpdWXomv0Wn6POcDm+JMkFKYjl8jwt/HkEb8hjGrR\nvcp90NDLCMtxM7fHTm5JrrqIEq3qlmVPpkfyU/ReLuZco1ijwtPCibEte/Jsu9H17r/GQKvXsSHu\nGNsTgonJT6ZQU4qlTImdwpJ2ti3p7xrIA63uq7uiOpji099oAIyv2QB4NvMKcYXptLBwoodT9cRD\n5de1nPKlwOX0dPKvknSlIbmdMXO1IJWfo/cQnBFNWmkueoMee4UVLmZ29HFpx0TvvvhauzWKvtrm\nmspE5yXxTeR2QjKjKVCX4GxmyyC3TjwfOI7YghQeOWSMl3er5eS18eWlTRRpSo1ZzPvPqdXDsxxb\nhSWr+r9gelEoTzzkYe7A4XGfEp4Tz3dRuzibGUOeuhgXM1uGeXTl+cBxt7XE+W4JXjDPtIS3chzB\nypQvgTV39zAtOc04E8yhJx8xlYnftpn4bRVxGdcBW7ZsAd+mz27bWNxp39V0fM8PPuHq+r+I27yR\ngrirANi2acvGmc8wZcqUBtWtys5m29D+GLRa+i9fjceg2kNKXFq5jMhvv8ayRUvG7DrQoDoqc3Be\nMNGb42uNIwgVy4etPMyrLCsuJ/FYKpF/XSXjYg6lOWVI5GKUdgpKsoy/W2WVMhvXlx3B87gUv5kO\n3pMY26vma12+fNjG3MO0pPhm0nIjOBP9C4mZIRSrspBJlDhY+9K2xSjKyp5DoWj8j6QCAgICAs0X\nwQAo8J/lXFQWC1efpVilxUwhQSYV39P2K3+10eurfsH56dOL7NscD4BEKsLcUkaZSk9qYhGpiUUc\n2JrA/M97M2Bk/YPHNzRlOg2PHFzKuexYpCIJFjIlIu79cr3KH8H0hoolAeVxvHLKCtEbDFjKzFBW\nMgRJRI1/3eUSKbMCxvLiyW8o0pSyL/k8D7QaUK3cmpiDLD63BgMGrGXmpmWRy8I3szcplN8Gzb3j\nF/K0klxaW7vX65gSbRlPH/2SM5lXAGNfySUyzmReISQzmlnt7o1XVlpJLrlqY9ZmHyvXWst9H7Wb\nT8M2AGAlM0Oj13GtMJXlEVsJyYzml4GvIxHf23FeGZ1ez9NHl3EiPcK0zUpmRom2jDx1MXGF6ey6\nfqZBDIA9ndrQ0tKZxKIMQjKi6ensX2W/yfvPp1+Ny2tt5BbYKSxN2bLtFJZVxkpjG4ZuNWaOp0Uw\n89hXqPVawBj3zkyiIK00l7TSXMJyriETSxrNIF3bXFPO3qRQXj61Go3eGMvIQqogU5XP77EH2JN0\nllc73rkxJUuVzz9JZwEY37L3LcfDzdR0nbclnOaNkB/R6HVYyczQGXQkFWfx85W9HE+LYP3QBffc\nw/F2EctkKB0c0RQVoisrQ6JQILO0Mu23EouQyZre6P9v4dS8V7j+z05EYjEySyvUhQVknQ9l1qxQ\njhw5guHNxQ22FF/p4IBr3/6kHj1M/PYttRoADQYDCTuM3sled5Fw5V5wdkUEZ5ZXJBGRmhkTlhQm\nFZu25ebm4mN7r5VVEBL9MwcufAQYJzGFzAq1rpTk7PMkZ59nxIitrF27FlfX259XBAQEBAT+WwgG\nQIH/LAtXn6V1C2vefaYbHVobPSjiUgrrOKrhCD2eBoBIBK6eVV+m3b0seXp+J3rc50qLVtZIpGL0\negOJVwtYt/oyB7cl8Nn8EAK6OOLg0rQxINbEHgSMCSTGtOiJUiont6zonpsAj6cZH7xFiPC0cDJt\nL4/jFbR9Lskl2bzd5SGm+DR8IPS6uM+1PRKRGJ1Bz5nM6GoGwJyyQj688BcjW3Tjzc7TcDO3R6VV\nsyn+BB+e/4vIvETeDPmZb/rffhDhDvY+iBBhwMDHF9axot9z9TIYfHRhHWcyryAWiXitw/1Mbz0I\nC5mSnLJCvo7YzurLO+84i/LtoNPruZhzjQ/O/wWAg8KaSbVklo7Ku87ZrCvMbDeaGf7DsVdYUagp\n5afoPayM2MbpjCg2xZ+o0fB6r9iRGMyJ9AgUEhnvdp3O6BY9sZApMRgM5JQVEpoVw/aE4AZpSyQS\nMdm7H8vCN7Mh7ngVA2CJtozd188gFomY4tOfxKLqWfG+6T+HpOIsk+ffpmELG9VTtiZqGzPvhv6O\nWq+lv2sgb3aaShtbY5D8Mp2GxKIM/kkKxb0Or7i7oba5BiCxKIPXT3+PRq8j0M6LD7o/Tnt743Kp\nk+mRLDjzCx9dWFdTtbfF6Ywo9DcskMM8u975SWCcc94M+YlJ3v2YEzgeN3N7SrVlbIw7zpILa4kp\nSOb7qN283GHSXbXTWDh27sqEw6dMXmwtRoyu4gW30tUWgN/S8ppG4L+I5EP70RQV0X7Oy7SZ/hgy\nSytUOdlErP6a2L9+56+//qKLly9tpj/eYG16j5tE6tHDpBw5iLqgALm1dbUyWedDKU5OApEI77HN\nL8ZzOYXJxZxdafyw0+nJNnR6si0WN57NygrV/DV8N6VZqiY1SMekHOTAhSUA+HkMZWjnt7C1bIFO\npyby+i72hi4iIiKCJ598ku3btyOpJeOygICAgMB/G8EAKPCvos+Ttcex+m1REGbKilva1krOr4uC\nsDCreCDzcbeq6dAGpTwJyIVTxpfuXoPdsbaruuTi4eerL1kSi0V4+9kw//PeFBWoCTmcyp4N12os\ney8p1paxuv+LDPHobNpm18BJNm5FeWD+UxmXARjs3umetn+7WMiUtLBwIr4ovUaDS6lOTU8nf5b1\nmYX4hqeVUirn4daDkIklvHXmF/Yln+NidhwdHXxuq01PC0cebDWAddeOEp2fxIhdC2hn24Iujr4E\n2nnTyd4HPxuPGr06Uoqz+fvaEQBeDJzIs+0qAhjbK6x4p+vDFGpK2Rx/4k66o0b6bH3Z9O/yLMA6\ngx5LmRnjvXrzaofJWMtrNjgWaEqqLUO2kpnxUvuJXMlPZm9SKDsSgxvEAFhZZ03oavAKAzh3I9vy\nRK++Vbz8RCIRDkprhnt2Y7hnt7vWV85kn34sj9jCnqSzvNt1usmTa1diCMXaMvq5BOJmbl/j/dgc\nqGnMZKsKTP/+pOdTOJvZmsorJDL8bDzws/Goqbq75nbmmtWROynVqXFQWPPLwNdMy5ZFIhH9XAP5\naeCrjNvz7h1riMlPNv07wK7lHdcDxjlnknc/PuzxhGmbmVTBI35DuF6UyU9X9rIjMbjZGgDvBVuD\n+tS6L+iH37Bp7XcP1TQemsJCAmY+T+DM503blPYOdHtrIV20KtavX0/EqpX43j8NSQMtEfUYNASZ\nlRWawkKu79mF7wPTqpWJ374FAMcu3bBscXf3e2OSHpaNQW/AxseKvm9WDbehsJIjVRh/0x0cHODW\nUSwajUNhRuN4C6fuTO67ErHYaOCTSOR08J6IUmbFhuOzOHPmDDt37mT8+PFNI1RAQEBAoEkRDIAC\n/yqy8mp/stLo9FT2lXtklF8V419jMa1PhVGypFhDWWlFivsWrax4YVH9X/h7BrkTcjiV8NB7m7mz\nJvysPaoY/xqbysaXYo2KUl1F4opWVm4s6vboPdNSX8qXTeapi2vc/1zAWJPxrzJTfPqzPHwraaW5\n7EwMvm0DIMCibo/iqLTh5yt7KdGWEZmXSGSl2IAOCmvGe/Xm2XajcFRWxJXckxSK3mDATCJnhv/w\nGut+PnBcgxoAs1QFNW5XadUUakrJUhXgUYsXmlws5Sn/kTXuG+remb1JoUTnJTWqzrooN15mqfIb\nREdduJnb09clgONpETeWFhuNnxtvXLP7W917T9j6cvOYsZAqEYtE6A0GMkvzqxgAG5r6zjUGg4E9\nSaEAPNw6qMY4n62s3RjdogdbEu4su2xeWcXcYSu/+w8dzweMrXH7EI8u/HRlLwlFGZRqyzC7B8mT\nmiOq7Np/Y/VazT1U0rhIlEraPvFUjftee+011q9fjzo/j7RTx/EIqj1eX73aVChoMXwU1zb+TfyO\nrdUMgDp1Gdf37AZo1t5/YDTyAWiKNWhKtMjMm9frU0ZeFNkFxriOfQOeMxn/KuPnMYSuXbty7tw5\nNm3aJBgABQQEBP5PaV6/YAICdRCzaeot9ydlVLw8dWt3b5az5WbVbJQcOsmbl97vjlxR8zKLq5dz\n2bX2KhGhWaQnFVNaouXmZE9ZaSUNLbfe3OuMrLUZXyZ59+X97o83i0QPd4JUJKF7DckYAMQiMb2c\n27I14RSXcuPrV69YwssdJvGU/wgOpoQRkhnNxZw4rhakotFryS4r4Ocre9mScJLvB7xMJ4dWAETk\nJgDQ3t671szJXpbOuJnbk1qSUy9NtXFzQoQynYarBan8EXOA9XHHOJEWwbI+s2pc+uhn41FrrLJy\nI1F+LYbXu9V5M5WXzlZmoFsHvr28iwMpF3jqyBdM9O5LT2d/XMzsaqilYZji05/jaRFsjDvGA60G\nkFCYztnMK9jILRjmcXdLSJsCpVROH+cATqRH8OTRL3jIN4gg944E2HohlzTsI0t955rE4kwKNMY5\nuaeTf02HGvc5t71jA2BDYiu3wMvKpcZ9LpUMq/nqkv9bA+DUSzFNLeGeYB/Qvkr8xMr4+vri7u5O\nSkoKuRHhDWYABPAeN5FrG/8m63woRUnXsfSsiGuccuQQmsICo6FwxOgGa7MxcO5kb0z2kaFi4/37\nCHyoNZ59XbBtZdVgcRPvhtScSwCIRVJaOvWstdzAgQM5d+4cYWFh90qagICAgEAzQzAACvxnsbe5\nN4HN98QYjZIGg4GcTBWnDyTz02cX2b85Hu82NjzwdPVMuVt/j2H1B+dNyUFEIrCwkiGTG42FZSod\nJUUaVJW8CZsKB2XjL5uuTLnxxWAwkKnK50DyBT67uIHN8SdpY+PJ021r9gJrDpQboOxq8NyxU1je\n0nhZ/kKerbqzOJVWcnMmePdhgrdxSVuZTsPZzCv8FnOAgykXyC0rYs6Jr9k/5mMUEhk5ZcZ26vKw\ncjGzazAD4M0oJDIC7FqypOcM8tTF7Es+x/yQH+nt0g4rWdXYlxbS2sez9Ia3g9bQtOOlu1Mb5na6\nny8vbeZoWjhHb8SSczWzo69LAJO8+9LbpV2DtjnMoys2cgtCs2KJL0xn043kH2Nb9vxXGMtrGjNL\nejzBzOPLicq7zteR2/k6cjsysZSO9t4M8ejCAz4Das2yXR/qO9fkVBqbtxo3rndh8LVVVMSLzVMX\n3ZXx+FZjRlLJQ6ipx41A42PmUrMhuBw3NzdSUlJQ5WQ3aLuOXbtj4eFJcXISCTu2EjirIsZtwnbj\n6gn3gYNrjA/YnFBYyxn2ZW/2vXqa3JgCjr93DgC5lQy3Hk5oSrRNqq+kzPgbbaawQyqp3Zjv7m5M\nFJaV1fSrSwQEBAQEmoamS5coINDISMT39qusSCTCwdmMMQ+1ZuE3/RGJ4MelYVw4lV6lXGJsAas/\nNBr/BoxqwfKNQ9kefj8bQyez9tQE1p6awMy3OhsL3+wS2ATciyy6NSESiXA2s+Wh1kF8038OIkQs\nDVvPqfTLTaKnLoo1Kq4XZwLQwtK5idUYjWv9XAP5dsCLpsQaaaW5HE29VKVcU2R0rompvsaYeYWa\nUo6kXmxiNXfOM21HcWjsJ7zVeRrDPLrgoLAmrTSXTfEnePTwp7xw4hs0+oZ7WVRIZIxtafT4+Pva\nUTbHnwRokkQ49aW2MeNu4cDW4e/y032v8pjfUNrbeWEwGAjNimVp2HqG7nqzQeeBO5lrGsvrp3J8\nw8jcxFuUvDeUx4PTlZXVWVarqvCGlyiaZ2bhe0l536lUdQeF+6/2nUgkwvtGdt/4HRXhUsryckk9\nZoxB6zWu7uW/SqWxT7RldRurtaqK+VWqbLhEF579XHnk0FgGf9oL/0ne2Hhboi7UkHAwBVWuMXxA\nTk7dH8s02oprLZP8d661gICAgMC/A8EAKCDQCHTq5cyQid4YDPD1e+fQ6SqSBhz75zp6nYGWvta8\ntawP/h0dTJ5/5eRkNlEU6WZKL+e2TPTugwED751bg05fcxKGpuRoWrgpOUQv5+rLA3PLilDrajf8\npJfmAY3jcTnNd6Dp39cKjdmp7RXGdjJutFu7rtwG11MT7uYOpn8nFf27vRNczOyY4T+cb/q/wOmJ\ny9gx4j0evJEU5J+ks/wZe6hB2ys39v1yZR9ppbm0sfGgg/3tx5FsKm41ZsQiMQPc2vNO14fZPPxd\nzkxazue9n8Xd3IF8dTGvnv72luPpTrnVXGNfaWzeatyk3cWY6e3cFvEN4+K+pHN3XE9DobAzZlsu\nzUivo2RFGZFYjNymIt6oSGpcbKJTq2s8DkBTdGeez82Z8r5LTU2ts2xj911p+q2vX7lGpb3DLcvd\nCV43DIBFCfFkhZ0HIPGfXei1GhT29rj1H3iLo43Y2xv7sji9tM6y5WVEYhEKG7lpu0hqHFc6de1G\nRHXhreM+ysyl+E/0ZvDSXjy8bwyPHhtH77kdKf+OduJE3TFzi0pvXGuRGKW84lqLRcZrrdXVfq3L\nNDVfa3PFjXFalotWV7uxPiUlBQBHx3ub8V1AQEBAoPkgGAAFBBqJ6c8HIpaISIwtYP+meNP2zBtx\n/Vq1tUVci5fi+ZN1v2z9v/F84HgkIjGxBSlsasDEFA2BWqdldeQOwJiZtqbYa1qDjrNZV2o83mAw\nEJIZDUAHO+8G11c5xp9cbHzJCLTzAiA8N54Sbc0vDIlFGY22/PdmKhtNzKTyW5T89+Fv68mHPZ6g\n2414mifSIxu0/g72PvjbeJo8C+/3ub1MyOJK3p+Ge+xtfDtjpjLlmaKX3Mhom6Uq4Ep+wyR9uZna\n5pqWFk5Yy4yJXoIzomo9PuQW++rCUWnDiBuZorcnBhN3w2B/OzTGNbQLMGahz42KRFty65i0WefO\nAmDTxh+xrGL5efnyzpK02g1h2Rdrj0kmEv87H1XL+y48PLzJ+q6cnMhwNCU1x0i9du2ayTBkF9i+\nzrrqi1VLLxw6GTPnli/7TbiR/bflqLGIpXVHI+rUqRMAWZG5dS63TT1r/IDk4G+DRFZx7yisjb8r\nRam1X4v0sPotgbZ0NafLs+1wam80wOXk5KDW3vpaX88yXmtnG38k4oprrZQbr3VBSe3XOiW75mvt\nZt8BAL1BS2JmSK3HHz16FIDOnTvfUqOAgICAwH+Xf+dTlYDAvwB3L0sGjjYGvF7zTSRajdGTxMLS\n+MAXdyWvxhe2M0dSuRicce+E/kvwsnRmdAvjUsdvIrc36DLKu0GlVTM/5EdT5t2Z7caYssHezKrI\nHegN1b0XN8WfMBnaRresPYD3zVwvyrwtA8HmuAojRrnhb7hnV8QiESXaMn69sq9WvfeK7QnBpn//\nG7zXaqJMd2vvEYXE+AIqboRl13M73c9T/iN4yn8E471639YxlpXiLJYnt7gX3GrM1OXVp5RU8uhp\npGW4tc01IpGI4TcS1Px19XCNSWfiC9PZdf3MXbX/SofJWEgVqHRqnj/+NWklt/YozFcX8/yJrynU\n1O0dVV9ajhgDgK60lCt//lZruczzoWTeMGLdnNDBto0x7mVu+KUaDVkF12JJOrC31rqllsZ4j+qC\nO8vO3VSU911JSUmT9V05OpWK6F9+rHHfF198AYDcxhbXPo0TOsB7/EQAEvfsIj82huyLF4zbx026\nreMnTjQery3Vcem3mj+kAaSGZpJ61hhWwHd0iyr7HNvZApBxKbdGI2BubAFxe2v+qKCrY+mxY4Ct\n6d9nr9R+rZMyQ7meabzWbVtUvdbOtsZrnZp7qUYjYFZBLNFJNV9rZ9u2OFobPzCdjPwGvb663tiU\nw4SGGrOYT548+RZnIyAgICDwX0YwAAoINCLTZrVDJIL0pGL+WX8NgO73uQGQEFPAykWhFOQZva9U\nJVp2/hXL+y+cwNqu8TygcsoKb/lfgbrpMw/Xxqx2oxEhIqk4i/XXjjWZDr1Bz5W8JH6K3sOof95m\nR6LReDXRqw/Pth1V4zFmEjmhWTG8euo7k7GvTKdh7dXDvBv6OwBDPbqYsvTeDjEFyYzcvYCnjy5j\nc9wJkoorls5q9FoichOYH/wjP10xvjR0tPehu5MfAB4Wjjxww1Psq/At/BD1D8Ua49Lz3LIilpxf\ny4a44yaPp8YiszSfLy5tYvMNT6vODr50cfBt1DYbi+eOr+CNkJ84knqxyjjKKyvi64jtpphyQe4d\nG7ztgW4deaPzVN7oPBUH5e0F1LeWm5uSTGyMO462hpfGhuJ2x8z57FjG/rOQn6P3EluQYjKYGwwG\nzmXFmsaKq5kdbW1aVG+ogahtrpnVbgxKiZwsVQEzDn9uyqZtMBg4lX6ZGUc+v+uMuj5Wrnza6xlk\nYikxBcmM3/su317eRUJhhWe4Tq8nIjeBZZc2M3jHfPYmhd5Vm7Xh2LkLnsNGABC+4ksufvV5FUOU\nurCQa5vWc3zOTDAYsPBsgd+06VXqcA8ajNTcAr1Ww8nXXqQgzvhbqNdoSD64n8PPPIHUrPZ5xqa1\nMXt61rmzFFy72tCn2Gg4du7C2LFjgabru3JkVlZEfvs1kT+sRlNcBEBZbg7nPn6fdevWARAw8zlT\n3MK6KMvNueV/NxtrW44Yg1gmQ52XS/Db8wGw9m2N/W16HPbo0cPUlyFfhnP684tVjHhlhWour7/G\n7pnHwQDWLSxoP92vSh1eg92RWUjRa/TsffEkudeMGnUaPXH7k9n+xGGk5jV7I57/LoodTx0hekt8\nlXZ1ZTpidyVyddd107aj4V9y+OLnVYx4KnUhYdfWs/74TMCArUULuvlVvdat3Qcjl1qg12vYfPJF\nsguM11qn13AleT9/HX4CmbT2ax3UaS4A1zPPsvnkC+QVXTcdHx6/lW2nXzH15ejRzTvrsoCAgIBA\n4yFkARYQaES829jSe4gHp/Yn89eqSIZP8aFLXxeCxrTk8M5Edvx5lR1/XsXSWkZJsRa9zoBfezuG\nTfbhm/caJ/5Try0v3XJ/W9sWbB+xuFHavlva2HoyxKMz+5PPsypyB1N8+t+TTKd9tr5s+rdap6VI\nW4q+kvemncKSV9pP5qHWQbXWYa+w4um2I3nv3J/svB6CjdyCEq0KzQ2jS1vbFizpMaNeumQiKXqD\ngSOpF02JM2RiKRZSBfnqEgxUaAy08+Kb/nMQV0rq8mbnaVwtSOVsVgyfhP3NZxc3YCkzo+DGsc8F\njOVM5hXOZF5pkH6u3I9gNIBW9lryt/FkZb/nGs2zq7FR6TRsjDvOxhuZeMs97IoqneNIz+6meIDN\ngYd8g1gWvpnfYw6w7uoRHJTWiBHR2cGXZX1n3XG9dzNmovOTWHJhLVwAmViCpdSMQk2pKVutpcyM\nL/rMRNKIS0Nrm2u8rFxY2utpXj31LZdy45m4dzEWUiV6g55SnRoXMzve7DyVN0J+Mi23vxOGeXbl\n96C5zA/5kYSiDD67uIHPLm4wje8CTYmpP0WIGNuyV6Mtne/5/sfoyspIPXqYyz+s5vIPq5GaWyCW\nSlEXFpiSVVl5+9B/+WpkllXjmMqtrOgyfwFnFi0g++IFdo8fgdTCAr1ajV6jwaFjZ7zGTuDckpp/\nd1oMHcGl5Z9TlpPD7gkjUdjZITEz56REzHfffQeerRvlvBuCFStWUFZWxr59+5qk78rxGDQUnVrN\npa8+J3zlMmQWllXaf/DBB2H647d9Xlvu63XL/bb+bRmxYXvFedjY4D5wEEn795IbYUxE5T124m23\nB8a+vFQUSsLhVM6vvsz51ZeRWUgRS8WUFagp/7mz8bFi1Or+yK2q/mYprOT0W9CFwwvOkH4hm7Uj\ndiOzkKJT69Fr9Lh0dqDNBC+OLa7+7GUwGLh+NI3rR40e91KlBIlSQll+RbutW7fG29ub/fv3c+ry\nak5dXo1caoFYLEWlLqC8oL2VD/f3X41CVvVaK+VWDO2ygF1nFpCSfYHvdo9ALrVAp1ej02twd+hM\ne68J7D1X87X2cx/MkM5vceDCR1xJ3seV5H0oZdZodKXo9Ebv9ICAAH766SckkoZLjiIgICAg8O9C\nMAAKCDQyD81ux6n9yWSllbJr7VUmPt6G+V/0pm1nB/ZsvEbStUL0OgM+bWwYOKYlk55ow+EdTZ/9\nsbkyu91Y9iefJ600l7VXD/N4m2GN3maWyugpIEKEuVSOk9IGN3MHAmxb0selHYPdOyOX1D2dPuI3\nBG8rV36O3sOlnHhEiGhl5cY4r1487T8SZT1f4Ae4tWf/6I84nHqR0KwYruQnk1aSS4GmBDOpHGel\nLQF2LRnu2Y1RLbpXMf4BWMiU/Bo0l99i9rM1/iTxRRkYDAZ6OvvzmN8Qhnt2Y9w/CwGwagBPwPJ+\nLEcmluCktKGtbQtGenZnonff2+rH5srCrtM5knqJkMxoEgrTyVTlo9ZrcDGzpb2dN5N8+pniuzUX\nZgeMwVKmZGv8Ka4VppJWkosBAx4Wdxck/k7HTAd7H5b3nc3p9Cgu5lwjozSPXHURCokUP0sP+rsG\n8niboSbPxcaktrlmVIvueFs6s+ryDoIzoinUlOJiZssQ987MDhhLaFYMQK2hAG6Xbk5+7Bm1hN1J\nZziUEkZY9jWyywop1qqwkVvga+VGD2d/Jnr1oZW1212fb23ILCwZsPI7Uo8dIWHHFrIvhqHKyUZb\nWoLSwRFb/7Z4DB6Gz4TJtXqQtZr8AGZOzkT9+iO5EZfQa7VYefngNXY8bR6bQeLO7TUeB0bj0eCf\n/yRi9QoyQ89SlpNDWW4uJUDZbWQnbkosLS1Zs2YNU9ZvbZK+q0yfpV/i3L0H1zZvpDD+GlIzc2z8\n2vDes0/z4IMPMictrwHPvDre4yaRtN/ojS4Si/EaO75ex1taWjLquwEkHknlypYE0sOyKc1WoSnR\nYu6oxKGtLT7DPPCf7INUUbOBq90DrTB3NiPsxygyL+Wi1+qx9bGizXgvOs5oQ8z2mp+9Aqb6YuFi\nRvLpDHKu5FOSWYq6UIPCRo59axtajfBk/fM7cXV1ZerAHwlP2EJqdhjFqmw02hIslI4427bF32MY\nHXwmI5XUfK07tXoASzNngqN+JC33Ejq9FnsrHwK9xtOzzQwiEm99rXv6z6ClU09CrvzM9cwQilVZ\nSCVKXOwCaddiNL/ueA7FbXp5CggICAj8NxEZ7nXkb4EmISvrzrJq2tnZIZFI0Ol05OY2bDbQvGNz\nGrS+hsR2wEoAzuU1T41dbVcikUiws7MjdtrPTS2nRmxXjgMgb87tvZw0BYLGW1OsUdFjy4to9Fr+\nHPwGPZza1Fju39CPDqsmNuvxAv+OfhQ01s0XFzey6vJO+ji347dBc2ss09Qa66J8vEwLj21qKbWy\n0tUWoNENV3dDU2sMXjCP+G2b8R4/iV4fLq2xTFNrvB3KNS5sps9kAB86rMLOzo63pjXfMfPqStum\nllAFIRuxgICAwL1HiAEoICAgIFAjP13Zi0avxVZuQcd/aWIOAYF7SbaqgL9vxAwc4NbwGVUFBAQE\nBAQEBAQE7pR/71orAQEBAYG7okhTyttnfmWyTz86O/ialiwmF2fxe8xBforeA8DjbYbdk1iLAgL/\nBn69sg+VTs1Iz+54WDgiFUso02k4lX6Zjy6sI7usAHuFFfffSLIjICAgICAgICAg0BwQDIACAgIC\n/6foDQZ2Xg9h5/UQACykSgCKtSpTmRGe3ZjVbkyT6BMQaI5cL8rk15j9fHZxIxKRGCuZGUUalSlJ\niZXMjOV9Z2OnsGxipQICAgICAgICAgIVCEuABf7TjHppNwfPpjRJ20UFakb4rSMtqRiAr945yw9L\nw5pES2OzNf4UD+7/EICg7XPZl9SwGYzPZ11l5O4FdN44m1+v7GuQOj849ydz5hjjCaUUZ9Np42wK\n1SW1lt8Yd5xxe9694/beOfsbS8PW3/HxtXE3usylCt7tOp2hHl1oaemMSCRCrdfgrLRhsHtnlvd9\njhV9n0MqrhpQvdPG2UTnJd1Rm/OCf+SDc3/W65jG6ruG5qkjX7Am5mCD1Vd5XN0rzmReof+21+5p\nm3fKuD3vmjIu18SqyB28fGp1g7c7yacfT7YZTgc7bxwUVhRry1BIZLS18eTptiPZNfIDejm3rfX4\nUbvfZu/evQ2uqyZuZ24rp7mMs+LUFDb27IS6sLDG/QdnTCf696aJ5Xn2vXcI+6LmWHrNid0TR5Fy\npO656Misp/jpp5/ugaL6Efn9Kk7Ne7mpZdwWhSnFfN9pIwUFBXUXvof8c/YdDoU1/3tVQEBAQODe\nIngACjQaEyZM4OzZs0ilFbfZu+++y5NPPnnPNOz+alS9yk9/5yDno7ORybcjl8tp4Sfj2Tc706aD\n/V1reen97lX+njv9IH2GejB5hv9d1303TD/4CeezryITS5CJpbSx8eDNzlPpcBsx36Yf/IShHl2Y\n4T+cCd59Gk3jsvBNjG3ZizmB9csaWJny85SLJYhEYqQiMc4iD7KysnC3cCBsyqoGVFydGW2G8XHY\n3/Tc/CJqvRYXM1sm+/RnZrvRjdrurZCKJTziN4RH/IbU67j2dt5M2vceMrEEEeB54RPmzp3LwEb6\npvR+98fqfUzle7MyfuueZOvwRQTYtWwoeSZ+HPhqlfZDMqP5ZeBr9HMNNG3/Pmo3S8PW87jfUN7u\n+vAt65vg3afKuAraPpcFXR5imGfXOrXcfL+7mdkzwDWQZ9uNxkFpXetxPZzacHz853XWf7fcfB3u\nZh4CoyH8lyv72D5isWnb7ICxd3RcXQTaeVGqLSO2IIWEogyUEhke5g6M8+rDE22G1ZnJeveoD7Ad\nPvyWZRqKm+e2mu6hpOIsBu2YR+iklXedufhWFCcnsWPkICadCEVuXfs9aOHmzpSQMA7OmE522HnE\n0orwAx1fnddo+gC2jwiiy7wFeA6pyC5fWXf3he83avv15eCM6XgMHor/ozOqbB+1ZTcA7gMHm5J/\nBC+Yh8zamq7z3zaVG7j6R568kWCjoamrL291DwQ8M7tRNNXFH0Hb6begCz7DPE3bCpKKWTNoB0+G\nTkJhLWeV3zoe2DocxwBjJnIrdwueCZuC9S3Op7E5Fr6c9LzL3N+/YqyP7N687lUBAQEBgeaBYAAU\naFTeeecdZs2aVet+jVaPTNq8HFHnPtqRV5buQ61W8/K7Q3jv+RP8cXRcU8u6KwwGA3qDAYm45r6e\n2/F+ZvgPR63T8mX4Jp4/8TVHx312j1VWR6PXIhNLuV6UxSOt62ekKker1yERGc+7/DwNBgNzT3/P\nudJkhg4dyobur+OotGlI6dV45thXjGnZk6/6zEIulnGtMJXYgqbxTq2Nuu6TylTuyzMTlDzxxBPs\nG/EhHhYNm9VPq9dV80D8t9DKypWNcSeqGAA3xh2nlZXbPWm/8jWKLUjh64jtTNr3HpuGvVPj/V4+\n3mriVvsaWm9zm4du5mDKBV499S0vtZ/Ep72fwV5hxdWCVL69vItMVV6Dj4HaqM94/beg12gQyyoZ\n/F6ZW824dX3PrgarX6B+3Iv+E66RQHOgOWdzrokla1s3tQQBAYF/CYIBUOCeMmfOHCQSCUVFRRzY\nt4tXH+5At3ZOvP/DOWKTChCLRfTt6MK7z3TFzkoBGL3yuvg7EnEtl/NRWXi5WbL0xV74e9kCUFii\n4Ys1Fzl4JoX8YjWt3K34en5/3BzNCZq5nQVPdmFYL0+Wrw3ncnweq97ob9LT9ZFNrHqjP73aO7N8\nbTjRCfmoNXpWtGqFnZ0d9z/nSmZqCY8G7aAovwwrWwWqYi06nZ6ALo48v6gbrp4WAKjLdKz+8DxH\ndl3HwkrGQ7PbVTn3z+YFY2EtY/bbXQkLziA8NIs+Qz1M+xfNPo5vO1vMLWVs/Cma7PRSrO3kaLUG\nxCKYPieQqLBsLoVkoi7dyYABAwgJCaG3uS/L+hqNrBP3LmZWuzGMbNGdoO1zmeYbxP7k80TlX2fj\n0HdwVFrz4fm1nM64jAgY1aIHeoMBgOCMKGYfX8GMNsNJLcmh26Y5mEsVPOk/wuRF9WfsId4N/R0r\nmRlavQ6VTs357Kt8dnEDMrGUC1O+AeC5EytZcd8BEhMTCTD3oJeTPyGZV1gzeD7ZqgJ6b30ZS6mS\nUp0abuhY1O0Rnj++kuDMaFzN7NAZ9Lia2ZFamkO2qpBXTn+LRCRmy/B38bRw5KvwLWxLOI1Kp6aP\nczsWdp1u8mzyW/ckC7tO56/Yw8QXpRMy8SsKNSV8H7WbZeGb6ecSiI3cnN7de3Pp0iWWXdrCumtH\naGPjwc6R75u8xzbFn+CJNsNoZ9uSN0J+oq1tCz6/uJHvo3ajlMhxVtqQVppLGxtPujq25lBKGKkl\nOahvZM59t9sjjGnZk5yyQhKLMsgsycNMqjD19bnJXwNQrFExds9C8tTFyMVSAmxbciH7Kq93vJ/V\nHd4iOzsbhUGC3mDAgAGDwUB/t/Z83vtZ0/3z+cWNrL16GDOpgpltRzPdbzBgNBL8FL2HNbGHKNCU\n0NHeh0XdHqGlpTNAjfeJWCTizZCfiS1Ipr29Dx3svbmYHceawfMBCMmMpoO9NwDzQ37CyTYQGxsb\nrhWmYSUzp9vmObS2dietNBeJSExHex/MpQqOpYUjEYnp6xzApL3vEZEbj0gk4tHWQ0zecNMPfkJH\nBx8u517nXFYMX/aZxZ6kUKxlZrzd9eFqfQcw+/gK2tm24MX2E0377RVWLI/YwsqIbcwJHM/4KwG8\n+OKLACw5/xevdJzCp2F/E1uQilgkoq9LAO92fcQUt21r/ClWRGwlS5WPpcyMab5BzAkcT15ZEW+d\n+ZngjGgMGGhp6czX/Z7Hw8KxitdhpiqfAnUJR9MuUaguwUpuztCdb1CqVdPPNZDYghTG7XmX7o5+\nrLt6BK1Bj90+O0aPHs3pXQdJU+XS1saTIq2K7SMW88KJb0gpyTGNg/FefXi/+2P4rXuSxd0e5Y+Y\ng6SUZNPLuS2f9Xra1DcJRRl8eP4vLmRfRSmWo9Zr+CHqH14InMBDBz/mSn4SEpEYvcFAD6c2PB84\njtnHV/BEm2FcyonnTGY0BmBaq4HkqovJnvILZ86cQaTR427uQIG6mI72rTicehGtQUdrazf+Gvwm\nX17azJaEkyYDvFIip7OjL98NeIkp+4yeKVMPLEEsEpliTG5NOMUPUbsp1pbham5HakkO2aoCrOXm\nfBW+hb9iD1OoKUUqFjPdd5DpHE+kRfJWyM/oMdBm3ZNINko5ceIEf4Rv4UR6JDH5ycxsN5rPLm7E\nRmbOA773Mb/Tg7xycjW7rp8BEXTYMAuVTs28jg+wJvYg6aV5SMUSLKRKrOXmxBWm4W/jyU/3vcr7\n5/7kPreObIw7zoqIrXhbuvB214dZ2uspACbsWUx2WQFZqnz0BgPu5vZ8O+Al/G09WR6+he8u76ZX\n6i+cO3cOidqAl6UzG4e9YxqvHTbMwl5pRZGmFGuZOe7mDrSydmPn9RBKtWVM8elPSEY0CUXpmEuV\nFGtVNd4DVnLzat59BoOBQylhfHZxA+mluTgqbXguwPiB693Q3zmTeYWJ3n0IHrycCxcuYNsugF4f\nLMW2jT/HX5xN8qH9DF+/FU1hIcdfmo1L776kHD6IRGlG4Ow5XFi6BHN3D0pSUxGJRbj07U+fT75E\nbmXFvoenALB9qDE5SreF72Hu4srxl2bT8aXXuPzDtygcHOn3+XJ2jByEY5duQHUvN21JCReWLoG5\nrwCw58GJqHNzKM3MwKDXY+7uwZBf/+Laxr+J+vl7DHo9zt17khN+Ce+JU+j08uuEf/0VCTu3oStT\n4dyzD13fWojS3gF1fh4xf/5WxWstdl1FyIItQX0wd3VFYWNLZuhZdBo1I9Zvw7aN0ZN/XQc/Wj0w\njR4L3yfjTDCes5/Cw8OD1KJitKWlaAoLCJz1AlE/f4eurAylgyPD/96CmbOLyTuu+7sfEPn9KrTF\nxbQYOZou8xcgkckByImMIOyzj8iLjkJuYwOVjL/h3ywnNzIcczcPYtetQW5jS5c33ub8xx/gNXos\nCbu2I0JE3Mb16LUaen7wCVfXr+WzIYOIjY1l2569aEtLaf3QdDq9MheJXMGO0YNRZWbS+fU3uLTi\nS3RlZbj07kvq0SOIFXJEIjFimRSJ0gx1Qb7RW9Ogx3PYSAw3ni0A0k4eI+zLTylKTAQg40wwV/74\nBcdOXYjbtpmynByk5ubotRo6vvQ66vw8IlatYPj6rcitrHHq4Mdbb73F1v0HmbBmMMc/OMelX2O4\nb3E3LvwcTUF8EQ5tbSkrVKPKVRMwtRUl6aVc25uEXmtAaiZhxIq+tBzojsFg4NJvMUT8GUtJpgrH\ndrbct7g7dq2Nzw+H3z5DTkwB1/ZcJz+hCMd2tqbz+KHzRgA2TNqLQQ/mzkqCPurJrqeOMi/uY+zt\n7XG1CyTQawI9/WcQEv0zEQnbSMsN582pMXy0zg87S29U6nxUmgIwGHCxDeD+Aau4cO1vzlz5BY1O\nhUQkxdrCnX4BzxPoVfEBOiJhO6cvf0de8XWUchsGtH8Rpcyak5dXYzDo+WxjJwBenxLGjuB5KGTW\nDOv6NgkZwWw8PptXV14z1fXYY4/Rvn175s2bx4kTJ3jsscdYsGABX375JaWlpbz++usMGTKEOXPm\ncOXKFQYMGMCqVauwsLBAQEBAQODfy3/ns7HAv4bNmzczffp0zv0+mQeGtkIsgtcf7cipnyawa9lI\n0nNK+ez3i1WO2XI4nnmPduTs75Po0Nqe936oiDE3f0UwCalF/P3xUM79Ppn3Z/dAIb8zj6GCIjW+\nntbExMQwceJEvnkvFJlczOptw3l7RV+y0kpY9G0/fjs8DoWZhGULzpiO/WtVJJfPZ/PdzpF8s3U4\nJ/Ym35EGZ3dzZr7VGZEIuvRxQavWMf2FQL7/JIykuEJsHZWEhYVx+fJlwGiMAchXFxOdl0TvSrGn\nNsUfZ2mvpwibvApvKxdmHluOk9KaA2M+ZsfI94nKTyKlJMtUvkhTyoHkC9jJLflz8HwySvNILMoA\nICI3gQ/P/wVA8MSvODH+C9rZtmRux/t5r/tjtLB0qnIeb7/9NlFRUZhLFRxJvQQYX25nHlsOQKC9\nN/+M+pCO9j4cSD7P9IOfMNyzK2JEmEnkBNh6sWbwfE5NWIa7uT1f9p5J2JRV+Fi5svryLg6lhLF2\n8JscGrMUESJeO/19lfa3J5zm56BXOT/5azR6HVfyk+nm6EfopJVM8enP1oTTiMViRo0aRVjONW6H\nmPxkREAXh9YoxDLSSvNY1f8FLGRKNsYdJ7E4k496zuD97o9SptPw1pmfKdKUYie3xFJqxon0SHYl\nhpClyq9S75tnfkKj1/GwbxCHxi5Fa9BRpFWRVJJFaGgozzzzDCXaMro7teGJGxl54wrSWHv1cBVd\nJ8Z/yVd9ZvHpxQ2EZBjviy3xJ/n5yl5W9X+BE+O/wM/anZnHlqPV6255nwx060DIxBW83nEKG6/V\nHmfNYDAQHx9PaWkpAbYtuV6UCcCjfkM4M3E5/jaeHEsLZ0yLnoROWomd3Iq9yedoaelE2JTVTPTq\ny68x+6v0yaa4E7zSYRJhU1bRzyXgtq5NZYq1Ksp0Gp4PGM/yvrP5JOxvFi5cyIYNGwBILclhb9JZ\nXu94P6cmfMmuke+TXprHZxeN+0u0ZbwR8hNLeszgwpRV7Br5Afe5dgDgx+g9aA16jo//nDMTV7Ck\nxwxT8pSbkYjEDHBtz/bEYMA4Rrs5+Zn2X8lLYntiMK91vJ/F3R6hrKyMrVu3MtV3IP+M+oDLedcp\n1Bhjt63o91yVcVB5WfTu62f4fdBcjo77jLSSHH6+Yowvp9FrefzQp/RxbsfxcV+wdsib6A2wJykU\nPQY6O7TCYDDwTNtRTPMdSEpJdpWX9mNp4cjEUj7p+RQvd5gEQEhICFZWVoROWkkHex+yywo5lx3L\nntEfsqrfC1wtSGXy3vfo6xpgMoy3sHDi2PjPedp/JIDJ2LVuyFuETVllWqrrbenCP6M+5Nj4z7CT\nWyK60YerL+9iZ2IIWoOOXwe+xlD3LuxPuUBMfjIGg4EvL2260Z4HwROX06tXL9atW1flfogvNM5j\nP973KmtiDhKcEYWD0prODr60sfFk96gPAIjOT+LptqNwUFqh1evwsnTCz9odMSKkYglLL64nqTiL\nkIxoPun5FGcnrWBmwBhmHvuK3LIiCtQlXMlPokSrYv2QBfwS9BrppbnMDa6Yn8r0Glq1akVMTAwD\nXAMJz4kn4cY8+2fsITR6La91mEzIxOX4WrtxJusKfVzacXbiCsylCjbGHcfPxp3QyV/z5w2j/IZr\nx2q8B2oaGwdTwvi897Ocn/wNvwXNxcXMtkqZLfGnmDFjBjY2NtgHdODcR+/VWJe2uBh1fj72HTrR\n9/PlhH3+CQBmTs6M3r4Xy5be5EVHceVGvL5hfxqNJ+P2H2NKSBjeYyeY6smLjmLUtj0M/nlNjW3V\nRnp6OvlXotCUljB83RaGrd2EKiOdfQ9NQW5jg//jT6HXask8f45x+4/RYc7LXP5hNSlHDjH4t7WM\n+ecQiEScfsMY91JqZk72xQtoVRWJkJIOVo07Wxh3jY6vzqP/ym8RSSS19g+AWq1GpVIx5p+D9P3c\n+NsX89fvDPn9b8bsOYK6qJDgt9+ockzygX2MWL+NkZt2kH3hHJd/+BaA0qxMjjz7BL4PPsyEo8H0\n+2oVxSnJFCbEm45NO3Ecp249MHd1w2vMOELfW4jn0OHoysrwGj0O32kPM+jnP5AoFHgMHobBYGDN\nmjU4OzvT8ZW5WPn4kB8dReS335jq1JWVkRcdRYcXX0OnViM1twAReAQNARFYeLRAU1SIS8/eiCQS\nOr3+BilHDqG70YeFiQkcf3E2gTOfZ/j6rQCcnv8KurIy4rdvwT6wPWKZFIeOnbELaE+ryQ/c9vWP\n3X2dYV8YwyQUpRbjN86LKRuGcum3GOIPpzLhz8E8Ez4Fh7a2xO42xq2N+DOWqA3XGPXtAGaETMRn\nuCe7Zh5Dp674Tby8/hpDv+jD46cmoLRXmLY7BRqX/Q79og8zLz+A1yB3zi4Pv229ACVl2YjFUh4Z\n/BdOtv6UavL449B0JGIFYpGEtp4jkIgVDOu6kN1n3yYpMxSAmOQD7D33HkO6vMWrk8/xxLBNONu2\npY3nMPq2m0Vr90G8PiWM16fcWazpoqIirl+/TmhoKD/++COLFi3i3Xff5aeffiIsLIy4uDh+++23\nO6pbQEBAQKD5IBgABRqVDz/8EF9fX9N/JSUlBAUFMXjwYMRiEWYKKe187OjezgmZVIyjrZInx7Uh\nOCKjSj0TBnrRzscOqUTMpCBvIq7mApCVp2JfcDIfzO6Oi70ZYrGIwFZ22FsrapJTJ+ZmUnYcT6RN\nmzasWLECVYmOV5b0wMJaTrf+bvgG2JEQU3DDwy+A8LOZ6PXGF+ZD2xKYNrsdDi5mWFrLeWROYB2t\n1cyAkS2wdVAiEol47ZOedBvghqpEh5WNnEFjW5IQk49IJMLT0xNnZ2fsFJbE5CcTnBGFn40HtpUy\nTz7kO4hW1m5IxGKi85JIKEpnfucHMZMqsFNYMqvdGLJVhXx+aSPPHvsKA5BWmsvX/efgb9sCS5kZ\nqSU5AKy7eoQBru0BkImlWMnNsZSZ1Xoebm5uKJVKxrXsTVqp8XpdyoknoSgdgJltR+Nt5cKL7ScC\nIlrbuONv2wI9Bl7uMImo/OuYSWu+jlvjT/JcwDjcLRywkCl5s8tUTqRHkH6jHYBn2o7CxcwOhUTG\nkdSLyMRSujq2RiqWMMSjM31uGErd3NxuK0A+gJlUwQvtJyAWiXjAdwATvfuwMzGE4R5d0ep1dLDz\nZpxXb8Z79aFEV4ZGryW+MB2RSMQA1/bYKSxZEbGNV059R7FGxfG0CLJVBexJCqWtrScKiQxzqYL7\nfYxeqnMCxiOXy1m8eDG2CkuGenTh1Y5TMADt7FoSkZtQRZdcIqWLY2vGe/VmS/xJALYknOJRv6H4\n36j/1Y5TSC3J4WJOXI33ycWcOPLURcwOGItcIqWzgy+jW/ao1he/xxyg66bn2ZZ4mn379vHqq6/i\noLRmb7LxZeU+tw5IxRI8LBxxVFoTX5R+428HDBj4pOdTmEnlvNJhMgChmTGmuse17EUnh1aIRCKU\nUvltXZub8bRwZFn4Zl44+Q16g56jR4/SoYPRiNfNyY8sVQHdndogE0txVNrwZJvhBGdEmY6XiiVc\nLUilUFOKtdycjg4+pu15ZUXEF6YjEYsJsGtZZczdzBSf/myMO45Kq6ZQU0pXB1/TPkuZGe7mDjzV\ndgQTvftSXFzMQw89xMGUC7iY2dHK2hWVVlPnuT7TdhQOSmus5eaMaNGN8Bv3RWxBCtZyC2b4D0cu\nkeJu4UB/1wCyVPlYyczo5NAKa7k5L7afwCsdJpNQlEGuushUr5+NBxZSJRKR2DQWO3XqhEKhQCqW\nMLpFD3QGPc8HjKOlpTNDPbugkMiRS2SM8OyGTCzBVm7JlYJkRIjo6XzreKf7U84zcMdcum16gfii\ndMwkCq4WpLI1/iQe5g5M9OpLH9cAFnR9iKTiLBQSOUnFWSQUpTO6RU/EIjF2CktefvllNm3aZKrX\nYICn2o4AwMfalS6OrQnPia9Rw3MBY9mbFMoTbYYTYNeSHs7+vNf9MfQY6O7oR1Se0YPp6bYjCbT3\nQiwSM8KzG62s3DiSepFDKWFIxRIe8g2ig4MPfV0CuM+tIzH5FR+EpCIJgwYNQiqV4mPlip3Ckh0J\nRiPxH7EHkUtkuJrbIxVL6OTQCplIgrOZLRKxGDOJAp1Bz+sd78dKZkaAnRcAXR1b13gP3Eyxtowx\nLXvS3t4bkUiEu4UDXlYuVcpM8OqNj4/xfveeMIncyIhar5lrvwGIxGJc+/QzeqQBgbPmYOXlhUfQ\nIJR2duRG3tpAYtDr6fjyXKRmZkjNqv6mXPrqc7LOh3Lxq8/Z1Lcr2pKqc/X69euRWVnT+v5p2Pq3\nxT6gPU49eqMpKKDN9McRicXY+PqhKy2hNDMDqZkZ8Tu2EjDzOSzc3JGZW9Bl7puknzpBaUY6Yrkc\nua0tKYf2A5B7OYLSjPQqbVr5tMLOvx1iiQSxVHrL/gFo2bIlEpkc1z79jH+PHodduwAs3d2xD2xP\nwdWYKuUDn3sBubU1Zs4utHt6FgnbtwCQsH0LTt160HLkaMQSCbZ+bTBzdKrSvm1AAC1HjgaRCOce\nvdBr1Dh27sr1vbvR64wGrvjtW/AcNhKpUom2pJjs7GwWLVqERC5HLJEY29y1vdIFMtDx5blI5HKU\n9g649umHws6eHouXoC0uJmDW82iLi2n90KO49OxNSXIyzt17otcY567r/+zEqXsvPIeOQCwxfpx1\n6NgZVU42XmMnILe2wbVPfwJmPkfe5chq98Ct6PJMW5R2xrmpzUQfcqLzsfezwdLNHIlMBIBEJqHN\nBC/y441JZcL/iKXHSx2w9bZCLBXT8fE26Mp0pIflVFyDh3yx87VGZial6yzjR6jitNKKfvYxHus/\nyZucK1U/6NWFtbkbHX0m4+nYhbYtRiKTmKPRlmJt7oq5wp7RPZag0uRhY+5BYMtxXIrfDMC52D/p\n0eYxvF36IBKJsVA64Gp3Z8+ZtTFv3jzkcjkDBw7Ezs6OESNG4OHhgbW1NUOHDuXixYt1VyIgICAg\n0KwRlgALNCoLFiyoEgNwzpw5WFlZVSmTkFrIR79c4FJsDsUqLQYDSCWiKmUcbSs8bMyUUopVWgCS\nM4uRy8S4OzXMkgSZVMxL0wJ4Zek+zp49y6hRo8jJNH7FzstWkZFUzPcfh/HdkgsAaNR6Sos1WFjJ\nyc5Q4eJeocPZ486CqR/cGs/vKyLQ6w081HcbZSodrp4WKM0keHhb4eljxalTp0hNTcXJyQl/rQfB\nGVFcK0gzGbXKcbdwMP07uSSLAk0J3Te/YNpmwOgl9EbnqQTYtWTmseW4mtsRnXedHk5tEIvEqPXG\nh/iUkmxaWjjX+3zMpQrUOk0VDQAvnPwasUiMAVDrNTgqjMtvLKRKHJTWlGhVtVVJWmkuHpXOzcXM\nDrlYSlpJLi5mxi/07uYV+9NL81DcFL/M3cIRA5CamoqV3BxKsus8F2elrSkOmoPCGiuZGSEZ0XRz\n8sNMqsDJzPgCXG4skYulFN84D6VUTg+nNrzd9WEOJJ/nhZOreP7ESn4Neh29wcCJtEhOpV/mlyv7\n0Bn0ABRqStHr9Xz00Ufkq4tZcuEvPr24niKNCoNBT4lOW00XgIeFg8kDMK0kF89KMckUEhkuZrak\nlVS87FS+TzJK83BS2laJu+dm7kBMftV4hY/6DeGNzlOZF/wj8l6erFu3DplVb9JL86r1m73cirQS\no3FWKpYgE0tMhj3zG32VW1ZheKqs506wkCoRi8S81mEKM/yHE7R9Lh9/u4xHHnkEkUiEQiwjsTiT\nWceWcyknjmJtGQYMSEUSk6ZvB7zIT9F7WHpxPf42HrzcfhK9XdrxtP9IynQaXjq1ikJNKaNb9GRu\nx/trNVT2dWnHW2fy+TpyO0qJ3Hiv3UAhkRGTn0zXTc+btv3xxx+4S20BkImk6G/cC7eicjw/M4mC\nYo3xnstXF1erX6VVIxaJUWnVbIk/SZFGRddNcxCLjHNuoabiJdfd3IHom4zjNjY2pKQY7wUzqRwR\nov+xd9fxVZb/H8dfJ7eddbANlnR3lwwQBJWQEGxUsAVELCywf9bXxhYTQUEapEOaDUaMGDHGknVv\nJ39/HHbY2M5Ysomf5+PBw3nuep/r3Pe5z7nOFTTWXZ4kSaNU4ayxvl+/3esB/u/QYgBuXvcy97W6\nkXvsTjhjobtPS+LzUjGazaQX5mDGQoY+l6SCDDy1Lrbzovh699DqyNDnkm3I57WIX9GbDNbnukaN\nyWSCS/OHuGgccVRdfn10agfbdVleWSYXZNJY54WjSou3gxvejm44qDRoVRr0l1rOfnTkL76IulxJ\nYjSbLv0AYT2/Sr4mAc7eGEu8jsVjkhZzVGltP17E56VSaNLz0I6PUSmUFJkMmDDbrlfFpdfpyjEc\ni89dKH0OXMlkMeHtWPoeXNwaWFnOvtVOThjz88rdl9rZudRYbSpHa8WNo4+P7f/NJjOGvPK3L7kf\nexNCdJzxNPGbN5Y70QVAbGws+qxMTv6ygNOLrV11TUVFpXI5BwSQFX3S9jwKkpNwbnJ5+A0nXz+U\nWi35yUko1Wq8OnQjZsUygkfeSsyKZfj3G0j8pvUoL01oVvw8wfp62CsfAK1Wi/KKMRqdAy5PMKF2\n1GHSF5Ve3vhyNl3jJrYKyLz4eBJ3bGVpv8sTuBjy8lCXyOPkXbIlvgKVoyPOTQJw9G5EQVIiWnd3\nLqxbTb/3ra0RzUXWFootW7YkT6/HpNez6+knsZgun69KBwfb6+Po7W37b3FFnXPjJrbHVI6OGAry\nUTk6olCAxWgkPzkJ5wDrczIbrfcs58AgsmPO4ejjQ2FqCrrGjSs81+zR+ZT4bOitJe249bOGS2Md\nmhZubH/lALmJBXg2d6Uox7osJz6PTbP3oFBe/pxpNpjJS8pHeWlMateAy5/ltK7Wc6kgvfTrBKBx\nUmMsMJV5vCIqpQadg7UcNSonzBYDzo7e5BQk4e4ciEZtLVeDMQ8PlyBiU6w9TbLy4+ngMrZKx6oK\nFxcXnEpUvjo5OdGoUaNS/593lWtZCCFEwyctAMU1d+WH4Ve+CsfPy4m1n4zk0K/jeX9Gb0r0QqtQ\nQCNn9AYzialXb8Glc1RTUGS0/X9+oZHcAvuta3x9rZVdv3xylLTkAn744DBms4XxD7Tmr0Pjef+3\n4jHWrOt7+zqSnHD5w9HFBPuZnHRqLObSTzL9YgF5OXree24ft9zRHJ2LmqUR4+g5qHGpbnmd+/iy\nbds2EhIS8Pb2pq9fW/ZcPMHui8fp7Ve6AlDJ5Q+4/k5eeDu4ETHuc9u/g+M+p0ejVpfXVyh4s8cU\n3rs0PpRaocRw6cthE503Z3MSS+9fUbqitphWqaag4HJFgulS/uIMAL8NecGWYXTI5ZlO7e2zJH8n\nT+LzLlfYpRRkoTcb8dd52h5TlNiPn5MHRWZjqX0k5qdhNptZt24dXS61yio0Wsck1KkdKDTpbd1S\nUwozAbhYmImhxH4S8tJtFY5V4evkgcViId9YhMlsRqlQ0MYjkIfb3kzEuM/5euAMXDVO+Os8WbJk\nCUuXLsXbwY0Pej9ExLjPcdU4UfLsqSiXv86TuLzL3bz1JiPJBZn4l6i0KXme+Dp5kFqYVaqLcGIF\nlaPOage0Wi033ngjWxIjy+0Om2ssLPXaXI0C++eA9bUxlLomLpZT6Xg1JzJj8XPyZO3INzk0/gve\n7z0NS4lS7efXjm9veIp9Yz9mRFBPHt35GWaLGWeNI892nsj6m99m8dAX2Z18nF9Pby6zf5VCicFs\nRKlQcltoP746vqbMua1RqmnvGWK7HgFWrVpl6456JUUlro2S3LS6UvvfN/YTmrr5c2+rG/nu5N/E\n56US4urLofFfsPXW96wblShXpUKBrsRYnQD5+ZVrLQsQ4uLLnK6TAXi56528c2iRreXdla9xamEO\nxzLO880NM4kc/wVLh70CQEZhDv6XWvImXLrmi6/3TH0+HlpnvB3ceK37PbTyCCRi3OecPXuW8+dL\nt4ArrmguMF3+Ep9SmFVumfo5edhaPgOkFWZTdOlHDK1SjYNKQ3//9qXeSw9P+JKH296Cv5MnRebS\n95Urz09TicpAndqRfGOR7Xot/u/XA2cQMe5zHm57M0OadGFUSB97xVwljiotJzNLD08Rm3sRTwcX\nVCUqEZ2dnSkoKCh1nRWkXkShVtu6dgIUpqRU/uB2JitRXGUSE7VOV+qYZsPl8zEgIAAHD086zXia\ncbsiGLcrgh4vv4ZLYNDl/V9R4erk509ewuUyKEhNwazXo/Pzx7lxAM5NAkjeu4v85CRi167Cq2Mn\nHDw9UetK/6in1ukw6fWlHkOpxGK8/F5sqeyHmRLyEi9ny09MxMnX2kJT59+YgKHDbc9z3K4IGnXr\nQbOJk666z9BRY8iNu0BeQjwqRyca9ehljavV4uzszJkzZ+j95ru4BAUzbvdBxu+zdiPVZ5V/jVSG\nxtmF3PgL6Pz8yYu3PqfcC7E4eHraWlvalHMOKJQqTIWFtnJPTLz8+SM/xf4PhAAKBQT28+P2lSOY\nvG4khZl6ClKt27g01jH8k348GDHO9m/akQm0HBWCS4AzZqOFnPjLn+VSjlrfC9xD7Lf0Lubs7IxK\nqcVosh4rrzAFk1l/la2sXJ38ycqLK/VYVl4cbk7+1uPrAsjILb9l79VeI61ah9FUWOp8TE5OrmAL\nIYQQ1yupABT1LjffgLOTBhcnDYmp+Xy77MTVN7rEx8ORG3sF8PKXB7iYXoDZbOHY2Qwycsr+Utu+\nuSeHTqZxJi6bIr2JD349XKkPtu27+7Dwyyjyco0olQq0jiqyM4r45bPS3X7Cbg1h8VfHSUsuIDdb\nz6+f2e8WFBDqCgo4eTidgnwDG5ae43RUBvpCM1jAxc36wXjf1gQi/kkqtW3n3n4sXLgQT09P1Go1\nvRq1ZnfycWJykunZyH4Xu05eTWms8+LDI0vJNVi/2MXnpZJZossfQHuvEHo1as2XUatx1eo4m51I\njj6fmwJ7sDvZOu6g0WwiR5+PUqG0jflWUpCLL3/88QdGo5ELeSm21nzFGcA6zlpxhuLWYZU1JqQv\nX0atIjE/nTxDIW8d+p1+fu3sVsaFNe6E3mzkUNoZjGYTWxIi2ZUUxd69e8nOzmZiM+ug9PH5aexP\nOUVbjyB+Pb2ZzKJccg0FfHNiHQAFxiI+P7YSs8VCfF4aK2L3MLoSX8yz9HlEZZwnS5+HyWzGz8kL\nhcJaKdHKPZD2niEcy4ilwGg9bzOLcm0Vrzk5OWg0GlQKBUaLmU+PrSjTeqk4l95kfY4lc40J6csv\n0ZuIzoqnyGTgf0eX4ufkSSevpuVm7XKpW+iXx1djMBs5nHbOOlGCHe08Q9iwYQPr1q2jqYsfsZfG\nWvsn6RhGs4n4vDSSCzK4JbjXVcupMkJd/dEoVaw4vweT2czK83s4fqlbZlUYzdbKPBeNI4n56Xx7\n6TUGSC3MYn1cOLmGAtQKFS5qR9SXKhE2JxziXE4SZosZF40TaqUKVTmzFOvUDmTq89ifcop7Wt7I\nhKYDyTeUfl9y0TiSVpTNr9GbbRVMsbGxpboil+Tj6G4bk7MyWrgF2PZ/POMCz+z9loyiXLp4NyPX\nWIBaqUalUJJnKOSDw0vK3Ud7z2BWxe6lyGQgz1jAsWMVd3cs6a9zO0kvsna7c9U6oVQoUV4qRx9H\nt1LPxWQxoVIo8NS6oDcb2ZxorYD4Oy6cMSF9SchPZ9n5XexOPs4bBxcS6OxDkUlPoLMPjXVebE88\nysX8TAoMRVy4cIGNGzeWyuLl4EoTnTd/nduFxWIhLjeVbYmHcVBpSCnIspU/wK3Bvfn19GYKTXoM\nZiMfHllqq7xVKBQ82HoEWxIi+b9Di0kvzKHAWMSSszu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MTWXtmBHoGjfmpj+tMyM7eHgy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7dTTGFYkpvHckhlt6BvFwZO/LMsbGBri54GZpwdrktC6dfbU9MX5y7CTuVpYM9XAjs77r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\nYtObAAAAAElFTkSuQmCC\n" - } - } - ], - "source": [ - "(ggplot(aes('x', 'y'))\n", - " + aes(fill='metal')\n", - " + geom_tile(top, aes(width=tile_width, height=tile_height))\n", - " + geom_tile(bottom, aes(width=tile_width, height=tile_height))\n", - " + inner_text(top) # new\n", - " + inner_text(bottom) # new\n", - " + scale_y_reverse()\n", - ")" - ], - "id": "cell-23" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "It is crowded in there and the tiles do not have equal dimentions. Use\n", - "the `theme` create a larger figure. `coord_equal` give us equal units\n", - "along the axes, this makes the tiles square." - ], - "id": "ac652716-a5c7-4436-bd64-292e604cbbda" - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:17.477671Z", - "iopub.status.busy": "2024-01-09T15:12:17.477421Z", - "iopub.status.idle": "2024-01-09T15:12:19.190629Z", - "shell.execute_reply": "2024-01-09T15:12:19.190089Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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V/cliLVVK1jbVD2imzPxD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\nRa+RBvt0uKdz1KO+HbmUmcDj/36MkULJawH9MVGqMb4+Utyk5k/w3qEFLA7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m/z70KVbG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\nI3czo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crX7V6jhWN+R1wbYwtsjG9O2WSpNsVEpcbVPD9X5blOECXnS6PXlvnZcPt1RWn5\nrWvpxKx2I/jm5BomHvgFE6WaDq4BvNPiyUo+4uqr4YsjyE1N5Z9HBwDg3KoNbT75EoBzixcQu3Uz\nBq0Oh+Yt6PrLQsycb3as/WtQXxq99Cre/W+OEhK5agU+gx4pMvVdzL+bSTp+lJTzZ4ndsqlgecsp\n0/DuPxBtdjbHP5lOZmwMCpUKK29v2n0+E6eg4Io8/AdO5OHlOHkFY+XoXWh5ZnIs4fsXozQyZv2X\nIQXLvZoNIHjgdAB2zH8RJ69gAkJeA6BFv8kcXjeV9V91Rakyxr1hd5o/NAkAYzObQp241CaWqIxM\nMLd2rdgDrGZKqm8jYzOMjG9+p89IuggKBeY2N6dSu72+z+1dQOzpzRj0OhzqtqDrCwsxs85vTzFh\nm0m6dJSUuLPEht3SPgZMw7t5fvvaOKs3WSmxAOxZkn+90XrIp/gEPYKxmTWdhs7l8LoPOPrXp5jb\nuNKy/1ScvPPbj7WTL20f+5IjGz8kOzUO2zqBdHr2hyKjqNVkayOX09wpGE8r7yLrvuj4PbOOfkz/\ntR0xGPTUtwvgy043f4v89FD+aKJvB+e3pX8vbeTP8D/I0+Xib9uQzzt8j7/tze/641tM5ovDUxm8\nvitqpTGd3bsztvmkij3AB8yZ5ZG4BTth6130wYXwjZc49Uc4ulwdDg1t6fN9Bxwa2hasX//iDtyC\nnWh5/V7CiQXniNwci15nwLWFAwMWdsXC5Wb77DGzLdsnH2Rem9WY2BjTbmIz6rTJvy9kYmOMic3N\n+wvGlmpUJiosXWvG9/+78WjH79ly9GO+XdsRDHpc7AJ4tNMPoFBw6uI6/j32GTp9HhYm9jTw6E2n\nxmML9l2640XqOgXTPuC1gmXHIpfToG4fTI2L5vrQuQWci92M3qDD3aEFT3ddiJVZ/nnR1rIug9rN\nYtfJb1h/YCIqpQk+rh3o0eKdiq8EIYQQ4i4oDMWN6S1EOYWvkh+qqgvbTkWHdA9NGVUFkYjiBNnO\nRqVSYWdnR3JyMjqdjpRR66o6LAHYzi761I3kpvqQ/FRfxeUGJD/VhbSd6s129sNyXVBNybmtepNz\nW/Um+am+JDfVW3HXBaPiUqo6LHHdbFfbIstG/ZhS6XGIomaPsC2yTHJTfRSXnwujUio9DlGU72zb\nYpdPkXsJ1cI02/z7PLdeG3zxWlIVRyVu+HhJvaoOQQghRDX34D6CKoQQQgghhBBCCCGEEEIIIYQQ\nQgghhBBVrPaMLSuEEEIIIYQQQgghhBBCCCGEEEKI+2pT+IM1a1KvekuqOgQhRA0kI2AJIYQQQggh\nhBBCCCGEEEIIIYQQQgghxF2SDlhCCCGEEEIIIYQQQgghhBBCCCGEEEIIcZekA5YQQgghhBBCCCGE\nEEIIIYQQQgghhBBC3CXpgCWEEEIIIYQQQgghhBBCCCGEEEIIIYQQd0k6YAkhhBBCCCGEEEIIIYQQ\nQgghhBBCCCHEXZIOWEIIIYQQQgghhBBCCCGEEEIIIYQQQghxl6QDlhBCCCGEEEIIIYQQQgghhBBC\nCCGEEELcJemAJYQQQgghhBBCCCGEEEIIIYQQQgghhBB3STpgCSGEEEIIIYQQQgghhBBCCCGEEEII\nIcRdkg5YQgghhBBCCCGEEEIIIYQQQgghhBD3UUhICAqFgqlTpxZZp1AoUCgUbN++vVJiiYqKKnjN\nqKioQuvmzZuHQqHA29u7UmIRN02dOhWFQkFISEhVh1LjDBs2DIVCwbBhwyrtNY0q7ZWEEEIIIYQQ\nQgghhBBCCCGEEEIIIYSowVJSUpg1axYA48aNw9bWtkrjqW6ioqKYN28eQLEdFB9U0gFLCCGEEEII\nIYQQQgghhBBCCCGEEKIWsrGxoUGDBri7u1d1KDVGSkoKH3zwAZA/EpN0wCosKiqqoH6kA5YQ19l2\nml3VIYhSBNlKfqoz29kPV3UIogSSm+rtQc+PnZ0dKpUKnU5HcnJyVYdz3z3o+anJJDfVm+SnepP8\nVF8Pem7kukBUFclN9Tbb1baqQxClmD3CtqpDECWoCbmpydcGvrNtqzoEUYppci+h2npD2o4QohIM\nHjyYwYMHV3UYQjzwlFUdgBBCCCGEEEIIIYQQQgghhBBCCCGEEEI8qKQDlhBCCCGEEEIIIYQQQggh\nhBBCCCHEbZKTk5k7dy6PPPIIAQEB2NjYYG5ujr+/P6+++irh4eH3/TWzsrLo27cvCoUCT09Pzp49\nW7DuxIkTvPfee3Tp0gVvb29MTU2xs7Ojffv2zJw5k5ycnDt+vXnz5qFQKPD29i6ybtiwYSgUCoYN\nGwbA77//TocOHbC2tsbKyor27duzYsWKMl/j33//5fHHH8fDwwMTExPs7e0JCQnht99+Q6fT3XHM\nN+h0On755Rd69OiBk5MTxsbGuLm5MWTIELZv317ifnv37mXChAm0b9+eunXrYmJigoODA926dePX\nX38tMabt27ejUChQKBQA7Nu3j0cffRQ3NzdUKhXjxo0jJCQEHx+fgn18fHwK9rm1Lovz999/07Nn\nT+zt7TE3NycoKIgffvjhruomKiqq4DWjoqIIDw/n+eefx93dHTMzMwIDA/nuu+8wGAwF+6xcuZIu\nXbpgZ2eHpaUl3bp1Y+/evaW+zp3mwNvbm65duxb8fWvdKBSKQlMSZmVlsXjxYp555hmaNm2Kvb09\npqameHt789xzzxEaGnpXdVNRZApCIYQQQgghhBBCCCGEEEIIIYQQQojbfP3113zwwQcAGBkZYW1t\nTVZWFuHh4YSHh7No0SJWr15Njx497svrJScn069fP/bu3UvDhg3ZtGkTdevWLVj/8MMPEx0dDYC5\nuTnm5uYkJyezd+9e9u7dy++//87WrVuxsrK6L/Hc6tVXX+XHH39EpVJhYWFBeno6e/fu5bHHHuPb\nb79l1KhRRfbRarW8/vrrzJ07t2CZtbU1KSkp7Nixgx07drBkyRLWrFmDqanpHcUTHx/PgAED2L9/\nP5DfkcfKyoq4uDhWrVrFqlWrmDJlSkH+btW+ffuC/1taWmJmZsa1a9fYtm0b27ZtY+XKlaxevRoj\no5K71CxdupRnn30WrVaLjY0NKpUKAHt7exwdHUlMTATA0dGxYB2AjY1NseV98sknvPPOOyiVSqys\nrMjOzubIkSO89tprhIeH8+WXX95R/dzq0KFDvPjii6SlpWFjY0Nubi5hYWGMGjWKiIgIZsyYwaRJ\nk/j0009RqVSYm5uTmZnJtm3b6Nq1K9u3b6dt27ZFyr2bHDg5OZGWllYw5baLi0uhMi0tLQv+v2zZ\nMoYPHw6AUqnExsYGg8FAdHQ00dHRLFmyhF9//ZXnnnvuruvmfpIRsIQQQgghhBBCCCGEEEIIIYQQ\nQgghblOnTh2mT5/O0aNHyc7OJikpiZycHEJDQ+nbty+ZmZk8/fTTZGZm3vNrXblyhc6dO7N3715a\ntmzJrl27CnW+AggJCWHhwoXExsaSmZnJtWvXyMzMZPHixbi5uXHo0CHefvvte47ldmvXrmX+/Pl8\n//33pKWlkZqayoULF+jcuTMAEydO5Nq1a0X2mzx5MnPnzsXLy4uFCxcW7JuRkcEff/yBq6srmzZt\nYsKECXcUj1arZfDgwezfv5+OHTuybds2srOzSU1NJSkpienTp6NWq5k2bVqxI3QNHDiQP//8k4SE\nBNLT00lJSSElJYXvvvsOKysrNmzYwMyZM0uN4aWXXmLgwIFERkaSkpJCVlYW48aNY+XKlRw8eLBg\nu4MHDxIXF1fw7+uvvy5S1rFjx3jvvfeYPn06SUlJpKSkEBcXx6OPPgrAjBkzCAsLu6M6utXLL79M\n586duXDhQsGxvvrqq0B+J8NPPvmEr776ilmzZpGamkpaWhonTpygQYMG5ObmMm7cuCJl3m0ODh48\nyMqVKwv+vrVu4uLiCr0X7OzsmDhxIvv27SMrK4tr166Rk5PD2bNnee6559BqtbzyyitcvHjxruvm\nfpIRsMQ9SdlVtBerqBq2nWYXWRaaIvmpLoJsi+YnZdS6KohE3M529sNFlkluqo+amJ+Uqg7gPiku\nN/Dg56emqIltpyaR/FRfcm6r3mpi20mp6gDuo5qYn5pCclO9FZefUXEplR+IKNZsV9siyyQ/1UOx\nufkxpdLjuP9SqjqA+2L2CNsiy2pGfh58xeUGYIrcS6gWphVzH2HGqJTKD0QU6+MljlUdgqgir7zy\nSpFlKpWKFi1asHr1alq0aEFYWBgrVqzg+eefv+vXiYiIoGfPnkRGRhISEsLatWuLHcVq3rx5RZaZ\nm5vz9NNP4+XlRceOHZk3bx5ffPEF5ubmdx3P7ZKTk1m0aBHPPPNMwTIfHx/++OMPfHx8yM7OZv36\n9QwdOrTQMX355ZfY2dmxdetWfH19C8X85JNP4uXlRYcOHfjpp5947733ioyGVJJFixaxZ88eWrdu\nzebNmwuNnmVvb8+7776LkZERkyZNYtq0aQUdmW5YvXp1kTJtbGx4/fXXsbGx4dlnn2XOnDm89dZb\nJcbQrFkzli1bhlKZP+6RkZFRsdM4lkdKSgoffvghkydPLljm4uLCggUL2LFjBwkJCaxYsYIpU6bc\nVflOTk6sWrWqYEQva2trvvvuO7Zs2UJ4eDjvvPMOH3zwAWPHji3Yp3HjxsydO5fOnTuzf/9+Ll26\nVKhD4L3moDwGDhzIwIEDCy1TKBTUr1+f+fPnExcXx+bNm/ntt994//3377j8+01GwBJCCCGEEEII\nIYQQQgghhBBCCCGEuAPGxsb07NkTgN27d991OceOHaNDhw5ERkYyYMAA/vrrr7uaQrBDhw7Y2tqS\nlZXF0aNH7zqe4nh6evL0008XWV6nTh1at24NwMmTJwutmz9/Pnq9niFDhhTqfHWrdu3a4ePjg0aj\nYdu2beWO59dffwVg9OjRJU5deKOz2IkTJ4iLiyt32f369QMgKiqKy5cvl7jdm2++WdD56l6ZmpoW\nO8qUmZkZvXv3BorW752YMGFCkekUlUol3bp1A/Lfy2+88UaR/Tp06FBQvydOnCi0riJzUB4KhYKH\nHnoIuLf2dz/JCFhCCCGEEEIIIYQQQgghhBBCCCGEEMU4c+YMs2fPZufOnURFRZGRkYHBYCi0TWkd\ndUqza9cuvvrqK1JTUxk6dCi//PJLkY4yt1u+fDmLFy8mNDSUhIQEcnJyimxzt/GUJDg4GIVCUew6\nd3d3IH+UrFvt2bMHgGXLlrF+/foSy74xdWF5p5HT6XQcOHAAgHHjxpVr+sKLFy/i6upa8LdWq2X+\n/PksX76cY8eOce3aNfLy8orsd/nyZerUqVNsme3atStXvOUREBCAhYVFsetKqt870aRJk2KXOzs7\nA+Dt7Y2lpWWR9UqlEkdHR2JiYgq9/v3IQXnFxMTw7bffsmXLFiIiIkhPT0ev1xfa5n6/3++WdMAS\nQgghhBBCCCGEEEIIIYQQQgghhLjNkiVLGDp0KBqNBsgfdcfGxgYTExMAMjIyyMzMJDMz867KvzGl\nXLt27Zg3b16JnZwgv9PQ448/zqpVqwqWGRsb4+DgUNBpKyEhAb1ef9fxlKS0EblujH50o45uuHLl\nCgDp6emkp6eX+RpZWVnliuXatWvk5uYCkJSUVK59bi07IyOD3r17F3QQg/xjcHR0RKVSAXD16lWA\nUuvRycmpXK9dHndTv3fCzc2t2OU3jrek9bduc+vr32sOymvHjh3079+fjIyMgmXW1taYmpqiUCjI\nzs4mLS3tvr/f75ZMQSiEEEIIIYQQQgghhBBCCCGEEEIIcYuEhARefvllNBoNnTt3Zvfu3WRnZ5Oc\nnExcXBxxcXGMHz8eoMiIWOX15JNPArB3716++uqrUredO3duQeerKVOmcOHCBXJyckhMTCyI58Zo\nTXcbz/2k0+kA+OSTTzAYDGX+mzp16h2VC/n1Vp6yQ0JCCvaZPn06e/bsQa1W88033xATE0N2djYJ\nCQnExcURGxtbsG1p9XijY1JtdK85KA+NRsOzzz5LRkYGgYGBbN68mczMTFJTU7l69SpxcXHMmDED\nqB7vd5AOWEIIIYQQQgghhBBCCCGEEEIIIYQQhfz1119kZGRgYWHB+vXrad++fcHIVzfcGCnpbo0Y\nMYJvvvkGgLfeeouZM2eWuO3y5csBGDp0KB988AE+Pj6FRszS6XQkJibeUzz3k4uLC1D+qQXLy8HB\noaDz092UfaMeJ02axOjRowum+LvhXnNaG9xrDspj7969xMTEALBu3Tp69OiBubl5oW2qW66kA5YQ\nQgghhBBCCCGEEEIIIYQQQgghxC1udP5o2LBhsVPEGQwGtm/ffs+vM3r06IKOV2+88UZBh6yS4mnV\nqlWx6/ft20dOTs49x3O/tG/fHsjvyKbX6+9buWq1uqAO1q9ff8f7l1WP27Ztu/vgrlMqb3bFqS6j\nM91P95qD8tTPjTw5ODjg4+NT7Db3I1f3k3TAEkIIIYQQQgghhBBCCCGEEEIIIYS4hY2NDQBRUVHk\n5uYWWb9gwQLOnz9/X15r3LhxBVMQjh07ljlz5pQYz5kzZ4qs0+v1TJky5b7Ecr8MGzYMpVJJVFRU\nmdMrJicn31HZL7zwAgBLlixhz549d1R2afWYnZ3NRx99dEexFMfa2rrg/ykpKfdcXnV0LzkoT/3c\nyNO1a9dISEgosn7btm38+++/dxJyhZMOWEIIIYQQQgghhBBCCCGEEEIIIYQQt+jRowcKhYKkpCSG\nDRtWMN1ZRkYGX3/9Na+88goODg737fXeeOMNPv/8cwBGjRrFDz/8UGh9z549Afjpp59YsGABGo0G\ngPDwcIYMGcLu3buxsLC4b/HcqwYNGvDWW28BMHHiREaPHk1ERETB+pycHPbs2cP48ePx8/O7o7KH\nDx9Ox44d0Wg09O7dm2+++YakpKSC9cnJyaxfv54nnniCJ598stC+N+rxo48+YsOGDQWjcx09epSe\nPXsSHx9/V8d7K1tb24KpDRcsWIBOp7vnMqube8lB/fr1UavVAPz222/Flt+hQwfMzc0xGAw8+eST\nREZGApCbm8uiRYsYPHgw9vb2FXR0d8eoqgMQtcP5i6l8s/QkJy8kk5icg5mJCr+6Nrw0sAHdW92c\nU9V/yNISy2jf1IX5U0MqIdraJep8Kou+Ocn5k8kkJ+ZgYqbC08+Gx15qQNvuhee73bHxIit/Pcul\nC+koVQq8/W147OWGtOlap4qir/nOp8byzck1nEyOIjEnDTOVMX42dXipQR+6uzcvtO3C8/+y6PxW\nLmUmYG9iyUN1WzOuyWDMjUyKL1zcd3PC1jHzxCr8rd3Z2Hd6oXWhieF8fmwZp5IvYqk2pW/dVrzZ\n5BEs1KZVFG3tU1J+dsWdZOPFAxxLiiQi/TJuZvZsf/iLKoy09ikuN9naXP6M/I8tsUc5lxpDljYH\nT0sXnvDrwpO+XVAp5TmCylJS2/k+bD3/xh7lYmY8mZoc3MztCXFrymsB/XEwtS6lRHG/lPa5c0Na\nXhY9N07iWm4637R/nb51gys5ytqrpPw8s/UzDiScLbJ9J9fG/NrljcoMsVYrrf3k6bT8cvZvVkft\nISYzESu1OY3tvZkePBQ38+r1o05NVFxuYjIT6bp+Yon7PO7bmY9aDaukCGu3ktqO3qBnScQO/ojY\nzsWMeMxUJgTaeTIycABBjvWqMOLaJeynOZz4dibW9fzpu2pjwXK9RkPYzz8QtWYl2fFXMXN2wWfw\nozR6cQRKI/l5uCLEH9zPtheeLXZd90XLcGzWouDvxKOhHJvxOcmnT6G2sKRu7740GfsmavPqc+Os\nJom/sJ9tv5aQmxHLcKybn5u487u4eGIjSTHHSE+IwMzGjYcnbK/ESGun8uRHm5dNZOifxJ7eQurV\nc2jzsrB08MQv+Al8Wz2JUqmq5Khrj9j98ax9tvhpfgYv645rC0cADn8fRtS/saRdzESTqcHSzRzP\nEDdavhaAmYP8FloRouP38/u24tvO0O7LcHdsUWR5Tl4aP27sSVbuNQa3/4aGdftWdJhCPJAaNGjA\nuHHjmDlzJkuWLGHJkiXY2tqSnp6OTqejd+/eBAcH35cRk25466230Ol0TJo0iddffx2VSsXLL78M\nwIQJE1i2bBkRERE8//zzvPjii1hYWJCamopKpeLnn39m6tSpZGZm3rd47tXHH39MXl4eM2fOZPbs\n2cyePRtLS0vUajWpqakFnZ+M7vC7iZGREWvWrOGxxx5j69atjB07lnHjxmFjY4NOpyM9Pb1g2x49\nehTa98MPP2Tz5s0kJibSv39/jI2NMTExIT09HTMzM1avXk3v3r3v+dhffvllpk6dyqxZs/jhhx9w\ndnZGoVDw6KOP8uWXX95z+VXtXnJgbm7OM888w7x583jzzTeZMmUKjo751xLjxo1j3Lhx2Nra8skn\nnzB27Fi2bt2Kr68v1tbWZGdno9FoaN68OS+88AJjxoyp1OMujXzDFpUiNiGTzGwtQ0K8cbY3IztX\nxz/7Ynj1k/+Y/mowT/bK79H65dg2RfY9EX6N+RvO07G5a2WHXSvEx2aSlaml5xBv7J3NyM3W8d8/\nMbz/6n+MnR7MQ0/m52bNgnPMmX6E1iFuvDDBh7xcHZtXRjHllV28N7sDHXt7VPGR1EyxmUlkanMY\n4t0BZzNbsnV5/BNzmFf/+4bpwUN50i8EgM+PLWfumb/o4xHM8/V7EJ52mYXn/+V8Wiy/dXmzag+i\nlriSdY0fwjYU2+EtLPkiQ7d/gZ+VG5OaP0FcdjK/nPmb6PSr/CI3WitFaflZF72fjZcOEGjrhbOp\nbeUHV8uVlJtLGQlMC/2ddi6NGN6gF5ZGZuyKO8nUwws5lhTB521eqqKIa5fS2s7J5Gga2XnSz7M1\nlmpTItKusPTCTrZfOc7a3h9IB+AKVlpubjXr5CpydHmVFJW4oaz8uJrZMaHpo4WWOZvZVkJkAkrP\nj0av5eVdsziSGM7jvp1pYFuXtLxMjl27QIYmuwqirV1Kyo29iRVftnm5yPY7406wNnofHV0DKyvE\nWq20tvPZ0WX8em4TA73a8Uy9rqTlZbMkYjvPbP2MJd0n0czBtwoirl2y4q4Q9vMPGJmZF1m3b9IE\nLm36C5/Bj2If2JikY0c5OXsWWVeu0Grqh1UQbe3h/8xQ7AObFlpm5elV8P/kM2Fsf2koVr5+NH9r\nEtlxcZyZ/wvp0dF0+eGXyg63VvFvNxR799tyY38zN9HH13HpxEZs6wRiauVc2eHVeqXlJyP5EqEb\npuHi244GHYZjZGJJXPguDq+bStKlY7R59POqCLlWaTLUH+emhR9MsPGyKvh/wslkHBvZUa+fJ8aW\napIj0ji99AIXt1/hsbW9UZvLrcmKEuw/FDf7wm3Hzsqr2G13npyFRpdTGWEJ8cCbMWMGjRo14vvv\nvycsLAydTkfz5s157rnnGDVqFNOnF/9g5L14++230el0vPvuu4wYMQKVSsULL7yAvb09+/btY8qU\nKaxbt46rV69iampK165dmTBhAh06dGDq1Kn3PZ57oVQqmTFjBs888wxz5sxh586dxMbGkpubi4uL\nC4GBgXTt2pUnnnjijsu2t7dny5YtrFq1ioULF3LgwAESExNRKpX4+vrSvHlzevXqxeOPP15oP19f\nXw4cOMCUKVPYtGkTycnJWFtbM2DAACZNmkRg4P35neG9997DysqKRYsWce7cOS5evAhAYmLifSm/\nOrjbHAB8//331K1blz///JMLFy4QHR0NFJ6ScMyYMdStW5evvvqKI0eOoNPpaNCgAY899hhvvfUW\nS5eWPMBPVZCrHFEpQlrWIaRl4VGSnutbj0Fvbea3dWcLOmAN7OJdZN/9J+NRKKB/R8/KCLXWaR1S\nh9YhhXMz4Ll6jBq0mT9/O3uzA9bC89Rvas+0nzqhUCgA6P2oL890WsvmVZHSAauChNRpSkidwl+Y\nnqvXnUGbP+C3s5t40i+E+OwUfju7iUFe7fii7c2bEj5WrkwLXcy/sUeLjJYl7r/Pji6juYMfOoOe\n5NyMQutmnPgTG7U5i7r9Dyu1GQAe5o5MPjSPXXEn6eTauCpCrlVKy8+bTYfwUavnUSuNeHnnLM6n\nxlZRlLVTSblxNLNhQ59p+NvcHI3xqXohvH3gV/6M/I+RAQ/jZeVSFSHXKqW1ne86jCyyfXMHP0bv\nmcPWy0fp71m0Y724f0rLzQ3nUmL4I3w7IwMf5uuTqys3wFqurPxYqc0Z6N2uCiITUHp+fju7mYMJ\nZ/mjm3QYqQol5cbcyKTYNrMy6j8s1WZ0q9O8EqOsvUrKj1av4/eI7fTxCObLW76T9q0bTLcN/2Nt\n9D5pT5Xg6Fef4dC0OQadjtyU5ILlSSePc+mfjQSMGEmTUeMAqPf405jY2XN2wa/4P/Ustg0aVlHU\nNZ9TUDB1e5U8osiJr2egtrah26+LUFvmd14wd/fg0NTJxO3ZhWv7TpUVaq3j5BVM3cYl56Zpzzdp\nNegjlCo1Oxe+TOrV85UYnSgtP2aWjvQZtQEbF/+CZfVaP8WBlW8TGfonAV1HYuVQfIcTcX+4BTvh\n17duiev7fNehyDKX5g5sGr2HqK2X8e8v93oqSl2n4HKNZJWQco4j4X/QIXAku05+XQmRCfHge/nl\nlwtGobrd1KlTS+z0tH379hLLNBgMpb7m5MmTmTx5cpHljo6OzJkzhzlz5hS7X1RUVLHLvb29S3zN\nYcOGMWzYsGLXzZs3j3nz5pUaa3m2admyJb/8cv8fMlAoFAwZMoQhQ4bc0X4+Pj4sXLiwxPUl1VVI\nSEiZubtBqVTyxhtv8MYbJQ/GUNr75062KU5pOb+Tskt6T91wtzkwNTVl2rRpTJs2rdTtBg8ezODB\ng4tdd6/v3ftN5m4RVUalUuLmaE5apqbEbXI1+SNltQ50xs2x6BN8omKoVEqc3MzJTLuZm6wMLbb2\nJgWdrwAsrNSYmRthYirDOlcmlVKJm7k9aZosAI4kRaA16Oh3243ufp6tAdhw8UClx1jbHIg/y98x\nh5jc4qki69I12eyOC2OAd7uCzlcAg7zbY2Fkwl8XD1ZmqLVSafkBcDGzQ62UPulVobTc2JtYFep8\ndUNP9yAAwtOuVHh8tV1Zbac4Hhb5QwSn5WVVVFiC8ufmwyN/0NOjBa2c6ldSZALKnx+tXkemRp42\nrmyl5Udv0LPg/GZ6ugfRzMEXrV5Htja3CqKsne70cyc+O4V98Wfo5R6EiUpdwdGJ0vKj1evI0eXh\neNsUxA6m1igVCkwlPxUu/tABYjb/TYuJRW/OJB4+BIBn336Flnv27QcGAxf/2VhkH3F/aTIz0Gu1\nRZdnpBO3bzfe/QcUdL4C8B4wCCNzCy7+81dlhlkraXIz0OuK5gbAzNoFpZy/qlRJ+TGxsC/U+eoG\n94CeAKQlhFd4bALyMjTotfpyb2/tkT+tal6ajNBc0XI1Gej1xZ/bbth85EPqe/SkrlOrSopKCCGE\nqB3kbqOoVFk5WnLydKRnadh6MJadoVd4qEPJT0rsOHyFtEwNAzrJExEVLSdLS26Ojsx0Dfu2xnJw\n5xW6PHQzN03bOLHr7xjWLDhHm27u5OXqWLvwPJnpGgY9Lzf1KlqWNpccXR7pmmy2xh5l55UTPFQ3\nv4NVni6/o9ztP2qbqYwBOJUcVamx1jY6vZ7poYt5zLczDWyLjgR3LiUGrUFHEzvvQsuNVUY0svUk\nLOViJUVaO5WVH1F17jY3iTmpANibWFZUaILy58dgMJCcl4FOrycq4ypfHluBSqGkjbOMolBRypub\nvy4dJDQpnL/7fkRsZs0Z0rq6K29+ojLiaPrna2j0WhxNrXnctzOjAgdIh+AKVlZ+wlMvczU7hQa2\nHrx7cB4ro/ag0WtpYOPBuy2eoq1LoyqIuna4m+uCDRcPoDcYGODVtoKjE2Xlx9TImGb2vqyM2k1z\nBz9aOdUnTZPFd6fWYaO24Am/LlUQde2h1+kI/WQ6vkMew7Z+gyLrdZr8G90qE9NCy1Wm+X8nh52s\n+CBrsQPvTUKblYlCpcIpKJhmb/4P+8AmAKScP4dBq8UuoEmhfVRqY2wbNiLldFhVhFxrHFg5CW1e\nJgqlCievYJr1+R/27k3K3lFUirvJT056/vceE3P7UrcT927bpANoMrUoVArcgp1o979mODcpXO8G\ng4Gc5DwMOj0pURns//IYCpWCOm1kSs+KtOHAJPK0mSgUKuo6BdOt2f9wsy/cdk5f+ovYpFBe7vs3\nqZkyE4AQQghxP8mvu6JSfTLvKEs2RQCgVCro1cad919uWeL2a3dGY6xW0qd9yZ20xP3x4ydH2bjk\nZm469HJn5Ps3c/P6e0GkJucxZ/oR5kw/AoCNnQmfLgghoIVjlcRcm3xydClLIrYDoFQo6OXekvdb\nPgOAr5UbAIcTwwvdFDqUkD80+tXsZETF+SNiG7FZScxrPKHY9fHXO4s4mdkWWedkZlOQJ1ExysqP\nqDp3k5s8nZZ55zbjYeFIE3ufCoxOlDc/iTlptF87vuBvVzM7ZrR9BT9rt4oOsdYqT25ytHl8enQZ\nw+v3wsPCUTpgVaLy5MfT0om2zg2pb+tBtjaXvy8dYk7YeqLSr/J1+9cqMdrap6z8RGVcBWDe2c3Y\nGFswPXgoAD+EbeCFnTNZ2fM9GtrKd9OKcDfXBWuj9+JsakM76RhX4cqTn6/avszYvT8wYf/cgmV1\nLZxY0n0SnpZyo7UiRSz7g6wrsTSeO6/Y9dbe+dfNiUdCsfS4eQ5LuD4yVvbVqxUeY22kVKvx6Nkb\nt05dMLG1Jy0inDPzf2Hr80/RfeFS7BoFkpMQD4CZk1OR/c0cnUgIPVTZYdcKSiM1HoG9cavfBRNz\ne9Liwzmz+xe2zn2K7q8sxa5OYFWHWKvdbX502jzO7Z2HhZ2HdKSrQCq1Et/eHnh2ccPU3oTk8DSO\n/XKG1U9tZfDS7jgF2hVsm52Yw/z2awv+tnA1o8eMttj5WRdXtLhHKqWaBh698XPrgrmJPYlp4ew/\n8wuLtj7Fc92X4mqX33Y02hy2Hv2UVvWHY2vhIR2whBBCiPtMOmCJSjWsf336tPMg/lo2G/dcQqc3\noClhmNr0LA3bQ6/QJcgNawvjSo609hk8rD6d+niQFJ/Nzo2X0OsMaDU3c2NiqqKujxVOLma06VqH\nrEwNq+adY/rI3Xz5RzfcvaxKKV3cq2H1e9LHoyXx2SlsvHQQnUGP5vowwoH2XjSz92XumY24mNnS\n1qUREWmXef/QQtRKFTm6kqf5FPcmOTeDr0+uZmTAwziYFv/jQa4u/2lj42JGtDBRqsnRybDbFaU8\n+RFV425zMy10EeFpl5nbaRxGSpn+tqLcSX5sjC2Y1+VNcvUawpIvsikmlEyZrqvClDc3P57ZiFav\n5dVG/UrcRtx/5c3PJ61fKPT3IO/2vHtwHksv7GRYYi9aOPpVdKi1Unnyk3X9/JWhzWFN76m4XR89\noZ1zI3psfJu5Z/7iq7avVFrMtcXdXBdEpsdxMjma4fV7oVQoKzjC2q28+bFQm+JvXYcWDn60c2lE\nQk4aP53eyGv/zeaP7m9jbyK/GVSE3JRkTn73NQEjRmJq71DsNm6dQjCv486xrz7FyMwUu4DGJB0/\nxolvZ6IwMkKXK9PhVgTH5kE4Ng8q+Nu9a3c8evXhn0f6c/zrr+jyw6/ocvM/d5TGRX/3VJqYSG4q\niKNnEI6et+SmUXc8Gvfhn9n9Ob75K7o8/2sVRifuNj+h66eRFh9Op+fmolTJba+K4hrkiGvQzYex\nfbq749fHg2X9/2H/V8fp/+vNUS9NbIx5eF4XtLl6EsOSidwUgyaz9GnxxN3zcAzCw/Fm2/F3704D\njz788k9/th//iie75LedvWd+RK/X0r7Rq1UVqhBCCFGjya9UolL5eVjToZkrg7v6MHdyZ7JytIz4\neBcGg6HItv/svURuno4Bnb2qINLax9PPmqAOrvQc7MP0uZ3JztIyZcTN3Hw4Zg/xl7OY8HkbOvWt\nS+9Hffl8UVc0Gj3zZpyo4uhrPj9rNzq4BjLYpwNzO48jS5vLiF3fFORndoeRNLSty6SDv9F1/URG\n7PqGvp6taGTribmRSRVHX3PNPLESG2MLnvPvUeI2JtengszTF/2BIVevwVQlHUwrSnnyI6rG3eRm\n7pm/WHphJ+MaDyakTtMKjE7cSX6MVUZ0cA2kW53mjAocwNSWz/LOwd/YevloxQdaC5UnNzGZifx8\n5m/GNxmChdq0xO3E/XcvnzsvNOgNwJ6rMtVQRbmT67aWjvUKOl8B1LFwoKWjP6GJ4RUeZ210N21n\nbfQ+AJl+sBKUJz9avY7nt3+Jldqc91s+Sy+PljxTryvzQyZwKTOen8/8XYkR1y4nvp2JsY0N/k8/\nV+I2KhMTOn83F2NbW3aPH8X63iHsn/wWga+OxNjaBiNz80qMuHaz8vTCvWt34g/sQ6/ToTLJ/71G\nn1f0wSx9bm6RaSNFxbFy8MK9YXfiL+xDr9dVdTjiNmXl58yuuVw4tJTG3cdRp0FI5QdYy9l4WeHd\n3Z3YffHodTcf6FYZq/Do4Ip3tzoEjwqk09SWbH/nIFFbL1dhtLWLvZUX/u7duRif33ZSMmPYf+Zn\nujQZj7HaoqrDE0IIIWokeRRAVKk+7ery3g+HiLycjq974Scp1+26iJW5mq7BdaooutqtU5+6fP3e\nIWIi0zEyUnJoZxxjPwwutI21rQmBLR0JOyzT2lS2PnVb8t6hBUSmx+Fr7YaruR1Lur9DVPpVEnJS\n8bZ0wcnMhg5rxuNj5VrV4dZIUelXWXphB5ObP0V8TkrB8lydBq1BS0xmIpZGpjib2gCQkJ1SpIyE\n7FSci5maUNy78ubH1sSy6oKspe4mN39G/scXx1bwlF8IIwMfroKoa497bTtBjvVwNrVhbfQ+utVp\nXjlB1xLlzc3XJ1bhYmZLG+eGxFyfejDh+nS413LTiclMpI65vYwYc5/da9u50dknNS+zMsKtdcqb\nH5fr12XFjfLjYGJNWPLFSoq49rjbtrMueh++Vq40tveu3IBrmfLm53TKJc6lxjKp+ZOF9ve2csHP\nyo3QRJl2vSKkR0dxYcVSmk+cTE58fMFyXV4uBq2WzNgYjCwtMbGxxaaeP31WbSQtIpy8tFSs/eqh\nMjHl6Ocf4xzcugqPovYxd3VDr9Ggy87C1Cl/es7shIQi22UnJmDmJNN3ViZzGzf0Og26vCyUpjJq\nX3VTUn4iQ//k2KYv8Gv9FIFdR1ZhhLWbpZs5eo0ebZYOY6viv2u6Bjli7mzK+bXReHeTez6Vxdrc\nDZ1eg0aXxa4TX2Nl5oKncxtSMmMAyMzJ/wzKyr1GSmYMNuZ1UMjvBUIIIcRdkw5Yokrl5OU/sZKe\nVXiKtPhr2ew7Gc+Qrt6YqGWKoaqQm5Ofm8x0DXp9/ihLel3Rkcp0WgO6YpaLinVjWsF0TXah5d5W\nLnhbuQBwPjWW+JxUhvh0rPT4aoOr2cnoDQamH/md6Ud+L7K+6/qJPO/fg7GNB2GkUHEiOYqHPG/+\nsJ2n03I65SJ967aqzLBrjfLm592gp6sgutrtTnOzJfYIkw/Oo5dHEFNbPlvZ4dY696Pt5Oq1ZNz2\n+STuXXlzcznrGtEZ8XTb8L8i20w9vBCAw4NnY20so13cT/fadi5l5P/oLVN0VYzy5mdck8GolSqu\nFtNx/mpOiuSnAtxN2zmaFEF0RjxjGw+qxEhrp/Lmp5mDLwB6g77INhqDDq2+6HJx77Ljr2LQ6zny\n6XSOfDq9yPr1fbri/+zzBP3vXQAUCgU29fwL1l/euR2DXo9L2/aVFrOAjJhLqExMMDK3wKZefRRG\nRiSHncCzz0MF2+g0eaScOU3d3n2rMNLaJyP5EiojE4yMZVSY6qi4/MSe3sLB1ZPxCOhFy/5Tqy44\nQdqlDFQmKtQWpd9y1OXqycvQlLqNuL9SMi5hpDLB2MiCtKzLJGdE8/2GbkW2++fwVADGDz6MqXH5\npgUXQgghRFHSAUtUiqSUHBxsCw+brdHqWb09ClNjFfU8Cl/Qbdh9Eb3eINMPVoKUpBxsHQrnRqvR\ns2V1FCamKrzqWZObo0OpVLBj4yX6PeWHQqEAIOFKFicPJRDY0rG4osV9kJSTVuQJfI1ey+qoPZiq\njKlnXfzTQnqDns+PLcdMZcxTfiGVEGnt42/jzpwOo4osn3liFZnaHN5t8RSels5YGZvT3qURa6P2\nMjLgYSzVZgCsid5DpjZXOmBVkPLmR1S+O8nNgfizjNv7A62c6vNV21dkxJ5KUN78ZGlzUQBmt01z\n+/elQ6TmZdLYzrtyAq5FypubdE0WybkZhbY5lxrLrJOreLlhX1o4+GFmJNPf3m/lz082xkojTFTq\ngm0MBgNzwtYD0Mm1caXFXJuUNz+WajO6uDVl2+VjRKRdwc/aDYDwtMscSQznSb8ulR16jXc312zr\novcD8LBMP1jhypsfzfXp1tdfPEBntyYF2526Fk1kehxP+ErbqQg29fzpMGtOkeUnZs9Em5lJi/+9\ni2Vdz2L31ebkcHL2LEydnPF8qH9Fh1or5VxLwtTeodCy5LOnubxtK64dO6NQKjG2ssKlTXui1q8l\nYMRI1Bb5o/1Fr1uDNiuTur2kA1ZFyMlMwtTittxcOc3lM1tx9c/Pjag65c1PfOQB9i4dh5NXK9o+\n9pXkrZJkJ+Vgdtu9hMTTyURtvYxnZ1cUSgWaLC0oQG1W+PZjxN+XyE3Nw6mxXWWGXGtk5SRhblq4\n7VxNPs35y1vxc+2MQqGkc5PxZOcmF9omIfUcO0/Oom3Dl3F3aIHayKwywxZCCCFqHOmAJSrFez8c\nIiNbQ6sAJ1zszUhIyWHtzmguxKYzaVhzLMzUhbZfuzMaF3sz2gTKzfGK9vV7h8jK0NCklRMOLmYk\nJ+SwdW00ly6k88qk5phZqDGzUNPrUR/+XnaB/w3dTodeHmRnali3OJzcHB1PjmhU1YdRY713aD4Z\nmhxaOdXHxcyOhJxU1kbv40L6FSY1fwILdf4X3umhv5Or09DIzhOtXsu66P0cvxbJ521epM5tP1qI\n+8PexIqeHkFFls87txmg0Lo3mjzC4/9+xDNbP+MJvy7EZSfz69l/6OgaWOgGhbh/7iQ/Z1Iu8W/s\nUQAuZsSTrsnmu1PrAGhoW5fu7s0rPN7apLy5ic1M5NX/vkGBgj4ewfx96VCh7RvYetDQtm7FB1zL\nlDc/YckXGbb9Sx7ybIWvlRtKhYIT16JYG70PDwtHnq/fs1Ljrg3u5Lx2uxujXTWx9yl1O3H3ypuf\n/fFnGL/3R/p7tsHL0pkcXR6bY0M5nBjOE75dCLSXB1Aqwp1dtw1h79Uwhm77nKH1ewCw4NwWbIwt\neLWRdFK43+703KbT69l46QDNHfzwks70Fe5O8tPBJZBVUbvJ0GTT0TWQhJxUFp7/F1OVMcPkuqBC\nmNjZ49G9aN2eWzQPoNC6PW+OwdTZGRvfemgyM4hctYKMmEt0/m5uQacfcX/tfWscKhMTHJsHYWLv\nQFpEOBF/LkVlZkqz8RMKtmsy5g3+fe5xtg5/Br9HnyA7Lo6zC37FtX1H3Dp2rsIjqLn2LhmHSm2C\no2cQJhYOpCWEE3FwKSq1Kc163cxNStwZYk//C0BG0kU0Oemc2vYdALZuDXFv2L1K4q/pypOfzORY\n/lv8KigUeDTuw6WTfxcqw9a1AbauDasi/Bpv07i9GJmocA1yxMzBhOTwNMKWRmBkqqLthGYApEal\ns27Ydvwe8sTO1wqFUkH8iWucXxuNlYcFTZ+vX8VHUTOt3jsOI5UJ7o5BWJg4kJgWztGIpahVpoQ0\ny287dZ2Ci+xncn20Kzf7JtT3kGs2IYQQ4l5JByxRKR7q6MnyLRf4/Z8IUtJzsTBTE+hrx8TnmtG9\ntXuhbS/EpnEyIpkXHq6PUqmooohrjy4PefL38gus/z2CtJRczCzU+Afa8eLEZrTrfjM3Yz5oiW9D\nW/5ZfoHfvjoOQP0m9rz1RRuatJYfvivKQ56tWX5hF79HbCMlNxMLtSmBdl5MbPYo3d1bFGwXYOfJ\nvHObWXdxHwoUNHPwYUHIBNq6SOe46iDQ3ov5IRP44tgKPj66BAsjUx7z6cSbTR+p6tAEcCo5mlkn\nVxVaduPvwd4dpANWFYnJTCyYZnVq6KIi60cHDpAOWFXI1dyOXh4t2Xv1DKui9qDR63A3d+BZ/268\nFtAfOxO5kSdEceqYOxDs5M/m2FASclJRosDP2o1pLYfK6ErVhL+NO4u7vs3nx5czJ2w9ChS0c2nE\n/5o9jqu5PK1f1fZcDSMxJ43XpDNctfNDx9H8fPZvNlw8wK64k6iVKoKd6jOu8WB8r48mJ6qOXWBj\nIlf/yYXlS1CZmOIYFEzbz2Zg1zCgqkOrsdy79SB6w1rOLvgNTWbG9Q5zvQh8bTRWnjc7XNsHBBIy\ndz7HZn7B0c8/xsjCAp/Bj9F03JtVGH3N5h7Qg+hjazm7+zc0uRmYWNjjEdCLwG6jsXK4mZvky6c4\n+e+sQvve+Nu7xWDpgFVBypOfzOQYNDnpAISum1qkjMCuo6UDVgXx6eHO+bXRHPvtLJoMDab2Jvj2\n8iB4dCA2XvnTdVu4muPby4PYvVc5uyoKvUaPlbs5jZ/1J+i1AEztTMp4FXE3/N17cCp6LQfO/kae\nJgNzE3vqe/SiY+Bo7K3kQR8hhBCisigMBoOhqoMQD67wVU9WdQjiOttOs4ssC00pOlWAqBpBtrNR\nqVTY2dmRnJyMTqcjZdS6qg5LALazHy6yTHJTfUh+qq/icgOSn+pC2k71Zjv7YbkuqKbk3Fa9ybmt\nepP8VF+Sm+qtuOuCUXEpVR2WuG62q22RZZKf6qHY3PyYUulxiOLNHmFbZJnkp3ooLjcAU+ReQrUw\nzTb/Ps+t1wZfvJZUxVGJGz5eUq+qQ6jWNoU/WPeMe9VbUtUhCCFqIJkYWwghhBBCCCGEEEIIIYQQ\nQgghhBBCCCHuknTAEkIIIYQQQgghhBBCCCGEEEIIIYQQQoi7JB2whBBCCCGEEEIIIYQQQgghhBBC\nCCGEEOIuGVV1AEIIIYQQQgghhBBCCCGEEEIIIYR4MPWqt6SqQxBCiConI2AJcYs/t0biP2QpISPW\nVXUoQgghagn/pS/gv/QF9sefqepQhBBC1AJ/Rv6H/9IXCFn3VlWHIu7QNydX47/0BZ7Z+llVhyLE\nA2d//JmC624hhHgQrPsyhKXv+hMZ+mdVhyKEEEIIIYQoJxkBS9Qo3yw5ybfLThVZrjZSYmdlTH0v\nW/q282BwVx/URtL/sKoZDAZ2/R3DtnXRhJ9KJiUpF6VKgZ2DCfbOZjRoak/jYCeat3PBwkpd1eHW\nSgaDgWE7vmLP1TA8LBxZ33saFmrTUvcZs2cOf106hKOpNRv6TMfexKqSoq3ZJu7/hVVRu+94v9ZO\nDVjc7X8VEJH45uRqvj21FgBTlTFb+n2Ci5ldsdvGZCbSdf1EABZ1nUgb54aVFmdtdGtuAGa2G0F/\nzzal7vPSzlnsuHK84O9t/T/Hw8KxwmIU+e7lJuinrV/gEZ+O9zEacavb29ENaqURdsYW1Lf1oK9H\nKwb7tEetlK+VlUlyU72VlB9jpRF2JlYE2nkx0Kstfeu2QqFQVEGE4obUvMz/s3fX0VFcbQCHf2tJ\nNu5CnJBAggd3d4cq9UKFAm2p0FKhLl+NFlqoCzUoTpDibhGCBpIQd3dd+/5YWJJG0YTkPudwTti5\nM3Nn3p2ZuzPv3MuAzS9QoVEBsGv8R3hZODVxrQSNVsuO5FD2pZ7mVE4sORWFlGsqsVCY4m3hRE8H\nPyZ79MXP2q2pq9qqnVu+lPMrlgFw79noJq6NAPr7N8k7/yVhWxB5F85TkZuDRCrD2M4OpYMjtp26\n4NCjJ059+qEwF/dpbiedTkfy+X9JOB1EXup5Kkoux8bMDqWFI7ZuXXDw6olT234oTERsbqfVb/he\n97y9p3+Md+CMm1gb4UaFLD1H6DL9s6E50fc2cW1atvziJH7aMYlKdQm9/B5jZPfX6ixbXJbJD/9O\noLwyny7edzGh90e3saaCIAiCcPuJu7FCi2VvfTVJpKRMRWZeOZl56Rw+lc6qnTH88tZQrMyNmrCG\nrVtxYSXvzDnMmeAsw2cyuQRjpYLMtFLSkko4H5bN+l+iePHj3oye4d2EtW29JBIJH/d+nAn/vkly\nSTYfnVrN+70eqbN8UMJxtieFAvBBr0dF8tVNZKFQYm9i2aiy5RoVxaoyAIxlInnxdijXVLLs3OZ6\njw+h6ayLO1xvAlZGWR6H08/dxhoJV9R1XitVV1Cqrqi3jIlMtONul6oxKFGVk1leQGZ6AYfTz7Mq\nZj+/DH0RKyOzJqxh6yVi07xVjU+RqoyMsjwyyvLYm3qK9fFH+GbAPNFWa0KbE44bkq8A1sYd4qUu\ndzVhjYTw7BheCf6RuKIMw2cKqQwzuQn5lcWEZRcRln2J7y5sY7RbD5b0fQojmbi1KQiVhYUcfm4O\nWaHBhs8kcjkKEyWl6WmUJCeRHR5G1O+/0Pu9j/GeKpJGbpfKskIO/zmHrPgqsZHKUSiUlBakUZKX\nRHZiGFFHfxEJPU3AxLz2l67UlaWoK0vrLSNr4AVVQWjJrM3dGdZ1ITvC3iI0+jfau43C3aFXrWW3\nhbxGeWU+Vqau9SZqCYIgCEJLIe5SCC3WsZ+nVPt/alYJy9dGsHpXLGdj8njvp5N89lzfJqqd8OnL\nJzgTnIVUJmHao35MuM8HFw9zpFIJGrWWhEuFhB5MY19QYlNXtdVzMbXlze4zWRj8E6tjDzDKrTtD\nXLrUKJdZls+7J/8E4C7vgQxv0+0217RlezNwJm8GzmywXIVGxcy9H3MmNw5TuTGvdL3nNtROAH2S\nz6wOY/C2cG7qqgiX2RibU6FRcTQjgrTSXFxMbWsttzH+KBqdFjcze5JLsm9zLVu3Y1O+rPXzqj3I\n1FVGuH3+G4PUkhyWRwSxOvYgZ/Piee/kX3zW94mmqVwrJ2LTvFWNj1anJaYwjQ/CV3Ek4zwH0s6y\n5OwGXu0m2mpNZU3sIQAe8h3B79F72BB3hAWdpiOTit6ym8KelFM8e3Q5lVo1NkbmzOowhjFuPQ29\nkmm0WiLyE9iRHMafl/axMzmMck2lSMASBODE6y+TFRqMRCbD78FH8bn7PszdPZBIpWjVagpjLpF2\n5CCJ24Kauqqtzol1L5MVH4xEKsOv36P49LoPc9vLsdGoKcy6RFr0QRJPi9g0hSmvHqv183N7lnJ+\n37J6ywhCaxfYbiaRyTuJzzjClhOvMGvsFozkptXKnIpZTUzaAUDC+N4fYawQL2sLgiAILZ+4SyG0\nGm0czHh/Ti8S04s5djaTbUeSeOfJHpgpxRvHt1tKfBHH96YC8OiCztz7lH+16TK5lLYdrGnbwZp7\nnvSnolzdFNUUqpjmPYBdKeHsSjnJ6yG/snXsezV6U3g95FfyK0twM7Pn9e73N1FNhcWhKzmTGwfA\nx71n0V4MzXHLuZjaYqUw5WJBMp+fWcfXA+Y2dZWEy0xlxgx16cqG+COsjzvC3I6Tai23Lu4wANO9\nBrD0/KbbWUVBuCO1MbPj/V6PklicxbHMC2xLCuGdHg81OEyxcOuJ2DRfUokUXytXvhv0LBP+fZOE\n4kxWxeznpS4zkEtlTV29Vud8bgIX8hOxVJjyStd72Jd6muSSbPannWGEa7emrl6rE1+UwUsnfqBS\nq6adZRt+HvJCjcR5mVRKZ1tvOtt6M7v9WBaF/NJEtRWE5qUoIZ7U/XsB6DxvAf6zn6o2XSqXY92+\nA9btO+D/+JOoy8ubopqtUlF2PKkXL8dmxAL8h/wnNjI51s4dsHbugP+gJ1GrRGwEQbizTOj9ET/+\nO578kiT2nvofY3u+Y5iWX5LMnlP64QYD2z2Al1O/pqqmcBs9c+m+pq7CNVneblVTV0EQhBZIJGAJ\nrc6g7i4cO5uJSq0lPq2Yjm1t6ix7+FQ6vwRFcjYmj9JyNe5OZkwc6MHsKR0wNhI3ya9XzIV8w9/9\nRrg2WN7YpPqp6uGhQWSklPLix70ZNNaNf364yNFdKWSklFBWoua3fRNxdhNDrdxs7/V8mLDsaDLK\n8nk77A+W9Lt642hN7EH2p51Bgn7IQnOFsglr2nr9FrWL9fFHAJjjP4Fx7j2rTV944ic2xB9hmtcA\n/tf7cdbEHmJ9/GFiCtPIryzh496PM8N7YFNU/Y4mRcKLXe7iiUNfsiM5jNM5sXS1a3tdy8oqK2B5\nRBD7086QWZaPpZEp/RwDmNtxEj6WLje55q3DDO+B+gSs+NoTsEKzoogrysDdzIFeDn71LqtCo+Kv\nS/vYnhRCTGEa5ZpK7E2s6O3gx2PtxxBg43GrNkOoRV5FMX9c2sv+1NMkFGdSpq7AwcQKLwtnRrkF\nMtmjDxZGpg0vSLhug1w6cSzzAiqtmvjiDDraeALVrzef9JlV67zr4g7zavDPuJrasX/Sp7ez2q1C\nXbGpzbnceL6/uI3QrGjyK0twUlozyjWQuR0nieELbwFjmYJx7r349sJWStTlxBam4VclYf5A2hl+\njtzJ2dw4NDotHmYOTPLsx2PtRzVhrVueNXEHARjv0RtjmYJpXv1Zdn4z6+IONZiAtTslnN+idnE+\nL6FGjFZEbGHZ+c30dmjPn8NfuQ1b0jIsObueYlUZxjIFywfOq7PX0iusjc1ZMXA+Op2u2ucxhWl8\ncz6IY5kRFFaW4qi0ZphLV57pOPFWVl+oIjPkBPsefxCAe89GU5SYwIUfVpB+7AgVuTkY29jiMmgI\nHefMx9RJ9Bx8M+RfvGD423X4iAbLy02qJ2UHjRlKaWoKvd/7GI8Jk4j+4zfit2ymOCkBqUyGTUAn\nOjz2BC4DB9/0urd0+elVYuPfiNjUkzCvqijmwoFvSY7YSWl+KjIjUxw8e+A/+Cns3LvdjOoK16i8\nJIfoo7+RGrWfktwkNJpKlBaOOHr3pf2Ax7Fy8m3qKgrCLWdp6sLIbq+zNWQR4TF/095tFN7OA9Hp\ndGw98QqV6hJszD0Z3nVhrfPnlyQTEvkr8RlHKChNRafTYmnahrbOA+ndfhZWZm1u8xYJgiAIwo0T\nCVhCq1P1Bp1Wq6uz3J/bo3nnx5PodGBppkCj0XIpqZAv/z7HzuPJrHxnGFbmRrejyi1aVnopHu0s\nr2vewvwK5k3bRXJcEQqFFGOlSIq7lexMLHm/5yM8c+RrtiSeYLRbIOPce5FSks2Hp1YD8IjfSPo4\ndmjimrZOJzIj+fjUPwAMcenC852n1VNax/yjy9mRHIZUIsFCYYpUIrk9FW2hhrbpQm+H9gRnRfLZ\nmbX8Pqz2Gwv1SSrOYsGx78gqL8BEZoRCKiO7vJCgxOPsTAlj+YB5DHbpfAtq37L1dvDDw9yRxOJM\ngjMj6e3Yvtp0Q+9X3gOQ1HMcpJfmMevgF0QVpACgkMowkRmRWprDxoRjbE48zuvd7udhv5G3bmME\ng0Pp51hw7DsKKksAkEtkWCiUZJbnk1Kaw5GM8ziaWDHKLbCJa9qyVX3urdVpm64iQg2Njc3mhOO8\nGvwTKq0GC4USjU5Dckk2v0Tt5HD6edaMfF30nnULOCuvvgRUrL7a20XV4VcBLBWmXCpM49Mza9if\ndpoe9uJB3s1QoVERlHACgGle/QGY6tWfr88HsS/1DNnlBdibWNU678enVvNT5A7D//8bo54iRtcs\nu7yAf5NDAZjs0feahvOu2nY7mHaWOYeXUanV96BtJjcmq7yA3y/tYUdyKAs6T7+5FRcalBF8nMPz\nn0ZdWoLczAydTkdZZgax6/4h7dABRv61ViRh3WSl6elYtm13XfOqS0vZ++hMcs+cRipXIDUyQlVc\nTGbwcTJDTtDrnQ9oO+3um1zj1qO0MB1Lx+uLTWVZIbtWzKAoOxapTIFMbkxlaR4pF3aTenEvPae+\nT9seIja3U/qlIxxd9Syq8kIApDIFUpmCkrxk4vLWknB6Ez2nfoB39/ruzQlCy9Cl7V1cTN5BTNp+\ntl8Bq2wAAQAASURBVIW8xuyxWzkdu5bErGAkEikTe/8Phbzmy9rn4jexLeQ1NNpKAGRSIyQSKblF\nseQWxXImbh3TBiyjrfOg271JgiAIgnBDRAKW0OocPpUOgEQCbk61v9GdW1jBB7+cYmw/dxY92g0X\ne1PKK9Ss3x/PBz+HExGXz6Jvgln+iugp5nr4dbZFItE/GPrh41M4LRuAm/e1j//9x7LzKE3lvLV8\nAL2HtkGukJKVVoqFtUiMu1VGuQUyzWsAG+KP8Fbo7/Sw92VR8C8Uq8rwsXThpS53NXUVW6XUkhye\nPboctU6Dt4UTS/o+iVQirbP8zuQwKjRqXu16D/f4DMFCoaREVU6JWnR3fyNe6nIX9+z5gOOZFzmY\ndvaak6U+PLUKC4Upvwx5kQFOAUgkEk7nxPJ6yK9EFiTz3LFv2Tb2vQZ7BBCqk0gkTPcawJfnNrA2\n7nC1BKxSdQXbk0KQSiTM8B5IYnFmrcvQaLXMO/INUQUpWCiUvBX4IOPce2Ekk5NYnMn74X+zL/U0\n74f/jaeFI0NcutyuzWuVzuclMOfwMio0KnwtXXml2930dwpAIZWj0Wq5kJ/IlsQTImnkNjicfg4A\nCRLczByauDZCVY2JTW5FEYuCf2aa1wDmdZyMi6ktZeoK1sUd5sNTq4guTOGHi9sbSOoWrkdyabbh\n7yu9jO1JCTckX41z78mibvfhYmpLubqSdXGH+eDUKiLzk5ukvi3Nv0mhFKpK8TR3JNBe/zDcw9yR\nHg6+hGZFsSH+KE90GFdjvi2JJwzJV5M8+rKw6904m9pQoVGxMf4o74X/ZUjUFhrveOZFtJezRq83\ncTqtNJfnjn1LpVZNBys33u/1KF3t2qLVaTmcfp7XQ37lo8svDQm3z9EF83Ds3ZeuC17Gsq0PGlUl\nKXt2E/L2a5RlZnDmq8/p+6HoBfNG2XbqzJWbbKc++5gBXyzDwsv7mpdz7puvkJmYMPCrFbgMGoJU\noaAwLpbgN14h58wpwj/+ALeRYzGyuPb7d62VrWuV2Gz/mAH3L8PC/tpjc37fMiQSKf3vW4qr/yik\nMjmFmZcI3fwWWfHBhG5ajLVLALZtOt6CrRD+Kz89ksN/Po1GVU7bnvfSvv+jmNt7I5XKKMlP5eKh\n77l04k9CNryGlWM7/fdAEFq48b0+4Id/x1NYmsbGYwtIzNS/7NDb7zHcHHrUKB+XfpgtwQuRIKVv\nhyfo3m4mVqb6kVJyi+I4eO5LLiZtZ+PRZ5k1ZqvoCUsQBEG4o9T9dFYQWpjUrBLeWBHCsbP6h6vD\ne7bBxsK41rJlFRq6t7fjyxf64WKvH7rGxFjOzDHtePsJfYNx14kUzkTn3J7KtzDObmaMvUc/PFdc\nZAGzx2xj7pQdfP12GDvWxBIflV9jKIHaVJRreO+HwfQf5YZcoT+dObiYYqIUuaW30pvd78fF1Ja8\nymJm7HqPY5kXkEtkfNpnNsYyRVNXr9UpV1fyzJGvya0owkxuwvKB8xsccqtEXcGibvcyq8NYLC4P\nF2mmMMFRaX0batxydbf3YZSr/qHRZ2fWNeo8VlW5RsVPQxYw0Lmj4W3+rnZt+W3oS1gbmVGsKuO7\nC1tver1bg+neA5BKJOxIDqVEdTXRcFtiMCXqCvo5BtSb2PZvciinc2MB+Kr/HKZ49cNIpr/WeJg7\nsnzAPLratkWHjk9Or7m1GyPw/sm/qNCo8DJ3YvWIRQxx6YJCqo+HTCqlk60Xr3a7l/5OAU1c05Yr\ntSSHN0J+5VimfliV4W26YmNs3sS1EuDaYlOmqWSCRx8+6PWo4RyolBvzoO8IHmqnHyZnS+KJ21Px\nVqRIVUZQwnEArI3M8LZwAvRtB4DeDu35st/ThpiYyI14wHc4b3afSaGqtGkq3cKsjTsE6Hu9qmqa\np/7/a2MP15hHp9Px5dkNAAxw6sjnfZ/A2VTfk5mxTMG9PkN4p8dDhp4ZhcaLrpK0dr3DOX8bsZVi\nVRk2Rub8OvQlw3DgUomUwS6d+WnwAso0FTelvkLjWXfwZ+BXy7Fs6wOATGGEx9jxdJ7/AgDJu/5F\nq1Y3ZRVbBDNXN9pOvweAguhItk0ew457phD2/tvEblhDfnRUo36bqsvLGPrDb7gOH4lUob+3Y+nd\nloHLvkVmbIy6tITUA3tv6ba0NGY2brTtcTk2GZFs+2oMO76ZQljQ28SGrSE/o3GxUZUX0f++pbh3\nGof08u9QS8d2DH7kJ8ztvNBp1ZzbveSWbotwVfi2D9CoyvEf/DS9pr6PpWM7pFL9qAxm1m3oMelt\nfPs9jE6rJmL/8iaurSDcHuZKR0YHLgYgNu0Aak059pbtGNx5QY2yOp2WHWHvoNNpGd3jLYZ1XYi1\nmRsSiQSJRIKdZVum9V+Kb5sRVKiKCY78+XZvjiAIgiDcEJGlILRY/R7fZPi7pExFWYXG8P+2rha8\n/WTNzPuqnrkrAKm05lBEM4Z7s3T1OdJzyth6OJEuvnY3r9KtyPy3e2Bjb8L6X6IoL1VzKSKfSxH5\nhunWdsYMn+zJPU/6Y2Nfew8WPQc5066jTa3ThFvHwsiUj3s/zqP7Pye9LA+ApwMm0Nn22t/iE27c\nG6G/cT4vAQkSPu/7BO0sG34jyMrIjPt8ht76yrVCL3aZwd7UU1zITyQo8QSTPfs2et5x7j1rjZ+d\niSX3+wxlxYWtbEsM4e0eD93MKrcKLqa29HcK4HD6ebYlhXB3W3335evijwBwV9v6e7TcmhgMQHc7\nHwY5d6oxXS6VMb/TZGYf/JKoghQi85Npb+12k7dCAIgvyiA0OxqAF7rMaDDhVLg5+m163vB3iaqc\nMk2l4f9tLVzEeakJ3Whs5gZMrPXzEa7d+TlqJwnFmZSpK1DKa39xRWi8wspSzuXF8+npNWSU5QPw\nsN8opBIpF/OTuFSYCsAzARNr7cn0Xp/BfBMRRMbl9rdwfRKLMzmRGYkESY0ErHEevXgv/C9ii9I4\nmX3J0DsWQER+IgmXe8qcEzCh1mGLp3sNYOm5TaSWihe1rkV+xdWkNWuja0/m1el0bEvSt9XuazcU\nOxPLGmX8rN0Y49ZTJJXeZv6zn0YirXk+cx0+kvCP30NTXk5xYvx1D5knXNXjjbcxsbcnauUvqMtK\nyb8QQf6FCMN0Y1s7PCdMxv/xJzGxt691Ge6jxhqS5aoysbXDrmt3MoOPUxAVecu2oaXqMeltTMzt\niTr6C+rKUvLTIshPqxIbMzs8u07Gf/CTmJjXHht7jx44+fSv8blcYUKHgbMJ3fQG6dGHqCwvwshE\n9FB2K5XkJZMZewyJVE77gbPqLOfVbRrRx1aSEXMUrVZjSNAShJasg/s49pz6iJJyfW+/I7q/hlxW\n83dkYlYIecXxKI1t6Nb2njqX18lrKtGpe4hLP3TL6iwIgiAIt4JIwBJarOz82ofSmjbUi/ee7omx\nUd0/fOQyCT0Dah+qQyqV0KeTI5sOJHA2Rtz8vl4yuZRHnu/MXbPac3xvKmeCs4g6k0tSTCEqlZb8\nnArW/xLFno0JvPvDIDp0rZno1rFH7TcmhFuvv1MAI127sSslHFtjC+YGTGrqKrVKv0TuZFPCMQDm\nd5zMCNfujZqvs62Xofce4ebysXRhhvdA/ok9yJdnNzDOvaehZ56G9HX0r3uakz8rLmwlr7KYpOIs\n3M3FUF/Xaob3QA6nn2dd3CHubjuIhKIMQrOisDIyM/RcVpdzefEA9fao1NfRH5lEikan5WxunEjA\nukVOZl8CQCaRMuQah/kUrl92eWGtn0/z6s97PR8RPWA2oRuJjbWRGZ6Xe1/6L6cqvWIWVJaKBKzr\n5Lv68TqnTfHsxzP++gS4s7nxAMglMno6+NVaXiqR0sexPZsv954lXJ91cYfRoaOXgx9uZtV/T1oo\nlIx07c6WxBOsiT1YPQErLwEAhVRGd7vak0UkEgm9HfzYeLl9LtweSSVZ5F/ueaxfPe3pfo7+IgHr\nNrPr0rXWz5UOjoa/KwoKbld1WjSpXE7nec/T/pFZpO7fS1ZYMLnnzlAYG4NWpaIiN4eo338hYctG\nBn3zA3ada8bGtpbPrrgSs8pCEa9rJZXJ6TzyedoPnEXqxb1kxQWTm3KGwqwYtBoVFSU5RB39hYRT\nGxn08A/YudWMg2Pbul/scro8TafTkpd63vB/4dbISgjT/6HT8u/SmsMVX6HT6l8EV1eWUlmaj4m5\neIFbaPmORqwwJF8BnI5dQ1vnQTXKJWfrj6MKVTHLNg+oc3karQqAgtLUm1xTQRAEQbi1xNPXJrRn\nzx6++uqrBsv98ccfWFrWfIOvIWq1mi1btnDgwAFSU/WNFFdXV4YMGcKECROQy1t2+KPX3wvo34bM\nyitnT0gKn/1xhg374/HzsGL21A51zmtjYYyxou4ELSdb/ZBdOQW1J3kJjWdmYcSIKV6MmOIFQGWF\nhnOhWWxaGc3xvakU5FXw3rwj/LJ7AkbG1WNibVd7z1jC7WGu0Pc6opQZIRdvct12xzIu8L/T/wAw\nyrU78zpObvS8dsbXfk0RGm9+xylsTjhOUkkWf1/az8N+Ixs1n7Oy7h79nKpMy6koFAlY12GUayBW\nRmaEZV8iviiD9XH64YUmevRuMHkk53KCg1M9MTKWKbAxNie7vJCciqKbV3Ghmqxy/UMfG2NzTEVC\nyG0Tfa++y3+dTkdWeQF7Uk7x2Zm1bIg/ip+VG7M7jG3iGrZeNxIbM3ndbWlZlbadWqeps5xQP/sq\nPfEYSfXXiQBrDyZ79qWv09VEkdwK/XXGxti83mtSfW0FoWFanZb1cfreL6d51exJBPS9WG1JPMH2\npBDe6D4TM4X+OMm9fG23NjKv90UGJ1MRo2tlbWxm+Du/srje9lZtcsqvtruc6hlS3VnE5rZTmNXe\no5m0yv1InRiC8KYysrDAa9IUvCZNAUBTUUHWyVCi/1pJ6v69VOTlcWTBPCZs3Y3MuHpbWmFmVtsi\nAZDI9O0CrUp16yrfwhmZWODVbQpe3S7HRlVBVkIo0cdXknpxLxWleRz5ax4TFuxGpqgeG6Vl7Qnz\n+mnOhr8rSkQPjLdaeZG+N0ydTkt5cXYDpfU0qrJbWSVBaBbSc89zNGIFAD4uQ4hJO8DFpO1cSNqO\nv3v1ZMXiMv1xpNWqqiVs1UWtEc/gBEEQhDtLy87AuUNIpdJ6E6xq69q+IWVlZbz55ptERUUBYGRk\nBMClS5e4dOkSR44c4d1338XEpOUnsEgkEhxtldw/ph1tXS156K19fPL7aTr62NCvc90/YIWmYWQs\nI3CAM4EDnPls4Ql2bYgnO72M0INp9B9VvTeR2oaIFITWILkkm+eOrkCj09LOsg2f9Jl9TdeK2oa1\nEW4eZ1MbHvIdwQ8Xt7M8YgszvOsf3k64PYxlCiZ69ObPS/v4J/YgQZd7EBHxubNIENf+piSRSHBU\nWnN/u6G0tXTmoX2f8snpNXS08aSfU929jgi3nohN83RsypdNXQWhikPp5wxDqL8W8iuvhfxaZ9kS\ndUW1YYuvEFehm8/XytXwd0Re4jUnYAmCUDeZsTHO/Qbg3G8AJ15fSPzmDZRlpJN2+CBuI0Y1dfVa\nNZnCGOd2A3BuN4AT6xYSH76BssJ00qIP4hYgYtNc6bRaAEzM7ZnyqujxUhAA1JoKtgQvRKtT08a2\nK3cN/I6gEy8RkbiFnWFv4+nQG1OTq73A6S6/4NPGtiuPjFrbVNUWBEEQhFtGPIFtBuzt7Vm5cmWd\n/ywsrn3s9uXLlxMVFYWZmRmLFi1izZo1rFmzhkWLFmFmZsbFixdZsWLFLdia5q1PJ0emDvFCp4N3\nfzyJRqOttVxeUQWVqrrf9M7I1b+5YmfV8hPYmtK4+3wMfyfFit5EBAGgTF3BnMPLyKssxlJhyrcD\n52OuUDZ1tYT/eMp/PFZGZuRUFPJz5I5GzXPlgWBtMqpMEz2YXb8ryVa/Ru0ivSwPPytXOtt6Nzif\n3eUeTNLLcussU6FRkV+hH/7Gzvja225C4zhcjkVeRTGl6oomrk3r1sexA1O9+qFDx7sn/0Sjvdqu\nll9O9K3U1N1LQpF4E/yWqS82QvNka3z13Fapqbs3mIyy/NtUo5ZpTeyhayq/tkp528vX9rzKBmJU\nWnd7TqhdX8cOSC+/TLIr+eQ1z29ncrXdVd8xklFPW1sQWgOfu+8z/F0UH9uENRH+y6dXldhk14xN\nWWFGnfOWFaYb/jY2E8Pc3WomFvrhiytK81BXljZxbQSheTh0bilZBVHIZcZM7PMJUqmMUYGLMTOx\np7Qilx1hb1crb2ai79VfDC0oCIIgtFQiAasFiouL4+DBgwDMnz+ffv36IZFIkEgk9OvXj3nz5gGw\nf/9+EhISmrKqTWLuPR2RSSVcSipk/f74WsuoNTpCL9Te/alOpyP4fBYAnX3Em5m3ktL0aid9CiNx\nuhIEgEUhv3AxPwmpRMKSfk/haSF68muOrIzMeLLDeAB+itxBbnnDSaQnMi/WOe345WnWRmZi+MEb\n0NnWm/ZWbqi0+gend3kPamAOvU42XoB+6M+6nMi8aBimq0sjkrqE6xNo3w4AjU7LgbSzTVwbYW7H\nycgkUi4VprI+/ojhc0sj/RA2aaV1Jy2ezhEP/m6lumIjNE+dbb0A/XCPodlRtZbR6rT1thWE+uWU\nF7I39RQAy/o/w6npy+v8t27kmwCczLlEbGEaAAE2ngCotBrCcy7Vug6dTkdIVu3xE+pmb2LFGLce\nAAQlniCuKL2BOa7S6XS4mzlgffm6czyz7rbasQxx/Aitm1xpavhbenmkBKF5kBtViY28Zmwy407U\nOW/G5WkSiRQbl4CbXzmhGnsP/fVKp9WQFnWgiWsjCE0vJTucE5E/ATCk84vYWbYFwNTYhrE93wPg\nYvK/XEjcZpjHzT4QgJLyLNJyxX0d4c4xdOhQJBIJb7/99m1bZ3x8vOH5fnx8/G1bryAIN0ZkNLRA\nBw4cQKfT4eLiQr9+/WpM79+/Py4uLuh0Og4caH0/FDydzRk/wB2A5WsiUKlrfyN8xdoItFpdjc/X\n74snLVv/hsv4gR63rqItWHpSMclxDScj7NoQZ/jbt6NIdhOEHy5uZ2tiMAAvdJ7OYJfOTVwjoT4P\n+47AWWlDibqcbyKCGiy/PSnE8JCvqtyKIlbF7AdgvHvvm13NVuflrncxq/0YZrUfw2TPvo2aZ6KH\nfr+H58RwKP1cjelqrYavz28GwM/KFT9rtxplhJvD08KJXg5+AHxxZp3oRamJeZo7Gs5LyyOCDMmN\n/tb6tvbZvLhak7AuFaayMzns9lW0FaorNkLz1MHaHR9LFwBWRGxBq6v5G3Vt7OF6e8sU6rcp4Rgq\nrQYLhZLhbbphpjCp818XO2/aWujjsSZO3wtWgLUHnuaOAHx3YRs6Xc17BZsSjpFSmnP7NqoFWdB5\nOmZyY8o1lcw9/A3pDfQkVlBZwtwj31CkKkMikTDOvRcAf8fsJ7ei5r2G6IIU/k0OvSV1F4SmVpyc\nRFF8XIPl4jZvMPxt49/xVlZJuKw4N4mi7EbEJrxKbFxqxiY7IZTM2JpJWBpVBZFH9IkPzr6DMFKK\n3rJvNQt7Lxy9+wBwdvcSKht42a6iNP821EoQmoZKXc6W4FfQ6TS4O/Skl98j1ab7uY6ko+dkAHac\nfJuScn072dOxLzbm+pcbdod/iEZTWe96yiryb37lBUEQBOEWEglYLdCZM2cA6N69O5LL3bhXJZFI\n6N69e7Wyrc3T0/2RSCA5s4Q1e2q+fa80lhF2MZsXlhwzJFtVVGpYtTOGt77XPywa2duVrr6ia+fr\nER9dyBNjt/Pm7IPs2hBHenKJYZpapeXS+Tw+e+UE63/Wvz3cvostHXuKHl+E1u1Q+jk+P7MOgPHu\nvXjKf0IT10hoiInciGc7TQEw9LhQH2OZglkHl3Ak/bzhod6ZnDge2f8ZeRXFmMlNeMp//K2scqsw\nxKULr3a7l1e73WsYWrAhY9x60tVW/xbfc0dXsDnhuCGZIak4i3lHviE8JwaAhV3vvjUVFwze6D4T\nY5mC+OIM7tvzIQfTzhriodFqOZMTx5uhKzmSfr6Ja9o6PO0/HgkSkkuyDcN7DW/TFTO5MSqthmeP\nrjAkl6q0ananhPPo/s8wlRs3ZbVbhdpiIzRfL3SeDuh7vXzh2PeG5MUKjYq/Lu3jnZN/YKkwrW8R\nQj2uHAMjXbtjJJM3UBrGufcEYGP8UdRaDRKJhGc7TQX07fKFJ340DGlXoVGxJvYgb4auxOpyT0zC\ntfG2cObTPk+gkMqJLkxh8s63+O7CNhKKrg67pdFqOZ+XwJdnNzB8yyvVEnmf9p+AmdyEvIpiHt3/\nOWdz9QkPOp2OQ+nnmH3wS5Qy0eOP0DIVxkSzfcpYDj4zm7jNGyhJSTZM06pU5F04z4k3XiFq5c8A\n2HbugkNgz6aqbqtSmBnN9q/GcnDlbOLCN1CSVyU2GhV5qec5se4Voo5cjo1bFxw8a8ZGYWLBkb/n\nkXRuO9rLw+AWZsVw8PcnKMqKRSKV0WnEc7dnowS6T1yM3MiMouw4dn93FykXdqNRVRimlxamEx++\nkX0/P8yZHZ82YU0F4dY6cPZzcoviUMhNmdD7YySSmo+bR3V/E3MTR8oq8tgR9hYAUqmcsT3fRSqR\nk5wdyh97ZxKfcRSNVmWYL684kZOX/uKXndM5eenP27ZNgiAIgnAzNHzXSbjlCgoKeP7550lJSQHA\nzs6OTp06MXHiRLy8vK5pWTqdjuRk/Y85T0/POst5eOh7bkpKSrq+St/h/DytGdHLld3BKaxYG8GM\n4d4YK2SG6baWxsye2oF3fzzJ1iNJWJkbUVquNvSW1cHLmg/n9mqq6t/x5AoJWq2O4ANpBB/QP5BT\nKKSYmMkpLqik6svE7Tra8NbygUilNZMJBaE1ef/kX2gu94ZwNCOCfpueb/S8x6Z8eWsqJTRoutdA\nfry4g9iimj1b/ddr3e7ji7PrefTA5yhlRkglEkrU+pt4RlI5S/o9RRszkfjbFGRSKV8PmMvjB74g\nujCFF49/z6vBP6OUGVGo0idqSyUSXut2H0NcujRxbVu+ABsPVgycz3NHVxBVkMKsg0tQSGWYy5UU\nq8tQafVDQQ527tTENW0d/KzdGOHajd0p4ayI2MIM74FYGJnyevf7eT3kN07lxDBm++uYyU2o1KpR\nadV0s/Nhimdf3jkpbqTeSrXFxlimaOpqCXUY7daDOQETWRGxha1JwWxNCsbKyIwSVTlqnYaeDn70\ntPfl2wtbm7qqd5zw7BguFaYCMNa9cUkH49x78U1EENnlhexPO8NI1+5M9uzL2dw4fo3axcaEY2xK\nOI6lkSml6nJUWg39HP3pateWby9sFcfadRjlFsjvQ1/mleCfSCjO5LMza/nszFoUUjlmcmMKVaVo\nL98skCBhokcflJeH6mpjZseSfk8x78g3XMhPZPqu9zCTm6DRaSnXVOJoYsWibveyKOSXptxEQbgl\nJHIFOq2WtEMHSDukH+lAqlAgNzWjsrCAqjfZbPw7MvDL5Uik4p3s20EiU6DTaUmLOmAYrk4qUyA3\nMqOy/D+xadORgTNrj03HYfOJCVnF0VXPIpUbIZMbo7rS85JEQo9J72DrKnpIv12snfwY/MhPHP17\nPkVZsRz+cw4SqQyFiSUaVRkaVbmhrHkP9yasqSDcOomZwYRE/QbAsC4LDT1a/ZfS2JqxPd9l7eGn\niUzeQUTiVgI8JuDl1J9p/ZcSdOJlUnNP8/f+R5BKFRjLzalUl6DRXu0Vy89t5G3ZJkEQBEG4WUQC\nVjNQUVFBXFwcZmZmlJeXk5qaSmpqKrt37+aRRx5h2rRpjV5WWVkZ5eX6Rr6trW2d5a5MKysro6ys\nDKVSeWMbcQeaM8Of3cEppOeUsWpnDI9M8Ks2/cFxvni5WPBLUCRnL+UikUBbVwsmDfJk9pT2mBiL\nw+d69Rzkws+7xxOyP41zYdkkRBWQnV5KSaEKY6UcO0cTfAJsGDDajcHj3EXylSCgf7P+ivzKknpK\nCs2JTCrlxS7TmXvkmwbLups7sGn02yyPCGJf6mkyywuwM7akn5M/cztOop1lm9tQY6EuzqY2bBi9\nmL8u7WNbUggxhamUaSpxMbWlj0N7Hms/hgAbMTTx7TLIuRO7xn/Eb9G7OZB6hsSSLEo1FTgpbfC2\ncGa0WyB9nfybupqtxhz/iexOCSe9LI9VMft5xG8Ud7cdjKPSmp8u7uBsXjxqrQZvCycme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TXRiNudKRAQFz6eip74jh0LmlpOedw9LUlfMJmzBWmDOs6ysEeExosn0hCNfD1taW48eP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1um466p3HuMqBuBTt7c2cRyQ/yLQ4v5Ln41xXrLTYrc8iLe3zuH\n+YmbcVU72jJMIW5IahcX4r7+irjvZqEvtjy8UJ57ltgP3yFp6SIAoiY+hkpbuWc5cX2VZmdx8MvP\nrO+7V+u2eLVpZ+OoxKWiBz6DUqWmKCeZjT9NIC/jKABmk4m0ozFs+vlhzCYDzp7BhHW6x8bR3tyO\nnBt+MHRgICqN6gqtIWyopWD+6OIkTAYTWlcNTn6WByGPLkjEZKi+8EFcX91bPAooyC9OYf/JebYO\nR4jrRq/XM3jwYF555RVOnDiB2WwmLS2N77//nj59+pCTk8P27dvp1KkTs2fPprCwEJ1Ox7Fjx3jh\nhRd49tlnq1zvW2+9RadOnfj5559JTk5Go9FQXFzMjh07eOaZZ+jRowfZ2dnW9s7Ozvj5+aFUWko9\nXF1d8fPzs/7n4+NTYf3du3fn008/Zdu2beTl5eHg4MDZs2fZsGED//3vfxk1ahQGg6H23jghGhAZ\nglDUS4O6BPHLW315afpOktOL+OTXA3zy6wHUdkqc7O0oKNFbi6sUChjeKxgHreVwOJqcz/uz98Hs\nfajtlDg72FFYosdgtLR3dlTz2TPdUKmkfvHfuKfbkgqvdeVGigsv3JhrEunGG9N7WG/iKZUKHv+/\nDrz9+GaSjxfwxJg1aB0sP7rKS43YO9oxZWZPXn4wps72ob7rsvipy85v7t6YZUPe4o3293Hfhv9x\npiyfcRs/RatSo1IoKTGU423vysddHubhTVPrJmghbgJKhZL/63Afj2/+iuMFqYxZ8zYOKg0ApUYd\njnZaZvZ8kgdjPrFxpPVXW68w7FUayow6jGYTQU7eBDh5Vdn2fA9YRrPlIl1HnwjslFe+6Ceunwj3\nIAYEtmVt6l5mxi3n9iY98XVw58e+z/PY5mkkFmbywo7vUCoUuKod0ZkMFXom6e4XZcPob14jQ7ri\nrnHi1V2zySjN5dVds3l112xc1A7oTIYKBVU9/VvySZeH8bJ3rbCO7LICvj6ykq+PrESpUOCidqTM\nqLMuq0DBy23uJtwtsE73TYgb3ZDGHfj04ALOlhdyy6rX8NA646iy3PT+vNujtPMOs3GEN5e92SdI\nKLAMXXPLucKqKxnauBNfxS0ju6yAmPQDDAxsRxMXfx6LGsH0w0tZn7aP9Wn7cFE7UGrQYTAbGRTY\njnC3QGuvgKLuvdL2Hk4UpLM7+zj/2/8nnxyYj7PagQJdCWbMPBY1nF1Zx9iVdQytDAclhFVgv4EY\ndToOfvEph6ZPRe3kjK6wwDpcV+jIMUTc96CNo6x/lvTtVuG1UVeOvvDCA8Ru4ZH0+Hy6jMJwA/IM\naEmXOz5mx/wXyE7ezV/Th6PWOmMy6jGe+y3q6NaIXvd/jVorxdnXKmNvNrkJlgd7w25pXKNlwoY2\nZs9XcZRml5Eck06TgYG0vDeMnVMPcfCX48TNPYGDlz0KJfi19WLQ1O61uQsNmo97BOGBAzieupat\ncTNp3eR27FRSyCtufjNmzMDe3p7ly5czdOhQzGYzy5cv54EHHuD48eO8+eabLF++nJ49e/LFF1/Q\ntGlTCgoKeOmll5g1axZffvklEydOpEWLFtZ1zpw5kylTpuDl5cWUKVP4z3/+g6enJzqdjvXr1zN5\n8mRiY2MZN24cy5dbfm8+//zzPP/884SGhpKcnMwXX3zBuHHjqo171KhRjB07lt69e+Pt7Q1Afn4+\nv/32Gy+//DIrVqzg888/54UXXqjV90+IhkAKsES91aGFD399OZRV21LYsDuN/cdzyMkvp7jMgJuz\nhrBAFzq19GV0nxCaBlpuFrVq5smXz3dn+8FMDiSc5czZUnILdWjVKsKDnenZxp8Hh0fg5+lwha2L\nK8nNrthdpp1aiaePPU2au9PrliAGjg5FfclTLV37B/DJ7/35Y0YccbHZlJca8fCxp+0wP+56pDmN\nm1a86SfqRpRHMPMHvs60w0vYnhlPgb4Eb60zt4X24LGoEZRLF8NCVNI/oC2/93+JGXHLic1OoNSo\nw8fejWF+LXik+VCaujaydYj1mkZlR3vvMLZmHgGq7/0KoImLPz72bmSV5QMXhi8UdWtSi+GsTd1L\nRmkuc07E8GDEIJq5BrBsyNssStrCXyl7OJJ7mnxdMWqlihBnX6I8gunh17LGN9tFZb0btWLtsA9Z\nkLSFDWn7ic87TW55IWqlHQEunnT0jmB4SJdqi9xm93mOHWfi2Z19nPTiHLLP9YoZ4uxLR58I7m/W\nn2jP0DrcIyFuDm4aJ37v/zLTDi9hd9ZxzpYXkHtuOFWdnFtftfnnhhF0UTvQ0y+6RstEugcR5tqI\nEwXpzDu5iYGBlt5HnooeTaizH78mrOdYfgoms4kW7o25s2lv7gnrw7TDS66wZlGbnNT2/NT3BX4+\nvpYlSVtJKjqD2Wyms28kY8MHMDioAyNWvwmAi/SEJUQF3T76HN+OnTi5aAGFSSexc3DELTyCZnf/\nh9ARo20dXr1UlpNd4bXSTo29tw/ukc0JGnQLoSNHo1JrbBSduJLgVrfiERDN0c3fkXliKyUFGSiV\natwbNSWoxSAiuo9Dbe9i6zBvavHzzw0j6KKmcU+/Gi3jFemOR5gruScKODLvJE0GBtJ+UhRqZzXH\nliSRd7KQoowSMINLoBTH1bbuLSZxPHUthaUZ7D0xh04RUswrbn55eXnExMTQp08f67RRo0bxwgsv\n8OabbzJjxgwiIiJYtGgRdnaWMgxXV1e++uor1q5dS0JCAvPnz+eNN94AoKCggJdffhm1Ws3KlSvp\n3Lmzdb0ajYZbbrmFVatW0bp1a1asWEFsbCzt27e/6rgXL15caZqbmxuPPfYYbm5u3H///cyYMUMK\nsIS4DhRm87lHWYS4BgmLpAvdG4V7r+mVpsXmPWGDSERV2rtPR6VS4eHhQW5uLkajkbwnltk6LAG4\nTx9RaZrk5sYh+blxVZUbkPzcKOTYubG5Tx8h5wU3KPlsu7HJZ9uNTfJz45LcWBTry+i0eDJ6k4Hf\n+79MJ58IW4cEVH1e8ERGnq3DEudM93evNE3yc2OQ3NzYqszP13l1HoeobPpE9yqnvyn3Em4Ib7tb\n7vNcfG7w8aQcG0clznt/TjNbh3BDu+dQgq1DuCpzomuez759+7Jx40a6devG1q1bK83ftm0b3btb\netX75ptvePjhhyu1eeSRR/j222+58847+fPPPwH44Ycf+O9//8uAAQNYu3ZttdsfMGAA69ev54MP\nPuDll1+2Tj/fA9bs2bMv2wPW5eTl5eHh4QFAamoqAQEB1nkxMTH069cPACkpEaJmpAcsIYQQQggh\nhBBCCCFEvfbDsb/Rmwy4a5xo7dnE1uEIIYQQQgghbjKtWrWqcrqvr6/17+joqnte9vOz9OaXm5tr\nnXa+mGvbtm34+/tXu938fMvoDKdOnbq6gM8xGAz89NNPzJs3j/3793P27Fl0Ol2ldmlpaRUKsIQQ\nV08KsIQQQgghhBBCCCGEEDe1In0pr+/6idua9KCtVxiuGsswg6nF2fxyfD0/HP0LgAcjBqFVqW0Z\nqhBCCCGEEOIm1KhRoyqnq1SqGrfR6/XWaenp6QCUlJRQUlJyxe3XpM2lioqKGDJkSIWeu+zt7fH2\n9rbGlJmZCUBxcfFVr18IUZEUYAkhhBBCCCGEEEIIIW5qJrOZFad3suL0TgCc7OwBKDaUWdsMCerA\noy1utUl8QgghhBBCCHExo9EIwMSJE5k1a1atbOOdd95h69atqNVqPv30U2677TYCAwMrxGBnZykZ\nkWEGhfj3pABLCCGEEEIIIYQQQghxU3O00/J/7e9jS2Ycx/JTOVteSLlRh6+9G9GeTRgd2p1bgjqg\nUChsHaoQQgghhBBCWIclvNahBWti3rx5ALzyyis8+eSTleaf7/1KCHF9SAGWEEIIIYQQQgghhBDi\npmanVHF/+ADuDx9g61CEEEIIIYQQ4oq6d+/Ozz//zKZNmygoKMDV1fWqllcqlcDle65KSUkBoFOn\nTlXO37Bhw1VtUwhxeUpbByCEEEIIIYQQQgghhBBCCCGEEEII0VDceeeduLi4UFRUxCuvvHLZtsXF\nxeh0ugrTzhds5eXlVbucm5sbAPHx8ZXmlZaW8t57711l1EKIy5ECLCGEEEIIIYQQQgghhBBCCCGE\nEEKIOuLp6clHH30EwIwZM7j33ns5ePCgdb5eryc2NpY33niDpk2bcubMmQrLR0dHA7Bw4ULy8/Or\n3MagQYMAeO+991ixYgUmkwmAffv2MWjQoErrFEL8OzIEoRBCCCGEEEIIIYQQQgghhBBCCCFEHXr0\n0UcpLi7mpZdeYs6cOcyZMwcHBwccHBzIz8/HaDRa2yoUigrLPvTQQ/z+++9s3rwZb29vfH19UavV\nBAUFsXnzZgDeffdd1qxZQ3Z2NsOHD0ej0aDVaiksLMTBwYHFixczZMiQOt1nIeoz6QFLCCGEEEII\nIYQQQgghhBBCCCGEEKKOPffcc8TFxfHkk08SFRWFSqWioKAALy8vevfuzeuvv87+/fsJDAyssFzf\nvn1ZsmQJ/fr1w8XFhYyMDJKTk0lJSbG2adq0KTt37uT+++/H19cXs9mMq6sr9913H7t27WLw4MF1\nvbtC1GtSgCUEMPSpVazfnWbrMMQl1i9J4um71to6DHEV/rvxM347vt7WYdR75UY9j22eRvuFj3P7\nmneu2H5J0jbuWivjeN8swudOIC73lK3DEOK6SSnOJnzuBAp0JbWy/jd2/8xH++fVyrrFtZPvntqT\nVpxDmwWTKKzmmCrQlRA+dwIpxdmAHCO1YUHiZkb89X/XvPyurGP0XPrcdYxI1JUvDy1m0uZp1c6f\nffRv7lv/vzqMSIjrqzg1hbmtwtEVFFzT8odmfMnmyZOsr+e2Cic3Pg6AuG9nsu3Fp69HmKKO6QoK\nmNsqnOLUlCs3buCy9uxi6YCetg4DgMTFC/jrjhG2DuOGdebkDha+2/66rCsraRdLP7ox8i6qdmxJ\nEgvlPoPNlekK+GBuOHnF8n0ibj4xMTGYzWamTJlS5fzQ0FDMZjNms5nQ0NAq20yZMgWz2UxMTEyV\n8yMiIvjyyy85fPgwhYWF6PV6MjMz2bhxI++88w6tW7eucrkRI0awfv16zp49i9FoxGw2k5SUVKFN\nkyZN+OWXX8jMzESn05GSksKvv/5Ky5YtAayx9+3bt8Jyffv2tc4TQtSMDEEobjq7j2Qxc34c+47l\nYDZDoI8jI3qHMG54BBq16prWueqLodc5yobphfvWc2RvDiq1EoUCfBo58sDkaHoPbXxN6+s/KpT+\no0Kvb5ANwH3r/8fAwHaMj6x51fqOM/FM2jyN2Nu+qvEyL+74Hle1A6+3/4912vd9nr2qWBuq6nIU\nPncCSwZPIcoj+LLLrz69m5OFGWwbNRWtSn3F7Y0K7cao0G7/Kub6rs2CCzcJyow6VAoVaqXlO6Wj\nd/g1/9uu6jgRV6+28vNvXMtnbX123/r/sTfnBGqlCrXSjgi3QF5pezetPJvU+rbf6Ti21rdRn2zJ\nOMz0w0uJyzuFUqGkvVcYz7a6nZaeIdd1O/Ld8+9c7jMmwMmL/bfPrPG65Bi5dpd+tkW6BfFK27uv\nah0pxdn0W/4ie8ZMx1XjCEAnnwg2j/y0NkIWNbA76xizjqxgX85JDCYjPvZu9PKPZkLzIQQ5eds6\nvHrnvvX/Y2fWUX7s8xw9/Ftap38bv4qP9s/jwfCBcq5chxZ0bmP921hehkKlQmln+U3p3b4jHd94\nq9a2HfXwpCs3Eldt/fj7COw/kMgHxts6lAZj/fj7yNm/13LsKBQ4NmpE9KTJNB4yFJ8OnRi5bnOd\nx3Rm1w42PzWJ27bG1vm2bwTrv7uPnNN7UarUKFVq3PwiaTv0FTwDo+tk+z6hnRj5Yt3n/Wa14eWd\nxC9I5J5VQ/Fo5nrF9r/2XUaP19rRZFBQjdafuuMMqydt5r+xt1mnRYwKJULuM1yT39bfR2rOXpRK\nNSqlGh+3CAa0fYVGnq1sHZoQQghxQ5ICLHFTWb87jWc/28ZT90bz8VNd8XTVciKlgK8XHSErt4xA\nXydbh9jgTXihNbeNj8RsNrMzJp23H99CZGtP/AKvLjcGvQk7tXTSJ0RVThdn0cTFv0bFV6JmLr6R\nLYU1Nx7Jz83hhdZ3MD5yMDqjgc8PLeTxLV/xz4hPbB2WuMi61L08u/0bXm17D98GP43RbOKPhBj+\ns+FDfu33Yp0UzIl/R28yoFbKz/i6dP6zrdyo55MD83l08zSeaTXG1mGJa7QudR/Pbf+ap6LH8L/O\n/8XL3pUzpXmsOLWT7ZlHuKNpL1uHWC81dfFnQeKWCgVYCxI309Sl0TWt73p/Fjakz9bbd+63/l1V\n4Y70cCREzbR+5gUiHxiP2WwmfVMMW556HM9WrXEKCLzisqJ2tB7yApHdx2PUl3NgzSds/u1RKYq6\nAemK9CSsOo3WXcOR+Sfp/nJbW4ckaqBv6xfoHDkeo1HHxkOfs3DL4zw+4h9bhyWEEELckBrG1QVR\nL5jNZt75PpaHxzRn/IhI6/SwIFc+erILAMkZRbz3w172HcvBQaPirkFNmXR7FEqlgtOZRbw+czcH\nEs6iUir4f/buOzqKqg3g8G9Ldjeb3nsjhBJC7z303kXsFUUEu2JHEAuiiAKKWD5FRVF6V4r0DoFQ\nQicE0nvblK3fHwsLIQkpJCQk9zmHoztzZ+bOvLkzszvv3BvsY8cv08KxVsoJn7CWd59qTb+Ovsxd\ncpLTlzNZ8NaNboPbPLKCBW91o2OYO3OXnOTExXQ8nK1Zv+cqjrYKZk7uQLZGy8xFkWTmFPLwwIa8\n+nDJXUHWFxKJhI69vLGxsyL2Ug72jgpmvraf00fT0GmNNGjiyPNTWxPc1AmA3+ae5NyJdNy81OzY\ncJX+YwIJauTIyl/OsWDtAAAGhPzFt6v7ExxqXmbFz2fZtyWOzxf3tsx/fmob1i2+QFK8hm79fZn4\nfhvmTj3M4R0JePnb8taczvgHl/1mTV1TUg9XE3fPo6mjH4+G9OXpnXMoNOgsvcz82OMV2rs1Yk/i\nKb48sYLonEQ8rJ14vcUY+vi0ZtG5zayN2Y9EAkujd+GtdmHjoI+KJEYsj97NL+c2s3bAjTdoh/37\nAU806seYoG6W+X28W/HHhW3IpFLea/0QntZOvH/4VxLy0xno25aP2z+BVFK/kvFOZcQwI2IxF7IT\nkEokdPEI5YM2j+CktOXTo0v47cJWjCYTLZdP5KnGA+jk3oSJu+fxVstxzDu1mgKDlvsadOfNlvcD\nFIvFrT1t/Xx2E1vijrK495uW+VPbPMziC/8Rr0mjv29b3m/zEFMP/8qOhBP427ozp/MEgu0r98Dk\nXqLRFfDa/u85mnYRrVFPE0c/prZ+iKbXjt3ck6s4mRGDj9qF1TH7sLWy5s2W9zPEv0Op7WT15X0s\nPL2B+LxU7BU2jArswstho5BIJMW2f2sPWtnaPNqunMy2obPwtXFlyoGfkEkk5Ojy2ZV4Em+1C193\nfo4jqRf4JmotWqOOl5qN5OGQ3nf1uN0tJfUq8lHEH2Tr8pnV8WnL/M87jmfeqTVkFObQ16cNH7d/\n3PKQbePVw3xxfBnphTkM9mtPcn4mzZ0DeTFsJJmFubxz6GcOJJ/FhAl/W3e+6TqJX89t4XDqOY6m\nXeSrkystvXBpdAV8cXwZW+OPUWjQ0cMzjKltHsZOoS5XXeoKhUzO6MCu/HjmH9IKbgxf81/8sVL3\n/VR6DJ9G/sWZzKs4KGx4tskgxgX3BG7fzqBoO7nd9e7FsJGW+a81H8OC0+vI12uZ3Gw4PbyaM+XA\nj1zMTqCzR1Nmd3oWtVx5F49a9TOZTHx09E+ebTLYcmwBngsdQkxuEjOP/c3vvabw+fFlrLy8h3y9\nFjeVA2+3Hkdv71bMPbmKE+mX8bB2Yv3VgzgqbJjZwTy05MzIv8kszOXhhr14tcUYQFx7qorlb7bF\nfSw8vR5XpT1zuz5f5NxXaNDx8dE/2XD1EHZW1kxsOrTIOkQbqRpKmRVjg7rzy7nNZBbmFpn3v7P/\n8seFbaQWZOGstOfJxv15NKQPgGW46O5rzUMOftj2MTzVTkXi8PB/n9HaNZhTGTEcTb1AgK0HszqO\np7Gj+S1/0X6qhvk8+AfPNR1aJJHb3dqxyOcT6dF8FPEn57PjcLd2ZFLoMIYFdCpxneez4nj74M9c\nyI4jzDmI5s6B1b0b96Qh/h349fxWcrR52CnUHEu7CEBLlwaWMjG5yXx89E+OpV3EWqbk/gY9mBg6\nBKlEarmm9PVpzZKL22njGsI3XSexNmY/35/ewFVNKg4KG14MG8GYoG7lvofW6AvYmXCS8U0GsiBq\nHf8M+hg/WzfAPOx7l9Wv8FPPV2jlEnz3D1oNi9/xH6cWzKMwMwOfXn1pP+1jpFZW6PI07H/zNdKO\nH8Wo1eLYqAmt35mKU+OmZa7z5LdzyTxzmm5zF6CJi2XdwF6M2nMEhb35N5qIzz5Cl51Nx49nWea3\n//ATohZ+S2F6Og0feIhGjz7JgXfeIO1EJE5NQun8xddYu7pV9+G4J+VejeHoZx+TdvwYMpU1Dcbc\nT+gzE5FIpWgS4jk09W0yz57GqDfg2qo1bd+dho2P+bpj0BZy9LOPufrPBqzs7Ggqei8rlUQiwbtH\nL6zs7ci5fAlNXGyRnqgur1vNqQXzKEhNxcrWluCxD9DsucmWHquav/gap39YgD4/n2YTJ+PVtQcH\n3ptC9qWLeHToTKeZs5Gr1SX2cLX7xYk4NmlKyEOPsnPi0xgKCy293PVY8KOl3Knv5nP+z98ACU3H\nT6jzvaXJrJQEtR3Lub2/UJCbSsS6D0m+tB+ZlYqAViMJ6/0iUlnx7+C6wlyObZxJ/Jn/APBp2odW\ng95GrlCjyYhl3exedBzzOae2zaMwLwOfpn1pP/JjpDIrki8dYPcfExn9njk+a78Ip/Xgd/EN7QdA\nbNRmjm74mGGvb7fMD27/ALFRm8hOvoBbYHs6jZ3NiS1zuHJ8LUobZzqOmYWrf9UMkVibXNhwBSsq\nO5U4AAEAAElEQVRrGR1ebc7BL0/Q8bUWyKykZF/NZft7h0k5no5EJsEp2I6hv4Tz35QD5MTnsfmV\n/UhkEhoND6DnjHbs+yySCxuuUJilxdZTTfuXwgge5EdBRiHrn96JodDADy2XAzDkxx5kX8nl+C/n\nuP/ac4bfw9fS7KGGXNoUS8aFbFxDneg7uxO2XubflvLSCtj78VHi9ieDBIIH+dH5jZbIlJUbgaWu\nkMkUNA8czYEzP5JXkIbOUMiGQ2+TlHkak9GAj2tr+redhqON+XqiNxSy5ejHnL66AaWVHV2aFr2e\nGIw6dp38mlMxa9AZCgh070z/NlNRq1wA+PSvEAa0nc6R87+TnRePv3tHhnX8ApXC7q7vuyAIgiCU\nV/16oi3c0y4n5BKbpGFo95KHR8kv1PP4B9vo3Nyd3T8M48+Pe7N+9xWW/xcNwJd/nMDf05aDv4xk\n3/9G8ObjrZBJiz/sLo89kUl0b+3F4UUjGdEzgNe+2s+Wg3Gs/XIASz7pw09rznLqYnql97UuMBpN\n7N0Sh7bQQHCoI0Yj9BoWwK/bhvLX/hE0DHXkk5f2FRk3+PCuRJq0dOHv/SN4/OXKdWG7b0scs5f0\n5ufNQziyO5E3Hv6PEY+GsOzwKBo0deSnWZFlr6SecVLa8lOPV7CzsiZyzAIixyygvVsjzmRe5cW9\nC3i9xX0cHjWPGe0e4/UDP3IpO4HHG/VjWEAnHgruReSYBWwc9FGltn0+Kw4npS17R8zh1eajee/w\nIhad38zi3m/yz6CP2BZ/nM1xR6t4j2s/KRJeb3Ef+0bMYcPAGSTlZ/LF8WUAvN36AZ5rOoRe3i2J\nHLOAl8JGAqDRF3AhO54tQ2byZ5+3WXz+Pw4kn6l0HbbEHWVJ77fZPORTdiee4uH/PuPRkD4cHmV+\nSDsrcmlV7GqtZ8TEsIBObBs6i/0jviLU0Z+X9i0ocu7anXiS9m6NODRyHq+EjeLdQz+Tq8svtZ04\nKm34ptskjo7+lu+6vchfF3eyJmZ/peu48ephnmzUnyOj5tPcOYjnds/jiiaZ/4Z8xledn+PjY0tI\nLci642NxL9uRcILV/T9g46CP2JcUZTne0TmJvHHgBz5o8zCHRs6lhXMQuxNPWZb76ey/6E1Gdg+f\nzaGR8/ik/ZPYyFW83foB2rk24o0W9xE5ZoFlCMS3D/2PTK2GdQM+ZNvQWehMBqZHLC5XXeqSAr2W\npZd24aS0xUFxowfM0vY9JT+LJ3Z8wUPB4RwY8TULuk5m7slV7E2KsixbWjurDI2+gNi8VP4bMou5\nXSbyWeTfzDz2F/O7TmLXsC+IyUlmycXtd3QMaqPonERiNakMC+hYbN6wgE4cST3P1vhjrI3Zz6r+\nH3BszLcsCn+dIDtPS7k9Safo7hXG4ZHzGBHQmdf2/8CWuKOsHTCdJX3e5qez/3IqPabSdRTXnpJp\n9AWcybzKv4M+tiTc3GxB1DqOpl1k/cAPWd1/Gpvijtzx9upjGylLvr6Qvy/txEftgqPStsg8b7UL\nv/WawtHR3/JJ+yf4LPJvjqScB2B5v/cB2DVsNpFjFpQ6NOeqy/uY0mIsh0fNp7lzIB/ecv0oi2g/\nZbt+Hhzs377UMtnaPJ7eMYch/h04MPJrprd9jPcOL7LE82Z6o4EJu+bSxaMpB0fO47Xmo1l6aVd1\n7sI9y85KTXfPMNZeOQDAsku7GRN046W3fH0hj2/7nM7uTdk97Ev+7P0W668cZHn0jZ5LzmfFIZNI\n2TH0C77oOJ6tccf4MGIx77R+kIjR81nR732aOPqVu07rrhxkbFAPIkbP5+nGA+jl3ZKVl/dY5m+K\nPYK7tWO9TL4CSNi1g/5LVzNo1UaSDuwjZv0a8wyjkYAhwxi6cRsjtu/HsWko+15/qcj3o6qUfPAA\nA1esp++fyzj3+yL2vv4Srd98j5E7DyC1suL0D+Ufkrc+0efns23847h37MywrbvpvehPrvyznuhV\n5mQEjEYaP/YUwzbvYtim7chU1hya9q5l+ajvF5AWeZSBK9fT/+/VxG3ZVEN7UvuZjEbi/tuCoaAQ\nx8ahRebp8/I4+P5btJ/+CWMOHGPgyg14dutxY75GQ158LEP++Y8us+cSOfszjs2eSdcv5zNs8y5y\nrsZwcemSMuugdHSix4KfsLKzY8zBSMYcjMStrflal3XxAjJra4Zv2U2XL74m8stZ5F6t/P36vUCv\nzefS4b9RO/qw7+9XkUjlDHltG73H/0nc6c2c2fVDicsdXf8RuWkxDHxxPQNfWEd2yiWObvikSJmE\n8zvoP2k1g17cSNLFfcRErql0Pa+eWE+3B79h+Jt7yMtKYMvCsXgGd2HkO4cIaDGMw6unVnrdtdmZ\npdGEDA8gZIg/unwDMf/FA3DgyxM4+NvyxMGRPL5vBJ3fbIVUJmHAvK7YeavpN6cTz0SOoeeMdgC4\nNHFgzIp+PHVkFG0nN2Pr6/vJvpqLyknJkJ96oLCz4pnIMTwTOQbv9iUn6p5bE0O/OZ154sBIrNRy\nDs45AZiT9jdO2IXaTcVDW4cwbt1A0s5kceTbqBLXU5/o9AVEXlqKtdIJlcIBE0Y6NH6KycN28fyw\n7VjJrNl46Mb1ZG/UAuLSjjJ+4Hqe6r+as3FFryf7Tn/HhfhtPNJ7Cc8P2QZIWL3/tSJlzlzdyEO9\nfmPSsJ3k5CVy6NzPd2NXBUEQBKHSRAKWcM9IzyoAwNPZusT5248kYG+r4MlhjVFYyfB2s+HxoY1Y\nu8v8pdJKJiUlI5+4ZA1WciltmriisKrcGwvNGjgxoJMvMpmUId38SUrPZ8LopqhVckL8HGgS4Mip\nSxmV29F73M+zTzC6zQpGtFjOjEl7eHBiKI4uKmzsrAgf4o9KLUehlPHoS2HERueQlnTj4WlgiAP9\nxwQhk0tRWVeuN5D7xjfG3lGJi4c1zTu4E9DQgbB2bsjkUnoM8uPCqfoZl8pYcnE7o4O60tmjKVKJ\nlHZujejl1ZINVw9V2TaclXY83qgfcqmMof4dydXlMzaoB05KWzysnejg3ohTGXXzh6HZJ5bTZsWk\nIv+ua+rkTzu3RlhJ5biqHHiqUf8yk6lMJnil+SiUMisa2nvT2rUhJ9MvV7p+4xsPxPGmODR08Kad\nWyPkUhmD/NrX2bjcys7KmiH+HVDLlShlVrwUNpLonCSS8jMtZUIdAxjs3wGZVMrIwC5ojQYu5ySV\nus6eXi0IsvNEIpEQ6uTPUP8OHEw5W+k6hnu3oK1bCHKpjMF+7YnLS+WlZiNRyOR08QjFzsqas5n1\neyiRyc2GY2tljYe1Ez28mlsSRNZfOUhn96b08GqOXCpjXHBPAu08LMvJpTIyC3O5nJOETCol1Mm/\n2EP369IKsvk39gjT2j6CvUKNWq7k5bBRbLh6EIPRWGZd6oLr57UWyyey9sp+vuk6Gbn0xr1Wafu+\nKmYv7d0aWdpRI0dfxgR1Y+1NyWkVbWdlud5Guno2w0FhQ2/vVnipnbFTqOnp3bxOnuMyrvXY42Ht\nVGyeu7UjBpMRja6AQqOO81nx6Ix6vG1ciiRgNXMKZIBvW2RSKUP8O5CUn8GEpoNRy5WEOPjQxNHv\njo6duPaUzGgy8UaL+7CWK7EuodepNTH7mdh0CB7WTtgr1ExuNvyOt1kf20hprp/beq9/k0s5iXzX\n/cViZQb6tcNL7YxEIqGTR1O6e4ZxIKViifAjAjrR1MkfuVTGqMCunMq4XKHlRfspW0nnwXknV9Nm\nxSRaLp/Ii3u/ZVt8JE5KOx5r1BcrqZyO7o0Z5t+xSGLOdUfTLpKhzeWFsBEoZHJauzZksF/pyV31\n3fVekAv0WjbFHmFkQBfLvO0Jx7FX2PBk4/4oZHK8bVx4vFFf1sYcsJSxs7Lm+dChKGRyrOVK/rjw\nH4816mf5vuqisqeZU8kv7JWkm2czunuFIZVIsZYrGdugOysv77UkEq24vKdIklh90+y5yVjZ2GLt\n7oFXtx6kR5lfUrCytcN/4BDkajUypZKw518i53I0+cmVvy+7ndBnn0euVuMQHIJj46a4tW6LQ8MQ\nZAolPn36k3FaPAwvScLO7Sjs7Wn86JPIrBTYeHnT6OHHidmwFgAbH1+8uvdEplRiZWtH6LMTSYk4\njOna95aY9WtoOn4i1u4eKOztaTZxck3uTq104uvZrOjShuUdWrDnlUmEPjsRlYtLsXJSuZzsSxfR\n5eagsLfHJazoiAnNnn8JmZUCz85dUTg44N2zN2pPLxR2dnh370nG6VPF1lkRSkcnmjz+NFIrK9zb\nd8TG24eMM6fvaJ211YlNs1nxURvWf9mbnNRLdBzzGcmX9tF68DtYKW2wcfIhtOdEoo+uKLasyWgk\nJnINLfq/hlLthNLGmRb9X+PysZWWdgHQrNdkrJS2WNt74BXSg/T4yscnuMNDqB29UKjs8G7UE6Xa\nEd9mA5BKZfg1H0xW8jkMem2l118bpZ/PIulYGo1HBWJlY0WDfj6cXnoJAKmVlLyUfHLiNMispHi2\ncUWmKP3ZTaMRgahdVEhlUkKG+uPYwJ7EiNQK1SfsoYbY+9kiV8oIGeZPyrXnBikn0smKyaXzm62w\nspajclLS5rmmnF9bf++nd5yYzZcr2vDF8hZEXVnLmK7fIJXKcbTxJdirJ3KZ0tzDVehErqYcxmQy\nt5tTMWvo0nQidtYeqBT2dGtW9Hpy8vJquoQ+j4ONNworG/q0fpvLSXvIyb9xX9GxyTPYqFxQKexp\n7DeAxIyTd3XfBUEQBKGi6tZ4J0Kd5mRvftiQmJ5PgGfxh5+xyRrOX8mizSM3vkQZTSa8XM3dxr75\nWEvm/nWSx6dtRyKB0b2CmHx/M6SV6AXL1VFl+X9rpbzYNJVShqZAX+H11gVPvtac0U+ah4iMi8lh\n2oTd2Npb0XdUIN9/eoxDOxLIydQiuXbcszIKcfU0x8jdW33H23dyuSkOKhk29laWz0prOfl59TMu\nlRGrSWN/8ukibx0bTEZsrUp+a78yXFQ3hoO8/kDx5mkqmZI8XUGVba82ea35mCJDnYB5+BiAmJwk\nPj32FyfSo9HoCzFhQi65fcKorZWqyENZtVyJRl/5Y3drHOytbiS/WssV5N3Buu8lBXotnx77ix0J\nx8nUapBeGyYwozAHT7X54Z2btYOlvEQiQSWzuu2x35VwknmnVnM5JwmdyYDWoKOnV+V6/QNwVd7c\njhTYyFWo5Iob02QK8vSFlV5/XeCmuhEja5mC7Gs9JyXnZ+Kldi5S1vumz+MbD6TQoOOlfQvI0eUz\n2K8Db7S4r8jxvS5Ok4bRZKLXuilFpkuQkHJTD2Sl1aUuuH5eS8zL4LndczmbeZX2bo0s80vb9zhN\nKtsTThRJRDWajLS7edkKtrPbKamNuN58PaqjbcbpWvJgUn4G/rbuReYl52cik0gZ4NuWXF0+X51Y\nycWcBLp4hPJWy/stwzG5lnDddr0priqZQlx7qoGNXGUZZrUkyQWZeNvceODno3a94+3VxzZSmpLu\n2W5NZlp9eR//O/svcXlpGE1GCgxafG0qFoeb25K1XImmgsdYtJ+ylXQefCFsBC+EjWDuyVWczrxK\nYn4GvjZFH6D72bpxKOVcsfUl52firnIsMpSwj40LF7MTqnEv7l1dPJryzqEsvolaSyvX4CLX9lhN\nKuez4m65FzAVuU/zsHYqMjR9XF4aI21vJHFV1K33gN09w9AZDRxMOUuArQcHk8/yecfxlV7/vU51\n07B+MmtrdNnmYaX1BQUc++JTEnbtQJuViURqjklhZgZqD88S13VH9XC5cS6VqVQob0pwkatU6PM0\nVb7NukATH0vWhfOs6HJj+DKT0Yja0zwUbUF6GkdnfkRKxGF0uTkAGLVadBoNCjs7ClKSsfH2tiyr\n9va5uztwD2j+0muWofxyrsSw+4UJWNnZYx90Y2hVuVpN93kLObvofxyfMwuHkMaETX4Zjw7mYW3l\nNjbIVTd+x5SprG/5m7dGn5d3R/W8NSlMbm2NXlM3203z/q/RuMuN4RXTrh5DJleisr1xTG2c/cjP\nTiy2bGFeOkaDDhsn3xtlnfww6rUU5t14mVdle9O5UWGNriC70vW9uV4yK+sin+VW1mAyYdAVICvh\n94d71Zlll3Bp4ohrU/PvaY1HBbLu6Z3kJubR+c2WHJ57krWPm5/dNB4dRLvJzSzPEG4V+fNZTv99\nCU1iPkhAl6enIKNiCWtqtxvtz0otR6fRAZATl4c2W8f/2q28UdhkHvGjvurZ/DU6NH6SnLxElu1+\njuTMs/i5tSevII3NRz/iasphCnXm64nBqKVQp0GlsCO3IBl7mxvXEwd10etJTn4iDjY3ptlZeyCT\nKsjJS8TO2vyCpK3qRtuwklmj1dXNc5ggCIJQd4gELOGeEeRth6+7Det3X+H5+0KLzfdyVdOsgRPL\nPutX4vIujiqmTzB3UXs2JpMnpu+gUYADAzsX7aJerZKTX3gjSSevQE9uvq4K96T+8Amwo324Fwe2\nJZCVXsj5kxnM/rMPbl5qcrO1jGm7Em763lLaF6rrVGo5BQUGy+f0FPEQobzUciUFBh0mkwnJtQSS\n5PxMml4bokFC8WPvpXbm8ZC+vNFybInrvJ6IUvo2VRTc8qZWfR8GrbymHvmVQFtPZg0aj71CzebY\nCN48+FOVrd/893AjNikiLqX66ey/nMy4zJ993sZL7Uy2No+2KydT3p9cbm0nWoOeSXvmM63towzx\n74BSZsVHEX8Ql5dW4vI2t8QquSCzkntSN6mvJYDkGwqxx5yckFKQhVJWvh8o3a0diUy7VGRafF46\nLV3MP5rbWKmY0nIsU1qO5WpuChN2zWXxhf94usnAYrH1UjsjlUjYM/zLEnuoidVU7E3Me5mn2omP\n2z3BQ9tm0s+3TZnlvdTO9Pdpw1ddnrvjbZd1vavPguw88VG7sO7KAZ4PHVZk3rqYA7RxbYhKruDh\nkN48HNKbHG0eU4/8xoyjf/B995fuePvi2lN5Zd1zuascidekWYbJii/lmgKijVSHeE0abx78iZ96\nvEJH9ybIpTIm7p5n6UVHWsJ9dkWJ9lM1rp8HN149xISmQ0os42ntRKymaBuK1aThWUrvgckFmeiM\neksSVrwmveorXkdIJVJGBXZhQdR65nV9vsg8L7UzzZwCWNbvvVKXl9xyLvRRuxCTm1xi2fLcQ9/a\nNqUSKaODurI8eg8N7Dzp7hlWJDFSMDu76Ccyok7SZ9GfqD290GZns7JrW3OXzBUgV5vv3Q0F+WBv\nTiAtSElBpix+Hy1UnNrTC6fQZvRbvKzE+ce/no2hoID+f69C5exCxpkoNo0dYYmjys0dTXw8Li1a\nAZCXEH+3qn5PsvMPwKt7OAk7txVJwALw6NQFj05dMOp0XPhrMXtemsioPRUfLlquVmMoKChyD5ef\nmowjTc0FyrhfrI+sHTwx6AspyE21JDflZcRhbV88WVSpdkYqs0KTEWspq8mMRSpXoFQ7kZdVsRen\n5Ao1hptetirIKfl6VZ8YdEbOropBn6fnl86rzRNNJkwGE2dXXKbt86H0mG5+dpN2NpO1T+zAuZED\nwQP9iv19JxxO4fDcUwz/LRzXUCckUgl/D/vXcv99p83BxtMaaxclj+8dcWcrqoPs1J4Mavcxv297\niEa+/dh14mt0hgKe6r8KtcqFpIwo/rdpBNcf+tiq3MnWxOPj0gqA7Lyi1xM7a0+yNHGW+bn5KRiM\nWuzUVZ/ULQiCIAh3ixiCULhnSCQS3h/fhu9XnObX9efIyDG/ERwdn8Pb3xykdSMX0rIKWbzxPIVa\nAwaDkUtx2Rw4af6Cs2HPFeJTNJhMJuxtFMikEuSy4k2gWbATx86mcTE2m0KtgdmLjxf7oU8on8RY\nDYe2JxDY2IG8XD0KpQw7BwX5Gh0/zz5e4fU1DHVi66rLGPRGLkZlsHX15aqvdB1hMBkpNOgs/wJt\nPbCSylgTsx+D0cjamP2czrxiKe+qskejLyDtpje3HgjuyfLoPexPOo3BaF7f0dQLXMiOtyxzVZNq\n+XJ7q1BHP65qUjiUcg690cD3pzeSWSjeUCmPXF0BNlYqbK1UJOSl8+OZf6p0/aFOAay6vBe90UBU\nxhVWX95bpeuvS3L1+ShlVjgobNDoCph9fHmFlr+1nWiNOgqNOhyVNihlVhxLu8jaKwdKXT7UKYBd\niadIzs8kV5fP/JNr7mh/6hpnpR3eahdWRu/FaDKyP+k0OxLKf30Z7NeevUlR7Eo8id5oYOmlXUWG\ntfsv/hjROYkYTUZsrayRS2XIrg2p56Ky52puiqWsm7UDfX3aMD1iMemF5rf+UvKz2BRb8R/X64Jm\nzgF0cGvMd1Hryyw7IqAL+5JP88/Vw+iMenRGPVEZVzieFl3h7Qbaed72elefSSQS3mn9AAtPb2Dp\npZ1odAVka/NYeHoD668eZErLsRxPiyYi9QJagx6lTIFarkQuqZqvjOLaU32GBnRk4ekNJOVnkK3N\nY/6p0q8Voo1UPY2+ABMmXFT2SCUStscfZ3fijeFonJV2SCUSrpSSKFIeov1UDYlEwnttHmJB1DoW\nndts+e6TVpDN+Szzd5xw7xakF2az+Px/6I0GDqWcY23MPkYGFu9pqZVLAxwVNnxzai1ag55jaRfZ\ncPXgXd2ne82Tjfrzc89X6e3dssj0Xl4tSbt23AsNOgxGI5eyE247DPsDweH8em4LB5LPYjQZSSvI\ntvROV9l76PuCurEp9ghLo3dxX4Puld/ROkyvyUWmUKKwd0CXp+H43NmVWo/SyRm1lzfRa8zDeyUd\n3E/Crh1VXNv6w2QwYCgstPzz7NaTwrQ0zi9ZjKGwEKPBQHb0JZIPmb976nNzkalUKOzsKczM4NSC\n+UXWFzBoKKf/t5D85CS02dmc+m5+SZsVrtHExZKwazsOIY2LTC9ITSV26yZ0mlwkcjlyG1skssq9\nD28XEIhUbkXM+jUYDQZiNqwl8/SNoQRVLq7oNRoK0kpPxK9v1PaeuAd14tjGmei1eWgy44nasYCg\n1qOKlZVIpfi3GMaJzXMozMukMC+DE5u+JLDlSEtPfxXh5N2MK8fXYdAVkpt+hfMHFlfFLt3TLm+N\nQ5er475V/bl/zbV/awfQdlIoZ5Zd4sL6K+TEm5/dKO0VSGUSpHLzsVe7qsi6kmtZlzZXh0QmQeWs\nxGQ0cXrpJdLP33hBwdpVhU6jJy+tci9vu7dwxtZLzYEvT6DNNb+8khOnIWaH6OUUwNO5Gf5uHdgb\n9R2F+lysZCqUCnvyCjPYfaro9SI0YCj7Ti8kJz+JAm12sfnNAkawL+o7svMS0Oo0bD32CYEeXSy9\nXwmCIAjCvUj0gCXcU3q38+bH93vw7dIovvrTPNazt5uaET0DcXNS8cu0cGb9Gsn8pVEUag34e9oy\nfmQTAE5ezOCTn4+RrdFib6Pgvj5B9GnvXWwbnZt78ED/YMa9sxWVQsaL45phoxJNpbz+9/lxFn1l\njo2tnRVd+/vyyORm5GZrmfnqfsZ1Xo2Dk4LHXm7Ouj8uVmjdz09tzRdTDjK67UqatXGl36ggTh+t\nPz2KVMRnkX/zWeTfls8+ahc+avc4syKXMj3id0YEdKabZ5hlfgN7L8YGdWfQxvfQmwx83/0l2rk1\nYk7nCcy5NgyRFAlNnfx4s+U4AMY26MFLexfQbuULeKmdWTfwwyJ1CLDzYErLsbyw51uMGHkspC8N\nHYq3OaG4t1uN4/3Dv7L4wn8E2nowIrAz50/FVdn6p7Z+iCkHf6Ltysm0cW3IqKCuHE2tWHusL55q\nNIBX9y+k8+qXcVLY8nLzUfxxcVu5ly+pnXzQ5hHeP7SIV/Xf09G9CUP8OpCQX3JvCSMCOnMw+QwD\nNr6Lk8KWF8NGsF482Cvi0w5P8sHh3/ju9DrCvVoyxL8jOqOh7AUxn/tmdRzPB4d/I0Oby2C/9nTy\naIJCah6+NiYnmRkRf5BWkI1armKAb1seCu4FwBON+vHmgf/RZsUk2rqG8EOPl/msw1PMPbmaMZtn\nkFGYi6vKnsH+Hejv27ba9r82ez50KI9sm8Vg/w63LeepduJ/PV/l88hlTD38K0ZMBNt58VLzkRXe\npp2V9W2vd/Vdf9+2WMuUfBO1ho+O/okECa1dg/ktfAotXILYmxTFp8f+4mpuMnKpnFYuwXzY9tEq\n2ba49lSfSaHDSC/IZsg/U7GVq3g+dBjbS0lGFW2k6oU4+DCx6VAe2/Y5BpORPj6t6OPdyjJfJVcw\nudkInt45B51Rz7S2j+Jh7VihbYj2U3X6+rTm++4v893p9Xx9chVGkwkPa0c6ezTl6cYDcVDY8GOP\nV/j46J98cWI57ipHprd9rMiwuNdZSeV81+1F3jn0Mz+f20Rz5yDGBHXnRHrFE4jrC0elLV09mxWb\nbmOl4pfw15kVuZT5UWsoNOjwt3VnfJOBpa6rn28bcnX5TD/yO/F5qTgobHk5bCTNnAIqfQ/tb+tO\nc+dAzmfFE+7V4o72ta5q9NhT7H/zVVaHd0bh5ETzyS9z8a8/KrWuDh9+yuGPPuD0D9/h1SMc/0FD\nMOpED/SVETn7MyJnf2b5rPb2odePi4j8chZR383HoC3E1tefJk+ah9UMm/QiB959k5Vd22Ht4Unj\nx54k7r/NluVDJ0yiID2df0YNQW5rS+izz5Owc/vd3q1a7ficzzk57ysArOzs8O3bn2bPTSbt+DFL\nGZPJyLnfF3Hw/bcwGY3YBQTR5ct5lUrosbK1o920j4j8chYRn0wnYMgIPLt2s8y3D2pA0KixbBw5\nCJNBT/f539/pLtYJne7/koh101n7RTgyuZKAlsNp0v2ZEsu2GfIeRzd+yj9zBwHg3aQPrQa9Vant\nNu/7CvuXvsaqTzti796QwNYjuXCgcufKuuLMsmgaDvXHKdi+yPTmjzXi2I9nOfbTGfKSCyjM1qK0\nV9DkviAC+5h/R27zXFN2f3SUI99EETLMn+4ftKXBQF/+HvIvUoWUxiMD8GxzY5g6pwb2NBkbxF+D\nNmLUmxj8fcWSqqUyKYO+787+WZEsGbgRba4OW281zR4IBrzu+FjUBV1Cn+ePbY/wYPgvbD02kzkr\n22Fn7UmHxk9yLu7G9aRr6CTyCtL58Z8hKOW2dAl9nosJ22+sp+kEdIY8ft0yFr1BS4B7R4Z3qlxy\ntyAIgiDUFhJTaV2XCEI5XFj5QE1XQbjGsXvxt9EiMifXQE2EkrRxnI9MJsPJyYmMjAwMBgOZk9fW\ndLUEwHH+sGLTRGxqDxGf2quk2MC9H5/+G95mUuhwRgR2rumq3BHRdmo3x/nDxH1BLVVXz211hTi3\n1W4iPrWXiE35vXXwfzgqbHir1bi7ts2S7gsmJ2bete0Ltzff07HYNBGf2kHEpnYrMT4LM+96PYTi\n5k9wLHH6VPEsoVb40NH8nOfme4PPJ4re7WqLT5Y0rOkq1GoPnLxQ01WokCVhIp6CIFQ9MQShIAiC\nIAiCUG9tjTtGri6fQoOOn878Q3J+Fj28mtd0tQRBEARBEIS7LCY3mX+uHuaB4PCaroogCIIgCIIg\nCIIgCPcgMa6aIAiCIAiCUG/tTjzJmwd/Qm/UE2TnycLuL+KktK3pagmCIAiCIAh30XuHFrHuyn6e\nbTqYQDuPmq6OIAiCIAiCIAiCIAj3IJGAJQiCIAiCINRbH7R9hA/aPlLT1RAEQRAEQRBq0EftH+ej\n9o/XdDUEQRAEQRAEQRAEQbiHiSEIBUEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQKkn0gCUIgiAI\ngiAIgiAIgiAIgiAIgiAIgiAIQqUsCWtY01UQBEGocaIHLEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQ\nBEEQhEoSCViCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiVJBKwBEEQBEEQBEEQBEEQBEEQBEEQ\nBEEQBEEQBEEQKkle0xUQ6r7fNpxnxbZozsZk0bONFwve6maZN3nWHiLOpJJXqMfJTsl9fYKYNLYZ\nANHxOXz+ayRHz6VRqDUQ4mfPlMda0rapW6nbWrsrhvl/nyIxLZ9gHzumPduWFiEulvlHTqcw7fsj\nXE7IJdDbjg8ntKV1Y1cAYpM19HpuHWrVjWbRMcyd79/pXmw7SzZd5P3vDvPOk614clhjAA6cTOaR\nqduKLD+6VyAfPNMWgHMxmXy6KJJTF9PJyNFy5LdR2NsoLGU1+TpmLopk68E4CrQG+nX0YdqzbbFW\nlq+ZymSycpWraqt/O8/mFdFcPptFu55eTFtwI74zJu8hKiKVgjw9dk5KBt4XxEOTzPE9cSiF98bv\nLLKuwnw9wx8J4fmpbYptR1to4N2ndhBzIRtdoQFnD2vGPNmYwQ8EA3D6aCq/zT3F+VPpGI3QuLkz\nE95pRUCIAwB/LohiyXenLeszmUwU5ht4f35Xug3wrfLjciuZTGaJUXXG6rfzW1kRvZuzWXH09GrO\ngm4vABCvSWPQP+8VKVto0NHTqwULu79YZHpqQRYDN76Hl9qZtQOml7qt3Ymn+DxyKTG5SXiqnXmn\n1QP08GpeZP1zTqxgTcx+NPoCfG1cWdj9JXxtzG0uW5vHzGN/sSXuKFqjniA7D/7o/RbWciUA30at\n5a+LO8nSavC3deeNlvfR3TOsSo7TzWqq7dzqTmJ3PiuOGRF/cCojBoVMTh/vVrzb+kHLsSxNabEu\nK7Z3U3XFp7TjDWUfzxxdPlMP/8q2+EhUMgWPhPRmcrPhpW7rZPplPjr6B2cyY3FS2vJisxGMCupa\nrNy5zFhGbp5OT68WlvqsvryPqUd+LVIuT1/I263G8VTjAQBsiTvKVydWEqtJxUlpy2MhfXmycX9L\n+bLmV1ZtbztQdiwn7/mGiNQL5OkLcVLacl9QdyY1G1bqtg6nnGPmsb+5mJOAjVzJyMAuvNp8NFJJ\n0XcaSorl3VZT8bmTeAD8fXEnP57dSGJeBs5KO95r8xB9fVoX2050TiKfRy7laNpFCg06Qux9mNJy\nLG3dQixlLmTH8+7BX4jKvIKntRNvtbqfPtfWVZ62VZ3u1n1BWW4Xr7LOXUn5Gbx76BcOJp/FUWnL\npNBhjAvuWeJ2yopXQl46L+1dQHROInqTEV8bV15oNpz+vm2r9wCUoDa2ndvFojxt4WZHUy8y99Qq\nTqXHYMREc+dA3mn1ACEOPgAk52fy/uFfOZkeTXJBFqv7TyPUyd+y/PuHf2VNzD7LZ6PJRIFBy6p+\nH9DMOaA6Dk0R91p8AMLXvkFqYTaya9cKmURKxOhvSt1WWW2rNl+Lqio+d3K8TSYTC09vYMnF7aQX\n5uBh7cTnncbTyiW4xG2tjdnP/FNrScxPJ9jOi2ltH6WFS5BlflnfWRLy0vnk6BL2JJ0CoKVLA37u\n+RoAy6N3886hn1HJbnzvnxQ6nGebDrJ8Pp8VxyfHlnA09QJyqZx+Pq35tMNTAKQVZDMj4g/2JkcB\nMDqwK2+0GItMWvF3KWvLfVuhQceHEYvZmxRFxrX4jG8yiLENzL+7lHWfXdH78If/+4yjaRexkt7Y\n/02DP8HD2gko/316dbsb9wUGbSERn3xI0v69FGZkYO3uQZOnxtNg1FgAdLk5HP5wKvE7tyFTqgh5\n8BGaPTe52HoKUlPZOGIgai8vBixbW+q2dkx4iuxLFzAUFmLt5kHjx54keOwDljJx/23hxPyv0MTH\nonR0IuShx2j82JMA5CUmsPf1l8i5HI3JoMfGx5dmE1/At4/5O0x61CkOT3sXTVwsJpMR+wYNafHy\n67i361DVhw2oPe3nZncST01CPP+MGFRsfV7de9J93sJi2ypIS+PorI9JOXwQnSYXWz9/wp5/CZ9e\nfap/R8tQW9tL1sXzRHw6g4yoU8gUCrzD+9D6zXeRW1uXuL30Uyc5+tlHZJ47g9LRiWbPv0jQ8FGW\n+SkRhzk2eyY5ly4iV9sQOGwkzV98Fcm160F+chKHPniX5CMHUTo4EjphEsH3jSu2nczz59h8/0i8\nuvek29wFlunZly5w8IN3yTwThbWHJ61ee6tK4lsb2w7A2i/CKcxNxcWvNb2e/q1at1WYl8G6L8Ix\n6LU07PgwbYa8V/ZCd0FtjQ3A7+FryUstxKO1CyN+61Wt2yrIKOS38HUYtQaaPdyQbu8VfyZRE269\nJ6hN8fp2bTiawlR8XFrzUK/qbT+JGaf4/b+H0BsK6N3yLTo0frJatycIgiAIVUUkYAnVzt3Zmufv\nC2Xv8SQS0/KLzHthXDMCve1QWsmIT9Hw1Iyd+LrbMKJnINkaLT3aeDFjYjscbRUs+y+a8R/vYuu3\nQ3C2L55UcOR0ClMXHuHnqT1pHuzE31sumct/Mxg7GwWZOYU8+8kupjzWkpHhgazafplnP97F1gVD\niiRC7fphWJHPt0pKz+fH1WdoHOBQbJ6d2oqI30eXuJxcLmVwFz8eHRzChE92FZv/6S/HiE3WsHHu\nICQSeGn2Pj7+31E+mti+1LrczMnJqfjEtHItekdc3K156PlQIvYmkZpYNL6PvNAMn0A7FEoZyfEa\n3n1qJx6+NvQZEUjz9m6sjhxjKZuRWsDD3dfQc6j/rZsAQCaX8PzUNvgH2yOTS4k5n8WUR7fhF2xP\n8/Zu5Gbr6D8miHe+7oxSJeOPb6J49+mdLNo2BJlMyoMTQ3lwYqhlfbv+ucqcdw7Rvqdn9RyYW9wc\nH3t7e6B6wuNu7cjzocPYmxRFYn6GZbq3jQuRY278uKI16Om25lWG+Bf/gXL6kcWEOvqToc0tdTtX\ncpOZtGc+czpPINyrBdsTjjN5zzesG/gh/rbuALx18H8UGrSs7D8Vd5Ujl3ISsbdSA2A0GXl211c0\ncvBl0+BPsFeoOZ15Ffm1H8Y3x0bw05l/+aP3WzRy8GF1zD4m7Z7PzmFf4Ki0rZJjdV1JbecuNJ1i\n7iR2r+7/njYuDfmxxyvk6PJ4dtfXfBO1ltdb3HfbbZYU6/LE9m6qrviUdryh7OM5I2IxWVoNO4d9\nQVphNo9v/wIftUuJD2uytXmM3/kVL4aNYHGvnpzIiObJHV/iZ+tGO7dGlnJGk5F3Dy+ijWvRB+Yj\nAjszIrCz5fPJ9MuM2TKDQX7ma0NaQTYv7l3Ap+2fZHhAJ85kXuXhbZ/R0N6b7l5hZc6/EyVed7j7\n7edOYvlCsxEE2nmglFkRr0njqZ1f4mvjWuSYX2cwGpm4ex5PNx7IX03eISE/nUe3zcJH7cqDDcMt\n5UqL5d1WU+e2O4nHkovb+fnsZuZ0fo5QR3/SCrPJ0xeWuJ1sbR49vJozo93jOCpsWRa9i/G7vmLr\nkJk4K+3QGfVM2DWXYf4d+bXXG+xJOsUr+xaypv80Auw8ymxb1e1u3ReUpbR4lefc9cq+hfjburN/\n5Necy4rlqR1fEmjnSUf3xsW2U1a8HBQ2fNbxaQJs3ZFKpESkXuCJ7V+wfqA/fralv3xRHWrq3FbZ\nWJR1bG+VrdMwJqgbX3eeiEqm4JuoNTy9cw7bhsxCJpUilUjo4RnG86FDuW/LR8WWn9HuMWa0e8zy\n+acz//DXpR13JfkKat+5rbzX+TmdJtDPt3wPdG7Xtmr7taiq4nMnx/vLEys4lHKWReGv42/rTnxe\nGlbSkn/6OpJynqlHfuPnnq/S3CmIvy/tZPyuOWwdPBM7hbrM7yx5+kIe3TaLUYFd+bTDk6hkCqIy\nrhTZRiMH31JfaknKz+Cx7Z/zavPRLOj6AhKJhAtZ8Zb5rx/4ATeVAzuGfk62Lo9ndn7N92c2MDF0\naIWPaW35zmMwGXFTOfBL+Ov427hxLO0S43fOwVPtRHfPsDLvsytyH37dGy3uK/Hlg/K237uhpPsC\n4qo2Qia9AZWrG+E//IKNrz9px4+xc+J41B6eeHbpTsSnM9BmZzFs004K09PY/szjqL19iiSBABz5\nZDqOTUPRZmaUsiWQyOS0eXsq9g2CkcrlZF08z7anHsW+QTBubdtTkJbG3tdfpP2HnxIwZDiZ586w\n7cmHsQ9uiFfX7ijsHej40WfY+gcgkUpJPRbB9mefYOCK9dj6+mHj7U3Xr75B7eVtPlRbN7Fr0rOM\n2LEfuUpVpccNSrk3qOL4VNSdxNPGy5sxByMt6zLotKzp3Q3/gUNK3JY+T4NT01BavvIG1u4exO/c\nxr4pr9Dvz+U4BNe+7zxVEZs7bS/733wVl1Zt6LHgR3Q5Oeya/CxRC7+hxcuvF9uWNjubnc+PJ2zS\ni/Qas5iMUyfYMeFJbH39cGvTDqPBwO4XJ9L4iadp8utf5CcmsO3pR1F7+9Dw/gcB2DflFWz9/Bm5\nfT9ZF86x47mnsAsIxL19xxv7ZDRyeNq7uLYuej9i1OnYNXkC/oOH0evHX0nav4d9b7xC/2VrsPO/\ns/u7ku+ra7btXNfp/jn4hvbDoC8kYu2HJF3cS2FeBtb2HjTpPp4GbcdayuoKcji8ZirxZ7chk6sI\n6fQIzXrdSLhLjzvJ0fUfkZl0BqXaiWa9XySotflvQal2YszUSA4sn3LX9/F2SvvOU0vCQ785nQjq\n54uh0MCuDyOI3ZtEQUYhNh7WtBrfhKZjG1jKHpxzgugtcWRczCbskeJJVJqkfLa/e4j4g8moHJW0\nnRRK6DhzYr7KSckzkWP4b8qBu7p/Zbk1PuZ7g+SaqUwJRnSaQyPffugNhWyK+JDLSXvJL8zA1tqD\nTk3G07KBuf1oCtLYcvRjrqYcpFCXi5OtP93DXiLEx5zgmZYTzfbIz4lLO4reUIirfQi9W07B1838\nIpanUzNeHxPJ4v8errF9FQRBEITKEAlYQrUb0Mncu9Dp6MxiCViNAxwt/y+RSJBK4HKCORGgZYgL\nLW/qvWpcv2A+/+04Z2My6dzco9h2thyKp297b1o1Mi/z4ICGfL/yDJsOxDGmdxCbD8Th4WzNuH7B\nlvX9su4cm/bHcl+fBsXWV5rp3x9h0n2hLPsvutzLADTwsaeBjz2xyZoS528+EMdXr3XGwdac/PXc\nmKY8PWMn7z3VGlU5esHKyCj9x6/qdL33qIunM4slYAU1drzxQSJBIoW4yyUn9WxeEY1PgB3N2riW\nOF8mkxZZn0QiQSKREB+TQ/P2brTv6VWk/H3jm/DHt1Ekx+Xh5V88YeffZdGED/VHqbo7p8GMjAxk\nMhn29vZkZ2djMBiqZTsDrvUUcTrzSrEH3zfbEheBEZOl/I3pR8nSahgR2Jlfzm0udfldCScJdQqg\nt3crAHp7t6KFSwNWXd7Li2EjOZ8Vx9a4o+waPhsHhQ0AwfY3YrQj4QTxeen83utNywOMZk43fti5\nqkmhuXMQjR3Nf18jA7vwzqGfuapJqfIErJpqO7e6k9hdzU1hettHUcjkuMjs6ePTiqOpF2+7vdJi\nXVZs77bqis/tjvftjme+vpB1Vw7yV5+3sVeosVeoeTSkD0ujd5X44Cci9QIKmZyHGprf2mvlEkx/\nnzb8fWlXkQc7i85tIdjeC2+1M6czr5Za76WXdtHNoxleamcAEvMyAJMlkaSpkz/NnYM4mxVLd6+w\nMuffiXuh7ZTVNq6fY+DafQhSLucmlbidHF0emVoNo4K6IJNK8bVxpYtHKOeyYouUK28sq1tNxaey\n8TAYjXx9chWzOo63XA9cVcWT3a9r6dKAli437t/GBffk8+PLOJsZS2ePphxKOUdmYS6Tmg3DSiqn\nt3cr2rs1ZlXMPl4q4Vx2a9uqbnfrvqAspcWrrHNXTG4yR1LPM7fLRNRyJa1cghke0Inl0btKTMAq\nK15quZIgO3NSvMlkQoIEg8lInCb1ridg1ba2U1Ysyjq2t+rp1aLI5/FNBvFt1Dri8lLxt3XHVeXA\nwyG9y13vpdG7GBNUvMfg6nKvxaeiympbtf1aVFXxqezxzizM5X9n/2XdwA8JsDP/ZuBjU/L3S4At\n8Ufp693K0jvWgw3D+f7MBjbFRTAmqFuZ31lWRO/GSWlXpPfMm3vPKsvPZzfTyb0pYxv0sEy7nsyY\npy9kT2IUW4Z8irVcibVcyRON+jH35KpKJWDVlvs2tVzJy81vJPS0dg2mo3sTjqScp51ryG3vsyt6\nH16Wqm6/d+Ju3BfI1WqaT37Z8tm1ZWvcO3QkJeIIrq3bcWXjOvr89hcKe3sU9vaEPPQo0SuWFknA\nivtvC9rsLAKHjuDc77+Uui2pTIZjoxv3A9d/v8m5EoNb2/bkJSWCCQKHjgDAqXFTnJs1J+v8Wby6\ndkeuVmMXaG5LJpMJJBJMBgOa+Dhsff1QOjqhdDQ/nDYZjUikMvR5GgpSU7D19avCo2ZWW9rPzaoi\nntfFbd0CRiO+fUvuBdbWz58mT4y3fPYJ74NdYBBpx4/VeAJWdcXmTo9vbuxV2r43HZmVApmzCz7h\nfUiNPFritlKPRSBTKGh4/0MAuLRohU+f/lxa/jdubdqhy81Bm5VJ0PBRSGUybHx88ejUhazz58zb\nuhpD6tEjdPliLnK1GpcWrQgYPJzoVcuLJGCdW7wI+wbBqL28yTxzY4SAlCOHKMzMpNmESUitrPDu\n2Ru3du2JWbuKsEkv3dFxrI1t51YmowGVnRvhT/6CjbM/abHH2LloPGp7TzxDzPe4EetmoM3PYtjr\nOynUpLH958dRO/oQ1HoU2vxsdv46nrA+L9Kr3WIy4k6w45cnsXXywy2wXQ3vXenuhdgAGA0m1G4q\nhv0Sjr2/DUnH0lg/fie2nmr8upu/P9oH2NJpSktO/1Xy76CbX9mHg78tT+wfSfq5LNY9tQPHQDu8\nO979l0zL63p8br43qI2MJgO2KjceDP8FRxt/4tOO8ffO8dipPWng2R2tXoOnUyi9Wr6BnbUHF+K3\nsXrfKzzRbzmuDiEUarNp4NWDQe1moFI4cjx6GX/vGs9zQ7aiVt6d32aEqvfAxxdqugoVsuTdhjVd\nBUEQ6qCK91suCFXsg4WHaf7AMno8u5a8Aj2jewWWWO5sTCaafB0Nfe1LnG8ymjDdOs1k4mxMJgBn\nYjJpGlT07YGmgY6cjckqMm3wS//Q+anVTPhkFxdji97cbtx7ldx8HaN6lfyjal6Bnq5Pr6bb+DW8\nOmcfiWl5Je90SfU3mTDdtAMmo4lCrcGSkFYWg8FQ7F9tMO+DwwxvvoxHe6ylIE9P/9GBJZb7d3k0\nA8aW/WP1+8/sZGizpTwzaCOOrkq69i95+MATB5OxtbfC3VtdbF5KQh5HdiUy6P7yJ97dqZtjUhvi\nszR6F8P9O6GUWVmm5Wjz+OToEj68qVeD0hgxUeQPFvOb9mcyzQ9/DiafxcfGlTknVtBh1Yv0Xf8W\n35/eaCl7MOUsAbbuvH7gB9qvfIFBG99jRfQey/zBfh1ILcjiVEYMBqORZZd24WHtRCOHqh8usra2\nndKUFLunmwxk5eW9FOi1pORnsTk2wpJAVZLbxbqs2N5tNRGf2x3PSzmJ6Ix6mjre6K2vqaM/Z0s5\nPkaM5ocGNzFh4uxND0PjNKn8en4Lb7a8/7b1KtBrWXtlf5GHdE2d/Gjv1pgV0XswGI2cSo/hTOZV\nunk2K9f8O1FSbGpb+ylP2/jg8G80X/YcPda+Tp6+gNGBJT/Ac1Tacl9QN5Ze2oXOqCcmN5m9SVGE\ne99IZihvLO+G2hib27etBFILsonKiCF87Rt0W/Ma7x76hRxd/u1Xes3ZzFg0ugIa2ntbPoc4eBfp\n9STU0a9I27uupLZV3WrbfcGtyjp3nc28ipvKsUiSXFNH/3JfK26N13VD/5lKs2XPcv/Wj2nrGnLX\nH4BD7Tu3lec6crPSjm1pDiafxd5KjbfapezCtziaeoGYnGTG3MXhumpTbKD88Xn/8K90WPkiY7d8\nzPb446Wur6y2VduvRdUdn7KO97G0SyhkVqyLOUDX1a8QvvYNZkUuRWvQl7g+k6mU3xCuf6cp4zvL\nwZSzeFo78fSOL2m38gVGbppeLL7ROYl0XPUSvdZN4YPDv5GtvfEbwaGUs9jIlYzb8gntV77Ag1s/\n5VjaxZvqVrR+RpORuLy0cl8bb1bb2s51hQYdx9OjaezoV+Z9dkXvw69bELWOditfYPi/01h5U/wq\nen6tTjVxX2AoLCT9xHEcGzUm5/IljDodjo1vJO46Nm5K5rmzls/anByOfv4J7d7/sNzb2DnpGZa2\nbcbGEYNQurhahhB0atIUt3btiV69AqPBQHrUKTLPncGzc7ciy/8zeijL2jRj6yP349q6LW5tiiYz\nrOjShqVtQtn90kQCh4+qluQrqL3t52YVjefNolcuxX/IcGTK4qMNlKQgLY2cSxdxbNSkSup+J+5W\nbCp6fJs8/jSX16xEX1BAfmoKsVs3492zlAR3U/FzESYTmefN61M6OBI06j4urViKUacj92oMS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Z/32PtYcnnWbOxs6//rSniHXTSb0SQa+nfkVhXTQxR66wxq/5EE5u/YpO98+hMDeN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\nrYSUTZqy7G75eoWrUXgf5eana8qyu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0a6kOu2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\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lTd3XNKSzrwk9+R61ozVVbxj0h6uw9XZBpdNYRsrp/5tJOPX3QW2r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\nUpEB/gqx2XRxUqJ2e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- } - } - ], - "source": [ - "(ggplot(aes('x', 'y'))\n", - " + aes(fill='metal')\n", - " + geom_tile(top, aes(width=tile_width, height=tile_height))\n", - " + geom_tile(bottom, aes(width=tile_width, height=tile_height))\n", - " + inner_text(top)\n", - " + inner_text(bottom)\n", - " + scale_y_reverse()\n", - " + coord_equal(expand=False) # new\n", - " + theme(figure_size=(12, 6)) # new\n", - ")" - ], - "id": "cell-25" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "It is has all the information we want, except one for complication.\n", - "Elements `Lu` and `Lr` also belong in the bottom table. One way to show\n", - "this duality is to have tiles with two colors split horizontally.\n", - "\n", - "The colors are determined by the `metal` field, and we know the `x` and\n", - "`y` locations. We create a dataframe with this information to create a\n", - "half-tile. A half-tile is centered at the quarter mark." - ], - "id": "5ebe1103-ca34-4e80-b564-d2c1ce742a36" - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:19.196642Z", - "iopub.status.busy": "2024-01-09T15:12:19.196382Z", - "iopub.status.idle": "2024-01-09T15:12:19.200869Z", - "shell.execute_reply": "2024-01-09T15:12:19.200267Z" - } - }, - "outputs": [], - "source": [ - "split_df = pd.DataFrame({\n", - " 'x': 3-tile_width/4,\n", - " 'y': [6, 7],\n", - " 'metal': pd.Categorical(['lanthanoid', 'actinoid'])\n", - "})" - ], - "id": "cell-27" - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:19.203610Z", - "iopub.status.busy": "2024-01-09T15:12:19.203398Z", - "iopub.status.idle": "2024-01-09T15:12:21.008831Z", - "shell.execute_reply": "2024-01-09T15:12:21.008206Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - 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V/cliLVVK1jbVD2imzPxD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\nRa+RBvt0uKdz1KO+HbmUmcDj/36MkULJawH9MVGqMb4+Utyk5k/w3qEFLA7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m/z70KVbG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\nI3czo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crX7V6jhWN+R1wbYwtsjG9O2WSpNsVEpcbVPD9X5blOECXnS6PXlvnZcPt1RWn5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TXRiNudKRAQFz6eip74jh0LmlpOedw9LUlfMJmzBWmDOs6ysEeExosn0hCNfD1taW48eP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\nT8b2raRt2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t33OycL0ojJSrBWxxJ161p/5/yVvBeT2YyDSsOE5kMqbfNEq5GSgCUaFF1+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vVhK1dXSkLRyJS4VTy2MiVFzfi4VuSuceSVzlN4BcgtLWRBzCoe3zWPXwa+gNFk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\nf2VV79sHjp1A6u6dnPrtZ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sU+kW9yFQfdz8i/4+yk/Nti1rfE1PmTzdlBOfqpPLdp6zz6EZqyVJEcM6yj3o3M8jXNiF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\nyujmoiZX96zGqFE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ate+u0FL+ai4WNbIOnmPRL49xyY8Pce7zney75xPGPHEFyw8+j1Kt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\nbv1mygRtv2mxvjVim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- } - } - ], - "source": [ - "(ggplot(aes('x', 'y'))\n", - " + aes(fill='metal')\n", - " + geom_tile(top, aes(width=tile_width, height=tile_height))\n", - " + geom_tile(split_df, aes(width=tile_width/2, height=tile_height)) # new\n", - " + geom_tile(bottom, aes(width=tile_width, height=tile_height))\n", - " + inner_text(top)\n", - " + inner_text(bottom)\n", - " + scale_y_reverse()\n", - " + coord_equal(expand=False)\n", - " + theme(figure_size=(12, 6))\n", - ")" - ], - "id": "cell-28" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Change the `fill` color for a different look and use a `theme` that\n", - "clears out all the clutter." - ], - "id": "3a827643-246a-44ab-83f9-cd3d190e2efe" - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:21.014098Z", - "iopub.status.busy": "2024-01-09T15:12:21.013866Z", - "iopub.status.idle": "2024-01-09T15:12:22.485850Z", - "shell.execute_reply": "2024-01-09T15:12:22.485336Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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SJEmSJEmSJEmSJEmSSskAliRJkiRJkiRJkiRJkiSVkgEsSZIkSZIkSZIkSZIk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Tlu5m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CGEEEIIIYQQQgghhBBCCCGEEEI0kxRgCSGEEEIIIYQQQgghhBBCCCGEEEIIIUQzSQGWEEII\nIYQQQgghhBBCCCGEEEIIIYQQQjSTFGAJIYQQQgghhBBCCCGEEEIIIYQQQpxAo0aNQqFQ8NRTT9WZ\np1AoUCgULFmypEViycrK8r1nVlZWrXkzZsxAoVCQlJTUIrGIw5566ikUCgWjRo1q7VBOO1OmTEGh\nUDBlypQWe091i72TEEIIIYQQQgghhBBCCCGEEEIIIYQQp7Hy8nJeffVVAKZOnUpISEirxnOqycrK\nYsaMGQB+CxTbKinAEkIIIYQQQgghhBBCCCGEEEIIIYQ4AwUHB9OpUyfi4+NbO5TTRnl5OU8//TTg\n7YlJCrBqy8rK8u0fKcASQgghhBBCCCGEEEIIIYQQQgghhBBt2qRJk5g0aVJrhyFEm6ds7QCEEEII\nIYQQQgghhBBCCCGEEEIIIYQQoq2SAiwhhBBCCCGEEEIIIYQQQgghhBBCiKOUlZXxwQcfcMkll9C1\na1eCg4MxGo106NCBO+64g927d5/w97RYLFxwwQUoFAoSExPZuXOnb97mzZt58sknOeuss0hKSkKv\n1xMaGsrQoUN55ZVXsFqtx/x+M2bMQKFQkJSUVGfelClTUCgUTJkyBYAvv/ySYcOGERQURGBgIEOH\nDuXbb79t9D3++OMPLr/8ctq1a4dOpyMsLIxRo0bxySef4HK5jjnmQ1wuFx999BFjxowhMjISrVZL\nbGwskydPZsmSJfUul56ezkMPPcTQoUNJSEhAp9MRHh7O6NGj+fjjj+uNacmSJSgUChQKBQArV67k\n0ksvJTY2FpVKxdSpUxk1ahTJycm+ZZKTk33LHLkv/fnll18YO3YsYWFhGI1G+vbty7vvvtusfZOV\nleV7z6ysLHbv3s0NN9xAfHw8BoOBbt268dZbb+HxeHzLzJkzh7POOovQ0FACAgIYPXo06enpDb7P\nseYgKSmJs88+2/f6yH2jUChqDUlosVj44osvuOaaa+jZsydhYWHo9XqSkpK47rrr+Pvvv5u1b04W\nGYJQCCGEEEIIIYQQQgghhBBCCCGEEOIor732Gk8//TQAarWaoKAgLBYLu3fvZvfu3cycOZO5c+cy\nZsyYE/J+ZWVljBs3jvT0dDp37sxvv/1GQkKCb/6ECRPIzs4GwGg0YjQaKSsrIz09nfT0dL788ksW\nLVpEYGDgCYnnSHfccQfvvfceKpUKk8lEVVUV6enpXHbZZbzxxhvcc889dZZxOp3cddddfPDBB75p\nQUFBlJeXs3TpUpYuXcqsWbOYN28eer3+mOIpLCxk4sSJrFq1CvAW8gQGBpKfn8/333/P999/z7Rp\n03z5O9LQoUN9/w4ICMBgMFBaWsrixYtZvHgxc+bMYe7cuajV9ZfUfP3111x77bU4nU6Cg4NRqVQA\nhIWFERERQXFxMQARERG+eQDBwcF+1zd9+nQef/xxlEolgYGB1NTUsH79eu688052797Niy++eEz7\n50hr167l5ptvprKykuDgYGw2G9u2beOee+4hMzOTl19+mccee4z//ve/qFQqjEYjZrOZxYsXc/bZ\nZ7NkyRIGDx5cZ73NyUFkZCSVlZWUlZUBEB0dXWudAQEBvn/Pnj2bG2+8EQClUklwcDAej4fs7Gyy\ns7OZNWsWH3/8Mdddd12z982JJD1gCSGEEEIIIYQQQgghhBBCCCGEEEIcJS4ujmeeeYYNGzZQU1ND\nSUkJVquVv//+mwsuuACz2czVV1+N2Ww+7vfKy8tj5MiRpKen069fP5YtW1ar+Apg1KhRfP755+zf\nvx+z2UxpaSlms5kvvviC2NhY1q5dy6OPPnrcsRzthx9+4NNPP+Wdd96hsrKSiooK9uzZw8iRIwF4\n5JFHKC0trbPc//3f//HBBx/Qvn17Pv/8c9+y1dXVfPXVV8TExPDbb7/x0EMPHVM8TqeTSZMmsWrV\nKoYPH87ixYupqamhoqKCkpISnnnmGTQaDf/+97/99tB10UUX8d1331FUVERVVRXl5eWUl5fz1ltv\nERgYyIIFC3jllVcajOGWW27hoosuYu/evZSXl2OxWJg6dSpz5sxhzZo1vnZr1qwhPz/f999rr71W\nZ10bN27kySef5JlnnqGkpITy8nLy8/O59NJLAXj55ZfZtm3bMe2jI916662MHDmSPXv2+Lb1jjvu\nALxFhtOnT+ell17i1VdfpaKigsrKSjZv3kynTp2w2WxMnTq1zjqbm4M1a9YwZ84c3+sj901+fn6t\nv4XQ0FAeeeQRVq5cicViobS0FKvVys6dO7nuuutwOp3cdttt5OTkNHvfnEhSgCWEEEIIIYQQQggh\nhBBCCCGEEEIIcZTbbruNJ554gl69evl6Q1KpVPTp04e5c+fStWtXioqKmjQMX0MyMzMZNmwYW7Zs\nYdSoUSxevJiIiIg67WbMmMG1115LXFycb5rRaOTqq6/mm2++8bWxWCzHFc/RysrK+PDDD7njjjsw\nGo2Ad2i9r776Cq1WS01NDT/++GOdbXrxxRcJDQ1l0aJFXHvttb6euYxGI1deeSVz5sxBoVDw/vvv\nU1BQ0OR4Zs6cyYoVKxg4cCALFy5k1KhR6HQ6wNsD1RNPPMG///1vAN//jzR37lwmT55cax8HBwdz\n11138c477wDw9ttvNxhDr169mD17tm/oRrVa7XcYx6YoLy/n6aef5oknniAkJATw9gz12WefERkZ\nicfjOa6/scjISL7//nvf0IhBQUG89dZbpKWl4Xa7efzxx3niiSe4//77MZlMAHTv3t3Xc9mqVavY\nt29frXUebw6a4qKLLuL5559n0KBBvnUrFAo6duzIp59+ytixY7FarXzyySfNWv+JJgVYQgghhBBC\nCCGEEEIIIYQQQgghhBDHQKvVMnbsWACWL1/e7PVs3LiRYcOGsXfvXiZOnMjPP//crCEEhw0bRkhI\nCBaLhQ0bNjQ7Hn8SExO5+uqr60yPi4tj4MCBAGzZsqXWvE8//RS3283kyZNJSUnxu94hQ4aQnJyM\nw+Fg8eLFTY7n448/BuDee++td+jCa665BoDNmzeTn5/f5HWPGzcOgKysLA4cOFBvu3/84x8olSem\n5Eav1/vtZcpgMHDeeecBdffvsXjooYfqDKeoVCoZPXo04P1bfvDBB+ssN2zYMN/+3bx5c615JzMH\nTaFQKLjwwguB4zv+TqT6B6wUQgghhBBCCCGEEEIIIYQQQgghhDiD7dixgzfffJM///yTrKwsqqur\n8Xg8tdo0VKjTkGXLlvHSSy9RUVHB9ddfz0cffVSnUOZo33zzDV988QV///03RUVFWK3WOm2aG099\n+vfvj0Kh8DsvPj4e8PaSdaQVK1YAMHv27Dq9Yx3p0NCFTR1GzuVysXr1agCmTp3apOELc3JyiImJ\n8b12Op18+umnfPPNN2zcuJHS0lLsdnud5Q4cOFCrt7EjDRkypEnxNkXXrl19PU8drb79eyx69Ojh\nd3pUVBQASUlJBAQE1JmvVCqJiIggNze31vufiBw0VW5uLm+88Qa///47mZmZVFVV4Xa7a7U50X/v\nzSUFWEIIIYQQQgghhBBCCCGEEEIIIYQQR5k1axbXX389DocD8Pa6Exwc7BsOrbq6GrPZjNlsbtb6\np02bBniLeWbMmFFvkRN4i4Yuv/xyvv/+e980rVZLeHi4r2irqKgIt9vd7Hjq01CPXId6Pzq0jw7J\ny8sDoKqqiqqqqkbfo6nDJpaWlmKz2QAoKSlp0jJHrru6uprzzjvPVyAG3m2IiIhApVIB+IZDbGg/\nRkZGNum9m6I5+/dYxMbG+p1+aHvrm39kmyPf/3hz0FRLly5l/PjxVFdX+6YFBQWh1+tRKBTU1NRQ\nWVl5wv/em6tFCrCypo9ribcRJ9iEpIdbOwTRDG/9eWtrhyCaQfLWNkne2ibJW9skeWubJG9tk+St\nbZK8tU2St7ZJ8tY2tdu/r7VDEM2gHPVqa4cgmkHy1jYNmNCltUMQzbD2hs2NNxKnnqc8jbcRQpwS\nioqKuPXWW3E4HIwcOZLp06fTr18/X/EVwJNPPsmzzz5bp0esprryyiuZNWsW6enpvPTSSw32JPTB\nBx/4iq+mTZvGlClTSEpKqlW0lZCQQG5ubrPjOZFcLhcA06dP59FHHz3h6wVIT09n8ODBx7T8M888\nw4oVK9BoNLz00ktMnjzZ18vUofUfKmhraD8eKkw6Ex1vDprC4XBw7bXXUl1dTbdu3Xj11VcZOnQo\nRqPR1+ajjz7illtuOSX+3gFOzICUQgghhBBCCCGEEEIIIYQQQgghhBCniZ9//pnq6mpMJhM//vgj\nQ4cOrVV8BYd7Smqu22+/nddffx2Ahx9+mFdeeaXett988w0A119/PU8//TTJycm1iq9cLhfFxcXH\nFc+JFB0dDTR9aMGmCg8P9xU/NWfdh/bjY489xr333lur+AqOP6dnguPNQVOkp6eTm5sLwPz58xkz\nZkyt4is49XIlBVhCCCGEEEIIIYQQQgghhBBCCCGEEEc4VPzRuXNnv0PEeTwelixZctzvc++99/oK\nrx588EFfQVZ98QwYMMDv/JUrV2K1Wo87nhNl6NChgLeQze12n7D1ajQa3z748ccfj3n5xvbj4sWL\nmx/cQUrl4VKcU6V3phPpeHPQlP1zKE/h4eEkJyf7bXMicnUiSQGWEEIIIYQQQgghhBBCCCGEEEII\nIcQRgoODAcjKysJms9WZ/9lnn5GRkXFC3mvq1Km89NJLANx///28/fbb9cazY8eOOvPcbjfTpk07\nIbGcKFOmTEGpVJKVleXbtvqUlZUd07pvuukmAGbNmsWKFSuOad0N7ceamhqee+65Y4rFn6CgIN+/\ny8vLj3t9p6LjyUFT9s+hPJWWllJUVFRn/uLFi/njjz+OJeSTTgqwhBBCCCGEEEIIIYQQQgghhBBC\nCCGOMGbMGBQKBSUlJUyZMsU33Fl1dTWvvfYat912G+Hh4Sfs/R588EH+97//AXDPPffw7rvv1po/\nduxYAN5//30+++wzHA4HALt372by5MksX74ck8l0wuI5Xp06deLhhx8G4JFHHuHee+8lMzPTN99q\ntbJixQoeeOABUlNTj2ndN954I8OHD8fhcHDeeefx+uuvU1JS4ptfVlbGjz/+yBVXXMGVV15Za9lD\n+/G5555jwYIFvt65NmzYwNixYyksLGzW9h4pJCTEN7ThZ599hsvlOu51nmqOJwcdO3ZEo9EA8Mkn\nn/hd/7BhwzAajXg8Hq688kr27t0LgM1mY+bMmUyaNImwsLCTtHXNo26JN0l6bEFLvI04DlnTx9WZ\nNj/rhVaIRByLCUkP15l298gPWiEScSze+vPWOtMkb6c+yVvbJHlrmyRvbZPkrW2SvLVNkre2SfLW\nNkne2iZ/ecuNT2iFSMSxaLd/X51pkrdTn7+8uZdMbflAxDFRjnq1zjTJ26nPX976f9qj5QMRx2Tt\nDZvrTnxK0fKBiGPz1Ok3XJhonk6dOjF16lReeeUVZs2axaxZswgJCaGqqgqXy8V5551H//79T0iP\nSYc8/PDDuFwuHnvsMe666y5UKhW33ur9jvPQQw8xe/ZsMjMzueGGG7j55psxmUxUVFSgUqn48MMP\neeqppzCbzScsnuP1n//8B7vdziuvvMKbb77Jm2++SUBAABqNhoqKCl/xk1p9bKUrarWaefPmcdll\nl7Fo0SLuv/9+pk6dSnBwMC6Xi6qqKl/bMWPG1Fr22WefZeHChRQXFzN+/Hi0Wi06nY6qqioMBgNz\n587lvPPOO+5tv/XWW3nqqad49dVXeffdd4mKikKhUHDppZfy4osvHvf6W9vx5MBoNHLNNdcwY8YM\n/vGPfzBt2jQiIiIAb29wU6dOJSQkhOnTp3P//fezaNEiUlJSCAoKoqamBofDQe/evbnpppu47777\nWnS7GyI9YAkhhBBCCCGEEEIIIYQQQgghhBBCHOXll1/m/fffp0+fPuh0OlwuF7179+bVV19lwYIF\nx1w41BSPPvoozz77LB6Ph9tvv52PP/4YgLCwMFauXMmdd95Ju3btUCgU6PV6Lr74YpYuXcqUKVNO\neCzHS6lU8vLLL7N27Vpuuukm0tLScLlcVFdXEx0dzZgxY3juuef8DgfYmLCwMH7//Xe+++47Lr74\nYmJjY7FYLDgcDlJSUpg8eTLvvvsus2fPrrVcSkoKq1ev5tprryUqKgqPx0NQUBDXXHMNa9as4dxz\nzz0h2/7kk0/y0ksv0adPH1QqFTk5OWRnZ1NcXHxC1n8qaG4OAN555x2efPJJunbtisvlIjs7m+zs\n7FpDEt53333MmTPH1xuWy+WiU6dOPP3006xYsYLAwMAW3NrGKTwez0kv4ZUesE590gNW2yQ9YLVN\n8gR12yR5a5skb22T5K1tkry1TZK3tkny1jZJ3tomyVvbJD1gtU3SA1bbJD1gtU3SA1bbJD1gtU3S\nA1YbJT1gNeh0uYfs7z6rEEIcD+kBSwghhBBCCCGEEEIIIYQQQgghhBBCCCGaSQqwhBBCCCGEEEII\nIYQQQgghhBBCCCGEEKKZpABLCCGEEEIIIYQQQgghhBBCCCGEEEIIIZpJCrCEEEIIIYQQQgghhBBC\nCCGEEEIIIYQQopmkAEsIIYQQQgghhBBCCCGEEEIIIYQQQgghmkkKsIQQQgghhBBCCCGEEEIIIYQQ\nQgghhBCimdStHcCR7EXZVPz1Jfb83bjM5Sg0OjThCQQNmoyxwyBfu+z/jq93Hfqk3kRf+WxLhCsO\nytmVz5evLiRzy37KiqrQGTQkpEUz+bazGDima622f/24kbkfLWN/ZiFKlZLEjtFMvn0UA0Z3aaXo\nz1yl5gOsyfmBouocLPYK1EotocY4+rQ7l6TwXrXabj6wiM0HllBpLcagCSAtsj8D21+ERqVrpejF\nIWtzFrA6ex5hxjiu7PdUrXl5lZmk7/2W4uocNCoDaZH9GZx0MRqVvnWCFT715S2nbCu7i9ZSWLWX\nMkseAbowrhs4vfUCFbX4y5vDZWNHwQr2lmyg1Lwfh9tGsD6KrjEj6Bo7EqVCat1bW33H27qcn8gq\n3UhFTREOl5UAXRjtw3rQL+FCDNrA1gtYAA1/vh1ic1r4cu2T1DiqOK/z7aRG9mvZIEUd9eVt7qYX\nOVCxq077hNBuTOh+fwtGKPxp6HhzuZ1syP2NnYXpVFlL0KoNRAa0Z1SH6wjQhbZOwALwn7dKazEz\n1zxe7zJdYoZzdofrWyhC4U99x5vH42Zr/jK25i2loqYIjUpLZEAi/RLHExuU2noBCwBer6rkhapK\nOqrV/BEV45vu8Hh4s7qKby1m8l0uYlQqLjeauDsgELVC0YoRn5nSbVYuLyn2O29eRCR9tYd/w1pr\nt/Gfygo2OxwEKhSMNxj5Z2AQJqV8f2tpSzbkcs4D3/mdt/ytyxncNRaA39ZkM3vxLlZvL2B7TikJ\nkQHsmXVTS4YqjtCUvFmsDmb8vI15K/awZU8x1TUO0uJDuGV8d24b3x2VSo63lla1vZpdz2f5ndfp\niRQC0owA5M0vpGJ9FbYiO64aN9pwDcE9A4mZEIkm6JS6pXhGWJIFZ3/qf176zTC4Xd3p5Vbo+AYU\nWeCby+DSrnXbCCGEEOLkOKWullyVhbjtNZh6nIMqIAyPw4Zl5wqKvnuGsPPvIbD3+QCEj/9HnWXt\n+RlUrf0BfXKflg77jFe4v4was43Rl/QjLCoIm9XBip838+ytM7jrucmcf/VgAH6csZz3n55H/9Gd\nOefSC7DbnCz6di3P3PwJj75zHUPP79HKW3JmqbKVYHfZ6BQ1BJM2BIfbzp7iv/lp21uclXYt3WJH\nApC+9zvW5/5KakRfesafQ5klj80HFlFqPsCEHlNbdyPOcNW2Mv7e9zNqZd1CuOLqffyw+WVCDTEM\nTbkcs62MDbm/UVFTwHi50dmqGspbRuFqdhevJTIgEaM2pOWDE/WqL2+V1mKWZc6iXUhnerUbi1al\nJ6dsG39mfklB1V7O6XRjK0UsoOHjrag6m3BTAmmRA9Co9JRZ8tiev4zs0s1c3vdJKTJuRQ3l7Uir\ns3/A4bK3UFSiMY3lzaQNZXDypKOmhbRAZKIhDeXN5XayYOsb5Fdm0jVmBOGmeGxOCwVVe7E7a0AK\nsFpNfXkzaAI5p1Pdm9E5pVvJKFpFQojceWlNDR1vK/Z+x8b9C+kYNYjusaOwOy1szf+TeZteYFKv\nfxIdmNwKEQuAPJeTN6urMPopqLqvrJQF1hquMBrpqdHyt93Oi1WVHHC5eD5EzpGt5SZTAL00mlrT\nklSHfwLf6rBzZXERHTQapgUFk+dy8X51FXudDj4Pj2zpcMVB907uTf/O0bWmpcWH+P791R87mb14\nF307RBEXbmrh6ER9GsrbnrwK7ntjCaP7JvDAZX0JNGr5bW0297y6mFXb8pnx2LktH7AAIGpsOMZk\nQ61p+mit79+WLCuGRD2hg4JR6ZVY82wULS2jYlMVXf6dhkonxXOt4b6BMCC+9rS0MP9tpy0Gi+Pk\nxySEEEKIuk6pAixD6gAMqQNqTQvsN568GVOpXD3XV4AV0P3sOsuW5GwGFJi6nNUSoYoj9D+7C/3P\nrt2D1bjrh/LghNeY99GywwVYny6nQ88EnvzwRhQHf7gae9kAbhzyLIu+WycFWC2sfVgP2ofV3uc9\n4s7mm/XPsnH/QrrFjsRsLz/4I/BgxhzxQ36IIYplmbPIKtlYp7cs0XJW7PmG6MAUPLixOqprzVuZ\n9T06tZGLez6EVu39Qh2oD2dJxufklG0lMbRba4QsaDhvg5MmMarDdaiUahZsfYNS84FWilIcrb68\nGbVBXNn3X4SZ4nzTusWexaJdM9hRsIL+ieMINkS1RsiCho+387veWad9TFAKv25/j6ySjXSIGthS\nYYqjNJS3Q0rM+9mat4T+ieNZnf1DC0co/Gksbzq1gU5Rg1shMtGQhvK2af/vHKjYxaRej0jxxymm\nvrxpVDq/x9nOghVoVXr57tbK6sub2+Nia94SUiP6MqbTzb7pqZH9mbnmcXYVrpJjsBU9U1FBX40W\nFx5K3W7f9A12Oz9aa7g/IJCHgoIBuM4EYUolH5irmWIy0UWjrW+14iQaqNUyzmCsd/7zlZUEK5XM\nDo8k8GCPVwkqNY9UlLHUauUsvfQa3hqG94zj0rM61Dv/uVuG8v5D56BRq5jw2Dy27i1pwehEfRrK\nW0yYiY0fXUu35HDftNsn9uDm5xcy45dtPHH9wFpFdqLlBHQ0EjoguN75qfcm1plmSjWy5619VKyv\nJGxwyEmMTtRnRPum9WS1pRDeWQvTRsK0JSc9LCGEEEIc5ZQvVVcoVagDI3Db/N98AfA4HVh2LkeX\n2B11UEQLRifqo1IpiYgNwVxZ45tmqbYSHGHyFV8BGAP16I06dHqNv9WIFqZUKAnQhWFzevOWX7kH\nt8dNh8jahZFpB19nFK1p8RiF14GKXWQW/83w1MvrzLM7a8gt30bHqEG+4iuATlFD0Kh0ZBata8lQ\nxREayhuASReCSnlK1UYLGs6bQRNYq/jqkJRwb4+cZZa8kx6f8K+x482fQJ33OtLmqmmkpThZmpq3\nvzK/Jjm8D7FB9d+kES2nqXlze1w4XNYWiko0pqG8eTxuNh1YRHJ4H6IDkw/mztYKUYqjHevnm9le\nzv7ynaRE9EWtlO/draWhvLndLpxuBwZNUK3pBk0gChSolVLE01pW2mz8ZK3hX8EhdeattnvPiROP\nKvSZaDDiAX6okevJ1lTtduP0eOpMr3K7WWazMtlg9BVfAVxiNGJSKPjRamnJMMVRqix2nC6333lx\nEQFo1KoWjkg0RX15iwg21Cq+OuTiEd6hdbdnl5702ET9XDUuPK6658n6aCO91yMui/9jVLSMKhs4\nG0nB/b/ApM7egi0hhBBCtLxT8i6v227F47ThtlmoyVhFzZ51GLuMqLd9TeYa3DYzpm6jWi5IUYfV\nYsdudWCusrL6962sW7qTEeN7+ub3GJzK8p838+OM5QwY0wWHzcmPM5ZjrrIy4cbhrRj5mc3hsuF0\n27E7a8gq3UhO6RbSIvsD4HY7Aer8UH/oB+Ci6uyWDVYA4Pa4WZY5iy4xwwk31R3kvcS8H7fHTVRA\nUq3pKqWaCFMCxeacFopUHKmxvIlTU3PzZrFXAqDXBJys0EQDmpo3j8eD1VmNx+OmvKaQlVlzUKAk\nPrhjC0YrDmlq3nYXrSW/KpOr+j1NlVWefG9tTc1beU0B7y+/F7fHiUETRNeYEfRPHCeFx62ksbyV\nWvIw28sJN8WzJONzdhSk4/Y4CTPGMyL1CuJDOrdC1KI51yW7i9bgwUOHSOnZsbU0lje1Skt0YDI7\nCtKJCUolNigNm6uGdTk/olMb6RpT/+9h4uRxeTxMqyjnKqOJLpq6xYv2g8U9+qOGJjQcfL3ZIcMk\nt5Z/lJdh9nhQAQO1Ov4vKJheWu/vWDscDpxAT23twkatQkFXjYatDhmvqbXc/PxCqmscqJQKRvSM\n5/k7htO/U3TjC4pW1Zy85Zd6Cx0jgg0NthMnT9ZH+3Fb3aCEgI4m2l0Rg+moIQk9Hg+uam+RlrXA\nzv5vCkAJgZ1lCNDWcuM8qLaDSuEtrnphLPQ/6pnQb7bCin2w/W7IKm+VMIUQQogz3in5a3fZog+p\n3vCL94VCibHjEMLOrTtMzCHmbUtApcHUaVjLBCj8+vi5+fzy5SoAlEoFg8/rzu1PX+ybf+u/LqKy\nzMz7T8/j/afnARAUZuLZL26jc18px28ty/d8w7b8PwFQoCAlog8jUq8CIMTo/cKcV5lZ6yZLXuVu\nwPs0tWh5W/OWUmUtYWL3B/zOt9grADBq63YlbdQGk1eRcVLjE/41ljdxampO3lxuJxsP/E6QPoKo\nwKSTF5yoV1PzVuOoZMaqh32vTdpQxna+hVBj7MkOUfjRlLw5XXZW7P2WXvFjCNJHSAHWKaApeQvS\nRxIf3IkwUzxOl43M4r9Zt28B5TUFnNflthaMVhzSWN4qagoB7zCEOo2JUR2uBWDdvp+Yv+V1Lu3z\nOBFSUN7imnNdsqtwNUZtMO2kaK7VNCVvYzrdzG873uf3nR/5pgXpI5jU658EGyJbIkxxlM8tZva7\nnHwV6L+n/VS1tyhrrd1Govrwz6uHesbKd7lOfpCiFo1CwYV6A2fr9YQplWQ4HLxnruaS4kLmRkbR\nXaOl0O3NS5Sybk9K0UqVL3+i5WjVSiaPTOOCQUlEBBvYnl3CS1//zVn3fcNfb15Onw5RrR2i8KO5\nebM7XLz+7XqSY4MY0FkK7FqaQq0kpH8QwT0DUQeqsO63kf9LMTv/s4fOT6RgbH+4CMtZ4WTT1J2+\n15owNcl3JKCP07VG6Gc0rQou6QIXdoAII2wrghdXwIhPYMVN0OfgT1g1DnhoITwwGJJCpABLCCGE\naC2nZAFW0ICLMHYejquqBMuOv/B43ODy/wSS22ahJnMthtT+KPXSy0RrmnjTCIZe0JPSgkr++mkj\nbrcHh/3wD046g4b45EjCY4IZMLoLNWYb8z5axvQ7PmP67DuJS5LhI1tDr/hzSI3oi9leQWbxWtwe\nD26PN2+RAe2JDkxmfe4vmLQhxId0osySx5+7v0SpUOGs57gUJ4/VUc3q7B/onzgOgzbQbxun2/uk\nrb8eJVRKDU635K2lNSVv4tTT3Lwty/yKMkse47rdi1IhQyS0tGPJm05tYkL3qbjcTorNOewpXi/D\no7WSpubt79xfcHtc9Eu4oAWjE/Vpat5Gd7yh1utO0UNYkvE52/KXkV85hpiglJMdqjhCU/J26Fxo\nd9m4rO+TBOrCAIgP7sQXa59g/b5fGdv55haLWTTvuqTcUkBRdTa94segUCgbX0CccE3Nm0alJ9QY\nR3RgCu1CumCxV/B37i/8vO1tJvV6GINGvkO0pDK3i5cqK7kvMIhwlf/r+bP1etqpVDxbWYFBoaSH\nRsN6h53/VVWiBqx+hr8TJ1d/rY7+YYcLA87VG7jQYOTcogL+W1nBzPBIX160R/VcBqBTKCRvrWBo\n9ziGdj/chcvEYSlcclYHet/8BY9/sIKf/3dx6wUn6tXcvN372hK2ZZcyf/pE1Cq5NmlpAR2MBHRI\nPDyhD4QMCGLbk7vZ/00BHR5K8s1SBajo8HASboebmmwrZesqvb1miRY3NMH73yETO8GlXaHnO/DY\nH/CL91kZ/vsXOFzwuHSeKoQQQrSqU/IqVxOegCGpNwE9ziHqsn/hsVsp/PbfePx8CbbsXI7HacfU\ndVTLBypqaZcaRe/hHRh9ST+mfXQTVrONZ2+Z4cvb83fPpOhAOVNfvIJhF/ZkzGUD+M+sO3A6XMx8\n8ZdWjv7MFWqMJSG0K52jhzCu2704XFZ+2vqmL2/ndbmDcFM7Fmd8ysw1j/PT1rdIjexHREACGpU8\n8dLSVmXNQ6820SNudL1tDg0R6To4hOSRXG5HnSElxcnXlLyJU09z8rY+91e25S9jYPuLaB/W4yRG\nJ+pzLHlTKdUkhHYlKbwn/RPHMyLtahZnfEZWyaYWiFQcqSl5q7QWsyH3Vwa1vxiNSt+C0Yn6HM/n\nW6/4sQDklm8/0WGJRhzL9WRsUKqv+AogUB9ObFAaBVWZJz1OUVtzjrddRd4eqjtEDjpZYYlGNCVv\nbo+LHza/jE5lYGTa1aRE9KF73Cgm9niASmsRG3J/a8GIBcD/KisJUSq50VT/g556hYIZYRGEKpXc\nVlbCkMJ8HigrZWpAICFKJSYpejwlJKvVnKvXk26z4fJ4fENG2v38xmw7Yr5oXWnxIUwclsKSDbm4\nXFLw0VY0lrcXZ63jwwVb+PdNQ7hwcHIrRCj80UfrCOkTRNUOMx734XOjUq0kqFsAIb2DiL0oisTr\n4sj+eD/lGypbMVpxSFoYXNQZFmeBy+3t7eqFFfDcaAjQNra0EEIIIU6mU7IHrKMZOw+j9Jc3cZbu\nRxNee5gD89YlKHQmjGkDWyk6UZ+hF/Tg7f+bw/49Rag1Kv5eupO7/3NJrTaBIUa69E9i+7rsVopS\nHC01oh9Ld8+kvKaAUGMMAbpQJvf6J+U1BVjslYQYojBqg5mx6mFCDNJVdEsqrylgW/6fDEu5otbw\njy63A7fHRaW1GK3K4Bt68NBQhEey2Csw6UJaKGIBTc+bXmNqvSBFHc3J246CFaTvnUO3mLPonziu\nFaIWx3u8xQalYtQGs6toFUnhPVsoatHUvK3O/gGTNpT4kE5UWouBw591NY4qKq3FBOrCpJeXFnK8\nx1uALhQAm9PcEuGKg5p8PXnwetGgDaqzDoMmkGLzvhaKWEDzj7eMwtWEGKKJCmzfwhELaHreis37\nKLUcYFjK5bWWDzFEE2qMJa9ydwtHfmbb63TwpcXMU0EhFBwxjKDNA04P7HM6CVAqCVUq6aTR8Htk\nNLucTircbjpoNOgVCp6urGCwVh5YO1XEKVXYAYvH4xt68NBQhEcqcLuIrqfHM9HyEiIDsTtcmK0O\ngkxyPLUV9eVtxi/bePT9v7h9Yg/+7zq5j3Oq0YZp8Dg9uG1uVAb/58GADkY0IWpK0ysI6V33O4Jo\neQlBYHeB2QHTFkN8EIxKOjz0YH619/9FZu+0xGBQSp2xEEIIcdK1iQIsj8MGgNtW+8d5Z3Up1pzN\nmHqcg0ItPbqcauw2b+87lior7oNPT7jddZ9+cTlduJx1f/gQrePQ8HR2V02t6SGGaF/BVan5ABZ7\nBZ2jh7Z4fGcys60cDx7+2jOLv/bMqjN/5prH6Rl3DgPaT0CpUFJYnUVaZH/ffO8QW/tIjehfZ1lx\n8jQ1b8NTr2iF6ER9jjVve0s2sHjXZ6SE92Fk2lUtHa446EQcby63A7uzpt754sRrat6qbaVUWAuZ\nuebxOm3+zPwSMuHmIa+iUxtbIuwz3vEeb4eK6PQyrFaLamreBra/CKVChdlWXncd9gr0mvp7hREn\nXnOOt4LKPVRYCxnYfmJLhiqO0NS8RQd6ewHxeOr+XuJ2u/AopfeXlpTvcuEGplWWM81PJx9DC/O5\n2RTAU8EhACgUCjppDv8muchagxsYrpOCkVNFjsuFDjAdzJUa2GS3M8Fw+JrR7vGwzeFgvMHQanGK\n2vbkVaDXqggwSFcubYm/vM37K5PbXvidSSPSePP+s1sxOlEfW5EdhUaBUtfww0xuhwdXjdzHOVXs\nKQO92tvjVU4F7C6FlNfrtrvrJ+//y/4JIdKZuBBCCHHSnVIFWC5zOSpTSK1pHpcT85ZFKNQ6NBGJ\nteZZtv0JHrcMP9jKyourCYmo/QO80+Fi8Zx1aPUaEjpEY7c6UCoV/PXjRs6/ejCKg116F+eVs23N\nXrr0l26HW5rFXonxqCfaXW4nuwrTUSs1hBlj/S7n8bhJz/oOtVJLt5iRLRGqOCjMFMf5Xe6sM311\n9jzsLivDU64g2BCJTm2kXUgXdhWuon/CeLRq7zernYUrcbhspEX0a+nQz2hNzZs4tRxL3g5U7OK3\nHR8QF9yBsZ1vlt53WlFT8+ZweYv7jx5KN7N4HTanhagA6SmkJTU1b3ZnDTWO6lptSi0HWJ09jz7t\nziM6MMU3bJo4+Y4lbyqlGtURQyB7PB7W5SwAIDG0a4vFLJqeN61aT/uw7mSVbKbMkkfowe8GpZY8\n8isz6RYr3wNaUnOuJ3cVrQagQ6T0MtFampo318GeeDKK1pAY1t3Xrqg6m/KafLrK9+4W1Umt4YPQ\n8DrTX6iqwOzx8FRQCO3V/n9OrfF4eLGqkiilkosMUhDe0kpcLsKP6sFqm8POQmsNo/R6lAoFQQoF\nw3U65tRYuD8wiACl97vbHIsFs8fDOL3kraUVlVuIDKm93zfuLmL+ij2cPzAJpXTXckpqat7+3Lif\nq5/5mZG94pn5f+dJPluZo9KJJqj2Z5glp4aK9VUE9QxAoVTgsrlRQJ1irLI1FbjMLkxJUqja0orM\nEHlUx9Ib8+GHnXBBB2+vVs+OhmJL7TZbCuHJxfDIUBiSACbpw0IIIYRoEadUAVbJL2/isVvQJXRH\nFRiOq7oM87YlOEtyCR19M0pt7Ys787YlqALC0Lfv0UoRC4C3/+87LNU2ug1MJjw6iLKiapbOW09u\nZiE3/d94DCYdBpOOMZcN4LevV/PENe8z5Lzu1Jht/DwzHZvVyaV3ytMvLW3p7pnYnVbigjtg0oVg\nsVeyq3AV5TX5DE2+DI3KW7SzLHMWLreDCFMCbo+LjKLVFFRlcU7HKQTq6/4oKU4egyaQlIg+daZv\nOvAHQK15g5IuZs6G55m76QW6xo7EbCtjw/6FJIR0rfWjvjj5jiVvxeZcsko2AlBRU4jdVcPagzeo\nI0ztSArv1QIRC2h63qqsJfy09S0UeIdw3V28rlb7cFM7Ikztjl6NOEmamrfi6n38sPll0iIHEGKI\nQaFQUFSdza7ClQTqwukZf06Lxn2mO5bz5NF05d4f/aMCkhpsJ068puZtf/lOFu74gA5RAwnWR+F0\n29lTsp78yky6xowgUgoeW9QxXU+2n0Ru+Q7mbX6ZnnGjD7ZbhF5jom/CBS0TsACO/Tzp9rjZXbSW\n6MAUgg1RLRKjqOtY8tYupAs7C9Oxu6wkhHbFYq9g84FFqJRauS5pYWEqFef76QXpI3MVuN215t1Z\nWkK0SkUHtZoqj4fZFjM5TiczwiN8hT2i5dxVVopeoaCfVkuEUskup5MvLWYMCgWPBQb72j0SGMyk\n4kIuKyniaqOJPJeL96urGKnTcbZeugZpaVf9+2f0WjVDu8cSGWJke3YJH/y4BaNOzfTbhvnabcos\nYv6KvQBk7q+gwmznuc+9xcY9UyOYMDSlVeI/UzUlb9n5lVz8fz+gUCi4ZGQa3yytPaRuz5RweqbK\nA4ktae87+1BoFASkGVEHqbEesFG8pBSlVkH8Zd6RL2z5Nna9kEXYwGD0sTpQgCWrhpL0crQRGqLO\nlfsBLe2Kb8GggaHtIMoE24rg/b/BqIH/HrxMHJ5Yd7lDvV0NiIeLO7dcvOLMMSHp4dYOQQghTkmn\nVAGWqcsIqjctpGr9T7hrqlBqDWhj0ggddSPGDoNqtXWU5GLP303ggIulp4lWNnx8LxZ+vYafZ6ZT\nVW7BYNKR2r0dN/zzAgaN7eZrd+ezk0jqEsvC2Wv4/IWfAUjrmcDUl66g+yD5ktzS0iL6s71gOVvy\nlmJzVqNR6YkMaM+Q5Mkkh/f2tYsMSGTj/t/ZVbgahUJBdGASF/V4gPgQuWo/lUUGtGdijwdIz5rD\n8j2z0ar0dIkexuCkya0dmmhAcXUOq7Pn1Zp26HWnqCFSgHUKqrQW+4Zs/TPzyzrz+yeOlwKsU5BJ\nF0JKRF9yy3ewoyAdt8dFoD6M7rFn0y/xQhlaS4gTKFAfTmxwB/YUr8fiqESBglBjLGelXSO9upzi\nwkxxXNzzIdL3zmFtzk8oFArahXRiSPKlBOhCWzs80YDc8u3UOCrpl3Bha4cimujCrnezYf9vZBSt\nYV/ZFpQKNbHBHRjU/iJCjTGtHZ6oR0+Nltk1ZmaanegVCgbqdLwRGkY3jfTI2RrO0+v5vsbCB9XV\nVHvchCmVXKA3MDUwiOQjei3rodXyZXgk0ysreLqinAClkiuNJh4NCm5g7eJkuWhYKl/+voNXvllP\npdlOZIiBSSPSmHbDINLiQ3zt/s4oYtrH6bWWPfT6+vO6SAFWC2tK3vbmV1JhtgNwz2tL6qxj2g2D\npACrhYX0DaIkvZyCX0twWV1oAtWE9Asi9uIo9NHeHsK1YRpC+wdRtd1MyfJyPC4P2nANUeeEEzsh\nEnXAKXVL8YxwcWf4YjO8vBIqbRBphMld4F9nQVpYa0cnhBBCiKMpPB6P52S/SdJjC072W4jjlDV9\nXJ1p87NeaIVIxLHwV2F+98gPWiEScSze+vPWOtMkb6c+yVvbJHlrmyRvbZPkrW2SvLVNkre2SfLW\nNkne2iZ/ecuNT2iFSMSxaLd/X51pkrdTn7+8uZdMbflAxDFRjnq1zjTJ26nPX976fyojxJzq1t6w\nue7Ep2RIzlPeUyf99rkQQojTkHQdJYQQQgghhBBCCCGEEEIIIYQQQgghhBDNJAVYQgghhBBCCCGE\nEEIIIYQQQgghhBBCCNFMUoAlhBBCCCGEEEIIIYQQQgghhBBCCCGEEM2kbu0AhBBCCCGEEEIIIYQQ\nQgghhBBCCHHq6/9pj9YO4YRYe8Pm1g5BCHGakR6whBBCCCGEEEIIIYQQQgghhBBCCCGEEKKZpABL\nCCGEEEIIIYQQQgghhBBCCCGEEEIIIZpJCrCOQ/Wm38n+73hy376ptUMRQgghTri3l93G28tuY3/5\nztYORQghhDhuOwpW8Pay2/h89WOtHYo4gVZn/8Dby25j7qYXWzsUIc4I+8t3+r4nCCHEmSblyo9R\nnf0aM37Z1tqhCCGEEEIIIU5B6tYOoDWVL/uCiuVf1Z2hUqMyBKGJbI+x83ACup+DQnVG76pTnsfj\nYflPm/nzh/VkbtlPRUk1SpWSkIgAQqOC6Ngrga4Dkuk1NA1joL61wxVH8Xg8zN/yKrnl2wnSR3BF\n32loVA3n6dft75FZvA6DJogr+/0LgyawhaI9M/2x8xN2FqYf83JxwR25uOdDJyEi0ZDV2T+wNudH\nANRKDdf0fw6TLsRv20prMTPXPA7ART3+QXxIp5YKUxx0ZL4Axna6hQ5RAxtc5sctr5NTtsX3+toB\n/yFIH3HSYhSNO56bkKM7TqFz9NATGI1oiqOPvUOUCjV6jYlwYzypkf3oFDUElVK+C5wKJGdtV325\nUynU6DUBRAYk0jFqMKkR/VAoFK0QoWiM1WHm09WP4HI7ALi6/zOEGKJbOSrRELfHzZ7iv8kq3URB\n1R5q7FU43XZ0aiPBhihigzrQMWoQ4ab41g5V+PFyZQWvVFcBsC+uXStHIxri8XhYYK1hbo2FLQ4H\nxS4XKoWCCKWSaJWKXhotA7U6hut0BCrlWehThcfj4dulu/nqj52szyiksMyCSqkkOsxIbJiRAZ1j\nGN4zjnP6JhBk0rV2uAJQnf1as5f96J9jmXJ+1xMYjThZDnxfQN68IgD6zejeytGcufaWQc93odoO\nDwyGl8+rv21eFXR/B0pr4Kbe8NFFLRamEEIIcUqSX6UPUppCfP/22GtwVZfiqi7Func91et/IerK\nZ1DpA1ovQFGv6soa/nPbp2xZtcc3TaVWojNoKTpQTn5OKdvXZjHvo2Xc/8LlnHNp/1aMVvijUCg4\nu+MNfL3uaSqtxSzf8w2jOlxXb/uMwtVkFq8D4OwO10vxVQvQqg0YNEFNauty27G7rAColJqTGZZo\nAqfbwZqc+Q0eU+LUsqNgRYMFWGZbOfvK5GnbU01950iHy4bTbWuwjZwrW9+RuXG4rFjsFVjsFewr\n38bWvD+Z0H0qeo2pFSMUR5OctV1H5s7uqsFsL8dcWk5W6SYSQ7tzQdc75bx4CsooWuUrvgLYnr+c\nIcmTWzEi0ZD8yj0s2vUJ5TUFvmlKhQqNSo/VUU2No4r8ykzW5/5CSngfxna+VQpXhWiGCrebW0qL\nWWm3+6apAQMKDrhc5LhcrLHb+dBczUshoVxulGuTU0F5tY3JT8xn6cb9vmlqlRKjXkVOQRV7DlSw\nfEser367Xgp3TiHRoUa/06trHJitjgbbGLTyGSfEsUgOhRfGwp0L4LVVMKkzjGjvv+0t873FV+2D\n4ZXzWzZOIYQQ4lQkV54HJdw7s9ZrZ0UhFSu+pnrjr9jzMyhb+B4RE/7RStGJhrz64Cy2rNqDUqVk\n4o3DOf/qQcS0D0epVOJyusjJKOTvpTv584f1rR2qaECgLozhqVeyaNcnbMtfRnJ4b9qH9ajTzmwv\n589Mb891naOHkRTes6VDPSONSL2SEalXNtrO5Xbw/cYXKKzOQq3UMTT5khaITjRmR8FyesefS4hR\neik4lenVATjdDnLLt1NtKyNAF+q33c7CdDy4CdSFU2UraeEoRX1uHOx/6Ksje32pr41ofUfnpspa\nwrp9P7EtfxlF1dn8tWcWYzrd3ErRCX8kZ23XkbnzeNyUWfL5a8/X5JZvJ6dsC6uy5jE05dJWjFD4\nsz1/OQA94kaz+cAidhamMyjpYpQK6c3lVJNVspFft7+Hy+NErzbRu925pET09fVY5va4Ka7OIbP4\nb7bmLWFPyXqcbrsUYAnRDFPLSllpt6MCbjYFcK3JRHuVGqVCgdPjIcPpYInVxtwaS2uHKo5ww/Rf\nWbpxPyqlgvsv7cNtE7qTGheCUqnA6XKzLauEX1dn89UfO1s7VHGEA3Nu9Tv96Rkr+fenqxpsI4Q4\ndnf0hznbYeEemDIPNt0BJm3tNh+sg58yQAF8fBEESYeBQgghBPJLWT3UwVGEX3Av+vbe4g7zjmW4\n7TWtHJU42oG9Raz+YzsA1/7jPG76v/HEJUeiPNilt0qtIrlLLJfcMYrXfnqA4eN7tWa4ohGdo4eQ\nHN4HgCUZn2N1mOu0WZLxOTanmUBdOMNTrmjpEEUjlu7+gsLqLADO6TiFcJMMldCaAnShhJva4fa4\nWZn1fWuHIxqhUelIjeiLBw87ClbU2+7QPBmyToiTJ1AfzqgO1xEf3BmA3UXrcBzs3VGcmiRnbZNC\noSTMFMeF3e4hWB8FwNb8P3F7XK0cmThSUXU2xeZ96NRGhiRfQpA+Aou9gpzSza0dmjhKeU0Bv+/8\nCJfHSagxlsv7TqNvwgW1hotUKpREBSYxJHky1w6YTnK4/E4iRHPsdTr43ea91ng4MIgng0NIVmtQ\nHhxKV61Q0EWj5c7AQH6NimaCwX/PPKJlZeSW8eOKvQA8c/MQXrhzBB3ahaJUHsybSknP1Egevqo/\nf394DVec3bE1wxVCiFb10URvUdWeMnh4Ye15WeXwj9+8/75rAIxObvHwhBBCiFOSPN7WCH1KP6zZ\nm8DlxFl6AG1Mar1ta/aup3LNXOx5GXgcVtQhMRi7jCR40GQUam29y4nm27Mtz/fvQWMb7w5ap689\nlMUtw6dTuL+M+1+4nKEX9GDOe0tY+dtWCnNLqTHb+WDZo0S3CzvhcYv6jUq7lvzK3Zjt5SzL/Iqx\nnW/xzduW/xfZpZsBBaM7TkGr1rdeoKKOTfv/8BWG9E24gNTIfrXm/7HzE3YWptMpagijO05he8Ff\n7ChYQZklH5vTzOiOU6Sg5ARToGRw0iQWbH2DPSV/U1C1l+jA5n0bttgrWJuzgOzSzVjsFWjVRtqF\ndKZ/4jhCjbEnOPIzV+fooewsTGdHwQr6J46rMz+vIoPymgKC9BHEBXdocF1Ot4OteUvZXbSW8pp8\nnC47Bm0QccEd6R0/loiAhJO1GeIYWR3VbD6whOyyTVTUFOJ02TFqgwk2RJES3ocOUQPRqeWGTWtI\nDOvG/ooduD1OymsKiQxIBGp/pp3T6Ua/y+4oWMGiXTMI1IVz3cDpLRn2Ga2+nPlTWJXN+txfyKvI\nwOq0EKALITm8N/0SxsnwhS1MrdSQGtmPv/f9jMNlpcyST7gp3jc/u3QzG/f/TmFVFm6Pm2BDJB0j\nB9IzfkwrRn3mONT7VWpEf9RKDR2jBrM250e2FywnqZHinb0lG9i0/w+KqnPq5G7dvp9Ym/MjccEd\nubjnQy2xKae9VVnzsLusqJQaLuhyV709qh6i15i4oOvdeDyeWtPLLHmszVlAbvkO7E4LJl0I7UN7\n0M/P9aloWek2K5eXFAOwL64de51O3qyqZJnNRonbRZhSxdl6PQ8EBhGrUrVytKe3rY7Dw7Keqzc0\n2t5wsDDrkCEFeeS6XLwUEsrFBiMfm6uZY7GQ5XKiBnpotNwREMjZevnt60TasLvY9++Jw+r/nf8Q\ng67+2ydVFjvTv1jD98t2k1NQhUmvYViPOB69egCDusackHjFiVFUbuH17zbw08os9uRVYLO7iIsw\nMap3Ox64rC/dksNbO0QhTkkJwfDqeXDTD/DuWu9QhGNTweOBKXOhyg5pYfC/sf6XzyqHV1d6e9HK\nLge3BxKD4bxU+MdQ77+FEEKI040UYDXmiB+hPB53vc2q/l5A6W/vAh6UOhMetwtHcQ4Vy2ZSsyud\nqKueQ6UPaIGAz1zFeRUkpDVveK3KMjMPTniN/XuLUWtV6PRSMNdaDNpA/p+9+w6PotofP/7e3tJ7\nI5WEhN57R1AREFDE3uVaruXafuq9tqvfq1699t4Vu6IiAoIgvfceCOm9J5vsZvv8/lhYElIJgQA5\nr+fxcTNn5szZOczslM98zrju1/PHofdIK91KXGB/ugcPpsZSzsaMHwDoGzGRSL8endxSob78qsNs\nzPwRgGj/3gyLubzF+Zcd+oCM8p3IkKFW6pAha3F+of1iAvoQ4ZtEQfURNmf+zOV9T304XaOljD9T\nP8JsN6KUq5DLFdTZjaSVbiWjfBeXptxFdEDvM9D6rifCNwkfbTBGSykF1UeI8G34tu2hBtmvmt9v\naq2V/L7/DSrMBQDIZQqUcjW11gqOlGwmrWQLo+Ln0jdy4hn7LkLb5FQe4M/Uj7A63MOSyGVy1Aod\nJlsVNdZy8qoOoVf7Eh80oJNb2kW18VpAOIe0sc+OlGzhryOf45KcqBU6JMmJ0VLGnvwV5FYe5Ir+\nj6FSiAeeZ5OX+kSgiK1e9rL6Q7kCaJR6Ks0FbMr6meyKfYT5dj+r7exqHC47aaVbAegROsL9/5AR\nxwLz92K2GdGrfZpcdkPGj+zJP/GqvOi7M8tsM5JRtgOApOBhpzT8uKxeYEhOxX6WHnwXp+QA3Fla\nTbZq9hWuIr18J8NiZnZou4X222i1cGtFOSZJwksmwwUUuZx8azbxl6WORcGhIgjrLCl0OklUqVqf\nsQlmSeLKslJ22W2oALVMRo0ksdFmZVOFlf/6+XO1XgSGnwl5pTWkxLTvxduqGgvD7vyOw7mVqFUK\ntGoF5UYLv23I4PdNmXzw0CRundqrg1sstMeKHTnMfWYJVbVWAFRKOWqlgsxCI5mFB/l6xWE+eGgS\nN16c0sktFYRz0y0DYMEhWJwGt/0G+++GT3bCmmyQy+Dzy0HfxE/g13vd81uPJTfWKNzzHy53//fZ\nbvjpKpjSeiysIAiCIJxXRABWKyyZO499kqH0a/rmlauumooVH6FPHoX/xNtQ+gTjslsx7V9JxYqP\nsBWnU77kDUJm//PsNbyLSOwXhUwmQ5IkPv2/33ns3RuIjA8+5Xq+e+NPtHoNT3xwI4MnpKBUKSgr\nrMLbT2Sb6AzxQQPoETKCwyWbWHv0a8J9u/PXkS+wOS3468IZHje7s5so1FNjKWd56oe4JBd+ulAm\nJ9+OTNb8CLcZ5TtxuuyMjLuSnmFjUCt12J2WBg/ahI41PHY2P+95kfzqw+RU7D/lYKkNGT+gVuqY\n3vsBovxSkMlkFNdksurIl1SY81me+iFXD3q21TfshdbJZDKSQ0eyNXshh4o2NAjAsjutpJdtR4aM\nHqEjMdaVNlmHS3Kx7ND7VJgLUCt0jO1+LQlBg1DIlVTXlbI+43uyK/ayPuN7fHXBxAT0OVtfTzhJ\naW2O+wGny06APoIRcVcQ5ZeCQq7EJbkoq80lrXQrahEE0mlyKg8e+yTDRxvUqW0R2qYtfVZnr2HV\nkS/oETqCwdHT8NYEYHdaSS3eyIaMH6gwF7ArdxlDY1sOKBc6ltF6IiOF9ljWv8zy3Z7gq4SgQYyM\nn4O3JgCH00Zq8UbWZ/xAuTm/U9rbVWSU7cTqMOOrDSHcx/10xFcXTLhPdwqNaRwu2cSAqIsbLZdW\nstUTfJUYPJQRcVfgpfHH4bJzpHgz6zK+E33XwfKrUpFwB6HGBfVvVx211kqWp36IU3IQaIhifOIN\nhHrHIUkucisPsiptvufFG6HzzasoZ6RGwxPevnRXqbBJEsssdTxaVUmxy8VLxmpe9xdZ3c+Ufio1\nMkACnjNW84FSQbzy1IOwXjFWo5PJ+dg/kIlaLSqZjHSHnQcrK9lpt/FMdRVTtTp85M3fZxHabkhy\nKDKZO2b/kffW8cMzPiR1O/V7Gf/+YgtyuYzvnp7KrDEJKBVyDmVXcM9rf7FmTz53vfoX/bsHMzAp\n5Ax8C6Gt9mWUMfOfi6izOrj9st48MGcASVF+KBRycoqN/PfbHby3cC93vLyCnrEBDO7Rvpe7BeFC\n99F06PUu5Brh6p9gdZZ7+oPDYVQTSaf/TIcbf3UHXD06Eu4aAjHHsl0dKYcnV8GPB2HOj7DvLpEJ\nSxAEQbiwiCu3ZjiqSyhf+pZ7+EFA130oCl3Tb3VKdiuayGSCLn8UpY87+Eeu0uA9YCoBU+4CoO7I\nJqyFR85O47uQ0KgAJs8dAkD24SLuvugVHpj2Ou8/+Qt//rCN7MNFjVLpN8VqcfDUZ7cyfEpvlCr3\n24FB4X5odCITVmcZnTAXL40/FoeJn3a9QH51KnKZnEk9bkEpb99bhULHczht/HHoPersNagUWi7p\neXerw2TZnVZGxl1F/6gpqJXuNP0qhRaD2u8stLhrCvOJJy7QnT1nc9YvbTou1udw2ZnW+366+ff0\nvB0f6h3HjD7/QKM0YHNa2Jm7tMPb3VX1CB2BDBnpZTux1wtMPFq6HbvTSqRfMt6a5h+kpJftoLgm\nE4ApKfNIChmGQu6OuffVBXNpz7uODUUpsSlzwRn9LkLL1qd/h9Nlx1cXwqx+jxIT0MfTV3KZnBDv\nGEbFzyHKX7yJe7bVWMpZnTaf/OpUAGID+qJViWy257JT6TOHy0b34CFMSLzRczxVKTT0iZhAnwh3\nZsC00m1np+ECADZHHWkl7ixLGqUBP5374dfmrF8Ad4bIKcl3ePpLqVDTO2I8YxLmejIICmfGoaL1\nAPQIHd5g+vG/jw9PWJ8kSWzN/g2AKL8ULupxmydQXylX0TN8DOO6Xyf6roNVmAs9n4MNzQ+/2pId\nuUuwOS1olQam937AM3y5TCYnOqA303rfh91p7ZD2Cqevl0rNx/6BdD+WeUktkzFdp+dRb/dTzMWW\nOhyneO0ntF03pZJrjmWmSnXYGV9SzKWlxfyzqpLvzCZS7fY2XXtbJIlvA4O4WKdDdex6O0Gp4tOA\nQDSASZJYaREvrHWU2DAfbpvqfiltX0Y5PW/6ksHzvuHvr6/i0yUH2J9Z1qZ+qzbZ+P7pqcwZn4hS\n4X7EkhITwOKXZpIY5YfD6eKpTzed0e8itO7Bt9dQZ3Xw2LWD+eDhSaTEBKA41l/RoT68/cAE7p3d\nH4fTxf/N39rJrRWEc1e4N7w91f156VGoc0DPYHi+icT6LgnuWeL+/ztT4aXJEOsHMpn7vx5B8MMc\nmNEDjFZ4VRwqBUEQhAuMyIB1TO5b13s+S7Y6JPuJG0rKwCgCLr6rxeV9R13dZMYXr74XUb3+G5w1\nZZgOrkUTntTE0sLpuOu5WfgHe7Pwk3VYzDYyDhSQcaDAU+4b6MX4mQOY/bfx+Ad7N1nHwHFJJPSK\nPFtNFtpAo9QzMfFmftv/OiZbJQADu00lxDu2cxsmNLD66HxKa3MAGRf1uJUAfXiry2iUenqFjz3z\njRMaGB47k6zyPZSZ3Bl1kkKGtXnZhKBBTfatXu1Dr/Cx7MxdytHSbYztfm1HNrnL8tYEEOWXQm7V\nQY6WbiclbDQAqceGH0wJHdXi8kdLtwMQ6h1PtH/jIQ/kMgWDo6ex+MBbVJgLKDflEWiI6uBvIbSm\nqq6YQuNRAIbHzGo1eFU4sz7b/LDns91pweGyef7204WJ49s56HT7bHD0ZU1Ojwvsx578P6m2lGB3\nWlEpNB3TYKFJVoeZ0ppsNmX9jMlWBUDfiEnIZHLKTHlUHgsoGdRtapPX2z3DxrA9Z7FnWaFjVdeV\nkl99BJCRFNIwAKt70GDWp39HVV0RhcZ0T3YsgDJTLtWWEuB43zUeNrlHyAi2Zv9GrbXijH6HrsTi\nqPV81qhOfbgySZI855G9wsc1ObRkoCGShKBBnmEphc71d29v5E3sX1O0Wp4yugN7Mh2Odg+NJ7Tu\n/3z9CJbL+chUi1mS2G+3s99uB7MJgCC5nJk6PXd7eRPczHCQU3V6TxBdfYEKBYPUGjbarBxy2JiF\nuF7oKO/8YwJhAXpe+3EXJoudXWml7Eo7kWE6xF/HtZOSefSaQYQGNH08HdU7nEmDGge76jRKHpo7\niDv/t5Jl27KprrXi6yXOJztDVpGRv3bloVTIeWjuoGbnu2FKMm/9vJuVO3JxOl2eAC1BEBqa0xMe\nXAbF7p84XrsYNE08YV6bDWkVEKSH2wc2X9+NfeG3w7As/cy0VxAEQRA6iwjAOsZlqmpyuqH3RAIv\n+TsyZQuZkOQKtFFNj+kuk8nRRvfBdGAVtqKjHdBS4WQKpYLrHryYmbePZevKQxzYkkHa3lxy00tw\n2JxUl9ey8JN1rPplJ099cgtJ/RtfHKcMij37DRdaFeWfQlxgPzLLd6NTeTf7oEzoHHvy/+RIyRYA\nhkRPIy6wf5uWC/GK9WR4Ec4ef304yWEjOVS0nq3ZCz1D0rVFlF+P5st8k9mZuxSLw4TRUiaG6Oog\nyaEjya06yKHiDaSEjaa6roRCYxoapZ64oAEtLltamwVAN7/msyZF+iUjQ46Ei5KabBGA1QmKjO47\nTDLkpzwsqNDx6uzGJqf3CBnBuMTrRfbNc9Dp9JlGacBX1/RwMPUzclodZhGAdQa8u25es2VJIcMY\nFO1+tbq0JgtwZwSM8E1scn6ZTE6Ebw/SSrd0eDuF48HfEhE+iY3O8dRKHXGBA0gr3cqhovUNArDc\nL2i4g77D6k2vTyaTEeGbxJGSzWes/cKpMVrKsDrcT9Qi/ZKbnS/Sr4cIwDpHDFA1fa8ytF6gT5XL\ndbaa0yUpZTIe9vFlnpc3Kyx1bLbZ2GOzcdRhxwaUuVx8bKrl5zoznwcEMUDduM+a60c40ZdVLpHJ\nrCMpFXKevXUED141kEWbMlm7J4/tqcUcyqnEZndSUlnH6z/t4qs/U1n0wgyGpoQ1qmPCgG7N1j9x\ngPv62uWS2JlW0uK8wpmzYZ/7BW2XJNH75vnNzuc8tn+ZLHbKjRZC/EWwoyA05f/WnQi+Avh4J0xp\n4lR/g/tSgGoLRPyv+fpsTvf/s6s6rImCcEaNHz+eNWvW8PTTT/PMM8+clXVmZWURF+fOSpyZmUls\nbOxZWa8gCKdHPAE/Juax3wH3G39OUyV1aVuoWv05pv1/oQqOxXfY7GaXVeh8kCmbv8Gv8A4EwGmu\n6tA2Cw0ZfHRMmDWQCbPcYfU2q52D27L4/fP1bF15CGOFiRfvns/7qx5FrWnYX76BYkiZc5Va4R6i\nTilXI5c1/bagcPblVaWyMcM9dFlcYH8GR09r87I6ddOZ6IQzb0j0dNJKtmC0lHGgcC19I5vIE90E\nw7EhY5ou8/N8rrMZRQBWB4kPGoAmXU+RMZ2qumJP9qvE4KGtBoLU2WqAhn1zMqVchVblRZ3dSJ29\npsPaLbSd2eYOHtGqvESAxzng7jEfAu5rAbO9mqzyPWzO+oXDJZsIMEQyIGpKJ7dQONnp9JlaoW22\nrH6WJZfk7LgGCx461YmsOgq5Ep3KiyBDNEkhQxsEfRz/fdIqvVC08Nvn1cJ5itB+kuTynH8khY5o\ncp4eoSNIK91Ketl2xiTMRXVs37J4+s7QYsC/GIK8Y2mVJ+5rWO0mlC2cCzal/jlhS33jpRb73LnC\nS950lhZlvaxYDkTgztngI5czW29g9rEhCS2SxDablU9ra1lhtVDhcvG3inLWhoahPSlrmUHeOIvZ\nccfvgtnFUJJnhK+XhusnJ3P9ZPf5h8XmYP2+At76eTe/b8ykrLqOOU8v5vBXN6FVN/w9iwhq/l5y\nZPCJspLKujPTeKFVheXuSBGXS6K4sm3DHputjjPZJEE4b+0sdAdgAUxNhCVp8ONB+PEAzDkpN0XB\nsVNKu6thwFZz6sRuJwiCIFxgRADWSWQyGUqvALwHXIoqIJLib/9J1arPUIcmoIvt19nNE06BWqOi\n/+hE+o9O5PWHv+evBTsoK6xm55rDDJ/SMNOESC0sCG1ntJSx/NAHSLjw14czKenWJocVaY4Msb91\nFi+NP30iJrIrbxk7cheTEjays5skNEMhV5EYPJT9has5VLSeIyXuLAPJoaLPLhRtP2oKZ5NMJsOg\n9qNX+Dj8dGEs3PcqmzIXEOwVTVQL2UCEziP67Pxzy/BXOrsJQhvkVB7wDAW/Ou1LVqd92ey8dqe1\nwbDJHqdwjSCcvvpDhpeacloMxhcE4czSymSM0WgZo9Hyj8oKfqozU+hystpi4RKdrrObJzRDq1Zy\n0aBoLhoUzS0vLufLZYfIK63lj63ZzBzddEZH4dzlPJYBMNRfT8HPd3RyawTh/GV1wE2/gsMFwyLh\nt6vhhl/g2/1wzxIYHwvB9UZrdR6LGR4WCZtv74wWC4IgCELnEk/BW6CN6Yuh9wRAonLFB0iupt+A\ndtYZkZz2Zutx1pQDoND7nYFWCm1x8TXDPJ/zM0o7sSWCcH6zO60sPfguFocJjVLP1J73oFY2n0VC\nOPcMiLoEjVJPnb2G3Xl/tmkZk7WyhbIqz2ed2qfZ+YRTdzzYak/+Sky2SgL0EYR4x7a63PEsc7X1\n+uZkDpcdq6PWPb9KZKXrDDq1LwAWey12p7WTWyM0JdKvBz1ChgMS69K/xSWdGMLneFZOp6v5awCr\nQ7ztfra11GfC+ef475PFUYvT1fxr0ceDhISOdahow6nNX3xifu3xvrO31ndV7Wqb0DT3ENPuoLfM\nst2nvHz9c8KW+qZW9JsgnJLrDCeeSmc4mj93FM4td0w78fLukdzG5xoFZbXNLptfeqIsxF8E3HWW\n0AD3vldWXYepTux7gtBeT6+G/SWgVcIXM0Ehh7cuhVADlJrh7iUN5w87lgQwu/pst1QQBEEQzg0i\nAKsVvqOuAZkce1kOpn0rm57J5cSSe6DJIkmSsOTuB0Ad1v1MNVNohVZ/YmgfpVokfhOE9lqV9iXl\npjxkyJjc43Z8dSGd3SThFGlVBgZGXQLA7vw/qbM3f9PwuPzqw62WaZQGMfxgBwvxjiVAH4lLcj+4\nTAkb1ablgr1iAcirOtTsPAVVhz2BCW0J6hI6XriP+w1qCRc5Ffs7uTVCcwZHX4YMOZXmQg4fG4oL\nQKPUA1DbQuBHSU3mGW+f0FhzfSacf4KP/T65JBeF1WlNziNJLvKrjpzFVnUNdbYasir2AHBxyt+4\nY+Sbzf53Rf8nACgyplNpLgIg2CsacA/jWWRMb3IdkiQ1269C++jVPsQHDQQgrXQLVebiNi8rSRI+\n2iA0SvfD6vyqFs7/q1JPr6GC0MUY6mUDVIvMgOcNL92J4Y81KkWj8tW785pddtWxMrlcxoBEcd+s\ns4zq7c4M6XRJLN2a1bmNEYTz1OY8eOXYZfV/JkKPY7d+A/XwwTT3558Owg/1Ho+O6ub+f1EtbC84\ne20VBEEQhHOFCMBqhco/HH3KGACqNn6P5Gz67c3qjT8gNfGGtWnfSpxGd8Ylw7F6hI5TlFvRpoxW\nfy3Y7vmc0CvyTDZJEC5Yu/KWcbR0GwDDYmcSHdC7lSWEc1WfiIkY1P7YnRZ25Pze6vzppTs8D9Tq\nq7PXcKBwLQDdgwd3eDsFGBE3m36Rk+kXOZmk4OFtWiYxeAgAxTUZ5FQ2DhB3SU62Hev3AH0EgQbx\nu9gZfHUhRPgkArA5+xdsIlvSOclXF+I5vm3PWezJ5BLoFQVASU0WNdaKRstVmAvJKNt59hoqeDTX\nZ8L5J8gQhb/O/eBsR+6SJq+3DxVvEBmwzoDDJZtxSU7UCh2xAf1QKbTN/hfqHYufLgyAQ8XrAQgy\ndMNX637gvDPvDyRJarSOIyWbqbGWn70v1UUMi5mJSqHB4bLzx6H3qG0hky2AxW7ij4PvYXPWIZPJ\n6B7kPn4eKFxDnb2m0fwVpgLSxe+bIACQ43C0KaPVj2az53NvlfpMNklog8zC6iYzWp3sy2UnXmhq\nKmkmEb4AAQAASURBVIhq/b6CJoOwLDYHr/3gPk5OGRKNn5em0TzC2ZEY5c/4/u7rtic/2Uh1bcuZ\npyuMlrPRLEE4b9TZ3UMPOiUYEw33n3Rb8vJkuK6P+/M9S6DE5P48IQ66B7g//2MZ2JoeWMijQtwO\nE85DLpeLt99+m4EDB2IwGPDz82Py5MmsWrWqyfn37dvHk08+ybhx44iNjUWr1eLv78/IkSN57bXX\nsFja/xuUk5PDvffeS1JSEjqdDh8fHwYPHsxLL72Eud55aFO2bt3K5ZdfTlBQEHq9np49e/Lvf/8b\ni8XCM888g0wmY/z48c0un5aWxl133UVSUhJ6vR5vb2/69+/Ps88+S3V102nwxo8fj0wm45lnnjnl\n7SgI5wsRgNUGviPmADKc1cXU7l3eqFym0mDNO0jZby/jMJYBIDls1Oz+g4rl7wKgSxyOJqLH2Wx2\nl5B7pIh7Jr/Cv2/9lL8W7KA478QDMIfdSfqBfN545AcWfrIOgKR+3eg5JLaTWisI56+cygNszvwF\ngISgwQzsdmknt0g4HUqFmiEx0wHIqtjb6vwKuYrf979BbuVBzwO04posftv3GhZHLSqF1pNVS+hY\nMQF9GBU/h1HxczxDC7YmPmggod5xACw/9CFHSrZ4AhCMljL+OPg+xTUZAIyIu+LMNFxok9EJV6OQ\nq6iuK+HnPS+RU7Hf01cuyUVxTRar074it/JgJ7e0a3P/5smosZZ7htiKDeiLSqHBJTlZfuhDT5Cq\n0+Ugs3w3i/a9hlIhHrZ0lqb6TDg/DYudCbgzbv6Z+rEnmMThsrO/cA3rjn7ryUgndJzjgVRxgf1R\nyFvPIN09aBAAh4vdgVsymcxzrplbeYCVRz7zDFvtcNk5WLSeNUe/En13BvjpQ5mUdCtymZIKcwE/\n7HyOnbl/UF1X4pnHJbkorc1ha9ZCvt7+TzLKd3nKBna7BJVCi8VRy6J9r1NSkwW4M2TlVB7g9wNv\nolKIABJBADjisDOhpJibysv4yWwi13Ei6NsuSey323iwsoKPTO6s0/1VKoaqxf7T2Q5kldPr5vlM\ne2whXy47RFaR0VNmdzjZlVbCrS8t57Uf3cfGocmhjO4T0ageX4OaOU8v5qc1aTic7iDx1JwKpj+2\nkNScShRyGc/eMuLsfCmhWW/cNw4vnYojuVWMvOd7Fq5Px2I7sa/ml9Yyf/khJj+4gMc+XN+JLRWE\nc88TK+FIORhU8NnlIG8iieObl0K4F5SZ4e7F7mlKObx/mfv/63Ng7GewMgPs9QKxMirh/e0w5CN4\nd9vZ+T6C0FEcDgczZszg3nvvZf/+/cjlcqqrq1mxYgWTJ09m4cKFjZaZPn06zz//PGvXrqW0tBS9\nXk9VVRWbNm3iwQcfZMyYMdTUNH4BpjV//vknvXr14u233yYtLQ2VSoXNZmPHjh089thjDBo0iNzc\n3CaX/eabbxg5ciS//fYb5eXlqNVq0tPTefrpp5kwYQI2m63FdX/yySf06tWL999/n7S0NGQyGVar\nlT179vDMM88wYMAA0tObzogN7duOgnC+EGOxtYE6OBZd4jDq0jZTvfEHvPpMRqY8kYZYrvPFd9hs\nKv78APOhdci1XrhsFjj2AE0VEkfg1Ps6q/kXNIVSgcslsX1VKttXudPgK9UKdHoNtdV1Dd60Tegd\nyeMf3IhcLuIOBeFUrU//Dgn3DaW8qkN8tvnhNi97y/BXzlSzhNOQHDqS3XnLqaprnNnqZKPir2JL\n1i8s2v86SrkamUyG3el+c1AhUzI5+Xa8tYFnuslCG8llci5OuZPf979BhbmAFYc/4a8jX6BSqLE6\n3G+9yJAxKv4qYgL6dHJru7Ygr25c2vNulh/6kApzAb8feBO5TIFaocXmtOCS3Henov17dXJLu7ZA\nQyRxgX3JLN/DjpwlpISORKPUMyp+LqvT5lNck8G3O55CpdDidDlwSQ5CveNJChnGuvRvO7v5XVJT\nfaaQq1pfUDjnxAcNYFC3qezIXcLRsu0cLduORqnH7rTgklyE+yQS7tudnblLO7upF4wiYwaV5kIA\nEo4FVrUmIXgQ23MXU2c3kl2xj7jA/iSFDKOkJou9BSs5UrKZIyVb0Ch12J1WXJKTSN9kQn3i2Jm7\nVOyfHSw+aACX93mQv458TrWlhM1ZP7M562fkMiUqhQabw4zE8XslMhKDh6KUu4NCvLWBTE6+nWUH\n36fMlMtPu/+DSqFFkpw4XHb0al9Gxs1hVdoXnfcFBeEcoUSGC/jLauEvqztrgRrQy+RUSy7q5/7r\no1LxUUAQcjEEYadTKdz3kpduyWLpliwA1CoFXjoVlTUW6idtHJgYwoLnpiFvIurgqZuG8eGi/cx9\nZgkalQKtWkG1yf2gUiaDd/4xkcE9Qs/GVxJa0DsuiCUvzeSqZxaTmlPJ7Cd/RyGX4eelwWx1UGc9\nEYx1W4RvJ7ZUEM4ta7PhjS3uz/+dDAkBTc8XoHMPRTjjO1hwCL7fD3N7w6R4+HEO3PgLbMmHi+aD\nSg4+Gqi1gbVeMNZMkbdCOM+8++67yGQyvv/+e2bOnIlarWbv3r1cd9117N+/n3vuuYdp06ahUJwY\nwnj8+PFcdNFFTJw4kYgId2C32Wzm119/5eGHH2b79u089thjvPPOO21uR1ZWFldccQW1tbUMHTqU\nDz74gP79++N0Olm0aBHz5s0jNTWVK664go0bN6JUnggJSUtL47bbbsPpdDJhwgTef/99kpKSsNvt\nfPfdd9x1112kpjY/9PySJUu444470Ol0PPXUU9x+++2EhYXhcDjYunUr999/P9u3b2f27Nns2rWr\nyefy7dmOgnC+EAFYbeQ78irq0jbjrCmjZvdSfAbPaFDuPWgayoBIjNt+xVaYBjIZysAoDD3H4TN0\nNnKVeAP+TBg4rgfvr3qUHatSObg9i5wjRZQVVWMy1qHRqQgI8SG+VwQjLunNqKl9RfCVILRT/eF7\nrA5TJ7ZE6ChymZzhsbP449B7rc7row3iqoFPsj1nMdkV+zDZqtGpvInyS2FQ9GUE6MPPQouFU+Gl\n8efKAf/kQOFqjpbuoNJciN1pw0vjT4RvD/pHTibIq1tnN1PAHVx13eDn2VuwkuyKfRgtpdhdNgxq\nP/z0YcQHDiDKL7mzm9nlDex2GZnlezDZKjlQuJa+kZPoGTYag9qX3Xl/UlqbhUty4qcLISlkOP0i\nLyKtdGtnN7tLa6rPhPPTsNiZhPrEsydvBaW1WThdDvx04SSFDKNf5EXsyF3S2U28oBzPfqVW6Ojm\n37NNywQeGy6ysq6QQ0XriQvsD8DohLlE+Caxt2AlZbU5OF0O/PXhx46Tk9iQ8SMAGoXujHyXrizc\ntzvXDP436aXbyarYR0lNJnV2I3anBY3SgL8+jAjfJJJChuOvD2uwbGxAX+YM+BfbcxeTX5WKzVGH\nXu1LbEBfBkVf5gnQE4SubrxWy9qQMFZZ6thms3HYYafQ6cQoudDJZITKFfRSqbhUp2OaVieCr84R\nFw+N4fBXN7F0cxbr9xVwIKucvNJaqmqt6DUqIoIM9O8ezKwx3ZkzPrHJ4CsAP28tm9+by4vfbOfn\ntUfJLakhwEfLyN7hPHbtEEb0EvdJzhWj+kSQOv8mPvp9P4s2ZHAgq5yqWis6jZKUmAAGJoVwydAY\nLh+V0NlNFYRzgskGtywECZgUB3cNbnn+6T3ghr4wfy/8fal7CMIQA8xMhqP3uTNcLT0KaeVQZQGD\nGpKDYEgEXJYEUxPPytcShA5TWVnJunXrGD16tGda3759+fzzzxk8eDD5+fls2LCBsWPHeso///zz\nRvXo9XquvfZaYmJiGD16NJ9//jkvv/wyen3bMkX/5z//oaamhsjISJYvX46vrzuQWKFQMHPmTIKD\ngxkzZgzbtm1jwYIFzJ07t8GyFouFhIQEFi9ejE7nviZXqVTccMMNKJVKrr322ibX63Q6uffee5Ek\nia+++opZs2Z5ypRKJSNHjmTZsmX07t2bvXv38uuvvzJ79uwO2Y6CcL6QSfVTBJ0hsY8vPtOrEE5T\n1guXNZq2KOvlTmiJcCqmxz7SaNo9Yz/qhJYIp+KdtXc0mib67dwn+u38JPrt/CT67fwk+u38JPrt\n/CT67fwk+q2hn/e8RJExnaExMxgcPa2zm9Ms0W/np6b6LS9SvIBwrovKbzxEiui3c19T/eZa/cDZ\nb4hwSuTjX280TfTbua+pfhv8hchufq7bftO+xhOfEYG557xnzvjj8/PahXLsaXL/bML48eNZs2YN\nY8aMYe3atU3O061bN/Ly8njnnXe4++6729wGf39/qqqq2LBhAyNHjvRMz8rKIi4uDoDMzExiY2MB\n9xDxgYGBVFZW8vLLL/Pww02PWHPJJZewbNkyZs2axc8//+xZ1t/fn+rqat58803uvffeJpeNj48n\nMzOTcePGsXr1as/0v/76i0mTJpGQkMDRo0eb/U633XYbn376KX/72994//33PdPP5HYUhHOFyIAl\nCIIgCIIgCIIgCIIgnDX5VYcpMqYD0M2/dye3RhAEQRAEQRAEQRBaN2TIkGbLIiMjycvLo7KyslHZ\njz/+yNdff83OnTspLS3FYrE0mqegoKBNbcjIyPCsY+LEic3Od9FFF7Fs2TJ27NjRYNnq6moAxowZ\n0+yyY8aMITMzs9H0jRs3ApCXl0dYWFij8uNqa2sByMnJabK8vdtREM4HIgBLEARBEARBEARBEARB\n6FBrj35DiHcs0f690Kl8kMlkWB1mjpZuY1Om++3bSN9kQr1jO7ehgiAIgiAIgiAIgtAG3t7ezZZp\ntVoA7Ha7Z5rD4eCqq67il19+8UxTq9UEBgaiVLrDNEpLS3G5XJhMpja1obS01PM5MjKy2fmioqIA\nKCkpaXLZiIiIZpdtrqyw0D0kvdVqpbi4uNW2ms3mJqef6nYUhPOJCMASBEEQBEEQBEEQBEEQOlSh\n8Sj7C1cDoJApUSrUWB11gHsoD399OJN63NJ5DRQEQRAEQRAEQRCEM+ijjz7yBF899dRT3HzzzcTG\nxiKTnRiG9PiQe5J07g976XQ6Abj44ov5448/Ork1gnBuEgFYgiAIgiAIgiAIgiAIQocaGjODzPLd\nFNdkUmczYnPWoVHqCdBHEB80gJ5hY1ApNJ3dTEEQBEEQBEEQBEE4I3788UcAbrzxRp599tlG5U6n\nk7KyslOqMzg42PM5Pz+f0NDQJufLy8sDICQkpMllCwsLG5TVdzzT1cmOr6u5oQUFQRABWIIgCIIg\nCIIgCIIgCEIHiwvsT1xg/85uhiAIgiAIgiAIgiB0iuNBUEOGDGmyfPPmzVgsllOqMz4+Hn9/fyor\nK1m5ciUDBw5scr4VK1YAMGjQoAbL+vr6Ul1dzbp16+jXr1+Ty65du7bJ6SNHjgQgNTWV9PR0EhIS\nTqntgtAVyDu7AYIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCBcKX19fwB2wdDKXy8VTTz11ynXKZDLm\nzJkDwJtvvonRaGw0z4YNG1i+fDkAV199dYNlZ86c6Vm2qeCvH374gczMzCbXPXHiRGJiYpAkiX/8\n4x+4XK5m22m326mtrW3z9xKEC4UIwBIEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQeggkydPBuDDDz/k\nyy+/xG63A3D06FFmz57Nhg0bMBgMp1zvE088gbe3N3l5eUyZMoU9e/YA7iENFy5cyKxZs5AkiSFD\nhnDFFVc0WPbxxx9Ho9GQlpbG9OnTSUtLA9wBU19//TW33XYbfn5+Ta5XpVLx7rvvIpfLWbRoERdf\nfDGbN2/2BGK5XC4OHjzIiy++SFJSErt37z7l7yYI5zsRgCUIgiAIgiAIgiAIgiAIgiAIgiAIgiAI\ngtBBHn74YRISErDb7dx0003o9Xr8/PxITEzk999/5/333ycoKOiU642JieGnn37CYDCwZcsW+vfv\nj6+vL15eXsycOZPS0lJ69OjBggULUCgUDZbt0aMHH330EXK5nBUrVpCUlIS/vz9eXl5cf/319O/f\nnzvvvBMArVbbaN1Tp07lq6++QqfTsWLFCkaMGIFerycoKAitVkuvXr14/PHHycrKQiaTtW/DCcJ5\nTARgCYIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgdJCAgAA2b97MXXfdRVRUFDKZDK1Wy8yZM1mzZg03\n33xzu+ueMmUKBw8e5J577qF79+5YrVaUSiUDBw7khRdeYOfOnXTr1q3JZW+44QY2bNjAtGnTCAgI\nwGq1kpCQwPPPP8/KlSsxm80AzWbCuuaaa0hLS+Oxxx6jf//+aDQaqqqq8Pb2Zvjw4Tz44IOsX7+e\nUaNGtfv7CcL5StnZDRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQTjXrF69ut3zBAUF8e677/Luu+82\nWZ6VldXk9NjYWCRJanGd0dHRvP322622rSnDhw9n0aJFTZbt2LEDgJ49eza7fGRkJC+88AIvvPBC\nm9d5OttREM4XIgOWIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAhCF7Z+/Xo2bNgAuLNsCYJwarp8AFbR\n149h3Law2fKCj+/GfHRr8+Wf3kvt3hUA1B5YRdH8hzu8jcLZ8czNn7Bk/sbOboZQz5GSLSzY/WJn\nN+OC1Znbd0fOEpanftQp676Qncp2TS3eyPc7/90hdQltszX7N5YefKdN8648/Bnr079vc91ltbm8\nu25ee5smtNOp9GlHqLGU8+GGe7E6zGdtnRe6+VsfJ6Ns1xmpW5zHnB6jpYx3183rsH/vVoeZd9fN\nw2gpA2B12ldsylzQIXULTTu5D0/1t+1k3+/8N6nF7us1sX91nm93PE1W+V6g9fNJ4dxRf/85VQXV\naXyx5dEObpFwqi4uKeYHswmAX8xmZpaWdHKLhPZ4q8bIPZXlnd0MoQl3vbqSxz5Y39nNEJrx7Oeb\nmfWvExk6FBPeYPfR0nbX98JXW7n2uaUd0TShgzhMTnbcvB9rqQ2A7M/zyfuhqJNbJQiCcOF6+eWX\nefXVV8nKysLlcgFQU1PDp59+yvTp0wEYM2YMw4cP78xmCsJ56YIYgrDo68ewFqQikyuRKZSogmPx\nn3gbmvDE06474vam0wE2xavXBLx6TTjtdXYFeeklfPafxaTuysZhdxIQ4sNFcwZzxZ0TuH30C9z+\n1HSGT+l9xtb/+sPfY/DRccdTMzzTnvn8tjO2vgvdysOfYXWYmdrrHs80s83IdzueYXziDfx15HNu\nH/mGpyy1eCN78lcwd+BTLdabFDKMpJBhZ6zdF7ojJVtYnfZVo+lOl40I3x5c3vfBTtu+g6Kndsp6\nz3e/7n2Fwuo05gx8kiBDFOB+oPzJpge4fsh/OnS7ij5q6Ne9r1BQfYTpvR+gm/+JtLu78paxKXMB\nfSMmMTphbie2UGjNhxvu9Xx2umzIZArkMgUAEb7dmdb7/s5qWrPeXTePqwY8SZBXNwC8tYHMG/VW\nJ7eqc/269xWKjBnIZQoUcgWB+khGxs8hxDu2TcvGBfanX+RFZ76hiPOYtjid/jxd4xOvP+PruJA0\n6itDFCPj5hDiHdMp7RH715lVaS5iY+ZPFBvTcUpODGpfkkNHMbDbJVwz6NnObl6XUVidxo7cJRTX\nZCJJEt7aQJKCh9I38iIU8rN3Oy/CN5Gbhv33rK3vQjanrISLtTpu9/I+rXpm6fXM0us7qFVCR+pR\nmO/5bJEklIBSJgNgqFrN/MDgTmrZheu2l/7k8z8Osv/zG0iJCWjTMs9+vpndR0v55fnpnmnvPTjp\nTDVRqMfn0hPPWupsDpQKOSqFO0fA6L4RLHlp5llpx+PXDz0r6+mKDr+Qgd9AH0IvDjqtemJujuyg\nFgktqbPDgA9g3iB4cMSJ6bO+B70Kvp7deW0TBOHMOnz4MJ988gkPPfQQKpUKb29vqqqqPMFY3bt3\nZ/78+Z3cSkE4P10QAVgA/uNvwWfI5UhOO1Vr51P6y3+Iuvuzzm6W0Ix/3/YZY6f149G3r0OpVpKf\nXkJOWtve3nM6nMgVcmTHbmAInW90wly+2/Esh4s30SPUfaa+9ujXxAT0QaNs301Bp8txVm8qX4ia\nejBVUJ3G7/tfZ3ArwTWSJCEhIZd1+USJ5xyNUs/mzJ+Z1vu+zm5Kl+OnCyW1eGODAKzUoo346cI6\nsVVCW9UPXDrbgThCxxoRN5t+kRfhdDnYkv0rfxx6jxuHvtTZzRLaSfTn+eN4XzlcdjZn/szSg++I\noIwL1OIDb5EYPIQpyXegkKuoMhdRYS44q21wSU5PoHRXlFW+lz8Pf8TQmMuZ1ONWdCpvKs2F7Mz9\nA7OtGm9tYGc3URCEJhwOPxEw0FEBd0Lzasw2flydRoCPlk+XHODlu8Z0dpOEVhiX3u35PPGBn7h8\ndAL3XzngrLbB7nCiUnbdcwxBqE+ngi9mwkXzYWoiJAfBl3tgaz7sv6uzWycIwpk0b9489Ho969ev\nJz8/n4qKCnx8fEhOTubyyy/nnnvuwdtbnMcKQntccNENMoUKQ+9JGLf8jNNcTekvL6BPGoHPkMsB\nsBVnUPjZfcQ89rtnGWdNOUVfP4atOB1VUDRBUx9AFeTONJD37q0EXHQH+iR3UIlxxyKMmxcg2a14\nDbi0wbpr967AuH0hEbe6H/BlvziN8FveRB0a715220LMRzYRdt2LnnL/yX+jducSHMYS9Ekj8Z/8\nNyr+eIe6jO0o/cIJvvwRVIHdzuxGO8uMFSaKssu5+NrhaHRqAKKTwohOCuPFu+dTWlDFK/d9g1wh\nZ/zMAdz9f1cwI+5R5j1zOX98s5mCrDK+2vE0+RmlfPTv38g9UkxAqA9X3TuJcTPcF2zfvL6c9H35\nBEf6s+bXnei8tdzy+FTGTOvPos/Ws2bhLmQyGX9+v5XgSH/eWf4QT1z9PsOm9OLyW8ew8qft/Pbp\nOt5Y8g9Pu++f+hozbh3DpCsHe8qHXtSTJV9tQqGQc8fTMwgM8+Pdfy6grLCakZf24e8vXIFcfuEH\nsGiUeiYm3cTy1I+I8kshv/owxTVZzO73KN/seAqny+7JPDKt932sSfsKl+T0TLtm0DMcKt5AaW02\nXuoAjpZtIzl0FIGGyAaZsk7OBLInfwWZ5buZ2fdhT/mYhKvZX7CGGms58UEDGB1/NWuOfk1O5X58\ntcFMTr4df314J2ylzldrrWTZoQ8YFjuLSL/kRpnI5m99nJ7hY8kq302ZKY8r+z+OTuXNhoyfyK86\nhMNlJ9AQxfTe96NUqKmuK2Ht0W8oqc1Co9TTJ2KiJ5jheN0JQQPZV7AKgIHdLvWUb83+jXJTLpf2\nvAejpYyvtj3BbSNe9wTsrU//HqvDzKQet3jKJyTeyI7cJZhtNfSOGEe/yItYefgzimsyCTZ0Y0rK\nPPRq307YsmdX7/Dx7C34i4LqI0T4JjUoq79dgRb76LjNWb9woHAtKoWagVGX0jtifKO6RB+5dQ8e\nwr6Cv7A6zGiUeoqNGQCEesd55impyWJ9xvdUmAowqP0YHH0ZiSGN36ysv/2O25m7lILqI55MTDZn\nHUsPvkNuZSo+2iDGdb+WcF93dk+rw8zqtPnkVh5Er/ahd/j4BvU7XQ525CzmSOkWrI46wn0SGNf9\negwaP8B9vBzb/Tr2F6yixlpBpG8Sk3rcikapJ7/qMEsPvtsgc+HSg+8QaOjG0JgZnvLhsbPYkbsE\nh8vG4OhpRPv3YuWRz6g0FxHl14OLetyOSqHpkG1/ppXWZrMh40fKTXlolAYGRl1Cz/ATN+/TSray\nM+8PjJYyNEo9Q2NmkBw6EgCXJLH26DccKdmCWqllRNyVJAYPAdwZIuVyBXaHhezKfRjUfozrfj2R\nfj2Alvvpp13/AeDnPS8CcgZ1u5TEkKEN9sWTA8nKanP5Yddz3D3mQ8AdaBbiHUtpTQ7FNRkEGiK5\nOOVODhatY3/BahRyJWMSriE+6Oze8O4oCrmS5JCR7M5bTp2thmWpHzS7PTZk/EhhdRpFxgy2ZC1s\nkPWsuq6YBbtfoMJcQLAhmknJt+Gtcb89b7YZ2ZDxA/lVqSCT0T1oMCPiZqOQqzz7wsj4K9mW/TsO\nl42UsFGMjLsSaJzxU5zHtOzk/jwuq3wP23J+x2KvJS6wP+MTb/AE6edUHmBz5s8YLaX4aIMZEXeF\nJ0jW6bKzPv0HjpZtQ63QNcrsuPLwZ2iUekYnzO2Sx73ToZSrSAkbzd6ClezOW86BwrWY7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lw9f74MZ+Z+67CIIgCMK54IIN4/cdeRVF3zxB5N8+xFacTt67N6P0CcZ70DSsOQ0fmnj1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lZbd1VtV7tY6OW2rkYK6a8E8shogGy07nw7UPs3LvV5KA1UESdDrWJCaToNOxwevlrPLSZstd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WkwGORsZydXe3sV8/RU9eLF1NzXV+2r\nVZOtNY88c4PMPCdJfh/A8Za7cI2S+3A+ezQkJCTo6Ynfau2xYyqZL5/2jRwhZ3v7+87zwq+/ac7e\nvSro6qr9o0blUKQAAADIKJ5GAAAeazvOntWrU6bq5PXrpmE2VlZysbdX4J07unn7tradOaOvVqxQ\n5xo19NdrfXmYn0sVdHU1vQ6JiNCV4GBdCQ7WkoMH9Wfl7Zrzxuuys7GxYISQpIiYGH26eIl+fulF\nS4eCB+CYyjuCw8PV9aeftenkSdMwa6NRjra2unjrls4GBGjbmTP6ds1avnDJI5Iff8jddp49p1en\nTNGJZNeSVkaj3BwcFBYVpSNXr+rI1auasXOnXO3tNaJ9ew1u3cqCET/e0ju27kRFKSwq6r7TOHDO\nyzWS5ygiOlpXQ0J0JThYO86e1S8bNsrLyUljOnVU/2bNLBgl8GjiGiV34Hz2aDAYDJrU62XVGPOJ\nzgUE6P3Zc+77rOTfXbs0Z+9eSdKvL7+kfC7OORUqAAAAMohvkAEAj60lBw6o+6+/KSo2Vl5OTnq3\nTRt1rllDZQsWlJTYMpbfxYuav89Pv2zYoPl+fgqPjqYAK5e6/M3Xptfx8fE65u+vITNnac2xY1px\n+LBGLlyo/z37rAUjRJKpW7fqnTatVe7usYbciWMq73jljynadPKkrIxGDWrZUq81baLS+fPLaDQq\nNi5OR69d06rDR/TPrl2WDhUZlPz4Q+610G+/ekyapOi715KDWrVUxxo1VLFwYVMrgTdCQ7Xl1Gn9\nvWOHlhw8qNl79lCAZUHpHVvJW3fh+Mv97s1RXHy8jl69pjXHjurn9Rt0LiBAA/+eoS2nTuvPV/vQ\naieQhfiMzB04nz06inl6akL3buozZap+37xZHatX11NVKqea7lpwiN7+519JUu9GjdS2atWcDhUA\nAAAZYLR0AAAAWMKp69fVa/IfioqNVcXChbVn5Ah98PRTpuIrKbH1gto+Pvq8S2ed+mKsOlSrZsGI\nkRlGo1GVihTR/IFvqkyBApKkSZs2KzYuzsKRPd6KeXioStGiio2P14j5CywdDjKBYyr3OnX9upYc\nPChJ+qRjR3313LMqW7CgjMbEWz1rKytVLVpUQ556UntHjtDztWtbMlzgkXH8mr96/fGHomNjVaVo\nUe0bNVLD2rZVpSJFUhR7FHB1VZdaNTX3zQHaN2qk6pcqZcGogUeTldGoKkW99U7r1to/apS61akj\nKbGlkK9WrLBwdAAA3N9LDRqoU43qkqT+06crKCws1TSvT5+uW2Fh8vHy0vhuz+dwhAAAAMgomvAA\nAAsKCgvTfD8/rT5yVMeuXdPV4GCFR0eroKurGpYprTdbtOBLmmwyauFChUZGyt7GRrMHvKGiHh73\nnd7TyUlz3xyghISEFMOjY2M1ecsWzd2zV4evXFFoZKQ8nZxUt2RJ9WvaNM1frSHn2NvYqGutmvrf\n8hW6HRmp4/7+crazU9lhwyVJp8Z+rrj4BH29coXWHj2mqyEhKuzmptNfjLVw5I8mo9Gozzt3Uofv\nf9C8ffu069w51S1ZMlPLiIiO1oTVq/Xvrt06FxAgF3t71SpRQu+0bqUWFSpkU+RIktYxVdnbW32m\nTNX07dv1UoMG+uOV3pq2bZsmbdqkY1evyWg0qmbx4vq4XVs1KVdOkhQbF6dfNm7Un9u26/SNGzJI\nalimjMZ07KiaJYpbdiPzmAOXLptet6/+4EJhB1vbFP+XGTpMFwID9XvvXnquVm19s3KlZu/ZowuB\ngXJ3dNQT5ctrdMcOKpkvnyQp4PYdjVu1Ugv99utSUJDcHBz0TNUq+rRTJ7qksSCbfv0lSWvee1fN\nfH3TnKblN+O06eRJjWjXTiM7tM/J8B5JoxYuVFhUlJzs7DTnjddVxN39gfNUKlJE49L5wmzH2bP6\nevkKbT19WmHR0Sru6akuNWvqw6efyuLIkdXWHD2qiavXaO+FC7oTFaVS+fKpW906erdNG9nTzVOO\nc7Sz1R+v9NYJf3/tv3RJXy1fodeaNpWnk5N6/jZJs/bs0VOVK2vxoLfSXcbpGzdUccRIJSQk3Pdz\nFTlv/r59mrp1m/acP6+g8HB5ODqqto+PXmncSJ1q1LB0eEhD8mvNrjVr6puVq7TAz08XAgN1JypK\np8Z+Lp+715nIWdO2bVPfqdNUwstLp78Yqy2nTumblSu169x5hUVFqWzBghrwRHP1adzYNM+yg4f0\n3dq1OnDpksKiolSxSBG926a1nr9b+Arz/fTii9p6+oyuBgdr0D//aHrfvqZxf2zZomWHDslgMOj3\n3r3kYm+f7nJm79mjn9dv0OErVxQVGyvfQoXUq2FDvd68mayMtMcAAACQ3SjAAgAL+n7tOlPT4FZG\no1zv3kBfvHVLF3fd0szdezTu+ef1VssWlgzzkXM9NFRz9+6TJL1Qr26mukFL3qLBhcBAdfz+Bx25\netU0ztXeXtdDQ7X4wAEtPnBA/Zo11Y89e2btBiBTvJMV14VGRsrZzs70//YzZzXgr790JypKjra2\nsrGyskSIj5Wnq1RR03LltOnkSQ2fN1+r33s3w/PeCgvTk+MnaP+lS5Ika6NRMXFxWnH4sFYeOaLv\nXnghu8JGMvceU/dKKsayNhrlYGur4PBwrTt+XJtOntScAW+oVYUK6vzjT1p99Khsra1lY2WlsKgo\nrTh8WJtOntS694eoVokSOblJj4wrQUGqULiwWfOGRESo0Zdf6vCVK7K3sZFB0rWQEM3YuVPrjx/X\npg8/UHxCgp6aMFHnAgLkaGur+IQEXQ8N1ZQtW7Xl5CntGD5Mrg4OWbtRQC50LThE8/38JEk969dT\nqfz5H2p5U7Zs1evTpyv+bqG/m4ODzgcG6svly7XAz0+vNmny0DEje/y8YYPe/udfJSQkyN3R0dTt\n66iFizR/n59WvfuOPJycLB3mY8fW2lofPfO0uv/6m0IjI7XQb79eadxI/Zo11aw9e7TqyBFdDLyl\n4l6eac7/x5YtSkhIULmCBSm+yiWiY2P1yh9TNGvPHkmS0WCQm4ODAu7c0bJDh7Ts0CF1r1tHf/R+\nRTbW3NPlRrfuhKne52N18vp12Vpby/GeHwXAsiZv3qIBf/2lBEmu9vYKj47WgUuX1P/P6Tpz46Y+\n79JZYxYt0mdLlspoMMjF3l4RMTHae+GCek76XUHh4erfrJmlNyNPy+/iop9ffFHP/vyz/t21Wx2r\n19CztWvpQmCg3p81W5L0VosW9z0vDZ07V9+sXCWDwSB3BwdFxsTI7+JF+V28qGWHDmregAGyozgc\nAAAgW1GABQAWVNjdTSPatVPbalVVxdtbttbWSkhI0PnAQH2/dq1+WLde78+ercZly6hGcVoEySob\njp8wfcHVqbp5v5INi4pSu2+/03F/fzUrV04j27dXvVIlZWdjo5DwCE3ZulVjFi3Sbxs3ybdQIQ1q\n2TIrNwGZcCEg0PTa0zHlF2AD/vpLFYsU0bcvdFdtHx9J0snr13MyvMfS5106q8mX/9OGEye08vBh\nPVk5Yy3F9f/zT+2/dEl21tYa362bXm7YQPY2NroQGKghs2bp3ZkzKaLLAfc7phYfOKComBj99GJP\nvVi/vhxsbXXC318vT56sfRcuavA//+qZqlW098IF/dOvnzpWry5rK6P2Xbyonr9N0pmbN/XuvzO1\n8cMPcnqz8qzaPiVkMBiUkJCg92fP0czX+2eqsDjJp4uXyN3BQcsHv60W5csrQdL648f18uQ/dC0k\nRMPmzdP5gEC5Ojho80cfqn6pUoqJjdOC/X7qO3WaTt24oW9WrtQnnTpl+TYCuc2GEydMraK2r/pw\nXVTvu3BRA/76S/EJCWpWrpx+6NlT5QsXUkxsnObt26eBM2bo86VLsyJsZLGbt2/rvZmz1LVmTX31\n3LMq5umpiOho/bl9u96bOUv7L11Svz//1Ow33rB0qI+lJytVkpXRqLj4eG06dVKvNG6kZr6+qlC4\nsI5du6YpW7doVIcOqeaLiY3Tn9u2S5L6UvyYa3w8f4Fm7dkjg8GgYc88o8GtW8nd0VFBYWEav2q1\nvly+XP/u2q1inp4a26WLpcNFGj5ZvFjOdnaa88YbeqZKFdlYW+lyUFCq+wnkvJu3b2vQP/9owBNP\naFjbZ5TfxUW3wsI0ZNZsTd++Xd+sXCkPR0d9sWy5PunYUQOeeEJujg66Fhyi16ZN08ojR/ThnLnq\nXqeu3Bz5McbD6Fijul5q0EDTt2/XwL//VqMyZfTatGkKjYxUhcKF9XmXzunOe+DSJW06eVIDnmiu\nj9u1U34XF4VGROiHdes0etFirTpyVMPnz9c3z9N9IQAAQHaiAAsALOi1pk1TDTMYDCqZL5/Gd+um\n2Lh4/bxhg37esEG/vfyyBSJ8NB29dtX0unrxYmYtY+LqNTru76+m5cpp+eDBKX5l6+booMGtW8kn\nn5ee+/kXfbF0mQY0by5rCkNyXGhEhP7ZtUtSYjeS5QoW0MVbt0zjvZydtfKdwXJO1ny7OYULyJz6\npUqpU43qWuC3X8PnL1CbSpVStC6Xll3nzmmB335J0vc9euiVxo1M40p4eenf/v3V8ptx2nr6dHaG\n/thL65hKLjg8XNNe7aMe9eqZhvkWKqQZr/VT+Y8/1vnAQP20foPWv/++GpctY5qmVokS+vmlF9Vm\n/ARtO3NGl4OCHtg1LBL55MunPo0bafLmLTp85YoqjxylakWLqn7pUqpZvITqlPRRpSJFHniMRcXE\naPmwoSpT4L+ctqpYUZ937pxYQLBnrwq6uurA6FHycnaWJNlYW+m52rV15MpVfb50qWbt3kMBVhYp\nOuT9+45/rnZtTejeLYeiwb2OJbuWrFbMvGvJJKMWLlRsfLzKFSyoxYPeMnUTamNtpW5168jDyVFt\nv/3uodaB7BEeHa2m5crp79f6yni3Sx8HW1v1b9ZMNlZW6v/ndC3w26/d58+rzt1Cf+QcZ3t7lcqX\nT6du3NDZGzdNw/s2baL3Zs7S1K3b9HG7dqm6Y1p84ICuh4bKztpaLzVokNNhP9IedG6Li49Pc/iV\noCB9v3atJOmDp57U6I7/Fc55ODnp086dFBkbo4mr12ji6jV6q0VLFXZ3y7rAkYK51ygRMTFa9/6Q\nFD8u5Ho/dwiPjlafxo1T5M3TyUmTer2sLadO6VxAgIbOm6dPOnbU0LbPmKYp7O6mGf1eU/EPPlRY\nVJSWHDygnvXrW2ITHikTunXThuPHdSkoSA2/+EKXg4JkbTTqj1d637dr45CICPWsX1/fJmsZ3NXB\nQcPatlVUbKzGLl2mH9et17tt2mSo62wAAACYh06fASAXe6ZKFUnStlMUFGSlwDthpteeZnYJMmXr\nVknS4Fat0u3ioGP16nK1t1fAnTvae+GiWeuBeYLDw7Xu2DG1Hj9eV4ODJUlvtWxh+nIsyYAnmqco\nvkLO+bRTZ1kZjTpw6ZL+3bX7gdPP2p04TTEPD/Vu1DDVeCujUcPbts3yOJEoo8dUcU9PvVC3bqr5\nSxfIbyrsaVy2TIriqyRNy5WTnXXi70MOXb6cxVvwaPuhRw8Nb9tWTnZ2SkhI0P5Ll/TLho3q9+ef\nqjHmExUd8r6GzJql66Gh6S6jc82aKYqvkrSpVNH0um+TJqbiq+Ra353mzM2bCouKyoItwvXQ0Pv+\nhUREWDrEx1pgWPJrScc0pzl944aKDnk/zb9tZ85ISvxsXXXkiCTp3TZtTMVXybWpVEn1S5XKhq1A\nVhj2zDOpzoWS1LthQ1NhQdI1DHJeUvePQeHhpmEvN2ggR1tbXQ4K0vJDh1LNM3nLZklS55o1lM8l\n9TkP5nvQuS3gzp0055u3z0+x8fGyt7HRB089leY0w555RnbW1oqJi9PcfXuzczMee+ZeozxZqRIt\nu+diaR1bVkajnihfXpJkb2OjQa1St+zu6uBguk45dPlK9gb5mHBzdNDvvXvJYDDoclCQJOmjZ542\ntdp+Px+3S/uZyHtt2sjBxkax8fGat29fVoYLAACAe9ACFgBY2NmbN/XLho3acOKEzt68qduRkabu\n8ZJcvvtlN3KHK0FBuhCY2AVXvz//lNVf6dcz37n7RfTFW4GqV6pkjsT3uLLp1z/dcT3q1dPQZ55J\nNbxB6dLZGRLuo3zhQurVsKH+2LJFoxcu1LO1aqVbzChJey9ckCQ19fVNtyWfJuXKytpoVGw6v55H\n5phzTNUqUSLd/BRwcdHpGzfSfXBsZTQqn7OzrgQHp/iiFA9mbWWl0R076J3WrbXk4AFtOnlKe86f\n13F/f0XHxurG7dv6ds1a/b1jpxa+NVB1S6Y+H9Up6ZPmsgu6uppe1/Yp8cBpgsPD5WRn93AbBMX8\n9qulQ8BDio2LT7foMSY2VpLkd/Gi6br/ifK+6S7rifK+2nH2bNYHiYdibTSmWVAsSUajUU3LldOM\nnTu19/yFHI4M9+Pu6KjnatfWtG3bNHnzFrWr9l83ohcCA7Xm6DFJdD+YHR50bjsfEKCyw4anGp50\nH1Dbp4RcHdLu3szDyUm1SpTQtjNnTNMje5h7jdKwDPfeuZWnk5NKF8if5riCri6SpAqFC6d7jV/g\n7jTcw2WdFhUqqEO1alq4f7/yu7hk6MdmxTw80vxBjZRYKFezRAltPX2az0gAAIBsRgEWAFjQAj8/\nvTjpd0Xd/RJGklzt7WVvYyODwaDo2FgFhYfTmkQW83L+r9WrW2FhmW56+2pIiOl1er/SvVd4dHSm\n1oHMS14AYGdtLS9nZ1UvXkw96tZT83S+1Czg4prmcOSMke3b6Z+dO3U2IEC/btqogS1apDvtzdDb\nkiTv+xyv9jY28nJ2vm8rP8g4c46p+7Uol9QNq4vdg6eJiYszJ+THnpujg3rWr2/q+iMyJkZbT53W\nD+vWacnBgwq4c0fdfvlVxz77NFX3FS7p5C5597npTpOs9Rdyh8eBl1Pya8nwNLu6Kl+4UIovqdMq\nLLhx99wm3f/85k0XTblSPmdn2d2nKyBvD3dJ0s3bt9OdBtkr6G5rdfe2etyvWVNN27ZNyw8f1pWg\nINMx9seWLYpPSJBvwYJq5pt+USRy1s3bidf23u73/yxManXuZijHXG6U38XF0iEgHeld40uStdEq\nw9NwH5C1kgpOHW1tU9yTpafI3euO9CRda/IZCQAAkL0owAIACwm8c0evTpmqqNhYPVHeVx+3bac6\nJX1SdD2y7tgxPTlhouWCfERVLFzE9Hr/xUuZLsCKS9a6zqExY1S+cKGsCg0P4fI3X2d6Hitj2i31\nIGd4e3jozRZP6JuVq/TF0mXq3TB114KwHHOOKeQu9jY2almxglpWrKA+U6Zq+vbtuhwUpJWHj6hj\njeqWDg/Isyoku5Y8cOlSmgVYACzrTmSkzgYESJJK5U/ZskvdkiVVo3hx+V28qClbt+rjdu0UFx+v\naVu3SZJepfUrIMtZpdFdKwAAAAA8arjzAQALWX7osEIjI+Xh6KgFbw5UU99yKYqvJMmfVlyyRfPy\nvjLe7SJrwX6/TM9fKFmrMBdvBWZZXMDj6IOnnpKHo6Nu3L6tCatXpztd/rvdGly5T5esUTExCsxg\nq3TA46Zv0/++TD553d+CkSA7JH2pGRkTk+40IRERORXOI695su5wFx88YPZykrrske5/frtKd+S5\nUsCdO4pO1pLxva4EBUui1RdLWXnkiOmHM818y6Ua369ZU0nS1K3bFB8fr+WHDulKcLDsrK31UoMG\nORor7i//3VaLLwcF3Xe6pPH5XTnmADx+rt697khP0rUmn5EAAADZiwIsALCQy0G3JEnlChWUo51t\nmtOsPXYsJ0N6bBR0dVWXmjUlSf/u3KWT169neN6EhAT55Mtnarp7yYGD2REi8NjwcHLSB089JUma\nsHqNbqZTQFWrRAlJ0uaTJ5WQkJDmNJtPnVJsshbqAPzH2c7O9NrWmoaQHzUejo6SpEvpfDl9OzJS\nx69dy8mQHmmF3d3UuUYNSdLfO3bq3N1WdjKrRvHiph8FbDhxIt3p1h9PfxwsJzY+XltOnUpzXEJC\ngjafPClJquVTIifDgqTo2Fh9uWy5JMnNwUEdq1dPNc0LdevK1d5eFwIDterIUU3evEWS1LlmDeVz\ncc7JcPEASfcBey9cUEh42sXEweHh2nvhgiSpdgmfnAoNAHKNS0FBOnPjZprjbkdGat/dz8ikz1QA\nAABkDwqwAMBCXB0cJEmnrt9Is7WC/Zcu6d9du3M6rMfGmE4d5Wxnp4iYGD3/8y+68oBf0waFhen5\nn38xtR7xapPGkqQpW7fK7+LF+857Kywsa4IGHlFvtnhCRT08dDsyUmOXLE1zmudq15EkXbx1S39u\n355qfHx8vMYuXZatcQK50bmAgAwVEk9PdtzULF48O0OCBVQtWlSSNH/fvjTHj1+1SlH3aakHmTem\nY0c52dkpLCpKXX/62axWqtwdHdW6YkVJ0oRVq9O8J1h79Ji2nznzsOEim3yxbLni0yj+/nP7dlNB\n5HO1a+d0WI+1iOhovTp1qvZfuiRJ+vDpp+R+t0g1OSc7O/WsX1+SNHbZMi0/fFiS1JfuB3OdLjVr\nyNpoVGRMjL5euSLNab5ctlxRsbGysbIy/dgKAB43ny9N+3nKhFWrFRETI2ujkc9IAACAbEYBFgBk\ng4Dbd+77FxwertYVK8poMOhWWJhe/n2yqQAoOjZWs/fs0TMTv5VLstYqkLXKFSyoqX36yNbaWkeu\nXlXtTz/T1ytW6PSNG6Zp4uLj5XfxokYvXKRywz/WfL//uit8p3VrVfb2VmRMjFqPG68f161P0fVZ\ncHi4Vhw6rN5/TNETX32do9sG5DUOtrYa0b6dJGnJwbRblatXqqTaV6smSRr49wz9vnmzou5+UX0x\n8JZ6/DZJO86elaNt2i0KAo+qo1evqsrIUerw3feavn27zidriScmNk5+Fy/q1alTNXH1GklSHR8f\nNSpTxlLhIpt0q5tYpLrqyFGNWbRIoXcLxgNu39HH8+dr7NJlaRYgwHzlCxfStLvXkocuX1bNMZ9o\n7NKlOnL1aoqWGkMjIrTy8GEN/vffNJczumMHWRmNOu7vrw7ff68T/oldhMbGxWn2nj164bffyF0u\n5Whrq62nT+ul3yebuj6LjInRpE2bNPDvGZKkDtWqqW7JkpYM87EQHx+vw1euaMLq1ao2eozph0w9\n69fXkCefTHe+pG4It585o7j4ePkWLKhmvr45EjMyztvDQ2+1bClJ+mrFSo1ZtEjB4eGSEu+7Ry1c\nqHGrVkmSBrdupcLubhaLFQAsxc3BQdO3b9c7/85UwO3E55O3IyP15bJl+uxuYdYbTzRXkbst+gMA\nACB70PcEAGSDwu+9d9/xVYsW1d6RI/Tek2309YqVmu/np/l+fnJzcFB4dLRi4uJUMl8+jenYUS9P\nnpxDUT9+OtaorlXvvqO+U6fp9I0bGjZvvobNmy9ba2s529kpODxc8Xe/QDMYDOpet46cbBOL4pzt\n7bX07UF6/pdftPPsOQ3+91+9M3Om3BwcFB8fr9DISNN6yhQoYJHtA/KSXg0basKq1Tp+94vntEzq\n9bLajJ+gg5cv643pf2nQjH/kdPdYNRgM+vaF7hq3cpUuBAbmYOSAZdlYWSk+IUHLDx82td6RdB4L\nCg9PUQhSo3hxzRnwhoxGfoeT2xUd8v4Dp5n1xutqWLq0pMTP0H927tKGEyf02ZKl+nzpMrk7OCj4\nbiHWl127aOnBQ9p0t0s0ZI2ONapr7ZD31HfKVJ24fl2jFi7SqIWLZGU0yt3BQ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NxF2ZBw/h2fv3FM+YkR39+kbpZ736+JFMg4fg5uFBlwrlDecvCV5w5a/SuPEcvX0bMxMT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- } - } - ], - "source": [ - "(ggplot(aes('x', 'y'))\n", - " + aes(fill='metal')\n", - " + geom_tile(top, aes(width=tile_width, height=tile_height))\n", - " + geom_tile(split_df, aes(width=tile_width/2, height=tile_height))\n", - " + geom_tile(bottom, aes(width=tile_width, height=tile_height))\n", - " + inner_text(top)\n", - " + inner_text(bottom)\n", - " + scale_y_reverse()\n", - " + scale_fill_brewer(type='qual', palette=3) # new\n", - " + coord_equal(expand=False)\n", - " + theme_void() # new\n", - " + theme(figure_size=(12, 6),\n", - " plot_background=element_rect(fill='white')) # new\n", - " \n", - ")" - ], - "id": "cell-30" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Add the group number along the top most row of each column, and period\n", - "number along the left side of the top table.\n", - "\n", - "For the period number, we set the `breaks` on the `y scale`." - ], - "id": "9d4bb380-947c-48cb-863f-d6efe9f549f3" - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:22.490672Z", - "iopub.status.busy": "2024-01-09T15:12:22.490436Z", - "iopub.status.idle": "2024-01-09T15:12:22.499666Z", - "shell.execute_reply": "2024-01-09T15:12:22.499067Z" - } - }, - "outputs": [], - "source": [ - "# The location of the group number is the top most (and therefore smallest period)\n", - "# element with the group\n", - "groupdf = top.groupby(\n", - " 'group'\n", - ").agg(\n", - " y=('period', np.min)\n", - ").reset_index()" - ], - "id": "cell-32" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Finally," - ], - "id": "45f23dcb-39d0-4e37-bd3e-6ac99982484e" - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:22.502705Z", - "iopub.status.busy": "2024-01-09T15:12:22.502466Z", - "iopub.status.idle": "2024-01-09T15:12:24.271002Z", - "shell.execute_reply": "2024-01-09T15:12:24.270415Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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vzAxwkNCWXCtB947u3HCbWG0rb55SUdppxCyrI0DGYDkS2UgHW++vAqSLbBwzN9fwBigmHeAGir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\nD+yAv1cYCoWCYO9mtAjp6e6D2aVJVFnL6REzApVSTbhvAonB9QcUNaR5YAc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nHwDcPMyH\ngxnF9GlX9/fchcbPx5+7bxrPjLnTsNvtKJVKFkxdhl5XO9gwM6fmbBJhweE8dtcz9Ok24KTr4aX3\nospc/QBZflHeSZd5odCH6fDr6E3J1jL0lwVx/BCpDdBgzq8Z5GnOtxAU4H/a66YN1ODf1Zf4By6M\na1mNoVPDL6Nh1M8weBosuRVCjgRRHRdbjL8ermntynyVVebKSKU95vnAKhvkVlQHYaWVQJSP57IA\non0hpbj6b4sdMstcy4UQZ5afnx+tWrUiKirqTFflvFFcXMwrr7wCuDIxSQBWTSkpKe7jcz4FYMkV\nqyPUPsHoYjpStOQbHJYqbCW5lKyZhXcHV0CPyuiP01KJvaLY/RqHxYRCo0OpM2KvLKV45Qz3Oqfd\nSvnOJdirylEolCh0R89eVFSmbMOSk4TTYUeh0aNQa+C4jAYAmsAoFEo1FbuX4XTYqdi9HEtOUq3t\nLnQKhYJ7J17FL58tZf7UVZQWuZ5gyUjK44OnfyY7rQCNRoVvoBGbxc7MDxZRWeE5UCogxIdew9rx\n6Qu/UphbisPh4NCuDHeZx4pvH8W+LamkH8rFYrby/Tt/1vphcaGrslawLmUORaYsHE4HVruZbRmL\n0KmNBBqjiAvqxPID06mwFON0OsgrT6PKWn7kqVonBq0vChSkFu7gcNHuBt/vqITg7qQX7yWlcDsO\np53dWSsorsypc/tg7xgO5G3A5rBSUpnHzqxlJ7/zFyAvjQ8lVdXp1a22KlRKNXqNNw6njQ2p87HY\nmpYFx6DxwVsXyN7cNTidDjKK95JWtKPhF14gEoN7YLKUsippFi1De6NSqrHYK1ErdWjVBqqs5WxI\nm9fo8uwOG3aHFb3aG5VSQ05pEgeOmbInzCcOndrIprQ/sDts5JQmcTBvY53lhXjHkFa0iwpLMRZb\nFRtTG1+X841CoWBAwk1sSf+L7RlL3FM+FptyWLJ/Wq0gjsZoGdKL/XnryCo5iMNpP1JuBc0DO5x0\nfY9OQ3cgbz0Op4MDuevJL2/6NKHnok5RQxnR/hFiAzvWWH6yY1yL0B7sylpGSWUuNruFtam/1Qjs\nsdiq0Kr0aFV6ysyFbM1Y2OiyvbR+xAV1ZsWhH93TSJksJe5pvtKL95JffhiH045Gpa0xfVP7iMGs\nT/2dIlP2kXpUklywtcnj94XgdPZBUbeGxtMI30QqrWXszFyGw2kns+QAB/LW1ZhKtLgyh91ZK3A4\n7aQUbiejeK97CjvrkYyRGpWOQlMWu7KW11kXL60vJksJNvv5ndn2dFAqlPSKvZrNhxd4XB/qE0uA\nVxj/HvwBs82Ew2knq+RAjYBVvdrIyA6PkV2WxPIDP+B0OmkZ2puMkn0cyt905LzGRn75YXLKUv6j\nPTu3ne7+BZBx3O81k7WE5gEdUCiUtIu4iFVJP7sD/Kus5TWmLxRNY7KU8Peez+jZfCTRAW1OqqzG\n9E1RN4VCwURffz4sL+Ob8jLyj0ypVWC3s9/mCqIpczrRoCBAqcICTCkrpbwJDzMBtNdo+MVkwuZ0\nsstq4RfThR2Yo1AoeG/8Rbw5fQMf/rKV3CLX8cgrNrErxfV7bHifOHKKTHw6ZxtVFht2u4N9aUUs\n25peX9EnpLTCgpdOjb+3joKSSl6dtq7JZXVODCEps4QV2zOw2R288+NGCkov7PP331clUVphYeMX\nN7H5qzFs/moMW74aywu39OTbP3d7fHBm/pok9h8uwuFw4uulRaNWolYqUCoV3DuiA098ssI95WBB\nSSU/LWnaNHP3jOjAa9PWsfVgHk6nk7ScUvak1v1Q2/motLyET6e/T0p6Ena7nSpzJTPmTsXXx4+W\n8a25qNfFvPPZ6xSXuh5ayi/KY+maxR7Luv7Km/h8xkekpicDUG4qZ/naf6gwnXiWq1YJbVi7ZSX5\nhXlUmCr4auYnTd/JC4w5z0LJ9nIMzTw/BBbY15/CNcWUH6jAaXeSu6gAe4Ud344+Hrc/lQL7+VO2\np5yiDSU4bU6cNiem1Eoqki7s70OtCmaPgsRAVxBWbj1d5ug0hD/tgju61FynVMCzi6HSCvvy4eMN\nriAtgDAjZJW71h11cwf4aAPszgOzDV5YAlG+rmkPhRBn1jXXXMPevXv5559/znRVhDinSQasY4SM\nfJLCRZ+S8ekdKNRajO0G4dvrOgA0QdF4dxxG5lcP4HTYCb3+Jfz7jyX/j8kcnnIjKp9gfHteTeWB\nte7yKnYvp2jxlzgdNtS+IQSPfBKVwReHqZjCRZ9iL81Hodaij+2Mf/+batVHqfMi6PKHKFr6LYUL\nP8O73SAMcV1qbSegx8VtefnbO/npo3/4YfLfAARH+jP4mq5celMvkvdkcVf/NzF46xl5e3+Cw+ue\n7nHCu6OZ9vYCHhv5AZUVZpolhPLMp7fU2q5T30Quvak3T133MTqDlpseGYrB6PkHxoVKpVRTYSnm\nj10fYrKUoVaqCfaOYXj7h9GodAxpeTtrkn9l9pY3sdirCPAK57I29xNojKRbsyv4ffsknDiJDexE\nbGCnRr9vgFc4Q1vdwcpDM6mylpMQ3J2YwHZ1bt+r+VUs3vc13659jECvSFqF9mZnPTfZhGc9Y69i\n5aGfWHbge7pEX0qHyCEcLt7D9xueQasy0DHq4hpPxZ+oIS3GsfzQD2w+vIDmAR1IDOmB4wJ/cvco\nrVpPYkg39uaspk14fwB6NB/Jkn3f8vWaR/HW+dMpahjJBVsbXd6AxDEsO/g91n1movxakhjcnXKL\n64KgSqnminYPsvTAd2zNWEyoT3PahPUjtzzFY3mum6D7+XHjS+g13vSIGcHB/LoDts53sUEdGd7u\nYTYeXsD61LkAeOsCaRXWG6PW/4TLi/JvxYCEG1l6YBomSwmBxiiGt3+4xhRpTaVVGxjc4hZWJ//C\nvwdn0DK0F80C6h5Pz0d6jZFmAW1rLW8V1uekxrg2Yf0orcrn121vo1Ao6dbsClRKjTurXL/4USw7\nOJ0dmcvwN4TSMrQ3hRWZjS5/SMvb2ZD2O7O3vEmVrQIvjS+JId2JD+5CpaWUfw/OoNxchFqpITqg\nDT2ajwCgQ+RglAolf+35lHJzEVqVnnDfRKL8Wjfwjheu09kHRf3qG0+9tH4Mb/8wKw/9xNqUX/HS\n+jMwcSwRftVT0MUEtiO7LIlVyT9j0PgwtNWd+BvCALgo8WZWJc1iTfKvhHrHkBjSo87v0Si/VoT5\nxDNt/VM4nU5u6PrSSU9/fSFJCO7G1vSFVJUl11qnUCi5ou14ViXNYsbGF7E7bAR7N2N4u4drbKfX\nGBnZ4VHm7ZzCsoPfMyjxFoa3f4Q1yb+w/MB0nDgJ8IqgZ8zI/2q3znmns38BtAjtyZ7sFSzc8yW+\n+iAub/sAeo3rwbXesdewJf1vft8+GZO1BL3amyj/1rQI8ZypRjTOrqwVVFiKWZ86j/UeHogYmFj7\nulRdGts3Rd0uNRiYqgzmo/JSJpWV4gDCVCr6aXXc6+1DsFLJSnMVfXKy8FYouMvbhwhV7Yc3G+M1\nP38eLSqiXXYm3bVaRnkZ2WS5sDO4X9U/gXlvXcVbP2zg5W/X4HBCZJCRIV2b8fgNXfE2aFn47jU8\n/flKXvtuPVUWGwmR/jx+Y9dTVoeJt/fm9v8tJGjE50SHeDNhVBfmrjzUpLISo/x5+97+jJ74Bw4H\nPHRtJ9rFXthTtX7z5y5uvLhlrYxVD13XmXd/2oSneMZDGSVM+HA5OUUmvA0arh2QyH1XuR7EefPu\nfrwzcxNDH/uF7EITQb56hnRtxg1DWp5w3R66tjN2h5MbX1lAZn4FkcFG3n9oEG2aXzhtplFryCvI\nYcIr91FUUoBWo6N1Qlvef/lzDHovXnrkTb748SPGPTaa0rJiAv2DGDrgcgb3GVqrrNFXjkWlVPHU\nWw+Tm5+Nl8FIp7Zd6d7xxDMSXz5oBJt2bmDUA1fi7xvA3Tc9yKIVf56KXT4vZfycQ+avrodxVV5K\n/Lv5EjEylIpDtQObfFobibk5gpSvM7CW2DBE6Ul8LLbGNIWnizZAQ4snYkmflU3qtExwgj5CR+S1\ntafavtBoVDDrerjpFxg01TXdrieDYkGlhPgA6BRec52PFjqHQ/wHrtff0xXGdXatGxIHvaMharJr\n3fb74dZOkFMBw2dAUZUr8GreTaCWdCFCCCHOEwpnU+aC+g/FPvvHma6CqEfKW7WnI5iX8s4ZqIlo\nrBGxT9Za9uDAL89ATURjffzv3R6XS7udvaTNzj3SZucmT+12rrZZhaWYaeue4taeb59UsOrZ7nxq\nswuFtNm5R77Tzj3nW5utT/2dgorDXN72QY/r/9n3LTq1F/0T6p7a61wg4+O5x1ObpUfJdERns+iM\n2tl3Hcsm/PcVEY2mHDTF43Jpt7NXXW22Yd6e/7YiotF6jPCcybL7NMnCfDbbOM7DbA4Tz50pVYZM\ng2vbwPie1cuWpcDVM6H4mTNWrdNr4ll9+/yMO1/uBXu6Z+pJUVERs2fP5q+//mLPnj1kZGRgtVqJ\niori4osv5oknniAxMdHjawcNGsTy5ct5+eWXa02zpjgytdLSpUsZNGhQjXUmk4nrrruOv/76i2bN\nmrFo0SJatWoFwI4dO5g1axb//vsvqampZGdnYzAYaNOmDaNGjeL+++9Hr9fXqktKSgpxcXEAJCcn\nExsb6143depUbr/9dpo3b05KSkqN1912221MmzaNcePGMXXqVGbMmMHHH3/Mjh07cDqddOjQgcce\ne4zrr7++3uP4zz//8Pnnn7N69Wry8vIwGo107NiRcePGceutt6Jq4kMndrudqVOn8uOPP7Jt2zZK\nSkoICgqiT58+PPzww7WO7VFr1qzhl19+YfXq1Rw+fJjc3Fy8vb3p1KkTN998M+PGjfNYp2XLljF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rnXF5qyWHbgO/LL0zDqAugbdz1xQZ1r1SOtaBfzd75Px8iL6Z9wAwClVflM3/AcamX12Bvl\n34or6xi7zxcNtXFjPwNHlZuLWHFoBpklB1EAUf6tGZgwBoO25sWZuj4zc7a/S3ZpUo2xeGz31zDq\n/E/B3p69GjrOjT2uRzX0nfXX7s/ILj2I1WFBrzbSJrw/3WOuBBrui3aHjUV7vyKvPJUycwGXtbmf\n+OAuNd5/W8ZidmQuwWQpI8wnlkEtbsHPEApARvE+5u6YVKOvtQ7rw8DEMSd/IM8ip7pNwTUGrk/9\nnZLKXLRqA91jhtM+4iLg5MfXozyNjxe6uo57ff3Ik+/XP4vJWoriyLmeUqH0+J1ZUJHBz1tep3lg\n+xrnOvWdl4j61dWGJ/qd01CbZ5UcYHXybIpMWWhUelqG9qZ37NUoFPLsZ0MWVlUyqbSUZLsNH4WC\nCT6+3GL0ZrvFwsTSYvZYrQQqlTzq48v1XkaPZawzm7m1sOZT7pVOJ7cZvXnVz58km5U3S0vYbLFg\ndjppqdbwnK8fPY48uZ9lt3F/YSGHbDbsOGmmUjPBx5fLDYbTvv/nMt/LP6nxt9lqp03zALZ+fTNm\ni42HPljGP5sOk19SSVSwN0/c2I07rmhXb5lf/bGTST9tIj2vnBA/A++Nv4ir+tc899yZnE/3e37k\n8l6x/Pb6iFO+X+ea+trhWJVmG53umE5+SSWF8++vs7xN+3J49KPlbE8qINhPz0vjenPrpW0A2H+4\niGe+WMXaXVlUWWy0iw3if/f2p18H1zQ/Fqudsa//xaZ9OaTmlPHLa8O5+rj2Ky438+SnK5i78hAW\nm4OW0f4se/96vPQaAOasPMTTn60gI7+Cri1C+OLJobSOCTzp43Quu2h0txp/W6xW4qLjmfHhHABy\nC3L4v89eY+vuTShQ0L1jL56670UC/Dwft/SsNN75/HV27tuOXqfnhhG3cOt1d9bYZs7C2Uz/7Rty\n83MI8Avgsbue5aLedd8LutBtuXd3jb8dNgeGCB1tX28BgDnXTNr3WVQcMqHUKgm9JIjwK0LqLK8i\npZLDP2RRebgKtY+KyKtDCeoX4F5vKbKS+m0G5XsrUHmriRgZQsig2u1dmV7FnpcP4dvRm8RHmp+i\nvT1/ZJTCgwtgRRoogCFx8PEVEGKEhxbAnH1QUgU+OhjVFv5vGGg9XDpOK4G2H9dcVmWDK1rA7ze5\n/t6UCY/8BdtzINgLJg6CWztVb78yDZ5YCHvywVsLt3aENy4GpQIhzjg/Pz8AUlJSMJvNtbJffffd\ndxw4cOCUvNeECRNwOBw8/vjjPPLII6jVah544AGP9dm7d2+t1zscDl566ey6r3Lbbbfxf//3f6Sk\npDBp0iSefPLJOrctKioiICCgzvXHu+OOO1i7di0zZ87kvvvucwd7NaZsPz8/8vPz2bt3L8OHD6+x\nbWVlJW+88Uaj61EXX19f97+Li4tPuryz0cm0wfHHx1PbH/28FxYWkpeXR0hIzfOHpUuX8s8//5zs\nbpxSEoB1HJ+uV+I/6DaUWj12Uwl5c/5Hydpf8O02nNxZE/EfMIawMW9hyT5Izk8vovYPR9/M8w/n\n/N/fQe0fTvRDP2DNTyXnp5fQBEahj+mAtTibvF/fIPiqpzAkdKfy0EbyfnuTiDs/RuMfjr2imLy5\n/yPoikcwth2ENTeZ7BnPogluhiG+G0q9N0FXPoo6IAKFQklV+h5yf3qBiLB4NP7h//FROzvNmPw3\noVEBlBVWuJd9PnEuZcUmvl71HCX55bx4y5eERgUw5LpuHsuob/uQqABm7Xrdva3VYuO23q8zYERn\n97JJj8ygdbdYXv72DkxlVbx257fM/PAfxj11+Wnb77PJ+tTf8dEFUWUtr7VuxaEZBBtjqLLVXndU\nSWUef+7+lEta303zwPakFu7krz2fcUPXl/EzVA+w13Z6pt4b/3Wtzyo5yPKD0xnRfgIhPrHsyV7B\nHzs/YGyP19GpvVCgJCagPd1iruSXrW/Ver3NbqFP3HWE+cZjs1tYvO9r/j04g2Gt72ro0Jw3jm9j\nH30Q9/T70L3e7rAxbd2TJIZ4jiAHWLTvK8J9Exje/mEstkr+2P0hG9P+oE/ctQDsyvqXbRmLGdb6\nboKNzai0lmG1mwGI9GtR4/1MllK+W/9Uve93IWkfMajOm4ebDi8gq/QgN3abCMD8nR+wKe1PejQf\nXmtbh9PBgt0fExfUmcvbPkhpVT7zdr6HURdAy9BeNbatq28HGaNJDO7OutQ5dda3ob58Iaivzby0\n/nRrdgXpxXuosBTVW47ZZuKPXR/Qo/lI2oYPIK8shXk7p+CnDybCr0Wjxtcl+6dhc1gY1eUFvLR+\nFFdmuwNMGxofzyf1tclR9X3fHdVQmygUKgYk3EiAVwRKhYrCikzm7phEgFcEkX4tMFlK+XvPFwxp\nOY4WIT0pqEhnzvZ3CfCKJCagHXaHjQW7PqJlSE9GdniM9KI9LNz7JTd0fdEd+AFgtZtZeWhmnQFE\n43q9fUEFEkPDbdyYz8BRKw7NAODWnm/hdMLifV+xImkml7S+u8Z29X1m+sRdWytI9UJQ33Fu7HGF\nxn1n9Wg+HH9DGCqlhrKqAubv/AAffRCtQns32BcBIvwS6Rh1MYv2flXr/Q/krmdr+iJGdpiArz6E\njWnz+WPXR9zYbSLKI0EIWpWh3mDN88WpalOAtMKd/HtwBkNb3UmEXwsstkoqraXAyY+vRzU0Pl6I\n6jvu9fWjugxrdVetgMVjOZ0Olh343mMb1HdeIupWXxvCiX3n1NfmrrH3EzpHX8I1nZ6m3FzI3O2T\n8NUH0e5IoKTwbGlVFc8XF/NBQAA9tTrKnE7y7XZKHA7GFebzmI8vPwcZ2W61MLYgnxiVmp7H3fAB\n6KXTsS+iesqMPLudnjlZjDwSQFXicDJYp+dtvwD8lUp+MlUwrjCflaHhBKpU+CmUTA4IIFalRqlQ\nsNFiZkxBPu00YcSo5fJxXUr/rHkzrPOd07lhcEsAbHYnEYFGFr57DfGRfqzbk82VT88lOsSbS3p4\nDgL4Yt4O3p+9hRkvXk7nxBByi0xUVNlqbONwOLn33X/o1z7y9OzUOai+djjWy9+uoXmYD/kllXWW\nVVxuZvizc3n5tt4svbI9G/flctlTvxEf6Uv/DlEUl5u5rGdzPn98CIE+er75czfDn53LgR9uI9jP\n1d/6d4jk4es6c/Prf9Uq3+FwMvLZubSPD2bv9+Pw99ax7VAeGrXrPHFfWhG3vPEXP750OUO7xfDW\n9A1c88I8dnx7C2rVhRvQunzWphp/j3noaoYNqL6+/n+fvQbA718txumElyY/xaQv3uT1J9+tVZbd\nbufx1x/kot4XM+mFj8nITmf8S3cSGhzGZRe5ron99tcsfvz9O9544l1axrehsLiAKnPdnxsBXT5v\nW+Pv3S8cIKCX64ap0+Hk4JQ0/Lv6kvhIc8x5Fva/k4I2QENgH/9aZdkq7BycnELk1WEEPxuAKbmS\n/e+moAvR4t3SFYic/NlhdKFaOn7Yhqr0Kg68m4I+XIdP6+pAZafDSeq3GRhbyDljXR5c4Pp/6gRw\nOmHsr/DwX/DjdfBAD/jfUDBqId8Eo36G/1sFL9R+joUYPyh/rvpvix0iJ8GNR57zLK6CK2bAK4Pg\n7q6wMRMumQ7xAdA/BuwOuGomPNEHVt0Bh0th8DSI9Yd7u5/eYyBEYwwdOhSFQkFBQQG33XYbU6ZM\nISwsjPLycr7++mueeuopgoKCKCgoOCXv99hjj2G323nqqacYP348SqWS++67z71+2LBhbNy4kS++\n+IKePXty0003odFoOHjwIE888QSrVq3CaDRSUVFRz7v8d1q1asWTTz7J22+/zVNPPUVaWhoTJkwg\nIcH127+qqorNmzfz888/M23aNAoLCxtd9u233853333HypUrufTSS3njjTcYO3YsQUFBgCvgZ9Wq\nVXz//fcUFxfz999/u187bNgwfvzxR9544w3atGnD5ZdfjlKpZOvWrYwfP57c3NyT3nd/f3+ioqLI\nyMjgu+++o2PHju4p+84XJ9MGLVu2RKPRYLVa+fbbb3nsscdqld+vXz+8vLwwmUzceOONfPXVV8TF\nxWE2m/n5558ZP348gYGBp6z/nQoX7ll7HTTBzVBq9e6/FQoFtqJMzBl7UKg1+HS5AoVShS6yFV4t\n+1K+baHHcqxFWZjTdxMwaBxKrR5dZCuM7QZRvn0RAFVJm9CGJeCV2BOFQolXYk+0ES2p2OGK0LOV\n5YMTvNsNRqFQoA2LRxfRAkteKgBKrR5NYBQKhRKn04lCocDpcGAvOfnB4HxwcEc6m//dz3X3DnIv\nM1daWDF/Kzc/finevgai4kMYfmtfFs1a77GME91+3cJdOB1O+lxWnT0k+3Ahg67ugkarxi/Im55D\n25K6L+uU7uvZKrcslbSinXRpdmmtdckFW6mymmgVVvfFeYDDRbsI8Y4hNqgjCoWS2KCOhPrEsi93\nzSmpY3LhVmKDOhPmG49SoaRdxEVoVDqSC7YC4KX1pX3kIMJ8PKc0bB85iCj/VqiVGvQaI+0iBpJV\nemqi3M8F9bXxUckFW3HiJD64a53blFbl0zK0NyqlGoPWh9jAThSaMgDXTdT1qb/TP+EGQrxjUCgU\neGl9awTgHWtfzmr89GFEyI2zBu3JXkX3Zldi1PpjPBLYsydnpcdti03ZFJty6BEzApVSTYBXOG3C\n+rM7e0WN7err2x0iBxMd0AaVUnNa9udCkBDclfjgLug13g1um116CJVSTfuIi1AqlIT5xhMf3JXd\n2a42bmh8LazIJLlgK4NbjMOo80ehUBDgFeG+0dnQ+HghacxYCA23iVKhJMgYXZ2FQqEAFJRUus7t\nXEF3TlqG9kKhUBDs3YxQn1gKKlzjZVbJAcy2CrrFXIlaqSE2qCORfi3Yl7u2Rj3WpcyhRUgv/PSh\niFOvpDKfhODuaFR6tGo9iSE9KDzSRkc19jMjqjXmuB7VmO+sIGN09feRQoFCUd3XGuqLKqWaTlFD\nifRr4Q6oOlZSwRbahPUlwCsClVJN95jhlFblkVVy4ZwjNsaJtCnAutS5dI8ZTpR/K5QKJXqNkQCv\nCODkx1f3e8j4WEt9x72+ftRU2zOXEOAVTqRfzZvmDZ2XiLrV14Ynqr42t9gqMdsqaB3aB6VCia8+\nmOiANu7zFFG3d8tKmODjQx+dHpVCgb9SSaJGwyaLGa1CwS1Gb1QKBV20Oi7TG/jR1LibKLNNJuLU\narprXcFaXbRaxhq9CVKpUCkUjDF6owT22KwAeCmVxKs1KBUKnE4nSsDhdJJut9X9JqKG9Xuy2Z1S\nyLjLXEEIRoOGV+7oQ0KUa9zq3TaCQV2iWbUj0+Pr7XYHE79dy3vjL6JLi1AUCgVhgUbiI/1qbPfh\nr1tpHRPIwE5RHsu50B3fDkdt2pfD3+tTefKm+u/kr96ZiU6j4r6RHVGplPRqG841AxL4+o9dAPRs\nE849IzoQ4u+FSqXk7uHtUSkVbD/kykCn1ah45PouDOgYhcpD2pY/16WQllvGBw8PItBXj1KpoEuL\nUDRq13nKD4v3MqhzNMP7xKPXqnnh1p7kFlWyYruMp0ft2r+d5MOHGH7xNe5lmdnpDO1/GV4GI0Yv\nI8P6X8bB1P0eX5+akUxaRgp33/gAarWG5tFxjBx2HXP+/hlwBWh9PuNDHrv7WVoltEWhUBAUEExU\n+IX9wOCJqEgyUZlpJqi/K4tFVZaZqmwzEVeHoFAr0EfoCB4YQN4yzzfYKw6aUKiVhAwJRKFUYEzw\nIqCbL/nLXQ8jmnPNlO83EXV9OCqdEmOCF4F9/MlfUfNhxdxFBegjdfi0knPGuiQVweh2roxTPjq4\noR3syHGtaxPiCr4CV3CWUgEHGhkTMWcvOJxwrSt5IKsPg04F93UHlRJ6RbvWfbXZtb7EDIWVMK6z\na32sPwyNgx1yu1OcJVq1asWECRMAmDlzJuHh4QQEBODv78+ECRMYPHhwjQCpU+HJJ5/krbfewul0\n8sADD/Dll1+61z3xxBMkJCRgtVoZN24cXl5e+Pv706JFC+bPn89nn31GcPDZlS36zTff5NFHHwXg\no48+IjExER8fHwIDAzEajfTr148pU6ZQVlZ2QuWq1Wrmzp3LkCFDKC8v55FHHiEkJISAgAB8fX0J\nDAxkxIgRzJo1q9b0h6+//jrBwcEUFxczfPhwDAYDvr6+dOnShc2bNzNjxoxTsu933+162HDKlCl4\ne3vTvHlzYmNjeeKJJ05J+WfaybSBl5cXY8eOBeDxxx/H29ub2NhYYmNjmTJlCuAKYnvrLVcSgCVL\nlhAfH4+fnx8+Pj7ccsstxMXF8fLLL/+n+9wQeYTJg5I1P1Oy+iec1iqUBl9CB92OvaLIdZZxLKcD\n65GAqONZc5NReQegMlanStOGxlG22RVS7nQ6gOPLc2LJS3FtGxaPPqY95Tv+wdhuEJbcZCy5yQQM\nqZkKN/Pr8VgL0sFhQ9+8I7o6snFdSOw2Ox89O5t7X7m6xnyh6Ul52Cx24ttWPyEW1zaSnz/xPC/o\niW6/aNYGLrqqC1pddXDBNXcPZOmvm4hvF4WprIq1C3dyyY29PL7+fOJw2ll24DsGJo6pNWer2WZi\nVdIshrd/hOzSQ/WW48RzPzn+Iu78XR/gcNgJMkbTK/Zqwn3jG7XeVbfac8oWVKQ3bkePk1lygCBj\ndJNee66pr42PtSd7JS1Deh2ZWs6zzlGXsC9nDSHGZljslSQXbKVteH/AdRO10lpKfnkayw9Mx+G0\nExPYnn5xo9Cqa0+FsCdnFW3DB5z8Dp4n9uWuYV/uGry0frQJ60enqKGurInWCiosRTWyTQV7N6Pc\nXIjZZqp1M8vp7ifOGsuO7Ssn0rfr0lBfvhDU1WYnyul01j5tcVa3WUPja2bJfnz0QaxPncvBvI3o\n1F60De/vcdrJ8119bdLYsRAabpOj/tj1IelFe7A7bQQZo92ZQoKNzYj0a8nenNW0DO1NQcVhCirS\n6Rs/CoACU7o74OOoYO9mNcrPKU0ivXgPo7q8wLID33us58xNE3E4HYT5xNIn7rom36Q9lzTU706k\nX3aOHsah/E00D+wAwIG89TQP7Ohe35jPzKa0P9iYNh8fXRAdo4bWmDr0fFbfcW7ouB6rMd9ZAMsP\n/sC+nNXYHFZ8dEG0DquZHruuvtgQp9Pp4ezS9f5R/q0AV6alqeueRIGCSL+W9Im7Dm9d49OrnytO\nVZta7WbyytOosBTzw8YXsNiqiPRLpH/CjRi1/ic9vkLjxscLTUPHHRruR8dbfnA6yw58h58hjO4x\nV7rbH6CsqoDtGf8wqsvzbM9cUuN1cl7SNI1pwxP9zqmrzfUaI63D+rEnZyVdoi+j3FxIetGe8256\n1VPN5HCww2ol225nYE425U4HPbU6XvHzd52tHz+2AXuPBEw15KfKCm6qY7pCgD1WKxVOJy3UNX+r\nD8vN4ZDNihXop9XRU1s725bw7JsFu7isVyyRwZ4fmKmy2NiwJ4ebLm7lcf2+w0XkFJnYciCX+yb9\ng83u5LJezXn3/gH4Gl3tkJpdyge/bGX9Zzfy0W/bTtu+nMs8tYPN7uDeSf/w4SODcTTwu83h4bzC\n4XBN++jJjqR8ykxW2sY2borAf7dlkBjlz61v/s2ijWmEB3jxxI3d3AFj2w/l0zmx+qFDjVpF2+aB\n7DiUz+AuEgAE8PuiX+jTbQAhQdVB82OuHsc/q/6mf/eLcDqd/P3vAgb0GOTx9Ud/hzlrLHNwMGUf\n4ArQKiwuYN+h3bz18cvY7Xb6dBvAI3c8hbdXww/ECcj/twi/Dj5oA458x9T+iQZOJ5XpZo+v93TN\n3ul0TScIYDpsRuOvRuNXff3DEKMnb0l1dJA530LuogLaTEwgd9HZkxHjbPNYH/h5N1zZwnXEf9wJ\nI455FuJ/K+H1f6HCCkEGeLuRybq/3gJjO4D+SBM5nLXvwjic1cFegQa4ozN8vRme6e+a0nBxMnxy\nxUnuoBCn0OTJk2nTpg2ffvopu3fvxm6307lzZ2655RbGjx/Pa6+9dsrf85lnnsFut/PCCy9w7733\nolKpuOOOOwgMDGTt2rW89NJLzJs3j5ycHPR6PYMHD+aJJ56gX79+TJw48ZTX52QolUomT57M2LFj\n+eSTT/j333/JyMjAbDYTFhZGu3btGDx4MDfc0LhZCI4VGBjI4sWL+e233/j+++9Zv349+fn5KJVK\n4uPj6dy5M5dccgmjR4+u8br4+HjWr1/PSy+9xMKFCykqKsLX15eRI0fy7LPP0q7dqYm5ePHFF/Hx\n8WH69Ons37+ftLQ0APLzPZ9fnoua2gYAn376Kc2aNeOXX34hKSmJ1FRX7M2xUzY+/PDDNGvWjEmT\nJrFlyxbsdjutWrVi1KhRPPnkk/z000//1a42igRgeeDXZxR+fUZhzT9M+e5lqIwBqP3DcFqrKN00\nD5/Ol2PO2o9p/xpUXv4ey3BYq1Dqal7oUOq9cVpcqWoNsV0oWvINpv1rMCT2pPLgeszpu9HHuC5A\nKhRKjB0upmjR5xQseB+cTvwHjUMbWjPTROSdH+G0W6lM3uIKxGrCTdrzza9fLCe+XRTte8WzY211\nEEBVhQW9lxaVujq1n7evgcoKzyf6J7J9bnoR21Yd4LZnap4RdruoNe8/NYsb2r+Iw+6g9yXtGDrq\n/J8abUv6QoK9Y4j0a0lG8b4a69Yk/0LrsL74G8IaDNKI9m/L6qTZJOVvITaoIykF28kqPUSUf/Wv\ngKs6PEa4bwIOp4NdWcuZt3MKN3Z9GR99UIPrmwd2YMGuj8kKP0ioTyy7s1dQZi7EYqs64X1OLdzB\nnuwVXNPpqRN+7bmovjY+qqyqgPTiPfSJu67esmIC27N0/1S+XP0wThzEBXWmdVg/AMw219O96cV7\nuL6LK4/xor1fsjJpFkNajqtRTmbJAUqr8mkVemHcqG5Ix6gh9I27Hp3GSG5ZCgv3fo5CoaBT1DCs\nDtc4dmwQm07lCrqy2s21ArD8DWFHbnr9Ts/mIympzGNP9qoafeVE+rYnDfXlC0F9bXaiwn3jsTnM\n7MhcQtvwgeSWpZBUsAWDxgdoeHytslVQZMoiNrAjt/Z6m9LKPObtnIKX1o9WF0gwCDTcJo0ZC49q\nqE2OurLdQzicDrJKDpBZcsAdwKpQKGkd1pcVh35k6f7vcOKkT+w1BB8J/PXUd3VqL6x2Vz+1O2ws\nPfA9AxPH1AjSOsqg8ea6zs8SbGyGzWFhY9of/L5jCjd1m+gx4PV80VAbn2i/DPdNYHf2Cr5e8+iR\nv+Pp1qx6aoyGPjO9Y68hwCsCtVJLRsk+Fu75HK1K3+jgn3NVQ8e5oeN6rMZ8ZwFclDiWgQk3kVee\nRkrBtlr9p66+2JDmgR1YnzqXFiE98DOEsD51Hg6nE8uRvhjgFc7ori8S4BVBlbWMVUk/s2DXR4zq\n8nyTAm7PVqeyTc02E+AkuWArI9s/il5jZNmBH1i89xuu6vjYSY+vDY2PF6qGjjs03I+OdXGrOwjx\njkGpUHIofzN/7fmMqzs+SZhPLADLDk6nZ/ORHjN9ynlJ0zTUhk35zqmvzRNDurN0/3dsSJ2PEwcd\nIgYTE9C+zrIElDgdOIG/q6qYERRMgFLJsyXFPFJUyKeBgZicDqZWlDPWy8hWi4W/qioJUjb8XbHO\nbCbNZuN6g+c+WeJwML6ogPHePoQeN/3FotAwLE4n/5qrOGizcX5NjnH6VFRa+WnpfqY+c4nH9U6n\nk7vfWUyLaH+uHZDocZvCMte5wj+bDrP+85sAGPPqnzz28b989ZTr+/O+yUuYeHtvgvzO3/Pzk1FX\nO7w7cxOdE0MY2CmKZVvrf+iyT9sIKqqsfPzbNu4Z0Z71e3KYs/IQof61j3lxuZkxr/7Js2O7Ex5Y\nd8DjsQrLqli6JZ0PHh7E1GcuYcPeHK54eg5xEX4M7BRFRaUFf++agY9+3jrKKhsXfHm+q6wysXDF\nn0yc8FaN5R3bdGHO37O5eIwrI3uHVp0ZN+oej2U0j4olIjSSz3/4kHvHPsThrFR+X/wbFUcyDJaW\nlwCwftsapk12ZcV6/p3Hee+r//Hiw6+frl07b9jNDgrXlRB3d/VDyvpwHbpgLZm/5RJ5TSjmXAv5\nK4qwV9o9luGd6IXD7CR3cQEhgwKpSDZRvKkUja/rXN1RZUflVfMbSu2lwlFVnVUjbWomkdeEovaW\n8/v69GsGX26GgLddf/dpBs8e82zzM/1d/+3Jgx92QHgjYhBTi2FxEvzfMcFafaKhwgIfrYd7u8H6\nDPhtD4QeM3SObgd3zYNXloPdCeN7wGWevzKFOGPuvvtudzaj402cOLHOoKdly5bVWWZDD/U+//zz\nPP/887WWBwcH88knn/DJJ594fF1KSorH5bGxsXW+52233cZtt93mcd3UqVOZOnVqvXVtzDbdunXj\n66+/rnebplAoFFx77bVce+21J/S6uLg4vv++7gfx6jpWgwYNarDtjlIqlTz22GMep9c7qr7Pz4ls\n40l9bX4iZdf1mTqqqW2g1+t59dVXefXVV+vd7pprruGaa67xuO5kP7un2vlzhfc00AQ3QxsaR8Ef\n76Ey+BJy/UuYdi8n/cNbKF42Fe8OQ1EafDy+VqnR4zCbaixzmCtQaF0/1jRB0YRc9TTFK38k/YOx\nlG9biLHtQJQGXwAqU7ZR+PcnhFzzHDFPzSHy3i+o2LXMnUHrWAqVBq/EnpjTtlOxa9mpPQjnmMyU\nfP76YS23P3tlrXV6oxZzpRW7rfrEvqKsCoPR89N8J7L94tkbiG8XSdwx2bLKS0y8eMuXXHJjL37e\n/Toztk5EZ9Ay+dEfT2YXz3ollbnsylpO37jra63LLDlAdukhukQ37knlAK9wLmlzDxvT5vPt2sfZ\nk7OKxJAe6NTVZ/pR/q1RKTVoVDo6R19CgCGc1KKdjVof7d+a/gmjWXbge6aue5LcshSi/Vuj1zTu\noslR6cV7WbzvGy5rc/8FkQGrvjY+1p6cVQR7x9TIsnS8KmsF83ZMpk34AO7p9xF39H4PtVLH4n3f\nAKBRuaaE7Rp9OQaNDwaND12jLye1cHvt98teSWxgJwxaz+PyhSbEuzkGrQ9KhZJw33i6Rl/OwbyN\nAGiUrnHMYqt0b2+xu/6tUdUe41RKNVe0fZC88jSmrXuKRfu+ok1YX3dfOdG+7UlDfflCUF+bnSi9\nxpsr2o5nf+56pq57krUpv9L6mDZraHzVqHQoUNKz+UjUSg2Bxkhah/UjxUPfO5/V1yaNHQuPaqhN\njqVUKInyb0WltZQt6a7prtOL97L84HQua3M/9/X/hLHdX2N/3np2Zi4DXG12bJ8GVx8/Oo5uSf+b\nMJ+4WtM6HaVR6QnziUOlVKNTe9E37nocTnuTM9qdKxrqdyfSL51OB/N2TCHcN4G7+37A3X0/INw3\ngXk7pwCN+8yE+yagU3uhUqqJCWhH24iBHMzbcEr3+WxU33Fu6Lger6HvrGMpFEpCfWLRqPWsTppd\na72nvtiQ1mF9aRdxEQt2f8y0dU/jdDoI9IpAr3a9v5fWjyBjFEqFEi+tH4Na3ExBRTrFlTmNPFrn\nhlPZpkfPTTpEDsFHH4RGpadn8xFklOzDajef9Pja0Ph4oWrouB/VUD86KtKvBRqVDpVSQ8vQXsQG\ndiQp3zXnyL7ctTid9jqDqeS8pGkaasOmfud4avMiUzZ/7vqY/vGjubf/x4zr9X8UVWaxNuXX07qP\n5zqvI4G3dxi9iVarMSqVPObjy2qLGR0Kvg0MZo7JRNfsLN4qK2G0l5GARgRgzTRVMExvIEhVO3yq\n1OHg5oI8emh1PObj6/H1WoWCoXoDa8xmfqs0edxG1PTz8gN46dRc2af2FO1Op5MHpyxl/+Eifn1t\nOEoP09IBeBtc8zw9PaY7wX4Ggv0MPD2mO/PXJAMwfdFe7HYHt1zS5vTtyDnOUzsczCjm83k7+L/7\nGpctPcjPwNw3RvLjP/uIvO4rnvtyFbdd1pYgX32N7UrKzVz+5G/06xDJy7f1bnQdvQ0aokO8efCa\nTmg1Kvp1iOSq/gn8caSdjQYtJRWWGq8prTDjY2jcwwDnu39W/Y1ep6dfj4vcyxwOBw+9dBcd23Rh\n+ayNLJ+1kY5tuvDwS3d5LEOt1vDOCx+xP2kPV942iJcmPcWIi6/Bz8cfAC+9K3h13PV34+8bgL9v\nAOOuv5uVG5ad7t07LxStL0GpVeLXqfr6rEKtIOGRGEyplWx/dB/Jn6UT3D8AtbfnMF+1t5rECTEU\nri1m2yN7yfg5h+ABAaiObK/Uq2oFb9kr7Sj1ru/IgtXFOB1Ogvqdf1mGTyWHE4Z97wrCKn/O9V+/\nZnCJhziENiHQKQxum9Nwud9uhS7h0Cm8elmQF8y7CWbsgPBJ8Mw/cHtn13KAfflw1Ux471KoegEy\nH4M9+fDM4lOwo0IIIcR/TMK/G2K3YS3KBEAf3ZbwW951r8qb8zb6GM9P82lC47CXF2KvKEZl9AfA\nmpOENqS5exuvlr3xaln9Ay1r2mN4d7gYAEvOIXQRLdE3d03DoAmIwKt1PyoPbcCnq+e8m067HduR\nul6o9mxMoTi/nPuG/B8AdpuDynIzY7tO5NlPbkGlUZK8J4vEDq4gmeTdmTRvFe6xrOj4kEZt73A4\n+OfnjVz/wOAay7NSC7BUWRlxWz8UCgUarZrLxvTmldtPfWTv2SSr9CCVllJmbHwBcE21Y7Gb+WbN\no4T6xFJalce0dU8CYHfasNmtfLPmUW7o9rJ7GoRjxQV1Ji6os/vv2VvfpHVo3VNbKBSeL2TVtb5t\n+AD3lHV2h43pG56jU1Qjc+niuiH+957PGNb6bqIDLoyLYPW18ZXtHiLMNx6n08HenNV0rSOTwVGl\nVXnYHFY6Rg5BoVCgUqppFzGQ+Ts/AFxZLFSNyDhhsVVyKH8Tl7U5tfNsn1eO+ezrNUaM2gDyKw7j\nZ3ClbM8vP4y3LqDOzAWBxkhGdnjU/fea5F/cNyrTi/eccN9uuLr19+ULwkkegwi/RK7r/Iz777/3\nfFHj5nJ942uwO5hU2qGGY9qkMWPh8Rpqk+M5nHZKKnMByCtPI8wnzj2FmZ8hlITgrqQW7aB95CCC\nvKLZaPoDu8PmzuCSX3GYEGMM4Oqn+eVpJBdsAVwZs1AoyC495M4wWHNXFRdm6zfU7+pZX2WroMxc\nQMfIi2vc9N6avpBKa1mTPjOKC/V5mWOOc0PH9fgsR1D/d5YnDoedknoCoI7tiw1XXUH3mCvpHuN6\nIKTKWs7OrKX1vP8F0tNOok11ai+8dXVN6+N6gu9kxtcTHR8vFI057sdqqB8d79hvmfSiPeSUJfPN\nkYxoNocFh9PJt2uf4Pbe78p5SROdaBue6HfOsW1eWJGBURdAQkg3AIxaf1qF9mFL+t8NZkS+kPkp\nlUR5CJICVwv10OmYE1I9xdb9hQX0bmBKwDKHgz+qKvk8oHYmYVfwVT4t1Rre8vNv8DeXFSfJNlvD\nOyL45o+d3HppG9Sqmv3I6XQyfspS1u/JZtGka/Hzrrv9WjULQK+tO+fYP5vSWLcnm9CrPgfAZLZh\ndziJvPZLMn/1nInhQuOpHVbuyCSn0ETrW6YBYLU7KDNZCL3qc+a9dRW92ta+LtyvQyQrP6qeHuXG\nVxYwsFP1A5cl5WYuf2oObWOD+PSxISd0/aJjQjC//nuw3vVbD+a5/7ba7OxOLaR9fHCj3+N8Nnfh\nL1w55GrUqurbWqXlJWTlZnLDiJvR61wPv98wfCzTf/uG4tIi/H1rB+EkxLTgw1e/cv/94dRJdGnf\nHYCYqDh0Mv1qk+X/W0RQP38Uqpr9whClp+WT1cGR6bOy8WlV90PQ3i2MtH4hwf130idp7u29mumw\nFtmwltrcWbFMaVUYol2BkmW7yqlIqmTr+D0AOCwOcMC2h/fS6YPWp2ZHzwOFlZBaAg/3Aq8jl98f\n6gnvrIZ8EwQfd4nY6oADhbXLOZbD6QrAerZ/7XX9YmD1ndV/3zAbLjpyu3RHLkT7wvWu2ViJ8IFx\nneDtVfD2iU8MIIQQQpxREoB1DIelEtPelXi17INCZ8Sal0rJ6p8wxHUFwJJ9CE1wDE6ng4pdS6lK\n20HE7e97LEsTEIEuqg3Fy78jYNg9WPNSqdi1jJDrXnBvY846gDYsHqfVTOmGuTiqyjC2dwVg6aJa\nU7J6JlXpu9FFtcFemodp32q8EnsCUJW2A4VKjTbclYOzYtdyqtK249fvxtN5iM56/a/sSKd+1XlJ\n925O46NnZ/P+HxPwC/JmwJWd+GHy3zzx/hhKCsqZP20VYx+71GNZOoO2UdtvXXGA0qIKBo7oXGN5\ndEIoei8tC75fw2VjemGusrJw5jrij8mSdT5KCO5GtH91IFJ26SGWHfiO0V1fQqvSu6dfATiUv5Hd\n2SsZ0X4CBo3nJy9zy1II9m6GzW5lW8ZizFaT+8nogooM7A4bQcYonDjZnfUvhaZMYgLaNWq93WGj\nyJRFkDEKs83E2pTf8NUHu9cD2BzVKb7tThs2hxWVQoVCoSSjeB9/7/mMi1vdUeM157v62vjoDbPD\nxXuospbTIqT+KTcDvMLRqHTszFpGu4iB2OxWdmevIORI1iy1SkvL0F5sTv+LYO8YFAoFm9P/Ijao\nU41yDuStR68x0iyg7Sne23PXwbyNxAS0Q6PSk1eeypbDf9E+cpB7fZuwvmxKW0CEr2vM3HR4AW3C\n6n4iNL8iHT99CEqFipTC7ezJXsXII9PPdI4a5g5kBM992+6w4cSJ0+nE4XRgc1hRKpQoFaoG++qF\noqE2czjtOJwOnE4HTqcTm8OKAkWd0yXllacR6BWB0+lkf+46Mkv2MTr+Rff6+sbXCL+W+BlC2ZA2\njx4xIyitymdvzmr6xFWnj61vfDxf1NcmjRkLj1dfm+SXH6bSWkaEbyJKpYq0ol3sz13HoBa3ABDu\nE8+mtPlklRwk3DeBcnMhh/I3ExvoGg8j/FqgUxvZdHgB3ZpdTnrxXjKK99M//gYALm19L3Zn9Q20\nVUmz0KoM9Iq9CoCc0iQ0agP+hjDsR6YgRKHwGBR0Pmmo3zW0/lgGjQ9++lB2ZC6lR/MRAOzMXIZR\nG4BB49PgZ8ZsM5FdeohIv5aolBoyi/exK2u5+zNwPqvvODd0XD2p7zurrKqA3PIUYgLaoVZqyS5L\nZnvmEjpGDnG9toG+CGB3WHECTpw4nPYj32kqlAolZpsJk6UUf0MYJksJyw/+QFxQFwKNrt8AGcV7\n8dEH46MLwmyrYGXSLAK8IvEzhJ2mo3tmnOo2bRs+gB2ZS4gJaIdebWRj2h9E+7d2Z/k7mfG1ofHx\nQlbXca+yVpBWtKvOfnS8sqoCyswFhPnEAQqSC7aSXLiNqzo8DkC/+NH0ir3avf22jEUUmrIY3OJW\noHHnJcKzutrQ4XSQWrij0d85DY2dIT7NMVmKScrfQlxQJ6qsFezLXVtvNmThMsbLyLcV5Vyk1+Ov\nVPJ+WSn9tTqMSiU7rRZaqDU4gN9MFay1mPkzpP7vi7mVJgKUSi7S1QweKHM4uKUgn3i1mnf8A2oF\njKwxm9EqoIPGlYVpTqWJNWYzE7w9X6sR1falFbF6VxZfP137DvFD7y9j9c4sFk++lgAfvYdXVzPo\n1Iwd1pr/m7mJri1DUSgU/N/MTYzs5zofn/zgQF67szpT4HuztrA7tZCvnmz8Q4Tns7raYfSgFgzt\nVj0WrdmVzT3vLmbzV2MI9ff8ANqWA7m0bR6Iw+nKPLZ8WzqbvhgDuLJRXfH0HFpE+/Plk0M9Bl+Z\nLbYj54pgtTmostjQqJSoVEquGZDIM5+v4rPft3P3le3ZuC+X31clMf9/IwEYO7Q17/28mQVrk7m4\nazP+N2MjwX4GBnaKOjUH6hyWmp7M9r1bePGRmtMA+vsG0Cwihtl/zOCumx4E4OcFPxIaHO4x+Arg\nQPI+oiOaoVapWblhOfMW/8rHr7my8et1ei4bNILvf/ma1gltUaDg+1++ZmAvz+c5olpVlpmKgyZi\n76z9eTUdrkIXqkWhgpKtZRSsKKLFU7WzBrq3T61EH6kDpyujVdneCtq8EgGALlSHdwsvMmbnEDM2\ngsqMKgrXFJPwsCuaJ3pMBJHXVX9f5vydT1WGmeYe6nUhC/aCxED4eD28PMi17OMNrkAovRq+3QLX\ntAE/HezMhdf/hUsT6i2SRYdcwVs3echbsSUL2oa4grSmb4dlKbDlXte6bhGQWQZz9sLIVlBggu+3\nQ5eIU7nHQgghxH9DArBqUFCxezlFS77Babei8vLDq1U//AYc+YG1aR6m/WvAYUcX1Yawm95A7VP9\nRFnmVw/g22cU3u1cmZCCr3qSgj8/JP2DsSj1PvgPvh19TAf39sXLp2HO3AcKBYbYzoTd9BZKrevH\nuD66LQFD7qLgzw+wlxWg1BowtOyDX1/XTTSntYrCRdOwleSgUChRB0YRPPIp9M0urJvVx9MZtOiO\npOwG8AsqQAEER/gDcO8rV/Px879wR9830Oo1XHlrX4Zc1829/cTbvqZtjzhGPzikUdsDLJq1gb6X\nd8Toa6ix3GDU8cJXtzPt7QVMf/cvlColbbo1Z8KkG07Pzp8lNCpdjSnMXDdRFHjrXD94terq46RT\nG1EqVO51AD9uepluza6gZWgvANam/EZOWTIKINq/LVd1fNxdfpW1jOUHZ1BuLkSl1BBkjGJ4u0fw\n1Qc3ar3DaWfJ/qkUV+aiUqqJC+rMFe3G1wge+GLVg+5//7L1LQCu6vA4Uf6t2JA2D4utkoV7vqxx\nDO7p9+HJHsazWkNtDK7pABOCu3nMpjR/5/tE+LagW8wVaFR6rmg7njUpv7AuZQ4KhZII3wSGtLzd\nvX3/+Bv49+AMpm94DpVSTWxQJ/rFja5R5p7sVbQO63deBX6crB2ZS1l24HscTgfeOn/aR1xE56jq\nC5HdYq6kylbBj5teBqBlSC+6xVRnLFt2YDoAg1rcDMChvI3szFqO3WElyBjN5W0fcGcj0KoNDfbt\neTunkFmyH4Cs0gOsSZ5N95jh9Gw+ssG+eqFoqM02pv3BxrT57r+/WPUgkX4tubrjE0DNvuUqbwlJ\n+VtwOB2E+8ZzVYfHMer83a+vb3xVKpRc0e5Blh+YztdrJmDQ+NAx6mL32Hz0/Y86fnw8X9TXJo0Z\nC0+kTRxOO2tTfqO4MgcF4KMPpl/8KPcxj/BLpG/8aJYe+I4KSxFalYG4oM7uso9Ou7bs4PdsSf8b\nb20Aw1rf6c5yd/z0rGqlFo1Kh5fWD4DSqnzWpc7BZClFrdQS5hvHiPYT6syKd75oqN81tP74sfLy\ntg+wKmkW09Y9BTgJNjbjinauvtLQZ8Ziq2RD2jyKTNkA+OiC6Bc/isSQ7qfzEJwVGjrO9R1XOLHv\nLIDtGf+wdP93OHFi1PrRIXIwXZu5ptFtqC8CzNj4EmXmAgAW7v0CgCEtb6N1WF/MNhN/7f6UMnMB\nGpWelqG96H1MYEle+WEW7/sWs60CrUpPlH9rrmw3HuV5dg5zqtu0a7PLMdtMzNr8KgBR/q0Y2uqO\nY96v6eNrQ+Pjhayu42532OrtR1Dzd53VbmbFoZmUVOahVCjxN4Rxaet7CD8S5OuaLrI6A4JGpUet\nVLvHx8aclwjP6mpDh8Pe4HfO8ecx9bW5rz6YYa3vZkPqPJbs/xaVUkO0f1v6xY9G1O9Bbx+KHQ4u\nzXNlE+ur1TElwJW57Jvycv6uqsQGdNNqmRkUQvgxGbMuzs1mvLcv13hVn6/NNFUw2uCF8rigkL+q\nKtlstbDHZuXP7Oppq//nF8A1Xl5UOh28VFLKYbsNNRCnVvNxQCA9jwvkErV9s2AXAzpE0SK6ZqBH\nanYpn87djk6jIu7Gb93Lxw5rxaePuR7AveLpOQzoEMmzN7seuH3vwYsY//5SEm76Fp1WxYi+8Ux6\nYCAAAT76GkFcvkYteq2KqBDv072L54S62sFLr8FLX51ZPcS/xPUbOKT6+//4dvjw163MWXEIm91J\nn/YRLJ50HZHBruP824pDrN2dzfakfH5bUT1d+6ePDWHsMFdmnTa3fkdqThngyp4F8PXTw7jtsrb4\ne+uY99ZIHnp/KU9+uoLoEG8+fGQQ/Tu4AkNaxQTw3XOX8uhHy0nPK6dri1DmvDGiVna1C9HcRb/Q\nuW03YiJja6175/mPeO/rt7ny9kE4HU5axrdh0vMfude/9clEAJ59wPX/xav+4pc/Z2KxWGgR14p3\nnvuQFnHV1zIeu+sZ/u+z17n67kvQqrUM6DWYCXc8fRr37vyQ/28R3i290IfX/u4oWl9C3pJCnFYH\nhhg9CQ/H4NWsekw7MCkF75ZeRIxwXcPIXVRA8aZSnA4wJhpo+XQc2oDqvhx3fzNSv8lg20N7UHmr\niBodjk9r1/mk2qgCY/X3pUqvRKFR1Hi9cJl7Izz6N0RNdgVGdQmH32905Z2dsROeWARmG4Qa4bo2\n8Moxk8Bc/gMMiIHnjnme9+strixWfh5ijj9YD7/tAZsD+jaDJbdC5JGhOC4AZl4PE5fBuDmuALBh\n8a4pCYUQQohzjcLpdNbOO34WiX32jzNdBVGPlLeurLVsXso7Z6AmorFGxD5Za9mDA7/0sKU4W3z8\nr+dU8tJuZy9ps3OPtNm5yVO7SZud3aTNzj3SZuce+U4790ibnZtkfDz3eGqz9CjJ0nU2i844XGuZ\nY9mE/74iotGUg6Z4XC7tdvaqq802zNvz31ZENFqPEW08Lu8+rYPH5eLssHHcjtoLJ8oU22e1iWf1\n7fMz7ny5F+zpnqkQQpwMeXRCCCGEEEIIIYQQQgghhBBCCCGEEEIIIZpIArCEEEIIIYQQQgghhBBC\nCCGEEEIIIYQQookkAEsIIYQQQgghhBBCCCGEEEIIIYQQQgghmkgCsIQQQgghhBBCCCGEEEIIIYQQ\nQgghhBCiiSQASwghhBBCCCGEEEIIIYQQQgghhBBCCCGaSAKwhBBCCCGEEEIIIYQQQgghhBBCCCGE\nEKKJJABLCCGEEEIIIYQQQgghhBBCCCGEEEIIIZpIArCEEEIIIYQQQgghhBBCCCGEEEIIIYQQookk\nAEsIIYQQQgghhBBCCCGEEEIIIYQQQgghmkgCsIQQQgghhBBCCCGEEEIIIYQQQgghhBCiiSQASwgh\nhBBCCCGEEEIIIYQQQgghhBBCCCGaSAKwhBBCCCGEEEIIIYQQQgghhBBCCCGEEKKJ1Ge6AkIIIYQQ\nQgghhBBCCCGEEEIIIYQ4+42IffJMV0EIIc5KkgFLCCGEEEIIIYQQQgghhBBCCCGEEEIIIZpIArCE\nEEIIIYQQQgghhBBCCCGEEEIIIYQQookUTqfTeaYrIYQQQgghhBBCCCGEEEIIIYQQQgghhBDnIsmA\nJYQQQgghhBBCCCGEEEIIIYQQQgghhBBNJAFYQgghhBBCCCGEEEIIIYQQQgghhBBCCNFE6jNdASGE\nEEIIIYQQQgghhBBCCCGEEEKc/bpP63Cmq3BKbBy340xXQQhxnpEMWEIIIYQQQgghhBBCCCGEEEII\nIYQQQgjRRGd9BqzYZ/8401UQ9Uh568pay+alvHMGaiIaa0Tsk7WWPTjwyzNQE9FYH/97t8fl0m5n\nL2mzc4+02bnJU7tJm53dpM3OPdJm5x75Tjv3SJudm2R8PPd4arP0qGZnoCaisaIzDtdaJm12dvPU\nZgCOZRP+24qIRlMOmuJxubTZ2auuNjtfstGcrzxm2Zmo+O8rIhpvovNM10AIIcQ5SDJgCSGEEEII\nIYQQQgghhBBCCCGEEEIIIUQTSQCWEEIIIYQQQgghhBBCCCGEEEIIIYQQQjSRBGAJIYQQQgghhBBC\nCCGEEEIIIYQQQgghRBNJAJYQQgghhBBCCCGEEEIIIYQQQgghhBBCNJEEYAkhhBBCCCGEEEIIIYQQ\nQgghhBBCCCFEE0kAlhBCCCGEEEIIIYQQQgghhBBCCCGEEEI0kQRgCSGEEEIIIYQQQgghhBBCCCGE\nEEIIIUQTSQCWEEIIIYQQQgghhBBCCCGEEEIIIYQQQjSRBGAJIYQQQgghhBBCCCGEEEIIIYQQQggh\nRBOpz3QFThVLXiolK2dgyT6IvaIYhUaHJqgZvr2uxatFL/d2qf8bXmcZ+tjOhN34+n9RXQGk7c9m\nxpRFHNqZQVFeGTqDhmaJYVx7z0X0HNq2xrYr529jztcryDiUi1KlJKZlGNfeO4geQ9qcodpfmAor\nMtmQ9jt55WmYLCWolVoCvCLpEn0JsUGdamy7I3MJOzKXUVqVj0HjTWJId3o2vwqNSneGai8ANqb9\nwfrUuQR6RXJjt4k11mWVHmJN8mzyy9PQqAwkhnSnd+zVaFT6M1NZ4VZXu6UV7eJg3kZyy5IpMmXh\nrQvklp5vnbmKCjdPbWa1m9mbs5rkgq0UVmRgdZjx04fSNnwAbSMGolRIXPyZVFc/25S2gJTCbZRU\n5mG1V+GtC6R5YAe6NbsCg9bnzFVY1PuddpTZZmLGxheptJZxaet7SQjp9t9WUtRQV5vN2f4umSX7\na23fLKAdI9o/8h/WUHhSX1+zO2xsTV/Ivtw1lFUVoFUbCPFuzqAWt+CtCzgzFRYe26y0Kp/pG56r\n8zVtwvszuMWt/1ENxfHq6mdOp4Nd2SvYlbWckso8NCotId4xdIsZToRvwpmrsOCDslLeKSulpVrN\nP6Hh7uVWp5OPysuYbaog224nXKVitJeRB719UCsUZ7DGF5415ipGF+R7XDc3OISu2urrUxstZt4s\nLWGH1YqPQsFwgxdP+/hiVMpvtP/Ssq3pXPzoLx7Xrfp4NL3bRgCwcEMqs5buZ/2eHPakFdIsxJuk\nmXf8l1UVRzSmzUxVVqb+uZu5q5PYmZRPeaWVxCh/7hrennuGt0elkn72XyrbU87+t1M8rmv1Qjze\niV4AZM3LpWRLGeY8C/ZKB9ogDX4dfQgfEYLG97y5rXjOWJYCg6d5XrfmTugdXXt5cRW0/BDyTPDz\nKLi+be1thBBCCHHqnTdnSvbSXByWSowdLkblHYjTasa0bzV5v7xG4GXj8el8GQBBwx+v9VpL9gHK\nNv6OPq7Lf13tC1puRhGVFWaGXNeNwFBfzFVWVv+5g9fvnsoDb1zLZWN6AzB/6iq+eGUu3Ye05uLr\nL8ditrFk9kZeu/Nbnvn0Fvpe1uEM78mFo8xcgMVuplVoH4xaf6wOC0n5m1mw+2MuSryZdhEDAViT\n/Atb0v8mIbgrHaMupsiUxY7MJRRWZDKiw4QzuxMXsHJzEZsP/4laWTsILr/8ML/vmEyAIZy+8aOp\nMBexNX0hJZU5DJcbn2dUfe12IHc9B/M3EuIdg5fW/7+vnPCorjYrrcpnxaGZRPu3plP0MLQqPWlF\nu/n30AxyypK5uNXtZ6jGor5+lleeSpCxGYkhPdCo9BSZstiTvYLUwh2M7vqiBBafIfW12bHWp/6O\n1W75j2ol6tNQmxm1AfSOu+a4Zf7/Qc1EfeprN7vDxh+7PiS79BBtwwcQZIzCbDORU5aMxVYJEoB1\nRtTVZgaNDxe3qn1zOq1wFwfy1tHMX+7InCn19bPVyb+wLWMRLUN70T5iEBabiV3Z/zJ3+ztc0+lp\nwnzizkCNRZbdxkflZXh5CKh6uKiQP6oqucHLi44aLZstFt4tKyXTbudtfxkXz4Q7jN500mhqLItV\nVV8S3/X/7N13eFRl+vDx75leUia9N0IKvXeQJiBIE7trA8ta1rX76u5PxdXV3dVddS1rFwV7xUIT\npPfeISEhIb3XmUyf94+BISEVSDIBns91eTk5be6ZmzNz5pz73I/Nyg2lJSQplTzj50+Bw8F7tTUc\nt9tYGBTS2eEKwANz+jM4NazBtO5RBs/jL1Yd5evVaQxMCiUySN/J0QlNaSlnmQVV/PmNNUwYGMPD\n1w7EV6dixY5s/vTaarYeKmTBU5M7P2CB0ElB6BK0DaZpwlSex6YsM9pYDQHD/JFrZJgLLJSsraBq\nXw09/tYduVoUznnDn4fCkKiG07oHNr3sM6vBZOv4mAThUjFu3DjWrl3Ls88+y/z58zvlObOyskhI\ncP/mO378OPHx8Z3yvIIgnJ+LpgBLmzgEbeKQBtN8B02nYMFDVG/70VOA5dN7fKN1y07sByT0PcZ2\nRqjCSYPH92Dw+IYdrK68dSSPzHidxR+uP12A9clGkvrG8PQHc5FOntyadO0Q5o54gd+/2ykKsDpR\nXGAf4gIbvt99Isfzze4X2Jv3G70iLsNorTx5gng4l9c7wW/QhrI+40uyyvY26pYldI5Nmd8Q5tsN\nF07MttoG87Zk/YBaoWN238dQKdw/vn01QaxJX8iJioPEBvTyRsgCLedtePxVjEu6BblMwa8H36Dc\nmO+lKIX6msuZTuXHDQOfJVAf6ZnWK2Isv6ct4EjRJgbHXom/NtQbIV/yWtrPruh5b6Plw/26sfzw\nu2SV7SUpdGhnhSnU01LOTikz5nGwYA2DY6ezLfunTo5QOFNrOVMrtKSEDvdCZEJLWsrbvryV5Fel\ncVW/J0QRSBfSXM6UcnWT+9jRok2o5BrxG82LmsuZ0+XgYMEaEoMHcnnKHZ7piSGDWbT9L6QVbxX7\nnpc8X1XFQKUKBy7KnU7P9D1WK7+Y63jQx5fH/PwBuEUPgTIZ7xtruV2vp4dS1dxmhQ4yVKXiSq2u\n2fn/rK7GXybj66AQfE92vIqRK3iiqoK1ZjNjNaIreGcb3TeSa8YmNTv/73eO5L3HJqJUyJnx1GIO\nHi/rxOiEprSUs/BAPXs/vJleCUGeaX+c2Yc7/vkbC5Yd4v9uHdqgwE7oHD7JOgKG+Dc7P/GB2EbT\n9Ik6Mt/KoWp3NYHDDR0YndCcMXFt62R1oBj+twOeuQyeWdPhYQmCIAiCUM9FXaYuyeQofINxWpq+\nKAPgstswHd2IOrY3Cr/gToxOaIpcLiM4woCxus4zzVRrxj9Y7ym+AtD5atDo1Kg1yqY2I3QimSTD\nRx2Ixe7OWWF1Jk6Xk6SQhgWR3U/+nV6yvdNjFCC/Ko2M0l2MTryu0TyrvY7cykMkhw7zFF8BpISO\nQClXk1GyszNDFeppKW8AerUBueyiqaW+KLSUM63St0Hx1SndgtwdOCtMBR0en9BYa/tZU3zV7mNG\ni6OulSWFjtDWnG3I+IqEoAFE+DV/8UboHG3NmdPlwOYwd1JUQmtaypvL5WRf/u8kBA0gzDfhZO4s\nXohSqO9sv9OM1kryKo/SLXggCpn4be0NLeXM6XRgd9rQKv0aTNcqfZGQUMhEIY83bLFYWGKu41l/\nQ6N526zuz8GZZxT7zNTqcAE/1YljR2+pdTqxu1yNptc4nay3mJmj1XmKrwCu1unQSxK/mE2dGaZQ\nT43Jit3hbHJeZLAPSoW8kyMSWtNczoL9tQ2Kr06ZPcY9lO7h7PIOj01omqPOgcvR+LOxOaoQ97GH\nw9T0vil0jhoL2FtJwYPL4KpUd8GWIAiCIAid66K7auu0mnHZLTgtJurSt1KXuRNdjzHNLl+XsR2n\nxYi+17jOC1JowGyyYjXbMNaY2bbyIDvXHmXM9L6e+X2GJ7Jx6X5+WbCRIZf3wGax88uCjRhrzMyY\nO9qLkV+6bA4LdqcVq72OrPK9nCg/QPeQwQA4nXaARifwT50cLqnN7txgBZwuJ+szvqRH+GiC9I0H\nhC8z5uF0OQn1iW8wXS5TEKyPodR4opMiFeprLW9C13OuOTNZqwHQKH06KjShGW3NmcvlwmyvxeVy\nUllXzJas75GQEeWf3InRCtD2nB0r2UFhTQY3DnqOGrO4I96b2pqzyroi3tv4AE6XHa3Sj57hYxgc\ne6UoNPaS1vJWbirAaK0kSB/FmvSFHCnajNNlJ1AXxZjE64kypHoh6kvbuRyHHCvZjgsXSSGim6M3\ntJYzhVxFmG8CR4o2E+6XSIRfdyyOOnae+AW1QkfP8ObPdQkdw+Fy8UxVJTfq9PRQNi5atJ4s8NGc\nMTSh9uTf+21iWGRveLSyAqPLhRwYqlLzVz9/+qnc56iO2GzYgb6qhgWNKkmip1LJQZsYu8kb7vjn\nb9TW2ZDLJMb0jeKf94xmcEpY6ysKXnMuOSssdxc4BvtrW1xO6BhZH+bhNDtBBj7JeqKvD0d/xpCE\nLpcLR627SMtcZCXvmyKQgW+qGPrTW+YuhloryCV3cdXLk2DwGfd6fnMQNuXA4fshq9IrYQqCIAjC\nJe2iO5td8fsH1O5Z5v5DkqFLHkHg5MZDx5xiPLQG5Er0KaM6J0ChkY/+/jPLPt8KgEwmMXxKb/74\n3GzP/LuenUV1hZH3nlvMe88tBsAvUM8Ln91N6kBRwu8NGzO/4VDhOgAkJLoFD2BM4o0AGHTuH9cF\n1RkNLrwUVB8D3HdZC53rYMFaasxlzOz9cJPzTdYqAHSqxm2ndSp/CqrSOzQ+oWmt5U3oes4lZw6n\nnb35K/HTBBPqG99xwQlNamvO6mzVLNj6uOdvvSqASal3EqCL6OgQhTO0JWd2h5VNx7+lX9Tl+GmC\nRQGWl7UlZ36aEKL8UwjUR2F3WMgo3cXOnF+prCtiSo+7OzFa4ZTW8lZVVwy4hyFUK/WMS7oZgJ05\nS/j5wH+5ZsBfCBYF5J3qXI5D0oq3oVP5Ey0K5ryiLTm7POUOVhx5j5VHP/RM89MEc1W//4e/NqQz\nwhTqWWgykuew84Vv0x30ExXuoqwdVguxitOnXE91xip0ODo+SMFDKUlM02gZr9EQKJORbrPxrrGW\nq0uL+TEklN5KFcVOd05CZY27KYXJ5J7cCZ1DpZAx57LuTB0WT7C/lsPZZfz7q12M/fM3bHjzOgYk\nhXo7ROEM55ozq83Bf7/dTUKEH0NSRXFdZ5IUMgyD/fDv64vCV445z0LhslKOvphJ6v91Qxd3ugjL\nXmVn30NHPX8rAxUk3BODJlLtjdAvaSo5XN0DpiVBsA4OlcArm2DMx7BpHgw4eXqqzgaP/QYPD4d4\ngyjAEgRBEARvuOiGIPQbMovQG14g6MqH0XYbhMvlBEfTdys5LSbqMnagTRyMTCO6TnjLzHlj+NvC\nu3jolesZOC4Fp9OFzXr6pJRaqyQqIYQJVw/i/711M3/+17UEhPjy0j2fkp9V6sXIL139oiYyo/dD\nTEieS2xgb5wuF06XO2chPnGE+SawO3cZhws3Um0uJbt8P2vTFyGT5Nib2R+FjmG21bIt+ycGx16J\nVuXb5DJ2p/su3KY6TMhlSuxOkbPO1pa8CV3LueZsfcYXVJgKGJN4IzJJDKHQmc4mZ2qFnhm9H2Ja\nzz8xNG4mWqWPGCbNC9qas125y3C6HAyKmdqJ0QlNaWvOJiTfxpC4GSQGDyQlbATTet1Pz/AxZJTu\noLA6sxMjFqBteTv1GWh1WJjZ5xFSw0aSGjbyZCGJi905yzsxYuFcjkMqTUWU1GaTFDIESbroTg11\neW3NmVKuIUAXSe+IcVzR414uS7wJp8vJ0kNvU2er6cSIhQqng39XV/NnXz+C5E0ft4/XaIiWy3mh\nuoqldXXk2u38XGfiXzXVKABzE0PgCR1nsErNu4FB3KDTM1mj5X5fPxYHhyJJEv+odt+IdionqjO6\nlgGoJUnkrJON7B3JN89dybxpvZg5qhv/76YhbHr7eiRJ4i/vb/J2eEITzjVnD7y+hkPZ5fz3z+NQ\nyMVxSGfySdKR+KdYgi8LwDDAj/DpIaQ+3Q0k3B2u6pH7yEl6PJ7Eh2KJvCoUhY/C3TVL6HQjY+Db\n62DeAJiZAk+Ohi13ggQ8ter0cv/YADYH/EU0ShWEDuV0OnnzzTcZOHAger0eg8HApEmTWL16dZPL\n79+/n6effpqxY8cSHx+PRqMhICCAkSNH8uqrr2I2n/t55hMnTvDAAw+QnJyMVqvFz8+PwYMH889/\n/hOTqeXhtLdt28asWbMIDg5Gp9PRs2dP/va3v2E2m5k/fz6SJDFu3Lhm109PT+fee+8lOTkZnU6H\nr68v/fv357nnnqOqqqrJdcaNG4ckScyfP/+s30dBuFBcdEe3yqAYtPH98ekzkdBrn8VlNVP87d9w\nNfGD2XR0Iy67FX3PcZ0fqOARnRhK/9FJTLh6EM98OA+z0cILdy7w5Oyf9y+iJL+Sh165nlHT+nL5\ntUN48ct7sNscLHplmZejvzQF6CKICehJatgIruz1ADaHmSUH3/TkbEqPewjSR7M6/RMWbf8LSw6+\nRWLIIIJ9YlDKxR0ynWlr1mI0Cj19Iic0u8yp4SEdJ4ePrM/htDUaTlLoeG3Jm9C1nEvOducu51Dh\neobGzSIusE8HRic05WxyJpcpiAnoSXxQXwbHTmdM95tYnf4pWWX7OiFS4ZS25KzaXMqe3OUMi5uN\nUq7pxOiEppzP91m/qEkA5FYebu+whFaczfFjhF8ivupAz3RfTRARft0pqsno8DiF085lX0srcXeh\nTgoZ1lFhCS1oS86cLgc/7f8ParmWy7rfRLfgAfSOHMfMPg9TbS5hT+6KToxY+Fd1NQaZjLn65m/g\n1EgSCwKDCZDJuLuijBHFhTxcUc5DPr4YZDL0otjR6xIUCiZrNGy2WHC4XJ7hIq1NnDe21JsveE/3\nKAMzR3VjzZ5cHA5R+HEhaC1nr3y5kw9+PcDf5o1g2vAEL0QonEkTpsYwwI+aI0ZcztOfhzKFDL9e\nPhj6+xExK5TYWyLJ/iiPyj3VXoxWOKV7IMxKhdVZ4HC6u129vAn+PgF8VK2tLQjCubLb7cycOZMH\nHniAAwcOIJPJqKqqYuXKlUyaNInFixc3WmfGjBm88MILrFu3jpKSEnQ6HZWVlWzevJlHHnmEMWPG\nUFNz9jfY/Pbbb/Tq1Ys333yT9PR0lEolVquVnTt38uSTTzJo0CBycnKaXPfzzz9n5MiR/PTTT5SV\nlaFSqcjIyODZZ59l/PjxWK0tD5/+4Ycf0qtXL9555x3S09ORJAmLxcLevXuZP38+AwYMICOj+XND\n5/I+CsKF4qL/5a9LHYW1IB17eV6jecaDa5DUenTdh3ohMqE5I6f2IX1fDnmZJRSeKGPX2qMMvbxn\ng2V8DTp6DI7n8M5sL0Up1JcYPIji2iwq69x3yfioA5jT7/9x0+Dnmd33cW4b9k9GJlxDraUCg1a0\nle4slXVFHCpcR5/ICRitlVSbS6k2l+Jw2nC6HFSbSzHbjJ6hB08NRVifyVqFXm3o5MgvbW3Nm9B1\nnEvOjhRtYvPx7+kVPpbBsVd6KfJL1/nuZxF+iehU/p6L10LHa2vOtmX/hF4VQJQhxbPMqe+3OlsN\n1eZSd4dcocOd737mow4AwGIX33mdqc3HjyePD7Uqv0bb0Cp9sdhbvstSaD/nuq+lF2/DoA0j1DfO\nC1Ff2tqas/yqdMpN+cQH9WuwvkEbRoAugoLqY156BZee43Ybn5uMzNP7UORwkGO3k2O3Y3GB3QU5\ndjsVTvfxRYpSycqQMFaGhPFdUAjbwyO5Ue9DudNJN0XjrtNC54uUybECJpfLM/TgqaEI6ytyOghr\nptuZ0LliQnyx2hwYzaJD+4WiuZwtWHaIJ9/bwB9n9uGvt4hrMl2JKlCJy+7CaWn+97JPkg6lQUH5\n5qa7mgidL8YPrA4w2uCZ1RDlB+Pi3cVYWZVQWOtersTo/tspGjsKwnl7++232bx5M1999RW1tbXU\n1NSwd+9eevfujcPh4P7778dxxtDj48aNY+HCheTl5WE0GikvL8doNPLZZ58RERHBjh07ePLJJ88q\njqysLK6++mpqa2sZOnQou3fvprq6GqPRyA8//EBISAhHjhzh6quvxm5v2HwhPT2dO+64A4fDwfjx\n4zl69CiVlZXU1tby6aefsn//fv73v/81+9xLlizhrrvuQqlU8vzzz1NQUIDRaMRkMrFx40YGDx7M\n8ePHmTNnDk5n098r5/I+CsKF4qL/5e+yWQBwWhqecLTXlmM+sR99n4lICtHdpSuxWtxfBKYaM86T\nR4RNfUA77A4cdvHh2xWcGqLO6qhrMN2gDfMUXJUb8zFZq0gNG9np8V2qjJZKXLjYkPklGzK/bDR/\n0fa/0DdyIkPiZiCTZBTXZtE9ZLBnvsNpp9SYQ2Lw4EbrCh2nrXkbnXi9F6ITmnK2OTtetofVaZ/S\nLWgAl3W/sbPDFWif/czhtGG11zU7X2hfbc1ZraWcKnMxi7b/pdEy6zI+hwy4Y8RrqBW6zgj7kna+\n+1m12T3UuEYphuLtTG3N29C4WcgkOUZLZeNtWKvQKJvvECO0r3PZ14qqM6kyFzM0bmZnhiqc1Nac\nhfm6u4I0VTjsdDpwyURBcWcpdDhwAs9UV/JME00/RhYXcofeh/n+BgAkSSJFefpc4+/mOpzAaLXo\nCN4VnHA4UAP6k3lSAPusVmZoTx8fWl0uDtlsTNdqvRancFpmQRUalRwfrWjpcqFoKmeLN2Rw98sr\nuWpMd958cLwXoxOaYimxIiklZOqWezY4bS4cdeKaTFeRWQEahbvj1YkqOFYO3f7beLn7lrj/X/H/\nwCCahQvCeamoqGD9+vWMHj3aM61v374sWLCAwYMHk5eXx8aNG7nssss88xcsWNBoOzqdjptuuom4\nuDhGjx7NggULePnll9Hp2nbO8sUXX6SmpoaoqChWrFiBv7+70YJcLmf27NmEhIQwZswYtm/fznff\nfcf111/fYF2z2UxiYiK//vor2pPHvEqlkltuuQWFQsFNN93U5PM6HA4eeOABXC4XixYt4qqrrvLM\nUygUjBw5kuXLl9O7d2/27dvHjz/+yJw5c9rlfRSEC8VFU4DlMFYi1xsaTHM57BgP/I6kUKMMjm0w\nz3RoHbicYvhBL6osrcUQ3PDEvN3mYPX3O1FplMQkhWE125DJJDb8spcrbhqOdLL1d2lBJYe2H6fH\nYNGmuDOZrNXozrjL3eG0k1a8GYVMSaAuosn1XC4nm7O+QyFT0StcfFl2lkB9JFf0uLfR9G3Zi7E6\nzKpvwmEAAQAASURBVIzudj3+2hDUCh3Rhh6kFW9lcMx0VAr3r7CjxVuwOSx0Dx7U2aFf0tqaN6Hr\nOJuc5VelseLI+0T6JzEp9Q4kMQyJV7Q1ZzaHu5D/zOFzM0p3YrGbCPURXUM6S1tzZrXXUWerbbBM\nuSmfbdmLGRA9hTDfbp6h04SOdTY5k8sUyOsNeexyudh54lcAYgN6NtqG0HHamjeVQkNcYG+yyvZT\nYSog4OTvgHJTAYXVGfSKEMf8neVcjh3TSrYBkBQiOk94Q1tz5jjZkSe9ZDuxgb09y5XUZlNZV0hP\n8du606QolLwfENRo+ss1VRhdLub7GYhrprtVncvFKzXVhMpkzNKKAvDOVOZwEHRGB6tDNiu/mesY\np9EgkyT8JInRajXf15l40NcPH5n799n3JhNGl4srNSJnnamk0kSIoeF7vvdYCT9vyuSKofHIZGJI\nyK6mrTlbtzePm55fymX9olj01ykil15kq7aj9Gv4nWU6UUfV7hr8+vogySQcFicSNCrGqthehcPo\nQB8vilM7W4kRQvQNp+0thJ+OwtQkkEnwwgQoPaMR8YFieHo1PDESRsSAXvSiEITzNmbMmAZFQ6cM\nGjSI6OhocnNzOXDgQJsLh0aNGoXBYKCyspI9e/YwcmTrTSxcLhfffvstAA899JCn+OrM7U6ePJnl\ny5fz1VdfeQqwXC4XP/zwAwAPPvigp/iqvhtvvJG//vWvHD9+vNG8tWvXkpmZSWJiYoPiq/oCAwOZ\nOnUqH330EStWrGiyAKu930dB6EoumgKssmVv4rKaUMf0Ru4bhKO2AuOhNdjLcgmYcAcyVcMPEOOh\nNch9AtHE9fFSxMLbf/0OU62FXkMTCArzo6KklrWLd5ObUcy8v05Hq1ej1au5/NohrPhqG//3h/cY\nMaU3dUYLSxdtxmK2c8294m6ZzrT22CKsdjOR/kno1QZM1mrSirdSWVfIyIRrUcrdhTvrM77E4bQR\nrI/B6XKQXrKNoposJibfjq+m8UlLoWNolb50Cx7QaPq+/FUADeYNi5/N93v+yY/7XqZnxGUYLRXs\nyfuNGEPPBif7hY53NnkrNeaSVbYXgKq6YqyOOnacvGAdrI9uNFyJ0DHamrMacxlLDr6FhHvo1mOl\nOxssH6SPJlgf3eHxCm3PWWltDj/t/w/dQ4Zg0IYjSRIltdmkFW/BVx1E36iJnRr3pexsPhvPpK50\nXxAI9YlvcTmhfbU1Z3mVR/ntyPskhQ7FXxOK3Wkls2w3hdUZ9AwfQ4godOxUZ3X8GHcVuZVHWLz/\nP/SNnHByud/RKPUMjJnaOQELZ/356HQ5OVaygzDfbvhrQzslRqGhs8lZtKEHR4s3Y3WYiQnoicla\nxf7835HLVOI4pBMFyuVc0cSFiQ+NNeB0Nph3b3kZYXI5SQoFNS4XX5uMnLDbWRAU7CnuETrHfRXl\naCSJQSoVwTIZaXY7n5uMaCWJp3xPX6R6wtefq0qLubashJt0egocDt6rreEytZrxGtEmpDPd+Lel\naFQKRvaOIMSg43B2Ge//cgCdWsFLd4/yLLcvo4SfN7kvCGbkVVFltPL3he7i4r6JwcwY2c0r8V+K\n2pKz7MJqZv/1JyRJ4urLuvPN2oZD6PbtFkTfRHGjYWc5/r8cJKWET3cdCj8F5nwLpWvKkakkoq51\nj2RhKbSQ9nIWgUP90USoQQJTVh1lmytRBSsJnSzO73e2678FrRJGRkOoHg6VwHu7QKeEf5w8JBwd\n23i9U92uhkTB7NTOi1cQLmZDhgxpdl5UVBS5ublUVFQ0mvfNN9/w2WefsWvXLkpKSjCbzY2Wyc/P\nb1MMmZmZnueYMGFCs8tdfvnlLF++nJ07T1+HyMzMpKrKPZTsmDFjml13zJgxTRZgbdq0CYDc3FzC\nw8ObXb+21n2D7IkTJ5qcf67voyBcCC6aAix9jzHU7vuNmt1LcNbVIFNpUYV3J2DcXHRJwxosayvL\nxVp4DN8hs0XnCS8aPb0fv321naWLNlNTaUKrV5PYO5rb/t9Uhk3q5Vnu3heuIr5HBL99vZ2FLy8F\noHvfGB769/X0HiZ+UHem7sGDOVy0kQMFa7HYa1HKNYT4xDEiYQ4JQf09y4X4xLI3byVpxduQJIkw\n33hm9XmYKIM4yu+qQnzimNnnYTZnfc/GzK9RyTX0CBvF8PjGlelC11Fae4Jt2YsbTDv1d0roCFGA\n1cVUm0s9Q7Wuy/i80fzBsdNFAVYXo1cb6BY8kNzKIxwp2ozT5cBXE0jviPEMip0mhtgShHbgqwki\nwj+JzNLdmGzVSEgE6CIY2/0PortLFxeoj2R238fYfPx7dpxYgiRJRBtSGJFwDT7qAG+HJzQjt/Iw\ndbZqBsVM83YoQhtM63k/e/JWkF6ynZyKA8gkBRH+SQyLm0WArvmT3YL39FWq+LrOyCKjHY0kMVSt\n5o2AQHopRQfOzjZFo+GHOhPv19ZS63ISKJMxVaPlIV8/Eup1LOujUvF5UAgvVVfxXFUlPjIZN+j0\nPOnXuJOA0LFmjUrk85VHePWb3VQbrYQYtFw1pjvP3DaM7lEGz3K70kt45qPNDdY99fetU3qIAqxO\n1JacHS+spspoBeBPr69ptI1nbhsmCrA6kWGgH2WbKylaXobD7EDpq8AwyI+I2aFowtzdv1WBSgIG\n+1Fz2EjZxkpcDheqICWhE4OImBGCwueiuax4wZidCp/th/9sgWoLhOhgTg94dix0D/R2dIJwafH1\n9W12nuZk8b7NZvNMs9vtXHfddZ6uUwAqlYqgoCAUJ49JS0pKcDqdGI3GNsVQUlLieRwVFdXsctHR\n7msNxcXFTa4bGRnZ7LrNzSsoKADAYrFQVFTUaqwmk6nJ6Wf7PgrCheSiOVLS9xyLvufYNi2rDIom\n7slfOjgioTWXzejPZTP6t7qcXCFn+m2jmH7bqFaXFTpWUuhQkkJbH6YiNWwkqWGtt8kUvGN238ea\nnB7hn8Scfv+vk6MR2qqpvIl9rWs7M2dRhhTuG/Oel6IR2uLMnGmVvoxLusVL0Qht0dx3Wn1i3+ta\nzsyZnyaYKT3+6KVohLZqbl87VcQvdD3N5Sw2oJf4TOyimsqZQq5icOx0BsdO90JEQmu+CW7cRe5e\nX1/ubeFigtB55vn4Ms+nbbkYqlbzQ4joCuhtD1zdnweu7t/qcrdf0ZPbrxDDVHcFbcnZuP7ROFY/\n2DkBCa0KnRRE6KSWO1gpfBXE3d78BX2h8/15mPu/szUuHlzPtns4giCchffff99TfPXMM89w++23\nEx8fjySdHo43JiaG3NxcXC6Xt8JsM4fDAcCUKVNYtmyZl6MRhK5JtH8SBEEQBEEQBEEQBEEQBEEQ\nBEEQBEEQBEFoJ9988w0At956K8899xwJCQkNiq8cDgelpaVntc2QkNOdI/Py8ppdLjc3F4DQ0NM3\nGtRf91Q3q6Y0Ny8szD1cbXNDCwqCIAqwBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQ2s2pIqghQ4Y0\nOX/Lli2Yzeaz2ma3bt0ICAgAYNWqVc0ut3LlSgAGDRrUYF1/f/dQ2+vXr2923XXr1jU5feRI94gs\nR44cISMj46ziFoRLhSjAEgRBEARBEARBEARBEARBEARBEARBEARBaCenip2OHDnSaJ7T6eSZZ545\n621KksS1114LwH//+1+qq6sbLbNx40ZWrFgBwA033NBg3dmzZ3vWbar46+uvv+b48eNNPveECROI\ni4vD5XLx8MMP43Q6m43TZrNRW1vb5tclCBcLUYAlCIIgCIIgCIIgCIIgCIIgCIIgCIIgCILQTiZN\nmgTAe++9x6efforNZgPg2LFjzJkzh40bN6LX6896u3/5y1/w9fUlNzeXyZMns3fvXsA9pOHixYu5\n6qqrcLlcDBkyhKuvvrrBuk899RRqtZr09HRmzJhBeno64C6Y+uyzz7jjjjswGAxNPq9SqeTtt99G\nJpPx888/M2XKFLZs2eIpxHI6nRw6dIh//OMfJCcns2fPnrN+bYJwoRMFWIIgCIIgCIIgCIIgCIIg\nCIIgCIIgCIIgCO3kscceIzExEZvNxm233YZOp8NgMJCUlMQvv/zCO++8Q3Bw8FlvNy4ujm+//Ra9\nXs/WrVvp378//v7++Pj4MHv2bEpKSkhJSeG7775DLpc3WDclJYX3338fmUzGypUrSU5OJiAgAB8f\nH26++Wb69+/PPffcA4BGo2n03NOmTWPRokVotVpWrlzJiBEj0Ol0BAcHo9Fo6NWrF0899RRZWVlI\nknRub5wgXMBEAZaX1O5bSfY/ppP79jxvhyIIgiAI5+3t9Xfz9vq7yas86u1QBEEQBOGcHCnaxNvr\n72bhtqe8HYrQTrZl/8Tb6+/mx32veDsUQbjo5VUe9fwmEARBuBR0u+Ej5ONfZ8GyQ94ORRAEQRCE\nLiowMJAtW7Zw7733Eh0djSRJaDQaZs+ezdq1a7n99tvPeduTJ0/m0KFD3H///XTv3h2LxYJCoWDg\nwIG89NJL7Nq1i5iYmCbXveWWW9i4cSPTp08nMDAQi8VCYmIiL7zwAqtWrcJkMgE02wnrxhtvJD09\nnSeffJL+/fujVquprKzE19eX4cOH88gjj7BhwwZGjRp1zq9PEC5UCm8HcKGqXP8ZVRu/aDxDrkCu\n9UMZEocudTQ+vSciycXb3FW5XC42LtnPup92k3Egj6qyWmRyGYZgHwJC/UjuF0PPIQn0G9kdnW/j\nKl/Be1wuFz8feI3cysP4aYK5fuAzKOUt52j54XfJKN2JVunHDYOeRav07aRoLz2rjn7M0eLNZ71e\npH8ys/s+1gERCc3Zlv0TO078AoBCpuQPg/+OXm1octlqcymLtv8FgFl9HiXKkNJZYQon1c8XwKSU\nO0kKHdriOr8c+C8nKg54/r55yIv4ac7+rhqhfZzPRckJybeTGjayHaMRWnPmPneKTFKgUeoJ0kWR\nGDKIlNARyGXimN/bRL4uTM3lTS4p0Ch9CPGJJTl0OInBg8Sdk12Q2Wbkk21P4HC6h1G4afDzGLRh\nXo5KaInT5SSzdBdZ5fsoqsmkzlqD3WlFrdDhrw0lwi+J5NBhBOmjvB2qcIb/VFfxam0NADmR0V6O\nRmiOy+XiV3MdP9aZOGCzUepwIJckgmUywuRy+ilVDFWpGa1W4ysT90Z3BS6Xi2/XHuOLVUfZnV5M\ncYUJuUxGWKCOiEAdQ1LDGd03kokDY/DTq70d7iVPPv71c173w/83iduv6NmO0QgdJf+HIgoWlwAw\naEFvL0dz6TleAX3fgVorPDwc/jOl+WULaqD3/6C8Dub1hw9ndVqYgtCp1qxZc87LBAcH8/bbb/P2\n2283OT8rK6vJ6fHx8bhcrhafMzY2ljfffLPV2JoyfPhwfv755ybn7dy5E4CePZv/3oyKiuKll17i\npZdeavNzns/7KAgXCnHWuR3I9AbPY5e1DkdtOY7acszHd1O7exmhNzyPXOPjvQCFJtVW1/Hi3Z9w\nYGumZ5pcIUOtVVGSX0nhiXIO78hi8YfrefDl65h4zWAvRiucSZIkxiffxlc7n6PaXMrGzG8Yl3RL\ns8unF28jo9R9wDA+6VZRfNXBVAotWqVfm5Z1OK1YHWYA5DJlR4YltMLutLH9xM8t7ktC13KkaFOL\nBVhGSyU5FeJu3K6kuc9Gm8OC3WlpcRnxGeld9fNic5gxWaswWavIqTzEwYJ1zOj9EBql3osRCvWJ\nfF2Y6ufN6qjDaK3EWF5JVvk+YgN6M7XnveKzsItJL9nqKb4COFy4kREJc7wYkdCSwupMfk/7mMq6\nIs80mSRHKddgttVSZ6uhsDqD3bnL6BY0gEmpd4mCVUE4C1VOJ3eWl7LFavVMUwBaJPIdDk44HGy3\nWvnAWMu/DQFcpxPHIt5WWWthzv/9zNq9eZ5pCrkMnUbOiaIaMvOr2HiggNe+3S2Kd7qIsABdk9Nr\n62wYzbYWl9GqxHeaILRFQgC8PAnu/RVe3wpXpcKYuKaXvfNnd/FVnD+8ekXnxikIQsfYsGEDGzdu\nBNxdtgRBODviiLMdxDywqMHf9qpiqjZ9Re3e5VgL06n47V2CZzzqpeiE5rz2yJcc2JqJTC5j5tzR\nXHHTMMLjgpDJZDjsDk6kF7Nr7VHW/bTb26EKzfBVBzI68QZ+T/uYQ4XrSQjqT1xgn0bLGa2VrMtw\nd6xLDRtFfFDfzg71kjMm8QbGJN7Q6nIOp40f9r5McW0WCpmakQlXd0J0QkuOFG2kf9RkDDrRuaAr\n0yh8sDtt5FYeptZSgY86oMnljhZvxoUTX3UQNZayTo5SaMrc4U0Pg1W/A0xzywjedWZeasxl7MxZ\nwqHC9ZTUZrMh80suT7nDS9EJZxL5ujDVz5vL5aTCVMiGzK/IrTzMiYoDbM1azMhu13gxQuFMhwvd\nJ2X7RE5gf/7vHC3ezLD42cgk0dWlq8kq28vyw+/icNnRKPT0j55Mt+CBno5lTpeT0toTZJTu4mDB\nGjLLdmN3WkUBliCchYcqytlitSIH7tD7cLNeT5xcgUySsLtcpNttrDFb+LHO5O1QhZNue2k5a/fm\nIZdJPHjNAO6e0ZvESAMymYTd4eRQVhnLt2Xzxaqj3g5VOCn/+7uanP7cgi387ZOtLS4jCELb3TMY\nvj8Mv2XC7Yth3z2gVzVc5v2dsCQdJOCjWeAnmgQKwgXj5ZdfRi6XM2fOHGJjY5HJZNTU1PDNN9/w\n6KPumoYxY8YwfPhwL0cqCBcecUasAyj8Qwma+gCaOHeRh/HIepzWOi9HJdSXf7yEbasOA3Dzo1OY\n99fpRCaEIDvZ+luukJPQI4Kr7xnH60seZvT0ft4MV2hBatgIEoIGALAmfSFmm7HRMmvSF2KxG/FV\nBzG62/WdHaLQgrXHPqO4NguAicm3E6QXwyh4i486gCB9NE6Xky1ZP3g7HKEVSrmaxOCBuHBxpGhT\ns8udmieGrROE9uerCWJc0i1E+acCcKxkJ7aTHR2Frkfk68IjSTIC9ZFM6/Un/DWhABwsXIfT5fBy\nZMIpJbXZlBpzUCt0jEi4Gj9NMCZrFSfK93s7NOEMlXVFrDz6IQ6XnQBdBNcNfIaBMVMbDBcpk2SE\n+sYzImEONw95iYQgcR5EEM7GcbuNlRb3scXjvn487W8gQaFEdnL4XIUk0UOp4l5fX5aHhjFD23SH\nHqHzpOdW8Mum4wA8f8cIXr53DEnRAchkJ3Mml9E3MYTHbxzMrg/+wPXjk70ZriAIQqf7cKa7qCqz\nAh7/reG8rEp4dIX78X1DYEJCp4cnCMJ5OHr0KI8++igJCQloNBqCgoIwGAzccccdVFZW0r17dxYu\nXOjtMAXhgiRuY+tAmm6DMGfvA4cde3k+qvDEZpetO76b6u0/Yi1Ix2UzozCEo+txGf7D5iApVM2u\nJ5ybzEMFnsfDJrXeOlqtaTjMxZ2jX6I4r4IHX76OkVP78P27a9iy4iDFueXUGa28v/5JwqID2z1u\noWnjut9MYfUxjNZK1md8waTUOz3zDhVuILt8PyAxIfl2VAqN9wIVGtiXt8pTHDIwZiqJIYMazF91\n9GOOFm8mJXQEE5Jv53DRBo4UbaLCVIjFbmRC8u2iqKQdScgYHn8Vvx58g8yyXRTVHCfM99x+OZus\nVew48SvZ5fsxWatQKXREG1IZHHslAbqIdo780pUaNpKjxZs5UrSJwbFXNppfUJVOZV0RfppgIv2T\nWtyW3WnjYMFajpXsoLKuELvDilblR6R/Mv2jJhHsE9NRL0M4C2ZbLfvz15BdsY+qumLsDis6lT/+\n2lC6BQ0gKXQoaoW4kNPZYgN7kVd1BKfLTmVdMSE+sUDD77GJKXObXPdI0SZ+T1uArzqIW4a+1Jlh\nX7Kay1dTimuy2Z27jIKqdMx2Ez5qAwlB/RkUc6UYvrATKWRKEkMGsStnKTaHmQpTIUH6KM/87PL9\n7M1bSXFNFk6XE39tCMkhQ+kbdbkXo740nOp+lRg8GIVMSXLocHac+IXDRRuJb6V453jZHvblraKk\n9kSjvO3MWcKOE78Q6Z/M7L6PdcZLuehtzVqM1WFGLlMytcd9zXZPPUWj1DO15/24XK4G0ytMBew4\n8Su5lUew2k3o1QbiAvowqIljUaHzbLaYua6sFICcyGiO2+28WVPNeouFMqeDQJmc8RoND/v6ESGX\neznai9dB2+nhWCdrtK0urz1ZmHXKiKICch0O/m0IYLZWx0fGWr43mchy2FEAfZQq7vHxZbxGnNdq\nL3uOlXoezxzV/Hn7U7Tq5i+l1JisvPTZdn5Yf4wTRTXoNUpG9YnkyZuGMKxneLvEK5y/kkoT//1u\nD0u2ZJFZUIXF6iAyWM+4/tE8fO1AeiUEeTtEQehSYvzhtSkw7yd4Z4d7KMJJieBywe0/Qo0VugfC\nvyY1vX5WJby2xd1FK7sSnC6I9YcpifDoSPdjQRC84+6770an07Fhwwby8vIoLy/Hz8+P1NRUZs2a\nxf3334+vr6+3wxSEC5IowOpI9U5UuVzOZher2fUr5SveAVzI1HpcTge20hNUrV9EXdpmQm/8O3KN\nTycEfGkqLagipvu5DbVVXWHkkRmvk3e8FIVKjlojiuW8QavyZWz3m1l2+H+kl2wjIag/3UMGU2Mu\nY1Pm1wD0jZxAlCHFy5EKp+RVHmXT8W8AiA3ozbC4WS0uv/zwu2SW7UJCQqXQIiG1uLxwbuIC+xDp\nn0x+VRpbjn/PrL5nP3xutbmU3468j8lWjUKmRCaTU2erJr1kG5llu5na415iA3t3QPSXnkj/ZPw0\nIVSbS8ivSiPSv+HduIcbdL9qfp+ptVTwy4HXKTflAyCT5ChkKmot5aQVbyG9eCujul1P36gJHfZa\nhNadqDjIb0fex2J3D1cik2So5FqM1kpqLGXkVh5Gp/KnW/AAL0d6CWrjMb/QRbQxX2nFW/k9bQFO\nlwOVXIvL5aDaXMrevJXkVBzi6v5PopSLC6CdxUd1uljEWq9zWf3hWwHUCh0Vpnw2Z31Pdvl+wv27\nd2qclxK700Z6yTYAUsJGuP8fOuJkEf4+TNZqdCq/JtfdmPkNe/NO30Iv8taxTNZqMkt3ApAcMuys\nhhqX6hWInCg/wNJDb+Nw2QF3R1ajtYr9BavJKNvFsLjZ7Rq3cG42WczMKy/D6HLhI0k4gUKngy9M\nRn431/FzSJgowuoEBQ4HSUpl6ws2weRycU1pCbttVpSASpKocbnYZLWwudzCvwwB3KATheDtLbek\nhh5x53YzbWWNmWH3fMnRnApUSjkalZyyajM/bczkl83HeffRicyb1qudIxbO1sqdJ7h+/hIqay0A\nKBUyVAo5xwuqOV5wiM9WHuXdRydy65QeXo5UELqWuQPgu8Pwazrc8RMcuA8+3AVrs0EmwYJZoGvi\nK++zfe7lLScbGKvl7uWPlrn/+3gPfHsdTG69/lUQhA4wdOhQhg4d6u0wBOGiJAqwOpD5+K6TjyQU\nhqZPcDnrqihf+T661FEETLgDhV8ITpsF44FVlK98H2tRBmVLXid0zl87L/BLQFK/aCRJwuVy8dHf\nf+HJt28hqlvIWW/ny9d/Q6NT85d3b2Xw+B4olHJKCyrxNYjuE52tW/AAUkJHcLR4M+uOfUaEf3d+\nT/sEq8NMgDaC4QlzvB2icFKNuYwVR97D6XJi0IYxKfVOJKn5EXEzy3bhcNoYmXANPcPHoFJosTnM\nDS6+Ce1nePwcvt/7D/KqjnKi/MBZF0ttzPwalULLjN4PEW3ogSRJFNUcZ3Xap5Sb8lhx5D1uGPRc\nq3fdC62TJInUsJFsy17M4cKNDQqwbA4LGaU7kJBICRtJdV1Jk9twupwsP/wO5aZ8VHItl3W/icTg\nQchlCqrqStiQ+RXZ5fvYkPkV/toQ4gL7dNbLE+opqT3hvuDptBGoi2REwtVEG3oglylwupyU1uaQ\nXrINlSgG8YoTFYdOPpLw0wR7NRahdW3JV52thtVpn5ASNoLBsdPxVQdic1g4UrSJjZlfU27KZ3fO\ncobGt1xALrSfasvpDhWak53+jpft8RRfJQYPYmS3a/FVB2J3WDlStIkNmV9TZsrzSryXgszSXVjs\nJvw1oUT4ua+a+GtDiPDrTkF1OkeLNzMgekqj9dKLt3mKr5JChjIi4Wp81AHYnTbSirawPvNLkbd2\nlld5BBfu4tOE4P7ntI1aSwUrjryHw2UnSB/NuKRbCPNNwOVyklNxiNXpCz032AjedXd5GSPVav7i\n6093pRKry8Vycx1PVFZQ5HTyz+oqXgsQHds7Qj+lCglwAc9XV/GuQk43xdkXYb1SXYVWkvFBQBAT\nNBqUkkSG3cYjFRXsslmZX1XJNI0WP1nz51GEthmSGoYkuevzH//fer6e70dyzNmfq/jbJ1uRySS+\nfHYaV41JRCGXcTi7nPtf/Z21e/O49z+/0797CAOTQzvgVQhtsT+zlNl//Zk6i507r+zNQ9cOIDna\ngFwu40RRNf/6Yif/W7yPu15eSc/4QAannNvN2oJwsXp/BvR6G3Kq4YZvYU2We/ojw2FUE02lf8uA\nW390F1w9MRLuHQJxJ7tdpZXB06vhm0Nw7Tew/17RCUsQBEG4uIhfah3AXlVM2dI33MMPAtruQ5Fr\nm77z02WzoI5KJXjWEyj83AVAMqUa3wHTCJx8LwB1aZuxFKR1TvCXiLDoQCZdPwSA7KOF3Hf5Kzw0\n/TXeefoHfvt6O9lHCxu12m+KxWznmY/nMXxybxRK9x2EwREG1FrRCcsbRidej486ALPdyLe7XyKv\n6ggyScbElLkoZOd256HQvuwOK8sO/486Ww1KuYYret7X6nBZNoeFkQnX0T96MiqFu42/Uq5BrzJ0\nQsSXnnC/biQEuTvobMn6oU2fhfXZnTam936QmICenjvmw3wTmNnnYdQKPVaHmV05S9s97ktVStgI\nJCQySndhq1eUeKxkBzaHhShDKr7q5i+wZJTupKjmOACTe9xNcugw5DJ3fb6/NoSpPe89ORSli83H\nv+vQ1yI0b0PGlzicNvy1oVzV7wniAvt48iSTZIT6xjGq27VEB4g7dTtTjbmMNekLyas6AkB8YF80\nStG1tqs6m3zZnVa6hwxhfNKtns9QpVxNn8jx9Il0dwNML9neOYELWO11pBe7Oy2pFXoMWvcFsS1Z\nPwDujpCTU+/y5EohV9E7chxjEq/3dA0U2t/hwg0ApIQNbzD91N+nhiesz+VysS37JwCiDT24POUO\nT1G+QqakZ8QYxnb/g8hbOys3FXgeh+ibH3a1JTtzlmB1mNEo9Mzo/ZBnqHJJkhEb2Jvpvf+MzWFp\nl3iF89NLqeKDgCC6n+y+pJIkZmh1POHrvrL5q7kO+1n+xhPaJkah4MaTnamO2G2MKy5iakkRf62s\n4EuTkSM2W5t+X5tdLr4ICmaKVovy5G/qRIWSjwKDUANGl4tVZnFDWnuID/fjjmnum872Z5bR87ZP\nGXz35/zptdV8tOQgB46XtilnVUYrXz07jWvHJaGQuy+39IgL5Nd/ziYp2oDd4eSZjzZ36GsRWvbI\nm2ups9h58qbBvPvYRHrEBSI/mavYMD/efGg8D8zpj93h5O8Lt3k5WkHoeiJ84c1p7sdLj0GdHXqG\nwAtNNMt3uuD+Je7/vzUN/jkJ4g0gSe7/UoLh62thZgpUW+A/4uNREARBuMiIDljtIOeNmz2PXdY6\nXLbTJ50UQdEETrm3xfX9R93QZPcXn76XU7Xhcxw1pRgPrUMdkdzE2sK5uvf5qwgI8WXxh+sxm6xk\nHswn82C+Z75/kA/jZg9gzh/HERDS9Di3A8cmk9grqrNCFlqhVuiYkHQ7Px14DaO1AoCBMdMI9Y33\nbmCCx5pjCympPQFIXJ4yj0BdRKvrqBU6ekVc1vHBCR7D42eTVbaXUqO7q05y6LA2r5sYPKjJvOpU\nfvSKuIxdOUs5VrKdy7rf1J4hX7J81YFEG3qQU3mIYyU76BE+GoAjJ4cf7BE2qsX1j5XsACDMtxux\nAY2HRJBJcgbHTufXg29QbsqnzJhLkD66nV+F0JLKuiIKqo8BMDzuqlaLVoWO8/GWxzyPbQ4zdqfV\n87dBGy4+17qY883X4Ngrm5yeENSPvXm/UWUuxuawoJSr2ydgoRGL3URJTTabs77HaK0EoG/kRCRJ\nRqkxl4qTRSWDYqY1+Xu6Z/gYdpz41bOu0H6q6krIq0oDJJJDGxZgdQ8ezIaML6msK6SgOsPTHQug\n1JhDlbkYOJW3xkMkp4SOYFv2T9Rayjv0NVxKzPZaz2O18uyHLXO5XJ5jxl4RY5scWjJIH0Vi8CDP\nsJSC9/zJ1xdZE/vWZI2GZ6rdxT3H7fZzHh5PaNnf/Q2EyGS8b6zF5HJxwGbjgM0GJiMAwTIZs7U6\n7vPxJaSZoSCnaXWeArr6guRyBqnUbLJaOGy3chXid0F7eOvh8YQH6nj1m90YzTZ2p5ewO/10B+nQ\nAC03TUzliRsHERbY9GfoqN4RTBzUuMBVq1bw6PWDuOffq1i+PZuqWgv+PuLYsbNlFVbz++5cFHIZ\nj14/qNnlbpmcyhvf72HVzhwcDqenQEsQBLdre8Ijy6HI/ZXGq1NA3cQV5nXZkF4OwTq4c2Dz27u1\nL/x0FJZndEy8giAIguAtogCrHTiNlU1O1/eeQNAVf0JStNANSSZHE930GPCSJEMT2wfjwdVYC4+1\nQ6RCfXKFnD88MoXZd17GtlWHObg1k/R9OeRkFGO3Oqgqq2Xxh+tZ/cMunvlwLsn9G/+Q7jEovvMD\nF1oUHdCDhKB+HC/bg1bp2+zFM6Hz7c37jbTirQAMiZ1OQlD/Nq0X6hPv6fQidI4AXQSp4SM5XLiB\nbdmLPUPStUW0IaX5ef6p7MpZitlupNpcKobqaiepYSPJqTzE4aKN9AgfTVVdMQXV6agVOhKCB7S4\nbkltFgAxhuY7J0UZUpGQ4cJJcU22KMDqZIXV7jNRErKzHhJUaF91tuomp6eEjmBs0s2i22YXcz75\nUiv0+GubHiKmfgdOi90kCrDa2dvr7252XnLoMAbFum+7LqnJAtxdACP9k5pcXpJkRPqnkF6ytd3j\nvNS5C71dRPolNTqeUym0JAQNIL1kG4cLNzQowHLfiOEu8A6vN70+SZKI9E8mrXhLh8UvnJ1qcykW\nu/tKW5QhtdnlogwpogCrCxigbPocZFi9Yp9Kp7OzwrnkKCSJx/z8udvHl5XmOrZYrey1Wjlmt2EF\nSp1OPjDW8n2diQWBwQxQNc5XczmE03msdIouZu1FIZfx3LwRPHLdQH7efJx1e3PZcaSIwycqsNoc\nFFfU8dq3u1n02xF+fmkmQ3uEN9rG+AExzW5/wgD372en08Wu9OIWlxU6xsb97huunS4XvW9f2Oxy\njpP7ldFso6zaTGiAKHIUhPr+vv508RXAB7tgchOH9Bvdh/xUmSHy381vz+pw/z+7st1CFARBEIQu\nQVzRbgdxT/4CuO8KdBgrqEvfSuWaBRgP/I4yJB7/YXOaXVeu9UNSNH/yX+4bBIDDVNmuMQun6f20\njL9qIOOvcpfjWy02Dm3P4pcFG9i26jDV5Ub+cd9C3ln9BCp1w1z5B4lhZroildw9TJ1CpkImNX1H\nodC5ciuPsCnTPXxZQlB/BsdOb/O6WlXTHeiEjjUkdgbpxVupNpdysGAdfaOa6CndBP3JYWSanmfw\nPK6zVosCrHbSLXgA6gwdhdUZVNYVebpfJYUMbbUgpM5aAzTMzZkUMiUapQ91tmrqbDXtFrfQNiar\nu4hEo/QRhR5edt+Y9wD3Mb/JVkVW2V62ZP3A0eLNBOqjGBA92csRCvWdT75Uck2z8+p3WnK6HO0X\nsACAVnm6s45cpkCr9CFYH0ty6NAGhR+nvo80Ch/kLXzX+bRwXCKcG5fL6TnWSA4b0eQyKWEjSC/Z\nRkbpDsYkXo/y5D5l9uRN32JxvxhqvH1pFKfPW1hsRhQtHPc1pf7xX0u58VGJ/a0r8JE13bFFUa8r\nlh1RvNPR/GQy5uj0zDk5JKHZ5WK71cJHtbWstJgpdzr5Y3kZ68LC0ZzRsUwva9zB7JRTZ7hsYhjJ\ndufvo+bmSancPMl9vGG22tmwP583vt/DL5uOU1pVx7XP/srRRbehUTX8DosMbv78cFTI6XnFFXUd\nE7zQooIyd8WI0+miqKJtwxybLPaODEkQLji7CtwFWADTkmBJOnxzCL45CNee0V8i/+Sho83ZsGCr\nOXVidxMEQRAuMmdVgLVnzx4WL17c6nK33HIL3bp1O+egLlSSJKHwCcR3wFSUgVEUffFXKld/jCos\nEW18P2+HJ7SRSq2k/+gk+o9O4rXHvuL373ZSWlDFrrVHGT65YecJ0YpYEFpXbS5lxeF3ceEkQBfB\nxOR5TQ430hwJsZ95g486gD6RE9idu5ydOb/SI3ykt0MSmiGXKUkKGcqBgjUcLtxAWrG780BqmMjZ\nxaDtn5ZCZ5EkCb3KQK+IsRi04Sze/x82H/+OEJ9YolvoDCJ4h8jXhWXu8Fe8HYLQihMVBz3Dva9J\n/5Q16Z82u6zNYWkwRLLHWfwWEM5f/eHBS4wnWiy8FwShY2gkiTFqDWPUGh6uKOfbOhMFTgdrzGau\n0Gq9HZ7QBI1KweWDYrl8UCxz/7GCT5cfJreklmXbspk9uukujkLX5DjZ9S8sQEf+93d5ORpBuPBY\n7HDbj2B3wrAo+OkGuOUH+OIA3L8ExsVDSL0RWh0na4SHRcGWO70RsSAIgiB41zld1ZYkCb1e3+x/\n8mbGsL+UaOL6ou89HnBRsfJdXM6m74521FXjctia3Y6jpgwAuc7QAVEKrZly4zDP47zMEi9GIggX\nJpvDwtJDb2O2G1ErdEzreT8qRfNdJYSuZUD0FagVOupsNezJ/a1N6xgtFS3Mq/Q81qr8ml1OOHun\niq325q3CaK0gUBdJqG98q+ud6jBXWy83Z7I7bVjste7llaIjXWfTqvwBMNtqsTksXo5GOFOUIYWU\n0OGAi/UZX+B0nR7S51QXToez+WN9i13cBd+ZWsqXcGE59X1kttficDZ/y/SpQiGh/Rwu3Hh2yxed\nXl5zKm+21vJWeU6xCU1zDyftLno7XrrnrNevf/zXUm5qRd4EoU3+oD99lTrT3vxxotB13DX99A25\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1AMglBQq5Cou9DnAXYwXoIpiYMtd7AQqCIAiCIAiCIAiCIAjCOWi3AiyAwMBAdDodJpOJ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\nWUzP+FHo1KEbmRqVrkHPEx6fE82+4U00Kh0KlIzufjZqpYYYUwp9E48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VCShQRx54qiL6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0LZeAFB5OhzqV3/C86cdVKA1QGkZMQxZkp/lv6yCb8/gFYfemqp34iMcPEVQHxqNP1GZrBtTW47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/E0+DzozUp8Pm4oL+Nms5lticm8GR3L8zXVrHQdPc8tczkZo9OxNTGZX1nCeaW2hu+dDj6O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\ndUfPk8nHDCtW6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I8mPG8vs//3Dj2TPDOgGBgZy+d4/R6zdQ8JtvWXv6v+kKBzdoQPHs2fH286PB+AlM37U7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\niIiIiIiIiIiIiIiIiIiIiJn+D6ABh/Ymz16AAAAAAElFTkSuQmCC\n" - } - } - ], - "source": [ - "# Gallery Plot\n", - "\n", - "(ggplot(aes('x', 'y'))\n", - " + aes(fill='metal')\n", - " + geom_tile(top, aes(width=tile_width, height=tile_height))\n", - " + geom_tile(split_df, aes(width=tile_width/2, height=tile_height))\n", - " + geom_tile(bottom, aes(width=tile_width, height=tile_height))\n", - " + inner_text(top)\n", - " + inner_text(bottom)\n", - " + geom_text(groupdf, aes('group', 'y', label='group'), color='gray', nudge_y=.525,\n", - " va='bottom',fontweight='normal', size=9, inherit_aes=False) # new\n", - " + scale_y_reverse(breaks=range(1, 8), limits=(0, 10.5)) # modified\n", - " + scale_fill_brewer(type='qual', palette=3) \n", - " + coord_equal(expand=False)\n", - " + theme_void()\n", - " + theme(figure_size=(12, 6),\n", - " plot_background=element_rect(fill='white'),\n", - " axis_text_y=element_text(margin={'r': 5}, color='gray', size=9) # new\n", - " )\n", - ")" - ], - "id": "cell-34" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "What we could have done different:\n", - "\n", - "1. After we set the `x` and `y` positions in th the `top` and `bottom`\n", - " dataframes, we could have concatenated them back together. Then,\n", - " that `Layers` trick would not save us much.\n", - "\n", - "**Pro tip**: Save the plot as a pdf.\n", - "\n", - "### Annotated Heatmap\n", - "\n", - "*Conditinous data recorded at discrete time intervals over many cycles*\n", - "\n", - "Read data" - ], - "id": "a96d56cb-6729-4a97-b841-4c041e56ea21" - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:24.276873Z", - "iopub.status.busy": "2024-01-09T15:12:24.276611Z", - "iopub.status.idle": "2024-01-09T15:12:24.286607Z", - "shell.execute_reply": "2024-01-09T15:12:24.285984Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "flights = pd.read_csv('data/flights.csv')\n", - "months = flights['month'].unique() # Months ordered January, ..., December\n", - "flights['month'] = pd.Categorical(flights['month'], categories=months)\n", - "flights.head()" - ], - "id": "cell-38" - }, - { - "cell_type": "code", - "execution_count": 20, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:24.289597Z", - "iopub.status.busy": "2024-01-09T15:12:24.289339Z", - "iopub.status.idle": "2024-01-09T15:12:25.586444Z", - "shell.execute_reply": "2024-01-09T15:12:25.585516Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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xLazAdtmZS0MEmjug/3tXX5z83HNgWajXQcjpRmuL/w4KNLXR9I2fRWYQVhS0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gj00g89yrSRgTaJea/dtw1zW0i+L3Ub4pcFc6IiWTrPOvQxcdB4BaqyV+5BTSzloI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0Cv12O1WikpKeGhhx7ixRdf5IMPPmDy5Mldlt25cydLly6lpqYGgISEBJqamli1ahWrVq3i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Z+iN5A9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\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JF2AhhBBCCCGEEEKIiaQl/pnytm3bxl//+lcAVFXlIx/5yKDbt7S0JD3+1Kc+xb59+/jJ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\n" - } - } - ], - "source": [ - "# We use 'factor(year)' -- a discrete -- instead of 'year' so that all the years\n", - "# are displayed along the x-axis.\n", - "# The .95s create spacing between the tiles.\n", - "\n", - "(ggplot(flights, aes('factor(year)', 'month', fill='passengers'))\n", - " + geom_tile(aes(width=.95, height=.95))\n", - " + geom_text(aes(label='passengers'), size=9)\n", - ")" - ], - "id": "cell-39" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "That looks like what we want, but it could do with a few tweaks. First\n", - "the contrast between the tiles and the text is not good for the lower\n", - "passenger numbers. We use `pd.cut` to partition the number of passengers\n", - "into two *discrete* groups." - ], - "id": "7bdf6a1b-7d9d-477c-8e41-7cd373272fa3" - }, - { - "cell_type": "code", - "execution_count": 21, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:25.591894Z", - "iopub.status.busy": "2024-01-09T15:12:25.591595Z", - "iopub.status.idle": "2024-01-09T15:12:25.602912Z", - "shell.execute_reply": "2024-01-09T15:12:25.602192Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "flights['p_group'] = pd.cut(flights['passengers'], (0, 300, 1000), labels=(\"low\", 'high'))\n", - "flights.head()" - ], - "id": "cell-41" - }, - { - "cell_type": "code", - "execution_count": 22, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:25.606081Z", - "iopub.status.busy": "2024-01-09T15:12:25.605807Z", - "iopub.status.idle": "2024-01-09T15:12:26.588625Z", - "shell.execute_reply": "2024-01-09T15:12:26.588094Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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7foY/th26yCO5eHarFWthHvnHD5C+2TkeojYgBN92nV3bmNLL/n/oQypvQaML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1ahTff/8969evJzw8nKSkJJKTk1GpVAQFBdGzZ08mTpzI5MmTUSpl9jsAhaUsS5QIUYclJSXV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lvyWg5v6cczD5rfI4p1evLzi9Fq1TiXCizHJ2by0jvrSLfSNnn5xTz75hre++c0Wob68tV7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\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3poDNZqGsQoG/djbf/Kv1YT7n31ebDtcr+QcAkwd2AofNhlanw46TdVtsaU3ceRSWySAS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hnhvVtBUazCh880ruSfxFkEmauT6c8cE57V60Kx7UDgNWW5fZmruZ2ByElg9XrZ2HD1SSIVQuYi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RkVFkX0BAQJHVvebOnavWrVurVatWxkS/x48f19dff61169bJ09NTzz77bJV8Y1sd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\nBAAAAAAAANwYCUAAAAAAAADAjf0/9XgU1w5tPDQAAAAASUVORK5CYII=\n" - } - } - ], - "source": [ - "(ggplot(flights, aes('factor(year)', 'month', fill='passengers'))\n", - " + geom_tile(aes(width=.95, height=.95))\n", - " + geom_text(aes(label='passengers', color='p_group'), size=9, show_legend=False) # modified\n", - " + scale_color_manual(['white', 'black']) # new\n", - ")" - ], - "id": "cell-42" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Last tweaks, put `January` at the top and remove the axis ticks and plot\n", - "background." - ], - "id": "e3503d28-a9b7-435b-97b6-612bbb8be7fd" - }, - { - "cell_type": "code", - "execution_count": 23, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:26.592536Z", - "iopub.status.busy": "2024-01-09T15:12:26.592197Z", - "iopub.status.idle": "2024-01-09T15:12:27.733017Z", - "shell.execute_reply": "2024-01-09T15:12:27.732467Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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AFhoAWWggpKEByFq6BebcwirPI/Z2Q6vvK2+gkLlkM/K3HYNAKoFrmRsaRNT8MAFIVEcu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WIhISGBVatW8cwzz3Dw4MFy62Eymfj3v//NnDlzuHjxIspL/pAVFBTw7rvv8t///pedO3eSnp6O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8aan1+prPCvndj1BtStW+E1euQl7cd4NpHCv3aiCgrEZ8K4S+qrvrFk5pL700bkHjr8b7n6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\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SAPhiHgw6A1LOZOPopxdRlqvC3jfP4PFdE8EVtokwQXn8r/kDgPWZb2iuXUU9W8BsRfLg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\nlvcgYrGApW9MhJurFBqNDt+uav6Vm1sqFgt4++XxcHORQKPR4ZufDzd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7T/9t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\nVc05WNdiY2MrHaJ76JBjSIRGo3GZZ7A0lvX5vOqT8j2PQiKCKl3PP8Rxp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vXRiWNJ/Prz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\niIiIiIiIyIz9P/SFgU1iBLGvAAAAAElFTkSuQmCC\n" - } - } - ], - "source": [ - "# Gallery Plot\n", - "\n", - "(ggplot(flights, aes('factor(year)', 'month', fill='passengers'))\n", - " + geom_tile(aes(width=.95, height=.95))\n", - " + geom_text(aes(label='passengers', color='p_group'), size=9, show_legend=False)\n", - " + scale_color_manual(['white', 'black']) # new\n", - " + scale_y_discrete(limits=months[::-1]) # new\n", - " + theme( # new\n", - " axis_ticks=element_blank(),\n", - " panel_background=element_rect(fill='white')\n", - " )\n", - ")" - ], - "id": "cell-44" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can get similar results if you replace\n", - "\n", - " + geom_tile(aes(width=.95, height=.95))\n", - " + geom_text(aes(label='passengers', color='p_group'), size=9, show_legend=False)\n", - "\n", - "with\n", - "\n", - " + geom_label(aes(label='passengers', color='p_group'), size=9, show_legend=False)\n", - "\n", - "**Credit**: This example is a recreation of [this\n", - "seaborn](https://seaborn.pydata.org/examples/heatmap_annotation.html)\n", - "example." - ], - "id": "1eb12847-0dae-4bd3-a93a-a85fe763c992" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "66px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": true, - "sideBar": true, - "threshold": "4", - "toc_cell": false, - "toc_number_sections": true, - "toc_position": { - "height": "678px", - "left": "0px", - "right": "1383px", - "top": "106px", - "width": "217px" - }, - "toc_section_display": "none", - "toc_threshold": "6", - "toc_window_display": true, - "widenNotebook": false - }, - "toc_position": { - "height": "357px", - "left": "7.21875px", - "right": "20px", - "top": "123px", - "width": "206px" - } - } -} \ No newline at end of file diff --git a/examples/geom_tile_files/figure-html/cell-10-output-1.png b/examples/geom_tile_files/figure-html/cell-10-output-1.png deleted file mode 100644 index 5741fb05a..000000000 Binary files a/examples/geom_tile_files/figure-html/cell-10-output-1.png and /dev/null differ diff --git a/examples/geom_tile_files/figure-html/cell-11-output-1.png b/examples/geom_tile_files/figure-html/cell-11-output-1.png deleted file mode 100644 index e4eae7158..000000000 Binary files a/examples/geom_tile_files/figure-html/cell-11-output-1.png and /dev/null differ diff --git a/examples/geom_tile_files/figure-html/cell-13-output-1.png 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- - Back to Article -
Violins, Boxes, Points and Lines
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Violins, Boxes, Points and Lines

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In [1]:
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import pandas as pd
-import numpy as np
-import pandas.api.types as pdtypes
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-from plotnine import (
-    ggplot,
-    aes,
-    stage,
-    geom_violin,
-    geom_point,
-    geom_line,
-    geom_boxplot,
-    scale_fill_manual,
-    theme,
-    theme_classic
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Violins, Boxes, Points and Lines

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Comparing repeated measurements and their summaries

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Suppose you have two sets of related data and each point in the first set maps onto a point in the second set. e.g. they could represent a transition from one state to another for example two measurements of the height of pupils in different years.

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For demonstration we shall generate data with a before measurement and an after measurement.

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In [2]:
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np.random.seed(123)
-n = 20
-mu = (1, 2.3)
-sigma = (1, 1.6)
-
-before = np.random.normal(loc=mu[0], scale=sigma[0], size=n)
-after = np.random.normal(loc=mu[1], scale=sigma[1], size=n)
-
-df = pd.DataFrame({
-    'value': np.hstack([before, after]),
-    'when': np.repeat(['before', 'after'], n),
-    'id': np.hstack([range(n), range(n)])
-})
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-df['when'] = df['when'].astype(pdtypes.CategoricalDtype(categories=['before', 'after']))
-df.head()
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valuewhenid
0-0.085631before0
11.997345before1
21.282978before2
3-0.506295before3
40.421400before4
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A basic violin plot shows distributions of the two sets of data.

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In [3]:
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(ggplot(df, aes('when', 'value'))
- + geom_violin(df)
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Add the original data in form of points.

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In [4]:
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(ggplot(df, aes('when', 'value'))
- + geom_violin(df)
- + geom_point()
-)
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The violins are symmetrical about the vertical axis and half a violin has the same information as the full violin. We cut (style) the violins in half and choose to alternate with the left half for the first one and the right half for the second.

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In [5]:
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(ggplot(df, aes('when', 'value'))
- + geom_violin(df, style='left-right') # changed
- + geom_point()
-)
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Link up the points to get a sense of how the data the moves.

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In [6]:
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(ggplot(df, aes('when', 'value'))
- + geom_violin(df, style='left-right') # changed
- + geom_point()
- + geom_line(aes(group='id'))          # new
-)
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Make gap between the points and the violions. i.e. shift the violins outward and the points & lines inward. We used stage mapping to get it done. For example

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x=stage('when', after_scale='x+shift*alt_sign(x)')
-

says, map the xaesthetic to the ‘when’ column/variable and after the scale computed the x locations add a shift to them. The calculated x locations of a discrete scale are consecutive numbers 1, 2, 3, ..., so we use that move objects of adjacent groups in opposite directions i.e $(-1)^1, (-1)^2, (-1)^3 … = -1, 1, -1… $

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In [7]:
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# How much to shift the violin, points and lines
-# 0.1 is 10% of the allocated space for the category
-shift = 0.1
-
-def alt_sign(x):
-    "Alternate +1/-1 if x is even/odd"
-    return (-1) ** x
-
-m1 = aes(x=stage('when', after_scale='x+shift*alt_sign(x)'))              # shift outward
-m2 = aes(x=stage('when', after_scale='x-shift*alt_sign(x)'), group='id')  # shift inward
-         
-(ggplot(df, aes('when', 'value'))
- + geom_violin(m1, style='left-right') # changed
- + geom_point(m2)                      # changed
- + geom_line(m2)                       # changed
-)
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Add a boxplot in the gap. The space between the flat edge of the violin and the center of the points is 2 * shift, so we can use the shift to control the width of the boxplot.

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In [8]:
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(ggplot(df, aes('when', 'value'))
- + geom_violin(m1, style='left-right')
- + geom_point(m2)
- + geom_line(m2)
- + geom_boxplot(width=shift)
-)
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Finall, style it up.

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In [9]:
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# Gallery Plot
-lsize = 0.65
-fill_alpha = 0.7
-
-(ggplot(df, aes('when', 'value', fill='when'))
- + geom_violin(m1, style='left-right', alpha=fill_alpha, size=lsize, show_legend=False)
- + geom_point(m2, color='none', alpha=fill_alpha, size=2, show_legend=False)
- + geom_line(m2, color='gray', size=lsize, alpha=0.6)
- + geom_boxplot(width=shift, alpha=fill_alpha, size=lsize, show_legend=False)
- + scale_fill_manual(values=['dodgerblue', 'darkorange'])
- + theme_classic()
- + theme(figure_size=(8, 6))
-)
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Credit: This is example is motivated by the work of Jordy van Langen (@jorvlan) at https://github.com/jorvlan/open-visualizations.

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- - -
- - \ No newline at end of file diff --git a/examples/geom_violin.ipynb b/examples/geom_violin.ipynb deleted file mode 100644 index 52902e2d5..000000000 --- a/examples/geom_violin.ipynb +++ /dev/null @@ -1,547 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:32.395270Z", - "iopub.status.busy": "2024-01-09T15:12:32.394936Z", - "iopub.status.idle": "2024-01-09T15:12:33.035554Z", - "shell.execute_reply": "2024-01-09T15:12:33.034783Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "import pandas.api.types as pdtypes\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " stage,\n", - " geom_violin,\n", - " geom_point,\n", - " geom_line,\n", - " geom_boxplot,\n", - " scale_fill_manual,\n", - " theme,\n", - " theme_classic\n", - ")\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Violins, Boxes, Points and Lines\n", - "\n", - "*Comparing repeated measurements and their summaries*" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Suppose you have two sets of related data and each point in the first set maps onto a point in the second set. e.g. they could represent a transition from one state to another for example two measurements of the height of pupils in different years.\n", - "\n", - "For demonstration we shall generate data with a `before` measurement and an `after` measurement." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:33.039637Z", - "iopub.status.busy": "2024-01-09T15:12:33.039242Z", - "iopub.status.idle": "2024-01-09T15:12:33.055161Z", - "shell.execute_reply": "2024-01-09T15:12:33.054446Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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" - ], - "text/plain": [ - " value when id\n", - "0 -0.085631 before 0\n", - "1 1.997345 before 1\n", - "2 1.282978 before 2\n", - "3 -0.506295 before 3\n", - "4 0.421400 before 4" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "np.random.seed(123)\n", - "n = 20\n", - "mu = (1, 2.3)\n", - "sigma = (1, 1.6)\n", - "\n", - "before = np.random.normal(loc=mu[0], scale=sigma[0], size=n)\n", - "after = np.random.normal(loc=mu[1], scale=sigma[1], size=n)\n", - "\n", - "df = pd.DataFrame({\n", - " 'value': np.hstack([before, after]),\n", - " 'when': np.repeat(['before', 'after'], n),\n", - " 'id': np.hstack([range(n), range(n)])\n", - "})\n", - "\n", - "df['when'] = df['when'].astype(pdtypes.CategoricalDtype(categories=['before', 'after']))\n", - "df.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "A basic violin plot shows distributions of the two sets of data." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:33.098407Z", - "iopub.status.busy": "2024-01-09T15:12:33.098148Z", - "iopub.status.idle": "2024-01-09T15:12:34.596023Z", - "shell.execute_reply": "2024-01-09T15:12:34.595402Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(df, aes('when', 'value'))\n", - " + geom_violin(df)\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Add the original data in form of points." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:34.599001Z", - "iopub.status.busy": "2024-01-09T15:12:34.598683Z", - "iopub.status.idle": "2024-01-09T15:12:34.882211Z", - "shell.execute_reply": "2024-01-09T15:12:34.881696Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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t2lQpKSnKzs7Wn3/+qRtvvNF0JCBgUQAGkfz8fBUWFpqOAQA+U6VKFYWHh8tut+vw4cOm4wAAAty8efMkSS1btlRSUpLhNCiL2NhYtW3bVn/++adH11epUoU9HgOQzWbTueeeq++++04LFy5UdnY2q94AqVyTISgAg4jT6ZTdbjcdAwAqBeMdAKAicnNztXbtWkli9l+Auvvuu3Xvvfd6dO1tt93GaqkAZRWABw8e1MaNG9WkSRPTkYCARHUOAAAAIOSsWrXKdSjEueeeazgNyuO2225TmzZtTnldrVq19Mgjj1RCIviCe0G/fPlyc0GAAEcBCAAAACDkWEVCdHS0Tj/9dLNhUC5xcXGaMWOGzjjjjBNeU7duXc2cOVNpaWmVmAzeVKNGDTVs2FCStGLFCsNpgMBFAQgAAAAg5FhFwhlnnFGuAyXgH+rUqaOFCxdq/Pjx6tKli+Lj4xUTE6MzzjhDb731ltasWUPBGwTOOeccSaUzd0tKSgynAQITewACAAAACCmHDx/Wli1bJEnt27c3nAYVFR0drZtuukk33XST6SjwkXbt2unLL79Ufn6+Nm7cqJYtW5qOBAQcZgACAAAACCnuJ8e2a9fOYBIAnnB/n65cudJgEiBwUQACAAAACClWARgTE6PWrVsbTgPgVJKTk12n/7oX+AA8RwEIAAAAIKSsWrVKknT66acrIoJdkYBAcNZZZ0mS1qxZI7vdbjgNEHgoAAEAAACEjNzcXNf+f1ahAMD/We/XvLw813sYgOcoAAEAAACEjHXr1snhcEiSzjzzTLNhAHjMvbBfvXq1wSRAYKIABAAAABAyrOIgPDxcbdq0MZwGgKdq1KihOnXqSCpdBgygbCgAAQAAAIQMqzho3ry5YmNjDacBUBZnnHGGJApAoDwoAAEAAACEBLvdrvXr10uS2rZtazgNgLI6/fTTJUlZWVnKzMw0nAYILBSAAAAAAELCtm3blJ+fL+lokQAgcLgX92vXrjWYBAg8FIAAAAAAQsK6detcr5kBCASeJk2aKCYmRtKx72cAp0YBCAAAACAkWIVBSkqKUlNTDacBUFYRERFq1aqVJApAoKwoAAEAAACEhA0bNkiSWrVqJZvNZjgNgPJo3bq1JGnz5s2y2+2G0wCBgwIQAAAAQNArKCjQ9u3bJR0tEAAEHuv9W1hYqPT0dLNhgABCAQgAAAAg6G3atEkOh0OSXEsIAQQe9/evNasXwKlRAAIAAAAIeu5FAQUgELhSU1OVlJQkSdq4caPhNEDgoAAEAAAAEPQ2bdokqbQ8SE5ONhsGQLnZbDa1bNlSEgUgUBYUgAAAAACCnlUAtmjRwnASABVlFYDp6ekqKSkxnAYIDBGmAwAAAACALxUUFGjnzp2SpObNmxtOA19wOp36448/tHz5ctntdjVr1kwXXHCBwsKY8xKMrPdxcXGxtm/frkaNGhlOBPg/CkAAAAAAQS09Pd11AAgFYPD59ttv9dRTT2n58uXHfLxRo0Z6/PHHNXDgQNlsNjPh4BPu7+PNmzdTAAIe4HEIAAAAgKC2ZcsW12sKwOAyduxY9ejR47jyTyr97z5o0CA9/vjjlR8MPlW3bl3FxcVJOvb9DeDEKAABAAAABDWrIEhKSlKNGjUMp4G3rFq1SoMHD5bT6TzpdSNGjNDUqVMrKRUqQ1hYmJo2bSpJ2rp1q+E0QGCgAAQAAAAQ1KwCsGnTpiwFDSJvvfWW7Ha7R9eOGjXKx2lQ2awCcMuWLacsgQFQAAIAAAAIYk6nU+np6ZKOFgYIfA6HQ59//rnH18+dO1c7duzwYSJUtiZNmkiSDh8+rP379xtOA/g/CkAAAAAAQWvfvn3Ky8uTdLQwQOA7fPiwcnJyyvQ1u3fv9lEamOBe6FslP4ATowAEAAAAELTci4HGjRubCwKviomJKfPXxMbG+iAJTHF/P1MAAqdGAQgAAAAgaG3fvt31ulGjRgaTwJtiYmJ07rnnenx9zZo11aJFCx8mQmVLSEhQrVq1JEnbtm0znAbwfxSAAAAAAIKWVQzUqVNHcXFxhtPAm4YMGeLxtQMHDlRUVJQP08AEaxYgBSBwahSAAAAAAIKWVQw0bNjQcBJ4W79+/XT++eef8rrGjRvr4YcfroREqGzW+3rHjh2cBAycAgUgAAAAgKDkcDhcJ7+y/Df4REZG6oorrjjldZ06dVLVqlUrIREqm1UA5uXlKSsry3AawL9RAAIAAAAISllZWSooKJDEDMBgtHTpUj3xxBOnvG78+PH68ssvKyERKpt7se++3yeA41EAAgAAAAhK7oVAgwYNzAWBT7z11lseL/t84403fJwGJri/r63ZvgD+HgUgAAAAgKC0c+dO12sKwOBit9s1adIkj6+fP3++0tPTfRcIRlSpUkXVqlWTdOz7HcDxKAABAAAABCWrEKhWrZqqVKliOA286ciRI8rPzy/T1+zZs8dHaWCSVe5TAAInRwEIAAAAIChZhUD9+vUNJ4G3xcbGlvlrEhISfJAEplnvbwpA4OQoAAEAAAAEpV27dkmS6tWrZzgJvC06Olpdu3b1+Po6deqoefPmPkwEU6z3t/uhPwCORwEIAAAAIOgUFBQoMzNTEgVgsBoyZIjH1951112KjIz0YRqYctppp7le796922ASwL9RAAIAAAAIOhkZGa7XFIDB6frrr9fll19+yutat26thx56qBISwQT3Jf7WrF8Ax6MABAAAABB03GcCuc8QQvAIDw/XV199pT59+pzwmk6dOunHH3/kEJggVqdOHdlsNkkUgMDJRJgOAAAAAADe5l4ApqWlGUwCX4qLi9PkyZO1dOlSffDBB1q2bJkcDoeaNWumO++8U927d3eVQwhO0dHRql27tjIyMlgCDJwEBSAAAACAoGMVATVr1lRMTIzhNPC1s88+W6NHjzYdA4akpaUpIyPjmKX/AI7FEmAAAAAAQccqApj9BwQ/631OAQicGAUgAAAAgKBjFQF169Y1nASAr1kFYFZWloqKigynAfwTBSAAAACAoFJSUqLMzExJFIBAKHB/n+/Zs8dgEsB/UQACAAAACCr79u2Tw+GQxBJgIBS4v88pAIG/RwEIAAAAIKi4FwDMAASCX506dVyvKQCBv0cBCAAAACCouBcA7sUAgOBUpUoVJSQkSJL27t1rOA3gnygAAQAAAAQVqwCIjo5WtWrVDKcBUBmssp8ZgMDfowAEAAAAEFSsArBOnTqy2WyG0wCoDNZyfwpA4O9FmA4AAMCp2O12/fnnnyoqKlJKSorOOOMM05EAAH7MKgBTU1MNJwFQWaz3O0uAgb9HAQgA8FtFRUX64IMP9NFHH2nHjh2uj6empuqWW27RkCFDFB8fbzAhAMAfuc8ABBAarPd7Tk6O8vLyFBcXZzgR4F9YAgwA8Ev5+fnq16+fnn322WPKP0nKyMjQyJEj1bt3bx0+fNhQQgCAPyoqKtL+/fslMQMQCCW1a9d2vWYWIHA8CkAAgF964okn9Msvv5z0mmXLlun++++vpEQAgECQlZXlek0BCIQO9/f7vn37DCYB/BMFIADA7+zZs0cTJ0706NrvvvtOGzZs8HEiAECgcJ/54z4jCEBwowAETo4CEADgd7766ivZ7XaPr/e0LAQABL/MzEzXawpAIHQkJia69v2jAASOxyEgAOAhh8Oh999/X4sWLTIdJegtX768TNdPmjRJ6enpPsmCY7Vp00YPPvigIiL4FQKAf7Ju/CMiIpSSkmI4DYDKYrPZVLt2bW3ZsoUCEPgb/PYOAB767LPPNHXqVNMxQsLBgwfLdP2RI0eUkZHhmzA4RkZGhiIjI3X//ffLZrOZjgMAx7Fu/GvVqqXw8HDDaQBUJqsAdJ8JDKAUBSAAeGDOnDmuZabR0dG6/PLLFRbGLgq+8tFHHyknJ8fj65OTk9W7d28fJoIkzZo1Szk5Ofruu+9Uv3599ezZ03QkADiOdeNfq1Ytw0kAVDbrfc8MQOB4FIAAcArr16/Xa6+9JkmqVq2aPvnkE04V9LFt27Zpy5YtHl9/zjnn6Mknn/RhIkjSkCFDNGDAAO3evVvvv/++6tatq/bt25uOBQDHcJ8BCCC0WPt+7t+/X3a7nVnAgBumrwDASWRmZuqZZ55RcXGxIiMj9fLLL1P+VYI2bdqU6fozzjjDR0ngrmrVqho1apTi4+PlcDj04osvaseOHaZjAYCL0+lUVlaWJA4AAUKR9b53OBzav3+/4TSAf6EABIATKCws1HPPPacDBw5Ikp588kmKpkpy0003KTo62qNrbTab7rjjDh8ngqVx48YaNmyYbDabcnNz9cwzz5RpuTYA+NKRI0dUWFgoiRmAQChyf9+zDyBwLApAAPgbTqdTo0aN0saNGyVJt9xyi66++mrDqUJHSkqK7r33Xo+uveWWW9SwYUMfJ4K7rl276v7775ck7dq1Sy+++KLsdrvhVAAg1+w/iRmAQCiiAAROjAIQAP7Gl19+qZ9//lmSdN555+m+++4zGygEjRgxQjfccMNJr7nkkks0evToSkoEd7fccouuvPJKSdKSJUs0duxYw4kA4NiN/2vWrGkwCQAT3N/3FIDAsSgAAeAvFi5cqHHjxkmSGjRooOHDh7OBsAERERGaOHGiPvnkE7Vr1+6Yz7Vu3Vrvvfeevv32W8XGxhpKGNpsNpuefPJJtW7dWpL09ddfa/bs2YZTAQh1zAAEQlt0dLSqVq0qiQIQ+CsKQABws2PHDo0YMUJOp1MJCQl67bXXlJCQYDpWyAoLC9Ott96qxYsXa/v27Vq2bJm2bNmiP//8U3fffbciIyNNRwxp0dHReuWVV1S9enVJ0htvvKH169cbTgUglFk3/DExMUpMTDScBoAJ1jJg9wcCACgAAcAlNzdXzz77rPLy8hQWFqYXXnhB9erVMx0L/3PaaafpzDPPVMOGDWWz2UzHwf/UqFFDL7/8siIjI1VcXKznn3+eU/cAGGPd8NesWZOfFUCIspYBMwMQOBYFIABIcjgcGjlypHbu3ClJuvfee9W5c2fDqYDA0LZtWz3++OOSSm++hw0bpuLiYsOpAIQi64afE4CB0MUMQODvUQACgKQJEyZo4cKFkqRLL71Ut956q+FEQGC55ppr1LdvX0nSmjVrOJwFgBHWDT8FIBC6rBmABw4cUElJieE0gP+gAAQQ8ubPn68JEyZIkpo1a6ann36aZUNAOTz00EM6++yzJUnffvutZsyYYTgRgFDidDqVnZ0tiROAgVBmvf/dxwQAFIAAQtyOHTv08ssvS5KSkpL08ssvKyYmxnAqIDBFRETopZdecs28efvttzkUBEClOXLkiAoLCyVRAAKhzH0GMMuAgaMoAAGErPz8fD3//POuQz+GDx+uunXrmo4FBLRq1app5MiRrkNBhg0bpoMHD5qOBSAEuN/oswQYCF3u739mAAJHUQACCElOp1OjRo3S9u3bJUlDhgxRx44dDacCgkPr1q31z3/+U1LphvwvvfSS7Ha74VQAgp37iZ/MAARCV40aNVyvOQkYOIoCEEBImjJlin755RdJ0gUXXKABAwYYTgQEl169eql3796SpOXLl+vTTz81nAhAsGMGIABJiomJUVJSkiSWAAPuKAABhJxVq1ZpzJgxkqR69erp3//+N4d+AD7w8MMPq1WrVpKkSZMmacGCBYYTAQhm1o1+dHS06+YfQGiyHgJQAAJHUQACCCkHDhzQCy+8IIfDoZiYGI0cOVIJCQmmYwFBKTo6WiNGjHDdiL/88svKyMgwnApAsLJu9GvUqMGDPSDEWcuAWQIMHEUBCCBk2O12jRgxQvv375ckPfnkk2rSpInhVEBwS01N1fPPPy+bzabc3FwNHz5cRUVFpmMBCELWZv/s/wfAmgHIISDAURSAAELGhAkTtHz5cknSddddpyuuuMJsICBEdO7cWQMHDpQkbdq0Se+//77hRACCkTXTh/3/AFgPArKzszmIDPgfCkAAIWHp0qWaOHGiJKlFixb6v//7P8OJgNAyaNAgdejQQZL07bff6ueffzYbCEBQcTqdriXAzAAEYD0IcDgcOnDggOE0gH+gAAQQ9LKzszVixAg5nU4lJCTopZdeUnR0tOlYQEgJDw/X888/r5SUFEnSG2+8oZ07dxpOBSBY5OXlKT8/XxIFIIBjxwEOAgFKUQACCGrWvn+HDh2SJD399NNKS0sznAoITSkpKRo+fLjCwsKUn5+vF198kf0AAXiF+0b/LAEG4D4OUAACpSgAAQS1L774QitXrpQk3XDDDbrwwgsNJwJCW/v27TVo0CBJ0ubNmzVmzBjDiQAEA/cbfGYAAmAGIHA8CkAAQevPP//UhAkTJEnNmzfX0KFDzQYCIEm644471L59e0nStGnT9PvvvxtOBCDQud/gMwMQQFxcnBISEiQdO0MYCGUUgACC0pEjRzRixAg5HA7FxcXpxRdfVFRUlOlYAFS6H+CwYcOUnJwsSRo1ahS/nAOoEGsMiYiIUNWqVQ2nAeAPrFmAzAAESlEAAgg6TqdTr7/+uuuH/aOPPqp69eoZTgXAXfXq1fXMM89IKi3sR44cKbvdbjYUgIBlFYA1a9ZUWBi3OACOzgbmISNQip+OAILODz/8oHnz5kmSrrjiCl199dWGEwH4O126dFG/fv0klS7Znzx5suFEAAKV9dCP5b8ALNZ4wAxAoBQFIICgsnPnTo0ePVqSVKdOHf3zn/80nAjAydx3331q2rSpJOmzzz7Thg0bDCcCEIgoAAH8lTUeZGdns8oAEAUggCBSUlKiESNGqLCwUGFhYRo2bJhr818A/ik6OlrDhw9XdHS07Ha7RowYoYKCAtOxAAQQp9PpWuJHAQjAYo0HdrtdBw8eNBsG8AMUgACCxsSJE7Vx40ZJ0sCBA3X66acbTgTAE40aNdIDDzwgSdq1a5fGjBljOBGAQJKXl6f8/HxJFIAAjnIfD9gHEKAABBAk1q1bp4kTJ0qSWrdurYEDBxpOBKAsbrjhBnXu3FmSNH36dC1evNhwIgCBYt++fa7X1qmfAEABCByLAhBAwCsoKNDLL78sh8OhmJgYPffcc4qIiDAdC0AZ2Gw2/etf/1JSUpIk6bXXXtORI0cMpwIQCNxv7GvXrm0wCQB/4j4eUAACFIAAgsC4ceO0a9cuSdIDDzyg+vXrG04EoDxq1Kihxx57TJK0f/9+vfvuu4YTAQgEFIAA/k5MTIzrwSIFIEABCCDArVy5Uv/9738lSR06dFCfPn3MBgJQIZdccokuvfRSSdKcOXP022+/GU4EwN9ZN/bR0dGum30AkI4+FHDfKgAIVRSAAAJWQUGBRo0aJUmKj4/X008/rbAwhjUg0D366KNKSUmRJL311ls6dOiQ4UQA/Jl1Y1+7dm3ZbDbDaQD4E6sAZAYgQAEIIIB9/PHHysjIkCQ99NBDLPsBgkRycrIef/xxSdKhQ4f03nvvGU4EwJ9ZN/b8HgDgr5gBCBxFAQggIK1evVrTpk2TJJ177rnq2bOn4UQAvKl79+66/PLLJUk///yz5s+fbzgRAH+1d+9eSRSAAI5njQsHDx5UYWGh4TSAWRSAAAJOUVGRRo0aJafTqbi4OD311FMs+QGC0MMPP6yqVatKkt5++23l5uYaTgTA39jtdmVlZUmiAARwPE4CBo6iAAQQcCZOnKidO3dKku69916lpqYaTgTAF5KTk/XII49IkrKzszV27FjDiQD4m/3798vhcEgSvw8AOI77uMAyYIQ6CkAAASU9PV2TJ0+WJJ1++um6/vrrDScC4EuXXHKJunbtKkn67rvvtHr1asOJAPgT9xt6ZgAC+Cv3cYECEKGOAhBAwHA4HHrzzTdVUlKiiIgIPfXUU5z6CwQ5m82mf/7zn4qLi5MkvfHGGyouLjacCoC/sPb/k5gBCOB41apVU1RUlCQKQIA7ZwABY8aMGVqzZo0kacCAAWrUqJHhRAAqQ+3atTVkyBBJ0vbt2/XVV18ZTgTAX1g39GFhYapVq5bhNAD8TVhYmGsWoPsDAyAUUQACCAiHDh3SRx99JElKS0vTHXfcYTgRgMp0/fXXq2XLlpJK9wHds2eP4UQA/IF1Q1+jRg1FREQYTgPAH1mzg5kBiFBHAQggIIwdO1ZHjhyRJD322GOKjo42nAhAZQoPD9fjjz8um82mwsJCjR492nQkAH7AKgDr1KljOAlMcjqd+vXXX3XzzTerTZs2atmypXr27KlvvvlGdrvddDwYZhWAzABEqKMABOD31q5dq5kzZ0qSLr74YnXs2NFwIgAmtGrVSn369JEkLViwQAsXLjScCIBp1g09+/+FrsOHD+uqq67S+eefrwkTJmj16tVat26dpk2bpmuuuUbt27fXjh07TMeEQdb4kJWVpZKSEsNpAHMoAAH4NbvdrnfffVeSFBsbq4ceeshwIgAm3XPPPUpOTpYkjR49WkVFRWYDATDG4XC4lvTVrVvXcBqYUFxcrJ49e+r7778/4TXLly/XRRddpP3791diMvgTa3xwOBzKzMw0nAYwhwIQgF+bNWuWNm7cKEkaOHAgG3wDIa5KlSq67777JEkZGRmaMmWK4UQATMnOznadCs4MwND0xRdf6Oeffz7ldRs3btSrr77q+0DwS+5bBLCHMEIZBSAAv5Wbm6tx48ZJKj34o3///mYDAfAL11xzjVq1aiWp9OYvOzvbcCIAJrjv58UegKHJWiXiiTFjxjBrPERRAAKlKAAB+K0vvvhCBw8elCQ99NBDioqKMhsIgF8ICwvTP/7xD0lSfn6+PvnkE8OJAJjgfiPPEuDQU1hYqAULFnh8/b59+7Ru3TofJoK/SklJcR0gyEEgCGUUgAD80p49e/Tf//5XktShQwedf/75ZgMB8CtnnHGGLrvsMkmlWwVs2rTJcCIAlc0qAMPDw1WzZk3DaVDZ8vPzy/w1eXl5PkgCf2ez2VyzAJkBiFBGAQjAL3388ccqLi6WzWbTQw89JJvNZjoSAD9z3333KSoqSk6nU2PGjJHT6TQdCUAlsm7kU1NTFR4ebjgNKluVKlWUkJBQpq9hqXjosmYJUwAilFEAAvA769ev19y5cyWV7vXVtGlTw4kA+KPU1FT169dPUukpj0uWLDGcCEBlysjIkMTy31AVFhbm+hngifPPP1/16tXzYSL4M6v8tcYNIBRRAALwK06nUx999JEkKTo6WoMHDzacCIA/u/3225WUlCRJGjt2rBwOh+FEACoLBSDuv/9+hYV5dks7dOhQ34aBX0tLS5MkHTp0SLm5uYbTAGZQAALwK0uXLtWKFSskSf3792dPHwAnlZCQoIEDB0qStm7dqp9//tlsIACVoqCgQPv375d09MYeoadt27YaPXr0Ka97+OGH1bt370pIBH/lPk6wDBihigIQgN9wOp0aN26cJCkpKUkDBgwwGwh+w+l0avPmzVq0aJE2bNjAXm84Rp8+fVS7dm1J0meffaaSkhLDiQD4mvsNPAVgaBs0aJCmTZum008//bjPNWjQQO+//75GjhxpIBn8ifs4wTJghCoKQAB+4/fff9fGjRslSbfeemuZN3ZG8LHb7frwww915plnqkmTJjr33HPVvHlztWjRQm+88YaKiopMR4QfiIqK0l133SWp9Jf6mTNnGk4EwNfcb+ApANGjRw8tX75c8+fP17vvvqu33npLM2fO1KZNm3TXXXdxmByOOQCGAhChKsJ0AACQJIfDoc8++0ySlJKSor59+xpOBNOKi4vVt29fTZky5bjPbdiwQUOHDtXUqVP1zTffKD4+3kBC+JMrr7xS48aN0/bt2zVx4kRdfPHFioqKMh0LgI/s3r3b9ZoCEJJks9nUsWNHdezY0XQU+KGYmBjVrFlT+/btO2b8AEIJMwAB+IV58+YpPT1dUumm/jExMWYDwbhHHnnkb8s/d3PmzHHN/EJoi4iIcP1dyMzMZBYgEOSsGTwpKSmKi4sznAZAILAeFlAAIlRRAAIwzuFwaMKECZKkGjVqsEkzlJWVpffee8+jaydOnKjNmzf7OBECwSWXXKKGDRtKkiZNmqTi4mLDiQD4inUDf9pppxlOAiBQWOMFBSBCFQUgAOMWLlzomv03YMAARUdHmw0E48aPH+/x/n5Op1MfffSRjxMhEISHh7tOBM7MzNTs2bMNJwLgK7t27ZLE8l8AnrMKwKysLPaRRkiiAARglNPp1MSJEyVJ1apVU69evcwGgl9Yv359ma7fsGGDj5Ig0FxyySWqV6+eJOnLL7+U3W43nAiAtxUVFSkzM1OSXO93ADgVqwB0Op3MAkRIogAEYNSKFStc5U3//v3Z+w+SpLCwsv144nQ/WMLDw3XrrbdKKt0j7LfffjOcCIC37dmzRw6HQxIFIADPuY8X1ixiIJRQAAIw6ssvv5QkxcfHq0+fPobTwF+ceeaZPr0ewe2qq65SzZo1JUmTJ0+W0+k0nAiAN7nfuLMHIABPuY8XzABEKKIABGDMli1btHTpUklSnz59lJCQYDgR/MWNN96oxMREj66NiIjQHXfc4eNECCSRkZHq37+/JGnTpk1asWKF4UQAvMm9AGQGIABPxcTEqFatWpKYAYjQRAEIwJgpU6ZIKi1wbrzxRsNp4E8SExP1+OOPe3TtAw88oNq1a/s4EQJNr169FB8fL0n66quvDKcB4E3WjXvNmjUVGxtrOA2AQFK/fn1J0s6dOw0nASofBSAAIw4cOKCff/5ZknTZZZepRo0aZgPB7zz22GMaOnToSa+59dZbNWLEiMoJhICSkJCg3r17S5L++OMP7dixw3AiAN5i3bgz+w9AWVnLgJkBiFBEAQjAiO+++07FxcWSpH79+hlOA39ks9k0atQo/fjjj+rdu7ciIiIklR4Qcvnll+ubb77RuHHjXB8H/qpv376uA2WmTZtmOA0Ab7EKQGsmDwB4yho3Dhw4oNzcXMNpgMrFXdP/ZGZmav78+Vq5cqXS09O1f/9+RUREqEaNGjrzzDPVo0ePci0x27t3rwYNGnTK6/75z3/qvPPOK090IOCUlJTo22+/lSSdddZZatGiheFE8GcXXnihLrzwQhUXF+vw4cNKSEhQdHS06VgIAKmpqerWrZvmzJmj2bNn67bbbnMtCwYQmHJzc3XgwAFJFIAAys593Ni5c6eaN29uMA1QuSgAVVr+3XnnncecEhgXF6eioiLt2LFDO3bs0IwZMzR06FB16dKl3H9OlSpVXDMR/ioqKqrc3xcINL///rv2798vSbrhhhsMp0GgiIyMVEpKiukYCDB9+/bVnDlzlJ+fr59++kk9evQwHQlABbjv20UBCKCs3MeNHTt2UAAipFAASnI4HJKks88+WxdeeKHOPPNMValSRXa7XWvXrtUHH3yg9PR0vfbaa0pLS1ODBg3K9ee8+uqrrlOHgFBmzf5LSUnRBRdcYDgNgGDWrl07NWjQQOnp6fr222919dVXy2azmY4FoJzc9/OkAARQVqmpqYqKilJRUREHgSDksAegSjcKHzVqlJ555hmdf/75qlKliiQpPDxcbdq00bPPPqukpCSVlJRo6tSphtMCgW3Xrl1asWKFJKlnz57s3wbAp2w2m6677jpJUnp6utatW2c4EYCKsG7Yo6KilJqaajgNgEATHh7uOkCIA8IQaigAJcXHx6tRo0Yn/HzVqlXVrl07SdLmzZsrKxYQlGbMmCGp9Ka8V69eZsMACAlXXnmla6uN77//3nAaABVh3bDXr19f4eHhhtMACETWij4KQIQaCkAPWbMC7Xa74SRA4LLb7Zo1a5YkqUOHDqpTp47hRAg01pYNQFkkJSXpwgsvlCT98ssvys/PN5wIQHlZN+zl3ZIHAKzxY/fu3dzfI6RQAHpo1apVkiq218jIkSPVr18/XXvttbr99tv14osv6o8//vBWRMDvLVmyxHVy3zXXXGM4DQLF0qVLNXDgQFWtWlXh4eGqUqWK+vfvr3nz5pmOhgBijTkFBQX67bffDKcBUB4lJSXavXu3JApAAOVnjR8lJSXKyMgwGwaoRBSAHliwYIE2bdokSbrooovK/X02btwop9OpsLAwZWdna/78+Xr++ec1YsQIFRcXeysu4Ld+/PFHSaX7bnbv3t1sGPg9p9Op559/Xu3atdNHH32kgwcPSpKOHDmiiRMnqkuXLho6dCizAuGR9u3buw7issYiAIElIyNDJSUlkqSGDRsaTgMgULmPHywDRihh9/1TyMzM1DvvvCNJOvfcc117AXoqKipKV155pbp27aqGDRsqLi5OkrR9+3Z99dVXmjNnjubNm6f4+Hjdd999Xs8P+Ivc3FzNnz9fknTJJZcoOjracCL4u3fffVdPP/30Sa954403lJycrGeeeaZyQiFghYWF6corr9THH3+sFStWKDMzUzVq1DAdC0AZbN++3fWaAhBAedWvX182m01Op1Pbtm1Tp06dTEcCKgUzAE8iJydHzz//vA4dOqTatWvrgQceKPP3qFq1qu6++261bt3aVf5JUr169fTQQw+pZ8+ekqRZs2ZxDDmC2vz581VUVCRJuvzyyw2ngb/Lz8/Xv/71L4+ufemll5SVleXjRAgGV1xxhaTS2aW//PKL4TQAysoqAMPCwlyneAJAWcXExLj2Ind/sAAEO2YAnkB+fr6effZZpaenq1q1anruueeUmJjo9T/npptu0vfff6+ioiL98ccfSktLO+G148eP1+eff37Cz/fp00cDBgzwekbAG6z92mrVqqWzzjrLcBr4u8mTJ7v2izyVwsJCjRs3Tg8//LCPUyHQNWrUSM2aNdOGDRv022+/6c477zQdCUAZ7NmzR5JUt25dVhIAqJBGjRpp165d2rVrl6pWrWo6DlApKAD/RmFhoZ577jmtX79eSUlJev7551W7dm2f/FkxMTGqV6+eNm3apL1795702tzcXO3bt++En8/Ly1N4eLi3IwIVdujQIS1atEhS6T6aYWFMPsbJWX9fPLV48WIfJUGwufTSS7VhwwatXbtWGRkZJ33wBsC/bN26VRLLfwFUXMOGDfXrr79q27Ztstls3J8gJFAA/kVhYaGef/55rV69WgkJCXruued02mmnmY4lSYqPj1fNmjVP+Pm4uDiOMYdfmjNnjuvv5iWXXGI4DQKBtcm7r65H6Lr44ov19ttvS5Jmz56tW265xXAiAJ6w2+3atm2bJKlx48aG0wAIdI0aNZIkFRQUaNeuXa4lwUCgKM/kLwpAN8XFxXrhhRe0cuVKxcXF6ZlnnvH5E8aCggLXvgPW6YQncvPNN+vmm28+4eezsrI8XjIHVKZZs2ZJKv073rp1a8NpEAjKenNn/RIHnEpaWpprGfDs2bN19dVXm44EwAO7du1SYWGhJMZ8ABXnPo6sXLlSsbGxBtMAZVe9evUyfw3zXP+npKREL730kpYtW6aYmBg9/fTTatasWYW/r9PpPOnnJ06cqKKiItlsNp1zzjkV/vMAf1NQUKClS5dKkrp168b0enjk5ptvVkSE58+obr/9dh+mQbC58MILJUnr1q1Tdna24TQAPGHN/pMoAAFUXMOGDWWz2SQdO74AwYw7cZUuKXjllVf0xx9/KCoqSk899ZRatWrl8dffeeeduuaaa/T6668f97knnnhCX375pbZu3XrM8tzt27frjTfe0JQpUySVLotkHyIEoyVLlqi4uFiS1L17d7NhEDBSU1N12223eXRtz5491bJlS98GQlDp1q2b6/XChQsNJgHgKesGPSwsTPXr1zecBkCgi42NdS37pQBEqGAJsKS1a9fq999/l1Q6Y++VV1456fWffvqpx987MzNT48eP1/jx4xUeHq64uDgVFRW5ljBIpTcigwcPLl94wM9ZN9fx8fE6++yzDadBIHnzzTe1ZcsW/fTTTye8pn379ho3blzlhUJQaNKkiWrXrq09e/Zo4cKFuvLKK01HAnAK1g16WlqaYmJiDKcBEAysk4DT09NNRwEqBQWgjl2mW1xcrIMHD3rte992221asWKFNm7cqAMHDujIkSMKDw9XamqqWrRooYsuukinn3661/48wJ84nU7X6aydOnUq05JOIDY2Vt9//71ef/11vfvuu8c8na1du7YGDx6sRx55RPHx8QZTIhDZbDZ17dpVkydP1vLly1VUVKSoqCjTsQCchHWDzgEgALylSZMm+vXXX7Vjxw7Z7fZyHaoABBLuxiW1bdtW06ZNK/fXjxkz5oSf69Kli7p06VLu7w0Esq1bt2r//v2SpPPOO89wGgSiqKgoPfroo/rHP/6hZcuWKTs7W0lJSWrXrp0iIyNNx0MAO++88zR58mQVFhZq1apVzFAG/FhJSYl27twpiQIQgPdY40lRUZEyMjLYkgtBjwIQgM8sWbLE9bpjx44GkyDQhYeHq3379qZjIIhYJXJxcbGWLl1KAQj4sZ07d6qkpERS6YwdAPAG9wcK6enpFIAIehwCAsBnli1bJqn0h2uNGjUMpwGAo2JjY3XGGWdIOjpWAfBP7vtzMQMQgLc0aNDAtex369athtMAvkcBCMAnioqKtHr1aklShw4dDKcBgONZY9PmzZt1+PBhw2kAnIhVAEZGRuq0004zGwZA0IiMjHSdKs5JwAgFFIAAfGLDhg2u065ZugnAH7mPTStXrjSYBMDJWAVgw4YNOVAMgFdZs4qZAYhQQAEIwCesm2mbzcbeWgD8UqtWrRQbGytJ+vPPPw2nAXAi1o05y38BeJu1r2hGRoZr8gIQrCgAAfjEqlWrJElNmzZVYmKi4TQAcLyIiAidfvrpko6OWQD8S25urvbu3Sup9HcKAPAmqwB0OBwsA0bQowAE4HV2u13r1q2TJNcm+wDgj6wxauvWrcrLyzOcBsBfud+QcwIwAG9zf7DgfuAQEIwoAAF43fbt21030hSAAPyZNUY5HA6tX7/ecBoAf+W+LxczAAF4W2pqquLj4yWxDyCCHwUgAK+zZv9JUtu2bQ0mAYCTa926tWw2myRRAAJ+yLohT0pKUvXq1Q2ngT/bsGGDHnnkEV188cW64IILdPfdd+uPP/4wHQt+zmazuWYXUwAi2HGMFgCvs26iq1atqjp16hhOAwAnlpCQoIYNG2rLli0UgIAf2rJli6TS2X9WWQ+4Kyws1D333KOPP/74mI///PPPev/993XJJZfoiy++ULVq1QwlhL9r2rSpVqxYoS1btsjpdDLWIGgxAxCA123cuFFS6Qmb/AAF4O9atWol6ejYBcA/OJ1O155cLP/F33E4HOrfv/9x5Z+7WbNm6dJLL1Vubm4lJkMgsWYAHj58WPv37zecBvAdCkAAXlVUVOT6Zd26qQYAf9aiRQtJUlZWlg4ePGg2DACXvXv3uvYUpgDE3/nvf/+rr7/++pTXLVmyRG+88UYlJEIgch9fWAaMYEYBCMCrtm3bJrvdLklq3ry54TQIFnl5efr222/16aefatq0aTp8+LDpSAgiVgEoSZs2bTKYBIA79xvxZs2aGUwCf/XOO+94fO3o0aNdv6MC7twLQGvbASAYUQAC8Cp+WYc3HTlyRA8//LDq1q2rq6++WgMGDFDPnj1Vp04dDRkyRNnZ2aYjIgjw5B/wT9aNeHh4uBo2bGg4DfxNUVGR5syZ4/H1O3bsOOagOsASFxentLQ0SfwegOBGAQjAq6wfmvHx8UpNTTWcBoHs4MGD6t69u1599dXjlmXm5ubqvffeU+fOnbVnzx4zARE04uPjVbduXUk8+Qf8ifV+rF+/vqKjow2ngb/Jy8uT0+ks09ccOXLER2kQ6KyHgZs3bzacBPAdCkAAXmXt/9e4cWMOAEGFDB48WEuXLj3pNRs2bNBNN91USYkQzBo3biypdBsDAP7B/QRg4K8SExPLXAzXrFnTR2kQ6KyVSzt37lRRUZHhNIBvUAAC8Krt27dLOnozDZRHenq6Jk+e7NG1P/30k5YtW+bjRAh21pi1Y8cO9ogC/EBeXp4yMjIkUQDi74WHh+u6667z+Pp27dqpUaNGPkyEQGaNMw6Hg4eBCFoUgAC8Jjc317UnW4MGDcyGQUCbMGFCmZb1fPLJJz5Mg1Bg7S9WXFysvXv3Gk4DwFpRIHGoGE7s/vvv9/jaBx54wIdJEOjc9y5nOxAEKwpAAF6zc+dO12sKQFSENZPUUzt27PBREoQK9zGLv0+Aee77cDEDECfSsWNHDRs27JTX3XrrrbrlllsqIRECVWpqqhISEiRRACJ4UQAC8Jpdu3a5XtevX99gEgS6mJiYMl3P5vCoqHr16rle796922ASANLRG/Bq1aqpevXqhtPAnz355JP68MMP//bwuaSkJD3zzDP6+OOP2ZsaJ2Wz2VwPGygAEawiTAcAEDysAjAiIoITgFEh5513nt58802Pr+/cubMP0yAUJCQkKCUlRdnZ2cc8zABghnUD7r4sDziRO++8UwMGDND06dO1bNkyORwONWvWTNddd53i4+NNx0OAaNasmZYtW6YtW7bI6XRSGiPoUAAC8Bprs+46deooPDzccBoEsl69eqlWrVoe7cUWHx/Psh54RVpamrKzs11jGQAz7Ha7aw9Alv/CU5GRkerdu7d69+5tOgoClDXe5Obmau/evapdu7bhRIB3sQQYgNfs2bNHklS3bl3DSRDooqKi9Oqrr3p07fDhw5WUlOTjRAgFderUkXR0LANgxu7du1VYWCiJA0AAVJ4WLVq4Xm/dutVgEsA3KAABeI01W4sCEN5w00036b333lNExN9PVrfZbBo+fDin+sFrrLFr3759cjgchtMAocv9ABCWAAOoLA0bNnStYnIfh4BgQQEIwCuKioqUnZ0tSez/B6+5++67tXHjRj3++ONq3ry5qlevrsaNG2vo0KFau3atnnjiCfZngddYY1dxcbEOHDhgOA0Quqz9/6Kjo485oAcAfCk6OloNGjSQxEEgCE7sAQjAK7Kyslyva9WqZTAJgk2DBg30wgsv6IUXXjAdBUHOfa+fffv2KSUlxWAaIHRZN96NGzc+4SxwAPCFZs2aafPmzcwARFBiBiAAr8jMzHS9ZsNcAIHI/eGF+5gGoHJZN94s/wVQ2axxZ+/evcrJyTGcBvAuCkAAXsEMQACBzn3ssrY0AFC5Dhw44FqCzwnAACqb+4MHDgJBsKEABOAV+/fvd72uXr26wSQAUD6xsbFKSEiQdOxDDQCVx33fLU4ABlDZ3McdlgEj2FAAAvAKa7ZMcnKyIiMjDacBgPKpUaOGpGMfagCoPO4FIDMAAVS25ORk1axZUxIHgSD4UAAC8ApruQ6z/wAEMmsM4xRgwAxrxk1aWpri4+MNpwEQiqyHD8wARLChAATgFdZsGU7NBBDIrDGMGYCAGdaMGw4AAWCKNf5s375dJSUlhtMA3kMBCMArDh48KEmqVq2a2SAAUAHWGGaNaQAqT2FhoXbu3CmJAhCAOdY+gMXFxdqxY4fhNID3UAAC8ArrZpkZgAACmVUAHjlyRHa73XAaILSkp6fL4XBIogAEYI77+MMyYASTCNMBAAQ+u92uI0eOSCrdOBcAAlXVqlUlSU6nU4cPH3b9fwC+577hPgUgymrTpk364IMPtHz5ctntdjVr1kx33nmn2rVrZzoaAkxaWppiY2OVn5+vrVu3mo4DeA0FIIAKs8o/iQIQQGBzH8MOHTpEAQhUIqsArFKlimrVqmU4DQJFYWGh7r33Xo0dO/aYj//0008aPXq0LrvsMk2cOJHxHB4LCwtTkyZN9Oeff3ISMIIKS4ABVNihQ4dcrykAAQQy9zHM/eEGAN+zbrSbNm0qm81mOA0CgcPh0E033XRc+eduxowZuvTSS5WXl1eJyRDorFnIW7ZskdPpNJwG8A4KQAAVxgxAAMEiKSnJ9dr94QYA33I4HK6ldiz/haemTp2qr7766pTXLV68WG+88UYlJEKwaNq0qaTS3wX2799vOA3gHRSAACrMvQCsUqWKwSQAUDHuBSAzAIHKs3fvXtcMLQpAeOqdd97x+NrRo0dzuBM85j4OsQwYwYICEECFud8ku988A0CgSUxMdL3OyckxmAQILe4b7Vszb4CTKSoq0k8//eTx9du3b9e6det8mAjBpEmTJq6tCCgAESwoAAFUmHsB6H7zDACBJiIiQvHx8ZKYAQhUps2bN0uSwsPD1ahRI8NpEAjy8vLKvDcb4zo8FRcXp7S0NEkUgAgeFIAAKsyaJRMTE6OoqCjDaQCgYqwHGcwABCqPNQOwfv36/C4BjyQmJio6OrpMX1OzZk0fpUEwsmYju89QBgIZBSCACrNukpn9B19ZtmyZnn76ad1777168sknNX/+fE5kg89Ye5lSAAKVhwNAUFbh4eG69tprPb7+7LPPVsOGDX2YCMHGGo927typoqIiw2mAioswHQBA4KMAhK9s3LhRt956qxYsWHDMx1944QW1bdtWn376qc4880wz4RC0EhISJFEAApUlLy9PGRkZkkr33QI81bFjR02cONGja1u1auXa0w3whDUeORwObdu2jf1JEfCYAQigwnJzcyVRAMK7NmzYoPbt2x9X/ln+/PNPderUSUuWLKnkZAh21gxAa2wD4Fvp6emu19xgoyx+/PFHj69dvHgxqwdQJu7jEcuAEQwoAAFUmDVLxpo1A3hDr169dPjw4ZNeU1BQoKuvvloOh6OSUiEUMAMQqFycAIzyKCkp0Xfffefx9evWrdOGDRt8mAjBJjU11XUwGAUgggEFIIAKy8vLk8QMQHjPwoULtXbtWo+u3bNnj6ZNm+bjRAgl1ljGDECgclg31klJSapRo4bhNAgUR44cUUlJSZm+5sCBAz5Kg2AUFhamxo0bS6IARHCgAARQYewBCG979dVXy3T9qFGjfJQEociaAUgBCFQOawlwkyZN2KMNHktMTFRERNm2tK9ataqP0iBYWbOS3bcqAAIVBSCACrNuklkCDG/xdPafhaey8CbrYUZxcTGn/gE+5nQ6jykAAU9FREToyiuv9Pj65s2bc8o0yswalw4ePMgMUgQ8CkAAFWK325Wfny+JGYDwnrCwsv14YsYIvMn9YQb7AAK+lZWV5Xqfsf8fyuq+++4r07X8voCycn8wwQNnBDoKQAAVYu3/JzEDEN5z5plnlun65s2b+yYIQpL7wwyWAQO+5b6sjhmAKKuLL75Y99xzzymvu/TSSzV48OBKSIRg4z4ubdu2zWASoOIoAAFUiPvsGGYAwlsee+yxMl3/xBNP+CgJQpH7wwwKQMC33AvAhg0bmguCgGSz2fT222/r6aefVmxs7HGfDw8P18CBAzV16lRFRkYaSIhAl5iYqFq1akliBiACX9l2TQWAv6AAhC+0bNlSHTt21IIFC055bZMmTdStW7dKSIVQ4T6WsQQY8C1rRk2dOnUUHx9vOA0CUVhYmJ599lkNHTpUn332mZYtWya73a7mzZtrwIABSktLMx0RAa5x48bau3cvMwAR8CgAAVSI+80xS4DhTV9//bXat2+v3bt3n/CaqlWr6ocffmBPH3gVBSBQeawZgI0bNzYbBAGvatWqeuCBB0zHQBBq3Lixfv/9d23fvl0Oh6PMe1UD/oK/uQAqxP3muEqVKgaTINikpqZq6dKl6tu373G/aNlsNvXo0UPLli3jphFe5z6WsQQY8B273a7t27dLkho1amQ4DQD8PWt8ys/P1759+wynAcqPGYAAKoQCEL5Uq1YtffHFFxo1apSmT5+u/fv3KykpSVdccYXq169vOh6CVHx8vMLCwuRwOHTkyBHTcYCgtXfvXhUVFUliBiAqbtu2bRozZoyWL18uu92uZs2a6c4771SbNm1MR0OAc39AsW3bNtWuXdtgGqD8KAABVIj7zTFLgOErqampGjRokOkYCBFhYWFKTEzUoUOHKAABH3LfT4sZgCiv4uJiDR06VKNHj5bD4XB9/Pvvv9cbb7yha665Rp9++qmSkpIMpkQgcx+ftm/frnPPPddgGqD8WAIMoEKsm+OEhARFRPBMAUBwsGY0UwACvmMVgDabTQ0aNDAbBgHJ6XRqwIABevfdd48p/9xNmzZNl19+ufLz8ys5HYJFbGys6tSpI0kcBIKARgEIoEIOHz4sSTxVBRBUrDGNAhDwHetGum7duoqJiTGcBoHom2++0cSJE0953YIFC/TWW29VQiIEK2sWIAUgAhkFIIAKsW6Ok5OTzQYBAC+yCsBDhw4ZTgIErx07dkiSGjZsaDgJAtU777zj8bXvvfee7Ha7D9MgmFnj1I4dO+R0Og2nAcqHAhBAhRw8eFASMwABBBfroQYFIOAbDoeDAhAVUlRUpNmzZ3t8fXp6utavX+/DRAhm1jhVUFCgzMxMw2mA8qEABFAh1s1xtWrVDCcBAO+pWrWqJApAwFcyMzNVWFgoiQIQ5ZObm3vCff9OxNq6Bigr93Fq+/btBpMA5UcBCKBCrJtj62YZAIKBNabl5OSopKTEcBog+Fiz/yQKQJRPYmKioqKiyvQ11atX91EaBDv3g4p27txpLghQARSAAMqtqKhIOTk5kpgBCCC4pKSkuF5bWx0A8B73ArB+/foGkyBQRUREqHfv3h5ff+aZZ6px48Y+TIRglpiY6PrdgBmACFQUgADKzf2m2P1mGQACnfuYduDAAYNJgOBkFYApKSlKTEw0nAaB6v777/f42vvuu082m82HaRDsrIcVzABEoKIABFBu+/fvd71mSQWAYOJeALqPdQC8w7qBZvYfKuK8887TU089dcrr+vbtq9tvv70SEiGYWcuA3WcwA4GEAhBAuWVnZ7te16hRw2ASAPAu9zHNfawD4B27du2SRAGIinvuuef01ltv/e1qlPj4eD322GMaP368wsK49UXF1KtXT1LpyoC8vDzDaYCyizAdAEDgysrKcr2mAAQQTJKTkxUVFaWioqJjxjoAFZefn+8q1ikAUVE2m0333Xef7rzzTn399ddavny57Ha7mjVrphtvvFFJSUmmIyJIuB8EsmvXLjVt2tRcGKAcKAABlJt1UxwfH6+EhATDaQDAe2w2m2rUqKFdu3YpMzPTdBwgqFiz/6SjM2qAioqJiVH//v3Vv39/01EQpNzHq507d1IAIuAwDxpAue3bt0+SVKtWLcNJAMD7ateuLUkUgICX7d692/WaAhBAoKhTp47Cw8MlHTuOAYGCAhBAue3du1fS0ZtkAAgmqampko6OdQC8w5oBGBYWprp16xpOAwCeiYiIUJ06dSQdO5MZCBQUgADKzbop5pd3AMHIKgAzMzNlt9sNpwGChzVzJjU1VZGRkYbTAIDnTjvtNEnMAERgogAEUC4FBQU6cOCAJApAAMHJGttKSko4CATwIuvGOS0tzXASACgba9zKyMgwnAQoOwpAAOXi/tSLX+ABBCP3sY0n/YD3WDfO/P4AINBY49ahQ4eUm5trOA1QNhSAAMqFE/wABDv3sY29fgDvKCws1P79+yVRAAIIPO7j1p49ewwmAcqOAhBAuezcuVNS6Qbe/AIPIBhVrVpViYmJko6OeQAqxv2GmS1EAAQa93GLZcAINBSAAMpl+/btkqQ6deooKirKcBoA8D6bzaYGDRpIOjrmAagY9wLQOk0TAAKFewFoHYgIBAoKQADlYt0MN2zY0HASAPCdRo0aSaIABLzF/YaZGYAAAk1MTIyqVasmiQIQgYcCEECZ2e12181wkyZNDKcBAN9p3LixJCkrK0tHjhwxnAYIfNYNc0JCgmuJPQAEEmv2MnsAItBQAAIos507d6q4uFgSBSCA4OY+xm3dutVgEiA4WAUgy38BBKrU1FRJ0r59+wwnAcqGAhBAmW3evNn1unnz5gaTAIBvNWvWzPXafewDUD5WAVi7dm3DSQCgfNwLQKfTaTgN4DkKQABltmnTJklSbGysTjvtNMNpAMB3kpOTVatWLUnSxo0bDacBAl9mZqYkCkAAgcsav/Ly8pSTk2M4DeA5CkAAZbZhwwZJUosWLRQeHm44DQD4VqtWrSQdHfsAlE9RUZEOHjwoiQIQQOCyHgxKRx9qAIGAAhBAmZSUlLhmwVg3xQAQzFq3bi2pdP9TnvQD5ZeVleV67X4DDQCBxP0Bhvu4Bvg7CkAAZbJ161YVFhZKktq2bWs4DQD4nvtYt27dOoNJgMBGAQggGLiPXxSACCQUgADKZPXq1a7Xp59+usEkAFA5WrVq5druwH0MBFA22dnZrtc1a9Y0mAQAyi8pKUlRUVGSKAARWCgAAZTJqlWrJEl169bll3cAISE2NlYtWrSQdHQMBFB27jfK1atXN5gEAMrPZrOpRo0akigAEVgoAAF4zOFw6M8//5QknX322YbTAEDlsca8devWubZBAFA2+/fvl1R6urY1ewYAApH1EMMa14BAQAEIwGPp6ek6dOiQJKldu3aG0wBA5Wnfvr0kqbi4WGvWrDGcBghM1o0ys/8ABDprBiAFIAIJBSAAjy1btsz1ukOHDgaTAEDlOuussxQRESHp2LEQgOesG+WUlBTDSQCgYqxx7MCBA4aTAJ6jAATgscWLF0uSGjVqxP5/AEJKXFyc6+CjJUuWGE4DBCbrRpkCEECgs8axQ4cOyW63G04DeIYCEIBH8vPzXZvfd+rUyXAaAKh8nTt3liRt3rz5mNNMAXjm4MGDkigAAQS+atWqSSrdI/3w4cOG0wCeoQAE4JFly5apuLhYknTeeecZTgMAlc997Fu0aJHBJEDgKS4uVk5OjqSjN84AEKjcH2RYDzcAf0cBCMAj8+fPlyQlJCRwAjCAkNSkSROlpqZKkn7//XfDaYDAYh0iJklVq1Y1mAQAKi45Odn12n18A/wZBSCAUyopKdGCBQskSV26dHFthA8AocRms6lbt26SpOXLlys3N9dwIiBwuC+Rc79xBoBA5P4ggwIQgYICEMAprVy5UkeOHJEkde/e3WwYADDowgsvlFS6nJFlwIDn3G+QKQABBDr3cYw9ABEofDqN548//tCMGTO0Zs0a7d+/X8XFxfrxxx+PuSYrK0tFRUWKiYlhPxDAT82dO1eSFBMTw/5/AELaGWecoZSUFGVnZ2vu3Lm64IILTEcCAoL1IFGiAAQQ+OLj4xUeHi673U4BiIDhkwJw06ZNuuOOOzRv3jzXx5xOp2w223HXvvjii3r99ddVo0YN7dq1S+Hh4b6IBKCcioqKXO/l888/X7GxsYYTAYA54eHhuvjiizVp0iQtXrxYR44cUWJioulYgN9zLwCrVKliMAkAVJzNZlOVKlV04MAB1wFHgL/z+hLgpUuXqn379po3b56cTqfrnxO555575HQ6lZmZqZkzZ3o7DoAKWrRokeuH2uWXX244DQCYZ42FJSUl+uWXXwynAQKDVQDabDYlJCQYTgMAFWc9AHR/wAH4M68WgPn5+erVq5cOHz6s8PBwPfHEE1q/fr2+/PLLE35NkyZNdOaZZ0qSZs2a5c04ALxg9uzZkkqX63Tu3NlwGgAwr02bNqpXr56ko2MkgJOzDs2Jj49XWBjbkAMIfNZsZmYAIlB49afvhx9+qJ07d8pms2nSpEkaNmyYmjZtqsjIyJN+XdeuXeV0OrV48WJvxgFQQfv373dtcn/FFVdw+i8AqHQG05VXXilJWrt2rbZv3244EeD/rAKQJfMAgoU1nlnjG+DvvFoATp06VTabTVdccYV69+7t8de1bNlSUunegQD8x6xZs+RwOCRJ11xzjeE0AOA/evTo4ZrF9MMPPxhOA/g/6waZ5b8AgkV8fLwkKS8vz3ASwDNeLQBXr14tSbrqqqvK9HXW6b8HDx70ZhwAFeBwOPT9999Lklq3bq2mTZsaTgQA/qNWrVqubRFmzZqlwsJCw4kA/2bdIFs3zAAQ6CgAEWi8WgAeOHBAklSzZs0yfd3JDgkBYMbixYu1Z88eSdK1115rOA0A+J/rrrtOUunm3xwGApxcfn6+JCkuLs5wEgDwDms8s8Y3wN95tQBMSkqSJB0+fLhMX7dz505JUkpKijfjAKiAqVOnSird3Payyy4znAYA/E/nzp1Vp04dSaVjJg80gROjAAQQbCgAEWi8WgA2aNBAkrRkyZIyfd2PP/4oSWrVqpU34wAop+3bt7vex7169VJMTIzhRADgf8LDw9WnTx9JpfsYW1uhADietUw+NjbWcBIA8A5rPCssLOQhIAKCVwvAiy66SE6nU5MmTfJ4FuDy5cs1Y8YM2Ww2XXzxxd6MA6Ccvv76a0mlN7c33HCD4TQA4L969erlugGwxk4Ax7MKQB4qAggW7uMZewEjEHi1ABw0aJAiIiK0f/9+DRgwQCUlJSe9fsuWLerTp4+cTqfi4uJ0xx13eDMOgHLIzs52zcq9+OKLVbt2bcOJAMB/ValSRT179pQkzZ8/Xzt27DCcCPBPRUVFkqTo6GjDSQDAO9zHM2uMA/yZVwvARo0a6eGHH5bT6dS0adN05plnasyYMdqyZYvrmjVr1uiHH37Qgw8+qDPOOENbtmyRzWbTv//9b/YABPzAlClTVFxcLEm65ZZbDKcBAP/Xv39/hYeHy+l0avLkyabjAH7JujmOiooynAQAvMN9PKMARCCI8PY3HD58uHbs2KEJEyZo7dq1Gjx4sCTJZrNJktq2beu61lonf8cdd+jhhx/2dhQAZXT48GF9++23kko3t2/RooXhRADg/+rUqaPLLrtM3333nX788Uf179+f2dPAX1AAAgg27jMArQkUgD/z6gxAqbTo++yzz/Tee++pdu3acjqdJ/ynRo0aeuedd/Thhx96OwaAcvj6669dp1ixJB8APHf77bfLZrPJbrdr0qRJpuMAfsXhcMhut0uSIiK8Pv8AAIxwH89Otf0Z4A989hN48ODBuv322zVz5kz98ssvSk9P18GDB5WQkKC0tDR169ZNV1xxhevobABmHT58WFOnTpUknXPOOTrzzDPNBgKAANKwYUNdfPHFmjVrlmbOnKm+ffsyCxD4H6v8kygAAQQPCkAEGp/+BI6KitLVV1+tq6++2pd/DAAv+PLLL12z/6yl+4C/KC4u1sKFC5Wdna3k5GSde+65nCQJvzNo0CDNnj1bdrtdEyZM0D/+8Q/TkQC/QAEIIBhRACLQeH0JMIDAk5WVpWnTpkmSOnXqxOw/+I2CggI999xzql+/vrp27apevXqpe/fuSktL02OPPabDhw+bjgi4NGrUSJdffrkk6ccff9S2bdsMJwL8g3sBGB4ebjAJAHhPWNjROsXhcBhMAniGAhCAxo8f79qce8iQIYbTAKVyc3N16aWX6t///rcyMjKO+Vx2drZGjBih888/X/v37zeUEDje4MGDFR4eLofDoXHjxpmOA/gd62BAAAh07gWgdcAp4M8oAIEQl56erpkzZ0qSLrnkErVs2dJwIqDUvffeq19//fWk16xYsUK33nprJSUCTi0tLU3XXXedJGn+/Pn6888/DScCzHO/MXa/YQaAQOb+QIMCEIHAq5twNGrUqEJfb7PZtHnzZi+lAXAqTqdTH374oRwOhyIjI3XvvfeajgRIknbt2qXx48d7dO23336rVatWqU2bNj5OBXhm0KBB+vbbb5Wbm6sPPvhAb7zxBqUHAABBhhnNCDReLQDT09Nls9lO2X5bb5S/XscbCKhcixYt0pIlSyRJffv2VVpamuFEQKnx48cfs2fUqYwbN06vvPKKDxMBnqtatapuv/12vf3229q4caNmz56tSy+91HQswC8wSwZAsGA8Q6DxagFYr169U5Z4drtd+/fvV15enqTS0q9OnTqcCAZUsqKiIn3wwQeSpOTkZN15552GEwFHbd261afXA77Wr18/TZkyRbt27dLHH3+s8847T/Hx8aZjAUawTA5AMHI/+IOZ/ggEXv1bmp6erq1bt570n+3btysnJ0dLly7VTTfdJKfTqaZNm2rZsmXcwAGV6Ouvv9auXbskle61lpCQYDgRcFRkZGSZro+KivJREqB8oqOj9dBDD0mSDhw44PGSdiAYuZ/8W5bZ3QDgzygAEWiM/S0988wz9dlnn+m1117Tzz//rGuvvZYngkAl2bt3ryZOnChJatWqla655hrDiYBjnXvuuWW6vkOHDj5KApRft27d1LFjR0nS1KlTedCJkOV+Y0wBCCBYuI9n7g86AH9lvKYeOnSoOnbsqLlz5+qTTz4xHQcIek6nU++++64KCwtls9n06KOP8gMLfqdPnz5KSUnx6NqYmBgNGDDAx4mAsrPZbHrkkUcUGRkph8Oht95665jZAkCocN/qp6SkxGASAPCe4uJi12vupxAIjBeAknT99dfL6XRSAAKVYN68eVq4cKEk6brrruPkVPilmJgYvfDCCx5d+9RTT6latWo+TgSUT/369V0F9Zo1a/T9998bTgRUvrCwMNcsQPcbZgAIZO7jWVm3rwFM8IsC8LTTTpNU+osxAN/JycnRu+++K0lKSUnRvffeazgRcGJ33XWXRowYcdLDpR599FE98cQTlZgKKLvbb79d9erVkyR99NFHys7ONpwIqHzWzXFRUZHhJADgHRSACDR+UQAeOHBAknT48GHDSYDgNnbsWO3fv1+S9MgjjygxMdFwIuDkHn30Uf3555/q27evEhISFBYWpri4OF199dVatGjRKQtCwB9ER0e7iurc3Fy9/fbb7HuMkBMdHS2JAhC+VVBQoLVr12rVqlXcW8LnCgsLXa85kA6BwC8KwMmTJ0uSatWqZTgJELyWLl3qWnrWvXt3XXTRRYYTAae2adMmDRkyRJMmTVJOTo4cDofy8vI0ffp0DRkyRCtWrDAdEfBI+/bt1atXL0nS/PnzNXfuXLOBgEpm3RwXFBQYToJgtG3bNj344IOqVauWWrVqpbZt26pmzZq69dZbtXLlStPxEKTcxzPrIQfgz4wWgDk5Obr//vs1e/Zs2Ww2devWzWQcIGjl5ubq9ddflyQlJibqscceY9YU/N7GjRvVuXNn/fLLL3/7+cWLF6tr165atmxZJScDymfo0KGqWbOmJOndd991zcgGQkFMTIwkCkB436JFi3T22WfrzTffPGbWX2FhoT777DOdc845+vrrrw0mRLByH8+YAYhAEHHqSzx3xx13eHRdUVGRdu3apUWLFrneNOHh4Xr44Ye9GQfA/3zwwQfat2+fJOkf//iHqlevbjgRcGq33XabMjMzT3rNkSNH1K9fP61Zs8a1wTzgrxISEvTEE09o6NChOnz4sN588039+9//5oEMQoJVAObl5RlOgmCyd+9eXXXVVSd9oFJUVKR+/fppwYIFOuussyoxHYJdfn6+pNLZf/weikDg1QJw3LhxZfol1tr/JiYmRh9++KHatm3rzTgAJC1cuFAzZsyQJHXt2lVXXXWV4UTAqS1ZskS///67R9euX79es2bN0mWXXebjVEDFdenSRddcc42mTZumBQsWaNasWbr00ktNxwJ8LjY2VhIFILzrvffeU1ZW1imvKyoq0siRIzVx4sRKSIVQYY1ncXFxhpMAnvF6Te10Oj3+p1GjRrr33nu1cuVK3XTTTd6OAoS8gwcPupb+JiUl6cknn2SmCQLCV199Vabr//Of//goCeB9//d//6fU1FRJ0ujRo7Vnzx7DiQDfs26Qc3NzDSdBsHA6nRozZozH13/11VdsvQCvysnJkUQBiMDh1RmAW7du9ei66OhoJScnu5YCAPA+p9OpUaNGuU7ZfvLJJ1n6i4DhydN8d9nZ2T5KAnhfQkKCnnnmGd19993Ky8vTyJEj9fLLLys8PNx0NMBn4uPjJR29YQYqKicnR7t27fL4+uLiYm3ZskXVqlXzYSqEEgpABBqvFoD169f35rcDUAHfffedFi5cKEnq0aOHLrzwQsOJAM9VqVKlTNcnJib6KAngG+3atdMtt9yiTz/9VGvWrNEXX3zBaggEtYSEBEmle7cC3lCeVS2shIE3WeOZNb4B/o6dKoEglJ6ervfff1+SlJaWxgE7CDhXXnmlT68H/ME999yjFi1aSJImTJig1atXG04E+I51g+x+SitQEfHx8WrUqJHH18fExKhJkyY+TIRQY41nPIhGoPDqDECYZbPZOH0IKigo0EsvvaSioiKFh4dr2LBhrmU3QKC44IIL1LJlS61du/aU16ampqp3796VkArwrsjISA0bNkw333yzCgoKNGLECI0ePZobCQSlpKQkSVJhYaEKCgrYCggVZrPZNGjQID3++OMeXX/jjTe6/h4C3nDo0CFJpStX2MYDgYACMIjExsay/wA0fPhwpaenS5KGDBmiNm3amA0ElIPNZtPYsWN14YUXqqCg4ITXhYeHa+zYsYqKiqrEdID3NGjQQI8++qiee+457du3T2+++aZefvlllqkh6FgH30ilh5TVrl3bYBoEi7vuukvvvPOOdu7cedLr4uPj9c9//rOSUiFUHDx4UJJUq1YtVa1a1WwYwAPlKgA//fRTb+dwufXWW332vYNdfn6+CgsLTceAQT/99JOmTJkiSerUqZNuueUWw4mA8uvUqZNmzZql/v37a8eOHcd9vkaNGho3bpyuuOIKA+kA7+nRo4f++OMPff/99/r555/18ccfM6sVQSci4uhtBwUgvKVatWqaMWOGLr300hMeCJKYmKgpU6a4tlwAvMH93js6Otp18CJQWcpTOperALztttt88mTaZrNRAFaA0+mU3W43HQOG7NixQ6NGjZIkVa9eXc8++yxLwhHwunTpos2bN+ubb77R119/rezsbCUlJalHjx7q06ePoqOjTUcEKsxms+mxxx7T6tWrtX37dn3wwQdq1qwZN6sIKu6HO3FyO7ypVatWWr58uR555BFNmjRJ+fn5kkq3Wbj88sv16quvqmnTpoZTItjs37/f9ToxMZH7cASEci8Bdjqd3swBoAIKCgo0fPhwFRQUKCwsTMOHD1e1atVMxwK8IjIyUtdee62uvfZa01EAn4mPj9dLL72k22+/XYWFhXrhhRf09ttvl/lEbMBfuc9UcL9xBirq4MGDuvHGG/Xjjz8e8/Hi4mJ988032rJli6ZPn64GDRqYCYig5D6OsfwXgaJcBeDHH3/s7RwAysnpdOrNN988Zt+/du3amQ0FACizZs2a6ZFHHtGwYcO0b98+jRw5Us899xyzuREUkpOTZbPZ5HQ6mQEIrykuLtbVV1+tefPmnfCa1atX66KLLtKiRYuUkpJSiekQzNzHMSZeIFCUqwAcMGCAt3MAKKfp06frp59+kiR17dqVZfQAEMB69uyp5cuXa/r06Vq8eLE+//xz3XzzzaZjARUWHh6u5ORkHThwQJmZmabjIEhMmDDhpOWfZcuWLXrllVf04osvVkIqhAL3cYwCEIGCR8pAAFuzZo3ef/99SVLdunXZ9w8AApy1H2CzZs0kld7cLlq0yHAqwDusm+R9+/YZToJg8d5773l87ZgxYzgwEV5jjWPR0dGKj483nAbwDE0BEKD279+v4cOHq6SkRNHR0Ro5ciR7RQFAEIiJidHIkSOVkJAgp9OpkSNHavfu3aZjARVWvXp1SRSA8I6CgoIyPSDJysrS+vXrfZgIoWTv3r2SSsc1XxyQCvgCBSAQgIqLizV8+HDX3hOPP/64mjdvbjgVAMBb0tLSNGzYMNlsNuXk5Oi5555znWwJBKoaNWpIOnrjDFREQUFBmb+GcRTeYo1j1rgGBAIKQCAAvf/++1q9erUk6YYbbtDVV19tOBEAwNu6dOmiu+66S5KUnp6uUaNGyel0Gk4FlF/NmjUllc7EKioqMpwGga5KlSpKTEws09fUrVvXR2kQavbs2SOJAhCBxWcF4O+//67BgwfrjDPOUEpKiiIjIxUeHn7SfyIiynUmCRBSvv/+e02fPl2SdPbZZ+v//u//DCcCAPjKwIED1a1bN0nSL7/8oi+//NJwIqD8rAJQYhYgKi4sLEz9+/f3+Pru3bsrLS3Nh4kQKux2u6sArFWrluE0gOe8XgDm5eXpxhtvVNeuXTVmzBj9+eefOnDggOx2u5xO5yn/AXBia9as0TvvvCOp9IfNSy+9RHEOAEEsLCxMzz77rBo2bChJGjdunBYuXGg4FVA+tWvXdr3etWuXwSQIFvfff7/Cw8M9uvahhx7ycRqEiszMTNntdknHjmuAv/N6AXjTTTdp8uTJcjqdiouLU8eOHSWVnmrXunVrtW/f3rUBsPXx9u3bq1u3bjr//PO9HQcIGpmZmXr++eddh3688sorHDkPACEgISFBr776qutQkBEjRmjHjh2mYwFl5n6jvHPnToNJECxat26tsWPHnvIQhieffFLXXHNNJaVCsHMfvygAEUi8WgDOnj1bU6dOlST16tVLu3fv1u+//+76/PDhw7Vo0SLt27dPCxcu1OWXXy6n06nCwkKNGzdOc+bM8WYcIGgUFBTo2Wef1YEDByRJ//rXv9SyZUvDqQAAlaVevXp64YUXFBYWpry8PD3zzDM6cuSI6VhAmSQlJSkuLk4SMwDhPQMGDND333+vc84557jPNW3aVOPGjdOwYcMMJEOwci8AU1NTDSYBysarBeCnn34qqfRN8Pnnn590U9ZzzjlH3333nR588EH9+eef6tWrF5sBA3/D6XRq1KhR2rRpk6TSX3Iuv/xyw6kAAJWtc+fOeuCBBySVlicvvviiawkSEAhsNpvrZplZrPCmyy67TIsWLdKSJUs0duxYffDBB/r555+1bt06DRgwwHQ8BBlr/IqOjmZFFgKKVwvABQsWyGazqW/fvoqJiTnu83+3x9+rr76qFi1aaOXKlfroo4+8GQcICp9//rnmzp0rSeratauGDBliOBEAwJSbbrpJV111lSRp6dKlev/99w0nAsrGOoV127ZthpMgGJ199tm64447NGjQIHXr1k1hYT478xIhbPv27ZJKx7NTLT8H/IlXR0TrJJzTTz/9mI9bb4rCwsLjA4SF6eabb5bT6eRkO+AvfvvtN3322WeSpEaNGun555/3eKNjAEDwsdlseuKJJ1y/a02bNk3fffed4VSA56xTWHfu3KmSkhLDaQCg7KwHGNYDDSBQeLUALCgokCRVqVLlmI/Hx8dLkmv/sr9q0qSJJGn9+vXejAMEtI0bN+rll1+WVLpnzmuvvaaEhATDqQAApkVHR+vll19WrVq1JEnvvPOOVqxYYTgV4JnTTjtNklRcXKzdu3cbTgMAZVNSUuKaAWiNZ0Cg8GoBmJycLEnKy8s75uMpKSmS5NrD7K+sYjA7O9ubcYCAlZ2drWeffVaFhYUKDw/XiBEjXE/MAQBISUnRq6++qpiYGNntdg0bNowyBQHB/YZ5y5YtBpMAQNm5z16mAESg8WoB2LRpU0nH7+nRpk0bOZ1OzZ49+2+/ztrf7K8zB4FQVFhYqOeee05ZWVmSpMcee0zt27c3nAoA4G9atGih559/XpJ05MgRPf3008rJyTGcCji5tLQ01/ZAW7duNZwGAMrGfdyqX7++wSRA2Xm1AGzfvr2cTqeWLVt2zMetE0tXrlx53GbVX3/9tSZNmiSbzUbJgZDndDr12muvuZbD9+vXT7179zacCgDgry644ALX4VA7d+7UCy+8wL5q8GsxMTGuk4A3b95sOA0AlI21qjEsLIwVWgg4Xi0AL7roIknSTz/9JLvd7vr4TTfd5FoGPGTIEHXo0EH9+/dXhw4ddP3117tOB77rrru8GQcIOOPHj3fNiD3vvPM0dOhQs4EAAH7v9ttv1xVXXCGp9GTg0aNHG04EnFyDBg0kle53DACBxCoA09LSFBUVZTgNUDZeLQAvu+wyNWjQQFFRUccs901OTtaYMWMUHh4up9OpJUuWaNKkSVqyZImr/LvjjjvUq1cvb8YBAsrcuXM1YcIESaUn/g4fPpwTfwEAp2Sz2fSvf/3LdTLw9OnTNW3aNMOpgBNr2LChJCk9PV1FRUWG0wCA56wHF9Y4BgQSrxaA0dHR2rJlizIyMnTZZZcd87mePXtq7ty5uuiii1xFoNPpVLNmzfTuu+/qww8/9GYUIKCsW7dOr7zyiiSpatWqev311znxFwDgsaioKL3yyiuupZWjR4/W4sWLDacC/l6jRo0kSXa7nYNAAASMvLw87dixQxIFIAKTVwvAU+nUqZNmzZqlvLw87d69W4cOHdK6det09913V2YMwK/s27dPzz77rIqLixUZGalXXnlFderUMR0LABBgqlWrplGjRik+Pl4Oh0MvvPDCcQezAf6gcePGrtfWvscA4O82btzoWsHoPo4BgcKrBaCnm05HRESodu3aSkxM9OYfDwSc/Px8PfPMMzpw4IAk6amnntIZZ5xhOBUAIFA1adJEw4cPV1hYmPLy8vTMM8/o0KFDpmMBx6hVq5ZrpcO6desMpwEAz6xdu9b1ukmTJgaTAOXj1QIwNTVV999/vxYtWuTNbwsEJYfDoZEjR7qWvtx+++266qqrDKcCAAS6Ll26uA6RysjI0LBhw1RcXGw2FODGZrO5bp7db6gBwJ9ZDyyqV6+uqlWrGk4DlJ1XC8Ds7Gy9++676tSpk1q2bKkXX3zRtUYewLHGjRun+fPnS5IuuOAC3XPPPYYTAQCCRb9+/dS7d29J0p9//qm33nrLtWwJ8AfNmjWTJG3YsMHjVUQAYNKaNWskSU2bNjWcBCgfrxaA1apVcx3usWHDBj311FNq2LChLrzwQn3yySfKzc315h8HBKzZs2fryy+/lCQ1b95czz33nMLCKnVLTgBAELPZbPrnP/+p9u3bS5Jmzpypr7/+2nAq4CirACwqKnKdqgkA/io3N1dbt26VdHT8AgKNVxuHjIwMTZkyRb1791ZkZKScTqccDofmzp2rO+64Q7Vr19att96qWbNm8RQaIWvNmjV64403JJVOH3/ttdcUGxtrOBUAINhERERoxIgROu200yRJY8aM0cKFCw2nAko1b97c9XrVqlUGkwDAqa1Zs8bVYbiPX0Ag8WoBGBkZqZ49e+qrr75SRkaGazmwNSswNzdXEyZM0OWXX67TTjtNjz32mFavXu3NCIBf27dvn5577jkVFxcrOjpar7zyimrVqmU6FgAgSCUlJWnUqFFKSEiQ0+nUiBEjlJ6ebjoWoOrVqyslJUVS6TJ1APBnK1eulFQ6w54CEIHKZ2sOq1atqrvvvlvz5s3Txo0b9fTTT6tRo0auMnD37t16+eWXdfrpp6tdu3Z68803lZmZ6as4gHEFBQV65plndPDgQUnSv/71L7Vp08ZsKABA0GvQoIFeeukl18nAzz77rA4fPmw6FkKczWZTy5YtJVEAwjucTqcWLVqkDz74QO+9955++uknORwO07EQJKxxql69eoqPjzecBiifStl0rHHjxnrmmWe0adMm/fbbb7rrrruUnJzsKgOXLVumhx56yLVEBQg2DodDr7zyiuvE3zvuuEOXX3654VQAgFDRsWNHPfTQQ5JKt2wZPnw4By/AOKsA3LFjh7Kzsw2nQSD79ttvdfbZZ+vcc8/V4MGDNWTIEF100UVq2rSpxowZw/ZTqBCHw+GaAdiqVSvDaYDyq/RTBzp37qzRo0drz549+s9//qNrrrlGERERcjqdKi4uruw4QKWYOHGifvvtN0lSt27ddPfddxtOBAQOp9OpBQsW6NFHH9XAgQP1j3/8Q3PmzOGXeaCMbrzxRl1zzTWSpBUrVuiDDz4wnAihzn0lxPLly80FQUAbO3asevTo8bd/h7Zs2aJBgwbp8ccfr/xgCBpbt251zZxv3bq14TRA+Rk7drS4uFiHDx/WoUOHZLfbTcUAfG7+/Pn67LPPJJXOhuXEX8Bza9asUYcOHdSpUye9/PLL+uijj/Taa6/pwgsvVJs2bbRo0SLTEYGAYbPZ9Nhjj+mMM86QJE2bNk0//PCD4VQIZY0bN1Z0dLQkCkCUz6pVqzR48OBTPhQcMWKEpk6dWkmpEGyWLVvmes0WTghkldpCOJ1OzZgxQzfddJNq1aqlgQMH6pdffnEN2HFxcZUZB/C59PR0jRw5UlLpRuyvvvoqe0YAHlqzZo26dOmixYsXn/DzF1xwgRYsWFDJyYDAFRUVpZEjR7oOoHrnnXe0Zs0aw6kQqiIiIlzL6ZYsWWI4DQLRW2+95fFkklGjRvk4DYLV0qVLJZUeXsQBjghklVIArly5Ug8//LDS0tJ05ZVX6osvvlBeXp6r+OvWrZvGjh2rjIyMyogDVIqcnBw9//zzys/PV3h4uF588UWlpaWZjgUEBKfTqdtuu00HDhw46XV5eXm66aabmEkOlEFKSopeeeUVRUdHq7i4WMOGDWP/NRjTtm1bSf/P3n3GR1mtXx9fkw4hDWmhFymCKB1B6SBVFEGk96KiiIqiIugjRaUIiBSlKCpFAZGiYkEBAVERARHpIBCaISQhIXUyz4v8Z4xHSgKZ7Cm/75uTD7kzrMRDZmbd195bOnTokOLi4gyngTvJyMjQkiVLsn39pk2bdPLkSScmgiey2WyOGxTVq1eXxWIxnAi4cU4rAM+dO6epU6eqRo0aqlmzpqZNm6YzZ844Dv6oWLGiXn31VR09elTff/+9+vfvrwIFCjgrDpCnMjIyNGnSJEVFRUmShg8frnr16hlOBbiPX375Rb/88ku2rj169CjLGIEcuu222zR69GhJUkxMjCZMmMBezDDCviTdZrM5pmyA7IiPj1dCQkKOvub06dNOSgNPdfz4ccdNMvvvK8Bd5WoBmJycrCVLlqht27YqVaqUnnvuOf3++++O0i8iIkJDhw7V1q1bdeDAAb300ksqU6ZMbkYAXMKSJUsce5O1adNGPXr0MJwIcC+ffvqpU68HILVr107du3eXlLmknkNBYEKlSpUUFBQkSdm+8QNIcvz/Jify5cvnhCTwZFl/L9WoUcNcECAX+OXmgxUtWtRxF8a+vNfPz09t2rRRnz591LFjRwUEBOTmXwm4nF9++UWLFy+WJFWsWFEvvfQSo+JADsXExOTo+ustFQZwZU8++aQOHDignTt3au3atapSpYpatGhhOha8iL+/v26//Xbt2LGDAhA5EhgYKH9//xxNLxcpUsSJieCJ7EMdxYoVU7FixQynAW5Ork4AXrp0yTHtZ1/2GxUVpTVr1qhLly6Uf/B4Z8+e1RtvvCGbzaaQkBBNnjz5hu5OAt4uPDw8R9eHhYU5Jwjg4fz8/DRx4kQVKlRIkvTWW2/p2LFjhlPB29SsWVOSdOzYMZ07d85wGriLhISEHG9dcOrUKSelgSdKT093HEZn/z0FuLNcLQAjIyM1cuRI/f777/r111/15JNPqnDhwrn5VwAuKzU1VRMmTHBMwb766qsc+gHcoPvuu8+p1wP4R6FChfT666/L19dXKSkpGj9+vC5fvmw6FrxI1jfWP/30k8EkcCc3ssKGVTnIiT/++MPx3o4CEJ4gVwvAkydPatKkSapWrVpuPizgFubPn69Dhw5Jkvr3769GjRoZTgS4r3vuuUd33HFHtq4tVaqUOnbs6OREgGerUaOGhg8fLkmKiorSjBkzHNu5AM5Wrlw5FSxYUJL0448/Gk4DdxEcHKzy5ctn+/qgoCDdeuutTkwET7N9+3ZJko+PDwUgPEKuFoA+Pk47VBhwaVu2bNGaNWskSbVq1dLQoUMNJwLcm8Vi0cKFCxUcHHzN6/z9/fX+++/Lzy9Xt7QFvFKPHj3UrFkzSdKmTZv0xRdfGE4Eb2GxWFS7dm1JmROAVqvVcCK4A4vFoiFDhmT7+u7du7NlCHJk69atkjIPKwoJCTGcBrh5NHbATTp37pymTZsmSSpYsKAmTpxIGQHkgtq1a2vjxo2qWLHiFT9fqlQpffXVV2revHkeJwM8k8Vi0dixY1WiRAlJ0jvvvKPjx4+bDQWvUbduXUlSfHy89u7dazgN3MWQIUOyteVOcHCwnnvuuTxIBE8RExOjP//8U9I/v58Ad0cBCNwEq9WqN954Q4mJiZIy9/2zb6QO4ObVqVNH+/fv1/r16zVkyBB17txZAwYM0KpVq3T06FHHtBKA3BESEqKJEyfK19dXqampmjhxolJSUkzHgheoVauWYzXRli1bDKeBu4iIiNBXX33luHFxJSEhIVq9erWqVKmSh8ng7rZt2+bYCoMCEJ6CAhC4CUuWLNG+ffskSX369NFdd91lOBHgeXx8fNS6dWu98847WrFihRYsWKAHHniASVvASapVq6bHH39cknTixAnNmzfPcCJ4gwIFCjj2Ef/hhx8Mp4E7KVSokIoUKXLVz4eGhqp48eJ5mAiewH4jIiIigr0j4TEoAIEbtG/fPi1dulSSVLVqVT366KOGEwEAkDt69uyp+vXrS5LWrVvHyazIE/b/zx0+fFinT582nAbuIDk5WW3bttVvv/121WuioqLUsmVLnTlzJg+TwZ2lpaU5DiSqX78+Zx3AY/D/ZOAGJCUlafLkycrIyFBQUJDGjRsnf39/07EAAMgVPj4+euWVVxwb5k+fPl1xcXGGU8HTZV1JsXnzZoNJ4C4++OAD7dy587rXnT59WlOmTMmDRPAEO3bscGzxZL8xAXgCCkDgBixYsMBxF3HEiBEqU6aM4UQAAOSuwoUL68UXX5QkXbx4UW+//bbhRPB0JUuWVKlSpSRlnkQNXM+cOXOyfe3ChQuVlJTkxDTwFPbfP4GBgapZs6bhNEDuoQAEcmjXrl1at26dJKlhw4bq3Lmz4UQAADhHixYt1K5dO0mZ+7IxlQVna9CggSRp586dio2NNRsGLi0pKUm7du3K9vWxsbE6cOCA8wLBI2RkZDgKwNq1aysoKMhwIiD3UAACOZCcnKzp06dLytys+qWXXpLFYjEbCgAAJxo5cqTjhPtZs2axFBhOdffdd0uSrFYrhTOuKTU1Ncdfw6nmuJ7ff/9df//9t6TMYQ/Ak1AAAjmwaNEinT17VpL01FNPXfPEMQAAPEFoaKhjKXBcXJzeeecdw4ngySpVquQonDds2GA4DVxZSEiIwsPDc/Q1pUuXdk4YeIzvvvtOkuTr68v+f/A4FIBANh06dEirV6+WJNWrV08dO3Y0nAgAgLzRuHFj3XvvvZIy3xxlZ9N94EZYLBbdc889kqSffvpJly5dMpwIrsrHx0d9+vTJ9vWtW7dWZGSkExPB3dlsNkcBWKNGDYWEhBhOBOQuCkAgG6xWq9566y1lZGQoMDBQL774Ikt/AQBeZeTIkQoNDZUkvf322ze0/A7IDnsBmJ6ezmEguKbHH39cgYGB2br2mWeecXIauLs//vjDcdBjo0aNDKcBch8FIJAN69ev16FDhyRJAwcOVMmSJQ0nAgAgbxUsWFCPP/64JOn06dNauXKl4UTwVFWrVnUsA/7mm28Mp4Erq1ixohYvXiw/P79rXjdp0iS1atUqj1LBXdl/3/j6+rL/HzwSBSBwHZcuXdKiRYskZe4b0qtXL8OJAAAw44EHHlC1atUkScuWLXNslA7kJh8fH8f0zfbt2zkNGNfUuXNnbdy4US1btvzP52rXrq1PP/1Uzz77rIFkcCcZGRmOArBWrVqOiXfAk1AAAtexZMkSxcfHS8pcOhAQEGA4EQAAZvj4+Oi5556TlHma5nvvvWc4ETxV06ZNJWVuw2Lfkwu4mrvvvlvffPONDh8+rBUrVuiTTz7Rrl27tGPHDnXq1Ml0PLiB3377TefPn5ckNWnSxHAawDkoAIFrOH36tNauXSsp8xj4u+++23AiAADMqlatmtq3by8p80AQ+xYZQG6qVKmS48CG9evXG04Dd1GhQgV17txZDz30kO68807TceBG7L9nAgIC1KBBA8NpAOegAASuYdGiRUpPT5ePj49GjBhhOg4AAC7hsccec2y8v3DhQsNp4IksFouaNWsmSdq5c6fOnj1rOBEAT5WamqoNGzZIkurXr6/g4GDDiQDnoAAEruLo0aOOk+fuu+8+lS9f3nAiAABcQ9GiRdWtWzdJmcumdu/ebTgRPJG9AJSkL7/80mASAJ5s69atji2fmjdvbjgN4DwUgMBVLF68WJLk7++vwYMHG04DAIBr6du3r2NK4sMPPzScBp6oVKlSqlSpkiTpiy++kM1mM5wIgCf64osvJEmhoaGqU6eO4TSA81AAAldw/Phxbd26VVLmiYfFihUznAgAANcSGhqqHj16SJL27t2r33//3XAieCL7ya7Hjh3Tvn37DKcB4GliY2P1ww8/SMo8/MPf399wIsB5KACBK1ixYoUkydfXV3379jWcBgAA19S9e3fHFOAnn3xiOA08UZMmTeTn5ydJWrduneE0ADzN+vXrlZ6eLumfGw6Ap6IABP5HdHS0vv/+e0lSu3btmP4DAOAqQkND9eCDD0qSfvnlFx0/ftxsIHicsLAw1a9fX1LmG/WUlBTDiQB4kjVr1kiSypQp49hyAPBUFIDA/1i3bp2sVqskqWfPnobTAADg2rp16yZfX19J/7yRAnLTvffeK0m6dOmSNm7caDYMAI9x4MABHTx4UFLm7xmLxWI4EeBcFIBAFmlpafrqq68kSXXq1NGtt95qOBEAAK6taNGijlMTv/vuOyUmJhpOBE9Tp04dFSxYUJK0evVqw2kAeIrPPvtMUua2T5z+C29AAQhk8dNPP+nixYuSpC5duhhOAwCAe7A/ZyYnJzOhhVzn6+urVq1aSZJ+/vlnRUVFGU4EwN0lJydr/fr1kqT69esrIiLCcCLA+SgAgSy++eYbSVJERISaNGliOA0AAO6hVq1aKl26tKR/nkuB3NS6dWvHx/apHQC4URs2bNClS5ckSW3btjWcBsgbFIDA/4mPj9eOHTskZb7I5Ah4AACyx2KxqF27dpKk/fv368yZM4YTwdMUL15cNWrUkJS516T91E4AuBGrVq2SJBUuXFi1atUynAbIGxSAwP/58ccfHYd/tGnTxnAaAADcS9bnzh9++MFgEngqe8l84cIFbdq0yXAaAO7q8OHD2rVrl6TM5y77QVaAp6MABP7Ptm3bJGVuZl6tWjXDaQBk9csvv+iFF17QkCFD9Nxzz2nz5s2y2WymYwHIomTJkqpcubKkf55TgdzUoEEDhYeHS5JWrlxpNgwAt/Xpp59Kknx8fP61vQDg6SgAAUmpqamOu0CNGzfmCHjARfz555+qXr266tWrp9dff13z5s3T5MmT1aRJE1WsWNGxbB+Aa7Dvn3vgwAHFxsaaDQOP4+/v73iz/vPPP+uvv/4ynAiAu7l8+bI+//xzSdJdd92lQoUKGU4E5B0KQEDSH3/8oZSUFEnS3XffbTgNACmz/Ktdu7b27t17xc8fOXJEDRo00E8//ZTHyQBcTcOGDSVJNpvNcWMNyE3t2rWTj0/mW5gVK1YYTgPA3XzxxRdKTEyUJHXo0MFwGiBvUQACkvbs2SNJ8vX1ZRNYwEW0a9dOSUlJ17wmPT1d7dq1c+zfCcCs2267TQUKFJD0z3MrkJuKFi2qunXrSpLWrl173ecJALCz2Wxavny5pMxtK2rWrGk4EZC3KAABZU4aSVLlypWVP39+w2kA/PDDDzp+/Hi2ro2JiWEKBHARvr6+uvPOOyVJ+/btM5wGnqpjx46SpISEBMdSPgC4nl9//VVHjhyRlDn9x7ZP8DYUgPB6GRkZOnjwoCSpevXqhtMAkKTXX389R9dPnjzZSUkA5JT9ufTEiRNKTk42nAaeqGbNmipZsqQk6ZNPPuFQKADZ8vHHH0uS8uXLp1atWhlOA+Q9CkB4vfPnz+vy5cuSpCpVqhhOA0DK+dJB+91cAObZn0szMjI4pAFO4ePj45gCPHr0qH755RfDiQC4ujNnzmjTpk2SpJYtWyo4ONhwIiDvUQDC6504ccLxcfny5Q0mAWCX06mh1NRUJyUBkFMVKlRwfEwBCGdp2bKlY9uWpUuXGk4DwNV98sknysjIkPTPNgKAt6EAhNc7ffq04+MyZcoYTALArnDhwjm6PjQ01ElJAORU0aJFFRAQIClz4gJwhvz586t169aSpC1btvzrhi4AZHX58mWtWrVKklS3bl2VKlXKcCLADApAeL2///5bkhQSEuI4uRCAWe3atcvR9U2bNnVOEAA55uPjo2LFikn65zkWcIb7779fPj4+stlsTAECuKo1a9YoISFBktSpUyfDaQBzKADh9WJiYiRJhQoVMpwEgN2jjz6ao+ufeeYZJyUBcCPsz6kXL140nASerFixYmrYsKEkae3atYqLizOcCICrsVqtjhsEZcuWVc2aNQ0nAsyhAITXs98NCgsLM5wEgF2FChWyvT/LXXfdpTp16jg5EYCcsD+nXrp0yXASeLoHH3xQUubesStWrDCcBoCr2bhxo6KioiRl/r6wWCyGEwHmUADC6yUlJUmSYyNpAK7hvffeU7Vq1a55TZkyZXjDB7gg+3Oq/TkWcJaqVavqtttuk5S5yT+HQgGws9ls+uijjyRJERERbBkDr0cBCK+Xnp4uSfL39zecBEBWBQsW1NatWzVs2DAFBwf/63OBgYHq37+/fvrpJ5UoUcJQQgBXYz8ExP4cCzhT586dJUkXLlzQF198YTgNAFexe/du/f7775Iy9wy1PzcB3srPdAAAAK4mLCxMb7/9tiZOnKhvv/1WFy5cUFhYmFq0aKFbbrnFdDwAV2Gz2UxHgBdp0KCBihcvrtOnT+vDDz9Ux44d5ePDnAPg7RYtWiRJCgoKUvv27Q2nAcyjAITXs0/+paWlGU4C4GpCQ0Md+zwBcH32ZZhM1yMv+Pr6qnPnzpo5c6b++usvbd68maV+gJc7evSofvjhB0lS27ZtFRISYjgRYB63xuD1goKCJEmJiYmGkwAA4BkuX74sScqXL5/hJPAWrVq1UkREhCTp/fffZwoV8HL26T9fX1916tTJcBrANTABCK8XGhoqSYqNjTUbBMBV7dq1S6tWrdKFCxcUHh6uDh06qH79+pzkBriouLg4SWLiAnkmICBADzzwgN577z3t3btXv/76KyfEA17qzJkzWr9+vSSpWbNmKlKkiOFEgGugAITXs98tjo6Ols1mo1AAXMihQ4c0YMAAbdmy5V9/PmHCBNWqVUsLFixQjRo1zIQDcFXnz5+XlHmYD5BXOnTooI8//liXL1/We++9RwEIeKkPP/xQVqtVkvTQQw8ZTgO4DpYAw+sVLVpUUuYSYPvEAgDzDh48qIYNG/6n/LPbuXOnGjVqpF9//TWPkwG4lvT0dJ07d06SmLpAngoODlaHDh0kST/99JP++OMPw4kA5LULFy5o9erVkqSGDRuqTJkyhhMBroMCEF6vRIkSjo+PHz9uLgiAf+nXr5+io6OveU1CQoJ69OihjIyMPEoF4HqioqKUnp4u6d/PsUBeePDBBxUYGChJWrhwoeE0APLakiVLlJKSIknq1q2b4TSAa6EAhNfLelfo8OHDBpMAsNuxY4d+/PHHbF178OBBff31105OBCC7Dh065PiYyQvktfDwcLVp00aStGnTJl7bAV4kLi5Oy5cvlyTVqlVLlSpVMpwIcC0UgPB6BQsWdOwDyFIRwDV8+umnObp+5cqVTkoCIKf27dsnSfL391fp0qUNp4E36tKli/z8Mrc6X7BggeE0APLKsmXLHKfQ9+jRw3AawPVQAMLrWSwW3XbbbZKk3bt3G04DQNJ1l/7e7PUAnGfXrl2SpIoVKzpKGCAvFS5cWK1atZIkffvttzp27JjhRACcLSEhQUuXLpUkVa9eXbfffrvhRIDroQAEJMcTxIkTJxwblwMwJzQ0NEfXh4WFOSkJgJxITEx0TNNXr17dcBp4s4cffli+vr6y2WzsBQh4gWXLlikhIUES03/A1VAAAsrcI8Ju27ZtBpMAkKT27dvn6Pp27do5KQmAnPjll19ktVol/fu5FchrxYoVU4sWLSRJX331lf766y/DiQA4S0JCgpYsWSJJqlq1qmrUqGE2EOCiKAABZW5SXqRIEUnSxo0bzYYBoKZNm6ps2bLZurZgwYLq1KmTcwMByBb7c2j+/PlVtWpVs2Hg9bp16yYfHx9lZGRo/vz5puMAcJJly5YpPj5ektSzZ09ZLBbDiQDXRAEIKHMfwIYNG0qSfvrpJ8XFxRlOBCAnbDab6QiA10tNTXUUgPXr15e/v7/ZQPB6xYsXV8uWLSVlTgEeP37cbCAAue5/p/+YPgeujgIQ+D9NmjSRJKWnp+ubb74xnAbwbt9//32236jFxMRo1apVzg0E4Lo2b97s2H/J/pwKmNa9e3emAAEPtnTpUsf0X69evZj+A66BAhD4P1WqVFGJEiUkSatXrzacBvBuX3zxhVOvB5D77M+dYWFhqlOnjuE0QKbIyMh/TQEePXrUcCIAueXSpUtavHixpMzpv5o1axpOBLg2CkDg/1gsFrVp00aS9Oeff2rv3r2GEwHey34nN7suXbrkpCQAsuPkyZP68ccfJUmtWrWSn5+f4UTAP3r06OE4EXjevHmm4wDIJYsXL3ZMnvfp04fpP+A6KACBLO69914FBARIkuNuEoC8V6hQoRxdf8sttzgpCYDsWLp0qaTMm2k5PcUbcLZixYqpdevWkqRvvvlGBw8eNJwIzmKz2ZSYmKj4+Hj2B/ZwsbGxjuee6tWrc/IvkA0UgEAWYWFhatGihSRpw4YNOnXqlOFEgHdq1apVjq5v1KiRk5IAuJ6YmBjH8t8GDRooMjLScCLgv7p37+44mGbu3LmG0yC3xcXFaerUqapcubIKFCigsLAwFS9eXC+99JJOnz5tOh6cYNGiRUpMTJQk9e3b13AawD1QAAL/o0uXLo7NohcsWGA6DuCVcroE/9ChQ05KAuB6PvroI6WkpEiSunbtajgNcGWFCxd2TKdu3ryZrV48yKFDh1SzZk2NHDnyX68Hzp49qwkTJqhatWrasmWLwYTIbdHR0frkk08kSbVr19btt99uOBHgHigAgf9RokQJx+mFX3zxRbZPIgWQe/78888cXb9//34nJQFwLdHR0fr4448lSbVq1VKVKlUMJwKu7uGHH1ZgYKAkafbs2YbTIDfExcWpdevWOnbs2FWviY2NVfv27blZ6EEWLFjguPHE9B+QfRSAwBX07t1bvr6+slqtmjVrluk4gNfJ6SbObPoMmPHOO+/wJgxuIyIiQvfff78k6eeff9aOHTsMJ8LNmj9//jXLP7v4+HhNnjw5DxLB2U6fPq1Vq1ZJkho2bKhKlSoZTgS4DwpA4AqKFy+utm3bSpK+//57XiACeax69epOvR7AzTt48KBj779GjRqpcuXKhhMB1/fQQw8pODhYkjRr1iwOinBjNptN77zzTravX7x4sS5duuTERMgL7777rtLT02WxWNSnTx/TcQC3QgEIXEWvXr0cLxAnTZqk9PR0w4kA79G9e3fHv7/r8fX11YABA5ycCEBWNptNkydPVkZGhvz9/fk3CLcREhKihx56SJL0+++/a9OmTYYT4UZdvnw5R8t6L1++zAnQbu7o0aP64osvJEnNmzdX2bJlzQYC3AwFIHAV4eHh6t27t6TMJ5uPPvrIcCLAe4SFhenZZ5/N1rWPPPKISpQo4eREALJas2aNfvvtN0mZh2dx8i/cyf3336/w8HBJmXsBWq1Ws4FwQ27kv1tGRoYTkiCvzJ49WxkZGfLz83O8TwOQfRSAwDXcd999qlChgiRp3rx5OnHihOFEgPcYM2aMhg4des1rHnroIU2bNi2PEgGQMg/+mD59uiQpMjJS3bp1MxsIyKF8+fKpR48ekjJv8n755ZeGE+FGhISEqFixYtm+3tfXV+XKlXNiIjjT77//ro0bN0qS2rZtm6P/9gAyUQAC1+Dr66sRI0bIx8dHKSkpeuWVV7hLDOQRHx8fzZkzR+vWrVPr1q3/9bnGjRvr448/1rJly+Tv728oIeB9bDabJkyY4NhH64knnnCcqgq4k7Zt2zomV+fOnes4zAbuw2KxaODAgdm+vlOnTipUqJATE8FZbDabZs6cKUkKCgpyFPgAcoYCELiOihUrOvaK2bNnjz788EPDiQDvYbFY1L59e61fv16XLl3SiRMnFBcXp02bNqlr167y8eFpDMhLq1ev1g8//CBJatOmjWrVqmU4EXBj/P39HUsIz549qxUrVhhOhBvx2GOPOZZzX4ufn1+2txaB69m6dat27twpSXrwwQcVERFhOBHgnnjnBGRDz549Vb58eUnSnDlztHfvXsOJAO9ToEABlSpVSqGhoaajAF7p+PHjmjJliiSpaNGiGjx4sOFEwM1p2rSp4/XdwoULOSHWDRUvXlxr1qy55msDPz8/LVq0SPXq1cvDZMgtVqtVb7/9tqTMPaI7d+5sOBHgvigAgWwICAjQc889p4CAAFmtVo0ePZoXiQAAr5GcnKwXXnhBycnJ8vHx0ahRo7J9Ujfgqnx8fBwnWMfFxemDDz4wnAg3olGjRtqxY4cGDx6s/PnzO/7c19dXXbp00datW1ky6sa+/PJLHT58WJLUvXt3nnuAm2Cx2Ww20yGQO6Kjo01H8HhffPGF3nrrLUmZe5BNmTKFJYgAAI/36quvas2aNZKkvn37qnv37oYTAbnDZrPphRde0K5duxQYGKhVq1apSJEipmPhBl26dEkHDx6U1WpV+fLl2fPPzaWkpKhz5846e/asihYtqnnz5ikgIMB0LMAl3MjvN5oLIAfatm2rpk2bSpI2b96s9957z2wgAACcbOXKlY7yr1atWnr44YcNJwJyT9aDJFJSUjR37lzDiXAzQkJCVLt2bdWrV4/yzwN8/PHHOnv2rCSpX79+lH/ATaIABHLAYrHoySefVJkyZSRlnhq3efNmw6kAAHCOXbt2afLkyZKkIkWKaNSoUUy+w+NUrFhRTZo0kSStW7fOsdwQgDlxcXFauHChJOnWW291/BsFcON4BQfkUL58+fTyyy+rQIECstlseumll3To0CHTsQAAyFVRUVF69tlnlZ6ersDAQI0ZM0ZhYWGmYwFO0b9/f/n5+SkjI0MzZ840HQfwegsWLFBCQoIkadCgQdx8AnIB/4qAG1C8eHG9+OKL8vHx0eXLlzVixAj2YAQAeIz4+HiNGDFCFy9elCQ9/fTTqlixouFUgPMUK1ZM9913nyRp69at+uWXXwwnArzXqVOntHz5cklS3bp1VaNGDbOBAA9BAQjcoFq1aumxxx6TJJ07d07Dhw933KUCAMBdpaSkaOTIkTp27JgkqXfv3iy9glfo3r27ChQoIEmaPn26MjIyDCcCvNOsWbOUlpYmHx8fxx6dAG4eBSBwEzp06KDOnTtLkg4ePKjnnntOqamphlMBnuXSpUuaPXu2WrZsqVq1aqlZs2aaOnWqYmJiTEcDPI7VatXYsWO1c+dOSVLLli3Vo0cPw6mAvBEaGqpu3bpJkg4cOKAvv/zScCLA++zdu1fffPONJKlVq1YqW7as2UCAB7HYbDab6RDIHSxBNSMjI0NvvPGGNm3aJElq0aKFJk6cKF9fX8PJAPe3du1a9e7dW3Fxcf/5XP78+TVnzhz16dPHQDLA89hsNr322mv69NNPJWVOuv+///f/5O/vbzgZkHdSU1M1ePBgnTt3TkWLFtXKlSsVFBRkOhbgFWw2mwYNGqTdu3crMDBQCxcu1C233GI6FuCSbuSkcyYAgZvk4+OjZ555RjVr1pQkbdiwQePHj2fZCHCTvvrqK3Xq1OmK5Z8kXb58WX379tXSpUvzOBngeWw2m2bOnOko/ypVqqQxY8ZQ/sHrBAQEqH///pIyt3hZsmSJ4USA9/j++++1e/duSVKXLl0o/4BcRgEI5IKAgACNHTtWVapUkZQ5tTR58mQxYAvcGKvVqkceeURWq/W61z7++ONKSkrKg1SA53r33Xf1wQcfSJJKly6tcePGKV++fIZTAWY0adLE8Zru/fff14ULFwwnAjxfWlqa3nrrLUlSwYIF1aVLF8OJAM9DAQjkknz58mncuHEqX768JGn58uV68803KQGBG7B+/XodP348W9fGxMTo448/dm4gwIMtWLBA8+bNkyRFRkbqtddeU1hYmOFUgDkWi0WDBw+WlDlt/u677xpOBHi+5cuX69SpU5Kkvn37chMKcAIKQCAXhYSEaOLEiSpTpowkaenSpZo6dSolIJBDGzZscOr1ADLNnz9fc+bMkSQVKVJEb7zxBkuuAEnVqlXTPffcI0latWqVjhw5YjgR4Lni4uI0f/58SVK5cuXUsmVLw4kAz0QBCOSy8PBwvf766ypdurQkadmyZXrjjTfYExDIgcTERKdeD3g7m82muXPnau7cuZIyy79JkyapSJEihpMBrmPAgAHy8/NTRkaGpk+fbjoO4LHmz5+v+Ph4SdLgwYM5TBFwEgpAwAkiIiL0xhtvOCYBV6xYoXHjxmVrPzMAUrFixXJ0fdGiRZ2UBPA8NptNM2bMcExbFC1aVJMmTcrxvzvA0xUvXlz333+/JOnHH3/Utm3bDCcCPM9ff/2lTz75RJJUr1491apVy3AiwHNRAAJOEhERoUmTJqlChQqSMg8GefHFF5Wammo4GeD6unXrlqPre/To4aQkgGexWq2aOHGiPvroI0mZBcfkyZMp/4Cr6N69u0JDQyVJ06dPV3p6uuFEgGeZMWOGrFarfHx8HHtvAnAOCkDAicLCwvTGG284TpLbsGGDnnrqKV2+fNlwMsC13Xbbbbr33nuzdW2tWrUc+zQBuLrU1FS9+OKLWrVqlSSpTJkymjx5Mst+gWsoUKCAevXqJUk6evSoPvvsM7OBAA/yyy+/aPPmzZKkDh06qFSpUoYTAZ7NYuN0gn+Ji4vTihUr9PPPP+vChQsKDAxUhQoV1K5dO9111103/Ljp6elat26dNm3apNOnT0uSSpQooSZNmqh9+/by8/O76ezR0dE3/RhwjqSkJL366qv67bffJElVq1bVjBkzFBERYTgZ4LpOnz6tu++++5qnARctWlQ//PCDKlasmHfBADeUkJCgZ599Vr/88oskqXLlyho3bpxjsgnA1aWnp+vRRx/VyZMnFR4erlWrVikkJMR0LMCtWa1W9e7dWwcPHlRwcLAWLlzICfRADhQqVCjHX8MEYBYnTpzQ448/rtWrV+vMmTPy9fVVYmKidu3apYkTJ2revHk39LhJSUl6/vnntXDhQh05ckRWq1VWq1WHDx/WggUL9OKLLyo5OTmXvxu4knz58un//b//55hS2rdvnwYMGOA46h7AfxUvXlw//vijunbt+p/NoC0Wizp06KAff/yR8g+4jujoaA0ZMsRR/tWqVUuvv/465R+QTX5+fo6libGxsVqwYIHhRID7W7t2rQ4ePCgpcysXyj/A+ZgA/D9paWkaNmyYzp49qzJlyujpp59WuXLllJKSotWrV2vx4sWy2WwaPnx4jo8lnzp1qjZt2qTg4GANHz7cMUm4fft2vfXWW0pMTFSzZs301FNP3dT3wASg67NarZozZ47WrVsnSSpYsKCmTZumatWqGU4GuLaoqCitXbtWMTExCgsLU7t27VSuXDnTsQCXd+zYMQ0fPlxnzpyRJDVp0kQjR46Uv7+/4WSAe7HZbBo9erR27twpPz8/LV++nOWKwA1KSEjQgw8+qJiYGBUvXlzvvPMOz0tADjEBeBO++uornT17VoGBgRo7dqzjjWVgYKC6du2qtm3bSpI++uijHG3+e+zYMce+Bk888YQaNGggi8Uii8WiBg0a6PHHH5ckbdy4UX/99Vcuf1dwNb6+vho2bJj69u0rSYqJidHQoUO1adMmw8kA11aiRAk98sgjevHFFzVs2DDKPyAbduzYoQEDBjjKvwcffFCjRo3iTRZwAywWi4YMGSIfHx+lp6drxowZpiPhCmJiYrR161Zt3rzZse0SXM/777+vmJgYSdLgwYN5XgLyCAXg/9m4caMkqXHjxipcuPB/Pt+5c2dZLBbFxMTo999/z/bjbtq0STabTZGRkWrQoMF/Pt+wYUNFRkbKZrNRAnkJi8Wi7t27a+TIkfLz81NycrJGjhzpmDIFAOBmrVu3To8//rguXboki8WiRx55xFFeALgxZcuWVbt27SRlvnewL6uHefv27VOvXr0UGRmpe+65R02aNFHJkiXVoUMHbdmyxXQ8ZBEVFaXFixdLkmrUqHFT++wDyBleBSpzj75Dhw5JytwX50oKFy6skiVLSpJ2796d7cfes2ePJKlmzZqyWCz/+bzFYlHNmjX/dS28Q8uWLTVhwgQFBwfLZrNp2rRpeu2113I0YQoAQFYZGRmaNWuWXnnlFaWnpyswMFBjxozRAw88YDoa4BF69+6t4OBgSdKbb74pq9VqOBG+++471atXT4sXL1Zqaqrjz202mz7//HM1adJE7733nsGEyGrGjBlKS0uTj4+PhgwZcsX3yACcgwJQ0qlTpxyTV2XKlLnqdfbPnTx5MluPa7PZHIc8XOtxS5cunaPHhee48847NW3aNEVGRkqSPv30Uz3xxBOKi4sznAwA4G4uX76sUaNGOd7oRkREaPLkyWrYsKHhZIDnCAsLU8+ePSVJhw4d0urVqw0n8m4nT57UAw88oMTExKtek5GRoUGDBmnbtm15mAxX8uuvv+q7776TJLVu3Vrly5c3nAjwLhSAkmP/ASnzUIarsX/u4sWL2XrcpKQkx+m+2XncpKQkJSUlZeux4TlKly79r4NAfvnlF/Xt21dHjx41nAwA4C5Onz6tgQMH6vvvv5cklS9fXm+99ZYqVapkOBngee677z6VKFFCkjRnzhwlJCQYTuS9Zs2apUuXLl33uoyMDE2ePDkPEuFqrFar3nzzTUlS/vz5HXuiA8g7FICSo6STMg/9uBr757Jb0mW9LjuPm5PHhmcJDw/Xa6+9pnvvvVdS5lRq//79HQfIAABwNb/++qv69Onj2M6kYcOGmjp16hX3NAZw8/z9/TV48GBJmYMBCxYsMJzIO9lsthwt7V2zZo3+/vtvJybCtaxdu1YHDhyQJPXo0UPh4eFmAwFeiAIQcBEBAQF66qmnHJu0JyYm6umnn9b8+fOVkZFhOh4AwMXYbDZ9/PHHeuyxxxQbGysp803VSy+9pHz58pkNB3i4+vXrO/YOX7p0qU6cOGE4kfe5dOmSzp8/n+3rMzIydPz4cecFwlUlJCRo9uzZkqTIyEh17NjRcCLAO/mZDuAKgoKCHB+npKQof/78V7wuJSVFkrL9ojrrdfavvdbjXu+xP/roIy1ZsuSqn+/SpQuj1B5g4MCBqlatmsaMGaP4+HjNnTtX+/fv1yuvvKICBQqYjgcAcAHJycl6/fXXtW7dOkmZr2XGjh2rFi1aGE4GeI9nn31WvXr1Unp6uqZPn+5Y3oi84eeX87eyvr6+TkiC61m4cKFj262nn35aRYsWNZwI8E4UgPr3/nwxMTFXLQDtv7QiIiKy9bj58uVTvnz5lJSU9K99Bq/2uPbrryYxMfGad7kuX77Mk5qHuPvuu/XBBx/omWee0ZEjR7Rx40b17dtXkydPZrNcAPByp0+f1nPPPaf9+/dLkkqUKKEpU6aoYsWKhpMB3qVixYrq3LmzPvnkE23evFk//fST6tevbzqW18ifP7+qVKni+F14PcHBweyLasDJkycdQyz16tVT06ZNOfkXMIQCUFLJkiVlsVhks9l04sQJlSxZ8orX2Uf7S5Uqla3HtVgsKlmypA4dOnTNZQHZfdzg4GAVKVLkqp/Pnz+/rFZrtrLB9UVGRmr+/PmaMGGCvv32W/3111/q27evxo4dq1atWpmOBwAwYNu2bRozZozjtPi77rpLr776qsLCwngNABgwaNAgrV+/XvHx8Zo6daqWLFlyQ5NpuDFDhw7VU089la1re/fuzWoaA6ZPn6709HT5+vpqxIgRbG0E5JIbGf7i2UmZk3cVK1bUwYMHtXPnTjVs2PA/10RHR+vkyZOSpDvvvDPbj33HHXfo0KFD+u233656za5duxzXXkuvXr3Uq1evq34+Ojo62ycUw30888wzKleunBYsWKCkpCS98MIL2rNnj5588kleYAKAl8jIyND8+fM1b9482Ww2SVL37t3Vq1cvZWRk8PwPGNSzZ0/NmTNHR48e1apVq/TQQw+ZjuQ1Bg4cqNmzZzsOQbqaiIgIPffcc3mUCnY//fSTNm3aJElq27atChYsyPMVkEsKFSqU46/hEJD/07RpU0nS5s2br3g61KeffiqbzaaCBQuqevXq2X7cxo0by2Kx6PTp0/rxxx//8/lt27bp9OnTslgsjgxAVhaLRZ07d9Zrr73mWH6+dOlSDRkyRGfPnjWcDgDgbBcvXtSTTz6pd999VzabTcHBwXrllVfUt29ftv4AXED79u1VunRpSdLcuXMdE7pwvpCQEH399dfXXNpbqFAhrV+/XuXKlcvDZEhPT3fsi1mgQAH17t3bcCIAFID/p3Xr1ipWrJiSk5M1btw4HTt2TFLmAR0rVqzQ559/LilzCu9/p64GDRqkjh07avr06f953HLlyqlx48aSpJkzZ2r79u2y2Wyy2Wzavn273n77bUmZBaT9hQNwJXfeeafefvttVa1aVZK0Z88e9ezZ84rFMuBJTpw4oZdeeklVq1ZV0aJFVblyZT3zzDPXvdsPeIJdu3b963d9+fLlNXPmTN11112GkwGw8/Pz09ChQyVJcXFxmjdvnuFE3qVs2bLauXOnZs+e/a8VVeXKldOECRO0b98+1atXz2BC77Rq1SodOXJEUuZ76LCwMMOJAFhs9nUk0IkTJzR69GjHXbv8+fMrOTnZsU9Bhw4dNGTIkP983aBBg3T+/Hk1b95cI0aM+M/nk5KSNGbMGB08eFCSFBAQIElKTU2VJFWpUkWvvvrqv04jvhHR0dE39fVwD+np6Xrvvfe0cuVKx5/1799fQ4cOZUkwPM68efM0bNgwpaWl/edzFotFr732mkaNGmUgGeBcGRkZ+uijjzRr1izH3n6tW7fWY489psDAQMPpAFzJyy+/rJ9++km+vr5aunQpB7cZkp6eLpvNJn9/f9NRvFZ8fLw6deqkuLg4lS5dWrNnz+Z9CpDLbmQJMAXg/4iNjdXKlSv1888/Kzo6WkFBQSpfvrzat29/1bvt1ysApcwnonXr1mnTpk06ffq0JKl48eJq2rSp2rdvnyu/ECkAvcuPP/6oKVOmKDExUZJUs2ZNTZgw4ZoHxQDuZOnSperRo8d1r3vrrbf0xBNP5EEiIG/ExsbqlVde0ZYtWyRJgYGBeuKJJ9SyZUvDyQBcy6lTp/TII48oPT1dd911l2bOnMlpp/BKU6ZM0bJlyyRJ48ePV506dQwnAjwPBaCXowD0PmfPntXEiRMd06Xh4eF65ZVXdM899xhOBtyc1NRUlSlTJlv7XBYoUEBRUVEKDQ3Ng2SAc/32228aPXq0zp8/L0kqXbq0XnzxRZUtW9ZsMADZMm/ePMcqjWnTpqlRo0aGEwF569ixY+rWrZusVqvq1aunV1991XQkwCNxCAjgZYoVK6apU6eqU6dOkjKnRkaMGKFp06Zdcckk4C5Wr16d7UNuEhIS9NFHHzk5EeBcVqtV8+fP19ChQx3l37333qu33nqL8g9wIz169HDsdcbrMXgbm82mqVOnymq1ys/P74rbZwEwhwIQcHP+/v4aOnSoXn75ZRUoUECStHjxYg0cOFCnTp0ynA64Mfalj866HnAl58+f17BhwzR37lxlZGQoKChII0eO1NNPP33T+wMDyFvBwcHq16+fpMz9xT/++GOzgYA8tGXLFm3fvl2SdP/996tkyZKGEwHIigIQ8BANGjTQnDlzVK1aNUnSvn371LNnT3355ZeGkwE5l5ycnKPrU1JSnJQEcK7Nmzere/fu2rFjhySpQoUKmjlzJvv9AW7s3nvvVYUKFSRlLgmOiYkxnAhwvrS0NE2bNk2SFBYWlq19nAHkLQpAwIMULlxYkyZNUo8ePWSxWJSYmKgxY8Zo7NixjsNCAHdQunTpHF1fqlQpJyUBnCMlJUWTJk3S008/rbi4OEmZ0xLTpk3j/8+Am/P19dUjjzwiSUpMTNScOXMMJwKc7+OPP9aJEyckSX379lVwcLDhRAD+F4eAeBAOAUFWu3fv1uTJkx3/vyhZsqTGjx+v22+/3XAy4PqOHz+u8uXLK7tPUb/++qtq1arl5FRA7jhy5IhefPFFHTlyRJIUGhqqp59+WnfddZfhZABy04QJE/TDDz/IYrHoo48+UuXKlU1HApwiJiZGnTp1UmJiosqXL6+ZM2fK19fXdCzAo3EICACHO++8U7Nnz1aDBg0kSadOndLAgQO1YMECWa1Ww+mAaytbtqy6dOmSrWubNm1K+Qe3YLPZ9Mknn6hPnz6O8q9GjRqaM2cO5R/ggQYOHCh/f3/HwQjMXcBTzZkzx7Ha6JFHHqH8A1wUBSDgwUJDQzV27Fg98cQTCgwMlNVq1Zw5c/Too49m+4RVwJR3331XNWvWvOY1FStW1NKlS/MoEXDjYmJi9NRTT2nSpElKSUmRr6+vBgwYoIkTJ+qWW24xHQ+AExQrVkydO3eWJO3cuVMbNmwwnAjIfQcOHNBnn30mSbrnnnt0xx13mA0E4KooAAEPZ7FY1L59e82cOdOxIfXOnTvVrVs3ffXVV4bTAVcXHh6uTZs26amnnlJYWNi/Ppc/f34NHTpU27ZtU7FixQwlBLJny5Yt6tatm+O06hIlSmjatGnq2rWrfHx4KQZ4socffthR8s+YMYNDq+BRsk63+vv7a9CgQaYjAbgG9gD0IOwBiOtJTU3VokWLtHLlSseftW3bVqNGjVKBAgUMJgOuLTExUd99951iYmIUFhamZs2a/acUBFxNcnKyZsyYoeXLlzv+rE2bNho6dKjy5ctnMBmAvPTtt99qypQpkqTHHntMAwYMMJwIyB3fffednnvuOUlSt27d1K9fP7OBAC9yI3sAUgB6EApAZNfOnTs1depUXbhwQZIUGRmpV1999brLLQEA2bN//36NGTNGx44dkySFhIRoxIgRuvvuuw0nA5DXMjIyNGLECB08eFD58uXTqlWrbuiNG+BKUlJS1LVrV0VFRalgwYJasGABN7eAPMQhIACypVatWpozZ47jjeiZM2c0ZMgQvf3220pLSzOcDgDcl9Vq1Xvvvae+ffs6yr9atWpp7ty5lH+Al/Lx8dGjjz4qSUpKStKsWbMMJwJu3tKlSxUVFSVJ6t+/P+Uf4AaYAPQgTAAip2w2m7755hvNmTNHSUlJkqTKlStr3LhxKl++vOF0AOBeoqKi9Morr+i3336TJPn7+2vgwIHq2LEje/0B0BtvvKHvv/9ekvTBBx+oatWqhhMBNyY6OloPPvigLl++rEqVKmn69Ok8zwF5jAlAADlisVh07733avbs2Y4XoQcOHFCvXr20dOlSZWRkGE4IAK7PZrNp3bp16tGjh6P8K1++vGbOnKkHHniAN0UAJEkDBgxQYGCgJDkOTgDc0axZs3T58mVJ0tChQ3meA9wE/1IBKDIyUpMnT1bfvn3l6+ur1NRUTZ06VU888YTOnz9vOh4AuKzY2FiNGjVKr7zyihITE2WxWNSlSxdNnz5dZcuWNR0PgAspXLiwHnroIUnS7t279c033xhOBOTc/v37tW7dOklSkyZNVK1aNcOJAGQXS4A9CEuAkRsOHjyoSZMm6dSpU5IyN65//vnn1bp1a8PJAMC1bNmyRePGjXMcqFSkSBGNHDlSd9xxh+FkAFxVcnKyBg0apOjoaBUrVkwrVqxQUFCQ6VhAtthsNg0dOlQ7d+5UQECA5s+fryJFipiOBXgllgADuGmVKlXS22+/rY4dO0qSLl26pNGjR2v06NGKj483nA4AzEtKStJrr72mESNGOMq/li1bas6cOZR/AK4pKChIAwYMkCSdPXtWixcvNpwIyL4NGzZo586dkqQuXbpQ/gFuhglAD8IEIHLbr7/+qjfffNPxBrdo0aIaO3as6tevbzgZAJjx+++/a+zYsTp58qSkzCnp4cOHq1GjRoaTAXAXGRkZevrpp7V//37ly5dPq1atuqFJDiAvpaSkqGvXroqKilLBggW1YMECTv4FDGICEECuql27tubOnavGjRtLks6dO6dhw4Zp8uTJSk5ONpwOAPJOWlqa5syZo4EDBzrKvzp16mju3LmUfwByxMfHR0OGDJGUOVE8a9Ysw4mA61u6dKmioqIkSf3796f8A9wQE4AehAlAOIvNZtPGjRs1a9YsJSQkSJLKli2rV1991XF6MAB4qqNHj2rs2LHav3+/JCkwMFCDBw9W+/btZbFYDKcD4K5ef/11bdy4URaLRR9++KGqVKliOhJwRRcuXNCDDz6oxMREVaxYUTNmzODkX8AwJgABOIXFYlGzZs00Z84c1axZU5J0/Phx9e/fX/PmzVN6errhhACQ+zIyMrRkyRL16tXLUf5VqVJFs2fPVocOHSj/ANyUAQMGKCAgQDabTW+++aaYy4Creuedd5SYmChJGjp0KOUf4Kb4lwsg2woXLqwJEybo0UcfVUBAgKxWq9555x0NGDBAx48fNx0PAHLN2bNn9dhjj+nNN99UamqqfH191adPH02dOlUlSpQwHQ+AByhSpIgefPBBSdLOnTu1ceNGs4GAKzh8+LA+++wzSdI999yj22+/3WwgADeMAhBAjvj4+Oj+++/X22+/rYoVK0qS9u3bp549e+qTTz7h7jUAt2az2fTFF1/o4Ycf1o4dOyRJpUuX1vTp09WjRw/5+voaTgjAkzz88MOKiIiQJL311ltKS0sznAj4h81m0/Tp05WRkSF/f38NHDjQdCQAN4ECEMANKV26tKZNm6aePXvKx8dHKSkpmjRpkp544gmdP3/edDwAyLHY2Fg9//zzGjt2rGOp0wMPPKCZM2c6bngAQG7Kly+f+vbtK0k6efKkPvnkE8OJgH9s27ZN27dvlyR17NhRkZGRhhMBuBkcAuJBOAQEphw4cECTJk1ynAwWGhqqUaNGqXXr1oaTAUD2bNmyRePGjdOFCxckZW558Mwzz6hGjRpmgwHweFarVU888YSOHj2qkJAQffbZZwoLCzMdC14uPT1d3bt317FjxxQWFqYFCxaoQIECpmMB+D8cAgLAiMqVK2vWrFm67777JEnx8fEaPXq0Ro8erfj4eMPpAODqLl++rIkTJ2rEiBGO8q958+aaM2cO5R+APOHr66vBgwdLki5duqT58+cbTgRIn332mY4dOyZJ6tmzJ+Uf4AGYAPQgTADCFezYsUPTpk1zvJEuUqSIXn75ZdWvX99wMgD4t99//11jx47VyZMnJUkhISF64okn1LhxY8PJAHijsWPH6ueff5avr6+WL1+u0qVLm44EL5WQkKBOnTrp4sWLKlmypObOnSs/Pz/TsQBkwQQgAOPq1KmjuXPnqkmTJpKk8+fPa9iwYZo6daqSk5MNpwOAzGVNc+fO1cCBAx3ln/13F+UfAFMGDRokHx8fWa1WzZw503QceLH3339fFy9elCQNHjyY8g/wEBSAAHJdSEiInn/+eT333HMKDg6WJC1dulS9e/fW/v37DacD4M2OHz+uAQMGaP78+crIyFBgYKAef/xxjRs3TrfccovpeAC8WOnSpdWuXTtJ0vfff6/ffvvNcCJ4o7Nnz2rJkiWSpDvvvFP16tUznAhAbqEABOAUFotFzZs319y5cx37aB07dkz9+vXTe++9J6vVajYgAK9is9m0fPly9ezZU/v27ZP0z/6lHTp0kMViMZwQAKRevXopf/78kqRp06YpIyPDcCJ4m1mzZik1NVUWi0WDBw/m+RHwIBSAAJyqcOHCmjhxooYOHSp/f3+lp6dr1qxZGjp0qE6fPm06HgAvEB0drSeffFJvvPGGUlJS5OPjo169eunNN99UyZIlTccDAIfw8HB17dpVkrRv3z598803hhPBm+zfv19ffvmlJKlFixa69dZbDScCkJsoAAE4nY+Pjzp16qSZM2eqfPnykqRdu3ape/fuWrdunTiLCICzbNy4Ud26ddO2bdskSSVKlNC0adPUq1cv+fr6Gk4HAP/VqVMnx+bu9mkswNlsNpumT58uSQoICFDfvn3NBgKQ6ygAAeSZsmXLavr06XrooYdksViUmJioV155RS+88ILi4uJMxwPgQS5fvqzx48dr5MiRio2NlSS1a9dOs2bNUuXKlc2GA4BrCAwMVL9+/SRJp0+f1ieffGI2ELzC1q1btWPHDkmZJXThwoUNJwKQ2yw2Rm88RnR0tOkIQLbt2bNHU6ZM0fnz5yVJRYoU0f/7f/9PdevWNZwMgLvbu3evxowZ4zjhNzw8XE899ZTq169vOBkAZE9GRoYef/xxHT16VKGhofrss88UGhpqOhY8lNVqVffu3XX06FGFhYVp4cKFjoP8ALgm+6R4TjABCMCIO+64Q7Nnz1azZs0kSefPn9ejjz6qGTNmsNQFwA2xWq2aP3++Bg4c6Cj/6tWrpzlz5lD+AXArPj4+GjhwoCQpPj5e7733nuFE8GRr167V0aNHJUk9evSg/AM8FBOAHoQJQLir77//XjNnztTly5clSZUqVdKECRNUrlw5w8kAuIvTp09r7Nix2rVrl6TMJXSDBw9W+/btOcEQgNt68cUXtXPnTgUEBOjTTz9VsWLFTEeCh0lOTlanTp30999/q3jx4nrnnXfk7+9vOhaA62ACEIBbatasmebMmaPbb79dknTw4EH16tVLK1as4IAQANe1fv16de/e3VH+VahQQW+//bY6dOhA+QfArQ0cOFAWi0WpqamaO3eu6TjwQEuXLtXff/8tSerXrx/lH+DBmAD0IEwAwt1ZrVZ98skn+vDDD5WRkSFJatKkicaMGaPw8HCz4QC4nMTERL3xxhv64osvJEkWi0WdO3dW3759eQMDwGNMnjxZGzZskMVi0ZIlS1SxYkXTkeAhYmNjdf/99ysxMVGVK1fW9OnTuXEGuAkmAAG4NV9fX3Xv3l3Tpk1TZGSkJGnTpk3q3r27fvnlF8PpALiSvXv3qmfPno7y75ZbbtFrr72mQYMGUf4B8Ch9+vSRv7+/bDabZs6caToOPMjChQuVmJgo6Z9pUwCeiwIQgMupXLmyZs2apZYtW0qS/v77bz322GN6++23lZ6ebjgdAJMyMjL0/vvva+DAgTp16pQkqWHDhpozZ45q1KhhNhwAOEHRokXVoUMHSdK2bdv066+/Gk4ET3DmzBktX75cklS3bl3dcccdhhMBcDYKQAAuKX/+/Bo5cqRGjRql/Pnzy2az6f3339egQYMcb/oBeJfo6Gg9/vjjevvtt2W1WhUQEKAnnnhCY8aMUWhoqOl4AOA03bt3V/78+SVJM2fOZI9k3LS5c+cqLS1NFotF/fv3Nx0HQB6gAATg0po1a6bZs2erSpUqkv5Z9vfNN98YTgYgL23btk3du3fXzz//LEkqW7as3nrrLU75BeAVQkND1bVrV0mZr4U2btxoNhDc2uHDhx1baDRv3lzly5c3nAhAXqAABODyihUrpilTpujhhx+WxWJRYmKiXnjhBU2YMEHJycmm4wFworS0NM2YMUPDhw/XxYsXJUkdOnTQjBkzVLZsWbPhACAPPfDAA4qIiJAkzZ49W1ar1XAiuKvZs2fLZrPJ399fvXv3Nh0HQB6hAATgFvz8/NS/f39NnDjR8eJ31apV6tOnj44ePWo4HQBniIqK0qBBg/Thhx9KkgoUKKAxY8bo8ccfV2BgoOF0AJC3goKC1LNnT0nSsWPH9PnnnxtOBHe0e/dubd68WZLUrl07FStWzHAiAHmFAhCAW6lZs6bmzJmj2rVrS5KOHj2q3r17a82aNYaTwdnS09N18eJFpaWlmY6CPPD999+rZ8+e+uOPPyRJVatW1ezZs3X33XcbTgYA5rRu3VqRkZGSpHfffVepqamGE8Gd2Gw2zZo1S1Jmody9e3fDiQDkJQpAAG4nPDxc48aN04ABA+Tj46OUlBS9+uqrevnll5WUlGQ6HnLZxo0b1aVLF+XPn18FCxZUUFCQ2rdvry+++IJN0D1QamqqpkyZomeffVYJCQmSpIcffliTJk1SkSJFDKcDALOyLtk8e/asPv30U8OJ4E62b9+unTt3SpIefPBBhYeHmw0EIE9ZbLx78hjR0dGmIwB5bt++fXrttdf0999/S5LKlSunN954g82MPYDNZtOzzz6rqVOnXvWafv36af78+fL19c3DZHCWqKgovfDCC9q3b58kKSwsTM8995xj4hcAIGVkZOixxx7T8ePHVbBgQX322WeOE4KBq7HZbOrTp4/+/PNPhYSE6P3331dwcLDpWABuUKFChXL8NUwAAnBr9mWB9evXl5S5J06fPn3YF8cDTJ48+ZrlnyS9//77ev755/MoEZxp06ZN6tWrl6P8q169umbPnk35BwD/w8fHR3379pUkxcTEaNmyZYYTwR18//33+vPPPyVJXbt2pfwDvBATgB6ECUB4s4yMDH366adauHChMjIyJEmdOnXSyJEjOSzADSUkJKhEiRKKj4+/7rX+/v46efKkihYtmgfJkNvS09M1a9Ysx0EfktStWzf17t2byU4AuAqbzaannnpK+/fvV0hIiNasWaOQkBDTsYyx2WzavHmz5s6dq127dslqtapSpUoaNGiQOnToID8/P9MRjbJarerevbuOHj2qiIgIvffeewoKCjIdC8BNYAIQgNfy8fFRly5dNGnSJN1yyy2SMk8JHjhwoKKiogynQ04tW7YsW+WfJKWlpWnhwoVOTgRniI6O1mOPPeYo/0JDQzVu3Dj169eP8g8ArsFisahPnz6SpEuXLumjjz4ynMicuLg4tWnTRk2bNtWyZcu0f/9+HTp0SJ9//rk6deqk2rVr68SJE6ZjGvX111/r6NGjkqTu3btT/gFeigIQgEe5/fbbNWvWLNWsWVOStH//fvXq1UtbtmwxnAw5sWvXLqdeD/N+++039ezZ07EZeZUqVfT222+rbt26hpMBgHuoWbOm7rjjDknS0qVLFRsbazaQAWlpaerYsaO+/vrrq16zZ88etWjRQjExMXmYzHWkp6fr3XfflSQVKVJEbdq0MZwIgCkUgAA8Tnh4uMaPH6/u3btLyrwzPmLECL3zzjuO5cFwbVar1anXwxybzabFixfrkUce0YULFyRJHTt21OTJkznlFwBywGKxOPYCvHz5shYtWmQ4Ud5bunSpNm/efN3rDh8+rClTpuRBItfz+eef6+TJk5KkHj16KCAgwHAiAKZQAALwSL6+vurbt69effVVFShQQJI0b948jRgxIttLS2FOpUqVnHo9zEhKStLo0aM1bdo0Wa1WBQYGatSoUXrsscfk7+9vOh4AuJ1q1ao5Dktavny548aKt5g9e3a2r50/f75SU1OdmMb1pKWlacGCBZKkyMhItWrVynAiACZRAALwaPXq1dPMmTNVoUIFSdK2bdvUu3dvHTp0yHAyXEuvXr1ydId64MCBTkyD3HDq1Cn179/fsUyrRIkSmjFjhpo1a2Y4GQC4t969e0uSkpOTvWoKMCUlRT/99FO2r//777+1f/9+JyZyPWvXrtXp06clST179mR/XcDLUQAC8HiRkZGaOnWqWrZsKUmKiopS//799c033xhOhqspXLiwhg4dmq1ru3fv7ih44Zp+/PFH9e7dW4cPH5Yk3XXXXXrrrbdUtmxZs8EAwANUqVJF9erVkyStXLlS0dHRhhPljaSkpDz5GneV9ZC0EiVKcMMNAAUgAO8QFBSkZ555Ro899ph8fX2VnJysF154QW+//Tb7x7moKVOm6P7777/mNU2aNNG8efPyKBFyymazadGiRRo+fLguXboki8Wi3r17a+zYsQoODjYdDwA8hn0KMCUlxWumAENDQx3bvGRX8eLFnZTG9axZs0Znz56VlLmyguk/ABSAALyGxWJRx44d9frrryssLEyS9P777+vpp59WQkKC4XT4XwEBAVq5cqXeeecdVatW7V+fu/XWWzVt2jR99dVXFEkuKjk5WS+99JJmzpwpm82m/Pnz65VXXlHPnj3l48PLDwDITRUrVlT9+vUlSZ9++qlXTAH6+PioR48e2b6+SZMmKlWqlBMTuY6s038lS5ZU48aNDScC4Ap4BQ7A61SvXl0zZ87UrbfeKknaunWr+vXrpxMnThhOhv/l6+urIUOG6Pfff9fBgwe1fft2/fnnnzpw4IBGjBihwMBA0xFxBefPn9fgwYP11VdfScp88zFjxgzHm1MAQO7r1auXpMwpwA8++MBwmrzxxBNPZHuybcSIEc4N40LWrFmjc+fOSWLvPwD/oAAE4JWKFCmiKVOmqGnTppKk48ePq1+/fvr555/NBsMVWSwWx3RDlSpVmCBzYXv37lXv3r31559/SpLq1q2rGTNmeM3UBQCYknUKcOXKlV5xIvDtt9+ud999VxaL5ZrXjRo1Sg888EDehDIsLS1N77//viSm/wD8G++gAHitoKAgjRo1Sv3795fFYlF8fLyeeOIJrVixwnQ0wC199dVXGjp0qONNZ5cuXfTKK6+wTBsA8oh9SWxKSoo++ugjw2nyxoABA7R27VrVrFnzP58rX7685s+fr9dee81AMjM+//xznTlzRlLmQWlM/wGws9hsNpvpEMgd3rDXB+AsP/74o9544w0lJydLkrp166annnqKF01ANthsNs2bN0/vvvuuJMnf319PPvmk4+RtAEDeeemll7Rjxw7ly5dPa9euVXh4uOlIecJms2nHjh367bffZLVaVblyZTVt2tSrVg2kp6erc+fOioqKUvHixTVv3jxeywIeqlChQjn+Gu/5bQgA19CgQQO9+eabKlKkiCRp2bJleuaZZ5SYmGg4GeDaUlNTNWbMGEf5FxYWptdff53yDwAMsU8BJiUlafHixYbT5B2LxaK6detqyJAhevTRR9W8eXOvKv+kzEn8qKgoSZk3syn/AGTlXb8RAeAaypcvr+nTp6ty5cqSpC1btmjw4ME6f/684WSAa4qNjdVjjz2m9evXS5JKly6tGTNm/OfUZgBA3qlatapq1KghSfrkk0906dIls4GQJzIyMvTee+9Jytzrunnz5oYTAXA1FIAAkEXBggU1adIkNWrUSJJ08OBB9evXT4cOHTKcDHAtp06d0oABA7Rr1y5JUq1atTRt2jQVK1bMbDAAgLp37y5JSkxM1CeffGI4DfLCd999p+PHj0uSHn74Yfn5+ZkNBMDlUAACwP8IDAzUCy+8oK5du0qSzp8/r0GDBmn79u2GkwGuYe/everXr59OnDghSWrbtq1effVVDvsAABdxxx136LbbbpMkLV26VElJSYYTwZlsNpvj5N+CBQuqVatWZgMBcEkUgABwBT4+PhowYICeeOIJ+fj4KDExUU8++aQ+//xz09EAozZv3qyhQ4cqNjZWktSvXz8NHz6cSQMAcCEWi0XdunWTlLldw2effWY2EJzqxx9/1P79+yVJnTt3VkBAgOFEAFwRBSAAXEP79u318ssvKzAwUFarVS+//LIWLVokDlCHN/rss880cuRIpaSkyM/PT88995y6desmi8ViOhoA4H/Uq1dP5cqVkyR99NFHSktLM5wIzmKf/itQoIDatWtnNgwAl0UBCADXUb9+fU2aNElhYWGSpJkzZ+rNN99URkaG4WRA3rDZbJo/f77Gjx+vjIwM5c+fX+PGjWODcQBwYRaLxbGdyblz5xwHNsGz7NmzRzt37pQk3X///cqXL5/hRABcFQUgAGRD5cqVNW3aNEVGRkrK3E/n5ZdfVnp6uuFkgHNlZGRo6tSpmjt3riQpIiJCkydPVs2aNQ0nAwBcT+PGjR2vXT744ANuXnqgRYsWScrcw7pjx46G0wBwZRSAAJBNxYsX19SpU1WhQgVJ0pdffqmRI0cqOTnZcDLAOdLT0/Xyyy9r2bJlkjL/Dbz55puOfwMAANfm6+urBx98UJJ07Ngx/fDDD4YTITcdP35cmzZtkiS1adPGsVoFAK6EAhAAcqBgwYKaNGmSqlevLknasmWLhg8froSEBMPJgNyVkpKiZ599Vl9++aUkqUKFCnrzzTcdkyQAAPdw7733OoqhDz74wHAa5Cb7f08fHx9H0QsAV0MBCAA5FBwcrPHjx6t+/fqSpJ07d+rRRx91nIoKuLvLly/rySefdEyK3H777Zo0aZLCw8PNBgMA5FjWpaG7d+/Wnj17DCdCboiOjnbcpGvSpImKFi1qOBEAV0cBCAA3IDAwUGPGjFGzZs0kSX/++aeGDh2qCxcuGE4G3JyEhAQ9/vjj2rFjhySpbt26mjBhgoKDgw0nAwDcqPvuu0+BgYGSpA8//NBwGuSGjz/+2HGyc5cuXQynAeAOKAAB4Ab5+flp5MiRatu2rSTpyJEjGjJkiM6fP284GXBj4uLi9NhjjzmmQ+655x6NHTvW8aYRAOCeQkND1bp1a0nSxo0bdfLkScOJcDMuX76slStXSpJq1qzJ3rwAsoUCEABugq+vr4YPH64HHnhAkvTXX39p6NChOnv2rNlgQA7Fxsbq0Ucf1b59+yRJLVq00AsvvCB/f3/DyQAAueGBBx6QxWKRzWbTkiVLTMfBTVi7dq3i4+MlSZ07dzacBoC7oAAEgJtksVg0dOhQde3aVZJ08uRJSkC4FXv5d/DgQUlS69at9cwzz8jX19dwMgBAbilevLgaNmwoKbNAiouLM5wIN8JqtWrp0qWSpDJlyqh27dqGEwFwFxSAAJALLBaL+vfvr27dukmSoqKiNHToUJ07d85wMuDa7OXfoUOHJEnt2rXTk08+KR8fXiIAgKexnxSbnJysVatWGU6DG/HDDz/o1KlTkqROnTrJYrEYTgTAXfDqHgByicViUd++fdW9e3dJmSXgI488or///ttwMuDK4uPjNWzYMEf51759ez3++OOUfwDgoapWrapKlSpJkj755BOlp6cbToScsi/fDgsLU/PmzQ2nAeBOeIUPALnIYrGoT58+jknAkydP6tFHH+V0YLgc+2m/Bw4ckJQ5+Tds2DDKPwDwYBaLRZ06dZIknT9/Xt99953hRMiJAwcOaOfOnZKkDh06KCAgwHAiAO6EV/kAkMvsk4APPfSQJOn48eMaNmwYe+3AZSQlJenJJ590HPhx7733MvkHAF6iUaNGuuWWWyRJy5YtM5wGOWH/7+Xn56f27dsbTgPA3fBKHwCcwGKxaMCAAerYsaMk6fDhwxo+fLgSExMNJ4O3S01N1ciRI7V7925JUrNmzdjzDwC8iJ+fnzp06CBJ2rNnj+NmEFzbxYsX9dVXX0mSmjRpooIFCxpOBMDd8GofAJzEYrHokUceUevWrSVJf/zxh5555hmlpKQYTgZvlZ6ertGjR+unn36SJDVs2FAjR47ktF8A8DJt27aVv7+/JOnjjz82nAbZ8dlnnyk1NVWSdP/99xtOA8AdUQACgBP5+Pho+PDhaty4sSRpx44dGj16NJtuI8/ZbDa99tpr+v777yVJtWrV0vPPP0/5BwBeKDw8XE2aNJEkff3117p48aLhRLiW9PR0rVixQpJUpUoVx0EuAJATFIAA4GS+vr569tlnVadOHUnSxo0b9cYbb8hmsxlOBm8ye/ZsrV69WlLmm4exY8eyeTgAeDH7FFlaWpo+++wzs2FwTT/88IPOnTsnSY7tZQAgpygAASAP+Pv766WXXlKVKlUkSatWrdK7775rOBW8xccff6z33ntPklS6dGmNGzdOQUFBhlMBAEyqWLGi43XJypUrZbVaDSfC1SxfvlxS5uTmPffcYzgNAHdFAQgAeSQoKEivvvqqSpUqJUmaN2+eVq1aZTgVPN13332nKVOmSJIKFy6sCRMmKCQkxHAqAIArsB8GcvbsWW3dutVwGlzJ8ePH9fPPP0uS2rRpw/Q+gBtGAQgAeSg0NFQTJkxwnNz2+uuv84IbTvP7779rzJgxstlsKlCggMaPH6/ChQubjgUAcBGNGzdWaGioJDn2mINr+fTTTyVl7ivdrl07w2kAuDMKQADIY0WKFNH48eOVL18+Wa1WvfDCCzp48KDpWPAwp06d0lNPPaWUlBT5+/vr5ZdfVpkyZUzHAgC4kICAALVq1UqS9OOPPyoqKspwImSVnJysdevWSZLq1q2rIkWKGE4EwJ1RAAKAAeXLl9fo0aPl4+Ojy5cv66mnnlJ0dLTpWPAQly5d0lNPPaXY2FhJ0tNPP63q1aubDQUAcEn2qTKbzcZhIC7m22+/VXx8vCQx/QfgplEAAoAhderU0bBhwyRJ586d09NPP63k5GTDqeDu0tPT9cILL+jYsWOSpN69e6tZs2aGUwEAXFWJEiVUo0YNSdKaNWuUnp5uNhAc7HtFFylSRHXq1DGcBoC7owAEAIPat2+vTp06SZL27dun8ePHy2azGU4FdzZ9+nRt375dktS8eXP16NHDcCIAgKuzT5dduHBBmzdvNpwGknT06FHt3r1bktS6dWv5+voaTgTA3VEAAoBhgwYNUt26dSVJ69ev1wcffGA4EdzV6tWrtWzZMklSlSpVNGLECFksFsOpAACurkGDBgoLC5MklgG7CPv0n4+Pj1q3bm04DQBPQAEIAIb5+vrq+eefV8mSJSVJs2bN0rZt2wyngrvZu3evXn/9dUlSoUKFNHbsWAUEBBhOBQBwB/7+/mrZsqWkzMNAzp49aziRd0tNTdUXX3whKfPwj0KFChlOBMATUAACgAsIDg7WK6+8ovz58ysjI0MvvfSSTp06ZToW3MSFCxf03HPPKS0tTf7+/hozZowKFixoOhYAwI20adNGUuZhIPaTZ2HG5s2bFRcXJ+mf/y4AcLMoAAHARZQsWVKjRo2SJMXHx+u5557jUBBcV3p6ul588UWdP39ekjR8+HBVrlzZcCoAgLspVaqUqlatKklau3atMjIyDCfyXqtXr5YkRUREOLaJAYCbRQEIAC6kfv366tmzpyTp4MGDmjRpkuFEcHVz5szRr7/+Kknq0KGDWrVqZTgRAMBd3XvvvZKkqKgo7dy503Aa73Tu3DnHYV4tWrSQn5+f4UQAPAUFIAC4mB49eqh27dqSpDVr1mjt2rWGE8FV/fDDD1q0aJEkqXLlyhoyZIjhRAAAd9a4cWMFBgZKEq8/DPniiy9ks9kk/VPIAkBuoAAEABfj6+ur5557zrHh8+uvv66jR48aTgVXc/bsWb388suSpJCQEI0ePZpDPwAANyV//vxq1KiRJGnDhg26fPmy4UTeJev+i5UrV1bp0qUNJwLgSSgAAcAFhYWF6cUXX5SPj49SUlL0wgsvsB8gHNLT0/XSSy8pPj5ekjRy5EgVKVLEcCoAgCewnwacnJys7777znAa7/LHH3/or7/+kiS29ACQ6ygAAcBFVa1aVf369ZMkHTlyRNOnTzeaB65jwYIF2rVrlySpc+fOql+/vtlAAACPcccdd6hw4cKSMpejIu98/vnnkiQ/Pz81adLEcBoAnoYCEABcWJcuXVSrVi1J0ooVK7Rp0ybDiWDarl27tGDBAklSxYoVHSUxAAC5wcfHR82bN5ck/fLLLzp37pzhRN4hLS1NX3/9tSSpXr16CgkJMZwIgKehAAQAF+bj46NnnnlGYWFhkqRx48YpOjracCqYkpCQoLFjxyojI0NBQUF64YUX5O/vbzoWAMDDtGjRQlLmnnRfffWV4TTe4ccff1RcXJykf37+AJCbKAABwMXdcsstGjFihCQpNjZW48ePd5wOB+8ydepUnT59WpL06KOPqnjx4oYTAQA8UenSpXXrrbdKktavX284jXf48ssvJUkFChRQ3bp1DacB4IkoAAHADTRo0EBt27aVJG3ZskWrV682nAh5bePGjVq7dq0kqWHDhrr33nsNJwIAeLJmzZpJkg4ePKijR48aTuPZEhMTtXnzZklSo0aNFBAQYDgRAE9EAQgAbmLw4MEqVqyYJGnatGk6e/as4UTIK7GxsZo4caKkzBOihw8fLovFYjgVAMCTNWnSxPFcwzJg59q0aZNSUlIkSU2bNjUbBoDHogAEADeRP39+PfPMM5Iy7xSzFNh7TJkyRTExMZKkJ554QuHh4WYDAQA8XqFChXT77bdLyiwAec3hPPaC9ZZbblH16tUNpwHgqSgAAcCNVK9eXffff78kafv27VqzZo3hRHC2zZs3O/Zfatq0qe655x7DiQAA3sI+jXbq1Cn9+eefZsN4qLi4OG3fvl2S1LhxY/n48BYdgHPw2wUA3Ez//v0dS4GnT5/OqcAeLCEhQa+//rqkzKW/jz76qOFEAABvcvfddzsKqW+++cZwGs+0ceNGWa1WSZkFIAA4CwUgALiZoKAgPfnkk5KkS5cuacqUKYYTwVlmzZql8+fPS8o89TcsLMxwIgCANwkPD1eNGjUkSRs2bGAZsBN8++23kqQiRYqoSpUqhtMA8GQUgADghmrWrKlWrVpJynzhuGXLFsOJkNv27t2rFStWSJLq1aunJk2aGE4EAPBGjRo1kiSdPn1a+/btM5zGs8TGxurnn3+WlPlz5oAvAM5EAQgAbmrw4MGOibDJkycrOTnZcCLklvT0dE2cOFE2m02BgYEaNmwYbwoAAEZkXQa8YcMGw2k8y+bNmx3Lf+1FKwA4CwUgALip0NBQDRw4UJIUFRWl9957z3Ai5Jbly5fr4MGDkqRevXqpaNGihhMBALxVaGio7rjjDknSd999xzLgXPTdd99JkgoXLqzKlSsbTgPA01EAAoAba9WqlW6//XZJ0gcffKCTJ08aToSbdeHCBc2dO1eSVLZsWXXq1MlwIgCAt7OfQH/q1CkdPnzYcBrPkJCQoJ9++klS5pQlk/4AnI0CEADcmMVi0bBhw+Tj46O0tDS9+eabpiPhJr399ttKTEyUJD322GPy8/MznAgA4O0aNmzoKKi+//57w2k8w9atW5WWliYpswAEAGejAAQAN1euXDl16NBBkvTDDz9o27ZthhPhRv3xxx9au3atJKlJkyaOJVcAAJhUsGBBxwm1GzduNBvGQ9h/jmFhYapatarZMAC8AgUgAHiA3r17KzQ0VJL05ptvKj093XAi5JTNZtPUqVMlSYGBgRo0aJDhRAAA/KNhw4aSpIMHD+r06dOG07i31NRUxw3b+vXry9fX13AiAN6AAhAAPEBISIh69+4tSTp+/Lg+/fRTw4mQU99884327NkjSXrooYdUuHBhw4kAAPhHgwYNHB9v3rzZYBL3t3PnTsd2H1l/rgDgTBSAAOAh2rVrp9KlS0uS3n33XSUkJBhOhOxKTU3VrFmzJEmFChVSly5dDCcCAODfSpYsqZIlS0qiALxZmzZtkpQ58V+rVi3DaQB4CwpAAPAQvr6+jmWjsbGxWrRokeFEyK7ly5crKipKktS3b18FBQUZTgQAwH/dddddkjIn2LjReGNsNpt++OEHSVKNGjUUGBhoOBEAb0EBCAAepG7duqpRo4YkacmSJTp//rzZQLiuhIQELVy4UJJUvnx5NW/e3HAiAACurH79+pKk9PR0bd++3XAa93TkyBGdPXtW0j8/TwDICxSAAOBBLBaLBgwYIElKSUnR/PnzDSfC9XzwwQeKi4uTJA0YMICNwAEALqtq1aoqUKCAJGnLli2G07inrD83CkAAeYkCEAA8TKVKldSoUSNJ0urVq3Xy5EnDiXA1MTExWrp0qSTpjjvuUO3atQ0nAgDg6nx9fR3PVdu2bVNGRobhRO5n69atkqQKFSrolltuMZwGgDehAAQAD9SnTx/5+PjIarXq3XffNR0HV/H+++8rKSlJktSvXz9ZLBbDiQAAuLa6detKyryJtX//fsNp3Et8fLz27Nkj6Z+fIwDkFQpAAPBApUqVUosWLSRJ69ev17Fjxwwnwv/6+++/tWLFCklSvXr1VLVqVcOJAAC4vjp16jhuWG3bts1wGvfy888/y2q1SqIABJD3KAABwEP17NlTvr6+stls7AXoghYtWqTU1FRJUu/evQ2nAQAge8LDw3XrrbdKkn788UfDadyLvTANDg5WlSpVDKcB4G0oAAHAQxUrVkytWrWSJH399dc6fvy42UBwiI6O1qeffipJatCggSpWrGg4EQAA2WffB3Dv3r26dOmS4TTuwWaz6aeffpIk1axZk0O/AOQ5CkAA8GDdunVzTAEuWLDAdBz8nw8++MAx/dejRw/DaQAAyJk6depIkqxWq3bs2GE4jXs4fvy4zp07J0kc+gXACApAAPBgxYoVc+wF+PXXX+vUqVOGE+HixYuO6b969eox/QcAcDtVqlRRvnz5JMkx1YZr2759u+PjmjVrGkwCwFtRAAKAh+vatavjROBFixaZjuP1li5dquTkZElS9+7dDacBACDn/Pz8dMcdd0iiAMyun3/+WZJUokQJFStWzHAaAN6IAhAAPFzJkiV1zz33SJLWrVun6Ohow4m8V2JiopYvXy5JqlGjhm677TbDiQAAuDH2KbaTJ0/q7NmzhtO4tvT0dO3cuVNS5vM/AJhAAQgAXqBr166SpLS0NC1dutRwGu+1atUqx2bp9v8mAAC4o6xFln26DVe2b98+JSYmSmL5LwBzKAABwAvceuutqlWrliRp5cqVjhehyDvp6emO8rVChQq8AQAAuLUyZcooPDxckjgI5Dp++eUXx8fVq1c3mASAN6MABAAv0aVLF0lSQkKCPvvsM7NhvNDXX3/tOP2vS5cuslgshhMBAHDjLBaL7rzzTknSr7/+KpvNZjiR6/r1118lSeXLl1dYWJjhNAC8FQUgAHiJmjVrqnz58pKkZcuWKT093XAi72Gz2bR48WJJUpEiRdS4cWPDiQAAuHn2g0DOnTunqKgow2lcU1pamnbv3i1JjsIUAEygAAQAL2GxWPTggw9Kks6cOaONGzeaDeRFdu7cqQMHDkiS7r//fvn6+hpOBADAzbMXgNI/U274tz/++EMpKSmS/v3zAoC85mc6AHKPxWKRjw+dLoCra968uRYuXKiYmBgtW7ZMLVu2NB3JK9j3/suXL5/at29PAQgA8AhlypRRRESELl68qJ07d+r+++83Hcnl/Pbbb46P77jjDl4DADCGAtCD5MuXT/nz5zcdA4CL69q1q+bOnatdu3Zp//79qlKliulIHu306dPavHmzJKljx44qWbKk4UQAAOSe2rVr69tvv/1X0YV/2H8ut956q8qUKWM4DQBvRgHoQZKSkhzj5QBwNc2bN9eCBQuUlpamjz/+WC+//LLpSB5txYoVysjIkCS1adNGFy9eNJwIAIDcU7lyZX377bc6ffq0zp07p6JFi5qO5DKsVqtj/7+qVavyGgBAromIiMjx11AAehCbzSar1Wo6BgAXFxoaqsaNG2vDhg366quv9OSTTyo8PNx0LI+UnJys1atXS5Lq1KmjyMhIfk8DADxK1apVHR/v3r1b9957r8E0ruXw4cNKTEyUlPlz4jUAAJPYMA4AvNB9990nSUpNTdWaNWsMp/Fc3377reLi4iT98zMHAMCTlC1bVvny5ZMk7dq1y2wYF5P151GtWjVzQQBAFIAA4JUqV66sihUrSpJWrlzpWKKK3LV8+XJJUtGiRVWnTh3DaQAAyH2+vr667bbbJEl79uwxnMa12H8eRYoUUeHChQ2nAeDtKAABwAtZLBa1b99ekhQVFaWff/7ZcCLPs3//fv3xxx+SpHbt2nHqHwDAY9kLwEOHDikpKclwGtfx+++/S/rn5wMAJlEAAoCXatq0qYKDgyVlTgEid3366aeSJD8/P7Vu3dpwGgAAnMe+D6DVanXc/PJ20dHROn36tCQKQACugQIQALxUUFCQmjdvLknavHmzoqOjDSfyHJcvX9b69eslSQ0bNuSQFQCAR6tcubLj47179xpM4jqy/hwoAAG4AgpAAPBibdu2lZR5x37t2rWG03iOr7/+WpcvX5b0z88YAABPVaBAAZUuXVoSBaCdffmvv7+/ypcvbzgNAFAAAoBXK1++vOOu/erVq2Wz2Qwn8gyfffaZJCkyMlJ33nmn2TAAAOQB++uJvXv38npC/xShFSpUkL+/v+E0AEABCABer02bNpKkU6dO6ddffzWcxv0dOXLE8aK/devW8vHhqRYA4PnsBWB0dLTOnz9vOI1ZVqtVf/75pySpSpUqhtMAQCbelQCAl2vcuLECAwMlSWvWrDGcxv3Zf4Y+Pj5q2bKl4TQAAOSNrPsA7tu3z2AS806cOOHYCqRSpUqG0wBAJgpAAPBywcHBatSokSR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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(df, aes('when', 'value'))\n", - " + geom_violin(df)\n", - " + geom_point()\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The violins are symmetrical about the vertical axis and half a violin has the same information as the full violin.\n", - "We cut (style) the violins in half and choose to alternate with the left half for the first one and the right half for the second." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:34.885256Z", - "iopub.status.busy": "2024-01-09T15:12:34.885033Z", - "iopub.status.idle": "2024-01-09T15:12:35.167539Z", - "shell.execute_reply": "2024-01-09T15:12:35.166743Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(df, aes('when', 'value'))\n", - " + geom_violin(df, style='left-right') # changed\n", - " + geom_point()\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Link up the points to get a sense of how the data the moves." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:35.170672Z", - "iopub.status.busy": "2024-01-09T15:12:35.170425Z", - "iopub.status.idle": "2024-01-09T15:12:35.527396Z", - "shell.execute_reply": "2024-01-09T15:12:35.526768Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(df, aes('when', 'value'))\n", - " + geom_violin(df, style='left-right') # changed\n", - " + geom_point()\n", - " + geom_line(aes(group='id')) # new\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Make gap between the points and the violions. i.e. shift the violins outward and the points & lines inward. We used `stage` mapping to get it done. For example\n", - "\n", - "```python\n", - "x=stage('when', after_scale='x+shift*alt_sign(x)')\n", - "```\n", - "\n", - "says, map the `x`aesthetic to the 'when' column/variable and after the scale computed the `x` locations add a `shift` to them. The calculated `x` locations of a discrete scale are consecutive numbers `1, 2, 3, ...`, so we use that move objects of adjacent groups in opposite directions i.e $(-1)^1, (-1)^2, (-1)^3 ... = -1, 1, -1... $" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:35.530740Z", - "iopub.status.busy": "2024-01-09T15:12:35.530499Z", - "iopub.status.idle": "2024-01-09T15:12:35.977774Z", - "shell.execute_reply": "2024-01-09T15:12:35.977185Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# How much to shift the violin, points and lines\n", - "# 0.1 is 10% of the allocated space for the category\n", - "shift = 0.1\n", - "\n", - "def alt_sign(x):\n", - " \"Alternate +1/-1 if x is even/odd\"\n", - " return (-1) ** x\n", - "\n", - "m1 = aes(x=stage('when', after_scale='x+shift*alt_sign(x)')) # shift outward\n", - "m2 = aes(x=stage('when', after_scale='x-shift*alt_sign(x)'), group='id') # shift inward\n", - " \n", - "(ggplot(df, aes('when', 'value'))\n", - " + geom_violin(m1, style='left-right') # changed\n", - " + geom_point(m2) # changed\n", - " + geom_line(m2) # changed\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Add a boxplot in the gap. The space between the flat edge of the violin and the center of the points is `2 * shift`, so we can use the `shift` to control the width of the boxplot." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:35.980812Z", - "iopub.status.busy": "2024-01-09T15:12:35.980570Z", - "iopub.status.idle": "2024-01-09T15:12:36.458946Z", - "shell.execute_reply": "2024-01-09T15:12:36.458204Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(df, aes('when', 'value'))\n", - " + geom_violin(m1, style='left-right')\n", - " + geom_point(m2)\n", - " + geom_line(m2)\n", - " + geom_boxplot(width=shift)\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Finall, style it up." - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:36.464466Z", - "iopub.status.busy": "2024-01-09T15:12:36.463929Z", - "iopub.status.idle": "2024-01-09T15:12:37.058734Z", - "shell.execute_reply": "2024-01-09T15:12:37.058165Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 600, - "width": 800 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# Gallery Plot\n", - "lsize = 0.65\n", - "fill_alpha = 0.7\n", - "\n", - "(ggplot(df, aes('when', 'value', fill='when'))\n", - " + geom_violin(m1, style='left-right', alpha=fill_alpha, size=lsize, show_legend=False)\n", - " + geom_point(m2, color='none', alpha=fill_alpha, size=2, show_legend=False)\n", - " + geom_line(m2, color='gray', size=lsize, alpha=0.6)\n", - " + geom_boxplot(width=shift, alpha=fill_alpha, size=lsize, show_legend=False)\n", - " + scale_fill_manual(values=['dodgerblue', 'darkorange'])\n", - " + theme_classic()\n", - " + theme(figure_size=(8, 6))\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Credit:** This is example is motivated by the work of [Jordy van Langen](https://github.com/jorvlan) (@jorvlan) at https://github.com/jorvlan/open-visualizations." - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "66px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": true, - "sideBar": true, - "threshold": 4, - "toc_cell": false, - "toc_number_sections": true, - "toc_position": { - "height": "678px", - "left": "0px", - "right": "1383px", - "top": "106px", - "width": "217px" - }, - "toc_section_display": "none", - "toc_threshold": 6, - "toc_window_display": true, - "widenNotebook": false - }, - "toc_position": { - "height": "357px", - "left": "7.21875px", - "right": "20px", - "top": "123px", - "width": "206px" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples/geom_violin.out.ipynb b/examples/geom_violin.out.ipynb deleted file mode 100644 index 0e47222eb..000000000 --- a/examples/geom_violin.out.ipynb +++ /dev/null @@ -1,464 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Violins, Boxes, Points and Lines" - ], - "id": "19bb5ec7-b838-4a80-8019-d59fe7d6e2e6" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:32.395270Z", - "iopub.status.busy": "2024-01-09T15:12:32.394936Z", - "iopub.status.idle": "2024-01-09T15:12:33.035554Z", - "shell.execute_reply": "2024-01-09T15:12:33.034783Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "import pandas.api.types as pdtypes\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " stage,\n", - " geom_violin,\n", - " geom_point,\n", - " geom_line,\n", - " geom_boxplot,\n", - " scale_fill_manual,\n", - " theme,\n", - " theme_classic\n", - ")\n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Violins, Boxes, Points and Lines\n", - "\n", - "*Comparing repeated measurements and their summaries*\n", - "\n", - "Suppose you have two sets of related data and each point in the first\n", - "set maps onto a point in the second set. e.g. they could represent a\n", - "transition from one state to another for example two measurements of the\n", - "height of pupils in different years.\n", - "\n", - "For demonstration we shall generate data with a `before` measurement and\n", - "an `after` measurement." - ], - "id": "0b8fab52-1acc-4240-9eee-d1b477cbfdba" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:33.039637Z", - "iopub.status.busy": "2024-01-09T15:12:33.039242Z", - "iopub.status.idle": "2024-01-09T15:12:33.055161Z", - "shell.execute_reply": "2024-01-09T15:12:33.054446Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "np.random.seed(123)\n", - "n = 20\n", - "mu = (1, 2.3)\n", - "sigma = (1, 1.6)\n", - "\n", - "before = np.random.normal(loc=mu[0], scale=sigma[0], size=n)\n", - "after = np.random.normal(loc=mu[1], scale=sigma[1], size=n)\n", - "\n", - "df = pd.DataFrame({\n", - " 'value': np.hstack([before, after]),\n", - " 'when': np.repeat(['before', 'after'], n),\n", - " 'id': np.hstack([range(n), range(n)])\n", - "})\n", - "\n", - "df['when'] = df['when'].astype(pdtypes.CategoricalDtype(categories=['before', 'after']))\n", - "df.head()" - ], - "id": "cell-3" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "A basic violin plot shows distributions of the two sets of data." - ], - "id": "58798004-c168-417e-a2d1-c3bdc95fd7a3" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:33.098407Z", - "iopub.status.busy": "2024-01-09T15:12:33.098148Z", - "iopub.status.idle": "2024-01-09T15:12:34.596023Z", - "shell.execute_reply": "2024-01-09T15:12:34.595402Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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UGHTo0IGuXbsGTiNpaxUVFbHTTjsBFoDS1rIAlCRJkpQXpk2bBsBOO+1ELBYL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\n3Y2LQVzEtgAAAABJRU5ErkJggg==\n" - } - } - ], - "source": [ - "(ggplot(df, aes('when', 'value'))\n", - " + geom_violin(df)\n", - ")" - ], - "id": "cell-5" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Add the original data in form of points." - ], - "id": "ea91d0ad-ef49-4703-9c91-4fcfdb5c0651" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:34.599001Z", - "iopub.status.busy": "2024-01-09T15:12:34.598683Z", - "iopub.status.idle": "2024-01-09T15:12:34.882211Z", - "shell.execute_reply": "2024-01-09T15:12:34.881696Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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nwAsoAAEAAACEJLvdrqVLl0qSOnXqJJvNZjgRysLpdJbpeofD4aMk8JXOnTtL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\nCkAA8GDdunVzTAEuWLDAdBz8nw8++MAx/dejRw/DaQAAyJk6d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- } - } - ], - "source": [ - "(ggplot(df, aes('when', 'value'))\n", - " + geom_violin(df)\n", - " + geom_point()\n", - ")" - ], - "id": "cell-7" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The violins are symmetrical about the vertical axis and half a violin\n", - "has the same information as the full violin. We cut (style) the violins\n", - "in half and choose to alternate with the left half for the first one and\n", - "the right half for the second." - ], - "id": "a65d1a27-4997-4ff6-9431-cc15f8c0367f" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:34.885256Z", - "iopub.status.busy": "2024-01-09T15:12:34.885033Z", - "iopub.status.idle": "2024-01-09T15:12:35.167539Z", - "shell.execute_reply": "2024-01-09T15:12:35.166743Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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nHoWGhroxDUypVauW4/G+ffsMJgG8GwUgAAAAAMDn9O3bV926dTvrXPPmzTV8\n+HAPJIIJ9i3AkrR3716DSQDvRgEIAAAAAPA5wcHBGjdunK6++urTznTq1EkLFixQuXLlPJgMnlS9\nenVZLBZJFIDAmVAAAgAAAAB8UlRUlMaOHatffvlFgwcPVrVq1RQVFaU6dero119/1eLFi1W1alXT\nMeFG4eHhSkhIkMQWYOBMQkwHAAAAAADgXLRs2VItW7bUm2++qfnz56tx48a67LLLTMeCh9SsWVP7\n9+/X/v37TUcBvBYrAAEAAAAAgM+qWbOmJFEAAmdAAQgAAAAAAHyWvQBMT09XQUGB4TSAd6IABAAA\nAAAAPqtGjRqOxwcOHDCYBPBeFIAAAAAAAMBn2VcAShSAwOlQAAIAAAAAAJ9VvXp1x2MKQODUKAAB\nAAAAAIDPKleunGJiYiRJBw8eNJwG8E4UgAAAAAAAwKfZVwGyAhA4NQpAAAAAAADg0+wXgVAAAqcW\nYjoAAABnY7VatWHDBhUUFKhixYpq2bKl6UgAAADwItWqVZPEFmDgdCgAAQBeq6CgQJ999pnGjh2r\n1NRUx8erVaumgQMH6v7771d0dLTBhAAAAPAG9i3AWVlZysnJUVRUlOFEgHdhCzAAwCvl5ubq1ltv\n1YsvvnhS+SdJ+/fv1+jRo3Xdddfp2LFjhhICAADAWyQkJDgeswoQ+DcKQACAV3rqqaf0+++/n3Fm\nzZo1euihhzyUCAAAAN7KvgVYkg4dOmQwCeCdKAABAF7nwIEDmjp1qlOzP/74o7Zv3+7mRAAAAPBm\nFIDAmVEAAgC8zjfffCOr1er0vLNlIQAAAPxTbGys49w/CkDg37gEBACcVFxcrE8//VQrVqwwHcXv\nrV27tlTzW7dudU8QAAAA+ASLxaKEhAQlJSVRAAKnQAEIAE6aOHGiZs+ebTpGQMjMzCzV/N69e90T\nBAAAAD7DXgCmpaWZjgJ4HQpAAHDCwoULHdtMw8PD1bt3bwUFcYqCu4wdO1ZZWVlOz1ssFjemAQAA\ngC+oWrWqJLYAA6dCAQgAZ7Ft2za99dZbkqQKFSpowoQJJx0yDNfbvXu3kpKSnJ6vVauWG9MAAADA\nFyQkJEiSDh8+LKvVquDgYMOJAO/B8hUAOIO0tDS98MILKiwsVGhoqF5//XXKPw84//zzSzXfvHlz\nNyUBAACAr7AXgMXFxTp8+LDhNIB3oQAEgNPIz8/XiBEjdOTIEUnS008/rZYtWxpOFRhuu+02hYeH\nOzVrsVjUv39/NycCAACAt7NvAZbEOYDAP1AAAsAp2Gw2vf3220pMTJQkDRw4UFdddZXhVIGjYsWK\neuCBB5yavfHGG1WnTh03JwIAAIC3owAETo8CEABOYfr06frtt98kSRdddJEefPBBs4EC0KhRo3TT\nTTedcaZr16564403PJQIAAAA3qxKlSqOxxSAwMkoAAHgH5YvX67x48dLkurWrauRI0dygLABISEh\nmjp1qiZMmKC2bdue9Fy9evX0+uuva8qUKYqMjDSUEAAAAN4kPDxc8fHxkigAgX+iAASAE6SmpmrU\nqFGy2WyKiYnRW2+9pZiYGNOxAlZQUJAGDRqklStX6tdff9V5552n888/X19++aVuv/12hYaGmo4I\nAAAAL2LfBpyenm44CeBdKAAB4H+ys7P14osvKicnR0FBQXrllVdUu3Zt07HwP9WqVVNUVJTCw8Nl\nsVhMxwEAAIAXsm8DZgUgcDIKQACQVFxcrNGjR2vPnj2SpAceeECdO3c2nAoAAABAabACEDg1CkAA\nkDR58mQtX75cktSzZ08NGjTIcCIAAAAApWVfAXjkyBEVFRUZTgN4DwpAAAFv6dKlmjx5siSpcePG\neu6559hiCgAAAPggewFos9mUkZFhOA3gPSgAAQS01NRUvf7665KkuLg4vf7664qIiDCcCgAAAEBZ\n2LcAS2wDBk5EAQggYOXm5uqll15yXPoxcuRI1ahRw3QsAAAAAGV0YgHICkDgbxSAAAKSzWbT22+/\nrZSUFEnS/fffr44dOxpOBQAAAOBcVK5c2fGYm4CBv1EAAghIs2bN0u+//y5JuuyyyzR48GDDiQAA\nAACcq4iICMXFxUliCzBwIgpAAAFn48aNGjNmjCSpdu3aev7557n0AwAAAPAT9m3AFIDA3ygAAQSU\nI0eO6JVXXlFxcbEiIiI0evRoxcTEmI4FAAAAwEXs24DZAgz8jQIQQMCwWq0aNWqUDh8+LEl6+umn\n1bBhQ8OpAAAAALiSfQUgl4AAf6MABBAwJk+erLVr10qSbrjhBvXp08dsIAAAAAAuV6VKFUklBaDV\najWcBvAOFIAAAsLq1as1depUSVLTpk31f//3f4YTAQAAAHAH+wrA4uJiHTlyxHAawDtQAALwexkZ\nGRo1apRsNptiYmL02muvKTw83HQsAAAAAG5gXwEocREIYEcBCMCv2c/9O3r0qCTpueeeU82aNQ2n\nAgAAAOAu9hWAEgUgYEcBCMCvffXVV1q/fr0k6aabblK3bt0MJwIAAADgTqwABP6NAhCA39qwYYMm\nT54sSWrSpImGDRtmNhAAAAAAt4uKilJMTIwkKS0tzXAawDtQAALwS8ePH9eoUaNUXFysqKgovfrq\nqwoLCzMdCwAAAIAH2FcBsgIQKEEBCMDv2Gw2vfPOO44v9o8//rhq165tOBUAAAAAT7GfA8gKQKAE\nBSAAvzN37lwtXrxYktSnTx9dddVVhhMBAAAA8CR7AcgKQKAEBSAAv7Jnzx598sknkqTq1avrv//9\nr+FEAAAAADzNXgBmZGTIarUaTgOYRwEIwG8UFRVp1KhRys/PV1BQkF5++WXH4b8AAAAAAoe9ALRa\nrcrMzDQbBvACFIAA/MbUqVOVmJgoSRoyZIguuOACw4kAAAAAmGAvACXOAQQkCkAAfmLr1q2aOnWq\nJKl58+YaMmSI4UQAAAAATKEABE5GAQjA5+Xl5en1119XcXGxIiIiNGLECIWEhJiOBQAAAMCQhIQE\nx2MKQIACEIAfGD9+vPbu3StJevjhh1WnTh3DiQAAAACYFBERobi4OEkUgIBEAQjAx61fv17ffvut\nJKl9+/bq16+f2UAAAAAAvIJ9FeChQ4cMJwHMowAE4LPy8vL09ttvS5Kio6P13HPPKSiIv9YAAAAA\n/F0AsgIQoAAE4MPGjRun/fv3S5KGDx9+0jkfAAAAAAIbKwCBv1EAAvBJmzZt0nfffSdJ6tChg665\n5hrDiQAAAAB4E3sBmJmZqfz8fMNpALMoAAH4nIKCAr399tuy2WyKiorSM888I4vFYjoWAAAAAC/C\nTcDA3ygAAficqVOnas+ePZKkBx54QNWqVTOcCAAAAIC3OfHnBLYBI9BRAALwKcnJyZoxY4Yk6YIL\nLtCNN95oOBEAAAAAb3TiCkAKQAQ6CkAAPqO4uFjvvfeeioqKFBISomeeeYZbfwEAAACcUoUKFRQW\nFiaJAhDgJ2cAPmPevHnavHmzJGnw4MGqX7++4UQAAAAAvFVQUJBjFeDBgwcNpwHMogAE4BOOHj2q\nsWPHSpJq1qypO++803AiAAAAAN7Ofg4gKwAR6EJMBwAAZ3zxxRc6fvy4JOmJJ55QeHi44UQAAADw\nBjabTcuWLdOXX36p3377TVlZWTpw4IC+//57XXHFFQoODjYdEQbZC0BWACLQUQAC8HpbtmzRzz//\nLEnq0aOHOnbsaDgRAAAAvMHx48d19913a8GCBSd9fO/everbt69atWql7777TrVq1TKUEKbZC8D0\n9HTHWeJAIGILMACvZrVa9dFHH0mSIiMjNXz4cMOJAAAA4A0KCws1cODAf5V/J1q7dq26d++uw4cP\nezAZvEmNGjUklVwomJaWZjgNYA4FIACvNn/+fCUmJkqShgwZoqpVqxpOBAAAAG8wa9YsLV68+Kxz\niYmJevPNNz2QCN6oevXqjscHDhwwmAQwiwIQgNfKzs7W+PHjJZVc/NG/f3+zgQAAAOA1xo0b5/Ts\nmDFjVFBQ4MY08FYUgEAJCkAAXuurr75SZmamJGn48OEKCwszGwgAAABeIT8/XytXrnR6/tChQ9q6\ndasbE8FbVaxY0XGBIBeBIJBRAALwSgcOHNC3334rSWrfvr0uvfRSs4EAAADgNfLy8kr9mpycHDck\ngbezWCyOVYCsAEQgowAE4JXGjRunwsJCWSwWDR8+XBaLxXQkAAAAeInY2FhFR0eX6jUnbgVFYLFf\nBEIBiEBGAQjA62zbtk2LFi2SJPXt21eNGjUynAgAAADeJCgoSNdff73T85deeqlq167txkTwZvby\nd//+/YaTAOZQAALwKjabTWPHjpUkhYeHa+jQoYYTAQAAwBvdddddCgpy7kfaYcOGuTcMvFrNmjUl\nSUePHlV2drbhNIAZFIAAvMrq1au1bt06SVL//v1VpUoVw4kAAADgjZo1a6Y33njjrHOPPfaYrrvu\nOg8kgreyF4AS24ARuCgAAXgNm82m8ePHS5Li4uI0ePBgs4HgNWw2m1JSUpSdna28vDzZbDbTkQAA\ngBcYOHCgJk2apObNm//rubp16+rTTz/V6NGjDSSDNzmxAGQbMAJViOkAAGC3ZMkSJSYmSpIGDRqk\nmJgYw4lgmtVq1dixY/XBBx9o/fr1jo/3799fQ4cO1R133KGwsDCDCQEAgGm9evVSz549tWrVKr39\n9tvasmWLGjRooF9++UXBwcGm48ELnHgBDAUgAhUrAAF4heLiYk2cOFGSVLFiRd18882GE8G0wsJC\n3XjjjbrnnntOKv8kKTU1Vc8884xuvvlmznEBAACyWCxq166d2rRpoypVqqhatWqUf3CIiIhwHC20\nb98+w2kAMygAAXiFxYsXKzk5WZJ0xx13KCIiwmwgGPef//xHs2bNOuPMn3/+qUcffdRDiQAAAOCr\n7NuAKQARqCgAARhXXFysyZMnS5IqV67MIc1Qenq6Pv74Y6dmZ86cqV27drk5EQAAAHxZrVq1JFEA\nInBRAAIwbvny5Y7Vf4MHD1Z4eLjZQDBu0qRJKigocGrWZrNpypQpbk4EAAAAX2YvANPT053+PhPw\nJxSAAIyy2WyaOnWqJKlChQq69tprzQaCV9i2bVup5nfu3OmmJAAAAPAH9gLQZrOxChABiQIQgFHr\n1q3T9u3bJZXc7MrZf5CkoKDSfXmyWCxuSgIAAAB/ULt2bcfjvXv3GkwCmEEBCMCo6dOnS5Kio6PV\nr18/w2ngLVq1alWq+fPPP989QQAAAOAX7CsAJc4BRGCiAARgTFJSklavXi1J6tevn2JiYgwngre4\n5ZZbFBsb69RsSEiI+vfv7+ZEAAAA8GURERGqWrWqJFYAIjBRAAIwZtasWZJKCpxbbrnFcBp4k9jY\nWD355JNOzd59992Ob+YAAACA06lTp44kac+ePYaTAJ5HAQjAiCNHjui3336TJPXq1UuVK1c2Gwhe\n54knntCwYcPOOHPTTTfpueee80wgAAAA+DT7NmBWACIQUQACMOLHH39UYWGhJOnWW281nAbeyGKx\n6O2339aCBQt03XXXKSQkxPFchw4dNHnyZH3wwQcnfRwAAAA4HfsKwCNHjig7O9twGsCz+Knpf9LS\n0rR06VKtX79eycnJOnz4sEJCQlS5cmW1atVKV199tRISEkr9vgcPHtTdd9991rn//ve/uuiii8oS\nHfA5RUVF+uGHHyRJrVu3VtOmTQ0ngjfr1q2bunXrpg0bNmjgwIEKCgrSm2++qSZNmpiOBgAAAB9i\nLwClkm3AfD+JQEIBqJLy76677pLNZnN8LCoqSgUFBUpNTVVqaqrmzZunYcOG6eKLLy7z5ylXrpyC\ngk696DIsLKzM7wv4miVLlujw4cOSSrZwAs4IDQ1ltR8AAADK7MQCMDU1lQIQAYWfpCQVFxdLktq0\naaNu3bqpVatWKleunKxWq7Zs2aLPPvtMycnJeuutt1SzZk3VrVu3TJ/nzTff5KB6QHKs/qtYsaIu\nu+wyw2kAAAAABIJq1aopLCxMBQUFXASCgMMZgJJiYmL09ttv64UXXtCll16qcuXKSZKCg4N1/vnn\n68UXX1RcXJyKioo0e/Zsw2kB37Z3716tW7dOknTNNdewogsAAACARwQHB6t27dqSSlYAAoGEAlBS\ndHS06tevf9rn4+Pj1bZtW0nSzp07PRUL8Evz5s2TVHLBw7XXXms2DAAAAICAYt/RRwGIQEMB6CT7\nqkCr1Wo4CeC7rFar5s+fL0lq3769qlevbjgRfM2JZ7UCAAAApWUvAPft28fP9wgo7L1z0saNGyWd\nfGhoaY0ePVr79u1Tfn6+4uLi1LhxY/Xo0UMXXnihq2ICXm3VqlU6cuSIJKlv376G08BXrF69Wh9+\n+KG+/vprHTt2TEFBQXrhhRc0bNgwdejQwXQ8AAAA+BB7AVhUVKT9+/erZs2aZgMBHsIKQCcsW7ZM\nO3bskCR17969zO+TmJgom82moKAgZWRkaOnSpXrppZc0atQoFRYWuiou4LUWLFggqeTcza5du5oN\nA69ns9n00ksvqW3btho7dqyOHTsmqeTipl9++UVXXXWVnn76acdFTgAAAMDZ1KtXz/GYbcAIJKwA\nPIu0tDR9+OGHkqQOHTo4zgJ0VlhYmK644gpdcsklqlevnqKioiRJKSkp+uabb7Rw4UItXrxY0dHR\nevDBB12eH/AW2dnZWrp0qSTp8ssvV3h4uOFE8HYfffSRnnvuuTPOfPbZZ4qLi9Pjjz/uoVQAAADw\nZXXq1JHFYpHNZtPu3bvVqVMn05EAj2AF4BlkZWXppZde0tGjR5WQkKCHH3641O8RHx+ve++9V82b\nN3eUf5JUu3ZtDR8+XNdcc40kaf78+VxDDr+2dOlSFRQUSJJ69+5tOA28XW5urp599lmnZt977z1l\nZGS4OREAAAD8QUREhOMs8pSUFMNpAM9hBeBp5Obm6sUXX1RycrIqVKigESNGKDY21uWf57bbbtNP\nP/2kgoIC/fXXX2c8f2DSpEmaMmXKaZ/v16+fBg8e7PKMgCssXrxYklS1alW1bt3acBp4uxkzZjjO\nizyb/Px8zZ49W48++qibUwEAAG9nsVhMR4APqF+/vvbu3au9e/cqPj7edBzAIygATyE/P18jRozQ\ntm3bFBcXp5deekkJCQlu+VwRERGqXbu2duzYoYMHD55xNjs7W4cOHTrt8zk5OQoODnZ1ROCcHT16\nVCtWrJBUco5mUBCLj3Fm9v9enLV69Wr+/gMAAIBT6tWrpz/++EO7d++WxWLh5xMEBArAf8jPz9dL\nL72kTZs2KSYmRiNGjFCtWrVMx5IkRUdHq0qVKqd9PioqimvM4ZUWLlzo+G/z8ssvN5wGvqCoqKhU\n84WFhfz9BwAAAKfUr19fkpSXl6e9e/c6tgQDvqIsix8oAE9QWFioV155RevXr1dUVJReeOGFk24I\ncoe8vDzHuQNVq1Y94+yAAQM0YMCA0z6fnp7u9JY5wJPmz58vqeS/8ebNmxtOA1/QoEGDUs1Xr16d\nv/8AAIBsNpvpCPAB9gJQktavX6/IyEiDaYDSq1SpUqlfwzrX/ykqKtJrr72mNWvWKCIiQs8995wa\nN258zu97ti9AU6dOVUFBgSwWiy688MJz/nyAt8nLy9Pq1aslSV26dGF5PZwyYMAAhYQ4/zuqW2+9\n1Y1pAAAA4E/q1avnOC9y9+7dhtMAnsFP4pKsVqveeOMN/fXXXwoLC9MzzzyjZs2aOf36u+66S337\n9tU777zzr+eeeuopTZ8+Xbt27Tppe1pKSoreffddzZo1S1LJtsgzXQAC+KpVq1apsLBQktS1a1ez\nYeAzqlWrpttvv92p2T59+rjkFzYAAAAIDJGRkY5tvxSACBRsAZa0ZcsWLVmyRFLJir033njjjPNf\nfvml0++dlpamSZMmadKkSQoODlZUVJQKCgqUn5/vmOnSpYuGDh1atvCAl1u+fLmkkjMs27RpYzgN\nfMl7772npKQk/frrr6edadWqld5//30PpgIAAIA/sN8EnJycbDoK4BEUgDp5m25hYaEyMzNd9t63\n33671q1bp8TERB05ckTHjx9XcHCwqlWrpqZNm6p79+664IILXPb5AG9is9m0cuVKSVKnTp1KtaUT\niIyM1E8//aR33nlHH3300Um/na1YsaLuvPNOPfDAA4qOjjaYEgAAAL6oYcOG+uOPP5Samiqr1Vqm\nSxUAX8JP45JatGih7777rsyvHzNmzGmfu/jii3XxxReX+b0BX7Zr1y4dPnxYknTRRRcZTgNfFBYW\npscff1yPPvqoZs2apSeffFLBwcH69NNPuVAGAAAAZWa/dK6goED79+/nSC74Pc4ABOA2q1atcjzu\n2LGjwSTwdcHBwTr//PMVFxenmJgYVpMCAADgnNgLQElsA0ZAoAAE4DZr1qyRVPLFtXLlyobTAAAA\nAECJunXrOrb97tq1y3AawP0oAAG4RUFBgTZt2iRJat++veE0AAAAAPC30NBQ1alTRxI3ASMwUAAC\ncIvt27c7brtu166d4TQAAAAAcDL7NmBWACIQUAACcIv169dLkiwWi9q0aWM4DQAAAACcrGHDhpKk\n/fv3OxYvAP6KAhCAW2zcuFGS1KhRI8XGxhpOAwAAAAAnsxeAxcXFbAOG36MABOByVqtVW7dulSS1\nbNnScBoAAAAA+LdGjRo5HnMTMPwdBSAAl0tJSVFOTo4kCkAAAAAA3qlatWqKjo6WxDmA8H8hpgMA\n8D/21X+S1KJFC4NJAAAAEAh27typiRMnas6cOcrIyNDRo0f1119/6cILLzQdDV7MYrGoYcOGWrdu\nHQUg/B4rAAG43LZt2yRJ8fHxql69uuE0AAAA8Ff5+fl6+OGH1bFjR3344YfavXu3srKytGPHDrVv\n3149e/bU4cOHTceEF7NvA05KSpLNZjOcBnAfCkAALpeYmChJatasmSwWi+E0AAAA8EfFxcUaOnSo\npk6detqZ+fPnq2fPnsrOzvZgMvgS+0Ugx44doyyGX6MABOBSBQUFjgN0mzVrZjYMAAAA/NaPP/6o\nH3744axzq1at0rvvvuuBRPBFJ14EwjZg+DMKQAAutXv3blmtVklSkyZNDKeBv8jJydFvv/2mjIwM\nZWZm8lt8AACgsWPHOj37ySefOL5HBU50YgGYlJRkMAngXhSAAFzqxN+aNW7c2GAS+IPjx4/rscce\nU40aNXTfffcpOTlZO3fu1LXXXqvHH3+cbRoAAASogoIC/fnnn07Pp6amnnRRHWAXFRWlmjVrSmIF\nIPwbBSAAl7J/0YyOjla1atUMp4Evy8zMVNeuXfXmm28qMzPzpOdyc3M1btw4XXHFFTp48KCZgAAA\nwJjc3NxSX9hw/PhxN6WBr7OvAty5c6fhJID7UAACcCn7+X8NGjTgAhCck6FDh2r16tVnnNm5c6fu\nu+8+DyUCAADeIiYmRuHh4aV6TZUqVdyUBr7OvnNpz549KigoMJwGcA8KQAAulZKSIqmkAATKKjk5\nWTNmzHBq9o8//tD69evdnAgAAHiT4OBgXXXVVU7Pt23bVvXr13djIvgy+wrA4uJi7d6923AawD0o\nAAG4THZ2tjIyMiRJdevWNRsGPm3y5Mml2tYzbdo0N6YBAADe6K677nJ69uGHH3ZjEvi6E88u5yIQ\n+CsKQAAus2fPHsdjCkCcC/tKUmft3bvXTUkAAIC3ateunZ588smzzg0aNEgDBw70QCL4qmrVqikm\nJkYSBSD8FwUgAJc5sYSpU6eOwSTwdREREaWaL+0ZQAAAwD/83//9n9566y1VrVr1X8/FxcXphRde\n0Lhx4zibGmdksVgc24ApAOGvKAABuIy9AAwJCeEGYJyTiy66qFTzF154oZuSAAAAbzdw4ECtWbNG\n48ePV+fOnZWQkKCOHTtq7969ev755xUUxI+9ODv7NuCkpKRS3zAN+AL+JgTgMvv375ckVa9eXcHB\nwYbTwJdde+21p/xN/qlERUXppptucnMiAADgzUJDQ3XllVfq0ksvVY0aNVSvXj1FR0ebjgUfYl8B\nmJ2drYMHDxpOA7geBSAAlzlw4IAkqUaNGoaTwNeFhYXpzTffdGr2qaeeUrly5dycCAAAAP6sadOm\njse7du0ymARwDwpAAC5j/00ZBSBc4bbbbtPHH3+skJCQUz5vsVj01FNP6Z577vFwMgAAAPibevXq\nOXYx7dy503AawPUoAAG4REFBgTIyMiSJ8//gMvfee68SExP15JNPql69egoJCVF4eLhuuukmLVmy\nRMOHD+dQbwAAAJyz8PBw1a1bVxIXgcA/UQACcIn09HTHY2fPbgOcUbduXb3yyiv68ccf1bJlS51/\n/vl6+OGH1bBhQ9PRAAAA4EfsF4GwAhD+iAIQgEukpaU5HickJBhMAgAAAAClZy8ADx48qKysLMNp\nANeiAATgEqwABAAAAODL7AWgxEUg8D8UgABc4vDhw47HlSpVMpgEAAAAAEqvSZMmjsdsA4a/oQAE\n4BL2C0DKly+v0NBQw2kAAAAAoHTKly+vKlWqSOIiEPgfCkAALnHkyBFJrP4DAAAA4LsaNWokiRWA\n8D8UgABcwr4FuGLFioaTAAAAAEDZ2M8BTElJUVFRkeE0gOtQAAJwiczMTElShQoVzAYBAAAAgDKy\nnwNYWFio1NRUw2kA16EABOAS9gKQFYAAAAAAfNWJNwGzDRj+JMR0AAC+z2q16vjx45JKDs4FAAAA\nPCkpKUkTJ07UnDlzlJGRoaNHj2rVqlVq27at6WjwMTVr1lRkZKRyc3O1a9cu03EAl2EFIIBzZi//\nJApAAAAAeE5+fr6GDRumDh066IMPPlBycrKOHz+uHTt2qF27durdu7fjsjrAGUFBQWrYsKEkbgKG\nf6EABHDOjh496nhMAQgAAABPKC4u1r333qvJkyefdmbevHnq2bOncnJyPJgMvs6+DTgpKUk2m81w\nGsA1KAABnDNWAAIAAMDTfvrpJ82ZM+escytXrtS7777rgUTwF40aNZJUstDh8OHDhtMArkEBCOCc\nnVgAlitXzmASAAAABIqxY8c6PfvJJ5/IarW6MQ38yYkXgbANGP6CAhDAOTuxAIyLizOYBAAAAIGg\noKBAf/zxh9PzKSkp2rp1qxsTwZ80bNhQFotFEgUg/AcFIIBzdmIBGBsbazAJAAAAAkFubm6pz2Y7\n8XtW4EyioqJUs2ZNSRSA8B8UgADOWVZWliQpIiJCYWFhhtMAAADA38XExCg8PLxUr6lSpYqb0sAf\n2c8B3LVrl+EkgGtQAAI4Z/YCkNV/cJc1a9bovffeU0pKivbu3auNGzdyIxsAAAEsODhYV155pdPz\nbdq0Ub169dyYCP7Gfg7gnj17VFBQYDgNcO4oAAGcMwpAuEtiYqI6deqkNm3a6OOPP1ZaWpoOHDig\ne++9V127dtWGDRtMRwQAAIa0bdvW6dlmzZo5znQDnNGwYUNJUnFxsXbv3m04DXDuKAABnLPs7GxJ\nFIBwre3bt6tdu3ZatmzZKZ/fvHmz+vTpo3Xr1nk4GQAA8AaluQRk5cqV7B5Aqdi3AEtsA4Z/oAAE\ncM7sKwBjYmIMJ4E/ufbaa3Xs2LEzzuTn56t///4qLi72UCoAAOANioqK9Msvvzg9v3XrVm3fvt2N\nieBvqlWrpujoaEkUgPAPFIAAzllOTo4kVgDCdZYvX64tW7Y4NXvo0CHNnTvXzYkAAIA3ycrKUlFR\nUalec+TIETelgT8KCgpSgwYNJFEAwj9QAAI4Z5wBCFd78803SzX/ySefuCkJAADwRjExMQoJCSnV\na+Lj492UBv7Kvg04OTnZbBDABSgAAZwz+xmAbAGGqzi7+s+Og5kBAAgsISEh6tGjh9PzTZo0cdzq\nCjjLfhFIZmYmK0jh8ygAAZwTq9Wq3NxcSawAhOsEBZXuy1Np5wEAgO8bMmSI07MPPvggtwCj1OwF\noMQ2YPg+fmICcE7s5/9JrACE67Rq1apU8yd+cwYAAAJDly5ddMcdd5x1rmfPnho6dKgHEsHfnPg9\nJjtO4OsoAAGcE/v5fxIrAOE6TzzxRKnmH3nkETclAQAA3spisei1117TY489psjIyH89HxwcrCFD\nhmj27NkKDQ01kBC+LjY2VlWrVpXECkD4PgpAAOeEAhDucN5556ljx45OzdarV08XXXSRmxMBAABv\nFBQUpP/+979av369Ro4cqRYtWqhChQq64IILlJycrDFjxigiIsJ0TPgw+03ArACEr6MABHBOTiwA\n2QIMV5o5c6aqV69+xpm4uDhNmzaNM30AAAhw5cuX1z333KMrr7xS9erVU/PmzVWzZk3TseAH7AVg\nSkqKiouLDacByo4CEMA5ObEALFeunMEk8DfVqlXT6tWrdfPNN//rkg+LxaJevXpp4cKFqlevnqGE\nAAAA8Hf169eXJOXm5urQoUOG0wBlRwEI4JxQAMKdqlatqq+++kp79uzRiy++qBo1aqh27dqaMWOG\nJk2apFq1apmOCAAAvEBqaqpeffVVzZgxQ4mJiVq1apU2btxoOhb8gL0AlNgGDN9GAQjgnBw/ftzx\nmC3AcJdq1arppptuUkJCgipXrqyEhATTkQAAgBcoLCzU448/rnbt2umtt97Szp07dezYMW3fvl0t\nWrTQNddco6NHj5qOCR92YgGYkpJiMAlwbigAAZwTewEYExOjkJAQw2kAAAAQKGw2mx588EGNGzfu\ntGezfffdd+rdu7dyc3M9nA7+IjIy0nEuNSsA4csoAAGck2PHjkkquYwBAAAA8JR58+Zp5syZZ51b\ntmyZ3n//fQ8kgr+yrwKkAIQvowAEcE7sKwDLly9vNggAAAACyhdffOH07Mcffyyr1erGNPBn9kvn\nUlNTZbPZDKcByoYCEMA5yczMlMQKQAAAAHhOQUGBfv/9d6fnk5OTtW3bNjcmgj+zF4B5eXlKS0sz\nnAYoGwpAAOfEfqhyhQoVDCcBAABAoMjJyTntuX+nYz+6BigtewEocREIfBcFIIBzYi8A4+PjDScB\nAABAoIiJiVFYWFipXlOpUiU3pYG/q1u3ruPxnj17zAUBzgEFIIAyKygoUFZWliRWAAIAAMBzQkJC\ndMUVVzg936pVKzVo0MCNieDPYmNjVbFiRUmsAITvogAEUGb28/8kOb4gAgAAAJ5w1113OT374IMP\nymKxuDEN/F2dOnUksQIQvosCEECZHT582PGYLRUAAADwpA4dOuj//u//zjp3880364477vBAIvgz\n+zbg1NRUs0GAMqIABFBmGRkZjseVK1c2mAQAAACB6IknntCrr756yuNooqOj9cQTT2jSpEkKCuJH\nX5yb2rVrS5KOHDminJwcw2mA0uNvQQBllp6e7nhMAQgAAABPs1gsuuuuu7Ru3Tp98skn6tChg6pU\nqaILL7xQe/fu1auvvqqQkBDTMeEHTrwIZO/eveaCAGXE34QAysxeAEZHRysmJsZwGgAAAASqiIgI\n3XDDDUpOTlZRUZEaNmyouLg407HgR+wrAKWScwAbNWpkMA1QeqwABFBmhw4dkiRVrVrVcBIAAAAA\ncJ/q1asrODhYkrRv3z7DaYDSowAEUGYHDx6UJCUkJBhOAgAAAADuExISourVq0tiCzB8EwUggDKz\nF4A1atQwnAQAAAAA3KtWrVqSWAEI30QBCKBM8vLydOTIEUkUgAAAAAD8X82aNSVJ+/fvN5wEKD0K\nQABlcuJvvexfCAEAAADAX9l/7jl69Kiys7MNpwFKhwIQQJmceO7FiTdiAQAAAIA/OnHhw4EDBwwm\nAUqPAhBAmezZs0eSFBQUxApAAAAAAH7vxKOP2AYMX0MBCKBMUlJSJEnVq1dXWFiY4TQAAAAA4F4n\nFoD2CxEBX0EBCKBM7AVgvXr1DCcBAAAAAPeLiIhQhQoVJFEAwvdQAAIoNavV6igAGzZsaDgNAAAA\nAHhG9erVJXEGIHwPBSCAUtuzZ48KCwslUQACAAAACBzVqlWTJB06dMhwEqB0KAABlNrOnTsdj5s0\naWIwCQAAAAB4zokFoM1mM5wGcB4FIIBS27FjhyQpMjJStWrVMpwGAAAAADwjISFBkpSTk6OsrCzD\naQDnUQACKLXt27dLkpo2barg4GDDaQAAAADAM6pWrep4nJaWZjAJUDoUgABKpaioSImJiZKkZs2a\nGU4DAAAAAJ5jXwEoSenp6QaTAKVDAQigVHbt2qX8/HxJUosWLQynAQAAAADPOXEFIAUgfAkFIIBS\n2bRpk+PxBRdcYDAJAAAAAHhWXFycwsLCJFEAwrdQAAIolY0bN0qSatSooSpVqhhOAwAAAACeY7FY\nVLlyZUkUgPAtFIAAnFZcXKwNGzZIktq0aWM4DQAAAAB4XqVKlSRJhw8fNpwEcB4FIACnJScn6+jR\no5Kktm3bGk4DAAAAAJ5nXwFIAQhfQgEIwGlr1qxxPG7fvr3BJAAAAABgRsWKFSVJR44cMZwEcB4F\nIACnrVy5UpJUv359zv8DAAAAEJDsBeDRo0dltVoNpwGcQwEIwCm5ubmOC0A6depkOA0AAAAAmFGh\nQgVJJWekHzt2zHAawDkUgACcsmbNGhUWFkqSLrroIsNpAAAAAMAM+wpAScrMzDQXBCgFCkAATlm6\ndKkkKSYmhhuAAQAAAASs8uXLOx7bL0kEvB0FIICzKioq0rJlyyRJF198sUJCQgwnAgAAAAAz4uPj\nHY8pAOErKAABnNX69et1/PhxSVLXrl3NhgEAAAAAg05cAcgZgPAVbl3G89dff2nevHnavHmzDh8+\nrMLCQi1YsOCkmfT0dBUUFCgiIsJxkCYA77Jo0SJJUkREBOf/AQAAAAho0dHRCg4OltVqpQCEz3BL\nAbhjxw7deeedWrx4seNjNptNFovlX7Ovvvqq3nnnHVWuXFl79+5VcHCwOyIBKKOCggLHn+VLL71U\nkZGRhhMBAAAAgDkWi0XlypXTkSNHlJWVZToO4BSXbwFevXq12rVrp8WLF8tmszn+OZ377rtPNptN\naWlp+vnnn10dB8A5WrFiheOLWu/evQ2nAQAAAADzYmNjJclxVBLg7VxaAObm5uraa6/VsWPHFBwc\nrKeeekrbtm3T9OnTT/uahg0bqlWrVpKk+fPnuzIOABf45ZdfJJWcc9G5c2fDaQAAAADAvHLlykkS\nKwDhM1xaAH7++efas2ePLBaLpk2bppdfflmNGjVSaGjoGV93ySWXyGazaeXKla6MA+AcHT58WCtW\nrJAk9enTh9t/AQAAAEB/rwDMzs42nARwjksLwNmzZ8tisahPnz667rrrnH7deeedJ6nk7EAA3mP+\n/PkqLi6WJPXt29dwGgAAAADwDtHR0ZKknJwcw0kA57i0ANy0aZMk6corryzV6+y3/2ZmZroyDoBz\nUFxcrJ9++kmS1Lx5czVq1MhwIgAAAADwDhSA8DUuLQCPHDkiSapSpUqpXnemS0IAmLFy5UodOHBA\nknT99dcbTgMAAAAA3iMqKkpSyV0IgC9waQEYFxcnSTp27FipXrdnzx5JUsWKFV0ZB8A5mD17tqSS\nw2179eplOA0AAAAAeA8KQPgalxaAdevWlSStWrWqVK9bsGCBJKlZs2aujAOgjFJSUhx/jq+99lpF\nREQYTgQAAAAA3iMyMlKSlJ+fz65G+ASXFoDdu3eXzWbTtGnTnF4FuHbtWs2bN08Wi0U9evRwZRwA\nZTRz5kxJUnBwsG666SbDaQAAAADAu5y4SCI/P99gEsA5Li0A7777boWEhOjw4cMaPHiwioqKzjif\nlJSkfv36yWazKSoqSnfeeacr4wAog4yMDMeq3B49eighIcFwIgAAAADwLuHh4Y7HBQUFBpMAznFp\nAVi/fn099thjstls+u6779SqVSuNGTNGSUlJjpnNmzdr7ty5euSRR9SyZUslJSXJYrHo+eef5wxA\nwAvMmjVLhYWFkqSBAwcaTgMAAAAA3icsLMzxmAIQviDE1W84cuRIpaamavLkydqyZYuGDh0qSbJY\nLJKkFi1aOGbt++TvvPNOPfbYY66OAqCUjh07ph9++EGS1LlzZzVt2tRwIgAAAADwPieuALQvoAC8\nmUtXAEolRd/EiRP18ccfKyEhQTab7bT/VK5cWR9++KE+//xzV8cAUAYzZ8503GLFlnwAAAAAOLWQ\nkL/XU53t+DPAG7h8BaDd0KFDdccdd+jnn3/W77//ruTkZGVmZiomJkY1a9ZUly5d1KdPH8fV2QDM\nOnbsmGbPni1JuvDCC9WqVSuzgQAAAADAS1EAwte4rQCUSvbEX3XVVbrqqqvc+WkAuMD06dMdq//s\nW/cBb1FYWKhVq1YpMzNTwcHB3LQGAAAAoygA4WtcvgUYgO9JT0/Xd999J0nq1KkTq//gNfLy8jRi\nxAjVqVNHAwYM0M6dO7V9+3Zdf/31GjFihI4fP246IgAAAAJQUNDfdUpxcbHBJIBz3LoCEIBvmDRp\nkuPmqvvvv99wGqBEdna2+vTpoz/++ONfzx09elTvv/++fv31V82aNUvx8fEGEgIAACBQnVgA2i84\nBbwZKwCBAJecnKyff/5ZknT55ZfrvPPOM5wIKPHAAw+csvw70aZNm/TAAw94KBEAAABQwmKxOB5T\nAMIXuHQFYP369c/p9RaLRTt37nRRGgBnY7PZ9Pnnn6u4uFihoaEUKfAae/fu1aRJk5yanT9/vrZs\n2UJ5DQAAAI85sQAEfIFLC8Dk5GRZLJaztt/2Pyj/nOMPEOBZK1as0KpVqyRJN998s2rWrGk4EVBi\n0qRJslqtTs9/9dVXevHFF92YCAAAAPgbq/7ga1xaANauXfusJZ7VatXhw4eVk5MjqaT0q169+kk3\n6ABwv4KCAn322WeSpPLly+uuu+4ynAj4265du0o1v3v3bjclAQAAAP7txIs/TjwPEPBWLl8B6Ky1\na9fqzTff1OTJk9WoUSPNnDlT5cuXd2UcAGcwc+ZM7d27V1LJWWsxMTGGEwF/Cw0NLdV8WFiYm5IA\nAAAA/0YBCF9j7L/SVq1aaeLEiXrrrbf022+/6frrr2cJLeAhBw8e1NSpUyVJzZo1U9++fQ0nAk7W\noUOHUs23adPGTUkAAACAfzvxuJrg4GCDSQDnGK+phw0bpo4dO2rRokWaMGGC6TiA37PZbProo4+U\nn58vi8Wixx9/nC9Y8Dr9+vVTxYoVnZqNiIjQzTff7OZEAAAAwN8KCwsdj/l5Cr7AeAEoSTfeeKNs\nNhsFIOABixcv1vLlyyVJN9xwg84//3zDiYB/i4iI0CuvvOLU7PDhwxUfH+/mRAAAAMDfTiwAS3t8\nDWCCVxSAtWrVkiRt3rzZcBLAv2VlZemjjz6SJFWsWFEPPPCA4UTA6d1zzz0aNWrUGS+XeuihhzR8\n+HAPpgIAAAAoAOF7vKIAPHLkiCTp2LFjhpMA/u2LL77Q4cOHJUn/+c9/FBsbazgRcGaPP/64NmzY\noJtvvllRUVGSSg5Z7ty5s37++Wc999xzZ719HgAABIa8vDylp6crNzf3pHIGcIf8/HzHYy6kgy/w\nigJwxowZkqSqVasaTgL4r9WrV+unn36SJHXt2lXdu3c3nAg4ux07duj+++/XtGnTlJOTI6nkxrUl\nS5bo8ccf18aNGw0nBAAApqWmpuqpp55Ss2bNNGbMGG3evFkzZ87UoEGDtH79etPx4Kfy8vIcj8PD\nww0mAZxjtADMysrSQw89pF9++UUWi0VdunQxGQfwW9nZ2XrnnXckSbGxsXriiSdYNQWvl5iYqM6d\nO+v3338/5fNr167V1VdfzTf2AAAEsNWrV6t79+76/PPPdfz4ccfHi4uLNXHiRF144YWaOXOmwYTw\nVycWgKwAhC8IceWb3XnnnU7NFRQUaO/evVqxYoXjD01wcLAee+wxV8YB8D+fffaZDh06JEl69NFH\nValSJcOJgLO7/fbblZaWdsaZrKwsDR06VIsXL1ZQkFcsagcAAB5y6NAh9e/f33Gk1KkUFBTo1ltv\n1bJly9S6dWsPpoO/y83NlVSy+o/vQ+ELXFoAjh8/vlSrimw2m6SS2x4///xztWjRwpVxAEhavny5\n5s2bJ0m65JJLdOWVVxpOBJzdqlWrtGTJEqdmd+zYod9++03dunVzcyoAAOBNxo8fr4yMjLPOFRQU\naPTo0Zo6daoHUiFQ2I+nsZ9TDXg7l9fUNpvN6X/q16+vBx54QOvXr9dtt93m6ihAwMvMzHRs/Y2L\ni9PTTz/N1l/4hG+++aZU899//72bkgAAAG9ks9k0adIkp+e/+eYbx2V4gCtkZWVJogCE73DpCsBd\nu3Y5NRceHq7y5csrIiLClZ8ewAlsNpvefvttx5aIp59+mq2/8Bnp6emlmj/T1h8AAOB/srOztX//\nfqfnCwsLlZSUpAoVKrgxFQIJBSB8jUsLwDp16rjy7QCcgx9//FHLly+XJF199dVsj4RPKVeuXKnm\no6Oj3ZQEAAD4C3bCwJXsl87ExMQYTgI4h5MqAT+UnJysTz/9VJJUs2ZNLtiBz7niiitKNd+jRw83\nJQEAAN4oOjpadevWdXo+IiJCDRs2dF8gBJxjx45JkmJjYw0nAZzj0hWAMMtisXD7EJSXl6fXXntN\nBQUFCg4O1ssvv8zqKPicyy67TOedd562bNly1tmEhAT17dtXwcHBHkgGAAC8xaBBgzRixAinZm+5\n5RbFxcW5ORECydGjRyWV7Fzh+1D4AgpAPxIZGcn5A9DIkSOVnJwsSbr//vt1/vnnmw0ElIHFYtEX\nX3yhbt26KS8v77RzwcHBGjt2rKpWrerBdAAAwBs88sgjGjt2rPbs2XPGuejoaP33v//1UCoEiszM\nTElS1apVFR8fbzYM4IQyFYBffvmlq3M4DBo0yG3v7e9yc3OVn59vOgYM+vXXXzVr1ixJUqdOnTRw\n4EDDiYCy69Spk+bPn6/+/fsrNTX1X89XqlRJH374oTp27MglIAAABCCLxaLp06frhhtuOO2FILGx\nsZo1a5aaNm3q4XTwZyf+7B0eHs73ovC4spTOFpvNZivti4KCgtxygKrFYlFRUZHL3zdQlPbWTPiX\n1NRUPfTQQ8rLy1OlSpU0ZcoUbjmDXygsLNT333+v8ePHa9GiRQoODtZDDz2ke+65R+Hh4abjAQAA\nwzIyMvTCCy/o22+/dewcsFgsuuqqq/Tmm2+qUaNGhhPC3+zdu1fXXHONJOm///2vLrvsMsOJEGgq\nVapU6teUeQtwGXpDAG6Sl5enkSNHKi8vT0FBQRo5ciTlH/xGaGiorr/+ejVr1kwDBgyQJPXs2ZPy\nDwAA6OjRo7rnnnv0+++/n/Rxm82m77//XklJSZozZ06pLgwBzubw4cOOx2z/ha8oUwE4btw4V+cA\nUEY2m03vvffeSef+tW3b1mwoAAAAwM0KCwvVv39/rVix4rQzmzZtUvfu3bVixQpVrFjRg+ngzzIy\nMhyPWXgBX1GmAnDw4MGuzgGgjObMmaNff/1VknTJJZdwjiYAAAACwtdff33G8s8uKSlJb7zxhl59\n9VUPpEIgSEtLczymAISvCDIdAEDZbd68WZ9++qkkqUaNGnrxxRcVFMQfawAAAPi/8ePHOz07ZswY\nLkyEyxw6dEhSyQUg0dHRhtMAzqEpAHzU4cOHNXLkSBUVFSk8PFyjR49WuXLlTMcCAAAA3C4vL0+r\nV692ej49PV3btm1zYyIEkoMHD0oquYjBHRekAu5AAQj4oMLCQo0cOdJx9sSTTz6pJk2aGE4FAAAA\neEZZVvPl5ua6IQkCkb0ArFy5suEkgPMoAAEf9Omnn2rTpk2SpJtuuklXXXWV4UQAAACA58TGxiom\nJqZUr6lRo4ab0iDQHDhwQBIFIHyL2wrAJUuWaOjQoWrZsqUqVqyo0NBQBQcHn/GfkJAy3UkCBJSf\nfvpJc+bMkSS1adNG//d//2c4EQAAAOBZQUFBuuGGG5ye79q1q2rWrOnGRAgUVqvVUQBWrVrVcBrA\neS5v3HJycnTnnXdqxowZkiSbzebqTwEErM2bN+vDDz+UVPLF5rXXXqM4BwAAQEC66667NGnSJFmt\n1rPODh8+3AOJEAjS0tIc/80lJCQYTgM4z+UrAG+77TbNmDFDNptNUVFR6tixoyTJYrGoefPmateu\nnSpVquSYt1gsateunbp06aJLL73U1XEAv5GWlqaXXnrJcenHG2+8wZXzAAAACFhNmzbVO++8c9ZL\nGJ5++mn17dvXQ6ng7/bs2eN4TAEIX+LSAvCXX37R7NmzJUnXXnut9u3bpyVLljieHzlypFasWKFD\nhw5p+fLl6t27t2w2m/Lz8zV+/HgtXLjQlXEAv5GXl6cXX3xRR44ckSQ9++yzOu+88wynAgAAAMy6\n5ZZb9NVXX6l169b/eq5Ro0YaP368Xn75ZQPJ4K9OLACrVatmMAlQOi4tAL/88ktJJX8IpkyZotjY\n2NPOXnjhhfrxxx/1yCOPaMOGDbr22mtVUFDgyjiAX7DZbHr77be1Y8cOSdLgwYPVu3dvw6kAAAAA\n79CtWzf9/PPP+uWXX9SnTx/Vrl1b3bt319atWzV48GDT8eBnUlNTJUnh4eHsyIJPcWkBuGzZMlks\nFt18882KiIj41/OnOg/wzTffVNOmTbV+/XqNHTvWlXEAvzBlyhQtWrRIknTJJZfo/vvvN5wIAAAA\n8D4tW7ZUy5YtVblyZVWpUkVBQW678xIBLCUlRVLJrdJn234OeBOX/o1ovwnnggsuOOnj9j8U+fn5\n/w4QFKQBAwbIZrNp+vTprowD+Lw///xTEydOlCTVr19fL730koKDgw2nAgAAAIDAtHv3bkklBSDg\nS1xaAObl5UmSypUrd9LHo6OjJclxftk/NWzYUJK0bds2V8YBfFpiYqJef/11SVJcXJzeeustxcTE\nGE4FAAAAAIGpqKjIsQKwVq1ahtMApePSArB8+fKSpJycnJM+XrFiRUlynGH2T/ZiMCMjw5VxAJ+V\nkZGhF198Ufn5+QoODtaoUaNUs2ZN07EAAAAAIGDt2bNHRUVFkigA4XtcWgA2atRI0t9LYu3OP/98\n2Ww2/fLLL6d8nf18s3+uHAQCUX5+vkaMGKH09HRJ0hNPPKF27doZTgUAAAAAgW3Xrl2Ox3Xq1DGY\nBCg9lxaA7dq1k81m05o1a076uP3G0vXr1+vTTz896bmZM2dq2rRpslgslBwIeDabTW+99ZZjO/yt\nt96q6667znAqAAAAAIB9V2NQUBA7tOBzXFoAdu/eXZL066+/ymq1Oj5+2223ObYB33///Wrfvr36\n9++v9u3b68Ybb3TcDnzPPfe4Mg7gcyZNmuRYEXvRRRdp2LBhZgMBAAAAACT9XQDWrFlTYWFhhtMA\npePSArBXr16qW7euwsLCTtruW758eY0ZM0bBwcGy2WxatWqVpk2bplWrVjnKvzvvvFPXXnutK+MA\nPmXRokWaPHmypJIbf0eOHMmNvwAAAADgJRITEyVJ9erVM5wEKD2XFoDh4eFKSkrS/v371atXr5Oe\nu+aaa7Ro0SJ1797dUQTabDY1btxYH330kT7//HNXRgF8ytatW/XGG29IkuLj4/XOO+9w4y8AAAAA\neImcnBylpqZKogCEbwrx5Cfr1KmT5s+fr6KiIqWnpys6OlqxsbGejAB4nUOHDunFF19UYWGhQkND\n9cYbb6h69eqmYwEAAAAA/icxMdGxg7FBgwaG0wCl59ICsKioSCEhZ3/LkJAQJSQkuPJTAz4pNzdX\nL7zwgo4cOSJJeuaZZ9SyZUvDqQAAAAAAJ9qyZYvjccOGDQ0mAcrGpVuAq1WrpoceekgrVqxw5dsC\nfqm4uFijR49WUlKSJOmOO+7QlVdeaTgVAAAAAOCftm7dKkmqVKmS4uPjDacBSs+lBWBGRoY++ugj\nderUSeedd55effVVxx55ACcbP368li5dKkm67LLLdN999xlOBAAAAAA4lc2bN0uSGjVqZDgJUDYu\nLQArVKjguNxj+/bteuaZZ1SvXj1169ZNEyZMUHZ2tis/HeCzfvnlF02fPl2S1KRJE40YMUJBQS79\n4wgAAAAAcIHs7Gzt2rVLktS4cWPDaYCycWnjsH//fs2aNUvXXXedQkNDZbPZVFxcrEWLFunOO+9U\nQkKCBg0apPnz5zsOzwQCzebNm/Xuu+9KKlk+/tZbbykyMtJwKgAAAADAqWzevNnRYTRp0sRwGqBs\nXFoAhoaG6pprrtE333yj/fv3O7YD21cFZmdna/Lkyerdu7dq1aqlJ554Qps2bXJlBMCrHTp0SCNG\njFBhYaHCw8P1xhtvqGrVqqZjAQAAAABOY/369ZIki8VCAQif5bY9h/Hx8br33nu1ePFiJSYm6rnn\nnlP9+vUdZeC+ffv0+uuv64ILLlDbtm313nvvKS0tzV1xAOPy8vL0wgsvKDMzU5L07LPP6vzzzzcb\nCgAAAPADNptNq1ev1tq1a5WWlqYDBw6ouLjYdCz4iQ0bNkiSateurejoaMNpgLLxyKFjDRo00Asv\nvKAdO3bozz//1D333KPy5cs7ysA1a9Zo+PDhqlWrlifiAB5XXFysN954w3Hj75133qnevXsbTgUA\nAAD4vp9//lndunVTr169NHfuXKWkpGjhwoVq1KiRxowZw/FTOCfFxcWOFYDNmjUznAYoO4/fOtC5\nc2d98sknOnDggL7++mv17dtXISEhstlsKiws9HQcwCOmTp2qP//8U5LUpUsX3XvvvYYTAb7DZrNp\n2bJlev3115WcnKzU1FStXr2ab+YBAIAmTZqkAQMGaOPGjf96LikpSXfffbeefPJJA8ngL3bt2qVj\nx45Jkpo3b244DVB2xq4dLSws1LFjx3T06FFZrVZTMQC3W7p0qSZOnCipZDUsN/4Cztu8ebPat2+v\nTp06aezYscrIyNChQ4f08MMP65JLLtHq1atNRwQAAIZs2bJFjz322Fl/KThq1CjNnj3bQ6ngb9as\nWeN4zBFO8GUebSFsNpvmzZun2267TVWrVtWQIUP0+++/O/7CjoqK8mQcwO2Sk5M1evRoSVJcXJze\nfPNNzowAnLR582ZdfPHFWrly5Smf37Ztm6677rrTPg8AAPzbmDFjnF5M8vbbb7s5DfyV/RfOlSpV\n4gJH+DSPFIDr16/XY489ppo1a+qKK67QV199pZycHEfx16VLF33xxRfav3+/J+IAHpGVlaWXXnpJ\nubm5Cg4O1quvvqqaNWuajgX4BJvNpttvv11Hjhw541xOTo7uu+8+VpIDABBgiouL9c033zg9v2jR\nIqWmproxEfyRzWbTqlWrJEktWrSQxWIxnAgouxB3vfHBgwc1adIkTZw40XFjzolLsxs1aqSBAwdq\n4MCBqlOnjrtiAEYUFxdr9OjR2rt3ryTp4YcfVvv27Q2nAnzHX3/9pb/++sup2eTkZC1YsEA9e/Z0\ncyoAAOAtjh8/ruzs7FK9Zt++fVw8iVJJTk5WRkaGJKlly5aG0wDnxqUFYF5enmbOnKmJEydqwYIF\njhUZ9uIvPj5eN910kwYNGqROnTq58lMDXmXKlClasWKFJKl3797q37+/4USAb5k5c2ap5n/44QcK\nQAAAAkh4eHipXxMZGemGJPBnJ/5CulWrVuaCAC7g0gKwatWqysrKkvR36RcSEqLevXtr0KBB6tu3\nr8LCwlz5KQGv89dff2ny5MmSSla6PvPMMywVB0rp8OHDpZo/evSom5IAAABvFB4ertDQUBUWFjr9\nmipVqrgxEfyRfVFHQkKCEhISDKcBzo1LC8Djx487Hrdu3VqDBg1S//79VblyZVd+GsBrHThwQKNG\njZLNZlNsbKxef/11RUREmI4F+Jzy5cuXaj42NtY9QQAAgFfKzs4uVfknSXv27KHEgdOKioocl821\nbt3acBrg3Ln0EpBq1arpscce04YNG7Rq1So98sgjlH8IGAUFBRo5cqRjFeyIESO49AMoo6uvvrpU\n87169XJTEgAA4C/YlYPS2LRpk+NnOwpA+AOXrgBMTU1VUJBHLhYGvM6YMWOUmJgoSbrjjjt0ySWX\nGE4E+K6LL75YF1xwgdavX3/W2Ro1aqh3794eSAUAALxFdHS06tatq+TkZKfmIyIi1LBhQ/eGgl9Z\ntmyZJCkoKIgCEH7BpW0d5R8C1Z9//qnvvvtOktSmTRsNHTrUcCLAt1ksFo0dO1bR0dFnnAsNDdX7\n77+vkBC3XWoPAAC8kMVi0cCBA52ev/XWWxUXF+fGRPA3ixcvliQ1btyY42bgF2jsgHN08OBBvf32\n25KkChUq6JVXXqGMAFygbdu2+u2339SoUaNTPl+jRg1Nnz6d1bYAAASoQYMGqXr16medi46O1uOP\nP+6BRPAXhw8f1pYtWyRJF154oeE0gGtQAALnwGq1atSoUcrOzpZUcu5fpUqVDKcC/Ee7du20detW\nzZ07VzfddJPKly+vihUr6pVXXtHKlSt18cUXm44IAAAMKV++vKZPn65q1aqddiY2NlazZ89W06ZN\nPZgMvm7JkiWy2WySKADhP1imBJyDKVOmaPPmzZJKfgPZsWNHw4kA/xMUFKRevXqpTp062rlzpyTp\n0ksvZaUtAABQhQoVVLlyZe3fv/+Uz5crV86pVYLAif78809JUnx8PGdHwm+wAhAoo82bN2vq1KmS\npGbNmum+++4znAgAAAAIHHl5ebrlllvOeGnY3r171aNHj9MWhMA/FRYWaunSpZKkDh06cNcB/Ab/\nJQNlkJubq9dff13FxcWKiIjQSy+9pNDQUNOxAAAAgIAxffr0M5Z/dvv27dMbb7zhgUTwBytXrnQc\n8dShQwfDaQDXoQAEyuCLL75w/BZx2LBhqlOnjuFEAAAAQGAZN26c07Njx45Vbm6uG9PAXyxatEiS\nFB4ertatWxtOA7gOBSBQSmvXrtWcOXMkSZ07d9YNN9xgOBEAAAAQWHJzc7Vx40an5zMzM7Vt2zY3\nJoI/KC4udhSAbdu2VUREhOFEgOtQAAKlkJeXp3feeUeSFBMTo2eeeUYWi8VsKAAAACDAFBYWlvo1\n+fn5bkgCf7JhwwalpaVJKlnsAfgTCkCgFCZMmKADBw5IkoYPH64qVaoYTgQAAAAEnpiYGMXFxZXq\nNbVr13ZTGviLX3/9VZIUHBzM+X/wOxSAgJMSExM1e/ZsSVL79u3Vt29fw4kAAACAwBQUFKSbbrrJ\n6flevXqpWrVqbkwEX2ez2RwFYKtWrRQbG2s4EeBaFICAE6xWq9577z0VFxcrPDxcTz31FFt/AQAA\nAIOGDBmi8PBwp2YfffRRN6eBr9u0aZPjosdLLrnEcBrA9SgAASfMnTtXiYmJkkq+0ahZs6bhRAAA\nAEBga9CggT7++GOFhISccW706NG6/PLLPZQKvmr+/PmSSrb/cv4f/BEFIHAWx48f14QJEySVnBsy\nYMAAw4kAAAAASNLVV1+tb7/9Vl26dPnXc23bttXMmTP1n//8x0Ay+JLi4mJHAdimTRuVK1fOcCLA\n9c78qxIAmjJlio4dOyapZOtAWFiY4UQAAAAA7Dp06KCvv/5au3bt0iuvvKL169ercePG+umnn0xH\ng49Ys2aNDh06JEmnLJMBf8AKQOAM9u3bp++//15SyTXwF110keFEAAAAAE6lXr16atq0qeLj4xUf\nH286DnzI3LlzJUlhYWHq1KmT4TSAe1AAAmcwYcIEFRUVKSgoSMOGDTMdBwAAAADgQgUFBVqwYIGk\nktWk0dHRhhMB7kEBCJxGUlKSFi1aJKnkbJH69esbTgQAAAAAcKXFixc7jnzq1q2b4TSA+1AAAqcx\nefJkSVJoaKjuvvtuw2kAAAAAAK72448/SpLKlSundu3aGU4DuA8FIHAKycnJWrx4sSTp2muvVUJC\nguFEAAAAAABXyszM1B9//CGp5PKP0NBQw4kA96EABE7h66+/liQFBwdr8ODBhtMAAAAAAFxt7ty5\nKioqkiT16NHDcBrAvSgAgX9IT0/XwoULJUlXXHEFq/8AAAAAwA999913kqQ6deqocePGhtMA7kUB\nCPzDnDlzZLVaJUm33Xab4TQAAAAAAFfbtm2btm/fLknq2bOnLBaL4USAe1EAAicoLCzUvHnzJEnt\n2rVTw4YNDScCAAAAALjat99+K6nk2Cdu/0UgoAAETrB8+XIdOXJEktSvXz/DaQAAAAAArpaXl6e5\nc+dKkjp06KD4+HjDiQD3owAETjB//nxJUnx8vLp06WI4DQAAAADA1RYsWKDjx49Lkvr06WM4DeAZ\nFIDA/xw7dkwrV66UJPXq1Ysr4AEAAADAD82aNUuSVLlyZbVp08ZwGsAzKACB/1m6dKnj8o/evXsb\nTgMAAAAAcLUdO3Zo7dq1kkp+7gsODjYbCPAQCkDgf5YsWSJJqlq1qpo3b244DYAT/fXXX3rrrbe0\ne/du7dmzR2vXrpXNZjMdCwAAAD5m5syZkqSgoCD16tXLcBrAcygAAUkFBQWO3wJdeumlXAEPeIkt\nW7aoRYsWat++vT7//HOlp6fr4MGDevDBB9WhQwfHn1sAAADgbHJycvTDDz9Ikjp27KhKlSoZTgR4\nDgUgIGnTpk3Kz8+XJF100UWG0wCQSsq/tm3bauPGjad8fteuXerTp49WrVrl4WQAAADwRT/++KOy\ns7MlSVdddZXhNIBnUQACktavXy9JCg4O5hBYwEtcccUVys3NPeNMUVGRbrnlFsf5nQAAAMCp2Gw2\nzZgxQ5JUs2ZNtW7d2nAiwLMoAAGVrDSSpCZNmigqKspwGgB//PGHkpOTnZrNzMzUd999595AAAAA\n8GmrVq3Szp07JZWs/uPYJwQaCkAEvOLiYm3fvl2S1KJFC8NpAEjSa6+9Vqr5Dz/80E1JAAAA4A+m\nTZsmSYqMjNTll19uOA3geRSACHiHDh1STk6OJKlp06aG0wCQ/t6W7yxnVwsCAAAg8Ozfv1+LFi2S\nJPXo0UPR0dGGEwGeRwGIgJeSkuJ4XL9+fYNJANjl5eWVar6goMBNSQAAAODrpk+fruLiYklS3759\nDacBzKAARMDbt2+f43GdOnUMJgFgV7ly5VLNx8bGuikJAAAAfFlOTo5mzZolSbrwwgtVq1Ytw4kA\nMygAEfDS0tIklRQIMTExhtMAkEpuAC6Niy66yE1JAAAA4Mu+++47ZWVlSZKuu+46w2kAcygAEfAO\nHz4sSapUqZLhJADs7rvvvlLN33///W5KAgAAAF9ltVo1depUSVLdunXVunVrw4kAcygAEfDsvw2K\ni4sznASAXYMGDZw+n6Vdu3Zq1aqVewMBAADA5/z222/au3evJOn666+XxWIxnAgwhwIQAS83N1eS\nFBUVZTgJgBONGzdOzZs3P+NMrVq1NHbsWA8lAgAAgK+w2WyaNGmSJCk+Pl5du3Y1GwgwjAIQAa+o\nqEiSFBoaajgJgBNVqFBBixcv1gMPPKDo6OiTngsNDdWtt96quXPnqlq1aoYSAgAAwFutW7dOGzZs\nkCRdc801CgsLM5wIMIsCEADgteLi4vTBBx9o3759evfdd1W7dm3Vq1dP3377rd577z1VqVLFdEQA\nAAB4oQkTJkiSIiIidOWVVxpOA5hHAYiAZ1/5V1hYaDgJgNMpV66cevbsqcqVK6tChQqc2QkAAIDT\nSkpK0h9//CFJ6tOnj2JjYw0nAsyjAETAi4iIkCRlZ2cbTgIAAAAAOFf21X/BwcG67rrrDKcBvAMF\nIAJeuXLlJEmZmZlmgwA4rbVr1+r9999XSkqK9u7dq40bN8pms5mOBQAAAC+zf/9+zZ07V5J02WWX\ncWQM8D8UgAh48fHxkqT09HQKBcDLJCYm6pJLLlHr1q310UcfKS0tTQcOHNC9996rHj16OA52BgAA\nACRp4sSJslqtkqQbb7zRcBrAe1AAIuBVrVpVUskW4KNHjxpOA8Bu+/bt6ty5s/78889TPr9+/Xpd\nffXVWrdunYeTAQAAwBtlZGRo9uzZkqTOnTurTp06hhMB3oMCEAGvRo0ajsfJycnmggA4ye233670\n9PQzzmRnZ2vo0KEqLi72UCoAAAB4qylTpig/P1+SdMsttxhOA3gXCkAEvBN/K7Rjxw6DSQDYrVy5\nUkuXLnVqdufOnVq4cKGbEwEAAMCbHT16VDNmzJAktWnTRo0bNzacCPAuFIAIeBUqVHCcA7hp0ybD\naQBI0syZM0s1P2fOHDclAQAAgC/46quvlJOTI0nq37+/4TSA96EARMCzWCw677zzJImzxAAvcbat\nv/90+PBhNyUBAACAt8vKytLUqVMlSS1atND5559vOBHgfSgAAcnxBSIlJUUHDx40nAZAuXLlSjUf\nGxvrpiQAAADwdl999ZWysrIksfoPOB0KQEAlZ0TYLVmyxGASAJJ05ZVXlmq+R48ebkoCAAAAb5aV\nlaUpU6ZIkpo1a6ZWrVqZDQR4KQpAQCUXgVSpUkWS9Ntvv5kNA0Bdu3ZV3bp1nZqNj48vdWEIAAAA\n//DVV1/p2LFjkqTbbrtNFovFcCLAO1EAAio5B7Bz586SpOXLl+vo0aOGEwEoDZvNZjoCAAAAPOyf\nq/9O3NkF4GQUgMD/dOnSRZJUVFSk+fPnG04DBLaFCxcqOTnZqdkjR47ohx9+cG8gAAAAeJ2pU6c6\nVv8NGDCA1X/AGVAAAv/TtGlT1ahRQ5I0e/Zsw2mAwPbjjz+Wav6XX35xUxIAAAB4o+PHj2vy5MmS\nSlb/tW7d2nAiwLtRAAL/Y7FY1Lt3b0nSli1btHHjRsOJgMBl/02us7Kzs92UBAAAAN5o8uTJjpt/\nBw0axOo/4CwoAIET9OzZU2FhYZLk+G0SAM+rVKlSqebj4+PdlAQAAPgKm82mgoICWa1Wzgf2c5mZ\nmZo6daokqUWLFtz8CziBAhA4QVxcnLp37y5JWrBggfbs2WM4ERCYLr/88lLNd+zY0U1JAACAtzt2\n7Jg++ugjdezYUW+99ZbWrl2rb7/9Vs8884z27dtnOh7cYMKECY4dIIMHDzacBvANFIDAP/Tr109B\nQUEqLi7WF198YToOEJBKuwU/KSnJTUkAAIA327lzp7p166bnn3/+pO8H8vLyNHLkSDVv3lx//vmn\nwYRwtfT0dE2fPl2S1LZtW51//vmGEwG+gQIQ+IcaNWo4bgT+8ccfnb6JFIDrbNmypVTziYmJbkoC\nAAC81bFjx3TzzTdr9+7dp53JzMzUlVdeyfcKfuSLL75Qfn6+JFb/AaVBAQicwsCBAxUcHCyr1aoP\nP/zQdBwg4JT2EGcOfQYAIPBMmjTpjOWf3bFjx/T66697IBHcbd++fZo1a5YkqXPnzmrcuLHhRIDv\noAAETqF69erq06ePJGnhwoVauXKl4URAYGnRokWp5ps1a+amJAAAwBvZbDZNmDDB6fnJkyfr+PHj\nbkwET/jss89UVFQki8WiQYMGmY4D+BQKQOA0BgwYoOjoaEnS6NGjVVRUZDgREDhuvfVWx5+/swkO\nDlb//v3dnAgAAHiTnJycUp0BnJOTo+3bt7sxEdwtKSlJP/74oySpW7duqlu3rtlAgI+hAAROo3z5\n8ho4cKCkki82kyZNMpwICBxxcXH6z3/+49Ts4MGDVa1aNTcnAgAA3qS4uNgjr4H3+Oijj1RcXKyQ\nkBDHz2kAnEcBCJzB1VdfrQYNGkiSPv/8c6WkpBhOBASOZ599VkOHDj3jTN++ffXyyy97KBEAAPAW\nMTExqlKlitPzwcHBqlevnhsTwZ02bNig3377TZLUp08fJSQkmA0E+CAKQOAMgoODNWzYMAUFBSk/\nP18vvPCCrFar6VhAQAgKCtLHH3+sOXPmqFevXic916pVK33++ef6/PPPFRoaaighAAAwxWKx6Lbb\nbnN6/rrrrlOlSpXcmAjuYrPZ9P7770uSIiIiOPoFKCMKQOAsGjVqpBtvvFGStH79ek2cONFwIiBw\nWCwWXXnllZo7d65WrlypFi1aqFWrVvrggw907bXXKiiIL2MAAASqO++8U3FxcWedCwkJcfpoEXif\nxYsXa/Xq1ZKk66+/XvHx8YYTAb6Jn5wAJ9x2222qX7++JOnjjz/Wxo0bDScCAk90dLTCwsIUHBxs\nOgoAAPACCQkJmjhxomJjY087ExISogkTJqh9+/YeTAZXsVqt+uCDDySVnBF9ww03GE4E+C4KQMAJ\nYWFhevzxxxUWFiar1aqnn35ax48fNx0LAAAACGidOnXS/PnzNXDgQEVFRTk+brFY1K9fPy1evJgt\noz7sp59+0o4dOyRJt956q6Kjow0nAnwXBSDgpLp16+ree++VJO3du1fPP/88N4kBAAAAhjVo0EBv\nvfWWNm3apNtvv11NmzbVddddpxkzZrDyz4fl5+frk08+kSRVrVpVV1xxheFEgG+jAARKoU+fPura\ntask6ffff9e4cePMBgIAAAAgqeRm4ISEBEVHRys8PNx0HJyjadOm6cCBA5Kk22+/XWFhYYYTAb6N\nAhAoBYvFokceeUR16tSRJH3yySf6/fffDacCAAAAAP9x9OhRjR07VpLUsGFDdenSxXAiwPdRAAKl\nFBkZqeeff14xMTGy2Wx65plnlJiYaDoWAAAAAPiFL774QllZWZKku+66S0FBVBfAueJPEVAG1atX\n11NPPaWgoCDl5ORo2LBhSk9PNx0LAAAAAHzanj17NGPGDEnShRdeqFatWpkNBPgJCkCgjNq0aaP7\n779fknTw4EE9/PDDjt9SAQAAAABK78MPP1RhYaGCgoI0ZMgQ03EAv0EBCJyDq666SjfccIMkafv2\n7Xr88cdVUFBgOBXgX44fP66PPvpId9xxhzZv3qxt27Zp6tSpOnLkiOloAAAAcKGNGzdq/vz5kqTL\nL79cdevWNRsI8CMUgMA5GjJkiONQ2hUrVujZZ5+V1Wo1nArwD99//71q1aqlBx54QMuWLVNubq6y\nsrL04YcfqlWrVpo2bZrpiAAAAHABm82mt99+W5IUHh6uQYMGGU4E+BcKQOAcBQUF6dFHH1Xr1q0l\nSQsWLNDLL7+s4uJiw8kA3zZv3jxdd911Onr06Cmfz8nJ0YMPPqiZM2d6OBkAAABcbeHChVq3bp0k\nqV+/fqpYsaLhRIB/oQAEXCAsLEzPPfecmjZtKqlk1dLrr78um81mOBngm6xWq+69916nVtM+8cQT\nys3N9UAqAAAAuENhYaHee+89SVKFChXUr18/w4kA/0MBCLhIZGSkXnrpJdWvX1+SNGPGDL311luU\ngEAZzJ07V8nJyU7NHjlyRN9++61b8wAAAMB9ZsyYoT179kiSBg8erMjISMOJAP9DAYj/b+/Ow3Su\nF/+PP++ZYYaZsROFQqEkqZNWhFY6OlIiSZJUvm2nVdq+oUWJfkV7aafSStJ2bEl1kiQcFbLFRBgz\nZsYs9+8P37lPYsYMxmfmnufjus51bvN535/7ddfVuOc170X7UHJyMvfddx8HH3wwAK+//jojR460\nBJSK6bPPPivW+JkzZ5ZQEkmSJJWkzZs38+yzzwLQqFEjTjvttIATSdHJAlDax6pVq8YDDzxAw4YN\nARg/fjwPPvigewJKxZCenl6s8Vu3bi2hJJIkSSpJzz77LKmpqQAMGDCA2NjYgBNJ0ckCUCoB1atX\n58EHH4zMBHzrrbcYOnSopwNLRVS3bt1ija9du3YJJZEkSVJJ+fXXX3njjTcAaNOmDcccc0zAiaTo\nZQEolZDq1aszYsQImjRpAmw/GOT2229n27ZtASeTSr+ePXsWa/x5551XQkkkSZJUUh599FFyc3OJ\niYlhwIABQceRopoFoFSCqlatyoMPPhg5Hfizzz7jhhtucLmitBuHH344Z5xxRpHGHnXUUZxwwgkl\nnEiSJEn70jfffMOMGTMAOOecc2jQoEHAiaToFhd0gNJm8+bNvPXWW3z99dds2LCB+Ph4mjRpQufO\nnffqB8ycnBwmTZrE9OnTWbNmDQAHHXQQ7du3p0uXLsTF+a8iWiUlJXH//fdz77338t133/HVV19x\n5ZVX8uijj1K9evWg40ml1gsvvMDJJ59c6GnAtWvX5umnnyYUCu2/YJIkSdorubm5jBo1CoDExER6\n9+4dcCIp+jkD8E9WrFjB//zP//Dee+/x22+/ERsbS3p6OvPmzeO+++7jmWee2aP7ZmRkcNttt/H8\n88/zyy+/kJubS25uLj///DPPPfcct99+O5mZmfv43ag0qVSpEv/7v//LKaecAsDChQu57LLLIkfd\nS9rZgQceyJdffkmPHj122gw6FApxxhlnMGXKlMgye0mSJJUNH3zwAUuWLAHgoosuomrVqgEnkqKf\nBeD/yc7OZtiwYWzevJmDDz6YRx99lAkTJjBhwgQuvvhiQqEQH3zwAZ9++mmx7z127FiWLFlCYmIi\ngwcP5s033+TNN99k8ODBJCYmsnjxYp544okSeFcqTSpWrMjgwYM555xzAFi5ciWXXXYZP/74Y8DJ\npNKrbt26TJgwgV9//ZW7776bAw88kAYNGjBhwgReffXVyEE7kiRJKhvS0tIYO3YssP0Xvl27dg04\nkVQ+WAD+n6lTp7J27Vri4+O56667aNSoEQDx8fH06NGDs88+G4BXXnmFnJycIt932bJlkX0Nrrnm\nGk488URCoRChUIgTTzyR//mf/wFg2rRp/Prrr/v4Xam0iY2NZdCgQfTt2xeAP/74g4EDBzJ9+vSA\nk0ml20EHHUTPnj2pV68ederU4cADDww6kiRJKmU2btzIqlWr2LJli3tul2Ljxo3jjz/+AGDAgAFU\nqFAh4ERS+WAB+H+mTZsGQLt27ahdu/ZO17t3704oFOKPP/7ghx9+KPJ9p0+fTjgcpl69epx44ok7\nXT/ppJOoV68e4XDYEqicCIVC9OrVi5tuuom4uDgyMzO56aabePXVVwmHw0HHkyRJksqU//znP1x1\n1VUceeSRvPLKKyxZsoT33nuPc845h1mzZgUdT3+yevVqXn31VQCOPvpoD3KT9iMLQLbv0ffTTz8B\ncMwxx+xyTO3atalfvz4A33//fZHvPX/+fABat269y03qQ6EQrVu33mGsyofTTjuN4cOHk5iYSDgc\nZtSoUdx///3FmmEqSZIklWczZ87kjDPO4K233mLbtm07XJs8eTLt27fnhRdeCCid/urRRx8lOzub\nmJgYrrjiCg9yk/YjC0Bg1apVkZlXhe0nlX9t5cqVRbpvOByOHPJQ2H0bNmxYrPsqerRq1YpRo0ZR\nr149AN5++22uueYaNm/eHHAySZIkqXRbvXo1l1xySaHLffPy8rj88suZPXv2fkymXfn222/5/PPP\nATjzzDNp3LhxwImk8sUCECL7DwDUqFGjwHH51zZu3Fik+2ZkZERO9y3KfTMyMsjIyCjSvRU9GjZs\nyKhRo2jRogUA33zzDX379mXp0qUBJ5MkSZJKr+eee460tLTdjsvLy+Ohhx7aD4lUkNzcXB555BEA\nKleuHNkTXdL+YwEIkZIOth/6UZD8a0Ut6f48rij3Lc69FV2qVavG/fffzxlnnAFsn5Xar1+/yAEy\nkiRJkv4rHA4zfvz4Io9///33+f3330swkQrzwQcf8J///AeAiy66iGrVqgUbSCqHLAClUqJixYrc\ncMMNXHHFFcTExJCens4///lPnn32WfLy8oKOJ0mSJJUaaWlpxSr08vLyWL58eckFUoHS0tIYO3Ys\nAPXq1aNr164BJ5LKp7igA5QGCQkJkcdZWVlUrlx5l+OysrIAqFSpUpHu++dx+c8t7L67u/crr7zC\na6+9VuD1888/36nUUaB///60aNGCO++8k9TUVJ588kkWL17MPffcQ1JSUtDxpFIhJiaG6tWrBx1D\nkiQFpLAVVgWJjY0tgSTaneeffz6y7dY///lPDjjggIATSeWTBSA77s/3xx9/FFgA5n/TKuoPnZUq\nVaJSpUpkZGTssM9gQffNH1+Q9PR0UlJSCry+detW/1KLEieffDIvvfQSN954I7/88gvTpk2jb9++\nPPTQQ26WK7H9BHW/30mSVH4lJyfTvHlzFi9eXKTxiYmJNG3atIRT6a9WrlwZmcTSpk0bTj31VE/+\nlQJiAQjUr1+fUChEOBxmxYoV1K9ff5fjVqxYAUCDBg2KdN9QKET9+vX56aefIs/dm/smJiZSp06d\nAq9XrlyZ3NzcImVT6VevXj2effZZhg8fzqeffsqvv/5K3759ueuuuzj99NODjicFKhwO+/1OkqRy\nbsCAAdx4441FGtunTx9X0wRg9OjR5OTkEBsby/XXX+/WRtI+sieTISwA2T7z7rDDDmPJkiXMnTuX\nk046aacx69evZ+XKlQC0atWqyPc+6qij+Omnn/juu+8KHDNv3rzI2MJcfPHFXHzxxQVeX79+fZFP\nKFbZceONN9KoUSOee+45MjIyGDx4MPPnz+e6664jLs7/hFU+5eXl+f1OkqRy7rzzzmPMmDEsXbq0\n0HHVq1fnlltu2U+plO+rr75i+vTpAJx99tnUqFHDz2/SPlKrVq1iP8dDQP7PqaeeCsCMGTN2uZns\n22+/TTgcpkaNGrRs2bLI923Xrh2hUIg1a9bw5Zdf7nR99uzZrFmzhlAoFMkg/VkoFKJ79+7cf//9\nkeXnr7/+OldccQVr164NOJ0kSZIUjKSkJN58802aNGlS4JhatWrx0Ucf0ahRo/2YTDk5OTzyyCPA\n9n9Pffr0CTiRJAvA/3PmmWdSt25dMjMzGTp0KMuWLQO2H9Dx1ltvMXnyZGD7LLy/zrq6/PLL6dq1\nK6NHj97pvo0aNaJdu3YAPPbYY8yZM4dwOEw4HGbOnDk8/vjjwPYCsmHDhiX4DlXWtWrViscff5wj\njjgCgPnz59O7d+9dFstSNFmxYgV33HEH55xzDt9//z0LFizgscce45dffgk6miRJCljDhg357LPP\nGDFiBC1atIh8PTExkeHDh7Nw4ULatGkTYMLy6Z133ol8Vrv44oupWrVqwIkkhcLhcDjoEKXFihUr\nGDJkCJs3bwa276mXmZkZ2afgnHPO4YorrtjpeZdffjkpKSl07NiR66+/fqfrGRkZ3HnnnSxZsgSA\nihUrArBt2zYAmjdvzr333rvDacR7Yv369Xv1fJUNOTk5vPDCC0ycODHytX79+jFw4ECXBCvqPPPM\nMwwaNIjs7OydroVCIe644w6uvfbaAJJJkqTS6KGHHuLTTz+lWbNmkcMntH+lpqbSrVs3Nm/eTMOG\nDRk7dqw/p0j72J4sAfa/wj9p2LAhjz32GBMnTuTrr79m/fr1JCYm0rhxY7p06cIJJ5ywR/etVKkS\nDzzwAJMmTWL69OmsWbMGgCZNmnDqqafSpUsXvyGqyOLi4hgwYABHHnkkDz/8MOnp6bzwwgvMmzeP\n4cOHF3pQjFSW5C91L0g4HGbo0KFUqlSJAQMG7MdkkiSptIqJifGU2YA9/fTTkUk1V1xxhT/rSqWE\nMwCjiDMAy5+1a9dy3333RWaXVqtWjXvuuYdTTjkl4GTS3tm2bRsHH3xwkfa5TExM5IcffiA5OXk/\nJJMkSaXZyJEj+eSTT2jatKkzAAOwbNkyevbsSW5uLm3atOHee+8NOpIUlTwERCpn6taty8iRI+nW\nrRsAmzZt4vrrr2fUqFG7XDIplRXvvfdekQ+5SU9P58033yzhRJIkSSpMOBxm5MiR5ObmEhcXV+hK\nDkn7nwWgVMZVqFCBgQMHcvfdd5OUlATAq6++Sv/+/Vm1alXA6aQ9M2vWrGKN/+qrr0ooiSRJkopi\n1qxZzJkzB4Bzzz2X+vXrB5xI0p9ZAEpR4sQTT+SJJ56InH62cOFCevfuzZQpUwJOJhVfZmZmscZn\nZWWVUBJJkiTtTnZ2NqNGjQKgatWqXHTRRQEnkvRXFoBSFKlduzYjRozgoosuIhQKkZ6ezp133sld\nd91Fenp60PGkImvYsGGxxh900EEllESSJEm7M2HCBFasWAFA3759SUxMDDiRpL+yAJSiTGxsLJdc\ncgkPPPBAZGPQDz/8kN69e7NgwYKA00lF07t372Kd4NejR48STCNJkqSC/PHHHzzzzDMANG7cmDPP\nPDPgRJJ2xQJQilKtWrVi7NixnHjiiQCsWrWK/v3789xzz5GbmxtwOqlwhxxyCOeff36Rxp588sm0\natWqhBNJkiRpV5544onIaqMrr7yS2NjYgBNJ2hULQCmKValShbvuuotrrrmG+Ph4cnNzeeKJJ7jq\nqquKfMKqFJSnn36a1q1bFzqmcePGPPXUU/spkSRJkv7sP//5D++++y4Ap5xyCkcddVSwgSQVyAJQ\ninKhUIguXbrw2GOP0aRJEwDmzp1Lz549mTp1asDppIJVq1aN6dOnc8MNN1C1atUdriUkJNC3b18+\n/PBDDjjggIASSpIklV/hcJiRI0cSDoepUKECl19+edCRJBXCAlAqJxo2bMioUaPo3r07AGlpaQwZ\nMoQ777yTtLS0gNNJu5acnMwjjzzC6tWrGTt2LIcccghNmjTh3Xff5eGHH6ZmzZpBR5QkSSqX/vWv\nfzF37lwAunfvTt26dQNOJKkwFoBSOVKxYkUGDBjAfffdFylOpkyZQq9evfjuu+8CTicVLDExkQ4d\nOlCzZk2qVatGUlJS0JEkSZLKraysLB599FEAatSowYUXXhhwIkm7YwEolUPHHHMMTzzxBCeffDIA\nv/32G1dccQWPP/442dnZAaeTJEmSVJq9/vrrrF69GoB+/fpRqVKlgBNJ2h0LQKmcqlKlCnfccQf/\n/Oc/qVSpEuFwmHHjxnHppZeydOnSoONJkiRJKoXWr1/P888/D0DTpk3p1KlTwIkkFYUFoFSOhUIh\nzjjjDMaOHcsRRxwBbD/J6+KLL+b1118nLy8v4ISSJEmSSpMxY8awdetWAAYOHEhMjLWCVBb4X6ok\n6tWrx0MPPUTfvn2JjY1l27ZtjBw5kmuuuYaUlJSg40mSJEkqBRYvXsykSZMAaN++PS1atAg4kaSi\nsgCUBEBsbCy9evVi1KhR1K9fH4CvvvqKCy+8kKlTpwacTpIkSVKQwuEwjzzyCOFwmIoVK9K/f/+g\nI0kqBgtASTto2rQpjz/+OF27dgVgy5YtDBkyhCFDhpCamhpwOkmSJElB+Oyzz5g7dy4A559/PnXq\n1Ak4kaTisACUtJOEhASuvvpqhg8fTs2aNQGYOnUqvXr14quvvgo4nSRJkqT9KSsri8ceewyAGjVq\ncMEFFwScSFJxWQBKKtCxxx7Lk08+Sbt27QBYt24dgwYN4qGHHiIzMzPgdJIkSZL2h9dff53Vq1cD\n0K9fPypVqhRwIknFZQEoqVDJyckMHjyYW2+9laSkJAAmTJjAxRdfzMKFCwNOJ0mSJKkkbdiwgRde\neAGAww47jE6dOgWcSNKesACUtFuhUIgOHTrwxBNP0Lp1awCWL19Ov379eOaZZ8jJyQk4oSRJkqSS\n8NRTT5Geng7AwIEDiYmxRpDKIv/LlVRktWvXZvjw4Vx11VVUrFiR3NxcnnrqKS677DKWL18edDxJ\nkiRJ+9DPP//Mu+++C8App5zCkUceGWwgSXvMAlBSscTExHDuuefy+OOPc9hhhwGwcOFCevfuzRtv\nvEE4HA44oSRJkqS9FQ6HGT16NHl5eVSoUIH+/fsHHUnSXrAAlLRHGjZsyKhRo+jduzcxMTFkZWUx\nYsQIrrnmGlJSUoKOJ0mSJGkvzJ49mzlz5gDQtWtX6tWrF3AiSXvDAlDSHouLi6NPnz6MGjWKgw46\nCIA5c+bQs2dPpk6dGnA6SZIkSXsiJyeH0aNHA1C1alV69eoVbCBJe80CUNJea9asGWPGjOHvf/87\nAKmpqQwZMoQhQ4aQmpoacDpJkiRJxfHuu++ybNkyAHr37k1SUlLAiSTtLQtASftEQkICgwYNYtiw\nYdSsWROAqVOn0rNnT7766quA00mSJEkqirS0NJ566ikA6tevT+fOnQNOJGlfsACUtE/97W9/48kn\nn6R9+/YApKSkMGjQIEaOHElmZmbA6SRJkiQVZty4cWzcuBGAAQMGEBcXF3AiSfuCBaCkfS45OZnb\nbruNW265hcTERABef/11+vTpw+LFiwNOJ0mSJGlX1q5dy2uvvQZAq1ataNOmTcCJJO0rFoCSSkQo\nFKJjx448+eSTHH300QAsW7aMSy+9lBdeeIHc3NxgA0qSJEnawZgxY9i2bRuhUIgBAwYQCoWCjiRp\nH7EAlFSiateuzX333cfAgQOpUKECOTk5jBkzhoEDB7JmzZqg40mSJEkCFi9ezJQpUwDo1KkThx56\naMCJJO1LFoCSSlxMTAzdunXjscceo3HjxgDMmzePXr16MWnSJMLhcMAJJUmSpPIrHA4zevRoACpW\nrEjfvn2DDSRpn7MAlLTfHHLIIYwePZoLLriAUChEeno699xzD4MHD2bz5s1Bx5MkSZLKpS+++IJ/\n//vfAHTr1o3atWsHnEjSvmYBKGm/qlixIv379+fBBx+kTp06AHz66af06tWLb775JuB0kiRJUvmS\nm5vL//t//w+AqlWr0qNHj4ATSSoJFoCSAnHUUUcxduxYOnToAEBKSgpXXXUVjz76KNu2bQs4nSRJ\nklQ+fPDBByxduhSAiy66iMTExIATSSoJFoCSApOUlMStt97KrbfeSuXKlQF4+eWXufTSS1m2bFnA\n6SRJkqTolpmZyVNPPQXAgQceSOfOnQNOJKmkWABKClyHDh144oknOPLIIwFYsmQJF198MW+99ZYH\nhEiSJEkl5PXXX+f3338H4NJLL6VChQoBJ5JUUiwAJZUKBxxwAA8++CB9+/YlJiaGrKwsHnjgAW66\n6SY2bdoUdDxJkiQpqmzatIlx48YB0KxZM9q2bRtsIEklygJQUqkRGxtLr169GDVqFPXq1QNg+vTp\nHhAiSZIk7WPPP/886enpAPTv359QKBRwIkklyQJQUqnTrFkzxowZw2mnnQbA77//ztVXX83jjz9O\nTk5OwOkkSZKksu23337jzTffBOC4447jqKOOCjiRpJJmASipVKpcuTI33XRT5ICQcDjMuHHjuPzy\ny1m1alXQ8SRJkqQy68knnyQ7O5tQKES/fv2CjiNpP7AAlFSqdejQgbFjx9K8eXMAFixYQO/evfnk\nk08CTiZJkiSVPT///DMffvghAB07dqRx48YBJ5K0P1gASir16taty8MPP8yFF15IKBQiPT2dwYMH\nM3z4cDIzM4OOJ0mSJJUZY8eOJRwOU6FCBfr06RN0HEn7iQWgpDIhLi6Ofv36cd9991G9enUA3nnn\nHS655BKWLl0acDpJkiSp9Pv++++ZMWMGAJ07d6Zu3boBJ5K0v1gASipTWrduzRNPPMGxxx4LwNKl\nS+nTpw/vv/9+wMlU0nJycsjJySEcDgcdRZIkqcwJh8OMGTMGgISEBHr16hVwIkn7kwWgpDKnWrVq\nDB06lMsuu4yYmBiysrK49957ufvuu8nIyAg6nvaxadOmcf7553PMMcfw/fffM3fuXG6++WY++eQT\ny0BJkqQimjNnDnPnzgXgvPPOo1q1asEGkrRfWQBKKpNiYmLo0aMHDz/8MLVr1wZg8uTJLgmOIuFw\nmJtuuokOHTowceJEsrOzI9e+/PJLLrroIq699lpyc3MDTClJklT6hcNhxo4dC0BycjLdu3cPOJGk\n/c0CUFKZdsQRRzB27FiOP/54AJYtW8Yll1zC5MmTA06mvfXQQw8xcuTIQseMHz+eoUOH7qdEkiRJ\nZdO//vUvFi1aBECPHj1ITEwMOJGk/S0Udv1U1Fi/fn3QEaTA5OXl8fbbb/P888+Tl5cHQLdu3bjp\nppuIj48POJ2KKy0tjYMOOojU1NTdjq1QoQLz5s2jTp06+yGZJEkqbcLhMLNnz+bFF19kxowZpKWl\nUbNmTcaMGcM555xDXFxc0BEDlZubS69evVi6dCnVq1fnhRdeICEhIehYkvZCrVq1iv0cZwBKigox\nMTGcf/75jBgxgpo1awLbTwnu378/q1evDjidimv8+PFFKv8AsrOzee2110o4kSRJKo1SU1Pp0aMH\n//jHP3jnnXfYsGEDWVlZrFmzhm7dunHssceyYsWKoGMG6uOPP45skdOrVy/LP6mcsgCUFFWOPPJI\nxowZQ+vWrQFYvHgxF198MbNmzQo4mYpj3rx5xRq/YMGCkgkiSZJKrezsbC6++GKmTZtW4Jj58+fT\nqVMn/vjjj/0XrBTJycnh6aefBqBOnTqcddZZASeSFBQLQElRp1q1agwbNoxevXoBsGXLFq6//nqe\neuqpyPJglW7FPdjDg0AkSSp/3n77bb788svdjvv55595+OGH90Oi0mfy5MmsXLkSgIsuuoiKFSsG\nnEhSUCwAJUWl2NhY+vbty7333ktSUhIAzzzzDNdff32Rl5YqOE2bNi3W+CZNmpRQEkmSVFq98MIL\nRR777LPPsm3bthJMU/pkZ2fz3HPPAVCvXj1OP/30gBNJCpIFoKSo1qZNGx577LFIQTR79mz69OnD\nTz/9FHAyFebiiy8u1m+oe/fuXYJpJElSaZOVlcW3335b5PG///47ixcvLsFEpc8HH3zAmjVrgO2f\nlWJjYwNOJClIFoCSol69evUYOXIkp512GgCrV6+mX79+fPLJJwEnU0Fq167NwIEDizT2vPPOo1Gj\nRiWcSJIklSaZmZnFfk5GRkYJJCmdsrOzef755wE46KCD6NChQ8CJJAXNAlBSuZCQkMCNN97I1Vdf\nTWxsLJmZmQwePJjHH3/c/eNKqYcffphzzz230DEnnXQSjzzyyH5KJEmSSovk5GQSExOL9ZwDDzyw\nhNKUPu+//z5r164Ftq+scPafJAtASeVGKBSia9euPPDAA1StWhWAcePG8c9//pO0tLSA0+mvKlas\nyMSJE3nqqado0aLFDtfq16/P0KFDeeONN4r94V+SJJV9MTExdO/evcjj27dvT4MGDUowUenx59l/\n9evXp127dgEnklQaWABKKndatmzJY489xqGHHgrAF198waWXXsqKFSsCTqa/io2N5YorruCHH35g\nypQpNG/enBYtWvDaa69x5ZVXEh8fH3RESZIUkMsvv7zIM9uuv/76kg1Tirz//vusW7cOcO8/Sf9l\nASipXKpTpw4PP/wwp556KgDLly/n0ksv5euvvw42mHYpFApxyCGHkJiYSEJCAjEx/vUlSVJ5d/jh\nhzNy5EhCoVCh42699Vb+8Y9/7J9QAcvOzmbcuHGAs/8k7cifoCSVWwkJCdx6663069ePUChEamoq\n11xzDW+99VbQ0SRJklQEvXv35pVXXqFly5Y7XWvcuDHPPvss999/fwDJgjF58mR+++03AHr16uXs\nP0kRcUEHkKQghUIhLrzwQho2bMiDDz5IZmYmDzzwAMuXL+eGG27wQ5MkSVIpd8YZZ3D66aczb948\nHnnkERYuXEiTJk349NNPy9WqgZycHF544QVg+4En+StdJAmcAShJAJx44ok88sgj1KlTB4Dx48dz\n4403kp6eHnAySZIk7U4oFKJ169YcffTR1K5dm7p165ar8g9g6tSprF69GoCePXv6i2xJOyhf3xEl\nqRCNGzdm9OjRNGvWDIBZs2YxYMAAUlJSAk4mSZIkFSwvLy8y+69OnTp07Ngx4ESSShsLQEn6kxo1\najBixAjatm0LwJIlS7j00kv56aefAk4mSZIk7drnn3/O8uXLAbjwwguJi3O3L0k7sgCUpL+Ij49n\n8ODB9OjRA4CUlBQuv/xy5syZE3AySZIkaUfhcDhy8m+NGjU4/fTTgw0kqVSyAJSkXYiJieGyyy7j\nmmuuISYmhvT0dK677jomT54cdDRJkiQp4ssvv2Tx4sUAdO/enYoVKwacSFJpZAEoSYXo0qULd999\nN/Hx8eTm5nL33Xfz4osvEg6Hg44mSZIkRWb/JSUl0blz52DDSCq1LAAlaTeOP/54RowYQdWqVQF4\n7LHHeOSRR8jLyws4mSRJksqz+fPnM3fuXADOPfdcKlWqFHAiSaWVBaAkFUGzZs0YNWoU9erVA+D1\n11/n7rvvJicnJ+BkkiRJKq9efPFFYPse1l27dg04jaTSzAJQkorowAMPZOTIkTRp0gSAKVOmcNNN\nN5GZmRlwMkmSJJU3y5cvZ/r06QCcddZZkdUqkrQrFoCSVAw1atRgxIgRtGzZEoBZs2Zx7bXXkpaW\nFnAySZIklScvvfQSsP3wuvPOOy/gNJJKOwtASSqmxMREhg0bxvHHHw/A3Llzueqqq9i0aVOwwSRJ\nklQurF+/nilTpgDQvn17DjjggIATSSrtLAAlaQ/Ex8dz55130qFDBwAWLVrEwIED2bBhQ8DJJEmS\nFO0mTJhAdnY2AOeff37AaSSVBRaAkrSH4uLiuOmmmzj77LMB+OWXX7jiiitISUkJOJkkSZKi1dat\nW5k4cSIArVu3juxPLUmFsQCUpL0QGxvLtddeyz/+8Q8Afv31VwYOHMjatWuDDSZJkqSo9MEHH5Ca\nmgpA9+7dA04jqaywAJSkvRQKhRg4cCA9evQAYOXKlZaAkiRJ2udyc3N5/fXXATj44IM59thjA04k\nqaywAJSkfSAUCtGvXz969uwJwOrVqxk4cCDr1q0LOJkkSZKixcyZM1m1ahUA3bp1IxQKBZxIUllh\nAShJ+0goFKJv37706tUL2F4CXnnllfz+++8BJ5MkSVI0eO211wCoWrUqHTt2DDiNpLLEAlCS9qFQ\nKMQll1wSmQm4cuVKrrrqKk8HliRJ0l75z3/+w9y5cwE455xzqFixYsCJJJUlFoCStI/lzwS84IIL\nAFi+fDmDBg1i8+bNASeTJElSWTV+/HgA4uLi6NKlS8BpJJU1FoCSVAJCoRCXXXYZXbt2BeDnn3/m\n2muvJT09PeBkkiRJKms2btzI1KlTAWjfvj01atQIOJGkssYCUJJKSCgU4sorr+TMM88E4Mcff+TG\nG28kKysr4GSSJEkqS9599122bdsGwLnnnhtwGkllkQWgJJWgmJgYrr32Wtq1awfAv//9b4YMGUJO\nTk7AySRJklQW5OTk8NZbbwHQvHlzmjZtGnAiSWWRBaAklbDY2Fhuvvlm/va3vwEwbdo0HnzwQcLh\ncMDJJEmSVNrNnDmTdevWAUS2l5Gk4rIAlKT9oEKFCtxxxx00b94cgHfeeYenn3464FSSJEkq7d58\n800AqlWrximnnBJwGklllQWgJO0nCQkJ3HvvvTRo0ACAZ555hnfeeSfgVJIkSSqtli9fztdffw3A\nWWedRcWKFQNOJKmssgCUpP2oSpUqDB8+PHJy2wMPPMAXX3wRcCpJkiSVRm+//TawfV/pzp07B5xG\nUllmAShJ+1mdOnUYNmwYlSpVIjc3l8GDB7NkyZKgY0mSJKkUyczMZNKkSQAcd9xx1KlTJ+BEksoy\nC0BJCkDjxo0ZMmQIMTExbN26lRtuuIH169cHHUuSJEmlxKeffkpqaiqAs/8k7TULQEkKyN/+9jcG\nDRoEwLp16/jnP/9JZmZmwKkkSZJUGuTvFV2nTh3+9re/BZxGUllnAShJAerSpQvdunUDYOHChQwb\nNoxwOBxwKkmSJAVp6dKlfP/99wCceeaZxMbGBpxIUllnAShJAbv88ss57rjjAPjoo4946aWXAk4k\nSZKkIOXP/ouJieHMM88MOI2kaGABKEkBi42N5bbbbqN+/foAjBkzhtmzZwecSpIkSUHYtm0bH374\nIbD98I9atWoFnEhSNLAAlKRSIDExkXvuuYfKlSuTl5fHHXfcwapVq4KOJUmSpP1sxowZbN68GYCz\nzjor4DSSooUFoCSVEvXr1+fWW28FIDU1lVtuucVDQSRJksqZ9957D4Dq1atHtomRpL1lAShJpcjx\nxx9P7969AViyZAkjRowIOJEkSZL2l3Xr1jFnzhwAOnXqRFxcXMCJJEULC0BJKmUuuugijj32WADe\nf/99Pvjgg4ATSZIkaX/48MMPCYfDAJxxxhkBp5EUTSwAJamUiY2N5ZZbbols+PzAAw+wdOnSgFNJ\nkiSpJIXDYSZNmgRAs2bNaNiwYcCJJEUTC0BJKoWqVq3K7bffTkxMDFlZWQwePNj9ACVJkqLYjz/+\nyK+//grA6aefHnAaSdHGAlCSSqkjjjiCSy+9FIBffvmF0aNHB5pHkiRJJWfy5MkAxMXF0b59+4DT\nSIo2FoCSVIqdf/75HHPMMQC89dZbTJ8+PeBEkiRJ2teys7P5+OOPAWjTpg3JyckBJ5IUbSwAJakU\ni4mJ4cYbb6Rq1aoADB06lPXr1wecSpIkSfvSl19+yebNm4Htp/9K0r5mAShJpVzNmjW5/vrrAdi0\naRPDhg2LnA4nSZKksm/KlCkAJCUlcdxxxwWcRlI0sgCUpDLgxBNP5OyzzwZg1qxZvPfeewEnkiRJ\n0r6Qnp7OjBkzAGjbti0VK1YMOJGkaGQBKEllxIABA6hbty4Ao0aNYu3atQEnkiRJ0t6aPn06WVlZ\nAJx66qnBhpEUtSwAJamMqFy5MjfeeCOw/TfFLgWWJEkq+6ZOnQps3/alZcuWAaeRFK0sACWpDGnZ\nsiXnnnsuAHPmzOH9998POJEkSZL21ObNm5kzZw4A7dq1IybGH9EllQy/u0hSGdOvX7/IUuDRo0d7\nKrAkSVIZNW3aNHJzc4HtBaAklRQLQEkqYxISErjuuusA2LJlCw8//HDAiSRJkrQnPv30UwDq1KlD\n8+bNA04jKZpZAEpSGdS6dWtOP/10YPsHx1mzZgWcSJIkScWxadMmvv76a2D76b+hUCjgRJKimQWg\nJJVRAwYMoGrVqgA89NBDZGZmBpxIkiRJRTVjxozI8t+2bdsGnEZStLMAlKQyqkqVKvTv3x+A1atX\n88ILLwScSJIkSUX1+eefA1C7dm2aNWsWcBpJ0c4CUJLKsNNPP50jjzwSgJdeeomVK1cGnEiSJEm7\nk5aWxldffQXAySef7PJfSSXOAlCSyrBQKMSgQYOIiYkhOzubRx55JOhIkiRJ2o0vvviC7OxsYHsB\nKEklzQJQksq4Ro0acc455wAwc+ZMZs+eHXAiSZIkFWbatGkAVK1alSOOOCLYMJLKBQtASYoCffr0\noUqVKgA88sgj5OTkBJxIkiRJu7Jt27bIL2yPP/54YmNjA04kqTywAJSkKJCcnEyfPn0AWL58OW+/\n/XbAiSRJkrQrc+fOJT09HYATTzwx4DSSygsLQEmKEp07d6Zhw4YAPP3006SlpQWcSJIkSX81ffp0\nAOLj4znmmGMCTiOpvLAAlKQoERsby+WXXw7Apk2bePHFFwNOJEmSpD8Lh8PMnDkTgKOPPpr4+PiA\nE0kqLywAJSmKHHfccRx99NEAvPbaa6SkpAQbSJIkSRG//PILa9euBbbv/ydJ+4sFoCRFkVAoxGWX\nXQZAVlYWzz77bMCJJEmSlG/WrFmRxxaAkvYnC0BJijJNmzalbdu2ALz33nusXLky4ESSJEkC+OKL\nLwBo0qQJNWvWDDiNpPLEAlCSotAll1xCTEwMubm5PP3000HHkSRJKvdSU1OZP38+sH3bFknanywA\nJSkKNWjQgE6dOgHw0UcfsWzZsoATSZIklW9ff/01ubm5gAWgpP3PAlCSolTv3r2JjY0lHA67F6Ak\nSVLAZs+eDUBiYiLNmzcPOI2k8sYCUJKiVN26dTn99NMB+Pjjj1m+fHmwgSRJksqpcDjMV199BUDr\n1q2JjY0NOJGk8sYCUJKiWM+ePSOzAJ977rmg40iSJJVLy5cvZ926dQAce+yxAaeRVB5ZAEpSFKtb\nt25kL8CPP/6YVatWBZxIkiSp/JkzZ07kcevWrQNMIqm8sgCUpCjXo0ePyInAL774YtBxJEmSyp2v\nv/4agIMOOoi6desGnEZSeWQBKElRrn79+pxyyikATJo0ifXr1wecSJIkqfzIyclh7ty5ABx99NHB\nhpFUblkASlI50KNHDwCys7N5/fXXA04jSZJUfixcuJD09HTA5b+SgmMBKEnlwKGHHsoxxxwDwMSJ\nEyMfQiVJklSyvvnmm8jjli1bBphEUnlmAShJ5cT5558PQFpaGu+++26wYSRJksqJb7/9FoDGjRtT\ntWrVgNNIKq8sACWpnGjdujWNGzcGYPz48eTk5AScSJIkKbplZ2fz/fffA9CqVauA00gqzywAJamc\nCIVCnHfeeQD89ttvTJs2LdhAkiRJUe7HH38kKysLgKOOOirgNJLKs7igA2jfCYVCxMTY6UoqWMeO\nHXn++ef5448/GD9+PKeddlrQkfZYbGxs0BEkSZIK9d1330UeH3XUUX5+kRQYC8AoUqlSJSpXrhx0\nDEmlXI8ePXjyySeZN28eixcvpnnz5kFHKrbY2FiqV68edAxJklTKhEKhoCPsIL8APPTQQzn44IMD\nTiOpPLMAjCIZGRmR6eWSVJCOHTvy3HPPkZ2dzYQJE7j77ruDjlRsubm5bNy4MegYkiSplAmHw0FH\niMjNzY3s/3fEEUf42UXSPrMnkyEsAKNIOBwmNzc36BiSSrkqVarQrl07PvvsM6ZOncp1111HtWrV\ngo5VbH6/kyRJpdnPP/9Meno6sL0A9LOLpCC5YZwklUN///vfAdi2bRvvv/9+wGkkSZKiz7x58yKP\nW7RoEVwQScICUJLKpWbNmnHYYYcBMHHiRPLy8gJOJEmSFF3mz58PQJ06dahdu3bAaSSVdxaAklQO\nhUIhunTpAsDq1av5+uuvA04kSZIUXX744QcADj/88ICTSJIFoCSVW6eeeiqJiYnA9lmAkiRJ2jfW\nr1/PmjVrAAtASaWDBaAklVMJCQl07NgRgBkzZrB+/fqAE0mSJEWHBQsWRB5bAEoqDSwAJakcO/vs\ns4HtJ+p+8MEHAaeRJEmKDvnLfytUqEDjxo0DTiNJFoCSVK41btyYZs2aAfDee+8RDocDTiRJklT2\n5c8AbNKkCRUqVAg4jSRZAEpSuXfWWWcBsGrVKr799tuA00iSJJVtubm5LFq0CIDmzZsHnEaStrMA\nlKRyrl27dsTHxwPw/vvvB5xGkiSpbFuxYgVbt24FoGnTpgGnkaTtLAAlqZxLTEykbdu2AHz22Wek\npaUFnEiSJKns+vHHHyOPLQAllRYWgJIkzjjjDACysrL49NNPA06zsy1btvDpp5+yfv16Nm7cSGpq\natCRJEmSdmnx4sUAVK5cmQMPPDDgNJK0nQWgJIkjjzySevXqATBp0qSA0/xXamoq1157LQcddBDX\nXHMNv/76K0uXLqVbt25cf/31rF+/PuiIkiRJO1i4cCEAhx56KDEx/sgtqXTwu5EkiZiYGDp16gTA\nvHnzWLVqVcCJYOPGjbRr147HHnuMLVu27HAtKyuLV199lbPPPpu1a9cGlFCSJGlHubm5LFmyBIDD\nDjss4DSS9F8WgJIkgEgBCDB58uQAk2x3xRVX8P333xc6Zvny5QwcOHA/JZIkSSrcypUryczMBLbP\nAJSk0sICUJIEQL169WjRogUAU6ZMIRwOB5Zl2bJlTJw4sUhjZ8+ezbx580o2kCRJUhHk7/8H0KRJ\nkwCTSNKOLAAlSRGnnXYaAKtWrWL+/PmB5Xj11VeLVUC+8cYbJZhGkiSpaPKX/8bHx3PQQQcFnEaS\n/isu6ACSpNLjlFNOYezYsWRnZ9O/f3/i4oL5a2LZsmXFGr9mzZoSSiJJklR0P/30EwCHHHIIsbGx\nAaeRpP+yAJQkRSQnJ3PSSScxffp0AHJycgJOVDTx8fFBR5AkSYrMAGzcuHHASSRpRxaAkqQdDBo0\niGbNmpGRkRFYhnnz5jFu3Lgijz/hhBNKLowkSVIRbNy4kQ0bNgDQqFGjgNNI0o4sACVJO6hSpQrn\nnXdeoBl69OjBlClTWLdu3W7HJiYmcsEFF+yHVJIkSQXLX/4LFoCSSh8PAZEklToVKlRg6NChRRp7\n5513kpSUVMKJJEmSCvfLL79EHh9yyCHBBZGkXbAAlCSVSt26dWP06NFUrFhxl9djYmK455576N+/\n/35OJkmStLP8ArBmzZokJycHnEaSduQSYElSqdW7d286dOjAyy+/zOTJk9m8eTNVq1alc+fO9OzZ\n09+uS5KkUiO/ADz44IMDTiJJO7MAlCSVagceeCC33nort956K9WrVyc2Npbc3Fw2btwYdDRJkiQA\nwuEwS5cuBSwAJZVOLgGWJEmSJGkvpKSkkJ6eDkDDhg0DTiNJO7MAlCRJkiRpLyxbtizy2BmAkkoj\nC0BJkiRJkvbCnwtAZwBKKo0sACVJkiRJ2gvLly8HoHr16iQlJQUbRpJ2wQJQkiRJkqS9kF8ANmjQ\nINggklQAC0BJkiRJkvZCfgFYv379YINIUgEsACVJkiRJ2kNpaWls2LABsACUVHpZAEqSJEmStIdW\nrlwZeXzQQQcFmESSCmYBKEmSJEnSHvr1118jj50BKKm0sgCUJEmSJGkP5c8AjI2N5YADDgg4jSTt\nmgWgJEmSJEl7aMWKFQAccMABxMXFBZxGknbNAlCSJEmSpD20atUqAA488MCAk0hSwSwAJUmSJEna\nQxaAksoCC0BJkiRJkvZAeno6GzduBKBevXoBp5GkglkASpIkSZK0B1avXh15bAEoqTSzAJQkSZIk\naQ/8uQCsW7dugEkkqXAWgJIkSZIk7QELQEllhQWgJEmSJEl7IL8ArF69OgkJCQGnkaSCWQBKkiRJ\nkrQH1qxZA8ABBxwQcBJJKpwFoCRJkiRJe+C3334DLAAllX4WgJIkSZIkFVM4HHYGoKQywwJQkiRJ\nkqRi2rRpE5mZmYAFoKTSzwJQkiRJkqRiyl/+CxaAkko/C0BJkiRJkopp7dq1kce1a9cOMIkk7Z4F\noCRJkiRJxeQMQElliQWgJEmSJEnFtG7dOgCSk5NJSEgIOI0kFc4CUJIkSZKkYsovAF3+K6kssACU\nJEmSJKmY8vcAtACUVBZYAEqSJEmSVEzOAJRUllgASpIkSZJUDDk5OWzYsAGAWrVqBZxGknbPAlCS\nJEmSpGJYv3494XAYsACUVDZYAEqSJEmSVAz5y3/BJcCSygYLQEmSJEmSiuH333+PPK5Zs2aASSSp\naCwAJUmSJEkqhpSUlMhjlwBLKgssACVJkiRJKob8GYBJSUkkJCQEnEaSds8CUJIkSZKkYsifAejy\nX0llhQWgJEmSJEnFkD8D0AJQUllhAShJkiRJUjGsX78egBo1agScRJKKxgJQkiRJkqQiCofDkRmA\nFoCSygoLQEmSJEmSimjr1q1kZGQALgGWVHZYAEqSJEmSVET5s//AAlBS2WEBKEmSJElSEeXv/wcu\nAZZUdlgASpIkSZJURBaAksoiC0BJkiRJkorozwVg9erVA0wiSUVnAShJkiRJUhFt2LABgMTEROLj\n4wNOI0lFYwEoSZIkSVIR5ReAzv6TVJZYAEqSJEmSVET5S4Dd/09SWWIBKEmSJElSETkDUFJZZAEo\nSZIkSVIR/fHHH4AFoKSyxQJQkiRJkqQiyMnJYdOmTYAFoKSyxQJQkiRJkqQi2LhxI+FwGLAAlFS2\nWABKkiRJklQE+fv/gQWgpLLFAlCSJEmSpCLI3/8PoFq1asEFkaRisgCUJEmSJKkI/lwAOgNQUlli\nAShJkiRJUhH8eQmwMwAllSUWgJIkSZIkFUF+AVilShXi4uICTiNJRWcBKEmSJElSEWzcuBFw9p+k\nsscCUJIkSZKkIsifAWgBKKmssQCUJEmSJKkI8g8B8QAQSWWNBaAkSZIkSUWQXwA6A1BSWWMBKEmS\nJEnSbuTm5rJp0ybAGYCSyh4LQEmSJEmSdmPz5s3k5eUBULVq1YDTSFLxWABKkiRJkrQb+ct/wRmA\nksoeC0BJkiRJknbjzwWgewBKKmssACVJkiRJ2g0LQEllmQWgJEmSJEm7YQEoqSyzAJQkSZIkaTfy\nC8BKlSqRkJAQcBpJKh4LQEmSJEmSdiO/AHT2n6SyyAJQkiRJkqTd2LhxIwBVq1YNOIkkFZ8FoCRJ\nkiRJu7FhwwYAqlevHnASSSo+C0BJkiRJknYjfwagS4AllUUWgJIkSZIkFSIcDrsHoKQyLS7oAJIk\nSZIk7alt27YxadIkxo0bx9y5c8nOzmbp0qWMHTuWPn36kJycvNevsXXrVrKysgCXAEsqm5wBKEmS\nJEkqk9auXctZZ53FwIED+fLLL8nKyiIvL4+NGzcyaNAgWrRowYIFC/b6dfJn/4EzACWVTRaAkiRJ\nkqQyJyMjg549e/LDDz8UOGblypWcfvrprF69eq9eK/8AELAAlFQ2WQBKkiRJksqc8ePH8+OPP+52\n3Nq1a3nooYf26rXyDwABlwBLKpssACVJkiRJZc6LL75Y5LHjxo0jIyNjj1/LGYCSyjoPAZEkSZIk\nlSkZGRlFmv2Xb/PmzQwZMoT69evv0eu99tprAMTFxZGUlLRH95CkIFkASpIkSZLKlOzs7GI/Z8qU\nKSQmJu7V61avXp1QKLRX95CkIFgASpIkSZLKlKSkJKpXr77D3ny7U6tWLeLj4/f4NePi4ujZs+ce\nP1+SgmQBKEmSJEkqU2JiYujRowdPPfVUkcZ36tSJ8ePHl3AqSSq9PAREkiRJklTm9O/fn4SEhCKN\nHTRoUAmnkaTSzQJQkiRJklTmNGrUiGeeeYaKFSsWOm7YsGG0bdt2P6WSpNLJAlCSJEmSVCadddZZ\nfPDBB5x++uk7Hc5x3HHH8eqrrzJw4MCA0klS6REKh8PhoENo31i/fn3QESSpRFWvXp3Y2Fhyc3OL\ntem3JEmKfqtWreLXX38FoEmTJtStWzfgRJJUMmrVqlXs53gIiCRJkiSpzKtfvz4tW7b0l4WStAsu\nAZYkSZIkSZKimAWgJEmSJEmSFMUsACVJkiRJkqQoZgEoSZIkSZIkRTELQEmSJEmSJCmKWQBKkiRJ\nkiRJUcwCUJIkSZIkSYpiFoCSJEmSJElSFLMAlCRJkiRJkqKYBaAkSZIkSZIUxSwAJUmSJEmSpChm\nAShJkiRJkiRFMQtASZIkSZIkKYpZAEqSJEmSJElRzAJQkiRJkiRJimIWgJIkSZIkSVIUswCUJEmS\nJEmSopgFoCRJkiRJkhTF4oIOUBqsWrWKOXPm8MMPP/Drr7+SmppKhQoVqFevHsceeyznnHMO1atX\n36N7//DDDwwZMmS340aOHMlhhx22R68hSZIkSZIkFaTcF4ALFy7ktttu2+FriYmJZGRksHTpUpYu\nXcpHH33E4MGDOfLII/fqtapVq1bgtbi4cv+vQpIkSZIkSSWg3LdOubm5xMbGcsIJJ3DqqafSsmVL\nKleuTHZ2Nt999x1PP/00KSkpDB8+nLFjx+7xTECAl156aR8mlyRJkiRJknav3BeA9erVY+zYsdSr\nV2+Hr1eoUIE2bdpQr149brjhBtLT05k6dSo9e/YMKKkkSZIkSZJUfOX+EJBatWrtVP79WYMGDWja\ntCkAP//88/6KJUmSJEmSJO0T5b4ALIoqVaoAkJeXF3ASSZIkSZIkqXjK/RLg3cnNzWXRokUANGzY\ncK/udfPNN7NixQpyc3OpVq0ahx9+OGeffTZHHHHEvogqSZIkSZIk7cQCcDcmTZrExo0biYmJoWPH\njnt1r//85z8kJiaSk5NDSkoKKSkpTJ8+nb///e9cfvnlhEKhfZRakiRJkiRJ2s4CsBC//PILL7/8\nMgBdunTZoxmAiYmJdOvWjVNOOYWGDRsSHx9PXl4eP//8M6+//jrffvstH3zwAVWrVqVHjx77+i1I\nkiRJkiSpnAuFw+Fw0CFKo99//51bb72V9evX07RpU+6//34qVKiwT18jHA7z4IMPMnv2bBISEnj+\n+edJSkra4/utX79+H6aTpNKnevXqxMbGkpuby8aNG4OOI0mSShk/K0gqD2rVqlXs50T9DMD77ruP\nxYsX7/T1tm3bMmDAgF0+548//uDOO+9k/fr1NGzYkLvuumufl38AoVCIvn37Mnv2bDIzM5k/fz4n\nnXRSgeNfeeUVXnvttQKvn3/++fTt23ef55Sk0iImJiby/9WrVw84jSRJKm38rCBJuxb1BWBaWhqb\nNm3a6evp6em7HL9p0ybuvPNO1qxZQ7169Rg6dGjkFOCSUK9ePapUqUJqaipr164tdGx6ejopKSkF\nXt+6dSuxsbH7OqIklTqhUMjvd5IkqUB+VpCkHUV9AXjfffcVeWxqaip33nknK1eupE6dOgwbNqxU\n/dYoMTGROnXqFHi9cuXK5Obm7sdEkrR/xcTEEAqFCIfD5OXlBR1HkiSVMn5WkFQe7MkvOKK+ACyq\ntLQ07rrrLn799Vdq1KjBsGHDqF27dom/7tq1a0lNTQXggAMOKHTsxRdfzMUXX1zimSSptHrllVdI\nT08nMTHR74eSJGknflaQpF2zAGT70tm7776bpUuXUq1aNYYNG0bdunX3yb3D4TChUKjA6y+++CIA\n8fHxtGrVap+8piRFq9dee42UlBTq1Knjh3pJkrQTPytI0q7FBB0gaJmZmdx777389NNPVKlShaFD\nh1K/fv1i3aNr16507dp1lwd0/M///A/vvfceq1atikxBD4fD/PTTTwwbNowvvvgCgAsuuGCvTgCW\nJEmSJEmSdqXczwCcPXs2CxcuBCArK4s777yzwLG1atXikUceKdb9V65cyXPPPcdzzz1HXFwclStX\nJjMzk23btgHbN6c999xz6dGjx56/CUmSJEmSJKkA5b4ADIfDkcdZWVlkZWUVOLZixYrFvv+gQYNY\ntGgRv/zyC5s2bSI9PZ0KFSrQoEEDjjjiCM4880wOPfTQPcouSZIkSZIk7U65LwA7depEp06d9uoe\n77//foHXzjzzTM4888y9ur8kSZIkSZK0p8r9HoCSJEmSJElSNLMAlCRJkiRJkqJYuV8CLEkqOy66\n6CLS09NJTEwMOookSSqF/KwgSbsWCv/5FAxJkiRJkiRJUcUlwJIkSZIkSVIUswCUJEmSJEmSopgF\noCRJkiRJkhTFPAREkrRLt99+OwsWLKBnz55cdNFF+/W1v//+eyZOnMjPP/9Meno64XA4kBySJKl0\nyMjIYPz48cyZM4f169eTnZ0NwPvvvx9wMkkqGywAJUmlysKFC7n77rvJy8sjJiaGKlWqEAqFqFSp\nUtDRJElSQB544AG+++47ABISEnY45XfOnDksXbqUxo0bc8IJJwQVUZJKNQtASVKp8sEHH5CXl8cR\nRxzBHXfcQVJSUtCRJElSgFasWBEp/2677TZOOumkHa7PmTOHzz//nI4dO1oASlIB3ANQklSqrFix\nAoBTTjnF8k+SJEU+GyQnJ+9U/kmSisYCUJJUqmRlZQG45FeSJAF+NpCkfSEUDofDQYeQJJU+fz4E\n5Pzzz2fixInMnDmTlJQUEhISaNmyJb169aJhw4a7fH5ubi6fffYZM2fOZNmyZWzdupXk5GSaNWvG\n3//+d1q2bLnD+K5duxaYpU6dOjz77LM7fO3f//43H330EUuWLCEtLY2kpCSaNm3K2WefzbHHHrvb\n93TBBRfwzjvvRN5TRkYGr7322g6zDmfPns1nn33GTz/9RFpaGpUrV+bQQw/lzDPP5MQTTyzqP0pJ\nkgSkpaXxxRdfMHfuXFatWsWGDRvIycmhZs2atGrVin/84x8ceOCBkfGvvfYa48ePL/B+1113HY8+\n+mihr/nMM89wwAEH7PC177//no8++ojFixezefNmEhISOOSQQ+jYsSMdOnQgNjZ2p/vkf04ZPnw4\nBx54IG+88QZz585lw4YNNGjQYLc5JClo7gEoSSpUdnY2d9xxB4sXLyYuLo6KFSuSmprKF198wddf\nf80dd9xB69atd3jOpk2bGDZsGEuWLAGIHOKxceNG5syZw5w5c3Y61bdatWoApKamkpeXR+XKlalY\nsSIAVapUiYwLh8M88cQTfPTRRwDExMRQqVIlUlNT+frrr/n666/p3LkzAwcOJBQKFfieBg8ezJIl\nS4iLiyM+Pn6H65mZmTz00EN88803ka9VrlyZ1NRU5s6dy9y5c+nUqRPXXnttga8hSZJ29P7770cK\nvdjYWCpXrkxWVha//fYbv/32G9OmTeP222/n6KOPBrbP+KtWrRrbtm1j69atkcPB8qWkpFCtWjW2\nbt3Ktm3bqFixIpUrV97hNWNi/rvoLTc3lyeeeIKPP/448rXKlSuTnp7OggULWLBgATNnzmTIkCGR\nzyB/tXr1ah588EFSU1OJj48nLs4fqSWVDc4AlCTtUv5sucTERHJycrjqqqto164dcXFxLFu2jMce\ne4yff/6ZxMRExo4dS/Xq1YHtH64HDx7M4sWLOeKII+jduzfNmzenQoUKbNmyhQ8//JAJEyaQk5PD\nrbfeysknn7zD615++eWkpKRw3XXX0alTp51yvfvuuzz//PMAdO/ene7du5OUlMSWLVt48803effd\ndwEYMGAAf//733f5nipVqkRMTAxXX301J5xwAhUqVCAlJYUaNWoQFxfHiBEjmDVrFgcffDB9+vSh\nVatWxMfHs3XrVqZNm8aLL75IRkYG/fr1o1u3biXwT1+SpOjz0UcfsXnzZtq0aUPDhg2JjY0lNzeX\n5cuX88orr/Dtt99StWpVnnnmGRISEiLP++yzz3j00Ud3uSIAYPTo0ZFDQK6//voCX3/cuHG8/fbb\n1KlTh969e3P88cdHSsivvvqK5557jo0bN9K5c2euvPLKHZ6bPwOwUqVK1KlTh6uvvprDDz8cgDVr\n1uwwc1GSSiP3AJQkFSo9PZ1BgwbRsWPHyG+5GzVqxP/+7/9StWpV0tPTI6UbwLRp01i8eDFNmzbl\n3nvvpWXLllSoUAHYvnn3hRdeGJn5V9iynl3JyspiwoQJAJxzzjn07ds3smQ3OTmZyy67jDPPPDNy\n7/w9g/4qIyODW265hbZt20ay1alTh7i4OH744QdmzZrFAQccwPDhw2nTpk1khmDlypXp3LkzgwYN\nAuCtt94iJyenWO9BkqTy6qyzzuLCCy+kUaNGkWW2sbGxNGnShNtvv50GDRqwefNmvvjii33+2r/9\n9hvvvvsuSUlJDBs2jA4dOkRmC8bHx9OuXTsGDx5MKBTi448/ZuPGjbu8T0xMDPfee2+k/AMs/ySV\nCRaAkqRC1alTh/bt2+/09eTkZM4++2yAHT6of/LJJwB06dKlwOUz+ff79ddfC/yAvSvfffcd6enp\nxMTEcMEFF+xyTM+ePYmJiWHLli3Mmzdvl2MOOeSQnZYt5/v0008BOO2003ZYZvRnJ598cmRG488/\n/1zk/JIkadcqVKgQWfq7aNGifX7/zz//nLy8PE488UTq1q27yzHNmzfngAMOICcnhx9++GGXYzp2\n7BhZ9SBJZYkbFkiSCtWiRYsC97lr0aIFsH0Pni1btlC5cmV++uknAJ599lleeOGF3d7/999/L/IH\n6fyyrUGDBgU+p2bNmtSvX58VK1bwyy+/cPzxx+80pnnz5gW+Rv4PHe+++y6TJ08ucFxubi4A69ev\nL1J2SZIEq1atYtKkSfz444+kpKSQmZnJX3el+uOPP/b56y5evBiAWbNm7bDH71+lpaUB2z+f7Eqz\nZs32eTZJ2h8sACVJhapZs2aRrm3evJm8vDyys7MB2LJlS5HuX9Ay3V1JTU3dbab86ytWrGDTpk27\nvF7QzD4gMiMxPT29SJmKk1+SpPJsxowZjB49OrJ9RigUonLlypHtODIzM8nMzCyRv1vzS8WMjAwy\nMjJ2O76gDFWrVt2nuSRpf7EAlCTtM3l5eZHHI0aMKHSmXZD+fCLgX+W/h5tuuol27drtr0iSJEW1\nzZs3M2bMGHJycmjRogWXXHIJhx56aKT8A3jllVd44403dpoRuC/k//1+ySWXcP755+/xfQr7DCFJ\npZnfvSRJhSpsGc6fr1WtWpXk5OTIB+OSWBqbP3Nvw4YNhY7Lv16tWrViv0b+cwpa+iNJkorv22+/\nJSMjg4SEBO68804OP/zwHco/oMCZ+/uCf79LKu8sACVJhVqwYMFur9WpU4fk5GTi4uI47LDDAArd\nX2dPHXrooQCsXLmywMNDNmzYwKpVqwBo0qRJsV8jf9ZiSeSXJKm8yv/FYP369SOn7/5ZOBwu9DNH\nYfL3Ki5s5mD+3+/ffvvtDisWJKm8sACUJBUqJSWF6dOn7/T1tLQ0PvroI2D7qbj5TjvtNABmzpy5\n21P88jfaLqrWrVuTlJREXl4eb7755i7HjB8/nry8PJKTkyOnCRZHfv6FCxcya9asQscWN78kSeVV\nYmIiAOvWrYvsF/xnn3/+OWvWrNmje+cXioXt39upUydiYmJISUnh3XffLfR+/v0uKRpZAEqSCpWY\nmMiYMWP417/+Fdm0e/ny5dxzzz1s2rSJxMRE/vGPf0TGn3baaRxxxBHk5ORwzz338MEHH0QO74Dt\nH6q/+eYbRowYwUMPPVSsLPHx8Vx44YUATJo0iRdffDHyIX3Lli288MILTJ06FYBevXoRHx9f7Pfb\nunVr2rZtC8AjjzzCa6+9tsOS44yMDL7//nsee+wxbrvttmLfX5Kk8qhVq1aEQiG2bNnC6NGjIzP5\nMzIyeP/99xkzZgzJycl7dO+DDz4YgEWLFhVYItavX59u3boBMG7cOJ566il+++23yPVt27axaNEi\nnn32Wa644oo9yiFJpZmHgEiSCnXWWWexYMECRo0axeOPP07FihUjv2GvUKECN998M9WrV4+Mj42N\nZciQITz44IPMnz+fZ555hmeffZbKlSuTl5e3w8l7rVq1Knaerl27snr1aj766CMmTpzIO++8Q+XK\nldm6dWtkSU/nzp3p0qXLHr/na6+9llAoxIwZMxg/fjzjx4+PzFzYunVrZIlRvXr19vg1JEkqT+rX\nr0/Xrl157733mDlzJjNnziQxMZGMjAzy8vJo3bo1hx12GG+88Uax733CCSfw4osvsmXLFq666iqq\nVKkS+SXgAw88QK1atQDo06cPOTk5vPfee0yePJnJkydTqVIlYmNjd/gcERsbu+/euCSVEhaAkqRC\nVahQgeHDhzNx4kRmzJjB77//TpUqVWjZsiW9evWiYcOGOz0nOTmZoUOH8uWXXzJt2jSWLFlCamoq\nMTEx1K1bl0aNGtG6dWtOOeWUYucJhUJcffXVHHfccXz00UcsWbKEtLQ0kpOTadasGWeffTbHHnvs\nXr3n+Ph4brrpJk4//XQ++eQTFi1aFNmYvFatWhx88MG0atVqj/JLklRe9e/fn/r16zNlyhRWrlxJ\nXl4ejRs35tRTT6VLly5MmDBhj+5bpUoV7r//fl5//XUWLVrE5s2b2bx5MwC5ubmRcTExMfTv35/2\n7dvz4Ycf8uOPP7Jhwways7OpVq0aDRo0oGXLlpGVAJIUTULhkjhjXZIkSZIkSVKp4B6AkiRJkiRJ\nUhSzAJQkSZIkSZKimAWgJEmSJEmSFMUsACVJkiRJkqQoZgEoSZIkSZIkRTELQEmSJEmSJCmKWQBK\nkiRJkiRJUcwCUJIkSZIkSYpiFoCSJEmSJElSFLMAlCRJkiRJkqKYBaAkSZIkSZIUxSwAJUmSJEmS\npChmAShJkiRJkiRFMQtASZIkSZIkKYpZAEqSJEmSJElRzAJQkiRJkiRJimIWgJIkSZIkSVIUswCU\nJElSoKZNm0YoFCIUCnHPPfcEHUeSJCnqWABKkiRJkiRJUcwCUJIkSZIkSYpiFoCSJEmSJElSFLMA\nlCRJkiRJkqKYBaAkSZIkSZIUxSwAJUmSVKCrrroqckLvTz/9tMsxn3zySWRMKBTiyy+/3OW4b775\nJjLm5ptvLvR116xZw+23306LFi1ISkqiSpUqtG7dmnvvvZctW7YUOf+MGTO44oorOPzww6lWrRoJ\nCQk0aNCA7t27M3HiRMLhcIHPXb58eSTvpZdeCsCmTZu47777OOaYY6hWrRqJiYkcccQR3HzzzaSk\npBQ5lyRJ0v4UF3QASZIklV4dOnTgySefBODzzz/nsMMO22nM559/vtOfTzzxxELHdezYscDX/Pjj\nj+nVqxd//PHHDl+fN28e8+bN49VXX+Xzzz/noIMOKvAemzZtok+fPkyaNGmna6tWrWLVqlW8/fbb\ntGvXjokTJ1KrVq0C75Vv7ty5dOvWjRUrVuzw9UWLFrFo0SJefvllPv30U4488sjd3kuSJGl/cgag\nJEmSCtShQwdCoRCwc9GXb1cFYGHjKlSoQNu2bXc5Zt68eZx33nmkpaVx6aWX8uyzzzJhwgTuvfde\n6tatC8CSJUvo169fgZlTU1M5+eSTI+XfYYcdxu23387LL7/MhAkTuP/++znqqKOA7TMETzvtNDIz\nMwu8H8DKlSvp3Lkzq1atonv37jz55JO88cYbjBgxgkMPPRSAdevWceGFF5KdnV3ovSRJkva3ULiw\ndQ+SJEkq91q2bMmCBQuoXbs269atixSCsL1sq1GjBrm5uZx00knMnj2bhIQENm3aRHx8fGRcdnY2\n1atXJz09nZNOOokvvvgicm3atGl06NAh8ucDDzyQjz/+mBYtWuyQY+3atRx33HGsWrUKgG+//ZZj\njjlmp7y9evVi/PjxANxzzz3ccccdxMbG7jAmLy+PW265hZEjRwIwZMgQhg0btsOY5cuX06hRo8if\nk5OTmTRpEu3atdthXFpaGm3btmXevHkATJw4kfPOO6+Af5qSJEn7nzMAJUmSVKj85bq///47P/zw\nww7XZsyYQW5uLgBDhw4FIDMzk9mzZ+8w7quvviI9PX2H+xXklVde2an8A6hbty5DhgyJ/HnKlCk7\njZk/f36k/Ovfvz933333TuUfQExMDA8//DAnn3wyAI8//jhZWVmF5nr00Ud3Kv8AkpKSuP/++wvN\nJUmSFCQLQEmSJBXqz4VdQct9DzvsMDp27Ej9+vULHffX+/3V0UcfvcNswL86/fTTI48XLFiw0/UX\nX3wx8viWW24p8D75LrnkEgA2b97MV199VeC4WrVq0adPnwKvd+jQgbi4uAJzSZIkBclDQCRJklSo\n9u3bExMTQ15eHp999hnXX3995Fp+sdepUydgexH28ssv8/nnn0dmBP55XEJCAieddFKBr7Wrw0P+\nLL9gBNi4ceNO12fMmBF5nYULF7Jw4cJC77d69erI44ULF+5yhh/AcccdFyn4diU+Pp5atWqxdu3a\nXeaSJEkKkgWgJEmSClWtWjVat27Nt99+G1nyGxsby4YNG5g/fz7w31l9+QXgN998Q1paGklJSWRm\nZjJnzhwATjrppB32Bvyr3Z3G++fn7urgjuXLl0eudevWrVjv86+nDhcn15+z7e5AEUmSpP3NJcCS\nJEnarfyCLzU1lX//+9/A9sM7wuEwoVAosmw3f1x2djYzZ84E4Isvvojsr7e7/f9iYvbu4+mmTZv2\n+Lnbtm0r8Nre5pIkSQqSn2QkSZK0W3/el++zzz4D/rust2XLlpEZcgcffDCNGzfe4fqf9/8rbH+/\nfSEpKQmAGjVqEA6Hi/W/e+65p0SzSZIkBcUCUJIkSbvVtm1bKlSoAOxc7OXv/5cvv+T767ikpCTa\ntGlTojnz9wjctGkTaWlpJfpakiRJZYUFoCRJknYrKSmJ4447DoDZs2ezfPlyFi9eDOy8rDf/z/Pm\nzWPFihWRJcNt27Yt9CCNfaF9+/YA5OXlMXXq1BJ9LUmSpLLCAlCSJElFkj+zLyMjg+HDhwMQGxu7\n08m5+QVgXl4eQ4cOJScnZ4evl6RLLrkk8vjee+/1QA5JkiQsACVJklREfy7wxo0bB8Bxxx1HlSpV\ndhhXt25dDj/88B3G/fX5JaVNmzZccMEFAMyfP59zzz2X33//vcDx4XCYL774gptuuqnEs0mSJAWl\nZNdgSJIkKWqcdNJJxMfHk5WVtdtZfR06dGDRokWRcTVq1ODoo4/eLzmfe+45lixZwvfff8/HH3/M\nIYccQvfu3TnhhBOoXbs22dnZrFu3jvnz5/Ppp5+yatUqmjRpwsMPP7xf8kmSJO1vFoCSJEkqkoSE\nBE488USmTZsW+VpBBWDHjh0ZO3Zs5M/t27cnJmb/LD5JTk5m1qxZXH311bzyyits3bqVl19+mZdf\nfrnA5+QfHiJJkhSNXAIsSZKkIvtz4RcfH8/JJ5+8y3EdOnQgFArt8nn7Q1JSEi+99BILFizg5ptv\npk2bNtSuXZu4uDgqV67MwQcfzBlnnME999zDV199tUOpKUmSFG1C4XA4HHQISZIkSZIkSSXDGYCS\nJEmSJElSFLMAlCRJkiRJkqKYBaAkSZIkSZIUxSwAJUmSJEmSpChmAShJkiRJkiRFMQtASZIkSZIk\nKYpZAEqSJEmSJElRzAJQkiRJkiRJimIWgJIkSZIkSVIUswCUJEmSJEmSopgFoCRJkiRJkhTFLAAl\nSZIkSZKkKGYBKEmSJEmSJEUxC0BJkiRJkiQpilkASpIkSZIkSVHMAlCSJEmSJEmKYhaAkiRJkiRJ\nUhSzAJQkSZIkSZKi2P8HVc39E+BpGqYAAAAASUVORK5CYII=\n" - } - } - ], - "source": [ - "(ggplot(df, aes('when', 'value'))\n", - " + geom_violin(df, style='left-right') # changed\n", - " + geom_point()\n", - ")" - ], - "id": "cell-9" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Link up the points to get a sense of how the data the moves." - ], - "id": "f7ab9129-0975-43ff-900a-c11c292f35b8" - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:35.170672Z", - "iopub.status.busy": "2024-01-09T15:12:35.170425Z", - "iopub.status.idle": "2024-01-09T15:12:35.527396Z", - "shell.execute_reply": "2024-01-09T15:12:35.526768Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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fv56KFSsybdo0wsLCsLOz48svv2T//v20bduWVKlSmR1T4oidnR1du3YFokrfNWvWmJxI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yUiRH6i0aU2ek7kGi9fvlQ7hFxrx44d7Nq1C319fc6ePYupqanaIQmR71WsWFHp+5YSAwMD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1a/PSSy+Rm5sbcEJpxwEgixYtAuCUU04JOI0k/R8LQEkSQKQABHj//fcDTLLD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\nSQI2btzIzJkz+eqrr1i+fDlr165l+/b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- } - } - ], - "source": [ - "(ggplot(df, aes('when', 'value'))\n", - " + geom_violin(df, style='left-right') # changed\n", - " + geom_point()\n", - " + geom_line(aes(group='id')) # new\n", - ")" - ], - "id": "cell-11" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Make gap between the points and the violions. i.e. shift the violins\n", - "outward and the points & lines inward. We used `stage` mapping to get it\n", - "done. For example\n", - "\n", - "``` python\n", - "x=stage('when', after_scale='x+shift*alt_sign(x)')\n", - "```\n", - "\n", - "says, map the `x`aesthetic to the ‘when’ column/variable and after the\n", - "scale computed the `x` locations add a `shift` to them. The calculated\n", - "`x` locations of a discrete scale are consecutive numbers\n", - "`1, 2, 3, ...`, so we use that move objects of adjacent groups in\n", - "opposite directions i.e \\$(-1)^1, (-1)^2, (-1)^3 … = -1, 1, -1… \\$" - ], - "id": "39a3059f-fd17-4138-9dba-da46ec7d6a59" - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:35.530740Z", - "iopub.status.busy": "2024-01-09T15:12:35.530499Z", - "iopub.status.idle": "2024-01-09T15:12:35.977774Z", - "shell.execute_reply": "2024-01-09T15:12:35.977185Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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smwpAERERERGRBHb9+nVatGjB0KFDiYqKwtXVlZEjRzJz5kwyZMhgdjyRJKlZs2ZAzHmZ\na9asMTmNiH1TASgiIiIiIpKAtmzZQvXq1dm2bRsAxYsXZ+PGjXzyySdYLBZzw4kkYXny5KFq1aoA\n/P7774SHh5ucSMR+qQAUERERERFJABEREQwePJgWLVpw8+ZNANq2bcvvv/9OsWLFTE4nYh+aN28O\nwP379/njjz9MTiNiv1QAioiIiIiIxLPz58/ToEEDJk6cCED69OmZOXMmw4cPx83NzeR0IvajatWq\n5MqVC4DVq1ebnEbEfqkAFBERERERiUfLli2jRo0aHDx4EICKFSuybds2PvjgA5OTidgfR0dHmjRp\nAsDff//NmTNnTE4kYp9UAIqIiIiIiMSD4OBgunfvjo+PD8HBwVgsFnr37s3KlSvJnTu32fFE7Faj\nRo1wdnYGtApQ5GWpABQREREREXlFR44coWbNmixcuBCAHDlysGLFCr744gucnJxMTidi3zJmzMh7\n770HwLZt2wgODjY5kYj9UQEoIiIiIiLykmw2G1OmTKFevXqcPXsWgDp16rBt2zaqVatmcjqR5KNp\n06YAhIeHs3nzZpPTiNgfFYAiIiIiIiIv4fbt27Rq1Yqvv/6aiIgIXFxc+P7775k7dy6ZM2c2O55I\nslK2bFkKFiwIwJo1a7DZbCYnErEvKgBFRERERERe0F9//YWnpycbNmwAoHDhwqxfv55OnTphsVhM\nTieS/FgsFmMV4MWLFzl+/LjJiUTsiwpAERERERGROIqKimLYsGE0adKEa9euAdCyZUs2btxIqVKl\nTE4nkrzVr18fV1dXIGYVoIjEnQpAERERERGROLh06RINGzZk1KhR2Gw20qRJw5QpUxg3bhxp0qQx\nO55IspcmTRpq164NxKzCDQoKMjmRiP1QASgiIiIiIvIcq1atonr16uzduxeAN954gy1bttCkSROT\nk4mkLLF/5iIjI9m4caPJaUTshwpAERERERGRpwgLC6NPnz60b9+ewMBAALp3787q1aspUKCAyelE\nUh4PDw+KFCkCwPr16zUMRCSOVACKiIiIiIg8wcmTJ6lduzY///wzAFmzZmXx4sUMHDgQFxcXk9OJ\npEwWi4XGjRsDMdvyNQxEJG5UAIqIiIiIiDzEZrPx888/U7t2bU6dOgWAp6cn27Zto3r16ianE5F6\n9eoZw0DWrVtnchoR+6ACUERERERE5P/cu3eP9u3b06dPHx48eICTkxODBg1i0aJFZMuWzex4IkLM\nMJCaNWsC8OeffxIcHGxyIpGkTwWgiIiIiIgIsHv3bqpXr87q1asByJ8/P2vWrKFbt244OOitk0hS\n8r///Q+AiIgItm7dam4YETugv8VERERERCRFi46OZuTIkTRq1IjLly8DMZNGt2zZQrly5UxOJyJP\nUqZMGfLnzw/EDAMRkWdTASgiIiIiIinW1atXadq0KT/88APR0dG4u7szbtw4Jk+eTNq0ac2OJyJP\nYbFYjFWAZ8+e5Z9//jE3kEgSpwJQRERERERSpA0bNuDp6cmOHTsAKFmyJJs3b6Zly5ZYLBaT04nI\n87z//vs4OjoC8Pvvv5ucRiRpUwEoIiIiIiIpSnh4OP379+fjjz/mzp07AHTq1In169dTuHBhk9OJ\nSFxlypSJd955B4CtW7cSERFhciKRpEsFoIiIiIiIpBj//PMPdevWZdq0aUBMgTBv3jy+//57UqVK\nZXI6EXlRDRs2BCA4OJidO3eanEYk6VIBKCIiIiIiyZ7NZmPBggW89957HDt2DIBq1aqxbds26tSp\nY3I6EXlZVapUIXPmzEDMtn4ReTIVgCIiIiIikqzdv38fX19fevToQWhoKI6OjnzxxRcsW7aMnDlz\nmh1PRF6Bk5MT77//PgAHDhzg1q1bJicSSZpUAIqIiIiISLJ18OBBatSowbJlywDInTs3K1eupHfv\n3sbwgJTq6tWrHDx4kJMnTxIZGWl2HJGX9sEHHwAxK303b95schqRpEkFoIiIiIiIJDtWq5UJEybw\n/vvvExAQAED9+vXZunUrlSpVMjecyX7//XcaN25M6dKlqV27Nu+88w5lypRh2LBh3Lt3z+x4Ii+s\nYMGClChRAoBNmzZhs9lMTiSS9KgAFBERERGRZOXGjRt4eXkxZMgQoqKicHV1ZcSIEcyaNYsMGTKY\nHc9U3333Ha1ateKvv/565PM3b95k1KhR1KlTh3///dekdCIvr0GDBgBcunSJ06dPm5xGJOlRASgi\nIiIiIsnG1q1b8fT0ZOvWrQAULVqUDRs20KZNGywWi8npzDV//nzGjBnzzGvOnTvHxx9/TFRUVOKE\nEokntWvXxsnJCYhZBSgij1IBKCIiIiIidi8iIoKhQ4fy4YcfcvPmTQDatGnDhg0bKF68uMnpzGe1\nWhk9enScrj1+/DgbN25M4EQi8StDhgy89dZbAGzfvl3nWor8hwpAERERERGxawEBAXzwwQeMHz8e\ngPTp0zNjxgxGjBiBu7u7yemSBn9/f+MsxLiYN29ewoURSSCx04CDgoLYv3+/yWlEkhYVgCIiIiIi\nYrdWrFhBjRo1OHDgAAAVKlRg69atNGzY0ORkScs///yToNeLJAVvvfUWadOmBdA0YJH/UAEoIiIi\nIiJ2JyQkhB49euDt7c39+/exWCz06tWL3377jTx58pgdL8lxcHixt34p/bxEsU8uLi7UrFkTgN27\ndxMSEmJyIpGkQwWgiIiIiIjYlaNHj1KzZk0WLFgAQPbs2Vm2bBn9+/c3hgDIo0qVKpWg14skFbHb\ngCMiItixY4fJaUSSDhWAIiIiIiJiF2w2G9OmTaNu3brGFtXatWuzfft23n77bZPTJW1ly5alZMmS\ncb6+TZs2CZhGJOGUKVOG7NmzA7Bt2zZzw4gkISoARUREREQkybtz5w6ffPIJ/fv3JyIiAhcXF779\n9lvmzZtH5syZzY6X5FksFr744os4Xfvuu+9SrVq1BE4kkjAcHByoU6cOAIcOHeLu3bsmJxJJGlQA\nioiIiIhIkrZjxw48PT1Zv349AAULFmTdunV07txZZ9W9gAsXLjz3mkqVKjFjxgz9fxW7FlsAWq1W\n/vjjD5PTiCQNKgBFRERERCRJioqK4ocffqBx48ZcvXoVgBYtWrB582ZKly5tcjr7snPnTgYNGgTA\na6+9xocffoi7u7tx+xtvvMG4ceNYsWIF6dOnNyumSLwoUqQI+fPnB2D79u3mhhFJInRCroiIiIiI\nJDmXL1/Gx8eH3bt3A5AmTRqGDx9Os2bNTE5mf65du0aHDh2IiorC3d2dBQsWULx4ccaNG0dQUBCu\nrq64ubmZHVMk3lgsFmrXrs3UqVM5ceIEN27cIFu2bGbHEjGVVgCKiIiIiEiSsmbNGqpXr26Uf2XL\nlmXLli0q/15CREQE7du35+bNmwCMGTOG4sWLA+Do6EjGjBlV/kmyVLt2bePjP//808QkIkmDCkAR\nEREREUkSwsLC6NevH23btuXevXsAdO3alTVr1lCgQAFzw9mpgQMHsnfvXgA6d+5M48aNTU4kkjjy\n58/P66+/DqgAFAFtARYRERERkSTg1KlTeHt7c/LkSQCyZs3K+PHjee+990xOZr+WLFnCjBkzAKhS\npYpxBqBISlGzZk3OnDnDqVOnuH79OtmzZzc7kohptAJQRERERERMY7PZmDNnDrVr1zbKP09PT7Zu\n3ary7xUcO3aM3r17A5AjRw6mT5+Os7OzyalEElfNmjWNj//66y8Tk4iYTwWgiIiIiIiYIjAwkI4d\nO9K7d2/CwsJwcnJi4MCBLFq0SCt1XsG9e/do164dYWFhODs7M3PmTA1AkBQpX758FC5cGFABKKIC\nUEREREREEt2ePXuoXr06v/32GxDzRn316tV0794dBwe9TXlZVqsVX19fAgICAPj222+pUKGCuaFE\nTBS7kvjkyZPcunXL5DQi5tHfrCIiIiIikmiio6MZNWoUDRs25NKlSwA0btyYLVu2UL58eZPT2b8R\nI0awadMmAD788EPatWtnciIRc9WoUcP42N/f38QkIuZSASgiIiIiIoni2rVrNGvWjGHDhhEdHY27\nuztjxoxhypQppEuXzux4dm/Dhg0MHz4cgJIlSzJixAgsFovJqUTMVbBgQfLmzQvAjh07TE4jYh4V\ngCIiIiIikuA2bNiAp6encQ6Xh4cHmzZt4uOPP1ZJFQ/OnTuHr68vABkyZGD27Nm4ubmZnErEfBaL\nxVgFePToUYKCgkxOJGIOFYAiIiIiIpJgwsPD+frrr/n444+5ffs2AB07dmT9+vW8/vrrJqdLHkJC\nQmjXrh1BQUFYLBYmT55Mvnz5zI4lkmR4enoCMWdk7tq1y9wwIiZRASgiIiIiIgni7Nmz1KtXjylT\npgCQMWNG5s6dy7Bhw3B1dTU5XfJgs9no3bs3J06cAODzzz83hh6ISIwSJUqQNWtWABWAkmKpABQR\nERERkXi3aNEiatSowdGjRwGoWrUq27Zto27duiYnS16mTZvGsmXLAKhTpw69evUyOZFI0uPg4MC7\n774LwP79+wkPDzc5kUjiUwEoIiIiIiLxJjg4mC5dutCtWzdCQ0NxcHDg888/Z/ny5eTKlcvseMnK\nrl27GDRoEAAFChRg4sSJODjoLZ7Ik7zzzjtAzLEEhw4dMjeMiAn0t4OIiIiIiMSLQ4cOUb16dZYs\nWQLAa6+9xq+//kqfPn1wdHQ0OV3ycu3aNTp06EBUVBTu7u78/PPPpE+f3uxYIknWm2++ibu7OwC7\nd+82OY1I4lMBKCIiIiIir8RqteLn58f7779PQEAAAPXr12fr1q1UqVLF3HDJUEREBB06dODGjRsA\njBkzhuLFi5ucSiRpc3FxoVKlSgDs2bMHm81mciKRxKUCUEREREREXtrNmzdp2bIlgwYNIjIyklSp\nUvHTTz8xa9YsMmbMaHa8ZGnQoEHs2bMHgM6dO9O4cWOTE4nYh7fffhuAW7ducfbsWZPTiCQuFYAi\nIiIiIvJStm/fjqenJ1u2bAGgSJEibNiwgXbt2mGxWExOlzwtWbKE6dOnA1ClShXjDEAReb5q1aoZ\nH8eW6CIphQpAERERERF5IZGRkQwdOpTmzZsb21Bbt27Nxo0bKVGihMnpkq9jx47Ru3dvAHLkyMG0\nadNwdnY2OZWI/cicObPxNUoFoKQ0TmYHEBERERER+3HhwgU6d+7M/v37AUiXLh2jRo2iUaNGJidL\n3u7du0e7du0ICwvD2dmZGTNmkD17drNjididatWqceLECU6fPk1QUBDp0qUzO5JIotAKQBERERER\niZMVK1ZQvXp1o/yrUKECW7duVfmXwKxWK76+vsaAlW+++YaKFSuaG0rETlWtWhWI+XN14MABk9OI\nJB4VgCIiIiIi8kwhISH07NkTb29v7t+/j8VioWfPnqxcuZK8efOaHS/ZGzFiBJs2bQLgww8/pH37\n9iYnErFfJUqUIH369ADs27fP5DQiiUcFoIiIiIiIPNWxY8eoVasWv/zyCwDZs2dn6dKlfPXVVzp/\nLhFs2LCB4cOHA1CyZEmGDx+uASsir8DR0dFYQbt//35sNpvJiUQShwpAERERERF5jM1mY/r06dSt\nW5czZ84AULNmTbZt28Y777xjcrqU4fz583Tp0gWADBkyMHv2bNzd3U1OJWL/qlSpAsDdu3c5f/68\nyWlEEoeGgIiIiIiIyCPu3LlDz549WbduHQDOzs4MHDiQzp07a/VZIgkNDaVdu3YEBgZisViYPHky\n+fLlMzuWSLJQqVIl4+ODBw9SsGBBE9OIJA6tABQREREREYO/vz/Vq1c3yr+CBQuybt06fHx8VP4l\nEpvNxmeffcbx48cB+Pzzz3nvvfdMTiWSfGTPnp0CBQoAaBCIpBgqAEVEREREhKioKH766ScaN27M\nlStXgJiBE5s3b6ZMmTImp0tZpk2bxrJlywCoU6cOvXr1MjmRSPITuwrw2LFjREREmJxGJOGpABQR\nERERSeH+/fdfGjduzPDhw7FaraROnRo/Pz8mTpxImjRpzI6XouzatYtBgwYBUKBAASZOnIiDg962\nicS32EEg4eHhnDp1yuQ0IglPf5OIiIiIiKRga9euxdPTk127dgFQpkwZNm/eTPPmzU1OlvJcu3aN\nDh06EBUVhbu7O7NnzyZ9+vRmxxJJlsqVK4ejoyMAhw8fNjmNSMJTASgiIiIikgKFhYXRr18/2rRp\nw7179wDw9fVl7dq1FCpUyNxwKVBERAQdOnTgxo0bAIwePZoSJUqYnEok+UqTJg3FixcHYgaBiCR3\nmgIsIiIiIpLC/P3333h7e3PixAkAsmTJwvjx46lZs6bJyVKuQYMGsWfPHgC8vb1p0qSJyYlEkr83\n33yTY8eOcfr0aR48eICrq6vZkUQSjFYAioiIiIikEDabjblz51KrVi2j/Hv33XfZunWryj8TLVmy\nhOnTpwNQuXJlBg8ebG4gkRTizTffBGKGIMV+TRRJrlQAioiIiIikAIGBgXTq1InPPvuMsLAwHB0d\n+frrr1m8eDE5cuQwO16KdezYMXr37g1Ajhw5mD59Os7Ozon2/NHR0dhstkR7PpGkpEyZMsY5gEeO\nHDE5jUjCUgEoIiIiIpLM7d27lxo1arBy5UoA8ubNy+rVq/n00081YdZE9+7do127doSFheHs7MyM\nGTPInj17gj9vQEAAgwYNokSJEuTIkYPcuXPTrFkz1qxZg9VqTfDnF0kq3NzcjHMAjx07ZnIakYSl\nv+1FRERERJIpq9XKmDFj+OCDD7h48SIAjRo1YsuWLcbWNzGH1WrF19eXgIAAAL755hsqVqyY4M+7\nYsUKqlWrhp+fHzdv3gRiBpBs376dtm3b0rJlS0JCQhI8h0hSUa5cOSDmbNSIiAiT04gkHBWAIiIi\nIiLJ0LVr12jevDnfffcd0dHRuLm5MXr0aKZNm0b69OnNjpfijRgxgk2bNgHw4Ycf0r59+wR/zj//\n/BNfX99nlhxbtmzB19dX24IlxXjjjTcAiIyM5PTp0yanEUk4KgBFRERERJKZTZs2Ub16df744w8A\nPDw82LRpE61atcJisZicTjZs2MDw4cOBmF+b4cOHJ8qvS2wZ/Dzr1q1j7969CZ5HJCkoXbq08bG2\nAUtypgJQRERERCSZCA8PZ8CAAbRs2ZJbt24B0L59e9avX0+RIkVMTicA58+fp0uXLgBkyJCB2bNn\n4+7unuDPe/ToUfbv3x/n62fPnp1wYUSSkPTp01OwYEEATQKWZM3J7AAiIiIiIvLqzp49i7e3tzHJ\nMkOGDIwdO5b333/f5GQSKzQ0lHbt2hEYGIjFYmHSpEnkz58/UZ770KFDCXq9iD0rU6YM586d48SJ\nE1itVg1HkmRJv6tFREREROzc4sWLee+994zyr0qVKmzbtk3lXxJis9no3bs3x48fB6Bfv37UrFkz\n0Z4/Kirqha6PjIxMoCQiSU+ZMmUACA4O5vLlyyanEUkYKgBFREREROxUcHAwXbt2pWvXroSEhODg\n4EC/fv1YsWIFr732mtnx5CHTp09n6dKlANSuXZvPPvssUZ8/b968L3R9YmxLFkkqHj4H8OTJkyYm\nEUk4KgBFREREROzQ4cOHqVGjBosXLwYgV65crFixgr59++Lo6GhyOnnYrl27GDhwIAAFChTAz88v\n0bcYWq3WRH0+EXuSJ08eYzr6qVOnTE4jkjB0BmAyYrFYdFaBiKQYenMrIimV1Wpl0qRJDB061Nim\n+f777zNu3DgyZcpkcjr5r2vXrtGxY0eioqJwd3dn7ty5pvw6xW4Pj6vQ0FC7/7vW3vMDen+XSCwW\nCyVLlmTHjh2cOnUqWfzeEfkvFYDJiJubm5bqi0iK4OjoSMaMGc2OISKS6G7cuEG7du1Yu3YtAKlS\npWLUqFH4+vpisVhMTif/FRERQadOnbh+/ToQsw24WrVqiZ5j165dTJgw4YXu4+bmZtd/1yaX7xXS\npEljdoQUI7YAvHDhAq6urri5uZkdSSReqQBMRsLCwggPDzc7hohIgkmXLh2Ojo5ER0cTFBRkdhwR\nkUS1fft2fHx8jDKpSJEizJgxAw8PD+7du2duOHmiL774gh07dgDQuXNn6taty927dxM1w+rVq/H2\n9ubBgwcvdL+yZcsmetb4kNy+VwgODjY7QopRsmRJIGaV9Z49ex45F1AkqXmZH3CoAExGbDYb0dHR\nZscQEUkU+nonIilFZGQkP/74I+PGjcNmswHQqlUrvv32W1KnTq2vh0nUkiVLmDp1KgCVK1dm0KBB\nif5rNW3aNL766itsNhsuLi7kyZOHs2fPxum+bdu2tfvfW/aeH3R2Y2IqUaKE8fHJkyfx8PAwMY1I\n/FMBKCIiIiKSRF28eJHOnTuzb98+ANKmTcvIkSNp3LixycnkWY4dO0bv3r0ByJ49O9OnT8fZ2TnR\nnt9qtTJ48GAmTZoEQPr06fn5559xdHTkf//733OLsUaNGvHGG28kRlSRJCN9+vTkzp2by5cvc+bM\nGbPjiMQ7nSgqIiIiIpIErVy5kurVqxvlX/ny5dm6davKvyTu3r17tGvXjrCwMJycnJg5cybZs2dP\ntOd/8OABHTt2NMq/3Llzs2bNGqpVq0aWLFmeO9ygfv36jB8/XmdKSopUvHhxAE6fPm1yEpH4pwJQ\nRERERCQJCQ0NpVevXnTs2JGgoCAsFgs9evRg1apV5MuXz+x48gxWqxVfX18CAgIA+Oabb6hYsWKi\nPf+dO3do2rQpq1atAqBUqVKsW7eOokWLEhERgY+PDxERETg6OvLRRx+RL18+XFxcSJcuHfXq1WPR\nokXMmjVLww8kxYrdBnz16lWdvyjJjrYAi4iIiIgkEcePH8fb29tYfZItWzb8/Px49913TU4mcTFy\n5Eg2bdoEwIcffkiHDh0S7bkDAgLw8vIyzvh77733mD59ujFF9scff+Tw4cMA9OnThz59+iRaNhF7\nUaxYMePjs2fPUqZMGRPTiMQvrQAUERERETGZzWZj5syZ1KlTxyj/3nvvPbZt26byz05s3LiR4cOH\nA+Dh4cHw4cMTbRvtgQMHqFevnlH+tWrVinnz5hnl344dOxg/fjwAFSpUoGfPnomSS8TeFC1a1Pj4\nn3/+MTGJSPzTCkARERERERPdvXuXXr16sWbNGgCcnZ0ZMGAAnTt3xsFBP6+3B+fPn8fX1xebzUaG\nDBmYPXs27u7uifLc69evx9vbm7CwMAD69+9Pz549jfLx3r17dOnSBZvNRpo0aZg0aRJOTnobKPIk\n6dKlI1euXFy5ckUFoCQ7+sovIiIiImKSnTt34uPjw5UrVwAoUKAAU6dOpWzZsuYGkzgLDQ2lXbt2\nBAYGYrFYmDRpEvnz50+U5545cyZffvklVqsVZ2dnxo4dS/PmzY3bbTYbvXv3Nn5//fTTTzpHUuQ5\nihYtypUrVzh37pzZUUTilX6kKCIiIiKSyKKjoxk+fDj/+9//jHKmefPmbNmyReWfHYkt2I4fPw5A\nv379qFmzZoI/r9VqZejQoXz++edYrVbSpk3LokWLHin/ABYtWsRvv/0GQNOmTR+7XUQe9/rrrwNw\n6dIlIiIiTE4jEn+0AlBEREREJBFduXIFHx8fdu7cCYC7uzvDhw/nww8/NDmZvKjp06ezdOlSAGrX\nrs1nn32W4M/54MEDunfvzq+//gpArly5WLhwIcWLF3/kuvPnz/PFF18AkCdPHn788ccEzyaSHBQp\nUgSIKdovXLhgFIIi9k4rAEVEREREEsm6devw9PQ0yr/SpUuzZcsWlX92aNeuXQwcOBCA/Pnz4+fn\nl+BnNt69e5cPP/zQKP88PDxYv379Y+VfZGQkvr6+hISE4ODgwMSJE0mfPn2CZhNJLh4u/M6fP29i\nEpH4pQJQRERERCSBPXjwgC+++IJPPvmEu3fvAuDj48PatWspVKiQyenkRV27do0OHToQFRWFm5sb\ns2fPTvCC7eLFi9SvX98ojz09PVm1ahU5c+Z87NpRo0axf/9+AHr27EmVKlUSNJtIcpIzZ05Sp04N\nqACU5EVbgEVEREREEtDp06fx9vY2zonLnDkz48ePp1atWiYnk5cRGRlJx44duXHjBgCjR4/Gw8Mj\nQZ/z8OHDtGzZkps3bwLQsmVLRo4cibOz82PX7t69m1GjRgFQrlw5+vTpk6DZRJIbBwcHChUqxJEj\nRwgICDA7jki80QpAEREREZEEYLPZmDdvHrVq1TLKv7fffptt27ap/LNjgwYNYvfu3QB4e3vTtGnT\nBH2+DRs20LBhQ6P8++KLLxg7duwTy7+goCB8fX2xWq24u7szadKkJ14nIs8WuzL7woULJicRiT9a\nASgiIiIiEs+CgoLo3bu3cVabo6MjX3zxBd27d8fR0dHccPLSli1bxrRp0wCoXLkygwcPTtDnmzNn\nDn379sVqteLk5MTo0aPx8vJ66vWff/45ly5dAmDYsGEULFgwQfOJJFexBeCdO3e4f/8+adOmNTmR\nyKtTASgiIiIiEo/2799P586djZUjefLkYcqUKVSoUMHkZPIqjh8/Tq9evQDInj0706dPT7DVdVar\nle+//56xY8cCkCZNGmbPns2777771PssXbrUmEj8wQcf0LJlywTJJpISPFyeX7hwgZIlS5qYRiR+\naAuwiIiIiEg8sFqtjB07lgYNGhjlX8OGDdm6davKPzt379492rZtS1hYGE5OTsycOZPs2bMnyHOF\nh4fTpUsXo/zLmTMnq1evfmb5d/HiRfr162dcP3LkSCwWS4LkE0kJ/lsAiiQHWgEoIiIiIvKKrl+/\nTteuXdm+fTsAbm5ufPfdd7Rq1UpFjJ2zWq34+voawwC++eYbKlasmCDPde/ePdq0aYO/vz8AJUqU\nYMGCBeTKleup94mKisLX15f79+9jsVjw8/MjY8aMCZJPJKXInDkzadOm5f79+8a2ehF7pxWAIiIi\nIiKvYPPmzXh6ehrlX/Hixdm4cSOtW7dW+ZcMjBw5kk2bNgHQvHlzOnTokCDPc+nSJRo0aGCUf+++\n+y6rVq16ZvkHMHbsWPbs2QNAt27deOuttxIkn0hKYrFYKFCgAIAKQEk2VACKiIiIiLyEiIgIBg0a\nhJeXF7du3QKgXbt2/P777xQtWtTkdBIfNm7cyPDhwwHw8PBgxIgRCVLqHj58mLp16/L3338D0KJF\nC+bPn0+6dOmeeb/9+/cb+UqXLs0XX3wR79lEUqp8+fIBKgAl+dAWYBERERGRF3Tu3Dm8vb05fPgw\nABkyZGDMmDHUr1/f5GQSX86fP4+vry82m4306dMza9Ys3N3d4/15Nm3aRIcOHQgNDQWgT58+9OvX\n77lFY3BwMD4+PkRHR+Pm5sbkyZNxcXGJ93wiKVX+/PkBuHHjBg8ePMDV1dXcQCKvSCsARURERERe\nwJIlS6hRo4ZR/lWqVImtW7eq/EtGQkNDadeuHYGBgVgsFiZNmmRsB4xPc+fOpVWrVoSGhuLo6MiY\nMWP4/PPP47TKsH///o+cS/j666/Hez6RlCx2BSDAv//+a2ISkfihFYAiIiIiInEQHBzM559/zuLF\niwFwcHDgs88+o3fv3jg56dvq5MJms9GnTx+OHz8OQN++falVq1a8P8cPP/zAqFGjAEidOjUzZ86k\nRo0acbr/ypUrWbBgAQB169blk08+eeEMDx48YMuWLVy9ehVXV1eqVKnyyORTkZQudgUgxBSAhQoV\nMi+MSDzQdyoiIiIiIs9x+PBhvL29OXfuHAA5c+Zk0qRJVKtWzeRkEt9mzJjBkiVLAKhduza9e/eO\n18ePiIigV69eRpGcPXt2FixYQKlSpeJ0/3///dfIlC1bNkaPHv1C5xJGRkYycuRIZs2axZ07dx65\nzdPTk8GDB+Ph4RHnxxNJrl577TUcHBywWq1cvnzZ7Dgir0xbgEVEREREnsJmszF58mTq1atnlH91\n69Zl27ZtKv+Sod27dzNgwAAgZvWPn58fDg7x95YpKCgILy8vo/wrVqwY69evj3P5Fx0dTdeuXQkM\nDARgwoQJZMmSJc7PHxkZSevWrRk5cuRj5R/Atm3bqF+/vjFVWCQlc3Z2JmfOnABcuXLF5DQir04F\noIiIiIjIE9y6dYuPP/6YAQMGEBkZiYuLC8OGDWPOnDlkypTJ7HgSz65du0aHDh2IiorCzc2N2bNn\nkz59+nh7/H///ZcGDRrw559/AvDWW2+xevVqcufOHefH8PPzY8eOHQD4+PhQvXr1F8owcuRINm/e\n/MxrQkJCaNu2LcHBwS/02CLJUd68eQGdASjJgwpAEREREZH/+PPPP/H09GTjxo0AFC5cmN9//52O\nHTu+0HZLsQ+RkZF07NiR69evAzB69Oh43QZ77Ngx6taty8mTJwFo3rw5ixYteqGC8fDhwwwbNgwA\nDw8PvvrqqxfK8ODBA2bNmhWna2/evMmKFSte6PFFkqPYgl4rACU5UAEoIiIiIvJ/IiMj+e6772ja\ntKlRBn300Uds2rSJkiVLmpxOEsqgQYPYvXs3AJ06daJp06bx9thbt27lgw8+4Nq1awD06tWLiRMn\n4uLiEufHCAkJwcfHh8jISFxdXZk8eTKurq4vnONJ236fJnabskhKlidPHgACAwMJCQkxOY3Iq9EQ\nEBERERER4OLFi/j4+LB3714A0qZNy8iRI2ncuLHJySQhLVu2jGnTpgFQqVIlhgwZEm+PPX/+fHr3\n7k1UVBSOjo789NNPLzWxd9CgQfzzzz/Gx8WKFXvhx7h69eoLXR9bWIqkZA9v0b927ZomAYtd0wpA\nEREREUnxfvvtN6pXr26Uf+XKlWPLli0q/5K548eP06tXLyBmou706dNxdnZ+5ce12Wz89NNPfPrp\np0RFReHu7s7cuXNfqvxbu3YtP//8MwA1a9akQ4cOL5XpRVcMvuj1IsnRwwXgi5boIkmNVgCKiIiI\nSIoVGhrKgAEDmDNnjvG57t278+WXX8ZLESRJV2BgIG3btiUsLAwnJydmzpxJjhw5XvlxIyMj+eyz\nz1i4cCEQUyzOnz+fMmXKvPBjXbt2zSgos2TJwtixY1/6DMoqVaq80PVVq1Z9qecRSU5y5cplfKxV\nsWLvVACKiIiISIp04sQJvL29+fvvvwHImjUrfn5+eHp6mhtMEpzVaqVLly4EBAQAMHToUCpVqvTK\nj3v//n3at2/Ptm3bAChSpAgLFiwwJom+aMbu3bsb5/aNHTuWbNmyvXS2AgUKULVqVfz9/eN0fbt2\n7V76uUSSC1dXV7JkycKtW7dUAIrd0xZgEREREUlRbDYbs2bNok6dOkb5V716dbZt26byL4UYNWoU\nGzZsAGIm8nbs2PGVH/Pq1at88MEHRvlXtWpV1qxZ81LlH8DUqVONx2rfvj21a9d+pXxXrlzh0qVL\ncbq2Y8eOL3XOoEhyFLsKUAWg2DsVgCIiIiKSYty9e5d27drRr18/Hjx4gJOTE0OGDGHhwoWvtLpK\n7MemTZv46aefAPDw8GDEiBEvva021okTJ6hbty7Hjx8HoEmTJixevJgMGTK81OMdO3aMb775BohZ\nRTh48OBXynfx4kUaNmwYpwLQ0dHxlctGkeQktgCMnQwvYq9UAIqIiIhIirBr1y6qV6/OmjVrAMif\nPz9r166lS5cuODjo2+KU4Pz58/j4+GCz2UifPj2zZs3C3d39lR7zjz/+oEGDBly5cgWAHj16MGnS\nJFKlSvVSjxcWFoaPjw8RERG4uLgwefJk3NzcXjrfuXPnaNiwIRcuXIjT9dHR0XTq1ImgoKCXfk6R\n5CRnzpwA3LhxA5vNZnIakZen73REREREJFmLjo5mxIgRNGrUiH///ReAZs2asWXLFt544w2T00li\nCQ0NpV27dgQGBmKxWJg0aRIFChR4pcdcuHAhLVq04P79+zg4ODB8+HAGDBjwSoXykCFDjK3pX3/9\nNaVKlXrpxzpz5gwNGzY0ft/HtZQMDAxkyZIlL/28IslJbAEYHh7OvXv3zA0j8gpUAIqIiIhIsnXl\nyhWaNGnCjz/+iNVqxd3dnfHjx+Pn50fatGnNjieJxGaz0adPH2OLbt++falVq9YrPd7IkSPp3r07\nUVFRuLu7M3fuXNq2bftKOTdu3MiMGTMAePfdd+ncufNLP9bx48dp2LChsW3xvffeIzw8PM73X7Zs\n2Us/t0hy8vAk4Bs3bpiYROTVaAqwiIiIiCRL69evp0ePHty9exeAUqVKMW3aNAoVKmRyMklsM2bM\nMFa01apVi969e7/0Y0VGRtK3b19++eUXIGZ69Pz58ylbtuwrZbxx4waffvopABkyZOCnn37ixo0b\nBAUFPfLP/fv3H/n3fz8OCgri7t27BAYGPvL4mzdvfqE8N2/efKXXI5Jc5MiRw/j4xo0bFC1a1MQ0\nIi9PBaCIiIiIJCsPHjxgyJAhTJ8+3fict7c3AwcOfOlz2cR+7d69mwEDBgAx5z76+fm99Bbd4OBg\n2rdvz9atWwEoXLgwCxcuJF++fMY1VquVkJCQx4q74ODgp5Z5QUFBHD16lODgYACCgoKoVKnSK77y\nV/OqZyOKJBf/LQBF7JUKQBERERFJNs6cOUOnTp2MrZ6ZM2dm3LhxmmqaQl2/fp0OHToQFRWFm5sb\ns2fPfuZk3ujo6MdW2MX++/Lly0yfPt3YUps5c2Zee+01unbt+thqvFcdFGC1Wp97jZubG2nTpiVd\nunTGPxEREezZs4eoqCgsFguNGzfm3XffJV26dDx48ABfX984Z3j77bdf5SWIJBuurq6kT5+ewMBA\nbt26ZXYckZemAlBERERE7J7NZmPBggV8+eWXhIaGAvDWW28xadKkR1ZvSPIVGRn5SBF39+5d+vfv\nbxR2NWvWZMmSJcycOfOpW2dDQkLi/Hy3b99m+/btL5U1derURmnn7OzMiRMnsFqtpEuXDi8vLzJl\nyvRIsZcuXbpHyr60adPi7Oz8yGP+8ccftG7dmqioKBwdHfHz86NJkyaPXPPrr7/y+++/xylju3bt\nXuq1iSRH2bNnJzAwUCsAxa6pABQRERERuxYUFETfvn1Zvnw5AI6OjvTr149PP/0UR0dHk9NJXISH\nhz+1lLt///4TP/ff/w4LC3vmc6xatSpesrq4uJAtWzajiPtvMfe04u7hf8f+vgwPD6dOnTpYrVac\nnJxYvnw5ZcqUeeFMmzZtom3btoSHh+Ps7MzUqVNp0KDBY9cNGTKE3bt3P3eSaY8ePXRWpshDsmfP\nzunTp3U2ptg1FYAiIiIiYrcOHDiAt7c3Fy5cACB37txMmTKFihUrmpwsZbDZbISFhcV5OMV/b4v9\n7xeZTvuyHB0dn1jaPa24S5MmDQcOHGDMmDHGltrvvvuOTp06xVum7777ztiu/uWXX75U+bdu3To6\ndOhAZGQkqVKlYubMmU/d8l6oUCFWrFjBJ598wqVLlx673cHBgZ49e/LFF1+8cA6R5Cx2Jbm2AIs9\nUwEoIiIiInbHarUyceJEvv/+e6KiogBo0KABo0ePfuYZb/L/2Ww2QkJCHivp4rIK7+GPY///JyRn\nZ+cnFnX/XV2XLl06AgMDGTZsGBEREWTKlIklS5ZQqFAh3N3dsVgscXo+m83GmDFjGDFiBBBz3t6U\nKVOoV69evL2mbdu2MWnSJACqVatG165dX/gxfv31V3x9fY0zDufMmYOnp+cz71OyZEl27drF2rVr\nWbp0KVevXsXV1ZWqVavyySefkCdPnpd5OSLJWrZs2QC4e/cuUVFRODmpShH7o9+1IiIiImJXrl+/\nTrdu3di2bRsQc0D7d999R+vWreNc8Ng7q9X6zKmyTyvr/vtxXIZNvCpXV9fHirs0adI884y7/17n\n6uoap1/bwMBAatasSUREBE5OTsyZM4fSpUu/UN6oqCg+//xz5syZA0CWLFmYN28e5cuXf6nX/yS3\nb9+mW7duAKRPn56JEye+8Hb1xYsX0717d6xWK+7u7syfP59q1arF6b4uLi7873//43//+9+LRhdJ\nkbJnzw7E/HDgzp07RiEoYk9UAIqIiIiI3diyZQvdunUzzmEqVqwY06ZNo1ixYiYni7uoqKjHVtj9\nt8x72qq82M8HBwe/8qTZuHB3d3/qSrunDaf47+dcXFwSPCfElKJdunQhICAAgKFDh1KpUqUXeozg\n4GA6derEpk2bAChYsCALFy6kQIEC8ZbTZrPRq1cvYzjJyJEjee21117oMebOnUvv3r2x2WykTZuW\nhQsXatu7SAJ6uPC7deuWCkCxSyoARURERCTJi4iI4Pvvv2fixInG59q2bcvQoUNxc3NL1BxPW2kX\n1wEWsVOKE9rDq+yeVtw9a4BF2rRp7Wqb26hRo9iwYQMAzZo1o2PHji90/+vXr/PRRx9x5MgRACpU\nqMDcuXPJnDlzvOacO3cu69atA8DLy4tGjRq90P1nzJhhnNGXIUMGlixZQtmyZeM1o4g8KmvWrMbH\nt2/fNjGJyMuzn7/RRURERCRFOn/+PJ07d+bgwYNAzJbJ0aNH88EHH7zQ4zx48CBOq+ueVeY9ePAg\nIV7iIxwcHJ65qi4uAyxSp06doiYgb9q0iZ9++gkADw8PRo4c+ULbwU+fPo2Xl5cxGKNBgwb4+fnF\ne7l85swZvv76awDy58/PsGHDXuj+fn5+DBo0CIDMmTOzdOlSSpYsGa8ZReRxD6/4UwEo9koFoIiI\niIgkWcuWLaN3796EhIQAUKpUKXr37o2bmxsrV66M0yq82O21ERERCZ7XycnpqefcxWWARWx5l1LO\nMowPAQEB+Pj4YLPZSJ8+PbNmzcLd3T3O9/f39+eTTz4hMDAQAB8fH4YMGYKDg0O85oyIiMDHx4ew\nsDAcHR2ZNGkSadKkifP9R40aZRSG2bJlY/ny5RQtWjReM4rIk7m5uZE6dWpCQkI0CVjslgpAERER\nEUkwVquVkJCQZw6jeNIAi3v37nHhwgWj+It19OhR2rZtmyBZXVxc4rTC7lkDLNzc3FTeJaLQ0FDa\ntm1rlHd+fn4vdF7fihUr6NatGxEREVgsFr755hs6d+6cIFl/+OEHY3tx3759efPNN+N0P5vNxg8/\n/MCoUaMAyJUrF8uXL6dQoUIJklNEnixr1qyEhIRw584ds6OIvBQVgCIiIiLyRNHR0XEaTvGsa+7f\nv58owyrc3Nyeu8LueQMsUqVKleA5Jf7YbDb69u3L8ePHAejXrx+1a9eO830nTJjA0KFDgZhJxZMn\nT6Z+/foJkvWvv/5iwoQJAFSsWJFPP/00zjmHDBlinH2ZN29eli9fTr58+RIkp4g8XdasWQkICFAB\nKHZLBaCIiIhIMhQVFfXMUi4uW2f/u/ouoaROndoo4UJDQ7l8+bJRGubPn59GjRqRPXv2Zw6wcHZ2\nTpSsknTMnDmTxYsXA1CrVi169+4dp/tFRUXRv39/Zs2aBcScpTdv3rw4r8h7UXfv3qVLly7GxN5J\nkybFabiK1Wqlf//+zJgxA4ACBQqwYsWKF54YLCLxI0uWLAAqAMVuqQAUERERSWLCw8OfurouLpNm\n79+/nyiTZi0WyyNF3PO2zv63tIv9nKOjI7dv36ZHjx7GFFcXFxcGDRpEp06dtKVWHrNnz55Hhmn4\n+fnF6cy+kJAQvL29jd9nBQoUYOHChRQsWDBBctpsNnr37s3Vq1cB+Omnn8ibN+9z72e1Wunduzfz\n5s0DoEiRIixbtowcOXIkSE4Reb7YAlBDQMReqQAUERExwcWLFzl//jyOjo4UL16czJkzmx1J4oHN\nZiMsLOyJE2Xjsgov9uPw8PAEz+rg4PBCwymeNmk2PgYl/PXXX/j6+nLt2jUAChUqxNSpUylduvQr\nP7YkP9evX6d9+/ZERUXh5ubG7NmzyZAhw3Pvd+PGDT7++GMOHToEwJtvvsncuXONN/UJYeHChaxa\ntQqApk2b0qxZs+feJyoqik8//dRY3ejh4cGSJUvImjVrguUUkeeL/V4tJCSE8PBwHRshdkcFoIiI\nSCLavn07Y8eO5c8//zQ+5+zszAcffMBnn32miY4mstlshISEPLW4e9Z22YfLvMjIyATP6uzs/MSC\n7nln3D08xCIpTJqNiopi+PDhjB492tjy27JlS77//vsXmo4qKUdkZCQdO3bk+vXrQMxkXA8Pj+fe\n78yZM3h5eXHx4kUA6tevj5+f3wtNC35R586d48svvwQgT548/Pjjj8+9T2RkJL6+vqxcuRKAMmXK\nsHjxYjJlypRgOUUkbh7+YcHdu3e1IlfsjgpAERGRRDJ9+nTjzeDDIiMjWb58Ob///jvz5s3jrbfe\nMiGdfbNarU8cRBGXVXgPl3fR0dEJntXV1fWxsu5Zxd2TrnN1dTW9vHtVly5donPnzuzduxeANGnS\nMHLkSJo0aWJyMknKBg8ezK5duwDo2LFjnFbU7dq1i9atW3Pv3j0AOnXqxDfffIOjo2OC5YyMjKRL\nly6EhITg4OCAn58f6dOnf+Z9wsPD6dSpE+vWrQNiViguXLjwufcTkcTxcAF4584dFYBid1QAioiI\nJII//vjjieXfw0JCQvjkk0/w9/dPUd9URkVFPfEMuxfZOhscHJwok2bd3d2fW9ylSZPmmavwXFxc\nEjxnUrdq1Sp69epFYGAgAG+88QZTpkyhQIECJieTpGz58uVMnToViJmkO2TIkOfe59dff6Vbt26E\nh4djsVgYOnQoPj4+CR2VkSNHsn//fgB69epF5cqVn3l9WFgY7dq1Y/PmzQBUqVKF+fPnayWsSBLy\n8HEtd+/eNTGJyMtRASgiIpIIxo8fH6fr7t+/z+zZs/niiy8SOFH8iIyMfKHhFE+6JjGGVQCPFHNP\nKvGeN8AiTZo0mjT7isLCwhgwYAA///yz8blu3brx5ZdfqhiVZzpx4gS9evUCIFu2bMyYMeOZv2ds\nNht+fn4MHjwYgFSpUuHn50fDhg0TPOuuXbsYPXo0AOXLl3/udOLYH/788ccfALz77rvMmTMnQbcn\ni8iLUwEo9k4FoIiISAK7cuUK27Zti/P18+bNS5QC8MGDB89cbfe84i44OJiwsLAEz+ng4PBISReX\nSbP//XyaNGkSdLufPN/Jkyfx9vbm1KlTAGTNmpWJEydSvXp1k5NJUhcYGEibNm0IDQ3FycmJGTNm\nPHOVdHR0NF999RUzZswAIGPGjMydO5dKlSoleNagoCC6dOmC1WolderUTJo06Zk/OAgODqZly5bG\ntuaaNWsya9YsXF1dEzyriLyYtGnT4uLiQkREhApAsUsqAEXErlitViZMmMDBgwfNjmIXHB0dadKk\nCe+//77ZUVK0CxcuvND1169ff+Z0OZvNRmhoaJzOuHvSKrzYjyMiIuLj5T2To6Pjc4u65w2xSArD\nKuTl2Ww25syZw9dff82DBw8A8PT0ZOLEiWTLls3kdJLUWa1WunTpQkBAAABDhw595nba0NBQfHx8\njHP08ufPz8KFCylUqFBixOXzzz/n0qVLAAwbNuyZ29oDAwPx8vJi3759QMxgkqlTp2o1rEgSZbFY\nyJgxI9evX+fOnTtmxxF5YSoARcSurF27lrVr15odw67Mnz9fBaDJXmaLa9myZcmcOTOpU6fGycnJ\nKPxiC7yoqKgESPooFxeXOK2we9YACzc3N5V3Kdi9e/fo1asXq1evBsDJyYmvvvqKLl264ODgYHI6\nsQejR49mw4YNADRr1oyOHTs+9dqbN2/SqlUrDhw4AMScLfnLL7+QNWvWRMm6dOlSli5dCkDDhg3x\n8vJ66rV37tyhefPmHDlyBIDGjRszceJEHTMgksRlzpyZ69evG0OFROyJCkARsRs3b940tvMAfPDB\nBzg56cvY06xYsQKIOaNNzPUyBditW7e4devWSz+nm5vbY+fcPW8F3n+v0xY0eRW7d+/Gx8eHy5cv\nAzErsaZMmUK5cuVMTib2YtOmTfz4448AeHh4MHLkyKd+PT179ixeXl7GSsG6desyefJkUqdOnShZ\nL1y4QL9+/QDIlSsXI0aMeGrWGzdu0Lx5c06cOAFAixYtGDt2rI4pELEDsecAaguw2CO9cxYRu2Cz\n2Rg/frxx3ti0adN44403TE6VtKVJk4a5c+eaHUPgpQ5yd3Z2Jioq6qmTbbNly0bRokUpVaoUb775\nJnnz5n2kxNMWMjFLdHQ0Y8aMYfjw4URHRwPQpEkTRowYQdq0aU1OJ/YiICAAHx8fbDYb6dOnZ9as\nWU/9Wrpnzx5at25tbMlr374933//faIValFRUXTp0oX79+9jsViYOHEiGTNmfOK1165do0mTJpw5\ncwaA1q1bM2LECK2IFbETmTJlAtAKQLFLKgBFxC5s27aNPXv2ADFbgFT+iT0pWLAgDg4OWK3WOF2f\nN29e9u/fz4MHDzhw4AA7d+5k586d7N2719hOfOPGDW7cuMGff/4JQKFChahSpQpVq1alatWqvPba\nawn2ekSe5urVq/j6+rJjxw4gpvz+4Ycf8PLy0lZwibPQ0FDatm1LYGAgAH5+fk89S2/VqlV06dLF\nOF9y8ODBdOnSJVF/v40dO9b4HqVbt2689dZbT7zu8uXLNG7c2Fil2LFjR77//nv92RCxI7EFoFYA\nij1SASgiSV5QUBCTJ08GIHv27HTr1s3kRCIvJlu2bNSpU8c4lP55WrduDYCrq6tR6EHMdu7Dhw/j\n7+/Pzp072b17N/fv3wditr+dPXuWefPmATElYmwhWKVKFfLnz683mZKgNmzYQPfu3Y1VWB4eHkyb\nNo3XX3/d5GRiT2w2G3379uX48eMA9O3bl9q1az/x2smTJzNw4EBsNhsuLi5MmDCBxo0bJ2Zc9u3b\nx/DhwwEoXbr0Uye4BwQE0KRJE2NASLdu3Rg4cKC+LovYmdgCMDw8nAcPHui4FLErKgBFJMmbOnWq\nsQrgiy++IE2aNCYnEnlxPXr0YOPGjc8d3pE1a1ajAPwvZ2dn3nzzTd5880169OhBdHQ0x44dMwrB\nnTt3GltSLl68yMWLF1m0aBEAOXPmNMrAqlWrUrhwYb3xlHgRHh7OkCFDmDZtmvG5Tp06MXDgQL0x\nkhc2c+ZMFi9eDEDNmjXp06fPY9dER0czcOBApk6dCkCGDBmYM2cOVapUSdSswcHB+Pr6Eh0djZub\nG1OmTHni8Qtnz56lcePGXL16FYA+ffrQr18/fQ0WsUOxBSDErALMmTOniWlEXowKQBFJ0g4cOMCm\nTZsAqFWrFm+//bbJiURezptvvsnEiRPp2rXrU0vAzJkzs2DBAuOA6edxdHSkTJkylClTBl9fX6xW\nKydPnmTnzp34+/uza9cubt68CcRszVy2bBnLli0DYorGypUrGysMixUrpjOo5IX9888/dOrUiWPH\njgExb4zGjRtHnTp1TE4m9mjPnj18/fXXQMzQmEmTJj32dSksLAxfX1/WrFkDxKx2XrBgAUWKFEn0\nvF9++aWxnffbb7+lcOHCj11z6tQpmjRpYnwt7t+/P7169UrMmCISjx4uAO/du6cCUOyKCkARSbIe\nPHjA+PHjAUiXLt0TVwGI2JMmTZpQqFAhJk2axG+//WZMaE6XLh0tW7bE19f3lc7uc3BwwMPDAw8P\nDzp27IjNZuOff/7B39/f+OfatWtAzFTtVatWsWrVKgAyZsxoFIJVqlShZMmSmkgpT2Wz2Vi4cCFf\nfPGFcS5l1apVmTx5st4MyUu5fv067du3JyoqCjc3N2bNmkWGDBkeueb27du0bt2avXv3AlCmTBl+\n+eUXsmfPnuh5f/31VxYuXAhAvXr1nrhy++jRozRv3pzbt28DMHToUHx9fRM1p4jEr4cH/GgQiNgb\nFYAikmTNnz/f2C7To0ePOK+KEknKypQpw+TJk/npp5+4fPkyjo6O5MuXL0G2SlosFl5//XVef/11\n2rRpg81mIyAgwFghuHPnTi5evAjEbGNZt26dcU5h2rRpqVSpkrFluEyZMjg7O8d7RrE/9+/fp2/f\nvsZqUgcHB/r160fPnj1VGstLiYyMpGPHjly/fh2AkSNHUrJkyUeuOXfuHF5eXpw/fx6I2RUwdepU\nU44F+ffff40fSmbLlo3Ro0c/tp334MGDNG/e3DjC5Mcff6R9+/aJnlVE4tfD70dUAIq9UQEoIknS\nuXPnjDeX5cqVo1GjRiYnEolf6dKlo0SJEon6nBaLhQIFClCgQAE++ugjIGYq5cOF4NmzZ4GYkmfT\npk3GFnx3d3cqVKhgFILlypUjVapUiZpfzHfw4EG8vb2NbY+5c+dm8uTJVKpUydxgYteGDBnCrl27\ngJjJuM2bN3/k9v379/Pxxx8bK+natm3LsGHDcHJK/Lcy0dHRdOnSxSj2JkyY8NgPKHfv3o2XlxfB\nwcFYLBZGjRpFq1atEj2riMS/dOnS4eDggNVqVQEodkcFoIgkOVarlXHjxhEdHY2zszP9+/fXQdki\nCSR37tw0b97ceMN97do1Y6DIzp07OXXqFAChoaFs376d7du3A5AqVSrKly9vbBl+8803cXd3N+11\nSMKyWq34+fnx3XffGWdY1q9fnzFjxjy2TVPkRSxfvpwpU6YAULFiRYYMGfLI7WvXrsXHx4ewsDAA\nBgwYQPfu3U37vmDixIn4+/sD4OPjQ/Xq1R+5fceOHXz00UeEhobi4ODAhAkTHis0RcR+OTo6kiFD\nBu7cuaMCUOyOCkARSXLWrVtnlA7t2rUjf/785gYSSUFy5MhB48aNady4MQC3bt1i9+7dxhmCx48f\nx2azER4ebnwOYiYUly1b1lghWKlSJU3sTiZu3LhBt27d2Lp1KwCurq588803tGnTRj+ckVdy4sQJ\nYyBGtmzZmDFjxiNTdKdNm8ZXX32FzWbDxcWF8ePH06RJE7PicvjwYYYNGwaAh4cHX3311SO3b926\nlU8++YQHDx7g5OTE5MmTtYNBJBnKmDEjd+7cMVYCi9gLFYAikqTcuXOHmTNnAjGT/dq2bWtuIJEU\nLkuWLNSvX5/69esDEBgYaBSCO3fu5PDhw0RHRxMZGcnevXvZu3cv48aNw8HBgdKlSxtThitVqqSV\nYnZo69atdO3a1ZhgWrRoUaZNm0bx4sVNTib2LjAwkDZt2hAaGoqTkxMzZswgR44cQMyK08GDBzNp\n0iQA0qdPz88//0y1atVMyxsSEkLnzp2JiorC1dWVyZMnP3J264YNG2jXrh0RERG4uLgwY8YM6tat\na1peEUk4mTJl4uzZs1oBKHZHBaCIJCnTpk0jJCQEgC+//PKRlQAiYr706dNTu3ZtateuDUBwcDB7\n9uwxzhE8ePAgkZGRWK1WDh06xKFDh/Dz88NisVCiRAljy3CVKlXIkiWLya9GniYiIoIffvjBmMQO\n0KZNG4YOHaqt3vLKrFYrXbp0Mc6SHDJkCJUrVwbgwYMHdOnSxZhQnjt3bhYuXEjRokXNigvAwIED\njTNSBw8eTLFixYzbVq1ahbe3t1EOzp49m/fee8+sqCKSwGInAasAFHujAlBEkozDhw8bW8zq1atH\nhQoVTE4kIs+TJk0aatSoQY0aNYCYswIPHDhgbA/ev38/Dx48wGazcfz4cY4fP860adOAmNVksVuG\nq1SpYqz+EXMFBATQuXNnDhw4AMSUvqNGjaJhw4YmJ5PkYvTo0WzYsAGApk2b0qlTJyBmF0Dr1q3Z\ns2cPAKVKlWL+/Pmmf21Yu3Ytc+bMAaBmzZqPTPNdtmwZXbt2JTo6Gnd3d+bNm8fbb79tVlQRSQSZ\nMmUC0BZgsTsqAEUkSYiMjGTChAlATKHQs2dPcwOJyEtxd3fnrbfe4q233gIgPDycgwcPGluG9+zZ\nQ2hoKAB///03f//9N7NnzwagQIECxpbhKlWqkCdPHrNeRoq1YsUKevfuzf379wGoUKECU6ZM0a+F\nxJtNmzbx448/AlCiRAlGjhyJxWIhICAALy8vY5Xde++9x/Tp000/S/TatWvGOYVZs2Zl7NixxtmX\n8+fPp2fPnthsNtKkScOCBQuMlYwiknzFHmkSGBiI1WrFwcHB3EAicaQCUESShOXLl3Pp0iUAunbt\nSubMmU1OJCLxIVWqVFSuXNl4UxwZGcmRI0eMLcO7du0yyqbz589z/vx5fvnlFwDy5MljbBeuWrUq\nBQoU0NCJBBISEsKXX37JggULALBYLPTs2ZN+/frh5KRvFyV+BAQE4Ovri81mI126dMyaNYvUqVNz\n4MABPv74Y27dugVAq1atGD58uOm/96xWK926dePOnTsAjB07lmzZsgEwe/Zs+vbtC8Sskl28eDHl\nypUzLauIJJ7YFYBWq5X79++TPn16kxOJxI2+oxMR0924cYP58+cDULx4cVMn/IlIwnJ2dqZ8+fKU\nL1+ebt26ER0dzfHjx40Vgjt37uTu3bsAXLp0iUuXLrF48WIgZkJxbBlYtWpVXn/9dRWC8eDo0aN4\ne3vzzz//AJA9e3YmTZqkbYwSr0JDQ2nXrp1xZtakSZMoWLAg69evx9vbm7CwMAD69+9Pz549k8Sf\n7SlTprB9+3YAOnToQK1atQCYPHkyAwYMAGKKgMWLF1OmTBnTcopI4ootACFmFaAKQLEXKgBFxHRT\np04lPDwci8XC559/jqOjo9mRRCSRODo6Urp0aUqXLo2Pjw9Wq5W///7bKAT9/f2NCbTXrl1jxYoV\nrFixAoiZUFy5cmVjy3CJEiW0DecF2Gw2pk+fzuDBg4mIiACgVq1ajBs3TgNaJF7ZbDb69u3LsWPH\nAOjbty+1a9dm5syZfPnll1itVpydnRk7dizNmzc3OW2Mo0eP8u233wIx55UOGjQIiFkFGPv5rFmz\nsmzZMk3FFklhYoeAQMwgkLx585qYRiTuVACKiKkOHDjAX3/9BUCjRo0oWbKkyYlExEwODg4UL16c\n4sWL06FDB2w2G2fPnjXKQH9/f65cuQLArVu3WL16NatXrwZituHFFoJVq1alZMmSpm8hTKru3LnD\np59+yvr16wFwcXFh4MCBeHt7J4mVV5K8zJo1y1jJW7NmTT777DOGDh1qTJlOmzYtP//8c5JZdRoa\nGoqPjw8RERG4uLgwefJkXF1d+emnnxg+fDgQsyJ5+fLlvP766yanFZHE9t8CUMRe6LtiETFNVFQU\nkydPBiBdunR069bN5EQiktRYLBYKFy5M4cKFad26NTabjYsXLxpl4K5duwgICABituH8/vvv/P77\n70DMQKGKFSsahWCZMmVwcXEx8dUkDTt27MDX15erV68CULBgQaZOnaotjJIg9uzZw1dffQVA/vz5\nGTNmDL6+vvz6668A5MqVi4ULFyapVXRDhgzh9OnTAAwYMAAPDw++/fZbxo0bB0Du3LlZvnw5BQoU\nMDOmiJjk4S3AKgDFnqgAFBHTrFy5kosXLwLg6+trTNQSEXkai8VCvnz5yJcvHy1btgTg33//Nc4P\n9Pf3N86yCw4OZsuWLWzZsgWImVD85ptvUrVqVSpXrkz58uVxdXU17bUktqioKEaMGMGoUaOw2WwA\ntGjRgh9++MH0SauSPF2/fp327dsTFRWFm5sbY8eOpVOnTuzcuRMADw8PFixYQM6cOU1O+v9t2LCB\nmTNnAuDp6UmnTp34+uuvmTp1KhBTYi5fvlyTsUVSsNSpU+Ps7ExkZCSBgYFmxxGJMxWAImKKe/fu\nGZM+X3/9dRo3bmxyIhGxV6+99hrNmjWjWbNmQEzpsGvXLuMcwZMnTwIx2/r++OMP/vjjDyBmQnG5\ncuWMwSJvvvkmqVOnNu11JKTLly/j4+PD7t27gZg3LyNGjDD+n4nEt8jISDp27Mj169eBmOEeffr0\n4cyZM0BMuTZz5kzSpk1rZsxH3Lhxg08//RSIWeEzduxYvvjiC2bPng1A4cKFWb58eZIqLEUk8Vks\nFjJlysT169dVAIpdUQEoIqaYPXs2oaGhAPTp00fndIlIvMmePTuNGjWiUaNGQMx5dw8XgseOHcNq\ntRIeHm6sHBw1ahROTk6ULVuWKlWqUKVKFSpXrpykyomXtWbNGnr27GlsUypbtixTpkyhYMGC5gaT\nZG3IkCHs2rULiDnjd9y4ccZAn5YtWzJy5EicnZ3NjPgIm81Gjx49uHXrFgAjR45k2LBhLFy4EIDi\nxYuzdOlSsmXLZmZMEUkiMmbMyPXr17UFWOyK3nGLSKI7e/ascUZXzZo1KV++vMmJRCQ5y5QpE++/\n/z7vv/8+AEFBQezevdvYMnzo0CGio6OJiopi37597Nu3j/Hjx+Pg4ECpUqWMFYKVK1d+5ODvpC4s\nLIxBgwYxa9Ys43Ndu3alf//+OgtREtTy5cuZMmUKELPKf8OGDYSFhQHw+eef07t37yQ3bGbGjBls\n3rwZgFatWrFq1SqWL18OQMmSJVm6dCmZM2c2M6KIJCGx3w+oABR7ogJQRBKVzWZj8uTJ2Gw2UqVK\nZWy1ERFJLOnSpaNWrVrUqlULiDkrcN++fcYKwQMHDhAREYHVauXw4cMcPnzYGFhUokSJRwrBpLoa\n6NSpU3h7exvbn7Nmzcr48eN57733TE4myd2JEyfo1asXEDPd9+zZs1itVpycnBg9ejReXl4mJ3zc\nqVOnGDx4MBAzFOfWrVvGhOxy5cqxaNEinVMsIo9QASj2SAWgiCQqf39/jh49CsDHH3+sc3RExHRp\n0qTB09MTT09PIGbl3IEDB4xCcN++fcbqpRMnTnDixAlmzJgBxKxuqlq1qlEKmv01zWazMXfuXL7+\n+msj87vvvsvEiRPJnj27qdkk+QsMDKRt27aEhoZisVi4f/8+EPNnbNasWcafsaTkwYMH+Pj4EB4e\njpOTE9myZTPKv4oVK7Jw4cJkcRSAiMSv2BXBKgDFnqgAFJFEExkZyfTp04GYvzTbtGljciIRkce5\nublRrVo1qlWrBkBERAQHDx40tgzv2bOHkJAQAM6cOcOZM2f4+eefgZgJoQ8Xgnnz5k203IGBgXz2\n2Wf89ttvADg5OfHll1/SrVs3HBwcEi2HpExWq5WuXbty/vx5AGPSdM6cOVmwYAEeHh5mxnuq7777\njuPHjwOQN29e49zCt956i7lz52pCtog8UewKwODgYCIjI5PUmaYiT6MCUEQSzerVq7l69SoAvr6+\nyXbapogkLy4uLlSqVIlKlSrRs2dPoqKiOHr0qLFCcNeuXcYUwICAAAICApg/fz4AuXPnNoaKVK1a\nlYIFCybI2Wd79uzBx8eHS5cuAZAvXz6mTJmiM1Yl0YwePdo43zdWiRIlWLBgAbly5TIp1bNt3brV\n2N6fLl06zp07B0CNGjWYPXs2bm5uZsYTkSQsU6ZMxseBgYFkyZLFxDQicaMCUEQSxf379/nll18A\nKFy4MB988IHJiUREXo6TkxNvvPEGb7zxBl27diU6OpoTJ04YKwR37drF7du3Abh8+TJLlixhyZIl\nQMyE4ocLwaJFi75SIRgdHc3YsWP56aefiI6OBqBx48aMGDGCdOnSvfqLFYmDTZs28cMPPzzyuXff\nfZeZM2cm2d+Ht2/fplu3bgA4OjoSFBQEQJ06dZgxYwapUqUyM56IJHEPF4D37t1TASh2QQWgiCSK\nRYsWERwcDEDPnj1xdHQ0OZGISPxwdHSkVKlSlCpVCm9vb2w2G6dPn8bf39/458aNGwBcv36dX3/9\nlV9//RWIOQ6hcuXKRiFYokSJOH99vHbtGr6+vvz1118AuLu78/333/PRRx8luQmrknwFBATQqVOn\nRz7XokULRo0alWSnTdtsNnr16mX8uYwtzz/44AMmT56cZHOLSNLx3wJQxB6oABSRBHfjxg1WrlwJ\nQOXKlalcubLJiUREEo7FYqFo0aIULVqUdu3aYbPZOHfunLE60N/fn8uXLwMxq5DWrFnDmjVrAEif\nPj2VKlUyzhEsXbo0Tk6Pf7u2YcMGevToYaw09PDwYOrUqRQpUiTxXqikeKGhoTRr1sz4AR9Anz59\n6NevX5IuoefOncu6dese+VyzZs0YP378E/+8iYj8V+wZgKACUOyH/oYTkQQ3d+5cIiMjsVgsdO/e\n3ew4IiKJymKxUKhQIQoVKkTr1q0BuHjxorFl2N/fn4CAACDmHKENGzawYcMGAFKnTk3FihUfWSH4\n448/MmXKFOPxO3bsyKBBg3B1dU301yYpl81mo2nTply4cAGI+X0+evRoPv74Y5OTPduZM2f46quv\nHvncxx9/zMiRI7U7QUTi7OEVgHfv3jUxiUjcqQAUkQQVEBDApk2bAKhbty5FixY1OZGIiPny5s1L\n3rx5adGiBQBXr141CsGdO3dy+vRpAEJCQti6dStbt24FYkqW2OmqadKkYezYsTRs2NCcFyEpls1m\nw8vLi3379gEx2+B/+eUX3nvvPZOTPVtERATt27fnwYMHxufatWvHDz/8oEnZIvJCnJ2dSZcuHUFB\nQVoBKHZDBaCIJKg5c+Zgs9lwcnLCx8fH7DgiIklSzpw5adKkCU2aNAHg5s2b7Ny50/jn+PHjAEb5\nBxAcHIyvry9Tp041tgxXqFCBNGnSmPIaJGWIiIigdevWbNmyBYgp/5YtW0a1atVMTvZ8/fv359Sp\nU8Z/+/j4MHTo0CS9XVlEkq5MmTKpABS7ogJQRBLM33//jb+/PwBNmjThtddeMzmRiIh9yJo1Kw0b\nNqRGjRr069fPKAABcuTIwY0bN7BarURERLB79252797N6NGjcXJyokyZMsak4cqVKyfZKaxif4KC\ngvjoo4/YvXs3ELMidd68eXZR/i1atIiff/7Z+O8ePXrw9ddfq/wTkZeWKVMmAgICtAVY7IYKQBFJ\nMLNnzwbA1dWV9u3bmxtGRMTOHDp0iE6dOhnnA7722mtMmjSJKlWqcP/+fXbv3m0MFjl48CBRUVFE\nRUWxf/9+9u/fz4QJE3BwcMDDw4OqVatStWpVKleu/Mi5RSJx9e+//+Ll5fXICrrhw4dTs2ZNE1PF\nzb59++jRo4fx3z4+PgwYMMDERCKSHGTOnBnQEBCxHyoARSRBHDlyhIMHDwLQokULsmTJYnIiERH7\nYLVamTx5Mt9++y2RkZEAvP/++4wZM8aYOpg2bVpq1qxplC8hISHs27fPOEfwwIEDhIeHY7VaOXr0\nKEePHjUGhxQvXtxYIVilShWyZ89uzgsVu3Hs2DFatmzJtWvXjM+1bduWNm3amJgqbo4dO0ajRo2w\nWq1AzI6Eb775xuRUIpIcxP5ATSsAxV6oABSReGez2Zg7dy4QM8Hyk08+MTmRiIh9uHnzJt26dTPO\nV0uVKhVDhw6lXbt2z9yqmDp1at59913effddAB48eMCBAweMQnDv3r2EhYUBcPLkSU6ePMnMmTMB\nKFy4sDFluGrVquTKlSuBX6XYk61bt9K+fXuCg4ONz7355pt89913JqaKm8OHD9OwYUMiIiIAKFu2\n7CMTtEVEXkXsCsDAwECio6M1SVySPBWAIhLvDh8+zNGjRwH46KOPSJ8+vcmJRESSvu3bt9OlSxdu\n3LgBQJEiRZg2bRolSpR44cdydXU1Cr3evXsTERHB4cOHjSnDu3fvNgqdf/75h3/++cf4wU2+fPmM\nQrBKlSrky5dP56SlUPPnz6d3795ERUUZn8uWLRuzZs3CxcXFxGTPt2/fPpo3b05oaCgAGTNmZNmy\nZSanEpHkJLYAtFqtBAUFGav0RZIqFYAiEq9sNhvz5s0DIE2aNHz00UcmJxIRSdoiIyMZNmwYEyZM\nMKb8tm7dmm+//RZ3d/d4eQ4XFxcqVKhAhQoV+PTTT4mKiuL48eP4+/sb5wjGnmF04cIFLly4wMKF\nCwHIlSuXUQZWrVqVQoUKqRBM5mw2G8OHD2f48OFAzLAPm82Gk5MT06dPJ0eOHCYnfDZ/f39atmxp\nlH8Wi4U5c+ZoII6IxKvYAhBitgGrAJSkTgWgiMSrI0eOcOzYMQBatmxJ2rRpTU4kIpJ0Xbhwgc6d\nO7N//34A0qVLx6hRo2jUqFGCPm/stOAyZcrg6+uL1Wrl5MmTjxSCt27dAuDKlSssXbqUpUuXAjET\nih/eMly0aFEcHBwSNK8knsjISD777DOjAHZxcTG20A4ePJgqVaqYGe+5tm/fTuvWrY0t7wCfffYZ\nlStXNjGViCRHDxeAd+7coWDBgiamEXk+FYAiEq8WLFgAxJxHpdV/IiJPt2LFCnr37s39+/eBmHPV\npkyZQt68eRM9S+y0YA8PDzp16oTNZuPMmTPGlmF/f39jAMTNmzf57bff+O2334CYQ9ArV65sDBUp\nWbKkzkGyU/fv36d9+/Zs27YNiHlze/v2bQCaNm2Kt7e3iemeb+PGjbRr147w8HDjc+XLl6d3794m\nphKR5OrhIYd37twxMYlI3KgAFJF4c+LECQ4dOgTETP7V6j8RkceFhITw1Vdf8csvvwAx2xM//fRT\n+vXrh7Ozs8npYlgsFooUKUKRIkVo27YtNpuN8+fPG2Xgzp07uXTpEhDzpmft2rWsXbsWiFnFWKlS\nJWOVYOnSpZPM65Knu3r1Ki1btuT48eNAzLTokydPAlCiRAlGjhyZpLd+r127lo4dOxqTsyHmh5GT\nJk3S7z8RSRAZM2Y0jkjQJGCxByoARSTeLFq0CIg5fF6r/0REHnfs2DG8vb05c+YMANmzZ8fPz493\n3nnH5GTPZrFYKFiwIAULFuTjjz8G4NKlS+zcudMoBc+dOwdAUFAQGzduZOPGjQC4u7tTsWJFY4Vg\nuXLlSJUqlWmvRR534sQJWrZsyZUrVwCoXbs2u3fvBmIK3VmzZpE6dWozIz7TihUr8PX1NaZwRkdH\nAzBs2DAKFChgcjoRSa6cnJzImDEjd+7c0QpAsQsqAEUkXpw7d854s9CkSRMyZMhgbiARkSTEZrMx\nY8YMBg8ebGxPrFmzJuPHj39kC5E9yZMnD3ny5OHDDz8E4Nq1a48Ugn///TcAoaGhbNu2zdhW6urq\nSvny5Y0VguXLl4+3YSfy4v744w/atm1rbEX39fXljz/+IDAwEIBJkyYl6XOtFi1aRI8ePbBaraRK\nlcr489WoUSO8vLxMTpd0hYaGsmLFCpYuXcrVq1eNyeHt2rXj9ddfNzueiN3InDkzd+7c0QpAsQsq\nAEUkXixZsgSI+UlYq1atTE4jIpJ03Llzh549e7Ju3ToAnJ2dGThwIN7e3slqeEaOHDlo3LgxjRs3\nBuDWrVvs2rXL2DJ8/PhxbDYbDx48YMeOHezYsQOI+f9RtmxZY6hIxYoVSZMmjZkvJcVYtGgRPXv2\nJCoqCgcHB4YNG8b+/fuNbcB9+vShdu3aJqd8urlz59K7d29sNhupU6c2pmjnypWLESNGJOkty2ba\nv38/n3zyCTdu3Hjk88ePH2fatGl07tyZIUOG6CxPkTjIkiULZ86c0QpAsQsqAEXkld24cYPt27cD\nUK9ePbJly2ZyIhGRpMHf3x9fX19ja2WBAgWYNm0aZcqUMTlZwsuSJQsNGjSgQYMGANy7d4/du3cb\nKwSPHDlCdHQ0kZGR7N27l7179zJ27FgcHR0pXbq0UQhWqlSJ9OnTm/xqkhebzcaoUaP44YcfgJht\n2tOmTePy5cssXrwYgPfee4++ffuaGfOZpk+fzpdffglA+vTpyZ07N8ePH8diseDn56edCE9x8uRJ\nmjVrRnBw8FOvmTJlCjabje+++y4Rk4nYp9hV/LEDk0SSMhWAIvLKVqxYgdVqBeCTTz4xOY2IiPmi\noqIYNWoUI0eONL4+fvjhh/z4448pdnVbhgwZqFOnDnXq1AEgODiYPXv24O/vj7+/P4cOHSIyMpLo\n6GgOHjzIwYMHmThxIhaLBQ8PD6pWrWqcI5g5c2aTX439ioyMpG/fvsYQmqxZszJ//nwiIyNp27Yt\nAPny5WPSpElJdoXqxIkTGTx4MPD/i+bZs2cD0L17d6pVq2ZeuCRu8ODBzyz/Yk2dOpXWrVtTrFix\nREglYr9iC8A7d+5gs9m08liSNBWAIvJKQkJCWL9+PQBvv/22DtsWkRTv33//xcfHh127dgExk0iH\nDx9O8+bNTU6WtKRJk4YaNWpQo0YNIOZMsv379xtbhvft20d4eDg2m41jx45x7Ngxpk6dCkDRokUf\nKQRz5Mhh5kuxG8HBwbRv356tW7cCULhwYRYuXIirqys1a9YkMjISV1dXZs2aRcaMGU1O+2QjR440\nVi5mz56dIUOG0LVrVwDKlCnD559/bma8JO38+fNs2bIlztfPnj3b+H8tIk8WWwCGh4cTGhqapAcm\niagAFJFXsn79esLCwgB09p+IpHhr167l008/5d69e0BMITFlyhQKFSpkbjA74O7uzttvv83bb78N\nxLyZOnDggDFYZM+ePYSGhgLw999/8/fffzNr1iwAChYsaBSCVatWJXfu3Ka9jqTq2rVrtGzZkmPH\njgFQqVIl5s6dS5o0aWjatCnXrl0DYgq2UqVKmRn1iWw2G8OGDWP06NFAzDl/c+fOpX379kRHR+Pu\n7s7kyZNxcXExOWnStXPnzhe63t/fP4GSiCQfWbNmNT6+ffu2CkBJ0lQAishLi46OZuXKlQAUK1aM\ncuXKmZxIRMQcYWFhDBo0yCikIGaa6tdff61C4iWlSpXKWOEHMVtXjxw5YmwZ3r17tzG59ty5c5w7\nd4558+YBkDdvXipXrmycI5g/f/4UvS3r1KlTeHl58e+//wIxE3InTJiAq6srAwYMMIqh9u3bG1Od\nkxKbzcbgwYPx8/MDYn59ly9fzvDhw7lw4QIA3377LYULFzYzZpL34MGDF7o+9ge8IvJ0/y0A8+bN\na2IakWdTASgiL23nzp3GBLmWLVum6DdXIpJy/f3333h7e3PixAkgZjvQ+PHjqVmzpsnJkhdnZ2fK\nly9P+fLl6d69O9HR0Rw7dsxYIbhz507u3r0LwMWLF7l48aIx0CJnzpzG6sAqVarw+uuvp5i/s/76\n6y/atGlDUFAQAN26dWPAgAE4ODiwYsUKJk+eDECFChX45ptvzIz6RFarlS+//JKZM2cCMas9ly9f\nzp49e1i0aBEA77//vnYhPENYWBjr1683CvK40tZ6kef7bwEokpSpABSRlxa7+i9z5szUqlXL5DQi\nIonLZrMxb948vvrqK2OlzDvvvMPEiRP1xjkRODo6UqZMGcqUKYOPjw9Wq5VTp04ZU4Z37tzJzZs3\nAbh69SrLly9n+fLlQMwbtsqVKxulYPHixZPswItXsXTpUnr06EFkZCQODg58//33dOjQAYiZBtuz\nZ08g5v/HzJkzk9xq1ejoaPr06WMUV0WKFGHZsmVERUUZE4qzZ8/OqFGjUkyhG1c2m80oSVeuXGkU\nwC9C55aKPF+WLFmwWCzYbDbu3LljdhyRZ1IBKCIvJSAggKNHjwLQpEmTJPemQUQkIQUGBtK7d2/j\nByGOjo58+eWXdO/ePVkWSfbAwcGBEiVKUKJECTp06IDNZuPs2bPGlmF/f3+uXr0KwM2bN1m1ahWr\nVq0CYiYUP7xl2MPDAycn+/022WazMWbMGL7//nsA3NzcmDJlCvXq1QMgKCiItm3bEhoaiqOjI9On\nT09ypXVUVBSffvqpsYrTw8ODJUuWkClTJpo0aUJgYCAAEyZM0FToh1y6dInFixezaNEizp8//8ht\n2bJlI0+ePOzfv/+5j5MlSxaaNGmSUDFFkg0nJycyZcrE7du3uXXrltlxRJ7Jfr+zERFTrV69Goh5\n09u4cWOT04iIJJ69e/fi4+PDxYsXgZjzyKZMmcKbb75pcjJ5mMVioXDhwhQuXJhPPvkEm83GhQsX\njNWBO3fuNM6Pu3fvHuvXrzem2qdJk4ZKlSoZW4bLli2Ls7OzmS8nzqKiovj888+ZM2cOEFPkzJs3\nj/LlywMxW2q7du3KuXPnABgyZAhVq1Y1Le+TREZG4uPjw2+//QbEDNNZsmQJGTNmZOzYscZwCl9f\nXzw9PU1MmjQEBwezevVqFi1axF9//fXIbalSpaJevXq0aNECT09PrFYrrVq1MiZBP4m7uzuzZs0i\nTZo0CR1dJFnImjUrt2/f1hZgSfJUAIrICwsLC2PLli0AeHp6ki1bNpMTidifO3fucOnSJRwcHChY\nsKCmxtkBq9XKuHHj+OGHH4iOjgZihimMHDmS9OnTm5xOnsdisZA/f37y58/PRx99BMC///5rbBn2\n9/fn7NmzQEyhsnnzZjZv3gzEFCIVKlQwhpKUK1cOV1dX017L0wQHB9OpUyc2bdoExJyXt3DhQgoU\nKGBcM3r0aKPobNq0Kd7e3qZkfZrw8HA6derEunXrgJizCRcuXEi6dOk4dOgQP/zwAxCzIvCrr74y\nM6qprFYrO3bsYOHChaxevdqYkB2rQoUKeHl50ahRo8e+Ps2bN4/hw4cze/ZsY2J5rHfeeYfBgwcn\nyUnQIklV1qxZOXXqlApASfJUAIrIC9u6davxjWbTpk1NTiNiX/bv38+ECRNYt26dUSKlTp2aDz/8\nkG7duml6XBJ17do1unbtyh9//AHEbKn87rvvaNWqlc4es2OvvfYazZo1o1mzZgBcv37dKAR37drF\nyZMnAQgNDWX79u1s374diFlVVa5cOWPLcPny5U0v8a9fv85HH33EkSNHgJgCaO7cuY9sj928eTM/\n/vgjACVKlGDkyJFJ6vdvWFgY7dq1M4rXKlWqMH/+fNKkSUNISAidO3cmKioKV1dXJk+eTKpUqUxO\nnPjOnj3LokWLWLJkCZcvX37kttdee40PP/yQFi1aUKhQoac+houLC1999RWfffYZmzZt4urVq7i5\nuVGlShVNUhZ5CbGLIbQFWJI6FYAi8sJifyqfN29eKlSoYHIaEfuxePFievToYRR/sUJCQpg1axa/\n/vorCxcupFy5ciYllCfZtGkT3bt3N76x9/DwYOrUqRQpUsTkZBLfsmfPzv/+9z/+97//ATETHXft\n2mWUgseOHcNmsxEeHm5sIx45ciROTk688cYbxgrBSpUqkTZt2kTLffr0aby8vLh06RIADRo0wM/P\nDzc3N+OaCxcu4OPjg81mI126dMyaNcv00vJhISEhtG7dmj///BOI2WHw888/4+7uDsCAAQOMbcuD\nBw+mWLFipmVNbIGBgfz6668sWrSIvXv3PnKbu7s7DRo0wMvLi2rVqr3QGaRubm588MEH8R1XJMWJ\nLQDv3LlDdHQ0jo6OJicSeTIVgCLyQs6dO8eZM2cAaNiwYZJaOSCSlO3Zs+eJ5d/D7t69y0cffcRf\nf/1FlixZEjGdPEl4eDjffvstkydPNj7Xvn17hgwZkiS3f0r8y5w5M/Xr16d+/fpATBGze/duoxA8\nfPgw0dHRREVFsXfvXvbu3cu4ceNwcHCgdOnSxpThypUrkyFDhgTJ6O/vzyeffGIMxfDx8WHIkCGP\nFEFhYWG0bdvW2O45adIkChYsmCB5Xsb9+/dp2bIlu3fvBqBWrVrMnDnT+HO2Zs0a5s6dC0DNmjVp\n3769aVkTS1RUFNu2bWPhwoWsX7+e8PDwR25/6623aNGiBQ0aNNBZfSImy549OxCzNf/u3bv6Hk6S\nLBWAIvJCYs8NcnR01E+NRV7AuHHjnln+xbp9+zZz5szhs88+S4RU8jRnz57F29vb2E6ZIUMGxo4d\ny/vvv29yMjFT+vTpqV27NrVr1wZiztzbu3evUQgePHiQiIgIrFYrhw4d4tChQ0yaNAmLxUKJEiUe\nKQSzZs36ynlWrFhBt27diIiIwGKx8M0339C5c+dHrrHZbPTt25djx44B0Lt3byN/UhAYGEiLFi2M\nybT169dn6tSpuLi4ADHb73v16gXEnLM1duzYZP3Dx5MnTxpbfG/cuPHIbQUKFKBFixZ8+OGH5MmT\nx6SEIvJfD389v3nzpgpASbJUAIpInEVERBhT4956661HzhUSkae7du0aGzZsiPP1v/zyiwpAEy1e\nvJh+/foREhICQOXKlZk8eTKvvfaayckkqUmTJg3Vq1enevXqQMxKuwMHDhhDRfbt28eDBw+w2Wwc\nP36c48ePM336dACKFCliTBmuWrUqOXLkiPPz2mw2JkyYwNChQwFwdXVl0qRJNGjQ4LFrZ8+ezaJF\niwCoUaMGffv2fdWXHW/u3LlDs2bNOHr0KACNGzdm4sSJxsRlq9VKt27duHv3LgBjx45NloPHbt26\nxfLly1m0aJHxQ4dYadOm5X//+x8tWrSgYsWKybr8FLFXsSsAQecAStKmAlBE4mzPnj3cv38fQKv/\nRF7A+fPnsdlscb7+4sWLREREGCtgJHEEBwfz+eefs3jxYgAcHBzo06cPvXr1wslJ3zLJ87m5uVGt\nWjWqVasGxGwjP3TokFEI7tmzxxiidfr0aU6fPs3s2bOBmNVdsWVg1apVn7rCKyoqiv79+zNr1iwA\nMmXKxLx58554Ju/evXuNSbn58uVj8uTJSeZsqhs3btCsWTNj0EqLFi0YO3bsI/mmTJliDF7p2LEj\ntWrVMiVrQoiIiGDjxo0sWrSIjRs3EhUVZdzm4OCAp6cnXl5e1K1b95GzHEUk6Xn4BzgqACUp03ez\nIhJnsVP5MmTIYLy5EZHne5k33HHZLizx5/Dhw3Tq1Inz588DkCtXLiZNmkTVqlVNTib2LFWqVFSq\nVIlKlSrRq1cvoqKiOHLkCP7+/uzcuZNdu3YRFBQExPyg4Pz588yfPx+A3LlzGysEq1SpQsGCBQkN\nDaVz5878/vvvAOTPn5+FCxc+ceLrjRs3aN++PZGRkbi6ujJz5kwyZsyYeC/+Ga5evUqTJk34559/\nAPjkk08YPnz4I+cWHj16lG+//RaAYsWKMXDgQFOyxiebzcbhw4dZuHAhK1as4M6dO4/cXqxYMVq0\naEGzZs1eaEWoiJjL1dWVdOnSERQU9NjWfZGkRAWgiMRJUFCQMXmuTp06xvYcEXm+119/HRcXFyIi\nIuJ8n/Lly9O8eXNatGhBiRIlEjBdyma1WpkyZQrffPMNkZGRANSrV48xY8aQKVMmk9NJcuPk5ES5\ncuUoV64c3bp1Izo6muPHjxsThXfu3GmUQpcvX2bx4sXGitSsWbMSGRlpDPIoV64cv/zyyxPPmoqM\njKRTp05cu3YNgJEjR1K6dOnEeZHPcfnyZRo3bkxAQAAAnTp14rvvvntka2toaCg+Pj7GSujJkyfb\n9Sq4a9eusWTJEhYtWsTff//9yG2ZMmWiSZMmeHl5Ubp0aW3xFbFTOXLkICgoSCsAJUlTASgicfLn\nn38a21Pq1atnchoR+5IxY0YaNmzI0qVL43yfmzdv4ufnh5+fH6VKlcLLy4smTZroYOl4dPPmTXr0\n6MGmTZuAmNVaQ4YMoX379noTLonC0dGR0qVLU7p0aTp37ozVauX06dPGCkF/f39jNcnNmzcfuW9A\nQAB9+vQxVgl6eHgYK+iGDh2Kv78/EDO5+sMPP0zcF/YU58+fp2nTply6dAmA7t27M2DAgMf+vA0e\nPJjTp08DMGDAADw8PBI966sKCwtj/fr1LFy4kG3btmG1Wo3bnJycqF27Ni1atKBmzZo67kEkGcie\nPTunT59+7Gu1SFKiAlBE4mTbtm0A5MmTxy6/ERcxW8+ePVm7dq1x/tfT5M2bl759+7Jy5Uq2bNmC\n1Wrl6NGjHD16lEGDBlGrVi28vLz0pvEV/fHHH/j6+hrlyuuvv87UqVMpWbKkyckkJXNwcKBYsWIU\nK1aM9u3bY7PZWL58Ob169SIsLOyRa+/cucOaNWtYs2YNEDOhuHLlyqRNm9b4YUOFChX45ptvEv11\nPMk///xDkyZNuHr1KgB9+/alb9++j5V/GzZsMM439PT0xNvbO9GzviybzcaePXtYtGgRK1euNLZ3\nxypdujQtWrTQD3NEkqHYQSDaAixJmQpAEXmu27dvc+zYMQBq166tlTEiL6Fo0aLMnTuXNm3aEBwc\n/MRr8ufPz+LFiylQoABeXl5cu3aNZcuWsWjRIk6ePElUVBTr1q1j3bp1ZM6cmSZNmtCiRQttG3sB\nkZGR/Pjjj4wbN84YzNKqVSu+/fZbUqdObXI6kUetXLmSTz/9lPDwcCwWC0OGDKF+/frGUJGdO3ca\nW2kDAwONswEBLBYLLi4u+Pn5UbVqVcqWLWvaDw1OnjxJ06ZNjZUxX331FT179nzsuuvXr/Ppp58C\nMVtjx48f/8i5gEnVpUuXWLx4MYsWLTLOEY2VLVs24ziH4sWLm5RQRBJa7Lmdd+/eJTIyUsclSZKk\nAlBEnuvPP/803ignpwl8IontnXfe4c8//2TmzJnMnz+f27dvAzHTP9u2bUurVq1Ily6dcX2OHDno\n2rUrXbp04ciRIyxcuJDly5dz584dbt++zbRp05g2bRrFixfHy8uLpk2bGj+BlsddvHiRzp07s2/f\nPgDSpk3LyJEjady4scnJRB5ls9nw8/Nj8ODBQMz2dD8/Pxo2bAjErBT28vIC4MqVK+zcuZPt27ez\ndOlS4yxLm83Gjh072LFjBxAzofjNN980tgyXL18eV1fXBH8tR44coXnz5sbZht988w0+Pj6PXWez\n2ejRo4dxftaYMWOS9CCM4OBgVq1axaJFi4z/x7FSpUpFvXr1aNGiBZ6enpoiLpICxH69stls3Lp1\ni5w5c5qcSORx+tvo/9y8eZOdO3dy5MgRAgICuHPnDk5OTmTNmpWyZcvywQcfvNQ3IdevX6dTp07P\nve7zzz/XVFVJsv766y8gpqQoXLiwyWlE7Fvu3LkZOHAgX3/9Nffv38fR0ZHUqVM/cwWfxWKhTJky\nlClThiFDhrBx40YWLVrExo0biYqK4uTJkwwaNIihQ4dSo0YNWrRoQZ06dRLlzb29WLlyJZ999pmx\nJa98+fJMmTKFfPnymZxM5FHR0dF89dVXzJgxA4g5Q3Tu3Ln8P/buOi6q/Hv8+GsoERG7u1tX0bVb\nQTEQWZhRQcVE13bttTvW3rWwQGQGFGwBFbs7wHZZW1GRcOiZ3x/8uF/5WCAxKO/n47GPxbl37j1X\nYZh75rzPadiw4Wf3L168ODY2NuzatUtK/snlckxNTTl79ixBQUFAYk+6kydPcvLkSQCMjIyoV68e\njRs3pkmTJjRo0CDdq2CvXr2KnZ0dYWFhACxatAgnJ6fP7uvi4kJAQAAAffr0yZL9hjUaDadOnUKl\nUrFv375PWjo0aNAAhUKBtbU1efLk0VGUgiDowse5gtevX4sEoJAliQQgicm/AQMGSBVOACYmJsTG\nxvLkyROePHmCn58fo0aNolmzZt99HjMzsy8uYxB9nISsKjQ0lMDAQADatm2r42gE4eehp6f3XTeI\nRkZGdOrUiU6dOvHmzRu8vb1RKpXcvHmThIQEDh06xKFDh8iTJ4+0RLhevXrZdomwWq1mypQpbNu2\nDUhMpg4fPpyJEyeK5TlClpM0/fbgwYNAYlsApVJJhQoVvvq85cuX4+vrC4CNjQ2rVq2SfuZDQ0M5\nd+6ctGT45s2baDQaYmNjOXfuHOfOnWPZsmUYGBhQp04dqUKwYcOGySqSU+v8+fMoFAoiIyORyWQs\nW7aMXr16fXbf27dvM3PmTAAqVqwofZ1VPHz4EJVKhaenJ8+ePUu2rWTJktjb22Nvb//NfydBEH5e\nHycAxSAQIasSCUCQpnLVq1ePNm3a8Msvv2BmZkZCQgK3b99m/fr1BAcHs3TpUkqWLEnZsmW/6zx/\n/fWXWJol/HDOnj0rJcfbtGmj42gEQfhYwYIFGTRoEIMGDSIwMBCVSsWOHTsICQkhLCyMzZs3s3nz\nZipWrIhCocDOzo7ixYvrOuxMExgYyKBBg6RpooULF+aff/6hZcuWOo5MED4VEhKCg4MDV65cAaBu\n3bq4u7tTqFChrz4vICCABQsWAFCtWjWWLVuWLOGfL18+OnbsKFXUhYeHc/78ec6ePcvZs2e5du0a\n8fHxxMfHc/nyZS5fviz13qtZs6aUEGzUqBH58+dP0bWcOnWKXr16oVar0dfXZ/Xq1fz222+f3Tc6\nOhpnZ2diYmIwNDRk7dq1WaIfZ1hYGLt27UKlUnHx4sVk20xMTOjSpQsKhYImTZr8EH0KBUHIWIUK\nFUJfX5+EhARevXql63AE4bNEAhAwNTVl2bJllC9fPtnj+vr61KxZk5kzZzJixAjCwsKkZsyCkF2c\nPXsWgBIlSlCpUiUdRyMIwpfUqFGDWbNmMW3aNAICAlAqlfj5+REbG8uDBw+YM2cOc+fOpWXLligU\nCjp27IiJiYmuw84QWq2WzZs3M23aNGJiYoDECuZVq1Z9M5kiCLrw8OFDFAqFNNCjQ4cOKUqEPX78\nGGdnZ7RaLblz52bz5s3ffI6ZmRnt27eXevp++PCBS5cuSYNFrly5QmxsLBqNhhs3bnDjxg3Wrl0L\nQPXq1WnUqJGUFCxcuPAnxw8ICKBPnz5ER0djYGDAunXrpN6FnzNnzhxpmfKkSZOoU6fOV+PPSPHx\n8Rw9ehSVSoWvr6/0+pGkWbNmyOVyOnfujKmpqY6iFAQhK9LX16dw4cK8ePFCTAIWsiyRAARy5cr1\nSfLvY/ny5cPc3JyAgAAePnyYiZEJgm5FRUVx7do1IHF4QXZdQigIPxIDAwMsLCywsLAgNDQUHx8f\nVCoVV65cQavVcuzYMY4dO4apqSndunVDLpfTsGHDn+bnOzQ0lNGjR7N//34ADA0NmTp1KoMHDxZV\nOkKWdOHCBRwdHaUhGf369WPevHno6+t/9XlRUVH07duX0NBQANasWfNdS1Bz5cpFy5YtpcrY6Oho\nLl++LFUIXrx4kaioKACCgoIICgpi06ZNQOJy3SZNmkgJwZs3b9KvXz9iY2MxMjJi06ZNWFpafvHc\nAQEBrFu3DkhMrv3++++pjj89BAUFSRXU/3vjXq5cOeRyOfb29pQqVUon8QmC8GMoVqyYSAAKWZpI\nAKZQUg+UhIQEHUciCJnn6tWrUkPxFi1a6DgaQfj5aDQaZDJZhiXf8uXLR79+/ejXrx/37t1DqVTi\n5eXFy5cviYyMZNu2bWzbto2yZcuiUCh++Bvcs2fP4uzszPPnz4HEG/f169fzyy+/6DYwQfiCvXv3\nMnToUKKjowGYMWMGQ4cO/eZrglarZdy4cdy8eROAsWPHfjXRlhrGxsY0bdpUGk4XGxvLtWvXOHv2\nLGfOnOH8+fN8+PABgAcPHvDgwQNcXV2THcPAwIC//voLCwuLL57nzZs3DB8+HIC8efOyevXqTE3S\nv3nzhp07d6JSqaS/xyRmZmbSByQNGjT4aT4gEQQhYyUN/hBLgIWsSiQAU+jWrVsAaZoWuGjRIp4/\nf05MTAx58uShcuXKtGvXjgYNGqRXmIKQrs6fPw8kVgfUrVtXx9EIws/h7du3bNu2je3bt/Pvv/+i\nr69P7dq16d27N7a2thk2ubdy5cpMmzaNKVOmcOLECZRKJQcOHCA6Oprg4GAWLFjAggULaNq0KQqF\n4oda4paQkMDSpUtZsmSJ1NfXzs6ORYsW/TDXIGQ/a9euZdq0aWi1WoyMjFi9ejU2NjYpeu6WLVtQ\nqVRAYn/ecePGZVicRkZG/Prrr/z666+MHDmS+Ph4bt26JS0ZPnfunDTlN0l8fDzDhw9nwYIF0pTh\nJk2aUL58eWQyGVqtltGjR0tVMkuWLKFEiRIZdg1JYmNjP5minkRPT4/WrVsjl8vp0KEDOXPmzPB4\nBEH4uST1WQ4JCUGj0YiVB0KWIxKAKXDu3DkePHgApG0K6v379zExMUFPT4+3b99KSyuaNm3KmDFj\nxDRCIUvRarVcvnwZgIYNG2JgIF4uBCGtLl++TK9evXj79q30WHx8PFeuXOHKlSusX78epVIpfYKc\nEfT19WndujWtW7cmPDyc3bt3o1QquXDhAgCnT5/m9OnTTJgwgc6dO9OjR48s3eT++fPnODs7S/1K\nTUxMWLRoEXK5XMeRCcLnJSQkMG3aNNavXw8kVr+5urrSuHHjFD3/4sWLTJkyBUj8YHrt2rXfXC6c\nngwMDPjll1/45ZdfGDp0KG5ubowZMwZIfH0xNTWVEoLPnj1jx44d7NixA0gcxNO4cWP09PSkqcU9\nevTA2to6w+LVarVcv34dpVKJj4+PtNQ6SbVq1ZDL5dja2iab4ikIgpBaSe/f4uLiePfuHQULFtRx\nRIKQnLij/4aQkBD+/vtvIDEJYm5unqrnGxkZYWVlRfPmzSlXrpzUcP3x48fs3LmTo0ePcvr0aXLl\nysWwYcPSPX5B+F7BwcG8efMGgCZNmug4GkH48f3777/I5fJPKmU+FhQUhEKhwNfXN1OqT8zMzHB0\ndMTR0ZGHDx/i6emJp6cnT58+Ra1WS38uVaoU9vb22Nvbf7VnbmY7ePAgI0eOlHqg1apViw0bNnxX\nHzRByAxRUVEMGTJE6lFZunRpPDw8qFy5coqe//r1a/r160dcXBzGxsZs2rSJfPnyZWTIX7V582bG\njx8PQJ48efD09KRu3brcu3dPWjJ85swZaTnc69ev2b17t/R8PT093r17x9q1a2nSpAk1atRIt2Tm\ny5cv8fLyQqVScffu3WTb8ufPT/fu3VEoFNSuXVss8RUEIV0kVQBC4jJgkQAUshqRAPyKyMhIZs+e\nTVhYGEWLFmXEiBGpPka+fPlwdnb+5PHSpUszevRozMzM2L17N4cOHaJbt26ULFkyPUIXhDS7cuWK\n9HVKqxIEQfiyFStWfDX5lyQoKIgdO3bg6OiYCVH9nwoVKjBp0iQmTJjAmTNn8PDwYN++fajVap48\necJff/3FX3/9xa+//opCocDa2lrqj5vZoqOjmTFjBhs3bpQec3Z25s8//yRHjhw6iUkQvuXt27c4\nOjpy8eJFAOrUqYO7uztFihRJ0fPj4+MZOHAgL1++BBKXzdauXTvD4v2WtWvXMnXqVCAxoebl5SXF\nU6VKFapUqULfvn3RarX8+++/nDlzhlOnTrFnzx6pv7BGo8HPzw8/Pz8g8UOJhg0bSkuGa9WqlaoV\nMlFRURw8eBClUsnx48ellgDwfwOS5HI57dq1w8jIKL3+KgRBEIDkCcCXL19So0YNHUYjCJ8SCcAv\niIqKYubMmQQHB5M/f35mzZpF7ty50/08vXr14uDBg8TGxnLx4sWvJgCTekZ9yW+//UafPn3SPUYh\ne0pqiF2uXLkU35wIWZNMJtNphUh6SlqGqqen90NdU1hYGN7e3ine383N7bs+dEovXbp0oUuXLkRE\nRODt7Y2rqyvHjx8HEieWXrhwgcmTJ9OtWzd69+5N27ZtM20J4u3bt+nVqxc3btwAoGDBgmzatAkr\nK6tMOb8gfI8HDx7QuXNnqaWMlZUV27dvT1WPyj/++IMzZ84AMGTIkM9+wJxZFi5cKCX/ihQpgp+f\nHzVr1vzi/vnz58fc3Jxnz55Jyb/u3buTN29eTpw4If29hIeHc+jQIQ4dOgQk9iBu0qQJLVq0oHnz\n5jRo0OCTJL9Wq+X06dO4ubnh5eVFeHh4su3m5uY4OjqiUChENU428aO+V/gS0cv2x1G4cGH09fVJ\nSEggLCzsp/j+E34uIgH4GTExMcyaNYu7d++SJ08eZs+enWE9QYyNjSldujQPHjz45rSgDx8+fHWk\nuFqtztQeMMLPKy4ujmvXrgGJS9+FH9/P9togk8l+qGu6e/cuUVFRKd7/6tWraLVanffezJs3rzRF\nODg4GFdXV7Zu3cqjR4+Ijo5GqVSiVCopUaIEDg4O9OnTh2rVqmVILFqtlk2bNjFixAjUajWQOPzA\nzc0t2SfugpDVnD9/ns6dO0ttNQYPHszq1atT9fOtUqlYvnw5kFiVv3z5cp28Bmq1WmbOnMnMmTOB\nxGqXgIAAqlSp8s3nBgQE8NdffwHQrFkzPD09pWt4/vw5J06c4Pjx45w4cYKgoCAg8b3vxwlBY2Nj\nGjduTIsWLahSpQq3b99m+/btPHz4MNm5ihUrJr0miQqc7OtHe6/wJVm1B6/wKQMDA4oUKcLz5895\n+fLlT/H9J/xcRALwf8TExDB79mwCAwMxNTVl1qxZlCpVStdhAYmfghYuXPiL201MTEhISMjEiISf\n1Y0bN4iOjgagfv36Oo5GSA8/y2uDnp6eNEHy46VdWV1MTEyqnxMbG5ul+lKVKlWKKVOmMHnyZE6f\nPo2rqyteXl5ERETw7NkzFi5cyMKFC2nQoAG9e/dGLpeTP3/+dDl3WFgYQ4YMwdPTE0hMaM+YMYPx\n48dLn7QLQla0e/duHBwcpA8A5s6dy/jx45HJZCn+vg0MDKR///5AYnWJUqnUyfe9Vqtl8uTJLF68\nGEhsZ3Po0CEqVKjwzVjevn1L79690Wq1mJmZsXXrVuD/fjcVKVIEOzs77OzsgMRegadOneLkyZOc\nOHGCGzduoNVqiY6O5ujRoxw9evSTcxgaGtKlSxf69etHu3btpASreH3Ifn7U9wpf8jNcQ3ZSvHhx\nnj9/zrNnz8Trj5ChvifBLBKAH4mLi2PevHncuHEDExMTZsyYQbly5TL0nNHR0Tx+/Bjgm8ssHRwc\ncHBw+OL2N2/eSI3QBSEtTp8+DSR+clqvXj0dRyOklVar/WleG/Lly4e+vj4ajeaHuqbUJsKKFSuG\nWq2WKt2ymho1arBw4UKmT5+erN+WVqvl4sWLXLx4kbFjx2JpaYlCoaBNmzbfXc14+fJlBg8ezH//\n/QckJiLXrVtHgwYNPlnqJwhZyYYNG5gyZQparRZDQ0NWrVqFra0t79+/T/ExwsPDsbGx4cOHD+jr\n67NhwwZMTEwy/fVPq9UyZcoUNmzYAEDZsmXx9vYmf/7834xFq9XSv39/nj17BsDixYsxMzP76vMM\nDQ2laeUajQZfX182bNjAuXPniI+P/+xz4uLi2L17N8HBwfj6+tK4cWMaNmxInjx5vvOqhR/Vj/pe\n4UsiIyN1HYKQCkmrEp48efJTfP8JWdf3tLUQCcD/Lz4+ngULFnD16lWMjY2ZNm1aiieyfY1Wq/1q\nBYeHh4dU5dGgQYM0n08Q0kNS/79KlSrprMm/IPxMihcvTqtWrTh27FiK9k+qgsnqTExMsLW1xdbW\nlufPn+Pp6YlKpeLBgwfExsayd+9e9u7dS6FChfjtt99QKBRUr149RcfWaDSsWrWKBQsWSDf8Xbt2\nZenSpeKGXsjSNBoNM2bMYM2aNUDiYAtXV1eaNm2a6uMMGzaMR48eATBjxgyaNGmS7vGmJI7x48dL\nVXsVK1bE29ubYsWKpej527dvZ9++fUDia1v37t1T9LyHDx+iVCrx8vKSkodJihcvTsOGDcmdOze3\nb9/m6tWrxMfHk5CQwJUrV7hy5QqrV69GJpNRs2ZNGjduTJMmTWjUqBEFChRIxdULgiCkTokSJYDE\n4pz4+Hidt3MRhI+J70YSlwYsWbKEixcvYmRkxJ9//pniGxSAAQMG8Pr1a9q0acOoUaOSbZs8eTJ1\n69alQYMGlC5dWirTfPz4MT4+Phw5cgSA9u3biwnAQpaQkJDA7du3Aahbt66OoxGEn8fw4cNTnAD0\n8/Ojb9++WaYFRUoUL16cUaNGMXLkSK5cuYJSqcTHx4ewsDBCQkJYs2YNa9asoVatWsjlcmxtbb/4\nyeWrV6/4/fffpcEjOXPmZO7cuTg4OGSpZdGC8L+io6MZOnQoe/fuBaBkyZJ4eHhQtWrVVB9r+fLl\nHDx4EAAbGxsGDx6crrGmREJCAqNGjUKpVAJQrVo1duzY8dWWNB97+PAhkydPBhKXDC9YsOCr+4eF\nhbFr1y6USiWXLl1Kts3ExIQuXbqgUCho0qRJsr5oarWaS5cucebMGc6ePcvly5eJiYlBq9Vy8+ZN\nbt68yfr16wGoWrWqlBBs3LixGHQmCEK6SkoAajQaXr9+LfoUC1mKSACSOFEwaaqaVqtlyZIlX93f\n1dU1xccOCQlh27ZtbNu2DX19fUxMTIiNjU3WD6ply5Y6eVMnCJ+T1NwfRAJQENJTixYtmDdvnnQz\n/DlJfb3u3r2LhYUFmzdvplGjRpkYZdrJZDLMzc0xNzdn9uzZ+Pn5oVQqOXr0KAkJCdLN+IwZM2jf\nvj1yuZz27dtjZGQEwJEjRxg2bJg0MKFatWps2LAhRUMGBEGX3r17h6OjIxcuXACgVq1abN++/bsG\nyQUEBEjJsmrVqrFs2bJMT37HxcUxbNgwaYJ5rVq18PLySnEFXVxcHEOGDEGtVqOnp8c///zz2VUF\n8fHxHD16FJVKha+vb7L3yDKZjGbNmiGXy+nUqdMXp6GamJjQokULWrRoASQmYq9cucLZs2c5e/Ys\nFy9elFoq3Llzhzt37rB582YAKlSoICUEmzRpIt28C4IgfI+PX0NevnwpEoBCliISgCQm/ZLExcWl\nqjfLt/Tt25fr169z//59QkNDiYiIQF9fn2LFilG1alXatm1L7dq10+18gpBWSdV/gPjeFIR0NnDg\nQCpWrMiqVas4efKk9LihoSGdO3dm1KhR7N69m6VLl/LmzRu6d+/OwoULcXR01GHU38/Y2Bhra2us\nra159eoVO3fuRKlUcvv2beLj4zl48CAHDx4kf/78dOvWjYiICLy8vKTnOzk5MXPmTHLmzKnDqxCE\nbwsODkahUEjTaNu2bYuLi8sXE1Zf8/jxY5ydndFqteTOnZvNmzeTK1eu9A75q2JjYxk0aBD79+8H\nwNzcHKVSSd68eVN8jMWLF3P16lUAxowZQ8OGDZNtDwoKQqVSsWPHDl6/fp1sW/ny5ZHL5djb23/X\nChljY2MpoQeJ7++vX78uVQieP3+eiIgIILFK8eHDh2zbtg1IrFT8OCFYpkwZUXksCEKKfZwAfPHi\nhQ4jEYRPybQfZ7+EH1pStYQgpMXChQs5evQoRYsWlXr2CD+mFStW4ObmRp48eVCpVLoOJ10kNfZO\nSEj44Rsr//fffwQHB6Ovr0/VqlWTLYf18fFh5MiR0uTQgQMHMmvWrJ+ij4xWq+XGjRsolUq8vb15\n9+7dJ/sYGxuzYMECevXqpYMIBSF1rly5Qq9evaT3YQ4ODixevPi7fl6joqLo1KmT1It327ZtWFpa\npmu83xIdHU2/fv04dOgQAA0bNsTDw4PcuXOn+BhnzpyhW7duaLVa6tevz969ezEwMODNmzfs3LkT\nlUolXWMSMzMzunXrhlwup0GDBhmadEtISODWrVucPXtWSgp+qQCgWLFiUjKwcePGVKxYUSQEs7if\n6b0CwLlz55gxYwYAnp6elC9fXrcBCV+l1Wpp2bIlarUaOzs7aYq7IKQ3MQREEIQ0u3PnDgA1a9bU\ncSSC8HMrU6YMZcqU+ew2GxsbypcvT+/evXn+/DkbNmzg3r17bNiwgXz58mVypOlLJpNRp04d6tSp\nw8yZM5k5cyYbN24kISFB2ic6OpqxY8eyb98+FAoFlpaWGBsb6zBqQfg8X19fBg0aJCXrJ0+ezKhR\no74rQaTVahk/fryUGBszZkymJ//UajV9+vSR+pU2b94cNze3VFUghoWF8fvvv6PVasmVKxcrVqzA\n19cXlUrF4cOHk03x1dPTo3Xr1sjlcjp06JBp1b76+vrS65CzszMajYY7d+5w5swZzpw5w7lz5wgJ\nCQESK3h27tzJzp07AShUqBCNGzeWqgSrVq2arB+hIAjZm0wmo0SJEty/f19UAApZjkgACoIgiYiI\nkH5R1ahRQ8fRCEL2VqdOHfz9/XFycuLixYscP34cS0tLtm3bli5T6nUtMjKSCRMm4OnpCSS+YW7d\nujWvX7/m1q1bJCQkcPjwYQ4fPkyePHmwsbFBLpdjbm4uqm+ELGHTpk1MmjQJjUaDoaEhK1asSNME\n761bt0rDNlq3bs348ePTK9QUiYyMpFevXlJf7DZt2rBly5ZUJeW0Wi3jxo3j6dOnANSrV4/OnTt/\nUoVVrVo1aRjQ9/RITG96enpUr16d6tWrM2DAALRaLQ8ePJCqA8+cOSO9PwoJCWHPnj3s2bMHSKw2\na9SokVQhWLNmTWnonyAI2ZNIAApZlUgACoIguX//vvR1aiZhC4KQMYoUKYKPjw9//PEHSqWSf//9\nF0tLS9avX0/79u11Hd53u379OoMGDeLRo0dA4hK7NWvW0LRpUwACAwOl3mAhISGEhYWxZcsWtmzZ\nQsWKFaXeYKKxtqALGo2GOXPmsGrVKgBy587N1q1bad68+Xcf89KlS8mm5a5bty5Tk0jh4eEoFAou\nXrwIQIcOHXBxcSFHjhypOo6Liws+Pj7Snz/udVqgQAG6d++OXC6ndu3aWTqRL5PJqFSpEpUqVaJP\nnz5otVqCg4OTLRl+/PgxAKGhoVI/U0j8fmjYsKFUIVinTh0MDQ11eTmCIGSypN6lL168QKvVZunX\nOyF7EQlAQRAkDx48kL4WEzcFIWvIkSMHK1eupEaNGkyfPl2q0pk2bRq///77D/WmUqvVsm7dOmbN\nmkVcXBwAlpaWrFy5kvz580v71ahRg1mzZjFt2jQCAgKk6aCxsbE8ePCAuXPnMm/ePFq2bIlcLsfK\nygoTExNdXZaQjURHRzN8+HB27doFQPHixVEqlVSrVu27j/n69Wv69etHXFwcxsbGbN68OVOX+oeG\nhmJvb8+1a9cA6Nq1K2vXrk1x0ioqKoqDBw+yZcsWzp49m2yboaEhFhYWyOVy2rZtK037/tHIZDLK\nlStHuXLl6NmzJwBPnz5NlhBMGgATEREhVS9D4oTiBg0aSAnBevXqpTqxKgjCjyUpAahWqwkPDydP\nnjw6jkgQEokEoCAIkqQ3r6VLl/6uyYWCIGQMmUyGs7MzlSpVYtCgQYSHhzNz5kyCgoJYunTpD9Ef\n782bN4wYMUIaLGBkZMSMGTMYMGDAF5OYBgYGWFhYYGFhQWhoKLt27UKpVHLlyhW0Wi3Hjh3j2LFj\nmJqaYm1tjUKhoGHDhj9UUlT4cYSGhtKnTx8pyVWjRg08PDwoVqzYdx8zPj6egQMHSsvElixZQu3a\ntdMl3pR48+YNv/32G4GBgQDY2dmxcuXKbw4w0Wq1nD9/HpVKxe7du6WJukkqVKjAgAEDsLGxoUCB\nAhkWvy6VLFkSOzs7adn3y5cvOXv2rPRfUk9ltVrN8ePHOX78OJD4oY65ubm0ZLh+/friAwxB+Ml8\nPL38xYsXIgEoZBkiASgIgiQpAfgz9BcThJ9R27Zt8fPzw8HBgYcPH+Ll5cXDhw/ZunVrluij9SUn\nT55kyJAhvHr1CoCKFSuyYcOGVA0bypcvH05OTjg5OXHv3j1UKhWenp68fPmSyMhI3N3dcXd3p2zZ\nstIS4dKlS2fUJQnZzOPHj1EoFFKrjFatWrFp06ZUTcb9nFmzZkk995ycnJDL5WmONaVevnzJb7/9\nxt27d4HE6cVLliz56tLjx48f4+npiUqlIjg4+LP79OrVi+XLl2dAxFlb0aJFsbGxwcbGBkhMrp4/\nf14aLBIYGIhWqyUmJkZ6DBKrJH/55RepQrBhw4biQ1hB+MH9bwKwatWqOoxGEP6PGFklCAIAMTEx\nPH/+HEi8ORcEIWuqWLEivr6+tG7dGoArV67Qvn17rl69quPIPhUXF8fcuXOxtbWVkn89e/bk8OHD\naZo0XrlyZaZOncq1a9fw9PSke/fuUhVkcHAwCxcuxNzcnG7duuHh4UFkZGS6XI+QPV2/fp0OHTpI\nyb8ePXqwffv2NCf/fHx8WLNmDQANGjRgzpw5aY41pZ49e4a1tbWU/OvXrx9//fXXZ5N/kZGReHh4\nYG1tjbm5OQsXLpSSf8bGxrRs2VKagvvLL7+waNGiTLuOrKxgwYJ06tSJuXPncvToUe7fv4+7uzu/\n//479erVk/6u4+LiuHjxIitXrkShUFCxYkUsLCyYPn06fn5+vH//XrcXIghCqhUtWlT6GU+6vxKE\nrEBUAAqCACR+qq/RaACoVKmSjqMRBOFr8ubNy/bt25k1axZr1qzh5cuXdOnShRUrVmBra6vr8IDE\n1xRnZ2dpqICpqSl//fUX3bt3T7dz6Ovr07p1a1q3bk14eDi7d+9GqVRy4cIFAE6fPs3p06eZOHEi\nnTt3RqFQ0LRpUylZIQjf4u/vz8CBA1Gr1QBMmDCBsWPHpnmZ+Z07dxg1ahQAhQoVYuPGjZnWH++/\n//6je/fu0hCLIUOGMHPmzGTXpNFoOHXqFCqVin379knXn+TXX39FoVDQpk0brK2t0Wg0mJiYsHbt\n2h+2z19Gy5Mnj9TSABITqxcuXJD6CF69epW4uDgSEhK4evUqV69e5Z9//kEmk1G9enVpyXDjxo0p\nWLCgjq9GEISvMTAwoFixYjx9+lQkAIUsRSQABUEAEm8IklSoUEGHkQiCkBIGBgbMmjWLqlWrMm7c\nOGJiYnB2diYoKIjJkydn6gTR/7Vnzx5Gjx5NeHg4APXq1WPdunWULVs2w85pZmaGo6Mjjo6OPHr0\nSFqm+PTpU9RqNZ6ennh6elKyZEns7e2Ry+WUL18+w+IRfnyurq6MGzcOjUaDgYEBy5YtQ6FQpPm4\n4eHh9OnTB7Vajb6+Phs2bEhTH8HUePjwIba2tjx79gyA0aNHM2nSJCn59/DhQ5RKJV5eXtI+SUqV\nKoW9vT329vbSz87vv/8uvX+YM2eOeP+QCqamprRp04Y2bdoAib0Cr1y5Ig0VuXTpEtHR0Wi1WgID\nAwkMDGTDhg1A4qC2pCXDjRs3/q4WEAkJCQQEBLBjxw5evHhBzpw5ady4Mb169aJQoULpeq2CkB2V\nKlWKp0+fSj1eBSErEAlAQRAApEqAHDlyULx4cR1HIwhCSvXs2ZOKFSvSt29fQkJCWLlyJXfu3GHt\n2rVpXqKYWmq1mqlTp+Lq6io9Nnz4cCZNmpTiiaLpoXz58kycOJHx48dz5swZlEole/fuRa1W8/Tp\nU5YuXcrSpUulKiZra2vMzMwyLT4ha9NoNMybN48VK1YAiYmazZs306pVq3Q59rBhw3j06BEAM2bM\noGnTpmk+bkrcvXs32XL8iRMnMnbsWN6/f8+uXbtQqVRcunQp2XNMTEzo0qULCoWCJk2aJKue9fHx\nwdPTE4BOnTrh4OCQKdfxszIxMaFZs2Y0a9YMSGzNcvXqVSkheOHCBakS8+7du9y9e5ctW7YAUK5c\nOZo0aSIlBEuVKvXVc92/f5++ffty7969ZI8HBASwePFiJkyYwPDhw8VAJUFIg6Q+gKICUMhKRAJQ\nEAQAnjx5AkCZMmXE8jhB+MH8+uuvHDp0iN69e3Pjxg38/f3p2LEjbm5ulCtXLlNiCAoKYtCgQVJP\nsUKFCvHPP/+kS9Lke+np6Uk31AsWLGDfvn0olUpOnz4NwIULF7hw4QKTJ0/GysoKhUJBixYtdFo9\nKehWTEwMI0eOZOfOnQAUK1YMDw8PatSokS7HX7FiBQcPHgSgW7duDB48OF2O+y2BgYH89ttvvHnz\nBoCpU6dStWpV+vfvj5+fHzExMdK+MpmMZs2aIZfL6dSp02cHUjx9+pQ//vgDSOx1tXTpUpEsSmc5\ncuSgUaNGNGrUCEjsFXjjxg1pyfC5c+ek6cv//vsv//77L+7u7kBi5VHScuEmTZpQrlw56d/nv//+\nw9rampCQkM+eNzY2ltmzZxMXF8fYsWMz4UoF4eeUlIh///49Hz58IFeuXDqOSBBEAlAQhP/v6dOn\nABm6RE8QhIxTokQJ9u7dy4gRI9i9ezd3797FwsKCTZs20bx58ww7r1arZcuWLUybNo3o6GgAWrdu\nzerVqylcuHCGnTe1TE1NUSgUKBQKHj9+jJeXF0qlkuDgYKKjo/H29sbb25tixYrx22+/oVAoxET0\nbOb9+/f07dtXShBXr14dDw+PdKuKP3r0KPPnzwegatWqLFu2LFOSZtevX8fOzo7Q0FAAmjVrxtq1\naz9JAJUvX16aoP3xBMv/lZCQwNChQ6Ul/qtXryZ//vwZdwECkDgt2NzcHHNzc4YNG0ZCQgKBgYFS\nheDZs2elf+MnT57w5MkTqUKzaNGiUjJw3759X0z+fWzRokXY2tqK94WC8J0+rsR9/vy56LEuZAmi\nzEcQBBISEqT+FGXKlNFxNILw89NqtVy5coUdO3bg4+PDw4cP0+W4JiYmbNiwgUmTJgGJCQ07Ozs2\nbtyIVqtNl3N8LDQ0FCcnJ8aPH090dDQGBgbMmDEDpVKZpZJ//6t06dKMHTuWCxcusHfvXnr16iVV\nOb148YJVq1bRtGlTLC0t2bRpk3RTLfy8njx5QufOnaXkX4sWLdi7d2+6Jf8eP37M4MGD0Wq15M6d\nmy1btny2si69Xbx4EWtr62Tfw6dOnZISQGZmZvTp04cDBw5w7tw5xowZ89XkH8CqVas4e/YsAEOH\nDqVly5YZdwHCF+nr61O7dm2cnZ3ZunUrd+7c4cSJEyxYsABra+tkffxevnyJj48P48aN4/jx4yk6\nvkajYevWrRkVviD89D5OAIo+gEJWISoABUHg9evXxMfHA4k3xoIgZJydO3eyYsUKbt++nezx5s2b\nM2HCBBo2bJim48tkMsaMGUPVqlUZMmQIarWaiRMnEhQUxPz589NtQue5c+dwdnaWBgWULVuW9evX\nU7du3XQ5fmaQyWTSErt58+Zx8OBBlEolx48fl5K0V65cYerUqVhaWkpTTw0MxNunn8n169fp2bMn\nr1+/BsDe3p5ly5al289KVFQUTk5OUhLun3/+yfBhGTExMaxevZrFixeTkJCQbJuenh5t2rRBLpfT\noUMHjI2NU3zcq1evsnDhQgBq1KjB5MmT0zVu4fvp6elRrVo1qlWrRv/+/dFqtTx69IgzZ85I/6W2\nF9nRo0eZPn16BkUsCD+34sWLo6enh0ajEX0AhSxDVAAKgpDsl9K3PvkXBOH7LVy4EGdn50+SfwAn\nT57ExsaG/fv3p8u5rKysOHjwoJTUd3V1xdbWVuoB9r0SEhJYsmQJ1tbWUvLP1taWgICAHyr5979M\nTEywtbXFy8uLa9eu8eeff1KxYkUgsSdWUqVg7dq1mTZtGoGBgTqOWEgPhw8fpmvXrlLy748//mD1\n6tXplvzTarWMHz+eGzduADBmzBg6dOiQLsf+3LmuXr3KhAkTqFq1KgsWLEiW/KtWrRozZ87kxo0b\neHh40K1bt1Ql/yIjI3F2diY+Ph5jY2PWrVtHjhw5MuJShHQgk8moUKECjo6OrFmzhmvXrjF+/PhU\nHePDhw8ZFJ0g/PyMjIykCd3/O1VdEHRFJAAFQeDly5fS1yIBKAgZ4+DBgyxZsuSr+8TFxeHs7Mx/\n//2XLuesXr06/v7+NGnSBEis2rOwsPju5NXz58/p3r07CxcuRKPRYGJiwqpVq1izZk2mTxzOSMWL\nF2fkyJGcOXMGX19fnJycyJMnDwAhISGsWbOGVq1a0aZNG9atW5fmpKqgG25ubjg4OKBWq9HX12f5\n8uVMmDAhXfvybd26FaVSCST2xkxtAiYlXrx4wcqVK2nWrJnU9zMyMlLa3r59ew4fPszx48cZOnQo\nRYoU+a7zTJ06VZpePHPmTKpUqZIu8QuZQyaTpbqvaYECBTIoGkHIHpKWAYsKQCGrEAlAQRCkBKCJ\niQl58+bVbTCC8JP6559/UrRfdHQ0mzdvTrfzFihQAC8vL/r06QMk9jqzsrJKdaWhr68vrVq14syZ\nMwDUqlWLI0eOoFAoftrpnzKZDHNzcxYtWsStW7dwcXGhXbt20pTgmzdv8ueff1KrVi169+7N/v37\niY2N1XHUwrdotVrmz5/PmDFjSEhIIFeuXGzfvp1evXql63kuXbokLZEtXbo069atS7cJ02q1mp07\nd2JnZ8cvv/zC7NmzuXfvXrJ9DAwMcHV1Zfv27dSpUydNP6f79u1j27ZtQGJC0cnJKU3xC7rRtm3b\nVE0i7datW8YFIwjZgEgAClmNSAAKgsCrV68AKFas2E97Iy8IuvTff/9x7ty5FO/v7u7Os2fPCAsL\n+6R/1/cwMjJiyZIlLFq0CH19fdRqNX379uWvv/765nCQ6OhoJk2ahKOjo9TDbNCgQRw8eFBaIpsd\nGBsbY21tjYeHB9evX2fmzJlUq1YNgPj4eA4ePEjfvn2pVasWkyZN4vr16xkyeEVIm9jYWIYNG8bS\npUsBKFKkCHv37qVNmzbpep7Xr1/Tr18/4uLiMDY2ZvPmzeTLly9Nx9RqtZw7d45Ro0ZRs2ZNnJ2d\nOXbsGBqNBkgc4pX0OzxnzpwolUo6duyY5mt58eIFY8aMAaBQoUKsWLFCvFf4QZmamtKzZ88U76tQ\nKDI4IkH4uSUlAENDQ1Gr1TqORhDEEBBBEEDqfVSsWDEdRyIIP6fU9n55//49v/zyi/TnnDlzYmpq\n+tn/cufO/cVt/7tPjx49qFixIv379yc0NJQFCxYQFBTEypUrP1sVcv/+fQYOHCgtGc6fPz+rVq3C\nwsIiTX8fP7oiRYowdOhQhgwZwo0bN1AqlXh7e/Pu3TvevXuHi4sLLi4uVKtWDblcjq2trdQHSNCd\n8PBw+vbty8mTJwGoWrUqHh4e6d76Ij4+nkGDBklTHxcvXkzt2rW/+3iPHz/G09MTlUpFcHBwsm1F\nixbFzs4OMzMz5s+fj1arlSoak5b+p4VGo2HYsGFS8n/lypXJpssKP57Jkydz6dIlrl69+sV9DAwM\nWLt2rVgVIghp9PFwxefPn2erD06FrEkkAAVBICQkBEDcoApCBklro/yoqCiioqKkn9W0MDAwIGfO\nnBgYGBAfH8+ePXsICAigYcOGFC5cWEoaPnjwAF9fX+Li4oDEiZ9TpkyhXLlyvHz5ElNTU0xMTNDT\ny76LCWQyGXXq1KFOnTrMnDmTw4cPo1QqOXToEPHx8dy+fZsZM2Ywa9as7566KqSPZ8+e0aNHD2kA\nT7NmzdiyZYvU2zE9zZ49m9OnTwPg5OT0XVVUkZGR7NmzB5VKJS27T2JsbIyVlRVyuZyWLVvi7u7O\nH3/8gVarxczMDJVKRf369dPlWtauXcuJEycAGDBgAO3atUuX4wq6Y2pqire3N5MnT2bHjh3Sa3yS\nKlWqMH/+fJo3b66jCAXh55FUAQgiAShkDSIBKAjZXEJCgvTJfuHChXUcjSD8nKpWrYqpqWmyxvxf\nU6lSJcaOHUtkZCSRkZFERERIX3/82IcPH5L9OSX95+Lj44mIiEj2WGRkJEeOHPnq8wIDAz9ZOiaT\nyTAxMflsFeLHj+XKleub+5iammJoaJiiv5+syMjICCsrK6ysrHjz5g3e3t6oVCpu3LiBRqPh8OHD\nHD58mDx58mBjY4NcLsfc3FwspcwEt27dokePHlK/Wzs7O5YvX55uk34/tmvXLqnfZ/369ZkzZ06K\nn5uQkMCpU6dQqVTs37//k+Viv/76KwqFAmtra8zMzADYsGGD1GcwX758eHl5UadOnXS5lps3b0rx\nV61alWnTpqXLcQXdMzU1ZeXKlfz555/s3buXFy9ekDNnTho3bkzjxo3F65IgpJMSJUqgp6eHRqMR\nk4CFLEEkAAUhm3v37p3UP0gkAAUhY+TKlQu5XM7GjRtTtP+oUaOwtbVN9XliY2M/SRL+b+Lwf7df\nvXpVmuwJiUm9lPau02q1fPjwgQ8fPqQ61s/JkSOHlBTMlSvXV5c5fyvBmDNnTp3dxBYsWJBBgwYx\naNAggoKCUKlUeHl5ERISQlhYGFu2bGHLli1UrFgRuVyOvb09xYsX10msP7ujR4/Sr18/Kfk+evRo\nJk2alCHfG3fu3GHkyJFAYq+8TZs2pSjJ+ODBA5RKJV5eXp80ii9VqhT29vbY29tTvnz5ZNtWr17N\nzJkzgcTvuR07dlCjRo10uRa1Wo2zszNxcXHkyJGDtWvXkjNnznQ5tpB1FC5cmP79++s6DEH4aRka\nGlKsWDGePXsmEoBCliASgIKQzb19+1b6WiQABSHjjBw5kn379klDd76kQYMG2NjYfNc5jIyMyJ8/\nP/nz50/V83bs2MHw4cOJj4+Xkn8dO3Zk7ty5GBgYfLUK8WtViR/vk5JhJjExMcTExPDmzZvvuv6P\n6evrf7M3YkqSi0kJxu+d3lq9enVmzpzJ1KlTCQgIQKVS4evrS2xsLA8ePGDu3LnMmzePli1bIpfL\nsbKywsTEJM3XL8D27dsZO3Ys8fHx6Ovrs2jRInr37p0h50rqL6hWq9HX12fDhg1f7av7/v17fHx8\n8PT05NKlS8m2mZiY0LVrVxQKBY0bN/7sMvu//vqLBQsWAIk9Kb29valcuXK6Xc+MGTOkqcJTp05N\nt8SiIAhCdlO6dGmRABSyDJEAFIRs7uMEoGjsLQgZp1ixYnh7e9OjRw8eP3782X0aN27M1q1bM3Up\n7KtXr1CpVMTHxyd7XK1Wkzt37nRpAq/VaomOjv5s4jApYZiSBGPSf9HR0d88Z0JCAmFhYYSFhaU5\nfkhMynwrUZg7d+5klYv/u4+5uTktW7ZErVaza9culEolV65cQavVcuzYMY4dO4apqSnW1tbI5XIa\nNWokluJ9B61Wy+LFi1m8eDGQ+G/n4uJC+/btM+R8SYMyHj58CCQmz5o2bfrJfvHx8Z8kgZPIZDKa\nN2+OXC6nU6dOnx3KA4nXNn/+fJYtWwYkLi/z9vb+pDowLfz8/Ni8eTMArVu3ZuDAgel2bEEQhOym\nVKlSnD179pMKb0HQBZEAFIRsLqn/H0CBAgV0GIkg/PwqV67MyZMn2bVrF+7u7vz777/o6+tTu3Zt\n+vTpQ9u2bb+70ux7BAQEMGzYMGm4SMWKFTEyMiIoKIjjx49jaWnJtm3bqFSpUprOI5PJyJkzJzlz\n5kyXDxri4uJSlTj88OHDZ6sVk7alZMmzWq1GrVZLU9PTwsjISEoKVqhQAbVazdu3b6Ul3O7u7ri7\nu5MvXz4aNGhA8+bNKVu27CfLnpP+L5KE/ycuLo4xY8agVCqBxMr27du3p1tfvM9ZsWIFBw8eBKBb\nt24MHjw42fbAwEBUKhU7duz4ZJBP+fLlpWXg35pGrNVqmT59OmvWrAGgTJkyeHt7J5symVavXr2S\nljEXKFCAlStXZutBP4IgCGmV9BodFhZGZGQkpqamOo5IyM5EAlAQsrmkBKChoSG5c+fWcTSC8PMz\nMTGhZ8+enwzUyEyxsbHMmzePv//+W3qsb9++zJo1C5lMxtixY/H09OTRo0dYWlqyfv36LDX909DQ\nkLx586ZLdaJGo0GtVn+1T+LXHvvf5OL/TtT8nNjYWN69e8e7d+++ul9oaCj+/v74+/t/cR89Pb2v\nVh2mdABL0n8GBj/uW8OIiAj69evHsWPHgMSEu4eHR7omyP7X0aNHmT9/PpA4KGPZsmXIZDJCQkLY\nuXMnKpWKW7duJXtOnjx56NatG3K5nPr166cogavRaJg4caJUmVe+fHl8fHzStXekRqNh+PDh0sqA\n5cuXU7Ro0XQ7viAIQnb08e+gZ8+eUaVKFR1GI2R3P+67PEEQ0sX79+8ByJ8/v6giEYRs4N9//2Xw\n4MFcvXoVSExGLFu2jC5dukj7rF69mho1ajBz5kwiIiLo1asX06dPZ8iQIT/d64Senp6U/EoPMTEx\nKZ7c/KU+ihEREYSHh6doqrNGo5Gekx5y5syZrMLwc8ucU9pbMUeOHJn2/fLixQt69OhBYGAgAE2a\nNGHr1q3pkiT+ksePHzN48GC0Wi25c+dm/fr1HD16FJVKxZEjR5Itq9fX16d169bI5XI6dOiAsbFx\nis+TkJDA2LFjcXd3B6BKlSrs2LEj3ZNzLi4uHD16FEj8QKBDhw7penxBEITsqFSpUtLXz58/FwlA\nQadEAlAQsrmkBGC+fPl0G4ggCBlu586d/PHHH9JE1F9//ZW1a9cme3MKiUt2hw4dSuXKlRk0aBAR\nERFMnz6dwMBA/vrrr1QlL7KbHDlykCNHjnRpqZCQkEBgYCBKpZI9e/Z8MkAmb9681KxZkwoVKqCv\nr5+sp+LnkotJE9+/JioqiqioqE+Wqn4PAwODr/ZITGllYu7cuTExMfniUtSgoCB69Ogh9VeysbFh\n1apV5MiRI83X8CVRUVE4OTlJVfQNGzbE2to6WVsNSBwCI5fLsbW1pUiRIqk+T3x8PCNGjMDLywuA\nGjVqsGPHDgoWLJj2i/hIUFAQs2bNAhJbASRNFxYEQRDSplixYujr65OQkCAGgQg6JxKAgpDNhYeH\nAyIBKAg/s8jISCZNmiT1RZPJZIwZM4Y//vjjq0s+27Vrh5+fHw4ODjx69EhaFrx582axNDATJPWH\nrF27NnPmzOHMmTMolUr27t2LWq3m/fv3nDp1ilOnTvHrr7+iUCiwtrbGzMzsk2NptVqioqJS1R/x\na//FxMR8M/74+Hjev38vfdCUVp9LHsbExHD16lWp2q5Ro0bUrVuXHTt2fDXBmJZBO1qtluHDh3Pj\nxg3pscOHD0tfFyhQAFtbW+RyObVq1fruKsi4uDicnZ3Zs2cPAL/88guenp7p/vs6OjoaZ2dnYmJi\nMDQ0ZO3atWIStSAIQjoxMDCgRIkSPH78WCQABZ0TCUBByOaSJmRm5DIpQRB058aNGwwaNEiaUFq0\naFHWrFlDs2bNUvT8SpUq4efnx8CBAzl27BiXLl3CwsICV1dXfvnllwyMXPiYnp4ezZo1o1mzZixY\nsIB9+/ahUqk4deoUABcuXODChQtMnjwZKysr5HI5LVu2lIbKyGQyTExMMDEx+a5KtP+VNLAkpZOb\nvzWkJSU+fPjAhw8fPqmE/Ni5c+c4d+7cN4+VI0eOry5f/txjhoaG3Lx5k507d34yydvQ0BALCwsU\nCgVt27ZN8yTvmJgYBg4cKA0XadCgAUql8rPJ3bSaPXs2t2/fBmDy5MkZOjBFEAQhOypdurRIAApZ\ngkgACkI2l9Q3Kk+ePDqORBCE9KTValm/fj2zZs2SeslZWFiwcuXKVC9PzZs3Lx4eHsyYMYN169bx\n4sULunTpwsqVK7GxscmI8IWvMDU1RaFQoFAoePz4MV5eXiiVSoKDg4mOjsbb2xtvb2+KFi2KnZ0d\nCoWCypUrp2sMRkZG5M+fn/z586f5WBqN5pPeiF/qj5j0/6tXr3Lv3j0gMbmZP39+EhISiIyMTNZ7\n70tiYmKIiYmRBl6khUwmI0eOHFy9epUHDx6wfPnyrw5h+VplYq5cuYiNjaVv374EBAQAif0M3d3d\nM2Ry5JEjR1i/fj0AzZs3Z+jQoel+DkEQhOwuqdVKUqsKQdAVkQAUhGxMq9VKS4BFAlAQfh5v375l\nxIgR0vRYIyMjpk+fzsCBA797OaKBgQFz5syhWrVqjBs3jujoaAYNGkRQUBCTJk36Yn82IWOVLl2a\nsWPHMmbMGM6fP49KpWLXrl1ERkby8uVLVq1axapVq6hXrx5yuRwbG5ss1/JBT0+P3Llzp2gSfVxc\nHOPGjZOSf4UKFcLd3Z26desCib/XoqOjvzmA5VvTncPDwwkPD09RMlGr1UrPSw96enpSv0ZTU1M0\nGg2DBw9O1QCWpK+/1gfxzZs3DB8+HEhM8q9evVr8HAuCIGSApEnAkZGRhIWFifsuQWdEAlAQsrHo\n6GgSEhIAUnTjJQhC1nfq1CmGDBnCy5cvAahQoQLr16+ndu3a6XL8Xr16UbFiRZycnAgJCWH58uXc\nvn2btWvXZkiFkpAyMpmMRo0a0ahRI+bOncvBgwdRKpUcP34crVbLlStXuHLlClOnTsXS0hKFQkHr\n1q3TvFQ1M0VGRtKvXz9pUm3FihVRKpWUKVNG2kcmk5EzZ05y5sxJoUKFUn38PXv2oFKpCA4OTrYt\nR44cmJiYSEM++vfvT506dT5JHCYlGb+0FFqr1X4zjo+HtURGRqZoSfOXGBoaflJhmPTny5cvS8Ne\n2rdvj7+//2eTiUnPyZUr1083BVwQBCEzfDxs7dmzZyIBKOiMSAAKQjb2cbWC+EUkCD+2+Ph4Fi9e\nzLJly6Qkg0KhYP78+ememGvYsCH+/v44Ojpy69Yt/Pz86NixI25ubpQtWzZdzyWknomJCba2ttja\n2vL8+XNpifCDBw+IjY1l79697N27l0KFCvHbb78hl8upUaOGrsP+qpcvX9KjRw9u3boFJH4Purq6\npnkJckJCAqdOnUKlUrF//37UanWy7Q0bNkQulxMYGMjGjRsBcHJyYsGCBak+l0ajQa1WfzZR+OrV\nK1asWMGTJ08AKFu2LI0aNUKtVkv7/G8FY1xc3DfPGRcXR2ho6CfTif+Xl5eXNGn4S2Qy2VeXNKd2\nwvPXBhAJgiD8TJIqACFxGXD16tV1GI2QnYnfvIKQjSX1/wNRASgIP7InT54wePBgLl68CCQuG1yy\nZAm2trYZds6SJUuyb98+RowYwZ49e7hz5w4WFhZs2rQpxQNGhIxXvHhxRo4cyYgRI7hy5QoqlQpv\nb2/CwsIICQlhzZo1rFmzhlq1aiGXy7G1taVgwYK6DjuZO3fuoFAopObp1tbWrF69GmNj4+8+5oMH\nD1AqlXh5eX3Sk6l06dLY29tjb29PuXLl2LVrl5T8q1+/PnPmzPmuc+rp6UnJr4+9ffsWOzs7KfnX\nvXt3/v77728myGJiYr5rAEtISAjXrl1Dq9Wir6+PkZERUVFR34w/vZc6GxsbJ6swTEni8OMKxo/3\nMTY2FtWJqaTRaDh69Cg7duzgxYsXGBsb06RJE3r27JnlXgME4UdXpEgRDA0NiYuLE4NABJ0SCUBB\nyMY+rnQQS/cE4ce0d+9eRo8eLU30rlu3LuvWraNcuXIZfu5cuXLh4uLC0qVLWbBgAaGhofz222/M\nmzePfv36Zfj5hZSTyWSYm5tjbm7OrFmz8PPzQ6VSERAQQEJCAjdv3uTmzZvMmDGD9u3bI5fLad++\nPUZGRjqN+9SpU/Tp00fqVzts2DCmTp36Xb3q3r9/j4+PDyqVisuXLyfblitXLrp06YJCoaBx48bS\n8e/cucPIkSOBxH6DmzZtSte/k9evX/Pbb79JU3gVCgXLly+Xpjd/TY4cOciRI0eqhvrExMTQoUMH\nKfl34MAB6tWrR0JCwld7JKYkufjxfh8vY/6S6OhooqOjpWXIaaGvr5+iHokpqUzMlSvXT98L8cGD\nB/Tt25e7d+8me/zIkSMsXLiQSZMm8fvvv4ukqiCkE319fUqVKsWjR4/EIBBBp0QCUBCysY8/xRcV\ngILwY4mKimLq1Kls3bpVemzYsGFMmjQpU5M2MpmMsWPHUrVqVYYOHYparWbChAncvn2befPm/VA9\n5rILY2NjrK2tsba25tWrV+zcuROlUsnt27eJj4/n4MGDHDx4kPz582NjY0OPHj2oXbt2picDduzY\nwYgRI4iLi0NPT4958+bRv3//VB0jPj6egIAAlEolfn5+0kRsSPzebd68OXK5nE6dOpErV65kzw0P\nD6dv376o1Wr09fXZsGEDxYoVS5drA3jx4gXdu3fnwYMHAPTp04dFixZlaPJpwYIF0jLq8ePHU69e\nPSDx5tTMzAwzM7M0n0Or1RIVFfVJUvBr/RH/97EPHz5Ij8XExHzznAkJCbx//57379+nOX4gWVXi\nlxKHKU0w6jqJ/r8eP35M165dv5h4jY2NZebMmcTFxTF69OhMjk4Qfl4lS5bk0aNHogJQ0CmRABSE\nbExUAArCj+n27dsMGjSIO3fuAImVSatXr6ZNmzY6i6lTp04cOHAAR0dHnjx5wpYtW7h37x6bNm1K\nVYWSkLmKFCnC0KFDGTJkCDdu3EClUrFz507evXvHu3fv2LhxIxs3bqRq1aooFApsbW0pWrRohsak\n1WpZvnw58+bNAyBnzpysW7eOjh07pvgYgYGBqFQqduzY8Umio0KFCsjlcuzs7ChZsuRnn6/RaBg+\nfDgPHz4EYPr06TRt2vQ7r+hTT548oXv37tKwkUGDBjFnzpwMTbKeOHGC1atXA4m9DZMqG9ObTCbD\nxMQEExMTChcunObjxcXFpagyMSUJxg8fPqTonB8+fODDhw+8evUqzfHnyJHjuxKHn/vPxMQkzd8j\nM2bMSFHV5YIFC+jevXuyITuCIHy/pD6Az58/R6vVigpbQSdEAlAQsrGP3wj/b+WDIAhZj1arxdXV\nlT///JPo6GgAWrVqxerVqylSpIiOo4MaNWrg7+9Pv379OHv2LGfOnMHCwgI3NzfR8DqLk8lk1KlT\nhzp16jBjxgwOHz6MSqXC39+f+Ph47ty5w4wZM5g1axatW7dGoVDQoUOHNPXh+5z4+HgmTJiAq6sr\nAAULFmTbtm2Ym5t/87khISHs3LkTlUolVbklyZMnDzY2NsjlcszNzb9547Vy5UoOHDgAQLdu3XB2\ndv7OK/rUv//+S/fu3Xn69CkAw4cPZ+rUqRl6M/ju3TuGDRsGgJmZGWvWrEnRMuOswNDQkHz58pEv\nX740H+vjQSwpWeb8rQRjfHz8N88ZExNDTEwMb9++TXP8H/eRTGl/xI8fi4qKYv/+/Sk6l0ajYevW\nrUybNi3NcQuC8H+TgNVqNWFhYeTNm1e3AQnZkkgACkI29nEFoImJiQ4jEQThW96/f8/o0aPZt28f\nAAYGBkyZMoWhQ4dmqX5VBQsWZMeOHUyaNAlXV1ceP35Mx44dWbNmDVZWVroOT0gBIyMjrKyssLKy\n4s2bN3h7e6NSqbhx4wYajYYjR45w5MiRVCfVviUyMpKBAwdy+PBhAMqXL49SqfxqP8uYmBj8/f1R\nqVQcOXIkWUJGX19fSlZaWlqmOFl57Ngx5s+fD0DVqlVZtmxZuiXnHjx4gI2NDS9fvgRg3LhxjBs3\nLkOTf1qtljFjxvDixQsAlixZIt2IZjcfJ9DSWsmq1WqlQSwpHcDyuceSEospGcSi0WgIDw+XemJm\ntICAAJEAFIR08vHr7vPnz0UCUNAJkQAUhGws6c2miYlJlkogCIKQ3Pnz53F2dpYqhsqWLcu6deuk\n/l1ZjZGREUuWLKF69epMmTIFtVpNnz59mDhxImPGjBHLXn4gBQsWZNCgQQwaNIigoCBUKhVeXl6E\nhIQQFhbGli1b2LJlCxUrVkQul2Nvb0/x4sVTfZ5Xr17Rs2dPbty4AUCDBg1wc3P77PJxrVbL1atX\nUSqV7Nq1i9DQ0GTbq1evLk00Tm1l7OPHjxk8eDAajYbcuXOzZcuWdGuRcfv2bWxtbaXll3/++WeG\nLcP9mLu7u1T1ZW9vj42NTYafMzuQyWQYGxtjbGycLlNz4+Pjk/U+TGni8Ev7abXaNMeU0iXTgiB8\n28cJwGfPnomVEYJOiASgIGRjSRWAYvmvIGRNCQkJLF++nMWLF5OQkABA9+7dWbJkSZYf3COTyejf\nvz+VKlWif//+vH//ngULFnD79m1Wrlwpqo5/QNWrV2fmzJlMnTqVgIAAVCoVvr6+xMbG8uDBA+bO\nncu8efNo0aIFCoUCKyurFP0737t3D4VCwZMnTwDo3Lkz//zzDzlz5ky234sXL/D09MTT05N79+4l\n21awYEG6d++OXC6nVq1a35VkjoqKwsnJiXfv3gHwzz//UKFChVQf53Nu3LiBnZ2ddOzZs2en67Li\nL3n48CFTpkwBoEyZMixYsCDDzyl8HwMDA/LkyUOePHnSfCytVislCD9OFB4+fFjqA5kSon+rIKSf\nIkWKYGRkRGxsrJgELOiMSAAKQjaWVAH4vzdZgiBkrLdv3+Lt7c2jR4/Q19enTp06dO7cOdnP4osX\nLxgyZAinT58GEit158+fT48ePX6oCroWLVrg7++Po6Mjd+/eZffu3fz777+4urpSokQJXYcnfAcD\nAwMsLCywsLAgNDSUXbt2oVKpuHz5MlqtluPHj3P8+HFMTU3p2rUrCoWCRo0affb79syZM/Tu3Zuw\nsDAAnJ2dmTlzplSVrlarOXjwIEqlkuPHjyerajI0NMTCwgKFQkHbtm3TNHFaq9UyYcIEqQJx9OjR\ndOjQ4buP97ErV65gb28vXeOiRYtwcnJKl2N/TVxcHM7OzqjVavT09Pjnn3+y/AcHQvqQyWTSUueP\n1alTh02bNiVrAfM13bp1y4DoBCF70tPTo0SJEvz7778iASjojEgACkI2lpQAFBWAgpA5YmNjmT59\nOlu3biUuLi7ZtokTJzJp0iT69+/PoUOHGD58uFQtVKNGDTZs2EClSpV0EXaalStXjoMHD+Ls7Iy/\nvz83btygffv2bN26lQYNGug6PCEN8uXLh5OTE05OTty/fx+lUomXlxcvXrwgMjKS7du3s337dsqW\nLSstEU6ahOjj48OwYcOIjY1FJpMxe/ZsBg8ejFar5ezZs6hUKnbv3k1kZGSyc9atWxe5XI6NjQ35\n8+dPl+twdXXFw8MDgNatWzNhwoR0Oe65c+fo0aMHkZGRyGQyli9fTs+ePdPl2N+yaNEirl27BsDY\nsWP59ddfM+W8QtZlampKyZIlP6mg/ZLWrVtncESCkL2ULFlSJAAFnRIJQEHIxj7uASgIQsaKj4+n\nR48enDhx4rPbw8PDmTRpEiqVSrppBxg4cCDTpk1L92mrmS137ty4uroyb948Vq5cSUhICN26dWPJ\nkiX06NFD1+EJ6aBSpUpMnTqVyZMnc+LECVQqFfv37yc6Oprg4GAWLlzIwoULady4MYUKFWLPnj0A\nGBsbs2bNGmrVqsXixYvx9PQkODg42bGLFi2KnZ0dcrmcKlWqpGvcly9fZtKkSQCULl2atWvXpsuE\n3JMnT+Lg4IBarUZfX5+///4bW1vbNB83Jc6cOcOKFSsAqF+/PmPGjMmU8wpZ27t37z752fqaffv2\npfvPmyBkZ0l9AJOGMglCZhMJQEHIxkQCUBAyzz///PPF5N/HkpJ/+fPnZ+XKlVhaWmZwZJlHX1+f\nqVOnUr16dUaNGkV0dDQjRowgKCiI6dOnY2Ag3pb8DJKm77Zu3Zrw8HB2796NSqXi/PnzAJw9e1ba\n19DQkE6dOrF+/fpkj0NiYtDKygq5XE7Lli3TJSn3v0JCQnByciIuLg5jY2M2bdqULlWFAQEB9OnT\nh+joaAwMDFi/fj1dunRJh4i/LSwsjKFDh6LVasmVKxdr1qwRP1sCAEePHiU2NjbF+x84cICxY8dm\nYESCkL0kJQAjIyMJDw/HzMxMxxEJ2Y14NyAI2ZjoASgImUOr1bJq1aoU729mZsaxY8coVqxYBkal\nO7a2tpQvX57evXvz8uVL1q5dy927d9mwYUO6NMAXsg4zMzMcHR1xdHQkMDCQfv368ejRI2l7XFwc\nO3fuTPachg0bIpfLsba2ztCbo/j4eAYOHChVYixatIg6deqk+bi+vr7079+f2NhYjIyM2LRpU6Yl\n8rVaLX/88QfPnj0DYOHChZQtWzZTzi1kfe/fv0/V/kl9KwVBSB8lS5aUvn7x4oVIAAqZTk/XAQiC\noDvR0dGAqAAUhIx248aNVN14RUREULRo0YwLKAuoW7cuhw4dol69ekBiZYqlpSUPHjzQcWRCRnj9\n+jXOzs7Jkn9fotFoMiEimDNnjjRkp2/fvumyFH3Pnj04OTkRGxuLsbExbm5umVrF6+Xlxa5du4DE\nAQ729vaZdm4ha4uKiuLOnTupeo74QEYQ0ldSBSAg+gAKOiESgIKQjYklwIKQOT7u6ZcSWq02xVMa\nf2RFixZl9+7d2NnZAfDw4UMsLS0JCAjQcWRCegkNDWXhwoXUrVv3k+RDrly5sLOzY8SIETRt2lR6\n/OLFi4wZM4YaNWowaNAgAgICSEhISNe4du/ezd9//w2Aubk5c+bMSfMxd+zYwcCBA4mPj8fExASl\nUkmbNm3SfNyUCg4OloaXlChRgsWLF/9QE8OFjBEYGMjEiROpVasWW7ZsSdVzraysMiYoQcimihYt\nKrWzEAlAQRfEEmBByMbEEmBByBx6eqn/vM3BwYGOHTtiaWlJmTJlMiCqrMHY2Ji///6b6tWrM2vW\nLMLDw+nRowczZszA2dlZJDB+QHFxcRw9ehSlUsnBgweJj49Ptr1FixYoFAqsrKySTaF//PgxXl5e\nKJVKgoODiY6OxsfHBx8fH2kIiEKhoHLlymmK7+7du4wYMQKAQoUKsWnTJnLkyJGmY7q7uzN69Gi0\nWi2mpqYolUoaNmyYpmOmRnx8PEOHDpWmDf/999/kzZs3084vZC2RkZHs2rWLbdu2cfny5WTbTExM\nUvQBk5GREb169cqoEAUhWzIwMKBo0aI8e/ZMDAIRdEJUAApCNpWQkEBMTAwgKgAFIaP9+uuvqX7O\nqVOnmDJlCvXr16dFixbMmTOHixcvpnslVFYgk8kYNmwY7u7u5M6dG41Gw7Rp0xgxYoT0OiVkfbdu\n3WLq1KnUqVOHXr16sXfv3mTJv3bt2nH16lV27tyJnZ1dsuQfJE7gHTt2LBcuXGDv3r04ODhgamoK\nwMuXL1m1ahVNmzbFwsKCjRs3EhoamuoYw8PD6dOnjzSZd8OGDRQvXjxN171582ZGjRqFVqslT548\neHt7Z2ryD2DZsmVcvHgR4JOKSiH7uH79OmPHjqVmzZqMHj1aSv7p6+vTqVMnPDw8uHDhAuXKlfvm\nsRYsWPDTt6IQBF1I6gMoEoCCLogEoCBkU0n9/0AkAAUho1WuXJkiRYqkeP8yZcpQsWJF6c+3b99m\nxYoVWFlZUatWLUaMGMH+/fuJjIzMiHB1pn379vj6+ko3p0qlEhsbG169eqXjyIQvCQkJYe3atbRq\n1YrWrVuzdu1aQkJCku1jaGjIhg0b8PDwSNYA/UtkMhmNGjVi2bJlBAYGSsdPqga9evUqEydOpGbN\nmjg5OeHv709cXNw3j6vRaBg+fDgPHz4EYPr06WlOlK1du5bx48cDiZO7fXx8qFu3bpqOmVoXLlxg\nyZIlAPzyyy9SPEL2EB4ezubNm2nTpg3t2rXD1dWVDx8+AFC2bFmmTJnCtWvX2LJlC+3ataNIkSLs\n3buXli1bfvZ4BQoUYM2aNTg6OmbmZQhCtpH0e/Dly5c6jkTIjsQSYEHIppKW/4JIAApCRpPJZEyc\nOJHRo0enaH83NzeqVavGw4cP8ff3x9fXl/Pnz5OQkEBISAgeHh54eHiQI0cOmjVrhqWlJZaWlmmu\nZMoKKleujJ+fHwMHDuT48eNcvHgRCwsLXF1d02VCq5B2MTEx+Pv7o1QqOXLkSLKqVH19fYoXL86T\nJ08AyJcvH66urjRq1Oi7zmViYoKtrS22trY8f/4cLy8vVCoV9+/fJzY2ln379rFv3z4KFSqEra0t\nCoWCGjVqfPZYK1eu5MCBA0DigAxnZ+fviinJ8uXLmTt3LpC4lNjb25uqVaum6ZipFRERwdChQ9Fo\nNJiYmLB27VqMjIwyNQYh82m1Wi5duoSbmxu7d+9OtqTX0NCQTp064ejoSLNmzT7bgqJIkSLs2LGD\noKAgduzYwYsXLzA2NqZp06Z06dIlzUviBUH4shIlSgDw9u1bYmJixM+bkKlkWq1Wq+sghPTx5s0b\nXYcg/ECePHnCwIEDAViyZAmtWrXSbUBCuluxYgVubm7kyZMHlUql63DSRb58+dDX1ychIeG7lv/p\nklarZfjw4d/8t1i8eDF9+/b95PHQ0FACAgLw8/PjyJEjhIeHf7JPzZo16dChA5aWltSuXfu7eg9m\nFfHx8UybNo0NGzYAib1KV6xYgY2NjY4jy560Wi1Xr15FqVTi4+PzyVTrGjVqYGNjw5kzZ6QhLmXK\nlEGpVCarZk2vWK5cuYJKpcLb25uwsLBk22vWrIlCocDW1paCBQsCcOzYMeRyORqNhqpVq3Lw4EFp\nefH3nH/RokVS1V2xYsXw8fGhQoUKabuw7/D777/j6ekJwNKlS0XV1k8uNDQUT09Ptm3b9slQnYoV\nK+Lo6Ii9vb30fZ9d/cjvFT7n3LlzzJgxAwBPT0/Kly+v24CENDly5Ig0sGndunU/dZ9nIWN9z2u9\nqAAUhGzq4wpAMQREEDKeTCZj5cqVVKtWjRUrVnxyU1KuXDmmT59Op06dPvv8fPnySZVQcXFxnDt3\nDj8/P/z8/AgODgYSe7DdunWLJUuWUKRIESwsLOjQoQPNmzf/4X7ODQwMmDdvHtWqVWPChAlERUUx\naNAgbt++zcSJE3/o5OaP5H+r7j5WsGBBbG1tkcvlFC1aFAcHB65cuQJA3bp1cXd3p1ChQukek0wm\nw9zcHHNzc2bNmoWfnx8qlUqaFnzr1i3+/PNPZsyYQbt27WjXrh1z585Fo9GQO3dutmzZkqbk3+zZ\ns1m1ahUApUqVwtvbm7Jly6bjFaaMj4+PlPzr1KkTDg4OmR6DkPG0Wi1nzpxh27Zt7N27N1lfVGNj\nY7p27YqDgwONGjUSQ5ME4QeQVAEIicuARQJQyEwiASgI2dTHy0X+txG7IAgZQ09Pj99//52BAwdy\n+PBhHj16hL6+PrVr16ZJkyYpvnkzNDSkefPmNG/enNmzZ3Pv3j0pGXjp0iU0Gg2vXr3Czc0NNzc3\ncubMSYsWLbC0tKR9+/Y/VGN3R0dHKlWqhJOTE2/evGHZsmXcuXOHf/7557uTOMLXqdVqDhw4gEql\n4vjx43y8WMTQ0BALCwsUCgVt27bF0NCQhw8fYmVlJSWiO3TowNq1azPld4uxsTHW1tZYW1vz6tUr\ndu7ciVKp5Pbt28THx+Pr64uvr6+0/x9//PHd1TNarZYpU6ZIVally5bFx8cnRX0N09uTJ0/4448/\nAChatChLly4VyZ+fzJs3b1CpVLi5uUl9K5NUr14dBwcH7Ozsvnvas1ar5fTp03h5efHixQty5sxJ\n48aNUSgUYoK0IGSg/00ACkJmEglAQcimPk4AiptoQchcRkZGWFlZpcuxZDIZVapUoUqVKowYMYI3\nb95w+PBh/Pz8OHr0KB8+fCAqKkpKEEJidVZS38AaNWpk+cRBo0aN8Pf3x9HRkcDAQA4ePIiVlRVu\nbm7ik/N0otVqOXv2LCqVij179nwyYKZu3brI5XJsbGzInz+/9PiFCxdwdHTk3bt3APTr14958+ah\nr6+fqfFDYl+zoUOHMmTIEG7cuIFKpcLV1TVZxdT06dPx8PBALpfz22+/pTgZrtFoGD9+PFu3bgWg\nUqVKeHt76ySZnpCQwNChQ6U2AH///XeyfxPhx6XRaDhx4gRubm4cPHgw2XAbExMTunXrhqOjI+bm\n5ml63f7333/p168ft27dSvb4gQMHmDdvHn/++SeDBg367uMLgvBluXPnxszMjPDwcJEAFDKdSAAK\nQjYlKgAF4edUsGBBFAoFCoWCmJgYzpw5g6+vL/7+/jx9+hRInKJ69epVFixYQIkSJbCwsMDS0pJm\nzZpl2WbUpUqVYv/+/QwbNox9+/Zx+/ZtLCws2LRpU5onuWZnwcHBeHp64unpyX///ZdsW9GiRbGz\ns0OhUFC5cuVPnrt3716GDh0qTZWfMWMGQ4cO1XlCWSaTUadOHa5fvy4l/woWLMj79++Jj4/nzp07\nzJw5k9mzZ9O6dWvkcjkdO3bE2Nj4s8dLSEhg5MiRUv/O6tWr4+XlReHChTPtmj62cuVKzp07ByT2\nAGzRooVO4hDSz8uXL/Hw8MDd3f2Tn8M6derg6OhI9+7dyZ07d5rP9ezZM7p27frFxENUVBRTpkwh\nLi6O33//Pc3nEwThU8WLFyc8PJxXr17pOhQhmxEJQEHIpj58+CB9LRKAgvBzypEjB61bt6Z169Ys\nWLCAoKAgqRIwqVfbs2fP2Lx5M5s3b8bExITWrVtLS4WzWiP5XLlysXHjRv766y8WLVrEu3fv+O23\n35g/f/5nB6cInxcREcGePXtQqVScPXs22bacOXNiZWWFXC6nRYsWX6zkW7t2LdOmTUOr1WJkZMTq\n1auz1ICWy5cvM2nSJCAxeXz48GE0Gg3e3t6oVCpu3LiBRqPhyJEjHDlyhDx58tCtWzcUCkWy6qqk\nJIiPjw8AtWvXxsvLS2cVd1euXGHRokVA4rCTpGsUfjwJCQkEBATg5uaGv79/smnapqam/Pbbbzg4\nOKT79PMZM2akqOpo9uzZdO3alVKlSqXr+QVBSBwedefOHVEBKGQ6kQAUhGwqKQGor6//ww0HEAQh\n9WQyGTVq1KBGjRqMGTOGV69ecejQIfz9/Tl27BhRUVGo1Wr279/P/v37kclk1K9fX1oqXKVKFZ1X\ndkFiH8Vx48ZRtWpVhg0bhlqtZty4cQQFBTF37lwMDQ11HWKWlJCQwMmTJ1GpVOzfvz/ZIChIXGYt\nl8uxtrb+apVRQkIC06ZNY/369QDkzZsXV1dXGjdunKHxp0ZISAhOTk7ExsZibGzM5s2bpYTdoEGD\nGDRoEEFBQahUKry8vAgJCSEsLIytW7eydetWKlSogFwup1u3bsycOZP9+/cDYG5ujkqlIk+ePDq5\nrsjISJydnYmPj8fY2Jh169Zl2Ypd4cuePn3K9u3b2b59O8+ePUu2rX79+jg4ONCtW7cM+XD25cuX\n7Nu3L0X7JiQksHXrVv788890j0MQsrukPoAiAShkNpEAFIRsKikBaGpqmiVu6gVByFxFihTBwcEB\nBwcHoqKiOHnyJP7+/vj5+fHy5Uu0Wi0XL17k4sWLzJkzhzJlykjJwEaNGmFkZKTT+Lt06ULZsmXp\n3bs3T58+ZfPmzdy7d4+NGzdSoEABncaWldy/fx+lUsmOHTt4/vx5sm2lS5dGLpdjZ2dHuXLlvnms\nqKgohgwZIiXESpcujYeHx2eXB+tKfHw8AwcO5MWLFwAsWrTosxVU1atXZ+bMmUydOpWAgABUKhW+\nvr7Exsby8OFD5s2bx7x586T9GzRogKenp0575v7555/8+++/AMyaNStL/b0LXxcXF8ehQ4dwc3Pj\nyJEjyQbr5M2bFzs7OxwcHKhevXqGxnHixAni4+NTvP+RI0dEAlAQMkDx4sWBxJZMERER6bK8XxBS\nQiQABSGbSmrwLn7hCIKQM2dOLCwssLCwYPHixdy4cUNaKnzjxg0A/vvvP9avX8/69evJnTs3bdq0\noUOHDrRt25Z8+fLpJO5atWrh7++Pk5MT58+f5/Tp01haWuLm5ka1atV0ElNWEBoaio+PDyqVSlrq\nnSRXrlx07doVuVxO48aN0dPTS9Ex3759i6OjIxcvXgQS+5K5u7tTpEiRdI8/LebMmcPp06cB6Nu3\nLz169Pjq/gYGBtL3fmhoKLt27cLDw4OrV68m2+/27dtMmTJF+nvL7A/O9u7di7u7OwAWFhZiyfsP\nIjg4GHd3d7Zv387r16+TbWvcuDGOjo507tw501ZiREREpGr//x0GJAhC+khKAAK8evVK3I8JmUYk\nAAUhm0p6E2hmZqbjSARByEqSBijUqVOH8ePH8/z5c6ky8OTJk8TExBAREcHu3bvZvXs3+vr6/Prr\nr1haWtKhQwcqVKiQqfEWKlQIb29vxo8fLzXQ79ixI2vXrqVDhw6ZGosuxcXFcfToUZRKJX5+fsTG\nxkrbZDIZLVq0QC6XY2VlleqlhY8ePUKhUEjVZ+3bt2f9+vVZboL87t27+fvvv4HE5bpz5sxJ1fPz\n5cuHnZ2d1O8PEvtoxsTEEBkZKS3bLFu2LPb29tjb22fKFOrnz58zZswYIPH7ffny5aJyPwuLjY3l\nwIEDbNu2jePHjyfbVqBAAeRyOQ4ODlSqVClT49JqtalebiimSwtCxihWrJj09evXr6lYsaIOoxGy\nE5EAFIRsSlQACoKQEsWLF6dv37707duXDx8+cPz4cfz8/Dh06BAhISEkJCRw9uxZzp49y4wZM6hQ\noYK0VPjXX3/FwCDj32oYGRmxbNkyatSowdSpU/nw4QO9e/dm0qRJjBo16qdOlty6dQuVSsXOnTsJ\nCQlJtq1ixYrSEt+kfkOpdfnyZXr16sXbt28B6NOnDwsWLMiUf9fUuHv3LiNGjAASk2SbNm1KdX+8\n8PBwFAqFVOWYlEi+cOECSqWS/fv3Ex0dTXBwMIsWLWLRokU0adIEuVxO165dMyQhqtFoGDZsGO/f\nvwdg1apVFCpUKN3PI6TdgwcP2LZtG0qlUvp5SdKyZUscHBzo2LFjpvdtjIyMxNPTk40bN3Lv3r1U\nPbdr164ZFJUgZG9FixaVvhaTgIXMlLXevQmCkGnCw8MBdNbMXBCEH0+uXLmwsrLCysoKjUbD1atX\n8fX1xd/fn6CgIAAePnzIP//8wz///EPevHlp164dFhYWtG3bNkMrjmUyGQMHDqRy5coMGDCA9+/f\nM2/ePG7fvs3y5csxMTHJsHNnttevX+Pt7Y1SqSQwMDDZtrx582JjY4NcLqdevXppSn4eOHAAZ2dn\naWDIn3/+yYgRI7JcQjUiIoI+ffqgVqvR19dnw4YNyZZXpURoaCh2dnZcv34dAGtra9asWYOhoSGt\nWrWiVatWhIeHs3v3blQqFefPnwfgzJkznDlzhkmTJtG5c2cUCgVNmzZN8dLqb1mzZg0nT54EYODA\ngbRt2zZdjiukj+joaPbt24erq+snE7ULFy5Mjx496NWrV4p6bKa3R48esXHjRjw8PJIt/TU0NCQu\nLu6bzzcxMfnmEnpBEL5Prly5yJMnD2FhYZ+0BxCEjCQSgIKQTYkEoCAIaaGnp4e5uTnm5uZMmTKF\nx48fS0uFT58+TVxcHO/fv2fHjh3s2LEDAwMDmjRpgoWFBZaWlpQtWzZD4mrZsiW+vr707t2be/fu\n4ePjw6NHj3B1dU11UigriYmJwc/PD5VKxZEjR0hISJC26evr07ZtW+RyOZaWlulSYbRhwwamTJmC\nVqvF0NCQVatWYWtrm+bjpjetVsvw4cN5+PAhANOmTaNp06apOkZISAh2dnZSMtXe3p4VK1Z8UuVo\nZmaGo6Mjjo6OPHr0CE9PTzw9PXny5AlqtVr6c8mSJbGzs0Mul6dpSfyNGzeYO3cuANWqVWPatGnf\nfSwhfd2+fRs3Nze8vLyk6kxI/CCiTZs2ODo6YmFhkelTyTUaDQEBAbi4uHDkyJFk26pUqUL//v3p\n2LEjPXr04NatW188jp6eHqtXrxZLgAUhAxUtWlQkAIVMJxKAgpANabVa6dPgvHnz6jYYQRB+CqVL\nl2bAgAEMGDCAiIgIjh49ip+fH4cPH+bdu3fEx8dz4sQJTpw4wZ9//knVqlWlZKC5uTn6+vrpFkuF\nChU4ePAggwcP5vDhw1y/fp327duzdetW6tevn27nyWharZarV6+iVCrx8fFJlmgAqFGjBnK5HFtb\nWwoXLpwu59RoNMyYMYM1a9YAiUkvV1fXVCfVMsvKlSulqcTW1tYMGTIkVc9/+fIltra20tJIBwcH\n/vrrr29W8JUvX56JEycyfvx4zpw5g1KpZO/evajVap4+fcqyZctYtmwZDRo0QKFQYG1tnaoP3NRq\nNc7OzsTFxZEjRw7Wrl2LsbFxqq5NSF8fPnxg9+7dbNu2TVomnqR48eL06tWLnj17UrJkyUyPLSIi\nAg8PDzZu3MijR4+kx2UyGR06dGDAgAE0b95cqt7dtWsX48ePZ/fu3ck+TAAoW7Ys8+fPp127dpl6\nDYKQ3RQtWpS7d++KBKCQqUQCUBCyIbVaLS3/EJ/uCoKQ3nLnzk3Xrl3p2rUrCQkJXLx4UaoOTEq0\n3Llzhzt37rBy5UoKFixI27Zt6dChA61atUqXXmpmZmZs27aNuXPnsmrVKl6/fo21tTVLly5FLpen\n+fgZ6fnz53h5eaFSqbh//36ybQULFsTW1ha5XE6tWrXS9bzR0dEMHTqUvXv3AlCyZEk8PDyoWrVq\nup4nvRw7dox58+YBidVNqR2O8ezZM2xsbKThJv3792fevHmpWr6rp6dHs2bNaNasGQsWLGDfvn2o\nVCpOnToFwMWLF7l48SJTpkyhY8eOyOVyWrVq9c2E94wZM6R/+6lTp1K9evUUxySkr+vXr7Nt2zZ2\n7tyZbCmtvr4+FhYWODg40LZt23T9ECOl7t+/j4uLCyqVig8fPkiP582bFwcHB5ycnChduvQnz8uT\nJw/r1q1j+vTp+Pj48OLFC4yNjWnSpAmtWrVKtyXsgiB8WZEiRQB48+aNjiMRshORABSEbOjjKpJ8\n+fLpLhBBEH56+vr6NGrUiEaNGjFt2jQePXokJQPPnj1LQkICb968QaVSoVKpMDIyomnTptIgkbRU\n0+jr6zNt2jSqVavG6NGjiYmJYdiwYdy+fZupU6fq5Ib9S9RqNQcOHEClUnH8+HG0Wq20zcjICAsL\nCxQKBW3atMmQZYXv3r3D0dGRCxcuAFCrVi22b9+erFF5VvLkyRMGDx6MRqMhd+7cbNmyJVWJ4//+\n+4/u3bvz+PFjAIYOHcqMGTPS1N/Q1NQUhUKBQqHg8ePHeHl5oVQqCQ4OJjo6Gh8fH3x8fChatKi0\nRLhKlSqfHMfPz4/NmzcD0Lp1awYOHPjdMQnfJyIiAm9vb9zc3KS+kElKly4tVfvp4ucjISGBI0eO\nsGHDBo4dO5ZsW/Xq1RkwYAC2trYp6ntavHhxfv/99wyKVBCEr0l6/QgNDSU2NhYjIyMdRyRkByIB\nKAjZUGhoqPR1gQIFdBiJIAjZTfny5XF2dsbZ2Zn3798TEBCAn58fR44cISwsjNjYWI4ePcrRo0eZ\nOHEiNWrUwNLSkg4dOlCnTp3vqkyxs7OjQoUK9O7dm1evXvH3339z+/Zt1q9fr9M+qFqtlrNnz6JS\nqdizZ480nT1JvXr1kMvl2NjYZOiHNcHBwSgUCqmPXps2bdi4cWOGTLVND9HR0Tg5OfHu3TsA/v77\nbypWrJji5z98+JDu3bvz/PlzAMaMGcPEiRPTdbhJ6dKlGTt2LGPGjJGmCO/evZuIiAhevnzJqlWr\nWLVqFXXr1kUul9O9e3fy5cvHq1evGDlyJJD4+3nlypWiGiuTaLVarly5gpubGz4+PqjVammboaEh\nHTt2xNHRkRYtWujk3yQsLIzt27ezadMmgoODpcf19fXp2LEjAwYMoEmTJlluSI8gCJ+XVAEIiVWA\nP3KfYuHHIRKAgpANJd00gUgACoKgO3nz5qV79+50796duLg4Lly4gK+vL35+ftKyzMDAQAIDA1m6\ndCmFCxeW+ga2aNEiVZN969Wrx6FDh+jduzfXrl0jICCADh06sG3btjQNavgewcHB0sCI//77L9m2\nYsWKSdVhlStXzvBYrly5Qq9evaQlSA4ODixatCjThxeklFarZcKECVJV1qhRo+jYsWOKn3/37l26\nd+8u9VyaOHEiY8eOzZBYIbEHW8OGDWnYsCFz587l4MGDKJVKqcrz6tWrXL16lWnTptG+fXseP37M\n27dvAVi+fHmWrcD8mbx//x4vLy+2bdsmTTNPUr58eRwdHZHL5RQqVEgn8d25cwcXFxe8vLySJSXz\n58+Po6MjTk5OlChRQiexCYLw/UQCUNAFkQAUhGzo4wRgwYIFdRiJIAhCIkNDQ5o2bUrTpk2ZNWsW\nDx48kJKBFy9eRKPR8Pr1a7Zt28a2bdswNjamRYsWWFpaYmFhkaJESbFixdizZw+jR49m586dPHjw\nAEtLSzZs2EDr1q0z9PoiIiLYvXs3KpWKc+fOJduWM2dOrKysUCgUNG/ePNOWJvv6+jJo0CCioqIA\nmDRpEqNHj87SFURubm5s374dgFatWjFx4sQUP/fWrVv89ttvUoJt5syZDB06NEPi/BwTExNsbW2x\ntbX9pM9jbGysNMwEEpdy6mKYRHah1Wo5d+4c27ZtY8+ePURHR0vbcuTIQZcuXXBwcNBZRV1CQgK+\nvr64uLhI/SST1KpViwEDBmBjY0POnDkzPTZBENLHx8O7QkJCdBiJkJ2IBKAgZENJNz+5cuVKVQWN\nIAhCZpDJZFSqVIlKlSoxfPhw3r59y5EjR/Dz8yMgIIDIyEiio6Px9/fH398fgF9++UVKBtaqVeuL\nN+05c+ZkzZo1VK9enTlz5hAWFoZCoWDmzJkMHjw4XW/2ExISOHnyJCqViv3790uJtiSNGjVCLpdj\nbW1N7ty50+28KbFp0yYmTZqERqPB0NCQ5cuXY29vn6kxpNaVK1eYNGkSAKVKlWLdunUpTpZeu3YN\nOzs7qQfuggUL6N+/f0aF+k3Fixdn5MiRjBgxgitXrrBmzRp2794tbQ8KCqJ169bUrFlTmvSsqwq0\nn8nbt2/x9PTEzc3tkwE7VatWxcHBAXt7e531R3737h3u7u5s3ryZJ0+eSI8bGBjQuXNnBgwYwK+/\n/pqlk/SCIKTMx6/pYhCIkFlEAlAQsqGkXzIff/IkCIKQVRUoUAB7e3vs7e2JjY3lzJkz+Pn54efn\nJ90kX7t2jWvXrrFw4UKKFy8uJQObNWuGsbFxsuPJZDJGjBhB1apVGTx4MJGRkUydOpXbt2+zaNEi\ncuTIkaZ479+/j1KpxMvLixcvXiTbVqZMGelaypYtm6bzfA+NRsOcOXNYtWoVkDixeevWrTRv3jzT\nY0mNkJAQnJyciI2NJUeOHGzevDnFU+wvXryIXC4nIiICmUzGX3/9haOjYwZHnDIymYzq1atL07H1\n9fWpX78+ly5dIiEhgVu3bnHr1i1mzpxJu3btkMvlWFhYiGbxqaDRaDh16hRubm4cOHCA2NhYaVvO\nnDmxtrbG0dGRBg0a6CyxduvWLVxcXNi5c2eyasRChQrRu3dv+vTpQ7FixXQSmyAIGcPQ0JACBQrw\n9u1bqThDEDKaSAAKQjaUVGb+ce8JQRCEH4GRkRGtWrWiVatWzJs3j9u3b+Pn54e/vz+XL19Gq9Xy\n/PlzNm/ezObNmzExMaFVq1ZYWlrSvn37ZJ+4W1hY4Ovri4ODA8HBwWzfvp379++zZcuWVH9AEhoa\nio+PDyqViitXriTbZmpqSteuXZHL5TRq1EhnQx2io6MZPnw4u3btAhKr0JRKJdWqVdNJPCkVHx/P\noEGDpKEdixYtok6dOil67unTp+nZsydqtRo9PT1WrVqV5SodZ8+eze3btwGYOnUqv//+O69evWLn\nzp2oVCqCgoKIj4/H19cXX19f8ufPj42NDT169KB27dqiGuwLXr16hVKpZNu2bcmGZgDUrFmT3r17\nY2tri5mZmU7ii4+PZ//+/bi4uHzSFqBu3boMHDiQrl27pvkDCUEQsq5ChQqJBKCQqUQCUBCyoaTm\n56K5uCAIP7Kk6qnq1aszevRoXr9+zaFDh/D39+fYsWOo1WrUajUHDhzgwIEDyGQyzM3NsbCwoEOH\nDlStWpUqVarg5+fHgAEDOHnyJBcvXsTCwgJXV1dq16791fPHxcUREBCAUqnE398/WWWRTCajZcuW\nyOVyrKysdN5uITQ0lD59+nD27FkAatSogYeHxw9RVTR37lypD1qfPn3o2bNnip537NgxevfuTVRU\nFPr6+qxdu5Zu3bplYKSpd/jwYTZs2ABA8+bNGTJkCJD4Ad3QoUMZMmQIN2/eRKlU4u3tzdu3b3n3\n7h0bN25k48aNVK1aFblczm+//SZ+p5O47P7YsWO4ubnh5+dHfHy8tC1XrlzY2tri6OhInTp1dJY4\nffPmDW5ubmzZskVKakNiNZC1tTUDBgzA3NxcJ7EJgpC5ChUqxJ07d0QCUMg0IgEoCNlMfHy8tARY\n3CwIgvAzKVy4ML169aJXr15ER0dz8uRJ/P398fPz48WLF2i1Wi5dusSlS5eYN28epUuXlpKBbm5u\nzJkzBxcXF549e0bnzp1ZtWoV1tbWn5zn5s2bqFQqvL29P2ncXbFiReRyOXZ2dllmMufjx49RKBRS\nz7NWrVqxadOmTO87+D12797N6tWrATA3N2fu3Lkpep6/vz/9+vUjJiYGQ0NDXFxcsLKyyshQUy0k\nJIQRI0YAiROx//7770+qQ2UyGbVr16Z27drMmDGDw4cPo1Kp8Pf3Jz4+njt37jBz5kxmz55N69at\nkcvldOzY8ZNl7z+758+fs337dtzd3Xn69GmybfXq1cPBwQEbGxtMTU11FCFcv36dDRs2sGvXLmJi\nYqTHixQpQt++fXF0dBQrMwQhm0kaxigSgEJmEQlAQchmQkJC0Gg0AFnm5lQQBCG9GRsb0759e9q3\nb8+iRYu4efOm1Dfw+vXrQGJizMXFBRcXF3Lnzk3r1q3p2bMnKpWKqKgoBgwYwJ07dxg3bhxv3ryR\nlmQGBgYmO1fevHmxsbFBLpdTr169LLUk8/r16/To0UNKVPbo0YO//voLQ0NDHUf2bXfv3pUSZAUL\nFmTTpk0pWg65f/9+Bg4cSFxcHDly5GDLli20a9cuo8NNFa1Wy6hRo6R/l6VLl36zGtPIyAgrKyus\nrKx48+YN3t7eqFQqbty4gUaj4ciRIxw5coQ8efLQrVs35HI59evXz1Lfj+kpPj6ew4cP4+bmxuHD\nh6X3NgBmZmbY2dnh6OhIjRo1dBZjbGws+/btw8XFhYsXLybb1qBBAwYMGEDnzp1FT0dByKaS2pKE\nhoai1Wp/2tdrIesQCUBByGY+bkhfsmRJHUYiCIKQOT6uoho3bhwvXrzg0KFD+Pr6cvLkSaKjo4mI\niGDPnj0A6OnpYWBgQHx8PEuWLMHV1ZW3b9+SkJAgHVNfX5+2bdsil8uxtLTMkn26/P39GThwIGq1\nGoAJEyYwduzYH+IGIyIigj59+qBWq9HX18fFxYXixYt/83k+Pj4MGTKEhIQEcubMybZt22jRokUm\nRJw6W7ZskSZY9+rViy5duqTq+QULFmTQoEEMGjSIoKAgVCoVXl5ehISEEBYWxtatW9m6dSsVKlRA\nLpdjb2//03zo9/jxY9zd3dm+fTsvX75Mtq1hw4Y4OjrSpUsXnS67f/XqlbTM99WrV9LjRkZG2NjY\nMHDgwBT3sRQE4edVoEABIPEDjfDwcPLkyaPjiISfnUgACkI283G/GZEAFAQhOypWrBi9e/emd+/e\nqNVqTpw4IVUHJlVJf1xNlNQ3FRJ75ykUCrp3756lJ6m7uroybtw4NBoNBgYGLFu2DIVCoeuwUkSr\n1TJ8+HAePnwIwLRp02jatOk3n6dUKhk5ciQajYZcuXLh4eFB48aNMzrcVLt37x7Tpk0DoFy5csyZ\nMydNx6tevTozZ85k6tSpHD16FKVSia+vL7GxsTx8+JB58+Yxf/58WrRogVwup1OnTjrvSZlasbGx\n+Pr64ubmxvHjx9FqtdK2/PnzY29vj6OjI5UrV9ZhlHD58mVcXFzYvXs3cXFx0uPFixeXlvkmLfkT\nBEH4+PUgNDRUJACFDCcSgIKQzTx79gxInEqZN29e3QYjCIKgYyYmJnTo0IHatWtTunRpXF1dP+kh\n9rHg4GCuXr1KkSJFaNOmTZZ7s67RaJg3bx4rVqwAEl/rN2/eTKtWrXQbWCqsXLmS/fv3A2BtbS0N\nxvgaV1dXxo4dCyQu/1SpVNSvXz9D4/weMTExDB48mOjoaAwMDFi3bl269aUzMDCQlr2Hhoaya9cu\nVCqVNB37+PHjHD9+PNlU6saNG2fpitCHDx/i7u6OUqn8pN9m8+bNcXR0xMrKSqcVuDExMezevRsX\nFxeuXr2abFujRo0YOHAgVlZWGBiI2y5BEJJLqgAEePfuHWXLltVdMEK2IH4TCUI2k3RjW6ZMmSz9\npl8QBCGjqdVq9u/fj0ql4sSJE8mqioyMjGjevDklSpTg+PHj/PfffwB8+PABb29vvL29MTAwoFGj\nRlhaWmJpaUm5cuV0dSlAYiJi5MiR7Ny5E0isdPTw8NBpD7TUOn78OPPmzQOgSpUqLF++/Ju/q9av\nX8+UKVMAyJcvH15eXll2eeX8+fO5desWAOPHj6du3boZcp58+fLh5OSEk5MT9+/fR6lU4uXlxYsX\nL4iMjGT79u1s376dMmXKSEuEy5QpkyGxpFZ0dDQHDhzA1dWV06dPJ9tWqFAhFAoFDg4OlC9fXkcR\nJnr58iVbtmzB1dU1WXLS2NgYW1tbBgwYQM2aNXUYoSAIWd3/VgAKQkYTCUBByGYeP34MoPMbVUEQ\nBF3QaDScPXsWlUrFnj17+PDhQ7Lt9erVQy6XY2NjQ758+aTHVSoVY8aMITY2VnosPj6eU6dOcerU\nKaZOnUrlypWlZGD9+vXR19fPtOsKCwujT58+UsKkevXqeHh4pKhvXlbx5MkTBg0ahEajwdTUlC1b\ntnyzOm716tXMnDkTSLyR2rlzJ9WrV8+McFPt+PHj/P3330BiZVjSgJOMVqlSJaZOncrkyZM5efIk\nSqWS/fv3Ex0dzX///ceiRYtYtGgRTZo0QS6X07VrV51My7179y5ubm54enomuxGWyWS0atUKR0dH\nLC0tdTowQ6vVcuHCBVxcXNi3bx/x8fHStpIlS9KvXz969epF/vz5dRajIAg/jo/fZ7x//153gQjZ\nhkgACkI2Eh0dLTWjFglAQRCyk+DgYDw9PfH09JSq+ZIUK1YMOzs75HL5F3uIyeVyqlWrRu/evaVW\nCiVLlsTY2JgHDx4Aib3d7t27x6pVqyhQoABt27bF0tKSNm3aZGhC5cmTJ/To0YO7d+8C0KJFCzZv\n3oyZmVmGnTO9RUdH4+TkxLt37wD4+++/qVix4hf312q1LF26lAULFgBQpEgRvL29dd4D7kvevXvH\nsGHDgMQlyv/880+mJoghcXBNq1ataNWqFeHh4ezevRuVSsX58+cBOHPmDGfOnGHSpEl07twZuVxO\ns2bN0NPTy7CY1Go1e/bswc3NjQsXLiTbVqxYMXr27EnPnj0pXbp0hsWQEtHR0Xh7e+Pi4sLNmzeT\nbWvWrBkDBw7E0tIy0/9NBUH4seXIkYNcuXLx4cMHkQAUMoVIAApCNvLxTW+FChV0GIkgCELGi4iI\nkJIc586dS7YtZ86cdOrUCblcTvPmzVN04167dm38/f3p27cvFy9e5OnTp5QtWxalUsmDBw/w8/Pj\n7NmzxMfH8/btWynhaGRkRJMmTaTqwFKlSqXbNV6/fp2ePXtKg0rs7e1ZtmyZTqukvsfEiRO5fv06\nACNHjsTKyuqL+2q1WubNm8fy5csBKFGiBN7e3jpfEvolWq2WMWPGSBNrlyxZkq7fA9/DzMwMR0dH\nHB0d+ffff/H09ESlUvHkyRPUarX0vVuyZEkpOZ6e7xtu3ryJm5sbO3fuJDw8XHpcT0+P9u3b4+jo\nSNu2bXXeN+/Zs2ds3rwZNzc3KTkNib1D7ezs6N+/P9WqVdNhhIIg/Ojy588vEoBCphEJQEHIRh49\neiR9/bXKCkEQhB9VQkICJ06cQKVSceDAAaKiopJtb9SoEQqFgq5du5I7d+5UH79w4cL4+Pgwfvx4\ntm/fTnBwMAMGDGDdunV4e3sTFhZGQEAA/v7+HD58mPfv3xMbG8uxY8c4duwYkyZNokaNGlhYWGBp\naUndunW/u8Lq8OHD9O/fH7VaDcAff/zB+PHjf7j+rm5ubri7uwPQqlUrJk2a9MV9tVot06ZNY+3a\ntUBiP1tvb2+dV4h9jbu7uzTUxN7eHhsbGx1HlFy5cuWYMGEC48aN4+zZs3h4eLB3717UajVPnz5l\n2bJlLFu2jAYNGqBQKLC2tv6u4TeRkZH4+Pjg5ub2ybCMUqVK0atXL3r27EmxYsXS69K+i1ar5cyZ\nM7i4uHDw4EESEhKkbWXLlqVfv3706NFDDFITBCFd5MuXjydPnogEoJApRAJQELKRpASgmZkZRYoU\n0XE0giAI6efevXsolUp27NjBixcvkm0rU6YM9vb22Nvbp8uEvRw5crB8+XKqV6/OtGnTiIyMxMHB\ngT///JPhw4djY2ODjY0N8fHxnD9/Hn9/f3x9faXX4MDAQAIDA1m2bBmFChWSkoEtWrQgV65cKYrB\nzc2NcePGkZCQgL6+PkuWLMHBwSHN15bZrly5wsSJE4HEJNDatWu/WI2p0WiYOHEimzdvBhIr2b29\nvbN0n8OHDx9KA0rKlCkjLVnOivT09GjatClNmzZlwYIF7N+/H6VSyalTpwC4ePEiFy9eZPLkyVhZ\nWSGXy2nVqtVXq2e1Wi3Xrl3Dzc0Nb2/vZD03DQwM6NChA46OjrRs2VLny2fVajU7d+7ExcWFoKCg\nZNtatWrFgAEDaNeunc7jFATh55LUB/DjamhByCgiASgI2UhSn6oqVar8cBUigiAI/ys0NBQfHx+U\nSuUnFUWmpqZ07doVuVxOo0aN0r2PmUwmY/DgwVSuXJmBAwcSFhbG7NmzCQoKYtmyZeTMmRMDAwMp\noTJz5kxpmbCfnx/nz59Ho9EQEhKCu7s77u7uGBsb06xZMzp06ICFhcVnK6G0Wi0LFixg6dKlAOTK\nlYtNmzbRpk2bdL2+zBASEoKTkxOxsbHkyJGDzZs3U6BAgc/um5CQwNixY6VKwSpVqrBz584s/WFW\nbGwszs7OqNVq9PX1WbNmzXdVneqCqakpcrkcuVzO48eP8fLyQqlUEhwcTExMDD4+Pvj4+FCkSBHs\n7e2Ry+VUqVJFen5YWBg7duzAzc2NwMDAZMcuV64cDg4OKBQKChcunNmX9onHjx+zadMm3N3dk1Xg\n5MqVC7lczoABA6hUqZLuAhQE4aeWVE0cFham20CEbEEkAAUhm0hISJCqT6pWrarjaARBEL5PXFwc\nAQEBKJVK/P39k03llclktGzZErlcjpWVFSYmJhkeT+vWrfHz88PBwYEHDx6wc+dOHj58iKur6ycJ\nvIoVK1KxYkV+//133r17x5EjR/Dz8yMgIICIiAiio6M5fPgwhw8fBhJ7Dib1DaxduzZxcXGMHj0a\nT09PIHHwxfbt26ldu3aGX2d6i4+PZ9CgQTx//hyARYsWUadOnS/uO3z4cHbs2AFAzZo18fLyomDB\ngpkW7/dYtGgR165dA2Ds2LE0aNBAtwF9p9KlSzN27FjGjBnDhQsXUCqV7N69m4iICF69esWqVatY\ntWoVv/zyC40aNeLVq1f4+vomW35vZGRE586dcXR0pEmTJhk6WCQltFotJ0+exMXFBT8/PzQajbSt\nfPny9O/fH4VC8UMN0hEE4ceUlAAUFYBCZhAJQEHIJv777z9iYmIAqF69uo6jEQRBSJ2bN2+iUqnw\n9vYmJCQk2bZKlSohl8uxs7PTyXLQChUq4Ofnx6BBgzhy5AjXrl2jffv2bN26FXNz888+J3/+/NjZ\n2WFnZ0dsbCznzp3D19cXf39/aWDTjRs3uHHjBosXL6Zo0aIA0iCJqlWr4uHhQcmSJTPnItPZ3Llz\npaWlffr0oWfPnp/dLy4ujsGDB7N3714A6tati0qlkpZMZVWnT59m5cqVADRo0IDRo0frOKK0k8lk\nNGzYkIYNGzJv3jwOHjyIh4cHx44dA+DatWtSwjNJpUqV6N27N3Z2dl+s7sxMkZGReHl5sXHjRmlq\ndpK2FnCvcwABAABJREFUbdsycOBAWrdurfMEpSAI2UdST1W1Wk18fLzOhx8JPzfx3SUI2cSdO3ek\nr2vUqKHDSARBEFLm9evX7Ny5E5VK9ckywrx582JjY4NCoaBu3bo6b2tgZmaGu7s7c+bMYfXq1bx6\n9Qpra2uWLVuGnZ3dV59rZGREixYtaNGiBXPnzuXu3btSMvDSpUtotVop8QeJvdpKlizJsWPHsLCw\nyBLLKFNjz549rF69GgBzc3Pmzp372f1iYmIYMGAAvr6+QGIiTalUZvmqrPfv3/P777+j1WoxNTXl\nn3/++elu6IyNjSlcuDD58+fH0NCQuLi4z+4XGhrKs2fPePHihU4TgI8ePWLTpk14eHgkq7LJnTs3\nPXr0oF+/fuk65VgQBCGlPh6qFBkZKQYMCRnq53o3IgjCFyU1tC5QoIDOJ+wJgiB8SXR0NH5+fqhU\nKgICApJN4NTX16dt27bI5XIsLS3JkSOHDiP9lL6+PtOnT6dq1aqMGTOGmJgYhg4dSlBQEH/++WeK\nhgfIZDKqVq1K1apVGTVqFCdPnqRv377JkhYajUZaKiyTyahXr540SKR69eo6T4Z+zb179xgxYgQA\nBQsWZNOmTZ/9d4yKiqJPnz4cPXoUgKZNm7Jt2zZMTU0zNd7U0mq1/PHHHzx79gyAhQsXpsvgmawi\nJCQEpVLJtm3bpLYiSapXr07r1q0JDQ3lwIEDvH//njdv3rB27VrWrl1LjRo1UCgU2NraUqhQoQyP\nVaPRcOzYMVxcXDh8+DBarVbaVqlSJQYMGIC9vX2W/54SBOHn9vGHWhERESIBKGQokQAUhGwiKQFY\nu3btLH1zKAhC9qPVarl8+TIqlYpdu3Yla8QPSImD7t27/xDVbnK5nAoVKtCnTx9ev37N6tWruXPn\nDuvWrUtV9drRo0fp168fkZGRAAwfPpymTZtKg0SeP38u/d1dvnyZ+fPnU6pUKSkZ2KRJkyyVJI2I\niKBPnz58+PABPT09NmzY8Nkl2x8+fMDBwUFaItyqVSu2bt2aKT0d08rT05Pdu3cDYGNj883qzx+B\nRqPh+PHjuLq64uvrS3x8vLTNxMSE7t274+jomKwSd9GiRfj5+aFUKqVEfmBgIFOnTmXmzJm0a9cO\nuVyOhYUFRkZG6RpvREQESqWSjRs38vDhQ+lxmUyGhYUFAwYMoGXLluK9kCAIWcL/JgAFISOJBKAg\nZAPv3r2TGq3/8ssvug1GEATh/3v+/Dmenp6oVCppSnmSQoUKYWtri1wup2bNmjqK8PvVr1+fQ4cO\n0bt3b65fv87hw4fp0KEDbm5uKVpquH37dsaOHUt8fDz6+vosWrSI3r17A4m9yhYuXMitW7fw9/fH\nz89PmoL85MkTNm7cyMaNG8mVKxdt2rTB0tKSdu3a6XQJplarZfjw4dK/87Rp02jWrNkn+0VERKBQ\nKLhw4QIAlpaWuLi4YGxsnKnxfo9///2XCRMmAFCyZEkWL178QyeZXrx4wfbt29m+fTuPHz9Otu2X\nX37B0dGR7t27f7aCLkeOHHTt2pWuXbvy6tUrvL29USqVBAUFER8fj6+vL76+vuTLl4/u3bujUCio\nU6dOmv6+Hjx4gIuLCyqVSkqaQ+Lyul69euHk5PRTVWMKgvBz+Hg6/MevXYKQEUQCUBCygZs3b0pf\n161bV4eRCIKQ3X348IEDBw6gUqk4ceJEsmV5RkZGWFpaolAoaN26NYaGhjqMNO2KFy/O3r17GTVq\nFN7e3ty/f58OHTrg4uJCy5YtP/scrfb/sXffYU2d7+PH3wFFQdxa68aBeyHuSR3gHqiASlAwilr9\n1Kp1ttrlaG2t1q0ISkCGW6syXLirgqMq7j1QxMVeye8PfjlfI6KggTCe13V5leacnDxHkJzc5x5q\nFi1axKJFi4C0DCs3Nze6d++utZ9MJqNx48Y0btyYKVOmEBERQXBwMIGBgRw5coT4+HhiY2PZvXs3\nu3fvxsDAgBYtWmBjY0OPHj0wNzfP0eDUsmXL2LNnDwD9+vVj/Pjx6fZ59eoV9vb2hIWFAdCnTx/W\nrFmj8wyx7JCSksL48eOJjY1FJpOxYsUKrb5OeUVKSgoHDx5EqVQSFBSkNR23ePHiDB48GLlcTuPG\njTN9zAoVKjBu3DjGjh0rDfPZunUrUVFRvHz5UgpY161bFwcHBwYPHiwNvfkYTTm8m5ubVC6uUb9+\nfRQKBYMGDaJYsWKZXq8gCEJOejsDMDY2Vo8rEQoCEQAUhAJAM5XP1NSUunXr6ncxgiAUOCqVipMn\nT+Ln58euXbvSXeBaWlpib2/PgAEDcv1016wyNjZm9erV1K9fn/nz50tBrp9//pnRo0drBeGSk5OZ\nPHkyvr6+AHzxxRds2rSJpk2bfvR1vvzyS+RyOXK5nLi4OI4ePUpgYCBBQUE8ffoUlUrF6dOnOX36\nNL/88gtmZmZSMLB169bZGmwNCQmRBn3UrVuXpUuXpgs+RkVFMXjwYC5dugTAoEGDWL58eZ4ZnrF4\n8WLOnj0LwDfffEO7du30vKKsefDgAZs2bcLb25snT55obWvZsiVyuZx+/fp9ViBNJpPRpEkTmjRp\nwty5czlw4AC+vr4EBQWRkpLCtWvX+Omnn/jll1+wsrLCwcGBnj17vjf78/Xr1/j4+LB+/Xru3r0r\nPW5gYEDPnj0ZPXo07dq1y9MZmIIgFAxvZ1GLDEAhu2XrVdWZM2cIDAzkypUrvHjxguTkZA4cOKC1\nz/Pnz0lKSqJo0aKUKVMmO5cjCAWWJgDYvHnzTDWhFwRB0IU7d+7g7++Pv79/uhLCihUrYmdnh729\nPebm5npaYc6QyWRMmjSJevXqMXbsWGJjY5k9ezZXrlzht99+o0iRIkRHR+Pi4sLhw4cBqFOnDj4+\nPlSrVi3Lr2diYoKNjQ02NjaoVCouXrxIQEAAgYGBUoDt7t27rFmzRupL2LVrV2xsbOjatatOG5A/\nePCAMWPGoFKpMDU1ZcOGDelKRp89e8agQYOkafVDhw7lr7/+yjPvV6dPn+bPP/8E0kpjp02bpucV\nZU5ycjKBgYEolUoOHTqklY1bqlQp7O3tcXR0pF69ejp/bSMjI3r27EnPnj2JioqSSoQvXryISqXi\n4MGDHDx4kBIlSjBw4EDs7e1p0aIF169fx83NDX9/f+Li4qTjlS5dGkdHR5ydnalatarO1ysIgpBd\nTExMkMlkqNVqrd9rgpAdsiUAePPmTVxcXDh+/Lj0mFqtfu9duAULFrBkyRLKly/Po0eP8szFniDk\nFU+ePJHu5rdq1UrPqxEEIb+Ljo5m586d+Pr68u+//2ptMzY2pnfv3tjb29OxY8cC957fo0cPAgIC\nkMvl3L17F29vb27cuMFvv/3GhAkTuHz5MgDt2rVj48aNOgnEGRgY0KxZM5o1a8aMGTN4+PCh1Dfw\n2LFjJCUl8ebNG7Zv38727dsxNDSkTZs22NjYYG1tnal+hRlJSEjA2dmZFy9eALBixQpq166ttc+T\nJ0+wtbWVegOOHDmS3377DQMDg08/6RwUHR3NuHHjUKlUmJiYsHr16lxfun7nzh28vLzw8fEhMjJS\na1v79u2Ry+X07t07x/ouli1bltGjRzN69GiuXLmCn58fmzdvJjIykjdv3rBx40Y2btyIsbEx8fHx\nWs9t1KgRCoUCW1tbjI2Nc2S9giAIumRgYICJiQmxsbEiAChkO50HAMPCwujSpQvR0dFadxIzMm7c\nOP766y8iIyMJCgqiZ8+eul6SIBRooaGh0tdt27bV40oEQcivUlNTOXLkCH5+fuzduzfdh/S2bdti\nb29Pv379tJpdF0T16tUjMDCQUaNGcezYMU6fPk23bt1ITU0F0ibHLlu2LNum91apUgUXFxdpunBI\nSAgBAQHs37+f58+fk5qayvHjxzl+/Dhz5szB3NxcCga2bNkySyW5M2bM4MKFC0BaWWyvXr20tj94\n8ABbW1uphNPV1ZVffvklT5VtzpgxQ8punTdv3mcFTLNTYmIie/fuRalUcvToUa1t5cqVw8HBAUdH\nR72vv0GDBvz000/88MMP7N69myVLlnDlyhUArd8r5cuXRy6XM3HixPcOIREEQchLihUrJgKAQo7Q\naQAwPj6eAQMG8ObNGwoVKsS0adMYMWIEFy5cwM7O7r3PqV27Ns2aNePChQsEBweLAKAg6NiZM2cA\nqFy58ieVkgmCIGTk+vXr+Pr6smXLlnR9w8zMzLCzs2PIkCFi8uY7ypQpg7+/Py4uLgQEBEjBv549\ne7J69eocy34zNTWld+/e9O7dm9TUVMLCwqS+geHh4QDcuHGDGzdusHz5ckqXLk337t2xtramS5cu\nHwzmKpVKvL29AbCysmLmzJla2+/cuYOtrS0PHz4E4H//+x/ff/99ngr+bdu2DX9/fwB69+7N8OHD\n9byi9G7cuIFSqcTPz0/KxNSwsrLC0dGRnj175qpBK5cvX8bNzY2tW7dqBf0KFSpESkoKAJGRkSxe\nvJg1a9bQr18/HBwcaNOmTZ7JHBUEQXibiYkJQLobqIKgazoNAK5bt46HDx8ik8nw8/Nj4MCBANKd\nu4x07NiR8+fPS82TBUHQjcTERKn/n2iGLQiCLrx48YLt27fj5+fHuXPntLaZmprSv39/7O3tadOm\njfid8wHbtm1j//79Wo/t27ePP/74g6lTp+Z4IMPQ0JCWLVvSsmVLvv/+e+7duycFA48fP05KSgov\nX76UejoWLlyYdu3aSb0G377BFBYWxowZM4C0jMPVq1drlXvfuHEDW1tbIiIiAJg2bRpTp07NUz8v\nDx484LvvvgPSBrAsXrw416w/Pj6e3bt34+npma4Mv0KFCgwbNozhw4dTvXp1Pa0wvZSUFPbt24eb\nmxsnTpzQ2tasWTMUCgX9+/fnwYMH+Pn54e/vz5MnT4iNjcXHxwcfHx+qV6+Ovb09dnZ2uercBEEQ\nPkbTwkAEAIXsptMA4M6dO5HJZPTs2VMK/mVG/fr1AaT+L4Ig6Ma5c+dITEwEoFOnTnpejSAIeZVm\niJdmYmdycrK0TSaT0blzZ+zt7enVq5d0F1t4P7VazeLFi1m4cCGQdtf/22+/ZdWqVbx48YJFixYR\nHh7O8uXLP2vi6ueqXr06Y8aMYcyYMbx584aDBw8SFBTE/v37efnyJcnJyYSEhBASEsKsWbOoX78+\n1tbWtGnThilTppCUlESRIkXYsGEDZcuWlY4bHh7OoEGDpN5zP/zwA//73//0dZqfJDU1lfHjx/Pm\nzRsgrbdhbhhkd/nyZZRKJVu2bOH169fS4wYGBnTt2hW5XE737t1z1WTlqKgolEolGzZs4NGjR9Lj\nhQoVon///igUCiwtLaXgqrm5Od9//z0zZ87k6NGj+Pr6Sm0H7t27x++//87vv/9O27ZtcXBwoF+/\nfqJEWBCEXE8TAExISNDzSoT8TqdXAJrm1b17987S8zQXTa9evdLlcgShwNPcRS9WrBiWlpZ6Xo0g\nCHnNf//9h6+vL9u2beP58+da28zNzbG3t2fIkCFUqlRJTyvMW5KTk/nuu++k0tjy5cvj7e2NhYUF\nAwcOxMnJiStXrvDPP/9w584dlEplrphoWqJECQYMGMCAAQNISUnhzJkzBAYGEhgYKN28DQ8PJzw8\nnKVLl0rPGz58uFZPOU1LGE0p6q+//oqrq2vOnowOLF26lFOnTgHw9ddf6/UGW0xMDDt27MDLy0ur\n5y+ktf5wdHRk6NChVK5cWU8rfL8LFy7g5ubG9u3bpRuVAF988QUjRozAycmJL7/8MsPnGxoaYmVl\nhZWV1XsHD508eZKTJ08yc+ZMevfujYODAx06dBAlwoIg5EqaoUtv/z4UhOyg0wDgy5cvgbQ376zI\nzLAQQRCyJjU1VfqA0r59+1zV30cQhNzr2bNnbN26FT8/P+nGnkapUqUYOHAgDg4OWFhY5JqSx7wg\nJiYGFxcXDh06BKT1QPb19ZVKFatXr86ePXv4+uuv2bt3L5cvX8ba2hoPDw/atGmjz6VrKVSoEG3b\ntqVt27b8+OOP3Lp1SwoGnjx5Uuuazt3dHW9vbzp06ED9+vXZuHEj0dHRACxatIiRI0fq6Sw+XVhY\nGL///juQNoH23d6GOeXChQsolUq2bt1KTEyM9LihoSE9evTA0dGRr776KldN2k5OTuaff/7Bzc2N\n06dPa21r0aIFCoWCvn37Zvl6pXjx4jg6OuLo6MidO3fw9/fHz8+PBw8eEBcXx+bNm9m8eTOVK1fG\nzs4Oe3t7vQ87EQRBeJsmA1AEAIXsptMAYMmSJYmKipJKIjJL0wD67RIRQRA+z4ULF6R/i126dNHz\nagRByM0SEhIIDAzEz8+PgwcPSkMpIC2g0K1bN+zt7bG2ts626bT5WUREBEOHDuXSpUsAtG7dGk9P\nz3Rlo6ampnh4ePDbb7+xePFinj9/jq2tLb/99htyuVwfS/+oWrVqMX78eKpUqSJlnZcuXZrU1FTe\nvHlDYmIiBw4c4MCBA9JzevToQbNmzVCpVHkqIysmJgZXV1dSU1MxNjZmzZo1Ofrv4c2bN2zduhWl\nUsl///2ntc3MzIzhw4fj4ODwwcw5fXj27JlU5qvp+whgZGTEgAEDGD16NM2aNdPJa9WoUYPp06fz\n3XffcfLkSXx8fNi9ezdxcXE8evSIv/76i7/++ouWLVvi4OBA//79KVmypE5eWxAE4VNp3ktEAFDI\nbjoNAJqZmREVFUVoaCjOzs6Zfp7morBBgwa6XI4gFGghISFAWkp5hw4d9LwaQRByG7VaTWhoKH5+\nfmzfvl2rZxikZTfZ29szaNAgypcvr6dV5n1Xr17FwcFB6m/Wv39/li9fLpX7vMvAwICZM2dSr149\nvvnmG+Lj45k8eTJXrlzhl19+yVX92zSuX78u9fErV64c+/fv54svvuDUqVO4u7uzZ88erczAgIAA\nAgICqFChgjREpGPHjlIGRG41e/Zs7t69C8DPP/9MnTp1sv011Wo1Z8+eRalUsnPnTuLi4qRthQsX\npnfv3sjl8lxZ3hoWFoabmxs7d+4kKSlJevzLL79k5MiRODk5ZdvvFgMDA9q3b0/79u1ZuHAhe/bs\nwc/Pj6NHjwJw5swZzpw5w6xZs+jZsycODg5YWVnlqoxJQRAKDk0A8O3flYKQHXR6Fdm1a1fOnj2L\nn58f8+fPp0SJEh99zvnz5wkMDEQmk9GtWzddLkcQCqykpCSOHz8OpA3/yOiDpiAIBc+jR4+kSa7v\nDt8qX748gwYNwt7enkaNGulphfnHsWPHGDFihJSN/fXXXzNnzpxMBWoGDhxIzZo1cXJy4vHjx7i5\nuXH9+nXc3NwoXbp0di8906KjoxkxYgSxsbEYGBiwbt06qd9cUlIS+/fvR61WU6hQIQYMGMD9+/c5\nc+YMarWap0+f4unpiaenJ8bGxnTu3Blra2usra2pUKGCns9M265du9i0aRMANjY2jBgxIltf7+XL\nl2zevBmlUsnVq1e1ttWuXRu5XI6dnR3lypXL1nVkVVJSErt27WLdunWEhYVpbWvdujUKhYLevXtT\nuHDhHFuTqakp9vb22Nvb8+DBA/z9/fH19eXu3bskJiayY8cOduzYQYUKFRgyZAj29vbUq1cvx9Yn\nCIKgaX0gAoBCdtNpAHD06NH8+eefvHjxghEjRrB58+YP3qm+ffs2gwcPRq1WU6xYMVxcXHS5HEEo\nsM6cOSP1BLKxsdHzagRB0LfY2Fj27t2Ln58fR44c0crGMjIywsbGBgcHB7766qsc/WCen23ZsoX/\n/e9/JCcnI5PJmD9/PgqFIkvHaNq0KUFBQTg7O3PmzBmOHDmCtbU1Xl5e1K1bN5tWnnlqtZqJEydK\ngeQ5c+ZIGef79u1DoVCQlJSEkZERHh4eWFtbA/D8+XP2799PYGAghw4dIjY2lvj4eCkzEMDCwkLK\nDmzYsKFe+00+fvyYKVOmAGlB8iVLlmTLetRqNSdOnMDLy4vdu3drlYIVKVKEfv364ejoSNu2bXNd\n/82IiAg2btzIxo0bpQnPkLbuQYMGMWrUKJo0aaLHFaapWrUqU6ZMYfLkyZw+fRo/Pz927NhBdHQ0\nT58+Zfny5SxfvpxmzZrh4ODAwIEDc8WEZ0EQ8jdNADA5OVnPKxHyO50GAGvWrMnUqVNZuHAhu3bt\nolmzZkyaNElq+Axw5coV7t+/z759+3B3dyc2NhaZTMbcuXNFD0BB0BFNWX3JkiVp166dnlcjCII+\nqFQqTp48iZ+fH7t27SI2NlZru6WlJfb29gwYMCBXZZTldWq1miVLljB//nwAqVdcz549P+l4FSpU\nYPv27UydOlXKWurRowdr1qyRAmr6smzZMvbs2QNAv379GD9+PAA7d+5k7NixpKSkYGxszMaNG/nq\nq6+k55UrVw4HBwccHBxITEzk+PHjBAYGEhQUJPWFPnfuHOfOnWPhwoVUrlwZa2trevToQfv27XO0\n755KpeLrr7/m1atX0jnrOuvu+fPn+Pn54eXllS4rt379+sjlcoYMGUKpUqV0+rqfS61Wc+bMGdzc\n3Ni9ezcpKSnStsqVK+Ps7Iyjo2OuvL6XyWS0bt2a1q1bM2/ePPbt24ePjw8hISGo1WrOnz/P+fPn\n+eGHH7C2tmbo0KF06dJF3CARBCFbaH63vP17VBCyg84bycybN48HDx7g7e1NeHg4rq6uANKdysaN\nG0v7ajIQXFxcmDp1qq6XIggF0qtXr6TpejY2NuJiVRAKGM0UTH9/f+7fv6+1rVKlSlKJm7m5uZ5W\nmH+lpKQwffp0PD09gbRAl5eXF5aWlp913CJFivD333/TsGFD5s6dS0xMDI6Ojvzwww9MmDBBL9lg\nR44cYd68eQDUqVOHpUuXIpPJ2Lx5MxMmTEClUmFiYsKmTZto3759hscpUqQIXbp0oUuXLixcuJAr\nV64QEBBAUFCQVEL66NEjPDw88PDwoFixYlhZWWFjY0P37t2zvQR25cqVHDt2DIAxY8bQtWtXnRxX\npVJx9OhRPD092bdvn1bWh4mJCQMGDEAul2NpaZnrsv0SEhLYvn07bm5uXLx4UWtb+/btUSgU9OjR\nI1f2q3wfY2NjbG1tsbW15cmTJ2zevBlfX19u3LhBcnIye/bsYc+ePZQvXx5bW1scHBxEiwRBEHRK\n8/tSBACF7Kbzd2aZTIZSqaRDhw78/PPPPHnyJMN9y5cvz48//si4ceN0vQxBKLAOHjwovXn07dtX\nz6sRBCEnvHnzhp07d+Ln58e///6rtc3Y2Jg+ffpgb29Phw4dRJP7bBITE8Po0aPZv38/kFYV4evr\nS40aNXRyfJlMxtixY6lTpw6jR4/mzZs3/Pzzz4SHh7N48eIc7fX68OFDxowZg0qlwtTUlI0bN2Jq\naoqXlxeTJ09GrVZTvHhxfH19adWqVaaPK5PJaNiwIQ0bNmTKlCk8ffqU4OBgAgMDCQkJIT4+ntjY\nWCkgI5PJaNGihVQqXLduXZ0Gyy5cuCBlctavX58ffvjhs48ZERGBj48P3t7e3Lt3T2tbkyZNkMvl\nDBo0iOLFi3/2a+na48eP8fDwQKlUEhUVJT1ubGzMkCFDGDVqVJ4f6FexYkX+97//MXHiRM6dO4ev\nry/bt2/n1atXREZGsmbNGtasWUPDhg1xcHAQQ5IEQdAJTQAwNTVVzysR8juZ+u1GQDqWlJREUFAQ\nR44c4e7du7x69QpTU1OqVKlC586d6dmzJyYmJtn18gXO8+fP9b0EQc/UajWurq7cv38fc3NzNm3a\nlOsyB4Scs3TpUpRKJSVLlsTPz0/fy9GJ0qVLY2hoSGpqKi9fvtT3cvQqNTWVkJAQ/Pz82Lt3LwkJ\nCVrb27Vrh729Pf369cPU1FRPqywYnj59yrBhw6RsqJYtW6JUKrOt9PHWrVsMHz6cW7duAdC8eXM2\nbtzIl19+mS2v97aEhAT69u3L+fPnAdiwYQO9e/fG3d2d6dOnA1CqVCk2b95Ms2bNdPa68fHxHD16\nlKCgIAIDA4mIiEi3j5mZGdbW1tjY2NC2bdvPyoCPi4uja9eu3Lx5kyJFihAUFPTJwa3U1FQOHjyI\nl5cXgYGBWh/wTE1NGTx4MI6OjjRt2vST15td1Go1J0+exM3Njb1792qtvVq1ari4uDBs2LB83UYg\nMTGRwMBA/Pz8OHDggNbfQaFChejatSsODg507949R8vThYzlt2uFU6dO8eOPPwLg7+9PzZo19bsg\nQec2btzIsmXLANi7d2+um+ou5E6fUgWRrbn5RkZG9OnThz59+mTnywiC8P9dvnxZKvkbMGCACP4J\nQi528+ZNbt++jYGBAY0aNcp08ObatWv4+fmxefPmdEEQMzMz7OzssLOzo3r16tmxbOEd169fx8HB\ngQcPHgDQp08fVq5cibGxcba9Zq1atQgMDGT06NEcOnSIsLAwunfvjqenJxYWFtn2ugAzZ86Ugn//\n+9//6N27N6tWrWLOnDkAlC1bls2bN2u1fNEFY2NjaULwokWLuHjxIoGBgQQGBkqB17t377J27VrW\nrl1L8eLF6dq1KzY2NnTt2jXLAaq5c+dqDTf5lODfo0eP2LRpE97e3jx69EhrW4sWLXB0dKR///65\nMkAfHx/P1q1bcXNz4/Lly1rbOnfujEKhoHv37gUio1gzgKVfv348ffqUbdu24evry5UrV0hJSZF+\nDkuXLs3AgQMZOnQoTZs2FddggiBk2tu/S1UqlQgACtkmbzTnEAQhUzTN2IsUKUKvXr30vBpBEN4n\nKCiIJUuWcObMGekxAwMDevTowdSpU98bOHnx4gXbt2/Hz8+Pc+fOaW0zNTWlf//+2Nvb06ZNG/Gh\nMwedOHECJycnXr9+DcDYsWP56aefcuTCvWTJkvj4+PDTTz+xatUqIiIi6Nu3L0uWLGHw4MHZ8ppK\npRIvLy8gLQg0a9Ys/vrrL6lM9osvvmDr1q3Uq1cvW15fQyaT0bRpU5o2bcq0adN4/PixlBl49OhR\nEhMTiY6OZseOHezYsQNDQ0NatWpFjx49sLGxoVatWh88fkBAABs2bACgS5cujB49OtNrS05OJjg4\nGKVSycGDB1GpVNK2kiVLMmTIEORyea4tlX3w4AEeHh54eXlpZU6ZmJhgb2+PQqGgTp06elyhflWo\nUIFx48YxduxY/vvvP/z8/Ni6dStRUVG8fPkSd3d33N3dqVu3Lg4ODgwePDhHMnMFQcjb3r5uePt9\nQxB0LVtLgIWcJUqAC7aXL18il8tJSUmhf//+OulVJORtogQ491m5ciVz587NcLuxsTEbNmygS5cu\nJCcnc+DAAXx9fQkKCtIaEiCTyejcuTMODg6inYaebN++nQkTJpCUlIRMJuOXX36RBp/lNB8fH6ZO\nnUpSUhIAEydOZPbs2TrNzgoLC6Nv374kJSVRpUoVgoODcXNz488//wTSeqdt3779o8G17BYbG0tI\nSAiBgYEEBwcTGRmZbp9atWpJfQNbtWqlNawiIiICKysroqKiKFu2LCEhIVSoUOGjr3v37l28vb3Z\ntGkTz54909rWtm1b5HI5ffr0ydbM0E+lVqs5duwYbm5uBAQEaH34rFGjhlTmW6JECT2uMvdKSkrS\n+l39dhN/AwMDrKyscHBwoEePHrny+58f5fVrhXeJEuD8z9fXlz/++AOAnTt3inYCQqbkuhJgQRBy\nzt69e6WLziFDhuh5NYIgvOvgwYMfDP5BWtndiBEjsLW1JSgoKN2NnTp16mBvb8+QIUOoWLFidi5X\nyIBarWb58uX8/PPPABQtWpRVq1bptd3J0KFDqV27NiNGjCAyMpJly5Zx9epV1qxZo5NhEs+fP8fF\nxYWkpCSKFCmCh4cHK1asYPny5UBaL7itW7diZmb22a/1uYoVK0avXr3o1asXKpWKsLAwAgMDCQoK\n4sqVK0BaD8WVK1eycuVKSpUqRbdu3bC2tuarr75i4sSJ0oCLpUuXfjD4l5SUxN69e/Hy8iIkJERr\nW9myZbG3t8fR0THXTtyOjY1l8+bNrF+/nqtXr2pt69KlCwqFgq5du4pStI8wMjKiZ8+e9OzZk6io\nKKlE+OLFi6hUKg4ePMjBgwcpUaIEAwYMwMHBgRYtWohsbUEQ3kvkZwnZSacBwM+9GyGTyaSG1oIg\nZF5SUhL//PMPAM2aNcv28itBELJuxYoVmdovISGBTZs2Sf+v6Svl4OBAs2bNxIdGPUpJSWHWrFl4\neHgAUKZMGby8vGjZsqWeV5Y2eCQ4OBgnJycuXrxIcHAwPXr0QKlUftb1WUpKCmPGjJF62P3222/4\n+fnh5uYGpGWIbdu2jSpVqujkPHTJwMCAFi1a0KJFC2bPns39+/elYODx48dJTk7m1atXbNmyhS1b\ntmBgYCBlvw0ePBgbG5v3HvfWrVsolUr8/PzSBek7deqEo6MjvXr1yrUZHHfv3sXd3Z1NmzZJ5euQ\n1k5g6NChjBo1Su+ZnHlV2bJlGT16NKNHjyY8PBw/Pz/8/f2JjIzkzZs3eHp64unpSc2aNbG3t8fO\nzi5X/tsRBEEQ8iedBgDv3r2LTCb7aNRa8+Hl3f3EhxpB+DQhISFSiYODg4OeVyMIwrsePnzIkSNH\nsvQcGxsbMVkyF4mNjcXV1ZXAwEAgbeCKr69vrgqUVK5cmd27d/PNN9+wY8cOrl+/jo2NDevXr6dT\np06fdMz58+dz9OhRAORyOWFhYXh6egJgbm7Otm3b8kyPs2rVqknBmejoaA4dOkRgYCD79+/nxYsX\nWqWvW7Zs4dKlS9JU4YYNG7Jv3z48PT05efKk1nG/+OILhg4dyvDhw6lRo0ZOn1amqNVqDh8+jJub\nG8HBwVrX4LVr10ahUGBvb58rB5LkVfXr1+fHH3/k+++/59ChQ/j5+bFv3z6SkpK4ffs2CxYsYOHC\nhXTs2BEHBwd69epFsWLF9L1sQRD0TMREhOyk0wBgtWrVPvoDm5qayosXL4iLiwPSfsArVaqk1X9F\nEITMU6vVbN26FYBKlSrx1Vdf6XlFgiC8SzOdOyvWr18vAn+5xLNnz3B0dJQGsFhaWuLl5fVJvVey\nm4mJCWvXrqV+/fosWLCAV69eYWdnx6+//sqoUaOy9MFi9+7dLFu2DAALCwvi4uKk95sGDRqwZcsW\nypcvny3nkd2KFy8uTXaNiYmhc+fO6f6dXr16latXr/L333+nu8Etk8no0qULcrkca2trChcunNOn\nkCkxMTH4+vqyfv16aaoxpK2/e/fuKBQKOnfuLMp8s1GhQoXo3r073bt359WrV+zYsQNfX19CQ0NR\nq9UcOXKEI0eOUKxYMfr164eDgwNt2rQR3xNBKEDevgElAoBCdtJ5BmBmnT9/nj///BNvb2/pDnKp\nUqV0uRxBKBDOnj0r/dsbNmyYTpu+C4KgG0ZGRll+jrgxljvcvHkTBwcH7t27B0CvXr1YtWpVrh68\nIpPJmDx5MvXr12fcuHHExsYyc+ZMrly5wsKFCzP183j9+nUmTpwIpJU1aib8AjRp0oTNmzdTpkyZ\nbD2PnDJv3jwp+Pfjjz9iZWXFkiVLOHDgANHR0YB21YqhoSGtW7fG2tqaZs2a5crg361bt3Bzc8PX\n15eYmBjp8RIlSjB8+HCcnZ1zbbZiflaqVClGjhzJyJEjuXHjhlQi/OTJE2JjY/Hx8cHHx4fq1atj\nZ2eHnZ1druitKQhC9no7ACiC/0J20ttPV7NmzVAqlSxevJjDhw9ja2srGl4KwifQTHctWbIk/fv3\n1/NqBEF4n3r16mUpYNSsWTMRzM8FTp06Rc+ePaXgn0KhwN3dPVcH/97Ws2dP9u7dS7Vq1QBQKpUM\nGjQoXd+6d8XExDBy5EhiY2MxMDCgdu3aUulzixYt2LZtW74J/mmmGQM0b96cu3fv0rdvX3bs2CEF\n/2QyGRUrVpS+76mpqZw4cYLp06fTrFkzrKysWLhwIefOndP6EJfTVCoVwcHB2Nvb06ZNG9zc3KTg\nX7169fjjjz+4ePEiP//8swj+5QLm5uZ8//33nDt3js2bNzN48GBpSvC9e/dYtGgRLVu2pF+/fnh7\ne2sFcgVByF9EAFDIKXr/6Zo0aRJt2rQhJCSEjRs36ns5gpCnXLp0iUuXLgFgb28vXTgKgpC7mJqa\nMnjw4EzvP3LkyOxbjJApO3bsYPDgwbx69QqAn3/+mfnz5+e5wGyDBg0ICgqiXbt2QFpQ09raWnrv\neJdarWbChAncuHEDSBvw9u+//wLQpk0bNm/eTMmSJXNm8dksMjJSynI0NDQkLCyMDRs2SIG/atWq\nMXPmTC5evMjFixe5efMm27dvZ+zYsVoBtMuXL/Pnn39ibW1N48aN+fbbbwkMDJTa3WS3N2/esHr1\natq0acOwYcM4ePAgkPYhslevXmzbto0jR44wYsQI0WMuFzI0NMTKyopVq1Zx+fJl/vrrL9q0aSNt\nP3nyJJMmTaJhw4aMHz+ekJAQvQaaBUHQPREAFHJKrvjpGjJkCGq1WgQABSGLNJNCTUxMsLe31/Nq\nBEH4kG+++SZTWVONGzdm0KBBObAi4X3UajUrVqxg9OjRJCYmUqRIEdzc3Bg3blye7ctTtmxZtmzZ\nIgWWHzx4QO/evaXp8W9btmwZe/bsAaBcuXJS37hOnTrh6+ubL4ZEqNVqzp49S7du3YiKigLSsvoA\nChcuTN++fdm8eTNnzpxh8uTJ0pCTwoUL06FDB3755Rf+/fdfTpw4wZw5c2jdurX0ge3Zs2d4eXnh\n6OhI3bp1GT58OJ6enkREROj8PK5du8a0adNo3LgxP/zwA3fu3AHSJodPnDiRM2fOsHHjRjp27Jhn\nf3YLmuLFi+Po6Mju3bs5ffo0U6dOpWrVqgDExcVJmYLNmzdn3rx53Lp1S88rFgRBF5KTkwHR/kXI\nfrniJ0zzxnblyhU9r0QQ8o7w8HDCwsKAtCB6fsnIEIT8qlq1avj7+zNs2DCePXv23n2aNm3Kpk2b\nKFq0aA6vToC0INDs2bNZv349kBZI8fT01MrGyasKFy7MokWLaNCgAbNmzSIuLg5nZ2emT5/O5MmT\nMTAw4MiRI8ybNw8AY2NjqVS4W7duuLu75/ks81evXrFlyxaUSmW6a86aNWsil8uxt7fP1GATmUyG\nubk55ubmTJw4kaioKA4cOEBAQACHDh0iJiaGhIQEgoKCCAoKAtJK+21sbKRMwU8JyqWmpkplyyEh\nIVrbGjZsiEKhwNbWNs+UqQsZq1GjBtOnT+e7777j5MmT+Pr6smvXLuLi4nj06BFLlixhyZIltGzZ\nEnt7ewYMGCCuBQUhjxIBQCGn5IqfsJcvXwJpJQyCIGSOl5cXAEWLFmX48OF6Xo0gCJnRtGlTTpw4\ngbu7O+7u7kRGRiKTyTAzM+Obb77B1tb2kwaGCJ8vLi6OsWPHsm/fPgCqV6+Or68vtWvX1vPKdMvZ\n2Rlzc3NcXFx4+fIlv/32G1euXGHmzJmMGTMGlUqFgYEB8fHxQNrQk7Vr1+bZidRqtZpTp07h5eXF\nrl27SEhI0NpuamrKunXr6Nq162dlyZUtW1Ya2pCUlMSJEycICAggKCiIBw8eAGkD8M6fP89vv/1G\n5cqVsba2xtramg4dOnw06P/q1Su8vb3x8PCQelJCWvlor169UCgUtG3bVmT65UMGBga0b9+e9u3b\ns2DBAvbs2YOfnx9Hjx4F4MyZM5w5c4bZs2fTs2dP7O3tsbKyynQg4fnz5zx9+pSiRYtiZmaW59oc\nCEJ+IAKAQk7JFT9hmzdvBqBChQp6Xokg5A2XL18mNDQUSMv+yy/N2AUhv0tKSuKPP/5gw4YNWoGI\nmzdv8uOPPxIfH4+zs7MeV1gwRUZG4ujoKGVVW1hY4OXlxRdffKHnlWWPDh06EBQUhJOTE+Hh4eze\nvZv9+/dLQT9NL6IBAwawcuXKXDnl9mOioqLw9/dHqVRK/Qw1ihQpQmJiIoaGhmzbtg0LCwudvraR\nkRFWVlZYWVmxYMECwsPDCQwMJDAwkLCwMNRqNY8ePcLDwwMPDw9MTEz46quvsLa2pnv37loZiFeu\nXMHNzY0tW7ZI3x9ICzjK5XJGjhxJ5cqVdbp+IfcyNTXF3t4ee3t7Hjx4gL+/P35+fty5c4fExER2\n7NjBjh07qFChAkOGDMHe3p569eq991iHDh1i9erVUs9IgEqVKuHk5MSYMWMoXrx4Tp2WIBR4mgCg\nuAksZDe9BgBjYmKYOXMm+/fvRyaT0blzZ30uRxDyhLf7ZZqYmDBixAg9r0gQhMxISUlBoVBIGWbv\nioqKYtq0abx48YIpU6bk8OoKrlu3buHg4MDdu3cBsLGxYc2aNfl+WIKZmRl79+5l3LhxBAQEaAWX\nAOzs7Pj777/zVDaQSqXi2LFjKJVK9u7dS1JSkrTN2NiY/v37k5iYyPbt2wGYMWOGzoN/75LJZDRo\n0IAGDRrw7bff8uzZM4KDgwkKCuLw4cPExcURFxfHnj172LNnDzKZjObNm2NmZsatW7c4f/681vGa\nNm2KQqFgwIABolVAAVe1alWmTJnC5MmTOX36NH5+ftL06qdPn7J8+XKWL19Os2bNsLe3x9bWVrph\n/Mcff/Dbb7+lO+bjx49ZuHAh27ZtY+vWrVL/S0EQsldiYiJAns22F/IOnQYAXVxcMrVfUlISjx49\n4vTp01IGhKGhIVOnTtXlcgQhXwoLC+PixYsADBs2jFKlSul3QYIgZMrGjRszDP69beHChXTp0iXb\nAxMCnD59GrlczosXL4C08tgFCxbkqaDX5zA1NaVbt24EBARoPd6mTRuWLVuWZyYRPn36FF9fX7y8\nvKRArkajRo1wcnJi0KBBnDt3TprG3bZtW2kCcE764osvGD58OMOHDychIYGjR48SFBREYGAgT548\nQa1WExoaKmX5Q1oQsV27dkybNk2U+QrpyGQyWrduTevWrZk3bx779u3D19dXmhasKT2fM2cO1tbW\nVKlShTVr1nzwmNevX2f48OEEBQUVmN+HgqBPmphIXsy4F/IWnQYAN2zYkKWLErVaDaT1MFu3bh2N\nGzfW5XIEId9RqVR4eHgAUKJECdH7TxDyCLVajZubW6b3d3NzY8WKFdm4ImH37t2MHz9euuieO3cu\nX3/9dYEKrpw7d46ZM2eme/zUqVP88MMP/PTTT7m2H1FqaiqHDx9GqVQSGBhISkqKtK1YsWIMGjQI\nuVxO06ZNkclkvHjxgq+//hpIe/9cuXKl3gMbRYsWpXv37lSoUIGEhAS2bdumlbWooVarOX78OI6O\njnz11VfY2NjQrVs30f5DSMfY2BhbW1tsbW158uQJmzdvxs/Pj+vXr5OcnCxN+M6MixcvcuDAAayt\nrbNxxYIgwP8FAEUGoJDddH5VpwnqZUbNmjXp2bMn33zzTb5rsi0I2SEkJISbN28CaZkqoj+LIOQN\n165dk/7tZsY///zD8uXLC1QwKietXr2aOXPmoFarMTIyYvny5QwcOFDfy8pRz58/Ry6XS32HIK2n\n7LFjx3jy5Alr167l+vXrrFu3Lldlmj9+/BgfHx+8vLx4+PCh1rbmzZvj6OjIwIEDMTU1lR5Xq9VM\nnjyZp0+fAmnlj1WqVMnRdb9LE4xxc3Pj33//1drWvHlzBg8ejIGBAQcOHODo0aMkJCQQHR3Nrl27\n2LVrFwYGBrRq1QobGxt69OghrqOFdCpWrMj//vc/Jk6cyLlz5/D19WXz5s3ExMRk+hhKpVIEAAUh\nB2gCgKK1g5DddBoAvHPnTqb2K1KkCKVKlRI/4IKQBUlJSWzYsAFIG5hjZ2en3wUJgpBpUVFRWdo/\nLi6Or776CjMzM6pXr0716tWpVq0a1atXp2rVquL98xOlpqYyZ84c1q5dC0CpUqXw9PSkbdu2el5Z\nzkpJSUEul0sBMYApU6Ywffp0nj59irOzM2fPnuXw4cNYW1vj7e2Nubm5Xte7f/9+lEol+/fvl4aU\nQFo23+DBg5HL5TRq1Oi9z/fy8pIyn+zs7PQa7I2MjMTT05ONGzfy5MkT6fHChQszYMAAFAoFzZs3\nlx4fNWoUsbGxHD16VJoqHBkZiUql4tSpU5w6dYqffvqJmjVrYmNjg42NDa1bt861mZtCztP0lWze\nvDl169ZlxowZmX7u9evXs3FlgiBoaPrwius7Ibvp9OqgevXqujycIAhv2b17t/Rhbdy4cSJFXBDy\nkE/J1r18+TKXL19+77Yvv/wyXWCwWrVqmJmZ8eWXX+aZ3m05KT4+nnHjxkmBoGrVquHj40OdOnX0\nvLKcN2XKFM6ePSv9/8yZM5k8eTKQ9rO1fft2pkyZgr+/P3fu3MHGxoa1a9fSrVu3HF3n/fv38fb2\nZtOmTURERGhta926NXK5nL59+2JiYpLhMW7dusX3338PpF2nLly4MFvXnJFz587h5ubGjh07tMp8\nK1SogLOzM3K5PMOp08WKFaNHjx706NFD6ummmSqs+R1x+/ZtVq1axapVqyhVqhRdu3bFxsaGLl26\nULJkyRw5RyH3y2p/MZGFLgg5IzY2FuCD72eCoAvi9qAg5AGvX79m06ZNANStW5devXrpeUWCIGRF\ngwYNqFixolbGz4eYmZnRsGFD7t27x71794iOjtbaHhERQURERLrSQQAjIyOqVKmSLkCo+ZObyjlz\nSlRUFHK5nDNnzgBpk1S9vb2pUKGCnleW81asWCG9nwDMmTMn3TCMokWLsnz5cho1asSPP/5IdHQ0\nw4YNY+7cuYwfPz5bgwJJSUkEBASgVCoJCQnRai1TpkwZ7OzscHR0pG7dupk6lqurK3FxcRgaGrJq\n1aocbZ2RlJTE7t27cXNz0wq4ArRs2ZLRo0fTp0+fLAVlDAwMpGyumTNn8uDBA2mIyPHjx0lKSuLV\nq1ds3bqVrVu3UqhQIdq0aSNlB9aoUUPXpynkIQ0aNMjS/g0bNsymlQiC8La4uDhABACF7CcCgPmI\nTCYTWR/5lJeXl3Rn6NtvvxXfZyHL9N3sPjvkpXMyNDRk5MiRLFiwIFP7//HHH3Tp0gVI61/26tUr\n7t27x927d7l//77W1/fv39fq45aUlMTt27e5ffv2e49dokQJrYCgmZmZVhZhfis/uX37NnZ2dtLf\nh7W1NW5ublo94gqKHTt28OOPP0r/P2vWLCZNmpTh/hMmTKBu3booFAqio6P58ccfCQ8P56+//tL5\nz8mtW7dQKpX4+PgQGRmpta1jx444OTnRp0+fLGW///HHH1y4cAGAqVOn0qZNG52uOSMRERFs2LCB\njRs3apVZFylSBFtbW8aMGUPTpk118lpmZmaMGTOGMWPGEB0dzaFDhwgMDCQoKIioqChSUlI4duwY\nx44d44cffqBOnTr07NkTGxsbWrZsmad+jwqfr1WrVjRo0IArV65kav+RI0fm+Z+RvL5+QFz3FwCa\n3pzFihXLFz+zQu4lU2dlaoeQq8XFxYm7BvnQrVu3GDZsGKmpqXTu3Jk///xT30sS8oilS5eiVCop\nVaoU+/fv1/dyCrzY2FisrKzSZQK9a+TIkbi7u2c6yyo1NZXHjx9z584dbt++rfXfO3fu8Pjx4yyt\ns1KlStSoUYOaNWtq/bdGjRpUrlw5T30Q+ffff+nTpw/Pnz8HwNXVleXLlxfI/mjBwcFSCSnA5MmT\nM/1+cvXqVfr168eNGzeAtPLb7du3U7Fixc9aU0JCAtu3b2ft2rUcPnxYa9sXX3yBs7Mzo0aN+qT+\ng4cPH6ZLly6o1Wratm3LkSNHsvX7rlarOXXqFMuWLWPLli1aQfkqVaowfvx4FAoF5cuXz7Y1vC01\nNZVTp06xe/dudu/e/d6AT7ly5ejVqxd9+/bFxsZGDBYrIHbu3MmAAQM+ul/nzp05ePBgnvqdn18d\nOXJEatPg7+9PzZo19bwiQZfUajVt2rQhNTWVsWPHolAo9L0kIR/7pACgp6dndqwFACcnp2w7dn4X\nFRUl3qTzGbVazfTp0zl37hyFChVi8+bNVK1aVd/LEvIITQCwZMmSbNmyRd/L0YkSJUpgaGhIamoq\nb9680fdysuz169e4uroSFBSUbpuhoSGjR4/ml19+0end3/j4eB48eCCVE7/95+7du+nKiz/EyMiI\nqlWramUQvp1JmJvKi/fs2cOYMWOkxtpz5szhm2++KZA9rY4dO8bAgQNJTU0FwNbWFjc3tywd49Wr\nV4waNYpDhw4BaRNGvby8sLCwyPJ6rl69iqenJ35+frx8+VJ6XCaT8dVXX+Hk5ESPHj0wMjLK8rE1\na+3QoQOPHz/G1NSUo0ePZluf6sTERCmIef78ea1t7dq1Y8yYMfTq1UvvQec7d+4QEBBAYGAgJ06c\nICUlRWu7kZER7du3l3oNimuN/G39+vVMmzaNjD4GWlpa4u/vT+nSpXN4ZbqR168V3nXy5EnmzJkD\niABgfhQXF0enTp0A+PrrrzMVoBcE4JN+R39SANDAwCBbLqBlMlm6CxIh8zQZDkL+cezYMX799VcA\n5HI533zzjZ5XJOQlbwcA/fz89L0cnShdurR0Uf924CCvuXz5Mps2beLOnTsYGhrStGlThg8f/tkZ\nVVmlKS++f/++Vkmx5usHDx5oZTJ9TIkSJdL1HNTH9OJ169Yxe/Zs1Go1hQsXZtmyZQwaNChHXju3\nOXz4MEOHDpWurywtLdm3b98nXcelpKTw008/sXr1aiCtV+DSpUuxtbX96HPj4uLYtWsXSqWS06dP\na2378ssvGT58OMOGDaNatWpZXtfb1Go1CoWCXbt2AbBy5UqGDBnyWcd8n8ePH7NhwwaUSqXW9Zex\nsTGDBg1CoVDk2v5pr1+/5uDBgwQGBnLgwAFevXqVbp+GDRtibW2NjY0NFhYW4gZzPnTy5El+/PFH\nzp07JwUCS5cujbOzM5MnT87Tw+byy7WCxqlTp6T2DSIAmP9ERETQp08fAKZNmya1gBGEjylXrlyW\nn/PJtyNF5bAgZK+EhATWrl0LQNmyZUU6uCDkIw0bNmTevHn6XgYymYzSpUtTunTp9/YkS01NJSIi\nQsoY1PQf1Hz97mTWN2/ecOnSJS5duvTe1/vyyy+lacVv9x2sXr06FStW/Owgg0ql4qeffmLlypVA\nWkDS09OT9u3bf9Zx86qgoCBGjhwpBf8qVarEli1bPvkmbqFChfjll1+oX78+3333HQkJCbi6unLl\nyhVmzZr13u/fpUuXUCqVbNmyRSsTx8DAgO7duyOXy+natavOMuT8/Pyk4J+trS2DBw/WyXHh/8p8\n3dzc2LNnj5RRCVC1alVcXFwYPnx4rs+aKlmyJAMHDmTgwIGkpKTw77//SlOFNb0yNVPI//rrL8qX\nLy8FAzt16kSxYsX0fAbC5zp16hTOzs5ERUVpPf7y5UsWL17My5cvmT9/vt4zVwWhIHj7vbEg9icW\nctYn/Vb38PDQ9ToEQXiHn58fz549A+Cbb74RF9yCIOQ4Q0NDKleuTOXKlWnXrl267fHx8Tx8+PC9\nAcIPTS9+NwMMPn96cUJCAuPHj2f37t1AWt81Hx8f6tWr9+l/AXnYP//8w+jRo6Xgn7GxMVu2bNHJ\nh4thw4ZRu3ZtRo4cSWRkJEuXLuXq1avSlN2YmBi2b9+OUqnk3LlzWs+tWrUqw4cPZ+jQoVSqVOmz\n1/K2O3fuMGPGDCDt+//777/rpGIlPj6erVu3sn79+nTB7U6dOqFQKLC2ts6TjdsLFSpE+/btad++\nPT///DM3b96UgoH//vsvKpWKyMhIvL298fb2pmjRonTs2BEbGxusra1zPGtZ+HyXLl3C3t5emjr6\nPprPer///ntOLUsQCqy3s7BLlCihv4UIBcInBQBHjBih63UIgvCWR48eST3bmjVrRs+ePfW8IkEQ\nhPSMjY0xNzd/75CGrJYXZ2Z68dtBwbe/NjU1RaFQSIHFxo0bs2nTJr788svsOfFcbtu2bYwbN04a\n+AFppbCfMkwjI61atSIoKAgnJyf+++8/AgMD+eqrr7CwsCA4OFiaXA9pQSYbGxucnJzo3LlztgTK\nkpOTGTduHLGxsRgYGLBy5UpKliz5Wcd8+PAh7u7ueHl5aZURmpiYYGdnx6hRo/JdgLl27drUrl2b\nr7/+mhcvXnDgwAGpVDgmJoaEhASCg4MJDg4GoEmTJvTo0QNra2uaNGlSIHts5jU//fTTB4N/Gh4e\nHowcOZIGDRrkwKoEoeB6/fq19LUIAArZTeR1C0Iuo1arWbFiBcnJyRgaGjJ9+nRxQS0IQp7zKeXF\nbwcIs1perPHll1/y1VdfcfjwYSlI+OWXX+bJ7KxP4ePjwzfffKPVqmXixIlSfyFdqlKlCt7e3gwf\nPpz//vtP+l5q1KhRA0dHRxwcHPjiiy90/vpvW7x4MaGhoUBa1nzbtm0/6ThqtZrjx4/j5ubGvn37\ntIKoZmZmjBo1iqFDh352cDEvKFOmDEOGDGHIkCEkJSVx8uRJAgMDCQoKkr7PFy9e5OLFi/z+++9U\nrFhRygzs2LFjjvX8FDLv1q1b6SZuf8iGDRtEFqAgZLO3bzAVhPcWQb9EAFAQcpmjR48SFhYGgL29\nvU4zNgRBEHILXZcXa0RERPD3339rPaYpL363/6Amk7BUqVL54kaLp6cnU6ZM0Xqsc+fOzJo1S6ev\no1arOX36NEqlkl27dkmTljVkMhkKhULnE60z8u+//7J48WIALCws+O6777J8jNjYWLZu3Yqbmxvh\n4eFa27766isUCgXdunUrsMMwjIyM6Ny5M507d2bevHlcvXpVCgaePXsWtVrNkydP2LBhAxs2bMDE\nxITOnTtjbW2NtbV1tgeAhcz5999/s7T/yZMns2klgiBoaAKAhQsXxsTERM+rEfI7EQAUhFwkNjZW\nmq74xRdf4OrqqucVCYIg6MfHyou3bt3KpEmTSExMBNICPyVKlODBgwc6LS/OyenFn2Pt2rXMnj1b\n67EqVaqwZs0anTXyf/HiBf7+/nh5eXHt2jWtbebm5rRo0YIdO3YQHx/PunXrSEpKYv78+RgZGenk\n9d/nzZs3jB8/HpVKhYmJCatWraJw4cKZfv7du3fx8PDA29tbqwyrWLFiODg4oFAoqF27dnYsPc+S\nyWTUr1+f+vXrM2nSJCIjIwkODiYoKIhDhw4RFxdHXFwc+/btkyZON2/eXBok0qBBg3wRcM8rVCoV\n165d4+zZs2zatClLz01ISMimVQmCoPHixQuAfHMzUsjdRABQEHKRDRs2SG8CU6ZMEYM/BEEQ3sPD\nw4OZM2eiUqkoVKgQS5cuxc7OTtqu6/LiD00vzg3lxcuWLePnn38G0qbrqlQqihQpgoeHB2XLlv2s\nY2tKYpVKJXv27JECrgBFixalX79+yOVyWrdujUwmw9XVFblczoMHD9i4cSM3btxg/fr1lCtX7rPW\nkZEZM2Zw//59AObPn0+tWrUydU4hISG4ubkRFBSkVS5dq1YtRo0ahYODA8WLF8+WNec35cuXZ9iw\nYQwbNoyEhASOHz8uDRJ5/PgxarWa0NBQQkNDWbBgAVWrVpWCge3ataNIkSL6PoV85dWrV4SGhnL2\n7FnOnj1LaGhohhnTHyOGvAhC9tNM487tE+SF/CHbAoAnTpxg48aNnDp1iocPH/LmzRutPirvI5PJ\npGl1glDQXLt2jX/++QeADh060KVLFz2vSBAEIXdRqVT8+uuvLFu2DIDixYuzYcMGOnXqpLWfPqYX\n66O8WK1W8+eff/Lbb79Ja0lKSgJg4cKFNGvW7JOPHRkZia+vL15eXukyJxs2bIhcLmfw4MHp+hU1\nbNiQoKAgXFxcOHnyJCdOnMDGxgZPT08aNmz4yet5n61bt7J582YA+vTpw7Bhwz64f0xMDH5+fqxf\nv54bN25Ij8tkMrp164ZCocDKyqrAlvnqQtGiRenatStdu3blt99+49KlSwQFBREQEMD58+cBePDg\nAevXr2f9+vWYmpry1VdfYWNjQ7du3T47YF3QqFQqrl+/zpkzZ6SA3/Xr1zPcv1y5crx+/VorQ/pD\nhgwZoqulCoKQgefPnwMiACjkDJ0HAOPi4nBxcZEuyN6+qyoIwvulpKSwZMkS1Go1RYsWZdq0aSIF\nXBAE4S0JCQlMnDiRHTt2AFCpUiV8fHw+aUJlZqcXvx0gzI7pxZ9TXqxWq5k3bx5Lly4F0oKhmsCl\nXC7H0dExy8dUqVSEhISgVCrZt2+f1k1ZExMTbG1tkcvlWFhYfPA9qly5cmzZsoVZs2axceNG7t+/\nT69evVi1ahW9evXK8rre5/79+1Kvv4oVK7J48eIM13Tr1i3c3d3x8fHRCu4WL16cYcOG4eLiQs2a\nNXWyLuH/yGQyGjduTOPGjZkyZQoREREEBwcTGBhISEgICQkJxMTEsHv3bnbv3o2BgQEtW7bExsYG\nGxsbzM3NxbXQO16/fi0F+j6W3WdoaEijRo1o0aIFLVu2xNLSkurVq7No0SIWLVr00dcqX748tra2\nuj4FQRDeERkZCaQNXhKE7KbzAODw4cPZtWsXarWaYsWK0bhxY06dOoVMJqNBgwYYGxtz9+5dKdIt\nk8mwtLQUpY5CgbZ161bu3LkDwNixY6lUqZKeVyQIgpB7vHz5khEjRkgN6Rs2bIiPj0+2lKfl9PTi\nd8uL3w4QZlRerFarmTNnjtQztnz58tIHCAsLCxYsWJClc46IiMDb25tNmzZJ5bQazZo1Qy6XY2tr\ni6mpaaaPaWRkxKJFi2jQoAGzZs0iLi6OESNGMGPGDCZPnvxZgZ3U1FTGjx9PdHQ0MpmMFStWpMuc\nUKlUHDx4EDc3Nw4cOKC1rU6dOigUCoYMGZKlcxI+z5dffolcLkculxMXF8fRo0elQSJPnz5FpVLx\n77//8u+///Lzzz9jZmZGjx49sLGxoXXr1lnq7ZgfZDW7r3z58rRo0UL606xZs/cOFPj222+5ePEi\ngYGBGR7L1NQUT09P8flMELKZSqWS4iLZ1SpDEN6m0wDg/v372blzJzKZjAEDBrBx40aKFy8ulVLM\nmzePfv36AXDmzBnmzp1LQEAAiYmJbN68merVq+tyOYKQJzx69Ahvb28A6tati4ODg55XJAiCkHvc\nv38fBwcHqWTTysoKd3d3vfVn03d5cdWqVdm1axe7d+8GoGrVqlL/oLJly+Lh4ZGpnmopKSkcPHgQ\npVJJcHAwqamp0rbixYszePBgHB0dadKkSZb+ft4mk8lwcXHB3NycUaNG8fLlSxYuXEh4eDh///33\nJ087XLp0qTTN9Ouvv6Zjx47Stjdv3uDj44O7u7tWVqZMJqNHjx4oFAo6duwoMsv0zMTERMr0U6lU\nXLhwQeobqAmW3717l9WrV7N69WpKlixJly5d6NGjB126dKFUqVL6PYFs8Pr1a6l335kzZwgLC+PN\nmzfv3dfQ0JCGDRtK2X0tWrSgevXqmfq5Lly4MB4eHixdupT169dLwQdI+3fStWtX5s6dS7169XR2\nboIgvN/Lly+l91/RAkHICToNAHp6egJppRibNm36YFlLy5Yt2bt3L99++y1Lly5lwIAB/Pvvv9k6\nKU4Qchu1Ws3ff/9NUlISBgYG/PDDDzqb1igIgpDXXbhwgaFDh0rZbUOHDuXPP//M1ZlAn1JerPn6\n4cOHUg8/+Hh5sUwm4+nTpyQlJSGTyRg4cCDh4eHExcVlWF784MEDNm3ahLe3N0+ePNHa1rJlS+Ry\nOf369dNp5k/Hjh0JDAxELpdz7do1du7cye3bt1EqlVSuXDlLxwoLC+P3338HoHHjxsyYMQOAGzdu\n4Obmhp+fH7GxsdL+pUqVYvjw4Tg7O4sbzbmUgYEBFhYWWFhYMGPGDB4+fEhQUBCBgYEcO3aMpKQk\nXr9+zfbt29m+fTuGhoa0adMGGxsbrK2tMzX4JbfRZPe9Xc777mTtt5UrVy5ddt/n/BstXLgwU6dO\nZeLEiYSEhPDkyROKFi1KmzZtxL8TQchBT58+lb4WGYBCTtBppEFT6mtvb//ei8739QP8888/CQwM\n5OLFi7i7uzN27FhdLkkQcrWAgAAuXLgApJXPi7utgiAIaYKCghg9ejRxcXEATJ8+nSlTpuTpzK2s\nlBdrAoMfKi9Wq9VSwFCtVuPm5oabm5u0XVNeXK1aNZKSkrhx4wZXr17Vuh4rVaoUdnZ2yOXybH0P\nqlGjBvv27WPcuHEEBgby33//0b17dzZs2ECrVq0ydYyYmBhcXV1JTU3F2NiYFStWcPjwYdzc3Dh8\n+LDWvg0aNEChUDBo0KBPzjQU9KNKlSq4uLjg4uJCTEwMISEhBAQEsH//fp4/f05qairHjx/n+PHj\nzJkzB3NzcykY2LJly1x5IzWnsvuyqkiRIlhbW+v8uIIgZM7bAcDy5cvrcSVCQaHTd0jNhem75SKa\nN6zExMR0zzEwMMDR0ZHvv/8ef39/EQAUCoyoqCjpg1rlypVxdXXV84oEQRByB09PT7777jtUKhWF\nChXir7/+KhDtETIqL05KSsLV1VWaFF+zZk1q1qzJ/v37gbRBIyqVipiYGK3jfai8WCaTUb58eerW\nrUtSUhLBwcFcu3ZNKjXOjunFxYsXZ+PGjSxYsIClS5cSGRnJwIEDWbRo0Ucn+ALMmjWLu3fvAtC1\na1ecnJyk/4e0a8pevXqhUCho165dng4WC2lMTU3p3bs3vXv3JjU1lbCwMAICAggKCuLq1atAWvbn\njRs3WL58OWXKlKFbt25YW1vTpUsXvbQKUKlU3LhxI13vvowGI+o6u08QhLzj7Uz8L774Qo8rEQoK\nnQYAExISgLQL0bcVK1aM2NhYXr58+d7n1a5dG+CDqe+CkJ+o1WpWrFghlSl9//33nzwJUhAEIb9Q\nqVTMnz9fmmxramqKh4cHVlZW+l2YHiUmJjJq1CipYX+rVq2YOHEiI0aMAMDc3JygoCCKFSvGq1ev\nuHnzJjt37iQwMFArOPYutVrNs2fPePbsGUePHk23PbumFxsaGvL9999Tv359Jk2aREJCAt988w3h\n4eHMnTs3w+ytnTt34uPjIx1DEwyFtMmJjo6OODs7U6VKlU9al5D7GRoa0rJlS1q2bMkPP/zA3bt3\npVLhEydOkJKSwosXL/D398ff35/ChQvTvn17rK2tsbGxoVq1atmyrjdv3qTL7nv9+nWG59CgQQOt\n7D4zMzMRrBaEAkoTACxevDjGxsZ6Xo1QEOg0AFiqVCmioqKkch2NsmXLEhsby82bN9/7PE1gUNPE\nWhDyu6NHj3LixAkABgwYQMuWLfW8IkEQBP1KTEzkm2++YevWrUBaP2EfHx8aNmyo55XpT1xcHCNH\njuTQoUMAdOjQgYULF9K/f39UKhWmpqZs3LgRU1NTbty4gVKpxM/PjxcvXmgdx8rKimHDhmFhYcHj\nx48zVV6c2enF7wsQZjS9+G2DBg2iZs2aODk5ERERwerVq7l69Srr1q3TGvCQkpKCj48P3333nfSY\npmF648aNUSgUDBw4UHxwKoDMzMwYM2YMY8aM4c2bNxw8eJCgoCCCg4N59eoVycnJHD58mMOHDzNr\n1izq168vDR5p3ry5NKQwK97N7gsNDeXatWsfze6ztLSkZcuWIrtPEAQtmgBghQoV9LwSoaDQaQDQ\n3NycqKgo7t27p/V4o0aNuHfvnlSq8q6QkBAgfeagIORHb968YeXKlUDaheE333yj5xUJgiDo1+vX\nrxkxYgTHjx8H0vq3+fj4UKlSJT2vTH9iYmKQy+UcO3YMgK+++oo1a9Zgb28v3TD9888/OXfuHJMn\nT+bUqVNaz69QoQLDhg1j+PDhWk39zczM3ju9OCEhgQcPHrx3cvH9+/fT9Sv7UHlx4cKFqVq1qtb0\n4re/1pQXW1hYEBwczMiRIwkNDeXw4cP06NEDLy8vypQpg5eXF+7u7jx69Eg6tqGhIX379kWhUNCq\nVSuROSUAaZ8hBgwYwIABA0hJSeH06dNSdqAmASE8PJzw8HCWLFlC+fLl6datGz169KBz584ZBuVE\ndp8gCNnp8ePHQNpNNUHICToNALZo0YKTJ09y7tw5rcd79OjBnj17uHjxImvWrNHqdbZt2zb8/PyQ\nyWS0aNFCl8sRhFxpzZo1vHr1CoAZM2bopT+NIAhCbvHw4UMcHBykNiCdOnXCw8OjQN8UfPPmDUOH\nDpWCazY2Nqxfv56ZM2dK11hNmjRh2rRpWsEIAwMDunbtilwup3v37lkahlC0aNEMpxcDvHr1Kl1Q\nMKPpxcnJyR+cXly8eHEpW7B69eoMGDAAY2Njjh07xq1bt+jUqZN0nLc1b96cDRs2ULFixUyfl1Dw\nFCpUiHbt2tGuXTt+/PFHbt26RWBgIIGBgfz777+kpqYSGRmJj48PPj4+FClShA4dOmBjY4O5uTn3\n7t3TmsybUXZf2bJlpb59IrtPEISsUqvVPHz4EBABQCHn6DQA2LVrV5YtW8bBgwdJTU2Vyj+GDx/O\njz/+yIsXLxg/fjzr16+ndu3a3Lx5k9DQUNRqNTKZjDFjxuhyOYKQ65w+fZoDBw4A0L179wLd10oQ\nBOHixYsMGzZMmoJnZ2fHX3/9hZGRkZ5Xpj+vXr3Czs5OCvT17duX1atXo1QqUSqV0n4XL16Uvq5c\nuTLDhw9n2LBhVK5cOVvWVapUKUqVKvXe6cUqlYqIiAipnPjdAOG75cXR0dEfLC9+N/AHUK1aNVat\nWiWapAtZVqtWLcaPH8/48eN5+fIlBw4cIDAwkAMHDhAdHU1iYiIHDhyQrs/ex8DAgAYNGkiZfS1a\ntKBGjRoiu08QhE/28uVLqXWauLEl5BSdBgBtbGwwMzMjPj6e/fv3Y2NjA6RdNLq5uTFkyBBSUlII\nDQ0lNDQUQLqr5uLiwoABA3S5HEHIVWJjY/n7778BKFmypFY/I0EQhIJm//79jBo1Srr4nTp1KtOm\nTSvQH6ifP3/OkCFDpMDYoEGDGD16NGPGjGHPnj1a+xoaGmJjY4NcLuerr776aM+97GRgYEClSpWo\nVKlSlsqLb926xZ07d0hMTPzoa9y/f5/WrVtnurxYEN6mUqm4efOmVmZfdHT0R59nampKu3btsLOz\nw9raWvSaFARBZx48eCB9LQKAQk7RaQCwSJEiGZZ79O/fn5CQEObMmUNISAgpKSkA1KlTh0mTJjF2\n7FhdLkUQcp3169fz/PlzAL777jvKlCmj5xUJgiDoh1Kp5LvvvpOqBf744w8cHR31vSy9evr0KYMH\nD+bq1asAtGzZkuvXr9OjRw+t/SpWrIiLiwsODg55pmTo3fLiCxcusG7dOm7fvq1VOlyyZEksLCwo\nWrQowcHB0rCPt2W1vPjtAOHnTC8W8pbo6Oh0vfs07VfeZWBgQP369alTpw4qlYo7d+7w33//oVar\niYmJISgoiKCgIIyNjencuTPW1tZYW1uLpv2CIHyWtwOA2ZW9Lwjv0mkA8GPatm1LcHAwKSkpPH/+\nnGLFion+Z0KBcOHCBfbu3QtAx44dpexYQRCEgkStVrNw4UIWL14MQLFixXB3d6dLly56Xpl+PXny\nhAEDBkhBrUKFCnHmzJl0+40dO5affvrpk6aX6ltSUhL//PMPbm5u6c6tZcuWKBQK+vTpg5GREfv2\n7SMgIEBrn7Jly+Li4oJarf6s8uLPnV4s5D4qlYpbt25Jk3nPnj3L1atXM+zdV6ZMmXS9+0xNTbX2\nef78Ofv37ycgIIDDhw8TGxtLfHw8AQEB0s9m8+bNsba2xsbGhoYNG4rMU0EQskQzONXIyIjy5cvr\neTVCQaHTAGBKSkqmGk4XKlQoz9y1FoTPlZCQwJIlS4C0D7szZ84UF4mCIBQ4SUlJfPvtt/j7+wNp\nU2o3bdpEkyZN9Lwy/bp06RKDBg3ixYsX0mOaKolSpUpJWUuOjo788ssv+ljiZ3n69Cmenp5s2LCB\nZ8+eSY8bGRkxcOBARo8erdVXMCIigkmTJgFpQb+ePXvi5eVFVFQUy5Yt4++//2b69OnS/tk1vfjt\nAKEoL85doqOjCQsLk7L7QkNDP5rd93bvvpo1a370+1iuXDkcHBxwcHAgMTGR48ePExgYSFBQkNS0\nPywsjLCwMBYuXEiVKlWkYGD79u0pUqSIrk9bEIR8RhMArFSpUp68sSfkTToNAFasWBEHBwfkcjmt\nWrXS5aEFIc/y9PTkyZMnAEyaNEk0MBcEocB58+YNI0eO5OjRowDUq1cPHx8fqlSpoueV6YdarebE\niROsXr06XaZbkSJF6NevH7Vq1WLhwoUAWFhYsGDBAn0s9ZOFhoaybt06du3apTXUo2LFijg7OyOX\nyylXrpzWc1QqFRMnTpSCoX///TfW1tZYWloybdo0EhISGDNmDFeuXGHmzJkYGBhkaXrxuwHCz51e\nLMqLs59arebmzZtSdl9oaCjh4eEfze6ztLSkZcuWWFhYpMvuy6oiRYrQpUsXunTpwsKFC7l8+bIU\nDAwLCwPSppm7u7vj7u5OsWLFsLKyokePHnTr1i3dz7kgCALA3bt3AQrstZCgHzoNAEZFRbFy5UpW\nrlxJnTp1cHJywtHRkapVq+ryZQQhz7h69So7duwAoFWrVmLQjSAIBc6jR48YOnQo4eHhALRv356N\nGzdSsmRJPa8s5z1//hw/Pz+8vLy4efOm1rZy5crx7bffMmTIEJ4/f0737t2BtCw4Dw+PPBFcSkxM\nZOfOnbi5uUlTjDXatGmDQqGgV69eFC5c+L3PX7t2LYcPHwbA2dkZa2trIC37sXbt2jg7O/P8+XOW\nLFnCtWvXWLly5UeDOzk5vbhChQoZBghFeXHm5ER23+eQyWQ0atSIRo0aMWXKFCIiIggODiYoKIiQ\nkBDi4+OJjY1lz5497NmzB5lMRosWLbCxscHGxoa6deuKLFJBEEhJSeH+/ftA2pR7QcgpMnVGt9A+\nQbly5aS7tpo3N5lMRqdOnRgxYgSDBw+mWLFiuno54R2aARNC7pCUlMTEiRO5d+8eRYsWxdfXV9zh\nEXLU0qVLUSqVlCxZEj8/P30vRydKly6NoaEhqampvHz5Ut/LET7i0qVLDB06VAqkDB48mCVLlhSo\n8jiVSsXRo0dRKpXs3btXKxtOw8XFhYULFyKTyYiJicHa2pobN25gYGDAli1b6Nixox5WnnlPnjxh\nw4YNKJVKIiMjpceLFi3KoEGDUCgUNGrU6IPHuHz5MtbW1iQlJVGnTh2Cg4MxMTHR2ufhw4fI5XIp\nAFe/fn2USiXVq1fX/UmRVl788OFDrQDh20HCd8uLP0SUF6enVqvT9e77WHafpaWl1LtPF9l9uhQf\nH8/Ro0el7MB3A8gAZmZmUqlw27ZtMwyGC58nv10rnDp1ih9//BEAf39/atasqd8FCZ/t7t27DB48\nGIAZM2ZgZWWl3wUJedKnZJjrNAPwyZMn7N27F09PT/bs2UNSUhJqtZqQkBBCQkKYMGECAwcORC6X\n061btwJ3oSMULH5+flJvh/Hjx4vgnyAIBcqhQ4dwcXEhJiYGSGuBMGvWrALz3h8REYGPjw+bNm2S\nynw0NB9MAebNm8eYMWOAtIDIxIkTuXHjBgDff/99rg3+qdVqTp8+zbp169izZ4/UtxDSyplcXFwY\nPnx4pibex8fHM3bsWJKSkihcuDCrV69OF/zTHPeff/5h4sSJ7N69m/DwcKytrXF3d6d9+/Y6PT9I\nC2DWrl2b2rVrv3d7RuXF9+/f58GDB6K8+B3R0dGcO3dOq5w3o+CMJrvv7WEd2Z3d97mMjY2lCcFq\ntZqLFy8SGBhIQEAA//33H5D2oX/t2rWsXbuWEiVK0KVLF2xsbOjatSulS5fW8xkIgpBT3n4vEBmA\nQk7SaQCwcOHC9O/fn/79+/Py5Uv8/PxQKpWcPHkSgNjYWLy9vfH29qZixYo4Ojoil8tp2LChLpch\nCHp39+5dKeOqUaNG2Nvb63lFgiAIOWfTpk1MmTKFlJQUDA0N+f3333FyctL3srJdamoqBw8exMvL\ni8DAQCnIB2BqakqnTp0ICQkhNjYWgD/++IMRI0ZI+6xYsYJ//vkHgD59+jBhwoScPYFMiI+PZ/v2\n7bi5uUlBDY0OHTqgUCiwsbHJ1FA4jZ9//pmrV68CaUHPxo0bZ7hvsWLFcHNzY/Hixfz222+8ePGC\nwYMHM3/+fJydnT/tpD5RVsqL3+0/mN/Li7Oa3Ve6dGmtYF9uy+7LKplMRtOmTWnatCnTpk3j8ePH\nBAUFERAQwLFjx0hMTOTNmzfs2LGDHTt2YGhoSOvWraVS4Vq1aun7FARByEa3bt0C0m52iCQRISfp\ntAQ4I7du3UKpVOLl5aUV7dbcxWvWrBkjRoxg6NChYgT2ZxAlwLlDamoqU6ZM4erVqxQqVAhvb29x\nISfohSgBFnKaWq1m0aJFLFq0CAATExPc3Nykfnb51aNHj9i0aRPe3t48evRIa1uLFi1wdHSkYsWK\nuLi4EBsbi4GBAUuXLsXBwUHa7+jRowwePBiVSoW5uTlBQUG5KgDy8OFDPDw88PLy0ppYbGJiwpAh\nQxg1ahT169fP8nGDg4MZNmwYAJ06dWLz5s2Znoa4e/duJkyYQFxcHJDWN3DevHl5oqwyJ8qLNV/n\nRHlxTEwMYWFh+Ta7T5diYmI4cuQIgYGBBAcHa5XNa9SuXRsbGxusra1p1apVlgLqWZGQkMDBgwd5\n8uQJxsbGtGnTJl+Ul+a3awVRApz/TJ8+nQMHDlCtWjXWrl2r7+UIedSnlADnSADwbSdOnMDT0xN/\nf3+tpr4ymYzChQuTkJCQk8vJV0QAMHfYuXMnq1atAmD06NG4urrqeUVCQSUCgEJOSk5OZvLkyfj6\n+gLwxRdfsGnTpvdmR+UHycnJBAcHo1QqOXjwICqVStpWsmRJhgwZglwup0GDBhw5cgS5XE5cXByG\nhoasXLkSW1tbaf9Hjx7RtWtXoqKiKFasGMHBwRlOtc1JmmnF69atY9++fVrnaGZmhouLC0OHDqVU\nqVKfdPxnz55hZWVFZGQkpUuXJiQkhIoVK2bpGJcuXUIul/Pw4UMgbcjM+vXrKVu27CetKbfISnnx\nx7xdXqwJDH5OebFareb27dvpsvve/vl4W+nSpbV69zVv3jxXBbf1SaVSERYWJvUNvHLlSrp9Spcu\nTdeuXbGxsaFLly6UKFHis183OTmZP//8Ew8PD62APoCVlRU//vhjnq7Qym/XCiIAmP8MGjSIe/fu\n0blzZ2bOnKnv5Qh5VJ4IAGokJSXxzz//4Onpyd69e0lJSUEmk2mVywhZIwKA+hcZGcmYMWOIj4+n\nRo0aeHt7Y2RkpO9lCQWUCADmXhEREWzZsoXbt29jaGhIkyZNGDhwYJ79UBwdHY2Li4s0wbVOnTr4\n+Pjky7429+7dw8vLCx8fH54+faq1rU2bNjg5OdGnTx+MjY0B2L9/PyNHjiQxMZHChQuzdu1a+vTp\nIz0nISGBfv36SVNz3d3d6du3b86d0HvExcWxdetW3Nzc0gUkrKysUCgUdOvW7bPKTtVqNcOGDWP/\n/v0AbNiwgd69e3/SsSIjI3FxceHUqVMAVK9eHaVS+UkZiXlBVsuLP+Zj5cXx8fHpeve9GzTS0GT3\nvR3wq1WrVoHJ7vtc9+/fl4KBx48fTzc0qFChQrRr104qFf6UATjJycnI5XIOHDiQ4T7FihXD39+f\nVq1aZfn4uUF+uVbQEAHA/CUhIYFOnTqhUqkYOXKkVjWAIGSF3oeAZEVycjJv3rzh9evXIugn5Atq\ntZrly5cTHx8PwOzZs0XwTxAELQkJCcyePZtNmzZpDU0AmDt3LlOmTGH8+PF56sPykydPGDp0KJcv\nXwagXbt2bNy48ZOzwnKjpKQk9u3bh1KpJCQkRGtbmTJlcHBwwNHRMV3W3r59+1AoFCQlJVGkSBHc\n3d2xtrbW2mfWrFlS8G/ixIl6Df7du3cPDw8PvL29tao0ihUrhr29PQqFQmeZie7u7lLwz9HR8ZOD\nfwDly5dn69atTJ8+HS8vL+7du0fPnj1ZtWoVPXv21Ml6cxMDAwMqVapEpUqVaNeuXbrt75YX379/\nX6vU+N3y4qdPn/L06VNOnz6d5bWI7D7dqlatGqNHj2b06NFER0dz8OBBgoKC2L9/Py9evCAlJYUj\nR45w5MgRZs+eTb169aSpwpaWlpkKyv/5558fDP5BWt/2kSNHcvr0afH9FAQdu3nzppQxXaNGDT2v\nRihocjQAqFarCQoKwtPTk507d0qBEk0S4vsmvglCXnH8+HH+/fdfIC2tu1mzZvpdkCAIuYom60KT\nJfeu6OhofvzxR6KiopgzZ07OLu4TXblyhaFDh/L48WMABg4cyLJlyyhSpIieV6Ybmh7Gfn5+6bLs\nO3XqhKOjI7169Xrv+e7cuZOxY8eSkpKCsbExnp6eWFlZae3j5eWFUqmUjjdr1qxsO5eMqNVqjh49\nyrp16wgMDNQa0lCjRg0UCgUODg46KTvUuHr1qpTNUqtWLX799dfPPqaRkRGLFy+mQYMG/PDDD8TG\nxuLk5MTMmTP59ttv81RQ/XNlZXrxzZs3CQsL4/r16zx9+lTqp5hZycnJRERE8N9///H69Wtu3LiR\n76YX60vx4sWl4YopKSmcOXOGoKAgAgMDpUnhV69e5erVq/z999+UK1eObt26YWNjg5WV1XsDdwkJ\nCXh4eGTq9SMjI9m+fTtyuVyn5yUIBZ1m6BUg+sQLOS5HAoAXL17E09MTHx8fqSxBc4Epk8no3Lkz\nTk5ODBkyJCeWIwg6FxsbK/X9K1euXK6c3CgIgn6tX78+w+Df25YtW0aPHj1yfenVkSNHGDlyJNHR\n0UBa9tr333+f6QEOuVVCQgL//PMPSqWSEydOaG0rX748Q4cOxdHR8YN37Tdv3syECRNQqVSYmJiw\nadMm2rdvr7XP+fPnmTFjBgCVK1dmzZo12dbo/31iYmLYvHkz69ev59q1a1rbunbtikKhoEuXLjr/\nfiYmJjJ27FgSEhIoVKgQq1evplixYjo5tkwmY/To0dSpUweFQsGrV69YsGAB4eHhLF26tMDfaNb0\n7tP07Ttz5swHe/eZmJhQoUIFTExMpFLKd8veY2JiMj29+N3+g7lxenFuVahQIdq2bUvbtm2ZO3cu\nt2/flqYKnzp1itTUVJ4/f46vry++vr4YGRnRoUMHqVS4cuXKABw6dCjD8u338ff3FwFAQdAxzXtu\nqVKl8ny/WiHvybYrzadPn0p3tv/77z8ArbvK5ubmyOVy5HL5J/WvEITcRKlUEhUVBcCUKVMoXry4\nnlckCEJuolKpcHd3z/T+7u7uuToA6Ofnx6RJk0hJScHAwICFCxfi7Oys72V9lqtXr6JUKt87pKxL\nly7I5XKsra0/OmFWqVQyZcoU1Go1xYsXx9fXN933MioqCmdnZxITEzEyMsLDw+OT+rh8itu3b+Pu\n7o6Pj49WKWjx4sUZOnQoLi4u2ZqRMG/ePKlcfMaMGdmSLd+5c2cCAwORy+Vcv36dHTt2cOfOHTw9\nPalUqZLOXy+3iomJ4fz581q9+zTXKu+SyWTUq1dPazJvrVq10gWAdVleXLhwYapUqZKu/2BOTi/O\nq2rWrMnYsWMZO3Ysr1694uDBgwQEBHDgwAHevHlDUlISBw8e5ODBg0yfPp1GjRrRrVu3dFPKP+bJ\nkyfZdAaCUHBpMgBFf1RBH3QaAExISGDbtm0olUoOHDgg9fbTBP5Kly6NnZ0dTk5OtG3bVpcvLQh6\nc/PmTXbt2gWk9b7q1q2bnlckCEJuc/XqVe7cuZPp/ffu3Ytarc51F4ZqtZrFixezcOFCIC1DaN26\nden62uUVsbGx7Ny5Ey8vL86cOaO1rVKlSgwbNoxhw4ZRtWrVTB1v/fr1UlZfqVKl2Lx5c7oAV2pq\nKq6urtLU2oULF2JhYfH5J/MBKpWKQ4cO4ebmxoEDB9LdkFUoFNjZ2WV7r6/Dhw9L2fLt2rXL1mz5\nmjVrEhAQgKurK8HBwVy4cIFu3bqxceNGWrZsmW2vqy9Zze4rVaoUlpaWtGzZkhYtWmBhYZGpMu+s\nlBd/bHpxcnIyd+7cyfB3Y/HixaVswbezB6tXr07VqlWlQTsFXalSpbC1tcXW1pbk5GT+/fdfAgIC\n2LNnj/R75kNZmh8i+rQLgm4lJSVJJfy66qkrCFmh0wBghQoViImJAf4v6FeoUCF69OiBk5MT/fr1\nE0MRhHxFpVKxfPlyVCoVRYoUYdq0abnuA7sgCPqX1SmE8fHxJCQk5KoPuMnJyXz33Xd4e3sDaeWw\n3t7e2R68yg4XL17Ey8uLLVu2SCXMAIaGhnTv3h25XE7Xrl2zVJ64atUqqXdj2bJl2bJlC40aNUq3\n3/z586VBIo6OjtlaXhcdHY2vry/r16/n1q1b0uMymQxra2sUCgWdO3fOkfetqKgoKeBXsmRJVq5c\nme3ln8WLF0epVDJv3jyWLVtGZGQkAwYM4M8//8zzUxezI7tPF0qVKkWpUqVo2rRpum2a6cUZBQjf\nzTaLjo7m8uXLUsbou0R58f95+fIlYWFhhIWFERoayrlz57JU6puRvN7SQRBymxs3bkhD4OrUqaPn\n1QgFkU4DgG9fRFtYWODk5MSwYcMoX768Ll9GEHKNwMBAKY3b2dmZKlWq6HlFgiDkRlkdoGBkZJSr\nmufHxMTg4uLCoUOHAKhduza+vr55qoVHdHS0VKVw4cIFrW3VqlVj+PDhDBs2jC+//DLLx168eDEL\nFiwA4IsvvmDbtm3UrVs33X579uzh77//BqBZs2bSc3Tt5s2buLm54evrS2xsrPR4yZIlGT58OM7O\nzpiZmWXLa7+PWq3m22+/lfrH/fHHH1JPsuxmaGjInDlzaNCgAZMmTSIxMZGJEycSHh7OnDlz8kSQ\nSK1Wc+fOHa3svitXrmSY3VeyZEmt7L7mzZvrdIjLp3p7evH7KoFEeXHmJCYmcvnyZUJDQ6WA34cy\nzE1NTbGwsKBevXqEh4dz7NixTL9WRj9jgiB8mvDwcOlrEQAU9EGnAcCKFSsyfPhwRowYQcOGDXV5\naEHIdaKjo9mwYQMAVapUEU2SBUHIUIMGDahSpYpUjvUx1tbWuebDaUREBEOHDpXKx1q3bo2npydl\nypTR88o+Tq1WExYWhlKpZPv27VoTTgsVKkTPnj1xcnKiU6dOn5TpolarWbhwIYsXLwbSyoa3bdv2\n3h56N27ckDLgypYti4eHh06DvCqViv3797Nu3bp0w2bq1avH6NGjGTRokM4GbmSFl5cX+/btA8De\n3p4BAwbk+BoGDx5MzZo1cXJy4unTp6xcuZKrV6+ydu1aSpYsmePr+ZC3s/tCQ0M5e/bsR7P7LC0t\npey+2rVr58nMrayWF78dIMyv5cWa4K8m0BcWFsalS5e0zvVthoaG1K9fH0tLSywsLLC0tMTc3FwK\ndHt6emYpAJhfJroLQm6huZYqW7ZsjvX+FYS36TQA+ODBgzx5wSEIn0KpVPL69WsApk6dKi6SBEHI\nkKGhISNHjuTXX3/N1P65JbPu6tWrODg4SI3j+/fvz/Lly3NVduL7vH79ms2bN+Pl5ZWufLBmzZrI\n5XLs7e0/q0JBrVbz008/sWLFCiAti3Dbtm3v/d7FxMQwYsQIYmJiMDAwYO3atTrLGH/9+jU+Pj6s\nX7+eu3fvSo8bGBjQs2dPFAoF7du311tA+ebNm3z//fcAmJmZZVvWY2Y0b96c/fv34+TkxLlz5zh4\n8CA9evTAy8srWweffMj7svvCw8Mz7L2WW7P7ckJBKC9+8eJFulLeD7WQqFKlCs2bN5cCfk2aNPlg\nkL9BgwZZWo9I6BAE3dIMR31flYAg5ASdBgBF8E8oKO7evcs///wDQMeOHenQoYOeVyQIQm7n6upK\nUFDQe8vV3qUJKv3www96K1E8duwYI0aMkMruvv76a+bMmZNr3+vVajWnTp3Cy8uLXbt2kZCQIG0z\nMjKib9++yOVy2rVr99nBMJVKxaxZs1i/fj0ANWrUYPv27e8ta1Wr1UycOFFq+j179mw6der0Wa8P\ncO3aNdzc3PD399fKbCxdujSOjo44OztnenhJdklKSmLs2LHExcVhaGjIypUrKV68uF7X9OWXX7Jz\n504mT57Mli1buHnzJtbW1qxbt44uXbpk++vHxsam6933/Pnz9+4rk8moW7euVu++vJrdl90yW178\ndlBQV+XFb5cWZ6W8ODExkUuXLmmV8r4dxH9X8eLFsbCwoHnz5tKfChUqfPwv5y2WlpY0bNgww8Dn\nu0aMGJGl4wuCkLE3b95w7949IC0zXxD0QacBQEEoCNRqNWvWrEGlUlG4cGEmT56s7yUJgpAHFC1a\nFD8/PyZNmsTOnTvTbTcyMmLw4MEcOnSIJ0+esGLFCm7cuMGaNWuyfTrru7Zs2cL//vc/kpOTkclk\nzJ8/H4VCkaNryKyoqCj8/f1RKpVSkE2jbt26ODo6Ymdnp7OSZZVKxdSpU1EqlUBaD5+tW7dm2Dtw\nxYoV0g2jPn36MHHixE9+7dTUVAIDA3Fzc+Po0aNa2xo1aoRCocDW1jbXlC/+9ttvUr/FqVOn5prp\nu8bGxqxcuZIGDRrwyy+/8ObNG4YOHcpPP/2Eq6urzrIl1Wo1d+/elTL7zp49y5UrVzLM7itRooRW\ndp+lpWWBye7LbvouL65atSqGhoZERETw33//SaW8ycnJ7z2GoaEhDRo0wNLSUgr2mZubf3bwVyaT\nMX36dJycnD66b/v27enYseNnvZ4gCP9Hk/0HUL9+fT2uRCjIRABQELLo9OnTnDt3DgAHBwe9Z1gI\ngpB3mJqa4ubmxqxZs/Dx8eHOnTsYGhrSpEkTHBwcKFu2LBEREcjlcs6fP09QUBC9evXCy8uLatWq\nZfv61Go1S5YsYf78+UBaoGTNmjX07Nkz2187K1QqFcePH0epVLJnzx6tD+fGxsb0798fuVxOy5Yt\ndVr6mpKSwjfffIO/vz+QVh63efPmDEuJjx49yi+//AKAubk5y5Yt+6T1vHz5Em9vb9zd3Xnw4IH0\nuKGhIb1792b06NG0bt061/SNBDh+/DjLli0DoGXLlkyaNEm/C3qHTCZj4sSJ1K1bF1dXV2JiYvjh\nhx+4cuUKixYt+qS2Hp+T3deiRQudBHiET5OT5cXvU758eSwsLGjXrh2WlpY0adIEExOTzz6v9+nZ\nsye//fYbM2bMQK1Wv3cfS0tLPDw8ctXvFEHI6y5evAikvXebm5vreTVCQSUCgIKQBampqbi5uQFp\nZVajRo3S84oEQciLatasyezZs9+7TVOi+L///Y+dO3cSHh6OjY0NGzdupFWrVtm2ppSUFKZPn46n\npycA5cqVw8vLC0tLy2x7zax6+vQpvr6+eHl5pSuVa9SoEXK5nEGDBmXLUIfk5GTGjx/Pjh07AGja\ntCn+/v4ZZhY+evSI0aNHo1KpKFasGBs3bsxyJufly5dxc3Nj69atxMfHS4+XK1cOuVzOyJEjqVSp\n0iefU3Z59eoV48ePR61WY2pqyqpVqyhUKHdeclpbWxMQEICjoyN3797Fx8eHmzdvsmHDBr744osM\nn/e52X3NmzfPdcNHhPf7WHnxq1evOHToEMeOHePixYvcvn07XUnxx0RGRhIUFMShQ4d0Ul78MdWr\nV6do0aJav1feVqVKlWwLQApCQXX+/HkAatWqlet7KQv5V+68GhOEXCogIEDKvnB1dc3xsjxBEAoG\nExMT1q5dS506dVi0aBHPnz9n4MCB/PXXX9jZ2en89WJiYhg9ejT79+8H0gKUvr6+1KhRQ+evlVWp\nqakcPnwYpVJJYGAgKSkp0rZixYpha2uLk5MTTZs2zbZslcTERMaMGcPevXuBtIw2Hx+fDAM4iYmJ\nuLi4SJNbly1blum7/SkpKezduxc3NzdOnjypta1p06aMHj2a/v3759oPD2q1milTpvD48WMAfv/9\n91wz1CYjdevWJSgoCIVCwZEjRzhz5gzdu3fH09NTygjTZPdphnWEhoYSGRn5wWO+3btPZPflDyqV\nitu3b2tN5b18+XKGpbyFChWibt261KxZk/Lly1O0aFHi4uKk7EF9TC8+e/YsI0aMIDExMcN9du7c\nSZEiRaR+tIIgfJ7k5GRpArAYriPokwgACkImJSQk4OXlBaTdOR0wYIB+FyQIQr5mYGDAtGnTMDc3\nZ+LEiSQmJvL1119z/fp1Zs2apbNgwtOnTxk2bJhUmtKyZUuUSiVly5bVyfE/1ePHj/Hx8cHLy4uH\nDx9qbbOwsEAulzNw4MBsvxETHx+Ps7MzBw4cAKBt27Zs2rTpg687a9YswsLCAJg4cSJ9+/b96Os8\nf/4cpVLJhg0bpOAZpAUQ+vXrh0KhoEWLFrm+JM/X15ddu3YBYGtry+DBg/W8oswpXbo0vr6+zJkz\nBzc3Nx4/fkzPnj3p0KEDUVFRXL58+YPZfc2bN9fq3Sey+/KH58+fp5vK+/r16wz3r1atmjSVt3nz\n5jRu3PiDQbnsmF6cUYCwYsWKGBoa8ssvv3ww+Kfh7+/PmDFj3lsWLQhC1ly9elX6d9eoUSM9r0Yo\nyEQAUBAyaceOHbx8+RKACRMm5NpyJkEQ8peBAwdSrVo1nJycePbsGUuXLuXmzZusWLGCYsWKfdax\nr1+/joODg5TZ3Lt3b1atWqW3IRIpKSns378fpVLJ/v37UalU0rYSJUowePBg5HJ5jl08x8bG4uTk\nxJEjRwDo3Lkznp6eHyyN8/b2lsqoO3bsyKxZsz74GhcuXMDNzY3t27drfSgvX748I0eOxMnJKcMB\nI7nN7du3mTlzJpBWQvj777/n+oAlQFxcHOfOnePs2bM8evQIU1NTYmJiSE5O5tChQ+n2r1u3LpaW\nllJ2X506dUR2Xz4QHx8vDejQ/NFM7HwfTeBXE/CzsLDIsB9oRj5lerHm6w9NLz5z5ky6YxUuXJgK\nFSqku6HyIR4eHixZsiRL5yQIQnqam4IgMgAF/RIRDEHIhOjoaDZv3gyk3bWxsrLS74IEQShQLC0t\nCQoKwtHRkUuXLrFnzx7u3buHt7f3J/eAO3HiBE5OTlI2i6urKz/99BOGhoa6XHqm3L9/H29vbzZt\n2kRERITWtlatWuHk5ETfvn1ztCdVTEwMQ4cO5dSpUwB069YNDw+PD5benj9/nunTpwNQuXJl1q5d\n+96bRcnJyfzzzz+sW7cu3Qf1Fi1aoFAo6Nu3L0ZGRjo8o+yl6ZEYGxuLgYEBK1euzJVZcGq1mnv3\n7mn17vtQdp+Gubk5s2fPpkOHDrnyvISsUalU3Lp1Syrj1ZTyvt1i4G2FChWiYcOGUrDP0tKSmjVr\nZnvgN7PTizWBwY9NL85K8A94byBREISs0wQAq1WrRqlSpfS7GKFAEwFAQciEbdu2ERsbC8DXX3+d\nJzIaBEHIXypXrsw///zD+PHj2bt3L5cuXaJ79+4olUqaN2+epWNt376dCRMmkJSUhEwm45dffsHV\n1TWbVv5+SUlJBAYG4unpSUhIiNY0ytKlS2Nvb4+joyN169bN0XUBvH79GgcHB86ePQukZUauXbv2\ngwG5qKgonJ2dSUxMxMjICA8PD8qVK6e1z7Nnz1AqlXh4ePD06VPpcSMjIwYMGIBCocDCwiJ7Tiqb\n/fnnn4SGhgIwadKk92Yz6UNcXJxW776zZ89+sHdfnTp1pN59VatWZe7cuVy5coUbN27w+++/07hx\nYxEAzIMiIyO1ynjDwsI+OKijevXqWtl9jRs3zpV9N7M6vfjAgQNamUgf83YAURCET5OSkiINAGnS\npIl+FyMUeCIAKAgfER0dzc6dOwGkCX6CIAj6UKxYMTw8PJg/fz5Lly7l2bNn9O/fn7///puBAwd+\n9PlqtZrly5fz888/A2nZJatWraJPnz7ZvXTJrVu38Pb2xtfXN10gpkOHDsjlcnr16qW3D9svXrxg\nyJAhUk/EgQMHsmLFCgoXLpzhc1JTU3F1dZWyaxYuXKgVyAsLC8PNzY2dO3dqfaD+8ssvpTLfrJYO\n5ianTp3ir7/+AqB58+ZMnTpVL+tQq9Xcv38/XXZfRlldxYsXl0p5Nb373s3M2LNnDxMmTGDPnj1c\nuXIFa2tr1q9fT/v27XPgjIRPER8fz8WLF7VKee/fv5/h/iVLlsTCwkLq29e8efN0wfu86H3lxRYW\nFgwbNizTx6hatWp2LU8QCoxr165JiSQiACjomwgACsJHbN++nbi4OIAcz5ARBEF4l4GBAd9//z11\n6tTh22+/JSEhgTFjxnDjxg2+++67DDOUU1JSmDVrFh4eHgCUKVMGLy+vHLmpkZCQwN69e1EqlRw7\ndkxrW/ny5XFwcGD48OHUqlUr29fyIZGRkQwePJgrV64AYG9vz9KlSz9aFj1//nxCQkIAcHR0RC6X\nk5iYyK5du3Bzc0uXcdO6dWsUCgW9e/f+YGAxL3jz5g3jx49HpVJhYmLCqlWrcuycPie7r0WLFtSt\nW/ejJZympqa4u7vzxx9/sGjRIqKiohg8eDALFy5kxIgRuj4lIYtUKhU3b97UKuW9cuVKhkHfwoUL\nv7eUt6BUdlhZWfHFF1/w7NmzTO3v4OCQzSsShPzv7VJ6EQAU9E0EAAXhA2JjY6Vphpq7woIgCLmB\nnZ0d1atXZ+TIkTx//pxFixZx/fp1li1blm6IR2xsLK6urgQGBgJgZmaGr69vtgfcrl27hlKpxN/f\nXxqiBCCTybCyskIul2NjY5Mret1FRERga2vLjRs3AJDL5fzxxx8fDRDt2bOHv//+G4BmzZrxzTff\nsHDhQjw9PbWCUUWKFMHW1haFQpGvPgBMnz5dGiKzYMECatasmS2vkx3ZfZmlmchdr149Jk6cSFxc\nHFOnTuXKlSv8+uuveT6Im5c8e/ZMKuUNCwvj3LlzREdHZ7i/mZmZVilvo0aNcmUpb04pXLgwrq6u\n/PLLLx/dt3LlyvTr1y8HViUI+ZumnYiZmZno/yfonQgACsIH7Nu3j5iYGABcXFz0vBpBEARtrVu3\nJjAwEEdHR8LDw9m5cyf379/H09NTmhz77NkzHB0dOXfuHJDWysDLyyvbStzi4uLYtWsXSqWS06dP\na2378ssvGTZsGMOHD6datWrZ8vqf4uHDhwwcOJC7d+8CoFAomD9//kezgm7cuMGECROAtImgFSpU\noG3btlpBqcqVK+Ps7IyjoyNly5bNtnPQhy1btrBlyxYA+vbty9ChQ3V27Pj4eK3svjNnznwwu8/c\n3FyaytuiRQvq1Kmj84E2/fr1o0aNGjg5OfHw4UPc3d25fv0669evp0yZMjp9LSHtd4mmlFfTu08T\nbH6fUqVKpSvlzW//5nRhwoQJXLlyha1bt2a4jyZDvCAHSwVBF5KSkqTrr2bNmul3MYKACAAKQoaS\nk5PZsWMHAPXq1aN169b6XZAgCMJ7VKtWjT179uDq6kpwcDDnzp3D2toaLy8vTExMcHBw4N69ewD0\n6tWLVatWZcs03UuXLqFUKtmyZYtWc30DAwO6deuGk5MTXbt2fe9UXH26d+8etra2Uo+wCRMmMGfO\nnI8G/2JiYnBycpJuEr1580bKsARo3749CoWCHj165Lpz1oX79+8zbdo0ACpWrMiff/75yWWUmuy+\n0NBQKbvv0qVLGWb3mZqapsvuK1269CefS1Y0btyYoKAgRo4cyenTpzl27Bg2NjYolUrq1auXI2vI\nj1QqFTdu3JAy+0JDQwkPD89wOnPhwoVp3LixVsCvIJXyfg7NlG4LCwvWrl2r1R+xcOHC9O3bl5kz\nZ2JmZqa/RQpCPnHx4kUSExMB8uyQLyF/yX9XpIKgI0ePHuX58+dAWimYuKgUBCG3Kl68OEqlkp9/\n/pmVK1fy5MkTevXqRaFChaTG0wqFgl9//VWnWVExMTFs374dpVIp3eHWqFKlCo6OjgwdOpRKlSrp\n7DV16datWwwcOJAnT54AMHXqVKZNm/bR3/cPHz5kyJAh3Lx5U+txY2NjhgwZwqhRo2jQoEG2rVvf\nUlJSGDduHNHR0chkMlauXJmlANy72X1nz579YE+ynMjuy4ry5cuzbds2pk+fjre3N3fv3qVHjx6s\nWbMGGxsbva0rL3n69Gm6Ul5NMP19atSoka6Ut0iRIjm44vzFwMAAV1dXFAoFZ86c4cmTJxgbG2Np\naZmnBxIJQm5z6tQpAAwNDWncuLGeVyMIIgAoCBnSZP9VqFCBrl276ncxgiAIH2FoaMhPP/2Eubk5\nU6ZMITExUbrr/NNPPzFu3Did3MhQq9WcP38epVLJtm3bpAAjQKFChbCxsUEul2NlZaXXIM3HXL16\nFVtbW6msdNasWXz77bcZ7q9Wqzl58iRubm78888/qNVqaVu1atVwcXFh2LBhOZaJpk9Lly6Vyrsn\nTJhAhw4dMtxXrVbz4MEDrd59uTW7LyuKFCnCX3/9RYMGDfjhhx+IjY1FLpcze/Zs/ve//4mbhm+J\ni4vjwoULWgG/R48eZbh/6dKlpWCf5o8osc4ehoaGtGnTRt/LEIR8SxMAbNCgQbZUXwhCVokAoCC8\nx7Vr17h+/ToAQ4YMyZflW4Ig5D9qtZrXr1+jUqm0Hr906RKJiYmf1c/pzZs3bNmyBaVSyaVLl7S2\nmZmZIZfLsbe3p0KFCp/8Gjnlv//+Y8iQIURFRQHw888/M27cuPfuGxcXx9atW1m/fj2XL1/W2mZs\nbMzSpUvp169frg526lJoaCiLFi0C0qYZzpgxQ2t7fHw8Fy5c0Ord96Hsvtq1a2tl99WtWzfP/F3K\nZDLGjBlDnTp1UCgUvH79ml9//ZUrV66wZMmSdMN4CoLU1NR0pbxXr17NsJTXyMiIxo0bawX7atSo\nIQKogiDkeS9fvuTq1asAYpCkkGuIqIYgvMeePXuAtAvTAQMG6HcxgiAImZCamsrs2bNZv349kDaU\nokSJEjx8+JDNmzdz9+5dNmzYwBdffJHpY6rVak6fPo1SqWTXrl3Ex8dL24yMjOjduzdyuZz27dt/\ndFpubnHu3Dns7Ox49eoVAL/99tt7hzzdv38fDw8PvL29tSYYaxgbG7N//37q1KmT3UvONWJiYhg7\ndiypqakYGxuzatUqnj59qpXd999//2WY3VesWDGt7L4WLVrkyuy+rLKysiIwMBC5XM6NGzfYtm0b\nt2/fxtPTk4oVK+p7edkqIiJCK7Pv/PnzHyzlrVmzJpaWllLvvoYNG4pSXkEQ8iVN9h+kDWAThNxA\nBAAF4R2xsbGEhIQA0LVrVzGuXRCEXC8uLo6xY8eyb98+AKpXr46vry/ly5dHoVBw+PBhzpw5g42N\nDV5eXjRs2PCDx3vx4gX+/v54eXlx7do1rW3m5ubI5XLs7Ozy3ITN06dP4+DgIPWuW7x4MY6OjtJ2\ntVrNsWPHcHNzIyAgQCuTsnr16qSmpvLw4UMAli9fXqCCfwDTpk2TJiXXqlULW1tbnj59muH+muw+\nzZ969erlmey+rKpVqxYBAQG4urqyf/9+zp8/T7du3fD09Mw3H/xiY2PTlfI+fvw4w/3LlCkj9eyz\nsLCgefPm+SLgKwiCkBnHjx8HoGTJktSuXVvPqxGENCIAKAjvOHr0qNQ3S2T/CYKQ20VGRuLo6EhY\nWBiQNmXOy8tLyvTz8fHhhx9+wM3NjYcPH9K7d+/3DitQq9WcOHECpVLJP//8I/0eBChatCj9+vVD\nLpfTunXrPFmed/z4cYYNG0ZcXBwGBgYsX76cIUOGAGmBjc2bN7N+/XqpXEejS5cuKBQK9u3bh1Kp\nBNL63vXr1y/HzyEnqdVqHj58KGX3BQcHS8E/IF0Z+LvZfZaWlgWub1uJEiXw8vLi119/Zfny5Tx7\n9oz+/fuzePFi7Ozs9L28LElNTeXatWuEhYVJf8LDw9O1F9AoUqSIVMqrCfiZmZnlyd8VgiAInys1\nNZWTJ08Cadl/eaVKQsj/RABQEN6xf/9+ACpXrizGtQuCkKvdunULBwcHKTBjY2PDmjVrKFasmLRP\noUKFWLBgAXXq1GHmzJnSsIK5c+cyfvx4nj9/jq+vL15eXty+fVvr+A0bNsTR0ZHBgwfn6WzoQ4cO\n4eTkREJCAoUKFWL16tX079+fO3fu4O7uzqZNm3jz5o20v6mpKUOHDmXUqFHUqlULb29vKfjXsWNH\nZs+era9TyTYJCQlS7z5NOe+Hsvtq1aql1bsvP2f3ZYWhoSFz586lfv36TJ48mcTERL7++mvCw8P5\n/vvvc+3f0ZMnT9KV8r494OddtWrVwtLSUurb17BhQ4yMjHJwxYIgCLnX5cuXef36NQAtW7bU82oE\n4f+IAKAgvCUyMlLKaujVq5e4WyMIQq51+vRp5HI5L168AMDZ2ZkFCxZkGGBwdnamZs2ajBo1itev\nX/Pjjz+yfv16IiIiSE5OlvYzMTFh4MCBODk5YWFhkeczeIKCgnB2diYpKQkjIyPWrVuHsbExw4cP\nJzg4WGuab+3atRk1ahQODg6YmpoCcP78eaZPnw6k3Rhau3Ztnh8M9XZ2n+bPf//9p/Vz8DYDAwMp\n82v69Om4uLgUuOy+rLKzs6NWrVqMGDGCp0+fsnz5csLDw1m7di0lSpTQ69piYmLSlfI+efIkw/3L\nli0rZfY1b94cCwuLPH1DQBAEIbsdO3YMSHv/bNGihZ5XIwj/J29fwQqCjh05ckT6+t3yOEEQhNxi\n9+7djB8/noSEBADmzp3L119//dFgXd26dbG3t8fd3Z2UlBQePHggbWvatClOTk4MHDiQ4sWLZ+v6\nc8ru3bsZM2YMKSkpFClShKFDh/LLL79w8+ZNaR+ZTEb37t1RKBR07txZ68ZPVFQUzs7OJCYmYmRk\nhIeHB+XKldPHqXyWz8nuu379OmvXrgXA1dWVqVOn5tSy8zxLS0uCg4NxcnLi/PnzHDhwgB49eqBU\nKqlVq1aOrCE1NZWrV69qlfJevXr1g6W8TZo00SrlrV69ep6/ESAIgpCTjh49CkD9+vXzzTWVkD+I\nAKAgvEXTrLV27dqYmZnpdzGCIAjvsXr1aubMmYNarcbIyIjly5czcODADPdPTU3lwIEDKJVKgoOD\nSU1NTbdPxYoVWbFiBXXr1s3Opeeobdu2MX78eFJTUylUqBAGBgZs2LBB2l6iRAmGDx+Os7MzNWrU\nSPf81NRUXF1dpaEfCxcuzBNtIdRqNY8ePZICfR/L7itWrBjNmzfXGtahye67cOECM2bMANLKwb//\n/vscO4/8omLFiuzatYtvv/2WrVu3cuPGDWxsbHBzc8PKykrnr/f48WNCQ0M5d+4coaGhnD9/nri4\nuAz3r127thTss7S0pH79+qKUVxAE4TNERERw48YNANq0aaPn1QiCNhEAFIT/79WrV4SHhwPw1Vdf\n6Xk1giAI2lJTU5kzZ46UjVWyZEk8PT1p167de/d/+PAh3t7ebNq0Kd2kzpYtWzJs2DBOnz6Nj48P\nT548oWfPnqxbt46uXbtm+7lkN29vbyZNmiT9f0pKCikpKUBaFqRCoWDw4MFSme/7LFiwQJoIP3z4\ncORyebau+VMlJCRw8eJFrey+iIiIDPevWbOmVu+++vXrv7dsPDY2FldXV1JSUihatCirV6+maNGi\n2Xkq+ZaxsTGrVq2ifv36zJs3j9evX+Pg4MDPP//M6NGjPzm7LiYmhvPnz0uZfaGhoR/83pcrV07q\n2afJ7itZsuSnnpYgCILwHpprBxABQCH3EQFAQfj/zp49K/WC6tSpk55XIwiC8H/i4+MZN24ce/bs\nAaBq1ar4+vpSp04drf2Sk5MJDAxEqVRy6NAhrf52pUqVws7ODkdHR+rXrw+kBbYaNmzInDlziI6O\nZtiwYfzyyy+fFZTQpzdv3vDtt9+ya9curccNDAzo0aMHCoWCDh06fPTc9u7dy9KlSwFo1qwZCxcu\nzLY1Z8W72X2hoaFcvHjxo9l9lpaWtGzZEktLS8qWLZup15ozZw63bt0C0krM69Wrp7PzKIhkMhnf\nfPMN9erVw9XVldjYWGbPns2VK1f47bffKFKkyAefn5KSkq6U99q1axmW8hYtWpTGjRtLffssLS2p\nWrVqnvx3LQiCkJdoWkpVrlyZKlWq6Hk1gqBNBAAF4f8LDQ0F0ppd56cyOEEQ8raoqCjkcjlnzpwB\noEmTJmzatIkKFSpI+9y5cwcvLy98fHyIjIzUen67du2Qy+X06dMnXQaXTCbD1dWVWrVqMXr0aGJi\nYpg9ezY3btxg/vz5FC5cOPtPUAeuXbvG+vXr8fb2JikpSXq8ePHijBw5kpEjR1KtWrVMHevmzZt8\n/fXXAJQpUwZ3d3e9Zb5lV3bfx+zduxdPT08AunXrxqhRoz75HARtNjY2BAQEIJfLuXv3Lt7e3ty4\ncYMNGzZQvnx5IC3Qqynl1QT7Lly48MFSXnNzc61BHQ0aNMgz/34FQRDyi+joaOkzZZs2bcRNFyHX\nEQFAQSDtYvv8+fMAtGrVSkz/FQQhV7h9+zYODg7cuXMHgO7du7N27VpMTU1JTExk7969eHl5aQ0w\ngrQbGQ4ODjg6OlK7du2Pvk63bt3Yt28fjo6O3Lt3jw0bNnDr1i3Wr19P6dKls+XcPldqaipBQUG4\nubmlO39DQ0OmTJnC119/jYmJSaaPGRMTw4gRI4iJicHAwIC1a9dStWpVXS89Q+/r3fd2QPNtJiYm\nUu++rGb3fUhERATffvstkFYyunTpUvEBRsfq1atHYGAgo0aN4tixY5w+fZpOnTrRv39/njx5Qmho\n6AeHtJQvXz5dKa++JwsLgiAIaf3kNS1H2rZtq+fVCEJ6IgAoCKT1ynr58iWAGNUuCEK2e/bsGVu2\nbOHOnTsYGBjQtGlTBgwYoBWsCg0NZfjw4URFRQEwYsQIFi5cyJ07d1Aqlfj7+0vbNKysrHB0dKRn\nz55ZbuSvCUqMHDmSU6dOcfToUXr06MGmTZtybGJpZrx69Qpvb2/c3d25f/9+uu1lypRh9+7d6cqj\nP0atVvO///2P69evAzBr1iw6d+6skzW/T2JiYrrsvidPnmS4f40aNaTMPk12X6FCur2MU6lUTPx/\n7N13VFTn1sfx7wwdwY5iQwTsBVs0URM1iWA3ajTGFrEidhOMvcXYY0fF3nuJsSCYGDVqTOzdoCAq\nCiqiSK/z/sHlvCIWQOBQ9metu+QyZ878xiBzZs9+nj1kCMHBwQAsXLiQYsWKZehj5HVxcXHcvHmT\nCxcuUKpUKQoWLMiLFy8ICgpi9erVKY43NjamRo0ayZbyli5dWoqyQgiRDf35559A4rYrSdutCJGd\nSAFQCFCGf0Difk9CCJEZoqOjGTVqFNu2bUuxd9ePP/7Ijz/+yKBBg/Dw8MDZ2ZnIyEjltjJlytC+\nfXvOnDmT7H7Fixfn22+/pVu3bh88vbxIkSLs2rULV1dXtm7diq+vL46OjqxZs0b1vVFv3LjBqlWr\n2LVrl/L3AokFkqioKABKly7Nnj173jjV932WLl3K/v37AWjVqhVDhw7NmOD/8/DhQ6Wz79y5c1y5\ncuWd3X21atVK1t1XtGjRDM3zJitWrODYsWMA9O7dGwcHh0x/zNwsac/GV5fyXrly5Z1LeSFx4nLP\nnj2VQq8s5RVCiOwvKiqK06dPA4ndf+nZgkOIzCYFQCFI3D8KEqdqpnafKCGESIvY2Fi++uorzp07\n98bbo6KimDJlCl5eXpw5cwadToe+vj6ffvopy5cvJyQkRDlWq9Xy+eef07NnT5o1a5ahnWBGRkYs\nXLiQChUqMHXqVEJCQujcuTMzZ86kV69eGfY4qREXF8fhw4dZuXKlclGdpEaNGhQuXFgpWFlbW7Nn\nz550Ldk9efIkU6dOBRL3Ulu8ePEHdVhlx+6+97l27Ro//fQTABUqVGDy5MlZ+vi5QWhoKBcvXkxW\n8Hvy5Mlbj7ewsFA6+4yNjVmwYAHBwcFcv36dEydO0LlzZyn+CSFEDnHmzBnlA8qGDRuqnEaIN5MC\noBDA7du3AahcubIsqxFCZIq5c+e+tfj3qr///htI3McuLi5OWU4CiRPlunXrRteuXSlVqlSmZdVo\nNAwePBg7OzsGDBhAREQErq6ueHt7M3Xq1EwvTj179oxNmzaxdu1aHj58qHxfX1+fNm3a0KdPH3bu\n3Mn69esBsLOzY8+ePZQoUSLNj/Xw4UP69etHQkIC+fLlY926dZibm6fpHI8ePUq2d1927O57l8jI\nSJydnYmJicHQ0JDly5djYmKiaqbsLjY2VlnKe/78eS5evIi3t3eyyduvMjExwd7ePtnefaVKlUp2\nzdGqVSt69OjBjRs3OHjwIH5+fmzYsEE+mBRCiBzgjz/+AMDMzAx7e3uV0wjxZlIAFHleQkIC9+7d\nA0jznlFCCJEaCQkJuLu7p+k+8fHxQGIh0NHRke7du/P5559n6ZKS5s2bc+jQIbp3746/vz8rV67k\nzp07rFq1KlOGDly5coVVq1axZ88eoqOjle9bWFjw3Xff8d1332FhYcGIESPYunUrkPjBza5du9K1\nV110dDS9e/cmKCgIgEWLFr33dSA6OpqrV68m6+579OjRW4+3trZO1t1XpUqVLO/ue58pU6YonfDj\nx4+nevXqKifKXnQ6Hf7+/kpn3/nz57l69Wqypeiv0mg0VKxYUSn21a5dO1VdnVZWVhw8eJDBgwdz\n8OBBrl+/joODA2vXrpXN5IUQIhuLiYlRBpJ9/PHH0r0tsq3sdQUqhAqePHmivNG0sbFROY0QIjc6\nf/484eHhabqPlZUVPXr0oEuXLlhaWmZSsverWrWqMhzk7Nmz/Pnnn7Ro0YJNmzala6+918XGxnLg\nwAFWrVrFv//+m+y22rVr07dvX9q2bYuRkRFxcXEMGjSI3bt3A1CtWjV27dqV7um348aN48KFCwAM\nHjyYtm3bpjjm1e6+8+fPc/ny5fd299WpU0fp7rOwsEhXtqxy5MgRZfhE48aNGTBggMqJ1Pfy5csU\nS3mfPn361uOLFy+uTOOtU6cONWvWTHMXaRIzMzPWrFnD7Nmz+eWXX3j27BkdO3Zk1qxZ9OjRI71P\nSQghRCY6c+aMcp336aefqpxGiLeTAqDI815dXla2bFkVkwghcqvz58+n+T42NjY8e/aMw4cPY2dn\nh52dHcWLF1dlm4JixYqxZ88eRowYwa5du/D29sbR0ZG1a9eme5+bp0+fsmHDBtatW0dgYKDyfQMD\nA7766iv69u1L7dq1le/HxMQwYMAADhw4ACQWB7dv307BggXT9fhbtmxRlhA3atSIcePG5cruvnd5\n8uQJw4YNA6BQoUIsWbIErVarcqqsFRsby40bN5TOvgsXLijbgryJqakp9vb2yQp+JUuWzNB/l1qt\nltGjR1OpUiWGDh1KZGQkI0eO5Pr160ybNi1H/YwJIURecOTIEQDy5ctHrVq1VE4jxNvJFYTI8x4/\nfqx8nZl7agkh8q5nz56l+T7Hjh1TBlwkyZcvH7a2tkpB0NbWVvmfmZlZBqV9M2NjY5YuXUr58uWZ\nMWMGz58/p1OnTsyZM4du3bql+jwXL15k1apV/Prrr8k66YoXL46TkxM9evRIsZw3KiqKPn364OXl\nBUC9evXYtm1burusLl++zKhRo4DEwpetrS1t27blypUryZYev8rU1JSaNWsm27svu3f3vYtOp2PY\nsGFKZ9v8+fNV7TTNCjqdjvv37ytdfUlLeZOmSL9Oo9FQqVKlZEt5K1WqlGUFuK+++opy5crRs2dP\nHj16xOrVq7l9+zarVq2iUKFCWZJBCCHEu0VHRyvLfz/55BMMDQ1VTiTE20kBUOR5SXs/GRoaygW1\nECJTVKlSJc33qVmzJr6+vrx8+VL5Xnh4OFeuXOHKlSspji9RooRSHEwqCtrZ2WFlZZVh+wZqNBpG\njhxJ+fLlGTRoEJGRkQwfPpzbt28zYcKEtz5OTEwM+/fvZ+XKlSm6IT/66CP69etHq1at3njRHBER\nwXfffacUQxs1asTGjRvTXPCMjo7m2rVrHD9+nAULFiiFvufPnyudgK+ytrZWOvvq1q1L1apVc1Xn\n1erVq/n9998B6NGjB61atVI5UcYLCQlJtpT34sWL71zKa2lpqUzlrV27NjVr1sz0wvr72Nvbc+TI\nEWUJ/okTJ3BwcGDTpk1UrFhR1WxCCCHg9OnTyvLfzz77TOU0Qrxb7rmSFSKdnj9/DkCRIkVkArAQ\nIlOkdTmIoaEhR44cQafTERQUxJ07d7hz5w6+vr7K135+fsTFxSn3CQgIICAggJMnT6Y4V7ly5ZIV\nBZP+TO/eeW3atFH2KAwICMDNzY3bt2/j7u6erGASGBjIhg0bWL9+PU+ePFG+b2RkRPv27enbt+87\nJ+WFhYXRvXt3Tp06BcDnn3/OunXrUjWhNiAgIMVk3rzS3fc+t27dYvLkyQDY2try008/qRsoA8TE\nxKRYynvnzp23Hp/03/z1pbzZUbFixdi7dy+urq5s3boVPz8/mjdvjru7Ow4ODmrHE0KIPC1pdYK5\nuXmyrUuEyI6kACjyvNDQUAAKFCigchIhRG5lbW1N+fLl37m32Ks6deoEJHbcWVhYYGFhkWIKaGxs\nLPfv38fHx4c7d+4of965cydZsS0mJob//vtPmfL6qkKFCmFnZ4eNjU2yZcXlypXD2Nj4nRnt7e3x\n8vKiR48eXLp0CS8vL1q2bMnGjRt58uQJq1at4rfffktWpCxZsiROTk50796dokWLvvP8L1++pEuX\nLpw9exYAR0dHVq9ejZGRUYpjY2JiuHr1arKC36v7u76JtbU1AwYM4KOPPqJKlSp5ZmJfVFQUzs7O\nREdHo6+vz/Lly8mXL5/asdJEp9Nx7969ZN197yrwarXaFEt5K1asmKM6Oo2MjFi4cCFVqlRh0qRJ\nSnF8/PjxDBkyRD7AFEIIFYSHhyvLfxs1apSjXldE3iQ/oSLPi4iIAFB9mY8QIncbM2YMvXv3fu9x\n+vr6DB069L3HGRgYKF19r3cBvXz5Mlm3YFJx0NfXV/mdB4kd0GfPnlWKbEk0Gg1WVlbJugaTioOv\nDjywtLRk3759DB06lH379nHz5k0+/vjjZEU/SNwTp2/fvrRs2TJVF8fPnz+nc+fOXLp0CUjsOFy+\nfLmyRDgwMFAp9p09e/adxR8TExNq1qxJ4cKFOXjwIJC4vHr//v3vLXLmRj///DPXr18HYPTo0dSs\nWVPdQKnw4sULZQnv+fPnuXjxorJ9x5uUKFGC2rVrK8t57e3tc8VrvEajwdnZmYoVK9KvXz9CQkL4\n6aefuHnzJvPmzUtVZ6wQQoiMc+LECeX6o0mTJuqGESIVpAAo8rykX9p58Y2gECLrtGnThiFDhrB4\n8eK3HqPValm6dCk2NjYf9Fj58+enZs2aKYo7CQkJBAQEJOsWTCoM3r9/H51OB/x/h9W9e/c4evRo\nsnOYmpoqHYO2trYUKVIEU1NTTExMiIyMVIp/BgYGfPPNN/Tp04dq1aqlOntQUBCdOnXi2rVrAHTo\n0IE+ffqwZs0azp8/z7lz5/D393/r/a2tralTp46ynLdKlSrcu3ePZs2aAVC4cGHWrFmTJ3/n//nn\nnyxfvhyAhg0bMnjwYJUTpRQTE8P169eTDerw8fF56/H58uWjZs2ayQp+JUqUyMLEWa9p06Z4enrS\nvXt37ty5w65du/Dx8WH9+vW5/rkLIUR24uHhASRuJZWWax0h1CIFQJHnxcfHA0jLthAi002YMAFb\nW1sWLVqEr69vstvq1avHmDFjaNSoUaY9vlarpVSpUpQqVSrFRtVRUVHcvXs3WXEw6esXL14ox0VE\nRHDt2jWlQPc2sbGxvHz5EiMjI+Li4lL1O/bx48e0a9dOKfgULVqUgwcPsmfPnjcen9Td9+refa9P\nEA4LC6NXr16EhYWh1WpZsWIFZcqUeW+W3ObZs2dKwa9AgQK4ubll2HCY9NLpdPj5+SnFvgsXLnD1\n6tV3LuWtXLmysoy3Tp06VKhQQfXnoQZbW1sOHz5M//79OXr0KBcvXqRZs2Zs2LBB9qASQogsEBwc\nzD///ANA48aN8+Rrkch5pOIhxP8kdb4IIURm0Wg0dOvWjW+//ZYzZ85w9+5d9PT0qFGjRromBWck\nY2NjKleuTOXKlVPc9uzZM+7cucPNmzfx8PDg7Nmzyv6p7/Lbb7/x22+/oaenR7ly5ZSlxEkdhFZW\nVgQGBnLu3Dn++usv/vjjj2TLh19f5lm2bFllKm9q9u7T6XQMGzZM2f9w7NixNG7cOLV/JbmGTqdj\nxIgRyt6Qv/zyC6VKlcryHM+fP09W7Lt48SLPnj176/ElS5ZM1tlXo0aNXLGUN6MUKFCALVu2MHXq\nVJYuXcrjx49p27Yt8+fPV/YRFUIIkTm8vLyURpKmTZuqnEaI1JECoMjzkj6teX3PKiGEyCxarZYG\nDRrQoEEDtaOkSkREBJ6enmzatEmZnA6JHXgtWrTg448/Jjo6WukY/O+//3j69KlyXHx8vNJVmFrG\nxsbUrFmTjz76iLp161KnTh2KFy+eptzLli3jt99+A6BVq1ap2lsxN9q4caOyTKlLly60a9cu0x8z\nOjqa69evK3v2nT9/PkXX66vy5ctHrVq1khX8LC0tMz1nTqenp8eUKVOoXLky33//PdHR0bi4uHDz\n5k3GjRsnHSlCCJFJkl5XrayssLOzUzmNEKkjBUCR5yVNlIyKilI5iRBCZB86nY5Tp06xatUqPDw8\nSEhIUG6ztramT58+fPvtt2+doO7v7893333HlStX0vX4UVFRPHz4EGNjYyIiInj06JEykKRUqVJo\ntdp33v/kyZNMnToVADs7OxYvXpwnJ6Xevn2b8ePHA4n/3WbMmJHhj6HT6bh7966yZ9/Fixe5evUq\nMTExbzxeT0+PSpUqKYW+OnXqUL58eSlWfYAuXbpgZ2dHz549efr0KYsXL+bWrVu4u7tjbm6udjwh\nhMhV/Pz8lIFan3/+eZ68vhA5kxQARZ6XL18+IHGfKCGEyArBwcHs2bMHX19f9PT0sLe3p3Xr1tli\nMEV4eDi7du1i9erV3Lx5M9ltTZo0oV+/fnz55ZcpCnBJS3lfncz7tg9WjIyMsLW1xczMjEuXLimF\nIo1Gk2w7hgcPHvDgwQOOHTuW7P4mJibY2NgoS4lfnVJcoEABHj58SL9+/YiPj8fU1JR169blySJI\nTEwMzs7OREZGoqenx7JlyzJkCW1wcHCKpbzBwcFvPb5UqVIplvImvfaKjFO3bl1+//13evbsyeXL\nlzly5AjNmzdn48aNHzxYSAghxP87dOiQ8vXnn3+uYhIh0kYKgCLPy58/P0CyTe6FECIzxMTEMGXK\nFNavX59i0MG4ceMYNWoUvXv3VuWTZD8/P9auXcvmzZsJCQlRvp8vXz66dOlC3759lSUusbGxXL58\nmbNnzypFvwcPHrz13EWKFOH58+dKF+GgQYNo27YtnTp1Uop/kyZNol+/fty7dy/ZhGIfHx98fHyS\n7RUXGRnJ9evXlU/fX1W0aFGioqKUD3V69+6Nnp4esbGx79wvMDeaOXOm0oHp6upK3bp103yO6Oho\nrl27xvnz55WC3927d996vJmZWbKlvLVq1ZKlvFmoZMmS/PbbbwwfPpy9e/fi7e2No6Mjq1evTjH4\nRwghRNolJCQoBcAaNWqkGD4mRHYmBUCR5xUuXBhI3OQ+ISHhvcvKhBAiPeLi4ujduzeenp5vvD04\nOJjRo0cTHByMq6trlmTS6XQcP36cVatW4eXllaz7ztbWlj59+tClSxciIiI4d+4cmzdv5uzZs1y+\nfPmt3X3GxsbY29sre/fVrVuX4sWL888//9CrVy+CgoKYN28eixcvJjY2FoDp06fTr18/ACpUqECF\nChVSnPf58+fJJhTfuXMHX19ffH19kxVTXx8csmTJEpYsWYKenh5ly5ZVOgVf/bNYsWK5bvnOyZMn\nWbJkCZA4YXrYsGHvvY9Op8PX1zfZUt5r1669cylvlSpVkk3lLV++vLyOqszU1BR3d3cqV67M9OnT\nefHiBZ07d+ann36ib9++ue5nXQghstKFCxcIDAwE4Msvv1Q5jRBpIwVAkedZWFgAiW/Onz17pvx/\nIYTISOvWrXtr8e9Vs2fP5osvvqB27dqZliUsLIzt27ezevVqbt++rXxfo9HQtGlTvvjiC3Q6HefO\nnWP58uXcv3//reeysrKiTp06ymTeqlWrYmhomOK4+vXr4+npSceOHfHz81OKf0mdf+9TqFAhpaD4\nqvj4ePz9/blz5w47duxgz549QOIy41cLg/Hx8UrB8HXm5uZKMfDVKcU2NjY5cqnq8+fPcXFxQafT\nYW5uzrJly9DXT3nJ9+zZM6WrL6ng965u+DJlylCrVq1kS3lNTU0z8ZmI9NJoNIwYMYJKlSoxcOBA\nwsPDGTt2LDdu3GDWrFlv/DcqhBDi/fbv3w8kXmc0atRI5TRCpI0UAEWe9+rSpPv370sBUAiR4XQ6\nHatWrUr18atXr86UAqCPjw+rV69m27ZthIaGKt83NjamYsWKAJw+fZqjR4++8f6vd/fVqVMnTcs7\nHz58yJMnT5J9b8WKFXz22WfUqFEjHc8IpbPvxYsXHDx4EEhcBvn7779jamqKr6+v0i34avfgq/u+\nhoaGcunSJS5dupTi/CVLlnxj12Dp0qWz5dAKnU7H999/T0BAAJBYULaysiIqKirFUl4/P7+3nsfc\n3JzatWsrBb9atWqleQqzUF+LFi3w8PCgR48e3Lt3j02bNnH79m3Wrl0r1ztCCJFG4eHh/PHHHwB8\n+umn8iGYyHGkACjyvNKlSytf+/n5UadOHRXTCCFyo1u3buHj45Pq4/fu3Uu1atUwMTHB2NgYY2Pj\nZF+//r+k2wwMDFIs70tISODo0aOsWrVKuWhNoq+vT1xcHFFRUVy+fDlFjjJlyihdd+/q7kuNEydO\n0KNHDyIiItBqtXzxxRccOXKEgIAA2rRpg5ubG61bt07XuYODg3FyciI6OhpDQ8NkxY3q1atTvXr1\nZMfrdDqePHmSbI/BpMLgvXv3iI+PV4599OgRjx494sSJE8nOYWRkRLly5ZJ1DiZ9XahQoXQ9j4yw\nbds2pTuhbt26nD17Fnd3d65fv650Xb5OX18/xVJeOzs7WcqbS1SuXBlPT0/69OnDqVOn+Oeff3Bw\ncGDjxo1Uq1ZN7XhCCJFj/P7778oWKM2aNVM5jRBpJwVAkecVKlSI/Pnz8/Lly2RL4YQQIqO8a0Lq\nm8TGxjJx4sQ0P45Wq1WKgoaGhkRHRxMaGkpcXNwbj3/1+3p6epQqVYpy5cpRvnx5KlWqRIkSJZTz\n6enp4efn98ai4/v8/vvv9OrVi+joaAwMDFi5ciWtWrVi06ZNuLq6EhERgZOTE2PHjmX48OFp2qMs\nPj6eAQMGKENIZsyY8d7uSY1GQ/HixSlevDgNGzZMdltsbGyyQSRJxUEfHx+ePn2qHBcdHc2tW7e4\ndetWivMXKVLkjROKra2tMTIySvVzS62goCAuXLjAH3/8wfr165XvJw1oeZ2VlZVS7EtaymtiYpLh\nuUT2UaRIEXbu3Mm4ceNYu3Yt/v7+tGrViiVLltCmTRu14wkhRI7w22+/AYkryF7/cFGInEAKgCLP\n02g02NjYcOnSJW7evKl2HCFELmRubp4lj5OQkEBERAQRERFpvm98fDz379/n/v37HD9+PNX309PT\nUwqCRkZGKQqEoaGhXLlyBZ1Oh1arpWnTppw/f57r169jbGxMr1692LJlCxEREUyfPp3jx48zZMgQ\n8ufPn+w8RkZGytev7mc3c+ZMjh07BkDXrl3p0aNHmp/7qwwMDJSi3etCQkKSdQsmdQ/6+PgkG4ry\n7Nkznj17xtmzZ5PdX6vVYmVllaxrMKk4aGlpmarCZ1RUFFevXk22lPfevXtvPT5//vwplvLKxMK8\nycDAgNmzZ1O5cmXGjh1LREQEvXv3ZtSoUXz//ffS8SmEEO/g5+enrJZo1qyZ/M4UOZIUAIUAKlWq\nxKVLl/D29iY6OjpTOjSEEHlXlSpVKFmyJI8ePUrV8c2bN2fVqlVERUURGRlJVFQU0dHRyf7/48eP\nuX79Ot7e3vj6+nL//v1kS1dfpdFoMDc3J1++fEo3X9LS36RzR0ZGpuu5xcfHEx4eTnh4+HuPTUhI\nwMvLCy8vr7cec+rUKU6dOvXO8+jr62NsbIxWq+Xly5dA4v6E//33Hx07dnzjsulXC4iv3/76bW9a\nbq2np0eBAgWUrrnXn9fDhw/fWBz09/dXpisnJCTg5+eHn59fiuXY+fLlS7HPYLly5dBqtdy6dUsp\n+F2/fv2tHZ1J7O3t6du3L3Xq1MHW1lbepIhknJycqFChAr179yY4OJjZs2dz8+ZNFi9enCOH3ggh\nRFZI6v7TaDSy/FfkWFIAFILE/XEgcenXtWvXZB9AIUSG0tfXp0uXLsybNy9Vx/fu3RsjIyOMjIwo\nUKAAsbGx3Lhxg7NnzyrLOt/V9QWJwytatGhBp06dqF69+nv37tPpdEqR8dVC45v+l5rbfHx8uHr1\nKpDY+Va6dGm0Wm2y+746pTct4uLikg3xgMTOuPPnz6frfKlhYGCQqv0Yk26vWLEi9vb26OnpERER\nwcuXL3nx4gXPnj3j6dOnPH78OFnRNDw8nCtXrnDlypVUZ0qawFy4cGHWrFmDTqejdu3aHDhwIFVL\ns0Xe1bBhQzw9PenZsyc3b95k//79+Pr6snHjRsqUKaN2PCGEyFbi4uKUQWPSSS9yMikACgFUq1YN\nrVZLQkICZ8+elQKgEEJVL168wMPDQyn4Xbp0KVUdemZmZnTu3JkhQ4YkG3CUGhqNRilgfaiNGzey\nb98+IHH58/bt2/noo49SHJeQkJCs6BgaGsovv/zCnj17gMSuPmdnZypXrpyscBgSEsL69euVvRUb\nN25MwYIFUxQhX++ajIqKIiYmJl3PKTY2ltjY2GTTk9X24MEDgoODiYyMVJZYFy9enJkzZ1KkSBFl\nSXZqOx+NjY3TtP+iyNmsra05dOgQLi4ueHh4cP36dRwcHFi7di0ff/yx2vGEECLbOHnyJM+ePQMS\nV2kIkVNJAVAIEpdeVaxYkZs3b3L69GmcnZ3VjiSEyEXi4uLYunVrqo/v37//W28zMjJK0TlXvXp1\n+vbtS/v27VUf5rB69WpGjx4NQMGCBdm5cyc1a9Z847FarRYTExMlc4kSJXB3d+fjjz9mzJgxREVF\nsXDhQiZNmoSLiwsajQadTkffvn2V4t/48eMZNmxYqvPFx8e/tTj4evHwbbe9ryvy9fu+bfruh9Lp\ndMk6IRMSEvDw8MDDwyPd53xXZ+P7ioepmVT9+v+MjIyk6KgiMzMz1q1bx8yZM5k/fz5BQUF06NCB\n2bNn0717d7XjCSFEtrB3714AChQoIB+QiBxNCoBC/E/dunW5efMmN27cICgoiKJFi6odSQiRS9y4\ncYOAgIA038/IyIgqVapgZGSEt7c3wcHBSvFPT0+PNm3a0LdvX+rVq5ctiihLly5l0qRJABQtWpSd\nO3dSrVq1NJ/HyckJGxsb+vTpQ0hICJMnT+a///5j7ty5rFq1StmHp1WrVgwdOjRN59bT0yNfvnyZ\nutfZkydPlAEdFy5c4OLFi8pehW9SrFgxypUrR5kyZShZsiRFihRRCpWvFx1DQ0MJDg4mJCSEx48f\n8+LFiwzNnvQ4WeXVztO0Fg/TelvSoBpDQ8Ns8e8lu9BqtYwdO5bKlSszbNgwIiMjGTFiBDdu3GDq\n1KnJhu4IIUReExgYyN9//w3AF1988d4tVYTIzuQVXYj/+eSTT9i4cSMAf/75J506dVI5kRAit0jP\nstH58+dz5swZ9u3bl6wgY2FhQY8ePejVqxclSpTIyJgf5JdffmHmzJkAFC9enN27d1OxYsV0n69x\n48YcPnyYbt264evry9atW7ly5Yoyrd3Ozo7FixerXsiJiIjgypUrXLx4URnU8eDBg7ceX7BgQWUi\nb9J03vR84HTv3j2aNm0KJO73ePToUaKjo5UhJN7e3sowkocPHyqDSN7FwMCAQoUKkT9/fszNzTE1\nNcXIyAh9fX3i4+Pf2zWZkJCQ5ueh0+mIjIxM9xCa9NBqte/sbHzfsunXb0/NbTlhT8b27dtjY2ND\nz549efToEStXrsTb25uVK1dSqFAhteMJIYQqfvvtN+X1rUWLFiqnEeLDSAFQiP8pV66cMqXzyJEj\nUgAUQmSYIkWKpOl4rVbLiBEjkn2vVq1a9O3bl3bt2mWrSeU6nY4ZM2Ywf/58ILEYtWfPHmxtbT/4\n3HZ2dhw+fJjevXtz8uRJrl+/DiQuU123bh3m5uYf/BhpkZCQwO3btzl//rxS8Ltx48Zbpy8bGBhQ\nrVo1ateurRT8bGxsPrhoGRcXh4uLC6GhoWg0Gtzc3JSfsZIlS/LZZ58lOz4qKgo/Pz+lOHjnzh18\nfX25c+cOz58/V46LjY3lyZMnPHnyJMVjFitWDDs7OypXroydnZ0yrdjKygoDAwN0Op0yWfrVAuG7\nlka/67bU3p6awubrEhISiIiIICIiIs33TS89Pb33Lpt+1zTqtCy5Tvp+ejr37O3t8fLyolevXpw7\nd47jx4/j6OjIpk2bqFChQib8zQi1JSQkEBoaqhSwhRD/Lz4+XtnTuFq1ajIkSeR4UgAU4n80Gg1N\nmjRhy5YtXLhwgYCAgGzVXSOEyLkqVqxIvnz5kk19fZekT5oNDAxo164dffv2zZbDiXQ6HVOmTMHN\nzQ1InEq7Z88eypYtm2GPUahQITZu3MhHH31EUFAQkPj72t/f/4M6DFPj8ePHKZbyvqub09raWin0\n1alTh6pVq2bKG+qFCxfy77//AjB48GAaNWr0zuONjY2pVKkSlSpVSnHbs2fP8PHxUQqDPj4++Pj4\ncPfu3WQDU5IKg6dPn052f319faytrZWCoK2trVIgLFOmTKZ2aOp0OmJiYtI9qTrp63dNv37T7ekR\nHx+f5UVHfX39ZEuf0zLF2sHBgYSEBC5cuMDdu3f58ssvGTx4MA0aNHhn56Oenl6WPT/xYW7dusXK\nlSvZvXu38tpUp04dnJyc6NChQ47oWhUis50+fZrHjx8D0v0ncgcpAArxii+++IItW7YAsH///ndu\nxC+EEKkVFBSUpjf+Wq2WH374gZ49e1K8ePFMTJZ+CQkJjB07ltWrVwNgY2PDnj17KFWqVIY/1pQp\nU5IV/yIjI+natSs//fQT/fr1y5AiU0REBJcvX05W8PP393/r8YUKFUq2lLd27doULlz4g3O8z7lz\n55gzZw4ANWrUUAaupFeRIkUoUqQI9erVS/b9+Ph47t+/rxQHX/3z1f0s4+LilOLh6/Lnz68UA21s\nbJSvy5Urh6mp6QflhsSfBSMjI4yMjChQoMAHny81dDpdsoLgu4qOrxYP0zJs5k2Fx/SIi4sjLCws\n2aCY9IqMjFR+7t7FwMAgTcuq0zOp+vX/r9VqP/j55TVbtmxh5MiRKbqXz58/z/nz59m8eTObNm0i\nf/78KiUUInvYs2cPAObm5nz66acqpxHiw0kBUIhXlCpViqpVq3L9+nX27dtH7969ZfNrIcQH8/Hx\nSdNSxYSEBIYNG5ZtN5pOSEjg+++/Z9OmTQBUqFCB3bt3Y2lpmeGPtWXLFtatWwdAo0aNcHZ2xtnZ\nmbCwMMaNG4e3tzczZsxIU7dKfHy8spQ3qdh38+bNty7lNTQ0TLGUt1y5clm+/2BYWBgDBw4kPj4e\nExMT3N3dM+1nRE9Pj3LlylGuXDm+/PLLFDl8fHyUZcSvdg++2uX68uVL5e/3daVLl35j12CpUqWy\ndUHn1aElWSUhIeGNXYoZOan69dtf7f5Mi9jYWGJjY9O172l6GRoafvCy6bTepvbeox/iyJEjDB8+\n/J2vSX///Td9+vRhx44dOfq5CvEhAgMDOXXqFABffvlltr0mEyItpLIhxGtatWrF9evXefz4MSdO\nnODzzz9XO5IQIodLzxuo7PqmKy4ujmHDhrFjxw4Aqlatys6dO7GwsMjwx7p8+TKjRo0CEve2W7Fi\nBRYWFnh4eNC9e3fu3bvH+vXr8fX1ZfXq1W8dVBAYGMiFCxeUvfsuXrz4zq4oGxsbpasvaSlvdth3\nccyYMfj5+QEwbdo07OzsVMlhZmaGvb099vb2yb6v0+l4/PhxsoJg0tf3799PNiTE398ff39/jh07\nluwcxsbG2NjYKEXBV4uDWdXll91otVpMTEwwMTHJssdMSEhIVhy8desWP/zwgzLgxtbWlsGDB2Ni\nYpLmzse3LbmOjY1NV9aYmBhiYmLeOWk7o6V1SXVaOh/fdJuRkVGGvCYk7dmamg+kjh07xunTp2nY\nsOEHP64QOdHevXuV162WLVuqnEaIjCEFQCFe06hRI1auXMnz58/ZsmWLFACFEB/Mzs4OfX194uLi\nUnV8+fLls+X+S7GxsQwcOFDZENve3p6dO3dmyoTQ4OBgnJyciI6OxtDQkDVr1ihFxkqVKuHp6Umv\nXr04c+YMf/31F82bN2fLli1YWloqS3mTCn4PHz586+MULlw4xVLe7Djx9Ndff2Xbtm1A4j5EPXr0\nUDlRShqNBktLSywtLVPsSxgTE5NsEMmrS4qfPXumHBcVFcWNGze4ceNGivNbWFgkW0qcVCAsW7as\ndGZkMK1Wi6mpqbJUO2nSdL9+/Th27Bg+Pj7MmjWLDRs2UKtWrQx5zPj4+HcWCFPT+ZiaJdev/v/U\n/k5+XXR0NNHR0YSEhGTIc3+fVztPP2RS9ePHj7l69WqqH3f9+vVSABR5UlxcHL/++iuQeK0jwz9E\nbiEFQCFeY2hoSOvWrdm4cSOXLl3iypUr1KhRQ+1YQogcrEiRIrRu3Vq5mHyfnj17Zm6gdIiOjqZf\nv354eHgA8NFHH7Ft27ZM2SMqPj6eAQMGKN1G06dPTzEEpUiRImzfvp2BAwdy6NAhfH19adCgATqd\n7q3dLYaGhtSoUSNZwc/a2jrbdlsmefjwIT/88AOQOI13/vz52T7z6wwNDalQocIbJ8k+f/78jYNI\nfH19iY6OVo57+vQpT58+5Z9//kl2fz09PcqWLZusWzBpaXHx4sVz3N9VdlWwYEG2bt3K1KlTWbZs\nGYGBgbRt25YFCxbQsWPHDz6/np4eZmZmmJmZZUDa1Hl9cvWHTKpO7SCat2018C46nY7IyMh0D6FJ\nr7QUC4XITY4dO6Z8ONWqVSuV0wiRcaQAKMQbtG7dmh07dhAdHc2aNWtYsGCB2pGEEDncsGHDOHz4\n8Hs39C9Tpgxdu3bNolSpExkZiZOTE3/88QcADRo0YPPmzZn2Rn3mzJnK0tCuXbsqBdHAwEBlk/oL\nFy5w6dKlZHvOvbrEFBKXKb6+lDendYrFx8fj4uKidBotWbKEIkWKqJwqYxUqVIi6detSt27dZN+P\nj4/H398/WXEwad/BV7s64+Pj8fX1xdfXlyNHjiQ7h7m5ebJ9BpP+tLGxIV++fFny/HITfX19pk6d\nSqVKlXB1dSUqKgpnZ2du3LjBuHHjsvX+jW+ir6+f5UXH2NjYTJ9U/frtadmD9lXpKVYKkRvs3LkT\nSHx9atCggcpphMg4UgAU4g0KFChAy5Yt2bt3LydPnuTGjRtUqVJF7VhCiBysWrVqrFmzhj59+ry1\ni6N06dJs3749W01eDA8Pp2fPnpw4cQKAJk2asH79+gyZ4vomHh4eyocutra2WFtb4+TkxIULF5JN\nn32dubk5ERERyhvWnj17MmvWrBw/yMnNzY3Tp08D4OzsTNOmTVVOlHWSOvvKli2bYjuO8PBwfH19\nlW7BV5cVvzqAIjQ0lEuXLnHp0qUU5y9ZsuQbB5GULl0aPT29zH56OVrXrl2xs7OjV69ePH36lEWL\nFvHff/+xbNkyzM3N1Y6XrRkYGGBgYJBlf086nU4pOh47dow+ffqk+r5q7TMqhJru3r3L+fPnAWje\nvHmOv44Q4lXy0yzEW3z99dccPHiQmJgYli1bxuLFi9WOJITI4Zo1a8axY8dYuXIl27dvVwoVJUuW\npGfPnjg5OVG4cGGVU/6/0NBQunbtypkzZ4DE/GvWrMnwCajx8fH8999/HD58mLlz5yrf9/HxYfr0\n6SmONzIySrGUt2zZsty4cYPu3bvj7+/Phg0bePDgAatWrcpWBdW0uHTpEjNmzAASh62MGzdO5UTZ\nR758+ahevTrVq1dP9n2dTseTJ0+SdQsmFQf9/PySdTQ9evSIR48eKcXtJEZGRpQrVy5FYdDOzi5b\n7g+plnr16nHkyBF69uzJlStX8PT0pEWLFmzcuJFy5cqpHU/8j0ajwdDQUNnixtraWhkm9D7du3fP\n3HBCZENJ3X9arVaGf4hcR6NLb0+4yHaCgoLUjpDrrFy5kt27dwOwfPnyFMuThMjOFi5cyMaNGylQ\noADbt29XO06GKFSoEHp6esTHx/P8+XO143yQ2NhYnj17hlarpWjRotlu6VxISAjffPON8il4q1at\nWLFiRYYsoQ0ICFCW8Z4/f55Lly4RERHx1uPt7OySLeWtUqXKW3M8efKEXr16cfbsWQAqVKjApk2b\nclxBIjw8nM8//xxfX1+MjY05cuQIlSpVUjtWjhYbG8u9e/dSTCj28fHh6dOnqTpH4cKFU+w1aGdn\nh7W1dbaYFK2GiIgIhg4dqgwHKlSoEKtXr+bTTz9VOZl4k02bNjFixIj3HlelShX++OOPHNn9lJuu\nFQDOnDnD5MmTAdixYwc2NjbqBsrFwsPDadmyJeHh4TRo0ICJEyeqHUmItypatGia75PzfqMLkYW+\n+eYbDh8+THh4OPPnz2fjxo3Z7k26ECJnMjAwwNLSUu0YbxQcHEynTp24cuUKAO3bt8fNzS1dk4nD\nwsK4fPlysoJfYGDgO+9jZ2fH119/Te3atalVqxYFCxZM9eMVK1aMPXv2MGLECHbt2oW3tzeOjo6s\nXbs2R02znDBhAr6+vgBMmjRJin8ZwMDAQCncvS4kJCTFUuKkQSSvLtkPDg4mODhYKTAn0Wq1WFlZ\nvbE4aGlpmasHkZiamrJy5UqqVKnCjBkzeP78OZ06deLnn3+md+/eufq550TdunXj7t27LFq06K3H\nWFtbs2nTphxZ/BPiQ3h4eCh7C7du3VrlNEJkPPmtLsQ75M+fny5durB69Wr+++8/9u/fT7t27dSO\nJYQQmebJkyd06tSJGzduANClSxcWLFiQqj3R4uLi+O+//5RC34ULF/jvv/9SDOdIYmxsTPXq1dHX\n1+fvv/8GoEWLFqxfv/6DigbGxsYsXbqU8uXLJytIzJkzh27duqX7vFnl4MGDbNy4EYAvv/wyTXt2\nifQpUKCA0mX6qoSEBB49epSsWzDpT39/f2W4QkJCAn5+fvj5+SnDcpKYmpqmWEqctLw4K4dPZCaN\nRsPIkSOpVKkSAwcOJCIigtGjR3Pz5k2mT5+e44bv5GYajYYJEyZQt25dli9fruwxCondJN26dWPQ\noEGy3F3kOTqdjh07dgCJezLXqlVL5URCZDwpAArxHu3atePQoUMEBASwZMkSmjZtmmP3kxJCiHcJ\nDAykQ4cO3L59G0gcpDFnzpw3dj7rdDoePXrEhQsXlILf5cuX37mUt3z58imW8v7777907NgRSBz6\n4ebmliEdQ0kFifLlyzNo0CAiIyMZPnw4t2/fZsKECdl2yENgYKCyPM/CwoKFCxdKB5WKtFotpUuX\npnTp0jRp0iTZbZGRkdy9ezdZcTCpQJg0tRkSl8hevXqVq1evpji/paVlsm7BpMKglZVVjuy+atmy\nJR4eHvTo0YP79++zfv16vL29WbNmTbqWKonM06JFC1q0aMHDhw8JCAjA2NiYChUqSLFW5Fnnz59X\nOu/btm0rr70iV8p5VxZCZDFDQ0OcnZ2ZNGkSz58/Z+nSpYwePVrtWEIIkaH8/f1p3769sjl8v379\n+Pnnn5UL4LCwMC5evJis4Pf48eO3ns/CwkIp9iUt5S1QoECyYx49ekTfvn2Jj4/H1NSU9evXZ/hk\nzDZt2mBlZUWPHj0ICAjAzc2N27dv4+7unu26rxISEhg8eLCyZ9XChQspVqyYyqnE25iYmFClShWq\nVKmS7Ps6nY6goKBk3YJJX/v5+REbG6scGxgYSGBgICdPnkx2DgMDA2UQyesFwiJFimTrN6ZVqlTB\n09OT3r178/fff/P333/j4ODAxo0bqVq1qtrxxGtKlSpFqVKl1I4hhOqS9ss2MTHhiy++UDmNEJlD\nCoBCpEL9+vX5+OOPOXPmDLt376Zly5bUqFFD7VhCCJEh/Pz86NChAw8ePABg0KBBdOjQgY0bNyZb\nyvu2uWHGxsbUqFFDmchbu3ZtypQp884iRXR0NL1791YGWC1atIiKFStm/JMD7O3t8fLyokePHly6\ndAkvLy9atmzJpk2bsLKyypTHTA93d3eOHz8OQJ8+fWjWrJnKiUR6aDQaLCwssLCw4OOPP052W1xc\nHPfu3UtWFEwqEr5aUI+NjcXb2xtvb+8U5y9YsGCybsGkZcXlypXL8And6VW0aFF27drF2LFjWb9+\nPQ8ePKBly5YsXbqUVq1aqR1PCCGSCQwMVF5/v/zyS/Lly6dyIiEyhxQAhUglFxcXLl26RFRUFD/9\n9BObN2+WZRJCiBzv9u3bfPXVVzx58gRI3Pdm7dq1uLm5vfU+FSpUUJbx1qpViypVqqR5QMj48eOV\nCcODBg3K9P1VLS0t2bdvnzKt9ObNmzg6OrJ+/Xrq1auXqY+dGlevXmXatGkAVKxYkUmTJqmcSGQG\nfX19pXD3utDQ0BSFwTt37uDr65tsaf2LFy84d+4c586dS3Z/jUZDmTJlUnQN2tnZUaJEiSwfYmZo\naMjcuXOpWrUqY8aMISIigl69ejF69GhGjhyZrbsYhRB5y65du5T9itu2batyGiEyjxQAhUilYsWK\n0atXL5YvX87du3dZuXIlgwYNUjuWEEKkSWhoqLKU9/jx45w+fTrZkA5/f/9kx1tYWCidfXXq1KFm\nzZofvA/q1q1bWbduHQCNGjVi/PjxH3S+1DI1NWXFihVUqFCBOXPmEBQURPv27Zk/fz6dO3fOkgxv\nEhERgbOzMzExMRgaGrJ8+XJMTExUyyPUYW5uTs2aNalZs2ay7+t0OgICApINIUn6+v79+0pnrk6n\n4/79+9y/f58///wz2TlMTU0pV65cignFdnZ2Gb7s/nVOTk6UL1+e3r178/z5c2bOnMmNGzdYtGiR\ndNkIIVQXFRXF3r17AZQVDELkVlIAFCIN2rRpw19//cX169dZv349n332GdWrV1c7lhBCvFFcXBw3\nbtxQ9u27cOEC3t7eb13Ka2JikmIpb+nSpTO0U+fy5cu4uroCULJkSVasWJGlww60Wi2jRo2ifPny\nDBkyhOjoaAYNGoS3tzdjx47N8i4pgClTpihLPSdMmEC1atWyPIPIvjQaDSVLlqRkyZJ89tlnyW6L\niorCz88vxYTiO3fuKHtJQmKR+fr161y/fj3F+YsVK5asIJj0tZWVVZo7e9+mUaNGyjL8W7du8dtv\nv3H37l02bNhA6dKlM+QxhBAiPQ4fPqwMbsrs1QhCqE0KgEKkgZ6eHt9//z0DBw4kOjqaiRMnsnnz\nZkxNTdWOJoTIIRISEvjrr7/YvHkzd+/eRU9Pjxo1avDdd9990Ab5Op0Of39/Zc++CxcucOXKFSIj\nI9973w4dOjB48GAqVaqUYW/43yQ4OBgnJyeio6MxNDRkzZo1WFhYZNrjvUv79u2xsrKiZ8+ePHny\nhIULF3Lnzh3c3NyytCvJy8uLNWvWANCkSRP69++fZY8tcj5jY2MqVapEpUqVUtwWHBz8xgnFd+/e\nJSYmRjnuyZMnPHnyhL///jvZ/fX19bG2tk4xodjOzg4LC4s0fzBgbW3NoUOHGDhwIJ6enly9ehUH\nBwfWrVuXLZbhCyHyHp1Opwz/KFGiBB999JHKiYTIXFIAFCKNSpYsSb9+/ViyZAkPHjxgzpw5sleT\nECJVAgMD+e6777hw4UKy758/f561a9fSsWNHFixYkKqN/F++fMnFixc5f/688ufTp0/fenyxYsWo\nU6cOFhYW7Nixg6ioKDQaDfPnz6dbt24f/NzeJz4+ngEDBiiDRqZPn06dOnUy/XHfpU6dOnh5edG9\ne3euXbvGwYMHuXfvHps2bcqSqZhPnjxh2LBhABQuXJjFixer0oEocqfChQtTr169FMW1+Ph4Hjx4\n8MbiYEBAgHJcXFyccoynp2eyc+TPnz9FUdDW1hYbG5t3fihqbm7Ohg0bmDFjBgsWLODp06d89dVX\nzJ07l65du2bsX4AQQrzHhQsXuH37NpC495+8BovcTgqAQqRDq1atOHv2LP/88w/79++nfv36NG/e\nXO1YQohs7MWLF7Rv3547d+689Zjdu3cTHh7O+vXrk12ExsbGKkt5kwp+t2/ffutSXlNT02RLeevU\nqUPJkiU5ffo0Xbt2JSoqCj09PZYsWcLXX3+d4c/1TWbNmsWxY8cA+Pbbb+nZs2eWPO77lCpViv37\n9zNo0CAOHTrEtWvXcHBwYOPGjdSuXTvTHlen0zF06FBlCvL8+fOxtLTMtMcTIomenh7W1tZYW1vz\n5ZdfJrstLCwMX1/fFHsN3rlzh/DwcOW4ly9fKp3GrytdujR2dnbY2NgkW1ZcunRptFotWq2WcePG\nUblyZYYNG0ZUVBTDhg3j5s2bTJo0KUu3BBBC5G3btm0DErdAcXBwUDmNEJlPXmGFSAeNRsPIkSMZ\nOHAgwcHBTJ8+ncqVK1O2bFm1owkhsqnFixe/s/iX5PDhw2zcuJH8+fMrBb+rV68SFRX1xuM1Gg0V\nK1ZUCn21a9emUqVKKd5EHz16lO+++46oqCj09fVxd3fPskl3Hh4ezJ8/H4AaNWowa9asbDUB1MzM\njLVr1zJ9+nQWLlzIkydPaNeuHYsWLaJ9+/aZ8pirV6/mjz/+AKBnz560bNkyUx5HiLQwMzOjRo0a\n1KhRI9n3dTodjx8/TjGh2MfHh3v37qUYJOTv768U/JMYGxtjY2OTrGtw9uzZ/Pzzzzx+/Jjly5dz\n69YtVq5cScGCBbPg2Qoh8rKHDx9y/PhxAJo1ayZDiUSeIAVAIdKpQIEC/Pjjj4wZM4aIiAh+/PFH\n1q1bl6qle0KIvCU6OprNmzen+vgffvjhrbcVL148xVReMzOzd57Py8sLJycnZcrsmjVrcHR0THWe\nD+Hj46NMTC9UqBBr167NlhNutVot48ePp0KFCowYMYKoqCj69+/P7du3cXV1zdCC5a1bt5g8eTIA\ntra2TJ06NcPOLURm0Gg0WFpaYmlpScOGDZPdFhMTk2IQyZ07d/D19VU6XCFxYMmNGze4ceNGivPr\n6+sTFxfHsWPHqF+/PqNGjeKzzz6jbNmyGBoaZvrzE0LkPTt27FA+vJDhHyKvkAKgEB/A3t6eHj16\nsH79eu7cucP06dOZMmVKtupsEUKo7+bNmzx79izN9zM1NcXe3j7FUt602L9/P/379ycuLg5jY2PW\nr1/P559/nuYs6REWFsZ3331HaGgoGo0Gd3d3rKyssuSx06tz586ULVuWXr16ERQUxJw5c/D29mbx\n4sUZUriMiorC2dmZ6OhopRNTug5ETmZoaEiFChWoUKFCitueP3+eYjqxj48Pvr6+REdHK8fFxcUp\nXwcHBzN69GggcbmylZVVignFtra2FC9eXK63hBDpEh4ezq+//gpAvXr1smTfXyGyAykACvGBvvnm\nG27evMm///7LoUOHqFKlCl26dFE7lhAiG3l176zU8vT0pEaNGh+0H9bu3bsZNGgQ8fHxmJqasnnz\nZho1apTu86WFTqdj+PDh/PfffwCMHTuWpk2bZsljf6j69evj6elJ9+7duXnzJvv27eP+/fts2LDh\ng/fpmzZtGtevXwdgzJgx2NvbZ0RkIbKlQoUKUbduXerWrZvs+wkJCfj7+6fYZ/DSpUu8fPlSOS4+\nPp67d+9y9+5djhw5kuwcZmZmSkHw1YEktra2UlQXQrzTgQMHlGuzr776St0wQmQhKQAK8YG0Wi2u\nrq4MHTqUgIAA5s+fj62trYyRF0Ioihcvnqbj8+fPT61atT6ou2XLli0MHz4cnU6HmZkZ27Zto379\n+uk+X1otX76cffv2AdCyZUtl2m1OYWVlxcGDBxkwYABHjhzh4sWLODg4sGnTphT7o6XW0aNHcXd3\nB6Bhw4bK0mgh8hqtVouVlRVWVlYpOpIPHjzIoEGDlDfnZcuWpWDBgvj6+hIaGqocFxYWxuXLl7l8\n+XKK85csWTJZt2DSn2XKlEFPTy9zn5wQIltLSEhQhn+ULVuWWrVqqZxIiKwjBUAhMoC5uTkTJ05U\n9o0aPXo069evp3Tp0mpHE0JkA7a2tlSvXp2rV6+m6vgOHTp8UPFv3bp1uLq6Aon7le7YsSNTJ9q+\n7tSpU0yZMgVIfO5LlizJkUv1zM3N2bhxI1OnTmXp0qUEBATQpk0b3NzcaN26dZrOFRQUxJAhQ4DE\n/yZubm5SiBDiDVq1akWFChXo3r07vr6+3Lt3DwsLC06fPo1Wq02xnPjOnTvcu3cv2TLiR48e8ejR\nI/76669k5zYyMqJcuXLJBpEkFQcLFy6c1U9VCKGCU6dO8eDBAyCx+y8nXp8IkV5SABQig5QrVw5X\nV1d++uknQkJCGDFiBGvWrMHc3FztaEIIlWk0Gvr3768UgN5Fq9XSu3fvdD/W8uXLmTBhAgCFCxdm\n586d6e5YS49Hjx7Rr18/Zdnx+vXrc/TvQT09PaZMmUL58uVxdXUlIiICJycnxo4dy/Dhw1P1xkGn\n0zFixAiePHkCwC+//CL7DQnxDuXLl8fT05N+/fpx7Ngxzp07h4ODAxs2bKBBgwY0aNAg2fGxsbHc\nu3cv2RCSpK+fPn2qHBcdHc2tW7e4detWiscsXLhwisKgnZ0d1tbWGBkZZfpzFkJkjS1btgCJqy2y\nak9kIbILKQC+JiQkhF27dvHvv//y7NkzjIyMsLW1pWXLlnz88cfpPm9cXBwHDhzg+PHjPHr0CIBS\npUrRuHFjWrVq9UF7PInso2HDhnz33XesX7+eu3fv8uOPP7Jo0SL57yuE4JtvvuHvv/9WLjzfZubM\nmVSuXDldj7Fw4UKmTZsGgIWFBbt37073udIjOjqaPn36KG+4Fy1aRMWKFbPs8TNT9+7dKVeuHE5O\nTjx//pzp06fj7e3N/Pnz3zv9fcOGDRw+fBiALl26yLRBIVKhYMGCbN26lcmTJ+Pu7q504C5atIj2\n7dsnO9bAwEAp2L0+4TwkJAQfH58UxUFfX18iIyOV44KDgwkODubs2bPJ7p+0XPlNxUFLS0vpHhIi\nB/H29lb+jbdq1UqK+yLPkarEK+7fv8+4ceMICQkBwMTEhPDwcC5dusSlS5do06YN/fr1S/N5IyMj\nmTBhAt7e3kDitDRAuQg5deoUU6dOfe8bCJEzdOnShQcPHnD06FH+/fdfpk+fzoQJE+QCUYg8TqPR\nKHuELlu2jKCgoGS329raMm7cONq0aZPmc+t0OubMmcOcOXMAsLS0ZO/evdjZ2WVI9tSaMGEC586d\nA8DFxSXXFboaNmzI4cOH6d69O7dv32bXrl3cu3ePdevWUaxYsTfe5/bt20pHprW1NTNmzMjKyELk\naPr6+kybNo3KlSvj6upKVFQU/fv358aNG4wZMwatVvvecxQoUIDatWun2AYhISGBR48eJesWvHPn\nDr6+vjx48ACdTqcc5+fnh5+fH3/88Ueyc5iamqZYSpz0p5mZWcb9RQghMsTWrVuBxN8tad3KQ4jc\nQAqA/xMbG8u0adMICQmhbNmyjBw5knLlyhEdHc2+ffvYvHkz+/fvp1y5cnz55ZdpOvfSpUvx9vYm\nX758DB06VOkkPHPmDIsWLeLWrVssW7aMESNGZMZTE1lMo9EwfPhwnj59ytWrV/ntt9+wtLSkf//+\nakcTQqhMq9UydOhQBgwYgJeXF76+vujp6VGzZk0aNmyYrg8KdDodP/30E4sXLwagdOnS7Nmzh3Ll\nymV0/HfaunUra9euBRILZUlFr9zGxsYGDw8P+vbty7Fjxzh79iyOjo5s2rSJqlWrJjs2JiaGAQMG\nEBkZiZ6eHsuXL5eigBDp0K1bN+zs7HBycuLp06csWLBAuX5O778prVZL6dKlKV26NE2aNEl2W2Rk\nJHfv3n3jfoNJjQIAERERXL169Y37uxYvXjxZt6CNjQ12dnZYWVnJyhAhVBAUFKR04zdp0oQiRYqo\nnEiIrCevPv/j6elJYGAgRkZGTJw4EQsLCyBxs+DOnTsTHBzMoUOH2LRpE02aNEn1C/fdu3c5ceIE\nAEOGDOGTTz5Rbvvkk09ISEhg1qxZHDt2jA4dOlC2bNmMf3IiyxkaGjJx4kRGjhzJgwcPWLFiBcWK\nFZMx80IIIPG1JT2dfq/T6XSMHz+eFStWAIkdZnv27KFMmTIffO60uHz5sjJ0pESJEqxcuTJXv8Et\nUKAAW7duZcKECaxatQp/f39atWqFu7t7suWHM2fOVAoDrq6u1KlTR63IQuR49evXx8vLix49enDt\n2jUOHz5MixYt2LhxI9bW1hn6WCYmJlSpUoUqVaok+75Op+PZs2fJugWTvvbz8yM2NlY59vHjxzx+\n/JhTp04lO4eBgQHW1tbJugaTOgeLFCmS5StGfHx8CAwMxNjYmCpVqmBiYpKljy9EVtm1a5fyb1Te\nk4m8KvdenafRsWPHAPjss8+U4t+rOnbsiIeHB8HBwVy9ejXV48KPHz+OTqejRIkSyYp/SRo0aECJ\nEiUICAjg+PHj9OzZ84Oeh8g+zM3N+emnnxgxYoSyX1TBggVTfMoshBDpkZCQwI8//si6deuAxE3z\nd+/eTYkSJbI0R3BwME5OTkRHR2NgYMCaNWve+Dqa2+jr6zNjxgwqVKjAmDFjCA8Pp0ePHkyaNAkX\nFxdOnjzJkiVLgMTCxfDhw9UNLEQuULp0aQ4cOMCQIUPYv38/t27dwsHBgTVr1tCoUaNMf3yNRkPR\nokUpWrRoir3B4+LiuH//vtIt+Oqy4sePHyvHxcbGcvv2bW7fvp3i/AULFnzjhGIbG5sM3SpIp9Px\n66+/snz5ci5cuKB8v0CBAnz77bcMHTo0T/weF3lHVFQUu3btAqBGjRpZvkWKENmFFABJbPNPehF+\nfX+QJBYWFpQuXZoHDx5w+fLlVBcAr1y5AkCtWrXe+ImeRqOhVq1aBAQEKMeK3MPS0pJp06YpkyPH\njh3LkiVL3vpzJoQQqREfH8/w4cPZtm0bAJUrV2bXrl1v3YcuM3MMGDCABw8eADBjxgzq1q2bpRnU\n5uTkhI2NDX369CEkJITJkydz9epVTp06hU6nw9zcnKVLl6Knp6d2VCFyhXz58rF69WrmzZvHzJkz\nef78OZ06dWL69Ok4OTmplktfXx8bGxtsbGxS3BYaGpqsW/DVImFERIRy3IsXLzh//jznz59Pdn+N\nRkOZMmWUZcSvFgdLliyZqr0Qk+h0OiZMmIC7u3uK20JCQli+fDkHDhxg7969Gd5ZKYRaPDw8ePHi\nBQAdOnRQN4wQKpICIODv769s9PuuJbhly5blwYMHyhud99HpdPj7+7/3vFZWVgCpPq/IWWxtbZk0\naRLjx48nJiaGESNG4O7uTqVKldSOJoTIgeLi4hg0aBB79uwBoHr16uzcuVOVvWyStrAA+Pbbb/Ns\nF3vjxo05fPgw3bp1w9fXl927dyu3zZkzR3mdF0JkDI1Gw/fff0/FihUZNGgQERERjBo1ihs3bjB9\n+nQMDAzUjpiMubk59vb22NvbJ/u+TqcjICAgWbdg0tLi+/fvk5CQoBx3//597t+/r/zOTWJiYqIU\nBl/vHMyfP3+KLOvXr39j8e9V/v7+dOvWjWPHjmW7v0sh0iohIYEtW7YAUKpUKerVq6dyIiHUIwVA\nEpcvJSlcuPBbj0u67fnz56k6b2RkJFFRUak+b2RkJJGRkbL3Ri5kb2/PmDFjmDZtGuHh4QwePJgV\nK1a88VNiIYR4m5iYGPr378/BgwcBqFOnDtu2baNgwYJZnsXDw4P58+cDictpZs2alaenndvZ2XH4\n8GFatWqlrCrIly8f1apVUzmZELlX69atsba2pmfPnjx48IB169bh7e3NmjVrcsQG/xqNhpIlS1Ky\nZEk+/fTTZLdFR0dz9+7dZMXBpK7BV9+7REZGcv36da5fv57i/BYWFimWEv/yyy+pyubt7Y2Hhwdt\n27b9sCcphMpOnz7N3bt3gcS9/9LSMStEbiMFQFCKdJC4MfvbJN0WGRmZqvO+elxqzpt0HykA5k4N\nGjRgxIgR/PLLL7x48QIXFxdWrVpF6dKl1Y4mhMgBoqKi6N27N0eOHAES95XbunUr5ubmWZ7Fx8eH\nQYMGAVCoUCHWrl0rr10kfkCY1PkPEB4eTosWLVi5ciVffPGFismEyL2qVauGl5cXTk5OnDlzhtOn\nT+Pg4MDGjRtTDPHISYyMjKhUqdIbV4wEBwe/cULx3bt3iYmJUY57+vQpT58+5e+//05Xhs2bN0sB\nUOR4Sd1/5ubmNGvWTOU0QqhLCoBCZKFmzZoRGRnJ0qVLCQoKwtnZmZUrV2b5pv1CiJwlIiKC7777\nTln69emnn7Jx40by5cuX5VnCwsLo1asXoaGhaDQa3N3dZYkriRv7Dxw4kMjISDQaDX379mX16tWE\nhobStWtXfvrpJ/r165enuySFyCxFixZl9+7djB49mo0bN3L//n1atmzJsmXLaNGihdrxMlzhwoWp\nV69eiqWM8fHxPHjw4I1TigMCAtL8OEldU0LkVN7e3vz7778AtGzZMkOH6QiRE0kBEJL9IoiOjsbU\n1PSNx0VHRwOkusvh1eOS7vuu877v3Js2bVI+wXiTr7/+mu+++y5V2YR6vvvuOzQaDW5ubgQGBuLs\n7MyKFSsoXry42tFELqXRaChUqJDaMTJE0rINrVaba57T+4SFhdGjRw9OnDgBgKOjI7t27VKl406n\n0zFo0CBu3boFwNSpU2Uz7f+ZOHGiMk1z7NixTJkyhbZt29K1a1dCQ0MZN24c9+7dY+HChbKnlhCZ\nZM2aNdStW5eRI0cSHh5Oz549mTp1KmPGjMkzxfeiRYu+cVhhWFgYs2fPZvr06ak+l5GRUY58rc1t\n1wpmZmZqR8ixkt476+vr06NHj1zx8yDEh5ACIMn35wsODn5rATBpv43U/uIwMTHBxMSEyMjIZHt1\nvO28Sce/TXh4OE+ePHnr7RERETJlMIdwcnIiNjaWFStW8PDhQ6UIaGFhoXY0kUvltt8NGo0m1z2n\nNwkJCaFly5acPn0agLZt27Jjx453biuRmebNm8eOHTsAaNeuHWPHjpW9dIC//vqLmTNnAolLsydN\nmoSenh6tW7fm77//pk2bNty9e5cVK1Zw584ddu7c+c69gYUQ6Td06FCqVq1Kp06deP78ORMnTuT6\n9eusWbPmrdf4eUGBAgXo2LFjmgqAderUydGvtbnlWkFeZ9MnKCiIw4cPA4kfnlpaWqqcSAj1SQEQ\nKF26NBqNRpmw9bY92e7fvw9AmTJlUnVejUZD6dKluX37tnLfDzlvvnz5KFas2FtvNzU1JT4+PlXZ\nhPp69+5NTEwM69at48GDBwwYMAB3d3cpAopMkVt+N2i1WuX3ddJ0xNwqODiYli1bcu7cOSCxy3vj\nxo3o6+ur8t/z2LFjjBo1CoAKFSqwZs0adDpdrvnZSq8XL17QvXt3EhISMDMzY8OGDWi1WuXvpVKl\nSvz99998/fXXnDx5kqNHj/Lxxx+zb98+KlSooHJ6IXKnJk2acObMGb766itu3rzJ9u3buX37Nrt3\n7071dXxuZG9vT926dZXXlffp169fjvwdn9uuFXLDc1DD9u3biYuLA6BLly458mdZiHdJzwccUgAk\nsfOufPnyeHt7c+HCBRo0aJDimKCgIB48eAAkvnimVo0aNbh9+zYXL1586zGXLl1Sjn2X7t270717\n97feHhQUlOoJxSJ7+OabbwgPD2fnzp3cv3+fAQMGsHz58ncWeoVIK51Ol2t+NxQqVAg9PT0SEhJy\nzXN6k6CgIL7++mtlqmOnTp1YtGgRYWFhquR59OgR3377LfHx8ZiamrJ69epc/98gNXQ6HQMGDFA+\nyJs+fTqFCxdO8feip6fHtm3b+OGHH9i2bRu3b9/mk08+Yc2aNXz22WdqRBci1ytcuDAHDx5kwIAB\nHDlyhAsXLlCvXj3Wr1/PRx99pHY81YwePZrOnTu/t6jk4OBAlSpVcuTv+dx2raDWa39OFhkZye7d\nuwGoWbMmFhYWueJnQYhXFS1aNM33kX7i/2nSpAkAJ06c4OnTpylu37NnDzqdjsKFC1O9evVUn/ez\nzz5Do9Hw6NGjN07gOn36NI8ePUKj0SgZRN6h0Wjo3bs3nTp1AlCKgI8fP1Y5mRBCLYGBgXz11VdK\n8a979+4sXrwYfX11PrOLjo6mT58+ymvjwoUL3ziVMi/atWsXe/fuBRKXZ3fp0uWtxxoZGbFo0SIm\nTZqERqMhJCSEzp07s27duixKK0TeY25uzsaNGxkyZAiQOBX3q6++YuvWrSonU0/jxo1ZunTpO/ci\nbdKkCe7u7nlm30SR+xw4cICXL18CyF7FQrxCCoD/k7QvQFRUFD/99JMy9So6Oppdu3Zx8OBBIPGN\n2Otvwvr27Uvbtm1ZsGBBivOWK1dO+XR/8eLFnDlzBp1Oh06n48yZMyxZsgRIfKGVKYp5U1IRsHPn\nzgA8ePCA/v378+jRI5WTCSEyQ2RkJNu2baNNmzZUq1YNe3t7evbsye+//46/vz/t2rXjv//+AxK3\nCvjll19U3cNowoQJynIxFxcXvvrqK9WyZCf37t1TlkSXLFmSuXPnvvfNskajYfDgwWzYsEHZtsPV\n1ZWxY8cqy5SEEBlLT0+PiRMnsmzZMoyMjIiJiWHo0KFMnDgxz/6769ixI3/99RcDBgxQ9iPVarU0\natSIVatWsW3bNhk8IXKs+Ph4pchvZWWVpzt+hXidLAH+HwMDA8aPH8+4cePw8/Nj2LBhmJqaEhUV\npbTIt27dmi+//DLN53ZxcSEgIABvb2+mT5+OoaEhADExMUDi/kADBw7MuCcjchyNRoOTkxNarZZt\n27bx8OFD+vfvz7Jly/L0XjVC5Da3b9+ma9eu+Pn5Jfv+o0eP8PDwwMjISJkMP3DgQKZMmaJqB8a2\nbdtYu3YtAA0bNmTChAmqZclO4uLiGDhwIGFhYWg0GpYuXZqmyYLNmzfn0KFDdO/eHX9/f1auXMmd\nO3dYtWoV+fPnz8TkQuRdX3/9Nba2tvTs2ZPAwECWLVvGrVu3WLlyJQUKFFA7XpaztbVl2rRpTJs2\njejoaAwMDGTYhMgV/vrrL2Vrjvbt20snqxCvkN/yr7CysmLx4sW0a9eOEiVKEBsbS758+bC3t2fs\n2LH0798/Xec1MTFh5syZ9O7dG1tbW/T09NDT08PW1pY+ffowffp0jI2NM/jZiJxGo9HQq1cvevTo\nASQuA+zXrx++vr4qJxNCZITAwEA6dOiQovj3qqTi37Bhw1Qv/l25cgVXV1cASpQowcqVK1Vbhpzd\nLFiwgLNnzwIwZMgQGjZsmOZzVK1aFU9PT6Uz4c8//6RFixbKCgQhRMarVasWR44coXbt2kDivztH\nR0fu3LmjcjJ1GRkZSfFP5BqbN28GEidff/HFFyqnESJ7kSv51xQsWJA+ffrQp0+fVN9n1apV7z1G\nX1+fr776SpZOiffq1q0bhoaGrF69mqCgIPr378+SJUtkzy0hcriFCxcSGBiYqmMrVqyoavEvODgY\nJycnoqKiMDAwYM2aNTKh/H/Onj3L3LlzgcShYD/++GO6z1WsWDH27NnDiBEj2LVrF97e3jg6OrJ2\n7dp0FRWFEO9naWnJr7/+yvfff8/OnTvx8fHB0dGRlStX8vnnn6sdTwjxAa5fv64M32zTpo2y8k4I\nkUg+6hEiG+rUqRMuLi4AvHjxAmdnZ65cuaJyKiFEeoWHh7N9+/ZUH5+07FYN8fHxODs7J5tsW7du\nXdXyZCehoaEMHDhQmYa8fPnyD35zYWxszNKlSxkzZgwAz58/p1OnTkoHgxAi45mYmODm5sbEiRPR\naDS8fPmSb7/9luXLl6PT6dSOJ4RIp02bNgFgaGhI69atVU4jRPYjBUAhsqm2bdsycuRItFotYWFh\nuLi48M8//6gdSwiRDrdu3SI0NDTVx587d474+PhMTPR2s2bN4s8//wSgS5cufPfdd6rkyI7GjBnD\nvXv3AJg2bRp2dnYZcl6NRsPIkSNZs2YNJiYmxMbGMnz4cCZPnqzaz4EQuZ1Go2HIkCFs2rQJMzMz\nEhISmDBhAkOHDlW2YxBC5BwBAQEcPXoUgC+++IKCBQuqG0iIbEgKgEJkYw4ODowePRo9PT2ioqIY\nPny48sZcCJFzREVFpel4nU5HbGxsJqV5Ow8PD+bPnw9AjRo1mD17tmye/T979+5VujhbtmxJ9+7d\nM/wx2rRpw/79+ylRogQAbm5u9OzZk7CwsAx/LCFEIgcHBzw9PbG2tgYShx+1b9+ex48fqxtMCJEm\n27ZtUz4069Chg8pphMiepAAoRDb32WefMWnSJAwNDYmNjeXHH39k//79ascSQqRB6dKl03R8kSJF\nsnw4lI+PD4MGDQKgUKFCrF27FhMTkyzNkF35+/srA1GKFy/OvHnzMq0wam9vj5eXFzVr1gTAy8uL\nli1bKkuyhRAZr0KFCnh5efHZZ58BiXt9Ojg4cPnyZZWTCSFSIywsjF9//RWAevXqUaZMGXUDCZFN\nSQFQiBygXr16/Pzzz5iampKQkMCUKVOUPS6EENlf2bJlqV+/fqqP/+abbzIxTUphYWH06tWL0NBQ\nNBoN7u7uWFlZZWmG7Co+Pp5BgwYREhICwJIlSyhSpEimPqalpSX79u2jbdu2ANy8eRNHR0f+/fff\nTH1cIfKyQoUKsX37dvr27QvAo0ePaNOmDXv37lU5mRDifX799VfCw8MB6Nixo8pphMi+pAAoRA5R\nvXp1Zs2aRYECBQBYsGABbm5uslm1EDlE0mCf9zEyMsLJySmT0/w/nU7HiBEjuHXrFpC4z13Tpk2z\n7PGzuyVLlnD69GkABg4cSJMmTbLkcU1NTVm5cqXSeRgUFET79u3ZsWNHljy+EHmRvr4+M2bMYN68\neRgYGBAZGUn//v2ZMWMGCQkJascTQrxBXFwc27ZtA8DW1pYaNWqonEiI7EsKgELkIOXLl+eXX36h\nWLFiQOKk0J9//lk2iRciB2jZsiUjR4585zH6+vosW7ZM2YsqK7i7uyvLZlq0aMGwYcOy7LGzu0uX\nLjFz5kwAqlatyrhx47L08bVaLaNGjWLFihUYGRkRExPDoEGDmDZtmhQjhMhEPXr0YPfu3RQtWhSA\nefPm4eTkJPtxCpEN/fHHHwQGBgKJe//J3sVCvJ0UAIXIYUqXLs0vv/yiLM/79ddfGT16tEysEyIH\nGDNmDEuXLqVixYopbmvYsCF79uyhTZs2WZbn1KlTTJ48GUj81HzJkiVotXJpABAeHs6AAQOIi4vD\n2NiY5cuXY2RkpEqW9u3bs2/fPuXDn4ULF9K7d29luZMQIuN98skneHl5UbVqVQAOHTpEq1atlEng\nQgj16XQ6Nm/eDEDRokVp3LixyomEyN7kKl+IHMjCwoK5c+dSqVIlAP7880+GDBlCaGioysmEEO/T\nqVMn/vrrLzw8PHBzc2P58uX8/fff/Prrr3zyySdZliMgIIB+/foRHx+Pqakp69atI3/+/Fn2+Nnd\n+PHj8fX1BWDy5MnK71u11KlTBy8vL6pVqwbAwYMHad26NQ8fPlQ1lxC5WZkyZThw4ACtW7cG4MaN\nGzg4OHDq1CmVkwkhAC5fvsyNGzcAaNu2Lfr6+ionEiJ7kwKgEDlU/vz5mTlzJh999BEAFy5coH//\n/jx9+lTlZEKI99FoNNStW5fOnTvTsWNH7OzssvTxo6Oj6d27t/L7YuHChaoXuLKTAwcOKIOWvvzy\nS3r37q1yokSlSpVi//79tGzZEoBr167h4ODAhQsXVE4mRO5lZmbG6tWrGTVqFADBwcF8/fXXrF+/\nXuVkQoik12pjY2NatGihchohsj8pAAqRgxkbGzNp0iS++OILAG7fvk3v3r3x8/NTN5gQIlubMGEC\n586dAxIHW3z11VfqBspGAgIClL0aLSwsWLhwYbbaT8jMzIy1a9cqezU+efKEdu3ayaRSITKRVqvF\n1dWV1atXY2pqSlxcHD/88AOjRo0iNjZW7XhC5EkPHjzg+PHjADg4OGBubq5yIiGyPykACpHD6evr\n8/333ysj7wMCAujTpw/Xrl1TOZkQIjvatm0ba9euBaBBgwZMnDhR5UTZR0JCAoMHD+b58+dAYmdk\n0r572YlWq2X8+PG4ublhaGhIVFQU/fv3Z/bs2TIZXohM1LZtWw4cOEDp0qWBxGFsnTt3Jjg4WOVk\nQuQ9W7duRafTodFo5INMIVJJCoBC5AJarZZ+/frRr18/AEJCQnB2dubkyZMqJxNCZCdXrlzB1dUV\ngBIlSrBy5UrZL+cVy5cv58SJEwD06dOHZs2aqZzo3Tp37syePXuUSaVz5syhX79+REZGqpxMiNyr\nevXqeHl5Ua9ePQBOnjyJg4MDN2/eVDmZEHnHy5cv2b9/P5A4sKdkyZIqJxIiZ5ACoBC5SMeOHfnx\nxx/R19cnKiqK77//nn379qkdSwiRDQQHB+Pk5ERUVBQGBgasWbMmW3a3qeXq1atMmzYNgIoVKzJp\n0iSVE6VO/fr18fT0pHLlygDs27ePdu3aERgYqHIyIXIvCwsL9u7dS7du3QC4d+8eLVq04PDhwyon\nEyJv2Lt3r/JhV4cOHVROI0TOIQVAIXKZpk2bMnXqVExMTIiPj+enn35i1apVsixMiDwsPj4eZ2dn\n7t+/D8D06dOpW7euyqmyj4iICJydnYmNjcXQ0BB3d3dMTEzUjpVqVlZWHDx4UOlYvHjxIg4ODly+\nfFnlZELkXoaGhsyfP5/p06ejp6dHeHg4PXv2ZMGCBXLNJUQmiouLY8eOHQBUqFCBqlWrqpxIiJxD\nCoBC5EK1a9dmzpw5FCpUCEhc1jZz5kzi4+NVTiaEUMPs2bP5888/AejSpQvfffedyomyl8mTJ+Pt\n7Q0kDkjJiW8mzM3N2bhxIy4uLkDifrBJ+5UJITKHRqOhX79+bN++nYIFC6LT6fj5559xdnaWpfhC\nZJLff/+dx48fA9C+fftsNahLiOxOCoBC5FJ2dnbMnz+fUqVKAbB7925GjRpFVFSUysmEEFnp8OHD\nzJs3D4AaNWowe/ZsuVh+hZeXlzIUpUmTJvTv31/lROmnp6fHlClTmD9/Pvr6+kRERODk5MT8+fOl\nI0mITNS4cWMOHz5M+fLlAdizZw9t2rTh0aNHKicTInfR6XRs2bIFgKJFi/Lpp5+qnEiInEUKgELk\nYpaWlsybN49KlSoBcPz4cVxcXHjx4oW6wYQQWcLHx0fpCCtUqBBr167NUUtbM9vjx48ZNmwYAIUL\nF2bx4sVotTn/0qh79+7s2rVL6QKfPn06Li4u8gGQEJnI1taWw4cP8+WXXwJw+fJlmjVrxrlz51RO\nJkTucfnyZW7cuAFAu3btZJCZEGmU869yhRDvVKBAAWbOnEn9+vWBxCmgffr04eHDhyonE0JkprCw\nMJycnAgNDUWj0eDu7o6VlZXasbINnU7H0KFDCQoKAmDBggVYWlqqnCrjNGzYMFlH0q5du+jQoQNP\nnjxROZkQuVf+/PnZtGkTQ4YMAeDJkyd89dVXbN++XeVkQuQOmzdvBsDY2JjmzZurnEaInEcKgELk\nAcbGxkycOJEWLVoAidPqevfuza1bt1ROJoTIDDqdjhEjRnDz5k0ARo8eTdOmTVVOlb2sWrWKo0eP\nAvDdd98pvx9zExsbGzw8PGjSpAkAZ8+exdHRkevXr6sbTIhcTE9Pj4kTJ7J06VKMjIyIjo5m8ODB\nTJ48WfZiFuIDPHz4kGPHjgHQrFkzzM3N1Q0kRA4kBUAh8gg9PT2GDh1Kjx49AHj27Bn9+/fnzJkz\nKicTQmQ0d3d3fv31VwCaN2/O8OHDVc2T3dy8eZMpU6YAifulJn2dGxUoUICtW7fSt29fAPz9/WnV\nqhWenp4qJxMid+vUqRP79u2jePHiALi5udG1a1devnypcjIhcqbt27ej0+nQaDR89dVXascRIkeS\nAqAQeYhGo6Fbt26MGDECrVZLREQEw4YN4+DBg2pHE0JkkFOnTjF58mQgsQPMzc0tV+xrl1GioqJw\ndnYmOjoaAwMDli9fTr58+dSOlan09fWZMWMGs2fPRk9Pj/DwcHr06IGbm5sMBxEiE9WpU4cjR45Q\ns2ZNAI4ePYqjoyM+Pj7qBhMihwkPD2ffvn0A1KtXTxlyKIRIG3lHIEQe5OjoyOTJkzEyMiI+Pp5J\nkyaxdu1aeSMoRA4XEBBAv379iI+Px9TUlHXr1pE/f361Y2Ur06ZNUzYQHzNmDPb29ionyjpOTk5s\n376dAgUKoNPpmDx5MsOGDSMmJkbtaELkWiVKlOC3336jY8eOANy5cwdHR0f+/PNPlZMJkXPs37+f\n8PBwAOn+E+IDSAFQiDyqXr16zJ49mwIFCgCJS1Nmz54t+9MIkUPFxMTQu3dvnj59CiQOtahcubLK\nqbKXo0eP4u7uDkCjRo0YNGiQyomyXuPGjTl8+DA2NjYAbN26lY4dO/Ls2TOVkwmRe5mYmLBs2TIm\nTJiARqMhJCSELl264O7uLh++CvEe8fHxbNu2DQBra2ulo1YIkXZSABQiD6tYsSLz58+nZMmSAOzc\nuZPRo0cTFRWlcjIhRFqNHz+ec+fOATBw4EDat2+vcqLsJSgoSJnMWbBgQZYsWZJnl0bb2dlx+PBh\nGjVqBMCZM2do3rw5//33n8rJhMi9NBoNQ4cOZdOmTZiZmZGQkMD48eMZPnw40dHRascTIts6efIk\n/v7+QGL3n0ajUTmREDlX3rzyFUIoSpYsybx586hQoQIAf/75J4MGDSIkJETlZEKI1Nq+fTtr164F\noEGDBkycOFHlRNmLTqdj+PDhPHnyBIC5c+fm+f2DChUqxI4dO+jZsycAfn5+tGjRgj/++EPlZELk\nbg4ODnh4eGBtbQ3Ali1b6NChg/L7SQiRXFL3X4ECBWjatKnKaYTI2aQAKISgYMGCzJ49m3r16gFw\n+fJl+vbtS2BgoMrJhBDvc+XKFX744Qcgca+plStXoq+vr3Kq7GX9+vXK1Ntvv/2Wdu3aqZwoezAw\nMGDu3LlMmzYNrVZLaGgoXbt2ZcWKFbIsUYhMVKlSJTw9Pfn0008B+Pfff3FwcODKlSsqJxMie7lz\n5w5nz54FoEWLFhgZGamcSIicTQqAQggAjI2NmTRpEg4ODgDcvXsXJycn7ty5o3IyIcTbPH/+HCcn\nJ6KiojAwMGDNmjUUK1ZM7VjZire3t9IRaW1tzfTp01VOlL1oNBoGDBjA5s2blWWJ48aNw9XVldjY\nWLXjCZFrFS5cmO3bt9OnTx8AHj58SJs2bZRJp0KI/+/+09PTo02bNiqnESLnkwKgEEKhp6fHiBEj\n6Nq1KwBPnz6lb9++nD9/XuVkQojXxcfHM2DAAO7fvw/Azz//TN26dVVOlb1ER0czYMAAIiMj0dPT\nY/ny5ZiZmakdK1v68ssv8fDwoGzZskBi1+Q333zD8+fPVU4mRO5lYGDAzJkz+eWXX9DX1yciIoK+\nffsya9YsEhIS1I4nhKpevHiBh4cHAJ9++ilFihRROZEQOZ8UAIUQyWg0Gnr27MmQIUPQarWEhYUx\nZMgQ2RdKiGxm9uzZ/PnnnwB888039OrVS91A2dDMmTO5du0aAK6urtSpU0flRNlb0rLEjz/+GIC/\n/vqL5s2b4+Pjo3IyIXK3nj17snv3bqXAMXfuXHr37k1YWJjKyYRQz6+//qoMyJGtO4TIGFIAFEK8\nUatWrRg/fjyGhobExMQwevRodu7cqXYsIQRw+PBh5s2bB0D16tWZM2eOTMV7zYkTJ1iyZAkA9evX\nZ/jw4eoGyiGKFCnCrl276NKlCwC+vr44Ojpy4sQJlZMJkbs1aNAALy8vqlatCsDBgwdp3bq10uUt\nRF4SFxenvO+oUKEClStXVjmRELmDFACFEG/VoEEDpk+fjpmZGTqdjlmzZrF8+XLZHF4IFfn4+ODi\n4gIkDvBZu3YtJiYmKqfKXoKDgxk8eDAA5ubmLFu2DD09PZVT5RxGRkYsWrSISZMmodFoCAkJoXPn\nzqxbt07taELkalZWVhw4cIBWrVoBcP36dRwcHDh9+rTKyYTIWsePH+fx48cAfPXVV+qGESIXkQKg\nEOKdqlWrxty5cylatCgAq1atYvr06cTHx6ucTIi8Jzw8HCcnJ0JDQ9FoNLi7uyt7tolEOp2O77//\nnoCAACBxKV2ZMmVUTpXzaDQaBg8ezIYNGzA1NSU+Ph5XV1fGjBlDXFyc2vGEyLXMzMxYs2aNMt39\n2bNndOzYkY0bN6qcTIiss337dgAKFSqkTMsWQnw4KQAKId7L2tqaefPmKW+i9+7dy+jRo5V9OYQQ\nmU+n0zFixAhu3rwJwOjRo/n8889VTpX9bNmyhQMHDgDQqVMnOnTooHKinK158+YcOnSI0qVLA4kf\nAnXt2pWXL1+qnEyI3Eur1fLjjz+yatUqTExMiIuLY+TIkYwePVqmc4tc7/bt21y4cAGAli1bYmBg\noHIiIXIPKQAKIVKlWLFi/PLLL1SqVAmAP//8k6FDh8oG1UJkEXd3d/bu3QskFmVkT7uUfHx8GDt2\nLJC4lG7mzJkqJ8odqlatiqenJx999BGQ+Pu/RYsW3L17V+VkQuRu7dq148CBA5QqVQqA1atX8803\n3xAcHKxyMiEyz44dOwDQ09OjZcuWKqcRIneRAqAQItXy58/PzJkzqVu3LgDnz59nwIABPHv2TOVk\nQuRup0+fZvLkyQDY2Njg5uaGVisv4a+KjY1l4MCBREREoNVqWbp0Kfnz51c7Vq5RrFgx9uzZw9df\nfw2At7c3jo6OnDp1SuVkQuRuNWrUwMvLSynA//XXXzg6OvLff/+pnEyIjPfy5UsOHToEQKNGjZTJ\n2EKIjCHvHoQQaWJsbMzkyZNp2rQpAP/99x99+/bl0aNHKicTIncKCAigb9++xMfHY2pqyrp166Sw\n9QZz5szh4sWLAIwcOZL69eurnCj3MTY2ZunSpYwZMwaA58+f06lTJzZv3qxyMiFyt2LFirF37166\ndu0KgJ+fH82bN8fLy0vlZEJkrN9++03ZYqht27YqpxEi95ECoBAizfT19XF1daVdu3YAPHjwgD59\n+uDj46NyMiFyl5iYGHr37s3Tp08BWLBgAZUrV1Y5VfZz+vRpFixYAEDdunX5/vvv1Q2Ui2k0GkaO\nHMmaNWswMTEhNjaW4cOHM3nyZBkOJUQmMjIyYsGCBUybNg2tVktYWBjdu3dn0aJF6HQ6teMJ8cES\nEhLYtWsXALa2tlSpUkXlRELkPlIAFEKki1arxdnZmR49egDw9OlT+vfvz7Vr11ROJkTuMX78eM6d\nOweAs7Mz7du3VzlR9hMSEsKgQYPQ6XTky5ePpUuXoq+vr3asXK9Nmzbs37+fEiVKAODm5kbPnj1l\nX1ghMpFGo2HAgAFs27aNAgUKoNPp+Omnnxg4cCCRkZFqxxPig5w5cwZ/f38AWrdujUajUTmRELmP\nFACFEOmm0Wjo1q0bLi4uQOIbcRcXF6VgIYRIv+3bt7N27VoAPvnkEyZOnKhyouxHp9Ph6uqqvGGY\nOXMm5cqVUzlV3mFvb4+Xlxc1a9YEwMvLi5YtW3L//n11gwmRyzVt2hRPT0/s7OwA2L17N23btiUg\nIEDlZEKk386dOwEwMzNTthoSQmQsKQAKIT5Y27ZtGTVqFFqtloiICIYOHcqJEyfUjiVEjnXlyhV+\n+OEHACwtLVm1ahUGBgYqp8p+du7cqUxGbteuHd98843KifIeS0tL9u3bp+zVdPPmTRwdHfnnn39U\nTiZE7mZra4unpyeff/45AJcuXaJZs2ZcuHBB5WRCpN2jR484efIkAM2aNcPY2FjlRELkTlIAFEJk\niM8//5yJEydiYGBATEwMrq6ueHp6qh1LiBzn+fPn9O7dm6ioKAwMDFizZg3FihVTO1a24+fnx48/\n/ghAyZIlmTt3riwXUompqSkrV67E1dUVgKCgIDp06MCOHTtUTiZE7pY/f362bNnCoEGDAHj8+DFt\n27ZVOqmEyCn27Nmj7GXZunVrldMIkXtJAVAIkWE+/vhjpk2bhomJCfHx8YwfP55ff/1V7VhC5Bjx\n8fE4Oztz7949AH7++Wc++ugjlVNlP3Fxcbi4uBAWFoZGo2Hp0qUULFhQ7Vh5mlarZdSoUaxYsQIj\nIyNiYmIYNGgQ06ZNIyEhQe14QuRaenp6TJ48mSVLlmBoaEh0dDQuLi5MmTJFBvOIHCEmJoZ9+/YB\nULt2bUqVKqVyIiFyLykACiEylL29PTNmzMDMzAydTse0adPYunWr2rGEyHZ0Oh2hoaGEh4cr35sz\nZw5Hjx4F4JtvvqFXr14qpcve5s+fz9mzZwEYMmQIDRs2VDmRSNK+fXv27dundK0uXLiQ3r17J/s5\nF0JkvG+++SbZv70lS5bQvXt3Xr58qXIyId7t6NGjPH/+HJDuPyEymxQAhRAZrlKlSsyePZsCBQoA\n8Msvv7Bu3Tp1QwmRTTx69IiffvqJqlWrYmNjg7W1NZ988gnDhw/nl19+AaB69erMmTNHlrS+wb//\n/svcuXOBxA8ckpYBi+yjTp06eHl5Ua1aNQAOHjxI69atefjwocrJhMjd6taty5EjR7C3twfg999/\np0WLFvj6+qqcTIi32717NwBFixalfv36KqcRIneTAqAQIlPY2Ngwd+5cihQpAiR+Eu3u7q7s7yFE\nXnTy5EkaNWrEokWLePr0qfL9O3fusHnzZiBxT6e1a9diYmKiVsxsKzQ0FBcXFxISEjA1NWX58uUY\nGhqqHUu8QalSpdi/fz8tW7YE4Nq1azg4OMiAAiEyWcmSJdm/fz/t27cHwNvbG0dHR44fP65yMiFS\n8vHx4eLFiwA0b94cPT09lRMJkbtJAVAIkWnKlCnDnDlzlOUoK1euxM3NTYqAIk/y9vamW7duhIaG\nvvM4U1NTpXAukhs9erSyP+K0adOws7NTOZF4FzMzM9auXcuwYcMAePLkCe3atVMmNwshMoeJiQnu\n7u6MGzcOjUbDixcv+Oabb1ixYoVcg4lsJan7T6vV0rx5c5XTCJH7SQFQCJGpkqZzlihRAoB169ax\ncOFCuQAVec7ChQuJiIh473GBgYFs3749CxLlLHv37lWmyrZq1Yru3burnEikhlarZfz48bi5uWFo\naEhUVBT9+/dn9uzZ8jogRCbSaDQMHz6cDRs2kC9fPuLj4xk3bhwjR44kJiaG8PBwNm7cSNu2bfno\no4/47LPP+PHHH7l165ba0UUeERUVxaFDh4DEQYJFixZVOZEQuZ8UAIUQma5YsWLMmTNHmeq1adMm\n5s2bJ2/+RJ7x4sWLNE3EXr9+feaFyYH8/f354YcfALC0tGTevHmyP2IO07lzZ/bs2aO8wZszZw79\n+vUjMjJS5WRC5G7NmzfHw8ODsmXLAonXYA4ODtSpU4eRI0fy999/4+fnx82bN1mzZg2ffvopY8aM\nkQnCItN5eXkRFhYGoGwXIYTIXFIAFEJkiaJFizJ79mzKlCkDwNatW6UIKPIMb29vYmJiUn38zZs3\niY2NzcREOUd8fDwuLi7KJMslS5ZQuHBhlVOJ9Khfvz6enp5UrlwZgH379tGuXTsCAwNVTiZE7la5\ncqLghWEAAFU1SURBVGW8vLyUienXr1/n2bNnbz1+1apVjB8/PqviiTwqaTuI4sWLU7t2bZXTCJE3\nSAFQCJFlihQpwuzZs7GysgKkCCjyjvR0Usi/i0SLFy/m77//BsDFxYXGjRurnEh8CCsrKw4ePEiz\nZs0AuHjxIg4ODly+fFnlZELkboULF2bnzp3Kaoz3WbVqFTdv3szkVCKvunPnDlevXgWgRYsWaLVS\nlhAiK8i/NCFElipUqBCzZs1KVgRcsGCBFDtErlauXLk0LVktU6aMTLclsTg0a9YsAKpWrcrYsWNV\nTiQygrm5ORs3bsTFxQWAgIAA2rZty4EDB1ROJkTu5u/vz8OHD1N9/Lp16zIvjMjTkrr/tFqt8oGQ\nECLzSQFQCJHlXi8Cbt68mcWLF0sRUORalpaWabrA7datWyamyRnCwsJwdnYmLi4OY2Nj3N3dMTIy\nUjuWyCB6enpMmTKF+fPno6+vT0REBE5OTsyfP19eC4TIJEnd1Kl1+vTpTEoi8rLXh38UKVJE5URC\n5B1SABRCqKJQoULMnDmT0qVLA7Bhwwbc3d1VTiVE5hk6dGiqlrgULlyYnj17ZkGi7G3ChAn4+voC\nMGXKFCpWrKhyIpEZunfvzq5duyhUqBAA06dPx8XFhaioKJWTCZH7pPXflfw7FJnh6NGjhIaGAolD\naoQQWUcKgEII1RQuXJhZs2ZRsmRJIHG/mTVr1qicSojMUb9+fRYuXIient5bjylYsCBbtmzBwsIi\nC5NlPwcOHGDTpk0ANGvWDCcnJ5UTiczUsGFDDh8+TPny5QHYtWsXHTp04MmTJyonEyJ3KVGiRJqO\nt7S0zKQkIi/79ddfgcQBgXXq1FE3jBB5jBQAhRCqKlKkCLNmzaJ48eIALF26lC1btqicSojM0aVL\nFw4cOECrVq2SFQJNTU3p1asXv//+e56/GA4ICGDkyJEAWFhYsHDhwjTtnyhyJhsbGzw8PGjSpAkA\nZ8+exdHRkevXr6sbTIhcpGnTpmmaot65c+dMTCPyovv373PhwgUAHBwc3vmhqBAi40kBUAihOgsL\nC2bNmkXRokUBmDdvnvLpoBC5Td26dVm3bh3Xrl3Dy8uL33//nevXrzNnzhzKli2rdjxVJSQkMHjw\nYJ4/fw7AokWL8nw3ZF5SoEABtm7dSt++fYHEgQWtWrXC09NT5WRC5A7Gxsap7qi2sLCgffv2mZxI\n5DW//fYbABqNBgcHB5XTCJH3SAFQCJEtWFpaMmPGDAoWLAjAzz//zJEjR9QNJUQmKlq0KLVq1cLe\n3h4zMzO142QLy5Yt48SJEwD07duXL7/8UuVEIqvp6+szY8YMZs+ejZ6eHuHh4fTo0QM3NzcZDiJE\nBvj+++/54osv3nlMvnz5WLdunbw2iQwVFxenTHu3t7eXJeZCqEAKgEKIbKNMmTJMnz4dMzMzdDod\n48ePlwl0QuQRV65c4eeffwagUqVKTJw4UeVEQk1OTk5s376dAgUKoNPpmDx5MsOGDSMmJkbtaELk\naAYGBmzcuJHvv//+jcuBmzRpwsGDB6lXr54K6URudubMGYKCggBwdHRUOY0QeZMUAIUQ2YqNjQ1T\np07FyMiI+Ph4XF1duXz5stqxhBCZKCIiAmdnZ2JjYzE0NGT58uWYmJioHUuorHHjxhw+fBgbGxsA\ntm7dSseOHXn27JnKyYTI2QwMDBg9ejSXL19m/fr1zJw5kwULFvDPP/+wc+dOqlatqnZEkQvt27cP\nADMzMxo2bKhyGiHyJikACiGynSpVqjBx4kT09fWJjo5m+PDh+Pj4qB1LCJFJJk+ezO3btwGYMGGC\nvPkUCjs7Ow4fPkyjRo2AxA6S5s2b899//6mcTIicz9jYmJYtW9KnTx+6deumFNuFyGgvXrzgr7/+\nAhK7TA0NDVVOJETeJAVAIUS2VKdOHUaNGoVGoyE0NJQhQ4YQGBiodiwhRAbz9PRk7dq1QOKbgv79\n+6ucSGQ3hQoVYseOHfTs2RMAPz8/WrRowR9//KFyMiGEEKlx+PBh4uLiAGjWrJnKaYTIu6QAKITI\ntj777DNcXFwAePLkCUOGDCEkJETlVEKIjPL48WOGDRsGQJEiRVi8eDFarVyaiJQMDAyYO3cu06ZN\nQ6vVEhoaSteuXVmxYoUMBxFCiGxu//79AFhZWVGhQgWV0wiRd8lVthAiW2vTpg1du3YF4O7du3z/\n/fdER0ernEoI8aESEhIYMmSIsp/bggULZCKgeCeNRsOAAQPYvHkzZmZmJCQkMG7cOFxdXYmNjVU7\nnhBCiDe4c+eOsm1Ds2bN0Gg0KicSIu+SAqAQItvr0aMHDg4OAFy6dIlJkyaRkJCgciohxIdYtWoV\nf/75JwC9evWiefPmKicSOcWXX36Jh4cHZcuWBWD9+vV88803PH/+XOVkQgghXnfw4EEAtFotn3/+\nucpphMjbpAAohMj2NBoNQ4cOpW7dugD8/vvvLF68WOVUQoj0unHjBlOnTgUShzxMmTJF5UQip6lU\nqRKenp58/PHHAPz11180b95cBkYJIUQ2EhcXh4eHBwC1a9emSJEiKicSIm+TAqAQIkfQ19dn7Nix\n2NraArBx40Z2796tciohRFpFRUXh7OxMdHQ0BgYGLF++HFNTU7VjiRyoSJEi7Nq1iy5dugDg6+uL\no6MjJ06cUDmZEEIIgLNnzxIUFATAF198oXIaIYQUAIUQOYapqSlTpkyhaNGiAMyePZszZ86onEoI\nkRY//fQTN2/eBGDs2LHY29urnEjkZEZGRixatIhJkyah0WgICQmhc+fOrFu3Tu1oQgiR5x06dAhI\nvIb/5JNPVE4jhJACoBAiRylatChTp07FxMSE+Ph4Ro8ezd27d9WOJYRIhT/++IMVK1YA8OmnnypT\nvoX4EBqNhsGDB7NhwwZMTU2Jj4/H1dWVMWPGEBcXp3Y8IYTIkyIiIpS9fhs2bIixsbHKiYQQUgAU\nQuQ4NjY2jB49Go1GQ1hYGCNGjODFixdqxxJCvENQUBBDhgwBoGDBgixZsgStVi5DRMZp3rw5hw4d\nonTp0kDioJmuXbvy8uVLlZMJIUTec+zYMaKiogBk+IcQ2YRceQshcqT69evTt29fAPz9/aXTQ4hs\nTKfTMXz4cJ4+fQrAvHnzKFmypMqpRG5UtWpVPD09laFRf/75Jy1atJBOcSGEyGKHDx8GEvdrrVGj\nhspphBAgBUAhRA7WoUMHHBwcgMRNhhcsWKBuICHEG61fvx5PT08AunbtSps2bVROJHKzYsWKsXfv\nXr7++msAvL29cXR05NSpUyonE0KIvCE4OJh//vkHgCZNmqCnp6dyIiEESAFQCJGDJe37VLlyZQC2\nbdvGgQMHVE4lhHiVt7c3EydOBKBcuXL8/PPPKicSeYGxsTFLly5lzJgxADx//pxOnTqxefNmlZMJ\nIUTud+TIEeLj4wFo2rSpymmEEEmkACiEyNEMDQ2ZMGECRYoUAWD69OnKhFEhhLqio6MZMGAAkZGR\n6OnpsXz5cszMzNSOJfIIjUbDyJEjWbNmDSYmJsTGxjJ8+HAmT56svDEVQgiR8by8vAAoXbo0tra2\nKqcRQiSRAqAQIscrXLgwEyZMwMDAgJiYGFxdXWUoiBDZwIwZM7h27RoAo0aNonbt2ionEnlRmzZt\n2L9/PyVKlADAzc2Nnj17EhYWpnIyIYTIfQICArh8+TKQ2P2n0WhUTiSESCIFQCFErlCpUiVcXFwA\nCAwMZMKECdLhIYSKjh8/jpubG5A4tGfYsGEqJxJ5mb29PV5eXtSsWRNI7E5p2bIl9+/fVzeYEELk\nMkeOHFG+bty4sYpJhBCvkwKgECLXaN68uTIU5O+//2bNmjUqJxIibwoODmbw4MEAmJubs2zZMtkA\nXKjO0tKSffv20bZtWwBu3ryJo6OjslG9EEKID5e0/NfW1pbSpUurnEYI8SopAAohcg2NRsOgQYOw\nsbEBYMWKFfz7778qpxIib9HpdIwcOZLAwEAA5s6dS5kyZVROJUQiU1NTVq5ciaurKwBBQUF06NCB\nHTt2qJxMCCFyvgcPHnDr1i1Auv+EyI6kACiEyFWMjIwYP348pqam6HQ6xo8fT1BQkNqxhMgzNm/e\nzMGDBwHo1KkTHTp0UDmREMlptVpGjRrFihUrMDIyIiYmhkGDBjFt2jQSEhLUjieEEDnWq8t/P/vs\nMxWTCCHeRAqAQohcp2TJkgwfPhxIXIo4ceJEeVMnRBbw8fFh3LhxAFhZWTFz5kyVEwnxdu3bt2ff\nvn1YWFgAsHDhQnr37k14eLjKyYQQImf6/fffAahYsSKWlpYqpxFCvE4KgEKIXOmzzz6jdevWAPz7\n779s2LBB5URC5G6xsbE4OzsTERGBVqtl2bJl5M+fX+1YQrxTnTp1OHLkCFWrVgXg4MGDtG7dmocP\nH6qcTAghcpb79+/j7e0NwKeffqpyGiHEm0gBUAiRa/Xr1w9ra2sAli1bxvXr19UNJEQuNnv2bC5d\nugTA999/T7169dQNJEQqlSpVigMHDtCyZUsArl27hoODAxcuXFA5mRBC5Bx//PGH8nWjRo1UTCKE\neBspAAohci0jIyNGjx6NoaEh8fHxTJgwgcjISLVjCZHrnD59moULFwJQt25dRo4cqXIiIdLGzMyM\ntWvXMmzYMACePHlCu3bt2Lt3r8rJhBAiZ0gqAJYvX16W/wqRTUkBUAiRq1lbW9O3b18gcWnC/Pnz\nVU4kRO4SEhKCi4sLOp2OfPnysWzZMvT19dWOJUSaabVaxo8fj5ubG4aGhkRFRdG/f39mz56NTqdT\nO54QQmRbjx49Uqb/SvefENmXFACFELlemzZt+OijjwDYs2cPJ0+eVDmRELmDTqfjhx9+UPZLmzVr\nlrLsXoicqnPnzuzZs4eiRYsCMGfOHPr16ycd5EII8RZHjx5VvpYCoBDZlxQAhRC5nkajYfjw4cpA\ngmnTphESEqJyKiFyvp07d/Lrr78C8NVXX9G5c2d1AwmRQerXr4+npyeVK1cGYN++fbRr147AwECV\nkwkhRPbz559/Aokrb0qVKqVyGiHE20gBUAiRJxQpUoTBgwcDEBQUxNy5c1VOJETO5ufnx48//ggk\nDlGYM2cOGo1G5VRCZBwrKysOHjxIs2bNALh48SIODg5cvnxZ5WRCCJF9PHv2jCtXrgDQsGFDldMI\nId5FCoBCiDzjs88+o3HjxgB4eHhw/PhxlRMJkTPFxcXh4uJCWFgYGo0GNzc3ChYsqHYsITKcubk5\nGzduxMXFBYCAgADatm3LgQMHVE4mhBDZw4kTJ5R9Uhs0aKByGiHEu0gBUAiRpwwcOJACBQoAMGPG\nDEJDQ1VOJETOM2/ePM6ePQvA0KFD5RN/kavp6ekxZcoU5s+fj76+PhERETg5OTF//nwZDiKEyPOO\nHTsGQLFixbCxsVE3jBDinaQAKITIUwoWLMigQYOAxKXAixYtUjmREDnLv//+yy+//AJAzZo1GTVq\nlMqJhMga3bt3Z9euXRQqVAiA6dOn4+LiQlRUlMrJhBBCHREREcoHgp988olsBSJENicFQCFEnvPp\np58qSxT27t3LhQsXVE4kRM4QGhrKwIEDSUhIwNTUlOXLl2NoaKh2LCGyTMOGDTl8+DDly5cHYNeu\nXXTo0IEnT56onEwIIbLemTNniImJARILgEKI7E0KgEKIPEej0eDi4oKpqSmQ2MWRdPEihHi70aNH\nc//+fSBxmratra3KiYTIejY2Nnh4eNCkSRMAzp49i6OjI9evX1c3mBBCZLETJ04AYGZmRrVq1VRO\nI4R4HykACiHypKJFi9KrVy8gcZrphg0b1A0kRDa3Z88eduzYAUCrVq3o3r27yomEUE+BAgXYunUr\nffv2BcDf359WrVrh6empcjIhhMga8fHxnDx5EoC6deuir6+vciIhxPtIAVAIkWe1atWKChUqALB2\n7VoePnyociIhsqcHDx7g6uoKgKWlJfPmzZN9fkSep6+vz4wZM5g9ezZ6enqEh4fTo0cP3NzcZDiI\nECLXu379Oi9evACgfv366oYRQqSKFACFEHmWnp4eQ4YMQaPREB0dzdy5c9WOJES2Ex8fj4uLCy9f\nvgRgyZIlFC5cWOVUQmQfTk5ObN++nQIFCqDT6Zg8eTLDhg2TrSWEELnaX3/9BYBWq6Vu3boqpxFC\npIYUAIUQeVr58uVp1aoVkHghc+rUKZUTCZG9LFq0iDNnzgDg4uJC48aNVU4kRPbTuHFjDh8+jI2N\nDQBbt26lY8eOPHv2TOVkQgiROZKumatWrYq5ubnKaYQQqSEFQCFEnvfdd9+RP39+AH755RdiY2NV\nTiRE9nDhwgVmz54NQLVq1Rg7dqzKiYTIvuzs7Dh8+DCNGjUCEqdjNm/enP/++0/lZEIIkbGePHmC\nt7c3AB999JHKaYQQqSUFQCFEnmdubq4MBLl//z7bt29XN5AQ2UBYWBjOzs7ExcVhbGyMu7s7RkZG\nascSIlsrVKgQO3bsoGfPnkDikKkWLVrwxx9/qJxMCCEyzunTp5WvpQAoRM4hBUAhhAAcHR2VpVur\nV69WNjUWIq8aP348d+/eBWDq1KnKwBwhxLsZGBgwd+5cpk2bhlarJTQ0lK5du7JixQoZDiKEyBWS\nlv8WLVoUa2trdcMIIVJNCoBCCEHiQJABAwYAEBoayqpVq1ROJIR69u/fz+bNmwFwcHBQOmSFEKmj\n0WgYMGAAmzdvxszMjISEBMaNG4erq6tsMyGEyNHi4uL4999/Aahbty4ajUblREKI1JICoBBC/I+9\nvT3169cHYOfOnTx48EDlREJkvUePHjFy5EgALCwsWLBggVzcC5FOX375JR4eHpQtWxaA9evX8803\n3/D8+XOVkwkhRPpcvXqV8PBwAJn+K0QOIwVAIYR4RZ8+fdBqtcTHx7N06VK14wiRpRISEhg8eLCy\nBH7x4sVYWFioG0qIHK5SpUp4enry8ccfA4kT55s3b46Pj4/KyYQQIu3+/vtvALRaLTVr1lQ3jBAi\nTaQAKIQQr7CyssLR0RGAI0eOcPPmTZUTCZF1li1bxl9//QVAv379+OKLL1ROJETuUKRIEXbt2kWX\nLl0A8PX1xdHRkRMnTqicTAgh0ubMmTNA4ocbZmZmKqcRQqSFFACFEOI13bp1w9DQEEC6AEWecfny\nZX7++WcAKleuzMSJE1VOJETuYmRkxKJFi5g0aRIajYaQkBA6d+7MunXr1I4mhBCpEhISonw4XqdO\nHZXTCCHSSgqAQgjxmqJFi9K2bVsgcZnDxYsXVU4kROaKiIjA2dmZ2NhYjIyM/q+9e4/PuX78P/68\nrmuzuexYM1POpxySJIcIIeYsQ+QTn3TQB31SfZvPZ9GHtFT0SSrrQOQQWaTVZCMSEcmpZJIc5zS0\ns80O1/X7w2/Xx2Kzse29Xdfjfrt1+1x2va739bx8buztuddB77//vjw9PY2OBTgdk8mkp556SgsX\nLpTValVubq5CQ0MVFhamnJwco+MBQKG2b9/uOM28ZcuWBqcBUFwUgABwFUOGDFHlypUlSe+//77B\naYDSNXnyZB08eFCS9OKLL6pp06YGJwKcW8+ePfX111+rRo0akqS5c+dq+PDhSklJMTgZABQs7/Rf\nq9Wq2267zeA0AIqLAhAArsLX11cPPPCAJGnHjh366aefjA0ElJKYmBjHEsQuXbroiSeeMDYQ4CKa\nNWum2NhYxyma3377rXr16qXDhw8bnAwAri6vALzjjjtksVgMTgOguCgAAaAAISEhslqtki7NzgCc\nzenTp/XMM89IunRIwdtvvy2zmVsDoKwEBgZq5cqVGjx4sCTpwIEDCg4O1ubNmw1OBgD5nTp1SvHx\n8ZLE6b9ABcVdPgAUwNvb27EX4E8//aTdu3cbGwgoQTabTf/85z91/vx5SdJbb72loKAgg1MBrsfT\n01MREREKCwuTJCUmJmrIkCFavHixwckA4H8uXw1DAQhUTBSAAFCIkJAQx2EI8+bNMzgNUHLmzJmj\nDRs2SJIeeeQR9ezZ09hAgAszmUx67rnnNG/ePFWuXFnZ2dl69tlnNXnyZOXm5hodDwC0fft2SZKf\nn59q165tcBoA14MCEAAK4ePjoz59+kiStmzZot9++83gRMCN+/XXXzV16lRJUoMGDfTSSy8ZnAiA\nJPXr109fffWVqlevLkmKiIjQyJEjlZaWZnAyAK7Mbrdrx44dki7t/2cymQxOBOB6UAACwDWEhITI\n3d1dkrRgwQKD0wA3JiMjQ2PGjFFWVpbc3d31wQcfOPa6BGC8Fi1aaM2aNY4ldmvWrFHv3r117Ngx\nY4MBcFknTpzQmTNnJF36OwpAxUQBCADXcPPNN+v++++XJH3zzTc6ceKEwYmA6/fyyy8rLi5OkjRx\n4kTdcccdBicC8FdBQUGKiopy7EMbFxen4OBgbdu2zeBkAFzRzp07HY+bN29uYBIAN4ICEACKICQk\nRCaTSTabTUuXLjU6DnBdvvnmG82ZM0eS1LFjR40ZM8bgRAAKYrVaNWfOHIWGhkqSzp07p5CQEEVG\nRhqcDICrySsA/fz8VLNmTYPTALheFIAAUAQ1a9ZUu3btJElffvmlUlNTDU4EFM/Zs2f19NNPS7p0\nAz979myZzdwGAOWZ2WzWhAkT9OGHH8rDw0NZWVkaN26cwsPDZbPZjI4HwEXs2rVLknT77bez/x9Q\ngXHnDwBFFBISIkm6cOGCoqKiDE4DFJ3dbtczzzyjs2fPSpLefPNNxyEDAMq/gQMHKioqSlWrVpUk\nzZo1S48++qjS09MNTgbA2Z05c8ax/Q3Lf4GKjQIQAIro9ttvV/369SVJkZGRys3NNTgRUDQff/yx\n1qxZI0n629/+pn79+hmcCEBxtWrVSmvXrlWzZs0kSatWrVLfvn3ZlxZAqdq9e7fj8e23325cEAA3\njAIQAIrIZDLpgQcekCSdPHlSmzZtMjYQUAQHDhzQf/7zH0lS3bp1FR4ebnAiANfr1ltvVXR0tHr3\n7i1J2rt3r3r06JFvg34AKEl5BaDValWdOnUMzQLgxlAAAkAxdO7cWb6+vpLERuwo9y5evKgnn3xS\nmZmZcnNz0wcffCAvLy+jYwG4AV5eXpo/f77Gjx8vSUpISNCAAQO0cuVKg5MBcEZ79uyRJDVu3FgW\ni8XgNABuBAUgABRDpUqV1LNnT0nSjz/+qKNHjxqcCCjYtGnTtHfvXknShAkT1LJlS4MTASgJZrNZ\nkyZN0uzZs1WpUiVlZmZq9OjRmj59uux2u9HxADiJ9PR0HTx4UJIc2w8AqLgoAAGgmHr37u04PXXF\nihUGpwGu7rvvvlNERIQkqV27do4TgAE4jwcffFCff/65AgICJEkzZszQE088oYyMDIOTAXAGe/fu\ndZw43rRpU4PTALhRFIAAUEzVqlXT3XffLenSJuwXL140OBGQ359//qlx48ZJknx8fBQREcGyHcBJ\ntW3bVrGxsWrSpIkkKSoqSgMGDNDp06cNTgagovvll18kXZp1fNtttxmcBsCNogAEgOuQtwF7cnKy\n1q9fb3Aa4H/sdruee+45nTlzRpL0xhtvqGbNmganAlCaatWqpVWrVql79+6SpF27dqlHjx6OvbsA\n4HrkFYC1a9eW1Wo1OA2AG0UBCADXoXXr1o4lV1988YWxYYDLLF68WKtWrZJ0aXngwIEDDU4EoCx4\ne3tr0aJFGjt2rCTp1KlT6t+/v6Kjow1OBqAistvtjn2EGzdubHAaACWBAhAAroPFYlGPHj0kSTt2\n7FB8fLzBiQDpjz/+0KRJkyRd+mn9a6+9ZnAiAGXJYrHopZde0syZM+Xm5qYLFy5o1KhRmjlzJoeD\nACiW+Ph4JScnS6IABJwFBSAAXKe8pVaS9OWXXxqYBJCysrL05JNP6sKFCzKbzYqIiJC3t7fRsQAY\n4OGHH9by5cvl7+8v6dKJ4GPHjlVmZqbByQBUFHmz/yQKQMBZUAACwHWqXr267rjjDkmXDgPJOyUN\nMML06dMd+3393//9n9q0aWNwIgBG6tChg2JiYtSwYUNJ0vLlyxUSEqKEhASDkwGoCH799VdJktVq\nZS9hwElQAALADchbBnzmzBn99NNPBqeBq9q8ebPefvttSdLdd9+t5557zuBEAMqDevXqafXq1brv\nvvskSdu3b1dwcLDjH/YAUJB9+/ZJkho0aCCzmdoAcAb8SQaAG9ChQwd5enpKkr7++muD0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- } - } - ], - "source": [ - "# How much to shift the violin, points and lines\n", - "# 0.1 is 10% of the allocated space for the category\n", - "shift = 0.1\n", - "\n", - "def alt_sign(x):\n", - " \"Alternate +1/-1 if x is even/odd\"\n", - " return (-1) ** x\n", - "\n", - "m1 = aes(x=stage('when', after_scale='x+shift*alt_sign(x)')) # shift outward\n", - "m2 = aes(x=stage('when', after_scale='x-shift*alt_sign(x)'), group='id') # shift inward\n", - " \n", - "(ggplot(df, aes('when', 'value'))\n", - " + geom_violin(m1, style='left-right') # changed\n", - " + geom_point(m2) # changed\n", - " + geom_line(m2) # changed\n", - ")" - ], - "id": "cell-13" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Add a boxplot in the gap. The space between the flat edge of the violin\n", - "and the center of the points is `2 * shift`, so we can use the `shift`\n", - "to control the width of the boxplot." - ], - "id": "7545eef2-419e-482b-abab-2cc54d436c3d" - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:35.980812Z", - "iopub.status.busy": "2024-01-09T15:12:35.980570Z", - "iopub.status.idle": "2024-01-09T15:12:36.458946Z", - "shell.execute_reply": "2024-01-09T15:12:36.458204Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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KgwYNANizZw/Xrl0zOZGIfVMBKCIiIiIiEs9u3LhB8+bNGTJkCJGRkbi6ujJixAhmzJhB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99/9e5vYGBA8eLF9boFE5cWFyxYMNP9XWVUuXPnZsuWLUyePJlly5YRGBhI8+bN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- } - } - ], - "source": [ - "(ggplot(df, aes('when', 'value'))\n", - " + geom_violin(m1, style='left-right')\n", - " + geom_point(m2)\n", - " + geom_line(m2)\n", - " + geom_boxplot(width=shift)\n", - ")" - ], - "id": "cell-15" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Finall, style it up." - ], - "id": "6c51b1f7-b00d-4489-a234-1218a47755d2" - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:36.464466Z", - "iopub.status.busy": "2024-01-09T15:12:36.463929Z", - "iopub.status.idle": "2024-01-09T15:12:37.058734Z", - "shell.execute_reply": "2024-01-09T15:12:37.058165Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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iYhsrg7R6JFlXV5e1zjhSo/r3/68yZu5KixOS0yMFzkjpRTZWCWC9Hzidpv/3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\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yvOKvdywVHC5NZRzS8etp8gfWLNoD8fl8ampqso5MunFkF3e5rayFhQW1trZac2FiY2NV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\nkSNHdPXqVRuTAQg3y+d/REVFKSMjw8Y0ALB2aIAAAAAAAGATl8ulysp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- } - } - ], - "source": [ - "# Gallery Plot\n", - "lsize = 0.65\n", - "fill_alpha = 0.7\n", - "\n", - "(ggplot(df, aes('when', 'value', fill='when'))\n", - " + geom_violin(m1, style='left-right', alpha=fill_alpha, size=lsize, show_legend=False)\n", - " + geom_point(m2, color='none', alpha=fill_alpha, size=2, show_legend=False)\n", - " + geom_line(m2, color='gray', size=lsize, alpha=0.6)\n", - " + geom_boxplot(width=shift, alpha=fill_alpha, size=lsize, show_legend=False)\n", - " + scale_fill_manual(values=['dodgerblue', 'darkorange'])\n", - " + theme_classic()\n", - " + theme(figure_size=(8, 6))\n", - ")" - ], - "id": "cell-17" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Credit:** This is example is motivated by the work of [Jordy van\n", - "Langen](https://github.com/jorvlan) (@jorvlan) at\n", - "https://github.com/jorvlan/open-visualizations." - ], - "id": "7505fb6e-fbd0-4dcf-a567-989fda86a0bc" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "66px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": true, - "sideBar": true, - "threshold": "4", - "toc_cell": false, - "toc_number_sections": true, - "toc_position": { - "height": "678px", - "left": "0px", - "right": "1383px", - "top": "106px", - "width": "217px" - }, - "toc_section_display": "none", - "toc_threshold": "6", - "toc_window_display": true, - "widenNotebook": false - }, - "toc_position": { - "height": "357px", - "left": "7.21875px", - "right": "20px", - "top": "123px", - "width": "206px" - } - } -} \ No newline at end of file diff --git a/examples/geom_violin_files/figure-html/cell-10-output-1.png b/examples/geom_violin_files/figure-html/cell-10-output-1.png deleted file mode 100644 index 398f7eb2a..000000000 Binary files a/examples/geom_violin_files/figure-html/cell-10-output-1.png and /dev/null differ diff --git a/examples/geom_violin_files/figure-html/cell-4-output-1.png b/examples/geom_violin_files/figure-html/cell-4-output-1.png deleted file mode 100644 index 7927e9b79..000000000 Binary files a/examples/geom_violin_files/figure-html/cell-4-output-1.png and /dev/null differ diff --git a/examples/geom_violin_files/figure-html/cell-5-output-1.png b/examples/geom_violin_files/figure-html/cell-5-output-1.png deleted file mode 100644 index be2a6c278..000000000 Binary files a/examples/geom_violin_files/figure-html/cell-5-output-1.png and /dev/null differ diff --git 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- - Back to Article -
Vertical line
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Vertical line

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In [1]:
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import pandas as pd
-import numpy as np
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-from plotnine import (
-    ggplot,
-    aes,
-    geom_point,
-    geom_vline,
-    facet_grid,
-    labs,
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-from plotnine.data import mpg
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Vertical line

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geom_vline() draws a vertical line, and is useful as a guide.

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mpg.head()
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manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
3audia42.020084auto(av)f2130pcompact
4audia42.819996auto(l5)f1626pcompact
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It’s useful to use geom_vline() with some data, so we start with a basic scatter plot:

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-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + labs(x='displacement', y='horsepower')
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Add a vertical line to the scatter plot:

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-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + geom_vline(xintercept=5) # add one vertical line
-    + labs(x='displacement', y='horsepower')
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You can add many vertical lines:

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-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + geom_vline(xintercept=[4,5,7]) # add many vertical lines using a list
-    + labs(x='displacement', y='horsepower')
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-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + geom_vline(xintercept=[4,5,7],
-                 colour=['red','orange','green'],     # add colour
-                 size=[1,2,3],                          # set line thickness
-                 linetype='dotted'                      # set line type
-                ) 
-    + labs(x='displacement', y='horsepower')
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Add vertical lines to a facet plot:

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-    ggplot(mpg, aes(x='displ', y='hwy')) 
-    + geom_point()
-    + geom_vline(xintercept=5) # add a vertical line...
-    + facet_grid('drv ~ .')      # ... to a facet plot
-    + labs(x='displacement', y='horsepower')
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- - \ No newline at end of file diff --git a/examples/geom_vline.ipynb b/examples/geom_vline.ipynb deleted file mode 100644 index c6274c91d..000000000 --- a/examples/geom_vline.ipynb +++ /dev/null @@ -1,424 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:41.085362Z", - "iopub.status.busy": "2024-01-09T15:12:41.085048Z", - "iopub.status.idle": "2024-01-09T15:12:41.892020Z", - "shell.execute_reply": "2024-01-09T15:12:41.891334Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " geom_vline,\n", - " facet_grid,\n", - " labs,\n", - ")\n", - "from plotnine.data import mpg\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Vertical line\n", - "\n", - "`geom_vline()` draws a vertical line, and is useful as a guide." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:41.895622Z", - "iopub.status.busy": "2024-01-09T15:12:41.895328Z", - "iopub.status.idle": "2024-01-09T15:12:41.911608Z", - "shell.execute_reply": "2024-01-09T15:12:41.910969Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
manufacturermodeldisplyearcyltransdrvctyhwyflclass
0audia41.819994auto(l5)f1829pcompact
1audia41.819994manual(m5)f2129pcompact
2audia42.020084manual(m6)f2031pcompact
3audia42.020084auto(av)f2130pcompact
4audia42.819996auto(l5)f1626pcompact
\n", - "
" - ], - "text/plain": [ - " manufacturer model displ year cyl trans drv cty hwy fl class\n", - "0 audi a4 1.8 1999 4 auto(l5) f 18 29 p compact\n", - "1 audi a4 1.8 1999 4 manual(m5) f 21 29 p compact\n", - "2 audi a4 2.0 2008 4 manual(m6) f 20 31 p compact\n", - "3 audi a4 2.0 2008 4 auto(av) f 21 30 p compact\n", - "4 audi a4 2.8 1999 6 auto(l5) f 16 26 p compact" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "mpg.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "It's useful to use `geom_vline()` with some data, so we start with a basic scatter plot:" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:41.958887Z", - "iopub.status.busy": "2024-01-09T15:12:41.958595Z", - "iopub.status.idle": "2024-01-09T15:12:43.189990Z", - "shell.execute_reply": "2024-01-09T15:12:43.188928Z" - } - }, - "outputs": [ - { - 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Add a vertical line to the scatter plot:" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:43.193756Z", - "iopub.status.busy": "2024-01-09T15:12:43.193234Z", - "iopub.status.idle": "2024-01-09T15:12:43.485444Z", - "shell.execute_reply": "2024-01-09T15:12:43.484759Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_vline(xintercept=5) # add one vertical line\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can add many vertical lines:" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:43.488550Z", - "iopub.status.busy": "2024-01-09T15:12:43.488301Z", - "iopub.status.idle": "2024-01-09T15:12:43.774763Z", - "shell.execute_reply": "2024-01-09T15:12:43.774251Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_vline(xintercept=[4,5,7]) # add many vertical lines using a list\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:43.777785Z", - "iopub.status.busy": "2024-01-09T15:12:43.777425Z", - "iopub.status.idle": "2024-01-09T15:12:44.056737Z", - "shell.execute_reply": "2024-01-09T15:12:44.056116Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_vline(xintercept=[4,5,7],\n", - " colour=['red','orange','green'], # add colour\n", - " size=[1,2,3], # set line thickness\n", - " linetype='dotted' # set line type\n", - " ) \n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Add vertical lines to a facet plot:" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:44.059689Z", - "iopub.status.busy": "2024-01-09T15:12:44.059459Z", - "iopub.status.idle": "2024-01-09T15:12:44.496004Z", - "shell.execute_reply": "2024-01-09T15:12:44.495353Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_vline(xintercept=5) # add a vertical line...\n", - " + facet_grid('drv ~ .') # ... to a facet plot\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/examples/geom_vline.out.ipynb b/examples/geom_vline.out.ipynb deleted file mode 100644 index 4a1df41a1..000000000 --- a/examples/geom_vline.out.ipynb +++ /dev/null @@ -1,286 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Vertical line" - ], - "id": "294ba0d9-05b5-46f1-a8c4-2d5eea4f77d4" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:41.085362Z", - "iopub.status.busy": "2024-01-09T15:12:41.085048Z", - "iopub.status.idle": "2024-01-09T15:12:41.892020Z", - "shell.execute_reply": "2024-01-09T15:12:41.891334Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " geom_vline,\n", - " facet_grid,\n", - " labs,\n", - ")\n", - "from plotnine.data import mpg\n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Vertical line\n", - "\n", - "`geom_vline()` draws a vertical line, and is useful as a guide." - ], - "id": "277c16ed-aa23-4600-8386-1f91f3122b35" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:41.895622Z", - "iopub.status.busy": "2024-01-09T15:12:41.895328Z", - "iopub.status.idle": "2024-01-09T15:12:41.911608Z", - "shell.execute_reply": "2024-01-09T15:12:41.910969Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "mpg.head()" - ], - "id": "cell-2" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "It’s useful to use `geom_vline()` with some data, so we start with a\n", - "basic scatter plot:" - ], - "id": "faa18a5d-264c-486c-a157-4c4b3e7127f9" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:41.958887Z", - "iopub.status.busy": "2024-01-09T15:12:41.958595Z", - "iopub.status.idle": "2024-01-09T15:12:43.189990Z", - "shell.execute_reply": "2024-01-09T15:12:43.188928Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-4" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Add a vertical line to the scatter plot:" - ], - "id": "7137417e-5911-4351-ab47-a77a94a894b5" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:43.193756Z", - "iopub.status.busy": "2024-01-09T15:12:43.193234Z", - "iopub.status.idle": "2024-01-09T15:12:43.485444Z", - "shell.execute_reply": "2024-01-09T15:12:43.484759Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_vline(xintercept=5) # add one vertical line\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-6" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can add many vertical lines:" - ], - "id": "8c342297-8485-48d8-b0d4-8da66089a5de" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:43.488550Z", - "iopub.status.busy": "2024-01-09T15:12:43.488301Z", - "iopub.status.idle": "2024-01-09T15:12:43.774763Z", - "shell.execute_reply": "2024-01-09T15:12:43.774251Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_vline(xintercept=[4,5,7]) # add many vertical lines using a list\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-8" - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:43.777785Z", - "iopub.status.busy": "2024-01-09T15:12:43.777425Z", - "iopub.status.idle": "2024-01-09T15:12:44.056737Z", - "shell.execute_reply": "2024-01-09T15:12:44.056116Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_vline(xintercept=[4,5,7],\n", - " colour=['red','orange','green'], # add colour\n", - " size=[1,2,3], # set line thickness\n", - " linetype='dotted' # set line type\n", - " ) \n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-10" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Add vertical lines to a facet plot:" - ], - "id": "4e8ef893-56ad-4ed8-b338-10d1cf8735f7" - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:44.059689Z", - "iopub.status.busy": "2024-01-09T15:12:44.059459Z", - "iopub.status.idle": "2024-01-09T15:12:44.496004Z", - "shell.execute_reply": "2024-01-09T15:12:44.495353Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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P4XDY/vMvr+zq+2bNmnm9T2JiYkD1CX1vHz7vzVOrVi2v97ngggtM\nSIK/o++tdernO5/39qHv7UPf24e+tw9977/K1QAwJydH48eP15YtW1SxYkU9+eSTJX5Jr1Wrltat\nW6fdu3cXW1O4zeFwqGbNmiU+f0REhOLj44vdHh4ebmgxADM4HA45nU4VFBTwNyUWczqdcjgc8ng8\nKigosDtOuWJ33/fu3VsDBw70ap+2bdva9jnhS/S9MfPnz9fTTz+tPXv2yOl0qnHjxnrmmWd06aWX\nnvMx7e77v/v00081YcIE/fnnn3I6nbrooov0zDPPqE2bNnZHO2dPP/203nnnHcP1LpcrIP5c+zNf\n9P306dP18ssv6+DBg3K5XEpMTNQLL7yghIQEr4/1+OOPa9KkScrIyJDD4VDt2rX19ttvq127dueU\nzV+d2tcejyeg+tzj8Wj16tWaNWuWdu/erbCwMLVr105Dhw4tcQFBK/nb5315wvcc+9D39qHv/V+5\nGQDm5eVpwoQJ2rRpk8LDw/X444+rbt26Je6TmJioefPmaffu3Tp8+LAqV658Rk3h/bgaN25cdMlw\ncQYNGqRBgwYVu/3w4cO2rSTscrkUExOjY8eOBdSXs7IgJiZGLpdLBQUFrCRtMX/o+7p16yo5OdlQ\nbUJCQsD0CH1fsn379qlr1646ePDgaY8fPHhQ7dq1U0JCghYvXlzqrSfOxh/6XpL27Nmjrl27nrFY\nxsGDB9W2bVs1b95cixYtKvW/rf7I5XIpKipKx44dM1SflJTEnwOTnU/fb926Vdddd53S09NPe/zA\ngQNKTExU27Zt9dlnnxk622TlypXq16/fGRm2b9+ujh07qlatWlq7dm3AnDlx/Pjxon8OpM/7P//8\nU8OHD9e6detOe/yzzz7T2LFj9fDDD+uuu+4quhTRLv7yeV8e8T3HPvS9feh7/1cuzovNz8/Xs88+\nqw0bNigsLEzjxo1To0aNSt0vMTFRMTEx8ng8mjdv3hnbU1JStHLlSklSp06dfB0bQDmwdOlSQ78g\nOJ1OLVmyxIJEsNvRo0fVrl27M4Z/p9q6davat29fZv929ciRI2rfvn2JK+X+/PPP6tChQ5l9jVOn\nTjVc+/bbb5uYBOdj165duvrqq88Y/p1q9erV6tq1a6nH2rhxo3r37l3iL6R79uxRYmLiOWWFNQ4d\nOqTrr7/+jOFfoezsbD3xxBN68cUXLU4GAEDJAn4A6Ha79cILL2jt2rUKCQnRmDFjDF+qERwcrAED\nBkg6uVrnxx9/XLToR3JyssaPH6/s7GxVq1ZNV199tWmvAUDgio6O1rp16xQcHFxsTUhIiH766acy\neSYUvHfnnXfqxIkTpdbt2bNHzz33nAWJfO/2229XZmZmqXXJycl65ZVXzA9kggceeMBw7cMPP2xi\nEpyPW2+9Vbm5uaXW/fTTT/rwww9LrLnpppsMPeehQ4f00ksvGaqF9Z5++ukSbw9U6D//+Y9+//13\nCxIBAGCMwxPgF8Zv3rxZjz76qKSTA72IiIgS62fMmHHGY1OmTNGiRYsknTylODQ0tOgXl+joaD39\n9NPndMPvvyvpTAizFZ4qnZaWxqnSFis8VdrtdnOqtMX8re/fe+89jR8/XhkZGZJOrp44YcIE9evX\nz+Zkvkffn11ubq7q1Kmj/Px8Q/WxsbHatm2bV89hd99nZ2erTp06hs/si4uL09atW01O5Vupqalq\n3Lix4frQ0FDt3bvXxEQ4l74/cuSImjRpYvg56tatqx9++OGs23bt2qVLLrnE8LEqVaqknTt3Gq73\nV2vWrFFSUpIkacWKFed0v0R/kpaWpsTERGVnZxuqv/322/X000+bnKp4dn/el2d8z7EPfW+fQOt7\nf18F2MhVrX8X8PcAPHW+mZeXp6NHj3p9jDvuuEMtWrTQokWLtHPnzqKz/v7xj3+oT58+ioqK8mFi\nAOXVLbfcoltuucXuGLDRV199ZXj4J538YnLixAlVrFjRxFS+tXjxYq8u601JSVF+fr6CgsrOV5bJ\nkyd7VV94dQH8y/vvv+9V/R9//FHsNm/P6Dv13nnwH6tWrTI8/JOk5cuX2zoABADgVGXn2/Q5at68\nuf773/+e93Hatm2rtm3b+iARAABnl5KS4vU+aWlpZWoAeOjQIa/3OXbsmC644AIT0pjjXF5jWRvk\nlgfeXplR0kU1dl7lAd8p6V6QvqgHAMBMAX8PQAAAyoratWt7vU9cXJwJScxTp04dr/eJiYkxIYl5\nLrzwQq/3Yfjnf2rWrOlVfUmrAPviVjGwX+XKlb2qL0t/cQEACHwMAAEA8BNXXHGFQkNDDdfXqFGj\nzC0O07Vr1xIXvfm7OnXqlDhY8Ud33XWXV/WVKlUyKUnx3G63lixZoqFDh6pTp0668sor9dBDD2nz\n5s2WZzlVfn6+Fi9erCFDhqhjx4666qqrNHr0aFvuAzlgwACveq9p06bFbhs9erRXz13WBvvlRfv2\n7b269c91111nYhrz5eTk6JNPPlH//v3VoUMHde3aVY899tg53Z8yJSVFvXv3VvXq1RUfH68qVaoo\nISFBH3zwgQnJAQBnU7a+UQMAEMCcTqduvPFGw/V33323eWFM4nQ61aNHD8P13qym6y9CQkK8Wjzi\nvvvuMy/MWezatUudO3fWoEGDtGjRIm3ZskWbNm3StGnT1LlzZ40cOdKW+xImJyerU6dOGjJkiBYv\nXqytW7fqp59+0nvvvaeOHTtq1KhRluYKDw9Xu3btDNePHTu22G2xsbFenQU4ZswYw7WwTnh4uAYN\nGmSoNiQkRIMHDzY5kXl+/vlnXXbZZbrjjjv01Vdf6ZdfftGGDRv0xhtv6NJLL9Vjjz1m+H6uL7/8\nshISErRy5Url5eXJ4/GooKBAKSkpuvvuu5WQkGBotW0AwPlhAAgAgB955ZVXVL169VLr2rRpo9tu\nu82CRL731FNPyeVylVoXExOj/v37W5DI96ZPn26oLjw8XKNGjTI5zV9SUlLUs2dP/fLLL8XWzJ07\nV3fccUeJ97TztYMHD6pnz54lrmr94YcfatSoUZbmmjZtmiIjI0utu+6669S5c+cSaxYvXmyo7xMT\nEzVgwADDGWGthx56SC1btiy17sUXX1S1atUsSOR7O3bsUK9evUpcnfyNN97QuHHjSj3WtGnTNGHC\nhBJrUlJSdPHFF3sbEwDgJQaAAAD4kaCgIK1Zs6bYXzAdDoe6d++uBQsWWJzMd95880253e5S69LS\n0rRw4UILEvnee++9Z6guMzNTy5YtMznNX1566SXt2bOn1LoFCxZo+fLlFiQ66cUXX9Sff/5Zat1n\nn32mFStWWJDopMjISK1bt04NGjQ463an06khQ4bo3XffLfVYVapU0bp160ocKHbo0MHS9x3ei4iI\n0CeffKK+ffuedaBbo0YNvffee7rppptsSOcbTzzxhI4ePVpq3ZtvvlniXyZI0r///W9Dz5mSkqJ3\n3nnHUC0A4NwwAAQAwM+EhYVp6dKl+vHHH9WzZ081b95cLVq00NChQ7Vt2zZNnz69zN0Xr1BOTo7m\nzJljuH7atGnmhTFJVlaW3n//fcP1RoZHvpCRkaEPP/zQcL1V7/3x48f10UcfGa63uidiYmK0evVq\nrVixQtdee62aNm2qiy++WCNHjlRycrJefPFFw8eqWbOmduzYoXnz5qlJkyaKjY1VXFycrrnmGv3+\n++/65JNPTHwl8JVKlSrpjTfe0IYNG/T4449rxIgRuvvuuzVz5kytX79eSUlJdkc8Z3/++aeWLFli\nuL6kv+z4/PPPvbq097nnnjNcCwDwXpDdAQAAwNnVqlVLb731lt0xfOrXX3/VkSNHDNevWrVKBQUF\nZWrg+fPPP+vYsWOG6//3v//J4/HI4XCYmEr66aefdPz4ccP13377rYlp/rJx40ZlZGQYrrcq198l\nJCRoxowZPjlW+/btbXsd8J1q1ap5veiPv1u9erXhe/tJJz+/iuPtGX1GzjoEAJy7svNtGgAAlHne\nDHokqaCgQNnZ2SalMUdWVpZX9bm5uYYuiT5f3ubKysqy5H57mZmZptYDMM6Xfx69/by38v6eAFAe\nMQAEAACWqVKlilf1kZGRqlChgklpzOHta7zgggsUFGT+RRne5oqPjzf9rETJ+1ze1gMwzpd/HmvW\nrOnVscrSmd4AUBbxKQsAgI8cOXJEd999ty688ELFx8crPj5ejRo10rhx47w+q+LIkSMaNWrUGcd6\n/PHHy9wZcaeqX7++V6s99u7d25Ih1KmSk5PVtWtXValSRXFxcYqLi1P16tV12223GTqLrnHjxmra\ntKnh5+vdu/f5xDWsadOmaty4seH6Pn36mJjmL4mJiapfv77heqver1Olp6dr6tSp6tKlixo2bKiE\nhAQNHjxYy5cv9+pySUlatGiRatasWdRbhf+75JJLdOLECZNegbV27dqlIUOGqFevXkWP9erVS6++\n+qrX75cvpaWl6Y033lCnTp3UoEEDNW3aVLfccotWrlxp69lnqampmjRpkjp27FiU67bbbiu6PYCV\nOnbsqNjYWMP1Jf15LG31379LSEjwqh4odODAAb3wwgu6/PLLVbduXdWsWVMjR47U+vXr7Y4G+BWH\nh3Ot/cbhw4dte26Xy6WYmBilpaVZchkS/hITEyOXyyW32620tDS745Qr9L19ArHvly9frkGDBik/\nP/+s28PDw7V48WJDv+AsW7ZMQ4YMKfFYS5YsUZMmTbzO6Q99//HHH+vOO+8stc7pdGrFihXn9DrP\n1aRJk/T4448Xu93lcumLL74odYg5Z84c3XvvvaU+n8vl0qpVq7wagJ2PmTNn6oEHHii1LigoSKtX\nr9aFF15ofiidXEhg9OjRpdaFhITo+++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qlf78809NmzZN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krD4cOH9dNPPzkdP3/+/CJHKG/YsMHpxVok6Y8//vDIoiAHDhzQrl27nI4vy4/3AwAAAFfCLQ3A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\nS5Jq166ta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- } - } - ], - "source": [ - "(\n", - " ggplot(mpg, aes(x='displ', y='hwy')) \n", - " + geom_point()\n", - " + geom_vline(xintercept=5) # add a vertical line...\n", - " + facet_grid('drv ~ .') # ... to a facet plot\n", - " + labs(x='displacement', y='horsepower')\n", - ")" - ], - "id": "cell-12" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - } -} \ No newline at end of file diff --git a/examples/geom_vline_files/figure-html/cell-4-output-1.png b/examples/geom_vline_files/figure-html/cell-4-output-1.png deleted file mode 100644 index 598252e20..000000000 Binary files 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b/examples/geom_vline_files/figure-html/cell-9-output-1.png deleted file mode 100644 index a00044a5f..000000000 Binary files a/examples/geom_vline_files/figure-html/cell-9-output-1.png and /dev/null differ diff --git a/examples/scale_x_continuous-preview.html b/examples/scale_x_continuous-preview.html deleted file mode 100644 index cf320bd06..000000000 --- a/examples/scale_x_continuous-preview.html +++ /dev/null @@ -1,811 +0,0 @@ - - - - - - - - - plotnine 0.0.post1+g7159748 - Guitar Neck ### - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
- - Back to Article -
Guitar Neck ###
- - Download Notebook -
- -
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- -
- -
- - -
- - - -
-
-

Guitar Neck ###

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- - - -
- - - - -
- - - -
In [1]:
-
import numpy as np
-import pandas as pd
-from plotnine import (
-    ggplot,
-    aes,
-    geom_point,
-    geom_path,
-    scale_x_continuous,
-    scale_y_continuous,
-    guides,
-    theme,
-    element_line,
-    element_rect
-)
-from mizani.transforms import trans
-
-
-
-

Guitar Neck

-

Using a transformed x-axis to visualise guitar chords

-
-
-
-

The x-axis is transformed to resemble the narrowing width of frets on a 25.5 inch Strat. To do that we create custom transformation.

-

The key parts of any transform object are the transform and inverse functions.

-
-
In [2]:
-
class frets_trans(trans):
-    """
-    Frets Transformation
-    """
-    number_of_frets = 23               # Including fret 0
-    domain = (0, number_of_frets-1)
-    
-    @staticmethod
-    def transform(x):
-        x = np.asarray(x)
-        return 25.5 - (25.5 / (2 ** (x/12)))
-    
-    @staticmethod
-    def inverse(x):
-        x = np.asarray(x)
-        return 12 * np.log2(25.5/(25.5-x))
-    
-    @classmethod
-    def breaks_(cls, limits):
-        # Fixed major breaks
-        return cls.domain
-    
-    @classmethod
-    def minor_breaks(cls, major, limits):
-        # The major breaks as passed to this method are in transformed space.
-        # The minor breaks are calculated in data space to reveal the 
-        # non-linearity of the scale.
-        _major = cls.inverse(major)
-        minor = cls.transform(np.linspace(*_major, cls.number_of_frets))
-        return minor
-
-
-

The above transform is different from most in that, breaks and minor breaks do not change. This is common of very specialized scales. It can also be a key requirement when creating graphics for demontration purposes.

-
-
-

Some chord Data

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-
In [3]:
-
# Notes: the 0 fret is an open strum, all other frets are played half-way between fret bars.
-# The strings are 1:low E, 2: A, 3: D, 4: G, 5: B, 6: E
-c_chord = pd.DataFrame({
-    'Fret':   [0, 2.5, 1.5, 0, 0.5, 0],
-    'String': [1, 2, 3, 4, 5, 6]
-})
-
-# Sequence based on the number of notes in the chord
-c_chord['Sequence'] = list(range(1, 1+len(c_chord['Fret'])))
-
-# Standard markings for a Stratocaster
-markings = pd.DataFrame({
-    'Fret':   [2.5, 4.5, 6.5, 8.5, 11.5, 11.5, 14.5, 16.5, 18.5, 20.5],
-    'String': [3.5, 3.5, 3.5, 3.5, 2, 5, 3.5, 3.5, 3.5, 3.5]
-})
-
-
-

Visualizing the chord

-
-
In [4]:
-
# Look and feel of the graphic
-neck_color = '#FFDDCC'
-fret_color = '#998888'
-string_color = '#AA9944'
-
-neck_theme = theme(
-    figure_size=(10, 2),
-    panel_background=element_rect(fill=neck_color),
-    panel_grid_major_y=element_line(color=string_color, size=2.2),
-    panel_grid_major_x=element_line(color=fret_color, size=2.2),
-    panel_grid_minor_x=element_line(color=fret_color, size=1)
-)
-
-# Gallery Plot
-
-(ggplot(c_chord, aes('Fret', 'String'))
- + geom_path(aes(color='Sequence'), size=3)
- + geom_point(aes(color='Sequence'), fill='#FFFFFF', size=3)
- + geom_point(data=markings, fill='#000000', size=4)
- + scale_x_continuous(trans=frets_trans)
- + scale_y_continuous(breaks=range(0, 7), minor_breaks=[])
- + guides(color=False)
- + neck_theme
-)
-
-
-
-

-
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-
-
-
-

Credit: This example was motivated by Jonathan Vitale who wanted to create graphics for a guitar scale trainer.

-
- - -
- - \ No newline at end of file diff --git a/examples/scale_x_continuous.ipynb b/examples/scale_x_continuous.ipynb deleted file mode 100644 index d3bffb61b..000000000 --- a/examples/scale_x_continuous.ipynb +++ /dev/null @@ -1,252 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:48.645207Z", - "iopub.status.busy": "2024-01-09T15:12:48.644908Z", - "iopub.status.idle": "2024-01-09T15:12:49.833818Z", - "shell.execute_reply": "2024-01-09T15:12:49.832974Z" - } - }, - "outputs": [], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " geom_path,\n", - " scale_x_continuous,\n", - " scale_y_continuous,\n", - " guides,\n", - " theme,\n", - " element_line,\n", - " element_rect\n", - ")\n", - "from mizani.transforms import trans\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Guitar Neck ###\n", - "*Using a transformed x-axis to visualise guitar chords*" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The x-axis is transformed to resemble the narrowing width of frets on a 25.5 inch Strat. To do that\n", - "we create custom transformation.\n", - "\n", - "The key parts of *any* transform object are the `transform` and `inverse` functions." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:49.837510Z", - "iopub.status.busy": "2024-01-09T15:12:49.837169Z", - "iopub.status.idle": "2024-01-09T15:12:49.842917Z", - "shell.execute_reply": "2024-01-09T15:12:49.842310Z" - } - }, - "outputs": [], - "source": [ - "class frets_trans(trans):\n", - " \"\"\"\n", - " Frets Transformation\n", - " \"\"\"\n", - " number_of_frets = 23 # Including fret 0\n", - " domain = (0, number_of_frets-1)\n", - " \n", - " @staticmethod\n", - " def transform(x):\n", - " x = np.asarray(x)\n", - " return 25.5 - (25.5 / (2 ** (x/12)))\n", - " \n", - " @staticmethod\n", - " def inverse(x):\n", - " x = np.asarray(x)\n", - " return 12 * np.log2(25.5/(25.5-x))\n", - " \n", - " @classmethod\n", - " def breaks_(cls, limits):\n", - " # Fixed major breaks\n", - " return cls.domain\n", - " \n", - " @classmethod\n", - " def minor_breaks(cls, major, limits):\n", - " # The major breaks as passed to this method are in transformed space.\n", - " # The minor breaks are calculated in data space to reveal the \n", - " # non-linearity of the scale.\n", - " _major = cls.inverse(major)\n", - " minor = cls.transform(np.linspace(*_major, cls.number_of_frets))\n", - " return minor" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The above transform is different from most in that, breaks and minor breaks do not change. This is common of very specialized scales. It can also be a key requirement when creating graphics for demontration purposes. " - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Some chord Data" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:49.846124Z", - "iopub.status.busy": "2024-01-09T15:12:49.845873Z", - "iopub.status.idle": "2024-01-09T15:12:49.851838Z", - "shell.execute_reply": "2024-01-09T15:12:49.851157Z" - } - }, - "outputs": [], - "source": [ - "# Notes: the 0 fret is an open strum, all other frets are played half-way between fret bars.\n", - "# The strings are 1:low E, 2: A, 3: D, 4: G, 5: B, 6: E\n", - "c_chord = pd.DataFrame({\n", - " 'Fret': [0, 2.5, 1.5, 0, 0.5, 0],\n", - " 'String': [1, 2, 3, 4, 5, 6]\n", - "})\n", - "\n", - "# Sequence based on the number of notes in the chord\n", - "c_chord['Sequence'] = list(range(1, 1+len(c_chord['Fret'])))\n", - "\n", - "# Standard markings for a Stratocaster\n", - "markings = pd.DataFrame({\n", - " 'Fret': [2.5, 4.5, 6.5, 8.5, 11.5, 11.5, 14.5, 16.5, 18.5, 20.5],\n", - " 'String': [3.5, 3.5, 3.5, 3.5, 2, 5, 3.5, 3.5, 3.5, 3.5]\n", - "})" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Visualizing the chord" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:49.854854Z", - "iopub.status.busy": "2024-01-09T15:12:49.854606Z", - "iopub.status.idle": "2024-01-09T15:12:50.580306Z", - "shell.execute_reply": "2024-01-09T15:12:50.579574Z" - }, - "scrolled": true - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 200, - "width": 1000 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# Look and feel of the graphic\n", - "neck_color = '#FFDDCC'\n", - "fret_color = '#998888'\n", - "string_color = '#AA9944'\n", - "\n", - "neck_theme = theme(\n", - " figure_size=(10, 2),\n", - " panel_background=element_rect(fill=neck_color),\n", - " panel_grid_major_y=element_line(color=string_color, size=2.2),\n", - " panel_grid_major_x=element_line(color=fret_color, size=2.2),\n", - " panel_grid_minor_x=element_line(color=fret_color, size=1)\n", - ")\n", - "\n", - "# Gallery Plot\n", - "\n", - "(ggplot(c_chord, aes('Fret', 'String'))\n", - " + geom_path(aes(color='Sequence'), size=3)\n", - " + geom_point(aes(color='Sequence'), fill='#FFFFFF', size=3)\n", - " + geom_point(data=markings, fill='#000000', size=4)\n", - " + scale_x_continuous(trans=frets_trans)\n", - " + scale_y_continuous(breaks=range(0, 7), minor_breaks=[])\n", - " + guides(color=False)\n", - " + neck_theme\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Credit**: This example was motivated by [Jonathan Vitale](https://github.com/jonvitale) who wanted to create graphics for a guitar scale trainer." - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "12px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": true, - "sideBar": true, - "threshold": 4, - "toc_cell": false, - "toc_section_display": "block", - "toc_window_display": false, - "widenNotebook": false - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples/scale_x_continuous.out.ipynb b/examples/scale_x_continuous.out.ipynb deleted file mode 100644 index 312f6849e..000000000 --- a/examples/scale_x_continuous.out.ipynb +++ /dev/null @@ -1,257 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Guitar Neck \\###" - ], - "id": "4edea954-1fc4-4102-b479-68e80f2d0ee3" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:48.645207Z", - "iopub.status.busy": "2024-01-09T15:12:48.644908Z", - "iopub.status.idle": "2024-01-09T15:12:49.833818Z", - "shell.execute_reply": "2024-01-09T15:12:49.832974Z" - } - }, - "outputs": [], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " geom_path,\n", - " scale_x_continuous,\n", - " scale_y_continuous,\n", - " guides,\n", - " theme,\n", - " element_line,\n", - " element_rect\n", - ")\n", - "from mizani.transforms import trans\n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Guitar Neck\n", - "\n", - "*Using a transformed x-axis to visualise guitar chords*\n", - "\n", - "The x-axis is transformed to resemble the narrowing width of frets on a\n", - "25.5 inch Strat. To do that we create custom transformation.\n", - "\n", - "The key parts of *any* transform object are the `transform` and\n", - "`inverse` functions." - ], - "id": "936e32f8-17f2-4811-aa0a-db817de3abf3" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:49.837510Z", - "iopub.status.busy": "2024-01-09T15:12:49.837169Z", - "iopub.status.idle": "2024-01-09T15:12:49.842917Z", - "shell.execute_reply": "2024-01-09T15:12:49.842310Z" - } - }, - "outputs": [], - "source": [ - "class frets_trans(trans):\n", - " \"\"\"\n", - " Frets Transformation\n", - " \"\"\"\n", - " number_of_frets = 23 # Including fret 0\n", - " domain = (0, number_of_frets-1)\n", - " \n", - " @staticmethod\n", - " def transform(x):\n", - " x = np.asarray(x)\n", - " return 25.5 - (25.5 / (2 ** (x/12)))\n", - " \n", - " @staticmethod\n", - " def inverse(x):\n", - " x = np.asarray(x)\n", - " return 12 * np.log2(25.5/(25.5-x))\n", - " \n", - " @classmethod\n", - " def breaks_(cls, limits):\n", - " # Fixed major breaks\n", - " return cls.domain\n", - " \n", - " @classmethod\n", - " def minor_breaks(cls, major, limits):\n", - " # The major breaks as passed to this method are in transformed space.\n", - " # The minor breaks are calculated in data space to reveal the \n", - " # non-linearity of the scale.\n", - " _major = cls.inverse(major)\n", - " minor = cls.transform(np.linspace(*_major, cls.number_of_frets))\n", - " return minor" - ], - "id": "cell-3" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The above transform is different from most in that, breaks and minor\n", - "breaks do not change. This is common of very specialized scales. It can\n", - "also be a key requirement when creating graphics for demontration\n", - "purposes.\n", - "\n", - "Some chord Data" - ], - "id": "aa2b2112-9007-42aa-9228-2c53e2fbaf74" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:49.846124Z", - "iopub.status.busy": "2024-01-09T15:12:49.845873Z", - "iopub.status.idle": "2024-01-09T15:12:49.851838Z", - "shell.execute_reply": "2024-01-09T15:12:49.851157Z" - } - }, - "outputs": [], - "source": [ - "# Notes: the 0 fret is an open strum, all other frets are played half-way between fret bars.\n", - "# The strings are 1:low E, 2: A, 3: D, 4: G, 5: B, 6: E\n", - "c_chord = pd.DataFrame({\n", - " 'Fret': [0, 2.5, 1.5, 0, 0.5, 0],\n", - " 'String': [1, 2, 3, 4, 5, 6]\n", - "})\n", - "\n", - "# Sequence based on the number of notes in the chord\n", - "c_chord['Sequence'] = list(range(1, 1+len(c_chord['Fret'])))\n", - "\n", - "# Standard markings for a Stratocaster\n", - "markings = pd.DataFrame({\n", - " 'Fret': [2.5, 4.5, 6.5, 8.5, 11.5, 11.5, 14.5, 16.5, 18.5, 20.5],\n", - " 'String': [3.5, 3.5, 3.5, 3.5, 2, 5, 3.5, 3.5, 3.5, 3.5]\n", - "})" - ], - "id": "cell-6" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Visualizing the chord" - ], - "id": "a8873005-fb1e-4601-8d99-68a41dd45fb1" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:49.854854Z", - "iopub.status.busy": "2024-01-09T15:12:49.854606Z", - "iopub.status.idle": "2024-01-09T15:12:50.580306Z", - "shell.execute_reply": "2024-01-09T15:12:50.579574Z" - }, - "scrolled": true - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "# Look and feel of the graphic\n", - "neck_color = '#FFDDCC'\n", - "fret_color = '#998888'\n", - "string_color = '#AA9944'\n", - "\n", - "neck_theme = theme(\n", - " figure_size=(10, 2),\n", - " panel_background=element_rect(fill=neck_color),\n", - " panel_grid_major_y=element_line(color=string_color, size=2.2),\n", - " panel_grid_major_x=element_line(color=fret_color, size=2.2),\n", - " panel_grid_minor_x=element_line(color=fret_color, size=1)\n", - ")\n", - "\n", - "# Gallery Plot\n", - "\n", - "(ggplot(c_chord, aes('Fret', 'String'))\n", - " + geom_path(aes(color='Sequence'), size=3)\n", - " + geom_point(aes(color='Sequence'), fill='#FFFFFF', size=3)\n", - " + geom_point(data=markings, fill='#000000', size=4)\n", - " + scale_x_continuous(trans=frets_trans)\n", - " + scale_y_continuous(breaks=range(0, 7), minor_breaks=[])\n", - " + guides(color=False)\n", - " + neck_theme\n", - ")" - ], - "id": "cell-8" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Credit**: This example was motivated by [Jonathan\n", - "Vitale](https://github.com/jonvitale) who wanted to create graphics for\n", - "a guitar scale trainer." - ], - "id": "a528f3d2-92d8-4211-815a-a8de539e63ac" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "12px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": true, - "sideBar": true, - "threshold": "4", - "toc_cell": false, - "toc_section_display": "block", - "toc_window_display": false, - "widenNotebook": false - } - } -} \ No newline at end of file diff --git a/examples/scale_x_continuous_files/figure-html/cell-5-output-1.png b/examples/scale_x_continuous_files/figure-html/cell-5-output-1.png deleted file mode 100644 index fb36bf59d..000000000 Binary files a/examples/scale_x_continuous_files/figure-html/cell-5-output-1.png and /dev/null differ diff --git a/examples/stage-preview.html b/examples/stage-preview.html deleted file mode 100644 index a5364cfdd..000000000 --- a/examples/stage-preview.html +++ /dev/null @@ -1,832 +0,0 @@ - - - - - - - - - plotnine 0.0.post1+g7159748 - stage - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
-
- -
- -
- - -
- - - -
-
-

stage

-
- - - -
- - - - -
- - - -
In [1]:
-
%load_ext autoreload
-%autoreload 2
-%aimport plotnine
-
-import pandas as pd
-import numpy as np
-
-from plotnine import (
-    ggplot,
-    aes,
-    after_stat,
-    stage,
-    geom_bar,
-    geom_text,
-    geom_bin_2d,
-    stat_bin_2d,
-)
-
-
-
-

stage

-
-
-
In [2]:
-
df = pd.DataFrame({
-    'var1': list('abbcccddddeeeee'),
-    'cat': list('RSRSRSRRRSRSSRS')
-})
-
-(ggplot(df, aes('var1'))
- + geom_bar()
-)
-
-
-
-

-
-
-
-
-
-

Add the corresponding count on top of each bar.

-
-
In [3]:
-
(ggplot(df, aes('var1'))
- + geom_bar()
- + geom_text(aes(label=after_stat('count')), stat='count')
-)
-
-
-
-

-
-
-
-
-
-

Adjust the y position so that the counts do not overlap the bars.

-
-
In [4]:
-
(ggplot(df, aes('var1'))
- + geom_bar()
- + geom_text(aes(label=after_stat('count'), y=stage(after_stat='count', after_scale='y+.1')), stat='count')
-)
-
-
-
-

-
-
-
-
-
-

Note that this will work even nicely for stacked bars where adjustig the position with nudge_y=0.1 would not.

-
-
In [5]:
-
(ggplot(df, aes('var1', fill='cat'))
- + geom_bar()
- + geom_text(aes(label=after_stat('count'), y=stage(after_stat='count', after_scale='y+.1')), stat='count', position='stack')
-)
-
-
-
-

-
-
-
-
-
-
-

Create a binned 2d plot with counts

-
-
-
In [6]:
-
np.random.seed(123)
-df = pd.DataFrame({
-    'col_1': np.random.rand(1000),
-    'col_2': np.random.rand(1000)
-})
-
-
In [7]:
-
(ggplot(df, aes(x='col_1', y='col_2'))
- + geom_bin_2d(position='identity', binwidth=0.1)
-)
-
-
-
-

-
-
-
-
-
-

Add counts to the bins. stat_bin_2d bins are specified using retangular minimum and maximum end-points for dimension; we use these values to compute the mid-points at which to place the counts.

-

First x and y aesthetics are mapped to col_1 and col_2 variables, then after the statistic consumes them and creates xmin, xmax, ymin & ymax values for each bin along with associated count. After the statistic computation the x and y aesthetics do not exist, but we create meaningful values using the minimum and maximum end-points.

-

Note that the binning parameters for the geom and stat combination must be the same. In this case it is the binwidth.

-
-
In [8]:
-
(ggplot(df, aes(x='col_1', y='col_2'))
- + geom_bin_2d(position='identity', binwidth=0.1)
- + stat_bin_2d(
-     aes(
-         x=stage(start='col_1', after_stat='(xmin+xmax)/2'),
-         y=stage(start='col_2', after_stat='(ymin+ymax)/2'),
-         label=after_stat('count')
-     ),
-     binwidth=0.1,
-     geom='text',
-     format_string='{:.0f}',
-     size=10
- )
-)
-
-
-
-

-
-
-
-
- - -
- - \ No newline at end of file diff --git a/examples/stage.ipynb b/examples/stage.ipynb deleted file mode 100644 index 6494ba024..000000000 --- a/examples/stage.ipynb +++ /dev/null @@ -1,347 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:54.848988Z", - "iopub.status.busy": "2024-01-09T15:12:54.848690Z", - "iopub.status.idle": "2024-01-09T15:12:55.488152Z", - "shell.execute_reply": "2024-01-09T15:12:55.486986Z" - } - }, - "outputs": [], - "source": [ - "%load_ext autoreload\n", - "%autoreload 2\n", - "%aimport plotnine\n", - "\n", - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " after_stat,\n", - " stage,\n", - " geom_bar,\n", - " geom_text,\n", - " geom_bin_2d,\n", - " stat_bin_2d,\n", - ")\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### stage" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:55.491325Z", - "iopub.status.busy": "2024-01-09T15:12:55.491022Z", - "iopub.status.idle": "2024-01-09T15:12:56.674430Z", - "shell.execute_reply": "2024-01-09T15:12:56.673630Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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/vZ7jAAAAAEDLq2sAnD9/fpLXntm3OdbffmPvGAwAAAAAbL66BsBKpZIkWbdu3WadV6vV6jkGAAAAAPA7dQ2Ao0aNSpL84he/2KzzHnjggdedDwAAAADUR10D4OGHH55arZYrrrgizz777Js65z/+4z/y3e9+N5VKJYcffng9xwEAAACAllfXAHjmmWcmSZYtW5YjjzwyDz744EZv/+CDD+boo4/OsmXLkiSTJk2q5zgAAAAA0PLa63lnRx55ZN7//vfnpptuyty5c/POd74zRxxxRP78z/88++yzTzo7O7N8+fL86le/yh133JEZM2akVqulUqnk/e9/f4444oh6jgMAAAAALa+uATBJpk6dmmOPPTb33HNParVaZsyYkRkzZmzwtuvf/GPChAm5+uqr6z0KAAAAALS8ur4EOEmGDBmSn/70p/nHf/zHjBo1KrVardd/dtppp3zlK1/JnXfemSFDhtR7FAAAAABoeXV/BmCStLW15dOf/nTOPffc3Hffffn5z3+e+fPn55VXXsnQoUOz00475ZBDDslhhx2W9vY+GQEAAAAASB8FwJ47b2/P+PHjM378+L78aQAAAACAXtT9JcAAAAAAQPOoawCcP39+Dj744Bx88MG57bbb3tQ5P/7xj3PQQQflT//0T/PSSy/VcxwAAAAAaHl1DYDTpk3LI488kjlz5uToo49+U+ccddRRefbZZ/Pwww9n2rRp9RwHAAAAAFpeXQPgT3/601QqlRx33HEZOHDgmzpn4MCBOf7441Or1fKTn/yknuMAAAAAQMurawB8/PHHkyTveMc7Nuu8P/mTP3nd+QAAAABAfdQ1AC5YsCBJstNOO23WeTvuuGOS5IUXXqjnOAAAAADQ8uoaANvb25Mkq1ev3qzz1qxZkySp1Wr1HAcAAAAAWl5dA+AOO+yQJHnmmWc267ynn346STJixIh6jgMAAAAALa+uAfCggw5KrVbL9ddf/6afzbdu3bpcf/31qVQq2X///es5DgAAAAC0vLoGwPe+971JklmzZuWiiy56U+dcdNFFmTVrVpLkfe97Xz3HAQAAAICWV9cAeMYZZ2TnnXdOknz2s5/NOeeck5deemmDt33ppZfyN3/zN/nc5z6XSqWSUaNG5SMf+Ug9xwEAAACAltdezzsbOHBgrr766rz73e9Od3d3pkyZkm9961s57LDDsu+++2abbbbJsmXL8uSTT+a+++7L6tWrU6vVMmDAgFx11VUZNGhQPccBAAAAgJZX1wCYJEceeWSuu+66TJo0Ka+88kpWrVqVGTNmZMaMGa+73fprBA4bNixXXnlljj766HqPAgAAAAAtr64vAV7vxBNPzOOPP56/+qu/yrBhw1Kr1d7wz7bbbpuPf/zjefzxx/MXf/EXfTEGAAAAALS8uj8DcL3ddtst//f//t9MmTIljz32WJ577rksXbo0w4YNy+jRo7P//vunra1P+iMAAAAA8Dt9FgDXa2trywEHHJADDjigr38qAAAAAOAPeAoeAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAoWHujB+gPL774Yn72s5/lsccey9y5c7No0aK0t7dnhx12yAEHHJD3ve99GTVqVKPHBAAAAIC6Kz4Avvjiizn77LNTq9V6fqyjoyNr1qzJvHnzMm/evNx+++2ZPHlyDj/88AZOCgAAAAD1V3wAXLduXZLkoIMOylFHHZUDDjggw4YNS3d3d5566ql885vfzNy5c3PJJZdk9OjR2X333Rs7MAAAAADUUfHXANxmm23yz//8z7ngggsyfvz4DBs2LElSrVaz33775cILL8y2226btWvXZvr06Q2eFgAAAADqq/gA2NnZmbFjx/Z6vKurKwcffHCS5Ne//nV/jQUAAAAA/aL4APhmrH9WYHd3d4MnAQAAAID6EgCTzJw5M0kyZsyYBk8CAAAAAPXV8gHw/vvvz+zZs5MkRx99dIOnAQAAAID6aukA+OKLL2bKlClJkkMOOaTnWoAAAAAAUIqWDYDLli3LF77whSxZsiSjRo3KOeec0+iRAAAAAKDu2hs9QCOsXLkyF154YebOnZvhw4fn85//fIYOHbrJ86ZOnZpp06b1evykk07KpEmT6jkqBWlra+v5d1dXV4OngdZmHwE2zeMjNAe7CM1ja97HlguAq1evzuc///k888wz2XbbbfOFL3who0aNelPnLl++PAsWLOj1+IoVK1KtVus1KoWqVCq+TlrIaaed1ugRYKuysb9oA/qX369Ac7CL0Dy25n1sqQC4evXqfOELX8gTTzyRbbbZJp///Oez6667vunzOzs7M3LkyF6Pd3R0pLu7ux6jUqC2trZUKpXUarWsW7eu0eMANCXfR6F52EdoDnYRmkez7OOWhMiWCYCvvvpqLrroojz22GPp6OjIBRdckD322GOz7mPixImZOHFir8cXLlyYxYsXv9VRKVRXV1eq1WrWrVvn6wSgFx4foXnYR2gOdhGaR7Ps44gRIzb7nJZ4E5C1a9fmy1/+ch555JEMHjw4n/3sZ7PPPvs0eiwAAAAA6HPFB8Du7u5cfPHF+cUvfpGBAwfm/PPPz7777tvosQAAAACgXxT/EuCnnnoq9913X5KkVqvl4osv3ujtr7rqqv4YCwAAAAD6RfEBsFar9Xz86quv5uWXX27cMAAAAADQz4oPgOPGjcstt9zS6DEAAAAAoCGKvwYgAAAAALQyARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAVrb/QAJalUKmlr01TZtGq12ugRAJqSx0doHvYRmoNdhOaxNe+jAFhHQ4YMSUdHR6PHoMlVq9V0dXU1egyApuTxEZqHfYTmYBeheWzN+ygA1tHKlSuzevXqRo9Bkxo2bFiq1Wq6u7uzdOnSRo8D0JQWL17c6BGA37GP0BzsIjSPZtnHLQmRAmAd1Wq1dHd3N3oMtgK+TgA2zOMjNA/7CM3BLkLz2Jr30QXrAAAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFa2/0AP1h2bJlmTlzZmbPnp1f//rXmT17dpYsWZIk+dKXvpRx48Y1eEIAAAAA6BstEQB//vOf51/+5V8aPQYAAAAA9LuWCIBJ0tXVlT333DN77bVXdt5551xyySWNHgkAAAAA+lxLBMAjjjgiRx99dM/ny5Yta+A0AAAAANB/WuJNQKrVaqNHAAAAAICGaIkACAAAAACtSgAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwdobPcDWZOrUqZk2bVqvx0866aRMmjSpHydia9LW1tbz766urgZPA9CcPD5C87CP0BzsIjSPrXkfBcDNsHz58ixYsKDX4ytWrEi1Wu3HiTbstNNOa/QIsFXZWNgH+lczfB8FXmMfoTnYRWgeW/M+CoCbobOzMyNHjuz1eEdHR7q7u/txIqAe7C00D/sIzcM+QnOwi9A8mmUftyRECoCbYeLEiZk4cWKvxxcuXJjFixf340RAPdhbaB72EZqHfYTmYBeheTTLPo4YMWKzz/EmIAAAAABQsJZ5BuDSpUt7Pl6xYkXPx8uXL3/dsY6OjrS3t8x/FgAAAAAK1zKlq7eX7l500UWv+/xLX/pSxo0b1x8jAQAAAECf8xJgAAAAAChYyzwD8JZbbmn0CAAAAADQ7zwDEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBg7Y0eoCSVSiVtbZoqbG2q1WqjRwB+xz5C87CP0BzsIjSPrXkfBcA6GjJkSDo6Oho9BrCZurq6Gj0C8Dv2EZqHfYTmYBeheWzN+ygA1tHKlSuzevXqRo8BbKbFixc3egTgd+wjNA/7CM3BLkLzaJZ93JIQKQDWUa1WS3d3d6PHADaTvYXmYR+hedhHaA52EZrH1ryPLlgHAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAAChYe6MH6E9LlizJDTfckAceeCAvvfRSBg0alD333DPvfe978853vrPR4wEAAABA3bVMAHz22Wfzmc98JkuWLEmSDBkyJMuXL8+jjz6aRx99NO973/vy0Y9+tMFTAgAAAEB9tUQAfPXVV/PFL34xS5YsyZgxY/LJT34ye+yxR1avXp3p06fnmmuuya233po99tgjxxxzTKPHBQAAAIC6aYlrAN5+++15/vnnM2jQoHz2s5/NHnvskSQZNGhQPvShD+XYY49NkkydOjVr165t5KgAAAAAUFctEQDvuuuuJMn48eOzww47vOH4Bz/4wVQqlSxatCiPP/54P08HAAAAAH2n+AC4cuXK/OpXv0qSHHTQQRu8zQ477JDRo0cnSX75y1/222wAAAAA0NeKD4DPPfdcarVakmTMmDG93m79sXnz5vXLXAAAAADQH4oPgIsWLer5ePjw4b3ebv2xxYsX9/lMAAAAANBfig+Aq1at6vl40KBBvd5u/bGVK1f2+UwAAAAA0F+KD4AAAAAA0MraGz1AXxs8eHDPx6tXr05HR8cGb7d69eokyZAhQ3q9r6lTp2batGm9Hj/ppJMyadKkLZwUaJSurq5GjwD8jn2E5mEfoTnYRWgeW/M+Fh8Af/+6f4sWLeo1AK6/VuDG/mcuX748CxYs6PX4ihUrUq1Wt3DS+tlYpAT6l32E5mEfoTnYRWge9hFaR/EBcPTo0alUKqnVann22WczevToDd7u2WefTZLsuuuuvd5XZ2dnRo4c2evxjo6OdHd3v7WBKVZbW1vP1+K6desaPQ60NPsIzcEuQvOwj9A87CObsiVPPis+AA4ZMiR77713Zs2alYcffjiHHXbYG26zcOHCzJs3L0ny9re/vdf7mjhxYiZOnNjr8YULF3oXYXrV1dWVarWadevW+TqBBrOP0BzsIjQP+wjNwz6yKSNGjNjsc1riTUCOOOKIJMk999yTF1988Q3Hb7zxxtRqtQwfPjzjxo3r5+kAAAAAoO+0RAB897vfnVGjRmXVqlX5whe+kDlz5iR57Y0/brjhhvzrv/5rktee4dfeXvyTIgEAAABoIS1RuwYMGJDzzz8/n/nMZzJ37tx84hOfSEdHR1atWtXzevrjjz8+xxxzTIMnBQAAAID6aokAmCS77bZbLr300vzgBz/IAw88kIULF6azszNjx47Ncccdl3e+852NHhEAAAAA6q5lAmCSbLfddjnrrLNy1llnNXoUAAAAAOgXLXENQAAAAABoVQIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKFilVqvVGj0EtIKpU6dm+fLl6ezszMSJExs9DrQ0+wjNwS5C87CP0DzsI31BAIR+8t73vjcLFizIyJEj86Mf/ajR40BLs4/QHOwiNA/7CM3DPtIXvAQYAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFKy90QNAqzjttNOyfPnydHZ2NnoUaHn2EZqDXYTmYR+hedhH+kKlVqvVGj0EAAAAANA3vAQYAAAAAAomAAIAAABAwQRAAAAAACiYAAhA0c4777yccMIJmTZtWqNHAYCtxtlnn50TTjghd955Z6NHAaAOBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUrL3RA0Cpli1blnvvvTcPP/xwnnvuubz00ktZu3Zttt9++7z97W/PiSeemJ133rnRY0JLWbNmTX7wgx/k3/7t37JgwYIMHjw448aNy6mnnprddtut0eNBS5k/f35uvfXW/PKXv8zChQtTq9UyYsSI7L333hk/fnwOPvjgRo8IRavVarn99ttzxx13ZN68eRk4cGDGjh2bE0880f5BA/z2t7/NzTffnMceeywLFy5MtVrNqFGj8s53vjMnnHBCOjs7Gz0iW7lKrVarNXoIKNG0adNy7bXXJkmq1Wo6OjqyYsWKdHd3J0kGDx6c8847LwcccEADp4TynXfeeZk5c2Y++MEP5oknnsjTTz+d9vb2DBw4MCtWrEiSDBgwIOeff34OPPDABk8LreH222/PN77xjaxduzZJMnDgwAwcODDLly9PrVZLZ2dnvve97zV4SihXd3d3Lr744tx7771Jkra2tgwZMqTn++JHP/rR3HzzzVmwYEE+8YlP5Oijj27kuFC8O+64I1//+td7vi8OGjQo3d3dPZ/vuOOO+fznP5+ddtqpkWOylfMMQOgjw4cPz+mnn553vOMd2W233VKtVtPd3Z25c+dm6tSpeeihh/LVr341l19+eQYPHtzocaF4P/7xj7N27dpMnjw548ePT3t7e+bMmZNLL700s2fPzj/90z/l//yf/5Ourq5GjwpFu//++zNlypQkyZ/8yZ/k9NNPz5577pkkWbFiRWbOnJm77767kSNC8W666abce++9qVQqOfXUU3PCCSeko6MjixYtyne+85185zvfSbVabfSY0BIefPDBTJkyJQMHDswpp5ySP//zP09XV1e6u7sza9asXH755Zk9e3b+4R/+IV/72tfS1uZKbmwZXznQR97znvfklFNOyR577NHzG6hqtZo999wz5513XnbdddcsWbKk529egb61fPny/M//+T9z1FFHpb39tb//2mOPPXLhhRdm2223zfLly3PzzTc3dkgo3Nq1a3P55ZcnSQ455JCcf/75PfEvSTo6OvKOd7wjn/70pxs1IhRv9erVueGGG5IkJ554Yv7bf/tv6ejoSPLaX2B/8pOfzL777pvVq1c3ckxoCd3d3fnmN7+ZWq2WT37ykznllFN6/jK6Wq3mv/yX/5ILL7www4cPz9y5c3P//fc3eGK2ZgIgNMCAAQN6Xvr71FNPNXYYaBEjR47MhAkT3vDjQ4cOzbHHHpskgjz0scceeywvvvhiKpVKzjrrLM9igAZ45JFHsmLFilSr1XzgAx94w/G2tracfPLJDZgMWs/MmTPz/PPPZ9SoUTn00EM3eJuhQ4fmoIMOSpI8+uij/TgdpfESYOhDzz33XH74wx/miSeeyIIFC7Jq1ar84WU3Fy1a1KDpoLW87W1vS6VS6fVYkixYsCCvvPJKhg4d2p+jQct4+umnkySjR4/OqFGjGjwNtKbZs2cnSXbddddsu+22G7zNvvvu23P5GqDvrP+++NJLL+XMM8/s9XarVq1Kkrz44ov9MhdlEgChj9xzzz352te+1nPh1kqlko6OjgwYMCDJaw/iq1at8vIK6Cfbb7/9mzq2ZMkSARD6yMsvv5wk2WGHHRo7CLSwpUuXJtn498UBAwZk2LBhWbx4cX+NBS1p/Y69+uqrPd8jN8afHXkrBEDoA0uWLMmUKVOydu3avO1tb8uZZ56Zvfbaqyf+JcnUqVNz3XXXveEZgQAAAJRv3bp1SZIDDzwwF154YYOnoXQCIPSBhx56KCtXrszgwYPz93//9z0XVv59b+ZveID62djL7X//WG8vhwLeuvUXNvcSJmicYcOGJdn498VXX32155mCQN/ZbrvtkiQLFy5s7CC0BFdehj6w/gF89OjRG4x/tVotM2fO7O+xoKVtbOfWHxs5cqSX/0If+uM//uMkr10j9/nnn2/wNNCa9tprryTJs88+22vke/LJJ13/D/rB739fnD9/foOnoXQCIPSBzs7OJMkLL7yQV1999Q3Hf/rTn+a3v/1tf48FLW3BggW5++673/Djy5Yty49//OMkyZ/92Z/191jQUvbff//ssMMOqdVq+fa3v93z0ieg/xx44IHp7OxMd3d3brzxxjccr9VqueGGGxowGbSe/fffPyNHjnxT3xfXrl2blStX9uN0lEYAhD7w9re/PZVKJa+88kq+9rWv9VzcdeXKlbnlllsyZcoUzzKCftbZ2ZkpU6ZkxowZPW/OM3fu3FxwwQV5+eWX09nZmRNPPLGxQ0LhqtVqzj777CTJz3/+83zxi1/Mb37zm57jK1euzL//+7/noosuatSIULxBgwblgx/8YJLkpptuyve///2sWLEiyWsvC/7nf/7nPPHEExk0aFAjx4SW0N7eno997GNpa2vLAw88kM997nN5+umne0LgunXr8uyzz+aGG27Ixz72scyZM6fBE7M1q9S8AwH0iW9/+9uZPn16z+ednZ1ZuXJl1q1blwMPPDB77713rrvuuuy3337+oAN96LzzzsvMmTPzwQ9+MDNnzswzzzyTAQMGZODAgVm+fHmS197t8DOf+UwOOuigBk8LreFHP/pRvvnNb/b8AWfgwIEZNGhQli1bllqtls7Oznzve99r8JRQru7u7nzlK1/JfffdlyRpa2tLR0dHz/fFj370o7n55puzYMGCfOITn8jRRx/dyHGheHfffXcuvfTSrFmzJslrvzcdPHhwVq5c2fMX10ny5S9/Ofvuu2+jxmQr501AoI+cddZZGT16dG677bbMmzcv69aty9ixY3PEEUfkuOOOy/e///1GjwgtZcCAAfnSl76UH/zgB7nnnnvy4osvZtiwYRk3blxOPfXU7Lbbbo0eEVrGe9/73uy///655ZZb8stf/jIvvfRSuru7M3r06Oyzzz6ZMGFCo0eEolWr1fzd3/1dbr/99tx+++2ZN29ektdejnjiiSfm4IMPzs0339zYIaGFTJgwIfvtt19++MMf5uGHH84LL7yQ5cuXp7OzMzvvvHP++I//OIceeqj4x1viGYAAAAAAUDDXAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKJgACAAAAAAFEwABAAAAoGACIAAAAAAUTAAEAAAAgIIJgAAAAABQMAEQAAAAAAomAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAULD2Rg8AAAD1MH/+/Dz44IN56KGHev79/PPP9xyv1WoNnA4AoHEEQAAAtnq33nprTjjhhEaPAQDQlLwEGACArV53d/frPh8wYEAOPPDABk0DANBcPAMQAICt3siRI/PRj340Bx98cA4++ODsv//+GThwYCqVSqNHAwBouErNxVAAACjU7wdAv+0FAFqVlwADALSo7u7u7LzzzqlUKhk6dGhWrFixyXPWrFmTESNGpFKpZPvtt8+aNWt6jq1atSrTp0/POeeck8MOOyw77LBDBgwYkKFDh2bvvffOGWeckZ/85Ceb/DkuuOCCVCqVVCqV3HXXXUmSu+66K2eccUbGjh2bjo6O1x0DAGDjvAQYAKBFVavVnH766bn44ouzbNmy3HjjjZk4ceJGz/nRj36Ul156KUlyyimnZODAgT3H9t1338yZM+cN5yxbtiyzZ8/O7NmzM3Xq1PzFX/xFpk6dmm222eZNzXnOOefk0ksv3YxfGQAAv08ABABoYZMmTcrFF1+cJLn66qs3GQCvuuqqno/PPPPM1x1bsWJFtttuuxx11FE58MADM2bMmHR0dGTp0qV57LHH8v3vfz/z58/P9OnT85d/+Ze57rrrNjnfP/3TP+W2227LDjvskEmTJmX//fdPkjzyyCMZNmzY5v5yAQBakmsAAgC0uIMOOiiPPPJIqtVq5s2bl5122mmDt1u0aFF22mmnrFmzJvvss0+eeeaZ1x2/7bbbcswxx2TAgAEbPH/FihU5/fTTc/PNNydJ/u3f/i2HH374G253wQUX5MILL+z5/NBDD82//uu/pqura7N/ba4BCADgGoAAAC1v/TP5uru7M3Xq1F5vd9111/Vc8++MM854w/Fjjz221/iXJB0dHbnyyivT2dmZJLnyyis3OVtnZ2euv/76LYp/AAC8RgAEAGhxp512WtrbX7syzNVXX93r7da//LdSqWwwAL4Zw4YNy7hx45Ik999//yZv/4EPfCC77LLLFv1cAAC8RgAEAGhxI0eOzHve854kyeOPP55HH330DbeZPXt2fvaznyVJxo8fnzFjxmzwvhYvXpzLLrssxx9/fHbfffcMHTo0bW1tPe/qW6lUesLfc889t8nZ/ut//a9b+KsCAGA9bwICAEDOPPPM/PCHP0zy2jP9DjjggNcd//2XBv/hm3+sN3369Jx11lk97xK8KUuXLt3kbUaPHv2m7gsAgN4JgAAA5IQTTkhXV1cWL16c733ve/nKV76SarXac3z9S4M7Ojpy8sknv+H8n/3sZznppJOydu3aJMn++++fY445JnvttVe6uroyaNCgnjfkOP/88/PEE09k3bp1m5xryJAh9fjlAQC0NAEQAIAMGjQoH/rQh/KNb3wjzz//fO64444ce+yxSZJ77703v/nNb5IkJ554YoYOHfqG8z/72c/2xL8pU6bk4x//eK8/15e+9KU++BUAANAb1wAEACDJ61/au/4NP/7w4w29/PfVV1/NXXfdlSQ5+OCDNxr/kmTu3LlvbVAAADaLAAgAQJLksMMOy957753ktev5vfLKK1m9enWuu+66JMlOO+2UY4455g3nLVy4sOfZf3vttddGf45f/OIXWbhwYZ0nBwBgYwRAAAB6nHHGGUmSlStX5vrrr88Pf/jDvPzyy0mS008//XXXBVyvs7Oz5+PZs2dv9P4/97nP1W9YAADeFAEQAIAeZ5xxRs+bdVx11VWbfPlvkgwbNiz77LNPkuShhx7KDTfc8IbbdHd359xzz81tt93WB1MDALAx3gQEAIAeu+++e8aPH5+7774799xzT88z/g444ICMGzeu1/MmT57cc+2/D33oQznllFMyYcKEdHV1Zfbs2bnmmmvy1FNPZb/99sugQYPy0EMP1X32r371q1m8eHGvx88///zXfd7V1ZVPfepTdZ8DAKDZCIAAALzOmWeembvvvju1Wq3n2n69PftvvY997GN58MEH853vfCe1Wi3XXnttrr322tfdZty4cZk+fXo+8pGP9Mncl156af7jP/6j1+N/+O7DY8aMEQABgJbgJcAAALzOySefnI6Ojp7P29vbc9ppp230nEqlkm9/+9v5wQ9+kHe/+93ZfvvtM2DAgIwaNSoTJkzIZZddlgceeCB77LFHX48PAMAfqNRqtVqjhwAAAAAA+oZnAAIAAABAwQRAAAAAACiYAAgAAAAABRMAAQAAAKBgAiAAAAAAFEwABAAAAICCCYAAAAAAUDABEAAAAAAKJgACAAAAQMEEQAAAAAAomAAIAAAAAAUTAAEAAACgYAIgAAAAABRMAAQAAACAggmAAAAAAFAwARAAAAAACiYAAgAAAEDBBEAAAAAAKNj/Bw2JptsL20cRAAAAAElFTkSuQmCC", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "df = pd.DataFrame({\n", - " 'var1': list('abbcccddddeeeee'),\n", - " 'cat': list('RSRSRSRRRSRSSRS')\n", - "})\n", - "\n", - "(ggplot(df, aes('var1'))\n", - " + geom_bar()\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Add the corresponding count on top of each bar." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:56.711741Z", - "iopub.status.busy": "2024-01-09T15:12:56.711359Z", - "iopub.status.idle": "2024-01-09T15:12:57.118435Z", - "shell.execute_reply": "2024-01-09T15:12:57.117834Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(df, aes('var1'))\n", - " + geom_bar()\n", - " + geom_text(aes(label=after_stat('count')), stat='count')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Adjust the `y` position so that the counts do not overlap the bars." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:57.121392Z", - "iopub.status.busy": "2024-01-09T15:12:57.121039Z", - "iopub.status.idle": "2024-01-09T15:12:57.423931Z", - "shell.execute_reply": "2024-01-09T15:12:57.423195Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(df, aes('var1'))\n", - " + geom_bar()\n", - " + geom_text(aes(label=after_stat('count'), y=stage(after_stat='count', after_scale='y+.1')), stat='count')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Note that this will work even nicely for stacked bars where adjustig the position with `nudge_y=0.1` would not." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:57.427027Z", - "iopub.status.busy": "2024-01-09T15:12:57.426779Z", - "iopub.status.idle": "2024-01-09T15:12:57.835870Z", - "shell.execute_reply": "2024-01-09T15:12:57.835182Z" - }, - "scrolled": false - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(df, aes('var1', fill='cat'))\n", - " + geom_bar()\n", - " + geom_text(aes(label=after_stat('count'), y=stage(after_stat='count', after_scale='y+.1')), stat='count', position='stack')\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Create a binned 2d plot with counts ##" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:57.839078Z", - "iopub.status.busy": "2024-01-09T15:12:57.838845Z", - "iopub.status.idle": "2024-01-09T15:12:57.860579Z", - "shell.execute_reply": "2024-01-09T15:12:57.859845Z" - } - }, - "outputs": [], - "source": [ - "np.random.seed(123)\n", - "df = pd.DataFrame({\n", - " 'col_1': np.random.rand(1000),\n", - " 'col_2': np.random.rand(1000)\n", - "})" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:57.863641Z", - "iopub.status.busy": "2024-01-09T15:12:57.863394Z", - "iopub.status.idle": "2024-01-09T15:12:58.169095Z", - "shell.execute_reply": "2024-01-09T15:12:58.168455Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(df, aes(x='col_1', y='col_2'))\n", - " + geom_bin_2d(position='identity', binwidth=0.1)\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Add counts to the bins. `stat_bin_2d` bins are specified using retangular minimum and maximum end-points for dimension; we use these values to compute the mid-points at which to place the counts.\n", - "\n", - "First `x` and `y` aesthetics are mapped to *col_1* and *col_2* variables, then after the statistic consumes them and creates `xmin`, `xmax`, `ymin` & `ymax` values for each bin along with associated `count`. After the statistic computation the `x` and `y` aesthetics do not exist, but we create meaningful values using the minimum and maximum end-points.\n", - "\n", - "Note that the binning parameters for the `geom` and `stat` combination must be the same. In this case it is the `binwidth`." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:58.172043Z", - "iopub.status.busy": "2024-01-09T15:12:58.171683Z", - "iopub.status.idle": "2024-01-09T15:12:58.595781Z", - "shell.execute_reply": "2024-01-09T15:12:58.595023Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(ggplot(df, aes(x='col_1', y='col_2'))\n", - " + geom_bin_2d(position='identity', binwidth=0.1)\n", - " + stat_bin_2d(\n", - " aes(\n", - " x=stage(start='col_1', after_stat='(xmin+xmax)/2'),\n", - " y=stage(start='col_2', after_stat='(ymin+ymax)/2'),\n", - " label=after_stat('count')\n", - " ),\n", - " binwidth=0.1,\n", - " geom='text',\n", - " format_string='{:.0f}',\n", - " size=10\n", - " )\n", - ")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/examples/stage.out.ipynb b/examples/stage.out.ipynb deleted file mode 100644 index 6e32fa960..000000000 --- a/examples/stage.out.ipynb +++ /dev/null @@ -1,330 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# stage" - ], - "id": "27c54d29-5bfb-4599-ba36-96b68a4dd877" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:54.848988Z", - "iopub.status.busy": "2024-01-09T15:12:54.848690Z", - "iopub.status.idle": "2024-01-09T15:12:55.488152Z", - "shell.execute_reply": "2024-01-09T15:12:55.486986Z" - } - }, - "outputs": [], - "source": [ - "%load_ext autoreload\n", - "%autoreload 2\n", - "%aimport plotnine\n", - "\n", - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " after_stat,\n", - " stage,\n", - " geom_bar,\n", - " geom_text,\n", - " geom_bin_2d,\n", - " stat_bin_2d,\n", - ")\n" - ], - "id": "cell-0" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### stage" - ], - "id": "5d787f25-a24d-42c0-9d80-d937a4ed487e" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:55.491325Z", - "iopub.status.busy": "2024-01-09T15:12:55.491022Z", - "iopub.status.idle": "2024-01-09T15:12:56.674430Z", - "shell.execute_reply": "2024-01-09T15:12:56.673630Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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OyR577NHzG6hqtZo999wz5513XnbdddcsWbKk529egb61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\nAAAAAElFTkSuQmCC\n" - } - } - ], - "source": [ - "df = pd.DataFrame({\n", - " 'var1': list('abbcccddddeeeee'),\n", - " 'cat': list('RSRSRSRRRSRSSRS')\n", - "})\n", - "\n", - "(ggplot(df, aes('var1'))\n", - " + geom_bar()\n", - ")" - ], - "id": "cell-2" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Add the corresponding count on top of each bar." - ], - "id": "68847ca4-8d93-44e0-8652-c5b8a27fc20d" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:56.711741Z", - "iopub.status.busy": "2024-01-09T15:12:56.711359Z", - "iopub.status.idle": "2024-01-09T15:12:57.118435Z", - "shell.execute_reply": "2024-01-09T15:12:57.117834Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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qCQTQK77//e/nqquu6vm4o6MjS5YsSXd3d3bZ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\n" - } - } - ], - "source": [ - "(ggplot(df, aes('var1'))\n", - " + geom_bar()\n", - " + geom_text(aes(label=after_stat('count')), stat='count')\n", - ")" - ], - "id": "cell-4" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Adjust the `y` position so that the counts do not overlap the bars." - ], - "id": "51c3920e-26cd-4056-9a3c-cc7020e78e73" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:57.121392Z", - "iopub.status.busy": "2024-01-09T15:12:57.121039Z", - "iopub.status.idle": "2024-01-09T15:12:57.423931Z", - "shell.execute_reply": "2024-01-09T15:12:57.423195Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "(ggplot(df, aes('var1'))\n", - " + geom_bar()\n", - " + geom_text(aes(label=after_stat('count'), y=stage(after_stat='count', after_scale='y+.1')), stat='count')\n", - ")" - ], - "id": "cell-6" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Note that this will work even nicely for stacked bars where adjustig the\n", - "position with `nudge_y=0.1` would not." - ], - "id": "23b59ae3-f067-422a-88de-99d6b9eca710" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:57.427027Z", - "iopub.status.busy": "2024-01-09T15:12:57.426779Z", - "iopub.status.idle": "2024-01-09T15:12:57.835870Z", - "shell.execute_reply": "2024-01-09T15:12:57.835182Z" - }, - "scrolled": false - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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ddtklDQ0NaW5uznXXXfem7eVyOdde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\n" - } - } - ], - "source": [ - "(ggplot(df, aes('var1', fill='cat'))\n", - " + geom_bar()\n", - " + geom_text(aes(label=after_stat('count'), y=stage(after_stat='count', after_scale='y+.1')), stat='count', position='stack')\n", - ")" - ], - "id": "cell-8" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Create a binned 2d plot with counts" - ], - "id": "161d6c23-859c-45b3-8474-c834f9494ff8" - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:57.839078Z", - "iopub.status.busy": "2024-01-09T15:12:57.838845Z", - "iopub.status.idle": "2024-01-09T15:12:57.860579Z", - "shell.execute_reply": "2024-01-09T15:12:57.859845Z" - } - }, - "outputs": [], - "source": [ - "np.random.seed(123)\n", - "df = pd.DataFrame({\n", - " 'col_1': np.random.rand(1000),\n", - " 'col_2': np.random.rand(1000)\n", - "})" - ], - "id": "cell-10" - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:57.863641Z", - "iopub.status.busy": "2024-01-09T15:12:57.863394Z", - "iopub.status.idle": "2024-01-09T15:12:58.169095Z", - "shell.execute_reply": "2024-01-09T15:12:58.168455Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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7bm644YbMmTMnjz32WPbdd9+cfvrpOeigg1IqlTJ37tx85zvfqaz6O3Xq1Epo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\n5TZix67qq0VAtue3v/1tkmT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P9UldAAAAQP3auoNui61coK2D+yyauugAfPLJJyvzsSdN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\nAAAAQEW5pb6nAD+3dFWtS6g6ASAAAAAAFQ0pp6VTAeCONAG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- } - } - ], - "source": [ - "(ggplot(df, aes(x='col_1', y='col_2'))\n", - " + geom_bin_2d(position='identity', binwidth=0.1)\n", - ")" - ], - "id": "cell-11" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Add counts to the bins. `stat_bin_2d` bins are specified using\n", - "retangular minimum and maximum end-points for dimension; we use these\n", - "values to compute the mid-points at which to place the counts.\n", - "\n", - "First `x` and `y` aesthetics are mapped to *col_1* and *col_2*\n", - "variables, then after the statistic consumes them and creates `xmin`,\n", - "`xmax`, `ymin` & `ymax` values for each bin along with associated\n", - "`count`. After the statistic computation the `x` and `y` aesthetics do\n", - "not exist, but we create meaningful values using the minimum and maximum\n", - "end-points.\n", - "\n", - "Note that the binning parameters for the `geom` and `stat` combination\n", - "must be the same. In this case it is the `binwidth`." - ], - "id": "25e7efdc-81f3-4b6f-84bd-02b6909cb858" - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:12:58.172043Z", - "iopub.status.busy": "2024-01-09T15:12:58.171683Z", - "iopub.status.idle": "2024-01-09T15:12:58.595781Z", - "shell.execute_reply": "2024-01-09T15:12:58.595023Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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lZucp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\nth7emnoEHU4AgG7hXGTf/O1B1yEGg/A1meGtqYOnph7e2np4TzQC/gAAI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- } - } - ], - "source": [ - "(ggplot(df, aes(x='col_1', y='col_2'))\n", - " + geom_bin_2d(position='identity', binwidth=0.1)\n", - " + stat_bin_2d(\n", - " aes(\n", - " x=stage(start='col_1', after_stat='(xmin+xmax)/2'),\n", - " y=stage(start='col_2', after_stat='(ymin+ymax)/2'),\n", - " label=after_stat('count')\n", - " ),\n", - " binwidth=0.1,\n", - " geom='text',\n", - " format_string='{:.0f}',\n", - " size=10\n", - " )\n", - ")" - ], - "id": "cell-13" - } - ], - "nbformat": 4, - "nbformat_minor": 5, - "metadata": { - "kernelspec": { - "name": "python3", - "display_name": "Python 3 (ipykernel)", - "language": "python" - }, - "language_info": { - "name": "python", - "codemirror_mode": { - "name": "ipython", - "version": "3" - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - } - } -} \ No newline at end of file diff --git a/examples/stage_files/figure-html/cell-3-output-1.png 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a/examples/stage_files/figure-html/cell-8-output-1.png b/examples/stage_files/figure-html/cell-8-output-1.png deleted file mode 100644 index 43309ed8a..000000000 Binary files a/examples/stage_files/figure-html/cell-8-output-1.png and /dev/null differ diff --git a/examples/stage_files/figure-html/cell-9-output-1.png b/examples/stage_files/figure-html/cell-9-output-1.png deleted file mode 100644 index e7c28e376..000000000 Binary files a/examples/stage_files/figure-html/cell-9-output-1.png and /dev/null differ diff --git a/examples/theme-preview.html b/examples/theme-preview.html deleted file mode 100644 index a7916e6b4..000000000 --- a/examples/theme-preview.html +++ /dev/null @@ -1,1159 +0,0 @@ - - - - - - - - - plotnine 0.0.post1+g7159748 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
- - Back to Article -
We use theme_void as the base theme so that the modifications
- - Download Notebook -
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In [1]:
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import pandas as pd
-import numpy as np
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-from plotnine import (
-    ggplot,
-    aes,
-    geom_point,
-    facet_grid,
-    labs,
-    guide_legend,
-    guides,
-    theme,
-    element_text,
-    element_line,
-    element_rect,
-    theme_set,
-    theme_void
-)
-from plotnine.data import mtcars
-
-# We use theme_void as the base theme so that the modifications
-# we make in the code are transparent in the output
-theme_set(theme_void())
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In [2]:
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mtcars.head()
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namempgcyldisphpdratwtqsecvsamgearcarb
0Mazda RX421.06160.01103.902.62016.460144
1Mazda RX4 Wag21.06160.01103.902.87517.020144
2Datsun 71022.84108.0933.852.32018.611141
3Hornet 4 Drive21.46258.01103.083.21519.441031
4Hornet Sportabout18.78360.01753.153.44017.020032
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The base plots we will use for the demonstation and some colors.

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In [3]:
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p1 = (ggplot(mtcars, aes('wt', 'mpg', color='factor(cyl)'))
-      + geom_point()
-      + labs(title='mpg vs wt')
-     )
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-p2 = p1 + facet_grid('gear ~ am')
-
-black = '#222222'
-gray = '#666666'
-red = '#FF3333'
-green = '#66CC00'
-blue = '#3333FF'
-purple = '#9933FF'
-orange = '#FF8000'
-yellow = '#FFFF33'
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What the plots look like unmodified (unthemed).

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p1
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p2
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There are 3 main top level theming elements:

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  1. text - controls all the text elements in the figure.
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  3. rect - controls all the rectangles in the figure.
  4. -
  5. line - controls all the lines in the figure.
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Note that none of the themeables control/modify the plotted data. e.g You cannot use text to change the appearance of objects plotted with geom_text.

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text

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In [6]:
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p1 + theme(
-    text=element_text(color=purple)
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rect

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In [7]:
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p1 + theme(
-    rect=element_rect(color=black, size=3, fill='#EEBB0050')
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line

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In [8]:
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p1 + theme(
-    line=element_line(color=black)
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Theming specific items

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axis_line and axis_text

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In [9]:
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p1 + theme(
-    axis_line=element_line(size=2),
-    axis_line_x=element_line(color=red),
-    axis_line_y=element_line(color=blue),
-    
-    axis_text=element_text(margin={'t': 5, 'r': 5}),
-    axis_text_x=element_text(color=black),
-    axis_text_y=element_text(color=purple)
-)
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In [10]:
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p1 + theme(
-    axis_line=element_line(size=.7, color=gray),
-    
-    # We are focusing on the ticks, make them long
-    axis_ticks_length=20,
-    axis_ticks_length_minor=10,
-    axis_ticks_length_major=20,
-    
-    axis_ticks=element_line(size=2),
-    
-    axis_ticks_major=element_line(color=purple),
-    axis_ticks_major_x=element_line(size=4),        # override size=2
-    axis_ticks_major_y=element_line(color=yellow),  # override color=purple
-    
-    axis_ticks_minor=element_line(color=red),
-    axis_ticks_minor_x=element_line(),              # do not override anything
-    axis_ticks_minor_y=element_line(color=gray),    # override color=red
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axis_title and axis_ticks_pad

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p1 + theme(
-    axis_line=element_line(size=.7, color=gray),
-    axis_ticks=element_line(),
-    
-    axis_title=element_text(),
-    axis_title_x=element_text(color=blue),
-    axis_title_y=element_text(color=red),
-    
-    # The gap between the title and the ticks
-    axis_ticks_pad=20,
-    axis_ticks_pad_major=20,
-    axis_ticks_pad_minor=20
-)
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axis_ticks_direction

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In [12]:
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p1 + theme(
-    axis_line=element_line(size=.7, color=gray),
-    axis_ticks=element_line(),
-    
-    axis_ticks_direction='in',
-    axis_ticks_direction_x='in',
-    axis_ticks_direction_y='out'
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Legend_box

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Not all themeables that affect the legend box are demonstrated

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(p1 + aes(fill='drat')
- + theme(
-    legend_position='left',
-    legend_direction='horizontal', # affected by the ncol=2
-    legend_title_align='center',
-    legend_box_margin=5,
-    legend_background=element_rect(color=purple, size=2, fill='white'),
-     
-    legend_box='vertical',
-     
-    legend_key=element_rect(fill=gray, alpha=.3),
-    legend_title=element_text(color=orange),
-    legend_text=element_text(weight='bold'),
-    
-    legend_key_size=30,            # overridden
-    legend_key_width=30,
-    legend_key_height=15,
-
-    legend_entry_spacing=10,      # overridden
-    legend_entry_spacing_x=15,
-    legend_entry_spacing_y=5) 
- 
- # so we can see legend_entry_spacing in action
- + guides(color=guide_legend(ncol=2))
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plot_background, panel_background and panel_border

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p2 + theme(
-    plot_background=element_rect(fill='gray', alpha=.3),
-    panel_background=element_rect(fill=purple, alpha=.2),
-    panel_border=element_rect(color=red, size=1),
-    panel_spacing=.025,
-    #panel_spacing_x=.005,
-    #panel_spacing_y=.025
-)
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panel_grid

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In [15]:
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p1 + theme(
-    panel_grid=element_line(color=purple),
-    
-    panel_grid_major=element_line(size=1.4, alpha=1),
-    panel_grid_major_x=element_line(linetype='dashed'),
-    panel_grid_major_y=element_line(linetype='dashdot'),
-    
-    panel_grid_minor=element_line(alpha=.25),
-    panel_grid_minor_x=element_line(color=red),
-    panel_grid_minor_y=element_line(color=green),
-    
-    panel_ontop=False  # puts the points behind the grid
- )
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strip_background, strip_align and strip_text

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p2 + theme(
-    panel_spacing=.025,
-    panel_background=element_rect(fill=gray, alpha=.2),
-    
-    strip_background=element_rect(color=purple, fill=orange, size=1.4, alpha=.95),
-    strip_background_x=element_rect(x=1/6, width=2/3), # you can get really crazy
-    strip_background_y=element_rect(),
-    
-    strip_align=0,
-    strip_align_x=0.2,
-    strip_align_y=0.2,
-    
-    strip_text=element_text(weight='bold'),
-    strip_text_x=element_text(color=red),
-    strip_text_y=element_text(color=blue)
- )
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aspect_ratio and figure_size

-

The aspect_ratio takes precedence over the figure_size, and it modifies the height. The effective width and height are:

-
width = figure_size[0]
-height = figure_size[0] * aspect_ratio
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In [17]:
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p1 + theme(
-    panel_background=element_rect(fill=gray, alpha=.2),
-    #dpi=120,
-    figure_size=(8, 6), # inches
-    aspect_ratio=1/3    # height:width
-)
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- - \ No newline at end of file diff --git a/examples/theme.ipynb b/examples/theme.ipynb deleted file mode 100644 index c62493a64..000000000 --- a/examples/theme.ipynb +++ /dev/null @@ -1,956 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:02.985911Z", - "iopub.status.busy": "2024-01-09T15:13:02.985628Z", - "iopub.status.idle": "2024-01-09T15:13:03.874048Z", - "shell.execute_reply": "2024-01-09T15:13:03.873007Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " facet_grid,\n", - " labs,\n", - " guide_legend,\n", - " guides,\n", - " theme,\n", - " element_text,\n", - " element_line,\n", - " element_rect,\n", - " theme_set,\n", - " theme_void\n", - ")\n", - "from plotnine.data import mtcars\n", - "\n", - "# We use theme_void as the base theme so that the modifications\n", - "# we make in the code are transparent in the output\n", - "theme_set(theme_void())" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:03.877728Z", - "iopub.status.busy": "2024-01-09T15:13:03.877452Z", - "iopub.status.idle": "2024-01-09T15:13:03.892410Z", - "shell.execute_reply": "2024-01-09T15:13:03.891787Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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namempgcyldisphpdratwtqsecvsamgearcarb
0Mazda RX421.06160.01103.902.62016.460144
1Mazda RX4 Wag21.06160.01103.902.87517.020144
2Datsun 71022.84108.0933.852.32018.611141
3Hornet 4 Drive21.46258.01103.083.21519.441031
4Hornet Sportabout18.78360.01753.153.44017.020032
\n", - "
" - ], - "text/plain": [ - " name mpg cyl disp hp drat wt qsec vs am gear \\\n", - "0 Mazda RX4 21.0 6 160.0 110 3.90 2.620 16.46 0 1 4 \n", - "1 Mazda RX4 Wag 21.0 6 160.0 110 3.90 2.875 17.02 0 1 4 \n", - "2 Datsun 710 22.8 4 108.0 93 3.85 2.320 18.61 1 1 4 \n", - "3 Hornet 4 Drive 21.4 6 258.0 110 3.08 3.215 19.44 1 0 3 \n", - "4 Hornet Sportabout 18.7 8 360.0 175 3.15 3.440 17.02 0 0 3 \n", - "\n", - " carb \n", - "0 4 \n", - "1 4 \n", - "2 1 \n", - "3 1 \n", - "4 2 " - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "mtcars.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The base plots we will use for the demonstation and some colors.\n" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:03.941722Z", - "iopub.status.busy": "2024-01-09T15:13:03.941353Z", - "iopub.status.idle": "2024-01-09T15:13:03.948922Z", - "shell.execute_reply": "2024-01-09T15:13:03.948266Z" - } - }, - "outputs": [], - "source": [ - "p1 = (ggplot(mtcars, aes('wt', 'mpg', color='factor(cyl)'))\n", - " + geom_point()\n", - " + labs(title='mpg vs wt')\n", - " )\n", - "\n", - "p2 = p1 + facet_grid('gear ~ am')\n", - "\n", - "black = '#222222'\n", - "gray = '#666666'\n", - "red = '#FF3333'\n", - "green = '#66CC00'\n", - "blue = '#3333FF'\n", - "purple = '#9933FF'\n", - "orange = '#FF8000'\n", - "yellow = '#FFFF33'" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "What the plots look like unmodified (unthemed)." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:03.952352Z", - "iopub.status.busy": "2024-01-09T15:13:03.952105Z", - "iopub.status.idle": "2024-01-09T15:13:05.401091Z", - "shell.execute_reply": "2024-01-09T15:13:05.400288Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "p2" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "There are 3 main top level theming elements:\n", - "\n", - "1. `text` - controls all the text elements in the figure.\n", - "2. `rect` - controls all the rectangles in the figure.\n", - "3. `line` - controls all the lines in the figure.\n", - "\n", - "Note that none of the `themeables` control/modify the plotted data. e.g You cannot\n", - "use `text` to change the appearance of objects plotted with `geom_text`." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**text**" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:05.911946Z", - "iopub.status.busy": "2024-01-09T15:13:05.911693Z", - "iopub.status.idle": "2024-01-09T15:13:06.197644Z", - "shell.execute_reply": "2024-01-09T15:13:06.196894Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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6fvff0Xzu/TFv7LCY2/p8154Y3VXXPnAfwP32/zvE3Xxvv3b/fQA7u/9fyQF7NHblnoYAAAAAhZb4ArC5Japu+WrbHniH87GvxLnNLdGn9fl5M2PegTMffUc8U5Rp20vuJw/G9Ue77ns/G1c0NXd8GfKxuvD0tmXAm3fEzEeejQH/8b04P5/fd3BJOhUtf/+2+ENXfufg/m13SebyRy9ZO6r9PoBbd8bUBcvj9NbnL5t+cAE4Z1rs6VsZ6yMiqmti3ANPxzmt73Vk/78BVfvv9fjihqg4nvwAAAAAvUniC8CIiLsfjhuXrTl8qbNsTVT84pG4sfV5aXFU/+u72+5uazVicDRNGx8Ptj7fvCPOeOPH4tWHu+4dv4rRv34y3n482TvqH98RT2XS0fjHp+n//nFc+PSStuW/o4fGMzMnRu2RrvHYwui/a0/bScdHs3lnnNL6uKoitnY69GEcuA/g8vX7fo5UKrLvevWh7+YbM+xPn0kvXhVXt77ekf3/zj89trV/fu9jbUvBAQAAAE50J0MBmKttiOGv/Uh87PFFB9+J9/ii6Pfaj8THahtieOtr15wb3+tTsf+Jt62+/JH4YWlxVLc+/+3ceOcF74733vVw2+dXboiyt/1zXP23X4rPNrdEn9ZTarvT+JHRcMqIeKr1+ROL45XbqmNq6/NLzjr66b+33xtnTX9L3Pbaj8T1v5175INL/uwTce3GbXFW6/MzJh1cmB6rA/cBzOX2nc48oCpWTRy9/916rdrvA9g6H9Gx/f+mjY/aPuVtdzN+695489yl0fdY8wMAAAD0Jh2+2+tENWty3PPci3Ht1l0x/fqPxP+eOjoeGzci1kRErNkU417cEBc2t0Rl6/yIQbHgG7fEbw93vWnjo/b9b4z/+MIP4p/+WDSlnl8T17zr03HNez8bNZl0NDc2Rf/8H8vVyvLY9Oar4ttfuztu+eMlDlksdoWrz4mHv/qzffv/1TXEsNbXizJR94mbOlbQNTTFwEeejbc/8my8bUBVrBo1JF4YNjA29+0Ttc3NUbRpRwx7cX2cvbt2v7v/NvzX3xz+d3YsRg+Nxc+v2XfwR6vxI/902u9B3n5tLP7er/d/rSP7/7U687R48NEF++4C3bwzTr/mg3F7ZVlsLS5qKxyHDYoXn/h6/G9nfg4AAACAQkt8ATh+ZKw77ZT4n5/8Nj7Q3BKVz6+Ja55fc+jZQf3ihXu/EP+eOcpudh/781iSz8envnxnfKi+se1OueaWqGo+4Hq3/WN87sF5bUtKi4v2P8G2K33sHbHg9ntid+MBew5OHB2PD+6//0EXHZDaVRMTd9XExMWrDj/Upzw2/t9H41+O4fpHdMakWPz8mrim/WuH2v+vVes+gHtq20597sj+f62+9Ym4+/x3x+lbdv5pv8F0+7tCIyJKio+8hBoAAACgNzoZlgDHVz4Sj378pvjYoH6x/FDvF2Wi7pzp8eN534pbxo889BLTA93yzlj8+y/H+6+YHd8c3D+WlRTH7nQqmivKYuuoIfHMm6+Kz8/7Vtxy+ezYuXNP2+EixZmOFVLHok9F5CaPjccOfP0V5x99+W9ExDteEc9eNCvuGNw/nk+njlzolZXEzvNmxg+f+mZ8+JpzY/uxZj6c9vsARuzb/+/m18TzR/rM2GH73yHYkf3/Wg3oGy3zvxP/8qYr4wtjh8VTFWWxNZOOhojIdyo4AAAAQC+TmjBhwkEFx7zbVh31dNvebPSr4v/qGmNIRMT1l8Z/f+OWtoM7vvebGP3oszFhy64YVFIUTeNGxJYPvTmeGzE4mrorz8s/GH/29NJ4Q0TEsIHx3PM/ik9213d1lS07o/gH98e4ZWtixLbqGNDUHCUlxdE0oCr2vGx6rHnbtbG2vLT7ljMDAAAA0Hmz3zPhrgNfS/wS4AO99ZrY8NZruv9QjvZWrG87LGPE4Fjdk999rIYNjOYPvTlWRMSKQmcBAAAA4NidFEuAC+lfvh6n76qJia3PL54V8wuZBwAAAICTiwLwGPz0wRixaGXbycGH8+Pfxcj/+3l8oPV5RVls/cRN8Vz3pgMAAACANifdEuCu8POH4/T7n4q3TzklHrrm3HjibdfGirHDo7H1/bsejuG33xMXPrUkXtvc0lYU3nBZfOtoJwwDAAAAQFdSAB6jlmxULF4Vr1i8Kl7x+e9HrrQ4ajLpaGpqiT4t2Sg/cH7GxPjlf/1NPFGIrAAAAACcvBSAx6AoE9kDXko3Nke/w8zWX3hG/Phn/x4/7/5kAAAAALA/BeAx+NY/xW+/fGes/tXjcdbqTTFl994Y0dgU/bPZKE1noqm0KGoG9I11U06Jhf/4jnjo7ClRU+jMAAAAAJycUhMmTMgf+OK821ZdX4gwAAAAAMCxm/2eCXcd+JpTgAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACVbUkaHtuzPFjz5XMby7wwAAAAAczUWn120e3C/bXOgccKLoUAH46HMVw2+9Y8iXujsMAAAAwNHccuO2D1x/Uc36QueAE4UlwAAAAACQYApAAAAAAEgwBSAAAAAAJJgCEAAAAAASTAEIAAAAAAmmAAQAAACABFMAAgAAAECCFXXVhT7wuh13ThrdtKurrgcAAACcfFZsKBnwpZ8NuqHQOSBJuqwAnDS6add50+u3d9X1AAAAAIDjZwkwAAAAACSYAhAAAAAAEkwBCAAAAAAJpgAEAAAAgARTAAIAAABAgikAAQAAACDBFIAAAAAAkGAKQAAAAABIMAUgAAAAACSYAhAAAAAAEkwBCAAAAAAJpgAEAAAAgARTAAIAAABAgikAAQAAACDBFIAAAAAAkGAKQAAAAABIMAUgAAAAACSYAhAAAAAAEkwBCAAAAAAJpgAEAAAAgARTAAIAAABAgikAAQAAACDBFIAAAAAAkGAKQAAAAABIMAUgAAAAACSYAhAAAAAAEkwBCAAAAAAJpgAEAAAAgAQrKnQATgz5fETjqnGjszsHDI18KjIDqreXTly9LpXOFzoaAAAAAEegAOSo6p6bNrVh+aQL8w1lg/Z7fcHMXWWTVj1WMWvRkkJlAwAAAODIFIAc0d4nZ89pfHHiFYd6L99YNqB+8bRXZ2sr+lVd8NTjPZ0NAAAAgKOzByCH1bh67MjDlX/tNa0ed3HDigmn9EQmAAAAADpHAchhNSybPKfDs8tP7fAsAAAAAD1HAcgh5RpLilp2DDyto/PZXf1PzdZWlHVnJgAAAAA6TwHIIeVq+lREpDrxv49UZPdUVXZfIgAAAACOhQKQQ0qVNDV39jPp4uZOfwYAAACA7qUA5JDSVXvrU2X12zs6nypprM4M3LWnOzMBAAAA0HkKQA4plYooHbthfkfnS8a89Gwqne/OSAAAAAAcAwUgh1U+a9HCdGXtpqPNpcvrtlac+VyHy0IAAAAAeo4CkMNKlzRn+1714I/SVXvWHXamz96X+l710A/TZY32/wMAAADohYoKHYDeLdOnrqH/a371/cYXJ5zS+OKEWdnaiiERkUpX1G8vm7h6Qemklast/QUAAADovRSAHFUqFVE2adXaskmr1hY6CwAAAACdYwkwAAAAACSYAhAAAAAAEkwBCAAAAAAJpgAEAAAAgARTAAIAAABAgikAAQAAACDBFIAAAAAAkGAKQAAAAABIMAUgAAAAACSYAhAAAAAAEkwBCAAAAAAJpgAEAAAAgARTAAIAAABAgikAAQAAACDBFIAAAAAAkGAKQAAAAABIMAUgAAAAACSYAhAAAAAAEkwBCAAAAAAJpgAEAAAAgARTAAIAAABAgikAAQAAACDBFIAAAAAAkGAKQAAAAABIMAUgAAAAACSYAhAAAAAAEkwBCAAAAAAJpgAEAAAAgARTAAIAAABAgikAAQAAACDBFIAAAAAAkGAKQAAAAABIMAUgAAAAACSYAhAAAAAAEkwBCAAAAAAJpgAEAAAAgARTAAIAAABAgikAAQAAACDBigodANinZVe/PvWLp85q3jx8er6puG+k8y2ZvnvWl05cPb/stBWrUqlCJwQAAABORApA6AXqn588se7Z018buUzxn17MRia7a8CpdfMGnNq4cvyLfa986Ofp0qaWAsYEAAAATkCWAEOBNa4eO7Ju/hmv26/8O0B214BT9/zuktfk8z2ZDAAAAEgCBSAUWN1z0y+NfDpztLnszoGTm1afMqonMgEAAADJoQCEAmraNGxQrqbv2I7ON6w49azuzAMAAAAkjwIQCqh589ARnZnP7ukzsruyAAAAAMmkAIRCymWOuvR3P/mU/88CAAAAnaJMgALKVNXs7sx8qrSxU/MAAAAACkAooNKJq9amSpr2dHh+7IbnujMPAAAAkDwKQCigVCafLxm39qkOzZY07SmbvmxZd2cCAAAAkkUBCAVWOWf+M0XDtyw44lBRc12fC578SbqkuaVnUgEAAABJUVToAHCyS6Ui+l7x0K/r5p+xsXH1KS/LN5QPbnsz11I0ZPvzlWctfLRo8M4OLxUGAAAAaKUAhF4glYqoPHvhcxVnLXyuecOoYdmaPlWpopaW4pGbNmf61DUUOh8AAABw4lIAQi+SSkWUjHlpS0RsKXQWAAAAIBnsAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASLCiQgfoSfl8RNPasSOz1X0HRDqXKx6+dXPx0O27uvo7mjeMGtays/+gSEW+aMj2rSUjtuzoyu8AAAAAgI46aQrAumdnzmhYOf68fEP5oNbX6p+LyPTbvbp85pJHSset33S831G/eOrkhuWnXpCrqxjW/vV0Vc368mnLHi2btGrd8X4HAAAAAHTGSVEA1jx8wSVN60efd6j3srv7jd/7h3PH5urLf1Y+dfnKY/2OvU/MOadx5YTLDvVerqZqTO1Ts9+Sq6u4p+KMxUuP9TsAAAAAoLMSvwdg3aJpUw5X/v1JPp2pe/b017bs7F91LN/RsHziuMOVf21SqfpF017VtGnYoCPPAQAAAEDXSXwB2PjihHM6NJjLFNcvnnbmsXxHw/JTX9axyVS6YcmU2cfyHQAAAABwLBJdADZvHjowV1s5osPzm4bN7Ox3ZPdUVWSr+03o8HdsHTI9n02lOvs9AAAAAHAsEl0AZvdU9e3MfL65pKqz5Vx2d9+qiE58JJcpydVVlnXmOwAAAADgWCW6AIxMNtup+VQuF+l8vlu/IyJSRS2d/gwAAAAAHItEF4DFI7ZsjXS2uaPz6T57N3R2cW7xkG07o6i5rqPzqfK6benyhqbOfQsAAAAAHJtEF4CZivrGoiHbl3R0vnT82vmd/Y5UcTZXMmLLwg5/x9gNnf4OAAAAADhWiS4AIyIqz1r4eEfu0EtX7VlXPn3ZC8fyHRVnLnw6VdK4+6jfUVG7ufyMxYuO5TsAAAAA4FgkvgAsGrRrT9VFT/wgVdK053Azmb571vS96qE7U5lc5/b/+9Pn99ZXXfrYD1KlDTsPN5Ou3Lux75UP/zhd0txyLN8BAAAAAMeiqNABekLJqE3b+r/mvq/VL5k6rWn96NNzDaUDUql8Lt2ndlPpxNXPlk1+cVUqfUzd358UD91e3f+6X36jYelpUxrXjp2Vqy8bmIqIdGXtltIJa54tm7LixWMtGAEAAADgWJ0UBWBERLqsqbny7IULK89e2OH9+jr9HSXN2YpZi5dUzFrc4X0HAQAAAKA7JX4JMAAAAACczBSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAKQXiefTafy+UKnAAAAAEiGokIHgIiIppdGDKl//rSzW7YNmhLZorJI5VoyA6pXlZ26an7ppJVrUqlCJwQAAAA4MSkAKbi9T86e0/jihCsi2rV8+XRRdufAybVPD5zcuGbsor5XPPzLVCbnvkAAAACATrIEmIKqfXbmjMYXJ+5f/h2gZevQmTUPX3hlD8YCAAAASAwFIAWTb8mkG5efemlHZps3Dj+rZfvAvt0cCQAAACBxFIAUTMMLkybmm0v6dGw6lapfetoZ3ZsIAAAAIHkUgBRMy46BIzozn93dr1PzAAAAACgAKaR8qnP/++vsPAAAAAAKQAon3ad2V2fmUxX11d0UBQAAACCxFIAUTNnUF5ZFOtvc4flJKxd2Zx4AAACAJFIAUjCZivrG4pGb5ndkNt13z9qSses3dXcmAAAAgKRRAFJQVRc++XBm4M7lR5pJlddv63vpoz9PpXoqFQAAAEByKAApqFRRNtfvmt/eVTp5xQOp0oad+71Z1FxXMnb94/2vvf+7mb576wsUEQAAAOCEVlToAJDK5PN9Xjb/mfyc+c80vzRyaK6uvCJV0tRYMmrjllRxNlfofAAAAAAnMgUgvUYqFVEyeuPWQucAAAAASBJLgAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACVZU6ACQNPl8RNPqU0a37Bw4JCKfLxq4a1vJ+LUvpVKFTgYAAACcjBSA0IXqnps+tWH5qRfmG8oGtX89Nf+M7WWnvfhYxcylywqVDQAAADg5WQIMXWTvE3POqX9uxnUHln8REfmG8sH1C2e+du+Ts19WiGwAAADAyUsBCF2gYeW4MY0rJ1x2tLnGFyde3rjqlFE9kQkAAAAgQgEIXaLhhUlzumMWAAAA4HgpAOE45erKSrI7B0zq6HzLjoGTcw2lxd2ZCQAAAKCVAhCOU7amqjKiM2f8ptLZmj6V3ZcIAAAAoI0CEI5Tqri55Rg+09wdWQAAAAAOpACE45Tpv7smVdpY3dH5VGnDzky/PbXdGAkAAADgTxSAcJxS6XyUjH5pfkfnS8ZumN+ZBcMAAAAAx0MBCF2g4syFz6bL67YebS5dUbelYtaiBT0QCQAAACAiFIDQJdJlTc19r3zoh+k+ezcedqbP3pf6Xvn7H6ZLmzq9ZyAAAADAsSoqdABIiky/mrr+r/nldxqWnzqhcdW4WbnaisEREenKum2lE1cvKJu0cnUqnS90TAAAAOAkowCELpRK56N8yopV5VNWrCp0FgAAAIAIS4ABAAAAINEUgAAAAACQYApAAAAAAEgwBSAAAAAAJJgCEAAAAAASTAEIAAAAAAmmAAQAAACABFMAAgAAAECCKQABAAAAIMEUgAAAAACQYApAAAAAAEgwBSAAAAAAJJgCEAAAAAASTAEIAAAAAAmmAAQAAACABFMAAgAAAECCKQABAAAAIMEUgAAAAACQYEWFDgAAAABwIti+O1P86HMVwwudA9q76PS6zYP7ZZuPNKMABAAAAOiAR5+rGH7rHUO+VOgc0N4tN277wPUX1aw/0owlwAAAAACQYApAAAAAAEgwBSAAAAAAJJgCEAAAAAASTAEIAAAAAAmmAAQAAACABFMAAgAAAECCFRU6AAAAAEBSfOB1O+6cNLppV6FzkAwrNpQM+NLPBt1wvNdRAAIAAAB0kUmjm3adN71+e6FzQHuWAAMAAABAgikAAQAAACDBFIAAAAAAkGD2AAQAAADoYv/vjphy10Nx+vqtMby+Icpy+X03YX3wTXHfJ2+ORYXOlwT1jZGe9bZ417ZdMeiac+PpH3wqHix0psN5Zln0u+r98b6IiPNmxKL7vhj3HTgz68Z4x7otMeJw7x8PdwACAAAAdKHX/2Nc9Zlvx2uXrY0JtfVR0Vr+9VZ/858x++Zb48K/+c+YXegsnfH3/x1ztu2KQWUl0fC5v47HC53neP39jfsKzCcWx8yfPhgju/La7gAEAAAA6CLPPJ8d9OAzcXZEREVp1F97fjwzaUzsKC2JloiIS86MLYVNeLCfPxJzqmuiX/+q2P2FD8W8QufpiHWbo+xnv4/zIyJefl48M2ZYNBQ60/F668tj/Rd/EOtXbYwxn/l2XP76y+OOrrq2AhAAAACgizy2MDum9fFfvSEe+Og7Ymkh8yTVJ26LcxqaorQoEy3/9K6YW+g8XeVdr4knb/lqjFm9MUZ/7e4YP+PUqOmK6/bqW1ABAAAATiQ7d+f7tD6+4PTYXMgsSbWtOoofeDrOjIg4e0osGzfixL/7r9W7Xxsr+/eJPRER3/hFnNNV11UAAgAAAHSRlmxkWh9Xlke2kFmS6os/iOkNTVEWEfGmK5N1oEpRJuLiM2NxRMTydTFu6epsvy65bldcBAAAAOBkVV9fH5s2bWp9Oqn1Qeupr63an+66emOUf/u+OPXppXHK2s0xdNee6NfUHMWlJdHUvyr2TB8f6/7y9fHspWfFjo7meODpGPLNe2Lm4pUxdldN9GtojNLiomge1C+qJ42NjdeeFytuenWsKvpjRTnhdfG+6pr4U8FUXRP9Bl4V/3jgdV93aTz29VvisQNff2lblP7b7XHmk0vi1K27YmB9Y5SVl0TD0AGx85wZsfKWd8b8UUOi8XB5b741LvzZQ3FhRMR//U18/23Xxrrv/irGfv83ccbydTGqpi76tGSjqPW91s/96vE4PWLfHot/dk3b60dz210x4Z7HYsqKdTG6pi4qm5qjuKw0GocNjB0zJsT6N18dz197XmyNiGhsitTkN8Rf1dRFn7KSaFz8g/jvgX337eN4ONuqo/j0P4v3NzZHSd/KqFn+k/hySXHkO5qv1RuvjBd+8ei+/Q3veyw76WjzHaEABAAAAOhBTy+J/q/4cPzFoU4Hrm+MsvrGKNu0PYb+dm7Mfv3l8ej/fTT+cKTrVddE0Y3/HFc//ty+Yqy9xuYo3bg9hm3cHsMenh9nNjTFnR94Y6w43p/hqz+LCZ/6ZrymvnHfnXitahuiYvWmqFi9KUbf/Uic84mb4hfvfV2s6sg13/CxuOp3c/cdoHI4z6+JyrWb952QO3F0bOhIwbZgefR956fjurWbYtSB79U1RPnqjTF69cYYfc9jcd7iH8QXRw6OxtKSyF8xJxb+/OG4oKEpSr/0o5j6z+8+8t2G//mDmN7YHCUREVfMjoXHUv5FRLz83NhSVhINDU1R9tyK7Pj+g4/lKvtTAAIAAAAch5KSkhg2bFhERJSlt25cuyk/MiLifa+LXw8dGLWtcxNH79vbraEp0rl8pPv3iT3TJsSaSaNj29CBUVtSHNltu6LiuRdj1LznY0pLNop++mBcNKAq6v/9r2P+ob67pi4yV/xVvHn1phgdEZFORW7W5Hjh7CmxfsiAqKtriKIXN8SgBctj/IatMTzfrpL62J/Hr2vro+g/7ohraxuiorIs6v7uxvjVgd9x5uT970L82t0x/uNfjde3Fphjh8fGy8+OpSMGx97NO6LPg/Ni2trNMbK+Mco+/tV4fSYTP3n3dbH6SL/D2+6Kc5eujgmVZVF38ZmxaOq4fXfiLV4Vwwf0bbuL8Me/jQmtj6dPiI1HumbEvrL1ho/G22vroyIiorw0Gs6dEUtnTIjNfftE487dUb5sbQx9dnlMrK6Jfu1/Px98Uyy4+5E4P5+P1N2PxJlHKwB/8WjMiohIpSL/gTfFwqNlO5x0OmLciNi0bG2M37kn+lX2a47i4uJjvVxEKAABoMvls+lUw7LJp7bsHDA88qlUumrvrvKpLyxLlzU2FzobAABdL5PJRGVlZURE9C1K1a7dtK9Fet1lsfrsKbH7wPlxI6Luyx+JO958VWw4zCWffWZZPPqWT8SbtlfHwO/+Ki75uxtj0ZD+cdCfJ2/6dFzeWv4N7h87v3FL/PSiWbHzENd8+IGnY0h5adsy1ptfs6+U+68fxZXREFFcHM0ffNOR7w7cVh3Fn/pGvKq1/Lvhsnjstn+Mx9Lt7mXM5WLeu/8tLrzr4bgwl4/0p74Rr7ruorht6MBoOtx1l66OCaeMiJd+8f/iJ2OG7Xeox5L2cwtW7Lv7LyLinOlHLgBbshE3fTquby3/Zk6MFT/4dNw7cvChlyV/9Wcxoaqi7fdzxqSomTkxXnzuxZi0dnOMfODpGHLVy2LboT57z2Mx/KVtMTwiYvr4WHnGpOM7vXfa+Hhp2doYHxHR2Nh43AWgQ0AAoAvVzj995q6fXvdXdc+ecUPT2rEXNK0bc37Dkqmv3PWzV7+/5pHzLspnU6lCZwQAoLDGDo+GI5R/ERFx9pTY/bF3xG8iIhqaovRrP4/JB84sXBFVv39m32m4pcXRdMc/x48PU/5FRMRVL4ttF54Ru44n+79/J07fWx+VERHTxsfKr31s//IvYt8dbN/4eDw2ddy+pb9766Py37978PLk9kqKovm7n4y7Dij/DrJuUwxpfTx76pH3R/zC92Pqxu0xLCJi1JDY8ssvxl2HK/8iIt77uljVt3L/g1tuvLbtzsvb7tp3h9+hfP3utvfefFU8e6RcHTF5bNvP1tR02N60wxSAANBF9j4x55yGpVNfmW8u6XPQm7lMSdO6sRfseeDyV+dzOkAAAI7uhsvbSsL5L7Td+dbqG7+Iqbncvm7n0rNjwcumR3V3Z3rk2Tit9fFf3hBPHmn2r98Qj7c+frjd5w7lzNPihRkTY+/Rvn/HnrZDS8YMi/ojzd7zWMxoffze6+PRyvLIHe36B7rpVbF6UL99penjz8X06pqDV9Nu3RklTy2JaRER/frEnpuv69ieh0cyuH/bz9bcfPwLiSwBBoAu0Lhu1PDGlRMuO9pcy/bB0+qePX1N5dkLn+uJXAAA9F5PLIoBX7s7Zix6McZs2RWDGhqjtCV76K5me3VUHfjawhUxpvXxqy88/oM9jiaXi1i7OUZERBQXRfMbr4z1R5p/wxWx4cNfjOamlihetzlGtGQjWk8gPtDZU458rVZ1DVHe+v0H3q13oBfX71saXZSJlj9/1bGVcul0xLXnxbN3/Doub2iKsv/6UUz95M377wX4nz+KaU1/PPzjyjnHfvhHe0MHthWAuVyne8uDuAMQALpAw7LTjnhaWXtNa8bOzh/3HwkAADiR3XxrXPjqv413//zhuGDlSzF2b11UHq78i4iob4zSA1/buaetFDxvZmzvrqytNu+M0uaWKI6IGNQvqg9X5rUqykQM6r/v7rmWbBRt3Lb/icHtjRnWsT3zsrnIROxb8nykua07o6Sxed/vbFC/qD6Wu/9a/d1b47mizL69AX/+yMHLgO9pd/jHB4/j8I/2BvVt+/nyXfAvD+4ABIDjlM9HtGwfOKWj87n6iqEtW4YOLB6+9bD7swAAkFzv/3yc87OH4sKIfaXRpNGxdvqE2DBqaOypqoimkuK2O9v+5etxQ0RELhcH7SPT0NRWCg7qd+RCrCvsqN53l1tERGnxwQeSHEpZu6Ju++4oGTv80Hv8VZS1Hb5xJJl0ZFuyUdT+Zz+UrbvaZS05vt/N2OHRMHtqLHtyccxYuylG/XZuDL5yzr7C9RePth3+MXNivNiRZcwdsX1328+X6oJtxBWAAHCc8o0lxZHLdOpYrmxtRUVxHH6DZgAAkmlPbWR+8ru4ICKipDiavvIP8YPrL4lNh5rdsTuK/+Xrh79WWUnbgRY7dkdJ38oj74l3vAb1byvSGpujQ3/+bWhuK+IGd0FJWVkW9btro6olG0V7aiNzuGXAQwe0y9rUluFYves1Mf/Jxfv2FLztrjjzyjnxQETEN37RdkfgW64+/sM/Wm3ZuW+pc0RE+sBTVo6BJcAAcJxSxc0t++4D7Lh0SRcc5QUAwAnn5w/HqNb94i4/OxYcrvyLiHh2eduBF4cysG/bstknFsXgrkt5aMMHRmNJ0b47/3bujv4tR9yBL6IlG7Fjd/SP2LcP38ghRz7htyMG9Ws76GT9lraS7EBDB0ZTa0G6Y3f0r60/vg7shsti46ghsSUi4g8L9x0G0v7wj/5Vsftdrzn+wz9a7ahuWy5dXNypew0OSQEIAMcplcnnM/32rO7wfHHT3uIRW7p9jxYAAHqfjdujT+vjU0bs2x/vcO5+JCYe6f1Zk9sOzrjnsZh0rJlS8cdDK/IHLzNuL52OGDt8X2HZ1BLFP/ndvkM2Ducnv4vRrWXn2OGx6Wh7BnbEKSNiW+vjuUtj0JFmTx297/fTko2ib90bE473u6+7OOZHRDQ0RdmXfhxT2h/+cfXLYmFX/HytXljXVuiWlBz3DYwKQADoCqUTV8/v6GzxqE0LUkXZ4z/KCwCAE05ledvS1LWbYsDh5tZvibJfPBJzjnStm18Tz2fS+5bA/v6ZmPX0kn1323VWacm+u/qaOrCs95Kz4oXWx1++M8470uz//rTt/UvOjGXHku1AZ06Ol1ofP7UkRh5p9jUXx+LWx1/5WVx0vHcBfvgtsbT1rsKfPxxnth7+kU5F7oNv7prDP1o9v7rtZystPeJ2hx2iAASALlA29YUXiwbteP5oc+nyuq2VZy94uicyAQDQ+1x+dmxuffzQ/DjjqcUHl3brNkfZ9f8QN9TUtd0teCgzT42ay2fv23euqTlKbvzneOOjC2Lg4eYfnBeDH3/u4NJxSP99y2rrGqN8wfLoe6Tv/Mjb4rk+5VEbEbFkVUz8i8/s28/wQH/xmbhg6ep9dzD2KY/af3hbLDrSdTvqjVfGn1beLF195ALwQ2+OZaOG7Pt9b9wew17x4bh+4/bDHx7ytbtj/J7aOOx9fIP6RfMFZ+wrFddsilGth3+cfmqsmDpu3++kK+RyEWs37/vZBvaN3V2xBNghIADQBVKpiL5X/v6ePQ9f1NiyedisQ81k+u5ZU3XZIz9PlzfY/w8A4CQ1fULsPeu0eH7+CzG1oSlKr/tI3HTpWbFw6rjYWpSJ3OJVMezRZ2NmXWOUnzczFj2xKGYe6XpfvyV+f8l7Y8SaTTFqe3UMvP4f4uZZk+KFs6fE+qEDo7auIYpXboiBC1fEuLWbY+Qnb447zz99/6XHc6bFmkUr9y0hfts/x+uuuzieHT00alrPnpg5MXadN3PfZ4b0j+ZPvCvu/cf/jTfm85H66YNx0dznY8LlZ8fzwwfF3s07ovLBZ2La2k0xKmLf3XGfeFfcO3Rg15xSPHls1I0fGRtWb4zRL26IMfWNkS4vjUOurinKRHzjlvj5Df8Yb69tiIpFK2PSnD+P9507I5bOmBCb+/aJxl17omz5uhgy/4WYuHNPDHjF+fHFwx0sEhHxlzfE/N/NjbPbv/ZnL48FXfGztfrNUzG09ZTjmadm1qyvjjOO95oKQADoIqnibK7flQ/9unnr4Cfrl542K7enang+Uql0Rf2uskkrF5aesv6wGzwDAHDyuP0T8ZtXfDgGvLQthjc1R8n9T8Wc+5/af+bMybHsB5+KX4977ZELwKqKyP72f+IHb/2nuPapJTE9l4v0/Bdi6vwXYuqh5tPpOOjwuo++I56757E4a9uuGPTSthj+5Tvj2vbvv+7SeOy8mfFY6/N3XxerW1rip5++PV5d3xhlazfFqNvv3Vf4tVdeGg0ff2fc8+7rosP7ZXfEtefFoi/fGaPrG6Ps/34eEz/4plhxuNmXTY/qn30uvv2uT8drN2yNEfWNUfb7Z+Ks3z9z6PnUEXdBjLjs7NgxcVSsW/lSjI2IGNg3qm96Vdf+fD/+bZzW+viVF2aWf/VeBSAA9DrFQ7dXFw/d/lChcwAA0DuNGRYNf/hafPeT/xdn/f6ZmLZlZwxqyUWmqjxqx42ITdddEouPVGodaGDfaPnVf8Y99zwWc799b8xcsjpO2b03qhqbo6S0OBoH9YvqyWNj42suihfedm2sPfDzg/pF8++/HN/5xFdjztznY+L26hjY2Bwl+SMcCvK+G2Llay6Or9x6e5z11OKYuGVXDGpojNKy0mgcOiB2njM9Xvz4TTF/1JB9e+Z1pQ+/JZbefm9cVt8YZT9/OGYe7Xc1Z2rsXvDd+PZ//yQm/fLxmPLi+hi1tz4qs7nIlJdGw7ABsWPmqbHuHa+MpSMHHz3v7KmxurUAvOacWJDuwg32WrIRDz8bMyIiJo+JNdMnZHZ3xXUVgAAAAABd5Na/LH34vOn1dx5trm9lZL/44ZgbEXOPNLfzgfhsR7/71RfG5ldf2LbHYGeMHByN3/h4PBbRdqff0YwaEo1f/kg8ERFPHMt3fv2WeOzrt3T8+1oN6hfNV70s5v/i0Th/8cqYuHJDlE8cHfVH+kw6HfHBN8WKzhSrh/PIgn13V6bTkfvgm+O5jnzm7CmxuyN/Lb9+d0yorol+ERE3vSa6bO9wh4AAAAAAcEL51Hvi6bKSaMzmIvNP/xfn9tT3/vTBGLlpewyNiDhzcrwweWzUdeX1v/6LfScnjx8RG/7itbGqq66rAAQAAADghDJmWDS87rJ4PCLigafj7GVro7K7vzOXi/iPO+Li1ufvfd2R797srO//JsaseinGRET84zvi9115bUuAAQAAADjh/L/3x9wHno7Tt+2KQZ+4Lc7/yb/FA139HQ88HUNWb4yqnXui7L4/xPTl62NcRMT0CbHyhstiY1d+1+e+G5dHRJw3Ixa94Yp4qSuvrQAEAAAA4IRTXhq5F34cX+vO7/jPH8TLnli8/0nMleVR999/G7/p6u9acEd8u6uv2UoBCAAAAABHkEpFvn+f2DNtfKz91HvisVmTY0+hM3WGAhAAAAAADuG+L8Z9EXFfoXMcL4eAAAAAAECCKQABAAAAIMEUgAAAAACQYPYABAAAAOgi7//SiJsLneFYzLtt1WcLnYHu4w5AAAAAAEgwBSAAAAAAJJgCEAAAAAASTAEIAAAAAAnmEBAAAACALjTvtlV3FjrDkcx+z4QbCp2BnuUOQAAAAABIMAUgAAAAACSYAhAAAAAAEkwBCAAAAAAJpgAEAAAAgARTAAIAAABAgikAAQAAACDBFIAAAAAAkGBFhQ4AAAAAwInvkvfGDYtWxqSIiPNmxKL7vhj3FToT+7gDEAAAAIDj8vnvx2mt5R+9jwIQAAAAgGO2cXuUfulHcVVZSTQOGRA7Cp2HgykAAQAAADhmf/nvcVlNXfS58dp4uG9F1BY6DwdTAAIAAABwTH74QIx+ZEHMGjMsNv3b+2J+ofNwaA4BAQAAAOhl8rlUNK0dM7Rp/eiR+abiklRJc1PJmA0bS05ZvzWVzhc6XkRE1NZH+pNfi2tTqcjf+r74dVGm0Ik4HAUgAAAAQC/StHH4gNon58zJ1VVU7ff6ujET08+eUVN57ty5JSM37ypUvlYf/EKcv21XDLpyTsx71QWxpdB5ODxLgAEAAAB6iaaNwwfUPHThJQeWf61ydRVVNQ9deEnTxuEDejpbew/Nj0F3PxLnVVXE3v/5u3ikkFk4OgUgAAAAQC+Qz6Wi9sk5cyKXOfJi2lwmU/vknDn5XKqHkh3w9bmIv/2vuDabi8z73xi/HTowmgoShA5TAAIAAAD0Ak1rxww93J1/B8rVVVQ1rR0ztLszHcrHb4tZqzfG6GnjY9XfvTWWFSIDnaMABAAAAOgFmtaPHtmd813h+TVR+a1747KiTLR84YNxf09/P8fGISAAAAAAvUC+qbikU/PNxcXdleVw/u6/4tKGpih9zUXx+PhRUbutOvbLkMvvu9ksm4t063sDqqLZCcGFpQAEAAAA6AVSJc2d2ksvVdzc3F1ZDmfrrugXEfGLR+P8Xzwa5x9u7umlMf20N8T0iIjv/Wt889rzYmtPZeRglgADAAAA9AIlYzZs7M55Tl7uAAQAAADoBUpOWb81/ewZNR05CCRdUVdTcsr6Hr+rbu634vtHen/On8efrXwpxp43Ixbd98W4r6dycWTuAAQAAADoBVLpfFSeO3dupLPZIw6ms9nKc+fOTaXzPZSME50CEAAAAKCXKBm5eVfVpY89nK6oqznU++mKupqqSx97uGTk5l09nY0TlyXAcJLLNRUX1S+ZMqVl+6AxkUsXpcsa9pROXrm4ZMSWHYXOBr1Nrqk407B0ypTmbYPGRC5dnC5rrCmdtHJxycjN2wudDQCA5CgZuXlX8Wvvvb9p7ZihTetHj8w3FxenipubS8Zs2Fgybt3WVKrQCTnRKADhJFY7//SZDS9MuiKyRWXtX29aP+a8TP/qlVUX/+HeTN+99YXKB71J3YIZ0+ufP+3KyBaVt3+9af3oczP9dq+uuvgP92T61dQVKh8AAMmSSuejdPy6raXj151Qp+cebY9ACsMSYDhJ7X36rLMblk595YHlX6tsdf+Ju++//MZsbcUh34eTSe28WbPqF09/9YHlX6vs7n7jd99/+Y3Zmj6HfB8AAKCQFIBwEmrePrBf4/JTrzzaXL6hfFDtk3Mu7olM0Fu17Oxf1fDCpKuPNpdvLBu498k5l/ZAJAAAgE5RAMJJqGHJ1FkRHds1onnLkJm5urKSbo4EvVb9kqlnRD7doX9etmwdPD27112zAABA76IAhJNQ87ZBkzs8nMsUN64aN6770kDv1rJt8KQOD+fTRY2rxo3vxjgAAACdpgCEk1HLoff9O5xcU6k7mjhp5VsOve/fYef9/wUAAOhlFIBwMipqaejMeLqksVPzkCSpopZOnYSd8v8XAACgl1EAwkmoeMiO5R0eTmebSyesWdN9aaB3KxqyfUWHh1O5ltIJa1Z3YxwAAIBOUwDCSahs+vMLIvL5jswWD9u2KF3R0NTNkaDXKp+xdEGkcrmOzBYN3b4k06fOHYAAAECvogCEk1Dx4J27Sye/+NujzaXK6ndUnjv3kZ7IBL1V0YDde8tOW3H/0eZSpQ27+pw796EeiAQAANApRYUOABRGn5fNfyZVlG1ueOHUyyN78KEgmf7Vq6ou/sM9mUp3M0Hl7AULUkXZ5vrnJ18Z2YMPBcn027266uI/3JOp2tup/QIBAAB6ggIQTmKVZy18rnzG0qX1S6ZMadk+eEzkUkXpsoY9pZNXLi4ZsWVHofNBb1Ixa9GSsmnLljUsnTKledugsZHLFKXLGmpKJ61cXDJy8/ZC5wMAADgcBSCc5NIlzS2VZy5aHBGLC50Fert0SXO2YtaiJRGxpNBZAAAAOkoBCAAAANCFZr9nwg2FzgDtOQQEAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQII5BAQAAACgi/z3BzZ9/bzp9dsLnQPacwcgAAAAACSYAhAAAAAAEkwBCAAAAAAJpgAEAAAAgARTAAIAAABAgjkFGAAAAKCLvP9LI24udIZjMe+2VZ8tdAa6jzsAAQAAACDBFIAAAAAAkGAKQAAAAABIMAUgAAAAACSYQ0AAAAAAutC821bdWegMRzL7PRNuKHQGepY7AAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIVFToAAAAAACemFeuj4tbbY/a852Pizj3RvyUbmaqK2Dt2eGy99KxY8cmbY1GhM6IABAAAAOAY/PdP4tTPfCte1dAUZRERRZloyaQjt6sm+u+qif7rt8QQBWDvoAAEAAAAoFNuvyfG/cvX43W5XKTPmR6L//7GePLy2bE9IuKlbVF672Mx6qklMarQOdlHAQgAAABAh22rjuJ//Wa8IpeL9CvOjyfv+Jd4qP37o4ZE43uuj1XvuT5WFSgiB3AICAAAAAAd9rnvxum790bfvpVRc9s/xiOFzsPRuQMQ6HXy+Yh8c3FRKpXLpYqzuULnAQAA6Gm5SMW8ynFDF1aMHVmXLimpyDU1nVG3buPs2jVb05EvaLYHno7pERHnTI8XKsvDv7OdABSAQK/Rsqtfn/pF085s3jT8jHxzSZ+IiFR53bbSsRueLZ+5ZFG6rKm50BkBAAC625KykQPuGHz+nOqiyqr2r8+vHDfxrgFn19y4/fG50xs27ipEtj21kdmwNYZHRMyYGJsfXRADb709Lli6OsbVN0ZZVUXUTh0Xa//uxnjysrNjRyEycjBLgIFeoeHF8WN2//qqdzetG3tBa/kXEZGvrxjS8MLkq6vvffmft+zsX3WkawAAAJzolpSNHPDVYZdfcmD516q6qLLqq8Muv2RJ2cgBPZ0tImLhiuiXy+3rk1ZuiIGv/2i88+mlMb2hKUqLMtFSvTf6PrE4Zr7xlrjpP74XUwqRkYMpAIGCa9o0bFDt02e/IbKZ0sPN5BvKB+158OI35xpL3LkMAAAkUi5Sccfg8+e0pDKZI821pDKZOwafPycXqZ6K9idbd0VZ6+N7HovzSkui6d/eFz/eeF/8x6Zfxhe/96/xzdFDY1M2G5nPfTde9cSiKEhRyf78izRQcPXPTT8/cpmSo83lG8oH1S+aNqNy9oIFPRDrhJHPplMNyyaf2rxl6Lh8NlOULm3YWzpp1dKSEVvcbt/LNKaK0r/tO+20lWVDR2cjXdQ3W19zac2yxRMbt1UXOhsAAIU3r3Lc0MPd+Xeg6qLKqmcqxw2dU7t6a3fnai/XrnXM5yP1T++Ke29+Taxufe3a82LruBHx08veF+9taoni//hezLnzs3F/T2bkYApAoKCyeyvKWrYP6vBt4U3rxpypAGxTv/S0U+sXTbsm31yy3x8SmtaNvSDTb/fqPhc9fm9R/z21hcpHm3v6z5r2u77TrmhMF1e2f31enwkXjm3csfwvtv3+l4NaahsKlQ8AgMJbWDF2ZGfmF1SMHdnTBWD/qmhqfTx0QGxvX/61mjouas+ZEUseXRCzFq2McT2Zj0OzBBgoqOYtQwdHPn3E29vby9WVD8vnev42996obtG0KXXzz3j9geVfq+zufuP3PHD527K7qyp6Ohv7++mA2Wf8sv8Zrzmw/Gu1rnTQ5P83/BVvrc5UHHYZPAAAyVeXLjnqyqj26tPFxd2V5XAmjYma1scjBx/+kI/xI/e9V10TfXsiF0emAAQKK5/q5N+HUhH51EnfAGZrK8rqF017ZRxlz498Y2n/vU+87IoeisUhrCsZWPVg36nXHG1ud1HFkO8OPv/insgEAEDvVJFrajr6VJvyXHNzd2U5nHEjoqFPRXR4lVEqFfnuzEPHKACBgioauKtTR9enShqrU5ncSf8PkPpF02ZGLtOh/9rXsmPgVHcBFs5v+s2clU+lO/TP2+Vlw2fuSZd16r/6AgCQHGfUrdvYmflZnZzvKtPH71v2u3F7DDrczOqN+94bUBW7eyoXh6cABAqqaGB1Tabf7lUdnS8etem57sxzomjeMnRyh4fz6XTDygmndmMcjuDF0qGndXS2JZUpebLPxFO6Mw8AAL3X7No1W/u31NYcfTJiQEttzdm1a3p0/79Wb7oyFkVEbN0Vg792d4w/8P3n10TlU4tjekTE2VNjZU/n42AKQKDgyqa+8GQc8a7wP76XaamvmLl0QU9k6u3yLUXlnZpvLCnrriwcWVO6c3+t9mbKOjUPAEBypCMfN25/fG5RPps90lxRPpt96/bH56YLtLr2z18Va6eNj1UREZ/6ZrzqtrtiQssfE//6yRj65o/H65taori8NBo+/s54uiAh2Y9TgIGCKzt19bpsdb9fNyyb/PJD72mXishkG/ucO/cnmb41dT0esBdKZVoaOvOP+lRJc2O3heGIivPZhoaIQx7+cSgVuUYnAQMAnMSmN2zc9d4tDz58x+Dz51QXVR504N+Altqat25/fO70ho2d2k6pq/3gU/GLV3w43vLSthj20S/HGz9xW7Rk0pFtbI7SiIjy0mj4f++PO6eO6/h+gXQfBSDQK1TOXrAg03/3joZlk8/NVveb+KciMJVrKRq6bUnFGYufLB66vaD/gOtNioduf7Fxb9Xojk3n86Xj13R4mTVda3zjthefqxh72L1R2svkcy3n7F21trszAQDQu01v2Ljr1g133v9M5bihCyrGjqxPFxeX55qbZ9Wt2zi7dvXW3nAq4phh0fDkN+Lbt3w1zn5wXkzbtisGZXORGdw/dp51Wqz8+DvjqRkTY2+hc7KPAhDoNcpOXb2+7NTV61uq+1Zmdw7oH+lcrnjoth3pioZOnYR1MiifsXRh4+pTLox8+qh/H88M3LW8aGB1h/YRoetds3vxs4vKx7wsnzr66dWnNmxZPCBb525NAAAiHfmYU7t665za1QXZ568jKssj958fjrkRMbfQWTgyewACvU5R/z21pRPWvlQ6bv0m5d+hZfrurS+b9sJvjjaXKm6q6XPu3N/2RCYObULjtuoL9i5/8GhzfbINu96644mHeyITAABwcnEHIMAJqvLM5xal0rls/dLTro5s0UGHfKQr927sc9ETd7v7r/DeuuPJucX5bMujfSZf2pIuKj3w/WFNu9e+Z9vvfzGkpaa+EPkAAIBkUwACnMAqzli8tGzqC8vrl0yZ0rJ1yLh8Ll2ULm2qLZ2wenHJKes3HX3RKT3ljTvnPntt9aLFv+43Y/qa0iFjsqlUpirbUHNRzfJFp9dv6LXLOgAAgBOfAhDgBJcuaW6pPHPR4ohYXOgsHFlVrqH5DbvmLYiIBQWOAgAAnEQUgABH0Rzp1IN9p016us+EWdWZikEREQOytdvP2bvq2cv2PL+yKHL5QmfsLjuKKst+1e/005eWj5zWkCqpLIps86imXWuu3LNk/vT6jdsLnQ8AAICjUwACHMFLxf37/O+wK9+wq6hyWPvX6zKl/X42cODEh6umbPrrrQ/8ZHjznrpCZewuv6+aMuFnA86+7sA965aVlw9cVj7yrJl1659+z9bfP5iJxPafAAAAieAUYIDD2J0pL/nSsKvfcmD5196O4j4j/mvY1W/emy4t7sls3e3Jygmjfzpwzg2HOrCi1aKKMS/72pBLL+3BWAAAABwDBSDAYdw14Kyz9xSVDzraXHVR5dC7B5w5qwci9Zh7Bpx5RS6VzhxtbmHFmHNXlQ7p3wORAAAAOEYKQIBDyEYqFpWPObOj8wsrxp6Z685APejZirHDdxb1GdGh4VQq7u87Y1b3JgIAAOB4KAABDmF9ycC+dZnSvh2dr8mUD9xa3LeiOzP1lKXlI8d0Zv6lkgGdmgcAAKBnKQABDqEhXdzpQ5IaUp3/TG/UnMp06ufIptKJ+LkBAACSSgEIcAjDm/fUpvL5Dh9vm8rnckNbahJxEvCAlro9nZmvzDbWdFcWAAAAjp+7NgAOoX+2rnFM084V60oHTe7I/PjG7c9X5JpaujtXT7hsz/MrfttvelNLKlPSkfmz6tYs6u5MAABwIpn9ngk3FDoDtOcOQIDDuHTP8093aDCfj8v3LJ3XzXF6TN9cQ9PU+o0LOjJbmW2ovmLP0hXdHAkAAIDjoAAEOIzzalduuKBm+e+ONndpzbL7z65bu6knMvWUm7Y98vDwpuo1R5opyTXXv3P7oz8tyWeTcgAyAABAIikAAY7gxh1PzL1u1/y7+rfUbj3wvQEttVtet3PeT9+08+n5hcjWncryLdl/2HTfT86qXfOHklxzffv3Uvl8fmzj9hc+sOWBb0+v37i9UBkBAADoGHsAAhzFy3cveuHq3YtemF8xbsT60oGDIyJOady+bVbdus1J/q8oZfmW7Lu3Pfxofar48T9UTRq3O1PRpzTf3Hxm7dp1o5qr9xY6HwAAAB2jAATogHREzK5bs2l23ZpELfXtiPJ8c/bKPUtXFjoHAACcCP77A5u+ft70eitl6FWSfPMKAAAAAJz0FIAAAAAAkGAKQAAAAABIMAUgAAAAACSYQ0AAAAAAusj7vzTi5kJnOBbzblv12UJnoPu4AxAAAAAAEkwBCAAAAAAJpgAEAAAAgARTAAIAAABAgjkEBAAAAKALzbtt1Z2FznAks98z4YZCZ6BnuQMQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkWFGhAwAAAABwYsnlIj77nZh+72Mxff3WGF7fEGVFRdEyqG9Uz5ocqz/6jpg7Y2LsLXRO9lEAAgAAANBhe2ojc+2H4obn18SE1tdKi6OxqSVKNu2IoZueiKEPzosz//2v46dvf0WsK2RW9rEEGAAAAIAO+8Dn44LW8u+Gy+KxBd+N/9z0y/jixnvjc//xgfjhoH6xq7E5Sm75ary2usbNZ72BAhAAAACADnt0QUyPiDhvRiz62sfisbHDoyEiorQk8je9OtZ88cPx84iI2vqo+MmDMaaAUfkjBSAAAAAAHbanLvpEREybEJsP9f7Lz40t6VTkIiJqaqOkJ7NxaG7DBAAAAOhlcrl0PLvqlUMXrb1qZH1TVUl5SU3TzFMe2HjmhPu2ptO5gmYb2Deqt+2KQUtXxfBDvf/rJ2NYLh/pVCryF5weW3o6HwdTAAIAAAD0Is9vuGjAjx69dc7u2hFV7V9fuPraiffM/fuaN110y9ypox/dVah8rzw/nv3WfXHlE4tj5rv/Lao/cVM8M3Z4NDQ2Rer7v4lT/u3bcU1ExOWzY/45M6K6UDlpowAEAAAA6CWe33DRgG/e/5VLWnKlmUO9v7t2RNU37//KJTdd/b6HC1UCfvav4pmN26Pf/U/FnDt/Hxfd+fu4qPUU4Hw+UkP6x86br4v7P/fXMb8Q+TiYPQABAAAAeoFcLh0/evTWOYcr/1q15EozP3r01jm5XGFqnZLiyH/nk/Hgu6+L+zOZyEZENDZHaT4fqYiIppYoqq2PkpZsQeJxCO4ABAAAAOgFnl31yqEHLvs9nN21I6qeXf2KoWdPvHdrd+c60Ir1UfGmW+KGNZti1DnTY8kH3hRPvWxa7Fq1MSp+8ruYeMev4uIf3B+XrlgfQ+//Uvyip/NxMHcAAgAAAPQCi9ZeNbJT82uu7tR8V3nHv8Sr1myKUefNjEW/+s+459rzYuugftE8Z2rs/txfx/zP/lX8LCJi3vMx7ba7YkIhMrI/BSAAAABAL1DfVFXSmfmGpqri7spyOA/Nj0HL1u4r9T78lnjqUDNvf0WsGzUkNkdE/PqJmNST+Tg0S4ABTmAvlA0f+FJx//6ZyOem1m/cMrSlpr7QmQAAgGNTXlLT1Jn5spKa5u7Kcjjzl8Xg1sdnnXb4E36HDojql7bF8C07o1+PBOOIFIAAJ6AH+k4/9ZGq087bXlw1qvW1VD6XG9e4Y9mrq5/9w9SGTTsKmQ8AAOi8mac8sHHh6msndnh+3P0buzPPoaTTkW99vHhl9L34zNh5qLkdu/cVfxVl0alSk+5hCTDACeZbgy8472cDZ7++ffkXEZFPpdOry4ZM+/KwK97xROXE0YXKBwAAHJszJ9y3tV/lppqOzPav3FRz5vhf9vgBIBecEVtaH//vT+OsQ8384tEYvn5rDI+ImD4heryk5GAKQIATyAN9p5/6VJ9TLznSTEsqU/KDQee+fktR34qeygUAABy/dDoXb7rolrlF6cbskeaK0o3ZN150y9x0OtdT0f5kztTYPXVcrIqI+O3cOPutn4zLlq2NyoiI6poo+sL347QPfD5uyOcjVVYSjR9+SzzX4yE5iCXAACeQR6omn9uRueZ0Udmv+p9+xp9vf+yJ7s4EAAB0namjH91109Xve/hHj946Z3ftiKoD3+9fuanmjRfdMnfq6Ed3FSJfRMQ3Ph73Xf+ReMuWnTH4V4/HOb96PM4pKY6mpub40yEmpcXReOt7465xI6KhUDlpowAEOEEsLx02YHtx3w4v7V1SPur0iFAAAgDACWbq6Ed3/dObLr3/2dWvGLpozdUjG5qqistKappnjrt/41kT7tuaSuWPfpFuNOWUqH3qm3H7p74Zsx6eH6dt3BZDGpqitKQ4mgb1jepZk2P1R94W886YFB1azkz3UwACnCA2lgzo35n5venS/rmw1wMAAJyI0ulcnD3x3q1nT7y3x/f564i+lZH9f++PZyLimUJn4ej8eyHACaIon+3UBh/pyOf8TR4AAAD/bghwgjitYfPWdD53xM2A2xvUstdpWwAAACgAAU4UQ1pq6sc1bl8WERH5o+/5Mad29bPdnQkAAIDeTwEIcAJ5TfWzfyjKtTRGKnXEuUHNezddvXvxsh6KBQAAQC+mAAQ4gZzWsHnnjTue+HFJrqXhcDODmvdu+sCW+39cmm/p1J6BAAAAJJNTgAFOMOfUrnppQuO2237V7/QzFleMOn1vuqx/OvK5QS17N83Zu2r+1XsWv1DSyQNDAAAASC4FIMAJaEhLTf3bd/zhydgRTxY6CwAAAL2bJcAAAAAAkGAKQAAAAABIMAUgAAAAACSYPQABgC6zo6iybFemsrxvtr5haEtNfaHznMyasyWpzTsnV2XzmdSw/iv3lpfszRY6EwAAhaEABACOSy4i7u83Y/ITfU6dvbW439jW1wfuO5n6mVdVL1xSFLl8ASOeVLZWj6/45TMfnr1s/cWzGlsqKyIiMumm5vHDnll61ayvPj151OM7Cp0RAICepQAEAI5ZNlLxX8OvfsWKsuGnH/jezqI+I37T//RXLSkfPeVvN//qrrJ8izvQutnz6y8a/J0H/+vNDc1Vfdq/ns2VFL+46bwzVm2eM+OVcz7/88tP//qKQmUEgJPB7PdMuKHQGaA9BSAAcMxuH3LRRYcq/9rbUDrw1K8MvfzqD2+5/1c9letktGvvyLLv/P4/33Rg+ddeLl+UuW/u3752cN+13zl93ANbejIfANC7PbGkfHChM3CwFRtKBnTFdRSAAMAxqc5UlC6oGPuyjswuLxt+xpqSQX8Y17RjT3fnOln9Zv5fn9HQ1LfqaHO5fFHmdwvfc97p4x74eQ/EAgBOEO//0oibC52B7uMUYADgmNzfb/q0bCpT3KHhVCp+22/6Ee8U5PgsWXf5rI7Ort8+Y/K23aeUd2McAAB6EQUgAHBMthT369QykW1FVUO6K8vJrrG5PL23YVCHl4fk85n02q2zBnZnJgAAeg8FIAAAAAAkmAIQADgmw5p3b+/M/JCWmk7N03GlxfW5PmU7dnV0PpXK5k4ZumBnd2YCAKD3UAACAMfk6t1Llmby2eYODefzceXuJQu7OdJJbfrYBxd0dHbM4MXLh/RbW9+NcQAA6EUUgADAMemfrWucVbfu6Y7MTm7YvNAJwN3rmrP+Z2FZyZ6ao82lUy3ZK8647YmeyAQAQO+gAAQAjtk7tz366KSGzc8daWZ0484X37f1wft7KtPJakCfjQ1vv+xDPyorrtl7uJl0qiX7itlf+Pnp4x7Y0pPZAAAorKJCBwAATlyZyMeHNv/ml/f3m/Hik31OPXtLcb9TWt8b1Lx30+zaVc+8qnrhkqLI5QuZ82Qxdcyj2z903eu/+atnPjR72fqLZzW2VFZERGTSTc0Thj2z5Iozbpt72ug/7Ch0TgA4UV10et3mW27c9oFC54D2Ljq9bvPRZhSAAMBxSUfEy3cvXv7y3YuX7yiqLNuVqSzvm61vGNpSY4+5AhjWf1Xdn1/xgUeasyWPbtp5WlU2V5Qe1n/l3orSPS2FzgYAJ7rB/bLN119Us77QOaCzFIAAQJcZ1FLbMKiltqHQOYgozjTlxw5ZZN9FAADsAQgAAAAASaYABAAAAIAEUwACAAAAQILZAxAAOG5L118y5OFF7zxrzdZZpzW1lJcXZxobRw9e8uJF0777zJkTf7mp0PkAAOBkpgAEAI7LDx75zDlPL7/hsojUn15rzpaXrd4ye8bqLbNnPLPyuqdvuuq9D6ZT+QKmBACAk5clwADAMfv5kx+d9fTy1+9X/h1oybrLX3bH7z9/YQ/GAgAA2lEAAgDHpL6pT+aJZW++pCOzC1dfe972PWPLuzsTAABwMAUgAHBMHlr0rtOaWio6VOrl8kWZ3y54z8zuzgQAABxMAQgAHJP122eM7Mz8pl2ndWoeAADoGgpAAOCY5HKZTv05Ipcr8ucOAAAoAH8QBwCOSf/KTdWdme9XuaVT8wAAQNdQAAIAx+SSGd9akkplcx2dP3/q9xd1Zx4AAODQFIAAwDEZMXBF7cThcztU6o0Y8MKqaWMe3tbdmQAAgIMpAAGAY/bOK//qgSH9Vq070ky/is1bb776Pb/oqUwAAMD+FIAAwDGrKN3T8jfXve5Hsyf97OHykt172r9XUlRbd/q4Xz/+N6+9/o6BVS81FCojAACc7IoKHQAAOLGVldRm33rJPzzRnC158rnV14zYWz+ovKKsunHmKQ9sKiupzRY6HwAAnOwUgABAlyjONOXPPvWejYXOAQAA7M8SYAAAAABIMAUgAAAAACSYAhAAAAAAEkwBCAAAAAAJpgAEAAAAgARTAAIAAABAghUVOgAAkFzbiqrKn6qcMK4uU1LWJ9tYf97eF1cPyNY1FjoXAACcTBSAAECX21zct+J7g86/bFXpkGm5VDrT+vov+5/ePKlhy+K3bX/84YHZ2oZCZgQAgJOFJcAAQJfaUDygz38Mv/btL5YNm9m+/IuIyKYyxcvKR5757yNeceP2oj5lhcoIAAAnEwUgANClvjb00utqM2X9jzSzp6hi8P8NufSVPRQJAABOagpAAKDLzK8YO3xrcd8xHZldXzpo0oulQwd0dyYAADjZKQABgC7zeJ9JMzoz/3DVadO7KwsAALCPAhAA6DI1mbKqzszvyZR3ah4AAOg8BSAA0GWK8rmWzs1nOzUPAAB0ngIQAOgy4xu3revM/KmNWzs1DwAAdJ4CEADoMtfsXry0KNfS2JHZslzT3iv2LF3R3ZkAAOBkpwAEALrU7NrVj3dk7qrdS35bks/mujsPAACc7IoKHQAAOLHlIuL3fadOfLzPpLM3FvefEKnUvjfy+fjT43bS+Vz2yj1Lfv2K3c8t69mkAABwclIAAgDHLBup+J9hV169rHzkWQe9+cfyryjX0liczzaW5lvqJzVsWf7y3YsWjGyuru3prAAAcLJSAAIAx+zbgy+84JDlXzst6aLSU+u3Lv3glgd+01O5AACANvYABACOye5Mecmzlaec05HZZWUjZq0rGVjV3ZkAAICDKQABgGNyf9/p01pSmZIODadSqQf6Tj+jmyMBAACHoAAEAI7J5pL+Qzozv7W4b6fmAQCArqEABACOSb7QAQAAgA5RAAIAx2RY854dnZkf3LK3U/MAAEDXUAACAMfkqt1LlmbyuZYODefzccWepc91cyQAAOAQFIAAwDEZmK1tmFm3fm5HZic2bl08oXFbdTdHAgAADkEBCAAcs3dte+SRCQ1blxxpZkTTrlV/ufXBX/dUJgAAYH9FhQ4AAJy4iiKX/5vNv77nV/1PX/lU5cSztxdXjWp9r39L7daza9c8c92u+c8VR86ZIQAAUCAKQADguGQiH6+qXrj0VdULl24s7l9Znakor8rVN45q2lVjqQEAABSeAhAA6DIjm6trRzZX1xY6BwAA0MZ/mAcAAACABFMAAgAAAECCKQABAAAAIMHsAQgA0I127R1Zdv+zfzlz6fpLT69tGNA/ncplB/Vdt3HOpLuevXj6t14syrQ4IRkAgG6lAAQA6CbzV75y5I8e/bc3NLVUlLe+lo0o3rxr8oR7nv6HCU++8IZ177v2HXcO6LO5sZA5AQBINkuAAQC6wYqN5wz8wSOffVP78u9A23ZPGPuVX37nhpZsUaonswEAcHJRAAIAdIP75v3thS3ZstKII6/w3bZn/NiHF980qYdiAQBwElIAAgB0sW27Tylft+30KfueHf3mvrkrXntmN0cCAOAkpgAEAOhiyzZcNDyfz3T4z1nb94wd1Z15AAA4uSkAAQC6WEuuJNOZ+Xw+06l5AADoDAUgAEAXG9Z/5e7OzFeU7u7UPAAAdIYCEACgi00Z/ci2/pUbN3d0fuqYh5/rzjwAAJzcFIAAAF0sncrHuaf95KmOzBZnGhqumvXlhd2dCQCAk5cCEACgG1xz1v88f/q4Xz9+pJlMurHphvP/+c4h/dbW91QuAABOPgpAAIBu8s4r3//INWd96e5+lZu2tH89Fbn8mMGLXnjXVe/7zjmn3bm+UPkAADg5FBU6AABAkr38rP9+/uoz/+f5pesuG7ql+tT+Remm7KRRj28ZOXD53kJnAwDg5KAABADoZulUPmac8uDWGac8uLXQWQAAOPlYAgwAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAAAAACaYABAAAAIAEUwACAAAAQIIpAAEAAAAgwRSAAAAAAJBgCkAAAAAASDAFIAAAAAAkmAIQAAAAABJMAQgAwAmntqFf0dbq8RUNTZWZQmcBAOjtigodAAAAOiKby8SDC//itLkvvvbsbbsnjI2ISKWyudGDlq64YOr35p1z2p3rC50RAKA3UgACANDrNTaXp//nvu9dt2H7zNPav57PZ9Lrt8887YePfva0Jesve+LPr3j/w+lUvlAxAQB6JUuAAQDo9b5+/23XHFj+HWjRmmvOu/PxT57dU5kAAE4UCkAAAHq11VvO7P/ipnPP6MjsvBXXX1jf1Me+gAAA7SgAAQDo1R5adNMZEakOzTa1VJQ/tOhdR7xTEADgZKMABACgV9u2e9zQzsxv3Hlap+YBAJJOAQgAQK+Wj1THbv9rnc93bh4AIOkUgAAA9GoD+mza2Zn5of3W7OiuLAAAJyIFIAAAvdqF0+5Y2NHZTLqx6dKZ31jWnXkAAE40CkAAAHq1aWMe3jZ60JLlHZmdccrv5vat2N7U3ZkAAE4kCkAAAHq9d19z872DqtZuONLM+GHzFt946d8+1lOZAABOFApAAAB6vb4V25v+9vrX/uC8KT/8XWXZzl3t3xvYZ8Omq2b97z1//ao/u7co05IvVEYAgN6qqNABAACgI8pL9mbfeOEn5t5w/j/PXbPlrAG1jf1LBlRuqh8zZPGeQmcDAOjNFIAAAJxQMulsTBwxd9fRJwEAiLAEGAAAAAASTQEIAAAAAAmmAAQAAACABFMAAgAAAECCKQABAAAAIMEUgAAAAACQYEWFDgAAJ7JcPhVPvfD6sau2zB6VzRZnBla9VH3x9G8v71uxvanQ2QAAACIUgABwzB5a9M6Jv1v4F1fsbRg88IDXm6aOeWT+2y778CMlRY25QuUDAACIsAQYAI7JL+d9aPrdT330DQeWfxER2VxpyeK1V537X7/4yeuasyWpQuQDAABopQAEgE5at21m398tfM8rIo7c7W3cOfXUO//wzy/roVgAAACHpAAEgE767cL3nJnLF2U6MvvcmqvPbskWuQsQAAAoGAUgAHTSyk3nTOvobH1Tv74LVr1yZHfmAQAAOBIFIAB0UmNzRUVn5qtrh1d2VxYAAICjUQACQCdl0s3NnZkvK9nbqXkAAICupAAEgE4aOfCF1R2dzaSbmmeOu/+l7swDAABwJApAAOikC6Z9b35HZycOn7u4X8W2pu7MAwAAcCQKQADopNmn/uKlSSOeWHC0uYrS6t2vO/9fH+2BSInU0FSZWbru0iELV18zfPOuifZRBACAY1RU6AAAcCL6i5ff9JtvPvDVluc3XDw7InXQ+/0qNm9955V/deew/qvqChDvhLa1enzFPXP//pzlL11welNLRXnr68MHvLDqwmnfe/qCqT9YU8B4AABwwlEAAsAxKMq05P/i5Tf/dtXms+b9ftHNs7bsOnVUNl+UqSrfXj371LsXnTflh6sz6WyhY55wVm6aM+AbD3zlLfVN/foe+N7mXadN+Okf/nXCum2n//4tF3/0qULkAwCAE5ECEACOw4Th86snDP/LhwqdIwnqm/pkbv/d/7zxUOVfe08vf/1lQ/qu2XXlrNuW91Q2AAA4kdkDEADoFX638D1TaxsGDujI7B+ef+sFufzBS68BAICDKQABgF5h4eqXz+robHXtiGFL1l0+rBvjAABAYigAAYBeYU/dkIGdmX9px7ROzQMAwMlKAQgA9AqpVD7fqfno1DgAAJy0FIAAQK8woM/GLZ2ZnzB8bqfmAQDgZKUABAB6hdmn3r2go7ND+q1aN2nkUzu7MQ4AACSGAhAA6BUunvGtFQP7rN94tLlU5PJXnP5/j/ZEJgAASIKiQgcAAE5sC1dfM/zRJW8/a9Ouyae0ZIuLy0r21k4e9YelV8/68oIh/dbWd/Q6xZmm/Hte/q6ffuVX33pjde3I4YeaSaWyuWvO/J97zjntzvVd9xP0LtlcJv6w9K0Tnl5xw5k79owZkc+n033Kd+yaOe6B56484ytLKst2txQ6IwAAJxYFIABwTFqyRamv/ebrVy/feMGZ7V9vaqmsmLfidZc8u/KV571qzufvvnTm7Ss7es2h/VfXfeSGV373N/PfP3PBqlectbtu+NCIiKJMY+PE4U8vvuKM255J8tLf6tphpV/51beu31p96rj2rzfWVFY8tOhdo5564fUXvO2yD/946phHtxcoIgAAJyAFIABwTL7xwFevPLD8ay+bKy35xdP/cENFafX3Xzb5rg0dvW55yd7sa8/9zILXnvuZBbUN/YqaWiqLqsq3NhZlWhJ97G9ztiT15fu++/pte8aPOdxMfVO/vt9+8Etv+etXvvVbowcvrenJfAAAnLjsAQgAdNqKjecMXLbhkrOPNpfPZ9K/nv+BK471eyrLdrcM6LOxIenlX0TEgwv/YsqRyr9Wjc19Kn/x9EfO74lMAAAkgwIQAOi0hxbddNg7/w60a+/oEc+tvvqQe/rR5pkXX9Ph3+mqzXNm7K4bUtKdeQAASA4FIADQaZt3TR7dmfkXNp4/qruyJEEun4rtNWM7/DvN5kqKl790wdDuzAQAQHIoAAGATsvmijKdms+W9Mi+wy3ZolR17bDSlmxRqie+r6vkcplUPp/p1J/LmlrK7eUMAECH+IMjANBplWW79rSe0NsRA/ps3NOdeZ5Y9sZTHn/+LWe/tHPqqfl8Jp1KZXOjBi578dwpP5p/3pQfrkmnevcWgkWZlnxZyZ6ahqa+VR39zLD+K3d3ZyYAAJLDHYAAQKfNGv+rRR2dLc40NFw47bsruiNHNpeJ23799at+/Nitb9mwY8bk1rvo8vlMesOO6ZN/+od/ffNtv/7m1dlcp25YLIjJIx9f3NHZgVXrN5464uld3ZkHAIDkUAACAJ12ycxvrqgs3dmhAmrqmIfmV5btbumOHN9/+HMXHO004uUvXXjWHQ99/sLu+P6udNWsr8zPpJs79Hs6d/L/b+/Og7uu7zyO/65chiOBAEEOIYhBJaBQNFCtB2LFtajoah2dHaW2Vbe7bld3dme6zm53ptNZu/uHzo7XerQzbXc9sNZqrYr3QUGDXEWQCMhlEEiAhISE/H6//WOHqWUk/FL55Zvfh8fjz9/vPcmL/8JzfseTS/K9BwCAcAiAAECvFac6MzdccMfC4tT+9p7uThyy9uPrz7/z7XxsaGmrLlmxce7MXG5Xbry4vqXtxNJ87DhWRletaf2LGf/xTCLene7prm7ci4vnnHn/ur7aBQBA4RMAAYA/y6TRb++67dK/+tlJwz9YE4+nM59/rrSotW36yc+8efu8qxcWpzozR/oZX8YrK747OZ0pyunzjDPZotSi5d+dnI8dx9IFdY82Xn/+nb8YUbF+4+HPDSz7bNdFU+9/bsFF33sjim0AABQuXwICAPzZThq+cu/fzbvm2R17ahat3HTxmK7uslRFedP+GROf3pyv8HdIU8vEEb2639O7+6hMm/D89mkTnn98Q9P0yvXbZ1anM8lEdWVjyxk1v93e37/MBACA/kkABAC+tBEVG9rnnPFAn74tNRtLxHt1n00U1DsfaqobWmqqG3zRBwAAX1pB/SEMAHDIkAFbm3tzXzlgW6/uAQAgFAIgAFCQzqt7bHU8lsnxPbGZ7AV1j6zM7yIAAOifBEAAoCCNHvph64SRS3OKejXV768eXbWmNd+bAACgP/IZgABAwVow59aX7n32iUFNeyaOP9LNiIrGTd+ac+uLfbkLAP4cmWw8tmTd1WPfWz9/SmtH1eBEPJ2prly/bfbUh5aPHbZqX9T7gMIlAAIABausuC39/SuufPLZJf905oqNl0xvO1A15NBzA0p3t0wZ/7v355317x+UFHXk9RuJAeDL2rrrtIGPLrpvfkvbqJGff/yzvRNOWrnp4pmnjXn9/Zsu+utXU8luXwkP9JoACAAUtOJUZ+bqr/6wYf6sf2to3D5z6L6OqtJBZbsOTBi5ZHcykY56HgAc1c69J5U98MJPr9/fWVnxxReJ+JotF8546MWHU7ddeqNXtQO9JgACAEFIxLOxU0a9uzvqHQDQWwvf/Zdzjhz//mj99q+e+X7jvNVfOfnZbX0wCwiILwEBAACAiOxrryr++NOz6nK9f2fN9dPyuQcIkwAIAAAAEVn1yZwTuzMlxbneb2+eVJPPPUCYBEAAAACIyIGugTnHv1gsFutOFxXlawsQLgEQAAAAIjL4hB37e3NfUtTenq8tQLgEQAAAAIjIGTXPby8r3rsv1/sJI5euyeceIEwCIAAAAEQklezOThn3UkMut/F4OjN76oMf5HsTEB4BEAAAACI0f9YP3xtZufbjo91dUPfIC+OGr9jbF5uAsAiAAAAAEKHiVGfm9nnXLDx97CtLk4mug4c/X17a3HLZjLsXfuOsn6yKYh9Q+FJRDwAAAIDjXUlRR+bmi295dW/7sLffWHXTpOa2UYOTie5MzYiGbfWTHt+UTKSjnggUMAEQAAhGOpOMdXQNKior3nfQf5QAKESDT9jZNe/su1dGvQMIiwAIABS8pR/NH/P2muunb9t92sRMNpVMxLvTo4Z+2Djr1F821Nc+tTnqfQAAECUBEAAoWJlsPPbISw/MXrPlwhl/+ngquWVXXe3jb/24dsXGSxq+/fVvv5yIZ6OaCQAAkfIlIABAwfrlG3fPOjz+HW7t1vOm//y1/zynrzYBAEB/IwACAAVpz/4RJcs3XDozl9uVmy6pb2k7sTTfmwAAoD8SAAGAgvTqiu+cns4UF+Vym84UpRat+M7p+d4EAAD9kQAIABSk7c211b25b2o5pVf3AAAQCgEQAChI2Vgi3qv7bMLfPQAAHJf8IQwAFKTKAdtaennfnK8tAADQnwmAAEBBOr/u0VXxWCab23Ume/7kx1bldxEAAPRPAiAAUJBGD/2wtab6/Zyi3vgRy/4wZtjqffneBAAA/ZEACAAUrAVzbn1peEXjpp5uhg/e8Mm35tzyuz6aBAAA/Y4ACAAUrBNK9nX//eXzn5g56X9fKS9t/pPPBCwvaW6pr338le9fPv+J8tK93VFtBACAqKWiHgAA8GWUFHVkrjnnrveumvWv7320bVZVa0dV6YCy5s7aUW/vTCbSUc8DAIDICYAAQBCSiXTs1DFv7Yp6BwAA9DfeAgwAAAAAARMAAQAAACBgAiAAAAAABEwABAAAAICACYAAAAAAEDABEAAAAAACJgACAAAAQMAEQAAAAAAImAAIAAAAAAETAAEAAAAgYAIgAAAAAARMAAQAAACAgAmAAAAAABAwARAAAAAAAiYAAgAAAEDABEAAAAAACJgACAAAAAABEwABAAAAIGACIAAAAAAETAAEAAAAgICloh4AAMC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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "p1 + theme(\n", - " line=element_line(color=black)\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Theming specific items" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### axis_line and axis_text" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:06.694624Z", - "iopub.status.busy": "2024-01-09T15:13:06.694388Z", - "iopub.status.idle": "2024-01-09T15:13:06.964951Z", - "shell.execute_reply": "2024-01-09T15:13:06.964191Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "p1 + theme(\n", - " axis_line=element_line(size=2),\n", - " axis_line_x=element_line(color=red),\n", - " axis_line_y=element_line(color=blue),\n", - " \n", - " axis_text=element_text(margin={'t': 5, 'r': 5}),\n", - " axis_text_x=element_text(color=black),\n", - " axis_text_y=element_text(color=purple)\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:06.967849Z", - "iopub.status.busy": "2024-01-09T15:13:06.967618Z", - "iopub.status.idle": "2024-01-09T15:13:07.215943Z", - "shell.execute_reply": "2024-01-09T15:13:07.215240Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "p1 + theme(\n", - " axis_line=element_line(size=.7, color=gray),\n", - " \n", - " # We are focusing on the ticks, make them long\n", - " axis_ticks_length=20,\n", - " axis_ticks_length_minor=10,\n", - " axis_ticks_length_major=20,\n", - " \n", - " axis_ticks=element_line(size=2),\n", - " \n", - " axis_ticks_major=element_line(color=purple),\n", - " axis_ticks_major_x=element_line(size=4), # override size=2\n", - " axis_ticks_major_y=element_line(color=yellow), # override color=purple\n", - " \n", - " axis_ticks_minor=element_line(color=red),\n", - " axis_ticks_minor_x=element_line(), # do not override anything\n", - " axis_ticks_minor_y=element_line(color=gray), # override color=red\n", - "\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### axis_title and axis_ticks_pad" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:07.218745Z", - "iopub.status.busy": "2024-01-09T15:13:07.218513Z", - "iopub.status.idle": "2024-01-09T15:13:07.518008Z", - "shell.execute_reply": "2024-01-09T15:13:07.517429Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "p1 + theme(\n", - " axis_line=element_line(size=.7, color=gray),\n", - " axis_ticks=element_line(),\n", - " \n", - " axis_title=element_text(),\n", - " axis_title_x=element_text(color=blue),\n", - " axis_title_y=element_text(color=red),\n", - " \n", - " # The gap between the title and the ticks\n", - " axis_ticks_pad=20,\n", - " axis_ticks_pad_major=20,\n", - " axis_ticks_pad_minor=20\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### axis_ticks_direction" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:07.520953Z", - "iopub.status.busy": "2024-01-09T15:13:07.520637Z", - "iopub.status.idle": "2024-01-09T15:13:07.760584Z", - "shell.execute_reply": "2024-01-09T15:13:07.760007Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "p1 + theme(\n", - " axis_line=element_line(size=.7, color=gray),\n", - " axis_ticks=element_line(),\n", - " \n", - " axis_ticks_direction='in',\n", - " axis_ticks_direction_x='in',\n", - " axis_ticks_direction_y='out'\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Legend_box\n", - "\n", - "Not all themeables that affect the legend box are demonstrated" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:07.763233Z", - "iopub.status.busy": "2024-01-09T15:13:07.763026Z", - "iopub.status.idle": "2024-01-09T15:13:08.143063Z", - "shell.execute_reply": "2024-01-09T15:13:08.142380Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "(p1 + aes(fill='drat')\n", - " + theme(\n", - " legend_position='left',\n", - " legend_direction='horizontal', # affected by the ncol=2\n", - " legend_title_align='center',\n", - " legend_box_margin=5,\n", - " legend_background=element_rect(color=purple, size=2, fill='white'),\n", - " \n", - " legend_box='vertical',\n", - " \n", - " legend_key=element_rect(fill=gray, alpha=.3),\n", - " legend_title=element_text(color=orange),\n", - " legend_text=element_text(weight='bold'),\n", - " \n", - " legend_key_size=30, # overridden\n", - " legend_key_width=30,\n", - " legend_key_height=15,\n", - "\n", - " legend_entry_spacing=10, # overridden\n", - " legend_entry_spacing_x=15,\n", - " legend_entry_spacing_y=5) \n", - " \n", - " # so we can see legend_entry_spacing in action\n", - " + guides(color=guide_legend(ncol=2))\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### plot_background, panel_background and panel_border" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:08.146034Z", - "iopub.status.busy": "2024-01-09T15:13:08.145784Z", - "iopub.status.idle": "2024-01-09T15:13:08.642065Z", - "shell.execute_reply": "2024-01-09T15:13:08.641616Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "p2 + theme(\n", - " plot_background=element_rect(fill='gray', alpha=.3),\n", - " panel_background=element_rect(fill=purple, alpha=.2),\n", - " panel_border=element_rect(color=red, size=1),\n", - " panel_spacing=.025,\n", - " #panel_spacing_x=.005,\n", - " #panel_spacing_y=.025\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### panel_grid" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:08.644737Z", - "iopub.status.busy": "2024-01-09T15:13:08.644510Z", - "iopub.status.idle": "2024-01-09T15:13:08.876177Z", - "shell.execute_reply": "2024-01-09T15:13:08.875499Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "p1 + theme(\n", - " panel_grid=element_line(color=purple),\n", - " \n", - " panel_grid_major=element_line(size=1.4, alpha=1),\n", - " panel_grid_major_x=element_line(linetype='dashed'),\n", - " panel_grid_major_y=element_line(linetype='dashdot'),\n", - " \n", - " panel_grid_minor=element_line(alpha=.25),\n", - " panel_grid_minor_x=element_line(color=red),\n", - " panel_grid_minor_y=element_line(color=green),\n", - " \n", - " panel_ontop=False # puts the points behind the grid\n", - " )" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### strip_background, strip_align and strip_text" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:08.879598Z", - "iopub.status.busy": "2024-01-09T15:13:08.879149Z", - "iopub.status.idle": "2024-01-09T15:13:09.329866Z", - "shell.execute_reply": "2024-01-09T15:13:09.329222Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 480, - "width": 640 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "p2 + theme(\n", - " panel_spacing=.025,\n", - " panel_background=element_rect(fill=gray, alpha=.2),\n", - " \n", - " strip_background=element_rect(color=purple, fill=orange, size=1.4, alpha=.95),\n", - " strip_background_x=element_rect(x=1/6, width=2/3), # you can get really crazy\n", - " strip_background_y=element_rect(),\n", - " \n", - " strip_align=0,\n", - " strip_align_x=0.2,\n", - " strip_align_y=0.2,\n", - " \n", - " strip_text=element_text(weight='bold'),\n", - " strip_text_x=element_text(color=red),\n", - " strip_text_y=element_text(color=blue)\n", - " )" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### aspect_ratio and figure_size\n", - "\n", - "The `aspect_ratio` takes precedence over the `figure_size`, and it modifies\n", - "the height. The effective width and height are:\n", - "\n", - "```python\n", - "width = figure_size[0]\n", - "height = figure_size[0] * aspect_ratio\n", - "```" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:09.332548Z", - "iopub.status.busy": "2024-01-09T15:13:09.332321Z", - "iopub.status.idle": "2024-01-09T15:13:09.617487Z", - "shell.execute_reply": "2024-01-09T15:13:09.616868Z" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "height": 600, - "width": 800 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "p1 + theme(\n", - " panel_background=element_rect(fill=gray, alpha=.2),\n", - " #dpi=120,\n", - " figure_size=(8, 6), # inches\n", - " aspect_ratio=1/3 # height:width\n", - ")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.4" - }, - "toc": { - "colors": { - "hover_highlight": "#DAA520", - "running_highlight": "#FF0000", - "selected_highlight": "#FFD700" - }, - "moveMenuLeft": true, - "nav_menu": { - "height": "189px", - "width": "252px" - }, - "navigate_menu": true, - "number_sections": true, - "sideBar": true, - "threshold": 4, - "toc_cell": false, - "toc_position": { - "height": "678px", - "left": "0px", - "right": "1388px", - "top": "106px", - "width": "212px" - }, - "toc_section_display": "block", - "toc_window_display": false, - "widenNotebook": false - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/examples/theme.out.ipynb b/examples/theme.out.ipynb deleted file mode 100644 index 9e32c0f5a..000000000 --- a/examples/theme.out.ipynb +++ /dev/null @@ -1,748 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#" - ], - "id": "44f3875b-0ad5-487f-bfa4-2913754fedbd" - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:02.985911Z", - "iopub.status.busy": "2024-01-09T15:13:02.985628Z", - "iopub.status.idle": "2024-01-09T15:13:03.874048Z", - "shell.execute_reply": "2024-01-09T15:13:03.873007Z" - } - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "from plotnine import (\n", - " ggplot,\n", - " aes,\n", - " geom_point,\n", - " facet_grid,\n", - " labs,\n", - " guide_legend,\n", - " guides,\n", - " theme,\n", - " element_text,\n", - " element_line,\n", - " element_rect,\n", - " theme_set,\n", - " theme_void\n", - ")\n", - "from plotnine.data import mtcars\n", - "\n", - "# We use theme_void as the base theme so that the modifications\n", - "# we make in the code are transparent in the output\n", - "theme_set(theme_void())" - ], - "id": "cell-0" - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:03.877728Z", - "iopub.status.busy": "2024-01-09T15:13:03.877452Z", - "iopub.status.idle": "2024-01-09T15:13:03.892410Z", - "shell.execute_reply": "2024-01-09T15:13:03.891787Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "text/html": [ - "\n", - "" - ] - } - } - ], - "source": [ - "mtcars.head()" - ], - "id": "cell-1" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The base plots we will use for the demonstation and some colors." - ], - "id": "3b4bf40e-9153-4e4b-a9f2-4cd2e943de5f" - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:03.941722Z", - "iopub.status.busy": "2024-01-09T15:13:03.941353Z", - "iopub.status.idle": "2024-01-09T15:13:03.948922Z", - "shell.execute_reply": "2024-01-09T15:13:03.948266Z" - } - }, - "outputs": [], - "source": [ - "p1 = (ggplot(mtcars, aes('wt', 'mpg', color='factor(cyl)'))\n", - " + geom_point()\n", - " + labs(title='mpg vs wt')\n", - " )\n", - "\n", - "p2 = p1 + facet_grid('gear ~ am')\n", - "\n", - "black = '#222222'\n", - "gray = '#666666'\n", - "red = '#FF3333'\n", - "green = '#66CC00'\n", - "blue = '#3333FF'\n", - "purple = '#9933FF'\n", - "orange = '#FF8000'\n", - "yellow = '#FFFF33'" - ], - "id": "cell-3" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "What the plots look like unmodified (unthemed)." - ], - "id": "99e7a5a0-890f-4676-87d9-71bcd1e1956a" - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:03.952352Z", - "iopub.status.busy": "2024-01-09T15:13:03.952105Z", - "iopub.status.idle": "2024-01-09T15:13:05.401091Z", - "shell.execute_reply": "2024-01-09T15:13:05.400288Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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I9bGMpsR+YJn7f1JKuWOS/5PRtN0bJjksqywfV2t9+3jNwSdmNHru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\nAAQAAACAhgkAAQAAAKBhAkAAAAAAaJgAEAAAAAAaJgAEAAA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- } - } - ], - "source": [ - "p1" - ], - "id": "cell-5" - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:05.405041Z", - "iopub.status.busy": "2024-01-09T15:13:05.404617Z", - "iopub.status.idle": "2024-01-09T15:13:05.908338Z", - "shell.execute_reply": "2024-01-09T15:13:05.907517Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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H99opdY+NNgIwvX77w93O4BpJHpXkYRlOVz4nyUeSvLTXb39rnv0BAADAvJRa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\nuivU7Lj249m2wmoEgAAAAAAbx/EZ7u47iROSfGS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- } - } - ], - "source": [ - "p2" - ], - "id": "cell-6" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "There are 3 main top level theming elements:\n", - "\n", - "1. `text` - controls all the text elements in the figure.\n", - "2. `rect` - controls all the rectangles in the figure.\n", - "3. `line` - controls all the lines in the figure.\n", - "\n", - "Note that none of the `themeables` control/modify the plotted data. e.g\n", - "You cannot use `text` to change the appearance of objects plotted with\n", - "`geom_text`.\n", - "\n", - "**text**" - ], - "id": "e5a40ff0-9bba-4a61-957e-d2feccb27476" - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:05.911946Z", - "iopub.status.busy": "2024-01-09T15:13:05.911693Z", - "iopub.status.idle": "2024-01-09T15:13:06.197644Z", - "shell.execute_reply": "2024-01-09T15:13:06.196894Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - 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p08NJrxpO+vXq66v3VFesnjUafMnGHZ+aO774Doa/xNzxJ4+tUwAAAABOBgLA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\nKTun+o7x6tJLT0BLAAALSwAIAMAJtbK8dsnq3dWZOyh/dXWT8eqS37Q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m9fFfvSEe+Og7Ymkh8yTVJ26LcxqaorQoEy3/9K6YW+g8XeVdr4kn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PXmZ7LV7+sctVRrZXe9bhivwfCwCYgX6nfWCS4yY45YZJrj+dbgAA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\narPWAeBGeIg2ADBD+249NFe/6l1zxGG3y9atB+fSS8/LT8/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AwU7ruh59BgAAAADgTrwB\nCAAAAADBFIAAAAAAEEwBCAAAAADBFIAAAAAAEEwBCAAAAADBFIAAAAAAEEwBCAAAAADBFIAAAAAA\nEEwBCAAAAADBFIAAAAAAEEwBCAAAAADBFIAAAAAAEEwBCAAAAADBFIAAAAAAEEwBCAAAAADBFIAA\nAAAAEEwBCAAAAADBFIAAAAAAEOwv5o/jSNK6bUkAAAAASUVORK5CYII=\n" - } - } - ], - "source": [ - "p1 + theme(\n", - " line=element_line(color=black)\n", - ")" - ], - "id": "cell-13" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Theming specific items\n", - "\n", - "### axis_line and axis_text" - ], - "id": "69075df6-be17-4dd0-ace0-01eef775a95c" - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:06.694624Z", - "iopub.status.busy": "2024-01-09T15:13:06.694388Z", - "iopub.status.idle": "2024-01-09T15:13:06.964951Z", - "shell.execute_reply": "2024-01-09T15:13:06.964191Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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68pE1e0TqZxYmyTET7GPdVVW1rZTyjiTPT3KPUsqhVVWNtPp2oV3e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\ngAbbY9INAAAwXTrt/tWTzCTZK8kPk3y122tVk+0KAIBdJQAEgP+/vTs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- } - } - ], - "source": [ - "p1 + theme(\n", - " axis_line=element_line(size=2),\n", - " axis_line_x=element_line(color=red),\n", - " axis_line_y=element_line(color=blue),\n", - " \n", - " axis_text=element_text(margin={'t': 5, 'r': 5}),\n", - " axis_text_x=element_text(color=black),\n", - " axis_text_y=element_text(color=purple)\n", - ")" - ], - "id": "cell-16" - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:06.967849Z", - "iopub.status.busy": "2024-01-09T15:13:06.967618Z", - "iopub.status.idle": "2024-01-09T15:13:07.215943Z", - "shell.execute_reply": "2024-01-09T15:13:07.215240Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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AAwAAAECDCQABAAAAoMEEgAAAAADQYAJAAAAAAGgwASAAAAAANJgAEAAAAAAa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\nT/KNMWu/leSkKfYCAMAGCAABAFhVt9fameS3k1y+TunOJE/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- } - } - ], - "source": [ - "p1 + theme(\n", - " axis_line=element_line(size=.7, color=gray),\n", - " \n", - " # We are focusing on the ticks, make them long\n", - " axis_ticks_length=20,\n", - " axis_ticks_length_minor=10,\n", - " axis_ticks_length_major=20,\n", - " \n", - " axis_ticks=element_line(size=2),\n", - " \n", - " axis_ticks_major=element_line(color=purple),\n", - " axis_ticks_major_x=element_line(size=4), # override size=2\n", - " axis_ticks_major_y=element_line(color=yellow), # override color=purple\n", - " \n", - " axis_ticks_minor=element_line(color=red),\n", - " axis_ticks_minor_x=element_line(), # do not override anything\n", - " axis_ticks_minor_y=element_line(color=gray), # override color=red\n", - "\n", - ")" - ], - "id": "cell-17" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### axis_title and axis_ticks_pad" - ], - "id": "d258b31d-cd8f-4656-b155-47b1372e7b77" - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:07.218745Z", - "iopub.status.busy": "2024-01-09T15:13:07.218513Z", - "iopub.status.idle": "2024-01-09T15:13:07.518008Z", - "shell.execute_reply": "2024-01-09T15:13:07.517429Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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AEAAAAAAabMu8GwCYp36nXZLcPsmtkxyQ5PtJ3tHq9k6fZ18AAACwWgSAwIbV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\nAAgAsA51e62zkrxuzPJfRAAIALBhCQABANavZyX59Ao15ya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Aa1hKcjWTX/Rd66m+xSSP\nD+ZdTHLuBvc+nuSVJI8k+bDr8lGSS5n8wnCSnOlDIQAAzOQJQACATWotV5KcHp1eLQCOz59s7V/v\n+ht7K8mf/fjVJB8k+STJp/3f3vWtFgCArUYABACYj2HYu5rky1XmLWbl6b3x9/6jtXyd5KkkRzPZ\nPvzH6PsAAHBDC8vL/v8IAAAAAFV5AhAAAAAAChMAAQAAAKAwARAAAAAACvsHEZYpKVgprKwAAAAA\nSUVORK5CYII=\n" - } - } - ], - "source": [ - "p1 + theme(\n", - " axis_line=element_line(size=.7, color=gray),\n", - " axis_ticks=element_line(),\n", - " \n", - " axis_title=element_text(),\n", - " axis_title_x=element_text(color=blue),\n", - " axis_title_y=element_text(color=red),\n", - " \n", - " # The gap between the title and the ticks\n", - " axis_ticks_pad=20,\n", - " axis_ticks_pad_major=20,\n", - " axis_ticks_pad_minor=20\n", - ")" - ], - "id": "cell-19" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### axis_ticks_direction" - ], - "id": "c7b0e13e-bbf9-4789-92bd-751af3e43ecf" - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:07.520953Z", - "iopub.status.busy": "2024-01-09T15:13:07.520637Z", - "iopub.status.idle": "2024-01-09T15:13:07.760584Z", - "shell.execute_reply": "2024-01-09T15:13:07.760007Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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AALA2CQBZl1rd3n8nuWaS30/y1iQfS/LeJI9PcpVWt9edX3cAAAAAa8eWeTcA\n+6rV7V2Y5M3DDwAAAACLMAIQAAAAABpMAAgAAAAADSYABAAAAIAGEwACAAAAQIMJAAEAAACgwQSA\nAAAAANBgAkAAAAAAaDABIAAAAAA0mAAQAAAAABpMAAgAAAAADSYABAAAAIAGEwACAAAAQIMJAAEA\nAACgwQSAAAAAANBgAkAAAAAAaDABIAAAAAA0mAAQAAAAABpMAAgAAAAADSYABAAAAIAGEwACAAAA\nQIMJAAEAAACgwQSAAAAAANBgAkAAAAAAaDABIAAAAAA0mAAQAAAAABpMAAgAAAAADSYABAAAAIAG\nEwACAAAAQIMJAAEAAACgwQSAAAAAANBgW+bdAGx0/U770CQPSHJ8ksOS/CTJvyf5eKvbq/PsDQAA\nAFj/jACEOep32g9McmqS1yR5cJJ7J3lUko8m+Xy/077O/LoDAAAAmkAACHPS77QfmuQNSY5aouQm\nST7e77SvMbOmAAAAgMYRAMIc9Dvto5O8fIzSyyd58ZTbAQAAABpMAAjz0Uly6Ji1d+932tecYi8A\nAABAgwkAYT5+Z4LakuRu02oEAAAAaDYBIMzHpSesP3IaTQAAAADNJwCE+fjFhPWnT6ULAAAAoPEE\ngDAfb5ugdleSd0+rEQAAAKDZBIAwH/+W5Kwxa9/a6vZ+NM1mAAAAgOYSAMIctLq9c5I8JIPRfcv5\nXpL/N/2OAAAAgKYSAMKctLq9dye5ewYh32I+mOT2rW7vJ7PrCgAAAGiaLfNuADayVrf3wX6nfe0k\nd0lyfJLDk/wkSa/V7X1jrs0BAAAAjSAAhDlrdXu7krxv+AEAAABYVaYAAwAAAECDCQABAAAAoMEE\ngAAAAADQYAJAAAAAAGgwASAAAAAANJgAEAAAAAAaTAAIAAAAAA0mAAQAAACABhMAAgAAAECDCQAB\nAAAAoMEEgAAAAADQYAJAAAAAAGgwASAAAAAANJgAEAAAAAAaTAAIAAAAAA0mAAQAAACABhMAAgAA\nAECDCQABAAAAoMEEgAAAAADQYAJAAAAAAGgwASAAAAAANJgAEAAAAAAaTAAIAAAAAA0mAAQAAACA\nBlvVALCUcsxKn1rrar4SAAAAAFjGllV+3ikrFezevTubN2++YJXfCwAAAAAswhRgAAAAAGiw1R4B\neOxKBZs2bfrOKr8TAAAAAFjCqo4ArLWeutKnlLKarwQAAAAAlmEKMAAAAMAUlFJ+v5TyH6WU00op\nF5ZS6vDTmXdvTVFKOaCU8o3hz/UF8+5nOaWUq4/8M9BdoubTy13fV6s9BRgAAABgwyulvCTJY+bd\nx7hKKU9IcukkZ9ZaXzTXZibzJ0mum+TMJM+dbyur4ilJdiR5aClle631v1fjoQJAAAAAgFVUSrlp\n9oZ/v0jy4iQnJ9k5PPf5efS1gickuVqSHyR50Vw7GVMp5egkTx1+fXGt9Yx59rMaaq0fLaV8PMkd\nkjxv+Ot+EwACAAAArK57jBw/vtb6hrl10mxPTnJkkvOT/NOce1lNf59B8Hf7Uspdaq0f2N8HWgMQ\nAAAAYHUdO3K8Fkf7rXullMOT/PHw65trrb+YZz+r7P1Jfjg8fvJqPFAACAAAALC6Dho5Pn9uXTTb\ngzNYszBJTpxjH6uu1ro7yeuGX+9cSjluf58pAAQAAADYT6WUrXt2eE1ywsil743s/Hqx3V1LKZct\npTyslHJiKeWLpZQzh7sFnz78/k+llOtN2MeNSikvKKV8rpTys+HzziqlfKGU8vJSyl1LKZtG6r8/\n7Plqw1NXW9Dvns+zlnjfpUspf15K+fhwt+MLSik/LaX8VynlL0opl16h32eNvGPryM/ydaWU75ZS\nzh29NqIz/PUXGWyaMe7P526llNeUUk4e+Xn/bNj/35RSbjJSu6WU8uPh+88spRw6xvMPL6WcPbzn\n1FLK5nF7W+CtI8cnLFk1JmsAAgAAAMxYKeWaSb6ZxbOZo4afGyd5XCnlmbXWv1rheYckeWkGwVhZ\ncPlSSW4y/Dwqyb2TvHOfm9/7zrtnMFLt6AWXLjf83C7Jk0spD6m1vm/MZ/5zksetUHOlJLcZfv1E\nrXXXGM+9apJektsucvmySW4//PxFKeXStdazaq0XlVJeleQZGaw1+IAk/7rCqx6U5Ijh8avH6W0J\nX8xgZ+NLJ7lv9m52sk8EgAAAAAD776tJ7jM8fnyS3xweb0vy05G6PWu7HZhBLvPDJB9J8pUkpyW5\nIIPw7DZJ7p/kkCTPKaX8otb6ssVeXEo5KMmHMgjckuSiJG9L8tEkP0tyaJLrJvmtJDfPxQPCRw6v\nv2L43p8Nzy108oJ33iWDEHFPtvTpDAK2Hye5UpL28PdwdJJ3llJ+Z4zNLJ6S5G7DHk5M8uXh+Zsm\nOXuk7i4jx59a4Zl7wtb/TnL54anTh71+bvjcozMIW++RwUjI0Z/PKzMI3zZn8HNZKQDcNvx1V5JX\nrdTbUmqttZTyP0l+O8lxpZSr11q/v6/PEwACAAAA7Kda68+TvCNJSin3Hrn0wSWCm58muUOt9b+W\neOTLSynPTPKBJNdJ8jellNfWWn+5SO3zszf8+1aSe9Zav7lI3V+UUm6UZOdI3x8c9vyi4alza63v\nWKKnDGsPzyCg25MrPSvJc2qtdaTmn4fn/3JYd2Ip5dq11nOWefTdMgjq7lFrPWPk/OsW1N165PjT\nK/S6KYPptHvCv3cleWit9axFyh8zHNX4f+s21lpPKaW8J8m9ktymlHKjWutXlnjXzZPcbPj1/bXW\nU5brbQz/nUEAmAzC1O/v64OsAQgAAAAwY7XW05cJ//bUfD/Jo4dfj8wghLqYUsqxGUzrTZJzktxt\nifBvzzO/Umv91j41vdfDklxhePy+WuuzR8O/4XtqrfWZSf5jeOoKSf5whef+Ksn9F4R/i7nRyPHJ\nS1YN3D+Dqc9J8oXh8xcL/5Iktdb31VoXbtwyOvJysdGRe2wbOd6+Ql/j+MbI8a/tz4OMAASAOeh3\n2tdM8kcZTDXYlMFfXF7d6va+NtfGAABYa0ZDwtskef2C6w9IcsDw+JW11u/OoKf7jhz//Qq1f5Pk\nriP3/dMytW+rtf5ojPdffeT49BVqHzJy/Mxa6wVjPH+hDyXpJ2kl+YNSylNqreeNFpRSjkjywOHX\nU5K8fx/es9Do7+3q+/MgASAAzFC/0z4wg8WZ/ygXX1vkbkn+pN9pvy1Jp9XtLTc1AgCAhiiltJI8\nNMkdkxyXwUi/Q5YoP2aRc3cYOd7vjT1WUkopSW41/HpuLh5QLuYTGYzsOyzJLUspm2qtu5eo/fiY\nbezZdOTcRUbrLbTn53N+BtOpJzZcj297BlOtL51B6NpdUPagJIcPj1+1H5t/jPrFyPHCjVYmYgow\nAMxIv9PelOTfkzw8l9yZbY/7Jnlfv9M+aGaNAQAwF6WUZ2UwzfMZSX4jyRWzdPiXDHbzXWg0FPz6\nqjW3fA+HDo+/s0yYlyQZXu8Pvx6SQYC2lFPH7GHP35WX/Y/mw1F5e35m39nH0X97vCZ71wZcbBrw\nnnO7krx6P94zanTjk+X+uViREYAAMDv3zcWnSyzl9hms47Lc9AgAANaxUsqfJnnm8OvuJCdlMFru\nhxkEW6Nh1duHv25e5FGjoeBiG4SstiNGjn815j2jfR2RpaftnrfE+YV2ZhCILRaIjlq1n02t9fRS\nypsyGK1521LKDWutX02SUsotsnfzj/eMOY15HEeOHI/7s1mUEYAAMDuPmaD20cMRgwAANEwp5eAM\ndsdNBsHUbWutd661PrPW+upa65tqre8Y7sb7oRUeNzpK7PAlq1bP6Ki7w8a8Z7Sv1VjqZs/U2EOG\nP8ulrPbP5uUjx49c4ng1Nv/Y4zIjxyutdbgs/8cCAGag32kfmmTrBLdcJ8k1p9MNAABzdtvsDaS2\n11r/Z5naa6zwrNFps9ffr67Gc3b2jvy7Zill2WxpeP1aw6/nJTlzFXr43sjxkmvj1VrPSbJnx99r\nlVIO3J+X1lo/lcFOwknykFLKIQs2//hB9nGdwSWM/t6+vz8PEgACwGwcsXLJqtwDAMDad8WR4/6S\nVQN3W+H6x0aO77Vv7SQZTENOll6rOslgQ4wknxl+PSzJ7VZ47u2yN+z8zEprBo7pKyPH11uhds/G\nIgcnucsqvHvPKMBLJ/n9XHzzj1eu0u9vj9FA90v78yABIADMxpkZLAg8iZ9PoQ8AAOZvdO281lJF\npZSjkjxhhWe9MXvXC3xkKWVfZ5HsWSNvnGm9bx05/rMVav98ifv2x6dGjm+9Qu1rR46fs7+jAJO8\nIXtHFT4ye6f/XpTBRiGr6TYjx59asmoMAkAAmIFWt7czybsmuOXTrW7vlGn1AwDAXH02SR0eP7yU\ncq2FBaWUo5O8I8mVl3tQrfXU7B2VdniS95dSjluqvpRyg1LKtRe5tGda7WVKKVddvv10k5w2PL5H\nKeUZS7zrGUnuPvx6WpJ/XeG54/pg9v78VgoA35rk88PjmyR5cynlyKWKSyl3WW5dwVrrr7I3VPz1\n7N3841211v9doZexlVJKklsNv36z1vqD/XmeXYABYHZenOQ+E9QCANBAtdYfl1LenMEU0iOTfLGU\n8qoMpnlelOSmSU7IYBOIbpLOCo/8syS3zCCQuk6Sr5RS3p7ko0l+muTQ4fnjMwjM7pvk2wue8eEk\n9xwev72U8i9JfpS9U4P7tdb+sP9fllJOSPLeDHYmfk4p5W4ZjEb83wymOLczWOsww9/TCcM1+fZb\nrfW0Usonktw+ye1LKQfUWi9conZ3KeX+GYygu9zw9/jdUkovyecyWNPwqCQ3THKPDNYrPCrJ+cu0\n8C9JHrfg3Gpu/pEkN87eXYDfvlzhOASAADAjrW7vpH6n/bwkT1mh9HUZTC0AAKC5HpXB9N+bZTBy\n7wmL1LwlyR9nhQCw1rqzlPJbGYRQf5DkgAzCxd9f4pbF1ql7TZJHJ7nusKdXLLj+7CTPGnnnB0op\n98rg765HZRD23TaXdEaSh9RaV3NzjGQwCu/2GWyUcY8MRksuqtb63VLKrZO8Kckthvc8epln12Wu\npdb69VLKR5P8xvDUd7Pybs2Tut/I8Yn7+zBTgAFgtv48yZ8kOX2Ra79M8twkD2t1e8v+pQMAgPWt\n1npGBhtkPDHJ/yQ5J8nOJD9M8rYk96m13r/WutxItNHnnVtrfUgGAddLk3wtg7XqdmWwHvXnk7ws\ng1GA717k/l9lsObcczKYonxWFg8KR+95b5JrJnlqkk9ksIb1RcNfP5nkaUmuOaxbbW/IIFxMkoeu\nVFxr/V4GU2rvM7z3e0nOTXJhBqMkP57B38WvX2s9a6nnjPjgyPErh5ujrIrhzskPGX79SK315P1+\n5ir2N5Zt27btTJLt27cfNNMXA8Aa0u+0D8lg6sWNM/gPcicneWOr21uVaREAANB0pZTnZhAyXpDk\nmFrrz2b47i9m8Hf5C5McW2s9bfk7Jnr23TOYXp0kd6u1/sf+PtMUYACYg1a3d16S1w8/AADA5F6Q\n5LEZrJX3lCR/OouXllJum0H4lyRvW83wb2jPzsqfWI3wLzEFGAAAAIB1aDiN+m+GXx9TSrnitN85\n3J33r0ZOvWiVn3/HJHfMYB3CldYOH5sAEAAAAID16oUZLKdzSAZrEa66UsqNSil3LaU8MIP1E48f\nXnpvrfVTq/y65w9/fW2t9ZOr9VBTgAEAAABYl2qtFya53pRf86QkJyw499Msv5PwPqm13nq1n5kY\nAQgAAAAA49iV5PtJXpPklrXWH863nfEZAQgAAAAAS6i1dpJ05tzGfjECEAAAAAAaTAAIAAAAAA0m\nAAQAAACABhMAAgAAAECDCQABAAAAoMEEgAAAAADQYAJAAAAAAGgwASAAAAAANJgAEAAAAAAaTAAI\nAAAAAA0mAAQAAACABhMAAgAAAECDCQABAAAAoMEEgAAAAADQYAJAAAAAAGgwASAAAAAANJgAEAAA\nAAAaTAAIAAAAAA0mAAQAAABgv5VS3llKqcNPd979sJcAEAAAAID9Ukr5vST3nHcfLE4ACAAAAMA+\nK6UcmeSfk5yV5OQ5t8MiBIAAAAAA7I/nJblSkqclOW3OvbAIASAAAAAA+6SUcvskj0jymSQvn3M7\nLGHLvBsAAAAA4JL6nfamJMdnsLbe0UlOT/KuJB9pdXu759lbkpRSDkzyyiS7kzyq1rq7lDLnrliM\nEYAAAAAAa0y/075lkq8n+WCSxyZ50PDXDyb5+vD6vD01yXWTvLTW+vl5N8PSBIAAAAAAa8gw3NuR\n5LglSo5LsmOeIWAp5XpJ/iLJj5M8fV59MB4BIAAAAMAaMZz2+7okh65QemiS1w3rZ6oM5vm+IsmB\nSZ5Qaz1n1j0wGQEgAAAAwNpxfJYe+bfQcUnuNMVelvLIJLdP8v5a65vn8H4mJAAEAAAAWDvuOWH9\nvabSxRJKKVdK8vdJzstgTULWAbsAAwAAAKwdR09Yf9RUulja3yY5MsnfJPlpKeXwBdc3D3/dMnLt\n3Frr3Hct3siMAAQAAABYO06fsP6MqXSxtKsPf31qknMW+dx+eP3BI+d+bbYtspAAEAAAAGDteNeE\n9e+cShc0igAQAAAAYO34SJJvjll7cpL/nGIvl1Br3VprLUt9knx0WHriyPkvzrJHLkkACAAAALBG\ntLq93UkekuTcFUrPTfLQYT0sSwAIAAAAsIa0ur3PJNmapUcCnpxk67AOVmQXYGAi/U77xkkekeQG\nSUqSryZ5Zavb+9JcG4M1ot9pXybJw5LcOclhSU5L0kvyzla3d+E8ewMAYP1odXuf6Xfa109ypyT3\nymC33zMyWPPvI61ur86zP9aXUuts/3nZtm3bziTZvn37QTN9MbBf+p324UlOTHLfJUrekcHw83Nm\n1hSsMf1O+9FJXpDk4EUu/yDJ/Vrd3udm2xUAALDRmQIMrKjfaR+YwU5US4V/SXLvJO8e1sKG0++0\nH5PkpVk8/EuSqyU5qd9p32h2XQEAAAgAgfF0kvzmGHW/keQPp9sKrD39TvvyGYz8W8kRSV485XYA\nAAAuRgAILKvfaZckj5nglkcP74GN5A+TjLu0xW/0O+0bTLMZAACAUQJAYCWXS/JrE9TfKMkVptQL\nrFW/PeV6AACAfSYABFZyxIzugfVs0n/mD59KFwAAAIsQAAIr+XmSSbcL/9k0GoE17KdTrgcAANhn\nAkBgWa1u76wkH5jglg+0ur0zp9QOrFVvnKD2wiRvn1YjAAAACwkAgXH885RqoSnelOS0MWt7rW7P\nCEAAAGBmBIDAilrd3vuTvGCM0n9sdXvvm3Y/sNa0ur3zk/x+kvNWKP16kidMvSEAAIARAkBgXH+a\nQXCx2Pp+P0vyxCRPnmVDsJa0ur2PJdma5LOLXL4oyb8nuUOr2zt9ln0BAACUWidd23//bNu2bWeS\nbN++/aCZvhhYFf1O+6Ak90xyw+GpryV5Z6vb2zm/rmBt6Xfat0xy5wx2+/1Jkre2ur0fz7crAABg\noxIAAgAAAECDmQIMAAAAAA021QCwlPK1hZ9du3YdMM13AgAAAAB7GQEIAAAAAA021QCw1nqDhZ/N\nmzdfOM13AgAAAAB7GQEIAAAAAA0mAAQAAACABhMAAgAAAECDCQABAAAAoMEEgAAAAADQYAJAAAAA\nAGgwASAAAAAANJgAEAAAAAAaTAAIAAAAAA0mAAQAAACABhMAAgAAAECDCQABAAAAoMEEgAAAAADQ\nYAJAAAAAAGgwASAAAAAANJgAEAAAAAAaTAAIAAAAAA0mAAQAAACABhMAAgAAAECDCQABAAAAoMEE\ngAAAAADss1LK5Uspzy2lfKGUcmYp5dxSyndLKW8rpXTm3R/Jlnk3AAAAAMD6VEq5Z5ITk1x6eOr8\nJBcmucbw82tJuvPojb2MAAQAAABgYqWUOyd5Swbh3+uS3LDWekit9VJJjkpy9yRvmF+H7GEEIAAA\nAAATKaUcnuQ1SQ5I8rxa65+NXq+1npnk/cMPc2YEIAAAAACT6iQ5NsmPkjxjvq2wEiMAAQAAANag\ndr+zKcnxSe6Z5Ogkpyd5V5KP9Frd3fPsLckfDH99S631grl2wooEgMC61O+0Swb/InxUkttmMOz8\n+xksLvu6Vrd3ztyaAwAA2E/tfueWGayrd9yCS49N8s12v/OQXqv7mdl3lpRSDk5ys+HXz5dSjstg\nFOCdM1j77ydJTspgavDX59EjF2cKMLDu9Dvtw5O8O8mHktwvyZWTXC7JLZO8NMm3+p32LebXIQAA\nwL4bhn87csnwb4/jkuwY1s3D1TIYhJEk10ny+SQPTnKpDHYBvmqSEzIIB+8/lw65GAEgsK70O+1N\nSd6U5B7LlF0xyQf7nXZrNl0BAACsjuG039clOXSF0kOTvG5YP2tHjRz/RZKzM/j/aIfXWo9MctMk\nn01yUJITSyn+v9mcmQIMrDd3TXK3MeqOSvLsDP4rFEP9TvvaGYyavFwG/5J+f5LPtLq9OtfG+D/t\nfueADNZ4uXkG/57uJ3lTr9U9c559AQAwM8dn6ZF/Cx2X5E5JPjy9dha1acHxCbXWD+45UWv9Yinl\nnkm+neSwJH+S5DGzbZFRRgAC680fT1B7/36nfbmpdbKO9Dvtq/Q77fcm+VaSv03yxCTPSvLpJJ/p\nd9o3W+Z2ZqTd7/xhkh8meUsG/yX1T5NsT/Kjdr/z/GE4CABAs91zwvp7TaWL5Y2uuf710fBvj1rr\n/yZ5w/DrnWfSFUsSAALrze0mqD0gyYZfC7DfaR+T5JNJ7r5Eyc2TfKzfad96dl2xULvfeUqSV2cw\nhX2hQ5M8Ockb2/3O5pk2BgDArB09Yf1RK5esuh+PHJ+8TN2ea8dOsRfGIAAE1puDJ6w/aCpdrC/b\nM1iEdzmHJXljv9O2NMQctPudmyb5+zFK75PBztcAADTX6RPWnzGVLpZRa/1FBjv9jn3LtHphPAJA\nYL354YT1p0yli3ViuObfUiP/FrpaJp9uwOp47AS1j2v3O2VqnQAAMG/vmrD+nVPpYmUfGv563WVq\n9lz7/nRbYSUCQGC9OXGC2q9lsB39Rna/CevvP5UuWNIwzJvk535ckhtOqR0AAObvI0m+OWbtyUn+\nc4q9LGfP/ze7finlLgsvllKulORBw6/vnVlXLEoACKw3r0py1pi1/2B320y6CYpNU2bvwCRHTHiP\nPycAgIbqtbq7kzwkybkrlJ6b5KHD+pmrtX4kyfuHX7ullLuVUjYlSSnlxhmMTDwsgynNL5xHj+wl\nAATWlVa397MMRrWdt0LpizPZaMGmOnvK9ey/C5LsnPAef04AAA3Wa3U/k2Rrlh4JeHKSrcO6eXpw\nki9ksJHd+5L8spRyVpIvJrllBusT3me4IzBzJAAE1p1Wt/eRDHYDfm8uuZjst5M8Msn/M/ovSfIf\nU65nP/Va3ZrkAxPc8pMkX55SOwAArBHDcO/6SX4ryUuSvH74628luf4aCP9Saz0jyW2SPCnJZ5Nc\nlMEMl28leVGSG9VaPza3Bvk/dnsE1qVWt/eFJL/T77SvnuRWGfxL5ntJ/rvV7c1lCPwa9T9JPpfk\n5mPUnpXBXyqYvZdm/A1YXtlrdS+YZjMAAKwNw+m9Hx5+1qRa6wVJ/nH4YY0SAALrWqvb+37sKLWk\nVrdX+532tiQfS3LoCuWPanV7v5pBW1zShzKYsn7CCnVfSvL86bcDAAA0iSnAAA3X6vY+l+ROSX64\nRMlZSR7Y6vZ6s+uKUcNpwA9P8s9JlhrB+uEkx/da3XNm1hgAANAIpdbZLpG1bdu2nUmyffv2g2b6\nYoANrt9pH5Dkd5PcP4NdZM/OYM2/N7S6vV/Oszf2avc7V80gDLxFBiP1+0le02t1PzvXxgAAgHVL\nAAgwBe1+pyQ5IsnOXqs76Q6v61a739mU5PAk5/Va3Qvn3Q8AAADWAARYVe1+59pJHpvkoUkuPTz3\n2SQvT/L6poaB7X7n5kkel+T3kxySpLb7nZOSvCzJ24eLFwMAADAH1gAEWCXtfuf+Sb6a5PEZhn9D\nt0jy6iQfa/c7l51Da1PV7neelOSzGWxgccjwdMlg3cG3JHl7u985eE7tAQAAbHgCQIBV0O537pDk\nDUkOXKbsVkne0e53Ns+mq+lr9zt/kOQfVii7Z5JXzqAdAAAAFiEABFgdz8l4yyrcLsndp9zLTAyD\nzL8es/wP2v3O9afZDwAAAIsTAALsp3a/c1ySrRPc8qgptTJrd01y1Qnqt02rEQAAAJYmAATYfzeZ\nsP6m02hiDm4yYX1Tft8AAADrigAQYP9NuqZfU9YA3Ki/bwAAgHVFAAiw/7415fq16tsT1jfl9w0A\nALCuCAAB9t/nknx5gvpXTauRGXtHktMnqG/K7xsAAGBdEQAC7Kdeq1sz/m6430nypim2MzO9Vve8\nJC8Ys/yjST45xXYAAABYggAQYBX0Wt03JXn6CmWnJrn7MDhrir9L8poVar6c5P7DoBQAAIAZEwAC\nrJJeq/vXSe6e5MMLLp2R5B+T3KLX6jZqHbxeq7s7ycOTPCTJZxZc/lGSv0xy+16r+7NZ9wYAAMBA\nqXW2AzK2bdu2M0m2b99+0ExfDDBD7X7nmCTHJNmZ5Bu9Vvf8Obc0E+1+55pJrpDklxn8vi+ac0sA\nAAAb3pZ5NwDQRL1W99QMpvxuKL1W97tJvjvvPgAAANjLFGAAAAAAaDABIAAAAAA0mAAQAAAAABpM\nAAgAAAAADSYABAAAAIAGEwACAAAAQIMJAAEAAACgwQSAAAAAANBgAkAAAAAAaDABIAAAAAA0mAAQ\nAAAAABpMAAgAAAAADSYABAAAAIAGEwACAAAAQIMJAAEAAACgwQSAAAAAANBgAkAAAAAAaDABIAAA\nAAA0mAAQAAAAABpMAAgAAADAxMrAg0sp/1FKOa2UcmEp5ZxSypdKKc8vpVxl3j0ysGXeDQAAAACw\nvpRSDk7y9iR3HTl9dpLDkvza8LOtlHKvWutJc2iREUYAAgAAADCpp2dv+PesJJeptR6Z5OAkv52k\nn+SIJL1SyiFz6ZD/IwAEAAAAYFIPHv56Yq312bXW05Ok1npRrfVDSR4wvH75JHecR4PsJQAEAAAA\nYFJXGv762SWufzHJRcPjw6feDcta1TUASynHrFTziEc8IqWU1XwtAAAAQON02v1NSY5Pcs8kRyc5\nPcm7knyk22vtnmdvSb6X5LpJbrHE9ZtkkDvtziAMZI5WexOQU1Yq2L17dzZv3nzBKr8XAAAAoDE6\n7f4tk7wuyXELLj02yTc77f5Dur3WZ2bf2f/ZnuSFSU4opXw3yUtqraeXUrYk2Zrk5cO6l9ZavzOn\nHhkyBRgAAABgDRmGfztyyfBvj+OS7BjWzcuLk7woSU3y7CS/KKWcleT8JB9KsivJY2utj59bh/yf\n1Q4Aj13ps2nTJqP/AAAAABYxnPb7uiSHrlB6aJLXDetnrta6K8mTMxiRuHN4+lJJNg+PD01yeCnF\n4LM1YFX/EGqtp670sf4fAAAAwJKOz9Ij/xY6LsmdptjLkkopl0/ysSQvTfLmJDfNYLOPa2YQCh6R\n5O+SvH4e/XFxq70GIABrULvfOSSDvxwckOSHvVb3tDm3BAAALO6eE9bfK8mHp9HICl6b5NeTdGut\nDxs5/70kLy2lfD3JR5K0SymvrbW+fw49MiQABGiwdr9zlSRPSdLJYDh+ktR2v/O+JM/vtbofnVdv\nAADAoo6esP6oqXSxjFLK9ZLcZfj1BYvV1FpPKqV8IcnNMggpBYBzZB42QEO1+50bJflcksdnb/iX\nJCXJPZKc1O53HjuP3gAAgCWdPmH9GVPpYnnXHzn+7jJ1e65dfXqtMA4BIEADtfudS2XwX9iusExZ\nSfLidr9z19l0BQAAjOFdE9a/cypdLG/3yPFVl6nbc+3sKfbCGASAAM300CRXGbP2L6bZCAAAMJGP\nJPnmmLUnJ/nPKfaylC+OHD9qsYJSyi2S3Hz49dPTbojlCQABmunhE9Tesd3vXGdqnQAAAGPr9lq7\nkzwkybkrlJ6b5KHD+pmqtX4vyX8Mvz6ulPK8UsoVk6SUckgp5X5J3pFkc5KzknRn3SMXJwAEaKbj\nJqwXAAIAwBrR7bU+k2Rrlh4JeHKSrcO6eXlYkq9lkC39aZL/LaWck+RXSd6SwYyks5P8Xq31F3Pr\nkiQCQICm2jVh/cz/qyEAALC0Ybh3/SS/leQlSV4//PW3klx/zuFfaq0/SXKLJI9LsiPJL5IcnEEA\n+OUk/5DkhrXWD8+rR/baMu8GAJiKLya53Zi1uzP4FzQAALCGDKf3fnj4WXNqrednEEq+ZN69sDwj\nAAGaafsEte/ptbqnTq0TAAAA5koACNBMb8p4o/p2JvmrKfcCAADAHAkAARqo1+ruTHL3JF9dpuy8\nJPfvtbqfnU1XAAAAzIMAEKCheq3uj5LcOsljcvEg8PQk/5jkhr1W993z6A0AAIDZsQkIQIP1Wt1z\nk7wsycva/c6hSQ5Mcnav1bXrLwAAwAYhAATYIIZh4Lnz7gMAAIDZMgUYAAAAABpMAAgAAAAADWYK\nMAAwE+1+Z0uS2ye5cgbT0T/Za3V/Ot+uNqZOu3/jJNdNsjvJl7u91jfn3BIAAFMkAAQApqrd72xO\n8sQkj09yzMilC9v9zluSPK3X6n5vLs1tMJ12/95JnpbkFgvOfzTJs7q91o45tAUAwJSZAgwATM1w\n1N+bkjwvFw//kuSAJA9M8ul2v3PDWfe20XTa/ScmeXsWhH9Dv5Hkw512/4Gz7QoAgFkQAAIA0/S0\nJPddoeZySd7d7ncOnEE/G1Kn3f/NJC9YoWxzkhM77f71Z9ASAAAzJAAEAKai3e8cnORxY5ZfPSsH\nhey7J41Zd0DG/zMDAGCdEAACANNytySXmaD+hGk1spF12v3LJbn7BLf8Qafdt040AECDCAABgGm5\n2pTrGc8xScoE9YcnOWpKvQAAMAcCQABgWnZOuZ7x7MvP1Z8FAECDCAABgGn55JTrGU8/yc8nqP9a\nt9c6e1rNAAAwewJAAGAqeq3ul5L89wS3vHxavWxk3V7rgiSvmuCWl02rFwAA5kMACABM058muWCM\nulf2Wt2vTruZDewfk/xwjLovJelOtxUAAGZNAAgATE2v1f1Ekvsm+eUyZd0kj5lJQxtUt9f6WZLj\nM5gOvJTPJrlrt9c6dzZdAQAwKwJAAGCqeq3ue5NcK8lTk3wtyRlJfpTk35L8eq/VfViv1b1wji1u\nCN1eq5/kRklOSPJfGawL+NMkH0rye0l+vdtr/WR+HQIAMC2l1jrTF27btm1nkmzfvv2gmb4YAAAA\nADYgIwABAAAAoMEEgAAAAADQYAJAAAAAAGiwLfNuAADYGDrt/tFJ7pPkyknOTXJSt9f6/Hy7AgCA\n5hMAAgBT1Wn3D0/yDxnsPnvwgmufTvL/ur3Wp+fRGwAAbASmAAMAU9Np9w9L8uEk27Ig/Bu6dZId\nnXb/N2faGAAAbCACQABgmv4ug5BvOQcnefNwpCAAALDKBIAAwFR02v0jkzxszPLLJHnwFNsBAIAN\nSwAIAEzLPZIcNkF9e1qNAADARiYABACm5QoT1l9xKl0AAMAGJwAEAKblVxPW/3IqXQAAwAYnAAQA\npuU/J6z/8FS6AACADU4ACABMRbfX6if5wJjlu5Nsn2I7AACwYQkAAYBp+pMkZ45R9+xur/X96bYC\nAAAbkwAQAJiabq/1jSR3SvLDJUp2JXlGkr+aWVMAALDBbJl3AwBAs3V7rS902v1rJ7l3kgcnuXKS\nc5OclOSV3V7rR3NsDwAAGk8ACABMXbfXuiDJm4YfAABghkwBBgAAAIAGEwACAAAAQIMJAAEAAACg\nwQSAAAAAANBgAkAAAAAAaDABIAAAAAA02JZ5NwAAbFztfmdTkhsmuWySM5N8udfqXjTXpgAAoGEE\ngADAzLX7nQOSPDrJY5O0Ri6d2u53/iXJC3ut7rlzaQ4AABrGFGAAYKba/c5BSd6Z5EW5ePiXJMck\neW6S/2z3O0fOuDUAAGgkASAAMGsvTHK3FWpunaQ7/VYAAKD5BIAAwMy0+53LJ3n4mOX3bvc715tm\nPwAAsBEIAAGAWXpwkgMmqH/YtBoBAICNQgAIAMzSwjX/VrseAABYQAAIAMzSRRPW75pKFwAAsIEI\nAAGAWfrclOsBAIAFBIAAwCy9JckZY9ZemORfp9gLAABsCAJAAGCWNid58Zi1L+i1uqdNsxkAANgI\ntsy7AQCg+dr9zh2TPCHJvTLef4DcnuRp0+wJAAA2CgEgADBV7X7nz5P87TIluzMIBXcmeU+SlybZ\n0Wt16wzaAwCAxhMAAgBT0+53/iDLh3/JIPz7WJKtQj8AAFh91gAEAKai3e9sSvLMMcvvmGTr9LoB\nAICNSwAIAEzL1iStCeofOaU+AABgQxMAAgDTcoMJ6284lS4AAGCDEwACANNS5t0AAAAgAAQApuer\nE9Z/bSpdAADABicABACmZUeS70xQ/4op9QEAABuaABAAmIpeq7s7ybPHLP94kpOm2A4AAGxYAkAA\nYGp6re7rkjx9hbLPJ7lvr9WtM2gJAAA2HAEgADBVvVb3r5PcKck7k+weufStJH+S5A69Vvfn8+gN\nAAA2gi3zbgAAaL5eq3tSkpPa/c6RSS6f5NwkPzbqDwAApk8ACADMTK/VPSvJWfPuAwAANhJTgAEA\nAACgwaYaAJZSvrbws2vXrgOm+U4AAAAAYC9TgAEA5qzT7l8hyQ2SlCTf6vZap8y5JQAAGmSqAWCt\n9QYLz23btm3nNN8JALBedNr9myV5WpJ7Jdk8PF077f4HkvxNt9f6+NyaAwCgMawBCAAwB512/3eS\nfDLJfbM3/EsGowDvmmRHp90/YR69AQDQLAJAAIAZ67T710rypiQHLVO2KcmrO+3+rWbTFQAATSUA\nBACYvccnOWSMus1JnjTlXgAAaDgBIADADHXa/S1JJpnae99Ou3/UtPoBAKD5BIAAALN1dJIjJ6jf\nkuTYKfUCAMAGIAAEAJiti2Z0DwAAJBEAAgDM2hlJvjth/Xem1AsAABuAABAAYIa6vVZN8i8T3PKv\n3V5r57T6AQCg+QSAAACz94qMN6rvtCT/OOVeAABoOAEgAMCMdXuts5L8dpJvL1P24yR36fZaP5pN\nVwAANJUAEABgDrq91neT3DTJHyf5QpJdSXYnOTnJk5LcoNtrfWl+HQIA0BRb5t0AAMBG1e21fpXB\neoD/0mn3S5LS7bV2z7ktAAAaRgAIALAGDDcHqfPuAwCA5jEFGAAAAAAaTAAIAAAAAA0mAAQAAACA\nBhMAAgAAAECDCQABAAAAoMEEgAAAAADQYAJAAAAAAGgwASAAAAAANJgAEAAAAAAaTAAIAAAAAA0m\nAAQAAACABhMAAgAAAECDCQABAAAAoMEEgAAAAADQYAJAAAAAAGgwASAAAAAANNiWeTcAAAD7q9Pu\nXyPJo5LcJ8nRSc5M8u4kL+/2Wt+aY2sAAHNnBCAAAOtap91/TJJvJ3lKkmsnuUySayV5QpKTO+3+\nn82vOwCA+RMAAgCwbnXa/ROSvCTJ5iVKSpK/67T7j51dVwAAa4sAEACAdanT7h+U5B/GLP/bTrt/\nxDT7AQBYqwSAAACsV/dLctkxaw9P8uAp9gIAsGYJAAEAWK9uN2H9r0+lCwCANU4ACADAenXQhPUH\nT6ULAIA1TgAIAMB69cMp1wMANIIAEACA9er1SeoE9a+dViMAAGuZABAAgHWp22t9J8nbxiz/ULfX\n+vI0+wEAWKsEgAAArGcPT/LFFWpOTvIH028FAGBtEgACALBudXutM5PcMck/JjlrweVzkrwkye26\nvdZPZ9waAMCasWXeDQAAwP7o9lrnJHlSp93/yyRbkxyVQRi4Y3gNAGBDEwACANAI3V7rV0neO+8+\nAADWGlOAAQAAAKDBBIAAAAAA0GACQAAAAABoMAEgAAAAADSYABAAAAAAGkwACAAAAAANtmXeDQBA\n03Xa/UsneWiSX09yYJIfJDmx22t9cY5tAQAAG4QAEACmpNPulyRPTvLsJIcsuPyETrv/4SQP7vZa\nP515cwAAwIZhCjAATM8zkzwvlwz/9rhzkh2ddv+o2bUEAABsNAJAAJiCTrt/wwwCwJVcb8w6AACA\nfSIABIDpePQEtQ/rtPuHTa0TAABgQxMAAsB0/M4EtZdKcodpNQIAAGxsAkAAmI4jp1wPAAAwFgEg\nAEzH6VOuBwAAGIsAEACm420T1P48ycen1QgAALCxCQABYDpenmTXmLWv7PZa50+zGQAAYOPaMu8G\nAKCJur1Wv9PuPyHJi1co/XSSv55+R83SafcPTnKfJDdPsjnJt5P0ur2WqdQAALCAEYAAMCXdXusl\nSU5I8tNFLu9O8vokv9XttX4108bWuU67/8dJTknyhiRPSvKEJC9N8qNOu/+PnXb/gDm2BwAAa06p\ntc70hdu2bduZJNu3bz9opi8GgDnptPsHJrlvktsmOSjJD5L8W7fXOmWuja1DnXb/GUmes0LZO5Pc\nr9trjTsFGwAAGs0UYACYsm6vdUGS3vDDPuq0+7fKyuFfktwrybYkL5tuRwAAsD6YAgwArBePnaD2\ncZ12v0ytEwAAWEcEgADAmjcM8+43wS3XTXL9KbUDAADrigAQAFgPDk5y6IT3XHYajQAAwHojAAQA\n1oOdSS6c8J6zptEIAACsNwJAAGDN6/Zau5O8f4JbTk3y1Sm1AwAA64oAEABYL146Qe32bq910dQ6\nAQCAdWTLvBsAAJqv0+5fOcndkhyV5PQk7+v2Wj+Z8DEfStJN0lmh7rNJXjjhs9eN4YYoN09ymyQH\nJvleBj/PnXNtDACANavUWmf6wm3btu1Mku3btx800xcDADPXafevkkEYd98km0cuXZTkzUn+pNtr\nnTbB87YkeX6Sxy143h7vTfIH3V7rzH3teS3rtPt3SvK8DALAUT9P8k9J/rbba+2aeWMAAKxpAkAA\nYCo67f5Vk/xXkmOXKftektt3e60fT/jsY5L8UZKbZRAE9pO8pttrfXkf213zOu3+/ZK8MYsHn3v0\nkjx4uGYiAAAkMQUYAJie12f58C9JrpHktUnuPMmDu73WqUmevY99rTvDwPPfsnz4lyTtJJ9M8uKp\nNwUAwLphExAAYNV12v1bJrn9mOXHd9r9G06znwZ4ZJKDx6x9fKfd93c8AAD+j78cAgDT8MAJ6x80\nlS6a48ET1LaS3HJajQAAsP4IAAGAabjShPVXnkoXzeHnCQDAPrMGIAAwDedNWH/uVLoY6rT7RyU5\nIYNpyQcnOSWDtQc/1e21Zrsj2r45N8khE9YDAEASIwABgOn4zynXj6XT7pdOu/+kJD9K8sIk90ty\njySPymCzjP8abrCx1p00Qe15ST49rUYAAFh/BIAAwDS8JcnPx6z93yTvnFIfT0vyD1l69NyvJ/lY\np92//JTev1peNkHtG7q91pnTagQAgPVHAAgArLpur3V+kseNUVqTPLbba1242j102v3jkjxnjNJr\nJPmb1X7/KtuR5N/HqPvfJM+cbisAAKw3qxoAllKOWelT63pYZgcA2F/dXquXpJPk/CVKzk3y4G6v\n9bYptfCoJGXM2gcN1wlck4brFHaS/OsyZd9KsrXba/1oJk0BALBurPYIwFNW+uzevfvAVX4nALBG\ndXutE5NcNcmfZbDm3teTfCLJk5NctdtrjTOqbV/dY4LaQ5JsnVIfq6Lba13Q7bX+MMmNk7w8yReS\nfC3JezJY2/CG3V7rW3NsEQCANcouwADAVHV7rZ8led7wM0tHTrl+Lrq91peTPHrefQAAsH6sdgB4\n7EoFmzZt+s4qvxMAYDE/TzLJ5h7jbloCAADryqpOAa61nrrSp5Rxl+IBANgvb52g9qwk/zmtRgAA\nYJ7sAgwANNUrklwwZu2ru73WudNsBgAA5sUagABAI3V7rVM77f62LL9zbpJ8NskzZ9ASAIyt0+5f\nOcmDklwjg/+g9akkb+/2WuP+xy2A/2MEIADQWN1eq5vk/klOXeTyriSvT3J8t9f65Sz7AoCldNr9\nwzrt/muS/CDJ8zPY+OkJSXpJTum0+w+bY3vAOmUEIADQaN1e6y2ddv8dSe6R5PZJDsogEHxDt9da\nLBgEgLnotPsHJ/mPDP59tZjLJ3lNp90/sttrvWhmjQHrngAQAGi8bq91UZJ3Dj8AsFb9WZYO/0a9\noNPuv7/ba31z2g0BzWAKMAAAAMxZp90/MMmjxizflMHUYICxCAABAABg/m6T5IoT1N9vWo0AzSMA\nBAAAgPm77IT1l5lKF0AjCQABAABg/s6csP6saTQBNJMAEAAAAObvU0nOmKD+PdNqBGgeASAAAADM\nWbfXOjfJaya45WXT6gVoHgEgAAAArA3PTfK1Mer+vttrfX7azQDNIQAEAACANaDba52Z5DeTfHCJ\nkvOTPD3JX8yqJ6AZtsy7AQAAAGCg22v9LMldOu3+TZJ0klwjyQVJ/jvJid1e6xfz6w5YrwSAAMCG\n0Gn3S5JLJzk4yS+6vdYF8+0IAJbW7bW+mOQJc24DaAgBIADQaJ12/5Akf5jkj5PcYHj6vE67/+9J\n/qnba315bs0BAMAMWAMQAGisTrt/+SSfTPKS7A3/kmRPKPj5Trv/sHn0BgAAsyIABAAaqdPub0ny\n7iQ3WaZsc5JXd9r9355JUwAAMAcCQACgqe6R5FZj1JUkz5puKwAAMD8CQACgqR45Qe1tO+3+jabW\nCQAAzJEAEABoqhtPWP9rU+kCAADmTAAIADRVmXI9AACsCwJAAKCpTp5yPQAArAsCQACgqV45Qe0X\nk3xuSn0AAMBcCQABgKZ6W5Kvj1n73G6vVafZDAAAzIsAEABopG6vdUGSeyT57gqlT+n2Wm+dQUsA\nADAXAkAAoLG6vdb3k9wyyV8l+cnIpZrkPUnu1O21nj+H1gAAYGa2zLsBAIBp6vZapyf5y067/5wk\n10xycJIfd3utn8+3MwAAmA0BIACwIXR7rYuSfGvefQAAwKyZAgwAAAAADSYABAAAAIAGEwACAAAA\nQIMJAAEAAACgwQSAAAAAANBgAkAAAAAAaDABIAAAAAA0mAAQAAAAABpMAAgAAAAADSYABAAAAIAG\nEwACAAAAQIMJAAEAAACgwQSAAAAAANBgAkAAAAAAaDABIAAAAAA0mAAQAAAAABpMAAgAAAAADSYA\nBAAAAIAGEwACAAAAQINtmXcDAADMRqfd35LkN5Ick+S8JJ/s9lqnzrcrAACmTQAIANBwnXZ/c5In\nJvl/Sa4ycmlXp91/V5Kndnutk+fSHAAAU2cKMABAgw3Dv39P8rxcPPxLks1J7pPkU512/xaz7g0A\ngNkQAAIANNtTktx/hZojk7yr0+4fOoN+AACYMQEgAEBDddr9A5M8fszyKyV54BTbAQBgTgSAAADN\ndeckV5yg/qHTagQAgPkRAAIANNdVJ6w/dipdAAAwVwJAAIDmOn/C+p1T6QIAgLkSAAIANNcnJ6z/\nxFS6AABgrgSAAAAN1e21vpXkwxPc8rJp9QIAwPwIAAEAmu3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- } - } - ], - "source": [ - "p1 + theme(\n", - " axis_line=element_line(size=.7, color=gray),\n", - " axis_ticks=element_line(),\n", - " \n", - " axis_ticks_direction='in',\n", - " axis_ticks_direction_x='in',\n", - " axis_ticks_direction_y='out'\n", - ")" - ], - "id": "cell-21" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Legend_box\n", - "\n", - "Not all themeables that affect the legend box are demonstrated" - ], - "id": "d4fb0df5-9e50-4514-ab03-b8e058a06063" - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:07.763233Z", - "iopub.status.busy": "2024-01-09T15:13:07.763026Z", - "iopub.status.idle": "2024-01-09T15:13:08.143063Z", - "shell.execute_reply": "2024-01-09T15:13:08.142380Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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5U10zkvaSdJycQDPfne85pnUjBAAA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BIAAA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\nsmWvCgBOkwAQAABgRnf1RaUy1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- } - } - ], - "source": [ - "(p1 + aes(fill='drat')\n", - " + theme(\n", - " legend_position='left',\n", - " legend_direction='horizontal', # affected by the ncol=2\n", - " legend_title_align='center',\n", - " legend_box_margin=5,\n", - " legend_background=element_rect(color=purple, size=2, fill='white'),\n", - " \n", - " legend_box='vertical',\n", - " \n", - " legend_key=element_rect(fill=gray, alpha=.3),\n", - " legend_title=element_text(color=orange),\n", - " legend_text=element_text(weight='bold'),\n", - " \n", - " legend_key_size=30, # overridden\n", - " legend_key_width=30,\n", - " legend_key_height=15,\n", - "\n", - " legend_entry_spacing=10, # overridden\n", - " legend_entry_spacing_x=15,\n", - " legend_entry_spacing_y=5) \n", - " \n", - " # so we can see legend_entry_spacing in action\n", - " + guides(color=guide_legend(ncol=2))\n", - ")" - ], - "id": "cell-23" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### plot_background, panel_background and panel_border" - ], - "id": "77089ffb-b86e-44eb-9d12-385138221040" - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:08.146034Z", - "iopub.status.busy": "2024-01-09T15:13:08.145784Z", - "iopub.status.idle": "2024-01-09T15:13:08.642065Z", - "shell.execute_reply": "2024-01-09T15:13:08.641616Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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- } - } - ], - "source": [ - "p2 + theme(\n", - " plot_background=element_rect(fill='gray', alpha=.3),\n", - " panel_background=element_rect(fill=purple, alpha=.2),\n", - " panel_border=element_rect(color=red, size=1),\n", - " panel_spacing=.025,\n", - " #panel_spacing_x=.005,\n", - " #panel_spacing_y=.025\n", - ")" - ], - "id": "cell-25" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### panel_grid" - ], - "id": "1ad3eee4-80f4-452e-a480-3dd795890bc0" - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:08.644737Z", - "iopub.status.busy": "2024-01-09T15:13:08.644510Z", - "iopub.status.idle": "2024-01-09T15:13:08.876177Z", - "shell.execute_reply": "2024-01-09T15:13:08.875499Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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WhX9990nyT91W89lr2QcAAAAAjKv2AWC31XxoecQRL11h2NYkb+62mndY5T7u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\n" - } - } - ], - "source": [ - "p1 + theme(\n", - " panel_grid=element_line(color=purple),\n", - " \n", - " panel_grid_major=element_line(size=1.4, alpha=1),\n", - " panel_grid_major_x=element_line(linetype='dashed'),\n", - " panel_grid_major_y=element_line(linetype='dashdot'),\n", - " \n", - " panel_grid_minor=element_line(alpha=.25),\n", - " panel_grid_minor_x=element_line(color=red),\n", - " panel_grid_minor_y=element_line(color=green),\n", - " \n", - " panel_ontop=False # puts the points behind the grid\n", - " )" - ], - "id": "cell-27" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### strip_background, strip_align and strip_text" - ], - "id": "4a22ca60-ad11-46d3-a82f-c0fd2b60a82e" - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:08.879598Z", - "iopub.status.busy": "2024-01-09T15:13:08.879149Z", - "iopub.status.idle": "2024-01-09T15:13:09.329866Z", - "shell.execute_reply": "2024-01-09T15:13:09.329222Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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YBIRF65ZS/3V86z/ep7vr7ffuTz11c+3fuyQbuilXXF7a7/3g2MZzt5VWd9R9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\nMzNxc2aWNP/NKHrkRgJAWGe2nzr9jLolJ++zqGSse4f+n00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- } - } - ], - "source": [ - "p2 + theme(\n", - " panel_spacing=.025,\n", - " panel_background=element_rect(fill=gray, alpha=.2),\n", - " \n", - " strip_background=element_rect(color=purple, fill=orange, size=1.4, alpha=.95),\n", - " strip_background_x=element_rect(x=1/6, width=2/3), # you can get really crazy\n", - " strip_background_y=element_rect(),\n", - " \n", - " strip_align=0,\n", - " strip_align_x=0.2,\n", - " strip_align_y=0.2,\n", - " \n", - " strip_text=element_text(weight='bold'),\n", - " strip_text_x=element_text(color=red),\n", - " strip_text_y=element_text(color=blue)\n", - " )" - ], - "id": "cell-29" - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### aspect_ratio and figure_size\n", - "\n", - "The `aspect_ratio` takes precedence over the `figure_size`, and it\n", - "modifies the height. The effective width and height are:\n", - "\n", - "``` python\n", - "width = figure_size[0]\n", - "height = figure_size[0] * aspect_ratio\n", - "```" - ], - "id": "6732b65c-8156-4ae2-b86f-455ac034f114" - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": { - "execution": { - "iopub.execute_input": "2024-01-09T15:13:09.332548Z", - "iopub.status.busy": "2024-01-09T15:13:09.332321Z", - "iopub.status.idle": "2024-01-09T15:13:09.617487Z", - "shell.execute_reply": "2024-01-09T15:13:09.616868Z" - } - }, - "outputs": [ - { - "output_type": "display_data", - "metadata": {}, - "data": { - "image/png": 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oR5KZJPsP9q9J8gu11k+OoD3mYQosAAAAAABG\nZhBuHJvkkUlemeQ/Bq+PTHLsqMOPJKm1XpPkAUl+N8kXk3STjCf5dpJ/SnJX4cfa0xl1AwAAAAAA\n7NtOP/q0fpKzBl9rUq11Osk/DL5YB4wAAQAAAAAAGkcAAgAAAAAANI4ABAAAAAAAaBwBCAAAAAAA\n0DgCEAAAAAAAoHEEIAAAAAAAQON0Rt0AADRdbdV0j6j7p1Nbne+3rivTpT/qngAAAACaTgACACtk\n5sjeATsf1vvF/kH1yenk0CRJP1taW8oZE19ov338f9qXjbhFAAAAgMYSgADACtj5oO6RUw/ovTLt\n3PJGJ1o5sH9wfe6OR3af3D28/7sbPzT2pRG1CAAAANBo1gABgGU2c7v+/nOGH8Na2TxzbP8fp+7X\nPWIVWwMAAADYZwhAAGCZ7XxY98kLhh+7tLJx6p69565CSwAAAAD7HAEIACyj2qrpH1yftOj6/XJi\n91b9TSvZEwAAAMC+SAACAMuod4u6MZ0cvugLSiZn7ti/zQq2BAAAALBPEoAAwHJqpSz5mrIX1wAA\nAACwIAEIACyj9mVlW3q5YtEX1HQ7F7cuXcGWAAAAAPZJnVE3AABNUvolrS3lvf2b1V9eVP22nD12\nSeu6le4LmqJ7m/7m6bv17lLHMtG6tlwx+Yn2N0rfIKp9Re1Ptrs7H3pc6sYDU6a2tic+/7VW++qp\nUfcFAACsTQIQAFhmE59uv2PH47pPTSsHLFhYMzN2QftNq9QWrGvTx/VusfPnur9a98uJKZn86fG7\n9y5p/6T856bTx94tCGmu2t9/bGbbk59T+wc/JWnfYtfx/syx15bWlvd2Nnz49a3OpVtH2SMAALD2\nmAILAJbZ+LfaV41/pfW/0s/8IztqZjoXtV604ROdb61ia7Au7XxA93Y7HtV9U90/vzAcfiRJxnK7\n3uH1Rdf/6vRLaqdKQBqo3zt4Yvr6572i9g95wXD4Mat1QO0f/NyZbU/9997M0QeOpEEAAGDNEoAA\nwArYcNbY1ybP7jyrbMnb0s+2n56omSnX5wMT/91+7qZ3j318hC3CutDfXDtTD+z9U9q5+UJ1db88\nfuszZ561Wn2xema2PfX3k8n7LFw1dnR3x4kvW52OAACA9cIUWACwQibOb/944vz2/+sd3H/5zJ36\nh6edVuei1mWdS1umaYFF2nHizMPTya0XU9u/eX1Wf2M9vbW9dFe6L1ZHb/qYm6Xu97hFFdcND+ju\neNgxnQ2fMLIOAABIYgQIAKy49tWtqcnPdC6aPLdzofADlqZ3aH38oovbOWTHI7r3X8F2WGW96fs9\nOimL/kdbvZk7Lv7PCwAA0HgCEAAA1qw6lsOXVL9fvdVK9cLqq/3JJf38k3E/fwAA4KcEIAAArF01\nM0uq78f0V01S6tJ+/ql+/gAAwE8JQAAAWLPKjnxtKfWdS1tLqmdtK61rlvTzLGWrnz8AAPBTAhAA\nANasse+037Xo4qn8z+QnO99ZwXZYZWMbPnJO0rt6cdV1pj35mTNWtCEAAGBdEYAAALBmbfhY54Ky\nNR/ZY2FNb+zbrVeuQkusotLa2i3tS1++uNqr3tAeu3DLCrcEAACsIwIQAADWtMlXPvHM1tePqfMW\nTHcy9s7HXjr5gVt/YxXbYpWMb37b+0v7sr9P6vx/BlrXvGVs8xtfs4ptAQAA60Bn1A0AAMB8+t3b\nbK7b7vLnY289rvSPvii9+52X/pHfS8ZmUq7bL62vHJfOF+6Vct3+R8yUI39jYv/X/t2oe2b5jW9+\n81u7Ox/42d70cU9J3e8RSevApL81Zfun2mPffntnw8cuGHWPAADA2iMAAQBgzerufNjjktbmkqR9\n4e3TvvD28xfX/Z/Q797qVa3Oj7atWoOsms7kZy/pTH7275IIuQAAgEUxBRYAAGtW7R38yMVXtzZ2\npx70oJXrBgAAgPVEAAIAwBrWPnhJ5XVyafUAAAA0lgAEAIA1rL/E6axmTH8FAABAEgEIAABrWGlt\n/dziq2u/PX7BF1auGwAAANYTAQgAAGtWe/y8dye1v6jisuOT7fGvXr7CLQEAALBOCEAAAFiz2hNf\n/lFpXflve67sXdOe+Nw/rXhDAAAArBudUTcAAAALGdv8ptfPbH12t/Zv8YKk/MzfX/uH/PiH3ae8\n/fz+ode/Nq0clJrtZXs+27mo9Y6NHxk7fwQtAwAAsAYIQAAAWNNK6Wd8vze9qTdzh/f1dj7oibXu\nd5/UMpHSvWLmiWdc07v3RU9Jya1vuCD718159Mzd+o++7nZT79nvDeN/XabL4qbRAgAAoDEEIAAA\nrAvtse9c0x77zmlJTkuSbU+eeXjv9v3/u9A1df/8wtbnTW/f77UT/7AKLQIAAA1VSilJnpnkOUnu\nmeTgJDuTXJTkzCT/VGu9dHQdMhdrgAAAsO7UTi3d2/b/12Jq+wfk5Km79w5d6Z4AAIBmKqVMJvlg\nkrckeXSSWyTZnmRDkrsl+b0k3yil/PzImmROAhAAANadHSd1H5BODl9UcUlr+t69J69wSwAAQHO9\nOMmJg+2XJrlZrfWAJJNJHpXkwiT7JTm9lLJhJB0yJ1NgAQCwLnQP72/eeXz3Mf0D6r3qRO64lGvr\npnrcSvUFAAA03rMGr2+stf75roO11m6Sj5ZSnp7kS5kdGfLQJB9Z/RaZiwAEAIA1b+uzpp/SO7T+\nr7SyV/+aqvp7LwAAsPcOG7x+cZ7z5yfpZvb3js2r0RCL4xdBAADWtK3Pnj65d1j9vZtyjzKTHy1X\nPwAAwPI75eQLW0lOSPKEzC4wfnWSM5KcfdrpR/dH2VuSi5PcKcl95jl/j8x+1t7PbBjCGmENEAAA\n1qzpu/Zu2Tu0vvCm3qdzSeuMZWgHAABYAaecfOF9k1yQ5Mwkv5nkmYPXM5NcMDg/Sq8evD6vlPJn\npZSDk6SU0imlPCLJ2wbn/6XW+t2RdMicBCAAAKxZU/ftPSnlJo5ansrXNpzZOW+ZWgIAAJbRINw4\nJ8kx85Qck+ScEYcgr0jyT0lqkj9PclUp5dokO5N8NEkvyW/WWn97ZB0yJwEIAABrVn+/+uCbdINu\nfrDh7M7vl35Zpo4AAIDlMpj26s1JNu6hdGOSNw/qV12ttZfk9zI7KmVqcHj/JO3B9sYkm0spPm9f\nY/xAAABYu1p7uYBgP1tbW/KfG9/TOWX86+0rlrkrAABgeZyQ+Ud+7O6YJA9fwV7mVUq5RZJPJvmX\nJO9Ics/MLnZ+VGZDkf2S/E2S/xhFf8zPIugAAKxdvWxJJ7debHm5Om/u/Kj16Ykvtr/WvqK1cyVb\nAwAAbrInLLH+iUnOWolG9uBNSR6U5LRa6/OHjl+c5F9KKRckOTvJyaWUN9VaPzSCHpmDESAAAKxZ\nrS3l7EUX1+zc+NGx12/80NgXhR8AALAuHLzE+oNWpIsFlFLunOTRg92/n6um1vrxJF8e7D5xNfpi\ncYwAAQBgzZo8t33G9id3T00rk3uqLdfng53vt65fjb6artZO6W5/zAP7vdv8YurEXZK0k+6lpX3l\nGZ0NZ3+o1b58x6h7BACgEa5eYv01K9LFwo4d2r5ogbqLktwrye1WtBuWxAgQAADWrLGL29d2Lmm9\nJDX9BQtncuHGD469fJXaarR+9/DN09f/+r/0u8e8PHXjw5L2zZP2QcnEcbV3+Itmtj7rnd2dDzl6\n1H0CANAIZyyx/r0r0sXChn8XOWKBul3nrlvBXlgiAQgAAGvapneNnd35Tut30s2lP3OyppZtOWvj\ne8Z+tfOD1tYRtNcotT/Zntn25L9Lnbzf/FXtW/am7vuq3tTdD129zgAAaKizk3xrkbXfTPKxFexl\nPucPbf/aXAWllPskufdg9/Mr3RCLZwosAADWvE3vHftUHa+f2X5i94H9Q+q9aqtOlOly5fhX2h+Z\nOL/941H31xTdHY/9+WTyPnuubB/UnXrAL7cnvvKyle8KAICmOu30o/unnHzhc5Kck2TjAqXbkzz3\ntNOPXnhk+AqotV5cSvlwkhOT/FYpZTrJP9RaLyulbEjymCT/nKSd5Nokp612j8xPAAIAwLpQpkt/\n0xljn07y6VH30lT97q2esujiut+J/e7h/9TqXGrkDQAAe+2004/+wiknX3h8kjcnOWaOkm9mNvz4\nwqo2dmPPT3JWkrsk+f0kv19K2ZpkU5IyqLkuyVNqrVeNpkXmYgosAAAgtbaSTNx98VeUyd70Xe+4\nYg0BALDPGIQbxyZ5ZJJXJvmPwesjkxw74vAjtdbLktwnyW9ldrTKVUkmk2xL8j9J/i7JcbXWs0bV\nI3MzAgQAAEjSKlny7wed8RVpBQCAfc5gequzBl9rTq11Z2ZDmVeOuhcWzwgQAAAgpXRr0rt8Sde0\nrrxspfoBAAC4qQQgAABAkqS0rn3/4qunvtaZ/NwlK9YMAADATSQAAQAAkiTtic+/K+nvWExt6Vz6\nlpXuBwAA4KYQgAAAAEmS9vjXr2h1vvNHSZ1eqK60rj5tfNO71uTczAAAALsIQAAAgJ8a23TGp1vj\nX/6VlB2f/dmzMxeX9vdfMr7f6yz8CAAArHmdUTcAAACsLWMbzv56Npz9W92pex1eu0feuabVKa2r\nf9iZ/PjXSumPuj0AAIBFEYAAAABz6kycd2kmzrt01H0AAADsDVNgAQAAAAAAjWMECAAAQAPU/uZO\nv3vEgSnT3Vbnoi2mKwMAYF8nAAEAAFjHujsfdGRv+q7PSN18UtLaMDj6w9K66l2dDWe9u9X50bbR\ndggAAKNhCiwAAIB1anrbLz6iN/Wgt6bu/+Qbwo8k6dy69m/5v2a2Pe1Nvem7HTq6DgEAYHQEIAAA\nAOvQzPZH3b12j3xZUhYY2T922+6Oh7+i9g4cX73OAABgbRC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a/external-resources.html b/external-resources.html index f1f53ce93..3939680b8 100644 --- a/external-resources.html +++ b/external-resources.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 - External Resources +plotnine 0.0.post1+gbc90a20 - External Resources - + @@ -101,9 +101,6 @@ "search-label": "Search" } } - - - @@ -116,7 +113,7 @@
@@ -213,7 +209,7 @@

Parameters

-
plots : Iterable[Ggplot]
+
plots : Iterable[ggplot]

ggplot objects that make up the the frames of the animation

@@ -242,3022 +238,6 @@

Notes

  • The plots should have the same facet and the facet should not have fixed x and y scales.
  • The scales of all the plots should have the same limits. It is a good idea to create a scale (with limits) for each aesthetic and add them to all the plots.
  • - -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    geom_path,
    -    theme,
    -    theme_void,
    -    lims
    -)
    -from plotnine.animation import PlotnineAnimation
    -
    -# for animation in the notebook
    -from matplotlib import rc
    -rc('animation', html='html5')
    -
    -
    -

    Spiral Animation

    -

    How to create Animations

    -

    The PlotnineAnimation methods takes a sequence of plots and animates them. The best way to create the sequence is to use a function that generates plots.

    -

    NOTE: When creating the plots make sure all the plots have scales with the same limits for each aesthetic, including the x and y aesthetics.

    -
    -
    # Parameters used to control the spiral
    -n = 100
    -tightness = 1.3
    -kmin = 1
    -kmax = 25
    -num_frames = 25
    -theta = np.linspace(-np.pi, np.pi, n)
    -
    -def plot(k):
    -    # For every plot we change the theta
    -    _theta = theta*k
    -    
    -    # Polar Equation of each spiral
    -    r = tightness*_theta
    -    
    -    df = pd.DataFrame({
    -        'theta': _theta,
    -        'r': r,
    -        'x': r*np.sin(_theta),
    -        'y': r*np.cos(_theta)
    -    })
    -
    -    p = (ggplot(df)
    -         + geom_path(aes('x', 'y', color='theta'), size=1)
    -         + lims(
    -             # All the plots have scales with the same limits
    -             x=(-130, 130),
    -             y=(-130, 130),
    -             color=(-kmax*np.pi, kmax*np.pi)
    -         )
    -         + theme_void()
    -         + theme(
    -             aspect_ratio=1,
    -             # Make room on the right for the legend
    -             subplots_adjust={'right': 0.85}
    -         )
    -    )
    -    return p
    -
    -# It is better to use a generator instead of a list
    -plots = (plot(k) for k in np.linspace(kmin, kmax, num_frames))
    -ani = PlotnineAnimation(plots, interval=100, repeat_delay=500)
    -# ani.save('/tmp/animation.mp4')
    -ani
    -
    - -
    -
    -

    The final image of the spiral

    -
    -
    # Gallery Plot
    -
    -plot(kmax)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -Source: for animation in the notebook
    diff --git a/reference/PlotnineAnimation_files/figure-html/..-examples-PlotnineAnimation-cell-4-output-1.png b/reference/PlotnineAnimation_files/figure-html/..-examples-PlotnineAnimation-cell-4-output-1.png deleted file mode 100644 index 764a7bd77..000000000 Binary files a/reference/PlotnineAnimation_files/figure-html/..-examples-PlotnineAnimation-cell-4-output-1.png and /dev/null differ diff --git a/reference/aes.html b/reference/aes.html index 342341991..ed3c4ab59 100644 --- a/reference/aes.html +++ b/reference/aes.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 +plotnine 0.0.post1+gbc90a20 - + @@ -101,9 +101,6 @@ "search-label": "Search" } } - - - @@ -116,7 +113,7 @@
    @@ -197,7 +193,7 @@

    On this page

    -

    plotnine.facets.facet_grid.facet_grid

    +

    plotnine.facets.facet_grid

    @@ -260,399 +256,6 @@

    Parameters

    - -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    geom_point,
    -    labs,
    -    facet_grid,
    -    theme,
    -    element_text
    -)
    -from plotnine.data import mpg
    -
    -
    -

    Facet grid

    -

    facet_grid() is used to form a grid of plots, where the rows and columns of the grid are set by the faceting variables. It is useful for visualising two discrete variables.

    -
    -
    mpg.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    manufacturermodeldisplyearcyltransdrvctyhwyflclass
    0audia41.819994auto(l5)f1829pcompact
    1audia41.819994manual(m5)f2129pcompact
    2audia42.020084manual(m6)f2031pcompact
    3audia42.020084auto(av)f2130pcompact
    4audia42.819996auto(l5)f1626pcompact
    - -
    -
    -
    -

    Basic scatter plot:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Facet a discrete variable into rows:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + facet_grid('drv ~ .')
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Facet a discrete variable into columns:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + facet_grid('. ~ cyl')
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Facet two discrete variables into rows and columns:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + facet_grid('drv ~ cyl')
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    To change the plot order of the rows or columns in the facet grid, reorder the levels of the faceting variable in the data.

    -
    -
    # re-order categories
    -mpg['drv'] = mpg['drv'].cat.reorder_categories(['f', 'r','4'])
    -
    -
    -
    # facet plot with reorded drv category
    -(
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + facet_grid('drv ~ cyl')
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can choose if the scale of x- and y-axes are fixed or variable by using the scales argument within the facet_grid() command:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + facet_grid('drv ~ .', scales = 'free')
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can add additional information to your facet labels, by using the labeller argument within the facet_grid() command. Below we use labeller = 'label_both' to include the column name in the facet label.

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + facet_grid('drv ~ .', labeller = 'label_both')
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can add two discrete variables to a facet:

    -
    -
    # add additional column for plotting exercise
    -mpg["transmission"] = mpg['trans'].map(lambda x: "auto" if "auto" in x else "man" if "man" in x else "")
    -
    -
    -
    # inspect new column transmission which identifies cars as having an automatic or manual transmission
    -mpg.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    manufacturermodeldisplyearcyltransdrvctyhwyflclasstransmission
    0audia41.819994auto(l5)f1829pcompactauto
    1audia41.819994manual(m5)f2129pcompactman
    2audia42.020084manual(m6)f2031pcompactman
    3audia42.020084auto(av)f2130pcompactauto
    4audia42.819996auto(l5)f1626pcompactauto
    - -
    -
    -
    -
    -
    # facet plot with two variables on one facet
    -(
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + facet_grid('drv + transmission ~ .') # use + to add additional faceting variables
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Facet labels can be rotated to make them easier to read using strip_text_y = element_text(angle = 0) for row labels within the theme() command (use strip_text_x = element_text(angle = 0) for column labels).

    -

    If the labels do not fit in the strip, adjust the width of the strip using strip_background_y for rows (use strip_background_x for columns). You may also need to adjust the text position so it fits in the strip: adjust the horizontal text position in the strip by specifying ha in element_text()(specify va in element_text() to adjust the vertical text position).

    -

    You can also change the colour of the strip by specifying color in element_text() .

    -
    -
    (
    -    ggplot(mpg, aes(x='drv', y='model'))
    -    + geom_point()
    -    + facet_grid('manufacturer ~ .', scales = 'free')
    -    + theme(strip_text_y = element_text(angle = 0,              # change facet text angle
    -                                        ha = 'left'             # change text alignment
    -                                       ),
    -            strip_background_y = element_text(color = '#969dff' # change background colour of facet background
    -                                              , width = 0.2     # adjust width of facet background to fit facet text
    -                                             ),
    -            figure_size=(6, 15)                                 # adjust width & height of figure to fit y-axis
    -           )
    -    + labs(x='displacement', y='')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -Source: Facet grid
    diff --git a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-10-output-1.png b/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-10-output-1.png deleted file mode 100644 index e879e1b23..000000000 Binary files a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-10-output-1.png and /dev/null differ diff --git a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-11-output-1.png b/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-11-output-1.png deleted file mode 100644 index 20ccdfc6a..000000000 Binary files a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-11-output-1.png and /dev/null differ diff --git a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-14-output-1.png b/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-14-output-1.png deleted file mode 100644 index f4c9e8674..000000000 Binary files a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-14-output-1.png and /dev/null differ diff --git a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-15-output-1.png b/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-15-output-1.png deleted file mode 100644 index fc180162f..000000000 Binary files a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-15-output-1.png and /dev/null differ diff --git a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-4-output-1.png b/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-4-output-1.png deleted file mode 100644 index 598252e20..000000000 Binary files a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-4-output-1.png and /dev/null differ diff --git a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-5-output-1.png b/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-5-output-1.png deleted file mode 100644 index 2c057a3e7..000000000 Binary files a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-5-output-1.png and /dev/null differ diff --git a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-6-output-1.png b/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-6-output-1.png deleted file mode 100644 index 7d480144b..000000000 Binary files a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-6-output-1.png and /dev/null differ diff --git a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-7-output-1.png b/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-7-output-1.png deleted file mode 100644 index bfe604d6c..000000000 Binary files a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-7-output-1.png and /dev/null differ diff --git a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-9-output-1.png b/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-9-output-1.png deleted file mode 100644 index 011f7b7ab..000000000 Binary files a/reference/facet_grid_files/figure-html/..-examples-facet_grid-cell-9-output-1.png and /dev/null differ diff --git a/reference/facet_null.html b/reference/facet_null.html index 52961142d..732988ad7 100644 --- a/reference/facet_null.html +++ b/reference/facet_null.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 +plotnine 0.0.post1+gbc90a20 - + @@ -101,9 +101,6 @@ "search-label": "Search" } } - - - @@ -116,7 +113,7 @@
    @@ -197,7 +193,7 @@

    On this page

    -

    plotnine.facets.facet_wrap.facet_wrap

    +

    plotnine.facets.facet_wrap

    @@ -259,404 +255,6 @@

    Parameters

    - -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    geom_point,
    -    labs,
    -    facet_wrap,
    -    theme,
    -    element_text
    -)
    -from plotnine.data import mpg
    -
    -
    -

    Facet wrap

    -

    facet_wrap() creates a collection of plots (facets), where each plot is differentiated by the faceting variable. These plots are wrapped into a certain number of columns or rows as specified by the user.

    -
    -
    mpg.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    manufacturermodeldisplyearcyltransdrvctyhwyflclass
    0audia41.819994auto(l5)f1829pcompact
    1audia41.819994manual(m5)f2129pcompact
    2audia42.020084manual(m6)f2031pcompact
    3audia42.020084auto(av)f2130pcompact
    4audia42.819996auto(l5)f1626pcompact
    - -
    -
    -
    -

    Basic scatter plot:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Facet a discrete variable using facet_wrap():

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + facet_wrap('class')
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Control the number of rows and columns with the options nrow and ncol:

    -
    -
    # Selecting the number of columns to display
    -(
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + facet_wrap('class',
    -                 ncol = 4 # change the number of columns
    -                )
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -
    # Selecting the number of rows to display
    -
    -(
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + facet_wrap('class', 
    -                 nrow = 4 # change the number of columns
    -                )
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    To change the plot order of the facets, reorder the levels of the faceting variable in the data.

    -
    -
    # re-order categories
    -mpg['class'] = mpg['class'].cat.reorder_categories(['pickup', 'suv','minivan','midsize','compact','subcompact','2seater'])
    -
    -
    -
    # facet plot with reorded drv category
    -(
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + facet_wrap('class')
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Ordinarily the facets are arranged horizontally (left-to-right from top to bottom). However if you would prefer a vertical layout (facets are arranged top-to-bottom, from left to right) use the dir option:

    -
    -
    # Facet plot with vertical layout
    -(
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + facet_wrap('class',
    -                 dir = 'v' # change to a vertical layout
    -                )
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can choose if the scale of x- and y-axes are fixed or variable. Set the scales argument to free-y, free_x or free for a free scales on the y-axis, x-axis or both axes respectively. You may need to add spacing between the facets to ensure axis ticks and values are easy to read.

    -

    A fixed scale is the default and does not need to be specified.

    -
    -
    # facet plot with free scales
    -(
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + facet_wrap('class'
    -                , scales = 'free_y'           # set scales so y-scale varies with the data
    -                )
    -    + theme(subplots_adjust={'wspace': 0.25}) # add spaceing between facets to make y-axis ticks visible
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can add additional information to your facet labels, by using the labeller argument within the facet_wrap() command. Below we use labeller = 'label_both' to include the column name in the facet label.

    -
    -
    # facet plot with labeller
    -(
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + facet_wrap('class', labeller='label_both')
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can add two discrete variables to a facet:

    -
    -
    # add additional column for plotting exercise
    -mpg["transmission"] = mpg['trans'].map(lambda x: "auto" if "auto" in x else "man" if "man" in x else "")
    -
    -
    -
    # inspect new column transmission which identifies cars as having an automatic or manual transmission
    -mpg.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    manufacturermodeldisplyearcyltransdrvctyhwyflclasstransmission
    0audia41.819994auto(l5)f1829pcompactauto
    1audia41.819994manual(m5)f2129pcompactman
    2audia42.020084manual(m6)f2031pcompactman
    3audia42.020084auto(av)f2130pcompactauto
    4audia42.819996auto(l5)f1626pcompactauto
    - -
    -
    -
    -
    -
    # facet plot with two variables on one facet
    -(
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + facet_wrap(['class', 'transmission']) # use ~ + to add additional faceting variables
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -Source: Facet wrap
    diff --git a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-10-output-1.png b/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-10-output-1.png deleted file mode 100644 index 54f6e5024..000000000 Binary files a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-10-output-1.png and /dev/null differ diff --git a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-11-output-1.png b/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-11-output-1.png deleted file mode 100644 index 6fd4698ab..000000000 Binary files a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-11-output-1.png and /dev/null differ diff --git a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-12-output-1.png b/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-12-output-1.png deleted file mode 100644 index bf9bd94e8..000000000 Binary files a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-12-output-1.png and /dev/null differ diff --git a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-15-output-1.png b/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-15-output-1.png deleted file mode 100644 index 564c51c4f..000000000 Binary files a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-15-output-1.png and /dev/null differ diff --git a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-4-output-1.png b/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-4-output-1.png deleted file mode 100644 index 598252e20..000000000 Binary files a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-4-output-1.png and /dev/null differ diff --git a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-5-output-1.png b/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-5-output-1.png deleted file mode 100644 index 7924b8961..000000000 Binary files a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-5-output-1.png and /dev/null differ diff --git a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-6-output-1.png b/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-6-output-1.png deleted file mode 100644 index 68b31ea42..000000000 Binary files a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-6-output-1.png and /dev/null differ diff --git a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-7-output-1.png b/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-7-output-1.png deleted file mode 100644 index 64f0fb830..000000000 Binary files a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-7-output-1.png and /dev/null differ diff --git a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-9-output-1.png b/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-9-output-1.png deleted file mode 100644 index effe36e20..000000000 Binary files a/reference/facet_wrap_files/figure-html/..-examples-facet_wrap-cell-9-output-1.png and /dev/null differ diff --git a/reference/faithful.html b/reference/faithful.html index 20b78b82d..2bf5703be 100644 --- a/reference/faithful.html +++ b/reference/faithful.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 +plotnine 0.0.post1+gbc90a20 - + @@ -101,9 +101,6 @@ "search-label": "Search" } } - - - @@ -116,7 +113,7 @@
    @@ -197,7 +193,7 @@

    On this page

    -

    plotnine.geoms.geom_abline.geom_abline

    +

    plotnine.geoms.geom_abline

    @@ -302,219 +298,6 @@

    Parameters

    - -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    geom_point,
    -    labs,
    -    geom_abline,
    -    facet_grid
    -)
    -from plotnine.data import mpg
    -
    -
    -

    AB line

    -

    geom_abline() draws a line when the yintercept and gradient is supplied, and is useful as a guide.

    -
    -
    # inspect the data
    -mpg.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    manufacturermodeldisplyearcyltransdrvctyhwyflclass
    0audia41.819994auto(l5)f1829pcompact
    1audia41.819994manual(m5)f2129pcompact
    2audia42.020084manual(m6)f2031pcompact
    3audia42.020084auto(av)f2130pcompact
    4audia42.819996auto(l5)f1626pcompact
    - -
    -
    -
    -

    It’s useful to use geom_abline() with some data, so we start with a basic scatter plot:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Now layer a line over the scatter plot using geom_abline(). geom_abline() requires inputs for the slope (default slope is 1) and y-intercept (default value is [0,0]).

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + geom_abline(intercept=45, # set the y-intercept value
    -                  slope=-5      # set the slope value
    -                 ) 
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can plot two lines on one plot:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()                   
    -    + geom_abline(intercept=[45,45], # add many lines to a plot using a list for the y-intercepts...
    -                  slope=[-5,-7]      # ... and for the slopes
    -                 )
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can change the look of the line:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + geom_abline(intercept=45,
    -                  slope=-5,
    -                  color='blue',      # set line colour
    -                  size=2,            # set line thickness
    -                  linetype="dashed"  # set line type
    -                 )
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    geom_abline() can be used with a facet plot:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + geom_abline(intercept=45,slope=-5)     # add a line ...
    -    + facet_grid('drv ~ .')                  # ... to a facet plot.
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -Source: AB line
    diff --git a/reference/geom_abline_files/figure-html/..-examples-geom_abline-cell-4-output-1.png b/reference/geom_abline_files/figure-html/..-examples-geom_abline-cell-4-output-1.png deleted file mode 100644 index 598252e20..000000000 Binary files a/reference/geom_abline_files/figure-html/..-examples-geom_abline-cell-4-output-1.png and /dev/null differ diff --git a/reference/geom_abline_files/figure-html/..-examples-geom_abline-cell-5-output-1.png b/reference/geom_abline_files/figure-html/..-examples-geom_abline-cell-5-output-1.png deleted file mode 100644 index fb01c91ff..000000000 Binary files a/reference/geom_abline_files/figure-html/..-examples-geom_abline-cell-5-output-1.png and /dev/null differ diff --git a/reference/geom_abline_files/figure-html/..-examples-geom_abline-cell-6-output-1.png b/reference/geom_abline_files/figure-html/..-examples-geom_abline-cell-6-output-1.png deleted file mode 100644 index 1819859b0..000000000 Binary files a/reference/geom_abline_files/figure-html/..-examples-geom_abline-cell-6-output-1.png and /dev/null differ diff --git a/reference/geom_abline_files/figure-html/..-examples-geom_abline-cell-7-output-1.png b/reference/geom_abline_files/figure-html/..-examples-geom_abline-cell-7-output-1.png deleted file mode 100644 index 788588925..000000000 Binary files a/reference/geom_abline_files/figure-html/..-examples-geom_abline-cell-7-output-1.png and /dev/null differ diff --git a/reference/geom_abline_files/figure-html/..-examples-geom_abline-cell-8-output-1.png b/reference/geom_abline_files/figure-html/..-examples-geom_abline-cell-8-output-1.png deleted file mode 100644 index 86333e7ce..000000000 Binary files a/reference/geom_abline_files/figure-html/..-examples-geom_abline-cell-8-output-1.png and /dev/null differ diff --git a/reference/geom_area.html b/reference/geom_area.html index 1713d63e0..20dc0ff08 100644 --- a/reference/geom_area.html +++ b/reference/geom_area.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 +plotnine 0.0.post1+gbc90a20 - + @@ -101,9 +101,6 @@ "search-label": "Search" } } - - - @@ -116,7 +113,7 @@
    @@ -198,7 +194,7 @@

    On this page

    -

    plotnine.geoms.geom_bar.geom_bar

    +

    plotnine.geoms.geom_bar

    @@ -316,163 +312,6 @@

    Parameters

    See Also

    plotnine.geoms.geom_histogram

    -
    -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    geom_bar,
    -    coord_flip,
    -    theme_classic
    -)
    -from plotnine.data import mpg
    -
    -
    -

    Bar chart

    -

    geom_bar() makes the height of the bar proportional to the number of cases in each group

    -
    -
    mpg.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    manufacturermodeldisplyearcyltransdrvctyhwyflclass
    0audia41.819994auto(l5)f1829pcompact
    1audia41.819994manual(m5)f2129pcompact
    2audia42.020084manual(m6)f2031pcompact
    3audia42.020084auto(av)f2130pcompact
    4audia42.819996auto(l5)f1626pcompact
    - -
    -
    -
    -
    -
    ggplot(mpg) + geom_bar(aes(x='class'))
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -
    ggplot(mpg) + geom_bar(aes(x='class', fill='drv'))
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -
    (
    -    ggplot(mpg) 
    -    + geom_bar(aes(x='class', fill='drv'))
    -    + coord_flip()
    -    + theme_classic()
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -Source: Bar chart
    diff --git a/reference/geom_bar_files/figure-html/..-examples-geom_bar-cell-4-output-1.png b/reference/geom_bar_files/figure-html/..-examples-geom_bar-cell-4-output-1.png deleted file mode 100644 index d7bfa292e..000000000 Binary files a/reference/geom_bar_files/figure-html/..-examples-geom_bar-cell-4-output-1.png and /dev/null differ diff --git a/reference/geom_bar_files/figure-html/..-examples-geom_bar-cell-5-output-1.png b/reference/geom_bar_files/figure-html/..-examples-geom_bar-cell-5-output-1.png deleted file mode 100644 index e18f74606..000000000 Binary files a/reference/geom_bar_files/figure-html/..-examples-geom_bar-cell-5-output-1.png and /dev/null differ diff --git a/reference/geom_bar_files/figure-html/..-examples-geom_bar-cell-6-output-1.png b/reference/geom_bar_files/figure-html/..-examples-geom_bar-cell-6-output-1.png deleted file mode 100644 index 907a729f4..000000000 Binary files a/reference/geom_bar_files/figure-html/..-examples-geom_bar-cell-6-output-1.png and /dev/null differ diff --git a/reference/geom_bin_2d.html b/reference/geom_bin_2d.html index f87598a5f..88f45287c 100644 --- a/reference/geom_bin_2d.html +++ b/reference/geom_bin_2d.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 +plotnine 0.0.post1+gbc90a20 - + @@ -101,9 +101,6 @@ "search-label": "Search" } } - - - @@ -116,7 +113,7 @@
    @@ -197,7 +193,7 @@

    On this page

    -

    plotnine.geoms.geom_boxplot.geom_boxplot

    +

    plotnine.geoms.geom_boxplot

    @@ -380,140 +376,6 @@

    Parameters

    - -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    geom_boxplot,
    -    geom_jitter,
    -    scale_x_discrete,
    -    coord_flip
    -)
    -
    -
    -

    A box and whiskers plot

    -

    The boxplot compactly displays the distribution of a continuous variable.

    -

    Read more: + wikipedia + ggplot2 docs

    -
    -
    flights = pd.read_csv('data/flights.csv')
    -flights.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    yearmonthpassengers
    01949January112
    11949February118
    21949March132
    31949April129
    41949May121
    - -
    -
    -
    -

    Basic boxplot

    -
    -
    months = [month[:3] for month in flights.month[:12]]
    -print(months)
    -
    -
    ['Jan', 'Feb', 'Mar', 'Apr', 'May', 'Jun', 'Jul', 'Aug', 'Sep', 'Oct', 'Nov', 'Dec']
    -
    -
    -
    -
    (
    -    ggplot(flights) 
    -    + geom_boxplot(aes(x='factor(month)', y='passengers'))
    -    + scale_x_discrete(labels=months, name='month')  # change ticks labels on OX
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Horizontal boxplot

    -
    -
    (
    -    ggplot(flights) 
    -    + geom_boxplot(aes(x='factor(month)', y='passengers'))
    -    + coord_flip()
    -    + scale_x_discrete(
    -        labels=months[::-1], 
    -        limits=flights.month[11::-1],
    -        name='month',
    -    )
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Boxplot with jittered points:

    -
    -
    (
    -    ggplot(flights, aes(x='factor(month)', y='passengers')) 
    -    + geom_boxplot()
    -    + geom_jitter()
    -    + scale_x_discrete(labels=months, name='month')  # change ticks labels on OX
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -Source: A box and whiskers plot
    diff --git a/reference/geom_boxplot_files/figure-html/..-examples-geom_boxplot-cell-5-output-1.png b/reference/geom_boxplot_files/figure-html/..-examples-geom_boxplot-cell-5-output-1.png deleted file mode 100644 index 68cf8f192..000000000 Binary files a/reference/geom_boxplot_files/figure-html/..-examples-geom_boxplot-cell-5-output-1.png and /dev/null differ diff --git a/reference/geom_boxplot_files/figure-html/..-examples-geom_boxplot-cell-6-output-1.png b/reference/geom_boxplot_files/figure-html/..-examples-geom_boxplot-cell-6-output-1.png deleted file mode 100644 index c69ed3736..000000000 Binary files a/reference/geom_boxplot_files/figure-html/..-examples-geom_boxplot-cell-6-output-1.png and /dev/null differ diff --git a/reference/geom_boxplot_files/figure-html/..-examples-geom_boxplot-cell-7-output-1.png b/reference/geom_boxplot_files/figure-html/..-examples-geom_boxplot-cell-7-output-1.png deleted file mode 100644 index be0f38f8a..000000000 Binary files a/reference/geom_boxplot_files/figure-html/..-examples-geom_boxplot-cell-7-output-1.png and /dev/null differ diff --git a/reference/geom_col.html b/reference/geom_col.html index 451f454a1..0285e1ec4 100644 --- a/reference/geom_col.html +++ b/reference/geom_col.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 +plotnine 0.0.post1+gbc90a20 - + @@ -101,9 +101,6 @@ "search-label": "Search" } } - - - @@ -116,7 +113,7 @@
    @@ -198,7 +194,7 @@

    On this page

    -

    plotnine.geoms.geom_col.geom_col

    +

    plotnine.geoms.geom_col

    @@ -317,222 +313,6 @@

    Parameters

    See Also

    plotnine.geoms.geom_bar

    -
    -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    geom_col,
    -    geom_text,
    -    position_dodge,
    -    lims,
    -    theme,
    -    element_text,
    -    element_blank,
    -    element_rect,
    -    element_line,
    -)
    -
    -
    -

    Two Variable Bar Plot

    -

    Visualising on a single plot the values of a variable that has nested (and independent) variables

    -

    Create the data

    -
    -
    df = pd.DataFrame({
    -    'variable': ['gender', 'gender', 'age', 'age', 'age', 'income', 'income', 'income', 'income'],
    -    'category': ['Female', 'Male', '1-24', '25-54', '55+', 'Lo', 'Lo-Med', 'Med', 'High'],
    -    'value': [60, 40, 50, 30, 20, 10, 25, 25, 40],
    -})
    -df['variable'] = pd.Categorical(df['variable'], categories=['gender', 'age', 'income'])
    -df['category'] = pd.Categorical(df['category'], categories=df['category'])
    -
    -df
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    variablecategoryvalue
    0genderFemale60
    1genderMale40
    2age1-2450
    3age25-5430
    4age55+20
    5incomeLo10
    6incomeLo-Med25
    7incomeMed25
    8incomeHigh40
    - -
    -
    -
    -

    We want to visualise this data and at a galance get an idea to how the value breaks down along the categorys for the different variable. Note that each variable has different categorys.

    -

    First we make a simple plot with all this information and see what to draw from it.

    -
    -
    (ggplot(df, aes(x='variable', y='value', fill='category'))
    - + geom_col()
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    All the values along each variable add up to 100, but stacked together the difference within and without the groups is not clear. The solution is to dodge the bars.

    -
    -
    (ggplot(df, aes(x='variable', y='value', fill='category'))
    - + geom_col(stat='identity', position='dodge'))                     # modified
    -
    -
    -
    -

    -
    -
    -
    -
    -

    This is good, it gives us the plot we want but the legend is not great. Each variable has a different set of categorys, but the legend has them all clamped together. We cannot easily change the legend, but we can replicate it’s purpose by labelling the individual bars.

    -

    To do this, we create a geom_text with position_dodge(width=0.9) to match the ratio of the space taken up by each variable. If there was no spacing between the bars of different variables, we would have width=1.

    -

    A minor quack, when text extends beyond the limits we have to manually make space or it would get clipped. Therefore we adjust the bottom y limits.

    -
    -
    dodge_text = position_dodge(width=0.9)                              # new
    -
    -(ggplot(df, aes(x='variable', y='value', fill='category'))
    - + geom_col(stat='identity', position='dodge', show_legend=False)   # modified
    - + geom_text(aes(y=-.5, label='category'),                          # new
    -             position=dodge_text,
    -             color='gray', size=8, angle=45, va='top')
    - + lims(y=(-5, 60))                                                 # new
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Would it look too crowded if we add value labels on top of the bars?

    -
    -
    dodge_text = position_dodge(width=0.9)
    -
    -(ggplot(df, aes(x='variable', y='value', fill='category'))
    - + geom_col(stat='identity', position='dodge', show_legend=False)
    - + geom_text(aes(y=-.5, label='category'),
    -             position=dodge_text,
    -             color='gray', size=8, angle=45, va='top')
    - + geom_text(aes(label='value'),                                    # new
    -             position=dodge_text,
    -             size=8, va='bottom', format_string='{}%')
    - + lims(y=(-5, 60))
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    That looks okay. The values line up with the categorys because we used the same dodge parameters. For the final polish, we remove the y-axis, clear out the panel and make the variable and category labels have the same color.

    -
    -
    dodge_text = position_dodge(width=0.9)
    -ccolor = '#555555'
    -
    -# Gallery Plot
    -
    -(ggplot(df, aes(x='variable', y='value', fill='category'))
    - + geom_col(stat='identity', position='dodge', show_legend=False)
    - + geom_text(aes(y=-.5, label='category'),
    -             position=dodge_text,
    -             color=ccolor, size=8, angle=45, va='top')              # modified
    - + geom_text(aes(label='value'),
    -             position=dodge_text,
    -             size=8, va='bottom', format_string='{}%')
    - + lims(y=(-5, 60))
    - + theme(panel_background=element_rect(fill='white'),               # new
    -         axis_title_y=element_blank(),
    -         axis_line_x=element_line(color='black'),
    -         axis_line_y=element_blank(),
    -         axis_text_y=element_blank(),
    -         axis_text_x=element_text(color=ccolor),
    -         axis_ticks_major_y=element_blank(),
    -         panel_grid=element_blank(),
    -         panel_border=element_blank())
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Credit: I saved a plot this example is based on a while ago and forgot/misplaced the link to the source. The user considered it a minor coup.

    -
    -Source: Two Variable Bar Plot
    diff --git a/reference/geom_col_files/figure-html/..-examples-geom_col-cell-4-output-1.png b/reference/geom_col_files/figure-html/..-examples-geom_col-cell-4-output-1.png deleted file mode 100644 index c0120bb84..000000000 Binary files a/reference/geom_col_files/figure-html/..-examples-geom_col-cell-4-output-1.png and /dev/null differ diff --git a/reference/geom_col_files/figure-html/..-examples-geom_col-cell-5-output-1.png b/reference/geom_col_files/figure-html/..-examples-geom_col-cell-5-output-1.png deleted file mode 100644 index 2cb888cda..000000000 Binary files a/reference/geom_col_files/figure-html/..-examples-geom_col-cell-5-output-1.png and /dev/null differ diff --git a/reference/geom_col_files/figure-html/..-examples-geom_col-cell-6-output-1.png b/reference/geom_col_files/figure-html/..-examples-geom_col-cell-6-output-1.png deleted file mode 100644 index 82a8c2fcc..000000000 Binary files a/reference/geom_col_files/figure-html/..-examples-geom_col-cell-6-output-1.png and /dev/null differ diff --git a/reference/geom_col_files/figure-html/..-examples-geom_col-cell-7-output-1.png b/reference/geom_col_files/figure-html/..-examples-geom_col-cell-7-output-1.png deleted file mode 100644 index 92f2551e5..000000000 Binary files a/reference/geom_col_files/figure-html/..-examples-geom_col-cell-7-output-1.png and /dev/null differ diff --git a/reference/geom_col_files/figure-html/..-examples-geom_col-cell-8-output-1.png b/reference/geom_col_files/figure-html/..-examples-geom_col-cell-8-output-1.png deleted file mode 100644 index 4b9942629..000000000 Binary files a/reference/geom_col_files/figure-html/..-examples-geom_col-cell-8-output-1.png and /dev/null differ diff --git a/reference/geom_count.html b/reference/geom_count.html index 32d8c3bb9..c3f5f9c4f 100644 --- a/reference/geom_count.html +++ b/reference/geom_count.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 +plotnine 0.0.post1+gbc90a20 - + @@ -101,9 +101,6 @@ "search-label": "Search" } } - - - @@ -116,7 +113,7 @@
    @@ -197,7 +193,7 @@

    On this page

    -

    plotnine.geoms.geom_count.geom_count

    +

    plotnine.geoms.geom_count

    @@ -311,146 +307,6 @@

    Parameters

    - -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    geom_count,
    -    scale_size_continuous
    -)
    -from plotnine.data import diamonds
    -
    -
    -

    Categorized Data Plot

    -

    geom_count() makes the point size proportional to the number of points at a location

    -
    -
    diamonds.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    caratcutcolorclaritydepthtablepricexyz
    00.23IdealESI261.555.03263.953.982.43
    10.21PremiumESI159.861.03263.893.842.31
    20.23GoodEVS156.965.03274.054.072.31
    30.29PremiumIVS262.458.03344.204.232.63
    40.31GoodJSI263.358.03354.344.352.75
    - -
    -
    -
    -
    -
    ggplot(diamonds) + geom_count(aes(x='cut', y='color'))
    -
    -
    -
    -

    -
    -
    -
    -
    -

    We can adjust the size range of the points with scale_size_continuous

    -
    -
    (
    -    ggplot(diamonds)
    -    + geom_count(aes(x='cut', y='color'))
    -    + scale_size_continuous(range=[1,20])
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -Source: Categorized Data Plot
    diff --git a/reference/geom_count_files/figure-html/..-examples-geom_count-cell-4-output-1.png b/reference/geom_count_files/figure-html/..-examples-geom_count-cell-4-output-1.png deleted file mode 100644 index e014f7720..000000000 Binary files a/reference/geom_count_files/figure-html/..-examples-geom_count-cell-4-output-1.png and /dev/null differ diff --git a/reference/geom_count_files/figure-html/..-examples-geom_count-cell-5-output-1.png b/reference/geom_count_files/figure-html/..-examples-geom_count-cell-5-output-1.png deleted file mode 100644 index 120e72457..000000000 Binary files a/reference/geom_count_files/figure-html/..-examples-geom_count-cell-5-output-1.png and /dev/null differ diff --git a/reference/geom_crossbar.html b/reference/geom_crossbar.html index 6e55d28ed..2988ea312 100644 --- a/reference/geom_crossbar.html +++ b/reference/geom_crossbar.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 +plotnine 0.0.post1+gbc90a20 - + @@ -101,39 +101,7 @@ "search-label": "Search" } } - - - - - - - @@ -145,7 +113,7 @@
    @@ -227,7 +194,7 @@

    On this page

    -

    plotnine.geoms.geom_density.geom_density

    +

    plotnine.geoms.geom_density

    @@ -361,372 +328,6 @@

    Parameters

    See Also

    plotnine.geoms.geom_ribbon

    -
    -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    after_stat,
    -    geom_density,
    -    geom_histogram,
    -    geom_vline,
    -    geom_rect,
    -    labs,
    -    annotate,
    -    theme_tufte
    -)
    -from plotnine.data import mpg
    -
    -
    -

    Density Plot

    -
    -
    mpg.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    manufacturermodeldisplyearcyltransdrvctyhwyflclass
    0audia41.819994auto(l5)f1829pcompact
    1audia41.819994manual(m5)f2129pcompact
    2audia42.020084manual(m6)f2031pcompact
    3audia42.020084auto(av)f2130pcompact
    4audia42.819996auto(l5)f1626pcompact
    - -
    -
    -
    -

    The defaults are not exactly beautiful, but still quite clear.

    -
    -
    (ggplot(mpg, aes(x='cty'))
    - + geom_density()
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Plotting multiple groups is straightforward, but as each group is plotted as an independent PDF summing to 1, the relative size of each group will be normalized.

    -
    -
    (ggplot(mpg, aes(x='cty', color='drv', fill='drv'))
    - + geom_density(alpha=0.1)
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    To plot multiple groups and scale them by their relative size, you can map the y aesthetic to 'count' (calculated by stat_density).

    -
    -
    (ggplot(mpg, aes(x='cty', color='drv', fill='drv'))
    - + geom_density(aes(y=after_stat('count')), alpha=0.1)
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -
    -

    Density Plot + Histogram

    -

    To overlay a histogram onto the density, the y aesthetic of the density should be mapped to the 'count' scaled by the binwidth of the histograms.

    -

    Why?

    -

    The count calculated by stat_density is \(count = density * n\) where n is the number of points . The density curves have an area of 1 and have no information about the absolute frequency of the values along curve; only the relative frequencies. The count curve reveals the absolute frequencies. The scale of this count corresponds to the count calculated by the stat_bin for the histogram when the bins are 1 unit wide i.e. binwidth=1. The count * binwidth curve matches the scale of counts for the histogram for a give binwidth.

    -
    -
    binwidth = 2  # The same for geom_density and geom_histogram
    -
    -(ggplot(mpg, aes(x='cty', color='drv', fill='drv'))
    - + geom_density(aes(y=after_stat('count*binwidth')), alpha=0.1)
    - + geom_histogram(aes(fill='drv', y=after_stat('count')), binwidth=binwidth, color='none', alpha=0.5)
    - 
    - # It is the histogram that gives us the meaningful y axis label
    - # i.e. 'count' and not 'count*2'
    - + labs(y='count')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -
    -

    Shading a Region under a Density Curve

    -

    Extending geom_density to create an effect of a shaded region

    -

    Create some data and plot the density

    -
    -
    n = 101
    -df = pd.DataFrame({'x': np.arange(n)})
    -
    -(ggplot(df, aes('x'))
    - + geom_density()
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Suppose we want to mark a region as special e.g. (40, 60), we can use vertical lines to annotate it.

    -
    -
    region = (40, 60)
    -
    -(ggplot(df, aes('x'))
    - + geom_density()
    - + annotate(geom_vline, xintercept=region)  #new line
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    To make it standout more we can highlight. To do that, the first thought is to use a rectangle.

    -
    -
    region = (40, 60)
    -
    -(ggplot(df, aes('x'))
    - + geom_density()
    - + annotate(geom_rect, xmin=region[0], xmax=region[1], ymin=0, ymax=float('inf'), alpha=0.5) # new line
    - + annotate(geom_vline, xintercept=region)
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Since y upper-bound varies along the curve, a rectangular highlight has to stretch up to the top of the panel.

    -

    To hightlight only within the density curve, we have to use a second density curve. We need to calculate the density as normal, but just before the curve & region are plotted, we should keep only the region we want.

    -

    We create our own geom_density_highlight and override the setup_data method. First, we override but do nothing, we only inspect the data to see what we have to work with.

    -
    -
    # new class
    -class geom_density_highlight(geom_density):
    -    
    -    def setup_data(self, data):
    -        data = super().setup_data(data)
    -        print(data)
    -        return data
    -
    -
    -region = (40, 60)
    -
    -(ggplot(df, aes('x'))
    - + geom_density()
    - + geom_density_highlight(fill='black', alpha=0.5)  # new line
    - + annotate(geom_vline, xintercept=region)
    -)
    -
    -
          PANEL     count   density  group    n    scaled           x         y  \
    -0         1  0.519038  0.005139     -1  101  0.519039    0.000000  0.005139   
    -1         1  0.522757  0.005176     -1  101  0.522758    0.097752  0.005176   
    -2         1  0.526473  0.005213     -1  101  0.526474    0.195503  0.005213   
    -3         1  0.530187  0.005249     -1  101  0.530188    0.293255  0.005249   
    -4         1  0.533899  0.005286     -1  101  0.533900    0.391007  0.005286   
    -...     ...       ...       ...    ...  ...       ...         ...       ...   
    -1019      1  0.533899  0.005286     -1  101  0.533900   99.608993  0.005286   
    -1020      1  0.530187  0.005249     -1  101  0.530188   99.706745  0.005249   
    -1021      1  0.526473  0.005213     -1  101  0.526474   99.804497  0.005213   
    -1022      1  0.522757  0.005176     -1  101  0.522758   99.902248  0.005176   
    -1023      1  0.519038  0.005139     -1  101  0.519039  100.000000  0.005139   
    -
    -      ymin      ymax  
    -0        0  0.005139  
    -1        0  0.005176  
    -2        0  0.005213  
    -3        0  0.005249  
    -4        0  0.005286  
    -...    ...       ...  
    -1019     0  0.005286  
    -1020     0  0.005249  
    -1021     0  0.005213  
    -1022     0  0.005176  
    -1023     0  0.005139  
    -
    -[1024 rows x 10 columns]
    -
    -
    -
    -
    -

    -
    -
    -
    -
    -

    The highlight has filled the whole region, but the printed data suggests that we can limit the rows to those where x column is within our region.

    -
    -
    class geom_density_highlight(geom_density):
    -    
    -    # new method
    -    def __init__(self, *args, region=(-np.inf, np.inf), **kwargs):
    -        super().__init__(*args, **kwargs)
    -        self.region = region
    -    
    -    def setup_data(self, data):
    -        data = super().setup_data(data)
    -        s = f'{self.region[0]} <= x <= {self.region[1]}'  # new line
    -        data = data.query(s).reset_index(drop=True)       # new line
    -        return data
    -
    -    
    -region = (40, 60)
    -
    -(ggplot(df, aes('x'))
    - + geom_density()
    - + geom_density_highlight(region=region, fill='black', alpha=0.5) # modified line
    - + annotate(geom_vline, xintercept=region)
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    That is it, but we can make it look better.

    -
    -
    class geom_density_highlight(geom_density):
    -
    -    def __init__(self, *args, region=(-np.inf, np.inf), **kwargs):
    -        super().__init__(*args, **kwargs)
    -        self.region = region
    -    
    -    def setup_data(self, data):
    -        data = super().setup_data(data)
    -        s = f'{self.region[0]} <= x <= {self.region[1]}'
    -        data = data.query(s).reset_index(drop=True)
    -        return data
    -
    -
    -region = (40, 60)
    -teal = '#029386'
    -
    -# Gallery Plot
    -
    -(ggplot(df, aes('x'))
    - + geom_density_highlight(region=region, fill=teal+'88', color='none')
    - + geom_density(fill=teal+'44', color=teal, size=.7)
    - + annotate(geom_vline, xintercept=region, color=teal, size=.7)
    - + theme_tufte()
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    This example was motivated by a question from github user Rishika-Ravindran.

    -
    -Source: Density Plot
    diff --git a/reference/geom_density_2d.html b/reference/geom_density_2d.html index 9ca9d82e2..bccf1d61a 100644 --- a/reference/geom_density_2d.html +++ b/reference/geom_density_2d.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 +plotnine 0.0.post1+gbc90a20 - + @@ -101,9 +101,6 @@ "search-label": "Search" } } - - - @@ -116,7 +113,7 @@
    @@ -198,7 +194,7 @@

    On this page

    -

    plotnine.geoms.geom_histogram.geom_histogram

    +

    plotnine.geoms.geom_histogram

    @@ -311,401 +307,6 @@

    Parameters

    See Also

    plotnine.geoms.geom_bar

    -
    -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    after_stat,
    -    geom_histogram,
    -    facet_wrap,
    -    facet_grid,
    -    coord_flip,
    -    scale_y_continuous,
    -    scale_y_sqrt,
    -    scale_y_log10,
    -    scale_fill_manual,
    -    theme_bw,
    -    theme_xkcd
    -    
    -)
    -from plotnine.data import diamonds
    -from mizani.formatters import percent_format 
    -
    -
    -

    Histograms

    -

    Visualise the distribution of a variable by dividing the x-axis into bins and counting the number of observations in each bin. Histograms display the counts with bars.

    -

    You can define the number of bins (e.g. divide the data five bins) or define the binwidth (e.g. each bin is size 10).

    -

    Distributions can be visualised as: * count, * normalised count, * density, * normalised density, * scaled density as a percentage.

    -
    -
    diamonds.head(5)
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    caratcutcolorclaritydepthtablepricexyz
    00.23IdealESI261.555.03263.953.982.43
    10.21PremiumESI159.861.03263.893.842.31
    20.23GoodEVS156.965.03274.054.072.31
    30.29PremiumIVS262.458.03344.204.232.63
    40.31GoodJSI263.358.03354.344.352.75
    - -
    -
    -
    -

    If you create a basic histogram, you will be prompted to define the binwidth or number of bins.

    -
    -
    (
    -    ggplot(diamonds, aes(x='carat')) 
    -    + geom_histogram()
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can define the width of the bins, by specifying the binwidth inside geom_histogram().

    -
    -
    (
    -    ggplot(diamonds, aes(x='carat')) 
    -    + geom_histogram(binwidth=0.5) # specify the binwidth
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Or you can define the number of bins by specifying bins inside geom_histogram(). Note, the example below uses 10 bins, however you can’t see them all because some of the bins are too small to be noticeable.

    -
    -
    (
    -    ggplot(diamonds, aes(x='carat')) 
    -    + geom_histogram(bins=10) # specify the number of bins
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    There are different ways to visualise the distribution, you can specify this using the y argument within aes(). In the example below I’m using the default setting: raw count with after_stat('count').

    -
    -
    (
    -    ggplot(diamonds, aes(x='carat',
    -                         y=after_stat('count') # specify each bin is a count
    -                        )) 
    -    + geom_histogram(binwidth=0.50)  
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can normalise the raw count to 1 by using after_stat('ncount'):

    -
    -
    (
    -    ggplot(diamonds, aes(x='carat',
    -                         y=after_stat('ncount') # normalise the count to 1
    -                        )) 
    -    + geom_histogram(binwidth=0.50)  
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can display the density of points in a bin, (this is scaled to integrate to 1) by using after_stat('density'):

    -
    -
    (
    -    ggplot(diamonds, aes(x='carat',
    -                         y=after_stat('density') # density
    -                        )) 
    -    + geom_histogram(binwidth=0.50)  
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    The proportion of bins can be shown, in the example below the bin=0.5 accounts for about ~55% of the data:

    -
    -
    (
    -    ggplot(diamonds, aes(x='carat',
    -                         y=after_stat('width*density')) # show proportion
    -          ) 
    -    + geom_histogram(binwidth=0.5)
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    We can also display counts as percentages by using the percent_format() which requires the mizani.formatters library:

    -
    -
    (
    -    ggplot(diamonds, aes(x='carat', y=after_stat('width*density'))) 
    -    + geom_histogram(binwidth=0.5)
    -    + scale_y_continuous(labels=percent_format()) # display labels as a percentage
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Instead of using stat you can use stat_bin defined within geom_histogram(), this is useful if you want to layer a few different plots in the one figure.

    -
    -
    (
    -    ggplot(diamonds, aes(x='carat'))
    -    + geom_histogram(binwidth=0.5, alpha=0.5)
    -    + geom_histogram(binwidth=0.2, alpha=0.5, fill='green')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can also flip the x-y coordinates:

    -
    -
    (
    -    ggplot(diamonds, aes(x='carat', y=after_stat('density'))) 
    -    + geom_histogram(binwidth=0.5)
    -    + coord_flip()
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can visualise counts by other variables using fill within aes():

    -
    -
    (
    -    ggplot(diamonds, aes(x='carat', y=after_stat('count'),fill='cut')) 
    -    + geom_histogram(binwidth=0.5)
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can visualise too-small-to-see bars by transforming the y-axis scaling by using scale_y_sqrt() square-root scale or scale_y_log10() for a log-scale (similarly use scale_x_sqrt() and scale_x_log10() to transform the x-axis).

    -
    -
    (
    -    ggplot(diamonds, aes(x='carat', y=after_stat('count'))) 
    -    + geom_histogram(binwidth=0.5)
    -    + scale_y_sqrt() # square root scale
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -
    (
    -    ggplot(diamonds, aes(x = 'carat', y = after_stat('count'))) 
    -    + geom_histogram(binwidth = 0.5)
    -    + scale_y_log10() # log scale
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Change the look of your plot:

    -
    -
    (
    -    ggplot(diamonds, aes(x='carat', y=after_stat('density')))
    -    + geom_histogram(binwidth=0.5,
    -                    fill='green',  # change the fill colour (one colour)
    -                    colour='pink', # change the outline
    -                    size=2,        # change the thickness of the outline
    -                    alpha=0.7      # change the transparency 
    -                    )
    -    + theme_xkcd()                 # play with themes (look/arrangement)
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Another change, this time changing the fill colours manually:

    -
    -
    (
    -    ggplot(diamonds, aes(x='carat', 
    -                         y=after_stat('density'),
    -                         fill='cut'  # change the fill colour using another variable
    -                        ))
    -    + scale_fill_manual(values=["#000000", "#E69F00", "#56B4E9", "#009E73", "#F0E442"]) # change the fill colour
    -    + geom_histogram(binwidth=0.5,
    -                    colour="#D55E00",# change the outline
    -                    size=1,          # change the thickness of the outline
    -                    alpha=0.7        # change the transparency 
    -                    )
    -    + theme_bw()                     # play with themes (look/arrangement)
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    When faceting histograms with scaled counts/densities, they are normalised by each facet, and not overall. Here’s an example of a facet wrap:

    -
    -
    (
    -    ggplot(diamonds, aes(x='carat', y=after_stat('ncount'))) 
    -    + geom_histogram(binwidth=0.5)
    -    + facet_wrap('color') # facet wrap
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Here’s an example of a facet grid with the count normalised in each grid:

    -
    -
    (
    -    ggplot(diamonds, aes(x='carat', y=after_stat('ncount'))) 
    -    + geom_histogram(binwidth=0.5)
    -    + facet_grid('cut ~ color')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -Source: Histograms
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    @@ -197,7 +193,7 @@

    On this page

    -

    plotnine.geoms.geom_hline.geom_hline

    +

    plotnine.geoms.geom_hline

    @@ -298,213 +294,6 @@

    Parameters

    - -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    geom_point,
    -    geom_hline,
    -    facet_grid,
    -    labs
    -)
    -from plotnine.data import mpg
    -
    -
    -

    Horizontal line

    -

    geom_hline() draws a vertical line, and is useful as a guide.

    -
    -
    mpg.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    manufacturermodeldisplyearcyltransdrvctyhwyflclass
    0audia41.819994auto(l5)f1829pcompact
    1audia41.819994manual(m5)f2129pcompact
    2audia42.020084manual(m6)f2031pcompact
    3audia42.020084auto(av)f2130pcompact
    4audia42.819996auto(l5)f1626pcompact
    - -
    -
    -
    -

    It’s useful to use geom_hline() with some data, so we start with a basic scatter plot:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Now add a horizontal line to the scatter plot:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + geom_hline(yintercept = 25) # add one horizonal line
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can add many horizontal lines:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + geom_hline(yintercept = [25,35,45]) # add many horizontal lines using a list
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can change the look of the line:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + geom_hline(yintercept = 25,
    -                  color='yellow',    # set line colour
    -                  size=2,            # set line thickness
    -                  linetype="dashed"  # set line type
    -                 )
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    And you can add horizontal lines to a facet plot:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + geom_hline(yintercept = 25) # add a vertical line...
    -    + facet_grid('drv ~ .')      # ... to a facet plot
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -Source: Horizontal line
    diff --git a/reference/geom_hline_files/figure-html/..-examples-geom_hline-cell-4-output-1.png b/reference/geom_hline_files/figure-html/..-examples-geom_hline-cell-4-output-1.png deleted file mode 100644 index 598252e20..000000000 Binary files a/reference/geom_hline_files/figure-html/..-examples-geom_hline-cell-4-output-1.png and /dev/null differ diff --git a/reference/geom_hline_files/figure-html/..-examples-geom_hline-cell-5-output-1.png b/reference/geom_hline_files/figure-html/..-examples-geom_hline-cell-5-output-1.png deleted file mode 100644 index d6d3d8927..000000000 Binary files a/reference/geom_hline_files/figure-html/..-examples-geom_hline-cell-5-output-1.png and /dev/null differ diff --git a/reference/geom_hline_files/figure-html/..-examples-geom_hline-cell-6-output-1.png b/reference/geom_hline_files/figure-html/..-examples-geom_hline-cell-6-output-1.png deleted file mode 100644 index 0112c35eb..000000000 Binary files a/reference/geom_hline_files/figure-html/..-examples-geom_hline-cell-6-output-1.png and /dev/null differ diff --git a/reference/geom_hline_files/figure-html/..-examples-geom_hline-cell-7-output-1.png b/reference/geom_hline_files/figure-html/..-examples-geom_hline-cell-7-output-1.png deleted file mode 100644 index 19f8c9c42..000000000 Binary files a/reference/geom_hline_files/figure-html/..-examples-geom_hline-cell-7-output-1.png and /dev/null differ diff --git a/reference/geom_hline_files/figure-html/..-examples-geom_hline-cell-8-output-1.png b/reference/geom_hline_files/figure-html/..-examples-geom_hline-cell-8-output-1.png deleted file mode 100644 index 2dae933d0..000000000 Binary files a/reference/geom_hline_files/figure-html/..-examples-geom_hline-cell-8-output-1.png and /dev/null differ diff --git a/reference/geom_jitter.html b/reference/geom_jitter.html index e9fcb4d16..1a20ac173 100644 --- a/reference/geom_jitter.html +++ b/reference/geom_jitter.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 +plotnine 0.0.post1+gbc90a20 - + @@ -101,9 +101,6 @@ "search-label": "Search" } } - - - @@ -116,7 +113,7 @@
    @@ -198,7 +194,7 @@

    On this page

    -

    plotnine.geoms.geom_line.geom_line

    +

    plotnine.geoms.geom_line

    @@ -310,163 +306,6 @@

    Parameters

    See Also

    plotnine.geoms.geom_path : For documentation of other parameters.

    -
    -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    geom_line,
    -    labs,
    -    arrow
    -)
    -from plotnine.data import economics
    -
    -
    -

    Line plots

    -

    geom_line() connects the dots, and is useful for time series data.

    -
    -
    economics.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    datepcepoppsavertuempmedunemploy
    01967-07-01507.419871212.54.52944
    11967-08-01510.519891112.54.72945
    21967-09-01516.319911311.74.62958
    31967-10-01512.919931112.54.93143
    41967-11-01518.119949812.54.73066
    - -
    -
    -
    -
    -
    (
    -    ggplot(economics, aes(x='date', y='uempmed')) 
    -    + geom_line() # line plot
    -    + labs(x='date', y='median duration of unemployment')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can put arrows at the end of a line:

    -
    -
    (
    -    ggplot(economics, aes(x='date', y='pop')) 
    -    + geom_line(arrow=arrow()) # add an arrow to the end of the line
    -    + labs(x='date', y='total population (,000)')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    The arrow can be modified for a different look:

    -
    -
    (
    -    ggplot(economics, aes(x='date', y='pop')) 
    -    + geom_line(arrow=arrow(angle=35,      # defines the shape of the arrow head
    -                              ends="both",   # input what end to put the arrow on
    -                              type="closed", # defines arrow head type
    -                             )) 
    -    + labs(x='date', y='total population (,000)')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can change the look of the line:

    -
    -
    (
    -    ggplot(economics, aes(x='date', y='uempmed')) 
    -    + geom_line(color='pink',        # set line colour
    -                  size=7,            # set line thickness
    -                  linetype='dashed'  # set line type
    -               )
    -    + labs(x='date', y='median duration of unemployment')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -Source: Line plots
    diff --git a/reference/geom_line_files/figure-html/..-examples-geom_line-cell-4-output-1.png b/reference/geom_line_files/figure-html/..-examples-geom_line-cell-4-output-1.png deleted file mode 100644 index 807abcc57..000000000 Binary files a/reference/geom_line_files/figure-html/..-examples-geom_line-cell-4-output-1.png and /dev/null differ diff --git a/reference/geom_line_files/figure-html/..-examples-geom_line-cell-5-output-1.png b/reference/geom_line_files/figure-html/..-examples-geom_line-cell-5-output-1.png deleted file mode 100644 index a0fd02569..000000000 Binary files a/reference/geom_line_files/figure-html/..-examples-geom_line-cell-5-output-1.png and /dev/null differ diff --git a/reference/geom_line_files/figure-html/..-examples-geom_line-cell-6-output-1.png b/reference/geom_line_files/figure-html/..-examples-geom_line-cell-6-output-1.png deleted file mode 100644 index bb71de1cf..000000000 Binary files a/reference/geom_line_files/figure-html/..-examples-geom_line-cell-6-output-1.png and /dev/null differ diff --git a/reference/geom_line_files/figure-html/..-examples-geom_line-cell-7-output-1.png b/reference/geom_line_files/figure-html/..-examples-geom_line-cell-7-output-1.png deleted file mode 100644 index 0e3298275..000000000 Binary files a/reference/geom_line_files/figure-html/..-examples-geom_line-cell-7-output-1.png and /dev/null differ diff --git a/reference/geom_linerange.html b/reference/geom_linerange.html index be6241db4..06445070b 100644 --- a/reference/geom_linerange.html +++ b/reference/geom_linerange.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 +plotnine 0.0.post1+gbc90a20 - + @@ -101,9 +101,6 @@ "search-label": "Search" } } - - - @@ -116,7 +113,7 @@
    @@ -198,7 +194,7 @@

    On this page

    -

    plotnine.geoms.geom_path.geom_path

    +

    plotnine.geoms.geom_path

    @@ -322,301 +318,6 @@

    Parameters

    See Also

    plotnine.geoms.geom_path.arrow : for adding arrowhead(s) to paths.

    -
    -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    geom_path,
    -    geom_line,
    -    labs,
    -    scale_color_continuous,
    -    element_text,
    -    theme
    -)
    -from plotnine.data import economics
    -
    -
    -

    Path plots

    -

    geom_path() connects the observations in the order in which they appear in the data, this is different from geom_line() which connects observations in order of the variable on the x axis.

    -
    -
    economics.head(10) # notice the rows are ordered by date
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    datepcepoppsavertuempmedunemploy
    01967-07-01507.419871212.54.52944
    11967-08-01510.519891112.54.72945
    21967-09-01516.319911311.74.62958
    31967-10-01512.919931112.54.93143
    41967-11-01518.119949812.54.73066
    51967-12-01525.819965712.14.83018
    61968-01-01531.519980811.75.12878
    71968-02-01534.219992012.24.53001
    81968-03-01544.920005611.64.12877
    91968-04-01544.620020812.24.62709
    - -
    -
    -
    -

    Because the data is in date order geom_path() (in pint) produces the same result as geom_line() (in black):

    -
    -
    (
    -    ggplot(economics, aes(x='date', y='unemploy')) 
    -    + geom_line(size=5)             # plot geom_line as the first layer                   
    -    + geom_path(colour='#ff69b4',   # plot a path - colour pink 
    -               size=1)   
    -    + labs(x='date', y='unemployment (,000)') # label x & y-axis
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Plotting unemployment (scaled by population) versus savings rate shows how geom_path() differs from geom_line(). Because geom_path() connects the observations in the order in which they appear in the data, this line is like a “journey through time”:

    -
    -
    (
    -    ggplot(economics, aes(x='unemploy/pop', y='psavert')) 
    -    + geom_path()                                    # plot geom path
    -    + labs(x='scaled unemployment', y='saving rate') # label x & y-axis
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Comparing geom_line() (black) to geom_path() (pink) shows how these two plots differ in what they can show: geom_path() shows the savings rate has gone down over time, which is not evident with geom_path().

    -
    -
    (
    -    ggplot(economics, aes(x='unemploy/pop', y='psavert')) 
    -    + geom_path(colour='#ff69b4', # plot geom_path as the first layer - colour pink
    -                alpha=0.5,        # line transparency
    -                size=2.5)         # line thickness
    -    + geom_line()                   # layer geom_line 
    -    + labs(x='scaled unemployment', y='saving rate') # label x & y-axis
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    The geom_path can be easier to interpret if time is coloured in. First convert time to a number, and use this number to colour the path:

    -
    -
    # convert date to a number 
    -economics['date_as_number']=pd.to_numeric(economics['date'])
    -
    -
    -
    # inspect new column
    -economics.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    datepcepoppsavertuempmedunemploydate_as_number
    01967-07-01507.419871212.54.52944-79056000000000000
    11967-08-01510.519891112.54.72945-76377600000000000
    21967-09-01516.319911311.74.62958-73699200000000000
    31967-10-01512.919931112.54.93143-71107200000000000
    41967-11-01518.119949812.54.73066-68428800000000000
    - -
    -
    -
    -

    The path is coloured such that it changes with time using the command aes(colour='date_as_number') within geom_path().

    -
    -
    # input
    -legend_breaks=[-79056000000000000, 709948800000000000, 1401580800000000000] # used to modify colour-graded legend
    -legend_labels=["1967-Jul", "1992-Jun","2014-Jun"]
    -
    -# plot
    -(
    -    ggplot(economics, aes(x='unemploy/pop', y='psavert')) 
    -    + geom_path(aes(colour='date_as_number'))       # colour geom_path using time variable "date_as_number"
    -    + labs(x='scaled unemployment', y='saving rate')
    -    + scale_color_continuous(breaks=legend_breaks,  # set legend breaks (where labels will appear)
    -                            labels=legend_labels)   # set labels on legend
    -    + theme(legend_title=element_text(text='Date')) # set title of legend
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -Source: Path plots
    diff --git a/reference/geom_path_files/figure-html/..-examples-geom_path-cell-4-output-1.png b/reference/geom_path_files/figure-html/..-examples-geom_path-cell-4-output-1.png deleted file mode 100644 index f45768360..000000000 Binary files a/reference/geom_path_files/figure-html/..-examples-geom_path-cell-4-output-1.png and /dev/null differ diff --git a/reference/geom_path_files/figure-html/..-examples-geom_path-cell-5-output-1.png b/reference/geom_path_files/figure-html/..-examples-geom_path-cell-5-output-1.png deleted file mode 100644 index b136b2a5f..000000000 Binary files a/reference/geom_path_files/figure-html/..-examples-geom_path-cell-5-output-1.png and /dev/null differ diff --git a/reference/geom_path_files/figure-html/..-examples-geom_path-cell-6-output-1.png b/reference/geom_path_files/figure-html/..-examples-geom_path-cell-6-output-1.png deleted file mode 100644 index 8960aabaa..000000000 Binary files a/reference/geom_path_files/figure-html/..-examples-geom_path-cell-6-output-1.png and /dev/null differ diff --git a/reference/geom_path_files/figure-html/..-examples-geom_path-cell-9-output-1.png b/reference/geom_path_files/figure-html/..-examples-geom_path-cell-9-output-1.png deleted file mode 100644 index 8f5113271..000000000 Binary files a/reference/geom_path_files/figure-html/..-examples-geom_path-cell-9-output-1.png and /dev/null differ diff --git a/reference/geom_point.html b/reference/geom_point.html index ffd914250..fec481db6 100644 --- a/reference/geom_point.html +++ b/reference/geom_point.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 +plotnine 0.0.post1+gbc90a20 - + @@ -101,9 +101,6 @@ "search-label": "Search" } } - - - @@ -116,7 +113,7 @@
    @@ -197,7 +193,7 @@

    On this page

    -

    plotnine.geoms.geom_point.geom_point

    +

    plotnine.geoms.geom_point

    @@ -310,187 +306,6 @@

    Parameters

    - -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    geom_point,
    -    scale_color_gradient
    -)
    -from plotnine.data import mpg
    -
    -
    -
    mpg.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    manufacturermodeldisplyearcyltransdrvctyhwyflclass
    0audia41.819994auto(l5)f1829pcompact
    1audia41.819994manual(m5)f2129pcompact
    2audia42.020084manual(m6)f2031pcompact
    3audia42.020084auto(av)f2130pcompact
    4audia42.819996auto(l5)f1626pcompact
    - -
    -
    -
    -

    Basic scatter plot

    -
    -
    p = ggplot(aes(x='displ', y='cty'), mpg)
    -p + geom_point()
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Aesthetic mappings

    -
    -
    p + geom_point(aes(color='factor(cyl)'))
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -
    p + geom_point(aes(shape='factor(cyl)'))
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -
    p + geom_point(aes(color='hwy'))
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Modify the color scale

    -
    -
    p + geom_point(aes(color='hwy')) + scale_color_gradient(low='blue', high='red')
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -
    p + geom_point(aes(size='hwy'))
    -
    -
    -
    -

    -
    -
    -
    -
    -Source: geom_point.ipynb
    diff --git a/reference/geom_point_files/figure-html/..-examples-geom_point-cell-4-output-1.png b/reference/geom_point_files/figure-html/..-examples-geom_point-cell-4-output-1.png deleted file mode 100644 index 9ef859197..000000000 Binary files a/reference/geom_point_files/figure-html/..-examples-geom_point-cell-4-output-1.png and /dev/null differ diff --git a/reference/geom_point_files/figure-html/..-examples-geom_point-cell-5-output-1.png b/reference/geom_point_files/figure-html/..-examples-geom_point-cell-5-output-1.png deleted file mode 100644 index b472ac0f2..000000000 Binary files a/reference/geom_point_files/figure-html/..-examples-geom_point-cell-5-output-1.png and /dev/null differ diff --git a/reference/geom_point_files/figure-html/..-examples-geom_point-cell-6-output-1.png b/reference/geom_point_files/figure-html/..-examples-geom_point-cell-6-output-1.png deleted file mode 100644 index 99718bb74..000000000 Binary files a/reference/geom_point_files/figure-html/..-examples-geom_point-cell-6-output-1.png and /dev/null differ diff --git a/reference/geom_point_files/figure-html/..-examples-geom_point-cell-7-output-1.png b/reference/geom_point_files/figure-html/..-examples-geom_point-cell-7-output-1.png deleted file mode 100644 index 97cad9b94..000000000 Binary files a/reference/geom_point_files/figure-html/..-examples-geom_point-cell-7-output-1.png and /dev/null differ diff --git a/reference/geom_point_files/figure-html/..-examples-geom_point-cell-8-output-1.png b/reference/geom_point_files/figure-html/..-examples-geom_point-cell-8-output-1.png deleted file mode 100644 index 3470a2bb2..000000000 Binary files a/reference/geom_point_files/figure-html/..-examples-geom_point-cell-8-output-1.png and /dev/null differ diff --git a/reference/geom_point_files/figure-html/..-examples-geom_point-cell-9-output-1.png b/reference/geom_point_files/figure-html/..-examples-geom_point-cell-9-output-1.png deleted file mode 100644 index dd2577510..000000000 Binary files a/reference/geom_point_files/figure-html/..-examples-geom_point-cell-9-output-1.png and /dev/null differ diff --git a/reference/geom_pointdensity.html b/reference/geom_pointdensity.html index 88dd33b02..2dbf969ec 100644 --- a/reference/geom_pointdensity.html +++ b/reference/geom_pointdensity.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 +plotnine 0.0.post1+gbc90a20 - + @@ -101,9 +101,6 @@ "search-label": "Search" } } - - - @@ -116,7 +113,7 @@
    @@ -198,7 +194,7 @@

    On this page

    -

    plotnine.geoms.geom_segment.geom_segment

    +

    plotnine.geoms.geom_segment

    @@ -325,2188 +321,6 @@

    Parameters

    See Also

    plotnine.geoms.geom_path.arrow : for adding arrowhead(s) to segments.

    -
    -
    -

    Examples

    -
    -
    -
    # NOTE: This notebook uses the polars package
    -import pandas as pd
    -import pandas.api.types as pdtypes
    -import numpy as np
    -
    -from plotnine import *
    -import polars as pl
    -from polars import col
    -
    -
    -

    Ranges of Similar Variables

    -

    Comparing the point to point difference of many similar variables

    -

    Read the data.

    -

    Source: Pew Research Global Attitudes Spring 2015

    -
    -
    !head -n 20 "data/survey-social-media.csv"
    -
    -
    PSRAID,COUNTRY,Q145,Q146,Q70,Q74
    -100000,Ethiopia,Female,35,No, 
    -100001,Ethiopia,Female,25,No, 
    -100002,Ethiopia,Male,40,Don’t know, 
    -100003,Ethiopia,Female,30,Don’t know, 
    -100004,Ethiopia,Male,22,No, 
    -100005,Ethiopia,Male,40,No, 
    -100006,Ethiopia,Female,20,No, 
    -100007,Ethiopia,Female,18,No,No
    -100008,Ethiopia,Male,50,No, 
    -100009,Ethiopia,Male,35,No, 
    -100010,Ethiopia,Female,20,No, 
    -100011,Ethiopia,Female,30,Don’t know, 
    -100012,Ethiopia,Male,60,No, 
    -100013,Ethiopia,Male,18,No, 
    -100014,Ethiopia,Male,40,No, 
    -100015,Ethiopia,Male,28,Don’t know, 
    -100016,Ethiopia,Female,55,Don’t know, 
    -100017,Ethiopia,Male,30,Don’t know, 
    -100018,Ethiopia,Female,22,No, 
    -
    -
    -
    -
    columns = dict(
    -    COUNTRY="country",
    -    Q145="gender",
    -    Q146="age",
    -    Q70="use_internet",
    -    Q74="use_social_media"
    -)
    -
    -data = pl.scan_csv(
    -    "data/survey-social-media.csv",
    -    dtypes=dict(Q146=pl.Utf8),
    -).rename(
    -    columns
    -).select([
    -    "country",
    -    "age",
    -    "use_social_media"
    -]).collect()
    -
    -data.sample(10, seed=123)
    -
    -
    -shape: (10, 3) - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    countryageuse_social_media
    strstrstr
    "India""23"" "
    "Pakistan""18"" "
    "Peru""39""Yes"
    "Jordan""56"" "
    "United Kingdom…"35""Yes"
    "Chile""24""Yes"
    "Israel""32""No"
    "Pakistan""39""No"
    "Chile""26""Yes"
    "Nigeria""43""Yes"
    -
    -
    -
    -

    Create age groups for users of social media

    -
    -
    yes_no = ["Yes", "No"]
    -valid_age_groups = ["18-34", "35-49", "50+"]
    -
    -rdata = data.with_columns(
    -    age_group=pl
    -    .when(col("age") <= "34").then(pl.lit("18-34"))
    -    .when(col("age") <= "49").then(pl.lit("35-49"))
    -    .when(col("age") < "98").then(pl.lit("50+"))
    -    .otherwise(pl.lit("")),
    -    country_count=pl.count().over("country")
    -).filter(
    -    col("age_group").is_in(valid_age_groups) &
    -    col("use_social_media").is_in(yes_no)
    -).group_by(["country", "age_group"]).agg(
    -    # social media use percentage
    -    sm_use_percent=(col("use_social_media") == "Yes").sum() * 100 / pl.count(),
    -    
    -    # social media question response rate
    -    smq_response_rate=col("use_social_media").is_in(yes_no).sum() * 100 / col("country_count").first()
    -).sort(["country", "age_group"])
    -
    -rdata.head()
    -
    -
    -shape: (5, 4) - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    countryage_groupsm_use_percentsmq_response_rate
    strstrf64f64
    "Argentina""18-34"90.88319135.1
    "Argentina""35-49"84.4036721.8
    "Argentina""50+"67.33333315.0
    "Australia""18-34"90.86294419.621514
    "Australia""35-49"78.0487820.418327
    -
    -
    -
    -

    Top 14 countries by response rate to the social media question.

    -
    -
    def col_format(name, fmt):
    -    # Format useing python formating
    -    # for more control over
    -    return col(name).map_elements(lambda x: fmt.format(x=x))
    -
    -def float_to_str_round(name):
    -    return col_format(name, "{x:.0f}")
    -
    -n = 14
    -
    -top = rdata.group_by("country").agg(
    -    r=col("smq_response_rate").sum()
    -).sort("r", descending=True).head(n)
    -top_countries = top["country"]
    -
    -expr = float_to_str_round("sm_use_percent")
    -expr_pct = expr + "%"
    -
    -point_data = rdata.filter(
    -    col("country").is_in(top_countries)
    -).with_columns(
    -    col("country").cast(pl.Categorical),
    -    sm_use_percent_str=pl.when(col("country") == "France").then(expr_pct).otherwise(expr)
    -)
    -
    -point_data.head()
    -
    -
    -shape: (5, 5) - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    countryage_groupsm_use_percentsmq_response_ratesm_use_percent_str
    catstrf64f64str
    "Australia""18-34"90.86294419.621514"91"
    "Australia""35-49"78.0487820.418327"78"
    "Australia""50+"48.47908752.390438"48"
    "Canada""18-34"92.06349225.099602"92"
    "Canada""35-49"75.92592621.513944"76"
    -
    -
    -
    -
    -
    segment_data = point_data.group_by("country").agg(
    -    min=col("sm_use_percent").min(),
    -    max=col("sm_use_percent").max(),
    -).with_columns(
    -    gap=(col("max") - col("min"))
    -).sort(
    -    "gap",
    -).with_columns(
    -    min_str=float_to_str_round("min"),
    -    max_str=float_to_str_round("max"),
    -    gap_str=float_to_str_round("gap")
    -)
    -
    -segment_data.head()
    -
    -
    -shape: (5, 7) - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    countryminmaxgapmin_strmax_strgap_str
    catf64f64f64strstrstr
    "Russia"76.0736295.15151519.077896"76""95""19"
    "Israel"55.40540588.31168832.906283"55""88""33"
    "United Kingdom…52.7446386.09625733.351627"53""86""33"
    "United States"52.59740388.66995136.072548"53""89""36"
    "Canada"53.98633392.06349238.077159"54""92""38"
    -
    -
    -
    -

    Format the floating point data that will be plotted into strings

    -

    First plot

    -
    -
    # The right column (youngest-oldest gap) location
    -xgap = 112
    -
    -(ggplot()
    - # Range strip
    - + geom_segment(
    -     segment_data,
    -     aes(x="min", xend="max", y="country", yend="country"),
    -     size=6,
    -     color="#a7a9ac"
    - )
    - # Age group markers
    - + geom_point(
    -     point_data,
    -     aes("sm_use_percent", "country", color="age_group", fill="age_group"),
    -     size=5,
    -     stroke=0.7,
    - )
    - # Age group percentages
    - + geom_text(
    -     point_data.filter(col("age_group")=="50+"),
    -     aes(x="sm_use_percent-2", y="country", label="sm_use_percent_str", color="age_group"),
    -     size=8,
    -     ha="right"
    - )
    - + geom_text(
    -     point_data.filter(col("age_group")=="35-49"),
    -     aes(x="sm_use_percent+2", y="country", label="sm_use_percent_str"),
    -     size=8,
    -     ha="left",
    -     va="center",
    -     color="white"
    - )
    - + geom_text(
    -     point_data.filter(col("age_group")=="18-34"),
    -     aes(x="sm_use_percent+2", y="country", label="sm_use_percent_str", color="age_group"),
    -     size=8,
    -     ha="left",
    - )
    - # gap difference
    - + geom_text(
    -     segment_data,
    -     aes(x=xgap, y="country", label="gap_str"),
    -     size=9,
    -     fontweight="bold",
    -     format_string="+{}"
    - )
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Tweak it

    -
    -
    # The right column (youngest-oldest gap) location
    -xgap = 115
    -
    -# Gallery Plot
    -
    -(ggplot()
    - # Background Strips                                     # new
    - + geom_segment(
    -     segment_data,
    -     aes(y="country", yend="country"),
    -     x=0, xend=100,
    -     size=8.5,
    -     color="#edece3"
    - )
    - # vertical grid lines along the strips                  # new
    - + annotate(
    -     "segment",
    -     x=list(range(10, 100, 10)) * n,
    -     xend=list(range(10, 100, 10)) * n,
    -     y=np.tile(np.arange(1, n+1), 9)-.25,
    -     yend=np.tile(np.arange(1, n+1), 9) + .25,
    -     color="#CCCCCC"
    - )
    - # Range strip
    - + geom_segment(
    -     segment_data,
    -     aes(x="min", xend="max", y="country", yend="country"),
    -     size=6,
    -     color="#a7a9ac"
    - )
    - # Age group markers
    - + geom_point(
    -     point_data,
    -     aes("sm_use_percent", "country", color="age_group", fill="age_group"),
    -     size=5,
    -     stroke=0.7,
    - )
    - # Age group percentages
    - + geom_text(
    -     point_data.filter(col("age_group")=="50+"),
    -     aes(x="sm_use_percent-2", y="country", label="sm_use_percent_str", color="age_group"),
    -     size=8,
    -     ha="right",
    - )
    - + geom_text(
    -     point_data.filter(col("age_group")=="35-49"),
    -     aes(x="sm_use_percent+2", y="country", label="sm_use_percent_str"),
    -     size=8,
    -     ha="left",
    -     va="center",
    -     color="white"
    - )
    - + geom_text(
    -     point_data.filter(col("age_group")=="18-34"),
    -     aes(x="sm_use_percent+2", y="country", label="sm_use_percent_str", color="age_group"),
    -     size=8,
    -     ha="left",
    - )
    - # countries right-hand-size (instead of y-axis)         # new
    - + geom_text(
    -     segment_data,
    -     aes(y="country", label="country"),
    -     x=-1,
    -     size=8,
    -     ha="right",
    -     fontweight="bold",
    -     color="#222222"
    - )
    - # gap difference
    - + geom_vline(xintercept=xgap, color="#edece3", size=32)  # new
    - + geom_text(
    -     segment_data,
    -     aes(x=xgap, y="country", label="gap_str"),
    -     size=9,
    -     fontweight="bold",
    -     format_string="+{}"
    - )
    - # Annotations                                            # new
    - + annotate("text", x=31, y=n+1.1, label="50+", size=9, color="#ea9f2f", va="top")
    - + annotate("text", x=56, y=n+1.1, label="35-49", size=9, color="#6d6e71", va="top")
    - + annotate("text", x=85, y=n+1.1, label="18-34", size=9, color="#939c49", va="top")
    - + annotate("text", x=xgap, y=n+.5, label="Youngest-\nOldest Gap", size=9, color="#444444", va="bottom", ha="center")
    - + annotate("point", x=[31, 56, 85], y=n+.3, alpha=0.85, stroke=0)
    - + annotate("segment", x=[31, 56, 85], xend=[31, 56, 85], y=n+.3, yend=n+.8, alpha=0.85)
    - + annotate("hline", yintercept=[x+0.5 for x in range(2, n, 2)], alpha=.5, linetype="dotted", size=0.7)
    - 
    - # Better spacing and color                              # new
    - + scale_x_continuous(limits=(-18, xgap+2))
    - + scale_y_discrete(expand=(0, 0.25, 0.1, 0))
    - + scale_fill_manual(values=["#c3ca8c", "#d1d3d4", "#f2c480"])
    - + scale_color_manual(values=["#939c49", "#6d6e71", "#ea9f2f"])
    - + guides(color=None, fill=None)
    - + theme_void()
    - + theme(figure_size=(8, 8.5))
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Instead of looking at this plot as having a country variable on the y-axis and a percentage variable on the x-axis, we can view it as having vertically stacked up many indepedent variables, the values of which have a similar scale.

    -

    Protip: Save a pdf file.

    -
    -
    -

    Change in Rank

    -

    Comparing a group of ranked items at two different times

    -

    Read the data.

    -

    Source: World Bank - Infanct Mortality Rate (per 1,000 live births)b

    -
    -
    data = pl.read_csv(
    -    "data/API_SP.DYN.IMRT.IN_DS2_en_csv_v2/API_SP.DYN.IMRT.IN_DS2_en_csv_v2.csv",
    -    skip_rows=4,
    -    null_values="",
    -    truncate_ragged_lines=True
    -)
    -
    -# Columns as valid python variables
    -year_columns = {c: f"y{c}" for c in data.columns if c[:2] in {"19", "20"}}
    -data = data.rename({
    -    "Country Name": "country",
    -    "Country Code": "code",
    -    **year_columns
    -}).drop(["Indicator Name", "Indicator Code"])
    -data.head()
    -
    -
    -shape: (5, 59) - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    countrycodey1960y1961y1962y1963y1964y1965y1966y1967y1968y1969y1970y1971y1972y1973y1974y1975y1976y1977y1978y1979y1980y1981y1982y1983y1984y1985y1986y1987y1988y1989y1990y1991y1992y1993y1994y1995y1996y1997y1998y1999y2000y2001y2002y2003y2004y2005y2006y2007y2008y2009y2010y2011y2012y2013y2014y2015y2016
    strstrf64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64str
    "Aruba""ABW"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull
    "Afghanistan""AFG"null240.5236.3232.3228.5224.6220.7217.0213.3209.8206.1202.2198.2194.3190.3186.6182.6178.7174.5170.4166.1161.8157.5153.2148.7144.5140.2135.7131.3126.8122.5118.3114.4110.9107.7105.0102.7100.798.997.295.493.491.289.086.784.482.380.478.676.875.173.471.769.968.166.3null
    "Angola""AGO"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull138.3137.5136.8136.0135.3134.9134.4134.1133.8133.6133.5133.5133.5133.4133.2132.8132.3131.5130.6129.5128.3126.9125.5124.1122.8121.2119.4117.1114.7112.2109.6106.8104.1101.498.896.0null
    "Albania""ALB"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull73.068.464.059.956.152.449.145.943.240.838.636.735.133.732.531.430.329.127.926.825.524.423.222.121.020.019.118.317.416.716.015.414.814.313.813.312.912.5null
    "Andorra""AND"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull7.57.06.56.15.65.25.04.64.34.13.93.73.53.33.23.12.92.82.72.62.52.42.32.22.12.1null
    -
    -
    -
    -

    The data includes regional aggregates. To tell apart the regional aggregates we need the metadata. Every row in the data table has a corresponding row in the metadata table. Where the row has regional aggregate data, the Region column in the metadata table is NaN.

    -
    -
    def ordered_categorical(s, categories=None):
    -    """
    -    Create a categorical ordered according to the categories
    -    """
    -    name = getattr(s, "name", "")
    -    if categories is None:
    -        return pl.Series(name, s).cast(pl.Categorical)
    -
    -    with pl.StringCache():
    -        pl.Series(categories).cast(pl.Categorical)
    -        return pl.Series(name, s).cast(pl.Categorical)
    -
    -columns = {
    -    "Country Code": "code",
    -    "Region": "region",
    -    "IncomeGroup": "income_group"
    -}
    -
    -metadata = pl.scan_csv(
    -    "data/API_SP.DYN.IMRT.IN_DS2_en_csv_v2/Metadata_Country_API_SP.DYN.IMRT.IN_DS2_en_csv_v2.csv"
    -).rename(
    -    columns
    -).select(
    -    list(columns.values())
    -).filter(
    -    # Drop the regional aggregate information
    -    (col("region") != "") & (col("income_group") != "")
    -).collect()
    -
    -cat_order = ["High income", "Upper middle income", "Lower middle income", "Low income"]
    -metadata = metadata.with_columns(
    -    ordered_categorical(metadata["income_group"], cat_order)
    -)
    -
    -metadata.head(10)
    -
    -
    -shape: (10, 3) - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    coderegionincome_group
    strstrcat
    "ABW""Latin America …"High income"
    "AFG""South Asia""Low income"
    "AGO""Sub-Saharan Af…"Lower middle i…
    "ALB""Europe & Centr…"Upper middle i…
    "AND""Europe & Centr…"High income"
    "ARE""Middle East & …"High income"
    "ARG""Latin America …"Upper middle i…
    "ARM""Europe & Centr…"Lower middle i…
    "ASM""East Asia & Pa…"Upper middle i…
    "ATG""Latin America …"High income"
    -
    -
    -
    -

    Remove the regional aggregates, to create a table with only country data

    -
    -
    country_data = data.join(metadata, on="code")
    -country_data.head()
    -
    -
    -shape: (5, 61) - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    countrycodey1960y1961y1962y1963y1964y1965y1966y1967y1968y1969y1970y1971y1972y1973y1974y1975y1976y1977y1978y1979y1980y1981y1982y1983y1984y1985y1986y1987y1988y1989y1990y1991y1992y1993y1994y1995y1996y1997y1998y1999y2000y2001y2002y2003y2004y2005y2006y2007y2008y2009y2010y2011y2012y2013y2014y2015y2016regionincome_group
    strstrf64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64strstrcat
    "Aruba""ABW"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull"Latin America …"High income"
    "Afghanistan""AFG"null240.5236.3232.3228.5224.6220.7217.0213.3209.8206.1202.2198.2194.3190.3186.6182.6178.7174.5170.4166.1161.8157.5153.2148.7144.5140.2135.7131.3126.8122.5118.3114.4110.9107.7105.0102.7100.798.997.295.493.491.289.086.784.482.380.478.676.875.173.471.769.968.166.3null"South Asia""Low income"
    "Angola""AGO"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull138.3137.5136.8136.0135.3134.9134.4134.1133.8133.6133.5133.5133.5133.4133.2132.8132.3131.5130.6129.5128.3126.9125.5124.1122.8121.2119.4117.1114.7112.2109.6106.8104.1101.498.896.0null"Sub-Saharan Af…"Lower middle i…
    "Albania""ALB"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull73.068.464.059.956.152.449.145.943.240.838.636.735.133.732.531.430.329.127.926.825.524.423.222.121.020.019.118.317.416.716.015.414.814.313.813.312.912.5null"Europe & Centr…"Upper middle i…
    "Andorra""AND"nullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnullnull7.57.06.56.15.65.25.04.64.34.13.93.73.53.33.23.12.92.82.72.62.52.42.32.22.12.1null"Europe & Centr…"High income"
    -
    -
    -
    -

    We are interested in the changes in rank between 1960 and 2015. To plot a reasonable sized graph, we randomly sample 35 countries.

    -
    -
    sampled_data = country_data.drop_nulls(
    -    subset=["y1960", "y2015"]
    -).sample(
    -    n=35,
    -    seed=123
    -).with_columns(
    -    y1960_rank=col("y1960").rank(method="ordinal").cast(pl.Int64),
    -    y2015_rank=col("y2015").rank(method="ordinal").cast(pl.Int64)
    -).sort("y2015_rank", descending=True)
    -
    -sampled_data.head()
    -
    -
    -shape: (5, 63) - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    countrycodey1960y1961y1962y1963y1964y1965y1966y1967y1968y1969y1970y1971y1972y1973y1974y1975y1976y1977y1978y1979y1980y1981y1982y1983y1984y1985y1986y1987y1988y1989y1990y1991y1992y1993y1994y1995y1996y1997y1998y1999y2000y2001y2002y2003y2004y2005y2006y2007y2008y2009y2010y2011y2012y2013y2014y2015y2016regionincome_groupy1960_ranky2015_rank
    strstrf64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64strstrcati64i64
    "Sierra Leone""SLE"223.6220.5217.5214.2211.0207.6204.2200.8197.3194.1191.0188.0185.2182.6180.0177.5175.3173.2171.2169.2167.3165.6164.1162.8161.5160.4159.4158.3157.6157.0156.5156.1155.7155.2154.5153.4152.0150.1148.1145.8143.3140.5137.7134.6131.4128.1124.5120.5116.2111.7107.0102.397.993.890.287.1null"Sub-Saharan Af…"Low income"3535
    "Cote d'Ivoire""CIV"208.4203.0197.7192.8188.0183.3178.7174.2169.9165.4161.0156.4151.3146.1140.7135.1129.7124.7120.2116.6113.7111.4109.5108.0106.9106.1105.5105.2104.9104.9104.9104.8104.7104.7104.6104.4104.0103.3102.3101.099.597.795.793.691.488.986.784.181.379.076.975.072.870.668.566.6null"Sub-Saharan Af…"Lower middle i…3334
    "Benin""BEN"186.9183.9180.6177.1173.6170.2166.8164.0161.5159.2157.1154.9152.5149.8146.8143.5140.1136.7133.6130.9128.7126.6124.7122.8120.9118.9116.9114.8112.6110.4108.0105.6103.2100.998.997.295.694.292.791.189.387.485.283.080.878.876.975.273.772.371.069.868.567.265.764.2null"Sub-Saharan Af…"Low income"3233
    "Burkina Faso""BFA"161.3159.4157.5155.8154.3153.0151.8150.9150.2149.7149.3148.5147.1144.6141.0136.6131.9127.4123.4120.2117.6115.6113.9112.4110.8109.0107.1105.3103.8102.9102.5102.3102.4102.4102.1101.4100.599.498.397.396.295.093.491.488.986.082.779.275.872.569.767.365.463.762.260.9null"Sub-Saharan Af…"Low income"3032
    "Ghana""GHA"125.1123.8122.7121.8121.2120.8120.7120.6120.6120.5120.1119.5118.2116.5114.2111.5108.7106.0103.8102.1100.9100.199.398.496.894.792.189.085.882.779.877.575.674.173.072.071.069.868.466.764.963.061.259.658.156.855.654.453.151.750.248.647.045.544.242.8null"Sub-Saharan Af…"Lower middle i…2531
    -
    -
    -
    -

    First graph

    -
    -
    (ggplot(sampled_data)
    - + geom_text(aes(1, "y1960_rank", label="country"), ha="right", size=9)
    - + geom_text(aes(2, "y2015_rank", label="country"), ha="left", size=9)
    - + geom_point(aes(1, "y1960_rank", color="income_group"), size=2.5)
    - + geom_point(aes(2, "y2015_rank", color="income_group"), size=2.5)
    - + geom_segment(aes(x=1, y="y1960_rank", xend=2, yend="y2015_rank", color="income_group"))
    - + scale_y_reverse()
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    It has the form we want, but we need to tweak it.

    -
    -
    # Text colors
    -black1 = "#252525"
    -black2 = "#222222"
    -
    -# Gallery Plot
    -
    -(ggplot(sampled_data)
    - # Slight modifications for the original lines,
    - # 1. Nudge the text to either sides of the points
    - # 2. Alter the color and alpha values
    - + geom_text(aes(1, "y1960_rank", label="country"), nudge_x=-0.05, ha="right", size=9, color=black1)
    - + geom_text(aes(2, "y2015_rank", label="country"), nudge_x=0.05, ha="left", size=9, color=black1)
    - + geom_point(aes(1, "y1960_rank", color="income_group"), size=2.5, alpha=.7)
    - + geom_point(aes(2, "y2015_rank", color="income_group"), size=2.5, alpha=.7)
    - + geom_segment(aes(x=1, y="y1960_rank", xend=2, yend="y2015_rank", color="income_group"), alpha=.7)
    - 
    - # Text Annotations
    - + annotate("text", x=1, y=0, label="Rank in 1960", fontweight="bold", ha="right", size=10, color=black2)
    - + annotate("text", x=2, y=0, label="Rank in 2015", fontweight="bold", ha="left", size=10, color=black2)
    - + annotate("text", x=1.5, y=0, label="Lines show change in rank", size=9, color=black1)
    - + annotate("label", x=1.5, y=3, label="Lower infant\ndeath rates", size=9, color=black1,
    -            label_size=0, fontstyle="italic")
    - + annotate("label", x=1.5, y=33, label="Higher infant\ndeath rates", size=9, color=black1,
    -            label_size=0, fontstyle="italic")
    - 
    - # Prevent country names from being chopped off
    - + lims(x=(0.35, 2.65))
    - + labs(color="Income Group")
    - # Countries with lower rates on top
    - + scale_y_reverse()
    - # Change colors
    - + scale_color_brewer(type="qual", palette=2)
    - # Removes all decorations
    - + theme_void()
    - # Changing the figure size prevents the country names from squishing up
    - + theme(figure_size=(8, 11))
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -Source: NOTE: This notebook uses the polars package
    diff --git a/reference/geom_segment_files/figure-html/..-examples-geom_segment-cell-14-output-1.png b/reference/geom_segment_files/figure-html/..-examples-geom_segment-cell-14-output-1.png deleted file mode 100644 index aea169439..000000000 Binary files a/reference/geom_segment_files/figure-html/..-examples-geom_segment-cell-14-output-1.png and /dev/null differ diff --git a/reference/geom_segment_files/figure-html/..-examples-geom_segment-cell-15-output-1.png b/reference/geom_segment_files/figure-html/..-examples-geom_segment-cell-15-output-1.png deleted file mode 100644 index 5e8fc3a56..000000000 Binary files a/reference/geom_segment_files/figure-html/..-examples-geom_segment-cell-15-output-1.png and /dev/null differ diff --git a/reference/geom_segment_files/figure-html/..-examples-geom_segment-cell-8-output-1.png b/reference/geom_segment_files/figure-html/..-examples-geom_segment-cell-8-output-1.png deleted file mode 100644 index f11a35e2e..000000000 Binary files a/reference/geom_segment_files/figure-html/..-examples-geom_segment-cell-8-output-1.png and /dev/null differ diff --git a/reference/geom_segment_files/figure-html/..-examples-geom_segment-cell-9-output-1.png b/reference/geom_segment_files/figure-html/..-examples-geom_segment-cell-9-output-1.png deleted file mode 100644 index 0201018e4..000000000 Binary files a/reference/geom_segment_files/figure-html/..-examples-geom_segment-cell-9-output-1.png and /dev/null differ diff --git a/reference/geom_sina.html b/reference/geom_sina.html index ad5a6f098..26f5f128f 100644 --- a/reference/geom_sina.html +++ b/reference/geom_sina.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 +plotnine 0.0.post1+gbc90a20 - + @@ -101,9 +101,6 @@ "search-label": "Search" } } - - - @@ -116,7 +113,7 @@
    @@ -197,7 +193,7 @@

    On this page

    -

    plotnine.geoms.geom_smooth.geom_smooth

    +

    plotnine.geoms.geom_smooth

    @@ -319,208 +315,6 @@

    Parameters

    - -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    geom_point,
    -    geom_smooth,
    -    labs
    -)
    -from plotnine.data import mpg
    -
    -
    -

    Smoothed conditional means

    -

    Aids the eye in seeing patterns in the presence of overplotting.

    -
    -
    mpg.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    manufacturermodeldisplyearcyltransdrvctyhwyflclass
    0audia41.819994auto(l5)f1829pcompact
    1audia41.819994manual(m5)f2129pcompact
    2audia42.020084manual(m6)f2031pcompact
    3audia42.020084auto(av)f2130pcompact
    4audia42.819996auto(l5)f1626pcompact
    - -
    -
    -
    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + geom_smooth()
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Use span to control the “wiggliness” of the default loess smoother. The span is the fraction of points used to fit each local regression: small numbers make a wigglier curve, larger numbers make a smoother curve.

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + geom_smooth(span=.3)
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can remove confidence interval around smooth with se=False:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + geom_smooth(span=.3, se=False)
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Instead of a loess smooth, you can use any other modelling function:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + geom_smooth(method='lm')
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -
    # Gallery Plot
    -
    -(
    -    ggplot(mpg, aes(x='displ', y='hwy', color='factor(drv)')) 
    -    + geom_point()
    -    + geom_smooth(method='lm')
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -Source: Smoothed conditional means
    diff --git a/reference/geom_smooth_files/figure-html/..-examples-geom_smooth-cell-4-output-1.png b/reference/geom_smooth_files/figure-html/..-examples-geom_smooth-cell-4-output-1.png deleted file mode 100644 index 7b7a7aeb1..000000000 Binary files a/reference/geom_smooth_files/figure-html/..-examples-geom_smooth-cell-4-output-1.png and /dev/null differ diff --git a/reference/geom_smooth_files/figure-html/..-examples-geom_smooth-cell-5-output-1.png b/reference/geom_smooth_files/figure-html/..-examples-geom_smooth-cell-5-output-1.png deleted file mode 100644 index 22a4e1e1a..000000000 Binary files a/reference/geom_smooth_files/figure-html/..-examples-geom_smooth-cell-5-output-1.png and /dev/null differ diff --git a/reference/geom_smooth_files/figure-html/..-examples-geom_smooth-cell-6-output-1.png b/reference/geom_smooth_files/figure-html/..-examples-geom_smooth-cell-6-output-1.png deleted file mode 100644 index 17eb53d50..000000000 Binary files a/reference/geom_smooth_files/figure-html/..-examples-geom_smooth-cell-6-output-1.png and /dev/null differ diff --git a/reference/geom_smooth_files/figure-html/..-examples-geom_smooth-cell-7-output-1.png b/reference/geom_smooth_files/figure-html/..-examples-geom_smooth-cell-7-output-1.png deleted file mode 100644 index 5260b4287..000000000 Binary files a/reference/geom_smooth_files/figure-html/..-examples-geom_smooth-cell-7-output-1.png and /dev/null differ diff --git a/reference/geom_smooth_files/figure-html/..-examples-geom_smooth-cell-8-output-1.png b/reference/geom_smooth_files/figure-html/..-examples-geom_smooth-cell-8-output-1.png deleted file mode 100644 index f02025586..000000000 Binary files a/reference/geom_smooth_files/figure-html/..-examples-geom_smooth-cell-8-output-1.png and /dev/null differ diff --git a/reference/geom_spoke.html b/reference/geom_spoke.html index 5230bf3ba..067ba9fde 100644 --- a/reference/geom_spoke.html +++ b/reference/geom_spoke.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 +plotnine 0.0.post1+gbc90a20 - + @@ -101,9 +101,6 @@ "search-label": "Search" } } - - - @@ -116,7 +113,7 @@
    @@ -198,7 +194,7 @@

    On this page

    -

    plotnine.geoms.geom_step.geom_step

    +

    plotnine.geoms.geom_step

    @@ -312,159 +308,6 @@

    Parameters

    See Also

    plotnine.geoms.geom_path : For documentation of extra parameters.

    -
    -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    geom_step,
    -    geom_line,
    -    labs,
    -    theme,
    -    element_text
    -)
    -from plotnine.data import economics
    -
    -
    -

    Step plots

    -

    geom_step() connects points using ‘steps’ instead of a line.

    -
    -
    # inspect the data
    -economics.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    datepcepoppsavertuempmedunemploy
    01967-07-01507.419871212.54.52944
    11967-08-01510.519891112.54.72945
    21967-09-01516.319911311.74.62958
    31967-10-01512.919931112.54.93143
    41967-11-01518.119949812.54.73066
    - -
    -
    -
    -

    Plot a step plot using geom_plot(). Notice from the first point the line travels vertically then horizontally:

    -
    -
    (
    -    ggplot(economics.iloc[:20],                 # filter for first twenty rows (dates) to make steps more visible
    -           aes('date', 'unemploy')) 
    -    + geom_step()                               # step plot
    -    + labs(x='date', y='unemployment (,000)')   # label x & y-axis
    -    + theme(axis_text_x=element_text(angle=45)) # rotate x-axis text for readability
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can see how geom_path() (shown in pink) differs from geom_line() (black):

    -
    -
    (
    -    ggplot(economics.iloc[:20], 
    -           aes('date', 'unemploy')) 
    -    + geom_step(colour='#ff69b4',              # plot geom_step as the first layer - colour pink
    -                alpha=0.5,                     # line transparency
    -                size=2.5)                      # line thickness
    -    + geom_line()                              # plot geom_line as the second layer
    -    + labs(x='date', y='unemployment (,000)')
    -    + theme(axis_text_x=element_text(angle=45))
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Rather than a line that travels vertically then horizontally, this order can be switched by specifying direction='vh' within geom_step(). Below direction='vh' is shown in black with the default direction='hv' shown in pink:

    -
    -
    (
    -    ggplot(economics.iloc[:20], 
    -           aes('date', 'unemploy')) 
    -    + geom_step(colour='#ff69b4', # plot geom_path with default direction as the first layer - colour pink
    -                linetype='dashed',# line type
    -                size=2,           # line thickness
    -                alpha=0.5)        # line transparency        
    -    + geom_step(direction='vh')   # plot geom_path with step order reversed
    -    + labs(x='date', y='unemployment (,000)')
    -    + theme(axis_text_x=element_text(angle=45))
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -Source: Step plots
    diff --git a/reference/geom_step_files/figure-html/..-examples-geom_step-cell-4-output-1.png b/reference/geom_step_files/figure-html/..-examples-geom_step-cell-4-output-1.png deleted file mode 100644 index 64f57996c..000000000 Binary files a/reference/geom_step_files/figure-html/..-examples-geom_step-cell-4-output-1.png and /dev/null differ diff --git a/reference/geom_step_files/figure-html/..-examples-geom_step-cell-5-output-1.png b/reference/geom_step_files/figure-html/..-examples-geom_step-cell-5-output-1.png deleted file mode 100644 index 49fc8ce80..000000000 Binary files a/reference/geom_step_files/figure-html/..-examples-geom_step-cell-5-output-1.png and /dev/null differ diff --git a/reference/geom_step_files/figure-html/..-examples-geom_step-cell-6-output-1.png b/reference/geom_step_files/figure-html/..-examples-geom_step-cell-6-output-1.png deleted file mode 100644 index 087adc148..000000000 Binary files a/reference/geom_step_files/figure-html/..-examples-geom_step-cell-6-output-1.png and /dev/null differ diff --git a/reference/geom_text.html b/reference/geom_text.html index f72d6f23a..11298b44a 100644 --- a/reference/geom_text.html +++ b/reference/geom_text.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 +plotnine 0.0.post1+gbc90a20 - + @@ -101,9 +101,6 @@ "search-label": "Search" } } - - - @@ -116,7 +113,7 @@
    @@ -198,7 +194,7 @@

    On this page

    -

    plotnine.geoms.geom_tile.geom_tile

    +

    plotnine.geoms.geom_tile

    @@ -311,605 +307,6 @@

    Parameters

    See Also

    plotnine.geoms.geom_rect

    -
    -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    geom_tile,
    -    geom_text,
    -    scale_y_reverse,
    -    scale_y_discrete,
    -    scale_fill_brewer,
    -    scale_color_manual,
    -    coord_equal,
    -    theme,
    -    theme_void,
    -    element_blank,
    -    element_rect,
    -    element_text,
    -)
    -
    -
    -

    Periodic Table of Elements

    -

    Graphing of highly organised tabular information

    -

    Read the data.

    -
    -
    elements = pd.read_csv('data/elements.csv')
    -elements.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    atomic numbersymbolnameatomic massCPKelectronic configurationelectronegativityatomic radiusion radiusvan der Waals radius...EAstandard statebonding typemelting pointboiling pointdensitymetalyear discoveredgroupperiod
    01HHydrogen1.00794#FFFFFF1s12.2037.0NaN120.0...-73.0gasdiatomic14.020.00.00009nonmetal176611
    12HeHelium4.002602#D9FFFF1s2NaN32.0NaN140.0...0.0gasatomicNaN4.00.00000noble gas1868181
    23LiLithium6.941#CC80FF[He] 2s10.98134.076 (+1)182.0...-60.0solidmetallic454.01615.00.54000alkali metal181712
    34BeBeryllium9.012182#C2FF00[He] 2s21.5790.045 (+2)NaN...0.0solidmetallic1560.02743.01.85000alkaline earth metal179822
    45BBoron10.811#FFB5B5[He] 2s2 2p12.0482.027 (+3)NaN...-27.0solidcovalent network2348.04273.02.46000metalloid1807132
    - -

    5 rows × 21 columns

    -
    -
    -
    -

    Alter the data types of the information that will be plotted. This makes it convenient to work with.

    -
    -
    elements['group'] = [-1 if g == '-' else int(g) for g in elements.group]
    -elements['bonding type'] = elements['bonding type'].astype('category')
    -elements['metal'] = elements['metal'].astype('category')
    -elements['atomic_number'] = elements['atomic number'].astype(str)
    -
    -

    The periodic table has two tables, a top and bottom. The elements in the top have groups, and those in the bottom have no groups. We make separate dataframes for both – they have different alignments.

    -
    -
    top = elements.query('group != -1').copy()
    -bottom = elements.query('group == -1').copy()
    -
    -

    The top table is nice and well behaving. The x location of the elements indicate the group and the y locations the period.

    -
    -
    top['x'] = top.group
    -top['y'] = top.period
    -
    -

    The bottom table has 2 rows, with the atomic number increasing to the right. We create an x based on the atomic number and add a horizontal shift. As the dataframe is ordered by atomic number, the operation is easier. The bottom elements are labelled with a “period”. We add a vertical shift to give us a good y location that gives the appearance of two tables.

    -
    -
    nrows = 2
    -hshift = 3.5
    -vshift = 3
    -bottom['x'] = np.tile(np.arange(len(bottom)//nrows), nrows) + hshift
    -bottom['y'] = bottom.period + vshift
    -
    -

    We will be plotting using tiles and we want to have some space between the tiles. We have set the x and y locations above to take up a unit of space. To get a good effect, the tile dimensions should be less than 1.

    -
    -
    tile_width = 0.95
    -tile_height = 0.95
    -
    -

    First peak

    -
    -
    (ggplot(aes('x', 'y'))
    - + geom_tile(top, aes(width=tile_width, height=tile_height))
    - + geom_tile(bottom, aes(width=tile_width, height=tile_height))
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    The table upside down. We could have been more careful when creating the y locations since the periods are drawn in descending order. But, we can fix that with a reverse scale.

    -
    -
    (ggplot(aes('x', 'y'))
    - + geom_tile(top, aes(width=tile_width, height=tile_height))
    - + geom_tile(bottom, aes(width=tile_width, height=tile_height))
    - + scale_y_reverse() # new
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Let us apply some color to it.

    -
    -
    (ggplot(aes('x', 'y'))
    - + aes(fill='metal')  # new
    - + geom_tile(top, aes(width=tile_width, height=tile_height))
    - + geom_tile(bottom, aes(width=tile_width, height=tile_height))
    - + scale_y_reverse()
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -

    Now for some trick

    -

    Goal: To add text to the tiles

    -

    There are four pieces of text that we shall add to the tiles, that is 4 geom_text additions. As we have two tables, that comes to 8 geom_text additions. When any geom is added to a ggplot object, behind the scenes a layer is created and added. We can create a group of layers that can be added to a ggplot object in one go using a list.

    -

    We use a function that accepts a dataframe, and returns a list of geoms.

    -
    -
    def inner_text(data):
    -    layers = [geom_text(data, aes(label='atomic_number'), nudge_x=-0.40, nudge_y=0.40,
    -                        ha='left', va='top', fontweight='normal', size=6),
    -              geom_text(data, aes(label='symbol'), nudge_y=.1, size=9),
    -              geom_text(data, aes(label='name'), nudge_y=-0.125, fontweight='normal', size=4.5),
    -              geom_text(data, aes(label='atomic mass'), nudge_y=-.3, fontweight='normal', size=4.5)]
    -    return layers
    -
    -
    -
    (ggplot(aes('x', 'y'))
    - + aes(fill='metal')
    - + geom_tile(top, aes(width=tile_width, height=tile_height))
    - + geom_tile(bottom, aes(width=tile_width, height=tile_height))
    - + inner_text(top)    # new
    - + inner_text(bottom) # new
    - + scale_y_reverse()
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    It is crowded in there and the tiles do not have equal dimentions. Use the theme create a larger figure. coord_equal give us equal units along the axes, this makes the tiles square.

    -
    -
    (ggplot(aes('x', 'y'))
    - + aes(fill='metal')
    - + geom_tile(top, aes(width=tile_width, height=tile_height))
    - + geom_tile(bottom, aes(width=tile_width, height=tile_height))
    - + inner_text(top)
    - + inner_text(bottom)
    - + scale_y_reverse()
    - + coord_equal(expand=False)   # new
    - + theme(figure_size=(12, 6))  # new
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    It is has all the information we want, except one for complication. Elements Lu and Lr also belong in the bottom table. One way to show this duality is to have tiles with two colors split horizontally.

    -

    The colors are determined by the metal field, and we know the x and y locations. We create a dataframe with this information to create a half-tile. A half-tile is centered at the quarter mark.

    -
    -
    split_df = pd.DataFrame({
    -    'x': 3-tile_width/4,
    -    'y': [6, 7],
    -    'metal': pd.Categorical(['lanthanoid', 'actinoid'])
    -})
    -
    -
    -
    (ggplot(aes('x', 'y'))
    - + aes(fill='metal')
    - + geom_tile(top, aes(width=tile_width, height=tile_height))
    - + geom_tile(split_df, aes(width=tile_width/2, height=tile_height))  # new
    - + geom_tile(bottom, aes(width=tile_width, height=tile_height))
    - + inner_text(top)
    - + inner_text(bottom)
    - + scale_y_reverse()
    - + coord_equal(expand=False)
    - + theme(figure_size=(12, 6))
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Change the fill color for a different look and use a theme that clears out all the clutter.

    -
    -
    (ggplot(aes('x', 'y'))
    - + aes(fill='metal')
    - + geom_tile(top, aes(width=tile_width, height=tile_height))
    - + geom_tile(split_df, aes(width=tile_width/2, height=tile_height))
    - + geom_tile(bottom, aes(width=tile_width, height=tile_height))
    - + inner_text(top)
    - + inner_text(bottom)
    - + scale_y_reverse()
    - + scale_fill_brewer(type='qual', palette=3)         # new
    - + coord_equal(expand=False)
    - + theme_void()                                      # new
    - + theme(figure_size=(12, 6),
    -         plot_background=element_rect(fill='white')) # new
    -        
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Add the group number along the top most row of each column, and period number along the left side of the top table.

    -

    For the period number, we set the breaks on the y scale.

    -
    -
    # The location of the group number is the top most (and therefore smallest period)
    -# element with the group
    -groupdf = top.groupby(
    -    'group'
    -).agg(
    -    y=('period', np.min)
    -).reset_index()
    -
    -

    Finally,

    -
    -
    # Gallery Plot
    -
    -(ggplot(aes('x', 'y'))
    - + aes(fill='metal')
    - + geom_tile(top, aes(width=tile_width, height=tile_height))
    - + geom_tile(split_df, aes(width=tile_width/2, height=tile_height))
    - + geom_tile(bottom, aes(width=tile_width, height=tile_height))
    - + inner_text(top)
    - + inner_text(bottom)
    - + geom_text(groupdf, aes('group', 'y', label='group'), color='gray', nudge_y=.525,
    -             va='bottom',fontweight='normal', size=9, inherit_aes=False)    # new
    - + scale_y_reverse(breaks=range(1, 8), limits=(0, 10.5))                    # modified
    - + scale_fill_brewer(type='qual', palette=3) 
    - + coord_equal(expand=False)
    - + theme_void()
    - + theme(figure_size=(12, 6),
    -         plot_background=element_rect(fill='white'),
    -         axis_text_y=element_text(margin={'r': 5}, color='gray', size=9)    # new
    -         )
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    What we could have done different:

    -
      -
    1. After we set the x and y positions in th the top and bottom dataframes, we could have concatenated them back together. Then, that Layers trick would not save us much.
    2. -
    -

    Pro tip: Save the plot as a pdf.

    -
    -
    -
    -

    Annotated Heatmap

    -

    Conditinous data recorded at discrete time intervals over many cycles

    -

    Read data

    -
    -
    flights = pd.read_csv('data/flights.csv')
    -months = flights['month'].unique()  # Months ordered January, ..., December
    -flights['month'] = pd.Categorical(flights['month'], categories=months)
    -flights.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    yearmonthpassengers
    01949January112
    11949February118
    21949March132
    31949April129
    41949May121
    - -
    -
    -
    -
    -
    # We use 'factor(year)' -- a discrete -- instead of 'year' so that all the years
    -# are displayed along the x-axis.
    -# The .95s create spacing between the tiles.
    -
    -(ggplot(flights, aes('factor(year)', 'month', fill='passengers'))
    - + geom_tile(aes(width=.95, height=.95))
    - + geom_text(aes(label='passengers'), size=9)
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    That looks like what we want, but it could do with a few tweaks. First the contrast between the tiles and the text is not good for the lower passenger numbers. We use pd.cut to partition the number of passengers into two discrete groups.

    -
    -
    flights['p_group'] = pd.cut(flights['passengers'], (0, 300, 1000), labels=("low", 'high'))
    -flights.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    yearmonthpassengersp_group
    01949January112low
    11949February118low
    21949March132low
    31949April129low
    41949May121low
    - -
    -
    -
    -
    -
    (ggplot(flights, aes('factor(year)', 'month', fill='passengers'))
    - + geom_tile(aes(width=.95, height=.95))
    - + geom_text(aes(label='passengers', color='p_group'), size=9, show_legend=False)  # modified
    - + scale_color_manual(['white', 'black']) # new
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Last tweaks, put January at the top and remove the axis ticks and plot background.

    -
    -
    # Gallery Plot
    -
    -(ggplot(flights, aes('factor(year)', 'month', fill='passengers'))
    - + geom_tile(aes(width=.95, height=.95))
    - + geom_text(aes(label='passengers', color='p_group'), size=9, show_legend=False)
    - + scale_color_manual(['white', 'black']) # new
    - + scale_y_discrete(limits=months[::-1])          # new
    - + theme(                                         # new
    -     axis_ticks=element_blank(),
    -     panel_background=element_rect(fill='white')
    - )
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can get similar results if you replace

    -
     + geom_tile(aes(width=.95, height=.95))
    - + geom_text(aes(label='passengers', color='p_group'), size=9, show_legend=False)
    -

    with

    -
    + geom_label(aes(label='passengers', color='p_group'), size=9, show_legend=False)
    -

    Credit: This example is a recreation of this seaborn example.

    -
    -Source: Periodic Table of Elements
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    @@ -197,7 +193,7 @@

    On this page

    -

    plotnine.geoms.geom_violin.geom_violin

    +

    plotnine.geoms.geom_violin

    @@ -328,226 +324,6 @@

    Parameters

    - -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -import pandas.api.types as pdtypes
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    stage,
    -    geom_violin,
    -    geom_point,
    -    geom_line,
    -    geom_boxplot,
    -    scale_fill_manual,
    -    theme,
    -    theme_classic
    -)
    -
    -
    -

    Violins, Boxes, Points and Lines

    -

    Comparing repeated measurements and their summaries

    -

    Suppose you have two sets of related data and each point in the first set maps onto a point in the second set. e.g. they could represent a transition from one state to another for example two measurements of the height of pupils in different years.

    -

    For demonstration we shall generate data with a before measurement and an after measurement.

    -
    -
    np.random.seed(123)
    -n = 20
    -mu = (1, 2.3)
    -sigma = (1, 1.6)
    -
    -before = np.random.normal(loc=mu[0], scale=sigma[0], size=n)
    -after = np.random.normal(loc=mu[1], scale=sigma[1], size=n)
    -
    -df = pd.DataFrame({
    -    'value': np.hstack([before, after]),
    -    'when': np.repeat(['before', 'after'], n),
    -    'id': np.hstack([range(n), range(n)])
    -})
    -
    -df['when'] = df['when'].astype(pdtypes.CategoricalDtype(categories=['before', 'after']))
    -df.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    valuewhenid
    0-0.085631before0
    11.997345before1
    21.282978before2
    3-0.506295before3
    40.421400before4
    - -
    -
    -
    -

    A basic violin plot shows distributions of the two sets of data.

    -
    -
    (ggplot(df, aes('when', 'value'))
    - + geom_violin(df)
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Add the original data in form of points.

    -
    -
    (ggplot(df, aes('when', 'value'))
    - + geom_violin(df)
    - + geom_point()
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    The violins are symmetrical about the vertical axis and half a violin has the same information as the full violin. We cut (style) the violins in half and choose to alternate with the left half for the first one and the right half for the second.

    -
    -
    (ggplot(df, aes('when', 'value'))
    - + geom_violin(df, style='left-right') # changed
    - + geom_point()
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Link up the points to get a sense of how the data the moves.

    -
    -
    (ggplot(df, aes('when', 'value'))
    - + geom_violin(df, style='left-right') # changed
    - + geom_point()
    - + geom_line(aes(group='id'))          # new
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Make gap between the points and the violions. i.e. shift the violins outward and the points & lines inward. We used stage mapping to get it done. For example

    -
    x=stage('when', after_scale='x+shift*alt_sign(x)')
    -

    says, map the xaesthetic to the ‘when’ column/variable and after the scale computed the x locations add a shift to them. The calculated x locations of a discrete scale are consecutive numbers 1, 2, 3, ..., so we use that move objects of adjacent groups in opposite directions i.e $(-1)^1, (-1)^2, (-1)^3 … = -1, 1, -1… $

    -
    -
    # How much to shift the violin, points and lines
    -# 0.1 is 10% of the allocated space for the category
    -shift = 0.1
    -
    -def alt_sign(x):
    -    "Alternate +1/-1 if x is even/odd"
    -    return (-1) ** x
    -
    -m1 = aes(x=stage('when', after_scale='x+shift*alt_sign(x)'))              # shift outward
    -m2 = aes(x=stage('when', after_scale='x-shift*alt_sign(x)'), group='id')  # shift inward
    -         
    -(ggplot(df, aes('when', 'value'))
    - + geom_violin(m1, style='left-right') # changed
    - + geom_point(m2)                      # changed
    - + geom_line(m2)                       # changed
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Add a boxplot in the gap. The space between the flat edge of the violin and the center of the points is 2 * shift, so we can use the shift to control the width of the boxplot.

    -
    -
    (ggplot(df, aes('when', 'value'))
    - + geom_violin(m1, style='left-right')
    - + geom_point(m2)
    - + geom_line(m2)
    - + geom_boxplot(width=shift)
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Finall, style it up.

    -
    -
    # Gallery Plot
    -lsize = 0.65
    -fill_alpha = 0.7
    -
    -(ggplot(df, aes('when', 'value', fill='when'))
    - + geom_violin(m1, style='left-right', alpha=fill_alpha, size=lsize, show_legend=False)
    - + geom_point(m2, color='none', alpha=fill_alpha, size=2, show_legend=False)
    - + geom_line(m2, color='gray', size=lsize, alpha=0.6)
    - + geom_boxplot(width=shift, alpha=fill_alpha, size=lsize, show_legend=False)
    - + scale_fill_manual(values=['dodgerblue', 'darkorange'])
    - + theme_classic()
    - + theme(figure_size=(8, 6))
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Credit: This is example is motivated by the work of Jordy van Langen (@jorvlan) at https://github.com/jorvlan/open-visualizations.

    -
    -Source: Violins, Boxes, Points and Lines
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    @@ -197,7 +193,7 @@

    On this page

    -

    plotnine.geoms.geom_vline.geom_vline

    +

    plotnine.geoms.geom_vline

    @@ -298,212 +294,6 @@

    Parameters

    - -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    geom_point,
    -    geom_vline,
    -    facet_grid,
    -    labs,
    -)
    -from plotnine.data import mpg
    -
    -
    -

    Vertical line

    -

    geom_vline() draws a vertical line, and is useful as a guide.

    -
    -
    mpg.head()
    -
    -
    - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
    manufacturermodeldisplyearcyltransdrvctyhwyflclass
    0audia41.819994auto(l5)f1829pcompact
    1audia41.819994manual(m5)f2129pcompact
    2audia42.020084manual(m6)f2031pcompact
    3audia42.020084auto(av)f2130pcompact
    4audia42.819996auto(l5)f1626pcompact
    - -
    -
    -
    -

    It’s useful to use geom_vline() with some data, so we start with a basic scatter plot:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Add a vertical line to the scatter plot:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + geom_vline(xintercept=5) # add one vertical line
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    You can add many vertical lines:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + geom_vline(xintercept=[4,5,7]) # add many vertical lines using a list
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + geom_vline(xintercept=[4,5,7],
    -                 colour=['red','orange','green'],     # add colour
    -                 size=[1,2,3],                          # set line thickness
    -                 linetype='dotted'                      # set line type
    -                ) 
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    Add vertical lines to a facet plot:

    -
    -
    (
    -    ggplot(mpg, aes(x='displ', y='hwy')) 
    -    + geom_point()
    -    + geom_vline(xintercept=5) # add a vertical line...
    -    + facet_grid('drv ~ .')      # ... to a facet plot
    -    + labs(x='displacement', y='horsepower')
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -Source: Vertical line
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    @@ -198,7 +201,7 @@

    On this page

    -

    plotnine.themes.theme.theme

    +

    plotnine.themes.theme

    @@ -347,457 +350,78 @@

    Parameters

    Notes

    When subclassing, make sure to call :python:theme.__init__. After which you can customise :python:self._rcParams within the __init__ method of the new theme. The rcParams should not be modified after that.

    -
    -

    Examples

    -
    -
    -
    import pandas as pd
    -import numpy as np
    -
    -from plotnine import (
    -    ggplot,
    -    aes,
    -    geom_point,
    -    facet_grid,
    -    labs,
    -    guide_legend,
    -    guides,
    -    theme,
    -    element_text,
    -    element_line,
    -    element_rect,
    -    theme_set,
    -    theme_void
    -)
    -from plotnine.data import mtcars
    -
    -# We use theme_void as the base theme so that the modifications
    -# we make in the code are transparent in the output
    -theme_set(theme_void())
    -
    -
    -
    mtcars.head()
    -
    -
    - - - +
    +

    Methods

    +
    - - - - - - - - - - - - - + + - - - - - - - - - - - - - + + - - - - - - - - - - - - - + + - - - - - - - - - - - - - + + - - - - - - - - - - - - - - - - - - - - - - - - - - - - + +
    namempgcyldisphpdratwtqsecvsamgearcarbNameDescription
    0Mazda RX421.06160.01103.902.62016.460144add_themeAdd themes together
    1Mazda RX4 Wag21.06160.01103.902.87517.020144applyApply this theme, then apply additional modifications in order.
    2Datsun 71022.84108.0933.852.32018.611141setupSetup theme for applying
    3Hornet 4 Drive21.46258.01103.083.21519.441031
    4Hornet Sportabout18.78360.01753.153.44017.020032to_retinaReturn a retina-sized version of this theme
    - -
    -
    -
    -

    The base plots we will use for the demonstation and some colors.

    -
    -
    p1 = (ggplot(mtcars, aes('wt', 'mpg', color='factor(cyl)'))
    -      + geom_point()
    -      + labs(title='mpg vs wt')
    -     )
    -
    -p2 = p1 + facet_grid('gear ~ am')
    -
    -black = '#222222'
    -gray = '#666666'
    -red = '#FF3333'
    -green = '#66CC00'
    -blue = '#3333FF'
    -purple = '#9933FF'
    -orange = '#FF8000'
    -yellow = '#FFFF33'
    -
    -

    What the plots look like unmodified (unthemed).

    -
    -
    p1
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -
    p2
    -
    -
    -
    -

    -
    -
    -
    -
    -

    There are 3 main top level theming elements:

    -
      -
    1. text - controls all the text elements in the figure.
    2. -
    3. rect - controls all the rectangles in the figure.
    4. -
    5. line - controls all the lines in the figure.
    6. -
    -

    Note that none of the themeables control/modify the plotted data. e.g You cannot use text to change the appearance of objects plotted with geom_text.

    -

    text

    -
    -
    p1 + theme(
    -    text=element_text(color=purple)
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -

    rect

    -
    -
    p1 + theme(
    -    rect=element_rect(color=black, size=3, fill='#EEBB0050')
    -) 
    -
    -
    -
    -

    -
    -
    -
    -
    -

    line

    -
    -
    p1 + theme(
    -    line=element_line(color=black)
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -

    Theming specific items

    -
    -

    axis_line and axis_text

    -
    -
    p1 + theme(
    -    axis_line=element_line(size=2),
    -    axis_line_x=element_line(color=red),
    -    axis_line_y=element_line(color=blue),
    -    
    -    axis_text=element_text(margin={'t': 5, 'r': 5}),
    -    axis_text_x=element_text(color=black),
    -    axis_text_y=element_text(color=purple)
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -
    p1 + theme(
    -    axis_line=element_line(size=.7, color=gray),
    -    
    -    # We are focusing on the ticks, make them long
    -    axis_ticks_length=20,
    -    axis_ticks_length_minor=10,
    -    axis_ticks_length_major=20,
    -    
    -    axis_ticks=element_line(size=2),
    -    
    -    axis_ticks_major=element_line(color=purple),
    -    axis_ticks_major_x=element_line(size=4),        # override size=2
    -    axis_ticks_major_y=element_line(color=yellow),  # override color=purple
    -    
    -    axis_ticks_minor=element_line(color=red),
    -    axis_ticks_minor_x=element_line(),              # do not override anything
    -    axis_ticks_minor_y=element_line(color=gray),    # override color=red
    -
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -
    -

    axis_title and axis_ticks_pad

    -
    -
    p1 + theme(
    -    axis_line=element_line(size=.7, color=gray),
    -    axis_ticks=element_line(),
    -    
    -    axis_title=element_text(),
    -    axis_title_x=element_text(color=blue),
    -    axis_title_y=element_text(color=red),
    -    
    -    # The gap between the title and the ticks
    -    axis_ticks_pad=20,
    -    axis_ticks_pad_major=20,
    -    axis_ticks_pad_minor=20
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -
    -

    axis_ticks_direction

    -
    -
    p1 + theme(
    -    axis_line=element_line(size=.7, color=gray),
    -    axis_ticks=element_line(),
    -    
    -    axis_ticks_direction='in',
    -    axis_ticks_direction_x='in',
    -    axis_ticks_direction_y='out'
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -
    -

    Legend_box

    -

    Not all themeables that affect the legend box are demonstrated

    -
    -
    (p1 + aes(fill='drat')
    - + theme(
    -    legend_position='left',
    -    legend_direction='horizontal', # affected by the ncol=2
    -    legend_title_align='center',
    -    legend_box_margin=5,
    -    legend_background=element_rect(color=purple, size=2, fill='white'),
    -     
    -    legend_box='vertical',
    -     
    -    legend_key=element_rect(fill=gray, alpha=.3),
    -    legend_title=element_text(color=orange),
    -    legend_text=element_text(weight='bold'),
    -    
    -    legend_key_size=30,            # overridden
    -    legend_key_width=30,
    -    legend_key_height=15,
    -
    -    legend_entry_spacing=10,      # overridden
    -    legend_entry_spacing_x=15,
    -    legend_entry_spacing_y=5) 
    - 
    - # so we can see legend_entry_spacing in action
    - + guides(color=guide_legend(ncol=2))
    -)
    -
    -
    -
    -

    -
    -
    -
    -
    -
    -
    -

    plot_background, panel_background and panel_border

    -
    -
    p2 + theme(
    -    plot_background=element_rect(fill='gray', alpha=.3),
    -    panel_background=element_rect(fill=purple, alpha=.2),
    -    panel_border=element_rect(color=red, size=1),
    -    panel_spacing=.025,
    -    #panel_spacing_x=.005,
    -    #panel_spacing_y=.025
    -)
    -
    -
    -
    -

    -
    -
    +
    +

    add_theme

    +
    +
    add_theme(other)
    +
    +

    Add themes together

    +

    Subclasses should not override this method.

    +

    This will be called when adding two instances of class ‘theme’ together. A complete theme will annihilate any previous themes. Partial themes can be added together and can be added to a complete theme.

    -
    -

    panel_grid

    -
    -
    p1 + theme(
    -    panel_grid=element_line(color=purple),
    -    
    -    panel_grid_major=element_line(size=1.4, alpha=1),
    -    panel_grid_major_x=element_line(linetype='dashed'),
    -    panel_grid_major_y=element_line(linetype='dashdot'),
    -    
    -    panel_grid_minor=element_line(alpha=.25),
    -    panel_grid_minor_x=element_line(color=red),
    -    panel_grid_minor_y=element_line(color=green),
    -    
    -    panel_ontop=False  # puts the points behind the grid
    - )
    -
    -
    -
    -

    -
    -
    +
    +

    apply

    +
    +
    apply()
    +
    +

    Apply this theme, then apply additional modifications in order.

    +

    This method will be called once after plot has completed. Subclasses that override this method should make sure that the base class method is called.

    -
    -

    strip_background, strip_align and strip_text

    -
    -
    p2 + theme(
    -    panel_spacing=.025,
    -    panel_background=element_rect(fill=gray, alpha=.2),
    -    
    -    strip_background=element_rect(color=purple, fill=orange, size=1.4, alpha=.95),
    -    strip_background_x=element_rect(x=1/6, width=2/3), # you can get really crazy
    -    strip_background_y=element_rect(),
    -    
    -    strip_align=0,
    -    strip_align_x=0.2,
    -    strip_align_y=0.2,
    -    
    -    strip_text=element_text(weight='bold'),
    -    strip_text_x=element_text(color=red),
    -    strip_text_y=element_text(color=blue)
    - )
    -
    -
    -
    -

    -
    -
    +
    +

    setup

    +
    +
    setup(plot)
    +
    +

    Setup theme for applying

    +

    This method will be called when the figure and axes have been created but before any plotting or other artists have been added to the figure. This method gives the theme and the elements references to the figure and/or axes.

    +

    It also initialises where the artists to be themed will be stored.

    -
    -

    aspect_ratio and figure_size

    -

    The aspect_ratio takes precedence over the figure_size, and it modifies the height. The effective width and height are:

    -
    width = figure_size[0]
    -height = figure_size[0] * aspect_ratio
    -
    -
    p1 + theme(
    -    panel_background=element_rect(fill=gray, alpha=.2),
    -    #dpi=120,
    -    figure_size=(8, 6), # inches
    -    aspect_ratio=1/3    # height:width
    -)
    -
    -
    -
    -

    -
    -
    +
    +

    to_retina

    +
    +
    to_retina()
    +
    +

    Return a retina-sized version of this theme

    +

    The result is a theme that has double the dpi.

    -
    -
    -Source: We use theme_void as the base theme so that the modifications
    +
    diff --git a/reference/theme_538.html b/reference/theme_538.html index 5178dd53d..dc4c39833 100644 --- a/reference/theme_538.html +++ b/reference/theme_538.html @@ -7,7 +7,7 @@ -plotnine 0.0.post1+g7159748 +plotnine 0.0.post1+gbc90a20