From 65f223c1897549776be04e005fc49d60a0983c7c Mon Sep 17 00:00:00 2001 From: Scott Prahl Date: Fri, 10 May 2024 14:06:26 -0700 Subject: [PATCH] keep until diffs found --- docs/sphere-single2.ipynb | 766 ++++++++++++++++++++++++++++++++++++++ 1 file changed, 766 insertions(+) create mode 100644 docs/sphere-single2.ipynb diff --git a/docs/sphere-single2.ipynb b/docs/sphere-single2.ipynb new file mode 100644 index 0000000..9d00188 --- /dev/null +++ b/docs/sphere-single2.ipynb @@ -0,0 +1,766 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "ae2f53fe-acaf-4940-bd56-7be7e2804a19", + "metadata": {}, + "source": [ + "# Single integrating sphere measurements\n", + "\n", + "**Scott Prahl**\n", + "\n", + "**Mar 2024**" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "dce489ed-e85d-423c-9da6-ad6d6c8ec5a2", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import iadpython\n", + "\n", + "%config InlineBackend.figure_format='retina'" + ] + }, + { + "cell_type": "markdown", + "id": "933a47fa-d538-41f2-afe8-f2545ba009b9", + "metadata": {}, + "source": [ + "## Substitution vs Replacement Measurements\n", + "\n", + "Integrating spheres are most easily used to make relative (rather than absolute) measurements. The total reflected light from a sample is compared to a standard or to the light hitting the sphere wall directly.\n", + "\n", + "This section will calculate the measured relative value for a particular experiment." + ] + }, + { + "cell_type": "markdown", + "id": "bd49287d-5d81-4d1b-be48-38086a184af7", + "metadata": {}, + "source": [ + "## Definitions for a three port sphere\n", + "\n", + "If we look at a cross-section of an integrating sphere used in to measure transmission (left, below) and reflection (right, below) then we can see the diameters for the sphere and each of the ports. The three ports are\n", + "\n", + "* the detector port that is used to sample the radiance on the sphere wall,\n", + "* the sample port that holds the sample, and\n", + "* a third port that varies according to the experiment.\n", + "\n", + "
\n", + " \n", + "
\n", + "\n", + "The associated areas are: \n", + "\n", + "* $A_\\mathrm{sphere}$ the area of the entire sphere\n", + "* $A_\\mathrm{detector}$ the area of the detector port ,\n", + "* $A_\\mathrm{sample}$ the area of the sample port ,\n", + "* $A_\\mathrm{third}$ the the area of the third port, and\n", + "* $A_\\mathrm{walls}$ the area of the sphere minus the three port areas\n", + "\n", + "The total surface area of the sphere is equal to the sum of the wall area and the spherical cap area for each port\n", + "\n", + "$$\n", + "A_\\mathrm{sphere} = A_\\mathrm{wall} + A_\\mathrm{sample} + A_\\mathrm{detector} + A_\\mathrm{third}\n", + "$$\n", + "\n", + "The relative area of the sample is obtained by dividing all areas by the total surface area of the sphere $A_\\mathrm{sphere}$. Thus\n", + "\n", + "$$\n", + "a_\\mathrm{wall} = 1 - a_\\mathrm{sample} - a_\\mathrm{detector} - a_\\mathrm{third}\n", + "$$\n", + "\n", + "Each port has a reflectance value for diffuse incidence: $r_\\mathrm{sample}$, $r_\\mathrm{detector}$, $r_\\mathrm{third}$, and $r_\\mathrm{walls}$. " + ] + }, + { + "cell_type": "markdown", + "id": "fdc6cbbe-9386-4a6d-b157-2b00653ea268", + "metadata": {}, + "source": [ + "### A simple sphere model\n", + "\n", + "The simplest possible model for the effect of the integrating sphere assumes no light is reflected by any of the ports ($r_\\mathrm{sample}=0$, $r_\\mathrm{detector}=0$, $r_\\mathrm{third}=0$). Since neither the sample nor the detector reflect light, there can be no light moving from one to the other and it does not matter if a baffle is present or not.\n", + "\n", + "$$\n", + "P_\\mathrm{wall} = \\frac{a_\\mathrm{wall}}{1-r_\\mathrm{wall}a_\\mathrm{wall}} \\cdot P\n", + "$$\n", + "\n", + "Since the power/area is equal for the detector and the sphere wall\n", + "$$\n", + "\\frac{P_\\mathrm{detector}}{A_\\mathrm{detector}}=\\frac{P_\\mathrm{wall}}{A_\\mathrm{wall}}\n", + "$$\n", + "\n", + "so\n", + "\n", + "$$\n", + "P_\\mathrm{detector} = \\frac{a_\\mathrm{detector}}{a_\\mathrm{wall}}P_\\mathrm{wall} = a_\\mathrm{detector} \\frac{1}{1-r_\\mathrm{wall}a_\\mathrm{wall}} \\cdot P \n", + "= a_\\mathrm{detector} G_\\mathrm{simple} \\cdot P\n", + "$$\n", + "\n", + "where the gain is defined as the increase of light falling on the detector (relative to a black sphere that collects $a_\\mathrm{detector} P$ ) \n", + "\n", + "$$\n", + "G_\\mathrm{simple} = \\frac{1}{1-r_\\mathrm{wall}a_\\mathrm{wall}}\n", + "$$\n", + "\n", + "The minimum gain occurs when $r_\\mathrm{wall}=0$\n", + "\n", + "$$\n", + "G_\\mathrm{simple,\\ min}=1\n", + "$$\n", + "\n", + "If $r_\\mathrm{wall}=1$ then we find that the maximum gain is the ratio of the total\n", + "area to the port areas\n", + "$$\n", + "G_\\mathrm{simple,\\ max}=\\frac{A_\\mathrm{sphere}}{A_\\mathrm{detector}+A_\\mathrm{sample}+A_\\mathrm{third}}\n", + "$$" + ] + }, + { + "cell_type": "markdown", + "id": "395f8d85-a11e-4fc8-9e5c-b94cb6c1acb4", + "metadata": {}, + "source": [ + "### A sphere model with no baffle but with sample and detector ports\n", + "\n", + "
\n", + " \n", + "
\n", + "\n", + "#### The power on the detector port (no baffle configuation)\n", + "\n", + "Generally, the sample reflectivity is not zero and therefore must be included in the model. Again, we start with a diffuse light power $P$ inside the sphere. Assuming that there are no baffles, the first incidence will be \n", + "\n", + "$$\n", + "\\mbox{zero bounce wall power} = a_\\mathrm{wall} P\n", + "$$\n", + "\n", + "The second incidence will be everything that is reflected. Again, because there are no baffles\n", + "\n", + "$$\n", + "\\text{first bounce wall power} = a_\\mathrm{wall}\\cdot (r_\\mathrm{wall} a_\\mathrm{wall} + r_\\mathrm{detector} a_\\mathrm{detector} + r_\\mathrm{sample} a_\\mathrm{sample}\n", + "+ r_\\mathrm{third} a_\\mathrm{third})\\cdot P\n", + "$$\n", + "\n", + "The $k^{th}$ bounce will be\n", + "\n", + "$$\n", + "k^{th}\\mbox{ bounce wall power} = a_\\mathrm{wall} \\cdot (r_\\mathrm{wall} a_\\mathrm{wall} + r_\\mathrm{detector} a_\\mathrm{detector} + r_\\mathrm{sample} a_\\mathrm{sample}\n", + "+ r_\\mathrm{third} a_\\mathrm{third})^k \\cdot P\n", + "$$\n", + "\n", + "Adding everything together, we get the total power on the walls\n", + "\n", + "$$\n", + "P_\\mathrm{wall} = \\frac{a_\\mathrm{wall}}{1-r_\\mathrm{wall} a_\\mathrm{wall} - r_\\mathrm{detector} a_\\mathrm{detector} - r_\\mathrm{sample} a_\\mathrm{sample}\n", + "- r_\\mathrm{third} a_\\mathrm{third}} \\cdot P\n", + "$$\n", + "\n", + "\n", + "The power falling on the detector is now\n", + "\n", + "$$\n", + "P_\\mathrm{detector} = \\frac{a_\\mathrm{detector}}{1-r_\\mathrm{wall} a_\\mathrm{wall} - r_\\mathrm{detector} a_\\mathrm{detector} - r_\\mathrm{sample} a_\\mathrm{sample}\n", + "- r_\\mathrm{third} a_\\mathrm{third}} \\cdot P\n", + "$$" + ] + }, + { + "cell_type": "markdown", + "id": "45e0d7e3-f72c-4097-ae27-2bd90448d5f2", + "metadata": {}, + "source": [ + "#### The gain due to the sphere (no baffle configuation)\n", + "\n", + "The sphere gain $G(r_\\mathrm{sample}, r_\\mathrm{third})$ can be defined as\n", + "\n", + "$$\n", + "G_\\text{no-baffle} = \\frac{1}{1-r_\\mathrm{wall} a_\\mathrm{wall} - r_\\mathrm{detector} a_\\mathrm{detector} - r_\\mathrm{sample} \\cdot a_\\mathrm{sample}\n", + "- r_\\mathrm{third} \\cdot a_\\mathrm{third}}\n", + "$$\n", + "\n", + "which represents the increase in light on the detector due to sphere effects. The gain can be thought of as ratio of the detector powers in the sphere to a black sphere (one with perfectly absorbing walls). Thus, $G_\\text{no-baffle}=1$ when $r_w=0$. The gain obviously increases with sphere wall reflectivity. \n", + "\n", + "The sphere gain $G_\\text{no-baffle}$ is does constant for different sample reflectivities $r_\\mathrm{sample}$. The gain or sphere efficiency increases with increasing reflectance of the sample. \n", + "\n", + "Finally, we note that $G_\\text{no-baffle} = G_\\text{simple}$ when $r_\\mathrm{detector}=0$, $r_\\mathrm{sample}=0$ and $r_\\mathrm{third}=0$." + ] + }, + { + "cell_type": "markdown", + "id": "b06d7215-e596-4882-8305-94e0dc62aeb6", + "metadata": {}, + "source": [ + "#### Calculating the gain based on the detected light (no baffle configuation)\n", + "\n", + "The optical power falling on the detector port is\n", + "\n", + "$$\n", + "P_\\mathrm{detector}= a_\\text{detector} G_\\text{no-baffle}\\cdot P\n", + "$$\n", + "\n", + "The light that reaches the detector must be transmitted through the detector port and there is reduced by $1-r_\\mathrm{detector}$, so\n", + "\n", + "$$\n", + "P_\\mathrm{detected} = (1-r_\\mathrm{detector})P_\\mathrm{detector}\n", + "$$\n", + "\n", + "If $P_0$ is the power of a beam of normally-incident on a sample, then $P = \\mathrm{UX1}\\cdot P_0$ is the power reflected by or transmitted through the sample. Here $\\mathrm{UX1}$ might be $\\mathrm{UR1}$ for a reflection experiment or $\\mathrm{UT1}$ for a transmission experiment. Thus,\n", + "\n", + "$$\n", + "P_\\mathrm{detected} = a_\\mathrm{detector} (1-r_\\mathrm{detector}) G_\\text{no-baffle}(r_\\mathrm{sample}) \\cdot \\mathrm{UX1}\\cdot P_0\n", + "$$\n", + "\n", + "The gain can be recovered from a Monte Carlo sphere simulation of light bouncing in a sphere using\n", + "\n", + "$$\n", + "G_\\text{no-baffle} = \\frac{P_\\mathrm{detected}}{P_0} \\frac{1}{a_\\mathrm{detector} (1-r_\\mathrm{detector})\\cdot \\mathrm{UX1} } \n", + "$$" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "aboriginal-determination", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 409, + "width": 700 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "r_sample = np.linspace(0.0,1,50)\n", + "d_sphere = 25.4*8 #mm\n", + "d_sample = 25.4\n", + "s = iadpython.Sphere(d_sphere, d_sample, r_wall=0.99, d_detector=5, d_third=12)\n", + "s.baffle = False\n", + "\n", + "plt.figure(figsize=(8,4.5))\n", + "\n", + "s.sample.d = 10\n", + "gain = s.gain(sample_uru=r_sample, third_uru=0)\n", + "plt.plot(r_sample, gain, color='black')\n", + "plt.text(r_sample[0], gain[0],'%gmm sample port'%(s.sample.d), color='black', va='top')\n", + "\n", + "s.sample.d=25\n", + "gain = s.gain(sample_uru=r_sample, third_uru=0)\n", + "plt.plot(r_sample, gain, color='red')\n", + "plt.text(r_sample[0], gain[0],'%gmm sample port'%(s.sample.d), color='red', va='top')\n", + "\n", + "s.sample.d=50\n", + "gain = s.gain(sample_uru=r_sample, third_uru=0)\n", + "label='$d_{sample}$=%.2f, %.0fmm sphere'%(s.a_wall,s.d)\n", + "plt.plot(r_sample, gain, color='blue')\n", + "plt.text(r_sample[0], gain[0],'%gmm sample port'%(s.sample.d), color='blue', va='top')\n", + "\n", + "plt.xlabel('Sample Reflectance')\n", + "plt.ylabel('Detector Power Relative to Black Sphere')\n", + "plt.text(1,0.20,\"Sphere Diameter = %5.1f mm \"%s.d, ha='right', transform=plt.gca().transAxes)\n", + "plt.text(1,0.15,\"Third Port Diameter = %5.1f mm \"%(s.third.d), ha='right',transform=plt.gca().transAxes)\n", + "plt.text(1,0.10,\"Detector Port Diameter = %5.1f mm \"%(s.detector.d), ha='right',transform=plt.gca().transAxes)\n", + "plt.text(1,0.05,\"Wall Reflectance = %g%% \"%(100*s.r_wall), ha='right',transform=plt.gca().transAxes,color='red')\n", + "plt.show()\n", + "\n", + "s.r_wall = 0.94\n", + "plt.figure(figsize=(8,4.5))\n", + "\n", + "s.sample.d = 10\n", + "gain = s.gain(sample_uru=r_sample, third_uru=0)\n", + "plt.plot(r_sample, gain, color='black')\n", + "plt.text(r_sample[0], gain[0],'%gmm sample port'%(s.sample.d), color='black', va='top')\n", + "\n", + "s.sample.d=25\n", + "gain = s.gain(sample_uru=r_sample, third_uru=0)\n", + "plt.plot(r_sample, gain, color='red')\n", + "plt.text(r_sample[0], gain[0],'%gmm sample port'%(s.sample.d), color='red', va='top')\n", + "\n", + "s.sample.d=50\n", + "gain = s.gain(sample_uru=r_sample, third_uru=0)\n", + "label='$d_{sample}$=%.2f, %.0fmm sphere'%(s.a_wall,s.d)\n", + "plt.plot(r_sample, gain, color='blue')\n", + "plt.text(r_sample[0], gain[0],'%gmm sample port'%(s.sample.d), color='blue', va='top')\n", + "\n", + "plt.xlabel('Sample Reflectance')\n", + "plt.ylabel('Detector Power Relative to Black Sphere')\n", + "plt.text(1,0.20,\"Sphere Diameter = %5.1f mm \"%s.d, ha='right', transform=plt.gca().transAxes)\n", + "plt.text(1,0.15,\"Third Port Diameter = %5.1f mm \"%(s.third.d), ha='right',transform=plt.gca().transAxes)\n", + "plt.text(1,0.10,\"Detector Port Diameter = %5.1f mm \"%(s.detector.d), ha='right',transform=plt.gca().transAxes)\n", + "plt.text(1,0.05,\"Wall Reflectance = %g%% \"%(100*s.r_wall), ha='right',transform=plt.gca().transAxes,color='red')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "aerial-circus", + "metadata": {}, + "source": [ + "Here we see that\n", + "\n", + "* the gain is nearly linear for small sample ports\n", + "* the gain is nearly linear for lower wall reflectivities" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "guided-recognition", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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LUTLPxh0wYIAkcxOW1157LVVzBgAAAACk3LZt0uLF1li/flLBgrE0nj9fGjzYGsuRQ1qyRMqVyxIeOnSo3n77bfv91157TVOiT/PIoDLsHhhbt27V8ePH7fevXLliv338+HFNnTrV0r5Tp07JGqdWrVp68cUXNWvWLC1ZskR169ZV7969VbhwYR04cECffvqpTp8+LUkaOXKkckW7eAEAAAAAnsUwpHfftcby5pX++/7aav9+qUMHayxTJmnmTKl06RjNbTab/ve//ykwMFB58uTRF198IVtcZ7FmMBm2gDFp0iRNmzYt1se2bdumbdu2WWLJLWBI0pQpUxQYGKgVK1Zo48aN2rhxo+XxTJkyafDgwerWrVuyxwAAAAAAuMaSJdKvv1pjQ4ZI2bNHa3j+vNSsmbl5p6Mvv5QaNoyz/0yZMmny5Mn2Gf8wsYTEBfz8/LR8+XL99NNPqlu3rvLnzy8fHx8VLVpUL730krZu3RrnEhQAAAAAgOeIiJAGDrTGiheXuneP1jA01DwuNfpeiK++KvXurfDwcN2+fTvOcTJlykTxIpoMOwNj6tSpMZaJJFWnTp2SNDPjpZde0ksvvZSiMQEAAAAA7jNtmnTokDX26afSfwdQmgzDLFTs3GltWK2aNHasQkJD1aZNG4WGhmrZsmXKkiVLquedHjADAwAAAACARAgONpeKOHrySalt22gNhw+Xfv7ZGnvgAWn+fAWGhqphw4Zavny51q9frxdffFHh4eGpmXa6QQEDAAAAAIBE+Ppr6d9/rbGRI809Oe0WLpQ++MDaKGtWaelSKW9evfjii9q8ebP9ocWLF+vNN99MvaTTEQoYAAAAAAAk4OpVacQIa6xuXalOHYfA779Lr7xibWSzmSeOPPqoJOmTTz5RdofdPnPmzJmiQyMyEgoYAAAAAAAk4LPPpJs3rbGRIx3uXLwoNW0qRd+Y8/PPpSZN7HcrVKhg3/cif/782rRpk5599tnUSzwdybCbeAIAAAAAkBinTknffmuNvfSS9MQT/925e+LImTPWRp07S/36xeivatWqWrJkiR544AGVLFkydZJOhyhgAAAAAAAQj8GDpbCwe/czZ5aGDfvvjmFI3bpJ27dbn1SlijRunLmEJBZ169ZNnWTTMZaQAAAAAAAQh717pRkzrLEePaTixf+78/nnMRsUK6ZNfftq6+7dLskxo6CAAQAAAABALAwj5gqQbNkcDhlZskQaONDaIGtWLevfXw3atVPjxo21b98+l+SaEVDAAAAAAAAgFosXSw4nnkoyixf58kn64w9zIwzDuPegzaaZ3burZZ8+unPnjgIDA1W/fn0dPnzYpXmnVxQwAAAAAACIJixMeucda6xYMalXL0mXLsV64ogxfLjm/P23IiIi7LErV67om2++cUHG6R8FDAAAAAAAohk3Tjp+3BobMULKYrsjPf+8dPq09cEOHWR7913NnDlTNWvWtIc7deqkMWPGuCDj9I9TSAAAAAAAcHDtmvTRR9bYM89IbV8wpC7dpW3brA8+95w0YYJksylLlixavHix6tSpo2eeeUb/+9//lCkTcwecgQIGAAAAAAAOPvlEun7dGhs9WrKN+lKaNs36wP33SwsXSr6+9lC2bNm0ceNG+fn5yRbHMapIOspAAAAAAAD859gx6bvvrLEXXpCevbJUGjDAHouQZPj7myeR5M8fox9/f3+KF05GAQMAAAAAgP8MGCCFh9+77+Mjjeh02HLiSKik5yX1q11bxmOPuSXPjIgCBgAAAAAAMo9MXbjQGuvd7baKv9FACgqSJN2S1EjSUkn/W7pUn3zyiavTzLAoYAAAAAAAMryoKKlvX2ssb15D7+9sIZ06ZbaR1FDSRoc2H374IcekuggFDAAAAABAhvfTT9K+fdbYR8WnKcfudfb7mST1eOghy94W2bNn1xNPPOGiLDM2ChgAAAAAgAwtOFgaONAaeyTfZXXb/Zo1eP/9emnrVn333y6fefPm1aZNm1SlShUXZZqxcYwqAAAAACBDGzVKOnfOGvvicid5K/JeIGtWadkyqUABvfHGG4qKilLt2rVVunRp1yabgVHAAAAAAABkWOfPSyNHWmN1Mq1Xo6gV9wI2mzRzplSunD3Us2dPF2WIu1hCAgAAAADIsAYPlm7fvnffpiiNiuqjXyWdvRscNUpq0sQN2cERBQwAAAAAQIb0++/SlCnW2KuarHM6oDqS6kq63L691Lu3G7JDdBQwAAAAAAAZjmFI/fqZ/70rQEGqqHfUTFKopMOSGvz5p24GBropSziigAEAAAAAyHBWrJDWr7fG3tGn+lo3FeEQ27d/v0aPHu3S3BA7ChgAAAAAgAwlPFzq398au09n9I7GaJWkYpnufVRu3769Bg0a5NoEESsKGAAAAACADGXCBOnwYWvsM70vf4XoPm9vrZs6VQUKFFCPHj00bdo0Zc6c2T2JwoJjVAEAAAAAGcaNG9LQodZYBe3Ry/rJvDN2rB565RXtr1NHBQsWlM1mc3WKiAMFDAAAAABAhvHZZ9KVK5JkSDKLE6PVV5lkSH37Sl27SpIKFSrkthwROwoYAAAAAIAM4cQJacwYQ1KYpJcltVRL+amatkhNmkiff+7mDBEfChgAAAAAgAzhvfeksLBgSS0lrZW0SPWUXypXTvr5Z8nLy80ZIj5s4gkAAAAASPd+/VWaOzdEUl2ZxQtJilRvndeGgQOlbNncmB0SgwIGAAAAACBdi4qS+nS5ISmLpGctj/n4+8urcGF3pIUkooABAAAAAEjXZo86q11HcsrctPNLSa9KknJnzaoNmzerevXqbswOiUUBAwAAAACQboWcvqz3BjoehWrTQ+qn1ytU0i87duipp55yW25IGjbxBAAAAACkT3fuaEy1+Tod+bol/EXlZWrxy3YpE9/ppyX8tAAAAAAA6c5v+/fr5Iu99Nmplyzx6tn2qvmaNylepEHMwAAAAAAApCtr165Vi8aNlSe8rG7Jzx63KUqj594vm79fPM+Gp6LkBAAAAABINxYsWKAmjRopODxcZ/SbpM6SoiRJHZre0JP187kzPaQABQwAAAAAQLoQGBiobl26KCwiwiH6k6QJyuoXoeHf53ZXanACChgAAAAAgHQh+9WrWmyzyUdeDtEXJb2qwUO9VaiQuzKDM1DAAAAAAACkfTdvSk2a6LEbEQrQDEmZJXWT9KMeeshbvXq5OT+kGJt4AgAAAADStvBwqU0b6a+/9KmG67raSSorqZwkm776SvL1dW+KSDkKGAAAAACAtMswpLfektau1TE9pP+pz38PPCZJathQatzYfenBeVhCAgAAAABIU8LCwvTqq69q79690ldfSd9/L0nqq9EK072pFt7e0v/+56Yk4XTMwAAAAAAApBnBwcFq1aqVVq1apSXz5umXwEA9ImmV6muZmlra9uolPfywe/KE8zEDAwAAAACQJgQGBqpBgwZatWqVJOlKYKDqSjoqb/XWV5a2+fNLgwe7PkekHgoYAAAAAIA0wdfXV77RduO8IWmMWuqISlviI0ZIOXK4LjekPgoYAAAAAIA0wdfXVwtnzNAz/v6SpFyS5iqXftRES7uKFaWOHd2QIFIVBQwAAAAAQNoQGams3btrRXCw6knaJGm+PlegrFMtvv5aysSn3XSHHykAAAAAIG0YMEBaskS5JK2WFKYKmqIuliavvCI984xbskMqo4ABAAAAAPA4J0+elGEY9wLffy+NGmW/a0h622usDIePtQEB5t4XSJ8oYAAAAAAAPMqGDRv06KOP6qOPPjIDa9dKPXta2vzk1VHbIytZYoMHS4ULuypLuJq3uxMAAAAAAOCuJUuW6IUXXtCdO3f00UcfKUdIiPp8/70UGWlvE6QADcj2nXkEyX8eekjq3dvl6cKFmIEBAAAAAPAIZ86cUZs2bXTnzh17rO/nn2vlzZuWdp89t0z/3giwxEaPlqKdsIp0hgIGAAAAAMAjFC1aVN98840l1kZSbYf7fzfoqVF7qlva1K8vNWmS+vnBvShgAAAAAAA8Rrdu3fT5yJGSpC6SZkryuftgpUrq6zVGYWE2e3tvb+mrrySbTUjn2AMDAAAAAOBR3rl5U2UlNZRkr0vcf7/W9FmpJe28LG3fflsqXdrFCcItKGAAAAAAADzHlCnSZ5+pkWMsWzaFL1ym3u1zW5rmzy8NGeLS7OBGLCEBAAAAALhUeHi4BgwYoEuXLlkfWLdO6t7dGvPykubN03e/lNOhQ9aHPvtMypEjdXOF56CAAQAAAABwmZCQELVs2VKff/656tevrxs3bpgP/Pmn1KqVFBFhfcK4cbr8RD0NHWoNV6ggde7siozhKShgAAAAAABc4tatW2rUqJGWL18uSfrtt9/UpEkT3T5xQmrcWAoMtD7h3Xelrl31wQdStJNU9fXXUiY+0WYo/LgBAAAAAC4RFBSkU6dOWWL79+/XwSZNpGhxtW4tDR+uffukSZOsD7VvLz33XConC49DAQMAAAAA4BKFChXSunXrVKhQIUlSjhw5tOapp/R09M0tnn5amj5dhi2T3n5bMox7DwUESP+dsooMhgIGAAAAAMBlSpQoobVr1+qRRx7RpubNVfmXX6wNHnhAWrJE8vPTzJnStm3Whz/4QCpc2GXpwoNwjCoAAAAAwKXKli2rA2++Ka+ePa0P5MghrVgh5c+v27fNLTAclSgh9enjujzhWZiBAQAAAABwupvRd910tGqVvN5+2xrz9pYWLJAeeUSS9Mkn0rlz1iajR0tZsjg5UaQZFDAAAAAAAE61efNmFS9eXIsWLYr54O+/S23aSJGR1vjEiVKtWpKkQ4ekUaOsD9etKzVrljr5Im2ggAEAAAAAcJrly5erQYMGun79utq2bav169ffe/Dff6UmTaSgIOuTBg2SOnWSZG7Y+eabUkTEvYczZzaPTbXZUj9/eC4KGAAAAAAAp9i/f79atGih0NBQSVJYWJiaN2+uP/74wyxaNGkinT1rfVK7dtLHH9vvzp4tbdhgbdKvn1S6dGpnD09HAQMAAAAA4BSPP/64Ov03k+KuevXq6eGHHjILFfv3W59QpYo0ZYp9akVgoNS3r7XJ/febEzQAChgAAAAAAKew2WwaP368XnjhBUlSx44dNWfOHPkOHCgtW2Zt/NBD0sKFll05hw6Vzp+3NvvqKykgIHXzRtrAMaoAAAAAAKfx8vLSjBkzVKtWLXXt2lWZvv3W3MDCUe7c5nGpefPaQwcOxGzWsKHUokXq54y0gRkYAAAAAACn8vHxUffu3ZVp+XKpT5/oD0qLFkklS9pDhiH16GE9mMTXV/rmGzbuxD0UMAAAAAAASRIREaGvvvpKYWFhcTfau1d68UUpKsoa/+EHqWpVS2jGDGnrVmuzAQOkBx90UsJIFyhgAAAAAAASLTQ0VK1bt1afPn3UoUMHRTpOm7jrzBmpaVMpONga//hj6aWXLKEbN6R33rE2K15ceu895+aNtI8CBgAAAAAgUYKCgtS4cWMtXrxYkjR79mz16NFDhmHca3TzptSoUczdODt2jPU4kUGDpEuXrLFvvpH8/JydPdI6ChgAAAAAgEQ5evSoduzYYYlNnz5dhw8fNu+Eh0utW0sHD1qfWKOGNGFCjA0t9u2Txo2zNm3eXGrc2MmJI12ggAEAAAAASJQnn3xSixYtko+PjyQpW7ZsWr16tR555BFzJ87u3aV166xPKl1aWrDA3LzTQVSUuXGn4xYZfn7SmDGp/SqQVlHAAAAAAAAkWt26dTVr1iwVKFBAGzduVLVq1cwHhg0zN+h0lD+/eVxqrlwx+pk8Wdq50xobNEgqViyVEkea5+3uBAAAAAAAaUvLli1Vr149BQQEmIEZM6QhQ6yN/PykZcvMHTmjuXo15iadpUpJ/fqlUsJIF5iBAQAAAACIITw8PN7H7cWLjRulV1+1PmizSTNnShUrxvrcgQOla9essW+/lXx9k5stMgIKGAAAAAAAi61bt6p06dL6888/42/4119Sy5bm5p2Oxowxd+OMxc6d0qRJ1libNlLduilIGBkCBQwAAAAAgN3q1atVr149nThxQnXr1tWJEydib3jhgnlc6s2b1nifPtJbb8X6lMhIc+NOx1NXAwKk0aOdlDzSNQoYAAAAAABJ0qZNm9S0aVOFhIRIks6fP686derowoUL1oZBQVKTJtKpU9Z4y5bSF1/E2f/48ebRqY6GDpXuu88JySPdo4ABAAAAAJAkVaxYUU899ZQlVq5cOeXMmfNeIDJSatdO2rvX+uSnn5Z+/FHy8oq174sXpQ8+sMbKlJF69XJC4sgQKGAAAAAAACSZG3OuWLFC5cuXlyS9/PLLmjdvnrJkyWI2MAyz4rBsmfWJJUpIS5ZI/v5x9v3uuzFXm3z3nZQ5szNfAdIzChgAAAAAALucOXNq9erV+vjjjzV9+nRldqwwjB5tVh0c5c4trVwp5c8fZ59btkjTp1tjL78s1ajhvLyR/nm7OwEAAAAAgGcpUKCABg8ebA3Omyf172+N+fhIixZJpUrF2VdEhNSzpzWWPbv05ZfOyRUZBzMwAAAAACCDiYiI0MKFCxP/hF9/ldq3jxmfPl2qWjXep37zjXTggDX2ySdSwYKJHx6QKGAAAAAAQIZy584dvfjii3r++ef1ZWKmQRw/LjVvLt25Y42PGCG1bRvvU//9V/rwQ2usfHnzKFUgqShgAAAAAEAGcfv2bTVr1kzz58+XJL3zzjuaOHFi3E+4ckVq2ND8r6Pu3c1dORPQr59065Y1Nnas5M1mBkgGChgAAAAAkEGsXbtWa9asscR69+6tCxcuxGwcEmLOvDh+3Bpv2FD69lvJZot3rPXrpVmzrLHOnaXnnktO5gAFDAAAAADIMFq0aGFZNpI1a1YtW7ZMBaNvSBEVJXXsaO594eiJJ6TZsxOcQhEWJr35pjWWK5c0cmRKskdGx8QdAAAAAMhA+vXrpxs3bmjs2LFauXKlKlWqFLPRe+9Jc+daY0WLSsuWSdmyJTjG6NHS4cPW2GefSfnypSBxZHjMwAAAAACADObjjz/WgQMHYi9ejBsnffGFNZY9u7R8uVS4cIJ9nzghffSRNfbUU1LXrilIGBAFDAAAAABIlwzDiPMxm82mwrEVI5Ysibn2w9tbmj9fKlcuEWNKb7whhYY6jmVu3OnlldjMgdhRwAAAAACAdGb79u2qVauWrl+/nvgn7dolvfiiuf+Fo4kTpTp1EtXFrFlStD1C9eabUsWKiU8DiAsFDAAAAABIR9atW6e6detq06ZNaty4sYKCghJ+0t9/S02amCePOBoyROrUKVHjXrsm9e5tjRUpIg0blqinAwmigAEAAAAA6cTKlSvVuHFj3b59W5I5E6Nly5YKdVzTEd2VK+bRqJcvW+OdOklDhyZ67AEDpEuXrLFvvjG3zwCcgQIGAAAAAKQTpUuXVt68eS0xHx+fuPfDCA6WmjaVjh2zxuvVkyZMMDewSIQtW6RJk6yxZs2kFi0SmTiQCBQwAAAAACCdKF68uNauXas8efJIktq2bauFCxfKz88vZuPISOnll6UdO6zx8uXNI1QzZ07UmHfuSN27W2MBAdK33ya6/gEkCgUMAAAAAEhHypQpo9WrV6t379766aef5OPjE7ORYUh9+kiLFlnjRYtKK1Ykad3HF19Ihw5ZY8OGmV0BzuTt7gQAAAAAAM5VoUIFVahQIe4Go0ebG1Q4ypFDWrlSiu141TgcPRpzk84KFaS33kpCskAiMQMDAAAAANKYyMhI7dmzJ3lPnj1b6t/fGvPxMWdjlC2b6G4MQ3rjDXMJyV2ZMplbZ3h5JS81ID4UMAAAAAAgDQkLC9PLL7+s5557TmvWrEnak3/5RerQIWZ86lSpRo0kdTVjhrRhgzXWq5f05JNJSwlILAoYAAAAAJBGBAcHq2XLlpo9e7bCw8PVsmVLbdu2LXFPPnRIat5cCguzxkeMkNq1S1IeV65IfftaY0WLSh9/nKRugCShgAEAAAAAacSECRO0YsUK+/3g4GA9//zzun37dvxPPH9eathQunHDGu/RQ3r33STn8c470tWr1th330lZsya5KyDRKGAAAAAAQBrx1ltvqZ3DbAl/f3/99NNPCggIiPtJt25JjRtLp05Z482aSV9/neSzTjdtMlecOHr+ealp0yR1AyQZp5AAAAAAQBrh5eWladOmKTAwUNu2bdOKFSv07LPPxv2E8HDphRek/fut8UqVpJkzk7zbZmio1L27NZYtm1kHAVIbBQwAAAAASEMyZ86suXPn6tSpUypdunTcDe8eE7JqlTVeooS0dKnk75/ksUeMMI9OdfTZZ1KRIknuCkgylpAAAAAAQBrj5+cXf/FCkoYNkyZPtsby5DELGvnzJ3nMw4el4cOtsUqVzBoJ4AoUMAAAAADAw+zevVvdu3dXZGRk8jqYOlUaMsQay5JFWrZMKlkyyd1FRZlLRxwPMPHykiZMSPIqFCDZWEICAAAAAB5k06ZNatq0qYKCghQZGamJEyfKlpSNNteskbp2tcZsNunnn6VnnklWTlOnSr/8Yo317SuVL5+s7oBkYQYGAAAAAHiIZcuWqUGDBgoKCpIkTZ48Wf3795dhGInr4LffpNatpYgIa3zMGKlly2TldOmS1L+/NVasmPThh8nqDkg2ChgAAAAA4CH8/PxiFCsOHjyo8PDwhJ986pTUqJF5bKqj/v2lt95Kdk79+knXr1tj48ZJ8Z3cCqQGChgAAAAA4CFq166tOXPmyOu/jSVatWqlJUuWyMfHJ/4nXrsmNWwonT9vjbdtK40cmex81q6VfvzRGnvhBXMowNXYAwMAAAAAPEjz5s01depUbdq0SePHj5e3dwIf20JDpebNpUOHrPGqVc3NKzIl73vrkJCYJ4zkyCF99VWyugNSjAIGAAAAAHiY9u3bq3379gk3jIyU2reXtm61xsuUkRYvNk8eSaZhw6S//7bGRoyQChVKdpdAirCEBAAAAABcLCoqSmfOnElZJ4Yh9e4tzZ9vjRcuLK1cKeXKleyu//xT+vxza+y556Ru3ZLdJZBiFDAAAAAAwIXCw8PVoUMHVapUSX9Hn+KQFF98IX37rTWWPbtZvLj//mR3GxVlFiocDzLx9pa+/z7Zq1EAp+DyAwAAAAAXCQ0NVevWrfXTTz/pwoULqlOnjs6dO5f0jn76SRowwBrLnFlatEh67LEU5ThxovTrr9bYO+9Ijz6aom6BFKOAAQAAAAAuMnjwYC1ZssR+/+TJk2rcuLEiIyMT38m6dVLnzjHj06dLNWumKL9z56R337XGSpSQBg9OUbeAU1DAAAAAAAAXGTRokJ544gn7fT8/P40YMcJ+bGqCfvtNev55KTzcGv/yS+nFF1OUm2GYp44EBlrj48dLfn4p6hpwCgoYAAAAAOAiOXLk0KpVq/Twww8re/bsWrNmjRo0aJC4J588KTVsKN26ZY337i317Zvi3ObMkZYutcbat5fq1k1x14BTcIwqAAAAALhQ/vz5tXbtWl25csUyGyNe166ZxYsLF6zxF16QRo2SbLYU5XTlivTWW9HzlL76KkXdAk5FAQMAAAAAXKxo0aIqWrRo4hqHhEjNmkmHD1vj1apJ06Y55WiQ3r2ly5etsW+/lfLkSXHXgNOwhAQAAAAAnGzfvn365ptvUt5RZKT08svStm3WeNmy5okjWbKkeIjly81DTRy1aCG1bp3irgGnYgYGAAAAADjRli1b1KRJEwUGBipz5sx6/fXXk9eRYUhvvy0tXGiNFykirVwp5cqV4lwDA6Xo6eXIIX33XYpXpQBOxwwMAAAAAHCSlStXql69egr87yiPHj166Oeff05eZyNHSmPHWmM5cpjFi8QuP0nAgAHS2bPW2OjRUuHCTukecCoKGAAAAADgJEePHlVoaKj9vmEYmjFjhgzDSFpHM2ZIAwdaYz4+5rKRcuVSnqikzZvNI1Id1a4tde7slO4Bp6OAAQAAAABO0qtXL3344Yf2+82bN9fChQtlS8p6jLVrpS5dYsanT5dq1Eh5kjL3BX3tNWvM31+aOJGlI/Bc7IEBAAAAAE704Ycf6ubNm7p69aqmTJkib+8kfOzav196/nkpIsIaHz1aatvWiTlKx49bY599JhUv7rQhAKejgAEAAAAATmSz2TRq1ChJUqakHHF68qTUqJEUFGSN9+0r9enjtPz27JH+S8/umWekN9902hBAqmAJCQAAAAAkUVRUlG7duhXn45kyZUpa8eLqValBA+nCBWu8bVvpiy+SmWVMYWHm6pSoqHsxHx9p8mTJy8tpwwCpggIGAAAAACRBRESEunTpojp16sRbxEi04GCpSRPpyBFrvEYNado0KSmFkASMHCkdOGCNDR4slSnjtCGAVEMBAwAAAAAS6c6dO3rhhRc0bdo07dq1Sy1atLCcOpJkERHmLIsdO6zxRx+VFi6UfH1TlrCDv/6SPvnEGnvsMfMoVSAtoIAh6dSpU+rXr59Kly6tgIAA5c6dWxUrVtQXX3yh4OBgp4xx8uRJDRgwQBUqVFDOnDmVOXNm5c6dW88995w+/vhjXbp0ySnjAAAAAEg93bt318KFC+33N2zYoPbt2yevM8OQuneXli2zxu+7T1q5UsqZM/mJRhMZKb36qhQefi+WKZM0ZYqUObPThgFSVYbfxHPp0qVq3769AgMD7bHg4GDt2bNHe/bs0aRJk7R8+XI99NBDyR5jxowZ6t69u0JCQizx69eva/v27dq+fbvGjBmjWbNmqW7duskeBwAAAEDqeu+997R8+XJduXJFkpQlSxZ17tw5eZ0NGWJWEBzlyiWtXm0WMZzom29iTvLo31+qUMGpwwCpKkPPwNi/f7/atm2rwMBAZc2aVZ9++ql+/fVXrV+/Xl27dpUkHT16VI0bN0722rZt27apU6dOCgkJUaZMmdS5c2ctWrRIu3bt0rx589S0aVNJ0rVr19S8eXOdOHHCaa8PAAAAgHOVLl1aq1evVvbs2ZU1a1atWrVKjRs3TnpHY8dKw4ZZY1mySEuXOn1DihMnpA8+sMZKlpSGDnXqMECqy9AzMHr16qWQkBB5e3trzZo1evbZZ+2P1apVSyVLltS7776ro0ePatSoURqajL/hw4cPV9R/W/x+88036tGjh/2xihUrqlWrVurXr59Gjx6tkJAQjR49Wt9++22KXxsAAACA1PHkk09q+fLl8vX1VcWKFZPewfz5Mc8szZRJmjVLqlzZOUn+xzCkbt3MfUIdTZok+fk5dSgg1WXYGRi7du3Sli1bJEmvvvqqpXhxV79+/fTII49IksaMGaNwxwVjifTrr79KkvLkyWMpXjgaMmSI/fb27duTPAYAAAAA16pSpUryihebN0svvWRWFhyNGyc1b+6c5BxMmSKtX2+NvfGGVK2a04cCUl2GLWAsWrTIfjuuNWuZMmVShw4dJEk3btzQxo0bkzxOWFiYJKl48eJxtsmRI4fy5s1raQ8AAADAfU6cOKF169Y5t9MDB8wiRfR/8w8dak6TcLJ//5X69bPGihaVRoxw+lCAS2TYAsbWrVslSQEBAaoQz8411atXt9/etm1bksd5+OGHJUn//PNPnG0CAwPtmwDdbQ8AAADAPQ4dOqRBgwapbdu29lnbKXb6tNSggXTzpjXevbu5maeTGYbUo0fM4caPl7Jnd/pwgEtk2ALGoUOHJEkPPfSQvL3j3gqkdOnSMZ6TFK+//rok6erVqxo/fnysbT5xOIz5bnsAAAAArrdu3ToNHTpUwcHBCgkJUZMmTbRv376UdXr1qlS/vjklwlGLFtJ330k2W8r6j8XcudLixdZY+/ZSo0ZOHwpwmQy5iWdoaKh9xsN9CRxPlCtXLgUEBOj27ds6c+ZMksfq0qWLtm7dqunTp6tnz57au3evmjVrpkKFCun06dOaMWOGfTnLBx98oDp16iR5jLNnz8b7+Pnz5+23Q0JCYhzn6ilCQ0NjvQ14Cq5ReDquUXg6rlGkBbNnz9adO3fs9wMDAzVs2DD99NNPyeswOFg+jRvL6/BhSzjy2WcVNnlyzOUkTnD1qvTmm1kk3SuM5Mtn6LPPQuWhHwWQBGnld2lqfO60GUb03WPSv8uXLyt//vySpLZt22rWrFnxti9QoIAuXbqkRx99VAcOHEjWmPPmzdNnn32m/fv3x3isZs2aev/995NVvJAkWxIqtpMmTbLvtwEAAADAKiIiQp9//rl27dolSXrqqaf0zjvvyNfXN8l92SIjVXHECBXavdsSDyxaVFs/+0zh2bI5JefovvrqSW3aVNQS699/t6pU+TeOZwDOd+XKFb322muSpDNnziQ4eSAxMuQSEscqlY+PT4Lt7/6ySm4F6dChQ5o+fXqcxY/t27dr8uTJOnfuXLL6BwAAAOAc3t7e6t+/v8qVK6eqVavqvffeS1bxQoahx8aPj1G8CMmTR9uHDEm14sWePfljFC8qVTqvypUpXiDty5BLSLJkyWK/nZhTP+5OIfNLxkHJW7ZsUdOmTXXz5k0VK1ZMw4YNU926dZU7d25dvHhRS5Ys0eDBgzVr1iz98ssvWrNmjcqWLZukMRJa2nL+/HlVqlRJklStWjWnVL5SQ2hoqH755RdJZp6OPyfAE3CNwtNxjcLTcY0iLbh7nQ4aNEi1atVSQEBAsvrx/uQTZV671hIzcuaUbfVqVStTxhmpxhAYKL35prXYkiOHoZ9/zqnCheulyphwvbTyuzShrQ6SI0MWMLI5VDuDgoISbH/79m1JUtasWZM0zp07d9SuXTvdvHlTBQsW1I4dO1SwYEH74/fdd5969Oih6tWr66mnntK///6rjh07as+ePUkaJykFCT8/v2QVYlwtS5YsaSJPZFxco/B0XKPwdFyjcDfDMBQVFSUvL69YH/f19VVAQEDyrtPx46Xhw62xLFlkW7pUWeI5ATGl3npLiv6ZcdQomx58kL9r6ZUn/y5Njbwy5BKSLFmyKE+ePJISrgpdv37dXsAoWrRovG2jW7VqlX1ZyFtvvWUpXjgqW7as2rdvL0nau3evfv/99ySNAwAAACDxIiMj1bVrV7322muKiopybucLFpjnlzrKlEmaOVOqUsW5YzlYuVKaPNkaq11b6tIl1YYEXC5DFjAkqcx/07aOHz+uiIiIONsddtgt+JFHHknSGI7Hrj755JPxtq3gUIk9HG2HYgAAAADOERYWpnbt2mny5MmaOnWq+vbtK6eda7Bli/TSS1L0/saONY9MTSXXr0v/7ZVolzWrNGlSqpzQCrhNhi1gVPmv+nn79m3t3bs3znabN2+2365cuXKSxvD2vrdCJ74iiSSFh4fH+jwAAAAAzvPiiy9q7ty59vtjxozRJ598kvKODx6UmjWTHI5glSR9+KHUvXvK+49Hnz7Sv9H26Bw9WnrggVQdFnC5DFvAaOFQAf3hhx9ibRMVFaXp06dLknLmzKmaNWsmaYzixYvbb2/ZsiXeto6FEsfnAQAAAHCezp07W74w9PHxUfny5VPW6enTUoMG0o0b1ni3bmYBIxUtWSJNm2aN1asXc0YGkB5k2AJGpUqVVLVqVUnS5MmTtX379hhtRo0aZV8G0qtXL2XOnNny+KZNm2Sz2WSz2dSpU6cYz69du7b8/f0lSePGjYvzGNWVK1dq4cKFkqQiRYro8ccfT+7LAgAAABCPpk2bavr06bLZbAoICNCKFSvUvHnz5Hd49apUv7703953ds2bS999l6prOK5ejTm5I3t2lo4g/crQaxXGjBmjypUrKyQkRPXq1dP777+vmjVrKiQkRLNmzdKECRMkSaVKlVK/fv2S3H/OnDn13nvvaciQIbp165aee+45vfXWW6pbt65y5cqlixcvavHixZo4caJ986ARI0YoU6YMW1cCAAAAUl27du0UHByssmXL6plnnkl+R7dvS40bS9H3sHvuOXPTzlReGv7229KFC9bYV19JSTx7AEgzMnQB44knntDs2bPVvn17BQYG6v3334/RplSpUlq+fLnl6NWkGDRokK5du6YxY8YoKChIw4cP1/DoRypJypw5sz777DP7aSQAAAAAUs+rr76asg7Cw6U2baSdO63xMmWkpUulVD7acsEC6eefrbHGjaVYJoYD6UaG/6q/adOm+uOPP9SnTx+VKlVK/v7+ypkzp5566imNHDlS+/fv10MPPZTs/m02m/73v/9p9+7dev311/Xoo48qW7Zs8vLyUo4cOVShQgX17dtXBw8eVP/+/Z34ygAAAICM68CBAzp27FjqdB4VZZ5PunKlNV60qLR6tZQ7d+qM+5/Ll6XXX7fGcuaUJkxg6QjStww9A+OuYsWKafTo0Ro9enSSnlejRo1EH7lUoUIFy1GpAAAAAFLHjh071KhRI2XLlk1bt25VUWevqXj3XenHH62x3LnN4sV99zl3rFj07GkWMRx9841UuHCqDw24VYafgQEAAAAg/Vi/fr3q1Kmj69ev6/Tp06pbt64uXbrkvAG++EIaNcoa8/eXli+XHnnEeePEYc4cyeEUWEnmfqEvv5zqQwNuRwEDAAAAQLpgGIY+/PBD3b592x47cuSIhgwZ4pwBpk0zZ1848vaW5s2TUrIZaCJdvCj16GGN5ckjff89S0eQMVDAAAAAAJAu2Gw2LVq0SI84zIRo0KBBkpeKx2rZMim2jT+nTJEaNkx5/wkwDPPI1KtXrfHvvpMKFEj14QGPQAEDAAAAQLqRN29erV27Vg888IDatGmjxYsXy9/fP2Wd/vqr9MILUmSkNf7ll9Irr6Ss70T6+Wdp8WJrrHVrMy0go2ATTwAAAADpSpEiRfTrr78qf/788vLySllnf/4pNWkihYRY4++8I/Xrl7K+E+nff6W33rLG8uWTxo5l6QgyFgoYAAAAANIcwzBki+fTe6FChVI8hu3MGal+fen6desDHTtKI0emuP/EMAypW7eYKYwbZxYxgIyEJSQAAAAA0pTIyEj16NFD3333XaqN4RMYKJ9mzaRz56wPNG4sTZzosqkP06aZB5w4atdOatXKJcMDHoUZGAAAAADSjPDwcHXq1Ek///yzJClHjhxq3769U8fwCg3V08OGKdPRo9YHnn3WPMc0c2anjheXs2elXr2ssQIFpG++ccnwgMehgAEAAAAgTYiMjNTzzz+vZcuW2WOdOnVStmzZ1Lx5c+cMEh6uip9/rtzRixdlypgnkaR0Q9BEMgzptdekwEBrfMIE8+hUICNiCQkAAACANMHLy0uVKlWyxDJlyqTI6KeDJFdUlDK//roK7NtnjRctKq1eLeXO7ZxxEmHSJHNIRx06SM2auSwFwONQwAAAAACQZgwaNEh9+/aVJPn7+2vZsmV6/vnnU96xYUjvvCPvmTOt8dy5zUrCffelfIxEOnVK+u8l2hUuLH31lctSADwSS0gAAAAApBk2m01ffvmlDMNQq1atVLlyZed0/MUX0ujRlpDh7y/bihXSI484Z4xEiIqSunSRgoKs8YkTpVy5XJYG4JEoYAAAAABIU2w2m0ZHKzakyNSp0oABllCUl5fCf/pJvk8/7bxxEuH776UNG6yxLl2kRo1cmgbgkVhCAgAAAMDjHDlyRIHRd7BMDcuWmbtlRrP/rbcUVb9+6o/v4MQJ6Z13rLGiRWNMDAEyLAoYAAAAADzKnj17VLlyZTVr1kwhISGpN9CWLVKbNlK0TUAPdu6sszVqpN64sYiKkjp3lm7ftsYnT5Zy5HBpKoDHooABAAAAwGNs3rxZtWrV0tWrV7V582a1adNG4eHhzh/o99+lpk2l0FBLOLxvX/3trCNZk2DMGOmXX6yx7t2lunVdngrgsShgAAAAAPAIYWFh6tixo27dumWPLV++XMOHD3fuQCdOSA0aSDdvWuMdOyrik0+cO1YiHDwoDRxojT3wgLmvKIB7KGAAAAAA8Ag+Pj5atGiRcjismahTp4792FSnuHDBnNZw4YI13qyZNGmSZLM5b6xEuHNHat/e/O9dNps0ZYqULZtLUwE8HgUMAAAAAB7j8ccf1/Lly+Xv76+WLVtq2bJlypo1q3M6v3FDql/fnIHhqFo1adYsydv1hzR++KG5msVR375SzZouTwXweByjCgAAAMCjVK5cWb/++qvKli0rb2cVFUJCzFkWf/xhjZcvLy1ZIvn5OWecJNiyRfr8c2vs0UelYcNcngqQJlDAAAAAAOBxypcv77zOwsOltm3NioGjBx+UVq92yzEfgYFShw6SYdyL+fhIP/4oZcni8nSANIElJAAAAABcKioqSv369dPmzZtdMZj02mvS0qXWeMGC0po1UoECqZ9DLHr1kk6etMaGDTMnhACIHQUMAAAAAC4TERGhTp06afTo0WratKn27NmTeoMZhvTOO9L06dZ4zpzmzIsSJVJv7HgsWCBNnWqNVatm7n0BIG4UMAAAAAC4xJ07d9SmTRvNmDFDknTr1i01aNBAf/31V+oMOHKkNHq0NebnJy1bJj32WOqMmYALF6Ru3ayxbNmkadMkLy+3pASkGRQwAAAAALiEVyyf0G/evKkjR444f7CJE6WBA6MnIM2dK1Wu7PzxEsEwpFdfla5etca/+UZ64AG3pASkKRQwAAAAALiEt7e3Zs2apTp16kiSsmTJosWLF6tly5bOHWjBAun112PGp06VGjd27lhJ8P330ooV1lirVuZmngASRgEDAAAAgMv4+vpq4cKFql+/vlavXq1GjRo5d4ANG6R27czNOx199ZXUvr1zx0qCo0elfv2ssYIFpfHjJZvNPTkBaQ3HqAIAAABwqaxZs2rVqlXO73jPHql5cykszBr/4APz2A83iYiQXnlFCg62xqdMkfLmdU9OQFrEDAwAAAAATnf27FlFRZ8FkZqOHJEaNpSCgqzx7t2lTz5xXR6x+Owzadcua+yNN8x0ASQeBQwAAAAATrV//349+eST6t27twzDSP0Bz56V6tWTrlyxxlu3lr77zq1rNHbtkj7+2BorVUr64gv35AOkZRQwAAAAADjN1q1bVaNGDV2+fFnffPONhgwZkroDXr1qFi9On7bG69SRfvzRrWeT3r5tbrsRGXkv5uUlzZghBQS4LS0gzaKAAQAAAMAprl+/riZNmigwMNAeGzZsmGbMmJE6AwYFmaeKHDpkjVesaJ5E4uubOuMm0rvvSseOWWODB0uVKrknHyCto4ABAAAAwCly5cql77//XjaHJRs1a9ZUixYtnD9YWJh5BunOndZ46dLmWaXZsjl/zCRYuVIaO9Yaq1TJ3E8UQPJQwAAAAADgNG3bttX3338vSWratKlWrFihbM4uJkRGmmsz1qyxxu+7T1q92u1He1y5InXpYo35+5tLR7w5BxJINv76AAAAAHCqrl27qnDhwqpXr54yZ87s3M4NwzzCY+5cazxPHrOgcf/9zh0viQzDPPjkwgVrfNQoc/NOAMlHAQMAAACA0zVu3Dh1Oh44UJo40RrLmtVcNvLII6kzZhLMmGFuv+GoUSOzqAEgZVhCAgAAACBJoqKi9Mknn+h09JM/Utvnn0sjR1pjPj7S4sUesTPmyZPSm29aY3nySJMnu/UkVyDdoIABAAAAINEiIyP12muvaciQIapTp44uXrzomoEnTpQGDLDGMmWSZs+WatVyTQ7xiIyUOnSQbt2yxidMkAoWdE9OQHpDAQMAAABAoty5c0cvvviifvjhB0nSsWPHVL9+fV2/fj11B547N/Y1GJMnS6lxwkkyjB4tbdlijXXqJD3/vFvSAdIlChgAAAAAEuX27dv666+/LLGDBw9qx44dqTfomjXSyy+bu2M6Gj3arBB4gN9/lwYNssYeeEAaM8Yt6QDpFgUMAAAAAImSO3durV27ViVKlJAk+fr6auHChWrYsGHqDLh9u9SypRQebo0PGiT16ZM6YyZRcLD00ktSWNi9mM0mTZ8uZc/uvryA9IgCBgAAAIBEK1y4sNatW6eHH35Yq1atUtOmTVNnoD/+MI/vCA62xnv0kD7+OHXGTIZ+/aRok1L07rtS1aruyQdIzzhGFQAAAECSFC9eXAcPHpS3dyp9nPj7b6l+fenGDWv8pZekb77xmCM9Fi2Sxo+3xp54QvroI7ekA6R7zMAAAAAAEMOt6MdpRJNqxYt//5Xq1pUuXLDGGzeWpk41Tx7xAGfPSq++ao35+0szZ0q+vu7JCUjvPONvPwAAAACP8ccff6hUqVKaNm2aawe+ds2cefHPP9Z41arSnDlS5syuzScOd49MvXbNGv/6a+nhh92TE5ARUMAAAAAAYLd9+3ZVr15dFy5cUJcuXbRgwQLXDBwUZM6yOHjQGn/8cWnpUnN6g4f4/HNp40ZrrHVrqUsX9+QDZBQUMAAAAABIkk6ePKm6devqxn97T0RFRaldu3basmVL6g585470/PNS9ONYS5aUVq2ScuRI3fGTYOdOafBga6xoUWnCBI/ZmgNItyhgAAAAAJAkFStWTD179rTEnnnmGZUvXz71Bo2MlF5+WVq71hovUsSMFSiQemMn0a1b5j6ikZH3YpkyST/9JOXK5b68gIyCAgYAAAAASZLNZtOIESPUrVs3SVLDhg21cuVKZc+ePXUGNAype3dp/nxrPE8es3hRrFjqjJtMPXtKJ05YY4MGcWQq4CocowoAAADAzmazaezYsXrsscfUtWtX+fj4pN5gAwZIkydbY1mzmstGHnkk9cZNhp9+kmbMsMaefTbmchIAqYcCBgAAAAALLy+vGEtJnG7kSOmLL6wxX19pyRLpqadSd+wkOnFCeuMNayx7dunnn6XUOk0WQEwsIQEAAAAyGMMwNH78eAUHB7sngfHjpffes8a8vKTZs6WaNd2TUxzCw819L27dssa//1564AG3pARkWBQwAAAAgAwkMjJS3bt31xtvvKHWrVsrLCzMtQn8/LPUo0fM+JQpUvPmrs0lET76yDx5xFHHjtKLL7onHyAjo4ABAAAAZBDh4eF6+eWXNXHiREnSypUr9corryjS8ViN1LR0qdShg7l5p6OvvjLjHmbLlkz67DNr7KGHpG++cU8+QEZHAQMAAADIIE6ePKnVq1dbYvPnz9eOHTtSf/CNG6U2baxnkErS0KFSr16pP34S3bqVWV26ZLbUWry9zQkk2bK5Ly8gI6OAAQAAAGQQJUuW1MqVKxUQECBJ8vHx0bx581S5cuXUHXjnTqlZM+nOHWu8d29pyJDUHTsZDEP67rvHde6c9ePSsGFSxYpuSgoABQwAAAAgI3nmmWe0aNEi5c6dW8uXL1eLFi1Sd8CDB6WGDaWgIGu8Sxdp9GjJZkvd8ZNh7dpi2rGjsCVWq5b0zjtuSgiAJI5RBQAAADKcOnXq6OTJk8qW2mshjh+X6taVrl+3xlu3liZM8MjixeHDNk2a9KglliePNGOGlImvfwG34q8gAAAAkA5FRETE+3iqFy/OnpXq1JEuXLDGGzSQfvrJPDbVw9y5I3Xs6KOwMOv3vFOmSIULx/EkAC5DAQMAAABIZw4ePKiyZctq9+7d7kng8mVz5sWpU9Z4lSrS/PmSj4978krAe+9JBw5YPyL16GFu3wHA/ShgAAAAAOnIrl27VL16dR09elQNGjTQn3/+6doEbt40Z1kcPmyNP/GEtGyZ5O/v2nwSaeVK8zRXR2XKROnLL92SDoBYUMAAAAAA0onff/9dtWvX1rVr1yRJ165dU926dfXPP/+4JoHgYKlpU2nfPmu8dGlp9WopRw7X5JFEFy9KnTpZY5kzR2rq1DD5+bklJQCxoIABAAAApBOlS5fWc889Z4mVKFFCuXLlSv3Bw8KkVq2kLVus8WLFpLVrpXz5Uj+HZIiKMosXly5Z4506/alHHzXckhOA2FHAAAAAANIJX19fLViwQJUrV5Yk1atXT6tXr1bOnDlTd+DISKl9e2nVKmu8YEFp3TrpvvtSd/wUGDMmZtpPPXVBjRq5aNYKgESjgAEAAACkIwEBAVq2bJnee+89LVmyRAEBAak7oGFI3btLc+da47lySWvWSA89lLrjp8Du3dKAAdZYgQKG3nprvyee8ApkeN4JNwEAAACQluTMmVPDhw9P/YEMQ+rXT5o82RoPCDB3xSxXLvVzSKYbN6S2baXwcGt80qQwRUaGuSUnAPFjBgYAAACQxhiGoSVLlsgw3LxHwyefSP/7nzXm6ystXSo9/bR7ckoEw5C6dpWi7206YIBUu3aUe5ICkCAKGAAAAEAaEhUVpZ49e6p58+YaPHiw+xIZM0b68ENrzMtLmjNHqlnTPTkl0rhx0rx51thzz5n1GACeiwIGAAAAkEaEh4erQ4cOGjdunCTp008/1RdffOH6RH74Qerd2xqz2aTp06VmzVyfTxLs3y/16WON5colzZwpZc7snpwAJA4FDAAAACCN2L59u2bOnGmJDRw4UEePHnVdEvPnS6+9FjM+dqz00kuuyyMZbt2SXnjBPPHV0bRp0v33uycnAIlHAQMAAABII6pVq6aJEyfa72fOnFmzZs1SqVKlXJPAihVSu3ZSVLR9IkaMkF5/3TU5JNPdw1KOH7fG+/aVmjZ1T04AkoYCBgAAAJCGdOnSRaNHj5afn5+WLl2q1q1bu2bgTZukVq1iHtvx3nsxzyL1QJMmmctEHFWqJLnisBYAzkEBAwAAAEhj+vTpoyNHjqh+/fquGXDnTnOaQmioNf7GG9Jnn7kmhxQ4cEB6+21rLEcOadYsycfHPTkBSDoKGAAAAEAaVLRoUdcM9McfUsOGUlCQNd6hg/Ttt+bmnR4sKMjc9yJ67WXKFKl4cffkBCB5KGAAAAAAHubQoUOqWbOmLly44N5EjhyR6taVrl+3xlu1kiZPljJ5/seJN9+UDh+OGXv+effkAyD5PP83DgAAAJCB7N27V1WrVtWmTZtUr149XY9ePHCVkyelOnWkS5es8QYNpJ9/lry93ZJWUkybZv5x9OST0pdfuicfAClDAQMAAADwEDt27FCtWrV09epVSdKBAwfUqFEjBUVfvpHazp83ixdnz1rj1aqZx6imgY0j/vpL6tHDGsuWTZo9W/L1dU9OAFKGAgYAAADgIYoVK6Z8+fLFiIdHP/kjNV25YhYv/v7bGq9YUVq6VPL3d10uyRQcLLVta/7X0cSJ0kMPuScnAClHAQMAAADwEIUKFdK6detUpEgRSVLt2rW1du1a5cqVyzUJ3Lwp1a9vTl9wVK6ctGqVlD27a/JIoV69pIMHrbHu3c2iBoC0iwIGAAAA4EEeeOABrV27Vp07d9ayZcuUNWtW1wx8+7bUuLG0b581XrKktHatlDu3a/JIoZ9/liZNssYee0z63//ckw8A5/H8nXcAAACADOaRRx7RlClTXDdgaKjUsqW0bZs1fv/90rp1UoECrsslBY4eNWdaOAoIkObMkfz83JMTAOdhBgYAAADgYoZhaF/0mQ7uEh4uvfiiOcvCUcGC0vr1ZhEjDQgNlV54QYq+3+n48dLDD7snJwDORQEDAAAAcKGoqCj16tVLFStW1Pz5892bTGSk1KmTtHixNZ47t1nQSEM7XvbrJ/3+uzXWubPUvr178gHgfBQwAAAAABeJiIhQly5d9M033ygqKkrt2rXT6tWr3ZOMYUhvvGFuGuEoWzZp9Wrp0Ufdk1cyzJsnjR1rjZUpI33zjXvyAZA6KGAAAAAALjJ79mxNmzbNfj88PFytW7fW5cuXXZuIYUj9+5vnijry85OWL5eeesq1+aTA339Lr75qjfn5mfteBAS4JycAqYMCBgAAAOAiL730kt544w37fW9vb02aNEn58uVzbSIffSSNHm2N+fhIixZJVau6NpcUuHPHPBo1MNAa//ZbqWxZ9+QEIPVwCgkAAADgIjabTd9++61u3rypBQsWaN68eWrcuLFrkxg1yixgOPLykmbPlurVc20uKTRggLR3rzXWvr259wWA9IcZGAAAAIALZcqUSVOnTtX27dtdX7z4/ntz6Ygjm02aNk1q0cK1uaTQvHnSmDHWWKlS5l4YNpt7cgKQuihgAAAAAC6WOXNmPf74464ddPp0c9PO6MaPl15+2bW5pNDRo1KXLtaYr6+570W2bO7JCUDqo4ABAAAAONmRI0f06quvKiwszN2pmObONddVGIY1PmqU1K2be3JKptu3pVatpFu3rPGvv5bKl3dPTgBcgz0wAAAAACf67bffVK9ePV2+fFmBgYGaNWuWvLy83JfQ0qXSSy9JUVHW+NChUt++bkkpue6e/HrwoDXeoYPUtat7cgLgOszAAAAAAJzk119/VY0aNezHos6bN0/dunWTEX3mg6usXSu1bi1FRFjj774rDRninpxSYMIEacYMa+zRR6Vx49j3AsgIKGAAAAAATuLt7a3IyEhL7I8//lBQUJDrk/nlF6l5cyn6MpY335RGjEhzn/j37JHeftsay5ZNmj9f8vd3T04AXIsCBgAAAOAklSpV0pIlS+Tr6ytJql69utavX69srt5ZctcuqXFjKSTEGu/SxTy6I40VL65dMyeSRK/FTJlinjwCIGOggAEAAAA4Uc2aNTVnzhy1aNFCK1euVPbs2V2bwG+/SfXrS9FnfbRrZ67ByJS2PgJERUmvvCKdOmWN9+ljFjUAZBxs4gkAAAA4WbNmzdS0aVPZXD3T4a+/pLp1pRs3rPEWLaRp0yR3biaaTMOHSytWWGOVK0sjR7onHwDuk7bKrwAAAIAHMAxD586di7eNy4sXx49LdepIV65Y4w0aSLNmSZkzuzYfJ1i/PuZeo/nzS7Nnp8mXAyCFKGAAAAAASWAYhvr3769y5crpwIED7k7HdPq0VLu2dP68NV6jhrRggfTfnhxpyblz5qoXx9NfM2WSZs6UihRxX14A3IcCBgAAAJBIkZGR6tq1q0aPHq3r16+rbt26On78uHuT+vdfqVYts4jh6NlnpSVLJD8/9+SVAuHhUtu20n+n0dp98on5UgFkTBQwAAAAgEQaPXq0Jk+ebL9/8eJF1atXTyHRT/twlcuXzWUjf/9tjT/5pLlxhKtPP3GSAQOkbdussSZNpPfec08+ADwDBQwAAAAgkXr27KmqVava73t5eenjjz+WnztmOVy/LtWrJx06ZI2XLSutXi3lzOn6nJxg3jzpf/+zxh54QJo+Pc0doALAyfgVAAAAACSSv7+/li5dqieffFK+vr5asGCB2rdv7/pEAgPNzTl/+80aL1lSWrdOypvX9Tk5wdGjUpcu1piPj1nUyJXLPTkB8BwcowoAAAAkQY4cObRq1SodPnzYMhvDZYKDzfUUu3ZZ48WKmcd2FCzo+pyc4PZtqVUr6dYta/ybb6QKFdyTEwDPQgEDAAAASKJ8+fIpX758rh84NFRq0ULassUaL1xY2rBBKlrU9Tk5gWFIb7whHTxojXfoIHXt6p6cAHgelpAAAAAA0Rw/flxffPGFu9OwCg+XXnhBWrvWGs+f35x5UaKEe/JyggkTpBkzrLFy5aRx4ySbzT05AfA8zMAAAAAAHBw4cEB169bVxYsXFRkZqfc84eiLiAipfXtp6VJrPFcus6BRurR78nKCPXukt9+2xrJlM/e98Pd3T04APBMzMAAAAID/7Ny5U9WrV9fFixclSQMHDtS4cePcm1RkpNS5szRnjjWePbu0Zo302GPuycsJrl2TWreWwsKs8alTpVKl3JISAA9GAQMAAAD4z5EjR3T9+nVLbMqUKQoPD3dPQlFR0uuvSz/+aI37+0srVkhPPeWevJwgKkp65RXp1ClrvG9f6fnn3ZMTAM9GAQMAAAD4T4cOHfTVV1/Z71epUkXr1q1T5syZXZ+MYZhrKyZNssazZJGWLJEqV3Z9Tk40fLhZg3FUubI0YoR78gHg+dgDAwAAAHDQq1cv3bx5U9u3b9f8+fPl746NGAxD6t9f+u47a9zHR1q4UKpd2/U5OdHatdKQIdZY/vzS7NmSO2pFANIGChgAAABANIMHD1ZkZKS8vd3wz2XDkD74QBo92hr39jb3wWjQwPU5OdE//0gvvmguIbkrUyZp5kypSBH35QXA87GEBAAAABmOYRgKCgqK83Gbzeae4oUkDRtmrq9wlCmT9PPPUvPm7snJSYKDzf0trl2zxj/5RKpVyz05AUg7KGAAAAAgQzEMQ++9956eeeYZXb161d3pWH3+ecy1FTabNH261KaNe3JyEsOQunWTfvvNGm/RQvKEk2oBeD4KGAAAAMgwIiMj9frrr+vzzz/Xn3/+qUaNGunWrVvuTss0Zow0YEDM+KRJ0ssvuz4fJ/v6a+mnn6yx0qWladPMCSYAkBB+VQAAACDDGDhwoCZMmGC/v2vXLrVo0UJRjhsyuMP48VLv3jHjY8dKXbq4PB1n27xZ6tfPGsuWzdyPNHt29+QEIO2hgAEAAIAMo2fPnrrvvvvs9zNlyqQOHTookzunAPzwg/TGGzHjo0fHHk9jzpwxV79ERlrjM2aYMzAAILEoYAAAACDDKFasmNauXat8+fLJx8dHc+fOVceOHd2X0M8/S6++GjM+fLjUp4/r83Gy0FCpVSvp8mVrfPDgNL8fKQA34BhVAAAAZCilS5fW6tWrdeXKFdWtW9d9icybJ3XoYO5u6Wjo0HSxq6VhSD17Srt3W+ONGpkvEQCSigIGAAAAMpwnnnjCvQksXSq1axdzXcV778U8hSSN+v57acoUa+yhh8yNPNm0E0By8KsDAAAA6c6JEye0ZMkSd6cRu1WrpNatpYgIa7x3b+mzz8xjU9O4X3+V3n7bGgsIMDftzJnTLSkBSAcoYAAAACBd+fPPP1WlShW1bt1aK1eudHc6Vhs2SC1bSmFh1vgbb5ibdqaD4sX58+a+F+Hh1viUKdKjj7onJwDpAwUMAAAApBt79uxR9erVdf78eYWHh6tVq1basmWLu9Mybd0qNW1q7mzpqEsX6dtv00XxIizMnFxy4YI1/u670gsvuCcnAOkHBQwAAACkG7Nnz9bVq1ft90NCQjRo0CAZ0TfKdLWdO83dK4ODrfGXX5YmTEg3m0L06WMuH3FUp4706afuyQdA+pI+flMCAAAAkkaOHKn27dvb7z/77LNatGiRbO6c3bB3r1S/vnTrljXeurU0dark5eWWtJzthx+ksWOtsQcekGbNkrw5OgCAE/CrBAAAAOlGpkyZ9MMPP+jWrVsKDg7WwoULFRAQ4L6EfvtNqltXunnTGm/WTPr553TzyX73bnMbD0dZskgLFkh58rgnJwDpDzMwAAAAkK54e3tr1qxZWrp0qXuLFwcPmusnrl+3xhs0kObMkTJndk9eTnbpkvT889KdO9b4xImSu0+rdRmbzfwzdGjMxzZtuvf4pk0uTiyFli83Zw/lzWvOFLLZrMfIxPe6gVRAAQMAAABpUmRkZJyPZcmSRb6+vi7MJppDh6TatSWH/TgkmbEFC6T4cgsNNddi1K4t5csn+fhIhQube2jMmpX4HC5elAYNkipUMD90+vlJxYtLHTtK27cn/PzwcGn4cKl0aTPfAgWkV16RTp60N4mIkNq2lc6etT51Ts1xav+KTapWLfH5wrOMHSs1aSKtWWNex1FR7s4IYAkJAAAA0hbDMDRo0CAdPnxYs2fPlrenLcM4ckSqVcucmuCoenVpyRKzkBDfc5s3N//r6Px588/KleZmE/PnS1mzxt3PkiVmsSEw0Bo/edL8M2OGNGCAWaCIjWGYZ6EuXXovdumS9OOP0urV5k6dDz2kd9+NOamg2bOX1fq3D8zlMd99F3eO8FzBwdL775u3S5eWhg2THnzQ/JmmpT1b7u598+GHzBJJJ5iBAQAAgDQjKipKb775pj777DMtWLBAXbt2VZQnfTN8/LhZvIh+jmiVKtKyZZK/f9zPvXTJ3C/jbvGiTRvzOfv2mf9t08aMr1kjvfhi3P1s2WJuEBoYaM6c6N9f2rhR2rPHLEBUqGAWKEaMkL74IvY+fvzRLF7YbNI775hHwM6YIRUsKF2+LL3xhn7+Wfrf/6xPu+8+aVaxAbJdvy69+aZUrlz87xc805499/Zt+fJLs5j1+OPSo49Kjzzi1tSQsVHAAAAAQJrx5ptvaqzDURdTp05V37593ZiRg3/+MYsX//5rjT/zjLRiRfwzJiTp44+lM2fM2x9+aO6T0bixuZFE48bm/SFDzMeXL5fmzYvZh2FIPXqYyz+8vMx2X3wh1ahhFi5eftmcPVG3rtl+yJB7YzqaOtX8b9eu0uefS5UrS+3bm8tfJGndOn34qnXdiI+PtHrodvnNnmoWOj76KP7XC8917ty926VKuS8PIBoKGAAAAEgz2rZtqyxZstjv22w2lfOEb/lPnZJq1oxZDKhYUVq1SsqWLf7nR0aasx4kqVgxafDg2NsNGSLdf795e8SImI/v3WtuHiqZszRq147Zxsfn3tKO0FBpzJiYbX77zfxvu3bW+LPPKrJoMUnSw6G/WR4a/12kynzX0yyifPGFlD177K8Bns9xR9Z0stks0gcKGAAAAEgzqlevrnnz5snb21uZM2fWrFmz9Oqrr7o3qbNnzZkXp05Z408+ae4XkSNHwn0cO3Zvyn7dunHvM+DldW/2xN695qwPR3v23LvdsGHc45Usae5pIJn7aUR3N5dChSzhiAjp6M2CkqQcunc07OuvS51Dx0n790tVq5qzNZzh8uV7J12MHx97m06d7rXp3Tv2NiNGmI9nziwFBVkfu37d3FekfXupTBllyZdPTVu3Vv1OneTTrJk0YYIUFuac15NcNWqY+deoYd4/dsxcolOypLksyWazbK4qySxOffutWcQqWNAsXOXPb56MM3my+cOMa5zOne/Fihe/9/4m9ySVffvMi+Thh82ZSAEB5u033pCOHk1cHwcPSm+9ZS5LypXL/FkWLGi+ns8/N/eIueuBB+7tfyGZs4EcX4PNZl43js6fNzcubd3afF8DAswlWEWKmPvSzJ4d/0amsZ02M2fOvc14/fzM1/zuu9K1a4l7zStWmNdliRJmPlmySMWLy6ddOxVdv15e0Y/+ceSM99wDediORwAAAED8GjdurBkzZihHjhxqGN+HdFf491+zeHHihDVevry5V0WuXInrx/G0kgIF4m/r+PiWLeYHzOT28/ff5gff06fvzeyQzKLLtWvmXh4PP2wP9+sn9Qk09/e4KbMw8+yz0pgPLknlBpsFFmdu3Jkvn1SmjPTXX+aHwtdfj9lm8+Z7t+P6cH23TYUKMZfyPPGEpfhk++9Plhs3pHXrzD/jx5sfJgsWTP5rcZbFi82lQLdvx93m99/ND93Ri2qXL0vr15t/vv/e3OckoeskJaKizD1YvvrKnJnj6OhR88+kSeY1061b7H1ERpr7sMTWx8WL5p/1681r5O7Sp6SKjDQ3cImtQPHvv+amuEuWmIWfBQsSXg4WFWVuont3VtVdR4+as5MWLjT/7sZ1PV29ah7vs359zMdOnpTXyZN68u79pk1jjp3S99yDUcAAAABAmvNifJtYusrFi+a3q8eOWeNly0pr10p58iS+L8cPRHdnP8TF8fG//nJeP44FjPLlzY0/5841T0+R+Zln59c79IDMD8W/q7wKFTK34vB5/13pxg2pVy/nb9xZo4aZn2Oh4q5Tp6wzD/74wyy85M59LxYRIW3bZt7+77VYREZKTz9tHhn6xBMKzZFDu7ZtU8DFi3r84EF5rV1rzix58cXkzT5wptOnzW/k/f3NZUZVq5pFo9277/3sjx83X+fNm+Yynp49pUqVpKJFzQ/GS5aYxYvdu80ix5Yt95aJ/PCDWRhZvNg8glcyZxEVLnwvB8eCWULeesuc1SCZR+p26mTOJvD3N4ssX30l/fmn1L27+WG+WbOYfXTrJk2ZYt4uVMicefLcc2aR7fJladeumPvBrFljzpq5ey2+8Ya5N4wjx+Li3Q/6tWqZM5fKlTOLZ7dumcXJiRPNo4fXrjXfz2nT4n/dgwebe820aCF16GAuC7t40SwaLF9u/oz69JFmzoz53OBgcznagQPm/QoVzPfg0UfNGSFnzihiwwaF//RT7GM74z33ZAbSvTNnzhiSDEnGmTNn3J1OnIKDg41FixYZixYtMoKDg92dDhAD1yg8HdcoPF1SrtGTJ08af/zxh4syS4ZLlwyjTBnDMD/63PtTurRhXLiQ9P6Cggwjc2azj8cei79tuXL3xmvXzvrY6tX3Hnvrrbj7uHjRMLy87rX9/nvr41OmmPFMmQxj4EDjt7HbjFe8fjLOqrBhSMY61TJ8fQ1jxw7DMLZuNQybzTAKFjSMmzeT/toTMnv2vTwPHbI+Nm2aGS9b1jCKFzdvL1xobbNz573nr1gRs/+jRy13Y1ynd98LyTDWrYs9x7uPf/hhzMc2brz3+MaNiXzR0VSvfq+PwoUN49SpuNs+95zZ7oknDOPy5djbrFxp/mwlw5gwIebjP/xwb7x//ol7rPhe95o19x6fNCn254eEGEatWmabYsUMIzzc+vjixff6ePZZw7h+Pe5cTp9OWn6OoqIM49ix+NsMGWL2ZbPFuGYMw7D+nCXDGDYs9nHq1TMf9/Y2f49E16fPvT569jSfE01wcLCxeO5cY+XUqdbfpc54z50oNT6HsgcGAAAAPMrhw4dVpUoV1alTR8eiz27wBFevmuvuo89+KFlS2rAheVPyAwLMb38lcxZBbN/MSmb87jezkvkNsaMqVe59s/zDDzFnh9w1eLA58yCufjp2lOrXN6ejDx+u8j0qa3rkyyqif3VFefSGxmniROnppyLNb6QNw9yHIDU27nScNRF9BsTd+zVq3NsfIq42Xl7m+xNdyZLxj9+5s3mEqCQtWhR/W1cYMcI6W8bRli3mN/+SOUsgb97Y2zVoYO71ICV/2UVC7m4y26qVFNc+NVmymPt0SOZsmo0bY+/D39+cZZEzZ9zjFS2a/FxtNumhh+JvM2SI+X4ahjmLJT4VKkjvvx/7OHdPTYqIMGd1OLpxw5wdc7ePMWOse3k4MDJn1p3o74cz3nMPRwEDAAAAHmP//v2qVq2azp49q0uXLqlOnTo6E9sxn+5y/bq5ieYff1jjJUqYxYtom14mydChkvd/K7w7dpSGDTOXDISHm/8dNsyM+/jce05IiLUPf3/pgw/M20FB5of/GTPMoktYmJl3+/bmxpTx9ZMpk7R4scIGfaxTviV1Rz66pHz6SS+pknapxTul9MorMqfE//67uZThlVfM54aFmbk+/LA55b1QIXMK/MWLyXtfChSQSpc2b0cvTtxdVhJfAeNumyefTPg0GMOQLlxQwLlzynbqlGx//mluHlmkiPn4778n7zU4i4+P1KZN3I/f/WD98MMJL+WpVs387+7dsW/omRKBgfd+DncLJXF55JF7hRbHD/RXr0o7dpi327a1LmNJbVFR5t4XR46YP/+DB6VDh8x9MqSEr4OXXoqz8KAKFe7djr53zoYN5hISSXr77bg3842NM97zNIA9MCSdOnVKX3/9tZYvX64zZ87I19dXDz74oF544QX17NlT/v7+Thtr3bp1+vHHH7V161adP39e3t7eKlCggB577DHVrl1br7zyirImtCkMAABAOjV06FBdvnzZfv/06dPq3bu35sd2Uoar3bwp1atn7ofg6IEHzG8x7364Sa5nnjG/fe3e3SxaDB4c8zhVPz9zE8A33zTvx/aBvG9f6fBhc9OK8+fNNfjRFS9ubgQ5bFic/Rg+vnr58GDNu2PNoWFDafhwmQWJIUPMD1l3v9E1DHPd/8qVZrxkSbP4MnGiuRnmzp3m3gJJVaOG+Zoc98E4c8b8AGizmYWau0UYx30wIiOlrVvNeGz7X9y1fLk0bpz0yy/yu3VLdeJqd+VK0nN3ppIlzW/Q43L3FJojR+L+AB1deLj5fuXPn/L87tq//96GmO3axTyONy4XLty7/dtv9/amqFrVebnFxTCkn34yN+rcuTNmUc9RQtfB3YJbbBz3Z4k+88nxd0tSX7Mz3vM0IMPPwFi6dKkee+wxjR49WkeOHFFwcLCuX7+uPXv26N1339UTTzyh48ePp3ic69evq0WLFqpbt66mTZumv//+W8HBwQoMDNSxY8c0f/589ejRwyljAQAApFUzZsxQBYdvKCtVqqSJEye6MaP/BAaa0+4djymVzGnrGzfGPaU/qbp0MT88tWxpLiu5y9vb3Gxv3z7pqafuxWM75cRmMwsGc+eamx06foubI4e55GPfPuuGn7H0M2xYzL0RH37YXMXi5SXzpIObN81iymOPmQ2mTzeLFwUKmIWEQ4fMD0hVqphHvg4cmPT3RLpXfLhwwSxkSPeKGWXKmEWR++83CzOGIf3yi/nY/v3mz066N0PDkWFIr71mbuC5fHnMD5TRxfeh1hUSOtXm0qXk9Xv3W39ncUYejkWClMxsSozQUKlxY3MW0aZNCf+cE3o8vi/AMzl8BHdcxiWl7DV7ys8+lWXoGRj79+9X27ZtFRISoqxZs2rgwIGqWbOmQkJCNGvWLE2cOFFHjx5V48aNtWfPHmVLaMpZHG7evKm6detq7969kqSWLVuqdevWevDBB+Xl5aUzZ85o8+bNnvHNAgAAgBtlz55dq1atUrVq1VSoUCEtWrQo2f8Gc5qgIKlRo3vT2e8qUsQsXjzwf/buOjyKqwsD+LtxBQIJwd0pXjwkuDsUd4oUSrFCixQp/gGlSFugWIHi7i4J7u7aAMEJgXh25/vjspud3Y1BsrPJvr/nyZPNvZOZs5PJJnP23nPzJO/xypYVSzXGxIgRFFFR4ljad971l2YsXjzu/bRuLT7CwsSNv52d2I82oaFfH8NgP5s3i8EV+jJkEDMU0qeHqLWwcqVIVIwfH7vR8uXi8/DhIrEAiNEdv/8uEi+rVokVEvSnrySGfvLhyBHxDrf+9BEtPz+RKDlyRIwE0W4TV/2LJUvEO+6AqHMxaBAiSpXCwVu3EOPggLoNGsDZ2VmMYlmxwnhZSnNLaEqB9oa4VCnjJTzjo50ik1z0b8wXLBCJtMRI7LLDyW3SJJF4A8Q11L+/+D3MkkWMetImHXx9xbWv9HVgSmo755/JqhMYAwcORHh4OOzs7LBv3z5UrlxZ11ezZk0ULFgQw4cPx507dzBz5kyMGzfus44zYMAAnD9/Ho6Ojli3bh2aGixV8/XXX6NFixaYNWsW1IZZOCIiIiIr4+npiUOHDiFDhgxwim+4vDmEhYl357XLcGplzSrmq+fPn3LHtrMzXZjw05tiAMTymAlxcRE1OuLaj5NT7AgKiIET2nIWWjY2wNq1QKFCEImV/v1Fx/TpnzIan1y6JD5XrSrfQbly4jjh4cCdO2JJyKTIkkUc/M4dkZzo21dewFOrenVRlFLbp/1curQ8Ti3t6J4CBUTxS2dnSOHhiHn8WL7d27dJi1cp2qV7P35M+jlOiTgAcf19Tiz6BUiDgr48prhIkphuBYhpG4cOyUdJ6Evp68DwOSdlydrkOOepgNVOITlz5gwCAgIAAD179pQlL7SGDh2KokWLAgBmz56N6OjoJB/n2LFjWLFiBQBg4sSJRskLfSqVCnZ2Vp1TIiIiIgIAZMmSxTKSF02ayOsuAKJWwKFDn+7mzUytFqMzAJHcSOy7rIbu3YtNNrRoAdjbAwBevRIzVUJD5ZvPnCnKfwAA5s4VK6H4+BhnOt6/F59NJQu0bdptkkqbqDh6FHj6VDwHbf0Lw22uXBHD8ROqf3H9uvjctKl4p90USRJTblKDMmXE5wcPlK1tULp0bA0Ow+RfYpUpE7sP7ZSglPD2bey5+uabuJMXHz+K2iIpqWzZ2MdJfc7Jcc5TAatNYGzRWwKpe/fuJrexsbFBl09Fj4KDg3H4M5aYmfepoFH69OnxvbbYEhEREZEVkyQJEydOxKRJk5QOJW7h4UCzZiJRoc/TU7TFV6QvJS1eLIpiAqLYZ1JWKdCnPz/k02iKqCgx48Rw8EH37sDAgZ++CAoSq6XY2ooVSAxpkxRPnsjbIyNFdgT4/KVW9etgaJea1Na/0MqdW0zpkSRgzhyxLCVguv4FELv6hmHGRt/WrSk7AiA5ad8slSSxBKdSvLxEUVpATBvSK8ybaBkzxibo1q0Tq4IklTYJGhkZ9zb6K7DEdx0sWpT8q7UYqlEjtvbN3LnGNTLikxznPBWw2gTGsU/ZWFdXV1mhKEN+etna40nMZEVFRWHr1q0AgDp16ujeRVCr1QgMDMSjR48QERGR1NCJiIiIUi2NRoPFixdj8uTJGD16tO7NHouiTV4cOCBvz5hRtMVXd+JLPX0ad9+hQ8CgQeJxoULA0KGmt/vwQbxbHJdp00QlTkDUdvg03WPgQOM3fStXFotz6Ba0+PFHURSzf3/ZtBOdUqXE53//lbevWSNWSHByEpVAP4d+EmLOHOM2Le3/79ptbGziXtGhYEHxeft2k9MDVA8exE6XSQ3q1o2dVjR9urjxj8/Vq+K5p4TRo8XnkBCRGdMmk0yJjBQJMcN7o59+Ep/DwsToiPhG7xgmzYDYQpj378f9fV5eosALIH4vTCU7zp41XhEoJWTIIBKTgJjiNWhQnPU2VDExcDA8p8lxzi2c1c5XuHnzJgCgQIEC8U7bKKKXXdd+T2JdvnxZl6AoUaIEQkJCMGbMGPzzzz8I/nQxOTg4wNfXF6NGjUL1uDLDCXhi6pdVT5Bexjg8PBzhSldPjoN+MoeJHbJEvEbJ0vEaJUsXHh6OP/74AwcPHtS1DRgwAE5OTujYsaOCkemJiIBDmzawNUheSB4eiNyxA1KhQim6EoXTV19B4+MDdf36kIoVg+TgAFVgIGy3b4ftmjVQaTSQMmZE5PLlkCTJZCyqy5fh2KQJ1M2bQ1OzJjR58gAaDWxu34btihWw/fRGnqZMGUROmwaEh2PhQlvMny8vrJk9uwb//hsJjUYcxiYgAI6rVkHKnBkRI0aYPLZt+/ZwOHwYWLYM0R4e0DRuDNX167AfORIqADGtWyNarf68c+jhAcf8+WFz/77uRjayShVoDPZlW6UKHP75R7eNpkQJRDo6mjymXfv2sL96FXj2DJpKlRAzZAiiCxRApuvX4XnlChx274YUFQWpdGnYXLoEjSQh0sR+tJNPoqOjEWPQbxMZCcdPjyMjI43iTQwHjQa2ANQaDaIS+H7VkiVw9PWF6u1boG1bqP/5B+rWraHJnx+wtYXq1SvYXL4M2127YHPmDKIHDkRMbfnCsbZRUdBeDREREZDiOGZ8zxs1asC+f3/Y/fEH4O8PqUgRxHz7LTRVqkDKmBGqsDCo7t+HzfHjsN22Dap37xDepo38hr12bdh37Qq7f/4BTpyAVLQoYvr2haZyZUju7lC9eQObCxdgu2EDNCVLInrhQlkI9hUrwu7hQ0jbtiF67lxoKlfWjcqQ3N11S8fat20LuwULgCtXoKlSBTE//ABN/vxQhYTAZu9e2C1cCLi5QcqaFTZ375r8OSTl5xzveRs5Eo779sHm2jVg3jxojh9HTM+e0Hz1FWBvD9XTp1D5+6PO6tW42aEDIvRLFCTHOU9GKXHfaZUJjIiICLz+tERNjgTW6/bw8ICrqytCQ0MRGBiYpOPcuHFD91ij0eDrr7/GXf1qzxCjNA4cOICDBw9iypQp+EmbZUyCnKaKO8XB398fnvrFYSyUf0rOcyNKBrxGydLxGiVLlS9fPlkCQ6VS4cKFC/DSnwagEJvoaFSYMgXeBvUOolxdcWLUKLx/+RLYty9FY2gUEQG7HTtgu2OHyf6QXLlwfvBghDx/HmeNgwz37sEvOBh2y5aJgpYmBJUvj4sDByL69GlcveqJcePk9eAcHNQYPDgAV668x5UrgEqtRvXBg+EI4GL79gg8fdr0E/DyQqWyZeF94QLsZ80CZs3SdYV5eeFo7dqI+oJzWCpfPuT59G66pFLhUEyM0f6cAdTV+/phrly4FscxVYUKoVLp0sh86RJs7t6Fw3ffwQGAdr2SGAcHXBw4EN7nziEXgIjwcOw3sa9mnz7fv38ftw36M129qtvf2bNn8eYzEsxV376FJ4B3b9/ieCLOn+uECagwbRrS/fcfbHftgu2uXXFue+/lS9wx2GfOa9egrcbg7++PcG9vk98b3/MGANSujUJv36LwunWwefEC9vFMG4txcsKBw4ehcXSUdzRtihKvXiHv7t1QBQXBfuxYk9//JFMmXDSIIV2FCvDduBG2kZFw+OEHWd9/NWrg4qe5UXa+vqi6bx8yPHwImwsX4NCtm2zbKHd3nBk8GEVWrYrz55CUn3NC581h+HCUnzYNntevw+biRTjEU4rA6O99cpzzZPJaf1nYZGKVCYwPeus7u+mvfx0HbQLjY3xD8Ux4qzcMbdq0aYiIiED9+vXx66+/omTJkggJCcHGjRvx888/4/379/j5559RpEgRNGvWLJ69EhEREaVejRo1QlhYGP7991/Y2Nhg4MCBsim7SrGJjkb5adOMkhfRLi44OX483hcoYJY4LvXvD69Ll+Bx9y6c3r2DbXg4otKnR0ju3HhWtSoC/fwgJVD0/WP27LjSuzc8r1xBuseP4RgcDJVGg8gMGfC2aFEE+vnh1adij8+fu+B///saarV8ZvmAARdRoEDscP1827cj3X//4U3RogisUSPug6tUODNiBAps2oScR47A5dUrRLm54cXXX+Nmhw6I0g7V/0xvihdHnv37AQAfcuZElIlioeHe3gjz8oLLpxoAr+NZjUGys8OpX35Bnt27kfPIEbgHBgKShIhMmfCqVCk8aNwYH3PkgPe5c18Ut7mFZs+Ow7NmIfvx48h28iQy3LsHh/fvodJoEO3ujg/Zs+Nt0aIIqlQJ71NyJR2VCnfatsWT6tWRZ88eeF69CtcXL2AXGgq1oyPCPT3xPl8+vCpdGkGVKpm+kba1xdXevfFfrVrIs3cvPK9dg9Pbt7CJiUGUuztCcufGi7Jl8cTEaPaQfPkQMG0aCmzejIy3bsExOBi2JhZmiHF1xbGpU5F/61ZkO34cbkFBkGxsEO7piedff40HjRsjwoxvAkelS4fjkyYh66lTyO7vj4y3b8MhJARQqRDh4YHg/PkRVLEigkwV8U2Oc27BVJJkiYvYpqzAwEDkypULANC5c2cs165XHYdcuXIhMDAQ+fPnx7179xJ9nIkTJ+IXvblSderUwe7du2FrUGzp2LFj8PPzg0ajQdGiRXH9+nWodBMNE5aYKSQVPs2Fu3PnToKjTpQSERGhyyD6+voqX3mcyACvUbJ0vEbJ0mmvUUmSEBAQgMqVK6NRo0ZKhwVERcGhQwejd6mldOkQuX07pPLlFQosZX34ANSs6Yjr1+XJi2HDojF+fAoXK7RgfC0lS5dartEnT56g0KfVmgIDA5PlPtQqR2Do/4CjoqIS3D7yUyEX57iWVkrEcQAxCsMweQEAPj4+aNmyJTZs2ICbN2/i6tWrKGmqKFIcknIhODs7J/l5KMHJySlVxEnWi9coWTpeo2TJVCoVJk6caBnXaFQU0LUrYDjE3t0dqn374FSxojJxpTCNBmjfPnYVUa0mTYCpU+1hY2OvTGAWhq+lZOks+RpNibischUSd3d33ePETAsJ/bScTmKmm8R1HC8vL5TRrstsQr169XSPz549m6TjEBEREVmawMDAFJn/nKyio4F27cQymfrc3IC9e4E0mrwAxEqohk+7eHFg5UqxaAcRkSWyypcnJycnZMqUCUDC0y/evXunS2AkpVim4fYJjZLQ3/ZVGl2zl4iIiKzDnTt34OPjgwYNGiAkJETpcEyLjhZDEDZvlre7ugJ79oj1Q9OodeuACRPkbRkzioRGunTKxERElBhWmcAAgGLFigEA7t27h5iYuOf43bp1S/e4aNGiSTpGcb01wtVqdbzb6vfHt6wrERERkSW7cuUKqlWrhv/++w/nzp1D06ZNLW8J95gYoGNHYONGeburK7B7N1C1qjJxmcHFi4DBAguwtQXWrwdSspYjEVFysNoEho+PWOQmNDQU58+fj3O7o0eP6h5XTeIfs9y5c+uKhT569Ajx1Uu9/2k5KADInj17ko5DREREZAk0Gg26dOmCly9f6tqOHj36WcvEp5iYGKBTJ3HHrs/FRdTBqFZNmbjM4NkzUePCMJ80ezZQs6YyMRERJYXVJjCaN2+ue7x06VKT22g0Gt0KJRkyZECN+JaMikOrVq0AACEhIbI1zw1t2rRJ91ibXCEiIiJKTWxsbLBu3TpkzpxZ11auXDmMGTNGwaj0xMQAXboAa9fK252dgZ07AV9fZeIyg7AwoFkz4OlTeXvv3kC/fsrERESUVFabwKhQoQKqfcqwL168GCdPnjTaZubMmbh58yYAYODAgbC3l1djPnLkCFQqFVQqFboZjsX7ZNCgQbrVSIYMGWJyHujKlStx5MgRAGJt9KTW2iAiIiKyFIUKFcK+ffuQPn16+Pr64tChQ/D09FQ6LECtFnMnVq+Wtzs5ATt2ANWrKxGVWWg0Im9z7py8vVo1YO5cQKVSJi4ioqSy2gQGAMyePRvOzs6IiYlB3bp1MWXKFJw6dQqHDx9Gnz59MHz4cADiD/HQoUM/6xi5cuXCr7/+CgC4evUqKlSogKVLl+L8+fM4fPgwBgwYoEt+pEuXDrNmzUqW50ZERESklFKlSsHf3x+7d+9GOkuoCqlWA927A//+K293cgK2b0/z8ydGjzYu95E/P7BpE+DgoExMRESfw6qrRZYpUwZr165Fp06dEBISgpEjRxptU6hQIezcuVO2JGpSDRs2DG/fvsW0adNw+/Zt9OjRw2ibzJkzY8uWLShYsOBnH4eIiIjIUpQsWVLpEAS1GujZE1ixQt7u6CiW3ahdW5m4zGTZMmDKFHlbhgxi0IklDIwhIkoKqx6BAQBNmjTBlStXMHjwYBQqVAguLi7IkCEDvv76a0ybNg0XL15EgQIFvvg4U6ZMwfHjx9G5c2fkyZMHjo6OSJ8+PcqXL48JEybgzp07qJyGl+siIiKitEOSJEyePBk7duxQOpT4aTRAr17AP//I27XJi7p1lYnLTPz9RY0Lfba2wIYNQJEiysRERPQlrHoEhlbu3Lnx22+/4bfffkvS91WvXj3elUUMVa5cmUkKIiIiStUkScLw4cMxY8YMODk5Yffu3ahuifUjNBqgTx/AsFi7gwOweTNQr54ycZnJvXtAixZAdLS8/c8/gVq1lImJiOhLWf0IDCIiIiJKHLVajd69e2PGjBkAgIiICDRp0gRnz55VODIDGo0YerBokbzd3l4UfmjQQJm4zOTdO6BxY+DtW3n7kCHGIzKIiFITJjCIiIiIKFFUKhWiDd7S//jxIy5duqRMQKZokxeLF8vb7e1FJctGjZSJy0yio4HWrYHbt+XtTZoA//ufMjERESUXJjCIiIiIKFFsbGywaNEitGzZEgBga2uL5cuXo1evXgpH9kl8yYv168VdfBomSUD//sChQ/L2UqWAVatE/QsiotSMCQwiIiIiSjQ7OzusWrUKTZo0wYYNG9C5c2elQxISSl40a6ZMXGY0axbw99/ytixZxEqxbm7KxERElJxYxJOIiIiIksTR0RFbt26FSqVSOhSByQts2wb8+KO8zdlZtOfMqUxMRETJjSMwiIiIiMjIy5cvERMTE2c/kxeW49IloEMHMYVE3/LlQPnyioRERJQimMAgIiIiIpn79++jYsWK6NGjBzQajdLhxI3JCwQFidIeoaHy9kmTRDFPIqK0hFNIiIiIiEjn2rVrqFu3LoKCgvDo0SOkS5cOc+fOtZwRF1rxJS82bACaNlUmLjMKCxNP88kTeXvXrsCIEcrERESUkjgCg4iIiIgAABEREWjQoAGCgoJ0bX/88Qdmz56tYFQmaDRAr15WnbzQaIAuXYBz5+Tt1aoBCxYAlpZvIiJKDkxgEBEREREAwMnJCQsWLICdXewg3dKlS6NDhw4KRmVAm7xYskTebkXJCwAYPRrYuFHelj8/sGkT4OioTExERCmNCQwiIiIi0mnYsCH+/fdfqFQqVK1aFYcPH0bmzJmVDktg8gIA8M8/wJQp8rb06YEdOwBPT2ViIiIyB9bAICIiIiKZNm3awM3NDdWrV4eLi4vS4QhMXgAA/P3FadBnaytOQZEiysRERGQuTGAQERERkZGGDRsqHUIsJi8AAPfuAS1aANHR8vY//wRq11YmJiIic+IUEiIiIiIrNGfOHNy+fVvpMBIWX/Ji40arSV68fQs0biw+6xs8WCzGQkRkDZjAICIiIrIikiRhxIgRGDhwIGrXro3Hjx8rHVLcEkpeNGmiTFxmFhEBNG8OGOabmjQBpk9XJCQiIkUwgUFERERkJTQaDfr164epU6cCAJ48eYLatWvjxYsXCkdmApMXAMRp6N4dCAiQt5cqBaxaJepfEBFZCyYwiIiIiKxEeHg4Lly4IGu7d+8e9u3bp1BEcWDyQmfUKGDNGnlbtmzA9u2Am5syMRERKYUJDCIiIiIr4erqil27dqF48eIAABsbGyxevBidO3dWODI9ajXQoweTFwAWLAA+DZbRcXcHdu0CcuZUJiYiIiUxgUFERERkRTJlyoT9+/ejaNGiWLt2LXr06KF0SLHUajFf4p9/5O1WmLzYtQvo10/eZmsLrF8vpo8QEVmjVLOM6rNnz5AtWzalwyAiIiJK9bJmzYrLly/D3t5e6VBixcQAXbuKwg76HBzEUqlWlLy4cAFo00bMpNG3YAFQr54yMRERWQKLH4Hx+PFj9O3bFwUKFFA6FCIiIqJUIzQ0NN5+i0tedO5sOnmxebNVJS8ePwYaNQIMf3yjRwM9eyoTExGRpbDYBMbdu3fRvXt3FCpUCH///TciIyOVDomIiIgoVXj06BFKlSqF2bNnKx1KwqKjgY4djStVOjoCW7cCDRsqE5cCgoPF033+XN7eqRPw66+KhEREZFHMMoXkwoULOHDgAAIDA2Fvb488efKgefPmyJUrl9G29+7dw5gxY7B+/XpoNBpIkgQAKFq0qDlCJSIiIkrVbt68iTp16uDp06cYNGgQ0qdPj27duikdlmnR0UD79qK+hT4nJ5G8qFtXmbgUEBUFtGwJ3Lghb69eHVi8GFCpFAmLiMiipGgC4/379+jUqRN27dpl1Pfjjz9iyJAhunXIo6Ki8NNPP+HPP/9ETEyMLnFRunRpjBw5Eq1atUrJUImIiIhSvTdv3sDX1xevX7/WtfXs2ROenp5o3LixgpGZEBUlRl5s3ixvd3ISa4TWrq1MXAqQJODbb4HDh+XtxYoBmzaJmTRERJSCU0gkSUKTJk2wa9cuSJJk9BETE4Pp06fjf//7H4KDg1G1alXMmTMH0dHRkCQJlStXxo4dO3DhwgW0bt0aKqadiYiIiOKVKVMmDBkyRNb21Vdf4euvv1YoItNU0dFw6NTJOHnh7Azs3GlVyQsAGDsWWLFC3pYli1iJxMNDmZiIiCxRio3A2LhxI44dOwaVSoX06dNjwIABKFGiBBwcHHDz5k3MmzcPz549w//+9z+cPHkS58+fBwCUL18eU6ZMQc2aNVMqNCIiIqI0a8SIEXj//j2mTZuGSpUqYdeuXfCwoLtgm+holJ82Dbbnzsk7XFxE8qJ6dUXiUsqSJcCECfI2Fxdgxw4gd25lYiIislQplsBYu3YtAMDDwwOXL19G9uzZdX3NmjVD//79UaVKFVy/fh3btm2DSqXCuHHjMHr0aI62ICIiIvoCU6ZMQY4cOdCtWze4ubkpHU6siAiUnzoVWT69caXj6iqGG/j6KhOXQvbtA3r3lrfZ2ADr1gHlyikTExGRJUuxKSQXLlyASqXCsGHDZMkLLXd3d0yePFn3dfPmzfHLL78weUFERET0hVQqFb7//nuLS144tG1rnLxwcwP27LG65MXly0Dr1oBaLW//4w+xjCoRERlLsQTGy5cvAQDl4kkf68/H7Ny5c0qFQkRERJTmLF++HO/fv1c6jMQJDweaNYPt/v3ydnd3kbzw8VEmLoU8eSKSFB8+yNuHDwf69lUmJiKi1CDFEhihoaEAgGzZssW5TdasWXWPc3OSHxEREVGCJEnCmDFj0LVrVzRp0gRhYWFKhxS/sDCgaVMxX0KP5O4O7N0LVK2qUGDKCAkRyYunT+XtbdsCU6YoExMRUWqRYgmMpHJ0dFQ6BCIiIiKLptFoMHDgQEz4VPUxICAArVq1QlRUlMKRxSE0FGjSBDhwQNYc7eKCyO3bgcqVFQpMGdHRYtrIlSvydh8fYNkyUf+CiIjixpdJIiIiolTi+fPnWLdunaxtz5492LNnj0IRxSM0FGjcGDh0SNYc5eqKE+PHQ6pQQaHAlCFJQJ8+gOEsmkKFgC1bACcnRcIiIkpVUmwVEq2tW7finOEyWZ+5XZcuXZIrLCIiIqJUJ1u2bNi/fz/8/Pzw7t07qFQqLFiwAE2bNlU6NLmPH4GGDYGAAFmz5OGBE6NG4X2BAgoFppyJE4GlS+VtXl7A7t1ApkzKxERElNqkeAJj9OjR8fZrVx1JzHZMYBAREZG1K1GiBHbt2oUGDRrgr7/+Qrt27ZQOSe7DB5G8OHZM3p4xIyJ37MD7T4XercmyZcCYMfI2Z2dgxw4gXz5FQiIiSpVSNIEhSVJK7p6IiIjIKlWqVAkPHz5EhgwZlA5F7v17oH594NQpeXumTMCBA5AKFzYq5pnW7doFfPutvE2lAlavBqxsFg0R0RdLsQTGUsMxckRERESUaGq1Gra2tnH2W1zy4t07oF494OxZebunJ3DwIFCypFhO1YqcPg188w2gVsvbf/8daNZMkZCIiFK1FEtgdO3aNaV2TURERJSm/ffff2jSpAlmzZqFmjVrKh1Owt68AerUAS5elLd7eYnkRYkSysSloNu3xXKphqvcDh8O/PCDMjEREaV2qXoVErVajf/++w///fef0qEQERERJYvbt2/Dx8cHV65cQdOmTXH69GmlQ4rfq1dAzZrGyQtvb+DIEatMXjx7JgajvHkjb+/cGZgyRZmYiIjSglSdwLh16xby5MmDfKx+RERERGnAw4cPUa1aNQQGBgIAQkND0aBBA1y7dk3hyOLw4gVQowZw5Yq8PVs24OhRoFgxZeJS0Pv3oobp48fy9nr1gMWLAZtU/d83EZGy0sRLKIuFEhERUVqQK1cu+Pn5ydqyZcuGjBkzKhRRPIKCgOrVgevX5e05c4rkReHCioSlpMhIoEUL4PJlefvXXwMbNgD29srERUSUVqSJBAYRERFRWmBra4uVK1eiXr16AIDy5cvj6NGjyJYtm8KRGXjyBPDzA27dkrfnzi2SFwUKKBOXgjQaoEsX4PBheXuBAsDOnYCbmzJxERGlJUxgEBEREVkQR0dHbNq0CUOHDsXBgweRKVMmpUOSe/xYJC/u3pW358sH+PsDefMqE5eCJAkYPBhYt07enjkzsHev+ExERF8uxVYhISIiIqLP4+LighkzZigdhrGHD0XNC8MCDwULAocOATlyKBOXwv73P2DOHHmbmxuwe7fI6xARUfLgCAwiIiIiBezZswcajUbpMBLv3j3A19c4eVGkiJg2YqXJi3/+AX7+Wd5mbw9s2gSULatMTEREaRUTGERERERmJEkSfv31VzRo0ADff/996ihGfvu2mDby5Im8vXhxsVRq1qyKhKW03buBnj2N25ctA+rUMXs4RERpHhMYRERERGYiSRJ+/PFHjB07FgDw119/YdSoUQpHlYAbN0Ty4tkzeXupUqJipbe3MnEp7MwZoHVrQK2Wt8+cCXTooExMRERpHRMYRERERGZy7do1zJ07V9Y2ZcoUnDx5UqGIEnD1qlgq9cULeXvZsqLmhZeXImEp7e5doFEjICxM3v7jj8CQIcrERERkDZjAICIiIjKTEiVKYNWqVbCxif0X7I8//kDlypUVjCoOly6Jgp2vXsnbK1QADh4EMmZUJCylPX8O1KsHvH4tb+/YEZg2TZmYiIisBRMYRERERGbUunVr/P3337Czs8OKFSvQr18/pUMydu4cULMm8OaNvL1yZWDfPiBDBkXCUlpICNCggViMRV+dOsCSJYAN/7MmIkpRXEaViIiIyMx69OiBGjVqIG/evEqHYuz0aTHE4P17eXu1asDOnYC7uzJxKSwyEmjZUgxM0Ve2LLBxI+DgoEhYRERWhXliIiIiIgVYZPLi+HExnMAweVGjhlhyw0qTFxoN0K2bmDmjL39+YNcuqz0tRERmxwQGERERUTJ78uQJ6tSpg0ePHikdSuIdPixGXnz4IG+vUwfYsQNwdVUmLoVJEjB0KLBmjbw9c2Zg716rXYSFiEgRqXoKSd68eXH48GGlwyAiIiLSuXfvHmrXro3Hjx+jdu3aCAgIQNasWZUOK3579wLNmwMREfL2Bg2ATZsAJydFwrIE//sf8Pvv8jZXVzHyIn9+RUIiIrJaKZbA8Pf3T/Z9+vr6yr52cXGBn59fsh+HiIiI6HPcvHkTNWvWxPPnzwEA9+/fR926dXH06FFktNRVO3bsAFq1AqKi5O1NmgDr1wOOjsrEZQH+/hv4+Wd5m52dyOmUK6dMTERE1izFEhjVq1eHSqVKtv2pVCrExMQk2/6IiIiIkpu3tze8vLx0CQwAiImJQXh4uIJRxWPjRqBdO8Dwf6zWrYF//7XqypQbNgB9+xq3L10K1K1r/niIiMgMNTAkSUq2DyIiIiJLljFjRuzbtw8FChQAAJQtWxb+/v7Inj27wpGZsGoV0LatcfKiQwdg9WqrTl7s3y9Og0Yjb//tN6BTJ2ViIiIiM9TAcHZ2RrNmzVCnTh3YcHFsIiIiSuOyZMmCAwcO4Oeff8b8+fORPn16pUMytnQp0LOnqFCpr0cPYOFCwNZWmbgswOnTQIsWQHS0vH3UKGDwYGViIiIiIcUSGO7u7vjw4QPCw8Oxdu1aHD16FB06dEDnzp1RsmTJlDosERERkeJy586N1atXKx2GaQsWmJ4b8d13wLx5gBW/4XT9uqhbGhoqb+/bF5gwQZmYiIgoVor9hXrx4gVWr16Nhg0bwtbWFkFBQfjtt99QpkwZlC5dGr/99huCgoJS6vBEREREKerKlStKh5B0s2ebTl4MGgT88YdVJy8ePRK1Ld69k7e3ayfyOslY2o2IiD5Tiv2VcnJyQtu2bbFjxw48ffoUs2bNQpkyZSBJEq5cuYJhw4YhV65cqF+/PlatWmW5xa2IiIiIDEyZMgWlSpXC4sWLlQ4l8aZNE4kKQz//LIo7WPEd+osXQJ06wLNn8vb69YF//rHqGTVERBbFLGl2Ly8vDBw4EOfOncP169fx008/IUeOHFCr1di3bx86d+4Mb29vdOvWDQcPHjRHSERERERJJkkSfv75Z4wcORIA0Lt3b6xfv17hqBIgScD48cbrgQLAuHHA5MlWnbwIDgbq1QPu3ZO3V6kiFmmx4lqmREQWx+zjBIsWLYopU6bg8ePHOHToELp16wY3Nzd8/PgRy5cvR926dZEzZ06MGjXK3KERERERxWv//v2YNm2a7muNRoOOHTvi/v37CkYVD0kS1SfHjTPumzoVGDvWqpMXYWFAkybA5cvy9hIlgB07ABcXZeIiIiLTFJ3oWL16dSxZsgQvXrzAqlWr0KBBA9ja2uqmnBARERFZkrp162LEiBGythkzZiB//vwKRRQPSQKGDgWmTDHu+/134KefzB6SJYmOBr75Bjh2TN6eLx+wdy/g4aFMXEREFLcUX0Y1MVQqFWxsbKBSqaCy4ncBiIiIyPJNmjQJ79+/x/z587FkyRJ07dpV6ZCMaTTA998Df/1l3PfXX6YLeVoRjQbo1g3YtUvenjUrsH+/+ExERJZH0QTG0aNHsWLFCmzcuBEhISEAxNzSrFmzonPnzkqGRkRERGSSSqXC3Llz0aVLF1SsWFHpcIyp1UDv3sCSJfJ2lQpYvBjo3l2ZuCyEJAE//ACsWiVvz5BBjLzIl0+RsIiIKBHMnsC4efMmVqxYgVWrViEwMBCASFq4uLigRYsW6NKlC2rVqgUbK17Gi4iIiCybjY2NZSYvYmLE0IJ//5W329oCy5cDHTooEpYlGTdOrBirz8VFjMYoUUKRkIiIKJHMksB4+fIlVq9ejRUrVuDixYsARNLCxsYGNWrUQJcuXdCyZUu4urqaIxwiIiKieD179gyjR4/G3LlzU8//J9HRIkGxYYO83c4OWL0aaN1ambgsyJw5wK+/ytvs7YFNm4DKlZWJiYiIEi/FEhgRERHYsmULVqxYgf3790OtVkOSJABA8eLF0aVLF3Ts2BHZsmVLqRCIiIiIkuzBgweoXbs2Hj58iKdPn2Lbtm1wdHRUOqz4RUQAbdoA27fL2x0cREKjSRNl4rIgK1YAAwfK21QqYOVKsYwqERFZvhRLYGTOnBmhoaEAxGiLLFmyoH379ujcuTNKly6dUoclIiIi+mzXr19HnTp1EBQUBADYt28fOnbsiDVr1sDOziJqnxsLCwOaNxfVJ/U5OQFbtvDuHCKvY6r0x/z5Iu9DRESpQ4r9Jf748SNUKhWcnJzQtGlT1K1bF7a2trhy5QquXLnyWfvs0qVLMkdJREREFEuSJERGRsrarly5gjdv3sDb21uhqOLx4QPQuDHg7y9vd3EBduwAatRQJi4L4u8vkhRqtbx98mRR65SIiFKPFH8rISIiAuvWrcO6deu+aD8qlYoJDCIiIkpRX331Ffbs2YOaNWvi48ePKFWqFPbu3WuZyYt374D69YEzZ+Tt6dIBO3cCPj7KxGVBLl4Us2ciIuTtQ4cCP/+sTExERPT5UnSpD0mSkvWDiIiIKKWVL18e27dvR82aNXH48GHLTF68egXUrGmcvPDwAA4eZPICwI0bQN26QEiIvL17d2D6dFH/goiIUpcUG4Fx+PDhlNo1ERERUYqqXr06/Pz8oLLEu9xnz4DatYGbN+XtmTOLOhglSyoTlwW5f1+cotev5e3NmwMLFzJ5QUSUWqVYAsPPzy+ldk1ERET0xYKCgpA1a9Y4+y0yefH4MVCrlrhD15ctmxh5UaSIMnFZkMBAcYo+1WHVqVlTrCZrqbVYiYgoYSk6hYSIiIjIEk2fPh0FCxbEyZMnlQ4l8e7dA6pVM05e5MkDBAQweQHg+XORvHj8WN5euTKwdatYmIWIiFIvJjCIiIjIakiShFGjRmH48OEIDQ1Fw4YNP3t1NLO6cQPw9RXDC/QVKiSW2ciXT5m4LMibN0CdOsDdu/L2MmWAXbsANzdl4iIiouTDBAYRERFZjeXLl2Py5Mm6r4ODg1G3bl28efNGwagScPEi4OdnPCfiq6+Ao0eBnDmVicuCvH8P1KsHXLsmby9WDNi3D8iQQZGwiIgomTGBQURERFajffv2aNCggaxt2LBhyJQpk0IRJeD0aVG8wbAaZdmywJEjQJYsioRlSUJDgcaNgfPn5e3584uapp6eysRFRETJjwkMIiIishoODg7YsGEDqlWrBpVKhb///htDhw5VOizTjh4VS2kEB8vbK1cWBTstNeliRhERQIsWwLFj8vacOcUpypZNmbiIiChlsA4zERERWRUXFxfs2LEDx48fNxqNYTH27hV35uHh8vYaNYBt21jQAUB0NNC2rRhloc/bWyQvcudWJi4iIko5HIFBREREViddunSWm7zYuhVo2tQ4edGgAbBzJ5MXANRqoHNnkcvRlzEjcOAAULCgMnEREVHKYgKDiIiI0pznz59j0qRJkCRJ6VCSZu1aoFUrICpK3t6iBbB5M+DsrExcFkSjAXr1EqdKX7p0omDnV18pExcREaU8TiEhIiKiNOXx48eoXbs27t27h+DgYPzvf/+DSqVSOqyELVsG9Owp7tD1degA/PMPYMd/2yQJGDQIWLpU3u7iIganlCunSFhERGQmHIFBREREacatW7fg4+ODe/fuAQBmzJiBKVOmKBxVIvz5J9C9u3Hy4ttvgeXLmbz4ZNQoYO5ceZujo5h14+OjTExERGQ+TGAQERFRmnH79m08e/ZM1rZkyRJ8/PhRoYgSYfp0oH9/4/YBA4AFCwBbW/PHZIEmTwYMc1F2dsD69WKxFiIiSvuYwCAiIqI0o1mzZliyZInu66+++goBAQFws8TCl5IE/PILMHy4cd/PPwOzZwM2/FcNAH7/XYy+0GdjA6xcCTRpokhIZGWWLQNUKvHx6JFxf7duoi9PHvPG9aXCw4Hx44FSpQBX19jnOGiQ6E/oeROZG/8qEhERUZrStWtXzJkzBxUrVsTRo0eRNWtWpUMyJknAkCHAxInGfb/+KoYbpIa6HWbw99/A4MHG7YsWiWVUzenlS2DHDmDMGLEojKdn7M1dt25J39/u3aI+a44cYipMjhzi6927E7+PmBhg/nygWjXAy0vUec2fH+jTB7h+PeHvf/AA6NgRyJwZcHICihUD/vc/sd/4SBJQubJ47osXJz5eshzR0WL00rhxwJUrQFiY0hERJYwTKomIiCjNGTBgAPr27Qt7e3ulQzGmVgN9+4o7cEO//Wb6bt1KrVolbsQNzZ0rSoaYm7d38uxHowF69za+8X/6VHxs2SLKnyxYEP8gnNevgYYNgbNn5e0PHgALF4rar/PmiX2Zcvs2ULUq8OZNbNvNm8BPPwGnTgEbN8adR1u8WGxTqRLQo0eCT5ks0Pr1wIkT4nG3bkDXriIpB8R+tnTLlsW+Fjx8mPpGwFDScQQGERERpUphCbxdaJHJi+hooFMn4+SFSiXuOJm80NmyBejSRbzTr2/qVOD77xUJSSZXLqBu3c/73lGjYpMXZcoAq1cDZ86Iz2XKiPZFi4DRo+Peh1otRmtokxctW4qRG6dPA3PmiBEVkZEiARTXiI5+/UTyIksWYMUK4NgxYNgwcTlu3iwSSKa8fQuMGCGSK3/8wcFCqdWBA+JzlizieqteXSxD/NVXoo3IEjGBQURERKnO77//jpIlSxoV7LRoERFA69bAmjXydltbUcyhVy9l4rJAO3cCbdqIm3R9o0eL0QFKGTMG2L4deP4cePxYjJBIqjt3gBkzxOOvvwaOHwfatQPKlxefjx0T7YCo7/ppQR0j//wjtgVEImLjRqB+faBCBVH/9fhxIF06Mdrjhx+Mp4QEBgKHDonHmzaJvFrVqmL6iPZSNFyuVmvkSDH6o08foGzZpJ8DsgxPn4rP+fKxVjClHkxgEBERUaohSRLGjRuHwYMH4/79+6hTpw7e6I9/t1QfPwKNGwPbtsnbHRzEnWeHDsrEZYH27hWjCaKj5e2DB4vyIEoaP178GL9kKsnvv8cmE+bOFTUr9Lm4xC4VGxMDzJplej/aJEjGjCLRYahAATFKAhBJkM2b5f2XLonPuXOLWhb62reXb6Pv3DlRl8TTE5g0yXRslDpERorPljhYjSguTGAQERFRqjFr1iyMHz9e9/WNGzdQv359RGr/E7dEwcFAvXrAwYPydhcXURGyWTNFwrJEBw6I0xEVJW/v1QuYOTP1T1WQJGDrVvG4SBFRP8KUSpWAwoXF461bjafR3LkjalUAYqSKi4vp/egXFjVMYLx/Lz6bqnGrnT6g3UZLoxEr/mo0YiqPh4fp4ybVjBniZ2tvL3J9hiIiRIFRbcFUU4kVQJxTlUqMZDF07ZqomVuvXmzRVDc3oGBBUfvh1KnkeS6f69Gj2Oe3bJlo27RJ1DjJlk0sGVy9uvH33bsnknslSgDp04uEWL584md/7lz8xzl6VLQdPRrb9rkrqajVYlRQ48YiXkdHIFMmwMdHlPYJD094HxqNmEbVqpWYouXsLD4KFRKFZjdsiE1sHjkiYtWvhZM3r/x5qFRiO32nTomRXNWri+vcwUGMVCpWDPjuO+DGjfhjNFxtJjhYjMwqXlys4pIhA+DrC/z7byJOGoAPH8RrW82a8njKlIkdSRUXtRo4dCgnWrZ0+OxznhqxiCcRERGlGh07dsT8+fNx9+5dXVurVq3g6OioYFTxePVK3DFdvChvT5dOzJPw8VEmLgt0+DDQtGnsu8Ja3bqJVTZSe/ICEEUGtbOe/Pzi39bPTxTZfPpU3HTmzRvbp506ktB+smQRN3937hjfCKVPLz4/f278fdo27TZaixaJWh3JXbhT+xxiYsRzq19f3n/6tPy6OHIEKF1avs2LF+J8AcY3+keOADVqGB83KkokAO7dA5YvF6sXT5ny+c8juUiSqP+yYkX8282YIabzGI5WevhQfCxfLm7WU3rk0n//id/dy5fl7W/fiuvu+HHgr7/ES16hQqb38eiRqOliKjl19674WLVKvE6YSuQkhn7BT33R0SIhePOmGF00Z46YlpWQ27fFtWq4vGxAgPg4eVIU0Y3LgQNitNPr18bxXLokPubNM05gAkBgoApDh1bHo0fyX9KknPPUigkMIiIiSjW8vb1x4MAB+Pj44MmTJ/jzzz/Rt29fpcMy7dkzsUah9q1yrUyZxDyJcuWUicsC+fuLd24N3zHU1juNbyWO1ET/3d0iReLfVr//5k15AiOp+7lzR9S8CA0V7xIDQKlS4vOjR+Kdem3dDSC2TIt+kuDNG3GznBKFO8uWBdzdxbvRR44YJzAM30U/cgQYNCjubQyTOjEx4nk3aiTe6S5SROQQX74US83OmSNqmkydKm72TI3gMKfffxfLmlarJkYFFCok3unXv1GePh0YPlw8LllSbFewoBgBcPu2uPE9eRKYMEFM9/nhB7Ft9uzA1avicffusT97/XonDg6Jj/XNG5GHDQwUIwB69RLnP08eMZpm3z5g9myRJGrQALhwwTgx9uKFqL+iTe7VrClGxWhH1Dx8KOq1rF8f+z3ly4vnsXVrbLHbvXvF6A99+r83MTFi1FCzZmKURMGC4rp49kzENWeOSCZ8/704ds2acT/vsDCgSRPx/EePFi/1bm4iVz1+PPDkifg9adJE5LANHT4szkdMjKg/0rmziCtXLjHi6MYNUXx3+3bT57xWLQc8eeIEe3s1evaUUKuWXZLOeaomUZoXGBgoAZAASIGBgUqHE6ewsDBpy5Yt0pYtW6SwsDClwyEywmuULJ01XaO3bt2S1q5dq3QYcXv4UJLy5ZMk8eZZ7EeWLJJ07ZrS0SnG1DV6/Lgkuboan6p27SQpOlrhgBPw8GFsvF27Jrz9X3/Fbr9+ffzbrl8fu+38+fK+tm1j+169in8//fvHbnvrlrzP11e058ghSf/+K34WP/8sSSqVaF++PHbbXr1E23ffJfw8P0eDBmL/FSsa99WoIfqaNBGfPTwkSa2Wb/Pdd6LP29v4+1+9kqR37+I+dmSkJNWpI74/d25J+vDB+DpdujT2PD58aLyPrl1jv/9z6F9LgCR16SJJGo3pba9flyR7e7Hd2LGmt1OrJalTJ7GNm5skvX1rvI2fn+j384s7roSed4cOsc/7wQPT+7hwIfZ3fORI4/4WLWKPMW1a3LF8+GD8PBKKT9+TJ5IUGhp3f3CwJJUsKfbl42N6G+3PGZCk9OlNv5zfvStJTk5im6ZNjfvDwyUpWzbR7+IiSYcPxx3Tf/8Zt2nPuZdXqLRgwT6Tf+8TOufmkhL3oWkkn01ERETWpHDhwmjTpo3SYZh265Z4S/LBA3l77txiXHHx4srEZYFOnxbvtoeGyttbtxbD5+3S2FjhDx9iH7u5xb+tdqQEYFwXIrn28+ef4h37J09EjYGqVcUoBEkSUwI6dRLbnT0rln1NycKd2mkB58/L44yMjK1P8dNPoibCu3dihII+7QgMX1/jfXt6iucZFweH2EKojx8Dly8rO18pQwYxgiKuUS4zZ4ppBl9/DYwda3o7GxtRDNbRUZzPDRuSP85Hj4C1a8XjefPkox30lSkjaqcAsfU9tG7fFksmA0Dz5rGjSkxxc/uyuivZs8ddLwYQoxS0022OHRMjHeIzYYLpl/MCBcRz0e7H0PLlsaNNJk+Of0pMzpzyr/XPee/eV+DtbXo58fjOeWrHBAYRERFZnJcvX2JDSvzHndIuXxZ3UNr1CbUKFRLJiwIFlInLAp0/r0LduvKbcUD8479qVdpLXgBiaLhWQsP09cu6GE6tSa79FC8ualq0bStmNjk4iOKhU6aIG16VShRW7NfPuHDn3btiqoWXlyiwWbKkSIiYmq+fGIZ1MLTOnBFxp08vam9oC5/qTxl5+TJ2plZi6iNERoq6DTduiOKe167J4756VdlbpCZNxJSauGinFbRqFf9UngwZRHFPQEwnSW47d4pCki4uYqpCfLSJpWfPxLnX34f23A8enPwxxic0VCQErl+PvQ70V2QxrOmhT6WKf/Eo7QzBt2/F9B99O3aIz66uSV89O/acSyhb9kW828Z1zlO7NPingYiIiFKzwMBA1K5dG3fv3sWqVavQTukJ6Yl16pT4L97wv9USJYD9+79s7c005sGD9OjWzREhIfL2Jk3Eu4tpdVlHJ6fYx4YrrRjSL1ppuNSq4X70v07KfgBRB0Bb88KUBQtEnYSKFWMLd968KUZrvHsnaknkzi1u/vr3F0mB+AoXxqVcOfEO+8eP8joY2kSFj4+oFVC9uqgfoF8HQ7uaBhB3UdPQUFHjYM0accOqVscdy5s3KpOrs5hLyZJx9z1+LGoDA2KZXO1SuQkxVaz1S2lXOQkLS1rC8flzUesBiK1vbG8f96o8yen1a7FCx8aNIgkXX8LNsLimPk9PkfSLS8aMsY8/fJCPANI+53Ll4h8RYkrsOVehVavEr2Clf85TO47AICIiIotx584d+Pj44M6dO5AkCZ07d8bOnTuVDithhw+LKm6GyYsKFcSdFpMXOg8fpsPYsVUQHCx/67hBA1GkLykFBFMb/XfVTS0Xqk9/Wo3hNJHk2k9CXr8GRo0yLtzZr59IXrRqJW6mb98WA4xcXMR2AQFJOw4gboCrVhWP9UdXaJMT2pEV2s/+/mJUiP42Xl6mh/Q/eiTyiCNHiqkn8SUvAOWXn4xvmsTLl5+3zzDTMw2+SHLEok0SZMyY8r/758+L4pxTpojCtgmNForvOkgo8aBfeNjwetM+589JklnSz18pHIFBREREFmPz5s34T2+sa0xMDIYPH4569erBzlLnFOzaJe7k9Mf1A+Kt4O3b4x8LbmWuX1dh7Ngq+PBBfqdSpw6waZN8ukNalCNH7OMnT+LfNjAw9rHhPHjD/Xh6JrwflUr+fYnx008iUdG3b+yQ+MBAkWCwtxcjLbQ3nVWrihEa8+YB//wjVtBIqurVxUoS2joYjo6xUx+0iYuKFcWIE20djNKlYxMYpupfAGKFh4cPxTno3l1MfSlaVCQ8HBxip8rY2ortP3caTHLRxmGK/s3wmDHAN98kbp/6tVCSizYWT0+Rw02suGplpKSoKKBNG1HXwt4eGDBArPpRqJBIGGlfex48APLnF4+Vvg5MiT3nEn75RZz0KlWqwCm+YVhQ5pynFAv9T4CIiIis0fDhw/H06VPMnTsXAFC0aFHs27fPcpMX69eL6ofR0fL2Bg1EEYGkjg9Ow27eBBo1ckRIiHzkRc2aoohfAv9/pwnFisU+vnUr/m31+4sWjX8/+sudxrWfnDmTdhN76pRYWtPTUxQa1Lp0SXzOnx/IkkX+PVWrigSGdpukMqyD4e4u3jlOn14UJQTEjWalSiKJcuSISMpcvy76TNW/uHUrtqbGyJHAxImmj/327efFbG760xbs7YGvvlI+lg8fxDUaX+IlLtrk29u3IsmQUqMwDh2Krav855/At9+a3s4c14Gnp0g8BgUl/Xv1z3mOHB9gawsULy6ZnB6WVnEKCREREVkMlUqF33//HV26dEG5cuXg7++P7NmzKx2WaYsXi7dyDZMXrVqJO3ImL3Ru3xaJipcv5ckLX19g2zbrOVV58wLZsonH+nUbTPH3F5+zZwfy5JH3+fjEPo5vP8+fi6HyQOz0jMTQaEQ9C0kSw+31pzS8fy8+p09v/H3aef7abZKqfPnYJMuRI7HPTVv/QkubqDhyRJwn7TvlpupfaJMbgChWGhdtbQFLly9f7Lk/flzZWLRJpcjIzz9/ZcuKz9HRn1doNL4ipvos6TrQPudz55I+tSP2nKtw//4XLMmSijGBQURERBbFxsYGixcvxuHDh+EZ39h4Jf32m3gLTzsJX6tLF1ElMC0Xckiie/dE8sKwiGDlymrs3JkyQ9stlUolhq0DYmSAdnlQQ6dOxY6caNbM+CatUKHYURnr1sV9E6S/fGKLFomP86+/gAsXxHSNnj3lfdqbZ1NTYLTTVdKlS/yx9NnZAVWqiMfaERaA8cgK/ToYhw6Jx5kymR6NEBMT+9hwuV598+cnPV4l2NoCDRuKx/v2xa6+ooQmTWKvzd9//7x9NGr0ZfvQH7mlX7DWUGKuA40G+PvvpMeQVE2aiM9hYcDChUn/Xu352r49X/IGlkowgUFERESK0Bje/Ouxs7ODuyXWjpAkYOxYYOhQ477+/cWYe0ud7qKABw+AGjXEMn76Chd+i82bo5JcVDItGDQodjTBgAHGhQLDw0U7IC4l7Uobhn78UXx++xYYPty4//59MXoCEKv3JjaB8eoVMHq0ceFOrVKlxOenT41Hf6xaJT7HN6UlIdrkxPnzsSMMDBMYFSuKqSTv3gErV4o2X1/T78YXLBj7WD+ho++vv4CtWz8/ZnMbMUJcQxoN0Lp1/PVU1Grg338TrrnyOQoXjq3BsWaNyOvG5+FDYPVqeVuhQrHX5pYtwPTpcX9/aKj4mevTL4R5/37c35uY62DECJG4S2mdOomRVYAokhvfKCrDn5v+OQ8IyIGtW/PHeyxT5zy1419YIiIiMrt58+Zh+/bt2LZtGxxTS+VGjQYYPFisxWhIO7k+seOZrcDjxyJ5YfgPeMGC7zBmzEmkS1dTmcC+wLFjYkSJlv4yi/fuGd8YdetmvI9ChYBhw4CpU8UQ8qpVRbHM/PnFDdi0abHLLA4bJr/x0te1K7BkibjJ/+MPMcKlVy8x3ePMGWDCBCAkRCQi5sxJfF5t+HCxmI5+4U59uXKJhMKRI2Io/syZom3p0tgRE126JO5YpujXwYiJkde/0HJyEnUwjh6Nna5iqv4FIL73q6/EMq8LFogb4M6dxY3vkyciAbJhg/g5KD0lI7FKlABmzBAvRzduiOfXu7cY6eTtLeoJP3okpmRs2CBqLVy9mvQironx11/iOn7wQOR1t24VP//ixUWS6c0b4PJlYM8eMVqmRQugfXv5Pv78U4w6evZMXH979ojfnSJFxEvqo0eiSOiaNWL5U/2fdZky4nqIiAB++UXUBcmdO3YVkOzZxfLB9eoBmTOLVTxGjxb7bNFC1KO4d0+MvDh40DzXgZMTsGIFULeuGIVRu7a4Jps3Fz+jyEgxAmvXLjHFznBkyV9/AWfPavDwoQ2WLv0Kd++q0a1b0s55qiZRmhcYGCgBkABIgYGBSocTp7CwMGnLli3Sli1bpLCwMKXDITLCa5QsXWq4RjUajTRx4kTd36UWLVpI0dHRSoeVsOhoSerWTZLEGAz5x7RpSkdncf77T5Ly5jU+VaVLq6WVK3da9DUan65dTV8CcX3ERa2WpB494v/enj3FdvF59UqSypePex+OjpL099+Jf37Hj0uSSiVJnp6S9OZN3NvduCFJHh6mj9m3b+KPZ0pUlCS5uMTur1Ej09uNHSs/7qVLce/z4sW44wUkqUQJSXr2LPbrkSOjjF5Lly6N7X/40PgY2msjd+7Pe94PH8buf+nSxH3PwoXycxXXh4ODJN29a/z9fn6i388v7mMk9LwlSZKCgiSpWrXE/U507256H/fvS9JXXyX8/YcPG3/v8OGJ237PHklycop72+rVJenatfh/Don9OSfmvO3ZE/91Gd/ryIMHYVKxYq++6JybQ0rch3IKCREREZnNhAkTMHr0aN3XmzdvRo8ePSBZ4np1WpGRolin4dvrKpWYOG9q/L4Ve/JEvBP88KG8vVQpYPv2SLi5RZv+RitiYyNqwO7cKWpcZMsmyqZkyya+3rULWLQo9l3kuHh6AidOiHewfXxEHQgnJ1HosVcvMQ0jrtUWDKnV8sKdGTPGvW3RosDp02JZyowZRezFiwNz54pYvoS9PVC5cuzXcY2s0G/PmBEoWTLufZYuLVZG6dtXvDtvby++p0IFMZLhzBn5VITUolcvMfJh/HgxcsDTU4y0cXUVI31atRIvUU+fimlEKSVLFlGPZMcOsShTvnyiMK+9vViqtkoVMTrj6FExasiUfPnEz2jZMlEXI2tW8f3OzuK5dOkiRneYWp536lQxgqJaNfFzjWs1lHr1xGiRTp3E75o2Pj8/UYvi4EHz1uSpV0/8/CZPFucoUyYRe7p0otDnoEHi2jQlSxZg8uTjGD36FNq1i/msc55aqSSL/o+BksOTJ0+Q89MC4oGBgciREuPHkkF4eDj27dsHAKhbty6crWk9IEoVeI2SpUsN1+i5c+dQs2ZNfPjwQdc2ceJEjBw5EipLnH4RGgq0bCmq5emztRVjgNPUuNwvFxgopo0YzkX/6isxBNzV1fKvUaLU8FpK1i21XKMpcR/KERhERERkNl9//TW2b98Op0+l4+fOnYtRo0ZZZvIiOFi8RWaYvHB0BDZvZvLCwOPH4p1Mw+RF0aLinU1LXVCGiIhSDxbxJCIiIrPy8/PDxo0b8fr1a3T5kmp/KenlS5G8uHRJ3u7mJqqq1aihSFiW6tEjcUoePZK3FykikheZMysRFRERpTVMYBAREZHZNWzYUOkQ4hYYCNSpA9y+LW/PmBHYvVtMnCedhw9FPYL//pO3FysmkhdZsigSFhERpUGcQkJERETJ7vXr1zh37pzSYSTd3buiGqJh8iJLFlENjckLmQcPxLQRw+RF8eJi+T4mL4iIKDkxgUFERETJ6unTp/D19UXt2rVx+fJlpcNJvKtXRRl7w7vxPHmAY8dEJUrSuXdPJC8CA+XtJUqI5IW3tzJxERFR2sUEBhERESWb+/fvw8fHBzdv3sT79+9Rt25d3LlzR+mwEnbqlLgbf/FC3l6kCBAQAOTPr0xcFuruXTFt5MkTeXvJkqx5QUREKYcJDCIiIko2U6ZMwSO9So4vX77Et99+C4tetf3QIaB2beDdO3l72bKAvz9gocuPK+X2bZG8ePpU3l66tEheeHkpERUREVkDJjCIiIgo2cydOxfVq1fXfV24cGH8+++/lrlMKgBs3Qo0bAiEhsrbq1UTiQ3ejcvcuiWSF8+eydvLlOFSqURElPK4CgkRERElG2dnZ2zbtg21atVCdHQ09u7di8yWOp/g33+Brl0BtVreXr8+sHEj4OKiTFwW6uZNsVSq4SybcuWAffvEIi1EREQpiQkMIiIiSlbu7u7YvXs3bG1tkSFDBqXDMW3ePGDAAOP2b74BVq4EHBzMH5MFu34dqFkTePlS3l6+PLB3L+DhoUxcRERkXTiFhIiIiJJdpkyZLDN5IUnAhAmmkxc9egCrVzN5YeDqVTHywjB5UaGCGHnB5AUREZkLExhERESUZPPnz8fw4cMtuzinIY0GGDIEGDPGuG/wYGDRIsDW1vxxWbArV8TIi1ev5O2VKonkhSXmqIiIKO3iFBIiIiJKkmnTpuHnn38GAKRPnx6jRo1SOKJEiIkBevUCli0z7ps4ERg5ErDUQqMKuXRJLM7y5o28vXJlYM8eIF06RcIiIiIrxhEYRERElGi//PKLLnkBAKNHj8bcuXMVjCgRIiJEbQtTyYt584BRo5i8MHDhAlCrlnHyompVUfOCyQsiIlICR2AQERFRohUuXNio7e3btwpEkkgfPgDNm4slUfXZ2gL//AN07KhIWJbs/HmgTh3g3Tt5e7VqwM6dgLu7MnERERExgUFERESJ1qlTJ7x//x7ff/89AGDWrFkYNGiQskHF5c0boEED4OxZebuTE7B+PdC4sTJxWbCzZ4G6dYHgYHm7nx+wYwfg5qZIWERERACYwCAiIqIk6t+/P0JCQuDt7Y0ePXooHY5pT5+KO/EbN+Tt6dIB27cDvr7KxGXBjh0DGjYUg1b01aghTpmrqzJxERERaTGBQUREREk2YsQIpUOI2717Yg7Eo0fydi8vUX2ybFlFwrJkhw4BTZoAYWHy9po1RfLCxUWZuIiIiPSxiCcREREZefv2LZ49e6Z0GEl35Qrg42OcvMiZEwgIYPLChF27xMgLw+RFnTpMXhARkWVhAoOIiIhkgoKC4Ofnh9q1a+P169dKh5N4J06IYg0vXsjbCxUS8yNMFCC1dps3ixqnkZHy9iZNgG3bmLwgIiLLwgQGERER6Tx8+BA+Pj64du0abt68ifr16yMkJETpsBK2dy9Qu7Zx9ckyZcTIi1y5FAnLkq1eLVaXjY6Wt3/zDbBhg6h1SkREZEmYwCAiIiKd3r1748GDB7qvz58/j759+yoYUSKsWyeGDISHy9t9fYHDh4HMmZWJy4ItWSJWkFWr5e2dOwOrVgEODsrERUREFB8mMIiIiEhn6dKlyJ07t+7rAgUKYMqUKQpGlIC//wbatTMeRtCokSjYmT69MnFZsD/+AHr2BCRJ3t67N7BsGWDHEu9ERGShmMAgIiIinRw5cmD//v3w9vZGyZIlERAQIEtoWJT//U/cdRveiXfoIIo7ODsrE5cFmzkT+P574/YffgDmzwds+J8hERFZMObYiYiISKZgwYI4dOgQsmbNCg8PD6XDMSZJwIgRwLRpxn39+wNz5vBO3ISJE4FffjFu//lnYPJkQKUyf0xERERJwQQGERERGSlWrJjSIZgWEwP07QssXmzc98svwPjxvBM3IEnA6NEiSWHo119FH08ZERGlBkxgEBERWaFFixbB1dUV7du3VzqUxIuIiJ0eYui334DBg80fk4WTJGDIEOD33437pk8HfvzR7CERERF9NiYwiIiIrMzMmTPx448/ws7ODu7u7mjcuLHSISXswwegeXPg0CF5u40NsGgR0L27ImFZMo0G6NcPWLDAuG/ePDHbhoiIKDXhBFEAjx8/xtChQ1GkSBG4uroiY8aMKF++PKZPn46wsLAUOWZYWBjy5csHlUoFlUqFPHnypMhxiIiItCRJwpgxY/Djp7fdY2Ji0Lp1axw5ckTZwBLy6hVQs6Zx8sLREdi4kckLE2JixGkxTF6oVGL2DZMXRESUGln9CIzt27ejU6dOCAkJ0bWFhYXh3LlzOHfuHBYtWoSdO3eiQIECyXrcMWPG4OHDh8m6TyIiooTo/70DgMjISBw7dgzVq1dXJqCE/PcfULcucPu2vN3dHdi2DbDUuBUUHQ106gSsWydvt7UFVqwAUtOsISIiIn1WPQLj4sWLaNu2LUJCQuDm5oZJkybhxIkTOHjwIHr16gUAuHPnDho1aoQPHz4k63F///13ODk5wd3dPdn2S0REFB+VSoXffvsN3fVGLEyfPh2jR49WMKp43LwJVK1qnLzw8gKOHGHywoTISKB1a+Pkhb29aGPygoiIUjOrHoExcOBAhIeHw87ODvv27UPlypV1fTVr1kTBggUxfPhw3LlzBzNnzsS4ceO++JhqtRq9evWCWq3G2LFjsXjx4mRNjhAREcXHxsYGCxcuRGhoKGrXrq1L2FucM2eAhg2BN2/k7blzA/v2AYUKKROXBQsLA1q0EKdHn6MjsGmTOJ1ERESpmdWOwDhz5gwCAgIAAD179pQlL7SGDh2KokWLAgBmz56N6OjoLz7u7Nmzcf78eRQuXBg//fTTF++PiIgoqezs7LBmzRrLTV4cOCBqXhgmL4oVA44fZ/LChJAQkaAwTF64uAA7dzJ5QUREaYPVJjC2bNmie9w9juJfNjY26NKlCwAgODgYhw8f/qJjPn78GGPGjAEAzJ8/Hw4ODl+0PyIiorgEBwcjIiIizn6VSmXGaJJgwwZxtx0aKm+vWBEICACyZ1cmLgv2+rXI9xw9Km93dwf27gVq1VImLiIiouRmtQmMY8eOAQBcXV1Rrly5OLfz8/PTPT5+/PgXHbNfv34IDQ1F586dLbdYGhERpXrBwcGoV68e2rVrlyyjB81mwQKgTRtRhVJf3bpiVEbGjMrEZcGePgV8fYHz5+XtHh7AwYOAj48ycREREaUEq01g3Lx5EwBQoEAB2NnFXQqkSJEiRt/zOdasWYNdu3bBw8MDM2fO/Oz9EBERxefVq1cYOXIkrl69iq1bt6JHjx7QaDRKhxU/SQImTwb69hWP9bVtC2zfDri5KRObBbt3TyQoDP898fYWNU7Ll1ckLCIiohRjlUU8IyIi8Pr1awBAjhw54t3Ww8MDrq6uCA0NRWBg4Gcd7927dxg0aBAAYOrUqfDy8vqs/cTlyZMn8fYHBQXpHoeHhyM8PDxZj59c9Ic6xzfsmUgpvEbJ0oWFhWHixIl49uyZrm3lypXInj07xo4dq2Bk8dBoYD9iBOzmzjXqiunVC9G//Qao1YCF/u1SyrVrKjRu7IiXL+VTgXLm1GDnzigUKCBZ5Cnj6yilBrxOydKllms0Je47rTKBob/qh1si3tHRJjA+fvz4WccbNmwYXrx4gcqVK6dIwbScOXMmelt/f394enomewzJzd/fX+kQiOLFa5QsVZ8+fTBu3DhERUUBALy9vZEvXz7sM6zuaAFUMTEo/ccfyGWixtSttm1xu2FDMQ+CZG7f9sCECZXw8aM8eZEjxweMHXsCDx5E4MEDhYJLAr6OUmrA65QsnSVfo9pBA8nJKqeQ6GepElNI09HREcDnZZD8/f2xZMkS2NnZYf78+ZZbNI2IiNKEYsWK4eeff4adnR1y5cqFKVOmwNvbW+mwjNhERqL8tGkmkxdXv/0Wt9u3B/g308jly14YO7YKPn6U//+SL18wJk06Bk9Py30njoiI6EtZ5QgMJycn3WPtO1TxiYyMBAA4Ozsn6TiRkZHo3bs3JEnCwIEDUbJkyaQFmkgJTW0JCgpChQoVAAC+vr4JTptRSkREhC6D6OvrK/s5EVkCXqNk6bTXaNmyZbF69WpUqlQJmTJlUjosY+/fw6F1a9iePStrlmxtEb1wIQq0b48CCoVmybZutcGkSQ6IipIndqpWVWPDBkekT19dmcCSgK+jlBrwOiVLl1qu0YRKHXwOq0xguLu76x4nZlpI6Kel3BIz3UTfpEmTcPv2beTMmRPjx49PWpBJkJSEhLOzc5ITMUpwcnJKFXGS9eI1SpauUaNGlnmNPn8O1K8PXL4sb3dygmrDBjg0aqRMXBZu+XKgRw9RDkRfgwbAhg22cHGxwJ91Avg6SqkBr1OydJZ8jaZEXFaZwHByckKmTJnw5s2bBLNC79690yUwklJrAgCmTZsGAKhduza2b99uchvtvkNDQ7FmzRoAQObMmVGzZs0kHYuIiKzLihUrULx4cZQtW1bpUBLv/n2xJKphgYb06YEdO7jmZxzmzgV++MG4vW1bkdhIxGxYIiKiNMEqExiAmCMcEBCAe/fuISYmJs6lVG/duqV7XLRo0SQdQzs9ZenSpVi6dGm8275+/Rrt27cHAPj5+TGBQUREcZozZw4GDhwIT09PBAQEyJb8tlgXL4rhAi9eyNuzZAH27gVSaJplaiZJwMSJwJgxxn29egF//QXY2po/LiIiIqVYZRFPAPD59C5PaGgozp8/H+d2R48e1T2uWrVqisdFREQUF0mSMGHCBAwcOBCASH7Xrl0bjx49UjawhBw5Avj5GScv8uUDjh1j8sIESQKGDjWdvBg2DFiwgMkLIiKyPlabwGjevLnucVyjIzQaDZYvXw4AyJAhA2rUqJGkY0iSlOBH7ty5AQC5c+fWtR05cuSznhMREaVtMTExRn8jnj59io0bNyoTUGJs2gTUqwfoLWEOAChdGjh+HMifX5GwLJlaDXz7LTBrlnHf5MnAtGlcoIWIiKyT1SYwKlSogGrVqgEAFi9ejJMnTxptM3PmTNy8eRMAMHDgQNjb28v6jxw5ApVKBZVKhW7duqV4zEREZN3s7e2xZcsWVKxYUdc2ZcoUDB06VMGo4rFwIfDNN4Dhil/Vq4tRGVmyKBGVRYuMFLUtliwx7vvjD2DECCYviIjIelltDQwAmD17NqpWrYrw8HDUrVsXI0eORI0aNRAeHo41a9Zg4cKFAIBChQpZ7j+HRERkVdzd3bFr1y7UrFkTffr0wXfffad0SMYkCZg0CfjlF+O+li2Bf/8FLHTJNyWFhorTs2+fvN3WFli2DOjUSZGwiIiILIZVJzDKlCmDtWvXolOnTggJCcHIkSONtilUqBB27twpW3qViIhISRkzZsSZM2fgYInLT2g0wKBBYukMQ717A3/+yeINJgQHA40aASdOyNsdHYF164CmTRUJi4iIyKJY7RQSrSZNmuDKlSsYPHgwChUqBBcXF2TIkAFff/01pk2bhosXL6JAgQJKh0lERFYmLCwMkiTF2W+RyYuoKKBjR9PJi9GjgfnzmbwwIShIzKoxTF64uQG7dzN5QUREpGXVIzC0cufOjd9++w2//fZbkr6vevXq8f5zmRgWXzmeiIjM7tWrV6hXrx6aNWuGsWPHKh1O4nz8CLRqZTz/QaUCZs8GBgxQJi4Ld+8eULcu8PChvD1jRpG8qFBBmbiIiIgsERMYREREFuTJkyeoU6cObt26hYsXLyJ9+vQYNGiQ0mHF7/VroGFD4OxZebu9PbB8OdCunTJxWbgLF4AGDYCXL+XtWbOKPNBXXykTFxERkaWy+ikkREREliI8PBy+vr64deuWrm3w4MFYuXKlglEl4PFjwMfHOHnh6grs2MHkRRwOHRLTRgyTF/nzAwEBTF4QERGZwgQGERGRhXB2dsbw4cNlbblz50alSpUUiigB168DVasCt2/L2zNlEnfodesqE5eF27BBjLz48EHeXro0cPy4SGIQERGRMSYwiIiILEjfvn0xdepUAECRIkVw7NgxyywmfeIEUK0a8PSpvD1XLnEXzuINJs2fD7RpI+qd6qtRAzh6FPD2ViYuIiKi1IA1MIiIiCzMTz/9BDc3N7Rp0wZeXl5Kh2Ns507gm2+A8HB5e/HiwN69QPbsysRlwSQJ+PVXYNw4475WrYCVKwEnJ7OHRURElKowgUFERGSB+vfvr3QIpq1YAXTvDqjV8vYqVYDt28XyGSSjVgM//AD8+adxX9++wLx5XF2WiIgoMTiFhIiISAGbN2/Gq1evlA4jaWbMALp0MU5eNGoE7N/P5IUJkZFA+/amkxdjx4p2Ji+IiIgShwkMIiIiM/vzzz/RsmVL1KtXD+/fv1c6nIRpNMDQocCwYcZ9XboAmzcDLi7mj8vCffggcjvr18vbVSrgjz/EdBKVSpHQiIiIUiUmMIiIiMxEkiRMmTJFNz3k4sWLaNy4McLCwhSOLB5RUSJJ8dtvxn0//ggsXQrY25s/Lgv38qVYJvXgQXm7vT2wZg3Qr58iYREREaVqTGAQERGZSUhICBYsWCBrO3bsGFavXq1QRAn48AFo0gT491/jvunTxYcN/5Uw9PChWF32wgV5u5sbsHu3WIWEiIiIko7/dRAREZlJ+vTpceDAAWTJkkXXNmHCBPTo0UPBqOLw8iVQsyawb5+83c4OWL5cjL4gI1euiHqm9+7J2728gCNHgFq1FAmLiIgoTWACg4iIyIwKFCiAffv2IVOmTJgzZw5Gjx4NlaUVQnjwQAwhOHdO3u7qKlYa6dxZmbgsnL8/4OsLPH8ub8+TBzh+HChXTpGwiIiI0gwuo0pERGRmJUqUwJ07d5DRElftuHgRaNAAePFC3u7pCezcCVSooExcFm7rVqBtW7HqiL4SJYA9e4Bs2ZSJi4iIKC3hCAwiIqIUoNFo4u23yOTFoUOAn59x8kI7hIDJC5MWLwZatjROXlSrJkZlMHlBRESUPJjAICIiSmavX79G1apVsXXrVqVDSbx168TIiw8f5O0lSwInTgCFCikTlwWTJODXX4FvvxUrzepr3hzYuxfIkEGJyIiIiNImJjCIiIiS0bNnz+Dn54dTp06hTZs2OGi4jqYlmjsXaNdOLJmqr3p1MYQga1ZFwrJkMTFAnz7A2LHGfT17AuvXA87O5o+LiIgoLWMCg4iIKJm8evUKPj4+uHHjBgAgKioKzZo1w+nTpxWOLA6SBIwaBfzwg3isr3VrseZn+vTKxGbBQkPFCIu//zbuGzlStNuxyhgREVGyYwKDiIgomXh6eqJmzZqytowZM8LDw0OhiOIREyPmPkyebNzXrx+wZg3g5GT+uCzcy5dAjRqinqk+lUoMZJk0STwmIiKi5Mf3B4iIiJKJSqXCggULEBISgvXr16NQoULYv38/cuXKpXRocmFhYsmMHTuM+yZMEKMyeBdu5N49oH594P59ebuTE/Dvv6KQJxEREaUcJjCIiIiSka2tLVauXIns2bPj559/hre3t9Ihyb15AzRpApw8KW+3sQEWLBCjMsjImTNAo0bA69fy9owZgW3bgKpVlYmLiIjImjCBQURElMwcHBwwa9YspcMwFhgI1KsH3Lwpb3dyElNGmjVTJi4Lt2MH0KYNEB4ub8+dG9izByhSRJm4iIiIrA1rYBAREX2GI0eOIDo6WukwEu/aNaByZePkRYYMwIEDTF7EYeFCcWoMkxdlyohBLExeEBERmQ8TGEREREm0cOFC1KxZE127doVarVY6nIT5+wPVqgFPn8rbs2cHjh3j/AcTJAkYM0YslarRyPvq1gWOHuXqskRERObGBAYREVESTJ8+HX369IEkSVi9ejW+//57SIZLkFqSDRvEHXdwsLy9aFHgxAmgeHFFwrJk0dFAjx6inqmhLl3ElBJ3d/PHRUREZO2YwCAiIkqk//77D2PHjpW1zZ8/HztMreZhCebNE8UbIiPl7ZUri5EXlrY6igX48EHUOF22zLhv1CjRbm9v7qiIiIgIYAKDiIgo0XLlyoXNmzfDXu8OdsyYMWjcuLGCUZkgSbAbMwYYMEDMhdDXtKmoeZExozKxWbDnz4Hq1YG9e+XtNjbA/PnAxIlcXZaIiEhJTGAQERElQb169bB69WrY2tpi5syZGD9+PFQWdFeriolBmTlzYD9jhnFn797Axo2Ai4v5A7Nwt2+LgSkXLsjbnZ2BzZtFLQwiIiJSFpdRJSIiSqJWrVrh1q1bKFCggNKhyH38iIqTJsH74kXjvl9/BUaP5hACE06cENNG3r6Vt3t6Atu3A5UqKRMXERERyTGBQURE9BksLnnx4gUcGzQwTl7Y2or5D99+q0xcFm7zZqBDByAiQt6eLx+wZw9QsKAycREREZExTiEhIiIy8PbtWzRp0gQ3btxQOpTEuXcPqFIFNobJC2dnYMsWJi/iMHcu0KqVcfLi66/FqAwmL4iIiCwLExhERER6nj9/jurVq2PHjh2oU6cOHj58qHRI8Tt7FqhSBXjwQNYsZcoEHD4MWFqBUQugVgODBgE//GBc47RhQ3HavL0VCY2IiIjiwQQGERHRJ4GBgfDx8cHVq1cBAM+ePUPt2rURFBSkcGRx2L1bLJvx6pWsOTRzZkQeOgRUrKhMXBYsNBRo2RKYPdu4r2dPYOtWwM3N/HERERFRwpjAICIi+sTDwwNeXl6ytsjISLx//16hiOKxbJmoPBkWJmsOzpcPAdOmQeL8ByPPnwN+fsC2bcZ948YBf/8N2LE6GBERkcViAoOIiOgTNzc37Nq1CyVKlAAA5M+fH8eOHUORIkUUjkyPJAGTJwPdu4u5EHrUNWvi+MSJiPTwUCg4y3X9uhiQcv68vN3eHlixAhg7lgu0EBERWTomMIiIiPR4eHhg3759aNGiBQICApAnTx6lQ4qlVgPffw+MGmXc17EjojZtQoyLi/njsnAHDogyIf/9J2/38AD27wc6dVImLiIiIkoaDpQkIiIykCVLFmzatEnpMOTCw8Wdtqm4hg0Dpk4FIiPNH5eFW7IE6NMHiImRt+fLB+zcCVjS4BoiIiKKH0dgEBGRVbp+/brSISTeu3dA3brGyQuVCvj9d+B//wNs+Cddn0YjBqr07GmcvKhUCTh1iskLIiKi1Ib/7RARkdVZsmQJSpYsiZkzZyodSsL++w+oWhU4dkze7uAArFkDDByoTFwWLCIC6NhRlAox1Lo1cOgQYFCrlYiIiFIBJjCIiMiqzJo1Cz179oRGo8GPP/6IRYsWKR1S3C5dEsMFbt6Ut6dLB+zZA7Rpo0hYluz1a6BOHZHbMTR8OLB2LeDsbP64iIiI6MsxgUFERFbj/PnzGDJkiKytd+/eOHfunEIRxWP/fsDXFwgKkrdnywYEBAA1aigTlwW7exeoXNl4sIqtLTB/PjBtGmfaEBERpWb8M05ERFajXLlymD59uqxtxIgRKFeunEIRxWHFCqBhQ+DDB3l7sWLAyZNAyZLKxGXBjh0TyYt79+Ttbm7Ajh2ikCcRERGlbkxgEBGRVfnxxx8x6tMypNOmTcOkSZOgUqkUjuoTSQKmTAG6dDGuPOnrK+7Sc+VSJjYLtmYNUKsW8OaNvD17dnHK6tdXJi4iIiJKXlxGlYiIrM6ECRNQv359+Pj4KB1KLLUaGDAA+Osv4742bYB//gGcnMwflwXT5ns+5aNkSpcWIy+yZzd7WERERJRCmMAgIiKro1KpLCt5ERYGtG8PbNtm3Dd4MDBjBos3GIiOBr77Dli82LivYUMxKsPd3fxxERERUcrhf0NERJTmBAcHo3fv3ggODlY6lIS9fi3mPxgmL1Qq4LffxAeTFzLv3gENGphOXvTrB2zdyuQFERFRWsQRGERElKa8fPkS9erVw6VLl3D9+nXs27cPrq6uSodl2v374k787l15u4MDsHIl8M03ysRlwe7eBRo3Bu7ckberVGKgyuDB4jERERGlPXxLh4iI0ozAwEBUq1YNly5dAgCcOHECLVq0QGRkpLKBmXL2LFClinHyIkMGsYQqkxdGjhwBKlY0Tl44OwMbNwJDhjB5QURElJYxgUFERGlGdHQ0PhgsPXrt2jU8efJEoYjisGsXUL068PKlvD1nTrFshq+vImFZssWLgTp1xPQRfd7eIrHRooUiYREREZEZMYFBRERpRr58+bB//35kzJgRAJA3b14EBAQgf/78CkemZ/FioGlTUbhTX6lSwKlTQPHiysRlodRq4McfgW+/NV5ZtlQpMZClQgVlYiMiIiLzYgKDiIjSlOLFi2PPnj2oWLGiZSUvJAkYN07ciavV8r7atQF/fyBbNkVCs1QfP4qRFTNnGvc1bSoGq+TMaf64iIiISBks4klERGlO+fLlcfLkSagspSBCdDTQty+wZIlxX+fOwKJFonAn6fz3H9CkCXDlinHfsGHAlCmAra354yIiIiLlcAQGERGlSi8N60cYsJjkxcePYriAqeTFiBHAP/8weWHg9GkxLcQweWFvL07j//7H5AUREZE1YgKDiIhSneXLlyNv3rzYv3+/0qHE7/lzwM8P2LNH3m5jA/z5JzB5MpfNMLBmjThlL17I2zNmFIuzdO+uTFxERESkPCYwiIgoVZk7dy66du2KsLAwNG/eHCdPnlQ6JNNu3gQqVQIuXJC3OzsDmzYB332nTFwWSlsipH17wHDV2yJFxKgMPz9FQiMiIiILwQQGERGlGrt27cIPP/yg+zosLAwNGzbE48ePFYzKBH9/oGpVwDCuTJmAQ4eAZs2UictChYcDHToA48cb99WpA5w8CRQoYP64iIiIyLIwgUFERKlGvXr10K5dO1lbr169kCtXLoUiMmHNGnHX/e6dvD1fPuDECTEqg3SePwdq1BCnzdB33wE7dwIZMpg9LCIiIrJATGAQEVGqYWtri+XLl6NRo0YAgEmTJmHatGmWUbBTkoDp08UciKgoeV+FCmIYQaFCysRmoS5fFqfm9Gl5u40NMGcO8McfonAnEREREcBlVImIKJWxt7fH+vXrsWvXLrRq1UrpcAS1GvjhB1GY01CzZsCqVYCLi/njsmDbt4tcT2iovN3dHVi3DqhfX5m4iIiIyHJxBAYREaU6zs7OlpO8CA0FWrQwnbzo3x/YuJHJCz2SBMyYIfI6hsmLvHnFQBUmL4iIiMgUJjCIiMjihISEYNKkSVCr1UqHEr8XL0QBh+3bjftmzADmzgVsbc0fl4WKiAC6dQOGDROJDH1Vq4qpJMWLKxIaERERpQKcQkJERBbl9evXqF+/Ps6fP4/Hjx9jwYIFllHjwtDt20CDBsDDh/J2Bwdg+XKgbVtl4rJQz54BLVsa17sAgC5dgIULAUdH88dFREREqQdHYBARkcV4+vQpfH19cf78eQDA33//jeHDh0MyfLteacePA1WqGCcvPDyAAweYvDBw9ixQvrzp5MXkycCyZUxeEBERUcKYwCAiIotx584d3L9/X9a2fPlyvHz5UqGITNiwAahVC3j7Vt6eJ49IbFSrpkhYlurff8UpefZM3u7mBmzZAowYAVjiABsiIiKyPExgEBGRxahRowbWrFkD2091I3LlyoVjx47B29tb4cg+mTULaNMGiIyUt5crJ6pPFi2qTFwWSK0GfvoJ6NTJ+HRpi3U2a6ZMbERERJQ6MYFBREQWpUWLFliyZAmKFCmCY8eOoWDBgkqHJO7GBw0Chgwxrj7ZqBFw5AiQJYsSkVmk9++Bpk2B//3PuK9GDTGl5KuvzB8XERERpW5MYBARkcXp0qULLl26hJw5cyodChAeDnzzDTB7tnFfnz5iHoSbm9nDslR37wKVKgG7dhn3ff89sHcvkCmT+eMiIiKi1I8JDCIiUkR4eHi8/Y6WUNXx1SugZk1g82bjvilTgL/+Auy4oJfW/v1AhQrArVvydjs7YMECsaqsvb0ysREREVHqxwQGERGZ3apVq1C4cGGjgp0W5e5dsdLIqVPydnt7UZny559ZffITSRIDVOrXB4KD5X2ensDBg0Dv3oqERkRERGkIExhERGRWf/31Fzp16oTAwEDUqVMHT58+VTokY8ePA5UrA/fuydvTpxdzIDp0UCYuCxQZCfTsKUqEaDTyvpIlgXPnAF9fRUIjIiKiNIYJDCIiMpuVK1eiX79+kD4Vwnz48CHq1q2L9+/fKxyZnvXrxTKpb97I23PmFImNGjWUicsCPX8uTsfSpcZ9rVqJ05U7t/njIiIiorSJCQwiIjKbxo0bo3Tp0rK2unXrwt3dXZmA9EkSMH266WVSS5cWU0mKF1ckNEt04QJQvrxYDtXQuHHAunWsbUpERETJiwkMIiIymwwZMmDv3r0oVKgQAGD8+PH47bffYGOj8J+jmBigXz9g+HDjvoYNAX9/IFs288dlodauBXx8gCdP5O0uLsDGjcDYsYDSP1IiIiJKe1g6nYiIzCpz5sw4cOAA9uzZg169eikdDvDxI9C2rel1P/v2FUtncKURAKLGxS+/AJMnG/flzg1s3QqUKmX+uIiIiMg68D8yIiIyu5w5c1pG8uLZM6BxY+DiReO+//0P+PFHrjTySXAw0LGj6TyPry+wYQPg5WX2sIiIiMiKcIAnEREluw8fPmDt2rVKhxG/q1eBihWNkxeOjmKOxLBhTF58cv26qHdhKnnRpw+wfz+TF0RERJTyOAKDiIiS1du3b9GgQQOcOXMG79+/R+/evZUOydiBA2KZjJAQeXumTGIeRNWqysRlgTZtArp2FTNt9Nnaitk1332nTFxERERkfTgCg4iIkk1QUBD8/Pxw5swZAEDfvn2xZs0ahaMysGQJ0KCBcfKiQAGxpAaTFwAAtRoYNUrkeQyTF15ewMGDTF4QERGReTGBQUREyWbnzp24du2a7mtJkjB06FCEhYUpGJUuGFGBsmdPseqIvipVRPKiYEFlYrMwwcFAkyami3V+/TVw/jzg52f2sIiIiMjKMYFBRETJ5ttvv8Uvv/yi+zpHjhw4ePAgXFxcFIwKQGQk0LkzMHGicd8334gpJZ6e5o/LAl27Jupd7N5t3NetGxAQAOTMafawiIiIiFgDg4iIktf48ePx/v177Nq1CwcOHEDu3LmVDejdO6BFC+DoUeO+YcOAqVMBG+bzAWDjRlHvIjRU3m5nB/z+O9CvH+uaEhERkXL4HxsRESUrlUqFWbNm4fTp08onLx4+FNNDDJMXNjbAn3+KpVKZvIBaDYwcCbRubZy8yJxZ1Lvo35/JCyIiIlIWR2AQEdFn0Wg0sInj5t/GxgYZM2Y0c0QGzpwRhRxevpS3u7oC69YBDRsqE5eFefcO6NAB2LPHuK98ebEKSY4c5o+LiIiIyBDfdiIioiRbu3Ytqlevjo+Gy1NYii1bgOrVjZMXWbMC/v5MXnyirXdhKnnRvbs4VUxeEBERkaVgAoOIiJJk0aJFaN++PQICAtC8eXNEREQoHVIsSQJmzQJatgTCw+V9X30FnDoFlC2rTGwWZv16oFIl4P59ebudHfDHH8DixYCTkzKxEREREZnCBAYRESXaggUL0KtXL0iSBAA4ePAg2rVrhxjDZUmVEBMDfP89MGSISGToq10bOHYMyJVLmdgsiFoNjBgBtGljut7FoUMs1klERESWiTUwiIgo0Xx9fZEpUya8efNG15YzZ844a2GYzYcPQNu2ptf+7N4dWLAAsLc3f1wW5u1bUe9i717jvgoVxCoknDJCREREloojMIiIKNGKFi2KvXv3Il26dACA0aNHY86cOcomMJ48AapVM528mDRJzIVg8gJXroh6F6aSFz16iIVamLwgIiIiS8YRGERElCTlypXDjh07cPbsWQwZMkTZYC5eBBo3Bp49k7c7OgLLlgHt2ikSlqVZsQLo08e4LIidHTBnDtC3L6eMEBERkeVjAoOIiJKsWrVqqFatmrJB7NghEhSGhRwyZQK2bgWqVlUmLgsSGQkMHgz89Zdxn7c3sGED4ONj/riIiIiIPgenkBARkZHQ0FCcOnVK6TDiNm8e0KyZcfKiUCGx0giTF3jyBPDzM528qFgROH+eyQsiIiJKXZjAICIimXfv3qFOnTqoWbMmjh8/rnQ4cmo1MGgQMGAAoNHI+3x9gZMngQIFFAnNkly54omqVZ1w+rRxX79+ot5F9uzmj4uIiIjoS3AKCRER6bx48QJ169bFlStXAAANGzbEkSNHUKZMGYUjgxht0aEDsG2bcV+nTsCiRaL2hRWTJGDjxoL499+i0GjkRS2cncViLJ07KxQcERER0RfiCAwiItL57bffdMkLAAgJCUHHjh2hVqsVjApAUJAYYWEqeTFuHLB8udUnL96/B9q1c8CKFcWMkhf584vBKUxeEBERUWrGBAYREelMnDgRjRs31n2dNWtWrF+/Hra2tsoFdfWqKNpw4YK83d5eLK8xdqzVL6Fx9apYInX7duOfU5MmwLlzQKlSCgRGRERElIyYwCAiIh17e3usW7cONWrUQL58+XDs2DEUL15cuYD27hUFOQMD5e0eHsD+/WLqiJVbtQqoVAm4e1ferlJJmDgR2LIFyJBBiciIiIiIkhdrYBARkYyzszO2bt2Kjx8/ImvWrMoFsmAB0L+/KNypL18+YNcuoHBhZeKyEFFRwI8/AnPnGve5u0di1SqgcWPrnlZDREREaQsTGEREZMTd3R3u7u7KHFyjAX7+GZg+3bivShUxpMDLy+xhWZKnT4FvvhF1LQwVKPAOP/10FrVqVTN/YEREREQpiFNIiIis0MaNG/Hdd99BkiSlQ5ELCwPatDGdvGjbFjh40OqTF0eOAGXLmk5e9OwZgylTjsHLK9zscRERERGlNI7AICKyMsuWLUPPnj2h0Wjg7OyMmTNnQmUJRTCDgoCmTUXFSUMjRwITJgA21pt3lyRgxgxgxAjjWTVOTsBffwFt20Zj3z6NMgESERERpTAmMIiIrMi8efMwYMAA3dezZs1ChgwZMGbMGAWjglhGo1Ej42KddnaiFkaPHsrEZSFCQoDu3YFNm4z78uYFNm4EypQBwjnwgoiIiNIwJjCIiKxIrly5YGtrC7XeW/jPnj2DJEnKjcLYvVtMD/nwQd6ePr24M69VS5m4LMSVK0Dr1sarjABAw4bAypViURYiIiKitM56x+ISEVmhpk2b4p9//tElK3766Sf89ddfyiUv/vgDaNzYOHmRL58o8mDlyYslS4CKFU0tkQr8+iuwfTuTF0RERGQ9OAKDiMjKdOzYESEhIQgODsaIESOUCUKtBoYMAebMMe7jSiMICxMryC5bZtyXMSPw779A/fpmD4uIiIhIUUxgEBFZoe+++065g3/4ALRvD+zcadzXoQOweLGoSmmlbt0SS6Reu2bcV748sG4dkCeP2cMiIiIiUhynkBARpUFhYWF4/Pix0mEYCwwEfHxMJy/GjhUFHaw4ebFmjUhSmEpeDBgABAQweUFERETWiwkMIqI05v3796hXrx78/Pzw5MkTpcOJde4cUKGCqEqpz8FBJC7GjRPFHaxQZCTQr58YmPLxo7zP3R1Yu1bMtnF0VCY+IiIiIkvAKSRERGnIq1evUK9ePVy8eBEAUKdOHfj7+8NL6XoSmzcDHTsar/OZKZOod+Hjo0hYluDBA6BNG+D8eeO+kiWB9euBQoXMHxcRERGRpeEIDCKiNOSHH37QJS8A4NatW+jQoYNyAUkSMH060KqVcfKicGHg9GmrTl5s3QqULWs6edGzJ3DqFJMXRERERFpMYBARpSFz5sxBkSJFdF9nyZIFs2bNUiaY6GigTx9g+HCRyNBXo4ZYJjV/fmViU1h0NPDjj0Dz5sD79/I+Z2ex+siiReIxEREREQmcQkJElIZ4eXlh//798Pk0quHAgQMoUKCA+QMJDgZatwYOHjTu69kT+PNPUfvCCj15ArRtC5w4YdxXuDCwYQPw1Vfmj4uIiIjI0jGBQUSUxuTIkQMHDx6Eo6MjcuTIYf4AHjwAGjUS64EamjYNGDbMaot17tsnSoG8fm3c164dsHChKNpJRERERMaYwCAiSoPyKzU148QJMS/i1St5u5OTWGmkVStFwlKaWg2MHw9MnGg8m8bBAfj9d6BvX6vN6xARERElChMYRESp0NatW/H8+XP06dNH6VBirVoF9Ogh1gTV5+0NbNsmllC1Qi9eAB06AIcOGfflzStWGSlXzvxxEREREaU2TGAQEaUyK1euRLdu3aDRaODm5oaOHTsqG5BGA4wbB0yYYNxXogSwYweQK5fZw7IEhw6JKSPPnxv3NWsGLF0KeHiYPy4iIiKi1IirkBARpSJ//vknOnfuDLVaDUmS0LVrV2zbtk25gMLDgfbtTScvGjQAjh2zyuSFWg2MHQvUrm2cvLCzA2bOBDZvZvKCiIiIKCmYwCAiSkVeG1R/VKvV2Lt3rzLBPH8OVK8OrFtn3DdggJg2ki6d2cNS2tOnQK1awK+/Gte7yJ4dOHIEGDKE9S6IiIiIkooJDCKiVOSXX37B4MGDdV8PGTIE8+bNM38gV66ImhZnzsjbbW2BefOAOXPEUAMrs2sXULo0cPSocV/9+sDFi0DVqmYPi4iIiChNsL7/LomIUjGVSoWZM2fi/fv3yJs3L0aNGgWVud/K37FDTBv5+FHeni6dGI1Rr55547EA0dHAqFHA9OnGfXZ2wOTJwNChgA3fNiAiIiL6bExgEBGlMiqVCosWLTJ/4kKSxHqfQ4caz43Im1ckNooVM29MFuDRI5HPOXXKuC9XLmDNGqByZbOHRURERJTm8L0gIiILFB4ejg8fPsTZb/bkRXQ00LevKN5gmLyoWhU4fdoqkxebNgFlyphOXrRoAVy6xOQFERERUXJhAoOIyMJ8+PABDRs2RLNmzRAREaF0OMC7d6KAw8KFxn2dOgEHDwJeXuaPS0EREaJOaatWQHCwvM/BAZg7F9i4kauMEBERESUnTiEhIrIgb968QYMGDXD27FkAQJs2bbBx40bY29srE9C9e0CjRsCdO8Z9EycCI0da3XIad+8CbduKgpyGChQA1q4FypY1f1xEREREaR1HYBARWZBvvvlGl7wAgO3bt2PAgAHKBHP0KFCxonHywskJWL9eVK20suTFqlUiOWEqedG+PXD+PJMXRERERCmFCQwiIgsyc+ZMpEuXTvd15syZ8d1335k/kKVLgTp1gLdv5e1ZsgD+/kDr1uaPSUFhYcC33wIdOxovvuLsDCxaBPz7r1iIhYiIiIhSBhMYREQWpEyZMti5cyecnZ2RM2dOBAQEoFSpUuYLQKMBfvoJ6NFDFO7UV6oUcOYMUL68+eKxANevAxUqAIsXG/cVKyZOSc+eVjcYhYiIiMjsWAODiMjC+Pj4YOfOncifPz9y5cplvgOHhoqinFu2GPc1bSqGGLi5mS8ehUmSGIjy/fdAeLhxf48ewJw5gKur+WMjIiIiskZMYBARWaAaNWqY94BPnogkhaniDj/+CEydCtjamjcmBQUHA336AOvWGfe5uQHz54vpJERERERkPkxgEBEpYOfOnXB3d4evr6/SoYg5EM2aAc+fy9vt7IC//hLFH6zIiRNAhw7A48fGfaVLi1VGChUye1hEREREVo81MIiIzGz16tVo3rw5GjdujPPnzysbzNq1gJ+fcfLCwwPYt8+qkhdqNTBhAuDrazp50b8/cPIkkxdERERESmECg4jIjBYuXIiOHTsiJiYGHz58QP369XHz5k3zB6LRAOPGAe3aARER8r6CBYFTpwBzT2NRUGAgUKsWMGaMSGTo8/AANm4E5s0TK8gSERERkTKYwCAiMhNJkrB7925IkqRre/36NZYsWWLeQMLCgPbtgfHjjftq1RLJCysaZrB5s1hg5ehR4z5fX+DyZaBlS/PHRURERERyTGAQEZmJSqXC6tWrUatWLV3bgAEDMG3aNPMF8eyZmDJiqjpl377AAvfEzwAAu/NJREFU7t1Axozmi0dBYWHiKbdsCbx7J++ztRXTSQ4dAnLmVCY+IiIiIpJjEU8iIjNycnLCli1bULt2bdSrVw/jxo2DSqUyz8HPnxcrjTx7Jm+3sQFmzxZFHswVi8KuXBGDUG7cMO7LnRtYtQqoUsX8cRERERFR3JjAICIyMzc3Nxw9ehSOjo7mO+iGDUCXLkB4uLw9XToxGqNePfPFoiBJAv74Q6wMGxlp3N+2rVgiNUMGs4dGRERERAngFBIiohQQGRkJjUYTZ7/ZkheSBEycCHzzjXHyIn9+Ue/CSpIXr1+L1WIHDDBOXri4AIsXA6tXM3lBREREZKmYwCAiSmYfP35Eo0aNMHjwYFnBTrMLDwc6dgR++cW4z88POH0aKFrU/HEp4OBBoGRJYPt2474yZYALF4AePaxmBg0RERFRqsQEBhFRMnr79i3q1KmDgwcPYs6cORg3bpwygTx/LpZBXb3auO/bb4F9+4BMmcwfl5lFRwMjRgB16gBBQcb9Q4YAJ08ChQubPzYiIiIiShomMAA8fvwYQ4cORZEiReDq6oqMGTOifPnymD59OsLCwr5o32FhYdi0aRO+++47lC9fHh4eHrC3t0emTJlQuXJljBs3Ds+fP0+mZ0JESlKr1ahbty5OnTqla/v1118xZ84c8wZy8SJQvrwYYaHPxgaYNQtYuBBwcDBvTAq4fx/w8QGmThUzafRlziwWXJk5EzBnKRIiIiIi+nxWX8Rz+/bt6NSpE0JCQnRtYWFhOHfuHM6dO4dFixZh586dKFCgQJL3feXKFVStWhUfP3406nv79i1OnTqFU6dOYdasWVi4cCHatm37Rc+FiJRla2uLoUOHomPHjrqpI56envDx8TFfEFu2iGkjhslXd3dgzRqgYUPzxaIQSQJWrAC+/x748MG4v1494J9/AG9v88dGRERERJ/PqkdgXLx4EW3btkVISAjc3NwwadIknDhxAgcPHkSvXr0AAHfu3EGjRo3wwdR/wQkICQnRJS+qVq2KKVOmYP/+/bhw4QL27t2LPn36wMbGBiEhIejYsSN2796drM+PiMyvffv2mD9/PgAge/bs8Pf3R9myZVP+wJIETJkCtGhhnLzIm1fMk7CC5MXbt0C7dkDXrsbJC3t7MeJi1y4mL4iIiIhSI6segTFw4ECEh4fDzs4O+/btQ+XKlXV9NWvWRMGCBTF8+HDcuXMHM2fOTPJcdhsbG7Rp0wZjx45FsWLFjPrr1q2LBg0aoEWLFlCr1RgwYADu3r0LFavIEaVqvXv3hkqlQp06dZAnT56UP2BEBNC7txh2YKhaNWDjRsDLK+XjUNihQ2Kl2KdPjfsKFRLlQMyRSyIiIiKilGG1IzDOnDmDgIAAAEDPnj1lyQutoUOHouinCv2zZ89GdHR0ko5RpUoVrF271mTyQqtZs2Zo2bIlAOD+/fu4ePFiko5BRJapV69e5kleaIt1mkpedO8O7N+f5pMXkZHAsGFA7dqmkxfduwPnzzN5QZTSjhw5ApVKBZVKhSNHjigdjlVYtmyZ7pw/evRI6XCIiFKc1SYwtmzZonvcvXt3k9vY2NigS5cuAIDg4GAcPnw4RWKpUaOG7vH9+/dT5BhElLwOHTqE//77T9kgtMU69YqGAhBrgU6fDixenOYrVF6/DlSsCMyYYVyo08MD2LABWLIEcHNTJj4icwkNDcX8+fPRsGFDZM+eHU5OTnB0dISXlxfKly+PHj164O+//0ZgYKDSoVqtbt266ZIN+h9OTk7w9vZG4cKF0aJFC0yaNAkXLlxQOlyyYpGRkTh16hTmzp2Lzp07o3DhwrCxsdFds0n1pQsm3Lt3D6tXr8bgwYNRtWpVuLi46GJZtmzZZzzDhIWGhuKPP/5ArVq1kD17djg6OsLb2xtly5bFgAEDsG/fvhQ5LiXMaqeQHDt2DADg6uqKcuXKxbmdn5+f7vHx48dRt27dZI8lMjJS99jW1jbZ909Eyev48eP4/fffkTdvXgQEBCBz5szmD2LjRjFfwvAPv5sbsGoV0KSJ+WMyI0kC5s0Dhg8XM2gM1a4NLFsGZM9u9tCIzO7kyZNo166dyaTq69ev8fr1a5w7dw5Lly6Ft7c3Vz+zMJGRkXj58iVevnyJO3fuYMuWLRg9ejTKly+PadOmyd7oooSNGzcO48ePBwBdQW1Kmr59+yZbYuBLF0w4evQoqlevniyxJNbhw4fRvXt3PH78WNau/T29ePEiAgICUuS+kBJmtQmMmzdvAgAKFCgAO7u4T0ORIkWMvie5HT16VPdYO2WFiCzTgQMH8Oeff0Kj0eDOnTuoV68eDh8+jAwZMpgnAEkCJkwAxo417suTB9i2DShRwjyxKOT5czEtZM8e4z4HB7Fs6sCBYtVYorRO+zqkLTbetGlTtG7dGoUKFYKDgwNev36Ny5cvY//+/Sk2kpSSbu/evciWLRsAQKPRIDg4GC9evMCpU6ewZcsWPHjwAGfPnkXt2rUxevRo3Q25oW7duqFbt25mjJysgX7ix93dHWXLlsXt27eTnPzULpgQHh4ONzc3jBgxAjVq1EB4eDjWrFmDv//+W7dgwrlz5+Du7h5vLDY2NihatChcXV1x5syZz3+C8Thw4ACaNGmCiIgIZMiQAX379kX16tWROXNmhIWF4ebNm9ixYwdevHiRIsenhFllAiMiIgKvX78GAOTIkSPebT08PODq6orQ0NAUGXZ5+fJl7Ny5EwBQokSJz0pgPHnyJN7+oKAg3ePw8HCEh4cn+RjmEKH3NmqEqbdUiRQWEhKCbdu2QaPR6NouXbqE2bNnY/jw4SkfQFgY7Pv0gd3GjUZd6qpVEbVqlah3YaG/48lh+3Yb9O/vgNevjYewFi+uwZIlUShRQoLewDarwtdR6/Pzzz/rkhcLFixA586djbbx8fFB//798erVK2zcuDHF/g/QH1EaGRlp8jjWfI2q1Wrd41y5ciF37txG2zRu3Bi//vorVq5ciSFDhiAsLAy//vorPDw80KdPH3OGm2rp16z73Gvdmq9TAKhVqxaqVKmCcuXKoUiRIrCxsUG9evV0CYzEntcBAwboFkzYvn07KlasqOurXLky8uTJg1GjRuHOnTuYOnUqRo8ebbSPTJkyYfLkyShXrhzKlCkDNzc3rFixQpfAiIqKSrbXtFevXqFdu3aIiIhAyZIlsXXrVngbLFtWtmxZdOzYMVmP+zlSyzWaEufIKhMY+kuiuiViYrQ2gaFdEjW5REZG4ttvv9X9QZs0adJn7SdnzpyJ3tbf3x+enp6fdRxz8vf3VzoEIpPGjh2LkSNH6jLv9evXR8mSJVN8LqTTmzeoOHkynE3UyXlcuzYu9+kDKQ0XAY6IsMXixV9h//48JvsbN76PLl1uIChIA72crVXj62jap1ardW+CFChQAN7e3gm+FuXLly/FXq+uXr2qe3z27NkE/6m2tmv0qV6VYX9/f6MbI31ZsmTB6NGj8csvv0CtVmP48OFInz49MmbMaI5QUzX9enLJca1b23UKAOnSpUO6dOnw5MkT3Rulb9++1fUn5rzeuXMHx48fByASIu/fvzf6vqJFiyJHjhx48uQJZs+ejbJly5ocGV+sWDGEh4fjxIkTAIBr167p+q5du5Zsr2nz5s3Dmzdv4OjoiO+//x6XL19Olv2mNEu+RrWDBpKTVSYw9P+gOjg4JLi946cieMmdQfr+++9x7tw5AEDXrl3RJI3PWSdKCzJlyoTx48djxIgRqFmzJjp16pTiSx9nuHMHFadMgdO7d7J2ycYG17p3x4PGjUXhzjTq7t0MmDWrHJ49M044e3hE4IcfLqBMmVcKREakrJCQEERFRQEAsmbN+kX76tWrF169eoUaNWpg4MCBuHv3LrZt24YbN24gJCQE6dKlQ6lSpdCyZcsER6/qO3bsGPbu3YvHjx8jIiICnp6eqFChAlq1amVyuLihU6dOwd/fH3fu3MH79+9hb2+PrFmzonz58mjcuHGcb0TNnj0bhw8fhpeXF/7++2+8ffsW27dvx7lz5/Dq1StERERgwoQJKKE35U6tVuPo0aM4ceIE7t+/jw8fPsDZ2Rk5cuRApUqVUL9+fd3/hOZQrFgxNGnSBFu2bEF0dDS2bdtmNF3k4MGDmDt3LgAxAscwKaLRaHDt2jWcP38et2/fxtOnTxEWFgZHR0dkzpwZpUqVQuPGjeEVz2pVo0aNwvXr11G8eHFMmjQJQUFB2LJlCy5duoR3794hffr0KFmyJNq2bSurCfX48WNs3boV169fx9u3b5EuXTqUL18e7dq1S9S0y6T+7PXPhVbz5s2N9mvqPH3Jz97w/Dx79gw7duzAxYsX8ebNG0RFRZk8Zlp3+vRp3eNatWqZ3MbGxgY1atTAihUrEBoaiqtXr6JMmTLmClHm48ePukSAn59fitY3M+fvlOFr4bt377BlyxacPXsWr1+/hpubG4oUKYJ27dohV65cuu978eIFtm3bhosXL+L169dwdnZGqVKl0L59+y/+e/OlrDKB4eTkpHus/cMfH+2QSGdn52SLYcqUKVi0aBEAoHz58vjjjz8+e18JTW0JCgpChQoVAAC+vr5J+sfDnCIiInQvHL6+vrKfE5El0F6jWbJkwZkzZ5DdDBUibdeuhf0vv0BlMCdCSp8eUcuXo0CdOjBd9ir1U6uBGTPsMGmSHWJijBM0TZuqMW+eBE9PZf7ZsUR8HbUu+u+IBgcHf1FBOe3/ONmzZ0dQUBBGjBiBmJgYXf+bN29w6NAhHD9+HIsXL9YtAa9P/3orV64cVqxYgdWrV8u2efbsGbZs2YLTp0/j0KFDJqdRAMC7d+/QsWNHo+VYo6Ojcf/+fdy/fx+HDh3CunXrdP/j6NuwYYPueWXIkAHffvut0TuB5cuXh6+vLwDxv1Tr1q1lo0gAMWr35s2buHnzJvz9/bFp0yYULFjQZMwJ0cYEiN/PuJ67vmLFiummLl67ds3oZ6w/D9/UPidOnIjJkycb7TcsLAyPHj3Co0ePsH//fixevBjNmjUzGcPMmTMBABkzZoSdnR2GDx8uG8386tUrHDx4EFevXsXevXtRuHBhrFu3DsOGDZP9n/3mzRvs2bMHN27cwKFDh3Q1QAx97s8+sTUJDM/Tl/7s9c9PZGQkhg0bhtDQ0HiPmRppnyeARL3WTJ8+HYAYyd63b984aw6mT58eKz4tBR8VFZWofev/rL/66qtkKaa5atUq3fXap08f3T7DwsIQFBQEV1dXeHt7J8ubVsn9O3X9+nUcPnzY5O+U/mthlixZ0KdPH9n5e/v2LU6cOIHLly9j69atqFKlCo4cOYLhw4fj/fv3uu2ioqLg7++Pq1evYv/+/ShWrFiinmtCpQ4+i2SFwsPDJQASAKlRo0YJbu/q6ioBkCpVqpQsx58/f77u+EWKFJFevXqVLPuNS2BgoO54gYGBKXqsLxEWFiZt2bJF2rJlixQWFqZ0OGTlNBqNUZtZr1G1WpJGjJAkUbZT/lGggCTdvJmyx1fYw4eS5ONj+um7ukrSokWSZOJHZPX4Omp9cufOrfsbP3XqVEmtVn/RfkqVKiXZ29tL2bJlk+bOnSudPn1aOnr0qPTTTz9Jjo6OEgDJ3t5eOnv2rNE+Dh8+rIulSpUqEgCpefPm0qZNm6Tz589Lu3btkurXr6/b5ptvvjEZS0REhFS2bFkJgGRrayt17txZWr16tXTq1CkpICBAmjRpkpQpUyYJgOTh4SE9evTIaB9du3aVAEiZMmWSsmXLJrm5uUmjRo2Sjhw5Ip05c0ZavHixdOvWLUmSJOn169dSzpw5JQCSo6Oj9P3330vr16+Xzp49Kx0+fFgaMWKE5OLiIgGQ8uXLJwUHB3/WOdbGBEB6+PBhor+vWLFiuu8LCgqS9S1dujTefY4aNUrKmjWr1K9fP2nFihXS8ePHpfPnz0tbtmyRhg8fLrm5uUkAJCcnJ+nGjRsmj+/n5ycBkAoWLCh5eHhIOXPm1F0bAQEB0qBBgySVSiUBkKpWrSqdOXNGsrOzk4oWLSotWrRIOnPmjHT48GGpc+fOuljbtm1r8lhf8rN/9+6ddPXqVem7777THefq1atGH1FRUbrvietnHxAQIE2YMEFq1apVgj977fnJmzev5ObmJnl5eUlTp06Vjh8/Lp06dUqaO3duiv+vbw7a55nY20dPT0/da0p83r59m+BrgiH9637p0qWJ+p6E9OvXT7fPx48fS2fOnJHq1Kkj2djY6Nq9vLyk/v37S8+fP/+iYyXH79SePXuk6tWrJ/g7pX3d8fLykvLmzStlzJhRmjx5su76HDdunOTg4CABkPLkySPdvXtXcnd3l3LkyCHNnj1bOnXqlHTs2DFp8ODBupgqVqyY6OeaEvehVpnAkCRJ9+KXEr9U8Vm1apXuFyF37txmSSgwgUGUNB8/fpTq168v/fPPP7J2s12jISGS1KyZ6bv3WrUk6c2blDu2wjQaSfrnH0lKl870069QQZLu3FE6SsvF11HrM2PGDN3feO0/oD/88IO0Zs0a6cGDB4nej34iJHfu3EY3ypIkSYcOHZLs7OwkAFL58uWN+vUTGACkiRMnGm0TGhoqlS5dWgIg2dnZSS9fvjTaZuTIkRIAKUOGDNK5c+dMxvvo0SMpa9asEgCpQ4cORv36yQI3Nzfp0qVLcT73Dh066J53XOfswoULuje0Ro4cGee+4vO5CYxOnTrpvs/f31/Wl1AC4+HDh7IbdkOBgYFS9uzZJQBSp06dTG6jf+NasGBBkz+zH3/8UXaTV6VKFSk0NNRou2+++SbFf/Zjx45N9I12XD97/dfSEydOxPuz1z8/2bJlkx4/fpzgcROi//v4uR9jx4794jj0JSWBkdJvFqdEAkM/GbBs2TLda52pjyxZssT7mpKQ5Pid0l6j2mRxXL9T+q87np6e0r1794y2mTdvnuxYccU0bNgw3XYXLlxI1HNNiftQq11kTjvs5d69e7IhkoZu3bqle/ylS5xu27YNXbp0gUajQdasWXHw4EGLnc5BZK2Cg//P3n1HRXW0YQB/FhAQFFCs2LBhLyhg7CWCsWvsRqPGXpJo1FhiLEmMXWNsiZ89MdaosfeGHewt9oK9gSK9zPfHZK8LW2i7ywLP7xyOK3funbm7s8ve9868E4ImTZpg9+7d+OKLL7B582bzNuD+faB2beCff7S3DRkC7NoFZNIkbi9fAu3bAz16ABrLxQOQS6KOHw8cOwakcvQ2UaY0bNgwfPHFF8r/79+/j19//RWdO3dGiRIlUKBAAXTu3Bnbtm1LsByhIbNmzUKBAgW0ft+wYUP07dsXgEzSqc7jpUv16tUxduxYrd+rVCplqkJsbCxOnjyZYPv79++VabU//vgjqlevrvP4xYoVw/fffw8A2LBhg9aQfU3ffvstqlSponPb/fv3sW7dOgAygV/x4sV1lvP09MTgwYMBACtWrNBblym4uroqj4MT5UJKiru7O7Jly6Z3e+HChTFy5EgA8ntqUn3k119/1ZkvY9CgQcrjV69eYcmSJXBwcNAqN3DgQADme+0NSe5rX7Vq1WS/9lOnTk2QRyCrSs2CCQCMvmBCSmhOyRswYABUKhV++uknPHz4EFFRUbh69aqSg+bZs2do06YN3iX+spIKaX1PNW3aFIDu91RiP/74I0qWLKn1+y+++EKZAvjy5Uu9bVK/fwHA39/fYF2mlGUDGHXq1AEAhIWF4ezZs3rLHTlyRHlcu3btVNd34MABdOzYEbGxsXB1dcW+fft0diAiSj9hYWFo2LChkjU7Li4OnTt3xr59+8zTgGPHAG9vINE8XNjYAIsWAfPmAQa+iGZk27cDlSoBmzZpbyteHPD3ByZNyrSnT5RqVlZWWLp0Kfbu3YtPPvlEa5758+fPsW7dOrRq1Qo+Pj4JVmjQJVeuXHpzIQBIECzZv3+/3nJdu3bVO1dc8/vP3bt3E2w7cuSIMu+6ffv2Btuqzl8RExNj8LvcZ599pnfbjh07EBcXBwcHB+VCIKn6njx5gocPHxosa0yaF4CaF4ap8e7dO9y7dw9Xr17FlStXcOXKFeWiSL1NHxcXFzRp0kTntuLFiytJWStXrqz3pp9mIMkcr70hxn7tbW1t0aFDh1S1JbG9e/fi8uXLafrRvAA2N0tZMCElNANhkZGRWLp0Kb777jsUKVIEtra2KF++PJYvX45+/foBkAGwRYsWpalOY7yn3N3dlceJ31OaVCoVOnbsqHNb9uzZlfwuuXLlSlabDNVlalkyiScgsxJPmTIFALB8+fIE6xKrxcfHY9WqVQBkB2vYsGGq6jpx4gRat26NqKgoODs7Y8+ePahQoULqG09EJuHg4ICPP/4YFy5cUH6XI0eOZGVLT7Nly4ABAwCN9esByNEWGzcCqfz8sXShocA33wD/5TTW0qMH8OuvgJOTedtFlNH4+vrC19cX7969w/Hjx5UREkePHlUuCgMDA1G3bl2cPXtWbxZ5T09Pvcn2AHk32tbWFtHR0VpJDzWVLVtW7zZDF+SaozpSkun+2bNneusqUaKE3v3U9YWHhxs8b131metOu+Zz5JSKD8MHDx5g5syZ2LZtGx48eGCw7KtXr/Q+X6VLlzaYwNDFxQWhoaHw8PAwWEbN1K99Uoz92pcuXdpoiZMNPYcZgSUsmJBSmm2uXLkyunfvrrPczz//jJUrVyIqKgrr1q3DqFGjUl2nMd5T6tErgOEAZ548eQwuw6x+b5YqVSpZbUprMDUtsuwIDB8fH9StWxcAsHTpUp1DbmbNmoXr168DAL7++mutIXiHDx+GSqWCSqXSWtZK7cKFC2jevDnCwsLg6OiIHTt26B0SR0TpS6VSYcaMGejTpw8A+QXqyJEj8Pb2Nl2lcXHA8OFA797awYty5YAzZzJt8MLfH6hSRXfwIk8e4O+/gRUrGLwgSgknJyc0bdoU48ePx9atW/H8+XMsW7YMuXLlAiBXJlMPv9clqaUDbWxslC/BmkOuE9M11FnNyurD18+4uLgE2168eGGwfn3Cw8N1/j6pALSx6zMFzdVTDF2A6LJr1y6UL18e8+fPTzJ4ARi+A27oNQU+vK6W8tonxdj1qd9jhARLJCdnWoh69ENyppuYimabDa1q4urqCi8vLwDAxYsXkxWg0cfU7ylj16VZzlBdppZlR2AAcl3c2rVrIyIiAn5+fhg7diwaNmyIiIgIrF27FosXLwYgo6DDhw9P8fHv3LmDJk2aICQkBIBcysrZ2RlXrlzRu0++fPlMuu4wERmmUqnw22+/wcnJCYMGDTLtVK+QEKBLF2D3bu1tzZoBf/0FODubrv50EhUFfP89MHOmTM2ZWIsWwP/+B+iYgk9EKWRnZ4devXrBzc0Nn3zyCQBg06ZNWLx4cYIvvmrGWCIwLTS/FJ87d85g/gZN+nKKWVtbJ6u+PHny4NChQ8lsJfTmSzCF8+fPK49Tcmf+1atX6Nq1K8LDw5EjRw6MGDECTZo0QcmSJeHs7KwM7T948CA+/vhjAEh2nhRTMPZrn9z6dL32kZGROHHiBACgVq1aCe7O63vtk+prKXHz5s00XRgD6XtNYW9vD1dXV7x+/TrJZTSDg4OVAEaRIkXM0TydihQpglOnTiWrHert8fHxePPmjc6cQWQ6WTqA4enpiXXr1qFbt2549+6dzmRTHh4e2LFjR4KoXHL5+/sniO4OGzYsyX0mTJiAiRMnprguIjIea2vrBOudm8SNG0CrVsDNm9rbRowApk4FjPhlyFJcvAh06wboiuPmyAH88gvwxRdAOl9DEWU6TZo0QZEiRRAUFITg4GC8fv1aZ5K258+fGzxObGysMvIipaMBkkMzYWXevHlNnuxcXV9oaCjKlStn1ItQYwgKCsKNGzcAAGXKlNH5mumzceNG5Sba5s2b0bhxY53lDI2kMSdLeu0jIiLw+PFjAECFChXMPrXBz88vWSNmDEnva4ry5cvD399fWTBB3zQdYy6YkBYVKlTAhg0bACQ9ukBze0qmH5FxZNkpJGotW7bEpUuXMGzYMHh4eMDBwQEuLi7w8vLCtGnTcP78eZQqVSq9m0lERnbq1Kn0Sxa1Zw9Qo4Z28MLWFli+HJgxI9MFL+LiZEzG21t38KJOHRnc6N2bwQsiU3Fzc1Me6xtpceHCBYOrs2kOma5YsaJxGwh5c0lNnVDZlNT1RUVFGVxVJb38+uuviI+PBwC0bds2RftevXoVgAw06QteALCY8zbWa5/cUUSW/tpndOZeMCGt1IlagaQTVKqTIdvb25skkEuGZfkABiCXY5o9ezZu3LiBsLAwBAcHIyAgAN9++63BeUANGjSAEAJCCJ3LKvXs2VPZntwfjr4gMr3Nmzejfv366NChA2IS550wJSGA2bPl9JD/kuop8uUDDh4E9OTTycju3AHq1QPGjNFO82FrC0yfDhw+DBjIs0dEaRQeHo5r164BkHkyNO92a3rz5g22bdum9zjLli1THhu6KE6txo0bK9+9fv31V5NPaWjZsqVywfvLL7+YtK6UOnbsmNIme3t7DB06NEX7qwNRkZGRShAksfDwcPzxxx9paabRGOu115zuoU4OqYslv/b3799P8TWEpV1TtGnTRnm8fPlynWWMtWCCMdSrV08Z4bRt2za9ozDu3bunJHuvXbu2zql4ZFp8xokoS1m1ahU6dOiA6Oho7NixA59//rl5EhFFRgK9esmEnYm/SHp6AgEBQDreeTAFIYDFi2Wizv+mEidQpQoQGAiMHJnpBpwQmcX79+9Ro0YNbN++Xe8FKiAvEr788ksla3yrVq0M3qX+5ptvdE4lOXLkiJIfrHr16iZJcOzi4oIhQ4YAkKu4DRs2zOC5PX/+HEv0LWOUDGXKlFGWvly7di1mz55tsPy9e/ewZs2aVNeXHPHx8VixYgWaNGmiBCHmzp2L/Pnzp+g46mURw8PDsX79eq3tcXFx6NOnD548eZL2RhuBsV57zRVMDC0bbImvfWZijAUTjKlnz57K4guHDx/W2m5tbY0RI0YAkCv3/Pjjj1plYmNjMWjQIKVfDhgwwGTtJf04aYeIsozg4GAMHTo0QcBi7dq18PX1xRdffGG6ip8+BT79FPgvOVQCHTvKaSNJZH3OaJ4+ldNBdu3S3mZlBYwaBUyYAPy39DsRpdKZM2fQsmVLFCpUCG3atEHNmjVRrFgx5MyZEyEhITh//jyWLVumLHnq7Oys84u5WpUqVXDt2jVUr14dY8aMgY+PD6KiorBz507MmTNHmcu+YMECk53TDz/8gCNHjuD06dOYO3cuDh8+jL59+6Jq1apwdHREcHAwrl69iv3792PXrl2oVKmSsnpUaixatAiBgYG4e/cuhg8fjn/++Qeff/45KlSoADs7O7x+/RoXL17E7t27cfDgQbRt2xZdunRJ0znevHlTWZ0hPj4eb9++xbNnz3D69Gls3rxZGcJuZWWFCRMmoF+/fimuo2PHjhg7diyioqLQq1cvXLhwAb6+vnB2dsbVq1cxb948nD17FrVr1zbLdJ3kMMZrX6tWLeXxsGHD8N1336FgwYJK0M7d3V3JW6DvtS9VqhTu3r2L0NBQXL9+HQcOHDDaa58RPHv2DLsTJRjXXK428cjzOnXq6Jxyb6wFEzZu3JhgNZNjx47pfAwABQoUUBIWp9RXX32FdevW4dy5c5g0aRJu3LiBHj16IF++fLhz5w7mzJmjBGKaNWuGdu3apaoeShsGMIgoy8iVKxe2b98OX19fZRm0fv36oUePHqarNDAQaNMG+C8ZWAI//QSMHZvpkj5s2AAMGADoygtXogSwalWmG2xClC5sbGxQoEABPHv2DI8fP8aCBQsMBhZKly6NNWvWwN3dXW+ZqlWrYsiQIRg4cKByN1yTra0tVq5ciRo1ahjjFHSys7PDvn370LNnT2zatAkXL17U2RY1pzSutZw7d24cP34cHTt2hL+/P44ePYqjR4+arD5AJlVNio+PD6ZPn4769eunqo7ChQtj0aJF6NOnDyIjIzFt2jRMmzYtQZlOnTqhb9++JpkOlBrGeO1LlSqFjh07Yv369di7dy/27t2bYPu9e/eU90B6vPYZwb///otevXrp3Z542/Lly3UGMIy1YMKIESP0JjVdunQpli5dqvy/fv36qQ5g2NvbY/v27WjZsiXOnj2LtWvXYu3atVrlmjVrhrVr16b7qk1ZFQMYRJSl1KpVC1u2bEGLFi3w9ddfY9q0aab7A7RmjVxSIzIy4e8dHYE//5SBjUzkzRvgyy/l6q+69O8vl05Nx2XeiTIVe3t7PH78GKdOncL+/ftx6tQp3LhxA8+fP0dkZCQcHR3h5uaGKlWqoHXr1mjXrp2ydKYhffr0QcWKFTFnzhwcO3YMr169Qt68efHxxx9j1KhRKF++vMnPLWfOnPj7779x7NgxrFy5Ev7+/njy5AkiIiLg5OSEkiVLwsfHB82bN4efn1+a6ytQoACOHj2KHTt2YM2aNTh58iSePXuGmJgYuLi4oHTp0qhZsyZatWqVINmfMdja2sLZ2RkuLi4oX748vL290bx5c1StWjXNx+7VqxfKlCmDGTNm4Pjx4wgJCUGePHlQpUoV9OrVCx07dtQ5nD49GeO1//PPP+Hl5YWNGzfixo0bCA0N1TsdRd9rHx0dDUdHR5QrVw61a9c2yWufFagXTJg7dy527NiBR48ewdbWFqVKlUKHDh0wZMgQgzkHza1gwYI4deoUli5dijVr1uDatWsICQmBq6srfHx80LNnzxQn1CXjUon0XPCZzOLRo0fKesVBQUEmX5YqtSIiIpQouZ+fn9mXrKKs5caNG/Dw8EhR8CLZfTQ+Hhg3DpgyRXubuzuwdStQqVIqWm25tm8H+vYFNEaYKgoUAJYulblLybT4OUqp5e7ujgcPHqBHjx46E5MbC/soZQTsp2TpMkofNcV1KEdgEFGWVKZMGdMc+N07oFs3QFcW/wYN5PyKPHlMU3c6CAkBhg0D9F3vdOgALFoE6FnwgIiIiIgo2bgKCRFlOuHh4ejUqRMCAgLMW/GdO0DNmrqDF4MGAXv3ZqrgxZ49ciCJruCFi4ucJbNuHYMXRERERGQcDGAQUaby9u1bfPLJJ1i/fj0++eQTXL161TwVHzgAeHsD164l/L2NjRyCsGABYMLlwcwpNBTo1w/45BPg0SPt7U2bAleuAJ99lunykxIRERFROmIAg4gyjTdv3qBRo0bw9/dX/u/r66ssR2cSQgDz5gFNmgDBwQm3uboC+/fLJTkyiYMH5aiL//1Pe1vOnDLXxY4dQKFC5m8bEREREWVuDGAQUabh6OgI10TzFSIiIvDq1SvTVBgdLYcifPUVEBeXcFulSkBAAJDK5e8szfv3wJAhwMcfA7pWMmvcWI66+OILjrogIiIiItNgEk8iyjTs7OywefNm+Pn54cSJE8ifPz/27t2LypUrG7+y58+B7t2BY8e0t7VtC6xalWnWC/X3B3r2BHQNZHF0BGbNknEcBi6IMq779++ndxOIiIiSxBEYRJSpODo6YseOHWjVqhX8/f1NErxwvnMHdnXr6g5ejB8PbNyYKYIX4eFyhZH69XUHLxo0AC5fBvr3Z/CCiIiIiEyPIzCIKNNxcXHBP//8Y5JjFzp6FJ7z58MqOjrhhuzZgZUr5bqhmcDJk3LUxc2b2tuyZwemTQMGDwasGAYnIiIiIjPhV08iypBu3LgBIYT5KoyLg83338Nr9mxYJw5eFC0KHD+eKYIXkZHAqFFAnTq6gxe1agEXLwJffsngBRERERGZF79+ElGGs23bNlSpUgXjx483T4UhIUDLlsg2a5b2trp1ZbJOT0/ztMWEAgKA6tWB6dOB+PiE2+zsgJkzgaNHgdKl06d9RERERJS1MYBBRBnKX3/9hbZt2yIqKgo//fQTZs6cadoK//0XqFED2LVLe9vAgXKZ1Hz5TNsGE4uMBEaPBj76CLh2TXu7jw9w4QIwfDhgbW325hERERERAWAAg4gykHv37qFHjx6I01iydOTIkdi7d69pKtyxQwYvEs2liLe2RvSvvwILFwK2tqap20xOnACqVpU5LRKPurC1BaZMkbNjypZNl+YRERERESkYwCCiDKN48eJYtGhRgt/16tULjRo1Mm5FQsgr95YtgXfvEmyKcnbG8R9+QFyfPsat08zCw4FvvpG5Lm7c0N5erRpw9qwcmWHDdM9EREREZAH4tZSIMpQ+ffrg7du3GDFiBIYOHYpZs2bBypjZJMPCgN69gXXrtDbFV62KI4MHIyJvXuPVlw6OHJGneOeO9rZs2YDvv5eBi2zZzN82IiIiIiJ9GMAgogxn+PDh8PT0RMOGDaFSqYx34AcPgDZtZMKHxLp0QdS8eYg4dsx49ZnZ+/cyMLFgge7tXl7AsmVApUrmbRcRERERUXJwCgkRZUiNGjUybvDi6FF5BZ84eKFSyQQRq1cDDg7Gq8/M9u8HKlbUHbywswOmTgVOnmTwgoiIiIgsFwMYRGRxIiMj8eWXX+L58+fmqXDRIuDjj4FXrxL+3tkZ2L4d+PZbGcjIgN6+Bfr2BXx95QCTxGrWlDGbUaOY64KIiIiILBsDGERkUUJDQ9GsWTPMnz8ffn5+CA4ONl1l0dHAgAHAoEFAbGzCbWXKAKdPA82ama5+E9u5E6hQAViyRHtb9uzAnDmAvz9XGCEiIiKijIEBDCKyGK9fv8bHH3+MQ4cOAQAuXbqE5s2b4/3798av7PlzOeri99+1tzVrJoMXZcoYv14zePMG6NEDaN4cePxYe3v9+sClS8DQoYC1tdmbR0RERESUKgxgEJHFiI6OxuvXrxP87tq1a7h9+7ZxKzp7FvD2BnQl5BwzBti6VU4fyYC2bJGjLlat0t7m6ChzYBw8CJQqZfamERERERGlCQMYRGQxChYsiP3798PNzQ0AkDdvXhw6dAhVq1Y1XiV//gnUqQMEBSX8ffbswJo1wM8/Z8hhCS9fAl26AG3bAs+eaW/39QWuXJGzZYy56iwRERERkbnwaywRWZTixYtj37598PT0hL+/Pzw9PY1z4NhYYPhwoHt3IDIy4bYiReRojM6djVOXGQkBrF0rR12sXau93clJ5sDYswdwdzd784iIiIiIjIY554nI4pQvXx5nz5413jKpr18DnToBBw5ob6tbF9i4EciXzzh1mVFQkBxRsX277u3NmskUH4ULm7ddRERERESmwBEYRJQuXiVesjQRowUvLl4EvLx0By8GDwb2789wwYv4eGDhQjnqQlfwIlcumQNj+3YGL4gyop49e0KlUsE9jcOm3N3doVKp0LNnT6O0Kyn379+HSqWCSqXCihUrzFInJW3FihXK63L//v30bg4RUZowgEFEZrdz504UL14cmzZtMm1F69cDtWoBib+w2doC//sfMH++fJyB/PsvUK+ejL2Ehmpvb9MGuHpVzpQxVgyIiJKmefGelp+sbuLEiTqfFysrKzg5OaFcuXLo1asXjh49mt5NNQl18Crxj729PfLnz48yZcqgbdu2mDx5Ms6dO5fezSUy6P379zh69ChmzpyJjh07onjx4kqfTm6ANj4+HkePHsXYsWPRoEEDFChQALa2tnByckLFihUxaNAgXLp0Kc1t1Qz0JffHXMFhSogBDCIyq/Xr16N169Z4//49unTpgn379hm/krg4uZpIp05AeHjCbQULAocPA336GL9eE4qOBn76CahSBTh+XHt7/vxyJsymTfIUiYgyEyEEQkND8e+//2LFihWoX78+evXqhbi4uHRtl2bAxZSioqLw4sUL3Lx5E1u2bMG4ceNQvXp1+Pj4KEuPU/KZ63XL6lq2bIn69etj5MiR2LBhQ6pGALm7u6N+/fqYMmUKjhw5gufPnyMmJgahoaG4evUqFi1aBE9PT4waNQpCCOOfhAFlypQxa30kMQcGEZnNmTNn0LlzZ+UPTHR0NNq0aYPTp0+jYsWKxqkkOBjo2hXYvVt720cfAX//Dfy3yklGceaMjLdcvqx7e+/ewIwZcuoIEaWPQoUK4bK+NymASpUqAQC8vLywfPlys7Qpo08XWLZsGby9vQHIAMbr169x4MAB/PLLL3j//j1WrFiBvHnzYvr06encUtPYs2ePsipXfHw8QkJC8Pz5c5w6dQpbtmzB3bt3ERAQgMaNG2PcuHGYNGmSzuP07NmTd4opXWgGFHLnzg0vLy+cOHEC79+/T/Yxnjx5AgAoVaoU2rVrh9q1a8PNzQ0RERE4dOgQ5syZg+DgYEyfPh3W1tb4+eefU9XWNm3awMvLK8lyn376KW7dugUrKyt07949VXVR2jCAQURm4+3tjX79+uH3339XfteuXTuULVvWOBVcvSrnUNy+rb2tTx85ZcTOzjh1mUFYGPD998DcuTLvRWIlSsiZMI0amb9tRJRQtmzZkhWIdXR0NF7ANpMrXry41nPVoEEDtG7dGrVr10Z0dDTmzp2Lb7/9Fnny5EmnVpqOh4eHzmH2HTp0wIwZM7By5UoMGTIE4eHh+OGHH5A/f34MGjTI/A0l0qNr167o378/vL29UapUKQByREVKAhg+Pj6YMGEC/Pz8tEbM1KlTB127dkXNmjXx8uVLzJgxA3369EGJEiVS3FYXFxe4uLgYLHP9+nXcunULANCwYUMUZqKxdMEpJERkNiqVCgsWLECXLl0AAIMHD8aKFStgY2OEWOqWLXKEReLghY0NsGgRsHhxhgpe7N0LVKwIzJmjHbywsgJGjpQjMhi8IKKsxsvLC506dQIgR/JlxSkUVlZW6NWrF/bs2aP8Df3mm2/w9OnTdG4Z0Qf9+vVDly5dlOBFapw4cQJNmjTRO92nZMmSGD9+PAAgNjYWW7ZsSXVdSVm1apXy+PPPPzdZPWQYAxhEZFbW1tZYuXIlVq1ahXnz5sHKKo0fQ/HxwIQJQNu2QOKIfr58wMGDwIABGSaj5evXQM+eQJMm2rlHAZkD48wZYPp0wMHB3K0jovQQEhKC8ePHo0KFCnB0dISLiwvq1auH1atXG9zP0Cokhw8fVnIAHD58GPHx8Vi2bBkaNmyI/Pnzw8rKSmu/uLg4LFy4EDVq1ICTkxOcnZ1RrVo1zJw5E1FRUUY846T5+Pgojx88eKC1/fLly+jXrx9Kly4NBwcH5MyZExUqVMCwYcMMTq3RtZLKpk2b0KxZM7i5ucHGxgYNGjRQEv5pTtvQleTP1NN46tSpg2HDhgGQeTLmzJmjVSapVUji4+Nx8OBBjBgxArVr10aePHmQLVs2uLi4oGrVqhgxYgQePnxosB0NGjSASqVCgwYNAAC3b9/GgAEDUKJECWTPnh3u7u7o3bu31mt15coV9OrVCyVKlIC9vT2KFCmCgQMH4sWLF8k6/y1btqBDhw4oWrQo7O3t4eLiAi8vL0yaNAnBwcF6n4ukXjddfSouLg4rV65EixYt4ObmBjs7O7i6uqJOnTqYPXs2IiIikv383Lp1C0OGDFH6J1eISZuGDRsqj+/cuWOSOuLj45XP3Bw5cqBdu3apPlbilaaePXuGESNGwMPDAw4ODihUqBA6duyIq1evJtjv/v37+Oqrr+Dh4YHcuXOjR48emD17Nu7evau3rsT5Xt69e4eJEyeiUqVKyJEjB/Lly4dmzZrhxIkTCfZ78eIFxo0bp/zdcXV1RevWrXH+/PlUn7fRCMr0goKCBAABQAQFBaV3c/QKDw8XW7ZsEVu2bBHh4eHp3RzKCN6+FaJVKyEA7R8vLyEePjRqdabso/HxQqxdK0S+fLpPx85OiClThIiONmq1lMnwc9Ryqf8O169fP8myPXr0EABEsWLFxL///ivc3d2V/RP/DB48WO9xihUrJgCIHj16aG07dOiQcoxdu3aJxo0bax1bc7/Q0FBRt25dve2oVq2aOHfunPL/5cuX62xTUn10woQJyjEOHTqk99x+++03pdzUqVMTbPv555+FlZWV3rba2dmJlStX6jzuvXv3lHLLli0T3bt319q/fv36Yvny5XqPr/lz7949veegi/q1T8m+QUFByvmWLl1aa7tmW3UdU/M51/fj4OAgNm3apLcN9evXV56bffv2iZw5c+o8Tr58+cT169eFEEL89ddfwtbWVme5YsWKicePH+ut782bN6JRo0YG25wvXz5x8uRJvc+FoZ/r168n6KcPHjwQVapUMbhPqVKlxI0bN5J8frZs2SIcHR3T3FcyKvXnUrFixYx2zLNnzyrP45dffmm042rav3+/Usfnn3+epmNpfsZfuHBBFChQQGefcnR0FP7+/kIIIQ4cOCCcnZ11lsuVK5e4cuWKzro0398PHz4UHh4eOo9hbW0t1q9fL4QQ4uLFi6JQoUJ6Pz8PHjyY7HM1xXUoR2AQkdFFRUVhypQpiI6ONl0lN28CNWoAW7dqb/v8c+DoUaBIEdPVb0SPHgGtWwOdOwO6bjrVqwdcugSMHg1ky2b+9hFR+ggPD0fLli3x+vVrjBs3DocPH0ZgYCD+97//KXOvFyxYgD179qSpnlGjRmH//v1o1aoVNm3ahLNnz2Lnzp1o2rSpUqZbt27w9/cHIEc/rFmzBoGBgdixYwc6dOiAc+fOoX///mlqR0poJkx100jMvHDhQowdOxbx8fHImzcvZs6ciZMnT+LYsWOYOHEiHB0dERUVhZ49e2Lnzp0G6/jll1/wxx9/oG7duvjrr78QGBiI/fv3o3v37mjTpg0uX76MgQMHJmhT4p9ChQoZ/+QTKVy4sJJL6tatW3j27FmK9o+NjUXBggUxaNAg/PHHHzh+/DjOnj2LLVu24Ntvv0WOHDkQHh6Orl274vr16waP9eTJE3Ts2BEuLi6YN28eTp8+DX9/fwwdOhQqlQovXrxAnz59EBAQgM8//xwlS5bEkiVLcObMGRw6dEhJivjgwQN88803OuuIiopC48aNcfDgQVhbW6N79+5Ys2YNTp06BX9/f0yePBmurq548eIFmjVrlmA0RXJfN80+9fr1a9SpUwcXL16EnZ0dhgwZgg0bNiAgIACHDh3CmDFj4ODggNu3b6Np06Z4+/at3ufn4cOH6NatGxwcHDB16lQcP34cp06dwrx585AjR45kvV6k7ciRI8rjcuXKmaQOzekjPXr0MMoxw8PD0bZtW0RHR+Pnn39W+sPEiRNha2uLsLAwdO/eHbdv30abNm2QM2dOzJ07F6dOncKBAwfQqlUrqFQqBAcHo3fv3knW16FDBzx69AhjxozBkSNHEBAQgDlz5sDJyQlxcXHo3bs37t27hxYtWiAiIgKTJ0/GsWPHcPr0aUyaNAm2trbK56dJv+MnxShhELJoHIFB5hQaGqrcyevYsaOIjY01fiU7dgjh7Kw9TMHaWohffpHDGUzA2H00NlaIBQuEyJlT96gLJychfv9diLg4IzSesgR+jlou9d/hlIzAACCcnZ113lm7deuWsLe3FwBEq1atdB4nuSMwAIhx48bpbc/27duVcs2aNRMxMTFaZSZNmpTgeKYcgfHo0SPh4uIiAAiVSiXu378vhBDixYsXwsHBQQAQbm5u4qGOUXjnzp1T7n4XKlRIRCca1qY5AgP/3WmNN/A3RbO9xpCaERhCCNGtWzdlv6NHjybYltQIjHv37mk9D5qCgoKUu7HdunXTWUY9wgD/jQJ58eKFVpkRI0YoZfLmzStq1aolwsLCtMp16NBBABA2NjY6jzN27FgBQLi4uIjAwECd7bl//74oWLCgACC6du2qtT2p102zn3bq1Em5W3737l2d5TX71dixY7W2az4/bm5u4sGDBzqPkxLq93dafiZMmJDmdqS23cYagREWFiaKFi2qjA4wNHIntd6/fy9y5MghAIgiRYoY/ExIDs33eZ48ecTt27e1ysyfPz/B+yXx+0rdR9u0aaOUO3funNZxNPu6nZ2dOHXqlFYZzc/4vHnz6m3TggULlHKGRmRp4ggMIrJowcHB8PPzw/79+wEA69evx4ABA4y3LrcQwM8/Ay1aAInvcLi6ysyXX3+dIfJdXLoE1K4NDB4MhIZqb2/dGrh2DejXTybtJKKs6ccff0SFChW0fl+qVCm0adMGAHDs2LE01eHh4YGJEyfq3b5w4UIAgJ2dHf73v//pTLw8btw4k66uIv5bRnX9+vWoU6cOQkJCAACdOnVCsWLFAADLly9HeHg4AGD27NkoomMUnqenJ8aMGQMAePz4scGEfy4uLpg/f77e5IGWxNXVVXmsK/eDIe7u7shmYHhf4cKFMXLkSADA1q1bk/yb/uuvvyJv3rxav9dcIeXVq1dYsmQJHHQkc1KPjoiNjcXJkycTbHv//j0WLFgAQL43qlevrrMNxYoVw/fffw8A2LBhA8LCwgy2WZ/nz59j48aNAID58+ejePHiOst5enpi8ODBAKDkTtFn6tSpKFq0aKraQ9pGjRql5GgZPHhwgtEzxrJp0yZl5ZTu3bsb9TPhxx9/RMmSJbV+/8UXX8De3h4A8PLlS73vK82RcupRcvoMHToUNWrU0Pp98+bNlc/Rly9f6m1Tr169lDYlVZcpcRlVIjKae/fu4dKlSwl+t27dOowaNSpNGagByKv8nj2BTZu0t1WpIlch0bHcnKUJDwd++AGYNQuIjdXenj+/XO21XbsMEYchIhNSqVTo2rWr3u3Vq1fH2rVr8ebNG4SEhCS5BKA+nTp1grW1tc5tcXFxOHz4MADAz89P78WBlZUVevTooVzoGoNmYj5dvL298dtvvyn/VwfPXVxc8Omnn+rdr0+fPhg3bpyyT4cOHXSWa9myJXLmzJnSZqcLzekHobqi4inw7t07vH79GuHh4UqwQh1oePfuHe7du6d3mUoXFxc0adJE57bixYsjZ86cCA0NReXKlfUO9a9SpYryOHFywiNHjihTNNq3b2/wPOrVqwcAiImJwdmzZ5X/p8TZs2cRFxcHBweHBBeK+uqbPn06njx5gocPH+oMUtja2urtbym1d+/eNA/jz5cvn1Hakl5Wr16N+fPnA5BTR3766SeT1PPHH38oj425+ohKpULHjh11bsuePTtKly6Ny5cvI1euXHrfV/nz51feV4aSeQJA586d9W6rXLkyHjx4AJVKpazyZKhNSdVlSgxgEJHRVKtWDVu3bkWzZs0QFRUFV1dX7N69O+3Bi5s3gTZtAF1zbzt3BpYuzRBLcuzdCwwcCOj7zO/VC5g5E8id27ztIiLLlCdPngR31hPLrfFhERoamuoARuXKlfVuu3PnjjKqwdvb2+BxNFcGMRVra2tUqVIFPXr0wMCBAxOMHLhy5QoA+bfI0IiC/Pnzw93dHffv31f20cXQ82JpNIMWTk5OKd7/wYMHmDlzJrZt26ZzBQ5Nr1690hvAKF26tMG70y4uLggNDYWHh4fBMmqJgzGBgYHK44IFCxpsp6aU5gVRu/3f0uzh4eEpWvL92bNnOgMYpUuXVu5gp5Wh5zArOHz4sJL3IXfu3Pj777+RPXt2o9fz5MkTHDhwAABQo0YNlClTxmjHzpMnT4LP8cTU74VSpUoZfF85OzsjNDQ0yeBlct53efLkQa5cuZIsl9ZAaVowgEFERtWoUSOsW7cOX331FXbt2oXy5cun7YDbtwOffQa8e5fw91ZWwJQpwMiRFj9U4cULYNgw4K+/dG8vXRr4/XcgiZuNRJTF6Bper0lzGeq4uLhU12Poy+qbN2+Ux0ndrc2fP3+q26DLsmXLlKCJSqWCo6Mj8ufPr/ciRd3W5NxVLlCgAO7fv5/g/BIz9LxYmlevXimPDV0Q6bJr1y60b99eCVQlxdByocnts4bKGerXyV1eNbHknltihhJypqa+jNSnLFlgYCBatWqFqKgo5MiRAzt37jRZ8s4///wT8fHxAIw7+gIwzvtFs1xSfweS874zVl2mxAAGERld69at0aRJk7TdZYiPB376CZgwQXtbrlzAunWAr2/qj28GQgDLlwMjRgC6piRnyyZXFhk7FjDSDRkiohTTN30kMXPngihevHiq8moYq53JfV4swfnz55XHKbkz/+rVK3Tt2hXh4eHIkSMHRowYgSZNmqBkyZJwdnaGra0tAODgwYP4+OOPAcB4ea1SQfOi6dy5cwZH2mhSr9qTUuoL1zx58uDQoUPJ3k9frgxj9qmbN28aZQpJRptGcvXqVXzyyScIDQ2FnZ0dtmzZojOvg7Gop4/Y2toanIJB5sMABhGlSlRUFOzs7PRuT1Pw4t07uRTqP/9ob6tcGdi8GdAzfNVS3LgB9O8PaKzslUCdOnLURVoHqBARmZLmHePnz58bLJvUdlPLnTs3nj59mqx2qKcUpHS0giUKCgrCjRs3AABlypTRmehPn40bNyoJUTdv3ozGjRvrLGdopIo5aU6pyps3b6oDE8mlzoESGhqKcuXKWVRQy8/PL8npPkmZMGGCwQS+lubOnTvw9fXF69evYWNjg3Xr1imBNVM4d+6cMs2sRYsWmeLzIjNgbnsiSrG9e/eidOnSBucOp9q//wI+PrqDF126ACdOWHTwIioKmDRJxll0BS9cXIDFi+U2Bi+IyNKVLFlSmbIREBBgsGxS201NPVrj3LlziNWVJfk/L168UC780rpyiiWsUPLrr78qIwXatm2bon2vXr0KQAZy9AUvgIS5J9KTp6en8vj48eOpPk5yXzd1ro+oqCiLeQ6yqkePHqFx48Z4+vQprKyssHLlSrRu3dqkda5atUp5bOzpI5R6DGAQUYr8/fffaNGiBYKCguDn54c7d+4Y7+D//CODF//dSVJYWcllO1avBhwdjVefkR09ClStCkycCOga1dm5s8xD2rcvl0YloozBxsYGDRo0ACCD10+fPtVZLj4+HitXrjRjy7SpL8BDQkKwSdeKVf9ZunSpMg3C0EV7cmiONoyKikrTsVLj2LFj+OWXX5S2DB06NEX7qwM9kZGRShAksfDw8ASrMKSnxo0bK3P0f/3111RPZ0nu6+bt7a0EO9TPs6W4f/8+hBBp+skooy9evHiBxo0b4/79+wCA3377zeAKTcYQGxuLNWvWAJBTiJo1a2bS+ij5+BWaiJJtz5496NixI2JiYgAAT58+RePGjdM+bDg+Xua6aNNGLpeqydVVLt/xzTcWm6zzzRugTx+gfn05gCQxd3dg505gzRqgQAGzN4+IKE0GDhwIQF7o9e/fX2fytilTpuDy5cvmbloCvXr1Ui5uhw8fjsePH2uVuXjxIn7++WcAQKFChdCmTZs01am5EoZRA/pJiI+Px4oVK9CkSRMlCDF37twUJ1ItXbo0ABmkWL9+vdb2uLg49OnTB0+ePEl7o43AxcUFQ4YMAQCcOHECw4YN0xt4AeS0piVLlmj9PrmvW6FChZQledeuXYvZs2cbbN+9e/eUi14yjpCQEDRp0kSZJjVnzhz07ds3xceZOHEiVCoVVCoVVqxYkWT53bt3K0lju3Tpkux8K2R6zIFBRMlWt25d1KpVC8eOHVN+V7NmzbTNCQwJAbp3l6uNJFa1qsx34e6e+uObkBAyKDFsmFxpJDFraxl3mTDBogeOEBEZ1LJlS7Rs2RLbtm3Dtm3bULt2bQwbNgylS5fGixcvsGLFCqxbtw5eXl7pOsw+b968mDFjBgYPHoxHjx6hevXqGD16NGrVqoXY2Fjs378fM2bMwPv376FSqbB48eI0X5TUqlVLeTxs2DB89913KFiwoHLX3t3dPUXLb2q6efMm3r9/D0AGLN6+fYtnz57h9OnT2Lx5M+7+tya3lZUVJkyYgH79+qW4jo4dO2Ls2LGIiopCr169cOHCBfj6+sLZ2RlXr17FvHnzcPbsWdSuXTtNUzaM6YcffsCRI0dw+vRpzJ07F4cPH0bfvn1RtWpVODo6Ijg4GFevXsX+/fuxa9cuVKpUCX369ElwjKReN81A0Ny5c3H+/HncvXsXw4cPxz///IPPP/8cFSpUgJ2dHV6/fo2LFy9i9+7dOHjwINq2bYsuXbqY58mwcLdv307wnRGA0qffv3+vFUj45JNPUEDjTk9UVBSaN2+OCxcuAAA+++wzNG7c2OAUZkdHR71JVFNCc/pIjx490nw8Mh4GMIgo2RwcHLB9+3Y0bNgQ58+fR//+/bFgwYLUJ7W6dk2Ourh1S3vbZ5/JZBFJLOeUXu7cUWH4cDk4RBdvb9n8qlXN2iwiIpNYvXo1mjZtiuPHj+P06dNa2fg9PT3x+++/o3r16unUQmnQoEEICQnB999/j+fPn2PYsGFaZezs7LB48WKjDAkvVaoUOnbsiPXr12Pv3r3Ym+iPwr179+CeyiB8kyZNkizj4+OD6dOno379+qmqo3Dhwli0aBH69OmDyMhITJs2DdOmTUtQplOnTujbt2+ap9sYi52dHfbt24eePXti06ZNuHjxojIqQxcnJyet3yX1ul2/fl15nDt3bhw/fhwdO3aEv78/jh49iqNHj6aovqzq2LFj6NWrl85tr1+/1tp26NChBAGMp0+f4sSJE8r/V69ejdWrVxuss379+jh8+HDqGw056mPbtm0AgAoVKqT75xolxAAGEaWIs7Mzdu/ejT/++APffPNN6hOYbdoE9OgB/BeJV1hby3wXX31lkVNGYmKssGlTKWzaZAdd02Zz5AB+/hkYNEieChFRZpAzZ04cPnwYv/32G1atWoXr169DpVKhZMmS6NSpE4YOHaqs7JHexo4dixYtWmD+/Pk4ePAgnjx5AisrKxQtWhR+fn4YOnRoqoMKuvz555/w8vLCxo0bcePGDYSGhhqc1pAatra2cHZ2houLC8qXLw9vb280b94cVY0QJe/VqxfKlCmDGTNm4Pjx4wgJCUGePHlQpUoV9OrVCx07dkzzBaGx5cyZE3///TeOHTuGlStXwt/fH0+ePEFERAScnJxQsmRJ+Pj4oHnz5vDz89N5jJS8bgUKFMDRo0exY8cOrFmzBidPnsSzZ88QExMDFxcXlC5dGjVr1kSrVq1Qr149U546mcGGDRsQGRkJAOjevXs6t4YSU4n0XMyZzOLRo0coUqQIALnUlqmXnEqtiIgIJQLu5+enZD2nTCYuTs6pmDxZe1uePMCGDcB/CeMszY4dUejXLwZPnuTQub1NG2DePMBC32KUBfBzlCwd+yhlBOynZOkySh81xXUok3gSkZaoqCjTJKEKDgZattQdvKheHTh71iKDF8+eAV27Ai1a2OkMXhQqJFN1bN7M4AURERERkakwgEFECYSFhaF169bo2rWr1jzYNLl8WSaG2LVLe9vnnwP+/kDRosarzwji4oAFC4AyZWSyzsTUSTqvX5ejL4iIiIiIyHSYA4OIFG/fvkXz5s2VTOOjR4+Gi4sL+vfvn7YDr10L9O4NhIcn/L2NDTBnDjB4sMXluwgMBAYOlP/q4uMTj8WLrVClinnbRURERESUVXEEBhEpDhw4oLVM2rfffotXr16l7oCxscDw4UCXLtrBi3z5gAMHgCFDLCp48fYt8OWXgI+P7uBFjhzRGDjwAg4ejGLwgoiIiIjIjBjAICLFp59+ijlz5ij/z5UrF/bu3Ys8efKk/GAvXgC+vsDs2drb1NEBC8rULYQcKFK2LDB/vvx/Yt26xWL+/ANo0uQBrPjpSURERERkVvwKTkQJDB06FBMmTFCWDKtRo0bKD3LmjEzKqWvZtb59gaNHgf8yEluCW7cAPz85UETXKoDlyslTWbw4Bi4u0WZvHxERERERMYBBRDpMmDABly5dQsWKFVO+85IlQN26wKNHCX9vawssXix/7OyM09A0iowEJk4EKlYE9u/X3m5vD/z8M3DhAlC/vrlbR0REREREmpjEkyiLEkJApSf3hEqlQt68eVN2wKgomTzif//T3la4MPD333LqiIXYtw8YNAi4fVv39mbN5FSS4sXN2y4iIiIiItKNIzCIsqADBw6gdu3aePPmjXEO+OiRzGehK3hRvz5w9qzFBC+CgoAOHeSUEV3BC3WsZft2Bi+IiIiIiCwJAxhEWcw///yDZs2a4eTJk2jWrBlCQ0PTdsDDh4Fq1WTei8S++UbOzciXL211GEF0NDBtmkzSuXGj9nZra9nca9eATz+1qIVRiIiIiIgIDGAQZSmbNm1Cu3btEB0tE1GePn0abdq0QWRkZMoPJgQwZw7QuDHw8mXCbQ4OwJo1wKxZgE36z1Q7cACoXBkYPVp7NVcA+OgjOUhk1iwgZ07zt4+IiIiIiJLGAAZRFlKtWjUUKFAgwe/y5s0Lq5SuCRoWBnTrJocsxMUl3FayJHDyJNC5cxpbm3aPHgGdOskYy40b2ttz55Y5RY8fB6pUMX/7iIiIiIgo+RjAIMpC3N3dsX//fuTJkwcA0KdPH6xevRq2trbJP8idO0CtWsBff2lva9YMCAiQwx3SUXQ0MGOGnC6yfr32dpUK6NcPuHlTruqa0vgNERERERGZX/qP7SYisypbtiz27NmDzZs344cfftC7EolOu3YBXbsCISHa2yZMAMaPT/dowMGDwJAhwPXrurd7eQELFlhMTlEiIiIiIkomBjCIsqBq1aqhWrVqyd8hPh6YPFkGKYRIuM3JCfjzT6BlS+M2MoUePwZGjADWrtW9PXduYMoUoHdvmbCTiIiIiIgyFg6cJsqEYmJicOLECeMcLCQEaN1ajq5IHLwoXx4IDEzX4EVMjEy+Wbas7uCFSiWnidy4IaeNMHhBRERERJQxMYBBlMlERESgbdu2aNCgAXbv3p22g126JOdcbN+uva1DB+D0aaB06bTVkQaHDwNVq8qRF+/fa2+vXl3mE128GPgv7QcREREREWVQDGAQZSLv3r1D06ZNsWPHDsTExODTTz/FsWPHUnew1avl+qJ37iT8vZUVMH06sG4dkCNH2hudCk+eAJ99BjRsCFy7pr09Vy5g0SIZX6lRw/ztIyIiIiIi42MAgygT+f3333HkyBHl/xEREejUqRMiIyOTf5DoaOCrr+QyqRERCbflzQvs2weMHCnnZphZdDQwc6acLqJrERRA5ri4cQMYMIDTRYiIiIiIMhMm8STKRIYPH46LFy9i9erVAAAXFxds2LAB9vb2yTvAkydyaoiu/Bk+PsDGjUCRIkZscfLt2QN8/bUMTuji6QksXCgHjRARERERUebDAAZRJmJlZYXly5cjNDQUp06dwt69e1GlSpXk7Xz0KNCxI/D8ufa2AQOAX34B7OyM2t7kuHsX+OYb4J9/dG93cZELpPTvzxEXRERERESZGQMYRJlMtmzZsG7dOjx9+hTFixdPegchZHBi5EggLi7hNnt7mUyiZ09TNNWg8HC57OmMGUBUlO4yPXsC06YB+fKZtWlERERERJQOGMAgyoTs7e2TF7x4/x7o00cm5EzM3R3YtEnOzTAjIYANG+TKIkFBust4ewPz5jFBJxERERFRVsIknkQZ0JEjR9CrVy/Exsam/iA3b8qEEbqCF598Apw9a/bgxZUrwMcfA5066Q5e5M0LLFkCnDrF4AUREZGxTJw4ESqVCqp0SNBNRJQSDGAQZTA7duzAJ598ghUrVqBfv36Ij49P+UG2bAG8vICrV7W3jR8PbN8O5M6d5rYmV3CwXPikalXg0CHt7dbWMoHnzZtylRErfnIRZUmHDx9WLrI0f2xsbJA7d24UL14c9erVw7Bhw/D3338jOjo6vZtMJtCzZ0+d/cDKygouLi6oUqUKBg8ejAsXLqR3U02iQYMGOs/fwcEBBQsWRIUKFdCpUyfMmDEDN2/eTO/mEqVZYGAgfvjhB/j5+aFw4cKws7NDjhw54OHhgV69euHYsWNGr3PNmjXw8/NDgQIFYG9vj2LFiqFbt244efKk0euilOFlAFEGsm7dOrRp00ZZFnX58uX45ptvIIRI3gHi4oAxY4C2bYHQ0ITbXFyAbduASZPMlg0zLk6OqPDwkFNCEqfgAICGDYELF2SaDhcXszSLiDKYuLg4BAcH4/79+/D398cvv/yC9u3bo3Dhwvjpp5/SNlotmdQXkRMnTjR5XWnl7u4OlUqFnumQ38iUhBB4+/YtLl26hIULF6J69er47rvv0rtZSsDF3d3dpPVERETg2bNnuHbtGtavX49vv/0WZcuWxccff4yLFy+atO7MaO7cuWjTpg3Kli2b3k3J0urVqwdvb29MmDAB+/btw+PHjxEdHY2wsDDcunULK1asQN26ddGjRw+jBK0jIiLQvHlzdO3aFfv27cPz588RFRWFhw8fYvXq1ahTpw4mTZpkhDOj1GIODKIMJF++fLC2tk7wZfzRo0eIi4uDjU0Sb+eXL4GuXYH9+7W3Va4s812ULGnkFut36hQwZIicqaJL0aLArFlAu3YAR7QSUWIDBw7EoEGDlP+/f/8ewcHBuHTpEg4cOID9+/fj5cuX+P7777Ft2zZs374defPmTccWkyns2bMHbm5uAID4+Hg8f/4cO3bswIIFCxAbG4uff/4ZhQoVStBXMpPLly8rj2NjYxESEoLHjx/j1KlT2LhxI549e4aDBw/Cx8cH8+bNQ79+/XQeZ+LEiRki+EZZz5MnTwAAbm5u6NChA+rWrYuiRYsiLi4OJ0+exKxZs/D48WOsWrUKMTEx+Ouvv9JU3xdffIGdO3cCABo2bIivv/4abm5uuHz5Mn7++WfcuXMHEydORMGCBfW+n8i0GMAgykAaNmyIDRs2oG3btoiLi0PPnj3xv//9L+ngRUCAjAToSizx2WfA4sWAg4NpGp3Is2fA6NHAypW6t9vZAaNGyR8zNYmIMqB8+fKhYsWKWr9v2rQpRo0ahWvXrqFbt244f/48zpw5g7Zt2+LgwYOwtbVNh9aSqXh4eGiNbPD19cXHH3+MVq1aAZAX5/3794d1JlxrW9d7AAA+++wzzJw5E3PnzsV3332H6OhoDBw4EG5ubmjRooWZW0mUemXLlsXPP/+Mdu3aab2HP/roI3Tv3h21a9fGzZs3sWbNGgwYMAD16tVLVV0HDx7E2rVrAQAtW7bE5s2blTq9vb3RqlUrVK9eHQ8fPsSoUaPQoUMH5MqVK20nSCnGKSREGUzLli2xatUqDB06FEuXLjUcvBBCBifq1NEOXtjYyHkbf/xhlkhBdDQwc6acLqIveNGmDXD9upzFwuAFEaVF+fLlcfz4cXj+l4z4+PHjWLBgQTq3isylZcuWqFu3LgDg5cuXOHfuXDq3yPzs7Ozw7bff4o8//gAgR6j06dNHmYZKlBFs374dHTt21BuAzJMnD2bNmqX8f+PGjamua+bMmQAAGxsbLFy4UKvOPHnyYNq0aQCAkJAQLFmyJNV1UeoxgEGUAXXt2hVz5syBlaFsluHhQK9eQP/+MnqgqWBB4MgROYfDxPMzhJCpNSpUAEaO1E69AQBlywJ79gCbNwPJWf2ViCg5smfPjj/++ENZWWHmzJmIiYnRW/7Zs2f47rvv4OXlhdy5c8POzg5FihRBx44dsV/X9Dt8yCehNmnSJK3kivpyTdy+fRvDhg1DpUqV4OzsjOzZs6NEiRLo2bMnAgMDk3WO9+/fx6hRo1C9enW4uroiW7ZsyJMnD+rWrYuJEyfi7t27Sll18scHDx4AAFauXKnV1gYNGuis59ixY+jevTvc3d1hb28PFxcXeHp6Yty4cXj58qXe9mkmXj18+DDi4+Oxf/9+jBs3Du7u7rCysjJZLg4fHx/lsfqcNRnznJYtW4aGDRsif/78yjmpV/ZY+V/U/sGDBzqTb5pa586d0aFDBwDA8+fPsWzZMq0ySa1CEh0djW3btmHIkCHw9vZGrly5kC1bNri6uqJGjRqYOHEiXr16ZbAdiXOvnDt3Dp999hmKFCmC7Nmzo1SpUvjmm2+0jnPixAl06NABRYsWhb29PUqWLIlRo0YhVNcXikTi4uKwcuVKtGjRAm5ubrCzs4Orqyvq1KmD2bNnIyIiQudz4eDggEP/ZRV/+PBhsl+3yMhIzJ8/Hx9//DEKFCgAW1tb5MuXD40bN8bSpUsN5uNJ/PycPXsWPXv2RPHixWFnZ8cVYgxo2LCh8vjOnTupOkZoaCgOHDgAAGjcuDEKFy6ss9ynn34KJycnAMDmzZtTVdeKFSuUfnT//n1ER0dj9uzZ8PLygrOzM3Lnzo0GDRpgx44dWm2cPn06PD09kT9/fnTt2hUTJkxQ+qouiT+vhBBYunQp6tSpA1dXVzg5OcHHx0cJdKpFR0fjt99+w0cffYTcuXMjZ86cqF27NtavX5+qczYqQZleUFCQACAAiKCgoPRujl7h4eFiy5YtYsuWLSI8PDy9m5OuoqOjxd27d1N/gNu3hahSRQgZP0j4U6+eEE+fGq2thly5IoSvr+5mAELkzCnEzJlCREWZpTlpxj5Kli6z99FDhw4pf88mTJiQ7P38/PyU/Y4fP66zzJ9//ikcHR2Vcrp+evfuLWJiYhLsV6xYMYP7ABA9evTQqm/GjBkiW7ZsevdRqVTi+++/N3heSR0DgKhfv75Svn79+km2VbO8EELExcWJwYMHG9zH2dlZ7N27V2cbNV+zXbt2iUaNGiXr+TGkR48eyr737t3TW2706NFKubVr15rsnBo3bqzznCZMmJDk852ar+Kar2NynThxQtnH19dXa7tmW3XRfM71/bi6uopjx47pbYP6vdKjRw+xatUqYWtrq/M4Hh4e4ul/31NmzJghVCqVznLVqlUToaGheut78OCBqFKlisE2lypVSty4cUPvc5GS1+3ChQtJfh54e3uLZ8+eJfn8LFq0SNjY2KS5r2QVr1+/Vp6jli1bpuoYBw4cUI4xZcoUg2XVf1NsbGxEdHR0iutavny5UtfFixdFjRo19PaZ2bNnCyFkf65QoYLevxd//vmnzro0P6/27t0rWrZsqbeur776SgghxJs3b0S9evX0lps8eXKyz9UU16F8J2QBDGBkLBEREaJVq1Yif/784ubNmyk/wNatQjg7644YDBsmRCo+aFPq9WshhgwRwtpaf/CiRw+zxVGMhn2ULF1m76OpDWBMnz5d2W/q1Kla29etW6dcJJUoUULMnj1b7N69W5w9e1b8/fffolmzZsr+w4YNS7DvjRs3xOXLl5XtAwcOFJcvX07w8+jRI73tqVy5sli0aJHYv3+/CAwMFKtXrxY1a9ZUts+dO1fnOf3www9KGRcXFzF27Fixb98+ce7cOXHw4EExc+ZMUatWLdGgQQNln7t374rLly8LNzc3AUC0bt1aq62Jg+cjR45U6ilevLj47bffxJkzZ8ShQ4fEsGHDlACKra2tuHDhglY7NV+zypUrCwDCx8dHjB49Whw/flzs3LkzQXAhOZIbwGjevLlS7ujRoyY9p1atWolNmzaJs2fPKuf0/PlzcfnyZdG6dWsBQLi5uWk935cvX07RuQuRugBGXFycyJkzpwAgcuTIoRWISyqA8dlnn4kSJUqI4cOHi3Xr1omTJ0+KgIAAsXHjRjFgwAAlGJE3b17x/PlzncdQX6BXrVpV2NraivLly4tly5aJgIAAcfDgQdGtWzelDZ999pn4+++/BQDx0UcfidWrV4vAwECxe/fuBO/HUaNG6azr1atXokiRIgKAsLOzE0OGDBEbNmwQAQEB4tChQ2LMmDHCwcFBec+HhIQo+z5//lwEBAQIHx8fAUAULFgwydft1q1bwtnZWQAQTk5OYsyYMWLz5s0iMDBQ7NmzRwwePFgJSNSoUUPnRa/6+SlfvrywtrYW7u7uYv78+eLUqVPi2LFjSV5UZ2WbNm1S+sS3336bqmPMmzdPOcbmzZsNlv3qq6+UslevXk1xXZoBjBo1aggbGxsxaNAgsW/fPhEYGCiWLFmifE5bWVmJy5cvi+rVq4vs2bOL0aNHi8OHDwt/f3/Ru3dvpR/nzJlT53tP8/NKHSj57LPPxI4dO8TZs2fFmjVrRJkyZZQy+/btE61atRI2NjZi4MCBYu/eveLs2bNi6dKlSpusra3FlStXknWuDGBQqjCAkXG8e/cuwd2pokWLiocPHyZv59hYIcaO1R0tyJFDiPXrTdt4IURMjBDz5gmRK5f+wMVHHwlx6pTJm2IS7KNk6TJ7H01tAGP//v3Kfl988UWCbS9fvlQuPL744gutCzu1sWPHKl8m//33X63tyW3X1atXlQvkCRMmiPj4eK0ycXFxysVcjhw5xJs3bxJsP3funLCyshKAvFtt6G+7rr8hmnd6Dbl06ZJST8WKFUVwcLBWmV27dillfHx8tLZrvmbqC8609tHkBDAuXLggrK2tBQDh4OAgIiIiTHZO48aNS1Z7ixUrltJT1Sk1AQwhhKhTp46yX+J+kVQA4/bt2zr7qtqlS5dEjhw5DD4fmqMTatWqJcLCwrTKtG/fXrlAyp07t2jXrp2IjY1NUCY2NlZ89NFHApCjPnS9Z7t27ao85/pGtJ47d04ZdTV27NgE28LDw0XDhg2V72JJqVWrlgAgPD09xcuXL3WW0exXixcv1tqu+fxUqlRJZ99MKX130FPys3z58jS3w5Ti4uKUYBMAERgYmKrjjBo1SjlGQECAwbIzZsxQyu7evTvFdWkGMFQqlc6AycWLF5X+kjdvXmFnZydOaXyBVv+9HzdunHIs9WgNTYk/r3755RetMk+fPlUCnHnz5k1Wm9SjNZJiiutQ5sAgsiDfffcdDh48qPz/4cOHaN26NeLj4w3v+PIl8MknwM8/a28rV06uQvLf/FdT2bcPqFIF+PJLIDhYe7ubG/Dnn8Dx40CNGiZtChFRAq6ursrj4EQfUIsWLcLbt29RqFAhLFy4UG9i5EmTJqFQoUKIj4/HqlWrUt2WWbNmISYmBl5eXpgwYYLOee1WVlaYN28e7Ozs8P79e62kdDNmzEB8fDxUKhXWrl2rd642ABQpUiTVbV20aJHy92fJkiVwcXHRKvPJJ5/giy++AACcOXMGAQEBeo/n4eGBcePGpbo9SRFC4NmzZ1iyZAkaN26MuLg4AMBXX30Fe3t7AKY5p4yy/Kih90FSSpYsaTAHQ6VKldCnTx8AwJYtWwweS6VSYcmSJXDQka1bvdxtXFwcIiMjsXjxYq1EitbW1sryla9fv8a1a9cSbL9//z7WrVsHAJg/fz6K60mu5enpicGDBwOQOQlSy9/fHydOnAAg88rkyZNHZ7lPPvkE7du3T1Z9CxYs0Nk3SducOXNw5swZADI/RfXq1VN1HM2cKjly5DBY1tHRUXn8/v37VNWn1rFjR7Rp00br95UrV0adOnUAyETEQ4cORQ0dX6C9vLxQtGhRALIvGlKjRg18/fXXWr8vUKAA2rZtq9SVnDYlVZcpcRlVIgvy448/4vjx40q2dCcnJ8ydO9dwss7Tp4H27YFHj7S3deoELFkCJPFBnBa3bgHDh8tEnbrY28vknaNGARqf90REZqP5ZTRx4r+tW7cCAFq0aAE7Ozu9x7CxsUHNmjWxceNGnDx5MtVt2fbfh2W7du0MXhC6uLigUqVKCAwMxMmTJ9G3b18AciWJXbt2AZBJOdWrrJiCOnFphQoVdH5xVuvbt6+SjX///v3w9vbWWa5Tp05GX8pU38WpWvPmzfHDDz8o/88I52Qqht4HKRUcHIw3b94gMjISQggAUC64r127hpiYGGTLlk3nvpUrV0a5cuV0bqtSpYry2NfXF7lz506y3N27d1G5cmXl/zt27EBcXBwcHBzQtGlTg+dRr149TJ8+HU+ePMHDhw+VC8GUUH+GlClTBpUqVUqyvvXr1yMgIACxsbE6A6ZFihRRVtBJq8uXL6f5GIYCpOntyJEjGD16NAC5tPaiRYtSfSzN1XmSWm5b82+FrkSwKdG5c2e926pUqYKjR48mWa5ixYp4+PBhgqTNqakrJW1Kqi5TYgCDyII4Oztj9+7dqFevHl69eoU9e/agWrVqugsLASxaBAwdCiTOqm9jA8yaJYdDmChr9du3wI8/Ar/+ql29WseOwPTpQLFiJmkCEVGyaF6sqbPHA/Iu74ULFwAAv//+O37//fdkHe/Zs2epaseDBw+U1S3GjBmDMWPGpLi+e/fuISQkBACMdpGjS1RUFG7dugUABi/0AXknO1u2bIiJicGVK1f0ltO8yDQlW1tbeHt7o1+/fujevbsSKMrI52QM+t4HyXX58mXMmTMHu3btMvgeiI+PR3BwMPLly6dzu4eHh959NUcdJLdc4mCMegWf8PBww0vNJ/Ls2bNUBTDU9d24cSPZK4XExMTgzZs3Op8jY/apihUrGu1Ylubq1ato27YtYmNjYW9vjw0bNujtc8mhHqUFyBU4DImKilIeZ8+ePdV1AsZ9PyQVmDRnXabEAAaRhcmbNy/279+P0NBQlC1bVnehsDBgwAA5JyMxNzdg/Xqgdm2TtC8uDli+HBg7Vs5c0cXTE/jlF6BePZM0gYgoRTSXZdS8o/vmzRuDyxrqEx4enqp2vHjxIlX7adaneS4FCxZM1fGSQ3OKQVIXBerlNJ89e4Y3b97oLZcrVy6jtU9tz549cHNzAyCn3uTIkUNZvjKxjHJOpqLvfZAcS5cuxYABA5L9fjF0V1rX1BE1zRGnyS2nniqkZoz3WUoYu76M1KfSy7179+Dn54fg4GBYW1tj7dq1qJfGL505c+ZUHic1LSQsLEx5nNR0k6QY8/2Q+L1gyrqSnN5uQgxgEFmgQoUK6d948ybQrh2g645QgwbA2rVA/vwmadfRo8DXXwP/3bDUki+fTMPRsyeQQUbUElEWcP78eeVxmTJllMeaX/b69Omjc26wLkkNL9ZHs77x48ejQzJzEzmm8/y75N5VToopplp4eHjA3d09xftZ8jmZQnx8PC5dugRAjr4oUKBAsvf9999/leBFvnz5MHLkSDRq1Aju7u7ImTOnMlVk2bJl6N27NwAo00rSg/p9lidPHhw6dCjZ+yU1HSmp+qpUqYI/dd1Y0kPfdz1j9ilDo4eSq3DhwhaVj+PJkydo3Lgxnjx5ApVKhWXLlqF169ZpPq7mVJlHjx7By8tLb9mgoCDlcVryDFHqMIBBlA6OHTuGM2fO4JtvvknZjps3y+jAu3fa20aNAn76SU4fMbK7d+XhE+WRU2TLJmeyjBsHpGJUKhGRSe3bt095rE5ABiS8Cy2EMPlwa80kitmyZUtVfZoJAp8+fWqUdumieRf4+fPnBsvGxsbi9evXAFJ+Z9+cMuM5JdfJkyeVu8o1a9ZM0UXyihUrEBsbC2traxw5ckTv6FBDI1XMSf0+Cw0NRbly5UweZFLX9/79e4ubspFUTo7kWL58OXr27Jn2xhjBq1ev4Ovrq+RfmDdvHj7//HOjHLt8+fLK43///ddgWfV2GxsblC5d2ij1U/JxFRIiM9u9ezf8/PwwfPhwLFy4MHk7xcbKCMKnn2oHL5ycZGBj6lSjBy/evgW+/VYuZKIveNGqFXD1qsx1weAFEVmaK1eu4MCBAwDknTLNu2q2traoUKECAOD48eMmb0uJEiXg7OycpvqKFy+u3A1VJ3dLqeSMPrCzs1O+mJ8+fdpg2fPnzyPmv2RIlnYBpym9zslYoz3S4pdfflEeq1cbSK6rV68CkCMM9E5txYdcEOlNndg2KioqTW1K7uumru/u3bupzo9DSXv79i2aNGmirDozdepUZRUZY/D29lZG1x05ckRvuejoaJw6dUrZR1+yWjIdBjCIzGjDhg1o1aqVMjd08ODBSQ83fP4c8PWVEYLEKlYEAgMBHUsdpUVsLLBwIVCqFDBjBqArl1GFCsDevcA//wAMPhORJYqIiMDnn3+uDGcfMWKEVlK/Vq1aAZB31Pbs2ZPqutQJ4DSTuyVmbW2NZs2aAQD27t2L69evp7geKysrNG/eHID8kq05PcaYbQWAxo0bA5AXsOplCnVRr9ahuY+lSo9zSu7zbSpr165VluItWLBgiu+mq/NeaM77T+zp06fKahzprWXLlkrwQTNwk1Lqi9mkXjf1Z4gQAnPnzk11faYghEjzjyWMvggPD0fz5s2VVfq+++47jBo1yqh15MyZEx9//DEAufLQI12r+wHYtGkT3v13MzGlwUAyDgYwiMzo6dOnyh0dtS1btuifK3r8OFCtGnD4sPa2bt2AU6eMHj3YtQuoXBkYPBjQyPelyJ0bmD9f5sHw9TVq1URERnPt2jXUqVNHucCvX78+Bg4cqFXu66+/VpKw9erVS7nbrM+OHTuUXAKa1Ak179y5Y3D/MWPGwNraGvHx8Wjfvr3eL8mAnFu/evVqrTIjRoyAlZUVhBDo3LmzwWPo2pbctg4cOFBJ2NavXz/lS7umvXv3YunSpQAAHx8fvcuNWor0OCf18/3ixQuzZu6Pjo7GjBkz0L17dwAygLZ06VKDywXroh61cuvWLZw4cUJre3h4OLp27Zrm5SSNpUyZMkp+mbVr12L27NkGy9+7dw9r1qzR+r16ytHLly8Nvm5+fn7w8fEBAMyYMQPr1683WN/ly5eV5ZQpadHR0Wjbtq0yau3rr7/GTz/9lOLjrFixAiqVCiqVChMnTtRZZsSIEQBk0G7w4MFaSTFfvXqlBE5cXFzQp0+fFLeD0o45MIjM6KuvvkJISAgmTJgAAOjWrRuWLVumPUxRCGDOHDl/I3FG4WzZgLlz5SokRhyWeuUKMGIEoO8GZLZswJAhwPffA0yQTUTp7cWLFwkS1IWFhSE4OBiXLl3CgQMHsG/fPiU4/NFHH2Hjxo06h/rmz58fK1euRPv27fH06VN4eXmhZ8+eaNq0KQoXLoyYmBg8evQIZ86cwcaNG3H37l1s27ZNa6nDWrVq4d69e9i6dSt+//131K5dW7nz7uTkpKx6UalSJcycORPDhg3DtWvXULFiRfTr1w+NGjVC/vz5ERkZifv37+PkyZPYuHEjnj59isuXLydIMFe1alVMmjQJ33//PW7evIlKlSph8ODBaNiwIVxdXRESEoILFy5g06ZNsLa21kpkWKtWLRw6dAgBAQGYOnUqmjZtqiQKzZ49u5JcsFKlShg+fDhmzJiBixcvolq1ahg1ahQ8PT0RFhaGbdu24ddff0VcXBxsbW2TvQxtekqPc6pVqxYAmUhzwIAB+PLLLxPkMilVqlSqj635HoiLi0NISAgeP36s9B/1lAY7OzssWLAATZs2TXEd3bt3x7x58xAfH4/mzZtj5MiRqFOnDuzt7XH27FnMmTMHt27dQu3atc0yFSs5Fi1ahMDAQNy9exfDhw/HP//8g88//xwVKlSAnZ0dXr9+jYsXL2L37t04ePAg2rZtiy5duiQ4hnq6THJet7/++gs+Pj548+YNOnXqhD///BOdOnVC6dKlYW1tjRcvXuD8+fPYtm0bTp06heHDh6Nly5bmeTIyuC5dumDv3r0AgEaNGqF3794Gk5Pa2toaXAbUkEaNGqFz585Yu3Yttm7dCl9fXwwdOhRubm64fPkyJk+ejIcPHwIApk2bxhVj0ougTC8oKEgAEABEUFBQejdHr/DwcLFlyxaxZcsWER4ent7NMZn4+HjxzTffiEGDBom4uDjtAm/fCtGunRAyjJHwp3BhIU6dMmp7nj0Ton9/IaysdFcJCNG2rRA3bxq12gwpq/RRyrgyex89dOiQ8vcsOT958+YVkydPFjExMUkee+vWrSJ37txJHtPKykocPHhQa//z588LOzs7nfv06NFDq/zixYuFg4NDkvXZ2tqKW7du6Wzz5MmThY2NjcH969evr7Xfo0eP9J5r4vJxcXFi0KBBButwdnYWe/bsSfI1O3TokFH6aI8ePZRj3rt3L8X7G/ucklPfRx99pLeulKpfv36y3wMqlUo0btxYXLp0yeAxJ0yYYLA9kyZNMljP8OHDxfLlyw2+LsWKFdP7ftCkPsaECRP0lrl3755Sbvny5TrLPH36VNStWzdZz1OvXr0S7BseHi42bdokypQpk+zX7caNG6JixYrJqm/SpEmpfn6ympR85gMQxYoV03kczf5pqG+Fh4eLZs2aGfwbYGj/5EjqvaJm6H2p+VnarVs3veee3M8rY7RJF1Nch3IEBpGZqVQqzJw5U3mcwOXLconUW7e0d2zcGPjrLyBvXqO0IzIS+OUXueypvpGRnp7A7NlydVYiIktlZWWFnDlzwtnZGcWKFUP16tVRt25dtGjRItlLnrZs2RL37t3D//73P+zcuRNXr17FmzdvYGNjgwIFCqBChQpo1KgR2rdvr3PZvKpVq+LkyZOYMWMGjh8/jufPnxucO9+3b1+0atUKv//+O/bu3YsbN24gJCQEdnZ2KFSoECpVqgRfX1+0a9cuwV1fTWPHjkWHDh2wcOFC7N+/Hw8fPkR4eDhy5cqF8uXLw9fXV2eG/kKFCuHMmTOYMmUKjhw5gkePHiEyMlLvc7tgwQJ07twZv//+O/z9/fH8+XPY2dmhRIkSaNasGYYOHYq8RvrbZA7mPicrKyvs3bsX06dPx7Zt23Dnzh2EhYUZfalRe3t7ODs7I3fu3KhUqRK8vb3RunVro6ySMH78eHh5eWHu3LkICAhAWFgY8uXLBx8fHwwYMAC+vr5YsWJF2k/CiAoUKICjR49ix44dWLNmDU6ePIlnz54hJiYGLi4uKF26NGrWrIlWrVqhXr16WvtbWVlh4sSJuHDhAnbv3p3k6+bh4YELFy5g/fr1+PvvvxEQEICXL18iLi4Orq6uKFOmDOrUqYO2bduiWrVqpj59SqXs2bNjx44d+Ouvv7BixQpcvHgRISEhyJ8/P+rWrYshQ4agZs2a6d3MLE0ljP3pSRbn0aNHypetoKCgBMNQLUlERIQyRMzPzw/Zs2dP5xalXmxsLMLCwpRs88myciUwcCCgaw7p998DEyYARlgKTAhg/Xq5qMmDB7rLFCwoAxuffw5YMVOOIjP1Ucqc2EfJ0rGPUkbAfkqWLqP0UVNch3IEBpGRRUVFoWvXrggKCsKBAweQM2dOwztERgJffQX873/a23LnBv78E0jFnFVdTp8Ghg0DTp7UvT17dpl2Y+RI4L/p0ERERERERBaBAQwiIwoLC0Pbtm2xb98+AHJI8q5du/RHRe/dA9q3B/5bFioBb29gwwagWLE0t+vhQ2D0aEBHkm1Fjx7A5MnAf7nbiIiIiIiILAoHhxMZUe/evZXgBQAcOXJE5/xjAMC2bXKJVF3Bi0GDAH//NAcvQkLkVBEPD/3Bi3r1gMBAYMUKBi+IiIiIiMhyMYBBZESTJk1KkPQrR44cGDx4cMJCsbHAmDFAq1YywqDJwQFYvRpYsABI4TrtmqKjgV9/BUqVAqZPB3TlkStZEti0CTh8GKhePdVVERERERERmQWnkBAZUZkyZbBnzx40bNgQ1tbW2L17N7y9vT8UeP4c6NIFOHRI187A338DFSqkun4h5CHGjAFu39ZdxtkZGD8eGDw4TTESIiIiIiIis2IAg8jIPD09sXPnTjg5OaFixYofNvj7A506AU+fau/UqZNM4plUwk8DTpwARozQn6DTxgYYMEAuZqJnRT4iIiIiIiKLxQAGkQnUqlXrw3+EAGbPlsko4uISFsyWDZg1CxgyBFCpUlXX7dsyQefff+sv07YtMHWqzIVBRERERESUETGAQZQKJ0+eREhICJomtbzp27dAr17A5s3a2woXlquMfPRRqtrw6hXw44/AokVATIzuMh99BMyYAdSpk6oqiIiIiIiILAYDGEQptH//frRu3Rrx8fHYs2cP6tWrp7vgxYtyiVRdySh8fWWyTo2En8kVGSkTdP78s4yP6FKihBxx0b59qgd2EBERERERWRSuQkKUAps3b0bz5s0RHh6OyMhItGjRAoGBgdoFly2Twx8SBy9UKpmEYteuFAcv4uOBP/+UuT5HjdIdvMidG/jlF+D6daBDBwYviIiIiIgo82AAgygFtm3bhujoaOX/oaGh+PXXXz8UCA+XU0Z695ZDJTTlzg3s3AlMnAhYW6eo3oMHAW9voHt34OFD7e12dsDIkcCdO8DXXwO2tik6PBERERERkcXjFBKiFFi8eDGCg4OxZcsWAEDnzp2xdOlSufHGDTns4fJl7R19fGS+i6JFU1TflSsyQeeOHfrLfPYZMHkyUKxYig5NRERERESUoTCAQZQCNjY2WLt2LVq0aIESJUpg4cKFsLa2Btavl6Mu3r/X3unLL2UmTTu7ZNcTFASMHw+sXCkXMdGlQQN5WC+v1J0LERERERFRRsIABlEK2dnZYdu2bbCzs4MqOhoYOhSYP1+7YI4cwNKlQMeOyT52cDAwZYpM0hkVpbtMuXLA9OlA8+bMcUFERERERFkHAxhEOsTFxUEIARsb3W8Re3t74MEDOWUkIEC7QKVKwMaNgIdHsuqLiJAxkJ9/BkJCdJfJnx+YNEkO9NDTLCIiIiIiokyLl0FEiURHR6N79+7Inj07li1bBisrHblud+yQGTWDg7W39eoloxEODknWFRcHrFolp4s8eqS7jKOjTND5zTdAzpwpPBkiIiIiIqJMggEMIg3h4eFo3749du3aBQBwcnLC3LlzoVLP1YiNBb7/Hpg6VXtne3tgwQLgiy+SrEcIGQMZPRq4elV3GRsboH9/WV3+/Kk9IyIiIiIiosyBAQyi/wgh8Omnn2LPnj3K7+bNmwdXV1dMmDABePoU6NIFOHJEe+fSpeUqI1WqJFnPqVPAqFHA0aP6y3TqBPz0E1CqVGrOhIiIiIiIKPPRMTaeKGtSqVT48ssvE+S9cHR0RO3atYFDhwBPT93Bi/btgcDAJIMXN24A7doBNWvqD140aiRTaqxdy+AFERERERGRJgYwiDQ0b94cf/zxB1QqFVxcXLBvzx40Pn0aaNwYeP48YeFs2YC5c+USqk5Oeo/59CkwYABQoQKwaZPuMlWqALt3A/v3c1lUIiIiIiIiXTiFhCiRzp07IyoqCp7Fi6Py5MnAf/kwEihSRE4ZqVFD73HevQNmzABmzwbCw3WXKVZMThXp2hXQlSuUiIiIiIiIJAYwiHToUbasXCI1KEh7Y9OmwB9/AK6uOveNiAAWLgSmTAFev9Z9/Ny5gXHjgEGDADs7IzaciIiIiIgok+I9X8qSzpw5g5s3b2pvEAL45Regbl3t4IWVFTB5MrB9u87gRWwssGSJzOc5YoTu4EX27MDYscDdu8CwYQxeEBERERERJRcDGJTlHDp0CB9//DEaN26Mhw8fftgQEiKzbA4bBsTEJNwpf36ZoGLsWK25HvHxcjZJhQpA377A48fadVpZyW23b8sYiLOz8c+LiIiIiEhx+DCgUsmfw4fTuzXJ17OnbLO7e3q3hCwQAxiUpWzduhVNmzbF+/fvERQUBF9fXzx//hw4exaoVg3YvFl7p/r1gfPngYYNE/xaCGDvXsDHB+jYEdA1oAMA2rYFrlwBFi8G3NxMcFJEREREWVVYGPDbb0CzZkChQoC9vRzimjcv4O0NfPEF8L//6Z4WTGRqly4B/foBHh6AoyOQMydQvjwwciTw4EGqD2u1Zw9at2mD1m3aILuDAzBxouEdDh0CPv5YLjyQIwdQq5bu657Enj0DXFwAW1vg339T3V5jYgCDsoz4+HhMnToVUVFRyu9u3ryJKZ07yzfxvXvaO40dK0deFCyY4NenTsklT5s0kbEPXRo1Ak6fliuPlCtnzDMhIiIiIpw8KS8GBw6USdefPAGiooDoaODVK7nM/fLl8gLS21v3MRo0kHf7GzQwZ8spK5gwAahaVQbQbt2SWf3fvweuXwdmzgQqVQL+/jvlxw0LQ7avv05++fXr5YqKBw8CoaEy6HfyJPDpp3JFRUNGjADevpUj1MuWTXlbTYABDMoyrKyssG3bNpQvX175XfvChTH98GH5h06Tq6v8Qzh5MmDzIdft1atAmzZAzZr6R+J5eQH79gEHDsjRGURERERkZDdvyjtJ6unArVoBq1bJu0znzslhsjNmAH5+QLZs6dtWynqmTgV++EEO2S5YUC5LeOqU/Jk9GyhQQAYTunYFjh1L2bG//x5WDx8iMjlz0kNDgf795Zz3mjWBHTvkhUqLFnL7yJHA/fu69z16FFi9GihcGBg/PmVtNCGuQkJZiqurK/bt24c6Pj5o+O4dFj96BOvEhWrVAtaulUul/uf+fRlE/eMP+TmkS9mycknUTz+VgXwiIiIiMpHvvpMXZ4AcZdGzp3YZX195B/nlS3kXmsgcHj36MKXDzQ0ICEg4j7xGDTn/3MdHjhoaPFhOV7dKxtiCs2eBX3+FsLPD9W7d4LlggeHyW7bIPH+urjKolyOH/H2jRjKB37//An/+KZdH1BQbK9sFALNmyekvFoIjMChrEQJu27fj9MuXWBIaqh28GDlSDq34L3jx/Dnw1Vdy2tqqVbqDF0WKAEuXApcvyxygDF4QERERmVBcnLyTDMihr7qCF5ry5v1wMUZkamvXyqlMADBpku4keIUKyW2AzJOxc2fSx42Lk6sCxMUhduRIhBUokPQ+Fy7If1u0+BC8AGSwpFOnhGU0/fqrTOL38ccy2GJBGMCgTEnoijS8fw906wb074+80dFIEGfIlQvYuhWYPh3Ilg1v3wLffw+ULAnMm6e9KAkA5MkjR4DdvCnzQ9lwPBMRERGR6b18CUREyMelSqXuGOqVLo4ckf8/ckRZsSO7gwNat2kD3759E+4TFgasWwf06SNzGzg7y+kpefPKpO8zZ8rvm4aoVwVR36EPCAC6dJHD9O3s5IVt9+4yT0JSIiKAn38GqlSRd8hdXYHatWXOhfj4pPePj5d5EUaMkPvlySPPx8VFnt+IER+m6OiTOIfIrVvAkCFA6dKAg4PclniKwvXr8vkvUkQmXS1SRE6lCAhIus0ZQWDgh8dNm+ov98knHx5v3Jj0cefMkSM1PDwQO3x48try9q38N1E+PwByGotmGbWnT2X/zJYNmD8/efWYES+5KNOJiYlBr169UKNGDXz55Zfyl1euAB066M6e6+MjhxUWK4awMBmwmD4dCA7WffwcOYDhw4FvvpGJfImIiIjIjGxtPzxOzoW+sTRv/iHgoenVK5kv4OhRYOFCeTc9OQkPFy4Evv5aDtdXe/JEDunftEnmY6tXT/e+z57JaQCa5x8eDpw4IX/+/lt+WTXkhx8+jALQ9PYtcPGi/Fm0SLanbdukz+eff4DPPpOBHn3Wrwc+//zDCAVATrlYswbYsEGuKJPRvX794XH+/PrLaW47etTwMdXz2QH5mtjZJa8t6jwZz55pb1P/LnEujeHD5fSsb7+1mMSdmhjAoEwlMjISHTt2xLZt27B69Wo4Ozvj87g4OWxQHanXNHQoMG0aIuNtsfhXGcR+/lz3sW1tgUGD5MIkefOa9DSIiIiISJ/cuYFixeQylBcvAtOmyWnAyckhoDZ5shxh0KuXvGPu5SVzaUB+nzxx4gTibWxQW3Of2Fi5ckSrVrK8m5ucX/zggVyScv16uapdmzZyWL69vf769+wBzpyRx/v6a/lvRIQ8zty5MhjRvbsc0aAZsFG3o0WLD8ELPz+5EkuRInLExMKF8vhv3hh+DmJj5Z35tm1lgscSJWSbg4JkEGThQjmipGtXmRjV0LJ6Dx/Kkc4ODnIYc926gLW1HFWhnroQECADHLGx8gJ82DC5/K2dnVy67+ef5XloJNzPkDSnarx9K0fG6KI58uH+ffmaOzjoLjtwoNz+2WcycKXrukaXKlXkvzt2JDx+fLwMGAFytI3a4cMymFSokHwdLRADGJRpxMbGolmzZjh06JDyu149eyKnENCKGTs7A8uWIablp1ixAvjxR/3Lg1tZAT16yKBnsWKmaj0RERERJduXX8oABACMHi3v3LdqJZOx+/gAxYsb3r9QIfmjTk7o6AhUrAgAEBERCH38WHuf5cvl1IjE1EkZe/eWK6PcuCFXb+jdW3/9p07Ji/fNmxMGKOrWlRe848bJoMCOHdqjH37/XSZzBOQSsb///mFb9eqyfO/ewLJlhp+DPn3kF9zEq7RUqwa0bi2f448+Ah4/lsGFP/7Qf6x792RA5+RJoGjRhM+N2qBBMniRLZtMKKk5usTHR2bC/+gjGZRKqwYNdI+WSYkePYAVK1K+X7lyMnkmINvw6ae6y2mOuhBCjkTx8NAu99dfwO7dcmrP7Nkpa0vr1nLI+MuXcsrKmDGyv82bB1y7JufAd+0qy8bGyuk/gKxHMxBjQZgDgzINGxsbNG7cOMHv7ISAVhyzWjXEBZzDn+Gfolw5+bmvL3jx6ady9smyZQxeEBEREVmMYcNkEjK1+/dl4sHOneVIggIF5ONt2/QvIZdSuoIXmho3lkEU4MMFrD729jIgknh0BSAzyKt/7++vvX3hQvlv/vwyL4Iuc+cmPWTY3d3wErOFC8uRLYDMFZfU8zh1asLghaaAgA+5Ifr31z01plAhueJFRqfuA4CcphMZqV0mMlJu06ReVUfTmzeyrwPAlClAvnwpa4uzM7BggcxF4u8vg2aNG8vpPoAcvVSihHz8yy/A1asWmbhTE0dgUKYyZswYhBw/jhk7d8IJwA4AdTS2i4GDsLneHIxva4urV/Ufp2lTOSqjenUTN5iIiIiIUs7KSi4D17mzvFu8f3/CXBLPn8uEm+vWyekea9fK7OzG9PKlXKJSM5+DOmiQ1CgCX1/9F6M5c8pgydWrwN27Cbc9fSrvnAPyIlPflIMcOeT2pJbZ1PTunczfEB7+IVihPv67d3KUhfpiNzFbW5lvTp/9+z887tVLf7m2beVIg5CQ5Ldbl+XLDefiSI5cuVK330cfySk+27fLflC/vhzBUrOm3H7ypJyTfvGifN6io+XvdU0LGTECePFCjmTp1y917enWTQa7Jk+WI3fi44HKleWx27WTZR4/lvlQsmWTozPU9u37sJ8Q8r30/fcyyJFOGMCgzCM8HKqvvsK0nTuhAtAZgOd/m0SOnNgzZBvG7auPs4v0H6J+ffkerV1bfxkiIiIishC+vvLn3Tvg+PEPd/qPHv2QYyAwUE7NOHtW92oMKXH8uBzpsX+/4RwTr14ZPk5SyRFz55b/Jr4rf/nyh8fe3oaP4eOTdADjwQO5esq2bfKxIa9e6Q9glC5tOOeHut22th/yMuiSLRvg6QloTAlPlaSmEJnaypVyykZAgMx1kmiUOACZFNbOTiZsBWTgStPhwzIQY20tp0ilJMdLYur3iT7ffCPznYwc+SHXyZo1MvgRHy+nB6lX7fH3l9vSaZQGp5BQ5vDvvzIyuXQpVACm4UPw4kiJXqhX5hmaTq2vTBdMzMdHBhgPHWLwgoiIiCjDcXKSQ2jHj5fTHZ4/l3OA1XfRnz5Ne1LCiROBOnVkss6kEmQmlWRR38gJNfXFalxcwt9r1pvUdAJDK2AAcpWT8uXlUplJBS8Aw+eU1GgFdbtz55YX5IYk1e6MIHduGUSbPh0oUybhtmLF5FSZrVvlaBc1zecwKkpOtQHklCLNRJvGduCA7NOFCsn3DyADggMHyuDFrFlyhMajR3K0U3y8bJuuKS9mwBEYlCFdvHgR7u7ucHZ2lgmFBg7UGiZ2Bt4YV2gF9t3Vn8m4cmU5VaRlSxlUJCIiIqJMwM5OTlVwc5N3wgF5p3vx4tTdyT5w4MOSoyVKyOH3derInA+OjjIZIiAvAH/80TjnkJS0fHl99UombwwPl9NNRoyQCUhLlpR5E9Q5OA4e/DBdwFAOjKSCEsZoc0rcu2ecKSSFCqV+f3t7OaJh5EggOFg+505OCQM0t27Jf52c5Coyaps2ATdvyhEp5cvLKVAarKOjkVdzNM6VKx/K1KiR/BEoMTEfEnfOmvUhcec//8gRTJUrJ1yOd9gwOSrk8mVZplu35NVjRAxgUIZz9OhRtGjRAlUrV8buEiXgkCgj8iVUwvfWP2NrXAtARwJpQCb4/eEHOVUvLaOxiIiIiMiCNWkiLwyDguRF5OvXSSe31OV//5P/5solVxDRd4ykRmakleZd+ufPDZc1tH3jxg95JjZv1j3FATDe+ajb/fq1HFViKOCR1HklR69e6bcKiS65cmmPUnnzRgZaAJlbQjO4o86rEhMD9O2rdThbAAnGdfz9t/wBZIAhuQGM2bPlSPZGjYBOnT78/sIF+W+tWtr71KolAxgXLqRLAIOXbpSh7Ny5E02aNEFoaCj8jx9H+z/+wH9pb3AV5dER61AFl2TwQgd3d/mevnpVvkcZvCAiIiLK5NzcPjxOPAIguSMC1NnfGzY0HABRr7RhKpUqfXgcEGC4rKHt6vPJnVt/8AIw3vmo2x0dbTjBaWzsh4vnzG7TJjkdA0gYPDCXR4/kaKFs2eQ0Ik3q/DHOztr7ubgkLGNmvHwD8ODBAwwfPhxly5aFo6MjcufODW9vb8yYMQPhmvOS0mjXrl1o27YtChcuDDs7OxQuXBht27bFrl27jFZHZhYZGYkBAwYgUmMpol0AxiAPumI1KuEyNkB3MpmCBWUOoxs3gJ49P4zyIyIiIqJMLDz8w6odTk6Aq2vC7erEk5orieiiXuHE0LSE8+eB06dT187kcnP7kGRxwwb9eSnCwmReA33U5xMZ+eEiOrHwcDlV2xg0gyQrV+ovt3mzHCmTVocPyykvafkx1ugLXSIj5cokgByZ0bVrwu09expsW0R4OI5pTlWaMOHD9p49k9eGYcNkPxk69EOfUlMHLh490t4vKEj+6+SUvHqMLMsHMLZt24bKlStj9uzZuHHjBsLDwxEcHIzAwEB8++238PT0xO3bt9NUR3x8PPr06YNmzZphy5YtePz4MaKjo/H48WNs2bIFzZo1Q9++fRGv78ODAAD2cXHY7ukJF43fFUE1zMF9rEFXCB3d2dVVJla+fRsYNEj3UttERERElIG8fy/n+W/frv/iG5DbvvzyQ7LBVq20R1yoVyW5e9dwjofSpeW/x47JL5aJvXwJdO+e/HNIi4ED5b/PngHDh+suM2yYXH5TH/X5hIfrDnTExQF9+gBPnqStrWo+PkC1avLxokXyeUzs6VOZiyMzePZMf9+MiAC6dPkwfUQz94S57NsnpxFpJu7UpF4pZvt2mdBT7d07YMcO+diUiUUNyNIBjPPnz6NTp0549+4dcuTIgcmTJ+PEiRM4cOAA+v431+jmzZto3rw5QtOQZfW7777D0qVLAQCenp5Ys2YNzpw5gzVr1sDTU66VsWTJEowbNy7tJ5VZXb0K+Pig8tatWIoCsIEdVOiGIJyGgKNWcWdnmePi3j35uZ5UomciIiIiykDOnJFZ2IsWlUkIV6+WF8UXL8rcB7/8Ii+wli2T5Z2ddSfXVM/xf/FCJis8exaqO3fg+PQpsmsGAD7/XP4bFgbUrw/MmwecOCF/Zs6UF3zXrgE1a5ryrKWBA+VSo4AMBjRtKhMqnjsn/23SRObs8PLSf4yOHWWiU0Dmixg9WiYqDQyUIyRq1JBLZRpzeb6FC+Uw6JgYuaTn2LHyNQsIkFMYqleXQQxDy6xmFH/+KROijhkjL/jPn5erksyaJafTbNkiy/XpI59/c4qOloE9QH/wpE0bOcLi7VvZn3btAnbvlglx376V76fWrc3abIXIwurWrSsACBsbG3HixAmt7dOnTxcABAAxYcKEVNVx48YNYWNjIwAILy8vER4enmB7WFiY8PLyUtpx69atVNVjSFBQkHIeQUFBRj++sYSHh4stW7aILVu2fHie4uOFWLZMiOzZxQMUEf3wm7BBtACuCSBOazxVzpxCjB8vRHBwup4KZVI6+yiRBWEfJUvHPkpGEREhRIECyZ8MULq0EIGBuo8VGipEiRI69wvLmzdhP+3VS38d1tZC/PKLEBMmfPidLuptSV1b1K8vy9Wvr3v748dClCmjvz1+fkLs2fPh/4cOaR9j2TIhrKz0H6NTJyH27zd8jKTamdhffwlha6u7PhsbIRYvFqJHD/n/YsWSd0xLNGOG4T5pYyPE6NHyWicVwsPDhf+PPya/P2n6+We5T6NGhsutXi2ESqXddisr+TomgymuQ7PsCIwzZ87A398fANC7d2/U1BEtHT58OMr9Nx9o7ty5iImJSXE9v/zyC2L/m2M2b948ZM+ePcF2BwcHzJs3DwAQGxuLOXPmpLiOTOv9e6BHDzz64nsMipiJUriNxeiPWGQDUA6aA4gcHWUQ9/59ucKVOrcMEREREWUy9vbA48fA8ePyi1/TpnJpU0dHubqFkxNQtqxMjPjXX3KJyerVdR8rRw45iuLrr2UeAEPDdpctkzkh6tYFcuaUIxiKFZNTR9THMBc3N3lX/6efgIoVgezZ5Rfgjz6SIx127Up67nSvXoC/v7zbnjevTOZYsKC8y75unVyWM7nLoyZXly6y3d27y3OwtZXTGDp2lKMxdKy4kSF9+qkc8dOwoRwlZG8vRy1UqCBH+ly8CEyZYr5lZdWCgmSf0ZW4M7GuXYE9e+SII0dH+d6oV0/2rS5dzNNeHVRCGJrslXmNHTsWU6ZMAQCcOnUKNWrU0Flu6tSpGDNmDABgz5498PPzS3YdQggULlwYT548QdmyZXH9+nW9ZcuWLYsbN26gUKFCCAoKgsqInfnRo0co8t+6wkFBQShcuLDRjm1MERER2Lt3L+Li4rDzzz/R9PRtHHnSB7+jP6Jhp3MfBwc5anDkSCBPHjM3mLIcdR8FAD8/P62AJFF6Yx8lS8c+ShkB+ylZuozSR01xHZplR2Ac+y9xjKOjI6rri8gCqF+/vvL4+PHjKarj3r17ePJf4hvN4xiq5/Hjx7h//36K6slMYqKjMXvYaCzdvBntn9zDPNTUGbywt5fBy7t3gWnTGLwgIiIiIiLK7LLsYpLq0RClSpWCjYE1NcuWLau1T3JdUy/ZlOg4yamnePHiya7nka7lbTQ8ffpUeRwREYEIfcstpbNbFx5jaPcf8Djq1n+/eQ/gEwBHAVQAANjZCfTuHYfhw2OUpNEWejqUCWku4av5mMhSsI+SpWMfpYyA/ZQsXUbpo6a47sySAYzIyEi8evUKAJIcxpIrVy44OjoiLCwMQeo1b5NJM7CQVD3qoTUAUlyP5r5JOXr0KPJY4HCFi1utMW1ZXYSjDIArGlvCAQTBxrosfP0eol27m8iTJxKXLwOXL6dTY4kg30tElox9lCwd+yhlBOynZOksuY+qr7mNKUsGMDSXRM2RjDV31QGM9+/fm6weR8cPS4GmtJ7MoIq4gGg0AbAaQCiAvQBywhpb0LhxMbTvdAB583KoBRERERERUVaVJQMYmsNsbJPKzgvA7r81klM6BCYl9ajrSE09SY3YePr0KXx8fAAA9erVs8wknn5++Nz/GJbdbghgE4AuaF7tC8z4sxbc3QUAt3RuIJF8T6uj3PXq1YO9vX06t4goIfZRsnTso5QRsJ+SpcsofTSpVAepkSUDGJovcHR0dJLlo6KiACDF2V1TUo+6jtTUk5KARPbs2S02S+23G6piTbUItHbcg3HrZ6FC09Lp3SQivezt7S32vUQEsI+S5WMfpYyA/ZQsnSX3UVO0K0sGMHLmzKk8Ts50jbCwMADJm26S2nrUdaSmnsyiaBl7rJj9N7IXtkeJBhY4SoSIiIiIiIjSTZZcRtXe3h6urq4Akh7WEhwcrAQXUpIsE0g4MiKpejSngaS0nszErnhOxGfLlt7NICIiIiIiIguTJQMYAFC+fHkAwO3btxEbG6u33L///qs8LleuXKrqSHwcY9dDRERERERElNll2QBGnTp1AMipG2fPntVb7siRI8rj2rVrp6iO4sWLw83NTes4uqiTsBQqVAju7u4pqoeIiIiIiIgos8uyAYw2bdooj5cvX66zTHx8PFatWgUAcHFxQcOGDVNUh0qlQuvWrQHIERanTp3SWe7UqVPKCIzWrVtDpVKlqB4iIiIiIiKizC7LBjB8fHxQt25dAMDSpUtx8uRJrTKzZs3C9evXAQBff/01siXKzXD48GGoVCqoVCr07NlTZz1Dhw6FtbU1AODLL7/UWiI1IiICX375JQDAxsYGQ4cOTctpEREREREREWVKWTaAAQBz585F9uzZERsbCz8/P0yZMgWnTp3CoUOH0L9/f3z77bcAAA8PDwwfPjxVdXh4eGDkyJEAgMDAQNSuXRvr1q1DYGAg1q1bh9q1ayMwMBAAMHLkSJQuzaVDiYiIiIiIiBLLksuoqnl6emLdunXo1q0b3r17h7Fjx2qV8fDwwI4dOxIsiZpSkydPxosXL7Bs2TKcP38enTt31irTu3dv/PTTT6mug4iIiIiIiCgzy9IjMACgZcuWuHTpEoYNGwYPDw84ODjAxcUFXl5emDZtGs6fP49SpUqlqQ4rKyssXboUO3bsQOvWreHm5gZbW1u4ubmhdevW2LlzJ5YsWQIrqyz/chARERERERHplKVHYKgVK1YMs2fPxuzZs1O0X4MGDSCESHb5Zs2aoVmzZiltHhEREREREVGWx1v+RERERERERGTxGMAgIiIiIiIiIovHAAYRERERERERWTwGMIiIiIiIiIjI4jGAQUREREREREQWjwEMIiIiIiIiIrJ4DGAQERERERERkcVjAIOIiIiIiIiILB4DGERERERERERk8RjAICIiIiIiIiKLxwAGEREREREREVk8BjCIiIiIiIiIyOIxgEFEREREREREFo8BDCIiIiIiIiKyeAxgEBEREREREZHFYwCDiIiIiIiIiCweAxhEREREREREZPEYwCAiIiIiIiIii8cABhERERERERFZPAYwiIiIiIiIiMjiMYBBRERERERERBaPAQwiIiIiIiIisngMYBARERERERGRxWMAg4iIiIiIiIgsHgMYRERERERERGTxGMAgIiIiIiIiIovHAAYRERERERERWTyb9G4AmV5sbKzy+OnTp+nYEsMiIiLw6tUrAMCjR4+QPXv2dG4RUULso2Tp2EfJ0rGPUkbAfkqWLqP0Uc1rT81r0rRgACMLePnypfLYx8cnHVtCREREREREWc3Lly/h7u6e5uNwCgkRERERERERWTyVEEKkdyPItCIjI3H58mUAQN68eWFjY5kDb54+faqMEDlz5gwKFiyYzi0iSoh9lCwd+yhZOvZRygjYT8nSZZQ+Ghsbq8wGqFSpEuzt7dN8TMu8kiWjsre3h7e3d3o3I0UKFiyIwoULp3cziPRiHyVLxz5Klo59lDIC9lOydJbeR40xbUQTp5AQERERERERkcVjAIOIiIiIiIiILB4DGERERERERERk8RjAICIiIiIiIiKLxwAGEREREREREVk8BjCIiIiIiIiIyOIxgEFEREREREREFk8lhBDp3QgiIiIiIiIiIkM4AoOIiIiIiIiILB4DGERERERERERk8RjAICIiIiIiIiKLxwAGEREREREREVk8BjCIiIiIiIiIyOIxgEFEREREREREFo8BDCIiIiIiIiKyeAxgEBEREREREZHFYwCDiIiIiIiIiCweAxhEREREREREZPEYwCCje/DgAYYPH46yZcvC0dERuXPnhre3N2bMmIHw8HCj1bNr1y60bdsWhQsXhp2dHQoXLoy2bdti165dRquDMidT9tHw8HBs2rQJAwcOhLe3N3LlyoVs2bLB1dUVNWvWxMSJE/Hs2TMjnQllVub6HNUUHh6OEiVKQKVSQaVSwd3d3ST1UOZgzj66f/9+9OzZE6VKlYKjoyOcnZ3h4eGB9u3bY9GiRXj//r1R66PMwRx99P79+xg1ahSqV68OFxcXZMuWDblz50atWrXwww8/4MWLF0aphzKXFy9eYPv27Rg/fjyaNm2KPHnyKH97e/bsaZI616xZAz8/PxQoUAD29vYoVqwYunXrhpMnT5qkPpMSREa0detW4eTkJADo/PHw8BC3bt1KUx1xcXGid+/eeusAIPr06SPi4uKMdFaUmZiyj168eFHkyJHDYN8EIJycnMTatWuNfGaUWZjjc1SX4cOHJ6inWLFiRq+DMgdz9dE3b96I1q1bJ/mZev78+bSfFGUq5uijq1atEtmzZzfYN3Pnzi327t1rpLOizMJQn+nRo4dR6woPDxfNmjXTW5+VlZWYOHGiUes0NQYwyGjOnTunfJDnyJFDTJ48WZw4cUIcOHBA9O3bN8EfjXfv3qW6ntGjRyvH8vT0FGvWrBFnzpwRa9asEZ6ensq2MWPGGPHsKDMwdR/19/dXjlG7dm0xZcoUsW/fPnHu3DmxZ88e0b9/f2FlZSUACGtra7Fz504TnCVlZOb6HNVVr7W1tbC3txc5c+ZkAIP0MlcfDQkJEdWrV1eO17ZtW7F69Wpx6tQpERAQIDZt2iS+/vprUbhwYQYwKAFz9NFjx44pf8+trKxEr169xJYtW8SZM2fExo0bRcuWLZV6smfPLu7cuWPks6SMTDOAULRoUeHn52eyAEbnzp2VYzds2FDpp0uXLhUlS5ZUtv3+++9GrdeUGMAgo6lbt64AIGxsbMSJEye0tk+fPl15k0yYMCFVddy4cUPY2NgIAMLLy0uEh4cn2B4WFia8vLyUdpjiLiVlXKbuo8ePHxcdO3YUV69e1Vtmy5YtQqVSCQCiZMmSIj4+PsX1UOZljs/RxGJjY5ULxR9++EEUK1aMAQzSy1x9tHv37gKAsLOzE//884/ecvHx8SImJibV9VDmY44+2rx5c+UYCxYs0Fnmm2++UcoMHjw4VfVQ5jR+/Hixbds28ezZMyGEEPfu3TNJAOPAgQPKcVu2bCliY2MTbH/58qUoWrSoACBcXFzEmzdvjFa3KTGAQUZx+vRp5Q3Sv39/nWXi4uJEuXLllDdJdHR0iusZOHCgUs/Jkyd1ljl58qRSZtCgQSmugzInc/XR5GjXrp3SlrNnz5qkDsp40quPzpo1SwAQZcqUEVFRUQxgkF7m6qOao9lmzJiR1mZTFmKuPporVy4BQLi6uuotExISorSlWrVqKa6Dsg5TBTCaNm2qBPOCgoJ0llmzZo1S9/Tp041WtykxiScZxZYtW5THvXr10lnGysoKn3/+OQAgJCQEhw4dSlEdQgj8888/AICyZcvio48+0lnuo48+QpkyZQAA//zzD4QQKaqHMidz9NHkatiwofL4zp07JqmDMp706KMPHjzA+PHjAQC//fYbbG1t03Q8ytzM1Ufnz58PAHB2dsaQIUNS3lDKsszVR6OjowEAxYsX11vG2dkZefLkSVCeyFxCQ0Nx4MABAEDjxo1RuHBhneU+/fRTODk5AQA2b95stvalBQMYZBTHjh0DADg6OqJ69ep6y9WvX195fPz48RTVce/ePTx58kTrOIbqefz4Me7fv5+ieihzMkcfTa6oqCjlsbW1tUnqoIwnPfrooEGDEBYWhu7du6NBgwZpOhZlfuboo9HR0crNCl9fX9jb2wMA4uLiEBQUhPv37yMyMjKlTacswlyfo+obZffu3dNb5t27d3j16lWC8kTmEhAQoATODF032draKjeFAwICEBMTY5b2pQUDGGQU169fBwCUKlUKNjY2esuVLVtWa5/kunbtms7jGLseypzM0UeT68iRI8rjcuXKmaQOynjM3UfXrl2LnTt3IleuXJg1a1aqj0NZhzn66MWLF5UARaVKlfDu3TsMHToUefLkQdGiRVG8eHE4OzvD19cXhw8fTvlJUKZmrs/RAQMGAABev36N3377TWeZH3/8Uas8kbmk5ropNjYWt27dMmm7jIEBDEqzyMhIJcKsb3iSWq5cueDo6AgACAoKSlE9jx49Uh4nVU+RIkWUxymthzIfc/XR5Lh48SJ27NgBQH45ZwCDAPP30eDgYAwdOhQAMHXqVOTNmzdVx6Gsw1x9VPNLd3x8PLy8vDB37lyEhIQov4+Ojsb+/fvRqFEjTJs2LUXHp8zLnJ+jX3zxhTINZfDgwejbty+2bduGwMBAbNq0CW3btsXMmTMBAN999x0aN26c4jqI0iIzXzcxgEFpFhoaqjzOkSNHkuXVfzDev39vsnrUdaSmHsp8zNVHkxIVFYU+ffogLi4OADB58mSjHp8yLnP30ZEjR+L58+eoWbMm+vbtm6pjUNZirj765s0b5fG0adNw69YtfPLJJzhz5gwiIyPx4sULLFq0CM7OzhBCYPTo0cqUE8razPk5am1tjZUrV2LDhg2oUqUKlixZglatWsHb2xvt2rXDli1b0LBhQ+zbtw8//fRTio9PlFaZ+bqJAQxKM825qMlJAGdnZwcAiIiIMFk96jpSUw9lPubqo0kZMmQIAgMDAQA9evRAy5YtjXp8yrjM2UePHj2KZcuWwcbGBr/99htUKlWKj0FZj7n6aFhYWII6fX19sX37dnh7e8POzg558+bFgAEDsH37dlhZya+xY8aMYcJuMvvf+uvXr2PVqlW4fPmyzu0nT57E0qVL8fjx41QdnygtMvN1EwMYlGbqBFtA8rIsqxMYZs+e3WT1aCZJTGk9lPmYq48aMmXKFCxZsgQA4O3tjQULFhjt2JTxmauPRkVFoV+/fhBC4Ouvv0blypVT1lDKstLjbz0gR2HoSnZcp04dfPrppwDkhaS+i0jKOsz5t97f3x81a9bEtm3bUKhQIfzxxx949uwZoqOjERQUhAULFsDBwQFr166Fj48Prl69muI6iNIiM183MYBBaZYzZ07lcXKGHanvriRneF9q69G8g5PSeijzMVcf1ef333/H2LFjAchESTt37kwwXI/IXH108uTJuHHjBooUKYJJkyalrJGUpaXH3/q8efPC09NTb9kmTZoojwMCAlJUD2U+5uqjUVFR6NKlC96+fYsCBQrg1KlT6NatG/Lnz49s2bKhcOHCGDRoEI4ePQp7e3s8efIEPXr0SNnJEKVRZr5u0p+elyiZ7O3t4erqitevXydIGKNLcHCw8ibRTBiTHJoJaJKqRzMBTUrroczHXH1UlzVr1mDQoEEAgGLFimHfvn3KuvBEaubqo+qEh40bN8a2bdt0llEfOywsDGvXrgUA5MuXD40aNUpRXZS5mKuPapZPSeK5ly9fpqgeynzM1Ud3796tTAv58ssvUaBAAZ3lKlSogG7dumHJkiU4e/YsLl68iCpVqqSoLqLUSnzd5OXlpbdsRrtuYgCDjKJ8+fLw9/fH7du3ERsbq3fpqn///Vd5nNLVF8qXL6/zOMauhzInc/TRxLZu3YrPP/8c8fHxKFiwIA4cOJDkF3LKuszRR9XDSJcvX47ly5cbLPvq1St06dIFgFxDngEMMkcfrVChgvJYnfBYH83thpbMpKzDHH1Uc9nVatWqGSxbvXp1Zfrov//+ywAGmU1qrptsbGxQunRpk7bLGDiFhIyiTp06AOQdu7Nnz+otd+TIEeVx7dq1U1RH8eLF4ebmpnUcXY4ePQoAKFSoENzd3VNUD2VO5uijmg4cOICOHTsiNjYWrq6u2LdvH0qWLJnq41HmZ+4+SpRS5uijxYoVQ9GiRQEA9+/fN5ic886dO8rjQoUKpageypzM0Uc1gyKxsbEGy8bExOjcj8jUvL29leSdhq6boqOjcerUKWWfbNmymaV9acEABhlFmzZtlMf67urFx8dj1apVAAAXFxc0bNgwRXWoVCq0bt0agIwUqt9siZ06dUqJJLZu3ZoZ9gmAefqo2okTJ9C6dWtERUXB2dkZe/bsSXBXkUgXc/RRIUSSP8WKFQMgLyTVvzt8+HCqzokyF3N9jrZr1w4A8O7dOxw4cEBvuU2bNimP1ReulLWZo48WL15ceezv72+wrOaFo+Z+RKaWM2dOfPzxxwCA/fv3651WtWnTJrx79w4A0LZtW7O1L00EkZHUrVtXABA2NjbixIkTWtunT58uAAgAYsKECVrbDx06pGzv0aOHzjpu3LghrK2tBQDh5eUlwsPDE2wPDw8XXl5eSjtu3rxpjFOjTMIcffT8+fPCxcVFABCOjo7i2LFjRj4LyszM0UeTUqxYMQFAFCtWLFX7U+Zmjj764MEDYW9vLwCISpUqibdv32qV+eOPP5TjNG/ePK2nRZmIqftocHCwcHBwEABEzpw5xaVLl3S2Y+fOncLKykoAEIUKFRJxcXFpPTXKpO7du5fiv93Lly832I+FEOLAgQNKmVatWonY2NgE21++fCmKFi0qAAgXFxfx5s2bNJ6JeXAsExnN3LlzUbt2bURERMDPzw9jx45Fw4YNERERgbVr12Lx4sUAAA8PDwwfPjxVdXh4eGDkyJGYOnUqAgMDUbt2bYwaNQolS5bEnTt3MG3aNJw/fx4AMHLkyAwxj4vMx9R99M6dO2jSpAlCQkIAAD/99BOcnZ1x5coVvfvky5cP+fLlS9X5UOZjjs9RorQwRx8tWrQofvjhB3z77be4fPkyfHx8MGrUKFSuXBnv3r3Dpk2bsGjRIgCAk5MT5syZY7Tzo4zP1H3UxcUFo0ePxvjx4xEaGopatWrhyy+/hK+vL3LlyoXnz5/jn3/+wf/+9z/Ex8cDAKZOnQorKw58J+nYsWO4ffu28v9Xr14pj2/fvo0VK1YkKN+zZ89U1dOoUSN07twZa9euxdatW+Hr64uhQ4fCzc0Nly9fxuTJk/Hw4UMAMsl3rly5UlWP2aV3BIUyl61btwonJycl2pf4x8PDQ9y6dUvnvsm9cxgXFye++OILvXUAEL1792akm3QyZR/VjIYn90df1JyyLnN8jhrCERiUFHP10dGjRwuVSqW3nnz58um8w05k6j4aHx8vhg4darB/AhDZsmUTM2bMMOGZUkbUo0ePFH1X1CU5IzCEkKPTmzVrpvfYVlZWGe67KEOBZFQtW7bEpUuXMGzYMHh4eMDBwQEuLi7w8vJSRkeUKlUqTXVYWVlh6dKl2LFjB1q3bg03NzfY2trCzc0NrVu3xs6dO7FkyRJGukknc/RRorRgHyVLZ64+OmXKFBw/fhzdu3eHu7s77Ozs4OzsDG9vb/z444+4efMmatasaYQzoszG1H1UpVJhzpw5CAgIwIABA1CxYkXkzJkT1tbWcHZ2RvXq1fHNN9/gypUrGDFihBHPjChlsmfPjh07dmD16tXw9fVFvnz5YGtriyJFiqBr1644duwYJk6cmN7NTBGVEAbSOxMRERERERERWQDeoiYiIiIiIiIii8cABhERERERERFZPAYwiIiIiIiIiMjiMYBBRERERERERBaPAQwiIiIiIiIisngMYBARERERERGRxWMAg4iIiIiIiIgsHgMYRERERERERGTxGMAgIiIiIvp/e/ceFXWZ/wH8PTOAIyioI5AoAUqUGyhCKV4HKVR0RVS2vFSD20WsaC0lzzFTOIK7bZTbsd2z2gZedj1WLhZ4aaEVNIFWuSwLomIJqyTJJW8BK8I8vz/4zXeBuTDgjMwe3q9zOmeY5/L9fJ95PKfvZ555HiIisnlMYBARERERERGRzWMCg4iIiIiIiIhsHhMYRERERERERGTzmMAgIiIiIiIiIpvHBAYRERERERER2TwmMIiIiIiIiIjI5jGBQUREREREREQ2jwkMIiIiumcymQwymQwJCQn9HYpNuXz5MlavXo1x48ZBqVRK4/T5558DAGJiYiCTyeDt7d2vcRIREf0vsOvvAIiIiGxJU1MT9u3bh4yMDJSWlqKxsRFCCDg7O8Pb2xsBAQGYOnUq5s2bB09Pz/4OlzrJzc3F7NmzDZYNHjwYKpUKEydOxJIlS7By5UoMGjTIqvFcvnwZwcHBaGhosOp1iIiIBgomMIiIiP5fQUEBli1bhsuXL+uVNTQ0oKGhAYWFhUhLS4O7uzt++OGHfoiS+qKlpQU1NTWoqanBkSNH8P777+Pw4cNWXfmQlJSEhoYG2NnZITk5GbNmzcKQIUMAAF5eXla7riXFxMRgz5498PLyQnV1dX+HQ0REAxwTGERERAAqKysxd+5c3L59GwAQGRmJ6Oho+Pn5wcHBAQ0NDSgtLUV2djZycnL6OVrqyZo1a/Dyyy9Lf9fV1aG8vBzvvvsuampqcPbsWURGRqKkpAQKhcIqMXz11VcAgKioKLz55ptWuQYREdFAwgQGERERgLfeektKXqSlpSEmJkavTnh4ONavX4/6+np8+umn9zlC6g03Nzf4+/t3eS8sLAyrVq3ChAkTUF1djbKyMhw6dAjR0dFWieH7778HAPj5+VmlfyIiooGGm3gSEdGA197ejiNHjgAAHnvsMYPJi85cXV3xyiuv3IfIyNKGDh2KTZs2SX/rVklYQ2trKwDA3t7eatcgIiIaSJjAICKiAa++vh4tLS0AAF9f33vqq7W1FZmZmXj11Vfx+OOPY/jw4bC3t4dKpcKUKVOQkJDQ46aO3t7ekMlkUiKluLgYK1euhKenJwYPHgxfX1+88cYbev3k5+fjF7/4BR588EEolUqMGzcOGzZskFaWGBIaGgqZTIbQ0FAAwIULF/DSSy/Bx8cHSqUSo0aNwlNPPYVvvvnmnsZFp7i4GLGxsXj44YcxZMgQODk54eGHH8aaNWtQWVlpkWv0JCAgQHp95coVk3VzcnKg0WgwduxYODo6wtnZGQEBAYiPj8fVq1f16u/evVs6aUQnMTFReq/z59obN2/exK9//WtMnz4drq6ucHBwwKhRo7Bw4UIcPHgQQoge+7h9+zbee+89hIWF4YEHHoCDgwOcnZ0xadIkxMXFIS8vT6qbkJAAmUyGPXv2AAD+/e9/d7mH7vcIWGfuX7hwAS+++CK8vb0xaNAguLu7Y/HixWbPx+rqamzYsAHBwcFQqVSwt7fHyJEjMXPmTCQkJODSpUtG21pizImIyMIEERHRANfY2CgACABi4sSJ99SXRqOR+jL2n0qlEqdOnTLah5eXlwAgNBqN2Lt3r3BwcDDYj5+fn6itrRVCCPHuu+8KmUxmsF5QUJC4ffu2wWup1WoBQKjVanH06FHh5ORksA+5XC62b99uNGZdvS1bthgsb29vF6+//rrRGAEIOzs7sXPnTrPHurucnJwe4xBCiJKSEqneokWLDNZpaWkRy5YtM/k5Ojk5iYyMjC7t0tLSevz8NRqNVF83X7y8vIzG+9VXXwmVSmWyz/nz5xv9jIUQIjs7W4wcObLH2HS2bNnSY93u/xtp6bmfnp4uHB0dDfajUCjEgQMHjPYjRMe/CXt7e5PxqNVqq405ERFZHldgEBHRgDdixAjpVIjS0lK888470Gq1feqrra0NY8eOxbp16/DJJ5+goKAAZ86cwcGDBxEbGwsHBwc0NjZi8eLFqKurM9lXaWkpXnjhBfj6+iI1NRVnzpzB8ePH8cwzzwDo2Hh0/fr1SE9PR3x8PKZMmYK//OUvKCwsxJdffon58+cD6Fj1kJSUZPJaV69exYoVK2BnZ4dt27YhPz8f+fn5SE5OhrOzM7RaLV5//XV8/vnnfRqXuLg4bN++HUIIzJo1C6mpqcjNzcXp06fx0Ucf4dFHH0VbWxtWr16NjIyMPl3DXOfOnZNeGzqFRAiB6OhoHDhwAACwcOFC7Nu3D3l5eSgoKMAHH3yABx98EE1NTYiOjkZhYaHUNioqCmVlZSgrK5PeW7NmjfReWVkZkpOTzY41Ly8PERERaGxshLu7O5KSkpCZmYmioiJkZmZKc+Ho0aPQaDQG+8jJyUFERAQaGhqgUCgQExODQ4cOoaioCHl5efjoo4+wZMmSLj91efnll1FWVoZFixYBADw8PLrcQ/d7BCw798vKyrBixQq4u7vjww8/xDfffIOCggIkJCRAqVSivb0dL730Eurr6w2237p1K+Lj43H37l0MGzYMGzduRHZ2NoqLi3H8+HGkpKRg2rRpeqtILDXmRERkJf2dQSEiIrIFKSkpXb5d9fb2Fq+99po4cOCAuHTpktn9fPvtt0Kr1Rot/9e//iWGDBkiAIhNmzYZrKP7FhqAmDZtmmhqatKrEx0dLX0TPWLECLF06VLR1tbWpU5bW5sICQmRvvm+e/euXj+6FRgAhIuLi6ioqNCrU15eLpydnQUAMXr0aNHa2qpXR9eHoZUPWVlZUvmf/vQng/fc0tIiwsLCpNUIhmLtiTkrMNra2sSkSZOkel9//bVenV27dgkAwt7eXhw7dsxgPz/++KN49NFHBQAxffp0g3V6ikUI0yswWltbhbe3twAg5s2bZ3AedI4XgMjKyupS1tLSIjw8PAQA4ejoKHJycozGcvny5V7F152l535wcLC4efOmXp0///nPUp33339fr7y4uFjI5XIBdKxSunLlitGYut+zJcaciIishwkMIiIi0fETh1/+8pdGl4u7u7uLp59+WmRkZJh8SDPH2rVrBQDh7+9vsFz3ECeTyQwmFIQQ4vjx41Jsjo6OorGx0WC91NRUqV5paaleeecERkpKitGY33nnHaneZ599pldu6mFdl5hYunSp0f6FEKKiouKeHgpNJTDq6urE3//+dzF9+nSpTnR0tF4fWq1WjBs3TgAQ69atM3m9o0ePSn1VVlbqld9rAmPv3r0CgFAqlaKurs5kLJMnTxYAxIoVK7q8v3PnTimO3/3udyb76G18fWHu3Dc2X4Xo+Ix0SZnFixfrlS9fvlz691NcXNyr+Cwx5kREZD38CQkREREAuVyOjz/+GFlZWZg3bx7s7LqeNH7t2jV88skniIyMxOTJk/Hdd9+Z1e/169fx3Xff4ezZsygvL0d5eTmGDRsGAKioqMDdu3eNtp0wYQLGjx9vsGzixInS6/DwcIwYMaLHeqY2LJTJZCaXw69atUpabt+bkztu3bqF3NxcAOjxuNLx48dj5MiRAICCggKzr2FI940z3dzc8MQTTyAvLw+Ojo544403sH//fr12FRUV0mfbU7yzZs2SXt9rvIbofkqjVqvh6upqVizd4zh8+DAAwMnJCS+++KLFYzTlXuZ+QEAAJkyYYLBMJpNh0qRJAPTntFarxbFjxwB0bFCrq2cuS4w5ERFZj13PVYiIiAaO8PBwhIeH49atW8jLy8OZM2dQWFiIkydP4ubNmwCAwsJCzJw5E0VFRRg1apReH2VlZdi+fTuOHTuGH374wei1tFotrl+/Djc3N4Plfn5+RtvqHgR7U8/UaSQ+Pj5S8sAQV1dXeHt7o6qqSm/vA1NKSkqk/USWL1+O5cuXm9XO1Ljdq8DAQLz22msGjzftvJ/F1KlTze7TGvHqYvnb3/5mcK8Gc+IoKSkBAAQHB8PR0dGyARpgqbn/yCOPmLyOLmHXfU5XVVXhxo0bAICZM2f2IvIOlhhzIiKyHq7AICIiMsDZ2RkRERHYvHkzMjIycO3aNaSmpmL48OEAgNraWrz99tt67T7++GMEBQUhLS3NrAcb3fGthph64JTL5b2u197ebrSesQfJztzd3QEAP/74Y491dXrarNGY5ubmPrXT6bxxZklJCTIzM6HRaCCXy5Gfn4/Q0FCDG0D2V7yG9CWW7vNJd2ypoUSbpd2vuQ/8d153n9Odj2ntyz1bYsyJiMh6uAKDiIjIDIMGDcKqVavg4eGBefPmAQDS09Oxa9cu6WHq/PnziI2NRVtbG9zc3BAfH4+wsDB4e3tj6NCh0jf+qampeP755wF0nHhhC8z9trm3Oj9g7ty5E9OmTTOrnS5R1Fdubm7w9/eX/g4MDMTPf/5zzJ49GzExMaiursYLL7yAL774wmi8mZmZBk8pMXY9S9PFEhERgd/+9rcW79+S/pfnfmf/S2NORDQQMYFBRETUC3PnzoWnpyeuXLmC69evo7GxUfqt/O7du9HW1gaFQoETJ04YXQbfmxUM98u1a9fMrmNsvw1DVCqV9NrR0bFLUqE/aDQaZGZm4q9//SsyMjJw/PhxhIWFSeWd4x02bFi/xqtSqXD16lW0trb2OY6RI0eipqYGtbW1Fo6uK1uZ+51/BtWXe7bEmBMRkfXwJyRERES95OHhIb3uvHLh7NmzADo2zjT1G/7O+yzYiqqqKjQ2Nhotr6+vR3V1NQD06sEuMDBQGqO8vLx7itFStm3bBoVCAQDYuHFjl7LOmz72d7y6WAoLC9Ha2tqnPoKCgqQ++vIzF3NX5tjK3Pfx8ZH2fTl58mSv21tizImIyHqYwCAiIuqF5uZmVFRUAOjYJ6PzN/ZtbW0AgKamJqPta2trpZMObIkQAnv37jVavnv3bmnJ/5NPPml2v66urggJCQEA7N+/3+C+E/ebn58fnnrqKQDAP/7xD2RnZ0tlQUFBGDNmDABg165d+M9//tMvMQJAZGQkAODmzZtIS0vrUx8LFy4E0DFvd+3a1ev2SqUSAHDnzh2T9Wxl7svlcixYsAAAcOLECWkTU3NZYsyJiMh6mMAgIqIB76effsKUKVNw+PBh6cQMQ7RaLeLi4qSTDyIjI7t8Q/3QQw8BAC5evIj8/Hy99s3NzVixYoXNbvq3detWXLhwQe/9c+fOITk5GUDHxoiLFi3qVb+bNm0C0HGkanR0tHRKhCF37tzB73//e6snDjZu3Ch9dklJSdL7crlcWpVx6dIlPPfccyYf3m/duoUPP/zQKjFqNBp4enoCANavX9/jioJTp07hxIkTXd575plnMHr0aADAW2+9pVfeWU1Njd57uo0w6+rqTJ5iY0tzf/369ZDL5RBCYNmyZQbvS6d7mSXGnIiIrId7YBAREQE4ffo0Fi5ciNGjRyMqKgpTp06Fl5cXhg4dihs3bqCkpASpqanSEaIuLi7YunVrlz6effZZ7NixA1qtFgsWLEB8fDxmzJgBpVKJoqIibN++HRcvXsT06dP7/ecJ3fn6+qK+vh4hISHYsGEDQkNDAQC5ubn4zW9+Ix0hu2PHDjg4OPSq7/nz5+NXv/oVPvjgA5w8eRLjx49HbGwsZsyYAZVKhaamJnz77bf4+uuvkZ6ejuvXr0Oj0Vj6Frvw9/dHZGQkvvjiC5w8eRKnTp3CjBkzAACxsbHIzs7GoUOH8Nlnn6G4uBirV6/G5MmT4eLiglu3buH8+fPIzc1FRkYGlEolXn31VYvHOGjQIHz66acIDQ3FTz/9hLCwMCxbtgxRUVHw8fGBVqtFbW0tioqKcOjQIZSVlWHHjh1Qq9VSH0qlEvv27cOcOXPQ3NyMJ598Es8++yyioqIwZswY3LlzB+fPn8fRo0eRkZGhl6zRbbqq1WoRGxuLuLi4LvtM+Pr6ArCtuR8YGIjExES8/fbbqKysREBAAF555RXMnj0bKpUKN27cwD//+U+kp6dDoVAgJydHamuJMSciIisSREREA1xLS4t44IEHBACz/nvooYdEYWGhwb4SExNNtl23bp1IS0uT/q6qqtLrw8vLSwAQGo3GZNy6PrZs2WK0TlVVlVQvLS1Nr1ytVgsAQq1Wi8OHDwtHR0eDccvlcpGSktLnWLRarUhMTBR2dnY9jq+Tk5Nobm42ee+G5OTkmDUmOqdPn5bqz5kzp0tZa2urWLNmjZDJZD3G6+PjY7B/c2LRaDQCgPDy8jJap6CgQHh6epo1N/fs2WOwjy+//FIMHz68x/bdtbe3i5CQELPq38+5b864JScn9zjf1Gq1wbaWGHMiIrI8/oSEiIgGPKVSie+//x55eXlITExEREQExo4dCycnJygUCjg7O+ORRx7B008/jf3796O8vBzBwcEG+9q8eTOOHDmCOXPmYPjw4XBwcMCYMWOwZMkSZGVlISUl5T7fnfkWLFiAwsJCrFq1Cl5eXnBwcICbmxuWLl2KU6dOYd26dX3uWyaTYfPmzaisrMSbb76Jxx57DCNGjIBCocDQoUPxs5/9DCtXrsSePXtQW1uLwYMHW/DODHv88ccRHh4OAMjKysKZM2ekMnt7e/zhD39AaWkp4uLiEBAQABcXFygUCri4uCAwMBDPP/88Dh48iHPnzlk1zpCQEFy8eBF//OMfsWDBAnh4eMDBwQFKpRKenp6YM2cOkpOTcf78eTz33HMG+5g7dy4uXbqEbdu2Ydq0aVCpVNLcDgoKwtq1a3H69Gm9dnK5HFlZWdi0aRMmTpyIIUOGGN3Y09bm/saNG1FRUYG1a9fC398fzs7OsLOzg6urK9RqNZKSkrBv3z6DbS0x5kREZHkyIWzwEG4iIiK6L0JDQ3HixAmo1Wrk5ub2dzhERERERnEFBhERERERERHZPCYwiIiIiIiIiMjmMYFBRERERERERDaPCQwiIiIiIiIisnlMYBARERERERGRzeMpJERERERERERk87gCg4iIiIiIiIhsHhMYRERERERERGTzmMAgIiIiIiIiIpvHBAYRERERERER2TwmMIiIiIiIiIjI5jGBQUREREREREQ2jwkMIiIiIiIiIrJ5TGAQERERERERkc1jAoOIiIiIiIiIbB4TGERERERERERk85jAICIiIiIiIiKbxwQGEREREREREdk8JjCIiIiIiIiIyOYxgUFERERERERENo8JDCIiIiIiIiKyeUxgEBEREREREZHNYwKDiIiIiIiIiGweExhEREREREREZPOYwCAiIiIiIiIim/d/JeO6Rgggtq0AAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 546, + "width": 536 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "r_sample = np.linspace(0.0,1,50)\n", + "d_sphere = 25.4*4 #mm\n", + "d_sample = 25.4/2\n", + "\n", + "s = iadpython.Sphere(d_sphere, d_sample, d_third=25.4/2, d_detector=2)\n", + "r_standard = 0.94\n", + "s.r_std = r_standard\n", + "s.r_third = r_standard\n", + "\n", + "plt.figure(figsize=(6,6))\n", + "s.r_wall=0.99\n", + "MR = s.MR(r_sample)\n", + "plt.plot(r_sample, MR, color='red')\n", + "plt.text(0.68,0.60,'%g%% wall reflectance'%(100*s.r_wall), color='red', ha='left')\n", + "\n", + "s.r_wall=1.00\n", + "MR = s.MR(r_sample)\n", + "plt.plot(r_sample, MR, color='blue')\n", + "plt.text(0.65,0.45,'%g%% wall reflectance'%(100*s.r_wall), color='blue', ha='left')\n", + "\n", + "plt.plot([0,1],[0,1],':k')\n", + "\n", + "plt.xlabel('Sample Reflectance')\n", + "plt.ylabel('M_R')\n", + "plt.title('Sphere influence on linearity')\n", + "plt.text(1,0.20,\"Sphere Diameter = %5.1f mm \"%s.d, ha='right', transform=plt.gca().transAxes)\n", + "plt.text(1,0.15,\"Third Port Diameter = %5.1f mm \"%(s.third.d), ha='right',transform=plt.gca().transAxes)\n", + "plt.text(1,0.10,\"Detector Port Diameter = %5.1f mm \"%(s.detector.d), ha='right',transform=plt.gca().transAxes)\n", + "plt.text(1,0.05,\"Standard = %g%% \"%(100*r_standard), ha='right',transform=plt.gca().transAxes,color='red')\n", + "plt.grid()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "f1ecd191-b2e9-4eab-91ad-0a4a1c0a8ce4", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 546, + "width": 536 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "t_sample = np.linspace(0.0,1,50)\n", + "r_sample = 1- t_sample\n", + "d_sphere = 25.4*4 #mm\n", + "d_sample = 25.4/2\n", + "\n", + "s = iadpython.Sphere(d_sphere, d_sample, d_third=25.4/2, d_detector=2)\n", + "r_standard = 0.94\n", + "s.r_std = r_standard\n", + "s.r_third = r_standard\n", + "\n", + "plt.figure(figsize=(6,6))\n", + "s.r_wall=0.99\n", + "MT = s.MT(t_sample, 1-t_sample)\n", + "plt.plot(t_sample, MT, color='red')\n", + "plt.text(0.6,0.70,'%g%% wall reflectance'%(100*s.r_wall), color='red', ha='right')\n", + "\n", + "s.r_wall=1.00\n", + "MT = s.MT(t_sample, 1-t_sample)\n", + "plt.plot(t_sample, MT, color='blue')\n", + "plt.text(0.4,0.9,'%g%% wall reflectance'%(100*s.r_wall), color='blue', ha='right')\n", + "\n", + "plt.plot([0,1],[0,1],':k')\n", + "\n", + "plt.xlabel('Sample Transmittance')\n", + "plt.ylabel('MT')\n", + "plt.title('Sphere influence on linearity')\n", + "plt.text(1,0.20,\"Sphere Diameter = %5.1f mm \"%s.d, ha='right', transform=plt.gca().transAxes)\n", + "plt.text(1,0.15,\"Third Port Diameter = %5.1f mm \"%(s.third.d), ha='right',transform=plt.gca().transAxes)\n", + "plt.text(1,0.10,\"Detector Port Diameter = %5.1f mm \"%(s.detector.d), ha='right',transform=plt.gca().transAxes)\n", + "plt.text(1,0.05,\"Standard = %g%% \"%(100*r_standard), ha='right',transform=plt.gca().transAxes,color='red')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "107f7b9d-54c7-4031-b31d-b8cd35eef033", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 546, + "width": 536 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "t_sample = np.linspace(0.0,1,50)\n", + "r_sample = 1-t_sample\n", + "d_sphere = 25.4*4 #mm\n", + "d_sample = 25.4/2\n", + "\n", + "s = iadpython.Sphere(d_sphere, d_sample, d_third=25.4/2, d_detector=2)\n", + "r_standard = 0.94\n", + "s.r_std = r_standard\n", + "s.r_third = r_standard\n", + "\n", + "plt.figure(figsize=(6,6))\n", + "s.r_wall=0.99\n", + "MT = s.MT(t_sample, r_sample)\n", + "MR = s.MR(r_sample)\n", + "\n", + "plt.plot(r_sample, MR+MT, color='red')\n", + "plt.text(0.6,1.04,'%g%% wall reflectance'%(100*s.r_wall), color='red', ha='right')\n", + "\n", + "s.r_wall=1.00\n", + "MT = s.MT(t_sample, r_sample)\n", + "MR = s.MR(r_sample)\n", + "plt.plot(r_sample, MR+MT, color='blue')\n", + "plt.text(0.5,1.3,'%g%% wall reflectance'%(100*s.r_wall), color='blue', ha='right')\n", + "\n", + "plt.plot([0,1],[1,1],':k')\n", + "\n", + "plt.xlabel('Sample Reflectance')\n", + "plt.ylabel('MR + MT')\n", + "plt.title('Non-absorbing samples')\n", + "plt.text(0.55,0.90,\"Sphere Diameter = %5.1f mm \"%s.d, ha='right', transform=plt.gca().transAxes)\n", + "plt.text(0.55,0.85,\"Third Port Diameter = %5.1f mm \"%(s.third.d), ha='right',transform=plt.gca().transAxes)\n", + "plt.text(0.55,0.80,\"Detector Port Diameter = %5.1f mm \"%(s.detector.d), ha='right',transform=plt.gca().transAxes)\n", + "plt.text(0.55,0.95,\"Standard = %g%% \"%(100*r_standard), ha='right',transform=plt.gca().transAxes,color='red')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "42875e5f-d705-4f54-8acd-6efcef580d94", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 546, + "width": 554 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "t_sample = np.linspace(0.0,1,50)\n", + "r_sample = 1-t_sample\n", + "d_sphere = 25.4*4 #mm\n", + "d_sample = 25.4/2\n", + "\n", + "s = iadpython.Sphere(d_sphere, d_sample, d_third=25.4/2, d_detector=2)\n", + "r_standard = 0.98\n", + "s.r_std = r_standard\n", + "s.r_third = r_standard\n", + "\n", + "plt.figure(figsize=(6,6))\n", + "s.r_wall=0.94\n", + "MT = s.MT(t_sample, r_sample)\n", + "MR = s.MR(r_sample)\n", + "\n", + "plt.plot(r_sample, MR+MT, color='red')\n", + "plt.text(0.6,1.002,'%g%% wall reflectance'%(100*s.r_wall), color='red', ha='right')\n", + "\n", + "s.r_wall=0.99\n", + "MT = s.MT(t_sample, r_sample)\n", + "MR = s.MR(r_sample)\n", + "plt.plot(r_sample, MR+MT, color='blue')\n", + "plt.text(0.3,1.015,'%g%% wall reflectance'%(100*s.r_wall), color='blue', ha='left')\n", + "\n", + "plt.plot([0,1],[1,1],':k')\n", + "\n", + "plt.xlabel('Sample Reflectance')\n", + "plt.ylabel('MR + MT')\n", + "plt.title('Non-absorbing samples')\n", + "plt.text(0.55,0.90,\"Sphere Diameter = %5.1f mm \"%s.d, ha='right', transform=plt.gca().transAxes)\n", + "plt.text(0.55,0.85,\"Third Port Diameter = %5.1f mm \"%(s.third.d), ha='right',transform=plt.gca().transAxes)\n", + "plt.text(0.55,0.80,\"Detector Port Diameter = %5.1f mm \"%(s.detector.d), ha='right',transform=plt.gca().transAxes)\n", + "plt.text(0.55,0.95,\"Standard = %g%% \"%(100*r_standard), ha='right',transform=plt.gca().transAxes,color='red')\n", + "plt.ylim(0.998,1.03)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "42cf4beb-438b-4083-a7ba-d9865212a95a", + "metadata": {}, + "source": [ + "### A sphere model with baffle but with sample and detector ports\n", + "\n", + "
\n", + " \n", + "
\n", + "\n", + "\n", + "#### The power on the detector port\n", + "\n", + "Assume that a sphere is illuminated with diffuse light having a power $P$ and that this light reaches all parts of the sphere --- specifically, light from this source is not blocked by a baffle. Subsequent reflections however are restricted by a baffle located between the sample and detector ports. Multiple reflections in the sphere will increase the power falling on non-white areas in the sphere (e.g., the sample, detector, and entrance). To find the total light falling on each area of the sphere, the total power is summed for each successive incidence (followed by a reflection). A superscript denotes the number of times light is incident upon each surface within the sphere and pertains only to the contribution of power for that incidence. The first incidence for the diffuse light is\n", + "$$\n", + "P_w^{(1)} = a_w P, \\qquad P_s^{(1)} = a_s P, \\qquad P_d^{(1)} = a_d P, \\qquad P_t^{(1)} = a_t P\n", + "$$\n", + "The second incidence on the wall is\n", + "$$\n", + "P_w^{(2)} = a_w r_w P_w^{(1)} + (1-a_t) r_d P_d^{(1)} + (1-a_t)r_s P_s^{(1)} + a_w r_t P_t^{(1)}\n", + "$$\n", + "\n", + "The light from the detector and sample is multiplied by $(1-a_t)$ and not by $a_w$ because the light from the detector (and sample) is not allowed to hit either the detector or sample. The light that hits the walls on the $k$th incidence has the same form as above\n", + "$$\n", + "P_w^{(k)} = a_w r_w P_w^{(k-1)} + (1-a_t) r_d P_d^{(k-1)} + (1-a_t) r_s P_s^{(k-1)}+ a_w r_t P_t^{(k-1)}\n", + "$$\n", + "The light falling on the third port is the same as the walls,\n", + "$$\n", + "P_t^{(k)}/A_t = P_w^{(k)}/A_w \\qquad\\mbox{or}\\qquad P_t^{(k)} = (a_t/a_w) P_w^{(k)}\n", + "$$\n", + "Since the light falling on the sample and detector can only arrive from the wall or third port due to a baffle,\n", + "$$\n", + "P_s^{(k)} = a_s [r_w P_w^{(k-1)} + r_t P_t^{(k-1)}] \\qquad\\mbox{and}\\qquad P_d^{(k)} = a_d [r_w P_w^{(k-1)} + r_t P_t^{(k-1)}],\n", + "$$\n", + "or \n", + "$$\n", + "P_s^{(k)} = a_s (r_w + a_t r_t /a_w) P_w^{(k-1)} \\qquad\\mbox{and}\\qquad P_d^{(k)} = a_d (r_w + a_t r_t /a_w) P_w^{(k-1)},\n", + "$$\n", + "Therefore, the incident light on the wall for the $k$th incidence becomes\n", + "$$\n", + "P_w^{(k)} = a_w (r_w + a_t r_t /a_w) P_w^{(k-1)} + (1-a_t) (r_w + a_t r_t /a_w) (a_d r_d + a_s r_s) P_w^{(k-2)}\n", + "$$\n", + "Thus the total power falling the detector is\n", + "$$\n", + "P_d = P_d^{(1)} + P_d^{(2)} + \\sum_{k=3}^\\infty a_d (r_w + a_t r_t /a_w) P_w^{(k-1)}\n", + "= a_d P + a_d a_w r_w P + a_d (r_w + a_t r_t /a_w) \\sum_{k=2}^\\infty P_w^{(k)}\n", + "$$\n", + "which after a lot of algebra is\n", + "$$\n", + "P_d = a_d \\frac{1}{1-(r_w + a_t r_t /a_w)[ a_w + (1-a_t)(a_d r_d + a_s r_s)]} \\cdot P\n", + "$$\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "2fbc19ec-ce09-4d9a-88f2-123f202415d9", + "metadata": {}, + "source": [ + "#### The gain due to the sphere\n", + "\n", + "The sphere multiplier $G(r_\\mathrm{sample})$ is not constant for a particular sphere configuration, but depends on the diffuse reflectance of the sample. The sphere efficiency changes with the reflectivity of the sample.\n", + "\n", + "The sphere gain $G(r_\\mathrm{sample})$ is the increase in light relative to the detector arising from diffuse power $P$ isotropically distributed over the surface of the sphere from the center of a black sphere\n", + "\n", + "$$\n", + "G_\\text{baffle} = \\frac{1}{1-(r_w + a_t r_t /a_w)[ a_w + (1-a_t) (a_d r_d + a_s r_s)]} \n", + "$$\n", + "\n", + "Thus, the gain is one when $r_w=0$ and increase with sphere wall reflectivity. \n", + "\n", + "Now the initial diffuse power $P = \\mathrm{UX1} \\cdot [(1-a_t)r_w+a_t r_t]P_0$ so the normalized optical power falling on the detector port is\n", + "\n", + "$$\n", + "\\frac{P_d}{P_0} = a_d G_\\text{baffle} \\cdot \\mathrm{UX1}\\cdot [(1-a_t)r_w+a_t r_t]\n", + "$$\n", + "\n", + "Finally the gain can be found from a Monte Carlo simulation of light bouncing in a sphere using\n", + "\n", + "$$\n", + "G_\\text{baffle} = \\frac{P_\\mathrm{detected}}{P_0} \\frac{1}{a_\\mathrm{detector} (1-r_\\mathrm{detector})\\cdot \\mathrm{UX1}\\cdot [(1-a_t)r_w+a_t r_t] } \n", + "$$" + ] + }, + { + "cell_type": "markdown", + "id": "4f4683d0-e2da-4045-8ad9-cd8a560ca59b", + "metadata": {}, + "source": [ + "## Measuring wall reflectivity\n", + "\n", + "Consider the following experiment\n", + "\n", + "
\n", + " \n", + "
\n", + "\n", + "Since the baffle prevents the initial reflection from the sphere wall from reaching the detector. Thus the diffuse light in the sphere will be $P = r_w \\cdot (1-a_e) r_w P_0$. The normalized optical power falling on the detector port will be\n", + "\n", + "$$\n", + "P_d^\\mathrm{nothing} = a_d (1-a_e) r_w G_\\text{baffle}(0) \\cdot r_w P_0\n", + "$$\n", + "\n", + "$$\n", + "P_d^\\mathrm{standard} = a_d (1-a_e) r_w G_\\text{baffle}(r_\\mathrm{standard}) \\cdot r_w P_0\n", + "$$\n", + "\n", + "If $\\gamma$ is defined as\n", + "\n", + "$$\n", + "\\gamma = \\frac{P_d^\\mathrm{standard}}{P_d^\\mathrm{standard}-P_d^\\mathrm{nothing}}\n", + "$$\n", + "\n", + "then the wall reflectivity is\n", + "\n", + "$$\n", + "r_w = \\frac{1}{a_w + (1-a_e)(a_d r_d + a_s r_\\mathrm{std}\\gamma )}\n", + "$$" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "b19bd47c-f96e-4862-b7f4-b3160514f3c6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "calculated wall reflectivity = 0.95000\n", + " expected wall reflectivity = 0.95000\n" + ] + } + ], + "source": [ + "# simple numerical test to verify correctness of the wall reflectivity equation\n", + "def gain(a_s, r_s, a_d, r_d, a_e, r_w):\n", + " a_w = 1 - a_e - a_d - a_s\n", + " denom = 1 - r_w * a_w - r_w * (1 - a_e) * (a_d * r_d + a_s * r_s)\n", + " return 1 / denom\n", + "\n", + "def calc_rw(a_s, r_s, a_d, r_d, a_e, gamma):\n", + " a_w = 1 - a_e - a_d - a_s\n", + " denom = a_w + (1 - a_e) * (a_d * r_d + a_s * r_s * gamma)\n", + " return 1 / denom\n", + "\n", + "d = 100\n", + "d_s = 10\n", + "d_e = 20\n", + "d_d = 5\n", + "A = 4*np.pi * (d/2)**2\n", + "a_e = np.pi * (d_e/2)**2 / A\n", + "a_d = np.pi * (d_d/2)**2 / A\n", + "a_s = np.pi * (d_s/2)**2 / A\n", + "r_d = 0.2\n", + "r_std = 0.99\n", + "r_w = 0.95\n", + "\n", + "p_high = gain(a_s, r_std, a_d, r_d, a_e, r_w)\n", + "p_low = gain(a_s, 0, a_d, r_d, a_e, r_w)\n", + "gamma = p_high/(p_high-p_low)\n", + "\n", + "RW = calc_rw(a_s, r_std, a_d, r_d, a_e, gamma)\n", + "print('calculated wall reflectivity = %8.5f' % RW)\n", + "print(' expected wall reflectivity = %8.5f' % r_w)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ab21ab6f-50ee-45d5-a029-42738b366a50", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "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": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}