diff --git a/.github/workflows/docs.yml b/.github/workflows/docs.yml index 1df131a..3a21df2 100644 --- a/.github/workflows/docs.yml +++ b/.github/workflows/docs.yml @@ -3,6 +3,7 @@ name: Deploy Sphinx documentation to Pages on: push: branches: ["main"] + workflow_dispatch: env: GITHUB_PAGES_BUILD: True @@ -21,5 +22,10 @@ jobs: run: | sudo apt-get update sudo apt-get install -y doxygen + - uses: actions/checkout@v3 + with: + lfs: true - id: deployment uses: sphinx-notes/pages@v3 + with: + checkout: false diff --git a/CONTRIBUTING.md b/CONTRIBUTING.md index 0a48972..a665d73 100644 --- a/CONTRIBUTING.md +++ b/CONTRIBUTING.md @@ -27,7 +27,7 @@ All types of contributions are encouraged and valued. See the [Table of Contents ## I Have a Question -> If you want to ask a question, we assume that you have read the available [Documentation](https://polyhedral-gravity-model-cpp.readthedocs.io/en/stable/). +> If you want to ask a question, we assume that you have read the available [Documentation](https://esa.github.io/polyhedral-gravity-model/). Before you ask a question, it is best to search for existing [Issues](https://github.com/esa/polyhedral-gravity-model/issues) that might help you. In case you have found a suitable issue and still need clarification, you can write your question in this issue. It is also advisable to search the internet for answers first. @@ -53,7 +53,7 @@ We will then take care of the issue as soon as possible. A good bug report shouldn't leave others needing to chase you up for more information. Therefore, we ask you to investigate carefully, collect information and describe the issue in detail in your report. Please complete the following steps in advance to help us fix any potential bug as fast as possible. - Make sure that you are using the latest version. -- Determine if your bug is really a bug and not an error on your side e.g. using incompatible environment components/versions (Make sure that you have read the [documentation](https://polyhedral-gravity-model-cpp.readthedocs.io/en/stable/). If you are looking for support, you might want to check [this section](#i-have-a-question)). +- Determine if your bug is really a bug and not an error on your side e.g. using incompatible environment components/versions (Make sure that you have read the [documentation](https://esa.github.io/polyhedral-gravity-model/). If you are looking for support, you might want to check [this section](#i-have-a-question)). - To see if other users have experienced (and potentially already solved) the same issue you are having, check if there is not already a bug report existing for your bug or error in the [issue board](https://github.com/esa/polyhedral-gravity-modelissues?q=label%3Abug). - Collect information about the bug: - OS, Platform and Version (Windows, Linux, macOS, x86, ARM) @@ -89,7 +89,7 @@ This section guides you through submitting an enhancement suggestion for Polyhed #### Before Submitting an Enhancement - Make sure that you are using the latest version. -- Read the [documentation](https://polyhedral-gravity-model-cpp.readthedocs.io/en/stable/) carefully and find out if the functionality is already covered, maybe by an individual configuration. +- Read the [documentation](https://esa.github.io/polyhedral-gravity-model) carefully and find out if the functionality is already covered, maybe by an individual configuration. - Perform a [search](https://github.com/esa/polyhedral-gravity-model/issues) to see if the enhancement has already been suggested. If it has, add a comment to the existing issue instead of opening a new one. - Find out whether your idea fits with the scope and aims of the project. It's up to you to make a strong case to convince the project's developers of the merits of this feature. Keep in mind that we want features that will be useful to the majority of our users and not just a small subset. If you're just targeting a minority of users, consider writing an add-on/plugin library. @@ -108,7 +108,7 @@ Enhancement suggestions are tracked as [GitHub issues](https://github.com/esa/po Have you found an issue you would like to work on? Or do you have a great idea for a new feature? Here are some tips to get you started. - Ensure that you work on a new branch for your contribution. The name does not need to follow a specific pattern, but it should be descriptive (e.g. `fix-issue-123` or `fancy-feature-xyz`). -- Make sure that you are using the latest version from `main`. Instructions on how to set up the project can be found in the [documentation](https://polyhedral-gravity-model-cpp.readthedocs.io/en/stable/) or in the [README](README.md). +- Make sure that you are using the latest version from `main`. Instructions on how to set up the project can be found in the [documentation](https://esa.github.io/polyhedral-gravity-model/) or in the [README](README.md). - Please try to follow the existing code style and conventions. - Please try to follow the best practices and guidelines for your code's quality and documentation. This includes writing tests for your code. We do not enforce a specific coverage, but we expect reasonable tests for new code. - Please try to be short and concise with your commit messages. In case you want to provide more information, you can use the commit description. @@ -117,7 +117,7 @@ If everything is set-up and your happy with your changes feel free to open a Pul ### Improving The Documentation -Enhancements to the documentation are always welcome (e.g. new examples, guides, improvement of a method's description, etc.). The documentation is located in the [docs](docs) folder. The documentation is built using [Sphinx](https://www.sphinx-doc.org/en/master/). The documentation is hosted on [ReadTheDocs](https://polyhedral-gravity-model-cpp.readthedocs.io/en/stable/). +Enhancements to the documentation are always welcome (e.g. new examples, guides, improvement of a method's description, etc.). The documentation is located in the [docs](docs) folder. The documentation is built using [Sphinx](https://www.sphinx-doc.org/en/master/). The documentation is hosted on [ReadTheDocs](https://esa.github.io/polyhedral-gravity-model/). ------------- diff --git a/README.md b/README.md index ea176a8..ed40b38 100644 --- a/README.md +++ b/README.md @@ -1,6 +1,6 @@ # polyhedral-gravity-model -![GitHub Actions Workflow Status](https://img.shields.io/github/actions/workflow/status/esa/polyhedral-gravity-model/.github%2Fworkflows%2Fbuild-and-test.yml?label=Build%20and%20Test) +![GitHub Actions Workflow Status](https://img.shields.io/github/actions/workflow/status/esa/polyhedral-gravity-model/.github%2Fworkflows%2Fbuild-and-test.yml?logo=GitHub%20Actions&label=Build%20and%20Test) ![GitHub Actions Workflow Status](https://img.shields.io/github/actions/workflow/status/esa/polyhedral-gravity-model/.github%2Fworkflows%2Fdocs.yml?logo=GitBook&label=Documentation) ![GitHub](https://img.shields.io/github/license/esa/polyhedral-gravity-model) @@ -24,19 +24,16 @@ - [References](#references) - [Documentation & Examples](#documentation--examples) - - [Overview](#overview) + - [Input & Output (C++ and Python)](#input--output-c-and-python) - [Minimal Python Example](#minimal-python-example) - [Minimal C++ Example](#minimal-c-example) - [Installation](#installation) - [With conda](#with-conda) - [With pip](#with-pip) - [From source](#from-source) -- [Miscellaneous](#miscellaneous) +- [C++ Library & Executable](#c-library--executable) - [Building the C++ Library & Executable](#building-the-c-library--executable) - - [Supported Polyhedron Source Files (Python/ C++)](#supported-polyhedron-source-files-python-c) - - [The C++ Executable](#the-c-executable) - - [Config File](#config-file) - - [Output](#output) + - [Running the C++ Executable](#running-the-c-executable) - [Testing](#testing) - [Contributing](#contributing) @@ -45,14 +42,14 @@ This code is a validated implementation in C++17 of the Polyhedral Gravity Model by Tsoulis et al.. It was created in a collaborative project between TU Munich and ESA's Advanced Concepts Team. Please refer to the -[project report](https://mediatum.ub.tum.de/1695208) +[project report](https://mediatum.ub.tum.de/doc/1695208/1695208.pdf) for extensive information about the theoretical background, related work, implementation & design decisions, application, verification, and runtime measurements of the presented code. The implementation is based on the paper [Tsoulis, D., 2012. Analytical computation of the full gravity tensor of a homogeneous arbitrarily shaped polyhedral source using line integrals. Geophysics, 77(2), pp.F1-F11.](http://dx.doi.org/10.1190/geo2010-0334.1) -and its corresponding [implementation in FORTRAN](https://software.seg.org/2012/0001/index.html). +and its corresponding implementation in FORTRAN. Supplementary details can be found in the more recent paper [TSOULIS, Dimitrios; GAVRIILIDOU, Georgia. A computational review of the line integral analytical formulation of the polyhedral gravity signal. Geophysical Prospecting, 2021, 69. Jg., Nr. 8-9, S. 1745-1760.](https://doi.org/10.1111/1365-2478.13134) @@ -61,15 +58,51 @@ which is strongly based on the former implementation in FORTRAN. ## Documentation & Examples -### Overview +> [!NOTE] +> The [GitHub Pages](https://esa.github.io/polyhedral-gravity-model) of this project +contain the full extensive documentation. +It also covers the content of the `polyhedral_gravity.utility` module to check the mesh sanity. -Some exemplary results and plots are stored in the -[jupyter notebook](script/polyhedral-gravity.ipynb). -It also provides a good introduction to the application of -the python interface. +## Input & Output (C++ and Python) + +### Input + +The evaluation of the polyhedral gravity model requires the following parameters: + +| Name | +|----------------------------------------------------------------------------| +| Polyhedral Mesh (either as vertices & faces or as polyhedral source files) | +| Constant Density $\rho$ | + +The mesh and the constants density's unit must match. +Have a look the documentation to view the [supported mesh files](https://esa.github.io/polyhedral-gravity-model/supported_input.html). + +> [!IMPORTANT] +> The plane unit normals of every face of the polyhedral mesh must point **outwards** +of the polyhedron! +You can check this property via [MeshChecking](https://esa.github.io/polyhedral-gravity-model/api/calculation.html#meshchecking) in C++ or +via the [utility](https://esa.github.io/polyhedral-gravity-model/api/python.html#module-polyhedral_gravity.utility) submodule in Python. +If the vertex order of the faces is inverted, i.e. the plane unit normals point +inwards, then the sign of the output will be inverted. + +### Output + +The calculation outputs the following parameters for every Computation Point *P*. +The units of the respective output depend on the units of the input parameters (mesh and density)! +Hence, if e.g. your mesh is in $km$, the density must match. Further, output units will be different accordingly. + +| Name | Unit (if mesh in $[m]$ and $\rho$ in $[kg/m^3]$) | Comment | +|:----------------------------------------------------------:|:------------------------------------------------:|:-----------------------------------------------------------------:| +| $V$ | $\frac{m^2}{s^2}$ or $\frac{J}{kg}$ | The potential or also called specific energy | +| $V_x$, $V_y$, $V_z$ | $\frac{m}{s^2}$ | The gravitational accerleration in the three cartesian directions | +| $V_{xx}$, $V_{yy}$, $V_{zz}$, $V_{xy}$, $V_{xz}$, $V_{yz}$ | $\frac{1}{s^2}$ | The spatial rate of change of the gravitational accleration | + + +>[!NOTE] +>This gravity model's output obeys to the geodesy and geophysics sign conventions. +Hence, the potential $V$ for a polyhedron with a mass $m > 0$ is defined as **positive**. +Accordingly, the accelerations are defined as $\textbf{g} = + \nabla V$. -The full extensive documentation can be found -on [readthedocs](https://polyhedral-gravity-model-cpp.readthedocs.io/en/stable/). ### Minimal Python Example @@ -81,6 +114,7 @@ import numpy as np import polyhedral_gravity # We define the cube as a polyhedron with 8 vertices and 12 triangular faces +# The polyhedron's (here: cube) normals need to point outwards (see below for checking this) # The density is set to 1.0 cube_vertices = np.array( [[-1, -1, -1], [1, -1, -1], [1, 1, -1], [-1, 1, -1], @@ -91,7 +125,7 @@ cube_faces = np.array( [1, 2, 6], [1, 6, 5], [2, 3, 6], [3, 7, 6], [4, 5, 6], [4, 6, 7]] ) cube_density = 1.0 -computation_point = np.array([[0, 0, 0]]) +computation_point = np.array([0, 0, 0]) ``` The simplest way to compute the gravity is to use the `evaluate` function: @@ -106,7 +140,7 @@ potential, acceleration, tensor = polyhedral_gravity.evaluate( ``` The more advanced way is to use the `GravityEvaluable` class. It caches the -internal data strcuture and properties which can be reused for multiple +internal data structure and properties which can be reused for multiple evaluations. This is especially useful if you want to compute the gravity for multiple computation points, but don't know the "future points" in advance. @@ -121,6 +155,25 @@ potential, acceleration, tensor = evaluable(computation_point, parallel=True) In case you want to hand over the polyhedron via a supported file format, just replace the `polyhedral_source` argument with *a list of strings*, where each string is the path to a supported file format. +Note that the `computation_point` could also be (N, 3)-shaped array. +In this case, the return value of `evaluate(..)` or an `GravityEvaluable` will +be a list of triplets comprising potential, acceleration, and tensor. + +The gravity model requires that the polyhedron's plane unit normals point outwards +the polyhedron. In case you are unsure, you can check for this property by using the `utility` module beforehand. +The method also verifies that all triangles are actually triangles with a non-zero +surface area. + +```python +print("Valid Mesh?", polyhedral_gravity.utility.check_mesh(cube_vertices, cube_faces)) +``` + +If the method returns `False`, then you need to revise the vertex-ordering. + +> [!TIP] +> More examples and plots are depicted in the +[jupyter notebook](script/polyhedral-gravity.ipynb). + ### Minimal C++ Example @@ -158,6 +211,11 @@ const auto[potential, acceleration, tensor] = evaluable(point, parallel); const auto results = evaluable(points); ``` +Similarly to Python, the C++ implementation also provides mesh checking capabilities. + +> [!TIP] +> For reference, have a look at [the main method](./src/main.cpp) of the C++ executable. + ## Installation ### With conda @@ -181,7 +239,7 @@ Binaries for the most common platforms are available on PyPI including Windows, Linux and macOS. For macOS and Linux, binaries for `x86_64` and `aarch64` are provided. In case `pip` uses the source distribution, please make sure that -you have a C++17 capable compiler, CMake and ninja-build installed. +you have a C++17 capable compiler and CMake installed. ### From source @@ -197,7 +255,7 @@ all of them are **automatically** set-up via CMake: - pybind11 (2.10.4 or compatible), required for the Python interface, but not the C++ standalone The module will be build using a C++17 capable compiler, -CMake and ninja-build. Just execute the following command in +CMake. Just execute the following command in the repository root folder: ```bash @@ -205,7 +263,7 @@ pip install . ``` To modify the build options (like parallelization) have a look -at the `setupy.py` and the [next paragraph](#building-the-c-library--executable). The options +at the [next paragraph](#building-the-c-library--executable). The options are modified by setting the environment variables before executing the `pip install .` command, e.g.: @@ -218,7 +276,7 @@ pip install . for your system in your local python environment. That way, they won't be fetched from GitHub.) -## Miscellaneous +## C++ Library & Executable ### Building the C++ Library & Executable @@ -253,37 +311,7 @@ the defaults of the others are already correctly set): cmake .. -POLYHEDRAL_GRAVITY_PARALLELIZATION="TBB" ``` -### Supported Polyhedron Source Files (Python/ C++) - -The implementation supports multiple common mesh formats for -the polyhedral source. These fromats are supported by the C++ library -and the Python interface. -These include: - -| File Suffix | Name | Comment | -|:-------------------:|:--------------------------------------------------:|--------------------------------------------------------------------------------------------------------------------------------------------------| -| `.node` and `.face` | TetGen's files | These two files need to be given as a pair to the input. [Documentation of TetGen's files](https://wias-berlin.de/software/tetgen/fformats.html) | -| `.mesh` | Medit's mesh files | Single file containing every needed mesh information. | -| `.ply` | The Polygon File format/ Stanfoard Triangle format | Single file containing every needed mesh information. Blender File Format. | -| `.off` | Object File Format | Single file containing every needed mesh information. | -| `.stl` | Stereolithography format | Single file containing every needed mesh information. Blender File Format. | - -**Notice!** Only the ASCII versions of those respective files are supported! This is especially -important for e.g. the `.ply` files which also can be in binary format. - -Good tools to convert your Polyhedron to a supported format (also for interchanging -ASCII and binary format) are e.g.: - -- [Meshio](https://github.com/nschloe/meshio) for Python -- [OpenMesh](https://openmesh-python.readthedocs.io/en/latest/readwrite.html) for Python - -The vertices in the input mesh file must be ordered so that the plane unit normals point outwards of the polyhedron for -every face. -One can use the program input-checking procedure to ensure the correct format. This method is activated via the -corresponding configuration option and uses the Möller–Trumbore intersection algorithm. Notice that this algorithm is a -quadratic complexity, so the check should only be utilized in case of uncertainty. - -### The C++ Executable +### Running the C++ Executable After the build, the gravity model can be run by executing: @@ -295,7 +323,7 @@ where the YAML-Configuration-File contains the required parameters. Examples for Configuration Files and Polyhedral Source Files can be found in this repository in the folder `/example-config/`. -#### Config File +#### Input Configuration File The configuration should look similar to the given example below. It is required to specify the source-files of the polyhedron's mesh (more info @@ -311,7 +339,7 @@ gravityModel: polyhedron: #polyhedron source-file(s) - "../example-config/data/tsoulis.node" # .node contains the vertices - "../example-config/data/tsoulis.face" # .face contains the triangular faces - density: 2670.0 # constant density in [kg/m^3] + density: 2670.0 # constant density, units must match with the mesh (see section below) points: # Location of the computation point(s) P - [ 0, 0, 0 ] # Here it is situated at the origin check_mesh: true # Fully optional, enables input checking (not given: false) @@ -322,13 +350,9 @@ gravityModel: #### Output -The calculation outputs the following parameters for every Computation Point *P*: - -| Name | Unit | Comment | -|:----------------------------:|:---------------:|:-----------------------------------------------------------------:| -| V | m^2/s^2 or J/kg | The potential or also called specific energy | -| Vx, Vy, Vz | m/s^2 | The gravitational accerleration in the three cartesian directions | -| Vxx, Vyy, Vzz, Vxy, Vxz, Vyz | 1/s^2 | The spatial rate of change of the gravitational accleration | +The executable produces a CSV file containing $V$, $V_x$, $V_y$, $V_z$, +$V_{xx}$, $V_{yy}$, $V_{zz}$, $V_{xy}$, $V_{xz}$, $V_{yz}$ for every +computation point *P*. ## Testing diff --git a/docs/api/calculation.rst b/docs/api/calculation.rst index 1ff2680..d436430 100644 --- a/docs/api/calculation.rst +++ b/docs/api/calculation.rst @@ -29,6 +29,8 @@ GravityModel .. doxygennamespace:: polyhedralGravity::GravityModel +.. _mesh-checking-cpp: + MeshChecking ------------ diff --git a/docs/api/python.rst b/docs/api/python.rst index 289f44a..640e439 100644 --- a/docs/api/python.rst +++ b/docs/api/python.rst @@ -71,6 +71,8 @@ vertices and triangular faces at given computation points :return: A string representation of the polyhedron +.. _mesh-checking-python: + utility ~~~~~~~ @@ -102,6 +104,9 @@ like it is required by the polyhedral-gravity model. :return: True if no triangle is degenerate and the polyhedron's plane unit normals are all pointing outwards. :rtype: Bool + .. note:: + This method has quadratic runtime complexity :math:`O(n^2)` + .. py:function:: check_mesh(input_files) :noindex: @@ -115,3 +120,6 @@ like it is required by the polyhedral-gravity model. :return: True if no triangle is degenerate and the polyhedron's plane unit normals are all pointing outwards. :rtype: Bool + .. note:: + This method has quadratic runtime complexity :math:`O(n^2)`. + diff --git a/docs/api/util.rst b/docs/api/util.rst index 38f620a..4c85418 100644 --- a/docs/api/util.rst +++ b/docs/api/util.rst @@ -11,4 +11,4 @@ sugar for using the thrird party dependency :code:`thrust`. Documentation ------------- -.. doxygennamespace:: polyhedralGravity::util \ No newline at end of file +.. doxygennamespace:: polyhedralGravity::util diff --git a/docs/background/approach.rst b/docs/background/approach.rst new file mode 100644 index 0000000..f405195 --- /dev/null +++ b/docs/background/approach.rst @@ -0,0 +1,25 @@ +Implementation's Details +======================== + + +This code is a validated implementation in C++17 of the Polyhedral Gravity Model +by Tsoulis et al.. It was created in a collaborative project between +TU Munich and ESA's Advanced Concepts Team. Please refer to the +`project report `__ +for extensive information about the theoretical background, related work, +implementation & design decisions, application, verification, +and runtime measurements of the presented code. + +The implementation is based on the +paper `Tsoulis, D., 2012. Analytical computation of the full gravity tensor of a homogeneous arbitrarily shaped polyhedral source using line integrals. Geophysics, 77(2), pp.F1-F11. `__ +and its corresponding implementation in FORTRAN_ (last accessed: 12.09.2022). + +Supplementary details can be found in the more recent +paper `TSOULIS, Dimitrios; GAVRIILIDOU, Georgia. A computational review of the line integral analytical formulation of the polyhedral gravity signal. Geophysical Prospecting, 2021, 69. Jg., Nr. 8-9, S. 1745-1760 `__ +and its corresponding implementation in MATLAB_ (last accessed: 28.03.2024), +which is strongly based on the former implementation in FORTRAN. + + + +.. _FORTRAN: https://software.seg.org/2012/0001/index.html +.. _MATLAB: https://github.com/Gavriilidou/GPolyhedron \ No newline at end of file diff --git a/docs/background/evaluable_vs_evaluate.rst b/docs/background/evaluable_vs_evaluate.rst new file mode 100644 index 0000000..100acd2 --- /dev/null +++ b/docs/background/evaluable_vs_evaluate.rst @@ -0,0 +1,33 @@ +.. _evaluable-vs-eval: + +GravityEvaluable vs. Evaluate Function +====================================== + +The :code:`GravityEvaluable` was introduced with version :code:`v2.0`. +Hence, the `project report `__ does not contain any further details. +This sections closes the knowledge gap and presents a runtime comparison. + +Below is a comparison of the performance of the standalone free function and the evaluable class. +The benchmark was conducted with a M1 Pro 10-Core CPU (ARM64) using the TBB backend. +The calculation consisted each of 1000 points for the mesh of Eros (24235 vertices and 14744 faces). +The results are shown in the table below (the lower the better/ faster). +Basically, as soon as you have more than one point to evaluate, the evaluable class is faster and +thus recommended. This result comes from the fact that the polyhedral data is cached on the C++ side +and thus does not need to be converted from Python to C++ for every call. Further, the evaluable class +also caches the normals and the volume of the polyhedron, which is not the case for the standalone function. + ++----------------------------------------+-------------------------------+ +| Test | Time Per Point (microseconds) | ++========================================+===============================+ +| Free Function (1000 times 1 point) | 7765.073 | ++----------------------------------------+-------------------------------+ +| Free Function (1 time 1000 points) | 275.917 | ++----------------------------------------+-------------------------------+ +| GravityEvaluable (1000 times 1 Point) | 313.408 | ++----------------------------------------+-------------------------------+ +| GravityEvaluable (1 time 1000 Points) | 253.031 | ++----------------------------------------+-------------------------------+ + +As takeaway, one should always use the :code:`GravityEvaluable` due to its caching +properties. The free function should only be used for few points/ quickly trying +out something. \ No newline at end of file diff --git a/docs/background/rational.rst b/docs/background/rational.rst new file mode 100644 index 0000000..92a3a6d --- /dev/null +++ b/docs/background/rational.rst @@ -0,0 +1,74 @@ +Statement of Need +================= + +The Rational +------------ + +.. image:: /../_static/eros_010.png + :align: center + :width: 400 + :alt: Downscaled mesh of (433) Eros to 10% of its original vertices and faces. + +Downscaled mesh of (433) Eros to 10% of its original vertices and faces. + +The complex gravitational fields of irregular bodies, such as asteroids and comets, +are often modeled using polyhedral gravity models since alternative approaches like +mascon models or spherical harmonics struggle with these bodies' irregular geometry. +The spherical harmonics approach struggles with convergence close to the surface [1]_, +whereas mascon models require a computationally expensive amount of mascons +(point masses of which the target body comprises) to model fine-granular surface geometry [2]_. + +In contrast, polyhedral gravity models provide an analytic solution for the computation of the +gravitational potential, acceleration (and second derivative) given +a mesh of the body [3]_ [4]_ with the only assumption of homogeneous density. +The computation of the gravitational potential and acceleration is a computationally expensive task, +especially for large meshes, which can however benefit from parallelization either over computed target +points for which we seek potential and acceleration or over the mesh. Thus, a high-performance +implementation of a polyhedral gravity model is desirable. + +While some research code for these models exists, they are not focused on usability and are +limited to FORTRAN_ and proprietary software like MATLAB_. +There is a lack of well-documented, actively maintained open-source implementations, +particularly in modern programming languages, and with a focus on scalability and performance. + +This circumstance and the fact that polyhedral models are often used in studying gravitational +fields, e.g., for Eros [5]_, or as a reference for creating +new neural models [6]_ make an easy-to-install implementation necessary. + +The presented software has already seen application in several research works. +It has been used to optimize trajectories around the highly irregular comet 67P/Churyumov-Gerasimenko +with the goal of maximizing the gravity signal [7]_ using pygmo [8]_. +In the context of that work, the presented implementation was extended to enable caching and even +serialization to persistent memory on the C++ side. A change that enables researchers to, e.g., +efficiently propagate an orbit since the computation points can be given apiece and do not need +to be all known from the beginning. + +Further, it has been used to study the effectiveness of so-called +neural density fields [9]_, where it served as ground truth to +(pre-)train neural networks representing the density +distribution of an arbitrarily shaped body [10]_. + +Thus, this model is highly versatile overall due to its easy-to-use API. +It can be used in a wide range of applications, especially due to the availability +on major platforms like Windows, macOS, and Linux for ARM64 and x86_64. +We hope it will enable further research in the field, especially related to +recent machine-learning techniques, which typically rely on Python implementations. + + +References +---------- + +.. [1] Šprlák, M., & Han, S.-C. (2021). On the use of spherical harmonic series inside the minimum brillouin sphere: Theoretical review and evaluation by GRAIL and LOLA satellite data. Earth-Science Reviews, 222, 103739. https://doi.org/10.1016/j.earscirev.2021.103739 +.. [2] Wittick, P. T., & Russell, R. P. (2017). Mascon models for small body gravity fields. AAS/AIAA Astrodynamics Specialist Conference, 162, 17–162. +.. [3] Tsoulis, D. (2012). Analytical computation of the full gravity tensor of a homogeneous arbitrarily shaped polyhedral source using line integrals. Geophysics, 77(2), F1–F11. https://doi.org/10.1190/geo2010- 0334.1 +.. [4] Tsoulis, D., & Gavriilidou, G. (2021). A computational review of the line integral analytical formulation of the polyhedral gravity signal. Geophysical Prospecting, 69(8-9), 1745–1760. https://doi.org/10.1111/1365- 2478.13134 +.. [5] Zhang, Z., Cui, H., Cui, P., & Yu, M. (2010). Modeling and analysis of gravity field of 433Eros using polyhedron model method. 2010 2nd International Conference on Information Engineering and Computer Science, 1–4. https://doi.org/10.1109/iciecs.2010.5677738 +.. [6] Martin, J., & Schaub, H. (2023). The physics-informed neural network gravity model revisited: Model generation III. 33rd AAS/AIAA Space Flight Mechanics Meeting, Austin, United States. +.. [7] Maråk, R., Blazquez, E., & Gómez, P. (2023). Trajectory optimization of a spacecraft swarm orbiting around 67P/Churyumov-Gerasimenko. Proceedings of the 9th International Conference on Astrodynamics Tools and Techniques, ICATT. https://doi.org/10.5270/ esa-gnc-icatt-2023-057 +.. [8] Biscani, F., & Izzo, D. (2020). A parallel global multiobjective framework for optimization: pagmo. Journal of Open Source Software, 5(53), 2338. https://doi.org/10.21105/joss.02338 +.. [9] Izzo, D., & Gómez, P. (2022). Geodesy of irregular small bodies via neural density fields. Communications Engineering, 1(1), 48. https://doi.org/10.1038/s44172-022-00050-3 +.. [10] Schuhmacher, J., Gratl, F., Izzo, D., & Gómez, P. (2023). Investigation of the robustness of neural density fields. Proceedings of the 12th International Conference on Guidance, Navigation & Control Systems (GNC). https://doi.org/10.5270/esa-gnc-icatt-2023-067 + + +.. _FORTRAN: https://software.seg.org/2012/0001/index.html +.. _MATLAB: https://github.com/Gavriilidou/GPolyhedron \ No newline at end of file diff --git a/docs/conf.py b/docs/conf.py index 97301db..cadb0cc 100644 --- a/docs/conf.py +++ b/docs/conf.py @@ -70,7 +70,7 @@ def configure_doxyfile(input_dir, output_dir): # Add any paths that contain custom static files (such as style sheets) here, # relative to this directory. They are copied after the builtin static files, # so a file named "default.css" will overwrite the builtin "default.css". -html_static_path = ["_static"] +html_static_path = ["_static", "figures/eros_010.png"] # Breathe Configuration breathe_default_project = "polyhedral-gravity-model" @@ -92,7 +92,7 @@ def configure_doxyfile(input_dir, output_dir): { "name": "Conda Forge", "url": "https://anaconda.org/conda-forge/polyhedral-gravity-model", - "icon": "https://img.shields.io/conda/v/conda-forge/polyhedral-gravity-model", + "icon": "https://img.shields.io/conda/vn/conda-forge/polyhedral-gravity-model", "type": "url", }, { diff --git a/docs/figures/eros_010.png b/docs/figures/eros_010.png new file mode 100644 index 0000000..bf7f0d6 --- /dev/null +++ b/docs/figures/eros_010.png @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:7e5af62cde7c4ecd2b08ebecdd74847d288e77e1340dd74397267fd0feb3b2a7 +size 536383 diff --git a/docs/index.rst b/docs/index.rst index a5bc348..70a964c 100644 --- a/docs/index.rst +++ b/docs/index.rst @@ -6,19 +6,54 @@ Welcome to Polyhedral Gravity Model's documentation! ==================================================== -Have a look at the **Quick Start** section to quickly +.. image:: https://img.shields.io/github/actions/workflow/status/esa/polyhedral-gravity-model/.github%2Fworkflows%2Fbuild-and-test.yml?logo=GitHub%20Actions&label=Build%20and%20Test + :alt: GitHub Actions Workflow Status +.. image:: https://img.shields.io/github/actions/workflow/status/esa/polyhedral-gravity-model/.github%2Fworkflows%2Fdocs.yml?logo=gitbook&label=Documentation + :alt: GitHub Actions Workflow Status +.. image:: https://img.shields.io/github/license/esa/polyhedral-gravity-model + :alt: GitHub License + +.. + +.. image:: https://img.shields.io/pypi/v/polyhedral-gravity + :alt: PyPI - Version +.. image:: https://img.shields.io/badge/platform-linux--64_%7C_win--64_%7C_osx--64_%7C_linux--arm64_%7C_osx--arm64-lightgrey + :alt: Static Badge +.. image:: https://img.shields.io/pypi/dm/polyhedral-gravity + :alt: PyPI - Downloads + +.. + +.. image:: https://img.shields.io/conda/v/conda-forge/polyhedral-gravity-model + :alt: Conda Version +.. image:: https://img.shields.io/conda/pn/conda-forge/polyhedral-gravity-model + :alt: Conda Platform +.. image:: https://img.shields.io/conda/dn/conda-forge/polyhedral-gravity-model + :alt: Conda Downloads + + +Have a look at the **INSTALLATION & QUICK START** section to quickly get into the use of the polyhedral gravity model. And for more details, refer to the **Python API** or **C++ API**. .. toctree:: - :caption: QUICK START + :caption: INSTALLATION & QUICK START + :maxdepth: 2 + + quickstart/installation + quickstart/overview + quickstart/supported_input + quickstart/examples_python + quickstart/examples_cpp + +.. toctree:: + :caption: BACKGROUND :maxdepth: 2 - build - quick_start_python - quick_start_cpp - supported_input + background/rational + background/approach + background/evaluable_vs_evaluate .. toctree:: :caption: PYTHON API REFERENCE diff --git a/docs/quick_start_cpp.rst b/docs/quickstart/examples_cpp.rst similarity index 96% rename from docs/quick_start_cpp.rst rename to docs/quickstart/examples_cpp.rst index b4b1feb..8541b92 100644 --- a/docs/quick_start_cpp.rst +++ b/docs/quickstart/examples_cpp.rst @@ -1,5 +1,9 @@ -Quick Start C++ -=============== +.. _examples-cpp: + +Examples C++ +============ + +Details about mesh and input units can be found in :ref:`quick-start-io`. As Executable ------------- @@ -35,7 +39,7 @@ Further one must specify the name of the .csv output file. polyhedron: #polyhedron source-file(s) - "../example-config/data/tsoulis.node" # .node contains the vertices - "../example-config/data/tsoulis.face" # .face contains the triangular faces - density: 2670.0 # constant density in [kg/m^3] + density: 2670.0 # constant density, units must match with the mesh (see section below) points: # Location of the computation point(s) P - [ 0, 0, 0 ] # Here it is situated at the origin check_mesh: true # Fully optional, enables input checking (not given: false) @@ -46,6 +50,7 @@ Further one must specify the name of the .csv output file. Have a look at :ref:`supported-polyhedron-source-files` to view the available options for polyhedral input. + As Library ---------- @@ -128,13 +133,13 @@ about the vertices' ordering due to its quadratic complexity! } - -Evaluation with caching -~~~~~~~~~~~~~~~~~~~~~~~ +GravityEvaluable (with caching) +~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Evaluating the gravity model for a given polyhedron defined from within source code for a specific point and density. + .. code-block:: cpp // Defining every input parameter in the source code diff --git a/docs/quick_start_python.rst b/docs/quickstart/examples_python.rst similarity index 62% rename from docs/quick_start_python.rst rename to docs/quickstart/examples_python.rst index 460c62d..d2d738a 100644 --- a/docs/quick_start_python.rst +++ b/docs/quickstart/examples_python.rst @@ -1,11 +1,21 @@ -Quick Start Python -================== +.. _examples-python: + +Examples Python +=============== + +Details about mesh and input units can be found in :ref:`quick-start-io`. The use of the Python interface is pretty straight-forward since there is only one method: :code:`evaluate(..)` or the alternative -class :code:`GravityEvaluable` caching the polyhedron data. +class :code:`GravityEvaluable` caching the polyhedron. +Have a look at :ref:`evaluable-vs-eval` for further +details about the difference. +If you strive for maximal performance, use the the class :code:`GravityEvaluable`. +If you quickly want to try out something, use :code:`evaluate(..)`. +The polyhedral source can either be a tuple of vertices and faces, or +a list of polyhedral mesh files (see :ref:`supported-polyhedron-source-files`). -The method calls follow the same pattern as the C++ interface. Thus it is always: +The method calls follow the same pattern as the C++ interface. .. code-block:: python @@ -20,8 +30,8 @@ The method calls follow the same pattern as the C++ interface. Thus it is always # Define if the computation is parallel or not (the default is parallel, which corresponds to True) results = model.evaluate( polyhedral_source=polyhedral_source, - density=density - computation_points=computation_points + density=density, + computation_points=computation_points, parallel=True ) @@ -52,14 +62,15 @@ defined from within source code for a specific point and density. import polyhedral_gravity as model # Defining every input parameter in the source code - vertices = ... # [] of [] or np.array of length 3 and type float - faces = ... # [] of [] or np.array of length 3 and type int + vertices = ... # (N-3)-array-like of type float + faces = ... # (N-3)-array-like of type int density = ... # float - computation_point = ... # [] or np.array of length 3 + computation_point = ... # (3)-array-like # Evaluate the gravity model # Notice that the third argument could also be a list of points # Returns a tuple of potential, acceleration and tensor + # If computation_point would be a (N,3)-array, the output would be list of triplets! potential, acceleration, tensor = model.evaluate((vertices, faces), density, computation_point, parallel=True) @@ -75,7 +86,7 @@ Of course, you can also use keyword arguments for the parameters. file_vertices = '___.node' # str, path to file file_nodes = '___.face' # str, path to file density = ... # float - computation_points = ... # [] or np.array of length 3 + computation_points = ... # (N,3)-array-like # Evaluate the gravity model # Notice that the last argument could also be a list of points @@ -83,7 +94,7 @@ Of course, you can also use keyword arguments for the parameters. results = model.evaluate( polyhedral_source=[file_vertices, file_nodes], density=density, - computation_points=computation_points + computation_points=computation_points, parallel=True ) @@ -98,11 +109,12 @@ in some source files for a specific point and density. # Reading the vertices and files from a single .mesh file file = '___.mesh' # str, path to file density = ... # float - computation_point = ... # [] or np.array of length 3 + computation_point = ... # (3)-array-like # Evaluate the gravity model # Notice that the last argument could also be a list of points # Returns a tuple of potential, acceleration and tensor + # If computation_point would be a (N,3)-array, the output would be list of triplets! potential, acceleration, tensor = model.evaluate([mesh], density, computation_point) @@ -120,22 +132,24 @@ about the vertices' ordering due to its quadratic complexity! import polyhedral_gravity.utility as mesh_sanity # Defining every input parameter in the source code - vertices = ... # [] of [] or np.array of length 3 and type float - faces = ... # [] of [] or np.array of length 3 and type int - density = ... # float - computation_point = ... # [] or np.array of length 3 + vertices = ... # (N-3)-array-like of type float + faces = ... # (N-3)-array-like of type int + density = ... # float + computation_point = ... # (3)-array-like - # Evaluate the gravity model - # Notice that the last argument could also be a list of points - # Returns (list of) tuple of potential, acceleration and tensor - # Additional guard statement + + # Additional guard statement to check that the plane normals + # are outwards pointing if mesh_sanity.check_mesh(vertices, faces): + # Evaluate the gravity model + # Returns a tuple of potential, acceleration and tensor + # If computation_point would be a (N,3)-array, the output would be list of triplets! potential, acceleration, tensor = model.evaluate((vertices, faces), density, computation_point) -Evaluable class ---------------- +GravityEvaluable +---------------- Use the :code:`GravityEvaluable` class to cache the polyhedron data over multiple calls. This drastically improves the performance, as the polyhedral data is "stored" on the C++ side, @@ -150,35 +164,19 @@ Have a look at the example below to see how to use the :code:`GravityEvaluable` import polyhedral_gravity as model # Defining every input parameter in the source code - vertices = ... # [] of [] or np.array of length 3 and type float - faces = ... # [] of [] or np.array of length 3 and type int + vertices = ... # (N-3)-array-like of type float + faces = ... # (N-3)-array-like of type int density = ... # float - computation_points = ... # [] or np.array of length 3 + computation_points = ... # (N,3)-array-like # Create the evaluable object evaluable = model.GravityEvaluable(polyhedral_source, density) for point in computation_points: - # Evaluate the gravity model + # Evaluate the gravity model for single points (3)-array-like potential, acceleration, tensor = evaluable(point, parallel=True) -Below is a comparison of the performance of the standalone free function and the evaluable class. -The benchmark was conducted with a M1 Pro 10-Core CPU (ARM64) using the TBB backend. -The calculation consisted each of 1000 points for the mesh of Eros (24235 vertices and 14744 faces). -The results are shown in the table below (the lower the better/ faster). -Basically, as soon as you have more than one point to evaluate, the evaluable class is faster and -thus recommended. This result comes from the fact that the polyhedral data is cached on the C++ side -and thus does not need to be converted from Python to C++ for every call. Further, the evaluable class -also caches the normals and the volume of the polyhedron, which is not the case for the standalone function. - -+----------------------------------------+-------------------------------+ -| Test | Time Per Point (microseconds) | -+========================================+===============================+ -| Free Function (1000 times 1 point) | 7765.073 | -+----------------------------------------+-------------------------------+ -| Free Function (1 time 1000 points) | 275.917 | -+----------------------------------------+-------------------------------+ -| GravityEvaluable (1000 times 1 Point) | 313.408 | -+----------------------------------------+-------------------------------+ -| GravityEvaluable (1 time 1000 Points) | 253.031 | -+----------------------------------------+-------------------------------+ + # Due to the GravityEvaluable's caching the above for-loop is nearly + # as fast as the following (find the runtime details below), which returns + # a list of triplets comprising potential, acceleration, tensor + results = evaluable(computation_points, parallel=True) diff --git a/docs/build.rst b/docs/quickstart/installation.rst similarity index 75% rename from docs/build.rst rename to docs/quickstart/installation.rst index d150e4b..e4a0621 100644 --- a/docs/build.rst +++ b/docs/quickstart/installation.rst @@ -1,47 +1,7 @@ -Requirements, Build, Installation -================================= +Installation +============ -Requirements ------------- -Requirements (all of them are automatically set-up via :code:`CMake`): - -- GoogleTest (1.13.0 or compatible), only required for testing -- spdlog (1.11.0 or compatible), required for logging -- tetgen (1.6 or compatible), required for I/O -- yaml-cpp (0.7.0 or compatible), required for I/O -- thrust (2.1.0 or compatible), required for parallelization and utility -- xsimd (11.1.0 or compatible), required for vectorization of the :code:`atan(..)` -- pybind11 (2.10.4 or compatible), required for the Python interface, but not the C++ standalone - - -Build with CMake ----------------- - -The C++ implementation relies on :code:`CMake` as build system. -The requirements (see below) are set-up automatically during -the build process. Use the instructions below to build the project, from the -repository's root directory: - -.. code-block:: bash - - mkdir build - cd build - cmake .. - cmake --build . - -The available options are the following: - -================================================ =================================================================================================================================== -Name (Default) Options -================================================ =================================================================================================================================== -POLYHEDRAL_GRAVITY_PARALLELIZATION (:code:`CPP`) :code:`CPP` = Serial Execution / :code:`OMP` or :code:`TBB` = Parallel Execution with OpenMP or Intel's TBB -LOGGING_LEVEL (:code:`2`) :code:`0` = TRACE/ :code:`1` = DEBUG/ :code:`2` = INFO / :code:`3` = WARN/ :code:`4` = ERROR/ :code:`5` = CRITICAL/ :code:`6` = OFF -USE_LOCAL_TBB (:code:`OFF`) Use a local installation of :code:`TBB` instead of setting it up via :code:`CMake` -BUILD_POLYHEDRAL_GRAVITY_DOCS (:code:`OFF`) Build this documentation -BUILD_POLYHEDRAL_GRAVITY_TESTS (:code:`ON`) Build the Tests -BUILD_POLYHEDRAL_PYTHON_INTERFACE (:code:`ON`) Build the Python interface -================================================ =================================================================================================================================== Installation with conda ----------------------- @@ -52,6 +12,14 @@ The python interface can be easily installed with `conda + cmake --build . + +Have a look at :ref:`build-options` for an overview of options available for the CMake build. + + +.. _build-options: + +Build Options +~~~~~~~~~~~~~ + +The available options are the following: + +================================================ =================================================================================================================================== +Name (Default) Options +================================================ =================================================================================================================================== +POLYHEDRAL_GRAVITY_PARALLELIZATION (:code:`CPP`) :code:`CPP` = Serial Execution / :code:`OMP` or :code:`TBB` = Parallel Execution with OpenMP or Intel's TBB +LOGGING_LEVEL (:code:`2`) :code:`0` = TRACE/ :code:`1` = DEBUG/ :code:`2` = INFO / :code:`3` = WARN/ :code:`4` = ERROR/ :code:`5` = CRITICAL/ :code:`6` = OFF +USE_LOCAL_TBB (:code:`OFF`) Use a local installation of :code:`TBB` instead of setting it up via :code:`CMake` +BUILD_POLYHEDRAL_GRAVITY_DOCS (:code:`OFF`) Build this documentation +BUILD_POLYHEDRAL_GRAVITY_TESTS (:code:`ON`) Build the Tests +BUILD_POLYHEDRAL_PYTHON_INTERFACE (:code:`ON`) Build the Python interface +================================================ =================================================================================================================================== + + +Dependencies (automatically set-up) +~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ + +Dependencies (all of them are automatically set-up via :code:`CMake`): + +- GoogleTest (1.13.0 or compatible), only required for testing +- spdlog (1.11.0 or compatible), required for logging +- tetgen (1.6 or compatible), required for I/O +- yaml-cpp (0.7.0 or compatible), required for I/O +- thrust (2.1.0 or compatible), required for parallelization and utility +- xsimd (11.1.0 or compatible), required for vectorization of the :code:`atan(..)` +- pybind11 (2.10.4 or compatible), required for the Python interface, but not the C++ standalone diff --git a/docs/quickstart/overview.rst b/docs/quickstart/overview.rst new file mode 100644 index 0000000..8b978b9 --- /dev/null +++ b/docs/quickstart/overview.rst @@ -0,0 +1,70 @@ +.. _quick-start-io: + +Quick Start (C++ & Python) +========================== + + +This section describes the specification of required inputs and output like +required units and characteristics of the mesh. +These constraints apply for both, the C++ and Python interface. +The actual utilization is presented in :ref:`examples-python` and :ref:`examples-cpp`. + + +Gravity Model Input +------------------- + + +The evaluation of the polyhedral gravity model requires the following parameters. + ++------------------------------------------------------------------------------+ +| Name | ++==============================================================================+ +| Polyhedral Mesh (either as vertices & faces or as polyhedral source files) | ++------------------------------------------------------------------------------+ +| Constant Density :math:`\rho` | ++------------------------------------------------------------------------------+ + +The polyhedron's mesh's units must match with the constant density! +For example, if the mesh is in :math:`[m]`, then the constant density should be in :math:`[\frac{kg}{m^3}]`. + +Have a look at :ref:`supported-polyhedron-source-files` for an overview of supported polyhedral +mesh files. + +.. note:: + + The plane unit normals of every face of the polyhedral mesh must point **outwards** + of the polyhedron! + You can check this property via :ref:`mesh-checking-cpp` in C++ or + via the :ref:`mesh-checking-python` submodule in Python. + If the vertex order of the faces is inverted, i.e. the plane unit normals point + inwards, then the sign of the output will be inverted. + + +Gravity Model Output +-------------------- + +The calculation outputs the following parameters for every Computation Point *P*. +The units of the respective output depend on the units of the input parameters (mesh and density)! + +Hence, if e.g. your mesh is in :math:`km`, the density must match. Further, the output units will match the input units. + ++------------------------------------------------------------------------------------------------+----------------------------------------------------------------------------+-----------------------------------------------------------------+ +| Name | If mesh :math:`[m]` and density :math:`[\frac{kg}{m^3}]` | Comment | ++================================================================================================+============================================================================+=================================================================+ +| :math:`V` | :math:`\frac{m^2}{s^2}` or :math:`\frac{J}{kg}` | The potential or also called specific energy | ++------------------------------------------------------------------------------------------------+----------------------------------------------------------------------------+-----------------------------------------------------------------+ +| :math:`V_x`, :math:`V_y`, :math:`V_z` | :math:`\frac{m}{s^2}` |The gravitational acceleration in the three cartesian directions | ++------------------------------------------------------------------------------------------------+----------------------------------------------------------------------------+-----------------------------------------------------------------+ +| :math:`V_{xx}`, :math:`V_{yy}`, :math:`V_{zz}`, :math:`V_{xy}`, :math:`V_{xz}`, :math:`V_{yz}` | :math:`\frac{1}{s^2}` |The spatial rate of change of the gravitational acceleration | ++------------------------------------------------------------------------------------------------+----------------------------------------------------------------------------+-----------------------------------------------------------------+ + +This model's output obeys to the geodesy and geophysics sign conventions. +Hence, the potential :math:`V` for a polyhedron with a mass :math:`m > 0` is defined as **positive**. + +The accelerations :math:`V_x`, :math:`V_y`, :math:`V_z` are defined as + +.. math:: + + \textbf{g} = + \nabla V = \left( \frac{\partial V}{\partial x}, \frac{\partial V}{\partial y}, \frac{\partial V}{\partial z} \right) + +Accordingly, the second derivative tensor is defined as the derivative of :math:`\textbf{g}`. diff --git a/docs/supported_input.rst b/docs/quickstart/supported_input.rst similarity index 79% rename from docs/supported_input.rst rename to docs/quickstart/supported_input.rst index 8db127c..a75c060 100644 --- a/docs/supported_input.rst +++ b/docs/quickstart/supported_input.rst @@ -9,7 +9,7 @@ the polyhedral source. These include: ====================== ==================================================== ================================================================================================================================================== File Suffix Name Comment ====================== ==================================================== ================================================================================================================================================== - `.node` and `.face` TetGen's files These two files need to be given as a pair to the input. [Documentation of TetGen's files](https://wias-berlin.de/software/tetgen/fformats.html) + `.node` and `.face` TetGen's files These two files need to be given as a pair to the input. `Documentation of TetGen's files `__ `.mesh` Medit's mesh files Single file containing every needed mesh information. `.ply` The Polygon File format/ Stanfoard Triangle format Single file containing every needed mesh information. Blender File Format. `.off` Object File Format Single file containing every needed mesh information. @@ -24,8 +24,3 @@ ASCII and binary format) are e.g.: - `Meshio `__ for Python - `OpenMesh `__ for Python - -**Notice!** The vertices in the input mesh file must be ordered so that the plane unit normals point outwards of the polyhedron for every face. -One can use the program input-checking procedure to ensure the correct format. This method is activated via the -corresponding configuration option and uses the Möller–Trumbore intersection algorithm. Notice that this algorithm is a -quadratic complexity, so the check should only be utilized in case of uncertainty. diff --git a/paper/paper.bib b/paper/paper.bib index ea9f803..6a0bdca 100644 --- a/paper/paper.bib +++ b/paper/paper.bib @@ -50,15 +50,15 @@ @inproceedings{schuhmacher2023investigation author={Jonas Schuhmacher and Fabio Gratl and Dario Izzo and Pablo G{\'o}mez}, booktitle={Proceedings of the 12th International Conference on Guidance, Navigation \& Control Systems (GNC)}, year={2023}, - url={https://az659834.vo.msecnd.net/eventsairwesteuprod/production-atpi-public/b1e566f6284f4814b1c733ec08e4d136} + doi={10.5270/esa-gnc-icatt-2023-067} } @inproceedings{marak2023trajectory, - title={{Trajectory optimization of a spacecraft swarm orbiting around 67P/Churyumov-Gerasimenko}}, - author={Mar{å}k, Rasmus and Blazquez, E. and G{\'o}mez, Pablo}, - booktitle={Proceedings of the 9th International Conference on Astrodynamics Tools and Techniques, ICATT}, - year={2023}, - url={https://az659834.vo.msecnd.net/eventsairwesteuprod/production-atpi-public/6f457b8c46dd40ab826a9160c3110b56} + title={{Trajectory optimization of a spacecraft swarm orbiting around 67P/Churyumov-Gerasimenko}}, + author={Mar{å}k, Rasmus and Blazquez, E. and G{\'o}mez, Pablo}, + booktitle={Proceedings of the 9th International Conference on Astrodynamics Tools and Techniques, ICATT}, + year={2023}, + doi={10.5270/esa-gnc-icatt-2023-057} } diff --git a/paper/paper.md b/paper/paper.md index 302ba0a..235c717 100644 --- a/paper/paper.md +++ b/paper/paper.md @@ -45,12 +45,12 @@ The library supports many common formats, such as *.stl*, *.off*, *.ply*, *.mesh # Statement of Need -The complex gravitational fields of irregular bodies, such as asteroids and comets, are often modeled using polyhedral gravity models since alternative approaches like mascon models or spherical harmonics struggle with these bodies' irregular geometry. The former struggles with convergence close to the surface [@vsprlak2021use], whereas the latter requires a computationally expensive amount of mascons (point masses of which the target body is composed) to model fine-granular surface geometry [@wittick2017mascon]. +The complex gravitational fields of irregular bodies, such as asteroids and comets, are often modeled using polyhedral gravity models since alternative approaches like mascon models or spherical harmonics struggle with these bodies' irregular geometry. The spherical harmonics approach struggles with convergence close to the surface [@vsprlak2021use], whereas mascon models require a computationally expensive amount of mascons (point masses of which the target body comprises) to model fine-granular surface geometry [@wittick2017mascon]. In contrast, polyhedral gravity models provide an analytic solution for the computation of the gravitational potential, acceleration (and second derivative) given a mesh of the body [@tsoulis2012analytical;@tsoulis2021computational] with the only assumption of homogeneous density. The computation of the gravitational potential and acceleration is a computationally expensive task, especially for large meshes, which can however benefit from parallelization either over computed target points for which we seek potential and acceleration or over the mesh. Thus, a high-performance implementation of a polyhedral gravity model is desirable. -While some research code for these models exists, they are not focused on usability and are limited to FORTRAN\footnote{\url{https://software.seg.org/2012/0001/index.html}} and proprietary software like MATLAB\footnote{\url{https://github.com/Gavriilidou/GPolyhedron}}. There is a lack of well-documented, actively maintained open-source implementations, particularly in modern programming languages, and with a focus on scalability and performance. +While some research code for these models exists, they are not focused on usability and are limited to FORTRAN\footnote{\url{https://software.seg.org/2012/0001/index.html}, last accessed: 12.09.2022} and proprietary software like MATLAB\footnote{\url{https://github.com/Gavriilidou/GPolyhedron}, last accessed: 28.03.2024}. There is a lack of well-documented, actively maintained open-source implementations, particularly in modern programming languages, and with a focus on scalability and performance. This circumstance and the fact that polyhedral models are often used in studying gravitational fields, e.g., for Eros [@zhang2010modeling], or as a reference for creating new neural models [@martin2023physics] make an easy-to-install implementation necessary. @@ -81,7 +81,7 @@ The project is open to contributions via pull requests, with instructions on how # Usage Instructions -We provide detailed usage instructions in the technical documentation on ReadTheDocs\footnote{\url{https://polyhedral-gravity-model-cpp.readthedocs.io/en/latest/}}. Additionally, a minimal working example is given in the repository readme, and more extensive examples, including a walkthrough over the available options as a *Jupyter* notebook\footnote{\url{https://github.com/esa/polyhedral-gravity-model/blob/main/script/polyhedral-gravity.ipynb}}. +We provide detailed usage instructions in the technical documentation on the project's GitHub Pages\footnote{\url{https://esa.github.io/polyhedral-gravity-model}}. Additionally, a minimal working example is given in the repository readme, and more extensive examples, including a walkthrough over the available options as a *Jupyter* notebook\footnote{\url{https://github.com/esa/polyhedral-gravity-model/blob/main/script/polyhedral-gravity.ipynb}}. # References diff --git a/script/.ipynb_checkpoints/polyhedral-gravity-checkpoint.ipynb b/script/.ipynb_checkpoints/polyhedral-gravity-checkpoint.ipynb new file mode 100644 index 0000000..1e281aa --- /dev/null +++ b/script/.ipynb_checkpoints/polyhedral-gravity-checkpoint.ipynb @@ -0,0 +1,819 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "# The polyhedral gravity model - Python interface\n", + "\n", + "The dependencies required to run this notebook can be found in the `environment.yml` file. You can create a conda environment with the required dependencies by running:\n", + "\n", + "```bash\n", + "# For Windows, MacOS, Linux x86\n", + "conda env create -f environment.yml\n", + "conda activate polyhedral-gravity-jupyter-notebook\n", + "# For Linux, MacOS ARM --> On PyPi, we also provide ARM wheels\n", + "conda env create -f environment_arm.yml\n", + "conda activate polyhedral-gravity-jupyter-notebook-arm\n", + "```\n", + "\n", + "Then, you can start a jupyter notebook server by running:\n", + "\n", + "```bash\n", + "\n", + "juptyer notebook\n", + "```\n", + "\n", + "In case your on an ARM architecture you can\n", + "\n", + "Using this environment, you can start executing this notebook cell by cell:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib.patches as patches\n", + "from matplotlib import cm\n", + "import polyhedral_gravity as gravity_model\n", + "import polyhedral_gravity.utility as gravity_util\n", + "\n", + "# These two scripts provide some utility for plotting and the analytical solution\n", + "# They reside in the same directory as this notebook\n", + "import analytical_cube_gravity\n", + "import mesh_plotting\n", + "\n", + "%matplotlib inline\n", + "%load_ext autoreload\n", + "%autoreload 2" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "## The gravity tensor of a cube\n", + "\n", + "Next, we start with an easy example evaluating the gravity tensor for points of a cubic polyhedron consisting of $12$ triangular faces, centered at the origin $(0, 0, 0)$ and with edges of $2m$.\n", + "Therefor, we first declare the vertices and the connectivity of this polyhedron.\n", + "\n", + "**Important!:** The vertices in the faces need to be sorted, so that the plane normals will point outwards of the polyhedron!\n", + "The Python interface provides an `utility` submodule which offers the capabilities to check for this constraint. However, one shall notice that the procedure is computationally expensive in $O(N^2)$ using the Möller–Trumbore intersection algorithm.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plane normals point outwards: True\n" + ] + } + ], + "source": [ + "cube_vertices = np.array(\n", + " [\n", + " [-1, -1, -1],\n", + " [1, -1, -1],\n", + " [1, 1, -1],\n", + " [-1, 1, -1],\n", + " [-1, -1, 1],\n", + " [1, -1, 1],\n", + " [1, 1, 1],\n", + " [-1, 1, 1],\n", + " ]\n", + ")\n", + "\n", + "cube_faces = np.array(\n", + " [\n", + " [1, 3, 2],\n", + " [0, 3, 1],\n", + " [0, 1, 5],\n", + " [0, 5, 4],\n", + " [0, 7, 3],\n", + " [0, 4, 7],\n", + " [1, 2, 6],\n", + " [1, 6, 5],\n", + " [2, 3, 6],\n", + " [3, 7, 6],\n", + " [4, 5, 6],\n", + " [4, 6, 7],\n", + " ]\n", + ")\n", + "\n", + "outwards_pointing_normals = gravity_util.check_mesh(cube_vertices, cube_faces)\n", + "print(f\"Plane normals point outwards: {outwards_pointing_normals}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "Next we define the wished computation point $(1, 0, 0)$ and the density in $\\frac{kg}{m^3}$\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [], + "source": [ + "computation_point = [1, 0, 0] # [m]\n", + "density = 1.0 # [kg/m^3]" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "Then, we evaluate the full gravity tensor. As a result, we get the potential in $\\frac{J}{kg}$, the acceleration in the three cartesian directions in $\\frac{m}{s^2}$ and the second derivatives in $\\frac{1}{s^2}$\n", + "\n", + "Notice that four arguments: `polyhedral_source`, `density`, `computation_points` and `parallel`.\n", + "The first two define are characteristics of the polyhedron and the third defines the computation points.\n", + "The last one is optional and parallelizes the computation (It's default value is `True`).\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "=============Gravity Model Solution=============\n", + "Potential: 4.786301362419239e-10 m^2/s^2\n", + "Acceleration [Vx, Vy, Vz]: [3.466493366453959e-10, 5.927969226604545e-26, 0.0] m/s^2\n", + "Second derivative tensor [Vxx, Vyy, Vzz, Vxy, Vxz, Vyz]: [-5.375692682923615e-11, -1.8280085506392544e-10, -1.8280085506392544e-10, 0.0, 0.0, 8.891953839906818e-26] 1/s^2\n" + ] + } + ], + "source": [ + "potential, acceleration, tensor = gravity_model.evaluate(\n", + " polyhedral_source=(cube_vertices, cube_faces),\n", + " density=density,\n", + " computation_points=computation_point,\n", + " parallel=True,\n", + ")\n", + "\n", + "print(\"=============Gravity Model Solution=============\")\n", + "print(\"Potential: {} m^2/s^2\".format(potential))\n", + "print(\"Acceleration [Vx, Vy, Vz]: {} m/s^2\".format(acceleration))\n", + "print(\"Second derivative tensor [Vxx, Vyy, Vzz, Vxy, Vxz, Vyz]: {} 1/s^2\".format(tensor))" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "Further, we can compare our solution to analytical solution. Here the following integral needs to be computed for a point with the coordinates $(X, Y, Z)$:\n", + "\n", + "$V(X, Y, Z) = -G \\rho \\cdot \\int_{-1}^{1} \\int_{-1}^{1} \\int_{-1}^{1} \\frac{dx'dy'dz'}{\\sqrt{((X-x')^2 + (Y-y')^2 + (Z-z')^2}}$\n", + "\n", + "We can here calculate the analytical solutions by using the transformations of _CHAPPELL, James M., et al. The gravitational field of a cube. arXiv preprint arXiv:1206.3857, 2012._ and the power of `sympy`.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "=============Analytical Solutions=============\n", + "Analytical Potential: 4.78630136241924E-10 m^2/s^2\n", + "Analytical Acceleration [Vx, Vy, Vz]: [3.46649336645396e-10 0 0] m/s^2\n", + "=================Differences==================\n", + "Difference Potential: 2.06795153138257E-25\n", + "Difference Acceleration: [1.55096364853693e-25 5.92796922660455e-26 0]\n" + ] + } + ], + "source": [ + "analytical_potential = analytical_cube_gravity.evaluate_potential(*computation_point)\n", + "analytical_acceleration = np.array(analytical_cube_gravity.evaluate_acceleration(*computation_point))\n", + "\n", + "print(\"=============Analytical Solutions=============\")\n", + "print(\"Analytical Potential: {} m^2/s^2\".format(analytical_potential))\n", + "print(\"Analytical Acceleration [Vx, Vy, Vz]: {} m/s^2\".format(analytical_acceleration))\n", + "print(\"=================Differences==================\")\n", + "print(\"Difference Potential: {}\".format(abs(analytical_potential - potential)))\n", + "print(\"Difference Acceleration: {}\".format(abs(analytical_acceleration - np.array(acceleration))))" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "Plotting the above described triangulation of the cube:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotting Triangulation\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "mesh_plotting.plot_triangulation(cube_vertices, cube_faces, \"The triangulation of the $[-1,1]^3$ cube\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "The interface is flexible and allows the evaluation of multiple points at once:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [], + "source": [ + "VALUES = np.arange(-2, 2.01, 0.005)\n", + "X = VALUES\n", + "Y = VALUES\n", + "\n", + "computation_points = np.array(np.meshgrid(X, Y, [0])).T.reshape(-1, 3)\n", + "gravity_results = gravity_model.evaluate(\n", + " polyhedral_source=(cube_vertices, cube_faces),\n", + " density=density,\n", + " computation_points=computation_points,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "Plotting the potential for the cube for the layer $(x, y, 0)$ with $x, y \\in \\mathbb{R}$\n" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotting Grid 2D\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "potentials = -1 * np.array([i[0] for i in gravity_results])\n", + "potentials = potentials.reshape((len(VALUES), len(VALUES)))\n", + "\n", + "X = computation_points[:, 0].reshape(len(VALUES), -1)\n", + "Y = computation_points[:, 1].reshape(len(VALUES), -1)\n", + "\n", + "mesh_plotting.plot_grid_2d(X, Y, potentials, \"Potential of a Cube ($z=0$)\", plot_rectangle=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "Now, let's plot the acceleration in $x$ and $y$ directions. One should see the distortion of the streamlines at the edges of the cube.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotting Quiver\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# We use for this plot a more coarse grid to improve the visualization\n", + "VALUES = np.arange(-2, 2.01, 0.1)\n", + "X = VALUES\n", + "Y = VALUES\n", + "\n", + "computation_points = np.array(np.meshgrid(X, Y, [0])).T.reshape(-1, 3)\n", + "gravity_results = gravity_model.evaluate(\n", + " polyhedral_source=(cube_vertices, cube_faces),\n", + " density=density,\n", + " computation_points=computation_points,\n", + ")\n", + "\n", + "accelerations = np.array([i[1][:] for i in gravity_results])\n", + "acc_xy = np.delete(accelerations, 2, 1)\n", + "acc_xy = -1 * acc_xy\n", + "\n", + "X = computation_points[:, 0].reshape(len(VALUES), -1)\n", + "Y = computation_points[:, 1].reshape(len(VALUES), -1)\n", + "\n", + "mesh_plotting.plot_quiver(X, Y, acc_xy, \"Acceleration in $x$ and $y$ direction for $z=0$\", plot_rectangle=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "## Next some bigger example: Eros\n", + "\n", + "Here, we can test the convenient feature of giving file input to the polyhedral gravity model's Python interface.\n", + "Further, the units are not correct, since the mesh size in unknown.\n", + "\n", + "**Important Note:** If the polyhedron is located in two files (like for .node and .face files), the node files needs to be placed first in the list! If it is just a single file (e.g. .ply), then list just contains this single element.\n", + "\n", + "Further, we also make use of the `Evaluable` class, which allows us to efficiently evaluate the gravity tensor for multiple computation points at once, even with interruptions in between. Certain computed properties are cached and reused.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Potential: 1.6412193813901074e-07 m^2/s^2\n", + "Acceleration [Vx, Vy, Vz]: [2.410422444002979e-09, 3.9101840968470205e-08, 9.039023451764005e-09] m/s^2\n", + "Second derivative tensor [Vxx, Vyy, Vzz, Vxy, Vxz, Vyz]: [-1.2243921287729791e-07, -1.1414944948899626e-06, -9.754414135835843e-07, -3.86381487022689e-08, 1.3548134599015312e-08, -2.6597490639550824e-08] 1/s^2\n" + ] + } + ], + "source": [ + "eros_vertices_path = \"mesh/Eros.node\"\n", + "eros_faces_path = \"mesh/Eros.face\"\n", + "\n", + "density = 2670.0 # kg/m^3\n", + "computation_point = np.array([0, 0, 0]) # m\n", + "\n", + "# The differende betweeen array input & file input lies in the types\n", + "# Array Mesh Input ==> tuple of arrays/ lists\n", + "# File Mesh Input ==> list of string file paths\n", + "evaluable_eros = gravity_model.GravityEvaluable(\n", + " polyhedral_source=[eros_vertices_path, eros_faces_path], density=density\n", + ")\n", + "\n", + "# Call the evaluable object with the computation point(s) and optionally disable/ enable parallelization\n", + "potential, acceleration, tensor = evaluable_eros(computation_points=computation_point, parallel=True)\n", + "\n", + "print(\"Potential: {} m^2/s^2\".format(potential))\n", + "print(\"Acceleration [Vx, Vy, Vz]: {} m/s^2\".format(acceleration))\n", + "print(\"Second derivative tensor [Vxx, Vyy, Vzz, Vxy, Vxz, Vyz]: {} 1/s^2\".format(tensor))" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "Of course again, we can also give an array of points to the calculation to evaluate the gravity model for multiple points at once.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [], + "source": [ + "X = np.arange(-1.0, 1.05, 0.05)\n", + "Y = np.arange(-1.0, 1.05, 0.05)\n", + "\n", + "computation_points = np.array(np.meshgrid(X, Y, [0])).T.reshape(-1, 3)\n", + "gravity_results = evaluable_eros(computation_points)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "Plotting the potential for Eros:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotting Grid 2D\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "potentials = -1 * np.array([i[0] for i in gravity_results])\n", + "potentials = potentials.reshape((len(VALUES), len(VALUES)))\n", + "\n", + "X = computation_points[:, 0].reshape(len(VALUES), -1)\n", + "Y = computation_points[:, 1].reshape(len(VALUES), -1)\n", + "\n", + "mesh_plotting.plot_grid_2d(X, Y, potentials, \"Potential of Eros ($z=0$)\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "And the acceleration for the slice with $z = 0$:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotting Quiver\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "accelerations = np.array([i[1][:] for i in gravity_results])\n", + "acc_xy = np.delete(accelerations, 2, 1)\n", + "acc_xy = -1 * acc_xy\n", + "\n", + "mesh_plotting.plot_quiver(X, Y, acc_xy, \"Acceleration in $x$ and $y$ direction for $z=0$\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "# Next example: Torus\n", + "\n", + "All good thrings come in threes, so let's try another example.\n", + "\n", + "Here, we use some additional utility to read in the vertices and triangles from the `.pk` file since this file format is not directly supported through the python interface. Additionally, we can plot the Torus, since we have the \"raw\" vertices and faces directly in Python.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotting Triangulation\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import mesh_utility\n", + "\n", + "torus_vertices, torus_faces = mesh_utility.read_pk_file(\"mesh/torus_lp.pk\")\n", + "density = 1.0\n", + "torus_evaluable = gravity_model.GravityEvaluable(polyhedral_source=(torus_vertices, torus_faces), density=density)\n", + "\n", + "mesh_plotting.plot_triangulation(torus_vertices, torus_faces, \"Triangulation of a Torus\")" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [], + "source": [ + "X = np.arange(-1.0, 1.05, 0.01)\n", + "Y = np.arange(-1.0, 1.05, 0.01)\n", + "\n", + "computation_points = np.array(np.meshgrid(X, Y, [0])).T.reshape(-1, 3)\n", + "gravity_results = torus_evaluable(computation_points)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Below, you find two alternative ways to plot potential and acceleration.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Extracting the potential from our result\n", + "potentials = np.array([i[0] for i in gravity_results])\n", + "\n", + "fig, ax = plt.subplots(subplot_kw={\"projection\": \"3d\"})\n", + "\n", + "# Make data.\n", + "X, Y = np.meshgrid(X, Y)\n", + "Z = potentials.reshape((len(X), len(Y)))\n", + "\n", + "# Plot the surface.\n", + "surf = ax.plot_surface(X, Y, Z, cmap=cm.coolwarm, linewidth=0, antialiased=False)\n", + "\n", + "ax.set_title(\"Potential in [Non-dimensional units]\")\n", + "\n", + "ax.set_xlabel(\"$x$\")\n", + "ax.set_ylabel(\"$y$\")\n", + "\n", + "# Add a color bar which maps values to colors.\n", + "fig.colorbar(surf, aspect=5, orientation=\"vertical\", shrink=0.5)\n", + "\n", + "fig.set_dpi(200)\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "data": { + "image/png": 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WPXv2LDN37lylvh48eKBQ/+t+L2PHjpVrnY0bN0rWad26tULbex1lRd7U4u/vL/n/vHnzGlxX3sib9+03yzDNd61gmPr7r6amxlhbWzN3796tt4xAIGAWLlwoWc7AwEAyt+nevTuTkpJSb/mioiKmR48ekuW7d+8udfvKvu68vk/K+E59fHwky3z22WdSo0hKS0uZw4cPS40wa45rUlMcD4ZpGfMiabyNyBtlniuUGUlXi7LGLNt+KMpbE2/27Nkj2REzM7M3wltfvHhR7wuPiYmR2lZBQUE9IeiTTz4h7pey2iopKWEMDAwkJ5KbN2/KXP7Zs2eMhoYGA4hDxhoaMPJ8+U2x3brfA4fDabRNRUlKSpL0ISAgQOpyTTURSUhIYLhcrmS59evXS22voKCAsbe3lywbHBzc4HKvn6wiIiKktrlhwwbJsu7u7nLtV2OQnFDfdh9ruXTpkqRtTU1NJjMzU/JZcHCw5DMHBwcmKytLqduWhbzjkmGUfyxjY2PrtdnQTWktd+/erTd+lXFxmDlzpqStpUuXylx24sSJkmW///57Vtttqv1W9Pcg73lO2edbZV7LGKZpzpnv4/lSEfGmqfe/Ka6x8lBeXl5v4tiuXTuFUtaXLVtWbz+U8dqxY4dC+zBmzBjJul988YVc6xw7dkyyjoWFhULbex1lizcXLlyo97toSMSVR7x5H3+zzXmtYJj6+6+pqck8e/asweWEQiHj4eFRb/k2bdowlZWVDS6fmprKqKioSM4FGRkZbyzTFPf5r+8T2++0tLRU8rmtrS1xmjvDNM81iWGad4w35bxI1jYVPX8151xD2eKNMscsm36Q8NbEm969e0t2RNoThU6dOkmW+e6776S29dNPP9UbcGyeTimrrT/++EPSzowZM+RaZ/bs2ZJ1jh079sbn8nz5TbHduj+8MWPGyNWmogwYMEBysSouLm5wmaYSb+re/Hh7ezf6gz106FC9E1FRUdEby9Q9Zp9//rnM9kpKSupdrKXtvyIoekJtjj7WpWfPnm+cD3744QfJ/0xNTZn4+HilblMe5BmXDKP8Y/n1119L2gsKCmq0n5MnT5brxlRe6j7V69+/v9Tl7t27J8nftrS0ZEpLS1ltt6n2W9Hfg7znOWWfb5V5LWOYpjlnvo/nS0XEm6be/6a6xsqirKyM6d69u6QP7du3ZwoKChRqoyWINwMHDpSsK+8T0XPnzknW0dHRUWh7r6Ns8YZhGKZLly6Szz7++OM31pVHvHkff7PNea1gmPr7/+WXX8rc9tKlS+stf+rUKZnLd+3aVbLs6dOn3/i8Ke7zX98ntt/py5cvJW2x9c1qjmsSwzT/GG+qeZE03oZ4o8zjqGzxRpljlk0/SHgr1abS09Nx7do1yd+TJk1qcLnJkydL3u/Zs0dq9ZILFy5I3s+aNQvq6urEfVNWW+fOnZO8HzdunFzr9OzZU/L+zp07LXK78rb5OqmpqTh69Cj+97//4ZtvvsHnn3+Ozz77TPKq9ctgGAYRERFE2yCl7lgMDg5uNLd0+PDhknL2fD4f9+/fl7n86NGjZX6uq6sLJycnAOL9T01NlafbSqW5+7hmzRrJ+82bN2PFihVYvXo1AHFJ17Nnz8LFxUWp2wSaZlwq41hev35d8r7ueVAaU6ZMkatv8tKhQwfJ+0ePHjW4DMMwmDdvnqSKxk8//cTaV6C597sWec9zyj7fKvNa1lR86OfLpt5/0mssKeXl5Rg4cKCk4oa/vz+uXLkCQ0NDhdpZvnw5GPEDQKW9pk2bplAf6no/qampybVO3d9YZWWlQtt7G9ReBwFgx44dEg8VRXgff7Mt5VoBACNHjpT5uaenp+S9pqYmBgwYIPfytfcgdXkb8wu236mpqSk0NTUBAFFRUU1aya2pxzfQNGO8Jc+LmoqWfH1/m2NW2bwVw+K6Qoy7uzv8/PwaXG7MmDGYN28e+Hy+RPDp3bv3G8s9fPhQ8r5Hjx6s+qastuqeDHbv3o0TJ040uk56errkfVpaWovcrqLmhffv38eiRYtw+/btBkslNsTbLL3GMAzCw8Mlf3fq1KnRdVRVVREQECCZaIWFhaF///5Sl/fy8mq0TWNjY8n74uLiRpdXNs3dx4CAAAwfPhz//fcfqqqqJKVSVVRUcOTIEfj7+yt1e005LtkeS4ZhEBkZKfk7MDCw0fYCAgIkJsPKwN3dHQYGBigqKkJ+fj4SExPh6OhYb5mdO3dKhB1/f3+5bqBl0RL2uxZ5z3PKPt8q81rWFHzo58u3sf9v0yC4rKwMAwYMkEzmAgICcOnSJejr67+1PigTDQ0NyXt5zST5fL7kfe2Ne0uia9eu6NOnDy5fvoyamhqsWLGiXrGPxngff7Mt6VoBAG3atJH5eV0h1NXVtVEj7brLl5SUvPH525hfsP1OVVVVMXz4cOzfvx9CoRC9e/fGqFGjJAUN6q7LhrcxvgHljvGWPi9qSlry9f1tjdmm4K2IN7t375a8l3XDb2hoiMGDB+PYsWMAxNWpXhdvSkpK6j0teX2CoQjKaqusrEzibg2IxSpFKSwsbJHbfb0SkCy2b9+OmTNnKnyxrLsPTU1xcTFqamokf9vZ2cm1nr29veR9YydVeW6E61YRqduft0VL6OOPP/6IU6dOSaqcAMDWrVsbfUqlKE09Ltkey+Li4noTj1atWjXanp6eHvT19VFUVCRXHxuDw+EgKChIcnMTEhJS73xYWlqK77//XrLsn3/+yboaQkvY71rkOc8p+3yrzGtZU/Ghny/fxv4rco1lQ2lpKQYMGIC7d+8CAIKCgnDx4kXo6em9le03BXUj/+SNoqm7XFNWJGLD6tWrJRWx9u7di0WLFsHDw0Oudd+F3+zDhw8bPX9OnjxZItK0pGsF0Pj+1xVr5DlWdZd//Vi9rfmFMs7Dv//+O8LCwhAbG4uamhocOHAABw4cAIfDgbu7O7p06YK+ffti0KBB9YRXRXgb4xtQ3nXpXZgXNSUt+foOvJ0x2xQ0edrUw4cPERsbC0B80z9x4kSZy9cVd44fP/7GAH79bzYXX2W1pQylUCAQtMjtyvtkKiYmBrNnz5acoLy9vbF+/Xo8evQIOTk5qKysrBcePXXqVMm60tLjmoKysrJ6f2tra8u1Xt3lGjupvgsl/lpCH8PCwup9976+vvXGhTJ4G+OS7bF8fUxqaWnJtZ68Y1deZKVOrVq1CllZWQCACRMm1FuWlJay34B85zlln2+VeS1rKj708+Xb2P+3Ef1RUlKCfv36SYSbDh06vPPCDVD/iW12drZc69SexwBIUilaGgEBARg6dCgA8XVo2bJlcq/7LvxmY2JisHHjRpmvumXcW9K1AlBs/5XxkIMt8swvlHEeNjMzw6NHj7B8+XJYWVlJ/s8wDGJiYvDvv/9i1KhRsLKywk8//VTvwZ28vI3xDSjneLwr86KmpCVf34G3M2abgiaPvKkb7skwTD31szEqKipw9OhRBAcHS/73es32srIy4pteZbX1+smjqKjorYQhN9d2G+L333+XXCAGDhyIEydO1FNTX6e5VOXXv9/y8nK5Tv7l5eWS96+PG4riXL58GcHBwfWeRoSHh+PKlSsNpkqS8i6My9fHZEVFhcJjUhnUFWRCQkIk7xMSEvDnn38CEN80//TTT0rZXkvZb3lR9vlWmdeypuJDP1++D/tfK9w8ePAAgDjN4Pz586z7de7cuXpeHMqgbrSFPLi5uUnep6SkyLVOXU8Fd3d3+Tv3llm1ahVOnz4NhmFw9OhRhIeHw9fXt9H13ocx+zrv2rVCmbSk+3x50NHRwbJly7BkyRKEhYXh1q1buH37Nu7cuSOJeCksLMR3332HBw8e4L///lNogv8uje934f5TUd4XUakuTT1mm4ImFW+qq6tx6NAhVm3s3r27nnijp6cHTU1NSehrUlISLCwsiNpWVlsGBgZQV1eX5FI/f/5cqq+PMmmu7TbE1atXJe9XrVol8wQFyH+jpWz09fWhqqoqCc1LTU2FmZlZo+vV7a+JiUmT9e9D4MmTJxg5cqTkO2jXrh3CwsIAAN99951SxZt3YVzq6+tDTU1NEhaempraaCpFSUmJ0nODAwMDweVyIRKJEBYWBqFQCB6PhwULFkj69u2338LGxkYp22sp+y0vyj7fKvNa1lR86OfLd33/i4uL0bdvX4kY27lzZ5w/f14pImFISAg2btzIup26+Pn5KSTe1E0lioqKgkAgaNRfpPZa8/r6LQ1vb2+MHj0ahw8fBsMwWLJkCU6fPt3oeu/CmJ02bZpC5tTv2rVCmbSk+3xF4HK58PPzg5+fHxYsWACRSIT79+/j119/lXj2nDx5EseOHcOoUaPkbvddGN+1tPT7z7r9kTf74334TUmjqcZsk/S1KRs/ffo0CgoKAIgHSWBgoFyvugZ+N2/eRHJycr12617c67qOk6CstgICAiTvL168yKpP78J2XycjI0PyvjEzt+Li4nrmc9JoCmWTw+HUe3p17969RtcRCAT1IhHatWun9H59KCQlJWHAgAGSJwxfffUVrly5InmSFBoaKvG8UgZNMS6VDYfDgbe3t+Tv2ifksggJCVG6EaOenh5at24NQPxk8+nTp7h06ZJkwmBra4uvv/5aadtrKfutCMo+3yrzWgYo/5z5oZ8v3+X9LyoqQp8+fSR96dq1Ky5cuNDiorvY0LFjR0n1qPLycoSGhspcns/n1zvP1K3I0xJZuXIleDweAODMmTP1DM6l8S6PWWm8i9cKZdJS7vPZwOVy0alTJxw/fhz9+vWT/P/UqVMKtfMuje+Wfv9ZNwKpsLCw0d9Lampqg4baLQll3gMpa8w2BU0q3tRNmRo8eDAePHgg1ys0NFRSJphhmDcMuuoamm7ZsqVe9QBFUVZbgwcPlrz/559/6pWwbEqaa7uvw+X+/1CqqKiQuezWrVvlMqWqaw6lTBOrujdsu3btavSEderUKeTn50v6pAy/jw+RvLw89OvXT+JNMG7cOPzyyy8wNDTEggULJMv98MMPSssrbYpx2RTUrTS0d+/eRpdXpPqIItQd2/fu3cP8+fMlf//8889K9+doKfstL8o+3yrzWgY0zTnzQz9fvov7X1hYiN69e0u8q7p3745z584p1QOkJZQK19HRQa9evSR/79y5U+bydX0UDQ0N0bVrV0V3+63i5uaGSZMmSf7+4Ycf5FrvXRyzjfGuXSuUSUu5z1cGHA4HgwYNkvwtr1dVXd6V8d3S7z/19PQkvl8VFRWIj4+Xufzhw4ffRrdY0RT3QMoYs8qmycSb3NxcnD9/XvJ3Y0bFr1N3+brVqgBg1qxZkqdHKSkp9SYYiqKstmbPng0DAwMA4hJ9n376qUIl4Ugnq8213depWynl5MmTUpd7/vw5VqxYIVebdc0IX758Sd6515g1a5bkpBoWFoZ///1X6rLFxcX45ptvJH+PHz++Recbt1TKy8sxaNAgPH/+HID4RmzXrl0SlfzLL7+UfN+xsbFKu/FqinHZFEyfPl3y/sGDB9i3b5/UZe/du4f9+/c3ST/q3tQsWbJEYhrZqVMnjBs3Tunbayn7LS/KPt8q81oGNM0580M/X75r+19QUIDevXvj8ePHAMTn2rNnzzaZeWtz8+mnn0re79ixA0+fPm1wuYqKCixdulTy9+zZsxtNsWoJLFu2TJLecOXKFdy8ebPRdd61MSsP79q1Qpm0lPt8WZSWltarCCaLur5TJNX23pXx/S7cf9aN6pIlfqenp2PNmjVvoUfsUOQe6G2OWaXDNBG///47A4ABwOjp6TGVlZUKrf/8+XPJ+gCYO3fu1Pt848aN9T4fM2YMk5aW1mBb0dHRzBdffMFcvHixwc+V1daOHTvqtTNo0CAmJiamwXZEIhFz7949Zu7cuYyWlhZTWlr6xjJ2dnaStpKSkhpspym2W7cteVm0aJFkHUNDQ+bChQtvLHPlyhXGysqKAcBoa2tLlt+xY0eDbX7yySeSZebMmSNXP+Q9ZnPmzJEsp6KiwmzYsIERCoX1lklISGACAgLqjePExMQG21P0mHXr1k2y/PXr1+VaRxby7Hdz9bGmpoYZOHCgpC0vLy+mqKjojeV++uknyTK2trZMVVUV8TZraYpxyTBNcywnT54sWUZDQ4PZu3dvg301MTFhADCqqqpyjXVFiImJqbdvABgOh8OEhoYqpf2GaIr9borfQy3KPt8q81rWVOfM9+18Wfc7nDp1aqPLN/f+y0teXh7j6+srabtXr15MRUWFUrfREunSpYtkn+3t7ZnIyMh6n+fl5TF9+vSRLGNkZMQUFhay3m5SUpKkTTs7O7nXqzueN23a1OjydX/XdV+yxm5zj1ll/2YZpvmuFQyj2P5fv35dsmy3bt0aXX7ZsmWS5ZctW9bgMsq+7ii6Twwj+zu9fv06Y2FhwSxdupSJjo5ucH2BQMDs3buXUVdXl7Szb9++N5ZrjmsSwyh/jDfF/ae841Vedu/eLWlPTU2NOXr06BvL3L9/n3F0dGQ4HI5cv6mmOlfIs++K3AMpc8yS9JUNTSbe1L2BCA4OJmqj7o9u1qxZb3xe98cLgOHxeExQUBAzZcoU5uOPP2aGDx/O2NvbSz7/77//pG5LWW0tWbKkXjscDofx8vJixo8fz8yePZuZNGkS06NHD8bAwKDecmzEG2Vvl+TGMjs7mzE1Na23brt27ZhJkyYxkydPZtq0aSP5f79+/epdhKWdpC5fvlyvvcDAQGbOnDnMV199JXklJCQQHbPy8nLG39+/Xvs2NjbMuHHjmJkzZzI9evRgeDxevYvDkSNHpLbX3Dc2LVm8CQ4OlrRja2vLpKenN7hcWVkZY2ZmJll23bp1xNuspSnGJcM0zbHMy8tjnJ2d67Xt4uLCTJ48mZk2bRrTtm1byf/nz5/fJBcHkUjEGBoa1usD6flbXppiv5tSvGEY5Z5vGUZ515+mOme+b+dLRcWb5t5/eZkxY0a9MTR9+nRm7ty5cr0KCgqU2pe3SVpaGmNpaSnZdy6Xy/To0YOZMWMGM3ToUEZLS6ved3PlyhWlbPdtiTfp6emMhoZGvXHT2Nht7jHbFOJNc10rGKb5xRuGUf51R5nfad19BsCYm5sz/fv3Z6ZNm8bMnDmTGTx4cL3fKACmS5cubwguDNM81yRlHw+GaZr7T2Xf99XU1DA+Pj5v9HH69OnM1KlT6/2mli9f3qxzDXm2rcg9kDLHLElf2dAk4k1ERES9nSW9UK5fv17Shr6+foPRO3/88Qejp6f3xkXt9ReHw5H6tFLZbR06dEiipMrzCggIaDDKQNEvX1nbVfSHV8u9e/ckTzykvYYNG8YUFRUxU6dObfQkxTAMM2nSJJntvf5DV+SYlZaWMmPGjGn0OFlaWjLnzp2T2VZTnazkpaWKN4sXL5a0YWhoyDx9+lTm8uvWrZMsb2JiwpSUlBBtty5NMS6b6limpqbWu1g29AoODmb4fH6TXRwGDBggaVdXV5fJzMxUWtvSUPZ+N7V4wzDKO9/WoqzrT1OdM9+n86Wi4g3DNO/+y8vrN+HyvjQ1NRmBQKDUvrxtYmJi6j00bOhlamrKnDlzRmnbfFviDcMwzPz589/Yn8bG7vv0m62lOa4VDNMyxBuGUe51R5nf6YMHDxgVFRW5+zVq1Cip93fNcU1S9vGoRdn3n01x35eYmMg4OjpK7R+Hw2EWL17MiESiFi/eMIz890DKHLOkfSWlScSbBQsW1PvRyKNSNUR2dna9A3vgwIEGl8vLy2N+/fVXpk+fPoy1tTWjrq7OqKurM9bW1kzv3r2ZVatWMfHx8XJtU1ltVVVVMTt37mTGjx/PODs7M/r6+gyPx2P09PQYDw8PZsSIEczvv//OxMXFSW2D5MtXxnYV/eHVJTs7m/nuu+8YT09PRktLi9HS0mKcnJyYMWPGMKdOnZIsJ+8kWSQSMQcOHGAGDx7M2NjYvPH0iY14U8u9e/eYOXPmMB4eHoy+vj6jpqbGWFlZMX379mXWr1/PlJWVNdpGc9/YtETx5u+//5asr66uzty6davRdSorK+vdmDR2IyMvyh6XTXksa2pqmH///Zfp1q0bY2xszKirqzP29vbMyJEj692ANNXFoUePHpJ2f/rpJ6W12xjK3O+3Id4wjHLOt3VRxvWnqc+Z78P5kkS8qaU59l8eqqurGTU1NblvROu+/Pz8lNaP5oTP5zO7du1i+vfvz9ja2jJqamqMmZkZExQUxKxdu5bJzc1V6vbepniTnZ1dL61CkbH7Pvxm6/K2rxUM03LEG4ZR3nVH2d9pQUEBc/jwYeaLL75gunTpwlhZWTHq6uqMiooKY2RkxPj7+zOff/458/DhQ5nbaY5rEsM03RhX5v1nU933lZWVMWvWrGH8/f0ZfX19RkNDg3F0dGSmTp3KPHjwQKHtN9VxlHffFbkHUtaYJe0rKRyGYRhQKBQK5YPn+vXrkkoOjo6OePbsmaQUL4VCoVD+n+TkZDg4OAAA7OzskJyc3LwdolAoFEqzY29vj5SUFABAUlIS7O3tldp+k5YKp1AoFMq7AcMw9aoy/Pbbb1S4oVAoFAqFQqFQWghUvKFQKBQK/v77b4SGhgIA+vfvj2HDhjVvhygUCuUdISUlBRwOR/Lq3r17c3eJQqFQKG+B7t271zv/10bdNBVUvKFQKJQPnAsXLuCrr74CAOjo6GDjxo3N3CMKhUKhUCgUCoVSF5Xm7gCFQqFQ3i6PHj3CoUOHUF1djaioKNy4cUPy2fr16+Ho6Nh8naNQKJR3AD09PcydO7fBz1xcXN5ybygUCoXSHAwfPhyenp4Nfqanp6f07VHDYgqFQvnA+Pbbb/Hzzz+/8f9FixZhzZo1zdAjCoVCoVAoFAqFIgsaeUOhUCgfGGFhYQAAHo8HKysr+Pj44PPPP0ffvn2buWcUCoVCoVAoFAqlIWjkDYVCoVAoFAqFQqFQKBRKC4YaFlMoFAqFQqFQKBQKhUKhtGCoeEOhUCgUCoVCoVAoFAqF0oKh4g2FQqFQKBQKhUKhUCgUSguGijcUCoVCoVAoFAqFQqFQKC0YKt5QKBQKhUKhUCgUCoVCobRgqHhDoVAoFAqFQqFQKBQKhdKCUWnuDlAoyqCqqgpRUVEAAFNTU6io0KFNoVAoFAqFQqF8iAgEAuTm5gIAvLy8oKGh0cw9olDYQ2e4lPeCqKgoBAQENHc3KBQKhUKhUCgUSgsiJCQE/v7+zd0NCoU1NG2KQqFQKBQKhUKhUCgUCqUFQyNvKO8FpqamkvchISGwtLRscDmRiMHKM8+QkFOKjRPbQV9TjWh79xPz8d2xSPw8ygcBDkZEbZRV1eCTvY/haa2Pb/u7g8PhELWz/U4STkdmYPs0fxhqke1Pcn45Zux8hGVD2qCrq2njKzSASMRgweFw6KirYNUwT+L9uRKThV8uxGH/rCAY66gTtVFaVYPx/z7Ap92dMdC74bEQklSA745H4uDHQTDVJQul5QuEmLjlISYG2WF4W2uiNgDg31uJCEspxKZJ7Ro8bgzDYMr2EAzyssS4gFbE2zn0KBUXorOwfZq/1O9n7r4w+DsYYlpHB+LtnI/KxO77ydg/K4h4HFTVCDHwz1v4e2J7uFvqEfflf2djoKXOw/zersRtRKQVYtGxKJyb14V4fwBg1KZ7+KqvKzo4mRC3sf1OEpLzy7HyI0/iNrKKKzHi73u4+U0PqPLIn+HM3ReGAZ4WGOxjRdzG2chMnIvKxMaJ7aQu883RCPjZGWKMf8Njn2EYdFhzDSc/6whzPc0Gl7kem4Pd95OxI1h6hOaKU0/RylgLwZ3Ix/7DpHz8ejEeRz7pQNwGAAxefxv/G+EFbxsD4jY2XH+OsioBFg3wIG4jIacUs3aH4vKX3aAiZaxsu52EpLwyrB7uRbydl4WVGPfvfZyf1wU6GqrE7czaHYr+nhYY2c6GuI1jYek4G5mJ7dPIn9IXlvPx0cZ72BnsD0dTHeJ2vjkaARtDTXzRi/z8dTUmG39ceY4jn3SAhiqPqI3SqhqM/uc+Fg/0QBfCewQAWH3mGUqqavDzKB/iNmqv3XtnBsJSv+Hfe2NU8AWYvC0EI9tZY0KQHXFf/rwSj9CUQmyZ4kd8bCPTi/DFgSf4Y5wvfG0NidqorBZg9t7H8LDUwyIW95PbbifhVMRLbJ3qR3xfFJtZgs/2h2F+b1fia0NltRBfHg6HGo+Ln0d5Ex/bzMxMSVR+3XkChfIuQ8UbyntBXY8bS0tL2NhIv3H7Z7Y1Pt0Xhu8vZWLfzEDoqCv+MxhtYwMVXWMsPfEUBz62g6e1PlG/9823wLCNd3EhqQazujoStbFkrDWyhGH4340c7J4RQDQZs7EBfgvWxffHo9DJxxV2xtpEfdk02wwD/ryN+9nAGD+ym+dpNjYIzeXir4eF2DKlPfFNyE9TNPDd8SiM7OrdoAhkY2OD6+lCbHtSgg0TnIm2AQArJqjj++NRmNqnHfQIJx1fjzBHl5+v40WFOrq7mTW4zHejVLH4RDQ+G2JJfCPziakFdkdeQ3q1Fjo4GTe4zNzBKlh68im+HWlFPLGfZGaJ9Q8LkCPSQXs7sptRABjUwQshuRz09iefiA3rrIIfz8XA2tqaeCyZWVjh6/MvUaFqADcLXeK+BHi6IKNGW+b5qfE2VHD/6nNWbVhaMVDTfw4VXRPYGGkRt2NjkwOOjj6rvlgXcMFNrpbZhp5xNvRMDKUuIxQxUNEzgY2NLcz1Gp5w6OVxoG9SJbuvOlmwtTFmtT8PswFbWxtWbZTzBSji6iHQ04VYwAaAl9Uv0dfLglVfbr5MgX8bF9jbSReNY0vTMci/NavtXElJQkcfV7g7kwtnGUWVeF6mhj0928KExXG7eiIZU/u0Y7U/J68noKO3K7q2dSduIz67FI/zuPh9ekep47oxhCIGuw8lYOGIDnB2IBcp1pyPgbebI8b18CU+j4YmF+BWhgiXvuwBG0Oy805FtQDr9sXjhzGd4d/GnqgNAPjueCQc7G2xcEQQuFyy/bkak43zSTU49Vk/YoEup7QKK3bHYvGYzhjcgWzsi0QM5u4Pg6m5FX4PDoSaCtl1++jjdByNq8DR+YOIr3OJuWX49kIMFgzvgI+7OhG1UVUjxKzdodAyNMOu4ABoqpHd77wO9cKkvC/QtCnKB4cKj4u/JrSFnoYKZu56hKoaIVE7w9va4PNezpi2IwQp+eVEbVgbaGL7VH/8cSUeF6KziNrgcDj4ZZQPCiuq8ePZGKI2AGCwtxVGtLPBnL1hxMfEVFcdv43xwYpTT5GYW0bcl1UfeSI8rQjHw14St9Hf0xL+9kZYLeOYLBnkgZtxubj9PJd4O31bm8PFXAcbrycQt6GroYpPuzvhl4txEImYBpfp09ocZrrq2PcwlXg72uoqmBxkh39vvZC6TC8Pc6ipcHGecDwCgKYaD8PbWuPQI/K+AsAQH0uciciQekzkobOLCbKKq/CCxXhUU+HC394I917kEbcBAL62BghPK2TVhqu5Dl7klkEgFBG3weNyYGWgibSCClZ9MdJWQ0FFNas2NFR4qKqRvS88HgciRvoYqP1M1pySLxBBXVX2LU85XwBtAjG/LjmlfJjpkgsHAJCSXwFddRUYaZNFUtYSk1mK1iyi1gDgcXIh/GQIsFU1QjxOLZQqBsvL1dgc9HQ3Z9XG2chMdHAyZiXcxGSWID67FENYRJPVCEXYcz8F0zraE7cBAJtuvMCIdjbEwg0AnHjyEtVCEUa3tyVuI62gArvuJWPxIA9i4UYgFOGHE9H4rKczsXADAL9cjIOVviYmBpILUVeeZeNMZCZ+He1DLNxkFlfiqyMRWD3Mk1i4qRGK8Nn+JwhyNGY1Vv64+hzRGcXYNKk9sXBzNyEPS05E459J7YmFm6ziKkzeFoJRfjbEwo34mIShtEqA7dP8lSbcUCjvE1S8oXyQqKvwsHlyewiEDD7dF4ZqAdlE6OOuThjma40p20OQW8onasPLRh+/j/XFV4fDEZFWRNSGtroKtkzxw8nwl6wmzN8P9ICGKhfLTz0lbqObqykmBLbC5weegC8gE4EMtdXw0wgvLD/9FBlFlcR9WfmRJ648y8at+IbFGTM9DXzV1xVLTkQTC1YcDgdLBrfGzrvJxCIeAEzpYI+8Mj4uPG1YNOFwOJjf2xWbbrxAZTVZXwFgakd73HuRj7is0gY/53E5mNrRHjvuJhFvAwDG+tvidEQmSqtqiNvo7GyKileTQ1K01FTQydkEV2JyiNsAgI5Oxrj3Ip9VG76tDBCRXgxGhhDRGLVRcSkshRcbQ02kF5L/tgDx77SgjKV4o8oDv5HfHo/DgUCGgFcr3nBlTCyrBSKoq8ieCJTxBdDVYCfe5JbyYUaYblBLSn457Ey0WKXo5ZRWIb+cD3cWkWIAEJpSiHYyxJsnqUXQ11SFowlZtCYgPu4PEwvQy73hqEN5OROZgcFS0mTl5XBoGgZ6WRJHUQLAxadZUFPhogeL/UkrqMDZqEx80o0sIhcQj/k/rsZjfi9X4kk9APx0IRZDfazQxooswhgAdt5LRo1QhJmdyffncUoBDoak4aeRXsSiS14ZH4uOR2LlR22IRSSBUIQvDjxB39bmGMYiXXrt+ViUVNZgzQgv4t/66YgM7LiThG1T/YnF3tisEnyy9zFWD/NEJ2eylN6iimpM2f4QnZyNsag/WbSZQCjC/IPhyCiqwq7gAKKoeArlQ4CKN5QPFi01FWwP9kdOaRW+PBwOIeHT/e8HesDX1gDBO0NQxhcQtdG3jQW+7OOKmbtD8ZJQrLA10sLGie2w/NQzPE4pIGpDTYWLDRPa4dKzbBwJTSNqAwC+7ucOLoeDXy7EEbfRu7U5+rexwLfHIoknuxb6GvimvxsWn4hCRXXD383kDvbQ0VDBPzelR6M0RhsrfQxva40152KJ29BQ5eGLXi747VKc1KiK3h5msNBXx76HKcTbMdVVx4h21vj3VqLUZcb42eB5dhmesBBN2ljpw9lMB2ciM4nbUFPhYoCnJU6FZxC3AQC9PMxwNSabVRsdnUzwIDGf+DwBAK0t9VBaVYO0AnLRhMflwNlUB8+zGxbf5EUs3rATgIy11VDIMvJGU42LykbEGxUuR2b0Ve3pQZZ4wxeIoN7IBLZMKZE3VTDTYxd5k5xfAXvC1NVanmWUwN5Ym9X+5JRWIa2wQqZ48yAxHx0cjVkJTXee58HGSBP2LASglPxyPMssQb82FsRt8AVC/PfkJcb6kUepAMDOu8mY0sEOPEKBAQA233qB/m0siFOYAbEQpa7CYyUwPE4pwPXYHHzV1424jeySKvxx5TlWfeRJLCJV1QjxzdFIzOvtQhzpwjAMvjsehUAHYwzzJT8mf1x5jsKKGiwf2oa4jdMRGTgcmoZ/JrWHlhrZbzQyvQjfHovEn+N94WpOHi0TvOMRZnVxxMj2ZGmCFdUCTN/5CPbG2vjfcDIhSiRi8M3RSMRnl2LPjADoa5GLpxTK+w4Vb1ooOTk5OHPmDJYuXYoBAwbAxMQEHA4HHA4H06ZNa5JtHjx4EP369YOlpSU0NDRgb2+PyZMn48GDB3K3kZ+fj2XLlsHHxwf6+vrQ09ODj48Pli1bhvx8dk+tmwI9DVXsCg5AXFYpFh2LJErP4HLFaUuGWmqYs/cxcRTPjM4O6NfGHNN3PEIJYbRCRycTLBrgjtl7wpBZTDZBtDLQxJ/jfLHs1FM8yyghakNNhYv149vi4KM03Igjj3hYMqQ1XuSUsUoVmhhoBzNdDfx55XmDn/O4HPw4zAv/3HyB5DzyyJkFfV1xJyEPDxLJx/kYP1vUCBkcf9JwuhiHw8H8Xq7452Yiq+ibmV0ccToyA1nFVQ1+rquhilHtbbDjbjLxNgBx9M3BEHapU0N9rHAuKpNVmlAvd3OEpRahoJxcaGhtpQcOgKcZxcRtaKjy4GGphydKSJ2KyyJPAwMAG0MtpUTe5LM4poA4CrKxqDcuV97IG+lt8AXCxsWbKuWkTZmySNsBgOS8ctbiTUxmKTws2UXdPE4uhJu5rswolPuJ+axTpq7FZish6iYTXVxMYUBo2g8Al59lw0BTlbgIAQBEpRfjWWYJRrMQgHJKq3AkNB1zupOlngBiseOva8+xoI8rsYgkLvAQg0+6ObFK3Vp9NgY93c3QkTCqAwA2XEuAlpoKZnYm90Q6EpqOiLQirGZRUOHO8zxsv5uEjRPaEYsu8dni+83fx/oSC5bZJVWYtTsU83u7EKcblvHFoksXFxN83pPM969GKMKn+8KgyhPf80kzNZcFwzD44WQ0nqQVYd/MQFY+XxTKhwAVb1oo5ubmGDJkCFatWoULFy40qfBRVVWFIUOGYPz48bh06RKysrLA5/ORkpKCvXv3olOnTli1alWj7Tx69AheXl5YuXIlIiMjUVJSgtLSUkRGRmLlypXw9vZGaGhok+0HKcY66tg3MxAPkwqw8swzoigPNRUuNk1qj6KKGnx9NIJIBOJwOFg+pA0s9DXw2f4nxJPVKR3s0MvdDLP3PCZOBeriYorZXZ3w6b7HxEKSg4k2lg1pjYVHIohTyvQ0VPHzKB+sORdDnJLE5XLw0wgv7LqfjOiXDU+8fWwNMKq9DZacjCaO8jHT1cCnPZyw6swz4ugMVR4XC/q44s8rz6WmnPXyMIOlvgb2PiCPvnEy1UE3V1OZqVHTOtrjQnSWVIFHHob6WiEuu5RYBASAAAcj8LgcVilLFvoaaG2ph+ux5EIij8tBkKMSUqdsDRCRRi4AAYCLuS7ic9hF3lgbsE+bMtZWQyFL8UZDtXHPGxUuR+ZvqvYjWRMyfk3jaVPlfAF0WYo3uaV8JUTelMPOmNwXBACeZZaw9rsJTSmUaTheVSNEeGoRghzJxRuRiMG12FzWfjdnIjOVkDKVjtF+tqyiiHbeS8bIdjbQ1ySPHNh2JwmdnU3gweL72/sgBcba6ujPIhLpdGQGsourMKsLearT3YQ8XI/NwQ+DyCuePc0oxtY7ifh5lDeROAAAqfkVWHnmGX4Z7QNDwvSi3FI+5h8Kx5LBrYl9YUqqajB7z2PM6OyAXh5kY76qRoiPd4eis7Mp8XdTK7oY66jhRxbRMguPRCCnhI8tU8mqbTGMuALszbhc7J0ZCDMWIiGF8qFAxZt3AFtbW/Tt27fJ2p8xYwbOnDkDAOjRowdOnDiBkJAQbNu2DU5OThCJRFi6dCm2bt0qtY2XL19iyJAhyMzMhIqKCr755hvcunULt27dwjfffAMVFRVkZGRg8ODBePmS3IRWHkiEE3M9DeybGYjz0Zn4/XI80XZ11FWwI9gf4WlF+N85MuNgFR4XGya0RU5JFZaeekokJHA4HKwc1gYqXA6+Ox5FLEZ83tMZrYy18fWRCOI2RrW3QUcnE3x1hEzQAsSGsyPb2+DrI5HEooiLuS4+7uKI745HSRXFvu7njpjMEpyNIk/zmd7JAcWVNTgWlk7cxlAfK+hqqOCAlGgjsfeNCzbfeiE1FUweZnd1xL6HqVLFOXsTbXR1NcHu+8nE29DTUMUgLytWPkw8LgeDva1wKoJd6lRvD3NcYZ06ZYy7Cc1vWuxmrot4KZ5F8mJjqIk0lmlTRkqIvNFQFadNyTrHNBZ5U3tekB15I5KZsiESMSivFrKPvCmpUoLnTQWrFCJAbLzLZvIPiMUbP3vp4k1YSiGMtNVgz0JoinpZDL5AKHM7jZGQU4YXuWXo05pcAHpZVIn7L/IwijB1BBD7qZyOzMDUjuRmusUVNdj3IBWf9iCPuinnC7Dpxgss7OdK7A1TVSPEzxfi8HU/N2LTWL5AiCUno/FlH1fiSXmNUIRvjkbi4y6OxONZKGLw5eFwjGxnjW6EZc5FIgZfHgpHBydjjPMni6oSiRh8dTgCrYy0MK83Wel3hhGnF6nwuPjfCLIIIoZhsORENHJKqvD3xHZEVSVrRZfwtCLsmh5A5BHFMAx+uRiH81FZODArCNYGZGXfKZQPDSretFCWLl2K06dPIysrC6mpqdi8eXOTbOfmzZvYv38/AGDIkCG4fPkyPvroI/j7+2P69Ol48OABWrUSlwj95ptvUFRU1GA7ixcvRna2eGK0f/9+rF27Fl26dEGXLl2wdu1ayTays7OxZMmSJtmXWn6+GEskFNgaaWHfzEDsfZiKzYT+JyY66tg9PQAnwl/KrOgjC10NVWyf5o8rz7Kx9TaZaay6Cg//TGqP+y/yidvgcjn4Y6wvotKLidvgcDhYPdwTibll2HaH3AB30QB3ZJdWsTLR/bSHM8qrBdh5L7nBz/U1VbF4kAdWnn5GbLKrocrDdwM88MvFOGL/Iy6Xg6/6umHD9QSp4kxPdzNYGWiyir7xszeCm4WuVJEIEItRB0JSiSO4AGBcgC3+e/KSVRtDfa1wMTqLVRu9PMxwKz6X2EQbADo6myA0uZA4NRIQR3lFZ5SwasPVXBdJeeWs2rAx0kJ2SRWrNoy01VBaJWDVhuarp7V8GW007nnTuGExXyCUKd6Uv/qtsRFvyvkClFcLWVWbqqwWIqukilXaVGW1EIm5ZWhtRS7eVFYL8fRlMfzspKcQ3U/MR5CjEatIlauxOejmako0gazlTGQGeriZQpeFyfDR0HR0dTFllR504GEqAh2M4GxGnq62+34y2ljpob2M494YO+4mwc5YCz3cyFPRtt1JgpG2Goaz8MvZejsJ6io8TO1ALmb9eysR1QIR5hKm9QDAPzdfoLCiGosGkEf/bLr5AmmFFfjfcPKUq003XyA2qwR/jvMlTmX7+8YLPE4pxD+T2jcaSSiNjdcTcCMuFzuC/Yl/MxuuJeBsVCb2TA+EKeH5bsO1BBwOTcO+WYFoxTLSUBrlhPdhFEpLhoo3LZQVK1Zg8ODBMDdnF0rcGD///DMAgMfj4e+//waPV/9iYGJigrVr1wIACgsLsW3btjfayM7Oxt69ewEA/fr1w+jRo99YZvTo0ejXrx8AYPfu3RKhpyl4lFSIpafI0l+czXSxe3oANlxPIJ4Y2xlrY2dwANZfTcBxwggMKwNNbGNZQtxMTwObJ7fHusvxuCml2lJjGGmr4e9J4jYeJZOZIOtpqGL9+Lb47XIcotLJ0kW01FTw22gf/HYpHgmE6SIaqjysGe6FdZfjpZZIHuZrDSdTHfx+uWF/HHkY6GUBe2Mt/HOD3AC5t4cZbAy1pHrOSKJvbiayir75uKsjdtxNljr57uBkDDNdDZyQ4sEjD352hjDRVcdFKVW05MHHRh+G2mq4EUde0r2NlR70NFXxMJFsHAOAi5kOtNV5iEgvIm7DwVgbGipcqdW+5MHGUBOqPC6SWVQ3M9dVB5fDYZUWZ/jKX6SIhWlxbag9X0bqFE/OtClZE6JqgQgaMkqF14qtbCqc5JbyocbjwoCF2WZKQTm01Xgw0SH3bonLLoWepiosWAgREelFMNJWg42h9KfhD5Tld+NBLjIwDIPTERkY7E1e2lskYnDkcRorn5oaoQh7HqQguJM9cRsV1QLsuJeMuT3IhYriihpsvpWIhX3diEWGnNIq/H09AT8M8iCO3EkrqMCGawlYPawNcapTQk4ZNlxLwM+jvImFiuiXxfjr2nP8MdaXOIIoNLkAG64lYOOEdsRix634XGy8noBNE9sT+zJdiM7C39cTsGWKH7Fg8t+TdGy+mYgdwf6w1CeLdNn7IAVbbidi9/QAYtFly61EbLubhL0zA+FEaEDdGCVVNZh/8EmTtE2hNCdUvPmAKSsrw9WrVwEAffr0gY1Nw+HCI0aMgJ6e+Ane8ePH3/j81KlTEArFT7ODg4Olbq/WaFkoFOLUqVNsui6TDRPb4kZcLpYRph15WutjxzR/rDkXg/+ekIkvntb6+GdSeyz+L5rYsFcZJcR9bA3w43BPfL4/DEmEZry+tgb4bqA75u4LI/auadfKEJ/3dMEXB58QPwnxszfClA52WHA4gtgPKNDRGB/5WuGHEw2LexwOB6uGeWJ/SAqxMW1t6fCtdxKJq/lwOBx8088Nm2++QHFFw1FAPdzMYGOkhT33yaNv+niYQ0uNJzUlicPhYHpne2y/m0ScOsfhcDDO3xYHQ8irl3E4HAzxscTpSPLUKQ6Hg14eZqxSpzgcDjo4meBeArnvDZfLgQ/L1CkulwMXcx3Es6g4pcLjwtJAg1XFKTUVLnTVVVilTtWKN1UyIqLkLRUua67Kb6RUeDlfAC01HqsKQTmlfJjqqrOKREnOq4CdsTarNmJe+d2waePxq5QpaW1UVgsRnlaEDo7kJrRZxVWIySxFN1dy8SY2qxQZRVWsBKD7ifmoqhGyauN8dBY01XjozmJfDoakwcpAA11cyI/pltuJ8LLWZ2UO/PvleHRxMUUgCy+jFaefYYiPJXEEkVDE4NtjkZgY2AptW5Gl1FXVCPHloXB82t0Z3jYGRG0UllfjiwNP8E1/N3hak5VKTyuowBcHn2DlR57EbTzLKMFXh8Px2xhf4oi6ey/y8P3xaGyc2I44Be1cVCb+dy4G26b5E7ex534y1l97jj3TA+FuwS61UxpFFdWYtPUhdDRouXHK+wcVbz5gQkJCwOeLJ+PdunWTupyamhqCgoIk69TU1J9M3r59W/JeVjt1P7tz5w5Rn+XBUl8TB2YF4WpMDlacJjMg9rM3wubJflj8XzRxxEBnFxOsHeWNufvCEE4ovtSWEJ+xK5R4kjWinQ3G+tti1u5Q4nSgyUF2CHI0xhcHyI2UxRUr1LH81FOi9QHgyz6uqKwWYhOLqJZFAzzwLLNEqmDhbKaDGZ0d8MOJaGKfHm8bAwzyssJaFqXSOzqbwMtGH5ulpN/9v/cNefQNl8vBzC6O2HIrUerv5CNfa+SW8lkZ9Y5oZ4PHKYWsqnkN9bHG1ZhsVmHQvT3McTUmh1iIAsS+N/desPO9aWtrgCeE54RaXMx0EZ/NsuKUAfuKU0Y6aqyqePG4HKjyODJT4ng8jkSgaQiRXGlTskuFlyql0lQVTFikTAHiktf2JizNijOUYFacXCBz4h2aUgAzXQ3YGpH7VFyPy0FbWwMYERrIAuKUqV4eZsSVfwDg0KM0DG9rzSp1a8fdJEztYE8cqVItEGHL7UTM7e5MLLrllfGx/W4Sq7LeMZklOB72EosGuBO3cTUmG6EpBazSlHbfT0ZeGZ/Vvqy9EAttdRV8Sli1i2EYfH00Em2s9TGtoz1RG1U1QszZ9xiDvS2J/ZRyS/mYtTsUc7o7ob8nmQF1fHYpZu95jBUftUFXQt+fuwl5+OpwBDZMaAt/ezJR7nBoGtZeiMPO4AB42ZAJWY1RUF6NCVsewlxPAz+N9G6SbVAozQkVbz5gYmL+31TX3V32hbr2c4FAgOfP66eU1Lajr68PCwvpFxZLS0tJBE/dbTcFtkZaOPhxEC4/y8aqMzFEk7XOLib4Y6wv5h8Mx+3nZOkaQ32ssKCvG6bvfITEXLKJ1ozODhjgaYHpO8lLiH/b3x2W+hr48lA4cSWsNSO8kFvGxzpCQ2cel4M/xrbF5ZhsYvNZDVUe1o3xxcYbCcSRMfqaqlg+pA1Wnn4mtVLOZz1ckFvKx8FH5NEi3/R3w9WYbDxOIU/TWdjXDTvuJiOntOHUlu6upmhlpIXdLKJvRrSzRn45HzekpNZpqPIwMdCOld+QiY46erc2w+FQ8uPpZqELOyNtXH5GHjkT5GiMwopqxLJIWeroZIwnqUWsSrWLI2+KiNcHADcLHaWYFqcXsRRvtNmJN4B4jFXKEG9UGjEsrj29yxRvamSXCi/nC1lXmsop4bPyuwGA5PwKJZQJZ2dWLBIx4sgbGZWmHiTmI5Ct301MDnqyTJkSV5kiT5kqrqjBhadZGEtoQgsA4WlFiM8qxSg/crPjE09eQlONh34sqkNtuvECQY7GMiuEyYJhGPx4NgaTg+yIDbMrq4VYduopvunnTizKpRVU4NeLcVgzwos41enO8zwcfpSG38f6Eqdt7bibjJjMEvwyypuVMbAqj4ulg9sQ9YEvEOKTvY/R3s6QOJ0up6QKwTseIbijPcYQpgZGphdh9p7H+HG4J3FluJPhL7H81FNsmeJHPEYbI7eUj3H/3oeDiTb+ntiOON2OQmnJUPHmAyYt7f8nUtJSpmqxtf3/E37d9er+3Vgbddt5vY3GSE9Pl/nKzHyzQpCtkRYOzArC+ehM/HiWTMDp28YCa0Z44ZM9jxFK6Pkyo7MDRvvZYMr2EKmTcFlwOBwsG9IalvqamLsvDDUEkS8qPC42jG+HhJwy/H6FTHzRVlfBP5PaYff9FFwlTD2x0NfAzyO9sfh4lFTfmcbwstHHx12d8NXhCGLz2YFeFmjbygA/SqkKpqnGw8qP2mDthVjklZGlipnraeCTbk5YeSaGOIKnbStDdHYxwd/XZUff/HsrkTgiRUOVh2kd7fHvzUSpy0zuYIdb8XmsImfG+rfCkcfpxJFbgNi4mE3VKQ1VHrq4mOAKCwGolZEWTHXV8TiFPO3J19YASXnlKK4kE2MB5ZQLtzXSYpU2BQBGWsoRb2SVC+dxZBsW/3/kjfRtiKtNSb+RL+PXsI68yS1TgniTV85KvBGJGHHaFAuz4oTcMtQIGZlt3H+Rjw4s0mqqaoS4m5CHnu7k4k3Uy2Lkl1WjuxtZJAEAnAh/CU8rPVYmw7vuJWNUexuiijuAOEXon5svMKebE3HkTmZxJfY9TMFXfcmqGAHAjbhcPM0oxuc9XYjb+PtGAox11IkrMjEMg++OR2GorzU6OpGlfhVX1GDhkQh8P8gDDoQiVGR6EX65GIf1432JPWr2h6TielwONk1sL9MsXRoMw2Dxf9EQCEX4mVBAKucLELzzEQIdjfBlH7KxkZBThmk7HmF+bxeMaEcmUF6IzsKiY1HYNKk9a58saWSXVGHsv/fR2lIPf47zZRVJR6G0ZOjI/oApLf3/G38dHdmGYdra/38BLCurH0FS205jbdRt5/U2GsPW1lbmKyAgoMH1WhmLI3DORGbip/OxRALOsLbW+H6QB4J3PkL0S7Joj2/7uSPA3gjTtj8iSl2qLSGeW8on9vLR11LFlil+2Hk3GWcjycphO5vp4n8jvLDgcASx+NK3jQWGtbXGFwefEAlRAPBZD2fwuBz8eYXMWJjD4WDlR564EJ2Fe1JKP/d0N0eQoxHWnIsl2gYAzOriiNySKpyMIDf8XdjXDQdCUqUe725KiL6ZFGSHiPQiREox4jXX08AALwuplbrkobOzCdR4XFxnYTo82NsSt5/nsjLI7e1hjiuxZD5UQK3vDbvUKWMdddgYako93vLgaq6LlPwKVtWzbAw12adNKSXyhis7bYrLbcTzRux3I2tywxfIjrwRp02xe0orjrxhWya8HHYsKq+kFVagWihiZQIamlwIH1t9qZOfcr4AkenFCGIh3txPzIeRthrczMlFkzORmejb2lzim0TCoUdpxNEIgDhV7mxUJqYQptUAwMWn4kp6H/mSV3bacC0BPd3N0MaKLBWlRijC6rPPMK+XC/QJDbcTc8uw5XYifhzmSSxCHQ5NQ0JOGb4bSJ62teRkNFpb6WFCQCui9UuqavDZ/if4opcLsWfPk9RCrD4Tgw0T2sFCn+ycsOV2Im4/z8W/U/yIxrhAKMJn+8Ogr6mKn0aQiT+ZxZWYsu0hxvnbYmYXR4XXB8TpkV8eCsf68W2JS7U3xsuiSozZfB/tWxnitzHk0VYUyrsAHd0fMFVV/x8FoqYm+8mCuvr/P02srKx/s1/bTmNt1G3n9TaaEjtjbRz4OAgnwl9i7YU4IuFjYqAdPu/pjMnbHuI5gUkol8vB2lHeMNVVx+w9j4kmXLoaqtg2zR+XWZQQdzHXxe9jffHN0Qg8yyghamOojxU+8rXCnH2PiUs3Lx7kgQq+kFh8UVPh4rcxPth+NwlhqWQREFYGmljY1xXf/RcldT+WDWmDC9GZeJhI5veiqcbDtwPcsfZ8HLEvjZuFLgZ6WWL91YaPFYfDwZd9XPHvrRfE0TcGWmoY42eLf29Jj76Z3skBR0LTiFP3eFwORvvZ4GCI9NLkjWFnrI3WVvo4T1iBDRCXWY9+WYycEvIqSx2djHGXhQcQAPjaGiI8tYh4fSt9DWiq8pCYSx4NZWOohZfN7HkDABoqvEbEG8iOvBExMlOmgFeeNzKqTZXzBdBRJ68SBYgn8mZ65JE3VTVCZBRXEaesAGK/GxczXaIn/bWIU6akT1ofJRfAQl8DtkbkItP12Bz0dDcjTrsSiRicicjAYB9L4j5EvyxGUl45BvuQp13tf5iKIEdjYrGMYRhsvJ6AWV0dib+z1PwKHHmcjgWEkRUAcDAkFQyAiUFkZb0ZhsGyU08x1s+W2JQ3u6QKq8/G4H8jPImjmE6Gv8SdhDz8NNKLONXpu+NRsDfRxuyuZGJFXhkfn+4Lw1d9XYkFzmux2fjjynNsmeJHVL6eYRgsOfkUGUVV+GcyWeRPYXk1Jm8LQTc3U3zdj8x76F5CHubuC8Mvo73Rp3XTVM9NK6jA2M330dnZBGtHerMynadQ3gWoePMBo6Hx/xeE6mrZN9+1xsYAoKlZ36Cwtp3G2qjbzuttNEZaWprMV0hIiMz1HUy0cWBWEI6HpePXS2QCzsddnTA5yA6Ttj1Ear7iUSeqPC7+ntgO5XwBFhyOIEqlsTbQxHaWJcR7tzbHnO5OmLU7lHjStXiQB3hcLlaeeUa0voYqD+vHt8W2O0m4TzgJdrfQw7xerlh4OILYf2RyB3sYaqnhTynCiJWBJub1dsEPJ6KlltNujKE+VrDQ15ApjDTG/N4uOBmRgYSchiPWurqYwN5EG7vuJxNvY0ZnB1x6mi01wsfH1gBuFro4EkpWgQ0ARvvZ4tbzXFblqYf6WOFUOHnqlLGOOnxs9HGNRfRNBydjRKUXEQtZgLj8ORvfGw6HfcUpG0NNZBZXEkfAAcpJm9JUa0y8kR15wzBAY7fr1QIR1GQ8jS3jC6DDMvImt5QPUx1y8SatoAKaqjxWqVfPWPrdAMDjlAK0t5fld1PAKmWKYRix3w2LlKknaYUorxaiszP5k/zDoWkY7G1JXB6+WiDC3geprMqD33qeh8ziKozzJ4sSAYA/rsZjsLclcepXcWUN1l2Ox+KBHsSpJueishCTWYoFhAbDtSlCvdzNiD1VMooqseRENP433Is4Au5ASBpCkgqwbowPUfSQQCjC5/ufoL2dIWZ0diDqQ3x2KeYdCMfakd7EVbI23XyBa7HZ2BHsTySE1aZbOZvqYPUwMiEsNLkAs3aHYtVHnqx8qWSRlFeOMZvvo09rc6xmEfFFobxLUPHmA0ZX9/8v9I2lMZWX///T3dfTo2rbkScVqrYdeVKs6mJjYyPzZWnZ+NM3R1Md7J8VhMOh6fid0HT3yz6uGORlhYnbHhBNQLXVVbB9mj+eZZRg5RmySljKKCE+t4czfG0N8Om+x0QTN3UVHv6e2A7nojJxPIxsMu9moYvvB3ngy0PhUo2DG+Pjro4w0FLFzxfJUpt4XA5+GumFHXeTpEYiBXdyAJfDwbY7ZNFOHA4HS4e0xuabicgsJotysDPWxuj2Nlh3ueHqVRwOB1/2dsWWW4koI4y+sTXSQj9PC2y9LV1kCu7kgJ33kiAk9PCxNtBERycTHH1Mblw82NsSj5ILkM0icqZ3a3NciSEXbyz1NWFvrI2QRHIz6ratDBCRXsSq8pWrmS4r8cZcTwNcDoeVmKaUtCkV2Z43KlwOhDKOk5BhGr1p5wtEMlMPyvhC1mVlc0r5rCJvkvMrYGesxb5MOAu/m9xSPlIKKtBORnnm+4n5rHwr4rPLUFBezaqN0xGZ6N/GgjhapapGiBNPXmIMC6Pic1GZ0NVQQTcXcgHp7+sJmN7JntiYNyGnFGciMzG/F3nUzcbrCWhtpUcsppXxBVh55ikWD3KHviZZxMyZyEw8SS3E0iFkxr4iEYOvj0agXxsL4opMsVklWH32Gf4c6wsTQhH2l4txyC/nY+1IsjSlgvJqzNj1CMGdHTCEMCLsZPhL/H39BbZP84eVgeLV4KoFInyy9zE0VXn4Y5wvUSRLRFoRgnc8wveDPDCSsMpWYzzPLsWYzfcx1NcKSwe3ZnXepFDeJah48wFT12A4PV32BLyuwXBd8+K67TTWRt12Xm/jbeFspoMDswKxPyQNfxAY93I4HCwZ7IGOjiaYtO0h8gnMbI111LF7egDORWVi002yktdsS4hzOBz8MtobRRU1WE0YPWNtoIk/xvrihxPRiM0iS8GaFNgK3jb6+OZYJNEklsfl4Lcxvjj0KI3Yg8TdQg8zOjvgu+ORDYoSqjwuVg/3xF/XnhObu7ZrZYg+rc3xC4vS4V/0csG12BxEpTfsu9TFxQQOJtrYxcKXZnZXRxwOTZcqpvX3tIBAyBAbVgPAOH9bHApNIzZxNtfTgJ+9IbFvEyD2vbmTkEuc9gfgle8NeepUGyt9FFXUsPKccbVgVy6cx+XA0kADaSxMi5Uh3qg34nnD5XIgFMo2LOY1mjYllDnRL+PXsEqbqhaIUFBezcrzhq1ZMcC+TPjjlEK4mulKnYSXVtUg+iU7v5ursdno5GxC7FUjFDE4G5VJPLkFxD4zJrrqMitqNcaOe8mY2sGO+Gn/45QCPM0oweQO9sR9WHc5HqPb26AVoU9SSn45dt1LxuKB5JPfP6/Ew95YG8MIPXsKyqux/NRTLB/ahrhC1c57yUgtqMCyoWTiT0W1AHP3hWFmF0d0dCYzSj4flYn9Ian4Z1J7IvPzaoEIc/Y+hqeVPub3IjONfpiYj0XHorBhQlsi/yORiMFXRyJQWFGNf6e0J/qNPssowZTtIZjfxxUTA8nS8BojJrME4/59gPEBrbCovzsVbigfFFS8+YBp3bq15H1srOzIhdrPVVRU4Oxcv1xhbTvFxcXIypKeypOZmYmSEvEk38PDg6jPysDZTBcHZgViz/0UqT4isuBwOPjfCC+4WehiyvYQotQJWyMt7AwOwKYbL3CEsHzyjM4O6O9pjhk7Q4n6oKWmgi1T/HA6MhMHCH1IuruZYWYXR3y6N4zIiJnD4WDtSG9EpRdj70OyPjiYaOPb/u74+kgkcdTJ5z1dUFxZI1X48Lc3wiAvSyw/RSZ0AcC3A9xxPjqLOFXGXE8DUzvY49dLbwpAFdUCHH2cjrk9nLHlNnn0jae1PtrZGWDPg4bNj1V5XEzuYIftLMqG9/IwRwVfiPuEPkIAMNTHmlXVKRczHZjpauCuFLNqeejoZMLKtFhDlQd3S11EsDIt1iHy4KqLjYEWKwHJSFsNBSwMpIHaalOyS4XLirxhGEZmpSkA4NeIGi0VziZtKq+MDw4HMNEhm3wCQHJ+OexMyH1kiiqqkVFcxVK8KUA7GYJGaHIhbAw1iZ7o13ItJge9WJQID0kqgEjEIMiRzEwWEKdMjfGzJZ70PUktxIucMlZRBX9ff4GJQa2Io1WiXxbjWmwOq+pQay/EYpivNXG0VmxWCfY8SMGqYZ7Ex3LF6adoZ2eIwd5k/kXPs0vxy8U4rBvjS5wCt/TkUxjrqOOLnmTluBNySvH10Uj8NtoHjgT+R2LPoGiUVgnwG2HKVkJOKT7e8xhLh7RGdzfFf18Mw2D56ad4+rIYO4MDoEuQbpWQU4rJ2x7i466OxGljjRH9shjjtzzA9M4OWNDHlQo3lA8OKt58wPj7+0tMhm/evCl1uerqajx48OCNdWrp3Lmz5L2sdup+1qlTJ6I+KwsXc13snxWEnfeSseGa4gIOj8vB72N8Ya6ngek7HhGZ0ba20sPmye2x9ORTXItVPJKBw+Fg+ZA2sNDXIC4hbmukhY0T2mHl6WfEpdDn9XKBtaEmviWMnjHUVsPvY32x5lwM4rLIJqKTg+xgZ6yFH8+Se/D8b4QXfrsUJzW65ruBHghNKcBlwjLT1gaamNnFAasI0+UA4JNuTghLKZQYKPMFQuy4m4TA/13F10cjYaCpCidTHVbRNx93dcKue8lvTKZf5Jbht0txGOpthfC0IjzNIKu8pqbCxaj2NsSCIQAM8LTA04xiIu8pQPzb6eVhhissIoiCHI0Ql11KFH1Xi6+tASvTYldzXaQUVBB7PgHsK04ZaauhsLyaVfqXhioPlTLSprhcjsxUPRED+QyLZZQKL60SEE/8AHG6kbG2GqsqJyn5FXBgEXnzLLME1gaaxNWCACA0pVBmNMr9xHwEOZBH3RSUV+NJWhF6EEwuazkTmYEBXhbExzqtoAIhSQUY0Y68utPOV+XBSSa4gDhy4E5CHqsJ7rrL8ZgYaEdczehRcgFuxuUSlxdnGAZLTkRjagd7uBJWDbsak43rsTlYTSj+VAtEmH8oHFM72sPfnkzMOx6Wjqsx2Vg/ri3RmCrjCzB7z2NM7WiHvm3IUrZ23kvG5Wc52DrVD1pqip+Hckv5mLbjESYH2WE8YZWtP68+x8WnWdg9I4AobSw5rxwTtjzEhMBWmNuDTARrjCephZiw5QHmdndusm1QKC0dKt58wOjq6qJXr14AgCtXrkhNezp+/LgkYmb48OFvfD506FBwueKhtGPHDqnb27lzJwCAy+Vi6NChbLquFNwsdLF/ViC23UnC3zcSFF5fTUVsQKzK4xJXkOroZIJfR/vg8/1PiKomKaOEeAcnY3w30B2f7A1DRpHikzgel4M/xvriSWoRtt9NVnj92j5M7+SAzw+EEaWycLkc/DzKG2ciMnEjjszLpKOTCQZ6WWLpyYaPo5G2Ghb1d8fyU0+JK0d90s0JaQUVOE2Y8mOorYZZXR3x84VYHHqUio5rruGn87EorRJAQ1Vs6jq/twu23E4kioQCxObHprrqOPpYfD54nFKAqdtD0HfdLfx1LQHFVTUY3tYGOwm/awAY42+LS0+zidNtDLXV0MXFFKcjyaNvenuIfW9I07eMddThZq6LByx8b3xsDFhF3pjpqkNXXQUvcslTp2wMtYjTAQHx70IgYlBSRfabAADNRtKmVLicRkqFM2hs3tdY2lQ5X0CU6lBLTikfpizLhCfnl8OOhXgTk1nKyqy4qkaI6JfF8JNpVszO7+ZGXA48LHWJBQeBUITz0VkYwsIA9cjjdHRzNSNOccspqcL56CxMZVEefNONFxjtZ0Pch8evRPw53Z2I1heJGKw+8wyfdHOCGUE1IwA4FvYS6YWV+IIwxaekqgaL/4vG4kEeRBWVAOCPK/EQMSCutPUitwxLTkRj3RhfojHJMAy+PhIBKwNNLOhDZtZ8Kz4XP1+Iw79T2hNFtFVUCzBj1yP42xsRC3F77idjx91k7JkRCBtDxaP/XhZVYuLWhxjqY8Wq6pksHiUXYMq2EHzV1w2zCCuBUSjvA1S8eY/ZuXMnOByOOEJj+fIGl1m4cCEAQCAQYO7cuRAK699A5+Xl4dtvvwUAGBgYYObMmW+0YWFhgYkTJwIALl68iKNHj76xzJEjR3Dx4kUAwOTJk2FhQfZ0Qtm4W+hh38wg/HsrEf8Q+M9oqPKwZaofSqsE+Hz/EwgIol8GeVvi635umL7zkdRqQrJQRgnxyUF26O1hhtl7yMp/G+uoY8OEdvj1Yhx5BE9vF2irq+DHszFE69sYamHJ4Nb49lgkiivIhIvFgzwQmV6EM1LElTF+tjDXU8f6q4qLfYDYsPrrfm5Yez6W6DiLRAysDTXxJK0IP5yIRn55NfivqmBxIJ7gdnY2gTOL6BsOh4OZXRzw59V4DPzzNsZufoDbz3MhfOUroqHKw/RO9jgZkYE8wqgTJ1Md+Noa4L8nL4nWB4AhPpasqk4FOBihqkaIqJdkEUQA+9Sptq0MEPWymLjaE4fDgZsFO9NitpE3OuoqUOVxWPneaKjyUCVD/OZxOI2UCofMNAOGYVAtaCRtqloAXRaGxTmlVayqRPEFQmQUVcKeRdqU2O+GLAICACLTi6GvqYZWUkqAlyjF7yYHvQirCQHAvRf5UOVxiKMshCIGR0PTMJaFUfG+h6no5GQMB8KS7in55bgQnYXZXcmEFwD49WIcgjs5EBvrnorIQE4pHzO7kE2CiytqsOZcDJYObk0seq45FwtnMx2M8SP7Lh4lF2DH3WT8MdaXyLi6qkaIufvCMDHIDj0IzZo330pEZHox1o9rS2Ts+yK3DJ/tD8P/RnjKNAmXRm11Ky01HrFJ8qmIDPx0Phbbp/kTRVBll1RhwpYH6OFuisWDPJokjeleQh6mbQ/BdwM9WImmFMr7ABVvWih37tzBzp07Ja+6gkhCQkK9z2ojWkjo2bMnxo0bBwA4deoU+vTpg1OnTiE0NBQ7duxAUFAQUlPF6Q0//fQTDA0bvrj8+OOPMDUVV1wYP348Fi1ahDt37uDOnTtYtGgRJkyYAAAwNTXF6tWrifvbFLS20sO+mYH45+YLbCEo56yjroKdwf5ILajA10cjiZ7kT+vkgAkBrTB1ewhR5RdrA01sm+pHXEKcw+FgxUdtoKbCxSLC9Kf2dob4pr8bPtv/hGhSr8rjYv24tjgR/hIXn5KVQR/tZ4M2VvpYfvop0foGWmpYOqQNVpx+iqIGfDy4XA5WDxNXpyKdMI9sZwNDbVWZVZ1eh2EY3IjLQZ/fb+K741EQMUDNawauHA5QIxSBw+Fgfm9XbLmdpHD0TVWNEPsfpuC3S/HILa3Gs8wSCEQMaoe0kGGgocqDi7kuAh2MsJ/QpwgAxvrb4mBIKnG6TZ/WFkgpKCdOtVPlcdHN1ZRV6lRHJ2PiUvcA4GiiA1Uul3gfAHEKaBxL8eYlC/GGw+GwNi3WUOWBLyNtisflQCCS/rmIYWSmTdWOYXVVGYbFVSwjb0r4rMSb9MJKqPK4MGcRvSNvpam8Mj76/3EL8w4+wcGQVCTklEIkYhCaUgA/O0Opk69HSQWwM9YmjpqpEYpwKy6Xld/NmcgMDPSyJDYJvpuQhxoRgx5uZBWi+AIh9j1MZTWB3HwrEYO8LWErRSRrjHsJeXiaUUwcfVBZLcTaC7H4tr87cZWrXy7Foo21PnFlp3sv8nAq/CXWjCArQ13GF2DB4XB81dcVbhZkguWPZ2OgrsrDQsLy5ncT8rD+6nP8M6k9DAmMlosrajBzVygmBtlheFvFvZMYhsGK08+QWlCBzZP8iASsW/G5+PZoJDZObIf2BObd+WV8TNz6EP72Rlg5lNz3SBY343Mxc3coVnzkiQmBZClhFMr7BBVvWihbt25FcHCw5PX1119LPrt79269z4KDg1lta/v27Rg4cCAA4Pr16/joo4/g7++P6dOn48WLF+ByuVi2bBlmz54ttQ1bW1ucPn0aFhYWEAgEWLt2Lbp06YIuXbpg7dq1EAgEsLCwwOnTp+tVuWoptLHSx94ZgdhwPUGhSXUtBlpq2DMjEBFpRVhyMppoQvp1Pzd0cDLGtB0hKK5UPHLE28YA61iUEFdX4WHTpHZ4kFiALQTHAACmdbRHe3tDzDv4hKictK2RFn4c7oVvj0USldXmcDj4aYQXrsfl4EI0WWrSEG9LeFrrY825hk28W1vpYXKQHX44QfY9c7kcLB3cBptuvECOHOWuo18WY+iGu5i1+zFe5JajWiB9Eit4Jeh0cjaGq7mO3KlNRRXVWH/1OQJ+vIKVZ54hU4aAWBu9ML2TA/Y8SJHZH1kM9LJEVkkVnhAaOOuoq6CXuzlOszAurk2dIiXA0QjJ+eXEJeC5XA68bfWJTawBwNVMB89ZVJyyMdJCZnElcfQPABhqsRRvVLgyfXt4jXjeMAwkhsVVNUKkFVQgu6QKRRXVqKwWouJV27I8b8r47DxvxGlT5OJNSn457Iy1iEWJaoEIz3PkS5vSVlNBfHYpToZnYMXpZ+j3+214Lr+ILbcSwRcI8TAxv8HIwPsv8lmZBD9KLoC6Kg+eBFVwAPE+XojOYlVl6lBoGka2syH2yzkbmQk9TRV0JSwPnl1ShWOP04nTnRiGwS+X4jC7mxOx0fG2O4kw01XHUMLjGJlehKOP07FyaBuiyXpFtQCLjkVhYT83YgFr1elnsDHQwvROZJ5B56MycSL8JTaMb0skerwsqsTnB55g+ZA28LJRfDzXCEWYuz8MTqba+JpQPNpyOxEXnmZhR7A/kc/Vk9RCfLovDD+N9CIyOC6qqMakbSFwt9DF2pHexOcuWVyNycacvY+xZoQXRjVRyXEK5V2DijcUaGpq4uzZs9i3bx/69OkDMzMzqKmpwdbWFhMmTMCdO3ekpl3VJTAwEFFRUfjhhx/g6ekJHR0d6OjowMvLCz/88AOio6MRGBjY5Ptz6RlZ1IantVjAWX/1ObbfUTz9yFRXHXtmBuJGXC5+Oh+r8MSew+FgzQgvWBloYtbuUKK0mn4sS4ib6Wrg3ynt8ceV50TeMbXVozKLq4hKsQPAUB8r9PYwx5eHwokEIDM9Daz8yBOL/4smigDicDhYPcwTpyMzpEZVzO/jitT8ChwLI0v7CXAwQjc3U/xysfHS4acjMuROramNTvj/6JvERiuRMQyDQevv4M8rz1FSJUCVjAgIAJLSod1cTaGrroKzUWTiiaYaD8N8rXEohKzaGgAM8bHCqYgM4uid7m6miM8uxUsCrycA0NNQhZeNAavoG19bAyKxtRZXc3ZpU+a66uByOEQRf7UY66hJLS8vDxpqjaRNyeF5A4gnDr9fjkeXn68j8H9X4bvyMjyWXoDPiksAAP/VV9Bm2QX4rrwE/x+voPPaazjxROztxFa8yWWZNpWUV8GqTPiL3DKoq/BgK4dfhaYaT5IeUVkjhJBhUFEtRGFFDe4k5GHy9hC0XnoBfX+/iZWnnyL6VWrh/cR8VilT12Jy0MvdjHiSd/t5LnQ1VNHW1oBo/cLyalx+lo3RfmSTQIZhsONuMqZ1tCfeh213ktDV1ZTY4PdabA5S8yswjTDyJ6e0CptuvMAPg1sT7YNQxOCHE9H4uKsT7AnTxn67FA9TXXVMJSyRfvFpFs5FZ+JXwqpMaQUV+OZYJH4e6U0kHlXVCPHp3sfo18YCYwjT71afeYa8Mj7+GNeWaB/ORGZg/dUE7JjmT+RR8zy7FME7H2FhX1d8RFDivbSqBlO3h8DWUBO/j/UlShlrjAvRmfhs/xP8NtqHqI8AWBnpUygtFSretFB27twJhmHkfjXEtGnTJJ/LI75MmDABly5dQnZ2Nvh8PlJTU7Fv3z506NBB7n6bmJhg1apViIqKQmlpKUpLSxEZGYlVq1bB2Jj8pk8R1pyLkZitKoqXjT72zAjE71fisZOgHLK1gSb2zgzEsbCX2HhdcV8U1VcGxNUCEeYfJBMv2JYQ97YxwP+Ge+GLA0+QSGCEqqOugn8mtcf2O0m4HksW1bBiaBtkl/CxicBIGhBHzwQ5GuOH/8iiY2wMtbCgjyu+/y+qQRFNR10Fy4a0xppzMQ2mV8nDdwM8cDoyQzIxksaiAe5Y/ZEnVHmcRssh102l6uhkDHcLvUajbzgcsdmzuioX8jyM1nj1lJLL5WBaJ3tsv5NMfIM01t8WpyMziEubd3czRWF5NSLSyXxrDLTU4G9viKssU6fusRBvfGwM2EXeWOgivbAS5YTHUIXHhaWBBsuKU+rIZxV5I7tUOI8r2/NGyDCSsTvEx0rqRKJaKEI5X4iiihrklvKRXlgJMz0NCEVi8UKHlecNn9j4FRBH3pBOhgGx342Hpa7cE8GuLiZQaWDZGqHYH0jEAPHZZdh+NxlHH6ehuKIGMZkl6MBGvInNQU9WKVOZGOxtSZyacSL8JXxs9OFEUMoZAMJSi5CcV44R7cjEn6KKaux7kIJPWZgM/3YpHnO6OxGn+P12MR7d3EyJPYMOhKSisKKaeB/CUgux72EKcaRGbikf3x2PwqqPPGFNYO5bLRDhswNPMMzXGgO8yEqTrzj9FOBwsHxoa6L19z5IwenITGyZ4kckGD9KLsDXRyLx1/i28LRWPOrnZVElpmwPwZQO9phGELlUUS3A9J2PYKClhr8mtIUqiwp70jgVkYEFhyPw1/i2xN+TSMTgVzkekFEo7xpUvKG8d/wy0gfLTkZj74MUovV9bA2we3oAfrscjz33kxVe38FEG/tmBmLrnSTsIBCAtNRUsH2aP+JzSrHslOLigzJKiA9ra43xAa0wa3coUdUiV3Nd/DjcC18eDieKANJWV8H6cW2x4XoCHqcoXoWLw+Fg1TBPhKYU4EQ4WXRMcCcH6Gqo4C8ppeT7e1rAy0YfPxPeHNgaaSG4kwNWNlI6nMPhYFIHO5z7ogtaGWnJNF2t6wsijr5xwdbbiY2m4XVyNsHF+V3RykhLZgg5l4N66QYj29kgOb+c6DsCxNFujqbaOEOY+qShykPfNhbNmjpV63tDKmD5tjJAQm4ZcXUwEx11GGmr4TmB2XktNgYsK05pqaKQUMQEXhkWN+J5I5RxfJk6njee1vpo18qg0W1yOUCQozE6Opmg/FX1uOb0vEnOr4CdMQuz4swShSpNBTkZQ5Une/KswuXAzVwXiwZ44GFSPhxMtIkFqqS8cqQXVqKzswnR+lU1Qlx6Sp4yxTAMDj1KIzbHBcTlnEf72RJHaO26lwIfWwO0JTCmBYDz0VkoKK/GpCA7ovWfZZTgRPhLfNvfnWj9vDI+fr4Qi5VDPSURmIrAFwjx7dFIfN7TBc5migtoDMNg0bFIdHAyxke+ZOPg10txqBaIsHiQB9H6hx6l4tLTbGya2E5mGqY07r3Iw49nY/DPpPZEUT8vcsswa3colgxuTWSynF/Gx+RtD8XRzb0VrxJWVSPEzF2hUOFysXlye6Jj0BhHH6dj0bFIbJrUHr1bk5mb1wjFJeRDksnuTSiUlgwVbyjvHX4ORtg1PQBrz8diG0H6EwC0bWWIncEB+PlCHPY9VFwEcrPQxa7gAKy7FI/DjxRPCzHSVsPu6QG4/CwbG64pHn2ijBLi3/R3h42hFuYfDCcyYR7W1hqDvCzx6b4wojLqXjb6+KqPG+YdfEIUQWSkrYY1I7yx7ORTopQQHlecxrb1dhJis0re+JzD4WDlUE/8F/aSqMw7AHza3QmJuWVymUy7mOviwvyuGO1n0+ATc+BNE+MOTsZwt2w8+gYQi0lnv+iCbq6mUgWc15+waaurYJy/LbYTiJS1jPVvhYMEv5Fahvpa4UxkBlGUGgD08jDHgxf5xNE/fnZGyC3lI7WATPww09WAlb4mogijhwDAxUynWStOGWmrI7+MjXjDRaWsyBsOR+Ln1BAiBvUMi+f1cm1UmOBwOFg6WPzkvDZqSVuNbFIuEjHIK+MTl30GXkXesCoTXoLWCog37e2MGk2R1NFQwe4ZAdBQ5eFBYgG7lKnYHAQ5GRMLZDficmCqq442chgyN0TUy2KkFVRgIOFT/KziKlyMzsKUDmTCSTlfgB33kvBpd2ei9YUiBusux+HzXs5EwgnDMFh99hmmdrQnLkf/0/lYBDkaE1dm2ngtAao8Lj4mNFo++CgN0RnF+HEYmTHutdhs7HuQgo0T2hIdw8j0Iiw/9Qx/jW9LVNI7Jb8cn+4Lw/KhrRHgoHjkU24pH9N2hGB8QCsi494yvgDBOx+htaUelhP4FVULRJiz9zH4AhG2TvUjOoaNcSAkFctORmPrFD90cyXzlaqsFuLj3aFIyCnD5sntlNxDCqX5oeIN5b3Ez94Ie2eK/WtI0pcAcfWkHcH+WHMuFgdCFK+q42NrgC1T/bD89FOciVQ8MsDGUAu7pgdgy+1EHCTYPtsS4jwuB+vHtUViXjnWXSbzr1k6RDw5Wn2GrPz3jM4OcDTVwWLC9Kc+rc3Rp7UFviWsoNXGSh/TOtlj0bGoBsWBVsZa+LS7E374L5qoTLyuhioW9nXDmvOxcglcGqo8rB7mhX+ntJeUaK6FYZg3JriS6Js7jUffAOKor38nt8e8Xs4NCkQNhUdP6WCPK89yiH1jhvpYITarpEGBTB46ORlDIGQQkkRWot7BRBu2Rpq4HZ9LtL6mGg9tWxmwSp3ytTUgNm4GXvnesKhYZWOoxU680VFjHXnDlyXe8DivfG0aRiRiwK0zNDs5G0stdw2II0r6t7GQVGYqqxJAS41H7NtQUFENgYghNiyuEYqQXlhJHHnDMIzCkTf6mqoyt6fK42BXcADMX0Xa3E/MRwcnNuJNNnoRTvoB4HREJob4WBGnTB16lIYhPlbE4tG+hyno4mJCnNp2ICQVdkZa6ORMdgxPPHmJGiFDHDl0LTYHMZklmNuDTDx6lFyAc1GZkmu6ojzLKMG/txPx8yhvojSb5LxyrD7zDL+O9oGBluKVnTKLK/HV4QisGuYJR4K0uYLyaszZG4Z5vV3QkSB6rKSqBjN2hWJkOxuM9VdceKmsFmLm7lC0tTUkMjjmC4SYvScU+pqqWDdGcY8agVCEzw+EIb+8GjuC/VlFKUpj9/1k/O9sDHYEBxAdYwAorqzBlO0PUc4X4uDsIBhpk0dDUigtFSreUN5bfGwNcGBWELbfScK6S3FEk3c/eyPsCPbHj2djiCJoghyNsXFiO3x9JJLI/8XdQg9bpvhh5ZlnuPxMcV8OawNNbJ/qT1xCXF9LFVumtMeue8lEApS6Cg8bJ7TD6cgMnCRIX+JyOfhttA/uv8gj9jFaOqQ14rNLiaM75vdyRUF5tdQ0vI+7OaJKIMTu+2RpeqP9bKGtriJ3ZSgA6OlujmtfdUPbVoaSNCq+QNRgOeWOTiZobakndwofh8PB3B4u2DLVD5qqvHo+Ow1F5NgaaaGnuxl235O//3XR11TFQC9LHCL8flR4XAz0ssQpNqlTrdmmTpmw871hW3HKQhfxLNKmrA01WaZNqbHzvFHlyk6b4sg2LBa+Viq81rBbVorhogH/nzrC3qyYD111FeKyy+mFleBxOLDUV/xpPgBkFlehpLJG4ZLJXVxMG/TRUuVx8OsoH/i8MgYuqqhGbFYJAh3IhIfSqhqEJBWgJ6F4U84X4GpsNgZ7k6XKVFYLcSo8g9hctqpGiP0PUzGtkz3R+nyBEFtvJ2FOd2ci8alaIMIfV+Mxr5cLkfBRIxThx3Mx+LKPK1GFqhqhCD/8F43PejoTmeMKhCJ8eywSMzo7EHm0CIQiLDgcjtF+tuhCUOVLIBRh3sFw9PIwJ/IrEooYfHHgCbxt9DGbIGqodn1rA018N0DxlDWhiMEXB59AQ4WLX0Yr7hUkFDH48lA4yvhC/DOpvcLVtYQiBgsORyAlvwK7pwdAT4Osypkstt5OxC8X47BrRgBRVBIgPg+P+/cB9DRUsXtG0/STQmkJUPGG8l7T2koPBz8OwsFHaVhDUAEKAPztjbBtqh9WnH6KI6GKTzB7uJnh19E+mLs/jKgqTaCjMdaN8cG8g08Qmqx4dIGXjT5+H+uLBYQlxJ3NdPH7WF98ezQSTzMUT+2wNdLC72N88f3xKDwnSO0w1VXHr6N9sPzUUyIDZX1NVawd6Y0fz8YgjSC1RVONhx+He+KXi3HIaCC6RF2Fh1UfeWLd5Xhky1H6+3V4XA6WDPbAhmsJClXHMtPTwMFZQfiqryu4HHHqiLTS4/N7u2LbnSSFStD3cDPDuXldYGWgKXlKJy1da3pnBxwISUVFNVnq0Tj/Vjge9pKowhogNqk9H51JXO66t4c5rsflEKdedXQ2xv0XeeS+N7aGCE8rIl5fXC68OdOmWFabUpFdbUqlEcNi5rW0KQAY4GnR4ERVXYWLiYGt6vlNKKVMuB4bv5ty2BppEkf+xGSWwNFUR+E0ho5Oxm94VqircDGjswM+avv/1V0eJBbA2VSHOLLo9vO8VxFuZJFFV2NzYGuopbA4VcuFp5kw19cgrlJ1JjIThtpqxH49/4W9hI6GCvoS+nccDk2DugoPw9qSVdzZ/zAVHADjAxSP+ACAXfeSIRCJMLMzWbrTlttJqKgW4POeinusAMCmGy9QXFlD7NWz/loC8sv4WPlRG6L1f70Uh8ziSvwy2odIfPvpvPje468JbRUuUc8wDFadeYbE3DL8O9lPYY8ZhhFXB4vLKsWOaYpHzIhEYp+hpxnF2DszkCjqqTE2Xk/AX9cSsH9mENoR+kGlFVRg9D/34Gaug38mt2+SlC4KpaVAxRvKe4+LuS4Oz+6AMxEZWHbqKZF/S6CjMbZO9cfyU09xjCACZJC3JVYMbYNZu0OJnrD397TEdwM9MGNXKNEkrW8bCyxgUUK8d2tzfNrDGR/vfox8gvLbPdzNENzJAZ/sfUzkLdLdzQzjA1rhi4NPiPxzurqa4iNfKyw8EkH0/XdxMUXfNuZYerLh9K1Ozibo6W6GlWeeKdw2II7c6OBkrHB6GpfLwcddnXDqs87gcoDrcQ2n/nRwMkYbKz1sV9ADysFEGxfmd0XnV6H+pVUNf3f+9oawNdLCccLS6f72hjDWVsPFp4pHhwGAn50hNFV5uPM8j2j92hvGJ4TeRT42BijnCxGfTRb94mWtj4LyamQSlut2NddFZnGVQuJcXWwMNZFVUkWU+geIxZsCFuKNuqrsalNcOUqFvz6nUuFx8VkPZ2iovnmbM6+3a72/y/kCdpWmStiVCU/JK4cDy0pTivjd1OLvYFTPa0iNx0WgoxG+6Vd/kvyAZYnwqzE5xD4pAHA6IoM46gYQp0yN9bMlmniLy4MnYVpHe6L1hSIG/9x8gTndnIiqK1XVCPHXtedY0MeVSNwrrqjBH1fisXiQB1HUTlZxFf648hyrhnkqHLEBAIm5ZVh/9Tl+HuVD7DOz8UYC/hjbliiy7V5CHrbcSsSGCe2gReBpdSE6C3vup2Dz5PZEAu/h0DQcDk3H1qn+RJEg2+4k4UxkJnYGB0BfS/H1f7sUjxtxOdg9IxBG2ooJLwzDYPnpp3iYVIB9M4NgoqPcFCSGYbDucjy23UnCgVlB8LJRPCoLEJc9H/XPPXR3M8O6Mb5NUv2KQmlJ0BFO+SCwN9HGodkdcCMuF98db9i/pDE6OBljyxQ/LDkZjf+eKC7gjPazxcK+rpi6PQQxmYr7e0wOssPUDnaYsj0EmcWKPyVnW0L80+5O8G1lgDmEFay+7OMKC30NLCL0n/m6vzjPm7T04/cDPZBRXIkdhOk9PwxqjbDUIpyXkn72w2AP3IrLxS1C75TvB3rg2ON0Iu8XT2t9/PdpRyTmlsuMvtl+JwnFFYp99zrqKtgxLQD+9oaoEQob/O45HA6md3LAjrtJROIYh8PBWH9b4tQpLpeDIT5WxKlTPC4H3d1MiVOn1FS48Hcwwr0XZOKRphoPbua6xKlThtpqMNVVR0IOWfSNxStfE1LxyEhbDWV8AXHklKYqD5XVsiNvZJ2zRQzQ0LR2jL8tVOqY4aircDG3u9Mbk5jSKgGxWTHwKvKGhVlxcn4FWhmxEG8U9LupxURHHVb64n5zAFgaaODvie3fEBkesPC7EYoY3IjLQW8PsqiTkqoa3IzLxRAfMqPhlFfV8Ia3I4taeZxSiNSCCowgXP9cVCZqhAyGElZH2vsgBcba6ujfxoJo/Q3Xn8PTWh893MjEs9Vnn6GXhxk6OikedSQSMfj2WCTGBdiivZ3iERWV1UJ8eSgcn/VwJprY55XxMe9QOH4Y7EH0+3iRW4avj0Tg51HecDZTPOrrUXIBlp18ik0T2xGJs+eiMvH75Xhsn+ZHFLW2/U4S9j1MwZ4ZAQqXVWcYBmvOx+LKs2zsnxUIC33y85u09tdeiMOBkFQc+jhI4j+mKOFpRRi9+T7G+bfCsiGtiQRSCuVdg4o3lA8GWyMtHJ7dAY9SCvDV4XCip8wdnU3w72Q/LP4vmsjDZVonB3zc1RGTt4UQpQB92ccV3d1MMXV7iMKTcLYlxDkcDn4Z5Y3SKgFWnlY8woTH5eDPcW3xKLkAuwgEFHUVHtaPa4v9D1Nxk0Ag0VZXwa+jfPDrxTgkEPiDGGmrYclgDyw79bTBCAczXQ0s7OeGpSejiSax9ibamNLBDqsaKR0uDR9bQ3RzNcUGKQbdQY7G8LTWxzaCylBcLgcHP+4Aa0MtnI3MbHCZwT6WKK4U4HYCmYAxsr0NQpMLkZJfTrT+UB8rXHqaJVMEkIW4ZLjivlK1dHQyZul7Y8DO98ZchzjyR4XHhaW+BnHqlOGrJ8JFCp6TatFQ5aJKIP18xG1UvGEajErQUOVhZmcH8F5FTKircjGzAc8KtpE3uaVsy4SXw8GEvEx4TGYJ8eTH/5W/hLoqF3tnBL4RXZBfxkd8dilx5E1EehGEDEOcsnTpaTaczXSITGYB4EhoOnq6mxFHDey4l4xx/rZEURsMw+DvGy/wcVdHomiAcr4Af994gYX9XIkmpSn55dh9PwWLB3kQRQ3deZ6Hm3G5WDyQrKz23ocpyCyuwkICg10AWHshFvqaqvikm5PC64pe+bwE2BthAkG6WDlfgE/2PMaEwFZEFcrSCirwyZ7H+H6QB5H57uOUAiw8EoE/x7WFt42Bwuv/9yQdv12Kw47gACLh6fcrz3HiyUvsnxVE5HMkC3EqWAxOPHmJQx8HwcWcLB3ybkIeJm19iHm9XPBlH1diM3MK5V2DijeUDwoLfQ0c+rgDYjJL8fmBJ6iWMWGQRmcXE/wzqT2+Ox6F0wRP+j/t7oRR7W0waetDhSv0cDgcrPrIE62MtDFz9yOFRQK2JcRrqxGdjcrE/oeKV8Ay0VHHxgntsPZCHFF5bUdTHSwb2gZfHQ5Hbqni6VuBjsaYGNgKXx2JIBLvhvlaw8NSDz+dj23w80lBdtDVUMWmGy8UbhsAPuvpgpjMUlwljAD5qq8rDj1Kk+rtM7+3C3YQRN8AYvFtZmcHbL6V2OC4UVfhYWJgK4VTs2ox0VFHLw8zHCbwlQKANlZ6MNPTwPU4smPX1dUUqfkVSM4jE486OhnjQWI+sW9OW5bijYuZLuJYVZwiNy1W4XGhr6mK/HLFf5OAWGSpFoikRm2pcGVXm2JeMyyuy9SO9mAgXvfbfu4NTsLLq4UsPW9Ypk3lVxCXby7jC5CcX0GUNgUAWq9SWXZO82/w6f7DpAK4musqnHJRy7WYHHR3NVXY66OWM5EZGOJDFrUiFDE4+jgdYwmNijOLK3H5aTamdLAnWv9GfC5yS6uIt7/jbhLsjbWIo2Z+Oh+LEe2s4W6h+NjgC4RYejIaC/q6wkxP8aiL9MIKrD0fi59GeBNVJroVn4sjoWlYN8aXaOxsvpWIlPwKrBnppfCknmEYfHM0EiY66vi6n+LCUzlfgFm7QzHQyxKTgxQvLZ+UV46Zu0Lx3QB39CbwSboem4Pvj0fjn8nt4Usgmv59IwF7H6Rg38xA4upq0hCJGCw5GY2LT7NweHYHYlH2QnQWZu0OxcqP2iC4k4NS+0ihtHSoeEP54DDVVceBj4OQVliBOXsfE0VJdHU1xd8T2+HbY5FSIxGkweFw8G1/N/T0MMOkrQ+RU6pYqoIKj4u/xreFiAE+P/BEYRGibgnxLbcTFVoXEEcw/T2xHVadeYZHBAbKfvZG+KqvK+buCyPyyRjd3gZBjsbE/jUL+7mhrKoGm28pvu8cDgc/DvPEyfCXeJj4ZpQFj8vBj8M9sfnWCyQRiAD6mqr4so8rfjwXQyQsupjrYpC3JX6/0rB3TqCjMbxs9LHtjuL7DgCj2tsiu6QKd6RE10wMaoX7iflEkU0AMNbfFkdC04mENQ7nVepUOFnqlI66CgIdjYijb9pYicP6SUy9AcC3lQGi0ouJfWfcLHTxnDBtCmBfLtxYWw2F5aSRN2IBgS9lzPMa8bwRiiB1gmaorQY7Y21wOZBabai0in21KTNCw2KBUIS0ggrYE4o3cVklMNFRJzYTtjLURLtW+giSkhZz/wVLv5vYHPQkTJkqLK/G3YQ8DPYmS5m69TwXDBh0JahQBIhTlrq5mRIbLf99PQHBnRyIvF6KK8TXqIV93YgiCkKSCnArPhdf9nFtfOEG2Ho7CeqqPCLxgWEYfHc8CoO9rdDZRfGok6KKanx9NAI/DG5NJB48TinA+qvP8df4tkQ+M1tvJyEstZDIYFgkYjD/UDiMddSIyqrnl/ExbUcIxvjZYjKBaPg4pQCf7Q/DL6O9iSpz7bibhM03E7F3RiBxRIw0hCLxuLj9PA+HZgehlTHZ7+pwaBoWHA7H+nFtiaqHUSjvOlS8oXyQGGmrYd/MIBRUVGPW7lCiVIvubmbYOKEdvj4agfNRigs4K4d6wtfWAFO2haCoQjERQ1ONh21T/ZCcV44lJxWPoKktIf7nledEJcSDHI3x/UB3zNn7uMEKTI0xo7MDfG0NMO/gE4UjFTgcDn4c7oUXuWXYTpACpKHKw29jfPHXtedE3kO2RlqY39sF3/0X1aB5sreNAUa3t5VqbtwY4/1tocrjYI+U0uSN8WVvV5yNzES8FGPr+b1dsf1ussJjDhCPu8lBdvhXivBlpquBwd6W2HmPLPqmi4spVLgcqcbLjTHUxwrX4nKIPJ0AceoUadQTj8tBkCN56pSTqQ64HBCnPrFJmwLEkTeKRgLWxVBbjTjyRvPV5FaakM6TK21Kevsj21mjs7OJ1NSVcr6AKDqglpxSPswIPW8yiqrA4QBWBmTrP8sgT5kCgIi0YgzwlB7ZwsasOKOoEs+zS9GNUDy58DQLra30icWTw4/SMKq9DVHkRm158OCO9kTbfpRcgNjMUkzuoLj4AQD/3n4BL2t9opQbkUhcoWhOdyeicZlWUIEN1xKwepgn0bE7+jgd8dml+H6Q4ulWDMNg8X/R8LLWxziCiKWiimp8cSAcC/u5SUrdK8K9F3lYdzkemya1J0q1+/VSHJ5nl2LjhHYKp8pVVgsxc3coPK31iSprxWWVYvrOUCwa4E5k8L3/YSrWXYrHrukBrM4pDSEQirDwSAQepRTg0McdiFOxttxKxKrTz7B9mj9RVBKF8j5AxRvKB4u+pir2zAgEXyDC1B0hRFWQeribYcOEtlhwOAIXohUTcLhcsYeMnbEWpu54pPD2DbTUsGt6AG7E5eCPK88VWhdgX0J8UpAd+rQ2x8d7FBe/OBwOfh7ljfTCSqy/qnjf9TVV8ee4tvjtUjyiXyoe6eBra4BZXRyx4HAEUYTL9E4O0FLjYeP1htOjFvZzQ0xmKc4qKOoB4siqHwa1xp9X4onKL9saaWGsvy3WXWo4+ibAwQg+tvrYRpjeNKWDHR4lF0g97tM7OeDY45fEqVmj/Wxx6JHiKXkA4GymA2dTHVx6ShY908vDDI+SC4j6DrDzveFxOfC2IU+dcjbTRW4pn7hktzjyhixtCmBXLlz9VRUbaeXCGzMslpU2BYjPN8YyJmJlfAF0CT1vGIZBTgm5501SfjlsDbWI04qeZZbCw5LsCTnDMAhLLUR7+4bNZHNL+UjILUOQoxFR+9dic9DezpCoSg7wKmWKMOomv4yPqzE5GN2eLGXpVEQGTHXViY2a/76egMkd7IgiP/LK+NhxNxkLCVJ2AOBE+Evkl/ExswtZae8Vp59hqI8VkclwTmkVVp15htXDvKCvqfi+nwzPwIPEfKwZ4U2c7uRhqYvpnewV3nZGUSU+3/8ESwa3Jko3OvHkJfY8SMHWqf4Kl9QWihjMP/QEPA4Hv432UdjjKK2gAlO2P0RwJ3uiiJ3jYen48ewzbA/2J9p3WdQIRZh3KBxPM4px8OMgIvNjhmHwy8VY/HPzBQ58HMQqGpBCedeh4g3lg0ZHXQW7ggOgrsLF5G0PiUrt9nQ3x1/j2+LLQxEKlzpW4XGxfnxb6GmoYMZOxT1srAw0sWt6AHbeS8ZegkgNNiXEORwOVgz1hIYKD98SVJDS1VDFpkntsOV2Im4Q+JS0tzPEp92d8MWBJygnEN4+7+kCAPjrmuLikQqPi59GeOPfWy8aLN0uNll0xMrTz1BKEAXS1dUU7e0M8YeU9KfG+KyHM27G50oV5eb3dsUOwugbYx11jG5vKzXlztNaH17W+jhIKMCM8bfFzfhcZBFWPhrqS151ysZQC85mOrgRTxZ909HJBI+SCogEQUCcOkUipALiMWepryE14qoxxJ435JE3Rlrk5cK5XA7UVLhSRWAuR45qUzImevwaoUQgaogyvgDaBGWIa9etrBESR96k5JfDjjB9ABBXmiL1u0nMK0c5XwBPq4Yr+TxIzIe7hZ7CE9FarsXmoCdhifDcUj4eJhZgEKF489+Tl2jbyoAo7YZhGOy8m4yphOXBn2YU435iPqZ3JvPi2HTjBTo4GqNdK7IKTT9fiMO3A9yJ0rWuPMtGaEoBvh2geOQHACw98RTd3MzQhyAq4mVRJZacjMaaEV5EaYC77iUj6mUxfhnlo/D3xhcI8em+MPTyMMP4AMUFvyephfj+vyhsmNAOzmaK+7j8eDYGz7PLsGWKn8LfW14ZH5O3PUT/NhaY18tF4W2fjczEDyei8e8UP/jbkwm10qg9rkm55Tj4cQei86RQxGDxiWj8F/YShz/pAE9rspLiFMr7AhVvKB88mmo8bJniByMtNUzc+oDo6XHv1ub4c5wv5h8Mx+Vnij31V1fhYfPk9hAxDObsfazwxM/VXBfbpvrhf+diiFKg2JQQV1PhYtOk9niUXCA1lUYW7hZ6WPmRJ748FE6UsvFpD2eY6qpj+amnCq+rpsLFujE+2HI7kSjawdNaH5OD7LDoeFQ9752s4ipM2xGC1WdjYG2giXWXyQSYxYNa4+CjNKLyz2Z6Gpja0R6/Xmq4rLq/vRF8bQ2IPI8AYGYXB5yPypIq+E3vbI/d91OI/FusDTTR0ckEx8LSifo22NsS9xLykF9GlsIjrjpFJt64mutAS41HHD3jy9a02FwX8YR+QzaGmsgsriL23DHSUUMBgRhYi4YKF1U1DW9bhcttNG1K1oNqvlAkW7ypIk+byi3lQ02FCz1NsvWT88jNioUiBnFZ5OLN4+RC+NgYQE3KsXmQmI8OhE+4K6uFuJuQRyzenI/ORNtWBrDUV6zEMSAWXw6HphEbBT9KLsTLokoMb0tWHnzTjRcY62dLlHaTWVyJfQ9TsKAvmVfNltuJMNfXwBCCtJnKaiGWn36Kb/u7ExlUn4vKREhyAZYTeL2IRAwWHo7AQE9L9CUoix79shhrL8Rh/fi2MCTo+8rTzyAUMVj5kafCwk9GUSU+3vMYC/u6oZur4imC2+4k4WT4S+wMDlC476VVNZi6PQTeNgZYNqSNwn2/8iwbC49EYOOEduhEkKIni6oaIT7Z8xjZJVXYPyuQaExVC0SYd/AJHiTm48icjnAiNDimUN4nqHhDoUDsg7JpUnvYGmph3L8PiCoZ9W1jgd/H+uKLA09wVUHTUy01FWyb5o/cMj6+PBSusA+Mn70R/niVAhWSpJiJMNsS4qa66vh3sh/+vPqcKIJmVHsb9Pe0wKf7whQWrnhcDv4Y54vLMdlElb88LPXweU8XfHU4nMi4+ss+rsguqcK+kFSIRAz23E9Gt1+u4+7zPKircDExyA4HQlKJUruczXQwPqAVVp+NUXhdAPikmyPC04pwX0oaz/zeLth5N5lIrLQz1kbv1mbYfie5wc/7tBbffF9SUMisZZy/LQ49SiMypLYx1IKPrQHOEQiZgFiIvRGXo/DvABD/ljo4GePeC7Jy6b62BojPKSVK4QQAVzOdBiPB5MHiVUWZTMKIJzaRN4BYRJeWNsXjcSCUEdknYiAzbYpfI4K6jKfZ5dXkaVM5r8qEk5apTckvhz1h5E1SXjkYBnAgrAgTmlIgNWUKAO4n5hOnTN1NyIO5ngZRFAIAnInIJPLtAIDwtCJkFlVhgCdZ1M7Oe0nE5cGT8spx6Vk2ZjVQkl4eNlxLQC93c4kBuiJkl1Thn5svsGSQB1Fp8Y3XE2Cio46xfoqLXoXl1Vh6MhrLhrSWmaIoje13k5BeVIElBMJPGV+Az/aH4bOezkSRI0dC03AuKhObJrVTOOqlolpcWaqXuxmCCVK1LkRn4rdLcdg61U9hA9+qGiE+3v0Yxjrq+JUg1er281x8fuAJ1o3xQQ9CkVUaldVCzNwViuLKGuydGUgUvVd7bJPzy3FkdgdYGygu5FIo7yNUvKG8d6Tkk5X6VVMRV3Fyt9TF2H/vE6Vt9Pe0wLoxPvhs/xNcj1VMyNDTUMXu6YGIzy7FomORCk9c+7axwJLBrTFz1yOFSwazLSHuZaOPNSO88MWBJ0jMVfzJ/7IhbSAQivDj2WcKr2upr4m1I73x/X9RUktky2J2V0foaqji14sNR6nIQktNBT8O98KaszEY8OdtrD4bA75AhBoRAx6XAxUuBzM6O+CHE9FEQsS8Xi54klpEJIoZaKlhdldH/HoprsHv08/eCO3sDImjbz7u6oSDj1Ib9IfhcTmY1tEeOwgMpQGgl4c5yvkCPGigopc8DPWxwmnCqlPe1vrQUOURVVIDxKlTpL435noasNDTQGR6EdH6rha6xGlTKjwuLPQ0iE2LjbTVkF/GIvJGlSfdsJjDAcNA6m+IYRjImrbwBSKoyfCUYRN5k1PKJ670BIg9b0jL8T7LLIG7hS6xX05oSiH8pPiaZJdUITmvHIEOZJE3V1+lTJGIWpnFlQhLLcQAL8UjMABxNZohvlbQJEiFe1lUiSvPcjCJoMoSAGy++QJDvK2IDFlT8ytw9HE6cYWo3y7FoYe7GfwIBIzE3DJsvZOI1cM8iYSfVWeewdfWAEMJyrrHZZXit0vx+H2Mr8JV3xiGwffHo2BrpIU53ZwU3nb0y2IsPfkU68e3Vfg7E4kYLDwSAW11FaKInbDUQiw4HIE/xvqirYIpckIRg/kHw1ElEOKfSe2kRs9J42FiPj7Z8xg/jfTCAC8ykVMa5XwBpu0IQbVQhN0zAol8n4orajB5WwiqaoQ4MCuISBCkUN5XqHhDee/4ZM9jokgHQDyBWTfGF352hhiz+T6RgecAL0v8Mtobn+4LU3jSbaSthr0zA/EwqQArzzxTWEQZH9AKMzo7Yur2EIUnYWxLiH/ka43xga0wa7fi6Vcaqjxsmtge/z15SeRX0q+NBT7ytcK8g4qXTlfhcfHbGB/se5jaYPlvWfAFQoQkFaCyRoi47NJ6pY6FIgbZJVX4rIcL8sr4OEDgAWOorYZ5vVyw+mwMUTpLcCcHJOeV45oUIXF+bxfsupdMFDHha2sAL2t97H3YsNfSGH9bPM0oQVS64r9FNRUuRra3wcFHaQqvCwADvSwRllpIVAmNy+Wgl7sZrjwj9b0xRnhqEVEFO0B8XCPSyM5frua6rCtOkfreGGmroZBV2hQPfClpU7xXk0lp0TcihpE54eQLGve8IS0VnlNSRWxWLBQxrMqEx2SWwIMwZaqgvBpJeeVSfVUeJOajtZUekdkwwzC4FpuNXh5kT/PPRmYiwMGIyB+jolqA0xGZRNEjALDnfgp6uJOVB88qrsLxJy8xpztZ1M0fV+Mx2NuKKFrpaUYxTkVkYBFBlSKGYbDs1FOM9bMl8hO5HpuDyzHZWD3Mi8hrZv6hcEzvbE8kOh0OTcO9F/lYN8ZXYdGpsLwan+x9jM96OhOV1f7z6nNEphfjn0ntFRZPkvPKMXNXKL7p56ZwmhjDMPjhRBRe5JZhxzR/hSPEwlILMWNXKJYOaY2PfMlSA6VRUlWDKdtDoMrjYldwANF5NaekCmP/vQ9DLVXsmh4AXQLxp5aLTxUvGkGhtHSoeEN575gY2Arj/31AnLrA43Lw0whvdHM1xZh/7iM5T/FInsHeVlg7Sizg3IpXrOyxuZ4G9s0MxPnoTPxO4JfyRS9n9G5thinbHiqcEmNtoIltU/1elRBX/KL3TT932BhqYf5BxVO/WhlrYd0YX3x/PIrI5+WHQa1RxhfgT4LqVU6mOvi6nxsWHo2Q2/w4JKkAPX69ia23E9HQnvIFImQWV0FTjYeVH7XB2vOxyCPwYZncwQ4ihsGBEMXFH211Fczt4YxfLsY1GLXQ3o5d9M3sbo7YeS+5wZLp+pqqGNnOhjj6ZoyfLS48zSJK6zLVVUeQozHORpLduPXyMMfV2GyiUu92xlow1VXH45RCom372BogPI1sXRczHRSUVxONM4BdxSkjbTUUlJNV6QIADVWuzFLhAKSeU0QiyPa8EYigrto04k0uqzLhlRAxgLUhWToAmzLhj1MK4WiiLdVjg43fzdOMEpRVCYijds5EZmIIQQQHAJyLyoK1gSa8bRQXISqrhTj4KBXTOpIZDW+5nYgebqZwNlO8+ldCTinORGZifm/FDWcZhsHqMzGY2sGeSHQ6G5WJmMxSfEVQ3aq0qgaL/4vC4oEeRFWEfr/8HFwOMK+X4tFG8dmlWHH6Gf4Y66tw9JtQxGDeoXC0ttTDp90Vj9g5E5mBbXeSsG2qv8JeLgXl1Qje+Qgj2lpjWifFx9ovF+NwKz4Pu2cEKJyOFP2yGNO2h+Cb/m4Y699K4W3LoriiBpO3PoSuhgq2TvUjinxLza/AqH/uo7WVHv6Z1J7IdBsQ/yY23XiBny8oHlFNobR0qHhDee+Y1MEeS4a0xsxdoUQGvoD46fvKj9pgkLclxmy+T+QjMdTHCmtGeOGTvY9x57liQpKtkRb2zQzE3oep2Hyz4XLU0qitAuViposZux4pHAHgbWOAdWN9seBwhMKVb3hcDtaPb4ukvHL8JsUsVxa9W5tjcgc7fLI3TOEKUhqqPKwf3xZbbycRpdtM62gPK31N/O+cbI+ZymohFh6JwIQtD5BRVFkv2uZ1aifCPd3N0cHJuNG2G0KVx8Xi/2PvraPbuPqt4T0CMzNDzI4ZE4eZmZm5TdMU0pQh5TalNMzQMKdhJjM7ZmZmkCyY7w/Frh1rZJ3J/dZ6n1Z7rbvWfeocwWg0mt8+G8Z7YPudTFYV1gv62aFJIMY1htryt0e5slbfDHU1g4EmH5fiS+T+fekAB1xLLkNlI7kF0dlMB742+riUIP+xe8NkX/atUwOdTVDeIEA2i/Df/4vcG7ahxdrqPNgYar5W41TJaypv2NgDAUCdz0VbL+SNmIm86aUqXCiSQp0nfwiQSGm0tkug85qZN2xQUNMKG0NN8FnantJeo2kqpqAWQfbMSoeI3FrWdbz30ysx2NWUWI0AyCqPX5Q2YCyL0FoAOBNdhNnBtqzsWpcTSmChp8Eq56eupR0nowqxfqgz8VpARmLMCrRhRb7cTatERkUTNgwnf+5moRhfXUvFxxM8WNlbvr+ZDgcTbVbh0FF5tTjyPB+/zvEjPlfa2iXYcCIOywc4YqALedDur3czUVzbip9nkzdTJRc34P1zSfhtrh/cLMiIOoFIglVHY+BuoYsPx3sQrQWA/U9ycSq6CMdWhBCHeWeUN2HRgUi8MdwZi1nUiStCbUs75u2LgJmeBvYsYke6ZJQ3Yebu5xjhYYafZvqytoNKpDIl2cFnefhzfgCrx1BBhf+XoSJvVPhXYnaQbWeA72mWlcUUReHD8R6YG2yLuXsjkFraSPwYU/ys8fU0L6w+FoPn2WTDnLOZLo4uD8GfD7KJa8A7gnx5XA7e+CuO2HIz5jUqxPU1+di3OAjHwgtYhQi/M8oVJjpq2HohmVj54G6hhw/Hu+Pt0wnENdgcDoWfZvnickIpHilQS+VWN+NyQolctc2r6Gpd+2xSX9xKKWdFLA13N4OXtT5+Z1Frrs7j4q0RLth+O0NuCG+AnSGCHIxYtYVxOBRWDe6DvY9z5Q7tTqY6CHMyZlVjDwBzgu1wKqqIlQJmjJcFMsqbkMdCOaepxsVAZxPWrVNhTsasc2+8rfVR1SRkXZXuaq6LLJbWqde1TUmkNJoE7MKWNflcxrapXpU3vZA37RIp43DY0i57vewzbwQw02NH3uTVtLC2TFU3C1HZJIT7azRNMYUVlzcIUFDTgmBHdmHF916jIvxaUhnCnExYNQblVjUjoaieVUsUTdM4/DwfS1nWgx96no8AO0P42hoQr00pacC99Aq8OZxcddMuluKb62l4e5QrK/Ll1zuZcDTRxhQ/cqVTRG4NLsSV4LvpPsTHrEkgwuYzCXhvjBtczMmVSp9feQEDLT4rpdLd1AocfJqH3YsCiS05lY0CrDoag40jXDDCg6wOXSql8fbpBNA0jV/mkNu8zscW47e7WTiyLAR9CFuXcquasWB/JJaGOWL1YHKlkSJUNQkxd284HE20sXNBACNRrghxhXWYvSccC/vZ49OJnqxylwAZqbf2eCye59Tg4vow1tdHFVT4fxkq8kaFfy1G97XAwaXB2PZ3GnY9zGE1AFIUhc2j3bB8oCPm7YsgVqIAwDR/G3w1xQurjsYwNv8wwctaH4eWBePb62m4GE9WnazBl1Wgl9S34cOL5ETI61SIO5vp4Ne5fthyPok4f4jH5eD3ef6IyK1hNfQv7GcPL2t9bDmfRPyebY208NEED2w5l4SGNvnvua+VPu6/MxRhTsbgcxXfYHRtLbMy0MRbI13w8aUU4lYtiqLw8QRPHI8oYBUIPT3AGhyKwrlY+efQppEuOBqez6pee4qfFZqFYtxjyNVZPsARJyILWbV5TfC2RGl9G+JZfO/0NfkY4maKKyyDi0d4mOMuYWtcB/o7GSO5pIH4ewPISARXc1321ilzHWSwVN5YG2qiuJ6dbUpLjQs1Hgc1LewsW4psU7xeyRsozrwRMWfedCj8tFk0CwFAZSN721RBNfumqbSyRtgba7GyewnFEiSVNDCGFYfnVsPLWp8VGVDVJERKSQOGurElb0pZW6bOxhZjpKcZq0riiNxalDcKMJUF8dMsFOPI83xW9hsA2H4nEwtD7VnZjk5EFoDLoTCPhfIlvbwRxyIK8BWLsN22dgk+OJ+Ed0a7EbckAbJqbgdjbSwNcyBeezmhBLdTy/H7PH9idUZedQvePpOA72f6wJWQNBKIJFh1LBZhzsZYw6JN7NsbaUgra8T+JcHEypS7qRX4+FIK9iwKhDehJbCothUL9kdiZqANNo5gpwxjQnmDLJ/G01IPv831Y6UifJxZhUX7I7F5lCs2jnBh3dxX29KO+fsj0NAqwrm1/VmFhqugwv8CVOSNCv9q9OtjjJOr+uHA01x8/Xcaa0n/hmHO2DjCBQv3RyKGRQvNjEAbfD65L1YeiSZWXgTaG2HPoiB8dDEFt16Q2cD0NWWBb8+ya/DzbbL8nNetEB/hYY4Nw5yx5lgscQaHma4GdswPwDfX04ktJBRF4YcZPkgoqseJSHLV1dxgW7hZ6OKLKy8Y/42tkRaOrQjF7oWBMNNVZxwM61tF3QikZQMcwaUo7H9KrnJxs9DFzEAbfHM9nXgtj8vB5tGu+O1ultwBOcDOEMEORtjLIvtGncfFsgGO2PtYvr1vkItsF52NCktTjYvJflY4wzK4eJKvFa4klrAibkd4mCGhqJ4VoWWprwl7Iy1E57FrrPKzNWBFWAGAq5ku67pwW0MtlNULWIVjUxQF49cILdbgM1eFd6hqFCtvmB9bKGa2TbUIxdBS43aqe0hR1cy+bSq/phX2LJU3qaXsLVMpJQ3QVecxVoxH5NSyzrt5kFEJL2t9Vsckr7oFWRXNGOVJpmgAALFEivOxxZjNMqj48PM8zAuxY2X3OBlZCEcTbfR3Ij9msQV1suYfFsRPfWs7fr2bhY8meBCTGFIpjY8vpmDpAAdWypdf72bCUFuNFfly60U5br0ox4+zfIgVFnnVLfjoYgp+nOlLbBtqbRdj7bFYzAmyJa6hp2kaW84ngUsB30wjD2Y+8jwf5+NKcHhZCDG5GJVXi42nZJXeYc5kFrGyhjbM2xeBMX0tsGWsG2tiRB5K6tswZ284Au0M8fNsP1Y2p+vJZVhzLBZfT/PGEhbnUgcKa1oxY9dzWOprsMoCUkGF/yWoyBsV/vXwstbH2bVhuPmiHO+dS2I1mAAyJcqWce5YcjCKVZ7FrCBbfDapL1YeiUEU4VA30MUEv87xw9unE/AkizwA+cjyEJyILMCR5/lEa1+3Qnz9UCf42xlg/fE4YrVJiKMR3h7lgg0n4ohDaw211fDLHD98cz2NOP+Doih8P8MHd9MqeiXLRniY4/H7w7BmcB/wXlaDd4VYSndT8PC5HHw9zQs77mezqjXfPMoVkXk1eEZowQOA8V6WsjYzBjXTppEuOBZewCrsdn6oHdLKmhBX2FMtQlEUlg1wwKFn+axIlHkhdriSWIpmwgwkABjpYYbSegHSysjJDHM9DfS10sODDLLvWwf6OxnjWTY765SvrQESCutZrXWzkDVOsTnWFvoakNI0KprYqWcMtdjXhWvwuBAw5HMppbxRlHkjljISrE0C9mHFQrEE9a0i1rapgpoWOJiwV96wbZqKya9DgL0h4yAXnlvDPu8mrRIj2VqmEksx2NUU+prkip+HGVXgcihWrUFFta14kF7Fqh5cKJZg35NcrB/qxGow/vl2BpYNcIQJiyrkP+5nw8dGH0Ndyd/z+bhilNS3YSMLq1ZiUT2OhOfjhxk+xKRnZZMAWy8k46upXsTki1AswRt/xWFOsC1GEhJ8MvIlGQZafHwwjryRa+fDHETn1WI3izyX2y/K8f3NdOxbHAQHBsKUCWlljVh5JBqfTPQkrvSubBJgwb5IDHIxwWeTPP9PiZui2lbM2ROOgc4m+J7FeQAAJ6MK8e7ZROyY789K8daBxKJ6TN/1DMPdzbBjXgDrkGMVVPhfgYq8UeE/AUcTbZxfF4aUkgasPR7HysIByCw5MgVNDHENOCCrT/5oggeWH44mVvCM7muBb6Z5Y+2xWOK1zmY6OLA0GD/cTCdu4OlaIb7/CVlzEEVR+GGmD5qFYnx5jVnJwoRVg/qgr5Ue3j6TQKyaCnMywbIBDnjzr3jiz9tCXwNfTvHCRxeTe1VeaPC52DzaDffeGYJQR6NuViouRaH8lbDeIAcjTPSxxBdXyY+HsY46Ng53wVfXUonbvDgcCu+NdcPOhzlyiRB/O0OEOBphH4vsGz0NPuaF2GLvI/lrp/vboKS+DZEslChe1vpwNNHG30nkyh0tNR5GeZqzDi4e6WGOu6nsrFNhTiavFVqcXNJA/BkDspyhRoEIlSwIGD6XA0t9TRSzIBYBwFhHTang68pGAdLLG5FQVI+I3Bo8zKhEZZMAySUNOBVViMPP8rD7UQ5+vZuJPx9kd+ZLiaXyCWCapqFodBCKJcyZN0LJazVNcSjAWJt88JZKaRTUvoby5nXIm4I6RstUSX0bSurbWOXdCMUSPMmqwnCWFeFXk0oxyZdsQO3A6ZgizAy0YTVEHo8owEhPM1gbkLd+nY8tgYEWHyMJ808A4Hl2NVJKGrCKhQUnr7oFxyMK8PEE8qG8oVWE726k47NJnsRZT+1iKbacT8KGoc7Eih2apvHB+WQMdDZhVVH97fV0cDkUtrCoQz/4LB/RebXYMT+AWCFy+0U5dj7Ixr4lQcQWyYSierx9OgHbZ/sikOE7x4TCmlYsPhiFNUOcMC+ErBmqtqUdC/dHws/WAF+zqHBXhLzqFszeE45RnubYNtWLVT7Nroc5+OZ6Gg4tDSbODuqK++kVmL8vAmuHOOGT18jKUUGF/yWoyBsV/jMw19PAmTX9UdfajsUHo1jlUQAyBc13M3yw7ngcbhPamACZkmDreHcsOxSN2AKyYXaqvzU+nOCBZYejibNkAuwM8cd8f7x7NpF4qLQ20MTBJcH49W4mcYOXlhoPexcH4npyOU5EkmXYUBSFH2f5Iq+6BTseZBOtBYBNI12hqcZl1fI0xc8KQfZG+PhSilIqBntjbZxY1Q+7FgTCVEcdFAAJTaNUTgDsB+M8EFNQx+r8WRLmAIFIVmlLiqGupnAy1cYBBhJu00hXHGWpvlk2wBH3MyrlBgRrqnExL8SOdW343GBbnIxiZ52a7GuFq4mlrK1TT7Kq5Fah94Z+fYyQWdHEynbVkcWQVUmuGNJU48LOSIt145S1oWa3oG0SGGqpobYX25RYIsWA7+9jwm9PMWdPOJYeisL6E3F4klWNJ1nV+OJqKr67mY7tdzLx+70s7HyYDYmUBo9DgYG7gVRK95J5w6y8aRaKXiOsWAgTHXVWhEFZo8yeZssil0EgkiCnqoVVTThN04grqEMQQ1hxRE4NvK31WRFaUXm10NXgs7JzZZQ3obC2lRUJUtkkwMOMSswKJLdMtbaLcTKKXT24WCLFnsc5WDfUiXhopGkaP97OwOrBfVgpjb67kYbpATbEbUcA8MOtdHhZ62MMi0avnQ+zQVEUK5vXX1GFSCtrxFdTvIjX3kwpx/nYYuyYF0DcTBWZW4OfbmVg58IAYjtfWlkjNp9JxM+zfdHXiixrprCmFSuPRGPzaDeM9SJXzSw8EIlJPlbEWUoNbSIsOhAJZzMd/DCT3JqmCNmVTZi9JxyT/azw6URy4pCmaXx7Iw37n+Ti5Kp+CGWp8ANkyp03/orHDzN9sXIQOQGqggr/q1CRNyr8p6CvxcfxFaHQUuNizp4IVDaxa3SZ7GuFX+b44a1TCbjGQhGwINQe749zx9KD0XKtJr2tfXO4MxYfjEI24XA33N0cX0zpizXHYhW2Z8mzlnnb6GP7HD+8cyaBOLjZxlALuxYEYNu1NGLLmL4mH7sWBGL3oxxiyxify8Hvc/1xMa6EmCihKArbpnkhKq+WSLkx0tMcT7YM68wCOCrHpmSkrYat49zxxdVUtLaT2YHUeBxsHe+B7bcziQlIiqLw3hh37HuSK9eK5mdrgH59jIjr6QFZIPNEb0vsY8jNWdzfHg/Sq1jZxSb7WSOtrBHp5eSNb4NcTdAkEBF/zwDA01IP+pp8ROSSK4aMddThZqHHai2XQ8HLWp+1dcrFTGadYgMbg9drnOrN4sjjcjDNX6aQEIqlEIikaG2XQCylIZbSaBNJIBBJ0S6Wgs/lYPkAR6jxOOByKEbljcw2xfyc7RIp1Bmk9M2vobypbGSfd1NQ3QJrQ01WddpZFc3QUefBikXAbV51C5qEYnhZyx9Ew3NrWGW3AMC9tEoM9zBjtct/LakUI9zNWRFpF+NKEOxgxCo491J8KWwMtRDMQGYpwt/JZZBIaUwizE8BZHXqhTWtWDaAnDSKyK3Bs+wabB7lSrw2sage5+OK8cXkvsSfU0Z5E3Y/ysGPM32Ig2nzqlvwzd9p+GmWL/S1yMiq4rpWvH8uEd/O8Cb+jCsaBdjwVzw+nOCBADuyz7i6WYiVR2KwenAfYvKlvrUdSw9HYZKvFVYMJPuMG9pEWHIwGoH2hvh4ggfR59QsFGPpoShY6mvg1znkgc6KkFbWiDl7IjAvxA4fjHUnPn8kUhpbLyTjWmIZzq7tz3gN6g00TWP77Qx8dyMdh5eFYIIPO7WeCir8r0JF3qjwn4OmmqyFyc1cB7N2h6Owhp1FYKyXBXYuCMD755JwnqHFRxEW9bPHe2PdsORgFHEo7+rBTlgYaocF+yOJX//sIFusHeKEJYei5A7SsQV18P/qjty67DF9LfA2ywrx0D7G+GiCB9YdjyXe2fe00sPnk/virVMJKGsgW2tnrIVt07yw5XwScf2yiY46vp7mhU8vv0BFo/JrNfhcfDa5L76d7o3ovBpUylk7K9AWFvoa+O0eef33aE9zuJjr4E8WaqQQRyME2htiNwNBs2mkK45HFLJS36wa3AfnY4vlrrUy0MSovubEuUuAjMCb4G2J0yyCi9V5XIzzssTVRDK7ICAju0a8lnXKmLV1yt/WAInF9azWulnosA4tltWFs7smGmmrobald0Lx3THKDZ0SKd1JgnI5FKQM6qneqsIVtU01C9grb6qaBDB7jbBitjXhqWUN8LDUZUWSxBTUwcdanzHAOTyHXd4NTdO4l16BESzybmiaxrWkMkxkMYTRNI3TMUWYw6JtSVYPnoelA8jrwWmaxq6HObK8MxZhwT/fzsS6oU7E555USmPb36lYP8yJmDiUSGl8fCkFawY7EWeviCVSvH8uEcsGOBIP3WKJFG+fTsCcYDsMIAzcFUmkePNkPCb6WhGHDLeLpVh/Ig5DXE2xMJTMdiQUS7D2WCwC7A3x5nCyhiaBSIJVR2PgYqaDjyd4kq89EgNLfQ1i1UxbuwQrDkdDR52HHfPJFUqKkFLSgHn7IrBsgAM2j3Il/r4IxRK8eTIO0fm1OLeuP3HVeQdEEineO5eE83ElOLe2P0JY2DtVUOF/HSryRoX/JPhcDrbP9sNwdzPM3P2c1Y4+AAxzN8O+xUH49HIK/mLRbLS4v+yHcNGBSCQRDmpvj3LFeG9LLDgQQUxKrB/qhAnellhyMKqbreNuagXm7g1Hs0CMG8nyh93XqRBf2M8eY7wssOZYDNoYwkmZMDvIFqM8zLHhBHn48RQ/awx3N8em0/HEOSJjvSwx3N0MH7CoHp8XYofhHhb4XE6+DYdDYdtULxx+ls8qVPmTiZ448jyfFfn47mg3HAnPl3ve+NoaoL+TMSv1jYelHkL7GOMoA0GzfIAjTkcXsQofnhNsi4vxJazyqib7WeFaUhmrsPKRnua4l1bBynYV5mSM8Bx2ocV+tgaIZ6m8cTXXZV0XbmOoxdo2JSNveif9zHQ1sHZIH0ZCBQD4HAozAmxg/DLIVaa8kf8Z0K8RWNzSLoGuBvvMG9Y14TUtrMmbtLImeFqy27WOza9DIIPKpKi2FRWNAsY8HEXIqWpGZaMQYU5kwzkAvChtRGWjAMNYED+xBXWoahKysgCF59SgqkmIySyqyR9kVKK6uR2zWLRb3Ugpl2WSsAhIvhhfgroWEZazUOz8FVWIRoEI61hYng4+y0OTUIy3RpAHHO98mIMWoRjvj3UjXvvT7Qy0tUvw6UQyEgQAtv2dCoFIgq+nkVWh07SsiatdIsWPM32I1kqlNN49mwiRhMavc/yJLJViiRRv/BUPKU3jz/kBROomgUiC1cdiQAPYuyjo/zS0N6GoHvP3RWD9UCe8wSLgukUoxsojMSiua8PZtWHEQdUdaBaKsfxwNFJLG3FhfRirljQVVPg3QEXeqPCfBYdD4dOJnljc3x6zd4cjmkUFOAAMcDbB4eUh+PZ6GqtMj2UDHPHWyxry5GLlc2woSvb6w/qYYOGBSKJsjY7h38NSD8uPxHT6/tcej4VIQoMGcC9dfiDz61aIfz6pLzT5XGxhQYZ8MaUvBCIpvr1BnmHzxZS+qGgUMipOFOHzSX2RWtbISvnx6URPPMuuwR056g0PSz0s7m+vdK5OV/S10scUX2tWx8LbRh/D3c3wx335qp9NI11wPKIQVSxCb9cM7oOjEQVy7WABdgboY6rNSqkW4mgEIy21XhvA5KFDScDGwtSvjxEa2kRILSMneEMcjVBQ20qsFgNkJFpmRRNaWBBdLma6yGbZOCVT3rwGedOqHKG7ZoiTQvJGQtPdcjW4HIqReJXQNJjmK5qm0S6RMu5CNwnE0FZnN+hUNglZN03l17TAnoXNB3hZE84i7wYAYgvrEGQvf7c6PLcGvrYGrJRI99IqMcDZBJpq5MfyalIpRnmasxo4z8QUYaqfNau1B5/lY34oeT04TdP480EOVg5yJF4rkdLYficDbwx3Jl7b2i7Gj7cysGWcO/Ha6mYhfryZjs8n9yVem1/dgl/uZOGHGT7EaxOL6rHrYQ5+meNHvPZhRiWOhxdgx3zyBqELccW4kliK3Qvlt0P9djcTOx5kyb1GHniah8dZVdi3mJwE+f5WOpKKG7B/SRDRd4GmaXxwIRnFda04sCSYaK1IIsUbf8WhUSDGwaVka3tDTH4tFu2PxOZRrlg9mF2d/YL9kZBIafy1qh9xTXoHKhsFmLMnHABwek0/mOuxI81VUOHfABV5o8J/GhRF4Y3hLnh/rKwC/H46O3tEsIMRjq0Mxa93s7DrITk5sHJQH7w53AULD0QSBRFTFIVvpnvDzUKXOISZy6GwfY4vNHkcjPvtCT65lNJtZ7umWYiCmp7hs8DrVYir8TjYuSAQMfm12EPYbKTB52LXwgCciy0mzhrSUefh97n+2HE/mzj/RF+Lj+9n+GDb32nEmS2muur4cLw7Pr2cgiY5n8+mka4oqm3F+bgSoscFgHfGuOJJVjUicsnVHZtHueFsbLHcz9jHxgBhLNU3YU7GsDHUxNmYngQNRVFYPtARh5/nE7eHURSFOcG2OBNDTqBxORQm+ljiSiL5MVbncTHY1RT30sjb5XQ1+PC21sdzFpXhlvoaMNFRRzJhMDkA9DHVRku7GGWEijxAprwprW9j1XRlqKWc8gYAtNV52DLWXS6Bw6GAwS6mcOxi7eApIG8U2aZEEho0DUabUItQDB118sBYQEbesM68YWmbomn6ZU04+a5zfWs7cqqaGVtvInJq0J9lgOi99EoMZ2uZSiwjtsQAsp34a0llrCxThTWteJzJrh48Kq8WWRVNWEBoxQGAS/ElaJdIMZuFYmff4zxYGmhgEgt72bfX0xHmZIJhbmSfkVRKY8v5JMwOskGQA5lFpa1dgrdPJ+CN4c7EVquKRgE2n0nEF1O84GxGZrFJLW3Ex5dS8Ntcf9gaySdIj4QXYPvtTKw70b199EF6JbbfycTeRUHEBMGxiAKcji7C4WXBxNXv395IR0RuDY4sDyHKBBJLpNh0KgGl9QIcXRbCOr9LHsJzarDkYBQ+GO+OpSyUXhWNAszeEw5zPXUcXBrM+rVlVzZh2s7ncLfQw8GlwdDVYHe9VkGFfwtU5I0KKkBm5/lxpi82nIjHxXhyVQAgszn8tSoU+57k4pc7mcS73qsG98H6oU5YeCASL0qVH9i4HAq/zPaDuZ4Glh+KJgrA5XE4sDHURGFNaw9LghqPg8dycm860LVCfC8hCWOqq469i4Pw+70sPGBQ+DDB3lgbP8/yxQfnk5FTRRbK6m2jj7dHueCtU/HElq+hbmaY5GuF988lERMPs4NsYW+shZ9uZfT4m7Y6D59N8sQ319NQ30tTz6sw09XA+mFOrKrDnc10MMXXCr/eZVLfuOJ4ZAFxqDdFUVg92An7n+bKtSmN87JEi1CMh5nkZMj0ABtE59WxsopN8rXCzZRyVs1RIzxk1ik2CHMyxjMWuTcURcHP1oA4DwuQkZwOJtqsGqcs9DUgltKswtyNddRQp0TmTQfmBNvCWKfnTiyHovDmK/YMRcobmgajPaHj81bnM7VNiaHDWnnDLvOGpmnk17TAwYRceVNc1waBWAIXM3LyJragDo7G2nJ3v2maRkQuu7yb+tZ2xBbUsSJv4ovq0SQQYZArud3qelIZHIy1WQWfHg3Px6i+5qwsHH8+zMHi/g7EQ2S7WIpf72Vi0whX4jySikYB9jzOYVUNHpVXixspZfh0Ern16K+oQhTXteF9FvXc395Ig5G2GtYOIVNsSKQ03joVj6GuppgZaEO0tqFVhLXHY7FuiBOGuJrK/Tel9W2oa2mHlJaRNVN2PENFowBZFU3YeDIe383wga+tAdHz3kurwDd/p2H/4iDiPJfdj3JwIa4Yx1aEEhFGUimN988lIbOiCcdXhhIHQSvC48wqrDgSjc8n98WCUHKCs6CmBTN3P4evjQH+ZKGc6kB0fi1m7ArH9ABr/DSLPChbBRX+jVB9C1RQ4SUm+Fhi3+IgfHLpBQ4+ZVdp3NdKH6dW98NfUYX47mY6MYGzZogTVg/ug4X7I5FGYNOQqVkCwONSWHMsVqlckA6P9NWkMsh7lQKRFLdeKB5YOyrEf7+XhZspZIGwXtb6+Ha6NzaeiicmYUb3tcCCUDusOx5L3Na0cmAfOBhr4+OL5FaljyZ4oKiuFUfD84nWURSFb6Z543RMkVzVz5i+FvC10cf3N3uSO71h+QBHNLSJcD6OnHR8a6QLrieXIaO855DvbaOPgc4m2PuIjJgDgPFeFqBp4KYci5Maj4PF/e1x8Gk+8eOa6qpjuLsZK/VNgJ0B9DT5eJxJTqQMczNFSmkjUWh1B8KcTBCRU8PKwuRnZ0Dc7NYBVzNdVuSNGo8DCz0NVtYpQy01NAvFShNkPC4Hn03qC7VXbsjdLHR7qEO4lALljZTZNiV8mY/FXBUuZr0jXNUkhCmLzJvKJiGEYilsWNSEp5Y1wslUh1UYaUxBHaPqprC2FVXNQsa/K8KjzCq4muvCyoCcCLmWWIYxfS0YlVGKcDqmCLODyIZ7QKa2Oh1ThOUDHIjXppQ0IDqvFstYrD0TUwR1HhdT/a2J1/50KwPD3c2IPx+RRIpPLqXgzeEuxJ9PaX0bvruRjm+nexNb6R5mVOJCXAm2z/Yjyn0BgD/uZ6GyUYivppJVikulNDadjoeruQ42DGMOGY4pqOu0FgnFUuRUNWP0L4+x8EAklg5wIM5ASiqux8aT8fhpli+xOulMdBH+vJ+Nw8tCuikNewNN0/joUgrii+pxYmUoazuSPNxPr8Da47H4dro3q0yntLJGzNwdjrF9LfDDTB/WjVfXk8uw5GAUtox1xzuj3VgFtKugwr8RKvJGhX8d2ASadmCgiwlOrAzFH/ez8NOtDFYDl6u5Lk6v7ocrCaX44moq8WOsH+qMFQMdsWB/pNyhmgkafC72LwlGo0CMN0/GK8yiaRSIMHdvBJ5mVXcON/IQlV/baziwt40+fpnjh81nEokHzSl+1lgQao9VR8nDj98b4wYDLTV8REjCcDgUfp7ti2fZ1cRWJR11Hn6a5YsfbmUgl5Bw6mOqgzeGOWPr+eQex5SiKHwx2QuX4kuILV0afC62jvPAj7cyiPNRbAy1MC/EDj/dlk8abRrpihORhcQqDB6XgxUDHbHnUa7cz2ZeiB2i82tZkQtzQmxxNraIOHyYoihM8rUiqn3vgLGOOvxtDXCfUCUGAIH2hqhubkcBC7WQnw075Q0AuJrrsK8LN9RECSvyRrbzW9tLXXhXjPY0h6v5PzvV6jwONsoJReVymQOLpTRAQf6Nfcd37VWCqAPNAjGrjBeplEZ1czsr5U1edQus9DVZ7Ua/Vt5Nfh2CGMKKw3Nq4G9ryCov4356JauWKamUxt/JpZjEIjA4u7IJySUNrIiQC/ElcDDWJq6OBoCdD7NfKsbIPneBSII/7mdh8yhXYjIjpaQBV5NKsYWF+uXws3xIaJq4rpqmaXx4MRnjvCwwmEHBwoS6lna8fy4Jn070JK72jsitwZ5HudgxP4D4e/nbvSzkVbfg59l+CluaInJrut0niqU0GtpEqGwSwoXQolVU24rlh2OwaaQrcWX1rRfl+OzKC+xdHESkHqNpGl9eS8WTrCqcWBkKs//D/JebKeXYcEJGRE3xI/9uxRbUYs6ecCwNc8CH48lqzrvi4NM8vHc2EX/M88d8FvZEFVT4N0NF3qjwr8Nbp+JRRzA8vApfWwOcXRuGC3HF+OhSCqvshz6mOjizpj/upVfgw4vJxDabN4a7YGmYA+bviyAacHXUeTiyLBhFta1472yi3OeVSGlM3/kcycUNCombDihDJozua4HNLCvE3xvjBjsjLWw6lUB0rHlcDnbM88eTrGqcIGz6MtPVwE+zfPHZ5RTkVcvP9WFCvz7GmBNsi3fPJhKfGx2Bf/ue9FSz2BlrYf1QJ3x0MYWYmBjvbQEHYy1WeUvrhznhWXa1XJLAy1ofA11MsPshufpmTrAtiupaES4nj8dYRx1T/axZBXwPdjEFh6LwMIPZ0seEST5WuJtaQazWAmStU2wqwzXVuAiwN8BzFq1T3jb6KG8UsFL8uJjrsq4LtzZgVxfO43Kgr8knsk5RFIUvpnihY9Yy0lbDKA/zno/N4TBeR6U0DabNXaFYFlbMNES0tItZtU3VtLRDIqVZZd4UsLRMAbJdbU9LcvKmXSxFYnE9AhnCimWWKfLaXbFEiocZVRjuQU7eROfXQiShEeZEbtU6G1OMMX0tYKBFpjigaRqHn+VhaRh5PXhOVTPuplVi9eA+ROsA4HhEAYy11TGWsBWLpmXV4EvDHBnzW5hQ3iDAr3cz8dUUL2Kl1qWEErwobSSuuu4gffxsDTCLUBVV0yzEW6fi8eEED2KC8n56BfY/ycXuRYHQ11RsH3qeXQ15lxKaBt45m4gfb2Uodc/W0CrCssPRGO9tgZWDyMix8JwabDqVgF/n+qE/wflP0zR+vJWBG8nl+GtlP1ZqNyZcTSzF5jMJ+GOeP8Z7k+cqPcyoxOIDUXh/rDs2DHNmRdxIpTS2XUvFnw+ycWJVP4yQ81tAAtJNNhVU+F+AirxR4V8HAy0+Zux+zioXowPOZjo4ty4Mkbk1ePNkHKucDFsjLZxZ0x+RubV492wi8UC+cYQLFvazx/x9EURDmIGWGo6tCEVicQM+vtxTlcKhgEk+ltDV4ClsewEAWkrjYYZyaoOOCvHlh6OJg5N/m+uP/OoW/MygAGGCmZ4Gdsz3x9d/pxFXrQ9zN8OcYDtsPBlPXD3+/hh31LeK5JIwiqDG4+DbGd7YcT9b7k3F6iF9IBRLcCS8gOhxO9rDDjzNIx66zXQ1sDTMAT/eSpf797dGuOCvqAJUEhIIWmo8LOpnz5iHtGygAy7GlxCpNADZ+TIryBanujR/SaQ0HqRXYunBKPxyJ5NxrYelLqwNNXGXRfjwSA8zPM2uJq64B2TWqecscm90NfhwMdNhpb5xs9BFVmUzMXEMyBRZr9U4RfiZBtobdhISbwx3lrtrzqGgoCqcObBYKJYovM41C9kpbyqbBNDX5LNSz+TXtMKeZU14KkvyJqW0AVpqXDiZ9nxemqYRnluDfixIlLjCevA4FHxtDIjXXk0qxTgvC2JbhUgixfm4YsxhYel4ml2NhjYRJvqSD6e7H+Zgiq8V8cDcIhRj18McvDvGVaEiRB7upFYgq6IZ64eRN/189XcqRnmaE5EDgMwO+MXVVHw1xYs4R+VifAmi82vx7XRv4ortd84mIsDOEAsJlRYFNS3YdCoB30z3hruF4u9Gk0CkUAUpktDY/yQXq47FKCT5hWKZ7dzBWAufTepL9F5TShqw+mgMPp/sSVxxv+N+Ns7EFOHEqlBiVZMiXIgrxpbzSdi5IAAjPckJk6uJpVh3PA7fzfBhFQIOyNRpb56Kx920ClxYHwY/wtyhV/EgoxKrj8a81mOooML/i1CRNyr86/DNNB8McTXF9F3PWOdFAICVgSbOrg1DSb0Ayw9Ho5lFZa+lviZOremHlNIGvHUqgbhWe9NIF8wPscO8fZHIrlR+B8FUVx3HV4biUUYVvrvRPXuHoii8NdIVMR+PxM4FARjsYgIOJT8TQiSl5VZcy0NHhbilviZxhbi+Jh97FwfhWEQBrjLYWm69KMc1OX/r18cYG0e4YN3xOOLA3y3j3CCR0sSkkaYaFz/N9sWvdzORXk5WIR1gZ4jZQTb48GJyD2JNncfFtile+OVOJsoJm4J8bAwwztuCVW7OmsFOSC5uwLPsngSDl7U+BruYYjeL7JvF/R0QnlMj1/7nbqEHf1tDnIwiU00BwKxAGzzKrER8YR1+upWOoG13sPZ4LB5mVqFQQRsYRVGY7GuFKwnk1iknUx1Y6mvgqZxj1BvCnIwRzjb3hmVosYOxNtrFUpTUk5Mwr18XTq58fONlRsWMAPm79TwOBxKG4yelwTg8tYulCvNUmgXsMm9er2mqBQ4sBq+GNhGK69rgwYK8ic2X5d3IO075Na2oaxWxshHdS6/AUDczYiuQWCLFjeRyVi1T99Mroc7jslLsHH6Wj3khdsQZO6X1bbicWNqtvl5ZHHqWB3tjLeKmp3axFN/eSMfbo1yhRxiO/DizCo8zqvDhBA+idQDw+ZUXGOBkgrFeZMRCcV0rPrv8At/P8CG2le1/movsymZ8N8OHiAhpa5dgzbFYzAi0UcrmE19Yzxhe3gGhWIoH6ZWYtzdC7t87goIFIgl+n+dPdO7nV7dg6aEorB/mjDnBZCTVvse5OPgsD8dXhsKJMBRZEU5FFeKTSynYtzgIQwnPUQA4EVmAD84nYdfCAFYWSECmYlp8MAoldW04vy6MNbkNyMjog0/zsOFEHN4fR241VEGF/9ehIm9U+NeBy6Hw2aS+WDfUGfP3RShNPsiDkbYa/loZCg5FYf6+CNQ0K1eD2xVmuho4tbo/8qpbsO44mYqHoii8PcoVc4JtMG9fBFGwr7WBJo6vDMX5uBL8+SC7x995XA5GeJjj6IpQRGwdgY0jXGCmqw41Lgdd70VyqlqUft+vUyHubKaD3+b6Ycv5pG516VIpje9vpmPNsVjGbJa1Q/rAw1IPm8/It4oxQZ3HxR/z/XE8okBhs5Y8BNgZYvkAR7xzJpGYlHtvrDsKalrl1mmHOZtghIcZvvo7legxAZki6F5aBWILaonW6WvxsWaIE35kyHl6ayQ79Y2prjqmB9gwqm+WD3TEsfACouMnFEuQVNwATT4X03c+x74neahrFUEoloJLySq2FWGyrxUeZ1ahoZUsY4miKNatUz42BmgTSVhl0PjZGiKhsJ54nRqPA0eWjVM2hlqsSB9AFlrMxrbq95I4YGoT4XAoSCSKqsLlP65QLFWovGlhGVhc1ShklXcDAHnV7JQ36WWNsNTXgCGLcNKYglpGy5Qs78aAlYroXlolRrCwTIXn1oDLoRDiSG7VOhtThFlBNsQqlvzqFjzJqmalDNj3JBcjPcyIh+aGVhH2PM7FuywCV49HFIDPpTCXsApdKJbgsysv8M5oV5gRBmrfTCnHs5xqfD65L9E6qZTGO2cSMdHXktjqEldYh1/uZGHH/IBeLU9dQdM0tl5Igp4GHx+OV46kis6rZbyOdECNy4G1gSaWM9Rj/3wnA3GFddi/JBhaaspfOyobBVh0MBLT/K2xdgiZ9e5YeD5+v5+FYytCe1UXkeBoeD62/Z2GQ8tCMMCZrPGNpmn8+SAb399Ix5HlIayIH0BG+s3Y/Rx6GnycXNWPmPjrCpFEio8upWDnwxwcXxmK0Z5kBKQKKvwvQEXeqPCvxYqBjvh5ti/eOhVP3A7UFdrqPOxfEgRbQy3M2hPOaqgx0lbDyVX9UNUsxKqjsUTWC4qi8O5oN8wIsMG8vRFEGS2OJto4vjIE+5/mKcwXMdPTwIZhzojYOgKHlwdjTF8LcDn/RICejVW+yUhXg4+DS4NxN7WC2FY03N0cbwx3xppjsahuFqJJIMKSQ1Gd7V8FNa1yQ3kpShZCnF3ZjF2PyHJfnEx18OkkT2w+k4hqQnLurZEukEhp7LjfkxxTBB11Hr6a4oWvr6ehqqnnc340wQOPM6vwiJBQstDXwJrBTvjyWhqxXWbZAAcU17XKtRT1tdLHEFdT4mMLAKsGOeJqUinKGnp+b4a7m0GNx8GNlJ6tVK8iq6IJn195gYCv7uKdswloFIhBA91ym/g8Tq9qCAcTbbhb6uLmC7J2NAAY6WGOu2mVxMdWjcdBsIMRK+uUn60BkksaWGVvuZrrsiKMrF8GFrOxXBlp81HDgrzReLkbzhQ4z+NQCpU3jLYpETN5I5XSaGmXsLZNsa0JlylvyMmb1LJGVqobmqYRW6AgrDi3hthaAwCFNa0oqGnBIBfymu9riWUY721JrNipbBTgUWYVqxaco+EFGOtlQVTHDMiyWE5FFWH9UOYGIybse5ILb2t9hBEOxvWt7fjtXhY+muBJbCvb+ygXWmpcYpKqoVWETy6n4NOJnsSqsv1Pc1HeKCDOyGloFeHNv+KxeZQrsU3myPN8PM+pwY4F/kpXSD/JroZIznWNx6HApSj062OE/UuC8Pj9YZgiJwz7r8hCHI8oxKGlIUTHqENZEuJgTBzkeyamCN/fzMDhZSFEwca9Yf+TXPx4KwNHV4QQk6g0TeOb62k49Cwfp1b3J27Z6sCL0gZM3/kc/foYYc+iQFaB6R1oaBVh6aEoxBXU4fIbA1gpCVVQ4X8BKvJGhX81xnpZ4tiKUPx6Nwtf/53KahgBZAqN3+f5o38fY8zc9ZxVEKi+Fh/HV4SgrV2MZYejiJqBKIrClrFumOZvjXl7I5BPQOC4W+jh8LIQbL+d2WvFModDIczJBLsWBiL245H4aLw7eBwKf97PIrKNWRlo4sCSYPx2Nws3lRjMu2LdECcE2Bti+aFojPvtCSJzazsHdDUeB4kM2Tb6mnzsXBCAHfez8ZzQ2jI7yBahfYzw3tlEIrWQOo+Ln2f7Ys/jHCQXN/S+oAtGeppjgLMxvrzWU2FjpquB98a44bPLKcTtaasH90Flo4C4VUlLjYc3hjnjJ4awxrdGuOJkVCFxeG4fUx0MdTXFoWf5Pf7G5VBYGubQa3Dx51deYPSvj3EisgAtQjEEIvlKHQ5FwUSJXbtJPla4mkhO3gQ7GKJdLGE8BxUhzMkYz7LJQ4tdzXUgkdJEqrt/1rILLbYy0EC7RIoqFkpDQ212ypsO1QfT+c7lMFeF0wqVNxLGsNaWl5kWOiwCiyubhKxaXqqahWhtl8COMHwWYB9WXFDTisY2MbzlDH40TSMitwb9+5CTN/fSKxDiaARdQktPu1iKmy/KWVkszsUVo18fY1gT5s40C8U4G1OEpSwqvg8/z0eQgyHx4FzdLMTBZ3l4Z7Qb8XP+fi8bfrYGGELY9FRU24qdD3Pw1VQvYtJn29+p6Gulh2mEDV5pZY3YficT22f7ERGhNE1jy/kkuFnoErdhRefX4vubGdi1MEBpdZFIIsWL0u6/0+o8DngcCtMCrHHr7UE4tbo/BruayiVXHmRUYtvfqdi3OAjOBK1Ube0SrDgSDRtDLXw/gywL6HJCCT6/8gL7FgcR18Qrwp8PsrHjQTb+WtmPmOQQS6TYcj4JN1LKcW5tf9btd0+yqjB3TwSWhDngqylexERuV+RVt2DazmfQ5HNxbl0Y8fVBBRX+l6Aib1T41yPQ3hAX1oXhTmoF3jwZz7pKnMuhsG2qF2YG2mDWnnDEE1Y6AzJVypHlIeByKCw6EEkU7EtRFD4Y546JPpaYty8CBTXKEzh+tgbYtyQIn195gb+TlBtaDbTUsHKwE158OQY+tgZYdzyWKNi3o0L8nTMJRNlDFEVhso8lkksbUFLXhvYulhoaQFwB83H3stbHZ5M8sfFUPFFmDEVR+GaaNzIrmuWSDIrQ10ofG4Y6Y/OZBOJz6/NJffEwoxIP5FRQLwi1h54mn7hBSlONiy1j3fH9zXTicN15oXZoForlEj+eVnoY6mrGqtFqzZA++CuyUO75PivIBlkVzQq/T+O9LaHO4zAG1nZASivX/jPR1xIRuTWsKtCHupnhHovA4zAnE0Tm1hAHl/O4HHhb67OyTrma6yCDBXmjzuPCXE+dVe6NMYvAYtlzvlTeMFxjuBxFVeG04swbBjtQByGtTWB96EAlS9tUQU0rLPU1WO0ws1XexBTUwctaT64tKqeqBY1tIvjZGRA/rqwinDzc9Gl2FXTUeQggfE6apnE2phhzCG1EgCyQ1dFUG/6E6o4mgQhHnudjwzBy1c2uhzno18eYeOjOrWrGicgCfMQyr2aqvxXxQP44swo3UsrxzTQyckEoluDt0wlYNagP8fs8FlGAhKJ6/DTLl8gCV9kowPoTcfhgnDujFVAe0soaIXppmVLnyZrx3hjujOiPRuLHmb5wNtNlXJtS0oA3/4rH9zN8iFQqIokUG/6KA4dDYcd8fyJC7WZKOT44n4xdCwNZKePkgaZpbL+TiQNP8/DXyn7wtiEjJAUiCTb8FYf4wnqcWxsGBxN22TTnY4ux+mgsvpzal3UzVQee51Rj6p/PMNLTHHsWBbGywaqgwv8SVOSNCv8JOJho48L6AShraMPC/ZGsq8QpisI7o93w1ggXLNwfSZyTAsgUDgeWBENfk48F+8heC0VR+GiCB8Z6WWDe3ggUKQhnfRX9+hjjzwUBeO9colyygAnqPC52LwxEbUs73j9Hlikzuq8F3iaoEKdpGnse5WDdiTjQtIys6Yp2sbTXyuU5wbYY6maGN/4iD03+fZ4ffryV0S1zRxmsG+oELTWuwqYjeTDT08DWcR74+FJKDyVWB1m453EOcZ35ZF8rmOtpMGbNMEGdx8WmkS6M7/+tkS44FV1IHKYcaG8ENwtdnJRT6a6rwcfMQBuFpFmIoxEurBsAPQ0+YyU0AIjEtFLKG0t9TQTYG+K6kkRmV4z0NMddFrk3nlZ64HAovCglC7gGAD87A8SzCC12MddFdmUzK8sV27pwQy011LSQK3YoioIGn9OL8kb+91kWWCz/cYViKdQZTpoWoRiafC6rHd+qZnaBxfnVLaxUNyKJFJkVzax2uWMLahltDeG5NQi0NyQO8G0WihGRW8Mq7+ZaYhkm+FgSD2xRebWoa23HKMI2HKmUxuHn+azqwU9EFsLZTAehhLaS8gYBTkQW4J3RrkTrAODbG+mYGWgDV3NmMkEe7qRWIK6wDu+PIQtpbRGKsfVCMj4Y507cpLX9dib4XA42jnAhWveitAHfXk/H7/P8YUSQ4dRBhgx0NsHi/mS2sG3X0gDIrm3fz/BB9Ecj8eZwl14zpErq27DscDTeGO5MpBaTSmlsOZeEsgYB9i8JIsqUepBRibdPJ+C3uX7E6ism0DSN729m4K/IQpxa3Y/4WtIsFGP54WhUNApxdm1/WPSSL8f0Gnbcz8LnV19g/5IgTPMnq5N/FaeiCrHicAw+HO+OD8d7vJZ6RwUV/legIm9U+M/ASFsNf63qJwtR3fWcSLnyKpYNcMTX07yx5lgsriWRN9do8LnYsygIVgYamLcvQmHWCk3T3RQvFEXh04meGN3XAnMJCZxhbmb4aZYvNvwVh/BeSJCu0NXg4/CyEMQV1uPbG2lKrwP+qRBfcThGodJIIJLgzZPx+Pl2pkKFRWJxvUJrE0VR+GqKF5qFYvxwU379NRMC7Y2wbqgTNp6KV1gT+ip4XA5+nu2Lo+EFiMknCwueG2wLawNNbJdD/PjYGGBWoC0+lVP5rggcjqw6fM/jHLlZM4owK8gWH0+Un1vgYamHYW5m2PWQLOMHkNm5Dj7Lk6veWhrmgJsp5QpJIU8rPVx7cyDMdTXA58q/QZPQNEyVDDuc7GtFbC0DgCGupsiubCb63gEy8qFfH6NeyUd5YN84pQWaBvFrBdiHFhtpq6GeMAy6Axp8ruLMGwYuVkrT4CqqCmdol2kSiFlZpoCOzBvy4SW/pgWOLHarc6tawONQsGdB/MS8bJqSB7aWqadZVbAz0iIOXhaIJLidWoFJLFqmzsQUY6qfNTHR9DirCo1tIkzwIasHF4gkOPA0D+uHkisD/rifhRHu5uhrRaZseJ5TjfCcGrw9ioz0aWuX4PMrL7BlrLtcMqK0vg0Tfn8id8Pph5vpsDHUxPwQsvajiNwaHA0vwC9zfJXOnAFkJMCbf8Vj3VAn4qyVb66noUkgJlYIReTWILGoDptGOuPplmGY6m/NaKfsioY2EZYdisKYvuZYM1j5kGGapvH19TTEFtbhyPJgoraw59nV2HAiDj/M9MFowipxRa/nq2tpuBRfgtNr+hETg3Ut7ViwLwIcisKJlaEw0CIPTRdLpPjwYgqORxTizJr+xAHJXSGR0th2LRXf3UzHoWXBxM1dKqjwvwwVeaPCfwoafC7+nB+AEe5mmL7zOeJYWJ86MNXfGjsXBOD9c0k4FlFAvF6Nx8GO+QFwNdfFnD3hcrNEBCIJ5uyNwLrjsd3+O0VR+GySJ0Z4mGHevgiiHfLx3pb4fHJfrDoaQzQQmuqq4+jyEFyML8E+AkVHR4W4hb4GY4W4VEpj+s7nuJlS3s0mJQ9t7RLk1yh+v5pqXOxaGIhTUUW4mUKmrtgwzBmmOur48ipZ25OzmS7eGe2Kd84mEhE/HA6Fb6Z740RkgVx72btj3JBW1oRrhCqRQHtDjPQwx48sqsMVYeMIF5yKLiJW34zyMIe2Og+XE0p6/M3BRBuDXU16DRa3NdLC1TcHwslUB2pyhgUuh4KepnLD+DgvCyQVNxATG/qafIQ4GrFqnQpzMmEdWpxR3kh0XgEyUrGPKbvGKWuWdeGGLG1TAKDB4zLmGSlS3tAKlDftYqnccwUAWoQS6LKQ2NM0LbNN6bFQ3tSwa5pKK2uEu4UuccNSfWs7squa5ZI3NE0jkmVY8d20SuJWIQB4mFEFYx01eFmT7fo3CUS4nlzGyjJ1+Hk+5ofaE5M+52KLYaSlhuHuZOqiwppWnI0txtujyNQosoE0DRuGOSulIOyKHQ+yYKanjtkMQc5pZY3IKG/CiiPR2HgqvrNtLzq/FmdiivH9DB+ic6tRIMI7ZxKxZaybQrvRq6BpGh9fTIalgQaxFe1yQgnOxxYTB9sW1rRi3fFYfDHFC5tGKt/61S6WYu2xWNgYauHzSX2JyKKdD3NwJbEUx5aHEpG8Mfm1WHU0Bl9O8WJdu/0qpFIan1xOwa0X5Ti9ph9xY1pZQxtm7QmXZRkuDWIV8N7aLsaaY7GILajFhfVhrOyfHWgWirH6aAzuZ1Ti0voB6MeCfFZBhf9lqMgbFf5z4HAofDzRE28Od8bC/ZHEgbpdMczdDEeXh+DHm+n47W4WkToCkNXi/jLHDwF2hpi9J7wbCdMulmLlkRjEF9bhoZxqY4qi8MXkvhjqZop5+yJQSrBLPjvIFu+MdsWSg1FIL1fexuFgoo2DS4Px270sXIrvOYQzoWuF+KeXe1aIUxQwwsMMfC4HGr3shqnzuApzbzrgaKKNH2f54L2zSYy2o8omAepbuw+aXA6FX+b44UZKudL5QB1YNsAR5roa+PY6meLH2UwH64Y444MLyT3ILX1NPj6e4IGvrqUSZSQBwJZx7rieUkaUOdQbPCz1MMLDDDsJ1TccDoVVg/pg35Ncud+T5QMccTKqsNfcIGMddVxYH4YAe8MeLUJ6Gjylb7CNddQxwNmEmBQDIKsMJ7AediDMyRjR+bUQismyiCz1NWCio46UEnLLlau5LrIqycOObV42TpHCWFsNda3txNdCAErYpuSvkwUWMylvpIzKm2ahmNUg0igQQyiWssy8aYGDMbl6hm3eTVxhHRyMteWSAVmVzWgRSuBjY0D0mFIpjQfplcSkBgBcTSrFJB8rYiXL1cQyuJjrEB+D3KpmPM+uwYJQsp15sUSKPY9zsH6YEzFh9tu9LEz0sSQiNQBZLk9DmwjLCEOVsyubceBpHr6a4sX4WksbBOBzORBJaNxMKcfgHx/gSkIJtpxLwtujXIizSz6/8gJ9TLWxuD/Zaz0bW4yn2dX4ZY4fkcUlvbwRH15Ixq9z/YjIzyaBCCuORGOqvzXmEiiLaJrGB+eT0CwU4495ZFk1J6MKsedRDo4uD4EdwXc9sageyw5F48MJHpgZ+Hp2og5IpDS2XkjG48xqnF7Tj5g4zqtuwcxd4Qi0M8Qf8/yJCVBAFtw9b28EWtrFOLs2jNia1xXFda2Yues5hGIpLq4bwDpzRwUV/pehIm9U+M9i6QBH/PoyULejipoNghyMcGZtf5yILMAXV8kbrbgcCt/P8MEgFxPM2SMLIhZLpFh3PBbR+bUQSWiocSlcl6MgoSgKX072wkBnGYFDYpFZNsARqwY5YuH+KKJMFR8bA+xcEPDyhkD5zB9dDT4OLA3G3bSeFeIdWUIxH4/E+2PdYaKjxljvKxBJEKWkNWmslyXmhthi3fGe9ex3Uysw5IeH+O5GT6LF6qUnfuuFJCJVE5dD4cdZPrgQV4ynWWQKi3VDnSCWSHFAzrk4xc8KzmY62H6bLFPH2kATqwb1wZfXUlkN00zYOMIFp6OLiC1Z0/ytUdsiwsOMnudNfydjmOlqKEUKaqnxcGxFCEZ7mnc7T0iyEwD21qmRHmaIyK1BEyGZ5mymA10NPnH4MEVRL61T5EpBV3Mddsobtpk32moQSWg0EbTTdaB325SizBtm8oZJeSMjb8iHkaomATT5XOJgTJqmUVDdymrgSCtrZJV3o8gyFZ5TgyAHQ6XsI12RWFwPkUSKIMKA2tZ2Me6nVWKiL5l9CQBOxxSxrgcf501eD34tqQwUKEzwJnut2ZVNuJZUik0jyGxPre1i/HgrAx+McyfKRqFpGp9dScHcYDuFbVhl9W2dpHG7WIqGNhE2nU5AdbMQkwkVHteTy3AvrRI/ziQLGs6qaMIXV17glzl+RGqUhjYR1h6LxcpBfTCcICBbIqXx1qkEWBpo4qPxZOHPv9zJRGReLbHS5GZKGb66lor9S4KJiMa0skYsPhiFTaNcsSCULMuHCWKJFO+eTZSpq9b0h40hGWn8orQBs3Y/x0QfS3w3w5u4vQyQkT/Tdz6HvbE2jiwPgb4mWTNdV8QW1GHqn88Q5GCIQ8uCoa/F/rFUUOF/GSryRoX/NEb3tcCJVf3w54NsfHk1lVWwJyCr4z6/LgwPMyrx9pkEolYmQKZK+GqKF8Z5WWDW7udYfjgaT7OrOyuy20RSnIrqGfbasfbrqV7o38cY8/ZGENlZNgxzxoxAayzYF0GUbzHY1RTfTvfG+hNxSCKoTbY20MSBJUGMFeLa6jwsH+iIiK0jsH22H1zNdcDnUuh6e0hD5l9XFu+PdYeuBg8fX5LlxoglUnz9dyrWHo9Fm0iCWAYVz1gvC0z0tcKmUwlEDUH2xtrYOt4D759LJFLKqPE4+G6GN367m9Ujj4miKHw5xQunoguJw5TXDnFCUW0rK4UJE9wt9DDSwxw7H5A1T2nwuVgaZo89j3uuoygKywc64OCzPKWIJj6Xg9/n+WNRP/vOHVxSH/7ovubIqWpGdiUZuWFvrA0HY208ziQj6CiKQpiTcbfcG5qmUVDTgvOxxahRkH3lZ8cu98bFXBcZ5eTkjY2hJkrq24hJP111HngcinVduCLblKK2KeaqcCnjbnGLUAwddfIBoLJRFlZMqh6pbWlHk1AMe0LlDU3TSC1l3zTFRLJE5NawshzcT6/EUDcz4mHuXlolrA014UaYt5FR3oT0skZikqFJIMK52GIsDXMgWieV0tj5MBtrhvSR+x6lUrqHErYDv9zJwsxAGyLFBQDseZQLG0NNTCTM5bmaVIaM8mZs7iUYOa+6Ba9+faQ00NouwfCfH+F8bLFS3/XKRgE+vJiMr6d5EQXWCkQSvPFXPJaEOWCQi/IBvFIpjXfOJMDRRBtvEYYif38zHfk1LcTKmdPRhTj8PB+HlwUTkUzPs6ux+Uwifp/rT5Tlk13ZjIX7I7F6cB/iynQmiCRSvHU6ASklDTi1ph9xuHBUXi3m7o3A8oGO2Dreg1UbVFxhHabvfIZx3hb4dY4fK9VOBy7Fl2DRgUi8OdwF26Z6E2UsqaDCvw2qs1+F/zz8bA1wcf0APMyoxIYTcayrxG2NtHB2bRiyKpqx6mgMcT4FRVHYOs4dhlrqeJz1D3HTgeSSBkalA4cjq7oOcTTC/H0RcvNzmJ7zg7HuGOZuhgX7Ioiqk6f6W2PTSBcsOxRNrNzZ3kuFOI/LwQQfS9zaNBgnVvbDQBcTcCkKHTm1BTWtnTW/vYHPlWULPcqsxP4nuZi1OxxHwws6B8G86hZGcuaTCZ5oaBPh9/tkFqEFoXZwMtPBV4S5OYH2RpgRaI2PLvYMKHY208HKgX3w0aUUIpJRW52H98a44bsb6azPbXnYOMIFZ2KKetj1WoRiHHyai1SGVqWF/eyRVNwgl/Sb4meNqiah0qG+FCWzQG4Z4wYAqG4iaznS1eBjuJsZriSys06xaZ0KczLGw4xKXIovwdunExC07S6G/fQQ75xNRFIxMzHnZ2PQTbEjldLIqmjCmZgihTXrrua6yK1iPseZYG2gBYFIihpCEoaiKNa5N73bpuSf9zTAaJtqF0sZlSXNQjF0WChvKpvY1YTn17TCTFcdWoTV5FVNQtS2tsPdgoz0aBdLkVhUjyCHnuSNVErLwopZ5N3cS2NpmUpkZ5k6E1OE8d6WxLv252OL4WSmA3/C2ux76ZWobxVhRoB868rT7Gr4f3Ub751N7Pab/KK0AffSK/DGcLIsl/IGAfY+zsXHEz2Jjk2TQIRt11Lx8QSPXgNxmbK9xFIare0SbL2QjPn7IhVu4tA0jffOJWGoqykmEgZOf3E1FboaPGwmDGL+80E2Miua8escfyKVz9mYIpyOLups9lQWjzKr8PmVVOxdHAQXApIxubgBa47F4sspXhhJ0IZWUNOCBfsjMD/UjlUdvTwIxRJsOBGH3KoWnFrdjzhY/X56BZYeisLWcR5YP5Tda7r9ohwL90di00hXbB3nQWw97IBUSuPn2xn45FIKdi4IwBJCIlYFFf6NUJE3KqgAwM5YC+fXhaGmRYh5+yIU7oArgqmuOk6t6QeBSIKF+yN75KkoAk3LQuXyGVqw1LgcXElgtnhwOBS+m+6DAHtDzNsXgUoCAuerKV7wtzPE4gNRRK955aA+mBFog8UHI4mInzFKVohTFIUQRyMcWxGK25sHY3qgTWcw6clI5UOizfU0sG6IE76+no7kkoYexFhOlfxjrqnGxR/z/bHvcS6i8pRvkaIomRXu5oty3E0lG/DfH+uOrMomXIjraR96Y7gzaluEOMmgwmLCjAAbGGrz5Vqy2MLNQhcjPc07s29ahGLsfJCNkK/v4qtraXjEYKkz0FLDnGBb7JETeq3B52JBqD2xjXH1ECeMcDeFlMFWowiT/axwNbGUWGEyytMMDzIqlSJFGtpEuPWiHB9fSsYvd7KQWNyArReScSm+BDUt7Z074opsD7ZGWihtEOCLKy8wY9czeH52E2N/e4IPzifhqgLrl52RFigKKKhthUgiRXZlE64nl+G3u5k48jyfcZ2mGhfG2mqscm+MtGS5N6TQ4HPRxkjecJjJG4XKGwmjBZNt5k1lk6DXsOKqJmEPIkqWd0NumXpR1ghHY21i0udFaQM01bjoY9IzoDSjoglCsRTeCs45eSitb0NGRROGupHVFzcKRHiYWUVsmWoXS3ExvoQxiJcJUimNI+EFWEY47NE0jT8fZGPlIEdG+1KzUAw+l4PLCaUY9P0DfHY5BdXNQmy/nYkFofaw1CfL9PjxVgZGepojgJBk+uVOFvqYamOKX+9ESnkv9wPtEiki82ow4ueHqGIgwY9HFCCzoglfTPEiep1XE0tl1xxCBczDjErsepSD3QsDiSwyMfm1+PTyC/w5P4Co2e1FaQPeOBGH72Z4EynScquasfRQFDaOcCHKqimpb8P8fZGY6GNFTGoxQSCSYO2xWJQ1CHByVSiMCYOvLyeUYMOJePww0wfzCXOiOnAsogCbTidg+2y/1yJb2toleONkHC4llODC+jAMdSMnjFVQ4d8Idh2ZKqjwL4ShthqOrQjFO2cTMX3XcxxeFsKq0lVPg48jy0Pw5sl4zNkTgSPLQ3qVrMpqHFNxLq6E0XIlEEtxKroIa4Y4MT4O52V+znvnEjFvXwROre4PUyV2iDkcCj/O9MH6E3FYcigaJ1aGKp3n8MFYd1Q1CbHsUDROre4HXSUrMVcMdER+TQtWHI7B2XX9e905dDLVwY8zfbFlrDvm7AnHoWf5mB1s1+uuGk3T2P0oBz+/zIt51XqhxuMgpaQBbgy72u4WevhgnDs2nYrH9bcGKW3NsTLQxGeT+uKDC8m4Y28ot75VHvQ0+Phishe2XkjCUDfTbjdfGnwuvpzshbdOxWNMXwulPlvgZXX4BE8sPxyNWYE2MCPMf2DCWyNcMPH3J9DR4OF4eCFEEqksY6SXDI0VAx0x/OdHKKxp7WEvWNTfHoO+f4C8arJK5e2z/RHyzV1kVjQR1aAOdzfD++eSkFLSCG8b5QdZP1tDcCgKsQV1CGW40Y8tqMMH55OQXdkMDT4XQrGkk6h5laQw1lbr/DxpmkZySQPiCuoQmVeL2II6VDYJQUGW4SHpQjRp8jno79S9clUkkaKgpgVZFc3IrGgCn8vB7N3hqGttBwUK6i8VLkEORow3140CEYx11HAzpRxJJQ0orWtFXnUrCmtbYaDFx1+r+jEeG0NtPmpbRJBIaTS2iVDb2o761nbwOBz42howrtPsJfOG0TYlZc68aRdLGa8RLULFVeFCsQR7H+VCS50Hcz11mOtpwExXHaV1bQp3s0USKUK/uQspDRhq8WFnpAVXC12U1gvA41BIL2+EvZG20o05bC1TsQV1CLQzlLvrHZ5Tg2AHI2L7wf30SgTaGRJbFO+8qICzqQ5x083dtAroavDQrw9ZpfSjrCo0C8UYT5hZE55bg7zqFsxXkDsikdLgcii0vsxROxlVhBORhQBofDRhCNHzJRc34O/kUtzdTLYurawRJyILcO3Ngb2qdaRSGnUtii28fC4FDkVh4wgXmOj0/Gxzqprx7Y107F8cRKRkKahpwYcXkvHzbF9YEwTVFtW24q1TCfh6mhdR1lNxXSvWHo/F1vHuGOiifBV1aX0blh+OxtqhTpjiZ630uvIGARYdiMKsIFusIqgSr2gUYP6+CAx1M8XHE5SzJUmkNPKqW+BsJv871NYuwaqjMWhpF+PEqlCienIAOBqej+9vpGP3okAMcSUjZwHZefbj7QyciirEsRUhCLQn+852RUWjAKuOxkCdx8Gl9QOISSgVVPg3Q0XeqKBCF2jwufhjrj++v5mO6TufYf+SIFY/QBp8Lna9DPWdufs5jq0IVTiI/ngrA8cjCnutyS6saUVWRZNCOS+XQ+HHmb5450wC5u+LwMnV/ZSqHeVxOfhjvj9WHonByiPROLwsRKngRA6Hwg8zfbDiSAzWHo/FwaXBSnmbOyrEVxyJwYYTcTi4NFipQcJERx233x6ClUeiselUPPYvCWZsrWhoE+Gtk/F4nlvDOPgJRBIklzRghoIds8X97fEkqwofnE/GroUBSkvbZwRY42ZKOT65nIId8wOUWgPI8nYuxhdj299p+GWOX7e/DXM3Q5iTCb69nobtr/xNEUL7GGOImyl+up2BH2b6Kr2OCa3tYjxIr4SUBvY9yutGKFAAaDArWWwMtTC2rwUOPM3tsYtrrqeBcd4WOPI8H59P7qv069HX4mO8tyVORxfhk4meSq/T4HMx2tMcVxJLiMgbLofCcHcz3EuvZCRvtNW5yK9pAY2eZM2r8Lcz6Pz/U8saMXnHM6jxON3IXBrodpwBQCCSduYr1LW0Y9aecORWNXeSNCKJFCIJjX/EhDKbhCaf01lFKxBJ8O31NKSXN6Gkvg3VTUIIxFJQkNkKeRxON+Ip9OXztYulOB5RgLKGNlQ0CVHdJERNczvya1oQW1CHd88mAgA4lOz7rqvBQ8KnoxmPgYzgUpB5I2HOvGH6Sk7ytVKooDBVcG0US2j8di8LFCWzX0ppGu1iKaS0jEy6nVoOM111WBtowcZQEx6Wepjqbw0+l4O+VvpILmlAXasIda0NSCxuAIeSvY+Jvz+FWErDQJMPWyNNhDgaKzxnXyusWI5lCpCRFGwsU/fTKzHCg2XLFIvq4zMxRZgVaENstTr8LB8LQ+2Jw5h3PczBkjAHhZsXryrAOn63uRwK439/gnVDnLBiUJ9eN0Bomsa2v1OxfIAjUZisVErj40spWDrAQSlrT3WzsMd1owMUBXApCmP7WuCTiZ5yiX2RRIrNpxMwL8QOYc7KEyJCsSznZmaQDUb3tVB6nUAkwZpjsZjiZ4Vp/sorWVqEYqw6GouxXhZELViNAhGWH47GcHdzrB/KvDn2Kupb27HoQCQGOptgy1g3pdfVNAuxYH8kgh2M8NUUL6XP7XOxRdh6IRl/zg/AuFdIyRahGCuOREMqBY6tUH7zDZCdh3/cz8aBp3k4uiKUMeBcEdrFUmw5n4SYglqcWxdGTNJ2RUpJA1YeicEAZxN8M93rtbJyVFDh3wiVbUqFfx12P8whbnzqCg6HwtbxHtg8yhWLDkThejK7oFcel4MfZvpggrclZu1+zhg0W9/ajr2PcwElfr+5HAoXlWjj4XIo/DzbD55WephPYANT53GxZ1EgxBIa647HKh28zOdysGtBAJoEYrxzJlHp49+1QvyzKz0rxJnA5VD4bZ4/Cmpb8dPtDLn/pqS+DaN/eYTnOdUK34eUlsmsFYGiKPww0xfxRXU4GVWk1GvsWPfNdC88y65WaG2Rhy8me+FuaoVc+9Gnkzxx60U5UXAzAGwd54EriaXEocdd0dYuwd5HOQj95h6238mEWEozDgaKsHGEC+Ou+LIBjjgbU0RcjT4n2BYX4oqJq7gn+VrhWlIZ8XVjpIeZQlucu4Ue9iwKBK8Xv78Gj4NQx38GaU9LPcwIsFbmkoA+ptqdO+E6GjxwXw4CElpG0ogYCA+BWIpRHv9kM1xJLEVkXi2K69ogePl9oQGIJDTaRP8QNxp8Dua9rNwVSaT44VY69j3Jw5WEUjzPqem043R9XiktI3Cm9rKjrSjzhsehGM8zRZk3/foYw49B7dMsUGyb0lbnYbSnOSQvc0EEImnncRBLaZTWC5BQ1IC/k8uw93EufruX1bl2ZqA1NF6pKJfSsuPZQSTXt4mQUtqIOAWZRYCMvPGwJMu7oWn6ZVhxz80HqZRGVF4tcVhxW7sEz7KricmbupZ2PMuuJg7jLWtow7PsaswMJLNM5VQ1Izy3htj2kVRcj5j8ul4Djpk2AiRSGgKRFDsf5qDfN/ew91GOwpyxWy8qkFPVjHUEhAEAnIsrRll9GzYOVy7At7RBIJfEUudx4Gyqg9Nr+uOP+QGMiswd97PRJpLgvTHKExQA8P0N2W/zB+PclV5D0zQ+upgCTTUuPp6gPAkvldLYfCYBBpp8fDZJedK/XSzF+uNxsNDXwFdT+ipNpLS2i7HscDQcTbTx9TTlCZj61nYsPBAFdwtdfD/DhygL5lR0EaQ08ObJeNzrkrfWKBBh8cEocCgKh5cHExE3UimNr66l4VhEAU6v6ceKuGkUiLDscBSyK5tx/jWJm5spZZizJxxLwhzw0yyf1yZuWlm0Hqqgwv/rUJE3KvzrcDetAmuPx6LlNS/ai/o74Pe5/njvbCL2P8llVbVMUTIiaNWgPpi3NwLhcoJYDbTUEPXRSHw91QuDXEzA41DQ4HPkDm7tEinOxijXCsHlUPh5li/cLPSwYH+k0gGiWmo8HFwWjKpmId4+naB0OK62Og8HlwYjpaQBX/2tfDW1rgYfB5cG425qBfY/UT7rRE+Dj32Lg3A8ogCXE3oSWmKJ9GVGRO83R1mVzb0O7kbaavhlth+2/Z2KLILqZTNdDWyb6o1PLqcQ5QJZ6Gvg/XHu+Ohico/waysDTWwa6YqPL6UQNZvZGmlhaZgjvpJTHS6R0rieXKbwNT7OrETIN3ex/U4mmgRiRpUETcv+TxGczXQYFSt+tgZws9DFmWjliTJApgjR1+Tj1guynKGBLiYQiCSI6dI8RtM0kosb8Pu9LMZmmUEupiiua0NOVTPjYw93N8dnkzzB5zKfhzTQzU4kI/284WSqrZD44XIoDOsSHMvncrB3caBSCjYnE+1OO6cGn4ufZ/sqfI0dkEplLV2A7Dv//hh3xkyZV9ct7q+4AleDz0Vbu6LAYqaqcFopoutVtLQrtk0BwIJ+9uBxen9/3JeW1Q6M87ZU6rupxuXg97n+jH9va5cgr7qF2DZVWNuKhrZ2+MhRk6WWNUIipeFFqOZ5ll0Ncz0NxuGsslGAWy/Ke3yGN1+Uo6+VPmyNyBqYzsUUY6CzCXFTztHn+Zjgbam0rbQDOx/kYH6oHYx6sbj29lshFEvRLBTjmxvp+OVOptx/0y6W4tsbadg8yk1pqzEgG/6/u5GOTyd5Kp3XVFrf1u1mX53HgY46D19M7otbmwYrHNjjC+uw53EOfpnjR1Rhfie1AmdjirBjvj/RAH4ishCPMquwc0EAkWrql7uZSC9vws4FAUpbAWmaxtYLyahrbceO+QFK5/G0i6VYdzwO6jxZ46Gy65oEIiw5GAUbQ038MsePUTEsD5WNgs6CB7GUxtrjsXiUWYWGVhEW7Y+Ezsv7L5JcLLFEivfOJeFuWgXOre0PdwtydV9ZQxtm7w4Hn8thFY7cgY6sqXfOJGL7HD+sG+rEquGqK/KqW7DyaPRrPYYKKvy/CBV5o8K/DvuXBKFZKMaMXc8VhuEqg5Ge5ji5uh92P8rB51desK4SXzPECZ9M8sSKI9G49aJnRbaRthpmBdni2IpQJH0+Gr/O8cdEH0toqXGhxuN0+5GvaREirkvrjCLwuBz8MtsXTqY6mL8vQun6Xj0NPo4sC0FGRRM+OJ+ktCLBREcdR5eH4mpiGXY/6hlIywQrA00cWBKMX+9myq0QZ4KTqQ5+n+uPrReSe6hJ7I21cf+dIdi5IKCzcpwJIokUhQxtHF0R5myCpWEOePNkvNwd1YzyJhx+1pOAmuBjiUEupth6PpmIBFwQYgcLPQ38ejerx9+WDnAAj0Nh/1PljzMAbBjmhJyq5m7nYXhODUZtf4T1J+IUEh86GnxIaZpx5/n/EssGOOLw83yi7xxFUZgTbEdM+vC5HIzztsSVxBJkVzbh59sZ6P/tfUzb+Qzb72SiiOE6oq3OQ38n4267oICMCIsvrENDm4z0WdTfAUvDHBhJjnaxFF7W3W+c1XlcHFoWonBA43MpDHjFxmBvrI3vpnsrPN/VeZweFpbh7uYY09cCagoGEQ4FjOlr3m1AWNzfHpZKDNe+tvro08uOrAafCwGDakpR5g1oMNqmFKFZIO51l7p/H2Poair+N2pcDqb4WXWrBzbT1VAYQN2x7qspfRWSGhkVTdDT5MOCMKcqtqAOXtb6cgfuiNwahDgaMQ6dre3iznO3K+69tEwxDVUPMiqx5lgsfL+4jbXHYnEntQJCsUTWMkVomZJKaZyJLSIOKm5kWQ+eXdmE+xmVWDmo96pmsZTulZzmcylM8rHEmwz11kfD86HB42J2kPK2IEBmsfax0ccYAhtSSV1rp5qOy6EwN9gWzz4YjrkhdgqVH63tYmw+k4i3Rriir5XyltKS+ja8ezYRX0/3hj1BQHdcYR2+/jsNf873hznB+X45oQSHn+Vj/+IgpbPlAOC3e1mIyK3BwaXKq1WkUhrvnk1EdbMQ+xYHKU1otbaLsfxwNAy01LBjvj9x1tTVxNJuZJZIQmPlkWhM+fMpTHU1sHdxIBG5JhBJsO5EHFJKGnBubX+iz6kDGeVNmL7zOXxtDLB/cRCr8HdAZq9752wijkcU4PSa/kTnNhPup1dg8o6nPfLgVFDh3wAVeaPCvw4GWmo4sjwEQQ6GmLLjWa+WmN7gYyOrEn+aXY21x2MZd4Z7w+wgW/w6xw9vn07AmRjm4VJLjYexXhb4Y34AEj8bjcNLgzEvxBZGWmrgUDLp/Qfnk5R+Xh6Xg1/n+sHRRBsL9kcqTeAY66jjxMpQRObV4ks5Sg0m2Blr4fCyYOx8kI1zscVKv05vG3380kuFuDwMczfDm8NdsPpoDKpfsYdRFIWRnua4tWkwDiwJhpe1HvhcqscuvTqPi5RS5axEb49yhQafi+9upHf+N5qmcfhZHib8/gRfXkuFSE520ZeT+yKppIHomHA4FL6d7o2j4fk9yCk+l4Ovp3lhx/1sxhpYedDV4OPd0W745no6siqasPRQFBYdiERudQvUeByFirUAO0Pc3TwEHpZ6SqktXgdjvSwgkdLEddwzAq0RmVdDdEyKalshldL4K7IQY355gj2PclHeKOgkCxQN1yM9zXE3rRLNQjFuJJdh48l4+HxxC9N2PsetLkTk1nEeGOpmKve42Rppyd0xNdfTwKFlwYxETLtYimCHnraYaQE2GOdlybhzLZbScjMotk316mH16Qoel4PZwbY9/tsPM30VKoTUeRysGtR7mKcGjwuBiCnzhgMJgwWMBnNgsSLIqsIVDxwcDoWFofYKz3cNPgefTuxp1ZgVaMN4PPlcCv2cjDCrF3IirawRnpZ6xO8vpqAOgXYGcq/b4Tk16K/AMrX9Tib8vryNKTueYt/jHORVt4CmadxPr8AId+YaZBtDLWjwOWiXSHHrRTne/CsOPp/fRnhODUy01Yjq6iNya9AqlGCEh/K1y4BMreNmoaswGFsedj3MxTQ/a6WaomT2PfnnIpcjO9+/n+GDP+YHyD2/6lra8fu9LHw0wYOofSmxqB7n44rx+STl7T0AOu83fGz0cfOtQfhiilen1TKtrBG5DMrBb66nwVRHHasJgnhFEik2nozHeG8LTCYg7KqahFh/PA7vjnFjVGTKQ0JRPbZeSMbv8/2Jqr3PxhThwNM8HFoWrDRRRNM0vryWiqTiehxeFqK0YkogkgUJczkU9iwKZGUFOh1T1OPaKJLQKKxtxfIBDkSP2SQQYdmhaNQ0C3FmTX9WBQbhOTWYtfs55gbb4bsZ3kTncVfUNAuxYF8kciqbcXnDgF4J794gldL4/V4W3vwrHl9P88abSloLVVDhfwkq8kaFfyX4XA62TfXGppEuWHQgCmcVkCXKwNZIViXe0CbC3H0RPUgCZTG6rwUOLg3GV1dTsedRTq//ns/lIMzZBNumeiP2k5G48sZAhDkZI6eqGacI6qL5XJm819ZIEwsPKF9hbq6ngRMrQ3EjpYxR/i0PXtb62LMoEJ9cSsGD9Eql141WskL8Vawd0geBDkZYfzxOrlWBoigMdjXFtTcH4fjLQD4eh+rcrW8TSZTOgeG/tDmcjy3GvbQK1LW0Y8nBKHxzIx1iKQ2KolAgp+7dUFsN38/wxpdXU1FS37N++UF6Jb67kdbjv7uY62L1YCd8cCGpx/ATaG+EST5W+OLqC6VeewfGelmgSSjCmF8f42lWdSdJIZHQvdoNLfU1cXF9GJaEOfSa5fI64HM5WNSfvDbcTFcDw93NFBKkgEyGfvBpHsb8+hhDfnyAi/ElkNKywaxrcLgmn8vYrlLW0IaG1nZE5dXC9/Pb2HwmEVcTS9EilNVTO3QJKedwKPw+zx/uFro9yJiuio1XEWBniC+neMklcFzNdRnJh2+me8NYW02uIsVQiw93Oe1qBlpq+H6GDyNZpMnnIkzOTmaIoxHG9LVgXKfB52KkZ+9DuKYahzHYmcdV0DalILBYEZStCp8ZaCOXkAVkJMzX07zlVhmP8bJgtE6p87jYPtuv1yFclnfDomkqvw551a3w+/IO1h+PxenoQhTWtEIklvSad2NjoAk+l4PE4gb8fCcTI35+iOCv76K2uR0UwEjC2BlpQSj6Jy9JIJa1z9EA3j+fBL8v7+CD80mIyqvtVc15OqYI0/ytiawzsnrwfCwd0Lt6pitK6ttwNakUa4YoR1JIJFK51I06jwMnUx3c2jQY0wOYFTW/3cuCv50hBhM0+khehhSvHeLU7brSG8obBCisacPcYFtc3jCgB8Hx0cVkjP7lMQ49zev2mTzIqMTl+FL8PNuXyN7zy51MNAlEcslMJoglUrx5Mg7BjkZYPsBB6XXlDQKsPhqDzaNcMYygRvppVjU+vfwCexYGEjUT/nE/G9eTy3BsRajSljyZxSoWApEUB5YEE6ljOlBQ04LsSvkEm5QGlh2ORnwvuVkdqGkWYv6+SPB5HBxfGUpUwd6BK4mlWH44Gh9P9MRbI11Y25syK5ow5c9nMNfXwGmWJFJXNAlEWHM8Fmdji3B2bRgReaiCCv9LUJE3Kvyrsai/Aw4sCcK2v9Pw9d+prG1PgGywObYiBPZGWpi285nCnAtF6NfHGCdX98O+J7n45nqa0ooWiqLgZa2Pv1b1w6nV/fH132k48jxf6eflczn4Y14ArAw0sehAFGOOx6uwNdLCiZWhOB5ZqBTh1IEwZxP8MNMHb/wVp/SNBSCrkR7rZY4Vh2OUDqylKAo/zPBBS7u4VyIjtI8xzq0Lw5m1/RHmZIyO+9JL8coHCtsZa2HbNC9sOp2AoT89QERuTeeQps7jIKtC/rkx3N0c470tseXcP1a0JoEIb59OwMoj0dj/JE/uULNhmBNa2yU49Cy/x9+2jHNHTEEdbsux470KsUSKExEFGPj9AzQLxJDS3cM3JTSNxrbes6J4XA4+HO+BAy/l5v9/kTjzgu2QWFyPF0qqojowN9gOZ2OKGYfMpOJ6hH57D9/fTEdGeROkNBjze17N20gpacD22xkY9tNDhH17H38+yAYgO3ZtIknnUCcUS+Fq3t0mpM7j4sjyEJjpaqCD59DgcRDUS0jkvBA7zAiw6ab+4L2Sd/MqdNR52LsoqDPAuANcDoXx3paMN9zjvC0x2NW0h32Kz6UwI8CacZD7bLKn3NBgdR4Hi/rZKWUT0OBzIWQgb2SZNwzKG5o5sFgRWoQS6PaSeQPIroHyQo95HArBDkaMQbxmuhrwlrOTzOdS2D7bt1sLYE5VMw4/y0N4Tk23azObmnChWIJ2iRSeVnpoEYpxPaUcn19JxZCfHiBw2120iSRIL29EqRwSGQBcLXQ7r4sdIc3Vze0QS2ksOxwNny9uY/3xWFxNLO12jbbU12CMGOvIgTkXW4yF+yPR79t7jNf3hlYRbqaUY04wmWXqYWYlBCIJxnnJt118fiUF647HIq2ssdt/3/c4F6M8zXu19XVAnm2Kx6GwsJ89rr05SCG5klPVjJNRhfh4godSz9WBvyIL0CgQYe0Q5cONaZrGx5eSMcHHEt/N8JH7nc+vaYVYSuO7m+mYszcc5Q0C1La04/1zSfh0kidRTtHjzCocfp6PP+cHQFNNeZLi+5vpqGsR4fsZ3koTAR212EPdTLFioPJkXVpZI9Ydj8U3072ImrOORRS8bGMKUfqYiF+qkKqb23FoWTBrW9Hl+FKF10+hWIr5+yKRXKz4d7K0vg2z94TD3lgL+xcHEeXjALLzae/jHHx4Qda6SWpp7IoHGZWYsfM5pgfY4I+5/qxIra7IrmzG1D+fQSCS4OobA1m186mgwv8KVOSNCv96hDmb4PKGAbifXokVR6KJG2y6Qp3Hxa9z/DDJxwozdj1HNEtLlpe1Ps6uDcP15DK8f66noqI3hDga4ciKbf9YZgABAABJREFUEPx8O4OIUFHjcfDn/ACY66lj8cFIubkGABCZW4PdXR7X2UwXR5eHYMeDbJyILFD6+Sb5WuHdMW5YfjhaabKro0LcQl8DG07EMe54vwpNNS72Lg7CzZRyHI/o/TUG2BnixMp+uPLGQNgaaaK8USBXMSMPIokUaWWNaBaI0dAmRnsXO4dIIkWmgkDjjyd6IK+6BSciC/A8uxpDf3qIv5PKIHlJpFQ29VR1qfO4+G66D365m9nDDmSkrYat49zxxdXUHsHGXfEkqwojfn6EL6+lolkoZmwhqm9TTpUFAENcTXF38xD0tepuo5LSNKuA71dhqK2Gaf42OCyHtFKEjh3tx1k9m7oAwMNSDyMUEB9d4WDyz416dmUTJv7xFDsfvrSSAGhjsPnoafJgoNUzf8FASw2nVvfrvJEXSqRKWTy+nOIFNwvdTqKMw6EwsJfhw9tGH++PdeumXuBxZLXAivDddB/wXlHRSGkobP0x09XAe2PcetiLRBIp5ocqDirugCLblKLMGzaBxVIprbTyBgCWhDn0sEBxKAo/zJQ/FHdgZqANNLusU+NyMMHbsodtLSqvFl9cS8WyQ1Hw/fI2/L+8jXl7w5FYVI/qJgFyqpqV3nxQ53Hx4N2hGOhs0km2tYkkoGmgUSCGWErjsysvMOC7+wj5+i7eOZOAa0mlnd9ZN3NduZ8DDVlofmu7BNdTyvHOmUSEbLvbaSXmcTkw0VasSJCpE4HQPkbQYRgerySWwNNKj9EGk1LSIFfRdOhlPTjToPuitBE3U8ox8Y+nWLA/AjH5tahuFuJUdCHWEZAiUpru/M3mcynoasjCYj+Z6NmrUujb6+mYFWRDZPGpbhbix1sZ+HxyX6Ih90piKRKK6hlr6AUiSWeRgVAsRXxhPYb9/BDLDkUhwM4AMwOVz+OpbBJg85kEfD6pL9F7u5ZUilPRRdi9KFBpMoGmabx7LhEafA6+mqp801NZQxuWH47G6sF9iCrIryWV4rvraTi4NEjpUF+JlMY7ZxORX9OCo8tDoEcQSt0VNE3jdEwR4+ZCBwQiCebsDUdGufx7j9yqZszaHY7QPsb4ba4/kaINkL2fL66mYu/jPJxa3Q9DCZROXUHTNA49y8P643HYNs0Lm0e5EjVuycPtF+WY9uczjO5rgcPLQuT+7qqgwr8JKvJGhf8EHEy0cXHDANA0MH3nc+RXKzekywOHQ+H9se54b4wblhyMwrUksgroDjiaaOP8ujAkFTdg3Yk4hZWi8hBgZ4i/VsnClH+7m6X0sKzG4+DPBQEw1lHHkoNRPcis59nVWHggEj/eykBTl795Wevj8LJgfPN3Gi4pUVfegWUDHDE3xA6LD0SholG5tqWuFeKfXla+QtzaQBM7FwTg67/TEJWnHLHmZa2PJ+8Px7IwB6w93vvnUFTbikl/PMWhZ/lypfMiCY0XpY1y/iKDrgYf26b2xRdXX2DRwSjUNLd32nQ0+BxGAinE0QhT/Kzx0aWUHsdjVqAtLPQ1ulUVd0Vkbg0WHYhCQW1rrzeBTIQeEyz0NXB+XRiWD3TsJBb+LwONlw9wwOXEUiKrIpdDYXaQDU4x1LrzuRzsXhiIYe5mCrNMOBTgYvrPIOJspou1Q/oodbPprGAX39ZIC8dXhoKCTDXiYtb7jr8aj4ODS4Oh99LCJZJIlap1XTmwDwLtDDuVFByKQrACmxYAmOqq4+upXt3UN9YGmr3uZi4Nc+gWrEsBGOBsAiuD3nNEAEBDjctom+JyKEaSW5Z5o9RTdKL15fMwEQiv4tUQTXUeB++OcYWNoeJd+DFeFp1hsQCgr8nHV1O9evy7wa6mAI3Of1vXKkJ4bi1EUhq/38/GqO2P4P7JDYzc/gjvnElAejnzNaYD3jb63SyAXdHaLlOJVTYJcT6uBJtOJaDq5XfMWEddKUUSAGwY7txNZWFrpPizVudxMN7bEr/O8Wf8Hp2OYQ4qbhdLMemPpwjadgc/387obMfLrmxCZF4t5imoB+dzOaAhG0TDc2owd28Exv32BC5muuhLsFPf1i6BhJZdHwLsDHH/naFKWaCeZ1cjMrcGb490Vfq5ABnhE+ZkQmQNqmkW4ourqfhyihdjiG9hbWs3JZ1YSqOtXYLE4gaIJcqpMAHZ8dx0KgEDnU0wiyCAObOiCVvOJWH7bFkmn7L4/V42EgrrsWuh8vkxHTkvg11M8cZwZ6Wf60lWFd47m4Qd8wMQaK/4utkBqZTG1gtJSClpwLEVoUQhyq8irawJ5b3cN3Eo2fdKIqWRXtbzupBS0oBZu8Mx2c8KX0/1IrLBATJiaP2JWDzOqsLF9WGsc2lEEik+vpSCPx/k4MSqUEzxs2b1OB2QSmlsv52BzWcS8f1MH2wZ60783lRQ4X8RKvJGhf8M9F5WUg9zM8XUnc/wPLv6tR5vQag9/pwfgA/OJ2PPoxxWSgNzPQ2cWdMftS3tWCyHSOkNXtb6OLW6P45FFODHWxlKvwZ1Hhe7FgbAQIuPJQejOkmap1nVWHIoCiIJDTUuB/dfyasJtDfCnkVB+PBislI2nQ68P8YN/Z2M5ZJFTNDV4OPA0mDcTavAvifKNyqF9jHGRxM8sO54LFFuztbxHtDkc/DZZWbb1eX4Eozc/ghZlc0KSZB0ht0vAIgtqMWHF1NA0+ixk86hKIWtVx+Mc0daWSMuJ3QnDDkcCtumeuHws3y5O29BDkbYMtYdfC6F3u5tGgnJG0BGtm0Z645Dy4I7VQZFtfItGaRwMddFqKMRTkQon/EEALOCbPEgo5Kx+pzHlanQRnmaMxI46jwu7Iy7D+dbxrpjVqBNr6SPj42BwtfnY2OARf3swedQSt9wmuio48iyEACAthpXqV14DofCH/P/kaUPcjFRysI01d+6M4uHAjAvpHeJvCy82KeTxONyKCwnsDRo8DiM5Cmfy2FWntBAzxhyxejIdtJWV2740+BzMcX3n2HD1kgLy5XIVjHT1YDvy7puDgX8Md9fbtCptYEmbAzlEx+t7RJIaRkxnF3ZjPNxJSir750I11LjwV4JiwePQ+GXOb7dan4VkY+AjExcEmbfIxDUxYxZdaHO42CyrxV+nuWLhjYRlh+OxtmYom6KwRelDcipbGG0ovG5sqyyRoEYex/nov8397H+eCx+vp2JST5W3axo8l5zBzoso1VNQqSVNWLk9ke4llSqlLrpbprsd/Hd0W44uaqfUvknEimNbX+n4Y3hzjBW8BpfRVReLW6mlOHTSfLVM0z4/Goqgh0MGS1kgKxKmek69iS7GsN+fth5n5RS0sBos9v5IBtlDQJsm6a87alRIMLaY7FYNsARo5TIw+rA9eQy7HuSi/1LghR+1l0hkkix/kQczPQ0sG2a8kqdhKJ6rDseh2+neyu0qHYFTdP4/OoLROTW4sRK5c4NRbjIsFHG41BQ48oq36f5W2PXwkAkfT4aU/y7EyIRuTWYtzcCa4b0wZax7sT5NHUt7ViwPxI1ze04vzaMyEbXFQ2tIiw9FIXYgjpcfmMAAux633hQ+HhtIqw8GoMriaW4sD4M473lXy9UUOHfCBV5o8J/ClwOhY8meOLD8R5YcSQGx5Sw1yjCMHcznFrdD/uf5uGTyynE9icA0Nfi4/iKUGipcTF3TwSq5NhmFMHNQhen1/TDhbgSolYodR4XuxcGQleDj6WHZBXmyw5Hddpp2kQSXIjreeMw0MUEv87xw6bTCXjCYEt5FRQla02y1NfA6qMxSquMrA00cXBJMH67m4WbKWVKrQGAhf3sMcbLAquPKt8O1qFIupNWITfstqZZiE1nEtAulvZ6g19a39bjXBCKJfj671TM2ROBsgYB5LmW2sWKK8v1Nfn4fFJffHkttUdrmIelHhb3t8cncpQ5XA6FdUOdcOOtQXA111VIPDT3ElisCINcTPHovWHQ5HOIco56w/IBjjgeWcAY/ioPtkZa6NfHWGG7F5dD4be5/pjgzdzMZPfKzSpFUfhqihfGelkwHkcNHhcelr1bB7aO9wAoKFVT3wFvG30McTWGOcFQYKKjjp3zAwAATqbK7XBTFIWfZvmCQ8mULVP9ldslDe1jjNEvhzENPhdDXJQPZdXsTXnDlHkD8sDiJoEYmnwuUUtKh6qDAvDrHD+l1w5/2Zg0I8BGYVDwWC+LXvOj1HkczA22VXqYDO1jrJDWUuNysGmkCyb5dv98fW0NGIledR4H0/yt8eH4nrktjqbacr8Xai/XfD/DBxwOhSaBCPfTK/HJ5RT4f3kH755NRHxhHU5HFWKCjyVjkw9FUdB8SUQKxVJIaBq3XpTjRko5YgpqcTmhhPE6oah9LaeqBe+cScSA7+/jZFQho11XIJKgrL4NG4Y5Yf0w5x7qoa+upWLvoxwIX6m8Px9XjCahCEsIKsxFEik+uZSCN0e4KK1eA4A7qRV4nFmFr6YoJiryq1sYf8vaxdLOTaXPLqfgjb/iMOLnR7j1yqZNVF4tdj7MwR/z/Mnqts8kwsZIC2+PUl6FlFLSgPfOJuKXOX7dcqBomsas3c9xJaHn/QpN0/joYjKqm9vxJ0FFd3ZlE5YdisLmUa5KX/tomsa3N9JxN7UCJ1aG9shLI4VUSuNkVGHnZ6TG5YDHoWCsrYYFoXY4vjIUiZ+Nxs+z/V6qSLsT0XdTK14GC3tg9WDlbYEdKKptxYxdz2Gqo47jK9kriPKqWzBt1zNo8rk4ty4M1gTnsjxkVjRh6p/PQNM0Lr8xkCh0WgUV/g1QkTcq/CcxO8gWR1eE4Nc7mfjkUorSuSry4GWtj4vrwxCZW4vVx2J7beuRB001LvYtDoKruQ5m7X5OVHMMAE6mOjizpj/upFbgo0spvTZ5dECDz8XeRYEQiCRYeyy2Rw7Ks+xque9ndF8LfDPNG2uPxSpdxc7nysgRgUiKzWcSlM5v6KgQ33wmkahC/PNJfaGtzsV75xKVJrQs9TXx+1x/fH7lRY+QXGMdddx4axAGuZrImqoUPI6UplFU988uZXFdK0Zvf4yj4QUKLUViKc0YdtyB8d4WCLAzwLa/ezZTbRrpiqK6VkbCwtlMF9feHIiNI5zB48hX4TQLyex7r8JMTwN/bxyE/NpWFNaQncdMGOJqCl11Hv5OJrMozgm2xZnoIoWfP5cjIymm+fVsthGKJXJ3GjkcCj/P8sUgFxO5g6qYppW6odRU48LfzhDPsmuUeDf/4I3hrmgUSojUfkPdzWBtoAE3c+XtIRb6suYudR5HqQrlDnw+WdY042ujT5RnIAssVpR5w2CbYuHSayHIu+mAr40+OBTgbKZDZB3wstQDh4Jcu1RXjPQwVxi8zKUAG0PNzuOrDILsDRnDY9V5HEzytcSGYT1tJB6WutCQY0lR53Ew0sMc3zKoLOyMtHooydR4HMwJssW30707z4cO1YRAJGukuhhfglm7w3EsshBaatzOLBZ5ePX9dPxsFdS0Ysu5JARtu4Nf7mT02Ah5NYT7VQjFUpQ3CLD1QjKe58j/Tp6ILISpngbeGeUm9+9XEkvx/a0MDPr+AW4kl4GmZQ1+P97KwAdjPYgyaw4/y4eUppVSeHWgoU2Ejy8l4+MJHr2292RWNPVqoxVLaRwJL0BBTSvaRBJsOBGHDy8md+blbDwZjw/GuRN9H3Y9ysGL0kb8NsdPadVhZZMAq47GYMNw5x5KnazKZsQV1GPzmUT8+aC7hfyP+9l4klWNQ0uDla72Lq1vw+IDUVgQak+kHPzlbhYuxZfgr1X9WCtUumLfk9zOzRQbQ02sGuSISxsGIObjkfhiihdCHI0Yj9/F+GK8eTIe22f7Yk4ws5WQCcnFDZi28zkGu5rizwUBrAOFw3NqMG3nM4z0MMeeRUFKE3xMuJFchuk7n2OSjyUOLAlmbIJUQYV/M1TkjQr/WQQ7GOHyGwMQnV+LJQejlK7PlgcbQy2cWxeGtnYJ5u6NYLRqKAKfy8H22X4Y6maG6bue92jE6A12xlo4s6Y/nmdX471zSUqTI+E5NcisaJKb38LncvAgQ37V91R/a3w4wQPLDkcrXbOtpSYLdkwvb8IXV5XPshnd1wKbCSvE1Xgc7FwQiLiCOuwiCHUe6GKCdUOcsP5EXA+Ll7uFHo4uD8XZtf0RaG8ok/DLeQwNPhdZXUKLm4VipRUtudWKyRuKovDlFC/celGOp1ndrX/a6jx8NskT395IZzyfeVwONgxzwfW3BsHZTKcH+aAo9FhZ9DHVwURvS+x4ID+DhxQcDoUlYQ44+DSfiLAY5WmOhjYRInvJP+JwKHw3wxuzg2x6WCuYdgl5XNn5FWBv2OMYtoulSod2DnAywfMcMgunl5U+alva5VbOK0JoH2PkKRnK3YE1Q5xgTLjjaqanAQ8LXYzxUt4OAciqyBmrwjkUxAwh2zQNYjtAs1CsdK5LByiKgp2hFraMlT+4Mz5XuwS+tga9DkAB9obgKLgr43FluUckg5S/naFcQkyNS8HX1oCxhcjVXBfiV75r6jwO+vUxxm9z/RhJOTsjrW6qQzUuBwtD7fDllL7dnkdbndftuyaR0p0tTmdiihC87S5WHI7Gw4zKHr9ligZAgViKRoEYOx/moP+397oRyIoUh4BMUcXnUvhmmheGyMmwaRGKsethNt4dzRyy2tYugeRl8PxbpxIwecczfHn1BeyMtDDeW3FQeFeUNbTh17uZ+HKKF1G47LfX0+BmoadU2LCiYH1AdrwMNPl4Z5Rrp7JNLKVxPrYYE35/gg0nYuFrq4/F/ZULJAdkGTJ/PsjGnkWBSis5BCIJVh+NRb8+xnKDpZ9lV0ONx4FYSuO3u9nYcj4ZYokU52OLse9xLg4tC1ZaBVPb0o5FByIxxM0M74xWXhW082E2jkcU4MTKUKIqdyYkFNXjt3uZ8LbRw4N3h+LpluF4b6yMJOvtWnfoWR4+ufQC+xYHYawXuZ3oQUYl5u2LwJrBffDZJE/WOTKnowux/HA0to5zx4fjPV4rj0YipfHDzXS8fy4JP8/2xebRbq8ddKyCCv+rUJE3KvynYWOohfPrwqCjzsPUP58hu1LxzYwi6GvycWR5CJzNdDDtz+esHovDofDZJE8s6mePOXvClVa1dMDKQBNn1vRHUnE93joV36ui6F5aBVYfi2FsHmoTSRg914As9+fN4c5YfDBK6fdrpK2Go8tDcDOlvLNmWRmwqRA31VXH3sVB2HE/G/fTK5R+rg3DnOFooo13z8hX7fjbGeLcujAcWR4CD0u9Hju67WIpsir/IWHcLfTw7IPh2DDMGeo8DtS4zDcdpUpkWVgZaOLd0a748GJyD1vYmL4W8LXRx/c3MxQ+hqu5Lq5vHIQNw5y7WTWUtZn1hjdHuOBSQun/mfpmZqAN8mtaEFugvB1LncfF9AAbnI6WH1zcFR12qAWhdp3HQ1+Tr3BwUuNxcGhpcI9zwFhbTekdxgHOxgjPqVFaLQfIlAcelrpIIFCiAbLPPIvwumRlIGtiI7WEOppqQygik8Ro8DmM5x+Xy1FsmyJ6JrxsmiLfTa5tbYeVAdmuekF1CxyMex/o+FwOBjHYzPhcCj/P9oW9Eo/TFX1MtHucwzwOBSsDTexfEsRoI3Ex1+1mP1LnceBto489iwIV2sXsjLU62/f4XApLBzjgk4mecgdOA4Zdc4FIZoe6n16J1cdiEfrNXZQ1/ENUKqugWNzfvluOkKLvMp9LwVBbDWfXhjG2ox1+ng8bQy0MV2BZ62qXapdIkVLSgNMxxVDncVDWoPymzrZraRjlaY7+Tsw2u1fxLLsa15LK8I2SuS6FDLlkajwO1HkcvDHcGeFbR6CPqU43wlAoliK3qgXhubUY4mKqNHFaXNeKjSfj8cXkvkordWiaxtYLyQCAb6fLV3vdT6/sJH3bJVJcTijB1D+f4aOLydi1MFDphqgWoRjLDkfDzUIX2wharA49y8OeR7k4tiKEqGmLCTH5tVi0PxLvj3HH1TcGKR3mTNM0frmTid/uZeHYihAMdFG+Cr0Dp6MLsf54HL6Z7o1Vg/sQk+KAjGj5+u9UfHsjHQeXBrNS/nRFfWs7lh2Oxs0X5bi4YUCP8HgVVPivQUXeqPCfh7Y6D7sXBmKijxWm7XzOqDRRBmo8DrbP9sX0AGvM2BWOiFwyOwQgGyI3jnDBe2PdsfhgFBHpAMh2vU+t7oecqhZsOBHXw3vfgTupFVgjxyr1Kh5nVikc6FcPdsLCUDss2B+ptN3LxlALR5aHYM/jXJyOVi6Ilm2FuJe1Pr6b4YO3TiUgu1K5unIOh8Ivs/3worRRYVhymJMJ/t44ELsXBcDR5J+sB7GURkJhfbd/q8HnYuMIFzzdMhxT/K3B5VCQx+E0C8VKWe8W9XeAkbZaj4YpiqLwxWQvXIovQVwvuTM8LgcbR7jg742DOhuPhGLp/0nNt6OJNib6WOKP+/836httdR7mBNni4LM8onVzgm1xPbkMDa29E34UReHTiZ5kIbt8Lo6tCIGjiXbn7rSLee/tUR3wtTVAm0iCjF52wV+Fn60B4l85x3qDi5kOMnux5b2KjmydCsIsLkMtNdQSqhk1+FwIxPLtYHxFmTc0edtUs0AMbSWbpjogEEnQKBDDTI8shDS/phX2xsoRPmP6WnRmunRAncfBzEAbTPSxInpeQHYt69qkREGmXPlrVT+F9cU66jyY6MiUEdyXVrGjy0N6Vf3oafA77ZirBvXB1nHMIakmveQ20S9fr7OZLgy71P/2ZpXgcSh8OdkLn07q2213nqmZSJ3HgY+NPu68PRh+tgZy/01Dmwh7H+fivTFujO9HIqV7/J52/K/o/FoM+fEBfriZ3uv1/XFmFR5nVuHDCT0zhZjQ2i7GBxeS8P5Yt14b0Dr+/avNgjwOBR6HwpwgW4RvHYE3h7tAU42L9PLGHjlCHe/rs6svsPl0Qq+kv0AkwbrjcRjvbYlZDE1i8rD7US4icmuwd3Gg3HNPLJEi+pVNLqFYipTSRuhp8uHa5VqcUFSPQ0/z5F5fhGIJ1h6PhY46F78Q2LlORhVi++1MHFkegr5W7FqYuiI8pwZLDkZh63gPLCWwy0lfVnmfii7EmTX94U8YCNxB/Hz9dxoOLQvGZF/yaw0gu39ZfTQG99IrcWn9ACLyUR7SyhoxecczqPM4uLxhAJyVaGZUQYV/O1TkjQoqQHaD++4YN2yb6oUNJ+Kw/0ku6wGWoii8M9oNH453x7JD0bgsJ0RPGSzqZ48fZvpgw4l4XIxnDl2VB2MddZxcFYqKRgFWH43tERBc2STA2uOxSlU6czkUHmUqJrTeHuWK8d6WmL8/AuVK7i56WOph3+IgfHE1FXdTlSOoulaIf3ZFedvVZF8rLOxnj9VHY5SuwjbUVsOfCwLwy50sRCog4SiKwnB3c9zbPAQ/zfLtrEp+zBDmbKqrjh9n+uL6xkEIdjQC/xUGh8dR3DjVAe5Lq8/h53k98nnsjLWwYZgTPrqoXIi2m4Uurr81CFP8ZDdsvcnplcXG4S64nFjKWH9OiiVhDribWtnDLpRR3oRtf6fKraJ3NdeFp5UeLicq9z2kKApbx7nD01K312auDuhq8HF6TT9YvvzsSQIZ+VwOQhyN8Iyw/c7f1pA4FNrVXBf51S1Ewc88LgcWehqMTTNMMNRSI7aiavC5oGnIzeHorSqcFC3t5LapykYheBwKRlpkNrKCGuWUNwAw1M202/Way5GFb5Pk3LyK/k7/hBar8Tg4vjJUqQBco5e2FlsjLfy1qh+0lCC7aFqmggpxMML7vbTbWPSSyaLO42CEhzmOrehOGhloySdvOBSgpcbF0eUhcivD1XicHgotPpfCon72OL26v8IWqANPcuFpqYcBzsxqBkWWU5FERuwceJqH/t/dw77HOahu7kmICsUSfHblBd4Z7dqt/as3/HQrExZ6GljIoBp6FfnVrZ3XNwqy353h7ma4984QfDXVq/OzB2SkB9O9gkhC4+/kMoz+9ZHC343PLr8Al0MRtWbdSa3AjvtZ2Lc4iPFYvChtZLSI17a0Y/zvTzotzLsf5uCLa6nYeiG52xqJlMbmM4loaBNhz6IgpevHL8YXY9u1VBxcFsxI+pHgSVYVVh6JxueT+2L+K+fvhxeT8ThT/j2FSCLFO2cT8TCjEufWhhEH+IokUmw5n4SzMUU4ty5MYai6IhTXtWLmrueyDKt1A17bPnYlsRQzdz3HzEAb7HlZrqGCCiqoyBsVVOiGKX7W+GtVP+x9nIst55MYVSvKYE6wHXYvCsRHF1Ow82E2KzJooo8V9i4OxMcXU3DwKZniwEBLDcdXhqJFKMbyw9HdbixNddSxe2EgxniaQ43LgQaf+VIgEEkVWqcA2cD7yQRP9O9jjIUHIlEj56ZUHvr1McbPs3yx8VS80naYjgrxO6kV2P9E+WPy7mg32Btr4a1T8UrnAfnZGuDD8e5442R8rzlGHA6FSb5WeLplGJaF2aNdLO2RSdMVbha6OLW6P/YvCYa9kVanakdK00q3D7lb6GHFQMceN6MAsGpwHwjFEhwJV65Rjc/l4Le5/ljS3x7f3UhXak1vcDDRxiQfK/xxX3l7nCLYGmlhmLspjobnQyqlcTe1AtN3PsP435/gwNM85FTJV5XMDbbFySjFwcVdQVEUDi0LQZNALJcQkgcDLTVcemMAOJRM1UGCgc4mjAGpTPC3M0BKaSPRNcraQBN8Lgf5hGSalYEmSuoIyRttNYWhs/LQ2SIkJ6OFr8g2RYPYNtUkIA8srmwSwFRXnThrgUR5Y6Kj3m13mc/l4MAS5QdKeQiwN+xUsexaGKC0ZUUkloJDAefWhSkdDPqitBEafC6Orgjp9d8qIjnVuBTmBttix7yeDUHyslLUuBTMdDVw9c2BCGMgWLoS5RxKRg79NtcPH0/0VGgFq2kW4sDTPLw7RnEGSqsSllOhWIoWoQS/3s3CwO/v4/CzvG7X7r2PcqHJ52JhP+VzZGIL6nAyqhDfvWzyUmpNYS2kLxVrvrYGOL8uDHsXB8m15WWUKybzhWIpimvbMOH3J8iVcw0+GVWIu2kV2LUwQOnzOL28EW+fTsCPs3wVnq/PsqsZQ77FUhq1Le2YvOMZnmVXd26oXIwvwbrjsWh/qTL97EoK0kobcWhpsNJ217+TyvDRxRTsWRSEYAcjpdYowv10mRL6m+nePZRJOVXNOBlViJVHYhBb0F1l1FE2kVbWiDNr+xMHJbcIxVh5JAZJxQ24sH4A6+amuMI6TP3zGQLtDXFoWTD0GQhWZSCWSPHN9TR8dDEZv8/zx8YRLqp8GxVU6ILXi/1WQYV/IfxsDXDljYFYfSwGC/dHYtfCwM5mDFIMcTXF6TX9sPxwNIpq2/DVlL5E1bSArH75+MpQLD8cjbrWdmwe5aq0D1lXQ5bDs/JIDBYfiMKhZbLGBYqiMMrTHKM8zdHWLsGDjEqciy3Gk6wq8DicHqGhD9KrIBBJFErmORwK3073wcZT8Vh8MAonVyuW5XdgnLclqpuFWHEkGufW9oezWe83D9YGmjiwJAjz9kbA1kgLY716eqCTixuQVFyPBS9vgrkcCr/N88fUP5/Jmj/Guff6PICsdjymoA4bT8bj+IrQXj8/HpeDzyZ7wdVCD2+fScDNtwYp3NEd4mqKe+8MwZmYInx1LQ1tIgkuJ5Qo7et+c7gLrieX4/DzfKzoYvdR53GxbYoXVh+LxQRvS6UDGzeNdMXQnx7iUWaV3NBOUrw53Bmjf32MN4Y5/58EOc4LtsOaYzG4GFeC+jZRp4pEjceBrrr8822ijxW+vJqKlJJGeNsoN7ia62kg2MEI15LKuh1XRTDT1cDmUS5IKCILGw9zMsEvdzIhkkiVrrJ1NNGGJp+LtLImpXd9ORwKzmY6yKxoIrpJtzLQRGkDqfKGj7oW5VRuHei4vtxNq0BVs1AWYiuhIZFKkVbehLyqZkz640lnsK30JRnXIhRDKJagurkdFCUj3zgUYKmvgZmBtgj77h6EYim0+Fxoq/Ogo8FDdZMQFAV8cikFuho8aKvzoKvBg5muOkZ7WsgdFioahTAjqGgHgCaBCNXNQqVzKwBgvLclfruXBQ4F/DyLPOfmVbhbyD7r+aF2GO6ufIi0tjoXn030JPr9u5pYitF9LZQKVbbQ14Aal4P2VxRVPA6FTSNdsW6oE2NWDpf6p2VKnceBh6UeDi0NVhiCy6UoGYlFyc7pw8tClLJh7HmcixBHIwTaKx7Sm4VicCkKEgaSmKJkr2HtECdciCtGaYMA395Ix/HIQvw40wcmOurY+TAHJ1b1/jvTAaFYgi3nk7BxhAucTJW3lBx7XgAuh8LeRQEY7m7OeE/R2i5GZS+WyY6Nh9WD+/SwbCUW1ePLq6k4sDRI6ca6mmYhVhyOwapBfTDeW3Hg7t20CoWNWVJalt236EBkp7VSKJbiUWYVFuyPQKC9Ee6mVuLcOsXKq664l1aBd88mYueCAFa5Mq/iZko53j6dgJ9n+8p9v2eii8DnyL4nC/dH4cL6MHhY6qFRIMLKIzGQSmmcXtOfuHmpskmA5Yejoa/Jx9m1/VkrWy4nlOCD88l4f6wbloY5sMrJ6UBtSzvePBmHykYhLm8YgD4E57QKKvxXoFLeqPCvQ3QvzTLKwEJfA6dX94e5ngam7HhG3PzUFX2t9HFx/QDEFdRh1dEYVlXi/naGOLu2P87FFuOjSylKK0cAWVbIoWXB0FbnYeH+yB5WBk01LsZ7W+Lg0mAkfDoa383wxhBXU3A5VKcip10ixe0X5b0+F/dlVoy5ngaWH4pWurloUX8HLOpnj8UHoroFUyqCj40Bts/xwztnEnpUiN9MKcf0Xc/w+dUX3bJx9DT42Lc4CCciC5S2s1EUhW+meaOmuR0/38lUag0gU3sE2RvivXNJvSo+eFwO5ofaI/rjkXA110F4To3SwcEafC6+nuaF7bczejRxhTmbYISHGb66lqr06zbUVsNbI1yw7VoqcUitPDiYaGOy7+urbwprWvHZ5RSsOR6LdomszaWr/UcioRkDaLXVeZjka4WTSuYrdWCynxWuJpLVk4/ua4mn2Ypzol6Fu4Uu1PncHuexIlAUBX87A2LrlIu5Tq919K/CykCTlW2qjtA2xeVQUONy8FdkAX64mY7f7mZix4Ms7HyYg3tpFahqbkdySSPSypqQXt6EzIpmZFY0o6RegKdZ1dj1KAc7H+Zg54Ns/H4vC7sf5YDLoWCmq476VhFKGwTIqmxGfGE9iuraUFjbhmMRBdj9KAe/3c3CV9dSsel0AkQMleSVTYJe65dfRUFNK/Q1+TAgsFr9f+z9dVhU6eP/jz9mhm4QQUpBRQGRUFABde3u7u7c7u4uu7u71lhdXQMUkVIJBURBFBCke2Z+f4z4chWY+4Cf72/frxfP6/Jar/WcM2dOzbmf9zO6PCFNg5pZ078WOTfPI/lREZZGunyppar8WWTklRD7sID+ErIvVCo1R6MfMNBbrOGmoak+OlXYRr8e6sm8rs2rHQSaGug8tcrpKeT09WzE7tkBWtuLrj9pRQxs1oATr3YWIm7S80rYHJLMG720N4wVlSpRVBNGr68jx8nSiAPzgnizd0vynqjzSitUJGYWMHJlCKNWBtPH05Y2EvJKlpxJwFBXwcxO4vkox6IfkFFQSvC73eju3qjGwfat9IJqK9b1deTo6ciZFuTClfe780avlv8Ihc4qKGXu1mu81tOVwGZiJEdZhYo5W6/h09iCRd1frLB/FqUVSqJTa2661JHLUMhlWJvo82w3ZGmFivB7Oaw+n8iScb5COUGgsTZVVnB3rSG4WhRHotJ4bVckv4/1rZK4UarU7Lqa8pTgLKnQNJpG3nvM2NWXMdJTsGV6e8nETWJmAcOWB+NqY8qGKe1qRdyoVGp+PhXPhwdusHxCG6YGudSJuLlxP5eBSy5iZqDLgZdE3LyM/L561OPfhnryph7/dXhrbxQrziXW+aFtqKdgyVhfxvg7MXJliBB5UR3sLQzZMzeAMqWK0atDyBC0YjyL5jam7J0byOWkLBbuqD6IuCoY6CpYPaktNmYGjF1Tva3JWF+HwT4ObJrWjsiPe/L10Na0bWIBwAcHrgt9pqaiuw06Chmzt1wT3s/Xe7agc4uGTF4fKhQuC5pwz9eeqRBXq9Ws+juRBdvDKVeqkSF74eWuWUMTfh/jy3v7r3Ndy4tfJYz1dVgxoQ1bQu4K5/PIZDK+HeZF3IM8NgYnC61joq/D8cWdadrQhO9OiFuXAptZ09/Ljo8O3njhuv+gvzvnb2fydzV++aowMaAJSrWaHaHSyI7qsLBbc45Ep3HnkfTsm7DkbCatv0KXH8+yPfSeJlC5iuWUajUmNWSYjPZ34khkmqQq9D6tGnEzLVdSY5arjQk2pgaSMmzkchmBzRpwKUGadapNY0vJocW1aZxysDAQakF7FpbGejwWvI+fhb6unPEdmiCXySh7khNSoVKjja9WoxnoVFZO6yrkvNlLo66rbHmrDiq1hqCWPwmLr87akZ5Xiq3EsOK7WUU4C1qmKmFmpIsMWDa+jaT1qkNIUhadW4i3AoGmwcfb0VyS6iYi5TEFpRV0bC6m2Gtoqv9UPQUaW9PKCW0ZpaWdxlBXB5VaY316tYcrv4z2EarTfpBbjKedKVuntxe2xyw7m0DXljZCVrPCMo3y5nnoyGVMCmjCn693prWjOSqVmsJnnkNqtcbi8yCvlJM309kZek+ofe5mWi5rLybx3XAvYaVOel4JHxy8ztdDW2MrQETGP8x7ob5eT0eOnkLOpIAmXH6vO+/0dXuBnKxQqli0MwLfxpbM7NRUaN/UajUfHrxOSbmKH0d4a71ew+/mVBssbKArx0BHzhh/J04s7oSZgc4LtkulSo1cJuO1XZEv5KhVhStJWRpr09DW9NWiCBLB/vBU3tkXzYoJbejpUbUi7mLCI4qeUUKr1Ro13/AVIdhbGLJ6oh+GetIslWHJ2QxfEcxgH3t+HuUtqYq+EsVlShbuiOBA5H32zQuka8u6EVn7w1MZtSqEce0bs3x8G+H7syYUllbw6eGbdd5OPerxb0M9eVOP/zqsmNCWrZfvMmfrNfIFK6Wrg0wmY2F3V34c6cVruyJZdrZ22TWgUX1smNKOlrZmDF0eXKtQWAcLQ/bMDiD1cTHTN4ZRIEHFo6+jYPn4NjRraMzo1Ze1EkimBroMa+PIvrlBnHn9FRwsjZi/LVwo7NRAV8Hayf7klVSwcLv2ynLQHOsvh3jS2MqImZvDXghZrg7TO7rQu5UtUzeE8vruKH46devpS5pMBpeTXhxEd3WzYWE3V2ZtCSNTsEWnuY0pXw9rzeu7I4UH8+ZGuvw21pfvT8S/ECpcHRRyGT+N9GZ3WArBieIEwPv93Ll+P5ej0Q/+8f9tTA14q3dLPj50Q/iY6irkfNDPnZ//vCUc8FwTmjQwZoiPveTmKbVazeKdkVy49QiVGq3NaNXZpkBjh7S3MOSP6+IkrKWxHp1cG3IkWlx9I5PJ6OFuyxmJLXFBza25JOF8gyb3JiJFovKmFo1TtVPe6JJTVCb5eWmoq8DF2ph2LlbCgdFVoZG5AX2f2Cl7ejQSCic2M9St0SKXkV8iKUQWIDmrULLtKf5hPh72ZphJnE2vDiGJjwiQGEJ6OjaD7u7iFiuAI1EP6OvZSHgw2NBE/6nlxUhPwY6ZHehRzSD2WUQ+ueZ/He1To0LnWVxPzeVuVjGbZ3QQJrFSsovYdTWF13rWnHVTicLSCtTPUMv6OnLszQ3YNTuAD/p7PCUFc4vLqe62KCrTBBYPWHKxxt+McqWKt/dGM6tTUzzsxaqw1Wo1b+6JopubjVY7UiVi0vIoeZJBpafQtFGNb9+Y4Pe68UF/j38EGz+LH0/dIj2vlO9GeAkf7/WXkjkXn8maSWKERHDCo3+8WyjkGqKsqbUxnwxsRfjHPflyaGssjfVIzKx64qBCpeZhbgkDl1wkoQZSO+LeY6ZvCuOTgR4M8XUQ+j41YdfVe3x08AZrJvnRpQbiY/vlu5Q/986lUoMKNbce5kuajAA4fv0Bk9aH8mavlrzVu+ZA8eqQkVeimYTML+FgHXJyQHMdf3bkJp8diWH5+DbMF7yftSHuYR4Dl17kUYE09Wc96vF/AfXkTT3+6+BuZ8bRhR0pKlMyeOmll9Kc08fTjt1zAth2+S6v7ooUHgQ/Dz0dOT+O9GJEW0dGrAiWNDivRAMTfbbP7IAaNePXXJYUCloZSuvtaMGoVSHCA7JmNibsmhVAel4p87eLETgm+jpsmurPvewi3toTJTSTqKOQs2RsGypUKuFgYZlMxpu9WpCRX8bByPv/yE8orVBxNq5qxcmcV5ri52zFvG3XhNt3BnnbM9TXgXnbX2zwqg7+zlbM6tyURTsihF+0nK2NebevG2/tiRYmIC2M9Ph4YCs+O3LzBWvc+PZNMDfUZfm5RKFtAXRz08w2Lznzcqq+F3R15Wj0gyoDLauDTCZj1+wONGlgVK10/+myUGPwtkwmY7S/E7uvpgh/PsBAbzvJ1qke7jacjs0QuuYrEdTMmoh7jyW9jHs7WZD6uFiYgITaNU7ZWxgKzUw/C0tjPSpUavIl2kQNdBUUlyv5oL97rV/i9RRy3uvr/jS3RiGXMatzUwxqIBX0FHI+G9SqxkDVjFoob5IfFUpW3sQ9yMOtkdiAXBuKy5REpuRIquwtKVdyMSGTHhLImwqliqPRDyRVDDc00UOt1hz7A/OC8BMMfr3/uIjpQS4M8hEfRC8/l8CYdk7Vkg1V4fczt+nr2Uh4cFpYpnxKRunINc+bM290oW2Tf9qgsgrLaqyiLq1QEfcwj8FLL/Hjyfgql1l9PomyChXzu9VsLXoWWy7fJSmzUFJz2ZEnkwEKuYzR/o0JfrcbnwxsxZ1HhQxccrHK5/mJGw/Ydvkuqya2FVZQnI3P4KdT8aye5Cecz7b7Wgoq9X8qzvu3tmfPnADOvPEKY9s1ftqOdv5WZo0ZTBUqNTlFZQxedonIKqyrN+7nMnl9KG/1bsloLaowEWwJSeaLo7Gsn+JfY3tZbnE5p+MyqlSaqtWQllvM2DWXhX8zNly6w5t7ovh9jK+kQOxnceN+LoOWXsLVxpStM9oL5wRVhUcFpUxYe4WQxCwOLwiqkcQShVqtZtfVewxbHswAL3t+H+tb523Wox7/NtSTN/X4r4SlsR4bp7ajv5cdQ5ddkjz4qgqt7M05tKAjqY+LGb0qRLiF5nnIZDJe69mCDwd4MH1jmOQacNAQI+un+ONgacjIlcGSZsUVchk/jPAisLk1o1aFSFKRbJnejrScYhbuCBdS01gY6bF5ejuiUnP56NCLlp6qYKinYP0UfxIzC4XWuZ9TzNDlwRSXVVQ5mxmVmlPlvspkMr4f7vV0plNUIfBBfw905HI+OyKeI7OwW3OsjPUkZc9MaN8EZ2sjvjoWK7zOQC87WjuY880f/7RcKeQaVdPq84lVvmwrVeoXZh1lMhkf9vdgy+W7tbI7PY/GDYwY6uMgOfvG0dKIo4s60b6pVY3WFwNdhdbB/lBfByJTc6ptpaoKPT0acedRoSQS2N/FipJy5dOMDRE0bmCErZkBoRIyu8wMdGne0KTKAUd1qE3jlL2FIfklFeRJUDKa6uugI5eRIzm0WE5puYpW9uZ0bdkQnVrIb5ysDOnd6p/Ew2j/xtVar+QycLMzfarUqQ61Ud7czSqSrLyJeZCPu13tZ7OfRdjdbGxMDWgsoYXmUsIjrE30aWErnjlx5U42Mhm0l6DwSXlcjAzYPzeAlo3Evm/8w3wiUnIlkRYJGQWcicsQtu8AJGUWcCgqjVd7iKluAMLvPkatBnNDXbbOaM/ngz2rVJBkF5b9o/mqJlS1XEJGAUv/SuC7EV7C7U0JGQV8ezyOH0d6CxUJVK6TXViGl4M5l97pxhdDPJ9mPp2Ly+BmWi79frvwD0t5QkYBb+2J5oeR3sIBygkZ+SzaEcE3w1oLh6/fephLel4phrpy3unTkrAPe/D7WF98G1u+8Dtw8ubDF0oYnodKrSE6f3ku1+5Wej4T111hXtfmTA50Ftq3mrD2QhLfn4xn07R2Wu+Vo9FpNV4n5Uo1iRmFTNlwtUZ7ukql5qtjMSz5K4GtM9oLqduqwokbDxm9KoTJgc78OFL82qsKUSk5DFpykYam+uyfF1jnUHbQhGu/sTuKH07Gs3qiH6/3bFEjSVqPevxfRT15838A9+7d480338Td3R1jY2OsrKxo164dP/74I0VF4lkMz+PcuXPIZDJJf7p06VLltpydnYXWd3Z2rvX+SoVCLuONXi35dYwv7x+4zhdHY4QIh5rQ0FSf7TPb09zGlEFLLxKdmlPrbY3yc2L1pLZ8fPAmS87clmwv0NdRsGRsG9o3bcCIFcEkZIgPSOVyGV8N8aSnhy2jVoUID2YtjPTYNqM9KdnFLNohZoeyMTVg64z2nIvP5NvjcULf08JIj03T2vFXbAa/1aD8iE7Nod9vF0h9XExZNZaaqnJvKmGop2D1JD9O3XzI1iti+S56OnKWjW/DiRsP2HdNjHjTUcj5dYwvx6If8Mf1B9pXQHOOvh/hzbHoB5yNzxBaRyaT8cUQT45GpxHyXPW0l6MFo/yc+PjQP4mq6NQc+vx6nl6/nH9BTdSykSkj2jry9R/iBFJNWNCtOceuP5BEnoCGrNw4tR0TOjSp9mW2JtVNJSyN9ejdqpEk9Y2Jvg7d3W0kEcC6CjldW9pwOlaadaq2leHhEkKLn22cEoWZgQ4m+jo8kJB7I5PJsDDSI1tiaLHhE+UNwLt93aucdQZoYKxX5bWgp5Dzfr8XVTvmhrqM8HOscp1Ky6Y28i89rxQbqcqbrEKcraUpb2If5OFh93KUNyGJWXRo2kCSiul0bDo93KtvIKoKhyPT6N/aTtJgaV94KmPaNcbT0UJ4nU0hyQz2sZekoFn1dyKDve2xr6Ga/Hn8evo2w3wdJDXkhSZnY2umT/C73ehQw8A8u7C02npr0NitXG1MObQgiMXPkUcqlZp390Uzrn1j4WDjcqWK13dHMqFDE2EFVkm5kgXbw5n9SlMOL+z4ghrmyh1N1XhJhYp528L55o9YcovLmb0ljAkBTapsgKwKjwvLmL4pjEkBTRgsqKTKyC9h6sZrjPF35OZnfZjZuVm1geBKlZoLt6tXOBvoypHLNK2Pqyf6sXay39N/S8osYNyaK0wOdGbOK82E9q0mLD+XwJK/Etg2o/0LaqyqsCXk7lPLWnUoU6q4eiebDw/cqPLfSyuULNoZwamYdPbPDcRXQhh2JdRqNcvPJfDG7kh+GuVTbQucKPaEpTBm9WUmBzqzZKzvU4VUXXArPZ9BSy9xP6eYY4s6vZQWsHrU49+KevLmX45jx47h5eXFTz/9RFxcHEVFRTx+/JirV6/y1ltv0aZNG5KSkv4/25+WLbU3Lvzb0NPDlsMLOnLx9iPGr71CRn7tFDOV0NdR8ONIL2Z0bMqY1ZfrpOrp5NpQY8e6co93912XTC4pnpAww9s6MnJlsOS2mo8HeDCsjQOjV10m/qHYYM7CSI+tM9pz51Ehr+6MFGokcrAwZOuM9uwLv8+ys2LKCwcLQzZNa8f6i3fYXgWxcjY+gxErQsgrLn8hiPBZVJd78+znrJjQlq+PxXI5SWzg7GBhyK9jfPno0A3iHoo1kTlYGPLtcC/e3RctbEFxsDDko4EevLM3+gUrVHVwtDTi9V4tef/A9RfImDd6tSTuYT5Hox+QW1zOe/ujGbZcQ/yp1FRpwXu9ZwsuJ2ZJCuCtDk5WRgzzdWBpLZqnFHIZHw3w4OuhratUY4i+AI7xd2JfeKok29BAL03rlBSCtYeHLX8KhltXIrC5NRdrGGhUBd/GlkRKDC12tZWWeyOTybC3MKhV7o3Uxil9XcXT67a5jQn9W9u9cL51FTI+GehRpZLG2dqIbtW0wMzs1JTni6R0FTL6t7bDSwuBUFKuJLe4XJLyprJmWcqscl5JOfdzinF7WeRNUpYky5RKpeZMbEa1AapVobRCyfEbDxgowTJVVFbBkagHjPZ3El4nt6icA+H3JSkg0nKKORSVxmwJg++4h3mcvPmQhd1dhdcJTnhESlYRxxZ1wliLVSirsKxKlaiOXIa+jpx3+7jxx+JOtLJ/MSR5c0gyGfmlvNFLXBG05MxtyipUktb54mgMhnoK3qyiZUutVhPzTANnhUrNxuBkuvxwFmsT/SrXqQrlShXzt4fT0taUN3qKrVNYWsH0jWG0d7Him2FeT62R1SEy5UXlbaXNqsGTZsUr7/dg07R29PCwRfeJPTclu4jxa68woq0jiyVcB1VBrVbz6+lbrL1whx0zO2h91oBGjVRTK6BcBgY6cnTkMjo0bVDl/ZpbVM6kdaGkPC5m/9xASURkJUorlLyxJ4rNwXfZNTtAmJSrCmUVKj46eIOv/ohlzSQ/Zr9SNxKoEnvCUhiy7BJ9WjVi24z2QkHc9ajH/2XUkzf/YkRFRTFq1Chyc3MxMTHhq6++Ijg4mDNnzjBz5kwA4uPj6d+/PwUF0mayAfz9/bl+/brWP6+88srTdSZPnlzjNgcPHlzjtk6dOiV5P18GXKyNOTA/EDtzAwb8fpGw5LrVictkMmZ2bsqycW14f/91fj4VLynf4lm425lxYH4gUak5TN8UJjlkWSbTKIwWdnNl/NorkgZ/MpmMt3q3ZFJAE8asDuGGoM3DyliP7TM7kJhZwGu7o4QIHBdrY7bOaMfai3fYcOmO0Oe0bGTK2sn+fHkshpPPtX3dTs9HpVZrDcesKfemEu1crPhwgDvztoW/ULddHV5p0ZCZnZoyd2u48Dnr19qO/l52vLozQriGe2RbR1o7mEtqTZgS6Iypgc4LJIm5oS4f9nfj/f3RdPzuL/aH36dCpYnY1FPIyaoi3K+BiT4Luzfni6Mxkirqq8P8rrVT31RipJ8TO2Z1wERfh2djcESzFQKaNsBQT8FfEgKFu7rZ8KigjBv3xYg60FwfCRkFpGSLqyMDmzUg7mGepBwr38YWRKXmSDo3LWxNawznrAr2Foak1iL35rGE7wL/VN4AvNX7xUGdq40pA73tGeJjj+4zgzddhaxK1U0lXKyNad/Uimf/VYaMD/q7a92vzPxSFE8GfKK4m1WEib6OpHVi0/KwNdOXpCypDgWlFUSn5koib67fz6W4XEk7F7H8GYALtx5hZqhLm8YWwusci36Ag4Uh3o7aW5wqsSvsHq0dzKskNarDmgtJdHezEaoFr8TPp24xtl1jHASVOkqVmi+PxTK/W3Ohdq7sgrIXnv+6ChlBza0591YXpnZ0qVLBlJJdxA8n4/l2WGthsjr83mNWX0jil9E+wjaXY9EPOBKVxu9jfJ+SGc8i9XHxCzak0goVj4vKuZ1RQEya2HPysyM3yS4s45fRPlpJGHjSYLUjAhN9Hb4dLhaEfDQq7WnQfWUD1bA2DnwxuBVZhWWE3sl+oWb7QW4x49ZepnerRrzTp2WdCAa1Ws0PJ+PZevkeO2d1EA6X3nU1led7FfV15ChkmmfQaP/GrJjQlhuf9WbHrA70avVPUuV+TjEjVgZjaqDDjpm1y6bJepJJk5BRwKEFQUKNa9UhI7+EcWsuc+3uY44s6PhSlDGVNqlvjsexckJb3uzdUrh1rR71+L+M+qv8X4xXX32VoqIidHR0OHXqFO+//z4BAQF069aN1atX8/333wMQFxfHzz//LHn7xsbGeHp61vjH0dGRy5cvA9C8eXMCAwNr3KaFhUWN22vRQnzm52XDSE9H007RpRkT14Wy8dKdOteJd3WzYf+8QA5GpjFvW7jk5P9K2JkbsmdOAGq1mlGrLvMwV7o6aFpHF74Y0oqZm8M4Fi1mzQENgbOouytzuzRj3JrLRAhaMKyMNRaq+Id5vLEnSmjw6NbIjI1T2/HTqVvsDhOzrrRzseKX0T68tiuSq8+QbrM6NyP0gx4s7u5KA2O9GvNQqsu9eRbj2zehr2cjZm2+JnweF3V3xdHSkLf3RgtfSx8N8CC7sIylggokmUzGN8Nac+5WJscFLVcKuaamfO3FpH8oqhIyCtgccpeCMiX5JRVPwzUBdBQyHhVWHXw7OdCZ4nKl8DmrCU5WRgxv41CnIGR/ZyuOL+6Eg4XR00YiI8G6VLlcxqi2TuwIFf8uBroKennYcjjqvvA65oa6tHOx4owE65QmZ8T0BctbTXC1MUUGkmxQLSQqb0CjApOqvLEykl4XbqArp7jsPwNDJysjhrd1fDqY1VPIebN3C2QyGYu7t+DZu9rVxpRXWtRcUz2vS/On1ildhYy5XZoKzdRm5JfQ0ERfaJBZibtPLFNSBn9xD/Nxf0mqm6t3snGwMBQmIUBjmerS0qbKQXt1OByVxkBve0nfc3dYCqP8nYTXUarUbAq+y9QgZ+HPyC4sY2doCvO6iOfjRKfmcOH2I+Z1FVfq7AtPJa+knCmCiqDMglLKn/xe6uvIsTTSZcnYNmya1g4786rPlVqt5r391xnkY09gDSG3z6KwtILXd0XyWo8WwtfUvawi3t0fzfcjvHGqJicpKjUHw2oCgB8XljFsxSV2Xa3ZhrwlJJnj1x+ydrKfVqUSaL7/p0duci+7iJUT2wo1mpVWKNl8+S4AXo7mfDvMi4iPe/H9CG8SMgvRkcsITsxiyobQp2q/jPwSxq+5QlAzaz4e4FFn4uarY7HsC09l1+wOwsHX5RVK1l+6g1qteUbJZZr9f61nC0682omwD3vwzbDWdHWzqTKIOSYtj2HLL+HvYsXKCW1rZUu6lZ7PkOWXsDE1YNesgDqpWcLvPWbgkos4Whqyb25gtdeVFNxOz2fw0kukZBfxx6JOdNby3K9HPf6bUE/e/Etx9epVzp07B8D06dMJCAh4YZk33ngDd3fNjOGvv/5KeXndK32fx65duygt1QzoJk6c+NK3//81ZDIZU4Jc2DK9HcvPJfLarshaEy6VcLU15dD8IHKKyxi+IkRyK0slTA10WT/FH097M4YuvyRsx3kWQ30dWT6+DW/tjWLrk5cWUczq3Iw3erVk0rpQrgjahyqbr2LS8nhTkMDxcbJgzSQ/Pj18U5hk6t2qER/292D6xqv/ICOsjPWY17U5oR/0YMlYX9o2sUQhk/1jNr4S1eXePItPBrbCxECHtwTJGIVcxm9jfIlMyWH9pWSh72Kkp8OSsW1Y9XeScDitjZkBnw/25IODN3hUINYs5GFvxpRAF97dH01haQXfHY+jz6/niUrNqbamtirlDWisgu/1defHk/GSQmurw7wuzfnjxkNJOU3Pw8nKiGOLOtLuSUON6HEBjXonOPGRJDJioLc9R6MfSFLYaSrDxfKKKhHU3JqLEixqCrkML0cLIiRYp1xtatk49fj/G+VN6XP79XrPFlROQjtaGtL1SStJ4wZG9PfSVB7LZQg1VAU1b4C1qWYW2khPhzmviA3sM2qRd3PnkfSw4tgHeS+NvAlJyiJQguoGNBXhPdzFW1+Kyir4MyadgV7ilqnEzAKiUnIZKqFy+XRsOmq1WpKda2NwMn7OlrSWoO758dQtJgU2EbbHFZVV8OPJeN7t61Zjo9GzqLQ3y2UwvK0j59/uqtWOsudaKgkZBbzXT7tKrBJf/RGLjZkBMwSDmssqVCzYEc4wX4ca9ycqJeeFe7QSajRBuh8evMFbe6KqDNK9lPCIr/+IY9XEtjhaig3kV59P4uTNdDZM9X9BKVMVlCo1r+6MpJG5AQfnB3J4QUeG+DpgqKdArVZzJCqNCpWa0goV1+4+Zvzay9x/XMzEtaF4O1nw1dDWkoja56FSqfnk8E2O33jI7tkBwuHNKpX66WSYv7Mlv4z2IeLjXhxe0JE5rzTD1da0xmfcxduPGL0qhEkBznw1xLNWSpRz8RkMXx6sKRgY6ytU214ddobeY/yaK8zu3IxfRvvUaVuV2B+eypBll+jVypbtM9sLt5PVox7/Lagnb/6lOHjw4NO/T506tcpl5HI5kyZNAuDx48dPyZ6Xic2bNwMa0uO/gbyphJ+zFUcXdSQtp4Rhy4NJrmObjqWxHlumt8e3sQWDl17k2t3a2bJ0FXK+H+HF2HaNGbkiRHL+BWjUQJunteP7E3GSg5AnBzrzQX93pm28KvzZ1k8InOjUHN7aK0bgBDRrwLJxGpLprODgdlz7xkzr6MLk9aEvDLoVchm9WjVi39xATr7WmdH+TujryJ9WA5cr1Vy4pf1z9HTkLB/fhsh7OcK12lbGeiwb34YfT8YL2/E87M14q3dLXt0ZQa6gMmGglx0BTRvw/v7rwud0cXdX0nKKaf/1GdZfukOFSk11AiSlSk1WDQRI71a2uNqaCGcW1QSN+saRJX/VrYbc1ECXbTM70NTamIIScRK2kbkBnVwbslcwcBqgo6s1JeVKwu6KhwP3cLflclKWJMIrqHkDghOl5t5YCCvmQKOi0dORS2oRc7SUXhduZawrObDY4JnMm0rYmhk8zbF5o9c/bQyvPQl0tTDSFSIqZDIZI9poSIP3+rkJDyYy8kuxMZVG3tzNkl4T/lLJm0RpeTepj4u4nZ5Plxbi5M2Z2AwcLA0ltWPtDkuhZytbSdawTcHJTAhoIjwYLSitYFNwMnMlZN2E3skm/O5j5nQWX2fV30k4WhrSv7Wd0PIqlSYvRk9Hzr65gXw9tDWmWtqfMvJK+PJoDF8N9RRuivorLp0jkWn8NNJbOET6+xNxKFVqrQRR6J1srb/z5Uo1e66lciD8n2rFO48KmbctnM8HtxKuhj8SlcaSvxLYMMVfiOxRqzXk0a30fI4s6IiP0z9Dem9nFJD1DKlcWqHiemoe3X8+h5OVIT+M8KpTS5FKpeb9A9c5F5/JzlkdhAnccqWKV3dFcv1+Hhff6cqeOYEM8LIXIqsADkSkMnNzGJ8NbsX8rs0lq4bUajUbL91h7tZwvhzqyeu9WtaawCqtUPLe/uv8cDKe9VP8mdbRpc75NsVlSt7eG8UXR2NYNr4Nb/V2q7dJ1eN/EvVX/b8UFy5cADTWprZt21a73LN5NBcvXnyp+5CYmEhwcDAAnTp1wsXF5aVu///fsDE1YNvM9gQ1t2bg0ouclhgu+jx0FXK+GuLJwm6uTFgbyp5aWkwqbUyfDNJYoGqzHT9nK3bPCWDL5bt8diRGklpgTLvGfDnUk1lbwoRzQRqa6rNjZgciU3J4Z1+00Od1dbPhhxHezN8eLhwUvLi7K93cbZi0PrTaAN/mNiZ8ObQ11z7qyQf93bF7Miuz6ryYTc7aRJ9VE9uy7GyCsOWlTWNL3unTkvnbw4UVIFODnHGzM+Pd/WIqn8omqfB7jzkQIWbfMdRTMLF9EwpKK7S+bJdVqMjMr37fZTJNYPCm4GThevmaML9rM07ceCg5e+V5KOQyDswLoqRCJZzZBJq2t11XU4TvDV2FnD6edhyNFg8ob9zAiKbWJvwdX3Pm0rNo59KA+4+LhbOXQBNaHCEhrFwul+EqsXHKoTbKGyPpypuqyBuAmZ00vz/PKwJcrI2xNNJlsI+4bad3KzvkMhjVVjwsNz2vhIYSa8KTswpxlqC8UarUxKfn4/ESasJzi8u5mZZLgITq7jOxGfg7W2FuJDZYhCeWKS/xY1+uVLHv2n1G+4kf+/iH+Vy7+5gx/o2F19kZeg9na2Nh8kqtVvPTqXimdXTBUpBUephbwurzSXwowV6zLzwVKyNdQt/rJtT8U0lEdHWzobu7mOooq6CUt/dG8/FAD2GLypnYdHZeTWHpuDY1KohUKnWN5QYyNM9KVxsTVk5ow6hnznNucTnTN11llJ8jIwXPf+idbN7ZF82Scb7CmSs/nbrF3/EZbJnevkqC8OSNhy+EoJcpVZRWqLiXXURBae3V2EqVmjf3RhF6J5tdszsIH//iMiWzNoeRkFHA7tkBwook0Fwjy84m8PHBm6ye1JZhbRwl73e5UsVHh26w9KymTly0+asqpOeVMGb1ZW6m5XJkYUdJBHJ1SMgoYMiySyRlFvLH4k50aSlOMNejHv9tqCdv/qWIjdVU8zZv3hwdner9qm5ubi+s87JQqboB7UHFlTh//jxeXl4YGxtjZGSEi4sLo0eP5uDBg3XOl/l/AV2F/GmDzeKdEfx0Kr5OoawymYzJgc6smeTHl8di+fqP2Fpvb0RbR9ZO9uPzozH8dlp6lbhbIzP2zQ3kbHwGr++OlNRkNdTXkR9HejN/WwQnbohZm2zMDNgxswPX7j7m3f1iBE5/Lzs+HdSKmZvCiBQYfMpkMr4Y7ElTa2Ombwr7RzbG8zDR12FigDPB73bji8GtADVrL4gFJXs6mPPdcC9e3RkpTC5MDnTGz9mKxTsjhM65TCbjhxFehN19zE7B6morYz2+GebFp4dv8iBXbCC9oLsrfTwbYW6oW23NNmjk7g+0ZC21sjdnsLcD3xyv+7PG0VKTZfLbmborecyNdBne1oH1gkHYAN3dbSitUHJJgsploLcdf1x/IBw2Xfk5UnJvTPR18HGyIDhBPPfGx8mCxMwCcovFFT6utqbclkLeWBqSnl8iyWplZawnKXwZKsmbFz/DzsIQhVxW5Yy4q43pC7PrNUGpVmNppCdpVrl2ypsiSQ0vlUooF2vxcN3qEHonG2drY2wkZFWcjk2nuwTLVG5xOX/HZzLIR9wydTYuA30dOR0Fc1tAY3+SUg9eWqFkzYUk5kmoNL6UkEXcw3xmdBKfpPrhZDw9PGyFK7tzisr49ngcnw32xMJY7Fo6dv0B1+4+5pOBrYSWr8zG8WtixYi2YoP4B7nFvLEniq+GeuKi5Xq9k1VIWRXPP7lM0+Lk29iCDVP8OfVaZ/p42j29xyqUKhbuiKCJlRHv9hWzfiVmFjBrSxgf9vd4apXUhvUX77Dtyl02T29fbTX84ai0Km1farXmHhy6PFiSDbcST5UzqbnsnNWh2vyi55FbXM6k9VcoLFWyc3YHGkp4zlQoVXx48AabgpPZObsDnVylZ7/kFpUzdcNVwpIfc3B+kFCNeXUIS85mwJKLNGtowu7ZAdWeAyk4GHGfwUsv0tXNhh0Sjms96vHfinry5l+IkpISHj3SDCgcHWv+8bW0tMTYWPNjm5JS9zDRZ7F161YADA0NGTFihNA6d+7c4fr16xQVFVFcXExycjK7d+9m6NChdOrUifv3xQM/n0VqamqNfx48EA/orQoDve05MD+IY9EPmLIhVPJs8fPo6GrNwflBnI5NZ8amq5IbpCoR1NyaPXMC2Hn1Hm/tjZZcJe5kZcTeOYHcSi9g5uaayY7n0a+1HUvG+vL67igORYqdN9snBE7onWw+OHhdiMAZ5efE671aMHl9aI05Pzfu56JUqVHIZfw+1heFTMbCHeFaB9IymYyJAc7smh3Ar6dvceLGwxqXr8RAb3smBjRh5uZrQoNimUzGd8O9eJhbwi9/3hL6jAYm+vw8ypsvjsYIk0Q9PWzp6dGId/aJ26e+HtoaNTC9owtWNYQ7p+dpD8p+o3cLLtx+JJyLVBPmd23OqZsPJZEI1WFKoAtHox+QkS8W9q2rkDO8rSO7BIkzgPYuDZDLZIRI+O49PGw5G58pifAJlJh709BUH0dLQ6JTc4TXkRpabGNqgEImkxSmbmmsJ7kq3EBXXqXyRiGXoVSpq7zmVWq1JEl+QWkFJgbSQjwz8qVl3pSUK3mQW0ITCbap2Ad5tLQ1rZNloxIhiVmSVDf5JeVcTsqSlClz8uZDWjYy1Trgfxa7rqYw0s9RmDjLLSrnYIS0evAD4fcxM9Clp6BSRa1W8+OpeGa/0lTYlnTjfi7HrqfxdhVtaNXhh5PxeDqY07uVWN1ydmEZnxy6ySeDWgkTV3uupRKRksPXw1oL3ROVDU69PGyF1BbXU3PRkf/n90PnCaHaybUhe+YEsH9eEB1drV/47K//iONBTrHmt1vg3GfmlzJlQyjj2jVmXHsxxdXBiPv8/OctNkxtV2272IPcYhJqaDosV6pJfVzEkGWXhH4PK1FWoWLB9nBup+ezc1YHYdI0M7+UMasvY2qgy6Zp7YSvP9DkLc3Zeo3QO9kcmB8kqYWtEsmPChm64hL6OnL2zg2UpPh5Fmq1mi2X7zJxXSiLujXnhxFewhlQ1aGkXMl7+6P59MhNlozz5d2+bpKC1OtRj/9W1N8F/0Lk5/9nIGNion0GrpK8qU1deHW4cOECSUlJAAwdOhQzs5o9+Hp6egwaNIilS5dy7tw5IiIiOHv2LF9//TVOThp57KVLl+jZsye5ueLWhko4OTnV+Kddu3bSv+RzaGFrysEFQRjqKhiw5CLXBQJua4KLtTEH5gWhVMOw5cHczapdro5bIzMOzAviZloe0zZKJ4Iamuqzc3YHisqUTFh3pVq7UVXo4WHLyglteW//dXYLDnIbmRuwY1YHghOz+PDQDSECZ2qQCzM7uTBhbWiVORxrzicxYMlFjj9RARnoKlgzyY+U7GI+OHBDiMTwcrTg59E+vLE78mlgpDa80aslLtbGLNohpqYx0ddhxYS2bLh0RzjLp5NrQyYGNGHhjsgqB61V4eOBHtxOzxduTLIy1uOjAe7sC7/PsUUdGduuMTpyGc+/Q4vMNtqYGjC3SzM+fwnV4Q4Whoxo68hvdWieqkRzGxMCmjZg2+WaW06exSg/J07FpAuTtQq5jP5edhyJErdO+ThaoKuQScrKCWrWgJCkLElqOx8nS2mhxbam3JJgWVPIZdhZGJCaI27nsjLSI7tQatuU4oUaYuCpzaGqa06lVr9wLdeEwlIlxhIbWDLySoRDbAHuZRdhrKegoYSK3pcdVizFrnDh9iOaNDCWFLB8JCqNQd7iqpv0vBLO384UtszAk3pwR/F6cKVKzarzScx+pZkwQfRXXAYp2UVMDnAWWl6tVvPlsRimBrkI22KiUnLYF57KZ4NaCRONXxyNwbexJQO9xPJ07mUV8fmRGL4f4SVM9vx25jY5ReV8OkhM2fN3fAZlShUyNM+EPp6NOL64E5umtavWBrYz9B77I1JZO9lPa74PaEiJGZuu0qaxJW/2EiPHzsZn8N7+66yY0AYfJ4tqlzsdk/40C686lCvV3H9czMiVwULP4JJyJXO2XiMtp4QdMzsI13KnZBcxcmUwLW1NWDWxraQw36yCUsauuUJeSQV75wRKapSrREhiFkOWX6K7mw2rJ/lhItD6VRVKypW8sy+a307fZvP0dkwMcK5zvk1ipsYmFf8wn2OLOtHNTZxUrkc9/ttRT978C1FS8h+2X09P+w+wvr7mh6K4uHYtR1Vhy5YtT/9eGYpcE0JDQzl06BDz58/nlVdewcfHhy5duvDee+9x8+ZNevXqBWisXZ999tlL28+XDTMDXVZNbMuEDk0YtSpEmLCoDuaGuqyf7Ecn14YMXnZJUgXws2hkbsCeOQHIZDJGrgwRtsxUwsxAl83T2mFppMfoVZclzSh1btGQ9VP8+fxoDFtCkoXWsTM3ZMfMDly4ncnHh8XIlfldmzO8rQMT1l55GoxamUPw/ck4AI5f/49qxtxIl43T/LlwO1NY6dK7VSNe69mC6ZvChDJFFHIZv47xIeVx0dN90IYWtqZ8NbQ1r+6KJCVbbKD7Rs+W6CpkfHtc7DPMDXX5brgXXx2LEc6fGeLjgFsjU34/k8Cng1pxaEEQLWxN/6HCEa11nt7RhZyicvaFiwf+Vof5XZvzZ0y6pPyV6jCtowvbrtytsuGkKjRraIKPo4VwhhBoFFknbjwU/gy5XEY3NxtJmVo+jS3ILynntoQ2Lh8nCyHrYSVa2Goap0QJQ5Cee2P1RHkjhYQyrMY2VTlbX1EleQMypChvyiUPVDIl2qaSHxXSuIGxpEHMyyJvHheWEf8wjw4SlDdSLVOZ+aWEJGYxwFuMWADYey2VDk0bCA80lSo1m0PuCldwg0YNVFquZLCglUulUvPTqVvM7dJMqLIa4M+YdG6nFzCvi1iwsVKl5qNDN5jduZmwje5sXAanY9P5aqin0DWkVKl5fXckQ3zthS1GlxIese7iHZaOayNUJ61UqTnypCFyjL8T597swtJxbWqswL6SlMVnR2JYMb6tEDGoVKlZtCMSfV0F34/wEiLgrt3NZsG2cH4Y6aXVNnQoMo3iKp4vlTDQlSOXaZ7Bb/Z203rsi8uUzNwcxuOiMrbOaC+cl3Q7PZ+RK0Po0tKGn0f5SFKUJD8qZPiKYBwtDdk8rZ2kjKpK7Lp6j2kbr/JuHzc+6O9Ra7VfWk4xo1eFcCu9gKMLO+IvGEJdEw5F3mfw0kt0btGQXbMDakVM1aMe/82oJ2/+hTAw+M/sXlmZ9hnhyipvQ8OX84ArLS1lz549ANjb29OjRw+t61hYWFT7b6ampuzevZsGDTQvkqtXrxb6Xs8iJSWlxj+hoaGStlcTZDIZc7s0Y+1kP749Ecd7+6MlDXCeh45CzscDPXivrxvTNl5l2xVpFd6VMNHXYd1kP3ycLBi6LJiYNGlV4ga6ClZOaENrR3OGrwiW1DTToWkDNk1rx/cn41l7IUloHXsLDYFzLj6TTw/f1DqAk8lkvNvHjS4tGzJh7RUy8kr47EgMq/5OolypWfdsfMY/7Cd25oZsnt6OzZfvskWwGn16Rxf6eNoybeNVoRYgMwNd1kzyY/uVe8L2sSG+Dgz0tmP+9nChQb6ejpzfx/iy91qqcEh05xYNGdrGgTf3Rgmpm2QyGV8Nac2hyPuE3smmlb05xxZ14r2+bk8JnNzicqGBtoGugvf7ufPDyfg6hTuC5joZ5ef0UtQ3nV2tMTfU5UiUuI1ytL8muFiUYPB1ssDUQJcLt8RtTT3cbZ9WHYtAX0eBv7MVlyRYpyobp0Q/w97cACM9HZIypTROGUlqnLI01kOpUpNXLH6NGOjKq7xnKq0aVZE3akDKRG9BqRJjffFZ7nKliuyiMkm2qeSsQlyspVkQYl4SeXPlTjbNbUywFlQAKFVqzsZlCNuMAP64/oA2jS2F8yfUajV7wlIkhQ6fiU1HqVLTS9DKpVarWXEukZmdmwoPhk/cfEhWYSkTOjQRWr6sQsU3x+N4rWcLIRUJwPbQe+QWlzNXkOzJLynn/QPX+bC/O7aC9ptV5xPJKizjfcEq8cz8UhbvjOSjAR60bCQWkP3zn/E0MNHj+KKOfDPcS6vqKCW7iLnbwvlogIeQCkytVvP5kZskZxWyZqIf+jra79H4h/lM2xjGu/3cGaClrj63uJzwKlr59BQaFWpTa2Ne79mC4He7c2BekFZVWWFpBdM2XqW0XKUhUQRboSJTchi1KoTR/k58MtBDUvZWZEoOw1cE08PdliVjfCVbk5QqNV8di+Gb43Gsm+LHmHbi9+PzuJyUxcAlF/GwN2PX7A51ruwuKVfy/oHrfHzoJr+M9uH9fu71Nql61KMK1N8V/0KYmv7nh1TEClVYqHn5FrFYieDQoUPk5OQAMH78eBSKuvlWAczNzRkzZgyg2d+wsDBJ6zs6Otb4x87uP7N/jwulB81VhaDm1hxZ2JGYtDxGrQqRXJP7PEb7N2bTtHb8dOoWnxy6ISkDoxK6CjnfDGvNhA6NGb0qhPO3xFtsQEMk/TDCi36t7Ri5MlhSO0/bJpZsn9GBpWcTWCI40Ha0NGLHzA6cjs3gsyMxQgTOF4M98XY0p8fPf7P9yr1/hCNWKNVce85+0tzGlHWT/fnmj1iOX9c+aJfJZHw6sBV25obM3xYulCPUrKEJv4/15b3914XtdB8N8AA00ncROFsb8/ngVry5J5oMQWXUe33deZhbwobgZKHlGzcw4tUerry3P5rSCiUKuYwpQS6cf7srbk9e4BMEFTD9WjfCuYERKwUr1WvCvK7NOB2TXmOLiQhkMhlTg1zYcEmsWQw02U5pOcXCqhWZTMZAb3sOS7BOdXS15kFuCYkSiJKg5tZckhBa7GFnRkFpBfcE1V4ymYzmNibclmCdcrAwJFWC8sZYT4GeQi6pLry6timFonrblFqtRi6BvSksrcBEQrZEpZ1QlAwBSM4qkmRByiooJT2vFLeX0DR1OUla3k34vcfIZDKh9qNKHI5KY6CEoOIrd7LJLS6nh4e4umdTSDITOojXg19KyCL1cRGj/cVsWUqVmp//vMWCbq7Cg+Ctl++iI5cxRvAzHhWU8sOJOD4d1Er4M745Hkezhib/aGqqCTfu5/L7mdv8MtpHSEGjUql5bVckAc0aCH+PUzcfsin4Llunt8ddwMJWUFrBjE1hDPK2F86sWXfxDseuP2TDFH8hNUlKdhGT1l9hWpALEwXIt79i06n8WVDIQFcho6GJPjM6NeXUa535680uzOrcTIiEyC8pZ/L6UGQy2DjNX5jIu5TwiAlrr7Couyuv9WwhSZl3Oiad8WsuM69rcz4cII30Ac05mbU5jDOxGRyYF0RgM/HQ8GehVqvZcOkOUzdc5Y1eLflmmJcQ0VYTKoOib6blcWxRR0nZW/Wox/8a6smbfyEMDAywttY8VFNTa7YlPH78+Cl5U5ktU1c82zIlYpkShYeHx9O/1za4WAQT14USLKFBpiY4WBiye04Ang7mDPj9Ahdv12277VysODQ/iMtJ2UzZcJVcQZvKs5DJZCzo5soXQzyZveUauyVWictkMt7v586MTk0Zu/qyJCtXa0dzdszswKaQZH44GSc0QHayMmLnrA6cuvmQL47Gal1HqVZTVKakoLTihVYLlVrNyZsvKlPaNrHk9zG+vLEnSqh2XEchZ+k4XzLzS/lEQBUE0LWlDYu6uzJrS1iNldqV0NdRsGxcG45EPeCgoC1nWBtHOrta8/puMTWNsb4OP4705seT8SQIWmymBblgoKtg2dn/kC62ZgaceLUzfVvZ8t3JeKHtVFaHr72YJKnWuirYmRsy2t+J386I2d9qwrA2DqRkFxF6J1toeUM9BYN87CXdR4O87fkzJp2iMjFFiZGeDkHNrTktoXUqqJk1V5KyhEleA10FHnZmkqxTLW1NJdnVHC0NJZ1rmUwmuXGquswbxZNBTlX3hdTMm4KSCkm2qYy8UqyM9CTNAt/NKsRZUlhxPk5WhpICS6tDSKK0vJvTsel0adlQ2DqR+riI6NQc+nmKBe+CJqh4qK+j8CDvVno+YcmPhckFgBV/JzAl0EWIwAA4HHWf4jKlcG15TlEZv525zQf93YUJpW/+iCOwmbWwlSkkMYuDEff5RjBwuKRcyWu7IpnduVmNWS/PYsXfiaQ8LuJrQUtWUmYBb+yO4rvhXrjWYJGqhFKl5tWdETQ01efD/mJKoGPRD/jlz1usn+InlCP0qKCUSetD6dOqEYu6N9e6vFqt5tMjN1GjsWaO9ndi56wAQj/oztt93GhuI06a5haVM2FdKMb6Oqyf4i98vZ248ZCZm8P4fHArpgaJt5oBbLtyl0U7I/hhpDfTO0pbFzT37IgVwZRWqDgwL0hSyPizKClX8sbuKFacS2TrjPbCxFxNOBqdxqAlFwls1oA9EmvSa4JarX4p1u561OPfhnry5l8Kd3fND15CQgIVFdUPEOLi/pORUblOXZCRkcHJkycBaNOmDZ6ennXeZiX+v6oKn9bJhRmbwvj5z1u1Urc8D30dBV8Pbc17/dyZuTmMZWcThAbW1cHJyoh98wIx0FUwZPkl4UH38xji68C6KX58eTSGn/+8Jfn4znmlGR8N8GD6pqucuinWwATgbmfGzlkB7L2WypfHtJMxoPnOO2Z14PiNB3z9R/XrlJQrmbbxKn/fyqSqQ1yhUvNHNdXlPTxs+WSgBzM3hxH7QLulzNRAl3VT/PkzJp01glaw2Z2b4u9sxdyt14Qqk52sjPh1tA8fHLguPEj+Yogn97KLWC24T+1crBjfvjFv7IkSut51FHK+HebF6vOJL7Q8fT3Mi2t3HwtfD16OFvRrbcd3J8QIn5owr0tzzsRm1Ng4JgIjPR3Gtm/MhkvJwuuM9nficGQahYIWMHc7U+wtDDgTKxZKDRrr1J8Scm887M2Qy2XckGCP9HGykBhaLK1xysHSULIC0dJYT1J7X3VV4TVm3qiQpLwpKK3ARIJtKiO/VFJ9L0DyI2nKm9gHebg3qrtlKquglNsZ+bR3kUDexKTTQ4Jl6mj0AwKaWQsHs+YWl/PH9QfCihiATcHJDPS2F/6MqJQcIu7lMClAzP5UrlTx6+nbLO7uip6WANtKLPkrAS9Hc7oIEjGhd7I5fuMBHw/00L4wmvyUd/dH82avlsJByN+fiMdIX4cF3bQTGABXk7NZ+lcCS8e2EVKLFJZqGo3Gtm9Mf8Hg5B9OxpOUWciycW2ESK6w5Gze2hvF72N98XK00Lp8peqltYM5nwwUC4D+6dQtKlRq3u3TkuhPe/H1MC/aNrGUHKz7uLCMcWsv09BEj9WT2gqrqXZfTeH13ZH8NsaXYW3EKtxB8978w8k4vj8Rz6Zp7ejXWjxjqhLh9x4zZNkl/Jwt2TBVTNVUFVKyixi+Iph72UUcXdixTpXioHnf++jgDd7ff50fR3nz0QAP4XtRGx4VlDJjUxgbJbwH1KMe/1dQT978S9GxY0dAYzG6du1atcv9/fffT/8eFBRU58/dvn37U7LoZapuAGJi/mMfsbcXl1tLxTBfR/bPC+RYdBrj1l6RHO5bHUb5ObFnTgDbr9xj9tZrQnkp1cFEX4fVE9vSx7MRQ5df4ly8+CDwWQQ2s2bv3ED2XUvljT1RQoTCsxjl78Qvo314dVekJOVBcxsTds8O4MSNh3x4UKxRqkkDY3bM7MCRqAd8e/xF1U5haQXj114m9E42pTV8j4y8EhKrqfoc7d+Y2Z2bMnl9qFBYsIOFIesm+/Hb6dtCFeKVdeAlFUo+EQxi7upmw9QgF+ZsvSaUD2NqoMtvY3z49fQt4VasN3u3pKCknFXnxQif1o7mTGjfhPf2/7Nu3NJYj/f6uvPZkRhhVcnbvd04E5vOtbtiSpfq0MjcgDH+Tvx2uu7ZN5MCnJ82yIigtYM5jRsYc0zAdgf/sU5JaZ3q7m5DZEoOWQKNXqAhKzo0lZZ749NYemixlJp2J0sjHuSUSCLFrYx1pSlvdKquCtfaNiXhbaagtEI4nBYgI79EuPoXNIOStNxinKWSNy8h7+ZyUjYtbE2Fg1OTHxVyL7uITq7iForDkdJapg5HpeFuZyacrZJbXM7+8PuSgopXnEtkbLvGwt97f3gqcpmMYW2012OD5jhtvXyXDwSVJOVKFR8dvMGi7q7YCwau/nQqngbGesK16JcSHrHz6j1+GeUtpAp7XFjGoh0RvN2nJa0dtVuf1Go1b++LpoGxvnAl+v7wVLZfucvayX5CJEFSZgEzN4fxXl83ugsQiCXlmoDgBib6/DjSW8g6tPSv2+y8eo9D8zsyp0vzWueoPCooZeyayzS2MmL5+LbCKrI155P44mgM66f4S7IDlVWoeGNPFAcj0tg3N6BWYcCHIu8zYe0VFnRtzheDPWv93S8lPGLQ0ov4NrZg+0zxKvTqcDerkBErg4lOzeHYok70biWu4tOGs3EZ9Pn1PAa6CrbOqHsTbT3q8W9DPXnzL8WQIUOe/n3Dhg1VLqNSqZ5anCwsLOjatWudP7dyezo6OowbN67O26tEbm4uu3btAsDIyAg/P7+Xtu2q4NbIjCMLO9LEyoh+v13gjAS7Qk3wdDDn6MKOlFaoGLz0Up0yOuRyGe/0cePzwa2YuzWcdRfFczqeRQtbUw7MC+RWej5TNoSSWyyNVOrdqhHrJvvzxZEYVv0tnl/SpIExu+cEcDHhEW/vixaqjXa2NmbHrA4cjLzP9yfj//F9p24IJeJeTo3EDYCeQl5jc8/8rs3p49mIyRtChQaNUivEDfUUrJrox58x6Wy9IlZL/VrPFtiZG/DOvmihc+zb2JJF3V1ZtDNCiPAx0FXw0ygflvx1WzjI+vVeLXizd8sXZh5HtHXEztxAOEC4kbkBc15pxudHYuqkSAOY17U5Z+MzJIdxPw8HC0N6etiyWbAdTSaTMdrPkV0S2uUGettzLj5T+H6zNTOglb0ZZ+PFc6qCmltLsoD6OFkSk5Yn3ITVwtaUu9lFwoHsjcwNUKnVpAvYBithaaRXi8ybF58BlYM0ZRX3j1qNpBn0wlLptikpTVOpj4vQ15FLWifmQR4e9nUnb0KSHkmyTJ2Jy6BD0wbCmR0JGQUkZBbQq5X4IHT31RRJqps9YSl42Jvh6SBWD56YWcBf8RnCdpKyChW/n0lgcXdXYfvTt8fjGNbGETdBddSm4GSUajXTBO0xEfces/XKXb4f4SVkX8stKufNPVG838+dpg215x2q1Wre2huFp4O5MCm27uIdwu8+Zsk4X6HjdO3uYz44cINl49sI7dOjglKmbrzKKD8nJgrUtFcoVSzeGUFphYqVE9oIqTTWXkhi7cU7bJnenuY2tc+FzMgrYczqy7SwNWXJWF+hz65Uzaz4O5HtMztIan/LLyln2sarxD/M58C8QEm2LtDYS38+Fc+HB26wfHwbpgS51Kq+W61Ws+Z8EjM2hfFeX3e+HNK6zuqYP64/YMDvF/FrYsWeOYHCKjNtKClX8vGhGyzcEcG7fd1ZOs4Xc0MxMrce9fi/hHry5l+Kdu3a0alTJwDWrVtHSEjIC8v89NNPxMbGArB48WJ0df/58rVx40ZkMpkmoPXTT7V+5s2bN4mIiACgb9++NGxYc+ViJU6cOFFjTXl+fj6jRo0iK0uTRTJ9+vSn9eb/L2Gkp8MPI735ZGArFu+M5PMjMZKVKVXB0liPDVP8Gehlx7DllyQFl1aFob6ObJ/ZnpV/J/Le/uu12kcbMwN2zQrAQFfByJXBkq0NAc0asGNWB1afT+KbGmxNz8PBwpDdswOIuPeYV3dFCoX/ulgbs31mB/ZdS+XHU/8hcMZ3aEILW1PkMmp8OSipUHEkuvpjLpPJ+GRgK9wamTJt41UhBYnUCnEHC0NWTGjL18dihTJ2FHIZv43xJSw5m02C4cJzOjfDwcKQjw/dEFrex8mCmZ2a8vruSKFryEhPp8qXSblcxpdDPdkUnCxMTs7s1JSM/FIOCrZxVQdbMwPG+Dd+Kdk3U4Oc2Xk1RdgKNcTXgev3c0kQDPBt1tAEV1sTSZbDHu62kirDA5tZE5b8WJhccW5ghJG+Qpj8sjXTx1RfR9i6qauQ08jMQFJdeAOJmTeGelUHFoNGfaNUVpd5I9U2JU7eZBZIrQkvoomVsXCgaGmFkoSMAjxekvJGSljxmdh0uruJhwgfjU6ja8uGwtk8N9NyScgoYICg5aayHlxUfQKw+u8kBnvbCytcdoWlYKSnYKCgeuhKUhYXbmfyes8WQss/zC3h19O3+WKwp9BAt7RCydt7o1nYzVV4kP7x4Ru4NTJlvGDmyPpLycSk5fHDCC+hQXxIYhY/nbrF8vFthIK67+cUM3tLGO/0aam1rhs0FrEZm8LwdDDnnT5uWpdXq9V8cOAGSZmFbBDMmdl6+S6/nbnNlmnt66RqS8spZtSqELwdLfhltI8QkaVUqfnw4A0OhN9n9+wAIaVTJdLzShi16jJyuYxdswMkq1yKy5Qs3BHBgcj77JsXKGzzex5FZRUs2hnJuot32DGrA6MkELBVobRCySeHbvDOvmh+GOnFp4NavTSb1M20XAYuucj1+7kcW9SREW0da0VW1aMe/xdQT978i/Hbb79haGhIRUUFvXr14ptvvuHy5cucPXuW2bNn8/bbbwPQokUL3njjjTp/3qZNm57+ffLkycLrffvttzg6OjJz5kw2bdrExYsXiYyM5Ny5c3zzzTe0atWKU6dOAdCyZUshIullYoivA0cWduTKnSyGrwgmWUJFdnVQyGW83qslv4/15cMD1/n8SIwQcVEdfBtbcnhBEDfScpmw9oqwteJZGD+xYvk7WzF02SVJTVKgURXtnRvI0egHvL03WtgaYWtmwK7ZAdxOz2eBYDV2s4YmbJ/ZgV1XU/nlT81AfbCPAyde7cyZN7owq5MLDU300VXIqOo96WZaXo05Ggq5jJ9H+aCvIxdulKqsEJ++MUzIEufvbMXHAz2Yty1ciPCxNtFn2bg2fHcivsq60uchl8v4ZbQPZ+MyhCvKF3ZzRSaTseSvulmP3BqZMSnAmY8OilnDDPUUvNvXje9PxAvbrarD3C7N+PtWJjfTpF2/z6NtE0tcrI3Ze00ssNDCSI8+rRpJUt8Mktg61d3dhvO3M4XJmGYNjTE31BXOsZHJZHg7ilunZDIZLSSHFhtJCi22lBpYrFM9eaOQy6hQvXgvSw4sLq3AxOD/nfImOasQZwk14bfTCzDUVeBoKUY+VIeM/BKSMguE827ySsoJvZMtZFcBzQD6cFSaMOkBGtVNfy87YWXPufgMSsqV9BUMQ36YW8KByPvMfqWp0PIl5UqW/ZXAqz1aCClcVCo1X/0Ry7yuzYVzj744FkMPdxthBdSyvxLQVciZ1VnsOxyOSuP8rUy+EyRiolNz+PFkPEvG+WJhpF2J8CC3mIU7wvlwgLtQA1lRWQUzN4XR06OREOmmVKl5dVcEugoZPwlan74/Gc/FhEdsnt5O6DvsCUvh2+NxbJzqL4k4eR4p2UWMXh1CQDNrfhBURZVVaBRCIUlZ7JkbKEnxczs9n6HLLtHK3ox1k/0kkcxQqRAKISO/hIPzgmghEDBdFe5lFTFseTDpeSUcWdhROAy7pu2NXBlC+L0cji3sRB9P6dk9VUGl0iiDRqwIoV9rO/bMDpCUNVaPevxfRD158y+Gr68vu3btwszMjIKCAt5//30CAgLo1q0bq1evBjTEzbFjx/5RL14bqFQqtm/fDoClpSUDBgyQtH52djZr165lypQpdOrUCV9fX7p27cr7779PSopmMNS5c2fOnDmDlZV0325d4WJtzP55gfg5WzJwyUXhwbA2dHe35fCCjgQnPmLcmsvCFc9Vwc7ckD2zA2loqs/gZZdqFdyqo5Dz5RBPpnV0Yczqy5yVmKVTeZyiUnOYuy1ceJBpbaLPzlkdSMspYc6Wa0LrNbcxYees9mwPvcevp/+jtHCxNubN3m6EftCd7TM7MNTXEQNdOQa6/3lcyUDrdzPQVbBmsh8Pckt4d991oZryTwe2opG5AQu2RwiRV2PbNaZ/aztmbb4mRFr4OVvxRq8WLNgWLjSgtTUz4IcR3nx44Ab3srQPmPV05Pw8yps1F5IkZZ9UhcXdXUl9XCRMfgzytsfOwoCVf4vl7lQHWzMDxrZrXOfsG01tuDMbg5OF7Vxj/J3YH35fWP02wNuekMSsp1XS2uBhZ4aFoa6QWgs030G6dUpa7o2rrank0OKUbHHljfS2KTkVKnWV95+OXIaqGtuUJOVNibTMm0yJmTd3JdaEV+bd1HWm+HJSNu52ZsKBpBduPaJpQ2Nh20LMgzwe5pbQ3U2M7CkpV3IwMk2SZWpjsKYeXDSbY93FJLq0aCisWNl+5R4WRrrC5NChqPs8yi8VtmRduJ3J+fhM3hfMxolJy2P1hSS+H+El9J0f5pbw0cEbfDPMCxtT7ddkXkk5C7ZHsLB7c9o20f7uVVqhZN62cLq2tGFcO+2qHpVKzeu7ojA10OHzwWLhwV8ei+F2egGrJ/oJBf6uvZDErqspbJ7eDjtz7QTn4ag0Pjl8k9WT2gp95+qQ/KiQ0atC6NbShq+HegqRTMVlmkye5KxC9swOwEFQDQYahdfwFcGM8HPiB8Hr4VncuJ/L4GWXaG5jytYZ7YXDvp/H37cyGbj0Ih2aNmDbjPaSw9qfx4kbD+i/5AJtGluyd24AjSW08NWEh7klTFx/hS2X77J1Rnte69lC2AZZj3r8X0b9Vf4vx8CBA4mOjua1116jRYsWGBkZYWFhgZ+fH9999x0RERE0by7WMlATzpw587S+e/To0ZJsTT/++CPffvstgwcPxs3NDWtra3R0dDAzM8PNzY3Jkydz4sQJzp07h4ODWDjg/wvo6yj4ZGArfh7twyeHb/L23qg6qwRAk+NyYF4QjpZG9F9ykavJtQ9uNdRTsHScLyPbOjFiRYikdppKyGQy5rzSjK+HtWbe1nB2hIrlslTC1syA3bMDyCooZfL6UOFgZgsjPbbNbE9eSQXTN4nZlZrbmLJ9Zge2hNzl9+cyVmQyGf7OVvw40pvIj3vx8ygfOrlaI5OBSg1f/xGrdftmBrpsmtaOy0lZ/CBQgV1ZIZ6RV8LHghXiHw/0wNRAh7f3iuXZTO/ogreTBYt3RgjlBPXwsGVYGwcW7owQUhC525mxsJsrb+yOFCbfqoKxvg4fD2zFN8fjhNqCKqvD15xPIk2ibe95zH2lGedvZ0pWjz2P/q3tKSit4O9bYjkzHZo2wEhfIZyR5WBhiI+TBcclBB338LCV1FIV0KwBwYliZA9oQotFg64BWtiaSAotdrQ05H6OuPJGKnljZazH2Te7VEnGyOWyqtum1Gqk0B6SM2/ya6G8kUTe5ONuV7cJGHhSES7RMtVNkIgBOBL1gJ4ethjqiQW1nrz5kAYmevgJttIkZBRw5U42YwVIA9Dkvmy/co85XZoJLV9cpmT5uURe79lCaCBeUq7khxPxvNWnpRDJUFqh5ONDN3mjVwshYqVCqeKdfdFM7+gilO+jUql5c08UPT1s6SNAPqnVat7bf50mDYyY01nsGH1xVKMi/mKIWI34r6dvEfMgj5UT2gqRDesu3uFwZBobp7YTCpfedy2VX0/fZuNUf5oJ5OicvPmQd/ZGs3x8GwKbiYdwP4+EjAJGrw6hv5cdnw4SI6U0FeJXKClXsmNmB0nkydHoNKZsuMr7/dx5vWcLyUTuyZsPGb0qhEkBzvw40ks4TPlZqNVqVpxLZO7Wa3w8wINPB7WqdcAxaBRInx6+yVt7ovluuMYmVZv9qgrHrz+g96/nsTM35I/FnercfFWPevxfQj15838ATZo04eeffyY+Pp7CwkIeP37M1atXefvttzEyqp7BnjJlCmq1GrVardWq1LNnz6fLrlixQtL++fn58c4773Dw4EFiY2PJzMykvLyc3NxcYmNj2bhxI7179/7X+E97etjyx6JO3HlUyKCltVO4PA9DPQU/j/JmYbfmTFoXyoZLtQsfBs0Ab3EPV74f4cWrOyNYfi6hVtsa5G3Pxqn+fHs8jh9OvtjuVBMsjPTYOqM9hnoKxqy6TKZgQKmZgS6bp7VDqVIzeX0o+QLETwtbDYGzMTiZZWcTqlzGQFdBv9Z2bJnenrAPejC8jQOPC8vYduWu1u3bmhmweXo7doTeY8OlO1qXf7ZCfO0F7cvrKuQsH9+GiHs5rBAIfJbJZHw/wovUx8XC9qb3+rlTWq58ajHThtmdm2JioMuPAoRVTejdyhYfJwu+PxkntHybxpb0bmXL9yfElq8ONmYGjGvXhF/rqL7R05EzsUMT1gucd9CQA6P9nNgpMbhYmnXKljOx6cL3Y2CzBkSl5AgFVwP4OFqQnFUkXM/d0taUeMnkjQTljZEejyUEFuso5LhYV50XoyOXVdM2hXC+DEC+BPJGpVKTKbEqXEPeiM8uxzzIfSlhxVeSsoRDUZUqNWfjM+jhLpaHoVarORKVxkAvCZapsBRG+zkJ//ZvDklmQGs74WO95XIyng7mtBGw9lRu397CQLjxZ93FO1ib6jPYW2zSac35JAx1FUzoIFZXvubCHYrKKljYzVVo+U0hySRnFfKJYPX4jtAUQu9k88toH6H7Y++1VI5GP2DFeLEK7CNRaWy4lMzayX5CRMyJGw/46VQ8ayf7CakvTsek8+HBG6ya2FaoQvxcfAav7ozktzE+tc55AYh/mM+Y1SGMbOvE+/3cha7fjPwSRq8OwdJIj03T2gnbBEGjLKoknMYIEpeVUKvVrPw7kdd3RfLTKB/mdmlWq3ftwtIK5m8PZ+vlu+yaFcDwtuJ15lUhJbuIkSuDuZqczdFFHWtVcV7dfr69N4p391/n66Gt+XGkt2RrWT3q8X8d9eRNPf4nYW9hyI6ZHejn2Yhhy4PZduVurcmWSshkMiYFOLN1RjtW/p3Iq7si66Ts6dfajl2zA9gScpfXdtVORdG+aQP2zQ3kUGQar+2KFG6hAU2g7ZpJfrjamjByZbBw7bKxvg4bprTDUE+HCetCyS3STuC0bGTKthntWXshieXnqiZwKtHARJ+fRvmwa3YAXx+L5WCEdgtcs4YmrJ/iz48n4zlaQ9hxJSorxH89fYuTAoG0DUz0WT2pLcv+SuCvOO2qDVMDXVZMaMPq80lCqhADXQVLxvqyMTiZYIHqaB2FnJ9GerPtyj1C79ReCSaTyfhsUCsORqRx7a72nB6At/u4cfJmulCuT02Y06UplxIecT21buqbce0bE3onWzjXZURbJ4ITHwkTFP1a2xFxL0dYbdShqRW5xeXEPBAjjR0tjXCwNOSq4Hm0NNbDuYERkak5Qsu72pqS+rhYONhZk3kjgbwx0SO7QJy8qQmKaskb8cBitVotSXnzuKiMCpVaSEkBmtnm+4+LaWItprxRq9VPlDd1I2/S80pIziqkXVMxm0jEk/tTJNMEICIlh/yScjq1EFMzpGQXcfXOY4a1ERsE5pWUs/daqnBQcUm5kg2XkpkrqLopKK1g5d+JvNZDTNWQkV/C8rMJfNjfQ4j4SMkuYtnZRL4c6ilk3UjMLOD3M7f5foSXEFFyOz2f70/E8/MoHyFiIO5hHl8ei+G30T5CgcM37ufy8aEb/DbGV8hGF52awzv7ovltrI9Qrkr4vce8vjuKX0f7CF1zoXeyWbQzgp9GeRPUXPs1F5z4iHnbwvl+hBe96lA7fTMtl7FrLjMpwLnKNsaqoCEqQvCwN2PlhDZC5xM0xPDnR2JY+XciO2Z1oOtzweHaVM+lFUre2hvNxkvJ7JodIKTGqgp3HhUydPklcorKObwgqE4ZQQCnbj6k/+8X8HK0YN/cwJeWQRNx7zH9f7/Avewiji/uRH/BEPR61OO/DfXkTT3+Z6GjkPN6r5asneTHb6dvs2B7hOSa7arQtokVRxZ25EFuCUOXBXOnDgHJng7mHFoQxN3sIsasrl2mTnMbEw7MCyLpUSGT14uRKZXQVcj5ZZRmFmv4imDh9iFDPQVrJrWloYk+Y9dcFrJNuNuZsXVGe1afTxKqLPdztmLlxLa8t/+6UOOPb2NLlo5rw1t7ooUIkMoK8dd3iVWIt7I359vhXizeGSnU3uPWyIwvBnvy6s4IIaLA1daU9/u589ruSKHj2dzGhDd7t+TNPVHCA/Oq4GRlxIJuzfnw4A2hHCB7C0NmdW7K50di6kSI2pgaML593ZunrE30GeRtz4ZLyULLNzI3oLNrQ/aEialvGprqE9CsAceixaxT+joKXmnZkNMx4tapwGYNpOfeCIYcW5voYWmkK9w45WhpSFpOsZDlDzQ2qPzSCknEcXVQVGOb0mTeiG2jpFyFSo0weZNZUIqpvo6wVSj1cRE6Cjl2ghk5abklFJRW1DpYtBIhiVl4OpgLt0Cdicuga0sboQBW0Kgs+ng2ErY97AlLoUvLhsIqmr1hqbRsZIq3YDDqnrAUbMwMeKWFWCvmpuBknK2N6dJSbPlf/rxNR1dr2rmIkWGfHbnJYB97IRWQSqXm3X3RjGnnJJTJUlah4tVdkUwOdBban6KyCuZvC2dGp6YEChAfOUVlzN12jXldmgkdz/S8EmZuDuPVHq5CtrvkR4XM2BTGW71bChErMWl5TN90lQ/7ewgpNq7dzWbW5mt8NqiVpDDt5xGVksO4NVeY2akpi7qLqaHiH+YzfEUwXVva8OMIb+HMlZJyJfO3h3M2PoP9c4NeUBbdzSrE97M/2Xut6t+h7MIyJq4N5VZ6PocWBAnZ7qrCX3HpDFp6kVdaNGTztHa1zskBzXX6xdEY3tgdxVdDW/PFEE9hIqsmVChV/H7mNuPWXGFMu8Zsn9FBuFmuHvX4b0Q9eVOP/3kENrfmj8WdKCitoP/vF+oc9Aqagee2Ge3p5GrNoKUXJdUJV7WtHTM70LShMYOWXqqVEqGhqSZQ2ERfh+ErgyW1xcjlMj4Z6MGEDk0YtSqEa3fFFAD6OgpWTGiDi7Xx0/YDbWhlb87W6e1Zfi6RNee1B992cm3Ib2N8eHVXJBdvax/cdnWz4fPBrZi95ZpQm1FlhfiMzWFCBMtAb3smdmjCrM1hQkTg8LaO9PFsxPxt4UIhuePbN8bHyUI4X2dqoDN25gZ8c1x7PlBNmNmpKWUVSjYK1pzPfqUpD3NLJNmJqt5OMy4lZBEtqCKpDlODXDgQkSpsJRrt78SesFRhgmKgl0TrlJstZwQUWpUIaGbNpQTx3BtvCaHFMpkMVwnWKTtzQypUaqH7GcDySTNMjgTSuDooZLIqw6eVKrWwVSC/VLMfooHFGXmlNDQTH9DczSqiiZWRsI0rNi2PptbGdR7kXJZgmQL4KzZDuGVKqVJzLPqB8MBYqVKz51qqcFCxSqVmc0gyUwRVNxVKFasvJDHnlaZC5z2vpJzV55N4o6eYkiL+YT77w1N5t69Y6PCfMelcu/tYqPIaYMvluzzMK+Gt3i2Flv/19C1UaoSryj85dJMGJvosFiAglCo1i3dG0tLWjHldtOcnlpQrmbU5jE6uDZnZSXs7VnZhGVM3XmWYrwNTg7SHPt/LKmLyhlBmd27KOIEa9OupuUzZcJV3+rox0q/2VdbX7mYzYd0VFnV3FVZzhd97zOjVIYxv34RPBooptEBDlk1cd4WHeSXsmxtYpYVs/cU7gCaz6Pkcxdvp+QxedhFrUz12zQrAVmKVOGjuud/PaCYtvxziyQf9PeoU9pv6uIhRq0IISczi8MKOdSLRnkXKk4nLQ5H32TMngDmvNJNkka1HPf4bUU/e1KMeaGbnN0zxZ1JAE8auvszq84nCDTXVQVch58MBHnwzrDWv747ih5NxwoPB52Ggq+Cnkd5MDXJm9OoQ4Vn+Z2Gkp8OqiX4ENG3A0OXBkkggmUzGou6uvNm7JZPWhXI2Tkw1oKuQ89sYHzztzRmz6jIPcrUTIJ4OGgJnyV+3WXdRe1ZJr1aN+Hpoa2ZvCRMilkb6OTG3azOmbLgqZAWb3tGFXh62TNtwVSjD541eLXG2NmbRDrFA4k8GtqJcqRIKYJbJZHw33Iubablsuaw970cul/HjSG8OhN/nvGBob1XQ05HzxRBPfj19W+gcGunp8E7flnx7PI7istorLhqa6jMxoO7ZNx72Zvg4WbBdMLy7q5sNZUoVFwUUWgC9PRsR/zBfWGXX1c2Gm2l5pAsq6QKaNiDuYZ4w+eTjZEFUao6w8qmlralwaLGejpxGZgbC1ildhRwzAx2yXoJ1SqGoPrBYVEFSWKpET0eOno7Y609GfikNJcxGJ2cVSrIJxDxpmqorQpKy6CBomUrJLiIxs0DYAhV6JxulSi0chnzhdiZKlVpYFfP3rUwKy5T0FawPPvYkILy/YI7G+ot3aGlrSlBzsf3/+o9YxrVvjIuA9a2orIJPD9/knT5uQrkvKdlFfH8ijm+HeWGkp51AvJqczYZLyfw62kfomt0fnsqZuAx+H+MrdE/8dvoW97KL+Hm09sputVrN23uj0VHI+Wqo9kDjknJN85JbI41qVBsy8jXtQQO87JjfVTuRFPsgj4nrr7C4uysTBXOGqsLlpCwmr7/K233cJLWKTVoXyms9WrC4h6sweZySXcTwFcFYGumxfUYHrKq4ZgpKK9h1NQWlGsqVaqY+867y961Mhq0IZoiPA0vHthFWBD6L/JJyZm+9xp5rKeydE8hgn7oViZyOSaf/7xfxsDdj/7xAoftGG9RqNfvDU+n32wXc7cw4urBTrdVF9ajHfxvqyZt61OMJ5HIZszo3Y/vM9mwOucu0TVfJEqwArgkDvOw5MC+Q4zceMmVDqKTmlWchk8mY/Uozloz15Z190fzy5y3JBJNCLuPzwa2Y2cmFsWsuC5MwlZjYoQnfjfBi3rbwGrNmisuUT6u8dRRyfhzpTfumDRi1KkSIMGntaM6W6e359fQtoZDhIb4OvN/fnakbrgo1FM19pRn9W9sxaX2o1nNcmfvSyNyA+QIV4gq5jF/H+JDyuEgouNdAV8GK8W3ZH54qpN6wMNLjl9E+fPNHnFDYtpOVER/09+CdfdF1sgUGNrOml4ctnx+JEVp+sLcDNmYGrDqv3QJXE2Z1bkpIYladFXFTg1zYEnJXqLFLVyFnRFtHdgsGF5sb6tK5RUOOCKpvrIz1aNPYQrh1qqGpPq42psIV4x72ZhSVKrkrUC8PmsapeAl14Y6WhtyXkntjLC20uDooZDUEFgtOxhaUVGAqqWlKek24lLDi2JdA3qTlFJP6uBh/ZzHy5mx8Bu1crIQtVkej0+jX2k54Zn53WAoj2joKL78hOJnx7RsLkROVjTizOjcT2n5uUTnrLtzh9V5iWTfnb2USmZIjpFoBWPpXAjZm+owSUH2o1WreP3Cdgd72QjkuBaUVvL47kjd6taBlI+22usTMAj46eIOfRnnTyFz7NXs6Jp11F++wckJboWth2dkErt19zMoJbbXa51QqNa/vjkStVgsFJueVlDNl/VXaNLbko/4eWs9VQkYBE9ddYUZHF2YIKICqw8Xbj5i+8SofD/AQJoD+uP6AWZuv8eUQT+GMJtDkCg1bEUxQc2tWTGhbLfGyJyyFZ+vzissrGL/2Cqv+TmTOlmt8MdiTN3q1rJUCJSGjgCHLLlFSruTIgo51CkqvnHR6dVcknw9uxddDW78Um1RucTmLdkby1bFYfh3jwxdDPGtFUtWjHv+tqCdv6lGP5+Db2JJjizphpKeg728XJGVNVAdXW1MOzQ/CWE+HgUsu1skG0t3dln1zA9kfkcr87eGSQ5FlMg1J9e3w1k/bBaRggJc9qye15YMD16skVsqVKqZtvMrUDVe592TwKJfL+HqoJ93dbBm1KoSkTO0DRW8nC7ZMb8/Pf95ic0iy1uXHt2/Cgm7NmbQ+lISMmlUEMpmMjwd44GFvxtSNV7VmwkitEDcz0GXtJD+2h97jUKT2QOXGDYz4aZQP7++/rnXfQVNpPaOTC4t2RAgFWY9t54SrrSmfHbmpddma8H5/dy4lPBIi/eRyzTFefT5JSK1THaxN9JkU0IRfT9ct+6aHuy26OjJO3BCzMI7yc+LPmHRhAneQj8Y6Jap26e5uy2nBSnKQVhmur6PA3d5MmPBylaC8AU1osWiAOWjIm6xaktbPorrAYrWEwOKC0gphyxRAZi1qwkXDikFD3tS1aepykibvRrTh5nRsBt3cxNp4ypUqjt94yADBcNCsglJOx2QIkRmgIRwuJ2UJWWQAzsVn8qiglJGCbThrLiTR2tFcyFKmVKn5+o9YFnZrjoWRdhVNQkYB6y7e4cshnkID6T3XUrmVns/7/cXsWJ8fuYmjhRHTBOxGJeVKFmyPYEKHJnQVaFpKflTIa7sj+Xa4lxAxdOLGQ1acS2TNJD+hHKNvjscSk5bH2sn+Wgf0JeVKZmwKw8ZMn+9HeGk9lnezChm/9jKj/Z1YINjUVRXOxmUwa0sYXw71ZJSgxW9n6D3e3BPF0nG+DPEVV6z8fSuTMasvM72jC58NalWtKkqlUrPq7yRKyv8zyaBUaWxJP5yMZ9M0f0mf+yxO3XzI0GWX6NWqERunthO6xqtDWk4xo1eFcP5WJocWBNVZvVOJy0lZ9P31PAUl5Zx4tbOwtbMe9fhfQj15U496VAFzQ12WjWvD4h6uTN8Yxs+n4oXCWmtCZcPQxIAmjF51mV1XxSwcVaFlI1MOze9IVmEZI1aECDfdPIsBXvZsmtaOH0/F8+3xOEkqnk6uDdk6oz2/n7nNz6finw5YVSo1i3ZEEH7vMboKGbvD/vMdZTJNds5gHwdGr74s1P7j42TBpmnt+OFEvJBNaFbnZkxo35jxa69oHVzK5TJ+HqWpmZy7LVyrIkNqhXjThib8PtaX9/ZfF7Ko9fSwZUKHJszZGi4UMLy4uysm+jp8eUy7EkZjt2rN6Zh0/owRJwyeh7WJPm/3cePjwzeE7FBtm1jSw92WH07UrbJ8VuemhN7JftqQUxso5DImBzgLKbkAXKyNadPEggMCbWYAPdxtuP+4mNgHYiRID3dbLiU8EiZfpYYW+0rIvWlha8qD3BKt7SaVkFwXbqxP9ktQMdbUNiUKqeRNhtSa8EeFuAjapgpKK0jOKsKjjsqbkMQsYUtTYWkFlxOzhAdFwYlZ6CpkwqqeAxH38W1sgbMggbU5OJn+re2E27xW/J3I1CAXoRn+7MIyNly6I5wVsycsheJyJZMCnLUuq1ar+fjQDca1b0wre+12joy8Er48GsNXQ1oLqVxO3nzI8RsP+WmUdjsTwFfHYjHQlfOmQI5OUVkFc7ZeY5Sfk1A2yc20XN7YHcnPo32EiMZNwcnsC7/PxqntqrQFPYsKpYoF2zUW4xXj26KrRU2VllPMuDVX6N/anjd7iWUGVYVTNx8yb1s4P4zwZqivGBG48u9Evvojlg1T/CWRCnvCUpiz5RpfDfVkzis1V3n/fSuT7CpUihp1oYwjUdIt8yqVmp9PxfParki+G+HFO33chG2mVeFsXAb9fr9Ay0amHJwfRLOGJrXeViXKKlR8dyKOqRuuMvuVZqyf4i/puVuPevwvoZ68qcd/Hepa+V0JmUzG+PZNODA/kD9uPGTcmit1UhBUbnPOK81YN9mP70/E8+6+6FpVgINmNnvr9PZ4OZozaOkl4SrnZ+HvbMX+uYH8cf0BiyVWifs2tmTPnAD2XEt92kT00aEb/BWXQWmFinKlmu2hKf8YbMlkMt7p05IJ7ZswZvVlodDgNo0t2TjNn++Ox7H9inbC67WeLejX2o5xay/zMLfmTBF9HQWrJrblUX4p7+yN1kpgSa0Q79rShkXdXZm1JYzMfO2D1zd7taCBsR7vH7iu9TrWUcj5bYwvhyLThPbFztyQTwe14r3912tt3QMY164xDYz1WXa25kr3Srzb143jNx7WyfbUwESfSQHOdc6+GeXvRPzDfOF9GePfmJ1XU4SeKUZ6OvTwsBUOLm7W0Bg7cwOhoG2A9k0bcOdRodZruhLeTubC39PKWA9rE31h9Y2jpaG0unBjXbJfRmCxXF6tbUo880aabSozT1x5U65Ukfq4mCaCtqm4B3lYm+jXeZBy+Y543s3FhEc4WhkK51IciUpjgJe9EIGgVqvZdTVFOKi4sh5cNKj42t1sYtLymCBob1l1PpG2zlb4CRBPBaUV/PTnLd7t4yZk3zoclUZCRoEQMaRWq/nw4A26tLShh4f2QX9Gfgnv7b/Ol0M8hVp1jl9/wKHI+/w+xlcr+aFWq3l333XMDHV5t6/2gOXM/FJmbgpjXtfm9BZoivozJp3vTsSxZpKfVgJPrdYE8qZkF7F+sr9Wa0xGXgnj1lzmlZYN+WiAu3DOzPM4Fv2AxTsj+XWMj1DdtFqt5tvjcaw5n8SOmR1oL0iUqtWaUODPj8awbrKfkDpl+bkEyqspLyhTqth59R5bQ8TV0rnF5czYHMbhqDT2zwsSau+qDuVKFd8ej2PB9nA+HdiKb4aJ1dxrQ2JmAcNXBHMuPpPDC4KYHOhc63Nbj3r8L6CevKnHfx3e2B1Zq0rt6uDWyIzDC4Jwtjai328XOCPB6lAdAptbc2RhR2If5jNqVYik9qdnoacj55thrZnftRkT1l5hf3iq5G00bWjC/nmBpGQXMXFtKDkSsima25iyd24gIUlZ9P31AnvCUil95sWjsLSCS8+FvspkMhb3cGVW56aMW3NFaIDZtokVG6f68/UfsezUEjork8n4qL8HAU0bMGHdFa22F1MDXTZO8+fq3Wy+E8iokVohPrtzU9q5WDF36zWtjVI6CjlLxvkSnJjFVgGiysnKiK+HtuadfdFCxOJQXwfaNLbgo0M3tC5bHeRyGV8O8WTtxSSheml7C0Nmdm7K50e0281qwqzOTQlLzq4VSVkJMwNdRvo5Catv+ng2IiOvhHBBxc8gb3uORotZp2QyGT0kWKfMDXVp7WBOSJIY2ePjZElMWp4wIdvC1oRbgrk3jpZGpEh4ZlkZ65Nd+DKUN1QbWCxqm8ovrcBYX3zAkZFfIqwKScspRiZDuMb2ZVimUh8XkZZTIqyM+Ss2g+6ClqnSCiUnb4pbpiJScniYWyIcPLw3LJUWEurBV5xLYnyHxpgbaleuZOaXsjn4rrDqZtXfiTg3MKKPp3aCIq+knC+PxfLhAA8hq9qx6w8Iu/uYTwZ6aF22klwJam4tNNhPyS7i7X3RfD/CCycr7aThhkvJXLmTxbJxbbQSPaUVSmZvCcPP2Yp5Ag1MUSk5vLozgp9HedO2ifbK9G+PxxGcmMWmae0wN6r5OGYVlDJ+7RXaNLHky8Haw5Krw8GI+7y1N4rl49sIkVFKlSan6EhUGnvmBAiH5lYoVby3/zrbr9xjz5wAocr2hIx8wu/mUNOvR7lSzadHbr7wXlUVbqfnM2TZJdRqNYcWdBSyx1WHB7nFjF2tyUk8tKBjra1bz0KtVrPtyl0GLrlIQLMGHJwfiKtt7fexKsQ90J4LWI96/F9DPXlTj/86mBjo0vvX8/xxXbq8tDoY6enw/QhvPh3UisU7I/n8SIxQtXNNsLcwZPfsDrR2MGfgkotcuF27NiCZTMbUIBdWTWzLp4dv8u1x6a1W1ib67JjZAQsjXYatCJaUZ+FgYcjIto4kZBZQ9pz1qKxCxbZq7E5zXmnGqz1cmbj2ygtVmFXBz9mK9VP8+fJYrNYgWblcxjfDNF7+yRtCtdpBbEwN2DytPXuvpbL2gvaKcikV4pUNUSUVSj45fEPrwN7G1IClY335+lisEDk00Nuenu62vLYrUut5l8lkfDW0NSGJWcLhulXB08Gcce2a8OFB7QohgDmvNOV+TnGdqsOtjPWYHOjMb2fqpr6ZHOjM8esPhRQsBroKhvo6sCNULLi4cwtr8orLCb+XI7R8d3db/orLELYsBjSzJliwMty5gRGGegriBG1cLWxNhayMoFHepOUUCz9nGhjr1UntVQmFXF6lRUqlUgsHFhfWwjZlI1gVnpxVhJOVkbAKKOZBXp0tU5eTsvFyNBf6TiqVmr/iM+gqSN6cv/UICyNdfATJld1XUxjkYy8ULqpSqdkkoR78Vno+F25nMl0g/wVgxblEgpo3ENr3B7nFrL1whw8EgnIBfj51ixa2JgwUILWyC8v45NBNPhvUigYCrWXbQ+8Rk5bHl4M9tS5bVqFiwY4Ihvo60EeAMAu9k80PJ+NZPr6tVrVXpSpGqVLz/QgvrcflXlYR0zdd5fVeLYX2ZdXfiey9lsrWGe21hivnFpUzcV0oLRqZ8v1w7Zk41WF3WAofHLjOqolthe6B0goli3ZEEHonmz1zAmgqaA8qLK1g5uYwIu7lcGB+IG6NxO7xNefvIMJJVajUzNgcVuPE1PHrDxi6PJiBXnasm+wvRHhWh3PxGfT//SJNGxpzcH4QzW3qbpPKKihl5uZr/H7mNqsn+vF+P3etIdhSUFqh5KdT8czeeu2lbbMe9fi3oJ68qcd/HT4f7MkXQzx5b/91Xt0ZUaeGnecx2MeBows7EpqcxfAVwSQLVgNXB30dBV8Nbc37/dyZveUay84m1LqivHOLhhyYH8TJmw+ZvSVMqNb6WRjqKVgxoS2dXRsydPklIeIANLL6n07dqnK2SA2cjssgtxrLxNQgF97r586U9aFCM0ntXKxYO9mPz47cZO+1mlVGCrmMX0b50NBEn2kbrmrNFnGxNmbDVH9+PX1bKGRYSoW4ga6C1RP9+DMmXUhR075pAxb3cGXetnCheuhPB7UiI6+UlX9rb3ZqaKrPl0M8+ejQDTLya69Qe71XC+48KuSgwLEy0tPhnT5ufFfH6vCZnZpyrY7qGxdrYzq5WgsHdY/2b8yx6AdCeTD6Ogr6eDYSJsb8nC0pV6qJFAwwD3wSWiyq7PGWmHsjSt7YmRtSoVILXz+WL4u8kVWnvEF4Jr6wtAJTAzHyprC0gqIypXBVePKjQpwl1YTn425Xt5lmKXk3N9JyKSlXCqt0Ki1TIse2sLSCI1Fpwpapc7cyKJZQD77yXCLD2jgKNX89zC1he+hdXhNU3fxwMp6eHrZCRM+N+7nsvHqPzwaJqT8+O3KTtk0shdRLdx4V8vWxWH4c6a1ViaLZ7zjKK1RCNdzpeSXM2xbO+/3chFQxq88ncSnhEWsm+Wm1xuQUlTFlYygDvOyFqrZ3h6Ww9K8ENk1rp9W+l19SzqQNodhbGPLraB/hBrPnse3KXT4/EsO6Kf50ctVeYV9UVsGMTWGkPC5iz5xAYTVdZn4pY1ZfpqRcxe45AdiZi62XW1TO/ojUKp9vAPo6cvQUcnTkMrwdzZndqWmVhK1Speb7E3G8vTean0Z583otW6lAox764WQc87eF80E/d74f4f1SWp/OxWfQ57cL6CpknFjcmY6u2lVJUnA9NZdBSy5xJjaDNRP9Xuq261GPfwPqyZt6/FdigJc9p17rzOOicvr8el6IGBCFs7Ux++YG4udsycAlF4UG+tow0s+J3bMD2BF6j9lbrwkHhz6PZg1NODgviNIKFcNXBD9texKFQi7j00GtmNulOePWXNYabnv+Viav7Yqs9oUDQFchq/EYjWvfmC+GeDJzc5hQi1GHpg1YO9mfTw7d0GoT09ORs2JCWxRyGbO3XNNqIfFytGD5+Da8u+86wVqumcoKcVvBCnF7C0NWTmjL18dihSqfZ3duioe9Ga/vjtRK6Bnr6/D7WF+W/pUgZPHp19qOzq4NeW+fmHKmKpjo6/DJwFZ8eTS2WnLuWQzxcaChmQFrBJRN1cHSWI8pQc51bp6a1tGFbVfuCuVNedib4WprIkzIDPJ24Nj1B0KqFF2FnC4tGwpbMf2cLcnILyElWyxvxkcCedOykbhtSk9Hjp2ZgXDuzctS3ujI5VXeCxrblNg28ksqMNYTI28y8kvRU8ixEBhIw5OmKcG8G6VKTfzDPFq9hKYpkSYlgDOxGbzSoqFWuwxAcZmS07HpwpapY9cf4GRlRGtBW8mGS8lM6NBEKF8mJbuIo9cfMOcVsUropWdv083NRihI+Mb9XP64/oC3+2gPv1WpNNk1Mzo2FVIfnI5J52xcBl8O0U70VChVvLYrklH+TkKD2TOx6ewITWHpOF+t5EpZhYp528Lp3MJaKC/oTGw6v525zdpJ/lrJspJyJTM3h9G8oQkfDdBuCzt18yGfHLrJqklttVqQisuUTN8YhpmBDkvHac/zqQ4bLt3h2z/i2DjVX+heySkqY8LaK1Qo1Wyf2UFr6HIlkjILGLbiEi7WxmycJk3tsvZiEuXK/zzbDHQ1RI2hroKApg14tYcrO2Z1IObzPhxa0JFXe7Z44bznFJUxdeNVTtx8yIH5QUK2sOrwMLeEcWuucOpmOgfnBzFcsN2tJpSUK/n08E3mbwvnrV4tWT6+DZaCx1YEpRVKfjwZz8hVwfT3suPQgiBa1MEqVo96/FtRT97U478WtmYGbJzqz/yuzZm5OYzPjtysdTjw89DXUfDJwFb8PNqHTw7f5J290ZIru5+Hp4M5Rxd2pKxCxaAlF4l/KF7d+yzMjXTZMMWfwGbWDF52sUaiYNnZBBbvjHjh/0/v6MKPI71ZvDOi2pruyJQcZm4Oq5G4ASgpV7FZS8DesDaOfD/Ci3nbwoWqnAOaNWD1JD8+PHiDg1ragAx0Fayb4k9eSQULBUiWzi0a8tsYH6G2FB2FnGVPKsQ/EagQ93O24uOBHszbFq4150gmk/HjSG8SMwtZIaCo8XQw5/WeLVi8M0KI/Pt8cCui7+eyR4uCqSb09WyEp4M5353UnhVUWR2+8u9E4dDdqjCjY1Mi7uVw7a52q111CGzWABtTA2HidbS/E7u0WPUqEdCsAWo1QgQdaFqnzsRqJy1Bo2DydbIUbp2S0jjV3MaUzPxSIaUXaHJvRLO6rF4SeSOvJvNG/aSJRQRSbFMZeSU0NNUXVvXczSoSVt7ceVSIWo0kpc7zSMkuIiO/BD9n7UoKgL/iMujuLmaZ+isug0bmBsK2rt1PgopFjlVCRj5X7mQztp1YPfiaC0n0btWIJgLHKvVxEbvDUnm1h1iQ8JfHYpgS6IKjpXbSbefVFB4VlDK/a3Oty+YWl/PBwet8NMBDSC207GwiBaUVvNNHe4jwg9xi3tgTxVdDPYWsPF8ei6G4TMnXQ1trPT/xD/NZvDOS70d40dqxZnJFpVLz5p4oypVqfhvjq9UueCUpi1d3RfLLaB8Cm9VMUJWUK5m1JQyZDFZP1K7+qQ6r/k7k19O32TKjvVBwdUZeCaNXXaaBiT4bpvpjIvisuHY3m+Ergunf2p5fR/tIsgDdzylm6V+aAgBTfR16uNvwXl93jizsyM3PerNjVgfmdmlO2yaW1ZKdsQ/yGLT0EnoKOYfqaG06fyuT/r9foHEDIw4tCHopOTRxD/MYvPQSkSk5HFvUiVGCzwpRRKfmMGjJJc7GZ3BgXhCLurvWmuyrRz3+7ai/suvxXw2ZTMaEDk04tqgTkSk59P/9AtGCFgUR9PSw5Y9FnUh6VMCgpZeIe1i3cDQLIz02TPFnsI8Dw5ZfqrWqR0ch59NBrXirtxtTN1xlRxUhv8ei0/jlz1sciUojKfPFGfe+re3YMr09v/x5i6+Oxbww433xdiZlShWGugq0/QTfySokVktw3AAve34b48NruyKFslGCmltrvNIHrms9Tib6Omya6s+97CLeEmiV6tWqkbBMurJC/FRMOusuag/CHduuMf1aN2LW5mtaCT9zQ12Wj2/DsrMJQuqx6R1dcG5gzEcHtWfrWBjp8d3w1nxxJKZWVfOgub8+H9yKA+H3hRQ/ldXh3wuQPdXB0liPKYF1a56SyWRMCXJm/cVkIeXRIG97bqcXCLWjKeQyBnjZcThSTKnzSsuGJGQUCOdMBTyxTonA28mCO48KhZRR5oa6NDIzkJR7kyqoALIy1uNxUXmtLaGVqE55o1SrxdumysRtUxn5pVhLqQnPKhSuyI55kEfLRqa1toEAhCRl4e1ogZGAkig9r4SYB3m80kKMvDkaLW6ZSsgoIPp+LkMEAnYBNgXfZYCXnVDLVmZ+KbvDUpj7ivbAXIAlZxLo69mIFgIDztOxGdxKL2BeV+3bzioo5bsTcXw2qJWQdeTrY7G0bGTGCAHFQmRKDiv+TuDX0T5aSYoKpYpFOyLo7dFIKNB4f3gqhyLTWDWxrdZtZxeWMWPzVaZ3dGGAl/YK8e9OxhGdmsvayX5aj8nNtFxmbA7j4wEeWkOhyypUzN8WTkFpBeumaG+hqg6/n7nNyr8T2TajvZAl7m5WIcNXBtPa0ZwV49sIE0Ynbjxk4rpQXu3Rgnf7ukmyKYXfe8zgpZfo0NSK44s7Ev1pL9ZO9mdyoDPudmZC2zoclcaIFcGMaOvI6olthUK0q0KFUsWPJ+OZs/Ua7/Z148eR3kLPlpqgUqlZd/EOQ5cF07uVLXvmBAg/I0VQWqHk+xNxjFoVQn8vOw7OD8K9jjli9ajHvx315E09/ifgYm3MntkBDPV1YNSqEH4/c1urAkMU9haG7JjZgX6ejRi2PJhtV+7WqVVHLpfxWs8WLBnny0cHb/DZkZuU13Jfx7VvzPop/nx/Io5PD998+p1v3M/ltV1RVKg0g57qrCxtm1iyf14Qf8aks3BHxD+USwu6uRL5US9+GOnFQG97TA100JHLqpwZUqvVWluiQEOarJzYlnf3RbMnTLvSoaOrNSsntOW9/de12losjPTYPL0dkSk5fHRIO7khBZUV4r/8KVYh/vGAVpgY6PDW3mit++HpYM4nAz1YtCNCq2JFLpfx0yhvLt5+xP5w7cRfNzdb+rW2422B/agOTRoYM69LMz44cEPonnqnrxvHrz8UzlSqCjM6uRBxL4cwgaDr6jDU14GM/BJCBIgQUwNd+nvZaQ3KrsRAbzuO33ggFGpuZqBLOxcrYeuUlNwbK2M9GlsZCWfqtGhkyi2BBjHQkDeijVNWxnooVeo654/J5bJq26ZEJ3HzS8SVN5n54jXhSpWalOwimgg0/sCTpqm6hhUnilumzsZl4OtkIWQBKSit4K+4DKFAXoA9YSn08rAVskDkFpezLzyVqYFiwcMbLt0hoGkDoVau5EeFHIi8z+LurlqXLVeq+OaPWF7r4YqZwGD32+NxtHOxoru79qrvC7czOXb9AV8P1W6XKiqr4LVdkSzq7irUZPTr6dvkFJXz6aBWWpe9mZbLhwdv8NsYH61NVGUVKuZsvUZrB3Oh47fl8l12XU1h41R/rLVkQt3NKmTy+qvM7dKMMVrUVhVKFa/uiuBhXgkbp7YTVr48C7VazY8n49kcksyOWR2EjmvcwzxGrAyhl0cjvh/uJUyqbg5J5vXdkfw8yofJguHblTgUeZ8Ja68wr0szts/sgLuduSQ1SoVSxdd/xPLBgev8PtaXRd1da51vk5FXwvi1Vzhx8yEH5wcx0k8su6ompOeVMHlDKBsu3WHL9Ha83qvlS1XDRKXkMOD3i5y/ncnB+fVqm3r876D+Kq/H/wx0FHIWdHNl75xAjkSlMWJlSJWKk9pu+/VeLVk7yY9fT99mwfa6ByV3c7PlyMKOXE7KZtyay7WuPw9o1oBD8ztyKeERUzdeJTGjgEnrQ58SQuVKNXuvpVZbEe7yJOMnLbeYCWuv/MNWYW6kywAve34f60vUx704MC+IBV2a49bIFJkMDJ/MXKnUmhYNkcHsKy0asnayH58evikUKtu5RUOWj2/DO/uiORZdc8OYjakBW2e051x8Jt8ej3upBI6XowU/jdJUiGtTd+npyFk+vg2R93JYfk67JWqUnxNd3WxYuCNcK5FnY2rAjyO9+eTwTaFA7Q8HuHPnUaFQkHJ1mPVKU0orlGwMTta6rIOFITM6ufD50ZhaH38LIz2mBjnzSx2ybwx0FYxt15j1l5KFlh/j78SBiPtC1ss2jS0xNdDl/C2xBjlNZbiYdcqnsQUFpeVCNe2gyb0RJcpa2JhwS9CuqbFNiSlvjPQU6OnIya7mGSMKHbkMpeqf179arUYtMbBY2DYlgbxJyylGrdaQWiKISatbTbhareZyUhYBzQTzbuIy6CZomTodk46LtbGQXaJcqWJfeKpwUPGesBTc7cy0WnJAU8m9JeQu8wRsSqBRWgz2theyEm2/cg+5XCZk3bqanM2x6w+Eqr4LSyt4d9913unTUsiK9dWxWBqa6DO7s3b1z8Xbj1h/6Q7LxrfRqkbJKSpjztZrzHmlGV1a1nze1Wo1Hx+6QWFpBT+O9NZKAJyJTefrY7GsmeSn9Vhn5JUwYd0VBvvYa1VPqVRq3tobTUJGAVumt69VQ5Jareab43HsDkth56wAoaana3ezGbUyhEkdmvBhf3chAkSlUvPN8Vh++fMWW6a3F6qYf3Yff/7zFh8euMGy8W2Y1tFFsoUou7CMyRtCNdXd84OESMXqcPH2I/r9fgEHC0MOLwgSUq1pw8mbD+nz63kamujzx+JOQpY1UZSUK/nuRByjV4cw2MeeA/OChBu96lGP/wbUkzf1+J+Dp4M5RxZ21DRALLnIlhAx64QIAptbc3xxJwpKK+j/+wUiBKwkNaFJA2P2zw3EydKI/ksuEnqnZqVBTlEZiVUQUo0bGLF/XiBymYy+v50nt7j8H+1QCpmM7TUM3hs8qRK3NtFn2Ipg7ma9SArI5TJaO5qzqIcrJ17tTPiHPfl2eGv6t7ZDVyGjXKnxx4sgsJk1m6a147sTcUJWpC4tbVg2rg1v7oniuJaKeAcLQ7bOaM++8PssO5sgtD+i6OPZiFd7tGD6Ju0V4tYm+qya2JZlZxO0qi5kMhlfDPYkv6SCH07Ga92Prm42jPRzZNHOCK2EmamBLt+P8OLbP2KrPK8i0NdR8OVgT37585aQBWvOK800IaRayLaaML2jC9EpuVrviZowMaAJ529lCn3vtk0ssTEzEMpkkslkDPS2F65G7+Fuy5U7WcKNVv7OVsLWKSmhxS0aSasLFyVvZDLZSwktVshlLwRBVz66FcLkjRJTYfKmBBtT7XkloLFMOVoaCs/Yxz7Iq5O8/152EZkFpbRprD3vpqRcycXbj+gmWBGuaZkSU938FZeBvo6CIC0ZJqBRJ20OucvUIGehbW+9fBc3O1Ohdqzb6fkcvf6ARQKqkdzicn49fYv3+7lpPV/lShUfHrjBwm6uQmTM9yficLQ0ZHx77cHAZ+MyOByZxk+jvLXa/jLyS3h1VwQfD/DQOrhWqdS8uiuSlramLBAgvjYGJ3MmLoO1k/202mSiU3NYtCOCH0d6az0vucXlTFofin8TKz7o514jQaFWq/ng4HWiUnLYOqO9cEjw89v47EgMR6PS2D07QCj35e9bmUxaF8pbvVuysLurEIlSWqHktd2R/HH9AfvmBgq1d1WipFzJgh0R7A9PZe/cQLpqIdaqwo37uQxcchEzA10OzA8SrjB/HkqVhkSatSWMt3u78dOoutukNORlNG/tieKzwZ78PNpHSNkmisiUHAYuucjF2484NL8jC7rVq23q8b+H+iu+Hv+TMNBV8NEAD9ZO8mPFuUQmb7hapxDVZ2Ftos+GKf5MCmjC2DWXWfV3Yp2yHgz1FPw0yptF3V2ZvD6U9RfvVEk2lVWoGLfmCiNXhlQ5YDfR18FEXwelihcGQCUVKtZcSKpR1WGgq2DZ+DZ0c7Nh2PJgrcSUpbEeg30cWDa+DfFf9OWDfu78FfuQpX/dFiLL/Jyt2DajPb+fuS1EsnR1s2HpOF9e3x2ldYDtYm3M1hntWHvxDhsuaSeHpGBGJ/EKcU8Hc74b7sWrOyNJyKh50FxZ5b7jyj0hAuHdvm6UK9X89Kd2sieouTXD2zry1p5ooZakqhDY3JperRrxxdEYrcsa6+vwdh83vj0eV+sQ8Ur1TV2ap+zMDent2UhIMSSTyRjj71RlflRVGORtz58x6UJB5o0bGOFibSys1AlsZi0cWlxZFy5yz1XWhYss62hpRFpOsfD1YmWsR1ZBHckbmQzlcx+nerKvom6BgtIKTAQzbzLzS4VyWQCSs4qEAnUBHhWUkpFfilsdmlAuJ2Xh62QplAdyOSkLK2M9WgrMqOcWlXP+diYDvbVnnoAmqHikn6OQWuGvuAzKKlRCLTgl5UrWX7zDvC5iqptfTt9ilJ+jVnsQaIL6PezNhAbOm4KTUarVQhXYoXey2XMtle+Ge2k9HlkFpby1N5qPB3po3WelSs1ruyIJam4tpHD69cxtkh8V8tMoH6378fetTH44Gc+qiW211lqnZBcxbWMYi3u40l8LuVdSrmTmpjDsLQz5bkTNx6OSdLmY8IhtM9sLE6bPQqVS8/6BG5yOTWfXbLFclaPRaczZco2vh7VmYoCz0OfklZQzZf1VkjIL2T9XGnGSkVfC6NWXSc8t4dD8IFrW4v4/EJHKqFUhjGvfmOXj29TKVgYaMnDiuiscjU5j/7zAlxIgHJWSw4AlF7nzqJDjr3ZmkOAzRAQl5Uq+PR7HmNUhDPF14MC8wFodv3rU478B9eRNPf6nEdjcmhOvdcbaRI/ev54XrgPWBrlcxqzOzdgxswNbLt9l2qarZBWU1np7MpmMiR2asHVGe1adT2TxzsgXBoWfHr5JYmYBhaUVVTYwrTiXyJ+x6SirGZgVlSn5Q4tqRSGX8dEADxZ0a874tVeE8l1Aczxmdm7KnrlBbAq5y+dHXwxArgpejhbsnNWB9Rfv8POpeK2Dyu7utvw+1pfXdkVySsu+uTUyY+PUdvx06ha7BfJ1RCG1Qnygtz0TApowc/M1rVY7F2tjvh/hxVt7o7RaovR1FCwZ68OWkLtCYcfv9nUjPb+kTmTW+/3cuZTwSKjyfZivA1bGekLKquowvWNTrqfmckWw2akqTAtyZk9YqlaiDTQ5ORH3coTslu52pjhYGgrbobpLaJ0KbNaAy0nZQsRJK3sz8kvKherFXW1MeFxUziMBksXOwgCVWk26oJ1TE1pcR/JG8aJtqvIQiA48CkrFq8KlZN7cfVSIs2BNeOyDPBpbGdU6WBQgJDGLDoKWqb/iMujq1lDoGJ28+RB3OzMhIio9r4TztzOFQnkBNgbfYWJAE6GZ8j1hKVib6NOlZUOty964n8tfcRks7KZddZOSXcSm4GQ+6Oeh9Xg8yC3mlz9v8cVgT62V5sVlSt7eG8XrPVtoJQ7UajXvH7iOXxNLoWO34lwC9x8X85VAW9SZ2HTWXUhi5cS2Wm1HCRkFLNgeztdDW2tVcOUWlTN141X6ejZiZqeaK9srlCoWbA9HjZpl49rUeL7VajXfn4znxI2HbJ/RQSuBVBWUKjVv74smJPERu2cHCBF4O0Lv8fbeaJaPbyMU/Aya62HkihD0deXsnNVBmNgFTf7Q4GWXaGZtzLaZ7WmgJSfoeZQrVXx25CafHo5h+fg2zO/avNZkS3DCI/r9dhEbU32OLOhYZ8uRUqVm2dkERq8OYaSfI9tndsBBsPBBBBH3HtP/9wsEJ2rUNvO7Nq9T0Hs96vF/HfVXfz3+52FmoMvPo3z4dlhrPj50g0U7IoTaWUTg29iSY4s6YaynQ9/fLgjPlleHtk0sObqwExn5JQxdFvx0ELk/PJU911IorVBRWqHil9O3/jGwOx2Tzs9/3qrRQlNaoWLZ2QShWfepQS78MlrTDFXTYD+nqIwfTsQ9VfS425mxb04gf8Vl8MaeKKEgZnc7M3bN7sDOqyl8I5BT09PDll/H+LB4ZySnY2q2I/k4WbBmkiZfR1tejhRUVoin54pViL/ZqyUu1sYs3hmhdUDet7Udo/ycmLstXKtqpbmNKR/29+C1XZFaLStGejr8NNKbn07d0qoCqg4NTfV5q48bHx++QXFZzfsml8v4eKAHy88mCBMAz8PcSJepHV3q1Dzl29iS5jYm7AnTXpnewESfnh627BZYViaTMcjbXpgQ7uFuy19xGUKhz54O5qjUamLStLfbGegqcLczEwotNtbXwdHSkNsC1ildhRw7c3Hr1EuxTclkPH94KpU3Im1TarVao7yRknlj9vKVNzFpdQsr1uTdZNOhqXY7kVqt5kxshnAmxpFoccvUvvBUOjRtIGQnupWeT1jyY8YIKEfKlSpW/p3EPMEB6i9/3mJC+ybYClRyf3sijsE+9kJ5Q18ejaVXq0ZCuUK/nL71RA2oXaGzJyyV8Hs5fD1MOxkTeiebZWcTWTpOu8oi+VEhr+2K5OthrbUOyHOKypix6SoTOzRhiG/N5EVphaa227mBEZ8MrJn0UqnUvLPvOqmPi1k7WXtT1NK/EtgTlsr2me2FSJfnUaFU8fruSCLuPWbX7AChlsgV5xL5+o9YNk1rR9cnVsLbWhSHcQ/zGLosGN/GFqyd5CecmwVw6uZDRq0MYUKHJvw0yltSjTholHoT1l4hJDGLwwuCtGYYVQelSs1vp28zY3MYb/RqwS+jfSR9j6qQ+riIsasvs+9aKntmBzKvS3Ph5j9tKClX8s0fsYxdc5nhbR3ZP7debVOPekA9eVOPejxF39Z2nHytM/kl5fT+9TwXbotZGLTB3FCXpeN8WdzDlekbw/j5VHydmq4amuqzdXp7XmnZkMHLLrHuQhLv7Ium/Bk/QXZh2VNrTUJGPvO2h1fZ0vI8kjILhSqfAXq3asS2Ge1Z+lcCX1ShpCkpVzJxXSjLziX+g0Rp3MCIPXMCiHuYz6zNYVoH+aAhIXbPDuBoVBqfHL6pVbXTu1UjfhntzcIdEfwVVzOBE9CswdO8HBHFiChMDXRZP1WsQlwhl/HrGB/uZRcJZdq829cNIz0FHx+6oXXZse2c8G1sIdQo5edsxcSAJryxO6rW1+i4do2xMtYXsrr5O1vRpaUNPwp85+owPciFG2m5XK6L+qajC5tCkoWULKP9ndh7LVWIeBzobc/f8ZlC4eU+ThboyGVcu6v9/lPIZbR3aUBIkhgZ7ONkQeS9HKFlW9qaEi+Ye+NgaShccW75EmxTVQcWa/4rMl4orVChVKmFbFPlShXZhWXCFo67WYU4W4sNPmPqmHeTnFVEdlGZUN7NrfQCsgvLCBBopcoqKCUkMYv+AjXRarWaPWGpjBJspdkYnMwgb3shxcGRqDR0FDL6CYTAht97TEhSFnO6aA/8vXb3MWfjMnijV0uty56/lcn525m8189N67KRKTlsDknmhxFeWgeu97KK+PxoDD+M8NKa65JdWMaiHRG8189Na2NSUVkFc7ZeY3hbR61KknKlivnbw3G1NeVNLcdCrVbzzt5oisuV/D7Wt0bFgyYsOJbQ5Cw2T2unVfmz5nwS6y/dYduM9rXKbSlXqli0M4L4h/nsmh2glbxTq9V880cs6y4msXPW/4+9s4xu41y09pZkZmammJkpzMxxmJlTSCFtGmhSCDvoMDMzg5mZmZlZMN8PxT1pas2MbPd897R61rrrrts7lmRJdvxubfD8o7Mnu7IJQ/e9x57n3UdwQ7OrMfUYP6q0a5IdbdcHQRA49i4HG67FY880hx65ZRI+dryoyUvi9kpv2gLx51Q3d2De6UjcjS/BzeXeCHA36HVM6l58CUYe+AAzTTk8XOtLq4ScLrEf3TbhuTV4sNoXKweI3DYiRHQh+kkQIeITNOSlcHq+G9YNMcfyCzH44R61g4AODAYDszwMcWeVNx4nl2NmUATKGuh9Yt0dYiwmvh1lhR/HWGPHozRwPiuC6ODwsPcFP2ZU2dQB1Y9/JEqLs0iLPfn2V+r1oy6cDJRxeyXfSbPyEycIj0dg7ZW4P8pPP58i15CXwtWlnmjp4GLOqQhaTicjNVlcW+aFtxlV+OZ2EuVBe4StNvZMc8Dqy3F4k0Euygy01MDvUx2w6nJsr0SAzxFmQlxBShxBc11xKaIA9+LJZ77FWUwEznTCy7RKysgXg8HA7kn2SC5poLUotXGoBVo6uTj+vvv5eCpYTAZ2TrBF0IdcWg6ezSMt8SCxFMklDT26P0UZcSz0Me5V981IWy10sHl4TUO88zVTg6QYk1bEyVhNFv205PGMRkcRi8nAIEsNvBRyMpwODnpKiC+iJ8qaa/49pcV8503Po6NAV2Hxn/9bVwyUzkGkqZ0fNZWVpP7ku7q5AwwGoCpHXZzK4xEoqKXvvOGXFff8E+SwnBo46StBSpz6+3iVXgEfMzVa1z5JLoeDvhKtyENkXi3qWjsxzIba0dPQysad2BLMp1FUzOMROPo2B8v7m9I6rO19nokFPkaUc9UEQWD7w1Qs8zelPOS3s7n44V4yvhjWj1K86+Dw41JrBplTrnNxuDxsuB6PSc66lO4JHo9f8O9koIQ5nuTlxwRB4JvbSVCQFse3o6xIrwWA7Q9TUdPcif3TqTtxfn+egeiCOlplxsfe5eJOXCkuLPSABsVzfCEsHwdfZ+H8Qo8euSk6OFysuBiLgprWP8YUyODyCGy+lYSHiWW4sdwbNjr/ERrOhxWAxQCOv8/5S6fZvfgSLDoXjR/GWGMtzUJjgN9B+NXNRJwJycO1ZV4YYUvPzfYpN6KLMONEOBb4GCEwwKnHZcJhOTUYdeADlGUl8GCNb69W7gB+78+6q3H46UEq9kx1wM8T7XpddNxFO5uLnx+nYWZQOKa46OPWCm9aq3ciRPybEIk3IkR8BoPBnw99vM4PKaWNGH3wA+21FiostRRwf7UPjNVkMfLAB8pYDxk8HoG78fxPKLuTMYpq2/AuswrepmoI+2YwYr4fggMzHLHA1wiWWvJgMgBJMSYkP8nyE+AvYND9NB34zyJWdXMHZgaFo6a5A7uepOFdZhU6Psa04ov+2hOiKC2O84vcoSQjjuknwmhFZ/RVZHB9mReiCmqx6Xo8pTtklJ02fp1ij1WXYvGOogx2tL02to6zwZJz0X32egP83p690+lNiJuqy+FggBO+uZ2EpGJyMUNbURoHZjhi6/0UyviMsqwE9k53wK7HaZQHcylxFvZOc8Ch11m0YjndYauriAB3A3x/N5nS7aOvIoOFPr2bDl/oa4yU0kaE0RQzPkecxcQcL0NafT9MJgPT3fRxLYp+cTHd1Smhem/MVBGZV0vLAeRooITk0kZa1/bTkkNmBb0Zcj1lGRTV0ftdoSIridpexlFZ3ThvhCksbungQILFpBVbqGzsgIqMBK1+lvLGdnC4POjTiA+1s7nIqWqBDYWTggxhJsLfpFfSXpl6KERk6lp0ESY46tJ6Lq9FF8JOT/FPB2ZBvEirQGM7G5OcqXtIwnJqkFBcj6V+1K6bB4llKG9oxxJ/6ljTife5kJUUw2wK0QQADr/OhjiLiaX+5D0wAHDsXQ7qWzvxzUhqgeVUcB4yK5qwe7I9pWBwNjQf4bk1CJzpRPl+vRBegEeJZTg5jzr6cyWyEBfDC3F2gRuliHUtqhBH3mTj7AI3ys6f69FF+OVpBs4ucO+RW6OdzcXS8zGoau7A5cWeUKZwMHVwuFh9ORaxhXW4tcIbxp88vnY2Fzeii8ElADaXwJa7yXiTXvmHa+a7O8k4NscFU2k6zAC+Y2r2qQiklzfh3ipfStfU53RyePjhXjJ2PubPsS/1N+2RS4bHI3DoVRYWno3C2sHmODjDsccFx11E5tVi5P4PqGtl4+l6PwyjUT5Ol5iCWow68AERebV4sNoXKwbQE3BFiPi3IfqpECFCAIaqsri+zAtTXPUw40QY9r7IpHX4oUJGQgy/TLHHT+NssP5aPLY9SEUHR3h3z8HXWYjKr/1TXOpTOrk87H3xHzeCqpwkhtlo4fvR1ni63h+p20bgwiIPrBtsDm9TVchIsMAAX8CZeypCqIO0sqwELi72gLaSNIbsfYczIfl/CDcA/9B1Liz/L18nJc7CsdkusNFRxJRjoZQlvACgpSiFa0u9UNXcgTIaC2Fj7HWwe7I9VlyMoYzCTXPVx8ZhFph/JhLp5T0TLrpjuA39CfGB/TSwdrA5ll2IRjVFybWfuTqW+Zti1eVYysJdb1M1LPAxwtorcZRdOfZ6SljqZ4KN1+Mpp8YFsWmYBXKrWnCXwkUEACsHmiG3qoXWilZ3KEqLY5Fv79w3M90NEFtYh7Qy6td9iosegrOrac2ij3HQRnhuDSqbqN+rfuZqKK5vQw6NQmQLDXlIi7MoBUEAMFaVhZQYE+ll1I4acw1hFqekUULTeaPSR86bz+OfxMe3J5PG4aa5g0PLdQMIuzTVAl1lacpSWwDIqmiGrAQLOorCL+oAfJdFWG4NPGnEoOpaOhFbWE9LvKlsbEd0fh1G2VGLN43tbDxOKqMVmeJweTgXWoAF3kaU1xIEgSNvc7DEz4RSFCIIAnueZ2CJnwkUZcjjOe1sLn55ko4vhvejdAgU1LTgyNts7JhgSxmBSi1txIkPufh1ij2laJJYXI/AN9nYP92JsgcmrrAOe19k4lCAE2X0KDKvFr8+zcCRWS6UAguby8PNmGIcm+NC2VP0JqMS2x6k4sQcF5hpkDsfnqWU46cHqQia50opVNyLL8HW+yk4Oc9VqIntLlo7OVh0LgotHRxcXORO+dq3dHCw6Gw0SuvbcH2ZF7Q++7l7lFgG4pOPvzg8AssuxGD15VicCs7D1aWe6G9BXZrdRXZlEyYcDoGanES390dFZVM7Zp0MR3R+HR6s9oWvuZpQX99FTXMH5p2JxM3YYtxY7oXZnoa9ikmxuTz89iwd805HYrGfMc7Opxb06NLWycWOh6mYfTIS0930cWu5l8htI0IECSLxRoQIElhMBlYOMMOtFd54llyOyUdDkV1J71NpKsY76uLhGl9E5tdg8lF6wkUX7zKrEPg6+08CSXekljYiKr+22/+flDgL7sYqWDnQDJeXeCJ563A83+CP6a56qGruwBc3EoUSlaTEWZjgqIOGNvZfDlhsLoHr0cXdigZiLCZ+m2KPETZamHIsDCml1PEZdXlJXFrsSbvgcJyDDn6eaIdlF2Iol5cW+Bhjsa8xZp+MRJ4QrwkVwkyIL/M3gauRClZcjKEUT9YMMoOesjS+vkXdabN+iAUkxVnY/SSd8vGuHmQOJoOBQ697VgYsLyWOH8ZaY+ejNMpYnJykGL4cboGfn6T1SMgE+K9bWlnP3TfKshKY6KSLsyH5lNfqKEnD10wNN2Ooi4u1FaXhbKiMJ0nUwpSspBi8TVXxikZ0islkwNNUFaHZ1N8vk8ngT4bTEHrMNOTQ0sFBOR0nnLIMiuvpOm8kUNvbqXAm4y9recIUFgszE84vK6bbd9MKI7plxWUNsNZR6PFBKre6BY1tbDjqK1Fe+y6zCpZa8rQOkI+SyuBiqEyr9PdhQhnMNeRpxS+61taGWlPHq8JyalBQ04IAdwPKa99mViGnqhkLaUx4nw7Jg7KsOCZRFPMSBIGt91Mw0UkPThR9QmwuD1/eTMASPxNKR1FbJxfrr8Vj9UAzSqdJQysbqy/HYdMwC8rHUNHYjpWXYvHtaCtaQog4i4k7K7z/6HoRRHJJA9ZcjsPuyXbwoBAJw3JqsOFaPPZNd6QUFJ8ml2PzrSQcne1CS3z8nOYODuafiQKXR+DcQnfKtbb61k7MOhkBHkHg0pLuHTong/PQzv7zv7GdXB6eJJcjMMBJKNfM+8wqTDwSinEOOggMcKYU6T4ntrAOYw8FQ1dJGrdWePeowBngC3qjDn6AgpQ4Hq4R3vnzOXnVLZhyNBSv0ipxd5UPFvgYU8bt6BKdz3+s0QV1eLDGB8toxiVFiPg3I/oJEfGP43JEAa3iUWGw0VHEvdU+8DRRxdhDwTgTkkdr6poKIzVZ3FrhDQ9jVYw5FEzZdQLwLbkrLsbQKiDm8og/uW/IYDIZMNeUxy9THPB60wBkVzUj4EQ4LccAACQVN2DVpTgIelgEQQhc3mEyGfhutDUW+xljxonwPu2d6WKCky52TLDFkvPRCKUQcFYNNMNkF13MPhlB6ZShizAT4gwGA79Mtkcbm4ufHqSQ3i6TycD+6Y6IK6zHGQrhQZzFxMEZjrgZU0xZ5CwhxsSeaQ4I+pCLhB7GyEbbacNKWwG/PqMWi6a46ENeUpzyexAE331jgn0vM3scv5rvbYy78SWooXA8AcB0NwNciyqi9XtA2OjUy1T6k+F0e2/olhZLibNgqCpLKzqlpyyN0vp2WuXWKrISqGnp7PFrA3wUb7jdizd0tJDmdvoz4ZVN7VCnOeebX9MCQ9oz4U29KisOy6mBs4Eyzb6bSgymHZkqw1gH6qJigB+ZmkZjNQr4zzw4nQPZ4bfZmOdlRBnn6XLdrBhgShkDqW7uwJE3OfhulDXlgfN5agUSihvw1XDqQuMT73PRyeFh9SAzymt3PUmDsowElvcnj3cRBIGvbiXAUkseiyhEqU4ODysvxaK/hTpme1CLXV1QPQcl9W1YeDYKqwaaURYfJ5c0YOn5aGwda4PhFPGZNxmV2HAtHgcDnIRysnTR2M7G3FMRkBRj4sx8d8r3SEVjO6YdD4OmgiROz3fr9n2SXt4oMEbMALCexkpjF+fD8rHsQgy2jbfBF8P7CS1uXI0sxKygCCzzN8W+6Y5CCz8APyZ1+E025p2OxKqBZgic6UQpcJFBEASuRhZizMEPcDVSwd1VPn229tTWycX2h6mYcyoSAe78bhsqh1dPaKb4oEyEiP9FROKNiH8cd+JKMeloaJ/GXgD+oebbUVY4u8ANp4LzMOd0BK3YBBWSYixsGWONAzMc8eP9FHx1MwGtnRyB10uIMTHDzQA2OgqQYDHBYjL+iDx9DgEgIreGlpvlUzQUpHBtqScMVGQwITCEsky2qLYVs09FkMbK2tk8BH0g7xRZ3t8U34+2wsKzUXjRiz4gQUxy1sO28XwBh8yhwWAwsHmEJQb0U8fskxGoaupd3KOLrgnxykbqCXFpCRaOz3HF0+RyXAwvIL1dVTlJBM50xm/PMijXigxVZfl/YN5IRCWFu8JKWwFrBplj040EyqhVdzAYDGwfb4tbscWUPUIsJgPfj7HC4dfZPX6+F/gaIb2sEWE9FP/6acnDzUjlL6WV3THYSgMdHB5CcqgXn0bZaSOxuB7FNPphhlhpIKawDnU0Dg3epmqIKayj9doIU1psoSmHzHLqiJX2R0cHHZeOqqwEOjg8tPaiAJ7F6M55w//fdGJTLZ0cyNN03lQJMRNeUC2E86aXM+F0+244XB7eZVT+MYVMRkl9GxKK6jGSxrpTRnkT0ssaMY6G0JNW1oj4onpa8+DxRfWIK6zHfBrxqmcp5ahs7MBcL+pr973IhJepKuVz1trJwbYHqdg8wpKyQyW7sgmBr7Px6xR7ynjX24xK3I4twb5pjpQC1vmwAiQUNeC3qQ6Uzqydj1LRzuZi50TbXq8GddHYzsaCM5EYYq2J5f3JO3zyqlsw/0wkVg0yoxTyQrOrsepSLH6bak/LgfU59a2dmH0yAorS/FJ/KmGjoKYFk4+GwkFPCYdnOgsUOs+H5nf7dxMAcIn/THSTjVZwuPx+mgMvs3BxsTsmOun98f8jCAJxhXWk/853cLj45nYSfnuWgdPz3bDQ17hHr2dtSycWnI3CtagiXF/mhbleRr16X9S2dGLZhRjseZGJo7NdsGWMNS3BmA5RH902cYV1eLDGF0v9TftsXrwLgiDwJKkMAUHhfXq7IkT8X0Ak3oj4x3FhkTu8TVUx4XAI9r7I7HEMQxAeJqp4ss4PukrSGL7/Pe7EFffq0+QuBltp4sk6P+TXtGJcYIhA8UlOUgw/jLXGo7V+SNs+Ak/X+WH7eFvM8jRAPy15iDEZEGMyIC3O//HmEcC6K3FCPx4pcRb2TXfEbC9DTD8ehidJZd1e19DGRkBQOJo72N0WJ39KblUzpRA03c0Ae6c5Yu2VONygWFLqCVNc9PDjWBssPheFCJJDfpfw4KivhDmnIlDf2rvIRxfyUuI4NZ8/IX6SQszSVZLG0dku2PkoDZF53cffunAxVMYXw/th9eVYyk8LJznrwd9cDZtuJFA6R5b5m0BWUgx7nvdszttITRbL+5viuztJlA4Nb1M1eJmq0naLfY6ClDgW+5lg/4usXpQfG+F8WAFlXE2cxcQUFz1cjaJ+j6rISsDbVA0PErr/GfoUbUVpWGrJ420mtfvGSFUGqrIStObFHQ2U+JEbGp9EWtBcnBJjMaGtKEVrcUpRWhwsJoP2J9ndwWIx/uKqJP4oLKbbeSNEbEqIzhs6S1MEQXxcmuqZeEMQBMJza2lFTmIK6iDOYsJBT4ny2keJpfAyVaU1430tqgij7LQpu1gA4FxoPiY66UJJhnqx68ibbMx0N6AUTrg8AnueZ2LNIDPKw2RmRRNuxhTjm5HUc9+HXmdDU0ESU1z0SK/j8gh8dTMRsz0NKGNNtS2d+PJmIn4YYw0DCmdWckkDdj9Jx8EAJ8oJ8VsxxbiXUIpjs1367EDdyeFh+YUY6CpJY9s4G9KDf0VjO+acisAkZz1KN1F0fi2WXojB9vG2GENjgv5zals6MTMoAloKUjg2h/r7TStrxOSjYRhho4Vfp9gLFMxaOzm4HVtC6mBmcwnkVDVjxcWYbt3cDW1sLDgbhfDcGtxd5QMXwz/H0d59jFGdC83v9vYrGtsx40Q4Ukob8GCNL+0S8s+JyucX/cpIsPpksvt9ZhVG7H8PAHi23h/+PXBKdUdbJ99JPPdUJGa6G+DGcm+YaQg/EU9FUW0rFp2Lxnd3k7GiP7UzToSI/zVE4o2IfxxS4ix8PcISN5d741VaBUYfDKZ1uBEGeSlx/DrFAXunOWLHwzSsvhxH65NyKrQVpXF5sQdG2Wlj0pFQXIooID2Esj5GnSa76GHHBDs8W++P9O0j8GCNL34aZ4sZbvpQkBJDdlULDr7MFDrqxWDwO3/2TXfElzcTcfDVXw/FBTUtqGvtBAOMPy1XdQcB0Fr0GWGrhVPzXfmFie/pT5fTZZqbPraMscaic9ECO4EAvsX8tyn2MFCRwfwzUWjuEOyIEoauCfH9L6knxN2NVfDdaCusuBhDGeFa6GMER30lrL8WT/lab5tgi/yaFpymeD3EWEzsmeqAi+GFpM8VGcv7m6Klg4MLFA4iAPh2lBVuxxbTKg7ujvk+RsioaOpx980ACw3ISorhSTK10DLdTR8vUipoxayEiU4NoRmdYjAY8DJVpfW9qslJQldJGolF1C48uuINwI9O0VmnYzIZUJYRR01vxBvGX8Wb/zhvqL++uZ1De22lkmZhMUEQHztvqGNTxXVtaGNzYa7ZswNLTlUzmjvYcNCnPpy9Tue7bujENx4mlmEsjYN1B4eLO3HFtIqKa1s6cTe+BPNoOGmyKprwLrMKi/2oF5seJJSitZOL6W7UUaGdj9IQ4G4AE3Xy5zu7shmng/OwfYIt5fN1LjQftS2d2DiUPFpFEAS+vZ0EJ30lTHUlF4Sa2tlYfTkWqwaawt2Yuo9my71kHJzh1ONOlO4e6+bbiWhsZyNwpjOpQ6ihlY25pyLhYaxKKYolFtdjwdkofDPKEpMpRLHuqGrqwIwTYTBWl8XhWc6ULqeYglpMPx6GBT5G+G60FakA9TChDAJtN5/A5RF4m1n1l3+nC2paMOlICMSYDIH9NPtf8vvidnTz4Ut0fi3GHAqGqbocri/zgo6SNPWD+Qwej8DRtzmYeyoSy/ub4MgsZyj0IibVzuZi24NUrLgYg41DLXB8jgulkEiXyLxajDjwHonFDXi41hdL/E363G3D5vJw7F0Ohu9/DzU5Cbza2B+jaK7niRDxv4RIvBHxj8VWVxF3V/lgsrMeZp+MwNb7KWjpo8N3F0OtNfFsgz86uTwM2/8ebzLodVWQIcZiYuNQC5yc54oDL7Ow+nIcGtro53bFWExYaStgmps+dk+2R+LW4Xi81g83Y0uw5Hy0ULfVxTAbLdxY7oVrUUVYfSXuTzZiez0lJP04HHdX+WDTMAt4GKtAgsX8438+hcsjcC++lNan/96mariy1BPH3+Vi15O0PnE3fcoMdwN8O8oKC85EIaZAsCghxmLi0EwnyEuJYfG5qB7Fh7pDmAnx2Z6GGG6rhWUXokkt3AwGA79MsUdhTQsC32ST3qaClDj2T3fCnueZlG4oMw05bBpmgU3XE3r0MyQlzsL2CbbY8zyTchLeSE0Wc70MseNRz6bDFaTEsdjXuMfdN0wmA/O8DHE6OI/y643VZOFkoITbsdRdVcNsNJFb1YzsSmpRZKi1Jt5lVtFa+vI2VUMojegWAH5pMY3olIWmPLIqm2mJvXrKMrScNwDfgdQbkVuM2Z1409V5QyM21UFfvKlu6qC1plLV1IF2DpfWQTqltBFmGnK05rW7IyynBi6GyrS+nm7fTX51C9LKGik7SwDgVVolFKTF4WlCLjAAwNWoQjjpK8NSi9pldPRtDiY561EWK7O5POx7mYl1Q8wpl73eZlQivqge64eYk15HEAR+uJeMmR4GlMXDhTWt+P15BnZPtqeM7tyKLUF0QR12TbIjfW8SBIHv7iRDT1kGKwaQuwTqWzux/GIMVg006zM3BADse5mFiNxanJ7nRupMa+vkYtG5KOirSOOXyeTfV1pZI+aejsT6IRaY5UE9uf455Q3tmH4iDDY6ijgw3ZFyzettRiXmnorEVyMssWqgGeXvg5PBuX8pKgb4IrC0OD+GbqYhh8V+xri82APDPol7ReTWYMLhEPS30MDJeW7d9srEF9X/8e8qh0dg0bkolDW0gSAIXAgvwJxTkVg7yAy/TbHvkXuqrqUTi85F4XJkAa4u9cR8n57FrbrIKOevZMUU1OLhWj/McDfokzheaycHW++nYN7pSMzxNMT1ZV4wpRBTe0JMAb/s+VZMMc4ucMevUxwoXXwiRPyvIhJvRPyjEWcxsWKAKR6t9UVqWSOG7XuPd5nkc9HCoiYniRNzXPDl8H5YczkO395J6hORyNtUDY/X+aG5g4PRH/PBPcVaRwEPVvuCADAuMLhHrgYrbQXcX+2Dyo9FgOWfzHQzmQzY6ipiqb8pri3zQsq24bi8xAOrBprCTlcRLOZ/XDkcHoFfnqTRuk9bXUXcWO6Fhwll2HyLOnYjLDM9DLB5pCXmn45CLMnzKynGwvE5LmBzCay8FNvj+ezPGW6jhQ1D6U2Ibx1rA2lxFuWqlIKUOA7PcsbRtzmUy1ouhspYOcAUa6/EkfYsAcBCH2NoKUrRWqrqDj9zdQzop47tD1Mpr109yBxpZU14ldYzMXS+jxEyK5ppl/l+zhRXfeRWtSCWRsHvDHd9XIsuohR65KXEMchSA/fjqd03NjoKkJMUQ0Qe9eP3MlVFQnEDLVeYk74S4mk4b4zVZNHJ4dEq69ZTlhZKvOmN84bZzVQ4jyBouW4AoImmeEMQBL/zhobzJr+mFTqK0rQOYGllve27qYWnMXW0oqCmBQU1LbRmhh8llcHPXJ1ychngR6amuuhRHuo4XB4uhBVggY8R5W0W1bbiYVIZZccKANyMKQaLwaBcjeJwefj5cRrWDjanjGzdTyhFVmUzNgy1IL2OIAh8cycRE510KWNrRbWt+Ol+Cn6dYkcZRbsWVYTQnBrsne5A6kTg8gisvRoPa20FrBxAHlUShutRRTgbkoezC9xI19XYXB5WXY4FgwFKd052ZTPmnIrAEj8TyuLl7iipb8P0E2FwMVDG71MdKLuCHiSUYsXFWOyebI/ZntRCUVJx3Z8K2aXFWWAwAE15SUx11cfeaQ6I+2EoXm7sj80jreBtpvbHY7geXYT5Z6Lw5XBL/DDWWuBrdvBV5h/CMsAXvuafjsIXNxJw4GUWzi10x5xuemnojG3EFPA7Y8RZTDxc4wcHGstzguDxCJwOzsOEwyEYYqWJmyu8YaxGr7+LiojcGow88AHJJQ14tNYXi/363m3T0MrGN7eTMPtkBMY66ODRWj9K95oIEf/riMQbEf8KTNTlcHWJJ1YMMMXqS7HYeC2+T2JOXTAYDExz1ceTdX7IrmzGqIMf+iSqpSYniTPz3TDXyxABQeE4/i6nxytXijLiODnXFZOc9DD5aCjuxFHPHH+Oqhx/ottKWx5jA4MFCkriLCZcjVSwbogFHqzxRfLW4Tg5zxVLfI0hKcbElcgi2hEcE3U53FrhjdjCOqy8FNtnzpcuZnsa4ssR/TDvdCRpqa6MhBhOz3dDRWM7NlyP77NFs0W+xhhuQz0hLiHGxJFZLojKr8Xx97mkt2mjo4it46yx7mocpdNl5UAzqMlLYtsDclGFyWTg9ykOuB1bjA9ZPRNAt4yxxruMKsqvV5QWx4ahFtj5OK1HQpm8lDiW+Blj34ueuW/kJMUwzU2fMlIGACNttVHZ2E4q/nXRFZ2iekwMBgODrTRoiVe6StLQV5ZGFEUnEvBxcaqonvL+JcSYMFGXpRWd0leWQRGNImbg41x4S8/Lv8WYjL/8/uPx6PXdAHznDZ3Om/pWNjq5PFqxqfyaFhjQjK+k9rrvhl5Z8ev0Srgbq9BamnmQUIqxDtTRgtL6NoTmVGOKC3Vk6nlqBVhMBgZbUZfTBn3IxQgbLcrOoHY2FwdfZWH9UAvKw/z16GJ0cniYQ3GQb2pnY+ejNHw/2ooybnItqgh5VS3YTBEV4vIIbLwej3GOOhhkSf79Z5Q3YdvDVByY4Ujp8tr3IhPFta3YM426zJgu7zOr8OP9FByf4wpzTcFLPzwega9vJqK0vg0n57mRCpUFNS2YdTIcM9wMsGqg8H0jRbWtmH48DL5mavhlsj3lYf9SRAE230rEkdnOtNbS2FweFpyJBgBIiTEx1FoTP461xvsvByLiuyH4ZbI9Rtpp/0X04/II7Hqchp2P0nBqnitmkix85VY1411G9Z+WNzk8ApkVTXidXomHa3y7FRgeJZbBc9crgYX9BEHgxPsczD4ZiSV+Jjg+x4VW95QgKhvbMf9sFE4F5+HcQnd8MbwfpcOJDl1umwVnozDXywjXlnlRRheFhSAI3IsvweC9b1Fa34Zn6/2xaqAZpSNPhIh/AqJ3uYh/DUwmA7M9DfF8oz8a29kYsvcdHtA4SAmDvooMrizxxCwPA8w+GYHfnqX32qXBZDKw1N8UV5Z44kJ4ARacjUI1jY4NQbe1bog5jsxyxtb7qfjxXrLQj09CjIlfJttjeX9TzAyKwN046siItAQLfubq+G6MNTJ2jMS28baYdzoSjxKpe0UAQEtRCjeWe6GquQPzz0SSihw9Ya6XETYNtcCcUxGks9iK0uI4v9AdGeVN+OZ2Yp/MxTMYDGwdawMtGhPi6vKSODHHFQdfZeEtRURvmqs++ltoYPXlWNIVMNbHqfEnyeV4LKCUugsDVRl8M8oKX91MpBV9+xxNBSlsHGaBLXeTKUW4ADd9iLMYtHpyumOetxGyq5oRkt0z9818byO8SKmgXJSTEmdhopMurkZSFxcPtNRAdXMnkihiasDH3pu0Clq/n7xoRqdsdBRR19pJy1FjrimPDBrijZ6yNEr+S84bFpMJdrfOG3qH2Waazpuq5g7ISrBoCT0FNS0wovlJdVpZI6x1eibeZFU2o6WTA3saBcSv0ysphQOAv5qUW92CITRElpsxxfA1U6OMNgH8XrN5XkaUB++qpg5cjy7CChpOkssRhVCUFscYO3Khqamdjb0vMvDNKCvKg9y+F1kwVZejXM4qb2jHzsdp2DnJjlIQO/4+B9XNnfhutBXpda2dHKy6HIvFvsbwMSN3SD1LKcfZ0Hwcn+PSq+nnT0ktbcSqS7HYNcmOVBAkCAI/P05DdEEdzi90JxULSuvbMDMoAmPsdbBpGLmTqTvyqlsw7XgYhlhpYgdF/xBBEDjyNhu/PEnHuYXuGNiPOiLY3MHBonPRkJFkITDACanbRiBoritmuBuQxh5bOjhYfjEGz1MrcGelN7wpXq/Db7LR3a8k4uNtvUr765Iml0dg5+NU1DR3dFuQXN/aiSXno3EutABXlnr2eJWqi+cp5Rhx4ANUZMTxZH3fuVXCcmowYv8HpJQ24NFaPyzyNe5zt01+dQvmnIrEjkdp2DrOBmcXuFEWgosQ8U9CJN6I+NehrSiNoLmu2DrOBlvvp2DJ+WiUNfR+8rsL1kex5c4qb7xOr8LEIyG0yz/JcDJQxqO1fpCTFMOoAx8QShGJIWNAPw08XOOL6II6BASFU7ozPofBYGCRrzGOznbGlnvJ+PVpulBCxmxPQxwKcMJXNxNw/F0OrQOqkowELi32gKQYCwFB4T0WsAQx38cYG4bwBZykYsGHa1U5SVxc5IGw3Bps72Evy+eIsZgIpDkhbqeniJ8n2mHtlTjkVbcIvI7BYGDHBFs0tnHw+zPypSgdJWnsnmSHzbcSKQ/2szwMYKYhR+nUEcQcT0PISorh+Dty95AYi4nvR1vjwMvMHrnk+O4bkx533+iryGBAP3WcD6MWj6a7GeBhYhmlqCglzsIwa008oFFc7GWqiprmTloCirepKq2ImLQEC5Za8kigEZ3qpymPrE+iBYLQU5FBWUMbqUDYhYqsJGqbeyPe4K/OG4IAk+ZfMs0dXMjRmAqvbKRXVgzwY1N0yoob2tgormvrsfMmPLcGroYqlIJEcwcHEbm1tPpuHiSUYWA/dUpBgMcjcCOmCNNpTH4nlzQguaSRVqnx6ZA8eJuqUT4nrZ0cHHmbjU3D+lEWCh99mwNTdbk/dZR0R1pZIy5HFmD7BPJlJYIg8P3dJAy10qQUCJJLGnDwVRb2TXeEjAT5++zHeylQkZXA2sHknTw5Vc344noCfplsT+qOEYayhjYsPBuFZf1NMIEignb0XQ7uxpfiwiJ30lhVZWM7ZgaFo38/dXxPURbcHdmVTZh2PAzjHHTw41hrytdk15N0nA7Ox9WlXnA1ohYeKpvaMeNEGLg8Hh6t9cMYBx1aZd6l9W2YciwMze0c3FnpTekgqWxsx734UoErVp1cAj/eT/mLM/thYilqmjvBI4CkkgYcePmfxcXYwjqMPhgMgIFHa33h2IuYVGsnB9/cTsKmGwn4caw19s9w6lXJcRctHRz8cC8Zi85FYYGPEa4t9eqz+FUXHRy++27EgfcwUZfFq039McZep8+caCJE/K8gEm9E/CthMBgY66CDlxv7Q0FaHMP2vsfF8II+cVJ0YamlgLurvOFvoY7xgSE4+SG317evKC2OwJlOWD+E35Oy53lGj3tg9FVkcOtjvnn0wWCEk8xmC2JAPw3cWemDx0llWHYxRqg1psFWmri61Asng/Pww70UWt+HjIQYgua6wkRNDlOPhdFauRGGhb7GWDvYHLNPRZCW+GopSuHyYk88TirDvh7OWn+OMBPiE5x0Md1NH0vOR5MKBtISLByZ7YxLEYV4kfrXT/s+ZaSdNkbba2P91TjSSBiDwcAvk+3xLKUcLyluszvEWEzsnGiHo++ykU8iPgGAv4U6XI1UsO9lz57juV6GyKlqRnAPhc6Fvsa4EllIWhIN8DulzDXlaK1JjXXUwcPEMsrfBVLiLPiZq9GKTnmaqCKtrJGWyOUoRGlxRjm1cKSlIAUmg4GyemoBWFVWondT4Uxmt2tTfR2bqmxqp1VWDPCdN3RmwtPLGqGlINXj9Ra6kangrGroKUtTuoEIgsDDxFJa883huTVo7eDScvOcDc3HJGddyg6dhjY2LoQV0IrWnA3Nh66yDIZYkYsnxXWtOB2Shy1jyA//PB6B7+8mY763Mcw0yAWR+wmliC+qx5Yx1qTXtbO52HAtHiv6m1Eerm/HFuNlWgUOznAijYA1d3Cw/EIMZnoYYHQfreY0trOx4EwUBlqqUz73VyMLcfRtDs4tdCN9j9c0d2DWyQg4Gypjx3hboQ/T6eWNmH48HAFu+tg80pL06zlcHr6+lYjHSWW4udyLlpMtu7IZk46EwlxDHmfmu9N2L8UX1WP84RA46ivi/CJ3WpP3QR9yKUUhDo/AwrNRqPz4oRmXR+DXpxno+OiC7uDwcORtDkKyq3DyQy5mBUVggY8Rgua60HoMgkgsrseYg8HIqWzGk3V+GO9ILtzRJTSnGiMOvEd6eRMer/XDAh9jWsKYMITl8PtzniaX4+pSL2wbb9snopMIEf+LiMQbEf9qlGUlsHeaIwI/FrzOCApHbhX1p810kRTjz5ZfWOSO82EFmHkyHMU0+yEEwWAwMNPDAHdWeeNJcjlmBkVQRjsEISXOwm9T7LFhqDkWnInCyQ+5QrsUzDTkcHeVD1o7OZhyNFQoQcVOTxG3V3gjLLcGyy/GUJbmAvzY1v7pjvA3V8OUY6G0DpjCsNjPBKsGmmL2qQiklAoWcPRVZHBxkQcuRhTi+Lu+mTPXVZLG6Xlu2P8yE0+TySfEvx5hCW1FKWy4lkAqBJiqy2HXJDtsuh6Pwhry12bLGGvUtnQi8DX5UpWOkjR+HGuDzbeTeuSKcdRXwmRnPfxA4TIC+NPh16KKkNUD91qX+2b/y79O3NPBw1gFOkrSuE2jH2qGmwGuRVFHp3zN1NDO5tLqfBpipUkpugH8OJ25hjwtAbar94YKC005ZFc1U3Y7sZgM6ChJ0+q96XVsioG/fKJNCBObaudATpK6WLhKmJnw6lYYqVE7b9LKGmGl3TPnBL/vppbWytPr9AoMouG6SS9vQml9OwZTCCIAcC26CBOddCldPzXNHXiQUIr5NObBL4Tlw0ZHAS6GyqTXNbSxcfxdLr4YZkEpCvz6NAOj7LRhq0u+GnUzthhl9W1YO5hcvKhp7sBPD1Kxbbwt5XLNr08zICsphlUDySNgOVXN2HI3GXunOZJG0AiCwFc3E6AuL4kvh5PPktOFzeVh5cVYaCpIYTuFyPI0uRzbHqYiaK4r6QpXQysbc05FwkJTHr9Othf60J5c0oCAE+GY722EjcP6kT6mDg4Xqy/HIa6wHjeXe9OKK0bn12LKsVCMc9DB3mkOtDtRHiSUYmZQOJb3N8XPE+1odcE0tvMFSTpR9MY2NlZdjgXALw3/3EnM4RGYdzoKJz/k4dISDyz2M+mxw4TLI3D4TTamHw/HZBc9XFnqCT3l3seMWjo42HI3GYvPRWORjzGuLvGkHSGlS01zBzZej8fic1GY6W6A+6t9euU8EiHin4BIvBEhAkB/C3U83+APa20FjD4YjCNvs2nFAOjiaqSCJ+v8YKwmi5H7P+BmTHGv4zaWWvz1J2M1WYw6+IHWIa87GAwGZnkY4vISD5wKzsPqK3FCOWgAfqTp7AJ3uBurYPzhENplxMBHB9BybzR3cDDjRLjAsr5PYTIZ2DrOBgHuBph2PIx06rsnLPU3xTJ/U8w+GUG6zGWuKY/zC90R+CYbF3vYzfI5dnqK2DfdEZuux5P274ixmAgMcEZWZRP2UzhTxjroYKKTLlZejiHtmpGREMOBGU44+i4b0RSv4WRnXTjqK2HLvWTS6wTx1XBLpJQ04HESuUhlpiGHAHcD7HxMb6Hsc+Z5GyG3qhkfsoR33zAYDCz0McKZkHzKn9exDtrIqmgmFfwAfpn3KDttWi6dgZYaSCppQGUTtavFy1QVYTTFm6SSBsrfb12ftBfUkLujAEBfRZqWKN1r5w2L+acFF4DvvKF7puF33lB/WltJU7ypbelEUweHVmFxb8qKMyua0dbJhZ2uEul1PB6BNxlVGERDkHmYWIrBVhqU8Z6GVjaeJpfTikxdjiiEm5EKZbyntZOD0yH5tFw3pz7kwlJLHr4UPSOxhXV4mVaBr4aTFwrXt3Zi95N0/DDWmvJ7/+lBKtyMlDGKomcnJLsa16IKsW+6I6mTpp3NFx9mexpiIIXAFvQhF/GF9TgUQO7OoQtBEPjmdhLqWjtxeBb5WlRYTg02Xo/H/umOpMtazR0czDsTCR0lKcrvvTvii+r/EEjWUMTHmjs4WHg2CmWN7bi+zItW99LT5DLMPR2JTcP64asR5I6eLgiCwIGXWfj2dhICZzphkRDdMpfDCwXGpcRZDEh/LHpWl5fEUGtNzPQw+Oi6Sf/DdfMpXB4BDQVJONDouRJESX0bAoLCcTOmGFeXemLVQLM+6aAJza7G8P3vkVnRhCfr/DC/j902PB6Ba1GFGLz3HZrbOXi+sT8W+5n0yc+CCBH/64h+CkSI+IispBi2jrPBxcUeuB1bggmHQ0ijMz25/V2T7HEgwBG7n6Rj+cUY1PSyt0VGQgy/TLHHT+NssPFaPLbeT0EHp2drTE4Gyni4xhd1LZ2YcDgEOUI6kMRZTGwbb4uNQy0w91QkrkUV0v5aRRlxnFvoDmM1WUw8EoLsSur7ZjAYWD/EApuG8e/vDUWBr7CsGGCKxX4mmHUyAunlggUcW11FnJnvhl2P03q04NUdw2y0sHFYPyw6F016KFaUEUfQXFecDsmnFO++HW0FFpNJOdVtq6uIL4b1w7qr8WhoExzJYjAY+HmSLUKyq/EwkVqI6O6xfzvKCtseplCKheuHmCOusJ6ypLk75CTFsMTfBPt72H0z1kEHdS2dlOKPvJQ4xthr4zWNmNM4Bx08TiqjFFDU5SVhr6eIN+nUt+ltqko5DQ/wnVjiTCalY43FZMBMXY5WX5eekgyKaqndfypyEr1a+RMTOBVOMzbVyYEsTeeNhgK9mXBNBUlKEQAA0sqaelxWHJ5bA1cjZUrXQHJpA9o7uXCj6ADhR6bKaEWm7ieUfIwFkgsybC6PX6hPYx78amQRdJSk4EcxZV7b0olTwXn4cji5I4MgCOx4mIolfiaUh/rfnmXATlcRw220SK97mVqBd5lV2D7elvS6hlY2Nl1PwLejrSg7PnY8SoWkGBNfUDhpQrOrse9FFo7OdqGcGqfLgVdZCMupwen5bqSl3cklDVh6Phpbx9lgGMlz1NbJxaKzUZCXEkPgTGehV36i82sx52QE1g+xwLL+5G6lupZOzDoZAQC4tNiD0gUFAGdD8rDxegIOzHCiXB3rop3Nxbqr8bgeXYQbK7xoxQS7aOtk4/fnGX/8fpIWZ4HJAGQlWPAwVsHKAaY4MtsZsVuGIuq7ITgx1xUTnfTwOKlM8LoU+Itke3sYzb4XX4IR+9/DVF0Wj9b69mpSvIvmDg6+v5uEJeejscTPBFeWeNKKjQpDZkUTpp8Iw4GXWfhtigNOzHWFrpJ0n96HCBH/y4jEGxEiPsPFUBmP1vpisKUGphwLxS9P0/t0nnqQpSaerfcDAwwM3/++2+UBYRnvqIsHa3wRU1CHyUdDSYtsyVCVk8T5he4YYqWJCYEheJpMbw3qU2Z7GuLUfFfsepKO7Q9TaXfySIqxsH+6IyY46mLy0VBE0OzgmetlhF2T7bHyYizuxVMvXwnDqoFmWOBthFlBEaSHWFcjFRyb44JvbyfjWQq5k4QuC32MMMpOCwvPRpEuO1loyiNoriucDZRIb09SjIXDM53wKKmMUmRa6GMMMw05fHcniVTw0JCXwo4JdthyN5mWO+RzJjnrwkhVlrI3SElGAusGm2PHo7QedTzN9TJCXnUL3vfAfSMlzsIsT0OcoTEbvn2CLVYPonYTuBmpQFKMRauLhx+dohZvPExUkVfdQlk+zmQyYK+vSCs61U9LHhnlNEqLlek5b1RkJdDUwemxwMxiMMDl/fn154s31F9LEMTH2BS9zht1Godmun03HC4PGRVNvSorJnNAdPEqrRL+FuqUEY+kkgbUNHdiQD91ytu8Fl1Eq3z4SXI5pCVYlKW+nRwegj7kYtUAM0pHw7F3OXA1UqEspH2UVIbiujYs629Cel1CUT1uxRbjp3HkJcUNbWx8dzcJ34+2Ii3pBYAt95JhraOAme6Cp6MB/gz0/fhSHApwIn19SuvbsPpKHLaOs+6TwzYA3IguwungPJxZ4AZNku8nr7oF805HYvUgM9LXvIPDxdIL0SAAnJjjSjod3h3huTWYfyYKX4+0xEJfY9JryxvaMe14GLQUJCmFJ4Dv2Pj5cRoOvs7GxcUeGEpRXN0Fv9CYH2u/t9oHllr0f1ZbOzmYfTIKHB4BLQUpzPc2wu7JdnjzxQAk/zQc15Z5YcPQfhjYT+NPnVc8HoFfBLhuuujg8HD8XQ6Chfi3q7GdjQ0fP8z7faoDdk2ypyUwUxGaXY3h+94ju7IZT9b5Y563UZ+6bdo6ufj1aTrGBQbDUV8JLzb2p/36iRDxb0Ik3ogQ0Q2SYixsHNYPd1f5IDS7GiMPfKAtJtBBVU4SR2c749tRVlh/LR6bbyUKHVX6HCM1Wdxa4Q0PY1WMPRTcYyFDjMXE5pGW+G2qPb68kYjdT9KFPjB7m6rh3iofvMuswqJz0bRnpRkMBr4Y3g+bR1pi/pkoWtESgO9k4IsnSTgXmi/UY6VizWBzzPEyxMygcNLeFT9zdeyf4Yj1V+PxIauq1/fLYDDwwxhr6CpJY9Ul8rlvL1NVWp/Q6inLYN90R3x/J5lUjGIyGfh9qgPCc2txI4Zc6Bltrw1fc3V8eztZaGdL1yLWpYgCpJYKdjcBwBwvQ/AIApcj6Tu6uuit+2a2pwFCcmoo3WhS4ixaFnsmk4Ex9tp4EE/9/h5ipYng7CpKAVlRWhy2uooIo7E6Rb/3Rh6ZldTOG30VGRTRmAtX/li2Wdci/Mw8wHcDfd7BQ9AsLO7g8MDhETTFmw7KQzvAd94Y0ohM5VW3gMkAjHrwCTWPRyAir5aWePMmo5JW383DxDIMs9akPHSnlDYgp7IFY2iU5Z79OA9OdZi7G1cCGQkWpfOlorEd58Py8cUwcpdKO5uL3U/S8cXwfqQHVC6PwJZ7yVjmb0rZy7HrcRr6aSlgiose6XX34ksQnF2N3ZPtSH/uC2tasfl2In6d4kA6Sd3O5mLFxRgMt9HCdDdyMYguH7Kq8MO9FByb4wILEvdURWM75pyKwGQXPVInDJvLw6pLcWhs5+D0fDdISwgn3ARnVWPR2Sj8MNYasykcMfnVLZhyLBSO+ko4PNMZkmLk99XB4WLdtXg8SynHrRXecDYg71PqIq2sERMCQ2CkKoPLSzyhJoTbqbCmFZOOhILFYiDy28EI/3Ywto6zwXhHXRiqypK+Lx4nC3bdfAqHR2DFpZg/Co7JiMqvxcj9H1Dd3IGn6/0pf87o0NzBwXd3+G6b5f1NcHmxZ59Pc7/NqMSw/e8QklODWyu88d1oa1rl8iJE/BsRiTciRJBgqaWA2yt9MMvDAAvORuHbO0m0hQgqGAwGJjnr4el6fxTUtGLkgfdCdcV0h4QYE1vGWOPADEf8eD8FX95IoFUC3B0jbLVxZ5UPXqZVYO7pSKGnuQ1VZXF7pTeYDGDi4RCh3EAB7gY4MtsZ395OwtG39KbE+1uo48JiD+x9kYm9L3p2SBfE+iEWmOlhiICgCNJI13AbLeyaZIflF2J6/VoCfCHt0ExnVDd34od7wosj3TGwnwYW+BhjxcUYtJAIhuryktgzzQE/3U+hLPHeNs4GCcX1uB0rvGBorimPBT7G+P5uEmnxsjiLie9GWWHfi0w0tAr/MzjPywj51S14lym8sKYhL4Uxdtp9KgyOc9TBs5RySlHGQlMOanKStCJR3qZqCM2hvs5RX5mm80YOmTQKwfWUpWkVlYuzmFCUFhf6d0kXYiwGONw/v0e4PIKWYNb1XqdzIKhq6qDtvKFT0Jla1ghLLYUedU1kVjahrZMLez3yEt7KxnaklDZSumkIgsCjxDKMcaAWZG5EF2O0vTblOk9CUT0yypswxZVc7ODyCBx9l4Pl/U0pRZ7A19kYYKEBO4rv+2xoPhSkxDHZmfy+r0QWor6VjRUDyCM6IdnVeJBQip8nkhf6lta3YcvdZOyaZEe6TNbJ4WH1lVhMdtbDCFvyg/RPD1IABgNbx5EvW9EltbQRKy/G4udJtvA2FRxRa2hlY+6pSHiaqOKbkYI7g7g8AuuvxaO0vg3nF7jTEkI/5U1GJZZeiMaOibaUbq7U0kZMORaGkbZa+HWKPWXXSUMbG/NOR6KwpuWPFU06vEytwNRjYZjpYYB90x2FchG9z6zC2MBgeJqo4tJiD1qCbxc8HoFfnpC7bpgMfvxKjMlASwcHEXmC/6Zgc3nY+zwDc09FYqGvMc4tcCd1WdEl5KPbJreqBU/X+2MODYFWGCob27HqcizWXInDUn9T3F7hTVqQLUKECJF4I0IEJSwmA4v9TPB0nT8KalowbO/7Hk0kC0JXSRqXFntgvrcx5p6KxO4n6T2OFXQx2EoTT9b5oaCmFWMPBZOW7pJhpiGHe6t8oCwrgbGHghFXSD0x/CkKUuI4Oc8Ng600MeFwiFDW34H9NHB1qSfOhOTh+7vJtNw/zgbKuLHcC9ejivDDvZQ+nX7fMMQcAe76CAgKJ3VgTHDSxbejrbDwbFSfdCbJSYrh9HxXvE6vxPH3ub2+PQDYMNQCmgpS2HybPBbV30IdAe4GWHs1jvQ9qSwrgd2T7LD1QUqPls/WDjJHRWMHrkeTrzUNstSAjY4iDr7OEvo+ZCXFsNTftMfLUwt8jHEzppi0B0gY7HQVoS4vidcUfTYMBgNDrDTxkkaXjrepKkJpOm9yqpophWgLTXnkVbdQ/j7SV5FBZVMHrXipqlzPS4uZDAa4fyksJkCnw7K5gwMxJgOSFN0c7Wwumto5tDtvDGl8At2bsuLwHH7fDVUU6m1GFez1FCkdeLGF9Wju4MDXjFzkaWdzcSeuhFZR8dnQfExx0aOc7n2SXIYONpdyoriothXXoouwcZgF6XXVzR04/Dob34+2IhXGqps78OvTdPw0zob0cN7aycHm24n4aoQl6RoPj0fgy5sJGGGrRels+OVpOngEgW9GkRcpX40sxPOUChydRe0woUNZQxsWno3C8gGmmOgkWNhq6+Ri0bko6KvIYPckwQ4iHo/AVzcTkVHehAuL3Cmn4D/nRWoFVl2Kxa9T7EkfD8Dvw5lxIgwLfIzw7SgrSnG2tL4NU4+FQlZCDFeW0nPOEASBE+9zsPZqHH6dYo/Vg8xpFxMTBIGjb3Ow/GIMfhhjja3jbGitUX3KpciCP7kVJcSYkBZngQFARoIFBz1FzPUywrbxNri7ygdp20dgrEP3HVV8h1IYnqVU4PZKbyzyFVweTBAETgfnUvYtNrWz8e2dJCw9H43lA0xxabEHqWtMWLg8AufD8jF4zzswGQy82tQfczwN+6RMWYSIfzoi8UbEP44MknLZ3mCgyp+G3jjMAhuvx2P15dgef4L8OUwmA4t8jXF/tQ+Cs6swPjCEtCSXDtqK0ri8xAOj7XUw6UgoLoYX9OjQKisphsAA/urCzKAIXIoQ7nZYTAa+HWWF70dbYcn5aJwPy6f9tba6irizygdR+bVYeoHcKdKFhaY8bq7wQkh2NdZejaM120kHBoOBjUMtMNVFDwEnyCflZ3kYYs0gM8w5FdGjievP0VaUxql5bgh8nY3HScL3EH0Oi8nAgRlOiMitwQWKlawvR/QDQQC/P8sgvW6wlSZG2Gjh61uJQr/PpCVY2DrOBrufppMe7BkMBr4fY4WL4QU96nWa62WIwtpWvO2B+8ZOTxE2Ogq4TmMOnA4MBgPjHHRwn2Z06lVaBaUY6WqkjIrGdkoXjLq8JHQUpZFYRC4u6ipJQ1KMSflcq8tJQkKMiWIa0Sk1WckeizdiTMZfngMezdhUcwcHclJilAe0qqYOsJgMqMhQl6IW1rTQikKllTXBuocz4fyJcBp9N+kVGETRNwPwV6aG22hSFsy+SK2AqqwEXCmmvCub2vEoqQxzKebBCYLAkTc5WNbflPK+D7zKwmg7bdKYDwDsf5kJDxNVeFMsUe1+kg4vU1XKhaffn2VCS0GKsuD2bGg+Cmtb8cNYG9LrXqRW4HpUEQIDyAWZ+KJ6/PQgFYdmOkGnD4pZG9vZWHAmCgMt1bGSxGnE5vKw6nIsmEwGAmcKXrUiCH7kLKagFpcXewhdovwkqQzrrsZh33RHypLstxmVmHc6El+OsMSqgdS9SGlljZh4JASuRio4PseFVrdLJ4eHr28l4lRwHq4u9aRcE/uUlg4OVl2OxcXwAlxb6oXJFNG67kguacCP91IAAOpyEhhipYF1g81xeJYTQr8ZhJSfhuPeal9sHWeDqa76sNVV7Pb9QxAErkcVYcyhYDgbKOHeah9Kkfh5agW2PUzDlzcF/zv9IasKI/Z/QH71R7eNp2Gfum2SSxow6UgITn7Iw+FZzjgU4ETqXhMhQsSfEYk3Iv5xLL0Qg633U/rsE/JPYTAYmOaqj5eb+oNHEBiy9x1ux/Z+9rsLc0153F7hg6HWmph4OBTH3+X8peNBGMRYTGwcaoFT811x8FUWVl2O7dHzwmDw3UdnFrhh34tMfHkzUegS56mu+riwyB0HX2XhuztJtKfYdZWkcWO5N9o6uZh+IoxWMa6esgyuL/dCfk0LFp2L6nF07HMYDAa+HN4Pk5z1EBAUTnqoXepvijmehph1MgKFNdSREipsdRVxYIYjvriRgFghHVDdoS4vicCZztj1OJ00QiMpxsLBACdcjiikjBxtGWuNnMpmXIoQvpdmqLUmXA1VsPsJ+SS4pZYCJrvo4eceTIfz3TcmPXbfLPQxxtnQ/B6VJnfHOEcdvM6opHTAuBuroK2Ti2SKGXIZCTE46SvTi04ZKCG+iPx9xGAwYKElT7lMxWQyoK8sjSKapcU9Fb1Z3axNETTXplo6uJClcbCrbGqHmpwE5WGloZWNulY2re6HtB46b/h9NzXwMiUXbzo4XARnVVNOhPN4BB4n0VuZuh5dhKmu+pSH58sRhfAyUYWpuhzpdW8zq1DR2E4Zl8mubMb9hFKsH0I+HZ1Z0YQb0cWUjpao/Fo8TiqjFFpiC+twJbIQuyfbk772mRVN+O1ZBvZOcySNDZXWt+HLmwnYOcmONFpX09yBlRdjsGGoOWm0iS6dHB5WXoyFpoIUto8XHP3qctKUNbQjaK7g0mGCILDzURreZlTh0hJPoaJBAL8XaNONBATOdKJ0KT1IKMWKi7HYNdme1kJUSHY1ph0LwxxPQ+ycYEtrRrqupRNzTkUgtawR91b5wl6IGe686hZMPBKC+lY27q/2oYz0fQ5BELgQlo+px8KwzN8UST8MQ9T3Q3FynhtWDTTDIEtNaCtK03IA1bV0YsXFWPz2PAOHZznjx7HkrjKA/3vih3vJAIDgrCo8+uyDoKZ2Nr65nYgVF2OxcmDfu21aOjjY/jAVU46Fwt9CHc83+MPfgro0vadkVzZjw7W4v+32RYj4/4VIvBHxj+PcQnfkVDVj8J63uBlT3KfRmS405KVwZJYLdk+yx+4n6Zh3JorW2godJMSY2DSsHy4t8cCVyEIEnAin1SdBhrepGp6s80NrJxejD34QOv7UhaeJKh6u8UNuVTMmHw0V+nG5Gqng7iofxBbWY+6pSNqzwYrS/ClxCw15TDwcSsvNoiYniStLPMHhEpgZFNGrieJPYTAY+HpEP4x31EXAiXAU1AgWcDYMtcAYex3MPBmO8gbh15g+Z7CVJr4a3g9LzkX3+j0B8EWBDUPNsepSLOnzY6ouhx/H2mDT9QTSgkUFKXH8OsUBux6n9Uiw2jrOGg8TyxBN0Re0cagFwnNqEEqjB+Zz5noZoqi2FW8zhHffdC1fvOyDhTgAMNOQh5m6HJ6nkN+ehBgT/fup04prepmqIiSbOjrlRLO0uJ+mPK25cH0VGRTTeE/2JjbVXWExjwDopB2aO9i0OjqqmjqgLk+j76a2BSqyEpRRoermDlQ1dcCyB+JNZmUTOjg82OmSHxKj8uogLyUOa4r7iMqvBZtLwJtCDCqua0V4bg0mO5PHmzo5PFwML6Q1D37kTTYW+hpTFtzue5mJyc56lCtePz9OQ4C7AaloxOHysOVuMlYPMiOdGu7gcPHVzUSsHWxOenudHB7WX43HfB8j0jl2DpeHtVfiMMJGC+MERF26rltzJQ5OBspY4ke+lEUHgiCw+XYi6lo7cXiWM6mTZufjNMQU1OHcQjcoSgt+D+97kYn7CaW4tNhD6LnmmzHF+PZ2Eo7NdqGc3b4cUYivbyXiyGxn0uesi7txJVh8Lho/jrOhHXnKrmzGhCMhUJIRx/VlXpSz8p/yJr0S4wOD4W+ujvML3YV2HzW1s7H6ShwOvc7GmQVu+HqkJeSFjJ51EZxVjREH3oNLEHi6zg/9aQogp4LzUP+xL66TS2DzraQ/hPT3mVUYvu89imrb8HS9H2Z5GNKOkdHhWUo5hux9h6SSBjxc44tNw/oJvVJGl4Y2NrY9SMXogx+gJ5oYF/EPRCTeiPjHYaQqi/ML3bF9vC32Ps/A1ONhSKH4xLqnjLDVwouN/aGjKIXh+97jTEher5wyn+JsoIzH6/xgoSWHkQc+4FpUYa8cPqpykjg9zw3zvIwwMygCx97l9EjY0lKUwtWlXnA1VMaYQ8F4k0HdxfEpesoyuLncCwrSYhh/OIR2rEhCjIk90xww2Zk/JU5nVUdeShxnFrhBS0EKU4+HoaxB+D6W7mAwGPhmpCXG2Gsj4ES4QKGCwWBgyxgr+JiqYdbJ8D6J2c33McZYBx3MPxPZo+Lez1niZwIbHQVsuB5P+n6Y6qoHTxMVfHkzgfQ6X3M1THbRwxc3yK/rDj1lGawZZI7v7iSTOrPU5CSxepAZtj1MFfrnTbK9qUQAAQAASURBVEZCDMt6uDwlxmJinrchTgfnC/V1ZIxz1KG1qjbEShMvaPTe+JipITSnhvJ761qcorrOQpPeXLi+Mr3FKVU5SdQ091y8+dx5w6PpvGnu4EJWkvqwUNnUQcvCT7fvJq2sEQYqMkKXuwL8vhsXQ+q+m1fpFRhoqU552HqYWIYRtlqUDoWbMcXob6FO6bJ4nFQGBSkx+JuTHx4j82qRXtaEOV7kborU0ka8TK3A2sFmpNe9y6xCXGE9pTvnbGg+2FweFvuSCyOBr7MhJc7EEj/y2er9LzMBABuGkHfx7HuZicZ2Nn6kcPv89iwDVU0d+GWKfZ8clPe9zEJEbi3lpPaRtzm4F1+KC4vcSd/rR95m42JEIS4t9qBVzP0pVyML8eO9ZATNcyV1VxAEgSNvs7H7SRrOLXSnnJrvuv77u8k4PseFchGsiw9ZVZh0JARj7LVxdBa9eBXAdygd+uha3j7BFt+Psabl8PmUlNIGjD0UjMY2Nh6v86MVg+yODg4XOx+lYumFaKwbbIETc1xoi0hVTR048DLrTwXJHRwuvriRgM23ErHqUizWDDbHhUXupH1PwlJS34bF56Kx+VYiNg61wLWlnjDT6FmElAouj8CliAIM/P0tMiuacH+1LzYNJ3fmiRDxv4hIvBHxj4TBYGCknTZebuoPD2MVTD4aih/vJf8tUSpFaXHsnmyPoLmuOBOSjynH6DlD6CAjIYYdE+wQONMJe55nYsn5aFrTkoJgMhlY4m+CK0s9cSmiAPPPRvVIUJAQY+Kn8bbYOs4aqy7F4sDLLKEO6rKSYjg6ywUTHPl9PG8oSlu7YDAY2DisH74fbY2FZ6NwN4563UhKnIXDs5zhaqiMKUfDKOee6cJgMPDdaCsMt9VCQJBgdxSDwcDPk+xgraOIuaci++Q9uGWMNYzVZLH8YkyvO30YDAZ+m+qAvOoWHH6TTXrdzol2yKpoxhmK1aXNIy1R0dSO0yF5Qj+eRb7G4BEEzoaQ38d8HyO0dnJxg6LkuDvmeBmiuK5NaOERAKa7GiCppKFPyqgBYKyDDkKzqykLJAf0U0dmRRNKKAqhHfWV0NLBQWYF+fvcVlcR9a1syp6aflp0nTf0FqdUZSVQ09LDtSkmsxvnDUHLedPSwYEchUsGoL80Rb/vphFWPey7oT0Rnl5JeejlcHl4klxGOfvN4xG4EV2MqRTxJoIgcCYkD/O8qddnjrzNxhwvQ0qX0p7nGZjlYQhtRcGflnO4POx8lIq1g82hRNJLVNHYjv0vs7B9vC1px05qaSOCPuTi18kOpIfyqPxanAnJx/4ZjqS39yGrCmdC8nF4pjOpy+hxUhkuRxTi2ByXHgl7n3M9qghnQ/JwZoEb6crQ1chCHHuXg/ML3UndTWdC8nD8XS4uLvKAOUX30OecD8vHzkdpOLPAnTQKRhAEdj9Jx+ngPFxd6kXqZgL4h/Mf7qXgbEg+ri3zpB25uRBegKXnY7B1nA2+HG5Ju7+lqZ2N5RdjcC26CDeXe1MWbX8OQfDFhClHwzDJWQ9nF7gLNUP+KZkVTZhwOBThubV4sMYXMz0MhBL8dj9J+4tQz+YSeJtRhfiiejzd4I8Ad+FukwwOl4eg97kYtvcdlGXE8WrTAFoxzJ4SnluDMYeCceJ9Ln6ZbI8Li9zRT+vvEYlEiPj/jUi8EfGPRkZCDF+NsMSjtX7IrW75W6NU3mZqeLbeH25GKhgbGIwDL7P6rCx3QD8NPN/gDylxFobvf4+nyeWk1/N4BA6/yRJ4IHTUV8KjtX6QlxLDyAMfehQ/AYCJTnq4tcIbt+OKsfh8tFBOECaTL8TsnGSHVZdjEfQ+l7YTYpqbPo7PccGWu8k4/Cab8utYTAZ2TbLDeEcdTD0WhsTietqPkwwGg4EfxlhjqLUmZpwIFxidYzEZ2DvNATpKUlhwJpJW8TIZXYXDjR8XIXrbuaQoLY4js5xx9F0O6SKYorQ4DgY44vdnGaTihYyEGH6f6oA9zzORXSmckCkhxsT2CbbY/zKTdLlKUoyFb0Za4vfnGWii6Izp7vEt69+z7htFGXFMdtHtkTDVHbpK0nDUV6IsolaSkYCbkTJeUUS2JMSYcDdWoZwWlxJnwVpHAXEU0SkLTXkU1raimeI9y3fe0ItNVffCefO5eEMQAIvmVLgcDecN3dhUfk0rDGj0QaSXNfWo74YgCETm1cLDmPxAm1vVjNKGdvhQlPZG5NWCwWDAw5hcDArNqUEHh4dBFOW+cUX1yK1qoSxsTSltQHhuDRb6krtaYgvrEJZbg5UDyae8r0UXgc0lKDtRtj9MxSBLDdIyYw6Xh69uJWCJnwmsdQS/Rk3tbGy8Ho9NwyxIS5Qrm9qx4Vo8to6zIRU8siub8NXNRPw+zYGyK4gO7zOr8OP9FByb40L6+J4ml2Hbw1ScmudG+v1ejSzEnueZOLuA/LruOPkhF789y8C5Re5wJ3nvcnn82M7DxDLcWO5NeT9tnVwsvxiDsNwa3F5Jb06aw+Vh6/0U7HuRifOL3DGJYk7+U3KqmjHhcAja2Fw8WO0r9PPQ3MHBuqvx2P8yC6fmu2LtYPMeLSkRBIFzofmYcDgEA/up49YKb6HfM8klDbgXX4pObvf/1hXXtUGKokRcGOKL6jEuMARXowpxar4bfpvqABVZ6gL4nlBU24qVl2Kw+Fw0xjvq4PkGfwy11vzbRCIRIv4vIBJvRPwrMFWX+69EqaQlWPh2lBWuL/PCk+SyHs1rC0JJRgKBM53x41hrfHUzAZuuJwgsOj0VnIffnmXiV5KFIAUpcQQGOGHjUAssPh+NPc8zelTEaqWtgPurfcEAMDYwGKmlwq1kjXPQwZUlnjgZnIsvbybSnkn3t1DH1WWeOB+Wj2/vJFE+dgaDga9GWGLlAFPMDIrosWDV3e3+ONYagyw1EBAULtAZIc5iInCmM6TEWVh6IVrowufPkZUUw+n5bgjJrsaRtzm9ui0AsNFRxLbxtpROLBdDFawYYIq1V+NIi6DdjFQwx8sQm64nCP2+8jRRxXBbLWx/mEp63QhbLZioy/Xo+5/taYjS+p65b+Z7G+NhYhmt8mw6CBOdojMZ7mOmSqu02ElfifL3k7q8JFRlJSjdN/oqMrR6jlRkJRBfVI8zIXl4lVaB0OxqROXX0nqPBASFo7C2FUabH/3x32adjEBudcuf/lt37HiUhsdJ5KI3wI9N0RFvCmtpxqbKeybeZFc2o6WTQ1mo+jq9Ep4mqpClcG88TCzDSFstygPktegiTHbWpYxqnQ3Jx1RXfUrXyJG3OZjhZkDpOPj9WQYW+BiRXtfUzsbe55n4ZqQlqfslJLsabzOq8P1oK9L7DPqQh3Y2D6sHkce0tj9Mhb6yDBb6CBaguDwC66/Gw9dMDVNJBK2mdjaWXojBXC9DygJfOqSWNmLVpVjsmmRH6nIJzanGxusJODjDiVRUuRtXgu0PU3FqniucDMiXxj7n6NscHHqdjUuLPeBM8rUdHC5WX45FTGEdbq7wgjFFJKu2pRMzT4ajoZWNm8u9aMV6GtvZWHguGqE51bi3yofS1fMpL1IrMCEwBEOttXB2gTuUhRQe0soaMe5QMGpaOvB4rV+Pi6grm9qx4GwUjr/Lwen5bvhqBPn7vjsIgsB3d5LAI/mQopPDxebbST16jJ/S2M7GlrvJCDgRjpG2Wr2KiFHR0sHB788yMHTfO8hJiuH1F/2xvL8p6aqbCBH/FETijYh/Df/NKJW9nhIerPHFWAdtBASFY/vD1D5bPBrvqItnG/xR2dSOkfs//KX7JauiCb8+SwfA7y7IrhQcn2AwGAhwN8CdlT54mlyOgKBwUreDIBSlxRE01xVTXfQw5VgobscWC/X1DvpKuL/aF1kVTZgZFEE7ymWjo4g7K30QV1iPReeiKd0BALDYzwQ/jbPBonPReNIHs9sA/3ncNt4G/ubqCDgh+DmUEmchaK4rWjv5f7zSXdwShKaCFE7Nc8PRtzl4QOPwT8UUFz1McKK2hq8aaAY1OUn8dJ9cXNk41AItnVwceye8uPLtKCuEZFeTiitdzqczIXlCFzjzu29Me+S+MdOQg5eJKi6FC7+q1R2j7LQRV1hPGYkaYqWJ8JwaSqeRt6kaInKpBREnA2XEFdZTPr5+NBanDFVl0NjO/4P65Idc/P4sA9/eScLyCzGYcSIMI/a/h8fPL7HzEX8l7KcHqVh0LhoLzkZh/dV45NMQfkZTRH76gtfplfjxfgqWX4ghFXizKpooC1w7OTxkVzbBSkt48SY8rxYuhsqUh7U3GZUY1I88PsLh8vA0mXplqr61E89SyjHVldyhUNHYjqfJ5ZhL0WGTW9WMF6kVWEzRJROaXY2kkgYs9SN33Rx5mwNzTbk/isO7o4PDxZZ7ydg41IK0sye3qhkHX2Xhl8n2pAe+ZynleJJcjt+nOpDGbY68yUZZQzt2TLQT+Kk/QRD48kYidJWksWlYP4G3RZeyhjYsPBuF5QNMSX9vJ5c0YNn5GPw0zgZDSJ67p8ll+OZ2Eo7NcYGHkIfug6+yEPQhF5eXeJAKji0dHCw+F43S+jZcX+ZFGpEDgIKaFkw+GgptRSmcX+ROGpXrorCmFZOPhILJAG6t8Ka9mMTjEdj3IhPrr8Zh12Q7bB5pKZRbhiAIXI0sxOSjoRjvqIvzCz1oCcHd8SqtAiP3f4C8lDierPfvsQjyNLkcaWVNIDObd3IJvM2opHR/CoIgCDxIKMXgPe+QX9OCJ+v8sGaw+d8ipPB4BO7EFWPQnrcIz63BjWXe+HWKg2hqXMS/CpF4I+Jfx38rSiXOYmL1IHM8XOOHhKJ6DN//njSSIgzaitI4t8AdS/1NsOhcFHY8TEU7m4tODg8rLsX+KVpA5V4A+Iez+6t9Yaouh1EHP+AFjVWbz2EyGVgz2BxHZ7tg28NUbLmbLFRsTFNBCteWeUFXSRrjA0NoO3h0lKRxfbkXuDwC046FoaKR2g0x2UUPhwKcsOlGAq5E9s0BnMFgYPt4W/iYqSEgSPC6lKykGM7Od0dpfTs2XU/odcG1tY4CDgU44etbiYgpIF9p6itYTAb2T3fE05RyPEoU/AeflDgLe6c5IPBNttCOLDU5SXw1whI/3kshdSnZ6ipijL0Odj9JF+r2gf+4b17T7Fz6lIW+xrgUUUDbKUaGmpwkvExVKQU4IzVZGKjK4H0m+e8Ra20FiLEYSKTo5XEyUEJqaSPl92CppYD0MvLXT/5jn8mliAJE59ehpqUDStLicDVSxhQXfXw5vB+OzHLB0VnOmOysh1eb+iN/92hk7BiJkM2DYKZBHQU4PNMZ+btHI3/36D/+W9f//el/6w4613TR30IdrkbKUCRZg+ERwJ7nmYgpEOxcyq1uhgSLCT1l4RdPwnNrKCNOzR0cRObVUi75hOXWQEKMCVdDcifFvfhS2OooUBaKXgovgJ+5GmWJ7fF3uRjnoEPqlCAIAr89z8AyfxPS57uothVnQvLw/Whr0kjEyQ95kBRjUQpLL1IrEOBuABeS56SqqQPf3E7Cjgm20CER6iLzanHkbQ4CZzqROpGOvctFUkkDDsxw6lGE5lMa29lYcCYKA/qpY+UAwaJXXnUL5p2OxJrBZqQ9Rm/SK7HhWgIOBjjBj6KA+lMIgsCe5xk4H5aPK0s8SeNM9a2dmHUyAhwugUtLPCmjNAlF9Zh8NBQD+2kgMMCZ1jpRVH4tJhwJga+5Gk7Odf3j9xIVje1sLDkfjbvxJbi10ptS6Pyclg4ONlyLx+/PM3FyrivWDflrTKqwppXy78y2Ti6+v5uE9Vfj8f0YKxyc4Ui6BkZGO5uLH+6loJPGh0RsLn86XtglwIKaFsw7E4WfHqRiyxhrnF/oLnS5NV3ii+ox+Vgofn2age9GW+PGci+h59pFiPgnIBJvRPxr+W9Fqcw05HB9mReW+plg+cUYfHkjoU9WgphMBuZ5G+HBGl9E5ddiXGAwvruThKLa1j8+ZeHyCIRkVyMyj/pQLy3Bwu7J9tg23hYbr8Vj6/2UHh1M+1uo48FqX8QV1WH6iTChJrKlxFk4MMMRMz0MMPVYKGW3TxcKUuI4Pd8NVtoKmHg4hFbB6hBrTZxd4I6fH6fhyFvq3hw6MJkM7JxgCy8TVQQEhQsUkhRlxHF+kTuSSxvwXR901gy01MDmkZZYcj6mRxPdPUFHSRq/TLbDN7cTBXb9AHwX2lJ/U2y8Hi90B9RMdwMoy0rgCEmRMgB8Obwf3mZUIopiYvxzpCVYWN6/Z+4bf3M1KEqL40FC37i3xjvq4n48tXtqqLUm5VQ5k8mAl6kqZTTQQEUGclJilOXL9nqKOBdWQFnEnr97NOJ+GIZjc1ywa5I9vhphicV+JpjioofBVppwMVSGgaos9vRR18ffQf7u0Ti30B2L/UxID6IvNvrD2VAZC89GCXR9ZVY0w0RdjnZBahcEQSAil7rvJjirGgYqMjCgiG89TCjDKDttysdxPboI093Ii4rb2VxciijEPG8j0uvKGtpwJ74Ey/uTu2lep1eisKYVC0giSQDwy9N0jLHXgS3JbHpRbSsOv8nGjgk2lItAy/qbksaqCILA5luJ8DZVJZ2urm3pxNorcfhmlCXp+yUkuxqHXmfh+ByXXvd/dHJ4WHkxFpoKUtg+wVagmFXR2I45pyIwxVUPS/0Fvw6hOdVYdTkWv06xJ3U1fQ5BENj9NB3XoopwdakXaUFsZWM7ph8Ph7q8JM4sIF/DAvhi0sygcCzvb4ofxlrT+hm6FVOMuacisXGoBX4cS/0e6CKrognjA0PAJQjcX+ULSyGdcunljRgbGIyKxg48Xufbbc9SfnULBvz+BkfeCv63LLmkAWMOfUB6WRMer/PDRCe9XnW37HmegapuXMxMBiAtzoSMBAtiH59XaXEWNBUkUUuzTL6Tw0Pg6yyM2P8BBirSeLWpP8Y56PwtXTMVje3YeD0eASfC4W+ujtebBvxt9yVCxP8CIvFGxL+a/1aUislkYI6XEZ5t8Ed1cwcG733XZ5EdU3U53FzhDScDJdyIKf7TFCTQtdCQTPtwOs5BBw/X+iK2sA6Tj4Yir7pF6MekryKDm8u9YaYuhzGH/hrtIoPBYGDVQDPsmeaITdfjEfia3sFaQoyJ36faY6qrPiYfDaXVaeNurIKrSz1xOpi/jtEX7ismk4GfJ9rB1VAZASfCUSlAwFGTk8SlxR4Izq7Gjkd/XYIQlrleRpjgqIv5Z/tmQpwOI2y1MdpeB+uvxpNGdFYPNAOLycDBV1lC3X6XGHbiQy5ySVbCNBWksLy/KbY9SBX6NZzlYYiyhna8otEl8ykMBgMLfIxxJiSvT4S/4TaayK5qJo05Avzo1Ov0SspIlLepGj5QOP0YDAZcDJVx4n0ukooFCzh+5vzDyOU+cqn9E9CQl8LmkZYI/2awwFjGudB8JJU0wGjzIxhtfoTxgcF4lVZB+e9LXnULGtvZcNBXIr3ubQb1yhSby8PTlHLKlankkgbkVbdgNIXj4GFiGZRlJf54Twgi6H0eBltqkDqqeDwCvz/PxIoBpqSdPTEFdXidXokvKKJG2x6mYoy9NlwM6fWbkAkCV6OKkFLaiB0k4ghBEPjiRgIc9ZVIC5RL6tuw5kocto6zIRWf6EAQBL69k4Talk4cnuUssJuooZWNuaci4W2qis0jBM8lxxTUYunHSNVYEpGqu8ex7WEq7seX4toyL9LXubCmFVOOhcFGVwFHZ1E7aK5FFWLlpVj8MsUei/3IZ94B/vvol6fp+OlBCoLmumI2RZn1pzxNLsPEI6EYbaeNU/PcSN1fn0MQBK5HFWHSkVCMsdfBxcUeAuM7ux6ngQEG9r/M+stgApdH4Ni7HEw9FoYJjrq4utSTdtRLEM9SyhD04T+l+rKSLJiqy2JgP3Us8DHG5pFWODjDCQ/X+iJp6zCkbR+BV5sG0JrxjsyrxeiDH/AwsQyXlnhgxwS7HruDyGhnc3H4TTYG/f4WbC6Bl5v6Y8NQC9IVNxEi/g2IxBsRIvDfi1LpKknj9Hw3bBljhW/vJGHZhWiBh3thYHN5eJdRje7+xCQA5Fa30Crr7MJQVRY3l3vDw1gVYw8F05rk/hwpcRZ+nWKPjUP7YeHZKKHWpAB+Ge2N5d64ElmEtVfjaRX8MhgMbBhqgS1jrLHoXDTuxFF379joKOLWCi88Sy3HFzcTet1DA/APBbsn28PJQBkzgsIFFttqK0rj0mIPPEgoxf6Xwgkb3fHdaCuYqMn1yYQ4XX4YY436NjYOvhb8iaKEGBN7pjngVHCe0AXetrqKmOFmgC0UAuQSfxPUNHfgjpDvVb77xgT7X2UKLcJMctZFUW0rLWcbFfJS4hjUT4OyuNhJXwniLCai8smfx/4W6ogpqKPsx3EyUMKzlArse5kp8BpVOUnk7x6NH8fakN7WvxGyg8Tnzo6E4gYsPh8Nh5+ew2vXK8w+GYFvbifhyNtsJHyy+pVU0gArbQXSQy5BEHiTUYmBFKtQIdnVkJFgwUmfPDJ1I7oIo+20SR0RXcs387yNSD/1rmnuwJXIQqwcQF4E/Di5DHUtnaSHbYIgsP1hKpb6m0BLUXCvxev0CkTm1eJrEqGCLvnVLdjxMBW/TbUn7Vg5FZyHjPIm/DLFXuDz0c7mYsXFGIyw1cI0ivl1Ohx4lYXQ7GpS90pbJxcLz0XBQFUGP5N08CSXNGD+mSh8PaIf5TT8p/B4BLbcS8bzlApcW0peOJxR3oQpx0IxyFIDv08hn2MnCH7nDH9m3I1WdKm1k4MVl2LwOKkMt1f6wJdCVOyCyyPw27N0fHEjEb9PtccXw/sJFWVr7eRg040E/PosHSfmuGLjUAuBX59c0oCX6ZXgEgS4PALLL8T80YFYWt+GWSfDcSWyEJeXeGDNYHPajqHuaGjlL6N9eSMRszwN8GydL1K3DUfKT3xx5swCd2wZY4153kYYYq0JSy0F2tGyupZOfHkjAfPPRGKqqx4erPElLabuKQRB4GlyGYbsfYfHSWU4s8AdhwKcKDvGRIj4tyASb0SI+ITPo1TTjocJ3dVBBYPBwHhHXbzc2B9S4iwM3vsOVyMLe/Xp/U8PUlHX2glBt9DJ4WHbwxShDvQSYkxsGWONAzMc8dODFHxxI0Ho0mUGg4GZHga4utQTZ0LysOpyLK1S4S6sdRRwb7UPyurbMP04vT4bAJjmqo8Tc13ww90UHHpF7dwxVJXFreXeSC1txPILMb1eggL4vTC/TrGHo54SZgZFoKqpezuyoaosLi32wPmwfAS9z+31fR4McERTB7tP4lh0kJZg4VCAE4Le55KKGJZaClgz2AybbiQI/fxuHGaBrIpmPKDo1/l6pCV+fZYu9Pt0lochyhs6aC05fYqMhBgCPAxwJiRfqK8TxHhHHTxIKCV93ZhMBoZYaVD2UumryMBITZZyMnypnwmerPPDqXmuPXrMIgTjZKD8p06e/N2jkbdrNKK/H4L90x0x2l4byjLiSClt/NPvxdSyRlhTLFSllTWhuZ0DVyPyw9OjROrIVAeHi7vxpZQH+NjCOuTXtGASRan52dB8uBopk/ZRcLg87H2RiTWDzUhFqgeJZShraMNSf8EOjHY2Fz/eT8FXI/pBlWLVigoOl4eN1+Mx1VWftPslvqgee55n4tBMJ1LXwdb7KX8sEvaWG9FFOBWchzML3KEpoIyZzeVh5aUYsJgMHApwEigEZJQ3Yc6pCKwZZIY5XkZCPY6q5g6klzXh2jJP0sheXGEdph0PwywPQ/xIEX1ic3n4+lYibkQX4eYKb1oFvWUNbZh6LAz1rWzcXelDqzcL4AscC89G4UlSOe6s9MYIW+GK0DMrmjAuMAQldW14tNaPUjDa9iDlj9/pBICalk78cC8FDxNLMWL/exiqyOLxWj+h170+52VqBYbue4f6Vjaeb+iPnRPs0E9bETIS5BE1KgiCwI3oIgza8xZ1rZ14vsEfS/1NKRfpekJaWSNmBkXg+7vJWDPIDPdX+5Kuo4kQ8W9EJN6IEPEZn0ap3I1VMOloCLbeT+nzKJWqnCQOzHDCgRmOOPAqCzODIpDfg4jS24xK3OomLvU59a1sXAwvEPr2B1tp4vE6PxTWtmLsoWCkURSXdoeDPn99q6GNjfGBwZTRkE9Rk5PEpSUeMNeUx7jA4D99Qk2Gn7k6ri/3wqWIQmy+lUTpqNFQkMK1pV5oaOPbzfvi9WYxGfhtqgNsdBQwMyhc4IqWuaY8LizywMHXWbgc0btoioyEGE7Nc0NwH02I08FKWwFfj+iH9VfjSCNbS/1MoCgtjt9IJuy7Q0FKHN+Pscb2h6loJHGSjHPQgY6SNI69E04Ek5ZgYcUAUxzogftmrpcRXqdXCr121R0DLTVQ1dSB5BLyn7EhVpp4kVZO+VgHWWpgxaVYLLsQLVDEEWMxYaWtIOoP+C+iJicJfRUZjLLTxlcjLHF4pjN8PunJyKlswZXIQux7kYlnKeXdCr/vMqvgZapGuujSyeHhWUo55UrXy9RKKMuIw41CCDoTko/prvqkEaemdjbOheZj1UBy182duBJwuASpG6WdzcUvT9Lx1XBL0gPokTfZUJGVRICbAel90uHYuxw0tLGxeaRgB09DGxtrrsRiw1BzUufB1chCvEitwLHZzr1e3gnOqsYP91JwfLaLwG4ZHo9fOlve2IGT81wFimJ51S2YdTIC87yNSLtwBKGpIIUbFJPdIdnVmHMqEuuHmGPdEHPS3y9dC1SJxQ24vdIHFprU0Z3E4nqMDwyBjY4CLizyoD3nnV7eiHGHgyHOYuDuah+Y07ivT7kZU4wJh0MwwkYLlxZ7CBTRugjNrkZcUf2f1p46ODzcii3GVzcT8ctke/wyxZ70Z4qK+tZObLwWj43X4/H1CEucmudK6lIThuzKZsw4EY69LzKxe7I9gua60ppqF5balk58dycJEw6HwE5PEa+/GIDpbga9LvYWIeKfiEi8ESFCAJ9GqXKqmv+2KNUgS0083+APMw3+0tOJ9zmUfRZdNLWzse5qPDg0HlMHh4c9zzN6JEpoK0rjyhJPjLHXwaQjobgQXiD0IVdVThLnF3pguI0WJhwOEarzR1KMhd+m2GOxrwkCgsIpoyVdWGkr4M4qbyQU05sSV5QRx4VFHpCTEsOME4LjTsLAYjKwZ6oDLLUVMCsoAjUCBBxbXUWcme+GnY9ScS9e+Jjap2gqSOH0fDcc66MJcTrM8zaClbYCNt9OFPjeEGMxsWeqA65EFiIil34PEgCMtdeGhaYc9j4XHO9hMBjYMsYaQe9zhZ68n+VhgIpG4d03ukrSGGKtgfNh+UJ9XXdIibMwzEaT8vX3NVdDdVMn0subwOMRAn8nLfQxhp2uItyMVGgdiLqoae7A93f/O86tfyv7X2YKLOLub8EXcoI+5GLZhRi47XwJo82PcDv2PzHQ0Jxq+JqRuxNCsqshJykGJ4runJsxRZjiQl6OWtbQhucpFZhL4dK4FFEIMw050rLlTg4PB15lYf0Qc9JP70+H5EFZVhwTSZw+edUtOPEhFzvG2wpdDP05ScUNCHyTjf3TnQQKHwRB4JvbiTBVl8NiX8FuoISievz0IBWHZjpRzmFTkVbWiBUXY7Bzom23Zbhdj2vHozTEFtbh3EI3KAiIwhTXtWJWUDgmu+hi3WDzHj8msvfK0+RyLDkfjW3jbSiLqCub2jH9RBg4PB5uLPeiJTo8TirDjBPhWOxnjF8m20NCjN5R5mFiKSYfCcUkJz2cmOMq8DnqjrZOLr64kYCfH6fh6GwXfDG8H2W8iSAI/PQgFWzuX3+Pdv1qJVs7o8OL1AoM3fceDW1svNjYH5Mpfo7p0s7mYs/zDIw59AG2uop4sbE/htto9bnIz+bycDo4DwN+e4PyhnY8WeeHb0dZCfXaiBDxb0Mk3ogQQcF/I0olLyWO7RNscW6hO65GFWHikVBa98HjAT5majBVl4WUOP/HWVLszysCn9LSycWux2k9eowsJr9P5vR8NwS+zsLKS7GUQlB6eeOfXDYsJgNfjbDE71Md8NXNROx6nEZbqGIwGFjib4LDM53x3e0k7HmeQUtI01aUxo3lXiAIAlNpTIlLS7BwfI4LLLXkMfVYWJ+sN4mxmNg3zQFmmnKYdTJC4Bynq5EKjs1xwTe3k/A8hX5HUXdYaSvg4H9xQpzB4MfEYgrqcCWySOB1Jupy+HJ4P3xxMwEtQkTouqbYr0YVkq4jORsoY6i1ptDuHinxruUp4d03C32McTWqSKjvRxDjHXXxILGUdEJeSpyFNjYXIw98gMNPzxH/WQFmF1qKUri/2heL/UygLk8/TiIrKYbLEYUo74M+LhHdE5VfJzAaMsfLCPm7RyN12whk7BiBoLmuWOxrjFF2/3HQhGRX4+i7HBhtfiTQ9fUkuQwjbLVJD1wVje0Izq7GJGc90sd7KbwQ/hbqpDGZdjYXJz/kYdVAM9L7vBZVCGlxFsY7ChZlqpo6cORNDr4fLThuQxAEfryfgmmu+r2eDG5nc7H+WhxWDzQjva1LEYWIKajDnqkOAh9XTXMHVlyMwYah5vA2pdfBIoiyhjYsOBOFJf4mpK/Rkbc5eJBYigsLBZfmlje0Y9bJCAy11sTmEZZ/i9vuRnQRNl6Px/7pjpTvqZyqZkw6EgpzDXmcme9O2b1CEAQOvcrCVzcTcWCGE5b6m9L6HjhcHnY9ScM3t5NwYIYT1g0xF0roy65swvjDwSisacXjtX7ob0FvSv1pcjnyagS7qdkcHtZcievRB4L1rZ1YfzUOm67H45uRljg5z5XSBUSXD1lVGL7/Pd5nVuHmcm9sGWNNuQ7WE95lVmHE/ve4HFmIQzOdcWq+G0z+j64QihDxfwmReCNCBA3+W1EqNyMVPF7rB38LNUw6GoLfnqWT9oMoyojjyCxnvNo0AGnbRiB2y1BcWeqJHRNssXKAKYbbaMJMQxbSn3yKeDWqCA9oTBILwstUFY/X+qGdzcWoAx8QK6CAtrKxHVOPhmHZhei/HIZH2Grh3mofvMmoxOxTEQLjRN0x0FIDt1d64158KVZeiqXVbyL/cUrcVoc/JZ5RTj55LP7RITLYUhOTj4X2KCr2OWIsJvZPd4SJuixmnYxAnQABx89cHfunO2L9tXh8yKrq1X0OtNTANx8nxAtI/ojsK1TlJLFvuiN2PEolnZWe52UEXSVp/CykkGiiLoclfib47m4y6R+8X4+0xNPkcsTTjNh1McvDAJVNHZR9Mp/jYqgMI1VZ3IqlLsimwsdUFVweQelMurjIAw76Sriy1BP2vVyw+RwpcRaM1WT75H0v4q9UNXUgv6aFVtmnpBgLQ6018f0Y6z+5QW6t8MbqQXznxPjDIQjN+XMsjsPl4UVqBUbaaZHe/p24EniaqEKHpAy0nc3F5chCLPAxIr2tGzHFUJOTwCCSEuW2Ti4Ovc4mLXgFgL0vMuFjpkraffIkuRyppQ3YRLFCRYfdT9KhKC1OOm2eWtqInY/ScGCGk8BuHQ6Xh7VX4+BooIQlNJaSyGhqZ2PBmSj4W6hhzSDBMbQrkYU4/i4H5xe6CxTXqps7MOtkONyNVPDjWJu/Rbg5HZyHnx6k4uQ8VwyzIX/fxRTw1yzHOuhg7zQHSvdMO5uLDdficSWyENeXedGeNK9r6cT8M1F4lVaJe6t8MESIKXQAuB1bjPGBIRhspYnLSzxox5E4XB62P0ol7Rlk8wjEFdXjTGi+UI/peUo5hux9j+YODl5u7I9Jzn3jtqlsasfaK3FYeTEWi3yNcXulT6/X0bojt6oZi85GYc3lWMzxNMSTdfQFMREiRIjEGxH/QPqibFYQ/40olZQ4C18Ot8TtFT54n1mNUQc/ICqf2jnBYDCgIisBZwNlTHLWw8Zh/XB8jitebhyAtO0jELdlKG6v4P/R89XNePz0IKXHz5WqnCROzXPDAh8jzAqKwLF3OX96Drg8AssvxqCNzUVRXRuedeMiMVGXw52VPlCTk8SYg8ECRaDuMNeUx71VPqhv68Tko2EooRGREWcx8esUe8xwN8CUY6GURa5MJgNbxlhhvrcRph8Po/Ua0HkMB2Y4wVBFBrNPRaC+tXsBZ5iNFnZNssPyCzGI7uX9zvk4Ib7gbNR/ZULcx0wNc72MsOZKnMD3F5PJwG9THHAvvhTvMoUTqFYNNENdSyeuRAnuBtJVksZiP2Nsf5gqlItGSpyFFf1Nsf8lvXn6Lviz4UY4G5Lf698FYiwmxtjr4G58CTo5PIFrUb7mari3iv/HdW/WSQRhpa2AtDJykVNEz4gpqEU/TXmhZok/x8lAGXM8DZH78yisGWSGJeeiMTMo/I/3bVR+HVo6uaQCUVcR6RQXcofEo8QyqMhKwNtUsJDC4fJw/F0OVgwgd0NcCM+HhoIkRtgKPtynlzfidmwxNo+0EnhNSwcH2x6k4puRVr2eKf6QVYUb0UXYO81R4M9SSwcHq6/EYll/E1JBac+LTFQ0duDXKQ69OlDzi4djoS4viZ0ki1FPk8uw/WEqTs5zg5WAkuv61k7MORUJax1F7J5s3+t42ed0rUQdfJ2Fi4s9KN1Gz1LKMedUBDYNtcDXNBxAfOEpAnk1rbi72gfWOuRl3l2klDZgbGAw5CTFcHeVj1CujrZOLr66mYDtD1MROMsZX4+wFOr37PXoItQ0d//v+6d0cnjY9TgN6eXUQnldSyfWXY3DlzcT8f1oKwTNdYVGH7hteDwCF8MLMGTPO3AJ/iT3XC+jPu+baWxnY+ejVIw88AE6StJ4++VAzPcx/luKj0WI+Ccj+okR8Y9jxolw3Isv6fNumk/5NEq153kGph4PQ0qp4ChHT7DWUcCdld6Y4aaPuaciseVuMuXsLxnKshJwNlRB0FxXPF7fH/FF9Rh98AMSBUQuqGAyGVjsZ4KrSz1xKaIA889G/eGgCXydhZTSRnB4BDo5PPz8OL3b10NWUgyHApywxN8Es4IihOrSUZaVwIVFHnAyUML4wGBa0SAGg4G1g83x41gbLD4XjVsx5E4JBoOBVQPN8PVIS8w7HYlXacI5MrpDnMXEwQAn6ChJY/apCIGCynhHXXw72goLzkaRxoTo0DUhvuxi9H9lQnzTMAtIijGx+0m6wGv0VWTw3WgrfH0zUSgHm5Q4Cz+Nt8EvT9JJHVvL+5uiqLYVD0kWqrpjpocBqps78FxI981oe200tnPwrpduKQCY4KSL69HFsPj+idDxr77CSlsBqb103jS1s+Gz+7XQ61+f883tJFyPFhzFo8O7zCosPhfVq9sAgKF73yG3in7hendE59f1uuuiCyaTgQU+xnjzxYA/xZUuRhSgk8OD9+5XeJ5S3m3fV3xRPSobOzCcwiVxObIQszwMSA/ZDxJLwWIyMNpOcDlyJ4eHE+/zsGlYP4G3RRAEdj5Kw2xPQ9IJ6oOvsmCgIoNJzuTLV1TUt3biixsJ+H6MNYxI7u+HeynQkJfEmkGCe2KeJpfjYlgBjs126VXMhCAIfHcniR8dm+Us8HAbmlONjdcTcHCGk8BFnqZ2NuadjoSesjT2TnPo8wM5j8fvdelyxDhS9CtdCMvHhmvx2DfdkdbKVUZ5E8YHhkBbUQrXlnoKjIR9zr34Ekw9FoYAdwMcne0s1OuRXdmMCYdDkFPVgkdr/TCwn2AnWXe0s7nY/SSddESiK97OZAA8gkBYDrnT8llKOYbue4+WDi5ebPDHBCfdPnHbpJU1YvKxUBx/n4ODAU44PNO5z+JXXXB5BK5GFmLgb2+RUtqIe6t9sH2CLVRolkz3lNZODs6E5P2t9yFCxP8PROKNiH8cS/1MsPtJOiYcCUG4kKWowtAVpXr1MUo1+Whon0epxFhMLPU3xZN1fsiubMawfe/xOr33AoKxmixuLPPCRCddTDsehgMvs2h3z3yOg74SHq31g7yUGEYe+IDTwXk49Dr7T3+4VDS245GAgmIGg4FFvsY4t9AdB15m4YsbibQdQeIsJnZOsMXaweaYfTISNynEmC6muOjh5DxXbH2QgoM0psRneRjitykOWH05jlLwoYOEGBOHZzpDS0EKc05HCHzPzPIwxJpBZph7OpI0hkRF14R4cwcH3/4XJsS7BKqbMcWkgtcMN33005LHTw9ShLr9gf004G2qhl2PBYtDspJi+GJ4P+x+Qh49/Bwp8Y/LU0K6byTFWJjtaYCzfTAb7vCxc2OWhwF+HGvT69vrCdY6Cr2OTclJiqGquQPlDb3rzmlsYwt0qdGlprkDTe29E5HqWzuRVdkMNSH6g7ojprCOcuJbWDQUpP60WLWivylUZSUgKyGGH++nwG7rMxhtfoRxgcF/XHMjphhjHHRIp7ozypuQXNJAWhrM4xE4+jYHy/xNSd0JEmJM3FnpjQEkEYm3mVVIKmnAWhKRJLOiCefC8rF9gm2vD7Bb7qXAVkcRM9wEr17diinG24xKHJjhJFD8yK5sxpc3EvDbVHvak9WCCHydjQ9Z1Ti7QHAPTHJJA5adj8G28bYCo0CtnRwsOhsNRRkJBM506nOHA4fLw5c3E/E6vRI3l3uTlqITBIFfnqZjz4tMXFjkTikYAsCb9EpMORqKqa56OBQguET688e0/WEqttxNxuFZzpT9S59zL74E4wODMaCfOq4u9SSNEwpi5aVYNH78XSMlzoTkx0iYrCQL1toKmOSsi03DLHBwhhNebuyPjB0jBRY717Z0Yu2VOHx9KxFbxlghaK4LqdumpL4Nga+p/+1q7eRg1+M0TDwSAi8TVTxf3x8DhBSp6BCRW4Oxh4Jx5G0Ofp5kh0uLPWCpRc851VPYXB4uhOXD/9e3CM4id1iLEPE/CSFCxD+AoqIiAgABgCgqKiLaOjlE4OsswuaHp8Tic1FEdmXT3/4YsiubiNknwwmX7c+JG9FFBJfL69Pb5/F4xJWIAsL2x6fE2iuxRHVTe5/cblJxPTFkz1tiXGBwr54nHo9HnPyQQxh+/bDb//He9YrgUDwn5Q1txOQjIcTI/e+JguoWoe7/Q2YVYb/1GfHzo1TK++kirayB8Pz5JfHljXiik8OldR82PzwlTn7IFeqxCaKdzSEWnIkkxgUGEw1tnQKv2/MsnXDf+ULo5+RzyhvaCM+fXxKHXmX26nbocju2iHDa9pyoaGgTeE1ZfRth9+NT4mlymVC3XVLXSlhveUKE51QLvIbL5RGjDrwnAl9nCXXbbZ0cIqGoTqivIQiCqGxsJ8y/e0xkVfz9v2/+bioa2gijzQ+Jlg52r27H/9fXREhWVa9uY/3VuF6/Z8+F5hGLzkb26jbiC+sIp23Pe3UbbZ0cwuzbR73+WRaWioY2YvbJcGLjtXiCIAiik8Ml7Lc+I6Lyaki/7sd7ycSGq3Gk1zxLLiPcdrwg2tmcXj1GNodLDN7zljgTLPj3K4/HI6YeCyV2PEzp1X0RBEHcjSsmnLY9JyobBf9bmlXRRFhveUK8Sa8QeE1TO5sYvOctsetxWq8f062YIsL2h6dEammDwGtyKpsI523PiRPvcgRe09bJIWYFhRPTjoUSrR29e126o53NIZaciyKG7n1L+vudIAiig80l1l+NI3x2v6L1Nwb/b4lcwmrLE+JefAntx1Td1E7MOB5GDNv7jsivbqb9dQTBf74230ogHH56RrxMLRfqa7toZ3OInY9SCePNDwnXHc+JnQ9TiGtRhUR0fi1R19Ih9O09SSolXLY/J5aciyIqGsmfY4LgP28zjocRhl8/JO6TPG8vUsoJ712viMlHQoj0skahHxcdimpbiJWXYgjrLU+Iw2+yiLbOvn8Pfg6XyyPuxhUT/r++Jgb9/oZ4klRGFBYW/ulsIELEPwGR80bEPxIpcRZWDTTD2y8HQEtBCqMOfMCWu8lCFeMKy+dRqr5epWIwGJjhboCXG/ujnc3F0H3vcTeupNcuCltdRTxY4wtXQ2WMPRSM82H5Pb7NdxlVEGN1/ylXdXMH7ieQTyBrKkjh8hJPuBurYGxgMN6k059t9jVXw52V3niRVoGl56NpRcwstRRwZ6UPkkoasfBsFOXX+Jqr4dJiDwS+zsJvz9J7/dxLirFwdLYzlGXE8c2tJIHXbRhqgdF2Oph1KrxXLgZNBSmcmueGY+9y/ysT4hOd9NDfQh0brycIjDFqKUrhp/E2+O5OksAVru7QUZLGuiHm+P5uMtgCXGP83iJrHH2bI9Tsu5Q4C/Z6SrSv70JdXhJj7LRxTsgCyv+LqMtLQlVWAukU5d5UaClI9Xq1SoLF7HXcr6md0+vFlILaVhioCF5bokNySQMUpSWgr9K7+Whh0VCQwoVFHtgzzQEAkFhcj4Y2Nm5EFwvs22hnc3E7thgzPQwE3i5BEDj8NgdL/EwgKUbtjCDjSlQReDwCszwNBV5zN74EBTUtWDfEolf3VVrfhi13k7Frkp3AJbZ2NherL8ditpehQFcCQRD46mYCNBUk8cWw3j2m0OxqfHcnGUdmOwvsrylvaMecU5GY6qqPJf7dFyJ3cnhYfTkWLZ0cnJrvBmmJ3r0un9PSwXf0VDR14PoyL1InSFM7GwvPRiGzogm3V3rDlKJ3hs3l4ds7yTj6NgeXFntgnIMOrceUVNyAsYeCoSIrgdsrvWGoKjgC9zm5VfyYVEZ5Ex6t9cNgK+FKjQH+ItXEw6EIzanG8w39EfXdUHw72hrTXPXhYqgMJRn6EaHalk6svhyLzbeTsGWMNY7PcaEVF3uaXI6YAn534Pd3k9H42d8zZQ1tWHYhGptuJGDtYDNcX+aFflqC3VI9obWTg70vMjF073tIi7Pw5osBWDnAjJZrqqcQBIF3mVUYGxiM3U/SsWqAGZ6t98cI276fNhch4v8CIvFGxD8aNTlJbJ9gi0dr/VDW0IYBv73F4TfZf1up8adRKrePq1Q/3kvu0yiVpoIUjs9xxc4JttjxKA0Lz0bRKuwlQ0qchS1jrHFyniuOv8vF3NORQosEZ0PyEZ5XCw63+0N6B4eHX55kUMazJMSY2DrOBtvG22DV5Vjse5FJu7+oqwS5k8vD5KOhtGa+tRSlcH2ZJxgMBqYeC6P8vh30lXBjuTdux5bg2zvJpJPOdJAUY+HYbBd8N1pwOSeDwS9P9jZRw6yT4b0SIa11FHDovzghvm28DQprW3HiQ67AayY46sLZQBlb7iYLddsLfIzBZDBwKlhwrt3TRBW+ZmrY+zxTqNvuKQt8jHErtljon/mEovr/yiIYXRgMxsfS4t4J0NqKUijrZWxKQoyJjh7GOrtoaudQThFTUVDdAiOSqWw6xBTUwcVQ6b96qOhOZDZQkYWWghReplVgxP4PGHPoAw69ykJmRdMf1z9KLIOmghRpP09YTg3yq1sQQCLw0KGxnY19LzLx7SgrgfGehjY2dj5Kww9jbHolxPF4BL68mYARtlqk8Z0dj1IhLcHCFyRrVkEfchFfWI+DM5x6VRyeWdGEZRdjsG28DfzMu4+V1bd2Yu7pCPiYqeLrEd0/Jg6Xhw3X4lFa346z8937fOK5oZWN2aciwCMIXFrsQSpKVDa2Y9rxcDAYwLVlXpQCREMrv58nvqge91b7wInGGhvAj7VNPxGGed5GCJzpBFkhvuf7CaUYFxgCfwt1XFvmBV0hY1IEQeBCWP4ft3F7hU+vYnNPksowdO87sLk8vNjQH+Md6XXbdEWiOz/+nmxjc7Hr45ojh8vDqeA8DN37HrISYni1qT+muxn0aXE1QRC4F1+CQb+/w4esKlxd6onfpzr0SaEyGXGFdQgICse6q3EY76iDN18MwDQ3/b+lxF+EiP8riN7dIv4VmGnI4eQ8NwTNdcXT5HIM+v0tbsf27UrUp8hIiOHrj6tUudUtf8sq1Ug7bbzc6A81OUkM3/ce58N6v3TjbaqGJ+v9oCEvheH73+M+TXdGckkDfn6SRvnpeF1rJ+055fGOuri1wht340uw6FwU7c4LRWlxnJnvBh8zNYw/HEyr90heShyn5rnCQU8JE4+EUC4/mGnI4dYKb0Tm1WDNlVh0cHonBkqJsyiz9QwGAz9PsoOVtgLmnorslSA40FIDm/9LE+LyUuI4GOCEAy+zkCBgupvBYGDnRDuE5dYI5QgSZzGxY6ItDr7KQnGdYKHum1GWuBNX0qdOOEHY6SnCWlsBN4Qs2L0UUYAzfdCX05dYayv0+jnTVJTqdeeNhFjvnTfNHWzISfWB80aIT/S7gy/e9G3fDRn51S0Y+Pvbv7jT1OUlEf7tYMRsGYrI7wZjrpcRkkoaMC4w+I/f+1ejChHgTl5UfORtDuZ7G/VaJDj8OhuWWvIYbCW4d2Pv8wxYaStg1Mf589ZODl6lVQjtgDwbmo/C2lb8QNIn9SixDPfjS3EoQHBXTGhONfa9yMLR2S4Cp8PpUNHYjgVnorDQxxhTXbvv3mnr5GLh2SgYqsriZwHrUzwega9uJSKzogkXF3v0as2sOyqb2jH9RBjU5CRxer4b6WueXdmMiUdCYaUtT3ktAORVt2DikRDISIjh5nJ6Igqby8PW+ynY/igVx+e4YFl/8qWzT2lnc/HdnSRsuZuM/dMdSUVDQVQ1dWDRuWgceZuDU/PcsHmkJeXkuSBqmjuw6nIsvr2ThB/H2eDYbBeBjrDu+O1pOlo7//N3SCeHhxvRxbgRXYTxh0NwKbwAJ+a4YO90R6j14r3aHYnF9ZhyLAy7Hqfjm1GWuL3CGw4UxdW9JbuyCcsuRGPWyQi4Gqrg/VcDsdTf9G91+IgQ8X8FkXgj4l+Fl6kq7q3ywVcjLLHneSbGHQ5GaM7fV2j2aZRq79+wSqUkI4Hfpjrg2GwXBH3IxbTjYciu7N0SioKUOPZMc8Avk+2w9X4KVl+OJRVOOjhcLDkfDbYAx82fr+Xht2cZtA9iVtoKuL/aFywmA2MDg2k/d2IsJn4ca4OvRlhiwZkoXIkUPCvdhTiLid2T7TDT3QBTj4ZRFt3pKEnjxnJvlNS1YeHZqG7XXPoaFpOBvdMcoaUohQVnItHSi/uc+1+cEHfUV8LaweZYezVO4POkLi+JHRNsseVeslARJzcjFYyy08a2B6kCrzFUlcVcL0PseCTcdHhPmedthB2P0v4QUyNya2C0+RHp7PskZz3c+zgP/n8Fa53eL05pK/SN86YvYlPyvRVvanrnvCEIArGF/13x5lZsMSy1FEgPphryUpjmqo8Tc10R/8MwjHPQQXlDO6Ly6zBUQBkuwHeLxRbWYb63Ua8eY2FNK86F5eP70dYCD9/JJQ24Fl2En8bZ/HHN6/RKLDoXjanHwlBUS+2yBICsiib89iwDe6c5ChQUCmtasfl2In6dYg895e5f77KGNqy5HIcfxlr36qDa0sHBwrNR8DRRxfoh3Zc0s7k8rLgUAzEWE4cCunf4EASB7+8lI7agDpcWe/T5kk9xXSumHQuDlbYCjsxyJj0kxxTUYsqxUEx00sWeqQ6UokhoTjUmHA7BEGtNHJ/jQss5U9XUgVlBEYjIq8WD1b4C3UrdkV/dgklHQpFS2ohHa30FFj6T8Tq9AiMPvIeMBAtP1/nDy1TwfDwVjxLLMGzfe3C5BJ5v6I9xDjpCOfNSShtwKaLwL+tWHB6Br24mYrClBp6s94O3GfmEu7BUNrbjixsJmH48HD6mqnj9BX2nUE8prW/D1zcTMfpgMDTkpfD2iwH4Yng/KPTSVSlCxP8SIvFGxL8OJpOBCU66eLWpP0bb6WDZ+RgsOhuF7MredTsIoitK9XJTf3j8TatUvuZqeLbeHw76Sn/Y3wX1gNBlhK02nq73Q1snF8P3v8e7zO4nkAkC8DZVhbGaLMSYDDAZgIwEC+ICLLl1LZ1CuRIUpcVxYo4rprvqY+qxMKHWngLcDXBmgRt+fZqOrfdTKCNbDAYDawab46fxNlhyPppyvUpFVgKXl3iCAQZmBoUL1dnSUyTEmDgyyxmSYiwsvRDdqwhg14T48osxf7tosMzfBHrK0vjhnuBo1Cg7bfibq+ObW8ItYn0z0hIRebWky1arB5kjvbwJL9Po9ygJS2ppI3Y+SsWaK3EA+J+oX48qwoKz/Inq0ySzpe5GKpCVFMObjL/v8QmLtbYC0suaehUN1FKURnlj72KdfdF509zOgXxvO29qWmHYC/GmsLYVjW0c2Ogo9upx0IXHI3ArphhTXPRof42UOAsMBgPNHRyIsxgYvOcdFp2Nwv2E0r/8rjnyNhsB7gZQ7qVQ8MvTdIx30IW1Tvc9Lzwege/vJmOxrwlMPulMKalrgwSLgfiiegze8w5nQ/JI3aedHB7WX4vHfB8juBl1P63dyeFhzZVYTHTSxQjb7mfPOzhcrLgYiyFWmghw73lcjMPlYdXlWCjJiGPXJBI3zc1EVDR24OQ8125FE4IgsONRGt5lVOHSEs8+j6pwuDzMOx0Jfwt1SjHmWUo55pyKxKZh/fDFcMGT8F1ciSzEorPR+G6UFb4dZUVryjy+qB5jDwVDW0kKt1d4Q1+IHqpHiWUYeygY3qaquL7MS6A4J4i2Ti623E3Guivx+HaUFQ4FOPXY4VTd3IGVl2Kw5V4yfhpvg6OznYVy2wD898em6wngCfj3UpzFhLyUeK/7qD6lg8PF0bc5GLTnHdrYXLzY6I+Nw/pBRqJvI3qfUtfSiZ8fp2HQnrdoZXPxbL0/tk+w/dtjWSJE/F9EJN6I+NfSNQn89ssB0FeRweiDwfjuThKqmv6eUmMZCTF89TFKlVPVjMF73uJGdFGfRalkJMSwZYw1ri71wsOPf6AkFtf36jY15KVwcp4rNgyxwKpLsdhyNxmtnX92TkiJs7BnmiPefDEAGTtG4uXG/tg7zQGrB5lhsKUGtBWlwGAAYkwGxJkMcAlgy71kVAvxPDOZDKweZI6js12w/RF/BpTuYc7TRBX3VvkiNKeatstkkjN/SvynBynY/zKTVEiQlRTDqfmu0FeWwZRjob3uH6KDlDgLQfNc0dLBxZorcT0W6lhMBg7McERjOxvf/c0T4syPrqE36ZW4Gye4uHrbeBskljTQnn0HAFU5SXw9whI/3k9BW2f3YpaitDg2DDHHz4+p4310qWvpxPOUchx+k42RBz5g8tFQVDd34sx8N6T8NAxeu1/jq1uJ2DXJDteWeiIku0bg42MyGZjkpNsnU/QppQ29ntYGAGM1WfAIAvm9iNZpK0qhrL4PnDd90HnTm9hUaycHlU0dMFDpeWwqpqAONroK/zVrf1huDTq5PPTvR9+V0IWZhhyydo7Csw3+cDJQwv6XmXDb8f/YO8voKLK1C++OE4hAiJIQIB4SQogQT3B3Z3B3t2GYYZDB3d3dnaBxd/cQd3fp7vP9yGQuA+l0VXWHme/eftbNGtbNqarT6erqOm/td++P2PQoAu9j8pCQVwm3hEIscGw54pgqwWklcE8owPpWzH7vB2eiqKoey/vp/u3/zyipQQOHgM0laOBwsfdtPIYc80RYRmmL+zn+KRFcAqxtxez44Lt4NHIItg7n7UG282UsuIRgxxjebVf8IITg1+cxyC2rw9kZFi222xBCsOt1LELSS3F9nhVPdcGRD4l4FZmDOwv70vZsoYKEuBguzbbCjtE9W/VJuemfjrX3w3F0Sm/MbMV0GgA4XILdr2Kx3zUeV+daYXIrUe1f8yAoE9Mu+GOBY3ccm9KbshlzXSMHvz2Pxs9PInF4shm2jTSm3eIUk1OOUae8EZtbgTerHTG+jyYjlQkhBK8iczD4qCcA4P1aJ4zsRU9t08zdwAx8KaoGr9vIBg4XB98nIEcI9yWEELyLycOgI554GZGDy7MtcXp6H9oFMDrUNLBx2i0ZTgfdEJ9XiUdL7HBymjm6dRasfVWEiP/PiIo3Iv7nUeogjd9H98Tb1Y4oqqpHv0PuOPU5ieciS1C+bqU6+iFR6K1UvbUU8XKlA4aZqGPyeT/seRMn0GtpTrl6s8oR8XkVGHHCm+fNsbgYCz2UO2CoiTpWD9TH5TlW8Pt5AOJ2DsWLFQ44MKkXxpl3gaS4GMaf9aHtp+Gsr4yXKxwQllmKKRf8kFtO7Yakq5IsHi+1g5S4GMad8UFqIf/WMnvdzni0xA4PgjKx8VFkqwUSaQlxnJhmDtseSph41rfNVFxf00FaAtfnWiOzpAYbHkYwVke0l5bA5dlW8Eoqwhn3FCHP8u+oysvg4EQz/PosmqeZtKKsFPZPMMXOV7G0bjinWmmhcwdpnHZL5jlmmnVXSIixcMs/nfbcv6WezYH5rg9YdDME4ZllmO/QHUHbBuLolN7oZ6iC9tL/WWiN6d0F1t07QV1BptXEtfF9NOGeUIhSARVcvz2PwbuYPIH2ATQt2gzV5ATyvVFXkEFxdYNACjFpYbRN1bMhJ81cWp9RUoP2UuLo3IG5yiQ0oxQWFE1YhcHjkCyM6d2FtpfH13Tv3B4r+uvh0zpn3JhvjfbSEjj6MQmbHjUlyKkrMC8WcLkEu17HYYmzDs8n6CXVDdjvGo/fR/X8bqH+pejvRcV6NhdJBVWYeM4Pl7xS/3ZNDEkvwRXvNByb0pvnov1zfD7uBmbi1HRzngW2h8GZeBOVy7d1iB9nPVLwOT4fV+fyLsqccU/Bq8hc3Jrfl6fZ72m3ZNwJyMDtBTa0Epbo0r1ze57FBUIIDr6Lx+H3Cbg537pVE2igyVx30Y1gfE4owLNl9rDpwb/lqIHNxS9Po7DPNR6XZ1tigWMPysWO9OJqTDzni4jMMrxe5YjBfOb3LVwuwQXPFEw864fRZhq4v8iGltrnawor67Hsdih+ex6DXWNMcOYnC8YeNEVV9dj9Ou67dqlv4XIJfn7CO82SCgl5lZhxOQBbn0RhqYsOXq50QF8K7xtTGjlc3PRPh/NBd3yIzcf5mRa4Mc8aJl1+jGpRhIh/M6LijQgRf9JDuQPOz7TElTlW+BCbj36HhG8y3ExLrVTCTKWSkhDD6oF6eLnCAcFpJRh63FNgb5+uSrK4t8gWU6y0MO2iPw6/T6Cs+JCRFIexhjzGmWvi6JTeiN05FOP7aGLCWV/cpBlNrtVJFo+W2EFXuQNGnfSGXwp/Q2KgyTj3wixLDDJWxdjTPnw9bQDAQE0OT5fbIzaHf5S4uBgLu8eaYJKlFiae8+NZ4BImCrKSuDm/L6KyyrHtWTRj5Yyaggwuz7HEWfeUNo8QH2isinF9umDlPd6Kof6GqhhmoobNjyMpvyaxP//+l7xTkcKjOCchLoZfRhjh+KckxsoUQgiis8ux7Wk0VOSkkbB7KC7OssREC83vPDTS9o1A2r4RAJo+87Nsu+G6bzrP19Stc3v00lSgbBTOC2d9ZXgmCsfLS1Dfm84dpCEhxkK+AHHh/wbD4qaWKd4LWCqEpJehzw/yu6mqZ+NtdB7G9+kilP2xWCyYd+2I7aOaHnQ46HWGUgcpPA/PZuy99TIyBwUVdVjg2HLkNQDsfxsPS+2OLfqSZJW2XNzlcAkOvkvA6FPeSCmsQnU9G2vvR2D9YH2e0ci55bVY/yACu8b2/Ftr1tdEZ5fjt+cxODHNXCC1wfPwbJxxS8GVOVY8jervBGTgnEcKbsyzRlcerXqXvb/ggmcqbs7vK1DCkSA0crhY/zACz8Jy8GiJHSy0W25HayartAYTz/qins3F06X2lBQU+RV1mHbRH5FZ5Xi50oGWd8vbqFyMPOkNq26d8HAJvRYroOm8mHE5ALcDMnB7YV+sGqDHKMmIEIIXETkYfNQDYiwWPqx1woheLbflUWXHixg0UAhLYHMJvJOL8CGWd1sxL0qrG/Drs2iMPuUNIzV5fN7ggmnWXSm1tzGBy236Ow080tQGuWuMCZ4us4OdjnD9ekSI+P+MqHgjQsQ3WHfvhKfL7LF1hBGOfkjEyJPe8EluG1Pjr1up2iKVSk9VDg+X2GGOXTcsvB6MLY8jBSoQiYuxsMRZB0+X2eNDbD7GnfFBUj59lYm4GAtrBurj6lwrnHJLxrLbobTmJSMpjgMTe2H9YAPMuxaEC54plBb54mIs/DzcCL+NavK0uUGhcKQqL4MHS2wh9meUeGtqHxaLhXWD9LF6gB5mXg6EV1LLPkHCRFlOGrcW9IVnYiH2vIljXMDpqaGAE9N6/xkh3raFp63DjVDXwMHRD7zju38daYzUwmrcDuBvNt2MSRcFTLXqit+e8y5kuRiooLeWIs7SVBlV17NxOyAdI054Y/J5P9Szubg5vy8tL4Gx5hrILK1BaCuFvQkWmpQT2XjhpK8Mr6RCvh5PVBA0cUpMjAVVAU2LpcSF0zYliGFxenG1QH43VfVsJORVoM8PUt64RudBW0m2zfx1VvTTw4Q+mjjjlgKrPz7i5ydRtM6TukYO9r+Nx6ahBjxbX0LSS/EiIgfbeaRCtWZsXs/mIj63AkOPeWL6JX90UWyHefYtt3ixOVysvhuOAUaqGGfesj9QaXUDltwKwYr+urTMcb/FP7UYWx5H4dR0c57vzduoXOx+HYvLs61gpN6yD9DtgHQc+5iIm/OteXoFtTVV9WzMvx6M+NxKPF1mx7eAFJpRirGnfWDZrSOuzrWi5BUTnFaCkSe90U2pPR5STKECmpSRv7+IwabHkTg4sRe2j+pJu03qdWQuhh7zQhfFdni9ypHxZ7egsg5LboVgx4sY/DHOFKd/6iNQOhkAPA3NwsvIXHybEyHOYqGdpDhkpcQhIymG5hqLGAsISqP2oAtoKspd9fkCl0PuyC6rxZvVjtg20hgK7drGGJgQAo/EQow65Y29b+Kw3EUX79Y4YaiJWpsaIIsQ8f8RUfHm/wEZGRnYsGEDjIyM0L59e3Tq1AnW1tY4dOgQamqoJSzw4vfffweLxaL04+7uznd/xcXF2L59O8zMzKCgoAB5eXmYmZlh+/btKC6m/sXxTyMmxsJoMw18Wu+MseYaWHIrBHOvBiKRQaGCCm2ZSiUuxsJc++5wXeOEnPI6DDriIXBLhZG6PJ6vsIe9bmeMPuWDy96tG0XywqaHEt6udkI9m4vhx71oFQ1YLBamWXfF3UU2uOaThuV3QiknPk200MStBdY48SkJ255F81UQdZCWwKXZluitpYhxp30Rx0eJMNe+O/4YZ4JFN0LwKrJtlSxAU/LV7QV98Sw8Byc/824b4kd/Q1VsHmqIRTeCebY1CQMZSXGcnG6O675pPI8jJyOJAxN7Ye+bOFpzWTdYH4n5VXgZmctzzJ7xpljqosN3X6mFVZh3LQjrHoTD+o+PuBOQgZm22gj6ZSBOTDPn+RSfF7JSEphooYkbfrzbtkb0UkdCXiWjomgzpl0UIC7GQoSAnleAcBKnNBQFiwuXlhTj2xrQGoSQPw2LmS880otreCogqBCRWQY1eRmoKfwYg026RsV0aScljk1DDfFurRPuL7IFl0tw6H0C5e0ve39BZzlpjDFrWRnE5nDx67NoLHPRaVEtUVHXiLrG1s8JDgG4BIjMLMe+CaY8/VpOfEpCcXU9dvLwsOFwCVbfD4eRujyWOvO/bvCiKd44BL+NMoaLQcuR6L7JRVj3IAInpprDunvLKpbHIVnY8zoOV+dYoZemIuP5CEJBZR2mXvADl0twfzF/k+Tn4dmYcSkAK/rpYtcYE76tfIQQ3PRPx8zLgVjZXxeHJvWi3KaWUVyDSef8EJJeitcrHXkaT/Oiqp6N9Q8isPVpFPaON8XBSWZ8o855vYbn4dkYfNQTUhLi+LDOGcNNBVPbENJkQr7+YQQAQE5aAjrK7WHbQwkT+nTBsn462DLMEIcmmeHGvL74tN4F0TuGIHH3MGwdbkzpGJ6JhRh23As3/dNxbGpvXJljBR0eajRhEJZRimkX/bH6XhjG9u4Ctw0umGylxUjhJELE/wRExL+aV69eEQUFBQKgxR8DAwOSkpLCeP/bt2/nue9vf9zc3FrdV2BgIFFXV+e5vYaGBgkKCmI819bIzMz86ziZmZlC339xVT35/UU00f/lDdnyOILkV9QK/RjNVNc3kv1v44jBtjfkt2dRpKymQWj75nK55HFIJjHb8Y4svRUslNcRkFpMHPZ/ItMu+JGs0hrG87romUIMt70lZ9ySCYfDpbV9UWUdmX7Rj/Q/5EaS8ispb5dZUk2GHvMkU8/7kZKqekrzPPkpkZj85ko8Ewv4jv8cn0+Mf31LbvilUZ6TIMTnVhCzHe/IJa9Ugfaz/Xk06X/ITajnXkvkl/M//359FkUmnfOldU48C8silrs/kPJaweY/6qQX0d78ivz+IppEZpYRLrflOVB5Hc2kFFQS7c2vyLvoXJ5jVtwJJXvexNKe77f7OPw+QaB9EEJIZV0j6bbllUDXihV3QslptyTG27+KyCFjTnkz3r6mnk20N78ixRQ+47yYccmf3AlIZ7z9iY+JZPntEMbb0yGzpJrobn3dpt9TLfEhJpfcD8rgOy6/opYY//qWBKQW8xxz1TuVuBx0I3WN7BZ/H5dbTnR+fk20N79q8Ud362uiu/U1Mdz2htwL5P2++SQVEsNtb0lcbjnPMYfexZN+B90Eup7kV9QS+32fyEHXeJ5jIjPLiMlvruRhMO97mFcROcTo17fEO6mQ8VwEJaWgkjjs/0RW3w0l9Y2cVsdyOFxy+F08MfnNlbjF51Paf20Dm2x8GE4sdr1v9RxpibdRucRkuyvZ/jya57nTGsFpJcRx/2cy7YIfySljdj9DSNP7vfB6ELHY9Z68jcphvJ+vSS6oJFPP+xHrPz6QVxHZhMNp/W9Pl9TCKjL/WiAx2e5KLnqmkAa2cPf/LUn5FWTRjSBi9OtbctA1XuDv65Zo67WBCBH/BKKy5r+YiIgITJ48GeXl5ejQoQP++OMP+Pr64tOnT1i4cCEAICEhASNGjEBVFX8DVn5ERUW1+mNlZcVz2+zsbIwaNQq5ubmQkJDApk2b4OnpCU9PT2zatAkSEhLIycnByJEjkZ3N27Dz30qn9lLYPqonXNc4oaymEf0OuuP4x6TvkpeEwbetVP0PCS+VisViYXwfTXxc5wwxFguDjnjiQXCmQClD1t074e1qJ2h1lMXQY554EppFe38sFgsLHHvg3iIb3A3MwOyrgbRSv5Q6SOPGvL4Y3FMNY0/74G0Ub9XF12h2lMWjJbaQbyeBsWd8+BoNs1hNqVc7x/bEohsheMAn8ryfgQpuzLfGoXcJOPEpqU3TnIAmj57rc61x7EMi7gdRbzf6ll9HGqObUnssbeMIcSoxn1uGGSK/og5XfdMo73e0mQb0VDq02pbVGjE55fj5SRSSC6rgtakfto/qCVNNhRbl22EZpRh8zJOy70f3Pz0eltwK4dlWN6FPFzwLyxYoottZXxkeiYK37XWQlkA3pfYCmxYLoryRkhBMeVNZ39SSyeTpeTNpxdXQZmhSCjS1jPyolqlnYdlw0O3M0+S2LSCEYMGNEGx6FIluW16j25bXPMce/ZAIRz1lnsqSgso6HH6fiB2je/JsS8wurW2xDaY52XCgkSpseiihn6EKJlu2nGRUWFmP1ffDsW2kEQzVWm49+hibjyveX3B2hgVPY2F+1DSwMf9aMCy1O/JM1UotrMKcq4FYNUCPp2LqY2w+NjyMwOnpfWBPw/dFmIRllGLiOT8MN1XHkcm8zZ+Bpta4lffC8DQ8G4+X2fFUG31NTlktppz3a1JPrnTgeY58SwObix0vY7DxUQT2T+iF31s5d1qCzeHi2MdE/HTJHzNsuuLW/L6MzLgJIXgWlo1BRzwhIymO92udaSt/vqWukYMjHxIx4oQXDNTk8HGdM0b00oCYmHCWcBV1jdjzJg5Dj3lCVV4G7htcsMCxh0BG562RU1aLzY8iMeKEN1Tkmo63YYgB48+XCBH/c/yjpSMRreLi4kIAEAkJCeLr6/vd7w8cOPBXRXnHjh2MjvG18kYQZs+e/dd+Hjx48N3vHzx48Nfv586dK9CxWuJHV9eDvhSTMae8idXuD+R+YAZh01SKUIXL5ZI3kTnEds9HMu60N4nKKhPq/j/E5JG+f3wkP130J+lF1ULZn8Wu92TxjWDGT7nLaxvI8tshxHL3B+KVSP/p4tuoXGLymyvZ8yaWNFJ8csThcMlB13hist2VfKb4dNAnuZCYbnclR94n8FRkNBOXW06sdn8g259H01YVMcE/pYgY/fqWvAjPZryPqrpGMuyYJ9n4MJzv62trAr8UE8Ntb0lyAXVVVVJ+JTHY9obRZ2bXyxiy5XEEiczkvy2XyyWjT3mT8x7JlPZdUdvwlzpA5+fXLao52Bwusdr9gbgn8Fd38SK/vJZ03/KKkqKMH8tuhwiknLninUrmX2OuunRPKCD9D7kx3j6loJLo//KG8fYNbA7p8fNrxspCDodLev3+joRllDKeA1W4XC5xOehGXkYw/+wzwS0+n5hudyVbn0T+dX63RFxuOdH/5Q35UljFc19r7oWRpbeCWz3eDd8vxOCXN39T2+j/8oYMOuJOgtOKSQObQw64xvE8/zkcLplxyZ8sux3C8/r2pbCKmGx3Feg62sjmkHlXA8mU8748lSC5ZbXEbu8nsvdNHM/9eCYWEMNtb8mbSOGoOJjwISaPGP36llzx5q/szC+vJaNPepEJZ3xIUWUdpf37JheRPjvfky2PI2ipZjKKq8nok15kxAlPklbE+7ziRXpRNRl32psMOOwu0D1WfnktmX8tiFjs+kDeRvFWVtLBO6mQuBx0IyNOeJKIzFKh7LMZNodL7gWmE4td78mU874kJpu3+kwYlFTVkz9exxKDbW/IijuhrV4DhIVIeSPivxGR8uZfSlBQ0F8eM/Pnz4etre13Y9avXw8jIyMAwLFjx9DYKJykIrrk5+fj1q1bAIAhQ4Zg0qRJ342ZNGkShgwZAgC4ceMG8vPpu97/m7Ds1glPl9nht1HGOOmWhBEnvOAphKfc3/J1KpVNDyVMOOuL355Ho7xGOO/1QGNVvF/nBG0lWQw97vldvGpLcLkEryJzWjRDHWisindrnEBAMPioJz7H03+f5WUkcXKaOdYP0seim8E4+C6elvHqUBM1PFthj89xBZh1JRDFVfwVPGJiLGwYYoDdY02w/HYoLnml8lXJ2Ol0xqOldngUkoUNDyNbVagYqsnj8VI7uCcUYN2DcMopXUzp20MJZ37qg02PIvEpjtlnrb20BC7PsYRHYiHOerRthDg/rLp1wgybrtj9KpbyNroqHTDPvjt+ex5NW7W2baQx9o7vBVNN/mavLBYLq/rr4oLnF0px2OW1jWjW77C5BL89j8Yfr2P/NkdxMRbGmXfB4xDmxsUq8jIwUJOHlxDM1o3V5REjqPKmgnrs+7dISwhmWNxkVsz8qW52aS3EWSyoUVCKtURqUTVqGzkw5mE+K0zCMstQVFWPgUbfpzO1FYQQHH6fiBX9dfHHOFNcncNbpTv0mBfMuyryTBkKSC3G+5g8bBvRuj9HZmkt6v685kpLiEG+nQT+GGsC19VOsNDuBElxMWwcYoiO7VuOdj/vmYr04hrsHW/aoqKupoGNxTdDMNlSC6PMNFqdCy8IIdjxMhYZJTU4P8OyRSVIWU0DZl0JgINuZ2weatDifgJSi7HkZgj2jjfFMAE9U5hyOyAdK++G4fAkM8zlYfzcTExOOcac9oGOSgfcXtiXrzkvIQSXvb9g3rUgbBhigL3je1FWzbyPycOIE14w01LEoyV2tOLSCSF4GJyJ4Se8YNJFAS9XODCKoiaE4EloFgYd9UR7aXF8WNtktCsIRVX1WHMvDItvhmCWrTaeL3cQqr9RUFoJxpz2xsnPydg91gR3F9q0mfF1TQMbp92S4XTQDfF5lXi0xA4np5lTShoTIULE94iKN/9Snj179te/586d2+IYMTExzJo1CwBQWlpKyVC4LXjx4gU4nKZFC6+5AsCcOXMAABwOBy9evGiz+fz2PBqpPKKChQmLxcLIXhr4uM4ZEy00sfJuGGZdCUR8nmDmni3R3Er1ZrUjvhRVo/9hdzwQUiuVvIzkXzfctwMyMP6MT6uv4W5gBlbcCcNNHqarSh2kcW6GBbYMM8Tqu+H4+Ukk7ShZFouFqdZd8Wx5U6rVlAv+yC6jvvjTUe6AZ8vt0VFWCiNPeiM8s4zSdmN6d8GdhTY475mKLY+j+LYM6avK4ckyO8TnNUWJV7QSJa7VSRYPl9ghMb8KC28Eo7aB/0JfEFwMVHBkshlW3g2DL8MFvLpCO1yebYUzbil43YoB8I9g/WADHJhoRmubFf11kV9Rj0cCFEGo0N9QBSpy0rgbyL9Vrby2EZLi/1ksNnIIbvilY/GtkL8VfyZYaOJdTF6r5xQ/nPQ7C6WobKwhz9ekuzXUFdohp+yfiwoXOGmqpAaandoxjscNzShFry4KtNNumPA4JAsje6lTNnc99C4BCXmCGfG/j81HXkUdZtp0AwD0M1RB2r4RPMfH51W2WBxv5HDx6/NorBqgxzNCuxn3+AIATek6s2y14btlACZaavE0Jf6akPRSHP+UiJPTzFts1SCEYMvjKCjISmLLMEO+++PFRa9UuMbk8UxWqmlgY961IHRTao8/xpnwbMucfz0Yv40yxlhz4cS+06GpMJeAA64JuD7Pmm/x6H1MHiaf88MMG20cnmTGtwhT28DBmvvhuOCZgtsL+2KadVdK82pgc7HrVSzWP4jAnvGm2DnGhPI5DzQVzVbcCcN+13icmNYbO8eY8Ew9a438ijosuB6MPW/icWBiLxyfas6zYEgFLpfgTkAG+h9yRz2bi4/rnDHXvrvQormzy2qx4k4oZl8JxNCeavi4rqmtqy0SnRo5XNz0T4fzQXe8j83H+ZkWuDHPmlGBjAmEEISktW1ypggR/wSi4s2/FC8vLwBA+/btYWFhwXOcs7PzX//29vZu83m1RPNcgb/P51t+1FxlJMUx9LgX1j+IaNPEnGakJcSxwLEHPDa6QF+lA8ac8sHmR5HIr2C+WOFFcyrVH+NMcOxDIiae80V0tnBSqfr2UMLb1Y6w0+2Msad9cPh9AurZfy8w5JXXYeef6of97+JRxEPVwmKxMNFCE2/XNBWbhh33QnBaCe056avK4flyB+irymH4cS9aKVntpSVwaro55tl3x7QL/rgTkEHJc6a3liJerLBHbG4FZlwK4KvcUZWXwf3FthAXY2EynyhxZTlp3Ftsg9oGDmZcDhCagooXw0zVsXOMCRbdDGk1nro1TLoo4PjU3tj4KILxPoSBjKQ4lOXoxavKSkng15HG2Ocaj7KahjaaWdP5vrK/Li54pvItMpTXNkL8G6+CejYXnomFGH/G96/zTV9VDvqqcngjQNHMWV8ZnomFAnst9VSXx5eiasYeX+qKMiipbqCkTGoJKXHBijdV9Y0CFW8yBPS7CcsoRR/ttve7qWdz8DIiBxP6UEuZyiiuwQXPVIHif7lcgqMfErHcRYfS4jdg6wCU1TSi+89vvov6vu6bBkKAeQ6tKztqGthIKapC5w5S+LTeGb+MMKbsZ1RW04BVd8OwYbABzLQUWxxzzTcNAV+KcXp6H8a+H68ic3DiUzKuzLaCZsfvz51GDhfLbodCSkIMJ6aZt5isE51djtlXArFxiAGmWFEragiTRg4XGx9F4kloNh4vtW3Vf4YQgnMeKVh7PxyHJ5theT9dvgWBzJIajD/ri5yyWrxc6UDZEyqzpAaTzvvBL6UYL1c6YGQvesoo35QiDD3mhdpGDlzXOKG/IX2VGvkz9WnQEQ/It5PEx3VOGNJTMLVNfF4FJp33w2m3ZByb2htnZ1gILZ2utoGDox8SMfCwB6QkxOC2wQUr+uvRKnhRhcsleBGRg4FHPHDN5wt2jTHBs2V2sNP5MT5NhBB4JRVi8nk/bH4S8UOOKULEj0RUvPmXEhcXBwDQ1dWFhATvmxJDw/88FWrehimDBg2CkpISpKSkoKKiAhcXF+zbtw+lpa0v2JqPq6CgADU13l9e6urqkJeXF8pcW2PrcCN8WOsEABh41ANbHkciq7TtiziKslLYNtIY79c6oaqBjX6H3HHkQyJt1Qk/WCwWhpr8p5Vq4jnhtVLJSIpj81BDPFpiB7eEAow44Y2Q9KaiCyEEmx5F/NVWxeUCf7xu/X3U7CiLOwtsMMtWGzMvB2K/a/x3BSF+tJMSx97xptg91gQbHkTg9xcxlBeBLBYLC5164MocKxz5kIDNjyMpbauu0A4PFttCWU4aY0778H0y3UFaApdnW8K8qyLGnvZp1dxVXkYS1+dZo6OsFCaf92uTIt/XTLTQxMYhBph7NYixemKAkSo2DjHAohvByCxp+8+SMBnSUxWmXRQYmxdTP44a2ktL4Elo6yqfitpGtLSmqWdzkVRQieHHvZBc0KQcnNCnCx7z2V9rWGp3QlU9G/ECKiuU5aSh1F4KcbnM9tO5vTSkxMWQy9C0WEbAqPCKOrZAZsXpxTW02jG+JTS9DH26KjLeniqf4wrQsb0ULCgWim74pWFwT1WBFohvonNRXtuIqRQVE6ryMvhtpDGeLLP7m6FyVmkNdr+Ow44xPfkWTA6+S0BvTUUEbh1Iq/Wi6TssEoZqcpjPo0AUlFaCA64JOPNTH9rF4q/3sfFhJE5M691i6yWXS7DhYQQKK+txcZZliwvoxPxKzLwcgOX9dDHbrhujeQhCVT0b868HIyanAk+W2UFXRY7n2AY2F5seReKqzxfcX2xLyaDXM7EQo055w7pbR9xeYEPZXPtDbD5GnvSGaRd5PFlmR+v9b2BzsfdNHBZcD8by/rq4PNsSnfm0dLVEXnkd5l8Pxj7XeBye3BtHp/SGoixztU1NAxv73sZj7GkfWHbriA/rmBWUWoKQpkJK/8Pu8EgsxJ2FfXFkcm+oMmwB5Xcsjz/f171v4rDcRRfv1jS1kLWFsqel43+Oz8e4M75YeTcMzvrKeLrMvs2PK0LEj0ZUvPkXUldXh6KipjYHTc3Wn6B17NgR7ds3fXllZraefMOPjx8/oqSkBI2NjSgsLISHhwd+/vln9OjRA8+fP+e5XfNx+c0VALS0tBjNNSsrq9Wf3Ny/P53WVmqPw5PN4LraEXWNHAw47IFtz6JaVUUIC22l9jg9vQ9uzu8Ln+QiuBxyx93ADFq+LVT4OpVK2K1UJl0U8GyZPSZaaGLGpUBsfx6Nx6HZ8E8tAfvP/TdwuHgRkcO3JUlMrClJ6vkKe3gmFmLMqdbbsngxykwDr1c5IjSjFOPP+NJqjbPVUcLLlQ5IzK/CpHN+lIp57aTEcWq6OSZZaGHCWV++3jES4mLYM84Us2y7Ycp5v1bbVWQkxXFuRh+YaipgwllffCmqpvxamDDbrhsWOfXAzMsBjFsK59p3xwhTdcy7FoTy2n/GX4sJLBYLv440xt2gTKS0YTulmBgLy/vp4Ix7Squf9bKaxib7xBZo5BAUVtVj9Clv+KUUY3TvLojILEd6MbPzQ0pCDLY9lARunWKxWDDWUEAsw+KfmBgLagoyyKXR+vg1UuLi/3jblBZD5U1FXSMSCyp/SNLU49AsjDfXpLRQqq5n435wJuYIUBjg/Km6WdFfl9YT/HkO3b/7ezjsdwMA9O2u1Oq2wWkluBeYiYOTzCi1SH3NDb90RGaV4+Aksxb/RgUVdVh2OxQ/DzeEhTa1lKNvSSlsaovdNtKoxQU4IQQ7X8UiIrMM1+Zat+jFlFpYhekXAzDbrhsWO+swmocgFFTWYeoFP3C4XDxYbNPqQr+kugEzLgUgPq8SLyh4xhBCcMY9GUtuheDXEcbYMcaEUjthA5uL3a9isfZ+OHaPNcHusaa0zrnkgkqMO+MDr6QivFhhj5k22rQLCs0eOYOOekCxnSQ+rHXCIGPBiiyf4/Mx6IgngtJK8Gy5PX4eZgRZKebXqq+JyirHpHN++ON1LDYNNcCTpXYwb6PrUFhGKaZfDMCqu2EY01sDbhtcMNlKq0VFmbDhcgnexeRh1ClvbHoUiWEmavDZ3B8r+usJ5HUmQsS/FVHx5l9IZeV/nm526NCB7/jm4g3TuHBTU1P8+uuvePnyJUJCQuDv74/r169j8ODBAICysjJMmDABb9++bXW+bTlXLS2tVn+sra1b3K6Hcgccm2qOVysdUFrTCJeD7vj9RQwK2ljtAAAW2h3xaIktdozuiXMeKRh+wgtuCQVCj4tuq1YqCXExLHHWwZvVjojOKcfGhxHfmYZyuQSbH0VSKhjpq8rh6TJ7DDRSxdjTPjjvkUI7CrmrkiweLbGDva4SRp/y4aty+Bp1hXa4v9gGvTQVMOqkN8+Y5q9hsVhYPVAP+yf0wqq7YTjvkdLq+8disbC8ny52jTXB4putR4lLiIvh4MReGG6qjklCbH/jxTIXHUy00MKMSwGMlWi/jjSGZsd2WH47tM1Nl4VJI4cLQghSCtrWC2vUn/L9l5E5PMeU1zaC08o5xCVATQMHP13yR0RmKfoZKuNxaDbjOTkJKTLcWF1eoLhwDUUZWr5VXyMlIQY2lzCOTq+saxToJj6juIZx21RkZjk0FNpBpQ2edH9NUVU9PBILMb4PNV+Up2HZ6NpJlrJKpyWeh2ejns3FJIuWo7jpcG+RDbSVZLHxUQTP4mddIwebHkVi7SA99FDmf7/xNdHZ5dj3Nh4nppmjUwueJM1tTA66nTHTRpvRayiqqsfcq0GYatUVP/VteR+nPifjTVQubs7v26KyJ7OkBj9dCsBEC02sHqDHaB6CkFJYhfFnfKGnIoerc1ouLjWTXFCJsad90FlOCg8W2/JVc1TVs7Hsdihu+2fgwWJbTOARif4tWaU1mHzeDz5/tknRMZAmhOCmXxpGn/KBg15nPFtu36qKiBe55bWYey0IB98l4Ojk3jgioNomr7wOS2+FYO39CKzor4uHi215xtXTpaCyDpseRWDSeV/Y9FDC5/UuGGeuSbvYSYXkgiosuRmC6RcD0EdbEZ6b+mGRk06btGN9C+fP8IzhJ7zw67NojDPXhNem/ljsrIP2AigtRYj4tyMq3vwLqav7T2FBSor/l4O0dNMNQG0t/RvjNWvWIDIyEjt37sTIkSPRp08f9O3bF7NmzcK7d+9w7tw5AE0mwwsWLGjxGM3zbeu5CoKeqhxOT++D5yvskVdeB6eDbtj9KhaFlfyTiASBxWJhuKk6Pqx1xlSrrlh7PxwzLwciJke4C/W2bKXq3rk9NBTatfjFTwCkFVfjYQg1JZWUhBg2DDHA7QU2uBuYgWkX/Gm34UhJiOGXEcY4Ma33X4aFVFvTpCXE8cc4U2wdboRFN0Jwxj2ZUjFtRC913F9si6s+adjwMJJv69dY8y64PMcSu1/F4siHRJ7HYLFY2DrcCAsce2DaBX/4pxZTeh1MYLFY2DzUAP2NVDDjUsB3fhNUkBAXw8npfVBc3YDfnkcLvRApbJLyK7HiTijGnPLBin56GCygJwE/JMTFsMxFB6c+J/MsaJbXNrZa+BIXAyTEWNBR7gD5dlKY0EcTT0KzGCvqnPSVEZxWytivphljDXnECnDd0lBox7htSvrPJ/NM1TdVAihvCCHIKKmBthKz4k3oD/K7eRGeA/OuHSkphAghuOGXhtl23Ri3MzRyuDj+KQmrB+jRMmJ+G5XbYhHPpocSHi62RVRWOZwOuOG8R8p3La5HPyRCvp0k5jv0oDXXqno2VtwJxTIXHZ6+LX+8jkN1Awd7xrWcPsWP2gYOFlwPhpmWIjYNaTk16pZ/Oi56peLGfOsW36fc8lpMv+SPIT3VsHmowQ9pNfma4LQSTDjri1FmGjgy2azV99UzsRDjzvhitJkGTk3rw9fvKLWwCuNO+6Cyjo2XK6mnOn2MzceIE94w1pDH02V26E6jTaqwsh7zrwfjjHsKLs22xM/DjGibhhNC8CAoE4OPekKpvTQ+rHXGQAHUNhwuwRXvLxh4xAMykuL4tN4Z06y7CqWwUs/m4JxHCvof8kBVPRsf1jpjwxCDNilk5JbXYvOjSIw44YXOclLw2OiCjUMMBfLPogqbw8WzsGwMOeaJP17HYXrfrvDc1A/zHbozMp0WIeL/G6Lizb8QGZn/PL1oaOBvsllf31SAaNeu9XSGllBUVGz194sXL8aCBQsAADk5OXjy5Ml3Y5rn25ZzzczMbPUnMDCQ0n4M1eRxbqYFHi2xQ1pxNZwOuGHv2ziUVLedmSnQVHCY59AdHhv6wVhDHuPP+GLDwwiht3G1RSuVR2IhXGPyeD71rmdzsetVHK1WGgvtjniz2hH6ah0w7LgX7gdRMxP+mv6Gqni72gnZZTUYdcqblipgkqUWHi6xxW3/DCy5FYJKCok+Jl0U8GKFPZL/lLTzK/w1R4k/DsnC+ocRrS48lzjrYNtII8y7FkTLlJkuLBYLO0eboE/Xjph5KRClDM77DtISuDLHEp/iCnDBM7UNZikYhBDE51Vg3YNwjDzpjY6yUni7xhGrB/6Yp9jj+2iipoEDVx7vY0l1A1r6KEmKsyAuxsJwE3U8WmqHD+ucYaHdES4GKqhp4CCQgeE3AHRTkoWagozAhcGeGvKIz6tk3P6priiDHAGUNwDz4k1lHRtyDBcwhZX1qG3kMG6bCs0o/SF+N0/CsjCBourGL6UYhZX1GM0wAhsAnoRmQZzVFGlPlazSGqx7EMFT+aoiL4M3qx3x++ieeBmZg/6H3P/6XonILMN1vzQcnNiLVvIOIQTbnkZBQ7EdlvXTbXHM8/BsPAnNwrkZ/IsQLcHhEqy+FwYpcTEcmtSrxYX468hc7HkThytzrFpUWBRW1uOniwGw1+mM30Ya//DCjWt0HmZdCcT6QfrYPNSw1ePf8EvD4psh2DmmJzYMMeBbePgYm48xp33Q30gF1+Zatah8+pbmNqk198Oxa6wJ9oyj1yb1OT4fw457op2UOFxXOzEyy80tr8Wcq0E4/CEBx6f2xuHJZi2mhlElMqsMY05746Z/Os7PtMDRKb0Zee58CyEEH2LzMfioJ56FZePiLEuc+cmC8TWrNcpqGrDnTRz6HXJHTSMH79Y4YfdY0zZXFgJNBeOHwZkYeMQDh94nYJ59d7hvdMEs224/ROkjQsS/BVHx5l+InNx/JJ1U2ouqq5v8EKi0LTFh8eLFf/3bw8Pju983z7ct56qpqdnqj7o6f4O8rzHpooBLs61wd5EN4nMr4bj/Mw6+a9tEGgBQkJXE1uFG+LjOGQ1sLvof8sChdwmoErKpsbBaqarr2Vj/IByNnNYLK40cLg6+i6e1b1kpCewea4pT081x+H0iFt4Ipq2EUlOQwe0FNhhtpoEJZ31x0y+NchHIpIsCXq10QE0DB4ffUzOzVZGXwf1FNtDs2I6vMTHQ3Cpmh4S8Ssy9Fthq7PMUq644Mrk31twLb7XdSlDExFg4MLEXunWWxZyrgYzOveYI8ROfkvA26p+NEP8aQgimXPDHqJPekBBj4cNaZ+waawIdmi0WgiAl0dRuePJzy6qubxPapCXEICMphh6d2yNw6wCcnN4Hvb9KwZGSEMNoMw3GcecsFuvPyHBmcfHNdFNqDzEWi7E/k4ZiO+QIqLyp5zBLq6qsZ942lV5SAzV5GUaLAy6XICyjrM39bhLyKpGUX8U3xrmZa75pmGrdlfGCp4HNxYlPyVg9UI+Wp8XeN/EYbqrequ+GpLgYBvdUw4vlDjg8uTcU2kmCzeFi8+NILHPRhZ4qvZaXFxE58EoqwrEpvVss+sTnVWDrkygcn2rO2JT6gGs8kgurcGGWRYvR2N5JRdjwMAKnppvDstv3yp/SP31jzLQU8cc40zZpb2mN675pWPcgHMem9MZM2248x7E5XPz2PBrHPybh1gJrjDNvve2pOYls9b0w7B1vip+HGVE6X75tk6JTZKxt4ODXZ9FYfTccPw8zwqlp5rQLLoQQ3A/KwOAjnlCWk8b7tc4CGQhX1jXi9xcxmHzeDwMMVfF2tSPsdYWTvJSYX4lZVwKx+XEkFjvp4PUqR9jqtO4bxYSaBjZOuyXD8YAb4nIr8GiJHU5OM6dlGM2UBjYXdwIy0O+QO067JWN5P124bXDB9L5d+UbRixDx34ioePMvREZGBp07N13Ys7Jav2EvLS39qyDSbAYsbIyNjf/6d3b2994LzUbF/OYK/MeouK3mSpfeWoq4Ps8aN+ZbIzyzDI773XD0Q2KbG7JqdZLFiWnmuLvIBoFfSuBy0A23/NOFamr8dSuVrQ6zVqp9b+NRWcd/cV/P5uJuYCYjI2IXAxW8W+MEaUlxDD3mSVt5Ii7GwpqB+rg61wqn3JKx7HYo5dfYsb0Urs21xqahLcvcW0JGUhzHpvTG9L5dMfm8H9/5qsjL4MFiW0iKi2HSWb9W1QdDTdRweY4ldr2MxXmPFMpzoouEeFM8rXw7Scy/FsQowtlUUwFHp/TG+ocRfE2rfwRsTtOCMq2oGoFbB+LARDN0Zdjq0hJ02o6mWGmhsLIen+MLvvtdaU0jxFiAGAuw6tYRp6b3wZtVjvhSVPOXGfi3TLTQxNuoXMatT056gvveiIuxYKguhxiGvjcaCu0YK28kxMUgxgLqGwVQ3jBsm8oorkFXhk+wvxRXo66RAyN14XhZ8OJJaBaG9FSDPIUCVVZpDdwTCjGDoa8LANwPzoSslDitiGa/lGJ4JBZiM8VrrZgY669FaGxuBeLzKuGsr0x7ri76Krg616pFZUB5bSMW3wzBAsce6GeoQnvfzYzopY5rc6xb9ECJyCzDklsh2DPepMUCQHltI2ZeCUAP5fa0VUWCwuUS7H0bh2MfE3FrQd9W20or6hox91oQ/FOL8Wy5PV9D5/LaRiy8EdykalpmT/lc+fBnm1RPBm1S0dnlGHXKGzE55Xi9yhETLKiZd39NdlktZl0JxNEPSTgxzRyHJpkxbgUihOBNVC4GHvFAQl4lXq9yxNpB+q0WTV+EZ2PYcU++KsOymgZsfx6NUSe9oa8q91cxQ9jnTyOHi5v+6XA+6I73sfk4P9MCN+f3pdz2Jgh1jRzc8EuDy0E3XPH5gg2DDfBxnTMmWWrxTaQTIeK/GdHZ/y/FyMgIAJCcnAw2m/cNe3z8f9QOzdsIG35KhubiTnl5OfLyeC9kc3NzUVHRdOPfVnNlioV2J9xeYIOLsy3hl1oMx/2fcepzktAVMd/SW0sR9xfb4I9xprjs/QVDj3vhU1y+UL1EZKUksHGI4Z8LRHqtVG+jc1HP5kJKXAyyUuJoJykOXvcGHC7B0luhjObesb0UTk0zx2+jjLHxYQTWP4hoVaXSEjY9lPBmVVO62PATXghJbz3ivhlxMRbtdIdmY+JDk8yw7n44Tru17p3TXloCl2ZZoo92R4w707pix06nM+4ussEFz1TsfRvXZr4y0hLiOD/T4s/3LYRRS8rgnmpYN0gfC64HMzZBFga+yUUYccIbj0IzcXGWJTpSkOXTITKrDIOOeKK2gVqRS0ZSHIucureovrHq1hEzbLTxcZ0zHi6xwyBjVfRQ7gB7XSXcCchocX89NeSh2VGWcUudrY4SMkpqBI55N1aXZ5w41aVjU/GG6fksJSH2nWE6VZqKN8yVN0yLgKHppeilqUDbZ4MObA4XT8OyKZu/3vRPR39DFXRRpN9mDTQtqE5/TsbaQfqUF4psDhc7XsZgRX9dRu0Vpl0UsLK/Liaf98MvT6NotTkryEqil6bid/8/l0uw/kE4enRuL7AxcC9NxRbPkZTCKsy9FoS1g/RbVKlU1bMx52ogVORkcHyq+Q9J5mmmns3B2gfheBOVi8dL7VpVh6UXV2P8GV9IiLHweKkd33acxPwmI2MuIXi+wgEGavzVUs1tUuv+TJP6g0abFJdLcN4jBRPP+WJULw08WGxL+zNLCMG9wAwMPeoJdQUZvFvrJFBBL7OkBvOuBWHbs2hsHmqIOwv78lWAFlTUYcuTKCTmV+Gqz5cWx7A53KaCxiF3pJfU4PUqR/w60ljoXjNcblPE+MAjHrjm8wW7xpjg2TI7Ru1ndKlt4OCy9xc4HXDDnYAMbB1hhHdrnDDWvAutz0hCXiV2vIhpw5mKEPHPICre/EtxcHAA0NRmFBISwnPc121M9vb2bTKX2NjYv/6tofH905PmuX47n2/5EXMVFJseSri/yAbnZljALaEQjvs/46x7isBmn63BYrEwpKca3q91wkwbbWx8FImfLgUIPX2ox1etVMc/JlFqpQrcOhDB2wbiyTI7HJ9qjq3DDbHEWQcje6nDTFMBqvLSkPjqBv5LUTXmXwtilETEYrEwpncXvFvrhILKOgw75gW/FHo+HUodpHF5thXm2nfDT5f8cc4jRSjR6bwYaqKGh0vscNs/HWvuh7eqYGmKEjehFCVu0kUBD5fY4lVELjY/jhR6zHwzslISuDLXCoVV9Vh7P5xRms98h+4YaqKK+deCaRfcBCWtqBpzrgZi8a0QjO/TBZ/WucDsq5YjYWHaRQHKctK45EXd4+envtpIK66GT/Lfz+Etw4ywc4zJd2k5s2y74U5gRotFNBaLhQkWXfA4hFnqlJyMJPp0VYR3smCtUz01FBgnTmkotkNNA4exqlFaQlwA5U0jOjBU3mSWMFfehGWWtVk0bzPeyUVgsQAHCm0YtQ0c3AvMxBz7boyPdycgAx3bS2EoDfPvu0GZqGvkYC7D47JYLKwfbIB3a5yQV14Hx/2fcckrVaDr4mm3ZCTkV+LolN5t0qaUU1aLmZcCMNVKC/Mdun/3+yaD4yC0l5LAmZ/6tGmB71vKaxsx50oQvhRV48lS+1aTuwK/lGDsaR846Snj0mwrvkXQN1G5GHfaB6PMNHB5thWlokJzm5RvSjFe0EyTyimrxU+XAnAnMAN3FtrQbuUD/qO2Of4pCSenm+PAROZqm0YOF2fdUzDkmCdU5WXweb0zxvfhrwAihGDjo0g0crjgcAmOfEj8ro3cO6kIw0944ZpvGo5O7o1rc62hqyLclmBCCDwSCzHqlDf2vonDchddvFvjhKEmarRVTNX1bGx6FPldq3Br4897pMDxwGc8DcvCrrEmeLPKESN7adBSFAWnlWD+tSCMPuUNaUnRMlfEfyFExL+SgIAAgqYwH7J48eIWx3A4HGJkZEQAEEVFRdLQ0NAmc5k/f/5fc7l58+Z3v8/NzSViYmIEABkyZAjP/QwZMoQAIGJiYiQ3N1eoc8zMzPxrjpmZmULZJ5fLJR4JBWT0KW9ises9ueiZQmob2ELZd2uU1zaQvW/iiMG2N2Tt/TCSXVoj9GNU1zeSA65Nx/j1WRQpq2Z+7nC5XFJaXU9ic8rJvjexxOXAZzLkqAeJyCxlvE8Oh0uu+34hRr++JTtfxjD6u4dnlBKH/Z/IzMsBpLCyjvFcqFBQUUfGn/Eho095k/zyWr7jn4VlEcNtb8n9wIxWx+WW1ZKBh93JwutBbXruFVXWkQGH3cmGB+GEw+HS3r6RzSGzLgeQmZcDSCOb0wYz/J6orDJist2V/PwkkpRW17f58QK/FBPjX9+Sggrq59KJj4lk0jlfSmM5HC5x3P+ZvAjPbvH3+eW1RHfra8bXg+MfE8myWyGMtm0mLKOU9N7xjnC59M8RQgjp9fs7EpVVxmhby90fSFhGKaNtrXZ/ICHpJYy2HX/GhzwLy2K07ZCjHuRtVA6jbamy4k4o2fMmltLYuwHpZMhRD8bvX009m1js+kDeRVP//i6tridmO96Rj7F5jI7ZEj7JhaTfQTey6EYQo+uNW3w+Mfr1LYnOZnYu8qOkqp4MOOxOtjyOaPFvXdfIJjMvB5BJZ31JdX1jm8yBF9mlNWTwEQ8y50oA32M/CMoghtveklv+aXz3y+Zwyd43ccTkN1da58e76FzS6/d35JenkbS/415F5BDT7a5k48NwUllH/+/I5XLJnYB0YvKbK9n0MIKU1wp2Dx2cVkwGH/Egg464k8AvxbS2fR6WRfS2viHam18R7c2viN7W12Tt/TBCCCFfCqvIgutBxGS7K7nomULqG9vmOzY0vYRMOe9LzHa8Ixc8BLvf5XK5ZOmtYKK9+RXZ8SK61bEVtQ3k1Ock0nvHOzLmlDf5FJdH+xrF5XLJp7g8MvGsDzH5zZXsextH8itq22RtIELEP42oJPkvxdraGo6OjgCAy5cvw8/P77sxhw8fRlxcHABg9erVkJT8+5OCa9eugcVigcVi4ffff/9u+6ioKCQnJ7c6j/Pnz+Py5csAADU1NYwbN+67MWpqavjpp58AAO/evcOjR4++G/Pw4UO8e/cOADBz5kyoqbVtZK8waDL6VMazZXY4MLEXnoVnw/GAG675fGHkEUIVeRlJbBlmiI/rnMHlEgw47IEDrvGUEpGo8nUrVVpxjUCpVCwWC4qyUjBSl8fmYUZ4t9YZw0zUMfm8H/a8iaPcavI1YmIszLLthpcrHRCcXopRJ71pK5HMtBTxepUj5GQkMOy4F3wFVB20hrKc9J+y6PYYfcoHUVmtz3VM7y64MscKu1/H4sj7BJ6tJGoKMni4xBaFVfWYczVQqOfA1yh1kMat+X3h/6UYO1/F0m5tkRAXw6np5sgvr8P2FzFtGiFOCIFXUiHmXQvC8n662DPOtEWvCWFj1a0THPQ649hHaubWADDLrhvicioQQCHpSUyMhZk22rjpl97i71XkZWCn0xlPw5ipbxz1OsM7uYiRuqoZA1U5lNc2Io9HWhA/NBSZ+95IS4ihnuF1t7KODXmmnjclNYxSW6rq2UjMr2xT5U1FXSPex+RhYh/+LVOEEFzzFSwe/KZ/GjQUZTCIRlTysY9JMNNURH8BWlC+xU6nM54ss0NKYTVeROTQ2jazpAar7zW15vTUEL5vR3U9G3OuBUFXuQN2j/0+dryRw8Xy22Eor23E5TmWtFt2BSE+rwLjz/iij7YiLs7ifWwul2Df23jsehWLS7Mt8VPf1v2RSqsbMOdqID7E5uHpcvtWvXOaaWBzsetVLNY/iMDusSbYPZZ6m1RVPRvrH0Tgl2dR2D+hFw5MNEMHmmlyWaU1mHk5ECf+VNvsn9iLkmdUS5TVNODnJ5GYcSkQo3tr4NVKR1i1YEzNi6Kqevz8NOpvbaENHILn4TnY8CACQ483GSe7b3DBAsceQldpJRdUYvHNYPx0KQCW2p3guakfFjr1ECjB6bZ/Bj7GNnm+3fLPQHEL6pvymkYc+5gI+32f4Z5QgONTzfF0mR36G6pSvkY1crh4GpaFoce8sPlxFAYYqcLn5/7YPNQQKnJtn4AlQsQ/gah48y/m+PHjaNeuHdhsNgYPHoy9e/fC398fbm5uWLx4MTZt2gQA0NfXx/r162nvPyQkBIaGhhg0aBCOHDmCDx8+IDQ0FIGBgbhx4wYGDx6MJUuWAADExcVx/vx5tG/fsnncH3/8AWXlJjPBadOmYcuWLfD29oa3tze2bNmC6dOnAwCUlZWxe/duJn+OfwwWi4X+hqp4ucIBu8ea4F5QJlwOuuOmfzrq2W1XxNHsKItjU81xf7ENQtJLm47pl8aoJYkXPZQ74PpcK/wxzpRyK1UzhJAWCzNSEmJYPVAPL1Y4ICitBEOPezIunOgod8DjJbYYZaaBied8cfJTEi2pvLyMJE5NM8fagfpYcCMYR94ntFkLkrSEOA5PMsM8h26YcsEPryJbX1TY6ijh8VI7PA7NxvoHvKPEFWWlcHtBX0hLiGPaRX/KEmS6qCnI4PZ8G7yNzsXRD9QLFM3IyUji8hxLvIvJx2Xvlvv1BSWlsAo/XQrAyrthmN63KxY79WiT4/Bi81BDPArJQnJBJaXxCu0kMduuG065tV4kb2aSpSYis8sQx8NXZoKFJh6HZjEqjvXSVAQhBFECtGO2kxKHjnIHxGQz9L0RMC6ciecNm8NFbSOHkedNTQMbhZX1jNqmIjPLoCYvA9U2jNB9HZkLAzU5SglMgV9KkFteh7G9qUd7f01VPRvnPFKxdpA+5YVVQl4l7gZm4Nc2iL5OLarGAofuGE4xYQto8utZfDMEY3prYDyFghddGthcLLkVgvZS4jg+7ft0KzaHizX3w5FTVosbc60Z+zAxwTe5CJPO+eGnvl2xZ5wpz9ai6no2ltwKwbuYpkIMv1SkmJwmk+B2kuJ4ttyeUhtPZkkNJp33gx+DNqmQ9BIMO+6JvIpauK52opyw1gwhBLf80zH0mBe0OrXDu7VOcDFgVlgkhOBpWBYGHPZAbnkd3q91wvJ+urSLK1seR7b4/c/hEryNzsWjJbbYM84USkKIFf+anLJabHoUgREnvKEiJwP3jS7YMMSAcRGrmaiscux4FfPX9ZrFAi54/qfluKS6AQffxcN+/2cEfinB+ZmWeLDYFk76ypSvE7UNHFzz+QKXg+449jEJs+y04bWpH5Y46wg8fxEi/u38uJK/CNqYm5vj/v37mDFjBioqKrB169bvxujr6+P169d/ixenA4fDwcePH/Hx40eeY5SUlHD58mWMHj2a5xgtLS28fPkSY8eORV5eHvbv34/9+/f/bYyamhqePXv2VzrV/zeavWkGGanCNSYPRz8k4px7Clb218UEC802c7/vpamIe4ts8CmuAHvexuGqbxp+HmaEgUYqQrkhbkqlUoOTfmecdkvGxHO+mGShhQ2DDVqN2Dz0PhGPQjLhtsGlxSd4+qpyeLTEDjf90rDwRjBG9tLA1uFGtGM7JcTFsGqAHvoZqGDtg3B8ii/Akclmrfbpf/v6pvftij7ailh+OxT+qSU4Pq031BWYGXbyO9YiJx3oKHfAmnvhSMyvwpoBejw9FfRU5fB0uR3mXwvGnKuBODvDosVee1kpCVycZYkNDyMw8awvbs7vy0gNwI+uSrK4Nb8vJp/3QwcZCSxy0qG1vWZHWVyebYlpF/2hrdSe1hP61ghJL8XD4Ew8DcvGNOuuODfT4h+5Qeuh3AFTrbSw7208Ls22orTNPIfucNj/GeGZZX+LAG8JRVkpjDHrght+6dg73vS73w82VsUvT6MQzsBLRVyMBQe9zvBKLOQ7j9Yw1mgyLR7I4L3totgO2YyVN8w8b5pN5+k+mQeAzJJatJcShxIDA+ywzDKYa7et383jkCxMoFiEuO6XhqlWWmgnxexp+nXfNGgrycKFYuITIQQ7X8Vgho220H05quvZGH/GFwDwOioXV+ZY8f3+JYTgl6fRaCcljm0jjFsdywQOl2Ddg3CU1TTi7iKb7yKMuVyCTY8jkZhXiXuLbGh/DwrC8/BsbHkchZ1jemKSJe+kz9zyWsy/FgyFdpJ4usyOr6LxeXg2fn4SheX9dLHUWYeSd9C7mDxsfBiBMb274JcRRpTVHY0cLk5+TsZFz1SsH6yPefbdaXsVZZbUYPPjSKQVVePMT33gxCC9rJnUwir8+jwaSflV2DXWBMMYeMIAwNuoXHgkFqKR03JBvpFDkFZcA5Muiozn+i2l1Q04456Mm/7pGGyshndrnIQW+V1e04j514P+lpxYz+bimm8aJllq4WFwJm76p8OyWydcm2sFSxoKJaBJ5XTDLx3XfJtUgFuHG2GoidoPTWkTIeKfRqS8+ZczatQoREZGYu3atdDX14esrCwUFRVhaWmJ/fv3IywsDLq6uoz2PXz4cFy+fBkLFiyAhYUFNDU10a5dO8jIyEBDQwPDhg3D8ePHkZqaijFjxvDdX9++fREVFYVt27bBxMQEHTp0QIcOHWBqaopt27YhOjoaffv2ZTTXfxNiYiwMN1WH6xonbBpqgAueqeh/2B0PgzPbTNXBYrEw0FgV79Y4Ya59d2x5HImpF/wRmVUmtGN83UqVXlKDfofd8SCo5VaqtKJqnPdIQUl1Aw64JvDcp7gYC3Psu+PdWifkVdRh4FEPuEbnMpqfqaYCXq10QJ+uHTHypDdu+qXRUiAYqsnj5UoHaCvJYvifqV5txQAjVTxeZoenYVlYfie01fNCRU4G9xbZQEZSHJPO+fJc3EpJiOHYlN5w1lfGxHO+SMijpv6gi56qHG7M64uTn5N5ph+1hpmWIg5PMsOae2FCMd32SCzEhLO+qG3k4MUKB/w+uuc/+mRt1QA9BKSWUDbT7tReCjNstHHqcxKl8fMcusO8q2KLv5ORFMfIXup4HJpFdbp/w1FPGV5JgrUPGqvLC2RanFPGrOWKqfKmso79Z6Ic/aJFc8sUk0VZaHopzNvAPLuZtKJqRGaVYzQF1UJOWS0+xhYwjgevqGvEBc9UrB9kQPlv8S4mH/G5lVglYJJTS+x4GQObHp0Qsm0g5tp3o/Tg5FZABjwSC9vEHJgQgt9fxCA2pwLX5lp9VygkhGDb82iEppfi9oK+QldQtDavcx4p+OVpNM7NtGi1cBORWYbRp3zQS1MB1+e1HHveDJvT1PL067NonP6pD5b30+VbSGlgc7HzZSw2PIjAnvGm2DXWhHLhJq2oGpPO+cE1uikZa4FjD1qFGy6X4KZfGoYe80S3zu3xbq0T48JNXSMHxz4mYvgJL+ipyOHTemcMN1VndI0oqW7ApseRPAs3ANDA4WL78xhG7effUtPAxqnPSXA64IbE/Co8WmKHE9PMhVa4IYRg5d1QlNU04ttbMzaHYMhRDyQXVOHOQhvcmGdNq3CTW16L3a9iYbfvMwK+FOP41N54ucIBI3qpiwo3Iv7nYJG2NCcQIeIHkZWVBS2tphuTzMzMH6ruYXO4eB6egxOfkyDGYmH1AD2MMqPnjk+XyrpGnPNIwRXvNAzpqYoNQwyg2VF4SgxCCN7F5GPXq1ioyEtj1xgTmHRR+Ot30y8GICitBGwu+Ss+lF/KDyEEz8KzsfNlLPp2V8LOMT0ZxcYCgG9KETY+jEQP5fY4ONEMagr09vMsLBvbnkVjipUWNg81bLOkj5LqBryMyMFsu258x7I5XGx/EYMPsfm4Msfqr7/3txBCcPxTEq76pOHKHEtYaNN7ckWVoLQSzLkSiD3jTTGGQavFLf909OnaEcYa8oznkFdeh7X3w8FiAXcW2jDej7A5656CN1G5eL7cntIioqCyDk4H3PB4qZ3APhtBaSVYeCMYAVsHfPd0nx9ZpTVwOeiO8O2DGSlRAMArqRBbn0bBa1N/2tu+iszBJa8veLacftrg5PN+mGat1WLkcmvE5JRj+sUARGwfTPuYl7xSEfilBBdmWdLajhACi90fcXGWJSzaSH1z+H0CkvKrcG6mBd+xB1zjkVRQhYs0X0czxz8mwSelCPcX2VBapNY1cjDoqAeWuehimnVXRsfkxZuoXPz8JAquaxwpqydDM0rx08UAXJtrhb49lIQ6H6Dp/T7xKRkTLLp89z3cpECKxfuYfDxcYgsNhhHtdOFwCXa8jMHb6DxcbeX7pHmOU877Y3BPVcx36N7qe1xUVY8Vd0JRWt2I8zMtKC38M0tqsOJOKNhcgtPT+1AuFhBC8CA4EztfxmKSpRa2DDOk7cOSUdyktskoqcH+Cb3goMc86to3uQjbnkVDVloce8aZthhBT4elt0LwMS6/1eIN0OT3tdi5B9YNMmB0nEYOF/cCM3D8UzI0O7bD5qGGsNUR/ufgrHsyjn1MQj2PFnBpCTEEbRtI6+FLckEVznuk4HlEDvobqGCpiw6tRMl/cm0gQkRbIVLeiPiv41VEDk//kLZAQlwMEyw08XGdM5Y66+DQ+wQMPuqBlxE5bRZTLScjiY1DDPFpvTPExcQw8IgH9r2NF1pUc3Mr1cd1zrDX6YyJ53yx7VkUymoa8CE2H8HpJX/JYjmEYM39cL5ePCwWC+PMm/5OUhJiGHDEA/cCMxj5d9jpdMbbNY5QkZPB4KMeeB6eTWs/Y8274OVKB/inFmPiOV+kF1fTngMVOrWXolS4AZrOo91jTTDPoTumXvCHW0JBi+NYLBbWDNTHhsH6mHU5kOc4QbHq1glnZlhgy+MofIilr1KaYaPNuHDD5RLcC8zAoCMe6CwnjUOTzBjthwqEELhG59Lyr5pr3w3FVfV4ycfXqBkVORlMteqKU5+ped+0hqV2R8jJSMAtnnfUPC80O8qiaydZ+FNUDbWEsbo8MktqGUV+awjUNiXGrG2qjs24UMU0Jjy9uAZVdWyYdGFeuGwNLpfgcUgWJlnyX4jUNXJwNzADcyleh76lvKYRl7xTsY6G181l7y+Ql5HE5FaUHkzIKavFz0+isG+8KeXCTUFFHZbeCsGGIQZtUrgBmq7JqwfqtVi4OfguAW+j8nB3oc0PK9zUNXKw9FYIfJKL8GSpXauFG6Bp/rcX9sUCxx6tvseRWWUYfdIbSh2k8WSZHaUizLuYPIw44YVemop4vJTaNkBTa8/SW6E49D4RZ2ZY4PfRPWkVbrhcguu+aRh63BPdlZvUNkwLN0VV9Vh7PxyLboZgho02ni2zF7hw8z4mF+9i8vgWboCmtqMzbim0/cK4XILn4dkYeMQD13zTsHusCZ4us2uTwk3glxIcfp/Is3DTzDWfNEr7C8soxeKbwRh+wgviYiy8Xe2IczMtaBVuRIj4b0VUvBHxX8cN/3Q4HXDDRc/UNkvnaQlJcTFMttLC5/UumO/QA3vfxGHYcS+8jcptsyKOhmI7HJ5shkdL7BCZVQbnP9OwhGVq3E5KHBuGGODtaidkldai3yF3rHsQ8bcbDkKabqovfmVI1xpKHaRxYpo5jk/tjeOfkjD9YgDSiugXT+RlJHF4shkOTDTDjpexWHE3DKXVDZS37965PZ4ss2tqwzrhjZc0U0vaAhaLhSXOOtgz3hTLboXibiDvtqWZtt2wd0IvLLsViufhzBKI+OGsr4yjU8yw6m4YfNowretrkgsqMeioB058SsKJaeY4Oc28TRc9HC7Byc/JOOueQnkbGUlxbBxqgAOuCZST55Y46+BzfIHA7W4sFgvjzTXxhGHrlINeZ3gl0S/8NKPUQRpq8jI8TZVbo4tiOxRW1jMyepcWoG1KjmHSVHpJDbSV6BdvwjJLYawhT1sZRRXflGI0cAil1o8XETlQlpNmvGC77J0K0y4KsKFY+Mgrr8Npt2T8PrqnUNWnzZ4yQ3qq0jKptd7zCZ3aS2OefTehzYUqJz8n40FwFm4v7IuuDM4jJpRUN2D6RX+U1jTg8VI7yt5o/FrPHgZnYsp5f8yy64ZT08zRnk9BtDlNikmblFdSIYYc8wSHELiudoQzzRan9OJqTLvoj4teqbg0yxJ7xpkyKuByuQR3AzMw4LAHahs4+LDOCfMcuvM0e6ZKQGoxFt0MBZcAEn+2dMpIikFS/O+fFxlJMXRqLwWtju1gpC6Pyjo2pf0TQuCRWIhRp7yx7208lrvo4t0aJwxl6MvDj8LKeiy8Efw3n5uWqGdzcc4j5S8fMl7znnrBDzMuBUBbqT08N/bDvgm9oEPR41CEiP8FRIbFIv7ruLfQBnGVkjjnkYITn5Mw00Ybc+y7/bDYQCkJMUzv2xUTLLrgflAmtr+IwcnPyVg7SF9oJsPfYtJFAbcX9IV7QiH2vInDdb90bB5qiCE9qUcutkb3zu1xdY4Vlt0OxdvovO9+X8/m4ujHRAw3Vaf8ZK2/oSrer+2Eg+8SMOy4F9YM1MN8BjdGQ03UYKHdET8/icLgY544MKEX+lGMpZWWEMfvo3vCTkcJGx9FwjelCL+N7MnY1FNYjDbTgKqcNBbdDEFWaQ02DG7Za2K0mQYU2kli2a2QprhW++5Cn8tQE3VU1zeltNyYb40+bRx9vPRWKOx1O+OXEUZttvj9GglxMewdb4rJ5/0wykyD8k3iGLMuuOz9Bdd807DEmb+xs5qCDCZaaOKUWzJOTjMXaM7j+3TBoCNNnlOdaJrpOuh2xj7XeIGO31OjyfeG6oK+GeUO0pAUZyG/vJ72YlZKQoyRorKyvpGxR1JGcQ26KtH3gwjLKOPpWyQMHoVkYpy5BiWT3ms+aZhj13orDC9KqxtwxScNV+dSM+cGgP2u8RhgpEorKpkKFzxTkVdeh8sUjcKb+bDWCdpK7dvke7c1Lnim4KrPF9xbZPvDFp4ZxTWYfTUQhmpyODqlt0BRz800crjY/SoWzyNycGGWBRz1+BdSMktqsOJuGNgcLl6udKB8T1DXyMEB1wTcD8rAtpHGmGqlRet943IJbvil4cC7BEzoo4krc6z4Fpl4kZBXiV+eRiG3vA5HJpthgJHg5vuFlfU49C4BT8MyYaDaAaPNNKDRsR3kZSQhJyMJORkJyLdr+m8HKQnahsxAk2LlgGsC4vIqsNxFFzNttYVyHvCCwyWYesGPshKT86f/0FKX/3h1sjlcvInOwzn3FORX1GGufTecn2H5Q029RYj4/4SoeCPivw4xsaZUqMHGqk0xhJ6pcNzvhvF9NLHIqQe6C8mcjR/SEuKYZdsNky21cDsgAz8/icJJRRmsHaQPFxqRiFRhsVjoZ6gCR73OeBCchW3PonHZOxVbhxvRTqZpifTimlbbZ7gEWP8wAo+W2FJ+bXIyktg5xgSjzTSw+XEkXkXmYt8EU9q+IMpy0rg4ywIPQ7Kw8m4YRplpYNsII8o3boN7qqFnFwWsvhuGMae9cWp6H+hTiN9tS/r2aIoSn3stEFmltTgwsVeLxQxnfWXcXNAXc68GoaSmEWsH6gn93JpgoYnqBjbmXg3CvUU2MFIXfjtIQl4lVtwJhWbHdvhtpLHATzfp0EtTEdOsu+KXp1G4u5Car4eYGAtbhxth8Y0QTLbUolREWeqig/6HPZBSWCXQgk5bqT16aSrgVWQOZtl2o7WtrY4SMoprkF1Wiy4MFU3NiVN0ERNjQU1BBtlltfSLN+JifCX5LVHFUHnD4RJkldZCm0HbVGhGKRbTTGqjSkVdI1xj8vB8uQPfsUFppcguq8VYc+pRzF9zwSsV5l0VKRdiQtJL4Rqdh0/rnRkdjxdRWeU48SkJ9xbZ0F6MU4lRFzY3/NJw6nMy7iy0gYHajzl+RGYZ5l8PwmizLtg2wojRwv9bCirrsOJ2GKrq2Xi5woGSiud9TB42MEiTis+rwJp74ZCWEMOrVY6079PSiqqx6XEkcstrcWm2Jex0mLVI1TZwcPxTEq75fsFs225YPVCvxTRNOtSzObjm03RO2Ot2xsd1/YSuxEouqMTBdwnwSirCPPvuODez5eRKYRKXW4Elt0KQXlwDFpoK7GIsFtD0vxZp5HBx0esLlrrooq6Rg4chWbjomQouIVjk1AOTLbXatNgkQsR/A6LijYj/WlgsFvr2UELfHkqIz6vABY9UDDnmiQGGKljiTM/0TBBkJMUx36E7plt3xU3/NKx/EAFtJVmsG6QPB93OQl9oS4g3KX9G99bABc9U/HQpAP0NVbB5qCHjeGlCCLY+jWp1DIdLEJVdjkchWa2mWrSEZbdOeL3KEafdkjHhrC/m2nfH6gF6tL7EWSwWJltqwbaHEjY8jMCw4144MtmMcqJBF8V2uLfIBkc/JmLsaR/8NtIYU2g++RM2uiod8GSpPeZfD8Ksy4G4MLPlp1F9unbEwyW2mHU5EKXVDUJvWQCAWbbdUFnHxszLAXiw2JZyVDs/2BwuTrkl45xHCubZd8faQfo/tHDTzPrBBhh0xIPW+Wun0xnW3TvhxKck/D66J9/xmh1lMa53F5x2S8aRyb0Fmu/4Ppq4H5xJu3gjJyOJ3lqK8E4qxBQrZmayPTXk8TGOmdeSukI72t4NwJ9R4QyKNxV1bHRgULzJq6gDm8ul3bJX28BBXG5lmylvXkfmQl9VjlJR4JrvF0y10mK0+Cyqqsd13zTcXkAtIZLLJdj5MgZLnHWE2uZY08DG6nthWNFf9/+F38X9oAwccE3AjfnWfL1mhMXn+HysvBOGtYP0scCxh1D2GZpRiqW3QmDbQwl7x/fiq0ZtYHOx3zUeD4IysXeCKUb2olYw5HIJrvqm4dC7BCxw7I5VA/QopYd9vf11vzQcfJeASRaauCqA2sYtvgC/Po+Gspw0ni6zF/ghBSEEn+IKsPt1LGQkxXF+lgXjohIvcspqcfxjEp6FZ2OypRbcN7gwDoKgSlRWOU58ToJXUiFG91LHEmcdaCvJghCASwi4zf/l/uff5Kv/X1JcDKfdknHV5ws6d5DG+sH6GGGq/o9874sQ8f8RUfFGxP8EhmryODKlN9YPMcAV7y+YdtEfvTQVsMRZB85toIJpiXZS4ljkpIOf+mrjul8aVt4Ng76KHNYO0m8TA7kO0hJYN0gf06274siHBAw84oFZttpY0U+Pthz1Y1zBX+lSrdHAbkpM6meogs4041BlJMWxfrABhpuqY8vjSLhG52HfeFPaJpNanWRxd6ENrvh8wczLgZht1w1rB+lRasGREBfDxiGGsO3RGWvuh8MnpRh7xplA7h+MplaWk8a9RTZYdTcME8754uocqxaLcPqqcni0tKmAs/peGI5M7i30FK1lLjqoqGvEjEsBeLjUjrFyo5m6Rg7mXw9CXnkdHiy2FdgEUhA6SEtgx+ie2PQ4Ev0NVSjH+f483BAjTnhjlq02pYLWsn46GHTUE6sH6EGbQUtOMyNM1fH7yxgkF1RBV4VeIa3J96aIcfHGWF0ByQWVaGBzaZ9jXRSZFW+Ytk1V1TNT3qQXV0NDsR3t1xeVXQ6l9lICfzZ48TA4E5Ms+BsVN8eDM1XBXPBMhU0PJcqqzcehWSiqasBiZ+EUD5rZ9SoWneWkKbUmfksjh0urECAoz8Ka0hSvzLFq0/bSr7kTkIFdr2JxcFIvygUTftwLzMCOl7HYMMQA8+y78b0/yiqtwYo7YWhgc/FipQNl1Ux+RR02PIzAl6Jq3JhvTbvVLq2oGpseRSKvoqmdjul9VH5FHXa8jIF3UhE2DzPENKuuAiuXkvIrsfNVLKKzy7FusAGmWWnxLU68i8mDjnIHStfz0uoGnPVIwQ2/NAw2VsO7NU5Ci/zmRWhGKU5+SoJ/agl+6tsVf2zsR6tQlF9RhyveX3A7IAPGGvI4OMmsTVToIkT8tyMqc4r4n6KLYjv8OtIYvlv6w16nM9Y/aFJoPAvLBltIJr/8aC8tgWUuuvDa1A8Oep2x6GYwpl3wR1BaSZscT01BBgcmmuHZcnvE51XC6aAbLnmlUjYNJYTg5yeRlFIRAKCmgYO198IZz9dIXR5Pltnjp75dMfdaELY+jaKdoiUmxsICxx54scIe3smFGHPKh5bBqoNeZ7xd7YiymgaMOOGNyKwymq9CuMhKSeD8TEvY9lDCuDO+iMoqb3GcZkdZPFhii7Tiasy/HoRqHsaATGGxWNgy1BD9DFUw41IACivrBdrf1qdRqK7n4OVKh3+0cNPM4J5qsO7WCX+8jqO8ja6KHCZYaGLfW2o+MtpK7TGylzpOuwmWPKUgK4lBRqqMjIsd9ZThk1zE2Ehdq1M7yEiIIzGfvvmyhqIMcsp/XPGmsq4RHaTpF18zipmZFYdmlMK8q2KbLEhSCqsQnVOBUWb8F+m3/NPhYqDMSG1ZUFmHm37pWDNQj9L4qno29rsm0GqToYJrdB5eR+bi6JTetJWEfinFGH7c64clT76NysXWp1E4N9OizVKtvoYQgsPvE7DfNR7X51kLpXBTz+bg5ydROPguAVfmWPGNDQeAD7H5GHHCGyZd5PFkmR3lwo1rdC6GHPOEcgdpvFntSKtww+USXPb+guEnvGCsIQ/XNY6MCjccLsE1ny8YeNgDUuJi+LTeBT/11RaocFNW04DfX8Rg5Elv6KnIwX1DP8y00eZbuInKKsfSWyFYcy+s1eTMmgY2Trslw+mgGxLyKvFoiR1OTDNv08JN4JcSzLgUgJmXAmCgJg+vzf2wbaQx5cLNl6Jq/PwkEk4H3JBaVI3r86zxYLEt+hm0jQekCBH/7YiKNyL+J1GUlcLKAXrw2dIfP9lo48iHRDgfdMdVny+oaRDugpcXcjKSWDVAD96b+8OqW0fMvRqEmZcDEJpR2ibHM1KXx835fXFimjkehWRh0BFPvI7M5RuxfS8wA+W1jRjfpwuG9FSFhXZHdO/cHp3aS0HqqxsSSXHWX0+pvZKLsO5+OOPFofifxZd3a5yQWVKDQUc88D7me6NkfuipyuHpMnsMNlbFuDM+OOueAg7FOSnLSeP6XGtMtdbClPP+uOSVyijWXFiIi7Gwc0xPLHLqjqkX/PA5vmX/oc4dpHF3oQ04XIKfLgXQSuCiAovFwq4xJuilqYCZlwNQXsM80W28uSYuzLIQ2FNAmOwY0xPvY/NppWutHagPn+QiBKRSi+Be0U8Xz8JzkFlSw3SaAJqMi5+FZdP+nJlpKoDNJYjOabkIyA8WiwUjhr43TXHhdbS3k5YQY5RSxTRtKoNhTHhYRqlQPMZa4nFIFgYZqUJRtnV/peZ48DkM48HPe6TCXleJckH11Odk6Ci3xzATNUbHa4n8ijr8/CQSf4wzpa1iyimrxYo7oZjn0F3o6sOW+Bibj3UPInBymjklQ19BaWBzsf5hBJ6EZuPxUltYdxfcHDq/og5TL/gjOrscL1Y68C2GNHK4+ON1LNbeD8eusSbYPdaUUuGuup6NTY8isOlRJHaNMcGRKb1pGYp/KarGlAt+uOGXhqtzrPD76J6Mvj+issox9rQPrvul4+wMCxybag5lOXpq4a9hc7i44ZcGl0Pu+FJUjderHPHbKGNKKueaBjYW3wwGIUBifhU+x3/fktrI4eKmfzqcD7rjQ2w+zs+0wPV5bdeaRwiBb3IRppz3w/xrQejTVRHem/tjyzBDyqrqyKwyLLsdgiHHPNHAJni10gEXZ1nCQvvHqNJEiPhv5d9zxyxCxD+AjKQ4ZtpoY5qVFt5G5+G8ZwpOfErCLNtumG3XjXaSCxMU2kli3WADzHPojoteqZh5KQDW3Tth7SD9NlEjOOsrw0G3Mx6FZGLHyxhc8k7FthFGsND+/gawqp6NvW/jweESpBdX4+Fiu++eStU1clBW04jSmgaU1jSgpKoez8Jz4J1chHFnfbFrTE/Gr0OrkyxuzLPG49BsbHwUiWfh2fh9dE9ayWGS4mJYN9gA/QxVsO5BBD7F5ePwZDNKLStiYiwsc9FF3+6dsOpuOPxSinFwktkPOS9agsViYZFTk6fE8tth+GWEEWbYaH83Tk5GElfmWGHNvXBMOu+Hm/Otoa4gvDYOMTEWDk0yw9JboZhzLRC3F/RldAPtoCfc/n9hoK7QDusH6+OXp1FwXeNEaUGiLCeNpS462PMmDk+X2fN9cttDuQNGmDapb/ZN6MV4rk76yqhnc+H/pZiWl4KEuBjsdJTglVTE+LPZnDhFFw2GnjeM26YYFm/SS2pgQtM4nRCC0IwyzHcQbusQ0KQSeBKajb0TTPmOfRGeAxU5GUZqhIKKOtwOSMejJXaUxqcXV+Oa7xc8XmontKfoXC7B+gcR6GeoQkll9DV1jRwsuRWCwT3VMM2aelsgIYTR/D0SC7HybhiOThFOIhE/Kusasex2KEqqG/B0mZ1Q/E2C00qw9HYonPWVsZtCpHf2n8WxusamNCmqapuwjFKsuR8OdQUZuK5xouWNREiT2ubIh0RMsdLCxiEGjL5zKusaceRDIu4GZmCRkw6WuegIrBbzSS7CjpcxYHMIjk7uTTntspntL2JQXN0AAqCBw8XOl7FwMVCBuBgLXC7Bq6hcHH6fAAmxpgcnwkoRbYnmuO6Tn5ORXFCF+Q7dcWGWJWXzY0IIfJKLcdYjGaHpZZhm3RVuG1zarI1UhIj/RUTKGxEi0LSYGWWmgZcrHHByWh+EZpTCft9n/P4iRuCn41RRlJXCxiGG8NzUD/qqcphy3h8LbwQjhuHT8dYQF2NhilVXuG90gYu+CmZeDsTSWyFIK6r+27iz7imoZ3PBJUB0dgWu+aZ9ty8ZSXGoKcjASF0edjqdMdKsCy7NtoLnpn5w1lfG5PN++PlJFGMFCIvFwkQLTXxc5wwxFguDjnjiQXAmbRWMedeOeLPKET015DH8uBfuBGRQ3oeFdie8WeUICXEWhh/3oqywaCtG9tLAjfnWOPQ+AfvexreovJCRFMfpn/rAUrsjJp71Q2phlVDnICkuhlPTzSEjIY4lt0J/WHvC10RmlWHV3TDKaiqqzLLtBvl2kjhDo7VpvkMP5FfU42VkDqXxK/rr4klYtkDXF0lxMYzurYHHIdm0t3XSV4ZHYiHjYxurMyveqCvKIK+cvvJGSkIMDQxaWxkrbxi0TWWV1qK0ugG9NIX/NNwnuQgcQuCo23qRjpAmA9g5FLxKWuKsRwqc9JQpP9H/43Ucxplr0k4IbI0rPl+QXlKNHRRMwL+GEIJfn0VDXIyF30cbU94uu6wWo0/50P6O8k0pwtJbIdg3wRRDTdRpbcuE/Io6TD7vDxaLhfuLbQUu3BDSFNs883IgVvXXxcGJvfgWMj7F5WPECS8YqcvjKcU2KTaHixOfkjDtoj+mWXfF7QU2tE2tWSwWSmsacG2uNbaPoq+2IYTgbVQuBh7xQFxuBV6vcsS6QfoCFW7Si6ux6EYwltxqShx0XeNEu3DzPiYPz8Ky/2bGnldRh2dh2fBILMSoU97Y+yYOy1108W6NE4aaqLVJ4YYQgo+x+Rh72gfrHkRggJEKvDf3w6oBepQKNxwuwZuoXIw+5YMVd0Nh1a0TfLf0x2+jjP+xwk11PZtRW7EIEf92RMUbESK+gsViwUGvM27O74uHS2xRXN2AAUc8sPpeGKOFChOUOkjj5+FG8NjkAq2Osphw1hdLb4UgIY++vwQ/ZKUksHqgHtw3uEBRVhJDjnlix8sYlFY3IK+8Dhc8U/66qahnc7H3bRySC6gVAWQkxbFukD7erXFCQUUd+h12x52ADMYLbWU5aZya3geHJ5nhyPtEzLgcgPTiav4bfkU7KXHsGGOCczMtcOJTEuZdC0JBBbWFpIKsJM7NsMCyfjqYczUIxz8mCb1oQAerbp3weKkdXkflYPX98BZbSsTFWNg73hSje2tg0jk/nl45TJGRFMeFWRYorqrHhocRjNvkmNK9c3tEZZfj1GfB/GO+RVyMhT3jTHHBKxVJFH1d2kmJY+MQAxxwTUBdI//2Hh3lDhhmooYz7ikCzXVCH028jc6l3e7ppKeM0PRSVDH0ReqpoYDY3Ara77m6fDtU1bNRSdPHSkqcoedNPRtyND1vCCFIK66mXbwJzSiFsYZ8m0TdPgrJwnjzLny9MwK/lCCnrBZje3ehfYz8ijrcDczAmoH6lMZ7JxXBL7UYGwZTG0+FmJxyHH6fiGNTzGkbxd/yT4d7YiHOzbCgZFDfjLq8DFTlpbHpcSRKKBZwgtJKsPB6MHaM7okxDP7WdEnMr8S40z7oqSGPy7Mt0YFholIzdY0cbHoUieOfknF9njVm2rZe7GvkcLHnTRxW3wvHjtE9sWcctTapzJIaTLngj+fh2Xi0xA5LnHUYJyFuHGLIqEUss6QG868H45dn0dg81BB3F9pAR4C0xKp6Nva9jceQY55Q6iANtw0uWODYg3aLXkFFHdY+CP/OT7CezcWWx5FYdTcUY3t3gdsGF0ymYHjMBC63qag14oQ3tjyJwsheGvDe3A/LXHQpff7q2U0tmgOPeGD3q1iMM+8C3y39sWagPjr+QwrltKJq7HwZC5u9n/AsnP6DDREi/u2IijciRPDApIsCTk4zx8e1zpCXkcT4sz6YdSUQvilFP8T7REVOBr+NMobHxn5QkZPG6FPeWHEnlHLxhNax5GWwd3wvvFjhgC9F1XA+6Ib514O+G8fhEiy/HUrL3FlbqT0uz7HCoYlmOOuRjHFnfBCeWcZ4rgONVfFhnRO6d26PYce9cMEzhbbZtKOeMt6tcYJCO0kMPuaJN1G5lLZjsViYZdsNj5ba4nl4Nn665I98isWftkBHuQOeLrNHRkkNZl4KRFnN9wsPFouFzUMNscRZB9Mv+sM3hbqXCxXkZCRxba41IrPKsPNV7A/1BZKTkcSZn/rgvGcKvJKYq0hawqSLAmb01cbWp1GUCxTjzLtAUVYSV33SKI1f2V8Xj0OzkFXKXH3TU0MeWh1l8Y6mJ5RWJ1lodZKFXwozFZmuSgc0sLnIoKkckm8nAVkpceTSVN9IM06baqQdFV5W04jKOjbtNLCwjLI2SRkqr23Eu5g8TKCQMnXNNw1TrbT4Rju3xFn3FLjoq8BYg39EMpvDxc5XMVg9QI9yMhs/ahs4WH0vHIude9D2xQhKK8GeN/E4+1MfqNJUpIiJsbBrrAnqGjlwPujG00+smfDMMsy7GoStI4wwyVKL1rGY4J9ajIlnfTHJUgsHJ/YSOEErp6wWU877IamgCq9WOvAtiDSP90wsxPMV9pSKVYQQPA7JwvDjXjBSl8OrlY4/LDq9mUYOF+c8UjDkmCdU5KTxeb0zxvfRZKxc4XIJHgZnot8hd4RllOLxUjvsHW9KO1mzeV8r7oahobHlaxoXwCInHSx06tEmxWAOl+BFRA6GHvfEjpexmGypCe/N/bDQqQclVVNlXSPOeaTAcb8brnh/wYp+uvDY1A/zHLr/Ix52XC6BW0IB5lwNxOCjniisqse1uVa4Ptf6h89FhIi2RlS8ESGCD12VZLFrrAl8NvdHb00FLL0VirGnffAmKveHKC9U5WWwY4wJPm9wgXw7SQw/4YW198PxpYie6oQKBmpyuDbXGluGGSEmp+K7J0JcAqQVV+MkA6XDQGNVfFjrjP6GKph2wR9baDzl/BY5GUnsHmuK6/OscS8oE2PP+NBuL1OQlcSxqeb4Y6wptj6Nwpp7YSivpaYG6KmhgJcrHaCh2A7DjnvBLeF7g8EfRecO0ri30AYKspIYf9aXZxvOQqce2D66J+ZfC4ZrNLViFVWU5aRxc35fvInKFboKhh9G6vL4fXRPrL4XjlwGKUatsXaQPnLK6vAwJJPSeDExFn4ZYYQzbskoruKfxKWrIoehPQVT37BYLIzv0wVPQhm0Tul1hifD1ikpCTHoqXagbVrMYrGgpiBDu3jzI9um0oqr0bmDFG11Q3PSlLB5HZkLQzU56KvKtTouu6wWn+IKWvTB4kdeeZPqZjXFhKm7gRlgcwhm2XajfSxe7H0bB3kZCazop0tru7zyOiy9FYqtI4xgSTNuuhl1hXa4Ob8v9owzxfLbYXgU0nK7RWxOBWZdDsDaQfr4qS/9vzNdXkTkYO7VIPwywghrB+kL3DLjn1qMUSe9YaQuj/uLbaCm0Hqhyy2+AMNPeMFATQ7PlttTUqyU1zRixd0w7HkTh2NTe2P3WFNGxURBCEkvwaiT3ngSmoXr86yxb0Ivvkbf/PY39owPjn1Mwo7RPXFvkY1ArYJXfL4gPLMMjTzuITlcgrPuKYyVkbxgc7h4EpqFQUc9sP9tPGbZdoPHJhfMse9OqUhUWFmPA67xsNv3Ge9j8rBnnCnerXHCBAtNgYuKTCivbcRl7y/of9gdmx5FwkxTEd6b++HkNHNYaHcSpVmJ+K9EVLwRIYIiSh2ksW6wAXy39MeY3l3wx+s4DDjsjtsB6ZTaJASli2I77Blnik/rnCElLoYhxzyx8WEEMoqF78nzLDwbvJTN9WwuTrslM2rBkZEUx5qBTa1URVX16HfIHbf80xkXway6NXnR9DNQwYSzvtjvGk/7vRjRSx3v1zihrLYRQ495wjuJmjKlvbQEjkzujV+GG2HF7VDseRP3j/i+AE0tO+dmWMBJTxnjzvjwjDafaKGJE9PMse5BBO4HZQh1DlqdZHFjvjUueqXidkC6UPfNj8mWWhhopILlt0PRyGCBz4v20hLYOaYn9ryJRxGFYgwA2Ol0Rt8enXDsYxKl8asG6OJxSBayGZj4NjPWvAv8UoppF6+c9JXhKYBiqaeGPCNPLnUFGeTRnKuUhNjffCGoQAhpMiym2TbFJGmqrpGD2JyKNlHePA7NwkQKqptb/unoZ8gsHvyMezIGGKnASJ2/6qaspgGHPyRi20gjoaU5fYrLx9PQbBybYk6rPaSe3WRQ3N9QGTP6Ujco5sUoMw1cnm2J7c+jW1TzKctJ45cRRpjn0F3gY7UGIQQXPFOw9UkUzszogylWgr02QgiueH/B3KtBWD/YAPsm9Gq1tayRw8W+t/FYeTcMv4/qib3j+fvhAE0R7UOPe6Kmng3XNU4/xMT5a8pqGvDzkyjMuBSIUWYaeLWSXgz5t+SW12L1vTDMvByIgUaq+LTeGcNN1QUqCsTlVmC/azzf+4VGDhcXPARrq22mgc3F/aAMDDjigWMfk7DESQfuG10ww0abUothRnENtj2LgsP+z4jLrcDl2VZ4vNQOA41VBYpWZ0pifiV+eRoF272f8CYqF2sH6cNnc3+sHaQvFBNvESL+zYiKNyJE0KS9tATmOXSH+0YXrB6oh5t+6XDY/xmn3ZIFik2milYnWeyf2Avv1ziBQwgGHvXAz08iBWq9+BrPxEKEZZSitXoKhxAsuxPCuGjVVUkWl2Zb4egUM1zwTMWY096MI9JlJMWxfrABni23h29KMYYe86TdCqIiL4Orc6ywor8uFt8Mxu8vYlDbQO21TbDQxIuVDvBKKsKk835tUkyjgrgYC9tHGWOJsw6mXfDHx9iWpf+DjFVxdY4Vdr+Owzkh3Rg2Y6gmjytzrLDjRSx8aURtC4OdY0xQ08DBvrfxQt3vACNV2OkoYferWMrbbBlmhAfBmUgu4O+Xo6sih0HGqjjrzlyxpCrflCz0NIye+samhxJyymppe0c101NDgZlpsUI75NCMC5cSF6ddHK1r5ILNJbTbptKKatCNZstUZFY5FGWloNlRuOacqYVViMou55u69J94cPpFhZyyWtwPysTqAdS8a459TEIvTUX0M6BnzsqLwsp6bHoUiR1jeqIrTZ+h31/EgBCCnWNMaC+o2RwuVt0NQ8Q3bbx2up2xyEkHGx5G4KZ/+t9aQZXlpAUupPCDwyXY8TIWFzy/4O5CG4H/zrUNHKy9H45zHim4taAvpvMpcuWW12LaBX+4xRfg2XJ7jDXn3ybV8Kcn3vzrQVjmooMrc6wEit6mCyEET8OyMOCwB3LKavFujROW99NlXFysbeDg+MckDDjsATEWC5/Xu2DVAD2BW5jqGjlYeCP4O1VzS9SzuTjnmUr5wUHL++A0FXUPueO8ZypWD9DD5/XOmGylRUkpE5NTjpV3wzDwiAcq69h4ttweV+daw7r7j1e1sDlcuEbnYdoFf4w66Y0GNhcPFtvi8VI7jOndRWiFZBEi/u2IznQRIhgiKS6GceaaeLvaEQcnmcEzsRB2+z5h96tYobdvtES3zu1xZHJvvF3tiOp6Dvof9sC2Z1ECHZvDJfjteTTfGwtCgPzyOux3FWyh3N9QFe/XOmGwsRp+uhiATY8iKLWbtIShmjyeLLXDLNtumH89CD8/iaTcBgU0tXP81Fcbr1c5IjKrDCNOen13U8+LJu8ZO/TWVMCIk154HSnctiSqsFgsLHDsgYOTzLDqXhhu+qW1OK5vDyXcW2SDS16p2PMmTqg+NZodZdHA4eKG349V38hIiuPsDAs8CMrEW4oeRlTZPqonPsUVUFZl6ap0wBQrLex9Q+3zsWqAHh4GZwn02Z3QRxNPQrNpvZftpSVgod2RceuUsYY8YhgVb+gnTjGJCq+sb/r8021/Si+ppl1ECM0oRZ+uikJf0DwJzcYAQxW+LR/Pw7OhKicDmx70VQZn3JMx0FgVBmqtt2UBQHJBJe4GZuDXEUZCea2EEGx8FAFbHSWMo1Ak+Jo7ARl4H5OPszMsaC+qCSHY9iwaifmV6K78faFusXMPrB9kgHPuKdj6NPqHmbHXNXKw7HYIPJMK8XSZHUwFTC7LLKnBhLO+yCqtxauVDny9hNwSCjD8uBd0lDvg2XJ76Krwb5NKLqjC+LM+8E4qwosV9nzNj4VNamEVZlwOwN438dg5xgTX5lrR/vw2QwjBq8gcDDzigc/x+bg5vy+OTunNt72MCg1sLkae8EJW6ffXeTEWICHGgpQ4C9ISYpCRFEM7SXE0cri4RtFD7WvqGjm46vMFzgfcccMvDVuGGeLD2ibPH37KNkII/FKKMetKICac9UUnWUl8Wu+M41PNKSnzhE1JdQPOuCfD+aA7dr2KhZO+Mvx+HoCDk8x+uI+SCBH/Bn68q5QIEf9lsFgs9DNQQT8DFYRllOK8RyqcD7pjVC8NLHHuAT0+PgWCoqPcASemmSMxvxLHPybB5aA7pll3xTIXHdry0aehWUinqBxp4BBc80mDvY4SBhqrMZk6gKZF96oBehhn3gW7XsWi3yF3bBhigJ/6atNOpRAXY2GeQ3cMMlbF1qdRGHTEAzvHmGCoCfX5devcHg8W2+K8ZyrmXw+C2wYXSqkLMpJNSVa2Op2x+XEkvJOLsH2UcZuYDfJjuKk6VOWlseB6MLJKa7F5qOF30uaeGgp4tMQOMy4HoKS6AfvGmwqcZpGUX4nZVwIxvk8X7BlnKtC+mNC9c3scmNgLmx5FwkhdHt0oxNhSQU1BBhuGGGDbsyi4rnGi9J6uHqAHl4Pu8Ekugj2feGd9VTkMNFLFWfcU7BxjwmiOQ3qqYduzaERmlcNMS5Hyds76KvBILMJMBt4lRuryKKyqR2FlPa2n7OoK7RBBs+2yqW2KntKvqo4NaQkx2k9k04tr4KSnTGub0PRS9KFpsssPLpfgaVg238hsQgiu+aYzigfPLqvFw+AsvFrpQGn8H6/jMNVKS2jfa9d905CUX4U3qx1pzT0kvRS7XsXi6lwr2rHTAHDiUzI8EgvxZJkd5Fu4vstIimOylRYc9Dpj+kV/bHkSib3jezFOSuIHIQQ+yUU4/CER4iwWHi+xEzitxzupCCvvhmKUmQa2jTBu9XPA5nBx5EMirvumYddYE4zvw79NjxCCWwEZ2PsmDjNttLF+sMEPVT/Uszk4656Ccx4pmGKphbMzLFp8L6kSnV2OnS9j8aW4GluGGmKceRehtARxuQQvI3Nw+H0iCivroK0ki54a8mgnKQ4ZSXHISIhBSlIcUuJN16rm/0r++V9LGteVmgY2bvtn4LxnKlTkpPH7aGMMNlaj9Dq4XIIPcfk4656C1MIqzLbrhiOTzRgZMguDqKxyXPdLw8uIHFhod8Rvo4wxwFClTVK3RIj4/4SoeCPiv46c0lpo8r/vaBPMu3bEuZkWSCmswiWvVIw86Q1Hvc5Y7KwjUN81FfRV5XD6pz6Iy63AsY+JcDrohhl9tbHYWYfSwupJSBY+xOXDQa8zquvZqGngoLaBg9pGDurZXNSzOWhgc//WTkUALLwRgsOTzTC2t2A3OlqdZHFhliXcEwrw+4sY3A/KxM4xJrRTR5r3dWOeNZ6GZWPLk0g8C8vGzjE9KRezJMTFsLyfLmbZatOOqx1qogaTLvJYfS8cY0754NR08zYv4LWEhXYnPFlmjzlXA5FVVovDk8y+Kzp069wej5faYdblQCy5FYpT080FKjb9+jwag3uqYfsoY6E8ec0tr4W6Ar2F2TBTdQSmlWDZ7VA8WWYntOLZDBttPAnNwmm3ZKwfbMB3vFIHaazor4vdr+PwaqUD30XfygG6GHPKB8tcdBk95W0nJY7hpmp4HJpFs3ijjJOfk1DP5tCKVwaaFC3dlNojJqccLjRaO9QVZJBL0+NHSpy+YTETs2KgqXhD58k9IQShGWVY6NSD9rFaIzCtBLWNHDgbtF5IEiQe/LRbMgb3VKN0jXJPKEBIeimOTO5N+zgtEZ9Xgf2uCbg+zxoK7ahfZwsq6rD0Vgg2DzWATQ8l2sd9EJyJS96peLTEju/1RUOxHe4tssWY0954Hp5NqajBhEchWdj4KBLG6nJ4ssxeoOtWk19OapO57piemMwnESuvvA6r7oahrLYBz1fYQ1eF/7lQVFWPzY8iEZtbgUuzLWGn03qBWtj4phRh29NotJMSx/1FtrSued9SWFmPw+8T8Cw8G/Psu+PKXCuBo9iBpvfBI7EQB1wTUFbTgDWD9DHevEubFB+q6tm44ZeGS15foNWxHfaNN8UAIxVK38MNbC6ehWfjvEcKqus5WODYHVOtuwrlb0CXBjYXb6Nzcd03DfF5lRjfpwterXT4R+6hRIj4tyIq3oj4r2PKBX8MsCzDTNtucNTt/I+Yqekod8De8b2wdqA+rvqmYd7VIOiryWGJsw4GGKq06ZyM1OVxfqYlorPLm4o4B9wwy04bi5100InHk7yaBja2v4xBdT0bJ6aZY2Qv3v4KDWzuX0WdytpGuCUW4PD7RFz2/oJfhhvBjo/KgB8uBip4t1YJFz1TMeNSAEb0UseWYYa0n/40pfBowklfGTtfxmLAEQ/8MtwIU6y0KBcW6BZumtHsKIt7i2xw9EMixpz2wfZRxphsSf24wqJ75/Z4stQOC24EY+blAFyYafnd01xVeRk8WGyLedeDMPtKIC7OtqT99DKzpAbrH0Yg8EsJDk0yE8rrrGvkYPQpH2waYkA7jvfnYUaYcsEPO17GYu944SiAxMVY2DPeFBPO+mK0mQalm8nZdt1w0z8dj0Oz+C6gDNXk0c9ABec8UvA7H6UFLyb00cTiWyH4ZYQR5UKMkbocOkhLICStlNFn11hDHrG5FbSKN6ryMsiroN821cim17pSVc+m/RmuqmejqKoe3Wl43mSV1qKspgGmQpbwPwnNwmgzDb7eFNf90jCFQTx4ZkkNHoVk4c0q/qobNoeL3a/jsGagvsCKEKDp8736bjjmO3TnG1X9NQ1sLpbeDoWDXmfMtutG+7huCQXY/jwGl+dYUmoTA5qUd7Nsu2Hdgwh8jMvHkcm9haqoDM8sw89PogAAiflVCE1n9lkEmr7LNz6KRFh6Ke4vtkEvTcVWxxdU1mH4CS8MMFTBtTFWlGKe3eILsPFRBPp2V4LraicoyDJXu9CluKoef7yOw7uYPKwdpI85dt0YF0Ma2Fxc8/2Ck5+SYa/bGe/XODNut/qW0IxSHHCNR3xeJVb008UMG+02UeGW1zbimk8arvh8ga5KBxyd0htOep0pfQdX1bNxLzADl7y+QFZaHEucdDDGXIN2EV8Y5FfU4XZABu4EZKCDtDhm2XbDtXmaAimpRIj4b0WkPRPxX8ejpTYwUpfH+gfh6H/YHZe8Un+IkXBLqMjLYPNQQ/j+3B+DjVXxy9MoDD7miQfBmW2eTGTSRQGXZlvh7iIbxOdWwnH/Zxx61/QE6Fuu+6b/parZwCfBSkpCDAqyklBTkIGemhwWOeng03pnjDLTwOKbIZh3LQhJ+fyNWltDWkIcK/rr4cM6J1TVsdHvkDuu+XwBm0GSUOcO0jgxzRzHp/bGiU9JmH4xAGltELP+LZLiYtg01BDnZ1rg4LtErLoXjsq6H38eKnWQxt2FNujUXgoTzvq2+N4qyEri1vy+0FXpgPpGen/j5IJKTDznCz2VDvDZ0h+aHYVz8ysjKY5jU3rjt+cxtM2PpSTEcGp6H7hG5+JpWMuRv0zoqaGAGX21sfVpFCUPDBlJcWwZZohD7xJQ08A/8nXVAD3cC8pAAc3CRjNW3TpBTkYCbvHUo+tZLBac9ZXhztT3Rp2+7426ggwq69i0YnClGUSFV9Y10ve7Ka6GvIwEFGksSEMzStFTQ16oi7PaBg7eROVhfJ/W1TQ5ZbX4GFuAmQziwU+7JWOYiRolpcWdwAxwCcFMW+HEY+97Gw8ZKXHK0eTN7HwVg3o2B3vGmdIuEkdmlWHlnTAcmNiLtlJkmYsOvDb1Q2FlPZbcChHa9/fH2HxMu+AHzp9eVWwuwYIbwYy+o9KKqjHutC+Kq+rxYqUD38INAKjIyeDCTAscnGTGt3BT18jBb8+jsfJuGLYMM8Kp6eY/rHDD5RLcC8xA/8MeqG5g4+N6Zyxw7MGocEMIwcfYfAw55oknodk4P8sC52ZaCKVwk1xQiUU3gjHjUgCsunWC56Z+WODYQ+iFm9LqBhx+nwCHfZ/hl1qEsz/1waMltnDWV+b7uSiuqseR9wmw3/cZLyNz8fvonvi4tsnE+EcWbgghCE4rwYo7oXDc74aorDIcmtQLn9e7YJ5Dd1HhRoQIHoiKNyL+61CVb4f1gw3gu2UA1g7Sx9voPPTd+xFbHkcyirUVBnIykljsrAOvzf2wyLEHznmkwPHAZ1zwTGnzBX1vLUVcn2eNG/OtEZ5ZBsf9bjj6IfEvM9+qejZOfU76K4a3kUOw4EYQrZtTGUlxLHHWgcemfujaSRYjT3pj69MoFFQyW4Q2o9lRFudmWuD09D644ZeOUad8EJxWwmhf/Q1V8X6dM/RUO2DYcS+c80hhVAyii6OeMt6udkRZTQNGnPDmGePdlshIiuPMTxZwMVDBuDM+CGsh2audlDj+GGdKy7skuaAKU877Y7KlFnaPNUEXBt4TrWGv2xk7xvTEklshlJKbvqaLYjscmdIb255GC1xM/Jq1g/SRXVqLhyGZlMaPMFWHZsd2OO+RynessYY8nPSUcd6T/9iWEBNjYUIfTTwKoZc65WKgAo8EZsWbnhrytBOnFGUlIS0hRsu0mJFhMYO2qfTiGmgrtaftv2Iu5IjwD3H5UFOQ4avmueWfDmcD+vHgmSU1eBKWjVUD+BdPymsaceRDIraNMKKUUMMPt4QCPAzOxPEpvWnt735QBt5E5eEcA4Pi9OJqzLsWhDUD9fgmd7UEi8WCVidZXJ5jheKqBqx9EC6w0fst/3SsuhcGMy1FiH91vtU1cjDjcgAqaNwbuCUUYPQpbzjodcat+X1pKVUtKbR0x+SUY+RJb0Rnl+PNKkdMtND8YUrSxPxKTLngh5Ofk3F4khnOz7Sk3U779b5mXQnExkcRmO/QHa9WOgil5SunrBYbH0ZgxAlvqCnIwH2jC9YPNhB6AaKoqh773sbDYf9nhGeW4fIcK9xbZAs7Xf5qm8ySGmx/Hg2H/W4IzyrHuRkWeLbMDkNNqHniCIu6Rg4eBGVixAlvzL0WBFV5Gbxf64Src63hYtC2ynQRIv4bEBVvRPzXIiUhhjG9u+DxUjs8XmoHFguYcNYXE8764nl4Nm3zS2EgLdFkgvhxrTN2jTGBa3Qe7PZ9xn7XeIELHfyw0O6EWwv64tJsS/inFsNx/2ec/JSEc+4pYH+lIuBwCdKLa7DnTRztY3RqL4XfR/eE6xonlFQ1oN9Bd5z4lERJddAaTvrKeLvGESN7qWPWlUCsexCOwkr6qVQdpCWwc4wJbi2wxsPgTIw94/NDCnrKctK4PtcaU621MOW8Py55pQo14YkK4mIs/DbKGCv662LGpQC8j8kTaH9sDhcHXOMxyFgV6wcbtNmN/GRLLcyy7YY5V4Nov+f9DFQwx74blt4OFfgcbKb9n+fQnjfxlCJcWSwWto00xkWvVErFilUD9HAnIIPR+Q00tU55JBbQSm1z0O2M5MIq5ND0oQGa1EhpxdW0VDQsFgvqCjLIp6EwkhKnX7ypqmczUN7UQJtJ0pSQzYqfhGZhnHmXVj9XdY0c3AvKxBwG7UMnPydhhKk6dJT5pwkd/5QE0y4KQokGL6qqx8aHkdg+uictQ/HwzDL8/iIWp6ab01b3FVXVY9aVQIzt3QULHAXzJZKXkcTVuVZwiy/Add80RtdxLpdg39t4HHqfgFPTzBGcVvq372AuAQoq6rHoRjA4fBR+XC7ByU9JWH47FLvGmuDXkcZC9VThcgkueKZg4lk/jOyljgeLbYXWWsSP2gYODrjGY/Qpb5h37YgP65ww0FiV0b7Kahrw+4sYjDrpDV2VDnDf0A8zbLQF/luVVjfgj9ex6H/YHfVsLt6vdcLOMSZQkRM8neprCirqsOtVLBz3uyEhrwI3F/TFzfl9KbUcxudVYO39cAw44oHi6gY8XGKLG/OsYauj9ENbubNKa7D3bRxs9n7CZe8vmGGjjYCtA/DrSGOhhQuIEPG/gKh4I+J/gp4aCtg7vhcCfh6IYSZqOPohEfb7PuPgu3hGCxZBERNjYXBPNTxeaofLs62QmFcJx/1u+PlJFL60cUtPc0z0uRkW+BRfgFNuyX+pbpqpZ3Nxyz8dn+LyGR2je+f2ODfTAtfnWeNzfAH6HXLHg6BMvjeirSEtIY7l/XTxYZ0z6ho56H/IHVe8mbVSWWh3wpvVjuhvoIIJZ32x3zUedY1tW8wTE2NhmYsubi3oi6s+aZh/PRgl1d+3sLU1c+274/Dk3lhzPxzXfL4w2kdmSQ0GHvGAf2oxpll3xfPwbHyOZ3auUGH9YH306doRC28E036f1g7UR+cOUvjlabTQCmYDjVVh20MJu1/FUhrfp2tH9DdUweH3CXzHmnRRgJ2OEi55M1PfaHWShXnXjngRkUN5GwVZSZhrKTKKDFeWk4ZyB2nE59JT3+RV1OGCRwrl8ZJ/tk3ReQ+blDf0nnynF1ejGw2/m5oGNuJyK9GnqyKt47RGQWUdfJKLMJZPdPbLiBwotZeCnQ4909704mo8C8+hpLpJLqjC7YB0/DpScBNyQgg2PIxA3+6dMMmCuvFvYWU9ltwMwfrB+rRVEjUNbMy/FgTTLgrYOtyI7pQBAF+KqvEw+D9Ku84dpDHTRht73sbjp0sBtB4E1bM5WH0/HG+icvFkqR2isitaNDNv4HARllGGXa1cYyrrGrHkVgjuB2fi4RJbjGFgWN0aueW1mHE5ALf8M3B7YV+sGaj/w5J+3BIKMPiYB/xSi/FkqT22Djei5MfzLWwOFzf80uByyB2pRdV4vcoB20f1FLjdq6ahSbHsdMANiflVeLzUDiemmUObxrWDCjlltfjteTQcD7gho6QGDxbb4upca/ShoPQLSivBvGtBGHPKB7JS4viw1gmnpvf5ofHazSlqC28Eo/8hD2QU1+DcDAu4rnHE9L5dGb2nIkT8ryMq3oj4n0JBVhILHHvg83oXHJ7cGwl5VXA+6IZFN4Lhk1z0w9UQLBYL1t074fIcK7xY4YAGNhdDjnli6a0QhGeWtelx7XQ7w0mvMyTFW74hZ3MJVt4NQ2458+KWZbdOeLrMDr+ONMZJtySMOOEFD4beGs10UWyHM//H3lmHR3G2b/vcjRLcQwgQSHCCBQmBkAS3QnEoTrHihUKBukEFKO4t7u4OEUKEOHEh7u6yMt8f2/Aikd1NgP765TyO96DvZnZmdnZmdp7rue/rmmbGnundOeESyaidT3ANV72VSkdTg1VD2nJlSV+ehqUyfLsDzi9SK7RvymDWoi63lluirSFm+Hb797LNNxnWSZ8T83qz41EoP9/wV8q/pZjYjHymHHDGqk1DPL8dQpdmdahdTYslJz25roJgoAoikYg/JnZGS0PE52e9VNpfTQ0xO6Z2wyEkhbPPlGt1UobvR3fkQUAST0KU8+P5clg7rnnHKdVitHSACSecIklXU9yb0N2Qix6qef1YtWmIrZqtUx0MVPO9ScgsoEAixyE0Ren7i/Y/g0aJTPnvXmFYrNrgICI1V6XKG5+YTOpX167UlsFrXnH0aFGvzHUKgsBRpwhmWqgeD77jYSijuxjQUonZ7l9u+jO5ZzPaVELay5GnEQQnZKvkVyORyVly0oPererxab+WKm1P+s97q2lrsGVSF7XaMSJScpl6wJnQ5JzXXl8/oj2e3wwmt0jG6nPeSt2TMvKKmHHIVdGyttiCpnWr8deTF29NnhRTKJVz0iWSs8+i3vpbaFIOH+92JF8i4/rSfnQ0qNwB+U2feIZtc6BpnWrcWmGplFhQGSRmFbDkpAcrTnuyyMqYi4ss6GBQS611PQlJYcQOB444RrB1UheOzumplL9TWRRJ5Rx3iqD/77Y8CEjiwMweHJ3bq9KPf3RaHusvPcd6sy2pOUVcWdKXgzN7YGpY9nbkcoWfz/i9T5l7+Bnt9Gvi8KUNv4w1rXRhqSxyCqUcd4pg8J/2LDvtSZvGNbBdY83e6WaYt3q/FT9VVPFfo0q8qeL/S8RihUnnoVk9eLTaGuNGNVh22pOBW+047BiuUq95ZdFWvyZbJnXB9gtrmtapxrSDzkw54MTjoKR3Iipl5kk44PCizMFQkVTOwuPuFfKGEYlEjOpswINVVkwwM2T5aU9m/OVCgIoz9W9i2bohd1b05+NuTZlz2JWVZzzVMnptp1+LS59ZMN28BXOPPGP9pefv/PuvrafF3undWWpjwpzDz9j2ILhCVUnq0L15XS4vtuBhYBJLTnkoVdGSVyRl+iEXrNo25PvRHV/OGFu3bcSe6d358qIPF9wrzyD4VXQ0NTgwoweBCdn8eidQpfc2qqnLjild+fGGf4XPu2L0a+vyxZA2fHXluVLHrlk9PWZZGLHxVkC513O35nXp1rwuh59GqLVvw031CU3KITBB+c9q3bYRjqEpSNS41jsa1FKp/fCSRwwiFO0hay/4KHV/09ZUPK6oYlqsnmFxnkol/B5R6XRvXrdSByOXPWMZW45RsUdUOpEpeYwrpzrnTV4k53DdJ47lA8qvuimOBv98UBuVtlESAfFZ/H4niG1TVDO5/fmGP9mFUn4d11mlYywIAl9d9iUuo4D9M3qoZcQamZrL1IPOfNSlCeuGtXvr79V1NPl7Vg+ex2ay9X5wmeuKTstj3N6n1NHT4vR8cxrU0OGGd3y5rYASmeJzPHvF6+2eXwJjdzsyuIM+R+b0qpT0r2JyCqV8cd6bDZefs2mcKX9M7PJeIqNlcoEjjuEM2mKHpoaIh6utmda7hdqC27yjbnx20p1JPZpxZ2V/BrRrXKFrVC4XuOoVy6Ctdhx1iuSXsZ24vNiCPipWvZVHeEouX5z3ZuBWO/KLpNxc1o/d07rTvknZApZEJueiewzDttuz/vJzBndojOP6Aawd1q7SW7jK4kVyDt9f86PPxoecd4/hMytjnq4bwJqh7TCoZE+8Kqr4/5Uq8aaK/+9pVk9PkQi1bgBLbUy46hWH+caHbLj8XKXBT2VhUKcaX4/qwNN1A7Fs3ZA1570Zvt2By54xag2sSuOAQxjljZmkcoHAhOxyH0yVQUdTg3mWrbBbY03bxjX5eLcjay94q2Ra+ibammIWWRnzYLUVErnAgC12HHJ4ofJx0hCL+LRfS+6u7E9Meh6Dt9pV2BOmPEQiETP6GHHxMwuuecfxyUHnCh0LdWhRvzoXP7MgObuQTw46l+mTIpXJ2f04lGpaGvw8ptNbD8I2bRtxaGYPvrvqyymXt2eKK4O61bU5PLsn592iOekSqdJ7LUwasLC/MUtOeqjkz1IWM/oYUbuaFrsehSq1/BIbE3zjMpWqcFk6wERtIbmmrhbDOupzUQUhraNBLXS0xLhHvm1mXf57aytdeSMIAiddoii+9bi8SOPm8/hy36dTLN6o4HuTXSClhgqVNwUSGfGZBbRQwfzXIzKD7i3qKL18eQQnZhOalMPwTvplLnf0aSQTehhSXcWB9Y6HIYzr1rRc3xJJJUaDF0hkLD/tyXxL1WLBz7tFc9U7jgMzzFSOQd/2IAT7kGSOzO1J7Wqqt8hEp+Ux9YAzwzs1YcOI9qUO/OvX0GHn1G7stw/DsZRUPO/oDMbucaR/64bsna74LIIgsOtxKAVKnM8yucCnR59RJJGx9V4Qq85589uEzqwb3q7Elit1cY9MZ8R2B+Iy8rmz0pIRpk0qbd1l4Rubydg9jhx5GsHe6WZsn9JNJeP8YrILJGy6HcDQbfY0rKnD4y+smWfZ6qXwqw6CIGAblMSonU/47XYgSweYcGeFJUM76leqYBualM3KM54M3WYPwN2V/dk2pRuty6l4yyuSctgxHOs/bNn5KITZFi1xWGvDIivj95bWJJMLPAxIZObfrgzb7kBGXhHHPu3F1SV9GW9m+E4i0quo4v9nqsSbKqr4B10tDcZ1N+TKkr6cXdAHiVTOmF2OTNrnxHXvuHce7f0mtfW0WGJjwpMvBzDdvAXbHoRg/Ycthx3DK2y+mp5bxCGH8FLLtV+lSCpnr20YD/wrx9Okjp42X4/qwP3PrcgrkmGz2Zat94IqNKBuUrsauz/pzv4ZZpx5Fs3IHQ44hanejtSsnh7H5vZizdB2rLngw5KTHmobxypLB4Na3FjWj2b19Bi+3f6deseURL3q2pyY15smtasxfu/TEiNqZXKBqQedueIZx6rBbUqdDbUwacDRub3YdCuAw2r66ZSHUYPqHJjZg59vBGAbpHwkNigEEYM61dhw6XmlVLNpiEVsHGvKQYcXBCuRaFW7mhYrBrZm462AcqvZeresRzv9mhx3Uk2kKmaCWTMue8YpXTUnFovor2brVEeDWgQnZit1j/SOyXzNqLhIJmf9pefltohpvWybUv4+rGrbVHRaHnraGkoPHAVBwDMqHbNKNCu+7BnL4A6Ny/TqScoq4I5vAjP7GKm07tCkbG77JrB0gEm5y550jkSopGjwX24GUFNXUymPnWJ8YjL49qofO6d2UzlJ67RrFIcdwzk6t5daqUTRaXlMOeDMkI76fDOqdOGmGNOmtfm0XysWn/Tg+2t+r/3tnl8Cnxx0ZpGV8WvVis4v0ohOyytxfZpiEbpaivO9eT09pvRqzvcfdWTBcTeu+8RzabFFpQorUpmcP+8HM/2QC9PNm3Pi095qpzmpSlaBhJl/u2LdthF3VvanX2vVk5/kcoFzz6Kx2WyHZ1QGlxZbsGmcqUqJWyXhEZXO1IPOrDzrxbjuTXn0hTWTejSrVN+fgPgslpz0YMSOJ1TT1uDB51Zsntil3JbG9Nwitj1QeDde8ohlw4j2PFxtzSe9m783sSQzT8JB+xfYbLZlw+Xn9GhRF8cvB7BtSje6VXI1orqomlJZRRX/FxAJ79vko4oq3gExMTE0a9YMgOjoaAwNlTdDLIv03CLOu0dzwjmKfImMqb2a80mv5ujXfn9lqMXI5AJ3fBPYZxdGdHoeM/sYMatPC+qr8YBy3CmCb676oa0p5tWfV9Fb/wFSmfAyCeO3caaMNzOs1IcXj6h0Nt4MICI1j88Ht2ZyBR+OJDI5Rxwj2PYgmAHtG/PViPZqfV/J2YV8f92PJyEpfD2y/XuJRr3sGcM3V/yY0rMZa4e1q9CMoarI5QK/3gnkvFs0h2b1wKzF6zPkT0NT6N6irlIPhl7RGcz8y4WlA0xY0N/4nezvVa9Yvr7sy7lFfcotKX+V5OxCRuxwYOWg1kzrXfGBKShaO7xjMji7oE+5Zf7FvlbzLFuWu3274GRWnvHEcd0AlY0dZXKBfr894pexnRjQTrmElmvecex5HMqdlf1V2pZcLtDlh3ucWWhervfD+ks+nHeLeS1dR1tDzDBTfXZM6Vbme4033ML2C2ulB/Pj9z5lloURo5WMhr7vn8jW+8HcXmGp1PKRqbkM2mrH8++HVsqASf7Pd/ZzGd+ZIAh8tNOBQqnA/VVWKq1/6SkP6uhp8fPHpmUul5FXhNUftmyb0rXCCVP3/RNZddaLWysslf7eUnIKGb3zCbMsjFhopdr942FAIstOe3JkTi+VqnyKKRZuBrVvxPejO6p0z49Jz2PMLkdWDGrNDPMWHHR4wfYHIWyZ1IVhnV4XWwZttSM0SeGjo6spRvbPo3iHJrWwbN2Qni3r0a15HWrpapGeW8THexwxbliDPyd3VauSqDQiU3NZedaLnAIp26d0U9tfpiKokwpXzLOINH647kd6roSvRrZneKeKV8SEJmXzx90gHEJSmNu3JQusWlV6FYtvbCY7HoZgF5zM5J7NWGhlrJRvVmxGPoccXnD2WTTdmtfhMysT+pq8Xw+ZgPgsjjlFcNkzls5N6zDTogVDO+q/FNg/NJl5Eq55x3LOLQb/0HBe7JgJVO7YoIoqPiRV4k0V/wnelXhTjFwuYBeczDGnCBxDUxnUoREzzI0wb1Xvvc8uCIKAU1gqe+3CeBaRxqQezZhv2Uql2clCqYyQRMWDo1wQEATFv4rxlOLf/70mIJEKOIQk8TAwGbkgsGJga0Z3Mag0EUcQBO76JfDr7UA0NcRsGNEOm7aNKnRsE7MK2HgrgIcBSSwfaMKcvi3Veri475/I11ee06ZxTTaONVV5FlhVwlNyWXrKAw2xiJ3vIL2iPI47RbDpdiBbJnZheAVmd31jM5nxlwuf9mvJUiX8NdRh58MQTrlGcWVJXxrXUl6gcwpLZe6RZ5xf1KdSkjdyC6UM3mrH8oGtmdKrebnL3/FN4Osrz7FdY1PmoEUQBMbsdmR0FwO1Io5/vxNIZGoeu6d1V2r5jLwizH5+gOOXA1QWPCftd2KCmSGTejQrdZlCqYxuP94nr+htjyBNsYjDc3pi2bphqe9v/80dbizvp1S8NcDQP+1ZN7wdNu2UEyAOObzAPTKdvdPNlFr+kkcMx5wiubKkr1LLl8fTsBSWnfLEecPAEu9VRVI5q895cd0nHrPmdbi4WPntBiZkMWaXI7ZrrMutqvj+mh8RqbkcmdNL5c/wKolZBQzf7sC3ozqUm5xVjEQmZ/ohFxrU1GHX1G4q/QZ4RqUz/ZALf0zsolZlSkWEm2LcItKYdsgFo/rVSc8r4tCsHnQ2rPPaMiddIvjqsh+aYhH9TBpg2aYhPVrUpYNBrRK/9+LfxyEd9NXygCkJQRC44B7DD9f9mWBmyLrh7f5PtbfEZuTz6+1AHgYkstjamHmWrSq8/3EZ+Wx7EMxVrzgm9WjGsoEm78Qv5q5fAivOePJJrxYstGql1G9XSGI2++xecN0njkHtG7HIyvit8+pdIpHJueeXyFGnCHxiMvi4a1Nm9GlR6UbN6iKTK1KtzrlFc88/kU4GtZjYoxld68no0Frx21kl3lTxX6FKvKniP8G7Fm9eJSo1jxMukZxzi6ZRTUVk6Njuhu/F1O9N/OIy2W/3gju+CQztpM/C/q3eaQykVCbnsmcsOx6FoCUWs2JQa0Z1Nqi0vvsiqZxTLpFsfxhC+ya12DCifYU/j1NYKt9d80UuwI+jO2JhonpZdlaBhF9vB3LFM5ZVg9swp2/LSvUaeJNCqYxNtwK56B7DL+NMla4cqCwe+Cey4ownlq0bsmdad7UHDAHxWUw/5MI08xZ8Pqh1pQudgiCw5oIPAfFZnFvYRyX/j50PQ7joEcP1Zf1UjpMuiQf+iaw658XD1dbltt0IgsDk/c70almPL4a2LXPZe34JfHXFF4e1NioPTsKScxi+3QHXDQOpo6ecb8n4vU+ZaGaolAj1KsXtIt+P7ljqMrefx/P5OS8KJCW3PjWsoYPdWutSq4w6f3+XswuVr7Sy2PSQ7VO70dNIuQqMr688p7qOJuuHKxcp/fWV52hraPDtRx2UWr481pz3prqOZonHMDNPwpwjrnhHZyATYHz3pmyZ1FXpdS867k7jWjr8MKZTmcsFJ2bz0c4n3Fzer0LJPHK5wMy/XWlYU4c/Jyu/nz9e98cxNIXLSyxUqjZ7kZzDhH1OLB9gwuy+qqVSQeUIN8X8fMMfl/A0Dsw0e00ok8kFfr8TyGnXKDaONWVk5yYfpLUkI6+IDZef4xqezh8TO1e4uup9kl8kY59dGAfsXzC8kz5rh7WrcCV0em4Re2xDOe4cyZAO+qwa3EYl03JVKZDIyC6QKtWe6R6Zzl7bMBxCkhnXvSnzLVvRSknxujJIySnktEsUJ12i0NQQMbNPCyb1aKb078m7JiIllwvuMVz0UFRzjuvelIlmhi/vXe9zbFBFFe+Lf0eNWxVV/B+ieX09Noxoj/P6gcy3bMV59xjMNz7k26u+hCjhe1GZdDSozY6p3Xi42op6elpM3OfEjL9c3lnsuaaGmIk9mvFotTUL+rfi9ztBDNtmz02feJXim0tDW1PM7L4tsV1jg6lhbSbse8qqc17EZagfV97HuD43l1sypWczFhx3Z8kpD5Xjz2vparFxrCl/z+7JCedIxu99SlDCu/uudTQ1+H50R7ZO7sq3V3358oJPhX2OVGFQh8acmm/OHb8EXCNUj2Evpn2TWpxZYM5p1yh+uxNU6eekSKTwnKmlq8Xy054qJXYtsTGhWT091leS/82gDo2xMG7ALzf9y11WJBKxYWR7/noSXq5J9aD2jamnp815NVK8jBvWoEOTWlz3Kd8QuBjrCvjelJc4ddIlqlThBhQi6e93gkr9u7amhkqeN9kqet7c80vg9UbSsqlMs+ICiYzbvgmMLaFCJTI1lxE7HPCNzaQ4HDAjT3kja9/YTGyDk1hiU7bXjSAI/HTDn2m9W1Q4UvnQkxdEpuXy45jSxbw3ueypGIQdmGmmknCTnF3IrMOuTOxh+MGFG4CvR3Xg+rJ+6NfSfenvlF0gYf4xN+77J3JlSV9GdTH4IMKNY2gKw7Y5UCQVuLvS8v+McCMIirSnAVtssQtO5tT83myd3LVCwk1ekZRdj0Lo//tjghNzuLDIgh1Tu71T4QYU/oplCTeCIPA4MIlJ+52Y9bcrxo2q47DWhk3jOr834cYrOoPPz3ph8esjXCPS+PnjTtitsWFBf+MPLtzkFko57xbNpP1ODPnTntCkHH7+uBNO6wawfnj7Ct+7qqji306VeFNFFWqiq6XBxB7NuLa0Hyfm9SanUMrInU+YesCZ28/jKxSvrSrN6unxw5hOOK4bQPfmdVlyyoPRuxy54ROn0oA2q0CilDGxloaYKb2a8/gLa2ZZGPHTDX9G7HDgjm9CpQyEa1fTYv3w9tz/3AqZXGDAFlt+vxNItpoR3loaYuZZtuLRaiu0NcQM2mLHPrswlU2ozVvV587K/pi3qs+Y3U/Yej+YQmn5MdHqMrhDY26vsCQ8JZfRuxzfW/qZQ0gyzevpEfHrSLQ0RGy6FaB2lHnrxjU5u8CcK56x/HSj/JhsVdHWFLNvuhkRqbn8dKN84aQYsVjE1kldcQlP42QlpWN9P7ojDwKScAgpX/zo2qwOA9s3Ysu90sWK4v1cbGPMPtswtdLmJpgZqpQ6pW5keEeD2vjHZZUq4qbkFPI0rOQ0nmIKpXJOOEfiHZ1R4t+1NURKX7OCIKjkpfEwIJGk7CLcIpUTK3MLpQQmZNG9eeWYFd/3T6RRTR06G75eaegWkcbIHU9IyMynSPa/Y5ueV7bB86tsvR/M9N4taFROe8Z9/0T84rJYMahibY6+/0Rnb5/STemqNt/YTL667Mv2KV1VahXNLZQy98gzzJrX5cuhb8d5l0dlCTclTTA8CU1h+HYHbvrEM37vUyQyOZeX9H2vlRPFFEpl/HLTn/nH3Fg20ISDM83U8sv7EPjEZDBxnxMbbwWwZmhbLn1mQbcKXHcSmZzjzpFY/WHLg4Ak9s804+jcXu+0alkZpDI5V71iGb7dgTUXfLBu2xDHfwSJ8q7dyqBQKuOSRwxjdj1h2kFnaulqcmu5Jcc/7c2gDo3fabVxeQiCgGt4GmvOe9Pzlwf89SScoR31cVo/gH0zzBjYvnGlejFWUcW/maozvYoqKoGuzeqwdVJXnNcPpH+bhvx8M4B+vz1mx8MQkrLfX/xzverafD64DU/XDWB896ZsuhWIzWZbjjtHUiApX2TY+ziMecfcuO4dq9T2tDXFTDdvge0aa6b2as63V30ZtfMJD/wTK2WQ3qyeHtundOPcwj64RaZj/Yctx50i1I5Mb1RLlz8nd+Xv2T254hnL8O32PAkpe0D5JrpaGqwb3o4Liyx4GJDIyB1P1IpXVpYmtatxan5vRpg2Ydyep5x0iXwnVVXFRKTksvC4O77/VFE0rKHLff9EFp90V+ocKolWDWtwdqE5d/0S+PaqX6VUab1KbT0tDs/uxXXvOI4+jVD6fQ1r6rB9Sld+uRlQbtWIMujX1mXN0LZ8fcVXqWO1dmg7rnnHERBftig3qrMBWhoirnnFqbxPH3U2wD8+66U5ankoIsM1VD6nWzeugUQmEFlKgs5Vz1i0lXi4lsoFVpzxLPEc0dYUU6TktZ9bJEMQUEo8SM0pZOVZLwCCErKVur68YzJoVFMXAyVMRpXhimcsY7s1fU08uOIZw9SDzuQUSpG9sUuZ+coJ2R5R6Ti/SGWRddnGv4VSGT/fDOCLIW0rZIibVyRl+WlPllibKC1speUWsfC4O0sHmGCtQiWIRCZn8UkPalXT5PcJXVRu76ws4eacWzRD/rQnKev13/p+Jg1oVFOHJac8sGrTkMOz1YstryjBidl8vPspzi/SuL6sH9N6t/hXJAGVR1J2AWvOezNpvxPmrerzaLU147obqt3GK5cLXPeOY/BWO444hvPTmE5cXmyBhbHqrdSVSX6RjGNOEVhvtmXLvWCmm7fgyZc2LLY2eS/nS3xmPpvvBmGx6RG7HocyrrshzhsG8sOYTpg0ev9C45v7tvtxKAO22DH/mBt62hqcW9iH2yss+bRfy/8zAmQVVVQmVZ43Vfwn+Lf1tcrkirLX486ROIWlMrSTPjP7tKBHi/cbnyiRybn1PJ69tmEkZxcy28KIGX1alFj2mlMopefPD8iXyNDWEHNlSV+VkycKJDJOukSx1zYUgzrV+HxQG6zbNqyUzywIAvf9E/n1TiAA64e3Z1B79U2NpTI5x5wi+fN+MJZtGvD1yA4qD8QkMjmHHMLZ8TCEyT2bsWZoW5V8V1TlaVgKK8940dOoHhvHmVb6g12hVMbMv1wxblSDjWP/l0iTnlvE/GNuyASBQzN7qP3AFJOexycHXbAwrs/GsaaVZr5ZjHtkOjP+cmHXJ92UTlgC2P4ghCtesVxf1q/C3lUyucC4PY70NWnA2mHlVwL89E9S1fmFfco8l8+4RnHQ4QX3P7dS+bgtOelB8/p6fKnE/gCsPudNw5o6rBuuWiXDqJ0OLLIyZlTntz2abDbbEv5PDL2mWISWhhiJTP7SKF1LQ0S96to0rqVLW/2abBpr+tZM6uCtdnw1sr1SA/yEzALMNz0kbOOIMmeMBUFg7tFnOASnIJULaGmIOLuwT7nCw+7HofjFZbJnmnLmxmWRmlOI+aaHPFqtSNISBIGt94PZaxv2WirXqzSupYPLhkHlrnvGXy50alq7zO9eLheYuP8pSVmF2K6xqdAM+/pLPoQl5XJ6gblS65HK5Mz825U6elrs/qS70vfzYr8rv7gszi00V9m3qjKEG0EQ2GMbpvBgmdGDPsb131omLbeIxKwClRLxKgtBEDj6NILf7gQxp68RKwe1ea8JhupSKJXx95MIdj8OpX+bBqwf3r5CQQGCIOAQksLvdwNJzSni80FtGNe96Qev1MjMk3DMKYLDTyPQr6XLZ9bGDO+k/172SxAEXMLTOOYUwQP/JPq3acgsixb0M2nwwYW9QqmM+/6JnHeL4WlYChbGDZjYw5BB7Rur7Pv2bxsbVFFFZVAl3lTxn+DVG3RUVNTL//43EJGSywlnhcGxQZ1qzOjTgo+7Nn2ng/w3EQRFWtZ+uxd4x2QwpWdzPrVs+Vo05UH7MLbcD6ZAIkckUpiH3vu8v1r9zXlFUo47RbLf/gXN6+mxanAbLFtXzkOBRCbnzLNott0PxrhRDb4a0Z4uzeqovb6k7AJ+vR3IHd8Elg4wYV6/Vio/4Ian5PLlRR9i0/PZOM4UqzalJ+ZUlNScQr44701IUg47pnartLaNpKwC5h93RwScnNf7rfOzQCJj9Tlv/OIyOTKnl9q+APGZ+Uw76EK35nX5fULnSi/Fvu4dx/pLzzm3sI/S4qNMLjDzbxfqV1dU4lT0PPWITGPcXicGtmvEjqndyrzWM/KK6PrjfYwbVuf8IgvqVS/5eiuSyrH64zHfjOqgcpLO48Ak1l96juO6AUod7xs+cex6pHpk+JcXfKhXQ/stoUAQBCbsc0KEopquWT09mtTWxTMqnfjMAnZO7UbtalrlHveROxxYMbA1Qzrql7svIYnZjNntiP+Pw8pc7pJHDOsuPn9Z0aMpFjGtd/NyjX0/PfKMPsb11UoBe5NjThFc947j/CILCqUyPj/rxYOApDJbxGroaOL7w9Ay1+sansbcI89wWGtD3VLOq/CUXBYccyMkKYdRpk3YpWQyWUncfh7Plxd9uL2yv1KxxwC/3PTHLjiZy4v7qvSbuPVeEBc9Yrm02EKlpDn4n3AzuENjvvuog1rXu0wu8MN1P+74JnB0bq8PIs6UhaJqxYfQpBy2TupC71ZvC0v/NoonaH65FYCetibffdQB8wrut3d0Br/fDcQ3NoslNsbM7GP0wVO14jPz+cshnNOuUXQ2rMMia2P6V9LzUXnkFUm54hnHMacI4jMLmNKzGdPNW7zzFM3yEAQBv7gszrtFc8Urjrp6Wkzs0Yxx3ZuWm45XFlXiTRX/RarEmyr+E7x6g+7z1TmmDezG2G5NK62kvTLIL5JxzTuWY06RRKXmMd7MkBl9Wigde1tZeEdnsN8+jAcBSYwybcJCK2NaNqhO740PSH/FBFNLQ0S35nU5PV+5GdSSyC2UctQpggP2LzBpWIPPB7fBwrh+pTykZBdI2GcX9rL3+YshbSv0APIsIo1vrvhSJJXz/eiO9FdRgJHLBc48i2bTrQAGd2jMN6M6lDpgqihyucDfjuFsuRfMikGtWWDZqkJVLAUSGRP2PaVlgxr8MaFzqQ+3crnAr3cCueAew8GZPTBroZ5wlJRVwLRDLrRvUoutk7pU+kzjrkchnHRRLUI8ObuQ4dsdWD2kDVNVTFp6E7lcoNWGWwDU1VOYXQ/rpF/qed9q/U3kAtTS1WTblK6lVg0ddgzngnsMN5b1U+kaksrk9Pn1EVsndSkziruYzDwJ3X++j8NaG5XuocecIngQkMSxucpFTF/1iuW4UyQXPrNQavmPdzsy37IVIzuXL155RKXz2Qn3MqtT4jLyGbDF9i0T5Tp6Wnh8PbjUa0oQBMx+fsChWT0qRTwdu8eRCWaGfNKrOWP3PMU3NrPUiptiNEQiQjcOL/U8EASBKQec6d2qPqsGt3nr7zK5wCGHF2y+F4Tkn56sbZO7Kh3p/SbxmfkM2+bAzx934iMl0/GuesXyzRVfri3tp5IYfNIlkt/vBHFhUR9aN1bNnLQyhJsCiYyVZ7wITsrm2NxeGNb9sAPfN7nvn8iXF32wbN2AH8d0+iCtWqoSlJDNjzf8CIzPZvWQtkzu2axCwn5Ycg5b7gXxODCZOX2NWGhl/MGPQ2hSDgfsw7jiFYdN24YssjKukHePKkSl5nHMKYJzbtE0ravHbIsWjO7SlGraH1bISsst4opnLOfdY4hMzWWkaRMm9WxWaVXqVeJNFf9F/v31k1VUoSLz+7fkWUQaVn88ZvohFy57xrzXpJ7SqKatweSezbmxrB9H5vYiI6+I4dsdmH7Ihbt+Ce/N4LhLszrsmWbG3ZX90dXWYPSuJ4zZ9YTcwtePkUQm4B2dwa+3A9TeVnUdTRZbm+Cw1gbrtg357IQ7kw844/witaIfg5q6WqwZ2o5Hq63RFIsZ/Kcdm24FKO0F8SY9jepxY1k/ZvZpwZJTHiw67k6sCilXYrGIT3o35/4qK7IKpAzaasc177h34k8jFouYZ9mKMwvMOeUSxazDriRnF6q9vh0PQ9AQidgysUuZs5JisYgNI9qzYmBrZvzlwh1f5VOMXqVRLV1OLzAnODGb5Wc81fYwKo0lNiZYGDfg06PPlL72G9bUYceUrvx0w79cD5ryEItF1Pon5Sg9T8LyM558ctCFyNTcEpcvTtbJKpCy8Lg7q895vXU9Akzp2ZyEzAJsg1VLg9LUEPNxVwOljYtr62nRvXkd7FTcTkeDWvjHZSp9zuvX0iW+nLStV9HWFCt9rmQXlG1WLJcLLDvtifRNMxkUorNHVOmePxGpeeQUSOmoYltpietKycUvNouRpk0QBOhpVBdNDRG6WmU/nskEoczkrqdhqQTEZ/Fpv7fTl0ISsxm5w4Gt94NfCje6mmJqVVOvGlQuF1h9zpvBHRorLdz4xWWy/tJztk9RLd3ngX8iv9wM4ODMHioLN1GpCuFmSEf1hZuMvCJm/OVCck4hFxdZqCzcFEhk78wHL69IyvpLPqw658V3H3Vg+5RuH1ywKI/03CK+verL6F1PaK9fi0dfWPNJ7+ZqCzcJmQWsv+TDiO0O1NXTxm6NNWuHtfugx8EzKp2Fx90YscMBQYBby/uxf0aPdy7cyOWKiuu5R54xaKsd8ZkFHJrVk1vL+zG5Z/MPJtxIZXIeBSby2Ql3zDc+5I5vAnP6GvHsq0H8MbELPY3qffDWrSqq+DdTJd5U8Z9jcAd9jszpheOXA+jfpgF7bcPo+fMD1pz3xuVFaqWbpaqKSCTCrEVdtk3pxtN1A+hjXJ8frvnR//fH7H4cSkqO+oNwVWjZoDobx5piv9aG2IzXk0yKKZTKOfJUUdJfEWrqarF0QGuerBtAX+MGzD/mxicHnXlWgRjqYgzqVGPLpC5cWGSBb1wmVn885u8n4SonSYFikDu7b0serbamuo4mg7fasftxqEqJUvq1dTk404wfxnTkx+t+zDvqVqGo87Lo0qwON5f3o46eNsO3O6hsvgyKiqPDjhFsHGeqdLvYLAsjtk3uyqpz3vz1JFzlbQI0qKHD6fnmRKbm8dkJj0pN7RKJRGwaZ0oNHU2Wn/ZSOinLwqQBC/q3YslJD3JKEE9U4dUoWIlM4FlEGoO22vHn/eC3zIx1XjnuEpnADZ94bDbbvnV9VNPWYG6/lux6FKqyKDjezJA7fglKJ7YZ1KnGb7cDVUoZa6dfi9TcIpKUFBL1a+uSlF2g9D1ZW0Os9HWdUyAt0wfl6NOIUitcBAGulmEO7RGZTqemtdDRrPjg54pXLNZtG1JHTxuxWMRXIzvg/vVgvh7ZnmZ1q5Vp8pxVyncpCAJb7gWxoH+r1watEpmcHQ9DGL7dgeDEbApfPZYiqKWib0wxh568ICY9n+9HKxcLnv6PQfESGxNs2ilvUOwZlc7yM55sntiFXi3rqbSPUal5TD2oEG6+HaWecBOTnseEfU7U1dPm5LzealVW/u0YzpQDziWKsxXBKzqDkTueEJacy+0Vlozpql4F1ftCIpNzxDEc6822xKTnc2uFJV+P6qC2yJKZJ+HX24qAhqwCKXdW9ueXsaaVltIUlVqyEXtpCIKAbVASUw44Mf2QC83q6mG3xpo/JnZROspaJhe45BGj8sReVoGEw47hDNpqx+pzXnQyqIX9Wht2T+tOr5YfThgJS87h19uBWPz6iA2XfGnVsDp3P+/PuUV9mNSj2Xu1Eqiiiv/LVIk3VfxnaVRLlwX9jbm7sj9nFvRBT1uDhSfcsdr8mG0PgokuJRXlfdKghg5LbEywX2vDd6M74vwiFYtfH7HyjCfukenvNFWoGL+4TArKGBBJZIpZ1cqIqa6lq8WKQa15snYAZi3qMufwM2b85VIpaU2dmtbmxKe9+XNyV848i2Lwn3bceh6v1jFsWFOHLZO6cPzTXtz0iWfYNgeVqhBEIhGjOhtw/3Mr6uhpM+RPe447R74T4bCmrhY7pnRlzdA2LDjuxu93ApWuTghMyGLJSQ/WDG1LRwPVYlKHdNTn1Hxz9jwO5YfrfmpFidetrs2peeYk5xSy8Lj6aVYlURwh/iI5h423lK8eWzagNQZ1qrHh0vMKXX+Nar4+aJDKBSQygX12Ydhstn0tTvzNaqdCqZyk7EKmHnDm5xv+rwlbM/q0IDgxG9dw1YTPdvq1MGlUg1vPlauWKpTIyMiXsPa8t9LHobqOJi0bVFc6uatxLV0kMoHUXOVir1VJm8oukFBTt+TBQGhSDhtvB7wuXryCVC5wzTuu1OvVIyq9UtqlBEHgimcs47q/PtCurqPJdHMj7NfasHFcJ0SAWMRr4qqmWERWKVWGtsHJRKTmMbvv/6pu/OIyGbbNnt2PQ5HKFSbRryKVCdRSY+BcHAu+bUpXpcy+pTI5y0570smgNovLScB6lfCUXD496saaoW1V9nxSVNw4MbSjvtrCjX9cFuP2PKVPq/rsnW6mtm/Kwv7G1K+uzbLTnpUi4EhlcnY+DGHqAWcm92zG6fnm/7o2rjdxCElmxHYHjjlHsm2KIv1R3fbx/CIZe23DsPz9Eb6xmZxdaM7uT7rTUk1PtpI45RJJ/z8e8zym/PuaVCbnmnccI3Y8YdU5b/oaN8Bx3QC+HtVBZe+Wb6/6suqcN3f9EpVaPiQxm6+vPMd840OuecexfGBrHNcNYNWQtujXfvdR4yWRXSDhjGsU4/Y4Mny7A9HpefwxsQuO6wawZmi7Sv2eqqji/xeqxJsq/vOIRCJMDWvzw5hOuG4YxFcjOuAbm8WALbZM2u/EObfoCs+yVxRNDTFDO+pz/NPe3F5hSd3q2sw+7MqonU844xpFflHlDWrf5M/7IeXOZkvlcmb97UpGnnKDrPKorafF6iFtcVhrQ2fD2sz8y4VZf7viFZ1RofWKRCJs2jbi1nJLPrMy5rtrfozf+1RtccisRT2uLe3LbAsjlp7yYOFxN2LSlRf96lbXZsukLuyZ1p39dmFMOeBMWLJykc2qIBKJmNyzOVeX9OVhQBIT9zm9TPYpjcdBSYzd/ZRJPZqhKRaRqkbFV9dmdbi8uC92QcksOemhlvhSW0+LE5/2IrtAyryjbpV6rtfR0+bwnJ5c8ojhuHOkUu/REIv4c3JXnF6kcso1Su1tN61b8oN6oVROfGYBcw4/Y/4xNxKzCkptkZHKBY47RzL0T3v84xTiaS1dLWb1MWK3bZjK+zS+uyEX3WOVWrb4nnjFO47N94KU3kZHg9r4xSon9OpqaVBHT4vELOXaSLQ0RMpX3hRKSxRvFPHS7uWKjXlFMtxKuW94RGXQXU2/p1fxis4gNbeo1PQskUiEb2wWH3drisOXA5htYUR1bQ10tcTIBaHEyhtBENh6L5hFVq2ooaNJkVTOH3cCGbPLkRfJuWUKVqpW3uQXyVhxxpPFKsSC/3E3iISsAjZP6qK0iJKSU8jsw65MMDNkTt+328DKIjI1lykHnBhu2oRvRrVXS7hxDE1h8n4nZlkY8eOYjhXyYtEQizg0syeFUhmjdj4hXUnhsiSiUvOYfMCZK16xnF/Uh0VWxpVuAF+ZhKfkMu/oM5ac9GBKr+bcXdkfGxWi4V9FKpNzyiUK682PufU8nj3TzDgxrzedDetU6j57RqXz7VU/RCLY/jC41OUKJDKOO0dis8WW324HMrVXMxy/HMCyga3VCn34+0k459yiAdhvV/q9XiqTc9cvgWmHnBm58wn5RXLOLDDn8uK+fNytaaVUB6qKXC7wNCyFVWe96PXLQ064RDKma1NcNwxk9yfdsWrT8F99nlZRxb+dKvGmiv+v0NYUM6yTPodm9cBp/UCGddTn6NMIev78gM/PevEkJOWDt1UZN6zBdx91xGXDQKb1bsGRpxH03viAn274E1HOgFxV3CPTlfL3kAuQlFXIjL9c1aqwKI261bVZM7QdDl8OoH2TWnxy0Jm5R54pNcNVFpoaYqb0ao7tF9b0b9OQGX+5sPiku1rHT1NDzCwLIx5/YU0tXS0Gb7Vn16MQldp8+rdpyN2V/enUtDajdjxh9+PQSvd5AWjduCZXl/alW/M6jNrhwEmXyBKrJqQyOb/cDOCLIW3Y9TiUHY9C1S6lbl5fj4ufWZCSU8jUg85qiUA1dbU4NrcXEpmc2YddK7WloEX96hyY2YONNwOUrp5qWFOHnVO78fONAHxj1TsXDWrrolnGA6pUriir7//7Y4rKOJcKpXIiU/MYvesJux6FIJMLCn+A8DSVr5MxXZviFZ1RqvfOqwTEZwOK0v0D9i/4W8n2uI4GtfCLU75KT7+WLglK+t4Ux4srQ1Ypnje7HoUSlpTzVuXJm8gFgatebwtdOYVSghKyKqXy5opnLKM6Nym1iiOnUMoF9xhm9mlB0zrV2DCiPe7fDOanMZ0wa1Hu8GApAAEAAElEQVSXuiUMCu/5J5KQVcAMcyMEQeCjnU/Yb/8CqVygvDu3qp43v9zyp66ettIVNNe84zjlGsWBGWZKVemAwsfl0yPP6GxYh3VKRt0XE5GSy5QDzozs3ISvR6on3Fz1imXeUTe+G92RJTYmldJyUltPi2Nze9Owpg4HHF6otY703CJG7XSgo0EtbiyzpFNT1Son3yfZBRI23Qpg2DZ7GtfS5fEX1nzaryVaahjVC4LArefxDPnTnoMOL/h2VEeuLulLv9YNKn2/k7MLmXvkmeLaEeBRYNJbkyKZ+RJ2Pw6l32+POOkcyRdD2mK3xpqZfYzU9pR5FJjIxlsBL/2o/OKz3npOS8stYq9tGFZ/2PLDNT8sjBvgtG4AWyZ1qXQBS1li0vPY/iAEq82PWXrKkzp62lxabMGNZZbMsjBSS8Sqoooq3qZKvKni/1sa1NBhbr+W3FxuyaXFFtSvrs3Ks570++0Rf9wN5MU7qJBQBT1tTT7p3ZzbKyz5a3ZPkrILGfKnPbP+duWBf2KliCg7H4aUuh4NkQgtDRE6mmK0NEQIwPPYTAZsfkxoUnaFt/0q9aprs254O+zX2mDSqAaT9jsx76ib2gPnYqrraLJyUBts/xFehm6z54frfmrNdjaoocMfE7twYl5vbj1PYOif9tgGJam0L99+1IGT83tz1SuW0bsc8YnJUHk/ykNXS4PvPurI/hk92PUolLlHnr1lkLnfXjFgmN6nBdPNmyOVyyvUFle3ujYn5vXGoHY1xu19Wm7VT0lU19HkyJxeaGmImfm3a6l+HurQ06gev443ZelJD6U/p3mr+iyxMWbpKQ+lfWJepWEt3XIHJyKRCG1NMdW1yx7ICihElM33gvGLy6R+DR0m9zRk4y1/lfapXnVtrNs25KJH2dU3mfmS11qZJDKBjbcCuOJZvuFxR4Na+MUrf93q19YlXsnKG23NinveyORy9GtXQ1MsQgRU09J4zXPof8sJXPeOe+v+6BOdgX4t3Qq3IUhkcq77xJfpTXLZI4ZWDavTtVmdl6/pamkwsUczzi+yoNUbrSZyucCf94NZYm1MNW0NRCIRU3opUnu0NcoWHcQixbFQlocBiVz1jOPPyV2VSovzj8ti3UUftk3u+tZ+l4ZUJmfZKU+qaWuweWJnlRL1ioWbj7oYsGGE6sKNIChaHL+67Mu+GWZMMFM/pSYzT8KnR5691uqoIRbx9cj2HHYMJyhB9d/TutW1ubq0Hz+O6fTBE4NKQyYXOOMahc1mW7xjMriypC+/jDWlfg2d8t9cAo6hKYzZ7cj31/yYZ9mKe5/3Z2TnJhVKWiwNiUzO/GNur1Vli0Uidj0KASAxq4BNtwLo++sj7IKT+WNCl5deQxVJT/SPy+KzEx6veXGJgEP/iHy+sZmsOe9Nn00PsQ9O5ptR7bFfa8MSGxO1j2tFKJDIuOIZy7RDzthstsUnJoOvRrTHef1Avv2oA+2bVNzUvYoqqnidqqjwKv4TVFYcoFQmxz4kmQvuMTzwT6JT01qMNzNkVGeDf0VqQ1J2AWdcoznlEoWmhohpvVswuWcz6qkZSf3NFV/CknPQ1dKgmpYG1bQV/+pqidH9Z1Cjo6mBtqYYHU0xL1JyeJGUi31oCv1bN+Qz61aYtVDNOFIZkrIL2Gf7glOukVi3acTKwa1pp1/xh4CghGw23Q7APTKdpTYmzLIwUsu7QCYXOOUSyR93gzBvVZ9vRnVQKaa8SCpnj20o++zCmNnHiM8HtXknD+CZeRK+veaLfXAym8aZMqxTE0ISs/lo1xPOLOjzclB4xjWKH677s3pIGz7t11Lt2eXKiBIvkMhYdMKd9Nwijs3tTW29yrvutj8I4ZxbNJeXWLzlSVMScrnA7CPPqKmjya5Puql0XO74JrDqnBd5pbSBaYpFjOlqwLejOrLyrCePg0qvCtLWENOuSU1+HNPp5XfmHpHG+H1OWLVpwMGZPZU2m77nl8CPN/yxX2NT6qDH+UUqs/92fcsLS1Ms4uCsHmW2OqTlFtH9p/t4fzdEqXvmuos+1K+hqMBTZtlGNXVYNaRtucuuOe+NQZ1qfF5CTDYovtuErAIiUnM56xqFR1QGxg1rEJ6SS3xmwUtvnRvL+r1W1bDrUQgBCdns/qR7uftQFo8CE/n6si9PvhxQ4vcgCAKD/7RnkZWx0sLBDZ84frkZwOMvrF+7ryVnF7LpdgBXvRQ+PiU99FXX0cDvh2FKbScpu4Dh2xz4elR7xnYrf98y8or4aNcTJnRvxopBrZXahiAIbLjsi3tkGucXWaj0+xueomiV+rhrU9YNb6fy/UwmF/jxuh+3fBM4PLtnhapaghOzWXDMDZNGNfhzcte3BMVNtwNwfpHGpc8s/lOtJK7hafxw3Y/MfAlfj2zP0I76av+uPI/J5Lc7gfjEZPCZtQmzLdSvalGW7676cuZZ9FtthhoiEaO6NOGObwL92yjivtX5nSuJxKwChm93ID2viDdHZhoiEZ2a1iI4MYdx3Zsys48RbfVVS1urLARBwDsmk3Nu0Vz3jqNRTR0m9mjGuG5NK80gurKoigqv4r9IlXhTxX+Cd3GDzsgr4rp3HBc8YgmIz2Jwh8ZM6G6IZesGFZpZqQwkMjkP/BM55hSJR1Q6Izs3YWYfo9dmaN8liVkFHHaM4KRzJG31a7LQypiB7RpV+gxYYlYBe23DOO0axaD2jVkxqDVtVIyHLYknISls/CdWfO2wtnzU2UCtfU/JKeT3O4Fc945nsbUx8/u3UkkMCk7M5suLPqTlFrFprCkWJpVf+g1w3TuOr6/4kpkvoa6eFiM7N+Hnj01fW8YzKp1FJ9wxb1WfX8d1rtDD8dGnEfx2J5Ctk7oyrJO+yu8vlMpYesqTuIx8jn/aW21x8k0EQWG+HZqcw9kFfZT6jKk5hYzc8YTPrI2ZZWGk9LY8otKZesD5rYd/EWBYtxpbJ3elp5FC+Fx6yoMbPm8bCWtpiGhYU4fvP+rI4A6NXxv8RKTkYr3ZFoAOTWrx9+yeSlWDFEnlmG96yJ5p3TFvVb/EZQ47hvPbncASo6i1NcScXtC7TNHWYtNDtkzqSh/jktf/Kgrz+Hy2TOpS7rLfXvWlmrYG64e3L3fZRcfd6WFUl3mWrcpd9qcb/sjkwsu0JEEQSM4pJD6jgI4GtV6738898oy+Jg1KjOBWhWWnPTGsW40vS2kFehqawpJTHjitH6jUPUUmFxjypx1z+7VkWu8WJS7zPCaTpac8iCzBrL9RTR1cvxpU7nYEQWD24WfUrqbFjqndlNqv2Ydd0dHU4MAMM6XvszsfhnDSJYpLiy0wqKO80euL5BymHnRmbDdDvhzWVmXBoECi8PEJScrh6JxeKonyb3LXL4HV57yZ29eIlYPalPjZcwulWP1hS109LTaMbK+2B8y/hZj0PDbdDuRxYBJLbEz4tF9Ltc2dXyTnsOVeMA8DE5llYcRiK5NKFfNL46pnLF9c8H7ZtvQmJo1qsHdad5Wj6ssir0jK6F2ORKTklpiABzCwXUO2Tv5w8e/J2YVc9ozhvFsMCZkFjOpiwMQehnRrVudfG+39IiIK45aK+2GVeFPFf4WqtqkqqiiFOnrazOhjxNUlfbm1vB/N6uqx7pIPfX59xMZbAWqVOlcWWhpihps24fQCc24s60cNHU2mHXRm9K4nnHeLrtTUnpJoXEuXdcPb4bh+AIM6NOary88Zss2ec27RlRr53LiWLt+P7sjjL6ypW12LUTufsPy0J6FJFWtp69e6ATeW9WPV4Db8ejuQj/c44vwiVeX1NKihw+8TFK1Ud/wSGLrNnscqtFK1aVyTC4ssmG1hxPxjbnx5wYfMvMprFyrmoy4G3F3Zn3Hdm7JxrCnfjOrw1jLdmtfl+rJ+xGcUMHaPo1K+KKVRHCW++pwXhx1VjxLX0dRgz7TutKivx9QDziQrGT1dHiKRiE3jTdHV0uDzs15K+VvVr6HDzk+68evtQLxVMNRuWEPntRYfDbGiDbGGjibz+rd8KdwAbxnr6miK0dYQ06SWLrZfWDOkhFlrqVygeCwYlJjN4D/tcAor/xzW1hQzuosBF9xLb4Hyjs4oUbgBKJLJmfGXa5n3vw4GtZVOnNKvpauCYbEYiVS5+aacQqnSBryRqbkY1f/fIF0kEtGopi5dmtV5TbgRBAHPqHS6N6+j1HpLI7tAwn3/BMZ2K71l6qhTBFN6NVd64HvVK5ZCqZyJZs1KXaaNfg1EIphoZkhdPa3X2sVKS+Z6k2NOkYQm5fDTx52UWn7zvSBiM/L5c3IXpYWb827RHHB4wZG5PVUSbsKSc5hywJlx3dUTbtJzi5h2yIWUnCIuLrJQW7iRyRVR7avPefPHhM6sGtK21M9eXUeTB6v6M7B9Y7676vfBPffUJa9Iytb7wQzeao+OppjHX1izxMZELeEmIbOA9ZeeM3y7A7WqaWH7hQ3rh7d/L8JNQHwWay74lCrcAESn5SlVuaksMrnAouPuRKXllSrcADyPzVLaK6qykPxjiDzvqBsWvz7ENiiZxTbGuH41iE3jTOnevO6/TriRyOTYBSez9oI3I3c4fOjdqaKKSqdKvKmiCiUwaVSTdcPb8XTdQDZP7EJCZgGjdz3ho51POOIYTloFEiMqSuvGinYKl68GMdHMkAP2LzDf9JBNtwLUjkOPSlXufbV0tVhkZYzDlzYssGzFfrsw+v/+mP12YZXqWWJQpxo/f2zKo9VWVNfRYMQOB1ad9aqQgbNYLGK8mSGPv7BmaEd95h11Y95RN7WEIbMWdbm2tB/zLFux4rQn84+5KX3sNcQi5vRtyd3P+5OQVcCgP+24rWScsyro19Zl66SuDDdtUmoCRaOaupyc35s+xvX5aOcTHgUqF1FaEkM66nNyvjm7HoXy0w1/lQclWhpidkzpRrsmNZl8wElpU9vy0NHUYP90M4ISs/ntTqBS7+lpVI/PB7dm8UkPpRPXGtbUedmeoq0ppluzOtz/3IodU7ux5W7waz5E1f95INfSUAg8c/u2xH6tDblFMmxLaaeSyuUv2yxkcoHsAikz/nJhn21oudHeE8wMuf08nryiko2hvcsxQi6QyJh8wKnUc1wV0+LGtXVJUMHzRlnD4uwCCTWUFCQiUvNooURkbXhKLrlFMjoaVMwc9q5fIq0a1Ci1ijA2I59HgUlM691cqfVJZHK2PwxhxcDWZbbPHXaMQFdLg03jTHFcN4B5/VqipSFCLEKpmPDgxGx+vR3IlkldlJr9v+kTzwmnSA7M6FGi/1BJ2AYl8e1VP/bPMFOpVTY0SSHcjDczZO1Q1YWb6LQ8xu97SoMa2pyc15u6alb7ZeZLmHf0GTd84rm02ILhSsSa19HTZtXgNhRKZdzxS1Brux8K4R9j74Fb7HAISeb0AnO2TupKYzXaZzLzJPx6OxCbzbZk5Uu4vcKSTeNM31vMdWaehNl/uyKVl3+POeYcUWnb/emGP84v0sr188rIl2AXrPzkUEUISsjm5xv+mG98yI/X/eloUItHq605Nd+csd0M/3U+S1KZnCchKay/5EOvXx6w9oI31XU0larorKKK/2tUiTdVVKECGmIRVm0asmNqN559PYhpvZtz83k85hsfsvC4G/f8Et5JipAy1NDRZEYfI+593p+908yITs9j4BY75hx25XFgktKDZ6ewVPr/8ZiLZczMv4mOpgaTejbj/udW/PyxKff9E+m76RGbbgcoPauuDIZ19dg0rjMPPrdCU0PEkG32rDnvrbTYVBK6WhossTHBdo01TWrrMnKHA99c8SVFxdQkDbGIGeYtePyFNfX0tBnypz3bH4QoXQVlWFePI3N6smFEOzZcfs7C426VeuyURUtDzHcfdeSnjzux7JQnf94PVns2uDhK/HFgEktOqR4lrqkhZuukrvRoUZfJB5yIzchXaz/epG51bf6e3ZOzbgr/KGWYb9mK9k1qsfqct1LHQ1dLg+raGtTQ0eS3caacX9QHowbVsWnXCMvWDfn5RsDLZYtnU0eYNsF+rQ1fDm+Hfm1dVg5qza93Aku8p0hlAgrL3VdekwtsfRDCp0fdyjRZ7mhQi2b19Lj9/O2BokQmJ6oc4VEuKAapE/c7lVhp116/Bs5hKWWuo5gmtVVLm1LWsDi7lKjwN5HJBaJS8zCqX7544xGVgWnT2kr7C5XGFc/YMqtuTjpHYt22EYZ1lav8uOgeg4ZIVOY6k7IK2PUolO8+6oimhhg9bU3WDGvHo9XWDGjXuNz0rEKpjOWnPZnT16jUdrtXueYVyxfnPNkyqQsmjZQzKFa0dXny24TOWBgr30IampTNlAPOTO7RTC3hxjc2k3F7n2Jp0oA908zUbvMJSshmzK4niEQirizpq1KLr7ammM8HtWHjrQDyS/HJ+rfhE5PBhH1ObLwVwJfD2nFxkYVardv5RTL22IZi+fsj/OIyObvQnN3TuittbF0ZyOUC8489IzmnsNwkukKpnP12LyqlwvnH634cfRrx0mOrLIqkcvbZqZdOpgyZeRKOO0UwetcTxux+QkpOITundsNhrQ2fD25ToRbCd4FMLvA0NIUNl5/Ta+NDPj/npWjPnNkDp3UD+e6jjh8seauKKt4lVZ43Vfwn+NCmZBEpuVzyiOGiRywFEhmjuxowvrshHQ1qfdCS0oTMAk65RnHaNYpqWhpMN2/OpB7Nyoxs/PTIMx4FJqEhFnH8095K+VaUhFtEGvvsXmAfksyYLgYs6N+qUnvEQTETvvNhCDeexzO+e1OW2JgoPeApjdCkHH67E4hTWCqfWRszt29LtWaZPKPS+faqwrDx+9EdGNCusdLvTc0p5Mcb/jwKTGLDiPZM6dnsg5xHgQlZLDzuTqsG1dk2uZvaZevpuUXMO+YGwKGZPVSe1ZbLBb695svjwGROzzenef3KeYh0DU9j1t+u7J9hRv82DctdPjNPwsidDkw3b8Eiq/LjkV1epNJWv+Zb11tiVgGDttixa1p3rNo0JC23iPS8IozfGKxIZHKG/mnP3H4tmW7+uo+JZ1Q6U0rw1AGFL03DmjocmdOz1GvuoP0LHgclcWq++WuvByZkMWrHk1LL96tpiSmUymlUS5cRpvqsG9b+LTHjpHMkX13xZeukLozrXva9OCOviK4/3sf3h6HltgTsfqyI+d46uWuZywH0+Pk+h2b1LHcwGZuRT//fHxPw47ByRZkNl59TXVuDr0a+3XaoLIlZBfT99RFPvhxQYkVBgUSGxa+P2DGlm1Lxx4VSGQM227F2WNsyk6tWnfOiUCJn9zT1jJZ/uamoDrj4mUWZx8kzKp1fbwfiEp5GqwbVefSFdbnrzi6Q8Of9YI4+jWDd8PbM71++T1ExIYnZTD3owie9mvH54DYq3ycfByWx7JQnSweYsLB/K7Xvs7eex7P2gg9z+7Vk5cDWanmoyeQC4/Y4MrB9Y5YPVM7Y+UOQlFXA73eDuOkTzzzLliyyMn5ZPagKEpmcc27RbH8Qgn5tXb4c1o6+78j3rSxyCqVM3PuUABVa4TXFIr4d1YGZKvigFSOXCziGpXD4yQseBSlE7uJEuOLzTy4XkP7zvzd5tNqq0oQtmVzAMTSF8+4x3PVLoKNBLSaaNWNUlyZKt52+T2RygWcRadzwieOObwIgYoSpPiNMm9DTqN5bpt8femxQRRXvgirxpor/BP+WG7RcLuASnsYF9xhu+8bTvJ4eE8wMGdO1KQ1rvv8Yx2KKpIq+5eNOkXjHZDC6iwEz+xhhavh6+X9CpmJgIfvntqCnrcG1pf2UnjktidCkbA7ah3PZK5b+rRuw0MqYHi0qt086NCmHHQ9DuOOXwKQehiyxMaFJbeW9EkrC5UUqv9wKIDm7kNVD2jKuW1OVH8hlcoEzz6L4/U4QPY3q8u2ojioJD48Dk/jq8nOa1dNj0zhTtR7Yzj6LIjNfwoL+5YsNJZGZL2HVWS9CknLYN92MDgbqpX4VSGR8ftaLoIRsjszppbIAIwgCP98M4KZPPKfm9660h9fLnjF8e9WPC4sslErv8InJYPJ+Z47M6UlvJSoQSuO4UwQHHF5wb6VVmeLgHd8Evr7yHNs1Nq+JG24RaUz/y6VUbxqxCDTFYrZM6sxHXd4e1CdlK6512zU2NH3FV+SyZwxfXfZ9mZKlIVZE5EpkAr1b1mOEaROs2zakRRmVKj9d9+Mvxwi0NEQ8WGVV5rKCIND+2zvcWGZZ7n1m7O4nhCbn8vz7oWUul5xdSM9fHvD7+M5M6lm6BwwojIHXXXqO/VqbMpcDGLbNnhUDWyvVClMaB+1fYBucxMl55iX+/ZJHDLseh/JwlZVS98j9dqFccI/h7kqrUu9PnlHpfHLQhfur+qslbj8JSWHBcTeuL+v3lsAIiu/QNiiZbQ+C8YvLejng3D+9O0M7lXysBEHgeWwmR59GcM07DolMQEtDRPDPw5X+bQhOzOaTg85MN2/BykElp4qVRXHK3m8TOjO6i4HK7wfFPX7zvSBOOEWydXJXBndQXqR/k6+vPMekUQ1FKt7CPpU+2VFRCiQy/nYMZ8/jMKzaNGTd8HZqVWPI5QK3fOPZci8YEfDF0LYM76R+GpW6pOYUcvRpBEedItESQ70aOhg3rIFEJqdQKqdIqvhXIlP8d5FMjlQm/POvnNFdDPhhjHLeT6AQKS+6x3DMOZLMPAlTezVnbDcDdLQ0yMqXkpkvIatAQla+hKwCxf/PzCsiNbeItNwiMvMl5BZK+W18Z3q1rIdndIbaZsERKblccI/hokcMUrnAuG5NmdjDEJNG/65zDhTni1tkOjd94rjlm4BcLjDcVJ+Rpgb0avm2YPMq/5axQRVVVCZV4k0V/wn+jTfo3EIpd3wTuOAeg1tkGpatGzK+uyED2zdSuyy7MghMyOKYUyRXPGNp07gmM/u0YIRpE3S1NNh8N4iDDi9ezuaLRQpT3lsrLGlQo2Li06sJVSaNa7CwvzFDOjSu1ISq4MRstj8I4UFAIlN7NWextXGFoivlcoHrPnH8fieI2tW02DCivVKz4W+SllvEH3cDueIZx4L+rfjM2ljpcyCnUMrmu0GcfRbN0gEmLOjfCi0l08722oaxxzaUXZ8oKjzURS4X2PVYEW3+y9hOSsUDl7aeX24FcMUzlr9ml18V8SaCIPDH3SDOucVwan7vSkkeA/jzfjAX3GOUjhA/7hTBzkeh3FxuqbYoK5MLjN/7lD7G9UtNHALFZ56wz4l+Jg1ei712Cktl7hFX8ksRb4oRiWDlwNasKGFwO/fIM7o3r8PSAf+b5f/5hj9//2MyXb+GDkM6NKZf6wYsO+XBg1XWGCnhDdP/98cvW69aNajOrRWWZZ7v1n885uePTcu8tgqlMjp+exepXODqkr50KePcWX7ag2ve8Vi1acDRub3L3NdTLlHc9o3n+KdlL5dTKKXz93dxWj9QLT+PYkbucGC2hRETe5QsKo3Z7ci4bk2VSjY77hTBN1f9mNmnOT+OMS1xGblcYOweR2zaNVJL4EjPLWLYdnuWD2z9VoqVRCbnhk8c2x6EEJ9R8Fbrx7OvBr11fWQXSLjmFcdfT8KJSstDQHEtAMyxMOK7fxK/yiMoQSHczOxjpHT8eDGCILD1n0qfgzN7qC3CpucWsfyMIhVv/4weFZrkADBadxOAxdbGnHCO5PCcXpUWQ10RBEHgrl8iv9zyp6aOFt991EHtY/YkJIXf7gSSlF3AykFtmGhm+N7TO2PS8zjkEM7ZZ9H0bFmPz6yMMW9V752JR6FJ2RxziuSiewwmjWsy20LxzFWa95wybLsfzLaHIZya31vpFsPcQim3nsdz3j0Gr6gMBrRrxMQehli1afjBE1TfRC4X8IhK54ZPPLd945HIBIZ10meUaRN6tayn9P7+G8cGVVRRUd6vbXkVVfx/RHUdTcabGTLezJDotDwue8by+91ANlx+zkddmjDBrBldDGu/99mmdvq12DjWlHXD23HJXTHL+/PNAMZ3N+S0a9RrbRhyAdLzipjxlwuXF/etkOhUnFC1xMaYM67RfH/Nj9/vBDLPshXjujetFEGrTeOa7J7WnYD4LLY9CKb/H4+Z3rsFC62M1Rpki8UixnRtytCO+hxziuCzk+6YtajL+uHtlarSKKZedW02jevM5J7N+faqL5c8Y/h2VEcGtW9U7vdfQ0eT70d3ZHRXA9Zd9OG6dxy/je9c5uAV4GlYCrsfh3J2oXmFDVbFYhHLB7bG1LA2K8944RWVwVcjO6js/SEWi/hmVAcM6lRj2kFntk/pxiAVZqpFIhFrhrZFR1ODKQecOf5prwp/NoCVg1oTlZbH/KNunFEiQny6eQtcI9JZccaT45/2LnPmrzQ0xCI2jjVl7B5HxnQ1KNWcVSQSsWFEO2b85cq03s1fipEKU82yt6urKaaatgYtSxFcxnc3ZPO9IJbYmLw8Dwe0a0STOtWwaduQlg2qv3y9d6v62AYlMbtB2RHZCZkFrxkZx2bks+Hyc7ZO6lrqexrXKt+0+JJHLPJ/5pp+vO7PxcUWJS7nG5vJzX+8fJ6EppKcXVjmtR+ZmksLJarAvKMzaFK7WoWEm+DEbEKTchjWSb/Ev3tFZxCamM247qW3P4FiELbuks/LePmy4qUveMSQklPEQjUq7wRBYMPl53Q2rMMnvf5nnpxXJOWMaxS7H4eRUygtsXWvfnXt1467T0wGR59GcN07HrGYtyrGdDTF2LRTLiY7ID6LaYdcmGNhxDIV24uKpHLWXfLB5UUalxZbqF1p4BubyaIT7nQ0qMWVJX2VNmQujatesQCMNG3C2mHtqFddm6WnPHi42go97Q/3qB4Qn8WP1/0JTsxmzdC2TOzRTK37nU9MBr/dCeR5TCaLbUyYbWH03iexghKy2W8Xxg2feAZ3bMz5RX3o1LTivx8lIZMLPAxI5KhTBM8i0hnVuQkn55ur5Qn0JseeRrDbNhQRCvG5LPFGEBRVK+fdornpE0+zenpM7NGMvdO6U7+CE3KVjSAIeEZncMM7nlvP4ymQyhjWUZ/NE7vQp1X9f53AVEUVH4qqypsq/hP8X1HXBUHAPTKdix4x3PCOp1EtHcabGTKum+F7S1QoaZ+ehqXy+53AUlNmdDTF9DNpwMGZPSqtUqZIKueadxwH7MNIy5Uwp68R03u3qNQ4UN/YTLY9CMYxNJWZFi1Y2N+YemqmiIBipnXno1BOukQytltTVg1uo3Jlj0wucPZZNL/fDaRbszp891FHpaoZQHHM9tuFsds2lGm9W7B6SJsSH+xlcoGh2+yZ0rMZ8yyV949QhqjUPBadcKeatiLOW93B7O3n8aw+7836Ee2Z8YafizLsswtjr20Yx+b2KlfIUoZCqYwZh1ypV12bPdO6l3ue5xRKGb3rCaNMm7BqSFu1t7vpVgDPItK4sMiizG0uOu5O3erabBqnqLAoNoHOK8HcVEdTTB09LVYOasO47k1LneEtkMjo9csDDs/piVmLeiUuU8whhxc4hKRwdG6vMpc79yya7675kf+KmaeWhkKoKq3aZOUZT0wa1XitAuhVZHKBvr89emlsrKUh4u/ZPbFs/Xo1mSAIjNntyPOYTAQUx+Eza+MyK04WHnejp1G9cq+TnQ9DCErMZtcn6nnGAKw970VmoZT903uU+PdV57yooaPJj2W0YvjGZjL/mBupOUUUyeRoikUcnvP2sQDIKpAwYLMdP4zuyMjOqrd6nXsWzR/3grizwpL6NXRIyy3i7yfh/O0YjlwuUFCGefSg9o3YPqUbVzxj+dsxnMh/TOVL81LSEIvw+2FouQN6/7gsph1yZp5lK5bYmKj0ebIKJCw+4UFGfhF/z+qpdlVmcWvhEhsTPrMyrtBvYl6RlO+u+vEgIJE/JnR5KWbL5QIT9zthYVyf1RW4v6hLak4hW/+pSJxlYcTSASZqeaCEJeew5V4QjwOTmd3XiEX9jd9L5PeruEemsdc2DIeQFMabGbLAspXSv7mqkp5bxJln0ZxwjkQuCEw3b8GUns0qTSi57h3L52e9X15HWhoiPL4Z/JZ4GJ+ZzyWPWC64x5CWW8SYrgZM6tHsg/swvokgCHjHZCpaop4nkFMoZWjHxozsbICFcX2lq4xL4//K2KCKKlShSsas4j/H73cCeBqagvQDpT6VhUgkoodRPTaN68yzrwexfGBrnF+kYfn7I2b85cJVr9j3njQhEonoa9KAsmTcQqmcJ6Ep/HIroPSFVERbU8wEM0PurOjP7xNMsQtOxuLXh/x8w5+4SkoV6tS0Nodm9eTMAnOCErKx/O0Rm+8GKR33/CZ1q2vz7UcduLuyP1kFEqw32/Ln/WByC0uOXC4JDbGIT3o35/FqawzqVGPYdnu23AtS6nvX1hSzbGBrbiyz5HlMJoO32vM48O3o0LPPoimUypjZx0iVj6cUzevrcWmxBUb1qzNyxxNcXqSqtZ7hpk04/mkvtt4L4tfbgSonWi2yMmbFwNZM/8sF98g0tfbhVXQ0Ndg/w4zAhCylIsRr6Giyd5oZh56EYxdccpy3MqwY1JrErEJOPys79WrtsLZc8oghNElhqlnSIFhTLEJDJFJEQX85gKm9mpdZmq+rpcFHXQy44B5b7n5at22E84vUcs/Tu34Jrwk3ABKZooIjIL7k+PDy4sLv+CaQnvu/a1YiE/jh+tvx87d9EwiMz34Z0V4olXPYMaLMhKpIpZOm0stNZCqLxwGJnHOPRUtc8mNXak4hN33imdmnZCFTEAT+fhLO2D2OJGT9r0VJS0OMRimDsZ0PQ2jdqAYjTEuu9CmLiJRcfrjuxx8TOr8ceH5x3pvdj0PJK5KVKdzoaorp3bI+Ox6G8NUVX8KSc0s1Xy2mc9Pa5Qo3fnGZfHLImfn9VRdu4jPzmbTPCQ2xiLML+qgl3Ehkcr6/5sf31/zZM607S2xMKiTc+MZmMmrnEyLT8ri1wvK1KkSxWFFxd9DhRaX9HiqDRCbnryfhWG+2JSGzgNsrLNkwor3Kwk18Zj7rL/kwfLsDdfS0sV1jzZfD2r034UYQBB4FJjJpnxOz/n6GSaOaOKy1YeNY03ci3PjGZrLmvDfmmx5iH5zMN6Pa47DWhiU2JpUm3NgFJ78m3IDieeLmPxV4hVIZN3zimPW3K/1/f4xreBqrh7TBZcNAfhzTiU5N33+ld0kIgoBPTAabbgXQ77fHzPjLhbRcCT+P7cSzrwbx+4QuWLVpWGHhpooq/qtUtU1V8Z9k+Rkv5ILAkA6NGW7apFIU/MpGV0uDMV2bMqZrUxIyC7jsGcvOR6F8fdmXkZ2bMN7MsNKNfUsjMCELv1IGVsUUSuUcc4qgZf3qTC9lgKEOYrGIAe0aM6BdYzyi0jlg9wLrzbaM6tyEhf2NVWpPKo0uzepwZE4v3CPT2fYgGMvfHjO3X0vm9mtJ7WqqP0waNajOnmlmuEem8cvNAE65RrFqsGr9+3Wra/PLWFMm92zGt1f9uOQRyzejOjC0Y+Nyv3OTRjU4s8CcM8+iWX7GE6s2Dfn2ow40qqlLVoGEzfeC2DjWtMKRxqWhq6XB5omdOeESxezDz/hiaFvm9jVS+Vw1a1GPi59ZMOuwK/GZ+fw+obNKPgBz+7VEW1PMrL+fcWhWD6UijMuibnVtDs/pxdg9jrSoX51Pejcvc/m2+jX5cUwnVp7x5OZySwzqqG6Sraetyc8fd2L5GU8Gd2hcqudOq4Y1mNSjGb/dCeLgzB5IZXLkgoAI0NQQYdKoBqsGt2HTrQCkMkHp83C8mSGz/nLlu486lDl4Nm5YnUa1dHB+kVpqe4tUJudpWMlinlQmMPfIM+593v+tWWL9Wro4hpb8PoU/SdBbrTlRaXnc9k14WVFSIJHx3VW/t3xXCiUybvvGl5jEJAgCEam5GDUou22quJy/JN8gZbjvn8jC44q0tdKEorNu0fQwqltiG096bhErznjiHJ6GRPamACKUeN2FJuVwzCmSq0v7qnxdSmRyVp71YmKPZli/0pK1aZwpcw4/Iyw5p8RWqf/tkeKe28GgFl7RGXhFZ5S5vI6muFyjX9/YTKb/5cIiK2Olkt5exT8uizlHXBnQrhE/jemkVvtFcnYhS055kJUv4frSfhVKvJPLBQ46vODPB8EstjZhsbVxiftk1qIegzvo89udQLZP6ab29pTlcWASP930R0MkYvcn3ZVK4HuTjLwi9tqGcdQpgkHtG3N3Zf9S2zbfBVKZnBs+8eyzCyMlp4i5/Yw4OKuHWr/z5VEklXPbN56jTyMITMjm425Nuba0X6U8s7yJR1Q684+6vSWAFkjk7Ld/QUB8Fle84qirp8XEHs34dbxphUMbKhNBEPCLy+KGTzw3n8eRkSthcIfG/PRxR/qaNKiQ/08VVfz/RlXbVBX/Cd4sjWxi0BT3yHRuPY/njm8CeUVSBnfQZ4SpPv1a/3t/KBQzEplccI/hmnccdfS0GNfNkHHdm6qV6qAsX17weZk6UB4iEez5pHuFElfK40VyDgcdwrnkEUNfkwYs7N+KXi0rz1DQNTyNP+8H4xeXyXzLVszua6S2Z4EgCNz2TeC3O4HoaIpZP7w91m0bqrSvcrnAefdofrsTRKemtfnuow4lprqURFJWAT/c8Mc+OBkL4/pEpOTRqJYOx+b2ei/Cn3tkOotPutOrZX1+G2+qlj9DcnYhnx59hp62BvtnqP6gfe5ZNN9f92P/DLMS20dUxeVFKrMPP1M6QvzLCz6EJGVzdmEftUXiJac8EItE7Jxa+iAtObsQ6z8ec2RuL1JzCll0woMeLeqyekjbl4abF9xj2P04lAerrJTyphAEgYFb7VgxsHWZUdMA31zxRSSi1LYe98g0ph5weUtAKUZbQ4xlmwYcmtnjtXPzjm88ux+HcX1Zv7fe4xCSzKdH3EpcZ5PautivtUFLQ8yOhyHsfhxaokjQVr8md1f2f+v1xKwCzDc9JODHYWUKV2HJOQzf7oDv90NVFkTfbHMY173pW/4/Upkcqz9s+WZUh7f8cFxepPLZSQ9yCiQUvSXcgK6WmGNze9Or5f/a3gRBYNbhZ7Ssr6dSGk4xW+8Hc8c3nmtL+711XIqkcr6+4stlz5gShCQFIhH4/TAUPW1NJDI5q897c8c3odQKKE2xiMuL+76VfljM8xiFcLPY2piFKgo39sHJLDnpwSJrYxZbG6t1T/SISmfxCQ96tazHr2re44pJyCxg9XkvotLy2D6lW7nVXJGpuYzd85R+Jg1YO6ytWmlh5RGalM1PNwLwis5g1eA2TOvdXGWBK69IymHHCPbZhdG1WR3WDm1X6vf5LsgvknHOLZqDDi8Qi0TM79+KiWaG78RXJyGzgFMukZxyjaamriYzzFsw3szwnQhEoPDK+ni3Y4ktssUM7diYeZat3tuEnzIIgoB/fBa3nsdz0yee5OxCBndQtERZtm7wXjyPqtqmqvgvUiXeVPGfoKwbtFwu4BWTwR3fBG49jycjT8LA9o0Y3kkRefshk5/KolAq42FAEhfdY7APScasRV3GdzdkhGkTqutUXtFcdoEEs58elDrggn9ihzXE/8z2K16bb9mS2X1bvhYzXNkkZRdwxDGCE86RGDeq/ISqp2Ep/Hk/mJCkHBb0b8WsPkZqH9siqZyTLpFsfxhCR4NarB/eXmUzxMw8CVvuK5Kl5vRtybIBJkrvj0NIMjP+cqWdfk2uLKmYubSqFM9KZ+ZJ2D/DTK2y9LwiKctOeRKdnsfhOb1UPq+ueMay4fJzdn3SjQHt1I/rLeayZwzfXvHjwmflR4gXSGSM3fMUC+P6fDOqg1rbS8oqYOBWu3KTwXY8DOFxUBKn5/UmJqPgrYQbiUyO9R+2bBjRXmmfk92PQ3EJT+NYOX42jwIT+f6aP3ZrrEscIPxxN4gD9mGlDupB0fq3dmjb1zxmPKPSmX/MHbevB721/Lg9jnhGZVDSGnU0xXz3UQcGtm+M5e+PyxQHzi/qQ7c3BsouL1JZdc4bx3UDSt1fgPNu0Zx5Fs3Fz0o2SS6Nc8+i2HDZ9zVRvHvzOlxa3Pe15e76JfDDNT/s19q8HDTL5ALbHwaz53FYmaK6rqaYk/N7v+ZZ9MA/kTUXvHn8hTV19FTz+HKLSGPGX65cWmxB+yYlm2gDnHaN4usrvi+Tol6lRX097Nb8L3q9OCXugP2LEj9LdW0Nnn8/tMT7uk9MBtMPubBsQGvm91fNv6vYf+nX8ablCpMlIQgCp1yj+PlGAKuHtOHTfi0rNDC+65fAlxd9GNCuET+M7qj0hEFMeh4z/3LFwqQ+P39ccqqYOmTmSdj2MJhTLlFM7dWclYNaq3y+SGRyzjyLZsfDEAxq6/LlsHZYmKieyKguGXlFHHeK5PDTCPRr6fKZtTHDO+lXurmtIAi4hqdxzCmS+/6JWLZuwEwLIyxNGlRqYuabRKfl8dGuJ2TlSyjtNqClIWK2RUu+Gtn+ne2HsgiCQFBiNjd9FIJNQlYBA9o1YlRngw/yvF0l3lTxX6RKvKniP4GyN2hBEPCNzeK2bzy3fRNIzCrApm0jhpvqY9O2UaWKIpVJcnYhV70U5nNRaXkM66TPhO6GmLeqX+EHB9ugJGYffgZANS0NqutoUEtXi9p6WtSrrk2D6jrUr6FN7Wpa1NHTooa2JkGJ2QQkZGMblIR120bM7NOCvsbv7iEmp1CRbnLIIRw9bQ0W9G/Fx90qJ6FKEAQcQ1PZcj+IyNQ8Flm1Yoa5UbmJQ6WRmS9hj20oR59GMMK0CV8MaatyO41/XBbfXfMlKi2PDSPaM7qLQbmDhvwimdr7XBlIZHJ+vR3Iebdotk3pqpaAIpXJ+e6awrzz8OxedDAoffBYEjd94vnivDd/Tu5aaqKPKqgSIR6eksvonU/4Y2JnhnVSryrtuHMkB+zDuLfSqtTvMq9IitUftvw4umOp1W9Hn0Zw9lk0N5f3U2qwGZ+Zj+Vvj3FcN6BMA+r8IhldfrzH7RWWJVaGDdpiS2hybrnbE4vgypK+dDas83L7Fr8+Ivjn4a9VLnlFZzBh79MyxYs61bToa9KA+/6JpQrQGiIY0lGfvdPNXnv93LNornjFcmq+eZn7u/7Sc2roaPDVSOWFuSOO4fx8M+CtfdevpYvzhoGvvTb9kAt9jOu/5uOy4own17ziShStXkVHU8zpBeYvKzgKpTKG/GnPfMtWTFfRCDy7QMKIHQ7M6mNUroFzaFIOo3c+QSRStNS++jknmhnyx8Qury0flpzDqB0OFErlbw1CB7VvzKFZb5s4e0dnMOMvF5YPbK2S8fqrUeD7Z/Sgj7Hq7ZTFbXgPAxPZ9Un3CrVk5hVJ+elGADd84vhlrCmjuxiovI6nYSl8dsIDp/UDKpw+JZXJOe0axdb7wXRqWptvR3WgdWPVWn3kcoEbz+PZci8IDbGItUPbMrSj/nur+ojPzOcvh3BOuUbRxbAOn1kbY9m6QaVvP69IyhXPOI45RRCfWcDkns2Y3rtFhdrmlCU5u5CPdj0hKaugVOGmmNrVtHD/etAHS2QKTsxWtET5xBGXUcCA9o0YZdoE67aNPuhzSZV4U8V/kX/nSLWKKt4RIpEIU8PamBrWZs3QtgQlZnPreQLbH4Sw+pw3Vm0aMtxUn4HtG6uVrPCuaFhTh3mWrZhn2Qq/OEVb1bLTnuhqaTCue1PGdTdUu6/cum0jvL8bQg0dTaUjQEf+829sRj4nnSNZecaL2tW0mGbeggnvoHy4ho4m8yxbMbOPEde849hvF8aW+8HM6WvEtN4tKrQ9kUhEv9YN6GtSH9vgZLbdD+aAfTifWRszrXdzlQWi2tW0WD9ckaC0+W4QA7bYMrdvSxZZGyt9TnUwqMW5hX246hXHLzcDOOkSxY9jOpYaJy0IAlMPOjOnr5FaM8yVgZaGmG9GdaCzYW2WnfJkfv9WLB/QWiVBT1NDzM8fd6Jp3WpM3u/EnundVWqDGtm5CVoaIlac8UIm76JWws6rrBzUmsjUXKUixFs2qM7vEzqz5oIP7fRrqVV9NK1Xcy66x7DzUQhrh7UrcRk9bU1WDW7Db3cCGdShcYltWpN6NGPHwxBsg5PLjJEupkntavQxrs9lz9gy/USqaWvQp1V9HgcmvSXepOQUElaKcKMpFqGtKSa/SIautgZtG9d8bbDfsIYOIiApu/C1iqvtD4JfxoOXRl6RjFvP48sUOWQC3PNPJCmr4DWj2ojUXFooYVbsGZXOChUiqffahrL1fnCJolNKTiGC8D+fmtCkbFwj0tg+petry33Sqzl+cVlEpeWVabgswGuGxX89CUdPW5Opvcr2ayqJ76750aJedeb2LTsOPrtAwsLjbszqa8ScvkZ8esSN4MRsCqVyqmlp0MPo9QqnxKwCZv7lyuy+LenevC6LT7q/rM6qpqXBwPZvn6Ne/wg3KwcpKl6UpUgqZ91FH1zC07j4mYXKogQoftc+O+GOWCTi+rJ+FfIO8Y3NZMUZT+pV1+b2Cku12576tKqPUX09jjtFqtw69ioOIcn8dMMfqUxgy6Qu2LRtpJLgIQgC9iEp/H4nkLTcIlYOas347sp7vVWU0KRs9tu94Kp3HAPaNuJUJcVvv0lESi7HnSM55xZNs7p6zOlrxOguTd+bEBGeksNHOx3JUTIMoUAiwyEkpVQ/sndBaFKxYBNPdHoeA9o1YtXgtti0a/hB4+2rqOK/TlXlTRX/CSpDXQ9NUgg5t30TCEvKoV/rBgzrpM+QDo1VLiV+H0hkcmyDkrnoHsOjwCRMDWszvrsho7o0ee/CU6FUxu3nCRxziiAgPpuPuxkww9xI5coJZZHLBR4HJbHf7gX+8Vl80rs5c/u2rJS4dUEQeBiQxNb7waTkFLLExoTJPZupXeXjE5PBxlsBBCfmsGJgaz7p3VwlX5ScQik7H4Zw5GkEU3s15/PBbd4Sq+77J7L+kg92a2z+FdVjAfFZLDrhjnHDGvw5uata4tplzxg2XPLlp487McFMteu5OEZ70zj12iVepVAqY/ohF+pX11EqQvyH6364vEjj0mILtc6ZgPgsxu5x5OqS0o0vpTI5Q7fZM8vCqNREsd2PQ7ELSubcoj5KbfeKZyy7Hody//P+ZQ7mjjiG8yAgiRPzer/1/lXnvNDSECMSKYw06+hpkZEnYXafFvQxaUBHg1o0rVOtxPX33viAPdO6v2z/CU3KYeif9sgq6RFFR1PMfMtWfDH0f7HLS0560NmwdpmD4ZxCKZ2/v4vT+oFlViWB4t6x5V4w+8tpHXv21SAa1lQk0Hx31ZfsAilbJ3ctcX33/RP55VYACZkFJfr5aGuIubTYgk5Na5OYVcCAzbYcntPrNQ8cZbjhE8fXV3y5s6J/mfdRuVxg0Ql38iUyjszphYZYRJFUznfXfLngHoNcgJvL+70UmrMKJEze70z7JjXZMrELIpEIj6h0Zv7lSl6RFAGwX2PzmqebZ1Q6M/92ZdXgNswpR0h6lcx8CZ+dcCerQMLfs3uWWy1XEk/DUlh6ypOhHfX5fnQHtf3xZP+YEm97EMwSaxMW25goPTlSGrZBSaw864X9WhuVf+PDU3L55aY/LuFprBjYmpl9jFT2b/KMSue3O4EEJmSzxNqEGX1avLc2GI+odPbZhmEbnMzYrk2Z37/VWy2jFUUmF7ALTuLo00icwlIZ1kmfWRYt6N78/fjIyOUCTi9SOe8WzXXvOIpvISKR4v4lFomQCwJFJVSviQCbdo34e3bPd7qPYck5L1uiwlNzsWnbkJGdDRjY7t9ZuV5VeVPFf5Eq8aaK/wSVfYOOSMnltm8Ct33j8Y/Loo9xfYZ3asKQjo1pUEmxj5VJem4R133iuOAeQ1BCNkM66jO+e1MsWzdU+4ExJadQrc/qG5vJCedIrnjF0smgNjP6tGB4pybvLPnIPTKd/XaKh7oxXQxYaNWqxMQWVREEgbt+iWx7EExmvoTFNiZM6mGo1sN8sSC06XYAcgG+HKZ6iXloUg4/XPfDLy6L1UPaMKVnczTEIgRBYNJ+J6zbNlI5PvfVCoDKJjNPwsqznrxIyWX/DLNSq4bK4mloCgtPuDPfshXLBpiotK/2wcksOuHOj2NUF3/eJD23iLF7HBnaUZ/1I8r2FSiSypl8wIl2+jXZNK6zWtvbdDsAt4h0zi/sU6pYdN8/kXUXfbBdY12id0ZWgYS+mx7x1+yeSg3k84tk9PzlASfn9aZLGTPZESm5DPnTHs9vB7/2sO4QkswJ50i6Na9LR4NadGhSi/o1dBi+3YEVA03KbSUbs+sJC/obv6yW2nD5OWdco14bHMoFgQKJnGpaYgQB5AIvW6XEIl4b0GiIFP46xedMkUyOnpYG3t8NefnayB0OLBtQ9r45hqaw9oJPub44giDw0w1/TjhHlekfpq0p5tzCPnRtVoecQinmGx9yYl7vMqsH5HKB065RfHXFF20N0WvGxVoaIq4u6UcHg1p8ftYLiUzOrk+6l7mvbxKXkc+wbfb8PqH8lr+dD0M45x7N9aX93prUOO8WzV9Pwrm53BINsYhCqYw5h5+hpSHm0Kwer4nW4Sm5TNnvhEgkeq2NzCMqnVl/u7J6cBtmqyDcxGXkM/uwK4Z19dg5tZvKA0lBEDjkEM7W+8F891EHpqhRufTqvqw650VCZgHbpnSrtMoQQRAYs9uRcd2aKn1sMvMl7HwYwnHnSCaYGbJqcBuVo6tDErP5424QT0JTmNu3JQusWr2XCSJBELALTmavbRi+sZlMM29RaZM0r5KRV8R5txiOO0dSIJExrXcLpvZqplacvDpEp+Vx3j2Gi+4xFEplfNy1KRN7NKOtfk3yi2QkZReQmFVIYlbBy/9Fp+UTl5FPUk4h6blFFErl6GqJCfhxWKX/poen5HLTJ44bPvG8SMnFqk1DRnVuwsD2janxLxRsXqVKvKniv0iVeFPFf4J3eYOOTsvjrp/C7NgnJpOeRvUYbqrPsI767+3HXRVCErO54BHDZY9YRCL4uFtTJnQ3VKl8PDI1F+vNtnwzsgNzVShZf5XMPAkXPGI44RxJdoGEKT2b80nv5mrFKStDaFIOB+1fcNkrlv6tG7LIqhU9jFSbfS4JuVyRJrXtQTB5RTKWDjBhgpmhWqlCUpmcs27R/Hk/BKP6emwY2b7ctJFXEQSBBwFJ/HzTHz1tTdYOa8vT0BSueMVxb2V/6lZXvkLM5UUq2x6E8Nv4zu+sf18uF9j+MIRDDi/4bUJnRnVW3eshMCGLOYefYdWmIT993Eml4/40NIX5x9z4ZlTFBmOgSED7ePcTJvdszoYR7ct8QI7NyGfUDge+GdWBcd1VvxflFUkZ8qc9i61NSo0rFwSByfudMW9Vj1VD2pa4zO93AvGPz+LInLKNiItZe8EbXS2NUtOkirHZrDBELi/eGeCL8940qa3L6lL2sZgFx9zo3ar+yxYZ7+gMfOMy0dYQo60pRltDTEpOIT/dCODo3F5oa4rQ1tBAS1OEloYYo/rVkcrl5BRIWXfRhyZ1qjGskz45BVKyC6TkFErREIte+sAIgoDp9/e48FmfMoXFnQ9DCErMLlcQ2XIviJ2PQss9HnraGmye2IURpk047hTBefcYri19O2XrTb696ktiZgFDO+nz6+1AMvMlFErlaIpF3Fjej5wCKTP/duXBKiuV7rEyucC0Q840r6fH7xO6lLnso8BElp7y5MIii3KrKuVygeVnPIlKy+P0fPMSxZS03CKSsgteHn/3yHRm/+3KF0PbMsvCSOnP4BeXydwjzxjYvjE/ju6ocgtPbqGUtRd98IhMZ+90swqJLde94/jq8nOGd2rCtx91qPRqhDu+CXx+1os907or1SLjGZXO5ntBfD2yQ5kG1CURm5HPtvvBXPOOY3LPZiwdYKJWNZOqSGVybj6PZ5/dC5KyCpjT14gZ5kbU1qtcwcgvLpPjToqJps5N6zCjTwuGddJXOzFQFfKKpNx+nsB592jcI9OxbtuIiWaG2LRrpNb2cwqlFEnl1FPhGaAsIlNzuflPSlRIYg792zRgZOcmDGrfWO1kzg9BlXhTxX+RKvGmiv8E7+sGHZ+Zz13fBG75JuAemU735nUY3qkJwzrpvzNRQl2kMjlPQlO46BHLXb8E2uvXZLyZIaO7GJTbBrb5bhD77MIA+H1CZ7UGoMXI5QJPQlM45hSJXXASNm0bMbOPEX1N6r+Tqo/ErAL+dgznlHMUbfVrstDKmIHtGlXYTFkmF7jhE8f2ByFI5HKWDWjNuG5N1er1zymUcsAujIMO4di0a8jaoe1U8kgplMo48k8sq5aGmPOL+ijl3fHmPvx2O5BLHjGsHdaOGeYt3pnh9H3/RFad8+KT3s1ZM6StyscsPjOfUTufkJFbxAQzQ4Z1akKvlvWUGhi5hqcx98gzvhyu+IwV4YxLJOsu+1JXT4u1w9oxpqtBqb39tkFJLDnpwaXFfctNqyqJx4FJrDjjyYPVVqUOmDyj0pl2yAXbL6xLFJJTcgrp99sjLn5mQUeD8pPPXMPTmH/MDdevBpZZYfbDdT8KpXI2ji0/+eawYzgOISnllvN/e9UXXS0NNpRR2RSVmseALbaEbhxR5ro+PfIMq7YNS20pA8Wx6fHzA/x/HFqmP8Ocw670a92wXN8Vx1BFcp1HVDrammIKJCVX3+hqilk9pC3zLFsy+E97FlkZl1sZFpuRz4DNtlxbqmilk8jkXHCPYfPdIFJzi7i7sj+rz3sxtIM+y1Tw5gHYZxfGadcobi23LPN6Ck/JZfSuJ/z8cSelWhF/uuHPw4BELnxmoVQFp3tkGrP/fsaaYW3L/N6KicvIxzE0hYMOLwhJzGHNsLZ8ZqV6FHh4Si4Lj7tRv7oOOz/ppnZlbXaBhO+u+fEoMIlfx5mqbVquDDd84lh7wYczC8xfmn5XJqk5heyxDeOEcyTDO+mzanDb92LQWyCRcd4tmgMOLxAEWNi/FRN7qN+yXBJFUjl3/RQt3r6xWXzcrSkz+7RQWdhSB0EQcI9M57xbDDefx9O0TjUm9jDk425N/xUV3dFpeS8Fm8CELCxbN2SkaRMGdWj8zmLQ3xWRqbk8Ckzi+lNfLq8dDVSJN1X8d6gSb6r4T/Ah1PWk7ALu+iVyxzcelxdpdGpam+Gd9Blh2uS1/v1/A5n5Em76xHPBPRrf2CwGtm/E+O6GWLVt+NYsj1wu0HPjA1JzigCF2ei+6WYMUmKWvTxi0vM45RLF2WfR1NbTYnrvFox/BwbHoGgbOekcxWHHcGpV01IkVHVtWuH2LalMzjXvOLY/DEEELB/YmtFdDNQScRKzCth6L5grXrFM7dWcZQNMVCppl/zTnlGRmcKnoSmsvehD0zrV+H1CZ5VFIGUJS85h4XF39GvpsnNqN5WqhOB/UeigaD2RyuS0b1KLge0aYdmmIV2b1Sn1OLhHpjP7sCufD2qjdiUZKK6NNl/fRioX0NIQoSkWM7lnM+b0NSrxuG25F8TN5/FcW9pPrfLyJSc90BCL2DG1W6nLLD7pTu1q2mwaV7KQ8v01P5JzCtmtRCuNIAhY/WHL+uHtSk2yAkVL2rqLilai8gbLruFpLDvtgcuGt2PAX2WPbSgB8dnsLOOzJmQWYL7pIS82jihTaJy0z4mpvZsxtlvpvwPukWksPln2fgmCQJcf7nJ0bu+3YsZLIzGrgGtesZxyjSYiNfef9by+jKKVVJ8lJz1wWj+w3MHp+ks+5BbK3joPCqUyHENTSMgsYK9dGPc/t1JpoOsbm8mEfU85Pd+8zM+XUyhl7G5HrNs2VCpx66D9C/bbh3HxMwul7ifFws3aMgTW9NwinF6kYhuUhF1wMklZhYjFImRyAcO61XjyZdltbSXxwD+Rz895MbVXc9YOVV1UfnX/V571okW96myZ1KVcb6TK4Lc7gfjEZHByXtlJaaqQUyjlL4dwDjq8oFfLenwxpO078617lcw8CcedIzjsGEHDmjp8Zm3MSNMmlWqCnJRVwCnXKE65RFFNW4MZ5i2YaNas0qt5SiIhs4CLHoq2qJScQsZ0bcrEHoaYNq393tK5SiMmPY9b/wg2/vFZ9DVpwEjTJgzpoP9ejk1lUSSV4xaRxqPAJB4FJRGdlkfvlvXpUk/G2vF9gSrxpor/DlXiTRX/CT50aWRabhH3/RO49TyBp2EptNWvyfBOTRjeSZ9WJUTqfkheJOdwySOWSx4xFMnkjOnalPHdDV8+pD0NS2H2389e823Q0hBxbG5vtSJXS6JQqkiIOe4U+Y/BcVNmmLd4Jw+KhVIZVzxj2W//grxCGZ/2a8mUXs0qXPorlcm57BnLjkchaGmIWTGwNaM6G6jlMRScmM1vtwNxCU/jM2tj5vZt+V7jNXMLpfx6O5CLHjGsHaqY+X4XVTg5hVJWn/PCLy6LfdPN6NS0/GqQVxmx3QH/+KzXXtN+5QG/e4s6DGrfmL4mDWjbuOZrn6E4dnjpABMW9Fc/rWX2YVdsg5Jf/n8tDcUAsnfLeiywMsaqdcOX25XJBWb85UL9GjrsmNJV5Qf1xKwCBm2xY/e07vRvU3LqVnhKLsO22XNzeb8SvZ5iM/Kx2WzLnRWWSt2Ltj0Ixjc2k0OzSq+UKZDI6Pbjfa4u7UubctoxswskmH5/7zWT3pK45BHDGdfoMg2WU3MKMfv5AYE/DStTpBi+3YHVg9uUKThfdI/hrFs05xaWvr3fbgew1+4F7l8PUtknBMBm82Na1q+Bd0wGWQUS5IKATA79TBpQQ0cTowbVWTe85FSxYiJTcxn8p32p8eyZ+RJsNtuycawpwzrpK71v+UUyPtr1hNFdDFheRrWOIAh8dsKDrAIJx+b2KndAfcUzlq+v+HJ6vjmmhuVf324Racw+/Ix1w9u9Fm2eVyTFNTwNh5AUHgUmEZGSi66WBoVS2eveRmIRJz5V7bdJLhfY9jCEvyrQzgmK34Cdj0I5YP+C1UPaMLdvy3dWvfgmGXlFmG96yPmFFkod57IolMo46RzF7sehGDWozpfD2qlseK0OCZmKKtmTzpGYGtZmkZUxVm0aVpqgUVzpctQpkru+CViY1GeWhdFr9+h3RYFExn3/RM67x+AUlkIf4wZM6mHIoPaNK1xJFJuRz9zDz/hlbCe1WsNjM/K5/TyeGz7x+MZm0se4Ph91NmBIx39nOEdpJGUXYBuUzOPAJBxCUtDT1sCmbSNs2jWiX2vFPfZDjw2qqOJdUCXeVPGf4N90g87Mk/AgIJHbvvHYB6fQqmF1hv1TkdO6UY0PPtNSTHGywUX3GG77JtCyQXXGmxni8iKVBwGJb6UZ6GiKubCo4g+Kb+Ibq+g7v+r9bg2O5XKB+wGJ7LMLIzQphxnmLZjd16jCPfwSmfyfeOdQqmlrsHJQa0Z0aqLWw6Hzi1Q23QogIauAVYPbMMGsWYUTSlThaZjCnNWgTjX+eEdVOHK5wF67MHY/DuWXsZ3KrI54kyuesay76ENBGdHJulpipDIBXS0NvhnVnsk9/+cZ4xubyfS/XJhv2Uplc+dijjiG8+udwBLbYrQ1xdSppsV8y5ZM6tGc2npaJGcXvjTGnaFEO8ibHHeK4KBDOPc+71/qQ/93V32JzSjg0KweJf79i/PeaIhE/DahfAPl6DRFa9LTdQPLFFvmHX1GT6N6SsUWW//xmO9Hd8S6jNjyp6EprLv0HPu1NqUuk1UgofP393j+/ZAyxdd+vz1i88QumLcqfUC/9V4QCVkFpfq8PI/JZMzuJ8gFODy7p8oRvIEJWXy82xG3rwejp6WBW2Q6592iueETT/P6eoQn5/JwtVW5VZqrznkhFonYPLHk/fzhuh8hiTkc/7SXSr8t31zxxT8+i7MLzMsUZHY/DuWUSxTXl/Ur10/DISSZBcfc2T/DrFSx8VWeRaQx5/Az1o9ox7TeCuEmu0DCrL9d8YrO+KfCTigxcr0Ygzq6OH5ZfgVYMcVG6uEpueyf0UOtlkZQtPCtOOtJToGU7VO6vZcKlTf58bo/cRn57Jthptb7ZXKBSx4xbHsQQk1dhYeaqtHh6hCWnMMBO4U/nU3bhiyyMla6sk0ZCiQyrnrFcvRpJNHpeUzq0YwZ5i1Uak1WB0EQ8I7J5IJ7NNe84mhQQ4cJPQwZ182w0kyW4zLyGbvHkaSsQsZ2a1piSl1JxGfmc+t5Ajd94vCJycS8VX1GdW7CkI76leaT866RywV8YjN5FJjE48Ak/OIy6WxYhwHtGjGgXSM6GtR669z9N40NqqiisqgSb6r4T/BvvUFnF0h4FJjE7ecJ2AYnYVCnGiM6NWG4qT4dmrz9Q/OhyCmUcut5POeeReMWmV7iMiKguo4mV5b0rfSITlA8VJ93j+aEcyQ5hTKm9mrG1F6Vb3AsCALPIhQJVU9CUxjX3ZD5li0rXCFVJJVzzi2a3Y9DqaWrxcpBrRnaUV9lEUcQBG4+j+f3O0HoaolZO7QdA9u//kBtH5xM68Y1cAxNZXD7xpVa3vxqFc4XQ9oy2+LdVOE8DkpixWlPxpsZsmFEe6VavwokMsx+uk9ukazcZcUiESfm9cLCuMFrr/vHZTH9Lxdm9TFixSDV/EFAMSgfteNJmQNKXU0xMkFgdBcDvh3VkcCELGYffsbZhap7VMjkAuP3PsXCuD5rh5VcpZGSU4j1H7b8XUqyVGhSDiN2OGC3xpomtcu/nibvd2Jwh8bMs2xV6jLHnSO54R3H2TIqV4pZctKDDga1yhTMwpJzGL7dgaCfSk9LKZDIaPfNnXIrYbr+eI+T83qX6fOz/LQnbfVrlrhPydmFDN1mT1quonV0nmVLvlaiXehVfr0dSGxG/lttYIVSGb/fDiIyLa9Usa2Y4u/t4aqSRZ6QxGxG7XzCjWX9VDKkfxiQyMozXtxaYVmmeGQblMTikx6cW9in3Co539hMphxw5qePOyolyBYLNxtGtH/NlFsikzNmlyPBidllXmPAP/fHtsztV/p5+ioB8VksPO5O60Y12Dq5q1rtuoIgcNEjlu+v+TG+e1PWj2j/3uKy3yQ2I5/+vz/m4SorlYQJQRC455/I5rtBFEhlrB7cltFdDN55NYpXdAb7bMN4FJT0TzKkcaU+S0Sn5XHCOZKzbtE0rqnLLAsjPu5Wui9ZZZGUXcBlj1guuMcQn1nAR12aMMGsGd2b16nUZ7xi4SY1pwipXEBPW5GeV9pvZ2JWwcuWKK/oDHq1rMfIzk0Y1lFfrUrCD0FmvgSHkGQeBSZhF5SMRCanf5uGDGjXCKs2Dcv9HP/WsUEVVVSEf3fGWxVV/B+npq4WY7o2ZUzXpuQVSbENSubW83gm7nOiQQ0dhpvqM6JTEzobftje5xo6mkzqofiBex6bSWEJlQ0CilL2SfuduL6sH00rWVSprafFPMtWzO3bEofQFI47RWD1x2MGtFMYHFsYV47BsUgkolfLevRqWY+ghGwO2L9g2HYHBrRtxCJrY7WTRrQ1xUw3b8HEHoacfRbN99f92PEolJWDWjOkQ2Ol910kEjGqswFDOuhz0iWSLy/6vFbKLggC3171ZUC7Rpx0icKydQNqU3niTXUdTX76uBMjTJvw5UUfbj2P5/cJnSu9/c+mbSOuL+vHwuPuTD/kwu5p3cs1bdTV0mByr2accCo7jllTLOLX8aZvCTcAHQxqcXq+OdMOOSOTy/l8cBuVzqs2jWqioylGWoaAVCCVIwJu+MTzmbUJvVvVZ/nA1iw+6cHNZZYqiW0aYhEbx5oybq8jH3drWmKbUoMaOizs34qNtwK4vNjirc9j0qgGA9s14qB9ON9+VL4IMd7MkMOOEWWKN9ZtGvLDNT+yCiTlxgZ3MKiFf1xWmcvo19KlSConPU9S6kxw8SBFIit9UC8IAtkF0nL3KTI1l6Ed324zKpLKmXPElax8ycvXbIOS+Xpkmat7Dblc4JpXLD99XHJq11XvWP5UYsZ8+8MQxnc3LFFgEQSBH67780nv5ioJN8nZhay94MMPYzqWKdxEpuay/LQnv4ztVK5wE5Wax+zDz1g2wEQp4abYRPyrke2Z+kYKnJaGmBPzejNiuwNJ2QVvVYC+ilQmML57s3K3B3DVK5b1l56zyMqYpTYmagkVmXkSNlx+jkt4KjundlO5GquyaVqnGhbG9TnrFs2XpQi7b+IXl8lXl32JSc9nxUATJvdsXulVrq8iCAL2ISnssw3DJyaDT3o3V1pEVob/BSJEYB+cwqAOjdg33YzeLeu902eqQqmMhwFJXHCPwSEkmV4t67HExoShHfXfSctzfObrwg0ohP2nYalYvVLllpRdwO3nCdz0icc9Kp2eRnUZ09WAvdPNyqyk/LcgCAKhSTkK75rAJNwj0zFuWAPrdg3ZM607Zi3qVqoXUhVV/F+kSrypoor3hJ62JiNMmzDCtAkFEhn2wcnc9k1g+iEXalXT+qe1Sp9uzeq+t775NznhHFmicFOMXIDMvCIm7n3KtWX93klCglgswqpNQ6zaNCQ6LY+TLlEsPeVBverazDBvwTgzw3IHZsrSVr8mWyZ1YfWQNvz9JJxpB53p1FTRe2/dVr3eex1NDWb2MWJSj2acdo3i6yu+7HwUwueD2jCgnfIl6dqaYub0bcnEHs34yyGcuUee0dGgFtkFUlJziujevC7HnSNJyCx4JwaZfYzrc2elJb/fCWLkjiesGqww+63MNq4W9atzabEFay/48NHOJ0rF9M4wN+KIY0Spf9fWFLPY2pgJZqUP6trq1+TMAnOmHnRBIhdYO7St0t+LWCyiZ8t6r/nevImmWERtPS1OzTN/ObO8sH8r3CLSWH3eiwMzeqh0jXcwqMXMPkZsuPSccwv7lPjeTy1bctw5ktu+CYwowWx4sbUJkw84sXSASbll8iNMm/D15ec4BCdjWUr7S7N6erRsUB3HkJQyzY0BOhrU4rxbdJnLVNfRpKauJgmZBaXun4ZYhIZYRFEZ96h8iQyZXCjXIDoyLY8WbyToCILA+ks+hCTmvFb1EZaUo5RIVYxrRBr5ElmJrUO3nydQS1eLviUIi68SmJDFPb8EHn9hXeLf7/kn4h+fxe5p5RtRFyMIAmsveNPHuD5ju5WeGJVbKGXBMXcmmJVt+gwKH6KZf7swuosBC/qXXwHj8iKVT4+68fXI9kx5Q7gppl51bc4sMGfUzifkFEpLXEZDLGJk5yblCqESmZxNtwK54B7N7k+Ui9cuCaewVFad86J9k1rcWdn/X5EOBDClZ3M+P+dFZGouf07uWmZKHCg8wgZ3aMycvkbvtCJFKpNzyzeBfbZhJGYVMNvCiL3Tu1eap0p2gYSL7jEcc44kK1/C1F7N+enjTpUmCpWEIAg8j83kgnsMV73iqKunxQQzQ376uFOlT2a9SnxmPmN3vy7cgOLcvuIZS4cmtbjjp2iJcotIp3uLuozq0oRd07q9l2j3ilIgkeEUlsrjIIVgk5xdSF+TBozqYsCWSV0wrPvvCgCpoooPTVXbVBX/Cf4vl0YWSmU8DU3l1vN47vknoqslZlhH/ZdxyO/L8yQqNQ/rzY/LnOl8ldrVtLi9oh8Gdd5PhOhNn3iOO0cSnJjN2G5NmdnHSG2/gtLIzJNwwiWSw47h1K+uw0KrVnzUxaBCaU4FEhknnCPZZxdG0zrVWDmojVrCUFpuEVe9YtHV0mBst6boammwzy6MbQ+CmWBmyBdD2r4zs8FnEWmsveBDHT0t/pjQuURj3IogCAKHHMLZej+Y70d3eM2npiTG7XHEIyrjrdfFIvioiwHbJitnDhyWnMMnB50Z3cWADSPaK/2dHHEM57c7QeRL3q6+0dYUY1RfjxPzer/14JyRV8SonU+Ybt6CRUp4xbxKXpGUwVvtWTrA5K1qhWJOu0ax3y6M+6usSjxnZ/zlQrdmdVg1pG2522v3zW1kcgH7tTalDog23gogI6+oVN+YYpKzC+n5y4NyvWoGb7Vjw4j2ZQ6w239zh+vL+pZ6DiZlFdBr40NCfhle6nWbkVdE1x/vv7U/x55G8PPNgLequnS1NNgzrRsD2imXuLf+kg+aYnGJlTdj9zgyuosBc/qWnXq28LgbTWpX4/vR/4+9846K6ty78DNDVRGQ3qRKk6ICKvbeNRpbYtQkpmkS03ty03vvicYkGjVRo7Ek9g6oKL0pvffeYWDK+f4YJSoDDDCo8eNZK+vmZgqHYebMefe7f3t7tbpNIpUz7csgHp84qE0BRBWbQ7NYdzqdQ0+Nb1P0EASBtX9EU17fxJYHR7Z77mtolrHsp/MMNOnLN3cP61CQvCLcXJ9F1RZROZUsXReqcnxKWyxi16Oj2xV7S2ubePyPKGoapaxf6d+lDC+pXMEXx1LYdDaLV2Yr27BulXHnK5TXNTH/+7O8MsuTOb49V1GuDhKpnJ2ReWwIzkAhCDwy3pkl/gM15kZJK6llc2g2f0Xm4WrZn/tGOzDbx7pD0ao7lNRK2ButHIsqqJIw19eaxf52+DsM6PH3QlG1hAXfn6Wsrknl50AsUo60+zuYMNvHilk+1jek7ay75Fc1cjKphNNJJZxNL8O0n15Lds0oF1ONjSL+l9cGvfTSFr3Om15uO04lFnOHqWWP1E/3BHraWkzyUCbkfyBXEJpezqGEItb+EYVIBNO9rJjlbUWgs2m3RISO2BmZi7aWuM1dbV0tMdqXm3WaZAqqG6VM+PQ0y0bYs9i/Z2sv9XW0WORvxyJ/O+LzqtkcmsUd351hyEBjVgY6MNPbSiOvjVFfHR6fNIgHxzqxOyqfb06k8tmRZB4c58zdwwfSrwt1z/o6Wjw0zpl7RtqzJTSb53bGMtCkL09PdWViJ5o1TPrptlrwrZngwgwvK97+5yKTPjvNCzM8uGu45kOOhzuacPDJcXx+NJm5357hySmuPDLOWWP2ZZFIxMPjnRlsY8jaP6KIy6vmzXlebdr5HxrnzLM7Yq4JLtbVEqOvIyajtI6yuma1LOIu5gb8uXoUy346j0wh8MbcwWr9PQJdTFtq2q9nqJ0Rvz0wUuVixbivLj8s9+Ou9ecZNtCYke0E6l5PX11t3pnvxbN/xjLV01Ll77fE345fzmSyLSyHe1WEIz8+aRCPbI7gkQkuHTpT9LS1qG6UMvebM+x6dDROKjI1JrqZ8/SOGARBaPd1M++vh0V/PRILa9ttsbEy0qeoRtLuceloidodm6qRyNDXEbd7Psgub8DMQPca4eZ8Rjnv7L+kcoEklSs4m1aulnjTJFMKzRtXjWh1W0J+NclFtSx6oP0FRHxeNcEpZQS9MFHl7T+HZGDUR4clAeqNDIEyH+fDg0n8ev/wdt0q64MziM6p5O8nxrb7GkrlCh77PYq+utp8vnRIh8LN+YxyHtwUzpvzvFg6XL3jLqlpQixSLlCv/7PYm/ZlSDvh+VE5lTy6NZKRTqZsWjW8Sy6TzLJ6ntoeTbNMoVazWmepkUhJyK9WOd7ZGUwN9Lh7uNLpebPEm+pGKVvPKzc+zAz0eG66m8bqvuUKgROJxfwWmkV4ViVzfa354+FAhnRxxFkdrh+LGulkymMTe24sShUdCTegzHb7ZLEvC/1ubVFCJlcQlVPVEjacVlqHv8MAJntY8NIsj1uqzKOXXm51ep03vdwWXK2uj3vjT/Kl/fCzN748fqNMob9Zo0hdRSZXEJ5VyaGEQg4nFNEsVzDN05LZPtaMGWSm8Tn1iZ+eIqeioeUi2bCPNuYGelgb9cHetC+2xn2wNNTHylAfKyPlYiy5uI5dEXkciC/ExlifRX523DnMFosbsPNTWd/Mrsg8tpzPplEqZ9kIe+4ZYa+xVgdQXjQevVjEuqB0ssobWBnowH2jHbs1O17fJGPr+WzWB2dgf1nE6W49qiAIHE8s4b0Dl+irq80bcwdrrNb9eiKzK3lxVyx9dbX5dIkvHlaabVnJq2xg9ZZI9LTF/LDcX+XfUypX4P/uMWokypEKbbEIJ7N+7FgdyNv/XCIyu5JNq0aoHYaZW9HA3T+dZ7KHBW/f4dXhuUKhEPB568g1wck6WiK8rA0prWti7+Nj232PbAnN4tuTaRx4clyn30uPblW+Nl/dPUzl7ccuFfPyX3GcfmFiK5eLICjDj2d4WXXYEuX5+mEapXJEQH99bbY/MqpVo06zTMGwd47y55pR7YYDAzywKZyxg8x4YGzbjpMXdsZibdyHZ6e5tXmfgPeO8ct9w9tcuEXnVPLIlkjCX5va5nPsi8lX7t4/OhpQvudmfhXS5ogOgIt5P048N7HN269wOKGIDw4mEvTCxFafablCILWktsPPzKqNYbha9ufV2Z6tbiusbmTK50FsfmCE2jXBTTI5d35/jnFuZrwyq/VzXiE4pZTVWyI7DNYWBIHnd8Yp26pWB3Y4ThaaXs5Dv4Xz5h1eLdlqHbE5NIuPDiXx1V1Dya1s5KNDiS2inb6OmDfneal0oAmCwB9hOby3P5HnZ7jzwBjHTp9bBUFgZ0Qeb/9zkbtH2PPCDHeNhhILgsDfsQW8dyCRoQON+Wmlf7cXrmV1TYz9+CR7HhuDp/WNa766uu7b29aINRNdOrUp0R6V9c1sD1eWGCgEgRWBDtw1fGCPjawJgkBcnnIs6u/Yf8ei7vSz69GxKFUUVUuUrVK1TcjbsUOLRTB3iA3ftPF9cDOpqG8mKKWEk0mlBKeUoiUWMdHNnEkeFox3Nddo0UJb9Dpverkd6RVverktuP4ELTYwJSillKDkUs6mlaGrLWb85RyVca5m/5mk/SsoFAJROZUcjC/icEIhtU0ypnlaMtPbivFu5l26sIzNreK5P2P55f4AHEz7kZBfTbNcgZWhPub99TrlZGlslnPkYhE7I3MJy6xg7CAzFvsPZIqnRY83cSgUAkGppWwJzeZMqjKwcGWgI4HOmgssFASB8xkVrA9OJzS9nMX+djw8zrlb1aP1TTK2nM/mp+AMHEz78vRUN8a7mnXrmJtkcjaezeK7k2mMv7xQ66iKuCtIpHK+OZHKr2czWTPBhccmDtKomCiRyvnf3gROJ5fw3T1+KiufPz6cxC9nMpHJFZj20+PAU2Ox6K+PIAh8fjRF+dqu9Ffb3ZJX2cA9Gy4wZpAp7y/w6VDAuX9jWEvujbZYxFvzvFgeaM9T22PIqWhg+yOBbb73BUHgye0xlNcpR1M645QqqpYw9YsgflzhxzjX1pkqgiBw1/rzjHQ24TkV41HHLxXzyp54Ql6c1ObxNTbL8XzjcMv/F4lAX1uLrQ+NwN/hWsFg9ZYIfO2MO6xe//xoMgVVEj5f2vaI1edHkympaWq30nz0hyf4ZtmwNoWLkNRS3vz7IifbEVq+OZFKVlk9X9w1lIZmGXO/PUN2eUO7iyQREPvW9A6Fike3RjLIwkDla68OkdmV3PvLBYJfnKTye+rJbdGIRbQp3qnig4OJnEsvY/ejY9r8nOaUN3DH92f435zBLPZvf4Hz6ZEk9kYXsOex0R0K9VeEm7fu8FLLKSQIAp8cSWZ7WA4/3zccfwdlhfRbf19kW1gOTTIFetpiol6f1soJKZHKeWNfAieT2j5vdMS/ocQVfL50yDVhsJogvbSON/YlkFJcx//meHLHEBuNfU+9tCsOAaHDMUZNcHXd90Q3c9ZMdMFPQ3XfCfnV/HYui79jCxhmb8z9ox2Z6mnZY0G1JTUS9kT/2xZ1I8eiVBGTU8myDRdUjuWqoo+OsnWqJ4On1UEQBC4W1HAqqYRTySXE5lXjad2fSe5KZ/kQO+MbFgNwhV7xppfbkV7xppfbgvZO0FK5guicKoJSSjidXEpiYQ3etkYtobhDBxr/p9LrBUEgNq+aQ/GFHEoooryuicmelsz2tmKCu7na9vBXd8ezLSyHAf102fPY6C7lAagiv6qRPVF57IrMo7JB2lKbOeQGNGrlVjSw9UI2f4bnYmagx8pRDiz0s+twRKQzJBbW8FNwBgfiCpk62ILV4126Zd+ub5KxOTSbn4LTcTTrx5NTOjdOpYqSWgmfHUnm79gCHhrrzKMTXbo08tUR8XnVvLArFoBPFw/Bp50xhs4iCAK/X8jh/QOJPDfdjQfHOl3zmuRVNjDuk1P00dHi77VjW7lstoXl8M4/l/h4sS93DLFR62cWVjey7KfzDHc04aNFvu1eaG46m8m7+y+hrSXmp3sDWhZ5EqmcFT9fwNJQn2+XtZ0DUtck447vzjDHx7rTC/1NZzPZeC6LI0+PVynAROdUsvznC5x6fmKr/AOFQmD2NyGsCHRgRaCDyufPLKtnyuenW42q6GqJ2XBfwDUL2u1hOeyKzGPXZRdLWxxOKOSr46kcfnp8m/fZej6bY5eK+e2B1iNHV5jw6Sk+XKi6SQzgYHwh64PS2bd2bJvP8eyfMTiY9OOpqa48/nsUhxMKaWcSC1Av96a6Ucrw949z8MlxXa5AXvHzBYYMNOKFGa3bg8IyK1i1MYwTz01U22F4Lq2MhzZHqPyMXKGhWcbCH84R6GyqMmPnan47l8VXx1PY9ehoXDpooDuXXsbDv0WoLdw0yxS8/FccYVkV/PbAiGueX6EQeHhzBCeSSrhnxEA+WHitwJdf1cijWyMRi0T8uMKvS8G15zPKeWZHDIOtDflksa9GN3kkUjnfn0pjQ0gGdw+359npbhoL3r9CYmEN8787S9hrU3os/yw6p5J1QemcSi7ljiE2rJngrJEMtGaZgsMXi/jtXBaXCmq408+W+3og1+4KV8aidkbkciatjJFOpiz2t7uhY1FXU90g5cglZUtUUIpyU0AELYJMe0USetpi1q3wvyntZ/VNMs6klbUINnUSGeNczZnkYc5Ed4ubnr/TK970cjvSK978B8jJyeGbb77hwIED5OTkoKenx6BBg1i6dCmPPfYYfft2fWe9pqaGgwcPcuLECSIjI8nIyKChoQEjIyO8vLyYO3cuDz30EMbGxu0+j6OjI9nZ2R3+PAcHB7Kysrp8vG3RmRN0aW0TIalKG2dwahlSuYJxrmYtI1aaHLvpaa7sdBxKKORQfBEF1Y1Mcrdglo81kz0s2hQtFAqBoe8cpUYiQyxSZnHsfnR0t5wkqo4tKqeSXZF57I8txNJIX2lBHmbb41/oEqmc/XGFbAnNIq2kjoV+dqwc5aDRzIK8ygZ+OZPJjvBcfO2UDVXdGX+6IuL8HJKB7YA+rJ00iKmelt0a94vPq+btfy6SW9nAizM8uHOYrcbHB5tlCn48nc6PQWk8MMaJJ6e4atRtFZ1TyaNbowhwHMDHi3yvEaG+PZnKaBezlt356zmVXMITf0Tz+KRBrJngrNbfprhGwrIN5xlqZ8ynS4a0KeBkl9fz+B9RfL5kaKsFRnldE3f+cI45vtbtVvgmF9Vy5w9n+WG5HxPd1b/wlisE1gWlc99oxzY/44/9HolRHx0+XNjaxbIvJp/PjiZz6rmJKoXrc+llPLgpnEZp6wWDtljEV3cPZa6vUhArqpYw5uOTRP5varsLxtyKBiZ9dpqL78xoM1z0RGIxnxxO5sgzbQs8U78I4n9zPNt8vXaE5/BPbCFbHxrZ5nMs+vEc945yYP5QW744msy+2AJyyhvQ0xajAJW5X1piEfePduT1uW1Xre8Iz2Hr+Rz+eaJt4ag9zmeU8/BvEYS8NEnla7k7Ko+qBmm7o2dXU9XQzMyvQlg7eVCbQt0VF1hxtYTfH24/oPhgfCHP74xl60MjO3RZnEsr4+HNEbw937tDJw8o24Me3RpFZUMzG1cNV9mSI5HKeX1vAo9PGnTNd9W5tDLWbotmprcVb84b3OnwWqlcwZfHUth0LotXZnmwQsOhxCeTinnz74uY9NPj/QUdV693h/nfncG8vx5PTHbVWCaMIAgEpZSyLiid+Lxqlo2w58FxThppdiqpkfD7hRz+CMuhr64WKwMdWBIwsEcyC69cL+2MyGVfbAFGfXRY7GfHQv8bPxYFSrH32KViDsQVcCatDA8rQ+b4WjPHxxrz/nrkVDSQVVZPVnk96SX1JBfXklvRQHl9M1pikfJ8JQhIpArm+Vrz7T3qN891h8yy+pbsmrDMCuwG9GHS5bDh4Y4mN90BdDW94k0vtyO94s0tzoEDB1i+fDnV1dUqb3d3d+fgwYM4O3dc0Xk9hw4d4s4776Spqand+1laWrJt2zYmTZrU5n3+S+LN1SgUAgkF1QQllxKUUkp0bhWDzA2Y4K505QQ4DujRFgNNIggCKcV1HIxXZuRkltcz3tWc2T5WTPG8NsA5LLOC5T9faAldFYuU7VF7HhujUQHnCo3Nco5eKmJXZB7nM8oZ7WLGIn87pg+27PGxqtjcKracz+afyxbslYGOTPey1Fj4c1VDM1vPZ7PpXBZmBsqGqrm+XW+oamiWsS0sl/VB6ZTUNrFmggsvz2pbAOgIQRD4J66Qjw4mYt5fjzfmDW41+qIJkopqeHFXHPVNMj5ZPKRNQaUrlNU1sfaPKCrqm1m3wh/nDnb8ryYhv5oHNoUzbbAlb9/hpZbLrqRWwj0bLjDY2pAvlg7pkjMvvbSOhT+c47XZnu0GtP4Vmcd7By5x4Mlx2GhwAZFZVs83J1L5fEnrMFmZXMHkz4N4brob84e2rozeHZXH//Ym0NCs2ravLRbx7nxvlo1UZo7M/CqYxycNYl47DidBEBjy9lF+fyiwTYdWQn41y3++QOyb09t8ntlfh/DMNDemDVbtgPk5JIPI7Ep+XOHf5nMEvHeMn+8bfk1TUV2TjLjcKiJzKtl6PpvyumYUgoC+jhaNzXIEOs69WfbTeaYOtuRBNcWVq7ky7jZmkBlPTXXt9OOvp14i5Y7vzmBv2pdf7x/RphixITiDX85k8s8T7ec0nc8oZ9XGcL67ZxhTPNsPbj57Wbh5R03hpqRGwv0bwzE10OXHFf5qOyUFQWBDSAZfHktVq6VOFVeHEn+zbJhGBf78qkbe+ecioenlvDTLg2XD7Xs8e6+kVsKzO2KJyK7g4tszuzWmIpMrOBBfyLqgDEpqJKwa48jKQMduZ5UIgkBkdiW/hWZzJKGI0YNMuW+0IxNczXvk9Smva2oZi8qpaGC2jzVL/O0Y4aS50Wp1qW6UcvxSMQfiCwlJLcXNsj9zfW2Y42ONval6G7FNMjm5FY1kl9eTVd5AemkdTmZ9eXhc5xoM1aVZpiAss0Ip2CSXkF/ZyEhnEya5KwWbnrhm1BS94k0vtyO94s0tTGxsLKNHj6ahoQEDAwNeeeUVJk2aRGNjI9u3b2fDhg0AeHh4EB4ejoFB52zaW7duZeXKlYjFYqZNm8bMmTMZMmQIxsbG5OXl8fvvv7Njxw4A+vbty9mzZxk6dKjK57oi3syfP5/33nuvzZ+pq6uLm1vbYZRdRVMn6OoGKWfTy1rEnOpGKaNdTFvEHE2NFt0I0krqOJygHK1KKa5l7CAzZnlbM22wJV8cS+GPsJxrMh7EIjC8LOCoapbRFAVVjeyJzuevqDxKa5uY62vDYn9b/Ox7dr68sr6ZPyNy2Xohm2aZgmUj7Fk2wl5jLiCJVM5fUcqK1GaZolsNVVee73hiMYJAu4tidWlslrMhJIN1QelM8bTkpZnu2A3QbB6OTK7g5zOZfH08lWUj7Hl+hluXWl7aeu5PjyTzR1gOny0ZwgwvK7Ufm1/VyKqNYdgN6Mu3y4ap9Tcpq2ti+YYLDLIw4Ku7h3ZJjAtNL+eBTeH8fF8AYwa13Sjz8l9xJBfXsuORUTds1/L3C9lsPpfNoafGtVow/XA6ja+Pp7Zr1dcWi3h+uhtrJg7i48NJFNdI+GLp0HZ/5t0/hbJgqG2b9dZldU0EvHecpHdntinqzv/+LKvHOzPbR3WrzpfHUiioauTTJapzP2olUnzeOkrMG9PadArN+jqExye64GVrRFR2JeFZFZzPKKdRKufCq6qDkAurGxn38SnOvTJZpWukI0JSS3liWzQhL05qt069I6RyBTvCc3j7n0tI5QKHnhrXZoDtmVSlyLLtkcB2K7dB+R4dOtC4w2ryM6llPLIlgnfne7NIDeEmraSO+34NY6SzCR8v8lX7c1bfJOPFv+KIvizUddZlcn0o8Ysz3TW2USOVK/j1TCbfnEhllo81L8/y6LGQ3bZ+/uA3DvP32rFdCi9ubJazMzKXDSEZADwyzpklAQO7vdEikcr5O6aATeeyyK1sYGnAQFYGOvTI4l8qV3A6uZSdEbmcSi5hmP0AlvjbMdvHukdGiNujRiLl2MViDsYXEpJahqulQYvD5la9piyukXA6uYSTSSWcSS3DQF+byR4WTHS3YOwgsxv+GnaVXvGml9uRXvHmFmbSpEmcPn0abW1tgoODGTVq1DW3f/rpp7z44osAvP3227zxxhudev4dO3Zw6tQpXn31VeztVV+Qffvttzz55JMATJ48mRMnTqi83xXx5r777mPTpk2dOg5N0BMn6CtOlitZOeFZFdga91GOV7mbE+hsqrGFaU+TXV7PoYQiDsUXkpBfjUgkUlk9eUXA2f3o6E65G7qCIAhE51bx1+VmBzMDPRb52fZ4s4NcIRCUUsLm0GzOpZUzbbAlK0c5MFJDu3BXN1RlltWzItCB+8c4dmlB1xMUVUv45EgSB+MLeXicM2smaD4PJ720jpd2xVFS28RHC30Y3Y5w0VkOxhfy4q44Vo5y4Llpbmq7YqobpazZEkltk5Rf71c9lnE9FfXNLP/5AvYmffh2mV+XhJVdkXm8889Fdj82us1sCIlU3pI58sa8tsdyNIlEKmfcJ6f48E4fpl7nYnltTzy/X8hR63m+u2cYFv31eXSrsuGpvZ3zd/dfolmm4N0F3ipvVygEVm+N5ONFvpj0Uy2sLFl3juUjHVgwrLVj6MrPEATafB0T8qu5Z8N54t6aofL2+iYZPm8d4ezLkzs1FrI+KJ0zaWVsebDtca22EASBBT+cY4aXJY9NbD/4uS0UCoGDCYW8fyCRsrompHIBbbGI1PdnqTyv5VY0cMd3Z3hlVvvOsKuPsaPzY0iqsq3qvQXealUXR2RV8NDmCJaPtOf56e5qn38zy+pZvSUC0356fHfPsE5n01Q1NPPK7ngisiv5bIlmQ4kvZJTz+r4EAN5b4MMIJ827HNXhod8i8LE16pSLq7K+mc2h2fwWmoWVoT6rJzhrpO47t6KBreez2RGRi2V/fe4d7cCCobY9IgCkFNeyMyKXPdH56GqJWeRvx2J/uxsuktRIlA6bg/GFBKeUMcjiX8HmVnSqyBUCsXlVnEpSCjZJRbUMsTNisocybHiwteF/ssq7V7zp5XakV7y5RQkPD2fECGVo4+rVq1m3bl2r+ygUCry9vUlMTGTAgAEUFxejo6P5OeHhw4cTERGBWCympKQEU9PWDQ63o3hzPfVNMkLTywlKKeV0SgnF1U2McDJpEXNcLQz+E19uh+ILWftHNPI2PvpiEfTX12H3Yx0HUmqKKy6TXZF5nEktY6SzCYv87JjpbdWjAll2eT2/X8jhz4hcLPrrsTLQgTs1FHAsCAJhmRX8FJzBmbQyFgy15eHxzl0OMtU0sblVvLP/ErkVDbw404OFGs7DUSgENodm8emRZO4Yassrsz00FtCZVlLHmq2RWPTX45tlw9Te1b4SiHohs4JNq4bjqsaIRFVDMyt+uYCVoT7fL/fr0u78Z0eS2Rebz57HxrR5rFll9cz79gyfLPZlVhuuEk3zU3A6hxKK2P3o6GvOXSt/uUBIapnKx4hFyvwX47663DPCnlVjlLk7w949xtYHR7brgNgTnceW0Gx2Pzamy8d8z4bzLBhq26bg8OKuWKyM2q4bPxBXyE/BbQcan0sv47k/Ywl9ZUqnjmvmV8E8PM5ZLbfJ9ZxILObFXXEEvzipSwvaM6llvP3PRbIrGq7J63GzNODoMxNa3b+xWc6iH8/h7zCgTSGtswSnlLJmayTv3+nNncM6fg0OJxTx7J8xvDLbk5Vt5PGo4kRiMU/viGHZCHtenOHeaWHhXFoZz/4Zi5eNZkOJy+qa+PBgEocTCnlqqiurxjhpbDS3KxxOKOTd/YmEvDipw/N6XmUDP4co89uG2RuzZoIL47rZfCgIAmfTytl0LovglFKmeFpw7yjNtkBeobpRyt+xBeyKyCWpqJaZ3lYs9rdjtIvZDW03ul6wcbEwYI6PFXN8bTTqZt4WloO1oT4TuxlQXN0gJTi1lFNJJZxOKUWuEJjgZs5kDwvGu5m3KaD/l+gVb3q5Hflv2Ab+H7J3796Wf1+1apXK+4jFYu69915eeeUVKisrOX36NNOmTdP4sUycOJGIiAgUCgWZmZkqxZv/D/TT02bqYEumDrZEEASyyhsISi4hKKWUz48lM6CvbkuD1ehBZj0SuKcJzmeUIxIBbci2CkE5WrDwh3M3TMDR19Firq8Nc31tKK6RsDc6n3VB6by+N4FZPsrazhGOJhqfh3cw7cersz15dpobf8cWsPV8Nh8dStJIwLFIJGKksykjnU1JLa7lp+AMZn8TwnhXMx4Z78Jwx5tTQ3qFIQON2bVmFPvjCvnoUBK/ncvif3M81a7W7gixWMT9Y5yY4mnJy7vjmP5FMB8s9G63rUddBlkYsPfxMby0K455357hh+V+DFOjplZXW8znS4fw5bEUFv14jvUrAxjl0v7va9xXl98fDOTeXy+wZkskP67w7/T4wLPT3Mgqr+eRzRH88bDqCnFHs358usSXF3bG4WlteEN2Z+8Z6cD3p9I5n1FxzetQUNWo8v46WiLm+tqwbIR9q/fveDdzTiWXtCveeNkYkVhYi1whdHlRpastRqpoe5yrViLDzbLtS5us8vp2d+Gjc6o6XXmcVFRDVnk9M7zVH+W7giAIfHEspUuNcHF5VbzzzyVi86qQqqjL8rBqPTIjCAKv7I6jr65Wu+HLneGKcPPBnT5tOqKuZnNoFh8dSuLLu4aqPf6oUAh8fSKVn0My+GiRb6dHSZtkcj47kszvF3J4dbYny0faa+T8q1AIbAvP4ZPDyQQ6m3Ds2Qkay66qbpDyQ1Aag60NVWZTtccUT0te33eRoJTSNluIEgtrWB+UzsH4IqYNtmTH6kB87Yy7dcx1TTJ2R+Xx27ksKhukLBsxkHfme2k0zwuUTpFz6WXsjMjjyMUiPK0NWTp8IHN9bW7otVdbgs2rsz017l4WBIGPDyexLiiDIXZGnRZvrrjJr4QNR+ZU4mphwCQPC9av9GfYf6x5tT0kUjnROVUcCcu42YfSSy8ap1e8uUUJCQkBoF+/fvj7tx28OGHCv7tqZ86c6RHx5upAY7H49jixdxeRSISTWT+czJy4f4wTEqmc8KwKgpJL+fxYCmu3ReNnb9zSYOVlY9jjQYXqoFAI/B1boHJk6pr7CcrdrBlfBvPNsqHM9ul+5oq6WBrqs3qCC4+MdyYhv4a/ovJ4dGsk/fS0WehnxyI/W41boPV1tFgaMJClAQOJza1ic2g28749o7GAY1fL/ny6ZAjPz3Bn49ksHvwtHBdzA1aPd2a6l9UN3R28GpFIxLwhNkwbbMkvZzJ5YFM441zNeWW2h8Ze44Emfdn64Ej+jMjlqe0xTPO05I15g7tdZWugp8139wzjlzOZ3LPhAq/O8WSFGgsykUjEs9OVeT8PbArnw4UdLziN+uqw5aGR3P9rGA9vjmDDvQGdEnDEYhGfLRnCPRvO8/zOWL65W3WF+Exva8IyK3n09yj2PDa6x8O8DfS0uW+UAz+cTrtGvCmtVZ7z9bTFSOUK/OwHYKivTR89Lb68a6jK55rkbsGW89k8PbXtTDNns34oBIHMsrou1wvraIlVtkFdoa5JRn/9ti9tssvrcWgnGDQ6p5LATgqYe6MLmOpp2SXH3pGLRZTVNbXZBqWKjNI6PjiYyKnkUgRBaFXpDkqRS1XN8q9nswjNKOefJ8ZqJF8pKKWUR7dG8uFCnw4FBkEQ+ORIMtvCctjy4Ai1g9OrG6U8uyOGtNI6/npstEpRqj1Simt5ansMWmLarUzvLAn51fxvbwLl9U18edcQjQjToHRGbTqXxY+n0xgy0Jg7upB5pqMlZom/HTvCc68RbwRB4Fx6OeuDM7iQUc5ifzuOPjO+22JxemkdW0Kz2RWZh7N5Px6bOIg5vtYaP4dll9ezKzKPvyLzaJYLLPSzZf8TY9VyUWqKGynYXEGhEHhlTzx7ovMBiM+vpkYi7dDN2tgsJzSj7LJgU0p5fRNjB5lxx1Abvrx76E1p2eoJJFI5UTmVnM+o4EJGOdG5VRj30cHbSHazD62XXjRO79jULYq5uTllZWUMGTKEmJiYNu9XWVmJiYnyAmjJkiX8+eefGj+WIUOGEBcXh7a2NuXl5Rgatr5wujI25eTkhIGBAenp6QiCgKWlJSNGjGDZsmXMnz+/x5wGt5o1Mr+qkeCUUoKSSzmbVoautpjxl10541zNNGbV7ixROZXctT5U5S7tFfR1xCCA5KoF0pCBxsz2tmK2jzUDTTQbcqsOzTIFJ5NK+Csqj9PJJQwbOIBF/rbM9rHuVrhne1TUN7OzhwKO65pkbA/LYePZLMRieGCME0sD/g03VidfoicoqZXwxdEU9kTnc99oRx6fNEiju5hF1RJe3RNPXF417y3wZmYXnAqquJBRztpt0YwbZMb7d/rQR1e9BUNwSimP/x7FmokuPDbRpcPXvK5JxqqNYehoifn5voBOj/SV1zWx4IezzB9iy/Mz3FXep1mm4K6fQnG37M9Hi1rXfGuaivpmxnx0smXXXRAEPF8/zIB+uqwIdGChny3WRn1IKa5l3rdnCP/fVJULhtLaJkZ+cJzw16a2e36b//1ZHhjj2GknwRUe/yOKIXZGPDJedbPK/O/P8sg4Z+b4qh49W7o+lKUBA1W2IAmCgP97x9lwb4DabWkKhcDYj0/y7gLvDluYrkeuEJj1dTArAh24d5SjWo95/8Alfj2bhQjaFeH76mrxxdKh13zGlBXwEfz+cMdV3+rQGeHmyshiWFYFvz0wQm1HZ3JRLau3ROBk1o+v7hrWqaYjQRD47VwWHx9O5v4xjjwz1U0jglWtRMoXx1LYFpbDQ2OdeXzSILXPOe0hkyv4MyKPr0+kYGmoz0szPdoNOu+I1OJa5nxzhguvTqGfnjaHEgrZEJJBXmUj9wY6sHKUY7sNYx0hVwicTCphc2gWFzIrmONjzb2jHNRyQXaGhmYZB+OL2BmRS3ROFZM8zFniP5AJ7uY3bDTtSkvUldDhK4LNbB/rHs8HbJYpeGJbFKeTS1tC5PvoaPH50iEqg9tzKxpawobPpZdjYajHZHdldk2gs2mPbwrcCCRSOVHZlZzPKOd8ZgUxOVUM6KdDoLNpyz+Opn3Jz8+/pdYGvfSiCXrFm1sQiURCnz5KNXzOnDns37+/3fsbGBhQX19PYGAgoaGhGj2WAwcOMHfu3A6PRZ2q8DFjxrBjxw5sbTt/0Z6Xl9fu7YWFhS0ZQbfaCVoqVxCdU0VQinLE6lJBDd62Ri0jVkNvoFX1nX8usvFsFrraYrTEIppkCuQKAdN+ujiY9sXD2pBB5gaXXUX9sB3QhzqJjKOXijgQX8S5tDI8rQ2Z5WN105oSyuua+Du2gL+i8kgrqWOGV8/Ot8sVAsEppWwOzeLs5YDjFYEOGpndl8oVHEoo4ueQDLLK6lnkb0c/XW2CU0v569HRNy0z4VJBDe8fvERiYS3PTHVl2Qh7jb1HBUFgb0w+b/19ibGuZrx9h5dGmlhKaiQ8/kcUtRIZ61b4q72TfKmghgc2hTPR3Zx3F3h3+JrXN8l48LdwFAJsvH94p0dd0kpqWfjDOV6fO5glAapzWwqqGpnxZRAT3S34ug2XjiZ5559LFFQ1sm6l0uVZ1dCMUR+dVu/ved+eYflI+zYbh+Z9e4ZVYxzbDat9dU88BnravDrbs0vH+syOGAZZGPD4JNXBvlM+P82b87wY30YI7cgPjvP9PX4EOLZ2fWSX1zPti2Di356udrbRhYxy1myNJOy1qZ3+vO6LyefjQ0mcemGi2j/v40OJbAjJ7NA9qSUWcfipcS2OhPyqRuZ9e4YXZrizrIPGKHU4nVzCY79H8dEi3w6dIXVNMh7dGklFfTMb7x+OhZoC+P64Al7aFceDY514eqpbpz4HJbUSXtgZR2pxLV/cNbTTbipVCILA/rhC3t1/CRdzA95d4K0RF48gCBxKKOKzI8kAPD/DnVneVt3+fhEEgQc2hXMquRQAB9O+PDDGiSUBdt3Kkqusb2ZHRC5bQrORKwRWBNpz13D7bglB13OlTnxnRB774woYaNKXxf52LBhme8Oau64XbK6EDs/2se7RRs6raWyW88CmcKJyKq9p/xMBdwy14eu7hyGVK4jMrmwJG84sqyfAcQCTPZRV3i7m/408xvZobL7irCnnfEY5sbnVmPTTJdDZhMDL4+mOpn1b/Z632sZuL71ogl7x5haktLQUCwulzfWuu+5i+/bt7d7f0tKSkpISvL29iY+P19hxVFRU4OfnR3Z2NlpaWoSHhzNs2DCV93Vzc8PT05Pp06fj7e2NkZERVVVVhIaG8uOPP5KbmwuAp6cnoaGhGBkZdepYOvPFc6ufoEtrmwhJVVaRB6eUIlMIjHM1Y4KbOePdzDvVcNJZ/riQTXROFa6WBjiaKgWagSZ91d6JqWpo5ujli5mzaWW4WvS/4RczV5NUVMNfkXnsiS5AWyziTj9bFvnZ9VgocE55A7+HZfNneC5mBnqsHOXAncNsu+3+EQSBiOxKtoZmsS+2kHfme6m9E99TCILAicQSPjiYiFgs4tXZHkxyt9DYRWBJrYQ39l4kLKuCt+7wYp6vtUbEsI8OJfFnRC5fLB3KtMHqOSEKqxtZtTEcC0N9flju1+H4S2OznIc2h9MkVbBx1fBO//3PpZXx4G8R/HJ/AKNdVO+sP709mr0xBZga6PLG3MHM9bXpsfG6wupGJnx6moNPjm13nOm3c1nsjytg55rRKm//4mgyWeUNfLNM9fcEKCvKD8YX8vtDgV061pd2xWFppN9mIPGI94+zbqW/SmdJQ7OMwW8cIfy1qSoXmnui89gcms2eTgQqv7I7Hi2xslmoM8jkCqZ/GczD4507LaYEpZTy5LZoGptlNLfhohQBSe/NRE9bC4lUzpJ1oXjbGvHhws4dpypOJZfw+O9RfKxG9kxJjYRVm8Ix6afLjyv81Rotk8kVLeNVXy4d2qoNrSOOXizi5d3xjB1kxrsLvDXiHswsq+eNfQkkFtbwvzmDmT/URiPnwrNpZXxyOInCaglPT3VjSYCdRkV7hUJgX2w++tpazPCy6pYQnJBfzebQLPbFFDB0oDH3jXZk2uDujRRfT1G1hL+ilGNRZXVNzB9qy5IAO3xsjW6IAHErCDZXH8vyn8+TUlRHs7z1qKi+jpjJHhaEpJahpy1mortSrBnraqaxcoCbRUOzjKjsqn/FmrwqzAz0LrtqlIKNvUlrseZ6esWbXm5HesWbW5Dc3NyW6u6VK1eyefPmdu9vb29Pbm4uLi4upKWlaeQY5HI5c+fO5fDhwwC8+eabvPXWW23ev6qqCmNjY5W31dbWsnjxYo4ePQrAM888wxdffNGp47mdxJurkSsEEvKrCUpRijkxuVUMMjdggrvSlRPgOKBL7TY3guoGKccSizl0+SLH2bwfc3ysme1rfcNaqq4gkysISS1jV1Qexy4V42ltyGI/W+YNsel2tooqJFI5B+IK2XI+m5TiWu4cZsvKUQ6dzmK4nm1hORy9WMQv9w2/JTKSQCmI/H4+m69PpDLYxpDXZg9msE33fs8rCILAwfgi3tiXgJ/DAN5f4K32rnx77I8r4OW/4rl3lAPPqlknXiOR8tjWKKU7YNXwDsfjJFI5j2yJpKaxmU2rhmPct3O7wX+G5/L+wUT+enS0SrExqaiGmV8ps890tcSYGujy/HR35g+16RGn3ku74pApBD5fOqTN+1TWNzPygxNtZmRE5VSyamM4Ua9Pa1Noismt4v6NYUS/Pq1Li7H/7Y2nv74OL830UHn74DcO8/faMSpFqKSiGhb9cI6Et2eo/Nmv701AR0usdl17k0zO8PeOs3HVcLXzW66wKzKPb06kcuK5CV1a/JbXNfHMnzGEpperHIO16K9H2GtTEQSB53bGkllWz/ZHArv9fXIqSem4+XSJL3N92xdu0kvruO/XMEY4mvDRIl+1RpbK65p4Yls0pbVNrF/p36mRlPomGe/uv8SB+ELeW+Dd5dG8q5FI5fx4Op31weks8R/I8zPcNSIGxeVV8cnhZOLyqnh04iDuH+2okdErTdMsU3AooZDNodlcKqhhwTAb7h3liKe1Zr4DQPk5OpFYwp8RuZxNKyPQ2ZSlAQOZNtjyhoz4XMmwORB3rWBzM2u9S2ol3L3+PLmVjUhVCDegFGiXDh/IPSPs8bE1umWuGbpCfZOMyOxKLmSWcz6jgtjcKiz66xHoYkqgk3IMaqBJn05/Z/SKN73cjvSKN7cgt4LzZvXq1fz000+Aclxq3759aGl1/Uu0uroaFxcXysvL6devHxUVFejqqr+o/i+PTXWG6gYpIWlKR05QSik1jTJGu5i2iDk3Y0xJHWokUk4kFnMgrojg1FKczfoxy9ua2T5WNzRIEJSv4f74Av6KzCMhv4YpnhYs8rPrsfn4+DzlbuQ/cQX42BqxItCBmd5WXVokrd4Sgae1IU9PdSO3ouGm5Au1RXWjlO9PpfHbuSzuGGLD8zPcNZL/A8rclTf/vkhwSilvzhvMncNsu73LmlZSy+otkVga6qtdJy6VK3hldzxn08rYuGp4h2KcRCpnyuenya+SMH2wJctG2DN6kKn6IzCHkzgQV8iex0a3yomRyhV4vH4Y+VXjMXraYoz66PDsNDcW+tlpJL/jCpll9cz4KpiTz03AbkDb77vVWyJwt+zPs9NbZ/bIFQIB7x3j5/sC2hQzJFI5Xm8eIfjFSV0Ky3z7n4toiUT8T0VTkkyuYNBrhzj/yhSsjFq/N49cLOKr46kcemqcyuee+20Iaya4dChKXP187x24RPALkzr1fpXKFUz+/DRPT3HrUrX4FeRyBdO+DCKrvAERcLWGE+hswvZHRrHpbCbfn05n/xNju/15PZlUzOO/R/PZkiFtZgpdITK7kgd/C+eeEfa8MMO9zdenSSYnqbCWuLwqdkfnE5NbxYzBFny+dFinRhKjcyp5ZkcMlob6fL50SLvvYXUJTinljX0J9NfX4b0F3u02qalLemkdnx9N5lRSKfePcWTNeJdO5fiog0Qq77boUVQt4Y8L2fwRlouBnhYrRzmy2N9OoxloCfnV7IrMY29MPkZ9dFjib8dCPzuNN1OpolYi5XiiUrAJTrm5Dpvrya1oYMm6c5TVNbc7HqmrLWbNeGeV5+JbnfomGRHZlVy47KyJy6vG0lD/GmeN3YDOizXX0yve9HI70ive3ILc7MybV155hY8++giAsWPHcvTo0Zbj6Q5r167l+++/B+Ds2bOMHq3aet8VbscTtCAIJBfXEpSsFHLCsyqwNe6jzMpxNyfQ2bRbc+sAf0XmEZdfzRtzB2tsJKNWIuVkUgmH4os4lVzCQJO+zPa2YpaPNR5W/W/o7HV6aR27o/LYE5VPs1zBHUNsWeRvi5dN58b21KGqoZldkXn8fiGHWomUpQEDuWekvdqLiMr6ZgI/PMHex8fgZNaPsR+fwtvWkLWTBqnM57hZ5FY08PHhJE4mlfDwOGdWT3Du9vvwCkcuFvHangR87Yz44E4flQvwzlDXJOOlXXFE5VTy/XI/tUJaBUHg25NpbAjO4Of7AjqsTo/MrmDRj8rzrq6WGLEIJnlYMH+oDRPcLNrdTVcoBJ7YFk1RjYTfHxrZasE1+fPTZJTWt3qcnraY/vraPDPVjcUBdhpz5z3+RxRm/XR5e753m/c5erGIt/+5RMiLk1Tu9D61PRp7k748186CYsaXwTw33Y3patZEX82HhxJpbJbzjopjrG6QMuSdoyS8PUPleM5PwenE5Fbxw/LWDY4NzTJ83jpKyIuT1F48PvZ7JM5mBm2GT7fFHxdy+PlMBseemdCt8+5PwelsPZ/DD8v9ePbPGLLLG2iSKRCL4P7Rjkz3smLVxnC2PDii2+eQE4nFrP1DPeHmyMUintkRwyuzPFh51finQiGQUVZHTG41UTmVhGVWkFlWj1ikbDiUKwQM9LSIe3O62s2WMrmC70+l82NQGk9PdePhcc7d/i4rqpbw7oFLBKeU8sIMd5aPdOj2cxZWN/L18VR2R+ezxN+OJ6e4akz8vkJ1g5TNoVlsPJfFxvuHd1psEgSBsMwKNodmc+xSMWNdzbh3lAPjXc015uqoqG9mX0w+f0bkkVVWzxxfa5b42zHCqfsZch1RK5FyIrGE/XGFBKeU3tDQYXUQBIHdUXm8/Fc80g4yra7gamHAsWcndHzHm0xdk4yIrArOZ1RwPqOchPxqrI31Gelkykgnk8vOGs1vVt2Oa4NeeumtCr8F0dfXx8zMjLKysg4dJ5WVldTXKy/ur5ygusPHH3/cItz4+fmxf/9+jQg3AIMH/7tTmp+fr5HnVEVVQzO3w+lZJBLhYWWIh5Uhqye4UN8kIzS9nODUUt76+xJF1RJGOJm0iDmuFp0Ppfv5TAZJRbXklNfz4wp/jViU++vrMH+oLfOH2lLfJONUslLIWfjDOayM9JnlbcUsb2u8bQ17/GLNxdyAF2Z48Nw0d0IzyvkrMo/FP4biYKoMP5w/1FZjIYvGfXV5aJwzD4xx4lx6OVvOZzHps9NMcDNnRWDHF8CHLxYx0KRvix39yNPj+OVMJvdvDL8s4rgyZpDpTQ8eHGjSl+/u8SMqp5L3DySyLSyH56a7sdh/YLcXODO8rBjpZMI7/1xi2pdBylBff7su/85X14kv33CBV2Z7sDLQod3nE4lEPDnFFQfTvmot4v3sB2BjrE9BlaQll+BwglK4lCsExgwy485htkzysGiVQyAWi/h86RCWbTjPi7vi+Pruodcc21A7Y5XiTZNMQVNdM+/sv8RnR5N5aoord4+w7/bn99EJLixed44npri26VSa6G7By7vjuZBZcU29+BUmuVvw85mMdsUbLxtDLhbUdEm80dUSUyOXqrytRiJFLIJ+bQhmWeUNbboX4/KqMTPQxVpNwbBGIuV4YgkHn2y7Gl0VTTI5351M5eXZnt36vFwsqObLY6n8/vBIvG2NOPDkOD4/mszPIZkIgHl/PR7/PYrX5nhqTLhpq93mekLTy/li6VBmeFly7FIx4VnK+t6kolpkCgE9bTGNzXKuLE/ll/9XSyzii6VD1RZussvreXpHDLUSGbvWjMbbtnuivEyu4LfQbL48lsJUTwtOPDcBi/7dE1gq65v5MSidzaFZTBtsxZGnx2vc2VFSI+GXs5n8fj4HLxtDvrxrKL52XXstvjuVhqe1IcefnYC9qWYW0zK5guDUUnZG5HEisYQhA41YNdqR2b7WamUgdYe6JtllV3Ahp1OUruA5Pta8Mtvjho93q0IilXMhs6IlbDi3ogEB5UiUrrYYqVxBezpOWmkdpbVNGg2L1gS1EikRV9qgMipIyK/G1rgPI51MWBnowEhnE42443rp5f8jveLNLYqnpychISGkpaUhk8nQ1lb9p0pKSrrmMd3hhx9+4OWXX255riNHjnQ6WLg9bpTJa9bXIXi45DLcyYThjgMY7miCrXH37Zc3m3562kwdbMnUwZYIgkBWeQNBycoGq8+PJTOgr25Lg9XoQWYd2purG6QkFdUiCHAuvZy7fzrP5gdHaDTorp+eNnN9bZjra0Njs5yglFIOJRSybMN5jPvqMNvHmpneVgy1M+7ReW2xWMSYQWaMGWTGOwtkHIov5K+oPD4+nMQ4V3MW+dkxxdNCI+KVWCxirKsZY13NKKxuZFtYLi/sikNfR8zdw+1ZEmCnckGwNzr/moWRqYEeL870YPV4F34LzWLttigGDujLmgkuzPS26rHwWnXxsx/ArjWjOJRQxEeHkth4NovX5ngyzlV1y4+6GPfV5Yu7hnIisZhX98SzP66Qjxb6dNlKLxKJeGicM752xjz+RxRR2ZV8sNCnQ7eQunkZIpGIpQED+eF0Os2X20AEQCJV/vvp5FIuZFTQLFcw3HEAC4fZccdQm5b3mr6OFhvuDWDB92f58ljKNRb4ofbGHEoopFGqOvOgSaagSabg7X8uEZxaxq/3D1frmNvC29aIQGdTNp7N5IUZqjNldLXFzB9qw19ReSrFm/Fu5jy3M5aSGkmb+UWDbQw5n1HRpWPU1RLTLFP9XVLXJMNAT7vNc312eT3z2hiJisqpxM9+gNrfE4cTinCzNGg34FkV28Ny6a+vw1w1RJC2aGyW89T2GFZPcG5xk+loiXl5lieT3C14ZXc8e6LzmTbYkuUju9csdfxSMU9si+aLpUOYpeYxv3WHF6B0WTy6NRKFIFyzAG1olqt8nLWRPlPVqFsXBIGdEXm8s/8Si/xseWW2Z7fP3VE5lfxvTwISmZyfVvozuhsV3aAcC/nlTCYbgjPwcxigEXHpejLL6vkpOIPdUXmMHWTGbw+0n710Lr2MZpmCie4WKm8XiURseXCkxo4vvbSOnRF57I7KQywSscjflhdnal68up76Jhknk0o4EFfIqeQSHE37McfXmhdnevRYmUFnKKhq5FRyCaeSSjibVs6AvjpM8rDgzXmDW1oz00vrSCqq4VJBDVE5VaQW11IjkaGvIwYBJJe/a3S0xJxOLmmzufBGUSuREpH1bxtUQkENdgP6EOhkyn2jHBjpbNqlMdleeumlNb3izS3K2LFjCQkJob6+nsjISEaOVP2FGhQU1PLvY8ao35BxPVu2bGHt2rUAODs7c/z4cczMunfxcj2XLl1q+XcbG/UyBbrCwSfHUiDrR3hmBZvOZfPCzjjM++sR4GjCCMcBBDia4G7Z/z8d7iYSiS7XeTtx/xgnJFI54VkVBCWX8sWxFNZui8bP3viymGOBl41hq9/3TFoZ+tpaNErlNMkUyjDC786y/ZFAjYTGXk8fXS1melsx09sKiVTOmdQyDiYUct+vYRjoaTPzsiPH32FAjwoTBnraLAkYyJKAgeRWNLA3Op9PjyTxyu445g2xYZG/HcMGGmtE7LM26sOz09x4YvIgjl8q5o+wHL4+nsrUwRYsG2HPGBczxGIR1Q1SLmRW8LqKHA+jvjo8OcWVh8Y5sSM8l/cPXOLTI0k8Mt6FhX62NyTQsS1EIhGzfayZ4mnBltBsHv89imH2A3htjidu3cw6muJpyVFHE97bf4kZXwbz6hxP7h4+sMt/lxFOJhx4cixr/4jmzu/P8eMKP41Z5e8YYsO3J9oOi2+UKherSst4BSb9dK9p0DEz0GPj/cNZ+OM5HEz7teSgDLY2bHfXFZQjVJaG+rw6W7XY0lkemziIBzeFs3qCS5tC7iI/O5auD+XtO7xa5ZKY9NPF186I0ymlLG1jQeFlY8SvZzK7dHw6l3ejVVErkbXb/JVV1rbzJjqniuGOHY/VXWFvdD4LOhmI29gs57tTabw736tb3z8fHkrEUF+btSrq0kc4meDvMIDUkjrenu/VrfPYsUvFPLktmi/vGsJM786LTSb9dHn/Tm/+tzcBRRutWFfQ1xarVQdeUd/MK7vjiMqp4vvlfkxooxJeXSrrm/n4cBL7Ygp4fJILD4937tYYYpNMzh8Xcvj+VBr2Jn3ZcF+ARmrKryYur4p1Qekcv1TCXF9r/l47Fnerjs+3lwpqCE4ta1O80QS1EikH4gr5MyKXhIIapg225JPFvoxzNe/R7/WGZhmnkko5EF/AyaQSBg7oyxxfa56b7nbDc/euRyZXEJ1b1eKuSS2pw99+ABM9zHl+hjvulq3HyT2tDfG0NuTOq4r7yuqaSCqsJamohtjcKuLzq8mtbORiQQ1LbvDvVCOREpFVwYUrY1AFNQwc0IeRTqbcP8aRkU6mNyS7qJde/j/Sm3lzixIWFtYi2KxevZp169a1uo9CocDb25vExESMjY0pKSlBR6fzrondu3ezdOlS5HI5dnZ2hISE4Ojo2N1f4RquDizu27cvFRUV6OlpzubZ3lxrQ7OMmJwqwrMqCc+qICqnEi2xiAAHpZAzwskEH1ujm7oI1jT5VY3K0OPkUs6mlaGrLWb8ZVfOOFczTA30eGZHDHuj87n6BKAtFmHST5c/V4+6YS0LzTIF59LLOBRfxNFLRWhriZnhZclsb2tGOJn0SLPO9QiCQFROJbsi89kfV4C5gR6L/O1YMMxW47tF2eX1bA/PZWdELn10tZjqaYlEqmBPdB4X357Z4QWuVK7gn9gC1gWlU9kg5YExTiwPtL8lqkGrGpr55kQav1/IZqGfHc9Oc9OInft0cgmv7I7HxdyADxf6dGs2XipX8OmRZLZdyOHTJUOY6d350R1VtJVPczW6WmLuH+PIK7M8VC6qz6SW8fDmCDauGk6gsyl1TTK83zzS7vNN91IujjSVOwSw+MdzTPa04LGJrcUBUH5eZn0dwsPjnFUG7n5zIpWkohqV2TKgDL8e8vZRol6fhkm/zrXB/XImk/DMCtatbP3cJ5OK+eRwMoefHt/qtiaZHI/XD3Pu5clYG137mRYEgeHvH2fdCn+1RoyKqiWM/fgkZ1+e3Knckg3BGeyNyWf/E2O7LKqcSirhiW3RHHxynMqxlsTCGlZtDGfv42O6lRl19GIRT22P4cu7hnb7M/Lirjj2xeTTJFMtuoFS6Dn/ypR2Q7iDUkp5fmcsfvbGfLjQt9PvnatRKAT+jMjl48NJ+DsM4M15Xt06r8gVAnui8/nyWAoGeto8P8OdqZ4WGnP8CoLA2bRyfgxKIyq7irtHDOShcc6d+n6KzK7g7p/OE/rKFLUC3NVFoRA4n1nOrog8DiUU4WLRj6UBA7mjh9oer9DYLOd0cgn74ws5mViCtbH+Zaevdbc3D7pLZX0zQSmlnExSuqO1xCImupkz0cOCCa7mGguplsoViEWiHnfiVjdKL2fWlHMhUzkGZW/Sl5FOpoxyMWWks0mr8+qtQG/mTS+3I73izS3M+PHjCQkJQVtbm+DgYEaNGnXN7Z9++ikvvvgioLrKe9OmTaxatarN2wGOHj3KvHnzaG5uxsLCguDgYNzdOxe+ePjwYSZMmNBmNs71VeFPPPEE33zzTad+Rkd05gQtkytILKwlLKuCiKwKwrMqqGmUMWSgEQGOylErfwcTjbYq3EykcgXROVUEpSgvIi4V1OBlY0hKcZ3Ki2llZoQ22x4J1LjNuyNkcgUXMis4GF/IkYvFKASB6YMtmeltxWgXM42267SFRCrn2KVi/orK40xqGSOcTFjkZ8dMb6tOtZ90RLNMwenLY285FQ0sGGrbqeYZhULgVHIJ64LSSSqs5Z5Aex4c49QjrqnOklVWz0eHkghJLWXNBBceGufc7RrcGomUDw8m8ndMAS/P9mT5CPtuuRcOxRfy4q447gm054Xp7t0WCdcFpfPlsZQ2F6i62mJWBjrwvzme7S7otofl8NHhJHY/OhpncwNGfnCc4pqmVvfTEot4d74Xy0bYa3wk9FRSCS/siuXMS5PbFLU3BGdwKrmEPx4ObHVbXF4Vy3++QNTr09pseBv3yUk+uNOn02N2W85nczqphF9UjIjti8lnS2g2ux5tHYafVlLHnG9CSHxnZqv3TU55A1O+OE38WzPUEvE3BGdwOqWE3x9q/bu3RX2TjHGfnOLTxb5MUWM0SBVldU3M/CqYl2d5sridc0VDs6zLYp5EKueNfQnsi87n62V+GhE3m2RyFnx/ltTiOpXtOfraYl6c6c4DY53bPKYPDybyV1Q+b8zrOAerSSanor6Z8rpmKuqV/5TXN1Ne10RxjYSE/GrSSusx7avL+wt9mDa4a38PUIoqRy8V8/nRZBqa5Tw33Y07hthqbDEtVwgcSihkfVAGeZUN3DfakftGOTKgC8KVRCpn7R9RxOdXs/uxMd3emMitaGB3VD67onKpb5KzYKgtSwLsNFojfj0SqZzTyaUciC/kRGIxlob6zPW1Zo6vtUoHy41CEAQuFda0uGti86rxsOrPZA8LJnlYMMTO+KaPOneG6kYp4ZlKseZ8ZjmXCmpwNO3HyMtNUCOdTLtdKHAj6BVverkd6RVvbmGio6MZM2YMjY2NGBgY8OqrrzJp0iQaGxvZvn17S5W3m5sbERER9O9/7U5DR+LN+fPnmTJlCg0NDejo6LBp0yZ8fX3bPSY7OzuMjY2v+W8TJ04kPj6ehQsXMnbsWFxcXDAwMKCqqorQ0FB+/PFHcnNzAXB3d+fcuXOYmGi2Pac7J+gr+THhWRWEZyrFnOyKBtwt+zPc0YSAy7k5t4sFtLS2iR3hOXx+NIW2PvxXwvJ+vX84Y7o5+99V5AqBiKwKDiUUcTihiIZmGVMHKx05Y13NbohTqqRGwt6YfP6KzCe3soGZ3lYs9rMj0NlUI2N3zTIFv53LYtUYx26JBxFZFawLyiA4tZQ7h9ry8HjnW2K2Pzyrgvf2X6K0tokXZ3pwxxCbbr9uIamlvLgzlqpGKZPdLRhxeZbedoDyn844kNJL61izJRJTA12+XebXLZdQXmUD4z85pXLMSVdLxN0j7Hn7DvXGWD48lMiRhCJ2PzaGF3bGciKp5Jrn0tPRQkdLxLFnJrSqGNcEgiAw+5szLBsxkHuvagu6mpJaCWM+OsnpF1pXfisUAiM+OM739/i12db16NZIhgw0Zs0El04d247wHPbHFarM5th6PpsTicVsXDWi1W0nEov5+HASR59p3cyyLyafX89ksm/tWLWOYc43Idw32rHNsTBVfH8qjWOXitnz2OguLTAFQeDhzRHoaWvx3T3DNLpIbWyWcyq5hD3R+ZxILEYhwFJ/Oz5ZMkRjPyMqu5LF686p/Hz01dUi4n9TVQpOCfnVPL0jBkN9bb68a6jKsbfC6kYe2RxJUY2E2kbpVXkgIrTFYkQi5Xuy+arwV10tERdemcoAg647Q86ll/HJ4WTyKht5YvIglo2w19gGg0QqZ1dkHhtCMpDJBR4a58Rdwwd222EnCALP7YxFoRD46u5hHT/gOhqb5Ry+WMjOiDzCsyqY4GbOYn87JntY9tjmikQqJzhFKdgcv1SMWX895l6u9R5s3fPFB21R3yTjTFoZp5NLOJVUSq1EylhXMyZ7WDDR3ULjbWI9iXJ0W+mqOZ9RTmJhDY5m/Rjp9G9193/p97lCr3jTy+1Ib+bNLcywYcPYsWMHK1asoKamhldffbXVfdzc3Dhw4EAr4UYdDh8+TENDAwBSqZTly5d3+JiNGzdy//33t/rvFRUV/Pzzz/z8889tPnb8+PH88ccfGhduusu/+TH9Wi7GS2olRGZVEp5Vyc8hmTyzIwZroz7KAGQnE4Y7mjDI3OA/mZtj3l8PbS0xetrilovc6xFQhqHe92sYX909lLlthHz2JFpiESOdTRnpbMobcwcTk1fFofhC3vrnIpX1zUzxtGSWtxUT3duvY+4OFob6PDLehYfHOXOxoIa/ovJ4Yls0etpi7vSzZaGfXbcaKyKyK1gfnMFD45y6dZwBjib87GhCWkktPwVnMPubECa4mbNmgnO7AZY9zXBHE/Y8NoZ9sfl8fDiJjeeyeL2b7TfjXM05/PR4At4/zoGEIg5dLEJfW4tmuQKZQkBfR4xFf33sBvTBxcIA+wF9sR3Qh4ED+rZqOHMxN2Dv42N4ZXc8c78N4Yflfl1+vewG9MXdypDEwppr/rtYBNpaYh4c46T2IuOlGR7klDeweksE41zNCElTBo3qaosZM8iUr+4ayqu7E3h6RwybVo3Q+I6uSCTi0YkufHwoiWUj7FW6Zyz66zPO1Zw9UXmsnex6zW1isYgJbhacSi5tU7y50jjVWXS0xC3B0NdTK5Fh0IZ4l91O01RUdiXD1KiRB0grqSWtpK5TjpQaiZSfgjO6Jbr8fiGHhPwaDj89TiOL1YZmZajr7qh8QlKVYx1XQrbFInhnQdt18Z0lJLWUJ7ZFM22wJScSS65x3+hpi3lwrFMrUUKuEFgfnM43J1J5bOIgHpvo0qbA3V9fh9yKBqoar20hk8oFpPLW4chaIhFbHwrssnATl1fFp0eSicmtYs0EF1aNcdTY2GJ1g5StF7LZeDYTMwM9np7qylxfmzYdbJ1FJBKxbIQ9q7dEIlcIap07/h0rzmN/bCFWRvosCbDjq7uHdruNqy2aZHJCUso4EF/IsUvFmPTTZY6vNTtWj8LL5uYJNpll9ZxKKuFUcgkXMiqwG9CHie4WfLZkCMOdBnQrL+lGUtXQzIXMfzNrEotqcDbrR6CzKWsmuDDSyeSWcPH20ksvrekVb25x5s2bR1xcHF9//TUHDhwgLy8PXV1dBg0axJIlS1i7di19+97cur3PPvuMEydOEBoaSnJyMmVlZVRVVdG3b19sbGwYOXIky5YtY/r06f+ZxieL/vrM8rFuadeoa1Lm5oRlVbA/tpD39ieipyNuyc0Z7jgAH1vjGzLWowmOJBS1KdxcjUwhsPaPaH4/n81Hi3zbXPz0NGKxCD/7AfjZD+DV2Z4k5NdwKKGQT44k8+yfsUx0N2eWjzWTPSx6pHpUJBLhbWuEt60Rr872JCi5lN3Recz6KoTBNoYs8rNlrq9Np63sRy8WM9HdXGOfi0EW/flk8RCem+7Or2czuf/XcNyt+rN6ggtTPCxuitgoFou4c5gdM72s2RCSwb2/hjHJw4KXZ3p0OWPCqK8um1aNYOUvF1AI0CD9d4EmkSrIqWggp6KBc+nl6GuLQaT87389OqqVONNPT5uv7x7Kb+eyWPFzGC/OdOf+0Y5d+pssDbDj48NJLYtgPW0xdwyxoZ+eFndvOM+2hwPVypISX65MvnvDeULTK5ArBLTFIl6c4c6DY5Ui0EeLfLjju7N8ezKVp6d2rq5aHWZ7W/H50WT+iS1goZ/q3cpFfnZ8djSZxycNavV6TXQ35/tTabw8S3WQspeNEbuj8zt9XLrtBBbXNUnpr6/68z/Lx6pNF2FUThUPj1c9snM9e6MLmOpp2SmH169nMnG37M/YLroY00rq+OBgIj/fF9CtDJH6JhknkkrYG5VHSFrZNYKN9KpA4WmDLTXibBQEgR+D0vnuZBrvzPdmsb8dv57J5KNDSTRf/hsqBIFVY64Vr3MrGnjuz1hK65rY/sgohg40bvfnGOhp8+4Cb577M7bledtCV1vMPF9lnlpnSSup4/OjyZxOLuW+0Y58u2yYxjJdCqsb+SUkk21hOXjbGvHpkiFMdNPcd8PV+NkPQITSsdmWuHo1r+9L4O+YAu4YasOWh0YyxM6oR46rWabgTFop++MKOXaxGMM+Osz1tWbbw4GthPcbRZNMTlhmBaeSSjmVXEJ+ZSMjnU2Y5G7BO/O9e7w5S1NU1je3uGouZFaQVFSDi7kBI51MeGySCyOcTHpMiOull140S+/YVC+3BTfaGimVK7hYUNOSmRORVUldk4whA40ZcXnUys9hwC0RIns99U0yfN460maLjVikrC9ukilAAD0dMf10tahqlGJrrNxlmuBmTqCzaY85XtRFEASSi2s5FF/EoYRCssobGO9qzixvK6YOtuzx3KKqhmb2xxWyOyqPhPwaJntYsNDPlonuFh0KeYIgMOrDk7w+dzBzfLteG9weNRIp2y7k8MuZTPrra7N6vAvzh9nc1N3B4hoJnx1J5p+4Au4b7cjjkwZ1+XNy369hnE0rU5mjcTXaYhF+DgPY8UhguwuAyOwKHv89mgDHAXy8yLfTGUcltRICPziBQlAKN3N8rPlsyRBEIvjwUBL7YvLZ9nCg2i1XJbUS5n97FpEYvl3mh7/Dte6QxMIaFv14jp9WBjDWVfPjjdvCcvj1TCZHnh6vUviTSOWMeP84G1e1riiubpDi994xQl6cpHLktKRGwsgPT5Dw1oxOvc5HLhbx7clU9j8xrtVtb+xLoI+OFq/M9lT7+Rqb5fi8dYRTz0/sUEwUBIFxn5zijbmDme6lnvOmqqGZcR+f6nLrULNMwcIfzzLGxaxTv9fVpJXU8t7+RM6klaGjJW5pP1OFvo6Yr+8exgw1f7+2qGuS8cLOWOLyqlm/0r8lP00QlBsCxxOVmWZ3D7fn3csuH0FQhv6+ue8idwy14bU5nmo7WgRBYMm6UKJzK2lPv+mvr03Ii5M6JboUVDXy9fFU9sbks9jfjienuGpshCS1uJb1wRn8HVvAJHdz1kxwUdsF1h1e2BmLYR8dlQ2H11NULcG4r06PjCo3yxScTS/jQFwhRy8WYaCnzRxfa+b42vSYSNQRRdUSTicrs2vOppXRX19Z5T3J3Zwxg8w0mn3XU1TUNxOWWX654bCc5OJaXC0MLo9BmTLCyUQjZQK3Or1jU73cjvSKN73cFtzsE7QgCGSU1RORVUFYZiUR2RXkVjTgYWXIcMcr7hyTWyLg7filYtZsjUR2eTdfR1uMRCpHX1sLN0sD/B0G4GNnhJeNEc5m/Vqs6vVNMkLTywlOLeV0cilFNRJGOJoo68jdzXG1MLjpzqq0kjoOJxRyKKGIlOJaRruYMcvbiuleVt1qJlGHzLJ6dkflsTsqn/pmGbN9rJk/xIbhjiYqF76R2RUs+jGU2Dema6x5oi2aZHL2xRTwU3AGNY1SHhjrxD0jb25DVUJ+Ne8duERqcR3PTXfnruEDOz3+k11ez5TPgzoUb/S0xZx8fqJaAZ1ldU088Uc0pXVNrFvh3+nsoDu/P0tMbhXzhtjw1V1DW/72giDwyZFkdkXmse3hkQyyUG/UNbmolsU/nuPdBd4sGNa6mvrPiFw+PpTEgSfHafz80iSTM/6TU7w737tNseK1PfEoBPhwoU+r25asO8dCPzuWjbBX+diA946zfmXnRtVOJZXw0aEkjjzTulHq2R0xOJv3azXG1R5hmRU8/kcUYa9O6fD8FZFVwYO/RRD+2lS1XZafHkkiJreqU+HGV/PRoSSCU0rZ8/joLouuYZkV3P1TaIe186B0psS9Ob1bC/X00jpWb4nEylCfb5YNa3XubWyWM+fbELLK6gl5aTK2xn2oamjmtT0JnM8o5+NFvkztQohwRmkd078MbvN8oKsl5pPFPiwYpt71QUV9Mz+cSmPrhWxmeFnxzFQ3jbUwhmdVsD4oneDUMhYOU+aUdWcEt7OcSCzmzb8vEvLipBv+vS2VKwhNL2d/XAFHLhbTV1eL2T7K0OFhA41v+PHIFQIxV1V5JxfXMnSgsTJs2N0CT+ubF4SsLuV1TZfHoJSCTUqJUqwJdP5XrNFkw9h/gaqGZk5EJrJ4/FCgV7zp5fbh1pePe+nlP4BIJMLF3AAXcwPuGq5cqJTUSFrqydcHp/PU9mhsB/RhuINJy6jVoJsgeJTWNdFfXxsPq/4EOJjgZWuEl40hdgP6tHss/fS0mTrYsuWiOrOsXllHnlLK58eSGdBXVynkuJkzepDZTWnrGmRhwNrJrqyd7EpOeQOHEgrZHp7L//YmMMLJhFneVszwsuqRWW4ns348N92dZ6a6EZlTyd7ofFZvjaSfrjbzhtiwYJgNHlb/tnAcjC8iwGFAjws3AHraWiwNGMhiPztOJpWwPlg5yrB8pD2rxjjdFFHR29aIbQ8HcvRSMR8cTGRzaBZvzB3M6E6MljiY9mPVGEc2h2a32/L0xrzBajermBnoseXBEXx+LIUF35/l40W+nXJGPTFlECeTSnj7Du9rRDuRSDn2pCMWcfdP5/n9oUDcrToWcNyt+vP9cj9Wb4nExrhPq3GPpQEDCcus4IltUfzxcKDGsjFA+b55aKwz359OZ9pgS5Xnh0X+dtz3axhvzhvcasE/0d2CU0klbYo3XjaGJOTXdEq8aW9sqkYi6/TYZHROpdoLxr0x+cz2sVZbuCmva2LT2Sw2qwhXVofQ9HI2h2bx99ox3XLLjXAy4cflfjz+R3S7QqcImOph0S3h5ujFIp77M5blgQ68MMNdpSDbR1eLrQ+OJDqnClvjPpxJLeO5nTF42xhx+OnxXXYEaIlF2Bjrk1PR2Oo2bbGIofbGzB/aWgC9nvomGb+cyeSn4AyGOw7gr0dH42XT/eZFhULgeGIx64MzSCmqZXmgAx/c6XNTskXGDDKjor6ZxMJaBtv0XDvUFWRyBeczKjgQX8DhhCJ0tcXM8rbm1/sDGDZwwA0f6a1qUFZ5n7pc5S0AE9zMWT3BmfGu5l1q87qRlNU1cSGjgguZ5ZzPKCe1pA53y/4EOpvy9FRXRjiZ9EiY/a1KXZOMhPxq4vOqic2rIj6/muzyBizEdTf70HrpReP0Om96uS242c4bdaiVSInOqVK6c7IqiMmtoo+OFv4OJoxwUrpzvG2M/jO5OVcjkcqJyKpsqSNPL63Hz974sphjgZeN4U0Ndy6oauRwgnK0KiqnCj97Y2Z6WzPT26rbdant0SxTEJJayt6YAo5dKsLRtB93DLVhkrsFD24KZ/4wW16aqToTRBW1Eiln08qZ6mnR7WrryOwK1gdlcDqllDuG2LB6vDOulp0PPtcETTI5v53L4tsTaQS6mPLqbE+1swTqmmSM/vAENRKZytu9bAzZ/8TYLomkRy8W8dzOWJYGDOTlWR4aE0a+Pp7Kb6FZ/P7QSLVrdbeez+bzo8nseWxMq93/xmY5d/5wlglu5l0erWmLuiYZYz46yY/L/VQKa4IgMOXzIJ6Z5sa8IdcGm18sqGbpulCi3pimUnz45HASZXVNfLJY/VajsMwKntkRw9mXJ7e67e6fQlniP5BF7dRoX8/qLREMsx/QYeuVVK5gxPvHWbfCX62cEIAPDiaSWlyrsv2qI6obpMz6OphHJ7qwso3Gr85yOKGQte0IOPo6Yr5d5tel6my5QuDLYylsOpfFJ4t9me3TseApkcr55HAy28Nz+N+cwSwbMbBLn1OJVM66oHTWB2Uwb4g1JxJLKK9vvuY+OloiTjw7EXvTtkfjmmRytl3I4btTaTiY9uPFGe5q/63b42rnY61EygNjlM7H/jd5rPrBTeEEOJrw6MTONb6pi0yuICyzgv3xhRxOKEJLLGLOZYeNv/2NFWyujFifTCrhVFIJUTlVuFn2Z7KHOZPcLRhmP6Dbwe8yuYLy+uYeaWUqrW1StkFdHoNKK/1XrLnirOlpd/GtgkQq52JBDfF5VcTlVROXX016aR2W/fXxsTNiiJ0RPnbG+NoaUV9ZcsuvDXrppbP0ije93Bb8F8Sb62mWKUgoqL6cm1NJRFYFjVI5QwcaM/zymNUwe+ObfoHXFQqqGglKKSU4pZQzqWXoaosZ52rGBHdzxrma31T7bkmNhCOXijkUX0hYZgVetkbM8rZilrdVjwYy1zfJOHqpiH9iCzmfUU5Ds1xlgG57xOdVs2arsiVk2Qh7lo0Y2O1d2/TSOjYEZ7AnOp+xg8xYPcGF4Y4DbopNvKyuiS+PpbArMo+VgQ48McVVLQfXn+E5vL7vYiv3jVikbCd6eqobD49z6pLglVVWz5qtkfTX1+b7e/w0tkv+/ak0NoRksPXBkS15IB3x3v5Lyoagx0a3yuxIL61j/ndn+fKuoV1afLfHl8dSiMyuZOtDqh0k359KIyyzgt8euFakEASBwA9P8PmSoSozeQ7EFfLD6TQOPNk6v6YtYnKreGRzBGGvTW1125xvQnhqiqvaeTSCIDDigxN8f49fhwG2JxKLeX1vAmdemqzWorOkVsKET07z5+pR+Nh1zrUhCAJPbIumvknGr/cP1+hn8VB8IWv/iEKu4spPX1tMTBdGpqoamnlqewy5FQ2sX+mvlgh8qaCGp3dE00dXmy+XDlE7B+p6TiWV8ObfFzHqo8N7C7wZMtCYE4nK0eArIcx62mKemDyozXE6uUJgX0w+XxxLoZ+uNi/McGeKp0W3X/crmWO/ns3EQO/WyBy7mt/OZbE7Ko89j43RmJAiVwiEZf7rsAERs32smONjTYCjicab8dqjsVnO2bQyTiaXcDqphMoGKWMGKau8J3mYY22kuY2bWomUh36LILmolug3pnX7vXNFrDl/eQwqvbQODyvDltruEY4mt7w7SBM0yxSkFNcqRZq8KmLzqkkprsWojw6+dkb42hrha2eMr52Ryu/m/+LaoJdeOqJXvOnltuB2OEErFAIZZXWEZSpHrSKyK8ivbMTT2rBFzBnuOECjFusri4QlAQOZ4Gausee9GqlcQUxuFUHJyhGriwXVeNkYMd7NjAluFgyzN9boqEdnqKhv5tilIg4lFHE2rYxBFv2Z7W3FLB8rtTNJOotcISCTKxCLRV36veUKgdPJJWw5n825tHKmDrZgRaADo5xNu3XBWFIjYdO5LLacz2aQhQGrx7swbbDlDb3YvkJSUQ3v7U/kYkE1z053Z9nwge0KLwqFwIyvgkkrqePKF5qutpjXZnviY2fECztjMdDT5pPFQ9QaVbqexmY5r+2JJyStjFdneXDHUFuNvC7rg9L54XQ6Wx4cga+dcYf3lysE1myNpFYiZfMDI1u59P6JLeC1PfEceHJcl5u8VFHV0ExeZWObIlNBVSPjPznF2Zcnt9p1fmlXHP31tfmfimDUrLJ6pn0ZxMW3Z6rtOLxYUM3yny8Q88b0VrdN+PQUHy70YbSLeqN3eZUNTPj0NAlvzegwfP2JbdHYDeijtlPurb8vUlDVyE/3Bqh1/6vZHZXH+wcSuzVC1Bb/xBbw7I4YFALIr7r8EwFzfK357h6/Tj3fpYIaVm+NwN3SkC/uGtJhjpZcIfBzSAZfHk/hkfEuPDF5UJfOg3mVDbzzzyXOZ5TzwkwP7hlhf81n8t5fLxCaVo5MIeBg2pdjz05o9XMEQeBEYgmfHkmmvlnGM1PdWDCs+5/t4hoJv57N5I/zOTe97a89aiVSZn4Vwr2jHFjdgfOsPeQKgYisCg7EF3IwvghBEJjlY8VsH2tGOpne0O+Q3IoGTl7OrgnNKMfKUP+yWGPBSCeTHgldzqtsYPnPFyisakQuwKGnxuHWSRdrSa2kxVVzPqOcjLJ6PKwMGeVsSqCzCSOcTDTWbHarIlcIpJfWEZurHHuKzasmsbAGPS0xPnb/ijS+dkbYGrc/5n+F22Ft0Esv19Mr3vRyW3C7nqCLqiWX26yU7pykohrsBvRtEXICHE1wMe/X5UV7XmUD4z4+hZZYxMuzPFpqiHuSsromzqSWcTq5hJDUMpplCsYMUrpyxruZ9+gYU3tUN0o5kVjMoYQiglJKsTfpyyxvK2Z6WzHYWnM1pdO+CMLb1ogv7xra7efKKW/g97Bs/gzPxaSfLisCHVjoZ9etvKG6Jhnbw5QNVX10tHh4vDN3DrPtkYve9riysHr/YCI6WiJenzuYca5tC4zhWRUs++l8SxC3j60Rfz06GrFYhEQq5+sTqWw8m8naSYNYPcGl0wtGQRD49mQaXxxLQSQCT6v+DHc0wdfOGB87I1zMDbq0SPk5JIOvT6Sy+YERarXMNDTLuGv9edws+/PZEt9W78s39iUQk1vFzjWjbugO/4qfLzDO1azVIvBwQiGfHU3h+LMTWj1GoRDwffsoO1YHqp0pklpcy4Lvz3LxnZmtbvN79xibHxihtpPp79gCNgRn8M8TY9u9X12TjID3jrHv8bFqiX+F1Y1M/PQ0ex8fo/ZY3BVyKxqY/XUIX909lCmemnVQ/R1bwEu74vhhhR+NzTKe3BbTMkKlryPm+3v8OvUz90bn8+qeeB6d4MLjkwZ1KE7kVzXy7I4YimokfHnXUPy60KrULFOwISSD70+lMdvHmpdneah0cuZWNDD589MoFLBxVQAe1oY0yxRI5QLNMgUR2RXsicons6yeJyYPYtlI+25/XtJKavkpOIO9MQXK/JTxzgQ4dr6S/EYSk1vFgu/PsiLQnvcWtA4dbwuFQiAiu5KD8YUcjC9EphCY6W3FXB9lDXt3x3rVRSpXEJ5VwenkUk4mlZBdXs9wR2WV9yQPi25dH6lDbG4VK3+5QEOzHJlCoI+OmFdme3JvB6OOqsQaTyvDy2NQt79YIwgCWeUNxF0efYrPqyahoBpBAG9bwxahxsfWCEfTfl0WPm/XtUEv/7/pFW96uS34/3KCrpFIicqubKknj8mtop+eNgEOA5SCjpMJXjaGai9M98Xk88rueBqa5ehqiZk3xJoPF/resNwdhULgYkFNS1ZOVE4Vzmb9Whqshjv2zE5ZR9Q3yTiVXMKhhCJOJZVgZqDXIuQM7UYbhiAIOL1ykO/v8dNoPbhEKudQQiGbQ7NJKqxlwTAblo90UHsRq4pmmYJ/YgtYH5xORb2UVWMcWTHS4YYELF9/HFvOZ/P18RSGO5rw6hzPNltZVm+O4FhiMdpiMcefndAq3yI2t4oXdsWioyXmsyVDOr2wBpj6+WnSSusBpVuhj64WTTIFYhG4mBsw3HEAQwYOwMfWCBfzfmotYjadzeTzoylseqB15bYqimskLPj+LMtH2rcaBWmSyVm6LhRfO+OWCuYbwZ7oPH48nc6Rp8df8/molUgZ9s6xNqu4l64LZXGAHUsDBqr1c7LL65n2RTAp789qdZvba4c4+sx4tRuB3v7nInKFwDvz23+d/orMY0NIBoefbt1wpYrX9sRT1Sjl+066WGRyBXf/dB5Pa0ON/+32xeTz8l/x/LjCj4nuFgAcjC9oEXD0dcTEvjldLQFDKlfwwcFEdkfl89XdQ5l0+fnaQhAE9sUU8Pq+BOb4WPP63MFdqls+m1bG6/sS0NUS894C7xZh5EJGOY/+HkWTTI5MLijdjW3k+ohEcOWq97GJLjw2aVCnQ66vJyKrgnVBGQSnlnLnUGVzVGdb6m4mAe8dx9O6P1s6EaytUAjM/iaEYfYDmOtrzcgbKNiU1jZxOrmEU8klhKSUoaejxSR3cyZ7WDDW1eyGjZofTijiyW3RSOUKrn63Tfaw4Nf7h19z3//PYo0gCORXNV4OE64mPr+K+LxqJFIFnjaGl0eflM6aQRZd2wRpi/8va4Ne/n/RK970clvw//UE3SSTk5Bf829uTnYFTVIFw+yNWxqthtkPaPPi9OW/4tgRntty4aGnLcbDqj8bV424KeF31Y1SzqWVEXS5xaqyoZlRzqaXxRwLHE373vAsFolUTnBKKYcTijiWWIyBnjYzvJQZOZ2d4c+taGDSZ6dJeHtGj4lSFwuq2Xo+h73R+XhY92fFSAfm+Fp3+ecJgsDp5FLWB6cTn1fN3SPseWCs0w13SFXUN/PlsRT+jMhlRaADT052bSUk5Vc1MunT07w8y4MHxjqpfJ4mmZxvT6Tx85kM1kxw4bGJgzolVkZmV7B0/XnkbSwOxSLQ19GiWaZAJAIfWyO2PzKqw5+x9Xw2Hx1K4tf7h3eYvwKQWFjD09tj+Oux0a0+37kVDcz99gzvLvDmjutChHuKhmYZw987zrZHAluNgN39UyhzfKxVBu++9fdF5f/e4aXWzymoamT0RyfJ/HD2NecCiVSOx+uHifjfVLUzteZ/f5ZVox1VVrBfzcpfLjBmkFmHocagfO2nfhHEgSfHdnr08psTqeyLyWf/E+M6HOPqDFdE+h9X+Lcajz0QV8DabdHM9bHmWzXEptLaJh7/I4qaRinrV/p3mBNW3SDltb3xnEtXVoB3JY+pqFrCuwcuEZxcyjPT3Lh3lMM1QkFJjYQxH59sybjpCBGwerwzL3cj3FtVc9SqMY49ElaraWolUuqb5C0tg/ti8vnlTCZ/r23fgXY9giDckO9jhUIgPr9aGTacXEJCfjU+dsZMdrdgsseNL0QQBIH1Qel8djRFpUjYT0+bU89NICyroiWzJqMls+b2F2tKaiXE5SqDhOPylEJNVaMUN8v+l8OEjRhiZ4ybZf8e3yj8/7o26OX2ple86eW2oPcErURxeWb4SkV5eFYFhdUSBlsbEuCodOcEOPybmzP+k1PkVDRc8xw6WiIG9NVly4Mju5QPoikEQSC1pK6ljvxCRgVWRvotWTmjXEy7vWPaWZplCs6ll3E4oYijl4oRi2DaYKUjZ5SzaYcXIjvCc9gcmt2pgNauUiORsjsyj60Xciiva2JpwEDuGWnfrVDmmNwqfgpO5/ilEub4WvPIeOcuuVe6Q3JRLe8duERCfjXPTnNj2Qj7axZy5XVNmPTT7XBRkZBfzfM7YxGJRHy62LdTLqUF358lNreKjr48tcUi/B0GsP2RQLUWOdvDcnh3/yU23BegVm6LQiG0uWg5kVjMU9tj2Ld2TJtOJU3zws5Y+upq8fZ1Tpb1QemEZVbwy3W70QA7I3L5MyKXnWtGq/UzyuqaCHjvOCnvzbrm81Za28Tw94+T/N5MtdwjEqkcn7eOcPzZCe1+JkpqJYz+8CTBL07CRg3B8sVdsUjlQqfHIqNzKlm24Ty71ozulmPueq6MNq1b4c/4NnLNzmeUY2PUp90mJoConEoe3RpJoLMpHy70oa9u++ffc2llPLczFk9rQz5e5Nvp/B6pXMGms1l8dTyFqYMteW22Z5uZbx8dSmLj2cxWoeXXc+Uzue3hwC4t+JtkcvZG57M+OIP6JhkPjnVi2Yib3xzVEXKFQEhqKbuj8jl6qYiHxjrz/Ax3QCmIjvvkFNFvTOsws+hGUSuREpJaxsmkEk4nl9IklTPezZxJHhZMdL95pQdSuYJX98SzL7qAZnnb7zUR4Gl948UaQRBolMo7/Gxqisr6ZuIvizTKUOFqimsluJgb4Gtr1JJV42VjeFNc1L1rg15uR3rFm15uC64+QU96exf+noPwsjHEy9YIT2vDG77Iv5UorG4kokXMUebm2Jv0xdfWmH/iClQ+RoQy8PWH5Z3LQOhJGpplXMioaGmxyq1sIMDBhAnu5kxwM8fDqv8NdeXI5ArCsyo5crGIIxeLqGuSMdXTkhleVkxwM1e5c37X+lBsjPtoJO9GXQRB4HxGBVvPZ3PsUjGjXEy5d5QDE90tumxPziqrZ0NIBn9F5THCyZQ1450Z5dK9wOTOIAgCJ5NKeP9AIlpiZR5OWwvT9miWKfj+VBrrg9N5ZJwzaye7qrUTeCa1jFWbwtrd6RcBpga6HHtmQqdaQXZG5PLm3xf5aWWAyoamzvDhoUROJ5Wy5/HRN+Ri/nxGOY9ujeTCq1OveR1Timu547szxLzRuskosbCGxT+eI/6tGWotpqsbpQx5+ygJb8+45ryeWVbPjK+CSXmv9TiVKiKzK3hkcyQR/5va7vv21zOZHLlYxI7Vozp8zqyyeqZ/FczRp9Uf3QLlmOacb0K4e4S9Wu4eddkTncdrexJYv9K/3byojhAEgT/CcnhvfyIvzHBn1RjHdl8ziVTOp0eS2RaWw6uzPVk+0r7T54YLGeW8se8ickHgnfleHYqZ1Y1SRn14goZmebv3M9DT5uRzEzod/F8jkfL7+Rw2ns3EsI8Oq8c7M3+o7Q0bMe4KgiBwqbCGPVH5/B1bgEgEC4bZssjPrlWg7pTPT/PCDA9meqvX1NYTx5peWs+py2HD4VkVOJr1U4YNu1sQ4DjgphUbXKFGIuXh3yKIya1qVyTU1RLx3HT3boVAd4VaiZQnt0WTVlJHyEuTNf78dU0y4i+PPcVezqnJqWhQXk/a/Tv65GVjeMuImb3iTS+3I/9/V7S93LbcP8qREoU+QSml/HA6nZLaJhxN++JlY8RgG0MG2xjiZWOIRf9b396sCayN+jBvSB/mXR6fuJKbsysyD7EIVE1/CECTTMHqLZE8N92NNRNcbkp19NX01dVm0uXWCFCG9Sqzcsr49kQq/fS0Ge+mFHLGuZr1+C6XtpaYUS6mjHIx5c15g4nLq+bwxSI+PpzE0zuimehmwXQvSya5WzCgny41EikXMit4c17r1p2eRCQStRxnSY2EbWG5vLonHm2xmOWB9twVMBDTTu5iOpr14/07fXhmmhubz2Xx6O9RDDTpw+rxLszyturx7AORSMQUT0vGuZqz5Xw2a/+IIsDRhNfaycNRha62mGemuTHdy5IXdsZx5GIxny7x7bD5acwgU5zNDEgurm3zPtpaIn69f3in61yXBAxEW0vEI1si+GH5v/kkXeGF6e5EZ1fxxr6LfLZkSJefR11GOJrQT0+bk0kl1ywCXS0MMO2nx4XMilZjO4MsDJAqBLIrGnBSQ/DQvfzeksoUcNXbtlYipX8nRPronCqG2XecX7UvJp+7R9ir9Zxfn0hlwVCbTgk3AO/8cwkrI30eHufcqce1x+6oPP63N6HbIqBEKufNfRc5kVTMxlXDCXQ2bff+V8b59HTE/PPE2E67vkprm/jwYCKHLxbx5BRXHhjjpJZAYtRHh6emuPLFsZQ2F9baYhFf3jW0U8JNUbWEjWcz+f1CDh5W/fngTh8m34LNUVdTWN3I3ugC9kTnkVfZyEwvKz5fOoTRLmZtCvbjXM0JTi29oeKNRCrnfEY5p5JKOJVcSlGNhNEupsz0tuKTxb4abczrLqHp5TyyJYJaiazD+zbLlXXpN1K8SSup5b5fwymtbaJZrqCivrlbo+8SqZyLBTXEX3HU5FeTXlqHZX/9FqHmroCB+Nga/b+oLO+ll1uJXvGml9uOyZ6W16jrpbVNXCqs4WJBNRcLavgrMo/M8nrMDPTwsjFksLUhXjZGeNkYYm/S95a+KNMEhvo6THS3ICyzArFIhKId851MIfDZkRQisyr5foXfDW2v6Qh7076sHOXIylGONMsURGZXtgh2T++IwdfOiPGuyuDjIXbGPVpXKhKJGDLQmCEDjXlxhjupJXUcii9i49ksXtgVh5+9MfVNyh1hTQYVdxYLQ32emurKY5NcOJFYzObQbL46nsocH2tWBDrgp8Zi9mrMDPR4dro7aya68Gd4Lh8dSuLjw0k8NNaJpcMH9rjbQ1dbzINjnbhzmC1fHU9hyudBiEVg3FeH/vo69NfTpr++DsZ9lf8Y9VH+dwM9beU/+tr4OwzAy8aIfWvHsO50OkvXh/LAGCeenOLaps1bJBLx/Ax3Hv8jimYVC0VtsYi35nmpVf+tijuH2aElFvPo1ii+Xz6MyR5dc79pa4n59p5hzP46hD/Dc1k6XL1Q4K4iFotY6GfHX1F51ywCRSIRT0wehKF+6/eDjpYYd8v+XCyoVk+8ubyQv35koU4io7+K52+LqJzKDtu9MkrrSCysZbZ3x5/ZtJJaDsYXqmzVao/DCYUcSijk8NPjNXaO+isyj9f3JbDh3gDGDOq6cFNQ1cijWyMRiUT888RYrI3aHhtTKAR+OZPJF8dSeHicE09Mce2UU0ImV7D1fDafH0thnKsZx5+doNaY2tWP76en1eYoi562mPlDbdXO3Lm+Oeo3NcPEbxa1EimHE4rYE51PWGYFoweZ8djEQUz3slTrPDzO1Yy3/7nU48dZUNXIqeQSTiWVcDatnAF9dZjkYcGb8wYz2sVMo1lP3aG0tokLmeUtmTVpJXWA0lEJdDgyeyGz4oZlAh2ML+CZHbFI5QoUAvTR0SIur0pt4b9ZpiCluJbYy/k0sXnVpBTXYtRHp8VNM9vHGl87o0471nrppRfN0yve9HLbY95fjwn9za/Z8a1rkpFUWKMUdfJr+DEojZSiOnS1xXha9//XpWNteENC1W4GIallbTZyXI1cEDieVILPm0dY5D9QWVHuYMJAkz433Y1zBV3tf10wL8/yoLhGQnBKKadTStl0LguRCMYOMlMGH7uZ9+gFiEgkws2yP26W/XlqqitF1RJOJBWzP7YQB9O+3arx1hQ6WmJmelsz09uatJJatp7P4f5fw5SCWKAD84faduoiuq+uNvePcWJFoAMHE4pYH5TOVydSuTfQgXtHO/Z4PoFJP13eme9Ns0zO9vA8KuqlVNRLW91PLFIKK2KxCLFIREOznOenu7F2snKh+cQUV6ZdduEcvVTMp4t921zgT/GwwNpIn+zyazOjtMUiBEGgqrG53UyajrhjiA1aIhGP/x7NN8uGdSnoFcDSUJ+v7x7GI1si8LEz6vGMokV+tkz9Io3yuqZrHF3tuVe8bAy5WFDDXN+Ow5W1xCLEIlqJZjUSGQadEG+ic6pYEejQ7n32xhQwycNcrYa1L4+nstjfrlNugaJqCS/vjueDhT6dEiraY1dkHm/uS+DnewMY3Q3h5lx6GU/8Ec10LyveumNwu8J9QVUjz/0ZS35VI1sfGom/Q+cqwKNyKvnfngQapXK+u8evlTurPQRB4HBCEZ8eTUauEFjqb8femIJr3DcikVJofluNUOzIbGVzVFBKKQuG2nDwyXG3bHOUVK4gJLWUPdEFHLtUhIu5gVLI7qS7CGC4kwl5lQ0UVDVq7L0ISlEtKqeqRbBJLanD334AkzwseGGGB26WBrfEdcSVNiilYFNBemldSxvUizPcGeFkQqNUTlR2FeFZFYSml5NWWoeWSHk+klx3PmqUykkrqcPVsudyA2VyBR8dSuK30KxrRnjlCoHYXNXijVwhkFZS929GTX41iYU16GmLL1dzG/Pk5EH42Blha3zrXOP10ksv/9KbedPLbYEm5lqlcgVpJXVcLFC6dC4VKMUdiVSOq0V/pUvHRunS8bTuf8vM9HaFZpkCrzcPq8zsuFJ/3CiVY9xHh5FOprhZGmDYR4fiGgkR2ZUk5FczoK8uAZeFnBFOJnhY9b9hVaGdQa4QiM2rIihZGXwcl1eFm2X/lqycAAeTGyLOyeSKW/L1uUJ9k4y9MflsCc2moKqRxf4DWTnKQS03xPUIgsC59HLWB2dwIaOcRf52PDzOuUvP1RkUCoGFP54lLq9a5Tjg9fTV1SL05SmtFucyuYL1wRl8dzKNe0c58Mw0N5UunL9jC3hhZ2zLQlFLBA6m/fhksS9P74jBw8qQz5cO6ZZgdzihiGd2xPDlXUOYqYYDpC2+Pp7K3ph8/l47psfPXUvWnWO2jzWrxqhu/LqeLaFZHL1UrHZVsfv/DnHoqXE4XzWSsysyj78i89j2SGCHjy+sbmTMRyeJf2tGm5XVgiAw8bPTvDzTg1k+7b/uiYU1LPj+LKdfmNiuO+VqFAqBe38Nw8JQjy+WDlXrMR2xMyKXt/6+yIZuCDeCoHTQfH40hTfnDe5wZGxfTD6v701glrc1r88b3Kl8uYr6Zj4+lMTfsQU8NtGFRyY4d8rdeS6tjI8PJ1FQLeGpKa7cNXwgIpRB/AXVkpb7aYtF7H18TJtB0AqFwKnkEtYFpZNYWMs9I+15YIxTSxvTrYQgCMTkVrE3Op9/4grR1xYzf5gtC4badrtgYNbXIaydNKjb7tCK+ubLVd7KfDotsYiJl8OGx7uqJ4b2NO1Vd490NmGkGgHDTTLlaFFUdiWh6eVE5VRS1SClj64WEqmct+7w4l4VDXuaoLyuiUe2RJKQX61yTHDsIDM2PzCC7IqGq8KEq0jIrwHA29YQH1tjhgxUOmscblPXeW/mTS+3I73iTS+3BT11ghYEgdyKRqWYU1jTIuwU1zThYNpXGYp82aXjZW34n7GURudUsvjHUOSCgFgEetpKscbGSJ/Rg8wY7WLKcEcT7Aao3nmRSOXE5ip3oCKyK4nMqkQhCPg5KMWc4Y4DGGpvfMMaDzpDZX0zZ66qI69vkjHaRVlHPt7NvFttTG2hUAhM+OwU7y3w6dSu8s1AEAQisivZEprN4YQiRjqbsDLQgSmell0a60gsrGFDcAb74wqZ5GHOI+NdOr0z3xlyypVVze01gYByjOLV2R7cN7ptgSG1uJbnd8VRK5Hy6WLfVmMTcoXAmI9OUlSjXCj20dHi8NPjcDDtR1VDM8/siCGjrJ51K/y75Xg5fqmYJ7ZF89mSIV1eWMkVAvdvDMNQX4fv7hnWozuq28Ny2Hohm/1PqNeqFpldySObIzoMD76Cz1tH2LlmFB5W/76mG89mci69nA33BnT4+IPxhXx7Mo1DT7V9fNE5ldz7axjhr03tsCXlkc0R2Bj3UbvuHODnkAx+C83i4JPjNCKm/RmRy9t/X1S7qUwVDc0yXtwVR2R2JT+u8GfoQGOV91MoBBLyq/nxdDoXsir4cKEPM7zUz0pRKAS2h+fyyZEkAhxMeHPe4E45luLzqvnkSBIxuVU8OtGF+0c7XvNdczC+kKd3xNAsU6CnLebpqW48OrF1/kizTMHfsQX8FJxORb2UB8Y6snykwy3hjrye7PJ69kYXsDcmn7K6Jub4WLNgmC0jHE00tuh+ZXccWmIR7y3w6dTjFAqBiwU1SndNcglxedUMtjZkkrtSsPHt4bFldSipkXA+UynWXMgoJ7Os/qo2KFNGOJpoRFQqrG4kKruKyOwKpntZdZgR1RVic6t4YFM4NRJpm6H5WmIRfXW1aJIq8LTuj6+dcUtFt4t5v1t6I0mT9Io3vdyO9Io3vdwW3OgTdFldE5cKaq5x6WSW12PaT+8qh45S2LkVdzT2ROfx7I5YnMz7Mc7VjFHOpgQ4mnR5vEWuEEgpriXicqNVeFYFJbVNeNsYEuBooqwodxxw0+o920IQBBILawlOVe4QhmdVYGvcp0XICXQ2bXNnvjPsCM/h6+OpHH9uwi0paLVFaW0TO8Jz+P1CDmKRiHtG2nPX8IFd+jsWVDWy8Wwm28Jy8bDqzyPjnZnqadkjn41NZzP54FCSyjyaKwwc0IdTz0/s8CJWJlfwy5lMvjqeyj0j7Xl+uvs1I2Xbw3J4Y99FFILAuhX+TL1qvEmhEPjuVBrrgtJ5d743i/y7fl46lVTC439E8eFCH+YPte3Sc5TXNTHnmzM8OtGF+0Y7dvlYOqJGImX4e8f5e+1YtdwADc0yvN48QujLU9RyO/i/e4xNq0bgY/evk+LbE6lklter5WJ5b/8lGqVy3r+z7UXqW39fpKFZxieL2w96js+rZun6UIJenKh2CH5iYQ0LfzjHlgdHEODY/RyVP8Nzefufi/x833BGuXRtsZhVVs/qLZEM6KfDd/f4YWagR1VDMxll9WSW1pNRVkdSYS1pJXXkVTYiFwRM++ly6OlxnQr/j8+r5n9746loaOateV6dajPMKK3j82MpnEws4b7RjqyZ4KzSHSEIAtO/CiatpI5hA43ZtWb0NeeZuiYZ28Ny+OVMJvo6Wjwy3pk7h9nelCrj9qiob+ZAXAF7ovNJyK9hors5dw6zZZKHRY8ca2JhDXf+cJa/Hh2Nl037dfU1EilnUss4lVTC6ZRSJM1yxrmZMdHdgok9PJqsDsU1kpa8mgsZ5WSV1zPYxpCRTqaMdDJhpJPpLeEA6izbw3J4fV8CMrnQYe7OpvuHM3qQ2W059q8uveJNL7cjveJNL7cFt8IJur5JRuJVOToXC6tJKapDR0uEp7XhNS4dV0uDGxb+ezKpGF8742sW3IIgIJEqejQcMK+yQenMyaokIquSlJJanEz7tQg5wx1NcDDte0vNVNc3yQhNLyc4VenKKaySEOA4gPFu5ox3NcfTuvN15H9F5vHczlg2rhrOpMsz6E0yOftjC5nqafmfuICUyRWcSCphS2g2YZkVzPS2YkWgA8MdB6j9esgVAjWNUvKqGjiVVMrvF7Lpp6fNw+M0v3BSKAQW/XiO+PxqlblOWiIRG+7z71QQcFpJHS/uiqWivplPFg9hhJNy0d0sUzDuk5MsGGrLK7M9VT42KKWUp7ZHM9vHmjfntZ8f0h7BKaWs2RrJewu8WejXtXNceFYF9/4SxrZHAtt0VmiCJ7dFY2Wkz6ttvCbXM/WLIF6Z5aHWYj7wgxN8v3zYNU6oDw4m0iSV8/Z87w4fv+jHc9wzwr5NMU0mVxD44Qm+uXtYh+NHqzaG4WrZX+3fUyKVM/+7s8zwsuTZ6e5qPaY9doTn8M4/l/jl/o6boNriZFIxa/+IZrC1IdZG+qSU1JFX0UB9sxw9bTFaYhFNMgXyqz5LYhGcf2UyFobqjYlVN0j59GgSuyLzeGS8C49NdFH7M19ULeHrE6nsjspjoZ8dT01x7VDkO5dextPbY9i3dkzLKFtpbRObzmWyJTQbJ3MDHp3gzLTBVjfdFXI1EqmcE4kl7InOJyilhCF2xiwYZsscH+sb0urz1fEUvjqeyrFnxl+T1yIIAinFdZfHoUqIyKrE2bwfk9wtmHgLVHkXVSvFmiuZNdnl9XjZGBHorBRqhjuZ3JKOKnWobpQSl1vFy7vjyK+SdPwAlC7Qr+4e2ilH3I0kr7KBXRF5PDnFtUc3N2+FtUEvvWiaXvGml9uCW/UE3SxTkF76b47OxYIaEgtqkMjkDLqSo3NZ2BlsY6jxLAqpXIHn64cx0Nfm53sDNLLL21WqGpqJzK4kPKuSiKwK4vKqMeqr0xKAPNzRBE/rWys3J6usvsWVcy69XFlH7mrOeDczxrmaq1XF6fjyAeVzfTSn5b9ll9fz+B9RJBfVEuisrEadNtjyP1Ffn1Faxx8XctgZmYeVoT6BziYtgZ6VDVIq6psprW2irK6Jivpmqhul1DXJaGiWtzzHqjGOvDLLk30x+WwIyaCiXsr9ox1YEeigsYr3tsanxCJlwLXdgL68Pndwp8bY5AqBjWeVjTpLAwby4kx3+upqI5EqF7ntCVl5lQ089nsUAD8s98NuQNdqcM+mlfHI5gjevMOLpQFda4/6KTid385lc+DJsRp7va8nOKWU53bGEvryZLU+009tj8bF3IAnp7h2eN/xn5zi40W+17hMXtkdj2k/XZ6f0b4g0ixT4P3WEQ5fl5lzNaeTS3jprzjOvTyl3YV9VE4lK3++QPCLk64JZ26Pt/+5SFROFbvWjOr2Ynd7WA7vHUjkl/sCGNkF4UahEPjmZCobgjNwNu/HxYIatbKidLREPDbRhWemdSw+KRQCu6Ly+OhQEj62Rrx9h5faVepVDc38GJTOb+eymOppybPT3Nr8m6niSttPVlk9G0Iy+Csqj1HOpqye4MJIJ5NbZuNAoRC4kFnB3uh8DsYXYt5fjwWXc2zsTW9sXXZ9k9IFN97NnM0PjCA4pZRDCYWcTi6lqkHKaBdTJrqbM9Hd4qZWeRdUNSqFmnRlyHBORQPetkaMdDJhlIvSSWz4H8wlbGiWkZBfc01OTVZ5A7bG+lQ3SmlsViAgoK0lbtdZqi0WsXq8My/M9LiBR68e/8QW8MKuWCRSBcEvTOrR93hyehYeg5Sj0bfS2qCXXrrDf8e/30sv/0GU7VWGeFobsvjyLu/1OTpn0spYH5xOcU0T9iZXcnT+delY9Nfr8kVmeqmy3rKqQcrdP53nhRnuPDLe+aZctBr31WWKp2XLzrpEKicur5rwrApCUkv58ngKCsWtlZvjaNYPR7N+3Hu5jjwiu4LglDLWB2XwzI4YvG2NLos55gyzN1a5GPOw6s+z09yu+W8Opv3Y/8Q4cisaOHKxiN1R+byx7yJDBxozw8uSGV5WPZK9owmczQ3439zBPD/DnX9iC3h1dzxShYAIZVW0vIPVn46WiNk+1uhqi1kSMJDF/nacTi5lfXA6359K567hA3lwrFO3Fwb2pn15dbZHq/EpkUgZXhqaXs6T26LxszfmtTmD1WqU0RKLeGicM1M8LXlpVxwzvwppJSK0hd2AvuxcM4q3/7nEvG/P8NXdw7qUfzRmkBk/3zech34LR64QWNZBoKwqHh7nTFhmJc/9GcuGewN6ZOdzzCAztEQiQtLKWhxn7eFlY0hkdqVaz62jJWpdFd4kw0GNRcClwhr66mq1G569L6ZA2fbVwevyxdEU7h/jqLZwE5RSyp/huRx4cly3hZttYTm8fyCRX+8f3uIC6wzVjVKe3RFDWmkdfz02GkN9HaZ8HkSjVN7hY/voaPHI+NYZMtdzqaCGN/YlUFDVyAd3+jDDy1Kt756GZhkbz2axLiidYfYD2LVmNK6WBuh28jWLz69mfVAGxy4VM8fXmr2Pj7kmJ+lmk1pcy+7ofPZF5yORKbhjiA1bHxqJr53RTROW+ulpc+cwWxwvf/9EZFfSR0ebTxb7MtzR5KaNluVXNXIh49/q7vyqRrxtjQh0MuHNeV74Ow74z4k1zTIFSUU1xOZVE5erFGtSS2oxNdBjyOWK7oV+tvjYGrWcYxQKgUuFNYSklnI8sYTY3Cq0Ln/vXu0ylV0WBG8l6ptkvLonnoPxhUjlAn10tUgtqdWIeFNe10RaSR1ppXXK/738T25ungaOvJdebi16nTe93Bbcqs6bztB2jo4ug22MrhF11M3R2R2Vx//2JrS4HnS1xYxyNuWbZcNuOQvx1bk5YVmVhGdWUFbXhJetEcMdBlzOzhmg9kKppymplRCSUkZwailnUstokikIdDZtceU4mvalSabA560jHH56PC4d7BiX1Eo4fqmEIxeLOJdehrOZATO8LJnuZYWXjeEts0t8PaW1TUz+/DS1Epla97c36UvQCxNV/j5xeVX8FJzB0YvFTPeyZPV4l2tyTTrL9eNTetpilgYM5N0FytGayvpmvjqewvbwXJaNsOfpqa5qO1EUCoHNoVl8eiSZhX52vDzLQ+18pF2RebyxL4HV4114YvKgLoknYZkVPLApnJdmebCyg8prVVQ3SJnzbQgrAh1YM6HjhXhX+OhQEnmVDXx3j1+H9z2bVsZLf8Vx5qXJHd535lfBPD/d/Zp8ofs3hjHV07LD+u9fz2QSklrKxlUjVN7e0Cwj4L3j/Ll6VJvtRAAXMsp56LcIQl6apNZ7pryuiZlfh/DCdHeWDu+aY+oKf1zI4YODiWxcNZzhXXBTJhXVsHpLJC7mBnx519CW74K90Xm8sCuuzRBUUAZ9vz7XkxWBju3+DEEQuGfDBYbaG/PE5EFqifBSuYLt4bl8cyIVW+M+vDjTndEuZuyKzOP5nbGA0lGgrSVCWyxGV0uMjrYIXS0xutpi9LS10NUWU17XRHl9E4KgrKh/cKxTl51umqa0tom/YwvYE51HanEdUwdbsnCYLePdzG/q2NHVrAtKJyaninUr/W/aMeRWNHDhSsBwZjkFVRJ8bI0Y6WxCoLMpAQ4D/lONn3KFQEZpnVKoyasiNreKxMJa9HXE+NoZ43tZrBky0AgrQ321v+8lUjmR2ZUEp5RyPLGYjNJ69HWUbVd9dLW4+PaMW+LaIS6vitVbIimvb27ZTNHTFvPsNDdWq/n9IwgChdWSFmEmtaSO9MuCTUV9M9ZG+gyyMMDF3ABXSwMGmRvQV1qFr8cg4L+7Nvg/9s46vKnzfeN3tO7uXtoCpcVapDiMDQbMB2PO2Pady28uzN19MN+QCWMMGG7FrQJ1d0vauJ9zfn+cJE3SpE3bVDmf6+qV5OibJjnnfe/3ee6HgcESRrxhGBWMBvHGGnK1DsXNtKBjEHZKmqV2++i88m8BfjpRbRYKz+ew4ePKw3d3TOl2cDLUUBSFBpESZ/UmyOeq21HWKkOMvxumRvsaxZxI36H3zTHMhh0rFyC7rA1nqzrg7843lqutePOqXvkqSFVaHCppw56CZhwuboWPGx+LUoKxaGwQJkf5DKvUMgAob5Xi6s+O9zhr78xj4/mrknFrD+VT69oV+O5YFbacrUNahDfWzorFnDEBffqc69oVmP8BnT7lyufgxDPzugy2y1qkeH1nEXLrRHhsQQJuyYyyeyBVK1Tgqb/yUNeuxLvXp2KGnSWaCxsluP+384jxd8PHN6X1KX3pfE077vj+LJ5YlIg77CzLbUp+vQg3fXMKP901tU/RGz1R3irFVZ8ew9nnFvTo7SRSaJD26j7kvbSox22Xf34M982OMyvhff1XJ3DrtKgezZwf2pSDxEB3PGQjPeuf3AZ8drAc+x6bZfP7RlEUbvr2FKbH+eHRBYlWt7Hcfu0v58FhsfDV6on9ul79eqoGb/9XjB/vnNKnNNjteY149q98rMmKxSNW/Cbu++U8Dha32qzWFuLljKNPzbXr90GQlF3XPZKk8G9+Iz7cVwoeh40nF40xi9Kp71Bg1ruH7ErpMuDjysPBJ+YMik9MTyg1BPYWNuPvnAYcLxdgYqQPrp0YhivHhwzLaJETFQI8viUPJ5+dNyj3VoqiUN+hxMlKobF8d4tEhdRwL2Toq0FNivLpVRn6ocTwfgxpT3n1IlysF4OgKIwL7RRpUsO9Ee1g378OuQYnK4U4XNKK0hYZ/nBAemZ/IEkKXx+pwIf7SkGQXU2WV6SF4uOb082WESSF2naFXqChTdIrWmWoaJNDodEh0tcV8YHuiA/00D+6Iy7AzaqYN1rHBgyXN4x4wzAquJwu0FpC76PTYBKl0ySBStvVR+fVHYUoaJR0OQaLRc9grrt6LFZlRA65+GEvBt+cM3oj5Px6EXxc+WYmyMkhnkNuQKnU0LNhJysFAID/u6LveecqLYETFQLsLWjBvsIWUADmJwVi0dhgZCX4D5sKKacqhVi94bRVg2ADfA4bF15aaHcnvEOuwa+navDTyWr4uvFxT1YslqWF9trw96cT1Xh5ewHWXZ3SrchxqKQVr+8oBAC8sDTFrnQfgO6g/namFu/8V4yrJ4TiuauS7JoVFiu1eOL3XBQ3S/H16kl9ElNzajtw+/dn8PD8BKzJiu31/r+crMbnh8qx8+GsAakGt/zzY7hxSgRuyeg5OmjG2wfx3vWpPZoEWxNqrvjoKJ6+ckyPJtQz3j6Id65LxcwE6+e468ezmBjpjQfn2fbeOVYmwAMbLyD76bl2Db43nanFx/tLsfuRWf0SE345VYN3/yvGD30QbnQEibf/K8aWc3X4+KY0m8bQdUIF5lvxigLoyM1PbkozE836A0VROFzShnf3lECs0OCxhYm4dmK41ev3A79dwO6C5h7TMgEg2NMZex+fNaTCCElSOFUpxNacBuy+1IxATydcNzEcy9NCh00UkC1kah3GvbxnwPxIKIoenJ8yEWvaZGqkhnsjI8bXKNY4otLjYCCQqfXRNGKjV41IqcWYIA9MiPA2pkAlBrkPu4mXgaRFosL/fruASw1iqG3480T5uuL/Fo9BWQsdQVPRKkNlmxwAEOPvhnh9BI1BpInxd+tVn+dyGhswXD4w4g3DqOByv0AbZnoM6VYFjRJcahCjRarudj8+h42FKUF474bUEVXC2oBKSyCvToRzNXR58vPVHaAApEd6GwWd9AifAa2q1R27LzUhMcijVyab3UGQFC7UdmBvQTP2FLSgTarG7MQALBobhPlJQ1+56u8L9XjqL9tpF85cNtZkxeLmqRG9GsCotAS25TTg2+xKyFQ63DkjBqsyIu1O/SNJCjsuNuHKccE9zkJqCRK/narBR/vLkB7pjReWJCM+sOdy1wAd5fPs1ouobJPhretS7fK0IUkKXx2pwOcHy7FuWQpumtJ7D5v8ehFu/e4M/jcnzu4QdAMUReHhzbnokGvw011THS58/nyyGttyGrD1fzN63Paen89harQv7pnVvQi1av0pXJMehhtMDJtnvH0QH9+c1m0aUatEhYy3DiD/5UVWxbV2uQYZb+7HwSfm2PRcoigK1351AguSg/DA3Pge31NlmwxXf3YM39w62aZgZA+/nKzGu7tL8ONdU8yqbNmDQKbGgxsvoF2uwTe3Trbp93OiXIAn/shDoIcTLjVKzIQSFoAxwR7475Esh4j956rb8e7uEpS3yfDA3HjckhHZ7aCsqEmCpZ8d61G8ceKysfPhLLs8rAaC0hYptl5owD+5DdDoSFw9IdToWzJSJkkAIOvdg7h/djxWZfT+emQJRVGoFiqMnjWn9SnRaRHeyIz1Q0aMHyZGDa2/nb1IVVpcbBB3RtXUidEgUiLW380s9WlsqNewmVgZCvYVtuDRLTlQa8luJ3QAYHyYJxKC9FE0Ae5ICPJAhI+LQ4Suy31swDA6YcQbhlEBc4HuSl27ArPeO4SefuFsFuDn5oRf7pqKpNDhY+bYFwiSQkmzFOdq6FQrU9+cqdG0b87kqMHzzZn7/mG8uDS5VyWp7YWiKJS0SLG3oAV7CpqNlasWjQ3CopTgHkvpDhSf7C/FF4crulTC4LBZWHd1CrLLBDhU0oqZ8f5YlRGFuWMC7O6kkSSFg8Wt+PZoJQoaxbh5aiTunBE9IDPZIoUGH+8vw6YztVg5NRKPzE+wK2qCoihsPluHN3cW4crxwXh+SYpdItPxcgEe3pSDBclBeGX52F53/C81iLH6u9O4JyvWLlHBFJlah2WfHcPVE0Lx2MKe04B6Q4dcg4w3D2D3o7arOxn4ZH8ZqgSyLmH0ltz+/RksGhtkFs2Tum4Pttw7Dckhtq9huy8146N9pdjz2Cyr6385WY1tuY346/7pNo9xqLgVT/6Rh6NPze0xMkBLkLjuqxOYGu2LF5amdLttd/x8shrv7S7Bj3dNxaQon17tm1snwv2/nsfEKB+8e12q1TartATe31OCjWdq8exVyVidEYlX/y3ExjO1xhlzLpuF39Zk9KmqlSnFzRK8v6cEJyuEWJMVizVZMXZ7l9z87SmcrhR2Sb0wwGWz8MUtEwe9PHKrRIXteY3YeqEBFW0yLBobjGvSQ5GVMHx8bHrLfb+chwufg49uSuv1vhRFoaJNbizbfbpSCJFCqxdr6Mia9Mihm1SxF5WWQEEjXfnpYr0YefUiVArkCPZ0xoRwb6RGeGFCuDfGhXkNOw/BoaBdrkFxoxjPb7uEKqHC7v1OPzcfQZ4D019hxgYMo5HhL3MzMDD0iYJGCZy5nB59SEgKaJOpsfjTbKRHeGF8uLfRS8eaj85whsNmIUVfdv22adHGiKSz1e04V9OBD/aWGH1zpkTRkTlTY3wHxDdHpNCgSiBHWkTvBlv2wmKxkBTsiaRgTzw8PwH1HQrsLWjBzvwmvPJvIcaFedGGxynBgzoL/fD8BNS2K7Ajv8ksVDop2AO3TovGrdOi0SRWYsvZOrz0zyUAwE1TInDzlMgeBSc2m4UFKUFYkBKEnNoOrM+uxLz3j2DxuGCsnRXrUA8nb1c+1i0bi9WZkXhjZxHmvH8Yjy5IwOoe/HBYLBZWTo3ErMQAPLv1Iq746CjevHZcz+k88f7Y8fBM/O+3C7juqxP46pZJvUpZGBfmhY1rMrH6u9PQERQeWdBzyW0D7k5cfLl6Iq798gQmR/sgK6H3VbBs4ePGx7ykQGy90NBjGe+xoZ7Ykd/Y4zH5XDa0Jt8tiqIgU+t6TMfLqevAxChvm+u35TZiRVqozfUUReGDfSW4f06cXSkdH+8vhUZH4v8W91xS2xY/najG+3tL8NPdUzExsnfXks1navHKv4V4fGEi1mTFWL3GFTVJ8NiWXPC5bPz70EyjsfozVyXhUEkraoQKsFlARqxvv4SbunYFPtpXip0Xm7ByaiSOPJXaqzS9gkYxOGzYFG6cuGzcPTNm0IQbmVqHvQW0j83JCiGmRPvijhnRuHJc8Igy0rVFeqQ3/jhvX6UekqRQ3iajI2uq2nG6sh1SlRYTI32QEeuLVVMjkR7pPawjUbQEiZJmKfLrxbjYQEfUlLZI4enCM0bULEkNwfhwLwR6DM3EyHDA0jS4vE2G8pZO0+BADz6Eci0AgMNigehh9tCZx0ZZi2zAxBsGhtEII94wMIxSChvF0NownWQBdEUCHYGkYA/MTwpEqLcLnLgcFDRKsPVCA17fWQSlhkB8oLvRFHmsXhgZjiaL1mCxWIjwdUWEryuunUjPuJj65mw+W4fn/r4Ib1c+pkQbSpT7IjnEo98hu5caJAj3cYHvIBlmhvu44q6ZMbhrZgyEMjUOFNGVqz7eX4YIHxdcMTYYV44Lwbiwga1cxWKx8PZ1qajvUCKntgMagoIzl421JqkwIV4ueHRBIh6cG49DJW3YeLoGXxwqx5wxgbglIxKzEgJ6rMCUHumDL2+ZhBqhHN8dq8INX5/ExChvrJ0Vh1kJ/g57j/GBHvjhzqk4XNKK13cW4ddTNXhhSQrmJnXvhxPm7YKf7pyCP87V45HNuViYEoSXl47tNrUtxMsFW9ZOw5u7inD158fw0U0TehW1lRLqiU33ZOKWDadAkCQeW5ho9/8hKdgT65aNxaObc7Hz4SyHRm5dNykc67YX4PGFid1+rmPDPFHRJoNSQ3Q7K8/nsM08WRQaAiSFHq9LOTUiXD/J+sxrXbsC+fUirL9tss39m8Qq8DnsHitaAXQ1sO+PVeOfB2f0WQD/4XgVPtxXip/vmor0Xgg3ah2BddsLsKegBd/dPtmqhxBJUthwrBIf7SvDPVkxeGh+gpko6cTl4OtbJ+Hqz46BpICXlo7t03tok6rxxaFybDpTi6snhOLAE7PtjpSjKAonK4T46kgFzla34/qJ4WgUqVAlkJttx+ewMSXaF08u6rtIZg9agsSxMgH+zmnA3sJmRPu54Zr0MLx7fSpCvFwG9NyDzZQYX7y9uxg6guxyLyRICkVNEpyuaseZKiHOVLVDpSUxMcobmTF+uH1aNCZEeA3biR/Tyk8X60XIq6d9A504bIwL80JqhBcenBeP1HAvhHm7jKh0N0dhahpsMA62ZhocF+iOG6dEdDENbhQpsa+wBdtyG5BXJ4JTNxOJ5a3SfqWUMjBcbjBpUwyjAtPQyCd/OIAJSXGI8XdDtL8bQjyd+1SKd6Rzy/pTOF4hNL524rJBkBRc+RzMSQrEopQgzIz3t1nlxtRHx7TaVbNEhUhfV6Mp8tgwT6SEeCHI02lEdnJMfXPO6SN0CJLCxEgfowlyWoR3r80TN2RX4nRVe7eDwcFArtbhSGkbdl9qxsHiVni58HDF2GAsHheMSVE+A2buLFVpsezzY6gRKuDK5+L8iwu67czXtSuw+Wwtfj9XDycuGyunRuKGyeF2z3J2yDX45VQNfjpRjQAPJ9yTFYurJ4SCz3Vc2oKWILHxdC0+2l+K1HBvvLgkGQlBPfvhNItVeO7vi7jYIMa/D860Sxj5J7cBz229iLtnxuCRBYm9+pzKW6VYuf40rp8UjqeuGNOr3+X//ZGHKoEcm9ZmOizlQ0uQyHzzAD5bmd6tGTFFUZj0+n58d/vkbsWKRzfnICHIw5ge1ixWIfOtAyh/40qboquWIDF+3R7seGimVQ+jzw+W4UKtCN/fMaWX764rEpUWV36cjTVZMbizD1XAALqk+Uf7ey/cNImVuO/XCwBF4avVkxDq3VVUaBQp8cTveWgQKfHRTWndpmL9droGNUIFnrsquVftl6i0WH+0Et8dq8LMeH88ecUYJNrxWwHogePuS8345mgFaoQK3D4tCrdPj4afuxN2X2rCI5tzjVF9bBYQ5OmM3Y/OGpDUFYqikFsnwj+5jfg3rxE8DhvL00OxIi2s2xS94YJQpsaxcgHqO5S9SqdUaQkkvbgbux7OQpSfKwqbJLhQ04HTVe04W90OUNBHrvohI9YX40K9HHqtdRQURaFGqEB+gxj5dSLkN4hR0NBZ+Wl8OJ36ND7cCzF+bpddX1GtI1AtUBirOhnKb1cK5AClNw0OdDf7661psEihwaGSVvyT24jj5QJw2CxodKSxetzNUyLw9nWpDn1Pde1K1AjlyCmqwP9dR/utMWlTDKMFRrxhGBWYijePbNgHITxQLZSjoUMJHoeNaD83RPu7ItrfDTF+tKgT4++GQI+RKTjYw8TX9kGi1IKkKIwN9cSV40Iwe0wAUkL6F3khlKlR2GSodEVXu6oSyOHrytdH53jp0648ET0CO0MkSaG0VWosT36uugPNEhXGhnpiUhQdnTM52qfHMN/n/r4ID2cunr2yd4OegUStI3CiXIjdl5qxr6gFbBawMIUWcqbF+jm8890kVmLJp8dww6RwPGvn4E9LkNhf2IKNZ2pxurIdC1ICcUtGFKbF+tn1XVJpCWy90IAN2ZVQaAjcOSMaKzMiHRotJlJo8MmBMmw8XYubpkTg0QWJPUZYURSF4+VCzIj3s/v3V9Isxf2/nkeYjws+uTm9V1FcFW0yrFp/CssmhOK5q5LtPqdSQ+CaL49jdmKA3Z+ZPbz6byFESg0+vDGt2+1u/e40Fo0Nxq3dRLc89Wcegr1c8Ljen6e8VYplnx9H4auLbe5zsV6MVRtOIe+lRV2+RxRFYeFHR/HQvPgeS43bw6Obc9Cu0OKnO6f06Vr73bEqfLy/FL/cnYG0CG+79ztZIcSDGy9gYUoQ1i2z7pv0T24DXtx2CVeOC8GLV6cMSPnlijYZrv/qBBKDPPD0lUl2p3uptAT+PF+P9dmV0BEU7p4Zg5umRJgJ5wRJYeY7B9EkVgGgJyV2PDTTLhG1N1QJ5NiWQxsPC2UaXDk+GCvSw5AZY991aKhQ6+hKh9llAmSXtaGwUYKUUE/MSwoy/l7sJfqZnQDo6pT+7k5Ii+isBjUcqjpaQlEUGsUqYzTNRb2psFJLIDnEE+PDvIwpUAmBl1flJ7lah4o2mbGqk6H8dk27As5cNuJMBRoHmwabotISOFYmwM6LTdhb2AK5Woe0CG9se6BnQ3tTFBodaoQK1AjlqBYqjM9rhAo0ipXgc9iI8nOFP0uGTY8tBcCINwyjB0a8YRgV2DIlMyjw1QI5qgRyVAnlqBbQf41iFVz5HET5uSHG3xXRfrSgY4jY8XPjj2hh55dTNQhw52N6vP+ApzkpNDoUNUlRqC9bXtAoQXGzFFw2C8mGCJ0R6qMDAA0iJc5Vt+N8TQfOVnegpFmCUG8XTIn2pQWdaB8kBnqYdeonv74fy9NC8WI/jEoHEh1B4mx1B/YUNGP3pWbINTosSA7CFWODMTsxwGFmkhKVFq48Tp86gdUCOTadrcWf5+rh4czFyqmRuH5SuF2G0yRJYX9RC749WoniZilWTo3AnTNirEYi9JXyVhne3FWEc9XteGRBIm7NjHK4ACZVafHUn/nIqxPhy9WTejWYrxbIsXL9KSweF4yXlqbYfT2raJNh+efH8dFNaViY4hiz7YJGMW74+iTOPr+g2yi2t/4rgkSpxVvX2p6Jff7vi/B04eHpxUkA6HLp9/5yHmeeX2Bzn59PVmNfYQt+uTujy7pLDWLc+M1JnHthQb8r3vyT24BX/i3E7keyENgHH4fvjlXhE71wM6EXn3V5K13V6qWrU7ByatcKQWKFFi/8cwnHywV469rxA+oNQ5IUTle1IzPW167vnEihwa+navDjiWr4uzvhvtlxWJIaYjPya+PpGqzbXgiSovDZynSHlS5vk6qxI78R23IbUdQowZwxAbgmPQxzkwKHrV8LbQ4sw9FSWqw5VdkOTxcushICkJXgjxnx/r3yFjKloFEMsUKLuED3YelJ0ipV6Y2E6fSniw1idCi0SAh0N4o0qeFeGBPsMeL6HH2lQ65BmcGPxuhJI0WjWAUfV55eoPEwCjUJge4I8XIekr4uQVI4V90OkgKmxXX10xIrtKgWylHTrkCNgBZpatvpxzapGh5OXET5uyLK1w1RfnQfPsrPFVF+9MQsm81iDIsZRiWMeMMwKujLBVqlJVAjVKBKIEe1XtSp0v+16m8M0XohJ8bP1eS5m11VZy53tASJijYZChokekGHLmOuGOE+OgA9oM6p7Uy1yq0TgcNmIS2C7iz6ujnhtR2F+PbWSVg0yJVP+gJJUsirF2GPvnJVk1iJ2YkBuGJs8LAoQa7WEdhb0ILfTtfgQq0IV4wNxqqpkXYPDi/UdmD90UocKG7FkvEhWJMVg7GhjjM3PlLahtd3FIIgKTy/JBnzkgId2hmmKAobsmn/k+eXJOOWjEi7j18rVGDl+lOYnxyIV5aNtXu/f/Ma8fzfF7Hz4SybZbN7y+KPj2JNVqxN3xkA2J7XiA3Zldj+4Eyb27zybwE4LJaxgtPR0ja88m8BDjwxx+Y+j23JRYSvq9Xogzd2FkIg0/Spso4p9R0KXPlJNj68sW+i14bsSnx6oAy/rslAarh3r/eva1dY/awMJcCTgj3wzvWpw8ZwtUGkxHfZVdh8thap4V64b3YcZicG9PgdVWkJzHj7IG6YHI5n+hnZqNDosLeA9uY4VibAxCgfrEgLw1Xjg22mFA817XINjpULkF3ahmPlArTLNZga44vZiQHISghAYpD7iJ54soZIoTGW56ZNhcVolqj0Jbq99WKNF1JCvIZ9Fav+QlEUWiRqY6qTabqTUK5BkKeTXpgxF2kGq8qmvVAUBYFMQwsyAn3kTLtCH0kjh0ihha8bH5G+rojWizLR/vRjlK8rfO2YYGXEG4bRCCPeMIwKHH2Blqt1ekFHgWohLehU60UegUwDLxeeUdSJ8XdHtL+rMWJnuIkQYqUWbBaGRQWMTh8diVmUTpPY3EfHkH41Unx0dASJoiYp8upFyKsTobxNhtunRWFF+sjrKFAUhbJWGXZfasaegmaUttAlyK8YG4xFKUF9iiZwJBVtMmw6XYs/L9TD142PVfpoHHsGWtUC2tz4j/N1mBzli7WzYpHlIHNjHUFi05lafLivFOPCvPDi0hS7PT7s5VSlEA9uzMGsRH+8sWK83YOUunZawJmdGIDXlo+zO+3jpX8uIadWhD/vn+aQmesN2ZXYX9SCzWun2dymsk2GR7fk4p8HZtj8XN7aVQSllsCry8cBAHZdbMI3RyvxTzeh97PfO4RXlo3FnDHmRtMESWH62wfw7vUTMDux71W2CJLCym9PIS7QHW9dO77X+397tAJfHKrAr3dnYHy4Y4RFlZbAe3tKsOlMLZ67qnei30BS0izFN0cqsCO/CfOTA3Hv7LheRZQB9D3alc/p0/vRESSyywX4J6cBewpaEOHrguVpYVieFmq3mfJgYi0VKinYE1mJ/piVEIBJUT7DNjKoL0hVWlxqoEt05zfQ6U+17QpE+LogNdwbE8K9MD7MG+PCPIdFv2awaZOqMfXN/bRpcIC5F01ObQdmJQZiTLBj7z19hSQpNEtUqBbKUSvsFGYMaU5yDYEgTydamNELNFF+dDRNpJ9rv32sGPGGYTTCiDcMo4LBvEBLVFrUCBRmKViVemFHpNDCz41PR+kY0rGMz916bXrrCB7adAFHSwX4dGV6vwYnA0m7XKM3RBYbfXQqTXx0UkI99cKOF2L83YZdrr013tpVhCBPZ9w1s2+GpcOFunYF9hTQQs6FWhHGh3lh0RCUILdEpSWw+1IzNp6uRV69CFeND8GqjEhMjvLpcUDXLtfgl5M1+OlkNQIdbG4sVmjx6cEy/HqqBjdOjsBjC3v2w+kNLRIVHtx4AVKVDl+vnoRofze79msQKbFq/SlMi/XDm9eMt0vAUesI3PD1SaRFeBuFkv7QJlVj+tsHcPCJOf2K5vlgbwkEMrUxtWrL2Vr8m9eEX9d0TYkCaJ+uyW/sR+6Li7pEkZ0oF+DhzTk49ez8fvk7fHGoHH+er8fOh2f2OvXqmyMV+PJwBX5bk+GwcvdFTRI8ujkXzjw2PropDbEBQ/dbBWhR+ExVO74+UoETFUJcOzEca2fFIsbO768jzp9XL8a2nAbsyG8El83G8rRQLE8LQ3KIx7AQtQxQFIWSFimOlQmQXSbAmSo6FWpmfABmJfYvFWq4odQQKGwS66Nq6MiaSoEcwZ7OxtQng1fNcI2EGmwoioJaR5oJdtUCOR7YeAEFjRI8MDcO/3dF0qC1R0eQaBApLTxo9AJNuwI6gkSot4tJWpM+isbPDZG+rgMaKcWINwyjEUa8YRgVDJcLtEihMaZhVQkUxmidKoEcUpUOgR5OFqbJneLOQM2cLfjwMMpb5eCyWbhxcgReXJoyIsKKFRodipulnVE6eh8dNouFpBAPOkInhDZHHhPsMexmHud9cBgvLEnuVann4Y5ApsaBohbsLWhBdrkA4T4uWJQSjEVjg5AW7snCKAABAABJREFU7j1kRp5lLVJsPFOLv87XI8jTGasyInFteniP6V4Gg9TvjlVB2Q9zY4KkugiKlW0yvLGzCGer2/Hw/ATcNi3aYX44WoLE2/8V4/dzdfjghgl2p+Y1iZVYtf40JkX54J3rUu0SQevaFVjyaTbeuGY8rp4Q2t+m464fzyItwhsPz0/o8zE+PVCGaqHcaH68IbsS52s68NXqSVa331/Ygrf+K7KaVrX1Qj2qhYpem7makl8vwo3fnMTv907rdbrT10cq8PUROuLGEcJNTyXABxuCpLCvsBlfH6lERZsMqzOjcOeM6EFL3bJlPJwR4zesJgFaJCocKxPgWDn9J1frkBHji5l675qEwJGfCqXWEShukuqjaej0p9IWKXzd+HqBhk5/Gh/uNWxS+4Y7FEXh11M1eG1HEQiKBEECi1KC8K2Dq1yqtATqOxR0elO7efRMfYcSLBYQ4dMpzBg8aCL9XBHu4zJknkPDZWzAwOBIGPGGYVQw3C/QFEWhXa4xijpVAhmqBZ1+OwoNgRAvZ31VrE4D5dgAN0T4uvb5xkdRFJJf2g2Vli6r6sRlw9/dCV+vnuSw0PzBREeQqBTIjf45hopXMrUOcQFuxugcQ+rVUM3UqXUExrywGxvXZHRbGnkkI1frcLS0DXsLW3CgqAVOPA4WJAdh0dggTI/zG5LOmkpLYEd+EzaerkFhkwRLxodiVUYkJkZ6dzvwIUzMjYsaxfBw4SEp2ANOPA4UagJKLQGlhoBKS0ClI6DWktAQJDQ6ElqCBAVg18NZVksHZ5e14bUdhdASFJ6/Khnzkx3nh7MjvxHP/HURqzOj8OSiRLsiR1okKqxafwqp4d54/4YJdg1g9xW24LEtufjnwRmI62cEx878Jry3pxiHnpzT5//DoeJWtEhUuFlvzPvx/lI0dCjx3g0TrG7/3p5itEjUeN/G+v6g0Oiw9NNjuG5SeK9KMQPAV4cr8M1Rxwk3DSIlnvg9F01iFT68sfsS4AONSkvg75wGrD9KV31bkxWDm6dGDkh1K0usGQ+vSA/DvGFkPCxX63C6SojsMgGOlwtQ0SbH+DAvo8nwxEifYVl62160BInSFild8Umf+lTcLIErn0sLNCZizVAZ5o50msUqPLI5Bzl1Imh0pHF5XIBbt/5ftpCrOys4GQQagxdNk0QFJy670xzY303vRUO/DvV2GVZiqIHhPjZgYOgLjHjDMCoYyRdoiqLQJlVbjdipFsqh0dEhp8ZKWH6dFbHCfVy6nVUVytSY9Pp+s2UsFsBhsfDgvHg8ODd+xJfLNJQHLWigPXQMok6DSIkwbxezalcpoZ4I83YZ8I7i72fr8NRf+bh9WhRunx6NGH+3Ud051RIkzlS1Y19hC/YVtkCk0GDOmEAsTAnC3DGBQ2J4XNwswabTtdia04AwbxesyojEivSwHqNq9hU2Y+3P59GbG6OPKw+nn1tgc7ClI0hsOluHD/eWYFyYF15YkuIwT4LyVinu+/UCAj2c8OnKdLvSKVqlKtyy/jSSQjzx0Y0T7LoGvLmrCEdL2/D3/2b0K3JPpSUw9Y39+P6OKZgc7dvn45jy2o5CUBTw0tXWK7utWn8KS1NpIc/RPLv1IipaZdi0NrNXg5evDlfg26MV+HVNhkPMs//JbcAL2y5hyfgQvLg0ZUhSdAHaY+230zX44Xg1fFx5WDsrDssclJLYHXK1DnsLm7EtpxEnKgRIjxxexsM6gkR+g5iOrikT4EJtB8J8XDAz3h9ZCf6YFus/5Mbw3aElSJt9DR1BoqJNjnx9xaf8evpe7MRhY2yYpzH1aUK4NyJ8B/7+ezmwPbcBz2y9CI2OhI40v1u58Dgoem2x1f2sVXAyiDVmFZz0psAGcSban67gNNI+u5E8NmBgsAUj3jCMCkbrBZokKbRIVahq6yxzXqU3Ua4VKkBSFCL0TvzRFuJOqLcLcmo7cMuG01CbzMoYcOKyERfgjq9WT0SU3+D4DgwmYoUWBU10hI5B0Clvk8HdiYuUEE+zSldxAe4OTS2Qq3X4328XoNDokFcvhhufg/RIH6RHeCM90gcTIrxGrdEiRVEoaJQYhZzSFikyYn2xMDkIC8cGI8yBpbrtQaHR6aNxarE0NQRrsmJ73Ce/XoRrvzzRpVNsDWcuG48tTMS9s+N63Fas1OKzA2X45VQNbpgcjscWJDqkAohMrcMzf+XjXHUHvrhlol0RFwKZGqs3nEZcgDs+vjmtx++/liCx8ttTiA1ww7vX9y+C5fm/L4KkqG7LgfeGp//MR5CXs9XUJ4KkkLpuD/68f7rVyKj+sLegGU/8kYf/HsnqldHtF4fKsSG7Er+tyURKaP/aZFoC/O1rxw9ZdbsmsRI/HK/GxtO1SAn1xH2zYzEnMXBAUym1BIljZQJsy23A3oIWRPq6Ynl6KJZNGHrjYYqiUCNUIFtfFepkpRAcNgsz4ujImqwEf4dVcRtofjpRjRMVAnxzq/VUnFOVQtz141mMC6VTngyRNdF+bkOWSjta6ZBr8PRf+ThU0gotYfv+9MMdkyGUa1ErNBdoDL6MkWaltTs9aHxceSNOoOmO0To2YLi8YcQbhlHB5XiBJkgKjSKl0VOnsyKWAnXtCrBZLHi78iCQqWFrDMphA1w2G68sG4ubpkSMqpu2NVRaAmUtMjrtSl/pqqhJAh1JYUyQB512FUabIyeFeDokxF+tI1DQKEFOrQg5tR3IqRWhUaxEQqA70iN8kB5JCzrxge7DMuy4v9S1K7C/iBZyzlS1Y0ywBxamBGFhShBSQjwH9TtHkpTdg4mtF+rx9F/53XaQAVoEPfvCgl755FS2yfDmrmKcrhLi4XkJuH16//1wKIrCD8er8d6eEjy9eAxunx5tl3HzLRtOI9LXBZ+tnNhjG5rESiz59BievTIJN0yO6HNbL9R24PbvzuDsCwscksbyv9/OIz3CB/fM6irMFTVJcP1XJ5C/7gqH/r5apSos/jgbLy1NwYr0MLv3+/xgGb4/Xo3f1mT0W0w6Xi7Ak3/kITnEE+9cl4oAj8E3sS1rkeKbo5XYnteIuWMCcO/sOEyMHLh0LYqikFsn0hsPN4HH6TQe7q8Q1l/ECi2OVwiMVaFaJCpMjvLFzARarBkb6jUir/GHSlrx2o5CHLSRikPoOxgj8b2NJA6VtOLRzblQanTQ9HBf8nXjIT7Qw6yCk8GDZrhVRB1ILsexAcPohxFvGEYFzAXaHC1Bor5Diff3FGPXpWb09Ctns4C4AHd8dFMaxoYO7oB6qCFJCtVCuVHMKWyUoLBJAoFMjWg/N2OUTkqoJ8aGeCLAAaHDrRIVcupERkEnv14MNgtIDfdGWqQ30iLov6AhLsvtaEQKDQ6VtGJfYQsOl7TBx5WPhSlBWJQShCkxvg6JftLoSIelaKzbXoBNZ2qtRq4BAJ/Dwi2ZUXj56rF9Ov6xMgFe21EItY7Ac1clY2FKUL+/W+eq2/HAxgvIiPHD29eN77HykUihwervTiPY0xlf3DKxR6+io6VtuO/X89j6v+lICu7bYJmiKMz/8AgeXZCIZQ4wQb71u9NYMj7E6IFjym+na7Azvwkb78ns93kMUBSFO344Cy8XHj5dmW73fp8eKMOPJ6qx8Z6MPv/vgOFRAvxsdTu+OVKB7DIBrp0YhjVZsf32Q+oOg/HwttwGtMs1uGpciN542HfIoju0BImcWhGyy9pwtEyAi/UixAe6IyshADMT/JER49vrymPDkfoOBWa/dxhFry4e0T48IwmNjq7gZIiy/vJwOVokarv2deVz8Na147E8zX5RebTCjA0YRiOMeMMwKmAu0Na568ezOFjc2qt9PJ25iAlwR6whBSvAUB3LddSm+lijVapCUZPUaI5c2CRBlUn58uQQTySHeCAlxAuxAW79Eh50BInSFhny6kXIrRUht06E0lYpgj2djUJOWoQ3xoV5DZmXhaNRaQmcrBBirz69SqMjMC8pEAtTgjF7TECPUU9ytQ7lrTKUtkhR2iLDxQYRyltlEMo0+O2eDEyP679RtI4gsXL9KeTViWzOdK6aGokH58UjtI/pYDqCxJZzdfhgbymSgj3w4tKUfkdktEnVeGjTBbTLNfhq9aQeB9VihRa3fn8afm58fLV6Uo/RMB/uK8WO/EZsf3Bmn6PTvjhUjjNV7fjprql92t+UFV8cx5qsGCxN7SoEPflHHoI8nRxaOvfH41VYn12FXY9kwcvFvmviJ/vL8NPJ/gs3hY0SPLolBy48zqCXACf1xt7fHK1EabMUq6dF4c7p0Qi0ITLL1Tr8dLIafm58hHm7IszHBaHeznabmVsaD89NCsA16WGYM8Y+4+EOuQaeLjyHRYRQFIUqgdwYWXOyQggXPkfvW0MLNqNNcAfoz33sy3vwz4MzkBjkGK8uBjqllzYIVqC2nY6arhUqUNMuR0OHElw2GxG+Lojyc0NlmwxNYhW0BAkWi2WMdrIGj8PCQ/MS+lXRb7TAjA0YRiOMeMMwKmAu0NaZ9e4h1LYrrK7jsVkAC/B05mFZWiiWpoYiIdAdte20p05VG52KVak3TxYptPB3dzJWwuoUdWiRZySUH+8vhvLlRXpj5KImCYqapCBICvGB7ogPdMcVY4MRH+iOuAC3fplBy9Q65NfTQk5uLV1WtVWqQmKQByaEeyM1gjaAHBPsMaSlgB0BSVLIrRcZfXJqhQpMj/fDwpQgTIvxhUilQ3mLDCUtUuTXi1DRJke7XAM+hw0uhwWVljCmBrIAnH9xIXzdHGNSKlJocMXHR9EqUZuZGHPYLEyN8YGnMw+HituwJDUE92TF9jl1Q6zU4vODZfj5ZA2unRiOJxYl2mU+bAsdQeK9vSXYeKoW716fiivHh/R4/tu/PwMPZy7W3za528ExQVK49bvT8HN3wqc3p/Up6qNJrMSsdw/h2NPz+j3gXfDhEby4NAWzEwO6rJv/wWE8d1Uy5icH9escBkqapVjxxXH8eOcUZMT62bXPR/tK8eupGmy8J7PPRtUESWF9diU+3l+Ke2fF4cF58YP2u1frCGzLacA3RyshV+tw98wYrJwa2aOY3ypRYeqbB+DEZYPNYkGto3+nns5cBHk5I8rXFbEB7ojwcUGYjwvCvF3h48rD8QoB/s5pxIlyASZF+eCa9DBcOS6kV4a+OoJE4gv/gctmIz7QHVOifZAWSRvnxvjbn6IqUmhwvFyI7LI2ZJcJ0CZT0yW89YJNUrDHZeHrsvSzbPxvTjyu6uE6wtAJRVHoUGhRI5Sjtp0WaQyRNAaDYHcnLiJ9ad8Zow+Nryui/N0Q7Ols9j2lKAqXGiT4J7cBf+c0QKLSgqJg1Ztt2YTQXkUFjlaYsQHDaIQRbxhGBcwFuiskSWHMi/+ZeXbwOCxQFODtysOKtDAsnRCKCeFedg2+OuQao2lytYmoU9Umh9xKqfMYf3fE+Lv2q9T5SIAgKdQI5ShpliKvXoykYHc8uiUPeS8tcnj1kGaxCnn1IuTViZBXL0J+nRgagsS4MNokckK4N8aHeyFmhBtFVrbJjELOuZoOAHRqH0WhxypQ48I8seOhLIe2p6RZimWfHzNLn+KwWfj3wZlICfVElUCODdmV+OtCPaZE+2LtrFjMjPfvk6hRJZDjzV1FOFUhxEPz43H79Oh+/X52X2rG//2Rh5unRuDpxUndCopSlRZ3/HAWLjwO1t82uVtBtk2qxpJPs/HQ/ATcmhnVp7at3nAaWQn+dpk9d0fmmwesGjWLFBqkv7YP555f4BBjaLWOwPLPj2NeUiCeWmxfJI8jhJu6dgWe+CMPrRIVPropDekD6CljikSlxcbTtfj+WBU8XXhYOysWK9LCepU6s/zzY8irF9tcz2YBfC4bOoIyDkKj/V1x85RILJsQ2ueINgCY+/5hVAnkxvM48zhQa0lw2CyjoDMhghZ0YgNoQUejI5FT22GMrrnYIEZikAeyEmixZmqM77ApNz6YPLI5B/EB7niIieYwgyQpNEtUZiW2a01EGqlaB393vl6g0ZfX9ndFpL7ktp8bv0/3CYqikFcvxj+5DdiW0wCZWmcm5CSHeOC/R2Y5+u2OOJixAcNohBFvGEYFzAW6K01iJaa9ddAo2Pi68XFNehiWpoZiXJjjfG0oikKbTI1qfYnzKr2gY63Uuam4E+3nhghf1xEfNWJJXp0Id/54FhdeXDjg5yJJCpUCeaeYY1Ki1SDojNeLOuE+I7NE65YztXj274s2TbdNceax8fjCRKyd1T8xwBq7LzXjwY0XoCMpsABMjvbBH/dNN9tGKFPjl1M1+PlkDQI9nLB2ViyunhDap+/48XLaD0eppf1wFvXDD6eyTYb7f70AL1cePl+VjkAP25EuMrUOd/1wFmw28P0dU7r17DhdKcQdP5zFlnszkRru3et2/Z1Tj68OV2DPo7P69d3MfPMAfrl7KhIsUjoOl7Ti5e0FOPJ/c/t8bFNe31GI01Xt+Ov+6T0KGBRF4aP9Zdh4mhZu+pJuQlEUtl5owLrtBVg6IRQvLEkelLTJZrEKPxyvwm+na5Ec4oF7Z8VhXlLfKkdtOVuLddsLoNRa940yhQXgirFB+NpGVaPe8uauInx/rMpm1Tg2C3DicqDWEQBoQZbLAtyc+Xqxxh8z4/1tpoVdTny0rxT1HUp8cGP/Ks2NRLQEiYYOJV1eWyg3CjXVQgVq2xXQESRCvFzMRJkog1jj5+qQwgfdQZIUcupE+Ce3AdtzGyFRaeHhzEPey4sG9LwjAWZswDAaYcQbhlEBc4HuSpNYibt/PIc5YwKwJDVk0Cv7ACalzgVyWtwRdlbFqmlXgCAphPu4GMubm5Y8D/N26Vfa0VDx88lq/HSiGgdsVOYYaLQEidIWKfLrxcivF+NigwjFTVK4O3MxPqyzjOv4cG+EejmPCEHnbHU7bt1wGiobxsEG2Czg4BNzEO3vNiDteG9PCTZkV4KigA23T8YsK2k6AO3n8+f5emzIroRaR+LOGdF2pZlYQpAUtpytwwd7S5AYRPvh9DUtS6HR4bmtF3G8QogvVk3E1Bjfbre968ezIEng+zundDv4+PJwOTaersXOh7J6HWmm0Ogw5fX92LS2b+JPT3y4rxR17Qp8dFNav491rEyAe385h+0PzezRQ4iiKHy4rxSbztRh0z0ZXUQle+iQa/D8tos4U9WOt69NxYIUx6R9dUd5qxTfHq3EttxGzE4MwH2zYzEpyvb3xB7ESi0mvravW48OAOBz2Lh1WhReWJLssGvSiXIB7vzxrE3DcUt8XHn44Y4pmBDhPSKuiwMJRVEgqc4KUlsv1GPzmTr8ft+0IW7ZwKDSEqjvUBj7KTX61KYaoRz1HUqwWUCET2dZbdPqTeE+LsMmupgkKZyr6UB9hwLXTmT6wczYgGE0wog3DKMC0wv05kMXMDYhFoGeTvBzc2LKVw5TCJJCk1iJaoECVQIZqvSdpmqB3OjTQ4cYGyJ2XI0iT6i3y7D9XP/323nsutiM+EB3JId4IinYA8khHhgT7DlkYolKS6C4WYqLDWJc1EfolLXK4O3Cw/hwL6SGeWFcmBcmDOMKV3l1IqxcfwpKLWGzepozj41Xl43DvOTAfvnF2IIkKdz541nUdyiw//HZPX6WBElhX2EL1mfTBq8rMyJxx/ToXqeCSFRafHGwHD+drMY16WF4fOGYPpWFpigKv5yqwVu7ivHEokTcPTPG5ntQagjc8/M5KLUEfrxzik3hiSQp3P3TWXA5bHx766Ref7//7488uPI5eGX5uF6/n5649bvTWJgShNumRffrOB1yDRZ/chSPzE/EqoyuFa1MoSgKH+wtxeazddi8NgPxgb0Xbo6WtuHJP/KQGu6Ft69LHZDvsinnqtvx9ZFKHC1rwzVpYbhnVkyf2m2LVetP4USF0OZ6Jy4b104Mw5vXjHfo9VGtIzDu5T1mqcPW4HPYuGp8MN67YcKoiwS1B4VGh5JmqdHPrahJguImKT6+Oc3oFXWmqh2Pbs7BiWfnD3Fr+45MraP9Z4QKVAvNo2iaJCo4cdm054ylQOPrOqz7HAxdUesItEnVuFRaiSszxwNgxBuG0QMj3jCMCkzFm6yXfoeE4wWRQgsOmwV/dz6CPJ0R6OGEAA9nBHk6IdDi0c999Io8hp/4SJpJ1BEkGkUqo8dOld5fp1ogR12HEhwWCxG+lqlY9GOIp/OQ+720SlS42CBGcbMUhU0SFOsrVbk5cTEmyANJejEnKdgDiUEedlescSRKDYHCJgkuNYj1UToilLfJEOjhhAnh3pgQ4W300BmK9lmjqEmCG785Cbla1yWNistmYVKUD9Q6EhcbxEiP8MbClCAsTAlyaEUeHUFCoSXg2csomvM17fj2aGW/zI1rhHK8tasYx8oFeHBePO6c0Tc/nAu1HXjgtwuYGOmDd65PtRlZo9LSAo5UpcPPd0+1+Z475Bos/ewY7pwRjTVZsb1qy6lKIe7/9TxOP7fAoWWISZLChFf3YuOaTIwP9+rzcSiKwv9+o9PlehKnKIrC+3tL8Pu5emy6JxPxgb373qm0BN7+rxh/nKvDi0tTcNOUiAG7bpMkhQPFrfj6SAVKm6W4JTMKd86Idph4K1VpsaegBf/kNuB4uYA+p5XephOXjSvHBePDG9Mcdt2mKArVQgWyy9rw4d5SiJRam9vyOCzcPTMGTy9OGlH3yL5AURTqO5S0OKMXaoqbpagWyuHtwtNXUOyspJgQ6GH8Tda1KzDn/cMoe/3KIb+/dodIoTETZoxRNEIFBDI1PJy5JgINLdJE+9FRvwEeTqP+OzCSoSgKEqUOrVIV2qRqtErV+kfL12qIlVqwWYAHIUH+e6sAMOINw+iBEW8YRgXWQiNVWsJ4IW+VqNAqVaPF5LFN/9ihoC/y/u5OCDQRdKwJPf7u/BGXyrMhuxIbsivx3g0TkJVgPc1jJKElSNR3KI2iTo1Qjioh7bdT36EAj8M2zpjF+LvRnTN/V8T4uyHIY+iEHZWWQHmrDCXNUpS00LOcJc0StEjUCPVyRmKwB8YEe2BMEC3oxAe6D5oxZq1Qgb2FzThS2oZbM6NQLZQjr16MvDoR6juUiPV3ow2R9SXLU0I9hyxMvKJNhuu/OgGJUgvTCXUeh4U/7puOtAhvtEpU2F/Uir2FzThRLkSErwsWpgRjYUoQ0iO8h3Tw4Qhz4xMVAry2owhytQ7PXZWEK8YG93rQIZSp8fDmHDSLVfh69SSbqT0qLYH7fz2PydG+eGBuvM3j5dR2YNX60/h1zdRepdqQJIVZ7x3CC0tSsHhccK/eQ3eUtUhx9efHcHHdFf2Kpvj9XB3e3V2CPY9mdWt6TFEU3t1Tgr/O12PT2sweU6ssudQgxqNbcuHhzMVHN6YNWOqfliDx94UGfHO0gvY3mhGDlRmRvRYjraHRkTha2oZtuQ3YV9iC2AB3XJMeiivGBmPxx9lQagmz7Z24bMwZE4Avb5nU78kTsUKL4xUCY1WoVokaU2J8wOewcbxCCI2V1Ckum4WXlqbgtunR/Tr3cESi0qK0WYqiZimKmyTGyBqVlkB8oDuSgj2QZBBqgj16FC4UGh1SXtqDnBcXwsdBlfz6AkVREMg0Rs8ZSw8asVILPze+1fSmaD83+LjyGIFmmKElSAhkarRK1N2KMm0yNTQ6Ei48jr6v7oQADycEuDsh0NMZAe5OCPA0vHaCrysfzU2NTNoUw6iDEW8YRgX9yWtV6wgIZBpa2JHQN4xWSVehRyjXgMUC/Nzom4apsBPg6YwgD/oGEuTpBH93p2ETfv3Un3n4/Vw9uGwWFqUE4dUV4wY8DH+o0OhI1HXQQk610PBIizwNIqUxLDrazw1R/q5mpc6DPIdm1q1DrkFJixSlLVJa2NGLO3K1DtH+bhgTRIs6iXpRJ9rPtd8CIkVRuNggxp6CFvyb12gUvdQ6Emeem29m0CmUqZFfLzZWucqtE0GuJpAc6ol0vZiTFuGNKD/XQfv/1bUrcN1XJ9Au1xjNSL1ceMh5cWEXYUam1uFoaRv2FbbgYHEr+Fw2FiQHYmFKEKbH+Q9Z5RihTI2fT9bgl1N9MzcmSAp/nKvD+3tLEBfgjs96MCK2dYwP95Xgx+PVePu6VFw9IdTqdhodCS6b1aPo9f2xKnx7tBI7H57Zq+pOH+4rRVGTBOtvc4xRLQD8frYOf56v75dHR41QjiWfHsPnq9IxZ0ygze0oisI7u0uw9ULvhRuCpPD1kQp8drAMD8yJx/1z4gZ0gkCjI3Hnj2ewPC0My9NC+y3CUhSF8zUd2JbbgJ35TXDlc7E8LRQr0sPMTJqf+D0Xf+c0GKNvnLhsZMb6YcPtk/t0r9QSJHLrRMgubcPRMgHy60WID3RHVkIAshL8kRHjBxc+B6UtUlz5SXYXzx0eh4XPVk50qGA4FOgIEtVCOYqbpShukqK4WYKiJikaREoEejjRAo1hYiCYnhToy2dOURRint2FzWszkRnrNwDvpBNDBSfTqBlTsUahIRDs6awXZLqKNI4QIgebunYFvjtWiccXjRmR7beEoijI1DqzaJhWiQptMjXaJLQQ06p/bNf3rX1d+bQY40H3relHJ/NHT+deGUAznjcMoxFGvGEYFQzGBVqj088OmETwtOoFnxapQfhRQyhXA6BvRIH6dK0gi4ieQE8nBOlnChyZKmANU78BHocFHoeNlwY4JH84otYRqGtXmBsnC2kj5UaxEs5cDqL8XI3ROoaKWNH+bggc5HBqiqI7r8XNUpTqBZ3SVinKWmSgKCA2wA2JelEnIdAdY4I9EOHj2u3gWqMjcapSiP8uNWP3pSZIVTqwWSxoiM4ZaRceB4WvXtFjakhtuwK5dSLk1IqQUydCUaMEbk4cTIjwRnqED9Ij6bSrgUy3ahIrcd1XJ9AqUYOkKFw/KRzvXt99JRQtQeJsdTv2FtBlyDsUGsxKCMCisUGYlxQIb9fBn1FWagj8daHv5sZSlRa/na7F3TNj+iwY7ytsweO/5+L6SeF49srkPl+TDClGcg2BH++YYneEU41QjgUfHsGpZ+c7pKQ3ADy7NR+eLjw8e2Vyn/bXESRu+OYkJoR7Y92ysTa3oygKb+8uxracBmy6J7NXKXp17Qo8tiUX7QoNProxDRMivPvU1qGgrEWKbbkN+Ce3EVKVDktSQ7AiLQyTo3ysfu6nKoW47bsz0BAk+Fw20iO88fPdU+0WEiiKQo0+FepomQAnK4Rw4rIxI94fsxIDMDPeH8FeXcVLiqKQ9uo+iPWpU4aS4T/dNRVTovtnxjyYGKo6FjfR94OiZjqapqxVBjYLSAzyoKNp9Om4Y4I9HPZbMpw/5tlduGFSON67of8VpwwVnKqFtMddtUCB2nbzCk5h+mIGkb6uZl40kb6ucOEPD4Pg/qIlSKzPrsRH+0qhIyhsXpuJjAEWx/qDjiAhlGvMI2MsxBjDcpWW/q0Hmokw5qKMYZmfO39AJjwZ8YZhNMKINwyjguF0gTYNATUVetqkKrToI3taJGoIZWqQ+hLepje2IH04qCGKx3Cz62uEwPwPDqOiTW62zInLRlKwBz64Ma3XvgyjEZWW0HcgDZE6+pk+gRyNYhVceJ3CTrS+KpYhVz7QwwlsNgufHyzD8rQwRPi6Dlg7CZJCXbsCJS1SlLVIUdoiQ2mLFBVtMnDYLMQFuCMh0B0J+rSrYE8nVLbJsfsSnRJFAdCRJAgbxVeSgj2w+9FZvW6XWkegsFGCXH1kTk6tCHUdCsQFuCM9whvpkbSgkxjk4VBvqTapGjd8fQLVQgV+uHMK5nYTHWEJRVEoapJiX2EL9hY2o6RZisnRPliYEoxFKUED+jlaw5q58Z0zohHi1Ttz475SI5Tjvl8vwJXPwRerJlodCNuDRKXF1Z8dww2TwvHgvAS797vh6xO4anwI7pwR06fzWnLFR0fx2MLEPkdWfLSvFP9dasL2B2favPZSFIW3/ivG9txGbFqbiRg7U50oisIf5+vx6r+FuCY9DM9dlTwiBqPNYhX+zWvEttwGlLfKsCA5CMvTQjFnTGCPgh9JUpj8+n6IlVqkhnth4z2ZPb5nsVKLkxUCHC2j06FaxGpMjvYxRtekhHjaJRA+vDkH23MbwWWz4OXCw+a1mX2qADZYyNU6YyRmsUk0ZodCgyhfV30UTWdETZSf26B49t3/63mIlVr8tibD7smMWqECRc0SvUkwLdTUCBVoENHedeG+LkZhxjS9KczbZcAntoaa8zUdeOL3XDSJVVDrSLjyOXj3+lQsTbUeATmQyM2iZLp6yLTp+7BCuQYURVdmsyXGmC73dOYO6SThcBobMDA4Cka8YRgVjMQLtGEGo9VE0GmVqsw8egwzGQRJwcuFpxd1nBDk4YwACz8ewzpXvnlIadore60aNrJZAJvFwr2z4/DQvPghSx8Z7qi0dMQO7a+jQJVQrhd26IgdPoeNAA8nCGRqZD81r09VgPqLliBRI5SjvFWGshYZSltlKNP76vSG6yaG4YMb0xzSJoFMjdxaEXLqOpBTS6dcUQBSw71oMUcv6vT3/yVSaLD+aCUeXpDQrxSQBpES+wvpiJxTlULEB7pjUUoQFqYEY1yY56B2QI3mxiVtWDo+BGv6YG7cF5QaAi9su4Qjpa34bOVETIvr2wxwQaMYN3x9Ehtun4zpcf527bP5TC1+PV2DHQ9l9emcpkhVWqS+shennp3fJwPe8zXtWL3hDP66f7rN/ztFUXhzVxF25Ddh0z2ZdnvUtMs1eHZrPi7UivDu9am9EhyHAolKi90Xm7EttwFnqtqRGeuH5WmhWDwu2O7oMAMf7C3B4ZI2bFqbaTX1QadPhTpaJsCxsjbk1YsR6+9GizWJ/siI8e1yf7OHf3Ib8MjmXET5uWLz2sxBE0R7gk55UuhFGolRqKltV8DXjW9MmU0ySXvqy/t3FGKlFlnvHMQ3t062+9rw2o5CnKgQIsrXFVH6aFb6uRuCPZ1HbaGI7hArtXhjZxG2XqgHQVIwDMKceWw8vTjJYQI2QVJol2u6esdYEWkUGgI8Dov2jdEX9zCIMoGenb4ygR60LcBIEdZG4tiAgaEnGPGGYVQwmi/QpjdgU08e86geermWoODuxO00c3N3wo78JnT3I3fisuHnxsf7N06we6DFQKPWEajvUKJVokaQp5NDqxo5ghaxEvf9dgH5dSL0UC0XPA4Ld86IwROLEgfEjJggKZS1SulUq1pa0ClvkyHM28VEzBlaM2QDYqUWh0tasbewBUdK2uDhzMWCZLpyVWas36B1XB1hbtxbKIrCxjO1eH1HER5dkIC1s2L7dL5NZ2rxwd5S7Hp4ppmHki0kKi2mvL4f2x+ciTHB/YuKOF4uwFN/5uP4M/N6va9UpcVVn2bj9mm2K2dRFIXXdxZh18UmbF6biSg/+4SbQyWteOrPfEyK9MGb146H7xAav3aHWkfgUHEb/sltwIHiViQGuWNFWhiunhDar2pU1iof1gjldGRNaRtOVgjB47IxM94fWQn+yEoI6HMEmCkSlRaf7C/Dw/MTjKmcDSIl1v58DtPi/LAwOQiTonwGzGvIMuWpWC/WlLXKwAKQEOSOMUGd6U5JIR4IcB+elY+e+Ssfm8/WofrtJUPdlBEHRVH4N78JL/x9ESod2cVEm80C7psdh6cWJ3V7HKWGsBEhY/5aKNeAICl4OnO7RMn4G4QZk2Xeo9DMeTSPDRguXxjxhmFUwFyg6Y5Bh0JrJu5UCWT44lCF3ccI9HDCw/PjEebtaryhj+Yy6pcDFEVh89k6vPTPJRAkZbVcLwCwWACfw4aOpBDj74bEIHfaVyfIAwkOMkq2RKzUIr9e1Cno1ImgUBMYG+aJifpUq4mRPgjxch6yTqVaR+BUZTv2FTZjf2Er5God5iTRhsdzxgQMirmkUKbGL6dq8PPJvpkb94W8OhH+99sFjAvzxHs3TOj1+6QoCo//nodGkRK/rcmw67vz8KYcBHs547mr+uZTY+Dzg2Uobpbi81UTe73vE7/noUWiws93TbWakkNRFF7bUYTdl5qwyU7hRqkh8OauIvyd04CXr07B9ZPCh90giSQpnK5qxz+5Ddh1sQlerjys0Jsaxwc6LsWIToUSGqtCNYmVmBzli6xEf8xKCLA7Faq/tEhUyHjzgNGIm8NiYWaCP64cF4w5YwL7LKwpNQTKWmnzYIMvTXEznfIU6euKMUGGSBpPJIV4IHqQUp4cxez3DqFGqEDlm1cN65Lhw40aoRz/92c+cmtFZj5zlswZE4A7pkcbqysZoq/bpGoI9KKMVK0Dl80yVkgNMHkM0HspGl/3I+V+NMCMDRhGI4x4wzAqYC7Q1ilqkmDZ58eg7SHsgs0CSApw4bGRGuGFdpkWbTI1RPoy6n7uTkbTuUC94bIhhNbgzzMY5ssMfae8VYa1v5xDQ4cSaitlc1kAjj09FxSAshYZXQHLilGyIXzfMAAJdaCwQlEUqgRyo2/OhdoOFDdL4e/OR3qEDyZG0alW48O8hqRDaqjSta+wBXsLWlApkCEz1g+LUoKwICVowNMx+mtu3Fva5Ro8sjkH9R1KfL16Uq8jYuRqHZZ/cRyLxwbjySvG9Lj9kdI2PPlHHk4+M69fQuFdP57FjHh/3D2zd+kHO/Ob8NzfF7Hn0Vk2zW9f3VGIvQUt2HRPJiL9evZFyqsT4bEtufBz5+PDG9MG3UupJ4qaJNiW24B/cxuh0pFYmhqC5WlhmBjp7ZDftY4gkVcvwtFS2rcmr16MGH83fWSNPzJj/YYkFYiiKIx7eQ/kGvPy5S48DlQ6AmOCPLAkNQTzkgKREtI1bZIkKdR3KFHULKEjalroxyqhHF4uvC7mwUOd8uQoaoUKzP3gMMrfuHLYCZDDDUPE1Vu7ivFPbgMoCt1GQQMAhwV9kQRnCw8ZE08Zdyf4uPIZ8cwOmLEBw2iEEW8YRgXMBdo6R0rbcN8v56HUEl3WsVkAl82GtysPqzOjcP2kcIR6mw8+1TrCpMwjbVhnXm2rs8IWZWK+bCrsBHl2+vH013yZoX+odQTe2FmEjadrjSW2DfC5bJS8tthqh9xglFzcLDUx0pSgSiCHmxPXzJthYUqwQ1IdDCg0OlysF+OCPjrnQq0IIoUGKfpS5emRPpgY6YMIX5dBH0zUChXYW9iMfYUtOFfTgZQQTyxModOrkoI9Bqw9BnPjb49WoKxFNqDmxgRJ4ZP9pfjuWBXevHY8lqeF9Wr/shYpVnxxHJ/fMrFHfxeCpDD97QN4+7q+e8FQFIWJr+3Dd3dMwcRIH7v3axIrsfjjbLx97XhcOT7E6nFf+bcQ+wpbsHltZo8ijI4g8cWhCnx1pBwPz0/AvbPihk2ERYNIiX9yG/BPTiNq2xVYmBKEFemhyEoIcEg0V61QgaNlbcgua8OJCiG4bBZmJgQgK94fMxP8u9xnhorlnx9DXr3Y5nonLhsEScHNiYtYfzfEBrjBicdBcRMdUaMhSMQFuNNCTQgt1CSHeA56dcLBpF2uwcTX9qHo1cUjwmR7INDoSGM0jGm6kvHPZJ21iZLuiPF3w6En5wxMwy9DmLEBw2hk5E8DMDAw2KRVooJlH9KZx4aOoHDF2GCszoxCRoyvzRkcJy4H4T6uCPfpeaBiMF82Cjt6E+bSFqlR8BHINEbzZXOj5U6Bxyj2eDhftp3DgcKJy8Gry8dh7phAPLQpB2otAa1exInydbU54OCwWXSVLX83s+o9Ki2B8laZsRrK/qJWjA/3dqh448rnIiPWz1g+laIoNIiURjHnhxPV+L8/8+DpzEN6ZGdlqwnh3nCzYorqKCQqLTgcFtZkxWJNViw65BocLG7FvsIWfH2kAn7ufCxMDsbClCBMiXasnwaHzcLiccFYPC7YaG48+73DA2JuzGGz8PiiMUiL9Majm3NxvqYDLyxJsTvKLiHIA69fMw6Pb8nFzoezuh24c9gsrEgPw1/n6/ss3tQIFZCrCYztxf+AJCk88XseFqUE2RRu1m0vwP6iVruEmyqBHI9tyYVMrcOf903HuDCvXr8PRyNSaLDrYjO25TTgQm0HZsT74745sViUEtzv34lEZZ4K1ShSYlIUXRXqwbkJGBs6OKlQvSUtwhv59WKb0RCGgbdYqUVOnQjlrVKsyozCbdOikRTigVh/98su2tTDmf6uiJXaUXV/pigKEqUObTJV19LXEpVRkGmV0hHJLBbg59Y1KiY+0N0YHRPg4QR/dz4q2+TYeKYW23MbARag0toWdNrlmkF81wwMDCMRJvKGYVTAqOvW+fJwOT7YW2pMi4r1d8MdM6Jx9YTQQfHqsMRgvtwiURlnrFrMqm2p0aYXf3QkBQ9nromYQws7ASbRPEGezlYrbDH0TKtEhf9tvICL9WKodSSWpYXi05vTh7pZfUKlJVDQKDEaIV+o7UCLRIUxwZ60oBPhjYlRPojxc+vzIFKm1uFsdTuOlwtwuKQNFa0yxAS44eATc6y250SFAHsLWrC/qBU6ksS8MbRPzqzEgAERlSrbZPjuWNWAmhvXtStw36/nweey8eUtE3sV6fPs1nwUN0uxZe20bge8ZS1SLP3sGM48v8BoLtsbtl6ox88na7DtgRl27/Pt0Qr8droWOx/O6lIFiaIovPRPAQ6VtGLTPd0LNxRFYdOZOryxsxA3TonA04uThjTKUKUlcKCoFdtyG3CkpA0poZ5YkRaKJamh/a7y1iHX4KeT1ThWJkBOncgsFSojxm9AhVNH0CHX4KsjFfjheFWPacVcNgtPL07CmqyYURtR0xvGv7wHf9w/DUnBA18Br79oCRICg/BiJsp0FWk0OhIuPE4XHxlDWrhpCpOvG7/XgrxSQ2DXxSb8eKIKBY0ScNnsLv43LBZQ8QbjJ+QomLEBw2iEEW8YRgXMBdo6H+8rxfpjlbh+YjhWZkSOiM4WQM+Edyg0FilaluXUOytseThx9aXTzSN3DKlahogea+VpL2dIksI3Ryvw3p4SPHNlEtbOihvqJjmMJrESuXohJ6dWhPwGMVx4HKRFeBvNkNMivW2KmHK9WHOiQohDxa0ob5PBicuGlqBA6KOVrhoXjC9XT+q2HSRJIadOhH2FLdhX2Iy6DiVmxvtjYUoQ5icHItDDcVFKgLm5cZCnM9bOisHSVMeZG6u0BF765xIOFLXis5XpmB5vX4U6lZbANV+ewIw4P7ywNKXbbZd9fgw3T4nEqozIXrfvxW2XwOOw8dLV3Z/DQEGjGNd/dRK/3ZPRJc2KJCm8tP0SjpS2YdM9md1GILZJ1Xjmr3xcahTj/RsmICshoNdtdwQESeFkhRDbchuw+1IzAjycsDwtFMvTwhBjZzlzexArtXj+74uYlRAwrFKhLNESJKoEchQ1SVDUpC/J3SRFs0QFfzc+hAoNbPWC+Rw2PF24WH/bZKT3IgVvtDPznYN47/oJdpcLdzQURUGm1plUWbKevtQqVRsjWfzc+BYeMs7GiBnjo6cz3PicQRHoKttk2HSmDlvO1kKtI83Sq86/sAB+7v0TV0cCNUI5Qr1dBtR4nxkbMIxGGPGGYVTAXKCtQ5IUSIoasBKoQw1FURAptGjRV9gyFXpaDV49+qgejY6EK59j4cnjTKdveXY+D/Bwhqcz1+4O3Ht7iuHr5tRrc9ThRI1QDn93p2E/W94fNDoSRU0So29OTl0H6juUiA9wx8RIH6SGe0Ks1KFDrsHRMgFKW6Vw4tIphpb+QABtbPrMlUm4fXp0r9pR0SbTCzktyK0TITXcCwtTgrAoJQhxAe4OGzhYmhvfNSMGN0+NcJi58ZaztVi3vRAPzY/H/bPj7Gp3lUCOZZ8dw3s3TDBLv7PkpxPV2J7XiL/un97rdi39LBv3zY7D0tTQHrdVaghc/fkxLE0NwaMLEs3WkSSFF/+5hKNlbdi8dhrCuhEn9hW24Jm/8pEZ54c3VoyDt+vglgCnKAqXGvTGw3mNoABcnRqKFemhGB/mddlEiwhkahQ1SYyVnoqbpChvlYHDZmGM3o8mOYQ2Eh4T7AE+h42Ul3ZbTZvic9mYHuuHT25Oh5fr4EepDmeWfX4M982Ow1VWUgz7g44g0S7X2Cx9bbpcpSXB57KNETGGtOsAd8OkTadI4+fOH1CBoD9oCRKHilvx88kanKgQgKSA3Y9mjZiJtr7QJFbi9R1F2HmxCV+vntTtvaC/MGMDhtHI6O2pMzAwgM1mgY3R23FnsVjwcePDx42PpG7u/4Z89q5pWirkN4jRWtRpxKzSknDisjujdkwqapk+BnjQFR+qBPIhSUFzJPaUOx7p8LlsTIjwxoQIb9yhz6hplar00Tki/HqqFkXNUrN9uvMm0JFkrwxxDcQFuCNutjvumx2HNqkaB4tpIeeT/WUI9XYxGh5PjPTpl8GtC5+D1ZlRWDk10mhu/OmBMoeZG980JRIpIV64/7fzyKkV4YMbey4nHuPvhneuT8X//ZmH5BAPm9+7ZRNC8cbOIlQJ5L2KFlFodChqktodJfHWf0XwdObiwbnxZstJksLz2y7heLkAW9ZOsxlVIlPr8Nq/hdh1qQmvLR+H5WmhgyqU1Ajl+Ce3EdtyG9AqUeOKscH44MYJmBbrN2oFe4A2Xq9oldNRNM1SY1SNQKZGlJ+rsdLTwuQgJId4ItLX1WYaSpCXM5rFKuNrFmjvpacXJ+GuGdGXjfDVG3zd+BDa6c1iiJKxZuZrKcq0y9UgKcDbldclbWlipI9FOpMzPF3sn2QZrvA4bCwaG4xFY4PRIlHhQFErokfp/Vih0eGrwxX4+kgFANoQXKxkPH4YGHoLE3nDMCpg1PX+sSO/ESkhnogNcB/qpgwpFEVBqtbRkTuSzsgd09x4Q9qWVKUzeglF+7ni8P/NHermM/STQ0UtuPe3C9DYUSGEx2Gh8NXFDpvRVWh0OFoqwL7CFhwsbgGbxcL85EAsTAlGVoK/Q7xTDObGh0rasHR8CO6ZFYvkkP7N8IoUGjy2JRdVAjm+Wj3JruOt216AczXt+PO+6Tbf172/nENikAeeWNRziXEDpyuFeGhTDk4/N7/HQR1BUnh2az4emBtvJiLRws1FnKgQYtM9mTaFm/M1HXhsSy5CvZ3xwY1p3UbmOBKBTI0deY3YltuIgkYxZicGYkV6KBYkB426Kn4URaFVqo+maZaiWC/SVLTJ4MLjIEkfRZNkEk3T29TYu388iwPFrQAAPocFb1c+1t82GRMivAfgHY0OUtftgZcrDz/cMRVCmRoCmQZCuRoCqRptMg0EMrXxr02qpqNkOGyrpa/93TsnRwwGv07c0fU9vtwhSQpbc+rx+o4iKLWEMUXMmcvGk1eMwZqs2AE7NzM2YBiNMOINw6jA9AJdVlmNuOjIET8jM5iMfWk3lFoCt2RE4YlFiYMe9j8SUWnpMup17QqkR/oYK2/UtStwoKjFLDUr0JMpjz5SqBUqcOv3p9EkVnUr4rjyObhjerSxupW/Az0KdASJ8zUd2KtPr2qVqpCVEIBFKUGYnxwEX7f+/T4r22TYcKwKWx1kbkySFD47WI5vj1bg9WvG4Zr07jvIGh2JG745ifFhnnh9xXir2+wtaMYr/xYi+6m5dpt3fnW4Anl1Inx9a/c+RLYgSQrPbr2I01VCbFqbaTU6SUuQ+PRAGTZkV+HxhYm4e2bMgJuLytU67C1sxracRhwvF2BipA+Wp4fiqnEh8Onnd2G4oNISKGuRoahZYkx9Km6WQKTUIsbPDcn6UtyGktzhPi4Oucd/eqAMnxwoA4fFQlaCPz68Ka1PRtkjHZKkoCFIu+5T0c/sBEBXrvRzowUXf3daiPH34NPLPJzg78YfVVEyDL3nTFU7nt92EbVCRZey6VwOCw/NTcAjCxIG7Px1dXWIjIw0PmfEG4bRACPeMIwKTMWbsPt/hIsPXdHF3fTPmX700D8a1tOvecb1ptu6O3H7lbowEqAoCnHP7QJJ0aklXDYLTy4ag1unRQ3bPPHhzMV6MT45UGo0VW6TqUHoK2cZxBzTHH3T1wEeTvBy4TGd3CFGrtbh4U05yC4XWBVw2Cxgepw/QryckVMnQkWbDBE+rpioL1U+MdIHSSEeDvn9UBSF0hYZ9hU2Y19hCy41SjAp0seYXhXdDxNagUyNX07W4OeT1Qj2cum3ufHhklY8uiUXS1ND8OLSlG5n0OvaFVj62TG8unwslqeFdVmv0ZHIfOsAPl+Vjulx9pkir/35HCZF+eDe2b033iZJCs9szcfZ6g5suifTarn78lYZHtuSCy1B4qOb0vodtdQdWoJEdlkbtuU0Yl9hCyJ9XbE8PRTLJoR2a5w83KEoCo1ilT6KRoIifURNlUAOD2cekvTeNIbHxCCPAS1JfbikFWt+OocXliTj9umjL02KICkIZeb+b60StdEnzhBZKpCpcdu0aLuMvgmSgtZOoYfh8qRWqMArOwpwpKQNBElZ9ZUCgHuyYvD8EvPvHEFSkGt0kKt1kKl0kKl1kKsJyNSG57ouzzuXEZCrO/cVC5pR9+UdABjxhmH0wIg3DKMCU/Emv7gcnv7B9IVc1XmRl6l1kKroi7rh0XS56fZyjc5YgcKVz7Eq6th8bmWdhxMPzjz2sOwYqrQEkl7cbbbMicuGnzsfry0fh3lJgcOy3SMFkqTQrtCYpF6pjDn+BvNFg9Cj1BI2w8vNqmN40rOcjLg2cFAUhU8OlOHzg+VdDItdeBx8dNMELB5HG3aKFVrk1otwoaYDOXUi5NR2QEuQSA3zpkuVR/pgYqQ3Aj37X1mqWazCviI6IudkhQAx/m56IScYqWFefYoCcaS5cV27Av/77QLYbBa+vGVit+lEB4pa8MjmXGx7YAbiA7umbK7bXgCpSocPbpzQ43kpisLUNw/gi1UTMTXGt1dtJkgKT/+Vjws1HdhoRbihKAo/n6zBO7uLsTqTjk4ciNQOiqJwobYD23IasfNiE5y5bFydFooVaWEDKhQNFHK1DiUtUmMUjcFIWKEhEOvvZoyiSQmhU5+CPZ0ddq+hKMquYxlM70daBJOOICGQabr4uLUZzPtNRBmSAnxceV0rMOrTlYJMJhEYQYahL2gJEnK1DrVCBT49WIaD+lREK17/Zvi78xHs5dwpzqh0UGoJ43pXPgduTlx46Cdc3Zw6++NuFo/G585cuDvR+0naWpCRSpvRM+INw2iBEW8YRgWOzmslSQoKLaEXc7R6sYcwPjeKPxoTgUjVVSSSqXXGUFE2C/pIH17nDciZp78pcYzRPx4WNyB3J3p7D/2juzPXoQMHoUyNSa/vt7qOx2FhQrg3Xr9m3KiufjBcMBg7mgo8rdKuJVCFcg1YLMDXlW9e+tTE0NFU7BnNVaQGmn2FLXhw4wVoCdKsI3r6ufkIsiHGkCSFijYZcvRVrS7UiFDaKkWolwvSIztLlY8N9QKf23cBTqrS4khpG/YWtOBQSStceBwsSAnCzVMikBru3evjESRlNDcua5FhVUYk7uiDubFKS+CVfwuxp6AZn96cjpkJtiNn3vqvCIeL27DtgRldIiwuNYhx4zcncfb5BT1+h+vaFZj7/mFcXHdFryI1CJLCU3/mI6e2A5vWZnb5TFskKvzfn/moaJXh/RsGpjxyWYsU23Ib8E9uI6QqHa4aH4IVaaGYEu074ClZjoAkKdR1KMxKcRc3S1DTroCPKx/JIR5IDvY0ijXxge4DKhLI1DpMeX0fJkf74tbMKMxNChwxQreWICGQqfURMiq0SNVok1ga7ashlKtBUZ0lsAM9nRHk4YQgz85qS6bm+oyPDIMlah3dx7WMapHqH00nOuUak+dqwriNYT97fOKsMS7MEw/OTYCHs0GE4RjFGFd+/yPfGc8bhtEII94wjAoG+wLdJFairl1p1wyvRkea3eQMQo/x5qcyX94pAGnNbqoytQ6EfvTI47Bszzjw6UfLG6Ebv3N7V7145ObEhUCqxtz3D9sMa2Wz6KpO16aH4ekrkxzq7cHQNwwd/Dap2sxYuVPsoTv8bTI1tAQFNz6HNoR0d0KAoWNvqKRlMuvq4zo6UrYkKi3+zWtEiKcz5iUH9ft45a1S3PrdGQhlGmgIEr5ufFx4cWGvjiFVaZFXJ8aF2g7k1NIROgoNgXGhnnoxxwcTo7z7XAVKoyNxpqod+wqbMTXGD0tS+1fG91x1O9Zn682NU0NwT1bvzY3/OFeHl7cX4PklybglI8rqNjqCxCNbcvHI/AQkBnmYraMoCld+ko17smJx3aTur+nb8xqx/mgl/n1oZq/a+HdOPT47WI7N92R2iYzadbEJz/19EfPGBGLd8rEOrSrXLFZhe14DtuU0oqJNhgXJQVieForZYwKG9UBboyORVy+i0570KU8lzVJoCBLxgR5IDvYwluVOCvFAgLvToF9TtASJhOf/A0BHkfK5bNwwORyrpkYiPtCjh70HBo2ONIu87Hw0T2EyVHHyc+ObRMoYRBnnzud6s9/+iL8MIw+KoiCQacz7lCpLccVUgCHMxBhTkUZL0L0+DptlFjnupu83ejjT/UZ3Z+sRLpaTiu5OXDhz2ThV1Y6vDlfgeLkAHDbLeB5rTIv1w6a1mQP2/2LEG4bRCCPeMIwKBvsC/emBMny4rxSTo3zw8tVjMT7ca0DPB9A3bbWO7CLydMn/VXXm/Vpuo9AQXSKC7IUFgMUC0iO8cfuMGFoY4puniLk5ceHEHZ7pYQOBSKFBYaME0+Pt8+QYbAwpAaZVs1ot0rUM0TwytQ48Dksv8DhblGrtLNka4EE/H26DBoqicKqyHb+drsHuS80gKQpLU0Px6cp0hxxfrNTi3l/O41SlEAtTgrD+tsn9bm+lQK4vVd6BnFoRipslCPJ07hKdM5SpDJVtMnx3rAp/6c2N750Vhxnxfnb/xgsaxWCBhZTQvkXufXu0AodL2rDxnu47+K/8WwCCpPDq8nG9Oj5FUZAodfBy7RRmJCot1m0vwIGiVrx5zfh+C2EGxEotdl9qwracRpytbkdmrB+Wp4XiinHBDhWGBhKRQoNFHx01ijPJ+mpPsf7uw+qaMO7lPZCpdcbXPA4LBEkhMcgDt0+PxtLUkD6lBVpiMK5vsRRl9MsMgnq7PlrSWF3JRIQJsIiaYVJiGWxBURQSX6CFSXsn8AzR25bpRoa+m2Wf7VKDGC58DuL6WX20RijHhuwqbDlXBzYAlZU+57hQT+x4OKtf5+kORrxhGI0w4g3DqGCwL9Dv7i7G10cqANBRKQuSA/H8VSmI9Bs5RpJagoRCTeBYhQCPb8m1W8zhc9gYG+oBhYY0+gPJVDqjLwiPw7JqFm3IW7bHO8gwm8Md5h3Y+R8cRkWbHNVvLxnqpvQbhUbXpSS6YeDR+UjPDFMU4O3KM/PjMfXn6XzuDE/nga0y0ixW4Y9zdfjlVA06FFoQJJ3exGYB986KxdNXJjvsXARJ4fODZUiP9MGsxACHHdeAXK1Dfr3YmGqVU9sBiUqLlFAvpEd4Y2KUD9IjvB1Waac3ONrc2F5aJSrMeOcgDv/f3G79c1Z8cRx3TI/GivSu5se94VSlEE/8nofYADe8d/0Eq8bFvUGlJXCouBXbchtwqLgNSSEeWJ4WhqtTQxzigcRgnVnvHkJtu8LqOmceGwRJ4cpxIbglIxJTY3y7/J5kah2dtmRxLTQVZ1olKkhUOnDYLPN0VYvoRoMo4+fGH/b3NIbhj1pHDEh0XmWbDG/sLMKB4lZcNzEMH9yY5pDjSlRa/HG2Dl8frYREqTXra0b7ueLw/811yHmswYg3DKORYW+E8N577+HRRx8FjzcyZqUYLg/UWqLT/4KicLCoFQeKWnHTlAg8tjBxRKQW8ThseLmy4crjdJtX7MRlQ0dSWDI+BPfOjsXY0K5RRoaoIENUj6UhtDG0Vx/O29ChtOoPJFWZm0W78DhGH6DuBJ/O9Z3+QKbVxQYqGqiiTe7wYw4Vrnwuov25PVYv0hEkhHKNmeGy4fn5mg6zyB6VloQTl23VfNnytb+7/QMbjY7EgaIW/HyyGqer2sHjsLuIj3wu2+GDYw6bhUcWJDr0mKa4OXExLc7P6KtCURTq2pV6MacDG7IrUdgogY8bH+kRnUbIqeHeA1qRB6AjBh5bmIj7Zsfhzwv1+Hh/Gd7dXdIvc2N7CPR0xsx4f/x9oR4PzrNeUlalJVDQKEZ6pHefz6PWEfhwbyl+OVWDpxcn4dbMqD77zRAkhVOVQmzLacDuS83wdedjeVoYnlqc1O/ZbAb7CPRwsineqLT0tWJ7XiP+zW8Eh8VCXIAbvFz4xohEhYagryEeJkKMpxPiA90xPc4fAZ5OCNIv83XljwhvIobRgaOFm1aJCu/vLcVfF+ph+BYrNUS3+/QGT2ce7s6KxR0zYrC/qAVfHS7HxQYJKIqCwoHnYWC4XBj24s3TTz+Nb775Bu+++y6uvfbaoW4OAwMAQKE1v+Fo9UrOH+fq8ef5etw/Ow73zIodEUaxpqHlpjjz2OBx2LhzejRunRaNAA/bghSLxYIzjwNnHgd+/RSuzM2iTb2AtJBY5HSLlVo0iJRGD6HOspL0a4OJHpfNMhN8DOXi3Z15+rDiznLxHiaRQtZKy4/20vE9weWwEeTpbNOs1wBFUZ0GzGbRO2pUC+U4W93eJaWgJwPmVokKR8vasPNiMwiCNIZhW4saY7NY3X5nRwIsFguRfq6I9HM1ltNWaghcahTTla1qRfj+eBXa5Rokh3ggPYL2zUmP8EGUn+uACJYufA5uzYzCqqmR2FfYjG+OVuLTA2V9Nje2h+smheODvaV4YG681fdU0CiBhzMPkb59i3wsbpbg0c254HHY2P7gTKuVr3qCoihcapBgW24D/s1rNKbt/bImAxPCvS6bVNKhgCQpCOWazlRQiRpyG/c1SygKoEAh1t8NC8cGm1Ricoany8BGDTIwDCVSlRZfHa7AhuwqAJTRUxGAWcUnR8Fhs3DF2GBcMTYYBY1ifHO0Eq0StcPPw8Aw2hn2I0sOh4PKykrccMMNmDlzJj766CNMnDhxqJvFMIx56s88+AW1wZnLhhOPDScuB05c/SOPDScuG848k2WG1/p1TlwOnE330z83HbTbmi3QEPQg8qsjFfj+eBX+74oxuHlq5LDOX5epdUazYjaLvsGG+7jiwbnxWDohZNDNM9km5nn9Ra0jaNNnlQ5StZZ+NDH3Mwo9Kh3qOhRG8ceambQB09KVDLZhsVjwcObBw5mH2B6iDawZMBuid8pbZcYKXI1ild3nJ0gK/m4jW7yxhgufgynRvpgSTZulUxSFRrHKKOb8dKIGTzXmw8OZZ5ZqNSHC26FiMofNwuJxIVg8LgTnqtvx7dFKzH7vcJ/NjbtjQXIQntt6ERdqRZgU5dNlfU5tByZGevd6oE2SFL47VoUP95Xi7pkxeHh+Qq99W6oFcvyT24h/8hrQIlbhinHBeP+GCZge58ekyPQTw3XB1JS98/rQafjbJlODICl4OnONpr46kgQLsGnEzwL9Hb5+UjieW5I8YjyHGBj6i1pH4NeTNfhwfxl0BGnst5piiE4bKMaGeuHTm3vnR0dRFHQkHeWt1hL0o46ERkdCrSPMn2vp99VY3zhA74CBYegY9qOP/Px8PP7449izZw+OHTuGqVOn4tZbb8Ubb7yB0NDQoW4ewzBkUpQP3Hw9odaSUOkv4mKlFmqdGiotAZX+om568Tdc7NU6/Xpd1xsal83SizkcKHqY1TMc96V/CvDqjkLMHROICRHe5sKRUUDqFJacueYikuE5nzNwJsBytQ5qLQE2C5iVEID758RZ9QAYidACHAe+bvx+HceydLxMLwj9fq4O2/OYzkF/4XHYCPFy6TFqo75djsd+z0NOrcjosWQLtY7ELRtOIcDEgyLASoWtkV61hcViIczbBWHeLrh6An1PpNOIJHRVq1oRfjtVg2aJCmOCPc3MkGP93RzyO58c7YvJ0b6o0Jsbr/jiODJi/bA2K7ZX5sa2cOZxsHRCKP66UG9DvBEhPbLr8u4QK7S499dzaBSp8OuaqZgU1XPlQANtUjV25DdiW24jChvFmJ0YiMcXJmJBctCQmkuPFFRawuir1cVHRv+6TapGu6Kz8pLxt6uPzEsK9ujyWzb93/90ohpv/VdkdRDqxGUjxMsZH9yYZvX7xMAwGiFJCtvzGvHGziJIVNpufQ5VOvMJSkNqPN13thRL6P505zoSGoLofN5FXOl8Te9r3ifvbntLl1Y+h64m58yj+8mGfjVf37cmJMKB+FcyMAwpI8aweNeuXXjiiSdQUlICFosFV1dXPPXUU3jyySfh4uL4MG2GkcVAmJKRJGV2o1KZ3LCe//si8urFPR6DBTqSJDXME1F+bmZikUEkUhlFJMJ4I1PpiC43KaPQw+Pob1KmUUWWy83X8c0eOWav69qVaJdrcGtm1IgyXGa4fNlT0Ixn/sqHXEMYU+OssfuRLNp41GSAaFZO3cSA2deN31lZy8KXhx4k0oPHkZAKaY1msQo5tR3Gylb5DWK48jlIi+gUcyZEeDskAkEgU+PnkzX45WQ1QrxcsHZWLJakhvQrAvF8TQfu/OEMzjy/oItA8sPxKkyJ9sW4MPur/hEkhe+OVeKWjCi7PlOZWoc9l5qxLbcBJyuEmBTlg+VpYbhqfDC8XfsnDo8GKIqCVK0zNzs3E2g6n0u7mPzSwmqQZ6fJr0GU8XPn9+l789/FJjzxR55ZlCyXzQKLBTy6IAFrZ8UN64hYBgYDtiJOOicd6eeabpaXt8iwq6AZWh1pMxrNFC6bBW9XvpmIYgmfy9ZHuHPM+peW/U4nHgdOJn1W43KLfbo+79qvNduGw+7Ra4oxLGYYjYwY8QYACILAF198gVdffRXt7e1gsVgIDQ3FW2+9hdWrVw918waM2tpafPrpp9i5cydqa2vh5OSE+Ph43Hjjjfjf//4HV1fHDLg3b96MH374Afn5+ejo6EBwcDCysrLwwAMPIDOz+zKtBoRCIT799FNs27YN1dXVoCgKMTExWLFiBR5++GH4+fk5pK2WDPYF+savT+JMdbvVdSzQviCRvi54ZEEirhoX3OvwecPNWqU1vSF3vSkbZyxs3sQtZkSIzlkOjf6mTFLAPw/McMB/hYFh8JCqtHhndzE2n6kDQVFdZ+S4bJS+fmWPx9ESJNrlGrPBZVuXFA36T0OQcONzOsUdi6oypsKPjytvWEevaXQkipokRjEnp64D9R1KJAS6d3rnRPogPsC9z2asSg2BPy/UY0N2JbQ6EnfNjMFNU/pmbkxRFLblNuDKcSGDGt2SXy/CN0crsb+wBbEB7lieFoplE0IR2k3lq9EESVJoV1j5fUhUJpXpzA3KA01FGL3wGWBh/DvQJr/na9qxav1pY3QBn8PGhAgvvH/DBET5dW/KztAzCo0OrvyRKWT3BUPkibVIbcvJN/OoEgLWRBfjZKB+f2uTeIbnKtMCGXq6iCU8c+HD2UL0EEjVOFkphI6g7BJvQr2d8fXqSdYFFS4HPA5rWN/fDDDiDcNoZESJNwY6Ojrw8ssv4+uvv4ZOpwOLxcKkSZPw0UcfYcaM0TUI3blzJ2655RaIxdajPMaMGYNdu3YhNja2z+dQqVS44YYbsGPHDqvr2Ww21q1bhxdffLHb45w9exbLly9HU1OT1fWhoaH4559/MHny5D631RaDfYFe9vkx5FtE3nDYAAsspEd645H5iQ5JFxguFDVJsPtSM26fHt3vFCQGBkeSVyfCY1ty0SBSmoWBB3k64fRzCxx2HoqiIFZqu0QRdJZX7ywnLFPrwOPQkQUBnubpHpaRBb2psjXQtEpVtJBTK8KF2g7k14vAY7ORFkkLOemR3kiP8O51pAlBUkZz4/IWGVZlRGJNVuyIMJQ+WSFEdlkbVqSHITHIY6ibM2CQJIVPDpR18ZMRyNTQkRQ8nLnmAozJd7hTuHSGp/PwMPmta1dg1ruHwNOnVby2fCxWpIcNi7aNBqKf2YmXr07BnTNihrQdHXINipolxgkr0+gT82Umk116YcQszccilUejMxdXLNPo2Sw6ndNU0DCk73Smv5t4KpqIKqbRKuYp9DbS57v4N1pPo68WyPH5oXJckx6GGfH+XdZTFIUjpW34eH8ZLjWIQVJUF1HIQISPC7KfnueQz2goYcQbhtHIiBRvDBQVFRn9cAA69//666/HO++8g+jo6KFtnAPIy8vD9OnToVAo4O7ujmeffRZz586FUqnE5s2bsX79egBAUlISzp49C3f3vpUgveWWW7Bx40YAwNy5c/HII48gNDQUFy9exJtvvomKigoAwPr167FmzRqrx2hoaMCkSZPQ0tICLpeLxx9/HEuXLgUA7NixAx9++CF0Oh2CgoJw/vx5hIWF9amtthjsC/Sij46gtEUGAOBxWCBJYGFKEB6cF9+r0P2Rwo/Hq/DKjkLwOGzcPSMG982Og5crY/DI4FgoisKBolZ8cbgcj8xPwJwxgXbtpyNIfH+8Cu/vKQWpj1obG+qJnQ9nDXCLraPQ6LoYL5uKPpZVtvzc+PB370zNskzVMog+A10O3BItQaKkWdoZnVPbgZp2BWL83YypVukRPhgT7GF3FTaDufGTV4wZ1WLISOT5vy/Cy4Vn9t0zpA/a891rEitR0CDB3KTAIa/Kp9ISSHtlL64cH4KXr05hUtscTPQzO3H3zBi8uDRlSNtxolyAZ7ZeNAocfE6nCGLwQLFMJzdN2zEVVbqm/pinmDubCC7DRXAHgPoOBT7YW4rteY2gKApPLBqDB+bGd7tPbp0Inx4oxZFSAdjorJhqwNGTH0MFI94wjEZGtHhjYPfu3Xj88cdRXFwMFosFPp+PRx99FM899xw8PEZu53Du3Lk4fPgwuFwujh49imnTppmtf++99/DUU08BAF555RW89NJLvT7HkSNHMGfOHADA1Vdfjb///hscTmcnTSAQYNKkSaitrYWPjw8qKyvh7e3d5Th33HEHfvrpJwDA77//jhtuuMFs/R9//IEbb7wRAHDnnXfi+++/73Vbu2OwL9Cz3zuE+g4l2CzgpskRuHd2HCL6WKZ2JPD9sSq8u6fYGBbPArB2VizWzIplqnQw9BuCpLDrYhM+2FuCRrEKBElh3bKxuDUzqlfHqe9Q4Om/8nG8XIgFyYHYcPuUAWqxY+i+mk5nBESbVB/94MQ1pmoFmKWlOCHAvdOY2ctl4FK2hDI1cus6o3Py6kQAgNRwb2OZ8vRIb/i5D/+oGgbHsiG7Eq/vLEKotzMeXzgGy9NCh9RXRq0jBr1a4uXCxNf24X9z4rAmq+9R3wz9o1mswsf7S/Hn+XqwWICWoMDjsPDwvAQ8ND/BrmNUCeT48lA5/s5pAIfNMkav+rjykPPSooFs/qDAiDcMo5FRId4AtB/Oxx9/jOeeew5arRYsFgsBAQF49dVXcc8994y4UNmzZ89i6tSpAIB7770XX3/9dZdtSJLEuHHjUFRUBB8fH7S0tIDH691AesmSJdi1axc4HA6qq6utXtg2b96MlStXAgDef/99PPHEE2brW1paEBYWBoIgcMUVV2D37t1Wz7V48WLs2bMHHA4HDQ0NCAoK6lVbu2OwL9Cv/FsAT2cubp8ec1mkEW3IrsT7e0qgMklLceLSZnEPzInDnTNiRqyRK8PQoSVIbMtpwIf7StEu1xg7ji48Dl66OgUrp0b2+pgURWFvYQu8XHjIjB0Yj63BhiQpdCg0FobLtNBjGdmj1BLgc9md5svuXdNbDM993fqfskWQFEpbpMbInAu1HagUyBHp62qMzpkYSUfnMAaxo5sfjlfh7f+KodbRIr+HMxePzE/ADZMjmCpco4wrPjqK26ZH4ZaM3gnsDP1HIFPjs4Nl+O1ULdgsQEN0DuO4HBYempuARxbYJ94YaJWq8P2xavx0oho6koQTl4NLr1zh6KYPOox4wzAaGbGjLYqiUFBQgLNnz+LcuXM4e/Ys8vPzjR44FEWhtbUV999/P7788kt8/vnnmDlz5lA32262bdtmfH7nnXda3YbNZuO2227Ds88+i46ODhw+fBgLFy60+xwymQwHDhwAACxcuNDmRe3aa6+Fp6cnJBIJtm7d2kW82b59OwiC6LatAB2ds2fPHhAEge3bt+Oee+6xu63DjZevHjvUTRhUKApdTO4MA+3PDpbj6yOVeGhePG6bFj3oqR0MIw+VlsAf5+rwyYEySFW6LiVLWSz0Oe2CxWLhirHBjmjmsIHNZsHP3Ql+7k5IDul+W5laZ6WylgrVAjnOVLUbxZ4OhRZsFuDr5mQi6jhh7axYxAfaH7HKYbOQHOKJ5BBPrMqgxTaxQoucOjrVal9hC97bUwItQSI13NuYajUxyhuBHs79+bcwDDO4bBYMP1u1joRapsEbu4rw/t5SPDAnDrdk2lfZi2H44+7MBWeETYqOdDrkGnx1pBw/Hq8BAOisGdZQANGHOflAD2c8c2USHpwXj42na1DUJO1vcxkYGAaIEXMXLSsrM4o0Z8+eRW5uLhQKhXG9aQARi8VCcnIyAgMDceTIEeTn52P27Nm477778OGHH8LJafiHc2dnZwMA3NzcMGnSJJvbzZ492/j82LFjvRJvzpw5A7Va3eU4lvD5fGRmZmLv3r04c+YMtFqtWYSPoa09HceyrQMl3qz56SzcfOkZCRaLBQ6LBTYbYLNod3w2C+CYPGebrGebLDNuy7bYVn9cdjfr2WxWl205Fm2gz2v7uPS20O/b/XrDMli8Zlk8GvZhwfQ9A4BpO/TbmLwWK7VdqvkYMBj8fbivFJ8fKsfD8+KxOiMSLk5MOhUAtEhUuO/X8+Cy6c+Rx2GDw2YZX3PZ+tccehmXw6Yf2WyzZTzDI4c+Bo9Dr+dbPOfr8/OtPtc/8vTHGeyIRIVGh19P1eCLQxVQawmzSC5LmIFB33B34sI9wB2xAd17oKl1BAQyTRehh8/pv/jq5crDnDGBRs8ikqRQ0SYzVrX6aF8pSlulCPVyMUbmpEd6Y2yoF/hcJjpnpMJhs0HXW+xEpSWh0tL3h48PlGFtVizunBEz6j3TDBUjdQQFHUmCIOnXxkdby0kSBAnzdYTpNiR0BP1ca9hGfywtQenXkdCSFHSEfpl+H9PnGoKEjiChIyloCXrZVeNDcNdM+wyI+UwUnUOgKPqzJCgKJAmQlOE5bSZMkBQEMjV+OFaJv3MbAdDpUbYgKQqNIiXO17SDpGA8Dm1O3PmcPm/nc8NygqT0RvpO+PN8fZf15seDfp3pcTvPSRj3tb7e9NjGbckejq1vY3frTfeXtbcO1kfJwDBoDHvxZuHChTh37hwkEolxmWWml5+fH6ZOnYrMzExkZmYiIyMDnp6eAOj0o6eeegpHjhzB119/jZycHOzbtw9ubsO7VGRRUREAID4+Hlyu7Y8pKSmpyz69PYflcWydZ+/evdDpdCgrK0NKSqdJneE4Xl5eCA62PeMdEhJijODpbVt7w8qpkfANDOm8iJMWF37TG4OVGxtBWtysqM4brOlzCvQNR6ejutxQDOsN56XXmd9cCLLnmw9Jmt+IrLXJ9Dym79n8pggA5jdgCjC2jQK9jekxDOvtxSDivLGrGG/sKgYAGyIVyxhZYSkyGUU1Nv3ccluWhQjGMRWr2LaPb20bS5HNVITjGM9lvh3HYr8P95XCy4WHvJdt54a7O3GxZmasWafb0Ek3dO61JAmSpDvXhk65jqCg0ZGQE3QHXaPvYOtIEhqdobNOQqujt9cSdIUM4x/RWTVDQ5BWP0u+XsQxCDqGR4O4RItH9DbdCU8c4+vOR7bF46HiVhQ307N5tipcGNCRFPIbRHDlc4zCFptFn4/Nhtl5uSbnN7y+1CjGhqNVuGtmNGbEB3TdVv+dvJxx4nIQ5u2CsEEoec1ms5AQ5IGEIA/cOIUOYZeqtMirEyOntgPZZW349GAZFBoC40I9kR7pYxR0QrycR1za8+UKl01fe61hEGq/OlKBLw9X4NqJYVidGYkAD+cexQydXrwwfW26nZboup9BmDB9bW2dlui8Flu+tiWSmK3TH9f4qD8O0cNFzvT6ymYBXItrq+k1i81iWb0uW742PuqX8fQTAc48Hngm2/D1Yj+XwwbfZHl8oP1FL7gcljEa91BxKxpEyi7b0N2Ozr6EoU9Cv6b37uy70M8Bi8E9bAsEVvs++vN0LrPcxlSEsN23Mu07dt3PvE9HGLe3EGHIzr4h3a+ktzVd3tO9sLeQFLDrYhOOlwus9J/M+1W2Ji7Z9Ayf2cSntYlNw8Ri50Rf7yYouRzaP9GwTeekamc/yzDZaDn5adpfM6y3NrnZ3sqHdSMHBoaRy7AXbwxpPQa4XC5SU1ONQk1mZibi4227qk+ZMgWHDh3Chg0b8MADD+D06dN4//338fLLLw900/uMSqWCQCAAgB7zM318fODm5ga5XI66urpencd0+57OY8gZNexnKt4YjmNPLmlERAQKCgp63db6+vpu15uWJ5+fHITw8NBeHX+k0iBS4lBxK65JDxuQcHRDJ+jzQ+X4/GCZWW61JYaZuBVpobhlWiT83Z3pDpaJaGYpMFmKZmadLAthzVQE6zKTRNp4btKpMn1tOuNEmLWj6zotSYHUkWaCm2GmDADESm23/0M3Jy6WpPaQ6zLAGNqs0Ys9aoKAlqCg1dGij1rXKf4YBiCGAY6O6DrbS3YZYOkHM5SVwZWOPo5QprG7o6ojSBwuaUNOrcjY8dWRlMV5SeNnpSNIkBSgIQhodZRxUPHQplyb52CxYCbmcPSRTbRIxDKKRoZ1XQWqrkKSrcEXh83Cm9eMZ0QIEzyceZiZ4I+ZCXRJW4qiUC1U4EJNB3LqOvDl4XIUN0vh787HxEgfTIvzw23Tooe20X3E8L01VEKzJlQQXb7b1pZbFy9MIzZMhYiuxyatRHJQXfchbCy30gbTdVKVFgoN0e3/wpAiuflsHTaf7ewHcC1+MwYxg8dmgWMhVhh+q1yL35ipwMHW79t1O7oCkavh2BYRjp3HotcZhGtDNCSHwwLPMlrSxjHMRRWT64Z+EDuSYbNYRrElt06Eiw1iAJ2iDAU6BsswwAYMA3GTCGCLwXznOsNA3xAl3PnaLDoY+kkVTvcCQqdAYC1qWd8GC5HBcsLHGMVtOpljIhiYrjOdOOIYtzWPwDZdbvi+ckzO2XkMFnQEie25DfjoQBlECm2XNGNL5iQG4MvVtiP2Lyfq60eFrSsDgxnDXrwJDQ01E2omT54MZ+fe58mvWbMGjY2NWLduHbZs2TKsxRuptDPX1J7y3wbxRiaTDdh5TCOVLM9jOI69bbV2jJ4wFY8YOjleLsAL2y7hzV1FdDj6zBh4uTguHJ3F6uxw2boFOnHpjuw9WTG4a2asQ88/3Nl6oWGom2AXLBbLONMKPgAMwWd0zXjUtSvw3p4S7LzYBBZs5OwDcOZx8OyVSVg8zj7Rq1aowDu7i7G7oBlsFkBQ9PfykQUJuGtGjFXxh6DoQapBjCKoztl0w+yo+Wt6wGocgJsIVkbhSi94mQ/S6W1H+mBtoGGxWIjxd0OMvxuum0RPBCg0OuTXi5FTK0KrRO2wcx0vF2BHfmMXEcSWmNFVrCRtLO8UEk3FmZ4iGK1FrhkFQJa5IGBLRDQIF51CpF6YMEZumAsYfK5FpAerq/BgeTzTCBCeyfENxzlWLsDXRyqg0toeXPI49O9g5dRI3D8nDoEezqNCzLjcYLE6I3MfW5g4tI0Z5fC5bNycEYXrJ0dgR34T3t9bgjap2qaIUymQD3ILGRgYBpNhL970FHHRG5YtW4Z169ahurraYcccCFQqlfE5n99zJSODh49S2TVs1VHnMfUJsjyP4TgD2VYG63DZLLjyOVBoCHx1pAJfHanAHdOjsXZWrENL9ZJWDIuduWxwOWzcPycOt02LggdTMpyhByJ8XfHpynQ8PD8B7+wuxsHiVmPIuiVsOwZzbVI1Ptpfit/P1gEsmKUqGCKumCo39Gy4lqBTO4zpdfpHrT49T0MQ0OjobWYlBgx1kwEArnwuMmP9kBnrB6lKixPlAkyPpyN1KttkmPfBEVS/vaTXx3Xm0dW4DFEXXaKtbIgg1iOruqa7mD3ndAooXGMUifk5Rotw0SxR2fzd8jgsUBRw85RIPDw/AQEew997kME23U3oMAwMXA4bK9LDsGxCKHYXNOPt/4rR0KHsYlA8Oq4mDAwMthj24o0j8fCgK2gYTHqHK6aRRRqNpsftDe/HxaV33gW9OY/p/8zyPM7OzlAoFAPa1p7SrJqamoyl1S8nTCvyGGZhfjxRje+PV2HV1EjcPycewV79r+hCUp3qjbPeBPfBufFYPS0KrvzL6jLC4ADiA92x/rbJKGyU4M1dRThVKTT6Nxngcmx3QSUqLb4+XIEN2VUAy3oED0kBmh7Cyx2FrbQ0jc5cLNEaHo3LKCvL6GNoTI5ha1+Nzvp5DK9N97eExYJVI2s+l409j87qc7UvR0GSFAqbJDhS2oYjpW24UNOB2AA37HgoC3wuG/M+OAKA/t/3VvyYFOWLSVG+A9Hsyxqule8Ml017oyybEIonFo1B6CB4LDEMPBSAIb5EXLa0KzS4UNuBJrGS9piyuP0xohoDw+jmshp1hYaG4ptvvkFOTs5QN6VbDCITYF96kVxOh0jak7bU1/MYzmHtPB4eHlAoFAPaVnv8dC5HOGxWl1kWg4iz6Uwdfj1di2vTw/DQvARE+rn2+TyGyhk+rjw8PD8BK6dGjoiIBkNUh44kQZLmj4bUGIKkOtfpfW34XDZi/Ie3qfloICXUE7+uycCF2g68ubMIefUiY2oSXbmmE4KkIFFosP5YFb4/XmU0F7WFYfD/1/l6WtiwiDQxX2YueKi7LDPxBTKYRJuKLfpUGUs6RRGWURixrPhlFE1MqoNZbuvmxAGfwwGPyzIXWjhs8Li06WjXZZ3HML7msI3H4A7DajHtcg2yy2ix5mipAEqNDtPj/bE8LRQf3DABEb5dr2H2CjcvbLsIqUqHSVG0GXJSsMew+B+otAT4HPaoMNDmmvxm6X8tC4tSgvDU4iRE9+J6+vnBMpyqbMery8f2WDWNYWigKNpzBgB25jehSazsvN7orzmmnkOGiDZj2h3bNP2u00+IY+IDwxmFXkH9oVmswleHy7HxTC3YLJbN+9/l+x9iYLg8uKzEGxcXlwErT+1InJ2d4e/vD4FA0GPaWEdHh1EQ6a0vjKkgUl9fj8mTJ9vc1jTyxfI84eHhaGlpsSvFzXAcxsPGMRhmNa1hmG3/O6cBf12ox5RoX9ySEYkxwZ42DTGtvdaRJLgcFq6fGIa0CG+w2Cz8fq6ui/+HpT8EafQQMRdKrG1jeRzjH2VlmYk/ic399O22Yali9f9omgqRGu6F39Zk9rhfX1I2hiOGz8NQbtYgWNARIJ0CRqeIYR4xYhA2Opd1FUAso0LMU3bo14EeTmiVqqHSknho4wUAMB6vp+otllAA8upEkKp0VqNLeBw2nPTCipsTz0ww4VkILE5cy2Vss2VcNr0N32LZ5TzQsAeCpJBXL8KRkjYcLm3DxXoRkoI9MXtMAD5flY6JkT42S4dH+7li3bKxdp/r6tRQnKwUYl9hC97bXQKCopAW4U2LOVE+mBjhMyTlqx/47QIOlbTC04UHLyt/3q6Wy/j0o365G58zbL5nHA4LKi0BLpuFGfH+eO6qZIwJ9uh5RwtyakU4Xi7Aoo+O4vbp0Xh0QQKTljvMICnKWFmsWijHpQaxXtzujAjsYnpv+lx/nzH1h+pOjDfQnT+UNfN4NqtTODJ/bZHOaPmnN0K2NKw3bG8wGOawYfLc1JwYFibEnWbFhj8zw2P9czPTYv2x6joU2HSmFueqO2gDY5JCd/E1Y4I9IFZqzd6zoU3D5VrBwMDQdy4r8WYkkZycjOzsbJSXl0On09ksF15cXGy2T28wrRhlepzuzsPlcrtU90pJScH58+chFovR3Nxss1x4U1OTseR7b9vaG6qFcih50q6iQpcBf1cDUltChi1BoosJqjURRG+MajRBNe5jEgVityBhcj6TKjvdYUgpOV3VjtNV7fBw4nbxXTBU9uipw9NS2GI0vOToK+2wTbdhs7rMnvF4nB47ReadIfPS0Bw2jOfrXNbVvJNtPB46O2YWbTO8Nm3LQM94awkSte0KcxHD0nNEXyVJYxHtYUytMRNQ6M/dVGTRkZSxUpRl+Vxrywz7GMrm2voOGSJGDH98Q3lZk4gOJ300R5eoDxOxw5XPhbcLy0z8MESZWIoqXDZQ36FEYpAHXPgcs6gUrY7EP3kN+OF4NaQqXY9VNxaODcab14wfgE+Voa+0SlTGVKjsMgFYLCArIQC3ZkZhVsIkBHr2nOYpU+tQLVRgbKiX3efNiPVDRqwfAFo0KmuV4nxNB87XdODfvEbUtCsQH+BuFHMmRfkg1t9twAc7n65MR4dCA5FCC4lSC7FSC5H+UazUol2uRbVAYXwtUmogVmghVetAUbTwbBB2PC3EHm/jMr5VUcjR0ZPxAe64cnwI1mbFYkKEd5+P067QgAJ97/r1VA3+PF+Pl5am4Jr0sFERoTQaoKMj6c/igbm2K772+rimfS2ys8R714pnnfc0a32mLlXRKMt1XftVPU0yGe6xpn060/1My38by4YbnutfG6KBCdL8eWe1S4uS4iSFVqkKhludocJXd2zLbcS23Ear6zr7PTArU9+tiGVjualfmLGvZehj2div6zbmfTwOmw0OC+Bw2PQ5rBzbZluttFnQ1rviKAwMIwFGvBmmzJw5E9nZ2ZDL5Th//jwyMjKsbnfkyBHj8xkzZvTqHFOmTAGfz4dGo8GRI0fwzDPPWN1Oo9Hg1KlTZvtYtvWXX34xtuemm25yeFt7w+3fn4GLd6DxpmTtBmTtwm8uALBsihSmAoTpjYTPZxtvSGw2PZi1KRqY3Pyst49tnHnpMktkcsM8XSXEuu2FUGptl2d14tLteGBuHO6cETMgJcUZbNMsVmHJp9lW01i6ptKwukSA0GkuHLjwOPB0piNEuBxD6kunaGKoJtVd+VyzsHWT8ruGY3LZpmLN8IwceWBuAu6dFYedF5vw4b5SNIlUVj1dADolhWFo0ehInK/pMAo2Jc0STIjwxuzEANw9Mwap4d699tcpapIgwMOpz6a3HDYLScGeSAr2xC0ZUQAAgUyNnFoRztd04M9z9Xhx2yW48jmYGNkp5kwI94YL37GCh5sTF25OXIT79G4/gqQgU+loMcdE7BEp6EeJUosWiRqlLTKjIGQQh2RqHQA6PdRU6DGKO662In86RSBrEVERvq74YtXEfv9PxAqt8blaR0f2Pfv3RXx3rApvXzceqeHe/T4HQ//QEpRVj6P+wmazwGcEOjMoisKhkla8sbMIdR3Kbr3c2CzgnqxYPDQ/wWrEsulko32RzyQIEsZHQ3q5qSjWZQKT6qy0SFLmx9QSFEidebU+0wnJHic6KVi0yfyclgKcWtQ6iJ8UA8PgwIzihikrVqzAW2+9BQD44YcfrIo3JEni559/BgB4e3tj7ty5vTqHh4cH5s+fj//++w/79+9HfX29VW+ZrVu3GiNmrrnmmi7rly1bhvvvvx8kSeKHH36wKd78+OOPAAA2m41ly5b1qq294cj/zR0RHjl/na+HWkdieVoonLh9GxDUtCtga3ztxGWDArBmZgzWzo67rEp4DycifF1R/NqVQ92MUQWXw8byNLrqxuGSNny4rxRFTRL97GXndupuShYzDBx17QqjWHOiXABXJy5mJwbgf3PiMDPeHz5uPVcm7I7CRgnGhno6qLU0/u5OWJgShIUpQQBo0amwSYLzNR24UNOBn09WQyjTICXUExMjaTFnUpTPkBnwctgsWmTpQ6qXliCNQk6XPwUt9NR3KFHQKIFYoTWL+jGUAXfhcYzCjmcPApDlX09eQ1KVrssyjY5EUZME13x5AivSQvHsVcnwd2BFRYbeoSPIYeEZdTnAYrEwLykIcxIDsbewGW/sKkKrxHqpcBaLTuF1ZybpANCWEBGfDHUrGBgcC/PrHqZMnToVWVlZyM7OxnfffYfbb78d06ZNM9vmgw8+QFFREQDgkUceAY9n3on78ccfceeddwIAXn75Zaxbt67LeZ588kn8999/0Ol0eOCBB7B161ZwOJ1CgkAgwNNPPw2AFojWrFnT5RjBwcG45ZZb8Msvv2DPnj34888/cf3115tt88cff2DPnj0AgFtvvdVmatXlxC+napBfL8IbO4uwdlYsVmdE9bojzmXT5VdN4XNYIClgVUYkHpwb79CS4SOFVokK+4tasXRCCDwZr4RRC4vFwtykQMxNCsT5mnZ8vL8MJyqEYIFOuVDrmMibwUCpIXCqSogjJW04WtqG2nYFJkf7YHZiIB5dkICUEE+HRnEVNIqREuJY8cYSPpeNtAhvpEV44+6ZMaAoCg0ipVHM+eZoBYqapAj0cKIjc/SCTkqoJ3jDfFDL47Dh5+7Up3uDWkcYRR5L4ccQ9VMlkHdJ/xIrtcaIAXcnbmealxXBR6S0XrmSAh1x9G9eE3ZebMJTVyTh1mlRw/7/PRrRkRR4TITMoMJms7B4XAgWpgRjR34j3v6vGO1yjZmIw9Jvx8DAMHphxJthzCeffIIZM2ZAqVRi0aJFeO655zB37lwolUps3rwZ3377LQAgMTERTzzxRJ/OMW/ePNx8883YvHkztm/fjoULF+LRRx9FaGgoLl68iDfeeAO1tbUAgLfffhs+PtZju9944w3s3r0bbW1tWLlyJc6dO4elS5cCAHbs2IEPPvgAABAQEIDXX3+9T20dbbjyOSApQKzU4rMDZfjkQBlWTonAPbNiEe5jX2UotsmAyGBefM3EcDy2INEhJcJHKqer2vHc3xex7t8C3DgpHHdnxTLVo0Y5k6J88cvdGShtkeLTA2XYebHJLn8Aht5DURQq2mQ4XEJH15yuakeAuxPmjAnAM1cmYVqc34AazBY2SXD/bMf5bNgDi8VCuI8rwn1csTwtDAAgV+uQVy/ChZoOZJe14eP9pdAQJFLDaSPkyfrKVv2NNBpOOHE5CPTgINCj9/cXlZYwCjydgo/GmOYlVmpRIlb2aFyrIUiAAF7dUYg3dhXhyrHBCPNxsWn6bBCKepuex2AbjY6EE48RzYYCDpuF5WlhWDI+BFsv1OO9PaWQqLRQ60iwWHS6PQMDw+iFEW+GMenp6diyZQtWr14NiUSC5557rss2iYmJ2Llzp1nZ797y/fffQyKRYNeuXTh06BAOHTpktp7NZuPFF1/Evffea/MYERER+Pfff7FixQo0NzfjnXfewTvvvGO2TXBwMLZt2zYiUpoGA1PvBJVpee9TtViYEoQH58VjXFj3hpxcfXUPDpuFq8aH4P+uGGO1nO5goiVIqLQEVFrDo/65joBSo3+tI6HSEFDpOtcrtQSunxSOOAeUhnV35sKVz4FCQ2DLuTpsPFOLaXF+uH92PGbE+w1LL5fRDkVR+ONcHToUWtw7O27AzpMY5IHPV03EsyIldDa8cPqKWkegVaJGi0SFFokazRIVvFx4uH7S6L+mSVVaHC8X6st4t0EgUyMj1g9zxwRi3bKxg2LuC9DXl9JmGVIcnDbVF9ycuJge54/pcf4AaGPSSoEM56ppI+Q3dhWhSiBHjL+bMTJnUpQP4gLcL8vZcWceB8FenG4nFsRKLbbnNfV4LC6bBZKiEObtjFBvZyi1BJolKrP0L8Nzg2m/hxPXusBjkf7l5cKDpzPXTPhhonvMUWmJPqd7MzgGLoeNG6dEYkV6OH4/V4sP9v4/e+cdHlWdf+F3ZtLLpPdegSS00DuCCoogYG/YXV11V91d3XWtq+6qv117L2t3rWBDEJQOoYaWQkjvvcxkeru/P+7MkEDKpAJh3ufJk8lkyk0yuXO/557POcdp1RjPyX2LEyfnEk7x5gxn6dKlHDlyhJdffpm1a9dSVVWFm5sbycnJXHHFFdxzzz14eQ1sse7p6cnatWv5/PPP+fDDDzl8+DBtbW2EhYUxZ84c7rnnnlNGtrpi2rRpHD16lJdffpnvvvuOsrIyABISErj00ku57777CAoKGtC2jiS8ugi+tAWvbsyv49f8esZH+3HvwhTmpYZ0uTBKDvHhxplxXD89nuTQrkUPk9kiiiVGUTzRmzoKK9bPppPFllO/pzWa0Xd1/UmPaeoQOiKViAfsHq4yPFykeLjJ8HCR4eEqxcNVDOH1cJXh7irF01WGyYGqUEfwcXexuy5sZ3F3FTWzr7SVMLk7d81PYmVm9KC3rTjpmtImNX/66hCHKtsIl3sMqXhjI6oPWSRmi0CzWk+9QhRm6pQ6GjoINPXWj1aNWL8a6utOqNyDMF93Jsf3MWn2LMFiEcirVdqza7LLW4kL8mJeaij/XDmWaQmBp+X/p6hBhatMQtxpFqm7QiqVkBzqS3KoL1dPjQWgRW3gYIUo5qw+WM0TP+bi7iIjM/ZETfn4aH9nkLwVpdaIhK6LkKUS0XUQLvfgjrmJrMiM7jXbQxAENAZzl/k+yg6On8KOwo/WiEJrQqk12t+Tvd1kdnHH/tnD9rWL/esTt3Gxf9/rDKpzHyz0JgvuXYRWOxl+3FykXD89nssnxfDtgSomxwee7k1y4sTJECIRBKev3MnZT1VVFTExMQBUVlae0e4eQRDE9ozVR1lzsLrX20skYvjw9IRAUsPlndwrJ4QTM1pjF6LMSWKKREIn8cTDVYa7ixTPk0SVEx/Wr63fs93OvePtbPfvcDt3qzBzuhqL8muVLHttR7f2ew9XsYby+ulx3DwrwaERM4PJgsZgQm0wo9abUOtNaI1m3GRS58FSNxjNFt7eWszLvxXaK1HdXaQUPD08Ac6CIKDUmWiwCjL1dteMzirS6GlQ6mho12O2CAR4uRIm9yBM7kG43IMwuSjShFuvC/NzJ8jbfcSOX7SoDWwvbLS6a5rQGkzMSg5m3qgQ5qaEnHZXH4hB7//bW8E3d8083ZvSL4xmMXj3QHkr+8tbOVDWSqNKz5gIXyZ1aLaK8vcccQt+R8ipVrDyjV2dGuTcXaSYzALzRoVw+5xEpicGDtvvRmc0dxJ7ThWATCh1ViFId0L0UeqM9uBlmVSCr4eLVdxxwdf9hLjj6+GKr4eL/fvi5RPX+Vrvc6a5XCb+YwOf3DqtV3ewEyenk7NpbeDEiaM4T/U4cYJ4lrmjw+Rkl4rWOuIjfragN5o7XCeOBJ0YA+p8e73N9dLB0dIXBAF0Rgt1Ch3xwT54u7sQ5ON2inDi3oWjpaP44u4qxd1Fek4sCHzcXXp08dj+Bu9sL+HtbSX4ebqwcHQoOpMFld6MSifW6ar1ZtQGExq92b6YkEjA280FTzcZje16AEr/dfE58XvtC4cr27jvy0PUtHXOsNCbLKj1pgE7DXRGcYSpozOm4ziTzTmjNZrxdBVHNcLk7nZxZmpCEGFyd7swE+Lrfs45sUxmC4erFHZ3zdGqNsZEyJmXGsLr104kMy7gjBsXyR2CpqnhxFUmZVy0P+Oi/bl5VgIANdYg5APlrby3vZQHvjpMsI+b6MyJDWByfCBpEfIu67lHGgqt0d6g6OEixc1FyqoZcVw3PY4Iv+Fv9rKdpAiT9z3jx2wRaLeKOKLAY6JdZ0SpEwUe2/U1bVradSba9eJ14od4O1vIs5uLFPnJwo67eFnueUL0kXf43PF6Xw+XQf1f1hjMXbqHO3KwohV3F5koVHm64uPm4hzpGWJa1AaKGlRMTXCeUHLiZKTiFG+cjDje2FyEu7+ik/vELsgYrcJLB4FGZ7LYD5BseFjHeE52oZwiiliFkgAvVzz9PKwjQB1EFReZVVyR4m6/LH7/7W0lvL+9hO40BlsA8VVTYnjgglRnLWoHvj9UTU61ApVePNBV600nLhvEA2NHLIU236EgQLjck0AfN7zdXfCxfni7u+DtLsPb7cRlDxeZ/QD03W0lvPjrcadw0wG13sRz64/x+Z4KzIJwShuaVAJ1Sl232UYms4VmtYE6RWdB5sQ4k96ebeFiHWEK8/MgzFcUZ0ZH+DIvNYRwPw/793zdXZx/Iyv1Sp1drNlR2IRUAnNSQlg1PY45qZP6FUTbGzqjedCEsbxaBSsmRg3KY/XEUz/lkRrmwxWTYoZ8wRnp70mkvydLx0cCoDGYOFypILuilV3Fzby6qQid0cz4aH+7Mycz1v+0NAl+vqeCNq2BxGBvEoJ9iAvyGlTRU2cUT3ikR8r53bwkFqeHn7WilUwqwd/LDX+v/gdW601mu+jTUdixCT+266patbTrlKdcr+yQ+ePpKuvk6Ons9nFhZnIw540K7XWbTGYLepOlVwH+72tyqGrV0K43IQjiiQ9fd5ubqDuhyXbdyV+Lnz1cz40TUH0lr0bJu9tL+OFwDR6uUnKfXHy6N8mJEydDhFO8cTLiaNcZ8ZJICPJ2O0Vk6STCnCSu2PNXhsmdIvcQz0KZT1JvJIgHffNHhfD3JWnOlqQuaNeZMJoFgn3ciQvyxsddPMizCS7uLlJWvLGrx8dwd5ES5e/JMyvGMiOpf1lMgd5uzkajDmwpaODPXx+mXWfqNK7XEVeZlI259Rzwae1ynKmxXY9FgCBvN6tLRnTLRPp7MjE2gHA/d0J9RbdMkLeb80xuL+hNZg6UtdoFm8IGFRNi/JmbEsJtsxMYF+0/ZGNgOqOZVzcV8vPROjbePxeXAZ75FwSBvBolf784zeH7VDRreOT7HN65YVKfRIYp8YE8vTaPz/ZU8PjSdCbFDV+2kZebCzOSguz7JTEIWU12eSv7y1t4dl0+JU1qEoK87WLO5GEMQs6vbefno7WUNqrRGM1E+nmSGOJNQvCJj8RgH6ICPPv82pqTEsLWv8wnLsj5vgdiu1eIr4wQ3/4JdYIgoDNarIKO6ObpKAB1FIU0erNDj6k2iLfrzXnz8x/nAOLrV20w2R1HNteRQms88fx6E43tekoa1XbxSdlhG21uWRfrCNrJo2UnC1G+J42gdXQtebqOjAwis0VgY149b24pIqdGicR6nbvs3HKQOnFyruEUb5yMOB66aMxZMdfq4SpDJpHQ0SPiJpMyKtyHJy/NIDN2ZAahDgbXT4/r9TYuUkmXAoK7izg+9vclY7h8UsyAFq5hcg8knP0HgQOlrEnNg98cYX95C91oNnb0Jgvv7yglOdRHdMfI3ZmZ5GMfZwqTi+LM2Xq2/UygvFltb4XaVdyMr4cL81JDuHdBCrOTg/HzGroabxvZFa08+M0RPFylvHFd5oCFG4DqNi1qg5mUMMcb6SL9PWjXGXlu/TEeX5ru8P0WZ4Qzf1QI724r4Yb397A4PZyHLhrdr/GZgSIGIfuQHOrDlVPE/IZWtYGDleKo1feHqnnyx1zcZFJRzIkNYFL80AQhXzstlmuniWHMgiCIC+4mNaXWj51FTXy6u5yKFg0AsYFeJAT7dBJ3EoO9CfF173IB7eYiHVbhZnthI7GBXiNWLJJIJHi6iSepBuu1q9aLWT7ebo69tqRSiVU4ce1TkHxHjGZLt66jjkLUyQJQR3FKaxRFJxepBJ+TRs9OuHs6Cz+223UUf3zcXfA+jSNgCo2RL/ZV8O72Etp1JvQnOce93J3ijRMnIxmneOPEyWnCo8PZH3cXKcE+7jyxLJ3zx4SOiLNCpxt3VymmDmcSXawHWjfPiueeBSm9tpQ4QpjcHZNlcOuozyQEQaBFbaBOqaNOYXXJKDq7ZeqUOto0Rocf081Fyi2zE7hr/tA3Tp0raAwmdpc0s7VAdNdUt2mZEh/I3NQQ/rxoFKPCfIdtn6I1mPn3hgI+31PBvQuTuWNO4qAINyDm3aSE+uDhKsNiEbjvy0P849L0HsdSXGRSXrhyAkte2c4FY8KYmRzs8PN5uMq4d2EKl02K5l/rjrHg31u4Z0EKt8yOP+0BsgHebiwYHcaC0WHAiSDk/WWtZFe08r+9FdS3D20QskQiIVTuQajcg+mJnd2LJrOF6jatKOw0isLOz0drKWlUU6PQ4uUqIyFEHL2yCToJwd7EB3vj5zn04qKN+788hFJr4ollaVwzNdb53usASp0RX/fhFS9cZVICvd0I9O7/CJrRbEFlGyc7Rdw54QBqVuspa1afIv6064x215FEImbr2cbAfD1crEKPq90J7OsuXufj3ln48enwvb64gArr23l3ewlrDlYjk0q6zU/09XAu7Zw4Gck4/8OdODlNeLjK0BrNyD1deGjxaK6aHDNoixwn4ny/Wm9GIgGZRMKC0aE8eknaoDbm+Hu5YTQLg5rpMVxYLAKNKj21Ch21bVrxs0L8bBNl6hV6DGYLcg8XIvw8CfPzINwa8js+xp8wXw/C/TzwcJWyt6SFz/ZWkF+rxEUq7dQW0xGDyUKNQjvMP+3IQhAEjter2Hq8ga3HG9lX2kq4nwfzUkN4ZEkaM5KCTkv1dFZxM39dfYRgH3d+vHc2yaGOOWQEQXBoAZNXoyQtQgwrlkjgh8M1PHTRaPx7+ZdOCPbmbxeN5s9fH2b9/XORe/RNHIj09+TVayayp6SZJ37M48t9FTyyJI2FZ5DQ3jEI+RZODUJ+f4cYhBzi426vKJ8UFzBkQcguMikxAV64yKSn5KjojGbKmzWUNqns4s6uoiZKm9Q0qw0EebudGMEK8R7SfJ0mlQGAJ37MY31OHS9cNcGZL9cLSq0J+TAKbIOFq0xKgLcbAQMQgMwWwZqvZ7Tn7HUUeFR6Eyrr51KV2n7ZdjuV3oxKf2IMTGoTgU4SdzpeV6/UsbWg0R7mbRHotkkTwLeP+zcnTpycXTjFGydOThMzk4J47JIxXDUl9rQstBxFoTHy1No8Lh4bzrzU0LOmJtnbzYUWiYGUUF+eWZHhcJ23IAhoDGZa1AbxQ2OgRWWgVWOgWW2g1Xp9m9ZIdnkLABty61g2YehDVB1FEASa1QZq23TUKLR2caamg1BTr9RhsggE+7gR4edJuJ8HEX4epEf6sXBMKGFyD1Gwkbvj5YA9PjnUl2unx1HapOar/ZV8sbcCtcGMyWw5ZZSqolkzRD/5yEWhMbKjqImtxxvYdrwJhdbIjKQgLkwL55nlY4k/jdlY7Tojz647xpqD1fxl0ShWzYjv037ijS3FqPUmHlw8usfb5dUqmWZtUZFIJEglogjpCNdPj2NDXj1P/pDHf64c3+l7X++vRGMwc+PM+B4fY1piED/dO5v/7a3gL98cZly0P48tTes2fPt0010Q8oHyFnYWNfHKb4ViEHKMP5Os41aZcQEDcjd05JfcOu7+PJsnl6Vzw4x4+/UerjJGhfsyKtz3lPsoNEZKmlSUNaspbdJ0ma/TMVvHJu5E+Xv2+eRHRYsGmVSC2SJgMFnIKmnmvH9v4cUrJ3B+WthAf/wRi1JrPGfdHTKpBD9P1wG7w4xmsXXRLvjoT4hANrFHZRV8CuvbadOK7lZHIvbya5Vc/U7WifGvLtxBvu4nj4id3lEwJ06cOM65ufd14uQMINLfk1tmJ57uzeiVJrWebw5U8ePhGnzcXbhhRhzXTI09LdkPfeHmWfH4erhy6fhIVAYTxY0qWtQGmlVWUUatt4sxzTahxnrZYLIglYiBxAFebna7dqC3GyG+7qSG+eLv5cq81BD+75cCChtUw/ZzCYJAq8YoumTadNQqddRZHTM1dgeNDoPJgr+XK5F+nkT6i0LM6HBfFowOIcLPk0g/T0Llg1+PnRDszUOLR/PnC0eRVdzMZ3vK2ZhXj6tMgtZ6trGm7cxz3jSp9OTVKMmvFT+aVAY+vW1anx4jq7iZibH+g/I7tVgEjlafqPE+VNlGcogP80aF8O8rxjM5PmDAz1NQ187W4w3cMbf/I2xbChp4ePVR4oK8Wf/HucQG9c3ZdriyjVc3FfLV72b0etu8GiU3dxBYXKRSzA6KNxKJhOcvH8eiF7exPieMxRnh9u8lhfpw43/3IpHAqg4iQ1fIpBKunx7HJeMieHHjcS5+eTurZsRx78KUPjt6hpuug5BVHChvZX9ZK/9cl09pk5qEYG8xNycugMnxASQG9y8IeVdJM4IAT/2UT06NkqeXZ/RaV+3n5crE2AAmnpT5dnK+Tkmjil3W/YstXycm0Ms+fmUfxwrxJrSbfJ3SJjXuLlI01lEYo1nAaDZx12cHWD4hiieWpZ/RJ1ZOF21aI/7DkJs1knGVSfvURNbYrudf6/L54VANFkHoMVtubJQfKzOjUXUaBTPYR8E6CkW2r8E6CubmckreT2cR6KRMIHdbJtAJcWgwK+mdOHFyKs53JSdOnPRIkPUsrN5kQW8y8OaWYl75rZA5KSHcPCueuSkhw3q2xmwRaNUYuhRibOJLi+rE5Qe/PYLZIuDmIiWogwgjXnYnJcyXqVaBJsjnxPfkHq4O/Vxvby0+Je9hID9bs0qswq5ViDkz4mdRlLFdbzBZ8PN0JcLPw+6YiQv0ZnpiEJF+nkT4exDp54lnL20gQ4lMKmF2SjCzU4JR6oysPVLLJ1nl5NUqadUYTtt2mS0CpU0q8mrb7WJNXq2SxnY9cUFepEXIGRMh55JxcofHeQRB4N8bCnh9czHPrhzL1VNj+7VtDe06th9vEmu8i5owmS3MTgnmysnRvHbtRCL8+hf22RGT2cLGvHo+yirjYEUby8ZHYjRb+nzA3aYx8NRP+WzIrePhJWO4ekpMn0eIVHoTf/ziIH9cmMq4aP8eb6vQGKlu05IWKbdfJ5XSbatZV0T4efLU8gweXnOUSXEB9gafzNgAPrplKje+vxcJdHKJdIe/lxtPXprBNdNiefKHPBb8ewsPLh7N5ZnRg74/bFUbhmRRJAYh+5Ic6stVU8TXbIvaQHZ5KwcqWll9sJrHf8jFw1VGZqzVnRMXyPgYP4fceLuKmhAAg9nCdwerOV7Xzvs3TemXs6e3fJ2aNh0lTSp7cPK6nFpKm9RUt2nxdJURH9RxBEv8yKtRdin+Gc0CPxyuYXthE29cn+ksDziJNo2BgAHUnzvpOyG+7rxw5QRunZ3Aw6uPkl/b3uVosgRIj5Rz+STHSzvM1jaw7lrIRIFH/LqhXd+ptcx2fbvOZP9f8nCVdm77sos+3Qs+J7uEnJXwTpx0j1O8ceLESY/IPVyRSE7YdW3NBtuON5JV0ozcw4UbZ8Zz1ZQYQn377sYxmCxWoUVPq9pIs1rfyQVzQojR06ox0qoxIAjg7SYj0MeNQLszxp0gHzfGRvl1EGfcCPJ2J9DHDW+3oakHjfT3RGvovWLVYLLQ0H5CkKnvINDYAoFto0xB3m52USbcz4PkUB9mJQcT6X9ivMmRxdOZgtzDlakJgcxIDMIsCFS1Do/zRqU3ccwqzuTXKsmrUVJQ344gwKhwX9Ij5SwcE8q9C5IZFe7br6wAs0Xgr98e4fvDNQBsyKt3WLwxmi0cKG9lm9Vdk1+rZGyUH/NSQ1g1YxITYvwHLQerSaXny32VfLq7HKlEwg0z4njzukn9yn/4JbeOR77LISNSzi/3zyWynw0yT/yQS4SfJ7+b27sDMbdWQZS/Z6cz1S5SKRZH5gg6sGx8JBty6/nb6iO8u2qyfZ+QGRvAR7eKAg4SCTc40GgHMDpczue3T2NdTh3PrM3ns93lPL4sfVAX/K9sKuTHwzUsHR/JyonRZETJh2xhE+jtxvlpYfaxIYPJQl6tkgPlrWSXt/LJ7nKaVAbSIuRWMUf8OPk1oDGYKGlS27/Wmyzk1ChY9OI2PrltKqPD5QwWLjIpsUFexAZ5MX9U5+/pjGYqWjSUWEOTy5rU7ClpoaRJTZNK3+1j6k0W6pU6rnwri9/NS+K+81OcjgIrrRqDw44RJ4NLeqQf3909i19y63j0+1yUWmOntikXmaTPDkCZVLyPeL/+7cttlfQnhB3jKS4fpXUUrKZNa3UEGe3jYUqrENSxEr5jI5jPSY1fYj7QicvyLpxCPmfRMZITJ33B+cp24sRJj0ilErzdXOzWWhsC4oF9k8rAa5uKeGljIfNSg7l8cjTpkX60aYwncmPso0n6DpdFYabd+rhyDxeCfNxPcsa4kRjsbXXEuHdyzpwpAcH+Xq72eXSABqWO1QerO4QAix9NKj1SiVgvHu7nQbj18/gYPy6UhxHh50mEtTr7dDfZDCaCIPC/vRU89n0u80eF8N6NUwY9I0QQBGoUuk5jT3m1SsqbNYT4ujMmQk5ahJxbZieQHiknPsh7UEQRndHMXZ8eYFdxMwbrAfSuYtEx093jV7Zo2FbYyNYCscbbw1XK3NQQ7pibyJyUkEHLG7FxuLKNj7LK+OlILVPjA3lyWToLx4T1K7uqWaXn8R9y2V7YxONL01gxMarfIsJPR2r4Nb+edX+c45BTJa9GyZiIzgt+qQRMPQR3doVEIuHp5Rlc+NI2vj5QxZWTY+zfy4wN4MNbpnLTf0UHzvUOCjgSiYSLx0Zw3qhQ3t5WzHXv7uHisRE8tHgUoYMwXvrokjQuGBPG6oPVXP1OFpH+nqzIjGL5hKh+C2eO4uYiZUKMPxNi/Ll1dgKCIFBtDULOLm/l7W3F5Ne2E+brbg9BnhwXiEJrwE0m7bSwNJoFmtV6Ln1tJ69eM5EL08N7eObBwcNVRmqYL6lhp+brLH5pG8fq2ru9r4Do7HpjcxEf7irlgQtSmT8qlJgAryEJeT5baNUYCXBgbEqhNdKk0hMm9xiUdkcnIhKJhMUZEcwfFcr7O0p55bdCBEHAYBaQWUWP07FNtkr60AHosgaTxR763LER7ORw6FaNkYoW7QmRqKNgZDDZTza661sH5wd04uQMwrk3deLESbeYzBbatEa83WWniDcdsR2gbypoZFNBIwDBPp2zYgK93Qj38yQ90q/TdUHW9oez9axmgJcbbR3GgHRGC0erFUT6eTAtMYgIq1Mmws+TYB+3c6pRTK038eA3R9iYV4/JIpBToxzwY+pNZgrrVVaRpp28WgX5te2o9CYSg71Ji5QzPsafq6fGkhYht4/GDDYKrZFV7+/hWF17pwWqxQKHq9qYFCcG62oNZnaXNtvdNRXNGjLjApiXGsIfFqaQFiEf9DEbvcnM2iO1fJRVTlF9Oyszo/n5D7NJDj11AesIgiCOkTz5Yx5T4wPZ+MDcfrnsbFS3aXl49VGev3ycw6NgebXKTiNTIJ4x7qvzBsSa7ecvG8e9/zvIjMSgTg10k+IC+PCWKdz0332A4wIOgKebjPvOT+XySdH86+djLPjPVu5dkMzNsxIGtNiXSiXMTA5mZnIwT12awYa8OlZnV/PixuNMjgtkZWYUF42NGJYFskQiITrAi+gALy61hrSr9SYOV7ZxoLyVLQWNvLDxOFqDGXMXfxuLIL5f/P6zbO5dkMwfFqactvEIR7K3bFum0Zt5a0sxz60vwGwRiAnwJN46fpVorThPCPYm0s9zxIe+Nqv0JDoQkL63tIW7P8/GYLLg4+5CqLWpMNw6/hYudyfcT7wcJvcg1Nf9rD0OOB14uMq4+7xkrpgs7m9+OFyD0SSc1W1Tbi5SAl0GVglv6TAGVlhSzvyXBm/7nDg5E3CKN06cnCMIgoBSZ7I7YVqtTUqdPqvFsSTbdQqtEUEQg+x6w0UqwVUm5b7zk7ltdiKyc+QgzN/LjRb1CfEmNsiL16/NPI1bdGZQUNfOrR/to6Fdb5/Nr1Po0BhMDo98tagN9nEnm5umqEGFp6uMMRFyxkT4smJiFA9fLCc1zHfY3Fj1Sh1XvZ1FTZvulNwBAYFvD1RxsKKNrccb2VPaQoiPO/NHhfDQ4tHMTAoasoPrmjYtn++p4H97K/DzcuXGGfGszIwa0PPVK3X8fU0OhypbeerSDJaMixjQNpotAvd/cYgl4yJYnOH4Y+XVKLkwrbNTQyaV9inzpiPnjQ5l6fhI/vz1Yf53+/ROC+5JcYF2AUcigeumOS7gAEQHePH6dZnsKm7iyR/y+HJfJY8uTTulMrs/eLrJuHRCFJdOiKJBqeOHwzV8sLOMR7/P4cK0cFZmRjE7OXhYRWJvdxe7uATi4mn5Gzs5UqXo9j4mi8DrW4rJrVHy8tUThz2fyzbe0RUuUgkSifhzLR0XydLxkUyKCxDFQotArVJHaaPaXnW+6VgDpU1qKlu1yKQS4oO8OmXsxAeJwk5IN8HJZxstaoNDdeoXpIVR8NRiFFojdUod9Uo99dbx4DqljqKGduqUOhqUehqtI2xB3m6EWcWcMLl7p8uhvuLlIG+3ES+Q9YVQXw9evErMw/n3hgLGRPRPpB8pSKUS6+iUK5bQM7MJ0ImTgeAUb5w4OUvRm8ydxpI6ijLNamu1tbXi2ibKmC0CbjIpAd6u9hYl22ebKybAW8yRCfB2tX//rs8OsPlYY5fbIUE8A37llBgeWjx6wBWaZxsBJ41NORGrlx9ecxSzpXMrhptMSkFd+ylNMmaLQFmz+sTIU43oqqlT6ogO8LSPPV2YHk56pJzoAM/TtggqaVRx5dtZtGmMXQoHRrPA//ZWMm9UCOeNCuWJZekkBnsP2fYKgsDukhY+zirjt/wG5qaG8PLVE5mVHDSg5xQEga/3V/H02jwWjglj4/3z+pWPczJvbC6iSaXnw1umOHwfvclMUYOK9FOcNzjcNtUVjywZw0Uvb+e/O0u5bU7n3J1JcYF8cPMUbvpgHxIkXDut7yHUM5OCWfuH2Xy+t4L7vjjE5LgAHr0kbdBq3UPlHtw2J5Hb5iRyrE7JmuxqHvr2CGYLXDohkhUTo0iPHLp8nJ5wpIHPYLKwIa+eSU9v5JkVY7koI3zYBNiyJg2uMglG69idq1QCEjGfa9mESC4ZF8nEGP9TRAKpVEKUvydR/p7MTgnu9D2j2UJli4ayZrU9Y+f7QzWUNampUejwdpMRF+RNfLAo7tjcOvFB3gT7uJ01wk6z2uCwM0IikdhblUb3MCVnMosj2KLIo6PBKvBUtogjeg1KPfXtOto0RlykEkJ83UXHjq97F0KP+LWfp+tZ8zsdDDKi/Pjw5qmnezOcOHEyxDjFGydOzgAEQUBtMNOiMnQK7O2cF3MiN6ZVbbSPMfl5utpHjzqOISUEe59Scx3g3b/g3vBuchvcXaQkBHvz7yvGkxHlN+Dfw9mI3NPVXlV7rqM1mHlo9RHWHa21L4o6IpNKOFTZhkUQyKttPxEiXNeOWRAYFebLmAhf5qaGcOe8JEZHyM8oMfBwZRvXvbcHjcHUY1UrwAtXThj0/JqOqPUmvjtUzce7yqlv13HVlBh++9O8TiNA/aWqVcPfVh/leH07L141gYVjwgZhiyG7opXXtxTxzZ0z+xS4XVivwtNNRnRA5xErRwOLu2vT8nZ34T9XjmfV+3uZlxpCykm5KJPjRQHn5g/EEar+CDguMimrZsRzybhIXthYwOKXt3HTzATuWZA8qGNOo8Pl/O1iOQ8uHk1WcTOrD1Zx5dtZxAR42fNxwv0Gnr/jCMWNKnsGVHdIAFeZBINZQGc088h3R3nwm8OkR/rZQ5AnxwUMSmZQV5Q0qTBbBFykEgK83VhuFWzGRfv1e8HvKpOSGOJDYogPC0Z3/p7OaKa8WSOGJjeLwckHylspa1ZTr9Tj6+5CnFXUsQk68cHexAd5Eeh9Zgk7LX0QbxzFRSYVs+B6eY3qjGYa2/XU25w8VrGnqEHFzqJm6ttFJ49Kb8LNRUqYdVRLFHpOiDy2Ea4wuceIq4N3tCXRiRMnZycja4/lxMkZgsUioNQZT4guXVRanyzOGEwW+4FkkM0R4yNejg7wZHy0XweBRgz29fdyHZYZ8RBfD1ykErvTwE0mxUUm4dFL0rhqcsw5bWH283RF4XTeUNSg4tYP91Gn1HUp3ABojWae/DGPYB83u5vmppnxpEXKSQwenBDhoeLzPeU88l1Or6INiFkE2wsb7Zkgg0lpk5pPssr5+kAlMQFe3Do7gWUTIgfFsWCxCHy2p5xn1x1j6fhIXrs2c9DEs3adkfu+OMT956f2WejNq1WSFnGqg0Qq7T2w+JXfCmlo1/H08rFdfn9KfCCrZsZx/1eHWPP7WafsT6d0EHAkErimnzXwgd5uPL18LNdMPVEt/reLR7N8Qv9Dn7tCJpUwOyWY2SnBPL3cxC+5Yj7OfzYUMC0hiBUTo1icET6kC9YD5a24yaRoLSda+KQScHeRoTWaifL3ZE6KOGY1LSGQMLkHgrWFbn95CwfKW3l1UxEFdUoi/T2ZbBVzMuMCGB0u71fY9smkR8q557xku5tvqBe7Hq4yRoX7Mir81JEWjcFEWZPo2LEJO3tKWihrVtPQrsfXw6WToJPQQeQZ7tYno9lCm8Y4KC68/uDhKiMm0KtXkVqlN9FwksBTr9RzpFpBQ3499Uo9dUpdpzweu7jjZxN6Oos9Z3KRgCAI5NYo+d/eCr47VM2TyzL6VBfuxImTsweneOPEiQOYLYJ1/KhrIaZzpbXhxIiSi7RTQ1KQtdI6Ncz3lFalIG935J4uZ+QZkyBvN1ykEsyCgEwiYen4CB5ZknbaDuDOJP62+iggZoOEDdFZ4jOd/+0p59Hvcx3KH0kO9eHXB+YNw1YNjI413puP1ZNfJ46BSBBbaHpCazTzW37DoIk3FovA1uONfJRVxq6iZhZnhPPhzVPIjA0YtP1FaZOah749Qk2blrdvmHzKSMhAefyHXGICPbl9Tu+14CeTV3NqWDE45ryZlhDInZ8e4PGl6d0K3Q9ckMqWY428+lshD1w46pTvT4kP5L83TeGWD/chAYer4LsiPdKPL383nR+P1PLPtfl8klXOk8syGBs9+M5FLzcXVkyMZsXEaOqVOr4/VM2720t45LscFmeI+Tgzk4IHRQzpSFZJMzqjGU9XGTqjmbggL+amhjAzKYgp8YEEdZGXIpFI7IvyFRPFRWe7zsghaxDyhrx6nltfgCAITIwVhZzJcQFMiPXvczUyQHKob5d/69OBl5sLaZHyLl/jar3JKuiI4k5pk5pdRU2UNatpUhkI8HIVBR2bU8d+2WtIsrU2HWsA4NsDVfxhYcqgP/5g4ePugo/VBdUdgiCg0BrtQk5DB5Fnd2Mz9e1iRk+jSo/ZIhDg5WofywqXdxZ6wq1NkcHe7sN6MqtJpWdNdhWf7K6gpk0rBmxLxNwmJ06cjEyc4o2TcxKj2WLPhjkhvuhPGVFqtl7XZg3u9XKTdRJcAr3dCfJxY2yU3ylCTKBP/0aUzkQCvN3QmSwkhYgjUidnlowEdEYz1daDn54O+LrjpV8L+dfKrs/ujySaVXryrSNP+bVKthU20qQy9H5HKxUtGiwW4Yx0a3VZ450Swp3zkxkf5UetUk9ujYKDFW0crmyjuk2Lq0yKTApaY+cxkS0FDQO2rys0Rr4+UMknu8vRGMxcNy2W5y8bN6ijJGaLwH93lPLCxuNcNSWGD26aMuiujB8O17DpWAPr/zi3X3/3vFplp0pvG1JJ75k3U+ID8bQ6oRaM7nr8y91FxgtXjeeyN3exYEwYE2L8T7nN1IQTAg4MTMCRSCQsGx/J+WNCeXNLMVe8vYvlE6L486JRDgXB9ocwuQd3zE3ijrlJ5NUoWXOwige+OoxUApdOiGJlZhSjwwfQ8duBSbEBBPu4MzMpiMlxgfg5UCvdFb4ersxJCWFOSggg/q0L6to5UCHWlK85WEV1q5bUMN8Oo1aBxASevkyswcbb3YX0SD/SI08V95Q6I+VNGkqb1dYAZTE8uaxZTZvGSLCPW6dsnbigE1k7/R3Z++lILcCQvU6Hk455PF05omyYLWLFfb1Cbw9btmXyHK5S2J09rdY8nlBfd/sImE3oCfc78TlM7jEgp6TBZGFzQQOf7i5nZ1ETbi5SdB3efzxcpefsiSQnTs4FnOKNkxHH7pJmXBol9nyYzm4ZUZSxjbn4ursQ6ON2iiATH+RNkE9nISbI223YwhTPNOaPCuG1aydyUUbEoJ+lHS4MJgu1Ci2VLVqqWjVUtmqoatVS2SJ+bmjX4+4i5bppcTy2NM3hx/Vyk6ExmJmVHDSEWz/8mC0CpU1qe8uTTaypV+qJCfQkLULOmAg5j49Op7xZTXGjik3HGlHrTcikkk712R0xmS1UtGgGLbR1IHRV4z0pLoC53dR4x4f4MCMpqNP9j9UpyalRcriyjYMVrZQ1i/lHSp2JogbVKTkqjpBfq+TjrHK+O1hNeqScP104isXp4QOqm+6K4/Xt/OWbI7RrjXx861SmxAcO6uODmJ/z9zVH+fcV4/uVuSIIAvk14tjUybhIpb2KN1KphKUTIvn+UE234g2Ijph7F6TwwFeHWHvvnC7bj6YmBPL+jZNFB44ErprSfwEHRMfFny4cxRWTYnh6bR7n/XsL952fyqoZcUM6Diu6PNJ4aPFodhY3szq7iuWv7yQx2IeVmVEsmxA5oCr4VTPjB29jOyCTSuwOlRusFe4NSh0Hyls5UN7Kx1nlPPTtEfw83TqNWmVEyc/okZf+IvdwZWy0X5eurTaNwZ6vU9qkoaCunV9y6yhtUtOuMxHs405CsBdxQZ2Fndggrx6dTO068dhpZebgj4SeqcikEkJ9PQj19WAs3TvkdEYzDVYXT61CKwo9Cj1HqhRsyKunztq0ZbII+Hu5dhJ1wrq4HODVOXA5r0bJl/sq+Ca7GpPZYn+P1Z104sBgsgxbvpUTJ06GH4kgOJD258TJGU5VVRUxMeKZ2RmPfEVUVNQJZ4zNDeNzIismyEfMlBnsxZCT04fZIlCr0HYSZGwCTVWLhjqlDplUQqS/JzEBXsQEehId4EV0gPg5JtCTEJ++V7laLAIr3tjJ1IRA/r7EcdHnTKJdZ+RYXXuntqeC+nYEAUaH+1prueX2eu7u7PiCIJBXq2TzsQZ+PlpHfp0SD2vOhQ0vNxn/uWI8F40dWOV0fxAEgaIGFVutYs2e0hZCfd2ZlxpiH+sY6KiB0WyhqEFFcaOK88eEOSz4Gs0WNuTW81FWGUeq2rh0fBQ3zIgbkiBwo9nCW1uKeX1LETfOjOf+81OHRJg2WwSufieL5FDffrvSKpo1LHxhC7lPLj5lf33Ry9v50wWpnJ/Wc6Byfq2SlW/sYv8j5/foKjKZLVz5dhbjov15Yll6t7fbU9LMLR/u4/Gl6Vw55VRHUH/ZXtjIkz/mIQEeX5o+6KNrPaHSm1h3tJY1B6vZV9bCzKRgVmZGcWFa+LDXeA8EndHMkSqFVdAR83PUBjPjo/2so1aBZMb6dzm6dS4gCAJtGiOlzWrKO4xjlTVrKGtSo9AaCfByJTbIm3FRfjy1PKPT/V/bVMj/9lay868LTtNPcHZjsQg0qw1WYUdHrVJHvUJnb9mqtQo87ToTbjIpoXJ3fN1dKGxQYbIIDo3tAuT9Y1GfQuFHKh3XBpWVlURHO3OAnJz9OMUbJyMC5w565GOxCDSp9FS2ak64Z1pOCDQ1bVosgkCEn6ddmImxijMxgeLnMLnHkDiHjlYpuPLtLLY/dN4ZbSe3hYKKIk07ebUK8mvbqWjREOLrbg8RTouUkxbhS3zQwEKE2zQGthU2sSG3ji0FjehNZswWgd/PT+bPi4Ynb0KhNbKrqMku2LRqDExLCGL+KFGwGcoab0dobNfzxd4KPttTgYtMwqoZcVw5OWbIgkhzqhU8+M0RzBaB5y8fx/guRoQGi1d+K+S7Q9X8dO/sfi8k1ufU8spvRfz8xzmnfG/pqzu4+7xkFmf00EGM+Lpf9NI27j4vudccotImNUte2c67qyYzK7l78WR3STO3friPJ5alc0UXI139xWi28NGuMl7+tZBZycH8fcmYQWkQ6ws1bVq+O1TN6uxq6hQ6LsoIZ0VmFNMTgs7IcceeEASBEmuzU3Z5K/vLWyluVJEQ5E1mh1arpBCfs+5nGwoUGiPlLWoqWjRoDeZOr22lzsjFL2/ngQtSWZnpPMYaSjQGkz1suaihnRc3FtKiNjgk3MikEh5ZMsYeuBzqe+YHLg8VzrWBk5GIU7xxMiJw7qDPfgRBoEVtoLL1hDAjjjeJn6tatRhMFsLk7p1EmY6Xw/08hqV9qyvi/7oWgLJnl5yW5z8ZndFMYb3KPvaUV6vkWK0SjcFMUogPaZGii8bmqBlq0cliETharWDTsQYmxfkzNzV0SJ9n6/FGth1v5GBlG0kh3sxNCWHeqBCmxAee9vFHQRA4WNnGx7vK+DmnjmkJgdw4I57zRocO2Vii3mTm1d+KeG9HCXfMTeKe85KH1Hl4oLyV69/bw9d3znDYPdSg1PFxVjl/ujDVLqi9sKGAGoWOf18x/pTbX/r6Tn43N5GLHXBxvb65iP1lLXxw89Reb/vJ7nLe2FzE+vvm9ti2lVXczG0f7ePJSwe/2aWxXc///XKMHw/XcvucBO6anzzsDhhBEMipVvJtdhU/Hq7Bw1XG8omRrJgYTXJo33PBzhTaNAayK8RRq/1lrRyuasPdRUZmrD+T4wPJjA1gfIyf07lwEnd/lo3aYOL9G6c4vJ/6al8ln+0pt+fuJAR7kxjsM2SByiOZ9Tl1PPTtEbRGM4ZuxpJBdLfOSg62t23ZApcDvd0I9XU/qUXLgzD7dR4E+7id0a2PfcW5NnAyEnG+MzlxcpYiCAImi3DaxIr+oNAYrU4ZTZfjTRqDWaxGtzplYgK8uDBNbhVpPIn09zztC+8zkYZ2XacQ4bwaJSVNarzdZFaRRs7lk6JJi5CTEuZzWs7ASaUSxsf4D4nTo0GpY1thE9uON7K9sBGzRWB2SjBXTI7mlWsmEunvOejP2R90RjM/Hq7h46xySpvUXD4pmnV/nENSPwKy+0J2RSsPfnMED1cpq++a1WWrzWDSrjNy35cHeeCCvtWCr8+tY29ZS+ech1olM5O6dsC4SCW9Zt7YWDY+kpd+PU6zSt/ryMz102LZmFfPkz/m8sKVE7q93YykIN67cQq3fSSGGA+mgBPi687zl4/numlxPP5DLt8cqOLhJWNYMjZi2JxiEonEnqny9yVj2Ha8kdUHq7n4le2MCfdlxcQolo6PPOtGkPy93FgwOsyegWQ0W8irUXbIzimjWWUgLVJOZmwAk+PFcatzPUfkSHUb/1iW0SeBeXZKMN7uLpQ2qShpUrPteCOlTWpaNUaCfdxJDBabsRKCfcQKdGsluvN9/lQWZ4QzMzmIp3/KZ3V2VbftjqPCfXl31WT712aLQLNKf6I2vV0c1Wpo15NTraBeqaehXUeTyoBUIoZR2107co8TFerWyvQwuQeBXm5Op5oTJ6cJp3jjxMlZymd7Knj6pzwuTA/n8knRzEwKOu1nTFR6UyfXzMkCTbvOhJ+nq12YiQn0ZG5qSKf8mbP1bOffLhrNkWrFkD6HyWyhpElNXo2yQ5BwO00qPXFBXvYQ4aXjIhkTKSfSz2PEtK50xGCysL+8xequaaKgTsnYaH/mpYZw48w4xkf7n/b/hY5UtWr4dHcFX+6rINjHnVUz41kxMarfjS+OojWY+c+GAj7bU8G9C5O5Y07isPxeHvs+l/ggb26dndCn+607WsdFJ41A5dUoua2benGZxHHxJibQi/HR/vx8tJYbZsT3eFuJRMLzl43jwhe3sj6nlsUZ3Tt7ZiQF8e6Nk7n9o/1IgMsG2YEzPsaf1XfNZM3Bap74IY9Pssp5Ylk6Y7oIcB5KXGVSFo4JY+GYMBRaIz8frWVNdjXP/JzPvNQQVmZGs2B06Fm56HaVSe3C8i2zExAEgeo2rV3MeXNLMfm1B4nw8xTHrOLFcavR4fKzNsC/Pyi1JkLlfRPqIv09uxTPbYHKJY1iqHJujYKfjtRQ1qRGbTAT6edBQogo5NgcO/HB3sQEeJ3TWYVyD1eev3wcV0yO5r4vDtGk0p9SDhAd0Pn3LZNKCLW6bHoKXDaYLDSp9Pb2rIZ28XJFi4b95S32GnWF9kSrVmgHF0+Y3KODs0e83s/TdUQegzhxcjo5O1dJTpw4wdtdhkWAn47U8EtuHW4uUpZbK18nxPgPyRumWm+iuu1UYabKOtrUqjHi4+5iDwGODvBkWmIQl1nFmuhAzx6bLM5mLhkfyfxRgzcKpNAa7U4am1BzvF6FTCJhVLgvaZFyLkwP577zUxgVLh9yIeB0U9akZluhOAq1q7gZH3cX5qaGcNf8JOYkBxPgPTQZMf1FEAR2FjXzUVYZWwsaWTA6lNevy2RGYtCwHMxmFTfz19VHCPZx58d7Zw/bmMv3h6rZeryR9X+c06czs80qPfvKWnjhqhPjUa1qAzUKXbdChawPzhuAS62tU72JNwDhfh48tTyDh9fkMCkukBDf7hetM5OCeXfVZG7/eD8SCYOeByKVSrhsUjQXpofx2qYilr++k6umxPDABan9ykZan1PLvrJWbpuTQIRf311pfp6uXDM1lmumxlLZomF1djXPrz/GX789wpJxkazMjGJyXMBZu2iTSCTW9y8ve0aSSm/iUEUb+8tb2JhXz/PrCxAEgYmxAXZBZ2JswIjdD5stAiq9adB+Pn8vNybGujExNqDT9YIg0KjSU2oVdUqa1OwtbeGr/ZWUNWswWwSiAzxPEXUSg72J9Pc8Z8S0KfGBbPrzPF7bVMSbW4qxCAIWAaQSiAnoX0aWm4u0W7GtIx1btRraRUGnQamjsL6dHYVN1LfraFDqUelNuLlIRXHH16OTc8eWxWNz9/i6u5y1+wsnToYbZ+aNkxHBuTjXuq+shRve39OpJtLFeuAS6O3GlZOjWd7HbAKV3kR1h4yZqlaNVawRP1rUBrzcZPacGZtIE9XBSeM809I3LBaBylaNVaBpt7tqqtu0RPh52Bue0iL8GBPhS1yQ9zlxgKrSm8gqPlHjXafQMTlerPGelxrC6HDfM/J1ptKbWJ1dxUe7ymjVGLl6SgzXTY8japhGt1R6E8+uy2d1djV/WTSKVTPih+31Utmi4eKXt/PCVRO4oJcGqJP5Ym8FX+6vZM3vZ9mv21XUxIPfHmHHQ10321z/3h6WjY90uPGpWaVn+r9+Y9Of5jsUAiwIAvd8fhC9ycK7qyb1+nrbWdTE7R/v55kVGayYOHTvQcWNKv7xYx5Hqtr486JRXD0ltk9/47waJa/8VsimggYuHR/J7+Ylkhza90r7jgiCQHZFG2sOVvHj4Vr8PF1ZMVE8mRAX5D2gxz4TMVsECuraOVDewn5rdk6tQsvocDlT4gOYFB/I5LiAM2Zkc6A0KHVM/edvZD96AYGnSSi3WARqlTpKG9WUNqspa1KLdehNYsCyVCIhJtCz0wiWTeAJ8/UYsWM+hfXt3PflIYoaVJgtAo8tTWOVAwL1UKPSm0QHj3Usy+bcsbl6GpRiy5bOaMHTVXZiTKtDDk+ovLOTp6/O7HNxbeBk5OMUb5yMCM7FHXStQsvMf23qtn3ATSbFZLEQH+zN1VNiWDY+Cm93mV2IqW7t4JppEy+3aYx4u8k6VGh72oUZ23X+Xk5xpr9oDWYK6tvtuTT5tUqO1bWjN5lJCfXtINSI409nmptkKLFYxJrxbYWNbC1oJLuilegAL+amBDNvVAjTE4PO6JG6ogYVn2SV8W12NUkh3qyaEc+ScRHDOkay9XgjD68+SlyQF8+uHEds0PC1FJnMFq56ZzdjInx5ennfa8Fv/O9eZiUHccfcJPt1720vYW9pC+90yG/oyKr/7uWijHCumRrr8PPc/MFeJscHcvd5yQ7dvkVtYNFL23hw0SiHWqV2FDZxxyf7+eeKsSyf2HOz1UAQBIFNxxr4x095eLu58OSl6UyJD+zTYxQ3qnhnawlrDlUz3+piO9kJ0R/0JjObjzWyOruKLQWNjI32Y8XEKC4ZFzFkLWpnAnUKHfvLW9hf1sr+8hbya9sJ83VnUnwgU+IDmBIfSGqY71kpvm/IreOOTw5Q9MxFZ9RIqg2T2UJVq7aTqFPaJLp3qlu1uLlI7W6d+GBvEoK87WNZwT5uZ/0xjcUi8Nmecv758zHeWTWJOSkhp3uTHEIQBNr1Jnu4cmeBR7xcp9DR2K7HYLbg6+7SSdAJ7eDqsY1vhfi62993z8W1gZORj1O8cTIiOBd30GaLQMrff6YPUwMAHcaarK4Z/xPV2lH+TnFmMBAEgcZ2PbkdAoTza5WUNqnx83QVQ4TD5fYw4aQQn3Nyjr9JpWd7oZhbs72wEZ3RwoykINFdkxIyrOJDfzBbBH7Lr+fjrHL2lrVwydgIVs2MZ8IQ1m93hUJj5Km1efySU8fDS8Zw9ZSYYf8ffunX4/x0pJYf75nd51YkhcbI5Gc2nuKIeeDLQ8QGeXHf+ald3u+WD/dx3uhQbpge5/BzfXewmje3FPPL/XMdvs+mY/X88X+HWHffHKIdGEnYXtjI7z45wL9Wju21mnyg6E1m3t9Ryuubijg/LYy/XTSmz8G6dQod7+8o4fM9FYyN9uPOeUnMSw0ZlNdQq9rAT0dqWH2wmtxqJQvHhLJiYhTzR4X2eZ9nMlt4bn0Bt89JIFR+5ocHq/UmDlW22cWc7PJWpFIJk+JEIWdKfCDjov3Oipygh745wpf7K8+YNsW+oDeZqWzRUNqkobRJZf9c1qShTqnD191FDEq2O3WsAcpB3vh5nV1j3kazBRepZMQdwwmCQJvGKIYt28Qdq9BT18HJ09iux2QR8PdyJczXA2+TgjUPLgPOnbWBk5GPU7xxMiI4V8QbjUEca7K1M/1r3TG0BnOv95NK4JKxETy+NJ3AEXCW6UzGVhkOkBjizZgIOWnWjzERcsLk7ufs799gspBd0cq2441sK2wkr0ZJeqQfc1ODmZsSQmZcwFnRntaiNvDlvko+3V2ORRC4blosV0+NHfK69a74JbeOR77LISNSzjMrxp6WMY0D5S1c/95evr1rZr+arL49UMV/d5ay9g9zOl2/+KVt/OnCUd2OYN320X5mJwdx0yzHg5HVehOTn/6V1b+f2afQ37+tPkJpk5rPb5vu0PjFtuON3Pnp8Ag4IAow/1qXz6959fz+vGRum5PQ51a5No2BT7LK+WBXGeFyD+6cn8TFGeGD5rQoaVSx5mA1q7Or0RhMLBsfycrMaMZF+zm0T9xS0MBNH+wjLsiL7++edda5eExmC8fq2tlXJrpz9pa1oNAYGRvtZxVzxPycM/Hnsr2vFf/z4rPSOdQdGoOJsiYNZc0n3Dq2jxa1gUBvN9GtE+RNYkiHnJ0g7z6L1E6GHotFoEVjsI9r5RWWcs+y6cDIXhs4ObdwijdORgQjRbzRm8zWzJkTAs2JUGANTSoDnq4yu1PmSFUbTSpDt4/n7iIlMcSbV6/JHLbA0nOd6jYts57dRN4/Fp3RYz7DRXmz2ppb00RWcROebi7MTQlmbmoIs1OCT4vgYbYI/PXbI1w8NoLzRjseMp1TreDDXWX8eLiGzNgAbpwZx/ljwk7LGEGzSs/jP+SyvbCJx5emsWJi1GkRBZU6Ixe/vJ2bZsZ32wrVG7d9tJ8JMX7csyDFfp3OaCb98V/Y9uB53eYF/e6T/UyJD+zz8/7hfweJ9PfkrxeNdvg+Kr2Ji17exk0zExxu0dp6vJG7Pj3As5eNY9n4yD5tY3/ZV9bC49/nojaYeHRJGgvHhPb5daE1mPn6QCVvby1BJpVwx9xELp8UPWgOEYtFYF9ZC6uzq1l7tJZQuTuXZUazfGJUj9lQd35ygF9y63CRSUgK8eGbu2ae1QHBgiBQ0aJhb2kLB8pFMae0SU1KqI/dmTM5PsAht9dQ88+f83lnWwm+7i6Mj/EnI8qPsdaPmEDPEXlCQqEx2sewSjrk65Q2qVHpTac0Yonijg8xAZ6nbbSsWaVnQ149R6raeGb52BGb8+MoI2Vt4MRJR5zijZMRwdmygzaaLdQpdJ3qszterlfqcZNJT2TNBHrZw4FjAsXPQd4nnDMPfHmI1QerT3keqURsYnngglHcMTdxRJ0pc3Jmo9Kb2FXUxLbCRrYXNlHTpmVyXCBzU0OYmxrMmHD5aT+gfOKHXD7KKiMl1IcN98/r8bYGk4V1ObV8tKuMY3XtrMyMYtWMeFLDBhbw2l8EQeCHwzU8+WMeU+MD+cfydEJ9T98IyX1fHKRZbeCjm6f26++q0pvIfGojP/9hTieB+WiVguvf38Ohxy7odmF492fZjI/x65ST4wibjtXzyJocdjy0oE/bvLe0hRv/u5cf7plFioN//y0FDfz+s2yeu2wcS4dJwDFbBL7YV8G/fylgXLQ/jy1NIymk7+K90Wxh7ZFa3txSTLPawC2z47l+etygNgbqjGY25NWzJruKHUVNTI4LZEVmFBdlhOPb4XnadUYm/mMjJuucsJtMSkaUnM9vn35WjB05SrNKz/7yVvaVtrCvvJXcagWhvu5Mtgo5p7Oi3OYcOlTZRk61gqPVCo7Xt+PpKiM90o/0SDnpUXIyIv1IDPEZsccdHRuxbC4dm7hT3qxGECA2yIvEYG8SQ3xEYSdYzNgJ8Rl8521Du45fcutZfaCKw1VtuEilWASB409fdNrfa083Z8vawImTvnD2nrJw4uQMxGIRqG/X2R0zlS02B414uU6pQwJE+ouZMzEBXiSF+DB/VKhdoAnxcXf4DTch2BtXmQSj+YQG63TbOBlOLBaBnBoF2wub2Hq8kezyVmIDvZiTEsxjl6QxPTEI70E6O64zmge8UPt4Vxmf7SlHEKCkUc2hyrYuM2rqFDo+31PO53sr8fVwYdWMOD68Jfq0Vt3XK3X8fU0OhypbeXp5BhePjTht2wKw5mAV2wqb+lwL3pHNxxqID/I6ZV+VV6sgLULe40JHrArv+3POSQlBazSzr6yFaYlBDt9vakIgq2bE8cBXh1n9+5kOjfjNHyVWxP/+02wkErhk3NALODKphOumxbFkbAQvbjzOkle2c+OMeO5ZkNxJEOkNV5mU5ROjuHRCJJsLGnhzSzFvbi7muulx3DI7flBEQw9XGcvGR7JsfCQN7Tp+OFTDhzvLeOz7HBalh7MyM5rZycGsO1qHq0xiF28MZgu5NUpu/3g//71pylkxbukIQT7uLEoPZ1F6OCCO9RyqaGNvmVhR/ty6Y0gkEibG+ovOnLgAJsT6D4vL00UmJSPKj4woP/t1epOZ43UqcmsU5NYo+TirnPxaJQCjw+VkRMntwk5qmO+IENokEgmhvh6E+nqcsv8wmS3UtOkoblJR2qimpEnFT0dqKG1UU6MQ83USOoxfJYb4kGjN2+mLi6xOoWNdTi2rs6vJrVHg7iJFa20eNZgtRPt7nvPCjRMnIxWn88bJiGC41HVBEGhSGUQx5qSRpsoWDTVtOowWC+FyD9ExYx1viungnAmXewyapXbNwSr+viYHjcFsd9v86cJR3D6nb24bQRBoaNdTYj+TpLKfTbowLbxP4wUjCZPZQnGjmpxqBTk1CqYnBtkPqruirEnNeztK+tW2czZRq9CyvbCJ7YVN7ChsxGQRmJUUzBxrdo0jNcyOUtyo4ucjtaw9Wkt8kDdv3TCp34+1uaCB2z/ab18AyqRwUUYEr12bCYj/B3tLW/g4q5yNefXMTQ1m1Yx4ZicHn9YDYUEQ+Hp/FU+tzeP8MWE8dknaaW8iq2jWsOSV7bx09QQWjulbLXhH7v4sm6RQHx64oHMo8ePf5+Aik/LoJWnd3vf+Lw+RFOLdadzKUR757igWAf65om//qzqjmUtf28nijHDuv6DrIOWu2HxMdOD8+4rxLBk3vKJbfq2SJ37IpaRJzV8Xj2bFxKh+v573l7Xw5pZidhQ1cdmkaO6Yk0h88OBXgR+rU7Imu5o1VmepxfreezLuLlLOGx3K69dmjlinR0ds7pcD5a3WivIWGtr1pEfKmRQXwOQ40aETNoiBzgqtkSd/zOW5y8Y5JJKZLQKlTSpyqpV2USe3RolabyI51Ie0SDEDLj3Sj7RIOX6eZ1cocH/RGEzW0SsNJY0njrFKGlUodSZCfd3to1eJwSeasWIDvXBzkVLdpmXd0Vq+za6moE6Jm4sUnbFr9Xpuaggf3zJ1mH/CMw+n88bJSMQp3jgZEQzmDlqhMXZyy3Qcbapq1aI1mgn2cbfnznQUZmICvIj09xy25qB9ZS1c++5upBKJQ24bhdZond+2nRU6YfvVGs1E+XuesPgGe5MQ4sPocN9BPRA8UzGYLByvbye3RrSD51SLDVEyqYS0CDkZUX4sGRfRYx1vTZuW2c9tIu8fi0fEGUYbGoOJPaUt7CgUW6GKG9WMj/ZjTkoIc1NDGB/tN6gz/h0Fm5ImNfNSQ1gyNoKFY0L75BzoSH6tkuWv70Rv6nywK5NK2PqX+Ww73sTHWWXUKnRcPSWG66fHDaoI1V8qWzQ8vOYohfUq/rkygwWj+y+UOIrFIvS4uDeZLVz5dhbpkX48tTyj38+jM5rJfGoj3951anjwFW/t4qopsVw+qft9+Z+/PkxMgBd/PL/v4s2+shZu/3g/ex8+v8/769waBZe9uYuvfjeDcdH+Dt9v07F67v7sIC9cOZ6Lhtk1JQgCa4/W8szafCL8PHhiWXqftv1kCuraeXtrMT8dreXCtDDunJfUyZExWJgtAmsOVvPnrw93ext3FynLxkfy/OXjRmT2Sm9Ut2nZXybm5uwva+VYnZIIP08mxwcwOS6ASXGBjArvf0X5vrIWfv9ZNvv+fn6/t1EQBKrbtHYhJ69GQV6NkhqFjphAT9IjRCEnPVIUdc6lYH9BEGhRGzqIOSeydcqa1RjNFqQS0XUmAXpbtEklcPucRP528Zjh2PwzGqd442Qk4hybcnLOoTGYqGw54ZaxOWgqrQ6adp0Jfy9XuxgTE+jFeaNDrZc9ifL3OmNaBhKCvfF0lfH785Ltbhu9yUxFs8Z+EGBz0ZQ2qWlSGQiytickBHuTFinnknERJIb4EBvoNaIEh57QGc3k1yrJqVGSa3XVFNS14+EqIyPSj4woOTfPiic90o+EYG+HD3oj/DzwcnOhpFHdr9adMwWzRSCnWsGOIlGsyS5vI8zPndnJITxwQSozkoLtZ0tN1gPLgdKVYHPnvKQBCTY26pU6rntvD4ZuZmwW/HsLyaG+3DIrgaXjIx36/86rUbK3tLlPTUd9wWIR+HRPOc+tO8ayCZG8fl1mjyNbZoswKM6DA+UtPPpdLqt/P7Pb/cErm4po15n4+5KBLQ62Hm8k1Ned0eGd82MsFoH82nbSe/kfcpFKMFv6MTcFTIoNwNvNhW3HGzm/mzar7kiP9OPeBSnc/+Uh1v5hjsP7zQWjw3jt2onc8/lBJBJYnDE0As6z646Rbt232xbAEomES8ZFsmB0KG9tKebKt7NYPiGKPy8a1a/Q8FHhvrxw1QTuvyCV93eUcvlbu5iaEMRd85KYnhg4aAtvmVRCdasWdxfpKcKrDb3JwveHa5B7uvLIkjHnzKLfRpS/J1ETouytZu06o72i/Jfcep5ddwypRMKEWH8mxYm5ORNi/B3er36xt5Jmlb5XUbcnJBIJ0QFeRAd4dXKvtqgN5NWIDp28WiU/HK6hpFGFv5cb6VaHTppV0OnLe/HZhEQiIcjHnSAfMduoIxaLQK1Sxwc7Svkoq6zTiHx3uMqkBPu4IwjCOfe/4MTJuYDTeeNkRNBRXS8sKUPqE2QXY07kzmipatHQrDbg5SazizHRHQKBbaNOPS2S3t1WjIerjEXp4YSeJkeK7Q3dNlNd0iE4r6pVg7uLrMNM9YnZ6oQgb/y8zg2Lsg2V3kRejdI++pRbraSoUYWfpyvpkaKjxibYxAR4DXg85tLXdnDbnMRhCycdLCpbNOIYVFEjO4uaEQSBmUnBzE4JZk5KMHFBp45G1Cl0XPbmTq6ZGtuv0ZWTBZu5KSFcMm5gDpuT0RhMLHttJ2VNavu41MnIPVw48Mj5uDpQrXy4so1XNxWyo6iJa6fG8eglg79YLGlU8ddvj1Kj0PLcZeOYlRzc7W0FQeCLfZV8vb+Sb+6cOaDXb2F9O5e/lcWfF43ihulxXd5mX1kLq97f2+eq7a64/8tDhMk9ThnLLG9Wc8EL28h5clGPrpiH1xwlwMuVvyzq31jn8+uPUdGisY/N9QWT2cIVb2cxMSaAx5Z2P9rVFb/m1XPv/w7y4lUTWJzR/Rhmf1l7pJZHv89hanwgTy3PIMT3VHGmskXDUz/lkVXSzP3np3LDjLgB5cY0q/R8tKuMj7LKSQj25q75SVwwJmzA+1NBEJjxr03UKXW93lYmlXDP/CTuv3DUgJ5zpGEyWyioF0etbB81bVpGhcuZFGcVdGIDu22NenNLMc+tP4bcw4XMONHNkxkXwPho/0HLM+uI1mDmWJ2yk0vnWF07UomE0RG+9pGr9Eg5o8JHRo6OI7SqDfz5m8NsP97U7YmIjni5yexNWLYRrIRgLxKCfQjwcj0nhB2n88bJSMQp3jgZEXTcQUfd9SFegWIAcFdjTdEBngR2aGzqKxe8sJXSJjVmQWBMuJzLMqNYPDaix4rT/qLQGO3Bd6VNJ4Qa0UorEB3gaR1x8iEx5ESjQbjc45x4Yz4ZhcZIbo0o0hytFl01pc1qQn3dSY/0swo1omAT4Tc0v6P4v64FoOzZJYP+2INJq9rAruJmdhQ1sbNIbIXKjA1gdooo2IyL6nkUqlahZcXru2ho1xHl78n2hxY49LxDMRLVHWaLwC0f7iOruLnHg113FymvXDOxxzyjfWUtvLqpiP1lLVw/PY7b5iQMesuTyWzh/R2lvPRrIVdNieEvi0b1uDjSGc08+l0OmwsaeOWaicxM6l7k6Y1ahZaVb+ziiknRPNDN4lehFWvBb52dwC0O1mV3h8FkYdLTG/n01mmMPykwet3RWl7bXMTaP8zp8TEe+z4HTzcZf7uofw6ggrp2Ln19B/sfuaBfldOlTWqWvLKd926c3Off/ca8ev7wv4O8dPWEHl93/aVJpefx73PZVdzEk5dmsLSDC6cj24438uSPucikEp5Yms7MHoRCR1DpTXyxt4J3t5fg4+7CnfOSuHRCVL9HibMrWrnq7SyHHAc2JsT48cKVE0jsR8PWuUK9UtdJzMmtUeDn6UZmrD8TYv2ZGBPA2Gg/+/+FyWwhr1bJ/jLx9gcrWqlT6hgVLicz1p+JsQFkxvqTEOw9JO+rJrOFkiZ1J5dObo2Sdp2JpBDvThk66ZFy/L1ObybYUCEIAt9mi1mHZovQ7QmJHQ+dh8Zgth8v2urOy5rUNLTrkXu4dBB0rOJOkPj1SMogcoo3TkYiTvHGyYig4w46O6+Q8aOShixg9O7Psll7tNb+tYerFIPJQlKIDyszo7goI6JPAY56k5nyZo3dPdMxyK5FbSDYx91aOdnBQdMhxO5cpUmlJ6daDEO0uWoqW7REB3janTTpUeLZueGsUj5TxRud0cz+sla7WJNboyA1zJdZycHMTg5makKgw2dRa9q0rHhjJ80qAyaLgFQCG+6f123eUlGDip+P1vKzVbCZnxrCknERLBg9+IJNRx7/PofP9lR0e4DbkcxYf1b/flan6wRBIKu4mVc2FZJTreTGmXHcOjuRwCEICy6oa+fBbw7TrjPx/OXjTrHPn0xFs4a7PjuAu4uUN66bRLhf/1/jCo2RK97exaS4AP65YmyXiy9BEPjjF4dQaI18ePOUAS/QNhc08PfVR9n51wWnPNZ/NhRQp9Dxf1eM7/ExnvghF1eZhL8v6ZvzpSOLX9rGHXMTWZnZv4P6T7LKeGtrCevum9PnJrINuXX88YtDvHz1BC4cAgEHRBfOY9/nMKUHF47RbOGjXWW8/Gshc1KDefjiMUQHDCzvSW8y8/3BGt7aWozWaOa2OYlcPSWmz06Nh749wtf7K7EIIAHcXaVIJRLMFgG9yYJUAv5eboTJ3YmQe9Ki0SMIiGN3UXJWZkazdFzEiF3MDxY6o5kjVQoOVbZysKKN7IpW5qeG8tzl47q9T51CR3aFKORkV7RxtFqBl5uMiTGimDMx1p/xMf6D3tBnNFs4UtXGruJmkkO8cZHJREGnRklerZKqVi1R/p6MsY9cieNX0QFdO4sGA0EQKGpQsaWggTaNkb8sHtqSh8oWDXd/nk1BXfsp44QeLlLyn1rc7c+q0psoazpV1Clr1tCiNhBoHa0XXTtexNsvew+J02oocYo3TkYiTvHGyYhgOHfQr/5WyCubCrs8E+juIsVothAb6MWKiVFcPDaClDDfbsecSppU1nl+mX3EKdEq0NjOiIyksyD9QRAE6pV6a4iwQnTWVCupU+pICPa2jz6lR8rJiPQ77S08N3+wl80FjRx76vSGFlssAnm1SnYUNbGjsIl9ZS0EervZxZqZyUH9ErWq27Ss7CDcgPi6v3t+Mn/oEBxbWN/OWqtgU96sYf6oEC4eG8HCMWH9cjn0BYPJwh2f7GdLQaPD95FJJPxy/xySQ30RBIEtxxt5bVMRRQ0qbpmVwE0z44dk5NBgsogVzFuLuGlmAvedn9Lr62bzsQbu+/IQKyZG8fDFYwYk4uqMZm54fw9+nm68dX1mt26r1dlVPLM2n/X3ze1SAOgrD31zBG93ly5Hjm79cB+zkoN7dfc8/VMeZkHg8aXp/d6ON7cUs7ukmY/62cwiCAKr/ruXMLkH/+5FbOqKX3LruO+LQ7x6zcQ+Z+84SrNKz2M/5LKzqIknl6WzbHxklwu7hnYdz68vYO2RWu6cl8Tv5iUOeB9mtghsyK3jza3FVLRouHFGPDfOjHdYAP3TV4fJqVYQHehJfJA3kf6eRPp5EO7nQaS/J8E+7l3moLRpDPx0pJbV2VXkVCtZMDqUlZlRzB8Vek6f9OgLepMZdwdGSW0YTKI7J7u8leyKVg5VtlHdpiU5xIeJsScEnZTQvoUnm6y18LuKm9h8rJFDlW3i9RYLf7owlbvP6zyyq9AYrc6cE4JOYYMKbzeZPT8nLUJOepScpBCffo8LqvQmdhY18Vt+Pb/mN6DQGJFIIMTXnay/LezXY/YFs0Xgra1FvLixEIsgYDtHkRjizaY/ze/XYyo0RkpPEXXE49V2ayNWfLA3CUGdXTtxQWdmZqJTvHEyEnGKN05GBMO5g/7pSA0PfnMEjcHc4+1srQASCbhKwWSBmEAv+5hTQog3SVah5lxqVugJQRCobNGSU6OwumnE0adWjYHkUB8yIv1It44+pUXKh9S10V8sFoEVb+xkZnIwDw3x2beTqWnTio1QRU3sKmpCb7IwPTGQ2cnBzE4JISlkYJb2qlYNK9/YRYvacIqbJT7Ii3dWTWbtEVGwqWjRcN6oUC62OmyGWrABcRTg8z0VfL63ApXOiItUiq+HC1qjGbXBjMF6hlIqEUMdpVKJ+H8qiAuV66bFMjslhNc2FVHdpuW2OQncMD1uyF5nR6sU/OUbsUXn+cvH9dr+Y7YIvPxbIe9vL+GfK8faA0r7i8ls4a7PsmlRG/jstmndHnyXN6tZ8soOXr1mIueNDh3Qc9qed8ozv/LOqsldtrfN+NdvvHjVBKYnBvX4OP9al4/OYObJS/vfeFXdpmXe85vJ+tvCfotStQoti17cxr+vGN8vB836nDru//IQr107cUC1673x89FaHv0uh0lxATy9IqNb8fZgRStP/JBLs9rAI0vSWJQe5tB+o6dAW0EQ2FXczBtbisgub+PqqTHcNidxSMaNT6a0Sc3q7CpWZ1ejNZpZNj6SlZlRjI3yc77vDjEN7ToOVbRxsLKNgxWtHKlSIAHGx/iLgk5MABNi/TuFZttOPOwuaWbTsQayy1sxCwJSiaSTy8TDRcp/b57i0MiizmjmeH27XczJrRHbJE0WgVFhvnYxJy1CzpgIeZcOE0EQKKhvZ/OxBn7JreNIlQI3F9F53fHtcFF6GG/fMHlAv7e+kFOt4K7PDtCg1KM3WYbk+Ts2YpXaXTsa+2Wt0UyE3IOEkBMuHdsY1ul0iTvFGycjEad442REMJw76MOVbVz25i6HRjEkwHmjQnh4yRhiA72dZ/w6YLYIlDaprU4a0U2TW6NAazSTGubbafRpTLj8jGn4coSCunYWvbSNj26ZyrzUkCF7nnadkd0lLewobGR7YRPlLRomxPgzO1kMGR4f4z+gENKOVLZYhRuNAXM3r303FwkLR4dx8VhRsBkOi7UgCOwra+XjrDI25NYzKzmIVTPjmZcScspC0mS2oNSZUGiNKLRGlNbPbRoD+8paOFjRht5k4Y65iVw7LRYvt6HZfp3RzMu/FfLBzlLunJfE7+cn97pvaFUb+OOXh6hq0fDm9ZMYdVJDU18RBIGH1+Swv6yFr++c0e1YidFs4Yq3spgQ488Ty/rvcOnIrqIm/vjlIfb8beEpf6MWtYHMpzZy+PELe3UdPr/+GAqtkWdWjB3Q9lz5dhYXZ4QPqDnsu4PVPPVTHr/cP7df7U3rjtbyp68P89q1E4e0Dr5FbeCx73PY0YsLx2IR+OZAFc+tP8aYCDmPL00jJaz715zOaGbRS9u4bXYCN8yI73EbjlS18dbWYn7Nb2DZ+EjunJdIcujAXs+OYLEI7C1rYXV2FT8frSPcz4OVmVGsmBhFhN/Qi0hnIwNpmOoKk9nC8XoVBytb7aJOcaOK6ABPQrzdqWjVoNSasAgCLlIJum4axmzkPLmo3ycGLBaBsma1XcwRw5GVNKv1xAeJbZxpEXKqWzViRlBFG+06E649bJe7i5T7L0jlznlJ/dqm/qIzmnlmbT6f7C7njwuTuf+C4QvtFgSBhna9KOQ0qSltVlNqy9pp1mAyW4gO8LI6dqxjWMGiyzzK37PHbL2B4hRvnIxEnOKNkxHBYO+gbaM6JY2qTpXbJU1qKpo19PZP4+4iJcrfk7dumERqDwe85woms4XCBlWnjJq8WiVmi8DoCHEmfay19Sk13KdPVu0zFVsV77XTYgftMc0WgSNVbWIrVGET2RWtxAR6WZ01wcxIChr0fAEQhZsVb+ykVWOgu9xfF6mEu89L5v4LUgf9+btCYzDx/aEaPtpVRk2blqumxHD99LguW7G6w2S28MPhGl7fXITWYOau+UlcMTlmSO3fB8pb+Ms3R/Bxd+H5y8cxOrz3xqYjVW3c9Wk2GVFy/n3F+EFxAr248Thf7a/k27tmEtmD++E/GwrYkFvP9/fMGrTfy6Pf5SAg8PTyU0WXnUVNPPjNEXb+tfcA7Bc2FNCo0vOvld3ncjjCZ3vK+eZAFWtOyjzqC4IgcPfn2eIow/WT+uXosAk4r1+bOSgOp96e69Hvc8iM7dmFo9AaefnXQj7bU8710+P44/kpXe5jXvn1OK9sKkIqlbDpT/McyswpaVTxzrYSVh+sZn5qCHfNT2JibIBD27+rqImfjtby9KUZ/RIXtAYzG/Lq+Da7ml1FTUxPDGJlZhSLM8KHTLQ923h23TESg725ckrMkD6PQmvkcGUb728vYWthk8P3iwn0ZPuDjgXl94WGdp1dyDlS0cYv+fUO39fDVcq7qyYzJ2XoTtr0xKHKNqL8PQdltHUwsEUGlNkcO1anTkmTmsoWDQAxAR1zdU5cjvT3HHA1vFO8cTIScYo3TkYE/d1Bt+uM1pBgtVWkUdltoVqjmegAT7HJyZ5HI447XfLKdlo1xi4f00Uq4aaZ8fxl8agRIUL0Fb3JzPE6VafRp2O1SlykErHeM0puddX4kRTiPaRnXU4nt3+8H18PF164csKAHqeyRcO2wkZ2FIpBwxKJhFnJQcxJCWF2cjAxgQMLFnXk+Ze/Lgo3vZnNBjJr7yhlTWo+2V3OV/sriQ7w4sYZcVw6IapPziyDycLq7Cre2FIMwO/nJ7EyM9ohZ1xJo4p/rTvGddNimT/K8QW2xmDi/34p4Iu9lfzx/BRum53Q62vfVgP+jx/zuO/8FO6YmzgoYx6f7i7n/34p4Os7Z/QoLu8tbeHG/+7lu7tnDdjpY8NiEZhuHYvqqgL93W0l7Ctr4Z1Vvdv+X/61kKpWTa/Bxr3RqjYw9Z+/8usD8/ok/p1Mi9rAhS9u428XjeaySf1bJKw9UstfvjnM69dlcl4fXl/9oUVt4PEfcsXGqWXpXDqhaxcOwPH6dp74IZfj9e08uHg0l2dG20WTmjYt8/9vCwazBRephElxAXxxx3SHX6t1Ch3v7yjh8z0VjIv25675ScxJCe72/oIgcMGL2yhuUHH/Ban8YWFKl7dzlHqlju8OVrM6u5rKVg0XZURwWWYU0xODhqz44GzAFr5f9MxFw/Y+nVOtYNV/96LUGnt1N186IZKXr5445NtUp9Bx0wd7KWpQOeS4zvrbAqeTywFMZgs1bTp7xk5ph3ydqlYtMqmEuEAve7aOOIblRWKw41EDTvHGyUjEKd44GRH0tIM2mi1Utmg6hQTbxJrGdj0BXq72BqeOgcGxgd0HsC1/fac9NM+Gm0yKj4cLr1+byYyknrMaRgpag5n8OjGXJqdaydFqBcfr2/Fyk4m13NYg4bFRfsQHeZ9TB8JLX93B0WpFn1unlDojWcXNbLcKNlWtWjLjApiTHMyc1BDGRvkN+GyUIwiCwJqDVfzlm6PdjkmdjFQCW/58HrFBgysoWSwCW4438HFWObuKmlmUEc6NM+KYFBfQJzFDZzTz1f5K3tpSjIebjHvOS2bZ+EiHFiYtagOv/FbI//ZWcMXkaO47P9Xh8ZhdRU08tPoI4XIPnrtsnEMVxoNZA96R9Tl1PPDVIT6+ZWqPjVa2WvDb5yQMaJzoZPaXtXDbx/vZ//fzu/y93//lIeKCvLjv/N4dXK9tKqSkUc0LV00Y8Hbd9tE+xkf7c+8AhYDf8uu578tDrL9vbr/zXGy5am9cl9kngbC/rM+p5ZHvcpgYG8AzyzMIlXftwhEEgV9y63jqp3yCfd15clk6E2L8uePj/Ww+1oDRup9wc5HyzxUZXD6pb44NhcbIx1llfLCrjAg/D+6an8RFGRGn7O92FDZx84f7MFrFov/eNIW5gzCeKggCuTVKVmdX8/2hatxdpKzIjGJlZjRJ52DtuE288fVwYUZiELNTgpmZFDzg7LTeaFLpufXDfRzrokmpIxJgVLgvE6z5ORNiAkgO9RmS90ej2cK/fs7n46zyXgUcF6mE5FAf+9iVLSB5KALvRyoGk4WqVo3o0mnsnLFTo9Di4SIjLsiry7rzYB83++vTKd44GYk4xRsnI4KOO+hXftiNUuprF2sqWjRIpRISrCFqCR0EmsRg7361Ez28+iif762wf+0qk3D+mDCevWzcsLRDCdZmgeFYxNtQ603k14oCzdFqBbnVSooaVfh5uopCjW30KcpvSCs5zwYsFoHEh38G4PBjF/Z60FbUoOKnIzVsL2ziUGUb8UFezEkJYU5KMNMSg4Yl7BfE19XByjbWHa3l56N1NLbrrS0WAoIgWsJBgt5k7tKFM9jz/m0aA1/tr+TT3RXojGaumxbHNVNjul1cdofGYOLzPRW8va2EIG837lmQ3OWisCv0JjMf7Srj1U1FTIkP5OGLRxMd4MXXB6q4dmpsj4+h1Bn518/5/HCohgcXj+aG6XEOCZiDWQPekb2lLdz0wV5euqrnampBELj3fwdR603896aB14J35Kmf8lBqjd26ZRa9uI0/XZjqUPDvm1uKOVanHJSz7z8cruHlX4/z6wPzBvzz/vXbI1S0aPj01mn9Fqx/PFzDQ98e4c3rJw1pbpaNvrhwtAYzb20t5p1tJUxNCGBnUfMpC1ovNxlb/3Jev8Y3tAYzX+6r4N3tpbjKJPxuXhIrM6PsTtaVb+zkYEWbfXzZy03GL/fNHVQXotFsYdvxRlZnV7Mxv560CDmXZUaxdHzkOVU7brGIgtb2okZ2FjWxv6wVuacrM5OCrB9D4/40mi08/kMuX++v7LLZUyaV8OmtU1FoTfb8nCNVCmRSCeOi/exizoQY/0EdIdqQW8cfvziEwWzucoR4emIg/3f5eHuOTl6NkrwaBTUKHdEBnifEHGuFeYSfxzl9rNQfdEYzlS2aDk4djX0cq1ahw8fdhfhgL+KDvAkQ2nn6+vmAU7xxMnJwijdORgQdxZsVz/1AemqC6KKxCjSDMTvbkf/uKOW59ccwWwRcZBKeXTmW5ROH703hg52lPLvuGFMTArkwLYy5qSEDsvufTLvOaM+msY0+FTeqCPZxt2bTyO3OGufBh0hDu46dRU1sLxQ/Gtv1RPp58Ouf5vWaofDTkRrW59QxNyWE2SnBPWaQDDYWi0B2RSs/H61jfU4tKr2JC9LCWTIunFnJwbi7yLBYBOrbdfaRwuIGFcfq2ilpUtOg1AHg7iLDYLaQHOLDL/fPHdA25VQr+DirjB8O1zAuyp8bZsSxOCO8z+HL7Tojn+wu573tpUQHeHLPecmcPybMoQW1IAisPVrLc+uP4ePuyiNLxtjHfF759Tgv/FrIwxeP5o65XQtVm47V8/DqHJJDffjXyrEOL3BsNeDLJ0Ty9yVpfQ45/y2/ns0FDafkyRTUtXPFW7v428VjuGZqzzlM3xyo4tl1+az74+DUgtsQBIHZz23mqeXpXYby6oxm0h//ha1/me9QZso724o5XKXg9WszB7xtWoOZSU9v5KvfzSAjym9Aj6XSm1hsDe8diGvp+0PV/G31Ud66ftKgOEscwebCmRATwD9XdO/CAShtUrHklR1dNi+6yiTMSw3hvRun9HtbjGYLPx6u4c0txSi0Rm6bk8DYKD9ueH9vJ7FIJpUQH+TF2j/MGZK8KoXGyE9Ha1idXc3RKsU5XTuuN5k5WNHGruJmsoqbOFjRRrifh13ImZEURFgfxfWe+HJfBY98l3OKgOPhIiXvH4s77cu7C0OO8ve0unNEMSc9Uj6g10lFs4ZbPtpHZYumkzPIRSrhznlJ/HnRqWHBLWoD+db6cpuoU2w9+dXJoRMpJzF45I6TDzVag9nq0hGDk48WlPDWnYsAp3jjZOTgFG+cjAiG2xq5paCBmz7Yx4QYf16/LnNY6k478tORGu7/8hBGs4Cnqwy9yUywjzsLx4Rx3qgQZiYHO+zWUGiN9sano9XiCFRps5owXw+rQCM6asZG+fXZ8TCS0RhM7C1tsQs2x+vbSY/0Y06KGB48JT5w0JqeBhuzRWBfWQvrjtayLqcOg9nChWliS9TMpOA+LUhMZgvVbVpKrGGEHq6yXsWBrjCYLKzLqeXjrHLyapQsnxjFqhlxjInoPdD3ZBQaIx/sKuWDnWUkh/pw74Jk5qWGOCwyZle08szafCpbNPx50Sguy4y2i7+1Ci3znhfzPVxlEjbeP4/44BPCaavawD9+yuPX/HoeWTKGKyfHOPS8thrw97aX8M8VY1k+se814L/m1XPv/w7ywpXjuWhshP366jYtl72xi2umxvLH83seCyprUrPkle28NgShuYcr27j+vT3sf/T8LvPAjlYpuO693Rx+/EKHfmfv7yhlX2kLb90waVC27/4vDxHs48bfl6QN+LF2lzRzy4f7+OGe2SSH9n/kxibgvHPDZGanDM7oXG+0qA088UMuW3tx4Xy4s5R/rTvW7WiLq0zCq9dksjij7/XpHbFYBH471sAbW4o4UtXWpePB3UXKovRwXr56wpCeTChtUrMmu4pvnbXjgOjI3V/eyq7iJrKKm8mpVhAf7M2MRFHMmZ4YSFA/2tc6kl3Ryi0f7EOlN9lFu8xYf1Y7EDCu0Bo5UtXGoYo2DlWKgk67zkhahJwJMf7cNiexX84hndHMY9/nsuZglV1Y8nKT8cKV41mcEdHLvU88xrE6sb48t0YscThW245FEBgd7ktaB4fO6HBfZ5B2P3COTTkZiTjFGycjguHeQetNZjYfa+CCtPBhHV2yUd6s5rx/bzlldEUqER0QepOZtEg5i9LDmZcaQkakH1KphFa1wRokrLQHCpc3a4jy9zzR+BQttj6dKW0FZwq2pqedRU3sKGoiu7yNEF935qQEMytZ/AjsxwjecGEyW9hb2sLPObWsz6lHEAQuTA/n4rHhTE8MOm1CU61Cy+d7Kvjf3kp83GXcMCOeyydF92v8sFml570dpXySVc7YKD/uXZjMjMQghxdVlS0anl1/jM3HGrh9TiK/m5d4ygHzXZ8e4Nf8eoxmAZlUwtgoP1bfNROpVMLPR2t57PscJsT488yKsQ6fgbbVgFc0q3nrhkkONVCdjM3O/+JVnRcPbRoDl7+VxdSEQJ5ZntHj78JotnD5W1lMHMRa8I48u+4YtQptt2NOX+6rYM3Bar64Y0aPj3PD+3u4+7xkCura2V7YxHs39h5u7AhbChp46Nsj7PrrwkHZrz+zNo+9Za18e+eMAZ1JX3Owir+vyeHdVZO7DHl2hN/y65kUF9CnkZ/1OXU88t3RLl04zSo9s5/bjNZ4quumI36ermz7y3mDkvdRWN/Oope2dRuc7iaT8siSMayaGT/g5+qN7mrHl0+IGlbn5JmGQmtkb2kLWcXN7CoWT2qkhvkyIymIGYlBTEsM6te+vUGp4+YP94mhwWaBu+Z37XDpDUEQqGzRcrCylYMVbdw2J8Ehl193fHewige/OYrJIiqKA818M1sESptU5NW2i4KO1aXTojGQGOwtCjrWhs60SLnDuWvnKk7xxslIxCneOBkRnGs7aEEQGPPYenTG7sP8AGQS7Ae6Xm4y1AYzMYGejI3yI93a+JQRKR/wmbGRiCAIlDap7WJNVnEzEomEmUlBzEoOZk5KMLGBXmf02Vaj2UJWcTPrcmr5JbceqUTCRRnhXDQ2nKnxgafNmi0IAntKW/g4q4yNefXMSQnhhhlxzEsJQSqVcLiyjd0lzfzOweycBqWOd7aV8NmeCqYmBHLvguQew3hPRqE18vrmIj7aVcay8ZH8edGoLoWXfWUtXPPO7k4jG+4uUu47P4XDlQr2lDbzxLJ0lo3vPi/kZGw14OmRcv595fh+Vb2vz6nj/i8P8dLVE1jUIStGazBz3Xu7CfF1543rJvUqSPzfL8f4Na9hUGvBbQiCwHn/3sJfLxrd7Znpx7/PQSaV8tjSnp0v5/17C08vz6CkSc3mYw3896b+j+Z0xGS2MO2fv/HqNROZ2U+RpCM6o5mlr+5g2fjIAQchf3ugike/z+G9VZP7vG22GvOcaiXvrOqbONhqzcLZeryRJ5alsXxCFBKJhD99dYgfj9Ri6CFQFsBNJmHJuEheHIRQ6T/87yA/H63tMTDWRSrhy9/NYFKcY5Xjg4Gtdnx1djU7i5qYmhDIysxoFmeED1te2ZlKs0rPng5iTmmTmvRIP1HMSQpiSnygw78jvcnMw6uP8m12Nf+9aXKXo5eng6KGdm7+cB9NKgN5Ty4a9GMCQRBoaNfbxZxc60dFi4YwufspOToxAV7nVDlET5xrawMn5wZO8cbJiOBc3EEve20HR6oUDt3Ww0XKg4tHc1lmtLPxoAca2/XsKm6y13I3qQxMjg9gVnIws5ODyehj05PRbGHtkVqWjIsYNmeLwWRhZ3ET647WsiGvHncXKRdlRHBRRjiT4wNPi1PMhlpvYs3Baj7OKqNeqefqKTFcNy2u05nKJpWe81/YikJj5Nc/zeux5aW6TcvbW4v5cl8lc1NDuHdBMuOi/R3eHqPZwme7y3n5t0LSIuU8fPEY0iO7zjsxWwQufHErJY1qunrTXDg6lOcuH9enM6Ff7K3gyR/z+MPCFO6c178a8PU5tdz/5WFevrpzCLHJbOF3nxygXWfi41un9irG7C5p5uYP9g1qLXhH8muVrHxjF9mPXtBtrfsVb+3iyskxXDG555aiWc9u4qWrJ1DUoGJ9Th0f3TJ10Lbz8e9z0BktPHf5uEF5vJxqBZe/tYtv7pw54Cydbw5U8fj3Obx345Q+NxpaLAKvbirinW3FPH/5eJaMc2y0w0ZHF85NM+O4/v29Dt9XKoGPbp7CnNT+j+FVt2mZ+9xmzA4csvp7ubLh/rmE+g7/mG+DUsf3h2pYfbCasiY1i9LDWJkZzazk4NO67z1TqFfq2F3SzK6iZrJKmqlu0zIu2o+ZSUHMSAxmUlxAt/sHEIWMvaUtTIoLOKNyYTQGEyWN6gH/j/cFpc7Isdp28mw5OrVKjte34+4iIy1Cbs/SSYuUkxLm0+Wo6kjnXFwbOBn5nNunBJw4OcsQBIGqVi051QocOQx0c5EyPzWEF66aMKhnANV6E4er2qho1nB1P/JNzhTUejG3ZkeRKNbYcmtmJQfz3OXjmBwX2OOBZG/IJBIe+z6HxBDvPokKfUVnNLOjsImfc2rZmFePr7sLF42N4P0bJzMxJuC0n4UraVTxcVY53x6oIi7Yi9tmJ7J0fOQpv1uzReB3nxxArTchk0p4+ddCXrnm1BGb8mY1b2wuZs2hai5IC2PN72eRFum4m0AQBDbm1fPsumNIJPCfK8dz3qjQHsWTL/dVUNWq7VK4kUlAbTAR5ODYnJiXkMNv+Q28f2PfnRQ2fj5ay5+/Psyr10zk/LQTZ6EFQeDhNUepatXy1Z0zehVuFBoj9395iL9eNHpIhBuAdTl1zB8V0u3/k8UikF/b3q141hG9yYKbTIpMKnG4xt5RLp0YxY3/3cuTl6YPivsoI8qP389P5v4vD/HjvbMH9JiXT4pGEARu+2gf7980hemJjgs4UqmEP56fQnqknPu/PMTRagV/WTTKYUFhcUY40xICefyHXO78NJuxUXLcZFLatEaUOhNqvckeXCyRgKtMikwiwWC2YLYIrPpgHz//YU6/MqwA3tpSjEwK5p6ntABo0xhZ+uoOtv1lPu6uw3uYGyr34Pa5idw+N5G8GiVrDlbxp68PIwGWT4xixcSofv8ORgJhcg8unRDFpRPETK+qVg1ZxaKQ85dvDtOsMjAh1p8ZiaIzZ2KsfyfRQSKRMK0Pr/vhwsvNZViFGwC5hytTEwKZmnDCZWowWShqUJFboyC/tp1vs6t4aq0SrcFMcqiP3aFjE3WGox3ViRMng4vTeeNkRDAS1XWLRaCsWU1OjRgifNTa/KQxmEkJ80Xu4UJ2RWuXNZog2scfvngMN8+KH5CNVxAESprUHKxoI7tCnBMvqFMSJvdgSnzgkAdEDiZGs4XDlW12seZgRRtRAZ7MTBLHoGYkBvWrOr4n4v+6FoCyZ5cM6uPqjGa2FDSyLqeW3/Ib8Pdy5eKxEVw8NoLx0ac/PNNsEdh0rIGPs8rYU9rCRRnh3Dgznokx/t1u23Prj/HfHaX2AFSZVMLmP823O3OKGtp5fXMxa4/Wcsm4CH4/P7nPYbBHqxQ8vTaPogYV952fwtVTY3t1RSm0RmY9uwmV3tTtbdxkUv65IoPLe3GNVLZouPPTA7i5SHnjukwi/PqXj7H2iCjcvH7dxFPGB/6zoYBvD1Sx+vezeq0ZFwSBez4/iNZo5v0bJw/Z6+bCF7dy93nJ9kXbyVQ0a1j4whZyn1zca2D2uCd+4Ys7ZpBfq+TrA5W9ZuT0BUEQmPd/W3j44jEDDtq1YTJbuOytLKbGBwxKGPJX+yp58sdc/nvTlH4tZIsbVdzx8X4i/T159ZqJfa6+7i4Lx2IRaNeZUGiNtGkN4meNkfJmNT8crqGsSc310+O574KUPo0H6k1mxj6+AQAXmfj6FAQQEMTPgoBFAIv1s41QX3ceW5rGRRkRp9X1YjJb2FnczJrsKtbn1pEQ7MPKiVFcOiHyjCwBsL1nFTy9eFjdGoIgUN6sIauk2dpm1Uy7zsjk+ABr+HEQ46L9ztgigDMV20m/XGttua3GvNZaX54eKSctYmTWl4/EtYETJ07xxsmI4GzfQZvMFkqa1NZqbjFMOK9GicFsYUy4L+lRYohwRpSc1DBfPFxlFDWoWPTitlNs5K4yCT7uLrx342QmxTme+2FDqTNyuLKN7PI2e6if1mhmbJQfmbFi3ebEWP9+LzqHE0EQOF6vsos1e0qa8XCVMTM5mNnJYhtGf5om+sJgijcag4ktBY38fLSWTccaCPV156KxEVycEUFGlPyMOOBqVRv4cn8ln2SVY7YIXD89lqumxPYagL35WAO3f7y/U56Fq0zCpROiuGVWAq9vLmJjfj2XZUZx57wk4oK8e3i0U6lp0/LvXwr4OaeWm2clcNf8JIcXkI9+l8NX+yu7bdWx4eUmY8uf53e7ILPVgF86IZJH+lEDbuPHwzU89O0RXr8uk/NGdR5F+SSrjP9sPM43d84gObR3F81X+yt5fn0B6++bM2Thl8WNKi56aTsHHj0f325+5+tzannltyJ+/uOcXh9vzKPr+fHe2eTWKPhsdwVf3Tl44g2I4ldRg4o3rx+cFisQfwdLX93BB/0UXE7mi70VPL02n//eNKXTmXdHadcZeeCrwxyrU/LODZP77AbpLgunJwrr23nix1wK6tp5cPFoLs+MdsgVKAiiEGwwWXCVSXF1keIqk+Amk+Iqk+LS4bLte2azwIa8et7ZVoKrTMLv5iWxMjPqtI+OqPQm1ufUsTq7ir2lLcxMDmblxCguTA87I9qEBEEg4W8/A+L+bHZyMAvHhHLeqNBhF5oEQaC4UWUXcnaXNGMwWZgcHyiOWSUFkR7Zt1FmJydoURvEQOTaE1k6xY0q5J6unUKR0yL8SAo5O+vLz/a1gRMnXeEUb5yMCM6mHbTBZKGwoZ3caqXopqlRkF+rRIKEtEg5GZFyMqyBwilhPt2eZbJYBEY/tr5TYKS7i5SMKDlv3zDZoYWYxSJQ1KjiYEWrXawpbFAR5e9JZmwAE2L8yYwLIC1C3u+F5nBT3aZlp1Ws2VnUjFpvYmpCILOtjVCjw32HdYxob2kLV76dxfd3z2J8jH+f79+uM7LpWAPrc+rYXNBApL8nS8ZGcFFGBGMifM8IwQZER8tHWWX8eLiGibH+3DgjngvSwhw64Kts0bDopW32sYuOSBBFnGumxnLHvCSi+tjkotKbeGtLMe/vKOXC9DD+smhUn9pFCuvbWfzydofGc1ykEmanBPPBTVM6/V0s1hrwdwdQA27DVh39xnWZzD9JuLGNUX1y6zSHAltLm9Rc8sp2Xu/isQaT1zcXkV3eyvs9BAu/sKGA6jYd/7lyfK+Pl/Twz2z583wOVbbxwc5ShyqD+0JRQzsXv7KD/Y+c368A6e74YGcp7+8oZf19cwdljPXzPRX88+d8Prh5ClP6ENBto2MOzrOXjWPp+Mg+P0ZPjVRdIQgC63PqeHptPsG+7jy5LJ0J/dgvOorRbOHHwzW8uaUYhdbI7XMSuWZa7BkRJFzTpuW7Q9Wsya6mpk3LRWMjWJkZxfSEoNM26ro6u4oHvjpMeqSc/7t8PJsLGvgtv57DVQrSI+UsGB3KwtFhpEfKh30bLRaBY3XtZJWIYs6e0mYApiUEMiNJdM4O9/v7SENnNFNQ124NRRaPTfNr2zHb6ss7iDqjw+V4nwH/Rz1xNq0NnDhxFKd442REcKbuoG1vhLZa7pxqJQV17bi7SEWhJspPrOeOkpMQ7NPnM0gXv7ydvFolIC4cb5uTwF8Wje72cdo0Bg5WtnGwoo2DFa0cqmjDaLEwLtqfTKujZmKs/2kJeuwvCo2RrBKxEWpXUTPlLRrGR/vZxZqJsQHDLjyp9Sa2HhcdMhvz6kkJ8+H9G6c4XB3dpjGwMa+e9Tl1bC9qIjHYm8UZ4Vw8NoKUUJ8zRrDRm8ysO1rHR1llFNS1szIzilUz4kkNczw3RW8SG3mKG9VdCiRSCSyfEMULfWyrMZktfLW/ihc2Hich2Iu/L0nr8yJREAQufHEbhQ2qLr/v4SJFKpVgsggYTBZkEglxwV5suG+uXbRq0xj44xeHKB9ADbiN7w5W8/Cao7x1/STmpoZ0+l5WcTO3fLiP166dyMIxvbewGM0WLn9zF5lxATy+dPBrwTtyyavbuXFGfI9BxLd9tI8ZScHcOjuhx8cyWwSSHv6Z3X9byMGKVt7aWsz398we7E1mySvbuXFmPFf2MgbXFywWgevf30NsoBfPXjY4gcif7SnnXz8f46NbpvTLaQlijfh9Xx7i2qmxPLi4+/eP7ujownlyWTqXTui9bU1rMPPW1mLe2VbC0vER/GXR6F7deQPBYhH4Nb+eN7YUU9qk5saZ8dw0M57AQR6T7Q+CIJBTreTb7Cp+OFyDp6uMFROjWJkZRWIPge2DTb1SxwUvbOU/V07ggrTO+5BmlZ4tBY1sOtbA1uONeLnJWDgmlAWjw5iVHHRaXENmi0BujcKembOvtAU3FynTEoLsbVZn0vvl2YrZOsJvc+fk1YrjV81qAwlB3oyxZujYRJ0z6fjxTF0bOHEyEJzijZMRwZmwg9YYTOTXKsmxOWqqFRQ2qPD1cLGOPIkiTUakH7GBg1Pl+Oj3OXyaVY6Hq+yU0FKT2cKxunarWCMKNSVNahKCvZkY428VagIYFe57Vs2Q64xmDpS32t01R6sVJIX42BuhpiUGdjuaMZS0aQz8mt/AL7l1bDveSFSAJ4vTw1k+McohMaOxXc+GvDrW59SRVdxMWqScxRnhLE4PH9YDeEeoVWj5fE8F/9tbgdzDlRtmxHHZpOh+uRQe+vYI3x2s7nEkyUUqYdffFjh8ULiloIF//pyP3mThr4tHszgjvM8H8EazhT/+7yA/59TZr/NxdyFM7k50gBcJwV5EB3gR6e9p/fAg2Nu90/91TrWCOz89QFpE/2vAbazOruKR73J4+4ZJzEnpLNzk1yq58u0sHl2SxpVTHBMbnl9/jE3HGvju7sGvBe9IZYuG8/69hf2PnN9jtsrMf/3Gf66c0GuLktZgZsxj68l+9AL2l7Xw8m+FrP1D76NWfeXdbSVsOd7AZ7dNH9THrW7Tsvilbbx89YRBqzr+ZHc5z687xoe3TO13RfZAc3Cg7y4cEF8fz6zNZ2dxE/edn8qqGXFD+n4kCAJZJc28uaWY/WWtXD01htvnJBLZR0ffUGE0W9hS0Mjq7Cp+y28gPUrOysxolo6L6NffpC88/VMeVa1a3rqh53FBg8nCvrIWfstv4Ldj9dQpdMxMCmLBmDAWjg49bb9Lo9nCkSoFu63OnP3lLfi4uzDdGn48IzGIhGBvp5gzSDQodR3EHPFzaZOaYB/3DiNXoqgTH+R9WhxRZ8LawImTwcYp3jgZEQz3DlqpM5JXo7S6aRTkWGeFg7zdRJGmg1gT5e85ZAcLmwsaeGnjcV69JhMPV2knV82RKgUyqYQJVqEmMzaA8TH+Z8SZxr5gtgjk1SjtuTX7yloI8HITxZoUMbfGUUfLYNOg1PFLXj2/5NSxu6SZ0RG+LE4PZ3FGuEN5I+XNajbm1bMht57silYmxPiLgk1GeJ9Ge4YDQRDYU9rCx1ll/JrXwNzUEFbNiGN2cnC/D8rWZFfx4LdHug3dtuEmk3L99Fge68UhcqxOyTNr8zlSpeAPC1O4YXpcv1xXuTUKHvzmCFqDiUsnRLFsQhQRfh59Ejm+3CfWgN+7oP814Da+OVDFY9/n8O6qycw6qZmqskXDZW/uYtWMOO5ZkOLQ49lcOt/fM6tPLqn+8O62ErYVNvLJrdO6vU2r2sDEpzZy+LEL8fPqWeBSaI2Mf3IDOU8uYk9JM//3SwHr75s72JtNnULH7Oc2seuvCwY96+PbA1X8a90xNtw/d9D2x59klfH8+gI+unUqmbH9E3AGmoMDYo7G4z/ksq0PLhyA7YWNPPljHhLgiWXpp7zOh4IjVW28uaWY3441cOn4SO6cn0TSGSSUt2kM/HikltXZVeRWK1k4JpTLMqOZNypkSASuq97O4rLMaIcFYDhRaPBbfj2/5TdwoLyVlDBfFo4OZcGYUCZE+5+2MSa9yczhSpszp4nsijYCvFztTVYzEoOJCRy647NzEZXexLHaE4JObo3oNneRSRgTcaLlKj3yRH7jUOIUb5yMRJzijZMRwVDuoFvVBnJrxBDho9UKcqsVlDVriPDzID3yxNhTRpQfob7uNLbrCfZxH9IDFr3JTG6N0i7UHKxoo0ahJTXU1z76NCEmgOTQvo9inW4EQaCsWWN31uwqbsYiCMxIDGJ2SjAzk4JJCjl9Z8+KG1VsyK1nQ14dR6oUTIoNYFFGOBemhTkcfvxJVhmf7q6gpEnFjKRgLkwL44K0sNMmQvWEWm/iu0PVfLyrnDqljqunxHD99LgBBz3nVSu45LUdONr07CaTsvvhhV0udhvadbyw4ThrDlZz/fQ47l2Q3K+z1HqTmdc3FfHO9hJun5PIPQuS+xxwqjOaefz7XH7Nr+fVayb2uwbcxtf7K3n8h1zeW3VqpXiL2sDlb+5idkowTy5Ld+h/ok1j4KKXt3PX/CRWzYgf0LaBeBa+vFlNSjci0Mo3dnLZpGiumxbX7WPsKmriL98cYedfF/T6fI3teqY88ysFTy8mq7iZZ9bms/GBef3e/p645p3dLBwTym1zEgf1cQVB4HefHMBFJuH1azMHbV/20a4y/r2hgE9undbvHBmLReC1zUW8vbX/OTggBlA/8l0OE2MDeGa5Yy4co9nCR7vKePnXQmanBPP3JWOGRcQualDx9tZivj9cw/ljQvn9/ORhr33ujeJGFauzq1iTLboUl02I5LLMaNIjByeo3mi2MO6JDXx39yxGhfdf0FVojGw53sCmYw1sKWjEVSZh/qhQFo4OZXZK8GlxxdrQGc1kV7Sy2zpmdaiyjVBfjxPOnKSgPmeqOekdo9lCcaNKdOd0GL1S6U0khXiL9eURJ5w6g9n46RRvnIxEnOKNkxHBYO2gG9v15NQoOlRzK6lu0xIT6Gl306Rbs2q6CgRWaIyM/8cGvN1kTE0IZP6o0AHPXdtqHm3jTwcr2sirUeLj4dJp/GlctN9pPTAaCI3tenYVnwgZbmzXMykugFnJQcxMDmZclN9pazqwWAQOV7WxIa+eDbl1VLZqmZ0sCi4Lx4Q5nNOg0Bh55uc8/rliLJsLGtGbzMxNDRnUQNTBpLRJzSdZ5Xx9oJKYAC9unBnHsvFReLoN7EyZ2SKw9mgt931xEIsAMokENxcptn8PQRAwmsVWmY7/M1qjmQcuSOXeDu4SrcHMu9tLeHtrMXNTQ3ho8Wjig/vWQmXjYEUrD317BFeZlOcvH0d6ZN8Xb5UtGu767ACusoHVgNuwVUK/d+OUU8aJNAYT17y7hyh/D169JtMhkVYQBO7+PBu90cJ7g1QL/v2hal76tZBNf5p3yuPVK3XMfHYTu/+2sMf/k/e2l7C7pIX3bpzc6/NVt2mZ9ewmSv91MTuLmnnshxw2/Wn+QH+MLvlyXwWf7q7gx3sHP1OnSaVn0YvbePSStAEFWJ/MBztLeWHjcT69dVq/AtJtDDQHB/ruwnlhYwEXpoUTKnfn+fUFrD1Sy+/mJXLnvKQhP0MPYoDwu9tL+GJvJVMTArn7vOR+NXkNJRaLwO6SZr7JrmJ9Th2xgV5clhnNpRMjB5Q1sr+shTs+OcD+v58/aCeeTGYLB8pb2XSsgV/z66lo0TA9McgeehwbdHrdpRqDiQPlrfbMnCNVCqL8PZmRGMT0pEBmJAYT7nfmnVAZCQiCQI1CR261opNLp7pNS6SfhyjkWEWd9Eg50QH9c0g5xRsnIxGneONkRNDXHbQgCNQpdWItt330SUG9Uk9CsLd19EluF2scPYsvCALjnthAu94EgKerFINZwMtVxrTEIOaPCmFGUhCJPcxdawwmjlQpOFjRRrZVrGnTGEiLlFvFGjFYODbQ66y1+6r0JvaWNrOjsJldxU0cr28nLVLOrORgZiUFMyU+cMAiwUAwmCzsLmlmQ14dG/Pq0RrMLBwjumPmpob0q6nEbBGY8syvvH3DpH41wwwHFovA1uONfJRVxq6iZhZlhHPTzDgyYwMG/Fozmi18f6iGNzYXoTdZWDgmlOkJgXi4yTBbxN+PRRBYnV3Fr/kNzE4O4tIJUVgEAYsgfn9aQiApYb5YLAKrD1bz718KCPPz4JElY/r9O9UazLywsYBPdpdz74IU7pib2K+RhM0FDdz3xcBrwG18sbeCp37K4/2bpjD9pGppo9nCHR/vR2s08+HNUx1e2H61r5LnfxncWvAVb+xk6bhIbukiaPjjrDLWHqnly9/1XOX9wJeHiAn04v4LUnt9vrImNRe+uI3jz1zEruIm/rb6KFv/cl6/t78nFFojU57+lXX3zRmScZoNuXX8+evDbLh/3qAuEt/fUcrLvx7n09umMS7av9+PU9Ko4o5PDhDh59HvHBw4yYWzIqNLkeHno7X8/rNsUkJ9+OW+uUilEg5WtPLED7k0qw08siSNRelhw/Ke16zS88HOMj7KKmN0uC+/Py+Z+akhZ9z7rVpvYp21dnxfWQuzk4O5fFIMC8eE9lnsenHjcYobVbx2beYQba34v7vpmJiTs7e0hfggbxaMCeX8MWFMjPE/7VXUKr2J/WUtZJU0s7u4maPVCmIDvZiRFMT0RPFjuNyxRrMFF6nkjHvNDTUKjZG8WrHpyibqFDWo8HSTWYUcP7tDp6c2VhtO8cbJSMQp3jgZEfS0g7Y5V3JrTrhpcmsUtKgNJIf6kBHpR7pVrEmLlA/YvXL9e3vYUdTU5fc8XWXoTWZ8PcS569nJwUT4u9OqMdldNcfqlIT6epAZ58/EGFGoyYjyG5Yzjza2Hm9EoTUyIdp/UGbCjWYLhyrb2FEoumsOVbYRFeDJzKRg5qSIFZ+DaZXtD+06I1sKGtmQV8+WYw34eLhwQVoYF6aFMy0xcFAyBh748hChcg/+etHoQdjiwUOhNfL1/ko+2V2OxmDmummxXDs1dlCyPvQmM98cqOLNLcW4SCX8/rxkVkyM6vL3ebCilSveysJkEXCRSvj1gXmnOGl2FTfxzNp82jRGHlw8iqXjIvt9pnh3STN//fYIgd5uPH/5OIdyik5mMGvAbdgqoN+/cTLTThJuBEHgz18fIbdGwVd3znDYuVXSqGLpqzt44/pJzDupqaq/HKlq4+p3drP74YVdbsc17+xmUXoYN83quUFq8UvbuP+CVBalh/f6nMfr21nx+k5y/7GYvaUt3P/lIYfGrfrL7z7Zz6hwOQ84ICz1hz99dZiGdh0f3zJ1UBdq720v4dVNRXx66zTGRvd/BKhdZ+RPXx0mfwA5OHDChbO9UHThLBt/woXTrNIz7/+2oNKbcHeR8vTyDHszmcUi8PWBSp5fX0BapJzHl6aTHDo8uTRKnZFPd5fz/vZSwuQe/P68JC7KiDgjR5Gr27Ssya7imwNVtGqMLBsfyWWTohkf7efQ62r56zu5dlrsoLar9YRSZ2RHYRO/5tezpaARiyAwPzWEhWPEEyR+nqffkdquM7KvrIXdJS1kFTeTW6MgPsib6TYxJyFw0POwbLy3vYS3t5UwJT6ASXGBTI4LIC1SflaVSwwWOqOZogaVKOh0CEg2mgVSwnw65Oj4MSbCt9MxvFO8cTIScYo3TkYEHXfQOw8X0CT4kGt10+RUK1HrTaSG+ZIeKWdstJ99Jz8U9Zavby7kld+KemzPOZkp8QGioybGnwmx/gMetxgo1727m90lLQgIeLrKSI+UMy0hiPEx/oyP8e91VMhiESiob7fn1uwpbcHTVSY6a5LFkOGBZqYMBvVKnRgYnFdPVnETicE+XJguCjYZUYOTJdCRtUdqeenX40OW0dFX8muVfJxVzncHq0mLlHPjzHgWp4cPSrW6zmjmi70VvL2tBB93F+5ZkMySsRHdnl3VGc0s/M9Watq0CIgNU3NTQ/jvTVMAMZfi2XX57Clp4e4Fydw0M77fgqZKb+LZdfmszq7mTxeO4qaZ8f1akLVpDNz35SHKmgZeA27DVv38wc1TunQTPb/+GN8fqmH172c6fBbYYLJw+Vu7mBwXyGNL07xe0b8AAQAASURBVAa8jTYe+OoQ3m4uPLU845TvNav0TPvnb+x4aEGPrhK9yUz6Y7+w+c/zHdon5FQruOH9PRx87EIOlLdw92cH2f3wwgH9HD2x7mgtz60/xuY/zx+Ss+BKnZHFL27jrvOSuWF697lA/eHdbSW8trmIz26bNqAMl8HKwYETLpzM2ACetrpwbv94P1sLGjBYg8vlni5k/XUh3h0cjgqtkRc3Hud/eytYNSOOPyxMGbYxYa3BzFf7K3l7azEebjLunp/MpRMiT7tTpCsEQeBAeSvfHKjipyO1hPt5cPmkaFZMjOp2f6HQGJn41Aay/rbwtOSumS0Chypb+S1fzMopalAxOT6A88eEsWB06BnTtqjQGtlXKjpz9pQ2k1ejJD7YW8zMSQxiWmLgoNVk64xmDle2sb+8lf1lLRwob8VoFpgQ48/k+AAmxwcyMfb/2TvL8Kiudg3fMzE0BBLiAhEiQBJIIMHdoVBKoQZtKVAKdXej7i20QKlQKFrcIXhCAhFixN3dbTK2z48hKZKZ2AT4enJf1zlfydiemT1rr/Ws930eo3u27bqjUSoFMktr/63SuS7qFFTWY2fcTSXoWBhiqlPNQxNU1WSd4k0n/xU6xZtO/hPcKN70e24L7gP6X6+mUZkJ3wlX+wYCU4pZ+mcIkmbEG7EIDLvoseWp4e0qbe8Ifr2Ywnd+iUhk/74HPbEIXR0xdTIFvbvp4WljxPD+xnjYqEyby2tlBKYUE5BcQlBKMbVSBcP792G0owmjHE1wNut511InGhAEgZSiak7GFOAXW0B0jspweOpAVUuUnXHb/FJaQk29nK2XM/jieDzRH069a/5EMoWSkzH5bAnMICqnnLkeViweYac1g86aejnbrmTw68U0THsa8NxER6YNNG/2u3//4DV2hWTdJHrqikVseMyLC4lF7A7NYtEwG16Y5IRxO1p+LiQW8fa+aGz7dOOLBwY3+Z1nltRyLqGAx0eqrxhpiAF3tTDk23bGgDfQEPn855PD8G5CuNl8KY0fzySx55mRrWrj+eJ4POcTtBsLXlxdz8gvznLs+dFNViztDM5kV2gW+1eN0vg813IqeHjTZaI+mNoiceRqZhnP/B3GlbcnE5FVzvItoYS8M7nN76M5JDIFwz45zdZlbTcBbo7A5GKWbQnl2PNj2uzZpI5fL6bwy/kUti3zaZOP041owwcHVFU47x+8RkByMfcPseLvyxk3Jc4Z6Ip5clQ/3pzhettjE/Kr+PBQDEmF1bw5w4X5Q6zu2HVFKldyIDyHn88noxQEVo13ZP5Qq1abmt8p6qQKTsXmsycsm8upJYxyNGGRtw2TXM1uEuj9Ygv44ngcZzrIO6q1ZJXWci6hkDNxhQSllGDVu2tjetWwftqpgtUGFbUygtNLuZxawuXUEuLyKul/Xczx1bKYo1QKJBVWE5pRSlh6GSEZpeSU1THArCfD+vVpFHT+vxsuF1fX31SdczUumUtrFgKd4k0n/x06xZtO/hPcKN6kpmfQ3872jh9DYZWEiMxyrqSV8ntAmsb7GuiKGWrbmw2Lve6J8uBbic2t5L51AcibiQLSEYFSAAEQAd79ejPSwYTRTiZ4WBtppYKjvTTs6p26LtjklNcxxqkvU93MmOhqqjXvj6ZQKgWC00vZdzWbY9H52Bl3Y+U4h3btXLeVwkoJO4Kz2HYlgy56Oiz2teNBb+s2+1jcSqVExpbAdH4PSMPWuDvPT3RkootpixbkQSklLP79SpPnm1gEE5z78tZMt3a1S5TXSllzJI5TMfm8NdOVh4fbqD22p7eEcjK2gK8eGMzCYbePJbtCMvnwUCzPTXJk5VgHrSweG6KeNy8dhpfd7cLNkahc3tgTxd/LfBjSiijowJRintocyqFnR6lNhGoLa88kEZxeqjYC/PE/ghnlaMyKsQ4an2d3aBZ7w7Kb9cVp4HJqCa/+E0nAGxO5llPBkj+CufrelFYff2t47Z9Iuhvo8uF9mqPq28OHh2KIyi7nn5Ujtd6Ws/58Cr9eTGHbMl/cLG+vDksurOKX8yl89YB7s9UkKUXVrNgSiqVR13b54ADsDsnkjb3RNHWV0RWL1FZjCYLAseh8Pj0ai1mvLnx038A7ugEiVyg5EpXHunPJ1NTLeXqsPQ8Nt72jrc2tJbe8jn1Xs9kdmk11vZwHhlrx4uQBdDfQ5YOD16iql/PdQs+7fZi3UVMvJyC5mLNxhZxNKEQiVTDWuS+TXEyZ4Gx619utb+RGMScopYT4/H/FnBEOxvj0N25xwIEmJDIF0TkV+CcWIZUrkSoEQjNKicmtxLSnAV52vRnWrw9edr1xtTC8J9v87hSdbVOd/BfRfs9IJ53cZe7Erky9XEFsQ1T39RSonPI6nEx7MMSmN32661NaI23ysbpiEY+P7Mcb7di57GhczHtioKeD/LrxsjoUgkq0sendlV1Pj8DyHtn1kcgUBKYUcyqmgNNxhciVSia5mPH6dBfGDjDpkHa5G0krrmH/1Wz2hedQUy9nrqcV25f7MNiqF1KFko8Ox/DipAH06taxwp0gCIRmlLElKIOT1/IZ6WjMFw8MZtwAU62de+W1Uv4ISOPPwHRczQ356eEhjHY0aXGLSXW9nOd3hKsVCsUiEXOHWLdLuDlxLZ/3Dl5jkKUhJ18aq/E8TSuu4XR8IQDvHLiG2/WUObg5Bvy3x70Z1c4Y8AY2X0rjW79E/npqOEObEGYCk4t57Z8ofnl0aKuEm/JaKS/viuTtmS5aFW5kCiV/X8ng03mDm7y9ok5Vhbdm7u3tVLcSm1vZpKCgDqlc2SgKi0UiZIqWt6e2lXlDrHhhZwTvznLtsFaZN6a7MGutPxsvprBqvKNWn/uZ8Q4oBYFHf7vM9uW+N/nWJBVUMX99INUSOQu8rBnpoPmcdujbgwOrR/Hy7kjmrAtolw+OX1whujqim6pubuTjI7FsWnJ7AplIJGKWuwUTXPqy/nwKCzcGMc/TitemOberKq+l6OqImTfEivs8LDkZk8/as8msO5fC8jH9edTXrk2G9h2NpVFXnp3oxKrxjgSnl3I0Kg8DXTHZZbX8FZTBS5M7xtOpvXQ30GXaQHOmDTRHqRS4llvB6bhCfg9I47U9UQyxMWo0PW5Pqqc26NVNjyluqipeUIk5V9JKuJxayi/nUnhuRzgOfXvga99HVZnTAjFHEFTtQeGZ5df9d0pIK65BT0eMTKHkgaHWfP2gB6AKu4jIVLVanYkv5OuTCQAMsTXC205VneNpY3RTO2InnXTyv0fnL7iTTppBEARyyutUQk1mOeFZZcTkVNLdQKfRp2aRtw3uNr0aWyeUeyL5JzT7pucRiUBPLObbhR53pfKiNYjFIkbY9+F0XKHG++nriJk7xJLP7x981/v/K2plnE0o4FRMARcSi+jTXZ8pbmase2QI3na9O/z4SqrrORqdx/7wHGJyKpnoYsr7s90Y72x6UwWSrlhMRkkt7x68xtqHh3TIsdRK5RwIz2VLUDq55XUs9Lbh1EtjtdqSUVxdz2/+aWwNSmeIbW82LfG+LRWpJXxw8BqVEpna2+VKgY8PxzDVzazVO9vF1fV8cCiGgKRiPpjjxv1DrJqd3P90JqkxtlyuFFi6OQS/l8ZRKZHxzLYwdMVijjw/usW+VGEZpXTR01HbsvJHQBrfn05ky9LhTQozMbkVPL01jI/nDmSCi2mLXhNU49Zb+6IZZGXIY1r2UjlxLR99XbHa4zkTV4CTac+booCTC6vwiy3ExaInAy0M6dvTAJFIRFxeJQ94tXw3VKZQon/9t6yrI0LZTHWgNvC1N0YsgsCUEsZqyez5Vrrq6/DdQk8e+jWI8QNMWyVotYTVExwRBIFHf7vCjuW+OJv3JCG/igXrA6mRyhGLRRyOzG1WvAHo2UWPjY95sfZsMgvWB/LlAndmu7fumnYsOo/zCYVqhRu5UuBcfCEh6aVqk+S66evyylRnHvSyYc3RWCZ8c56XpwzgMV+7O3I9EotFzBhswfRB5pyNL2Tt2WTWX0jhqVH9eXxUv3vSj0QsFjW29cgVSl7YGcHDw215fpJ2BcOOQCwW4W5thLu1ES9PGUB+haSxveqnM0mY9DC43l5lhq99n7veztarmx5TB5oz9boRe3mtlCtpKgFm3dlknisIx7FvD0Y4NHjmGKOvKyYqS5U0GphSQmR2OXVSBV30dJDIFDQMd/VyJV31dBjt9O/vtZu+LiMdTRh5fVNBoRRIyK8iNKOU0PQydoVkUlBVj5uFoarN6rqgczd8jjrppJO209k21cl/Am2WRtZK5URnVxCeVc7VjDLCs8oprZHiZmHIEFsjPG2MGGrbGztj9VHdu0Oz+OBgDHUyBQB6OiKMuurz19LhWp+UawtBUPVUN5gM+ycVazRd1tMR8fwkJ56d4HjXdruyy2rxi1W1QwWnleJi0ZMpruZMHWiGi3nPDj8uiUzB6bgC9l/N4WJSEZ42RswbYsWswRYa2wkySmqY+O0Frr43Rattc6lF1Wy9nMGesGxsendjyQg75npaaTV2vbBSwsaLqWy/komvfR+eneiEl13Lq0Fu5Fx8ISu2hqpdwDVgoCvmhclOLa5IEASBQ5G5fHgoBl97Yz6aO7BF3gO55XWM+eocihsEAX0dEQ6mPcgtr+M+Dyvene3aqkXBuK/PkV8hYccK39uqan7zT+WnM0lseappP5Ws0lrmrw/kiZH9WD2hdYurXSGZfHMqkRMvjNF6NcKC9YFMH2TOsjH2Td6+fEso7la9eG6SU+Pf9oRl89qeSLro6lAnU9DTQJcB5j2Jyi7nxckDmDbQjP4mPZqtCDsencf6CykcenY0KUXVzPrJn/g1M7T6/ppizZFYymqlzbaWKJRCu6ravjuVwKnYAg4+O6pDFp8/nUnir8B0Pps/mFd2R1IrlTcuCA276BL+/tRWHX+jD46PLa9Pa1k16Y3pUpoQAY43RIc3x/mEQj4+HIuejpgP7xvICIfWi8ntQRAELiWX8NPZJOLyKnliZD+Wjup/T7X23MjFxCI+OhzDkefGaPUacTeQyBQEpZRwJr6As3GFlNfJGONkwiQXM8a79NWa94w2KauRNlbmBKWUkFBQBajOe7FIhKKZ5ZkIuPL2pFYlXuWU1zUaIIekl5GQX4lV764Ms+uDVz9Vu5Vj3x533Z9QW3S2TXXyX6RTvOnkP0FbB2hBEEgrrmmsqFFFdVdh0kOfobaqmO4htr0ZZNmrVZOb5MIqpn3vj0IQMNAVM8jKkE1LhtHnHpvE5ZbXNYo1l1JKqJLIGN7fmFEOxjj07cHyraE0NULoikV8tcCd+UPv7IVQEARi8ypVCVExBSQWVOFj34epbuZMdjO7I2Z9CqXAldQS9ofncPxaPqY9Dbh/iBVzPa1uqjRojnFfn+Odma6Nu3JtRa5Qcja+kK2XM7iSVsqMQeYsGWHHUNveWhWvcsvr2HAhhV0hWYwb0JfnJjq1K4K4vFbKmK/OUSXRvIBroIuumEtvTmxWiMivkPDugWgissr5eO4gZg62aPExvXfgGrtCMhtTb25kqpspvy4Z1uLnAlVC1tTvL6AUoIuemB3LfRuraxqEm7+X+TTp11FSXc+CDUGMG9CXD+a4teq7bIgFX/+Yl9YrRa7lVPDghiAuvz2pSeGxpl7O0DV+HL3FyLiwUoLPZ2ea9DfppqdDvVyJWAx2xt3xtDFi2Zj+TaZ3HYzIYWtQBnueGUlGSQ2Tv7tA0qcztfkWmyQ6u4KHfg0i7L0paivAvjwRj55YxMtTndv8OlK5kvnrLzHGqS9vTHdp8/No4p390Wy/kglw0/ehpyNm2zIfhvdvutJFHa31wVm5NYxTsfm0pGhKT0fE5/cPZkELI6ylciV/Xkpj7dlkxjn35e2ZrnfFxPVKagnrziVzNaOMx3ztWDbGXit+J9qmvWLjvYggCMTlVV2vyikgMruCQZaGTLqeXjXQUvtJktogNlfl4VVSLW1ynLwVy15dCHyrfUl7lRIZ4ZnlhKWXEpJeRkRWOfq6Yrzsejd657hb97qn/Zw00SnedPJfpLNtqpP/V1TUyYjM+rf9KSKrnFqpgsFWvRhiY8Sq8Y4MsTVqt3eLvUkP9HRFIIdFw2x4f7bbXW8rAlVrUVBqMQHJxQQml5BRWouHdS9GOZqwdrgtQ2yNbtrtNelhQFFVfeO/xSLQ1xXzx+PDGktzOxq5Qklwemmj4XB5rZRxzn1ZPrY/E53NOtw3Bv6dDB6IyOFQRC4yhZI5HpZsW+aDu3WvNk0Effsbcyw6r83iTVFVPbtCMhsXYY/42PLdQk+tLxCySmv55XwK+65mM9nNjAOrR7XZ46IBqVzJ9B8u3iTciFC1weiIRIhEosbWJUEApSAgkSs5GJHL0tFNJ0AJgsDu0Cw+ORrHZFcz/F4a16od7+LqenaGZKqtAjobX8SFxCLGtUIMORKZi66OGKlciUSm5OFNl9m5YgTBaSX8fE5lINuUAFZTL2fp5hDcLA15f3brhBupXNUK8dBw2w5p8dkcmM79Q63UVoydSyjEpk+32xKoTA270M+kO2nFNbc9pvZ6haJCoRK8kgurmTbQvEnx5lbPm+ZM1bXFICtDzHp14XRcgdoWoTFOJjzz91WeHufQZl8JfV0x3y30ZO66S0xyMW0ydaw9xORWsD88p8nFoSAIHI7MbbV4c6MPzn3rLrFxsZfGMcKhb3cGWhqSWy5p9IYz0BMjFomQypU3facyhcDbB64xbaAZPbs2/3vW1xXz9DgH7h9ixRfH45n87QVWjXdg+Vj7O7oA9bneBnM1s4yfzyYz5quzPDTMlqfH2be45bIjSSyoYur3F3lyVD/meVq1+Tp2LyISiXCzNMTN0pDVExwpqa7nXEIRZ+ML+PViKt0NdJjoYsYkF1NGOZrcM1VHbpa9uPTmRF7aFcnpuAKkGiqfRaCVyjLDLnqMG9C38bomUyiJza1sjCj/81I6lXUyBlkZNpoge/fr066NSIVSIC6vkpD0UvyTignLKOO1ac5ab+/tpJP/Kp2VN538J2hKXVcoBZIKq7iaoTIUDs8qJ6WoGpve3VQVNTaqqhpXC8MOSUX65mQC/U26t8rPQdtIZApC08u4lKKqrrmWU4GjaQ9GOqjiu33t+2iMrH71n0j2hmUjoKq2Meyqx/blPk0uqrRJTb2ci4lF+MUWcCa+ED0dMVPcTJnqZs4IB+M7NgnPKa/jYEQOB8NzySytZdpAM+YOsWK0o0m7jbH9YgtYviWUax9Na7HBpSAIhKSXsfWyyoDYx74Pi33tmOhiqnVxMLWomp/PpXA4KpdZgy1YPcGhyUjo1iAIAieu5fPFiXjyyuuw6t2VwVZG9OyiS48uunTX16Wbvg7d9HXpbqD6X9W/Vf/d36R7k7/VrNJa3toXTUpRNZ/dP7hV3jANfHE8nj8vpWlsFeymr8PJF8c2mYDTFKO/PEt2Wd1Nf9PVEdFFV8zOFSOajGeXKZQ89VcocoWSP58c1urWmS+Ox3MhsYgDq0dqve2m5Ho8+OHnRjNAjQHy6u1XsTfpzitNVJ98eSKe3/xTNbbJGeiKmetpxVcL3Ju8ffuVTE7G5PPX0uHkVdQx4vOzpH42846U+f94OononAp+e/x2E11Qnd9zf77E/UOseHKU+pj5lrDpYip/X8ng2PNjbhOC5Aol8flVDLLqRUWdrMWtl9dyKli4MYg6qULtzr5RNz2uvjulTZ+nUimw9mwyv15MabEPjkyhJL9CQnZZHdlltWSX1ZJWXEtqcfVN4o51767sXzWq1eJ0WEYpHxyKoaJOxnuz3JjiZnZXRIprORX8cj6Z03GFzB9ixTPjHbAz1m4sfGsoq5EyZI0fLuY9ySmro29PAx7wsmb+UKs7Ji5JZArkSuGOGjxL5UpC0ks5HVfA2fhC8iskjHQwZuL1qpx7IWpbEAS+PZXIxospasdK0fX/52ljxIjraVbedn20LkQ1GCaHpJcRdt07J7momv4m3W9qteqnwUagXq4gOruC4LRSLiQWEZlVjlwpoKsjQiJToqcj4seHhrSqSraldFbedPJfpFO86eQ/wY0D9Ntbz5FW14XIrHIAPGyMros1vfG0NerQaOi7jUIpcC2nQlVZk1JMSHoZxt31GeVowihHY0Y5mLSqP/pIVC6v/hOJUgmWRl3YscK3wyZ2hVUSzsQV4hdbQEByMda9uzLVzZwpbmYMsTG6Yz3YFbUyjl1TGQ9fzShjlKMJ9w+xYoqbmVZTGhp2Pt+d5arWO+RGdodk8celNHLL63jQ24bHfO3or0UD4huPa93ZZE7E5DPP05JV4x21YnQckVXOp0djSSuu5ZWpA3jQy7rdgpNSKbD1cgZfnYjnPk8r3prp0iaT0EqJjOGfnEaiQbgB0BGLsDfpzuHnRjcrICYWVDHjB/8mfQsMdMXsWTnytqobpVLg1X8iicuvYvfTvhqF1aYITClm2V+hHFyt3VjwBn4+l8yl5GK2L/dt8naJTMHQNX78s3JEkwbNIemlPLrpClI1CVE6Iuhn0p2jz49R+/luvpTGpZQSNi3xprBKwvBPz5D06Yw7kjKYXlzDlO8vEPLOZLWtQUej8vjsWBznXxvfrmNSKAUe3nSZAWY9+OSGVK+04hpWbwsjNq+K8Pem8ODGIJ4ea8+DzbQVRWdXsOhXzcINqNqUdq4Y0WYfK4DTsQW8tCuCR33teG2ac7vacmQKJRGZZWwKSCMkrZSP5w5itrtFqwQYhVJVlff1yQQGWfXi/dlu7Uqvaw/JhVX8ci6FI9F5zBhkzuoJjmqF0DuFRKbAL7aAPWHZBKYUM8LBhAVe1m0yiW8NJ2PyeX5HOBNdTJntbslEF9M7WgUjCAKpxTWciSvgTFwhoRllOJn2YJKrKRNdzPC0MbqrLWV7wrJ4c2+02urCI8+NJiG/isCUEi6nllBYJWkUc3wdjBlq27tDvr+yGilXM1WeOaHppURlV2DYVVdVlWPXBzfLnlRLVHHmFxKLiMurRHy9mlbd5khwK717WkqneNPJf5FO8aaT/wQ3DtBPrz/J2CEuDLE1YoBZz/9cP/eNNHj2XEpWtUIFpZQgACMdjK8LNibYm3Rv805jaY0UrzV+eNn15o8nh2k9PSOlqPq6f00+kdkVeFj3Ysp1weZOTq4lMgXn4gs5EJHDufgiXC16Mm+IFbPdLbXahiQIAhFZ5WwJyuBodB6TXEz5eO6gFr3G2jNJmBl2YY6HZYdMcK/lVLDubDLnEgpZ4GXNynEOLa4w0UR2WS1fnUhQVRqN6c+KcQ5a2WlNLarmjb1R5FdK+HK+e7va+NaeTWLd2WSNVTeg2u0UgNemDWD1BCeN9/32VAIbL6Q06Z8jQpUutPvpm6tvPj8ex9GoPPY9M7LVE9myGikzfvRn9URHFndA+blcoWTMV+f48L6BTFPT6ncqJp9PjsZx4bXxTY45coWSwR+eajRyv5UuemJOvjhWY0XCrxdTiMyu4OdHhlJaI2XoGj/i10y/Y9V4836+xIPe1jzq0/RnrFAKTPjmPK9MHcBcT6t2vVZWaS0zfvTn50eHMtbJhC1BGXx6NA6FoEQsErH3mZFU1slZviWUXU/7Numd1IDPZ6cpqqpv1mdGVyxiyQg73p8zsMnba+rlrDuXzAuTnDR+5g0+OFa9u/HTQ57N+uC0hGPRebx74Bo+/fuwZt6gVm/EVNTK+P50IjuCM1kywo7nJzm1WiDVFpkltWy4mMKesGwmOPfl2Qnt8xDTFvkVEvaH5/BPWBZFVfXM8bBkgZc1Q2yMOqRiKamgisNReRyJzCW/UsJkVzNmu1swzrnvHU+LqqiVcSGpiLNxBZxLKEJHLGK8c18mu5oxxsnkrpwrQSklLN0cQr1ccdNv18qoK5fenNj4b0EQyCqtIyhVNQ8MSi2hrFbGUFsjRtibMMLBGE8bow6pMpfIFFzLqWhstTobX9giP6sG+vY0IOSdyVo/LugUbzr5b9Ip3nTyn+D/0wBdWCUhMLnkum9NMcU1UrztejPK0YTRjiYMsuqlVcEqLKOMwVa9tHLRVyoFwrPKrydE5ZNVVsdoRxOmuJkxydX0jiZCKJUCl9NKOHDdeNi4uz5zPa2Y62mJfV/tCkd1UgWHo3L5+3IGqUU1LPCy5jFfu7u2+3sj4ZllrDubzKWUYh4ebsvTYx0w79X+76FSIuOXcylsDkxj1mBLXp02QCtVW3KFkt8D0vjhdBIPDbfhtWnOdNNvuxhUJ1UwdM0p6mQ3CzcioIueDrLrVSL9TbozrF8fPG2MmORqqtE4WRAERn5xlrwKidr73Crg/B6Qxs/nktmzcoTa8y88s4z+Jt1vWwgLgsAzf19FrhTYtMSrQxZZx6Lz+PRoHBdfn6B2fHl5VwR9exrw1kxXtc+z7K9QTscV3PZ3PR0Rax8ewvRBmkvnfz6XTHJhNd8v8qSiVobHx6da1XrYXjZfSuPYtXx2Pz1C7X22Xs5g+5VMjj0/ut3fxc7gTL45lYBtn27E5FY2Cozd9HX48gF35nhYsuFCClsC0zn83Gi152VSQRX7ruaw92o2pTVSRCLUtmQYd9cn9N3JTR57Ra2MpX+FIAJ+e9xboyhTJZHx0q5IEguq+HWJl1babUuq63n/YAyBKcVtqsIBSMiv4sNDMSQVVvPGdGceGGp919J18isk/HoxlR3BmQzr34dnJzi22nOoI2jYaPgnLJvDkbmY9jRgobcN9w+16pDrdEMYwZGoPA5H5lJRK2PKQDPmeFhqpU25tcgVSsKzyjkTpzI9Ti+pYXj/PkxyUc1VtNHyplQKFFbVY2ZooPEcTi6s5pFNlymrlSJTCIhF8NBwWz67f7DaxzRs7AWllhB0vTKnul6Ot10fRjioouLdrXt1yOdaVSflsd+Dic6paJGIM8fdgrWPDNX6ccD/r7VBJ/9/6BRv7nFqa2v5+eef+eeff0hOTkYqlWJjY8OsWbN4/vnnsbW1bdfzy+Vyzp07x6lTp7h8+TLx8fGUl5fTvXt37O3tmThxIs888wwODg4an+eJJ57gr7/+atFrpqWl0a9fv3Yd9638lwfo6no5V1JVYs2l5GKSC6sZaNmrUazx7tcxpbHaQiJTEJhSjF9sAafjCpHKlUx0MWWKmxnjBvTVaitSc6gzHp7raYlnB+wsJhdWs+1KBnvDsjHv1YXFvnbcP9T6jvb4q+NyagnrziYTnlnGYyPsWDZaO2koMoWSHcGZ/HA6CWeznrwzy7VJb5e2EJ9fyet7oqiul/PVA+5aMXNdtjmE0/GFiKBRlLhRqBlk1Qsnsx6tmuTG5VUye23ATZHj6uiur8Pr05356kQC25f74tFEZHgD7h+eREcs4udHhzLS4d9Ko53BmXzr1zGx4A0s3BjEJBdTnh7X9LVAKlfi9YkfW5YOb0zUaop/QrN4/2DMTdU3BrpiFg2z4eO5g5o9ju/8EimokPDlAneq6+UM+uAkkR9Mvc33paZezut7ovhukYdWd/CLquoZ8fkZLrw+Qa0/hkSmYNQXZ/lukWerDK5vRRAE9l/N5tU9UQjCzclQ+jpiXpjsxOoJjgiCwOrtVymvlbFl6XCN7YiCIBCTW8nBiBz2h+dQUSdDELipNUNHLGL/qpFqK3kkMgXP7wgntbiGv5YO1+gT0hYfnJZwNCqP9w6qqnBaWr14Iw3+W58cjcOkpwEf3TcQTw2/vY6mpLqePy6lsSUwAxeLnqye4Mi4AX3vCRNhiUzByZh8dodmEZxWyrgBpiz0tmaCi2mHLP4FQSAyu4LDkbkcjcpDIlcwfaA5czws8enf566EP2SW1HI2XuXBdzm1BNs+3Zh83SfHy653s8dUXF1PQn4V8flVXMupIDqngoySGmQKgQOrRzV77hVX17P49yukFNUgBr5f5MmMVnjECIJAcmH1TWKOVK7Eu59KzBlhb6zVjT+lUuD704msP5+i0VReRyRixmBzVo5zwMW8p9a/2//y2qCT/790ijf3MCkpKcyaNYuEhIQmb+/Vqxfbt29n5sy2xaQWFRXh6upKSUmJxvvp6+vz1Vdf8cILL6i9T6d4oz2kciURWeWNlTURWeVY9+7aKNaMcDDWSgl6R1JeK+VsvMq/5kJiEb276TPFzYypA80Y1q/PHd9FazAePhCeQ1ZpHVMHmjFPS8bDtyKVKzkVm8/flzO4mlnOzEHmPOprh7eddqO724IgCPgnFbPubDJx+ZU8Oao/T47s16pUJk3PfSaukM+OxyEC3p7pykQXU628Z6lcyfrzKay/kMyTo/o327LREhoWlT+dSaR/3+6sGOPQJqGmKb48Hs/vAWnqvV3EoCMWo68jZqitEcFppWxY7MV4Z/VGy+W1Ujw/9gNUrS1PjurHa9NcyCqr5b61AWxY7MUYJ+2nSwHE5lYyf/0lLr81Se3Ycz6hkLf2RXPpjYkaqxgKqyT4fPpvZLiuWISjaQ8OPTu6RdV9X56Ip1oiZ828QUhkClzeO8HV96bcln6iUAo4vXOMi69PwLp3+9v/bmTJH8GMsDfmmfHqNzV+OpNEUEoJO1Y07Q/UHCXV9by2Jwr/pCK1FTLzPC354aEhgErkv//nS0xwMeVtDZVPN9KwSG4YG6vr5Y2vNXuwBeseVb8brlAKvH/wGqfjCvhr6fBmq2r8Ygt4WUs+OA1oowqnTqpg48UUNl5IZba7Ba9Pd7mrkd6VEhlbgzL4PSANK6OurJ7gwFQ387tWGXQrWaW17AnLZk9YNvVyBfOHWrPQ27rdZvbqUCoFwjLLOBKZy9HofEBgxiAL5nhY4m3X+658LtX1cgKSijgdV8i5+ELkSoHxzn2Z6GKKT39jCiolJORXEZtXSURWOcmF1VTXy+mipxrfJDdUeerpiIj+cFqLrmcSmYJnt19V+fO8O7ldQr1SKZBQUNXYYnUlVdVy79O/D77XDZBdzQ3b/fkeicrl5V2RyBTKJr22RCIYatubxPwqlILAENveeF83Qfa0MWr35t5/aW3QSScNdIo39yjV1dUMGzaM+Ph4AJYvX85DDz1E165dOXfuHJ9//jnV1dV069aNoKAg3N2bTubQxI2DmqenJ3PnzsXHxwczMzMqKio4fvw4a9euRSJRlf5v3LiRFStWNPlcDeKNpaUlJ0+e1Pi6zs7O6Olpt3f4f3mAbriINvjWBKeV0lVPp1GsGelorPXFR0eQWVLLqdh8TscVEJpehrN5T5Vg42aOq0XPOy5cVNTKOBqdx4EIlfHwaCcT5nlq33i4geyyWnYGZ7EzJItu+jo86mPLAi/rFk2wiqrquZJWorVd6VtRKgXOxBey7mwSWWV1PDW6P4tH2GnNw+haTgWfHo0joaCKlyY78dBwW62JYtHZFby2JxKArxd4aMUXorxWyku7IkgtrmH9o164WWovPU0QBHw/O0NBVf1Nf9cVixCLRHTREzNzsAX3eVrSXV+Xx367wkdzBzJ/qOYxKyyjlEc2XWlsmzHQFWPTpxtiYOyAvrw7201r7+FW3tgThVgMn89Xf515c28UXfR0+PC+pr1SbmTiN+dJvR4Z3k1fB7+Xx7U45WXNkVgEAd6f44ZMocTpneMEvzOpyVaOYZ+e5tfFXhorgdrCvqvZ/HoxlRMvjlV7n7IaKSO/ONusF01T+MUW8PLuCOpliiY9kxoYZGnIkefHNP47taiauT9f4vP5g1s9lqhaWsvYfzWH7cGZCAJcfH2CRt8rQRBYdzaZX/1T+XWxd7PRxcmF1azYGop1Mz44dVIFhyNzedDbukXXjaNRebx/8BrD+qm8cNoivmSX1fL5sXguJhbx3CRHnhjZv0P8QVpKnVTBjuBMfr2YSo8uuqwa78B9HpZ3peqkKZRKgUspxewOzeZkTD4DLQ1Z5G3DLHeLDvOGUSgFrqSWcDgqj+PX8uiiq8PMwRbM8bDokMrZlqBUCkRml18PW8gnoaAaALGI26rlmmK0owl/L/Np1eulFFVr3ZC+Ib67QcwJTitFV0eET/8+19OsTBhg1qNNn3F0dgVL/rhClUR+WxVOV30dYj6choDK5D80vfS6d04Z+ZUS3CwM8bJTiTne/Xpj1kovuP/ltUEnnaijU7y5R/nwww/56KOPAPjqq6947bXXbro9KCiIsWPHIpfLmTBhAmfPnm31a+Tk5PDkk0/y8ccf4+vb9O7glStXmDBhAnV1dfTq1YusrCx69rz9otEg3tjZ2ZGent7qY2kv/2sDdFZpLYEpxQQklxCUUkytVIFP/z4qwcbJBGezjhM76qQKrRjeNkxaTscV4BdbQFpxDb72xtf9a8zuSuSmRKbgbHwhB8JzOJ9QhKulIfd7WjLbw7JDUsbkCiXnEorYfiWDgORiJjib8pivHaMdTVq1YxWTW8F96y4R+cFUrbZUKZQCR6Pz+OVcMiU1Up4ea88jPrbt8oi5kdzyOr45lcCx6DyeGNmfVRMctCYISWQKfjidxObANFaNd2TlOAetLKau5VSw8u8wXMx78u1CzxbHLLeU6Owy5qwLBFQTeF2xmK76Osx2t+A+D0u8+/VBRywio6SGB9YHsnyMvdpWpBvZHZLFh4djqJX+227UcIatmTeQR33sWjVm1ErlLToPymqkjPjiDAdWj1JbXSFXKBn+2RnWPzoUH3vNC3iAr07E88v5FMQilW/KRBezFh/3eweu0d1AlzdnuKBUCti/fYygtyY26ac06yd/np/kpNZgua1U18vx/sSPg6tH42yufhH14aEYiqrr+bkVfg455XWM+qJl1/NeXfWI/GDqTX87HVvACzvD2bdqlMZj04RcruCd/dFcSi1l5wrfZjcPdoVk8uGhWL5+sPm2qEqJjJd3RZBYUN2kD44gCKzadpXj1/LZ+tTwFleTlVTX8/6hGAKTi/lo7iDmtKEKB1SJbR8dikWmUPLebDcmuKivhrsT1MsV7L+aw/oLKSgFgWfGOfKAl1WbWgHPJxSSVVrLuAGm2Bprb0OovFbKochcdodmkVJYwyx3CxZ62zCsX8dVm8oUSi4lF3MkKo+TMfn06qrHLHcL5rhbMtDS8K5VuW44n8yXJxNoycqqq54OH8xx46Hh7bM/6AjkCiXRORWNbVah6WV009dprMoZ4WDcqjCMwkoJS/4IJq245qZggJEOxmrTC3PL6xpNkEPTy4jPr8Sqd1e87VRCjrddH5xMe2ica/2vrQ066aQldIo39yAymQxTU1PKy8txdXXl2rVriMW3L1pWrlzJxo0bAQgNDcXLy6tDjufVV1/l22+/BWDfvn3cf//9t92nU7zRTFmNlKAbfGtyyuoYYmvESAeVWONh3TEpALfSEE/d00AX+77dGWzdCxdzQwaY9WSAWY9m27H+9a9RmfhJZAomuJgy2dWMcc59tZ5G1RIaduMORNxsPDxviFWHRGmDymRyZ0gmu0KyAHhomC2Lhtm02ehXoRTw/sSPB4Zaa6WCQqZQciA8h/XnU6iXK1k53oEHvay15o1UXS9nw/kUfg9IY9pAM16d5qzV6rCwjFJe2xNFTwNdvlrg0eZF6K3sDs3ig4MxPDvRkWfGOWi95F4QBMZ/c56Mklq6G+jwwFBr7vOwZKjtzeX9xdX1LFgfyEQXM96b7dqiCfAnR2P5IyCtSQNIfR0xo51M+G6hR4taKiUyBZO+vcDaR4YwtJmqlPXnUzifUMguDQa9gSnFPL8jnCtvT25RO4x/UhGLfw9m1mALftbQmtMUb+6NwtSwCy9PGQCA/VtH1bZGPfFnMJNczTokfevZ7Vex6dONN6a7qL1PVmktk769gN/LmhO0biUwuZj3Dl4ju6yu2QS0uI+n3ybGf+eXyKGIHA4+O7rN4qQgCLx/MIbziYXsXDGiWTH+bHwBz20P59Vpzjw5qr/G+yqVAj+eSeI3/1S+ftCDmTd4d2y4kMJ3fokqPw673ux5ZmSrjvtYdB7vHbiGd7/erJk3qE3muvLrvl3f+iUyxMaI92a7ad3Evi3HdDQ6j3Vnk6mSyFk+1p5Hhtu2aiNm4rfnSS2qQU9HhKeNEY/42DJzsEWrhSClUkCmVDb5uJjcCv4JzWZ/eA59uuvzoLc1Dwy1bnXFRGuolyu4mFjMkahc/GILMDPswmx3VWvV3YhhD0gqZunmELVtsw2IRHD5rUkd+tloC6lcSVR2eWNlTlhGGb266jX65YxwMMa2TzeN1zKJTMHLuyMavQ8NdMW8MMmJVRMcW3QMVRIZ4ZnljYJOeGY5ejoiVUR5vz542/XGw8bopnnOvb426KSTtnD3XTM7uY3z589TXl4OwOOPP96kcAMqwaRBvNm3b1+HiTcTJkxoFG9SUlI65DX+a0hkCkLSSxvFmtjcSgaY9WSUowkfzHFjeH/ju2Jaa2fcDQNdMVX1ciKzK4jKrqCLng5KQaBersSwiy72fXsw2KoXLhY9GWDWk7499AnNKMcvNh//pOJG/5rvF3kyvP+d96+Bf5MpDkbkcigiF7lSyWx3S7Y+5YOHda8O2XVTKgUuJhWx7Uom5xMKGe1owpq5gxjv3LfdpewSmYKyWhm/BaS1S7yRyBT8E5bNhvMp6OuKWTXegXlDrLT2HckVSnaFZvG9XyL2Jj3YuUKzwW5rqZXK+fpkAjuDs3hxshNPje6vlTYBiUzBR4djOBlTwKYl3ox2anusuDoEQeCrkwlU1Mr4+D43HvPt16Q4VFMv58k/QxhsbcS7s1om3ADE5FaqTe6QKpQEJBUz4Zvzt5kZN8XmwHR6d9fDs5l2HrlCyd+XM3hvtmYPlRPX8pk60LzFPia9uuihKxbx3YOtb/eVypXo6/z7OrpisVpjaNOeBhTd0r6mLeZ5WvHBoRhem+qsVgS06dONmYPN+c0/jTXzmjdjbmCkowl+L41jf3gOnx6NpUaqaFLE0RWLyCytvU3cfHGSE9HZ5by8K4JNS7zbJFKKRCI+um8g7x0UePjXy+x62ldjWtxEFzP+XubD0s0h5FdKeGOai9rXFYtFvDRlAAMtDXlldyTXcip4ZaozQSklfHMyobG1IiKrnGs5Fa0yPJ852AKf/n344FAMU7+/yEf3DeQ+D8tWXRN0dcQsHtGP2e6WfH86kZk/+bNkRD+em+h416LFdXXEzPW0Yo67JadiC1h3LolfziWzdHR/loywa/a4iqrqyS6t48wr4+jdTZ8D4TmsPZPMJ0fiuN/TEnuznvTppk9lnYzyOikVdTJKqqWUVNdTUqP6d2WdnOp6OXUyBV31dIj5aNpt3/FAy14MvK8Xb85wwS+2gN3XrxdjnPqy0NuGiS6mWt+oMtDVYYqbGVPczKiTKjiXUMiRqFzmrA3Azrgbs90tme1ucccEuNFOJuxY4cvi369QJ1OorcLR1xGzJyybSa6mHVptrQ30dcUqgaRfH56b5IREpiAiq5zAlBL2Xc3hvYPX6NvDAN8bxJxbBfUuejr8/MhQ1p1L5sfTSSiUAsNakazWs4seYwf0Zex1E3iZQklcXiUh6WWEZZSyOTCd8lopg6x64X1d0LHU7Zjxv5NO7iad4s09iL+/f+N/jxs3Tu39vL296d69OzU1NQQEBHTY8dTX/zv4qROS/r/TUGIamFJCQFIxYZllmHTXZ7STCcvH2DPCwfiOxmCrw0BXhzFOJpyOKwRU/dg3pr5USuREZJUTmVWOSETjYnGQZU+mDrTgxckDcDG/e5OM7LJaDkbkcjAih+yyOqYNNOeLBwYz2tGkw7wACqsk/BOazY7gTOrlShZ52/D+bDeNXhAtpVIiY0tgOr8HpDHU1qhVC7xbKamuZ8aP/vTups8bM1yYNdhCa8kRgiBwPqGIz47FIVcKfHr/YKa6mWn1PAhMLuaNfVGYG3bh6POjtTbRzi6rZdW2q4iAw8+N7pB2PkEQ+OJEPAfCc9i3aqTaY5fKlaz8OwzDrrp886B7qxbVKYXVGm+XKpRIa5U8uukKp14aq9YToaxGys/nktnwmFezr386rgBBEJjsqr6tSalUpfZ8u9Cj+TdxncTCaobYGmHQhva9eoXypsWfWIzaNBPTnl0oqlIf194exg7oS41UTmhGmcZo5xVjHZi//hIvTnZqlcGoWCziAS9rZrlbsMk/lXVnkxFQnUMN6OuIySipuU28EYtF/LBoCPf9HMBPZ5N4cfKAVr+/hudZM3cQ7xy4xkO/XmbXihEaqwuH2PZm7zMjWfJHMEWV9Xy5wF2jcDx1oDn7V3dnxZYwwjLKiM6puOm7FBBYeyaJjUu8W3Xcxj0MWPfIUI5HqxKpjkTl8em8QZi2ssKhd3d9Pp47iEd8bPnoUCwTvjnP69NcWOB196LFxWIR0weZM22gGRcSi1h3NpkNF1J4cmQ/lo7ur7by7vi1PFwtDXG4PjYtHd2fJ0b2IzClhA8PXeO3S+mAyksLQK5Uoq5wRAR4NWMW3EVPhzkelszxsCS7rJa9YTl8cjSWd/ZHM3+oFQu9bbTu2wIqD5WZgy2YOdiC6no5Z+IKOBypqlhyMuvRKORo4/qtCS871W9h0cYgquvltwnvejoiRjuaEJFVzrqzyfTprs9EF1Mmupoywt74nk4QBdX362uvihxniqodPyyjjKDUYnYEZ/LWvmgsjLo0Cjkj7E0w79UFkUjEcxOdcDbryQ+nkxjcjiRKPR0x7tZGuFsb8dTo/giCQFZpHaEZpYSkl/HtqQTiktO196Y76eQeoVO8uQeJi4tr/G8XF/Ul2bq6ujg4OBAVFXXTY7TNhQsXWnQ8ACUlJYwZM4bo6Gjq6uro06cP7u7uzJkzh6VLl9KtW9sumNnZ2Rpvz8vLa9PzthVBEEgpqlH51iQVE5RaglgkYoS9MTMHm/PZ/MH0M9ZcQnq3mO1uyaXkkptEm1sRUJntiYBXpw1g9QSnO3Z8t1JWI+VodB4HI3KIyCpntKMJqyc4MsXNTGveLbeiVAoEppSwPTiD07GF+Nj34Z2Zrkx2M9NKFUteRR1/Xkpn+5VMXMx78uNDQxjjZNKu88W4hwFrHx7CsH59tLqwiM2t5LNjcVzLreDFSU486mun1WqrKomMz4/HczA8h9enu7DY105rx38xsYgXdoYzc7AF789xa3F7QL1cwU9nklg5zqHZHW1BEPj8eDyHInLZuWKE2lY9pVLg9T2RlNZI2bnCt1WtChKZotkKEgNdscoLZrpz4wKtKX4+l8wQ296Mcmy++mhzYDqPjbDTKIxezSyjXq5UTeJbSGxuJW4WbTOJlsmV6N9wPJoqb/r2NCAur7JNr9Mc+rpiZg224GBEjkbxxs3SkOH9jfkrMJ2Xpzq3+nW66Onw3EQnHh5uyzcnE/gnLBsQUChBIleQWVrb5ON6ddNj42IvHvglkMFWvZikQYDThFgs4tN5g3hrXzQPb7rMzhW+Gts87Pv2YN+qkTz5ZwhLN4ew/jEvjVWmjqY92b7ChwlfX7jtmqRQwuk4lU9LWxbbMwZb4GNvzIeHYpjy/UU+vM+NeZ5WrR5nXcwN2b7cpzFa/O8rGXwwZyBedto1wm4NIpGI8c6mjBvQl8uppaw9m8Qfl9J5fKQdy0bb35YgeCQqj3meN/sRicUiRjuZ4PfyOB7/I5iA5OJm2/QA9HTFLB9r3+Jjte7djRcmO/HcREeCUkvYHZrF7LUBuFkastDbhtkdZHLcw0CXuZ5WzPW0oqJOxqmYfI5E5fGdXwIDLXsxx8OSWYMt2tzu3ByuFoYcfHY0D24IpKxWdtM4JQjw4uQBDLbuhUSm4HJqCWfjC3l3/zVKa6SMdjJhkospE11MWy063g266usw2smksaq1pl5OSHopQaklbL6Uziu7I+ln3L2xMsfX3phjL4xp5llbh0gkwta4G7bG3RoDAGKSbBj0i1ZfppNO7jqdnjf3IL6+vly5coXu3btTXa15t3X27NkcPXoUAIlEgoGBdk1Z8/LycHZ2pqqqChMTEzIzM+na9fad65ZEhVtZWbF7925GjmxdDzvQqslWR/W1FlRKuJRczKXkEi4lF1NaK2V4P5XJ8ChHYwZa9tJapUNHUl4rZegaP7UtGA3o6YjYuNirVWai2kIiU3A6roAD4blcTCxioJUh8zytmOVu0SHGww2UVNfzT5iqyqZaIudBbxseHm7TKr8KTcTlVbLpYipHovIY79yXp8fZ42XX8rLhO0lBpYRvTiZwOCqXx0f0Y9UER62b+55LKOTtfdHY9+3OF/PdtbYbqlQKrDun2pFeM3cQD3i1fDyoqJOxYksoEpmCP54YprFaQhAEPj0ax9HoPDY+5oV/chHLxtg3Kcx8diyOE9fy2fvMyFan4STkVzHrJ/8mK0wMdMXo6Yh5cbITj/naadyxzSqtZfJ3F9i/alSzCVvx+ZXMXXeJoLcm3RbDfSNrjsRSUSfjmwdbXnnz0K9B3D/EikXDWm/U+cSfwUxxM+NRH5WPjcdHp9ix3LfJ93M8Oo9fzqdw+LnRrX6dlhCcVsqKraEEvz1ZYytIYHIxz2y7SuCbE9uddJdcWM3HR2IISCpGKcAYRxO2akirORSZyzv7ozn07Oh2eYAplQJv7I0iLKOMnSt8m11QVklkrPw7jMo6OX88MUztOS8IAk9vDeN8YtFNVUUN6OmIeNDbhs/uH9zmYwdVa9+7B67hadOLT+8f3GafEYlMwa8XU9lwIYVpA815Y7pLhy3+W0tIeik/nUmii54Om26oVqqpl+P+0Skuvj5BbeWhTKHk4V8vE5Vd0axXi5mhAUFvTmqXyF5RK+NQZA67Q7NJLqxm5mALFg3rWJPjBspqpJyIyedwZC7BaaUMtevNHA9LZg4yb1f8tjpyy+t4cEMQhVUSZNfT43p11SPi/Sm3vVdBEEgsqOZMfAFn4gqJyCpnoKUhE11MmeRixkDL9sd33w0qJTJC0koJTFEZIMfnV+LQt0ejZ46vvfFtgqM26PS86eS/SGflzT1IVVUVAD16NN820L37v5Ox6upqrYo3giCwcuXKxuN57733mhRuQCWu+Pr6MmfOHIYOHYqZmRkSiYTo6Gh+//13goODycnJYerUqfj7+zNkyBCtHWdHUSmRcSW19LpgU0xKUTWDrXox0tGEbxd64GXX+54vbb2V8lopZ+ML6dlFj4o6mdr76euK2fzEMEa2YHdeWyiUAkEpKuPhE9fyMe1pwFxPK96d5Uq/DjIeBtV5HpRawvYrmZyKKcDLrjevTnVm2kBzrfTmC4KqimfjxVSupJYwf6g1J14cc9cNMNVRUy9n48VUfvNPZaKLKX4vjdN6iXl5rZQ1R+I4FZPPO7NcWTTMRmsT9opaGS/vjiCpsJo9K0e2KgY8t7yOJ/4MxqZ3N/58cpjGyi5BEFhzJI7j1/LYucKXS8klfH0ykbPxRWx+cthNO8m/+aeyNyy7TcINqBbsejpi5Mp/KxMazs2nx9qzYpxDizy0vvNLZNZgixZ9Jn8FpjPX01KjcCMIqpapj+c2Hw9+42Nicyt5Z2bbvJ2kt1XeiFCq2YMyNew4zxsAb7vedNfX5WJiEZPd1IvcDWaeu0KyWDpas5lvczia9mDLUh8up5bwxB/BXE4rQaZQqq2Gu8/Dkujscp7eGsr+VaPaLB6JxSK+eMCd1/dE8fCmy+xY4auxFbhnFz3+fGI4r+2J5IH1gfy1dHiT4tH68ylqhRsAmULgn9AsXp3qrPFcbI7pg8zx6d+Hjw7HMOW7C7w3240FXi2LIr+RLno6PD/JiQVe1nxxPJ5J355n1QRHnhrd/67PB4b168PWp3yQ3FLBdCo2H6OuehpbRvV0xPz+xDBmrw0gt7xObTVbF10xy0b3b7eA0KubHotH9GPxiH7E5layOzSLFVtD6d2t402Oe3fX5+Hhtjw83JbCKgnHo/M5GJ7DR4diGOFgzBx3S6YNNKdXN+1sVlgadeXgs6NYtDGIrNI65EolU9S0HYtEIpzNe+Js3pNV4x0prZFyPqGQM/GF/O6fRld9HVV7lYspo51MOqz6WNsYdtFjkqtZYwVgea2Uy6mlXE4t4YfTSSQVXmWAWU9GOBgz0sGE4f37aH2zqJNO/it0Vt7cgzg4OJCamoqNjQ2ZmZka77tkyRK2bt0KaF9V/vTTT3n33XcBlWnx6dOn1XrelJeXY2Rk1ORtgiDw7rvv8tlnnwEwdOhQQkNDWzVpaknb1PDhw4G2fw5SuZLwzDIuJRcTkFxMZHYFdn26Xa+sMWGEvbHWLuZ3kqzSWvxiVXHeIemlOJv3xLi7PlfSSm8rkRYBBnpiti3zuSMVIYIgEJNbyf7wHA5H5qIUYI6HBfM8rXDvIOPhBkprpOy9XmVTVitlgZc1Dw+31ZqoIlMoORadxyb/VLLL6ljia8fiEf1avHiXyBR3dDGgUKoWSd/6JWLbpxvvzHJtNomoLZyMUe2AD7I05LP5gzWaoLaWmNwKnvn7Kk6mPfhuoWerfq/x+ZU88UcIE1xMWTN3oMZWIUEQ+OhwLH6xBexY7outcTee/DOYcwlF6OuIsOnTrXFxezAih3f2X2P7ch/cmzEIVsePpxP54XQSAqpKBEGAR31teX5iy31UruVUsGBDIKdfHtdsMlh5rRTfz8+w95mRDLRU70kQlV3OI5uuEPbe5Ba3gWWX1TLu6/PEfDStTef3gxsCeczXjrmeVgAM//Q0vy7xxrMJ4+zMklomfnuexE9mNLnY/Cc0i+Siat6aodmQWRNfnognq7SWdc3EgR+JyuXzY/Gcf2281toOJTI5960NYPpgy8b0raaQK5Qs/j2YPj30WffwkHaNqwqlwGv/RBKVU8GO5b7NjmdKpcoPam9YNn88Mewmg/OLiUUs3Ryi1rOoAQNdMSvH2fPSlNa3nTXF6dgC3jkQjYu5agxqjw9WSHopHx6KoUoi551Zrlr3AmsvP55OYsOFFN6e5dqi1LXsslpm/uhPpUTe5O26YhFh707pkLlQvVyBX2wBu0KyuJxawlinvjzobcMkV9M7EoyQU17Hsag8DkflEp9XxdgBJszxsGSyq1m7K+ZAVdX52G+Xic6pZNMSb6ZoEHybQipXEppeypl4VdpnboWEEfbGTHY1ZYKLqVYTH+80xdX1XEktJTBFZUOQXlzDQMtejZU5w/r3aVPIR2flTSf/RTrFm3Ygl8vR02v/BezPP//kiSeeaPz3wIEDiY2NxczMjPz8fI2PXbRoEbt37waguLgYY+OW+w5oYtu2bSxevBhBEOjXrx9BQUGYm5u36zmnTJnC6dOnAQgICGDUqFHaOFSgbQO0UikQn1/VKNYEp5XS3UCXUY7GjYJNR5ibdjQNgohfbAGnYgtIKqjCx74PU93MmexmhpVRVzJLahn/zbmbWqfEIlXf8q4VI1qV7tEWMktqORiRw4GIHPIrJEwbZM48TytGOhh3mPEwqD6b4LRStgdncvxaPp42RjzqY8u0geZaE0oqJTJ2Bmey+VI6ujpinhrdnwe9rVu1Q7Y/PJutQRnsW6W934gmLiQW8dnROOpkCt6c4cKMQeZaX4CUVNfzwaEY/JOK+WCOG/cPab33hCb2hGXz/sFrrBrvwKrxjq3aGQ5MKebprWGsGGPPsxMdNR6XIAh8eCiG03GF7Fzhi02fbsgVSgZ9eBKJTCWG6opF9Omuz+vTXHjv4DU2LvZqTMhoC9O+v0BCQTViEcz1tOLVac6tHpsW/34FVwtD3p7ZvFDx68UUTscWsnul+nhwUAkXOWV1/PRwyyspT8Xk8+2pRE6+NLbFj7mRuesCWDnOgRnX46VHfH6GdY8MaVJslsgUuLx3grB3Jzcpch2OzOU3/1QOPqu5rUqpFNSeTwn5Vcz9OYDQd6doXFwolAITvjnPK1MHNApP2iA2t5L56y+xa8UIjclvJdX1zFkbwJOj+rfKr6QpFEqBl3dHEJtbyY4Vvi1qZf3NP5Xv/RL5+dGhjHc2RRAEPD461aSZa1P0MNAl5J3JrYrG1kRFnYxPj8ZyLDqft2a68PAw2zZXkyiUArtDs/j6ZAJuFoZ8MMetQ8x420J0dgXdDHQ0+mDdSmRWOQ9uCLqtfUpXLGKOhyXfL/LU8lHeTk55HXtCs/knLAuJTHG9zdIGR9M787mmF9dwJCqXw5F5ZJTWMMnFjDkeFox3Nm3XXKFOquCvoHSeGNmv3XOO1KJqzsQVcia+gND0MhxNe6jaq1zN8LQx+p9o41dHQaWEy6mqFqvAlBJyyusYbPWvmOPdr3eL5lSd4k0n/0X+N+rt/p/Rs6fq4tSc3w1ATU1N43+3pM2qJRw9epQnn3wSQRAwMzPDz8+v3cINwNNPP90o3ly4cEGr4k1LySqtbRRrglJKkMgU+NgbM3ZAX96e6coAsx731K5ZS5EplASnlTZW2JTXShnvbMrKcfaMH2B62y6ZrXE3rIy6klVWB6iEG8MuevyzckSHTTpLqus5Gp3HgfAconMqGOvUlxcmD2CKq5nWJuTqKK+VsvdqDjuCMymqqueBodYce360VieCOeV1/BmQxs6QLJzNe/L+HDemuLU8PvlG+hl352pmOfvDs7l/SMdNNuLzK/nsWDyRWeU8N9GRxSPsWmWk2xIEQeBwVB4fHophWL/e+L08VqvJa/VyBR8djuV4dB4bHmu9SHIwIoc390bz8dyBPOhto/G+giDw/sEYzsb/K9wARGaXo7xhnSNXChRX1/PqnkhemuzULuGmrEZKUmE1ZoYGbFvm06Zz1j+piMiscta2QGRRKAW2BGU0W43S0DL1+rTWVUPE5lW2qpXtVqQK4aZdeB2xSG0qThc9HXp20aWwqr5J8cbFvCcJBVUolILa36lUrmTUl2c5uHoUlk0IZs7mPeln3J1TMfmNJplNoSMWsXysPRsupLY6uloTbpaGPDfRiZd2R3Ds+TFqF4TGPQxY/5gXD/16mYGWhu1qidURi/j2QQ9e3h3Jo5uusH25T7MVYMvG2GNq2IVn/r7KmnmDWOBlzZ9PDuNScgmXU0uIyq6gRiqni54O9TLFbYJOnUzBP6FZLBnZr83HfSO9uurx1QIPZrtb8ta+aI5E5vHlA+7YGre+ekFHLOLh4bbMHGzBj6eTmL02gEd8bHlx8oC73vox2Lr1GzEeNkase2QIq7ZdvSX9C55qZ9tfS7Ey6nqbyfGsn1Qmx4u8bZjVQSbHDfQz6c6zE514dqITCflVHInK5Yvj8bz6TxRT3cyY42HJKEeTVrdWd9XXYeU4B60co33fHtj37cHysfZU1Mm4mFjE2fhCnvorBLFIxHjnvkxyMWPsAJO7FnHfVswMuzSaTYNqfhV03S/nrX3RFFZJ8LA2YqSDMb4Oxgy1/d+zMeikk7bSKd60A11dXa2kPFlYWNz0b2tra65cuUJNTY3GdiRQKckAffv21Yrfzfnz51mwYAEymYzevXtz6tQpHB0d2/28AG5u/3oc5OTkaOU5m6OsRqqK704uJjClmJyyOobYGjHK0YQnRvbDw8bojpTjdgTV9XIuJBThF5vP2fhCuujpMNnNjE/vH8QIB+NmF+FzPCzZ5J+KIIBRNz32rBypdW+ZWqkcv9gCDoTnEJBcjIe1EfcPtea3x4e1y7+gJQiCQFhGGduvZHI0Og93616sGu/AzMEWWr3IR2WXs8k/jZPX8pnkaspfS4e3K4WkvFbKochcALrqdcwQXVgp4Tu/RPaH5/CYrx0/PeSpNmK2va/z7oFrhGWU8fHcgcwabKFVcTSnvI5Vf4choIoBb03ZuCAI/HoxlbVnk9mw2ItxzQgsSqXA+4eucT6hiF1P+970WhcSim6///U1zy/nU/CwMWK8s2mLj+3GY3xzXxSTXM34dbFXmz47pVLgi+PxrJ7g2KLv+ExcAXKFwNSBmkv6EwqqyKuoY5xz64Sp2NxKhvVre0umVK64acGkKxYhV6o3WO3b04DCqnpcLW6/rZ9Jd5RKyCytVWvmq68rxrZPNwKSilk4rGlxb94QKw5E5GoUbwAe9LLmB79E/JOK2yXo3crTY+05E1fAF8fj+fA+9f5DHjZGfHTfQJ7dEc7h50a3q7JUV0fMdws9eHFXBI/+doXty32bHdPv87DEuLs+K7eGUVApYdV4B7zs+vD8JCcEQSC7rI7wrHKuZpQRlFpCSmE1IpEqmUeuFFhzNJZF3tZtiphXx9gBfTnx4hi+PBHP9B8v8upUZx4f2a9Nonuvrnq8P8eNh4fb8NFhVbT4a9OcWeht8z9XBTF1oDlvznDhqxPxSK+b7A4w7dHhVbm3IhaLGiuhG0yO/76SwUeHY5nlbsFC7443OVZ50Djz8pQBXMup5HCUygS8VqZgxiBz5rhb4mNvfFe/415d9Rqj2RVKgfDMMs7EF/LjmURe3BXO8P59mOhixiQX0w71EOworIy6ssDLmgVe1o2R4EGpqk3YXaFZlNXKGGprxAh7E0Y4GONpY6QVz8JOOrkX6RRv2klz0dltwc3Njb179wIQHx+Pr69vk/eTy+WkpKQA4Ora9p79BoKDg5kzZw4SiYQePXpw/Phx3N3d2/28DdypDr3LqSUkRavaoWJzKxlg1pNRjiZ8OGdgm/tm7xUKKyX4xamqawKTS7A17sZUNzP+WjocD2ujVpV9Tx1ozi/nU7Do1YU9z4zUWouYTKEkIKmYAxE5nIopwLp3V+YNseLjuYO0bnzbFBV1MvZfzWZ7cCb5FRLmD7Xm8HOjGaDFiiKlUuBMfCGb/FOJzq5g0TAbTr88rk27tjce9x8BafwRkMYQu96ceHEMLuZtr1BoilqpnF8vpvLrxVTGO/fl1EtjtZakdSOCILD3ag4fH45hnLMpp14aq/UUj4CkYp7fGc70QeZ80IoYcFBVl6w5EsuRKJXZcHMLEqVS4N2D1/BPKmLX0yNu+62cjClQm9BSL1ey7K9QvnzAvVWpVwA7Q7IIzyznxItj27w4ORSZS1mNlMdbWLHwV1A6i0c0Hwd/PDqf8QNMW22YGZtX2eJjaQqZQrhpUi4Wi9SaqwKY9lRvWqynI8bBtAcJ+ZUak5jGOJngn6xevLnPw5JvTiZQVFWv0QOmi54Oj4/sx4YLKVoVb3R1xHy70JPZP/kz1c1MY1XNwmE2RGSX88zfYex+ekS7hGxdHTE/LPLk+Z3hKgFnmU+ziTGjHE3Y+bQvT/wZQmGlhPfnDERHLEIkUnlF2fTpxn0eqkhrqVxJXF4lEVnlHIrM5WpGGU9sDmHjEm8MtVhJ0LOLHp/MG8yswZa8sTeKo9GqKhxH07ZVMzuZ9WTrU8M5FVvAJ0dj2XYlgw/nDMS7HaJlazkYkcN3fonMH2LNIz62bTJKf2p0f1KLath7VeU5uGJc+9rt2suNJscxuRX8E5rN8i2h9OmuMjleMNS6Q2O1RSIRg617Mdi6F29Od+FqZhmHI3N5fmcEALPdLZjjYcEQm953NRFKRyzCu18fvPv14Y3pLmSV1nI2vpDTcQV8eTwemz5dmeRqxkQXU7ztendoq3pH8G8kuC2LhtkiCAJpxTUEpaparLZeTqe6Xo63XR9cDKV3+3A76UTr/O+uYv/DjB79b//9hQsX1Io3oaGhjW1T7W1BioqKYvr06VRXV9OlSxcOHz6Mj4/6+NG2EBsb2/jflpaWWn3uG/n8WByTvF1ZPsaekQ4mbZq03CsIgkBKUTWnYgs4FVNAdE4FQ2yMmOJmxvuz3dplrutu1YsXJznxiK9tu9tYBEHgamY5ByNyOBqVh56OmLmelux5ZgRuFoYd3oomCALhWeVsv5LJkahc3CwMWTHWgVmDLbTaklUnVbDnajZ/BKRRK5Xz+Mh+bFrs3S7zxkqJjD8D0vktIJWBlob89rg3Pvba8a5qQKEU2BuWzbd+CVgadWXrU8M7zJA6t7yOt/dHE5NbyTcPejB1YPtbLm9EqRRYfyGFn88l8+F9A1nYTKvTrUhkCl7cGUFiYRX7V41sVlBUKgXeORDNpeQSdq0YcVvrTEWtjMTCKo3PIVeqKmgKqyQ8M75llYwpRdV8ciSWjYu921ylVi9X8M2pBF6Z6tyiRXpiQRUh6WX89FDz7VUnruWzakLryv8r6mRkl9XhatGOtin5zclKqsobTeJNFwqrJGpvdzXvSXx+FdMHNVGac50xTiZsCcpQ631jadSVoXa9ORKVy5OjNLeVLPa1Y8OFFKKyy9tsYN0U/U268+YMF17bE8XxF8doFDc+mOPGQ79e5v2D1/jyAfd2jc+6OmJ+fGgIz20P57Hfr7BtmU+zFV4DLXux75mRPP5HMM9uv8r3izybPD/1dcV42BjhYWPE4yP7UVEr44Vd4cxbd4lfl3hp3f9khIMxJ14cw7enEpmzNoDnJjmyYox9mxa3IpGIaQPNGTegL78HpLHkj2Cmupnx1kzXDktRupEtQRlkl9VxNbOMn88nM3+IFc+Md2iVWC8Sifh47kAySmuIzq5g5nWfqYpaGT+eSeLxkXYdIv63hIGWvRh4Xy/enOGCX2wBu0Oz+N4vkbFOfVk4zIaJLh1rciy+QSB5b7YbV9JKORyZy9LNofQw0L0u5Fgy0LLj5z/NYdOnG4+P7MfjI/tRXS8nIKmYs/EFPLs9HKlcwXhnUya5mjJuQN8OqcDtaEQiUWML2aM+dgiCQFJhNUEpJfiFxDb/BJ108j9Gp2HxPYhUKsXU1JSKigpcXV2JiYlpcvBfuXIlGzduBFRVM8OGDWvT6yUmJjJ27FgKCgrQ09PjwIEDzJw5s13voSkmT57MmTNnAPD3979JpGovN5qSZWZmNv73/yINJa8NhsO55XWMcTJhipsZE13M7ikxKrmwigPhuRyMzKGiVsbMwRbc52mJb3/jO7LzVCmRcTA8h21XMskpq+P+oVY84mOr9YqVwioJW4My+PtyBmaGXVg+xp45HpbtKsutksjYfCmd3wLScDbvyUuTBzDCQbuiDagSXT47FkeNVM7r01yY7a7d1qUGBEFgZ0gWnx2NY9ogc96b5ab1RJKKOhmv7I4koaCS9Y96tbqEv7xWyrK/QhGA35Z4N1sloFQKvL0/mqDUEnau8G0yGetYdB6v7I6k7pZ43lvR1xGhqyMm9N3JzVarSOVK5q+/xEgHkxYZDKvjN/9U9oRlc/T5MS0q6X9nfzQSmZJvF3povF9qUTXTf/An7L3JrfJSuJJawou7Igh6a1KLH9NAQ1vNnLUBfHr/YOz7dkehFHh2ezgPDbNhiK0RCqWAXCmgEAQse3XF2bwna47EolAKatuJNl5IISKrnPWPeal9bblCyZCP/dihoUpr+5VMdoVmcXB18xspHx2OobCqnp+bSahqLYIgsOSPYMwNu/D1g5q/w/wKCbPX+vPi5AE81oIUouaQypWs3n6V/AoJfz/l06LffmmNlKWbQ9DXFbNpiXeL/GEUSoHv/BLYEpjBtwu1Lw43cDWzjNf3RNFFT8xXD3i0y6cJIK+ijs+PxXMmroBnJzqxdHQ/rfuLNSAIAkPX+LH24aGMdjIhubCKX86lcCQ6jxmDzFk9wbFVlagSmYLCyvrGytKG93LieqvwsjH27WoV1hbZZbXsDcthd2gW9XIF84das9Db+o6ZHIPqdxCQXMThyDxOxeRjatilUcjRZvWvNlAqBSKzyzkXr4oij8+vwsuuN5NcVGKOQ9//TQ/IG+k0LO7kv0ineHOP8v7777NmzRoAvvrqK1577bWbbg8KCmLs2LHI5XLGjRvH+fPnb3uO9PR0+vdX7QKqu09mZiajR48mKysLHR0ddu7cyYIFC1p1rJcvX8bOzu42754GBEHgvffe49NPPwXAw8OD8PBwrV4U/tcHaIlMwaXkYk7FFHAmvgCFUmCiixlT3FRmc61tTehI8iskHI7M5UBEDkmF1Ux2NWWupxXjnft22GT0RgRBIDK7gh1XMjkUmYuzeU8e8bFltruF1j+nxIIqfvNP5UBELiMdjFk22p5RjsbtOndr6uVsDkxnk38qjn178NKUAYx0aN9zNsWdMCNuIKu0ljf3RZFaVMPn8we3yd+lOeLyKln5dxj9Tbrzw6LWe/RkldbyxJ/BOJr24MeHhjRbiaK8Xi0Tkl7GjuW+mPdqerf8ld0R7LuaQ1MXUl2xCAGwN+nOk6P6M8ejZSabnx+LIyC5mH2rRrb5O6uokzHu63P8sMizRd9HRZ0M38/O8M/K5tPmfj6XTFhGGX880boNgz8vpeGfVKz2cdX1cjZeSOHFyQNuE5uupJaw6NfLgKotQCxS7bjK5Ep0dUSq1htEIFItoDyse7Fv1Sg2XkghKruCnx9tWig5n1DIR4djOffqeI3HvnxLKENte/PM+KarjcprpQz/9AwnXxqrsQULVIvMid9cwO9l7bct5lXUMe37i3y70LPZKOIrqSU88WcI25b7MNS2+cV3lUSm8fyVypWs2hZGUVU9W57yaZEYUyuV89z2cLLL6ti8dFiTAqlEpuDt/dGsGu/QuBA/Fp3Ha/9EsmyMPS9McuqQzYJ6uYK1Z5L5LSCVFWPsWT3Rsd1j6JXUEj44FEO9XMn7s92Y4KLdsVIiU/Ds9nBOxxUQv2b6TeNcZkktGy6msDcsm/HOfXl2glObDI0buNGkf4BZD5aPsWfqwLaZ9GsTpVIgKLWEXSFZnIjJZ5ClIQu9bZjtYXlH2+YlMgXn4gs5EpXHmfgCbPt0Y467JbM9LJsdI+4GeRV1nI0v5GxcIQHJxZgZdmGSqymTXMwY3r/P/6SHzP/62qCTTpqiU7y5R6mqqsLb25vExEQAVqxYwUMPPUTXrl05d+4cn332GdXV1XTt2pXAwEA8PT1ve47mxJuSkhJGjBhBUlISAK+//jqLFy/WeFy9e/fGyurmmNMPP/yQL774gunTpzNlyhTc3NwwMjKivr6eqKgofv/9d4KDgwHo1q0b58+fb3OVkDr+FwfoshopZ+MLORWbz8XEYvr2NGCKm0qw6Yg+5IuJRWy8kEI/k+7YGXfDyqgb1r27YtW7K8bd9TWKBxV1Mk5cy+NAeC4h6aX42hsz19OSaYPMteo9oInqejkHwnPYfiWTzNJa5npa8oiPLQMttWugKAgCAcnFbPJP40pqCfM8rXhqTP9275pVSWRsCcrgN/9U+pl05+UpAxjtaKJ10aagUsJ3pxI5EJHDYl87np3YMqPatqBUCmy9nMFXJ+KZO8SKt2a4dEiqxf7wbN7Zf40VY+15fmLrF2rXcip4cnMIMweZN3psaEKhFHhjbxRhGZqFG0EQ8FpzmtLam/vqu+ipfrvzh1jxqK9dq87RS8nFLN8SyqFnR7fZcwNUMd6RWeVsW+bTonPsN/9Ujl/LZ+8zI5u975y1ASweYdfqlrXX/onE1NCA16Y17RUXn1/JgvVBXPto2m23yRVKxnx1jrwK9S1QDRjoivluoSez3C3YH57NjitZamPP8yskjPjiDLEfTdfYYrk1KJ0TMflsW9Z0GzOoBJ5Blr14YbJTs8f44s5wenbRY828Qbfd1iBQe2qI/tbEgfAcPjkay8kXm/ea+iMgjY0XUzj83GiN7bMh6aU8vyOcfatGNimwNFAvV/DM31cpqZGy9anhLbo+yBVK3tmv8pT6a+nwmxIPFUqBp/4K4XxCEQ96Wd9UUZSQX8XyLaEMMOvJ94s8OixR51pOBa/viUKuVPLVAo82fy8NyBVKdgRn8s2pRLzsevP+bDetmciu2BJKXoWE9+e4qTUGz6+QsMk/le1XMhnWvw/PTnBkeP+2t9FWSmTsCs7iz0tp6OqIWTqqHw9629D9HvAXrKiVcTBSVY2TUljDLHcLFg2zwduuY02Ob6WmXs7puAIOR+ZxMbGIAeY9mONuySx3i1YZ7d8p6qQKAlOKOR1XyLn4Qqrr5YxxMmGSqxnjnftiomUPu47if3Ft0EknzdEp3tzDJCcnM3PmzEZx5VYMDQ3Ztm0bs2fPbvL25sSb8+fPM2HChFYd0+OPP87mzZtv+tuHH37IRx991OxjbW1t2b59e4dEhP+vDNBZpbWcii3ALzaf0PQyXC0MmepmxpSBZjib9ezQyYRfbAErtqhaRgx0xehc94pQeUiIMOlhgJVRVxz69sDWuBvG3fUorKwnNq+KswmFOJv1ZK6nJfd5WHaoKeCtRGdXsD04g4MRuTj07cEjPrbc52Gp9YlhvVzBoYhcfg9Io7Cqnsd87Vjsa9fuNrWG9qjfL6Xh0LcHL0xyYoxT60SbWqmcK2mljHLQHE2qUApM+OY87ta9eH2aS7sMlJsjrbiG1/dEklch4csH3BnVjuhhdUjlSj49GsuBiFx+eMiTCW2o6LmYWMSqbVdZPcGRlePsm/3cFUqB1/dEEZ5Zxo4Vvhr9KZILq5n83QXgepWNAG6WPXlyVP82pZqV1UiZ/uNFnp/kxKM+bW9lyauoY+I3F9j1tG+LfFUazpvXpjkzx+NfP7KmPF6ySmuZ8M15Qt6Z3Gzb2a3M+smf1RMcG70zbuV8QiFrjsRy5pXxTd5+MDyHF3ZFNPs6VkZdufj6BHTEIi4lF/PO/mjOv9b0tU4QBIas8WPL0uEaP6u04hqmfX+RyA+mqhV5jkbl8e2pBM68Mq7Z8yw2t5L56y8R8MbE2xZChVUSxn51jj0rR6qtghIEVYtYU74egiCwattVBAHWPzZU47EIgsCLuyLIK5ewbbmPWp8QQVC1EF7NKGf3yhEaq2rq5Qqe3hpGRZ2MLUuHt0hUEQSB7/0S+Ssog98e92ZYvz7X09aiORCeQ71cib6umPD3ptw09pfXSnluRzi55XVsWuLdLh84TcgUyuvpdEk8PqIfL00Z0O7UwrIaKd+cSmDv1WyeHNWf5yY6tqt6VCJTMHttAFuWDm8y1v5WSmuk/BGQxl+B6bhZGvLCJCdGtKMKVKZQciw6j03+qWSV1vGojy1PjOx3R+cLmojJrWB3SBYHInIx7q7Pg942PDDU6o4fX0WdjFMx+RyOyiMwuRh3617Mvi7k3Ak/pNYiCAIxuZWcvd5edS2nAnfrXtfbq8xwMe/YuWt7+F9ZG3TSSWvoFG/ucWpqavj555/5559/SE5ORiqVYmNjw8yZM3nhhRews1M/wb9T4k1GRgbHjh0jKCiIqKgoCgsLKSkpQVdXFxMTE4YOHcqcOXN45JFH6NKlYy5M9+oA3XDROxWTz6nYAlKKqvG1N2aKmxmTXc1aNMHSFlK5Eo+PT1En1ezNcSMi4LmJjswdYoVDB02Km6KmXs6hyFy2X8kkpaiauZ5WPDLctl0l3uooq5GyPTiTzYHp9Oyiy7LR9swfatXuiXlF3XXRJiAVF3NDXpjs1Kb2KKlcyZojsWy9nMHZV8Y1uzgpr5V2qOmgQinwR0Aa3/klsmiYDa9Nc+6QHdb8CgnPbAtDKley4TGvJo2Ff72YwoxBFmpNh/eEZfPegWt8Pn8w84ZYNXmfG1EoBV77J5KI7HJ2LvdtdlL/6G+XuZRcQhddMY/42vKoj12bfyeCILDy7zCUAs3Ggq89k4SrhSGT1bTFvPZPJBK5krUPN288DKp48Lf3RxPwxsTGxXtSQRUzf/LHy64384dYM8XNjN7d9fnNP5XzCUX8vax1hvZSuZJBH5zk1Etj1VYZ7ApRtUKqq26plylwfu+Extcx0BXz2f2DG5O9EguqmPfzJWI/nq72MYs2BvGAl7XGSiJBEBj95Tk+mz9Ybay8RKbA+5PTbF/uc5sQVFgpoXd3/ZvEkcf/CMbDuhcvT3W+7bk+OxZHQn4Vfy0d3uRrfXw4lm76Orw67fbHApRU1zPtB3/enunSbIR5nVTB/PWB+Nr34YM56qPG5QolK7aGUSuV89fS4RpbiCQyBSu2hlFTr7pvS9tVtl3J4NOjcXy/yJP4vEp+PpfSmOTWRU/Mh3MG8tBw25seo1AKfH0ygW1XMvjxIU8mumhuF2sPiQVVvLYniqo6GV8tcNdKgtS1nAo+PBRDTnkd78xyZdbgtvmSVdfL6aYnRixuXdVuRZ2MvwLT+T0gDUfTHjw/yYmxrdxguBFBELicWspv/qn4Jxczx92S5WP7a92Lrq1IZApOxRawOySLK2kljBvQlwe9O97kuClKa6Qcv5bHkcg8QtJL8bLrzRwPS2YMMtd6QqO2KKyScD6+iDPxBfgnFWPUVY+J19urRjgYt3vupE3u1bVBJ520h07xppP/BPfSAC1TKLmSWsqp2HxOxxZQKZEz3rkvU9zMGO9s2iIfgI7itX8i2ReejZpU45vobqDD8edHY2t850SbmNwKtl/J5GBELnbG3XjEx5a5nlYd0qeeVlzDHwFp7AnLxtPGiGVj+jPB2bTd3gmNkd+X0nCzUIk2I+xbL9oIgsDxa/l8dSIeA10dPps/+K6bQiYVVPHq9YXLlwvc1Zblt5eglBKe23GV8c6mfDJvUJOTwfj8Sqb/4I+VUVeOPDf6pioQQRD4+VwyGy+ksmGxV4uqghRKgVd2RxCdU8GOFb7NJrBdTCxi2V8hPDDUmo/mDmq3H8CO4Ey+90vkxItjNaZLxedXMu/nSxxcPRpn89tb+RLyq7hvXQB+L7U8un7x71cY3q8Pz036t90nv0KC7+cqg/muejrUyxV42hhRXC3l4eE2LU7NaiAur5IF6wOJ/nCa2t/Yj6eTyCit4buFnk3eXlMvZ+AHJ9HXEauNZjfpoU/QW5MaF2HltVI8P/Yj5qNpakXGDw5eQ0cs5v05bhrfw1v7ouhhoMs7s9Tf75XdkfTqqsf7c9woqa7ncGQuO0OyiM+vYtMS75t8aAJTinnm76sEvjnxtmMrq5Ey9qtz/LrEu0kj82s5FSzYEMix58eoFXRPxxbw0u4ITr44ttmNgsySWuasC+DD+9y4f4j662etVM5Dv16mn7HKe0rTeCmRKVi+JRSJTMHmJ4e3WOQ9GZPPs9uvolAK3Bok5mTaA7+XxzX5uEORuby1N4pnxjuweoJjh1UD3Cpgvz7dud1+a4IgsD88h8+OxeNk2oOP5g5sVatuenEN4785T+9ueiwbY8+SEXatbiOrksjYejmD3/zTsOndlecnOTHRxbRdn2NyYTW/B6Sx72o2w/v3YfkY+1ZXnnYkWaW17AnLZk9YNvVyJQ8MteJBb5t2tay2lcJKCcei8zgclUdkVjkjHIyZ427JtIHm7Tb/lyuUHRIJXi9XcDm1lLNxBZyOK6S0RsooRxMmuZoy0cX0rlcS3Utrg0460Rad4k0n/wnu9gBdJZFxIbGIUzEFnEsopJu+DpNdzZg60Bxf+z53xMi3JVxJLeGx34ORaVBvxCLo2UWPA6tH3RFTvTqpgsNRqiqbhPwq5nhY8IiPHR7WvbQ+wRMEgZD0Mjb5p3IhoYiZg81ZNsa+1alFTVFeqypB//NSOoOsVL4Xvm2M/A7LKOXTo3FkltbxytQBPOhl3SETr5YiUyjZeCGFdeeSeXxkP16a3P6WgaYQBIHf/FWLovdmu/HwcBu158Db+6LYHZqNWATO5j35Z+VIuujpIFcoef9QDGfiCtj85PAWxVLLFUpe+SeS2NxKti/3bbZVLjq7goc3XeaTeYNaVNHTHClF1cxZG8Cvi70Z7aReaFIqBRZsCGR4f2PenNG0b8zSzSHYGXfTWEFxI8mF1cz8yZ/AN29u3xEEAed3TzQpkogAN0tDHhhqxfRBFi2qINwbls2O4Ez2aPDUeWtfNL276fH69KbfW4MQ42Tag6TC6ttu76Ir5t3Zrjzm2+/m9/HeCU6+qN5IeEdwJkei1Ff8NHA0Ko+1Z5M48eJYtffxi83n5d2RDLQ0JDitFH1dMRKZqjV15wpfvOz+FTwFQWDuz5e4f4hVkxHja88kcTahkH3PjGzyd/DBwWukFtewZelwtb+T1/dEklsuYcvS4c0K0+cSClm97Sr/rByh0aepuLqe+b8EMmOQOW81k4ZWJ1WwbEsIMoXA5ieHtUjkOBdfyLItoSiaiIDXEYs49OwotccXm1vJiq2hDLbqxTcPenSo70pacQ1v7Ikir7KOL+e7M1ILraNVEhk/nk5i6+UMFvva8cJkpxaJMBsupPDF8Xh+WOTJ35czSCmq5pnxDiwZ0a/VY3WtVM62y5lsvJiKmaEBz010YqqbWbs2Noqr69kalMHWyxmY9jRg2Rh77mtnYqM2USgFAlOK2RWSxanYAgZb9WKRtw2z3C3uindPTnkdR6NyORKVR1xeJWOd+jLbw4IpbuZNbmYplQL5lRIyS2vJLKklo7SGpIJqUourySuXIFUoifloeod+3oIgkFhQzZn4As7GFRKeVY6bhSETr6dXDbLsdUdSSG/kbq8NOumkI+gUbzr5T3A3BuiCSgl+sQX4xRYQlFJCP5Nu1w2HzXG3uvMXqZZQUl3PmK/OUaumdUoEdDfQZf+qkTeZRnYEiQVVbL+Syd6r2VgZdeURH1vmDbHqEANkuULJsWv5/OafSlpxDY9c78XXZLzZUkprpPwekMpfgRl42hjx/CSnNps/phXX8NWJeC4kFrF8jD0rxtrfddPHmFyVWadMoR2zTnVU18t5fU8kEZnl/PKYl8bXqZXKGfqxHxK5Slgw0BUzxsmEHxZ58uKuCDJKatm8dDhWLRAV5AolL+2OJCG/km3Lmhdu0otreGB9ICvHObB8rH2r3mNTNMSCj7A31ljRASqRYd3ZZPxeHtvkIjgopYQVW0K58PoEjdU7N/L+wWtU18ubrHYZ//U50ktq1T62i54YqVyJo2kP1j48tMlKoAbWHIlFplDy8dzbDXobWLo5hPHOfVkyol+TtxdWShj+2Rn+eMKbp7eGIVPcPH3p1VWPK29Pum2xOuqLs3y30AMfNWLq1cwyVmwJJfTdKWqPDVTVMF6f+HH57Uk3VWbJFUr8k4v5JySL03GFaquCLr816Tbz66NReXx2LI7zr42/rWWjpl7OuK/P8fl89yaToyrqZEz69jxr5g5ihhofoSqJjOk/+PP0OHu1n+uNrD2TxO6wLA4/O1pj+2Xa9d/B8xMdeaIJ4elG6qQKlm4OQUDgzyeGazSGjsgqZ+GGILWfoa5YxIPe1nw+313tc5TVSHl2x1WKq6T8usRL64leN3Kjafu8IVa8NdNVK5WiiQVVfHAwhqTCat6e6cL9Q6zUCnSCIPDQr5eZ7GrG8rH2CILAhcQivjmVQGFlPc9NcmKRt02rF+4SmYLtVzLZeDGF3t30eX6SE9MHmrdrbiORKdh7NZvf/dOorpfzxKh+PDrcrt2VJdqkvFbKwYhcdoVkkV5Sw+zrJsdDbe+syXEDGSU1HInK43BkLmnFNYy0N0amFLDs1YWM0loyS2spqqpHoRQw0BMjFomolytvEj8dTXtwWk3FWkdRWiPlfEIhZ+IKuZhYRFd9HSa6qCpyRjvdmRTVTvGmk/8ineJNJ/8J7sQALQgCyYXVnIot4FRsAddyKhhqa8RUN3OmuJlpLS1C29RJFZyOK+BgRA4XEovo3U2fkhppk7ua3fR1mt11bQ8SmYLj1/LYdjmT6JwKZrurEqOG2hp1yKSoIQVjc2A6YjEsHdWfhVpKwSiprmeTfxpbg9Lx6teHFyY53rSr3hpKa6T8dCaJHcGZzB9qxUuTB9x1k8d6uYKfzybzq7/2YnLVkVxYzdNbQzHv1YWfHhrSbK//rpBMPjgUg0T27wJPX0eMYVddHPr24NfF3i1aDMgVSl7YFUFyQTXblvs0m6BRVFXPgg2BTHE1493ZmoWWlvL58Tj8E4vZv1pzLHhxdT2Tvr3A94s8mvT0EASBeT9fYupAc1ZPaFlLU6VExojPzrBjRdPGxiu2hHIqtkDjczQIvkeeG61xDHz418vM9bS8za/kRmb+6M8Lk52YNtC8yduzSmsZ+/U5Uj6dwbxfAonOrmiMaO+iK+aVqc5NCmrzfr7EU6P732TGfCPV9XIGfXCSkHcmNyvezV0XwBOj+nH/EGskMgWfHo1jf3gOMoUSmUJ5W5tPAzoiEUmfzrht4atQCkz89jwvTR7QZBXX5ktpbA/O5PgLY5tMSdsbls03pxI4/fI4teNaUEoJT/0VwtHnxzRbTalUCjz9dxj1ciV/PjFMYzJbeGYZj/12hW8XejB9UNPiUQO1UjlP/hmCjljE748Pa1LASSuuYc7aAKrr5Rqfq4uumPD31RtHg+q3/dmxePZezebnR4ZqrGjTBpkltbyxN4rM0lq+fMBdK68nCAJHo/P45EgctsbdWDN30G0CaaVExos7I4jKLufIc2NuEgcFQeDEtXy+9UtEIlPw4uQB3D/EqtVR3hKZgt2hWaw/n0IPA12em+TErMEW7YoEVyoFzsYXssk/leicChZ62/DU6P5q/cvuFtdyKtgdmsWB8Bz69jRgobcN84datzvIoK0kF1bxy7kU9oXntPgxXXTFvDx1ACvGOnTgkWlGKlcSml7KmfhCzsQVkFshYaSDMZNcTJngYtphiVud4k0n/0U6xZtO/hN01ACtUApczSzDL7aAUzH55FVIGONkwlQ3cya6mt6zcYlyhZLAlBIORORw8lo+Zr26MM/TirmeltTJFMz6KeA28cZAV8yup0d0SGVFSlE1O65ksudqNiY9DHhkuC0PDLXusN227LJa/ryUzq6QLAaY9WDZGHumDTRv12SzgaKqejb5p/L35Qx8+qt8Qobats2Lpk6q4I9LaWw4n8Kw/n14c4ZLuyPJtUF4Zhmv74lCX1fMVwvcO0zMAzgencfre6J4bIQdr0wZ0KL2sMnfXSC5ibYZkQjemObCyvHNT1JlCiUv7owgpaiabct8mhWMquvlPPRrEA59e/D9Qs1eHy0lMLmYZVtCOfTsKBxNNX/vL++OoLZewYbFXk3efiQqlzVHYjn/6gSNi9ob+SMgjcNRuexf1XQC4HenEvjlfApyNYqECOiqr8OelSNxs1TfniYIAp4f+7H1Kc2JTl5r/PjjiWF4qBmDUouqmf6jP4mfzCAkvZSHf73ceGzdDXQIeWdyk7u5K7aE4mNvzFOj1VeIjP3qHJ/dP7jZRffXJ+PJK5fw3SJPKiUyJn5zntIaqVrRpoG+PQ0IeWdyk7f9fTmDvy9ncPyFMbeJ2PVyBZO+vcBLkwc0mjDfiCAILNwYhJddH7WtdKAyOA7PKuOfp0c0+xurlMiYt+4SMwdbqDVEbsAvtoAXdoazZenwZs17a+pVAo6+rpjfHve+qUKqSiJj8ncXKKyqp7lZaRc9MWvmDuLBFkTVN5iWvzJ1AE+N7t+hlRNKpcD24Ey+OB7PHA9L3p7popX48up6OT+dSeKvwHSeGNWPN6e7NL6PVdvCKKuRsWGxl1o/PYVS4EB4Dj+cSURfRyVyzhhk3urPol6uYE9YNr+cS8FAT8xzEx2Z427Z7pbeqOxyNvmncfJaPpPdTFk+xp4hbbymdhQSmYKTMfnsDs0iOK2U8c6mLPK2Ybxz37vS0nwxsZAnNzfdWngrYhEEvDHxjgZkNEdKUTVn4wo5E19AaHoZjqY9rvvkmOFpY6SVuRp0ijed/De5u/X4nXRyDyKRKfBPKsYvNp8zcYUoBYGJLma8NdOVMXeo1LMtCIJAVHYFByJyOByZh1gEczws2bliBIOsDG+aqFkZdSWz9N92CH0dMVuf8tGqcCOVKzkZk8/2K5mEZZYxY5A5Gx/zYnj/Ph02gY7IKuc3/1ROxRQw2c2Uv5YO15rJb2GlhA0XUtkenMEoBxN2LPdVu8hsDrlCyZ6wbL4/nYiZYRc2LvFipEPH7gy3BIlMwXd+ifwVmMZzE514epxDh6VvyBVKvj6ZwPYrmXz9oAfTBzVdbXErUdnlpBfXNHmbIMA3pxKwNe7KzMFNV1mASrh5fkc4acU1bF/u22yLkVSuZOXWMHp30+frBR5aEW7KaqS8tDuCt2e6NivcBKYUcyqmAL+Xm/ZakcpVn+XLUwa0WLhRKgW2BKXz0pQBau/jYNoDfV0x8ibaLBuEm91Pj9Ao3ADkVkiorpdrFCbr5QpKaqS3tRXdiFShxOD6+TisXx+8+/XmcmopYhE8PdZB7dhsamhAUVW9xmN0Nu9JfH5ls+LNaMe+vLAzHEEQMLzuDfbA+kBKqqVqRS4ASw3va4GXNd/7JXIxqfi2JCsDXR1emjyA7/wSme1hcVt1lkgk4uO5g7j/l0ss8LJSey69Pt2ZWT/5s/FiarOVWYZd9Ni42Iv7fwlksHUvtZVQAFPczHh7pivLtoSy95mRGtPWuhvo8seTw3jij2CWbwll05J/BRyFUsDNwpCKuhKU1wvq1LVOSWRK/ryU3iLxZoGXNY6mPXh6aygxuZV8Pn9wh6XhiMUiHvO1Y9yAvry5L4pp31/kiwfcGasmnayl9DDQ5e2ZrswfakVQSknj9bO8VopfbAF7nxmpMQhBRyziAS9r5nhYsjs0iw8PxbDhQgpvTHdpkZl7Awa6OjzqY8eDXjbsu5rNd36J/Hg6idUTHLl/iFWbRQx3ayPWPjykcdNl8e/BuJj3ZNkYe6a4mWltId8euujpMNfTirmeVmSV1vJPWDbvH7yGTCnwwFBrFnpbd1hMfVOMHWDKH08MY9lfIbe1j96Ki7nhPSXcADj07YFD3x4sH2tPRa2MC0lFnI0rYOnmEHTFIsY7q3xyxjiZaEUA7aST/xKdlTed/Cdor7peViPlTHwhp2Ly8U8qpm9PA6a4mTHVzQwvu9531Sy2OdKLazgYkcvBiBwKq+qZPsiceZ5WjHAwVjvpWX8+mR9OJ1EvVxlp/vnEcK2VlWeW1LI9OJM9YVn0MNDlER9bFnjZtNiDo7UolAKn4wr4zT+V2NxKFg6z4cmR/VuctNMceRV1bLyQys6QTMY69eX5SU5tNjgWBAG/2AK+OpmATKHktWnObY6FjcurpJu+jtb8HILTSnljbxS9uuph0kMVafzLo0M7RGgrrq7n+R3hFFXVs2GxV6vitV/eHcGhiFyNC+WmzGEbkMqVPLfjKlmldfy9zKfZ81KpFHhpt6pCZ+eKEVrxs2hNLHi9XMGMH/15ZLgty8Y07bHzV2B6Y+VGS8eqc/GFvL43iktvTFTrhRGVXc4D6wObXBx01dNh19NNt1vdyunYAr48Ea82JQhULVHjvzlP4icz1I5b0dkVPPFnMGHvTWn895x1AYhFEP7+VLUL2J/OJJFeoj7FCuDbUwnkVUj45kEPje+lXq5gyMd+7F81qrGFJb9CwoINgeRXSNSel/cPseL7Repff+2ZJAJTStix4nbTZIVSYMaPF3lkuK1af5mPD8cSn1/JtmU+as+nqOxyFm28zJ5nWtYaeyw6jzf2RHHg2VG3/UYTC6p4/2AM3y/ywKJXV746Ec+hyFz2rRrZbFJblUTG438EY9hVJRLdKEjJFUoisyu4mFiEX2wBcfmVdNFVpZ3d+NGKRXDixbEtrlQsrJSw8u8w5EqBDY95dfhiVhAEdgRn8dmxOGYNtuCd2a5a93NbeyaJC4lF/LNyRKvG6Tqpgj8D01h/PgVPGyNen+bCYOvWX9NkCiX7w3P4+VwyggCrJzgwf6h1uwX/SomMncGZ/HkpHQNdMUtH92eBl/U9t3GmUAoEJBezOyQLv9gCPGx68aC3DbMG3zmT43PxhazYGqpRwBnWrzevT3fBy7b3PenFeCNyhZKrmeWNpsfpJTX49Ddmoospk13NWj2v66y86eS/SKd408l/grYM0JkltZyKzccvtoDQjDLcLAyZ6mbGlIFmOJv1vGeiLJuiuLqeI5G5HIjIJSa3gvHOpszztGKSq2mLdhVzyusY8+VZxCIRvy7xatJDozXIFErOxBWyPTiTyyklTHYz5ZHhdox0MO6wyUKtVM6esGz+CEhDIlPy5Kh+PDTcVmtR7Dnldaw/n8w/odlMcjXl2QlOzVYYaCI0vZTPj8eTUVLDC5OceGi4bbsmue/sj6ZSImftw0Pa/BygamX46kQ8/4Rl8/KUAfjaGzP350uIRfD5/MEs8Gp+d7s1hGeWsWrbVYba9earB9xbNcmtlMjwWuPX7E4jqPybjjw3+qbdUKlcybPbr5JTXsffT/ncFC+ujk+PxnIyRrW7rS2fg53BmXzrl8jJZmLBQbVAO34tn0PPjmpSmKmSyBj/9Xm+fMCdyU2Y2qrj8T+CGWJrxIuT1VfeVElkDP7w1G1/76InZueKlrdY/nQmidSian54SP25GppeyrPbw7n89iS19wnLKGX1tpvvM+iDk1gYdsHvFfXC0M7gTI5G57H1KR+19zkalceGCykcfm50M+8GnvwzmFGOJjeJacXV9Ty4IYjsstrbzk89sYhnJzrxwmSnW5+qkfJaKSO/OKu2os8vtoA390Zx8fUJTf5mKiUyJn17gfdnu6n19gH43i+RkzH5HHx2VIs8rD4/HseZuEIOrB7VKFwejszlld2RKJRKvn7Qg/lDrREEgVd2R5JYWNUikbNSImPx78EYd9dn/WND1R5LpURGUEoJ5+ILORtfSHG1qoJKKcBQWyP2qWn5a4p6uYIPDsZwOq6ADY95NdvmpQ1yyut4c28UyYXVfKmFKpwGJDIFo744y7cLPRjvbNqm5yivlbL+Qgp/BaYzydWMV6YMaFP1iFyh5FBkLuvOJlMvV7J6giMLvKzbnWwkUyg5GpXHJv9UcsrreMzHjiUj7ZoVB+8GpTVSDoTnsDs0i6zSWma7W7JwmE2H+fndyOnYgkZh8lZEwFxPS84nFtFVT4dZgy2Y7WHZIWmeHUFmSa1KyIkv5HJqCXbG3ZnkYsokVzOG2ho1u1nRKd508l+kU7zp5D9BSwZoQRC4llOJX2w+p2ILSCmqxtfemCluZkx2NbvnykpvpaZezqnYfA6E53IpuZihtr2ZO8SSWYMtNKaCqOPtfdGMHWDC9EEWnI4tIL9SQp/u+jf9n1FXPY0Xx5zyOnYFZ7IzJAs9HTEPDbNh0TCbDjXbLaiU8FdgOtuuZGLduyvLx9gzy91Ca+09WaW1/HI+hb1Xs5nqZsZzE500pug0R1JBFV+dTFD5m4yxZ/lYe61Ub2SV1jLl+wvsfWZkmz1p/JOKeHNvNNa9u/LlA+70M+nOQ79eJjitBKWg8kE6/fI4rZhICoLKD+KTI3Ft9p/4KzCNz4/H32RUfCt6OiJEqJ7324XuzPFQmcDWyxWs3hZOfqVKuGnJb2bTxVQ2Xkxhz8qRWjMkTymq5r61AWxY7MUYJ80LufTiGmb86M/25T5qPSC+O5XA5dRSdj3t2+LPM6Womhk/+hPwxoRmF0LuH52ksu5fA1kDXTE7Vvi2yudp5dYwhtoZaTTMPBKVyyb/NA6uVr8YD0wp5s290Vx8fULj317dHYFNn+4ahZEzcQV8dSKBky+pj/hOLqxm1k/+xH48vdk2jT8C0riQWMRfS4ff9PfyWimLNl4mrbga6Q0CTjd9HT6eO4gFTXjW3MjHh2MpqJTw86NDb7tNEAQeWB/IBGdTnpvU9Hs9EJ6jElteGa92jJEplMz/JZBRjiYaPXIakCuUPP5nMIZd9PjpIU8+Ox7P35czkCkExCJ41MeWNfMGAypxdOnmEMRiEb8/7t3smFxRJ2Px71cw7WnAL496tWixn1lSi39yEevOJpNXIeGHRZ5NGj2rQxBU6VCfH4vn/TluPKzBQFtb3FiFM8fDgrdnura7FeT3gDT2hGVz7PnR7V6E51dI+PFMEvuuZvOAlzUvTHLCrA3XcIVS4EhULj+dSaJOquCZCY4s9LZut9G9IAgEpZbwm38aAcnFzPWwZPlY+3vCH+5WBEEg+rrJ8cGIXMwMu7DQ25r5Q6071CPxZEw+q7ddvU3A8bQx4sDqUcgUSi4lF3M4Mo9TMfkYdddjtrsls90tcLMw/J8Qcqrr5fgnFnEmvpBz8YXIlQLjnfsy0cWU8QNMm/RQ7BRvOvkv0inedPKfQN0ALZUruZJW0hjpXSWRM965L1PczBjvbKq1Ko2OQqZQEpBUzIGIHE7FFGDTp+v1vmtLrbrzP7ghkKuZ5RjoilEKAnKF0DgJ6Kavg2EXPYy66WHSwwCTHvpkldUikSpILKxm3ABTHvWxZeyAvh3amx6XV8lv/iqD1THXd7197bXnn5NRUsMv51LYH5HDjEHmPDvBsV1x6fkVEr73S2R/RA4PDbPhuYlOWk+o+OpEPMei89i23LdFsdgNVNTJ+OxoHEej83hjhguPDrdFLBYRmFLMkt+DG797HbEIV4ueHFw9ul3frUSm4L0D1ziXUMi6R4biqyayWROCIDDmq3Nkl9Xd9HcdsQg9HRFSuRJXC0Mmu5ox2skED2ujxsVgvVzBqr+vUlRdz9alPi0yyj4QnsO7B66xY7lvm1oKmkIqV/LA+kB8+vdpNq1KEASW/BGMnXE3Prm+OL6VwkoJ4785z9/LfFolpnx4KIbyWqnGSpgG5qz1JzqnElAJN9uW+bS6YqElZsC/+acSkl7KxsXeau9zIbGIjw/HcOaV8Y1/e2tfFH17GPDyVPXGutHZFSz54wrh709Vex+5QonbByc5/sKYZtv4kgqqmLMugIj3p95W6VglkfHIpiskFFQhvR5l30VPzJ9PDGeEg+bzPqe8jglfn+fUS2ObFAsvp5aw/K9QLr4+ocmqsYbIaHfrXhpj55MKqrhv3SW2PtW8yTCoqgpm/uiPWAQlNVLq5f+Kp85mPW8SxaokMh7cEMRgq158tcC92fG5olbGo79fxrJXV35+dGirRPiLiUWs2naV5yc5snyMfauuBUEpJazefpVZgy14f45bh3l73Uh2mSqRKr24fYlUkVnlPPbbFX54yJNJru2rmr2RlKJqvj2VwLn4Ip4c1Y+nxzm0aY6kUAocv5bHT2eSqKyT88x4BxYNs9GK11ByYRW/+aexPzwHX3tjlo+xZ5Sj8T0pPtRJVSbHu0KyCM0oZaKLKQu9bRg3oGUmx0qlQGmtlMLKegqrJNRJFUxxM1P72GPRuTy/I6Lx+t1VT4f3ZrvxiM/NAmW9XMHFxGIOR+ZyOq4A815dmO1uyRx3i3bNee4kSqVARHY5Z+MKOR1XQHJhNV52vRtNjx36dkckEnWKN538J+kUbzr5T3DjAB2XlEpyrQGnYgo4l1BIN30dJruaMXWgOb72fTos7lhbCIJAeFY5B8JzOBKVh4GumPs8LJnraYWrRce0cx2MyOGNvVEaKxpuxcO6F+s72DtAEAQuJBbxm38aoRmlzB9qzdJR/XE01Z4xYFpxDevOJnM4KpfZ7hasnuDYKg+WW6mok7HhQgqbL6UzydWUV6c6d1iMvFIp8P6ha5yJK+Tcq+NbNDk+HVvAOweicTY35LP7BzWKgIIgMO0Hf5IKqrjxoqCvI2beEEu+WqDZC0QdWaW1rPw7DANdMb886qXRkFYTx6/l8szf4YBKRJDKldj06cYkV1PGOvVleP8+TbaTSGQKnvk7jNIaKVue8mnRYuRiYhFPbw1j42IvrbU5AHxxPJ4LiUUcaCYWHFStKR8djuXMK+PUHvNb+6JVrQ+PNZ1A1RRVEhm+n53h72Xqq3lu5LntVzkclYeuWMS2ZT74tFJ4q5TIcP/wFGHvTtaY6PXp0VikciUfzR2k9j5+sQV855fI8RfGNP7t3QPRGHbR4/Xp6qtICiol+Hx2hsRPZmis7pi91p9V4x2ZOVhz7LUgCPh+fobvF3oysgnD11qpnCW/BxOZXY5MISACLr4+oUUVbC/tiqCbvg6f3t+0YPf4H8E4m/fk7ZmuTd6eWFDFnLUBHHp2tMaKwd/8U9l6OYNjz49ptnUxPLOMx/8IplJye4S3rlhE3JrpN4kf+RUS5v9yiQe9bTQaYjdQXivlkU1XsO3TjbWPDGmVkBKdXcGTm4O5z8OKd2e5tqpNN6u0lhVbw+jZRZdfHh16R9IjBUFg2xVVItV9npa8PdO1VZWYQSklrNgSystTB/CkGv+j9hKZVc4Xx+OJzatk9QQHlozo1ybhRakUOBGTz09nkiitkbJynAOP+NhqRcQpqqpn6+UMtgalY2bYheVj7JnjYdnuVq2OIqOkhj1h2fwTmo2AwDxPS/qb9MComx5FVfUUVtWTU15HbnkdBZX1lNZIqZTIEITr1aQiETK5koj3p2rcfDgcmctLu1QCjlgEoe9O0diaWydVcDa+kCNRuZyNL6S/SXfmeKgqcrTlp3cnyCmv42x8IWfjCriUUoJlry5MdDFjsJGc+WNVc5dO8aaT/wqd4k0n/wluFG/6PbsFJ3vb64bD5gy26nXPm7SBatfrYHgOByNzKa2RMmuwBXM9rfDp36fDj79ersBrzWmq62+fnN+KjkjEQ8Nt1C4utHU8B8Nz+S0gldIaKYt9+/GYr22zcc6tIbmwmp/PJXM0Oo+5HpasnuDYLpFFIlOwNSiDdeeSGWhpyJszXFpk5tpeBEFgwjfnWT3BUWP6SmmNlI8Ox3AuvpD3ZruxwMv6JiHwWHQeL+6KaKwWuBGxCA6sHtXq93MuoZAXd0Ywz9OSd2a5tXlinVdRx5TvLlAjVTBzkDnTBlkw0sG4RYutn84kcTa+kC1PDW+RYWhUdjmPbLrCJ/MGtaodozkCU4pZ9lcoB1ePanZ3s8G/5N1Zrsz1bPoYGtp8jr8wplU+FZsvqXatDz7bvLcLwMO/BhGUWsqO5b7NVo40RXBaKc/v0OxlA/DcjnBcLXqyarz6JKRj0XlsvJBy07F/eCgGA10xb6kRM0BVVeP07nEC3piosULtld2RWPXuysstEBxe/ScSkx4GaluPJDIFT/0VwqXkEgCSPp3RIlEiPr+SuesuEfDGxCYr9a7lVLBgQyDnXh2PRa+m38unR2OJzK5g1wr1rXRKpcBDmy4zwKyH2souQRDYfiWTDw7FqDVi1hWLOPjsqNtaNxMLqliwPpB3ZrmyaFjzrUllNVIe+e0K/U268eNDrRNwMktqWfLHFQZZ9eLbhR6t2qCplcp5bU8UEZnlbFzs1WYz+taSVaqqwqmRKjiwamSLN2Ue/yOYgZaGGsVKbSAIAheTivnyeDxltVJemjyA+UPbliilVAr4/R97bx0WZd6+/79mSFHsAkQBUVERRAEFQexuXXXtbt1dXV3dbmvVtbtdXbs7kVJBERQEaemUzpm5f3+M+DWACVCfz/54Hcdz7CNz18yd7/O+rvN8lsiGmyEkZhYwy8WMMR0aV4gBcV6hlJOPYtjtHkFuoYSJjiaMtW+iVHXlp0AqE7gbksymWyE8jEoH5NWjCCBVMBxzbFqHw9PfNzR/l7O+sXx59DH2prU5OtNB6W3LLpBwIzCR835xuIWk0KKhPgOtDehvZahSZe+nJrdQgkdoKreCErl8LwC/1WOASvGmkv8OleJNJf8J3hRvPP2CcbBS/PD9v0BSZj7n/OI4+ziO4MQsurWozxAbQ7q0UM54uCL5/UIgB7yiSo1nBXnFQ+dm9dg+vv0HEZRe5hRy6F4U+72iqKmnxTQnU4bYGFXobxGSmMXGW6FcCUhgmI0Rc7qYlyuZSioTOOMby9rrz6leRYulfS3o3KzuRy3jNll6EYDIFf3f+0wQBC74x/PzuQDaNanF70Ms3/MzKJLK6LzqNvEZ+SUuXyQCg+q63FjkotQDt0wmsPFWKNvvhvHHUEuG2qj/wPQsPpPJe73palGP3wZbqjx4yC+SUiSVKeUxEZmSw/Ctnsxyacr0ziUnO6nDy5xC+q53Y243c8Z3bKJw+p/OPiUsOYeDU+1LPY5mHPChfnWdUgfeJSGTCXRf68qC7uZK75Op++R+J+uUaLEqiX0eEdwNSWHPJLsypxu5zYvR9sYMa1f6dp3xjeWf+1Ecn+X4+m+/XQhEEODHgWW3odn+fp2dE2zLrDbaeVfeurVjQumtW8WcfRzLTrdwLsx3LnWaQomMrn/dITY9r8RzszQm7X2ApWENvu5dcivYvMOPqKajyYrhViV+nl0gofuaOyzta1Hmfo5Oy6Xvejc2j233XkR5fpGUZaeecNE/vsx7gp6WBj+U4h1zLzyVyXu92TK2HV0t3jfVlUhluD5PpptFfUQiEWk5hYzZeY+m9auxflRblc711OwCpuzzpoq2Bjsm2KqU7CQIAlvuhLH5digrhlsxqAzD54pEJhOIeZmn9P0nIC6DYVs8cVPCq6qikMkEzvvHsebac7Q1xSzp3YKerRqodX8TBIGbz5LYcCuE2Jd5zOhsxriOTSokmUkmE7gZlMTOu+E8jctgpK0xUzpVXOrkh+DX8wHs9YxEmVGYjqaY9aNt6GPZUKll33qWSD19XbVbfjNyi7gamMB5vzi8wlKxNq7JACsD+rcx+KCehhXNixfRNGkivzZVijeV/Ff436wvrKSSclAR5qofkqz8Io77RDNu130cV9zi5rMkxnVsjPd3Pdg2vj19LA0+unADMKZDYySyso1gmzfQZ+MYmwoXbiJScvj+zBMcVtzEKzyV1SOsuPZlZ0bbV0yJNcjfaM/95xH9N7pTTVeTmwtdWDHcSu2HO0EQuB2URP8Nbqy78Zyvezfn4nwnXJrX+2jCTWp2AV/864u2hpgvSjAxFQSBL/59zM/nAvh5UGt2jG9fohHlMe9o0nIKS12PIMi9Ln45H6hwmzJyi5i635tTvjGcnO1YLuHGIzSFkdu8GNexMX8ObaPWW19dLQ2lhJvkrAIm7n3AsHZGFSrcCILAt6efYGlUnXEdFFcg+Mekc8wnht+GWJZ6HPlEpuEemsKCUoxrS+NuSDJZ+RKFbUHF5BdJ8QpPY3oZRsOKCIzPpJWB4pS2hMx8GioYFBRKZe9Vb2mIRciUGP3U09clKaugzGksDPQJTsxSuCyATuZ1CYzLJDW79GVqa4q5tMAJHQ0Rz+IzlVouwMzOTTngFUlOKZWQi3q14LRvLGHJ2SV+Xk1Hk+/7t+KPi0Fk5heVuh7j2np8378lS074kZ779vm/8WYIp31jyxRuAHKLpDyKelniZx3N6rBqhBXzDj/CPyb97fkKJUza683U/T48ic0AoHZVbf6Z1oHQxGy+OuaHRMG636RONR2OzOhIFS0NRm7zIqEUIbokRCIRc7uas2mMDd+dfsKKy0FIS6k0qkjEYpFK959110MY2+Hjpi2JxSIGtzXixkIXJjg04dvTTxixzYsHEWkqL0skEtGjVQPOzu3EX59Zc+lpAk4rb7H5dqhSVb+KtrNnqwYcm+XAkekdSckuoMdaV2YfesjDUo7PT80PA1ox0cEEHSUqUrU1xHRvqXyqWLeWDcrl1VZDT4uRtsYcnNqB+992Z6iNEVcDEnBccYvRO7w4dC+qzGvf/wr/F6ruK6lEVSrFm0oq+QgUSmRce5UGYPv7DfZ6RNK5eV3cvunKkRkdGWVXcRHXqpKSXcA21zB5Skgpg0UNsYgG1XU5ONW+wsQUQRDwiUxjxgEfeq+7S3a+hBOzHDk8vSNdLepX2E03IC6DWQcfMniTB7WranPn6y78ObRNuUQ+3xcvGb3jHguPPWakrTE3F7kw1KbRR3tQEASBEw9j6L7WlfwiKW7fdC3RW0IkEjHExpDrC10YaG1YohiQWyhh5dWgt0xIS6JAIuPUoxhuBSWWOk1AXAYDNrmhIRZxbp4TLZUYtJfGqUcxTNvvwy+DWzOvW7MPKohlF0iYvO8BNsY1Wda39PYbdTjmE41P1EtWDlds3iqVyYWemS5mmJbSwicIAssvBzHd2UzlQdx+z0jGdGisdFuJ6/Nk6unr0NKg9DavIgUD7MD4TIXHgSAIJGTm00CBH1KhRPZeO42GWFSm6FxMfX0dheJNi4b6vEjLLVU0eZO61XSwaFgdj7DUMqeroadNnzYGnHkcq3CZxXQ0q41pvWocefCixM9N61ZlePtGrL32vNRlDLAyoEXDaqy7Xvo0AKPsjGltWIOfzgW89fdZXZqyuHcL9HU10VUwuPQpY3A80NqQL3s0Z8o+b16k5gKQlJXPkM0ePIhMQ1tDjEdoyuvp61TT4Z/pHQhOyGTRcT+VRBQ9bU12TrDFqlENhm3xIDRJOSGumG4WDTgztxPXAhOYut+bjLzSha+PzfPELO6GJDPLpeKEZVXQ1hQzwcEE18Vd6dysHlP2eTN1nzfBCar9xiC/L3W1qM+ZOY78PdqGm88ScVp5i023QsoUG5XF2rgmm8a049bXLhjVrMLEPQ8YtsWDy0/iP4oopywikYgfB7SiR8sGZQo4GmIRw9sbfRRT7ZKoU02HcR2b8O8MBzyWdqN364acehRDhz9vMn73fY55R5OR+79zrlRSyX+dSvGmkko+EDKZwIOINL49/QT7P2/w64VATOrqcWG+E5e+cGZG56alehZ8aARBwDM0hbmHH+G4/BZ3nyezqFcL1o6yfu9BXYT8Te6R6R3ViiR/F6lM4PKTeIZt9WTyXm9M61blzuIu/D3apkL9Bp7GZjD9gA/Dt3rSsIYurou78tsQy3IZLIcnZzPnn4eM3XUfe9PauC7pyhQn049qgh2ZksPYXfdZfTWIlcOt2D7e9q1qmpwCCbI3HlC7WTQo07Bw191wcgukCterqylGEOCPi89K/Pzkwxg+2+bFyPbG7Bhvq7YYKQgCm26F8NPZAHZOsC2zjaYiKJTImH3oIbX0tFk1wrpCBbjw5Gx+PR/Ims+slfJrOugVSW6BlNldSq90uRaYSFRqjsrVQREpOXiEpipV/VPMlacJ9LFsWKbotOzUE7a7hpX4WZFUxvOEbFobli3epOcWUSiRKay8KZLK0H5nAKMpFqFMgUZ9fR2SFYg39arpUFtPm+dKVt84N6+L2/NkhdMNaWvEucdxb52XZSESiZjV2Yzd7hGlimMLujXjZlAiT2IySl3GL4MsOfLgBYFxpVf9iEQiVgxrg+vzZC49iX/9d31dLeZ2Ncf7ux58178l9fR1Sh1gRqXmkF9U+jVkmrMpA6wMmbT3AY+iXtJ/vTvhyTkUSmQUSmXcfJb01vR1q+nwz7SOBMRlslhFAUdTQ8zK4VaMaN+I4Vu98I5UrUKkab1qnJnbCQ2RiCGbPQhR8lj4kOQVSvn+9FM6Na3zyVtWqupo8kWPZtxZ3AXj2noM2uTOomN+xLzMVXlZIpEIl+b1ODnbkU2ft8P1eTJOK26x/kZIhQhnjWrp8f2AVngt60a/Ngb8fvEZXf+6wz6PCKUE2o+BWCzi79Ftade41nvXtmKkMoHzfnGsvhpEVGrOR97Ct2lQXZfJnUw5NacTdxZ3wcm8LgfuRWL3xw2m7ffmjG9suauoKqmkkrKpFG8qqaSCCU7IYuWVIJxX3WbmQR/EItg1wRa3JV1Z3Nvik0YxpuUUsuNuGN3WuDLviC9GNatw5UtnDk/vyEBrQ/paGrzXlqD9Kh64vO1ouYUS9ntG0vWvO/x2IZD+bQzwXNaNZf1aVmhi1ePodKbu82bENk8a19bj7uKu/DyotdopRyD3Jvru9BP6rnejlp68emdRrxYq+SqUlyKpjC13Qum73o2m9apxfaELvVu/3//+y/kAfr2guL0JIPZlLutuhrw2I9UUi9DT1kBLQz5Yr1FFCyujGoy0bcTXvVuwY0L79wwTCyRSvj/zhN8uBrJ1XHvmd2+mtgAikcr49vQTDt17wbFZDmpH6SqLTCaw5IQfL18lNlVkUkmhRMaXRx8z2r6xUolVCRn5rLn2nN+GWJYqBkqkMlZdCeKL7s1KTagJScwqceBzwCuSPpYNlR78FUpk3HiWSF/Lslus7oWnllpZE5acjZaGiMYKrh0Jmfno62gq9L4olJTcNiVVpvKmug7JWWW30ohEIlo01CdIyWoCZ/N6uIemoMg60KlZXQokMu6r0GrSq3VDdLU0OPc4rsTPG9bQZaKjCauuBpW6DPP61ZjkaMqPZ5+WKRzVr67L70Ms+e70E5Le+Y10tTQY72CC19JurBphRZM6eiXug8Ay2sJEIhE/DGhF3Wo6jNjmSWpOwVsGyH4x6RRI3hZ/6unrcHh6B/xi0ll8QjUBRyQSsbBXC5b0acHEPQ+48jRB6XkBqutqsXOCLf3bGDBsiyfXAlSbvyLJyC3is+2ePE/Mwj0khW9O+JOUqXxL2IeibjUdfh7UmhsLXZAJAt3XuPLbhUBeltF+WxoikQinZnU5NtOBbePb4xmWgtPKW6y9/rxCKjr0dbWY5myG6+IufN27Bad8Y3FYfpPll58Rn5FX7uWXFy0NMbsn2WJev+rre++btGigz1+ftSUsKYcea10Ztd2LU49iyCtU/NLlQ9Kolh4zXZpyYb4zV7/qTFvjmmy9E0b7364z55+HXHoSX6aoW0kllahH+V3CKqmkEuIz8jj3OI4zj+OISMmmR8sG/DKoNZ2b1/vk0ZWCIHA/Io3D919wJSABG+OafNmjGX0sG743SNTSEDO2YxN2u0dQKJGhKRaxY4JtuSpikrLyOeAZxcF7URjXrsKiXs3p18agwkuAH0a9ZMPNELwj0xjfsQkrhluVmNaiCln5Rey4G85u9whcmtfj0hfO5YoRV5fH0eksPemPTBA4NM2e9k1qlzrtvK7N6PW3K0NsjKhTVRtBoERfhfDkbEbv8EIQ5FUJNo1rYtFQH7N61TCrWw3TelUVRtjGZ+Qx+9Aj+ZvBeU7lEvhyCiTMPfyI+PR8Ts91/ChVaSuuBOEbnc6JWY4qxfUqw7obzymUyFhciunsu/x2IZDuLevTqYTo6WKO+cQgE2B0CeawxUzZ501iZgHD2hkx1cmUZg30yS6QcMInhv1T7ZXefo/QFPR1NLEuwzchOi2XhIx82jcp2QQ4ME7eMqVIzFOmZQpKr7wpLQnpTerr6xIUr1iUsWhYXelWEFuTWqTlFBKWnI15/dJFeS0NMQOsDDj7OFbpxC4NsYjpzmZsvxvGsHZGb1U/+USmcT0wkemdTen6lyueYSk4Ni35uJnfzZwea1055RvLiPalV7ENsDLkakAiy04+YddE2/eqrTQ1xAxua8Qga0NuByex5tpznidmUSQVKJLKW2DblWEGfdE/jkcvXlLSrhKLRPi+SKfjOzH09fV1OTKjI5/vuMfiE36sHmEtT+ZRkrEdmlCvmg5fHn1McpYF4x1MlJ5XLBbxde8WtDKszldHHzOjc1PmdzP/6B4am++EoqOpwYPvehCfkcfKK0F0X+PKkj4tGNuhySf39DCurce6UW2Z7mzGyitBdF51m1ldmjK5k4nKaVIikQjHpnVxbFqXe+GpbLgZwh73CCY5mjDVyZRaZVSQKoOmhphB1oYMtDLAO/Ilu9zCcVl1h35tGjLN2eyjJY2VhJ62pvwl2iZ34tPzX1/TdLXETO5kQleL+nS1qE9KdgFnfGPZeieMn84GMLCtIaNsjbFqVOOjhiS8i2ndqszr1ox53ZrxPDGLC35x/HU1mMXH/ejRqgEDrQxxbl73o1YpV1LJf5VK8aaSStQkI6+Iy0/iOfM4Fp/Ilzg0rcM0J1N6tW6glEHqhyY9t5ATD2M48uAFqTmFjGjXiEsLnDGvX7b4MLZDY7a7hqGlIeKPIZbvpZAoy/PELHa5hXPmcRydmtZh67h2OJjVqfAHDO/INDbcDOFR1EsmOJqwdqRyLSplUSCR8s+9F2y6HYp5/WocmtahzIHJhyK7QMJfV4P51/sFc7uYM9OlqUIxsHEdPfKLZAzZ7MEkRxPCU3LYP9nu9e8uCAL/3H/Bn5eeMbZDYxb1aqGWj5FnaArzj/jSs1UDfh7UulxeSElZ+UzZ5011XS2Oz3b4KBVNu9zCOfVIbqpcXpHvXTzDUtjnEcnZeZ2U+l1uByfhFpLMzUVdiErNod8GNyY5mjDLpenra0luoYR1N57zy6DWZQqfWhpiCqUyTjyM4bhPDDaNa9K8QTVM6uphY1xT6e9w+Wk8vRW0TN0LT8WqUY1SK2YC4zJppaBlCiAxQ7FZMZRWeSNWqipDGc8bAIuG+px8FKNwOpBXpdib1ubu85QyxRuAwW2NmLz3Ab8Mbq30AGZYOyPWXg/mdnASXZrX52ZQEn/feE5QQhZSmcCcrubMcmnKqivBnJ5T8rW1qo4mPw5oxfdnntKzVYMy2xl/G9yaXuvuctwnhpF2xiVOIxKJ6GbRgG4WDfCOTGPl5SB8ol6y7U4YM0owtpYnOYWy7npIqSKbTBDwCEl5T7yB8gs4vVo35OBUe6bu9yEhM5+ve7VQ6R7Ur40BZvWqMv2AD8/iM/lrpHWFC72lEZmSw0GvKI7NdEBbU0yTOlXZMrY9biHJfHf6Kad9Y1k+zIoWDT9dNW8xrQyrs3+KPV5hqay4EsR+z0i+7NGckbaN1DKa72hWh45mdV7f351W3mKCownTnEzLfX8XiUTYm9bG3rQ2ESk57PWI4LNtXlgb12CakxndKtBzTxVq6mlzbKYDAza48zK3EJkgb5nqb/X/qh/rVtNhmrMZU51M8Y1O57hPNGN33adRrSp8ZmvMUBujMtukPwbNG+izsFcLvurZnIC4TM77x/HTuQAy84vo3bohA60NcWxa55N5+FRSyf91Ks+cSipRgfwiKVeexjPzoA92v9/g8IMX9GzVEM9l3Tg4tQPD2zf6pMKNIAh4R6bx1dHHdPjzJtcCEpnfrRn3lnXn+wGtFAo3IC+FHWBlyIJuzRhpp7w/RvH6PUNTmLT3AQM3uiNCxMX5TuydbI9j04qNz74XnsrnO+4xZa83bY1r4v5NN77pY1GuBzvZq9jv7mtcOeYTzZrPrDk6o+MnEW6uBybSc60rz+IzubjAmfndmykUbrLyi/jmhD8AxrWr8FWP5gTGZXLMJxqQJypN3e/Dpluh7Jxgy3f9W6ksugiCwDbXMKbu92Fx7xasGG5VLuEmNCmLoZs9aVZfn32T7T+KcHP2cSx/3whh7yR7mtQp2RhYXdJzC1l41I9l/SxorkSLZH6RlB/PPmVJHwvqvfJlKSiSscstAoflt9jrIa+C2+0WgVHNKvRVEBWrrysfWEpkAlJBwCfqJUceRBOZmstOt3Cl2hAkUhnXAxMVplLdC08rs5IkIE75pKmSUtDepaCEtCmlK2+q67zXElQSxYlTilqhiuncTN46pYh2jWtSU0+b20GKPXKK0dXSYIKDCb+df0bn1beZe/gRAXGZr8UqHU35W/mYl3lcCyzdSLyPZUNaGVZn7bXgMtdXU0+blSOs+O1CINFpij1M7Exqc2K2I2s+syKvUMrZd0yZJVIZ35x8wvoboWXuoyKpPOa5NIoFHL9o1VuoANo3qc2JWQ6c8Y1jyQl/hSbb72LRsDrn5jqRVVDEsC0eH8135K9rwfRrY/BeapBzs3pc/bIz9qZ1GLzZnb+uBv/PtKc4NK3DmTmO/DKoNbvcwum17i6Xn8QrfT69i51JbQ5O7cCBqR0IjMvEedVtll96RkoFJR2Z1q3Kr4Mt8VrWDedm9fj29BN6rHXl0L0olduS7oensvzyM7X8f4oxqFGFozMdqKKtgQjo28agxGdKkUhEu8a1WD7MigffdWeasxlXnybQ8c+bzP3nEXeCkz65ObNIJMLSqAbL+rbE/ZuuHJhiT40qWiw54Yf9Hzf49vQTPMNSPvl2VlLJ/zVEgrpX1Eoq+R8iJiYGY2P5m8Lo6GgaNao4k1OZTOBeRCpnfeO49DSe2lW1GdzWiMFtDT9JC01JZOQWccpXXmWTkJHP8PaNGGPf+KP56xRJZVz0j2fH3XDiMvIY37EJ4x0qPtJUEAS8wlL5+2YIz+IzmdzJlKmdTKmhV74BvyAI3A1JYcXlIDLziljYszlDbIxUesNbUSRk5PPzuQC8wlP5rl9LPrNtpJTo5RmawuIT/pjU1WPVCGuMXvkI3X2ezKxDD8ktlFK3mjYdzOrwxxBLtc2nswskzDjgw9K+Flg1qqnWMop5EJHG9AM+jOvYWOU34uriFpLMjAMP2T6+vVJeNKogCAJzDz8iv0jG7hJaT0rir6vBuIemcGq2I2KxCPeQFKYf8CHv1WBMR1NMdV0tMvOL2D/FvsTqhDeZsPs+d0NKFhN0NcVIBYGhNkZMczYrVVzyCE3hy6OPub+se5lvoDutuMWK4W1wbvb+7ygIAm1/vc7BqfYKj5Nlp/ypXVWbxb0typzu1/OBiETyiN1idrtH4B2Rxrbx7cucNzotly5/3eH5733LPK/zCqW0/ukKnku7K+WT9Sw+k+FbPXn8Yy+F4uraa8E8T8xWuK0gF2KP3H/B5jthpZq3hv/ZD7FYxEGvSPZ7RXH1y86lfreIlBz6rr/LiVmOCttDlp16QnhyNkemd1S6AuFWUCLzD/tyco4jFg3lgt398FRG7bj3ypeo7EdNsQie/Ny7TN+jpMx8Pt95D2vjmipX4AAkZuYzcc8DDGrosnlsO5XbeiRSGcsvB3HiYQybxtiUeNxXFG4hycw6+JBbX3cpU9gMiMtg6ckn5BRIWD6sDR0UXB8+JhKpjGM+Mfx94zkGNauwtI+F0m2DpfE4Op0NN0PwCktlbIfGzHBRPXWvLAolMs77xbHTLZzEzHzGqfAsExiXycZbIdx8lkRXi3pMcjSlo1ltte5rj6PTGbvrHgemdCi1LbUkwpOzOf4whpMPY9AQixjRvhGftTdWKZL+QyOTyV8qnPeL4/LTeEQiEf3bGDDQ2gAb41oVWvX0IccGlVTyqagUbyr5T1DRF2hBEAiMz+Ts4zjOPY6jSCpjgJUBg22MsDGu+Ul7i9/cxkcvXvLP/Rdc9I/H0qgGn9s3ZoCVQYXFeSsiM7+Ifx+8YK9HJNqaYqY5mTK8fSOVH4oVIQgC7qEpbLgZwvPEbKY6mTLR0aRC4tX9otNZeSWIwPhM5nYxZ7xDk4/2+72JTCbwz/0oVl0JpnvL+nz/yuBTEbmFEla8GlAs7WvBuBJ8EJ7GZjBgoztf9mjGF90/bOy2slx6Es+iY358P6AlYzs0UWlemUxQ6wHvaWwGo3fc47chrRlqU/EPccd8oll1JZgrXzorte9Ck7IYsNH9rQH1zWeJzD/iS+47b33FInkSzi+DWuNYhi/OgiO+nPMr2eS2mOJqld0TbenessF7n39/5gkAvw9pU+oyotNy6frXHfx/7lXi+R6bnkfnVbcJ+KW3wvNp0t4HdLeo/9qTJL9IyqJjfuRLpOhqaqCrJUZHS4NHUWlU0dLEuXk9dDTFaGuIefTiJTEv8zg/36nMdeQXSbH44Qre3/VQ2CbX7a87/DiwFV1a1C9zOpBfm+z+uMmmMTYKhbWw5Gz6rnfD+7sepV67krMK2OUWzn6vSBAgX1JylYiGWETYn/0A+YCzx1pX5ncz5zPbktudQC4UeoSlcHKWY5nnT06BhL7r3Zj4ymtEWdZdf86Zx7Gcm+f0+vsFxmWy3zOS049jEYsgv6jk76OrJWbr2PZ0tSj7Ny+vgJORV8TMgz7kFcnYM9FWrUrNkw9j+P7MU77q2YzpzmYVfj097RvD96ef8tPA1qW2r72JRCpjn2cka68/Z4iNEUv7WqhcwegVlopUJnwQk/i8Qil7PCLY5hpG+ya1WNLbQql2yrJ4EpPB+pshuIcmM9quMbO7NFWqek9ZBEHAMyyVnW7heIalMtjakGnOZkq1qMWm53HoXhRHHryggb4ukzqZMKStEVW0VXuukEhlarWcFc/r+jyZo97R3A5Ows6kNiNtjelj2fCTPN+UhkQq4154Ghf847j8NIGq2hoMsDZkoJUhlkbVy31uVYo3lfwXqRRvKvlPUFEX6Oi0XM75xXHGN5bY9Dx6tWrAYBsjnMzr/s/052bkFXHGN5bD918Ql5HH8HaN+Ny+sVp974IgEJ2Wh46WmCraGlTR0lDqe0an5bLXI5Kj3i+wMKjOdGdTerZqWOGVKoIg4Po8mQ03QwhPyWG6sxkTHJpUSGtaZEoOq68Fc+tZEpM7mTDTpWmFiEHqEJyQxbJT/iRnF/DHkDZKV4R4R6bx9XE/6uvrsHqENSZ1K7YF6EOx2z2CtdeC2fC5TYniQVnkFUqZcdCHCQ4m9Gyl/LwvUnMZttWDGZ3NSvTmKC8RKTkM2ODG5rHtlB70j95xD0ujGm9Vklx6Es/Xx/3eE2+K0dIQ0b5JLX4c0LrEAdAv5wPY6xFZ5rp1NMU4mtdh85j3qw9kMoEOy2+yflTbMkWiYz7RHPWO5uRsxxI/vx6YyOqrQVz7yqXMbQHo8/ddFvZsTq9X6WlFUhn2f9zgZSktXppiEWKRvCy/SCpDLBIR8kdfhQ/6Vj9f5ciMjrQ2LLvyZM4/D2ljVLPMyPY3+eroYwxr6iqsHAIYuNGdcR0bM6qEltRCiQybX6+RL5EprFTR0RQT/Hvf1/8++ziWVVeCufW1S6meOnmFUnqsdeWL7s0UigIPItKYuOcB5+d3UujnU4xMJjB1vzcikYhdE2zfEoiyCySc8Y1hl1sEsel5yGQC0je+oliEPBlrYKsSlvw25RVwCiRSFh7zkwtLk+3Vqkrwi05n5sGHdDSrXe7W0Td5EpPBZ9s92fR5O3qocH0D+TXuuzNPCE7I4tfBlvRR0GL5Jqd9Y/jxTACdW9Tj+/4tP4hh/MucQjbfDuXQ/Sj6WhqwsGfzcqdYBsRlsPFmKLeDkxhlZ8wsl6YVml4J8gS/3e4RnPaNxd60NtOdzXBuprgNPL9I3kq4zzOKuPQ8RtsZM65jk3J/Z1VJzirgtG8MR72jSc4qYHBbI0baGleIOFKRFEpkeISmcN4vjmuBidSpps1AK0MGWBvQooG+WttaKd5U8l+kUryp5D9BeS7QL3MKufAknrO+sfjFpONkXpchNkb0bNWgwitI1EUQBB5Hp3P4/gvO+8fRyqD6qyobQ5Xf5rzJneAkJu31futvGiIR2ppitDXF6GqJ0dWSizp62hpk5UtIyMgnr1BCL0t5QsOH8IMRBIE7wcmsvxlCVGoO0zubMcHBpEKMIpOzCthwM4RjPtEMa2fEF92blytGvDzkF0nliRoeEUx0NOHL7s2V2p/5RVLWXAvm0L0XLOrVnMmdTD9Ji5eqyGQCf1x6xhnfWHZPsqOtCga6IK8ymrrPB6lMYM9kO6WPh9TsAoZv9aSbRQN+GNCywh9Yi6QyRmz1xKZxLX4e1FqpeU4+jGH11WBuLHJ563uceiR/q1+aeAPyga4gwHf9WzLN2eytz9Zdf87m26V7jGhpiJjkaMKyvi1LrL7wjkxjxgEfvL/rUeZb34XHHmNQo3TBYv2NEMJTslk/2qbUZRRj8+s1Dkzp8Ja3x467Yay99rzUypNiNMXyKPJbX3dRuJ4ea135rn9LuioQ19bfCCEiJZu/ldh2kO+zfZ6RnJtXdvUPyIXLG4GJHJnRscTPz/vFsuiYP0UyGWU9nVXT0eTpL71f/1smE+i3wY2RtsZMKaNa5lpAAktPPeHWIheFrZN/XnrGvfBUTs52VPrlRUZuEYM2uzPMphFf9Gj23ufFFaN73CO5EpCAllj0eh8b1tTFc2l3pdZTXgFHJhP47WIg5/3i2TfZTq2koaSsfGYfekSBRMqO8bYVIhrMPOhDdV0tVn9mrdb8giBw6lEsv10MpKNpHX4d3Jr6SlakJGXms/xyENcCEljQvRmTO5l+kLTMmJe5rLsewgX/OMZ0aMy8rublNiEOSshk461QbgQmMqJ9I2Z3aUqjWhUrkqRkF3DQS56cWV9fh6lOpgxqa6jQgFwQBB5EpLHPM5Kbz5Lo0qIekzqZfJAAB0Xb8ehFOse8o7ngH0fjOlUZZduIITZGardRfyjyi6TcCU7mvH8cN58lYvzKi3GAtYFKdgWV4k0l/0UqxZtK/hOoeoHOK5Ry41kiZx/H4vo8mTZGNRhiY0T/NgblfoioSDLzizjrG8s/918Q+zKPoe2M+Ny+MS2VMAFVhvwiKba/3yC7QKL0PDqaYi4tcKapEubHqiIIAjefJbHhVgixL/OY0dmMcR2blOmDoCxZ+UXsdItgl1s4zs3qsri3hVIGzh8Kj9AUvj39hJp62iwf2kbpMvLH0eksOvaYarparPnM+pN+B1XIL5Ky6LgfAbEZ7J9SslHwHxcDsW1Si96W7xvlZhdImLLXG7EI9ky2U1pYzS2U8PmOexjX1mPDaJsPkiKy+moQNwKTlE6XSs8tpNsaV/4cakmfd77rkQcv+PV84GvPm5LQ1hBTU0+LXRNt3/OT2eUWLjcwLUH00BSL+HOoZZlG5L+cDyC3QMrKEValTiMIAk4rb7NyuFWpbRYzD/rQvkkthVVOxe1MD77r/pavRHaBBLs/big0Da2mo0mbRtU5Mt2hzOkAxuy8xxAb+VvnsrgakMC668+58mVnhcsE+SC+4583efh9T4VxxklZ+Tguv4XbN11LrW4IjMtk0t4HvMwtpEha8iNaLT0tfH/s9dbfbgUl8vVxf+4u6VqqsCkIAlP2eWNYswp/DC29LQ7k+2bQJnf6tzEsUYgpjWIfoM1j25UplKXlFHLMO5o9HhGvk8Buf+2CaV3lrmnlFXAEQWD73XA23wpl2/j2dCqj0qw0CiUyfjr3lOuBiWwb1x5bk9oqL6OYjNwiRmzz5NC0DuVuAUrJLuDX84HcDk7iu34tGWVnrLRQcD88lR/PBiAVBH5V0KZZHoISMll1JZgHEWnM6CxPUCrvvf55YhabboVyJSCBYTZGzOliXuF+L/lFUk49imWXezjZ+RImOpowtkNjpQSQd1uqJjqaMNRG9Zaq8pJTIOHik3iOeUfjH5tBr1YNGGVnTKemdT95/Py75BRIuBmUxAW/OO48T8a8XjUGWBsw0MpQYRVTpXhTyX+RSvGmkv8EylygJVIZnmGpnHkcy9WnCTSsocuQtkYMbmv0P2XmJggCfjEZHL4fxXm/eFo01GeMfWMGWBt8kEqgNdeC2XE3nAIFb7gB9HU0ub7QpcIrVQRB4HpgIhtuhZCQkc/Mzk0Z27FxhXzfQomMw/ej2HgrFLN6VVnat6VKBoAVTWp2AX9cfMa1wEQW927BuI5NlBp0FEjkVTq73SOY360ZMzubqd0P/7FJzy1kxoGHFErlRr4lCaRpOYXY/n4dsUjExs9t6PtG0lFWfhGT9nqjqylm5wRb9JR8wC+SyphxwIf8Ihn7ptgpHdGsCvfCU5m815szczu91bqYmJlPQFwGXVvUf2/QtOyUPwkZ+eyZZPfeZ/s8IlhxJahUbxAtDRH92hjw+xDLEtsHj3lH8/P5gLcqd8QieXLR7ol2ZRqGCoJApxW3+GNYmzIH3S9Sc+m+9g5+P5XsdwPgtPIWK4dbKRwQv0jNpdsauZHwu4OG1VeD2OUWUeq1SUdTzPB2RoQl53B0pmLx5st/fWnWQJ+5Xc3LnC4qNYcea10J/LWP0hUnff6+y7xu5gywMlQ47fjd93Eyr8tMl9KFrfTcQmYcfIhfdHqJ37++vg4Pvuvx1t8EQWDkdi86mdflyx7N3/rMPyYdn8g0pjiZEZWaQ++/73JspsN74l9ceh7+MemvRcWnsRmM2ObJ8ZmO76UelcUZ31h+OhfA+XlOCu+vMpnA9cAEvjz6mLbGNTk4tYPS17byCjjw/zxsVo6wYpC14v33LoIgcPBeFMsvBfHTwFaMtlctpfFN1PXzKo2bzxL5/sxTTOpUZfmwNkq31hZJZez3jOTvGyF0tajP9/1bVqinzJvcD5fHi0en5fFFj2aMtjMud5t6aFI2m2+HcvFJPIOsDZnb1RzTCm4rlskEbgcnsdMtHL/oDD6zbcRUJ1OlEgyLW6r2ekQSn5H/yVqqQO7FdcwnmpMPY9HRFMtNjm0bVXjlUkWQmV/E9YBELvjH4R6aQivDGgy0MqC/lUGJYnileFPJf5H/G0/+lVSiJoIg4B+Tzq/nA3FYcYtFx/2opafN0ZkO3Fjowvzuzf5nhJus/CIO3oui/wZ3xu26j7ammBOzHTgztxMj7Yw/WAvXREcTpaIatTRE7J9qX6HCjUwmcOVpAv03uPPdmacMaWuE25JuTO9sVu7vK5MJnH0cS/e1dzj84AWrRlhxbKbDJxNuBEHgxMMYeqx1JbtAwvWFnZnoaKLUYONpbAaDN3lwJziZM3M7Mber+f8Z4SY2PY8R27yoXkWLI9M7llrZdjUgAR1NDSQygQX/+nLlaTwg93gat/sBVbU12D3JTmnhRhAEvjv9hPiMfLZPaP9BhJuM3CIWHn3MN31avOc5dfZxLFP2+TBimxdhydmv//4wKo0zvnH8OtiyxDfh+RIZJZ2OWmIRVbU12Pi5DetH25Tq+1S9ytu/j5aGiAbVdbkw30lh0otfTAZZBRI6NS1bcLkXnop1o5qlnqMZeUXEvMxTqkIwITOf+vo6JQ5Yp3QyRVbG+6WG1XWxN62jdNRs/eq6JGUqjgs3rqWHloaY8GTlI6Gdm9XF7bniyHCAwW2NOPO4bFPpmnraHJnekQkOTdAs4bcpqZ1FJBKxpI8Fu9wiSH0VpRyWnM20/d4M3uzBn5eCAGhSpyozOzflhzNPX/92hRIZW26H4rL6Ngv+ffx6mZZGNZjTxZyFxx6rFEc9xMaIoTZGzDr0UGH1lFgsorelAfeW9SAlu5CfzwcoHS1dv7ouR6arHyMOMLx9I7aOa8eyk/7sdo9QeX6RSMQEBxP2TLJj5ZUgfjr7VOU48mIquuqhe8sGXPuqM80aVKPveje2u4YhUWLbtDTETHM249YiF8Qi6L7GlV1u4Wp/r7LoYFaHU7Md+X2IJXs9Iui51pWL/urHiwOY16/GulFtufplZ0RA77/vsvDo47euxeVFLBbRvWUD/p3hwPFZDmTkFdFz7V1mHXzIw6i0MufV1dJglF1jLn/hzI7x7XmRlkv3Na7MOOCDZ1hKub67qjStV41lfVvitawbPw1sJX/p8Ncdxu26zzm/uP+ZGHqA6rpaDG/fiL2T7XnwbQ8+tzPmdnASzitvM3KbFwe9IissRr6SSv5Xqay8qeQ/wbvqurRKLc74xnH2cSxJWQX0sWzIkLZGODSt8z/nDeIfI/eyOecXh3n9aoyxb8xAa8MKaRVSlkXHHnPmcVypD75aGiKWD23DCAXtBsoikwlcDUhgw61QUrMLmOXSlDEdGleY6aNbSDIrLgeRllPIwp7NGdau0Sfd7xEpOXx/5gmhSdn8Mkh5I8kiqYzNt0PZ5hrGzM5NmdfN/H/GOFsZits/erVuwC+DLMvcB8O3ePDwRfrrf2uKRawa0Ya9HlHUrabNlrHtqKKCoLf2WjAnH8Vyao7jB3ljLAgC8474klsgKbGC5s9Lz9jpFi431kXEjM5mzO7SlM+2eTHw1Zvgklh/I4SNt0OQvNEuo60ppl3jmmwYbaPQv8IjNIVJex9QJBXQ1hTTyqA6+ybbKVXSv/zSM5KzClg7qm2Z0y08+hijWlVY1KtFiZ/fC0/lq6OP8Vqm2L/knF8cez0iOD2nU4mff3/6Ccd8Yih8Z9CorSFmy9h2FEhk7HQL58zckud/k11u4TyMesnWcYqjuodu8WCSowmD2xopnBbg7vNklp70x2NpN4XtKVn5Rdj9cYOzc52UMpq/4B/HwqN+FEllFB8VTetV5eaiLiVOP3WfN3Wr6SCRyTjzOA4RIJEJiICIFf0B+Zv/nutcme0ir0hYfMKP5KyC11U+Qb/1eX09lkhlDN/qib1pbb7rr9hQuJhCiYwxO+/RuI4eaz6zVqptJ+ZlLkO3eDLNybTMyqR3eV2B06gmqz9TrwLncXQ6U/Z581n7RnzTx0ItISU6LZfpB3yopSe/Zilqo/uY+ESm8c1Jf/S0NVkxvI1C4+438QpL5cezTxGJ4NfBlgqT1dRFIpVx/GEM664/x6CGLt/0tcBRgZisDC9Sc9nqGsrJR7H0ad2Qed3Mad5A9ZAHRcSl57HPM5Ij919g3qAaM5zN6NVauTCH2PQ8DnpF8a93+VKqKoKkzHxOPorlmE80aTmFDGlryEg7Y5WOmY9JclYBl5/Gc8EvnkcvXtLRrA4DrAxoU0uCZXP5daSy8qaS/wr/d0YBlVSiJFP3edNz7V2exmWwqFcLfL7vwV+fWePUrO7/jHCTXSDhn/tRDNjoxuc77iEWizg204Fz85wYbd/4owk3cmPgJCJTc0oVbnQ0xYyxb1whwo1MJnDRP55+G9z4+XwAo2wbcXdJV6Y4mVaIcPMkJoNxu+4z77Avg9sacvvrLnxma/zJ9nuhRMamWyH0W+9G03rVuLHQRWnhJjghi6FbPLj8JIETsxz5qmfz/1PCjXtICqO2ezHR0YTfBpct3KRkF+Abnf7W3yQygYXH/BGLYNv49ioJN//cj2K/VxT7p9h9sFL/Ew9juB+eyupSBqUJGfkIAkhl8u+y2z0Ch+U3ycgrYvo7JsNvki+RvhZuxCK5cPptXwuOTO+olPGovq4mRVL5QL2fZUOOzXRQSrgRBIHLTxMUHp+CIOAVnlrm4C0wLpNWSvpyJWbk07CM7zXTpel71yaRCJo3qEb3lvXREIuUrraop6/z2ltFERYN9XkWn6XUtAD2prVJySkkPEVxtY6+rhY9WjbgzONYpZY9wMqQ8/OdqF9dh+LTqKRqHJAb8OvranLUJ5pzfnJBvti8WoDXVRe6Whp82b0ZP559yvjd94l5mfdWe1ZqTuHr/6+pIWbNyLYcuveCe+GpSm0zyEXHzWPb4RaSwqF7UUrN06iWHnsn2bHhZojCyPs3qV9dlyMzOuIXo34FTlvjmpyc7cilp/LEN3WqTIxr63FytiPVq2gyaLM7wQnKH0MfGluT2lxc4EyXFvUYvtWTVVeClK6qcGhah0tfODOifSOm7vPmy399lapiUxVNDTGf2zfGdXFXerVuyMyDD5mw5wEBcRnlWm7jOnosH2bFrUUuVK+iycCN7sz55yHP4jMraMvlGNaswrf9WuK5rBv92xjw+8VndP3rDvs8IshR4C1oVLMKS/tacG9Zd6Y4mbDfM5KOy2+y/NIzotNyK3Q7FVG/ui6zuzTl1iIXdk6wJbtAyoitXvTf4MYBr0gySkkC/FTU09dhgoMJx2Y54PZNV7q0qMcR72gGbHD/1JtWSSUVzv+dkUAllSjJAGtDHnzXnZ0TbOlvZVBh1RwVwdPYDJadekKHP25w5MELxtg34f53PfhzaBu10i7UJb9IyjHvaHr/fZevj/vRuVl97Exq8e5wQFtDjFWjt6OM1UEmE7jgH0ef9Xf5/WIgYzrIH84mdaoY0SYyJYd5hx/x2XZPWhtV5+7irszo3PST7vuHUWkM2OjGBf94/pnegV8Hl+xR8i4SqYwtd0IZvNmdzs3qcW5+pwo9NmQygZkHfTBZehGZGgMcZTjtG8P0Az78Mrg1c7uaK3zjfuVpAjqlpJoExGUq3Y4C8jSdPy4+Y/dEW6UjjlUlMiWHX84Hsvoza+qW0gaW+M7ApkAiI7tASlJWATMP+hCXnlfifJl58kGzWARm9apx+YvOTOpkqrTZaOarh+qxHRuzblRbpdNiAuMzSc0uUBhT/yItl5TsgjJT5gLjM5U24E7IzC+zFdO4th59LBu+JVZoiET8NKg1IpEITbGo1GStd5GLN2/vl5wCCREpORRI3h7EWjSsTnCC8gM7XS0N7E1q4/Y8Wanph9oYcdY3VulzsEVDfa596YL9K0Pc5OzCtz7PKZCw4cZzHJbf5PLTBIASzY6LpAISqYw97hF8e/opUkF47/fT1hDzMuft5ZvXr8bi3i34+rifSgb3DarrsnlMO/68FMTDqJdKzWNpVINNY9rxzQl/HkSU3X7yJvX15S1Uj6PT+eakv1rXN9O6VTk525HgxCym7vdROOAuiao6mmwd257h7RoxfKsnN58lqryMD4WulgaLerXg9JxOeISm0G+9m9K/sZaGmBmdm3JjkQsSmUD3Na7scY9Qqg1LVapoazC3qzl3F3elRYNqDNviyZf/+pZbxGhUS4/fh7ThzuIu1NfXZegWD2Yc8OFpbPnEoXfR19VimrMZrou78HXvFpx8FIvjilusuhKkUPR6s6Vq+xstVTMP+uAVlvpRW6pEIhH2prVZM9KaB991Z3zHJpz2jcXuzxssOOKLR2jKB3uOUBeDGlWY5mzG2bmd+HeGYi+0Sir5v0Zl21Ql/wn+l03JcgoknPOL48iDF4QmZTO4rSFj7JuoZP5YUaTlFHLoXhQHvCKppafNNGdTBrc1QldLA8+wFCbuefD6gV8skj8MX/2yMzX0FIsOJSGVCVx8Es/GmyHkFEiY3dWckbaNKsx/JCVbHvt91DuaIW2N+LJns1ITXD4WGXlFrLoSxKlHsczvbs50ZzOlK2bCkrNZdMyPzPwi1nxmjU0Fx7Cn5RTy1dHHeEemkVsoZcPnNmoZdJaGIAhsdQ1j6+0wtoxrh3OzsoWAYoZs9uDxO5U3b6IpFrF9fHu6t2xQ5nIeRr1k/O77rBvVlt6tlatwUpUiqYzPtnnR1rhmmbHg3dfcIawUzxQtsQiRWMSins2Z4mT61vHRacUtYtPzmOFsyte9LVSO6v3jYiDPE7PZP8Vepfn+uhpMZGoOm8a0K3O6o94vOPkwlmOzSn8o7rvejQXdzN8ynS6NuYcfYWVUo8wWmaCETPpvcEf6qvXH0bwO/0yTR23fDk7iz4vPuL7Q5a15CiUyolJzSMoqICkrn6TMAoISsjj7OJZWBtVJzi7gZW4Rha+qTX4c0OqtiG1VWr+K2e4axoOINHZPsnvr77mFEkSI3mp/KJLKsP/jBtvGtaeDCi0oUpnAkE3uPE/K4tmvcpPn4z7R/HYhkAKJTKHx/IEp9vx8LoDY9LxSp62ipcG28e1xeUfIk8kExu66T5M6eqwYXnoaWUnscY9gx91wLixwKlXwfJd/7kex+mowJ2c7qhQPnJSZz+gd97A1qcWKYVZqtT9l5Rcx8+BDcl61RaqbQnnBP44lJ/xZ2LM5U52UF2E/BlKZwF6PCNZef85QGyOW9rVQ6gVDMe4hKfx47inaGmJ+G2KJXTmSthTxZrz42A5NmNfNnNoV0JKWlJnP9rvhHL7/AsemdZjfvRltjWuWf4PfQRAE7kekscstnLshKQyyNmSasykWDZUTuWNe5nLwXhRHvaNpWF2eUvWpWqpAnup13CeaU49iqaKtwWftjRlh2wijmp/2+etd/pfHBpVUoi6V4k0l/wn+Fy/QAXEZHL7/grOP42hcW48xHRozuK2hSg9HFUVYcja73SM49SgG2ya1mepsikuzem891AqCQPe1rq9NOnU0xVxc4KRW9YL0VaXNxluh5BVKmdO1KSPaV5xok10gYZdbODvvhuNoXpclvVvQ7AP0r6tCcdvJT+cCsGioz+9DLJVKnQD5oGiPRwRrrj1nbIfGfN27RYVXDT2Mesm8w49oa1yTlSOsuBOczDcn/PljqCXD2pX/fJHKBH4+F8CVgAT2TbZTuje+OGZZ0cs7LQ25gNPNomQBJzQpmxHbPFnUqwXjOzZRdfOV5q+rwVwPTFQYC97ut+ukvVO98C7ammKMalbhwnwnqupokpFbRMflN5nSyYTFfSxU3rbcQgkd/7zJ7kl2Kg2kis/9RT1b0N+qbMHly399Ma6tV6rfTaFERuufrnBjoYtSx/+IrZ6Md2ii0Ftm7K57eISmIhLB5S+cXw963EKS+elcALfe8X9ZdSWILXfCqKKlgUgkPz5LEyvEIri1qMtbSTwZuUVY/3oNvx97KS1eB8ZlMmKbJ4++70locjZuIclcDUjkSWwGw9sZsWqE9VvTf3/mCVIZLB9WdmT3uxRIpHRedZvfBlvSq3VDRm/3wjvqpdKtQiKgrCn1tDX4Y6glQ23evy7EvMyl799urP+8bannYkkIgsCCfx+TklXAwan2Shuur7wSxAX/OE7P6aS06APyyrfRO+7RwbQ2fw5to5aAUyCRsvCYH4FxmRyYYq92EpBfdDrTD/jQr40BPw1shSDAX9eCycqXMKdrU6VeOAiC/Pj9ENWkUak5LDv1hIiUHH4fYqlQJH+TQomM3e4RbLwVQh/Lhizr25J6+uoJXcpQHC/uHZHGTBczpjiZVkiYQ3JWAbvcwjl4Lwo7k9os6N7sg4UbhCb9v+cxe9PazOhshpN5XaWEvbxCeUrVPs9XKVX2xozv2OSTJUMVSmTcCkrimE80biHJODStyyhbY3q0qv9BQgJU5X9xbFBJJeWlsm2qkkoqkNxCCce8oxm82YMRW70okso4NK0DFxc4Ma5jk48q3AiCgFdYKlP3edN3vRv5RVJOze7EoWkd6Nqi/nsPsyKRiAXdmqGlIW9F2DK2ncrCjUQq4+TDGHqudWX11WCmdDLl9tddGNuhSYXcyAslMg54RdJl9W3cQ1LYP8WenRNsP7lwE5uex7T9Pnx/5inf9WvJgSn2Sgs3Uak5jN5xj4P3otg/xZ7vB7Sq0Ad0QZD7rYzbdZ8Znc3YMrYd1XW1GGRtyPbx7fnxbACXn8SXax35RVJmH3qIZ1gKp+c4qmRqeLWMlqk3kcgEZhx4SFb++732SZn5TNzzgLEdGn9Q4eZeeCq73SPY8LlNmftIEAQy8xR7AshkAtaNar5e1hbXUNo3qaWWcANw2jcW49p62Ko46AhJyib2ZR5dWpRdKSUIAvfC03Aoo1IkJCkLXU0NjJUcTCRk5ivlS1Qcfd2yYfW33laX5nnzuX1jtDRE5BVJyS2UllmRYmlU470I5Rp6WhjU0CVIydap4mh4iVTA5rfrDNnswd83QngcnY5IBKZ1368cGWpjxEX/uPdathSho6nBlE6mbL8bDsChaR2Y7dK0VB+cN6mnr6OwmksmE0jNLll4bFRLjx8HtuKbk0/ea60qC5FIxIphbUjJLmD1tWCl51vcqwVtjWsxdb+PwtSqN2nwKoXqXngq3515olZrh46mBhtH2+DSvB7DtnoSGKeeP4r1Ky+dg/ei5KL5SX8uP03gZW4hvdbd5dSjGIWtMBefxNN/g5va21AWTepU5Z9pHfiqR3O+OvqY+Ud8lU7s0dYUM7tLU64vdCGvUEr3NXc44BWplueQMlg0rM6eSXbsnGjLjWdJuKy+wz/3o8qdglVPX4dl/VritqQrrQ2rM2H3fcbtuq9S256ymNevxvJhbfBc2o32TWrxxb+P6bvejRMPY15XApZGFW0NRtv/v5aqqJRcuv3lyqyDD7kX/nFbqkC+//tYNmTPJDvclnSjg2ltVl0NouOfN/nlfIDS189KKqlEeT5enE0llfyHCUrI5PD9F5x+FItRrSqM7dCYwTZGVP8EVTZFUhkX/ePZ5R5OdFoeYzs05s9hbZQaIPW3MmDllSDGdWys0tu3IqmM076xbL4diiDAvK7mDG1nVGEGu7JX7Vd/XQtGS0PM8mFW9GhZ/5OXoEukMvZ5RrLu+nP6tTHg5kIXpdNFZDKBQ/ejWHE5iBHtG7Fvil2Fx8Fn5hfxzQl/Hkenc2hah/feJHZuXo+/PrNi8XF/rI1rYqhGyfPLnEKmHfBBBJyc7aiUOe6bHH8YQ15RyQ+sGmIRGiIROlpi+lkaMLSd0XsCaFZ+ERP3etPBrDZfl1INUhFk5Bbx1dHHLO1roTAhKKdQWqYPi46mmLrVdFgz0vq18W9ceh77PSM5PtNRre0TBIH9npFMczZT+by4/CQBl+b1FBqlR6bmkpZTSLsyxKHAuExaGlRXqtJBJhNIzCzbsLgYO5PaaGmImOZs+tbfNcXit5K5ijGurcfCni34+8bzMoUbXS0xEx1MSvysRUN9ghKySm1r8gxL4XpgIjcCE4l5mYeuloY8FeuVxlB8DGiKRbQpwbeqXeNa1NDT4nZQstJG5sWM6dCYTbdD8Y5Mw86kNl/3bkGXFvWYfegRGXlF76VzgbzC6J+p9pzyjWWXWwQyQSix4q1QKiuzamxE+0ZcDUjk+zNP2TTGRunjraqOJtvGt2fIJg9sjGvSx1JxW51YLOKvz6wYv+sBC/71Zdu49kob0DesITcxHr3jHt+ffcrvgy1VrsARi0X8NLAV9fR1GLXDix3jbXFoqnrSUv3qOnzdqwXhKdnceJbI5S8607CGLtcDE1l60h/30BR+H2JZ6j2gr6UBoUnZDN/qydK+FkxwaFKh9z+RSMRIO2O6tKjHj2cD6LHWlZ8GtmJIWyOl1mNUswpbx7XnTnASP58L4Kh3NL8NsSzTG6s8dDSrw+k5jlwNSGDVlWB2u0WwuHcL+lg2LNfvUqeaDkv6WDCjsxl73COYus+b1kbV+aJ7c7X2u6J1fdmjObNcmnLqUSxbboey+moQEx1NGGvfpMyKP5FIREezOnQ0q0PMy1wO3XvBzIMPMaihy+ROJq/b4T8mDWvoMrerOXO6NOV+RBrHfKIZstmDFg30+czWmEFtDT/JM3EllfzXqGybquQ/wacojcwrlHLBP47DD17wLD6TAVaGjOnQGBvjmp9EVMjILeKI9wv2eUSiqyVmqpMpw9s3UlkQkEhlSpe0F0pknHoUw+Y7oWiIRMzr1owhbQ2Vnl8ZPEJTWHE5iOSsglex30YVunx1eRqbwdJT/uQUSPljqKVKcaYxL3P55qQ/kSm5rBphRSfz8kehvktgXCZz/nlI4zpV+XtU2zL9ARYefUx6XhG7JtiqNLiJTstl4t4HNKtfjfWjy65GKYnEzHw6Lr/Jm3ehYsFGV0vMACtDBlobYm9au8QBW6FExuR9D9AQi9k90faDpXEJgsDcw4/IL5Kxe6KtwvM7KjWHrn/deW9grCEGsUjEnC7mzOna9K1qtMXH/SiQyNjwuY1a2+gZmsLcw4/wWtZd5f3Q5++7zHJpyhCbsluXjjx4wWnfWI7NLN3v5udzAfL/luEHVExKdgG2v994K5a6LNr9dp0DU+zfMvB+GJXG3H98ufft+940RVIZvdbdJTI1h9KedHQ0xfj+2LPE6+SKy0Fk5BWV2NaUUyCh7a/XkMiEUpf9Jo9/7FmisLnmWjChSdlKxZe/y8orQTxPyHrLYyczv4hlJ59wLTDhPcNiTbGIK186Y15fn+CELL46+piw5OwSxa3h7YxYM7JtqetOziqg9993+WlgK6Xj1Iu58jSexcf9OTOvk9JeNum5hQzb6knnZvWUOrbeJC49j1E7vOjSvD6/Dm6t9v35mE80P50NYO1Ia6X8nN4lKTOffhvc+WlgKwa+4TWWmJnP/MO+pOcVsmVse8zrl/6bPIhI44t/fWltWIPVI6w+WBT5lafx/HA2gNaG1fljaBuVvEzyi6TsvBvOljthDG5ryJI+FhXiT1MaRVIZx3yi+ftGCI1qVWFZ35bYm1aM/05GbhF7PSPY4x6BhUF1vujeDMemdT7IM55MJnArKImdbuE8ic1gpK0xU51MS23XEwSBQqmM/EIZuUUSXuYUceVpPOf84niZW8jn9k0Y79Dkk/rQZOYXcd4vjmPe0QQnZtHP0oCRdsZ0MK39UZ6TK9umKvkvUll5U0klKhKckMWRBy84+SgGgxq6jLFvzL7J9tSo8mneKLxIzWWPRwTHfKKxNKzBr4Nb071lA7XjsZURRgokUk48jGHL7TB0tMQs7NmcgVYVK9o8jc1g5ZUg/KLTmdPVnEmOJv8TyWE5BRLWXX/OoftRzHA2Y05Xc6W3SxAEjnpH8/vFZwywMmDbuPYfpJXumHc0P58PYJZLU+Z1NVcoyPw4sBUDN7mz6mow3/RpodRDVUBcBpP2etPXsiE/DWyt1vG2xz389cBXS0NEVW1NBlgbMMjaiPZNapW5TJlMYMkJPzLzJPw7o+MHjVE/7hPDg4iXXPnSWanfJiW7EG0NMflvDIq1NcW0MarBX59ZY/pOi05wQhbn/OK4/pXLu4tSmr2ekYzp0FjlcyQiJYfw5By6tayvcFqvsNQyW6ZAnjQ1or1yD8gJGfnUqKKl9DYXSmTvtfxoiMWlVjlpaYhZN6otw7d6Ii1BYdEQixhgZVCqwN3SQJ99npElflZVR5PNY9ox559HSBSoN3WqaZdakTa4rRH9NriRkVek8j1ksqMJzqtu8zwxi+avWker62qxeWw7zvjGsPTkEyRvRIWLRLwWalo01OfCfCcOP4ji94vPkMqEt8QeRZHq9fR1+HOoJd+cfEIH0zplJoa9Sx9LA3yj05l18CFn5nZSWPEFUFNPm/2T7Rm6xYNGteRpMspiWLMKR6Z3ZNT2e2i8qqRRZ+A40taYOlW1mX/El8z8IkbZNVZ63txCCV8de0xHs9oMeMdXqkF1XQ5P78Dqa8EM2ezBn8PalGokb29am8tfOLPkhD9917vx9+i2r6v3KpI+lgY4mNXlj0uB9F53lyV9WjCuQxOlxH1dLQ3md2/GEBsjfjkfSLc1d1jS24LRdsZqeQ8pQktDzNgOTRhqY8Rutwim7POmo1ltlvSxeH1eqEsNPS2+7CE3lt/vEcmcfx7RrH41FnRvhnMz5XxqlEUsFtGjVQN6tGqAf0w6O90i6Lr6NmKxiJp62mhriskvkreAFkpkFEplbwnHYpG8IkcqE9g6th1nHsfSdfUdureszyRHE+w/kmDyJtV1tRjboQljOzQhKCGTY94xzD70kOpVtBhpa8zwdo1UunZUUkklleJNJZUoRX6RlIv+8Rx+8IKnsRn0tzJg32Q72jWu9cladx5GpbHLLYKbz5LobdmQI9M7Yv0BUhLeJL9IynGfaLbeCaOqjibf9LWgfxsDtYWikohOy+Wva8FcDUhgooMJGz+3UbkV50NxOyiJ7888xaCGLufnOanktZOQkc/SU/48i89k4xgburZQPFhWlbxCKT+efcqtoCR2jLfFqZlyFT019bTZM9GOSXu9iUjJZuPn7cr0xXAPSWH2oYfM6WrOLBfV23RA/hZ6t3skYhGMsW/MEBsj2jWupfTD/YorQTx6kc7J2Y5KDf7UJTw5m1/OB7BlXHulDVNTswteD5i1NEToaGrw6+DWDLUpuQVh1ZUgPrdvTOM66plORqfl4hqczK+DVatIALj8NB6nZnUVlrPL/W5S+dy+9AGrIAg8i8uk1QDlElQSM/MxUOHBvVAiQ/sdkU5TLEJWhnjS1rgmo+2MOV6Cn4RYBGPL8EiSx4VnIZMJJR6XvVo35OeBrfnlQkCJsdzFWJXQMlWMef1qtGigz5Wn8SqJAQD1q+syrJ0R213DWTPybTPkITaNaN+kNrP/ecjzxGwKJTJksrfjw8ViEeM6mtCzVUO+Pf2Eu8+TX3+uKM4Y5AP8awGJLDnpz/7JdipdBxb3aoF/dAZLTz1hw+i2Ss1rXFuP3RPtGLPzHkY1q6hU/dKolh7/vmqhEotE/DCgpVrXre4tG7B3kh3TDviQnltUZkpaMVGpOcw9/IgqWhr8OaxNievV1BCzrG9LbJvUZtGxx/hEpvFd/5YlesXV1NNm+/j2HLoXxeS93kzvbMaCbuYVXpFaQ0+LVSOsGWRtxLLT/px7HMeK4VZlVga9iXFtPXZNtOXms0R+OhfAUe8X/D6kzQdL2tTT1mR+92aM6dCYjbdCGbjRncFtDfmqZ/Nyp1BW19VifvdmTOpkwgGvKL741xeTulVZ0L0ZXZrXq/DnQKtGNdn4uQ2PHJswcvs9hWIqIK/0FATsTWvTt40BfdsYvE6pmvGJW6pAfj39cWArvunbghuBSRz1iebvG89xMq/LKDtjulk0UDldsZJK/v9IZdtUJf8JPlRpZEhiFv/cf8GpRzHUry6vshnWzuiTiQkSqYxrgYnsdAsnNDGb0fbGTHQ0UStp4JfzAYQlZyMWiRCJ5O0cIl79VyR6/RZHLJKv1z8mg8y8Ioxq6bGgezP6Wjas0LdoqdkFbLwVypEHLxhobcjCns3V8mB5k7ScQra5hvFF92blGuAnZeXzy/lA3J4ns7RvS5XeIAqCwGnfWH4+F0CPVg34aUBrtaPXyyIiJYfZhx5STUeTTWPaqfU262VOIZ/vvMcUJ1NG2hqXOM3Zx7EsPfmkXClViZn5fL7jHjbGNVgx3BotFR/YdrnJS/JPznZ8r4qlIimUyBixzRM7k9r8MKCV0vNtvhXC6mvPEYlgSFsjfhzQqtT2hvvhqUzd74Pr4i5qxxH/eekZsS/z2Dy27Jjvkhi40Z3xDk1K3d/FhCdn02e9G/4/9Sr1wT86LZdua+4Q8EsfpR7CD92L4npgolKx5oIgYLrsEh5Lu73VBvAsPpNR273w/7l3qfNm5RfRedVtXua+bSJtVLMK7t90LXXgVSSV0epHxclZq68Gs9MtvESzUW1NMV90N2du12alzr/LLZybz5I4MqNjqdOURvF+cV3cpcQBqkQqY+OtUDbcDEEADk61x7lZycbUNwITWXzCj5e5Rehoign+va/C9WfkFdH377vM6WrOOBXNwlOyCxiwwZ2ZLmZM7mSqeIY3tnPBv74cnGpP+yaqtccUG8QPtDZkWV8LtQfdT2MzmLjnASPtjFnSu/RqRZlMoP9GdywNq/P7UEuljPuj03KZ888jxCLYNKZdmSlXQQmZzDvsSy09LdaPtin3PbM0cgslrLn2nH/uRzG/WzNmdDZTqdoxv0jKltuh7HALZ0T7RizuZfFB7oNvEpWaw+qrwdx4lsgkR1Nmd2laYRXS2QUSDt2LYsfdcIxrVWFB92Z0s/gwPnzP4jMZtMm9TIG4GG0NMXsm2b334iavUMqZx7Hs84gkKSuf0fZyc/8PdbwoS1x6HicexnDMJ5q8QilDbYwYZWdcYSEUlW1TlfwXqay8qaSSd8gvknL5aTyH77/APyaDfm0M2D3JDtsmn67KJrtAnmK11zMCmQwmdzJh1BTjcrXcBMZlcl/FJIVRtsYsH6Ze7Gpp5BRI2O0ewY674XQ0q825eU4KDWEVIZHKOHQvirXXn2NvWoecQola4o1MJvCvdzTLLz/DpXk9bixyob6+8qJIUlY+351+iu+LdNaMbEvPVsqbQKvCpSfxfHPCn9H2xizpY6F2C1Gtqtr8O6NjqQ+4u9zC+ftGCNvHt6dz87KTiUojISOfz3few86kFiuGWal8LJ3zi2Pd9eccnt7xgwo3AGuuB1MkFVjSRzUj5DOP4xCL4PC0DnQswwtJEARWXAliRmcztYWb3EIJ/z54wa6JdoonfofotFyexWfSS4nj0is8lXaNa5b5xjYgLgPz+vrvCTdFUhk/nwtAX1cTgxpVaFhDF4MauoQnZ1NfyVjh4oFLSZU3ZZlDA+jrarFiuBXzDj96vRxdLbFC01ctDTFN61UjKCHrtXgjlQm8SMslNbsA21dx7F/3ak5CRh4X/OPf848Ri6CNUc0yt2+QtSErLgcRn5GncoWAWb1qdGtRn91uEXxfgsCoqSHmq57NcTCrzec773MnOLlU8aZHqwa4f9ONiXsf4BP5koSMfIUicI0qWqz+zJoZB3zoZF5XpXOybjUdNo9tx7hd92ljVOP176mIHq0asKxfS6bt9+HkbEfMlPTNAXmy0uHpHRm9wwuxSKR0m+i7WBrV4NgsB8bvuk9GXhG/DbYssQJ1+91wMvOKlBZuQF6xcnyWA79fDGTARnf+HtWWrhYlV2paNKzO+XlO/HohgH4b3Fg13IperVUzv1YGPW1NfhjQigFWBnxz0p8L/vGsGm6ldBWNrpYGC3u1YFi7Rvx0LoCua+6wtK8FI9o1+iCtVCDf15vGtMM/Jp0Vl4NwWX2beV3NGe9Q/vTLajqazHJpygSHJhy6F8Xi44/JzJdSU0/r9TOCgIBMJv+vIIC8MEZ+/REEeRvjH0PbKGx7a2lQnQ2jbZh/xFfhtc6wpi6dzN9fXhVtDT63b8xoO2O8wlPZ5xFJl9V36NGqPpMcTbEz+TTPt4Y15cLXvK7meIWncswnmgEb3WllWJ1RtsYMsDak2gesrK2kkv+LVFbeVPKfoCLU9dCkLA7fj+bkoxjqVtNmTIcmDP+EVTYA8Rl57POI5PCDF5jVq8Z0Z1P6tG5YIeXRD6NeMmq7l8KHAZB7Q0x2bML3A1RvyyiNIqmMf72jWX8jhMa1q7C0gkwGPUJT+OV8ABKZwE8DW+OipsgQkpjFslNPiM/I5/chlqU+PJfGBf84fjjzFKdm9fh1UOsPYixZKJGx/PIzTjyMYfUIa5UTa5RFEARWXA7ixMMY9k62w6pRTbWWE5+Rx+c77tHBtI5aIqBnaApT9/uwdVw7unyAtrM3cQ9JYcZBH87N64R5feXFRN8XLxmz8z6Xv3DCpIR46De58jSB7888xXVxF7Urww7ff8Ghe1FcXOCk8sP3zrvh3A1J5uDUDgqnnX/EF/N61fiiR+kVJGuvBRObnv9eC0+hREbbX6+RVyRFV1MDkUiexFQokSECaulpU09fh0a1qtCkjh4WBtXfqwTKLpBg+dNV/H7q9Za4GJ6cTd/1bkpViUzc8wC3kGRkglxUuf9tD+qVIR6l5xYy/7AvGmIRdapp4x+TQWRqDkVSAU2xiODf+74esEukMibv8+Z+RNp7FTi+P/RUeP6P330fJ/O6SrXhvIvvi5eM23Ufz6Xdy6xmuOgfz68XAnBd3FVh28SCI4+QCfLKD2X4+VwA/jHpHJvpoPL9ab9nJJtvh3JhgZNK4viKy0FcehLPqTmOSrc0FhOWnM3oHfcYZWvMol7N1R64xqXnMX73fSwMqrNuZNu3hEvvyDQm7H7A0Zkd1b5mnvGN5bvTT5jqZMoXPZqX2aJ83i+Ob089YVg7I5b1a/nBWmMKJTK23Allm2sYEx1N+KpHc5XWJQgCVwMS+PV8IAY1q/DbYEtaGSrXaqkugiDg+jyZFZeDyMqX8HXv5gy2Nqow4SivUIrzyluklJHSVhI3FnZW+v7y16sKv9LS87Q1xKwY3kbpitjoNHlL1b8PXtColh6TOpkwyNrwk3sLZuQWcdYvlmM+0YQl5dDfyoBRdsZqvUCtrLyp5L9IZXNhJf+/Jr9IyhnfWEZu96LfBndScwrYMb49Nxa6MNXJ9JMJN09jM/jiX19cVt0hKjWXvZPsODPHkQEVaArcvkkt2hrXRNGtUFMsorVhdZb2bVkh6xUEgYv+8fRc68o+jwj+GGrJydmO5RZuotNymXXwIbMOPmSkrTFXvuislnCTXyRl7bVgBm5yx6ZxTa4v7KyScJOWU8jcfx7xw5mn/D6kDRs/t/kgwk1xgsr98DTOz3P6YMINwG73CE75xnJitmO5hZuOZuoJNwFxGcw8+JDfhlh+cOEmNbuAhcce88OAVioJNxKpjO/PPGV2l6YKhRuJVMaqq0F80UP9lj5BENjnGcEkRxO1Bp+Xn8bTV4m4ZkEQ8ApLpYNZ2edoQFwmrUsYhGlrihnc1hANkYi8Iim5hdLXAocApOUWEpyYxc2gJPZ4RLLxZsh7yyh6Nf37lTdipEoI0AArhrdB/Op3cjKv+55wc/d5MisuP2PUdi9sfr1G21+v4xWeyt2QZE4+iiUkKft15Y51oxpvDaQ1NcTsGG+Leb2qaGn8v7/Xqaqt1Pk/pK0Rp31jlfoe72LTuBaWRjU4dD+qzOn6Wjaknr4OB7wiFS7z+/6tcA1Oxj0kRaltWNrXgoy8IrbfDVdq+jeZ4NAEh6Z1mH/YF0kJEeelsaR3C6yNazJ1vw+5hRKV1tm0XjWOTO/Av94vWF/C8aYshjWrcGymA2nZhUSl5gDye8jm26FM2vOAZf0s1L5mAgyxMeLUnE5c8I9n0t4HZUa4D7Q25OICZx7HZDB0iyehSdlqr7cstDXFfNmjOefmOXE/PI2+6924F56q9PwikYg+lgbcWOSCnUlthm7x4JfzAWTlFymeWU1EIhFdWtTn0gJnFvVqzl9Xn9N/ozuuz5OpiHfYVbQ1uLHIhTpK3us1xCJ6tWqg0v1lYU95XPm718BiCqUyzvnF4RmWotR3Mq6tx7f9WnLv2+6M7diYXW7hOK64xaorQcSl5ym9XcUIgkCRCudvadTQ02KCgwkX5jtzYrYD1XQ0mbbfh+5rXdnmGkZSlmI/rkoq+S9TWXlTyX8CVdX1sORsjtyXJ0bV0tNmTIfGDG/X6IPFbirDuzGRn7VvxBQn0zK9FsrLg4g0xuy8V2b1TTUdTW4sdKmQRADPsBRWXg4iPiOfr3o257P2jcotRuUWSth2J4wdbuEMsjZkcW+LMt+mK9q+708/paqOJsuHtXkrklgZ5JUUT2jfpBa/D2mj9nYowvV5Ml/+60vv1g35eVDrD/6m7LhPNH9eesaVLzvToLrqx8Gbws2fQ1UXbqLTchm21ZPJnUyY08Vc5fWrgiAITD/gg5aGmC1j26kkiuz1iOCAVxRXvnRWWJZ/5MELdtwN59pXndVuc/MMS2HuP+rFgydk5NNp5S3uf9tdYdVCaFI2/Te44f9zrzK/l8Pym6wbVXL6jV90OsO3eiqs9NMUizg0rcN7y0jMzKfDnzcJ+7PfW6JJbHoenVbcImJ5P6X21eqrQWy+HcaakVYMb/d2dU+vda6EJGUrjP7W1RKzpLcFU5ze92l5mVPIgI3uxL4a/HRpUY99kxV7+mQXSLD9/Tpn5nbCoqHqVQi3g5JYfMIP92+6lXks3H2ezPwjvtxd0lWh/8dejwgOekVxWYnjGeT7eNQOL07OdqS1oWrXztxCCUM3e+LSoh7f9lP+RUGBRMqE3Q/Q19Vi+/j2KpvnP0/MYvSOe0x1MmVuV/WvLYIgvD7+Tj6MYe3156waYUUnc+VM4xWRlV/E4uP++Meks2Vce9qWEU5QJJXx17VgDnlF8dOg1nzWvtEHa4mRygT2eUay5lowQ2yMWNrXQqH5+buEJmXxw5kAQpOz+b5/SwZZG37wFp78IikHvaLYdDsUS6PqLO3TskKMlB9HpzNCieuchljEpQXOKreI5xRI6LfBjZiXubypk+hqipniZIpIBIfuvcC4dhWmO5vRr42B0veXYpF+r2ckrsHJdG5WlwY1dGnZUJ/sQilZ+UVk5BaRlltEem4hmXlFZOVLyCmUkFsoJa9IiqZYxOMfe1V4iEB+kZRrgYkc94nmXngqLs3rM9K2EV0t6pf5/Sorbyr5L1Ip3lTyn0CZC3SBRMrVgEQO34/i0Yt0+rRuyOf2jelo9vHjE98kr1DKyUcx7HGPIKdQwiRHU8bYN/7gZn4gN5vs/fddEjJKfpOhKRaxd7JdqR4JyhIYl8nKK0E8evGS2V2aMtnRlCra5RMcBEHgnF8cKy4H0aC6Lr8Maq122tbLnEL+vPSMS0/iWdirBRMdmqgkKmXkFvHTuafcDk7ml0GtGdz2wzx8SmUC62+GsMstnF8HWyodyVwR3H2erFY0anmFm7ScQkZs9cS5WV1+HtT6g5+rB7wi2XonjMtfOKtUeZeUmU/3Na5sHddeYcpXXqEUl9W3+XlQa/qpkJjzLjMO+NC0fjW+6WOh8rz7PCK4EpDAvzMcFE578F4Ul5/Ec3h66Ya6aTmFtPvtOv4/9ypx8CYIAk4rb78WNUpCW1PMYGtDVn9m/d5n0Wm5dPnrDmF/9nvr76WJOqVRJJHS/PsrXP+qM+bvmGIqawwqFsGtRV0wKcXfJTotl95/3yW3UMqCbuYs7KWcZ9L8I74Y1azC0r6q709BEOjztxsTHOWxvGVNN2bnfdo1qcni3mWvRyKVMWiTB/3aNGRet9Lb5d5k3fXnXHmawLn5nVT2FQlPzmbwZg9WDbdSKUkqI7eI4ds8cWxah1/UuEYExmUyZtc9Zrs0Vatt7V2kMoGIlGyVqiqUQRAEdrlFsPb6c77t35JxHRqX+V1dnyez6NhjnMzr8vvQNh/UO+RFai7LTvsTlpTDH0Mt6d5SNX+34vv57xefYV6vGr8Obl1hprVlkZFXxNY7YezzjKBnq4Z83at5uV+Y7XWPYPmVoBINzAE0xNCleX12T1Ldpwzkv3Wf9fLrSzHammK8v+tBjSpa5BZKOO4Tw273CHk7ZydTRtur5pH4IjWXH88+4c5zeeVd8aVVUZGjpWF1LixwVvk7qUJ0Wi4nHsZw4mEMBRIZw9sbMdLWmKYleF9VijeV/BepbJuq5D9PREoOf156hsPyW6y7/pxuFvXxWtqNDZ/b4NC0zicTbpKy8vnrajAOK25y+P4L5nUzx21JN3kiwgcWbtJzC1l7/TlOK29Rq4oWmiUMenQ0xcxyaVou4SY6LZevjj5m2FYPmjeoxt3FXZnTxbzcws3T2AxGbvfij4vPWNy7BadmO6ol3MiToGLovtaVtJxCrr1ql1NFuLkVlEjPda5k5ku49lVnhpQSB11eUrMLmLT3ARf84jg1x/GjCjcAndWIQy2vcJNXKGXqfm8sDPT5ceCHF26CEjJZfimIv0e1Vbll8veLz3BpUU+pePa9nhEY1NClbzla3aLTcrkTnMx4FRN+irn8NEGplimAe+GpCk01A+MyaVxbr9S37iKRiLEdGqNTRgpVFS0NfhhYcqpXoVT2VjtSMcWCjbKtU1qaGhjU0CUt9/0WjZYG1fllUOtS2xKKqV9dt1ThBl4Zzs6UC11FMuXbCIbaGHLucSwyJb/Lm4hEIma6mLHzbniZv4VIJGJJnxbsfZU6UxaaGmJ+G2LJ5tthRKflKrUd87qZo6MlZu215yptP8jNl//6zJolJ/xVavmpoafFvsl2XH6awE431du2WhlW59DUDmy5E8YuNeZ/Fw2xqMKFG5Dvu+mdzdg32Y4NN0NYeMyPvDcG8O/i0rwel75wJiW7kAEb3HgSk1Hh21RM4zp6HJragYU9m/PV0ccsOOJLarbieOtiRCIRg9sacXORCxYG+gzY6M7yy8/IKVCtHU5ValTRYmlfC25/3QU9LQ16rbvLz+cCSFFh299lUicTnJvVLfU6IpWBTeOaKrUIvknjOnrsmmD7+rlNW0PMaDvj15V0etqaTHQ04fbXXfhxYCsuP43Hcfkt/rgYqHQ7VOM6euyb0oGZnU0Ri+SijaLLko6mmNkfuDIW5NfXr3o25+6SrqwbZU3syzz6rndjxFZPjvlEf/BjppJKPjWV4k0l/0kKJTLO+8UxZuc9eq+7S1x6Hps+t+HWIhdmdG6qdrJLRRCUkMnXx/1wWnmbwPhMtoxpx8UFTgxr10ipeN3ykJZTyOqrQTitvM3DqDR2TrDl0hfOtDSo/pb3jZaGCEujGnzVs7na6/n1fCA91roiEsGNhS5817/0uGRlSc0uYNmpJ4zY5omtSW1ufd2FYWqmVUSl5jBhzwP+vBTE70Ms2TXR9q0IYkVk5hex5IQfXxx5zNe9W7B7oq1aLUXK4BOZRv8N7ujranJ2nnptFR+b8go3EqmMeYcfoaUhZu3Itiq3Q6hKfpGUBUd8meZsSgcFQsW7eISmcCsoSak48fTcQrbeCeObPurHFIO8GqZnqwZqRb0mZxXgE/VSKZ8kQRC4H56KQ9Oyf5OAuAxaGZR9XA5r16hUTwQtDRGrRliVKv4USmQlDoY0VRRvAOpV1y1VuPjcvjHdLOqXOvDSFIvo01pxVUFro5oMsDJ47bGjDM7N6pEvkfEgUrUUwGIGWhtSKJFxNSChzOlsGtfCybwum2+FKlxm+ya1GNzWkJ/OBSjloyE/X6054BXFAxXTDAF6t27IOIcmzDr0UKVBWKNaeuyZaMeGm6Fc8I9Teb2WRjU4MMWe9TdDlPIEepeDXpGM332fJSf8yMj7cN4tAB3M6nBxvhOxL/MYusWDiJScUqetr6/LgSn2jLQzZuR2L3a5hVeIx0tJiEQiRtoZc32hC/lFUnqsdeXs41iV1lddV4ufBrbm9JxO+ES+pOdaV648jf9g21yMQY0qrBxhxYX5TsSm5+Gy6jbrb4SoJQSIRCLWjWpLrapavHv6a4igRYNqHPWJpue6u5x4GKOWiONoXpdv+7VES0OEVCYw3dnsvWk0xHJvoVNzOrFvij3RaXl0WX2HL/715WmsckLe0r4t6dfGoEzRvRg9bQ16KXFtrCg0xCKcm9Vj05h23F/WnQFWBuz1iMT+jxt8c8Kfh1EvP/hxU0kln4JK8aaS/xybbofgsPwmf10LpnPzengu68amMe1wNFe95aOiEASBO8FJjN99n8GbPNDSEHNpgRN7Jtl9lO1KyS5g+eVnOK28xZPYTPZNtuOfaR3paCavPFra1wLNN95q62lrsm2c6v4BuYUSNt0KwWXVbcJTsjkztxNrR7alUS29cm1/kVTGHvcIuvx1h+SsAq580Zlv+lioVQZeJJUnZfT5243GtfW4sdCFfm0MVNoHbiHJ9Fl3l/iMfK581ZmRtsYfZB/Ky+TDGb/7ATNdzNg8pl254uHfXO6HpLzCjSAIfH/mKTEv89g5wfajpF/8eekZVXU0+aK7cu0hxRRKZPxw9ilf9WyulHi31TWMtsY1cSyHF0ZxPPikTiZqzX8tMIG2xjWV2t7QpGyyCyRYKfCDCIwv2az4TRrW0KV9k1rv/V1LQ0Tn5vXoXUbEcaFEhnYJbTiv055UqHCpr69DUmbJb9ZFIhF/jbSmTjXt9wZexevr1Uq5iqkeLRvgpqThL8iFjwFWBpxR07hYS0PMVGcztruGKTzHv+7dgn+9o5WqqPmmjwW+L15yLTBRqe0wr6/P4t4tWHT8MdlqDH4X9WxOfX0dlpz0V+la1aZRDTZ+bsOSE/5qCUfWxjXZP8We1VeCOXz/hdLzRaXm8MPZAJzM65KYWcDQzR6EJ38Ys+Bi6lfX5Z/pHXBuVpdBm9y5VoZgJxaLmNPFnEPT7NnrEcnU/T4qVcWoSoPqumwf354/hrbhtwuBTN3vo7IBbivD6hyf6cCXPZvz7emnTN7n/doQ+kPSrIE+OyfYsm+KPXdDknFZfYeDXpEqG/FW19Vi90S796uaRSLWjGzLrUVdmNOlKRtvhdBtjSvHvKNVXsfkTiYMb9eIAdYGGNcu+xmrfZNabBvfnmtfdaZGFS0+2+bF5zvucSsoscxKP5FIxJqR1jRrUK3EysdidDTFTHUyVdu/rbzUqqrNpE6mXFrgxL8zHNDWFDNp7wM+33nvk2xPJZV8SCrFm0r+c8S/zGfD5zbcXtSFWS5NVY4QrUjyi6Qc9X5Br3V3WXTMD9smtfFc2o3lw9p8kLLqd0nKyuePi4E4r7xNSGI2/0zrwIEp9tiavJ0a49i0Ds1f9ZdrikXsGN9eJbPdIqmMf+5H4bL6DjeeJbFzoi37JtvTUsGbeGW4+zyZvuvd+Od+FJvHtGPXRNsyWxbK4tGLlwzc6M7pR7EcnGrPH0PbKDTtfJOcAgnfnX7CrIMPmdvNnANT7JWq1hEEoUyvj5LIzC9i1qGH7HGP4J/pHZjcybRCBKL9npHMO+xb7uWURkJGfrmEG4C/b4Tg+jyZfVPsVNo/6nIjMJHTj2LZMNpGZQPtnW7haGuImeiguH0pPiOP/Z6RannUvMlp31ga1dLDtgQhRBkuP0l4r2VLKhNIyMh/b7DsFZ6KbZPaCv1LAuIylYr7HdexCbpa7ydGLR/Wpsz5iqQytEsYPGiKxa+3X1nq6+uQlFX64LWajia7JtqW2E4KvHf9LI1O5nV5GptRZkLQuwyxMeLik3jyi0pvhymL0XbGRKbm4qUg/ad5A30GWBmy7rri9qZaVbVZ1rclv5wLULoSYZKjCY1q6vHHxUClpn8TTQ0xGz634VHUS/Z4RKo0b1eL+nzfvxXTD/iolbbUrnEt9k62489LzzjmE61w+kKJjIXH/BjS1pCZLk3ZM8mOnq0aMHyrJ49evFR5/aqgpSHmu/6tWDncioXH/FhxOajMKo72TWpzaYEzOppi+m1wwytM+YQoVRGJRPRrY8CNhS7U0tOm97q7HLoXpVJLoFgsYqStMbcWuWBYswp9/nbj7xvP1T43VMHOpDYnZjnwx1BL9nlG0nOtKxf841QSEy2NavDzwP/XhikWyZ+1LI1qoKUh5jNbY24udOHLHs3Y5hpG17/ucOTBi1K9ct5FJBKxYrgVf49qq/Q2mdStyq+DLfFc2o1O5nVYcuIJvf6+y78PXpT6u+poarB/sj219LQp7XZeIJGRnltEYuanTYISiUS0aVSD34ZY4v1dDyY5mnzS7amkkg/Bh3Mvq6SST8Qfw9rQqFHFJDyoS2p2AYfuveDgvUhq6WkzzdmUwW2NPkoFAchNPLe5hnHkwQuczOtxdGbHMuNK5T4IFkzcI6/wqKevw7P4TAokMgqKpBRKZRQUyeT/lkgpkMgolMjIL5Jw81kyUak5VNXR5LfBrendumGFiAxRqTn8duEZ9yNS+bJHcyY4NFH7rU5mfhGrrwRz4mEM87qZM93ZTOUWtXvhqSw+4YdhjSpc+bKzwjddxWTkFvHt6SeEJmVz+QtnpcSMgLgM5vzziCZ1qnJhgTO1KyAFTSoT+O1CIOf94tgxwVbt5USm5DDjoA99Wjd8z4g1KTOfMTvvYW9aW23h5vD9F+zzjOT4LAcMaqjeEqQqiZn5LD7hx+9DLZXep8XEvMxl8+1QDk61V0r02XAzhB4tG6icYvYmgiCwzyOS6Z3N1DrPXuYUci88lZUjrN76+92QZCbv9aZ2VW0cm9ahc/N6OJjVwSsshY4KIsLzCqWEJ2crlTDUq1VDlpzwf/1vbU0xPw9qRX39squA5JU37//GxZU3ikyG36RBdV0iFbzFb21Ygx8HtOK3C88ofGNA3KlpHaWvHfX0dbBoWB2P0BQGWhsqNY+NcU1qV9XmTnASfZT0JHqTqjqaTHBownbXcBybln0f/LJHM3qsdWWGi5nCVswR7RtxzCeaDbdCWNZXcRqUWCyvYOqz7i49WjZQ2cC2bjUdtoxtx5id92ljVAN7U+UEM4AxHRoTm57LpL0PODXHUeGx9S62JrXZOcGWqfu90dEUM7itUYnTySsEn1AokbF8mPx80hCLWNavJYY1qzB+133Wj7ahR6sP20rSr40BLRrqM+vgQ/yi09k4xqbUl1Y19LTYMrYd/9x/wZR93kx3NmVB92blTn0sjZp62qwZaY3rc0O+PfWEc35xrBxuhakKL2Bq6mnz59A2jLQ15vszTzjtG8svg1rTpUX9D7LNxYhEInq3bkh3i/qceBjDbxcC2XE3nCW9WmBvVgctDZHCa/CYDo3xCEvhRmASMkFgyTsm4ZoaYoa1a8Tgtkac94tj460QNt0KZXaXpnxm20gp02917gO1qmozr1szpjmbce5xHDvdwvnrWjATHEwY17HJe88cdarp8M+0Dgzc5E5+0dvikqZYhL1pbSJTc3BeeZvelg2Z5GhCu8Y1P2kYiK6WhlrX0Eoq+V+nMm2qkv8E/yuO8qFJ2ex2j+C0bwx2JrWZ6mSKixpGr+oSn5HH1jthHPWOpmuL+szrZq70QLE4JnL+EV9e5haiIRYhFokQiXjPt0EQ5EacklcDpj6tG7JpjOpVCyWRUyBh0+1Q9npEMNTGiK97tVDbo0gQBK48TeDn8wGY16/GH0PaqFy1k1coZdXVII56R7O4dwsmOpgoLUo8iEjjy399sTCozuoRVgq/hyAIHPOJ5udzgczp0pS5Xc3VEkDeJbtAwoIjvrxIy2XPRDsa11Gvjc0vOp3J+7yppqNJQkY+9avrsHZkW+xNa5OcVcDoHV60Na7F6hFWam339cBEvvjXl/1T7LFTsrqhPMhkAhP2PKCevg7rVHh7Wcz0Az7U0tNi1Yj305HeJSw5m37r3bjyZWeVBi7v4hGawvwjvnguLTsSujSO+UTzz70ozs5zeuvv0Wm5OK+6/frfVbQ0yJdIQQCHpnUYYmOEg1kdGtWq8t71zPfFS6bu9+Hh9z2UutYtOvaYk4/krUHtGtfk5GxHhfPdDk5i+aVnXPvK5a2/S2UCTb+9xP1vuyvtOfXvgxdcfBLPwakdypxOEARmHHyIa3AShVIBHU25ge9IW+My53uT5ZefkZZdWGKCVmmsvf6c4IRMto9XT2RNyS6g04pbnJnbSWH148/nAoh5mceuiYrX9Sw+kyGbPTg3z0npiOMTD2NYcTmIa191VkuEPngvig03Q7g434n6KniKCYLAwmN+hCZlc3RmR/S0VX9X6fo8mVkHH7J5rA3dLN4WYK48jWfrnTBi0/O4MN+ZhjXe37bLT+JZdNyP7/u3YkyHxiqvX1VyCiQsPfUE74g0No9tV2KL4ps8i89k/hFfautp8/fotmr5Z6lCdoGEv64Gc9Q7mi96NGOaiuEAID/fD9+PYvXVYDqZ1+WHAa0++HYXk1coZa9nBKuvBFM8cNLSEKEpFqOlKUJbQ4y2hhgtTTE6mmJ0NDXQ1RKjpSHmWXwmLQ2ql5nYB/Lvd/FJPBtvyv12Zndpykg7Y5WT21RFEATuPE9ml1s4D6NeMqJ9I6Y6mb13r7r7PJkp+7zfikLXEIs4O7cTlkY1iErN4YBXFMe8ozGtV5VJjib0tzL44NtfGv8rY4NKKqlIKtumKqmknAiCgGdoClP2edNvgxtFUhmn53Ti4NQOdGlR/6MINzEvc/nu9BO6rL5DanYhZ+Z2Ytv49iq94ReJRDia12WUnTFaGmKKpAIFEhn5RTJyC6Vv/S+vSIpEKiASQc9W9dk2vn25hRuZTODUoxi6/nUHn8g0TsxyZPkwxYJHacSm5zH9gA/fnXnKN30sODS1g8rCzcOol/Tb4IZfdDoX5jsxuZOpUqKERCpj7fXnTNzzgBmdzdg90Vbh98grlPL1cX9WXQlm5wRb5ndvViHCTXxGHp9t86JAIuXkbEe1hRuP0BTG7rrPnC5NubukK27fdKWqtibn/eKQSGUM3OhO49p6rFJTuHkY9ZIv/vVl7UjrjyLcAOxyDycqLYdfB7dWed5bQYk8iEhTugVqzbVgRrRvVC7hBmCfZySf2xurXcV3+Ul8iW8jG9WqQnXd/zfAzSuSIgggAJ5hqfx0NoDOq2/T/vcbzDv8iOeJWa+nDYiT+90oe60bbS8fyIpEsG5UW6XmK5TISqy8Kz7UJKq0TVUv3fPmTUQiEWtHWr82Wi+QyOiq4tv+zs3q4RaSolK7xZC2htwOSiY9V/l2qzepW02HEe0bsd01TOG087qZ4xmWwsMoxR4xLQ2qM8GhCT+cear09xnezoh2jWvy3eknanltjevQGGfzusz555FKniAikYiVw62oqqPBgiO+KrXVFePSvB7bx7enlcHb99HsAgnfnwnA1qQ2FxeULNwA9G1jwL7J9qy4/Iy1159/cK+xqjqabBjdlpkuZozbdZ/9npFlrrOlQXXOzeuEad2q9NvgxnUlPY3UpZqOJj8Pas3BqfYc84lm6BZPAuMyVVqGhljEeAcTbi7qQhVtDXqudWW7a5jKfjHqUEVbgzldzN9qUyqSCuQVScnMk5CSXUhcRj5Rqbk8T8zmSWwG3pEvuReeyhj7xmwd117hOjTEIgZZG3L1y858278lh+69wGXVHfZ7Rn7QdjGRSETXFvX5Z1pHTsxyJKdASu91d5lxwAefyLTXx1Hn5vX4cUCrt/xvWhnov37WbFKnKj8MaMW9b7vzWftGbLodSqcVt1h7LZikT9xSVUkl/xUqxZtKKlGTQomMU49i6L/BnTmHH9HKoDruS7ry12fWFeL1ogzRabksO+VPtzWuZOVLOD/fic1j25Vr/bO7NC3V6+Fd6lTVZs3Itmqvqxj/mHRGbPNk9dVgvh/QimMzHdRuLZFIZex2j6DXWldq6mlzY6ELw9o1UklEyy+SsvzyM8btus9oO2OOz3LErF41peaNTstl5HYvLj+J59QcRyYp4VUTnpzN0C0evEjL4eICZ6XippXhaWwGQzZ7YN2oBvsm26vtH3PlaTzT9vvwy6DWTHuVatGgui5rRlpz41kiXuEppOcV0r5JLbVSocKSs5m235ulfS0+WpkT2+FmAAEAAElEQVTz09gM1l0PYf1oG5VNoPOLpPx0LoAlfZSrCvOLTud2UDILVDRDfpcXqbm4BiczTs148Mz8IjxCU+nX5n3DXZFIRFvjmqXOWyzmpOUUcsE//i0DUmX9boqxbVILEXL/hyZ1lBOziqQlt02JRCI0xSKVvDTq6+uSqCAmuxj9V8ajIE9TUcULDORGoel5hSr5r5jVq0ZLw+pcelJ2alRZTHc249KTBGJelm1IXLeaDlOdTFl5JVgpceGLHs2JfpnLiYcxSm2HSCTiz2FteBCRxtnHqqdAiUQi/hjahuwCCX9eeqbSvNqaYraPsyUyNZdfziuXlvUunZvXe0uckcoEvj7mR5M6eizu3UJhtZe9aW1OzHbkhE80S08+UTseWllEIhGTO5lycKo9W+6E8uXRx+QWlu5TpKetycoRVvwyqDULjz7m53MBFEg+rKeMrYnce8eleT2GbfVgzbVglddZT19e9blnkh0nH8XQb70b9xT4PFUUg22MmO5sWqaB75vo62oxr1szle6/YrGIAVaGXP7CmZ8GtuLIgxd0XnWbPe4RH9zzx9KoButGtcV1SRdM61Zl8l5vhm315NKTeKQygQmOJoyyM35VXVRyPHhVHU3GO5hw4ysX1o5sy9O4TJxW3mbBEV8evahMgaqkkvJQKd5UUomKZOQWseVOKM6rbrHxViifd2iM19LufN27hUpl3eUhMiWHxcf96L7WlfwiGZcWOLPhc5vXpsPlQV9Xi4U9m6OrwNdBUyxiy9j2pUb7KkNyVgFLTvgxcrsXnczrcnORC4OsDdWuVnoSk8GQLR78cy+KnRNt+esza5VL9f1j0hm40R2vsFTOzevETJemSgsSZx/H0m+9G60Mq3N+vpNSItpF/3gGbfKgc/N6HJ7esdS3uKpyPTCRUdu9mNLJlOXD2qjtF/TvgxcsPObHxs9tGN7+7ZJji4b6OJjVYfxub77q0ZxpTu/HlSoiKSufiXseMNq+MRMcTNTaRlXJLZS3kc3t2pR2jVU3/d1yO5TaVXX43E65VojVV4OZ1Mmk3FHy+70i6dW6gdpeQDefJWJev1qpgomjeV2FkbDammIW9mz+lt9EYHymwpjwNxGJRNTS0+LrdzyTyqK0qHCQv61WqfJGX4f03CKlB4yWRjWwbVITQzXOTV0tDTqY1uGuCqlTAEPbGqqdOgVyY9KerRqw2z1C4bTTO5vxPDFLqW2spqPJjwNasfxykNKVQXWr6fDnsDb8ePYpCRmqv32voq3B9vHtOfkwhnN+qglANfS02DvJjktPEtjlpvi3KIti37DnSVnsUiEFr3kDfU7N6YRfTDrTD/iUKaZUFLYmtbkw35mEjHyGbvZUmH41uK0RFxY48ejFS4ZtUTx9edHV0uDr3i04OduRW0FJ9N/grlT117t0MKvDxQXOfGbbiKn7vPnq6GOSlBRmy8Pi3hYY19Yr1cC3GB1NMd/0aUEVbfUqJcViEX3bGHBpgTO/DrbkxMMYnFfdZpdbOHmFH1bEMahRhWX9WuK5rBv92xjwx8VndP3rDvs8IljcqwXtmtSimq4mvcrwdBKL5UmCeybZcfWrztSpps2E3Q8YstmD074xH1worKSS/yKV4k0llShJVGoOP519isOKm9wJTub3IW24udCF8R2bqH1jVpWw5GwWHn1Mr7/vIgBXv+zMulFtMa+vXFWIsoxzaEI13dI9AnQ0xUxzNlXJRPJNCiUydrmF0+2vO2TmSbj+lQuLerVQy5cA5GXsv5wP4LPtnnS3aMClL5wVmnWWtE1rrgUzcrsXg6wNOTXbkWZKimHZBRIWHfPjp3MB/DXSmt+HtFH4YF8okfHL+QCWnvJnzUhrvu3XskJiNovjxb/415e/PrNmpktTtcWwba5h/HHpGXsn2b1nulkgkTL38CMC4zP5aWArNt8OxeLHK2+10ygiu0DC5L3e2JvUZklv5Qfy5eW3C4HU1dcp8Y2hIiJSctjhFs7vgy2Vag9zD0nBPyadWZ2bqrOpr8kpkHDMO5rJasaDQ8kpU2/SrnEtypJAdDTF9LNsyPxu/+93k0hlBMVnKmVWXEyhREZabpFKXhWlGRaDXEiWqhAVXqeaDmKRXDxWlpku5miI1Ts/Ozevx93nySrNM8DaEN/ol0pFeZfGjM5mHPWOViiyVNfVYk6Xpqy+GqRUBVMfy4ZYNarByivBSm9L79YN6dGqgcrx38U0qVOVtSPbsuykv0rXGADj2nrsmWTL3zeec+lJvMrrBvn5Z/v7dS4+iZcn76j4UqBhDV2OznQgt1DKmJ33ealCApm61NOXm8x2aVGPwZs8uPK07EquJnWqcmKWIw5mdRi0yYNTj5SrrioPrQ1rcHZuJ4a3a8S4XQ/4WYVEs2K0NMTM6NyUG4tcKJBI6b7Glf2ekWq1yimLvKqrvcIXO3WqaavkkVUaYrGIPpYNubjAiT+HtuHM41icV91ix92wDy4G6utqMc3ZDNfFXeSC26NYOq++QxvD6uybZKd0y7xp3ar8NLA1977tzrB2jdh481VL1fXnlS1VlVSiApXiTSWVlIEgCPhEpjHzoA89197lZW4R/87oyLGZDvRs1aBCPEmUISQxiwVHfOm73g1tTTE3vnLhr8+sy+2fURISqYyTD2MplMgo6duJRdC4th4Le6o32L4TnESf9Xc55hPNtvHt2Ta+vcopP29yLSCBnmtdCYzL5MJ8Z77q2VxlP5DAuEwGb/bgxrMkTs3uxHwV0jf8otPpv8GNuPQ8rnzRmd6tSx8cFxOXnseoHV7cD0/jwnwnpeZRBolUxg9nn7LNNZwj0zvSt416LUiCILDichC73OTL6WBW563P84ukzDjwkISMfP6d0ZHJnUx5/GMvmjeoxkklH/gLJTJmH3pI7ararBhu9dFMva88TeCifzzrRrVVucVLEAR+PPuUkbbGtGmkWKwQBIHVV4OY1aUpNfTKF3l+8lEMpvWqqlUpBPLBp+vzZPqW0DJVjFWjGqW2dWhriGhtWJ1VI6zf2lfhKTmIRSKVrkWJmfloiEWlJuKURKG04ipvNMQi6lQrOy78XSwa6hOWnK3Wm+LOzepyPyJVpXaHutV0cG5Wj7OP1a++sTauiVWjGhy6F6Vw2gkOJqRkFXJZwQAf5JVTvw6y5IxvrEpx2D8NbE1IYhb/3H+h9Dxv0qNVA6Y4mTLr4EOy8otUmteqUU3Wj7bh6+N+alV4VNXR5Nw8J7yWdlP7flWjihb7p9hjUEOXEds8iX2j9fBDoakhZlm/lqz+zIrFx/1YfvlZma1b2ppivh/Qig2ft+W3C4EsOuanspiizjbO7tKUiwucCIzLpPffd3ELUU3sBHmlyJax7dk0ph17PSIYvNkd3w8Y196sgT7f9WtZZvpc/zaGarUSl4ZIJKJnqwacn+fEqhFWXPSPx2nlbbbeCfso+2mQtSHn5nVi+/j2hCXnMHybF18f9yM4QXlBtZqOJhMdTbixUP4c6x+TjtPK23zxr+8H3V+VVPJfoVK8qaSSEpBIZVzwj2PIFk8m7/PGpE5V7izuwobPbcqM3K5oghIymXv4Ef03ulNNV5Nbi1xYMdxKbdPZspAnM8XTa91ddrmF8+ewkpOZNMQito5rr3LUdmRKDtP2e7PgiC/jOzbh4gJnOpmr7+0Sn5HHjAM+LDnpz1c9m/PvjI4qVyAVSWVsuBnCsK0e9GxZn7NzOynt3SGTCWy9E8aoHV6MsjPm0LQOSrU8uT5Ppv8GN1o00OfUHEelPT8UkZVfxNT9PnhHvOTMXEesy/AvKQuZTOCHs0859zi2RO+hvEIp0w/4kF0g4dC0DtTUk7+BFotFbPjchmPe0Wy+HVrmOgRBYOlJf9JyCtU6ltQlISOfpaf8+XNYG4zUSCi5/DSBZ/GZLFKy3edqQALxGflMdjRVeV1vIpPJ48EnOZqoLXLdDk6icW09zOuXXk2mq6VRogijIYL61XXZO8n+vX0VEJeBhYG+SgOUxMx86uvrqDRPmZU3GuLXyXfKUl9fOdPiYhrVqoKulgZhSWVHjJeEef1q1KyizcMo1QYmQ2yMOO0bWy5/iJkuTdmnhNmprpYGC7o3Y831YKV8WRrX0WN2l6Z8f/qp0j4uNaposXqENcsvPSMyRfXfEeDLHs0xqlWFr4/7qfy79GjVgKV9LZi234cINdZvXFuv3Mb8uloabBrTjo5mdRi+xVOlQW956GNpwJl5nbgdlMT43Q8UVp11s2jA5S86E5uey8CN7gTEZXzwbTSrV41/Z3RkZmczZh96xOLjfmTkqibSgdxo+sqXnenVqiFjdt5n2Sn/D1bpNPFVJLbWO9cyEdCwui5nfGMYstkDzzDV2iYVIRKJ6GbRgDNzO7FmpDVXAxJwWnmLzbdDVRY21Vl3R7M67J5kx6UFTmhpiBi0yZ0Jex7groI5u1gsokuL+uybbM+VL52ppafN+N0PGLzZgzO+8heIlVRSyftUijeVVPIGWflF7HILx2X1HVZcDmKwtSFey7qzrF/LjxZHCfIB0ayDDxm8yYM6VbW583UX/hzahka1Kl60AbgXnsrQLZ78cDaAqc6mXP2qMwOsDPl5UOu3TPm0NcX80L+VSiJJToGElVeC6P33Xerp63L76y5M7mSqdouQVCawxz2CnmvvUk1Hk5sLXRhpa6zyoPZ5YhbDtnhy3i+OYzMdWNirhdIiQkJGPuN23+df7xf8O8OBOV3MFQ5EpTKBtdefM/vQQ77v34oVw63UTgx6l5iXuYzY6oVMEDg+20Ht40QilfH1cT/cQ1I4Pvt9k+bcQglT93uTXyRl/xT794x+LRrKo1B3u0fw09mn+Mekl7ieNdeecz8ijb2T7Kimo16rnKrIZAILjz2mu0UDBlgZqjx/doGEX88HsqxvS6WMJyVSGauvBrOge7Nyt1XeDUkmM19Cfyv1zZwvPy27ZaoYx6Z13vNxqKKtyeFpHUusHgp8lTSlCvEZ+Sp7OxVKS06bAtUrb0BuuJ2sgjeGSCTCoqE+QQmqpeMUz9u5eV3uqlhN0LNlAxIy8nkaq/o6i+nSvB51qupw6pHiCp7PbBshkwlKV8/NdDEjv0jKAS/FlT3FODWry4j2jfj6uJ9abS0aYhHrR9vwNDaT7XfDVZ5/goMJI9o3Yso+7zIH9FKZgEdoCtMP+LDlTmiFGqxqiEX8PsSSz+0b89k2T7wjVa8EUoem9apxek4n6unrMHCju0IxsWENXf6Z1pEhNkaM2OrFAa+y06sqAvGrNKmrX3UmObuAHutcufJU9Va3YjHy6pedScwsoNuaOxz1fqGSsbkyiEQiNoy2QVvr7WuT/Dhty90l3ejVuiEzDzxk4p4HKqdrKbP+ri3qc3qOI+tH23ArKAmnlbfZeDOEzA8s4gCY19dn+TAr3L/pRlvjmsw/8oi+69049ShGJfHFrF41fh7UGq9l3Rja1pD1N0PotPIWf994/lE8jCqp5P8SleJNJZUgj5X+42IgjstvcelJPN/1b8mdr7swxcn0ow0uQW6WO22/D8O3emJQUxfXxV35dbDlBxOOnsVnMnnvA6bv96Fnqwa4Lu7C2A5NXg+SOjerSxujGohFoKUhwrZJLcY7KJd0IwgCp31j6LZGHv19crYjy4e1UTv6G/5fetLBe1HsGN+etaPaqrw86auKmUGb3OlkXpfz851Uqqa6FpBAn/V3aVhDl4sLnMtM6CkmNbuAiXsecMEvjlNzHN8z/i0PftHpDNnsia1JLfZOslPbQPpND5tjsxzeq0zJeeVPI5UJ7JtsX+p50dKgOv/O6EhCZj6DNnmQmv32G94jD15w8F4U+6fYfTSDb4AdbuHEpufxixqx4AAbbobQuLYew9oZKTX9qUexSGQCo+zK73ew1yOScR0bo6OpngiUXyTldlCSUm10tia131qPloaI/VPsS632C4jLfC9KWREJGfk0VHHfl1V5oyESqSwE1NdXrW0KwMJAn2fx6g2+nJvV4+5z1d6+V9H+/9g767Co0v/93zOkpCAgICWCpHRIY3d3YHd3rrGru3Z3d2EnKCrSXRLSICAhISAd8/z+mMWvq8xw5szgZz+f37yuy+vaaznznGfOnDlznvu83/ctgoGmanjIh3Exg8HAfDddnAvIbPMYiYkwsaq/AQ6/TqPU4iUhKoIdI01x0CcVRTx4VmwYZITS6gacC+BdfAEARWlxnJpqhSOv0xCczntFw4ZBRtBXkcH861Ec2+Cuh37EzMsRAIBrIR+x2jNOoHHUDAYDy/vqY/0gQ0y/GN5mTHd5TQNfLXQtSEuI4ggPceIiTAaW9dHH5Zm2OOmbgfnXomhH2PNCl44dcGmGLTYNNsSGB/FYeD2K1iJeq5MULky3wZ4xZjj6Jh1jTwcLvIpIRU4SB8ZZfHvQJcIA7HUVYa/bCR3ERbC4lx781/WCvooMRp0Mwqo7sXx5WbUGWyBWxr0FDjg5xQoBaSVw3s0WPypq21/EUZaVwKp+3RG8oQ+m9tTGsbfsUI/Tfhk87V9WUgwznLrizSo37B1rhpgcdkvVitsxiM0tb783IETIfxFC8UbI/9fE5ZZjyc1o9Nr3Dp/Ka3F5lh0eLHLC4B5qfJdH80JMzhfMvBSOCWdC0VVJCv7remHbMBOBJQ/9SG5ZDVbdicXIE0HQVZaB37peWNxL7yfDYAaDgW3DTEDAvlE/MtGSUoVLfF4Fxp4OwR6vFGwabMRX9DfAFg52PEvC2NPB6GWgDK/lLnCk0XKVUVyFsaeDcTcqFzfn9sSGQYaUq1/qGpvx26N4rPaMw+/DTXBwvAUlYS/qYxmGHA2EvJQYHi9xgqGq4GLkvRMKMOlcKBa46WLnSFPa52xNQxPmXIlEYWU9bs/rCRXZf553VfVNmHEpHCJMBi7NtIV0G++7e2dZnPGwgWO3Tlh77/23hWBwRgl+f5qIsx7WXNt3BE18XgUOv07F4QnUPrMfSS36iqsh2dgx0pTS+V/X2IzDr1Oxql93vk2o0z9XISSzFJPtqSVbtYZfajFUZCVgqNr2MbfSUvj2eYkyGTg43gLW2q377BBCkEiz8obXxCxOUeEAe4FJS7zhoW0KYFeWJdNsc3HWU0JKYSXPC9DRVl3wJC6fr4jpYebqqGtsblMgAIChPdSgICVOyScHAJz0lNDbUAV/PEuiPJ8O4iI4MN4cR16n0W4bMtPoiK3DjLH0VgzPCVYiTAYOT7RAXWMzNj6I/0m8SP/8FUffpGH7MBOcm2aDx0uc8KHwK5bejBGogAMAU+y1cXC8BZbfjsHtcM5eQDllNdj6OBF7vKmZSnPj+zjxE77pWNlGnDjATnXyWu4CFiEYfCQAkb+gWojBYGCUpQZ8VrqByWSg30F/3IvK47n6h8FgoL+JKnxWubLb1U4FY/uTRIFWpgw0VcVQM3W2gMNgYOvQfz4kUJAWx29DjfFmtRvAAPoe9MOOZ0koE3A7F4PBgJOeEu7M74nTHtYIySiF8x62KfCvEN06iItgak9tvFnlhh0jTPH2w2c47nqDP54m8SRYMZnsiqIrs+zgtdwFch3EMOVcKEaeCMLjWGFLlZD/vxGKN0L+v6OZReCdUIhxp4Mx+VwolGUl8HqVG05Osea4SGkvIrPL4HEhDFPOh6G7qiwC1vfC5iHGPy2eBUVZdQN2PEtC34N+AIDXq9ywZagx1zhtc82OWOjWDaemWkFZlnuVS0lVPTbcf49xZ4LhoNsJb9e4YYRFF77MaH2SitDvoB/i8yrwbKkzVvU34LndqJnFTmAaejQQVloKeLHMhSfj1+TCSgw7Foik/Eq8WO6CERZtV1+0pD5NPR+OBW66OD7J8qc2I7oQQnDGLwOrPeNwaIIF5rjo0j7GlXWNmHYhHA1NLNz4zsOmha91jZh2IQySYiK4MN2Wp0SwU1OsUV7TgJmXIlBV34R7kXmob2LB6hd+z2oamrD8TgyW9NKDJQ2zX0IIfnuYAI+e2jCgIH4A7Kf2ch3EMIxGe9aPXAnOxtAeanxdE7wTCjHQVI3SOaKh0OFbC+DyvvoYZs75PeR9qUVVfRPl49JCYWUt1Hhtm+ISFS4qwkATD2lTAKAsJ4kiHoUUIzVZfCigJzYoSIvDtIs8gnisFOmp2wkiTCCARoVJC2IiTMx27orTfhltLnyZTAbWDjTgyTvjtyFG8E8pRiAPcehWWgqY6aSDVZ6xtBdiE2010ctQBYtvRvMsqkiJi+L8NBsEppXg+ncGysmFlZh4NhST7bUwyY5dNaciK4mbc+yRXVqNVZ5xfAlprTHQVBWXZtjizxcfcMK39RYtM42OeLDIEc/fF2DZ7RiezK85YaOjiGfLnFHwd5x4Wz5ACtLiODfNBnNcdOFxIRwnfNPbNdGpBWVZCZyYbIW9Y82w1zsZ0y6G06pckRIXxbqBhni21AVpn7+izwE/POLTU+p7dow0haK0OIb0UON4TdRQkMLB8RZ4tNgJmcVVcNvrixO+6QJPjGIwGHDspoQ78x1wbpoNIrPL4LzHF/tfpvySpDMmky2YeS5wwI25PVH0tQ59Dvhhyc1oxPFYQdNNWQZ/jDBFyKY+GG6ujkM+qXDa8xZHXqfxlBgoRMj/CkLxRsj/N1TXN+FKcDZ6H3iH358moq9RZwRv7INtw0zaxQCYG2GZpZh8LhQzLkXAXKMjAtf3xsZBRjylr/BCTUMTTvimw22vLzKKq/BwkRMOTrCgnJqxbqAhXPSVOf69sZmFC4FZ6LX/HUqrG/BqhRvWDKAf/Q2wWysWXIvCmrtxWNG3xZCY92qN7JJqTDwbgqshH3Fllh22DDWmLP4QQnAlOBujTgRjkKkqPOc7UDpmlXWNWHQjGhcDs3Bjrj1mOHUVWJpSYzMLmx7G43xgFm7Pc+Arqaq0qh6Tz4VCVlIUV2b93ApVWdcIjwvhkJUUw7lpNjx7t8hLieHabHuIiTLR58A76HWWwXQHHdT/wqdmO559QCdpcVqx4ABwP/oTcspqsKJvd0rbV9Y14oRvOtYPNOQ7ja6ithH3o/Mw04m+4XFDEwuvPxRR8rsB2Df94iJMqMtLYkkv7scsMb8S+ioyPIupdDxvGpvJf7zyxkBVDiVV9bQXDC76SgjgsXVKhMnASIsueEjBs4YbE+20kFFchYjstk2T3bsrQ19FFucDsiiNrSIniZX9umPr4wSe0riW99VHM4vgeBsG55xgMBjYMcIUNQ3N2PUimefXq8hJ4vhkKyhKiaO0qh5bHiVg9MlgTHPQwap+3f9xzVaQFseNOfZILqjEunvvBS5a2Ot2gud8B1wOzsbvT5Nara5he9Y44lN5LaaeDxNI1YaKrCRuzLGHm4Eyhh8PxKtE7mljDAYDs5y7wnO+A+5G5mLaxbBf5kkywEQVPqvcoKHQAQMP++NyUBatz0FPRQbXZ9tj61Bj/PXiAyadC0Uaj/HzrSEjIYqXK1yxb5xZm9saqcnh0kw7nJ1mg1dJRXDf9w43w3IELgwCbAH45tyeuDTTFrG55XDe8xZ7vJMFXvXDCQvNjjgx2QpvVrtBWVYCk86FYvyZELxOKuKpikxOUgyznLvi7Wp37B1jhqicL3Da8xar7sRy9NcTIuR/EaF4I+R/nsKKOuzxTobj7re4G5WLVf26w39dL8x360bJeFRQEEIQnF6CCWdCMOdqJGx0FBG4vhfWDDDgWvnCD03NLNwMy4H7vnd4lVSEs9NscHmmHeVEJSoEpBVj0JEA3ArPwckpVjg3zYYvMayZxRZM+h70QwdxEbxZ7Ybxtpo8L4TZCT1ZGHw0ACbq8vBe4QK7roqUX19aVY/ZVyJxxi8Dl2faYlV/A0ptSUn5lRh+LBDVDc14xmOFT1tU1DZi5qUIxOSU4/FiJ0px1ZworKjDhLOh0FaUxhkPm58W4BW1jfA4HwYFKTGc8bD+6e9Ub9ilJURxeYYt/hhhiqNv0jDUTO2X+Ui9TCzEs/f5tGLBAbbPxK4XH7BtmHGbrWItnPPPhH5nWbgbcBY7qeIZkQtjNTm+PuegjBLISojCjOIYLBaBCBM4OcWqTcExKb+C1rWksKKO58qbem6VNzQMi+l43shIiEJLUYp2q4+LvjL8eUhjaWGUVRe8SipEFR9RwDISopjaUxtn/TPa3JbBYGDdQAOcD8j8ybOKE9MctCEhJkJZ8AHYrbgHx1vgrH8Gz0/jW+ggLoJTU6xwNyoXz97n8/x6u66KGGKmhiNv0vA+rxw35/bEsj76rZ77nWQkcGOuPWLzyrHpQbzAzW+N1OTwYKEj/FKLsex2TKtCWCcZCdya2xMqchIYfTKIVmrWj4iKMLFpsBH2jDHDKs847PFOblNE6KEhj2fLXKAsI4HBRwLgl8p7tDcd5DuIYddoM5ybZoOLQdkYfyYE6Z95/z4yGAwMM1fHm9VuMFGXx9Bjgdj14gPfcdsdpcR58iZz6NYJjxY54o8RJjgfkIn+h/zhFV/QLsbQtjqKuD7HHldn2yExvxLOe95il9cHyt9xftFUlMK2YSYI2dAHvQxUsOlhPPoe8sPNsByeKsmYTAZ6Garg6iw7vFjmAhlJUUw8G4rRJ4PwJC5f4K2NQoT82xCKN0L+Z0nMr8CqO7Fw3eeLtKIqnPGwxtMlzhhh0YVvHwpeIITAP7UY406HYOGNaDjpKSFwfW+s6tf9pxYVQe7TO6EA/Q+zY79/H26CR4sc4dCtk8D2kVNag7lXI7HoRjQm22nBa7kL1+ocKnwoqMSYU8G4GJSFU1OtcGiCBa1qpJzSGkw6F4rzgVm4MN0W24eb8FQFFJBWjIFHAiAhyoTXclfY61I7bp4RuRh7OhijrTRweYatQEW53LIajD0VDFERBu4tdOTLxDqntAbjzgTDSqsjjk6y/KmioaKmER4XwqAkI4HTrQg3CZ8q0PcAu5WNCkwmAwNMVLF+oCFmXo5ASEYp7blTpaiyDhvuv8effKS07X2Zgh4a8hhIsWql+Gs9LgRmYf1AQ74rrZqaWbgcnI1ZzvzFjHvHF2KAqSrl+SQXfgUBg5JHFdvvhjdhqamZhaLKOqjxeP42NHFLm2KimdeocDlJlFbX8/yk21CVvmmxlZYCahqaePbNMVSVQ1clGXjF85668z0zHXUQkFZCqcrARkcRDt064YRv22IPwBYAdo40wfG36Ty1tBiry2FJLz2svhtHuxVIR0kaB8aZY8P9eKR/ruL59SwWQVFlHfaPM2/TgJ7dQtUTIZml+P1posAX2ZqKUri7wAEfS2sw+3Jkq4KdpJgIjk+ywgBTVYw6GSSwtKrBPdTwaLETfJKKMO1iOEraWNTLSIji0AQLrB9oiEXXo7DL68MvWzg76inh5QpXWGl1xNBjgTj+No3WvmUlxbBlqDEeLXZC1Mcv6HvQDy/aSTzhBIPBwEBTNbxa6Yo5LrrY9iQRI08GIzSzfX4nrbUVcXWWHa7PsUdK4Vc47/HFn8+TflkLkryUGBa6d0Pg+t5Y5K6HqyHZcPrbXJlXIUlPhd1SFbqpD4aYqWP/yxQ473mLY2/S2jx/hQj5b0Uo3gj5nyMovRiTz4VizKlgSEmIwHu5C85Pt0FP3U4Ca12hAiEEvimfMfpUMJbfjkEvQxUEru+FZX3027Xi5/vY71lO7NjvQT2o+V1Qobq+CfteJqP/YT90khaH79+pXPwIYrUNzdjl9QGjTgbBSa8TXq5wpSUEsVgE10I/YtARf+h3lsHLFa48CVYNTSz89eID5l+Lwup+3XFyilWr8citzX/t3Tjs9k7GWQ8bLOujz3fLzPfE5HzBqJNBcOjWCeen2fBVuZL++SvGnQlGX6PO2D3a7KeKlPKaBky5EAoVWUmcnGr101PE5MJKTL0QhqW99XmuCJnp1BVbhhhj1uUInPPPbDfTQRaLYM3dOPQyUMFwLp4t3IjJ+YKH0Z/w+3ATyt+dY2/T4KSnJBDvrNcf2Oay/Y070x6jqZmFV0mFGGRKPWI8NLMUtjoKlKrMEvMrYcpj5U1xVT0I2JUvvMDNsJhO5Y2yjAQIAUp5bB0wUpPDBxpx4QAgLsqEg24nBPAYGQ4Aoy278JU6BbAFq1GWXXCWYsT2mgEGuBH2EXlfqIkx1tqKGGauht+fUjcvBoAFbt0gIyGK/S9TeHrd9/Q3UYWHgzYWXo+iXD2RW1aD+1F5IADOeNhAvzO1tlx2hLY9fJKKsNsrWeALfSUZCdya1xMAMOlsaKuLUCaTgY2DjLB2gAGmXwzHkzjeq45aQ09FBo8XO0FBWhzDjgUiJod7mx2DwcA4G008XuIMvxT2QypBJylxooO4CDYPMcbteQ54GleAYccCKT9Q+BEjNTl4znfAqn7dseVRAqZdDBdIVRMviIowMdleC+/WuqOfkQrmXonEzEvhtMXitrDSUsDlmXa4Pa8nMour4brXFzueJf2yNjhxUSbGWmvAa7kLDk2wQNRHdhvUpofxyCjmTYSVkxTDbOeu8F3jjr9G9UB4dhkcd7/FHzxei4QI+W9AKN4I+Z/jrxfJcOzWCcEb+mDnyB7QVZb5pfsnhOB1UhFGnAjCGs84DDBRReD63ljcS09ghrWt0Vrs99Se2gKrMiKE4HHsJ/Q54IeQjFLcne+I3WPM+Pbp8UstRv/DfojM/oLHi52xdgD1BKjvyftSA4+LYTj9LgNnPGywc2QPyq0uAJBZXIXRp4IQmFaCJ0ucMdFOi9KiPaukGqNOBiGzpBrPlznDWZ/3FCxuvIgvwJTzYVjkroffh5vwlYKW8KkC48+EYoKNJrYONf5JYPpS3YDJ58LQpWMHnJzys3CT/rkKU8+HYbZTV8x11aU1h/G2mrgyyw53o3Ix/HhguyRgXAzKQnZpNe1Y8KZmFn57lICF7t2g3Uma0mtySmtwOyIXawcY0Nrnj1wMyoaHgzZfn3d4VhlEmEyexKTQzFL0pFBpVlpVj8LKOp7bpgoq6qAsI8HzdYlrVDgNzxtxUSYUpMR49r0xUpNFMk3TYuBv3xsejH1bGGGhjvCsMhRU1NLeNwDMddXF47h8SglNhqpyGNxDDYdfp1Eef/1AQ0Rkl+HNh7aTrVoQFWHiwHhzvEoq4isBaHW/7lCSkWg1QepH/FOL0eeAH1bfjcOiG1E8V21oKkrhxtyeeBDziafjQxUZCVFcnGELHSVpjD0VzFEQmWKvjRNTrLDpQTxHs2NekZYQxfFJlpjt3BWTz4XhWujHNsfVU5HBo8VOMNOQx+CjAXj+nr8qMV6w0OyIp0udMdBUFePOBGOX1wdaVVxMJluIervaHTqdpDHoiD8OvEoRiDk0L0iJi2JJb334resFXWUZjDwRhFWesZRFVF4x1+yICzNscXeBA3LKauC61xe/P01EUeWvEXFaYs6vzbbHw0VOqG9kYdCRAMy5EonwrDKezmkRJgN9jDrj2mx7PF/qDEmxX/fAVoiQX4VQvBHyP8eDRY5Y0lu/3XxkOMH6O8VqyNFAbHgQj+Hm6ghY3wsL3LrxJCLwCtXYb35gL/pD8NeLD1g/yAD3Fzry5cMBsFtMlt2KwZKb0Zjv2g135zvwnFoDsEWlW+E5GHg4AFqKUvBe4cKTgEIIgWdELoYdC4SDbic8XOwIPRVqgp9XfAGGHwuEs54Sbs/ryXP8cVvzOvkuHWvvxuHoREvMcubP9DgyuwyTzoVivqsuVvU3+GmssuoGTD4fBu1OUjg+2eqnhfLH0mpMOR+KCbaaWNpHn/Y8ALbPxLOlLlDv2AEr78QK9OY4Kb8SB16xY8HpiqXXQz+ipqEZ892oC1QHfFIw3Fwd3Sk+vedGwqcKxOdVYKKtJl/jeCUUor9JZ8p+PywWQVhWGaU2wcT8Smh3kuL5GNPxuwH+rrwRaf19sCtveK/iUpGV5Pkps6GqHNI/V9FuD3HproywrDKez3kVOUm2P0YMfxUW3ZRl4NZdGZeCqXnTrOzbHU/j8ikbunaSkcC6gQbY9iQRtQ3U32M3ZRm8Xe0GOT4ecIiKMHF0kiVCMktxOyKX43YZxVVYcScWW4YZI3ZrP3wsraEk+PxIVyVp3Jxjj2uhH3HqHbX2Ml4QF2XiyAQLuBuoYPSpYCTlt16B0ctABZ7zHXAt5CM23I8XSOsSg8HAHBddXJllh6Nv0rDaM67Nz1NSTAR/jDDFvrFm2PjgPTY9jKd1bW+pWubl8xAXZWJF3+54vNgZoZllGHQkAGE0247kpcSwY6Qp7s53hH9aCfoe9MPrJOpipKBQlBbHlqHGeL3KDSBAnwN+2Pksqd3Soky7yOPcNBvcX+iI/PJauO71xbbHCXwLxrxgpCaHA+PNEbCuF/Q7y2DOlQiMPBGEZ+/zeW5x1e8si3UDjdpppkKE/OcQijdC/ufgxSxOELBYBM/fF2Dw0QBse5KAcTYaCFzfC3NcdAUqoPwIndhvXimtqsfGB/EYezoYtjqKeLvaHaMsNfgSEVgsgtvhOeh70A/NLII3q9wwtac2rTaj/PJaTLsYjqNv0nBiihV2jTbjaTFZUduIJbdisPdlCk5OtcbmIcaUzp/GZhZ2PEvCuvvvsW+cGX4baixQH6WGJhbW33+PK8HZuDPfAX35aJ0B2B4+0y+GY/1AQ8x36/bT31tSp3SVpHF0kuVP7+VTeS0mnwvDUDN1rOkvmMoScVEmDo23QGl1AyafCxVIqX1dYzNW3InBXFddWGtTN6f+ns+VdTjwKhV/jDChfC1JzK/Ay8RCrOxHLZGqLS4FZWO0VRe+PLFYLIKXiYWUU6YAtt9NUzOLUitUQn4FTGiYFeeX19ISORu4tU2JMNDEo+cNAKjI8W5arKUoBVERBs9l/S3oKklDWUYCYVm8+5SMtuqChzF5fFdXLHDTxc3QHEpVLlqdpDDBVhP7eGhpmmSrhU4yEjj1jrcUKX6qzFpQlpXAkYkW2PEsqVWxwzflM0afDMZ4G01MtddCRylxXJllh5CMUux/xXvbln5nWVybbYfTfhm4FETdrJkqTCYD24YZY4ajDiacDeHog2KsLoeHix0Rl1eOWZcj+Kpg+h67rop4vtQZeV9qMepkELIptBINNFXDi+UuSC6oxIjjQUjlMcmppKoBmx7EY/qlCJ6rPwxUZfFgoSOm2Gth5uUIbH4YTzny/kd6aMjj4UJHLHLXw5p7cZhzJeKXtYR9j6aiFA5OYMeLZxRXwfXveHFexFFeMFGXxxkPGzxa7ITiqnq473uH3x7F41P5rxNxOstJYv1AQ4Rs7IORll2w2ysZbvve4UJgFl/G7UKE/C8gFG+ECKFJM4vdRjTgsD92Pk/CZHst+K3thZlOXWm1/VClpqEJx9+m0Y79pkJjMwuXgtjR38Vf6+G93BXrBhryXUGU/vkrJp4NxbG36Tg0wRwnplhBRY73p/At1TIDDvlDTV4SL1e6wq07bx45EdllGHwkADX1TfBe4UL59QUVtZh4NhTBGaV4usQZA3nwE6FCRU0jZlwKR8KnSjxe7EzJOJYbLxMLMe9qFP4c1QNTe2r/9PeSqnpMPheGbioyODLR4ifh5nNlHaacC0UvQ2X8NsRIoL5R8lJi8JzvAANVOQw47E+pPJ8be7yTISUuimW96cWCA8DO5x/gZqDMk+fSXu8UTLXXRhc+TKRbKP5aj6fv8zHTSYevcWJyv6C+iUWpBaqF0MxS2HZVpOZ386mS1rmZX14HtY70Km84CaSiTCatyGBlGQmeTTqZTAYM+DAtZjAYcNFXQiAN35sBJqrI+1KLRA4VGFSx1laEgaosboblUNp+SW89BKaXtOl/0gKTycCOESY4G5D5y31DAMCxmxLmu3bDkpvR3yo/ahqasOpOLJbdisFvQ4ywYdD/mYp3lpPElVl2uBGWgyvB2Tzvz0RdHldm2eHgq1TcCqd2THmBwWBgcS89bB5shJmXIuCd0Hqct5p8B9xd4AAmg4Fxp0IEtthWkZPEjbn2cNJTwrDjgZSqUDQUpHBnvgP6GKlg5Ikg3A7PoXxtV5aVgPcKVyhJi6P/IX885dHPR4TJrhryWu6CrJJq9D/kD9/kzzyN0QKTycBkey28Xe0OJRkJ9D/kj2Nv0lpNAmtvfowXd9vni1vh7RMv3rK/k1Os8WSJM8prGtFr/ztsfBD/SwUsaQlRzHTqindr3LFpsBGexH6Cw6432OX1gVLrpxAh/4sIxRshQnikqZmFhzF56HfID3u9U9g/LGvdMc1Bp11Fm8ZmFm6EfYTbvnfw+fC5XWK/ASAovQRDjgbgWuhHHJtshfPTbaCjRM33gxN1jc046JOKoccC0UNDHq9WuqK3Ib1qksKKOsy8HIEDPik4OskSe8ea81Rq39TMwkGfVEy7EI7Zzl1xcYYtZd+egLRiDDkaiG7K0ni4yJHv4/IjOaU1GH0qCB3ERHB3gQNUabSXfM+jmE9YeScWRyZaYKRll5/+Xvy1HpPOhqK7qiyOTLD4adFeUlWPyefDYKOjiD+Gm7aL4bekmAh2je6B89NtcOR1GrY+ppfgEpBWDM+IXBxu5X1QJTCtBG+TP2PLUGPKrwnOKEH0xy9Y3Iu+YPQ9t8JzYN9VEXoq/LVfecUXop9xZ54qwqj63QDsyhtTHpOmALb4qU6j8qaxmXD8XEWYDDTSaJtSluNdvAH+Ni3my/dGmZbvjZS4KAaaqPJtXAwA89264VJQFqVFqIqsJGY5dcUeb+rmvGYaHTHWWgPbngg+kYkKS3rrQV5KDAFpJaiub8LIE0HIr6iFz0o3jLP5uR1RT0UGF6bbYo93Ml7QSPWy0OyIizNtsfNZEh7G5AniLfzERDstHJlogVWesRxFIllJMVyYbgNrHQWMOhGEhE/0DHx/REyEiS1DjbFrdA8svx2D/S9T2hRMxUSYWDfQEGc9bLD/VSqW3oqhXBEk30EMBydYYPfoHtj6OAHLbsXw7I+m3UkaN+bYY0VffSy7HYMVt2NQRrPlSFFaHLvHmOHGXHt4JxZi4OEA+P+iePQfaYkX/324Cc75Z6L/YX94JxS22/fMQFUWxydb4flSZ9Q0NKHPQT9suP8eOaW/TsQRFWFiiBk7De3CdNtvBsur7sRybCcUIuR/FaF4I0QIRRqbWbgbmYu+B/1w0CcV81114bvGHZPttdq1VYsQghfxBeh/yB8XArLwRzvEfgNs75wF16Kw4FoUxttowns579UsrRGSUYrBRwLwNrkId+c7YstQY1oVPIQQPIjOQ/9DflCUFserFW7oZajC0xi5ZTWYcDYUL+IL8GCRI2UfGRaL4MjrNMy/FoUNgwyxd6y5wIW6qI/sRCnX7so4O82G7yqnG2EfsflhPM54WKO/yc+tM5+/1mHSuVAYq8vh0HjznxbG5TUNmHo+DEZqctgzxuyntravdY2IFFBELcB+Wv54iRO8Egpx7G06T5UU5TUNWHM3Dr8NNaYtqNU3NWPr4wSs6tcdnSlWgxFCsMc7BQvcu0FBAO2KDU0sXAv9iFlO/MWDE0LglcBbyxSLRRCeXQb7rm23m1XUNuJjaQ29tqkK+pU3nDxvxER4NywG2JU3dJJVjNXk+EqAcdLrhNSir/hMwxB0lFUXPI7l3f/hR/oYqkBWUgyPKXrozHPTRXLhV55EpzX9DZDwid1S+KsRYTJwd74D+hl3hrSEKHaPMcP12fZcBXFrbQUcnWiJ1Z5xtGKabXUUcdrDGpsfJsA7oX0Me/ubqOLyTDvsevEBx96ktbpgFxVh4s+Rppjl3BUTzoTwZB7dFkPN1PFosRNeJBRgxqVwSmKIs74SvJa7oKK2EUOOBiA2t5zy/gb1UMPLla6orm/CgMP+PAsmDAYDE2y18HqVG6obmtHvoB+exuXTFjqstBTwZIkzZjjqYPHNaCy6EfVLPWFaYDAY347NbOeu2PI4AaNPBdP2+aGCfmdZHJloCa/lLqhvYqHvIT+svRuHj6W/rrqOwWDArqsizk2zgfcKF3QQF8HoU0GYej4M73j0SRIi5L8VoXgjREgbNDSxcDs8B70PvMMJ33Qs6a2Pt6vdMcFWi6MHg6AIySjFyJPB2P4kEXNddAUe+w2wy8kPvkpBv0N+kOsgirdr3DHHRZfv9/alugFr77L7xCfba+HRIifaJsefv9Zh7tUo/PUiGQfGW+DgeAtKEd7f8yQuH4OPBsBQVRZPlzjDSI3awrOsugEzLkfgYUwe7i1wxPhWntryy9O4fHhcCMOyPvrYNsyEssEsJ874ZWC3VzKuzLJrtf3nc2UdJp0NRY8u8jg4/udKlcq6Rky7GA7tTlI4ON78p/nUNTZj3tUonPYTrElnl44dcHaaNTwjczHwsD+lm3xCCDY9jEePLh35Mvg965cJSTERTHP4ubWME94JhSgor+W7xamFF/EFkJEQ5Vs0TfhUiYraRjjpUTfuTin6isYmFqVWqKT8SqjLS6ITjaS5gvJaqNNoL2to4tw2JcKk63kjyUflDX3xpqOUOHpodERgOu/VN47dlCDCBK3Xfg+TycA8V12c8c8Ai4LwJScphkXu3bDHO5nS9gD7fW4YZIg/niahpuHX+1R8f12z0lKgVJHX17gztg0zxtyrkUimEQnvoq+MoxMtsfJOHO1Wnbaw66oIzwUOuB72EdufJLb6eTAYDCxw64a9Y82x9FYMroVkC2z/+p1l8XixE2QkRDHsWCDiKFynlWUlcGWmHabYa2Pi2RCc8aN23gHsyq/z022wsm93LLoRjS2PEng+nzrLSeKshzV+H2HCvp+6GkW77UaEycB0Rx28Xe0OSVER9D3ghzN+GQIxiuYVMREmpthrw2+tO/oYqmD2lUjMuhxB69ylSjdlGRyaYAHv5S5gEaDfIX+s9oz75S2Susoy+HNUDwSt7w0bHQWs9ozDwMMBuBuZ+x9paxMi5FchFG+ECOFAfVMzrod+RK/973AuIBOr+nXH61VuGGutIVBz2tZIyq/EjEvhmHc1Ev2MVPBuLbvCR5D7JYTgSVw++hzwQ0B6Ce7Mc8DeseZQluUv+psQgocxeehz0A9l1Q14tcoNc1x0abWytMST9z/kDylxEfisdEU/Hs17q+qbsOZuHLY+TsD+ceb4c1QPdBCnVjUTnfMFQ44GQEpMBE+WOgu8RY0QghO+6dj4IB4nJlthuqMO3+MdfJWCM/6ZuDW3J2x0fq6i+FxZh4nnQmGu0RH7x/0szFTXN2HWpQgoSou3al7czCJYcTsWtY3NODLRkq/5toaVlgLbGNuqCyadDcVZ/wyuVRUPoj8hPKsMu8f0oC1q5pTW4OS7DPw5ypTyedrUzMK+lylY3ldfIMbkhBBcCsrCdAd65t3f45VQgF6GKjxVh4VmlsJGR5HSNSYxvwLGNFqmGppYKK6qp9k2xcXzRoRJK22KXXnDu3hjqCqL0uoGWlU7Lbjo0YsMF2EyMNKii0Bap0ZYqKOqvglvKIoM0xx0UFbdgOc8tBWNtdKAWscOOPaWN/Nifij+Wg+HXW+w7XECrSfxE+20MMdZFzNpGOYCbAFo/zhzLL4ZjeAM/kQ2ThiqyuHeAkcEpJVg2e0YjovVIWZquDbbDodep2HnsyTKgklbyEqK4eQUK0x31MbEs6G4Gda2pw2TyRaUbs3tiWuhHzHjcgRl8ZTBYGCinRZeLHNBcmElhhwNpOzB9P0YQ83U8XqVG+QkRdHvkB9u8eDF8yPKshI4OMECF2fY4kH0Jww+EoCQjParfOFGS7y4/7pe0OkkjRHHg7DaM65dTYZ1lWVwYLw5Xq1wBZMBDDjsj5V3YmmbudOlk4wEVvTtjqANvTHDSQen/DLgvIdt6lxR2z7JXEKE/CcRijdChPxAXWMzrgRnw23vO1wNycaGQYZ4tdINoyw1BJKGwY3cshqsvBOLUSeDoKcsA/91vbCkt2AWh9+TmF+BCWdCseNZEtYOMMD9BY4w1+xI+fWEEJRVN+BDQSX8UotxNzIXJ3zTMfdqBIy3euPPZ0nYOdIU56fb0DZxLamqx6Ib0fj9aRJ2jeqBo5MseW5NeZ9XjqFHA/DpSy28l7tiQCvtQ61BCMHloCxMOReG2c5dcWqqFV8Rtq3R0MTC2nvvcT30IzznO/DcAvYjhBDsePYBdyJz4Tm/Z6sVFIUVdZh4NhSWmgrY14pwU9fYjLlXIyEmwsTpqdY/tQMSQrD5YTzSi6twaYYt361dnBAXZWKRux5uzLXHjbAc7Hye1OoNdm5ZDbY/ScTesWaUfYt+hBCCrU8SMNKyCyy1FCi/zjOS7WshqEqs6JxyZBZXYyyf4xFC4M1jyxTAFm/sdakldCV8qoBpF96FzKLKOogwGLQE4sZmwsWwmIEmGotSlb89b3hdvElLiEJbUYpP3xu2eENnMT3KqgteJhbynboiISqCWU5dKVfQSYqJYEVffRx4lUK5yoDJZOCPESa4GJiF9M/tv6hraGJh0rlQ1DQ04370Jxx4lUprnGV99OCkp4SZlyJoHechZmr4Y4Qp5l2NQtRHwbWXfo+mohTuLnBATlkNZl+O5DhPa21FPFjoiDfJn7HoRrTAUooYDAbmuXbDxRm2OOiTgnX33lOKBrfUUsCL5S6QkxTFoCMBCODBvFurkxRuz3PABFtNTD4XhoM8nIstKEiL4+AECxydZIljb9Iw+VwYX60/9rqd8GyZMybYamLu1Ugsvx1DqyVSEChKi2PrMHa8OIsQ9DnwDn8+b794cQDQUZLGvnHmeL3SDRKiTAw6EoDlt2OQ/pn+9ZEOkmIimGSnhdcr3bB7dA8EpBVj5ImgXzoHIUJ+BULxRoiQv6ltaMaFwCy47mU7+G8dZgzv5a4YZq7OdxtLW5RVN+CPp+zYbwYDeLPaDb8NNRaIj8aP+9n8MB6jTwbDUrsjfNe4Y7SVBscn/eU1DTj+Ng0b7r/H1PNh6HvQD5Z/vEK3TS9gtcMHw48HYsH1KGx9nIj9r1Lgk/QZjc0Er1a5YTAf7V1ef3v8AMCrv1vFeIHFIjjtl4HxZ0IwzkYT1+dw9zr4nqr6Jiy5FYNTfhm4NtsOc1x0BW7UW17TgGkXw5BcWIlHi534ruhpZhFsuB8Pnw+FuLfAsVWzW3ZKVgistBWwd6zZT+d0fVMzFlyPQkMTC+en27RatbHvZQr8U4txdZadwM/N1rDSUsCeMWa4FJSNrhtf/KNVhcUiWHsvDsMs1GmbXwPsY9ejizzWD6QegV7b0IzDr1OxZoCBwKrhLgVlYZyNJmT4FMRSi6qQX1ELdwPqrVcsFkF4VhkPZsWVtMyK88tr0VlOktb1tKmZBTEOnjeiTCattillWQnUN7FQWcf74pzf1ilLLQXUNjQhuZD3BY6hqhy6KsnAi4ax7o9MstdCauFXyv5VY/7+vfCMzKW8DxN1eWwcZAhWO/pRsFjsyrXuv3kh/XMVorf0w4NFjrgcnE3rODEYDPw1qgcUpMWw9GY0LY+hsdYaWD/IEDMuRSA+TzDGwT/SSUYCt+b2BIMBTDobipKq1itZdJSk8WChI0qr6zHpHOft6ODQrROeLXVBRnEVxpwKpmRkKycphmOTLLF2QHfMvxaF3V7JlEUYkb8reO4vdMSrpCKMOhmENB7jyAGgl4EKXq1yg35nGQw6EoBz/pm0vLMAdvvSHBddvF7lhmYWQZ8DfrgQmNVuSVBtoakohUMTLHB/oSNSi6rgus8XJ9+1X7w4wBbWdo8xw5tVbpASF8Xgo4FYcjOa56h4fmEyGehj1Bm35zng5BTrX7pvIUJ+BULx5l9OTU0N9u3bBzs7OygqKkJGRgZGRkZYs2YNcnL4j6R89+4dGAwGpX/bt29vc7ympiacOXMGrq6uUFZWRocOHaCnp4cFCxYgKSmJ7/m2BzUNTTjrnwGXvW/xIDoPO0aa4sUyFwzuocZ3+wKVfbfEfmeXVuPRYiccHG8BDQXBxX4D7IXPleBs9Nr/DoUVdfBe4YqNg4zaXCiWVDXgwKtU3I7IRWB6CdI/V+FLTSNa7m8amwlqG5pR29gMQgAmA7g22x6K0vSqIL5UN2DprRhsfBiP7cNNcHKKFc8VFYUVdZh6IQy3wnNwe54DFvfSo7xYTC36iuHHA1Fe04Dny1xabTvil4+l1Rh9KhgyEuyYbKrmuJxoaGJh2e0YROV8wd35jq1GxueXs+PN7bt2wt4xPws3jc0sLLvFTuK4OLP1iprzAZm4FZ6Dq7PtaXmW0MVORxH9jDvDXLPjPxZ/N8I+IjSzDGv6UxddWkNUhInV/Q3QUYq6GHUpOAtq8pI8V7dworCiDq8SizDdkbrfDie8Ewrh1l2Zp2q91M9fUd/EQg8Kfjc1DU3ILK6CCY3Km4KKOqjRTFBraCYcfbjoVt7ISohCUoxJ2/eGn5QTcVEmHLp1gj+NyHAAGG0pmNYpOUkxTOmpTbn6RlSEibX9DXDkdRpPC8EZTl3RvTN/CWqcKKmqx5yrkTjnn4n5rrq4v9ABIkwGuneWxYHx5lh77z1SaIhk4qJMnJxijU/ltbRTszx6amNZb31MuxhGaw5UkJYQxYXptuiqJI2xp4I5RjkrSIvj2mx7aCpKYdTJIIFWQqnKS+L2PAfY6ihi2PFASn4/LWbCjxc7wTf5M8afCeEphtpYXQ6PlzjBSU8Jw48H4UJgFs+VbDISovhjhCkuz7TDrfAcjD4ZxJdfjKq8JI5PtsKpqda4EfYRQ48FCtTYn1daYuzPTLWGd0Ih3Pe3b7w4wBaOdo3uAd817ugoJYZhxwKx+EZ0u/rwcIKqt6EQIf9NCMWbfzEZGRmwsrLCunXrEBERgS9fvqC6uhrJyck4cOAAzMzM8OLFi//0NL9RWloKZ2dnLFiwAAEBASgpKUFdXR0yMjJw5swZWFlZ4eLFi//paX6jqr4JJ9+lw3mPL56/L8CeMWZ4ttQZA0xU2120+T72+/WHzzg33QYXZ9i2yw9NcEYJhhwNxJXgbByeaIELM9g3eVTQU5HB1J7akKBgXiwmwsBAE1XaKVivk4rQ/7A/ahua8WqlK4abq/Nc8fIqsRCDjvhDVV4Sz5e5wIKHVrCHMXkYdSIIQ3uo4eose9ptONyIzC7DyBNB6GWggjMe1ny3w9U1sqtlskuqcWdez1ariz79Ldw46HbCrtE9fjq3m1kEqzzj8LG0Bldn2bXaHvYgOg+HX6fh8kw76KnI8DVnXmEyGTg3zQaPFzvB5Ltqj+EW7Ojz358m/lJzwi/VDTj1LgPrBxkKrCLrWmg2XLsrQbsT/9HzXgkFGGTKW6VaaAZ1v5sPBZVQlBaHKg3RMb+CnlkxwL5mijI5ed4waC1GGH+3cP0nTIsBtrltIA3fG4DtVxOeVYZ8AXhazHLSQUBaCeXqhYGmqlCVl8Tl4Gy+980PJVX12PksCf0O+qGDmAi8lrti42AjWGv/n+g+wEQVs5y7Yt61SFTUUoup/h75DmK4NNMOr5KKcC4gk9Y857rqYoZjV0w5H9Zupq7iokwcnmABdwMVjD4VzFFYlBQTwZEJFhhh3gVjTgXTStXiNoftw03wxwgTLLkZjUM+qZTEFP3Osni8xAnGanIYfDQAz99Tr5SSEBXBxkFGuDLLDpeCsjD1Qhgtnxe7rop4sdwFjnpKGHkiCAd9Uvn6XXHWV4L3clcMt1DHtIvhWO0ZJ9BqJ15x1FPC48VO2DrUBGf9MzGgnePFAXYAwc6RbBGnk4w4RhwPwoJrUcJobyFC+EQo3vxLqaqqwtChQ5GSkgIAmDt3Lt68eYPg4GD8+eefkJGRQUVFBcaNG4f3798LZJ8XL15EfHw8x3+LFi3i+Nrm5maMHj0aYWFhAIDRo0fDy8sLYWFhOHr0KFRUVFBfX4958+bh5cuXApkvXSrrGnH8bRqc97yFT1IRDo43x6PFTuhj1Fng7TE/8o/Y78As7BhhioeLHCm3K/BC3pcaLLoRhXlXozDWWgPeK1zRy4B3X5X1gwwpeZuIMBjYPsKE5/Erahux2jMOKz1jsWGgIc5Ns4aKLG8Lw7rGZvz2KB6rPeOwfbgJDo63oNx+UtfYjE0P4/H70yQcn2KFVf0N2qVN7nHsJ3hcCMeq/gbYMtSY731U1Tdh5qUIVNY24ubcnq0m/+R9qcHEsyFw0lPCX6N+Fm5YLIL1998jKb8C1+fYt1p98ja5CJsfJuD0VGuefJHaG/kOYgjf3AcphV8x6EgA/FOLf0lM6Ml36bDSUoBjN+pJTtyoa2zGzbAczOQzHhwAMourkFlcjT5GvH3PQzPL0JOy300lTNTlaV0r88tracWEA39HhYtyapuiFxUOsJNsimksqozV5ZBZUk3J44MTrt2VEZ5dRquVQUVOEg7dOuFJHLWo77bGGmXZBWf8qYkTDAYD6wca4tS7dFTU8C6ICILGZtbfT/O/4tgkKxyfbMkxgXBFH33oKkljtWcsLY+hLh074NIMWxx5ncaTsPA9y/roYYx1F0w5F4q8L9SrS3iByWRg2zBjzHDUwYSzIRxjo5lMBtYMMMDGQYaYeSkCjwRQwfU9Iyy64P4iRzyO/YSZlyNQXtO234qkmAj+HNUDe8eYYeOD99j44D1P3wu7rorwXuEKTQUpDDzsj4cxeTz/HkiKiWD9QEPcW+CI10lFGHo0ENE8miJ/T4t3m88qN1TVN6L3/ne4FpJN+1rFLwwGA0PM1PBqpStmOnXFb4/Y8eLhWe1bGaTesQP+GGEKv7W9oCovidGngjDvaiQSPrVPK6EQIf/rCMWbfyn79+9HcnIyAGDv3r04e/YsevfuDQcHB2zatAmvXr2CqKgoampqsGLFCoHss2vXrjA1NeX4T0WF84Lg2rVr8Pdne5QsWrQI9+/fx8CBA2FnZ4elS5ciKCgIcnJyaG5uxtKlS9HU9OtjQytqG3H4dSqcd7+FX2oxjk+ywoOFjnA3UGl30QZgV8C0xH7Pc9XFqxWuGGiqKvB91zY045BPKvod9Ie0uCjernHDXFf60d8yEqLYM8aMo98EAEiIMrF+oCHPootfajEGHPJHSVU9Xq10xRhrDZ6PR3JhJYYdC0RSfiVeLHfBiL8rMqiQW1aDcadDkPipAs+WOtMSt9qCEIKjb9Lw28MEnJpqBY+e/LfGlNc0YOr5MIgwGbg62w7yHX5etOSW1WDi2VC4dVfGnyNNfxJuCCHY9iQREdlluDm3Z6uVRpHZZVhyMwb7x5nDWV8wYoUgkRIXhbOeEkZZdMHSWzHwp1nFQJVP5bW4FvoR6wcaCmzMJ7H5UJaVgCPNirXv8UoohIu+EmR5MNdmsQjCskopC8iJ+fTMigGgoLyOtoF5EzfDYhEmGml43gB/J07RMBdVl5eEtLgI0orot57odJKCiqwEwrLoVT+MsuyCh9GfBCJaznXVxZO4fBRUUKtacNJTgplGR5z2p9ZuJWiexuWjsq4Jpz2s4ayvxPV3g8lk4NAEC6QUfcXJd/RSr0y7yOPoJEusvRdHy4CYwWBgw0BD9DPujMnnwmilWFHdz+Jeetg82AgzL0fgZWIhx20n2mnhjIc1tjxKwLE3aQIVvw1V5fBkqTPERZkYeiyQ8kJ9UA81vFjugtSiKgw/HshTq5mMhCj2jDXDwfEW2PnsAxbfjKZl1GvaRR6PlzhhpGUXTDkXhh3P+Iu679KxA8542ODIJEucD8zCyBNBiKUQr95eiIkwMbUnO168t4EKZl2OwOzLEe3W1teCqrwktg83gf/aXtBQkMLY08GYcyUC7/PK23W/QoT8ryEUb/6FNDY24siRIwAAIyMjrF69+qdtHBwcMHv2bACAr68voqKifukcf2Tfvn0AAAUFhW///T16enrYuHEjACAtLQ2PHz/+ZXP7Ut2AA69S4Lz7LUIzS3HGwwae8x3avOETFEn5lZh+MRzzr0Whv3Fn+K3thUl2WgJPriKE4Pn7AvQ96Ae/1GLcmtcT+8aZ8yyotEZvQxWOLR0MsG9OPByoixJV9U3Y+OA9Ft+Ixoq++rg80xZqPMYHtyRCjToRjEGmqvCc79Cq3wsn3iYXYeixQFhqdYTnAgeB+wwBbBPg1Z5xuB2eg7sLHeAuAHGo+Gs9Jp4NhbKsBM5Pt2m19apFuOltqIIdI1oXbv568QFvkz/jxhz7Vn13kgsrMftKJDYNNsIQM97acARJ+uevON9Ku0Izi2Dh9SicD8zC+cAsrBtgAGcBCCDcOOSTioEmqgKLjCeE4GJQFmY4dhXItcgroYBnc29e/G4AduUNHbNigC1+8fo9B9jHqaGZxfGayfa8oefhoCwrQavyhsFgwFhdDkkF9J8eMxgMuOgr04oMB9gtQTllNXylXrXQTVkGvQyUcSEgi/Jr1g4wwOWg7HYTIn7kU3ktGprYn/NIiy54sNCRcoVlRylxnJpijZPvMuCfSs9nqI9RZ2wcZIi5V9mtqrzCYDCwbZgJ7LsqYsr5MJS2YxvNRDstHJpggZV3YnE7nLM/omt3ZXgucMDN8Bysu/ee5+QmbshJiuHMVGtMttfCuNMhuBNBzadRQ0EKd+b1xAATVYw8EYQbYR95Epb6GXfGy5WuaGwm6H/YH74pbfvv/IiYCBOLe+nh6VJnxOWWY8Bhf55SsVqjl4EKXq5wRV+jzph0NhR9DrzDIZ8UPH9fgOCMEqQUfkXx1/pfZnIsLSGKpX304bfWHVqdpDD8eCDW3G3feHGAXem3dZgx/Nf1QlclaUw4E4qZl8L/o4KWECH/TbRPzqsQvnj37h3Ky8sBANOnTweTQ5//jBkzcObMGQDAgwcPYG39n3FVT0tL+2ZGPGHCBEhJtb4InjFjxjcB58GDBxgzZky7zqu0qh7nA7NwNTgbVtoKuDDDFnZdBW9Ay4ncshoc9EmFV0IBptpr4/AEi3ZJ6CGEIOFTBXY+/4DMkmpsGGiIUZZdBObbk/CpAhsfxKO+sRliIoyfnnCLMBnYN86cshgVnF6CtffeQ7uTFLxXuNASTUqr6rH23nskF1Tiyiw7nj7XpmYWDr1OxeWgbPw1ugdPlTq88KW6AfOvR6GusRmPFjtBhU9jYoC9ePE4HwYzDXnsG2feaiVCi3DT10gF24ebtCoKHPJJxePYfHjOb120yi2rwbQL4Zjt3BVTBVApRJe6xmYsuRnTquh1yCcV+eW1eL+9P3yTP+OvFx/wJC4fB8abt4sQl1xYiadx+Xi9yk1gY4ZllaGgog6jLPk/B3PLapBS+BX9jHhL3grNKIW1tgIlv5v6pmakFn1tNYaeCgUVdVCn0TbV0mbAMW1KhIGmepqVN7ISyKYZE8z2veFPOHHrrkQ7zlpaQhQDTVXxMCYPxurGfM0DABa4dcPU82FY2lufYwvS95hrdkQvQ2UcfZOGP0f14Hv/3PCKL8DCG9EwVJXF06XOEBNhooP4z4l43DDtIo8/Rphi2e0YPF3izJPY34KHgw4+ltZg5uUIPFjoyPNvOpPJwO4xZlhxJxZTL4Tj9tyelI41HQaYqOLSDFvMvRqJkqp6LO6l1+rvgZGaHB4tdsLMSxGYeSkCJ6datep9Rgcmk4FF7now1+iIpbdiEJNTju3DTVpNM/weUREm1gwwgGO3TlhxJxZB6SXYNdqs1SrT1lCSkcBZD2vcjcrD0psxGGGhjs1DjHj2mdNTkYHnfAdcD/sIjwvhYABQkZOAhoIUtDtJQUtRCuryHaAqLwn1jpJQk+/Atc1cUkwEy/vqY6SFOnofeIcjb9IhwmRATISBpmbyzXi9g5gI5DqIQkFKHEoyElCRk0BnWQlMstOGVifB/r51kpHAtmEmmOXUFQdepaDPgXfw6KmNRe567ZoqqSIric1DjDHfrRvOBWRi8rlQ2OooYnlffVhpKbTbfoUI+W9HKN78CwkICPj2325unBcKNjY2kJaWRnV1NQIDA3/F1FqF6nxVVVXRvXt3pKamtut8S6vqce3FB1wL/QhbHUVcnW0Pa+1f90NQWlWP477puBmWg6Fm6ni9yo2nxWRNQxPCs8pQWdeEitpGVNY2oqK2EWXVDSitqkd5bSMqahpRWdeIqvom1DWyn9LMc+mK89NtuLZMlFU34F5ULuZSiL+urm/CIZ9UXA/7iHkuuljUSw+3w3OwyysZ9X8//RQXYWKYuRql41vT0ITdXsm4H5WHDYMMMcVem5bA5J9ajNV342CrowCv5a483fgWf63HslsxKK6qx6PFTtBvp/STrJJqzLocge6dZXBogi3fxsQtY049HwY3A2XsbKWaBgByStkeNwNMVbF1qHGrn/HJd+m4EZaDO/N7QqcV4+qSqnp4XAjDIFNVLO2tx/e8+WHn8yRIiolgdf/u//j/IRmluBiUhUeLnSAnKYYRFl3Q21AFfzxNwruU4nYRnPZ5p2CyvRatBR8nLgVlYaKdJs+L0NbwSiiAQzclnheCbL8bahVLqYVVkBIXgYYC79UzVfXs65k6jcqbFsFYnGPlDZP202oVWQlE0EyDMVKTw73IPFqvbcGhmxIyS2JQUEGvKmmkZResvRuHDYOM+PbRstRSgGkXeVwP+4jFvah991f3N8DgIwGY46JL2QifV7wTCrHSMxYr+3bHs/f52P8yBRsHG9Eaa6y1BmJzv2DRjWjcXeDQpojQGpsGGyHvSy3mXYvEtdn2PI8hwmTg4HhzLLwejemXwnF9jj3lCiJesdfthDvzHTD9YjiKv9Zj2zCTVn87OstJwnOBA5bejMbYU8G4NNOOdotjazjpKeHZUmcsvBGNcadDcHKKFaVrqaOeEl4sd8Gau3EYfCQAxyZbUl7YMxgMjLfRhINuJ6z2ZL/+4AQLnoUBJpOBaQ46yP9Si9P+mSiqrEdRZT2iPn6BKJMBcVEmCAEamlloZhF0EBNBJxlxqHfsgCW9usG1+88PH7SVpHFzrj0mnQtDM4v85INT28hO8SyqrAfwfwKxs76ywMWbFjQVpXB4oiUS8yuw1zsFrvt8sdC9G2Y6dhXIbxQnlGQksHGQEea56OJ8YBY8zofBSlsBy/vot0vipxAh/+0I26b+hXz48OHbfxsacvZWEBUVRbdu3X56DV02bdoEDQ0NiIuLQ0FBAZaWlli5ciVSU7k/FaQ63+//npubi+rq9kldGHMqGOmfq3Bzbk9cmWX3y4SbmoYmHHuTBrd975BTWoPHS5xoVQE8f1+AGZcisOH+e/z1/AOOvE7DOf9M3IvKg29KMWJyypFZUo2SqoZvws0Yqy7YNMSYo3DDYhHcCs9B7wPvEJ5Vhpo2jAB9kz+j/yF/xOaW4+kSZ6zqbwBJMRF4OOigq5I0Wu79REUY2Dyk7Se+EdllGHQkAMkFX/FiuQs8HHR4Fm7qm5rx5/MkLLwehbX9DXBishVPC9XwrDIMORoAJVkJPG5H4SY8qwyjTgahn3FnnJrCf6IUwK76GHc6BEPM1Fr1rwHYEeQTzoZgoKkaR+HmYmAWzvhl4tpse+ip/Pz+v9Y1YvrFcJhpdMS2Ya1X7fwqvOIL8CQ2H8cmWf6jKqSiphGrPWOxYZDhP6KHZSXFsHesWbsIN3G55QjLKsMSigtaKuSW1cA3uRjTHHQEMt6L+EIM5jG6nFe/m4T8Cph2oWdWXFBeC0kxJjrSqDJo+FuY4do2RdfzhmbaFAAYq8nhQ2ElX14h8h3EYK4hj4BUeq1TTt06gYDtqSYIFrh3w6WgLMpGzN2UZTDKsguOvU0TyP6/JyK7DCNOBGHB9ShMtNXC8r76OO1hjWuhH/l6vy2G8dseJ9J6fYuHTkMzwdp772mZIIuJMHF8siVkJUUx63IELdNqqhipyeH+Qkf4p5Vg2e2Yb61nPyIjIYpz02xgq6OIkSeCBG4oq96xAzzn94S5pjyGHQ+EH8X2NSUZCVycbosZjjqYci4Mp/0yeDrmmopSuDWvJybba2HyuVDsf5nC8RhwY91AQ+j/kLbYxCKoaWALLS0CTG1jM/K+1CI8q4yrF5e9rhJGW2lAnIufYAuiTAZc9ZXgpNf+3nOtxYvfbud4cYBdAbR+oCEC1/eGmYY8ZlyKwJTzoe1uqCxEyH8bQvHmX0hubi4AQFpaGh07duS6raamJgCguLgY9fX89U+HhITg06dPaGxsRHl5OWJjY3H48GEYGRlh+/btHG9QW+YLABoaGpTmSwhBXh71J5Z5eXlc/xUU/F8CxOmp1rgww5anmGh+aGxm4VroR7jufYe3KZ9xYboNLsywhaEqPV+MYebqUJGV+HZD0NDMArfbFD0VGewZY8bx7wmfKjD6VDBO+KZj/1hznJ9uy7Gs9/PXOiy+GY3lt2OwuJcePOc7/EPkEPn7ppXJYJf5/jbECIpcymrrGpux41kSpl0Ih0dPbdye15NWHHJGcRVGnwxGSGYpnix1xnhbTcoLSEIIzvlnYvrFcCzprYejEy0opWfR4WFMHqZfDMe6AYbYNNhIIK1rcbnlmHg2FNMdtLGRQzx1dkk1JpwJxZAeatgy1KjVbW6G5eCQTyquzrJr1bOlrrEZ865GQVFaHPvHmQus7Y4OuWU1WH//PXaPMfvH09n8LzXofeAd1OQlWzV+/v59E0Iw7nQwHHa9QRkN08rv6dFFHo8WO7aa6EWXa6Ef0ddYRSBPt/PLa5HwqQL9jHlrmUr9/BV1jSyYaVD1u6mACU2/n/yKOqjLd6Al/LQsGkQ5nJOiIkw00kxwUZaVwGea4o1+ZxnUNrAXavzg2l0ZfjT9NERFmBhhro6HAkoMcu+uDCUZCdyLov77vHaAATbTrIRpjfTPVVhxOwbTL4ajv3FnBKzrhe3D2UmG3ZRlsGGQIdZ4xqGyjl7SlYSoCE5OsYLPhyLKPiw/0kFcBOen2SA29wsO+KTQGkNSTARnPWwAAsy/HsVXNHVbaCpK4e4CB3wsrcGsyxGoqm/dgFdUhImdI00xx7krJpwJwZsPRQKdh4SoCHaO7IEtQ4yx8HoUjr5JoyTEMJkMzHXVxe15PXEzLAfTL4XzJLqKMBmY59oNDxc54fWHIow+FYS0It5aHplMBvaMNeN4HfoeMREG+hl3Rp822li3DDWGJIWqFgYD7d6a+CPfx4uf9svAgMP+eJnYvvHiAKAgLY61AwwRuL4XrLUUMPtyBCaeDUFIhuBi7YUI+W9GKN78C/n6lf2DIiMj08aWbIGnhaoqeqkXampqWLx4MW7duoWwsDBERUXh4cOHmDVrFsTExMBisfD7779j8+bNXOdLZc5056upqcn1n52d3bdtDdUEYybaFoQQPHufj34H/XA5KAt/jjLFg4WOsOcz9ltSTAQ7R5pybBH4HlEmA0cnWrb6RLqithHbHidg7OlgOOspwWelG/pyWNyxWAQ3wj6i7wE/MAC8Xu2GyfZarS7gjdTkMM9VF8Zqcphoq8VxbjE5XzD4aACic77g2TJnzHHR5VkQIITgTkQOhh8LhGO3Tri/0BHdlNv+XrRQWdeIBdejcDk4G7fm9cQ0B512qSYhhOCQTyq2PkrEGQ+2QaMgCMssxdTzYVjWWx9L++i3OvesEnbFzfC/e/pb2+Z+VB7+fJ6EizNtW437bmYRrLgdi9rGZpzxsKadTCYIGptZWHY7BsPM1TH4b/PdippG/Pk8Cc57fVFa3YBpjm1/jjfCchCR/QW1jc2w+/M1zvjRT8VhMhmtVirRpaahCbfDczDDkf94cIDdVmKro8izuBSSUQobHWp+NwCQkF9J3++mvBbqNIWqttumGGimaVisIiuJsuoGWk/iJURF0E1ZBkkFlbT23YKLvjKC0ktoRwiPtOwC74RCvhJxWmAwGJjvpotzAZmU59NJRkIgwmZdYzOmnA/F4CMBYDIZeLPaDYt76f3UXuPRUxt6nWWx/Qm9yhmAXQVybJIltj9Jol1hoiwrgUszbHEt5CNfItCFGTaoqG3E0psxAjUM/hElGQncmtcTADD5XChHw2T2OdANe8eaY+mtGFwLyaa8j691jcgpbTsKfYy1Bu4tcMS9qDzMuRpJOXLeXLMjni1zhnwHMQw6EoBAHs2+jdTk8HiJE5z1lDH8eBAuBGbxVMVjpaWAwT3UuKZvAuzKqr8oiC3yHcTw16geXKtvJESZWNrK9+BX0BIv7rPKDTOcumLzwwSMORVMu9WUFzpKiWNVfwMEru8N+66dMO9aJMafCUFwekm7C0hChPybEYo3/0Lq6tjJDeLibRuFSUj83w1TbS3vT/9sbW3x8eNHHD9+HBMnToSdnR2srKwwcuRIXLhwAYGBgZCXZ9+s7969G7GxsRznS2XO/M7330JweglGnAjCjmdJWODWDS9XuGKAieBiv/sZd4a5pjy43R9IiDIx31X3pyoKQggexuShzwE/ZBRX4/kyF6wZYMCxZzm16CvGnwnBSd8MHJloieOTrdpMqFo30BAPFzm1KsbUNzVjj3cyJp8LwzhrTdxbwJvg0kJFTSOW3IzBvpepODXVGpuHGENClHrfdWJ+BYYdC0RdIwvPljq3WyVWfVMzVnnG4V5UHu4tdIRrd2WBjOub8hkzL0fgt6FGmOXc+iI/s7gKE8+GYKRlF45VOc/fF2DL44Rv5fA/QgjBb4/ikV5chUszBOPPww8HfVJR29CMLUONUdfYjJPv0tFz1xtcCf6Ilnts91Y8BL4nt6wGu158wPXZ9ojd2h/3Fzri+Nt0nPbLoL1AFiT3oz9BU1EKtjqCaen0SijAYBqJYKGZpXCgmNDV1MxCckElTGgmTeVX1EFVnp5pd0MTC6JMBkfxV1SEftuUkow4GAy21xMdjNRk8YFP8cZcQx4sFkE8TRHBRF0OGgod8CpRMFUSQ83U0dRM4JVQ0PbGAqKsugGLbkSjpqEZkVv64uB4C44eQAwGA/vGmuHNh894EU9/jk56SljSWw8Lb0RRFg9+RE9FFmc8bLD9SRLtNCJZSTFcmWmLnLIarPaMa9drlIyEKC7MsIGWohTGng5BbhlnoWWImRquzbbDQZ9U/PXiAyWRwyuhEMNPBFKqkjBWl8PTJc5gABh2PBCJ+dTOfzlJMRybZIk1/btj3rVI7PVO5kn0khAVwYZBhrg62w6Xg7Mw9UIYTwlLvw01ApPLvZ64CBM7RphCWZaaoDmkhxpsdRQ5VxYyGZjyHwwOANhilMff8eLuBiqYeSkCc660f7w4AMhLiWFlv+4I2tAbznpKWHgjGuPPhCAgrVgo4gj5/xKheMMHTU1NYDAYfP+7fPnyP8aVlGTf4DY0tF3q/32rVIcOvD/VlJaWhpgYZw8COzs7nDhxAgB7kdfy39/TMl+g7TnTnW9ubi7Xf+Hh4ZTH4ofE/ApMuxiO+dejMMhUDe/W9MLEdoj9ZjAY+GtUD47tUgywjTaX9dX/x/9PLfqKiWdDsdsrGduHG+PabDuOwkldYzP2v0zB8OOBsNJWgM8qV/QypB5l3dpCKj6PLZgEppXg8RInLHTvRstEMzyrDIOO+KO2sRneK1x4FkQ8I3Ix7nQIxlhp4NIM23ZLTPhS3QCP8+HILK7Cw8WOMFAVTHXGi/gCLLoejT1jzDCBQ3VT+ucqTDwbilGWGtgwsHXhxiepCGvuxuHEZCs4cuiV3/8qBX4pxbg6y65dkyWoEJBWjCvB2Tgy0QIPYz7BYdcbHHmd9q19EGAvPrh5HRFCsOlhPIZbdIGzPvs9m2t2xOVZdrgVnoOBh/3xOPbTf0zEYbHYEfcznQQTD15UWYfonHIMMOGtZYrtd1MGB4qVgpkl1WAyGLRNaQvKa6FOV7xpZnGtDmJHhdP7PEVFmOgkTb91ip04xZ94IyrChLO+Eu0IawaDgVGWGnggoNYpMREm5rp0xal3Ge2+OPpa14gjr9Pgts8XhBBcnmFHKemos5wk/hxlik0P4/GZj6jyhW7dYNBZFis9Y2l51wCAQ7dO+Gu0KRZdj0ZyIb1zoaOUOK7PsUdifgU2PYinPRcqSIiK4OhES7jqK2HMqWCuc7bWVsTDRU7wSSrC4pvRbXohjbfRxIaBhph1OQI3w9quRpKXEsO5aTYYZ62BcadDcJ9iux6DwcBEOy08XuyENx8+Y+LZUOR9abvi53tsdRThtdwVmgpSGHjYHw+i8yid7yqykljVrzskOFSoSogyKbeiAuz3smesWauCkCiTAQ0FKQw6EoAncfk8fR/b4xySlhDFsr/jxTUV2fHia+/GIb+d48UBtmi3rI8+Atf3glt3ZSy9FYMxp4LhlyoUcYT8/4VQvPkXIivLXgBSaSv63vSXSpsVHSZMmPCt+sbPz++nv7fMF2h7znTnq6GhwfWfmhrvT515IbesBitus38oDFVlEbCuFxa6d2s3B/7kwkpsfZwIcRFmq09jRJgMHJ1k+a0Spbq+CbtefMDw44Ho0UUeb1a7Y6iZOsfFYXB6CQYe9od/WjHuLXDEpsG8R2gCQG1DM9KKvuJZXD5GnQjCmFOBGGqmjgeLHP9hJkuVpmYWDvqkYvrFcMxz1cWF6TZQ4qEcv66xGevuxWG3dzLOethgWR/9dvNuySqpxqiTQVCUFsfteQ5tVitR5W5kLltwmWKJYebqrW6T/vkrJp0LxTgbDawfaNDq5+yfWoxlt2JwaII5R1HuQmAWbobl4Opse9otLYKi+Gs9VtyOxRirLph1ORLbnyTiS03jt2SzFrTbSNq4H/0JqUVfsXHwP83TrbUV4LPSDdMddbDvZQoGHPbH/ag8lFbVt+tC6UcC0ktQUduIYeaCuWa9TCyEtbYCz+ffh8JKNDaxKLdBJXyqgLG6HO1Eo8LKOqjRbpticW1TEBVh0hZvALYQTlcAMFbnPy4cAFz1lSkbuLbGCAt1BKeX8CVkfM94W03kl9ciMF0wRsitUVHbiLqGZsTmfsEZD2tcmmnHkwn9UDN1uHdXxrr772kv3phMBg6Ms0D65yqcfJdOawwAGGWpgTkuuph1KQJFND8DJRkJ3JjTEyGZpfjjWVK7LkiZTAa2DzeBR09tjD8dwtUUVkdJGg8WOqL4az3XdqsWJtpp4fJMW+x/lYLtTxLbNLplMhlY2kcfp6ZaY8fzJGx+GE/Z/0e/syweL3GCgaosBh8JgDeP1WIyEqLYM9YMB8db4K8XH7D4ZjS+UPBIm+nUtdV7E3ERJgb1UMXw40E44ZtOuSJIQ0EKawcY/EMQEmMy4GagDO8VLtg8xAg7niVhyvkwpH+mdr055ZeBuVcj8bFU8OEgLfHiPivd0NjMQu8D77DrxQeU1/DnL0cFWUkxLOmtj8D1vdHXuDNW3I7BqJPB8E3+LBRxhPx/gTAqnA9ERUUFkvL0o/CgoaGBsLAwVFdXo7y8nKtpcYtZsLKy8j9akgSJqKgounfvjoiICHz69POTve9NivPy8qCkxNkNv2W+DAajTXPjfwOlVfU49jYdt8JzMMxcHW9Wuws0PvNHymsacNAnFZ6RuZjmoIP948ww4HDAP8wFJUSZmGSnBUstBRBC4JVQiB3PkqCh0AGPFjtxNUouq27An88/wDuhAKv7G2C6ow7XxVgzi6Cgoha5ZbXILatBTlkN0j9XIaukGgUVtaisawKTgW/tLPcXOsBam160Y25ZDVbciUVlbSMeLHKEEY/eRdkl1Vh4IxpS4iJ4vsyZVuwuVcKzyjDvWiQm2Ghi/UBDgQlEl4OysP9VKs5Pt4Fjt9a/R2lFXzHpXBgm2WliVb/urQo3oZmlWHA9CrvH9MBA09ZFgkcxn3DwVQpuzO0JPZX2EX6pwmIRzLocjoZmFu5E5H2rsmkNQy7VTcVf67HjWRL2jTVr9em9uCgTU3tqY7yNJu5G5eKUXwZW341DH0MVXJhhK5D30haXgrIw2V6bpxZAbryIL+A5ZQpgR4TbdlWk7HeTmF9J26wYYJsqq9GsvGlsZnH1YRLhw/MGAFTkJFDER+VNTlkNvtY1ckz7o4Jrd2VsfpSAitpGyHfgfRz1jh1gq6OIJ3H5mOOiS3seLUiJi2KGY1ec9suAi75gWkF/ZNGNKPQx7IxLM+3a3pgDv48wxcDD/rgeltOqiTkV5KXEcGqqFcaeCoG5Zkfa73dZHz3klNVg9pUI3JnnQMsYX1VeEjfm2GP8mRBIiYtg3UDuCZ78wGCwRZNOMhKYcSkcRyZacjQ9V5BmVwat9ozDmL+jxLlV4dnrdsLjxU6YcyUSMy5FUEqHdOuuzI4Tvx6N8WdCcWqKFaWHCpJiIvhrVA84dVPC2nvvEZReis1DjHiKcO9n3BmWWq7Y+CAe/Q/7Y+9YM/Qy4FyJLC7KxK7RPTD7SsQ3Ty4JUSY2DjLEDKeumGSnhfX33+PZ+wLsG2tGSSSf6aQDz8hcpH+uAgH789k50hQMBgMjLLqgl6EKDvukYeixQMxw7IplffS4PnSbYKuJvC81GHDYH7OcumJxLz2BhzVodWLHiyd8qsDelylw3euLhe56mOmkw9Pxp4OMhCgWuethuoMOroV+xJq7cdBQ6IBlffTR21DlP5qWKURIeyKsvOETQ0NDvv+1VLW0YGz8f9HLycnJHPfd1NSEjAy2CaeRkeCSHlqDm5pNdb7f/11TU/Mf5sX/Nqrrm3D079jvvC81eLLEGfvHmbebcNPMIrgW+hHu+98hp6wGL5a5YNNgI3RRkMLmIUb/eBrTUUoM6wcaIqukGtMuhmPr4wSs6W8Az/kOHIUbQgjuR+Whz4F3qKhtgM8qN8xy7spRuMksroLj7jfQ3/wCLnt8MfNyOLY/TcQpvwx4JxYipegrKuvYghKLsNu4Ng4ypC3cPInLx+CjATBUlcWTJc48CzfeCQUYdjwQTt064fa8nu0q3DyK+fQtUWqjgBKlAOCEbzoOvU7Dtdl2HIWblEJ2xc1key2Owk10zhfMuRKJ7cNMMMKiS6vj+KZ8xsYH8TjtYf3LUtm4MfFcCOI/VaKqromrcCMhyuTamrb9SSKc9ZTQ34S7mCEuysQUe228XuWGewscEJRRgocxebRMa3kho7gKwRmlmNpTMIbWxV/rEZn9BYN68F7FE5JRSrllCmBX3pjS9LshhKCgoo4Pw2LubVNiIgyukbxt0VlWEsV8VEsoy0rw7f2g3rEDdJWkEcxHpcsoqy4CS50CgGkO2ojJKcf7vHKBjfk9i931cNAnla9qIfkOYtg/zhy7X3xAdgn9CgMTdXn8PsIEy2/H0m4BYTAY2DW6B2QlxLDsVgzt1kxNRSlcn2MPz8hcHG+HCPYfmWyvhYPjzbHsVgw8I3I5bicpJoJjkywxwEQVo08GIeojd9NaTUUp3F/kCEkxJkadDEJmcdvV5BoK7FQsYzVZDD0WiCAevg9DzNTwYpkL3n+qwMgTQUj/zFuIh5KMBM56WGPtAAMsvRmDTQ/jUc0hlQtgC66O3ZQgymRAhAF07yyLaQ46AABLLQU8W+qCASadMfZ0MHZ7JbfZciYqwsShCRYQYTIgLsLEyn7d/3EvIycphq3DjPFgoRMis8vQ94AfvBMKON6fK8lIYNdoM9yd74jwrDL0PvAOj2I+tUt1imkXeVydZYdTU63xIr4A7vve4U5E+8eLA+xWrgVu3RCwvheGmqlj/f33GHY8EK9+QTKWECH/CYTizb8QZ2fnb//dWptSC5GRkd/akJycnNptPk1NTUhNTQUAqKv/3MZBdb6FhYXfxmnP+fJDYzML10Ky4bbvHfxSi3Fppi3OT7cVmJdJa4RmlmLI0QBcCMjEwfHmuDzTDrrf+dSMt9GE1t8pA6JMBvaNNcepd+kYdMQfXZWk8Wa1O8ZYa3B8ypBVUo2pF8Kw92Uydo3ugXPTbNpcRHWWk0RjEwGLAARAXSMLNQ3NHG9G1Tp24Giqy42q+iasuRuHrY8TcGCcOf4c1YOnVrTGZhZ2PkvC2rvvsXeMGX4baky5koBXCCE48joNWx4lCDRRihCC3V7JuBSUhdvzesJSq3UT2+TCSkw+F4qpPbU5CjcJnyow42I41g00wHhbzVbHifr4BYtvRGPPWLN2e6LOCzE5XxCbUw75DmIQayPlislgQFep9Sqhl4mFCEwv+RYpTBUbHUVsHmKMo2/S4b7PF5eCsrjesPPDleBsDOmhJrAWu1dJhbDQ7IjOcryN18wiCM8qRU+K4g0hBEkFla1GzFOhsrYJNQ3NtCtv6pu4V96IMpl8eRipyNH3vAEE43sDsBeD/jRNbwFgkKkq0j9XIZXHCGROKEiLY6KtFk7zkdTGDUc9JbgbKOOvF/xVMDvpKWGstQbW3OXP7He8jSYGmHTGohvRtIVccVEmTk+1xseyGvzxNJH24rGbsgyuz7HH+cAsXAjMojUGLww0VcPFGbbY8SyJq9cRk8nAxsFGWNWvOzwuhOP5e+5tSjISojjjYYP+JqoYeSKIkq+TpJgIdo02w4aBhphzJRIn36VTPo6ailK4t8ABbgbKGHE8EHcjc3n6DBgMBsbbaMJruQvSi6ow+GgAoj5+4bj9jhGmANjH5fBEi388zBEXZWJF3+54vNgZIZmlGHwkgGt7GsAWQWY46kC9oyRmc7inMlaXg+d8B6zs1x2bHyZg+qUIZHERLntoyOPuAgdsGmyE3V7JGHs6BPF59MzR28Lp73jx34Ya4eS7DAw8EvDLRBQpcVHMddVFwLreGGWpgc2PEjDt4q/xwxQi5FciFG/+hbi7u3+rxrly5QrHi973RsejRo1qt/ncvn0blZXsG1M3N7ef/t69e/dvlT+enp6oqWndNO5XzZcOLNb/xX5fCfmIv0aZ4t4Ch1bTeQTFp/JaLL4ZjdmXIzDSsgternRFb8OfS5ZFmAzsHsOOnOyp2wmbH8XDL60Ed+c74o8RphxL7BuaWDj+Ng2DjwSgm7IMfFa5YaCpGqVSUmkJURyZZMEx/eB7xEQY2DHChGfRJC63HEOPBuDTl1p4L3dts1riRwor6jDpbCgC00vwZKkzreoDqtQ3NWO1Zxw8I3MFmijFYhFseZyAJ7Gf4DnfgWPF0YeCSkw+F4bpjjpY0bd7q9ukFn2Fx4UwLOmt9+3pX2vbzLocgQ2DDDGcg5/Or6SyrhHLbsdgdX8D+K/thV4Gyly9TeqbmtGtlRavitpGbHmUgC1DjSknfHyPR092Fc7mIcZ4GPMJjrvfcn0CTQdCCD6W1mCmk47AxvSKL6R13n8oqAQhoNwGlVtWi7rGZlo+VgCQX1ELGQlR2m1Fjc2E67VIlMng6wmviqwEbZ8SgJ04lSQI35vuyvBPpR+DKysphn7GnfEgWnDVN3NcuuL1h89cF4eciM75Ap0Nz/EwhrMJ7W9DjOGTVITQzLbTibixYZARSqsbcD4gk69xtg0zQROLhT+fJ9EeQ15KDJdm2OJ5fAEuBmXTHsdQVQ5XZ9nhsE9qm+a/oZmlfHn2AGzj5dvze+JCYBZ2PueeLuXhoINjkyyx7l4czvlncj1nRZgMbBhkiN9HmGDB9ShcCsqidI6Pt9XE3QUOuBmWg/nXolBZRy0RTEyEiY2DjHBiihV2eyVjlWfcP1rPqaCpKIVb83pisp0Wpp4Pw/6XKa0KelqdpLBlqDF+H27CMRzCQFUWDxY6YrK9FmZcCsdvj+Lxlct72TzECN4rXLkK1kwmA+NsNPF2tTu0FaUw6Ig/Dr5K4Vjd09J69Wa1Gxx0O2HcmWCsv/eedsoeN5hMBoaaqeP1KjdMd9DGpofxGHs6BJG/IF4cADqIi2C2c1cErOuFoTRSGIUI+bcjFG/+hYiLi2PZsmUAgA8fPmD//v0/bRMSEoILFy4AYAsqtrY/+zVkZ2d/S7Ryd3f/6e9fvnzBu3fvuM4lPDwcS5cuBcC++C9YsKDV7dasWQMAKCsrw7p16376e0ZGBnbt2gUA6Nat279KvAlKL8HIk0HY+ewDFrnrwXu5C/oLMPb7R+oam3HkdRr6HvCDhCgTb9e4Y4FbN64eGJ3lJGGh2RHv88qx0E0PDxc6ogeXNIPI7DIMPRaAZ+8LcGOuPf4YYUopweN7HLspYYKtJsdEBQBgMgBzjY7ozUNKFYtFcNovAxPOhmC8rSauz7HnOUI4KL0EQ44GoKuSNB4tdqKdgEOF8poGTLsQjnQBJ0o1NbOw5m4cAtNK4LnA4R/VVt+TlM+uuJnlpINlffRb3SazuAqTz4VhhmNXzHPt1uo2eV9qMO1COGY46nAUd34lhBBsehCPrkoymOuiC3kpMZyeao09Y8wgKdq6UTcAaCr8XDW22+sDDFRlMcaq9TYxKogwGRhipobHi51wxsMa3VQEe04xGAxcmWUHM42OAhmvrLoBoZmlGEjD7yYkoxS2XRUpp+Ql5FdAX0WW62KCG4UVdbSrbgCgsYkFcS7XR74Ni+Uk+aq8MVaTQ5IAKm/suyqipKoeGRTaSzgx2qqLQNPU1Dt2wDAzdZzhsfoms7gK0y6wn3rvfPaB43xU5SWxvK8+tj5O4Cnu+Uc6iItg/zhzHH6dxlcLm6SYCE5Nscaj2Hw8jqUvgmkqSuH8dFsceJWCl4mFtMcx0+iIizNt8efzJK4imIKUOC4EZOHw61Ta+wLY7WP3Fzrg9YcirL4bx/Uz6WPUGbfnOeBsQCa2PUls85wbZamB63PsccI3A5sexlOqbjLtIo+nS5xR38TCiONBPKV5uRuowGu5C4oq6zDsWCASPvFWbSLCZGC+Wzc8WOSI1x+KMPpUENJaqWqb7qiDyfbc/ZZEmAzMcdGF93JXZBZXo/8hf/gmf251WwaDQdkvRl5KDDtGmuLufEf4pZWg70E/vE4q4ri9tIQo1gwwwKsVbiivbUCvfe9wPiCTr+8eJ8REmPBw0IHf2l5w1VfG9IvhmHMlstVj2B5IiolwTOsUIuS/GaF48y9l7dq16N6d/YR93bp1mD9/Pnx9fREaGopdu3ahf//+aGpqQocOHXD48GFa+6ioqECvXr1gbm6Obdu24cmTJ4iIiEB0dDQePXqE2bNnw9nZGeXl5QDYAo2NjU2rY02fPv1bK9SJEycwduxYvHz5EuHh4Th+/DgcHR1RWVkJJpOJY8eOQVT0P++VnfCpAh4XwrDwehQG91DDu7XuGG+rKfDY7xYIIXgRX4A+B/zwJrkIN+ba4+B4C64tD/VNzTjhm47+h/zRvbMMfNe4Y7K9FkeflYraRmx+GA+PC+EYadkFT5c6w4pDGw4VNg8xgoIU5/hoBoOBHX8b6lGhqLIOHhfDcCs8B7fnOWCRux5P6TUsFsGxN2mYezUS6wYaYN8483Y1xcsuqcbok8GQ7yCGOwJMlKpvasbim9FIzK+E5wIHaCi0nqCU8KkCk8+HYo6LLpb0bl24yS2rwZTzYRhrrYFlffRa3aa0qh7TLoSjn3FnrOjb+ji/Gs/IXIRmluHAOPNv5zODwcBoKw34rHKDkZrcT8JhZznJn76foZmleBybj79G9RCI4MpgMNBTtxNt/6ZfxcvEQph2kaflwxWSyZvfTWJ+BUy70DcrLqignzQF/G1YzC1tislAEz+eN3KSKKrkT7xJKazkWzCRFBNBT91O8Eul73vjoq+MxmYWQjL4q2T5noXuungQ8wmFFdyrk76vptBVloHfWnek7ByIDuIieMTFi2emU1cQwm4r5AdrbQXMcNLBKs9YvhajmopSODTBHJsexPPVgmah2REHx1tg1Z1YxOWW0x7HVkcRZzxssPlhArziW29TMlCVxc25PXEt5CMO+fAn4Gh3ksa9BY5ILfqKOVciUdPAuWqlh4Y8Hi5yRHBGKeZf474tAFhpKeDJEifEf6rA1AthbSZXAez2vYszbDHcXB1jTgbzJKqpyEni2mx7jLHqgnGnQyhX/XyPkZocHi9xgrOeMoYfD8KFwCzaCYVanaRwY449VvTVx7LbMVhxOwZlFNKt2qKHhjweLnTEInc9rLkXhzlXIpBbxjk6XauTFM542ODUVGt4RuZi4GF/vtLuuCEtIYrlffXht64XNBQ6YOixQKy7F4eCivaPFxci5H8SIuRfS1paGtHX1ydg24789E9OTo48ffqU4+uzsrK+bevm5sb179z+iYiIkO3btxMWi8V1vsXFxcTW1pbjOOLi4uTs2bP8HpZWyc3N/baf3Nxcrtt+LKkmS29GE4PfXpC/XiSR8uqGdpnT93woqCATz4QQ6x2vyJ2IHNLczP1YEkJIQGox6bXPlww87E8is0u5bstiscizuHxis9OHTD0fSrJLqgQy748l1WTQYT+ivf7ZT//0Nz0nq+7EUB7rVWIhsfj9JVl5O4Z8rWvkeS5lVfVk+sUw4rr3LUn4VM7z63klIquUWPz+kux8lkiaKHxeVKmubyRTz4eS4ccCyJfqeo7bxeeVE7PtL8lJ33SO2+SX1xDnPW/ItscJHL+fX+saybBjAWTRjSiBvg9+SCuqJEZbvIhfymeO2zQ1s8hhnxTSbeNzovP3OTflXOg/tqltaCLu+3zJOf+M9p7yv46p50PJWT/e33djUzMx2epN4vOof4emXQgjV4KzeN5XC/tfJpN1d+Nov/5RTB4ZeyqI49/9Uz+T3vt9aY+fX15DdDY8Iw1NzbRe39jUTLpvfkHSir7SnkMLFwIyiceFML7G+ONpIll5O4bvuXzPvKsRZMfTxFb/VvK1jpx+l076HHhHir/W/fT3h9F5xHHXG1Lb0MRx/KD0YmKy1ZsUVtTyNc+6xiYy4JAfOfAqha9xCGGft732+ZLKWv7uEc75ZxDrHT4kp7Sar3FeJxUSw9+8yNsPRRy3SSmsJNY7XpGDAnj/lbUNZOKZEDLieCApq+L8W0UIIeXVDWTCmWAy7FgAKaps+zOsqW8ii65HEafdb8iHggrKc3r7oYiYbX9Jtj1OIPWNvH1fw7NKSc+/XpPZlyPafD/cxnDe84ZMOhtC8r7U0BqjhcKKWjLnSgSx/OMVeRz7qc17bKqUVtWTdXfjiOFvXuTI61RS18j5e0cI+/p1KTCT9NjmTWZfDidZxYK5f+REdknVL7sH52VtIETIfwvCypt/MXp6eoiJicGePXtgY2ODjh07QkpKCgYGBli5ciXev3+PoUOH0h5fXV0dd+/exapVq+Ds7IyuXbtCVlYWYmJiUFJSgpOTEzZv3oz09HRs27atzafaSkpKCA4OxsmTJ+Hs7IxOnTpBUlISurq6mDt3LqKjozF37lza8+WXkqp6bH+SiH6H/CApxsTb1e7YOMiozfhKfiivacC2xwkYcTwIpl3k8HaNO8bbaHJNKCqsqMOSm9FYeD0KU3tq4+kSJ65VAHlfajD7SiS2Pk7A5sFGuDrLDtqd+Gv5IITgeuhHDDriDyttBUztqfVz+xSDgfWD2o4xrWtsxpZHCVh1Jxbbh5vg4AQLyPAYVxmT8wVDjgZAUlQET5c6w4Rm6g1VHsd+wrSL4Vjd3wCbhxjzVB3Ejcq6Rky7EI76Jhauz7FHRw5VTfF5FZhyPgyLe3XDQvfW26CKv9ZjyrkwOOspYdsw41a/n/VNzZh/LRJykmI4ON5cYO+DH+oam7HkZgymOehw9Q4SYTKwvG933F/oCFV5STCAnwxzj71Ng5ykKGY68W6WzS+hmaXI+8L5yWZ7UlbdgJCMUgzqwXvLVEJ+JZgM8JToxm9MeEFFHc+tkd/T0MQ9bUqEyeCrbUpJhu2TRNf/QVSECUNVWYGYFrsZKCM0sxS1DdyTabgxxkoDXgmFPPt8cGNxLz3cDM/5h+9IfF4F5l2NhMOut/BN+YwVffVb9WAbbq4O+Q5iuBqSzXF8x25K6GWogj+f82deLCEqgoPjLXDWP4OvahcAWNG3O9Q7dsD6++/5Mlyd7dwVg3uoYublCFTUUvNtaY0+Rp2xf5w5Ft+MRnBG69VZ3TvL4tbcnrgR9hEHfVL5mrespBguzbSFqpwkxp0J4ZrCJS8lhiuz7KCrJI3RJ4OR/pl7xVIHcREcn2yJcdaaGHsqBD5cWn2+p5ehCp4ucUZ4VhkmnQttsxrse2x1FOG13AUMBjD4aNvmwZzHcIWmghQGHvbHg+g82se4s5wkznpYY8cIU/zxNBFzr0by9H44oSgtjj1jzXBjrj1eJhZiwCHuVTWiIkzMcOoK3zXuUJGTxMAj/tjtlSzQ68f3aHeSxtFJlri3wBFJ+ZVw2fsWZ/wy2kzjEiJEyN/8Z7UjIUIEAzd1/WtdIznkk0KMt3iR2ZcjSEphZbvPp6mZRa6GZBOL318SjwthlJ7INjQ1k3P+GcRkqzdZdiuaFLXxBLLx7+2Nt3iRtXdjaT9J+pG8LzVkyrlQ4vDXaxKQWkwIYVc4OO56860CovvmF+TI69Q2x/pQUEH6HXxHRp4IpPXUkcVikctBWcTwNy9yzj9DYE+muO3v6OtUYrrVm/gmc366SYfSqnoy5Kg/mX4xjNTUc34SFpvzhfTY5s21mqS0qp70P+hHVtyO4VhN09TMIguvR5JhxwJoVTq1F1sexZMRxwN5qnKoqmskfzxNJJHZZd/+X1J+BTH47QVJ/ET9qa0g2eedTLTXPyOlAvre8cKtsI9k+PFAWq896ZtO5lyJoLx9UUUt0dnwjFTxcQ5NORdKbod/pP36G6EfyTQu1SjhWaXEcdcb2uMTQoj1Dh8Sk/OF9uvX34sju70+8DUHQtjXIKfdb8hbPq8/Aw75Ec+IHL7n8z3fP5H3SSwk+ptekJ3PEkkmhSf1fimfidn2l1yfsheU1xLjLV4kNKOE77kee5NK+hx4x7XahwolX+tIz79e813d19jUTGZeCieTzobwXDHyI3cjc4nJVm+uFbmphZXEeocPOfAqhe/fzaZmFtlw/z1x+Os1SSvifv/EYrHI/pfJxGz7SxJC8XN88T6fGG/xIsffplGea21DE1ntGUusd7wiwem8nS8sFotcCswkhr95kaOvU2lXpL5KLCTWO16RBdci+f4dKKuqJytvxxDTrd7kRuhHStXZVGhqZt9DmW7zJguuRZJPFKqFEj6Vk3GngontTh9yLzJXYHPhhH/qZzL4iD/p+ddrcic8R6AVwsLKGyH/iwgrb4T8z9LQxMLVkGy47/NFYFoJrsyyw/npNrQTU6gSllmKoccCcT4gE/vHmePKTFvotZKQ8z3hWWUYdiwQtyNycXaaNY5MtIQKFy+c+LwKjDwZhJvhObgwwxZ7x5pDQZqzNw0VCCHwjMjFwEP+UO8oCe+VrnDWVwLA9mI4McXqW+WGjIQo5rnqch3rSnA2Rp0IxkATVdyd7wBNxdZ9XThRVd+EZbdjcfJdOq7OtsMcF912M5EG2OfLmrvvcTM8B54LHOBuQN2EuS2KKusw4UwItBSlcNbDhmMcemxuOaZeCMPyvt0xx6X141tR24hpF8OgqyyNfWPNWq2mIYRg6+MEJBd+xeWZdjxXOrUXLxML8TDmE45NsuQpnUxaQhRbhhrDWpvt39TMIthw/z1mOXWlHV/NL0t6s/2FrHb4YOH1KDyO/dSm34OgeB5fgCE0qm4A3v1uEvIroKskDWk+zqH8ilqoytP3vGloauZqlsyuvOHPcLOzHH+JU8bqckjK57/yhsFgwK27MvxS+POfGGutgfvRnA1u6SArKYqrIdnwuBCGOVcj0dDMwuYhxpQM4127K6NHF3muiUiq8pJY0lsf254k8pUeBgAL3LpBWkIUB16l8DVOJxkJnJxihQOvUhHBR1qOqAgTxyZZoqK2EZsexvNVETPWWgPrBxlixqUIjia8+p1lcXuePW6G5fBdgSPCZOCvUaYYY62BcadDEJPDOTqbwWBgdX8DbBpsiJmXIij50wzqoQbPBQ64EfoRK+7EUqrAkBQTwb6xZljVzwCzLke0mXj14xxnOHXF3QUOeBDzCVPPh9H67vcz7oyXK1zRzCIYcJizATEVFKTFcXCCBY5NtsQJ33RMPh+KbBoJbz8iwmRguqMO3q52RwdxEfQ76IfTfhlczaJN1OVxZ35PbBlqjP2vUjDmdDDfVWzccNFXxtMlztgwyBDHfdMx8LA/fJKKfkm8uBAh/40IxRsh/3OwWARP4vLR75AfroV8xK7RZri7wAE27Rj7DQD55bVYcjMasy5HYLi5Ol6tdEUfo85cBYeSqnqs9ozDjEvhGGHRBS+WucCxmxLH7avrm/DH0ySMOxOMPoad4bXcBT15WIhxoqiyDrMuR+CATwqOTrLE3rHmP6VTWWh2xBwXdnvK1mHGHI2CS6vqMfdqJE77ZeDyTFus6m/Aswl0atFXDD8eiLLqejxf5tKuke3A34lSF8OQUlSJR4udeGopaYvcshqMOx0CC82OODrRkuMiNDrnCzwuhGFVv+6Y7dx6G1BVfRNmXApHZ1lJHJloyfG4HnqdhjcfPuPabHso8inqCYpP5bVYd+89/hrVg2ch70cuB2ejsq6JY/oWPxR/rUfUR86LkxYkxUQQvqkPznhYw0hNDsffpsN252us8oyFb8pn1De1Twn4l5aWKVPeI1Abm1mIzC6DQzcezIo/VfLVpkgI4T9tqplAnMs1RIzJ5MuwGGC3MHzmR7xRkxNI2xTATsnx59M8dIRFF0R9/MJ3a9/XukY8jv2EOVci0HPXGzyNy0cvAxXsG2uGpD8G8DTWhkGGuBKSjU9c2m9mOeugvomFW+Hco7HbQlSEiQPjzHE9NIdWe8z3WGopYONgQyy+EY1iPlLJpCVEcXGGLYLSS3D8LX+x3h49tbGstz48LoRxTNfSU2ELOLfCc3HgFX8CTosos6yPPqaeD2vT3HaCrRZOe1jjt4cJOOGb3ua+TdTl8XiJM/K+1GLCmRBKYgqDwcBkey3cntcTl4KysPhmNE+tPqZd5PF0qTPU5CUx+EgAfFN4F186yUjgjIc11g0wwNJbMdj0MB7VfLQbuRuo4OVKVxh0lsWgIwE465/Bt5AJAMqyEjg43gKXZtrhYfQnDD4awLH1DmAf22Hm6niz2g0uekqYcDYEa+/G8XX+c4PJZEeZv17lhqk9tbHh/nuM+4Xx4kKE/Ffxnyr5ESJEkHxfGtn793vfyi8baRpQ8kJtQxM5+jqVGG3xIitvx1AyXGxqZpGrwVmkxzZvMv9qJCXju9dJhcRx1xsy7nSwQIwxCWGXDz+IziU9tnmTFbdj2jSOq2tsIvejcjmWNgekFhPbnT5kwbVI2iZ0D6JzifEWL3LgZfIvMdjNLqkivfb5ktmXI0h1vWDbi9KKKondnz5k2+MErqXHkdllxHSrN1dT2Jr6JjLhTDCZci6UayvA5aAsYv77S5L6C9oDqdLY1EzGnQrmy7S2hZzSamK8xYtyST6vbHucwFNbUQssFovE55WTP54mkp5/vSbdNj4nMy7yZzzbGrfDP5LhxwJovTYm5wux+P0lT2Xw865GkNPvOJtmt0V5TQPRXv+ML9PX42/TyAouBrxJ+RXEbPtL2uMTQsiG+3Fkrzf9tqevdY1Ee/0z8rnyZ8NeOmPpbXpOPpbwZ3A781I4OUqhvbU1HsXkkQGH/Ijuxuek38F35MjrVL7nQwghy25Fk1V3Yrlu02JKK4iWxPMBmcRlz1u+2v4IYX+/l96MJhPOBPN9X5GUX0FMt3qTRzF5fI1DCCGHfVKJzU4frq1raUVfic1OH7LX+4NAWo8fxeQRw9+8KM0/8VMFsf/zNVl/L45Sq2xdYxNZ4xlL7P70IbE8tDGWVtWTKedCSe/9vm22drXGvUj2fcefz5Not7XllFaTcaeDievet/9o8aVLeFYp6bXflww7FkCS8gXXHvx9i/7Sm2236BPCfm8LrkUS063e5IxfOt+tf23xta6RHHzFtjuYcyWC9v2MsG1KyP8iQvFGyP8E31+gd3kG8N3nTgUWi0W84vOJ0+43ZOjRAMo/1rE5X8jQowHEde9bSr4GhRW1ZOH1SNJjmze5HS64XujPlXVk7pUIYr3jFfFOKOBrrPrGZvLX8yRivMWL3A7/SOsGsbahiWx88J6Y//6SZ78HujekEVmlxPKPV+SPp9QSpVIKKymn9MTnlRPLP16RAy+Tuc4vIquUmG71JldDsjluU9fYRKaeDyXjTgVzFZgexeQR4y1eJOoj/zeOguTAqxTSe78v3+IYi8UiHhfCyPp7/ItArZFbVk26b35Bkgv4E75YLBY5559BjLZ4CWhm/4fHhTC+xBReF8ROu998876iw4eCCmLM53E4+CqFrPHkvOBPLazkex+HfFLaFBXawnXvW/KOS4IaL9yJyOE7eelZXD5x2fOW59+M7JIqYvH7S3LIJ4XvRJ0fySllf8faShiadSmcbHrwnu/9NTezyPjTwQIZq6qukfQ98I7sesG/t9G7lM/E8DcvEpbJPUmyLVgsFtn14gNx+Os1V1+5FgFnj5dgBBzf5CJivMWLXArMbHPb/PIaMuCQH/G4EEZJxP3++smLwNXUzCJ7vT8Qk63e5GncJ8qvayH981cy6LA/GX48kLZQ2dTMImf80onhb15kr/cHvkWO2oYmstf7AzH47QU58DK5zeQoXiisqCVLbkYTk63e5HxAJiVRMiitmPQ/6Ed67fPl25eLCp8r68iWR/FEf/MLsu5uHMkv5+16JBRvhPwvImybEvI/x1QHHY4tPYIipfArppwPw+aHCVjaWw+PFzt98+PgRHlNAzY9jMfEs6HoY6SClytc0YuLrwqLRXAt9CP6HvCDKJOJN6vdMcFWi2tSFVWevc9H/0N+EBNl4tVKNwwwoeefAQCZxVUYcyoYAWkleLzEGRNstXj2psktq8HY08FIzK/E82UuXI/Lj5RVN2DaxXBEc+nDb42WRKmV/bpjy9C2E6Uisssw9lQwQjJK2xw7MpudhDHfVRer+htwPB7hWWWYcSkCGwYbwqOndqvbNDazsPhGDL7WNeHCDBtIibfuPeKXWowN9+NxYooVrLS4n4u/ktDMUpzzz8TxyVYc506Vx7H5+FBQiY2DjXh6XWVdI6WWgaNv0jDIVBUGqvz5YjEYDMTklnP8TOlSVt2A4PQSDDHjvWWqBV7a6MprGpD3pRamXfhLmlLrSN/vBmB/B7h53oiKMNHIR9oUAKjKSeLzV/6SXkzV5ZGY37oHCa+Mt9FEZy6+Z1ToZ9wZNQ3NCEjn3B4BsI9vWGYp/nyehN4H3sF9/zuMsOiC5X300YXPz+5HNBWlMMVeG3u8krlut2WoMe5H53H0dKEKk8nA/nHmeByb32arT1tIS4ji1FRrXA/9iFeJhXyN5dZdGVuGGmPetUhkFlfRHofBYGD9QAP0N1HFlPNhHNOK9FRkcHteT9yLysMe7xS+/UTcDVRwfY49Dr9Jw4FX3MdTk++AuwscQAjBuNMhKKjg3DbX8p7muOji5BQr/PYoAXu9k8Gi8P0WYTKwdoAhDo43x8YH8djxLAmNPLQcdVOWwYNFjrDQkMeQYwF49j6f8mu/n8M81254uNgRb5OLMepkENKKuCdvcUNSTARrBxji/kJHvEn+jCFHAym19VKhs5wkjk2yxBkPa9wM+4ihxwLb9HVy1FPC82XOmO6ogxW3YzHrcgSyBODNwwllWQn8McIUr1a4orqhCb32v8Nur2RU1NBPbRMi5L8doXgjRAgPVNQ0YvuTRAw/HggjNXb0d1uCCotF4BmZi94H/FBQXgvvFS5Y0bc7V4EppfArxp4Oxln/DBybbImjkyyhLCvB9/zLqhuw+GY0tjxKwI6Rpjgx2Yq2Jwoh7Pc17Fggeuoq4uFixzaNmVvjdVIRhhwNgI22Iu7Od+BpsZCUX4nhxwMhIyEKA4pG1IQQHHuTxu7Fn2JFaYH9MrEQ0y+GY/0gQ8zlYtQMAAFpxZh+MRwbBhlivlvrMd8A29h61uUIbB5ihCn2rc+hmUWw4k4s8strcWWmHWQlW4+1j8n5gkXXo7B7TA+BGi3zy5fqBqy4HYuNgw359hEqq27AH8+S8Mdwk1bjiDlBCMH8q1G4GvKR63YZxVV4FJuPFX278zVPgO1l5ZNYhEl2Wm1uy0s8qndCIXpoyENDgT/PIKok5ldCQ6EDx0h7KvDrdwOwxQVuBteiTAbfvhCd5SVRwGdMr0kXOSR+EozvjSAQF2Vioq0mroeyz/2y6oZvC8nir/V4EJ2HFbdjYPvnayy4HoWy6kasG2CI2K39sX24SbsZxC/prYfI7C9chXAdJWnMcuqK7U8S+RYaNBWlsHmIEdbfe8/3ok9PRQZ7xphh9d04vg1lJ9trYYKtJmZejkApzZh6gC12bB1qDAfdTphyPpRj5H03ZbaA8zAmD7u9k/k+rpZaCri3wAH3ovKw6WECmrkILLKSYrg4wxbmGh0x6kQwJXNvdwMVPFrsBK+EQsy7FknZz6a/iSqeLHFGUHoJppwL40mUlRQTwe8jTLF/nDk2P0zAxgfvUdvAu3+ZoaocHi12hIu+MoYfD8L5gExKAhQnTNTl8XixE8ZYaWDq+TD8/jSRL2+d73HSU4LXcleMsOiC6RfDsdqTu7eNqAgT0x114LvGHeodJTHwsD92vfiAr3XtJ6joKEnj+GQreM53wPu8crju88VZf2G8uJD/PxGKN0KEUKCZRXAj7CPc9/sis6Qaz5c5Y8tQ4zYXkR8KKjHuTAgO+6Tir1E9cHGGLbQ7cU7mqGtsxl7vZIw4EQhbHUW8WuEmsMX4q8RC9D/kh8YmFl6tdMNQM3XaY1XUNmLJrRjs9U7ByanW2DzEGBKivFU7NTWzsNsrGSvuxOLPUT2wfbgJ16frP/L8fQHGnQ7GBBtNnJxiRSkNpyVR6tbfiVJUKnxuhuVg5Z1YHJpgwVFkacE7oRDzrkbhz1E9uG4bksEWbrYONea4wGexCNbei0Nq4Vdcm20HeanWz7X0z18x63IE1gwwwAiLLm2+n18FIQRr771HDw15gVSg7HyWBGttBQw05a1KzCepCKlFXzHKivuxOeSTijFWGtChkJzTFncj82DbVaHNsZILK2Gz8zVuhuVQWkhFfizj63vLKwmfKmDKh1kx8HflDd/iDeF6bRATYYJFwHXx2BZq8pIo4lO86dFFHvF8VooImsn2WvBJKkK3TS/gtPstroV+xMFXKXDY9QZn/DKhKC2BE5OtEL65Lw6MN8dAU1WexFE6KEqLY4F7tzYFhMW99JD3pRaPY3mvgPiRibaaMFSTxe/PEvkea4iZGsZZa2LhjWi+F4/rBxjCVF0e865F8TUWk8nAX6N7wLSLPKaeD0N5TUOr2+kqy+D2PAc8ivmEXV78Czh6KrK4v9AREdllWNzG8RATYWL3mB7wcNDGhDMhlCqhuinL4NEiJ9Q3sTD6ZBBySqkZcHdVksaDRY5Q7yiJIUfbrij5kQEmqnix3AWpRVUYcSIQqTSqZyRERbBhkCGuzrbDlZBsTDkfxtWsuy1ERZhY6N4Nz5c5I/FTJQYc9kdAGn/VZC2Ii7LH9lnlhur6JvQ+8A5XQ7K5XlMVpcWxc2QPPFzkhNjccvQ+4Id7UXl8iVRtYabRETfm2OPYJEs8js1H7/3vcDcyl69rvxAh/3X8R5q1hAgRMO3Z1xqWWUoGHfYnrnvfEp/EQkr94pW1DeT3J4nE4LcXZLfXB0peHwGpxcR171sy/HggSfwkOHO68uoGsuJ2DOmxzZs8iOZsNkyV8KxS4rjrDZl+MYwUf6VnzllUUUvGnQ4m/Q6+49l8ufnvvnbTrd7kVWIh5dd9qa4n408Hk6FHAygZ9LFYLHLYJ5X02OZNwrPa9iV4EJ1LjLZ4kZdt+AcFpRUT4y1e5E5EDtd9b3zwnrjtfct1rp++1JCef70m+18mc91nbhn/RqO8cjkoi/T86zUpE4Dp6LuUz8R0qzcpKOfNA6S+sZm47X1LrnHxEyKEkIRP5cTgtxc899O3RnMzi7jseUvJc4HFYhG/lM/EdqcPcd/nS+Lzyrn6DrBYLEqmn4Jiyc1ocuwNPcPbFtZ4xpIDr1L4GmPjg/dczYSLv9YR7fXP+PI6+1JdT7TXPyNf+TC2Latij0HXrL29eBaXT+ZcjiB3InLIiOMBZMAhP4H+xtChur6R2O70Ic/f53Pd7lFMHrHd6cPX59JCYUUtMdv+km+PN0LYpq+jTwaR1Z6xfP+m1jY0kVEnAsmiG1F8e9o1NDWTeVcjyPBjAVz9ZbKKq4j9n6/JzmeJAvHAKauqJyOOB5IJZ4Ip+dq0mB7fDPtIafzGpmay/UkCsfj9JQlOp25Wz2KxyOWgLGL4mxe5EJDJ83ttbGome70/EKMtXuRWGD0/P0LYBrzr78UR023e5F4k//dhzc0scjUkm5hs9SZrPGMFfs3xTS4irnvfkiFH/Uk0BQ89FotFnsZ9Ig5/vSbDjwdSeg2/NDezyKOYPOK85w3pd/AdeZ308/250PNGyP8iwsobIUI4kF9ei6W3YjDzUjiGmqvh1UpX9DXmHv1NCMHj2E/oc8APHwoq8WypM9YPNOTq9VFaVY+Vd2Kx4HoUZjl1xYOFjjBWF0xUtW/KZ/Q/7Ifymgb4rHLDKEsN2qXwTc0sHPJJxbQL4Zjj0hWXZthCSYb3Vq6QjFIMPhqILh074NFiJ55arSrrGjH3aiSevy/Ag0WO6GfcmdLrskuqMfpkMOQ7iOHO/J5QacNLoplF8NujBNwKz8HdBY5tRpVfC/2I3x4m4KyHDfpz8Q8KTCvBnKuR+GOEKcbbaLa6DSEEO559gF9KMW7M5TzXL9UN8LgQhl6GKljVj3OrT1B6CQYc8kc+H0/8eCUpvxK7vZJxeIIFFPiMKq9paMLmh/FYN8gQqjxWcFwNyYaEqAgm2rZ+rFs4+CoVU+21oSbPv79HUEYJahqa0N+Ye4XQ7fAc5JTVwLW7Mh4tdkJWSTWGHguE2e+vMPpkEFbdicWR12n/KPlnMBhc24cETeKnCph04a/yprCyDur8Vt40cW+bEmOy/9bEx9NX+Q5ikBRjcvQMoYKCtDi6dOwgMN8bQaGrLA2fD0X442kSdJVk8Gixk8B+Y+giJS6Klf26Y9/LFK6+JMPN1aHTSRonfPmL1gbYHh9/jDDB5ofxfLUpAewqkhOTreCb/Bl3InL5GktSTATnptkgPq8Ce1+m8D2vo5Ms0VFKHLMuR6CmofXWGh0ladye1xPP3hdg5/MPfFfgKEiL4+Zce4iLimDi2dA2I6VHWHTB5Zm22O2VTMnTRlSEiW3DTLBhkCFmXY7AtVDubbAtMBgMTHfUwfU5djjjn4Glt2J4ajcSFWFi7QBDnPWwwf5XqVh6KwaVNNqDZCREsXuMGQ6Nt8Aurw9YdCMaZdWtV0dRgclkwKOnNl6udEVxVT36HvKDd0IB7fF+xN2A7cvY31gVk8+FYcP99/jCZb4MBgNDzdTxZrU73LsrY/K5MKz2jMNnCpHvdGmJF3+zyh2T7LSw9t57TDgTKjBPICFC/q0IxRshQn6grrEZx96koe9BP4gyGXi7xh2L3PW+tQXVNDQht6wGcbnl8E3+jHtReTjnn4mF1yNh8fsr7Hz+AZuHGOHmXHvoqXD2YSF/e8b0OeiHmoYm+KxyxXRHnTaNc6lQWdeI9ffeY9nNGKzuZ4CLM2z5Mr/M+1KDiWdD8Ty+APcXOmKmU1dKIhAhBDmlNfCKL8CeFx9g/vtLTDkXilX9uuPgeHOeDGwzi6sw6kQQGlkEjxc7Q5+ix01EdhlGnQxCHyMVnJpq3eY+6xqbsehGFMKyynB/kWOb5rWn3mVgn3cyrs62g7O+Esft/FOLMe9aJP4cZYox1hoct9v/KgXP4/Nxa25Pjv4/1fVNmHE5At07y2LHCFOOn0VK4VcsuB6FHSNNoS5g41FO1DQ0YemtaMxz1YW9bie+xzv4KhWqcpKYQsE/5ntKq+px5E0afhtqBFEuC/+oj2UIzSzFQnfO/kS8cCs8B2OtNbm2+VTWNWLbk0TUN7EXreodOyB79xBk/DUY9xc6wllfGT5JRTj0OhVbHyVi3tVInHyXjvCsMr4XWVT5WteIzJJqgbRN8Sq6/Uibnjci7POfH98bBoMBVTlJFPG52DDtIoeEf5l4IyXO/u0K29QHBydYtLuhP1XGWWuAwQBucxE/GAwGtg03xqWgLIEYow43V4eNtiJ+e5TA93dJVZ5t+Pr70yS+jZU7yUjg0kxb3I7Iwa3wHL7GkhAVwRkPa4gymfh/7J11XFR53/7fMzSIICBYGAgoKgLSdnd3d7dud6e77trd3d2tCBKSgighJUhK98z8/phlH+9dOecQ9++5n715/7Wv9XDmzMyZmfO9zvW5rnn7AyodZaoQcK6EpfDNxZoLOPramuyc7oK1eT3GbvUWHXFytzLl1KLOXAhNZsWxYEljYxNcm7N/jhu/33jOp2fDJAcSO7cw4eKybmTklzBy00NiqhgS3dXGjCsrupFTVMbQ9V6EJGZX6e8r6NvOgmsru6NQquj/231uR6ZWaz8VNDXWY89MVz4ZbMdHp8NYdPBxjYPXK9DV0mB5HxuurexOel4JvX69yxG/BEGhTU9bg1X9bLmxujvFZQp6/3qPrfdiKCj59+XhaGvKmdWlFffe64lHa1Om7fJlwYEAotOqHwReRx3/ychU/7+uBOuo499IUlISlpbqu+uJiYk0a1b54rgyVCoV18Jf8e2lpzTQ12a6Z3PuPc8gNbeYzPxSsovKyCsuo0yhQgZoacrRlMtQqVQUlylRob5I9v24T6XBshXEpufzyZknxGUW8NXw9oJujariFZXB+ydDsGpYj5/GdqxxW8iFkGQ+PhPGcIcmfDqkHXrab7/wL1coiUkvIDw5h7CXOTyOe01UWj7F5Qp0NOUUl6kvsia4NOOnsQ5VOoY7z9JYfiSISW7N+WBgW8kC17ngl3x4KoxPhtgxVULuSk6h2tlTrlSye6arYFCrSqXil+vPOOqXyP45brQXWOTefZbG4kOB/DDaXjCXZuPtKPZ6x3F0vmeljqTSciVz9vmjUKrYM8u10qyh1NxiRm16yATX5qzoa1PpY9Y2H5wM5UVGAYfnuQuKJlIIScxmwnYfLi7rKiiEvo3Pzj4hJaeInTNcK91GpVIxaccj3FqasLp/mxodK0BaXjFdf7zDjdXdBbOtjvglcNg3gQvLugoem8u3N3m3fxuyCksJSczG90UWri0b8M3IDrXiEhLC70UWy44E4vtx3xrtp8MX1zi1SFwEFWLJoUAcLY0rDQsvKVfQ5tOr+H/St0bB7hO3+zDW2ZKxAuKqGBtvR/EsNZ8Nk5yqvY/aRqVS0fnH26wZ6yAoMP9vcPXJKz49+4R77/UUzC379GwYKdnF7JpZ+edZKhn5JQz47T6fD2tXKzlhm+5Ec8QvgUvLulWaTSYV39hMZu7xZ+s0Z3rYNqzRvgpKypm2yxdjfW22TnWuVFBOyCxk0o5H9GtnwRfD2tU4qFqpVPHtpadcCE1m3yw3UZdXRn4Jc/YFoK0hY/s0F0luzaTXhczb/xhjPS02T+kk2eFZrlCy5tozDvsmsGZcRwZ2qFpzn1KpYvuDWNbdjGJ1P1vmdG1VrQZQlUrFqcCXfHU+nKEOTfh0iJ2k3D4hMvJL+OpCBPefp/PpEDvGOlffaf02bkSk8uX5cMwMdfh2RAfsm4kL+z4xmSw6+JjsojI0ZGCop0U9HU3q62phrK9FA31tTOtpY6yvTX1dTYz0tKivp0VzE/1qlxyk5RWz4VY0xwMS6dtCk83z+wPVXxvUUcd/GjX7pqijjn8Iz1Pz+OpCOJEpebw/sA3jnC15FJvJxdC321BVqBfRb5pINeQyLi7rKijclJQr2Ho3li33opno2pwdM1yoV8Mf7AoKSsr54cpTzgS+5MPBdkx1r3pl91/398X5cG4+TWXNWIe3BsU+eZnDfp84ghKy/7wrqq0pp7hMwZs3ZyqEGyM9Lb4e2UHyMahUKrbdj2X9rSi+H2XPSCdpF9oqlYr1t6LZ+SBW8kVwSk4RM3f7Y2miz4ZJTpWKVKC+gPv6YgRXn7zi2ILKhRaAO5FpLDkcyE9jOjLMofKw2Z0PYtnp9YKj8z0q3Z9SqeKdEyG8LizlyDyPSoWbgpJy5uzzp7O1Gcv7WFf6mLXNhZBkroa/4sqKbjUWbsoUSj48HcaiHtZVFm6ep+ZxPCCRKyu6CW73MDqTpyl5bJ/uUpND/ZNjfom4W5kICjcAJx8niQoEz1LzKCxVMKpT0z+dEq8LSvnmUgSeP9zG0dKYpb2sMa+vQ8dmxrVy/G9SG2HFecVl5JeU09i4Zs6bUoUSLY3Kv8v+Z2yqZo1TteG8ad/UiFOBL2u0DzHKFUpScoopVShp3VB87FQmk9HDtiE3n6b+x4k3A9pbsP1+DLu8XrC8T+Ui8zv92tDzl7vciUyjV9uahfib1dPhu1Ed+OBUGB5WpjWuZF/UozVBCa9ZfTyYHdNdqrWYr8DdypQfx9iz9FAgxxd61qilz0BHk72z3Ziyw5flR4LYONnprd/LzU31OTrfg4nbH6FSqWrcNCaXy/hsqB1mhtpM2O7DjukueAi4MM3q6XB0ngcrjwUxeos3e2cJFzsANGugz8mFnqw+HsyITQ/ZOcMFWwluXE0NOR8NtsPR0ph3T4QSlJjNe/3bSP69kstlLOzRGrdWJiw7HIR3TAa/jHPAtIoj5DKZjLHOzXBvZcI7J0IYvP4Ba8c74NxCeERbCLN6OmyY5MSNiFQ+PRvG+ZBkvh9lj6VJ7bQT9mtnQVdrMzbfjWbcNm/GOVvybv82goKlZ2tTrq/sRpef71CmUJFdWEZ2YRnwr2PcmnIZmnIZcrmMMoUSQ10tAj/rV63jNDfU5ZuRHZjdtRVfHrlfrX3UUcd/MnVjU3X8V1NR/T1sgxdtG/1r9XdnazN6tzVHU8KFmI6mnGW9rbESuJD2e5HFkPVeXA1/xbH5nnw5vH2tCTePYjMZuO4+z1PzubKiO9M8WtTo4is0KZsh6x+Q9LqQKyu6Vdrw8zQll+MBSUSl5VOuVFGuVFFY+q/CTQU6mnJW9bWR3EpVVKpgxdFg9nnHcWy+p2ThpqRcwTvHQzgekMiJRZ6ShJvotDzGbPbGqbkxW6d2EhRuyhVK3j8Vyu3INE4sFBZubkemsuRwIGvGOggKNwd84lh3K4oDs91p2+jtF+sqlYqvLoTz5GUOewVqw8sVSpYdCcJIT4vvR9n/2+p+/0piViEfnw7j57Eda2VEa+eDF5QrlFUeZ1Kp1Hd9J7s3F/w8qlQq1lyLZGGP1tQXccpJoUyh5KBvPDM8Wwpu9yKjgLCkHIYLnA+gdiT0atvwX0ZcGhhos3a8I7O7tPpTrB2+8SFLDwcyd58/m+5E8zA6o1YqW8NqIe8mJacYfW0NDGv4PbduoiMTBcbm5HIZIV/0x8KwZovwxsZ6NWqDAXBoZkxcZoFgPkRVUChVpOeVcCUsha8uhDNp+yNcv7tJ9zV3OPRI+njNkI6NuRyWUmutLF+ce8LpwKQa70cmk/HhIDu2348VzKFpYKDNu/1t+fpiBKXlNRPpAAZ2aEzvtuZ8dDqsxuNCcrmMX8c58jwtjy33Ymp8bCMcmzK/uxWz9/rXWEysr6vF/tluvMgo4J0TIZW+/5YmagHn5tM0Pj9X83p2mUzG4p7WfDrEjtl7/bkW/kpwez1tDTZPcaZ3W3NGbfaWlFtioKPJlinOjHRqypjN3tx6Kn0EaZB9Y84u6cLtp2lM2+VXab16ZXRq3oDLK7qhq6XBoHUP8I7JqNLfV2Bpos/ReR5MdW/B1J1+rLkWWePzu187C26s7oGliT4Df7/Pbq8Xtfa519PW4J3+bbiyojtxmQX0/vUuJx8nCZ4v5kZ6bJ7iLHgtXa5UUVyupLBUgVwmY1UtuIVbmRnw3Sj7Gu+njjr+06gTb+r4r0ShVHHYN4Gev9whJj2/0urvb0d2QC5h8WtuqMPinm93OOQUlvHR6VBm7vFjvEszLiztgoOlcW08DYpKFXx1IZzZe/2Z3aUVR+d50Ny0+ndZlEoVW+/FMH6bD+NcLDk010NwPGOsczP6tbNAW8JdKx1NueAC7E1eZhcxdqs3KTlFnF/aVZI9FypCfP2ITs/nzOLOlQohb/I4PouxW30Y69yMH0bbC96BKy1XsvxoECGJ2ZxY6Cl4R+tGRCpLDgXx6zgHhnSs3Jp9PCCRn64+Y+8sV8HnueF2NFeevGL/bLdKg6JVKhVfXggn6XUhm6dUbpOvbcr+EIxGOjVlgMAIYH5JOccDEkUXBnEZBay/FcWPY+yr/BzuPksnNCmblX0qD3EGuB6RSnJOMTM617zGHOBa+Cu0NeWiroDTgUn0attQ1OZ/9cmrSl/Lz4e148bqHpxa1BmZDCa4WOLeypSI5FzeOxGC/ZfX6bnmDvP2B/DNxQg+Oh1G0mtpFbsVhCRl42hZM/EmObuIxka6NRYQ9bU1RXNajPS0auR4AHV+xMvXNRNvTAy0sTIzqHI1cQXlCiU7H8Ty2dknjN/qg9t3N3H97iY/X3tGWl4JXaxN2TrVmWffDOLzYe0k79fTypRyparax/VXbCwM2fngRa1kMLm1MsHDyoQNt4VDiSe5NUdHU87uhy9q/JgAXw5rT3hyDicCai5CGelrsWWK858Cak1Z2tuaLtZmzN7rX6WA3bfRwECbg3PdCXuZwydnwirNLLE00efYAg/uPEvjs3NPaqXyeYJrc36f4MiqY8EcFcny0ZDL+GxoO5b3tmbaLl+uhIkH8MrlMlb3s+XHMR1ZdiSILXdjJJ+T1ubq8G7TetoMXe9V5aBboz9Gtpb3sWHO3gDWXn9WrdwtuVzGvO5WnFnSmduR6Yza/LBa1eRvUl9XffNm5wxX9vnEMXarN1E13OebtDIzYP9sN74d2YFfrz9j/DYfnqbkVrp9v3YW9LWzQFvAQVlBYyNdJrvXzu9yHXX8E6kTb+r4r8M/LovhG73Yei+Gn8c6sH+2W6VjGU2M9VjVzxYdgQWkplzG2gmOf1tkqlQqzock02ftPVJyirm2sjvzu7eu8ThJBY/jsxi8/gEhidlcXNaVWV2qN3tdQWpuMdN2+3LYN4Ej8zxY0staNFtGJpPx2wRHGhrqILSlrqacpb2sJQVl+r3IYvgGLxwsjTk010NyhsWLjAJGb/Gmgb4Wx+Z7ijZKAdyMSGXaLj/e6d+G1f3bCC4yi0oVzD8QQGJWEccWeApa7a+Fv2L5kSB+m+DIIPvKhZtzwS/58nw4O6a7CNqlDz6KZ+eDWPbPcRMUjHY8iOVaeCq7Z7r+TYj8d/Lr9ecUlyn4ZIid4HbfXVKP9QldW6tUKj4+E8ZY52ZVtpCXKZR8eymCVX1tBa3cCqWKtdefs7SXdZVCs4XY5x3HdA/hwHGlUsXpwJeM6SQ8MvUio4DY9AJRIcgnJhPrhvXoZtuQed2t2DSlE94f9cH/k758NaID7q1MKC1XcutpKjN2+wmGdMam53PycRJ+L7IITHhNbHpBjcexXuUU/38Lyq4NmjaoufMG1GLEmyKJ1EVwWl4x8/YHcMQvAR1NOWOcm7JhkhMBn/bl9js92DS5E0t72+BuZVplUVNTQ87ADo24GJpcpb+rjDGdmpGcU4RPbKak7UvKhcNo3x/YliN+CYIht5oacr4a3p6Nt6NrpcXGSF+Ln8Z05JuLEVUWN99Gh6ZGfDGsHcuPBNWotQzUv63fj7LHWF+LZUeCahTGDdDQUIfDcz3wjsnk64sRlQoczRqoHTj3nqfXmoDTv30j9s5y4/vLT9l0J1pUXJnZpRXrJjrx7okQdtyPlSTGDOnYmOMLPNnvE8cqieHHoHbvbJjkxLzuVkzd6ct+n7gqCZIymYypHi04vbgzl8JSmLzDl5Sc6n2HtG1Un7NLOtPdtiEjNj5k54PYGr/+nq1NubqiO24tTRi20Yv1t6JqxbkG6uc+yL4xN1f3oFOLBozc9JCvL0RU6vz8frQ92iLOa025jB/HdKyV4o466vinUife1PFfQ0pOEcuPBDFztx+D7dXV3/1Eqr8BBts3qtR9o6MpZ1Snpn+rkk7MKmTmHn++vhDB58PasWema63NHReXKfjh8lOm7vRjkpslJxZ2FhwP+SsKpYr4zAJuPU1l670Ylh8NotPX13H//hb1dTW5tLwrTs0bSN5fPR1Nds90/bPx5W1oasiZ6il+J+Xgo3hm7PZjVT9bvh8l3XXh90LdKNWvnQVbpjgLjj1VcMw/geVH1c6YaSJhxnnFZczY40dhiYLD89wxEXBNXAlLYeXRYNZNdKx03AzUAs+Hp8LYMtUZz9aV5wFcDkvh+8tP2T3TVdBJdCk0hXU3o9gz05VmDWrnXJPCg6h09vvEsXGyk6A4d+dZGhdDklkzrqOgyHjicRKx6QW8P7DqAcKHHsUjk8mY7C7s8LoQkkx+STkT3YQrxKUSnpzDk5e5lda/V/DoRSZFZQp6thEWZS6HpdDd1kx0nOve8/S3jgU2NNShh21D5naz4puRHfD+sDe92pgzaN0Dpu705ZMzYfxw+Sk5Rf9zkV1cpuTgo3gmbPdh9GZvgEodXlJJzimmUQ3zRP5/0uwP501N3SR92lpwzD+RKTsf0eXH23x/+emf/6ZSqcjMLyEsKYdbT1PZ7fWCry9EsOBAAD1+vou+jianF3fh06HtmODanM7WZpjV06mV8cdhHZtwJexVjYUAUI9PTHVvwa4H4i6Yg4/iWXY4SHAbWwtDRjg24ZfrwlXZ7lam9GzTkB+vRlbpeCujZxtzhjo05v2TobXmNOnd1pwlhwMlNyFVhramnM1TnEnMKhQUXKTSyEiXQ3PduRb+ih+vRooIOJ48iMrgk7O1I+C4tTLh2AJP9nnH8dWFCNF99mtnwdH5nmx/EMvn58IlnbMdmhpxbmkXErIKmbDNR/LImUwmY07XVuyb7caG29GsPh5SacV6Zdg1rs+FZV1paabPoHUPuBlRvRYpHU0NPhjYlgNz3NjvE8+Unb41FpT1tDX4aLAdxxd4cjksheEbq9+W9TYMdDT5aJAdF5d1JSIlhz6/3uNc8Mu/nV8mBtpqN20lNzBlMrXYJJSPVEcdddS1TdXxD0Gobaq4TMHOB7FsvhtD/3YWfDjITlJ1bWm5kl1eL9hwOwqXFg3wjsmk/C8XHPX1NHnwfu8/XQ5lCiW7vV6w7lYUIxyb8OFAuxq3T7xJSGI275wIwUBbg1/GOQjWZZeWK4nPLCAqLZ+o1DwiUnKJfJXHy9dFKFUqdLU0KFcoKVWon5OpgTYBn/at1iKhpFzB7D3+PIz5+13Yijygpb0rn2EuLVfy5YVwrj15xZapzri1ku64OBOUxMenn/DpUDumSLDaqlQqNt2JZvv9WLaLBCmCehRr5h4/jPS12TZVWBi6FJrCuydC2DDJib7tLCrd7s6zNBYfDGT9JCf6CWz3MDqDufsC2DTFid5tK9/ucXwW03b5sWGSE33sKt+utsnIL2Hg7w94t7+t4EhcdmEp/X+7z7v92zDetXKBIz2vhL5r7/HLOAfB16Wyx+ix5i7rJjoKiiNlCiV9195jSS9rUbFFKu+fDEFDLueH0cLz9auPB1NfV4svh7cX3G7wugfM7daK0QIOneo0CMVlFOAVnUHi60K23Yvl5zEd/3w/HsdnsfPBC1o3NECF2hbfs405pgba1RYOMvJLKClX1rjx7v8XxWUKvGMy6GlrXiMXY3GpgoO+8RSVKihXqqinq0FkSj5PU3LJLCghNbcEDbm6mtyucX2aNdCjqbEeXazNRJt5aoJCqaLzj7f4eaxDjZuMANJyi+n68x2urOgmGJyclltM9zV3OL2oi+DzS84uUmdoLOxMB4G8peTsIvquvceBOe44t5B+o6Ey8kvKGfj7feZ1s2JG55Y13l9xmYJRm73xtDKVNNr27FWeYBtb0utCRm7yZmEPK+Z2e3vjWlV4kVHA+G0+THFvzsq+lY+XJmcXMXH7Izq3NuX7UfY1HksE9Y2t6bv9sG9qxC/jHERv0CS9LmTWnv8pEpDSyFRSruDj00/wik5n+zSXKo2pp+UWs/RwELnFZWyZ6kwrM+Hg5LdxLvgl750IRVdLzhT35nRsZoxtI0NamOhXyXmdX1LOd5ciuBiawpfD2jO6U9Mai7il5Uq23Yth091opnu2ZFVfW0k3u6RS4Tj/7tJTWjesx9cj2v/LdapKpWLmHn+8YzIoU/zr9bRMpnZpL+tjw5yurSTnIwpRG020ddTxn0adeFPHP4K3fUGrq79T+e5yBMZ62nw5vJ3kMQzvmAw+PxeOplzGNyM74NrShMWHHnMzIo3SP+4AaWuox6WGdlQHjwYnZvPR6TDKFEq+H2VfJQFCjNJyJetvRbHTK5alvaxZ2EN4/Colp4juP99BqVKLJ2+KNG9DQy7j+AKPajUdJL0uZMmhQJQqaNZAj9uRaZS8YcvV09LA75PK69PT80pYfOgxRWUKtk1zkbzQU6lUrLsVxa4HL9g4pZOkxYhCqQ79vRb+in2z3UQzcdJyi5m2y49WZgasm+QoeDFxISSZD06FsmlyJ8FxF+/oDObuDxBtnwpLymHSjkd8Nbw9YwSaieIyChi1+SGr+9kyTSQstzZRKlXM2utPPV1NNk5yEryoXH4kiIKScnbOcBHcbunhQJQqFZunOFf5eL66EE5segH7ZrsJbnfYN4GdXrFcX9m9VkYYXxeU4vHDLc4t7SJ4PuUVl+H23S1OLeosuIB9kVHAgN/uE/BZX0HnzfPUPEZsfEjQ5/0kjSO+SblCSfsvrnFp+f9UsCdmFXI5LIXotHxiMwqIzywkI78EXS05jerrYmKgTX09Le4+S2fbNGfBbKP/NrILS9l0Jxr/uNdqcSan5M/fiUb1ddGQy3Bp2YD6ulq0NDOgq7UZxvpaNW45qg7fXIwgu7CMX8c7CG73KDaT6LR8poq4ElcfD0ZPS0M0GPTL8+Gk5RWLfrZ/uPKU8Je5HJzrLrjdhltRXI9I5eySLrUyYuETk8mcff5cWt6tWgv2vxKXUcCwjV78OLqjYOZZTlEZ3X++wxfD2gmKtSGJ2Uze8Yhfxws7OqUSlZrHhO2PmN/dioU9Kg+FT8lRCzgerUz5YXTtCDgZ+SXM2uOPsb4WW6c6iwoyOUVlLDr4mJyiMnbPdJX0uVGpVOzyesHaG8/5YbR9lSrhyxRKfrwSyfGARH4d50D/anzXHfWL58PTTwD1NViZQolcJqNZAz06NDWiQ1Mj2lgYYtvIkCYiuWC3nqbywakwXFo04PvR9oLOX6lEpebx/qlQsgpK+WG0PZ1b124LXV5xGb/diOKQbzwzu7RkeW+bP9/ntNxieqy5S9Ebo206mnLmd7eiq7UZX16IoLC0nM+GtKOPnXmNBKs68aaOfyJ14k0d/wj++gVdpGXEVxcieJqSy3sD2jDOxVLSBV5abjHfXX7KradprOxrw4zOLdH6Y4GXlldM95/uUFyuRFMuw62VCYfmupNfUs6v159z1D+BxT2tWdDDqlbuGFQQnpzDO8dDkMtk/DreQVJ1qEqlYspOX/zjsv52d+OvyGXg2dqMQyIXy2/jTmQaq44HM8S+MZ8NVd9hHLL+AXGZBSiU6h/kBd2tWN3/7SMwYUk5zD8QgGtLE34a01HyHaCScgUfngrD70UWu2e6Ct61rKC4TMHq48FEvspj/2w30dGipNeFTN3pS6cWDfh5TEfBhf654Jd8dDqMzVM6Cbo+AuKymLnHny+Htxesio5Nz2fcVh8W9mjNvO6V32nNKihl9OaH9G/fiI8HC+fN1DY77seyzyeOS8u7CebrXApN4dOzYVxb1R1zgTag25GprDwazM13eghu9zai0/IZsv4BF5d1FXSjFZcp6LnmLp8OtftTdK0pW+/FcPdZGkfnewpud9QvgQOP4rm0XLi+fNOdaALjX7Nrpqvgdjvux+ITm8luke3eRnhyDhO2PSLki/6C34uFpeUkZxeRmltCZkEpOUVl7PF6wavcYsK+HPBfnUugUKqITc/neoR69KlDUyMG2zfCSE8bAx0NGhvp0tRYH00N2Z+/IdWl/I+FX20snEMSs5m60xf/T/sKin7e0RksPRKEz0e9BX/PwpNzGLPFG58P+wiGcKfkFNFzzV3OL+0q+H2dU1hG9zV32DjZiW42lQvyxWUK+v12jyU9rSUH4Yvx5flwwl7mcHyBZ62c29fDX7H6eAhnl3QRbCW89zydRQcfc3ieB44CLpHr4a9YeSxYdDuphCfnMHmHLyv72jCrS6tKt3uVU8zE7T64tTLhx9HCY69SyS8pZ8GBAPJLFOyZ6SoqSJSWK/n4TBje0RnsniU8Qvwmd56lsfxIEFM9WvBe/zZVOvaLocl8cDKUmV1asrpfmyqfE1N2PHqrGxnU10ZymYziMgU6mnJamhkwzKEJS3q9vfgiM7+Ej8+E8Tg+m5/H2gs6caWiUKrY5x3Hr9efMdyxKR8NblsrzYtv8jQll8/PPSHpdRGfD23HwA6NkMlknAhI5JMzT/4UuU0MtHn4QW/0tDVQKFUc8Uvg1+vPsG9mzOdD2wl+foSoE2/q+CdSl3lTxz+OtdefMXSDF7YWhtx+tycT3ZqL/uiW/zHu1OfXeyiUKm6u7sHcblb/ctFtbqjLBwPboimXIZfJ+HlsR65HpNJv7X0iX+VyeXk3lveRXoUtRplC7bYZs8WbAe0bcXZJF0nCDahnuNdPckJPwh15mUzGJ1Vc+CuUKn659oylhwP5clh7vhtlj66WBrpaGuyZ6Ya2xv887pyubxcfzgW/ZMJ2H2Z2bsm6iY6ShZvXBaVM2+lHbHo+Z5Z0liTc5BaXMWO3Hyk5xZxa2FlUuKkQT7rbNuSXsQ6Cws3ZILVws3Wqs6BwE5qUzay9/nw0uK2gcPMqR+32GediKSjcFJcpmLc/ALvG9flwYFvB51PbhCZl8+uNZ6yb6CQo3KTlFfPp2TC+HWkvKMjkl5Tz6ZknfDzYrsrCDcD3l58y0dVSULgBdfaGiYE2gztUfie8KpQrlBzwiWemhFGLE4+TGCfwvldwKTSFwQIh1xVUlncjheDEbDo2MxL9XtTX1sTa3JAu1mYMd2jCNI8WnFrUmcJShWgAbWWEJmWTU1jzKvPaokyhJK+4jIz8EqLT8nkcn8XNiFTOBCWx5+EL1l5/xqdnw1h2JIhpu3wZsekhfX69i/2X1+j3230exWby89iO7J3lygTX5gzs0IhuNg2xNjdET1ujxsKNSqWi+893CE+uvMmlKnRsZoRJPW3uPksT3M7DypT6uprcEMnuaN/EiE7NG3DIN15wu8ZGeoxzacbGO8KNUkb6Wizu2Zofr0QK5qLoamnw6ZB2/Hzt2b9kN9WEDwa2JauglB0PYmtlf/3bN2KKR3MWHXwsmKHSw7Yhq/vZsuBAgGAQc//2jXi3fxvm7vMnMavmAcvtmxixb7Yba68/54hAE1QjI12OzvfEP+41H5yqnWygiqy8Zg30GLvVWzQwWltTzpqxHZno1pxxW33wipLW6NWrjTlnFnfh6pNXzD8QUGmY7tsY2rEJZ5d04cqTV8zY7UdWQankvwX4dGi7Sr9jS8qVFJUpUAHF5Uqep+aRIPCemtbTYetUZz4c1JYVR4L56HRYjVvINOQyZndtxdWV3Ul6XUi/tfdEP+9Vxa5xfY4v8OSd/m349OwTZuzx50VGAWOdm+HU3BhNuQxtDTlfj2j/5zWghlwdAn3n3Z5YmRkwZP0DvrkYQW4V3rs66vgnU+e8qeMfwZvq+qifz/PT9J6iC7kKHsdn8enZcErKFXwzogNdrCu3j5YrlIza7E3fduaEv8zFLy6LjwfbMc65Wa0ESlbwPDWPd46HUFKuYO14R8H5fyHuP09n9l7/v2X1VKApl9HHzpxt01wk7zM9r4QVR4NIzS1m61Tnt77ONyJSmbc/gIU9WvPhoH8VFhRKFT9fjeSIXwLrJjnRSyS89U1i0/OZvdefto3q89sEaYJPam4xM3b70cRYj42TnUTbhSKSc5m+25dxLpa8P0C4gep0YBKfnn3C9mkugrkjT1Nymbj9kbpStGvldzizC0sZv80HR0tjfhrTsdLHVipVLDsaREp2EYfneVR5bKYm5JeUM2T9A8a7WFZ6lxDUi855+wPQ19Zk/SQnwX1+eT6cpym5HJ3vUeXP0f3n6Sw9HMjd93oJ3r3NLymn+893+GVcx1q5awnqOu9vLkZw772eggJfTHo+g9Y9wPcjYXdCXEYB/X+7j/+nfQVFsYKScpy+vsH1Vd1pWY0Rj/dOhNDQUIf3qyH6xWUU0HftPaK+G1St77yWH14CoFebhuyZVfmIW2hSNsM3Pvzb/5/u2QK5TEZmQSlBCa9xat4Au8aGFJepRZi0vBLS80pooK9FQ0Md8orLeV1YRk5hKRn5pWQXltLYWI+ScgU5hWUU/pFLU4GxvhamBtoY62vTQF9b/d8GWhjraWOsr0V9XS3q6WpST0eD9k2M/r989ubu88e9lamgmAvqz1xaXonoWMmv158Rk54vOsK09V4MD6LSOTTXQ3C725HqsQ6vD3oJ3rx4mV1Er1/ucnl5N8E76cVlCnr9cpcPB7UVHHdRqVRM3+1H64b1RHOkpPI4/jVTd/pybmkXbCVeQwhRrlAyZacvjY10+W2CY6WfGZVKxTsnQohNL+DofOHv9C/Ph/MgKp3Ti7rUSqaef1wWM3f78c3IDoKjW69yipm84xGdWjTgp1pqBKoYZb4ensq+2W6SbsacDkzikzNP+Gp4e8EMtTfJKSxj6ZFAUnOL2Tndleam0kP984rLeP9kKDcjXuHR2oyxzs3o2MyYFib6ok6eufv8ufssvdJrMFC7n5s10Ofayu6SrmmSXhfy7okQUnKKWTveoVrj7n9FpVJx8nES31yMoLttQ74c3r7GgfV/JaeojF+vP+N4QCLzulkx0rEpg9c/oG0jQ84u6VLpZ+PZqzy+uhDOs1d5vD+wDeOcLSU7qOqcN3X8E6kTb+r4R/DmF3RCQsKf/y1EZn4JP12N5GJoCkt6WTO3m3hAmkKpYr/3C369EUW/dhZ8OsQO01r8gVMoVWy/H8v6W1HM6tKSFX1r7uT5/NwTDj2K523TUxpyGTdX95A84+8fl8WSQ4G4W5ny42h7wVn1O8/ScG1pQr03tskpLGPZ0SBevi5kx3SXKrVk+cZmsuDgYya4WPLBwLaSfrxj0vOZvssPz9bqeX2xu+CBCa+Ztcef+d2tBIUJgJOPk/ji3BO2T3cRFPyi0/KZsM2H2V1bCe6zqFTB1F2+NNDXZuvUToJiwI9XIrnyJIXTizrX6vknhVXHgknLK+bAbHfB9+C4fyK/XH/G9VXdMdavXLAITHjN5B2PuLy8W5XOB1AvjAavf8AE1+aCohjA+ltR3HuezsmFnrUmtE7c7kMPW3MW9aw8MwLU71diViGbpnQS3G7TnWgex78WHYW6EZHK95efcufdnlU9ZAD6rb3HewPaVCvL4e6zNL6+GMHtd6r32C0/vMTsLq2Y3bWloANu270Yfrjy90Yhq4YG6GlpkJJTTFZBKdoacjxam6pzvcqVlCqUpOQUY2tRDwtDdZaETAYyoFShpJ6OJg7NjNHX0aCejiaGuloY6Wmir62JiYH2/1chVCo7H8TiE5MpOkoXEJfFggOP8fukr+DCOio1j6EbvAj4tG+lWWSgzibp/MNtUZFQqVTR948RJqF8LoCPTodSVKrg94nCgu7xgEQ23I7i1uqegqG20Wl5DFnvxYVlXWtFbAH15/VhdAanF3eusXMK1A7EIeu9WN7HRrDZsLhMwcTtj2jdsB6/jKtcvFcoVX+MHJWzf7Z7lWvj38bD6Azm7Q9gzVgHwYye1NxiJm1/hGNzY9aMdagVAUelUrH+VjS7H75g1wwXXFqKixE+MZksOBDAjM4tWd3PVtJ3erlCyXeXn3Im6CWbp3SqUs6LSqXC9dubZBSUoiGXoVKp0NaQ06aRIa4tTXCwNMa+qREtTPX/5ViiUvMY+PsDFAJLLS0NGZeWd6vS+atUqtj98AVrrkbS0FCX2V1b0baRIS3MDGhcX7fao21pecV8cS6cR7GZfDGsPSMcm9TqjUmAJy9z+OTsEzLzS5ji3pwRjk1pIpJ1qM6wfMW3l57SQF96hmWdeFPHPxHx2PY66vg/htgPjVKp4oh/Aj9ffYZbKxOurewuqcb7aUouH54OI7uwlC1TOwnO41eHmPR83j0RQk5RGYfmudOpCnXdlfEio4DAhNdoyOWolErevPmjpSFjuEMTScKNSqVix4NYfrsRxYeD2jLds4Xo6/xXR01Uah7z9gdgbV6Ps0u6CC4a/krFnbbPh7VjksR8g6CE18ze688kt+a8J+KgAXXGw/wDj3lvQBvRxpETAYl8eT6cHTNcBC8A4zMLmLLzEZPcmgsKN2UKJUsOB6Ihk7FxspOgcHPIN56j/gn/K8LNqcdJ3H+ezpUV3QQvDhOzCvnmYgTrJzsJCjel5Uo+OhXGst42VRZuAI76J1KmUIlWvWcXlrLjfiw7RAKTq0Lkq1yCE7PZIuJeKFcoOR2YxM9jO4ru83JYimD2RAV3nqXRs031vn/yisuITs/Hsblxtf4+LqOAVqbVD3Str6vJWOdmoqOLpeVKRjk15bcJjtV+rH8KHlamrLsZhUKpElwsO1oaU65UEZyYLdjCZGNhSCszA25EpAo6Lczq6agrm/0T/+agfBO5XF21vNPrhWgjzuKe1vRZe4/l6fmCn/kxnZqx80Esh33jmSnwmbA2N2SqRwu+uhDOwTnutfL5XtXPhtuRqWy+E8OKvpW3JErF3FCXjZOcmLnHn45NjSptP9LV0mDbNGeGbfBil9eLSpulNOTqsegJ2x7x4alQfh3vUOPn3cXajE2TO7H4UCC6WvJKWwst6utydL4HE3c84r0TIawZV3MBRyaTsaKvDab1tJm+W1promdrU04v7szMPeoRsp/GdhS90aWpIeeLYe1p28iQOXsD+HiInehvx5vHuGumK6M2P0Txx4VUcbmSkKQcniTnoKOp8Ud+jcYfgk4DHCyNGdC+EQPaW3A9IvWt7hstDRlfj+hQZeFRLpcxt5sVTY31WHQokK8vRqCtoQ5G1pDLsKivSyszA9o0MsSqoQEtTQ1oKUHYMTfUZctUZ66EpfDZuXDOBr/ku1H2tdoY2KGpEWcWdeZYQCI/XY0kIO41Xw5vL3gdLpPJGNihMT3bmLPjfizTdvlVqT22jjr+SdRl3tTxX0VYUg6jtniz9V4Mv01wYMd0F1HhpqhUwQ9XnjJq80O6tDbl2srutSrcKJUqdj6IZeh6L5ybN+Dy8m41Fm5UKhUnAhIZuv4Bbi1NObe0M5py+V+2gXcHvD1I+E1yispYcOAx+7zjOTLfgxmdW1b5QvFGRCqjN3szzKEJ26e5SBZuVCoVa28854vz4Wyf7ixZuLkTmcbUnb6s6GPD+wPbih7vraepzNkXwBfD2okKN8f91cLNzhmugsLNy+wiJu/wZVjHJrzTv/I6VqVSxQcnQ0nOLmLHDBfBO/93nqXx3aWnVXYt1QYvMgr44nw4v4x3wFxgLEOpVPHeyRCGOjQRHYnbfj8GmQzmi4yDvI2cojLW3njOJ4PtRO88b70Xi2NzY9Fa+KqwzzuOEQ5NBcegAB5EZSCXyUS/M15kFBCVmi9aka5SqbgbmValccM3CU3KoYmRXrWyhUB9nNVt4yktV5JbXI5pPfG2lIJSxb+49v6bsWtcH2TqkU4hNDXk9GrTkJtPxXMrhjs24XxIsuh2E90sOfk4kdI3GgTfxminZrzKKcKnkoDWCixN9Bnp2IRNd2IEt9OQy3h/QFvW344WzSlZ0deGZ6/yuBb+SnC7ClQqFUKmcx1NDdaOd2TLvWievMyRtE8x3K1MWdnXhsWHAnktkJ1iUV+X7dNdWHvjOQ+i0ivdTl9bk10zXfB9kcXvN6MkHUNRqUIwJ6VXW3PWjndg2ZEgwcc2r6/L0XkehCRl896JkD/FjJoy1aMFv45TP/6JgETR7a3NDTmzuAsvMgqYvstPcpbWBNfm7J/jxu83nvPpWXVDqBQcLI3fKooqlFBYqkCpgqIyBcGJ2ezyesHSw0GEvczhvYFtedsrJJOBhkyGrUX1f8sH2TdminvzP52FKqBcqeJldhFe0RnsefiCby8+Ze4+f7r+eBvbT68w8Pf7os95kH1jbq7uTsN6Ogz47T4HfOJqJeuoArlcxiS35tx5pyfm9XXo/9t91t2MorhMOEtNV0uDZX1suLm6B0oV9Pn1LpvuRIv+XR11/JOoE2/q+K8gp7CMz84+Ydw2b3rYmHFjVQ9JuRf3nqfT//d7+L3I4uySLrw/sG2t2urjMwuYuP0RBx7Fs2+2G58ObVfj/ecUlbH8aDA/XY1k45ROfD6sHXaNjfh6RHu0/3B0aGvKmerRgsZGwndTnrzMYdgGL0oVSi4u61rlhguVSsWGW1GsPBrEj2M68k4V2h6KyxSsPBbMqcdJnFrUWbJgdiIgkcWHAvlpbEfBO7YVXAhJZunhIH4d78A4F+Fxu2P+CXx9MYLdM13xbF25EJCaq84G6NW2IZ8MsRPMOfjhylP847PYP9tNMOckPDmHZYfVr6OrBFt5bVJSrmDp4UAmulqKigb7fOJ4mV3EJ0OEQ7Bj0vPZeCda0jjb29h4Owq7xob0sRM+nrTcYvZ5x/FOJY1n1SG7sJQzQS9FhT5Qj3+M7tRU9O705bAUutmYCZ4DAFFp+bwuLMOtVfXOgeDE7Bo11cRmFNCqYfXEm4rATylVt0Wl5ehLDDH/p6Mhl+HeyoRHscLCCEDfdhbclBA6OqxjE7yiMsjMLxHcrktrM/S0NbglIgjpaWsw1aOFpLDfJb2suRCaTHxmgeB2fezMad3QgB33hfdZX1eL9we05ZuLTyUt4j4+E8bpwJeC23RoasTCHq3/zJ6rDeZ3t6J9k/qsOh4suBB2tDTmmxEdWHo4iLiMyl8jc0Nd9sxyZffDF5x8nCT6+L/dfM7Cg48Fn88g+8Z8P8qehQce4ytwvpnX1+XIfLWA824tCjiD7Buzc4YLX1+IYOu9GEGRDaChoQ5H53tSX0+L0VseSg5ydm1pwrmlXXgcn830XX6CgtqbrO7XBi0N8WsYLQ05Uz2a06l5A1qZGTC0Y2O03vgNkAEN6+mwpJc1U3b6suVuTLXFkfcGtKn0urFCUCoqU/4pIJnV00FTwnWYsb42a8Y5sHlKJ7bdj2Xi9kfEpOdX6xgro4GBNj+M7sjhee5cj3jFwN/vi4apAzQx1mP9JCf2zHLjUmgK/X+7z/XwV6LnSx11/BOoE2/q+EdTEcLW+9e7xGUWcGVFd1b3r/yHroL0vBKWHwli6aFA5ndvzamFnSVXU0pBqVSx3yeOweseYNfYkCsrulV7MfYmj+OzGLzuAblFZVxZ0f1fFtoTXC3pZmv25yJyWW/hsNmjfgmM2+rDeJdm7J7hKuow+CsFJeUsORzIsYBETizsLDhH/1eyCkqZutOX+MxCzi6RFhypUqnYcjeGry9EsGuGi6Qq6GP+CXxwKpTNUzuJNvwc9k3gm4tP2T3TFXcBB0dmfglTdvri2tKEr4d3EHT9bLsfy5mglxyY7S7oZknJKWL2Xn8W92rNcIfaqbiuCj9ffYZcJhMNuI1Jz2fNtWf8Os5R0DWhVKr46HQYk9ya41QNl1lcRgH7feL5dEg7UVfVxjvRdLMxq5Vq3QqO+SfSsZkx7ZoIfydkFZRy62maqCgI6pYpKZ+RO5FpdG5tWm2RNyihhuJNegFWZtW7U5xZUIKRnpYksa6gVCEaLv5PIC6jQFJbkoeVqSTxprttQ+IyC0SFEUsTfRwtjbkcliK4nVwuY6Jrcw4LtBFVMM2zBQ9jMolOyxPcroWpejG7WcR9I5PJ+HCQHTu9XpCWV3kLE8BY52aY1tNm2z1x8ahnG3O+vRQhKlwt6WWNlqZMsrNFDJlMxppxDrzIKBBt3Rrj3Ixxzs2Yu1+4IcnWwpCtU5357OwTvKOFG5iW97Ehp6iM1ceFxZaRTk35bGg75u4LICjhdaXbmRuqBZywlzm8czy41gSczq3NODLfg50PYvnu0lNRUUNPW4OtU53pYWvOqM0PBY/5TZo10OfkQk+M9LQYvsmL56nC5y2Ah5UJNubC1yOachnW5vX4fOj/hGi/278Nb3pdNOQydkx3YVkfG47N9+SIXwIz9viRnid8Tr4NY33tP/IRxb9XdbU0BIOz30Z324ZcW9md9k3rM3S9F5vvRlMu0a0kFafmDTi/tCuzu7Zi2ZEgFh54zMvsItG/c2tlwoVlXdXlGKfDmL7bjygJ72Mddfxfpk68qeMfS+SrXMZv8+GXa8/4ZmQH9s92E7X7K5Vq0aLv2nuUK5XcfKcH0zxaVDv87W0kZhUydZcv2+7FsmO6C1+N6FDjRYpCqWLdzSim7vRjdtdW7JnpSkPDf81DkclkrB3niIm+Fgu7W1Wal1JUquDdE6H8cv0ZO2e4sLS3TZWff2JWIWO2eJNVUMr5pV1FF7lvEpOez6jNDzGvr8PR+R5/ex5vQ6lUqR0xD19wdIEHnQUChCvY5aW2E++e6SrqJjnkG8/3l5+yZ5aroMiWXVjK1F1+tG1kyE9jOgoH+gYksul2NHtnuQmGgeYVlzFrjz+925qzqIdwMO6/gzuRaRzzT2T9JCfB8aRyhZLVx0OY4t5cVIg8FpDIy9dFvFtNN8z3l58yulMz9TiJAIlZhRzzT6xV141CqWK/TzyzJLhuzga9xNHSWPR7JzY9n+i0fPqKjEzBH3k3bas3MqVSqfNQqpt3U1ymIDmnCKtqOm8y80sljUyB+nvov8F5s/JYMLcjxZ0yHlam+L3IEl0g19fVwr2VKTefit+9HuHYhHPB4qNT41ya4RubJepqMDfUZbhDE3Z5xYnuc2kva84EvxTdp3OLBnSzMWP9LWEBRS6X8eXw9my9FyNaOz2gfSPcWpnw3aWngttpachZO96RvQ/jCJQoCIhhpKfFlinOfzZ5CfHhoLY0NtJl1TFhp04XazO+HtGehQcfCy5c6+losmemK0+Tc/nyfLigS2GiW3NW97dlxm4/wdExc0Ndjszz4ElyLquPB9faor5DUyNOLerM9YhU3jkRIjrmoyGX8fmwdn86Wa4+kTZCZ6CjyeYpnRjl1IzRm71FXWsymYx3+tsK/hbqa2uwe6brv2xjaaLP6E5N0ZLL0NGU896ANn9mHzlYGnNpeVeM9bUZtO6B5Br0N5nZuaXomKmWhoxfxjlIuqb6KwY6mnwxrD0H57pzOvAlIzY9rLWRwgo05DKme7bkzrs9MdDRpN/ae2y+Gy06sqkhlzHZXT2CZW1ej6EbvPjqQrgkUbyOOv4vUife1PGPo6CknG8vRjBy00M6NW/ArXd6MNi+seidhui0PCZuf8T6W1GsHe/A5inOopWrVUGlUnHEL4FB6x7QwtSAqyu7SRIZxHiZXcTE7T6cC3nJiYWezOnaqlLRwEhfi7vv9WJVv7dnsMT+IZzEZxZwcVk3wRalyvCOzmD4Ri88rEw5MMdd0ohEBT4xmYze7M1g+8ZsnNRJkrugpFzB8qNB3H2WzqmFnWnfRLhWXd1sEcWG21EcnOsumoNy4FE8P16OZN9sV8FxpbziMmbs9qNZAz1+m+AoOCZzIyKVL8+Hs326i2ANfJlCyeJDgZjX1+XrEcIunn8HqbnFvHMihK9HtBcVILbei6GwpFxUKEnLLeb7y0/5dmQHwbayyvCOycAnJpPVlZzDb7LuVhSD7RtLqp+Vyo2IVJQqlaRsmuMBiYxzEW+3uByWQnfbhtQXyYLKLS4jIO41PW2rl7mV9LqI7MJS7AXOOSHiMgvQ19LAvBoX/6B23pgZSPvbgtJy9HX++eKNo6UxIYniiyC7xvWRyZC0YOpjZy465gQw2L4xwYnZkkSZ3m3NOSLBfTOnaytOByaJulqsGtZjcIdGbL4r7L4BeG9AW44HJBErMrLRqXkDBts35ofLf28p+ytfDe/AjYhU0YWyrYUhK/ra8O7xEIpKa2d8ql2T+nw5vD0rjgaTklO5u0BTQ87GSZ2ITsvnt5vPBfc5zsWSmV1aMXOPv6BLybSeDvvnuHEjIlXUUTSrSysW9bQWdTM0NNThyDwPIpJzeedEiGQBR2wcrYWpAScXeRL5Sl12UFhaeV7Pm8f8+wRH3jkezM4HsZLGaORyGav72fLTmI4sPxrE5rvRgn/Xu605TQRCcj8cZPfWa8dVfW1RohYk5/0ljNpQV4v1Ex15b4At8w8E8PPVSMlZPKB21Hw61K5S942mXMYg+8YM7FD1hsE3cW7RgEvLu9K7rTljt3qz5lpkrefNmNXT4dfxDuyd5cb54GQGrbsv6ioD9fXtF8Pac3FZV6LT8un1y13OBgmPR9ZRx/9F6sSbOv5xTNzuQ9jLHM4v7cpHg+1EF4jFZQp+u/GcoRu8sG9mxI3VPUSbDqpKSk4RM/b4s+5mFJumdOKH0fZValuqjEuhKQz6/T7W5oZcXNZVUAiowEBH860iwKXQFEZsfEh324Ycme9R5QR/lUrFnocvmLMvgI8G2fHl8PZVyjI59TiJ2Xv9+XhwW8lV4HnFZczeq26bOLnQk+amwuHTKpWKH69Est8nnqPzPSpt/ahgv08cP1+JZO9sN8FaysLScmbv9cdIX5uNk50En7ffiyxWHA1i7XgHwdwclUrFZ2efkJ5XwiaRff47UChVrDoWTE/bhoKNNKDO49l0J4a14x1FBbcvL4TTs405varhHlEoVXxz8SlLeluL3j2MTsvjfEgyK2uhLeZN9nnHMc2zhWAjGEB4ci6JWYWi43gAF0NTGCphZOphVAYtzQwkteO9jcCE17RrUr/aI1ex6eq8m+qKiFVx3hT+lzhvOjYzIjQpW3Q7DbkMdytTfKTk3thZ4PciS/TOs2k9HbramHEhVNx9M9m9OccDkkQXlHaN6+Pa0oRDvuJCz9Le1pwKTBIdj7A2r8eYTk359bqwgAHwwaA23HueLhqc3MhIl/cGtuHjM2Giosy8blYY62ux5toz0ceXyngXS/rZWbDkUKDga2qkr8WO6S7seRjHpVDhEbdVfW1wa2XC3H3CQkezBvrsn+PGPp849nnHCe5zUc/WTPVoweSdvrwQyN9paKjD4T8EnNXHxQWc4jLFnzklQpgb6nJsgQfFZQqm7PSVlE3Tv30jDs/zYOu9WL48Hy55nGtIx8YcX+DJAZ94Vh4LrlSUkMlkrO7f5m9CibamnB62ZnxzMYLj/n8PXG5irMehue5smeL81usbmUzGBNfmnFvShVtP05iwzUfURfYmIxya0qzB23MMFUoVWnIZ+QKB1VLR0dTgnf5tOLO4C/efZzB4/QP847JqvN+/4tbKhIvLujLJrTnzDzxm2ZEgUnOFxydB3aa3f7YbP46254BPfK0fVx11/G9TJ97U8Y9jSS9rjs73kJST4hOTyeB1D7gVmcqJBZ35bGi7arkBKqMic6f/b/cxN9Th2qru9KjmXfM3KSgp5/2TIXx8JoyfxnTkh9H21R69Ki1X8tWFcD48HcqacQ58PNiuykJBSbmC90+GsvluDAfnujPeVTzjowKVSsWv15/x5YVwds5wYYKrtEaptLxiJm5/hIZczuF5HqK12Uqlik/PPuFiaAonFnqKZhjtffiCNdeesW+Om2DtbnGZgnn7A9CUy9k+zVmwrvRpSi5z9/nz2dB2DOwgvFjffDeGu8/S2TPLtVaEvqqy9V4MydlFfD2yg+B2JeUKVh8LYUEPK+ybCYuH18Nf4R2TyRfD2lXrmE4+TqSgpJxZXVqKbvvbjSjGOTejhUitdZlCyZprkZIuaiNf5RKY8JqJEs7R4wGJDOnYWPT7JDotn9iMAtHgZVCPTPWu5sgUqPNuatJkF5ueX+28G4DMgqqIN+X/FZk3HZsZE56cK+kue+fWpniLiBKgHtGwNq/HvefCYzmgHp06L2F0qqu1GbpackmOnjndWrHfJ070jry1uSH921mwVYL7ZkUfW25HphGcmC24nbmhLsv7WPPVhXBRAWGKewtM62mz/rawA0VDrh43OeqfICl3SCpfjWhPUZmSH68IO4VsLAz5bYIj758MITy5cueVTCbjxzH26GlpsOKocAaNrYUhu2a48vPVSNHWsVV9bRjp2IQpOx4JigkNDXU4Mt+Dpym5rBIRcHS1NPh4sB0rjgZzLljYHVFfV4u9s9ywMNRl3DYfkiVkoThYGnNmcWcexmSy4IA01w6ox7XOL+1KYlYhE7b58Crn7WLBEPvGNND/n+8ybU053WzM2DvLjZ0zXPjxaiQfnQ7922fAw8oUI33h33MbC0POLe1C28b1GbzuAVefCIt2Fcjl6trxvwYqa8plrJ/kyMvsIgave0BALQktdo3rc2ZxZya6WjJ9lx+fn3tSK+LQm2hqyJnbzYpb7/RABvT59R47H8SKfl/KZDL6t2/EoXnutXo8ddTxn0CdeFPHP46BHcRHpF4XlPLeiRDm7vNnsntzzi7uIrrwrCppucXM2x/AT1cj+W28I7+McxBtkpFCRQNUfGYhV1Z0Y5CEO/uVkZxdxITtPvjGZnFxWddqWWpTc4uZsO0Rz9PyubC0q6DQ8VeKyxSsOBrMmaCXnF7UWfKY1ouMAsZs8aaNhSG7ZriILpDLFUreORGCd0wmxxd6io4A7fZ6wa83nnNgjrvgYre0XD3WVFSqYKdIzXdiViHTd/uxoEdr0crzc8Ev2XI3ht0zXQUbwVQqdfC11AtTqTyOf83G29FsmNRJdI7+txtRaGvKWdKr8gBsULukPj8XzieD7TATEdreRn5JOWuuPeejQW0FBTJQf0ZuRaayrLe46+Z8cDKXQlPQk+BG2ecdx0jHpqKjgMVlCs4FJzNeQlDx5bAUetg2FBXoVCoVd56l07NN9cXfoITXOFUz7wb+CCuuZt4NqMO8TSSOTf23OG+szAzQ1pDz7JV4yKZna1MC4rJEMyBA7b65IaF1ql+7RsRlFhD5SriGvKLaV4qjpqdtQxroa0sShZb1tuF4QKLg+BConTKzurTkxytPRUdhZnZuRWm5UjRkWUMu44fR9ux5+IKnKcLP36phPd4b0Ib3ToYI1m1XBV0tDbZM6cTxgETR4Oh+7SxY1LM18/c/FhxJ09HUYPs0F2LT8/n2UoTgPp1bNGDTlE58cDKU+wJCn0wm4+PBdvS2M2fKTl9B94NZPbWA8+xVLiuPCWfgDGjfiK3TnPn4dNhbnSpvoqulwaYpnXBtacKYLd6iodigFjFPLexMfkk5E7Y9Ik2CawP+R4SysTBk+EavtwqGGnLZnyHBcpm6OWrdRCdkMhldrM24uKwrESl5jNtaNfdMBbpaGnw/yp4fRnfkvZOhfHb2iaTxpC7WZri0MKHC2KOjKWeaZwuGOTTl8FwPpnu2YNouP366Ginpe0QMTQ0587u35sqKbjx7lceA36S1RVUVi/q6rJ/kxPZpzhzxS2DYBi/8XoiLULXZDltHHf8p1Ik3dfxXoVKpOBOURN+198gqKOXaqu7M7WYlOgJR1cc4F/yS/r/fR19bk+sru0sKIhVDqVSx/X4M47b6MMa5GYfnedDEWLjqW4j7z9MZusGLNhaGnF7cWdSh8DaCEl4zfKMXVg0NOFbFUavM/BKm7vQlIauQM4u7YCPBKQUQmpTN2C3eDO7QmF/GOYi6hErKFSw5HMjTlFyOLfCgqchrtvNBLL/ffM7BOe6CrTzlCiUrjgaRnlfC3tluggJSel4JU3f5MrRjYxb3FA4d9o3N5MNTYWyc7CQa9Lztfixb7sbU6t2unKIylh8J4p3+tqKC5uP4LPZ5x7F2vPj78PPVZ7Q2N2Css3gGzNvYfCcaq4YGkgTGX64/Y5pHC9HzUalUsfluNIt6that8q5KPfiNiFRMDbQlCZmXJI5MhSfnUlSqqHZNfHGZgvDkXJwsa+C8ySgQFT6FyMwvxVRiBlZRqUKSoAbQ+uPLf8ttWXMtkp+vimefAKy7GfW/1lAil8uwb2ZEaJJ4lo2tuSF6WhqSxqz6trPg7rM00QVaPR1N+tpZSBJaxjk341FspmhGjkwmY07XVuz0Es8cadPIkN5tzSW1RC3s2ZrIV3mijiJtTTmfD2vHr9ef/1lPXxltG9VnTtdWfHg6THS8ZoZnS5oa6/H9ZeGg46rQ0syAX8Y58MHJUNFMnyW9rHG0NGaxhFGrvbPcuBCSzG6vF4L77NnGnB9G27P4UKCgq0kmk/H18A64tDBhyk5fQQHJrJ56hCoqNV9UwOlh25DdM1355mIEex4KH6uGXMb3ozowzrkZY7f6SAqRNtLXYv9sd2zM6zFqs7ekRilQi2BrxnZkfncrJm1/9NbslNGdmqKvrYGmhpx9s13/5UZHE2M9ji/wwMHSiGEbvATFMSGGdGzM5eXdCH2Zw6jN3pKqur8Yrm5hlAGN6uvywR8tkXK5jLndrDi3tAv3nqUzYtNDSaKxFFqaGXBkngdLelmz7HAQq48FS65frwqdrc24sqI7IxybMnOPH6uPB1eroauOOv4vUyfe1PFfQ3xmAdN3+/HD5Ui+GdmBnTNcaNagetkRlZGRX8LiQ4F8fSGCH0bZs36SU5Urtt9GWm4xM/b4ceBRPIfmubOkl7XoYrMyFEoVv914zsKDj/loUFt+HNOxWncnTgQkMnmHL/O7t+bXcQ5V2oe6Ucobi/q6khulQC04Td7hy6KerflosJ1oLk5haTlz9wXwKreEo/M9MDcUXszvuB/LhtvRHJzrLpiHo1CqePdECLHpBeyf7SYYNJv7R5Cxk6Uxn4lUW8ek5zP/wGM+G9qOniINWLeeprL+VhQ7pruIPi+pqFQqPjodiq1FPeZ0bSW4bWFpOauPh7C6n62o8PY4PouTj5P4bqR9tfJSErMK2f3wBZ8PFa8G94/LIiDuNYt6CjuBAK5HvKKgRMEoJ3FBSWo9OKhHpsa6NBM91qjUPOIyCyRlbN2JTKObjVm1s4/Ck3Mw1tfC0qR6gq9KpSI2PZ/WDWs2NiXVdVVUpkCvBs4bhRLyiqWJmrciU4lOE18URb7KpceaO5KPQWpwa8dmxpIEGblchofE0amOTY3Q09KQlEUxwrEp54KTRYUW8/q69GlrwVF/cffNSKemZOaX8kBCc86y3jYc9U8QdUbU19ViaS9rfrwSKVof3bONOS4tGvDrdfGcmmW9bcgpLOXgI+F8DLlcxpqxDpwLTq72YvxtDGjfiEnuzf90cVaGumq8IzlFZXxzUdhVY2miz47pLvxy/ZlorsxIp6as7mfLrD1+gp8DuVzGz2M70qaRIVN3+ZFTWHmmklrAcScqNZ8VIgKOu5UpB+a68/vNKDaJVKhX5M2s6mvLtJ2+3JHg8tDWlPPreAfGuTRjzBZvHkoIv614rLndrNgytROfnXvCj1ci/0Xg09FU127vnuGC9Vvqw3U0Nfh2pD2fDGnHwoOP2XArSvS8fRuWJvqcWOBJdxszhm/w4uTjJMHt2zaqz7COjZHLZGye+vfiB1sLQ84u6ULvtg0Zuekh2+/H1ErNu/yP1qfrq7uTU1RGv9/ucSk0RVJodFXQ1pSzqGdrbqzuQVGpgt6/3mWfd1yt15fXUcd/KnXiTR3/eMoUSjbfjWbg7w9oYarPTYntU1XlSlgKA367D8C1Vd1rNM70JreepjJw3QNMDbS5vLxbjTIrMvNLmLnHj/MhyZxa1JlxEsY6/kq5Qp2R893lp+yY7sKcrq2q9FpWNEoN6diYDZOcJIs+Z4NesuDAY74b1YG5f2lqeBsVoklpuZJDc90x1hcW0bbdi2HjnWgOzXWnYzPjSrdTKlV8ciaM0KQcDs51FxTnissUzN8fgHl9HdaMcxAUmzLyS5i1Rz3GN9ldeKwqKjWPlUeD+WlMR0kh1VI54pdIQNxrfhnnIPqe/nA5EgtDXWaLiDwl5Qo+PBXG8j42gpXoQvx4NZJhHZuIPleVSsWaa8+Y07WV6GiTSqVi890Y5nW3Eqx9harVg7/MLuJRbCZjREKeAS6FpdCrjbnoaBqo827EKu2FCIzPxtGyQfXDhgtKyS0ur5nzpqBEcvucemxKWuaNDPjr+kBbUy55LMBIT4tsCbWypgY6xGcWShpf8I/Los/ae5Ie39HSiBAJzhuoyL0RX3zK5TL6SByd6mHbkPySch7HizsZJkkMLtbV0mCaZwt2PBB31LRrUp/uNg3Zdl9822meLcgrLudciHiLzGdD23EqMEm0oUtXS4PvRtmz5toz0TwVSxN9Ph5sxwenQmu1ivi9AW0w1NXk07NPBBe7+tqa7JjuwoWQZNH2L6fmDVg73pFVx4IJEckKmt21FZPdmzNjt5/gCJuGXMbvExxpaqzL9D1+gq5P0z8EnGgJAo6jpTFH5nmw2+sFa65Fii74Z3RuyY9jOrL4YCBngoTFDFALMSv72vLFsPbM3RfAiQDhMa036dnGnLNLunAt/BXz9weQV1z2L//W1UZ4lHWsczNOLPTkxOMk5u0PqNZ5o60p56PBdurCi8tPWX0sWPC1/2p4B47M96i0fVNbU857A9pycK4bh3wTmCySZ1QVGhvpsXOGC58Pa89n554w/8BjSUHDVaWpsR5bpjqzYZITex6+YPjGh5LcWHXU8X+dOvGmjn80gQmvGbbBi3NByRyc6863I+1F63irSnZhKcuPBPHRmTC+GN6ezVM6VSvT468Ulyn48nw4K44G89lQO36f6FSj4NrH8VkMWe+Foa4m55d2wa6xuIPgr7wuKGX6bj+8ozM5t6QLXW2qViV+shqNUqAeZfr07BO2T3dmhGNT0e2zCkqZssMXAx1N9s12E10cb7kbw5Z7MRya6y4oEKhUKr6+GMHDmAwOzXMXdAxVjFWVlCvZPKWToGOiuEzB3H0BdGxmxHsiVduvC0qZuz+AmV1aMsyhieC2VeHZqzy+vRTB7xMcRcOf7z9P53RgEr+McxB1gG29G/tH6KCwyFMZAXFZ3I1M470Bwq8LwIOoDJ6n5kl6LK/oDBKzCpnkJi5g3nyaikpCPTjA6cdJdLNp+Naq2L9yKTSFIRJGprIKSglJyqlZ3k1izfNuGtXXrVGge2Z+KWYSAosVShWl5UrJY1NymQzlXxZ7OppySiXeiW2gr83rQnGLv6mBNtqaclIqCTF9kxYm+iRkFUrKo+rYzJjnqXmStu3c2ozA+GxJAlK/duZ/nrtCaGvKGWzfmHMSRqe6WZuhrSEtuHiqRwv8XmRJGs1Y3seGQ77xoiMQ6qYbW3659ly0arqlmQGzurTiqwvhoq9BF2sz+re34Ivz4aLHOsnNEhsLQ76+IOx+qQpaGnI2Tu7EvedpHBcRFixN9Nk8xZmvL0SIOqsGdmjEqn62zNkXIDru9m7/NnSzMWP6Lj+yBT4PFcdaX1eT2Xv9Bd1CFQJOTFo+K44KCzjtmtTn2AJPTj1+ydcXI0Tfs2EOTdg+3ZnPzoazU4JICGohZdcMF765GMHa688ku0JaN6zH2cVdKFUoGb3Zm/jMypu33kb7JkZcWNoVFTBsgxcRycIZS5XRs405l1d041VuMcM2eFUqTBrpa+HWSnzE1rmFCZeXd8OqYT0G/f6AEwGJteKUkclkDHdows3VPTDQ1qDv2nsc9UuodRcOqF+Tqyu7M7BDI6bs8OWDk6Gi45J11PF/mTrxpo5/JLnFZXx29glTdvgyzKEJF5ZVLUhXKreeptLvt/sUlpZzfWV3hjs0qRVHz/PUPEZuekhwYjaXlneVNNZRGSqVil1eL5i604/53a3YNLlTtUSgyFe5DN/kRX1drSpn5FQ0Sn11IZwd06U3SimVKr67FMGWuzEcmedBN5E7XFARoOyDpYke26cJhwgDbLoTzbb70oSbH69Gci38FYfneogGCX969gmx6QXsmekq6CBQKlWsPBqMloa60URI0CpTKFlyOJC2jQxZ1ddW8HlVhaJSBcuOBDK7Sys6i4RG5xSW8f7JUD4Z0k60mj06LY8t96L5aYx9tcZ9lEq1WLawR2vMRcSQCtfNoh6tJZ3fm+5EM7tLK0nujr0P45gqoR5cqVRx4nES413EP6/PXuWR+LpQUnvU/efp2DU2FH0NhAiMr4WmqRqEFReVKigsVYgKg8CfwoRU8QYZ/HVJoK0h3XljrK8lOAJSgVwuo4mRLi9fi7fdNDTUwVBHk9h08UVeYyNdTAy0CZewoGtpqo9pPW1JLpnOrc3IzC/lmYScjxGOTbgUliLqqFEHF1ty2E/cuWBWT4dRTk0lLaw7NDWiS2szSU6dEY5NMdTVlFQDvLSXNQlZhaKNSgCfDmlHQFwWV58IjxnJZDJ+GmPPjYhXkpxNUrGor8v6iU58dSFCsFUK1OHVHw1uy6KDj0XdQnO6tmJQh0bM3usv6PqQyWR8O7IDrcwMREUZXS11MDIqmH8gQFBIM62nw6G57sSkqwUcoXPM2rweJxZ6cvNpKh9JyCHqZtOQw/Pc2Xw3hh8khFmDOjfl1KLOnAp8yTvHQ0RFwAqM9LXYM9OVbjYNGbHpoSQH3F//fud0lz8ye7w5JTL+VBkW9XU5MMedMZ2aMm6rD3sevqiRKGKgo8kPo+1ZN8mRn64+Y+FB4VDsqmBioM3vE51YN9GRdbeimLLTl4TM2nH4vImulgbL+9hwfVV3MgtK6PXLXQ75xldrTK2OOv7TqRNv6vjHcedpKn1/vUdsRj5XVnRjSS9r0bGIqpJTVMa7J0JYeSyY9we0UeeO1GBhVYFKpeLAo3hGbnpIXzsLTiz0rFaQcAV5xWUsPhTIzgexHJzrzuwqjjhVcCUshTGbvRnnbMnmKZ2qdPe9uEzB8jcapaS6dUrLlaw+Hsy18FROLeosqQ0sMauQcVt9cLA0Zv1EJ9H3fePtKHY+iOXw3MrtxRWsuxXF6cCXHJ7ngaWJsGjxy/VnPIjKYP8cN9Fxre8vP+V5ap4koenbixFkFZSydryjZNeSFL65FIGhrhYr+4q3M315IZy2jQ1FHStKpYqPTocxxb2F4BiaEGeCXpKZX8q87uJjctfCX5GaW8x0z5ai2z6Oz+LJy1xJ21bUg0+SIDj6vsgiv6Sc3m3FHTqXQpPp3dZc0mfpzrM0etpWf2QqObuItLxiHCyrP2IXm1HDpqmCEuQyMJbQuFf0h3ijqy3te1sGf3PeaGvKKZEs3khz3oA6iFRKVbFMJsPGwpAoCa04MpkMR0tj0dGWim09JY5O6Wpp0N3WjBvh4gKDW0sTdDTleEnIAxnnYolPTIaokwPUwsG5kGTS8sTdSsv72HDAJ1504aghl/HBoLZsvBNNbrGw6Gago8lHg+z44XKkqLPJxECbT4e044vzT0T329hIjy+Gteej02G1Gsza2dqMxT1bs/hQoOh4zTSPFvS1s2D+gQDRrJwvhrXD0kSfRQcfC4qamhpy1k9yQlNDzuJDjwWFFj1tDXbNdCG3uJylh4MEtzX9I8RYLeAIb2tpos/xBZ74xWWx+riw2ANq59rJhZ5cDEnhvZOhkrJPbCwMObOkM9Hp+czYLZzf8yaaGuow7I8GtWXO3gAO+MRJ+rsK5HIZy/rYsGWqM99ciuDTs2GSxaM30ZDLWNrbhv1z3Nh+P5Z5+x/X+Dzs3daC66u6I5fJGPD7fUnuuqru26qhAQPX3Wfng9haydn5K5Ym+uyc4cqv4xzYcjeGufv8a/0x6qjjf5s68aaOfxw/XXvGh4PacnCOe7UzNoS49zydgb/fJy2vhOurujPOxbJW3DZZBaXMP/CYTbej2TXDlXcHtKl2OCnA05Rchm98SH5JOZeWd6uW80ipVLH2+jPeOxnK2gmOLO9jUyXRIDO/hCk7fUmsYqNUQUk5c/b5E5WWz6lFnSW9j9Fp+Yzb6kPvtub8PKajqEti/a0odnm94NBcD9EQ2q33YtjnHcehue6imR+7vF5w2DeBfbPdBN05oK6ePh30kj2zXEWDrQ/7JnAhNIUd08Wr0avC5bAULoYks26io+hrdvVJCrcj0/hpTEfRc/6IfwLJ2cWs7lc9h1BhaTk/X4vkg0FtRUUthVLFr9efs6y3taSQ2813Ypji0RwjfXEhoaIeXErw+ImAREY5NRUVDVUqFRfDUhhiLz72plCquPc8nV4SHDqVEZSQTdtG9SVnyLyN2PR8rMxqEFacX4qJgbak74+iUgVymdo9IwWZrJLMG4ljU8Z6WmRLXLw1MdbjpQTxBsDGvB5RqeJByKDO/AiSIN6A2lEjJbQY/qgMl7AIk8vVYw7n3tKq81cs6uvSu605x0TqnUG9SO7c2pSDElwyDpbGuFuZsOOBcOsQqOvI2zYyZNu9GNFtRzg2oWkDPTbfEd92dKemWJvXY81V8aDj0Z2a4mhpzOcSRq2qwuKe1rQyM+C9EyGCjgqZTMZXI9qjq6nBh6dDBbfV1JCzYZITOUVlfHwmTHBbXS0Nds5w4VVuCR+cChV0LxjqarFvliuJWYW8czxEcEFuYqDN4XkexKYXiAo4jY30OL7Ak2ev8lh8KFBU4LBqWI/TizsTlpTDggOPBcWsCswN1YUJ9XS0GL3loSQxsoIJrs3ZP8eN329G8cmZMFGB6a/0sG3IhaVdCUnMYfy2R5IE4bfh2tKEKyu6IZPB4PUPJNVnC2FioM3mKZ34eLAdK48F8+Gp0FprszTU1eLbkfbsmenKId8ERm/xrrW2q7/St50FN1b1wMPK9N+y/zrq+N+kTryp4x/HkfkejO4k3vRSVfJLyvnodChLDgWyvI8N+2a5ii7OpeIdncGgdfeRy+Dqym54tq7ZD86JgETGbPFmuEMT9s5ykxwS+iZ5xWXMP/CYcyHJnF7cmQHtxSuaQZ3JcvXJK2bv8cf1u5uYGWhXqVEqI7+ESTseoVSpJP9dRHIuE7b5MMa5KV8Maye6QFx3M4q93nEcmS8u3OzzjmPznWgOzHHHVkR8OhOUxG83nrN3lhvW5sIL3ZsRqfx0NZId011E3VWPYjP55mIEW6Z0EnX9VIXErEI+PBXKT2M6ijavpeeV8PGZJ3w9or1onktqbjE/Xonku1Edqi00bb0XS1NjPYZJyIQ5F/ySojKFpHG8pym5eEVniLZpQdXqwXOLy7j8JIXxEkLAI1/lkZJdTK+24mOAwYmvkYFgbb0YgQmv6dSi+n8P6syb1iLntBBVCSsuKlPXhEv9DpfLZPx1cEo9NiXtjnYDg6qJN1IXWtbm9YiS0GIF4NBMmvMG1KHFoUk5/xKcWhm925oTnpwrKTB0uGMTrkekSsremeTWnOMBiZIWrXO7WnHgUbyknB61+yZO1EUgk8n4cJAdu73iRJ+bTCbjq+Ht2ekVK5pVIpPJ+G6kPScfJ4mOpslkMr4f3YEHUelcCk0R3LYqyOUyfhvvSHhyLrtEqr51NDXYMtUZvxdZooHPBjqa7J7pysPoDDbeFm51qv+HKOMfl8WPVyMFtzXW1+bgXHfCk3P4+HSYoNjzpoCz/IiwgGNWT4ej8z1Iyyth7j5hdxGoRcXjCzzJLS5j2i5fSW4afW1Ntk1zpptNQ0ZtfihYl/5XXFuacG5pFwITspm2y7fKOSuWJvqcWOhJu8aGDN3gJbkF668Y62uzfZozC7pbMWO3H+tvRdXI1SKTyRjdqRlXV3YnPrOQQevuS2qtk4q7lSlXVnTD08qUEZu8+O3Gc8kjrlVBT1uD+T1a1/p+66jjf5s68aaOfxwNRMZUqoN3dAYDfrtPXEYhV1Z0Y5Jb81oRh0rLlfx4JZK5+wNY0ceWrVOdRcdshCguU/DByVB+uBLJ1qnOrOpnW61K8RcZBYza7E1JuYJzS7oIihYVYs1nZ5/Q/ec7OH1zg2VHArn9LA1NuYzNU/5eVVkZCZmFjN3iTQtTA3bPdJWUXRKY8JqJ232Y060V7w1oK/q+/HbjOft94jgyz4O2jYSFm2P+Cay59oy9s91Em47uRKbx8eknbJnaSbBmHCAsKYcVR4P4dZyDqCMqMauQRQfV9eHutXgXqeyPQOVhDk1Em9FUKhUfnwnD08qU4RJCkr84F07vtuaideeVkZxdxI77sXw+rL3o+1laruT3m1Gs7GsraTxyy90YxrtYSqpXP+afiIPEevCLISm0sTCkTSNxd9ml0BR625lLcsLcjkyjh23Dan2OKwhKeF2jvJsyhZKErEKsatI0lV+KqYHEmvDSqtWEq8em/vX/VWlsSk/62FRTY12SBdp43sTGwlBSBTmAfTMjkl4XkSEha6KJsR7NTfQl3WU3radDp+bG3JTgvmnXuD5NjPUk5bh0s2mIloacW0/Fq5q7WJtiUV+XU4HiGR+dmjegU4sGoqIFqAXN3m3N+f1mlOi2HZoaMcqpGd9eeiq6bUszA5b2tubj02Gii0pzQ12+GdGBT8+GiYYtV4UGBtpsmtKJX68/F104NzTUYds0Z9bfiuJOpPD7YVFfl90zXdl+P5azIi4r8/q6HJjtzunAJFGHk1k9HQ7N9cAnNlM0bLhCwInLLBQVcIz1tTk4x42SciUzdvuJCpZG+locmKNulxy3zZtXEsLFNeQyvhzensU9rZm845Fo5tGbNGugz8mFnhjraTNik1eVnSS6Whr8MLojHw5sy9x9AWy+G12t/BqZTMbMLq04sdCTs0EvmbrTt8YNT02N9Tg0150Zni2ZvsuPH69EVmvE623oamnw4aC2nFjQmesRqQzd8ICguqaoOuqQRJ14U0cdAhSWlvPFuSfM3R/Agh5WHJrrXmvOh7iMAsZu9ebe83TOL+3CZPeaCUJxfwguUWl5XFzWle621Wumufc8nREbvejVpiF7Zrr+TUzKKijl6pMUPj0bRvef79DpmxusOhbMId94Ev6wHZcpVGjIZHwyxA4NiaMPT17mMHqLN73bWrBugiM6muKLN+/oDKbv8uPdAW1Y3NNacFuVSsXaG8855BvPkfkeoovss0Ev+epCBDtnuIgufB/Hv2bp4UDWjOsoGqqc9LqQ2fv8WdnXVlQ0yS8pZ97+AIY7NBGtD68qv914TkGJgs+GthPd9lTgS4ISsvlmZAfRc/Ra+CsevciUtN/K+PlqJAM7NJLkNjkekIi2ppxRTuItZHEZBVwNf8V8CRk65Qol+33imSnBdVNxHGMluG5UKhWXwlIkOYoA7kTWbGSqpFzBk5e5NRJvErIK0ZDLaGpcfadhZkEpJhKapuAP500VxBu5TPa3sSmdKlSFG+tLqwqHP8amJAQWg3psKj6zQJLjxEhPC6uGBoQmZUvatzr3Rvro1E0JgoxMJmOkYxPOS2id0pDLmOhqKVpXXbHfud2s2OX1QlKA6Io+Nuz1jpPknHh3QBtOByZJEsne7W+Lb2wm956ni25b8R0hJUB5mEMTOlub8YnIOFJVcbQ05sNBbVl6OFBU1OvYzJgfRtuz/GgQMenCr4Vd4/psnNKJj06H4RsrfA61NDNg7yw3Nt6O5qRIwG4jI10OzXXnWvgrfr4m3ORkYqDNobnukgQc9WiWG7raGkwVacICtTCwdWonHC2NGbPFW/T1qGB211b8NsGRd44HSxIPKzDQ0WTzlE6MdmrGmC3e1QqxHu9qyYmFnhz2TWDBgceimUuV0aGpEeeXdaWxkS6D1z3gzjNxcVUIuVz92T23tAsPotIZsfEhka+q15T1NuybGXF+aRdGODZl0o5HfHMxQpLzr446/pupE2/qqKMS/OOyGLTuAREpuVxe3o3pni1rJSRWpVJx8nESQzd44dLChDOLO2NtLi0LpjKuPnnFsI1eeFqZcnS+J02qschSqVRsvx/DwgOP+WpEez4Z0u5fMlBUKhXDNnj9IdaEcNg3gYSsSAnp9gABAABJREFUQlSoF1t/vSbX0FBbb6XwMDqDSdsfMbdbKz4baifpdb71NJW5+wP4cnh70eDZCuHmsG8CR+Z5iI4/XX2Swkenw9g61Vl0Zvp5ah6z9/rz4WA7hnYUdqXkFJUxa48/gzo0Eq2zVipVrD4WjGk97RoJIW/DKyqDvd5xbJzsJOqKepldxFcXwvlpjL3o2EtucRmfn3vCp0PaYSahVehtBCW85lp4Ku8PFK8GLy5TsOF2FO9IdJhtux/D0I6NJQmwN5+mSa4Hf56ap86YkuBKqhhhkeJKepVTzLPUPHpUU4iteLx6upq0EGkGEyI2vYBWZgY1+v7LzC/BrIpjU1KRyd4eWCxVvGmgr012YamkhXcTYz2Sc4oliRCNjXTR15bWOAXg2MyY4IRsSdt2aW0mecyiXzsLHsZkUiAhu2K4Q1PuR6VLCj8d72qJt8Tg4mEOjckrLufuc/HFpEtLEzo2M2L3Q/EFdCszA8a5NGPNNeHRHlC7kFb3s+WrC+Gi54aWhpwfxtiz8XY0LzLE379vRnQgMCGbs8HimUFVYbpnC1xbmrDiaJDoKMwIx6ZMdm/OvP0Boov/HrYN+WxoO+YfeCwqbnRoasS2ac58dvaJaIitpYk+B+e6cyIgUXQ0y8RAm8N/CDjLRAKP9bQ12DHdGQtDHSZufyTqctLUkPPTmI4Md2zCuK0+kkcSB7RvxKF5Hmy5G82X58Mljx/J5TJW9bPl57EdWXk0iE13qu6g6dBUXSdeUq6skUhST0eTtRMc+XiwHUsPBfL95ac1HkuytTDkzOIu9LWzYNQmb7bfj6m1wGEtDTlLellzcVk3ghOzGfj7A7yrOUJWRx3/DdSJN3XU8ReKyxR8ezGC6bv8mObRgqPzPWst+Di3uIwVR4P54fJTNkxy4vNh7SSPFL2NMoWS7y5F8N6JEH4a05HPh7WrVrNWcZmCVceC2e0Vx9H5Hm+tJpfJZLRrUh9tTflbxZo30ZLLGNupqaSxpwshyczdpxZhFvZoLcl9dCEkmaWH1WNHY52FBSKVSsUv159x1D+Ro/M9REOT70SmsepYCBsmOYm6l5JeFzJ9lx+zurRkmkcLwW1Ly5UsOviY5ib6fD60nfh4183nPEvNY9PkTqJBwlUhI7+EVceD+XxoO9HXQqlU8d6JEAZ1aEQfO3ER4+erkdiYGzKmk7gL5m2oVCq+uRjBvO5WkvKkDvjEY26oy8AO4nlMr3KKORX4ksU9pc3A7/V+IakeHNQZU4M6NMJIQpPSpbAU+tpZSPrc332WhpOlcY1GKYMSsnGyNK6Rq6+mNeGgdt5IqQkHKC6tmngjl7/NeaMheWyqgb42ZQqVpGDOpsZ6lJYrySgQH5GRyWS0Nq8nqXEK1IG9UkOLPaxMeJaaJ6nS16phPZo10ONBlLjjpLmpPvZNjbgUJp7hYlFfl15tpAUX62hqMMOzBTvuS3M0LO9jw+6HL0Qblyq2fRCVIak+fapHCzTlMvZLaAnq1LwB41yaSXLUmBho8/2oDnxxLlzSqI5UZDIZP47pSEpOMetuPhfd/v0BbbFsoM+KI+Jiz2T35kxya86sPf6i51FnazN+He/AsiNBBIiMcbVuWI+Dc93Z9fCFaE18gz8EnPgscQFHR1ODTVM60aaRIRO2+5AiMr4ok8n4YGBblvSyZspOX+5LcFyB2vF0ZrHaabLgwOMqOUEG2zfm+EJPDj2KZ8XRYEmuuzdpYKDN7pmuDHdowpjN3pyrgRg4xrkZ55d15UFUBuO2+dS4oltbU867A9pwcK47h3wTmLTjUZVCnsWwNq/HiQWezOnainn7A/jwVKikz38ddfy3USfe1FHHGwQlvGbw+gcExL/m4vKuzO1mVaOsiTd5HJ/F4HUPyC4q4+rK7jUahQD1YnTS9kc8iMrg3NIuDBYZwamM5Owixm31IfF1EeeXdRHMa/luZAecLI3R1hB+TZQqtQVZjD0PX/DhqVA2T+3EGBERpoJj/gl8cCqULVM7Scpq+fnaM44HJHFknodoiPDD6AyW/DH+1FfEcZGZX8L0XX70a2fBij7CFdsqlbo2O7e47M8aViEuhiaz92EcO6e71Gjh/leUShXvHA/BvZUJE1zFR3z2+8SRkFUoyfkTEJfFqccv+W6U+GhVZVwITeFldhELe4iPNeUVl7H5bjTv9LeV9Hg7H8TSu425JJfb05RcghOzJdWDlymUnA58KSmoWKVScSk0haESR6ZuR6bV+HtCHVZc/ZEpUDtvatI0BX9k3lRhbKoqonZlVeFS7zYb6moilyEptFhXSwOzetokZ0tboNua15Oce+NgaUxoUo6kO/am9XRoY2GIj8jYSwX92llwXeI4xwjHppJGpwAmuUsPLp7i3oLgxGyevMwR3dbDyhS7xvXZ5x0nuq25oS5zu7bipyuRoq+dpoacL4e1Z93NKEn15e8NaENsegGnAsUX0f3bN6KvnYVo81NVqaejydapzuzyeiE6BqMhl7F+khPxmYWsuSbemPX+gDbYNzNi3v4AUaFhsH1jPhpsx5x9ATxPFRYk2zaqz/7Zbqy7FcVhX+HRugoBJyGrkKWHAwXPJS0NOWvHO+LW0oRxW6UJEnO6tuLbkR1YcOCxZDHE0kSf04u6kFdcxoRtjySdKxW0b2LEuaVdSc4uYvw2nyqLeRp/uHg2Tu7E5+fC+fK8uFOsMlo3rMeZxZ1xaGbEkA0PuBgq7XMthHOLBlxe3g1r83oMXveAEwGJtXa+y+UyZnRuybVV3UnOKabf2ntcC5eeQVRHHf8N1Ik3ddSBOhfip6uRTN7hyzhnS04u9KR1w5otViooVyhZdzOKKTt9mdm5JXtnukpuXqqMh9EZDFn/gBamBpxZ3AWrah5rQFwWwzd60a5xfQ7PcxcNcdXUkLNzhguNjfXQFBC1HCyNBBfJKpWKn65Gsv5WFAfnutNLYrDtLq8XfHvxKXtmuoqOnagf4xmnA5M4Nl9cuAmIy2L+/gC+GdFBdPwpv6ScWXv9sWtSny+Hi4fqrrsVxaPYTHbPcBVtX3ryMof3T4by+0RHydXqUtnpFUtsRj7fj7YXPeaY9Hx+vvaMX8Y5iDqoSsoVfHg6jOV9bESbsyqjuEzBT1cieX9AW0lBvru8XmBjbihppOh1QSmH/RJY3Eua66Yq9eC3I9PQ09aQVEn65GUuWQWlkvKoSsuVPIzOkPzZqIyg+Nc41aCpCiA2ozacNyWYVmVsqhYyb6SGa8rlMoz1qxJaXIXcGwvpdeF2jQ0pKlUQJ/EOeRdr6ZXh/ewsuBOZRrkEkWVIx8YEJryWVInevQrBxQ0MtBnj3JTdEvNEVvaxYZfXC0mtWvO6WxGdns9tkcBeULtIutmaSaoDN9TV4qsR7fnuUoQkl9MXw9rzNCWX4wHibiRQf89+JNLQBOqxlW9GdmDVsWDR98VIT4sdM1w45BsvKlbI5TJ+HecAwDvHQ0SPY5pHC2Z2VgfYih1Hx2bG7J7pyneXIjgTJJyX0+CPDJzErCJRAUdDLuOH0fb0a2fB+G0+ksTRkU5N2TK1Ex+fDmOPhHE8UIcf75+jbo4ctclbVLB6k4aGOhya504bC0OGb/SqUotVBb3amnNhaVf8XmQxacejagcQ62pp8PWIDqwZ68DHp8P46HRYlR1Bf8VAR5PvR9mzfpITP197xoIDjyV9PqTSrIE++2a58sHAtnxwSt3yWpuB4HXU8X+ZOvGmjv96nrzMYfiGh3j94WBZ1LN1rY2pvMwuYtKOR5wLecnJhZ2Z282qRrkRSqWKDbeimLsvgPcHtuGXcR2rtMh5kyN+CUzb5cfyPjb8OMZeUkAwqC9mD8/zQKeS8SwdTTkLBOoZyxRK3j0RyvngZE4u6oyThCBVlUrF+ltRbLitFnvEWpdUKhU/XonkbNBLjs73FBW3QhKzmbXHn4+H2Ik6gErKFSw4EEB9XS3WjncQdWadfJzELq8X7JnlirlIxXZaXjHz9gewvI+NpDGlqhCSmM1vN6JYP9GJ+iJiTLlCyerjIUx2ay5JlNhyNwYtDblojo8Qu7xeYFpPW1Lw8OuCUnY+eMG7A9pIct3s8Y7DuUUDOjYzlrTvs8HS6sFBPTI1ztlS0uf6Ylgy/dpJG5nye5FFPV1N7BpXX8B7lVPMq9xi0fYzMWLTC6otEFeQlS99bKqoimNTMpkM1V+qwnWq0DYF6tDi1/+GunAbC0OeSxyb0tHUoF2T+pLzObpYm0rOhnBq3gC5TCZptMisng5drM1qPbgYYHaXVlwMS5HkRvBsbYqNeT32+8SLbmuoq8Xy3tb8dDVSUhbHx4PtuBiaImlRPaB9I1xbmkhqqjLS1+KnMR359uJTkl6Li3Dmhjp4RadLCsgd3akZg+0bs/hQoKgTo3XDeqyf6MRHp8NEQ7B1tTTYMd2FsJc5/CzBrbOyrw197Mwl1WO7tjRh2zQXPj79hCsio3gVAk7Sa7WAI/QcZTIZnw9tx1jnZkzY5kNEsng+TM825hyc6866W1H8IhKoXIGOpgZrxzswxlkdRlyVLBYdTQ1+HtuR+d2tmLT9kaiA9Taam+pzenFnWpkZMGS9F48kOu3exsAOjbi8ohvPXuUyYuNDoqogRlVGr7bmXFvZHQ25jAG/35cUjC4VmUzGGOdm3FjVA2TQ77d7nHqcVKuutjrq+L9InXhTx38tpeVK1t54ztit3gzp2JjTizuLBtlWhUuhKQz6/T7W5vW4uKyraNW0GK8LSpm9z5+TgUmcXOTJBNfqtVOVKZR8dvYJa649Y/dMV6Z7tqzyfh5GZ1CuUL1VuKino0mfSkY9CkvLmb8/gPDkHE4v7izJ3VQhxOz3iefofA/RhahKpeL7y085F5zM0fketBLJK3qaksv03X6s6GvDFHfh3BqFUsXqYyHkFZezdZqzqODlHZ3BZ2efsHWqs+i5VVKuYOGBx3hYmbJAQhtSVcgrLmPZkSBW9LWRJJZtuRtDYUk57w4QDw2OTstj670Yfhpjj1Y1Rc+03GI234nm0yHtJIkgW+/F4NyiAW6tTES3zS8pZ+/DFyzpJdxGVsFR/0QcLY2xayxeD56WW8y95+mMcRYXnCpGpoZIHG+88yyNXm3Ma5RVE5TwmjaN6ou6vYTIKSwjs6C0Rs4blUpFRkGpZOdNcRUDi+Wyv1eF62hqVGnUoCK0WApNjfUkuVJA7ZiIzyyU7AJytDSWfJfetaUJia+LJB2LhlxG77bmkirDAUY6NZE8YlKV4GKrhvXobtOQfRIyZ2QyGcv72LDzQayksOXJ7i0oKlNwWkIlebMG+izoYcUX58MlhU9/PaIDNyJSJeUG9WxjzpCOjfngVKjovg11tVg30Ym1N54TliQ+Tvb50HYolOqsOzF6tTVneR8bFhx4LDr2Y1pPh72zXDnqnyA65iSTyfh6RAfaNjJk1l5/0UyYrjZmbJzsxOrjIaJV5m8KOMuOiAs47w5ow5xurZi045Gkz41T8wacXOjJ6cAkPj4TJsmJJpPJWN3Pls+HtmPOvgDR1q2//u3cblZsnebMF+fC+eHK0yoH/epqabBmbEdW97Nl1h5/dtyPrbaA0ayBPscWeNLHzpwRmx5yzD+hxmKIiYE2m6d04uPBdqw6HsyHp0Il5YdJpaGhDpsmd+KnMR356WokM/f4SxJG66jjn0qdeFPHfyVPU3IZuekh18NfcWpRZ5b3san2wvOvFJaW88HJUD46HcqPYzryw+iOksZAhAhOzGboBi+0NeScX9qV9k2qJwRl5pcwdacvAfGvObekC56txV0Vb6JUqvj5aiTfXoxgzyxXNk12+pfxKR1NObO7tnqrcymroJTJO3wpKlNwfKEnFiIulIrH+/TsEy6GpnBioSdtGwkvqFUqFd9eesrF0BSOzvcQDZqOTstn6k5f5ne3Ym43YcFEpVLx5flwnqbksmemK/VEFsTPU/NYcPAxX49oTxdrM9F9f3z6CQoV/CBhpKkqqFQqPj7zhBam+swXeY6gdqJtuhvN2vGOog4RpVKd5TPFvYUkV0tl/HL9GT3aNJQkxqTmFrPfJ553+4sLSwCHHsVjY2GIu4R9lyuUHPCJY2ZnaQ6i00Ev8bAypVkD8SankKQccorK6GYrfC5UcKeW8m6cmhvXaB8xGfmY1dMRdWsJkV9STmm5UrrzpkyBbhUchZW1TZUrVZIXSg30tSU1LAE0baBHksSxqSZGuuhqyiU1FkHVxBtDXS0cmhlJdgP0a2fBjYhUSYu1fu0aEZdZwLNX4nfnqxJcDDC3WysOPYqXJMh0szGjhakBBx6Ju2+0NeW8278Na288lzQWsrBHazLySjglQexpZKTL+wPb8MmZJxSViu/7kyF2xGUUcshX/Lg7NW/Akl6tWX40SPQ10dXSYMsUZ84EveR8iLgzakF3K9xbmbDoYKCogGjVsB7bp7nw7aUI0Tp1DbmM3yY4oq+lwaKDwmNOAH3sLFgzriNLDgfiHSN8vhrrSxdwABb3tGZlXxum7fQVrT4HsDY35OSizvjHvWbxoUDJI0TjXCzZOcOFry6E89uN51USPXrYNuTMki7cCE9l/v4ASaOAbyKTyZjs3pyj8z3Y8/AFSw4HVlsg0dKQ8/7Atmyb5syaa89ZfjS4ysfztuMb3akZV1d2Jz6zkEHr7uMvEmxdVQa0b8SN1T1obKTLwN8fsN8nTpLwWkcd/zTqxJs6/qsoVyjZeDuKUZsf0sfOvEZCyNt48jKHoeu9eJFZwNWV3asdIlyBSqVin3cck7Y/YkbnFmyb5iyp0eZthCfnMHzjQ8wMdTi1yFNSXfKbFJcpWHY0iAuhyZxe3IXO1mYM7NCYdwe0QfsPsaZcqWLiW4Jwk14XMnarN02Mddk7y03SQrBcoeSdEyF4x2RyfKGnqINGpVLx9cUIroRJE27iMwuYsvMRk9yaS3JlrLsVxfWIV+yf4ya6CE3LLWbWHn9mdWnFOAlBtru8XuAVnc72ac41ah97GycCkvCJyWTteEdRV0txmYLVx4NZ1MMa+2bin4sj/gkkZxezup9ttY/vycsczock8+FAO0nbb7wdTc82DSUdX3GZgh0PXrCkl7QWsxsRqchkMvraiYsmKpWK4wGJom1nFVwKTaZ/u0aSxhPjMgpIfF0oKvqJEZiQTScJTish1CNTNcy7yS9FUy6jvq40EbuoVImuxDFOqMi8+fvYFCDZ8dLg3zQ2JZPJsLYwlJx742BpTERyruTj7txaeu5NVxszUnKKRauhQe2g7GtnIdl9U5XgYvdWJjQ31ZckmshkMlb0tWHH/VhJrT/DOjbBxEBbUpuUrpYGnw6x46erz0SrtUEduGxaT5v1t6NEtzXU1WLN2I78eCWS+Exx4W5RT2saGurw9QVxR42liT5rxzvy8ekwokVG8iraqsoUSj4/Gy4qOLi1MuGH0fYsPRTI0xThUSQdTQ22T3cmPa+E906I5+UM7diEr0d0YP7+xzyOF17YvyngiI1QAczq0opPh9oxa6+/qPAE6s/wiQWepOeXMH23n6T3H9Q5UycXdubk4yTeOR5SJXefOjy4C6UKJaM3e0s6L/6Kg6UxF5d3I7eonBEbvWo0+tTNpiFXVnQju7CUoRu8RMfrpNDUWI9Dc92Z4anORfrxSqTk7zIpGOlp8eOYjmyb5szOBy8kZx7VUcc/iTrxpo7/GqJS8xi9xZuzwckcm+/JO/3bVKtW+20olSp23I9l7FZvRjk15cg8D5oYi1cdC5FfUs7yo8FsuhPN/jluzO8ubQH6Ni6EJDNuqw+T3ZuzcZJTlZ1AmfklTN7xiJTsIs4u7vIv4b8Lulsxwkkd8DvEvvHfhI2nKbmM2eJNl9ZmbJjUSZI4UVKuYPEfF4/HFnjQVOS1VKlUfHUhguvhqRyd7ykamvsyu4jJO3wZ2rEJ7/QXFx4O+MSx52EcB+a4i7osCkrKmb3PH/dWJqzqK9xCBerxmLU3nrN9moskN1JViE7LU98lnOAgKST7txvP0dXSkBTsm5pbzI9XIvl2VIdqj+WonVIRzOzciuam4mJiYlYhxwMSJYtFJx4nYVZPW3Lo7x7vOKZLrAd/HP+ajLwSBrQXrymvasvU3WdpuLcyFXV3CVFariTsZU6NnTex6fm0rpWacG3J319FZQr0axpYrKV+D6UurhoY/HvGpgBszOtJXmS1NNVHT1uDyBRp23e2NsU7JkOSC0BfW5NuNmaSW6dGOjblXHCypLvbVQkulslkzOtmxS6vF5KcUT1tG9K0gZ7oOA+oA3g/HNSWTXdiyJEgxg3s0Ahbi3psuCUuyFQE5e55+EJU2AB1MPIY52a8d0J8fEpDLuP3CY5cDX/FpVDxmva+7SyY5tmChQcDJbl1tk1z5lZkmqT2rhGOTZnf3YrZe/1FQ3INdbXYN9uNoMRsvr30VPQ8HOvcjA8GtmHmHn/R1rEKASc5R5qAM8G1OT+MtmfhgceSGooqRrQMtDXUjVISA4HbNDLkzOLOPE/LY8ZuP0nnWQVG+lrsmelKN5uGjNj0sEoZOhWYGGizb7YbAzs0YtRm7xo1SDU01GHfLDcmujZnwrZH7HxQ/ZGsCuRy9ajYuaXquvURGx8S+Ur881IVulibcXVlNxwtjRm2wYtNd6IlCcd11PFPoE68qeMfj0KpYtu9GIZvfIinlSkXl3WtcYDnm6TlFTNjjx/7fOI4NNeDZX1salwv/jw1jxEbvcjML+HS8m64thQf+XgbCqW61enjM2FsnOzEkl7WVRaAotPyGLn5IU2M9Tg8z+Nv4oxMJuOHUfZM92zB8j7/6mB5FJvJ+G0+THVvwdcj2kt6XQpLy5m7L4DUvBKOzvcQbcCqGGe6EZHK0fkeoiJAWm4xU3Y8omebhnw6xE709bgYmsyPVyLZPdNFNLemXKFk+ZEgDHXUd4ekNDotPxLED6Pta/WcBLXrZOnhIKZ5tqSbjXi7kd+LLPb7xLN2vKOkEcIvz4fTq415jdqQbkSkEpWazxKJLVC/34xiSMfGklq4yhRKtt2LYbHEcz4iOZfQpGxJFeoAxwMSGenUVJIYGZSYTX5JuWQnze1n6fRsI/6eCRGRkou+tgZWIg40MWLS82uhJrwEUwPpDXvFVWybkr0l86bCDSg1tLiBvjZZEhdhzRrokVNUJnlswdaiHlES7w7LZDIcqjA61al5A7ILy4hJl3YXv6+dheRQ0e62DSkoLScwQTzkuKrBxYPtG1NSppSUwSOTyVje24at92Iljbh0s2lIx2ZGbL4XLWnfXwxrz36feEl38Ns2qs/sLq348HSYJOHpg4FteZVbzG4JDUdNjPX4cbQ9H50OlSQOvtPPlob1dPj4TJjogruxkR7bpjnz09VnPJQgGCztbU0XazNm7/UXFYcaGuqwf7Yb50OS2XovVnTf0zxbsqy3NdN2+Yo2OBnra3NwjlrAWSJBwBnh2JR1Ex1ZeTRYkmtMX1uT7dNdsGtkyJit3sRJHG80r6/Lsfme6GtrMGart6S8pwo0NeR8PqwdHw9S164fkOAS+ysachnvDWjLbxMc+eh0GN9ejKi2eCGXy1jUszUH57qz52Ecc/YF1EpzlK2FIWcWd6GvnQWjNnmz/X5MlfN+hNDX1uTToe04PM+dc8EvGb7xoaggWEcd/wTqxJs6/tHEpuczbqs3R/0TOTjXjY8G29XqWMrtyFQG/f4AEwNtLq/ohnOLmo0oAJwJSmLUpocMtm/MgTnu1a4Vzy0uY+4+f649ecWZxV3o3bbq7UXe0RmM3uzNCIemrJ/oVOlrp6kh5+sRHf6lHvxKWAqz9/rz6RA7lvWxkbSAzi0uY8ZuP0rLlRya646xvnDAqUql4vNz4dyKTOPofA/RUbDM/BKm7PTFuYUJ34zoIHpMD6LSee9EKBundMK5hbCAVuH+ic8qZOtUZ1FXV05hGXP3BTDVowUjHMUDb6vK95efoqulIclZlF9SzjsngnlvQBvRSnWA6+Gv8I7J5LOh7ap9fKXlSr6//JTV/W1Fq8hBLSJeDE1mVV9prpsLIcloymWSA4L3er9glFMz0XMO1O6qi6EpjJcwEgdwMSSFAe0bSXL6FZaW8yg2s+Z5N/GvcbQ0rnF+Um2MTWX94byRSlGpokrf02/LvNHUkKMhl0l33uhrSXbeGOlpYaCtIb0u3NywSjXDVcm90dXSwKVlA9EckQr62FkQkpQjqXZXW1POYPvGnP03BBdraciZ2aUlOx+IL/YB+tiZY1FfR5L7BtSiyT7vOEnjbW0aGTLJrTlfXRAfKwJY3seG7MJSSYtuAx1NfhnnwK/Xn0saVxtk35ghHRuz8miQ6EJXU0POukmO+MRkclDC6+LcogFfjWjPksOBJIjU0ctkMr4fZY+RnhbLj4gfSwtTA/bOcmXznWhJNenzu7dmRueWTNnpK5oHVSHgpEgUcPq3b8TWac58dDqMoxLERC0NOb+Mc2Bg+0aM3eotWQAw0FELP51bmzJq80PJLXEVjHe1ZP8cN36/GcUnZ8KqJb70a2fBhaVd8YrOYMoOX9FgaiGcWzTg8opu6GjKGbz+AT4SxzGF0NaU8+6ANhyc684h3wQm7XhUJaFLCk7NG3BxWbc/378fr0TWuAq9jjr+k6kTb+r4R6JUqtjt9YKhG7xwsDTm8vJuoovvqlBcpuDL8+EsPxLMx4Pt+H2CY40CPSv2+fGZML66EMHGKZ14p3+bajt4YtLzGbnpIQBnlnSRtCD/K8f9E5mzL4DPhrbj3QFtqlRxfuBRPO+cCGHdRCcmuDaX9DdZBaVM2eGLgY4me2e5iY6M5BeVsehgAHeeSRNucgrLmLbLjzaNDPl5bEfR5xOSmM2ig4F8P7qDJHfJLq8XXHnyij0zXTHSF6/iXnokkNYNDXhPYvBuVbgW/oozQS/ZMMlJkovmu0tPaWasz0wJ9dh5xWV8fi6cT4bYVVtYBPU5oqOpwQSJAsjaG88Z59JMUlaTUqli890YFvRoLekzlFVQyrngZEnPH+BSWAotTA1o30S8kUqpVHE5LIWhDk0k7ds7OpPGRro1dswEJryucd6NQqkiPrOwxjXhmVVomgIoLq9q25Tsb+INVNSFS8y8MdDmtUTxRiaT0bSBHi+zpS1CbCzqEVeFxiknS+MqLQQ7tzaT5KYAtUvCoZkRtyS2To1waMKl0BRJC8uqBhdPcmtOeHKuJKGqonlq670YSQuzDk2N6N+uEb/ffC7pWFb1tSU8OZcbElxJuloafD/Knl+uP5ckDrm1MmGye3PeOR4iqd3os6HtyCooZeNtceeQuaEuGyd34vtLTyWdM+NdLBnl1JS5+/1FnWPamnK2THUmIatQkrDVoakR26arW5WkuLtW9LFhlFNTpux4JNoeZKyvzaE5HpIFnB62Ddkz05XvLj1lt4QadrlcxidD2jGvmxWjN3uz+NBjUYEL1A6Yr4a3Z2GP1kze8YjrEsa13sS1pQnnl3UlMCGbqTvFq9ffRkszA84s7kLTBnoMXe9Vo6BgIz0tNk/pxLLeNsze68/aG88lnbNiOLdowOXl3bA2r8egdQ84HpBYq5Xf2ppyVvS14fzSrjyKzWTQugeSwqvrqOP/InXiTR3/OF6+LmLSjkfs8X7B7pmufDGsfZUs+GJEpeYxctNDghJec3FZV8Y4N6vx3e3ErELGbfUh/GUOF5d1rdEoyu3IVEZuekj/do3YOcO1ygHHfzZKXYpg10wXSYG7FahUKn69/oxfrj1j/2w3+rWT5vZJyy1mwjYfmjXQY/s0l0rfr6JSBVfCUpi3zx/7r65zNTyNYws8RXNo8orLmL7HjybGevw2wVF0QR+dls/MPX6s6mfLKCfxQNorYSn8duM5u2e6SBIXfrgSSWpuMb9NEA8RrirJ2UW8fzKUH0bbSzqWO5FpXAxJZs04cUEL4Jdrz2hlZsA4iUG9b+N1QSnrbj7nkyF2kvJlnrzM4XZkGst6i2cIAVyPSCW/uJzRnaQ5mo74JeDSsgFtGomPYwGcCEhkgou0z31gwmuKyxV0ltjsdudZGj1tG9b4OyWoFsKKk14XokKFZYOa5Xdl5JdIbpoC8IvNJChB+gLkbZk3oL6gLy6TPjb1ukB6dkVTYz3JzpumxnpVapxysDQmNqNAcpZGF2szHsVmSR5J6PtH65QUXFuaoKelgVeUNHFosntzjkkMLjbS02K8iyW7JCyuAfrZWWBioC1ZHHq3fxvOBSdLcj0Z6Wvx/oA2fHMpQpI41MXajAHtG/H5OWlunfcGtCG3uIwdD8Sfq762JusmOrHlXjQBEhbibq1MWNXPhsWHAiU1pn0y2A5zQ11WHQsWzeIx0tNi90xXLoe9YvfDONF9d25txtrxDiw/GiR67DKZjI8GtaWPnQVTd/qKZs4Y6WtxaI4Hr3KKWXxIXMBxtzLlwFx31t2KYtMdcSEMYEGP1nRoWp/LYa/oseYOHt/f4rOzT7jzLK3SlrGKOvBfxzuw8lgweySMyL1JU2M9Ti3yxMRAmxGbvCQ1vP0VPW0N1o53YGlva6bv8mO314tqiyMymYypHi04vbgzl0KTmbzTl5Qc6RlflWGgo8n3o+zZMMmJNdeeseDA41oZz3oTWwtDTi3qzBT35sza68/PV5/W6v7rqOM/gTrxpo5/HNN2PcLGoh5XV3THw6pqVdhCqFQqDj6KZ8Smh/Rqa87JRZ1FG42kcDMilSHrH+DU3JjjC8WFCKHj23QnmqWHg/hulD0fDmpbZedOcZmCZUeCuBiaom6Uai297aZcoeSj02GcfJzEyYWeuEjM6UnMKmTcNh8cLI3ZMMnpb6Ml6hGVZObu86fjV9dYdSyYG0/TUAGDOjQSDTMuKlUwZ28A9XU12TRF3ImSklPE9F2+THZvzpyu4pXRj+Nf886JEH6f6CSpLvu4fyKnApPYOd1V0rjQ2uvPJGVOgPo9WHk0mEEdGjG0o7jT43VBKe+fCuXzYe0knXeP419zPCCJ72tYZ77uVhTOLRrQ3VZarssv158x3bOlpEBnlUrF5rvRzOtuJanZqUyh5IBPvOR68Jj0fEKSciSPul0MTWFAu0aSHFAqlapWKsLTcotJzinCwbJmTXqx6QU0N9GXJLAJkVVQiolE582DqHQKy5TceSbeGFPB28amoMJ5I028MTHQkuy8gT/qwv9NjVMmBto0N9EnWGL7S4cm9VEqVUQkSwsF7d/OAq/oDEntTXK5jGGOTSSPTnWzaYi2xOBigNldWnHtyStJGS9yuYwVf7hvpLiYmpvqM8mtOT9fjZR0LONcLDHW02bHfWmjXJ8MseNxfJakcFxdLQ1+GefAulvPJS3OOzQ14t3+bVhxNJicInERb143Kzo0rc+q4+KCjKaGnI2TnXiemifJmWRpos+uGS6svf5M0nMdZN+YT4ao81zEnqtMpnauOLcwYcpOX9HFvJG+FgfnuJOaK03AcbQ0/rNe++erkZIEjc1TnJEBKuBVbjGH/eJZdOAx9l9eY9xWb3Z5vSA6Lf9v+xrYoTGH5rqz8XY0n5wJo1jC56sCfW1NNk3uxJhOzRizxVuyuPomMpmM6Z4tOTjXne33Y1l+NFg0r0gIu8b1ubCsKy1M9Bm07oHkrCwxerU159rK7mjIZQz4/X6t7bcCjT8Ck6+u6E5CVs1Fpzrq+E+jTryp4x/Hj2Mc+HakfbUbcN7G64JSFhx4zIbbUeyc7sIHA9tKWowJUa5Q8uOVSFYeC+bbUfZ8PaKDpMXm2ygsLWfZkSAO+yZwfIEnwyWOaLxJRn4Jk3Y84lVuMWcWd67SqFVxmYKFBwN5HP+aU4s6SwqUBfVCePw2H3raNuTnMR3/XCTml5RzLvgls/b44fj1dd49EcLNp2mUKVQU/3GxpimXMbeb8IK7uEzB/AMByGSwfZqL6Ov7uqCUabv86G7bkHcljDPFZxYwb38AHwxsK8llFBCXxRfnw9k8pZOkdqWzQS/Z5xNPQ4muhQ23o8kqLOWLYe0lbf/ZuSc4NDOWVHddWq7k49NhLO1tLVrbLkRMej5H/BL4ZIi0anD/uCwC4l6zsIe0UGOv6AySXhcxyU2aY+xa+Cu0NGX0liiYnAhIol87CxpIECMUf45MScvdeZ6aT1ZhaY1F58CE17SxMJQkDgoRk55f45EpUFeFm0nIvFEo1RlWoBZ8giSKljJ4q/NGR1NDcuaNsb42haUKyVkJTY31JTtvoGqNU6BedEodndLUkONuZSo596Z1w3o0NtKV7KYZ4dCU6+GpksQeDbmMSW6WHJYYXNzcVJ8+dubslehWGNC+EYa6mpwIEK8ZB3Xwrk9MJn4vxB0sGnIZXw5vz5Z7MZLEJBMDbT4b2o7Pz4VLqpru1LwBMzu34p0TwZKcSbO7tMLa/P+x995RUZyL//9rttCboIAiKBYEK4iAoEaj0WjsvfdeYnpuek9MT4y9996Nxtg7KkVQVCyACmIBRJAOW35/rHhVdtln0O/nl3sv73M4x5NM29mZ2Xnez7vYCQUSS5LET/2bcT0jj9kCKhMnGwsWjWjBspM3hNqtmnk68etAf97eECt0XQ4NqcWYVt6MWHrGrCVKoZD4oW8TfNzsGbE0wixZVUrgpOUUMmVNtNl73K+6A+snhLL1bCpf/nnJLLnl7mhFyzr/nnzS6qBQo0Oj0xN54wE/7b1Mp9+OEvTtAf615Tz7Lt59/H0GeFVh25RWbIhMwfezvfSbF87i40lcSM02u1+FQuLNV3z4sV9T3lwfw5zDCRVSzwTWqsKu6a3JyCmi15yTQllLpmBjoeKn/s34skcj3twQy1d/Xnoh1d/OthbMHdqcj17z462Nsfxr83nhAHhReLnYMGtwwAvdZiUq8U9AJXlTif86BHu/uGwbMIT2dp55DIC/33iJMMHGmPKQllPI0MVnOBh/j+1Tw2STLYUlWqJvZrLoWBJ95p6k4Wd7uZCazY5prWjsIX+2vdQKVrOKDWvGhciyOGTlFzN08Rmy8ovZNCnUbEV6QbGW/ZfuMWB+OB1+OUq3ptX5okcjFAqJ/ZfuMWLJGZp9uY8Ptpzn8JV0A2FjxPrgYKUmwNO0LaRYo2PqmrPkFmlYMirIrHUuv9hQ8V23mi3f9DIfZvwgr5jRyyLpHeDBSIGslNSsAiatjuaj13yFFE1X7ubw8bY4fh/oL2R/Op10n0XHk5g9JEDIJrjz3G3CE+8zQ1BFs/BYIgATXqpjdtny8N3ueAYGeT4Vbm0Ker2en/6+wtjW3sLKjTmHExjTqjY2FmLk7fKTNxgZWltIpabR6th69pawZSzqRiYanZ5QQTLm8JU0WtWt+tyh6meTs567IhwgKeP5w4qhNPPG/DNlW8ytxxkiej3CVgeFJKE1obwpFBxoOD2yl2YJWpUMmTfi5I2Pmx1XBZU3IC+0GKBVPRdOCgaMSpJERxnWKb/q9ng6Wwsv37+FJ6cEg4sBxrXxZn1ECjkCBIhCIfF6+/rMO5IoRMxVtbNkwkt1mbHHfI01GAa+nRu7891fYnaL3gEe+LjZC6t73upYnxKNnrmHE80uq1BI/Ny/GWeSMtkUbZ6scrBSM29oIPOPJnL8mnnlmo+bPb8O9Of9zee4eNt8SO+rjdx5q6MPY1dECX230zvUo1NDd0YsjTCb5aJSKvhtoD/uDlaMWhZhVjHiaKNm1ZgQ0nKKhAiceq52bJoUysHL9/hQoClsZFhtrEwEzBeW6NDpISO3mE1RKUxYFc3RJ5SCXi42fNDFF4Comw/4ce8Ves05SeMv9jJqWQQrwm9w7V6OyevxtSbV2TgplNWnbvDyT0fYE3dHNrFR1c6SVWODae/nSq/ZJ/n7grwsnmfR09+DXa+3JuLGffrNOyXcylUeJEmiT/Oa/P3mSyRn5tNl5rHnyusxtY9KVOK/DZXkTSUqYQIlWh0//n2ZcSujeL19fRYMDxSabTeH00n36frHCao7WrFjWiuzg1i9Xs+tB/nsPHebz3dcoOOvR2n42d8MXniGH/6+zNnkLADWjg+hqgzSpRQnEzLoOy+c3gEezBzoL2vgeDurgP7zT1HFxoLV5bRDpT0sZF1EMkMWnabJF3uZsiaaiBsPsFQp+Oi1f9d1/7r/CsevZaDV6SkoJ6tCpZToGVDDZEaLRqvjrQ2x3H1YKBR+XKzRMXn1WSxVCmYOCjBrEylV9NR3s+Oj18wrSPKLNYxfEUWnRu4MD61tdvmHhSVMWh3N2DZ1hCw0D/KKeXN9LB928cXX3XyI7r2HhXy6/QLf9W4sFDqclJ7L7MMJfN+3yXMpzk5cyyDiRiZvdBDLrjl2LYOraTlmFValiL6ZyYXUh0LnGCDuVjaX7jwUznU6ejUdpUISql4Hg2Wqc2N3YdvRoRdgmQKISX5AwHPm3QAkpuVS9zlrwsHQ8uZsRnlTWKLlu78uP7Y56TGcD5FBokKSDCs8AwuVQlh5o1IqcLBSCVun5GTeANR3s+dqmgzljZeBvBGdeQ+rW5XI65nCn7djQ3cOXU4TysmRJIme/h5sjxGzTrk5WNHe15X1kWLqm8BaztRzsxPOsnmtSXWs1Aq2nBVT34xr401KZgF7L4qRTx909uXolXQhJZMkSXzbuzFbolOJvml+4GmpUvLLgGbMO5og1GpUzd6SXwY048udF0kSUFA0rOHAFz0a8cb6WKEw5Y4N3Zjcri4TVorlj4xt7U2Xxu6MWR5pViEjSQYlk6+7PaMFKsctVArmDG2OjYWScSuizKrgniVwzClCPJ1t2DQxjKibmby1oXz1U3tfN6HntlqpoG9zDzr4Pf3cHh5aC9tHkyjFj1Q7+cVajlxJ5/s98XSeeZymX+5jwsoo1p5JLkOGNKrhyI5prbmZmc/kNWdp8vle2v50mI+2xrEjNpWUzHyzzwaVUsGHXfz4qX9T3tt0jhl74p8rfLh2VVu2TA4jqLYz3WadEKpiF4GHkzVrxoUwKsybEUsimLEn/oWoeypRif9WVJI3laiEEdy8n0e/eeEcupzGjqmtGNay1nMz+DqdnnlHEhm9LJI3OtTnt4H+JtUB1+7lsOBoIqOWReD/1X7a/HCYf20+z6rTN7mWlotOD8VawwuBQoKhIV7UcJKflbMhMplxK6L4rHsj3ukkr1Hq2r0c+s4Lp0XtKswf1vwp0kev1xN/5yF/HLhGx1+PEjLjIF/9eYnwxPtodHpKtIbjfr19vafO68oxIXhUsUZl5jgkMKlW0un0vL/5PNfSclg1NsRsYLNOp+e9zefIyC1i0YgWZskrw/LnKdHq+X1ggFnFhl6v571N57G3UvGFgJ3JsPw5PJ1thEgOvd5wPM08HRnWspbQ8v/acp72vq50bmzezqPX6/loWxyDgryeixDQ6vR8s/sSr7evJ6TsKg2/ntS2rrD9Z87hRIaH1hIO6V4Wfp0+zT2El98QmUK/wJpCKh2tTs+eC3foJlhVnl1QQvTNB89N3hRrdJy/lf3cYcXwYpQ3er2ezLxiqppR3iw5cb3M4E6pkFgokD/yIjJv4FHjlGDbS80q1qTlFAkPMnzc7Lkpo3GqYXUHcgpLSBHMbPBxs8PWUims1mnu5YROrxe2pvVoVoMTCRnCAaODg73YGHVLuP54XOs6LDt5Q2hwqVQYmqfmHE4Q2r6tpYo3XqnPj3svC23f1cGK6R3q8eXOS0LL13KxZXqH+ny4NU6IPGvs4cjEl+ryzsZzQtdDW59qDA724vV1MULLD2jhSUc/N6FWJoCpL9fD38uJyQIZMpIk8Xn3htSsYi2keFEqJH4b6I+thVJo+1ZqJYtGtKBEq2PSavPbd7RRs2qsgcCZuuas2fPj7mjFhomhXEvLZUo5y1uoFPQLrIlaafpZb6lSEFrHhR/6Ni3zfmipUjK0ZS0sjKxfUKJDq9OTU6hh36V7fPXnRdr9fKRMY5yrg5XhHQkDN33zfj7rIpL5YGscL/10GP+v9jN2RSRLTlznXEqWyXuhc+PqbJ/WisOX0xi+JIKM5wgJtlQp+ax7Q34f6M/nOy/y/uZzQnZKc1AoJMa29mbntFacTMig5+yTXL4rluFViUr8r6GSvKlEJZ6AXq9n69lbdP3jBM1rVWH71FbC+S3lITu/hAmrolhz5iYbJrY0SwZ9vvMiP/x9mSNX0skuKEEPFJRoMTVJOvElsTyQUuh0en74+zLf/XWZpaOChDJPnkTUjUz6zT9F/xaefNe7yeMZqnMpWXy8LY7Abw7QfdYJZh9J4FpaLnq94fifRe/mT++3mr0lW6eE4e5oVS6B42Clxt/Tqcx/1+v1fLz9AjEpWaweF2LWaqPX6/lq1yViU7JYPjpYiCT4ed8VYlMesHik6VasJzHrUALnbmUxb1hgmTBmY1h4LIkLqQ+ZKdCKBbDy1E0u3c42+gJpDOsjU7h8J4cveojl4myKusXN+/m8++rzVZpvjk4hr1gjZDED2HvxHneyCxkpqKK5eDub8MQMxrQSU+mk5xSx6/wd4aDi9JwiDl9Jo3+gmErnzHWDhSVE0DJ14loG9arZmQ3gNof4Ow+xVCmeu2o8p7CE9Jyi5868eVigQaPT41KO8iYzr5hZB6+VIVpKtHo2RKaQZUYNY6gKL/vf5WTewKPGKUHbVDU7SyyUCu5kld+QU4oajlZYq5UkpYvZDazUSvyqOxCTIpj7I0mEyqgMVykVtPcVt055OtvQrKYTf8WZz0cBeOlxcLHY9l9t5IYkwd+CVcvdmtbAQqlg21mx2f9BQZ6gh42CWTmjwrwp0elYffqm0PLj2nijkKTH9lJzmNa+HiqlxMwD14SWf6+z4fn7894rQst/2bMRRSU6IfuXJEn81K8puYUavvzzotnlDYHHzXmQV8LHAnk8liolC4YHkplXxHubz5nNfrGxULF0dBD3c4t5Y32MWQLN0VoegVPVzpJ14w3Lj1sRZbJFamiIl8l3LrVSooG7PfOHB5pU6AxvWQuNgLJNp4eWdZwJMWL5H9PaG9UTBJAeg/VcrzcQ/gfj0/hp72X6zQ+n4Wd/039+uFGFU91qdmyb0oqq9pZ0++ME0TfFnium8EpDN/a80YYbGfn0eIFES303e7ZObkXHhm70nhPOgqOJwi16lajE/woqyZtKVOIRHhaW8OaGWL7dHc+swQF83r3Rc2dPgMGa0XXWcfR62PV6a6FGoh/6NsVaYN8KCdr7ugqF35aitFFq9/k7bJ0SRqhghXEp9l+6x4ilEbz7agPe7ujzFGHw/d+XWXsmmcy8YjQ6fbkDpyYejkYHqq72VmydHIargxXGqAi1UqJ3gEcZoqKUiDl+LZ0140JwtTffTDT3SCK74+6wakyIkH1oXUQya84ks2xUsJBF7e8Ld1h4LInFI1sIZbacSrzP7weuMXdocyGL3sXb2Xy/5zK/DwowaVl7Esn38/lm1yV+7NdUSG2SnlPEt3/F83XPxmatZ+Uht0jDz/uu8mEXP6FQbq3OoLp5vX09IYIMYN6RRAa08BT6HgHWnkmmZR0X4WDu7TGptKjlLHyv7Tp/hy6Nqws3vh26nEY7XzE7VnkotUw9bwV9UnoeTjZq4awhU8jIK8JSpcCmnO/x1/1XMPWkkCTMDqAVChPKG7VClvy+io1445RCIVHdyUo490aSJOq52gnVVpfCEFps3lpTilZ1xUOLwWCZ2S9IrgD09K/BjtjbQssqHgcXi1mhVEoFo1t5s+i4WMWxUiEx9eV6zBZU36iVCt57tQG/HbgqpBSwUCn4vHsjft1/VUhtpFYq+L5vU+YcThSyN6mVCn4Z0IylJ68LqZ8sVUr+GBzA2jPJHL1qPs/GSq1k/rBAtp69xZ/nzH9nNhYqFo1swd8X7goRVraWKpaOCuL4tQyhbCp7KzXLRgUTm5LFN7vN5w85WKlZOSaYpPQ83tt8XqjSvJTAmbLaPIHjZGPBmnEhFGl0jFwaYTRvqb6bPfWN/D6UBqTP6N2k3HdET2cbs3lnKoVEzSrWLB4ZZJQEcrKxoL8ZBVBhiY4SrR6dHvKKtFiamCSytVTxxyB/Jratw7DFZ1h56kaF68QBqjtas3Z8CF2bVKfP3HBWn775XNsrhYVKwTudGrB6XAjrIpIZvPC0cH5WJSrxv4BK8qYSlcDQztL1j+Nk5hWz5802LyR3Qq/Xs+bMTQYsOMWQEC8WjWghNMAGw4/+opEtzNqHFJLhBVYUzzZK1ZU5q74+Ipk31sfwS/9mDDdi0Zk1OIAaTuZtT9ZqBUNDTFt8nG0taOrhgFIhldmWXg89/Mtapn7ed4U9cXdZO66l2dBkMBAxC44msnJMsNCA/MiVNL768xILhwcKDfgv3X7IOxvP8cuAZkI5NHezC3l93Vk+7daQZkZURc+itGFsUtu6QiHdWp2edzedo3dzD+GK7i//vEirei68ItCkVR4WHE2ktosNXRq7Cy2/81wq+cVaBgV5CS2flJ7Lvkv3mCjYSFWs0bH6zE1Gt6ottLxer2dDVAoDgsQUahqtjr8v3KVbUzHLlE6n5+jVNF5u8PzPnbPJWS/IMpUr+/lgDJl5xVS1szSpCruRkcf6iBSTRG+RRsfCY0nlDsYUkmR00GCpUlBUTnbWs5BjmwJDVoO5Jp0nYWickhtaLD5D3qpeVWKSs4RtDC/5VOXWgwLhNpquTWtw7laW8EBqgMzg4oFBniSl5xIlqAro6V8DSUKYUOrc2B0PJ2uWnhBrtmrrU42QOi78vE9M7eLv6cTAIE8+3nZBaBDr6+7A9A71eWfTOaGWs7rV7Pi8eyPe2XhOyPri5WLDLwP8+XBrHAlp5r9jDydr5g0L5Nvd8ZxOMh9+7e5oxdJRQSw4miSUf1LN3pJVY0LYee4284+at0NWsbVg1TgD4fPJDvPntJTAycgVI3DsLFWsGB2MlYWSYY9KF57FqLDaWKn/PVRSSAblTp/mHoxaHsml2+UrTsa9VMek4laSwN5KxdrxLcudHBn/Ul10Zh5jEobPv3yMcRLo3/uUGN3Km1Vjg5l9KIG3Nz6f7UmlVPBWRx+WjAxi1qFrTFlzVqjaXgSBtaqwe3ob6rvZ0WXmcTZGpbwQcqgSlfhPRyV5U4n/aWh1emYfusbQRWcYGVqbFaODhRQb5pBfrOHtjef4bf81lo4KYkq7erJnwsPqVuWj1/ywKOeH2K+6g3AOSUJaxRul9Ho9sw5e49u/4lk6KoguJnI8qtpZsnlyKFVsLChnoogSrZ4uTYwP5DVaHW9vPEdieh47p7Wmmr3lUwROFVsLmjzTqDX70DU2RKawZnyIEBHz94U7fL3rEotHBuFX3Tyxcun2Q6atjeH7vk2EbDAZuUWMXxnFpLZ1ebWRecKiRKtj6tqztGvgKlxx/fmOi1Szs2RaezHybumJ69zLKRQKWAY4dPkex66mC+X0lIfbWQUsPn6dT7o2FLJ1lWh1/Lb/Gm+8Ul/IZgYw/2giPZvVELYc7Y67jb2liraCwcMxKVnce1hIF4GMIIDTSZmoFBItaos13124nU2RRkdgrecnXWJSHryYpqn0vOe2XsGjsOJy1Dvf7L5kdhvFGh07yxmgS5JkuipcRkCnHNsUyA8t9nGzl628uXD7obD1y9PZBndHK6FabDCoLVrXq8oBQeuUs60FretVZaeAkgMMmR1ygovtLFUMCfZi8XHzA3swDBynvlyPOYcThLJpJEnigy6+zD+aJJzd82nXhmyLSeX8rSyh5d99tQE37uexWaAdCmBCmzo4WKn5SdAO1b9FTULqOPPuJvP2IzCoq4a1rMXk1dFmA4PB0Nb5abeGTFlzVoh0a1jDgVlDAvhwa5xQU5CXiw0rxgQx90gCG6PMq7Jc7a1YMy6Eo1fShRQ7jtZqVj4icCYLEDjWFkoWjQjEzcGKQQtPk57z9HXRrVmNx7YdCbC1ULFxUig/9G3KqLDaDFx4ijPlEF1t61crV+W6YHgL3B3Lf+f0rmpLWD0Xo0rkUqiVClaOEX9/bVHbmV3TW5OaVUCfueHP3R4VWteFv6a3obBEy2szj3NWMEvLHGwtVXzbuwmzBgfw094rTFgV/VyZPZWoxH8DKsmbSvzP4nZWAYMXnWZrTCqbJoUyrk2d57YaACSk5dJrzklSswr4a3pr2bakJzG8pRdezsYHpJYqBdMFW3tOJmTQZ27FGqW0Oj2f7bjI6jM32TQplJZmyIvqjtZsnhyKnYn8GAl42dfVaL6MRqvjzQ2xXL77kLXjW9KwhoPBp21nIHDUSok+z1imFh9PYvGJ66weFyKkFAhPzOCtDef4Y1CAkGLlTnYBY5ZHMrldXXr6e5hdvlijY8rqswR4OQkTK9/9FU9+sZave5qvKAfYEZvK/vh7/D5ILBfn6r0cft1/lV/6NxOq0M4r0vDp9ot8+Jofrg7PR2b++PdlOjd2F1ITAWyMSkH16HsWQWpWAdtjbzOpnZjqRq/Xs+zkDUaG1Ra+3zdFpdCjWQ3h+2Z33G1eayJumTp8OZ2X6ld7riYvMNjcbj0owP9FkTcvQHlzP6/YZN7N2eQHHLmSbjYXolCj44+D10wO3BQSRrMpLGQqb5xtLYRtU2CoC78loy68vpsd1wQUEKWo7WKLlUohK0+iVd2qnBKsDAdkVYYD9AowtE6JzoAPCaklK7h4ZFhtDl9OFx5M9g7woESrY9d5sSyelnVcCPZ2ZtYhsRp6Lxcbxrepwxc7LwqRJXaWKr7q2Zhv/4oXGmSqHtmn1p5JFiLdJEniu95NuHYvl2XhN0Q+Au928sHFzoKPBPJpAIaEeNG1SXXGr4wSUmW0a+DKx139GL8yiusC31ujGo4sHN6CL3ZeFCIOazxqI/rz3G1+E8gIKiVw7gsSOJYqJXOGNqeBuz0DF57iTva/72k7SxVdmlRHwvA8WTu+Jd5VbZEeqZ4/fs2P0csj2Wciq0mhkBjbyrtM7bhKIdHUw5FPtscJqfemvlzvqeybJ6FUSPw6sBmNn5nUModSYqx1vap0n31C1nPAGFzsLFkyMojRrWozdNEZ5h1JFLpnRPCyryt733wJtVKi8+/HnvtYK1GJ/2RUkjeV+J/Enrg7dJl5nDpVbdn1emvZP3qmsPPcbXrNOUl7XzfWjgt5roFvVn4xY1ZEoQfqVrMtYx9ytrWgg4C963kapQpLtExbe5aTiRlsmRwmZP8B8HK24dWGbkhQZrbIQqUwqi4p0ep4Y30s1+7lsnZ8y8fZJe6OVmybGoaLnQUlWj3dn2iZWn36JjMPXmPVmBChY7uQms3EldF81bORkBUop7CE0csiadegGlMEyAG9Xs9nOy6QV6zhp37NhIiYnedusyX6FvOHNRfKd7l5P49Ptl3gp37NqO5oXmlSotXx9sZYRoTVElaC/LzvCh5VrBkoWKFtCudSsth78R7vCYYdF5ZomXUwgbc7+gjXay86lkTHhm7CFp+zyVlcT8+jr2BId36xhj/P3WGA4Lko0erYI8MyBXDoShrtGjx/3s3Z5AfUd7XDQbCdqzwkpuc+d9MUwP3cYlxMNE2tCL+BVq/HSq3AWq3ExkL52KJgrVZiqVKgVkhIQMqDAo5fM57nYggsNtU2JZ554yQj8wYqpry5eT9PyCIDhoFfM08n4QYpgLB6LpyUkXvTwdeVmJQsYSXKK35u3HpQQPwdMQVRm3pVsVQphNU9NZys6dLEnWUnxaxN6kfqm1mHrgkHm/6rsy/rIpJJvi9m55rSrh53swvZJliV3rGhGy29Xfhml3lVGRjsUO++2oB3N50TUsc4WquZOcifn/deEaobVykV/DE4gFOJ94UDmD/r3hAnGzXvbjonRPgMDanFwBaejF4WQaaA9TC0rgu/DmjG9PUxQoqd2lVtWTMuhNWnbzL/qPlQ6McETl6xEIGjVir4dYA/wbWd6T//1FPXxsjQ2qiUEktHBdGk5tPvioOCvfhtoD9vbohlgwmF2YAgT0qeuDbVSokvezRiy+Qwgr2d6T033KyyK8TbGS/nsqpilUKCR41+FbEUqZUKPunWkO/7NOWtDbH8+Pfl5woIVigkxrWpw/oJLVkXkczIZRFl1EwVhbOtBXOGNOfjrn68vTGW9zefI1fgfqlEJf7bUEneVOJ/CvnFGj7cep5/bTnPjD5N+L5vUyElgjkUabR8vuMCn2yL4/eB/nzQxVd48GkMV+/l0HPOSazUSnZMa8268S2xs/r3cVqpFExrX74V63kbpbILShi5NII72YVsnhRGzSpiQa06nZ5Ptl/gREIG84Y1x1L99HlQKxW0ecauYiBuYkhMz2Xt+JAyYcDVHa3ZNqUVb71Sn0Y1DCTN5uhbfL/nMstHl32hMobrGXmMXBrBtPb16C8wEDdYmWJwdbDi615iipgV4Tc4EJ/GohFiTVTX7uXw4Zbz/DrAn1ou5gfKxRod09fF0Ke5Bx0Fc2hmH0qgRKPn7Y4+QsvHpmSxLiKZGX2aPJcSTa/X8/WuS4xr4y2UQQQGMq6KrQWvCdqT0nOKWB+ZLESslWLZyev0b+EpHMC8+/wdalaxpqnANQYQnngfK5VSOHcmI7eIuFtZtH0B5E1MchYBns9vvdLp9Ny4n0fdF0DeZJajvPm6V2N2vd6aNeNCWDSiBTMHBTClXT3srVR80MWXtzr6MOXlekx4qQ7DQrz44e/LpOWUbXdSmKwKV8qqCne2kZl5U8WaWzLIm+qOVthaqIQzZgACPJ2ITc4SXj60rguXbj8029BVClcHK5p4OHLwcprQ8raWKjo1cmPHOTEiwxBc7MXaCDHrFBhqwzdG3RL+DH2b16SwRMduwSasBu72dG9Wg1/2i1mVrC2UfNTVj+//vmw02NYYvujRiIPxaULhwgCjw2rj7mjFjD3m26HAYHuZ1LYu09fHCKljXO2tmD2kOd/9dVmIDFQrFcwdGsj5W9nCKqV/dfalYQ0HJqyMEiIoOzeuzsdd/Ri7PFJIXVbfzZ6VY4KZeziBFQKqI0drQ+jx/bxiJq2KNkvgKBUSM/o0oWNDNwYsOPU4JyiwVhXOfd6JVvWqGl3v1UbuLBsVxDe745lzOKEMieJsa8Frjd1RSAZCeVRYbYa2rIVKqeDrno2Z0KYOgxeeLpfglCSJ19vXf0rBY6FS0ManKusntuSPg9f4ePsFYYXbs+jatDrbp4ax9+JdRi4VI+DKQzNPJ3ZNb42jtZouM49zwgTxLheSJNE7oCZ733yJWw8K6DLzmBD5V4lK/DehkrypxP8MLqRm023WCRLT8tjz5ku8ZiK3RS5uPchnwILTRCc/YNfrbZ473HXvxbv0mRtOT38PFgwLxM5ShauDFctHBz9uHFApFfRtbpqMKW2U+iuuYo1S9x4WMnDBKWwslKwdb75yuxQarY53Np3jZEIGmyaH0blxdVaPDXmc26NSGJqinrSHlGgNhERSeh5rx7c0mcVTw8maN14xtFv9ee42n+24wMIRgQTWMq8mufewkOFLztA3sKZQqK1er+fT7RdIe1jInCEBQnaWE9cy+OHvKywYHihEVuQWaZi4OppRrWoLXzO/7LtCsVbPh4K5NedvZbHgWCK/DGgm1PJUotXxwZbzTG1Xr4yS5cpd8awOgL/i7nIzM59JgiHCuUUa5h1J5L1XfYRJo6UnrxNax4VGNcSIlTvZBey7eI+RYabDsp/FxqgU+rfwFCLvAHafN1imRD/DsavpNPZwfCFZW2eTH9C8ltNzb+d2dgElWj1ezs9P3mTkFuFi4vnhYKWmUQ1HAms507p+VTo2dKNFrSq42FowMqw2k9rW5a2OPnz4mh9f9WzMxdsPjQZ3msy8UStkVYU7ycy88axiw92HhUJ5K/CoccpNZmixlxOxgnkrYBik13O1EwqcLYVs65S/B3/G3ha2RPRvUZMzSZnCSpcmNR1pWtORNWfECB8LlYLJ7eoy6+A14WN6u6MPey/eFVKuAHRtUp261WyZLUhkuDta8X7nBnyyPc5kFfWTUCgkfu7XjG1nU4UHutPa16OqrSVf/Smm8An2duatjvWZuuas0ODc2daCRSNasOBoInsFKtwVColfB/ij0emFGqLAoNgZ27oOI5dGCNmHGns4smx0MD/tvSKUmVNK4GTmlzBpVbRZUkmSJD7r1pC+gR4MXHDqcSCxuUm+kDoubJwYyvLwG3y161KZzz6mtTc6vSEE+8Mu//79liSJ8S/V4af+BhXSylM3TO7jtSbVH1t3lQoJDycrZg9uTlBtF3ZMa01schbDFp+pMPFSz9WeHdNa42Ctotsfx2Up/ozBwUrNrMEBvNvJhwmrovhp72XhZ6U51HCyZvXYEEaFeTNiSQQz9sTLUllWohL/yagkbyrxXw+dTs/i40n0n3+KXv4erJvQUjjY1BwOX0mj26wTNKrhwOZJYbIqu40d58wD13h7Qyw/9WvK2x2fHsT6ezoxo08TAMa19jaZv5GeU8Sghae597CQbVNayW6MSUzPpc/ccBp7OLJwRAthZVKRRsvUtWe5dPshGyeFPj7HLWo7s2RUC9RKQyNM/xb/Jp2KNTpeXxvDjfv5rBvfUogk2nfxLu9vPs/coc0Jq2t8JuxJlCqIQrxd+KCzr9BnmXskkcNX0lg2OshoNs+zuJ6Rx9S1Z/mqZyOh0Fm9Xs+/Np+nuqMVb3cUsxQdvZrOqtM3mTU4QCh7pbBEy9sbzzG1XT1hW+DCY0no9ZQhuI5cSaP//HDhWefCEi0z9sTzXqcG2AoqXJaduE4tFxvhxqXsghJWnbopnCsEsOrUTV7yqSakcgJDi9W5lGx6C+bvFGsetUw1k2GZupxGuxfQMqXR6jh/K0s4wLw8JKXn4VnFWjgwujzczy2WVTdeqNEavb5Lc3GM5QiZUt5YKOXZppxltk25O1qh1+u5J8MW4OMqL7S4WU0nrmfkkS2DVAqrW5WTCfLIm+PX0oXtXK3rV6VQoxOe8Xa1t6KDnyvrBIOLAca3qcOK8BvC5Fv/FjXJLdLwtwDJAIbB38jQ2vzw92Wh5SVJ4osejVhx6oawcmpoSC2q2Vny+4GrQst7udjwwWt+vL/5HA8FnrVKhcRvg/zZc+EuuwUzf8a3qUMTD0fe3BArZI/xq+7ALwOa8c7Gc0IEvpVayeKRLYhNeSCsbJreoR6vNnJnhKDiI7BWFRaNMGTmiNSgG1qoDATO5NViBM57r/oyprU3gxedFqpyB8O52jo5jMOX03hrY+xT166/pxNzhzbnj8EBRon915pUZ9XYEH4/cI2vd10y+t1YqBSMf6kOSgls1EpWjQ15/Pvq4WTIGnSxs6DnnBOyJ1tKYWepYs6Q5oxu5c3ghadZc+b56r8lSWJQsBfbp7Zi/6V7DFx4mlQZOWHlQaGQGNvam53TWnEyIYOes08Sf0c8H6wSlfhPRSV5U4n/aqTlFDJqeSTLw2+welww0zvUFw4RLQ9anZ5f9l1h6pqzfNatId/1biIrBPhZ5BVpmLwmms1nU9gyJcxkm1O/QE8WDA9k3Et1jP7/a/dy6D33JLVcbFg9TlwxU4qY5Af0mxdOT/8a/NSvqXCAakGxlnEroribXciGiS3LqAja1K/GnCHNadfA9XFTVLFGx7S1Z0l5kM/acSFUETjWo1fTeWN9LL8P8hca8BaWaBm/IgoPJ2u+7ytmA9oRm8q8I4ksHRUklCnzsLCE8Suj6B9YU8iOBbDkxHXOJj/gj0EBQtdjek4R72yM5YvujYRqysGg0rG1VDFZ0FJ0PSOP2YcS+K5Pk6cG7YUlWj7bcZH3Xm0gRGQBLA+/gYOVWjhXJju/hIXHk3j31QbCCpeV4TdoVMNBSHkFhmt0XUQyY1rXFloeYGPULTo2dBO+j04mZGBvpSZAMJxZo9Vx7Go6L78Ay9TluzmoFQrqvYCQ4aT03BcSVgzl26aMoaBYZ9RyWDqYeTb7C0ozb8puy1KtkGWbqmKjJqdII2w9UCsVuDlYycq9qe9mx1UZyhsXO0s8q9hwTob6JqyuvNyb+q52uNpbCSs+1EoFXZtUZ7tgRTfA4GAvNkWZroR/Fu19XbGzVAkNzsFgkZvcri5/yFDfTG5Xl3MpWRy/JmZt8nV3YGALT77685LQgFahkJjRpykrTt3g4m0xhc+wEC/qutoJ5+V4OFnzQ98mfLj1vJByRZIkfuzflOT7ecw6ZD78Fwz2prGtvRm3MlKI3KxqZ8myUUGsOnWTjZHm1TGSJPF590b4uTswelmEUO5PaF0X5g5tzvR1MXSZeYyoG5nlficOVvIIHDCEBL/5Sn2GL4kQVrJ5OtuweXIYiem5jFsZ9fizSJL0lHLGGAJrVWHbFAP5M2VNtFHF1tAQL2o627B0dFAZK7uNhYrZg5vTt3lN+s4LNxmibA6laqClo4L4bf9V3tt8XpjYNQUfN3t2TG2Nj5s9r808LqTkEkV9N3u2Tm7FK35u9JkbzoKjic+V21OJSvzTUUneVOK/Focvp9Hl9+M4Wav56402woM8c8jILWLE0jPsjrvDtimt6FOOfUkEN+/n0XvuSXIKNeyc2tps8O6rjdyN5nWcuJZBn3nh9Anw4HeZjVJgUBENW3yG6R3q835nX+FB9MPCEkYsPUORRsfqcSE42RgfqHVq5M6SUUFIkkSxxlCNnZpVwBpB4uZU4n0mr47mh35Nheq3NVoDOaTT65k9pLkQERVxPZMPtsQxe0iAkBVHq9PzxroYPJysha1MEdcz+WXfVeYObS5U167T6Xl7Yyyhdas+pVoyt481Z5L5pX8zoewlvV7PR1vjGNCiZhnl0NzDCTjZqBkSImY1ysgtYs6hBD7p5idMlC44lkizmk5CSiowkJ1LT16XpbrZHpuKm4MVoQJV72C4fracvcWAIPHQ5l3n7/BaE3fheycmJQuVUkHTmk7C+zC5reQH+Hs5vZDGvKSMF1MTDnA/r8hkYLExFJRosTJi8dM+GpgpjTSuSOVk3si1TQGyQotrVrEmNUvMDgSGvJVrafJmxf1lhhaH1HHhRkYed7PL5gMZgyRJvOInzzrV078Gf8XdET6/retVxcZCJbwPhUJiTGtvFh1PEp75H9DCkwf5xewT3IeTjQVTX67H93suCxM+b3X04fytLA4JZgQ1cLdnbGtvPtoaJzSglCSJH/o2ZU/cXQ7Gi32Ozo2r07VpDd5cHytkS3GwUjNvWCALjyUJZ/K80aE+Das7MHXtWSFys56rPQuGt+DT7XH8vPeK2e+wtDHJ1lLFpNXRQtdVuwau1HO1I/5ODgMWnCL424P89Pflx1k1z6KUwHmQX8IkQQJndCtvPu3mx5jlkRy5IvadV7WzZN34lmi0OobItDHVcrFly+QwHuSVMGjR6TKNZU42Fhx972WCTJQPKBQSb77iw0/9DAHExjJ4RBFa14Vdr7ch6ZEaW9T2aArWFkpm9GnCN70a8+7Gc3y248Jzk0KlsFApePfVBqweF8K6iGQGLzwtVHVfiUr8J6KSvKnEfx0KS7R8+edFXl8Xw0ev+TFzkP8LaV8BiLyRSdc/juNkY8HOaa1p4G7/XNs7cS2DHrNP0qpeVVaOCRYiMYxhfUQy41dG8UX3RrzdSVy9UIrN0beYsvos3/dtyuhW3sLrPcgrZuiiM9hYqFgxOlhImVGk0TJlTTR3swtZUw7Z8yTOJj8wfL4ejejxRNuUKej1ej7YGsetBwUsGRkkFB6cmJ7LhFVRfNqtobCN5ce9l7l5P58/BospaNIeFjJ17Vk+es1X2N6y6HgSN+7n8W1vsdDk3CIN72yK5d1ODYRVOpuibnHjfh7vPWMrS0rPZeHxJL7t1USYiPl1/1Va1nURJmLSc4pYHn6DdzqJBSoDrItIxtPZhtYmAiSfhaEe/DqjW9UWvjcOX0lHrZCE91Gk0bLv0l26NjV/fT7ex+U02vpUeyFqwLPJL8YyBS+uJlynM7SgyFEAFpRojStvtOUrbzCmvFHJU95YqBTYWap4kCduUapI41RyZr5QDkop5DZOOVqraeLhyKkkcfVNx4ZuHLycJkxiBNaqgr2VSnjwr1BIDAr2ZJ2M4OK+zWty72GhsAXMSq1kUtu65dbKP4uRYbXJzCvmz/NiCh8nGwvefbUBX+26JDzwfL19fbILSsrNM3kSNZys+bR7Qz7YGicc2vxZt4ZkFZQIhwv7VXfgq56NeXN9jJCNpTTPJjOvmG93i4Uqh9Z1oVW9qsw+nEDQtwdYGX6j3HYgS5WSBcMDeZBfzHubzwldi++92gClwqC8S88tYtHxJF797Siv/HKEJceTygScO1ipWTk2mCwZBM7AIC9m9GnC5NVn+fuCmGLE3krNstFBeDhZ0W9+uJAqqhRVbC1YOTYYL2cbes89aZKMKg9dmlRn46RQ1py+yRvrYytMkrg7WrF+QijB3s50m3Wcw4KkZXno3qwGu6e34VxKFn3mhssKcDeHwFpV2D29DfXd7Hht5nFh5V4lKvGfhEryphL/dRi3IpKzNx+w6/XW9A2sKZvIMAa9Xs+iY0mMWBLBlHb1mD04QLitxtT2Fh9PYvzKKD7p6sfn3RtVqJ1Kp9Pz/Z7LzNhzmWWjg4RtKk8ex/yjiXy58yKLR7Z4qobbHNIeFjJw4SlqVrFm4YhAIYKkSKNlyuqzpOUUsXqsGHFzITWbUUsjeL9zA+G65u/3XOZ00n1WjAnG0cY8oZSRW8ToZZEMDvZiSIiX0D62nr3FujPJLB7ZAkdr8/so0eqYtjaGVnVdGNZSTMUSm5LFbweu8segAGEC8tvd8dR0smFUWG2h5dNzivj2r3i+7tn4qWtar9fz6Y4LDGzhKdTmBYZQ4y3Rt/hIUIUEMOdwAmF1qwoTD0UaLYuOJzH15XrC93Z44n0ycovp6S+WXQOGoOJ+gTWFiZUT1zJwtFbTTPBcgYEgehEV4WBQ3gR4Ob2QbSW9oJrwrIISdHpk2aYKi7VYG828MZAwxr4PyURVuIXMqnCoQF24zMYpV3tL7C3lNU6VKm/kzKCH1ZOXe9OidhVKtDphe5YkSfRoVoPtsWKtUwD9Az2JuJ7JjYw8oeWtLZQMb1mLRceThPcxONiL9NwiDsSLDTKt1Ere7ujDT3uvCF8rg4K8sLVQseSEWJ25lVrJd72b8PPeK9wWzPvoH1iTph6OfL7zotDy1hZKZg0OYOGxJM4IWnz6Bdakc2N3+s49yY1089+JraWKRSNasCM21WQt9rP4okdjADJyi/nmr3gCv97PR1vPc81E7pO9lZplo4KJTcnim93xZq/5NvWr8eQjoVirR6uHhPQ8ftp3hZbfHWTA/FNsi7n12MJUSuBkF4gTOD39PZg5yJ+3NsSyQ/Cat1QpmTW4OWF1Xeg375SsHBortZKZA/3p0awGfeeFywogL0WjGo7smNaa1KwC+s8/JazEexYWKgVf9GjE170aM23tWX7df/W5bUleLjZsmhRG6/pV6THrBFuibz3X9p6EraWKb3s34Y/BAUK18pWoxH8aKsmbfzjy8/P56aefCA4OxtnZGTs7O/z8/Hj33XdJThafwTIFSZJk/xnDqFGjhNe/cePGcx93eQirW5VNk8Ko/YJk/w8LDT/wy05eZ+34EEaGic/eG0NhiZZ3Np1j4bEk1o4PEc5JMbadaevOsueCoVGqpaAdpBQ6nZ6vd8Wz+Ph11k1oabIG0xhuPcin/4JTNPZwZNbgAKEmoyKNlsmrz5KRW8SqsSFCpMqVuzkMX3KGae3rMSK0ttCxLTiayOboW6waG4Kbg/kGn8ISQ15PM08n3uskFh4ck/yAj7ddYPaQ5sIKhR//vkx2QQnf9WkidP3kFJYwfV0Mb3TwESY2Dl9JY9e52/zUv6mQfSYhLZeXfjyEu4NVmcarP8/f4eq9XN55Veyc6PV6vtl9iaEhtfAWvPdSswpYF5EsS3WzJToVR2s1Hf3EW92WnbzOkGAvYSthWk6hIaRZxr25+/wdujatLvxsuJtdyNV7ObT1eX7y5n5uETfu5wtn7ZSH/GINt7MLXwh5cz+3CGu1Ujj0HB7Zpox8T//OvCn72mIILC67LUuVgqISee0mckOLa1axkRXAKUkSPm72sgZyjWo4kFNYQkqm+H7C6rpwKvG+MOGjVip4uUE1DghadQB6BXhwMP5euWqKJ1HN3pJXGsoLLh4eWpvTSfeFQ56t1EomvlRHlvqmT/OahmZFwXYrpULiy56NmHM4gTvZYt9JWL2qdGlSnc92XBA6Lkky1FYfvZrOHsEKdL/qDvyrcwPe2hArHHD9efdG3H1YRLtfjvDRtjiz5JKnsw1zhjbni52XiBIIrPZ0tn6svCvW6CjS6NgYdYvOvx+n15yT7Im7U8aGVc3eklVjQth57jbzzAy+rS2UhHgbf/cpLNGh00PEjUw+3BqH/1f7+HBrHGAgcFaMMRA4EwVaqMBg/Z4/PJAPt8axXlBBplRIfN2zMYOCPRmw4BTRN8VrrRUKQ3Dyh118Gb0sku0x4kRpKarZW7J2fAh+1e3pPvuEcPiyMfT092DLlDB2xqYyZnmksCrMFCxUCj56zY/ZQ5vz7V/xvL0hVijvSBQv+7qyelzIC9teJSrxT0ElefMPRmJiIs2bN+f9998nMjKSBw8ekJeXx+XLl/nll19o2rQpf/311//pMfn4iA+y/v/ClJfrvZCWFICLt7PpPusEhSU6dk9v89y2hLvZhQxceJqk9Dz+fL11hbdX2iiVnlNUoUapIo2WNzbEcujyPbZMDhVuIwKDvaj//FO09anGz/3EMlUKS7RMWhXN/bxiVo0LEVKqJKXnMnTxGUaFeTPhJbHQ3U1RKcw+lMCKMcFCBIJWp+fN9bGolRI/9RMjPO5mFzJxVTTvvtqAlwQH3n/F3WF9ZArzhwcKDWT1ej0fb7tALRcbJpoIp34WWfnF/GvzeT7t1rBMkOGzyCvS8M2uS3T87SgFJTq6+z8dkP2wsISvd13ik65+woqfI1fSiUvN5o0O9YWWB5h18BqvNnLHr3r5OU+l0Gh1zD+ayJR29YSzXW5k5HHsagbDQ8XrwbdEpxLs7Yyns1h7XGGJlv2X7tGtibhy7ciVNAI8nYTUZ+YQm5JFnWq2L2RbSel52FuqqCaQx2QO92WGFYPhXFqpyz5TStumjH3tCkl6nInzJCxVSlm2KZBfFy7XNgXg427PVRm5N1ZqJX7VHWRVhreo5Ux6ThE3ZeRUvNLQjQOXxG0RPm721HaxlRWMOiS4Fpujbgln5VSzt6SXvwdLjoupXMDQ8nQnu4DDghklSoXEvzr7MutQgnCjXlBtZzo2dOP7PWJtVQAfv+bH2eQsYeuNq4MVX/ZoxMfbL5TJPjGFkWG18avuwAdbzwuRRFZqJQ3cDO8P6yOSafPjYd7ZGMvN+6aVOGF1q/Lha75MWh1tluyRpLLWU41Oj1avJzYlizc3xBL0zQF+23+FtIf/VoZ4udiwYkwQ844kmq0E79GshlG13pMofETiPqnQc7Ay1Ig/LBQncNr6VGPZqCC+3R3PUkHllSQZcmjefbUBw5dEcOiyOEEKMCjYiwXDA/l0+wVmySAlS2GpUvJD36ZMaluXoYvPsC2m4ioXX3cHdr7eGguVgm6zTnAhVSyIuzy83MCVPW+04U52Id1nnRAO9xZBlRfwm1iJSvzTUEne/EORm5tLt27duHLFULU4fvx4Dh48SHh4ON9++y12dnZkZ2fTv39/zp8/X+H9xMXFmf179913Hy8/cuTIcrdXo0YNs9vz8BC3Lvz/iQ2RyfSbd4q+zWuybFRQhfNoShF98wHdZ5/Ax9WO9RNaCqlCjOHqvRx6zal4o1ROYQljlkdyIyOPzZPDhGuTAS7dfsjABafoFeDBlz0aCQ2gC0u0TFwVzYP8ElaNDRYiA3bF3qb//FP0C6zJ9A5iobQHLt3jsx0XWTA8UJiMmvFXPFfv5bBweAvh+u0Jq6Jo61ONMa1qC+0jMT2X9zef5+f+zYQVKZujbxGemMEvA5oJkxSf7bhIEw/HckON9Xo9u87fpvUPh1h5+iZ6PSgliebPkIi/7ruKj5udUL4QGCxh3+y+xJsd6gspqsDQbrU1JpW3OooTwrse1eF2aypexb08/AZdmrgL3296vZ5NUSkMDBKzzwEcv5ZBFVsLGnuIkVBgUEm97Pv8FeFgyIR69jusKJIy8qhTzfaF2E3v5xbjIvP5VFBi3Dal1elRKYyrPxUSYJS8UcgKLAZwrohtKqtAOCsGwMfVjmsyGqfgkXUqOUt4eWsLJQFeToQnitstXvKpRlJGrqxg0p7+HuyQ0ToVVtcFOyuVrLaZcW282R6bSrpgJbu1hZLxbeow86B4WGt7X1fqVbNj0TFxi9aHXfzYf+mecGV6FVsLPu3mx+c7LwpVgYOBmLC1VNLyu4OcEGjFkiSJn/o3I/rmA9YLND2BQaEgPVKvaXV6dsbepv0vR5m65iwJJkjG4S1r0bGhGxNWRZnNb2pTv6pJW3WRRkdWQQnzjyYROuMQk58IK25Uw5GFww2V4AfKCaFu7+dKoRnLm4VSwcAgT2b0bvLUf7evAIETUseFVeNCmHnwGnMOi2UMgeGc/dSvGVPXxLBZpk3oJZ9qbJwUytqIZN7ffF64Ea8UkmSo1Z43LJDPd1xkxp74ClufHKzULBgWyJAQL/rPP2WWXBOBm4MVq8eF0DvAg37zTrEi/MZzVZRXohL/zagkb/6h+Pnnn7l82TCj8+OPP7Jw4ULat29PaGgoH330Efv27UOlUpGfn8+bb75Z4f00btzY7N+xY8cAw8N/2LBh5W5PrVab3Z5a/WLCg/9foaBYy3ubzvHj31dYNKIF0zvUf+4Gl42RKQxbfIYp7eryY7+mFa4VP34tnb7zwukXWJPfB/oL2ZWexL3sAgYtPI1Cklg/oSVVZcyun01+wKCFpxjdypt/CbZRFZZoGb8yipxC88TN7awC5h1JIHTGQaatj0GtlPhXZ7Hw5cgbmUxfH8OvA5oRJmj/WhF+g60xqSwbLUbM6fV63t98HrVSwTeC4cF5RRomrYpmaEsvoYYsMJA9X+y8yC8D/MtUrpvCrvO3OX4tnRl9TVuyEtJy6Tf/FG9vOMeD/JLHL8h69Lg/QWzE3cpmfWQyX/cU+4zAY7vBUMEsH4Df9l+lt7+HMKGl0+mZeySBSW3rCudDPSwsYVNUiqwQ7sgbD7ifV0ynhuK2rN3nb8uyTBVrdJy4lvEC826yXnDezYuqCS8SalR7EoUmAos1On05+UMmqsIrlHkjzzbl4WRNsUZHRp4YsQDItk1Bae6NPMtDWN2qhMuoDHewUtOyjgv7ZVinevjX4GRChrAyRKGQGBzsJWxRAkMVcGhdF1YJBv4CDGtZi5TMfI4J1p9LksQHr/my+MT1pxQg5cHd0YqpL9fj8x0XhQfCvfw9aOBuz49/iyl2JEliQGBNNDo9I5ZGMHzJGbN5Sc62Fvw20J+vd10ymS3zJJp4OD1FmJbo9Gh1evZevMurvx1n7PLIMmoISZL4skdjrNVK3t9SvsontK6LWVKkSKNDoYA72YVP3eehdV34dUAzpq+PMUmSVbWzxLec8ggLpcSoVrX5umdjo+9yFSFw/D2dWD+hJctOXuenvZeFiYauTauzZGQLvtx5kQUy81j8qjuwbUorLt5+yOhlkcIE4JNo61ONbVNbsf/ivcfvZhWBQiExpV09Fo9swfd7LvPh1uevE1cqJF7vUJ8VY4KZfzSRiauin9uaVYlK/Deikrz5B6KkpISZM2cC4OfnxzvvvFNmmdDQUMaOHQvA4cOHiY6O/n9yLFeuXCEiIgKAdu3a4eUlPhv9n4jrGYba7usZeeye3obW9cVzYIyhRKvji50X+W5PPEtGtmB0K+8Kz2ivi0hmwspovuzRiLc6+ghv50ZGHitP3aDrH8cJmXEIlUJiycggbGUELp9KvM+IJRG83dGHqS+LKWFKiZv8Yi0rxhhvosrOL2FdRDI9Zp+g9Q+H+G3/Ne48CtX7qV8zoc8Yf+chY5dH8knXhnRpIqbIOHDpHj/8fZlFI1oIK4/mHU0k6kYm84cFCpFmpY1XLnYWwlk6RRotr6+NYWjLWsJZKGkPC/lk+wW+6dXEKNlTapHq/PsxYpMfUPzMjJ1Oz2NVilan5+PtcUxoU0d4AJ+dX8JvB67ycVc/oTp2MHxney/eZfor4har/fH3yC4ooW+gjNDhyBQauNvjLyMLZn1kMr0DPIQJ1lLLVFfBaw8g6kYmtpYqGgraxcqDVqfnXEoWAZ4vrmmq7gvIuwFDSKlcZWBBsanMG53RpikozbwxorxRV0B5Y2tBpowBg5VaSVU7S3mNU+72pGYVyMp38Pd04sLth7I+T6t6htwbOaqgV/zcylU5PAsPJ2vsLFWMWRYpvE7/wJpEJz8gSUZo8/g2dVh1+qZwS5etpYpxbbyZeeCq8MC6uVcVXqpfjZkHrwkf19jW3uQVa1gvmOMjSRLf9GrMluhUocwYgMDazqgeNSqdTMig02/H+HhbXLkkY6t6VRkRWpvX18WYHVQ39nAwukypvenIlTR6zD7J0MWnn8pMsVApmDcskOgbmeVm09SsYmNWgWehUvBqI3c2TGxZhqTt3Lg6H3f1Y+zySJOkZ49mNbA0YZcf09qbj17zK/d9oiIEjl91B9ZPCGVLdCpf7bokfJ2F1avKugktWXQ8ie/+ipd1f7o7WrFxUigqpUS/eeGy8rZKUbeaHdumtKJEq6P33HDhAHFjaFWvKrteb82lR3Xtclq1TCHY25m/prdBp4fXZh4Xvk8qUYn/FVSSN/9AHDlyhKysLMBgU1IYCWgEQ0hwKbZu3fr/5FhWrlz5+N/mLFP/6fgr7g49Zp2gTX3DD6u7Y8VsTaXIzCtmxJIITifdZ+fU1sKKkGeh0+mZ8Vc8P/x9meWjg+jTvPxGqdwiDfsu3uWDLecJ+vYA7X85wte7LnHx9kMAlo0MkpUJdOjyPcauiOSz7g0ZJahgKCg2hAAXGCFuCku0/BV3h5FLI2j+zX6+/PMi529lo9PzmFiwVisJrWs+gDklM5+RSyOY8FId4Zao87eyeGN9DL/0b0ZgLbEB74FL95hzKIGFI1pQzV5MSbAi/AYR1+8za3BzYaXI93suo1JKvCtI9pQSRC/Vr0bXZ6xET1qkVp2++ehFvOw2rFSKx0Te2jM3ycovYYogQQcw8+A1mng48rJgvTrAL/uuMjjYCw8na6Hl9Xo9cw8nML5NHWG1mVanZ8WpG4xpLa66eVhYwl9xdxgYJB5UfPRqOtXsLWlUQ55lql2DamUGE7ezCugx+wQaGZL40iDXBuXMPMtBUsaLVN5UJPNGZ6JtyrTyRiEZV95YKOVn3lSxUZMlI/MGoKbMxqmqdpY421pwTUYFcG0XW6xUCi7ffSi8TjNPJwpKtLLydTr4uRJ5I1M48BYMLe3nU7P5fo/5diAAFztLXm3kLqs2PKyuC24OVmw5K243GRFam6SMPFmtW+91bsCm6FvCxJKVWsmnXRvy894rwiqBWi62TO9Qnw+3xgmRcV7ONo+VPaXWpk3Rtwj7/hALjyaaVJe908kHS7XSbC6Pl7NNue8E2kf7DE+4T++54U8RKFXtLFk4ogVzDiVwsBzFVpv61TBFnaiVEhPa1Cm3/GBoSC3Gtq7DiKVnjBIEnRq5l7ESqRQSDas7cORKutB3UxECp56rHZsmhXIg/h4fbo0TVmA19nBk86Qw9ly4w7ubz8myQdlZqlg8ogVBtZ3pNedkhXJnHG3ULBsVRDufavSae5LwBHGF3rOo4WTNxoktaVrTke6zTnDsqnl7nzlUsbVg0YhAxr9Uh+FLIph96NpzN1xVohL/Lagkb/6BOH78+ON/t23b1uRyLVq0wNbWMEN64sSJF34cer2eNWvWAGBra0vfvn1f+D7+CSjR6vh61yX+teU8P/VvxsddGworCEzh0u2H9Jh9AicbNVsmh+HlIhZ8+iwKirVMWXOWvRfvsnVyGCFGGqV0Oj1xt7KZfega3Wcdp+kXe3ljfSwbo1JIzylCp4eSR6P27k2r4yxIPoChQWfqmhh+6tdMuKa7oFjLuJWRFGt0LB8T/Lh++nTSfd7aEIv/V/t4e0MsR6+mo9XpHwcJlkICXvFzNUt4nEhIp9+8k7zWpLqwGujWg3zGLI/irY4+wiqdq/dyeHNDLD/2ayacpRN9M5Mf/r7C3KHNhcmeg/H32BR1iz8GBQiTaxujUriQms1XPRs99d+z8oufskiVN4AttYyl5RTy494rfNWzkbDqJCk9lzVnbvJJ14bCSrCY5AeEJ2YIf2cAJxIySM7MFyboAA7E30Or1dNZ0K4G8Oe52zRwsxcOUAb5LVNgCHc2RnadTMhAqZCEyT4w2BmbeToJV5qXB71ez/X0vBfSNAVwP6+oQpk3xq4/jVZv8rwoFBglDSzVCvnkja0FmTJsUyCfvAHwcbPjqgzrlEIh0exRZbgo1EoFQbWdCZdBXtSsYkN9N3uOXBUPLi698hYfv84Xf14UInCGBHuxKfqWsNVCkiTGt6nD0hPXhZUKdpYqxrX2ZuZBcfVN3Wp29G1ek5/2XhFaHgyEV5OaTvy2/6rwOuPaeKNUSCw8Zt46U93RmmcfL8UaHQUlWn7Zf5U2PxxmT9ydMp9RrVTwxyB/NkffKpdYKW1AMwelQuKL7g3xcXua3G3s4cj3fZvy5vpYkxk5L/lUxcpE7s37nX1591XzFunpHerRqaE7I5ZGlLlH61azeyrXTKWQ+KpnI3ZMa4Wnsw0jl0UKtaJVhMDxdLZh48RQIm5k8vbGWGHyvXZVW7ZMCuPS7YdMXBUtrCoDUCkVfNOrMeNaezNwwalyv9/ytvFJt4Z89JofY1dEybIlPgtLlZJvejXh464NmbQ6mtmHrslSFBmDJEmMbuXNpkmhbI6+xfAlZ4QtjZWoxH8zKsmbfyDi4+Mf/9vX19fkciqVirp165ZZ50XhyJEj3Lx5E4A+ffpgZ2d+Nvb+/fu0adMGJycnLC0tqV69Oq+++iqzZ88mP//55ZQvGnceZcCEJ97nz2mt6dxYfKBnCn/F3aH//HAGtPBkzpDmsuxJTyItp5BBi05zP6+IrVNaGZ0NX37yOk2/3EfvuSeZdSiBuNSH6PSGAdCzv5tqpcRwwbptMBAD720+x9yhzcuoOkwhv1jD2BWRlGj1LBsd9Ji4ycovZuiiM2yPSaWwREdhOQMqK7XC5P7yizVsib5Fl5nHGLY4grxiHZ91EyMOsgtKGL0skteauDNWUI3xIK+YcSuiGNPaW/gcpOcUMWXNWd7v3IDAWs5C69zNLuTdTef4pldj4Yr7lMx8vt4Vzw/9mpZpGcor1pKSmY/Jqc4nUPrC+93ueNrUr0o7GQqa7/66TL/AmrJUH7/su8qosNrCpBbAnMMJjGnlLatyeumJ6wwPrS2LCNkQmcIAGaqbwhItB+Lv8ZoMy9StB/lcz8ijlRFL5smEjDLNLObwIvNu7j0sIr9ES20ZIebl4X5uMc628jJvCkq0WFuU/c605ShvJCRjecVYKOVn3lSxsZCds+BRxZrULHm/bz5u9sL116UIkBlaDAbFipzQYjCQ5wfixcgbjVZH9qPcDI1Oz7qIFD7YGmd24NayjjPOthbCzUsA3ZvVIK9Yw8HL4sTSiLDaXLmbw6kk8XPw5iv1OXIlXbhWWZIkPuvWkPWRKcLKKLVSwYw+TZh9OMGsykepkEzm0xVpdKTlFPHG+lh6zD7BuWfIvVoutnzdqxHvbT5f7sC3Ra0qRpvcDMcq4WxrwaZJoYwyYf3u3qwGI8JqMW5FlFHVVss6LhQ+QU4oJIPCtr2vK1uibwllr0iSxBc9GuHrbs/oZRFlbIfdmlZHIRmIm5/6NWVISC3USgWzhwTgYKVizPJIIYKklMDJKSxhgiCBU93Rmg0TQrlyN4epa88KP3dcHQw2qNwiDUMXn5b17JEkiYlt6/Jjv2a8vi6mwuTLgBaerB4XzMyD1/h4W5zsMOQn0S+wJpsmhbIx6hYTVkWRXVCxTJ0n0djDkV3T2+Bqb0mXmcc5ItgiV4lK/Leikrz5ByIlxZDcbmtri5OTU7nLenoaBhrp6ekUFYkHJorgScvUiBEjhNbJzc3lxIkTZGdnU1xczN27d9m3bx+vv/46Pj4+hIeHV+hYbt26Ve7fnTt3ZG/z+LV0uv5xgvqudmybEiY8aDYFnU7PL/uu8P7m8/w20P+5go6v3suh95xwvM00Srk7WpFfrEGj05udYa5mZ0lQbTGb0PKT1/nqz0ssGRkk3IiTX6xhzPJItDo9y0Y9nanjZGPBvGHNUSnNn48Srf6pCm69Xk9M8gPe23SOgK/28/G2OOLvGAY9H3T2FTrHxRodk1ZF4+VsI0z2lGh1TFlzFr/q9rwpWH+t0ep4fd1Zgmo7MyqsttA6Wp2eNzfE0N7XjV4BYnkuOp2edzedo3uzGkYVHB5O1hx5rx3DQrwMDT3lbKtmFWvCEzI4EJ/GZ90albPk0whPyOBM0n3eltEWFZ6YwblbWUwUrH4Hg4rpQupDRsggHi/ezub8rWwGB4sTMfF3HnL1Xg7dBRu2wFD37eZgJSu75siVdAJrVSkT3q3X6zmZeJ9WMsmbF9k0lZiei4eTdYUD1Z9FRarCi0y0TWketU0Zg1RO5k2JVi9rBriKTUWUNzYVUN7Yc0UmeePvJU95A4bQ4jNJ92VZ8Tr4uXHkSprQIO5OdqHBN/UIxRod22NSeXtjbLk2B0mSGCIzuNhCpWBkWG0WHRdvhHKwUjOmtTd/yMixcXOwYmxrb77fIx5EW8/VjhGhtfhip5jyCCDAqwqDgrz4eNsFs+t4Opev3i3W6riQ+pCec06Wsa30DqhJO59qvL3xnMl7oUlNR6P3vSQZ8pYOvN2WADPPmXc6NqCeqx3T1p0tc71Vd7TG9RFhr1YayKg/X2/FwuGBuDpYMWXNWaHrTamQ+G2gP7aWKiY90UwF0LVpDRSSxOwhAfR+wl5uqVKycHgL0MPE1dFCxIq9lZoVY4LJlUHgVLO3ZP2Eltx9WMSEleJKmtLK8qp2lvSff4o72fKeJV2bVmfV2GB+3X9VdoZOKQJrObNjWmtikrMYtviM7Gfgk2hUw5E/p7VGp4fus05w6ba41dMU7CxV/DbQnw+6+DJ1zVlm7Il/LpKpEpX4T0YlefMPRE6O4YVOROlSapsCA3HyopCfn8+WLVsAqFmzJu3bty93eUmSaNmyJd9++y179uzh7NmzhIeHs2DBAoKDgwFITU2lU6dOxMTEyD4eT0/Pcv9K9yECnU7PzAPXmLgqmg+7+PJ934q3P5XCMEMTxZ/nbrN1ShidZFg1nkVpo1T/FjX5zUyjVOfG1fm0W0PUZkgRq0cvvSKkxZzDCfx24BqrxgYL5c6AgbgZ/Siwctlo42HInRq5s3hkkNljDanjgo2FiozcIhYeS6TNj4fpP/8U22JSKdL8W7UjAZ0amW8EMuTCnCe3SMOsIQHCSoyv/rzEg/xifh3gL0zC/bzvKhm5xfzQt6mwjWbu4QTSHhaVsT6Vh2XhN7idXcDHXf1MLmNjoeKz7o3YNqUVdarZGh34KiSo7mjFJzsu8OYr9YVznrQ6PV/tusTrHeoJtwnp9Xp+3nuFiS/VEa4TB5hzOJFhLWvJWmfZyRv0bu5RRpFUHjZEptC1SQ2hKvtS7I67S9cm8i1TxtRN19JyySkskaWiycovJik9T1Ygc3l4kU1T8CjzpgK2KUsTVeFyM29Kn53PhnSXhyq2ah4WamSRHTWdKmKbkq+8aVbTiaSMPFl5NA1rOCBJPM48E0FTD8NAXqQCOzWrAEv108/UIo2OPRfuMm1t2UH8k+jbvCaxt7KEGpFKMTS4FhdSszl/K0t4ndGtvLmY+pAzMtQ3E9rW4eq9HI7IyO+Y3qE+CWl57JGhJnqnkw/XM/LYZKY6up6r+ftSqZAYFORJUO2yis+vejUm5UE+C00QX41rOJaZAFIpJBytVITUcREKHlc8IlbuZhcyw0jOThsfQ+5N3Wp2/PVGG+q52qNSKpgzJID0nCI+22GexALDfb1geCCZecW8t/nfhJS/pxPnPu9E58ZllZDWFkqWjGpBdn4xr6+NERr4V4TAcbKxYPXYYApKtIxcFiFk1QJDdtLcoc1p7lWFvnPDSZCRhwUG8mXblFbsu3iXqWvPVqj5ycPJms2TQ6lqZ0nPOSdkN+I9CUcbNYtHtKBfYE36zQ9nq4ysKlOQJIn+LTzZMa01R6+k03/+KYPCuBKV+B9DJXnzD0RhoUHaamFh/sfS0vLfA6eCAvmp86awffv2xyTSsGHDTIYml+K3337j1KlTfPTRR3Tu3JmAgABCQ0OZMGECp0+f5qOPPgIgLy+PcePGCc9MvWhk5hUzankk22NT2TI5jP6COS7lwdBQFU6RRseOqa2FvOOmUNoo9VXPRrz5ilij1OhW3oxp5V1uTkqJVk/fwPKDjvV6PT/8fZllJ6+zfkJLs7Nspcgr0jBqWSRKhcSyUcHlWlva+lRj1dgQk60QVioF9V1tGbU0guBvD/Dr/qvcelCARqdH88zorHZVG1wdzJMNvx+4xpmkTJaMbCFsu1l9+ia74+6waEQLYdvb3ot3WX36JvOHBQqvE3Ujk7lHEvljcIDwOglpufy89wq/9Pd/bEsrD01qOrJqXDDKR3LyJ0kcS5WSxLRcLFVKYaUQwKaoFMPLqYx1Dl1O4+b9fFm13RdvZxOemCFscwODbW3nuduMlnFshSVatsWkMkiGUqegWMtBmZapIo2W8ETjFeEnrmUQ7O0iHMgMEJOSRW0XG9l13KaQmJ5HnedUIJZCq9PzIL8CbVMlWqyMnAONTlcOeWNceVP6TCwqkUHePCL8smTI/WtWsSb1QYGs3zUfNzvuPSySRcS42Fni5WxDrAziQqmQaFlHnnVKoZDo4OvKQQHr1K0HBSiM/E4VaXQcupzGhFVRJkN5q9ha8Fpjd9bKCC52tFEzoIUni45fF1/HWs3oVrWZdShBeB0HKzXT2tfn0+0XKCwWG4DbW6n5V+cGfLs7Xlh1YW+l5quejfjur/hy69a9q9qa/N20UClwsbVg+ehgvu/bFGsj2TJ2lir+GBTA7weuGlVv1alm99g2pVJI2FgoWTyyBRsmhrHsxHUOC1pV7K3ULBrRgs3Rt9j8DCE1MMiTAUGebJ/a6ikbmL2VmqWjgjh0OY0Fx8RUVfZWapaPDiY2JYtvdv87KLu839FSMiY5M593Np4TCsAtXSevSCNM4NhbqVkxOhhLlYKhi88I3+MqpYLv+zahd3MP+s8PF7btlaJ2VVu2TmlFek4Rgxed5n4515Mp2FiomD0kgH7NPek7L5x9F8WJyGehUEhM71CfecMC+WrXJT7ZHifbxmoM9Vzt2D61FU08HHntj+P8FSdfeV+JSvwno5K8eQ5oNBokSXruv+XLlz+1XSsrw4C0uNi8bPFJq5S1tVhziwjkWqbKs3dJksS3337LK6+8AvBYlSMHKSkp5f6V1pmXh7PJD+j6x3HsLJXsnNZKViipKRy5kkbP2Sdo7+vKslFBstQBT+LZRqneAeUTLc/igy6+vNrQrUyoIRgUKm0bVDXpmS/d/+c7L7IjJpWNE0OFz01ekUFxo1Ya6seNvTQ+i6DazgTVdkaibCRLoUbH6tPJHLmajk5PmTDjUqgVEq8KqJs2R99i6cnrLBsdJET0gCFY+dvd8cwfFmhWql6K6xl5vLvxHD/2ayo0Qwqw98Jdhi46w3uvNhAOQtZodbyzMZbhobUI9hbL0wH4dtdlOjZy59A77QjwcnqC6NNzIuE+3/ZuLKxIyiks4ed9V/iwi68w0aDT6fl531WmvFxPVgbUvCOJDGjhKSsfZ11EMiHeztSXQaLuvXgXFzsLWgi2j8G/LVN+1cX3E3n9AQ5WanyNZASFJ2bQup6Y0q0UhrybF2OZAkjKeHE14Q/yi9HrKfe5YwyFJTpsjDxHtOXapiSjxInFo2u6SCs+YLBSK7FWK2VlT3hUsaagRCvLauBkY4Gbg6V861SFc2/ktcl08HPjQPw9s4TUrQf5JpVNRRodJxPuM3p5hMlB75CQWmyREVwMMLpVbfZeuCurJnlMa29ikh8QfVO8dnhYSy9uPSig5YxD3LwvVqfct3lNqtpbMr+c6uxn0amROy29Xfhm1yWTy3g52xglLyWgS2N3Dr/XjtZGcrSeRDNPJ958xYc31seUUYQoFdJjAqduNTv2vfUS7Rq40sDdnm96N+atDbHCNdC1q9oye0gAn26/wNknCIig2s78YELpXMPJmiUjg5h9KIHd58UG49XsLVk1JoSd524z/6gY6eNkY8HqcSFcuJ3Nx9vihAhXA1EUJIvAsX5EfrnaWzJo0elyibknIUkS773qy/QO9Rm2+AxHZTY3OdsaPp+HkzW954YLt6Y9ewxvvFKfn/o15a0Nscw5nPBcE65tfarx57TWnEvJZuCC07JtYcZgpVbyda/G/NSvKR9sOc/H2+IqpDaqRCX+E1FJ3vwDYW9veLEXsUHl5f37hULEZiWCO3fucODAAQCCgoLw8zNtzZCDiRMnPv730aNHZa1bs2bNcv+qVzc9+63X61l28jpDF51hXJs6zBnS/Knq6opAr9ez4GgiU9ac5auejfnoNT9ZwahPoqBYy9S15TdKmUNmXjE37+fhYKnG4hlbklqlYGSYaeWCRqvj3c3nOHo1nY2TQoVtE7lFGkYti8BCpRAmbnQ6PR9sOc+d7AJWjQ3GxlL5VEhiDUHbjiRJtPct3zJ1MiGDT7dfYMGwQGE1VPL9fCavjuaz7g2FyZH8Yg2TV0czMMhTSIVx6fZDhi8+w8TV0RRrdYxuVVtoPwBzjySSX6yVlTNz4NI9TiRk8Hn3Rni5GFoxZvRugq2FkoISHW0bVJOVmTL3SCJ1q9kJkWel2B13xxBaLaMtKik9l32X7jHhpTrC6xRrdKw6fVPWOQVDOPfAFp6y7E+74+5UwDJlvCK8RKvjdFImYXXlhhU/MGqzSsspJGzGQdmznEnpudR9gTXhNhZK2ZbUwmITbVM6PSoTClBJwmhgsVopIUkI1TE/iSo2ah7IUMTYWKhwsbX4P7FO+Xs6EZsib0Y+rF5VIm9kyjoPretV5W52IYlmBn9JGXlotKYHdkUaHVE3HjB8yRmjapSg2lVwc7ASHrCDIYS3va8rK8JvCK/jZGPByLDazDworr6xVClRKyWyCkro+NsxNkQmmx3EKhQSX/ZoxJzDCew+f1t4X1/0aMTB+DSTNctezjZPWdAslAocrFRUs7ekUQ0HYbvnhDZ18Kxiw2fbL5T5f/0DazI0pBY7X29FzSr/nrjoHVCTrk2qM2WNeBBvm/rVePfVBkxaFc09wYagxh6O/DHYn/c2nyP6ptg17uViw4oxQcw9nMDGqBShdaraWbJmXAgnEzP48s9L/88IHEuVwQpV39WOgQtOcTdbvClpdCtvvuvThEmrotkRmyq8HhiIjT8GBdC1aXX6zAsn4ro4YfkkujSpzsZJoaw9k8wb62OfixzxdLZh06RQfN3t6fbHieeqJn8SnRtXZ/f0NsTfeUjP2SdlWTArUYn/VFSSN88BlUpFfHz8c//17t37qe3WrGlQXeTl5ZGVlVXuMZSGG1erVu0pC9XzYM2aNWgfzVSKBhWLoGHDho//nZoq78eoosgpLGHa2hgWHE1i9bhgxrY23pQgB4UlWt7cEMvy8Busn9BSOGTWGEobpTJyTTdKmUNKZj795p/C08WWo++3o56r3VO5MvaWKpMNNkUaLdPWxnAhNZtNE0OfemErDzmFJYxaGoGV2jC7JDJA0+v1fPHnRc5cz2TNuJa0rl+NrZNbYWepQiGBZWkY5YgWj2fMTUGhgOblZINcvZfDpNXRfN2rMWGCAbC5RRrGr4yip78Hg4PFSAa9Xs/H2y7gYKXmX11MN8OBwe40fmUU3Wef4PijFxe/6g7C1+OF1GzmHkng1wH+wgPinMISPt1xgY9f83usXpEkib6BNfm8e0Os1Qq+lpG1k5KZz7KT1/lUMPQZDOTgb/uvMr1DfVkD+flHE+nRrIbwNQmGpjc7SxXtfMQbs5Lv5xNxPZM+zcXVbgbLVJosyxTAkavpRi1T529loVZKsoKPdTo9sclZRom3C6nZWFkoZVmwCku0pGYVvLDMm/u58sOK4VHblLHMG235bVPGHBCSJD1qnPq/qQtPEVQmlKJBRcibR6HFcmbC67vaYWeplhV2bG2hpHW9qmZbp66niylSom8+IC41u8x/lySJISFesqxTYKjaXncmWail6N/r1CHqRqYsO0qpNbVYo+PT7RcZvTzS7LXh7+mEUiExdW0Msw5dE8pXcXe04v3ODfh4e5xRksvT2YbiRySZWinRwc+VY++/zLxhzflt/zXhQatCIfHrgGYcuZrOtpinbU3j2tTh616NjT43PutueH/7uhx10LMY06o2L/lUEyY7ANr7uvFBF1/Gr4wSVjs1quHIghGBfL7jIgcuiVVmV3e0Zu24lvx94S4/7xOrhX/SQjV+ZZTQZ1IrFfw20J8WtZzpvyBcVkZLT38P5g8P5KOtcSw7KW4TBMP3/K/Ovrz/qi8jl0bIJoBK0aiGIzumteJ2VgH958sjoJ6FlVrJ932b8n7nBoxbGcW8I4kvJELB09mGDRNDae/nSs85J9kYmfL/WzRDJSrxf4FK8uY54evr+9x/jo5PWyaeJDkuXy4b+lYKjUZDYqJBmvui1DEAq1atAkCtVjN48OAXtt3/64fp5bsGJv5hYQm7p7cWrm0uD6lZBfSbH07qgwJ2TGtF05pOFd6WaKNUebh0+yF95oXT1qcaswYF4GRjwZpxLXFzsEKpkLBUKRjWspbRQU9BsZYJK6O5nV3AhgmhwrainMISRi6NwMZSxaIR4sTNjD2XOXDpHmvGhTwOxm3gbs/2qa1wsrGgSKOjUyN3XvZ1Zd2EEGwslCZbksLqVjWpdEp7WMjoZZGMaeVNPzM5P6XQ6fS8tSGWqvYWfFJOCPCzWH0mmRMJGcweEoDaxPEk389n+roYXv39GIcvpz3lsxdV9xSWaHl7YyyT2talSU0xixXAT3uvUNvFlv4tnj4PuUUaft1/ja97NcHdUdxu+f2ey3RvWkPY5gWw9WwqOr1e+LsAw322PfY2k9qKt1IVl2iY8dclhod4ymp52xSdwssNXGVZs45cSaO6ozzLVEpmPjcy8oy2SZ1MuE9Y3aqyjjshPZcSnc6oBSvu1kOayPiOwGD9s1ErcXN4MZMAmXnya8JLtDo0Oj1W6rL3kkanN9lWp5BAj/HfFwuVogLKG/l14TWdK9A45W4vOxS0YXUHcos0JMsYBEqSRGhdF07JrAzv4OfGwfjyB8O3TViXLFUKFJIhMPmTrn5EfvyKyeddn4CaXLydLVyzDRBYqwp1Xe3YGCUehOpsa8Hw0FqymqeezJIr1uoIT8jg5Z+PmLWzlBKxMw9co/Pvx7h4uyxx9SyGhtSimp0lM40cn6O1GhsL5ePsmnnDAnGysSCwljMjQmvxzqZzwiHbrg5W/Ny/KZ9tvyhMkFiqlMwZ0pw/z90pQ/qYgiRJfNu7MQoJPtoqZlECGBFam17+HoxeHil8H4bVrcqvA5oxfX0MUQJB22AY9K8eF8L6iBTmHBZTZNlZqlgxJpj8Yq0wgaNUSMzo04QOvm70n3/KrJrtSbT1qcaa8S354+A1ftor3n5WiiEhXswb1pyPt12osP2pqp0la8aH0LC6A91nn5CdxfMsBgZ5sWFCKKtP32TS6mgeyiBgTUGtVPCvzr4sGB7Ij3sv88b6WFnEbiUq8Z+ESvLmH4jWrVs//nd59qKoqKjHtqlWrVq9kH3HxsZy/vx5ALp27YqLi3wLjylcuvTvGZsaNcTreCuCLdG36DM3nO7NarB8dPALCfSMvJFJz9knaOLhxNrxLXG1FyM7jEFOo5QphCdmMHDBKUaF1ebz7g0fD/yq2FqwYWIo9lYqijU6BgSVDWHNKSxh5LIICoq1rBkXQhVB4uhhYQkjlkZgb6Vm4fBAYSXF7weusS0mlTXjW5bJkalTzY4dU1vx/qsN8H4UlhpYy5lvezdGDzw7nrVWK+lswrKTV6RhzIpIQuo48+YrYvXeAL/uv8rVeznMGdJc2P4Wk/yA73bHM2dIc6PE153sAt7ffJ6XfznCX3F30D4TumyjVhodeBvDb/uvYqlSMvXlemIfCMNM96aoW3zXp0kZlczv+6/i5WJD3+biqrHIG5kcuZLGe682EF6nSKNl5sFrvNXRxyS5ZQyLjiXxip+rcH7Qw8ISXp15gns5xYTIsB5pdXo2Rd2SFVQMsCvuDq/JtUxdNVSEG7NsnkzIkF0RHpP8gKY1nYxer3Gp2bLJm6T0POpUs3tuZWIp7ucVyW6aKh0IWZnIvJHbNgWGQads8sbWQpZtCgzKG9FMkFKUKm/kDKis1EoaVneoQGV4RXJvXDmbnGVSaaLR6sh8YnCtVkooFYa/1xq7c/S9l/lrehuGh9Yu9zfY0UZN1yY1ZNWGS5LEuDbeLD1xXVYz2Pg2dTidlCncVvXsb3OxVk92QQljl0fyUTk5G6W/cxqdnqT0PHrOPsn3e+LLHewrFBIz+jRlefh1o/XKi0e04Mh77ejyjOLvrY4+FBRrmXdEPGenva8bfQNrMn19rHDlsqezDb8P9OfjbReESUdLlZIFwwIJT7zPYhkh0x939aNuNTsmrBKr9gaDzefjrn6MWR4pfHz1XO1YPS6EhceSWHpC7PgqQuAoFBKfd29In+YeDFxwivg74kSlv6cTmyaFsT3mNh9ujZN1vQO0a+DKxomhrDp1kw+3xlWoYttSpeT7vk2Y3LYuQxadESbwTKFJTUd2vd6aghIdPWeffK5mqyfRpn41/nqjDZl5xXSbdYL4O+ZJ00pU4j8NleTNPxDt2rV7rMZZsWKFyRe7J4OOn7VeVRRPBhWPHDnyhWyzFAsWLHj877Zt277QbT+JGXvi+Wb3JeYNC+Stjj4mX/jlYM2Zm4xYEsGbr/gwo0+TcpudzGHtGfmNUs9i9/k7jF0exafdGzL15XpltuHhZM3GiaF82q0hHk5PKyse5BUzbPEZLFUKVowJFs7/eVhYwoglEThZq1kgg7iZdySRVadvsnZcyGNy5ll4Otsw5Qli4tq9HL788xJvdqiHu6PVUzawwhItL/mUtZ5odXqmr4vB3lLN933Eq7p3nrvNivAbLB7RQrha+n5uEVPWnOXtjj5lZpPTc4r4fMcF2vxwmO0xqWVIm1Jo9HqhUN2oG5msPHWTXwc0EyZAijU6Ptx6nmnt65U555duP2TV6Zt806ux8DnS6fR8vesSk9vVFVZoAaw7k4y9lYruTcXJ2ozcItZHJjOlnRhRlXw/n64zj3M9w0BkG2u+MYVjV9PRo+el+mWvJ1MoKNZyKD6Nrk3lWaaOXkkzWhGeX6zhbPIDWskMKz5707hlCgy2KTnqKCitCX8xYcVgsE3JVROWBpQbs01pdLpyAosxHnqDQQEipyocHmXeyLZNyVfe1HezI6ughHSZrTABXlWIkRlaHFrHhZjkLOEWJAA3BysaVnfg8GXj1qm7DwvR6w2kjYutBaNbebN7emvGt6mDRo9w4DsYFALbzqaSL9jsBDwm8fdeFLPKgEFFMKyll7D6xtRvvUanZ0v0LV759SgXjNjBqj5hGdQ/Wn7ZyRt0+OVouXkuDdztGdvamw+3xZVpQwqrZ7x4wEqt5NcB/sw5kiCk8CnFB118Kdbo+HX/VeF1XvZ1ZWxrbyavjhZWNrg6WLFgeCC/HbgqHMCrVEjMHORPYYmWD7aIq3aGhtRiTGtvRiw9I0ym+lV3YOWYYH7bf5X1gva9UgKnoFjL8CVnSHto/t6XJIn3O/syupU3gxae5pwMAraeqx2bJ4dyNvkBU9bIrwJvWMOBbVPDiE3JYszyyAqpUiRJYkxrb+YPN1jUZvwVL9TYZQpVbC1YNiqI7s1q0GfuyQpbu56Fq70VK8cEMzDIk8mrz76QbVaiEv8kVJI3/0BYWFgwffp0AOLj4/n555/LLHPq1CmWLFkCGIiQoKCgMsvcuHHjcaNVu3btzO5Xq9Wybt06AFxcXOjatavQ8Z4+fZo7d0yHDer1ej755BMOHjwIQLNmzV6YUsgYEtNy2T29DW2NDPDlolij4+Ntcfy67yrLRwcxrGWtCm9Lp9Pz3V/x/Lj3MivGBMtulCrFylM3eH/zOWYPCWBAOVXnPm72jHmmYjktp5BBC0/j7mjF4pEthEKGAbILShi+JAJnWwvmyyBuVoTfYN6RBFaOCRZu/0nNKmDE0ghGtKzFmx0b8Oe01nhXtX38Eu3lbPPYdlUKvV7Pl39eJDkzn/nDA4XJtbhb2Xyw5TwzB/sLH59Wp+eN9bEEeDkxrs3T5zensISXfjzM6jPJaHT6cgeNxRodPm7lK0vyijS8s+kc73TykdWeNP9oIgpJKhP2q9Pp+WR7HKNbecuqtN8Wk8r93GLGtREPD76dlc8v+67wTqcGsuxAy05eJ8TbRYh8iLieyWt/HH/cOmOhVJRpUSkPGyJT6BdYU1bY+OEraVR3shJWTUFpRfh9o3k3kTce4OZghZeMga5Wp+fPc6nUcilreUvPKeJeTiGNashr0zM0Tb2YvBsw2KYqorxRKiSjJGV5yhupXOWNQlZVOBhsUw/k2qaqWMsmb2wsVHg528iedfb3dCJGpvKmlosNVe0shINgS9HBz5WDl42TIy62lkx7uR5rx7ck8uNX+Og1P3zdHegVUIP9l+6SJ+NebO7lhEcVa3bJCC5WKRWMblWbRceTZKmXxr9UhxMJGUZJl2dhqp4bDGHMqVkF9JpzkjmHrz01kHW0tkD9zPVapNFxO6uAgQtO8en2CyaJqtfb1yc7v5iVp26IfSAMSoYJberwzsZzwkoVK7WSWYP9WRF+g5MyAmTffMWHGk7W/GvLeeHz3szTie96N+H1tWeFG5BsLFQsHtmCiOuZ/HZA3Or2Rof6dGrozoilEcLZVc08nVgyKoivd10SJhHsLFUsHxPM+VvZBH93iOFLzvDnudtmr/upL9d73CYlJ0y4uqNhUu5+XjEjlkaQXSCPgKnuaM2mSaFIkkT/+adMWh7Noa1PNbZPbcX+S/cYvzLquexJSoXE2x19mPWoneyLnRdlKyWNQaGQmNKuHn8M9n/ubVWiEv80VJI3/1C89957+PgYGmXef/99Jk6cyOHDhzl9+jQzZsygU6dOaDQarK2t+f3331/IPvfu3cvdu3cBGDx4MGq1mCLj77//xtvbm169ejFnzhwOHz5MTEwMp0+fZuHChbRs2ZJvv/0WABsbGxYtWvTCpPnGMHdoIDWcnr82PSO3iGGLzxCbksXO11tXqAWqFAXFWqasOcv+S/fYNqWVrJrnUuj1en7ee4Vf919l5dgQOviV37b0LG49yGfA/FM0quHAnCHNha1a2fklDF9yhqq2FswbJr7ehshkft57hRVjgoVVAJl5xYxYcoaXfV1561GjkoudJVuntKLpo2282risZWrJievsuXCXZaODcLQWu27THhYyfmUU0zvUN9tc9SR+23+V29kF/NivWZnr2N5KzQddfFFIZWvQn0UVG7VZ1dOMPfG4OVgxppXptrBnkZCWy9wjCXzft2mZQfCGqBTuPSzijQ7ilrL8Yg0/7r3Mv7r4CpN2F1Kzefnno+QWaXnFTzw8+GFhCSvDbwrZwzZHpTBk0WlyizSPB+4qpURuodiAMSO3iEOX08olQI1h9/k7dJNpmToUn4aNhXGb3MmEDFrVrSprex9vO09+ic5o/eyF1Gy8XWxlN+olvmDlTWae/MDighItVuUoHUzbpkBnYhBpoVJQLKMqHOS3TQF4VrHh1oN82ZkSPm7yc2/8PZ2Iv/1QVpuYIfemKqeS5FmnXvFz49jVDKMDKmsLJe++2oCg2s5PEbS+7g7UcrZl36W7so5vSIiXLOsUwMAgTxLTcmWRUq72VgwOFlPfmHvm6fUGYvGnvVef+h4drVUojWQ0lapwNkal0PbHI5y4Vvb7sFIr+bZ3E37Zd1XWAHta+/ooJElWpk89V3s+6dqQtzbEcl9QAVaqiolJzmLpyRvC++oVYCgDGLcySjjnxNXeimWjg1h28jpbosWzdr7o0Qhfd3tGL48UJhGDvZ2ZNyyQD7bEsfei2LVrZ6ni/c4GK/Hxaxm8t/kc/l/tY/SyCHaWQ+SMbe3NR139GL0sguPXxOvAnWwsWD02BDtLFQMXnCJNsMmrFPZWapaMbIG/pxO9554UIjCNoU41O7ZNbYVGp6f33HBuZIhlJ5lCe183dr3ehjPXMxm86LRwQ5k5NK0p3qRZiUr8p6CSvPmHwt7ent27d1O/vmGQtXDhQtq3b09oaCgfffQRubm5ODg4sHHjRvz9/V/IPp+0TMltmSoqKmLHjh1MmzaN9u3b07x5c0JDQ5k4cSIREREAeHl5sW/fPqMqoReJ57E0leJCajY9Zp3AzdGKzZPCyliP5MCgdjlFZl4xWyeHmbQOlQeNVse/tpxnW0wqmyeFElhL3g9SUnouA+afonX9qvzcv5mw0iA7v4ThS8/gam/JXBnEzY7YVL768xKLR7YgQLCGOq9Iw+jlkfi42fN1z6ctPXaWKtaMD2Fsa+8yg+09cXf4bf9VloxsIdxMVFiiZcKqaELrujBRRhX1gUv3WHbyOguGBT5uIXkWI8Nqs2NqazyqWJc7a1vfTJ7LsavpbI+5zS/9mwkrV3Q6PR9tjWNIcC38PZ2e+n/3c4v4fs9lvuzRSFhxVaTR0m3WCdQKBd0FbEI6nZ6FxxLpNeckRRoddlYqWaTEqlM38a1uXy65qdPp+Xb3JT7cFmfUjpYj+KK+7WwqzWs5UctF/H7ML9Zw4NJdXpNhmcot0vDmhlgKirVGz8XJhAxa1RfPu9kRk/o4pDUxrewLc1wFLFN6vSGXo07VstfkneyCCsnZM3KLZAcWF5ZoTV6bWnNV4Sa2WaHAYluLCtimrCks0ZGRK2+9BhUgb2q52GBrqTSai1IeDLk38kKLG9VwwM5SxZnr8tbrGVCDHbHiVdlgGNxfvvtQ1ueyt1IzKNhTVp4KwKS2dTl6Nd3svoyFZz8JtVKiRe0q7Hq9NQ2fULs52qjLtXAWaXSk5xYxfMkZZhkhW1rVq8qrjdz5bMdFYULQQqXg14HNWHLiuqxQ2cHBnjT3qiJLSeNiZ8nsIc35ee8V4YBggPc7++LlbMMb62KELTc+bvbMGxrIJ9svCOc2KRUSvw30x9ZCyeQ1Z4VzXl7yqcbMQf68uT5W2OLVr7nn42y+whIdJVo9h6+k86/N52n25T5GmSByBgd78W3vJkxYGc1+wZYsMJCmC4YH0qiGI33nhz+2DItCrVQwo08TRobVZtDC0xy+Un6jnCk4WqtZOrIFbX2q0XPOSVnqLWPwcrFh25QwarvY0vWPE5xOkvfMqUQl/ldQSd78g1GvXj1iYmL44YcfaNGiBU5OTtjY2NCgQQPeeustzp8/T7du3V7Ivh4+fMjOnTsBQ4OWHIJl9OjRzJ07l+HDh9OsWTOqV6+OhYUFNjY2eHl50atXL5YsWcKVK1f+n9qlXhR2xKYyYMEphofW5o9B/sIDXWO4ctfQKFWnmh2rxgULBwM/iYJiLRNXRXMuJZstk8Oo5ypu1wCIv/OQAQtO092/Bl/3bCxMBGTlFzN0yWncHKyYOzRQmLj5+8IdPtwax/zhgcJqpWKNjkmro7G1UPL7IH+jM+yWKiWfdmv4VIjt2eQHvLPpHDMHBQg3f5XWe+uBGUbCfE0h+X4+b2+MZUbfpmYtTA1rOLDvrZfo2rR6mcBlMCgFmpRzvNn5Jby/+Twfd/WTlRuxLjKZ1KwC3unkU+b/fffXZUK8nXmloZjK6FxKFi/9eJik9Dya1HQ0e57Sc4oYvOg0v+y7+phUEVVBgeE6X3riermqm1KCb+Wpm5Roy77460FIeaPXG2a+BxoJ8y5vnX7zwinW6mkgaDkr0mgZtSyCIo3OqK0nM6+Y+DsPCasrdp9cSM3m3c3nHm/rhJGX5YqEFafnFJFXrDGqvIlJzmKJYJDnk3iQL982VVCsNal00Oj0pjNvkExF3mChVDyuWBaFUwVsU1ZqJVXtLGXXhfu423M1Tbx9BgzKgmaeTrJDi0PrunD+VrYsa6EkSbT3c+WgmcrwZ9GjWQ1OJmQIqzkAHKzUdG9ag3Uya8NHtfLm0OU04eYkMOT5DAryZPbh8lUqpq5HtVKiXjU7lo0KZtOksDKEqcizz1KloKq9JS1qGyerP+7qR/TNTGEVCBhUT6+3r887m84J56JIksT3fZtw6fZDVp66KbyvwFpVeL9zA6auPWtUBWgMBtVOADcz8/lpr1hFN0Dr+lX5skcjJq2KJiFNRljy8EDu5xbx3qZz6ATJok6N3A3hvKujhQgERxu10QmHghItGp2eI08SOUsj2H3+zmOSrFeAB78N9Gf6uhh2nhMnO9VKBT/3b8prjavTb164bAWNJBlsRTP6NGHK6rOsOSP+vT8JlVLBp90a8nFXP8atiGLlqRvP1SxrpVbyc/+mvNWxPqOXRbLomDxLZCUq8b+ASvLmHw5bW1vef/99IiMjefDgAXl5eVy+fJlff/2VWrXKz1+pXbs2er0evV7PkSNHyl3WwcGB/HyD5Ds+Pl7WMdaqVYvJkyezcuVKYmNjuX37NkVFReTl5XHz5k22bdvGmDFjsLKqeDvT/wW0Oj0z9sTzyfYLzBnSnMnt6j6Xvevo1XT6zQtnQAtPfh3QrEKNUg/yihm6+DQ5hRo2Tgwtk/ViDrEpWQxaeJpRYbX4oLOv8OfJyi9m6OIz1HC0Zs6Q5sJqpsOX03hrwzn+GBRAG8EQWJ1Oz7ubzvEgv5gFw8VJopv38xi3IooPuvgKExIAi49f50RCuqy2rMISLZNWR9OneU16NBML37WxUNEvsCZKyVDZ/iQhZaVW0qCczJTPd17At7o9g2SQC/ceFvL9nst807sxts+ogs4k3WfPhTt83qOR2e0UabR8vyeevvPCufewCAlDUGZ5OHIljfa/HOFs8gOKnlA5mBpsG8OGyGTcHa1MZlXdziqg++wTnEq8/9Q+noROpye3yLwc/5PtcSSk5dKlsZiCRq/X88n2C1y6k4MeTOarPAmtTs+0NTGPQykLSrRlrAKnEu/j42ZvNIT0WWTkFjFyaQSaJ4iI+3nFZUI5KxJWnJCeSw1Ha6P3Q3JmviwCsRSGqnCZmTcancl7UqvVlZN5Y7oqXK2sSFW4miyZtikAT2drUmRUeAP4uttz7V6O8MCyFP4VIG9qOFnjWcWaCJkqmo5+bhyIvydrEFWzig3+nk78FSeeYQOG4OLtMfKCiz2crHm1sTvLZFh4ACa1q8vB+LRylU/PhmdbqhTYWijxrGLD3jfb0NqEas7RWm1SWaJWSlgoFUxtV5fj779MqAny1tnWgk+7NeSzHRdl1SlPfKkO9lZqfpZBjjjZWPD7oAC+33NZVhPSqLDaBNV25o314koaR2s1i0a0YM2Zm7JUfQOCPBkeWovRyyOFySJ7KzXLRwcTk5LFt3/FC1/DPf09+KJ7I8aviBK6z/oFehoNWi/FYyLnajpvb4zl4ROTDJ0buzNvWHM+2HKejZEpQscHBgLmw9f8mNi2DoMXnia8AsqX7s1qsHJsMD/tvcKMPfGyn0OlGNDCk1Vjg/nj4DU+3n7huXJrJEliaEgt1k1oybKT15m69qwswrkSlfhvRyV5U4lKYAjkHbM8kv2X7rF9aite9hXP6TCGNWduMmlVNF/3aswbr9SvEAmUmlVA/wWnqGZvycqxwTjayMuwOJ10n2GLz/BGh/pMay9+DA/yihmy6AyeVWyYM1ScuDmZkMHUtWf5uX8zYTKlNGg4LjWb5aPFm68e5BUzelkkfQI8GBFaW2gdMITN/nbgKguHt8BNsDWpdOBupVbw0Wt+wvvKzCvmrQ2xfNajEQfebouPm91jG5VGqzcZGLwn7g6Hr6TzQ1/xxiyAz3dcpL2vKy8/02hUrNHxyfYLvPlKfbP2vwup2XT67RjLTt54rJ6xVCuwN2ERK9Jo+XzHBcatiCKnUFNGDSPa9Fas0bHwWJLR5jSAq/dy6DLzODfv55cbAq3R6c0qbxYfT2LNGcMLsgh5p9fr+Xj7BTZFGdaRwGwOhV6v56NtcRy7lv74nFiqFFy+8/Qg8WSiWEV4sUbHmOWRPCwseYqisFYrOZ30b8tCRm4Rd7ILaeQhL6w4MT2PuiZsfCmZ+XgK2hFLodPpeZBfIpu8KSjWmhwAaXR6VEYyROBRvpQp5U1FbFM2FmQVlMie8fWsQOOUd1VbSrQ62YqdipA3gCH3RqZ1KrSuC/dzi7lyT569q4e/B9tlWqf8PZ2o6WzDnzJUCADj23izPuImWTLsbtUdrenfoiazDplW35Qqby1VCuwsVXzYxZfj779MdkEJR8qx1Thaq43aOsEQ+Hr0/XZMf8XH7DOod4AHPm72/Pj3ZYFPZIBKqeCX/s1YcyZZViBusLcz41+qw+vrYoRbySRJ4oe+TbmbXchvMlqr6laz44/BAXy4NU64th3gnY4N8PeswrgVYhXdgOEdakwwO2Jvs+BYkvC+BgR58k4nH0YujTBrr+vY0E0og8pSpWDlmOAyyqx2DVxZOiqIr3ZdYkX4DeFjBJjwUl2+6NGIsSuiZJOlAEG1ndk6OYy/L9zl9XUxspusStGitjM7prUmNjmL4UvOCIdFm4K/pxN/vt6a7IISes4+Iay4qkQl/ttRSd5U4n8eCWm59JpzEqVCYvvUVs/VuFKax1Ea1NsrwKNC27lyN4e+c8MJ9nZm7lBxhUgpDl9JY8zySD7r1rBM41R5yMwrZsjiM9RysWHWkADhauqoG5lMWBnF1z0by6pQnn0ogT0X7rJyTLCQ+gDgYUExo5dH4ONmL4tMSUjLZfq6GGb0aUKzZ/JgysP6yBSOXElj7lDxFiu9Xs/7m8/h7+nEsBAvPJ1t2DmtNSPDaqNSSBRrdUYzbw5fvsdbG2P5uldjYXIJYO/Fu5y+fp9PuzUs8/+WnLiOQpIYXU7ocbFGx097r9BrzkmSM/OfUrYoJKmMkgcMAbevzTzO+sgUk4MU0etne2wqVhZKXm1UNowaDLXTEpRpb3kWWp2e7ALj5I1eb2h7++HRIEgPZmf3S4mbzdG3HltvrNRKbt4vf6D9y76rbItJfeo8ShJceqbG92RCBq0FyJtPd1zgyt2cMuRYfrGWY08MIONSs/GuaouDzLDipPRc6pjI4krOzJfVhAUGMlyr08smb4o0WpMZI4a2KVOZN1K5gcWieRelcLIxqCYeCoZfl6Iiyhu1UkHdanYVCi2+eT9f9gCpIrk3VmolbepXlW2d6tqkOudvZck6J5IkMSTYk7UR4goEgKY1ndDpJV7+5Yis9pvJ7eqx79I9kwNDR2s1FkoFE16qw+mPOjCqlTfOdpa83r4eP/x92aTaxOEZ5Y2lSoF3VVt83e2o72ZPdUexHD1Jkvi2d2O2RKcSfVOciKnnasc7nXx4d9M5Wa1f09vXw8lazde7LwmvY2upYv6wQJadvM4hE81kxvByA1fe6FCfCSujScsRC6hVKCR+6tcUlULirQ2xwkqRWi62LB8dxJxDCY+JeBGMauXNxLZ1GL7kDAnl2BsdrdW0NGMTLyVuTNnJW9ZxYdXYYH7df5V5RxKFjxGgb2BN5gwN4L1N51glo6WsFHWq2bF1chh3sgsYurjixIuHkzWbJ4fibGtBj9knuHxXXi7Xs3Cxs2TlmBBebeROrznh7JbRRleJSvy3opK8qcT/NA5cukfvOSfp0tidRSNayB70PImCYi2T10RzID6two1SYKg/7j8/nEHBnnzbq7GweqEUf8XdYcrqs/zYrykDZNhuMvOKGbLoNN5VbfhjsDhxc/5WFqOXRfJRVz/6BorXn68+fZNFx5NYOTZYyJZxJ7uAH/bE0+zL/Vy6/ZDfBvoL5/dk55cwYWUUw1rWoqe/OKF2/lYWX/15iT8GB8iyrC0Pv8Gl2w+fUs+olQblzvLRwYwIrfUUIZKZV8xHW88zenkUWp1e2JoFhoamz3Zc4NOuDcsQYCmZ+cw6dI1vezc2+X1evJ3Nq78fY/HxJDQ6fZnsEL1e/1Q4s16vZ31EMl1+P871jDyTFiYQU95odXrmH0lkctu6JpcPretC5Cev8GP/Zvi626NSSEazhAAeFJR96dRodbyz8RzLw288JkAUkiHrxRQM2UhxBuLmmc94vZxsjWUnr7PgWGKZdQpLdJy79W/yJiUzn9QHBWafE2tO32Tr2Vsmz/OTIZEXbsm3TIHBXlm7qvF78NaDAjyd5QW2lwZgqk0oZUyhwpk3EuVn3shU3thZqlApJLJk5t5URHkD0MBdfmixk40F3lVtH9vyRNGyjgvxdx7KDmR+paGbrFBVMNh+2tSvJivLA6BngAdX7+Zw8Rmy0xzsrVQ8yC+h86Nnkwg8nKxpXdeFIQtPG1UcTO9QnzMfdeCdTg2eeg4OCalFQYmWrWeNNyCVKivUSgkbCyWfdvPjwNtt+WWAP8tOXpcVMlvLxZbXO9Tjw61xsq7lMa28cXe04vs98lQ7vw/yZ9e52/x9QXygXN/Nnu/6NOGtDedkkXUTXqpDaF0XJq2KllVxvnBEC+LvPHxMxougsYcjC0YE8tmOixyQcS1PaVePwcFeDF18muRyiPs+zWuaVA5amCFuShHgVYV141uy+HgSv+y7Ikv9197XjZVjg/l531V+239VtnLQxc6SteNb4u5gRZ+5J2UHIZfCxkLFnCHN6RdYk37zTrFPRmaTMSgVEu939uXXAc34YOt5vtl1CY1MQr4SlfhvQiV5U4n/Sej1euYcTuCN9THM6NuE9zv7yiZJnkRaTiEDF57iQX4JWyeHUbsCjVJgUFCMWhbBB138ePMVH9l2q83Rt3h30znmDA2gW1NxAuB+bhFDFp2mrqsdMweJEzfxdx4yYmkEb3b0YWhI+RlMT+KvuDt891c8S0cF4etu2uKh0+k5fi2dkUsjaPX9IeYfTUIPjAirLRwkrdHqmLbuLN5VbXm3UwPhY3yQV8zk1WeZ3qE+YXXF24AupGbz499XmDk4ACebssqD1vWr8lXPxoAhS2fukQTCvj/I+kdedzn7Avjx78vUd7WnT/OypNSXf16kW9PqRgMxS7Q6ft13hZ6zT3KjHBJGq+OpQcuVezl8sDWOYq3xEN4nIXId/X3hLkUanVmVmlqpoEezGvz95ktsnhxGLRcbJCjT6JX9TFZJYYmWsSui2B1356mBj4VKQZoJ8qbU9rT5bGqZwVKRRsv1dOMzsDtiUvl2d7zRMGXgKZtLeGIGAV5ORlVNpYi6kcnnOy+a3B5AZn7x48GSIaxYnmXqRkYeMclZxN0qO1DW6vTceiDPNqXX6x9nbRy6LF6BC4bvyiR5ozVdFS4hld82JfNFX5IknCpSF+5sI9v+BI/qwmVakgACPJ2IkUneVLO3pL6rvez2qPa+rsSlZgsrJErR078G22NSZQ0kHazUdG9WXXZwcelzKjWrgK5/HBeuYG7k4UhabjHtfj5SpvLYwUpttGjAQqXg3U4N+HX/VaOkj6VKSc0q1vQLrEn4B+0Z1rI2SoVEoxqO9Glek292iStbAMa3qYNCklh4TFyRoVBI/NyvGVvP3jJaSW4KNavYMKNPU/61JU5WVXlPfw96+tdg8ppoWWHJM/o0QavT8+n2C8LXibOtBctGB7MhKkVW2G5Y3ar8MqAZ09fHyGrJeqeTD12b1GDI4tPcyTZ+Tjo2dDP6rJEAHzc74VKFhjUc2DCxJRujUvh6l3hOD0BgLWc2TQplQ2QKn2y/IJxDVAortZJZgwN4tZE7feaelHWOnoRCIfHmKz782K8pb22IZc7hhOcOHu7UyJ2d01pz/FoGQxafkf0sqkQl/ltQSd5U4n8O+cUapq2NYe2ZZDZOCpVFchhDaaNU3Wp2rBpbsUYpgLVnknlrQyy/DfRnSIiX7PVXnrrBFzsvsnhkC9r7igf4ZuQWMWTRGeq52jFzoL8wcZOQlsvwJWcY36YOY2VYs04mZPDOxnPMGhxgsmUjO7+ExceTCPv+EGOXR3Hsajo6vcHqolRI9JKhnvnur8vczS402WJlDFqdnjc2xNKohgOT2opXiecVaZi+LoZJbesSZOKzgYGU2hGbSusfDjHzwDUKSwxEiEICf09x5UTkjUy2nk3lu95lW7P2XbxL9M0HfNDFuLVs+JIIZh9OMKhtytmHRmeo/C6Fr7sDa8eH0LC6AxZmrhVzgcWlJOqEl+oIX3dgeBG+n1vM/OGBjG3tjZ2l6rHd5slgz+yCEgYsOMXppLIhxwpJMqq80ev1fLg1ji1GiBswhBVfuVeWvDl6NZ13Np0zaSEDgwWp1MJzIuF+uXk3t7MKGLM8stztAViplJx61IgiN6y4RKtj/MooAKOzrPceFqLV6alhJivpSWw5e4t7Dw0v1UtPymupKtToTM5ca3U6k0oeScK0baoCyhuoWOOUZxUbbmcVyB4w+VZAeQPg71Wx3BsvZ+tyc16MoaqdJf6eThySaZ3q2NCNWw8KuCzz8w0JqcX2mLL1yuWh8AnlRn6xltHLIlly4rrZQWOdarZIwN3sQjr/fow9grkh3ZvWwNnWgpUmbCon/tWeGX2aliHx3+3UgMgbmbIqmtVKBd/1acKcw4myFBFeLjZ8+Jof728+Jyv0uGvT6nRu5M6bG2JlXc8fd/VDpVDw5Z/i5JSVWsmC4S04fCWd5TLyXryr2rJoRAu+2RXPERnn8rUm1fnoNT/GrojiqiBpKkkSn3bzo039qgxddMbob4ejtZqQZ5SUFkoFy0cHYa1WMm5lpHCWUD1XezZNDGPfpbt8tC1O1nfg42bPlilhnEq6z+vrzgormkqhUBiCkN/u1IARSyPYdV6ecu5JvNakOhsnhbLm9E3eWB9b4TydUnhXtWXb1DBqOFrR7Y8TFSaXKlGJ/2RUkjeV+J9CSmY+feaGk5FbxM5prWhUQ77F4Em8iEYpvV7PzAPX+H5PPCvGBJvM/SgPc48k8Mu+q6wcGyxLuZHxSHHTwN2e3wf6oxIcQN+8n8fQxacZFORVbrXzs4i7lc3EVdF806sxHfzKEkznb2XxxvoYAr/Zz897r3D3YSHFWt1T5IKFSoFfdTF1wcbIFLbG3GLxyBbCYcgAfxy8RkpmPj8PaCYvNHjnRarZWzKtvelzEnE9ky4zj/Pe5vNk5BY/RSpYqZXUchFTbRVptHyw5TxvdKiPl8vTyoi8Ig1f7LzIh138TOaOjG3tjbOtRRnlyrPQ6cHW8unrOqxuVXZPb8384c3xrmprclBtKmC2FEeuphtUazLsfQBbz6bi6WxDp4ZuvN/Zl6hPXuGrno3xdrHF6tE9eO9hIT1nnyD+To5RVZFOryft4dMzd6XEzdYY48RNKZ6dnY9JfsD4FVFmiRYJQ1aQTqcnPKH8sOKZB66RU6gxS4AVlGg5fjWd+7lF3M4ulEXe/L7/6uPPcv5WdpkMoOTMfKo7WgtnPWUXlPDln5coFQpF3ciUZaEw2KaM70uj06MwcS9KmLZNqVWSbOUNlDZOySNvqjtZodXpuftQ3oxwA3d7kjLyZA+y/D2diE1+ILsh5u7DIi7ezpEdCuznbs/P+y7L2p+NhYpOjdzYLqNVCKBZTUe8ZAYXF5Y8/T1rdHp+2HOZdzaeK/fc6vU8vsYLNTqmr4/hU4HGHIVC4oMuvsw5nFhG8VcenG0teKdTA77+85IsYrG5VxUGtKjJR1vjZKkYhoZ4UdfVjq9lECoAn/doSEZuEbMPJQivY6lSMmdoc/6+cIfN0cYtZcbg7mjFguGB/Pj3laesoOYQVNuZ7/s2YdraGLOhwk9iWMtajAqrzYglEWUa+0xBkiS+6dWEpjUdGb7kjNHnQ98nrFMWSgWrxgbTtoEry0cHU6zRySJwvFxs2DgxlDNJmbyzMVaWVcjDyZrNk8JIzSpk1NJIWTlQpRjeshZzhjTngy1xzD+aWGHlTKMajuyY1prUrAIGLDjF3eznU8zYWKj4baA/09rXY/iSCJadNE/QVqIS/02oJG8q8T+D8MQMesw+QYi3M6vHheAiGJBrCqtPP3+jlFZnaDJaF5HMpklh5ao1jEGv1/Pj35dZeuI668a3pLlXFeF103OKGLzwNH7VHfh1QDNh4uZ2VgFDFp2hW9MavNPJR3h/Sem5jFoWwRsd6pfJxtl/6R6dfjtKn7nh7Dp/B41OT6GJl9qg2lWEFDSllpO5Q5oLEyJgyOtYdDyJecOay8pA2hGbyoH4eyYVPqWff8ii01y9l2P0pV2r01PLRcyiMvdwIlZqpVHV0x8Hr1HDySDZN4WODd048a/2TGtfDwuVAotyiBZ7y7LnQZIk2vu6cfDttvi6O2BroSxDBJlT08w9nMCY1t6yArn1ej3Lw28wKqz243vOSq1kQAtPDr3bljXjQkhKz6XbHye49aDAZFhtiVZXxjb10TbzxA0YiKEnB7Df7zEEl5q7LC1UCi6mPuTy3RwKS7T4lxOc/Uk3P5aMasHEl+oQ4OmEhUqBQnrUrPQMTiRkcP5WFrVdbISv2cgbmSw4lkTJo8+hUkocvfK0zSQlM5+aVcRVN9/viX/q3KkUClmWhkKN6bYprU5v8noq79FroVRWXHmTJ2/Ao1YqqO4oP7TYw8kaa7WSxDR5GRO+7g4UanTlZjAZQylJ99aGWFkz11q9nozcEt7bfF7WYKmXvwd/xt6WRfpIksTgEC9Z1iljBE2xVsfuuDv0nRduMuNKp386n6tEq2djVAo9Zp8wO7BvU78aTWs6MveoOMEBBkJFrVSwPFyeOu3dVxuQlJ7LMhmqttJGqL8v3uVgvHjWi42FilmDA5h/NFHWdeLhZM3MQQF8tuOCrNrx5l5V+KpnI0Yvi2D+UXGbTU9/Dya1rcOY5ZGyiIE3X6lPBz9XRiyNEA7oVSokfu7fjFouNoxcGlGGFHnlkXWqlLgpzbixtVQ9JnDGrhAncGo4WbNhYijxd3KYulaeisbZ1oK140JQqxQMWni63Iw3U3jZ15X1E1qy9MR1Pt5+ocJZM9XsLVk7PgRfd3t6zD5RIcXgk5AkiRGhtVk9Lpj5RxN5Y32sLJVeJSrxn4xK8qYS//XQ6/UsP3mdscuj+KCLL1/2NB3eKgLto0apX/Y9X6NUYYmWKWuiOZ10ny1Twmjgbrw62hR0Oj1f/nmJbTGpbJgYSsMa4lkXaTmFDF50mkY1HPh1gLjiJu1hIUMWnaZdg2p80tVPmLC697CQ4Usi6N/Ck/EvlbUhbYtJ5VpaLhqdvlx5sLVaSfsG5mvcU7MK+P/Y+++4Js/+jRt/J2HvDSKiCIgKiIiKe1Wrtlr33rNaW7v3bu20e1r3bN3WVlu31q0sxQWCCAgqe2+S/P6IeDuSwHnyPM/ve/fO8VdfxTMJyXVd5Dyu4/M+5q2P4fXHWtOtAW0+dbqRX87zm87x0YgQoyyeB5WWV8ZbOy6yeHTYQy0iGo2Wd3deZMDXRzmelGt0TKmqVoOvS/1GU1JWCb8cvcanI9s99Nkl3i5h9clUFo0IqRfobGWu4pl+gRx/te/dFMiDSxQKDKYhAM5lFHItp5QDL/bmg2HBuNhaYHXHxDGWGjl7PZ+E2yVM7tJwVhLAieQ8CsqqGaoH6qxQKEjLL2fYDyfIK6symoRRa+6v/FZrtMRnFFGr1tSbRlJrtNy6J12xakYnlk6NYFwnX9ztLFEq9P/ulTVqLt4s4uS1XCJbuhq9DtlbmdOvtScvD2rNjgXdufLBIKZ2bUFwUweGt/fG+w5A29JMSUF5DSeS8xqcuimurOGp9bH3vT+VNZqHwLI3BJqmLmYWsSX6frBytVrDr2fSG9z2VFkPsNgg80ahMLjRMzdTCLdNgVzyBsDHWdy8USgUtPK0I0mwCtfCTEmItwPn0gsbvKZGrbnbllar0TJ15dkGj+HUbdx+j8vkEwEIbo9ANypq1EQJjjgMb+/NpZvFbGtgO5Ahk66qVkPCrRIGfXOUi5kPs530HTtVtRqSs0t59Ouj9TYovTqoNWtOphpkoeiTmUrJu0+05buDyULsDnsrc4aFN+WDXVd4bVu8kAnw7tBgXtt+QQhWHeztyEsDg3h24zmKKhpuZvZq5c7cXi2Zvz5GaFxrTMdmmJsp+fTvRLp/eojNUTcaZFgs6BtAz0A3Zq2JavAmXqFQ8MGwEII87ZmxOqre9sE6mamUfHeHaTdrdfR96xytzXllYBAb5kQ+BCeuM3Bq1VohA8fd3pKNc7twq6iSuWsbzhOqe87lUzsS4GHH6CUnjQKXDSmkqSO/L+hOTGoBs9ZEUyppkliaqfhsVDue7O3PxGWn2RHX8GSWIUU0d2HXMz3JLqlkxE8nSDHAozPJpH+TTOaNSf9qVdWqeXVbPD8cvsb62Z0Z10mcJXOvyqtrmb9e1yi1vRGNUkUVNUxdcZackiq2zutGUwGmBOg2j69si+dwYjabn+wqVG+eXVzJhKWnadfUkS/HNpwDk1daxaTlZ+jQ3JkPh4U02LgpKtf9rt0DXHl1kH5g8Lfj2zMyvGm9DJVqtaZeM6a8upY5a6J5NNiLKQLGgM5Mi2VoO29GhDe8Nau6VsPC3+IYFeHDgLYPj4JVqzX8k5SDUkG9YzUWKiVudsaZSRqNlte2X2BKl+aE+jg+9LO3fr/AtG4thMwndztLyqvVjInwoZ2P032fg5WZyuhn/eW+RGZ0b0ETR2vGdfLl1Ov9eHVwa+ytzHCwNpwC+fFwMtO6thBueFt98joTI30NbvLVGg1N76RF6ms7unnPXVqVUsHuhT058EJvnu4bQAtXG5SKh80s0JlZafdseG0szHikjSefjAzl7JuPsP+F3jR3tcHH2RqVUoGVuS41o9FCbFoBx5Nz6eZvvHXkQamUCjIKyhnevinfjA/n5OuPcP6dR/llSgRvPNaa67mlhDbQvHl92wW9G7HDCdn3bZRuFFQ0qAlOo9Hy0pbzeo3X6lpNg1uKKms0WBpJ3hhtmzLwmJaSzBtnGwthYDHooMX/XzVOAbRv5ix0FzvhVsl9SaXKGjXjl54ir7T+u/IXMnUpCrVWy+oTqQ3m5pirlDzergk7Bce07K3MUSrgpW3xxKYXGP231bXGAeq1Gi355dV30p33vw5DAY9ajZbyajVz18bw0W7DDTchTR15tK0X3+wX4wh183ejdyt3Pvs7UWjdmDuJyo1RN+j5+aEGn1+jOjQlzMeRd/+4JPR8M7u3oJWnnfC41sJ+gfi62vLKFrGk1qzuujTpzaJK3tl5kU6LDvDtgSSjppOuUj0UR2tznvktrsEJEZVSwdfj2mNtrmT++tgGG72WZiqWTI5AoYAnH2jKetII887W0oxVMzoJGzjOthZsmB1JeXUtQ747RpQAcNzCTMnXY9vTr7UHo5acFBovq5O3kzVb5ndFo9UyZskpIaPyXikUCmb18OPnyRG8u/MSn/x9RZgR9qDc7S1ZPyuSPkEeDPvhBHsuNq7dyiST/q/LZN6Y9K9VnUmRcLuEP5/pTkRzOaPl3scbv/Q0hRW6Rik/yUap20WVjF1yCnsrMzbM7iIMOK4zC+IzCtnyZNcGba7qlF1cyfhlpwlr5sTiMWENNm6KymuYsuIsrbzs+XxUuwZXdFdUq5m1JopmLjZ6obp1Mlcp+WJMGAsfCTCa1rCxUBHoYdio0mp1m0g7KzPeGxosNMr23h+XUCkVvDVEP+DXkL7cl0i1Wstrg1vr/bmVuYq9z/ViWtcW9fJLvByt6n3NG86mk1VcyfMDHh5Z2xqTQUZBBc8+EtjwXwBdy9m1nFLeGdqWHU914/uJ4Xg6WGKmVBgcYwEdfPpCRhFze/rf/X+WZipmdPcj6s3+fDwiVO+6jWfTOZmcy4zuLYReZ1peGUev5hptNgvwsGfPc73Y+1wvpnRpjp2lmcEkTZYeNklLdzueeSSQIy/3ZceC7gB4O1mhVPyn2UqjhVQDdzAVCgXejtZkFFSwekYnLrz3KD9N6nA3lZNXVs2ZlHx6BroL/e5arZbY9ELC7xmNdLQxp0+QB3N7+ZNwu2Hmzc64TPZdvq2XA6MFTib/Z1PQ0OTNxqh0rueW6TVQKms1rDjesBGPihrDY1M1ao3RtilDwGLz/w+BxaCDFss2TjUUnnqvRKHF524U3Hcd0mghv6yaKSvOGr2jr9VqSb1nPKtareG7g0msbOBnO7x9U3bH3xL+LCzNVWi1MO6XU0ZNioZsgrVaHevqq31X7///RpHtOhNn7ak0Rv58Uu81A3QQ4t/PZZIk+Bm+/lhr/rpwi7h6zKl75eFgdfe/c0ureWpDDJOWn6k3VaFQKPh4ZChHk3L4q4FQ5rp1i8eEceZ6PpsbmIICHRPom3Htic8oZPmxho95RbZ0vY9BVFxZy09Hkun00QFe3RZvMClmYabk58kR3Mgv54NdlxtsGFmZq1g2tSM5JVXMXRtNRQOTJdYWKlZM70RJZS0LNsQ12Pi518CZubrhBo69lTlrZnYmLa+cMb+cpvNHB/ho92Vi0vLrNUCUSgXvDGnL9G4tGLdUB/EXlYOVOSund6JdU0dG/ChnAtWpdyt3fl/Qnf2XspizNlqKyXOvzFRK3nisDZ+PbsfLW87z6d8Jpjpxk/61Mpk3Jv0rde5GIUN/OE4LV1s2P9n1oVEWUSXcLmb4jyca3SiVnF3KqJ9PEtbMkV+mRDS47rpOlTVqnlwXTXp+ORvndr3vS1x9yrpjPoU3c2bx6IYbN6VVtUxbdRZvJ2shqHGNWsOCX2NRKhT8MDG83nUKhYKn+wXy5Zh2BtkhXVq6GjU3vjuYTHxGET9P6tBgyCrowMb7Lmfx06QOQtDpf67msO50Gt9PCDfKbbE0U/HWkLZsnNsFTwdLg4mQ+irmbxVV8PnfCXw0IhQbi/srpgvKqvnk7yu890Sw0frpB1VVq+bjvxJ46dEg7K3MUSgUDAz24ugrfXllYBCPt2uid51Wq2Xx3kSe7O2Po83D6Rkrc5Xe1/Hn+Zu8tv0CFmZKYe7UmpNpDAzxwsux/uM+0NOed4YGE/v2AB4PbYKDldl9BgxQ7/hAUlYpbZo4cPI1XZpmQZ8AfF1sqKrVkFloeKN0OiUPDwdL/N3tsLEwo1/r/6RyPh0Viq2lGa08G56WAx08uLSylhA9VeD5ZdVkFlYQXI95k1FQzqvb4w1Wj9eoNfcBYtPzy2nmYvzamV9WzaLdVwxWzYMO6JzWAC6Lripc/3lrLHmTcLuYy3rGYQBuFJRzycDPjMlMhZSZ4uNsTbpAG1CdghpRF37lVnGDRymiUguoeADsW6PWkpxTyoINsQa5NLeLK6nSs+7jv66wOap+Lk0HX2fsLM04elWsPr5uQ1yj1jJ/fQzrT+lnKJXXGN9wW6iUNHex4ZORofz9XM/7fqbVGk5u1amqVkN8RhHrT+t/fl9XGyZ09uXzvWIpGh9nG57s3ZL3/rjUYCaQg5XZfedCjVrLmZQ8HvnqCF/tTzR6LHjYW7FoeAhv/X6R3AakrerkZmfJV2PD+ODPyyRnN3w0xcXWgp8mR/DV/qucvd6wsbmwZk7UPHA9qarVUKvRsj02g0e+PMK0lWeJSs1/yKBxtNYZDH9duN1g0xh0xsjqmZ04nJhD8Ht7ef/PSyQ3YIzRztKMNTM6c7Owghc2608f6lOdgaPWihk4NhZmvHInwZxdUsWqE6mMX3qa9u/v4/lN59h/Ocvg569QKFjQN4A3H2vDjFVRUgkVc5WST0eFMqVrc8b9cop/BM/ne9XS3Y4dC7pTq9Ey8qeTDfobUZ8GhzZhx4LuHLiSdYdlJM75Mcmk/+symTcm/ev0V/wtJiw9zZyeLflybJgQDFWfjiRmM+bnU4zr5CvdKAUQm17A6CUnGRHelM9GPcwqqU+lVbVMX3WW0qpaNsyJNNgipE+3i3TGTURzZz4f3a7Bxk1FtZqZq6OwtzLjh4nhDWYFaTRaXt0az83CCpZN6yj0GWQUVuJobY61ueo+E8faXEVfI7ybPRdvsexYCsumdhQyBS5mFvHuH5f4bny4UCVydkklL24+x3tDgwkwkga6Vx1buPD3sz2xsVA9ZFApFRjd0Gu1Wt7ZeYkBbT3p3erh1ManfyfQwdeZR/WMbhnT6hOp2FqaMabj/Y1PlmYq5vb258PhIXrXHbySTUZBeYPTMzVqDe/uvMhzm84BCIFwQXf8b4m+wfRuYowcc5WC8xmFfDg8hJOvPcLT/QLwsLdEpVRQUllr9O7c7vibd80rf3c7FvYP5OgrfTn4Ym9mdH8YFF2nw4nZ9A3yeMhoVCgUnEnJp0eAcRNSn2LTC2jr7aD3+nMxswhfFxscjYypqTVaFmyIpdaAcQO6FMbey1nUqjVU1qjJLqmqN9m3aPdlo48JOv7P+tP1b/CNJW90zJuHrz9qjZYTybmcyyjSu2nZdymLxOxSIc4HwF/xt7maVSo8HpCaV0Z0emGDxpDuVaCnHTfyK4R5OT7O1jham3PpZsMMKkPg2epaDceTc/lwt/5GoqtZpXqv47UaLW/suFhvnbBSqWBYe2+h1qmqWvV9DVK1Gi3v77rEZ3sSHtq0l1erUT1wTtV55J1aOLNiekeOvNyHMR2bPXQOabQYdW8sVEoCPOxYNrUjL+hJPNbp6X4BnLqWJ1xfPK+3P7ml1WyNbRgDRKFQ4PSAYV6r0VKj1vLLPyn0XnzYaHX2kHbedPV3FR6D6tXKncldmrPwtzghcG77Zk68/lhrnv41tkF8HztLM4Pg/hq1Fo0WjiXlMHHZaQZ9c+yhkbpmLjasmNaRr/ZfFTIoPOyt6BXohkar+7v46NdHGfztUTZFpRvl6DjamLNuVmeu3Crm9e3xDTbhbC3NWDVd3MAZHdHs7rFe97mXVNWy81wmz/wWS+h7e5m64gybo2/ovQ6N7+zLN+Pb88Lmc2wUAILXqc4EWjQihHnrYoSg4g/K0dqcldM60quVO8N+PMFJgaYxQwrwsGPngu4421owbWVUox/PJJP+r8lk3pj0r9PXB66ydGoEs3u2lGqAulfrT6cxf30si0bIN0oBHErIYsryMzzfvxUvDQwSfpzC8momLT+DuUrJmpmdhTght4oqGL/0FJ1aOPPZqIYbN5U1auauiwZg6ZSGGzBarZZP/r5CVFo+a2d2NrqhfFA7z2Xy85FrrJ8dya6FPXC3/09KpapWbZATcvlmMS9uPs+XY8MaXCMOunGw+RtiWNDXnx6BDQcbazRaXtx8nq7+bozp2HA+DsCyY9dp5mLD8mkdcbYxv8uXsTRT0cJIK9aei7eJSSvgrSFtH/pZdGo+f8bf5L0nxEbF6mpg3x7SpsHHBeh+/y/2JbKgb8BDCSB9yi6pZNTPJ9kYdePunUkLQRN0e2wGfu62Qo1qALHphWSXVDEwWJfYeaZfIKdff4T1syJ5aWArg793UXkNx5NzGRL6MBjZ390ONwMGoVar5VBCtkGj8Xg9FeGGFJdeaPB3v5BZVO/I1E9Hkkm4XVIvd6lGrSEqtYCMggqszJW4GzFCY9ML2BGbWW8Vd7Vay8ao9HpHZqpqNEZYRlq91fO7L9yiVq1Fq4VfH2i2On+j8C7b57sG8llAZ2RcvtOS885OMT5IfEYhAC9tiRdaV9d89tSGGKENtUKhoKJGzcsNeL6iipr7OE8PqqpWw/rTaazW02R09XaJwddVq9Hy3MZz9YJ9h7VvyoErWQ0Gnupr+6pRa1lx/DrPbjx335hKRbX67rlsaabETKngifbeNHOxZkxEM3oGuhu8Nhoam1IqdImoX6ZEsP/5Xgxo62n0+upmZ8mcni359O+HzSVjsjJX8dbjbfh8T0KD4b7u9vrPy6paDVnFVcxZG82MVWfJLNRvPn44LITY9ELhCvcXHw3CTKXgUwFgNehqp7v6u/LMrw3j0XRp6aq3Wa9OGq3uWLiaVUK6nsRGWDMnvhqrMyjOC4wVToz0xUKlRHvnOa7cKuHdPy4R/sF+nt90jpi0Ar2fraudjrtyOiVfaGRLxsBxtrWgW8DD34U0Wh03rEat5WhSLu/uvEjHjw4w4qcTDxnbA4O9WDW9Ex/9dYUfDze82eteDWvflNUzOvHp3wl8tidBqE3uXpmplLw9pC1vDG7DrDXRrDuVKvU498rW0owfJoQzoXOz+v+xSSb9l8lk3pj0r9PK6Z2EeRIP6t5GqbWzOjOsvVyjFMDm6Bss2BDH56PDmNathfD6nJIqxi89jZeDJcundWzQZrlONwsrGL/0NF1auvLpyIazamrUGp7+NZaSylpWTu8kNN71y9EUdsRlsm5mpNBY19nr+by27QI/TAwn2NsRf3c7di/sSYCHHSqlAkdr84fuxtWqNSw/msITPxxjbk8/BgZ7Nfj5NBotz28+R5CnPU/1CWjwOoBlx1JIzSvjoxENBzcDxKTls/pEKl+NbU+/1p4ceakvA9p6Yq7SNeIYuttYVFHDO39c4u0hbR5KXNWoNby54yJP9wsQ4h8BfLX/Kl38XenmL2Ym7Lpwi+KKGiZG1g8Aj0rNZ8BXR7lys/i+0ZpaTcPn0TWah+vBG6rNUTcY3r7pfaaAUqmgq78rC/oaNmT3XrpNmyYO+Dawur1O13LKyCmpokvLh79cF1fWEJ9RJGQU1ik2vYBwXye9P7uYWVRv09S6U2nUqrXYWKiMjhRqNFp2X7h5pybcxuj7feVWMXZWZncBuCqF4u5YmrW56r76+bKqWvZdNn4XvKJGrG1Ko9GyeE8CdcGJbw4k3bf5+fbg1bvb8nWn0u5rFzOmvZdu32XoHE7I5kQD7wZX1qg5c2c05FhSTr1plHt14A7P5dLNYrYIcEU0Gi2VNWpScsvYFmM8uRGfUWi0OQ50G+JFu6/cfT11unSziEoj5lutRsuT62I4ec3wexXkZU8LV1v2XWpYGiKvrErviGl1rYa9l24zefmZu0ZQZY2aarUGW0sVc3q25NTrj/D1uHCe6hPA8uMpRjen9/5IgS6t19LNFpVSwdqZnejb+uEUnSHN7ulHal4ZB64YTr7o06AQL1p52vPdgYaZjPWNgteotRxLyqXP4sN6+SYuthZ8MjKUd3deEqrXtjBT8u34cDZH3eBwQsN/R4VCwScjQ8kvq+aLB5hD+hTZ0sXo9w7lnRbElTM6MdxAwcCgEC9eGNCKWWuiG5xo6xbg9tDfpsoaDdVqDX+cz2T80lP0+OwwS49ee2jszMvRig2zI9l76Taf7038f9XAGd/Jt95zuaJGg7lSeeda/PC/jWzpyqa5XVl9MpX3/7wsZb5EtnRl+1Pd2BV/k4Ub44SasB7U2E7NWDerM98eTOLNHRekWgLvlUKhYKIRPp5JJv23ymTemPSvk+gG9kHVNUodvJLNjqe6G2wNqE9arZYfDyfz4Z+XWTG9o0F2iDFlFlYw9pdTtGniwI8TxXgsmXeMm27+rnw8IrTBxk2tWsNzG89xq6iSNTM7YyfAT9kcdYMfDyWzekbnevkt9+paTilz10Xz9pC29LknseBmZ8mOp7rTv7UHj7drcvcLdHFlDUuPXqPzRwdZ9NcV1Bp4RhDS++PhZJKzS/lyTPsGvzeg4yl9cyCJ7yd0EEpAlVfX8uLm8zw/IJBWnrpaeEcbc36c1IHvJ4Tj62JjsC7+07+v0KaJA8P1mIirTlxHo9Uyu8fDFezGlHC7mG0xGbzxmBiguUat4at9iTzbP9Do8ajVall+LIUJS09TVFFDzQNfDOsbtblXR5NyKK6oFT6Hyqpq2RV/k7Edxe++7bpwi8dDxc/ZwwnZdPV31bvxOH0tjxauNsIMropqNVduldChuXzy5vir/dj7fE++Gtue5/oH8kSYN07W5ncNESsz3Zd8tUbLrvhbpOWX0aye0bZJkc258N5Arn30GOfeGcC+F3rx5ZgwlAp4e0gbnu3fiundWjA4xItwX2eDLKs6GWfeaB4ai/n74u27iRXQpQ7WnU4FdNeUfxL/YyQoFLC4gTyS5cdS7nKBajVaXt0W36CNxJHE//Af6tbllDRsfGpXvA4gq9HCW783jLcB3E0IAby2PV5vFXad4tILqc8ztbHQHQPbH6jxvdQAOGmNWsv0lVGkGmH+DA9vyu/nGmZq5ZdVY6ZnVA50n3XcjUKG/3iC7JJKQpo68tOkDsS8NYCXBgbdTaaMCG9KXmk1x5IMm0parZZqtQZzlYKQpo6sntGZgy/2pm+QB0sFQLug24g/+0ggn+0RA6YqFAreHRrMutNpDfrsGzJ2qlQqCPF2NFiuMKCtJ/3bevLqNrE2KD83W94fFsJLW86TbQDgrE82Fmb8PDmC9afT6m3I6uDrbNAIsFAp8XK0YvfCnkZHqQFm9fBjcIgXM1dHNajq3MHKnLYG0rtqje4Yzyys4Kv9V4n86CBfPHBNaeZiw4bZkWyJzuDHw8n1Pl+ddDXiDTdwHmnjUS+oycJMSUhTB1ZO72TwO05bbwe2z+/GkcRsntt0Tgru7u9ux46nupNRUMHk5WeER1TvVccWLux8ugdx6YVMXn6G/EY8lkkm/VtlMm9MMukeZRdXMu4X3WZz+1PdhAyIe6XRaHn/z8usPpnKxie7CCcbAFJzyxi75BTd/F35ckyYECMns7CCCUtP0z3AjY+GN9y40dypIL+aVcK6WZFCI0/7L2fx7h+XWDq1Y70pgHuVV1rFjFVRTOjsqzfJYWWu4pepHVk0PJQb+eW8+4euOvSr/VfJv9MG09XfFaWBL/n6dPRqDj//c42fJ3fQC9s1pJLKGhb+Fsez/QNp38ypwetAx6TxsLdilh6TZVBIEw691AcP+4eTSqdT8th57iYfDX845XOzsIJvDySxaHiIEKBZq9WyaNcVJndpLtyati0mA4VCwagOhsfFyqpqmbc+hs/3JBoc0xG5q7b6ZCqTIn2FeVN/XbhFMxcbvZBfYyooq+Zkci6PyZg3icZHpnpIjEzFZxTiamuBtx5Qc2F5NRkFFfX+jhZmSgI87BkU4sVTfQL4bkI4oT6OvDe0LdFv9WfNzM68M7QtM7q3oG+QBxkNbJoC3SbRycYCf3c7vJ2tcbOzZGJkcxb0DeC9J4L5eXIE2+Z34zE9I2j3yijzRn3/2JRGo+WzPQn3pbmqajV8fyiZ8upafjycfF8ldo1ayx/nb9a7MU7KKuHiA0ZFTklVg1qVtsTcuI/RUl2r4ZWt5+vdGGcVV5Kc8x8IbK1Gw+w10Q26i33yWu7dvw21ai3TVp41yNs5nZL30IibUqFLmzhamzOkXRPefyKYY6/25adJEXf/jUajJc1Ik5GFSjem5GJjwegIH6N/N4aGeXMyObdBplZeaTXGAi/VtRpSc8t4/Lvj3Cys4LHQJg8lt6zMVUzu0pxlx1IMPk5Ldzu6tHRh7cxI/nymB90D3FAoFCx8JJBfz6Q32ICr0/jOvtSqNWxrIMOmTkFe9kzo7Mv7f9Y/dtPE0drgNd9CpcDGQsVHw0PY/lQ3PI0kYN8dGkzi7RI2RTU87QW62vEegW68uOW8UGIjwMOOT0eF8uLmc0YBtb4uNtgaSBk3dbbm72d74e9eP2tOZ4q1xcfZmgUbGlYFPijEy2BDYZ0qazQoFOi97rZ0t2P97M4sP35dCJpsY3G/gVNebXi80MpcxeDQJhjoPsBcpSTA3Y51syLrHXlv5mLD1vndSMktZdaaKKN8H0Nys7PktzldcLWzYOTPJ40auPWpqZM1W+d3xcXWgmE/HifxtjjI3SST/s0ymTcmmXRHV27pGqUCPXV/8Jxs5BqlqmrVPLMxjn+u5rB9fjeCvRtuZNQp8XYJY345xePtmrBoeIhQMiSjoFwX7Q104yOBtVqtlrd2XiQuvZANs8WAyGdS8nh2YxxfjwujqwEujT5V1qiZvTaasGZOvPxokMF/F5tewOw1UfRZfITfztygqlZzd5NkoVLUe/ftXmUWVvDsxjjefyJY6LPRarW8ueMizV1tmNtTLOVyPCmXbTEZfCFQzw669+eN7Rd4YUArvYmy9/+8xKCQJkTqGdExpkMJ2Vy6WcRCwbRSZY2a7w4m8fyAVgbNxJScUgZ/e4zDiTlGWSgNbeVIySnlZHIekxowovWgtkRnMK5TM+FRq72XbhPc1FE4xVdaVUtUar5R86abDO/mho53o+/3uJhZTDMXa6nrVUpOGf4eOn5PZEtXJnT25Z2hwXw9rj03CiqkUoz5pdVC1457VVmjMTgq8WDb1L7Lt/XWNtfUavjxUDI7z93Uaxx+tPuK0dew5mTqQ1+Mqmo1fLX/qsGaaNAZu/8k3t+8UqPWwZTvbfDSp0MJ2Vjds1nUaOFWUSXv/lE/b+dQQvbdu+VadKnE2WuiH9qkarVaLmQUYa5SYKZUYGup4pHWHgxo60mXli6ce2cAP0zswJiOzfBxvv9zzyysoOaByE5dQqqFqw1P9fFn59PdiXm7Px+PDDXaxtjUyZoOzZ3Z3YCRsryyaoMV8HVSoDPX/jYCpp3StTlnr+cb3AR2D3Bjw+wuD/3tCmnqSDd/V6PGjz6Zq5S8NDCIr/cnNRhCW6fn+7fi0s3ieseuPOwt9bavKdAlao690pcxHeu/9jlam/PZ6HYs2n1FCJatUChYNDyE1LwylhxpeMIEdMDkkR18mL8+1mgzUvsHxkTNVQoeD/XiVmEFV27VnwSrk5lKyQ8TO5BfVs2bO+qHNPcJ8jD690mBjqu0ZmZnBoXoN/hbezmwdmZnvtl/lV/PNBzoW2fgaLRaZq2ONmrgjOnooxfiDuBhb8Fvc7s0uHmyznxRa7RMlEy8WFuo+GlSBI+09mDkzyeJSSuof5EB2ViY8ePEDozq4MOon0/Wm9QyyaT/JZnMG5NMQtcoNXbJKSZ09uXLMWFCKYZ7VVJZw4xVUWTkl7N1XlepzU98RiHjlp5iSpfmvD64tdDG80Z+OeOXnqZPKw9h4+bDXVf4JzGHDbPFWDWXbxYze61u5MnQFxl90mi0PL/pHGZKBYtHP8zjqVVr+OvCLR779hhjl5ziUEI26jvx9vulMDhO8qCqatU8tT6GQSFNHmpXqk9bYjI4eS2XL8eGCZlpRRU1vLz1PG883kaYn/LDoWRsLc2YroeVdPBKFqdT8nnjsdZCj1ldq+Gj3Vd4YUAroWQVwK9n0nGwNmeIgURKflk1j393nBv55fXGr+sD59Zp7ak0Hgv1EjomQWf6nMso1DtqVp92xd8y+Dsa0/GkXHxdbPR+zjcLK0jLKxcyN+sUm1ZAh+ZOen92IbOIEAmDuLJGzc2iCoN3r2/kS5o3ZdW42smaN/Uxb3TXZV3qJlFvPXllrYalR1P03pFWa3QckLh0/ZuK8upatsZkPDTiB6DRannfiJmy/3KWfj6LWstr2y8YbdnZFX/zofruqloN22Mz+PvCLYPratQaYtMLH/h/Wi7fKuaDPx9ujRoV0ZTXBrfhz2d6cOHdgayY3oln+gVyMbPY6Gb1alYJCnSGjUqpINLPhbceb0trL3ue7hfIcwNaEezt2OC/VbrWqfrNm/yyqocqo+tkZa4b8xvf2Zd9z/diQV/D3DI3O0tGhDdlxXExEwZg4SOBrDuVJtwe9lhIEzwcLFl9MlVonaONOS8PDOLDXZeNJq88HazuY/VYmilxs7PA1lLF0DBvocbF3q3ceaK9Ny9vFUvR2FuZ8/nodny+7yojfjwuZP688VgbrMyVvGsECN7N3/VuAsZcpeCzUe34cVIE7z4RzFMbYoWez9bSjJXTO3EsKZefjlwz+m/bNnEwmABUKsDOyoxt87vVC55v5+PEyhmd+Gj3ZXbENTyFZWOhqxGvz8Dp4ueKreX9r9NMqcDZxpyCsmouZDSsga5O9lbmrJrRiaZOVoxecpKMArHmOwCVUsFbQ9ry7COBTFlxhr+MXL/qk1Kp4Ln+rfh8dDue2xgnDVY2yaR/m0zmjUn/87q3UeqZR+QbpbJLdCNXZiolv87pIvTlqU5nUvKYtOwMT/cNYKHga6kzbvq19uCDYWKtQ1/uu8ruCzf5dU6kUF12el4501adZV5vfyZ0FktGfPL3FRJvl+htsrpyq5iunxzi+U3nuHyrmFqNrh5Un9RabYPHYj7cdRmNFt4d+nBjkzElZ5fy/h+X+Gpse72jTcb0/p+XaOVpz0TB9yfhdjHLj6fw6ajQh1IuFdVq3v3jEq8Nbi18nK0/nYZKqRD+vMqqdKMoLw8MMmheOduY89rgIJxtLe5LEuhTQ8yb4soaXT24kVpuQ9oSk8GANp5GUwD6lFdaxemUPClG1ZF6RqbCfByFOEmgM1Zj0wsJN9A01RBYsT5dzy3DxlyFh57WGq1Wy438cpo5i5s3uWVVuNqKX/vA+NjUvcmbA1eyDLboANRotFQbYCqp74y06tsE/HHuJoYqbmrUWvZdzuKMHvgrwKaoGw8ZMP9Zq+GlLfrHpyqq1ZxJ0V8tXaPWQdUNbVLjM4r0ci+qajVsjEpna8x/RmEUCgXvPRHCrB5+tGnicPccrvvvC0ZYOU2drRkV4cM349oT/+6jbHqyK5O7NOex0CYPgY0bosdDm3DpZpHRsRmA7OIq7v0YzZQKFICTjTkfDQ8l7p0BfDg85C5DzJhm9fDj93M3hUegwpo5EdnSheUC4y+g23i+Nqg1Px1JprBcLMUwtmMz7K3MjI7ceDpYUq3WoFTo3pcpXZpz7JV+vP9ECO/+canBrVV1euOxNmQWVrBGsOmni58rSgXE3SiizxdHeH17fIM4OBZmSn6c1IH9V7LYbGBkK6K5C1W1GpxszNk6rxsj74zqTujsy5B2TZizNlpoxMfL0YoV0zqx5Mg1/jCShlMqFfRq9XDphQJQKhRsfrJLg6+5nVq4sGRKBG/uuMieiw03Mu41cAyNUCmVCkZH+Nw1jVVKBa52Fux9rhcfjQxl7rpo4fPT0kzF9xM60M3fldE/n+JqltzI0rRuLfhufDgvbznPsqPGgeH16bHQJmye15UNp9N4duO5RkGRTTLp3yCTeWPS/6zUGi2Ldv0/0yh1PbeMUT+fJMjLnhXTOjY4qnqvjiRmM2N1FG8+3obZgmM56Xk642ZAW0/eF6yL/vFwMr+dTWfD7C40N1JV/aBySqqYsvIMQ9o14ak+/kKvd+2pVLbFZrJqRie9m2tnGwsszJQ05O99kKd9g1go22Mz2BV/i58nd2hw7Tno0joLf4tjcpfmer/QGdPeS7c5cDmLz0a1E/pM1Botr227wPRufnpHu74/lISHvSXjBNNDBWXVfHPgKm8NaSvEUAIdd8bX1YZ+rQ2PqCkUCqZ18+P064/w4fAQmjhaGWQHNGRsamt0BgGe9sJ8oVq1hm0xGYztJA4q3nPpNmHNnIRMTNAZHocTs+lr4P05Icm7ySiooLC82iCQuCGwYn2qG5nSd1wWVdRQUlVLMxex9wDkx6Zq1BrUGi2WBoDFtRoNKqUCrVbHupEBa4LO67h0s4ijDwBstVoty46l3Mesefg16JhgD4Jo80qriErVb8CAzoQ5fS2fHXEP1zKfSM7VW4F+79q56x4egwKMNjvVqLW8vv3C3epyQ1IpFXRt6crJa/pNKdCNgCweHcagkCb3/W0b0NaTo0k5wpspJxsLerdyZ2c96Ztbd1qQrMyVWJkrGd+pGd9NaE9NrYaBIV5C1/FAT3u6+btK1RA/0y+QtSdThUGs3QLcCPd1rjfp8aBUSgXvPxHMj4eTuVWk36T0cLBCrdES6GHPH0/34K0hbbG2UDGyQ1MCPOxYvKdhcO462VmasXh0GIv3JpJyD3+pPikUirugfbVGy7aYDLp/dohFuy7X+341cbTmu/HhvPvHJS7dfNg8DGvmyJyeLdn3XC/CHvgb8PaQtjjbWPCSIHOnrbcD308M57Vt8UQbOWcfDfa8z0i2UClp7mpDOx9HPtuTKMRs6xnoznfjw3l+03kOJza8oavOwAEMGjijInzQaHWJICdrc7bN74aHgxUjwn34ckwYz/wWJ9R6B7rj78NhIYzr1IwxS04Rk2b4fTKm/m092Ti3K0uPpfD2zotCAO8HFeztyM6ne9wt8RBpSDPJpH+bTOaNSf+TKq/WAVUPJTSuUQp0Y06jfz7JYyFN+HJMGOaCm2KAvy/cYv76WD4d1Y7xgomItLwyxi89xaPBnrw7tK2QSbDi+HWWHk1h/exIAjzqh//VqbiyhmkrzxLezIm3Hxd7zgOXs/j07wSWTe1o0CzycrTir2d70qG5s1FwoEqpoHtA/WMoV24V89bvF/l2fPhDPIf69MlfCZirFLxohMmjT7mlVbyx/QIfDg/BSw9o1pjWnUqloLya5/o/zKRJyiph5YnrLBIAUdfp24NJdGjuTG9BE6qovIYl/1zj5YFBDfqsLcyUjOnYjOOv9uOJMG8sVMqHqkrrqwrXaLSsOZXKzO4thF4rwD9Xc1ApFVJmya7zci1Tl28VU1pZq/daotXq2Cf1xez1KTa9gLbeDno3qkXlNaTnl0slb1JySmlpAFZ9I78CZxtz7AVTQnBnbErCvKm4YwAYTd6oFBxKyOZGQcMqvw2pRq3lgz8v3bfpO59RZBTKW6fbRZWsPZV23//768KtegGn1WoNb+64+BA3Z8+l20aNKLVGS0pOGZ/vSXjoZ4euZBvlStWqtUxfFfVQpfGD6h7gatQIMqTWXvY421hwyojxY0jD2jfl93OZRu/I21uZ0aaJPYuGhxL39qMsGhHKkHbetHCzrZcjpE+ze7Rk3ek0YbMporkzHZo7C8Fn6/TqoCDWnko1mhTTp44tXHi0rSef/PXw5w46Vs2uZ3rw17M9aev9n+SpQqHgo+GhbI3JEGaOdGnpyrhOzXhpy/kGM8mA+8zjarWWGrWWdafT6PLJQb7an0iJkRRQj0A3nurjz/z1sQ+1QVmaqXjz8TZ6R2bNVbrkzoXMIr4/JMbc6RPkwRuPtWHO2miDYN0eAW53jxNLMyVtvR3445kerJ7ZmaziKl7dGi9kGvVv68nno9uxYEOs0PliY6Eb9wL9Bk5rLweaOVtjb2XO1vnd7vt+Mzi0CT9N6sArW+PZEi0GpFYoFDw/oBUvDQxiyoqzHEqQY86E+jiy46lunL2eL5yUelDu9pb8OieSIE97nvjhOOduFEo/lkkm/TfLZN6Y9D+nrDuNUiWVjWuUAl1r0cRlZ5jfx5/XH2sjvJkGXXvPC5vP8/2EcJ4IM97G8qB0xs1pBoU04Z0hYibKhjNpfHPgKutmdaaNgWpMfaqsUTNnTTQeDpYsHiPGf7mQUcSzG+P4ckwYEfVwahytzdkwO5JJkb56WRKguxtWn/FWVFHD/PUxzO3VUti0OHA5i20xGXw3IVy4zenNHReIbOki/JneLKzgi31X+XhE6EMbdq1Wy5u/X2RyZPP7vrA3RMnZJfx2Np23HherBgf45eg12vk4CremqTVajifn8vW4MJZOjSC0qePd0Yf6NgdHrmZTXq1msABHqU6bo28wOsJHCA4NutHHqNR8qZapI4k59Ah003ucJGaVUF6tNjj6ZExx6TpYsT5dullEUydrqaRLSm4ZLQ3wbtLzy6V4NwC5ZdW4SDBv6jZKxpk3Cj7fkyidurlX13LK2Hf5P5Dblcevo62ve/fO61i8N/E+A+A3IyNT96qqVs2ie4DJGo2W/ZezDI6E/medhmXHrt+X7qmsURsddYI7AOOKGmatjjJ617urvxvRqQXCpoZCoWBAW0/2SYxO9W/jSVZRpdEK8p8nR/D3s70YHeFzF2StUCiYGOkrBIGtU/cAVzwdrNge+3ACqj4tfCSQ1SdTKSoXG0cK9nZkULAXX+27Kvycrw1uw8ErWQZTXSFNHfVe41q42fJ0vwDe2H5B+Fx5ZWBrCsprhCDNrb0c7gKs61RVq6GqVsMv/6TQ5eOD/PLPNYPH14K+Afi72xocLTQkF1sLlk/ryLJjKewxAqzWp8ldmjOmYzNmrI7SmxBytbPE38MOpQK6BbiycW4XHKzMcbAyZ83MTkSl5fPJ38bh5w9qaJg37z0RzJy10cQa4G7p070GzoxVDxs4P02K4M+ne+htjuzb2oPl0zry/p+XpVJnU7o0Z/HoMBZsiGNrjFh7Wp18nG3YMq8bVbUaxv5yyij4vT5Zmqn4fHQ75vZqyYSlp4VYQiaZ9G+Rybwx6X9KdY1SrTztWTtTvlEK4Pe4TJ5cF8NHI0KEx5zqtO5UKu/+cYnl0zrSv62n0NrU3DLG/XKax0Ob8PaQNkLGzbaYDD7efYVV0zvRzsepwetq1RoW/hZHtVrDT5M6CKWMMgrKmbkmiuf6t2JwAzfHKqWCd4YGMzpC/0hbRY3aKKxYo9Hy0pbztHCzZWE/sWal20WVvLz1PItGhAiNkwHsiMskJq2QRcNDhT4XrVbL279fZFCIl96UxrbYTNLzynluQCuh1wOwaPcVxndqRoBH/XyIe5VTUsXqk6m8PFAMjAy6c8TaQsWgkCb0CfLgz2d68OucLkS2dK2X/bLqRCqTI5sLw8NzS6s4nJDDmAjxkam9F2/TwddZOCkFutYfg7ybpFwi/VykQOhx6QWEP9C6UqcLmUXCNeh1SskppaW7geRNgRzvBnSQWZnkTWW1BjOlwuA1Ra3RolIo6OTnTP82Hjza1pOBwV4MDvGitac9TRytaO1lj52lCgdrM5xtzHG3t6TDnffu8VAvRnVoyqRIX2Z1b8H8Pv53Yc1arZZ9l29zbxjMxkKFraUKeyszurR0YWhYE2b18OOFAa34aETI3deZUVDO5TsGhLlSV9Fcx3tSKnStQB18nRjT0YcXHw26L0l2IbPIIIzU2lx1t9UmyMueMRE+95l0cemFRs1JC5Vu1KhWo6WwooaSSsN3vP3dbXGyMRfaUNZpQFtPDl7JEkohgK6ZZmCwFzvPiRspT4R5cy2nVBjIqlAomN2zJcuPpwi/3k4tXGjn48jKE+LpmxcfDWJX/E0Sbje8IQl0CdQF/QJ4d+cloSQMwNxeuu8kok1Z1hYqvhgTxrcHkhrMOwn0tENhABZVVauhrFrN1/uvEvnxQTZFPWy6KZUKvh7Xnss3i/nlqNjrbe3lwBdjwnhpy3nh9/e1Qa1p7WXP3HXReo2lWT38mNK1BcundrrPVPawt2LdzEh2xGXyyz9iI3FjOzbj5YFBTF95lov1mK/3qs7AUSoUDxk4bb0djJYhdPN3Y+2szizem8gSwdcL8Hi7JqyY1pH3/7gk/PvWydHanNUzdDcKR/x4Qvizuld15/GSKRG8u/MSn/6dIHx+mGTSf7PEwRwmmfRfqsOJ2TzzaxzzerdkQd8AaTAxwPJjKXxzIImlUyPoGSiW5qjTkn+u8dPhZNbM7FxvCuVBXc/VjUoNa99UuJFqd/wt3t55keVTO9JRYFxMq9Xy1u8XuZ5bxpZ5XbGxaPjlo6hC18I1KNiL2T3F4LNx6QX8HneLt4e05buDSZRV1d6F3XraW+JmBNi75Og1Lt8sZvfCHkIJIbVGy7Mb43ikjacwC+lmYQXv/nGJr8e2F05E7L5wi3M3CjnwQu+HflZYXs3Hf13h4xEh2Akylf65mkNsWgFfjW0vtA50TKTuAW7C3Bm1RsvP/1zjqT7+920yO/u5sHFuF6N3WJOzSzhzPV/q9e6IzSSiubNwsxfoWqZkQMUFZdWcu1HIT5M66P35cUneTWWNmks3iw0mb2R5N1qtbhSnpZuhpqlyfCR4NwB5pdVSsHZjsGLQjQCZqZQsGh760M+WHU3hXEYhP058+P3PLqmk80cH+WZ8uEFjSKFQ8PezvdBqtTjbWOBgbY5KqWD96TQOXMli9YzOBl9XZY2GTi2caeJkTUs3W5o529DMxYbFexMYEd6UiZHNDa7952qOLlGkUKBQgI+zNUFe9uy9lMXHI0Po7OeKt6OV3uv7yeTcu9dBpUJ3R7qyRo1CAZF+rnRp6UK4rzNhPk442hg3ShUKBd383TiZnCecruvs50JljZr4zCLha8Sw8Ka8svU8rw1uI5SSs7cyZ1h7b36LSifU5+HjwZiGhjXhsz0JHLmaTb/WYjdMFj4SyJy10czq6ScEHm/mYsPESF8W70lkxZ0ERUM1q4cfm6JusDEqnUlGjqUHZa5S8smoUCYtO8NjoU30pjIMKaK5M9O6teCFzefY8VT3em/StPK0vzv2aEiVtRpq1Fp+OZrCWD0V5k42Fvw8uQPjfjlNmI+TUCvfoBAvEm4XM2dtNDsX9Gjw390602j80tO8sjWeb8a1v+97gjGofws3W1bP6MyEpadxtbNkdIRPg1/vtG4tKK9WM3XlWTbN7UJgA4DboDNwVkzvyKzV0cxYFcWqGZ0a/D2sg68zv87pwtSVZymvVvN8f7FCjG4Bbvw2twvTV50lr6ya1wa1Fk6aW5gpWTy6Hd8fSmbMklP8NKmD9Pdn0LWk7VjQnTlroknKKuGb8e2lRn1NMum/TabkjUn/E1p3KpUFG2L5eGQoT/eTb5TSaLR8/NcVfj5yjd/mdJH6w6PVavlibyJLj6bw65wuwsZNSk4p4345xXAJ4+bA5Sxe2nKeHyd2oJvgZvKLfYkcS8pl7azOQoml6loN89fH0MzFRpjJc7uokifXxfDSwCBm9fBjz3M98XOzvcuXiGxp+AveieRcvj+YzJLJEcIJqx8PJ5NTWsX7TwQLrdNqtby6LZ5BwV7CSarC8mre++My7wxtqxfi/NmeRMJ8HBkY7CX0uLVqDYt2XebZ/q2EzaSMgnJ+O5vOi4+KJ33+vniL6loNw8P1m1/GjoM1J9MY0q4J7nqakIxJq9WyOfoGYzs1/It0nbKKK4lJK2BwqNj7C3A0KYcgT3s89bAZqmp1bUI9AsXNm4uZRTjZmOPjrN9IkW2ayimpoqSq1uCGLj2/HF+JsSmtVktemRywuLJGjZWFYfPm3rapB6VQYNAMrIOZ1zc+4udmS0t3O5xtLe4aCc42FhTUMyYT4GHHlnnd+G58OM/1b8WoCB86+7ng7253F7hrSE+EefPjxA7se6EXCR8O4sjLffllSkd8XWzwsLeiqZO1wfOkbtwoyNOeyV2a8+moUDbP6wrAiukdebZ/K3q1cq/XuKlTN39XTkhwb8xVSvq29mD/ZbGxFYDu/q6oNVrOXBdn5kzo7MvOuExKBRkalmYqpndrwfJj4gmaLi1dadPEgTUnUoXXPt03gDPX8w22lRmSpZmKtx9vyxd7E4Vbqzr4OjOmow9vbL8g3Pbz/IBAqms1/Hi4fp6Mh73lQ2NTD8pcpeCJ9t7seqaHwWO6nY8Tbw1pwzO/xTWosepeLewXSIi3Iws2xArBhK3MVSyf1pG4GwV8tV9stC2kqSO/TIng7d8vcvCK2Ojg/D7+TI70ZdLyM/W2rt2rOgNHXwKnIa9309wubDybzsd/XRE+JkKaOrJ1Xjf+vniLl7aeF3qf66RQKFj4SCAfDAtm7toYvUksEfm727Hjqe5UqzWM/Omk0Htpkkn/rTKZNyb9q6XWaPlw12W+PpDE2pmdhfkj96q6VsMLm8+x5+Jtts3vRqiP+KZJc6emdmtMBpuf7Cq88bqWU8r4pacZ2cGH1wSNm2NJOSzcGMfX48IMNuIY0srj1/n1TDprZnamiWPD78hrtVpe2x5PcWUN308IF2o4qqxRM3ddNL1bud8dNWjiaM0fT/egT5DONOuix7xRa7R8fyiJqSvO8O7QtsKfU3RqPj8fucb3E8KFW8PWn04jJaeMdwSryAE+/usKIU0d9B6jMWkF/B6XyftPhAgbj7+dTadWo2VKl4bfta3TdweTGBTiRWsvsdEcrVbLj4evMbdXS2GAd1FFDdtiM5jRTbwe/NyNQm4XVTIoWDw98/eFW0Q0dxauggc4nJBN39b6jdy49ELsrMwIauDd1XsVm15AuK+z3s+8uLKG1Dw5WPG1nDKaOlnf5Yg8qIyCCqmxqbJqNdW1GtwkqsIratRGN4B1bVP6pFQoMMS/rjN6qyQ4Oc625sINQ3XycbYmox6wcgs3Wx4LbYK/u91918ZWnnYk3jY+svLT5A5c+WAQe5/vxQfDQhjWvikdmzvjZmcpPE4E0D3AjfiMIqNwWUPq38aT/RLcGzOVkiHtvNkZJw4fDm3qKA0untjZl7j0Qr0NR/Xp2UcCWX78uvD75GpnyZO9WvLpngThTfMjbTxo5+PE14LmAsDLA4O4nlvGNkHOj6WZiq/GtmfJP9fqHe9RKBQGR4tVSgXW5rrH+npc+3qTIhM7+9Ir0I2nf40TMgeUSgVfjAmjoLyaRbsuN3gdgJudJaumd2LtqVQ2C4J9uwW48cWdVifRVqbnB7RiaJg3E5edEQJaN8bACfS0Z8u8rvx14TZv/X5ReHywhZst2+Z148qtEp5cF0NFtVxt94hwH1ZO78RHu6/wxd7ERlWJO9qYs2p6J3q1cmfYjyc4mSxuQptk0n+TTOaNSf9alVfX8uS6GA4nZrPjqW5CI0IPqqyqlllrokjKLmXr/K5SkGO1RmdkHEzIYsu8rkLtTgDJ2TrjZnSED68OaljrT53OpOQxb10Mn4wMZZAgAPb3uEy+2n+V1TM6C7/mbw8mcSYln5XTOgkZIVqtlle2xmOuUrJoxP2GhbWFiiWTI/huQjhDwv7zu1TXatgUlU63Tw/y5R04pGhzV1F5Dc9uPMcrg4L0VnQbU2puGZ/8ncDi0e2Eo7snr+WyO/4Wi4Y/bM7UqjW89ftFFvT1Fx4FKqqo4av9V3nzsTbCvJVrOaX8fu4mz/cXT90cScwhp6SScRJV3Vuib9CmiYOUObo5+gZD23sbNCWMafeFWwyRMHfVGi3/XM0xWKF+PEk3MiWT9otNKzTIu7mUWUwTRyujY4OGlJJrmHej0WjJLKiQAhbnlVZhplTgYC0+kV3f2FR9yRuNgS//dS1nVbXimwxd8kbOvGnqbE1GQf3tVfrUytOepGzj5o2Vueqhc1qhUNC+mZNUC4u3kzW+LjacvS5eC9w7yJ3ruWWkN6Ct60E90d6bvy7eEv58GgMudra1YHSEDysk0jfd/F0J9LB7qHGsIZrV048b+RXsvSRmdCkUCt4Z2paNUTeEWSH2Vua8PyyYRbsvk1dP69iDCmnqyLze/ryw+Vy9n0+wHoC+UgE25ir2Pd+LoQ28tioUCj4aEUpRRQ2L94rVndtamrFsakf+OH+TjWfFjosAD/u7DJUTgpv/x9s14fXBrZm5OrrBnCDQ/a5vPd6G3kHuTF5+huyShqeNGmPgNHe1ZfO8rpy8lsdLW84LV3h7OFix6ckulFbVMnnFGeFEWJ26+ruy/alu/H4uk+c21X+MGZOZSsnbQ9ryxuA2zFoTLQVnNsmk/xaZzBuT/pXKKq5k7C+nKK2qYcf87sLA2XuVW1rFhGWn0Wi1bJzbRerOfHWthoUb44hNL2TLk92EN0bJ2SVMWHaasR19GlzXXKe49AJmrYnmnaFthfkthxOzeX37BX6e3IEwQZ7B1pgMVhy/zqoZnfRWfRrTz/9cIzo1nyWTI+6OPdwrhULBE2HeOFiZU1mjZvWJ63T55CDv7rxEVrHuC2p3wTGVupGn1l72TO/WQmitWqPlxS3nGduxmfA4WmWNmje2X+DFR4P01pivPplKVa2aOb3EodjfH0yirbcDj7QRS1oBfL3/KqM6+EgZlT8dSWZmDz+DzUGGpNZoWXsqTfj9B51Z++f5W4zrKG4Y3SqqIC69kMEh4iNT524UogXaN9M//nhcsiJcq9USm15gkHcjOzIFkJJTdhfW+6CySiqp0Who6iTOvMkrq8bZ1kLKqKqqx7zJK6s2WDOrVCgMNjYplQosVEqphioXWwtKKmulxgN8nG3qTd4YUitP+3qTN4bU3lfOvAHdZupEsvgIk4OVOV1aurJfcHQEILyZE842FhxOyBFeO6x9UylwMcDMHn7sunCL2/WMtj2ourGP5cdShGuPbSzMeK5/IJ/vTRDeMPu72zGtWwve/+OycEphYLAXkX4u9zWdNVQL+gZgYabkmwNJRv9d2yb3N06ZKRXM7O6HraWKw4nZQs9pbaHi58kd+O1MOnsu3hJa28zFhp8mRfD+n5cNtnQZUjd/Nz4cHsK89TEkCZgwAFO6tmBa1+ZMW3mWmwIpGoVCwaJhIbRv5sSU5WeFkn6NMXCaOlmz6ckuXLpZzMKNccLXRwcrc9bO7IyrrQVjfznFrSK5a12Ahz07nupOam4ZU1aclTaC6jS2UzPWzurMNweSeHPHBalrt0km/V+Xybwx6V+npKwShv94gtZeDqydGdngmX99Ss8rZ/TPJ/F1sWHl9E5SMLTKGjXz1seQmlvGprldhJtskrJKGL/0DOM6NuOlR8WMm4uZRUxbeZaXBwYxrpNYCiUmrYCnN8SyeEw7YbbPyeRc3v79IksmR9BKcFzkwOUsfjiUzNKpHY0yT0oqa/jpcDKdPjrAp38nkF9WTeWdLyDmKgVdW4ptmDecSSfuRgGLx4QJbz6XHk2hoKyaVweJNzJ9dzAJRxsLpj1gWGi1Wn46nMRHu6/w4bBgvSaWMV3PLWPd6TTeelyMMwS6Cur9l7NY+EiA0DqAs9fzSbhdwmSJMa3DCdlU12oYJGGi/H3hNk2drGknkdj568JtIlu6SKVYjiRm07uVu96RnqKKGi5kFknBim8WVZJXVm3w95GFFUM9TVP5FTRxsJJqxsovrZZqmgJd8sbSgHmTcLuYkspafjVwN11phHkDOlCmzNiU052/HYWC9dCgG5u6XVwpZRq18rQnKatUapRANnkD0N3fjZMS3BvQtU7JcG8UCgXD2nvzx3nx1ik7SzOGtfc2eFwYk5+bLb1bubNG4g59z0A3mrvasu60ePpmXKdmaLWwRaJ2+Zl+ASRll/K3YC02wPtPhLD/chbHksRMMnOVki/HtGf1iVSjbWQBHnZotbqkm4utBRtmR/LWkLZ8Mz6cT/5KEE4MtXS34/PR7Xh5SzzXc8U4Jl39XXnjsdbMXx8jNI4EMDrChxnd/Zi+KkooCQO6Mag+QR5MWXFGyIRRKhUsHt0OPzdbpq48S7HASN69LVTTBQ0cD3srNs7two38Cp400LhlTFbmKn6a1IHwZs6M/vkUydmlQuvr5G5vyca5XXGyNmfkzyelEnz3qlMLF/54pgex6YUs/C2uUY9lkkn/F2Uyb0z612ne+hgmRfqyeHQ7qQ1InS5mFjHy55P0be3Bd+PDhTfPoBu3mrEqiuKKGn6b20W4heVqli5xMzHSlxcfbSW0CU/KKmHqyrM81TfgIWOgIc87a00Urw1uzZB2YqMkV7NKeHJ9DB8ODxFOHFzNKuH5TedYPDrMYKqgoKyaL/Ym0vmjg3x3MImSytq7pk2dVEqF0MY28XYJH+2+wtfjxBuiEm4X893BJL4cGyY8rnP5ZjErT1zn05Gh923+b+SXM2n5GT7fexUt0D1AHIz9yV9XGBXhQ5sm4lXSX+67yqTI5kJ8ozr9eDiZaV1bCLWx1Gn1yVSmdG0uzMkB3efZTyQAAJ7+SURBVMjUmI4+UqmPXfE3eTxUjodlrCL81LU8/NxsparHY9MKaNPE3iAj4mJjzJtcw01T6fnl+EiMTAHklVXhaidp3lRrDCZvPv5Llxg4kZynF1CrUCgMjk2BjnsjY6JYmqmwtVBJjU552FthplQIJzsAWrrbUlZdWy/wWJ/a+Thxu7iSLEHgK+g2vVezSsgVHK8BHfcmOrVA6s75sPbeHLiSLbRprdOEzr78cU4cXAwwu4cfG06nCSdoFAoFzz4SyLKjKUKbZdCZIS8PDOLr/VeFeSH2Vua8Nrg1H+2+IrzWy9GKVwYF8eaOi8Jrg7zsWfhIIC9tPm9wbZCXPVW1GroHunLoxd53ywS6tHRlTk8/nvk1Tvh5B4c2YVynZsxfL85WmdylOQPaejF3bbTw2uf7B9LZz4U5a8TWKhQKFg0PIdDDnhmrxYwUM5WS7yaE42pnwUxBE8baQsXK6Z1QSRg4zrYWbJgTSUllLTNXRwmfC2YqJZ+OCmV4uDdjlpyUNo51aasI+rTyYMRPJ4gzYhQ2RE2drNk2v+tdA94kk/5NMpk3Jv3r9Org1o1qlAJdcmTC0tPM6uHHO0PaClcigo6fMnnFGVRKBWtndRbezCbeLmHC0tNMimzOCwPEjJvruWVMXH6GKV2aM6+3v9DzZhSUM3XFWaZ1bcGUri2E1maXVDJjVRQzuvsJVWeCzpSZvSaaGT389NY1V1Sr+eDPS0R+cpBlx1KoqFE/ZNrUqbJGQ0jThpkWFdVqnv41ltk9/YRrcqtrNTy/6TyzevgRbmC8xZDUGi2vb49nZne/uwZLjVrDT4eT6fflEU7faSWRae45eS2XU9fyeGGAOK8mJk3XiLKgr9hxAzpD4ez1fGbcAUyLKCmrhKjUfMZLcHJSc8uISy9khIFmK2PKKCjnQkaRVNonq7iShNsl9G6l31w7IVkRDndgxQZGsUoqa7ieVyY1NlVVq+ZGfrmR5E25FKwYuNM0JZ5eAsPMm3M3Cu+O8mjRsl4Pa0ShAGMZFV3yRo6n4GxrQb4EtFilVODtJMe9sTJX0cLNVoifUSc7SzNaedgTl14ovNbF1oLWXg6cuiY+OuXtZE3rJvbCIzKgG50I9LBjj0SipJ2PE37utvxxThxc3NnPheautmyVSMH0CXKnqbO1FHNncIgXTZysWXlCnLkzMrwp7vaW/PzPNeG1kyKb42pnwXeHjI9A6dPcXi1xtDE3yKFp4mjNgRd6s3Jap4faHRc+EoiDtTmLdouBhEH3fc7eyoy3fr8olERTKBS8/0QwNhYqXt56Xnjtp6NCsTJX8dymONQCUF+VUsE349tjaabkKcHmKwszJUsmR2CmUjB3bYxQEuZBA0fEhHGwMmftrM4oFQqmrDhDUYWYiapQKHh5YGue6RfI5OVnOHpVfAQSdO/dO0Pb8nS/ACYtPyM8MvegbCzM+Gh4aKMewyST/i/KZN6Y9K/To23FN2H3alf8TWatiebdJ4KZ38dfygTKLa1i/LLTuNlZsnxax3obFh5Uwu1iJiw7zZSuzXlecAOeUVDOpGWnGRnelOf6BwqtzSutYurKs/Rv6yG8try6llmro4n0c+F5wbU1ag1PbYilTRN7nntE/9rMwgrWn06nplZT7wiEm51Fg+vBP9h1GUdrc5418LzG9N3BJBTovpyKavXJVIora++ujUnLp/+X//DtwSRq1Nq7DA8PwbpsXcPaFZ7uFyA8BqTVavl8TyIze/gJp8RAx7oZ37mZ1NrVJ1N5Isxbau2WmBs80sZDau3fF27T1d9VyiQ7kphNmI+j3mp30PFuZM2buPRCOjR30vuzSzeL8bS3Eq5SB0jLK8fSTIWXAQ7VjYJymrmIJ66gcWNTlQbapj7a/R/GR41ay09Hkh/a1CgVCqMbLEszJVU1cuwDZxsL6cappk7W3JCFFnvYS5k30LjRqW7+rtKjU7KtUwDD2zeVMmBAl775TWJ0SqFQMLunHytPXBfaoNetXdgvkCX/pAiPmygUCl4b1JolR64JH1tKpYL3nghm2dEUbuSLHVsqpYJPRoay6sR1Lt8UG2NSKRV8OSaMjVHpd28sPKgADzu935fMVEq+GdeeP87fFDbozFVKfpjYgX+uZrMxSqwJysJMyc+TI4hNK+CnI2Jml6WZil+mRJCUVconf4mxgqzMVSyb1pGs4ipe3Rov1Oikqy7vRFl1rXDteZ2BY6ZUMEMwRWNjYcbyaR1xtrFg4rLTUob1zB5+fDQihCfXxbDznPgYZJ1mdPfjm3HteXHzeZYfS2lUE5XMjVeTTPq/LpN5Y5JJ92j1ieu8ujWenyZ1EE6O1OlWUQVjfzlFK087fprUQRjaeuVWMROXnWF6txY8J9j0k1VcycRlZ+jf1lO4Sry0qpYZq6No4+UgXEmt1mhZ+FscdpZmfDqqnbDh9eGuyxSUV/PV2PYG/9gGeNixa2EPmjha3W2QMaR2Pk4Net7d8bfYHX+Tb8a3F6oxBx0IesXx63w1Lkx4PC+joJyv9iXy8YhQqmo0vLTlPON+OU16fvlDxpToBn1L9A3KqmqZLpF+OZ6cS8LtEmb3FIcjJ2eXcuBKNnMk1haV17A9NlN4vA90x97WmAzGSoCKQWfWDtGT9GqIDicYbpnKLKzgRn45XfwfrrOvT5U1ai7dLDKYvNHBisXH4UDHu/FzszV4nmXkV+ArPTbVOPPmwbHD0yl5xKUX3gcjrq7VPNQkU9/3c0szFVWS4EpnWwsKJJg3oOPeZEpDi+24miXHkNBBi+XGDroHuElBi0HHvfknMUcq5TQ0zJvTKXlkS4x7NQZc/FhoE6prNVKm0yNtPPCwt5Qyjrr6uxLRwpkfDycLr23fzIkh7ZrcHScUUWsvB2Z29+P1HReEDauW7na8PDCIl7acFx5Ta+ZiwycjQ3l1W7wQ0BfA08GK7yaE88Gfl+utLX9QbnaWLJvWkZ8OJ3NA8DN2srFg1YxObI/LFG4vcrAyZ83MTkSl5fPpngShtXaWZqye3plbRZU8t+mc0OdkbaFixTQ5A8fKXMWSKRG0cLNl3C+npM/FJVMieGP7BVZJJMvq9GiwF7/O6cKSf1J4749LwseqSSb9m2Uyb0wyibrEQQLfHkxi/exI+hrYkNWntLwyxiw5RaSfK1+NbS/M7rh8s5iJy04zs3sL4TRHbmkVE5edJtLPhfeGBgsZKFW1auati8HeyoyvxoXpha8aklar5f0/L5GWV86SKRHCRsaGM2nsir/Fsqkd660Tb+Vpz97ne9E90NXg81iYKenYov4Rphv55by+PZ7PRrXT2/JkTBXVal7cfJ6FjwTS2ktsE63Vannr94s8HtqE20UV9Pj8EH+cy6RWo9U7+uEtwJ0pqazhi31XeeOx1sKMJq1Wyxd7E3myd0scrcXnxJf8c40R7ZviLdFStDn6BqFNHaXGgI7eAXD2FGwXA90xcPlWsVRar7pWw/HkXPoY4N0cT8oh3NcJu3qOaX26dLMIeytzmhuohm9M09S1nDKDI1OgY97I1ITDHfNGIv0EunPqXqNbq9Xy4a7LD31pr6zV8N2h5PsYNvUxbywakbxxsTGXrgv3cbYhQ3CjWqdWXo1L3lzIKJLa8HT2c+HmHeNRVG2bOOBkYyE1duXlaKUDjZ4XT980BlxsrlIyvVsLVhxPEV5b1zy15J9rwukbgFcGtmbd6TSp0bpXBrXmeFKucK016JKiheXVrJcALk/r2gIfZ2sp42hIO28GBnsKGxKga4J6ul8A89bHUCRopgZ7O/LZ6HY8v+mccItUc1dblk2N4JO/EziUIGb+eNhbsXZmJNtiMlh6VCz542hjzrpZnUm8XcKr28TSO/cZOIIjVOYqJd+NDyesmRNjfjkldWz2buXOhjld+O5gEov3JkgnZ8KaObHjqW6cuJbHk+uihflSJpn0b5XJvDHpf161ag2vbI1n57mbbJ3fTZhdUqerWSWMWXKKwSFefDwiRMgAAd2GbeLy08zu2ZKn+4kZN4Xl1UxefoZgb0c+HdVOKCqq1mh5cfN5iitr+GVKR+FN/4rj1/nrwm1WTu8kvOk/nZLHol1XWDI5osEbRnsrc1ZO68RcAwkPpYJ6Qa41ag3PboxjSJg3g0PFUxef7UnA2daCuRL13X+cv8n5G0VczS7l1W0XKKmspVqt/8uNmVKBp0PDN8M/HbmGv7stA4PFzYh9l7PILKyUqunOKCjnj/M3mddHnJOj1mhZcypVKikEuqTRqA4+wskpgF3xt+ge4GZw7MmYolPzsbFQEeyt37w7liRXEQ4Qm1ZIB18ngwZs45qmDNeEV9WqySqplGfelFZJjZ8BVNbez7w5cjWHq1kleg3N8qpadsT9h1OiVCjQGPFmLBvBvHFq5NhUY+rCk7JKhTZt967VAknZ4uaPraUZ7Zs5SY1OKRQK+rfxkB+dCveWMm8AJnZuLg0uHt/Zl8s3i6VGzR5t64mzjQVbosVGegDaejvweGgTvtp/VXitu70lz/YP5P0/LwnXjluZq/h4RCiL9yYKp2B0zUhh/HHuJv9IsE3eeyKY3NIqfpJIHM3v7U+Qpz0vbD4nfF4MaefNtG4tmLM2Wtj8iWjuwuej27Hwt3PCyR8/N1tWz+jM9weT2SbIVnK1s2TD7EiiUvN5789LQiZInYFjbiZu4KiUCj4f1Y5ege6MXXJKuO0LdAbylnnd+D3uJq9vvyB8jNapmYsN2+Z1o7SqlnG/nJZKA5lk0r9NJvPGpP9pVVSrmbsuhguZRWx/qpvBTU19upBRxLhfTjEx0pc3HmsjPDZ0MbOIScvPMLdXSxb0FatnLq6sYerKszR3teHLsXKpmcs3i1k1vZNwSmDPxVt8vf8qK6d3FL5bfyO/nPnrY3hnaFs6+7kIra3VaDmdkkfPQDccrMwwu+d3rqzREOJtfGP7zYGrlFbV8s6QtkLPCzqY9ZboG3w5Ruy9Bh2U+YM/L9Mr0I1zNwqprucLjblKgVsDx6Zu5Jez6sR13h4iXg2u1mj5cl8iz/QLEOYzASw7msKjbT3xczOc6DCkg1eyUGu0PNrWU3htXmkVBy5nS49M7b5wk8clzDuAw4m6lil977VGo+XktTx53s2NAoMmcmlVLSm5ZY1omjJcE55ZUIG5SinMWapTflk1bo1om6pL3mi1WhbtukyNAVOzslbD1weS7t69Vyow3jZlLlcVDjqIb7508kZ+bKqFqy21Go1w1TH8p21PBloM0K1Ro1NeHLiSJWU6DQppQsKtElJyxMfFQn0cpcHFjtbmjO3UjGXHxNM3SqWCZ/oF8tORa1IG4fMDWrE7/hZXbokxaACmdm2BWqOVStB0D3Dj0WBP3tkpZgqAbkP95uNteHVrvDDc1sbCjO/Gh/PTkWvEpOULrVUqFXw1tj1Xs0ukgM0vDGhFgIc9T/8WK2wmDGnnzVN9/Zm1JopbRWLnZKiPI0umRPDW7xc5nCAG9PZ0sGLD7EgOXM7i0z1iKRZrCxXLp8oZOEqlgg+GBTM0zJuxv5ySSgEGeNixdX5XYtMLeGpDrFQ6DXQppLUzIwn0sGPETyelE4kmmfRvkcm8Mel/VgVl1UxcfprSqlo2PdkVTwMAz/oUlZrPxOWnWdA3gOf6i7VCwX+Mm3m9/Xmqj5hxU15dy8xVUbjYWvDdhHDhMa1vDyax99Jt1s7qLDzuEJdewAubz/Pt+PAGM2bqVFpVy5y10TwR5s2Ezr5CawE+/TuB0qpalk7pyP4XetOmiQOWd8aoXG0tjCYpTibnsupEKj9MFOcRFVfW8PLWeF4b3JoWEkbFot1XCPd14utxYfwyJQIXW4u7r1ufFAoFrg1s7/n07wSGtvOWGqf58/xNyqrUjO8sboLklFSxKfoG8yVSNwCrTujqwWWSM7+fu0l7XyepzyI1t4yrt0ulAeeHErLp21p/y9TlW8VU12oIa+Yk9di65I1+8+ZSZhGuNuZ4SFyvtFqt0eTNjYIKfJytpSCPWq2WvNJq+eTNPW1Tey/d5kY9pkdBWTW7L+jaSJQKBcb2NJZmKmnzxtm2EckbZ2tuF1dK3XW2MFPi52ZL4m3J0SlfJ85Jmjfd/V05eS1PatwhsqUL5dVqLggmFEBnovRt7c5OSXDxxM7N+fWsuJEBMKObH/svZUmNiQwO8cLO0kyqtaqZiw2TuzTnM0EuCuiOkXeHBvPV/qvkSdS7v/V4W2LS8tl7Sbzla3ynZgR52fPBn+INUiFNHXnx0VYs/O2csPnjaGPOz5Mi+OFQsvDImFKp4OtxYdwuquSTv8Xf7/m9/ekb5MGMVVGUCNbadw9wY/GYdjz9ayyxgjXYPs42rJ8dybaYTL4/JJZYaoyBo1AoeG1wayZHNmfcL6ekmFJNHK3Z/GRXcu+UYYh+3nWyMFPy5dgwRkf4MOrnk1LjgiaZ9G+Rybwx6X9SmYUVjF5yEi8HK9bO7CzF+AA4lpTD9JVneX1wGynI64UMnXGzoK+/cKV3ZY2a2WuiMVfp6iVFx53WnUpl1YlU1s2KFGa+pOWVMXtNNK8MDKK/YGJCo9HywqZzuNpZ8LZE8mVX/E02R99gyeQIrC1UeDpYsf2pbncrpkN9DJsXeaVVPLfpHG8+3oZWnvbCz/3hn5dp6W7L5C7NhdceS8ph76XbfDAsBKVSycBgL4690pdJkb73JYfulUarxbUBSYao1HyOJGbz8sAg4ddVo9bw1f6rPPtIoPAxBLDyxHW6tnQluJ60kz4l3C4mNr2A8Z3EDTytVsuW6BuNSN3comegG4424ud+el456fnlBsei1p9KJbiJvbCZCnCzsILskkraGTiOX90WT2mV3B3M/LJqiipqDCak0htRE15aVUu1WiPPvKlRY2WhQq3R8tHuK/cxbfSpqlbDl/sS0Wi0KOpJ3liolFRJ3vV1tjGXBhbXNXrdloz6B3rac1Vi9AkgvBGNU+G+zpRV1ZKULZ6AMVcp6RvkwYEr8q1TO89lShlHT7T35npOmdQm09fVhkfaeLD6RKrwWqVSwdP9Avjp8LV6j1t9WtA3gJjUAilWUK9W7nT2c+WLfforvI3JxdaCtx5vy7t/XKJY0IxQKBR8Nqod+y/flhqTm9ndjwAPO97ccUH4sw5p6si7Q9uy8Lc4bheJnVv2VuYsn9aRrTEZwmabQqHgw+EhuNtb8vSvcVLpnVcHt2bm6iiSBc/rlu52bJgdycoT11kumBBrrIHzbP9A5vfxZ+Ly00SniqWlQDd6umF2F+wszaRByHWv5fkBrXh3aDCz10RLmaUmmfRvkMm8Mel/Tgm3ixn50wm6+rtKpS/qtPfSbeaujeHjkaFMjBTffMZnFDJp+Wme7hvA3F5ixk11rYb562OoqtWwfFpH4d9hV/xNPvk7gZXTOwqbGIXl1cxYFcXw8KZM7+4ntBbg6wNXScwq4ceJHYTTFsnZJby27QJfjgm7L21hrlLy/rAQlk+N4BkDY2darZaXt8YT0dyZiRJpn/2Xs9hz6TafjxZv06qoVvPmjou8MijoPqCvraUZ7wwN5ssxYSgAC9X9j1uj1tZb963RaPngz8vM7+MvlcbYHH0DM5WCkR2aCq8tqqhh/ak04VG/Oq05mcrw9k2l0hrxGUVkFFTwWKhccmZX/C0el22ZSsymUwsX7K0eNn6uZpWwMTqD28Xid8IBYtMLaO3loBfevTMuk9Q8XSOZzIjGtZwyvBysDILBM/Lla8LzSqsxVylwsBIfu4P/JG92xd+sN3VTp/T8cg4mZOuSN0b+naW5st4RRUNysbGQBhabqZR4OVhJc2+C7nBvZNS+mTNXs0ukGDAWZko6+blI393u31a+Mrxvaw/ySqs5L2HA2Fma8UT7ptLpm9k9W7Ix6oZwqgJ0G3NLc+V9LKaGysXWgnl9/IXHYur09pA27IjLFOaxAIzs0JQADzs+l0j+eDla8d4Twby+/YJU5fkXY8I4nZLPFolN+LhOzejb2oOnfxWr0wYdhPjHiR14+/eLwikYc5WSHyd14HZRJe/+IT5yNrVrC6Z2ac6UFWeFeUNBXvasmxmpK9YQHJVrjIEDMLeXP68Mas20lWelrgvWFrrq9bbeDoxaclKKo1On0RE+LJ/Wkff/vMTX+682qkrcJJP+G2Uyb0z6n9KZlDzGLjnFpMjmfDhMHCpcpx1xGTy/6Rzfjm/PsPbim97zNwqZvPwMCx8JZI4g9LZWrWHhb3HkllazakanehuaHtTxpFxe3hLPjxM7ENFcjDVTWaNm7toYAj3teOOxNkJrQTees/pEKsundsTJRmzDXlpVy5PrYpjStTmPGgDy9m/rRUQL/b/TyhOpJN4u4dOR4uZLflk1r2+P5/0ngmki0P5Up28OXMXNzoLJkQ8ndmrVGpYeS+HZRwL5YFgINhaqu1Xoao22XobIjrhM8suqpZJflTVqvj+YzIsDgqTGltafTqONtwMdDbznxlRQVs2OuExpUPHm6BsMDWsixei5llPKtZxSBkhwdkBn3uirCL9dVMm4X04BOi6TjOLSC+nQ3Omh/381q4SXt8YDuo1PTJp4FXRKjmHeDcCNgvJG1YQ721gIn1t1qqhRY2WuxN7SjD5B7vQIcKNrS1c6tXC+m0IK8rSnlacd/u62NHe1wcfJmpySSpQKhdH2GkszJZWSbVPOthbkS45NgY57Iw8ttpMem/JytMLT3or4jEKp9d38XaW5N32C3LmWUyrVWGVlrmJQiBe/x2VKPffEzr7sPHdTyrSKaO5MoKcdm6LE4cMqpYJn+gXww+FkYTMBYEb3FtwqrGDPRfERpuautszq4SdlJigUCj4aHsq2mEypa8qI8KZ08HXirZ0Xhde621vy1dgw3v/jEtcEOUcKhYIPh4VQWlXLpxIjUD0C3Xh5YBBProsRTu84WJmzckYn9l3OkuIkPT+gFX2CPJi28iyFgsZwqI8jq6Z34pO/rrA9Vsz0aqyBM6VLc94fFsKctdHCzVugM76+GB3G4JAmjP75pJTZWKfuAW5sm9+NrTEZvLj5vFTizSST/ltlMm9M+p/Rnou3mbE6itcfa8PCRwKlNxnrT6fx1o6LLJ3S0aCJYExx6QVMXnGGZ/u3Et5wqzVaXtpynuu5Zayd2RkHPXf+jen8jULmrY/hoxEhwnXoGo0uuVKt1vDNuHBh4+tCRhGvbovn2wntCRRM+2i1Wl7dFo+ngxUvDmgltBZ0XKEv9iby3YT2wmMyWq2WN3dcIKK5MyPCxY26i5lFrDmVarAFbN3pNCqq1czv68/4zr4cf7Ufj4U2QanQgViNjfSVV9fy+d4EXh3cWipBtv50Gi62FgwOET+OK6rVrDh+XTp1syn6Bu2bOdGmiVjVet1z/3HuJmMkR6b+ir9F71buepMzDXnuU9fyHqoIL6msYcKy03dn+rOKK6U2cbHpBYQ3u593U1JZw/SVZ6m5p1Lpn0TxppeUXOM14TfyK6THpvIbURMOuvfV2lxFvzaerJ7RmfWzI/ltbhe2zOvG2pmdAdixoBv7nu/NwRf78M/LfTn2aj8mRjZHqcB48sZMJf3l3tnGgpLKWqnPEnTcG1locStPe5JzSqUqv0HX+CI7OtXd340zKXlSvB4HK3O6tHRln3TrVFN2xd+Seu5QH0f83e3YeU7O/JndoyWrTqRKPffQdt6oFAopZo+NhRnP9W/F4r2JUsfaU30CyCyokHruFm62PN0vgDe2XxA+TxQKBR+NCOXUtTx2xYs/d69W7kyM9GXhb3HCaUJrCxVLJkewOfoGf93hX4loRvcW9GnlzpProoVhuk2drFk5rRPfHkjib8HnVigULBoeQkt3W2aujqKiWuy5O7ZwYenUjrz1+0Xh564zcCzMlExfdVbYwBkd4cPi0WEs2BDH7njx91ypVPDGY22Y26slE5aebhS7ppWnPTsWdCMpu5RpK88Kt4iZZNJ/q0zmjUn/E9pwJo0XNp/jm3HtpQC5dVp69Bqf7UlgzczO9AgUb5KJTS9g6sqzvDCgFbN6iI0c1ZkI8RlFrJ8dKVxvfC2nlBmro3iufyAjO/gIrQX4cn8i524UsHxaR6wtxIyC7JJK5q6LZuEjgfRrLZ52WHkilZjUAr6bEC6cECmtquWZ3+J4qo+/cNIIYOe5m5y9ns/HI0KFDb9atYbXtsczt2dLveNpWcWVfLXvKh8OD7nLm3GxteCb8e3Z9GTXek3GJf+k0NTJmqES4z+lVbX8dOQaLw8MkgLUboxKp4mjFb0kzoNatYZ1p9KY3k187A5gz6VbeDpaES4JBN4Vf4shkiNTp1Jy8XCwxP8eE6S6VsOMVVFkFpRz7z5btBWjqlbNpcxiOjT/j3mj1Wp5duM5ckur70J51Rqt1MY4JaeUlm6GG/VuFJQLt8bVKa+0CldJWDHoGDbWBgzIuhSTIcNYoVAYTRxYNKoqXGfwFUpuDHycbaQguKBLVICOMSaj8EZAi9t6O6BUKqTAwwD923iy/7J4igSgS0tXlAo4KcGAAZjQ2ZffzqZLrR0Y7IlCAXskIL5mKiUL+gbww6EkKfNnbEfd3+XNErXjtpZmvP5Yaz75+4rwhhxg7p0EsEySxN3ekkXDQ3j794tkl4jzTF4e2BqlQsHiPeLcnhZutiweHcarW+Ol0juLRugS2K9vF2fvhPo48s34cF7ccp44wfErlVLBt+N132cWSIx+dQ9w4/sJ4byw+bxwg5W1hYplUztiaaaSMnAeb9eEHyeF8/LW88L153V6src/7z6hY9fImEB18rC3YtOTXbC1VDFqyUmptJ9JJv23yWTemPSvllar5ev9V/l8TyJrZnaWSsrUPc5X+xJZ8k8Kv83pIjUmEpNWwLQVZ3np0SBmCLJidJXelzlxLZcNcyJxF6zyvV1UydQVZxnXqZnUeM1vZ9NZfzqdVdM718tgeVBVtWrmrYsh0s+FJwVHxEAH4/1ibyI/Tuog/NwA7+y8iKeDJU9JJERuF1Xyzs6LfDwyVCpVsPLEdcqr1Qaf+4Ndl+nb2kMv+LZTCxee6284ZXSzsIJlR1N4Z2iwVIps5fHrtHSzpU+Q/sYkY6qu1bD0aAoL+gZIPXcdzLR/G7H0V502R2UwtqOP1HMnZZWQmlfGI23kRqYOJWTT756KcK1Wy/ObznEhs4jqe6qtzVVKYXDqpZvF2FmZ0cL1PwbK0qMpHE/OfYjZkppbRq5gw0xKThn+HvrNm+LKGgrLa6STN3ll1Q2CaxtSRbUaSwPmTV3yxEyp/ytLvVXhZvJV4VbmKmwtVNLcGx9na6m6b9Bt8Pzd7bgqzb3RJW9kmBAqpYKuLV2lDZT+bT2JTi0QHgupe+6hYd78LpmeqQMXy4yMmamUzOjux7Jj16Xet+HhTVFrtfwpkUIxUyl5ZVAQ3xxIorxa3IB5IsybZs42/HhYrJEIdNerT0aF8sOhZCkeyWOhTegR6M4b2y8Kv28WZkq+mxDOb2fTOZIoZkQADArxYmKkL0+tjxV+3yzNVCyZEsGpa3lSxtWAtp68PDCI2WuihY0DK3OdiXKzsILXtombR4+08WTxmHYs+DWWk4IJlgcNHNExw36tPVk2tSPv7LzIOomqetCleH6YqDOBZB8DdKm1X6Z0pLu/KyN+OsF5ybShSSb9t8hk3pj0r5Vao+WNHRfZHH2DLfO60knCcAHd5uzDXVfYFH2DTXO7SFUxx6TlM33lWV4eFMS0bi2En/+zPYnsvXSbX2d3EWauFJZXM3XlGXoEuPGKRBvRP1dz+ODPyyydEkGAgY2fIWm1Wt7YfhG1Rsuno8RZM9kllSzYEMtrg1sT0dy5/gUPaEdcBocTsqXGvLRaLa9si6d/W08GSph+6XnlfHMgiU9HttM70nT0ag5Hr+bw1hBxdhDA53sSGBTiRXuJ9ElBWTXLjqbw8sAgKQPk93OZWFuopN4XaFw9eHpeOdFp+YwIF0+PgS5106+1B3aCrCjQHROHE3LuGzn8+K8r7L+S9ZA5UFGjJkbwbmxsWgHhzZzufiZnUvJYvDdR7yiDlblKKHJeo9aQnl9OSwNNUzfyy7G3MpNq3wIaVRMOuvfLUPKmzrwxdAorFQo0RrwZSzMVVZLMG2gc98bHSZ55AxDkaUeSYIKrTqE+juSVVXNLkOlRp+4BrtJjDU2drAnysuewxGYcdK1Tey/eFh5nAR24eFh4U+n0zbhOzUjJLpViwJirlDzdN4DvDyVLjbsNDPbSjeQcvy68VqFQ8N4Twaw8cZ1UCQOmg68zYzv6SDVAAXzwRDDnMwrZHituuvm52fLeE8G8tOW8ZHonCEcbc97cIW4eedhbsXRqBN8cSJIyj2Z092NomDfTV4mP7jham7N2ZmfOXM/jUwlo9JB23nwwLIS562KISRNrgrK2ULF8ms7AmSFh4HQPcGPNzM58vieBZUfFjS/QGVDrZnXmi72JjYIPq5S6Y39+nwAmLjvNPonknEkm/bfIZN6Y9K9UZY2a+etjiErNZ9v8blK10KDbNLy27QL7Lt9my5PdhFktANGp+UxbGcUrg1sztWsL4fXfH0pma0wGG2ZHCo80VFSrmbk6ihautnw0IkR4o375ZjFPb4jl01GhRLZ0FVoLsOL4dY4n57B0qngjVq1awzO/xtHV35WpXcWruVNzy3j790t8MSYML0fxFqYNZ9JJyirh3aHBwmu1Wi1v/n6B4eFN6ez3sGlYWaPm7Z0XeXlgEB724q8tLr2AvZeyeGWQuBkHsOToNdr7Okl9pmqNliVHrjGvt78U8PvyzWLOZxTerXYX1daYG/QN8hBOn4Huc9l9Qb5lKim7lLyyKrrced/WnExl9clUg5yI6FSxzZ8OVqwzKbOLK5mzNtog+LiiRs3BKw3faKTnl6NSKmjqpN/8Tc8rx8dJ/FisU35ZlVQyrk6VNWqD45hqjRYzpcLg9UuprCd504i2KdBxb2QSJKAbm7pVVCHNrQn0tCdR0ryxsTCjlac9cZKjU90C3IhOK5AyUECXSpBtnQpp6oCno5V05XgduFimOcrO0owJkb4sPyZuoACMCPehqkbDbgkOi0Kh4LXBrVnyTwp5gsk60NVoj+zgw6Ldl4XXArw0MIiUnDK2SRgwzrYWfDoylPf+vMStInHDcnSED9383Xhx83k0gueLmUrJDxPCOZaUy4Yz4qZdOx8nPhkZyjO/xQmPXwG8PaQtfm62zFsfI8wN8nCwYt2sSLZGZwjXgIPufXt1UBDTV0UJQ4CtzBtn4HRs4cKvs7vw05FkvjkgZ75ENHdh85Nd2RiVzts7L0pfKxUKBbN6+PHl2DCe23SOVSfkzl+TTPq/LpN5Y9K/TsUVNUxdcZa8smq2zut6XzWziGrUGp7dGEd0Wj5b53XD11V8nCAqNZ/pq6J4/bHWTOkibkAsPXqNVSeus2F2JC3dxVIvNWoNT22IwVyllGLF3C6qZObqKOb18Zdq1DqSmM1X+6+ydEpHPCUqrBfvTaSgvJpPRoqzZqprNSzcGMeYjj5S4zFpeWV88tcVFo8OMwoMNqQdcZkk3i7htcGt9f78pyPXcLQ2Z5Ke9qn6pEuCXWZOr5ZSzVfZxZWsPZnGyxIpLNCBv6tqNVLwZtAZHiPCfYTbxkC3id8ak8FYSVDx1axSMgsq9DZFNUSHE7Lp7u+GlbmKvZdu8+Guy9SoDX/RTMsrE9r46mDFTtSoNcxaE015PSDLf67mNPjLckpOGX5utgb5Rp/vTeR6rjwvIK9MPnmj0WipqtVgZa7/GlWr0Ro1CnXMG8OPb2mmpErSgIC65I0c88bL0YpajVYqTQCNqwuHutEp8QQJQEs3W1xsLKQSKKDj3vyTmCPFG1IoFAwLayoF4AWdiRHgYccf5+XWT+vWgkMJ2VK8IQszJU/19ef7g0nCJgTomD+d/Vz48fA14bUALz0axNnr+VKpJ3src94fFsyi3ZelzKNH2ngyKNiLV7bGSzVfLRoRwvXcMlZIJI88HKz4YWI4H+2+IjUyN6x9UyZG+jJnbTTFgqZfHcOmpKpGip/j52bL6hmd+eZAklTd/JSuLXi6bwBTVpwRZq3da+BMXylu4IT6OLJxblfWn07n07/l6u6DvOzZNr8bJ6/lScGr79WgkCZsmB3JD4eS+Wq/OEfJJJP+r8tk3pj0r9P89TE4WJuzYXak1AYRdHeB562LISWnjE1PdpVKbpxJyWP6yrO88VgbqU36ulOpfH8omXWzIgnyEkv8aDRaXtkaz+3iKpZNE0+9lFbVMmN1FL1bufNUH3+htaCDIz/zWxyfjAwlTGKsZ8/FW/x6Jp0lkyOkqqAX702gVq01aJ4YU12j1+gIHykodV5pFR/uuswHw4L1toGl5JSy9Og1PhoeKpVc+TP+FpmFFczrLc4PAvjhcDK9W7nTzsdJeK1Wq+XHw8nM7dUSc4mRp/yyan4/l8l0wdHBOh1PzqVGo5Xi9ADsir9JvzYeUscU6CrC+7T2ICatgKd/ja23DlylVJDQwKrnW0UVZBVXEtbMiY92XyExq6Texy+rqm1wKuOakZrws9fzuZ5bRmWtRno8KK+0WhpYXHnni7rhsSkNZkbOFaVCUQ/zRiXNvAFwsTGXZt5YmCnxcrBqVONUSm6pdNtVuK9845RCoaBbgCsnr8mNTgV7O+BkY8EpSW7OsPbe/JOYI516mtDZl1/PpEttJps6WTMwxItVJ1Klnnt0hA+lVbX8LVH9DfDKoCA2nEmTArC62FrwwoBWfPjnZamWtYHBXkT6ufDR7ivCawHeHtqWa9mlUgkYBytzvpsQzpf7E4WZYaAzvp7tH8j89bEUSFzLXhnYmuYuNiz8LU44AWJracbKaZ04dS2X7w+Jc4dCfRxZMjmCN7ZflDLenuztz9SuLZi0/Izw2FydgWNtIWfgBHnZs2VeV/48f5N3dl6SMi19nG3YOq8bGQXlzFwdJfwa7lW4rzM7nurO6RSxUTKTTPpvkMm8Melfp+CmjiyZ3EGqOhl0G6KZq6PIL6/mt7ldpEYBTqfkMXN1FG8PacvESPF2q83RN/hsTyKrZ3QWZuxotVo++usKMWkFrJnZSbhOvEatYcGGWNzsLFgkMWpVVF7DnDXRTO7SXCqxcy2nlJe3xLN4TDvhtBHoEj+/nknn+4nhdxucRLT8WAq5pdW8KmH8AHy46zKdWrgwKOTh0RytVss7Oy8xrmMzQn3E2UmVNWo+/esKrw5qLWVA3MgvZ1PUDV58VLxuHeDI1RyySyoZJznytDEqnYjmzsJmZJ02R99gZIemUqwcrVbL7vhbDAmVG5kqrqwhOrWAvkHufLkvEc2dUR5jMlMqudDAO8Bx6YUEeTlga2nGieRcqu8kUSzMDP+uKqWCo1cbVhluqGmqvLqWp3+NBXRMGZnKXYC8sippYHFdVa6ha3Z9yZuGAYvl7+Q62VhIbQTr1LQR3BsfZ2vMlEophglAeDMnLmQWSZs/3f3dOJEsZ74oFAr6t/GQHp1q4WZLG28HaQPkiTBvUnPLpBuz5vT0Y3P0DakKYkszFfP7+PP9Ibn0TWsvB4a08+bLfXLJgcldmmOmUrD6pNzoyPtPhLDvchbHkhp2fblXDlbmfD46jE/+ukJ6nrj51MHXmWf6BfLMb7FSzVlP9mpJW28Hnt98Tvi9VykVfDshnPT8cj7fK86g8XCwYuWMTiw7msLvceKjZz0C3fh8dDue3hAr3GAF8Fz/QIa392bS8jPCLXd1AGVZA8fPzZbN87pyNCmHl7fGSzWuudha8OucLigVCsYvPSUM5b9Xvq42LJsaIb3eJJP+r8pk3pj0r9Prg1tLbe5AZzxMXnEGgPWzIqVGZk5dy2PW6ijeHRrMeIla8p3nMnnvj0ssm9pRCtK75J8Udp67ybpZnYV5Kjpz4SJZxZX8OKmDcLqiVq3h6d9i8XOz5aVHxcdyyqtrmb8+hgmRvnrNj/qUXVzJi5vP894TwfhLGD+Jt0v45kASX44NkzJH/rmaw8Er2XwwLETvz/84f5PErBJelBxZWn4sBTd7S4ZLmGIA3x5M4vHQJlLsJoCfDiczs4eflDH6n3rwFlLPXVBWzf5LWdIjU5dvFXO7uPI+2LCIjifl0tLdFh9nG1ZO78TaWZHM6uGHv7stCsBc9bC5UFGjJqqBIyexaQV08HUCYP8LvYl5qz+/TOnIwn4B9Alyx/KOiXOvoVNVq2HfpYZtjFNyyvQmbz7cdZmiCt3mVKOFTVHiNcVarZb8smpcbOWYN5W1GhQK7v6OD6pWXZ95o8DYHs3CTEllI4DFLo0AFoPOgJGtC1cqFQR62klzb/zd7TBXKklsYALsQXULcOVCZpHwGEmd+rf15MCVLCkDA2B4e2+pTTDokhDDwpvyq0QCBHQclBBvR36Lkls/tmMzCsqr2SdpXr3waCv+vnhbmGMCOgbMe0OD+e5gstTInpejFa8MCuLNHRfvmqsi6hHoxogOTXlpqzi/BmBeb3+8HK14949LwmsVCgVfjAnjem6ZVPOWg5U5y6Z25Ncz6VLHXmsvB36c1IHXt1/gTIq48Tk0zJuXBwYxY3UUydli561CoeCNx9rQJ8idycvPkF0s9tk31sDxcbZh85Ndic8o5NmN56SSX7aWZqyY1omWbnaM/rlx9d+O1vIQfZNM+r8qk3lj0r9OMu05ALmlVUxYdhpXWwtWTu+ErUQbzclrucxeE8W7TwQzViKdsOfibV7bdoGfJ0fQ1V8cJrspKp2fjiSzZmYnmrvqH5EwpiX/pHAoIZuV08UTOwCf/J3A7aJKvhnfXqrd6fXtF3C2sZBqxdJotLyw+Tw9At0YHSHeRFRdq+GFzeeY0b0FHXzFTbPy6lre3HGBVwe31jtmV1xZw6LdV3jr8TZS721WcSU/H7nGO0PaGuSWGFNydgl/nr9ptH7cmM5ezyfhdgmTJdhNAHsvZaFSKqQruneey6Sdj6OUKQewO/4W/dt4SifyDiVk0zdIZ/xYmavoHuDG64+14eCLfYh9ewDB3o6EeDvgZmeBUgHWd/gtcQ01b9ILCL/nuHO1s6R3K3ee7hfI6hmd8XOz5YvRYSyb2pHn+gfSr7UHbnYWDW4SSskte+i9O5mcy5bojPtGii7dLBKGjRZX1lKj1jYqeWNlpjJ47VZrtKgM1IQDKBQYHY2xNFNKbSLq5GxrIT02BdC0EXXhAIEe9tJ14UqlgnbNHKVHp5o4WtPcxYYzkuMHkX6ulFeppdMvj7drQkxaATcl37+JnX3547wcuBhgVk8/Vp9IlUouWZmrmNfbn+8OJkmPbk3t2pzP98qlb7oFuNGrlRuf75FbPymyOa52Fnx3KElq/euD23C7qJJVJ1OF16qUCr4ZF86BK1nslKiMd7Q256dJHfjpyDWp9JC/ux3fTwjnjR0XpPg5vVq5887QtsxdFyMFQJ7e3Y/Jkc2ZuuKs8PVYoVDw4bAQOvg6M3nFGWHjubEGjqeDFRvndiE1r4z562OkgOcWZkq+GdeePkEejPz5JFduFQs/hkkm/VtlMm9MMgkdb2LcL6do6W7Lz5MjpDZ4J5NzmbMmmveeCJZKBxxJzOb5Tef4dnx7ercSZ3rsvXSb9/+8zLKpHQn2Fh/J+fP8TX48nMyKaZ2kIM+bo26wLTaD5dM6Yi9hTqw9lcapa3l8P1Ecrgzwy9EUbhSUs2i4+KgXwA+HklBrtDzbP1B4LcBX+67SxNGKiQbSVl/uTaSVpx1PhHlLPf4XexPp09qDjpKV91/tv8qYjj5S4G2AHw8nM61rCynjCWD1yetM7dpcivMDsDk6gzEd5erBG9sypdFoOZKYbTC142BtzvXcMhaNCCX6rQEcfqkPbw1pS78g9wa1YlXVqrmYWXw3efOgKmvUJGWX0jXAlZ6B7jzVJ4CV0zsR/dYAjr/at97HLyyvJr+s+r7kTUllDQs3xj3E1bEwU/KnIOQ1v6waC5USewnDG4w3TQGotcZH1OpL3liaqxrZNmVOgcToTJ18nG0aVRfeqhF14VAHLS6UXt+tEZXhFmZK+rT2kG6N8rC3oqu/q/AxWac6cLEs+Fhn+CrZHS83Tjihsy/ZJVUcEGiGu1dP9QkgLr1A+v1/47E27I6/JTWCo1Iq+GRkKKtOXJfaPNtamrF4dDu+2JsoZWB4OVrx+ah2vLXjolT6ItjbkfeHBfPsxnNS5l+fIA+efSSQuWtjhBMsoPvsJ3T2ZebqKCn484uPtqJXK3emrjgrzH1SKhV8ProdAR52TF155m66sqFqrIHjamfJr3O6UFBezaw1UZRXi4+/KZUK3h3alundWjD2l1NSKSaTTPo3ymTemPQ/r/S8csYsOUXH5i58Oz5cCsR6IjmXOWuj+WBYCGMkjJuT13J5akMsn49ux6PBXsLrT6fk8dzGc3w9rv3dGmMRRaXm88rWeL6fGC7M2AFdHfq7f1zip4kdpBI/MWkFfPp3Aj9O6iBdnf3dwSS+Gx8uZRydv1HI0mMpfD2uvRQn5/yNQtafSeOTkaF6UzHxGYVsir7Bh8PkjKWLmUX8GX+T1wbJcXguZhZxKCGbZ/rJGVMXM4s4cz2PGd1bSK+/mFnMuI7iY4R161Pzyni8nZzxdTGzmLzSailTFODizSKqajUGxxgvZhah1WoJvXPuNHe1ZVJkc1bO6Mz2p7rX+/iXbxZja6nCz03/uXP5VjGO1uZ460l0NeR4upZThru95X3nxvt/Xqak8uEv1JU1GjZHi7Wd5JVW4WJrIZ16rKxRG4QVQ13ypjHA4sYxb1xsGpe88XG2lgYWgw5aLNogc6/aN3NulHnT3d9NGloMjasMBxjevim/S5ovoEvfyIKLVUoFM3v4sfx4itR6XfqmpXT6xtnWgvl9/Pn07wRpCOyTvVvy3h9yENnWXg7M7O7H69svSFU4R7Z0ZWKkLy9uPi/FQHk02Ivh4U1ZuDFOKv00tmMzBrTxZMGvsVLpu7m9WtLV35V562OkriGvDAwixNuRuevEEygKhYJFw0Pwc7Nl1ppo4fE1M5WSb8aF425nyczVUcL8oMYaOI7W5qybFYlGA1NXnJUavVQoFCzoG8Cbj7Vhxuoo9l2S41+ZZNK/SSbzxqT/aSVllTB6yUkebevFp6Pk2n+OJ+mMmw+HhzBKYlwnJi2fuWtjeP+JYIZKpDIu3Sxiztpo3nuiLQMljJ+UnFLmrI3mrSFt7o6FiCizsIJ562N4/bHWdAsQb2fKLa1iwYZYXhoYRCeJVEnxnQTB8wMCpZqtKmvUvLD5HM/0C6RNEwfh9TVqDa9tv8D83gEEeDzMklFrtLy54yJze/lLAZi1Wi0f7LrMzO5+NHORS818sS+RKV2aS1W2A/x85BrjO/niKgHvBlh9MpWRHZriaCOX2tkcfYPHQ5tgJ5ns2HXhJgPaNm5kqlegu0Fj93hyLt383aRTRbHphYT7Ohs0Py5mFhHS1FHaHNHBiv9jDB29msPvcZkGG5hSckq5LgDIzSurlh6ZAh0byNJATTjomDdmephCdVIqaEBVeOPGphrDvGnqZE1GYYU096WVlz2peeXSBlT7Zk5cyymV5tZ09XclObtUuu68dyt3ruWUSrMrHg32JCWnVNrAGhrmTXp+OfES7UWga466kV/Bmetyo2MTI325WVjBkUTx8R2AGd38yC6pZLckTPzJXv7kllazNVa8ghpg4SOBFJRXs/50mtT6lwcGUVxZw9JjKVLr33y8DeVVar45cFVq/fvDgqmq0fDxX+LtWQqFLn1Uq9Hy1o6LwgacUqngy7FhaLVaXtwizv8xUyn5bkI4KoWCp3+NFTawLMyU/Dw5AguVkjlro4UNpHsNnGkSBo6tpRmrZnTC3sqMScvOSIPfx3f25etx7Xlu0zk2STKoTDLp3yKTeWPS/6wuZhYx9pdTjO/UjLeHtJHaGB1LymHuumg+GhHCyA7ixs2FjCKmr4ri1cGtpRI7aXllTFsZxfw+/ozrJJ5qyCutYsbqKMZ38pWqMy+vrmXOmmgeDfZiigQLpVatYeFvcUS0cGamRKpDq9UZI35udszuIVedvXhvIg7W5jzZS2798mPXqVVrmG+gUn3DmTSKK2ukKtdBx0FKySnjqb4BUuujUvOJTi1gfh+59ddyStl/JYu5ku9PbmkVf5y/KQ0qrqxR83tcpnTDVV3L1OOSLVMAhxNzjIKOjyflStXK1yk2vcDgyBTorhOhTcWNxTpdyym7axwWVdTwnJ5xqXtlrlIKcSbySquljT3QMW8ak7xR/L9dFW5rQUllrXRjk7eTNdW1GnLL5JpTvB2tsDZXkZIj1zjlbm9JUydr4m/ImRdONha09XaQrvx2tDYn0s9VGtxrb2VO/7aeUuwTuAMubu/Nb2flNn02FmZMjPRluaT5YGNhxpxeLflWMn1jbaHi+f6t+GJfotQxaG2h4s3H2/D5nkQpA8/KXMXHI0JZvDdRmL9St/7LMWF8dzBJavzKylzFdxPCWXk8VSoBZmWuYsnkCLbHZkiN31mZq1g6pSNHruZIVcfXGSAXMopYLNEeZmWuYtm0jmQWVvD69gvCx1BdDXhljZqnNognkOpev42kgWNlruKXKR1p5mLN+KWnpU3ggcFerJzeiUW7r/Dj4WSpc8kkk/4NMpk3Jv1PKjo1nwnLTjOvtz8vPBokZdz8czWHJ9fF8MnIUEaEixs3CbeLmbLyDM8+EihlfGSXVDJlxVmGt/dmfm9xY6CyRs3stdGENHWUAgRrtVpe2nIeOysz3hsaLPUefrX/KlnFlXw2qp3U+i3RGZy6lseXY8KkIL6nU/L47Ww6X44Jk+LspOaW8d3BJD4dFaq30jm7pJLFexP5YFiIVOqjskbNx39f4eWBraRSJ1qtlsV7EpnVww8XW7lkxJIj1xje3luKgwSw8Ww6nVu4SDdc7buchZu9pVTzGsD5jCKKKmro2UrOXMktreJiZpHBkauKajUxaQX0kEid1SkurcAoJPtCZtHdkSwZpeSU4n+Hd/POzouUVhm/+1pVq2FLdEaDvxznl1XhKnl8gS55Y8y8qdVo6mHe1FMVbt7YqnBdYqxQkntjZa7C3d5SmnujUCgI8LBr5OiUkxT3pE66yvDGjk7JjzwMb9+UneduSm/YJjQSXDy9WwuOXs0lRYLdAjClS3PS8so4liT3Ho6O8MFMqWCjpAE1OMSLQA87vj8oBx/uHuDGo8GevLtTvP0JINzXmVk9/Hhx83mp8aUgL3veeLwNz286J5WC83W14cux7Xl9+wWSs+X4O79MiWDx3kSOS3yGrnaWrJrRiV/PpEuZiI7W5qyZ2ZnTKXl8JgGg1iVgOpNVXMnzm84Jj7A9aOCInkcWZkq+Gx9OsLcD4345LQ0g79LSlU1zu7L6ZCof7LosnWY0yaT/ZpnMG5P+53QsKYdpK8/y6qDWPClheoAOLjx/fQyfjmrHMIna5ms5pUxefoZZ3f2Y3VM80VBUUcO0lVF0bO7MG4+Jp4Y0Gi3PbzqHSqGQNj6+O5hMfEYRP0/qoNe4qE/7Lt1mzclUfpkSIWVMJGeX8P6fl/hqbFiDoLAPqqSyhpe2nOfVQa2lx5ne/P0CoyN8iGiuf9xr0a4r9GrlLs1aWX0yFXtLc0ZHyKVOjiblcjW7hNk9/aTWZxZWsPP8TeZJnic1ag3rTsvXgwNsib7B2I7NpEeGdsff5NG2XlIsI4AjiTmEeDsYPMbOXM/Dw8GS5pIg6NtFldwurqSdgZG/OlixDIuqTim5uprw2PQCdp67Sa2m/i/uWcWVXLnVMLMgr6y6UeZNVY3GOLBYo0Vp5POvF1hspqSqViO98bc0U2FroWo096ax0OLGmjeNgxa7cSI5T/o97N/Wk+jUAmHwap16t3KnpLKWmAa2tz2okKaOBDYCXOzpYMWQdk1YeeK61HpbSzNm95RP35iplLwyqDXfHkwSZpeAzgB894m2rD2VJmVeALz1eFuiUvPZc1HOhFv4SCAarZYfJOq7ASZH+hLm48QrW+Ol3sMBbT2Z3KU589fHSL2HHXyd+XB4CAt+jSVVYKy0Tv7udvwyJYIP/rzM0aviI3SeDlasndmZzdE3pFJgdQyaq1klvLItXtj4qDNwbC3NmL4qStjAMVMp+WJMGN38XRmz5BRpeXJJwrbeDmyb143DCdk8v1mujtwkk/6bZTJvTPqf0r5Lt5m7NoZFI0KkK48PJ2bz1IZYPhvVTqo5KD2vnEnLzjC2YzOe7ic+ylJZo2bO2mi8HCz5bHQ7KePl0z0JXLlVzNKpHaUSIXsu3mLp0Wssm9pRalwiNbeMF7ec57PR7fRyYupTZY2ap3+NY3LX5vSSNEYW7bpCc1cbqdQTwNaYDK5ll/HKIP2ppeNJuRxKyOadIW2lHj+npIofDiXz9pC2UiwVrVbLF3sTmd/bXwriDLDsaAoD2nhKmVugG/myNFMZHTkypoyCck6n5DEyXNwgBZ1JuTv+FkMkW6ZAd773McKCOpGcS89AN2lzKTa9gFae9gYNzCu3inGwMqOpZPKpVq0hLU9XE97K055PRoYyt1dLBrTxIMDDFltL3fmvUiqwsVBhdYc9o9Fq2RHXsDGVvNJqXBrLvDFirtU2BFhsZCNiaaZCq4Uatfxd2v9HuDcFcswXqIMWy226AcJ9deaNrPnSqYUz2SWV3MiXM6CaOlkT5GXP4US51iULMyWPhTbhd8nRKdClb2TBxaCrDd8akyHN7ZjatTnJ2aWclBw/e7StJ74uNqw4LmcgtfZyYEJnXz7YdVnqPXCxteCtx9vy7h8XpcavLM1UfDk2jKVHr3FBgj+kUCj4bFQ7LmYWSfN3Xnq0Fa52FryxQ3z8CHQJqNERPsxZGy2V4urS0pWPR4awYEMsCbfFR8hautuxanonvjmQxI44cYaRi60FG2ZHEpNWwDt/iDN8dCNkEdIGjlKpgzAPDvFizJJT0i16vq42bJnXjeTsUmavjZZqszLJpP9Wmcwbk/5ntPNcJs/eaWSSGXMCOJyQzYINsSweHSYFF75VVMHE5acZHOrFywPFx7Vq1Rqe+S2OWrWGnyZFSDVjrTuVypboG6ye0VlqlObyzWJe3HyeL8e2lwL8VlSrmbc+hjERzRgi2R706d8JWJqreOlR8XEvgEMJWfx18RaLR8uljnJKqli0+wofDg/Ra4xU1ap5Z+dFXhjQShoS/NX+q3QPcKWrv3h7GOiq47OKK5natYXU+tzSKjZGpRtk+TREq0+mNqoefGtMBr1bueMh+R7G3SikrFpNd8mRphq1hqNXc+hnxHw6lpQr/figa0rrYGQk7OLN4kbBijMKKlCgoKmTNXaWZkzo7Mtrg9uwbFonDrzQh3PvPIoCWDm9I9+Ma8/LA1sztWtzurR0xd6qYYm4/LJq3Gwbwbyppypco9EaHWtUKMDYFqQOhty4unAL6dQI6Fp//v/ZOBXs7UhRRY10+sfGwoxwX2dO/P+1dcqb3fG3pNlDjQUXB3s70sHXmQ1n5IwDeytzZvXw41vJ0SWFQsFrg9uw9GiKVPU0wPP9W3Eho5CDktXlIzs0JcDDjsUSozugew+f6hPAC5vPCcNzQWeifj2uPR//lUDibfHzoQ4AfOpanrQB9Prg1ng5WvH8pnNSYzsjwn2Y1dOPmauipCrIw5o58fPkDryx/SJHJMxQDwcrNsyO5NCVbD75O6FRBo7MCJVCoeDNx9swvrMv45ae5tJNufPR3d6SjXO7UFOrYWIjYMgmmfTfJpN5Y9L/hH49k87r2y+wZEoEg0LEG5kADl7JYsGvsXwxJozHJe7kZ5dUMmnZGXoGuvHOkLbCmzGtVssbOy6QllfGyumdjG52DOnglSw++TuB5dM60sJALbEx5ZVWMWdtNPN6+0u9j3WjRvZWZrz+mFzt9f7LWWyLyeB7yVr3grJqXt12gXeHBktzXD7YdZnuAa4MaOup9+e//JOCtYWKqV3lUj1XbhWzPTaDNx5rI7VerdHyxb6rPPNIoNRxArDqxHW6tHSVHte5kFHElVvFUiBu0G3Yt0RnSK8H2BV/k0fbekqN9QHEphVgaaY0yJvJKanialYJ3f0bAysuNMq7uZhR1MiRqVKau9oYND9uFVZiplLQI8CdR4O9mNXDjw+GhfDrnC4sfKRh1fK5d6rCZaUDFhtpm9Jo62He1F8VDlAlsVmsky55I8dLgTt14ZKcB9CZN+n55cJ1wXWyMlfRpokDcY2sDG8s9+afxBxp/lCnFi5Ym6s4liTX2lQHLv71jHxbzeyefqw5lSb9O0zr1oIrt4o5nSKXvuns50KXli58f0hu9MjRxpyXB7bmg12XpcwThULBR8ND2RqTIT3CNr+PP9YWKr6WbI/q6u/KrB5+PPNbrNTv4GFvxQ8TO/DxXwlSHCgzlZLvJ4STlF3KV/vlfodnHwmki78rs9bIpUZ6Brrz2eh2LNgQK/U7+DjbsGFOF3bEZUqZiXUGjp2VubSB88KAVszt1ZIJS08TK8njsrcyZ9WMTjRxtGL0kpONusaaZNJ/i0zmjUn/ei07msInf11h9YzO0uyRA5ezePrXOL4cE8ZjEq01+WXVTFl+lvbNnPhoeKjUXfTP9yZyIjmPtTMjcbIR3yhdyChi4W9xLB4dZpDRYkzVtRrmr48l3NdJatwLYMOZdI5ezeWHiR2kjJdbRRW8vPU8i0aE4CvJGHlr50XCfJwY1UFuFOdwQjb/JGbz3tBgvT9PzS3jpyPJfDQiVAqCrNVqWbT7MtO6taC5q7jBBvB7XCaVNWrGSRofxZU1rD2ZxlOSDVUAq05e19WDW8uNbJ1KyaOqVm009WJMGo2Wvy7cYohEQq5OhxKz6d3Kw2A66+S1XIK9HXGWNC6qazVcyCwy3jTVaFixjndjSOn55Xg7WUuno0B3fWtMVXhlrdro+GZ9bVNKJUbvgFvcOQ8b1ThlY94o5k3TRjJvPB0ssbc045okMBfucG/SC6XXdw9w5dS1PGlIaNsmDjjZWEiPDSmVCoa295bm1oCutrsx4OI+rTxwsDLjD8nX4Ghtzszufnx7QC59A/DywNb8djad9Dy5MbxxnZphb2UmPX7Vws2Wp/sF8Mb2C1K8EXOVki/HhLH2ZBoxaXL168/2D8TO0uz/196dx0VVvX8A/wz7vssmCAqi4Aoqau7lluWumea+Z/XNSss2l0rbbNfKzC3XNMvd3HcRUFFwQUBRQEFZRXZmuL8/5sekOQxw7oCjfd6v17wi586Zcw+HC/eZc54Hn+y8JPT60PpOeLNHAF5Ze1ZoO6SDlRl+Hd0aq05ex47o6s8FhUKBzwY1h7W5Mf63PgoqgZ+pfi08MaNXI4xfGSmUx6i+izXWTGiLVSev45ejV6v9erkBHACY2sUPM3o1wuhlEcLV7CxMjbFoRAjaNXDGkJ9OCm/FInpcMHhDTyxJkvDNvjj8eDgB6ya1Q2j96gcsAPVKj9fWR+GbYS3xrEDg5m5hKUYvD4efqzW+EMxR8+uxa/g9Mhm/TQiFu331t5CkZBdg/KpIvN69odCqIUmSMGfbBRSUKvHlkBZCwadzyTmYv/MyFo0IFtpKpCqTMH3DOfQIdBNKEg0A287fQtjVTHw6SCyAll+sxAdbLuDdPoFat/JIkoTZ2y5icIgXWlaQgLYy+y/fweXUe3hFsDR4ibIM3x6IwxvdA4RXnKwOu4FADzvhn5n0e8XYEZ0qK1HxxtPJGBTiJRTkA4DTN7JRoizDU4LbzgB1oK4mt0xdvHUXVmbGqF/BKriiUhXibt+TFby5v0y4NsnZBfB2FAuEAuo5n5VfAmcZ26aKKikVXpWVN7pW/isUCk3SYlGO1mayluV7O1riZnahcL4VhUKBADdboa0i5dRJi8UrTrXwdkBRqQpXBG+OFAoFuge6Yr+srVN1sffibaGEs4B6206Amw22CAZfjIwUmNCxAZYdTxT+Xo7vUB8xN+8i8rpY4KKRuy36tfDEV/vEti4ZGykwr18TLD6UIFT6GwAmd1YXWlgqWD69oZst3ujREG9tPC+08sTU2AjfvRiMreduYc9FsQTKEzvVR3MvB0z//ZxQ8KShmy2+GdYSb/8RjQs3q7/1x8zECEtGtkZiRj4+3iEWhBrXoT5GtK2HMcsjhL6Xjdxt8dv4tvjhYAJWC2wj00cAZ3R7X8zpG4QJqyKFtoEB6jn9yYCmeKG1N4b8HCa8KozoccDgDT2RJEnC/J2XsS4iCb9PaY9mXmI3P3supuF/66Pw7YsthbYJ5RUrMXZFBNxsLfDtsGChlRh/RaXg2/3xWDmuDfwEEsfeLSzF+JWR6NXEDZMEKlsBwOpTN7Dv0h38Mqq10DacrPwSvLL2LN7o0RDtGojdTC86mID0vGLM6699xUtlbucW4cMtFzB/QFOh6lQAsHDvFdR1tKxwRcuumDRcunUXb/cW2xJWoizDgl2X8WaPAOEVK7+fToa5iTEGCCb5LSxRYfnxREzrJp7rZn1EEtrWdxJKRg0AdwtK8feFNAxtJZabClBXmerd1F04+JOSXYBr6fno2FB7cEaSJByPVycrFhWVlINgb4cKA4lX0u7B2twEXo5i2/sAdWW7Bjq2SCZnFcDbSTx4k1uohLJMkrXyprC0spU3ZZUkLNZdKhworzglvm3KycoMWTJW3ng6WKKwVCUr6XGAuy3i7sgI3tRzwIVbucLVWUyNjRBa30nm1il37L98W3j1TmN3W3g7WcrKnTOirbzExYNC6uLOvWKcSBBbKWBvZYqxT/nie8HcNwDwRo8A7LmYJhQ0AIDWvk7oEeSGz3bHCr3e1NgInw5uhkUHE5AoUHkJACZ0bAAXG3N8IZg/x9vJCgsGNsM7m6OFAhcKhQJfDG2OpMx8/HBQ7HvRPcgNr3Tzx+TfTiNDIA+RvZUpVowNxfbzt7BCsJLZjJ6N0NHfBWOWR+BuQfWDJ8287LFyXBt8tusy/jhT/STI+gjgDG3tjc8HN8fLa87i7wup1X49oP5+vtEjADN6BmD0snAcihULBBEZOgZv6ImjKlPnhtl9IQ2bprRHgJvYDeTfF9IwfcM5fPdiS/RqUv3ATWGJChNXRcLazASLBctpH4q9g/f/uoCfR7ZCcy+Har++RFmGaWvPoK6DJeb2bSK02uRkQgY+3RWLJaNaCeWIUZVJeH1DFJrVtRcOHkUkZuHnI1fxw/BgWJlVv6y4JEl4Z3M0ujWqI7R6ClCvHNoQkYxPBzXTunrqXlEpPtpxEe8/FygcePkt7DpMjRV4sY3YdqfCEhV+OBCPt3oECG+D2Xg6Ge72FsJbDEuU6vLg4zr4Cr0eALadv4kgTzs0FPzZVZVJ2HUhDc81E98ydehKOlr5OFb4vbyano/sghK00pFsuDJnk7J15rsp3zIlmqwYKN82pWvlTSG8ncSDQxn5xTA3MYKVYG4lACispFR4ZdWmFAoFVJUFb0yNUVwqvvLGQebKGyszEzhbm8nLe+NqgzgZK2/qO1vD0tRYqMpNuQ7+8vLetG3ghIISFWIEgw4KhQL9W9bFVhlVp55v7onkrAKcF0xcbGFqjJHtfPDrcbFVJwAwoWN9nL2RLZzrw9PBEmPa++Lzv8WCLwDw7rOB2HfptvAKoJB6jhja2gvvC1ZuMjZSYOHQFth4OhknBRNh923hiR6Bbpi+QWz1jJ2FKX4a2Qq/HL2GIwLluwFgWlc/hPg44uU1Z4QCo/WcrfDrmNb4cs8VoaCkQqHA/IFNUc/JGhNWRQrlxWrl44RfRrfG7K0XsDO6+sETfQRw+rbwxA/Dg/HmxvNClbTKjWrvi8+HNMe0tWexO0YsEERkyBi8oSfOvO0XEX4tC5umthdKygsAu2NS8cbv5/DD8GD0FAjcFCvVFZVUZRJ+Gd1KqBz3mRvZeHXdWXwxpHmFn/7rIkkS3v0zBtn5pVg0IkRo1c+NzHxMW3cWHw9oKnyT+t3+ONzMLsSXQ5sL3YTmFJRg+oYovNO7EZp4iq2g2hCZjNjUe5jXr6nQ60tVZZi1ORqvdPOrcPXT1/vi0MDFBgMEt3Rl5Zfg+wPx+OC5IKHvFQCsPnUdbnYWwkm5S5RlWHLkKl7p5i8cMNh9IRVWZsboGiCWqwYANp5OEc7XA6iDfWVlEto1ENv2BQCHK9kydTw+HaH1nYR+tstFJeXorjR1U16y4tyiUmTkFcOvkpw3crZNZeWXwMXGXFaAqbBEBQsdwW1VlRIW634PudumnKzMkC3wqfb95Oa9kVsu3MhIgRbeDoiSkffmKT8XRCRmCVd8MjU2QrdGrth/WXzlTL8WnjiekCFcccna3AQDgj2xXkbi4lHtfBB2NVM4v4ajtRlGtZe3+ublrn44n5yD4/FigQ93ewu80s0fc7ZeFAp8AMDMXo1wLT0fm8+KBdN8Xawx69nGmLkpWjgP0dx+TZB+rxg/HRZL4hzoYYeP+jfF9A1RQsFVhUKBL4e0QEGJCnO3XxTqQ3A9R3w1tAWmb4gSKqNuYmyERSOCoVAAr60/C6XAz2cHfxcsGhGMGZvO42Bs9X8+9RHA6R7khl9GtcYHf12QlVj8+eae+HVMayzcK7aqi8iQMXhDT5zEjHxsnNpeuJLQrphUvLnxPH4YHozuFVQT0qVUVYbX1kUhp6AEy8e2EVopEnf7HsavjMSsPoHC5bS/P5CAsKsZWDGuDazNq9+He0WlmLDqNIaEeGGI4PaVg7G3sex4In4e1UprSe3KlK+YCfK0wxjB/CnJWQWYv/MyPh/SHPZWYitifjl6DZIETO6sfSvRhZt3sT4iCR8PaCp8E/vt/ji09nVCZ8EVL/eKSvHj4auYIVCCvtzWczdhYWostNKs3IoT1zGmva9QbidAXYo+4U6eUG6mcjtj1FumRINgRaUqnLiagW66gjcJGegoI9/N7dwipN4tRAsduZEu3JKfrNjZ2kxngvMUmdumMmVWmgLUwW5dK28qTVisQKWf/MvdNuVoLS9hMaCuOJWSLZZkFlBvm7qZU4g8wXwvQHnemxzh1zd2t4W5qTHOy2iju8yS4d5OVmjh5YBdMj5VHx4qL3FxHVtzDGhZVzjpL6DOuRJ+LUt4LB2szDCtmz8+/ztWeBvahI71kV+ixO+RyUKvt7Uwxdx+TTB/5yXhYNrItj7wcbbCgl2XhV5vbW6C74cHY/Ghq8K5Toa08kLvpu6Ytvas0HXC0swYv4xujb0X04RyxwDAs8088L9nGmL8qkihIJKFqTF+Hd0GyVmFeE9wNdTTjd3w1Qst8Oq6KJwUWGFXHsCxtTDFaMEATseGLlg5PhSf7rqMXwVzKgHlwagQ4dcTGSoGb+iJs3hECFxsxHKa7IxOxYxN57H4JbHAjapMwpsbzyM5uxCrxocKBSxSsgswelkExnXwxah2YqWmN59Jwa/HrmH5uDbCyYFf33AOng6WmPWsWP6W5KwCTN9wDgsGNRPeurYmPAnnknPwhWCSZFWZhLc2nkf/lp7C24Cupedh0cEEfDa4mdatb6oyCe9vuYCJHRvA37X6OYkAIP72PfwemSxcGhwAlh1PRICrLToL5mBRlUn46chVTO3qJ7zlKiopG/G372FIa/FcNZvOJKNPMw+hnx0AUKrKsDsmTTjoCagrXTlbm6NhBd/PUlUZTl3LkpWsOCopGwFutrCpILBarFThSpq8ZMXX0vN0VpoqKFEiM78E3jJy6mTml8gO3hSWyKw2pVBUunLA3MQYRTK2TTlZmyErT17wpq6DvJU3LjbmcLI2k1VNJVhm8MbISIH2fs7C+V4AoGujOrianidcLQkA+gfXFU46DMhPXAwAEzrVx19RN4VynQDq7+fIdvWE860AwNinfJF+rxg7BQNZFqbG+PC5IHy5J1YoXwoA9G7qjja+Tpi/Uyz4YmSkwBdDmmPH+VQcEkxY27SuPd7qGYDXN0QhVzAgN6dvE6jKyoTPo66DJX4a2QoLdl4WLgU/uXMD9Ahyw/gVkUKBD3srU/w2IRQnEjLxxR6xVSd9mnngo/5NMem300LVwCxMjbFkVCvYyQjgtPF1wtpJbbHoUAJ+OBAvnJ8q0MNO6HVEhozBG3ri2AnmG9l+/pY6cDMiBE83rn7gpqxMvUrkcmouVk8IFSrnnZlXjNHLItAjyA2vP9Ow2q8H1OWLP9hyAT+NbIXG7mK/uL7ccwXXM/Lxw3CxJMtFpeptYwOD6wpXhopNy8WCnZfx7bBg4ZvD5ccTkZZbJBwUKStTbz0b1sYbwRXkJlkfkYTs/BLh8ukA8MnOyxgeWk84+JOdX4JfjyXKWnWz52IaikpUwtu+AGDVyesY3MoLdoKBl2KlCluibmKojOBPeGIWFAqFcKUsQL1lqlvjOhWO5fnkHJiZGCFIxh+GZyvZMhWXlgcrMxNZ+WiupeejgYuOfDdZhbA2M5YVfMnMk1cmHFAnLK682lTF1yGFAqjsT3tzUyPhRL2AetvUvWKl8HYhAPBytMJNGcEbAGjoaoN4GVunWng7IDEjHzkyVhF18HPBCcEcJYA6z0i7Bs7YJ2Pr1HPNPBCdkoPkLPEAkNzExQFutmjbwBmrw8RWWgDApM4NcDwhQzjxsIWpMd7sEYCFe68Iz+9nAl3R3MsB3+yPE3o9AMzr3wR7L90W3sLl5WiFD54PxKzN0cJBpPEd6qNBHRu8/9cFoe+phakxfnqpFbaeuyWcU6mNrxNm9w3CtLVnheamQqHAR/2awN3eAtPWnhW63rjZWeC3CaH4PTJZeGXYkFZemNUnEGNXRArNTX0EcJp7OWDD5HZYFXYdX+y5IvxzSvSkYfCGCOoS0u9sjsZPI0N0bpWoiLqU9kVEXs/C2olthVb+5BUrMW5lJAI97TC3n1hy4fjb9zB19RnM699EKE8OoK5utS78BpaOaS2ceHfO1oswMzHC+88FCb2+sESFV9dFYVKn+mgvWOo5/vY9fL0vDl+/0EJo2xigTt6bnFWAGb0aaX0+I68YX/wdi3n9mwjnPjl85Q7OJecIB+sA4OcjV9HKx1E4YCFJEn48nIBJnRsIlxe/k1uEXTFpwtvbAGD/pTuwtzRFWxmBlx3Rt9Cnmbvw6iFJknDwSuUlwp/ycxbeGgYAZ29Unqy4aV07ecmKM3SvvEn6/y1Tct5DXSZcfvCmspU3VSkVruuPezNjedumyoPxOTLy3ng5WspKWAyoS/vGyVh542RtBh9nK1mrbzr4OyMqKVuoxHO5HkFu2HdJrMQzoD6PTg3rYNt58ZUzchMXA8CkTvWx5tQNFJWKzS1XWwuMCPWRlftmUEhdmBkbYX2EWI4QhUKB2X2DsD4iSTiZtYe9Jd7u3Qjv/RUjlDAXAF5o7Y0gDzvhvDFGRgp8NbQFwq5mCFVNAtRb8r4Z1gLv/RkjvMJteGg9PN/cA5N+Oy1U0r48f036vWLM3ioWiPKrY4PlY9vg671XhANRo9r54LWn/TFqWTiuCCRK10cAp7G7HTZOaY8tUTcxb/sl4e2BRE8SBm/oP2/ruZuYtTkaP41sha6NxAI3C3ZdxsHYO1g7sa3QNqVipQpTV5+BnYUpvn6hhdCN5517RRi7IhJjn/LFC4LJXs8l5+C9Py/ghxEhQmXJAeD3yCTsv3wbPwpW2AKAj3ZchIOlKf4nGNAoVZXhjY3nMPopH7T2FQsE3LlXhAW7LuPjAU0r3NqyYOdldPB3QTeBeVPez092XsbrzzSEo+AN8O3cIqwKu46ZFQSYquJofAZSc4rwYpt6wm2sDU9Cez9n4XkDqINlQ1t7CwcTSlVl+PuCvC1TV9PzcSe3GO0bVBz8PJ4gr0R4ibIM0TfvIrieQ4XHxMhMVgxUodJUVgG8ZCQrBtQBTGfBbarliiurNqWqfNsUAOi6xzE3NZaVsNjMxAg25iay8t6UJyyW8wlyQzdbXJERvAHkb52q52QFV1sLRF4Xyy8CAN0D3XD6erasFUD9W3piS9RN4fHUR+Lijv4uqGNrji1R4tWvpnRpgCNx6bh0SyxwYmJshLd7N8YPB+OF8yH51bHB6PY+mLftkvB4vtTWB07WZvhecBuYQqHAZ4Ob42DsHfx9QSywV8fWHF+90BJzt13EtXSxFWpPN3bD2A6+mLrmjPB4fvh8EBytzDBj03mh8bS1MMXysW1wMPYOfj4ilvelpbcDfhrZCrM2x+CoYCWtyZ39MOYpX4xcFi5UEl4fAZwGdWywcUp7HIy9g1l/Rgsn1yZ6UjB4Q/9pW6Ju4t0/Y/DzyFbCOVG+2R+PreduYe3EtkI3QuV5cnKLSvHzqFYwN6n+Co6CEiUmrjqN0PpOeKNHQLVfDwBpd4sw+bfTeKtngPBYxKTcxdxtl/D98GB42Itt99gZnYpdMWn4TnDLFgAsOpiAUqWENwXHAgDmbbuEzgF18Eyg9i10J69mYO+l25jdV2x1EaDeclUmSRjVXiy3EQD8cDAeTzd2lXWjv/hQAsZ3rK/zBlqXYqUKa8OTMFZGefBbOYU4eTUDg0PEt0yFXc2EmYkRWsso330o9g7a+zlXOBb3ikpxLjkHHRuK/YwAwKXUXFiZGaOBjmp4F27KS1asKpNwLSNf58qb5OwC1JORrBhQr7yRnfOmkm1TqrKyShMWA0CZjpskcxMjFAuujijnaG2KLBnlwus6WCKvWIncQvEVK43cbGVtmwLUN3VyKk4pFAp08HcWSmhaztPBEo3cbYVznADq1Ts3cwpxKVW89Hl54mLRPCkKhQITOtbHr8cThVcFuNlZ4MU23lh0SHz1TfdAV/g6W8tK8Pq/Zxoi/k6ecODE2EiBTwc1w4oTibgs+D1xs7PAR/2b4P2/YoQTIHcJqIPhofXwvw1Rwqvt3uzRCG52Fpi1OVoo+GJqbITFL4Xgwq27+OGgWBUsTwdLLBvTBosPJQiV7waAzgF18NngZnh5zRnhgO3rzzTEwOC6eGnpKaGE6/8O4Ij8rHk7WWHjlPY4cyMb038/J2v7KtHjjsEb+s/6KyoF7/0VgyWjWglX+PnxcALWnLqBtRPbCpUllyQJc7ddxOVbuVgxtk2FKzx0UZVJ+N/6c7AyM8Zng5sJrVooKlVhyurT6BxQBxM61q/26wF1Se+X157Ba8/4CydyTc4qwKw/o/H54GaoK1gtLDolB0uOXsVXL7QQCoQBwL5Lt3E8IQNz+jbR+nyJsgwfbrmA6d0bCgep7haU4ut9cXi/TyBMBYNUSZkF2HQ6RVaQKvJ6Fi7fypUVQNoVkwo7CxN0kRHQ2HwmBR39XeBuX/2Va+XUW6Y8ZG1nOlTJlqlT17Lg42QlPD8B9ZapYG+HCn9WS5RlspMV38opRFmZpDM4k5xVKCunDqDOeeMiN+dNJQmLlZUkLC4fR133znJLhQOAo5UZsmUEb2wtTGFvaYpkORWn3GyQlluEu4Xi27da1nPE+ZQcWSuAOvjLy3sDlG+dEs97Y2Vmgp5BbtgmN3Gxuy22ymijX0tP5BSU4ki82OoGAJja1Q8HLt8R2p4CqH8GZj3bGEuPXkP6PbGgh62FKd7p3Qif7LwsvPUp0MMO4zvUx7t/xgivkOjXwhNtfJ3wwRaxLUMAMLO3eiXqQsGkvcZGCnw/PBiR17Ow6uR1oTacrM2wdHRr/HL0GvZcFAuINa1rj++Ht8TMP84LV9Lq37Iu3uzZCONWROCqwGokhUKBd59tjKcDXTHy13DcyS2qdhvlARx7S3UZcZEAjru9BX6f0h4Jd/Lw8pqzwlsViR53DN7Qf9LmMyn44K8LWDq6NToJ3nCuOJGIJUeuYc2EtmgoWE3puwPx2HspDb9NCBXaeiBJEj7ecQmJGXlYMrK1ULBCkiTM2hwNYyMF5g8UK3VdVibhjd/PobG7HaZWUE67MqWqMry+IQr9Wniid1OxMtFFpSq8ufE8XunqL7wS5V5RKT7ccgHv9wlEHVvt35Olx67BzMQYY2Xkd/n+YDya1bXXGSiozLcH4vB8c0/4u4rNPwD48VACRrX3EU4yLEmSujz4U+LlwcvKJGw6kyK83Q9QBzz2XLyN52WUGL9XVIrI61k6t8Edj0+XVWUKAM4m6c53E3f7HixMjWStirmanod6TlY6A4PJWQXwlrltKjO/GE7W4tumJElSr7zRVSpcqiznjfq/ulfeyNs2BaiDN1l6KRcunvfGwcoMdWzNkXBHfOtUoIctCopVuC6j2lN7P2dcupUra9tTjyA3HLmSLisXUf/guth2/pasXBgjQr1lJS42NzHGmPY+WHZMvGy4h70lhrb2wqJDYqs0AKC1rxOe8nfBIhnVqwaHeMHF1hxLjl4VbuN/zzREdkEJ1giWzFYoFPhkYFNEJGYJ5zQyNzHG9y8GY114Eo4IbhlysTHH4hEh+OzvWOHASWN3Oywc2gJvbTwvHJh7urEbZj3bGJN+O40bmdXfugSoS8K/GFoPo5dFIO1u9YMv6kTKTRHi44iXfg0XWoFoYWqMn0fKC+C42Jhjw6R2yMgrxqTfTgsHGYkeZwze0H/OH2dSMHurOnAjehO2PiIJX++Nw6rxoQjyFKs4szrsOlacuI7VE8S2WwHA8hPXsSP6FlaOC4W9ldjN989HriE8MUt4yxYA/HAwAdcy8vHVCy2Eb+C/3R+H/GIVPnxefBvSwj1XYG1ugpe7igWQAHWlrQZ1rCuseJSUWYBFBxPwyYCmwtu6rqXnYc2pG/jguSDh/C7xt+9hZ3QqpncXT3R88dZdhF3LxHjB1VYAEJWcg2vp+RjcSny706nETOQVKyvcolYVJxIyYGVmjGBv8S1Tx+Mz4ONsDW8dQZPjCRnCycDLRVVSaao8342sZMWV5LuRJAnJ2QU6z7UyZWWS7ITF5QEVCx35sVQqCcY6qk2Vr8rRnfNGXsJiQP1JupyExYB665TspMVutriSJr51ytzEGE3q2uFcsnjOGldbC/i72iDsqnjJ8CAPOzhYmeGkjDY6+rugWFmG8MTqlzQup4/ExS+188HpG1nCeWsA4OWu/thzMQ0Jd8S/t2/3aoQNkcnCN/lGRgrM69cES45cE9oiA6hv0hcMbIYv91xB6l2xue5iY475A5ti9taLQis9AHWulDn9muCtjeeEVyO19nXCjJ6N8Oq6s8LbuHo3dcfETvUx8bdI4ZV7o9v7YkDLuhi3MlI4YPp2r0bo4O+MMcsjhCp6GRkp8MXg5ghws8WoZeFCq//uD+CMXiYWwLG3MsWaiW1RrCzDGME8OkSPMwZvDFReXh6OHj2KhQsX4oUXXkD9+vWhUCigUCjg6+tbI+8ZFhaGUaNGwdfXFxYWFvDw8EDv3r2xYcOGKrehVCqxZMkSdO7cGXXq1IGlpSX8/f0xdepUXLp0qUb6XR0bTydjztYLWDqmNZ4SDNz8FZWCT3ZcwrKxbdDS20GojR3Rt/DZ7lgsH9sGAYKrdv6+kIav9l7Br2PaCN+AHbh8Gz8cjMfS0a3haiu2XeXwlTtYcvSq5heyiJMJGVhx4jp+GBEsXLXp1LVMrA1PwldDWwgHVc7cyMKm0ylYMFD79jN1VbELGBDsiVYy8qos2BWLIa280MhdfMXM1/viMKyNt6yb7x8PX8WLbeoJVUcrt+rkdQxt7SW05a/cptMpGBhcVzjBNQDsiE7Fc3rYMtWtUcUr8VLvFuJ6ZoFwBTRAXZUr9W4hWui4duglWXFGHvx05LvJyi9BQYkKXo7i26ZyCktRJkFWqfDype+Vb5uquI3yn1VVpTlv5K28cbAyRWae3JU3VsI3xeUautnIqjgFyM97AwBPySwZrlAo0D3QFftlbJ0yNTbC8809sO28eMLg8sTF68LFS347WZthcIiXcGlmQB3YGxxSF4tlrL5p6GaLAS3rYuFe8bLfLb0d8FxzD3y6K1a4jQ7+LujZxA1ztopVjgKA3k090K1RHcz6M0Z4VdTQVl5o18AZMzadF16dNaFjfQTXc8DrG84JbwX739MNEeRhJ1z+GwDefy4QfnVsMHn1GaFAtEKhwIKBzeDtZImJv0UKbTsyMTbCN8Naws3OAuNXRgpV0yoP4DhaiQdwbMxNsGpcKCzMjDHy13BZKwCJHjcM3hiovn37okuXLpg5cyY2bdqE69ev1+j7ffTRR+jYsSPWrFmDGzduoLi4GGlpadizZw+GDx+Ofv36oahI96cfmZmZ6NixI6ZOnYpjx44hIyMDRUVFuHr1KpYsWYKQkBAsX768Rs9Dl98jkzBv20X8OqYNnvITC9zsjknFe39ewJJRrYXLMh+LT8fMTdFY9FKIcAAgKikbb248h2+HtRQOIMXdvofpG87hiyHNhW8UU7ILMP33c/hkQFMEeoitQMrMK8b038/h/ecChQNZecVKzNh0HjN7NYK/q1i1oxJlGWZtjsFrz/hXmL9oz8U0nE+5i3d6NxZ6D0C9QiT8WqasPDUxKXdx+Eo6Xu3mL9zGtfQ87Lt0G5M6NxBu405uEXbHpGF0e1/hNnKLSrH7QmqFK52qolipwt5LaXhOxpapsjIJh66ko1slJcKbe9kLbzED1FumAtxsdQa7Luit0pSuZMWFcLY2g7WMoFtWfjEsTY1hZSbeRuH/30DoTlgs6QzIlsfrdN3g6WPblJOVmeybhLqOlrgpY9sU8P9Ji2VsmwLUN+hyKk4B6hv0kwniq2YAoEeQO/Zfvi1r21P/lnWxMzpV1sqq4aH1sP18qnDiYgAY37E+tkffEl4pAgDTuvpjZ0yqcKUkAJjeoyH2XUpDjIyVRG/3boQjcek4KSM498FzQYi8niWcABkA5vVrigs372KTYOlvhUKB+QOb4Wp6HpafEAusKRQKfD64OW7lFOK7/WJBMSMjBb5+oSWyC0rwyQ6xDzKNjRT47sWWKCpV4d3NYgEtE2Mj/DA8BJIEvLouCkqBQJKZiRF+fCkE5iZGmPTbaaEgkIWpMX6SGcCxNDPG0tGt1Am/fzklvLqK6HHD4I2Buv+i7OjoiB49esDGRrwEry6//vor5syZg7KyMvj5+WHZsmWIiIjAli1b0K1bNwDA9u3bMXHixArbUKlUGDRoEMLDwwEAgwYNwu7duxEeHo7vv/8erq6uKC4uxuTJk7Fnz54aOQ9dNkQk4eMdl7F8bBvhT80Pxt7GmxvPY9GIYOFtE+eTc/DymrNYMKipcHnppMwCTFx1GjN7NULPJu5CbWTnl2DSb6cxroOvcFnlolIVpq09i+eaeWCQYIUgSZIwY9N5tPJxxIhQ8TLV83degrejlawcND8dvgoTYyNM6qQ9mJFXrMTcbZfw7rON4WAlttJAVabOUfTq0/6yyit/ufcKRrf3gatAWfpyPx+5iv4tPGUl3l0TnoSODV1QXyBZd7nt52+hkZstGruLBf8A4FhcBuwsTIUDmYC6AlRhiQptdJSWP5GQgU6y893kIFhHvpsSZRliU+UlKwYq3zaVlCVvyxQAZOTJrzRVVFoGcxMjnSumlGWV5bypasJiudWmHn3OG+D/y4XL2DYFAMHejricmisr6WfbBk64kVUgvDWmvI2CEhVibooHGkLqOcDeyhSHr4gnDNYkLpZR8tuvjg06+btgVdh14Ta8nawwoKUnFh8SzznjYW+JsU/Vx+d/i6+ccbW1wOvPNMS8bZeEbvAB9WqkD58PwpxtF4S3tthbmeLzwc3x8fZLwtsN7S1N8d2LwfhqbxwuCM4zWwtT/DSyFZYdT8ShWLEKadbmJlg6ujW2nb+FDRFi5emtzEzw65jWCE/Mwrf7xXIbWZoZY9mYNkjKysd7f4kFgSxMjbF0dGsUK8swbe1ZlAgExvURwDE3Mcbil0LQyN0Ww34Jk3UtInpcMHhjoEaMGIG1a9ciPj4eWVlZ2Lt3L5ydxZfqVyQnJwczZ84EANSrVw+nTp3C+PHj0aZNG/Tv3x/79u1D3759AQBr167F0aNHtbazevVqzXPTpk3D5s2b0bt3b4SGhuK1117DiRMnYGdnB5VKhddeew1KpXip1OpaF56ET3aqAzdtG4iN4YmEDLy6LgpfvdBCOC9Hwp08jF0RgendG2JgsFiwI6egBGNXRqBvC0+M6yCWp6RUVYZX1p1FIzdbTO8uo5T29ktQALJKZS8/cR1xt/Pw2aDmwvk9DsXewY7zqfhyaHPhLTMJd+7hpyMJ+HxwswoTvH67Lw71nK0wREZul98jk1FYqpJVUjv8WiaibmRjahfxvD63cgqx5dwtTJWRG6hYqcK68BuyAmYAsDEyGUNlJCoGgJ0xqXi+uYesHDEHY++gU0OXCr//ZWUSTiRkyCoRDqgrTYXUc6jw+bjb92BuYgQfGYGVvGIl0nKLdJYiT87ST5nwmq40BahLhRvp+N6WP6dz5Y2p/GpTTtZmyDaAnDcN3WyQkVcsq/KVt5MlbC1McVFGjhY7C1M0q2uPEzJW35gaG6FbI1dZVacUCgX6t6grq+oUoE5cvFZG4mIAmNipAdaGJ6GgRPxvnFe6+WN79C3hvDUA8HIXP8TcvItjMipgjXnKF6VlZVgbLhZoAICBwXXh72qDLwWrPgFAt8au6NPMA+/8IVa2GwBa+ThiWlc//G99lNBWHwBo5G6LTwY2xfTfzyE5S2zro7eTFRa/FIJ52y8h8rpYniZXWwusGNcGy08kYrPgiiR7K1P8Nr4tTiRkCn9vrM1NsGJcG9y5V4Q3fj8nFOSzMDXGz6PUAZxRggEcU2MjfP1CS4T6OmHoz2FIkpGInehxwOCNgZo8eTJGjBgBf3/xbRFVsXTpUuTk5AAAPv/8c7i4PPipsrGxMX788UcYG6v/uP7yyy+1tlP+746OjlqP8ff3x7vvvgsAiI+Px9atW/V1CjqtDb+BBbsuY8W4NsLbnCKvZ2Hyb6cxf2BT9Gkmti0j9W4hxiyPwPDQephYwcqOyhQrVZi8+gz86tjISur7yY5LyMovwTfDWgoHOzadTsbfF1Lx40jxJMcXbt7Fwj1X8P3wlsLJlnMKSvDO5mh82DdIOOlzWZmEd/+MwUttfdDcy0HrMZdu5WL1qRv4ZIBYNS5AvT3oq71X8O6zgcJjJkkSFu69gkmdG8BRxoqHpceuoXugK/x0rMyozM7oVNhbmqKTjOS9sWm5iE27h74txFZ/AeoVYPsu3Za1ZQr4/3w3OrZMxabdQ0GJStbqnhJlGaJv3tWZrPjCzbtoUtdOVu6exPR8OFiZ6lwVk5JdIL9MeL78lTeFpSqdW6YAQFUGnStvyn8kda+8MdZLzhs5ARMA8Ha0wt3CUllJNu0sTOFpbyEr741CodDT1ilnnEyQVzK8u8yS4QAwINgT+y/fljWufVt4IiW7UNaYtGvghLoOlsI31QDg42yN55t74EcZq2/srUzxSjc/fLY7VnhLmpmJEWY/H4Sv9l4Rqi4E/P+2pQHNsOl0inDFJgD44PlAJGbkY42MQNK0bv6oY2uOedvF8/AMDPbC88098Mq6s8Ir+Z7yc8G7fRrj5TVnhAO5AW62+OmlVvhgywXhpOHu9hZYNT4U6yOSsFwwV5OdhToIFH/nHt7eHC0018xN1AEcJxkBHGMjBT4d1Aw9gtzwwpIwWUm/iQwdgzf/cVu2bAEA2NnZYdCgQVqP8fLyQvfu3QEA+/btQ17egxfF+Ph4TTLiYcOGwcpK+0302LFjNV//+eefMnteudWnbuCzXbFYOa6Nzq0QupxPzsH4FZF4/7kgWatlRi+LQEd/F8zs1UiojbIyCTM3RaO4VIXvXwzWVFeprnXhSdgenYqlo1sL57q4eOsu5my7iO9eDBbecpNXrMRr66PwSjc/tPIR+94AwIdbL6K5lz2GylgNsy4iCbdyiirMQVNWJuGDLTEY37G+cE4eAFh8KAEN3WzQq4l4RaXDcem4mp4vqzpUZl4xNkQkY1pX8cBweXnwsU/5ylrtsul0Cvo08xBOdA0AR+LS4WRtJmubUWZeMaJT7qKrjmTFJxIy0K6Bs6ykypdSc2FlZqxzRUzMzbvyt0xl5KGBi7XO701yVqH8MuF5xbK2/wHq4JuuMuGAeuWNsXFVtk1VkrBYD9Wm5AZv7CxNYGNuoofVN7Z6SVosO3jz/0mL5axW6dqoDq5l5Mn6xNzf1Rb+rjay8qtYmZUnLhYPECgUCkzsVB/LjifKyuPzSjd//HXupvAKD0BdoSg7vwTbo8VXJHVt5IrQ+s5YuFd85YyvizVefdof7/0ZI5ys19bCFF8MaY7Pdl0WXpFkbKTAty+2xN5Lt7FdsAQ58M9q44+2ixfhGNXOBz2C3DBZRrnrjg1dMK9fE0xdc0Y4WOHvaoMV40Lx1d4r2HpObMugk7UZ1kxoi7M3sjF72wWha4E+AjgKhQKznw/C4FZ1MWxJGC6niq8qJDJkDN78h5WUlCAiIgIA0L59e5iZVfwJapcuXQAAxcXFiIyMfOC5Y8eOPXScNu7u7ggIUN8gHz9+XLjfVbE67Dq+2B2LlePboLVg4ObSrVyMXh6BN3oEYERbsXwsBSVKjF8Zifou1pg/UHzVxtf74nA2KRu/jmlT6Y1ORcKvZeLjHZfw40shwrku7haW4uU1Z/FyFz90DhDfPjJ76wW421ngZRkBhB3Rt3A8Ph0LBmmvDFUVaXeL8PnuWMwf2LTCYNbvp5NxO7cY/3tavCR3UmYBVp28jg+fFy8NXlYmYeGeK5jW1U9WZacVJ64jtL6TrIS4Z5NycD0jXzjXEaBehfJX1E1ZiYoB9Qqg52RumToan44gDzudFdeOJWSgo9x8NzeyEeztoLOv+khWfLWSfDeAOueNPrZNySkTDqiDN+aVBMQqz3mj/m/lwRv5CYvvFSuFb0AB9Q2Gl6MlUrJkJi12t0XcbXmfLquDN+KrIQAgxMcROQWluJouvsXHzsIU7Ro4Y+8l8cALAPRv6YltMm7KAWBEqA+2R9+Slbj4uWaeKCotw/7L4quJ/OrY4Nmm7vjxsPjqGwtTY7zRIwAL914RyklS7sPnA/Hn2RThfDEAMPn/E+P/cvSacBsd/F0wuJUXZm6KFq765GFvic8HN8d7f8UIB8bMTYyxeEQIdkSn4q8o8UTK8/o1hZWZMWb+cV44+PlCG2+MbFcP41ZGIEOwlHlLbwf8OLIVZm2OwdE4sW12rnYWWDupHQ7FpuPT3bGPNIAzs1djjO9YHy/+cgoXb4nPWSJDJX4HQI+9+Ph4Te6Zxo11V8+5//nLly9rEhmX/7+24ypqJy4uDsnJycjPz4e1ddUSnaak6P4FmZycrPl66d9n8PvFe/h6WEu4GRcgJaX6v6ATM/Iwbc1ZvNjWGz19TSt9f21KVWV4+4/zKC0tw9vPtkRaqtgfldvO3cSyg/H4ZXRrFN9Nh0gBiVvZhZiwKhLTuvjBy6xQ6HzKyiS8s/k8PEyA/g0thNoAgN0XUrE3Ih6rJ4Qi9ZbYJz0Z94rw9qpwzOrdGCV3M4TGBADe2XwebVyN4W9dovV8svOL8dGGU5j9fBAy76SKvQmA9/+MxtNeprAvu4eUFLFPyw9evo1bN2+ia996wmN/r6gUv+6JxJdDWgi3AQCLtl9Ar/pmyE5Pg+it36HY2zApzIKXqdh8BNQ3/rvDL+Dnka1knc+2ExcQ7GRZYRtFpSqcOH8FE4PtZL3P0ahYNKhjU2EbpaoyRMclwqVTHVnvEx17FQ3dK34fVZmEpKRkmBR6ISVFvDLOjRvJCPK0ldXX5JQ0ID9TZxt3M9Jw16IIKSnaV/mUlUlQ5mbgZkoKSioIwN3Luo3s9DRZfS1RlkGZm4GL8dfgYiOeLNyhLBcxcdfQ2E48QOAk3cOO2FSkpDgIt+GiKEXi9WTEXLkKR2vxFVRBdqXYERaDIa3Ec1e1cinD1hMx6F1fPBjY2kXCgo1XcC7WWfj7YwegnnkRlu85Let8+jU0x/fbwxFk30q4jSGNLDF6RSQGNbKAh73YKtdQV0CRn4lF20/hhTZiH0IZAxjcyBJvrzqEJaNaCQfKpz/lhNfWhSHYuUw4cDyqmQ1GRVzCV3+VYURbH6E2mtgDXesaYfJPe/DTyFY6K9lVRAHg/S6ueHvVIThJbeAnWOXyw25uGLciEvNN8jH2KbEVtcMCrXEpvgQjv9uFRSNCKs0hpo2fFfBWB2dM+mkPfhgejCBPsQ8QFvbxwtQ1Z1ByN104RcAH3dzw7uZoDFm4A9+92BK2AtUd+ze0QGG2Dab9ckDzb7WZa5OoRkn02PDx8ZEASD4+Pnppb/fu3RIACYD05Zdf6jw2MjJSc+ysWbMeeG7YsGGa59LT03W288orr2iOjY2NrXJfy1/DBx988MEHH3zwwQcffPBR1UdERESV7zmIDBm3Tf2H3bv3zwqAysqQ379C5t85b/TVDhERERERERE9jNum/sOKiv5ZLq8r3w0AmJv/s6S6sPDBvfr6akeX+7dFaZOYmIjOnTsDAE6ePAlvb3mlh6nqUlNTERoaCgCIiIiAh4e8qj9UdRz7R4dj/+hw7B8djv2jw7F/dDj2j46csVcqlUhPV+fxadasWY30j6i2MXgjg1KphKmpeJWUcitWrHigElNtsbD4Z094SYnuChrFxf8kQrO0fHDv9b/buf//q9OOLl5eVU9q6u3tXa3jSX88PDw49o8Ix/7R4dg/Ohz7R4dj/+hw7B8djv2jIzL2vr6+NdMZokeE26b+w2xt/yl7XNkWpvz8fypJ/HtrlL7aISIiIiIiIqKHceWNDCYmJg9UWhL1qJZf3h+9rk41p39vSfp3Oy4uFZfTLW9HoVDwkwsiIiIiIiKiKmDwRqbKSmMbsoCAABgbG0OlUiE2Nlbnsfc/HxgY+MBzQUFBDxzXsmXLStvx9vaucplwIiIiIiIiov8ybpv6DzMzM9MkAQsLC9OZ9+bIkSMA1AmHW7du/cBzHTt2fOg4bdLS0hAXFwcA6NChg3C/iYiIiIiIiP5LGLz5jxswYAAAIDc3F3/++afWY1JSUrB//34AwDPPPPNAjhtAvYKnfDXOxo0bUVBQoLWdlStXar4eOHCgzJ4TERERERER/TcwePMEu379OhQKBRQKBbp27ar1mIkTJ8Le3h4AMGvWLGRmZj7wvEqlwrRp06BSqQAAM2bM0NpO+b9nZWXh7bfffuj5q1ev4tNPPwUA+Pn5MXhDREREREREVEXMeWOgEhIScPz48Qf+rbySU15e3gOrWACgd+/ecHd3r/b7ODk54fPPP8fUqVNx48YNtG3bFu+//z6aNWuGW7du4dtvv8WhQ4cAAMOHD0e3bt20tjNmzBgsX74cJ06cwOLFi5GWloZJkybB0dERERER+Pjjj5GbmwsjIyP88MMPMDHh1CMiIiIiIiKqCoUkSdKj7gQ9bOXKlRg3blyVjz906NBDq2uuX7+O+vXrAwC6dOmCw4cPV/j6OXPm4OOPP0ZF06FPnz7YvHkzLCwsKmwjIyMDffr0QWRkpNbnzczMsGjRIkyaNEn3yRARERERERGRBrdNEQBg3rx5OH78OEaMGAFvb2+YmZnB1dUVPXr0wLp167Bz506dgRsAcHFxwcmTJ/Hjjz+iY8eOcHZ2hoWFBRo0aIBJkybh7NmzDNwQERERERERVRNX3hARERERERERGTCuvCEiIiIiIiIiMmAM3hARERERERERGTAGb4iIiIiIiIiIDBiDN0REREREREREBozBGyIiIiIiIiIiA8bgDRERERERERGRAWPwhoiIiIiIiIjIgDF4Q0RERERERERkwBi8IYOSl5eHo0ePYuHChXjhhRdQv359KBQKKBQK+Pr61sh7hoWFYdSoUfD19YWFhQU8PDzQu3dvbNiwocptKJVKLFmyBJ07d0adOnVgaWkJf39/TJ06FZcuXaqRfteUgoICfPnllwgNDYWTkxNsbGwQGBiIGTNmICkpSXb75d/P6jy0GTt2bJVff/36ddn9rg01PfaHDx+u8pjNnTu30vY476tOqVRi3759mDlzJjp16oQ6derA1NQUDg4OCAkJwYwZM3D16tVK23lc5n1SUhJmzJiBwMBAWFtbw8nJCaGhoVi4cCEKCgr09j4bNmxAr1694OHhAQsLC/j6+mLUqFE4depUldvIzMzEnDlz0KJFC9jb28POzg4tWrTAnDlzkJmZqbe+1paaHPvc3Fxs2LABkyZNQkhICBwcHGBmZoY6deqga9euWLhwIXJyciptx9fXt0pzuKZ+79eUmhz7uXPnVvln//Dhw5W2x3lfNdX5vVn+6Nq1q9a2nqR5f+fOHezYsQOzZ8/Gs88+CxcXF03/x44dWyPvyes9EQCJyIB07dpVAqD14ePjo/f3mzdvnmRkZFThe/bt21cqLCzU2UZGRobUtm3bCtswNzeXli1bpve+14SEhASpUaNGFZ6Lvb29tHPnTlnvUVHbFT0CAgK0tjNmzJgqt5GYmCirz7WhNsb+0KFDVR6zOXPm6GyL877q7ty5Izk7O1c65mZmZtK3336rs63HYd7v2LFDsre3r7BfjRo1kq5evSrrPQoLC6Xnn3++wvcwMjKSPvroo0rbiYiIkDw8PCpsx9PTU4qMjJTV19pUk2O/a9cuydzcvNJ55+bmJh08eFBnWz4+PlWawzXxe7+m1PS8nzNnTpV/9g8dOqSzLc77qqvO783yx+TJk7W29STNe139HzNmjF7fi9d7on8weEMGpUuXLpqLqKOjo9SjRw/JxsamRn6ZLV26VPNefn5+0rJly6SIiAhpy5YtUrdu3TTPvfTSSxW2oVQqpc6dO2uOHTRokLR7924pPDxc+v777yVXV1cJgGRsbCz9/fffeu2/vt27d09q3Lix5lwmTZokHThwQDp58qQ0f/58zffByspKOn/+vPD7xMTEVPqYMWOGph/z58/X2k75Taynp2el7ZWUlAj3tzbU1tjf/0fo8uXLdY7Z7du3K2yH8756kpOTNe23bNlSmjNnjrRr1y7pzJkz0sGDB6WZM2dKFhYWmmOWLFlSYVuGPu/PnTsnWVlZSQAkGxsbaf78+dLJkyelAwcOSJMmTdKcY+PGjaV79+4Jv8+IESM0bXXr1k3asmWLFBERIS1btkzy8/PTPLd06dIK20hJSZHc3NwkAJKJiYn09ttvS0ePHpWOHj0qvf3225KJiYkmGJGSkiLc19pS02O/evVqzY1Sr169pG+++UY6ePCgdPbsWWnbtm3SsGHDNO9hZWUlRUVFVdhW+U1s//79dc7hK1euyBiR2lMb8/7+4E1lP/t5eXkVtsN5Xz15eXlV+rvl/r9fT5w4obWtJ2ne3x/08Pb2lnr27FljwRte74n+weANGZQlS5ZIa9euleLj4zX/Vv7LTp/Bm+zsbMnBwUECINWrV09KT09/4HmlUin17dtX8wvhyJEjWttZsWKF5php06Y99Hx8fLxkZ2cnAZAaNmwolZaW6u0c9O3+Pwy/+OKLh54/efKk5pdbt27darQvoaGhEgBJoVBIN27c0HpM+U3s4/AJVWVqa+zvD95U9smsLpz31ZOSkiL16NFDCgsLq/CYU6dOSZaWlhKgXumTm5ur9ThDn/flqydNTEykkydPPvT8F198oRnvefPmCb3H4cOHNW307dtXUiqVDzyfnp4u1atXT/MhQHZ2ttZ27l/FtHHjxoee37hxo+b5cePGCfW1NtX02G/YsEGaMmVKhddkSZKk77//XvMeTz/9dIXHlf9e1/dN3qNSG/P+/muVHJz3+pedna1Zlebv71/hcU/SvJ89e7a0fft2KS0tTZIkSUpMTKyR4A2v90QPYvCGDF5NBG/u/2W+fv16rcckJydLxsbGEgDp+eef13pMUFCQ5hdGfn6+1mM+/fRTzXv98ccfejsHfSopKdEEswIDAyWVSqX1uClTpmjO5fTp0zXSl9jY2Ac+YamIod/EVlVtjr2+gjec9zXjrbfe0rzPn3/+qfUYQ573ERERmv5PmTJF6zEqlUoKDAzUzB+R1UF9+vSRAPXKruTkZK3HrF+/XtOXhQsXPvR8Wlqa5vreq1evCt+rV69emvcqv0kxRLU19lXRunVrCVCv0MnIyNB6zJN0E1tbY6+P4A3nfc3M+59//rlKAaInad7/W00Fb3i9J3oQExbTf9KWLVsAAHZ2dhg0aJDWY7y8vNC9e3cAwL59+5CXl/fA8/Hx8ZqkrMOGDYOVlZXWdu5P3Pbnn3/K7HnNOHz4sCbJ5JgxY2BkpP3SUBvn8ttvv2m+HjNmTI28hyExpLGvCs77mjuXbt26ab6uSvJiQ1N+XQWAcePGaT3GyMgIo0ePBgBkZ2dXKbHq/fLy8nDgwAEAQI8ePeDl5aX1uEGDBsHOzg6A9u/Ztm3boFKpdPYV+Od7r1KpsG3btmr1tTbVxthXVXmy1rKyMiQmJtbIexgSQxr7ynDe18zYl//dolAoMGrUKL23/1/F6z3Rwxi8of+ckpISREREAADat28PMzOzCo/t0qULAKC4uBiRkZEPPHfs2LGHjtPG3d0dAQEBAIDjx48L97smVfVcWrduDWtrawA1cy6SJGHt2rUAAGtrawwePFjv72FoDGXsq4rzvubOpbi4WPN1RYEkQ1Y+ntbW1mjVqlWFx90/1tUdz4iICM046fqemZmZoV27dprXlJaWau1rZe3I6Wttqo2xr6rHfR5XlyGNfWU47/V/PlevXsXJkycBAJ06dUL9+vX12v5/Ga/3RA978n+rEv1LfHw8lEolAKBx48Y6j73/+cuXLz/w3P3/X9V2kpOTkZ+fX63+1oaqnouJiQn8/Pweeo2+HD58GDdu3ACg/iTFxsam0tdkZmaiU6dOcHBwgLm5OTw8PNCrVy8sWrRIryWJa8qjGvv33nsPXl5eMDMzg6OjI4KDg/HGG28gLi5OL/29/3nO+6o5cuRIlfoDGOa8Lx8bf39/mJiYVHicrutqVd/j3+3oeh+lUon4+Hit7djb28Pd3b3CNjw8PDSf6Nbk916u2hj7qiqfxyYmJvD399d57NGjR9G8eXNYW1vDysoK9evXx7Bhw7BlyxZIklQj/dO3RzH2PXr0gLOzM8zMzODq6oquXbvis88+Q3Z2dpX6ynmvPyKrhZ+EeV8beL0nehiDN/Sfk5ycrPm6oiWY5by9vbW+TrQdSZKQkpJS5b7WlvJzsba2hoODg85jy88lPT39gU9Y9eH+P4LKlzlXJi8vD8ePH8fdu3dRUlKCtLQ07N27F6+99hoCAgI0n4gZqkc19mFhYbh58yZKS0uRk5ODc+fO4dtvv0VgYCDmzp1b4R+QnPf6n/cAkJqaihUrVgAAXFxcHthCpY2hzfuioiJkZGQAqHxeODo6alYy/fu6Whl9X78ra+P+dqrb19pSW2NfFTt37kR0dDQAoFevXpoboYokJiYiJiYGBQUFKCwsxPXr17Fx40YMHDgQnTp1ws2bN/XeR316VGO/f/9+ZGVlobS0FOnp6Thy5AjeffddNGjQAFu3bq3wdZz3+j+fNWvWAAAsLS0xZMiQKr3mcZ/3tYXXe6KHVRymJnpC3bt3T/N1ZSs7yn/ZA3go542+2jEE5edSlZUu/z4Xc3NzvfShoKAAmzdvBqD+Bfv000/rPF6hUKBdu3bo27cvQkJC4ObmhqKiIsTExGDZsmWIiIjAzZs30bNnTxw7dgzBwcF66ae+1fbYe3h4YNCgQejYsSMaNGgAExMTJCUlYfv27Vi9ejVKS0sxb948lJSUYMGCBRX2typ95ryvGkmSMHXqVE1/PvzwQ1haWmo91lDnfXXmBaAez/z8/GrPC31fv6vzvTfEOQzU3thXJisrC6+88goAwNjYGB9//HGFx5qZmaFfv37o2bMnmjZtCnt7e+Tk5CAsLAw//fQTkpOTceLECfTo0QNhYWGwt7fXa1/1pbbHvlmzZhgwYABCQ0Ph6emJ0tJSXLlyBWvXrsXevXuRk5ODwYMHY/v27Xj22Wcr7C/nvX4cO3YM165dAwAMHDiw0mDlkzLvawuv90QPY/CG/nOKioo0X+vKdwPggRu0wsLCGmnHEJSfS2XnAdTcuWzZskXzC3bkyJGV5kr45ptvtK6WaN++PSZNmoQPPvgACxYsQH5+PiZOnIjTp09DoVDorb/6Uptj36ZNG9y4cQOmpqYP/HtISAgGDBiAKVOmoGfPnrh79y4+++wzvPDCC2jZsqXW/lalz5z3VbNgwQJNcsRu3brh1VdfrfBYQ5331ZkXwD/jWd2x1Pf1uyb7Wltqa+x1UalUeOmllzTbXj/44AOdgcOIiAit87hr16549dVXMWTIEOzduxeXL1/GvHnz8PXXX+utr/pUm2M/ffp0zJ0796F/b9u2LUaPHo0lS5Zg6tSpUKlUmDhxIhISEh4KAnPe6/d8Vq9erfm6KquFn5R5X1t4vSd6GLdNUbUplUooFArZj5UrVz6S/ltYWGi+Likp0Xns/dsj/v1HkL7aqY6aGvvyc6nsPPR5Lv9W3S1Tura5KBQKzJ8/X1Mt7OzZs7K3kTwJY29tbf1Q4OZ+oaGhWLx4MQD1apDyr+/Hea/feb927Vp8+OGHAABfX1+sW7dOZ+Cytud9VVVnXgD/jGd1x1Lf1++a7Gttqa2x12XatGn4+++/AQDPPfecZk5XRNc8trW1xcaNG+Hs7AwA+OWXX6p0Xo9CbY59ZVs7p0yZgokTJwIAbt26pbXqDue9/s6nuLgYmzZtAgB4enpqrru6PCnzvrbwek/0MAZv6D/H1tZW83VlyyLvT7L67+WW+mrHEJSfS1WWidbEuaSmpmL//v0A1KtDAgMD9dLulClTNF/fnwzWkDzqsf+3YcOGaZZqaxszznv9ncvOnTsxbtw4SJIENzc37Nu3T2cyxap6FPO+OvMC+Gc8qzuW+r5+12Rfa0ttjX1F3n33Xfzyyy8AgI4dO2LTpk0wNjaW1aa9vT1efPFFAOr+nj59WnY/a8KjHvt/q+xnn/Nef+ezdetW5OTkAABeeukl2XMeeHzmfW3h9Z7oYdw2RdVmYmKilyzsHh4eeuhN9d2fsKyyJKr3Jyy7PxmatnZcXFwqbUehUFQpYVpFamrsvby8EB4ejvz8fOTk5Oj8dKj8XOrUqaO3vB9r166FSqUCUPVExVURFBSk+VpuAsAndez/zcTEBAEBAYiMjNQ6Zpz3+hn7w4cPY8iQISgtLYWjoyP27t1baWWeqtLnvK8qCwsLuLi4ICMjo9LranZ2tuYP5H9fVyvz7/nXunXrCo+t7Pp9+/btKiXSLm+nun2tLbU19tp8/vnn+OyzzwCot1/u2LFDb59YP4p5XF2Pcuy1qWzMOO/1dz4iBRaq4nGY97WF13uihzF4Q0IqK9lnyAICAmBsbAyVSoXY2Fidx97//L9Xg9z/CzY2Nvah3CDa2vH29n4gqZqImhj7oKAgTbLg2NhYtGvXTutxSqUSV69eBfDweMhRvm/c1NQUw4cP11u7+i65+SSOvTa6xo3zXv7YR0REoG/fvigqKoKNjQ12796N5s2by2633KMqNRsYGIhjx44hISEBSqWywtK9uq6rlfn3/NOl/HltJauDgoJw5swZ3L17F2lpaRWueEpNTUVubq5QX2tTbYz9v/3444+YNWuWpq09e/boNcHq41Iy+VGMfUUqGzPOe/2cz507d7Bnzx4A6qBl06ZNZbdZ7nGZ97WB13uih3HbFP3nmJmZITQ0FIC6XLKuPbDly47Nzc0fivh37NjxoeO0SUtLQ1xcHACgQ4cOwv2uSVU9l9OnT2s+vdLXuZw7d05TWva5557T7PfWh0uXLmm+9vT01Fu7+vQox14bpVKpma/axozzXt65REdHo3fv3sjLy4OFhQW2b9+Otm3bymrz3x7VvC8fz/z8fJw5c6bC4+4f6+qOZ5s2bTRJJ3V9z0pKSnDq1KmHXvPvvlbWjpy+1qbaGPv7rV69WpNYu0GDBti/f7/OVXgiHofrN1D7Y69LZWPGea+f81m3bh2USiUA/a66AR6feV8beL0n0kIiMnA+Pj4SAMnHx0dvbX7++ecSAAmAtH79eq3HJCcnS8bGxhIAqU+fPlqPCQwMlABITk5OUn5+vtZjPv30U817bdy4UW/noE/FxcWSvb29BEAKDAyUysrKtB43ZcoUzblERETo5b3feOMNTZt//fWXXtos98wzz2jaPnbsmF7b1pdHOfbarF69WvM+EyZM0HoM572YK1euSG5ubhIAydTUVNq5c6dwW7o8qnkfHh6ued8pU6ZoPUalUmnmj4ODg1RSUlLt93n22WclAJKJiYmUnJys9Zj169dr+vLFF1889HxqaqpkZGQkAZB69epV4Xv16tVLAiAZGRlJqamp1e5rbamtsZckSdq8ebPmd6OXl5eUmJgoo+fa5eTkSM7OzhIAycrKSioqKtL7e+hLbY59ZSZMmKDpy+rVqx96nvNeP2MfHBysuQbduXNHdnvlHqd5/2+JiYma78WYMWP01i6v90QPYvCGDF51gzf3/wLp0qWL1mMyMzM1N20+Pj5SRkbGA88rlUqpb9++mnYOHjyotZ1ly5ZpjnnllVceej4hIUGys7OTAEh+fn5SaWlplc7hUfjwww91/vI7efKkZGJionNcqzL291MqlZK7u7sEQHJ2dq7yH1VhYWHSrVu3Kny+rKxMev/99zV9adGiRYU35oagNsY+KytLOnTokM5+hIeHSw4ODhIASaFQSJGRkVqP47x/UFXm/Y0bNyRvb28JgGRsbCxt2rSp2n19HOZ9p06dNH9onzx58qHnv/jiC03/5syZ89DzK1as0Pm8JEnSgQMHNMf069dPUiqVDzyfnp4u1atXT3OzlpWVpbWdUaNGadrR9v3YuHFjjdyM1JTaGPs9e/ZIZmZmEgDJ1dVVio2NrXY/d+/eLRUUFFT4fG5urtSzZ09NX1577bVqv0dtq+mxj46OluLj43X24eeff9a04e7uLuXl5Wk9jvP+QVWZ9/e7cOGC5vi+fftWuZ9P4ry/n0jwhtd7oupj8IYMSnx8vLRixYoHHuWfQjg7Oz/0nLbIeFUDCPf/oePn5yctX75cioyMlLZu3Sp169ZN89zw4cMrbEOpVEodOnTQHDt48GDp77//lsLDw6UffvhBcnV11UTxd+3apY8hqjG5ublSQECA5lwmT54sHTx4UAoLC5MWLFgg2djYSAAkS0tLKSoqSmsb1Q3e7Ny5U3P8q6++WuW+zpkzRzI3N5f69+8vLVq0SDp48KB09uxZKSwsTFqyZIkUGhqqadfKyqpGV6roQ22MffnzzZs3l2bPni1t3bpVioiIkM6cOSP99ddf0vjx4yVTU1NNGzNnzqywv5z3D6ps7DMyMqSGDRtqjnn77belmJgYnY+UlJSH2nkc5v3Zs2clS0tLCYBkY2MjLViwQAoLC5MOHjwoTZ48WdO/gIAAKTc396HXV/VG6sUXX9Qc161bN2nr1q1SZGSktHz5csnPz0/z3M8//1xhG0lJSVKdOnU0N37vvPOOdOzYMenYsWPSO++8owna1alTp8JPfA1JTY99WFiYZGVlJQHqlWNr166tdB5nZ2c/1E6XLl0kJycnaeLEidLKlSulY8eOSVFRUdKhQ4ekBQsWaIKcAKRGjRpJmZmZNTBa+lXTY79ixQrJ2NhY6t69u/TVV19Je/fulc6cOSOFh4dLq1atknr06KF5vbGxsbR169YK+8p5/6DqBm9mzpypOf6PP/6ocj+ftHl/7NixB/4e//LLLzX979Chw0N/r2vD6z1R9TF4Qwbl/gt5VR7aVhJUJ4Awe/ZsSaFQVNh+nz59pMLCQp1tpKenS23atKmwDTMzM+mXX36RMSq1Jz4+/oGbzH8/7OzspO3bt1f4+uoGb4YNG6Y5vjo3mnPmzKnS/KhXr550/PjxKrf7KNX02N//vK6HsbGxNHfu3EpXbHDe/6OysT906FC1rmuA9k/+Hpd5v23bNs3KK22PgICAClcRVPWP+YKCAqlPnz4VvoeRkVGVbsROnTqlWf2n7eHu7i6dOnVKcCRqX02OfVXn3/0PbTdtXbp0qdJrO3furDWIaahqcuyr+reRs7OztGXLlkr7ynn/j+oEb1QqlVS3bl0JgOTo6FitbU1P2rwfM2ZMta4F2vB6T1R9rDZF/2nz5s1Dr169sHjxYhw7dgy3b9+Gg4MDWrRogXHjxlWp8pGLiwtOnjyJpUuXYt26dbh8+TLy8/Ph6emJZ555Bq+//jqaNGlSC2cjn7+/P6KiorB48WJs2rQJCQkJKCkpgbe3N/r06YPXX38dPj4+enmv3NxcbNu2DYC6klCbNm2q/Npx48bBzc0NYWFhiI6Oxp07d5CZmQkTExO4uLggJCQEffv2xYgRI2BhYaGX/ta0mh57T09PbNq0CWFhYYiIiMDNmzeRkZGBoqIi2Nvbo1GjRujatSsmTpwIX1/fStvjvK99j8u879u3L6Kjo/Hdd99h586dSElJgZmZGfz9/TF06FC8+uqrsLKykvUelpaW2LlzJ9atW4eVK1fi/PnzyMnJgZubGzp16oRXX30V7du3r7Sdtm3bIiYmBt999x22bNmC69evAwDq16+P/v37Y/r06XpNol7TamPs5Vq4cCEOHDiAsLAwXLlyBRkZGcjJyYGVlRU8PT3Rtm1bDB8+HD179oRCoXikfa2Omhz7Pn36YNmyZQgLC0NUVBRu376NzMxMSJIEJycntGjRAr1798bYsWNhZ2dXaXuc92IOHDigKd89bNgwmJubV/m1T+q8rw283hP9QyFJrElHRERERERERGSoWCqciIiIiIiIiMiAMXhDRERERERERGTAGLwhIiIiIiIiIjJgDN4QERERERERERkwBm+IiIiIiIiIiAwYgzdERERERERERAaMwRsiIiIiIiIiIgPG4A0RERERERERkQFj8IaIiIiIiIiIyIAxeENEREREREREZMAYvCEiIiIiIiIiMmAM3hARERERERERGTAGb4iIiIiIiIiIDBiDN0REREREREREBozBGyIiIiIiIiIiA8bgDRERERERERGRAWPwhoiIiIiIiIjIgDF4Q0RERERERERkwBi8ISIiIiIiIiIyYAzeEBEREREREREZMAZviIiIiIiIiIgMGIM3REREREREREQGjMEbIiIieizl5+fDzc0NCoUCDRo0QGlpqdbjioqK0LFjRygUCpibm+Pw4cO121EiIiIimRi8ISIioseStbU13nvvPQBAYmIiVq5c+dAxkiRh1KhROHHiBBQKBVatWoWuXbvWbkeJiIiIZFJIkiQ96k4QERERiSguLkZAQACSkpLg4+ODuLg4mJmZaZ5/88038c033wAAFi5ciLfeeutRdZWIiIhIGFfeEBER0WPL3Nwcs2fPBgDcuHEDy5cv1zz33XffaQI306dPZ+CGiIiIHltceUNERESPNZVKhaCgIMTFxcHb2xsJCQnYsWMHhg4dirKyMgwdOhQbNmyAkRE/syIiIqLHE4M3RERE9Nj7/fff8eKLLwIAJkyYgLVr16KoqAidO3fG3r17YW5u/oh7SERERCSOwRsiIiJ67EmShJCQEJw7d07zb02aNMHx48fh4ODwyPpFREREpA9cP0xERESPPYVCgUmTJmn+39XVFbt372bghoiIiJ4IDN4QERHRYy8+Ph5z5szR/H9+fj63ShEREdETg8EbIiIieqzduXMHvXv3RkZGBpydnQGogzfz589/xD0jIiIi0g8Gb4iIiOixlZ+fj+eeew7Xrl2DjY0N9u7diwEDBgAAlixZgqSkpEfbQSIiIiI9YPCGiIiIHktKpRJDhw7F6dOnYWJigo0bNyIkJATz5s2DQqFAcXEx5s2b96i7SURERCQbgzdERET0WJo6dSp2794NAPjpp5/w7LPPAgCaN2+OwYMHAwBWrVqFuLi4R9ZHIiIiIn1g8IaIiIgeO3PnzsWyZcsAAB9++CEmTpz40PNGRkZQqVT48MMPH0UXiYiIiPRGIUmS9Kg7QURERFRVy5Yt0wRrxowZg5UrV2o9bvjw4diwYQMUCgXOnj2Lli1b1l4niYiIiPSIwRsiIiJ6bOzatQv9+/eHUqlE9+7dsWvXLpiammo9NjY2Fk2bNoVKpUKfPn2wc+fOWu4tERERkX4weENEREREREREZMCY84aIiIiIiIiIyIAxeENEREREREREZMAYvCEiIiIiIiIiMmAM3hARERERERERGTAGb4iIiIiIiIiIDBiDN0REREREREREBozBGyIiIiIiIiIiA8bgDRERERERERGRAWPwhoiIiIiIiIjIgDF4Q0RERERERERkwBi8ISIiIiIiIiIyYAzeEBEREREREREZMAZviIiIiIiIiIgMGIM3REREREREREQGjMEbIiIiIiIiIiIDxuANEREREREREZEBY/CGiIiIiIiIiMiAMXhDRERERERERGTAGLwhIiIiIiIiIjJgDN4QERERERERERkwBm+IiIiIiIiIiAwYgzdERERERERERAaMwRsiIiIiIiIiIgPG4A0RERERERERkQFj8IaIiIiIiIiIyID9H6B0x+HYg0AwAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# We just want a slice of x, y values for z = 0\n", + "accelerations = np.array([i[1][:] for i in gravity_results])\n", + "accelerations = np.delete(accelerations, 2, 1)\n", + "\n", + "accelerations = -1 * accelerations\n", + "\n", + "\n", + "fig, ax = plt.subplots()\n", + "\n", + "U = np.reshape(accelerations[:, 0], (len(X), -1))\n", + "V = np.reshape(accelerations[:, 1], (len(Y), -1))\n", + "\n", + "# Streamplot\n", + "plt.streamplot(X, Y, V, U, density=3, linewidth=0.4)\n", + "\n", + "ax.set_title(\"Acceleration in $x$ and $y$ direction for $z=0$ [Non-dimensional units]\")\n", + "ax.set_xlabel(\"$x$\")\n", + "ax.set_ylabel(\"$y$\")\n", + "\n", + "fig.set_dpi(200)\n", + "fig.set_size_inches((5, 5))\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Further reference\n", + "\n", + "For additional examples and the full API of the Python Interface (and C++ interface) refer to the [documentation](https://esa.github.io/polyhedral-gravity-model/).\n" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.2" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/script/analytical_cube_gravity.py b/script/analytical_cube_gravity.py index e744b89..6556943 100644 --- a/script/analytical_cube_gravity.py +++ b/script/analytical_cube_gravity.py @@ -82,7 +82,7 @@ def _evaluate_acceleration(X: float, Y: float, Z: float, i: int): total_sum = (total_sum_1 - total_sum_2).evalf() else: total_sum = total_sum.evalf(subs={_x3: 1 - Z}) - total_sum.evalf(subs={_x3: -1 - Z}) - return total_sum * GRAVITATIONAL_CONSTANT * DENSITY + return total_sum * GRAVITATIONAL_CONSTANT * DENSITY * -1.0 def evaluate_acceleration(X: float, Y: float, Z: float): diff --git a/script/environment.yml b/script/environment.yml new file mode 100644 index 0000000..fc9676e --- /dev/null +++ b/script/environment.yml @@ -0,0 +1,9 @@ +name: polyhedral-gravity-jupyter-notebook +channels: + - conda-forge +dependencies: + - jupyter + - numpy + - matplotlib + - sympy + - polyhedral-gravity-model diff --git a/script/environment_arm.yml b/script/environment_arm.yml new file mode 100644 index 0000000..920294b --- /dev/null +++ b/script/environment_arm.yml @@ -0,0 +1,11 @@ +name: polyhedral-gravity-jupyter-notebook-arm +channels: + - conda-forge +dependencies: + - jupyter + - numpy + - matplotlib + - sympy + - pip + - pip: + - polyhedral-gravity diff --git a/script/generate_analytical_cube_solution.py b/script/generate_analytical_cube_solution.py index 0e3acb8..de05bf7 100644 --- a/script/generate_analytical_cube_solution.py +++ b/script/generate_analytical_cube_solution.py @@ -1,18 +1,29 @@ import analytical_cube_gravity +import multiprocessing as mp import numpy as np from tqdm import tqdm -X = np.arange(-5, 5.5, 0.5) -Y = np.arange(-5, 5.5, 0.5) -Z = np.arange(-5, 5.5, 0.5) -computation_points = np.array(np.meshgrid(X, Y, Z)).T.reshape(-1, 3) +def worker(args): + x, y, z = args + potential = analytical_cube_gravity.evaluate_potential(x, y, z) + acceleration = analytical_cube_gravity.evaluate_acceleration(x, y, z) + return args, potential, acceleration -print(len(computation_points)) +def main(): + X = np.arange(-5, 5.5, 0.5) + Y = np.arange(-5, 5.5, 0.5) + Z = np.arange(-5, 5.5, 0.5) -with open("analytic_cube_solution.txt", "w") as file: - for x, y, z in tqdm(computation_points): - potential = analytical_cube_gravity.evaluate_potential(x, y, z) - acceleration = analytical_cube_gravity.evaluate_acceleration(x, y, z) - print("{:.2f} {:.2f} {:.2f} {} {} {} {}".format(x, y, z, potential, acceleration[0], - acceleration[1], acceleration[2]), file=file) + computation_points = np.array(np.meshgrid(X, Y, Z)).T.reshape(-1, 3) + + with mp.Pool(mp.cpu_count()) as pool: + results = list(tqdm(pool.imap(worker, computation_points), total=len(computation_points))) + with open("../test/resources/analytic_cube_solution_density1.txt", "w") as file: + for point, potential, acceleration in results: + print("{:.2f} {:.2f} {:.2f} {} {} {} {}".format(point[0], point[1], point[2], potential, acceleration[0], + acceleration[1], acceleration[2]), file=file) + + +if __name__ == '__main__': + main() diff --git a/script/mesh_utility.py b/script/mesh_utility.py index 4f0a6ba..9fe7551 100644 --- a/script/mesh_utility.py +++ b/script/mesh_utility.py @@ -2,12 +2,6 @@ import pickle as pk import numpy as np -# meshing -import pyvista -import tetgen -import meshio as mio -import openmesh as om - """ General info: This script contains methods to transform/ convert between different kinds of mesh files. @@ -115,17 +109,23 @@ def write_other(path, name, nodes, faces): Returns: None """ + import openmesh as om + mesh = om.TriMesh() mesh.add_vertices(nodes) mesh.add_faces(faces) - om.write_mesh((path+name), mesh) + om.write_mesh((path + name), mesh) # Alternative Framework - Code + + # import meshio as mio # cells = [("triangle", faces)] # mesh = mio.Mesh(nodes, cells) # mesh.write((path + name)) def main(): + import tetgen + # TODO Pass file names via terminal? # Read the input .pk file print("Reading file...") @@ -153,6 +153,7 @@ def main(): write_other("../mesh/Eros/", "Eros.ply", nodes, mesh_triangles) # Plot the tetrahralized mesh + # import pyvista # print("Showing Plot") # # tgen.grid.plot(show_edges=True) # pl = pyvista.Plotter() diff --git a/script/polyhedral-gravity.ipynb b/script/polyhedral-gravity.ipynb index 71cfdfb..22780f9 100644 --- a/script/polyhedral-gravity.ipynb +++ b/script/polyhedral-gravity.ipynb @@ -10,7 +10,27 @@ "source": [ "# The polyhedral gravity model - Python interface\n", "\n", - "First some imports:\n" + "The dependencies required to run this notebook can be found in the `environment.yml` file. You can create a conda environment with the required dependencies by running:\n", + "\n", + "```bash\n", + "# For Windows, MacOS, Linux x86\n", + "conda env create -f environment.yml\n", + "conda activate polyhedral-gravity-jupyter-notebook\n", + "# For Linux, MacOS ARM --> On PyPi, we also provide ARM wheels\n", + "conda env create -f environment_arm.yml\n", + "conda activate polyhedral-gravity-jupyter-notebook-arm\n", + "```\n", + "\n", + "Then, you can start a jupyter notebook server by running:\n", + "\n", + "```bash\n", + "\n", + "juptyer notebook\n", + "```\n", + "\n", + "In case your on an ARM architecture you can\n", + "\n", + "Using this environment, you can start executing this notebook cell by cell:\n" ] }, { @@ -106,7 +126,7 @@ ")\n", "\n", "outwards_pointing_normals = gravity_util.check_mesh(cube_vertices, cube_faces)\n", - "print(f\"Plane normals point outwards: {outwards_pointing_normals}\")\n" + "print(f\"Plane normals point outwards: {outwards_pointing_normals}\")" ] }, { @@ -131,7 +151,7 @@ "outputs": [], "source": [ "computation_point = [1, 0, 0] # [m]\n", - "density = 1.0 # [kg/m^3]\n" + "density = 1.0 # [kg/m^3]" ] }, { @@ -180,9 +200,7 @@ "print(\"=============Gravity Model Solution=============\")\n", "print(\"Potential: {} m^2/s^2\".format(potential))\n", "print(\"Acceleration [Vx, Vy, Vz]: {} m/s^2\".format(acceleration))\n", - "print(\n", - " \"Second derivative tensor [Vxx, Vyy, Vzz, Vxy, Vxz, Vyz]: {} 1/s^2\".format(tensor)\n", - ")\n" + "print(\"Second derivative tensor [Vxx, Vyy, Vzz, Vxy, Vxz, Vyz]: {} 1/s^2\".format(tensor))" ] }, { @@ -273,9 +291,7 @@ } ], "source": [ - "mesh_plotting.plot_triangulation(\n", - " cube_vertices, cube_faces, \"The triangulation of the $[-1,1]^3$ cube\"\n", - ")\n" + "mesh_plotting.plot_triangulation(cube_vertices, cube_faces, \"The triangulation of the $[-1,1]^3$ cube\")" ] }, { @@ -417,9 +433,7 @@ "X = computation_points[:, 0].reshape(len(VALUES), -1)\n", "Y = computation_points[:, 1].reshape(len(VALUES), -1)\n", "\n", - "mesh_plotting.plot_quiver(\n", - " X, Y, acc_xy, \"Acceleration in $x$ and $y$ direction for $z=0$\", plot_rectangle=True\n", - ")\n" + "mesh_plotting.plot_quiver(X, Y, acc_xy, \"Acceleration in $x$ and $y$ direction for $z=0$\", plot_rectangle=True)" ] }, { @@ -437,6 +451,8 @@ "\n", "**Important Note:** If the polyhedron is located in two files (like for .node and .face files), the node files needs to be placed first in the list! If it is just a single file (e.g. .ply), then list just contains this single element.\n", "\n", + "**Important Note:** The employed mesh of Eros here is unitless! Thus, units are not a concern here. Its just a demonstration of the interface.\n", + "\n", "Further, we also make use of the `Evaluable` class, which allows us to efficiently evaluate the gravity tensor for multiple computation points at once, even with interruptions in between. Certain computed properties are cached and reused.\n" ] }, @@ -453,9 +469,9 @@ "name": "stdout", "output_type": "stream", "text": [ - "Potential: 1.6412193813901074e-07 m^2/s^2\n", - "Acceleration [Vx, Vy, Vz]: [2.4104224440030084e-09, 3.9101840968470205e-08, 9.039023451764044e-09] m/s^2\n", - "Second derivative tensor [Vxx, Vyy, Vzz, Vxy, Vxz, Vyz]: [-1.2243921287729791e-07, -1.1414944948899624e-06, -9.75441413583584e-07, -3.863814870226889e-08, 1.3548134599015316e-08, -2.6597490639550805e-08] 1/s^2\n" + "Potential: 1.641219381390107e-07\n", + "Acceleration [Vx, Vy, Vz]: [2.410422444002989e-09, 3.9101840968470284e-08, 9.039023451764005e-09]\n", + "Second derivative tensor [Vxx, Vyy, Vzz, Vxy, Vxz, Vyz]: [-1.224392128772979e-07, -1.1414944948899626e-06, -9.754414135835843e-07, -3.86381487022689e-08, 1.354813459901532e-08, -2.6597490639550824e-08]\n" ] } ], @@ -463,7 +479,7 @@ "eros_vertices_path = \"mesh/Eros.node\"\n", "eros_faces_path = \"mesh/Eros.face\"\n", "\n", - "density = 2670.0 # kg/m^3\n", + "density = 2670.0\n", "computation_point = np.array([0, 0, 0]) # m\n", "\n", "# The differende betweeen array input & file input lies in the types\n", @@ -476,9 +492,9 @@ "# Call the evaluable object with the computation point(s) and optionally disable/ enable parallelization\n", "potential, acceleration, tensor = evaluable_eros(computation_points=computation_point, parallel=True)\n", "\n", - "print(\"Potential: {} m^2/s^2\".format(potential))\n", - "print(\"Acceleration [Vx, Vy, Vz]: {} m/s^2\".format(acceleration))\n", - "print(\"Second derivative tensor [Vxx, Vyy, Vzz, Vxy, Vxz, Vyz]: {} 1/s^2\".format(tensor))" + "print(\"Potential: {}\".format(potential))\n", + "print(\"Acceleration [Vx, Vy, Vz]: {}\".format(acceleration))\n", + "print(\"Second derivative tensor [Vxx, Vyy, Vzz, Vxy, Vxz, Vyz]: {}\".format(tensor))" ] }, { @@ -506,7 +522,7 @@ "Y = np.arange(-1.0, 1.05, 0.05)\n", "\n", "computation_points = np.array(np.meshgrid(X, Y, [0])).T.reshape(-1, 3)\n", - "gravity_results = evaluable_eros(computation_points)\n" + "gravity_results = evaluable_eros(computation_points)" ] }, { @@ -600,9 +616,7 @@ "acc_xy = np.delete(accelerations, 2, 1)\n", "acc_xy = -1 * acc_xy\n", "\n", - "mesh_plotting.plot_quiver(\n", - " X, Y, acc_xy, \"Acceleration in $x$ and $y$ direction for $z=0$\"\n", - ")\n" + "mesh_plotting.plot_quiver(X, Y, acc_xy, \"Acceleration in $x$ and $y$ direction for $z=0$\")" ] }, { @@ -652,13 +666,9 @@ "\n", "torus_vertices, torus_faces = mesh_utility.read_pk_file(\"mesh/torus_lp.pk\")\n", "density = 1.0\n", - "torus_evaluable = gravity_model.GravityEvaluable(\n", - " polyhedral_source=(torus_vertices, torus_faces), density=density\n", - ")\n", + "torus_evaluable = gravity_model.GravityEvaluable(polyhedral_source=(torus_vertices, torus_faces), density=density)\n", "\n", - "mesh_plotting.plot_triangulation(\n", - " torus_vertices, torus_faces, \"Triangulation of a Torus\"\n", - ")\n" + "mesh_plotting.plot_triangulation(torus_vertices, torus_faces, \"Triangulation of a Torus\")" ] }, { @@ -728,7 +738,7 @@ "\n", "fig.set_dpi(200)\n", "\n", - "plt.show()\n" + "plt.show()" ] }, { @@ -783,7 +793,7 @@ "source": [ "## Further reference\n", "\n", - "For additional examples and the full API of the Python Interface (and C++ interface) refer to the [documentation](https://polyhedral-gravity-model-cpp.readthedocs.io/en/latest/).\n" + "For additional examples and the full API of the Python Interface (and C++ interface) refer to the [documentation](https://esa.github.io/polyhedral-gravity-model/).\n" ] } ], @@ -807,5 +817,5 @@ } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/setup.py b/setup.py index d7e73aa..0bba93f 100644 --- a/setup.py +++ b/setup.py @@ -1,6 +1,7 @@ import os import re import subprocess +import shutil import sys from setuptools import Extension, setup @@ -10,8 +11,6 @@ # Modify these variables to customize the build of the polyhedral gravity interface # All variables can be overwritten by setting equally named env variables # --------------------------------------------------------------------------------- -# The generator used for CMake -CMAKE_GENERATOR = "Ninja" # The other CMake options CMAKE_OPTIONS = { # The Build Type (Should be release!) @@ -37,6 +36,24 @@ } # --------------------------------------------------------------------------------- + +def is_ninja_installed(): + """Returns true if ninja build tool is installed. False otherwise.""" + return shutil.which("ninja") is not None + + +def get_cmake_generator(): + """Returns the CMake generator if specified as environment variable. + If not, returns "Ninja" if ninja build is installed. + Otherwise, none is returned. + """ + if (os_env_generator := os.environ.get("CMAKE_GENERATOR")) is not None: + return os_env_generator + elif is_ninja_installed(): + return "Ninja" + else: + return None + # ----------------------------------------------------------------------------------------- # The following is adapted from https://github.com/pybind/cmake_example/blob/master/setup.py # ----------------------------------------------------------------------------------------- @@ -95,15 +112,16 @@ def build_extension(self, ext): # Sets the CMake Generator if specified (this is separate from the other variables since it is given to # CMake vie the -G prefix - final_generator = os.environ.get("CMAKE_GENERATOR", CMAKE_GENERATOR) - cmake_args += [ - f"-G{final_generator}" - ] + cmake_generator = get_cmake_generator() + if cmake_generator is not None: + cmake_args += [ + f"-G{cmake_generator}" + ] # MSVC special cases if self.compiler.compiler_type == "msvc": # Single config generators are handled "normally" - single_config = any(x in CMAKE_GENERATOR for x in {"NMake", "Ninja"}) + single_config = any(x in cmake_generator for x in {"NMake", "Ninja"}) # Multi-config generators have a different way to specify configs if not single_config: cmake_args += [ @@ -147,14 +165,15 @@ def build_extension(self, ext): # -------------------------------------------------------------------------------- setup( name="polyhedral_gravity", - version="2.1", + version="2.2", author="Jonas Schuhmacher", author_email="jonas.schuhmacher@tum.de", description="Package to compute full gravity tensor of a given constant density polyhedron for arbitrary points", long_description=""" The package polyhedral_gravity provides a simple to use interface for the evaluation of the full gravity - tensor of a constant density polyhedron at given computation points. It is based on a fast, parallelized - backbone in C++ capable of evaluating the gravity at thousands of computation points in the fraction of a second. + tensor of a constant density polyhedron at given computation points according to the geodetic convention. + It is based on a fast, parallelized backbone in C++ capable of evaluating the gravity at thousands of + computation points in the fraction of a second. """, ext_modules=[CMakeExtension("polyhedral_gravity")], cmdclass={"build_ext": CMakeBuild}, diff --git a/src/polyhedralGravity/calculation/GravityEvaluable.cpp b/src/polyhedralGravity/calculation/GravityEvaluable.cpp index 36343af..5b4e769 100644 --- a/src/polyhedralGravity/calculation/GravityEvaluable.cpp +++ b/src/polyhedralGravity/calculation/GravityEvaluable.cpp @@ -66,7 +66,7 @@ namespace polyhedralGravity { //10. Step: Final expressions after application of the prefix (and a division by 2 for the potential) potential = (potential * prefix) / 2.0; - acceleration = acceleration * prefix; + acceleration = acceleration * (-1.0 * prefix); gradiometricTensor = gradiometricTensor * prefix; return result; } diff --git a/src/polyhedralGravity/calculation/GravityEvaluable.h b/src/polyhedralGravity/calculation/GravityEvaluable.h index 2c847f8..38335e5 100644 --- a/src/polyhedralGravity/calculation/GravityEvaluable.h +++ b/src/polyhedralGravity/calculation/GravityEvaluable.h @@ -27,7 +27,7 @@ namespace polyhedralGravity { /** The constant density polyhedron consisting of vertices and triangular faces */ const Polyhedron _polyhedron; - /** The constant density of the polyhedron in [kg/m^3] */ + /** The constant density of the polyhedron (the unit must match to the mesh, e.g., mesh in @f$[m]@f$ requires density in @f$[kg/m^3]@f$) */ const double _density; /** Cache for the segment vectors (segments between vertices of a polyhedral face) */ @@ -44,8 +44,9 @@ namespace polyhedralGravity { /** * Instantiates a GravityEvaluable with a given constant density polyhedron. - * @param polyhedron - the polyhedron - * @param density - the constant density in [kg/m^3] + * @param polyhedron the polyhedron + * @param density the constant density (the unit must match to the mesh, + * e.g., mesh in @f$[m]@f$ requires density in @f$[kg/m^3]@f$) * * @note This is a separate constructor since the polyhedron as a class it not exposed to the user via * the Python Interface. Thus, this constructor is only available via the C++ interface. @@ -56,8 +57,9 @@ namespace polyhedralGravity { /** * Instantiates a GravityEvaluable with a given constant density polyhedron. - * @param polyhedralSource - the vertices & faces of the polyhedron as tuple or the filenames of the files - * @param density - the constant density in [kg/m^3] + * @param polyhedralSource the vertices & faces of the polyhedron as tuple or the filenames of the files + * @param density the constant density (the unit must match to the mesh, + * e.g., mesh in @f$[m]@f$ requires density in @f$[kg/m^3]@f$) */ GravityEvaluable(const PolyhedralSource &polyhedralSource, double density) : _polyhedron{ std::holds_alternative, std::vector>>(polyhedralSource) @@ -70,11 +72,12 @@ namespace polyhedralGravity { /** * Instantiates a GravityEvaluable with a given constant density polyhedron and caches. * This is for restoring a GravityEvaluable from a previous state. - * @param polyhedron - the polyhedron - * @param density - the constant density in [kg/m^3] - * @param segmentVectors - the segment vectors - * @param planeUnitNormals - the plane unit normals - * @param segmentUnitNormals - the segment unit normals + * @param polyhedron the polyhedron + * @param density the constant density (the unit must match to the mesh, + * e.g., mesh in @f$[m]@f$ requires density in @f$[kg/m^3]@f$) + * @param segmentVectors the segment vectors + * @param planeUnitNormals the plane unit normals + * @param segmentUnitNormals the segment unit normals */ GravityEvaluable(const Polyhedron &polyhedron, double density, const std::vector &segmentVectors, const std::vector &planeUnitNormals, @@ -88,8 +91,8 @@ namespace polyhedralGravity { /** * Evaluates the polyhedrale gravity model for a given constant density polyhedron at computation * point P. Wrapper for evaluate. - * @param computationPoints - the computation point P or multiple computation points in a vector - * @param parallelization - if true, the calculation is parallelized + * @param computationPoints the computation point P or multiple computation points in a vector + * @param parallelization if true, the calculation is parallelized * @return the GravityModelResult containing the potential, acceleration and second derivative */ inline std::variant> @@ -136,8 +139,8 @@ namespace polyhedralGravity { /** * Evaluates the polyhedrale gravity model for a given constant density polyhedron at computation * point P. - * @tparam Parallelization - if true, the calculation is parallelized - * @param computationPoint - the computation Point P + * @tparam Parallelization if true, the calculation is parallelized + * @param computationPoint the computation Point P * @return the GravityModelResult containing the potential, the acceleration and the change of acceleration * at computation Point P */ @@ -148,8 +151,8 @@ namespace polyhedralGravity { /** * Evaluates the polyhedrale gravity model for a given constant density polyhedron at computation * at multiple computation points. - * @tparam Parallelization - if true, the calculation is parallelized - * @param computationPoints - the computation Points + * @tparam Parallelization if true, the calculation is parallelized + * @param computationPoints the computation Points * @return vector of GravityModelResults containing the potential, the acceleration and the change of acceleration */ template @@ -157,7 +160,7 @@ namespace polyhedralGravity { /** * Evaluates the polyhedrale gravity model for a given constant density polyhedron at computation a certain face. - * @param tuple - consisting of face, segmentVectors, planeUnitNormal and segmentUnitNormals + * @param tuple consisting of face, segmentVectors, planeUnitNormal and segmentUnitNormals * @return the GravityModelResult containing the potential, the acceleration and the change of acceleration which * this face contributes to the computation point */ diff --git a/src/polyhedralGravity/calculation/GravityModel.h b/src/polyhedralGravity/calculation/GravityModel.h index adc8b01..5936380 100644 --- a/src/polyhedralGravity/calculation/GravityModel.h +++ b/src/polyhedralGravity/calculation/GravityModel.h @@ -21,10 +21,11 @@ namespace polyhedralGravity::GravityModel { /** * Evaluates the polyhedrale gravity model for a given constant density polyhedron at computation * point P. - * @param polyhedron - the polyhedron consisting of vertices and triangular faces - * @param density - the constant density in [kg/m^3] - * @param computationPoint - the computation Point P - * @param parallel - whether to evaluate in parallel or serial + * @param polyhedron the polyhedron consisting of vertices and triangular faces + * @param density the constant density (the unit must match to the mesh, + * e.g., mesh in @f$[m]@f$ requires density in @f$[kg/m^3]@f$) + * @param computationPoint the computation Point P + * @param parallel whether to evaluate in parallel or serial * @return the GravityModelResult containing the potential, the acceleration and the change of acceleration * at computation Point P */ @@ -33,10 +34,11 @@ namespace polyhedralGravity::GravityModel { /** * Evaluates the polyhedral gravity model for a given constant density polyhedron at multiple computation * points. - * @param polyhedron - the polyhedron consisting of vertices and triangular faces - * @param density - the constant density in [kg/m^3] - * @param computationPoints - vector of computation points - * @param parallel - whether to evaluate in parallel or serial + * @param polyhedron the polyhedron consisting of vertices and triangular faces + * @param density the constant density (the unit must match to the mesh, + * e.g., mesh in @f$[m]@f$ requires density in @f$[kg/m^3]@f$) + * @param computationPoints vector of computation points + * @param parallel whether to evaluate in parallel or serial * @return the GravityModelResult containing the potential, the acceleration and the change of acceleration * foreach computation Point P */ diff --git a/src/polyhedralGravity/calculation/GravityModelDetail.h b/src/polyhedralGravity/calculation/GravityModelDetail.h index b7da2e6..b7dc354 100644 --- a/src/polyhedralGravity/calculation/GravityModelDetail.h +++ b/src/polyhedralGravity/calculation/GravityModelDetail.h @@ -27,21 +27,21 @@ namespace polyhedralGravity::GravityModel::detail { /** - * Computes the segment vectors G_ij for one plane of the polyhedron according to Tsoulis (18). - * The segment vectors G_ij represent the vector from one vertex of the face to the neighboring vertex and - * depict every line segment of the triangular face (A-B-C) - * @param vertex0 - the first vertex A - * @param vertex1 - the second vertex B - * @param vertex2 - the third vertex C - * @return the segment vectors for a plane - */ + * Computes the segment vectors G_ij for one plane of the polyhedron according to Tsoulis (18). + * The segment vectors G_ij represent the vector from one vertex of the face to the neighboring vertex and + * depict every line segment of the triangular face (A-B-C) + * @param vertex0 the first vertex A + * @param vertex1 the second vertex B + * @param vertex2 the third vertex C + * @return the segment vectors for a plane + */ Array3Triplet buildVectorsOfSegments(const Array3 &vertex0, const Array3 &vertex1, const Array3 &vertex2); /** * Computes the plane unit normal N_p for one plane p of the polyhedron according to Tsoulis (19). * The plane unit normal is the outward pointing normal of the face from the polyhedron. - * @param segmentVector1 - first edge - * @param segmentVector2 - second edge + * @param segmentVector1 first edge + * @param segmentVector2 second edge * @return plane unit normal */ Array3 buildUnitNormalOfPlane(const Array3 &segmentVector1, const Array3 &segmentVector2); @@ -49,8 +49,8 @@ namespace polyhedralGravity::GravityModel::detail { /** * Computes the segment unit normals n_pq for one plane p of the polyhedron according to Tsoulis (20). * The segment unit normal n_pq represent the normal of one line segment of a polyhedrale face. - * @param segmentVectors - the segment vectors of the face G_p(0-2) - * @param planeUnitNormal - the plane unit normal N_p + * @param segmentVectors the segment vectors of the face G_p(0-2) + * @param planeUnitNormal the plane unit normal N_p * @return segment unit normals n_pq for plane p with q = {0, 1, 2} */ Array3Triplet buildUnitNormalOfSegments(const Array3Triplet &segmentVectors, const Array3 &planeUnitNormal); @@ -62,17 +62,17 @@ namespace polyhedralGravity::GravityModel::detail { * with respect to the pointing direction of N_p. E. g. if N_p points to the half-space containing P, the * inner product of N_p and -G_i1 will be positive, leading to a negative sigma_p. * If sigma_p is zero than P and P' lie geometrically in the same plane --> P == P'. - * @param planeUnitNormal - the plane unit normal N_p - * @param vertex0 - the first vertex of the plane + * @param planeUnitNormal the plane unit normal N_p + * @param vertex0 the first vertex of the plane * @return plane normal orientation */ double computeUnitNormalOfPlaneDirection(const Array3 &planeUnitNormal, const Array3 &vertex0); /** * Calculates the Hessian Plane form spanned by three given points p, q, and r. - * @param p - first point on the plane - * @param q - second point on the plane - * @param r - third point on the plane + * @param p first point on the plane + * @param q second point on the plane + * @param r third point on the plane * @return HessianPlane * @related Cross-Product method https://tutorial.math.lamar.edu/classes/calciii/eqnsofplanes.aspx */ @@ -82,7 +82,7 @@ namespace polyhedralGravity::GravityModel::detail { * Calculates the (plane) distances h_p of computation point P to the plane S_p given in Hessian Form * according to the following equation: * h_p = D / sqrt(A^2+B^2+C^2) - * @param hessianPlane - Hessian Plane Form of S_p + * @param hessianPlane Hessian Plane Form of S_p * @return plane distance h_p */ double distanceBetweenOriginAndPlane(const HessianPlane &hessianPlane); @@ -90,9 +90,9 @@ namespace polyhedralGravity::GravityModel::detail { /** * Computes P' for a given plane p according to equation (22) of Tsoulis paper. * P' is the orthogonal projection of the computation point P onto the plane S_p. - * @param planeUnitNormal - the plane unit normal N_p - * @param planeDistance - the distance from P to the plane h_p - * @param hessianPlane - the Hessian Plane Form + * @param planeUnitNormal the plane unit normal N_p + * @param planeDistance the distance from P to the plane h_p + * @param hessianPlane the Hessian Plane Form * @return P' for this plane */ Array3 projectPointOrthogonallyOntoPlane(const Array3 &planeUnitNormal, double planeDistance, @@ -103,9 +103,9 @@ namespace polyhedralGravity::GravityModel::detail { * If sigma_pq is negative, this denotes that n_pq points to the half-plane containing P'. Nn case * sigma_pq is positive, P' resides in the other half-plane and if sigma_pq is zero, then P' lies directly * on the segment pq. - * @param vertices - the vertices of this plane - * @param projectionPointOnPlane - the projection point P' for this plane - * @param segmentUnitNormalsForPlane - the segment unit normals sigma_pq for this plane + * @param vertices the vertices of this plane + * @param projectionPointOnPlane the projection point P' for this plane + * @param segmentUnitNormalsForPlane the segment unit normals sigma_pq for this plane * @return the segment normal orientations for the plane p */ Array3 computeUnitNormalOfSegmentsDirections(const Array3Triplet &vertices, const Array3 &projectionPointOnPlane, @@ -113,9 +113,9 @@ namespace polyhedralGravity::GravityModel::detail { /** * Computes the orthogonal projection Points P'' foreach segment q of a given plane p. - * @param projectionPointOnPlane - the projection Point P' - * @param segmentNormalOrientations - the segment normal orientations sigma_pq for this plane p - * @param face - the vertices of the plane p + * @param projectionPointOnPlane the projection Point P' + * @param segmentNormalOrientations the segment normal orientations sigma_pq for this plane p + * @param face the vertices of the plane p * @return the orthogonal projection points of P on the segment P'' foreach segment q of p */ Array3Triplet @@ -125,9 +125,9 @@ namespace polyhedralGravity::GravityModel::detail { /** * Calculates the point P'' for a given Segment consisting of vertices v1 and v2 and the orthogonal projection * point P' for the plane consisting of those vertices. Solves the three equations given in (24), (25) and (26). - * @param vertex1 - first endpoint of segment - * @param vertex2 - second endpoint of segment - * @param orthogonalProjectionPointOnPlane - the orthogonal projection P' of P on this plane + * @param vertex1 first endpoint of segment + * @param vertex2 second endpoint of segment + * @param orthogonalProjectionPointOnPlane the orthogonal projection P' of P on this plane * @return P'' for this segment * @note If sigma_pq is zero then P'' == P', this is not checked by this method, but has to be assured first */ @@ -136,8 +136,8 @@ namespace polyhedralGravity::GravityModel::detail { /** * Computes the (segment) distances h_pq between P' for a given plane p and P'' for a given segment q of plane p. - * @param orthogonalProjectionPointOnPlane - the orthogonal projection point P' for p - * @param orthogonalProjectionPointOnSegments - the orthogonal projection points P'' for each segment q of p + * @param orthogonalProjectionPointOnPlane the orthogonal projection point P' for p + * @param orthogonalProjectionPointOnSegments the orthogonal projection points P'' for each segment q of p * @return distances h_pq for plane p */ Array3 distancesBetweenProjectionPoints(const Array3 &orthogonalProjectionPointOnPlane, @@ -148,9 +148,9 @@ namespace polyhedralGravity::GravityModel::detail { * segment endpoints of each polyhedral segment for one plane. * Computes the 1D distances s1_pq and s2_pq between orthogonal projection of P on the line * segment P''_pq and the line segment endpoints for each polyhedral segment for one plane - * @param segmentVectorsForPlane - the segment vectors G_pq for plane p - * @param orthogonalProjectionPointsOnSegmentForPlane - the orthogonal projection Points P'' for plane p - * @param face - the vertices of plane p + * @param segmentVectorsForPlane the segment vectors G_pq for plane p + * @param orthogonalProjectionPointsOnSegmentForPlane the orthogonal projection Points P'' for plane p + * @param face the vertices of plane p * @return distances l1_pq and l2_pq and s1_pq and s2_pq foreach segment q of plane p */ std::array distancesToSegmentEndpoints(const Array3Triplet &segmentVectorsForPlane, @@ -162,12 +162,12 @@ namespace polyhedralGravity::GravityModel::detail { * a given plane p. * LN_pq is calculated according to (14) using the natural logarithm and AN_pq is calculated according * to (15) using the arctan. - * @param distancesForPlane - the distances l1, l2, s1, s2 foreach segment q of plane p - * @param planeDistance - the plane distance h_p for plane p - * @param segmentDistancesForPlane - the segment distance h_pq for segment q of plane p - * @param segmentNormalOrientationsForPlane - the segment normal orientations n_pq for a plane p - * @param orthogonalProjectionPointOnPlane - the orthogonal projection point P' for plane p - * @param face - the vertices of plane p + * @param distancesForPlane the distances l1, l2, s1, s2 foreach segment q of plane p + * @param planeDistance the plane distance h_p for plane p + * @param segmentDistancesForPlane the segment distance h_pq for segment q of plane p + * @param segmentNormalOrientationsForPlane the segment normal orientations n_pq for a plane p + * @param orthogonalProjectionPointOnPlane the orthogonal projection point P' for plane p + * @param face the vertices of plane p * @return LN_pq and AN_pq foreach segment q of plane p */ std::array @@ -178,13 +178,13 @@ namespace polyhedralGravity::GravityModel::detail { /** * Calculates the singularities (correction) terms according to the Flow text for a given plane p. - * @param segmentVectorsForPlane - the segment vectors for a given plane - * @param segmentNormalOrientationForPlane - the segment orientation sigma_pq - * @param projectionPointVertexNorms - the projection point P' - * @param planeUnitNormal - the plane unit normal N_p - * @param planeDistance - the plane distance h_p - * @param planeNormalOrientation - the plane normal orientation sigma_p - * @param face - the vertices of plane p + * @param segmentVectorsForPlane the segment vectors for a given plane + * @param segmentNormalOrientationForPlane the segment orientation sigma_pq + * @param projectionPointVertexNorms the projection point P' + * @param planeUnitNormal the plane unit normal N_p + * @param planeDistance the plane distance h_p + * @param planeNormalOrientation the plane normal orientation sigma_p + * @param face the vertices of plane p * @return the singularities for a plane p */ std::pair @@ -196,8 +196,8 @@ namespace polyhedralGravity::GravityModel::detail { /** * Computes the L2 norms of the orthogonal projection point P' on a plane p with each vertex of that plane p. * The values are later used to determine if P' is situated at a vertex. - * @param orthogonalProjectionPointOnPlane - the orthogonal projection point P' - * @param face - the vertices of plane p + * @param orthogonalProjectionPointOnPlane the orthogonal projection point P' + * @param face the vertices of plane p * @return the norms of p and each vertex */ Array3 diff --git a/src/polyhedralGravity/calculation/MeshChecking.h b/src/polyhedralGravity/calculation/MeshChecking.h index c1b71b0..baac125 100644 --- a/src/polyhedralGravity/calculation/MeshChecking.h +++ b/src/polyhedralGravity/calculation/MeshChecking.h @@ -14,10 +14,10 @@ namespace polyhedralGravity::MeshChecking { /** * Checks if the vertices are in such a order that the unit normals of each plane point outwards the polyhedron - * @param polyhedron - the polyhedron consisting of vertices and triangular faces + * @param polyhedron the polyhedron consisting of vertices and triangular faces * @return true if all the unit normals are pointing outwards * - * @note This has quadratic complexity O(n^2)! For bigger problem sizes, K-D trees/ Octrees could improve + * @note This has quadratic complexity @f$O(n^2)@f$! For bigger problem sizes, K-D trees/ Octrees could improve * the complexity to determine the intersections * (see https://stackoverflow.com/questions/45603469/how-to-calculate-the-normals-of-a-box) */ @@ -26,7 +26,7 @@ namespace polyhedralGravity::MeshChecking { /** * Checks if no triangle is degenerated by checking the surface area being greater than zero. * E.g. two points are the same or all three are collinear. - * @param polyhedron - the polyhedron consisting of vertices and triangular faces + * @param polyhedron the polyhedron consisting of vertices and triangular faces * @return true if triangles are fine and none of them is degenerate */ bool checkTrianglesNotDegenerated(const Polyhedron &polyhedron); @@ -36,9 +36,9 @@ namespace polyhedralGravity::MeshChecking { /** * Calculates how often a vector starting at a specific origin intersects a polyhedron's mesh's triangles. - * @param rayOrigin - the origin of the ray - * @param rayVector - the vector describing the ray - * @param polyhedron - the polyhedron consisting of vertices and triangular faces + * @param rayOrigin the origin of the ray + * @param rayVector the vector describing the ray + * @param polyhedron the polyhedron consisting of vertices and triangular faces * @return true if the ray intersects the triangle */ size_t @@ -47,9 +47,9 @@ namespace polyhedralGravity::MeshChecking { /** * Calculates how often a vector starting at a specific origin intersects a triangular face. * Uses the Möller–Trumbore intersection algorithm. - * @param rayOrigin - the origin of the ray - * @param rayVector - the vector describing the ray - * @param triangle - a triangular face + * @param rayOrigin the origin of the ray + * @param rayVector the vector describing the ray + * @param triangle a triangular face * @return intersection point or null * * @related Adapted from https://en.wikipedia.org/wiki/Möller–Trumbore_intersection_algorithm diff --git a/src/polyhedralGravity/calculation/PolyhedronTransform.h b/src/polyhedralGravity/calculation/PolyhedronTransform.h index 00a8468..f289272 100644 --- a/src/polyhedralGravity/calculation/PolyhedronTransform.h +++ b/src/polyhedralGravity/calculation/PolyhedronTransform.h @@ -11,8 +11,8 @@ namespace polyhedralGravity { /** * An iterator transforming the polyhedron's coordinates on demand by a given offset. * This function returns a pair of transform iterators (first = begin(), second = end()). - * @param polyhedron - reference to the polyhedron - * @param offset - the offset to apply + * @param polyhedron reference to the polyhedron + * @param offset the offset to apply * @return pair of transform iterators */ inline auto transformPolyhedron(const Polyhedron &polyhedron, const Array3 &offset = {0.0, 0.0, 0.0}) { diff --git a/src/polyhedralGravity/input/ConfigSource.h b/src/polyhedralGravity/input/ConfigSource.h index b2e3b8c..cba9451 100644 --- a/src/polyhedralGravity/input/ConfigSource.h +++ b/src/polyhedralGravity/input/ConfigSource.h @@ -24,7 +24,8 @@ namespace polyhedralGravity { virtual std::string getOutputFileName() = 0; /** - * Returns the constant density rho of the given polyhedron in [kg/m^3]. + * Returns the constant density rho of the given polyhedron. + * The unit must match to the mesh, e.g., mesh in @f$[m]@f$ requires density in @f$[kg/m^3]@f$. * The density is required for the calculation. * @return density as double */ diff --git a/src/polyhedralGravity/input/TetgenAdapter.h b/src/polyhedralGravity/input/TetgenAdapter.h index 7d2a64b..4443268 100644 --- a/src/polyhedralGravity/input/TetgenAdapter.h +++ b/src/polyhedralGravity/input/TetgenAdapter.h @@ -57,7 +57,7 @@ namespace polyhedralGravity { /** * Constructs a new TetgenAdapter from a vector of filenames. These filenames should end on the supported * suffixes - * @param fileNames - vector of filenames + * @param fileNames vector of filenames */ explicit TetgenAdapter(std::vector fileNames) : _tetgenio{}, @@ -134,8 +134,8 @@ namespace polyhedralGravity { /** * Checks if the polyhedron is integer and not already defined by other properties - * @param filename - string with the current read file, for more detailed exceptions - * @param what - what to check: f = faces, v = vertices, a = all + * @param filename string with the current read file, for more detailed exceptions + * @param what what to check: f = faces, v = vertices, a = all * @throws an exception if not */ void checkIntegrity(const std::string &filename, char what) const; diff --git a/src/polyhedralGravity/input/YAMLConfigReader.h b/src/polyhedralGravity/input/YAMLConfigReader.h index d44f4a8..4faa1dc 100644 --- a/src/polyhedralGravity/input/YAMLConfigReader.h +++ b/src/polyhedralGravity/input/YAMLConfigReader.h @@ -38,7 +38,7 @@ namespace polyhedralGravity { /** * Creates a new YAML Config Reader. - * @param filename - a reference to a string + * @param filename a reference to a string * @throws an exception if the file is malformed or cannot be loaded or if the ROOT node is not found */ explicit YAMLConfigReader(const std::string &filename) @@ -50,7 +50,7 @@ namespace polyhedralGravity { /** * Creates a new YAML Config Reader. - * @param filename - a movable string + * @param filename a movable string * @throws an exception if the file is malformed or cannot be loaded or if the ROOT node is not found */ explicit YAMLConfigReader(std::string &&filename) diff --git a/src/polyhedralGravity/model/GravityModelData.h b/src/polyhedralGravity/model/GravityModelData.h index 3cb1cfb..105d644 100644 --- a/src/polyhedralGravity/model/GravityModelData.h +++ b/src/polyhedralGravity/model/GravityModelData.h @@ -77,7 +77,7 @@ namespace polyhedralGravity { /** * Checks two Distance structs for equality. * @warning This method compares doubles! So only exact copies will evaluate to true. - * @param rhs - the other Distance struct + * @param rhs the other Distance struct * @return true if equal * * @note Just used for testing purpose @@ -89,7 +89,7 @@ namespace polyhedralGravity { /** * Checks two Distance structs for inequality. * @warning This method compares doubles! So only exact copies will evaluate to false. - * @param rhs - the other Distance struct + * @param rhs the other Distance struct * @return false if unequal * * @note Just used for testing purpose @@ -100,8 +100,8 @@ namespace polyhedralGravity { /** * Pretty prints this struct on the given ostream. - * @param os - ostream - * @param distance - a Distance struct + * @param os ostream + * @param distance a Distance struct * @return os */ friend std::ostream &operator<<(std::ostream &os, const Distance &distance) { @@ -131,7 +131,7 @@ namespace polyhedralGravity { /** * Checks two TranscendentalExpressions for equality. * @warning This method compares doubles! So only exact copies will evaluate to true. - * @param rhs - the other TranscendentalExpressions + * @param rhs the other TranscendentalExpressions * @return true if equal * * @note Just used for testing purpose @@ -143,7 +143,7 @@ namespace polyhedralGravity { /** * Checks two TranscendentalExpressions for inequality. * @warning This method compares doubles! So only exact copies will evaluate to false. - * @param rhs - the other TranscendentalExpressions + * @param rhs the other TranscendentalExpressions * @return false if unequal * * @note Just used for testing purpose @@ -154,8 +154,8 @@ namespace polyhedralGravity { /** * Pretty output of this struct on the given ostream. - * @param os - the ostream - * @param expression - a TranscendentalExpression + * @param os the ostream + * @param expression a TranscendentalExpression * @return os */ friend std::ostream &operator<<(std::ostream &os, const TranscendentalExpression &expression) { @@ -192,7 +192,7 @@ namespace polyhedralGravity { /** * Checking the equality of two this Hessian Plane with another one by comparing their members. * @warning This method compares doubles! So only exact copies will evaluate to true. - * @param rhs - other HessianPlane + * @param rhs other HessianPlane * @return true if equal * * @note Just used for testing purpose @@ -204,7 +204,7 @@ namespace polyhedralGravity { /** * Checking the inequality of two this Hessian Plane with another one by comparing their members. * @warning This method compares doubles! So only exact copies will evaluate to false. - * @param rhs - other HessianPlane + * @param rhs other HessianPlane * @return true if unequal * * @note Just used for testing purpose diff --git a/src/polyhedralGravity/model/Polyhedron.h b/src/polyhedralGravity/model/Polyhedron.h index 2b35094..e9d21cf 100644 --- a/src/polyhedralGravity/model/Polyhedron.h +++ b/src/polyhedralGravity/model/Polyhedron.h @@ -61,8 +61,8 @@ namespace polyhedralGravity { /** * Generates a polyhedron from nodes and faces. - * @param nodes - vector containing the nodes - * @param faces - vector containing the triangle faces. + * @param nodes vector containing the nodes + * @param faces vector containing the triangle faces. * * @note ASSERTS PRE-CONDITION that the in the indexing in the faces vector starts with zero! * @throws runtime_error if no face contains the node zero indicating mathematical index @@ -82,7 +82,7 @@ namespace polyhedralGravity { /** * Creates a polyhedron from a tuple of nodes and faces. - * @param data - tuple of nodes and faces + * @param data tuple of nodes and faces * * @note ASSERTS PRE-CONDITION that the in the indexing in the faces vector starts with zero! * @throws runtime_error if no face contains the node zero indicating mathematical index @@ -106,7 +106,7 @@ namespace polyhedralGravity { /** * Returns the vertex at a specific index - * @param index - size_t + * @param index size_t * @return cartesian coordinates of the vertex at index */ [[nodiscard]] const Array3 &getVertex(size_t index) const { @@ -139,7 +139,7 @@ namespace polyhedralGravity { /** * Returns the resolved face with its concrete cartesian coordinates at the given index. - * @param index - size_t + * @param index size_t * @return triplet of vertices' cartesian coordinates */ [[nodiscard]] Array3Triplet getFace(size_t index) const { diff --git a/src/polyhedralGravity/output/CSVWriter.h b/src/polyhedralGravity/output/CSVWriter.h index 7ebdd7e..0e3baab 100644 --- a/src/polyhedralGravity/output/CSVWriter.h +++ b/src/polyhedralGravity/output/CSVWriter.h @@ -35,7 +35,7 @@ namespace polyhedralGravity { /** * Creates a new CSVWriter. * Results are written to file with filename as name. - * @param filename - a string + * @param filename a string */ explicit CSVWriter(const std::string &filename) : _logger{ @@ -52,8 +52,8 @@ namespace polyhedralGravity { /** * Prints the result to the specified file - * @param computationPoints - vector of computation points - * @param gravityResults - vector of gravity results + * @param computationPoints vector of computation points + * @param gravityResults vector of gravity results */ void printResult(const std::vector> &computationPoints, const std::vector &gravityResults) const; diff --git a/src/polyhedralGravity/util/UtilityConstants.h b/src/polyhedralGravity/util/UtilityConstants.h index 1f227ae..f9ab381 100644 --- a/src/polyhedralGravity/util/UtilityConstants.h +++ b/src/polyhedralGravity/util/UtilityConstants.h @@ -35,7 +35,7 @@ namespace polyhedralGravity::util { constexpr double GRAVITATIONAL_CONSTANT = 6.67430e-11; /** - * The assumed constant density rho for a polyhedron after Tsoulis paper in [kg/m^3]. + * The assumed constant density rho for a polyhedron after Tsoulis paper in @f$[kg/m^3]@f$. * @related in his paper above Equation (4) */ constexpr double DEFAULT_CONSTANT_DENSITY = 2670.0; diff --git a/src/polyhedralGravity/util/UtilityContainer.h b/src/polyhedralGravity/util/UtilityContainer.h index 98884d9..9468dd9 100644 --- a/src/polyhedralGravity/util/UtilityContainer.h +++ b/src/polyhedralGravity/util/UtilityContainer.h @@ -20,11 +20,11 @@ namespace polyhedralGravity::util { /** * Applies a binary function to elements of two containers piece by piece. The objects must * be iterable and should have the same size! - * @tparam Container - an iterable object like an array or vector - * @tparam BinOp - a binary function to apply - * @param lhs - the first container - * @param rhs - the second container - * @param binOp - a binary function like +, -, *, / + * @tparam Container an iterable object like an array or vector + * @tparam BinOp a binary function to apply + * @param lhs the first container + * @param rhs the second container + * @param binOp a binary function like +, -, *, / * @return a container containing the result */ template @@ -38,12 +38,12 @@ namespace polyhedralGravity::util { * Applies a binary function to elements of one container piece by piece. The objects must * be iterable. The resulting container consist of the containers' object after the application * of the binary function with the scalar as parameter. - * @tparam Container - a iterable object like an array or vector - * @tparam Scalar - a scalar to use on each element - * @tparam BinOp - a binary function to apply - * @param lhs - the first container - * @param scalar - a scalar to use on each element - * @param binOp - a binary function like +, -, *, / + * @tparam Container a iterable object like an array or vector + * @tparam Scalar a scalar to use on each element + * @tparam BinOp a binary function to apply + * @param lhs the first container + * @param scalar a scalar to use on each element + * @param binOp a binary function like +, -, *, / * @return a container containing the result */ template @@ -59,8 +59,8 @@ namespace polyhedralGravity::util { * Applies the Operation Minus to two Containers piece by piece. * @example {1, 2, 3} - {1, 1, 1} = {0, 1, 2} * @tparam Container - * @param lhs - minuend - * @param rhs - subtrahend + * @param lhs minuend + * @param rhs subtrahend * @return the difference */ template @@ -72,8 +72,8 @@ namespace polyhedralGravity::util { * Applies the Operation Plus to two Containers piece by piece. * @example {1, 2, 3} + {1, 1, 1} = {2, 3, 4} * @tparam Container - * @param lhs - addend - * @param rhs - addend + * @param lhs addend + * @param rhs addend * @return the sum */ template @@ -85,8 +85,8 @@ namespace polyhedralGravity::util { * Applies the Operation * to two Containers piece by piece. * @example {1, 2, 3} * {2, 2, 2} = {2, 4, 6} * @tparam Container - * @param lhs - multiplicand - * @param rhs - multiplicand + * @param lhs multiplicand + * @param rhs multiplicand * @return the product */ template @@ -98,8 +98,8 @@ namespace polyhedralGravity::util { * Applies the Operation / to two Containers piece by piece. * @example {1, 2, 3} * {1, 2, 3} = {1, 1, 1} * @tparam Container - * @param lhs - multiplicand - * @param rhs - multiplicand + * @param lhs multiplicand + * @param rhs multiplicand * @return the product */ template @@ -112,8 +112,8 @@ namespace polyhedralGravity::util { * @example {1, 2, 3} + 2 = {3, 4, 5} * @tparam Container * @tparam Scalar - * @param lhs - addend - * @param scalar - addend + * @param lhs addend + * @param scalar addend * @return a Container */ template @@ -122,12 +122,12 @@ namespace polyhedralGravity::util { } /** - * Applies the Operation - to a Container and a Scalar. - * @example {1, 2, 3} - 2 = {-1, 0, 1} + * Applies the Operation to a Container and a Scalar. + * @example {1, 2, 3} 2 = {-1, 0, 1} * @tparam Container * @tparam Scalar - * @param lhs - minuend - * @param scalar - subtrahend + * @param lhs minuend + * @param scalar subtrahend * @return a Container * TODO This method causes issues with the MVSC 19.31.31107.0? Although it is never used... */ @@ -137,12 +137,12 @@ namespace polyhedralGravity::util { // } /** - * Applies the Operation - to a Container and a Scalar. + * Applies the Operation to a Container and a Scalar. * @example {1, 2, 3} * 2 = {2, 4, 6} * @tparam Container * @tparam Scalar - * @param lhs - multiplicand - * @param scalar - multiplicand + * @param lhs multiplicand + * @param scalar multiplicand * @return a Container */ template @@ -155,8 +155,8 @@ namespace polyhedralGravity::util { * @example {2, 4, 6} / 2 = {1, 2, 3} * @tparam Container * @tparam Scalar - * @param lhs - the dividend - * @param scalar - the divisor + * @param lhs the dividend + * @param scalar the divisor * @return a Container */ template @@ -166,8 +166,8 @@ namespace polyhedralGravity::util { /** * Applies the euclidean norm/ L2-norm to a Container (e.g. a vector) - * @tparam Container - must be iterable - * @param container - e.g. a vector + * @tparam Container must be iterable + * @param container e.g. a vector * @return an double containing the L2 norm */ template @@ -177,8 +177,8 @@ namespace polyhedralGravity::util { /** * Computes the absolute value for each value in the given container - * @tparam Container - a iterable container, containing numerical values - * @param container - the container + * @tparam Container a iterable container, containing numerical values + * @param container the container * @return a container with the modified values */ template @@ -192,8 +192,8 @@ namespace polyhedralGravity::util { /** * Computes the determinant with the Sarrus rule for a 3x3 matrix. * Notice that for square matrices det(A) = det(A^T). - * @tparam T - a numerical value - * @param matrix - the 3x3 matrix + * @tparam T a numerical value + * @param matrix the 3x3 matrix * @return the determinant */ template @@ -205,10 +205,10 @@ namespace polyhedralGravity::util { /** * Computes the transposed of a mxn matrix. - * @tparam T - the type of the matrix elements - * @tparam M - the row number - * @tparam N - the column number - * @param matrix - the matrix to transpose + * @tparam T the type of the matrix elements + * @tparam M the row number + * @tparam N the column number + * @param matrix the matrix to transpose * @return the transposed */ template @@ -224,9 +224,9 @@ namespace polyhedralGravity::util { /** * Returns the cross product of two cartesian vectors. - * @tparam T - a number - * @param lhs - left vector - * @param rhs - right vector + * @tparam T a number + * @param lhs left vector + * @param rhs right vector * @return cross product */ template @@ -241,9 +241,9 @@ namespace polyhedralGravity::util { /** * Calculates the normal N as (first * second) / |first * second| with * being the cross product and first, second * as cartesian vectors. - * @tparam T - numerical type - * @param first - first cartesian vector - * @param second - second cartesian vector + * @tparam T numerical type + * @param first first cartesian vector + * @param second second cartesian vector * @return the normal (normed) */ template @@ -255,9 +255,9 @@ namespace polyhedralGravity::util { /** * Returns the dot product of two cartesian vectors. - * @tparam T - a number - * @param lhs - left vector - * @param rhs - right vector + * @tparam T a number + * @param lhs left vector + * @param rhs right vector * @return dot product */ template @@ -267,9 +267,9 @@ namespace polyhedralGravity::util { /** * Implements the signum function with a certain EPSILON to absorb rounding errors. - * @tparam T - a numerical (floating point) value - * @param val - the value itself - * @param cutoffEpsilon - the cut-off radius around zero to return 0 + * @tparam T a numerical (floating point) value + * @param val the value itself + * @param cutoffEpsilon the cut-off radius around zero to return 0 * @return -1, 0, 1 depending on the sign an the given EPSILON */ template @@ -279,11 +279,11 @@ namespace polyhedralGravity::util { /** * Concatenates two std::array of different sizes to one array. - * @tparam T - the shared type of the arrays - * @tparam M - the size of the first container - * @tparam N - the size of the second container - * @param first - the first array - * @param second - the second array + * @tparam T the shared type of the arrays + * @tparam M the size of the first container + * @tparam N the size of the second container + * @param first the first array + * @param second the second array * @return a new array of size M+N with type T */ template @@ -301,7 +301,7 @@ namespace polyhedralGravity::util { /** * Calculates the surface area of a triangle consisting of three cartesian vertices. - * @tparam T - numerical type + * @tparam T numerical type * @return surface area */ template @@ -312,9 +312,9 @@ namespace polyhedralGravity::util { /** * Calculates the magnitude between two values and return true if the magnitude * between the exponents in greater than 17. - * @tparam T - numerical type - * @param first - first number - * @param second - second number + * @tparam T numerical type + * @param first first number + * @param second second number * @return true if the difference is too be huge, so that floating point absorption will happen */ template @@ -331,10 +331,10 @@ namespace polyhedralGravity::util { /** * Helper method for the tuple operator+, which expands the tuple into a parameter pack. - * @tparam Ts - types of the tuple - * @tparam Is - indices of the tuple - * @param t1 - first tuple - * @param t2 - second tuple + * @tparam Ts types of the tuple + * @tparam Is indices of the tuple + * @param t1 first tuple + * @param t2 second tuple * @return a new tuple with the added values */ template @@ -346,9 +346,9 @@ namespace polyhedralGravity::util { /** * Adds the contents of two tuples of the same size and types with the operator +. - * @tparam Ts - types of the tuples - * @param t1 - first tuple - * @param t2 - second tuple + * @tparam Ts types of the tuples + * @param t1 first tuple + * @param t2 second tuple * @return a new tuple with the added values */ template @@ -358,10 +358,10 @@ namespace polyhedralGravity::util { /** * Operator << for an array of any size. - * @tparam T - type of the array, must have an << operator overload - * @tparam N - size of the array - * @param os - the ostream - * @param array - the array itself + * @tparam T type of the array, must have an << operator overload + * @tparam N size of the array + * @param os the ostream + * @param array the array itself * @return ostream */ template diff --git a/src/polyhedralGravity/util/UtilityThrust.h b/src/polyhedralGravity/util/UtilityThrust.h index c340b9d..7ffb359 100644 --- a/src/polyhedralGravity/util/UtilityThrust.h +++ b/src/polyhedralGravity/util/UtilityThrust.h @@ -7,8 +7,8 @@ namespace polyhedralGravity::util { /** * Returns a zip iterator for a pack of Iterators - * @tparam Iterator - should be a iterator - * @param args - can be any number of iterators + * @tparam Iterator should be a iterator + * @param args can be any number of iterators * @return a thrust::zip_iterator */ template @@ -18,8 +18,8 @@ namespace polyhedralGravity::util { /** * Returns a zip iterator for a pack of Containers - * @tparam Container - should be a container on which one can call std::begin() - * @param args - can be any number of containers + * @tparam Container should be a container on which one can call std::begin() + * @param args can be any number of containers * @return a thrust::zip_iterator for the beginning of all containers */ template @@ -29,8 +29,8 @@ namespace polyhedralGravity::util { /** * Returns a zip iterator for a pack of Containers - * @tparam Container - should be a container on which one can call std::end() - * @param args - can be any number of containers + * @tparam Container should be a container on which one can call std::end() + * @param args can be any number of containers * @return a thrust::zip_iterator for the end of all containers */ template @@ -40,8 +40,8 @@ namespace polyhedralGravity::util { /** * Returns a zip iterator pair for a pack of Containers - * @tparam Container - should be a container on which one can call std::begin() and std::end() - * @param args - can be any number of containers + * @tparam Container should be a container on which one can call std::begin() and std::end() + * @param args can be any number of containers * @return a pair of thrust::zip_iterator for the beginning and end of all containers */ template diff --git a/test/calculation/GravityModelCubeTest.cpp b/test/calculation/GravityModelCubeTest.cpp index 81ae505..f977e91 100644 --- a/test/calculation/GravityModelCubeTest.cpp +++ b/test/calculation/GravityModelCubeTest.cpp @@ -17,7 +17,7 @@ * Contains Tests how the calculation handles a cubic polyhedron */ class GravityModelCubeTest : - public ::testing::TestWithParam, double, std::array>> { + public ::testing::TestWithParam, double, double, std::array>> { protected: @@ -25,8 +25,6 @@ class GravityModelCubeTest : * Small epsilon since we compare to ground truth */ static constexpr double LOCAL_TEST_EPSILON = 1e-20; - static constexpr size_t CUBE_DATA_POINTS = 9261; - const double _cube_density = 1.0; const polyhedralGravity::Polyhedron _cube{{ {-1.0, -1.0, -1.0}, {1.0, -1.0, -1.0}, @@ -53,18 +51,26 @@ class GravityModelCubeTest : public: - [[nodiscard]] static std::vector, double, std::array>> + [[nodiscard]] static std::vector, double, double, std::array>> readCubePoints(const std::string &filename) { - std::vector, double, std::array>> result{}; + std::vector, double, double, std::array>> result{}; std::ifstream infile(filename); std::string line; + + // The first line contains only one value: The density + std::getline(infile, line); + std::istringstream firstLineStream(line); + double density{1.0}; + firstLineStream >> density; + + // The other lines contain tuples of point, potential and acceleration while (std::getline(infile, line)) { std::istringstream linestream(line); double p1, p2, p3, potential, acc1, acc2, acc3; if (!(linestream >> p1 >> p2 >> p3 >> potential >> acc1 >> acc2 >> acc3)) { break; } - result.emplace_back(std::array{p1, p2, p3}, potential, std::array{acc1, acc2, acc3}); + result.emplace_back(std::array{p1, p2, p3}, density, potential, std::array{acc1, acc2, acc3}); } return result; } @@ -78,17 +84,22 @@ TEST_P(GravityModelCubeTest, CubePoints) { using namespace testing; using namespace polyhedralGravity; - std::tuple, double, std::array> testData = GetParam(); + std::tuple, double, double, std::array> testData = GetParam(); std::array computationPoint = std::get<0>(testData); - double expectedPotential = std::get<1>(testData); - std::array expectedAcceleration = std::get<2>(testData); + double density = std::get<1>(testData); + double expectedPotential = std::get<2>(testData); + std::array expectedAcceleration = std::get<3>(testData); - const auto[actualPotential, actualAcceleration, x] = GravityModel::evaluate(_cube, _cube_density, computationPoint); + const auto[actualPotential, actualAcceleration, x] = GravityModel::evaluate(_cube, density, computationPoint); ASSERT_NEAR(actualPotential, expectedPotential, LOCAL_TEST_EPSILON); ASSERT_THAT(actualAcceleration, Pointwise(DoubleNear(LOCAL_TEST_EPSILON), expectedAcceleration)); } -INSTANTIATE_TEST_SUITE_P(CubeGravityModelTest, GravityModelCubeTest, +INSTANTIATE_TEST_SUITE_P(CubeGravityModelTest01, GravityModelCubeTest, + ::testing::ValuesIn( + GravityModelCubeTest::readCubePoints("resources/analytic_cube_solution_density1.txt"))); + +INSTANTIATE_TEST_SUITE_P(CubeGravityModelTest42, GravityModelCubeTest, ::testing::ValuesIn( - GravityModelCubeTest::readCubePoints("resources/analytic_cube_solution.txt"))); + GravityModelCubeTest::readCubePoints("resources/analytic_cube_solution_density42.txt"))); diff --git a/test/calculation/GravityModelVectorUtility.h b/test/calculation/GravityModelVectorUtility.h index 16d8ff4..a2d651b 100644 --- a/test/calculation/GravityModelVectorUtility.h +++ b/test/calculation/GravityModelVectorUtility.h @@ -46,7 +46,7 @@ namespace polyhedralGravity::GravityModel { * Geometrically, N_i stands perpendicular on plane i. * * The dimension of i will be equal to the number of faces. - * @param segmentVectors - the G_ij vectors of each segment + * @param segmentVectors the G_ij vectors of each segment * @return plane unit normals */ std::vector calculatePlaneUnitNormals(const std::vector &segmentVectors); @@ -58,8 +58,8 @@ namespace polyhedralGravity::GravityModel { * * The dimension of i will be equal to the number of faces, whereas the dimension j mirrors the number of * segments forming one face. Since we always use triangles, j will be 3. - * @param segmentVectors - the G_ij vectors of each segment - * @param planeUnitNormals - the plane unit normals + * @param segmentVectors the G_ij vectors of each segment + * @param planeUnitNormals the plane unit normals * @return segment unit normals */ std::vector calculateSegmentUnitNormals(const std::vector &segmentVectors, @@ -73,7 +73,7 @@ namespace polyhedralGravity::GravityModel { * * In equation (21), the used -G_i1 corresponds to opposite position vector of the first vertices building * the plane i. - * @param planeUnitNormals - the plane unit normals + * @param planeUnitNormals the plane unit normals * @return sigma_p */ std::vector @@ -105,9 +105,9 @@ namespace polyhedralGravity::GravityModel { * Calculates the origins P' for each plane S_p according to equation (22) of Tsoulis paper. * P' is the orthogonal projection of the computation point P onto the plane S_p. S_p is the p-th * plane, i.e the p-th face of the polyhedron. - * @param hessianPlanes - the Hessian Plane Form for every plane - * @param planeUnitNormals - the plane unit normals N_i for every plane - * @param planeDistances - the plane distance h_p for every plane + * @param hessianPlanes the Hessian Plane Form for every plane + * @param planeUnitNormals the plane unit normals N_i for every plane + * @param planeDistances the plane distance h_p for every plane * @return P' for each plane S_p in a vector */ std::vector @@ -124,8 +124,8 @@ namespace polyhedralGravity::GravityModel { * * (G_ij is the notation for a segment) * (One can exchange i and p, as well as j and q) - * @param segmentUnitNormals - the segment unit normal n_ij - * @param orthogonalProjectionPointsOnPlane - the orthogonal projection points P'_i of P on each plane i + * @param segmentUnitNormals the segment unit normal n_ij + * @param orthogonalProjectionPointsOnPlane the orthogonal projection points P'_i of P on each plane i * @return sigma_pq */ std::vector @@ -138,7 +138,7 @@ namespace polyhedralGravity::GravityModel { * Calculates the origins P'' for each line segment G_pq according to equation (24), (25) and (26) of Tsoulis * paper. P'' is the orthogonal projection of the point P' onto the straight line defined by the line * segment G_pq. - * @param orthogonalProjectionPointsOnPlane - the P' for every plane + * @param orthogonalProjectionPointsOnPlane the P' for every plane * @return the P'' for every line segment of the polyhedron */ std::vector calculateOrthogonalProjectionPointsOnSegments(const Array3 &computationPoint, @@ -149,8 +149,8 @@ namespace polyhedralGravity::GravityModel { /** * Calculates the distance h_pg between the orthogonal projection P' of the computation point P * for a given plane and the orthogonal projection P'' of P' for a line segment. - * @param projectionPointOnPlane - the P' for every plane - * @param projectionPointOnSegments - the P'' for every segment + * @param projectionPointOnPlane the P' for every plane + * @param projectionPointOnSegments the P'' for every segment * @return a two-dimensional vector of the distances h_pq */ std::vector calculateSegmentDistances( @@ -163,8 +163,8 @@ namespace polyhedralGravity::GravityModel { * Calculates the 1D distances s1_pq and s2_pq between orthogonal projection of P on the line * segment P''_pq and the line segment endpoints for each polyhedral segment. * The results are stored in the Distance struct for each segment. - * @param segmentVectors - the segment vectors - * @param orthogonalProjectionPointsOnSegment - the P'' for every segment + * @param segmentVectors the segment vectors + * @param orthogonalProjectionPointsOnSegment the P'' for every segment * @return Distance struct containing l1, l2, s1, s2 */ std::vector> @@ -176,11 +176,11 @@ namespace polyhedralGravity::GravityModel { * Calculates the Transcendental Expressions LN_pq and AN_pq for every line segment of the polyhedron. * LN_pq is calculated according to (14) using the natural logarithm and AN_pq is calculated according * to (15) using the arctan. - * @param distances - the 3D and 1D distances l1, l2, s1, s2 for every segment - * @param planeDistances - the plane distances h_p for every plane - * @param segmentDistances - the segment distances h_pq for every segment - * @param segmentNormalOrientation - the segment normal orientation sigma_pq for every segment - * @param orthogonalProjectionPointsOnPlane - the orthogonal Projection Points P' for every plane + * @param distances the 3D and 1D distances l1, l2, s1, s2 for every segment + * @param planeDistances the plane distances h_p for every plane + * @param segmentDistances the segment distances h_pq for every segment + * @param segmentNormalOrientation the segment normal orientation sigma_pq for every segment + * @param orthogonalProjectionPointsOnPlane the orthogonal Projection Points P' for every plane * @return the Transcendental Expressions LN and AN for every segment */ std::vector> @@ -193,10 +193,10 @@ namespace polyhedralGravity::GravityModel { /** * Calculates the singularities (correction) terms according to the Flow text. - * @param segmentVectors - the segment vectors - * @param segmentNormalOrientation - the segment normal orientations sigma_pq - * @param orthogonalProjectionPointsOnPlane - the orthogonal projection points per Plane P' - * @param planeDistances - the plane distances h_p + * @param segmentVectors the segment vectors + * @param segmentNormalOrientation the segment normal orientations sigma_pq + * @param orthogonalProjectionPointsOnPlane the orthogonal projection points per Plane P' + * @param planeDistances the plane distances h_p * @return the singularities terms */ std::vector> diff --git a/test/python/test_polyhedral_gravity.py b/test/python/test_polyhedral_gravity.py index d7814bf..bb7ec94 100644 --- a/test/python/test_polyhedral_gravity.py +++ b/test/python/test_polyhedral_gravity.py @@ -40,8 +40,8 @@ @pytest.fixture(scope="session") def reference_solution() -> Tuple[np.ndarray, np.ndarray, np.ndarray]: """Reads the cube reference solution from a file and returns it as a tuple""" - reference_file_path = Path("test/resources/analytic_cube_solution.txt") - reference = np.loadtxt(reference_file_path) + reference_file_path = Path("test/resources/analytic_cube_solution_density1.txt") + reference = np.loadtxt(reference_file_path, skiprows=1) points = reference[:, :3] expected_potential = reference[:, 3].flatten() expected_acceleration = reference[:, 4:] diff --git a/test/resources/analytic_cube_solution.txt b/test/resources/analytic_cube_solution.txt deleted file mode 100644 index f4a77f9..0000000 --- a/test/resources/analytic_cube_solution.txt +++ /dev/null @@ -1,9261 +0,0 @@ --5.00 -5.00 -5.00 6.16562723600017E-11 -4.11088282102974E-12 -4.11088282102974E-12 -4.11088282102975E-12 --5.00 -4.50 -5.00 6.37068727767111E-11 -4.53491850099316E-12 -4.08129150394744E-12 -4.53491850099315E-12 --5.00 -4.00 -5.00 6.57262357222892E-11 -4.98004609822356E-12 -3.98373385903030E-12 -4.98004609822356E-12 --5.00 -3.50 -5.00 6.76771193550550E-11 -5.43684974650776E-12 -3.80530335607426E-12 -5.43684974650775E-12 --5.00 -3.00 -5.00 6.95161531493611E-11 -5.89224620147466E-12 -3.53467098679255E-12 -5.89224620147466E-12 --5.00 -2.50 -5.00 7.11950777390646E-11 -6.32954211744295E-12 -3.16394728677640E-12 -6.32954211744296E-12 --5.00 -2.00 -5.00 7.26629802974680E-11 -6.72910876373694E-12 -2.69075201489314E-12 -6.72910876373697E-12 --5.00 -1.50 -5.00 7.38695381767685E-11 -7.06980491565142E-12 -2.12009768990344E-12 -7.06980491565143E-12 --5.00 -1.00 -5.00 7.47690488565911E-11 -7.33111051991652E-12 -1.46555811347518E-12 -7.33111051991652E-12 --5.00 -0.50 -5.00 7.53247543575614E-11 -7.49569590944861E-12 -7.49202835680620E-13 -7.49569590944863E-12 --5.00 0.00 -5.00 7.55127549448906E-11 -7.55192567215746E-12 0 -7.55192567215746E-12 --5.00 0.50 -5.00 7.53247543575614E-11 -7.49569590944864E-12 7.49202835680620E-13 -7.49569590944863E-12 --5.00 1.00 -5.00 7.47690488565910E-11 -7.33111051991651E-12 1.46555811347518E-12 -7.33111051991651E-12 --5.00 1.50 -5.00 7.38695381767684E-11 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