{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Introduction to creating seismic synthetics\n", "In this tutorial, we will create a simple geological model using GemPy, turn this into a 3D synthetic model of seismic wave velocities, then forward propagate a source through the model. We will then plot the synthetic shot gathers generated, and visualise the wavefield in 3D using PyVista.\n", "\n", "## Side note (Google Colab, WLS, etc)\n", "When running on some platforms (rule of thumb is those where creating floating windows is not supported), it is necessary to uncomment and run the following lines to prevent 3D renders from crashing the notebook. If you do not want to install these additional dependencies, then it is recommended that you comment out the GemPy and PyVista plotting cells" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "scrolled": true }, "outputs": [], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "\"\"\"\n", "!apt-get update\n", "!apt-get -qq install xvfb\n", "!pip install pyvirtualdisplay\n", "\n", "from pyvirtualdisplay import Display\n", "display = Display(visible=0, size=(600, 400))\n", "display.start()\n", "\"\"\";" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Overview and setup\n", "The synthetics which we will be building in this tutorial will be made with the use of GemPy, an open-source 3D geological modelling package for python. As this is not a core dependency of Devito, we will need to install it. If issues are encountered whilst installing GemPy into a `conda` environment using `pip`, you can alternatively create a python `venv` and install Devito in this environment using `pip` as per usual. Note that it will also be necesary to install an `ipykernel` in this environment to run this notebook. From here, we can install GemPy:" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "No module named 'osgeo'\n" ] } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "try:\n", " # Import gempy\n", " import gempy as gp\n", "except ModuleNotFoundError:\n", " # Need to install these\n", " ! pip install aiohttp==3.7.1\n", " ! pip install pyvista==0.29\n", " ! pip install pyqt5\n", " # Install gempy\n", " ! pip install gempy==2.2.9\n", " # Import gempy\n", " import gempy as gp\n", " \n", "try:\n", " # Import jinja2 (used for colour coding geology)\n", " import jinja2\n", "except ModuleNotFoundError:\n", " # Install jinja2\n", " ! pip install jinja2\n", " # Import jinja2\n", " import jinja2\n", " \n", "try:\n", " # Check vtk notebook backend is installed\n", " import ipyvtklink\n", "except ModuleNotFoundError:\n", " ! pip install ipyvtklink\n", " import ipyvtklink" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The simple geological model which we will be building is designed to evoke carbon-capture and storage (CCS) scenarios.\n", "\n", "The model consists of a CO2 lens in a sandstone reservoir, with a shale layer in the overarching anticline providing the structural trap. This is then overlain by a layer of sediment, with water at the top of the model. Geological strata and their respective velocities are based on values detailed in [Queißer et al. 2013](https://doi.org/10.1190/geo2012-0216.1), a paper imaging the P-wave velocity anomaly generated by CO2 injection into the Utsira Sand at Sleipnir in the North Sea using FWI. The model we will create features a similar shale trap/permeable sandstone reservoir structure, albeit with a small number of thick layers rather than the thin interbedding, to limit model complexity for this tutorial. Further inspiration was taken from [Chadwick et al. 2004](https://doi.org/10.1016/j.energy.2004.03.071), a paper characterizing the Utsira Sand reservoir based on 2D seismic lines and well logs.\n", "\n", "\n", "## Creating our geological model:\n", "\n", "To begin, alongside GemPy, we need to import auxiliary modules:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "# Import auxiliary modules\n", "import numpy as np\n", "\n", "%matplotlib inline" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will now set up a GemPy `Model` object. This encapsulates the grid onto which the scalar fields associated with various surfaces are interpolated. Note that the extent is slightly greater than it will be for our Devito model (an extra half a grid spacing is added to each side).\n", "\n", "![gempy_devito_grid_diagram.png](https://github.com/devitocodes/devito/examples/seismic/tutorials/gempy_devito_grid_diagram.png?raw=1)\n", "A comparison of the cell-centered vs node-centered conventions of GemPy and Devito respectively, along with the differences in how they measure extent. It is necessary to account for this to ensure that the two grids are co-located.\n", "\n", "As we can see in the figure above, this is due to differences in the way in which grids are defined in each package and is necessary to ensure that the model is not stretched and distorted when transistioning between the two, and that they are correctly aligned." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Active grids: ['regular']\n" ] } ], "source": [ "# Set overarching model parameters\n", "extent = (-5., 1005., -5., 1005., -1005., 5.)\n", "shape = (101, 101, 101)\n", "\n", "geo_model = gp.create_model('Gempy-tutorial')\n", "geo_model = gp.init_data(geo_model, extent=extent, resolution=shape)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Setting up Theano for our model (used by GemPy for interpolation). Bear in mind that that this may take some time to run." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Setting kriging parameters to their default values.\n", "Compiling theano function...\n", "Level of Optimization: fast_compile\n", "Device: cpu\n", "Precision: float64\n", "Number of faults: 0\n", "Compilation Done!\n", "Kriging values: \n", " values\n", "range 1749.371316\n", "$C_o$ 72864.285714\n", "drift equations [3]\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "gp.set_interpolator(geo_model, output=['geology'], theano_optimizer='fast_compile')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As the top CO2 surface is truncated by the upper shale layer, we will need to separate the geological strata into two GemPy `Series`. Each `Series` object, as the name suggests is intended to correspond with a geological unit, and they can be made to onlap, erode, etc one another. Whilst in practice, the top CO2 contact is not an erosive surface, treating it as such is the most straightforward way to create the desired truncation.\n", "\n", "A default series is included in the model. As such, rather than creating a new series, we will simply rename it to 'Lower'. As you can imagine, this is going to be used to contain the lower geological units, these being the lower shale, reservoir sandstone, and CO2 lens." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "geo_model.rename_series({'Default series': 'Lower'})" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And now add our surfaces:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
surface series order_surfaces color id
0co2Lower1#0154821
1sandsLower2#9f00522
2lowershaleLower3#ffbe003
" ], "text/plain": [ " surface series order_surfaces color id\n", "0 co2 Lower 1 #015482 1\n", "1 sands Lower 2 #9f0052 2\n", "2 lowershale Lower 3 #ffbe00 3" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "geo_model.add_surfaces(['co2', 'sands', 'lowershale'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will now set some points for the base of the sands and CO2. The lower shale is considered the basement, meaning that its base does not need to be defined and it will extend to the bottom of the model. Alongside these points, we wil need to define an orientation for the surface.\n", "\n", "To minimise repetition, we will define a function to loop over a list of points and add each to the surface." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
XYZG_xG_yG_zsmoothsurface
0442.0495.0-752.00.050.050.950.01sands
" ], "text/plain": [ " X Y Z G_x G_y G_z smooth surface\n", "0 442.0 495.0 -752.0 0.05 0.05 0.95 0.01 sands" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def create_surface(model, points, surface):\n", " \"\"\"Add a list of points to a surface in a model\"\"\"\n", " xyz = ('X', 'Y', 'Z')\n", " for point in points:\n", " kwargs = {**dict(zip(xyz, point)), 'surface': surface}\n", " model.add_surface_points(**kwargs)\n", "\n", "# The points defining the base of the sand layer\n", "sand_points = [(322, 135, -783), (635, 702, -791), (221, 668, -772), (732, 235, -801), (442, 454, -702)]\n", "\n", "# Call our function\n", "create_surface(geo_model, sand_points, 'sands')\n", "\n", "# Add the surface orientation\n", "geo_model.add_orientations(X=442., Y=495., Z=-752.,\n", " surface='sands', pole_vector=(0.05, 0.05, 0.95))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will now repeat this process for the CO2 lens." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
XYZG_xG_yG_zsmoothsurface
1495.0495.0-650.00.000.001.000.01co2
0442.0495.0-752.00.050.050.950.01sands
" ], "text/plain": [ " X Y Z G_x G_y G_z smooth surface\n", "1 495.0 495.0 -650.0 0.00 0.00 1.00 0.01 co2\n", "0 442.0 495.0 -752.0 0.05 0.05 0.95 0.01 sands" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Points defining the base of the CO2 layer\n", "co2_points = [(322, 135, -650), (635, 702, -650), (221, 668, -650), (732, 235, -650), (442, 454, -650)]\n", "\n", "create_surface(geo_model, co2_points, 'co2')\n", "\n", "# Add the surface orientation\n", "geo_model.add_orientations(X=495., Y=495., Z=-650.,\n", " surface='co2', pole_vector=(0., 0., 1.))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will now add an upper series, containing statigraphy above the CO2 lens." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
order_seriesBottomRelationisActiveisFaultisFinite
Lower1ErosionTrueFalseFalse
Upper2ErosionFalseFalseFalse
" ], "text/plain": [ " order_series BottomRelation isActive isFault isFinite\n", "Lower 1 Erosion True False False\n", "Upper 2 Erosion False False False" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "geo_model.add_series('Upper')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we can see, the upper series has been added below the lower series. This is not ideal for obvious reasons, and hence we will reorder them:" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
order_seriesBottomRelationisActiveisFaultisFinite
Upper1ErosionFalseFalseFalse
Lower2ErosionTrueFalseFalse
" ], "text/plain": [ " order_series BottomRelation isActive isFault isFinite\n", "Upper 1 Erosion False False False\n", "Lower 2 Erosion True False False" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "geo_model.reorder_series(['Upper', 'Lower'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And add our remaining surfaces:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
surface series order_surfaces color id
0co2Lower1#0154821
1sandsLower2#9f00522
2lowershaleLower3#ffbe003
3waterLower4#728f024
4sedimentsLower5#4439885
5uppershaleLower6#ff3f206
" ], "text/plain": [ " surface series order_surfaces color id\n", "0 co2 Lower 1 #015482 1\n", "1 sands Lower 2 #9f0052 2\n", "2 lowershale Lower 3 #ffbe00 3\n", "3 water Lower 4 #728f02 4\n", "4 sediments Lower 5 #443988 5\n", "5 uppershale Lower 6 #ff3f20 6" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "geo_model.add_surfaces(['water', 'sediments', 'uppershale'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As these surfaces are not mapped to the upper series by default, we shall do so:" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
surface series order_surfaces color id
3waterUpper1#728f021
4sedimentsUpper2#4439882
5uppershaleUpper3#ff3f203
0co2Lower1#0154824
1sandsLower2#9f00525
2lowershaleLower3#ffbe006
" ], "text/plain": [ " surface series order_surfaces color id\n", "3 water Upper 1 #728f02 1\n", "4 sediments Upper 2 #443988 2\n", "5 uppershale Upper 3 #ff3f20 3\n", "0 co2 Lower 1 #015482 4\n", "1 sands Lower 2 #9f0052 5\n", "2 lowershale Lower 3 #ffbe00 6" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "gp.map_stack_to_surfaces(geo_model, {'Upper': ('water', 'sediments', 'uppershale')})" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we will add the points for the upper series. Note that there is only a single orientation included. It is not necessary to define an orientation for each surface, so long as there is an orientation in the series." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
XYZG_xG_yG_zsmoothsurface
2442.0495.0-502.00.050.050.950.01uppershale
1495.0495.0-650.00.000.001.000.01co2
0442.0495.0-752.00.050.050.950.01sands
" ], "text/plain": [ " X Y Z G_x G_y G_z smooth surface\n", "2 442.0 495.0 -502.0 0.05 0.05 0.95 0.01 uppershale\n", "1 495.0 495.0 -650.0 0.00 0.00 1.00 0.01 co2\n", "0 442.0 495.0 -752.0 0.05 0.05 0.95 0.01 sands" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Surface points\n", "uppershale_points = [(322, 135, -633), (635, 702, -641), (221, 668, -622), (732, 235, -651), (442, 454, -552)]\n", "sediments_points = [(322, 135, -433), (635, 702, -441), (221, 668, -422), (732, 235, -451), (442, 454, -352)]\n", "water_points = [(232, 153, -221), (653, 234, -216), (112, 872, -198), (532, 572, -223),\n", " (722, 884, -189), (632, 429, -201), (732, 348, -222)]\n", "\n", "# Add the points to our surfaces\n", "create_surface(geo_model, uppershale_points, 'uppershale')\n", "create_surface(geo_model, sediments_points, 'sediments')\n", "create_surface(geo_model, water_points, 'water')\n", "\n", "# Set an orientation\n", "geo_model.add_orientations(X=442., Y=495., Z=-502.,\n", " surface='uppershale', pole_vector=(0.05, 0.05, 0.95))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finally, we can add the p wave velocities associated with each of these layers. Note that any parameter can be set in this manner (density, elastic parameters, attenuation, etc) if desired for more complex synthetics." ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
surface series order_surfaces color id vp
3waterUpper1#728f0211.500000
4sedimentsUpper2#44398821.750000
5uppershaleUpper3#ff3f2032.500000
0co2Lower1#01548241.100000
1sandsLower2#9f005252.000000
2lowershaleLower3#ffbe0062.500000
" ], "text/plain": [ " surface series order_surfaces color id vp\n", "3 water Upper 1 #728f02 1 1.50\n", "4 sediments Upper 2 #443988 2 1.75\n", "5 uppershale Upper 3 #ff3f20 3 2.50\n", "0 co2 Lower 1 #015482 4 1.10\n", "1 sands Lower 2 #9f0052 5 2.00\n", "2 lowershale Lower 3 #ffbe00 6 2.50" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "geo_model.add_surface_values([1.5, 1.75, 2.5, 1.1, 2., 2.5], ['vp'])\n", "geo_model.surfaces" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we can visualise our model, plotting data points and orientations. Then we must compute our model to interpolate the surfaces and any associated scalar fields. Then we can plot our surfaces and the associated units." ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "# Compute the model. Note that a solution is returned. We will use this later\n", "sol = gp.compute_model(geo_model)" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[StructuredGrid (0x7f1d171d7360)\n", " N Cells:\t1000000\n", " N Points:\t1030301\n", " X Bounds:\t0.000e+00, 1.000e+03\n", " Y Bounds:\t0.000e+00, 1.000e+03\n", " Z Bounds:\t-1.000e+03, 0.000e+00\n", " Dimensions:\t101, 101, 101\n", " N Arrays:\t1,\n", " ]" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_SKIP\n", "# Set up plotter\n", "p3d = gp.plot_3d(geo_model, plotter_type='background', notebook=True)\n", "# Plot data points and orientations\n", "p3d.plot_data()\n", "\n", "# Plot the surfaces\n", "p3d.plot_surfaces()\n", "# Plot the lithological units\n", "p3d.plot_structured_grid('lith')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Bridging the gap from GemPy to Devito:\n", "\n", "As you may have noticed, when we compute our GemPy model, a `Solution` object is returned. From this, we can extract the rasterized values attached to each of our geological units. With this in mind, we can print the solution values:" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([[2.5 , 2.44720385, 2. , ..., 1.5 , 1.5 ,\n", " 1.5 ]])" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sol.values_matrix" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You will notice that these values correspond with the p wave velocities we specified. However, they are in the form of 1D vector. Consequently, will need to reshape this array to fit into the `vp` parameter of a Devito `Model`. Note that you could do this with further parameters such as density or shear wave velocity for more complex models. In this case, you would want to set up a Devito `Function` to contain each parameter.\n", "\n", "Note that in this case, we need to select c-like index order to get the axis in the correct order." ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(101, 101, 101)" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Reshaping our data to the shape required by Devito\n", "reshaped = np.reshape(sol.values_matrix, shape, order='C')\n", "reshaped.shape" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now let us plot a slice through this model for quality checking purposes." ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "import matplotlib.pyplot as plt\n", "\n", "# Take the center slice in the x direction\n", "# Remember that in Devito, indexing convention is [x, y, z] (need to flip for correct imshow display)\n", "plt.imshow(reshaped[50].T, cmap='viridis', origin='lower')\n", "plt.colorbar()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Seismic modelling with Devito\n", "\n", "We can now start building our Devito model. The following draws heavily from the Devito `examples/sesimic/tutorials/01_modelling.ipynb` notebook. We will begin, as always with some imports." ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "import devito as dv\n", "from examples.seismic import Model" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As mentioned earlier, Devito and GemPy have slightly different grid implementations, so we need to tweak the Devito configuration slightly to make it map to the GemPy grid. We can now construct a Devito `Model`. This is a convenience object encapsulating the necessary parameters and components of an acoustic wave model, including additional damping layers around the perimeter (specified by `bcs=\"damp\"`). For custom setups, see the `examples/userapi/04_boundary_conditions.ipynb`. Note that we are using a relatively large amount of damping layers here. This is to avoid our gathers becoming too messy, and ensure that reflections from horizons can be straightforwardly identified in the gathers." ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Operator `initdamp` ran in 0.02 s\n", "Operator `pad_vp` ran in 0.02 s\n" ] } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "seis_model = Model(vp=reshaped, origin=(0., 0., -1000.), spacing=(10., 10., 10.), shape=shape, nbl=30, space_order=4, bcs=\"damp\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we will set up the time axis for our model. Again, this is a convenience object, which we will use in setting up the source and recievers." ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [], "source": [ "from examples.seismic import TimeAxis\n", "\n", "t0 = 0. # Simulation starts a t=0\n", "tn = 1000. # Simulation last 1 second (1000 ms)\n", "dt = seis_model.critical_dt # Time step from model grid spacing\n", "\n", "time_range = TimeAxis(start=t0, stop=tn, step=dt)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will position our source at a depth of 20m, and center it in all other axes." ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "image/png": 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OzR8fCZyaUvqFiPgvXWhHJbRWDrAnQJLUnqZCQET8c0rpROB3yablzQKfAz4dEdu70I6rgD3AS4CPppTOIBss+Ma6dhxffpxS+jrwiZU8RbDYI6Ce5QBJUqeaXicgIh4APtCLRkTEZErpbOBDKaW3AXuBF0fE9SmldwC7I+LtvXjvKloQAiwHSJJ6ZNEQkFL6GvPTAZcyFhFP7rQhEXE18PgGxy9Y4jlP7fR9q2jBmIBFNxCyHCBJ6sxSAwN/AFyd//dj4Bfz49uAm4Ax4DHAt3rYvoHUTDlgrifAcoAkqU2L9gSUB9qllD4BvCQiPls+J6X0AuBZPWvdgCpu7CPDQwwPL72VsOUASVK7mp0i+HyyZX3rfRY4u3vNEcDkdLGDYOMAAPMbC1kOkCS1q9kQcA+NVwY8C7i/e80RzC8FvNhCQeAugpKkzjU7O+DtwOUppYuAn+bHHkI2l/9VvWjYICvKAYvtIAilgYHuIihJalNTPQER8XHgZOBSsoGBtwD/G3hCRPyv3jVvMBX7AYwuWQ5wF0FJUmdaWSdgG/CuHrZFuWIXQcsBkqReaioEpJS+z+JrBoxGxOnda5KmmykHjFoOkCR1ptmegL+rezwEHAc8A3hfNxuk+Rv7Uj0Bc8sGWw6QJLWp2b0DLmp0PKV0KtlOguqiohyw1JiA+XUCDAGSpPY0O0WwoYjYCjyqS21RbqqZMQGWAyRJHWp2TMDBDQ6PA78CrOtqi8R0fmNfakxAUQ6Yma0xO1tbdGVBSZIW0+yYgAdoPDBwGnhD11ojoNQTMHrgcgBkJYFVwyM9b5ckaWVpNgSc2eDYBHBTRNzTxfaI0piARTYPgvlyAGQlgVVNT/aUJCnT7K3jNRHxW/UHU0obUkpfiohf73K7BlozYwLKAWFqehZW9bxZkqQVZskQkFJ6BNnSwM9JKZ1FNjWw7CTgl3vUtoE1NyaghXKAJEmtOlBPwBbgT8gGATbaRXAvcEm3GzXomloxsK4cIElSq5YMARFxBXBFSunHEXFyn9o08Iqb+lJjAvYrB0iS1KJmNxAyAPRRcVNfshwwOv+jc/8ASVI7Fu0JSCndHhFH51/fz+J7BxARh/agbQOruKkvVQ4YK60mODltOUCS1LqlygFvLH39X1giBKi7JpvYO2CsXA6YsSdAktS6RUNARPxV6etP9KU1AubLAUvuHWA5QJLUoaXKAZ9r9kUi4je60xzB/Cf7JbcSthwgSerQUuWA7X1rhRaYmrUcIEnqvaXKAS/pZ0M0rygHLBUChoeHGBkeYma2ZjlAktSWplecTyk9H3gOcAzZIkG3An8bEV/vTdMG1/yywUvvDDg2koUAywGSpHY0tU5ASulC4HLgaOAnwM+BhwP/kFJ64xJPVRua2TsA5ksClgMkSe1otifgfODX6z/1p5TOBD4J/I8ut2ugTTUxRRDyGQL7nB0gSWpPUz0BwBrgGw2OfxtY173mCOY/2S81RRDmywVTlgMkSW1oNgR8FHhZg+PnAZ/oWmsEzIeAVaNL/3iK/QPcRVCS1I5mywHHAufn9f8g21L44cCRwFfKawq4ZkDnmi0HjOchwQ2EJEntaDYEzAKfrzt2ZzcbklJ6LNm2xEcAk8CFEfHpBuf9PvBqYATYDfy3iPjHbrZluTWzlXD2/bwc4FbCkqQ2NBUCIuJ3e9mIlNJq4Arggoi4NKW0BfhOSumHEbG1dN5ZwFuAx0XErSml3wI+m1I6MiL29LKN/VKr1ZqeImg5QJLUiVbWCTiTrASwpu5btYh4f4ftOBOYjYhLASLiupTSF4FzgDeVzrsR+O2IuDV//PfAQcDxwI86bEMlzMzWqOUf7JdaNhjm9w9wYKAkqR1NhYCU0ieAFwJ3ARN1364BnYaALcC2umPbgDPKByKi/kb/G8AdwA0dvn9llLv2xw4wMHB8rhxgT4AkqXXN9gT8BvDEiPiXHrVjHfuHiwlg/WJPSCk9FXgvcG5ETPaoXX03Wbqhjw5bDpAk9U6zUwTvAK7pYTt2ARvqjm0EdjY6OaX0QrIVDH8nIr7cw3b1XflTfVOLBWE5QJLUnmZ7Al4DfDCl9JfAbWSzBeZExC0dtmMrcEFKaTgiitfeQoPgkVJ6KfBm4CkRER2+b+WUQ8C45QBJUg81GwKOB54HnFt3fIhsTMBIh+24CtgDvAT4aErpDLLBggv2JUgpnQK8g2x2wE86fM9KKn+qP1BPQFEOcNlgSVI7mg0Bf0o2+O8L7F+771hETKaUzgY+lFJ6G9kuhS+OiOtTSu8AdkfE24HXkc1O+IeUUvkl/iAivtjtdi2HyQXlgAMsG5z3FLiLoCSpHU1PEQTeFhHTvWpIRFwNPL7B8QtKX78ceHmv2lAFC8oBTS8WZE+AJKl1zQ4MfAfwql42RJmWBgZaDpAkdaDZnoBnAI9JKb2FxgMDH93thg2qBSHgAAMDx0azngDLAZKkdjQbAv4N+E6D48NkAUFdMrlgYOCBthLOpwhaDpAktaHZvQPeWn6cUjoGeCnwIrKdBNUlC3oChg80JsBygCSpfa3sHTAMnAW8DPh14CayXf8+0ZOWDagiBIwODzF8gBUD5wYGWg6QJLXhgCEgpXQCcB7ZHP7VwN8AU8B/iIibetu8wTPV5DbC5XMmLQdIktqw5J0mpfQV4DqyjXz+ADgqIl4BzPS+aYNpMt9A6EDjAbJzLAdIktp3oJ6Ap5F98r8kIr7Rh/YMvKnp7IZ+oCWDwXKAJKkzBwoBp5ItzvN3KaUHgEuBy8iWClYPtFMOcHaAJKkdS95pIuJHEfE64GjgIuDpwDayrX+fm1Ja0/smDpZWQsDoiFsJS5La19SKgRGxNyIujYgnAacDFwMXAneklD7YywYOmlbGBIxbDpAkdaDZZYPnRMS1EfFast6B1wGndb1VA8xygCSpX1rZQGiBiNhLNkbg0u41R60MDBw1BEiSOtByT4B6q5WegLlywIzlAElS6wwBFdPOOgH2BEiS2mEIqJh2ZgdMz9ao1ewNkCS1xhBQMUUIGG9qYOB8b4ElAUlSqwwBFdPamID5c1w6WJLUKkNAxUzmc/7HWpgdAK4VIElqnSGgYuZ7ApoZGDh/jjsJSpJaZQiomFbGBFgOkCR1whBQMe3MDgDLAZKk1hkCKmZ+nYDWZgdYDpAktcoQUDHFssFjo81sIGQ5QJLUPkNAxbQyJsBygCSpE4aAimltF0HLAZKk9hkCKqa1MQGlcoAhQJLUIkNAxbS2TkCpHOCywZKkFhkCKmZuTEATKwaODA8xPLTweZIkNcsQUDFzswOaKAeUzzMESJJaZQiomFbGBJTPsxwgSWqVIaBiWhkTUD7PngBJUqtGl7sBhZTSY4FLgCOASeDCiPh0g/NeCFwIjAF3AedHxPf72dZeamWdAJjvCXCKoCSpVZXoCUgprQauAD4QEccBZwEXp5ROrTvvUcD7gedFxEOB9wFXpJTG+93mXmllnYDyefYESJJaVZWegDOB2Yi4FCAirkspfRE4B3hT6bwXAFdGxNb8vL9KKb0TeCrw5f42Gb730/v55ra7ecQRB/HLJ25mw9qxjl6vVqvN1fbHmpgdALAqP29yuvMQUKvVuOa27fzbzfdx0z272b5nip37ppmemaVWg9lajRpA/rUkqfvOeMhG3vzsLQwNNVcW7kRVQsAWYFvdsW3AGQ3O+17dsRuAU1iGEPDmz1/Dj+/cCWRT+l70hIfyX5+RWD020tbrlQf3NT8moDs9Ad+58R7efuV1/OiOHR29jiSpM9+75X5e/bSHs3Ft7zu5qxIC1gETdccmgPVtntcXr3naSXzoGzfyozt2MDk9y4e/eTP/fssDXPbSx7F2vPVLW76RNzsmYLwLPQGf/d6tvOFvr6b4cH/UhtVsOepgNq0bZ92qUcZHhxkagiGydQmGhmB4aIjeZ1RJGjynH7uxLwEAqhMCdgEb6o5tBHa2eV5fPPv0o3j26UexY+8U/+vrN3LJ12/kez+9nws+dw3ve8GjWn69cghodkxApyHgh7c+wH/77A+p1eDkIw/ij5/7SB5/wqF96YaSJC2vSgwMBLYCJ6WUyu3Zkh+vPy8VD1JKI8BJDc7rq4NXj/HGZ57MH/2HkwG44ge3843r7275dSbbCAFF2WCyjXUCZmdrXPC5a5ierXH8prV85vwn8EsP22QAkKQBUZUQcBWwB3gJQErpDLLBgpfVnfcp4OkppdPyx+cBD+TPX3bnP/lhnPGQjQC8/6v1QxwOrDwmYHy0uRvx+Gg2/qCdnoAv/+jnXHt7Ngbgnb95escDGyVJDy6VCAERMQmcDZyfUroF+BvgxRFxfUrpHSmlt+Tn/Qg4H/h8SulnwAuB50bE9HK1vWx4eIjX/epJAHz3J/ez9bbtLT1/arqNckAHiwV96l9/CsATT9zELz1sU8vPlyQ9uFVlTAARcTXw+AbHL6h7/BngM/1qV6uemg7juEPXcst9e/g/V9/OqcfUD2FYXD/HBNyxfYJv3XAPAOc+/qEtPVeStDJUoidgJRkaGuI5px8FwN//8A5qLcynb2dMwHibKwb+03V3UavB+lWj/Noph7f0XEnSymAI6IFnnnokALc9MMFN9+xu+nkLxgT0eNngr8ddADzp4ZtZNdreugaSpAc3Q0APPPLoDRy8Oqu0fCfvcm/GgnJA0wMDWy8HTM/M8p0b7wWy8oUkaTAZAnpgZHiIJ5yYDbT755vubfp57QwMbGfFwB/fuZM9kzMADgiUpAFmCOiRX3zooQBc/bPmZwiUu/RHh5vrCWhn74B/v+V+AA5dN85DN61t+nmSpJXFENAjpx2bzQq47YEJ7t21r6nnzG0eNDLU9II97ZQDvn/LAwA8+rhDXBhIkgaYIaBHHnn0wRT312uaXC+g1W2Ey+e2Ug74Ub5A0OnHNj99UZK08hgCeuSg1WOcsHkdwNyqfAfSTggoegL2NdkTMDk9y4137wIgHXlQ0+8jSVp5DAE99IjDs5vsjXftaur8oku/pRDQ4hTBm+7ZxfRsVnY42RAgSQPNENBDJx2R7XB8w91NhoD8Rl4M9mvG2Ghr5YC4M9twce34CA85xEGBkjTIDAE99PDD8xBw1y5mZw+8cuC+qexGPt5CCFg10trAwKJX4sTD1jPc5AwESdLKZAjooZPycsCeyRlu3z5xwPPb6wkoNhBqbnnim+/dA8Dx+XgFSdLgMgT00AmlG+0t+c13KcWn+VZ6AsZHWttK+Kf3ZssYn+D6AJI08AwBPbRmfITDDloFwC33tRAC2pgd0EwIqNVq3JzvZfDQTfYESNKgMwT02HGHZp+4f9pECNg3nS3lu2qslXUCsnLA5MzsAXcsvG/3JDv3TgOWAyRJhoCee8gha4De9wTAgccF/Oz++XEJLhcsSTIE9FjRE/CzZkLATDtjAsohYOmSwG15CFg9NsymdeNNv4ckaWUyBPTYsS2EgGKK4KrRkaZfvxwYDjQu4PYHshBw9MY17hkgSTIE9NoxG7NywP17ptg7NbPkufva6Qkoh4AD9QTkIaBokyRpsBkCeuyoDavnvr5j+94lz21vimDzPQGGAElSmSGgx47aMH/DveMACwYVN/FWFgtaNTZfOihmFyymXA6QJMkQ0GNrxkfYuHYMgDseWLonoLiJt7RscOncvVNL9wQUPRHl3glJ0uAyBPRB0RvQdE9AC1MEyyFgqe2EJ6dnuW/3JABHHGwIkCQZAvri6PyT9+0HGhNQ7B0w1vzsgPJMgqXKAffu3jf3dbGKoSRpsBkC+uDw/JP33Tv3LXne3C6CLfQEjI0MUcz2W2pg4F075t/7cEOAJAlDQF8Un7wPFALaWSxoaGhoriSwVDmgeO/R4SEOWetCQZIkQ0BfHLY+u+nes+sAIaCN2QHZ+VlJYKkQcFceAjavX8XwsAsFSZIMAX1R7glYapOfdtYJKJ+/b4nFiO7amY1HOPxgSwGSpIwhoA82r89uvPumZ9m1b3rR8/a1GQJaKQcctt4QIEnKGAL6oDwaf6lxAfPlgOZnB2TnHzgEFOUAewIkSQVDQB9sLn36vmfXZMNzarVaWwMDoTwmYKlygD0BkqSFRpe7AYWU0huBV+cPtwHnRcTNDc47FHg/8FiyEPN94JURcU+/2tqqdatGWTs+wp7JmUV7Asqf4luZIgiwaqwYE7B4T8A9RQhwoSBJUq4SPQEppbOB1wJPiIjjgK8Bly9y+oeBSWALcDJZkHlnP9rZiaI3YLEZAuUdAIuberMOVA6o1Wpz4cM1AiRJhUqEAOAc4NKIuC1//B7g0SmlRzQ49+PAmyNiJiKmgS8Dp/epnW070FoBk530BOTlgMUWC9o+MTUXMlwtUJJUqEoI2AJcXzyIiAngNuCU+hMj4sqIuB0gpTQEPA/4Zn+a2b7N+VoBzZQDWl8noOgJaDwm4K6drhYoSdpf38YEpJReAHygwbe25/+v311nAli/xOsNAe8FjgT+Yxea2FPFJ/DFygF7S3P8V7ewdwCU1glYpCegvGTwZgcGSpJyfQsBEXE5i9T5U0pXAxvqDm8Edi5y/lrgMuBQ4KkRsaN7Le2Nw9bn+wf0IAQcaMXAu3dlCwUdvHq05deWJK1cVSkHbAVS8SCltAk4LD++QEppFXAFsAt4RkTc369GdmLzQfnSwYuUA/aWRvavbnVg4NjSKwbem09LtBdAklRWlRDwSeCclNKx+eM3AN+OiBsbnPs2YAfw4oiY6lcDO3XY3OyAyYZLB+/rqCdg6XLAfbuzEHDoOjcOkiTNq8Q6ARHxpZTSO4Fvp5RGgGvIZgwAkFL6MfCbEXEt8F+Bu4HrUprrPNgXEb/Q52a3ZHM+JmByZpbtE1NsrNvJbyIPASPDQ4y1OTtgsYGBhgBJUiOVCAEAEfEXwF8s8r2TS18/KPu0N6+bb/a9uyf3CwFFOWB1izMDoPmegE3rDQGSpHlVKQeseOUb8L0Nlg4uBga2M3DvQCsGFiHgkLWGAEnSPENAn6wdH5n7xH7f7v0HB+6d7iAEWA6QJLXBENAnQ0NDbMpvwvfubtQTkO8g2OLMAJifTbB3sZ6APZYDJEn7MwT00aZ8hsBS5YA1bfQEFM/Z22CK4PTMLA/sySZRHLruQTmcQpLUI4aAPiq64+9r0BOwr4MxAWvHs+fsmdw/BNy/Z34W5SbLAZKkEkNAHxXd8Y3KARNzIaCdcsDI3GvUr0FQDhyHGAIkSSWGgD6aGxPQYOng+SmC7ZcDYP9pguUQYE+AJKnMENBHRU2+UTmgkymCa8bnnzNRVxIo3mvt+Ij7BkiSFjAE9NFS5YC90+3PDij3BExM1YeArNfB6YGSpHqGgD7aVBoYODu7sHbfSU/A6iVCQBE4LAVIkuoZAvqo+DQ+M1tjx96Fex/NhYB2xgQsUQ6434WCJEmLMAT0UXkr33vq1goolvxdM95ZOaB+rYCiJ8CZAZKkeoaAPip/Gq8fHDi3bHAbPQHlckD9WgH3WQ6QJC3CENBH2Qj9xvsHFN347YwJGBkemtuXYP+BgUU5wNUCJUkLGQL6KNs/ILsZ15cDik/w5fp+K4rnLVYOsCdAklTPENBniy0dvGdyGoB1q9oMAcWqgaVywOxsbW5goJsHSZLqGQL6rLgZ14eA3fuym/e68dG2XndNaengwo69U0znUxGdHSBJqmcI6LPiZnxPaengyelZJmey2QHrVrUXAlY3CAHlRYnKMxMkSQJDQN9talAOKHfhtxsC5sYElF6rvGWxPQGSpHqGgD7blH8iL9+gd+XjAQDWtTswcGz/7YSLGQirx4bnthuWJKlgCOiz4hN5uat+z775ELC2w56A3aUQUMxA2LRuFUNDQ229riRp5TIE9NnmfGDg/Xvm9w/YVQoB69scGHhQHh52l17rPpcMliQtwRDQZ8WiPTOzNbZPZPsHlLvw17Y5RfCg1VkI2Fnak+DefPCh0wMlSY0YAvqsvGhPURIoegLGR4cZG2nvR7I+DwHlXoV77QmQJC3BENBn5U/lRXf93EJBHQzeO2j1GAA795ZCQD4mwOmBkqRGDAF9tnZ8dG7/gKK7flexUFCbgwIB1q8qygGOCZAkNccQsAyK/QOK7vpidkC7qwXC/JiAheWAfEyAIUCS1IAhYBnULx1cTOtrd1AgLAwBtVot2zdgz9SC95Mkqaz9j55q29xaAXk5oJjWt76jckA2JmBmtsbE1Az7pmaZmds3wDEBkqT9GQKWQX05YEc+VbCzEDD/3F17p9lRmipoOUCS1IjlgGVQdM8Xo/eLbvtDOrhZF+UAgB17pxcsS2w5QJLUSGV6AlJKbwRenT/cBpwXETcf4DmXAK+MiAfVmriH1m0idP+efBT/2u6EgF37prk7LzWsHR9hbQcDDiVJK1clegJSSmcDrwWeEBHHAV8DLj/Ac54GPL0Pzeu6TXX7BxQhYOPasbZfs74ccOf2vQAcefDqtl9TkrSyVSIEAOcAl0bEbfnj9wCPTik9otHJKaX1wAeBP+hT+7pqfnbAPmZnazyQlwM6mc8/OjI8t9jQ/Xsm50LAEYYASdIiqhICtgDXFw8iYgK4DThlkfP/DPgkcE3vm9Z9hx+U3Zhna3DXzn08kPcEHNJBOQBg80HZgMN7du3jzh15T8AGQ4AkqbG+FYtTSi8APtDgW9vz/0/UHZ8A1jd4nV8FfhF4DXBsN9vYL8dsXDP39XV37CCfydfRwECAww9axU/v3cPdO/fNlwMMAZKkRfQtBETE5SxS508pXQ1sqDu8EdhZd95BwMXAb0XEdEqpBy3tvY1rx1gzNsLE1Axbb9s+d/yQDsYEAByW9wTctbPUE2A5QJK0iKqUA7YCc3f0lNIm4LD8eNmTgc3AlSmlnwDfys//SUrpl/vT1M4NDQ1xzCFZb8DW20shoOOegOyGf9fOfdy1I5sd4JgASdJiqjJ37JPAx1NK742IW4E3AN+OiBvLJ0XEF8lCAAAppeOBmyPi+D62tSuO2biGG+7axTW3ZiFgdHiIgzpYLAjmewKuufUBJmdmATj2kDVLPUWSNMAq0RMQEV8C3gl8O6V0K3AG2YwBAFJKP04pPXKZmtcTR+fjAm7Pa/cPOXQtQ0OdLXdQhIBi8aGhITjxsP2GVUiSBFSnJ4CI+AvgLxb53smLHP8J8KBaKKhwwua1Cx6feNi6jl+zCAGFYzauYc14+5sSSZJWtkr0BAyiXzh244LHJx7e+Sf2EzYtDBIndeE1JUkrlyFgmZx27AZGhuc7MbrRbf/QTWsXbBZ00hEHdfyakqSVyxCwTNaOj3LKUQfPPT7tmPoZkq0bGhrikaXXed4Zx3T8mpKklasyYwIG0X9//ql87t9v43EnHMqWUiDoxOt/7SSuvW07L3ri8ZxydHdeU5K0MhkCltHpx27k9LqxAZ169HGH8L23Pij3VZIk9ZnlAEmSBpQhQJKkAWUIkCRpQBkCJEkaUIYASZIGlCFAkqQBZQiQJGlAGQIkSRpQhgBJkgaUIUCSpAFlCJAkaUAZAiRJGlCDtoHQCMCdd9653O2QJKnnSve7kUbfH7QQcBTAueeeu9ztkCSpn44Cbqw/OGgh4LvAk4E7gJllboskSb02QhYAvtvom0O1Wq2/zZEkSZXgwEBJkgaUIUCSpAFlCJAkaUAZAiRJGlCGAEmSBpQhQJKkATVo6wR0TUrpscAlwBHAJHBhRHx6eVtVPSmlM4F3AhvIQucHI+LPU0qHAR8CHgfMAp8G/igiaimlYeB/AC8AamTzW18WEfcux5+hKlJKG4FrgX+MiBd7DZuXUjqU7Fr9Itm1+nhE/InXsHkppaeQXY8N+aGPRMS7U0prgYuBZ5Bdpy8Br4qIvfnz3gi8On/ONuC8iLi5r41fZiml84E/B94WEe/Oj7X9dy+l9ELgQmAMuAs4PyK+307b7AloQ0ppNXAF8IGIOA44C7g4pXTq8rasWlJKRwBfAN4UEScDzwQuSik9iewv//3AscAWsl8gr8if+hrg6cApwHHAPWSBa9C9D5goPfYaNu9jwA8j4njg8cAzUkoJr2FTUkrrgP8D/Gn+b/kpwBtTSs8E/jtwNHACcHz+9UX5884GXgs8If9d+TXg8r7/AZZRSuli4NeAH9d9q62/eymlRwHvB54XEQ8l+71wRUppvJ32GQLacyYwGxGXAkTEdcAXgXOWtVXVMwv8XkT8E0BE3ARcBzwGeA7wjoioRcQusr/gv5c/7xyygLUjImrAnwHPz38RDaSU0nOAh5F9WiCldBBew6aklI4GfgV4F0BE3B0RTwZux2vYrOOAg4EvA0TEz4FrgFPJrtO7I2IyIqaB/8nCa3hpRNyWP34P8OiU0iP62fhl9tcR8dvAzuJAh/9+XwBcGRFbASLir8ju5U9tp3GGgPZsIevWKttGltqUy3/Zfr54nFI6ETgN+D4wxMJ1rMvXbwtwfel7N5ItfXlSTxtcUSmlQ4D3Av+ZLFhBdi28hs15FHAD8LaU0o9SSj/Iu2e9hs27gezP/58AUkonkP1b/ipwOAuv0zbgqLx8teAaRsQEcBsD9LsyIr7V4HAnf/fqvwfZz6eta2oIaM86FnbLkj9evwxteVBIKR1LVhp4F1mNazIiZkunlK/fguubnzfJ4F7f9wEXR0Q5eK7Da9isQ4AzgB9ExCnAS8g+kT4br2FTImIKeCHwZymlu8luQh8E7s5PKf8+LL5ej78rF9PJv9+uXlNDQHt2MT84prCRUneP5qWUHg18B/hYRFxEdv3WpJTGSqdtZP76Lbi+KaVVwGoG8PqmlM4iq7O+r+5bXsPm3QfcHhF/A5APoLoSeBpew6aklI4iGxNwbkQcRlb3fxbw4vyU8u/Djfn/d+LvysV08u+3q9fUENCercBJ+QjOwpb8uEryAPD3wGuKUbFknyKmgFQ6tXz9tjb43j72L8EMgt8BHg7clFL6CfB64LfIBrp5DZtzA7Ch7t/rDPD/8Bo265eBHRHxD5CV+sh69h5PNrai/jrdGhHbqbuGKaVNwGH4u7KT34H117QoE7R1TQ0B7bkK2EPWrUhK6QyywYKXLWObKiefRfG/gVdExBXF8YjYDXwWeENKaTivHb6c7MYG8Eng5Sml4hf3HwKfiYg9ff0DVEBE/G5EHB0Rx+cj298L/G1EPAqvYVMi4nrgh2Sj1It69rPJBvN6DZuzFTg6nxpNSmkN2Yj3H5Bdp9enlMbzT6yvZ+E1PCcvBwK8Afh2ROy3r/0g6fB34KeAp6eUTsvPPQ94gOy+1DLXCWhDREzmU18+lFJ6G7AXeHH+y0bznk/Wlf2ulNK7SscvB34f+DDwM7LBbh+NiI/n3/8Q8FCyOfEA3ySbMqOFvIbNexHwkZTS68hqq2+JiK+llH6A1/CAIuLHKaXiGq4i+wD5FeDtZGN83g/cnH99RX6ciPhSSumdwLfzT6zXMECzqPI/c/H35zjglJTSecDnafPfb0T8KB/Y+vn8Z3EL8Nx8ZkbLhmq1WjvPkyRJD3KWAyRJGlCGAEmSBpQhQJKkAWUIkCRpQBkCJEkaUIYASZIGlOsESJqTUvoycHVE/GEf3/Misj3Vn5XvmNaN13wl2WJeT4qIyW68prQSuU6ANCBSSh9mfqvSYWCMbCnSwssioq+rXqaUngz8HXBKvj1tN1/7/wLXRMQbu/m60kpiCJAGUErpqcDXgEMi4oFlbMe3gKsi4s09eO3HAd8ATiztZy+pxHKApDkppa+Tbbn7+pTS28m66b8MXJCf8ibgJ2TLxB4FfI5syexaSmkI+CPglcChQABvjYgvLvJeZ5BtTPOfSsduBd4BPAd4CtnmP7+Zv+Z/JttB7XUR8dn8/BflbTqWbP30jwEXRkQtIv4tpXQt8DLgjzu7MtLK5MBASYuZBh5Dtq75UcBfAu8mKyk8BngG2R7zT8vPfyHwUrItZjcCf0q2vnmisWcA2yLiZ3Xv+WqyjWaOBsaBfyLbAOgwsnXp3wuQb0rzMeBVZHup/wrZuvTPLr3eV4Gnt/5HlwaDIUDSgbw3H1z3BbKb7YciYmdE/DNwF9lWx5BtcPK+iNgaEdP5p/WrmB+HUO9Usg1l6n0pIq7NyxRXAdMR8YmImAKuBI7Nd6jcTPY7bFf+yf9G4KSIuLL0Wtfk7yOpAcsBkpZyW0TM5l9P5P+/tfT9CWBN/vVJwHtSSn9W+v4wcOcir7257rUKt9S9fv37AayOiB+klC4GvpVS+lfg/5JtwVp+/r3AwSmlcWcJSPszBEhaymyTx4rjL21xhkGjkcn1r7/Y+xERr04pvRc4m2zswB+llH41Iv71QM+VZAiQ1D3bgNPLB1JKxwG3lnoTyu4BNrX7ZimlYWBjRNwAvIesF+KfyMYFFCFgM7DDXgCpMccESOqWi4HzUkpPTSmNpJSeQjag78mLnL+Vzur1vwNcnVI6DeYGCh4L3Fg65zTg2g7eQ1rRDAGSuuWTZLMHLgN2Ax8CXh8RVy1y/peBlFI6us33uxz4CHBlSmkP8C9kgxcvKZ3zq8A/tvn60ornYkGSlk2+WNBXI+LCHrz2Y4FvAg+PiEYDEKWBZ0+ApOV0AfD7KaUjevDaFwEfMABIizMESFo2EfFNsrEEH89XHOyKfAOhzWSrCUpahOUASZIGlD0BkiQNKEOAJEkDyhAgSdKAMgRIkjSgDAGSJA0oQ4AkSQPq/wPy23tXcotmIgAAAABJRU5ErkJggg==\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "from examples.seismic import RickerSource\n", "\n", "f0 = 0.015 # Source peak frequency is 15Hz (0.015 kHz)\n", "src = RickerSource(name='src', grid=seis_model.grid, f0=f0,\n", " npoint=1, time_range=time_range)\n", "\n", "# First, position source centrally in all dimensions, then set depth\n", "src.coordinates.data[:] = np.array(seis_model.domain_size) * .5\n", "src.coordinates.data[0, -1] = -20 # Depth is 20m\n", "\n", "# We can plot the time signature to see the wavelet\n", "src.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will also configure our recievers in a line along the x axis, centered in the y, also at a depth of 20m." ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [], "source": [ "from examples.seismic import Receiver\n", "\n", "# Create symbol for 101 receivers\n", "rec = Receiver(name='rec', grid=seis_model.grid, npoint=101, time_range=time_range)\n", "\n", "# Prescribe even spacing for receivers along the x-axis\n", "rec.coordinates.data[:, 0] = np.linspace(0, seis_model.domain_size[0], num=101)\n", "rec.coordinates.data[:, 1] = 0.5*seis_model.domain_size[1]\n", "rec.coordinates.data[:, -1] = -20. # Depth is 20m" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In Devito, equation parameters which vary in space only are represented using `Function` objects. If we also want them to vary over time, we must use a `TimeFunction`.\n", "\n", "With this, we can define our partial differential equation." ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle \\operatorname{damp}{\\left(x,y,z \\right)} \\frac{\\partial}{\\partial t} u{\\left(t,x,y,z \\right)} - \\frac{\\partial^{2}}{\\partial x^{2}} u{\\left(t,x,y,z \\right)} - \\frac{\\partial^{2}}{\\partial y^{2}} u{\\left(t,x,y,z \\right)} - \\frac{\\partial^{2}}{\\partial z^{2}} u{\\left(t,x,y,z \\right)} + \\frac{\\frac{\\partial^{2}}{\\partial t^{2}} u{\\left(t,x,y,z \\right)}}{\\operatorname{vp}^{2}{\\left(x,y,z \\right)}}$" ], "text/plain": [ "damp(x, y, z)*Derivative(u(t, x, y, z), t) - Derivative(u(t, x, y, z), (x, 2)) - Derivative(u(t, x, y, z), (y, 2)) - Derivative(u(t, x, y, z), (z, 2)) + Derivative(u(t, x, y, z), (t, 2))/vp(x, y, z)**2" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Define the wavefield with the size of the model and the time dimension\n", "u = dv.TimeFunction(name=\"u\", grid=seis_model.grid, time_order=2, space_order=4)\n", "\n", "# We can now write the PDE\n", "pde = seis_model.m * u.dt2 - u.laplace + seis_model.damp * u.dt\n", "\n", "# The PDE representation is as on paper\n", "pde" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now create our update stencil:" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\displaystyle u{\\left(t + dt,x,y,z \\right)} = \\frac{- \\frac{- \\frac{2.0 u{\\left(t,x,y,z \\right)}}{dt^{2}} + \\frac{u{\\left(t - dt,x,y,z \\right)}}{dt^{2}}}{\\operatorname{vp}^{2}{\\left(x,y,z \\right)}} + \\frac{\\partial^{2}}{\\partial x^{2}} u{\\left(t,x,y,z \\right)} + \\frac{\\partial^{2}}{\\partial y^{2}} u{\\left(t,x,y,z \\right)} + \\frac{\\partial^{2}}{\\partial z^{2}} u{\\left(t,x,y,z \\right)} + \\frac{\\operatorname{damp}{\\left(x,y,z \\right)} u{\\left(t,x,y,z \\right)}}{dt}}{\\frac{\\operatorname{damp}{\\left(x,y,z \\right)}}{dt} + \\frac{1}{dt^{2} \\operatorname{vp}^{2}{\\left(x,y,z \\right)}}}$" ], "text/plain": [ "Eq(u(t + dt, x, y, z), (-(-2.0*u(t, x, y, z)/dt**2 + u(t - dt, x, y, z)/dt**2)/vp(x, y, z)**2 + Derivative(u(t, x, y, z), (x, 2)) + Derivative(u(t, x, y, z), (y, 2)) + Derivative(u(t, x, y, z), (z, 2)) + damp(x, y, z)*u(t, x, y, z)/dt)/(damp(x, y, z)/dt + 1/(dt**2*vp(x, y, z)**2)))" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "# This discrete PDE can be solved in a time-marching way updating u(t+dt) from the previous time step\n", "# Devito as a shortcut for u(t+dt) which is u.forward. We can then rewrite the PDE as \n", "# a time marching updating equation known as a stencil using customized SymPy functions\n", "\n", "stencil = dv.Eq(u.forward, dv.solve(pde, u.forward))\n", "stencil" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we can set up our source and reciever terms to include in our `Operator`." ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [], "source": [ "# Finally we define the source injection and receiver read function to generate the corresponding code\n", "src_term = src.inject(field=u.forward, expr=src * dt**2 / seis_model.m)\n", "\n", "# Create interpolation expression for receivers\n", "rec_term = rec.interpolate(expr=u.forward)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Create our operator:" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [], "source": [ "op = dv.Operator([stencil] + src_term + rec_term, subs=seis_model.spacing_map)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And run it." ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Operator `Kernel` ran in 8.26 s\n" ] }, { "data": { "text/plain": [ "PerformanceSummary([(PerfKey(name='section0', rank=None),\n", " PerfEntry(time=8.240707, gflopss=0.0, gpointss=0.0, oi=0.0, ops=0, itershapes=[])),\n", " (PerfKey(name='section1', rank=None),\n", " PerfEntry(time=0.0006800000000000077, gflopss=0.0, gpointss=0.0, oi=0.0, ops=0, itershapes=[])),\n", " (PerfKey(name='section2', rank=None),\n", " PerfEntry(time=0.011009999999999985, gflopss=0.0, gpointss=0.0, oi=0.0, ops=0, itershapes=[]))])" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "op(time=time_range.num-1, dt=seis_model.critical_dt)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can now plot our shot record using everyone's favourite colourmap. We can clearly see the reflected arrivals from the seabed, top shale, and top CO2. We can also distinguish the base of the CO2 lens and the interface between the reservoir sandstone and the underlying shale." ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "image/png": 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cGlhNGWHiugEKrKbAqpvQQPWwZs29J4n2Pj306Q2jeuDFJgLdrz0oIUjGGRq+/ggloHrdNZx5yToWMMWKohJEQpvOKb1SEXM9QY4loJB9VyBUZERHlyFyMpDj2ccKywhDV/GgEApnBcUzGruhmfjaYcJDh4c+vWczS2CYyM7lUso6iPY+zVSzhfWyzYRFQX0qLlZkL1OsCPKCRTnOQYTsP0ywii+O53m3Ae8B1gMt4Dd83/+7Hse9BfgNwAFOAm/zff+h5cbwPM8FHukaqgwEvu9f43ne/wa+Ezid2f9R3/d/a8VvoAdyMpDj2cMqvAGJPkAGAtk0f+06jD8dUt19Cs7MEE5PD3V6z7WQwGpwqdUmCA8cYnxuAdaMM/+CdcwIi7AEygFVAOX2uFEvV8GQJfblyDEgPM8rAh8HfsX3/Q96nrcDuNvzvEd839+dOe4W4N3AK3zf3+153o8AH/c871qM32u5Ma7ves0PANm4558Navy7kbcwzvHsYDlvQJwumBJ8FWsDAtNPoHhGUDmmGX86ovTP3yB6ah/REInAnUd3DewNuJSJQIJB53nn0V28+8DXhjafaHqa6Kl9lD9+P2PPRFSOaYpn4jBQYDxBiRc3/X4s1SKZZbbneN7CaAZkn/9W/IX5VkD5vv9BAN/3nwA+A/xw13E/CHwqIQi+7/8txua+ahVj4HneNwO3AX+8qouxSuRkIMfFxXL97TPbhW7XDZAtgdWIicApmHyixdp7p6l8YrAGQN049s87ntfegKUwyJyvcyrceXQX+z7ywuFNSEVUP/EQa++dZvKJFqVTYNdEWk4alfl+JFjh9yrH8xsqzibo559aeXhhB/Bk17YngRt6HLe3a9tT8XErHQMMCfhV3/fDzLZXe573dc/z9nqe92HP89avdPJLIQ8T5Lh4WGlToZgECG3aDDsLAmcBZAumHqsj73po6DIfQwJ29X3+H569mjtvGh3WdC467ti0k5/Yu4/vr872df7eV34Qjg6PDOmghX5kD+4jsKb1Is7sKKJc0x45GInbIws6ixXlzY8ue0RIoj7XuKsoVlQB6l3b6kB1FceJlYzhed4dgO37/icym7+KIRV/ED//a+AjwLet/C2ci5wMXG54tm6KK0wXFDoWCAamu6BdE1SOaqpHApyF8IIUD7ocvQG98P7rtvF+Lr00ROtLD7K2tZNgxGFhk83iZkFYirshxsWKOhZ1eRpijguLBWCsa9s4ML+K4+QKx/hZ4K+yG3zf73jued5vAr7neaO+78+dd/ZLIA8TXG64mDfD5WK6Xd6ApKmQiEA2Be6coHDWEIG1957FvfP+oROBQbUB3/F9P/q8IQJZ3LFpJ6/4ubf3ff6g17UXxNd24X7uPtbee5byUU3hrPmOyGYcNogLT0HmO7Vc2CAPHTwvobQc6N8KsRvY7nle9oQd8fbu47zkied5FrA93n7eMWKh4qsxWgIy22/0PK+S2WRh1DTBSt9AL+RkIMeFwQpuxB1EIDQ3dtkSFGYE1UOaiSdDpr4xPfSyuDB4uuAdm3Yi7nl4eBO6xFD9+68PRWA4bESP+ay9b5qJJ0OqhzSFGYHVNN8dEdGbEJyHkOZ4/sD0JpB9/VuFgPAuoAa8FcDzvJ0YQeDfdB33YeDbPc97Qfz8J4GZ+PyVjHELJp2wu3DKB4D/5nmeiAnGLwOf9X2/O+ywKuRhghzDxSp0AWmb4dCUELbrAhnC6L6I8fuOEe4/OFRtwHOpcJA1tQZ15Qa0YxFWHKKi4e1WXWHXAkQQIZ85OtQsiqUwjDTEZJxhQD2yh9IjMHLVVmZu38QcEmVDWIKoCNi6tw4lL2v8vMdg5YhXdp7v+y3P894IvC920TeAH/N9f6/nee8CFn3f/23f9x/3PO9twD95nlcADgJvSISAS42RealNmNoE3fhB4M8xuoEIuJeYVAwCofXz91fged5VwL7Wm38IRkee7ek8/3Ge1Vf2tyaidhlh2YTiaUHxrMapK0a/sIdopj8h21J4LugCZLmMnJygtW0ds1cXCUYEyjK59kl5XhGC1TJucWdeM/Z0HXf/KdTZaVStdsHneKldR2tigtnXXEdYkjQmBY01GlXIlDXOND/qyD7oddt7/t4KLx3MzeN++CMA23zf3z+sYZN7/TveP874eut8h/fEzImI9/zEzNDn9lxB7hnIMRhWUDgoaTiT3ox1nC7YNJ4AZw4m/YDynhOok6eJhmjUniveAHnT9cy8YJyoIGiNCFpjEBXMCldL2gG9THzcGhe0Rsu412zFal3BxMNniR7vzmQaLi61ssbR9DSjn9mNXLuGxR3rmb7OIRgFZRsvgRL6HEJ6Xi8BPfblyPE8R04GcvSPVZQRBlJDJpTAWRQUpsFqaEYOh7ifu4/wnIEGwyBG693TV/KpGyeGN5kesMbHUNu30pwsML/VoT4l0BJUQaetfYmNWYe7WwNaoByNcgStUYFQgqCyhpErXkzhbBPpHyCa61tYvCwSQ/7uA1/jOqey/MFLYJhZB2pxEbW4SGH/QSa4jYXNNlFR0JwQJg1R6g5C1UEIIDf8zyMoLYlWLgTsOvfy/iLkZCDH6tFHGWERxaWEW0YjUD6mGX+6iXOmhnpkz1CnN6g34Kavv5nN3zv8jodZWNduY+bF62mOCcKiMVph2TTn0TJ2cWeFb4mXJfWumGMjacr1okBbgqDiYjccClffwMR9xwmf2X/B3sM7r3wFa+8e52+v+nJf51+IssaFz95H6ebrCdaUmbm2wKIQaBuUCypOQzwHuZfgeYPBuhZe3orSnAzkWB1W2VSIODwgWwJnzhQPshuaqQfm0A89NlSBoL1hPZ9+8M6+z0+M0mYuHBFQ37STsGJTW+9Q2yCICsalrVyNsml7Anp17IMOcmCIQbzq1YKwYjwFQShojQmiwkYq105hL16Y+gwAp14+wx3sBC6d5kfqkT1YwNT8TcCIIVtVTPjAbZOsvPnR8w9GQNhn0SF9+XYshJwM5FgpVlj/vSNbIDSaACN2E1QPKSrHApzpBvqh4Rnc1+ye55cmB2tbfKF1AdbUGmovuZq5rbYx2BUIK9p05kvEbsk9bKV58IlBi0mBip8rjSEZlqA57iIDh9Gx2yjf+zTRmbMX6i0OJevgl47fwiMvGo7l1ffvZkrfSDBWZHGTw/wVkrAaXyMbcHTa4yDVsyxXsKjX9hw5nifIycAguFxWDKtJF0y8AQqsBjgLAhlA5bhi8mtHCA8cGuolu9TU7d2QL9xBY0OF5rjN4gZJawyQxmWt7MQDoM/1BKzGGCWfgzQHaC0QAsKqRhUEKEHkOgTV63BnQ4rHFoYemkmQXM9+P5ff3/DQcMsaP/AYNrDmqq3wik3U1kuUC0FFE8XljLPNsSAva/xchhqgHLG6zMvu5GRgEDzfbwor9Aak0EYXIOIug6a7oMJZVFR3HSE8fGRoU7v1IcX/WN/d8nt1uJBEQDgu+tbrOb2jQlA14YCwDFGxHQZIiADxn3Rx2uN71WGozrdPaLQUMdkwA7cQzDkSq+nibJpgsnwz4oE96KA1zLedYhhZB79w7EXsvnU4rttw/0HWaE3hBRsJKpLFjZLGlEnZ1DE5O+d7fT4vQa99OZ5VqNU1HDrn3MsZORnIcS5WmC4IGW8ARhdg1wWyCXYDJvYGlL/xDNHpM0PNFBjUG3DNx97Otf/v14czmS5Y42M0bt9OVJAsrrNorBWmToAVGxzZw35oYYhUd/W8DPrdpwUIYTIUQimIShBWBGdkhcranVhNRfHrey9I5sEdm3ay93/dzr43vK+v8/9g44ND9RKEBw5RPHCIytq1uLdfxbRwCItGgBmWjJ4AWLmXgPPsy3HRMVijotwzcFERV2T6I+A3fd//n/G2tcD7gNsxNZb/DvjPvu/ruHbz72GqLmngPuCnfN8/c7Hnfg6ejzeC1QgEk6ZCkTFm9qKgdEpTmNEU5iIKn7lvNZ3AzovWa2/jS3/9l32fnxiVa7kwRMDediVzOzewuEGibBF7AkBZ7SyBLITCWOqu71CHoA3iVMJ4X7eeIHNuR9y7a8x09WuZrIPGlCAs28hQUy1fz8iu44T7D/b3xpfBdW//Bne8fScwmMDw1T/yE9hfHE7L6ujUKQqfPsW4uJ3WqKQxLs31AEMErHbzoxWlIeZ6gksGq+wxcM65lzMuKhnwPO/PgbVAd8DyfcA0sAXT9vErwH7gL4B3At+O6fM8D7wXeA/wAxdl0svh+fTjP4834JwywgAqLh7UEIgQSqc1k4/VcZ86Rnj8xNCmdtMD0qwSB2gxfEFDAi++idZkkYVxm8X1kiAWqWkblJ2pE5C1+7rrb/f1z3rHuwlA974sMsQhu0kkhk3GhXiKJowglEBbNpG7icJ163DPNtD3d/dbGQ4GCR3869++H4DvfvIO6q8czner+KlvUN2wntb2TZy5sUhjjUlDjIqm4JPI2Ib0+w+5lyDH8xIX2zPwEd/3v+p53peTDZ7njQDfCdzg+74GFjzPew+m1vJfAD8M/FnSmtHzvN8HHvM8r+L7/uJFnv/zE6soI5yIA1ECGYEzZ8oIW00Y31tD3P3wUEMCv/z0o7y61L9/4UKSAFksEt3iMbO9TFiCsCgIK0bJD5kMgSWIVseCsts7sMy+jv3L7euxQ8cGSzkaIU056BagLEljwsHe4DBu34zctRfVaPSe+AAYVGD4z9vv5H1PbOIfd6wbynzC4yeQx08wpXYys71EVIDGpIAxUBYgO0saa9H1cfbSE+SE4FmDAqK+6wxc3rioZMD3/a/22Lwd8xPK5oY9ifEEgGnrmK2x+jSmdMh2Blkq5lhVlkC6K8KUEQ6MNmDkkGLsqRrWdI3If2poU7uUywhba9fSfMFWopJkcZ1Nc9LoApQF2ondzHDuir6HRg2W/hjOt6/vcxMvhaVjuyUIJEQlEXs1KpTXvACrrig8sp/o9PAjcoN4Cd42dpS3HT2ajjMMiK/tYur0tUQTZWavLTOPRBVMX4iooDvulHnzo0sXigHCBLlm4FlHBWj5vp8lZnWgmtmftmb0fV95ntfK7M/RD/rxBmiwGgJ3RuAsapwFWHO3qXI3TG3ApZwuaG+7kvmb11Nba5lOeRVBWCIuHRzrA7LoFdPP7ha9tw+CpcZcSiytLI1EENkm/76xRhAWbWQI5ZFrGHmkSrjvwHAnyeBeguTcofU5iMns5OltaLHBFCqqxn0iMlkg3T03ls06yAnBRUWE6Nsz0O95zxdcCmRgASh5nuf4vh/E28Yx+oBk/1hycNwKspjZn2OlWEWWQLo51gXI0HgF3BnB2P6I0okmzrGZoZa7vZS9AeLFNxGMFlicsKmtkwQVYcoBxx0Fs6vFrC5AnCcN7ULcfpZ0+CwjPMyWPo4KRmSIAuVYKHsDhW1TOLMN9APDr854yTU/emofa4Bw/Ri1DQXmrrRoThDXhzAhlmTxuWIvAT325Rg69AACQp0LCJ917AUCwAMS5dKOzOPd8b7PZ/Y1MaGEHCvFKrMEEiGaDAV2zZQRlgGMHgipfPEJ1Pz8JZMueEHFgYUC+haP2avLhAVBWDK6AOXEavM4npwaVLpW5ZeSAVhqLvHEE4Om7PaqNxCCRWHRHJXYTYdR6wWIh/eim82hTi37GV4KZY2jp/YhnoLR8THkq7y4ciQEVcznHwtDEx3GirMOLqXvQ44cGTzrZMD3/UXP8/4R+EXP834cGAV+GpNOCPAh4Gc9z/sbjDfgl4CP+b5/4Zu3Px+wAhIAnR4BEYGIiwdZTUHphKZ6PMKuKdy7HkUNyRBc9Y0S791yz0BjXDBdwJpJwuu3ElRsamttmhPS9BBwSOsGpIiNgCFRYkl3/KWKnuQlroegiI2fKwhDgd5eoTx6E3Y9wt5z8IKUNx5GWeM3Pf0a5r/59MBziWZmqXzuEaxX3kRYtljcIKmvF2lXyWzzo3PKGudpiBcd0QBdC/s97/mCi0YGPM+zIO0AsxW4wfO8nwT+CXgH8JfAIcz95/2+738gPvZ9wJWZc7+CSTfMcT6sQhfQ4Q1oCexFgdUEZ0GzZncd6+u70WE4tHvYJa0L2LyJxZs301hjETmiQxeg47jxOQY/YwSGrQG4KOiWOiTvL67jr2MXOUiU4yJDTWnkGsoPu4THjg99OoPqCf7PNV8YWsEi1Wjg3nk/Bcel+NIbOS1KhJW4qmQlFhhmvAQJ8qyDiw9F/90H82yCiwTf9yPg+mUOedMS52ngV+N/OVaCVYQEIK4dEIIIBQKTLlg+oSnMKUonWsiv7rpkSABcOCIgb7qeaKTA4qTL4jqbsCzQFkRu3NgmUy8gMfj6+XJT71X4CDpEc1pCWAQtBSISRI5AW1fgnl2PPdcgeswf+rQuJT2BDlrIrzzElLyF+lqX5qiktt6kIWpA2ybrIPltnddTkHsJhg41gGcgLzqU49LCIMZlFQLB9CYVVxG0GgKrbmoHVI5oJh+ZQew7MtQytYMSgVf9xE9R+Ox9w5lMF+TOG5i/dsR4AkqCoBqXEc6sjHvdvAU9Mi+yRGEJDNx/YJX7lpvDOaLR7sJFHfUJzHOhjMhwUdg0Ry2sVpERewfq4SeWfsE+ccemnTS+63buem9/ZY1huHoCeddDjI6Ooq/ewtmbx1hAoCVEpTjrIM4sgRUIDCEnBTkuCeRk4FJDPzeEFSabn2O0QlN0RragcFZQmNbYDc3EA6eI9g7WEjiLa+4r8p7N/ZcA/uj8BB/wrqTAcImAHBmBa64grLosbijQmJAoy8THjaL+3GuWInMDF732s4SgLLuNHscvgfPuW2Lcc/b1MEjLtu/t8brKjgWT0pwUuSAjAdtHKY3sxF5owZMHUIvDqwlW/OQ3uOOTO3n3ga9xnVPpa4w7j+7iHUdeytO3DV5MKZqbg12Ps6Z+LfLWKcKCoDkpaE6AcuNwkq07SEFe1vjCI29U1D9yMvBcx3mIwDm6AEh1AVbTdBm0azC2L2Jk7wxiZp7wyNGhTG32zS/l67//vwYa4/W3vW5o88nCmpigecvVNCdtIsd4AoKySRdU1rlEIGnGlF0lp1jOG9DL8Ooex3XjfIah1yqzV+qi7tq1FBHIDnM+T0FyTBxC0ZYgUgCSyCliBQWKEx7uQ08Tzcwu8Qb6wzuvfAXWju185l//oa/z37P563AUXvnTb6P4yW8MPJ/If4rJxTp6rMr8dePMXm0Rlo2wMCqKjm6I5+gJVvPZ5lgR8kZF/SMnA89lnEcg2LE5loYLBUKZdMHCNNh1TemMovqFx4nmh1e6YeQrU9x5Tf9EoO3SHS4RsK++ClUt0lhXobbeISwZXUBYFCiXcwjUOdBdl7jbuC536vnGXmbcnh6GlQzTiwye5/XOu4LNnmaBkoDCXEsJIhKEBZeKvBb31CJyoTHUehTRE08OLDC8673v49t/7ruQrz408HzCw0fgMIwcGgWxg/oaSVAWtMaNwFBLU5dAdAtPl6tBkBOCvqAH8Azo3DOQ4zmH8wgEe67sFFgtgWyZm3XppGZsX0jhVA2x9yBqSETgUhYIWt61LF47QeSaokGtqkA5Im0q1EEEdKdRXDJcMCCy9Qn6dhN3nbcSzcJ5scQcRA8ykjZAckALk5KqbACH1ugYVmuEsmMPtVx1gkEEhp/f8cmUaw7jOxfNzTHyhSeobL+C5toys9ts6usM2VQuRK5OCcE5JC0XGA4FCtF3WeF+sxCeL8jJwHMNq00XVOavDATOrMBZBKupmdzTQN71UK8md33jkkwXFAJ725VEYxUWN1doTFqxLsBoA9J0wS4RXpYUrKpBQC9dQfJ0FQa2G2lYv9cx5xv3fIPC6gxPtxch2RyHDpCghOlzELkCGUm0mKRUvhFrdnGoXgK4tMoaR3Nz8MBjuMDkq17EWV1AueZaMEo7bJDxEuRljXNcCsjJwHMBq8gSSDfH6YIyEIgI7JqgclRTPRZgLwSIux8e2vQuVW+AsG3U7TeyOO4SFSWtqiQog6myJ85JFzzH8Pfr0s9uX4lgrNf+JTIUVnvekq+5Ar3BklhKaChiUWG8PXIFWmqUwpAwp4rVLOOuH0Pe9xg6HGYNy0srDRHA+vKDTLVeSDDisLjRYRFBWKZdrKgrDRFW4CWgx74cKSItiPp0ifV73vMFORl4rmIpb0DcUEhoky7oLBihYOGsZur+s0PPBR/k5rvzd97B+j+9e3iTiWGtXYuolAg2TVDbVDR6ANtkCChHtI1WlgjAksQKeqyAV4oVxulXvW+p1eJqvAErxHIeho5VbUIIACRgGQ+B2aDRUiJDQVgqUr7tRpxj0+iFxaF2RUwM+aFfezmP/8x7+hpjmGmI4u6HcYHiTdfDiydoTpjvYVCFqBR7CZLvI6vIOsgJQU/k2QT9IycDlyr68QaotidARCZdsHJM4c4rKvtmh0YEjv3zDh65/SMDjfHSX3476/92+ETA3rKZ5vb1RhcwYtEckWjbZAgoRxhtALSrCC5h+JcrJnS+W8bQ7ynn0Yh0vvgAL9MHOel5TpYQxHOMEGihkZEhZmwq4oyuw2opCnsLQ88YueK/382N6h089s7+CQHAtjt/guve+sDA81G797CG66ldNUprVLK4QdKcjLNWrFU2P4JcT7AE9AAtjHWeTZDjksNqdQHxDcGkCQqshqkdMLYvYvTBo4QHDxPp4dw11L9ewSM7+icCyYprjP7rDvSCNT4GU5M0rpykPuWYDIGCSDvwaUk7XbCXy7XrpnuehIKlIXobyIu26Oh74ufqJpY7b0ni0BXOSEmVZQRa2jItk7WQRAVDXLXcSKFUgNNnh5qKuOVdd3PHu3YC/Xuw9t3xfm795Pcz9V17B56P2r2H4mOC6tYt2LduYhbLCAuLpOmIQHrd0s8jO0iuJ1gWeQvj/pGTgUsFK/AEQA+jokxnQRTYdUHxNBSnFU5NUf2yTzikm2v7ZrprmaOWxwUrI/zCHQTjRcKSTXPcIiiLtHJgki0AdK6muoz2iu+nSxj7843T4frtdV6/Rnw1968Vxp17Kt3Pd9755ihiMiZBSGPBtGUyDxAOypnC3jyOPV1HPbJn+ffRBwbREzxw698PL+tAa8IDhxiZW4BXXUdYEjQmJI21grBI3AtCp82PIBM6gDzrIMcFQ04GLmUs5w0Aky7YjMsIh+DOwOSeJsUnTxCdPEU0pO6Cl2qWgDUygt62mdrWEaMLcARh0VTEM3FY0VlGmEy2QPdw3eMvpRE4zw13Sdt8Hld/x0t0H7scGeyXKKySGHQbo6W2nztAe5zUZknQtkAJHe8XaGkhA4k96lAWO+CZw0NLd01wSWUdTE9TvfNR5JpJGtet56wu0Bo3otaoFDc/yoQNzgkdQO4l6IFcM9A/cjLwbKIPb4DQxJoAs6py5gTFsxqrAaMHm1hfepBhabQv1SwBa2KCaPsWgoJNa9yhOSpTD4DpJ5ARCWbRnRK3QoO4rJu2X3R99h2fcS9NSJY0dO9fiiysdq7LGJOe3fi6ScEKwi/p3ONSxmiTf6+FQLrCGMErRnBHr0U2Q6y9B4dexfBSyTpQtRqqVsM+dJhJfSvzV7hERWhMCtP8SIK2jJdg1c2P6LHvMoApOtSnZiAnAzmeFZyHCPQsHASI0HgDZFxAqHJUM/5UHXu6RvT44HFN8yKCO4881PfpT7Rq/MLr33pButhZ69cRbN9EY20howuINQHxv6wOqFcp3QS9mjZ1oyMksMxx5tiV3X21yFp2znmc1TWcY/Czq8QexyxHJM57r1uh8Tgnlq17bBOgVSdJ6LBhHfdrgdYaJUFZAsYkUdFFRC5FdxvOk0eJTpxc2eRWiDs27UTceiP/9+MfoCzdvsYYZtaB/cUHmLrhOsKJMjPXllgUplGWcmMvQSJ87bo3CFgmNrXMvucpTNGhPj0DqzjP87zbgPcA64EW8Bu+7/9dj+PeAvwG4AAngbf5vv/Q+cbwPG8/5k5Wywz3877vf8bzvDLw58B3YD7hO4Gf8X1/oKYbORm42DiPu7jnLmW8AWiTJujOCJwFjVODNQ+YdMFoCFOb++GX8ou/9Xd8X7X/ToXtm+NwiYB17TbUWJmg6tKYdE0fAUHcRje+ScqMoYW06NJSyBp6oXTntm4vQoZU9CQI3dt7QGet5zKr+26vRkIOtBDt+HsPcpBNmRSZ89JhRe/X63dBdE5aYddYQoLOXM9sQSeB0RAk5ykEQmmEwpA7yzxHFND2Fuwta5GzNaKn9vU32V7zf+AxvmfL7UD/XrA7j+7i/bMb+OvfeCPVf7h3oPlEj+9FAGtmrwcmCEsQVE1Z46iAuYBWD4/Xct6ApUIKOfqG53lF4OPAr/i+/0HP83YAd3ue94jv+7szx90CvBt4he/7uz3P+xHg457nXYsx9Ocb4y2+73+5xxT+O7AJ2Ia5w30S+C/AfxrkfeVk4GLiPESgZ367Mk2FZGBCA+4cjB6IKB9rYp9dJHriyaFMzdwMdw00xgUrI3ztNhpXTRIVLZQr0roBifFL0wSJV+cJM9I9DHTWoKvM4+yxmrQxkdC643l6fGa85VPykhc0E1xyxX6OgW8H2dtpkLpt4EXmvDS2LDor28lzj+0gCaKH2zmZ9goJQi8vQXZfxzAZw5QlEun8ZSwoRMf742smHawRG2tNiSIMlRAkGCR08BNjx/mJP3kv/MlwfgNq9x6mlPESLG4qMK8tWqOkZY17pSHCucSsA5eJl+AiFR36VkD5vv9BAN/3n/A87zPADwO/mjnuB4FPJcbd9/2/9Tzvd4BXYSSiKxmjF34Y+BHf91sAnuf9IfBBcjLwHEGv79kSN99sGWERmXRBZx5kANWjEaNf3Ud04uRQvAHBd7yYL/7vvxpojAsmELz+WnTBoTlZojVmo+w4Nc0WHYYuXWgnhrnHajQx6Gm4JV6FZs8xf7W57um+LjKQbKP9fMU32V5eAIwR11Z7uyECOn6cEJ621c3WSEhEkilZyBRTSs/rJg8CQxrkueQgec2OxeYK7pEdpKCH+FKQWdHG11rTixCYo4XQcb0HgRaCyNXIkoSrJnFHyshmQLTnaVDD+BUYDEtg+G1v+QmcLwxWmyDxEoxvWI94xVUsbLJQjiAYiZsfWbr9OWY/t8tcYKh0/3UGVnHeDqB7FfYksLPHcd1fhKeAGzCegfON8XOe5/0J4AL/iFn9jwDrgL1d5230PG/c9/2Zlb6JbuRk4EJiuZvoct6ACEQgkJHxCpROaqrHIuyFiOKu/UOr2HapegOEbSNu3E5jbRltS8JSWyCY9QKQiinj83oZ8YyhF5FOCYFQOj2P5Hlq8LU5tiM0oNvHat07/KA7Qw1LGtEklJFd0YvOx+ZGn6yMRedqPpMlkSUD6eOOfTolBmSun5ai/fpZvQWZcEL3v+63u8S2js26x3aB0RMkY+jOcwwxEoYsSLNTh3H56EmHqGghQ02hdD3sfgo9pKyZBIMKDL/4ofen4wyK8PgJRv9N4b5wK2HVYn6TTSPRE1igXH1OGiIs4yXouNADT++Sw0XqWlgB6l3b6kB1FceJ84zxf4AHgY9iQgKfw+gKPpA5lq7HVWBmhe/hHORk4GLjPN4AMATAXhDYDbDqJl3QuXcPqlYbijcAaXHn4f5XLn949mruvGl0GDPpgLVmEjFSRY1Xaa4rE1QsEG1PQHqjS1b4XUbctGfufC7DhBQY4y9ClRmjvY9Ip7qBtsHPGPcOb8ASd9FeBGGpxYYQbVJAl2GVIuMJEJnwgYgNumiTBishCklhpTZRUFa7xoK2BMpqewq01KjEiMQ1GXRKPrpCDBmi0BFyWIL0LGWQeuoJkmOSzyx5/ZQvCZSOWwArQ5aUJc1jq0xRXoc1vQCzC0SnTi1xsVePxJD/4f57uNEt9TXG0NIQT53C+cIpCpUKzkuu5ywFopKpSxBWY4EhrM5L8DzFRRIQLgBjXdvGge5c2OWOk8uN4fv+L2a2H/Y870+Bn8ZoEIjPPZk5jx6vvyrkZGDYOI83oKcnQGOaCoUCtEkXLJ/QFKcVhZkA60sPLqeDWzEO/NeXsecn/2KgMd709GuY/+bTQ5hNJ6w1k0TXbEYVbKKC8QbozIpHqMyl1To10DLKrPiVWbELFbv6Q42MlDE0WsdEwRh5Q77iq5oSA93b0Hdf/OUMfPYvoNUSXwjZ+VodRymRWUV3EYaECCQniTYZ6CYKhkS1vRDpc2FWlQmR0Om+eBVumf2JdkFnRWuyva89h/bj7Pe7I8shE65J9onkfB2HLOLQQfZ4hSEEOiZ+icdDKNDSQssS1kQBqz6Oa0nC4yd6X+8+8fNXvYzt9xX4s839iQMTD8PN//MdbPzDwcpvq8VF7C8+wCS30hq3aYxLausFjBJ/3rpn8yM4N3zT3hjjMiELQ8Ju4Fc8z5O+7yd3hx3Aoz2O85InnudZwPZ4u1xqjFig6Pm+/3BmLAto+b4/7Xne0XjcJzPnHfZ9f3aQN5WTgWGi131/CU8AZFa3kWkqZNdMedbycc3k7jnkk4dMS9QhYN+7XsbeH+2fCLRXOMMlAtbEBKJcItowQTBeMKtZy1iK9go/YzQjna720SADhYziFX6kEZFqZwaEyqz4EyOfPIalDX+XQU9EeelzKdvPE0MsM8eK7Lk9xpV0kosec0g9Ebp7u27/VTp+Xd1e/AnR5g5CIONQQOpFkKJNAOLrnOgKtKXTcESqy4g9CEn9/CS8IBKi0J3KKTofn48YdIcIskQgeetCmssldDtcIoWOyYBAS4kVSGTVAjbhVMuIxTrhsePnXNd+8eRtTe6IQ7n9hg8e+cX3sGPkHWz9L4P347C/+ACF0VEq269A3DRKTRnCFpYhKsZhgx7Xv+P28zzVE1ykokN3YVL+3gq83/O8nRhR4S93Hfdh4B7P817g+/6jwE9i3Ph30U4b7DVGJT7vh33f/2fP8yaBtwN/E4/7IYye4F8wn9zPAX+9yrd7DnIyMAws9R3qwdDTXQpEaIy/DE1ToeIZjd3QjD02g9q9ZyghgUu5jLB9xRaidWNoSxKVHZNjLuKVfQBmydh2/0O82g9ig681IlSIePUvVGz8kxW/1hAt4VMRIjXiCIG2JUhjyYyhlKm7XlsSbZsVt6meJ9tiPCtJbRRtA5kxyOd89pmbblaw2Klv0IgwOSbWNiTHKZ2SHzAEqEOrkJIIo3sgSlbgneEGQwRE+h6U1SYOprFT4kFI+gkkzzXaJvUoJO8fkueZMEFXM6heK9b0emSuidZtIqiTcTKGSiHMdYlJmbJBRsBal6gwiQw17sTo8OpuZDCInuCJn36PcfQy+G8qmpuDBx5jTXA99g3jhAVBY42gORmHfCzAbmcdwNLhmxQdrOy5CUMG+hUQrowM+L7f8jzvjcD7PM/7TaAB/Jjv+3s9z3sXsOj7/m/7vv+453lvA/7J87wCcBB4g+/7IcBSY2T2/Y7neb+L+UQ+CvxRPIXfwoQL9sX7Pg78dl9vOgOhh9TA5lKE53lXAftab/4hGB25MC+yCm9A1lUqWwKrYQoH2Q3TVGjEn0HMLhAePjKUqV2SZYQBYdtY69cRbZwkqjixkW3HtxOBX9sw6tjgx67+IEpj/yhlDH680s96EYCMm1yCZQy+FgJsiXas1Cgq1zLpijJpdyzTlW/ktlMZTfdDUu+FskiNY+Ji71kDINmU+Q60MxuIyQyZCpOk+gcRxsZOg4w0MmwTJBka4pCIGmWgOvUUvcgCdIYfEg9CfK2UJdqER5r+DllykOgLkv4POuspSLwNybXIegqyHgTOc206sjdok4X4OiXHyDDWgiiTbWM3zXfAmY8oHZ6HE6dRs/PooMWwcan8vuwtm9FjVeauH2fuKouwGBcrKmojMOwVNsj+THqZgAtlFubmcT/8EYBtvu/vH9awyb3++t9/Ge5UfxqP1uk6e37pnqHP7bmC3DPQD5YjkD1do9o8UaRlhO1FQWEanAVNcVYx8m9PDTlLYDBcMG/AVVvRroMquSjHiuP1CplZ1Yp4xU9s4EQQIYJ4qawUIozoKegTwhh7aVz42BbatdOVvyrYKNeQgagoiYoyjZcnPQ20BOUKomJs6CWogka58QLW1qmCW0sNlgbbWCwhNcIyf8G4szu7IbW/HEoLoyfQoJVARxIi85xIIAKBUOY7I1um94QJi0hkQKyVMN0pZaBjwwhWS6fHWoFGtnQnUYj1EUKZsAnQ1lrEFkAIwDLWWEuRCd3EXgKnTd7aRZ+StE/dzk5IvSZ0ZDKck6EQk6ZeaYiJp6CjfGFyXhR7CdI0xDiMoeI5y1GcyTJWI0Tu2X9Beh1cCmWNw8NH4DCMnlwLXE1zVBJUBc1JQUjyWSThA3OhzqkvsZSXgB77LmFcrAqEz0fkZGC1OE9IAHow8JgIWE2B1TShgeJpzdgzAcXji4jDJ4jOnB3K9Aa5Of326ev5ys3FocyjF+yNG1CjZbRl/MqyFZpkmYyLH+LHYWQMv9IQRe3VP9AR17ck2rHbxr/gpCv+qGgTluLHBUFYEoSFOL5aEoRlYuMGUUkTFZUxWq5ClkIsWyEtRakQUC60sISmYIeMOA1cK8IWipIVULGbWChsqSjKACfOWZRoLKGQQnW4LiMtCbRFoC2UFgTaoh65NJWN0oLFyKUWuoRK0oxsFlsuzcAm0oJWy6bRtFGhIQ+iYSGbApQpTGXXpfEUKLAaYDV1x6rZeBU0MiUKIEKju0i9KpHxxoAhCCIjQkzIQRJCsZzEa6JRtvEaJF6EyNGp18B4G9pGPtUa9CIHtB+nuoJEZ6AzpCHmfEIK8z6EWQUnegKERViWyNChZG3D2nccNTM71FTExJB/z+OnePt4fx69YWYdjN6l0JvX0dhYZXabTWPKfN+jQtL8yFy8DvKVhA2gt+HvRRZyPO+Qk4GVYrXeANouX7TJFHDmTAVBq6UZe7qF/cUHhpIlcPA3Xs4Tb3/PQGPc+GfvYMv/GFzc1AvW1BqE46ArJeO2VlFs/FWq6BfJ40QcF4b0FPjZNjg22raMF6DooEoOWsbGv2KZugQWBBVBUGnXeA+qmqikjViupHCqLWwnomBHTJTrjBfquFbImNNgfWGOEatBQQastedZYy3giJCKaDEmm1SkQgIVISlLBxsLS/QXq4y0oq5bNHSEAhaVZl7bNLRFQzucjarMRGVa2mY6rHA6qFKPXOqRw6lmlblmkUBJak2XxVqBMLDQkUDUbGRdIKI4HFVrexWshmluJSPjareaGqul4++qRrZUO/UyIQqxks8K2+RAtWRs2A0pUE5bmGjF5EALgbJ13EQK0kyHjNYgSwx0NzGg02vQQRRErDHQIOJiTUKBsCAUAuEIo7FYX6TgbEY212OfnCXcf7Cvz2op/NMNa/nDd72hb5FuQuJvfPc72PKu/n+H0ekzcPoM7sMw8W23Mhu6RK6gNSpgLM44EKyu+VGynSX2XULIuxb2j5wMrATn8QYsmS4YmNWaDMGqC6pHNNUjLezFAL7+yFCmdvODgjs39E8EvumR76Xy2mfYwgUkAtUKgHHvh3Vz2SLVYfB1QgJ0Fz0SElFwDQGwJBRcooqLKthoW9AatQkq0rj6S9AaMyt+ZWvCqkaNBEg3wimErBmpsaZUo2gFbCjOc2XpNCOywYjV4ArnDBusRRw0k5bFmFwq7mgB5eFeIyGpimK7YonVfcRC/M8gIQ81HXE0tDkZVQmwOB6Mc7g1yVxYpK5cjtbGOF2vECrJYtOltlBANWyIBNaixKoJZCSQTYFda3sR7AbYDaM3kJHGahjR5jk6hAhk1Ja5SltmshTa5CDxGkROW1OQkoM4W0NZtPPkZeZxguS3RqfhSvobaGKHkRAkGTpaGE+IyYyQKNtFRg5O1aUoJeH+Q0OtYLjtV+7hjl/ZSf3ObfzbC/6przEee+d7eOsbv5mjLx08pGF/8QEm6y8kKtvMb3FZRBCVjM5DuXr5NER4TnoJcjLQP3IysBxWExKIY3FZgZPVAHcubi40q5l8cBq1e89Qprb/Yzfjf/OHBhrjjk07qfDMUObTC7JcBiGh2QKt0WHYVvcnRj9NkYshJNi2IQBxCCAaKRuhoS0JKxaNccv0J3CgNS5ojWlzgysrrIkm1UoDx47YVJ3jquoZxuw6U/YCXuEoV9izFIViveX26FZXuWDXYpjIkod1FkAQ/zsOHKepA2oq4FAkORSO01Aux8Mxnqmv5VSrSiNyOL44ynStRBhaNBo2es5NvQh2TWAvGp2CbIFTM1kuQoHVUlgNnZICEel2IadQpVkQCIFyTBYGGINsuRmtgSuIEqJggegWZVq0KyHKTvtzThguMWgWqCSskFQxlJk0xLj5kXndNTiTVWQ9GHp3zdId+7iD/vUEH9j6FTgK1931o2z7oYcHmou452FsYM0LdwDjtMaMHqY1YkJjIhF+Ss7VEyzlDbiEvQQXqQLh8xI5GVgKq/UGxEQgFXspKJ4VVI4qCrMRxaPzQyMCl2oZ4QSiUEDEugBdq8WZbhqUIsleEUKAZVz9AgGOi3AdcwOvlAjHSmkBouakQ3PUGH8jjNKEFYV2NM5Egw0T85SdFutK89xYPcaV7mnKssl25zTXOcUu9/1wV/WXIgrCoWA5TFhws9vAZC3NURt9mtOqxaKSPBNO8kxzPTXlcqw1xjMLU5ytl2lFFjPzJRrzBQgFsiFx5iR23Whd7JrEWTBZDDIEu6GwmsZTIIPOtE/ZiowmRAikJVCtttZAFgSWnXgJBJEr0nr70qYje0NbtL0lovO31+3iTkMPSY2KmGjKMNETmNdvrHEIqhYy0JScG2DPM6jGQB1gz8GgAsO9r/wgHB1S86OHn2ANO2hsrNIct1jYJGlCWkNCubqdeUMPPcFz0EuQY3XIyUAv9CICywoEiZXeZkVl141ga/RAxOiDRwkPHBqKNuDEO1/Orl8ZTBtwIUlAiihCRxFa6U43rLTMzVlIcG1EqYiwbXAc9GiFcKSAtiStcYf6GpugYtrZNic1rUmFtjX2aIvNUzNsqMwxYje5uXqYF5YOMC4bbLIipqzs6v75b/hXg7J02Rp7Q3a4DSgfAGBBNfAnJUfCcWqqgN/YyJOL66iFDmcbFU7OVaktFNCRQM7bOLPSpMYG4MybEIMJLyicmopTQZO0xzY5sEJIKiXKloxDCEkqZzt9M3JE2plPWklqI6TpidkKiBl0lztWduwhiGMIWpgwh47LMkeuKWuMqFBwt2MtNOHU9AUpazxo1sEt/+MdrPuzASsYPvwE7sNQvvIK5Is3Ma8slGOKFYWYbogdug1YmZfgEiIEeZigf+RkIMF5BIJLfU+SpkJCG11A6ZSmdEZj1xWVe54mHEK64PwPvJS7/+h/MYg34HfPbOeLL7g4bnAdhj23S9dBFAtgWYhqBTVWQRUcoqJNfZ1LY1yiHGhOCBprFaoaIYoR66bmuHb8NKNOg2tLJ3l5+UmudRqUhZNx9V+4LIiVItARTR0QaEWERgFR7AmxMnn9EigKi4JwkIi+hYfDQlUWubUAtxZqQA1Gpnl6/BvMK4cj0Ri761dwoLGGeuRwcGGCYzOjtFo2Ud3GmrGxF6TxEtQs3Dlp0h1DbcILdUMG0tLQUVtrIINY2W4LZCDTMEFUkMZTEAsNlWPCQKTP20LEtIcCqZfbjBlzzsROqSTzQCXllY2OwfQ7sIjcMlaziLOmckHKGt+xaSff/8RxfmKsv8qID/3qe+BX4Vvf+pO4d94/0FzCA4cYbTSxbr+KsCSprxHU15nwgRagHVNYKsFzqayxKdnRJxkY7lSec8jJAKw8JJDoArLegFYcXw3AndNM+C2KTxxBTc8QDcHtuP+3X4b/4/2XEf5321+BWlwceB59Q1oIy0KWiojJcVS1jHYsgski9bUOQUkQlgX19Zrm2ggcRXmizi3rTnBl+SwTTo2XVZ7kxYUFqqIQG06LCx3fr6kWCzqgoTXHowKnohECbTMXFTkdjlJTLoG2WAgLzIWlOEVQ0ogcQmXaqCpEulKRQpu6A5iUQ9cKcWWEIyNcGVK1mpQsk5Y4ZtdYa89TFAEV2WSDNcekFVAUgjWydFHIwzWOkTPupMHry09yMtrFotL4wRoebWxhOqhwojmKP7OOM/MVwlBSn3Oxp22spkC2TOaMOy9NeKGpcRYjZGCEoqnXQAOBxg51WgFRBhrLaYsQo0K7yZJyNFEEaeXEuOhR2jwpnr/uJvBJ+IBY0yOEqQehM3qCsiAsS2ATzsQoot4catbB3+/YwN+zAXvjBj79wOf6GuNLH/grdrx38LLG0YmTlD8/h1wzSdHbCLi04lBcWDHiy87sjoyeIBnkEgwd5J6B/nF5k4F+swRC0uJB7qygeNqsgsrHA+wvPkDvdfHqMLwyws8eEZCVCnJyAl100ZUi9Q0VmuMWkSOorxXUN2jCaoQoR2zaMM3ONUcYtevcXD7EK0uH2GhnO4L2V1VsORwLF5jXghnlsj+Y4mgwQVM5nGyNcKwxRi10aUQ2M40Si02XKJKEgUXYtNGhMA2FAokIYgV7UmI6XY5mwkiibbCAdiEYkcRslSlgJEG4EXYhxLI0jhMyWmwyWmjgyog1hUU2FmcZsRqMWTWuck9zhT1DUUSst2yq8sJ4SNZZFbBgm9PkteWnCXTEiajO/Ws28GRzPQtREX9hPU9PT7FQL9Bs2jTOuiakEBrCXJgV2HVTMdCpK6y6SjMWRKgRgUIIYba1Ys2AI7FaIi10FDkCGYj0+kWuCSNAO/6tRZJZ0Okp0HZs05KCRlKQNEkyQsP4dYSLMzKODDXFUoHoie6284MhPHac1257CZ/b11/zo6SscaQVr9v8or7noRoN1JGj2EeOMsGt1DY4BGXz22Q08x21OUenAcuQgmdRYJgLCPvH5UsGVqELgOSmLhBxmqDVNELBylHN+N5F7JNzhM/sH8rULpUyp/1AFArIkSrCcVDrJ1ncWCEqSZojksVNguYahXIV9ro6L9h0jK2VaTYXpvm2yhPcWsiq+7tbg/ePxHA93prgULCGmiqwv7GGfYtrWAwKLAYu04slGjUXHUl0w8JalMjAiOasusBqmaJ8TmBS8NpV/jJtkhXISHWW0k0K+aRGKTZccYU+SEocW2lcPHJtlFuMK/rBmRKcKpgYelTUqHIErkI6imq1wUS5jmNFrC0ucHXlNFPOPCOywfWFo1xt1yjL5VIl+4MjLLbYVbbYC1AxaY9PjN3HfWu2ciIc42RrlEemN3N0bpQgsFiYLdI4Y6e1DtxZSWFOpV4Du6bS2gamKFKSoaBj429W75ZjYv2J8FCGgiiOdSs7qY5IWvEwqV+gs+RAx3oCGX9GcY+DVE8gJFHBkH1ljVNyrkdOL6DOnEXVakO5frrZHFhPYAk5tIJF9hcfYPLqqwjWjzG7vcyiNl6XqBg3P4qzQnqKN58jeoIcy+PyIgPn0QVAFwlIwgJR7AnQIJtQmBa4sybdauJh01RouN6A/vFsEQFh28iJCfTmtTTXlIgKksUNNoubBGFVE44oxrbM8sKpE4y7dV4x+iTfWTmcMVLdaX79oakDDoQt5pXDY81NPFbfwkxQ4kyzwsG5CWYXSqhIEi44WPOWMfgBOAuCkbrRgFhN4+mRsRDObihk07i0ZagQLYWMyyWLMC6WlLRBToopJViq94eU7ZRKGcfL474J2on7JkiBtgVh0ULFaXlRQRCUbFNIyRGElRInShNoS7OvrLln9FpEMcKyFRNji2yozlO0AjaVZrmhfJStzhlGZB3PqXeJLQfHDrfMDvc0cJpAR9wz/hCPNq5gISqyZ3EDu09vZG6xSKtl0ThdwJ02xMCuQWFG4tTj611XWA1lNAYYQiC0MlkJgQkjmJW+IAqkKYkc91CICu1yyMoW7b4RWYJAO50u9RTEegKThqhRTltPoO1RrHUV7MU12I/tG1on0QSXTFnjZ/YjnoHJxesRyjQ/ao0JmhOgCvF1TJofZcIGsEzWwUXWE+Rhgv5xeZGBXljOGxDXjpctszIUocCdh5GDEdWDNeRcnch/aijTGORm8OH5NXzIu2Io81gtrDWTsH4KVXBorCkyd5VLfa1AFaCxMWDD1rOsLy9wVfUM3z3+IK8qZWU6g69WI614tBUwo0rsD6a4f34bB2sTNEObY/MjzE+XoSURTYkzK7FrIha7mb4QVmBW+c5iiNUwYjfZUshG0G6BHISmN0LW2CfFdrRGdxj/FRCBHhBgVqcAQiIsSdJroWBbYBlygOugXdv0WnAsopId91gw8e5W1SYq2ChHsDBSZs/IFMqC+6oRnx67iXK5SckN2Do6zXXVk4xYDba4Z9lZOMyVtqAk3KFoEhxh8S1F+JbiIQAOjj3E3RNXcKA1xcnWCLumt3D4zDitwELNORRO2TgLifbGeA1kaNIVrYbxGoAhBlZorr22hXlutYmSDGNiYAmUm9QUIPWypJ6CpBJifJmTNslCmfBB4jUwHgcLGUrspk1ZbMM5dAZdrw+tlwi0DfkvP/0ory71VwhpWF4C9cgeJpvXEo2VWLyizBwWQRW0rY1+w9VpdkaC83oJLhISnU6/517OuDzIQCZWe872GKlIBtIGMSJuLOQsCtxZkC1N5aRi9O79hMdPDNxieFBxIMD3P/NqZr9peDellUCOjCBHR9ClAs0rJ5nb6hKWTfvU+rYW6zfMMFJo8k1TT/P9Y/dzteNQEM7QXn9vsMiTwRpmogoPLlzJY7MbqQUuM/Ui82cqiAXbGPh5ycicSfO0WhpnQePE6narrrBrESJSpjZ/M0QEcQOkMDLVEpWKqyLqNhFIoDVJcXxhx+o0mQSjl7ipJOQgLrucdgxNKi+mVRhDdFNnTsvUZpACISRCCqS0cFwHktLMroMqF4xnwZYEIw5hxYQfgrJFa6xMWCoz58CDY2u5b/xqhKMoVFpsmZxhY3mWqt1iR/kYLyrtY1w22WRpJqzBUzS32lW2jkwD0wQ64mvju7h3/TXMhiX2zK/HP7WOhbkiNC3cMxaFs5YpoVzXFGZNyiJx0SPZir0ygcZWOm0fLQOJ1ZKx4ReEoUA65retHBCxB8G0oSbtmwCx1oCYECSZBxoiKVCW0RNEBQEUcasbkC2Fe3iU6Kl9A1+bLH7vmhfwyQds/nhjfxkDyaJix/96B1v/6wBljeNFztjB9cBV1Naa0EkwiiEGsb6FWG8BoBEdNR96egkusL3VWvQd+881A5cjlhIIxhtMN7i4lHAgKJ3UjBwOceZCnD2HCYeQh/zkB1/EM9/ePxG49bf+A1Pvuwe4SERACGShgFy/lubVa6lPOYQlyfyVgvrVTYrVFpsmZvnujQ9zR/VxJiWxG3pwQ1JTLe5plpiJKviNjdw/s5Vji6M0Wg6zM2XEtBu3hIaRWYFdi0VqNWXc/YERqNmNCNmMjLcnVIhWstqn3SsBYsMq2wY/cefHViIpoZsemzxPrAhLi0/NTkMu0rK+SbghSkIPkfE8qJiAhKF5rrWp4RCGKTHRmRC2sCykZZn5SgunWEAXXTPnkks4UkAVLJQjaY5ZtEZslA1BtcDBiSrPVDajHc2/TFzP2okXU3VbrC0ucMvYQbzCMUZlgxvceSMmHACOsHhVSfGqkhHmPTFR4wtrdvBkfR1nWxUeP72e6ZMj0JLYcxbF03HKYgjOosadj9IQjgxVW1+gNCpI9AMmXTFyzWcSOaZZj9FqxLULknTFRHiYeAOSmgaYe4EQccjA0jTGJGHRhA6j4hQly4ITp4hmZge6Jlk8cWvIHezk5M++3KQU9jPG29/Dti0/xXVvu2+guYTHTzD6VU3pus0EozZzV9gmlGUT9/zQqQ4GOr/3y2YdXCBo+u9aqHPPwGWEXiGB7jLCgGyKtJiK3dBM+E3sex5DN5sDewNe+nDAf1n7GINmCUxxz4AzWTnsjRuItqwlLNssbigws13S2BChSwFXX3mSH9h8P9e4J3ihOxcTgMFj0cnq/1Q4yj1z1/DY2Y3UA5v5hRLhmSLWgkRGUJ43+o126dwIu2EEfckqst1oRxtPQHxz0m77668EpjqeSNzKMk11S0roJtXzkpa9ifs5fdylYD/HQ6B1+trm+xYLDyNSVX2SdicDlc5XtqK21yIIka0gJQ66FUDQMsNHCprNNlFYXEznIFwXt+Caqo+2RalSQpVdU+K57NAatwnKAmVLmuNlpifKnHE0T1c035i6itGRGgUnZNvoWW4ZO8h6e5YN9iwvKc4NLE40WoMDNMef4lTU5IuTV/GV9R6zQZGDcxOcODaONW0jQ0HhrKRwJhZ0tjTuQmSyEhLhYSsy2g4pTAMmx4gNLVcQhrHXwBJErkY45vMStjAtqjPNkpTd/gilMI4boRNtQnzbsCy0nMBZN4JVa8EjT6Ljz2IYWPdnd3PHn/WvJ9j3nX8JR+E/ndjJrlv6n0d04iTyxElKxSL2y25gWhcIi6YHSDAKibVvp3hm0hAvgdBBjpXh8iEDy3gDTLqg8QQIZcRk5WOa8ukQZyFE3vXQUL7HgwoEh1GrfKWwxsdgahJdLTF77QizV1lEJahvDLnOO8wr1z7JemeWN43syxiDwUjAN5oBZ6MqD9au4u6zV3NsfoRGy6F2pox9Nnb91wSVOdLVf1r1TpnnMoiNf7ziTxshSQG2QAkrjhknFe+SNDXRVQK37VJWVqbDnkWa8w50itISN+hSC4wkzRDI9rAQSiMj0lREGWK8GTFhsFo6fS5bCqsZhzcijWgGiKbxcMgghEYTHUbGeoUhOtY66GYTXa+jtUZYFmLaRjo2SAu74FIoF9FFB21ZhGMFWmNGdxCUJY2JEo1qiboDX59Yy71rrqJQDBgtN9gxeYLrK8epWg12Fg/w0gJ9aw4KwmGL7fCW0dO8sXqIWRWxq7mOz629GX92HYstl5Mnx2gcd7EbAqsuKJ4RFObawkO7HkFgiJJMQgoSopZEBjruliiIAtEubORooqQYkYhDCMmdUcZ6gsRRJEFYxm2gBSjLxhq3sJouVelh7TuKmp0fKim4Y9POgXqR/O76XUMpa6waDawvPcikuoWgalObsllEmLoEMUnC0R0r7J5tki8glBaIXEDYFy4PMpAlAumyULRvxpEpIZwUDyqd0kw+MoPe88xQep9fc1+R92z++kBj3LFpJ9u48ERAlsuILRtZ9NZQW2sRVAVz2yM2bj/O+vI8L5t8hp+b2IsjkmLx/a8Kp6Maz4Q2h8JJ/mXmJh4+s4l6y2F2tow4WTCV7QIYmwNn3qz+rZYx/iYNjXZlu6wuMbZFysm017WMMj81+El73URs5rRdxWkxmyS+nNTHJ/M8VaXrDgLQMyU1QQcZEKknKqtRAdNWWIRtb5WMRY4ok8potZKOgmA1M5kOLYXViLUPSiEaAbLZSltC61YLEYRordFRBK3Yo1CzEHOmOJSwJIXTJdxSASyJKrsEY0XCsoVyBM0xSXO8RFQoMVMe5a6pNXxl/FosO2LjxBw3TRxjU2GGTe4031x6Ji1etFqMyRJjErbaNb6t9GUen7I4FY3w+fU3ce/6K1loFFicK9I8VqAwbUII7qykOCNNI6UoDgu1jAjUUiAjHbu4BdKVyIL5LkSOiLsbxt8HN4kRZLw9GUFhEg9XQhBYEEamRTmUKVauRDYjnEOnCQ8f6eu998JVP/DIQM2PwCxGfvrwy9h/e32guci7HqJYKFDacQ1Cj1GfSooVaUJBl0hzCS/BBYKJuvWrGRjyZJ5juCzIQLbYS4cuIIibCwVQOCson1TYDU31qVnUI4M3FRK33MjnPv3hgcZ47Z7Xo79teDeVpWBv3EDruo00KzbzW2xmPQ0b64xUGvz4tl28c/KhjAfgnB67K8bJaJEzkeAr9Wv5l9M3cGRhjPl6kcWTFdxTJtWvsgiFaW1W/JH5ayVlbeMueSJSHW59Ynd+BwHI5KRry8SNTVEZ0tS8dgyZNIacKM+1NCKplCQIQOq2O5kMwczef3rdVLKVK8GEDFRmn2oTB5HxEgglDDGISAteJd9bEYHVkqlHywo0VtNN4+lWw3gRUBrZCpH1wIQZIgWtAN1smd4RKtYixOSAVgDzAoREug7FM0V03EWyXC0QjLooVxKWJI1JSWukhHLg6HiFA2vWIsshxVKLT6w9yQvGjlK1GryotJ9vKbYyJHLlqMoitxcAGnxH6V7+dexRjodjPFbbzFfWXsPJ06PolsQ+7dA6ZWHXNFYTCrMSdz5qd1cMFFKZhjwiNN81hKldEIaGKGppjLuISENCafnj5PPOpCcKifE4OdBAEhZdZAjFygZKtkV44NBQrcwdm3Yy8bVJPrrti32d/94t98BReP0r3ki470Df89DNJnrX40zqHSxcM0pQEtTXmguTXC/l6LSWBnTdhy8Qcs9A/7gsyECaJZC5GcuWadVqtUyr4bH9IdXHz8DZmYFThlp3vJgDb1Y885q/7nuMl//82xn56NeBC0cEhOMir9yMmqhyekeV2WsEYVkjr1jk+71dvGHsIa6063ElwP49AJFW7A0a/OPci7j7zNUstAocPTMGR0omnawFk2c0xRkjCLMaCmcxRLRU7A43iv9E0KelieejhMnHj+P7ypJEBdM2N22T6yZlbUG57W54pnJdZvXvgLJ1hgy0jX6qnBZ0lGntvJi6RwyKDDHQZvppSbysjdCmmqHOnKOT76tOa1x0VDlU7cdJASSTg2+KIAkFVjP2IiiTQmnVlfEyRApZD036ZGR0CKLZQrQC8/JhZESL2mgQdBjCgiEH9pyLddZoD3TRoTRSIKzYaFvQHLNoTDhERYewWOLhqRF2TWxFuhFrJ3Zy69Rhri6dYr0zyytLB9hir95r4AiL15abwEkYPcmnR5/gnk3bORtUeOj0Zo4fmUDULOxFSemkFXsNTN0IZy7EahoGJgOFNG8X5UhEaGo9aBtkaJTzpt4ARMoYe8iQwvgrkK1VEJbM901oTeS6aGsdhbVjyFprqG2Sp19xljvYyem3vYwHfqs/EfKnv/Zxrv6Xn+CqvwXnCw/0PRf18BOMHFkDk+PM3zjFHJYpVFSAsASqkDDcLs9sjksOlwcZiCES96s2IYHiaY07p3EXFdWv7RtKt7I37znMW0Z3DTTGd7zpRxm5e7CwwvlgX7GF2ds3s7jBojUKjRvqvOyafWwtneW7xx/g9oKD8QD0XwlwV7PJh6dfyr7FNRxbHOXo4Umckw5WS1CZgdIphRvXq3cWQqyFljFOShlXd6LuT1RcQqDtWNhnSfPPlUSOKeCjbEFUlGaFJxIyQEwUjPs3df/bnWQg6ZKXGH+deAagnT6VJQG9bmqZEFR7W/w3cTujO7an5EDqLG9o/4kJQerRyggP04JYiRchJgYiEjE5yHq/NFbTMvuVxm642I12up5VD03L4ch4EWi2jPdFxV6EJLc/CBBxIyqxaOMsujiObeohVFzKIy6RK4mKksaEpDVaQDlwdrzEp9dOYlUDSqUWn1x3nNvH9jNpL7CzcIidhcJqvlopXl9u8Pryo0Ra8fmJEp+YuoXDtXGOL4xw6sg47ikbGUjcGSidEjj1uHZBPcJqxGLDpO1yrCWRgSZqyZRQiij+rog4C8HJfg8yzh4HhG02agFaOjTHbaxWmYp7I+KJp4faJnnqfffwqkM/xZff/5d9nf/Md7wfvgP+ePoqPnvjeN/ziE6fgdNnGJmeQ+httKqS5qikuUYQkugwOpsfXSjkqYX947IgAyIyZYRlU6R92YtnNONPtSgcmoFTZ4mmpwd6DfnCHfzuxz/AzW7/teETgY+4QNoAYduol9xEa9Th5DUOMzcHTGyYYdvoHP9xyxf4jnK8VKL/mgBfayg+O/dCzgYV7juxldMHx7HnLOyaYPKEpnTGFJNx5iOc2aZxXccqeRFk6jgmaXxSgGOjHcs8dyxUwY5X/yYMoDLlaSO37e5VqcEX54QClNUmAh2GPmu801W8yTNvhwbilMPzYZlFULcrU2fJRU93qm7/n3oYEpEkcahBt3sjqFh7EJl9MhHIhib0YLVMG+EkTGY3nLYXoaGwG1Hcilgh64FJw4zDCQTxY0A0A2gGIAVWs4W14KClRBcsCtMFwpKFtgStUUljwiEsO0SFMt9YN8L9U1tx3ZArJmb45rVPcVPpMGutOV5RXL0A0RKS15abfGvpKxwNmzweTPF/17yYR04bHcrcyQqtURtn0XgCi9OSwoxMWy3LliEESZtj2TRhqMg1vRWSkFJYhCjOKkhCBr3q9isXAikIKiarAVGlVPSwai3E0dNDa5Nc+Ox9A5c1/rmJ/bzoGXjX9/wQ6uEn+p5LdOoU1btCWLeGxhVjzF7j0lhjfnthCUCjowtrcPPeBP3jsiADMhSIpsCdFRSmNVYLRvc3sb784MCpgpD8CHcxSBvdC1lGWDgu1hWbOP2KjZy9EaKqYmrbKd517Re4o3xk4KIy32gGPNnawK7Frdx58Hrmj44gm5LiScnaYxpn0WgxCmdbWLMNRGxQRDMw7mgpyeboY1to1wFLGsNStFFuUp43DgXEVeeUK9JytNoyYrAkxp+Wo03L05Ku/tMsgO54P6SGtb3k66y2tiwPWOn9pFtoiGgTgm4ykN2eTCnLNBJPghaZEIMgimJxotZtr1iSsRCItPW2jIly4jWwmhZ2w049Cna9YNzrGqxmZAo0xWWYRRCZILuZALQCM/2WxG2EOI6FFoLCtEPxjI1yjQu+ccKkMCobnpkY4amNa6mONBgpNnnZun28duwR1lqLqybXBeGwzXHY5jT4pi2f5641azgbVfnixuu5b82VzM8XEDWL5jGL0ilDkJyaxp2LsBsRSXaHFSThBIkMrbSQkQwlQZT1Lok0DbGjMZI0oSgApQT1NZKwUMIKihTWlCk+YREe66+d8VIYpKzxtxThWz77kXScfhFNT8P0NI4PE9GLmLuyQFSA5rigNYZp8HUBkdQH6/fcyxmXBRmwF8EKBNUjipEDTayFFvqhxwYe11q7ls88/Pm+z386WOAdV37TwPNYDq3X3sbcVpvGGoF60Tw/sH0XWwtn+JGR/ZSlS79FgU5HixyNLP7m7Mv43IEdLM4XYcahcshi3QmTDleYCSicriNrLVPVr940IjWlU7d/+s+x0Y5tCIBjoQtOLAYUqIJF5Ma6gHj1ry3Rdtt2GHyRVpZrCwEz/zIpgmnXwC6PgAC0Em3bq3QXAVj6hnbO4kJ0/u2ob9G1T2jR6SHIjtF9Xq9wRebFtcZoKjIiRZOxYAhDIkpEC+NBCEBGApQxkFYzDi+EYDWkKcetNFbLwY67DSaKfZE0GApMPQQRpezEpD4CIoiQNQssQ+gK047JULAFzVFJ43iJoFLiVFHzfzZM8uX126kWmuwYP8H3Td7HSwqLq+7IOCZLvKFSA2q8sbKfj41t58n6eg7UJnlkzWZmjpWwWgJ3RlI6IXDj2hV2TWHXQ1OKOtTYynislGXSE2XQDiGEJcAVpOr5RB8pMvoCAUHZfG/REJQliM24a8YRjeZQqxgO6iVIzn3djd86sLfU+tKDTN5yI1HVZe6qIghBNLyMy55QA5Q5zMsRXwYonoaCUkzsmkHt3jNwzYBDv/ZyHv+Z/iqDJfjQ3BQfvn7ngDPpDXvzJtTEKKdvn+D0ywM2bTnBzeOn+C+bPsvWVLTVX2OgY+ECf3j6m/nqiatNetehEUb2WUwuaJxFTfl4E/dMzSj+602o1dFBYFz8EMuvQTiOqbNvWyaFreiiirZx4bsWUdFKDbtysqt/kxWQGPwkRTC9+drtm3Bq/OP7g7LahjR18SZvLHsf0HRJAjqW5OeiWyKQNfyZVX3aWhfiOgUJ80j2dw3e4Slo6xdEomWIiYE45zwzZuopiCejlUhXPzo2/GCkGcZrYAiDDEUcTjCP214DI/a0G4ZIyBCspp2GF2RLm1THSMXagyjWHWDIQhRBBCIQOEGEM2c8PIVpm9IZm6hoDGb9hMvC5BSzrmb/xHru3bKVaybOMFVY5LXjj8QGfnWYsMq8ffwIjB/hcLjARyZeyJc2eMw1ixw7PUZrrIg7Y2G1oHBWUpwRcUqnNnUdQo2MorR3BVIQFSQykkRuojshFqy2PwMRf+7agihtmiRYwMUZt7GamnK5gHrUH+rS9I5NO/ndfff2rcX4zGNfAuAFf/wONv1e/2WN9UOPIYHJ6esRepymhOGpJnIME5cFGRh/uklpJhiKovfAf30Ze36yfyLw6h/5Cewv9q/ePR9ad7yYgy9xCUYVa288yQeu+6dMc6D+xICzqs6fn93JvvoUu89u4KS/ltIxidWE9ScU1UM1rHqAbISIuUV0rQZKo7NNe2wbUSiA6xhiUHRRZRflmJhyVLRQBRnrALpi/04i4MqkeiVkwGo/Tvqvp0LAzMoM6HDjniMA1Oeq+Wmf1kkCliMEon1PF8L8p5MBllp4JEQg6ynoeJ7VNOiOfUJmvBaiu6CqPveZjgmBNt4PMH91JFLyoCKRihBFJJCttlBRBoIg6zVoCmQrzl5oxe2dIx13f1RpeEFGmW6PkIYYRGC8BlYtiEWhgsKMQ1C1UDY0Ry1qJ6Z4YHQSVVR8bdM2Pr1pP5sKs9xS3t8XMdhiV/mlyad548gjnIpK/MvGF/DZiRs4M11F1WwKxxyCE4bkODVNYVZ0VDm0GnFdh0AionZHybBoyFS2XkVKRiWo+HsZudAcE7SqFjLUKGeMinMDcq4OJ04PrSvif9r2EgAW3/QSvvqn7+1rjEd/7j3c4L6DK367f0IAoHbvYVJ71McVww2OdEIzgIDwMvcMCH0RAyWe530r8DvAGCZZ6y983/8jz/PWAu8DbsdIov4O+M++72vP8yTwe8APYu5n9wE/5fv+efP/PM+7Cti3ad/12OFgLXLftvcZvq862I/0QukC7CuvoHHNOma3ucx8W4N/f9O9XFs8wZtHBkuR/HStyDPN9Xzs0K0cfWot9oKkcFYwui+ifLyFDCKs6RqcnTUpaEkzn6SxTqGASErgOja6UkKVnNj1bxNW7DSuHxaSOvKYegBxGmCH8j+7+rd0uuJKyYBou/47Upl6/cYT0V0mZS9bECiNvafHtk/twSPiHbS9AvHzJD8dEZOUbLEi2T4vFTEmL9Bh/Okw/ueQgdhTIAAh4zr9yf7MZHV3GCFWXmtiYpB4E2JyQBxqIEsOAtFZ56DZ9iJYLdPiu1dqowk3qJgoxIK9MDawSQZJUhQobrSEEIQVm+a4TVASRAWorxOmFHYxorqmxiu3PM23jO1hgz3Lt/Qv2eFztQIP17dyoLGGrxy+msXDI8iGxJ0RlE+arCMZauyawlkIU7EhVlKuWhCWLYJypuRxoZPEZr+nyXdDKFNQqzhjvCqFswHOEweH2hExwaAVUI03c8tAY4R2i6Pb9gBs831//0CDZZDc6wu//nrkZH+VUNXZRZq//emhz+25govmGfA8bz3wSeCNvu//q+d5VwO7PM+7D/gFYBrYgqlp+xVgP/AXwDuBbwduAOaB9wLvAX7gYs190B/R6190B+HxE8OZTBfUK29h7+uLiK2L3LDxMJ+5+v8O3EjmE4tl/uTAa9h3ZApds6nst9n4TISzGOLMBbhHZ9DTs2nTHN1qoZVGODbCdRGuA9JClIvoSgltS7RrE1UcwpJt4q0F0/Cl48YZl4fVtlk9ZcvDKlunor8k3p+QAaRuG9SsED3rZs9mB0Ba8S9ZJSd9bJNyAWmWIG3Dmgr1suSiBwFInyfzytz8s+7+NHUxa/i7xuiG1iCSfDahO1b4SA1KIoRGozOEIPmrO8YBHadimYMMMTAXQFvtMIOOpNEeaIF2hBGBxfoD5WLIgIaoZcIIQomYKBAXRIp1CK2MSLGlY4+CSfUzIQVTRtqEmEyc3m1F2IthXD1SUjpr0zguiVyL1rjLp4+/kH+duo5SocU3bXqGH578Otc6jbhHxsrx2nKT15afBJ7kw6NP8vG1O5luljlwaoLZgxXcaZmGEEpnjTdEBsbzIVuR6SapNDKw2t/vKKlzoU1miy3S73AiOtQSwrKg5hjC1Ry1GLGuxD0yhqg3h1rF8I5NO7Fu9PjM5z/W1/lvGT3NW46evqBi50GRCwj7x8UMEyjg3/u+/68Avu8/43neE8CtwHcCN/i+r4EFz/PeA7wVQwZ+GPgz3/fnADzP+33gMc/zKr7vL16oycqRET7rf2XgccwPZ7hEwFq7lunXXENjQjL/ijp/ePsHM+7S/ojA1xsRf3zs2zm+OMrBY5OU9hSZOqqxG5rKkRruoTPoWgOaTaJazRSiARAC4bpI1zKegEoZXSqAlETlAlHVRTkS5ZiVkynmYlT/UbFd91+5mdV/WvVNpzUCzKpKGyOVEAMRG//s6jm7wk6Q/MjTNDzi7jOZQ0TMGeIYvJZtr0FPXcESoYdsdcKUoCTHpx4LvazBT+ecTCgx/PFA2UZIOiNu1FIbgy9EHKLQyJRg6FiraZ4v5UpNeBMCDDUQCBmvguN56DgQrnV8nZK6BjZIlzikYIiCjImDaSQlYq9BTA6SfguhxmpY8b64p0AzSr0GSXEkbQmsuk3hrCGUwahN8YxFa2yERgE+uXmMr19xFesqC+wYPc6PT36NHe7qBbJvHjnD68qf5HgEd264gf87cQtHz4wR1W2axx3CYzZWQ2PXNcVpQ5IBIzaMfxdW02QhmO+7qXeRElwZX59MxcvQNp+nckFol8LIFDLQlEbKRE88uer3sBSix/yBsg6gvTh67ZW3D7UHw1AwQJ2BnkXDLiNcNDLg+/4p4J+S557nXQO8AHgIcw96OnP4kxhPAMAOYG9m39MYze52Bmn9twzsK7bw6Xs/1ff5j7Qa/Ojv/Tzr3jNYnK0XxK038uQPjPKClz7FNdXT/P6Gh/oe62C4wCcXduDXNvDZvTdi7ynjLMLaU5qxp2s4x2YgCFEzs4Tz8z0mI5DVKrJSBts2OoBqiahsQgFR2SaomNivtkxMNXIBEYsCC+2bo4qbwySu/uSxEQnqlAwgs6GAmAx0u9gTdAjoaLu9s8+TcEB2VRDHBjSi97hZApDNM0/JSfLyXTqA8yFTnfBcLDGA0B1hig6iITQqvjYiFRt2npt93VRcqLLXTZzzvH2uMMQs3qQEhhzEgkFlxWRAx2TAIe3JIOOs0kSkaBV1qkuwmwrZtFKvgdWMsxQ0yGaIrIcIrXEWbNxZh7Bk4va1kxbzx9YyU5risfEruO/qK/mmdU8z5czzxuputq2iT8KEVWbCgh3ufl5aepq7N2/nSHOcLx+9lunxCWRN4s5JwuOC4rQ0TbNqxoshIo3UGlubMIqWgqgoCEoy/r4LokgjbOJ0WVIRYuRiijVVjRclKkxQca5Hnp1HnT4ztKJFd2zaObAQ+nMHvsHrrv+WoWkccjy7eFYEhJ7nbcGEDH4Xc5tp+b6fbTVTp612q8TPAfB9X3me12KQ0nhL4Ogvv5y3/eineefErr7HuP6v/gNX/sY9rGO4RGD6x17GwhWCplfnQy//874KsySItOIvZ6/g3U+8ivrhEexFwdjTMPFUHWuhhZytoY+eIKz1FmfJYhFRKoElESNV1EgJbVmook044sR1ACAsmlBAsrKPCu28f+M2zcRRLd0OCyRZADITCkjSAGWGCGQNW7r6z4YCRGd4IEmtyz7WXecnh4vMxl4GHzrnQ2b/UgRAdz3uqFbT3i+yJKb7vO7nWeve9bpatolCShK6PRXdSAlSF2mi9zahOl8/TdfUwlSMlnEoI/YAmXTGmBjEBZJEBFHcX0EoCFtWh9fArktkYBsj24ywmhE6FiA6MxHODGhL4sy5JivBMaWRj53ZyIfXrkUUIz67+SbevPnr3Fw4wnWOiNNqV4aXFi1eWnwGgE+M7uGjky/hVKPKoTPjzIxWKZ5uZyGUTwvTOErFoslmXMgotBChIbzKMkWgTNdEjXJJQzMI4yWLiolHyEJbY9iLVZy5Kewn9hPNzK547svhiv9+N3f8953s/asXs+91f9XXGJ/Z82/88fRV/PVfv46NfzD8xc9qobt/V6s99zLGRScDnue9CPhn4E993/+fnufdApQ8z3N8309K4I1j9AEACxjBYXJ+AVPdp8dStX9YX9rEo17/LPmRVoP/9IYf48pH7hnenNZMojevY//3TvLq1z/AGyYejKsE9kcEPlcr8AcHvoPTCxVmD44xsVsydSTCrkcUDs2gDx5BNRq9CzEJgbAdZKmImBhDl4sgJeFIgaDqoG0TCggqkjAOBSg3TrWy2q5/lakB0KH8T3uhx0Ys6QyYeAM6qgRmDK4GoqyREqmxSlLlzL52Pf/02I73136Y1CRIV87WuSvujsfdH0evssSJVyJrbFOvRDzP2LCmPTQ0nc/TsTpvdr1eLm0RJzL70uyK7PyT/Z0XRCxBVLqJQcdpqv2yEIcTrPgcoVEIhGWO0xKERUoGlN3uIipdiJJ+C6HxKJkyyxq7YWE1lUn1C9pdGkUU4c40cRYCtBCUKjaFWYfWqE1UcNh39Ap++9Qkk6M1to5O8+Mbvhr3OFgd3lCp8W1XfpajUcQXN17HxyZezMETk6iGhXvMaGLsOqbI1myEvWBuaVZgCILxdAlkJJGhNGWzQ4EIdfo7iQptYhBUjFZChhJn0aZqbcM9cBpdrw9NZHjdT97PK7/rbdz13vf1df7PTezn537hPbzqju+m8B37hzKnfjFIo6LVhBc8z7sNo11bD7SA3/B9/+96HPcW4DcwZV1PAm/zff+h840RCyLfDVyH+RV9GfhZ3/cbnuf9b0xo/XTmpT7q+/5vrfgN9MBFJQMxEfg08Hbf9z8eb94LBIAH7I637cg83h3v+3xmXxMTShgY+37nZfzpm/6a15Z39T1GW1AzeKfDBHM/9FJOvEJjr2nwp7e9v68bF5i6AJ9cvI5dC1v57MM3MfK4i7Og2XIiovrESTh+Ct1qES3jfpSVCnJ8zFQGLBYIJ8pEJRstBUG1raBOdABJVkC7HDDGyCdCQLIGN/4rsymBum2AIbMSzy7fk79tgy8S5XtKBkjj2ck5WQ7RHdvvmI+tO1fTWW1CVzrfOci63bPGP0NazFwz884QlWw2QzrNLmN8zsueMw3R8aczxTKu+ZD1eGS8CNnzusde9nUzA3SHXYzyXpvPSrTnFveeQsg26dG2SW+E2GvgJl4DU+THasq0+ZK9IA05UKbokWyEoBSyEWLXI6KChbYFxTM2i6erzJWqPDg+hX/NOj6xeR/r3TneOPrQqvLxq7LIdRKuGz/CbaV9fGHDjRxrjfFv665hZmwce1HizEkqxwSlMyItb5zMU9px5ceW0VxYgemamIhp014U8XcxqJjHYUkARYqVDVgthXt4jOjJZ1Y87+VQ/OQ3uOOTO4H+BdNfvumf+ce9o/zqP7yZq35teIui1UBnfjd9nbsCeJ5XBD4O/Irv+x/0PG8HcLfneY/4vr87c9wtGIP+Ct/3d3ue9yPAxz3PuxZzR1lujH8EPu37/nd5nlcGvgT8IvDb8fB/Nqjx78bFzCYoAv9AJxHA9/1Fz/P+EfhFz/N+HBgFfhqTTgjwIeBnPc/7G4w34JeAj/m+v/oE4y60ywj3j2Eqa+0N6wm2beDYKyrc/qZHuGfrVwca732zm/iDR15DdLiMMyvZtEcx+vhZZK2Bnp5dtsKYKBSQZaMFYGKUaKyMciRR0SYYtQjTUIAgLLVX/5ELna2AdWp0sqv9JM0uXalaXS735XQAsbIdYmMfV9JL0t1EYkjiVWc3dGx8EkLQTlHMeAIs3Z6D1G0CkCn0k64kMsREZw25Eu2wRRKWUJ1zTc7LtjBOV9hLEYCljG52LkshG0LoCHdkhInZz6UXlvBMnDMPTaqDTMWTkviuG3st0gNSB0LmOOM90JYg0XVELlgFMwcZgF2QJjMhNM2H7FqIDEyaiKwFWAtNEAKr5lKcNiGs1ohk/uwEnzs0ii4o/mXr9fzw1vt4RekprnX0qiod3lpwubVg1iWfGH2cv518GccXRzl+dpSZ0TLN4zYygOKMongm0zWxpZAt816jQCIDGRfQ0shIEAbxvkIitG3rCYKygwyhXF5D2bbg5Bmis9Mrt2bnwSACw++rzvF9b/0LeOuFLbH+LONbAeX7/gcBfN9/wvO8z2DE7r+aOe4HgU8lBMH3/b/1PO93gFdhVvs9x/A879cxKfh3xvtqnud9Gbj5Qr6pi+kZ+B7gKuB3Pc/73cz2jwLvAP4SOIS5Xb7f9/0PxPvfB1wJJPWDv4JJN+wb0z/6Mr7xrv5afyYY9he99drb2PsmzYbN0/za1Z/gB0eWNtTL4euNiP9x6PUcXxjhzN41TD0oqB5pYS+0sPYdJzp1KvWc94QQWGOjMDWJrhTRjkU44tIatdNSwEFFpFkBqkslbXqYk97Qta3b7v9sK2CZMbbxqrG7sl6KeGVtSuzSKQLMrP7T9r7dLu3kafLa0NYkpF4L3SlMzNQrQGTmlqTbkcxHpPNLSYpqu/5Tz0Qyvyw5SN8b5845uy153eQjWnZ1ztLHZYbJ6hK0jMutJNciY6Cz1629oT1wnN3YNXdj6LPpmah4/I6DRcf5QpF6LBKXerpI1rEXQYK24887zkCRcc8FuySJiiYrQQYKqxZi1WM3/WKQPi6WHNz5Ao2jpsnVmWMb+MPTr+GDEy9lU3WOH9/0lb6KGb2hUuOVV32KA6HgrkWPj07cytEjk9CUlI7ZhAUHd9GIIp3FCKsegdbmqxZpLCliPYFJY9TSiCzRAhF3SszqCZRlo+UE7roq1sJGxN6DqF5C3z4wrLLGL/lP/4Hxv7l4XgKTDnvBwwQ7ONcz/SSws8dx3RXmnsKI4+VSY8T6uX9INsah8ddhbGGCV3ue91pgElN75+d93x8obe1iZhN8BPjIMoe8aYnzNIZt/Wqv/atBu//3rr7H+PWTL+C+ndb5D1wBZLHIwuteyPxmi/XffZB9O/rPYPi3Bnxu9mY+8uDtjD5qQgFXHgwoPXIorXGwXFMmWS4jJyfAsVEjJYLJsqkd7wiCsiSoiHjlH69UnMT4GwKQrv7tthAQqTvU5lixkQWEpRCW7kyBi9PfdMaoaC1QcY19YxAyRCDzLzV8snOBlB4uu7wRUrfJCaSr/57iPy3aDVYyq3uIjX0c607y61HtzoFZI39O7H85yK5DM2+qc3vnaR1OlKVubqJN0IAuLw2pZiN173fVb8jqCzrEjtnPhMz7jd+7Vu0QDhKITLslEWFCKImnIKPrEJmhBbQr+sWPtZVoQbQJU7lG2W8FEscxLa6T0siyEZgaBkFEpRlROmmhHEnxrMPC2RIL1RKPjU7xq9un+JcrnmJDYZY3jO5aVbOkMVniZhdudg9wW+kZPrH+Fk61Rrj78FXMVEdx5iV2DconBMWzol2EKdQIrZDSbFNxV04ZCkQk02ybsChQRXMNgqpgUVrUJy2ceoGKezXOvuOoxdpQScEf77+7rxRNgHt/9y/gd+H2X/0PTPzvC08KNAOQgRWl/ABdovYYWdH7So4TKxkjJgIfBo5hUu0BvoohFX8QP/9rjG39tpW+gV64LMoRC9fl4K+9nCd+un+B4Ote+b1Di88ByJ03sOdtVf7dbQ/zLaN+356AT9eK/OdHv5eFY1UKp2y27IoYffgoerFGdOoMoVqGAkgLWSkjikWYGieYrKAcSVi2aI5ZaVGgsCSISmSyAuLe5CLeZut23D8x/snqOjH4UiMtjZTGQkqpsSy1ZKW8KJImj10LtLbaKuFuY5p4H3TWbMSwdKfwMDH48XlpNT/ouIGcs+KPulb7YVvsJqLMY03a/Ad6GH+ReSnR7aYn9VqkLvUV3puWdNMvxzyy44tzjX+2kiPdXpwlqhqmJCl+39neCCZEotNrmqQRtkMmOhV4Ji3HE2+ATJoixi+dejegnbev29Uq0aZssrIFYcnoC+zFCNuSyJZJ/RP1AHuhAUJgLxYoTLtERcuEEKbH+Mzhneii4tNX3Mhbr7qHby/vZatdxhIrF++aLIRHAPjo+ON8YPwVHJsfYX66TDBSIDwad01cVBRmTZaEmbtCBqCF8RLIQMchhPi6Je81JgRaQNAUQIlSYTOyGeEcmybcf3DFc10OP3fVywFY+H9ewtf+pL+yxt/4H3/BDZvfwaY/uvAZByvl2wOgQ9QeY5xzRe3LHSfPN4bneVOYdPyjwBt83w8BfN/vSP3wPO83Ad/zvNGkHk8/uCzIwAe/sovNG3f1fb5xmQ2HCMy++aUsbpbIl0+z7/b+1LvHwgX++4lXc7A2we7dV7L265J1R1o404uIJ54mXEEushwZQayfQleKKNemOVmgNWajbAgLgrDSrgMQuYYAEKf8JaEALTBCOyuxhOa5sIwPPDH+Ii6GY9vKPAekiIlBDK0FkTI32igOCShlrJNWxLF40V4iZlax8Qh01x0QUiPjuSQFd4TQnRYFo0DWkWi/hhIQyPZqPzDGKTFiMuw2ZJ1TSN9Tdp6pwc+UUZaZ/VaXgDJLFJaK3SeHrHIl1NEqueNvmyhhtT01wlJJfylzDaXq9OBk3nDaS14LIwKMjb/WGFKVhFkS0WSWYKVdFLXpWRCTLR1f79TbkiUH7ZcGIIqLRZlUVYEsmM8ocgXKkVgtGxkqrMUAUVMQKeRCg+Ki0RaUSg6FuRL1ozaRK5k5vJ7fPXMHH5x6KRsrc7xt411xRs/q8IMj07x8+0fZ05rgG7Vr+IeJWzg7OYbVFBRPW1SOmq6JIgSrEcXZB0lFRgFStLMQkq6JBVO9UDvm0tYnBWGxgAw1xVGHkmOjj58ampeg+g/38m2zP8kX/3d/aYiP/8x7OPK98Jof7D8t+nwYJEyAznQqXR67gV/xPE9mUuJ3AI/2OM5Lnniel9TH2Y35lS05hud5E8C/Ap8Cfj32kCfj3AjszxTdi3N0WP0XM4PLggz0i6GKA6/aypNv28xbvvNLvKb6GC8trj7U0NQBH5nfzG8/8FaKj5ZwFuCqvS2KX3+CaG6uIwOsF4TjYq2ZAMdBjVVprqsQVkwooDkShwLiDICwCDquAmiqA2Zy/hMCAMZo2Kq9+k8MvgDLUliWMoY/Nv6WbM8wWVUqDZGSREqiNUSRJAqtmAyAjmRn/YDsCj+jNRCW8ThISyEy3gc41/OgVOJ9MBX0DCGIffOBNAQgildigUltQ4NMVq1ZV3a3cyH5m5ROTlzvdsYDkNRVSEoWZz0qyWo8sxIXS9yltF76M1/qnHO6HGbnDO3mR8I4ToVUyPgaS2mua0qsMqdq2p9pco1V/LmZUI+MHRYxUVBt3YUO20RBBSL1vogoLmkcZ4mIkPSzEJpYPBrzu1iToAERN4hSto7JgWmClKy0HUtixyWERSNENJqIIMSqW5QaIcUTNtqWlE8VmT9bYnq8xMnqen7BW8frrnqcrYUzfFf1iUwX0PNjq11lqx3wHeU93FLez8fW387ZZoUnDm8gLJdwZyRWQ1M6K3Fnw7QioxWYzo/SEkZb0DTfnaAUk+c4xKJcQaNgCFbkOiDW4E5UkI0AnjqIWqJuyGrg/Mv9Q9ETPMdxF1DDVMl9v+d5OzGiwl/uOu7DwD2e573A9/1HgZ8EZuLz5XnG+HPgi77v/1qP1/8A8FXP834hHueXgc/6vt8ddlgVcjKwBIZFBGrf8xKOvVwir1jk3lf8ARNWmXbT85Xh6WCBn9z7Zg6dmkAcKrHhG4qxB4+ga3WiEyeX1QKAIQGyUoJ1UwRTVbQjCao2jQmLsGSKAkUlYQiAZVytUUHHWQEa5WAIQGKgkti/0MYAWzpdMdq2Sg2wLQ0xkD1CAZESKCVjL4AgCCxUbJyVEuhQtmvuZ1mOMEY/MZoyfr3E+Nt2hC3bBEDGHgHjeYi9D0KjtURFsu0VCGTbGxAknfpiAxS0K+mltQqyHgDZ/puNv2tbt+sqSNBO2/1+TrZCRj+ReDWW7kZ4ns+7p7FfhiYut5ISifFvj53+A6wugpdFpESG8MWEK/X6yJQo6Pi7oJUhETqUMTkAIoFsybiZkSFlSb8DEZESs9RrkOkvkZT9Nc+1EedFpiSytgTKTUIIoflFCoGIFHJ+EWbMd6g6V6FwtkJYsQkqktkz4/zD4ZegyxEf2XwbP7vtS3xf9TSOWN1v+vXlBq+/8t+YVXU+sHYHHxp9CTNnqzBv0zpsUTnqmNTJhsJeiExaYqSxGxG6GXveWhYysghjD15YMiE9JWM9wXqb5lgFq6WpuFdjHTiBnp8fahXDS44QnG9FdL5zVwDf91ue570ReF/som8AP+b7/l7P894FLPq+/9u+7z/ued7bgH+KY/8Hybj7lxljI/BDwH7P8/5d5qWf8X3/dZgshT/H6AYi4F4MqRgIF7Vr4cVG0snqCx9VbN54/uNf/fgbsF8znDibve1KDn3vZu548z19lwx+/+wG9tQ38n8efhFr7napHI8onqjDfbt7+GjPhXBcrE3rTbfAgkNzXSkNBQQlQTAShwKSrIA4FKCs2HDZGcOVGGBJh/hPSoVlZ1biUmEtY4x1bBQiJQkCyxgCLVChRIey/WPOVgfM5PgLSyNsla5OLVth25F53OV9MK/VDkGEkUy9AVFooYKYcEQCAoEIZLr6TKvjKdK0wJ7q/EyKXtq6NgkH2InRT1z/uv1e4utoLtTyxr/DuHdNotfqvycZ6IFeXQyT7dkROuYiVUoOsp85tEM/ssecks8hGV9lXiMlgDFZiCJDDhIPgg5krNuIPQYtkWoLZJaohbG+IPEaZMhB0h8BHVc1bCQdFcFZjHDmwnYBo4U6YqGGjhTCtkx6rRToYoHm5jFqGxzCgmBxk6B1Q51rNpxiU2WWn13/r9xa6K876tcaivvqV/Po/Bbueno71v4iVkPgzkDlhMJZiOJOkBGyZa63cmRc7VOgHEFrRNIaESYVMwPZ0pRPK0rHG8h6iHV6lvDQ4b7m2QuyXOZnH3mQ15fPTzKOHEvDBBeka6H6he+BiT6L004vIP/gn4Y+t+cKcs9AjKv/8afZ/s57Bx5HvPgm9r61QmnDAn+68728unS+dfu5eKxV5y2P/ijzj67BmRdsfTSk8tXHV1yG1JqYANeByTGa60fiBkGS5lhyszDGPyzF7v9YeKXcpC1rTAS6CEBitCyrrQNIQgGJDiDrPoZkdWg8AGFoxcYYVBQb46i9AuwIBXRYIJWunEUSeojFhyYkYYyn0gIVWYRRPGTG+KtIEoXx6ykBoUCEsi3+C0W7PoFqz8GUQgaVKuHaxj7Zn3pMJG39BOY6JsY/u+oH0l4BWXRkUXTsEb17CnRfpnj7cn6E1CCnG0RaqCUlB4n7PusxyHpmUhFmxisUp18mXpr0s4F2s6QMZBfBUaI9L9vu9CBEbhxi0AIVClQQh40igWhJZHiu1yDRFiRkQChScaGKmwRZAaAgckyoTDZtrJbCsSVSCEQYQStALyyiWy2EY1OsNSgcL6NtyciRKjNnihya2sozVc2D12/hh6+5nx3FI9xRnqUgnCU/h268oih5RXE/TOzn3SOH+IepFzFbLzJ7fISwbJvMgwAKs3EIITLtn+24SZK2JSKykaFEWZqoIAjLpheIsgT1CYmyS8hQUxgvUHBs1PGTQwkdqFqNP732ev7ma5N8dNsXBx5vEAxSdOhiKA8vZVz2ZOCFv/8ONvzR3WxnQCLw0ps5e0OFtf/+AM94f9vXEP/x6G08cnYzB55Zx7qvWVzz0DRyoUa4/+B5QwEAolDA2rSBaGoU5Vq0xhwak3EowDauwygOBShHx/UB4pVr4sJOVrBJLF5wzg3ftqN23BjjKs52w0v+hcoY4yR2HAUWKrDaxj8S7bz77I84MaqQrqal3SYjpK9FPL5Zmisl0lCD1rTdzSqzqkxc/0kKYK+iC0lMPwljd/dG6HLxC0unxl0mRr8XEsMbv992gaIu47vcTSnjPQCWJAnZ10wfdr9Ghnxk0yUT4WTHcb1cBQKi7toM2e+NrTpSRpPvjJn3uaGHZOhU5AloS3WQgygytQFSTULLIoo9AyqUsddApxkJMhF+ZsgBGqQDKjnPhcg1/RBkYBG5ErdgI4IIa7GFUMq0644U+uw0nDoNUlI6M457ZoJwtEBQsZk5McF7j3wbVAO2bT7N/3/bp3hVadmqHj3xzokDfGf1MQ5FVf5+80v43MgN1E8WsOqC8jGLsiuwWhqrqXAWQ2QzQiuNswBWS6KlICxLGjomTcK8x/qkKdUblFy0WIM7Wsaqt9AHDg8ldDD9irO8bsf/w95fr/LUt35g4PH6waACwssZlzUZuGPTTjYM2FBIFAo8/d9exI6X7ONn1j/Ij42eXNX5C6rB/c0y/+/u7yf8yiSlU5qrD7VwvrILFbSWLxAUw96wHl0toytF6mvLNCdMgaCgKmiNirQoUFQyBIC4v7p2VNttbRv3e+qylu3c/2waoJQqdcdnkSUAics3DCzCwDIrzUgYYV6mCA9pPJeOHP80LJFkBdhtNTsk8eb42EwWQPIaqVs/jGvaqyXi/cnrJav9bK0ER7dV/Y5Kr41laaQVYcVkRWbEdcl1MH/bcXGtQStpXOVZUWT2WiQGGTinUVEWgo7sgjRjoRd059+OcZNsiMzz9uNMPYDkY+kaK71+mXtv2m0y/twiWxuyAIYkJJ8p7e8YxB6lDFFoCxTjl8l836TUaNs8jiJJZEftkELWa6DicEIoUkV+BxmIkuwFU8THKhJ/XzRRwSYsS2SkceZdXFsiFkvIIETPLRDNzoGKUI0mcmYW17EplEoUzqyneqREUCpwfPMW3vaCf8+Lth5ic3GGX1z7b2xchdhwm1NlmwPfsvle/rxylK9NX8vRxTEOPLOOoGpjN8CZM42RnHlp3mOgsJtm2SBbpjBB2DBpiGGpXSkUoLbeIRixkC1NqeRiHT6Bml9AN/sre54geuJJrnkz3MElqCfIsSwuSzJw3V0/yrYfenigMdQ338LctiKz37nAk9/UXzXDnzj4TXxx9/VYMzZrH4TJu/YTHjsBKjqvx0oUCshCAdZP0do0RliyCUuSxrikNRoXCCpCWIkNv6VNGMCJ7+5JFkAq/qOjBkBWNS6FxrainrHgSBkCkNQGCAMTCjCqcAtasp1ClikVfE7OfcaljiSdG8Sag8T46yS0EBvPUJrUK2Vu8LKVrQFgtmUZVZt8gMpWREx0EiImSa5KDZhlK2wnSsMijhWluoTuLIUwESXGz1P3tooNVTL3yBiqlBQlRAVScnBOlkL2TWQ9+EuQgdSgxwd1ZECkrxMf250dEQ/aQQp6EYL0xTAlja24QVGiPYlbT+u4HoUhXLoj1BJltBQdqYyx50lmQg+JTgGICaoAlPn+WSZ9MNUauJ1CRBG0w0IyJK0CKUJT9jepYBkVIaiY4kVORRIVq9i1ErKlsE8XsKRAtwJ0q4VajLO7Zmax5uYZPzwBjs3Y5gmmT5V5eNP1PFDW/NuN1/LOa7/IbcWDqy7g8zPjh/iZ8UPsCxb4/YnX8IXx66jVXOzTDmHZpnRGIkNw5iPc2RYiVFjNiMKMxrEE2pY0xyzjIYhbgwdVQVC2kCFoq0rJlshaCzE9R3js+KrmtxTu2LSTO3bP8fOTw6vPcl7knoG+sWoy4HmeDZAoIp9ruGPTTrYxGBE4/v97Oa/4kQf7Khb09UbE3bXt/M3Tt6P/dZJrH65jz9ZQDz9BuEIxp33FFqJ1Y4SuTWvCpT5lExXMDa01AmFZt7sEFlU7bc1WCOfc2D+YG2s7fUxhx67/RACY6AFMCmA7FBBEVlsIqCRR04LUNU/7BtyFRJvQ4XqPn3cUA8KsolOXeiRMvD+O/cuWSPP+jbpcpHnoHcaQxDCZx8pqp/qdQ5QchSzEoRCpcJwIO0mRlArH6gyLJLn1kRJEWqQegTCwjE5BxWmLWWIUmhhwR18C1XveHRDpf+3r2OuwbsOdcf137NOZ47OvmXncvU/0Oi8hdzFjTMIrxuiLNO8/KZbT0QsiEVjGngaV8SCkxDBbOyLxInRlOpjHsQfBAmW3vzcqlIbsxR4Rna0cGYm46JHZFpVM0SIUBCOm/LbdsLFammLFxi0XkK0QuVBDnTiVutjV4mJKDuzjJ1l3ejPBmgph1eHssSl+8+j3UBhvcP36k7zryn9aNSnY5lR5z+av86GRpzjcWsNdp7azd2QTzRM2smmqGiJBNhUybvdsBwplS9AOMrJMSXHHNHxSJUGkQCgLbZWxmiWciTJOsWDe1xD0BHfeNMqdF9FLkGsG+sd5yUCc5vBTwLcDN2EaCeF53hymX8Dngb/0ff/oBZznwNj28bdx3X/4Rt/n21dewZE3XMHsjSFf+He/xzXO6hWr//HobXzmSy+meEYw9nTE2Jd8otNnVhQKsMbHENUqerRCfdMIzUkHZUNrRNAcF6YWgG2IgCqquDKfAidTBChTA8Cs/NsEIEkDBLDiEIElVZoOBqREoBXaqTAvCCxUy2qr8kNTpAfa7vnEWHQK73SHwK6jImCS8w/t1X/SfyBM0v5IV3LGqLYNU1rXPhPbTkonJ6l9pqOiTvUA2jHXCqHb6Yqy09goLUBJmqods0iMPyT1EYyGQWuMJyA0BICkeFHyPiLRVr5nMhbgPGRgNcga7Mzzc7avYIwlx+3yHCSu946qionXQLa3Z4sumRBNLJpMn8dkS4K2ZYdHISULsp3aCpxTVEqKdqaHkAptGw9CGrZKQjaxd8a8B0EUhwvQELaMEE8GhiC0qg6FMaMvcGcruMUC1swchCHR9CzEFT9VrQZPPImUFsVKmY0ntlI9OkKrWmXvxhHe9KKf4nXbHmdr4SzvnDiwgg+ijbeMngZO85bxB/hvI9/Ofce3slArMHOgQlhysOsaZ1FTOh0gwlYqNLRaCi2EqTCqZVqhxjRAskxmRVVSkpM45SJWs4U6dHTg0AH/H3t/Hm9bctV3gt+I2NMZ7vTGfDmnpMyjlEASAgFGGATGDLbxVDamsAvjLpp2earq6rYpD2Vc/cG4XG7bbWNjsBsDxuAJG6sAMQkMiFEDaEKpk6lUpnJ88313OsPeOyLqjxh27HPvfXlfKp+QnBmfz/u8c8+wd+wp1m/91m+thXPC3vJ+zf9wqC7PbRgvc6P+YsexYMAzAH8b+Es4o//zuEYJ13DL2xngs4GvBb51Mpl8J/DXPx0Zg2/8gtfxUPvigUD91W9h9Nee5N/f9/d4KB9xuAT18SM0Dnr86mmyX9rgoXdeg8vX0VeunEgUCA6I1Pecph1ltEPF/LSkWXOiwHYA7dg6w5ZZbOEobiEcvSpVVzEueP9h0Uxj/ypJEQvDRO9f0mqFBdpW0dSZo2Ftkp+feLw9NX6wm6u9AFKxYoizhwqAqbjQ4PL+G+FjvW5RFqkh7dZ/t52E+g+1EsLr0DjJ5oEJsNH7lD4WLSReiGTRWqC1Qvg88hD/B28Dg2YBOh1AEOP59LfglYtUv+CZgAhgVmn4m3jmvfECC19q8I9jEQ6HIW6ywZQFsCtzC9cibKbLnOwbfv+3laIDbZ4xCBUaAwI7BBRU2gjLXUPtf4eyiCycTKKoM1ZLDO9J65Se1h18WuraAhjnMYMr6KOHMrJOzUiw3FSellcM109R3lhD1Ib80rpT6M/nRKWo0a4C4Ps/wsZzZxFVSXPXKa5dXeft938h7cjwnx6+yLe/+kd5a3VrlfnuzsZ8z92/xq+f+WUerc/zA2e+iI9v3IHal5TXJbosGFxzc8/mrau6aCyyzhA2Ry1dWqIuXIqxUWCURJgCPVDIxpAPS+RzV7D7B5+0yPA9b1L8WvY6eOCla/X+ynjpxs2YgV8BrgJfMp1O33OzjUwmk7cAfwvXQOELX7LZ/Q6P5/7yF3Fwj+ZvfuWPemHg6JZ+/x1XJ3zfT345pz9oObutGf7aIzdtG5wOdfoU3HEWU2UcnBsyP5vRVk7sVK87LYAVYCqLGWjI3CIn867oz1GpXipJ/wsMwOoIDIAxLv7dtE4IaH0s1tQ+FBAMXnjth00Mfq+0bkr/grcS3ngmnlrn/feL/qRagNV4ehABdlX+XLGkFAykRX+Q1p2zIFRLRYAGTFQUepASuw16sEKYi4j0vowldomfr4r0wmGTzD8YSytsjNenRtau/OZYjz9uvBspO7KqM7Cr31/5/GbjkPBwBZgBfbEm3XtWEK9jnFc8yNU0yv58+k2VRC+102S44lge4K12xlwNP8XqjpbDE01OhKkMIUSlR5Jm6e7NbCZo1jLyA4WsYbhVUG2MUIsasTdDX7yEbb1vZC36khMXi6ef4/y1B9i6c512qLj6zF386cv/PXec3uHNZ57m71/49VsqYuR6IFzlrQ/+MH9/4yt4ZrbJo5fOsj0es3w+R9WWwTXJ4BLIpevNkO+2ZDPXDKneyFgKCYU7J/VI0lYOcJeFpFQKOVuS7e6/ZHqC2zUOpcTe0o9f0ql8xo2bgYHvm06n332SjXiw8Psnk8mffWmm9Ts71OlTPPqd9/Kxt916Y6NtPeMr3v9NbF9bY/zBkgd/4jJ6+jHg5l0Dw5DDIfLsaZYPnGVxJkfnguWGYLklnHErrBMFVl79VBhk0aX6SbVaOrZfAyAVvgUgEBiAUBimNbKrCWCEo77rLiVQtLI7mFWhW9ABBI87zbtPDdKKBy1rXwLYG4kYCgjGPxiWVeMQRWpeB5Djq/55TUDICghzS2ru94R43uOPlHFSV1+0ndjvUJvk1QyFdCTHG1X/aeiiwxTR2Du7ZPuGNck0iEY3bDM5J3Gf4atyZX+Bek/mYo/57U3ZgbiDdI5hbh2QiezNMaClB1ReaB/hqzr5cgCAHmxK38UwsgZJZkPX+yEBg/E89As+pbUU0jRHBwxCF01BW0uaNYlcOuZquZkzOLWGWlqK3Q0GG2O4ug1103cCjEZPP0b2eEY+GHDX5fvZvjhmb2vAT50/z/s/926++b538eri8i2xBa/2moJ9s+Dtd9zFd61/Kc89cwoxVyyfUZisJD/IXTnmvQa1W4P0VTeNQueuYFFbCpoyMHwZMEAtS9TGgKwqsde20fsHMSTyaTVuxqKd5Lcv43EsGFgFApPJ5PdNp9N3+NdvAb4BeBz4rtBo4aTg4dN17H39F/L8l2u+8k0f5h13f/8t/XbHzPl3e6/mf3/n13LvTxrOXlkgPvoo+oRNQtTmBuaBu2lHOc1GzsH5jHrDlQpuR9CMbawKaCuNKLqYtlyh/2WykKVMQDqsFTSJEDDUBHDV+VxWQKwI2MhO+e4X/GicZGdkQgfBuOCueNxp+1+hQwzdvR9istH4p/X/6TMBwQA4HYBf9AW+mJLtAInPmOh5hmE+KTVs6WL7fm4kqWiyDY2KkpS0xCPujdTIKzovVib0dvhess7b5ACFJWZPCACzAg7S6oyro8eUdNchUvHpvhOQ9mKdqcMZC7Yz3glQEuG+OQY09UFJB1p6TAkcAiDuHnE/ToFBp0vwnwXBYrgeKx0tu9cexAYWQVqEokuzVd3zpVuFHkrXG6CVNGuKeksiGsj3FaPNLartNWRtKC6dwT5zEbO/Twgh2LbF7u0hfusRzly5EzsasLxjzOXrF/i21/xR5KjhbQ8+xnfe/fMM5ckrG45lxZ9cu8brJ/+GH7nj83h+scEvnX4N14dD8n1JsWsZPycor7lrpZYaue30BLpSsKFo/HnThWC5mSG1RS0yykySDUpU3WCfef4lK238Uo1X6gy8+HGibILJZPL/wdVKfsdkMrkH103p3cDXAPcA33rbZvgpGs/+L1/Ej/0P/wcPvAhh4O/6wH/D1Q+eY3BJMHnndcwHP3pigKrOn0MMKup7TrN/d0lbuXzgetOHAhToJBQglEXlBql0r5BLmnoVigGtVgS0VqC99x9KAqc1AbQ3/raVPQAQqPBVar7LBPDGbNXTs7hwgv9Rz8P2wj9ncH1GgGdUxYqhtT5NDYhZEqtCwFCoyOa2VxCItMwvRLrfpt6/r0lADEv4+QQwELoWhrkFpiIcbjLPnkjOuvkJT38jbXdPBICQnjNPD9jU+/dGNIID6948ibe9ygCkbYkDQOnv+4TDHvmSXtekkCURzpPxiv3w3TScwvEMRWBKoA8AbAAIyXbS/VkhQIdzYDuNggdEVonu/MuVcxOAAu61yAxW+vRb/9wJYVFlA6W7vlpLmmHGYl2BFixnimZdku8VLoRwNmd0auSKGB0ssM9dipkHtm1ju+Hy6XXu3LuPgyeHNIOKX37qs/m9n3uOt5x9ireMn+BPrl078WV6U1nypnNOsPfd60/wLze+iBu7Qw6uVbSDjPHAN2060GR7DarRyCbDCpCt64xoMuGqGUqBKizCFthcIlqLqkqyq9uYg9lL1hnxkx6vMAMvepw0tfDPAF/iX38j8KHpdPoVk8nkbuBX+QwFA3I04tHveYjJXZf48OS7uBVh4PuWNb8+fzV//z2/l3v/veLBd38MfeXKiTIDwIUDeOh+5ueHmEIyO6NYnHGhAF1COzKYgV+UfKqbUF3e9U2ruSX7CZ7/aqOYtDOgNSuNelKvPW4o7MB2ufmrRiQ8TIlozgkB/UK92v2v6RbvnuFIPVlBDAXENMAseN1J8aQwl1SXINy8LZZItYdgeZLn72rcd6JE2dKrVyD1ClA5JmQRMZAkxsaF8X8HO2md8eiBAlY8dTqP1u2zM7KxdXK6cIXXK/Mh6ZsQgVv0nBP2Ju7oJVgN485tL80rikGj9qI7ltVdBwN+1LYjAPAxlRSY9bJXwj7cJ+6cx3MRWnCL5F4TXUjB10sAHNBVMpaZNoXAhl4cyqedSld7oshbzNA9Y/UyYz4uWCxc+Gt5SrE4NUAtBhT7a4xOj8ku3oCmxezuRWOqd3eRv/1xNp5eg6pkeOUc167fwTvOnOftpz+HX/ucD/K37vh5zqhb0y/92c1necvrfoiP1hf4+e2H+fnRhOVWiVrA8JJk/Czke+5c5LOWbOH0BM1Y0YxcSWijBM3IVWgUxpKXyhVkmq+R7a/RPvtpnVD2yniBcVIwsDWdTp/wr78G+BGA6XT6zGQyOXVbZnabh37bm/ncf/hefvL8993yb7/hiS/j/e94mOq65aH37mPf85snzwy4+y7soKQ9u8b+vQMWW65PebMG9boLA5gcbKVjVoDIDCrTiefPsUCgd4xJ2lto2Wu0ayNrWnm4AUwTjPgKpSuSBXrV4BjhPFX/pS6+71LnROgwZzjUSKaXhpZ4sSYx/kgwWeig6MFAjjP60O/+RzIn6AyD7UBO9P5bR/8HoxS8fxGOPwlTHNWpMGw/jcuHEMbq8aTf74kAg5cr6GVDAH1Bo+x+FwHFUWAgjPQapXqNAATSMA501/XFAoMeq3A0bRBEmIEbETqwHbYDjkeMPjCwfSAUwYC/b63t7im/zZ5eMGEtHCiz3T6kBwckrz2ACvURkBbbStrMpe6KzLjnyjfOypWmzFuksDR5Q101XnsjmK+V1BsZ0ocQFpsjBhcGqKWhvLoge/YaZnfPlT1eLmmfPwAhGNYN+e5ZmvWC+WnFT+28mV977X2cHR3wTXf96i3VOfncsuBzy2v8ybVf5juGV3jHhdezM6+4/sQ6usgpdzKypaXYacn26i7jAlC18MBc0AxdWWMECFshhzlyXJKVBXZ7Bzuf/w6GD26V5lr97ct3nBQMPDOZTL4MOAC+AMcOMJlMPguXcfAZM5789t/F/b/raf7Fa/7xLYUEHm0O+K6rX8rPPjlh7T+tcc+/+Y0TVQoMQ+QF8qEHOLhvHV1JluuS+VlBM3YGTQ8semC6+u6FS3UT0OsUB4eNfvqeSXLgAwCwPhSg086AravIlhrHnjgrGaue2mr8Ok2Xkw1dxz9fG76XBbDq/YNbfPMuFBCEks57IwKkwEpESpdkXpZug8GIp95/iP37eH/QAcRGNgGo+N/HUMUR56LvbSd/By3DKmBKz9vqxoRnCpQl1JHvxbD9fpC9H3b33c1AwaHJh82JdAt+h/SBA6J/Ao5bJ08KICTEdDvrmY8UtN1EhNkPQfWPXXgwGhkt3b0vjO3uhZVMB5LYcmQbUq1C3F9XKAkh3L2YOarH5pKmceBASEtTaKqyib06RmWNGhi0kRyULYtRgTaCZpbRrGfMdxSyVVRXM8anKvK9BjlrUFduYK5ew1qL2d0je6whzxSDrXWyxRa7z5/hqcEZ/tpD5/nwG9/Df7v5bl6blyjRu0luOv7amSl/YuN9PNlu8M/OfBnvGz1Avp2R70jWnhKMLK4ZkrHke752QiFpRhLjwZEuXCt0MVDIOiPPFWpQIpoW+dSzvzOAIAXcL+a3L+NxUjDwd3DFhQROMPjxyWSyBbwD+Be3a3Iv6RCCR//lm3niq0Lp4JMDge/cvo/v+g+/n1MfMdz91Ax+/ddP/NvsrjsxZzfRw5y9uypm55ULA1TQrHsAIMHmBlEaF+P2KYEypAgmC27KCKTjqD7xWktMK51HZoRr0+vBgAjGME2TS7eX7tMbWis6b176h851ius8bFXTediaWLylNwRuQcmJBtR4LQBeFOjSAj1tm3XtlHuTCgv6ivF3RXwOMxOyTpgJvQJUgvAt2KvEEIfyuhEIpEZ/BQAcywr4Ogwxpm1s73tWi57wUMhuO2k8OxrH5Fx2p0QcwT4cbcVFauyjZ+w/TMBOqmU4ap9puKQXSjq0Q9v/nhfnRRHn6jZX9xW2mWYEpLeWFbG6YK/mRUhDNf61334PKITzdETIIk4hAIVWICURJJhCOoAgLXWp0K1CCEuWawZlTZm7cN64WjIqa4wVLMYZB8OK5lQGraDeVNSbOdksI5sNGD1fUV5eQzYaMVu4HP/dGaJpWAcGl0foUrJzpeSHd76I/3TnG7mwucvfftWP8oXVyVMSX52PeXWuedurfoZvW3sjH965k49dO8P2aJ22KlA1FPuGcrtBLVpXXpwMYWRkwNpKgJDIxtfeEALZGuSr7iXb3sXO5yfutvqSjFfAwIseJwID0+n0ByaTyc8Bp6fT6Qf82zeAvzKdTv/t7ZrcSzXufnvF17zmCb5+7bdu6Xd/+LGv4vHrp8neucl9///3nbwSlxDI4RBx9wUOXr3FYkuhC8HitKDecpS3KSxmYMDHu2WuewWCUk3A4c0nFLIHAbH+ve8SiHWhAGoZF0hZS6+KF4ep756hpb/2B8+JYEQTpX3jjGwQ1qmmo2qj4Mt2Bj80SiGovf2/wAZEUWAW1Pe2Px/rF3rvzcbyw94zdKJE0c2t6ebmPrOH0xWhZwAOCQFV39ibUNY4fU0CAuKGkm0fMjDBcHb7iUI/T01HsVvWn49IUwbT0QMC4vDxpeBAJFY8bDcW+rHe6IouRTQFD8c5oGLlZlq9pw593/9mld0QyTzT7Ybve0BwdHqoPwavVwnliFdZohQc2OPAQXregvpAx5dYaZGNS8ezgCkleilBQpsZmqGiKFqktBRZS5m3VEqjfLnvZuTSdxfDkmaco5YCNRfU6yWDMy4FsNxuKS/tI/d9aeCDOcVsAVKSzTfJZxWLU+s8t7nON+9+I3/6oV/nddWz/P7hyb1yJSTffu5DcO5D/Nzdim9f+wM8efo8aiYZPK/YeALKbXfQsjEUjTtRupK0A+mAfIbLRMA7BYVC5QpRr5GNx7TPPHvi+bwyfmfGiXsTeH3A5clksp68/Y7JZLI+nU53b8PcXrLxHXf8Jnetnfz771vW/PEf/4vc9+Oau67Ose/71RODRnX+HPqBO2iqjMWZnP0LimbNPSzt2NKONbHeehIKOEoU+EIjBQBRKNgkbXt9v/eYr79atz/dVnghcMAhNb66E/4J7bz/UAJYNrYzuNHIei8qqTAXCgKZTMTSwKboDK/NutS7OD8NeFV4MJ5xIfcAJVQkdMDA9agPzISs3fwC8HEZArbbfgAqiTEGz1okBiaO1NgL+t8R3TZt8np1Xz2vnW7/XSEd512l5XqjYDKcS6+EhxUAsgps0hbNCevRHUxyLMlb6b6FEInw0L82/Z8f2uZx4YVVL7/33uq2jrj/owfvTrjFKfxFoq+QmT8vARiErpFa9BpcuZBCBw5ixgxgDZ1o08JqO+fIJgkBTXcNTAN2odwUc4muJfM8B2lZDFqqyoUQ3D9LkTmmQCnDotAYLWgXGbrKWG665kPltmS0tkG+N0bWmmx3gdybg9Zk1w9YN5bxs4p6PWN7scF3Xf49qLWGH7r/Sf75fT/JWFZHXahjx+8ZaF43+SG++9wX8Mx8i1/6+GswxZDqqkQtYXBdU9xo4vmxQiByENal+LYjV9bYZu46yUwickWW3Yvd2UPb/Vuazy2PhOF5Ub99GY+Tphb+UeAfAncf85WTc1OfxuPrn/hy3vvkfZS/PeDhH3yK9ulnTgQCRJahzp7Bro+ZP7DF/oUMU0C9LliesrRD6/KaS4ModWzfuloe+KhWuKsjsAAxK6D1KYEhFFB3Xfxc+l5SBMZAL93hCOcLusUx7fAWDX4LqrZ9sZ12iwEEQ+Y27Dz8YPC7/gnRwKUeb/D+rbP/ou4W4GD4wWchJPR+mFv32nYZC61jKsI2RMjXp+/pW9GBlBf0ZgOAMH6etjMG4WaJlzFJkYzsylHAQKzMZ4WZSOfWq+sPMUxx5Ej3E193B9ULiYgkzTHtIyA8qPNpeEKEz2wHjlbOU3osR57L9Hcv9ICtPgfGdu+FugkBjPnaAILk77AZ04GB8Nrq4O0LCI2KAqANQMF6ABnvIeFBKh2QCNe9EV2dg0wglx2oMwPFwSBzGUGZoShbqqLxp9syGC5d7Y+yZZkVtGvKlT8eS9qhq3KoljC4mlNezRHaILQl213AjiXbzRFmRHldoauMdz8/4Y8sxvz+Oz7Ea8vn+erhyfsLXMjG/G9nfxuAf7v12/zd0Vdx/fIaakex9vGMdesYAmFBLTTZ3AFUkwt0IV2Yywh0lWGlQJQZVinksEK01Qtf809ynLDf26Hx8oYCJ2cG/hHwduDHgfntm87vzNjWM976G9/C2R8YMvnwJdonPsFJGyyoM6dpH7qbxVZBM5Qc3KFYnnZx73ZgMGONKB0fma1kBaik+x30HTwhbA8QhNehVXDMCmgktlaxop9oZNcNLzTzWQUAlv6d7xe5XuvfkGdvQyjAHqm0B2+c8B5/YuBN7lIlo/cfegUAoVhRylp3DY7o0fjBq49za0D6BVpGkaLtef8dAEoAQGo0pegEit74Wc8IHNIFrHjfIniQYe7h1K54/uF8db/rjMqqF5/avM4Qe2ZlpanPalpcBDGCQ8AkXna78p5d3beIB7K6PZd33+2vU9vb3nfDtjrxXXpy6LQOottX7ySkD0DvhKTzTt43AsxqhUkT59ArtuWPwfptGJ2wBmlIAXzNiQ7AxawTQLQWITpmKj2P8T4FbIMDA/786IXEHMiYDbMYZCyrPDoFWa5j2/C8atG5wRpBnWeYXLkQwhLaKqMZDVGNJZsZ8htL5KxBtIbqyoJ8P8MoQbFb8NTibv7RuTsoNpZ88+t/hb986nFudXz92jaf/cbv4xdmD/EbOw/wrvUJepCj5lDuGgZXNeqg9Q6ABFzxImzQUwhEm4AylcPt1BWu3ue3+tuX8TgpGBgD/+N0Ov00rD/54se3X30t3/vLX0J5JeO+n9iDd7/75CDgNQ9gq5LFnWN278lp1l2zj+Wmpd3UTghYGLJCRwDgmAAT1zyZLFap4TephaQTBTogIFx9gMZbqibJCggpciFWnCxUbnvJ/4mhik10kvK/qdhOth0TAInnivPujY9vBxGgyZPP8i7XPRhZd1ArXmub1iAIWQl+gU1CEVLbPhjQYW720DH3BHoxVaxLkeqxFr2yxnRlbcPvUyCRGvL0HK96/DaZF8n5tv3tpJ8BSVza9g083Xx7QECmnyXfPcJrT4/hqEhUF6pI3gvFevx6b6KgUfT0FNZT9jFFbxUkrAgTD4GD4xZji9eJ0F/swxw8S+FKEAtCoSmRGRdGwAMDaVy2nAUpu9bTh1gD5cEBgAHbdiEFKUXHFGiQIXwV5hXCZck9YgWopfCsmPtfDwS6VCChKQ1Nadx8/bEIAUJZdGloN0A3rl+HlRJdKUQLxb5lkAvy/cyBlkaT7ToGwD03OfXTGfVaznfN3sZHHr6TB4eX+VOb7+Pe7OQC6tcXA15fPM2f33yabx9d5odPfR77s4LsmZLNRzMGV13mhtAWtXA3skvHdGnTQgqk9plMQt5mMLBy897qb1/G46Rg4F/iyg//4G2cy6dsPNPu85ee/CM89QOv4eH/8Nvo3ZNLHtTWFnpyD7t3D5wo8JRkfs66IkG5xY402aCNGoAs07EHQEg5Om70mAD/t7WCtnUFgiy+PkAtY/ncEAoIcfQUCMALGLEjQgF9ZqCrdGd9awIX3+/SrQL1H4WAhY2iulAkyKWV0feiVkr8pmI/2UC2sBEMZEuLqgMTYL0OwIIJbIUHVIHC9gYf6ajL4Pmb3AMAvyB3rIXoehyEY7yJSK9n/I07tCMvqwCbeNxRkb5yPdJr0nsdzlmyfSuSHyasQAdajgYK3W+PHoc0JD2Pns6AS2cQ4/58/f/IGKiVVsRpOMF058JKGwWLh8BBeM8fasySCIe+whzEzAgpsCYBBkYgfCdKV0bYEOscSIsivW/6rEEIIaCdAbYe1NlGJiyV228qWBUSF0KyHbu2ekxGgZmLTj9TujLAATjbwsQmWuGc2cJipC9LrhzrZ0qBFRn50M2p2G3J9tyzkc0axs8ZzGVJO1SouuRd11/PL4we5ifufz3/cPLv+PwyP/6GOGb8jTMf5WvWPsjjzVm+/9m38mhxL8PnM9QCBleNa5vswZKzLg4ouDChwsgTy9ReGZ/icdIr88+An5tMJt8GPEM/8sx0Ov3yl3pit2O8b1nzx376LzB8KuPsBxpO/8SvnbhYkHro1bSnx8zXc/bvypmfcwalWbO0my1i4LIBsrylKFqcLXILUCgmd1Q6oFlZhEOlQBO6BhrHBOha9kWBsXoe0WuJI/XIkrdSNiCNvTtxIf22wCRetOwMZTSi3qs2hS+S5GvvOyGgTQxgODBi0Z9g4JwAUETwoXxWgqwtatmJ/1RtUUtDxwTYCACi148DKSZzAADh8qB1gfdQXGVHk/tjCseRHl/wsFPr69/osRgpPWy7c3gkG9MbnTCx950UxEFfhxE+W92n9zijsQlGOxEWpizCKsPQG6tzXp1/4mzFcxUAR+b3Af2W0TLZP3QVAGOAPQVJHB9eWJlnCgT6oQ/hzlFYmZQDBtYbbO2bWIUMBClspykQXQnvMBHrC+4EIIkXrlphMLJ79kA4HYChOwAPBGySyii1jaEvx0wRAZMuBKb0wlXlOpM6ca1NzrfTNITy5LESpRbo0oUGrTe0QltkY5DzFtUYsgOFMCXldoYuFdcv3sE3L76Rt939MV41uML/tPXkESf7+OGKF+3wdZN38N8PvpjfeO4+9ncr6kdLEDnZwjg2b2lQTWcqbC4x4qgL+xKOmz5/L/zbl/M4KRj4EWAG/CKfgZqBn5yN+eBzD/POt7+Fh7/7MfSVKyf6nRwOEcMB5v4L7LxqzHJN0A4FizNQb2mX+14ZilHtAIBwjYGyWB/A3V1pm+BITdquS6DrGdA1DdLaNQoy2r9XuxTBUNLVlc49gjblCO/P0gMC0vcKiBT8ame5YCgTA9Iz/qFCYm69atr3AwgeYFosJ2lMFDzDFHBEQKLpNAKpYQ3z8V69MKCVQOTe8xBeXOdj/aGOeqD/dSnQVZg3bsEN81Z0PQ3CvIMXvWoYLfTK6GrRM8r9lDROvKh0DEO/jn88H175nuo38KGSrub/yuIXtuGdZRuFnd4gH7MY98IZCSBMx2rIJICstGy08FR4BAqhUmRkW7ynCz2Q4uhxEb/bD3UcfUKtWAUEdM9FAAbahxGUdSm3PoRglUH4uR1rnvz8hLSe4UmYnXD/2eR+wMZraaD3vzUgTQK+axygFV14zd3PDgwEEBtDbWpllhYPDNz3nG5GImyGbBx4zvYsstaw1JRXFuQ7CpSg3CnYWWzxE+c+FzPWfOANH+U77/7ZW848APjee3+ZJy78FL+xuIe/u/VVXBtskR9kFDcso0uGYqeN4uJPybiF5+/I376Mx0nBwIPAhU/3FMLjxj/9F3+Y4XzEPf/hV09eNviB+1g8cAZdSmbnMmYXBO3QoktLu6FR6zVSGrLMUObtTQFAGKE3AIA2rlGQhQ4AtG5V1Vpilso1+bG+T0DUAoiegvlm929Pwe6BQIz9Ww8EEnW9DbF+RRdDl6C99x8675nCxM6A0YimPHZ4IP1iLKyAqANIKh4mzERKeWvcAh4W9ihupPteMExOoyAiaDFFR/+b0l0vq6yrMV8Yl9IpcCWelfFeIb2yziFjI742svvb4Os4iK53ehQJipsvRqtILTIBwatNz41LphQ+dTKEVFJdSNB3RHbA9o16OF/d7vv7TxfpQ8xEKnxcOZ5OV2Bd2+AQqlAiZot0YtKONYjCTG/geyGOQNODo9rT3glS9E9deq+F70RgRcea+M8FrteA1TZmIDhtAfH697prkm6vq1XQp9n8sYRaGCYAffda+uOWMpzLEFd3z50wLutFWFBYrI+jO6YguYdzB3BjZ85ErxOumVUOlJjCFQESuWMzZK1c1oFxoEAd1GAt43lLPqtYriuaYca7dl/PV3/WWR7cvMIfOf0+/uBoxq2MB/IxD+TbvPGN/5Jv3fyjPL+3ztVnNtGPZIyfF8jWouaGbKGPBJkv6XhFM/Cix0nBwC8CdwKfkWDg1A//Jln7wi1ARVmizp7BnF5n5zXrzM65Bh31JixPa2xlIDcUw4ZhVUe1spL2SOMPiRgQBwBCuWAdjH4SCjCNKx1M60MBIX9eJ9XToO8JJQSBgEgnA7FAUKSydccE9LYTPOVAXWYOAMS0qMI6Qxq8tMweXjzBMQEewGCJ/Q5Cr4PYmtgmHhzu6zqkHXZH1s0tAQqOirYRqJjcOnAS9AmlRubO4Gd5S1W0ka0pspZCOctZSFf8RYrD1y6GagJws5LWX7fQ7jk9fSnbc9Tf7j0i8xOu/2rfiFA22mjhO0gKF1ZJuj3KAAzDNU2ElzEl1HZ/r2ocUu8/zMUt0H1mIHrdJNvyQyZppL0QgkpKSHttSU8/EgSbAoL4EDoD1zUKAuHBgQjXNRj9dK0XXqsQjH4qwgyMVPi77YBJ0DY4YBJAiT2eIgigLzmHUcfgGQ0rceyDFQgFRron0now4H7ungXbus+Edc2cZCjWZZz4UjU2huhMbtFFkqKYd4Crtw74fejc7V8YFz4QOkMYi2prqBuENqimZXhQM8gkZpBTHAzZvnYHvzo+zy/e8yDTN//ii8o8eLgY8n8++FMsbcP/777X8T2D3039RIVcwvCiZHSRmLFx28YrzMCLHicFAz8O/MfJZPLTwFMc1gz845d6Yp/qoc6cpv7s+5htZCzXFLM7BMst51W2axq10ZAXLVIaisw1JDlupAAgDQdoIx0bYI/oGpiGArRTDqflU9NFvQdgbbKOJcABEno5SdFL0+zSFLpQFTEwBLrwJYAl7n+V7Egkk/ApjcFDFqnyOqlU2O0/MfKZP7Q0NgqRwo/953PjmjZJi8wsRdmQZRolLFXRMMwbMuE6xw2zmko1KGEpZEspXeOYXGhy4cScyp8ESfdaJ0pLg4h/GyvQyN41NfZkC1r6u9YqGqMcyEDQGEVr3eetkdQmo/UMRG0UtVbxflm2rlJd2mraJnUlIvsS2kIn+fIyrTjZ6/CXGE8fsgn3mdV0ivkVEJkCDJEAiHhNo8EWDrT1QFyXatcrpJTqCyIwtZ3OwIiukomMsPcFHbmeliPGJrr5daJI28/KCKD3qO0njAGk2++O04IPyVhE5sGV1wOEUF2o2od1WpkM+tk8PtZu/DUN5yhk66QhGytEl0Ib3lMCk0t0aV0GTq0QUoI2iKaF2QLalizL2JitxxLH+3eV/LO9r+A/v/qN3DXe4e/c83ZefYtt3UuR862nH+OB33WZf33/7+L5vXW2P3oKm2XI6zm80tzw03KcFAz8VaAF/sgRn1ngMxYMZPffix0NmN23zt49Gc1I0A6gPmXQ6xqUJataBsMludJO93SEJ5mOzkMEY2TUAxwKBdQ+FGCctydr/3pl4e5vvFujhPdY+vHk1Pv2xsAvEu5Hfs4hAyDEe1NBne8FYDPb229cfZOKbGknwBiKSIx/CFN0FKftMxEh9FA61gUJstBUg5oi02TKsF4t2CpnFFIzymrOFnuM1ZJctqzJBZtqhhSGQmhy0ZL7YJBaOYHRwPtVX6dGHxlfa8L1kxw1pN9uUKN34KK/v3SbjVXUVsX3FjZnaXI0AmMlC5PTWAcWliZjaXIPSgRznVObDGMFtc6YtzmtdUBh0WbUrQMOrZY0dYYx0oUzGgWNIAjNRNKmWbSiZ+BFct3cPdSxD7IB09rEUIXPOlFcxyIEegFsWp1Peao+AZ8hfdMoDwwTVkFkISPEAQMbDJ3w4NPT+2H7qbgyCD7DcwQda3KkODJpXxwNepLpcEi3kDzuduW16Ak4hdNQWMdmubi+F8wWLl1QWNBLx4yFZ0fVXQgBXAYNEFkGl8Xgz6N/hnrsTfgsFwgrsRpkbRBlBlIglg22brCLhQMusznlpRwhJYPntij2Nth/7A4+PL6Dr33Tn+VvveHH+KrhRTbk4Mjn4bjxdeMdvu7Bn2LfLPhzp7+SXx48TPacQH3wljZza+MVZuBFj5P2Jrjndk/kd2KIz/ssdu4foQvB/Ixkfta6OHNlYL2lHNYxPbDMNJnS3tMXvfh/OgILANAaGUMB1kKb1AewjUTU0lHAURTYeV6HYrWpJ5J4PGnDnViQp0mL7rj/Y7GasNB5B2vVSEd2PlRaA88DJTSpEb39p33kU0/JCiB4/wFkBABSeG8/M8jMMhrUjKslmTSslwsuDHbZzGcMVMPdxXXuzLepRMO6XHBezVmTglxIKpFRiqNTpLQ1LG2LwdBYw8IaFn5uCytZWhUNf+Nf6yMK7ys64y+FQdGlpeXCICMo6N6HADY8sEDQWEmNxFhJjWJhcgcOEDQ2o/bUSGMzGv9aW0ljFY3N4jwDcGisYq5z5qaIoGG/KSPLsF+XzJvMsQ1tRl0rjFZYA7rpgGgoVpWWre6qOArXe8IDPlnje1FYlxJaO2OVGt8QdkjT6mRoBRwMVebBgQCpvO4jZQ10Agyk6LFGLmzQgYUVciLes+HejNoKT+aJlecrGO6wgbQ4VijFHLUPfp/hdagLkHrqYaSpksKAMYC1sa5HYG1k7VoEByZPLdzfDph1FTW7bQWPQBAe5dW5GeVEiAjpswsUoskRSjmpxFy5c6g1Zv8A29Ru29e32bpxjo3NMXpUcO3KGt965U/wbWfmvPHOZ/m3D/w8tzrGsuJf3fdL/N3x83zwyQ1+89/f8iZubbzMjfqLHceCgclk8hPAn55OpydqUTyZTM4C3zedTv/ASzW52zGyO85jT23QnB2xc3/F/KyrktdsWJpNDblB5IZy0DAonS4gsAE6iRuvpgSG9w+JAhvn7VkjHBNQy84zW4qeUMx5bR3AOCpmG5XmSaMgVXcemqvI13kn0YZL4bL6ksLR8fNA+xtX652gMzgqEmJFnxrtHEF33GkRmqTboFUWCoMsNFJCUTaMB0sKpRnkDecHe5wvd8mk4UJxg/uLq5xS+4xEzZ2q5pwa+hatipN2nFRCMhSdVmTfLMC0ON2kYRkMLoIaFQ1wbxueilEYNAJJAAXuwF2ooQMBEgjCb2ktuf+ewQGH0gqMEA4AiDru31gZgclRgCSM8D1tJQbHMNRWOXbB5uzpAQub0ZiMHT1gr63QVnDQluw2Fcs2o7WOUZjXeQxF1LXyjIJANxIaGYGCXMrYmVI2oBYCYZzxcobLXXx3L3ZMgUiyHtx73X0pdaJRkQLTdnoD6Ys+RaC6WoFxtRpierrC45MA4Si81P2/e550fE7c/oQO2/cxep95gCKyFF2YofstKcMgbAcc0osYGDUfXgudP8NzrRYegFn3vlraDsik4mHZnZdwXnvH4efe9VYokNpAJpGNV/m3LbbtHnS7XNJ+4mn4BAghOH/1VYwunma5PuZDd7+WL/zdp/ifX/OzvLa4xBuKW8s++NbTj/FsDV9xk/v7kx6vCAhf9LgZM/Be4JHJZPLPgO+ZTqdHtp2aTCZ3AH8W+HPAP33pp/jSjez+e9n/7Duo1yT1mmB+VtCsW5cuN9KoNReLltL2MgSckRfx9epIhWOtljG+G0IB1pc+FbV0NfdtouwPFH8wsnCIGYiqe+/txBx876mp2vqFrvPQrKBXZc9tqFtISRYRSChVrxO0gQ0Q3W/j8dK9Zz1NaQK96ql+hDP+qnRx+izXjKqaUVGjpGGrnHGu2meklozVkruL69yVb5OLlrPqgDuVZkNW5KIAXlj8edzQ1tCimZmG68aw56n5PVOxa6rohddWsbBH76cQLRLjjb4hFxoljH/PxLAEuJCB+iRdk1y0HbgQhgIndOwAhwMgKesAsLCKhc3QODZhzww4MCXaCmamZEcPI6uwr0v2mgpDxyg0Wh0NFJZZ1Cm0S4VYSNe8qhGoBQ7UGgcE1MKpx129CNFnDbxnDN44R6PmwGw/86Br8RwBZqT0w+9IshMOe+3pOMSoJdoH5+F33wtptUFm4MSWdM9M2GeorREAQBA7hg0lwsfQNyEFK2E4/VDH0sha+pBhB75kAv7TaqDpSMG/ME53EzJxrJKYTCC1RVWKEpB5Bq1GCom+ejVem26DFv3o44yeeZ7xcMCpu89zafssf/W1/y1mreVr3/gB/vGd7zk8kVfGZ+Q4FgxMp9Nvm0wm7wS+A/jrk8nkMeBDwDXcrXwa+CxgAvwK8Een0+kv3/4p3/qQD70KMdpi574he3cr2oHLz202DGbkdAGqcl3Fcq82d0xABwBCeOAo5XkQBRoj0a37Z30ogKZrHOQWR0/LBuV3GmYO60igOP3CpVJqNnhjoRuf7qrzpZ6TwK8tXrhklFMap/nMwfPqhQa8QjuIkUKIIU7PL3jRU8stNvMAIHPGP881UhqqomG9WlKqlmFWc7ba53R+QC41W9kBd+bbrMsFlWg4r/Y5rSw5grEsycWt5zwDLG3DwrY01rBjLDdMwcJmHJgh1/WYXTPAWAcGdtohjVW0RrI0OY2VUScQdCAu28ABAenDBNKDAoBMmvg6fD8M1QshmJ5g0YkZTQw95EJTePevEg2VbCLYqERDJRr/WUseEtdxoYnC778SGujYhsbu09gQhlAc2ILGZmgEB6ZkZkpq6/QJe7piaTMa44DCQVvSWMnCA4V568DBQZ0zXxbOgGnJcpYhlsrd3wtJNu+8XLVwZXix7n6N7aWtTcIJqZfe0UxdxsAKwyX676XesYuhi2iAzaFCUsk2pTfyHN5XzHiATrOQlqoOwkjZiVzddzsAIKQF35AspK7KpBdJ2qE0bTwWi4y1bk2hloiljMJctxaITo+T6jXSYYkZD8K4mhvtwIKBbOF6BmSjHNkYsiJHSQHzBWY26zEFAGY2g9kMrl7jwvY9nH7kDM0o451PvoUv+5I7+eo7PsJXjT/Mm8ryiIl8akePtbzVcQu/m0wmbwG+CziPe+j+5nQ6/eEjvveNwN8EcuAy8C3T6fS3Xmgbnmn/58Dn4zikHwb+l+l0aieTiQT+D+Dr/azfA/zfp9PptVs/6G7cVDMwnU7fBfzuyWTyJuD34ox/0A9cBb4P+JnpdPqBT2YSt3vceP0mrI1ZnHZdBE1uMZXFjlryqkV4XUCunBEDb9hNn86yEL0xoCcKDLnouu4oVtEKRAIAUmHWIV3Aitcim04LoJYWtUjAQG1RtekmFebja4GbzC2IuhC0lYvPIl0FPu2dXxtEW2kp2dQj6nlbHYWL8tR/5igEWWqKokUpl2WxVi0Z5jWF0mwWM86XewxVzVDWXMi3OZ3tk6PZVDNOyyVDAbkQDEXOUB7PADRWYzAsbMue0TQWGgR7JvdGTrGwOTf0aQ5M6b3fip12QGMVS5Ox11bMdU5rnJELBs4J85R/3S3OYfSaSfmw0VGfrQLFUIQqfOYEqA5U5EpTqcaxJsIwUA2lapFYStkwUE3MgBiqJZVw361EzUjWjj1YAQq50BQYBxZwDMIwdM6hYcMu/a3W6RcAFjZ3jAEKbSUzU0bQtLA5+7pipt05PtAlN+oBtVEsdM6NxYCZZxHmi5zlrHBhplagDpS/b4VrtLMgAgJ3D4f7PYjrOtaglyaYeKxprYS0kJH1ADd2xVQgfcvsnkgxZRVSgBF31oUKwKexppUqfZGtyAYEICy84fdZEAhXfTQCAdk1JhNApjRKdvdGCgwcIyO81kNFUajRAr1QTmvkRZ8BeLnzRMzzWtUbRSBmHEBrK0E+V65N8iijqDLkvEEdzNEXL2OXR3c5bD/xNPITT1MC9z3zWi5fupPvv3AX333n2/iLb/05/udTHz/yd5+y8SkAA5PJpMI17vur0+n0ByaTycPAr04mkw9Op9MPJ9/7HOA7gbdOp9MPTyaTPwW8fTKZvAZ319xsG/8c2MZ1Ch4B7wKexFUD/os4e/w6YA/4Hhyo+BMv8siBkwsI3w+8/5PZ0e/k2L8LWBe0Y0u7rl3hmdxQVG2sHBjZu6D8P0YgaG0oFSwOhwK0axqUhgLcQwhR9R/imNALC8hEByBaV5s/1Op35Xhtot7uYrGh/G5IJ2oGoZRpV4EvhApC6eBuwVttIuQn1BMUem9Hdc1f8lzHcMqgaFgrl+RSR+9/M5+TC82ZfI87sh0q2TAUS06rA9ZkQ46lEjCUChUEfGh2zBxjLQtr2LPOYDVWcs0MuaHXaaxi1wy42qyxr0s0kr22YrepPL3tDPxSZ9HA162KtQHaVqF9Q5qwuGKJfe/pVXVMXqf/4z2uQzcG/VBKmoYZLvbKeQxFj5SyFHkbDUSuNFXWkgmDkoZKNVTKpUiWsmWgGjLpgMJYLRmqJQrLUC4ZyiWVbFBYRv7vENpIgUIpNMMoCqlpZJdJ0XjRYhBUOgbBZUIcmDKCraXJud6O2G0rWqu4Xg/ZXgyZtzmLNmP3oKKe51gtYSHJ9pUXHArUXJDNPfCtXehL+d4YqrGRPSBqD45YqUUnOrRC9LpkGuXAMNbd40L0eyYEcNCxAR2F30szDM9JyHTIje8bgLuWmUH6tNtQ4jgUsJLSxLbkUtjYm0RJ9zr3joeShkx2LFI6aqNotEJbQasV8zqnrhXWs5DtMulYqru03nBPujXGxT5iynED7VCw9KLFepxTjZWrWngwpqhKuLYNdXPTvi3mgx/l/LOn4PQWy3s2+Z4rX8V/+rxL3L9+nb93949z4RaaIX2GjS8DzHQ6/QGA6XT6yGQyeQeuf89fS7739cCPB4AwnU7/9WQy+d+Bt+HET0duYzKZ/B3gDwCvm06nFtifTCbfBfwZHBj4BuCfhCKAk8nk7wG/PZlMRtPp9ODFHtTLomtEvWWxWxo7MKihqxUglTNqISwQAACRsgshAuLn4Gi8tlWY1gkBbSMdldd6UVUtkoY/Ihr0vjEhMgDhf0f/dW14HRjwuoDGRjFW1ALkjgnQpUP5oWdAO3RsgGMCLLqyHQNQBBrTGyVloxpaSgeI3N/OQMWiSsrEtMpMaYa582IzaRhnS04VMzKpGcqac8WuS/XDOO9f7UdDNJQtlUdADXBda/9acMMU7JkKbSXX9ZiL7QYzXTIzBZeW61xbDmmtYq8u2V2U1G2GMYJ6maNDsSYtugZO1i2QvcyH9DpYgQrep02uSe+7XcqkSL/b81r717b7YIV+jtkcNqZyhnizVrDMk1TOzCCyjmZWyqB8R7twLZS0ZB40DDLHGgyzmrXMhWUK2bKRzdlQc6QwDGXNupw7cOAZhZGoY6giD/97wKBkEw9Fy64iXWAVAGoPFIKI8YYecrVdZ2Fy9nXJ88sNrizGNFqxvRhwY29As8xcs5/9jOzAhxPmgvyA2CnTLARZAn5VAgTS9tSx6JD0FSs9xeVS8PrNp/rprcRaGhEMZN3rPjtmnWgwgDuVhAKUQWYubBSemR4bIDqhaQABQO/98FqJrgBWJkxMXx3hRKMGB2iXVcaidWB32WQuZNM6dss00q1LIbsnLfCTAgQt0EMRWcpmJKjXFKqWZLOM4WiL4vQIWWuySzdon37miBvc3xvXrsO162SPwquuvY7rj57nt9fv4K2f92r+wVv/HX94tH/sb2/H+BSFCR4GHlt57zHgTUd8730r730M59HLm2zjQdzd9vjKZ69Ltvto8tnjOHDxIJ+E0/6yAAN2rYX1lqzQlFUT2wiHBzIAgZACGN4LI1SHM9Z1M3OlgmVMyXLq6uDlJGAgNUBpSMDS7wxovGfkhYBBByB0oBCc4bc+BautBG3pvKJ2JGhGvhhJYWmHBjN06ixRGLKqIcuch1JkLUWmI30daWtPXacLWFiQpLBk0lBIX8lPGEbZMqGwa8ZqQS40lWhYU3Mq0USDo5EoazlAcaDzqJR3VHTFwuQsbMHlZp2rzZjWKK7WI67MxxzUBY2W7M8qmnnu2JdGIudeYGWdl5N7sVVfqNad63AOewY6vNe7UfzbK5qNfuEk2yvjfGzMFpJqe3RUtRdwmswDAuFCOLHug6Br+BTCNxKaACIUkCU0de5b30qLygxF2cZw11pZM8xrMmkYZjWnihkD6f7eUHPW1IJctFSyYU0uGMklEkMlHVAIWROV0ORYfNE+CmFimNx4jQLAgbHMrKKxkgObc7Hd5JoeszQ5z9cbPDk7zW5TMW9zLu+NOdirsK1EzBXNrkTNnaeazdw/oQWqAVW4qnykwDg8pz3AJQ5T/+lzFwy/8DoAzwCYkPWSGv3efdKxBigP0la/E74q+qGjdERMEypP+u8pIzFKxOfOSEHhT7AUhkJ5Bke5ypmjvHZgoMiYFQ11m6GNAwdNo2LI0njhcrwfk7VND/CiIkE7kDRrTqSo5oJmnFOcylCNpdosqdaGiIM5dncfvb195LEBmPd/hM0PCNTaGpsfm/CXL/93/PVX7/LwuUv8yKvfeezvPgPHiMM9euYcTnO62ffETT4bAfV0OjVHfHZou9Pp1Ewmk/qI/d/SeFmAgWJUI0Z11AUoaWNBoFBaNpQFBqKYJ/yvW+XSAg3QOkFPEPHI1qupg9p3NZ85ieEFit+FEDwbEJTXjQcAKR3q6U8djL8S6BKWG+5htgqasSuOJHza3ni4ZGOwQEnDKK/ZLOYMVIMMcWnZorw6PajiISjU/euVojrBewSndE9/l/tCP2EorFfow54dxNz5hS1c7Nm42PNOO+DqcsxCZyx0zrX5kP1FidbSefv7GaKRoAXZXFDORRJCoWu01PouhiuefTx/Kd3bE5uJXhpk+H4v7cyCsLZrRRvDObZLn/MK+dX134GARPmeeKUQWIEOLBxSzKukTXCaTpceRwQRXQXHeWmZKSdsu14YRBGAgqaqGsrMlWEeFTVr+dIxOlnNZj73hZw0G2rOhppFoLApZ6zLBVIYRqJlTWpyQAnBUKhY52Erkdg0tmU/f54DY2kQXNEDnh6e5oYesmcqntg4yzOzTZZtxvX5kO3dIc0sg1ai9iX5vnS5+A1kM+GfDbo6Gj2NjSU2R+qJCem0MHTXFtHZd2sT1iC8mTatSkdQHBp/bawrLGVD8yPjmiGlYYIUHPS0J6iOHZCGZZt59sBEoA5OoJpLTSa751SG1FYPEgql0UaSKcNCZT0tUyh5jV/LjhqmlLRD79zU7vVyUyC1YLlR0Kxvkc02yPYbiqfHtE8/B+aYLi/Wond3KX7qPbzm4us4uG/Mxy88yOt/73n+6Zv+DefMAc6W3abxqUkt3Ac2Vt7bxMXvT/o9eZPP9oHBZDLJp9Nps/LZoe1OJpMSqI7Y/y2NlwUYqMoGmdQMgMNswKqi1xiJ1aFUsEoUvc74q2VnnGTT5TD3vEhrk9dBFJiCgRAKsD32wGQOABhf271eEzTrLhTQDizNKQ3jBplZ1sZzzq/tsV4sGGU1F8odzhW75EKzJudsqln01B1d7x7iYPDTEZT0q/nuaSW+NMcd8Cl5zhgsTM7Mq9Q1gp12yI1m6DzFtuT6csh+7VLd9hcls1npVNOtRMwUci5jyKScd0VYXEzZp6j5Yi0yLZdrjvAUwRlUGQyxWCmBazGIQ1XseuOI92znfHZ/HwUE4h/dphx74dmokK0Rf5P8kWzwkHo+sAMQdSKho51jG7p+AK5pUxeW2C8teyH106d9CmHJi5ZBWTPI21j0abOYUUrNQNWczg/YyGbkwgk/z6pdCqEZyiWbsmZNtBEYDESBEpJcKIYUsYzwnWrBfdnTLC3smZynyi2eG22xsDnP15s8sXmaneWAeZtz/WDIbL/Eti4Ep/Y78K2WSanukGqnic9QF0JIz1nXIyAM2biLa6V/9gXOUxbWtT9WyUVNqYX0Agv/+/C5sgglY+hNpKG3ZDurjSPTJllBZxCAQqY0uRceSmHJpYk9NdKMF6QLH4U06LBPrYkNtUwwlIlGCpwI2JZuXTCNpCkU7ZpLH22HgmakUEtFNssYrd1BdWYduWjhucsvyBQM3g+j0Yjda5/FNz/xLRh7g5LbWHXoUxMm+DDwVyeTiUy894dx2Xar35uEPyaTSaDyP4x7Co/bxqO4SOrEfzd89uGV7f5s8tmSw2GHWxonBgOTyeRB4L8D7p1Op980mUwE8MU+4+DTehRZi8rbWLI1VhH0bEAQBYYmGrFrYON0AXLhQwEtrura0i9CiXEKHn/PqzTdZ8Imxj+IALUPBUgvfipcH/W2EizXBXrgtAHLLUuz1UKpKYYN953a4Z7xNgPVcE+1zUPV82zKGSO55A4145SUSCGOqc6nev9razBYGqtpqDHWorE01hIg6cKL+YK47MAWUX0+MyXX9Diq9y/Xa9xoBrRGcW0xYnsxcPRlq1gcFNh5BgbUXKJmgsyrobOFC5Xgvf1YSMl2nd7SOgqsrM+QUvIiOgjBq14tXmMCUIhpYb01vvOirK8p70M2woAJKaExFHS0R5FS2Ic/TGyM7QOa3mdHbTOxST1VfPCGQ1jCl/wNYMDkAqNkBAq6dEChzi3zgYkNqNRAU5QNShmqvGW9WkQWYauYc7bYo5QtQ7XkfLbDpppRCM2mnHFWzSgFFEIwFjmlyFBCMpYVA2+NWzR3ZlfYKy5TW8n1QRVZg4XNeXpxiucXGyx0xl5Tce1gyHxZYIxgscjiPSRagVrIGJaTTVesJ4biEgc2sHOBDRC+nbfNHOC0qmOMTBAJRlCRXJBVDzJ85oW38RqlItx4bx59YXsAIaQdekCRMgxZ5sAAOOFhECOGiqj6uHvRJt0XvZgy1lYIGgZhEbkPoQzc95eloh0ox9DMBe0wZ7m1hmwsg7MjyifGmOs3MHvHO6Xm4IDxf/gN1qevZVk1PH/sN1+C8akBA78IzHCCvu/12XZfBvyVle/9EPBrk8nks6fT6YeAbwZu+N/L47YxnU4PJpPJfwT+35PJ5P8GrAP/D1w6IcC/Av7CZDL5QRwb8JeBfzedTm+t3eTKOBEYmEwmXwP8qD+ILwW+CZfy8H9OJpO/NJ1Of/CTmcTtHgFlayNiM5jg/Tsw4MMEaalgH5cWvuRqNk+8kTqAAdurBhhj1rqr464S8Z9oLbIxHS2ZSZcJoATNWFKP3UJUrwmWZ1yDJJsZhmdmPHT6OqfKA84W+7x5/AkeLC5SCc2dSnNGBdpNcqthIyUkCsiFYmkbBwRwaXzaWteF2AoWvvztgS24pscxR/1ys87F5QZLk7HTVFyerbEzr2iNZD4r0Xt57LtQ7Ls89JCDns1tpHxVbWNcOFWSA32Dn1LmR1DowcgDSfnlxItOaOROiU5/4ae/ZhvvWQE9evpQWOImo/e91PhHANnv6XAcOEi3IwD00TvvvGLPRISwiD9ukxMbB9lMoAvp21SDrizLssQqy35uuVrpWDyqrBrG1ZJSaaqs4VQ5Y7OYkwnN6fyA8/kOa8rVjjib7XJazsmFYSgsm9KBU4nktBxwTrkLtbQNr8ufpcGysJbrw5zLekyD4oYe8Ux9iuvtiKXJuLocc2U+pjaKeZOzO6uol7nrxTDPXEGk1qXzqkWXkx9KdQc2T7RdUcFQHjkVevb/thFgHn1tRf8e8hcnzdaJGTrxwiX/x4vW30YIW+ikquFSWURol658umIQJia1C2LGU6iIqoXL6qAPdGNKpN+HiADEr5nCojOL1oK2dp0QmzUXwlmuS8ajO8j3z6B2a+TjT79g9oHIanjg2K980kPAiwcDJxzT6bSeTCZ/CPjnk8nk24AF8E3T6fRRnwlwMJ1Ov306nX5kMpl8C/Cjnsp/CviD0+m0BThuG343fw74F8DTuGDz906n0+/zn/1z4D7gt/3f78KlG35SQ9jjAknJmEwm7wG+Yzqd/uhkMplPp9OBf/9Lge+eTqcPf7ITuR1jMpncDzwx/F+/BrZGLkUn6RVgtOxKBS9dqeDQ0EXNRRQGuipgROGYbLt64U4n0IUDZGtjyEC23ti1R1DypaQZKXThigEtT7kuiSaHdkMzPr/Pneu7jPIln73xHJ8/epyzao+zcskDt9hF7GZjaRsaq5lZzYFxxn9hFQc2Y2FzjJXcMEN2tavWt2cqrjZr7LYVS5NxZTHm8myNWitmy4LZXomdZ85r25fke04EJmvI960DANrFfbO56YBTm+glPK0flOImUOFiJZUy/B1SxEIMXfYX9m6biVOXvk5AQByi//mR3n067OHXq0AhFRuu9qEIWoT4vRB2SgBDus0QblhNVQ0ahkP7TxluIbyYkeScdgJHUxDTU03mwEFM2SsNtnQsgsgMedVSlq5L5Kis2azmsXPkhWqXM/kelWg5m+1yT36NNVlTCc1ZKdhSwxc4qY652jZz9oxlYSWX9Jhn2y0OTMl2O+ITi9NcXY6odcaV+Yjt/SFto2hrBfs5ciZ91U7hCyKlgN4eBnOiL/QMfQoOMUjH3A+HMkhS8Kls77MXvKcgAXXugnbsliV2FA3Mg88QOipuFbNtwkcpg5AyF6FWgurWLGvd74LYUy6ck5TvCcptUAtLPrOMn1lSPLsN8wXt8xePPJ42q3nugY8CPDCdTp984TNwshHW+vYbvgHW1l7cRvb2yH74h1/yuX2mjJOGCSa4AgnQf3TehUMon9Zj2ShEmx3OM28kNnQNXEjUXMaubNk8pa27+v8h3p/GrHuvU7Wz7V5b5b2vwi3EzUiy3BI0QzClZXm2ZXB2xrisubC2xxeeeoI3DJ5iXS6Y5Ls+Zzf3/17cCAurAfaM5VoS318tXbtnKl+Vz4n99pqKxkpmbcG1xYiDuqDVkv1ZSXPgCs2IWpLtSbKZY1HyA8j3bKw+l88Maq7dOtYaRG0QOg3ketpWSUwuXcoYFnIHAILh0oX3akXn4aatmG+2cJ9EI3SozG3w6sLfasX5SLdpkz9XUhLTNsGrWQ+BHTgsYCRWm3PfC+K5I74b78U0JdL2WAxnJxyYDefChiZCPv6dAiwTwgu+PoUuFCZXMeNBFyX7hQVpuVEYnqs0MnOCxfFwwXq1pJCa09UB9w+vsZUfsCYXvKq4zP35DYbCckoWxxacUkJyRo0440Hdwxgae5mlbbhuWj4+XOfZdouFyXl8cY6Pr51hvynZXVZc2R2z2C+glZgD15hHhoZASYlv1xvA9kIKHaPSMSjQsU3uOxwGkvGcisNgIBO938T79ITgArrmTkGcmt6raS+QoIuJ2433gL8HDf2Jp6EOZbFSRnCAsrGioi0NOhNg8MymY1DVUqDLiurUOdTSUp3bgukTmMXi6AO7XeOETN2xv30Zj5OCgW0cIHhk5f3fjatE+Gk9miaDOnOsQFIfQCxVJ0yaC7IDEbMBQqpfqBwYVP/xX+LFBVFgV2bVU3VKYAoZacfluuuJYDOoNyzLcy3Zek1RNrzxzFU+f+tJzuR73J9f4Quq3aRl6ItjAnbMnOday8xmHNiCK+0mV9p7aGzGzBSRem2N736nXWvcWmcctIWrVW8kszpn2WReoazQBzk0vjzqTFLNnJ5CNZDtuxoJTgdgyQ+MV/wb1NIgWuPPk8W1cXPDKknoMR8qKToDFYrJiGjsXWZFt8DG1supLiCMdDFM3z5q0QjfNUShoBXBWNLz8KJnFxZd6Iyw358z4l2dA5sUi+oqTh5RkTJhAqLBj++LHmsgEkZBamIhpS57pb/NWOUvOf7AzATbINvuHEbaPBx/9JTDtfFGToLJFLrM4ve3hwOuVwaUJR80PLZ2lnG5ZJTXvGp8lQcHlxnKJffk13hdsc15NSAXh5tFrY5cKHKhGEu4NzNc1U+xsJaPlxf5aHUnO3rA5Xqdx6pzXBytUbeK3f0BdV4iFw4QWCEQVrhzZ51mJYh5HZvX3RwxZTG5N9Msj6NEnk5cmAhYk/MWQFY04sm95G+jo4eA1QqMJIDD+AZPEWxktg844g8DgBTJvSC6fahO92AzX3ExUlpELYSpLC3G1S1o3H3QjDJka6nX1hkNJ2TXDxD7M9pnn3vB6/qSjFfAwIseJwUD340ro/iPADmZTL4BeCNOEPH/vV2Te6lG2yqsL3biSgWDrJ2ALYQC1MLlNkvtC53UifI/pJPFRTXNEug8r+C5hgeyGUiasUAXLiVwccbSnGqhMIw257zp/PNMxpfYyg54y+DjfH5pk8Xw5L3Dl7ZhZhpuGMMn2s5Tutqu8exyk4O2ZGkybtQDDprCNZ/RimWTRQ1F07gQClZgWpdBESqbyaV06ZMWssYp/UN3OrWwqIWNgClbWNTSuN81BtUYCOfO2Ehvm0ziWiTiaOtcJmK3oKVwi6eOleVEzM8PNegD3b26oMaRGLzDor3ka+lvE0Po1/V+FCBlDkKLW2FXhIdgjUAY6wRrxh1nXHND9zv62oB03hEsJCxBrx69N/jSV07UpstqcfetJW0vLUMlzPQ+tiv786MXltAWlZwjdwyJsYvhhnD/O+OnK4UuFEhoBzlX10qu5hZRaJ7a2OSRtTsYZA0XBjtMR89xT3GNoVjyYL59S6GwoJk5JWvOyo+xZ3OuVGucK3b5xPAMc53z1GiL58p1louCZqEweea82laQHbjjzBb+fDZByxL0PtYJRzwYCG0pHRiSxAZLK7oUkxjmUCbcStvTbKThrJTROo4pECt/pKEvIUVyXwZw0G1zNctFpK/TSGbT3adWiqQXgwcKWXejmNy6NuWhfHPunARdKnQxIL+jIpttMhgN0B978gWv5Sc7TqrhOXK8AgZeeEyn078zmUyeA/4CTujwT3BpDP/P6XT6r27j/F6SYecKm2WIpStsIqyPIR5ANsep25fWVT2LrYADHWvjoiuO0FdYIWJZU5MJmoF0JYAVNOuCxWmLHmlspTl1fpfXn7nIZj5nMrzIlw+nPFyEuKk8tO3jRmM1z7RzZlbxeHOa6fIC282I3XbAU7Mtrs2HrqnMsmA+L1w4xAgHhFrnERH6JHgPQbYubTmorPu9Edz5wTjvXy1NFPup2iQVEm0/9t87T0AhMVLEVC+Ty7jARgOPW1APxbQTz9yoZNET9BczQ1+ZfRMwkI5eiiHEVDSL98ZDD3mRvB9+Y0Gsrt4BRYjOUICN34td8Ig48vA5s/43ibbAefyd94/pCBYRyJYYUugaYfXCEhHQikOfRRFsuIa2+zyGGWJdBfednuEIxZGkD+cEEFcK2p3MGcE8Y/9Gwd5ohMgsjw7PMt08z6nqgGHW8OrRFR6qLjKSS86qXV6VzThzAtZgKAseyjOWtmVHXeW0POBVxRUWNueJ4Vk+OriDG/WA3WXFxeE6i3GJ0IJsV2JKQTYTyNqFTAo8MKgNat4iG51eFH9SBTbzYEAIx1Jl0jMBAumZLYQ3/jrcv+4GEdZGoGAlUVgcNQXhPjp0Y/T/jPe0v/bC/14a95wHdkusAoL094meBSt6HSVtm4IWcTjTAiLAiaBYCqySLJeglhKTn2awPkAsdmD50Ztex1fG78w4cWqhr6H8A5/MziaTyVfiuiAGhcd3T6fTf3i7OzSJA4VEkc2E8/5bL2g7CDX/fTpbk9RDTyjd1ZigVaFgjfDNgJzHqktBvQn1uqPW9KmaOy9sc9d4hzPlAW/beIS3DZ5jQxY+5e+FBVRhbOsZN4zhaT3mvbMH+dj8nPN49re4uLPGcpm7wkgHWRRNyRaKRVKT3Gc+xAVedwuBbPtASNU2AiK19BR/MPatQbYGX6DBU60+zhgWQOkWRlMoT+c7b18XgSZ1Hn9fYNWd717KnA8fxPOfevEeqIW/e2tdCgSSv1e/eEgQdgS7IEz3vVj/3a/enUgxoVJXqNc499WQQmdzD807/k4l7xm/jZQ5SLaThheOEjL2wg0pUEjrY2gb9Q0xPTawOxrkitZBhtoJqYEQFtUEEOd0CNmMKAYtdgVtVTjWoCp4am3IJ0qNyA3vX7uLM+MDStWyVc14zegK5/NdStlwb36Ne7IbVEIzFLCxojdQQjIUBaXIqMSCO7PnaCzck1/j3uIqe763xSPjO3huf4NFm3Fjd8jBWoWaSWQNzbakuOEAcj63FLuSbN56tksjGu0Bl0VgEB7wGSvduZE+OylcBwEiEGEWJAJjwBoiOZYKDqPuJQUG4Z5auVmO9YTT58P/bxM2IAXScf+kgM+/rUUsohY6OIoADgSdRiFsU3m8VDkgLCpf00EqmtEYOzNwO7FA+ty9mN++jMet1Bn4MuA1HMFfT6fTf3yC318A/iPw1dPp9Fcmk8mrgPdPJpPfAv5HbmOHpmJHIJeu/nm+78RTPUo79YZWvdpQDS5Rs7eVM2pWQjMW1BtOca0rg71jyR1ndhjmDa/ffJ7ft/EBXldsJyKpk1ff0tawaxa8Z7nBrxy8hWv1mOfm63zs+hn2bwyxrUDuZRQ3JGVNLOWqFh7gaC/USxb9tJ98ynzIxhl/jPtf1trF941FhAXQ+vNjTOchKQVKOnckA1PmXmAm0JWiHUqMSs5bSeftF/TBwHFeS+r5h2uVGMc05h5/Q/d996b/MwUBYd9hwU1iuL2wQ/KbtIKdRThvK2ZBdEKzo0YEE96rtoju7yMWolVKOM7ZH5ftHeDKcR/aef//Q6mMaXpsKyIr5NggG+vYy9azHcFoCNtXphPOjQcVIS6tO9GilWBmUPg22iZ394rJnDCxHpU8NVxzHTIrzfvX72JY1RSZ5txon/tH1xiohlPZAQ+Ulzmn9qhEw4ZcclpZSiFRCEqRMZYKg2FDHnCP2mdhJXs2Z1I9z9Mbp1ianMdnZ3ls6yx7i5LFMmdvuyLf9rn1B5LquiCbKaSGbG7I97V3FqwLgYUKiLJbJ9y/wGCJqC0IoZWeZy3o0mAlviZEUo56tVJmck2DoY9/HwV86e8rGP54T60ChsQRimEm3L0gbZ9tiAWbku1FbUluEcqxfkv8mnlwcgb0RY3jwNFJf/syHietM/D9wDfi+jGv1lO2wAuCAf+9PzWdTn8FYDqdfnwymUyBz+Y2d2iqroEqLfmBJZ85WhvjKG5xRJ62o61FjPnpUqJL7/0XgnpN0I4cgq+3DOLckuFoweZgwRefe5y3rT3CaXXAGwrlqc1bFwD+wlzy/sX97LRD3nfjXj525QzLRY45yCiuZgx3fR33A0uxZ2JfA7UMx9cPcwD9MEdYxKx7X7RO3Id/TdOCMf47yT9XZ9V7/xKbZ9gq8ylpinacu+qJStAOBM1QxNQ1PfAtlAW91rCpN+kugK/pAG5+LT1PNSrBLVHgmdLovSva88q7fR2dMZDMJQUnIikkQwJMvGclTNcRT6THsspihMU3vgzmfMW77z46PFZBTbL96BT1gv9HbCOAqxVmIJxj2YBt6c6tEC7dzDrPXqoOSKYMw6HdrOzbXVN3XlSTfq+vPzAF6MI1HNKVoh3l7JXOC7003uKj6+fJcs2oqrlrbYfzg11K2XJPdZ1XFVdYk/NYgGtDCnIhqYRiLVNIJI3V3KOeZq96hsZKnh2u89j6HWy3I7abIY/s3sHzu+vUrWK2V7G4lqNmrl1wsSfJd13rX9U4h0LWHmAnz1rUD3k9QdBTBC1BONb4b4UZCNkbRtFvmZywSzEzIF58YugnXuMeMA43cHJvsvLM+OvZgW3bMYip3iTc8K2N7EYP0AeA48MTPQbtNo5XNAMvfpyUGfijwBdNp9Nff7E7mk6nF+nSEwPTcD/wq7jb/LZ1aBpcN2SZ9mI3HfP+Q/wzxvtCdbZcoisRF6R6JGjWvEGrYHHGwGaNyg33nLnBF597nNdUl7gnv8bvGYT8pKNTpW423r9cclmP+cjyLn7h6oSndjZZ1DnzawOKKxnlwhVSKbct5Z4z1NncoOYG2XhDrq2j8MNIAYC1nQGwFryy3zVgMNHjjwAg/Cx4/kJApjBljs0lVkn0IEMPfAggFzQjSTtwgKodOABgcqfG16XFlH4hCt3fVguxACQ50cIIaIVnLUQsHhPBQQs2zckP8e9kmz3vK7wXxFURHNhDtQd6I2UdjmAgBB2YcI6z8wpJ0rtWPbNuF523fdQ+V+fSA1BpxbtwHEcAhUMjiAvxRroVXbaDFzoK050z2frzrdy1WxU3xvNw1IJqSYyIjYYqpPJFL9uSXA/3WWjM5eogSNqxpBnl6MyyXVmubq6TDxtUZji1dsA9azfYyOds5nNeXV3m3vyaK4CkDrhTNQxlTi4UF7IxF/z0XpsveUs5ja2zH9s4zZP1WWam4In5WaY757h+MHRZCdsD1I3Mt2GW5Pug5u4YZIMX1gZjTXdMPvMA+sCzd41WDJnFX98g2vPXO3RNjF8NYgNLrKKKBRKv3nn4q0g52U+cg42AIN4b4VnDh1FXwZ9ny1Zv4zQjJZ6HW18Wb228AgZe9DgpGHiew3WXX9SYTCa/D/henLX8s7jA+W3t0FRuN2SyQeiQ2oan/p1Bc+1+FbqUPo/de/+DkAYIy1MaWxrUuOWB89f47K3n2MjmvHX0KF85bF54EseMbT3jirH87MFredf2g9xYDri0t8aNS2tkNzJEC+MbgnLb6Rtk49iNWLBH2wgEYvzZC/Hw9CV0wCeyAyYBAtb6HH/39Nrce/3KWTZbZD7271Il26FylJ8SNANBOyR6/+3QhUystJjCYirbFUYpXMtXBK7+ui+zmg5rwYbKkH4xs43r3Q7OaJmkNn3QRkSvZQUMpIbSqMTgJx6ZSwOjvyiHTfhFtVcTIK2OGL0kOgsv4tpIyFG0glhi9tgR1vHusvW8fgjz7jw7q4il9AKg6WkX0v2l81QC/HFYIZBY0KEBj6P3rSXqMcLCHssxpx6iPbyPXq8AOiYieLOyJbqkEuEzG2xkI4JBtdKF9wJzoG84cGAVtJWkGRe0wxydwfNrQy5ubKByzaBquGvjTu4ZubLd95bXeV31LGfVHkOx5L4si1oDJWQsgHQBeChfwPBpAJ5pP8BHtra42G6wo0d8+OBOPrZ71mkNDgbsbQ+Q+5nLQJoJ8gPXGlj6nhpd2nH/PKXhnqDLsAF8NcTraxCIpJ9GAJjCAwMRXofNJdfYPT++6ZrvUBivkQdzcSSsHNi4HWGEq3Jpu0qOQifsQ3pcMrnFVkCOyd0zJvKbPwKvjN+5cVIw8BeBfzaZTL4HeJYVbDidTp866Q6n0+k7gAuTyWQC/DjwL7nNHZrUfo3Kakhjd0r61Cdn9JqRLwecQTt01QCbNYPNLerUkgfOXefsYJ+7qhv8vs0P8MXV4oi6/ycfT7X7/Nj+w3xw/252mgHTq+e4cXnNZTwcSEbXBfmeSw/L5j5f36c9xpxwr2Uwod+pH1YEI7aSEdF2YRGhkxCA9/qj15wrTOHaqtpM0g58mES5MEk7crF/tyCDHjjvxWQWUxnIrVuoMoPMD/d7h7DLbnUMLaMdNjGxnCrWqZdN6xR8VgsHVkKBnlZ4zyVN/RTRyKdeuVV0TIRPkzp2eMNlrWcfAnUaFkKzshAGMJK6xpaYMSB87LjPEiTHnyyeh1IZk+9GoWWgelUCAFImQhxhJAKtbHFxX++xBfU31mU72AyMFyUIJbDaMQJhbjdlSSLzlAAob/DSdFzbuvLgwgMO1TgjE3QJXRtwi6iJyvtsAfmBO486d+13dYHv4KloxgNMbjmoLI9sjXh8fIY815xd2+djm+c4lR9wJt/jTdVTTPJdhlIl9TwOj7uzMXdnDa6cylUur3+Ej5xeY9dUfLw+x2/u3suzB5ss2oyrO2MObpSIxqXiZgciZi9JX4Wz02mEZxNoLUq7+8P1wQDThIwbR9pZ3zzJlNY1TwsMQWYiGAylhAMQFTLchB5omO7ms4EpSO/V/gv/O+GshPX9DPRhcJCCih6mCM+fB9RWAvnt7Y4nDh/CK+OE46TX5X7gDwN/cuX9cKlfMBo0mUweAh6cTqc/ATCdTqeTyeTtuAyC29uhyXscplKY0nm4upLUaypmAtQbgnrTYgpoR5r83JwLG/uM8po3nXqGr1z/EPdku9yXhUyAWwcCj9Qz3nnwMNfbEY/s38GHLl5gtj2AVpJfV4y3RezQlx9YsoXpp3pZt+jpQnaeYRJrXaVoXRw4KZW80gs+GNCQChVypAM1q32ufztwLZONcvHcdugXJWmxhUVUGqEMQlkK5UIy0Bl8IWxi7FOjLw69n37mKEfPIOQietomVvJzi5pdMcrdCUg8cb9Qpl6zTBaruP/gRWk/N+POsWiFn5N1lDnddgmxcKDXtMgmHq6gS+2K/zrWIJ2rSb2q1c8TZgDoQi0BAKSfpfdCOE9xbh5M2f6xuHi0iCuDXfHww3H1jjH1Im33Xq84UmAGPMiKNREAoS2mFRFgyUZ0rb217cStuG2ohUMcaiHIZybG4tsdSePZPF1K6usFzThnqeDJjREXT68zrJasV0s+tnmeN4yfZl3OeW1xkTeV5eGTdsQ4p0acGxhgBqMneWT0ET7enuKGHvGb+/fx2zsX2K9LduYV+9tDxL5CtK4Nd7YvYkaPWgqET8+NYk0bAB6RtTK5QJfumNy6ZTsRbm5deWgfNkA5AB6upTi0IHQXTcgEC9iEyor3XQea/Y3gng2ZgAPrwUEIi6TPor+Hg2NiPbhkeZstdboWvJjfvozHScHAdwDfCfwYhwWEJx2bwL+ZTCZvnU6nH5pMJpvAVwI/iKtdcNs6NJlBji4KmnFGM/ZMwFC4csAj91A1pzT5mTmDsuHc2j5fcPpJPmf4CTbVAb+rnN9yJkAY7142fHR5geebLX7x6oN87NIZ2jqD3ZzyimJtj04I6Kv1YYkljsGn4VUy5iTrArc4RCNOn3YMC3JSOdFtk5hmmI6YzuRTmkzu4v2h5a8e2Oj929wZf1lolLCozJDnLUoE76R7orSR6KQzpNYSE5ulCF90h/h3GLFjW7IwRfspDXLFo+91/032v8o+rC6OKRAJZapjB0spetRqcPo9PnDxdCvS9TXGTvsUuohzCUWMEGmNeToDEF5Lurhw8Pj972LcOJ4QGxvVRGYhgK8AmLxn5opI+flo4cMEffFiYBtSsVeP8k32cyhU0vP+iZRy/Ez3z42JXvJKVcW2M5BCC5/m6oCVKw1uEuBgkUsDUiCXlvzAPQ86F+T7krZyz0i9nlHfGHOjHHF9YLh0Zo1HNs8zymseHF/myfVHeVV+lVOy5e7s5ILfh4shDxcLYMHvHnyCX1+7i+vtmCeWZ3n/+t08v7dG02Qsdkp0mbnSvbUD3ZkVkSFwOhgPvBIBn8lsrENgFE7LVHbPaehsagWYwj2foQiWDUxRuGapp746DoFo0f0Ov51IOfqLHhiK8ByF2hXJvZTeJggca3g7xytg4EWPW2Fsvi10W3oxYzqdvnsymfx54Icmk0mBYxPeDvxDXN2B29ahaXm6QAwLluuS5aaPbY9cPwC1UZPnmgdPbfO5p57iQrHDq8pLfFm1m+Qv35rq5d3Lhut6zK8dvIb/cvEhLu+MaZYZ4lJJdUUyqEHNLeWOIZ+bQ167K2Ms4iKgS6dfMArXYa70qnzopSR1NLn7zMXVBT2A4D/ri85SBbPF5Na1tw0LS6mRpUZKkEqT55rMNzKRouuUZq2g0Soa/7aV6FZFo2pbb5DCwhNiyHijJ5K5hYYrksg6hPVJKRM7tCllUH4OQlhU0gt+dYQ2r+Aoau07uhnjUguM984ErkiTCJ6ydOfQknjdgWYVeBbBef5oS6j73lNl9wxutyIH/YI7md2x9xrQJFoAscIi9IZ1rIYNLpmvIBlZgOTvXlXD8JW48NOFUFaZiBSchGNKWJV0H64+AZ2Bi7UMBL26BpZDICKwP1K7+zLcy6qxmFw5I6r7z42wIGp/X9b+uz4rKD8QFHvCs16SemeNj28MITN8bPMM0zPnuTDY5Wyxx1vXHuULymtsyOpE5ZHDuDcbc+94h8Ze54n2UX6hepCPzO7koC2Z3jjHc8MNmkVGs5AU2y79VrSu/oKqbTxetTTIOmHwwumWPrPJ1+poSw/aPYPnRM/umjkQQawW2GtwlLJT+GcvjMBYxb/D9U6AQHovhBoYng2wq/dGGCFcdrPQ3EswDmlYbmW8AgZONP4O8OeBf/TJ7My3Ov7BIz7aBv7YMb+xwF/z/17U2L+gsBuK5SlL7csBF2s1D5+7ykPrl9nI5nz+6HG+tLrBWFb+VycHANoanmxnPNlu8PbtN/O+q/ewvyjZvT6ieC6n2BGUNVTblmq7ja2MQ61+543JWJGPLJQwFlGV3w4DGABdOjajUynT99bSZ/aYGzyNoVuBS18KimVlEblBZE7gJ5Umy4w3uO73wbA2xnn8QfinW4n1/R9oBcKXf8YKV+EwER8F22r9ZLtmMH4u3hDZTGBz39M9M0grEML9rYQlz1x7XSUdMAj93lO2wVhBE9pXeyQUjiHoE4z27V4DeAmGLjW+UrjCKr7wj5uUf23cIm2DTsOn5a3S6unrVSc7XriwCAvbdaMLHyfgqzdPA7RBhu+98iQlM1WJ9+4FCUJ2Isqu4Y2fQ9o2N2l1Gyjh2NXOOE1HmItO969dah4Gp0pvO9YgCBVjZUdJ1ChY7diwwCqYBtrSAYPQ/VK2NoKIwKyB+1tp145XatdMp2MNBO1110ehWc/57atDPjJsKaqG952+l8/afI5xtuT1g2d42+A5zqmTs4K5UDyUj7hz7eNMqye5YQb8xuA1vHdwL9vLITdmA24UY8cUtAKz66uiLhyAUTXIxmuEGuNqfmjDasVDXaqYyRNSeYPT4Go3JOmMWVgzkhLS4XkLgDO8Dk5CuA9VAAzisECV7vt+a92bq4BV2I6peGV82o2TgoGvBD53Mpn8DY4WEL75pZ7YSzn27rfYMy3VmTkPn7nGZjHn/uE13rb2CJ9dbCdVzKoX3FYYoSDQLy7O8WPX3sST+6fYng3YfnaD6vkMVcPWjmV4xZDvaWRjUfMWNaud9yghCvcyGR9qV6xH0laurLGVLmbf+tehmIfN/GO34rn1KF2RfBa9XP+ZFx+FxV2qzrsO/cxToxP+ae06PlofU7ethEZ4b08gatdLPmodQqtn61mKlbS/dJ7RGCmvC5A+/9zangOqk/7tUhoyKxxDH2h74w7SWBGXJm0kdasiG9C2iraVsd+7aWVnWEN4oOfVdxMOLIawAoslNI8J3mqInQpFbIQTthNCDRH8iJVrdtSIsQn3Y2OTi912cxWt8IJK91lacdLNL9nkSkOnWP7Zp7JFLYK0TgQactvTsAR0QATHsEShmnVMUAQH2kcogm4AgRTWAafVcx3YEosHXkDmwUAuemyDCx94FqFN1PsrWQng6gLg0/9UbTG73sPehuZahskzdFnx2NaQxzbPoTLD6c2H+dnTz/Oa4WW2sgO+cPBx3lCcbJ0Yy4rPLQE0r8rex6vKy1xsN3h6cYr3De7l+bV1dKuYbxeYXLlOqQtXrtuxI5bMgpg3yEXrTnarCfWnM6WwVY7NJEhJO8ppB77gVylohjIyBbrsCqVFNjGEpnwIogcCIlAQkVFI+xMAh1mjFxoevL4yPj3HScHAu3H1AD4jxz0PXWLjjozP2XyaLxl/lNNyxn2Z9ulEt1YQaFvPePvB/bzrxkPsNBUfvXKe+VNr5DsStYAzFy2jyw2ysWQHLdmNOWK+dD8OaXzgivUMS4f0M4kpPCBQXWOj9OEF4kMnDF60Rme8gnEJHfUAMr+w+0Vd5AbpPT4pDUo5mh2IQMBNU0Sq31pB2yiM9mK9VkIjEY1bgFXtPL4gEJNtP/57LDORxsuFMw7Q5cyHXH2BdXUEQjU3JEY4RbWQ1nv1sgsTJMcRDH84nqZRLiRgfTOmwGAE45+ELQ7NO1nDerRq4imFXPK0edXh7nDd9iK+8Att/DvMKVAmogMcEZh4cCUaXy42GP+0BkNCxfdAh/Car7SrXaJTWG1bKwIw9MxQYIhCIkoQokkMRnRVGW2kevyhWHePhGMLURaL7RijlXNuI3V09K2UhsEc+Ow0Cq68eB8ohGugateLBCCbC8od68JzGbRXFM3IldG+vj7gnae3+C/jBynLhh8/8wY+d/MpTmUHPFhe5IurnYRNPH48kI+5N7vGrnmWTwwV91fX+PDmnew1FR/bPMOV0TpiliHngnYoaQeuAmK5J6kEKCUR2iD3DWLZxJMuDryES0lkVZIPCgemy8wVACtlTMNsq4RdLESnO0oafwUgkNYIcAZfdGAgthrvikW5G6BzPGDlOQnjdhMDN1lzTvTbl/E4aaOi//V2T+R2jj9z1y9z/4Wazytn/sE9mXI4jKfafd6xP+GJ5Vk+MTvFbz59N/r5IXIpqK4Jzj1rKHca5NJQXFugtvccgm9bbNNgtQalEEUBRQ5S+uI9GabMsJmgHSjaUsZKZaE+eZrfDW6Bt1p0yF35/HnhXwfj4UVEKQOgckOW6xhrz6SJqX6psr9NxH7GSPRSQe3oftFI1MLFg4Pxl7Wfm02MD6wYvOR4eq/t4QUoAJtQUCeJcVvA1ip6JEYZ2kb1xIZh2LRWQWjUFIyHFrGQToxpr3gtXQy9X9in11VulYlRpjv8IN47yppFT1j05gz0QUk8IR5QrIjynJETUaDXE4nabtNBF5Jek/61SKrcxdiyjfu3yVzTqUXxmP9OPN+2fy7Tc2U9oLAe4AlLxwSEeZmV34Xzm7Ip6WfheE33fwCmwrq0PlV3AMlR8b73hu/DEUCT2fF6HQHNUFCv5+gqxxTw4TNrfOTMBfKi5ez6Pl9w9kleP3yWTTXjzeVF7r2J+DDUM9hScF/2CI8NP8bMlLxn4wHes3E/V+ZjduYV25trLK/lyAaKHUU9khQHOWppKbZzV39EawcKljW2baEB0WrEYglCIMsCuSwxRYZVAjXKUEMV26m3VVINNO9EiJE5iKJVb/z9OQ9VBYFeh8ZDIUsBMYSWXsejQN9LOSyHHqcT//QVMHD0mEwmf3c6nX6rf/0PbrINO51O/18v+cxewvF7BwvuGsCthAEeqWe8Z3Ev1/WYX7r2IB985i70boHal4yekYwuGlRtKLcbiot7iL0ZaI09mKHnC7AmAgAhhBPaFDl2WIGUmEFOOy5cloB0sT6nEegW7bDg04IyK4t4CA0rEF5oaH1nPRMpVkdjhxHDAKnBjII6GWPobStp6gzb+m6HS4lcyFipzi2kfe8zFaKli36qmjeZ7VX968oB226hJ/l8NTbpjbi1ELsBunI5/RF+lorZ0oIpwZMMnrOfeLqIhP27eYqeEUqPKSr/4VDRnyiKPGp1iml4wcgnwMTPe1VsF+fsu012RWASzziEBcThaxGPKxp//1msVZCea5ftIQKLEEIhK8fSM/qpfiEyLunf7r0Qfsa/jQJjbWz4k5ZKjnOmO9/90Fcy5/gD90+23Xl11QFFPF/Zwqf3+cqB7n8HCPJlV4+jzCXmqogVNpeXBPXmAKPg+c0x//GOLX5m47UMy5o3nH6OL9l4lLNql/vzGzyUH68z2FJDPl8BGD6v/G2+YPg4V9p1nm5O8eunX8XHb5xm0WTsXR+xPJ2T7SlUDdVVxeB6gawt+awl254j5jUxhND6tF5qd0lzDUr4yqReUJlLhJGu0JEUaG3dtZIdaOw9p+F5Em5ZizVJdHIfQWxBDt09Fp/T8H67erFeGZ8u42bMwJuS159zk+/9V4OnHm0OuKIHfGhxDz9++Q08fuUM9TJDPF8xflqQ71nymWX03Jz88h6iabEHM+zOLnqxcBuJKTkSWShEVSGKHPIMMx5ixkUseNSMfSU/6UMDvh55LN9p/JrnU9agM0bhQZX4MFyglI17sIWPx2JwandAa+eGufYCFiNFpHlNTAEEo5XrgOjj0SEOLYwn8xPDndY36Bma1GiG93wp256G4SgPb3Uk1J+wbj5dHFxEwxG9e3/e+ulsnQHtUfhh96tAIEzqkPF3C2psapTZyMYI4cFXKvyLgjvbO8aeSNEILJ55CfHvpivIIxuBaDowcEiln4QC4vZjfDfM0/1zjJPvC5HZ3v0Uf2+Ib9iVk9Mz/nb1f9F7T9ju2oSwRnote02XRNxbd33S+yq5JKvg4EhRmgWbuedBAKb1egN/T5hcoAp37mQNVkpX7EgDc4PyrbiztoX9ri1veUOhLzsAv1yTLC5X1OOKeWX5mXNb/NYdd7NWLrl/fJ0v33qEN5XPsCb1TRmDsaz4kgpgF9jlg6OP8pEzF9g1Az64fw+/de0ubhwMmC8KZpdKqquZYw12MwZXC/J97RqvHTTI/Rqhu/xhoV11KVm3Lv1SCpeCqNyJdWuNu3+NAqQL80QGRyYLfO85DH+7c+pAQ8h2wXdk7DQ78f1PATPwSpjgxY1jwcB0Ov2qyWTyJ6fT6Q9Np9Mv+1RO6lM5tvWM68bwswcTfubq67g6H3N5Z0z7iTGDy4JyCYMrhvEzC9R+jVzUcH0Hc2PHMQHad/PzQxQFsiwdKzAcYMdDjBf56HFBM8x81cCusI+ju4kxPLehm887itBWPMA+bSo6wY4X2QWjsVoQKM37t1r2ctIJxsT6mgVKYGKnvmR3MhEZCToxWhpTTCoAhtX+qJLEPcOSzMUa6wBBjAWvCsq6ls2r2oVezP4F6MSewQnV+nDejzDdsRrrSvnaAARCqpU/x0GjIQiAwLMGPrMBcPoFE4yvU0pEMBjL2rq/pe/N0OsxEc+/bxnsz7/Jk9BABrroZwy4zxKQkhr11Ignsf/eYhvYlOPO6XHnN9ySgVFZveeP+t0LbOvI7wvnmUac5LM+hO6q+wkrkEt3fkK3xjwT2Mx707VBaafmFxqKHQ07bhflIGNwPYtVEOeXC25cOsP1wvLxzXN89O5zPLR5hY18zheOH+crhs9w5gRZCW8oKt5QbAPb7Kw9zq9tbfJss8XzzSa/ftcDPHHtFMs6Y/9GSXUxI/esQXkjp7pe+q6jBrVoXbdRcGXXfcln2YJaumuainYx+BoT7vwkpEBPW3JkBMjfB9af+5BEI5JrFMtb387xChh40eOFNAP/AvihT8VEPtXjmXafdxw8xPv37+V6PeRDFy+weHqN7ECQ7wo2nzUMLzfI2pBvz5GXt7HzObZpsculi9MBCIEoS4RSiCxDrI1jKEAPS/S4cCKeTDphUBVCAaH5Ct6oi36qD/TYgPiZ9/ZMSL1SblGLjXbSWDtE9I4GkJ0SPaQJeoV6qgqPD4VPn7MhXznC/JWTmdL5K95+VxCn7xnfrE6/SzcTce49zyQioM4rFl5RHr3mJG58XCOdoxa07kvJ9yBS9L3fRA/KYsK1E8RQjfP67UqfAZelYa0AacALHEWgVL0WJFX5r841sjL+PePjuS4M01G8zth1nSGtdNcwKsGTeyocaBqqSA19SEskORfx5NiVv5Nz2Ju7TOaO7YSxIUSUgkZ/ro48Aam2w9KFHVbnkx5D+DgwbsKxOVa574b6HSGEYHJoS1fLIFtKsgPp0oCNRS41ctEijEEsNdl+48B9JilvFAyuSHQuqDcKLl87z3OnTiOrlvefv5sPn3uce8tr3J9f4fcMliixcqGPGBtywFcPl8BF4CKPrP8mv3HH/dzQQz60dze/eeludncHmEVGfjWjupKjlpDNLNVOTnagnWaiMYjWgnXAVRjrtD7SYqV0Xci9gDIIA1dDd6tan9VLc8gZSe4D0ufgNo6wpL3Y8XLGAy8EBj4Fl+9TNy7rA35+djdX2nU+fHAnv/bc/exdGSOWkuqi4tSzLgyQH2gGl+aoa3vO+58tMAcH2Lp2K7dSyKJwQGBQIUZDbJ5BnqHHFe0oJ5Q8bkZdHrAuwBREBW6vCh10Hj799/piHiLdHqn4pJFJr7jIajw1LPZ+Y8fe+HEBTwx5TC1z74sUAHD4QbdHGQg4mmZO93uCpzE62BEUiOQ9egbKimQ96h9+xBUvvMMVgLb6G28wrZ9LvI5aYIXE+vMlrHJgIUwzsh2if9zCxmZTJnPb1qI7Lm07cBKvP874m5wYijFp7YgEkKyejBhaieLKDhgIiJ3qhE2+G+a7WrcgZVRSkaifp3PORccSBSCQllWWxwBV689pFNMKQpc9/Dx7JZHjiQ7H2V0vd08nqafh/BpiYS9hoK0FeS5QjdPMZDNJ5mPwQvsaAHODVAJZa4odx/w1axnFrnLiwzLn6Ssl/+GudcbDBRfW9pie/QhfOpqyKdubhhBWh6t4eBmA7fWP8NNbdzFdXOBKvcZ7r9zDpYubsJRku4rBZUWx4+ZdHNgYTghDNsaJC31WyJ0MFwAA/I1JREFUhVRgYm0MS9plMf4fBIQJOOixg6sTPg4c3K7xCjPwoscLgQE7mUzWeIFLOJ1Od1+6Kb30471Lw/sOxrxz5y28+/J97C9KDrYHlM8UbFwDWVsG1zTDizVq3iAWLXLvAHsw84uNRRQ5InMGXwwGTgyoJHZQ0I5LTKGcSnesaCsZm/roysUne1X+4NCDdBTCjo66SuhdbwCi9y+7xd99vuJhrY7VnO50n+n/iQcpQtEZQRdekEdVr/E58AnDYH1BoniQicfdG0cY2MhqJOloPe81fDUUAAr0etjNEWDjULw57PuEi1TQQ8TzndDygDOUQrjr0EpX21+kvzlsjNOWzfH8hAwR60q+RuObOMWrdL/NvFFNUgRjrwJ/LqNhben26VPyYpvitBNkIlKEAAiSc7tyD/XU/jEl1h9DnLf/kaQTWa5WWZQhhNWBvFj3vtf/IW23u1JZMWERjmQvuk3E8E4AMDJ3H8jGAfgQfsoqQT6QrmRyY8gOWtTShQqFNmR7Lo1YLTLUsogVA4sdyfzGmL3BiO31LZ69e4PfOPsAm/mcL15/lD8wev5EKYrp2FJDvn5tG9a22TcL3rFxnl84+zDX6yEfv3GaK89ukl13+oJyW1Jdc6WdVeNan0uvQ5FeH+EApPDiQncPa38fBDDnsIKIAC9e6/h/coKPeqZucwXCV8aLHy8EBirgxk0+D8/3yWt2/g6Mf/Lsl7Pc2+KZS1uo50qyhWBtD4YXDdV1jWwM+X6D2p4hap/D22pn/AFyJwC0Sjrvf1Sih5nPAlCd95/5aoGVcIU8cmJHNacL6B4goDNa0H9wRIK+oUvnCcY/peKTJjWHthMWzsTo9ClWOiuW0vZBNNR7yEW3aAsIhX3CpoAulS8I40Ksf7V16nEj7D8cSpjbKk0dPMBwruJCbkH116M4x3Du0mNMQMChwk0nHek2UkCA6MSbx/CWvZoG6blJFl9IPGbo6kYEg5l1QO1mbaGNkZhWds1kjOiyFlqBrH26qPXpoqFrYDzfnVHuFS86DlxJDqVq2eT7h85xVMEGURvEssrpuQlz9iDRsRZJkau05LGhzwYcAQ6P+tsq0CFbJwNTiKjXaCtBM3LbVktJPlSohQshZAuNnLe++JQl363JhCskls1zyl2FzgXNmuJgZ4tfObUOpea95+/hfXc8zqury9xfXPVhgVsbY1nxdeMd3jb4Oa5pwXtO38uPb7yRx7dPM18W7F8a0Q4VaiHI5lBtC4o9EwtlqaVx174RyMY6B0Y4XZNsiOJTWQm077BocjCF9RUKcVYgAQdHMm+3s2Uh9DJib3nYw7fIy2m80KVpcNUHP6PH44/diajWGVyRDC9Z1NKQzy3l9YZsb+kov7qFoMKVEjsa4AJpAlPmmGHu6MNcRu/fSrc4tEMR47W6xHX0E90D1KvYdTP03FtYVwx+6qmH7nvBHq6qvYMXuAIEOgBAQg2HfbqNRX2CwdGowjrjrkTn4QaP0z/pNt3HSjpZr+qg6cdwOeb1IS/OHo4L936WKp7TcxjOdbApSYy6V0ktsCkrTV2OinHGIk9h5ytgp3e8OoQvROetJsfUG8n1jFkXAfhl1tWKECAzg8q0N/yuXoQUh/sxGOt6L4RS0cYDKusBWqgWGQr1pOmissWn2xGZgl4Z47CrCE7778UCSml8OQFN4XCt9l6mxVH/8hgUlpw3EeYfPH/tY/2QaEQ6cNAJLY+Yu00uxaH7pvu6SW4TURGLOsla0CwsspZIDdlckR9kTnjYWNRSIxqNsIJ8tyGb6+hA5HuKet1VPbx+6Sz/8co61ajm1HjGL53/GG9be4TT6oA3FdmJtAVhnFMjzil4uLjKQ8XP8P5T93Kp2eCXNl/DE+Mz2HlGtqvQpaQtvWByZij2nOhQ1DbWDUFAVip0JXxBJkEzxFdGFa6DaeVAAV6jYrKup0eXpZJc/9vNDLyQw/FCv30ZjxcCA3o6nf7ip2Qmt3GsPS5RuaDcMVTXW1RtkLVBLnyZTwAhsFXp7odMYqoMk7vSnu1A0Q5lLAbUDkUnBCyhrdyDgMTrAmw0MJHCD2MVtiaL0KoQL4jv0nrwYRtHLZsWXO5v6nGmhrnt16o/qjywwC3gQrufCSF8TFd0lK7gaG93xdNdTS1b/b+X459Qzz31Pyu/S72N8LqXvUCfRYlAzHY1/oU7tyqUYPZGVSXNl5Q0h1vA4jzsNvQ4MK46o9YOjZhWYmvZMTBe3Jh6qUdS7JKoI4lAMMxdWkSpyXKXI5nnmjJvY6MoJU0EAqFLpPblgI0RrleEFd3ctJubWDo2wInLWGEG6JiBYHRD5czAEPn7pJd26YWtIaMkAmHRfac7kQkzIkCs3tFHXPtUGBj/DmmkAZuG58jGDXfbOG6xXwUAAYSFzxJbnOpSpBa0oXaBgWymyGYOGKjaku8rsrn2HrdBzVswFjWXZLPMVwcULK4oFpcq2qriyniNf3PnFj979rWMipo3nHqWP7D5fl5bbHMmlk0/2fjCSvGF1bMs7ZN81uAZfmrts7myGPPUziY3Rps0VxSydiEEhKvEKFpLNtPIpVsX5UKT7bvFx+SOCdGV75lSOXBgclfNsK2E10StOEJCdAD3dhvcV8DAix4vCwHh+HlNJjXZTJPNGtccyFqXSpMrlxaWS/daupteD6R7WIP3P/Dev2/vq0u88beY0sdtZRK3TRHxUeMQRdlvRSuk7avQe2xC9zrU1g/xYKtlxwj4LoGdYRJd9bpVTzUdvrZ9t7B6ox4qikn3OgUHvblFTGDpecDGRmASKHSR5Dum8wr19dPNRk8/VdxLMF4kF1osRxo9s8jcuY1SWlSmUcp52LnSvQZHhdIU0lVnzKShkG3vnEthMVbQGsVCZ2grabRi1uQsmgxjJHWtaGXmKiQaizAyHpewDhjItFGT/98qN9c0bGQD+6MsMusqRxaZpsh0bMbkbxfvwQrqVjlWQLvCUbqRsfqiqKWr0WC88W+IWRi90sXJPWEFPtfcs0DR26crUJOCgaBfkMl3/XVKWbFDDZNuwv4cOwIwTU5CLyUulIXudntTQBCOdzX0k6rn03tdW9urBtkOBGosPO0uKCpBNpcIY8kPDPkeiNZR8/nukqI1WCEot3OGlzNM7jKOZs+XHGyV7OWWT5w7xy/f+SruWNvj/GCPr9r6MF8+fIatW+ioWIqc/2a8y5vKn+aKHvC+s/fzY+M38OTZUyyWGcuLFbpSZAeSbA6Da4LCWDAW2RrEzPdFkJJsX2EKBULQDhXtyIU+opM0ED7DSfiGav4chjTX+vaalE82TPByHi8EBo7qMPgZN4rtlkzVXgHsPRwlsWXaAUxi/N861ADwFQF15VuF+rQtPbC+AYhvE1qYjv5aqUJ3ZAB69aZLKenjmNJkO53nL/qNYYzoN67RIi7+wv8dPam475UphQU2KL2Dh53UB+ixHVGw1hd+HToOi+9q561D6xrZpB50oKkjs5A0mYmHHLxRP0+TJa2WlYXQbVFalDeiUjqDX+YthXIAoMxaStWSCUMmNZVqKT0AKGVLKZsjqfelyZnrnMZKapOxW1fsLiu0FSxUzgGukZITTnpaXnuwI/EdDVeuczCeIhyf7TEZAmI/gED/h/lYKxwTADRauf4LoYx0LV0ZaetBYCP61QuThdPKhCTynh3JPHvnPwEDNrM9MGBTo5+yOCsj9fJTbzvcgsfF9y30U3CTCni90NDqjZPu96jtHznJcMzJxFLwa4mAQxhHl+uBO7dy6WqJqIXLPNClC7WF8EG23/gQgkUuarLrfpNFxvBSRTPOMLlgfkoxu+M0HxufYjq0/Mbd9/Ej5y+ykS948/on+NrxIyfORnh1PubVOXxh9TSvL5/lN86+mqvNmF89+wDPrZ9G7SuyfUk7zBgMXBGmfE+Tbxvk0hW3UMsGZSxIQVZk6GHheqvkknakaIa+F0Lpw6eF76JYuGZJzP+r8C//qxw3BQPT6fRbPlUTuZ1DthppjRe9OB1AiP+HtsG6cjE0l58dvH8PBkofJ/PldHVpsYXtlPth8Q4joTIPvU7HKt0dqxdaF99NJeS9BWilbW3SNna1bW0sybuyy2MX1QAEVgBAF2t3orVg9IVvdhSMVea9baBnTFdj2LpVzmvVzgrZVmJjieOu4uHqWE2ftLn1XrWblyyc9y+lJc9bSu9FZ9IwyBtK5Qx+pRoq1ZB7MOAAgPssF5pcaJR3X3XCEy9NSyY1rVEsjcb4DAptJVJYWiOpBRhtaY3ARFAGVgjkEVRpMKrRqy4s5L5BkD+3oRkTSBaNiMWiQqMmVznSt5AO7FCzwgwlIaFQdCc2vDkiOST97lGeclpdMtwnVq7e5H4zqRDQ0mlYkqZOxz0nPXCR6hBWgWnQ1iSM2uqI76TZHPaIv3s7f4FhwWIRKnRpBJnhjH8VgIKLu6vGki0kVghygNYgFzVitoC6QUhJcWOfQimskgw3hoyfG9AOJM1QcPDsOu8/t4YpDb905jX8l3smvH79ec7lu3z16BFenZ8MGLxtYHjb4DEaq/nJtSlv33wzz8/XeXZng+3NDRYXXaOk6ppiVEry/RbZaOR+jVwuwLiGSeJg4datPCMfFhSDPIZWm7HLpHB/O+bELFwiy20bJ2WVjvvty3jcZm3np8ewUjgmIHPFQawAk0tM6RuSSEFbOlorUFztgKT9p/WfeUOUm/6iA92N1EvdE4duzhAnjRS7e5e+ZiCUgT1i++nCFQ3nYeMvVn8XfnJUfD31Rv1nvVK6smtpHOLr4e9caTJlYuy6UJrsiLRDY4XzXH28vW4VS0+vu9i2wjTOqNmQandUu9OQn+4NgswMQrkwilSGPNexAVORaUrlwYAwDLKGwoOBTBhKqZHCoPx5DwWZljZzhYT80HSeeGMVtclojKL1IEF6nlj582FzgfENi7RQrt2zZ23MUeVYJdjMdKl1mY3shnA3jbfZgrbtGkq5c+UZiMC8tDLRiYgI7oQQGGE5JPEXyRzC/bdKix9XSMrPLUWYvaNLQGvMLglMRACv1t/rMVy0MhKWys2tu/ZIHFjyrJyU7h4IWo+0DXecUjx3Ip4KY0QXboMuKwYcKD9KiBumG8JpJMDEdreuyQPQcuuMbAVqYbHSef6ytWR7EqWN20zr+ptQN+4YbpQMr1Suy2lVMrw0YnE6RxeS+dkhv3XxNbxv6z7yQcN/uWvCV575CHfl13ljcZW7T8AY5ELxB0czvnTwszzXWj6wvIsfOf25fOTSHcyXOfOLJfVGTrGbkS0sg8s5xTXlWI26QSxrN1elUPMlMlMgJfmgIB8XLuU6F441GAh0A/svOKtPYrwCBl70eFmAAVNIdK4whUxy/l0YwPgmP23lwgGhop+uHAhAeJVsYXv5/PGfswNErjIIoxIP6KgYlkD0Kc2UGQh/h5He4KZfY18Y0Yv1pjqAXkcx0fc+CaDGL64iM86wAkIasqzrYa+kIVMaF1FxBk95HUOuNLnU0cBmUh+i18HHs01G6xsiNUaxbDO0Zwxa3RfmBW/30HkTgTJ3TISSJor9lOzPLYCAoAMAaI3z4I0QnTGnz2SYFW/QIOJ7QTcQ3mu0ojbK0fVW+HkYZIiGSOONoTuuFJyF4wmakGBkI/Dy3j+sGDEjel0Co7GyglBMB7yXHO4Fv59IPikTKygGIBX2q5SJraDDeV0dXYMrf2zhX5hbeJ3OVYtD2S4WDi/CiWcvPPgIoSchvX4mXP9k3qnwM9yrx92Lbs74MEvXpMtaYsfOeBxpOWw43HkvPnuid75dCMU9n+2we61KAdKr+TUUlaTIJHLeIusWsSux2oA12MUCO3P1TkSRM9hbp3pugM0V9ekhw8s5y/WSdlTym5dew0fuuoNRVfPw6Yv8sTPv5YuqKycqgbwhB2wU8HCxzZcP384vnL+TK+06P3f1tXzg3N3YHd+k7dmS0cUM1ViKnZb8ygw5WziQ2bSIuevRImY5+ayETPlS7CX5MKOx7W0FA+mS+sq4tfGyAAO6UlBIdAIGdO4KAulcQAQDnhnILKZ0WQFW4Pq+r4YCoKM7UwAQvHP/+c3oVwHEPvWJ57W6OIZysFFgl1K+Mf/bGYKeAMqL66K6uzBRqEZmUIXzoIW0ZJnz8KVwueq59/YFkMnO85fY7rWwZELH1zE8kByASVBNIVsyf7ytVQyyJhoRazvjHP4+bqTe3lFpdekwHgk1rYrbBnoGDEAn+3TGgUOGOG4z+fsoXQH+9Jd5S5l3c44ea2KouvdsbxtBF6CNoNUq/g3SVSAEd82Te7KrCtltMxhS6a9xMPJFpqN+IlfasSY+TFL4sEkX7uluYhceyRwospKFzqm1A0O1USzaDO1B3WGA1xlcbnKNQw+HAPxSD9812TLxHKdZH9KDw7CN4+4L4c+vRGD8/Wz9+U3nFMFYIFSsOJxKekwJ5w70ORBgc9DC9fYweaDOXTisrQRtJVFLi6oNxbBA7lagNXJRu2Zode0Aws4u7O4jlKTaHZPvrqFHOe0go7qWMbu4zl4F7zq7yWMPnOV1W5c4U+7zRzbexxdWJxMcnlMjvm68A+zwDWtT/vXph3lsfo4nD07z4SfvZPZciVoKymsZa8/mFDsjZG3IdubI3ZnrnGgt4mDuToGUiEWDGhRI5ieaw2f6mEwmfwX4C/7Px4Bvnk6nTxzxvSHwT3Ep/Bb4aeDPT6fTxQttZzKZ/HHgb+DqAbXA355Opz/sP7PAx3HlAcL4E9Pp9APHzfllAQbayokFdSESXQDogQ8NiI4JCLoAG5kA289Bj4sCka7vFoQuzch91xsG2/uTuCGRoNjVdSthFEK+dB8MiEPbdN5IxwiY3HbHIS2iMMjce9GZjpS6EJZMGXKlHYbwBiIspkr0c9kDKAAwVsY87GD4U2O56mWvKvTTbckV5HScV9e9ltFDD/8aoyKYaIxT/AeRXRs1CyKGJqw/cbFZULi2qyWCw37D/RA81aQ6o5SWLA+aBUOmDEXWxvBBqVoKH5qQnq2Q2EPHUJuMpXYsijaSWhvq1h2HlAYpnUAQ+qx/qD0QDGGRac/ouPDNKK8dIJOGUVYzUnXUS6ypBaVsUDjNhHvtNRNJmGRhc2a6pLEOFOy2Aw50gbaCWVuw35Q0xoGXRZsh/fkOaY9hvsHrDiMFeIH16V57IHDEvZFuxwBtEKje5L6x0GOeYsdO02c0gug1hqwC06eT14cKGx3NBIZnU4AD5LIreewEytKleDaKcqzI90uf5tegdoauQZoxsKyxyxraFrs/QzUtKs/Ii5xsf8zgWoEuBPPTiuvb5/j506cRleYD997F197xQe7Jr/GW8jIXTig63FJD/uLWJ2DrE+yYOd935mHeeeVhdpcVz1zaYnG2pLhRks0tw8sFg0sVstYubXt/AUvXXlksa0TTIpndXqvzaRAmmEwmfwj4S8AXTKfTZyeTyd8A/i3wBUd8/W8DdwIP4G7hHwP+N+Bbb7adyWTyRuB7gbdOp9MPTSaTzwfeNZlMfnU6nT7pt/17ktcvOF42YEAPpRcCdqEAJxK0XYpg1cVtybqc9F5xHSscBguGPij30/h28O7DghU8dfrG+yhNQGrwYww2DQus0L5dwxfomtPYWKxGlBrp4/95rsnz1nn7Sh/y/sUxBj9Q4KHhWGr0A8VqPBUcFv0wkoQAlOy2r6QhT/aZCdNjHGSMv/THKgBojKLRPp3OChZNRqudkW+ajLZRkeq1jXTZFrZT14dzq4LKPrA7IfyyMoLaP7ItPoSEgDY3mKFAZQapnGgx96zKIGtYzxeMshopTBQuKgyNVbRWRSBzoIsoRgzvkbnzLbyxCyGc1FAqr5MQwqKEZZTXDLIGKQxDv/+BrMmkYUPN2chmKAyVbFiTCypZo7BIDIVwoMVYicYJJA2SA1OypypqmzEzBbnUZO0AYwVKWFqjkMLSCBXBjMH60Iw9lg1YzZYR0djLle+ljA2RYQigLu2JcXS75ZVnORiPVa1PKFaU9m2A5FlMCh/1tp9MNmH7bPq/gray8Xe6IrIEUkMzVi4lUUM+yyg2CtTSuFoF+0vEwQKhjQMHrYb5AtG05NaS7Tl1f3W9otzNWa4r9CDjY9fu4TvvOcVosGRy6grfdP6X+cph6jS+8NiQA/6nrSf5lo1HuWpqfuyeh/mRC2/m+e119g4KDp4pGD03QC2g3DUMLg/IdhegbacvsPq2Wh2RrJG3PF4iMAB8A/AD0+n0Wf/33we+bTKZPDSdTh894rt/ajqd1gCTyeQfAD8AfOvNtoPrnfnHp9PphwCm0+m7J5PJDeB1wJMvZtIvCzDQjECMvChw4EMBuaUdWGzpswJyi8iN8/IgxlMBnxInXJy/5y36/wW+Pr7oWtiSGP7o4tMHAOk2PBNgPRCwkq75TRD9BVwiwHqkYDMbCx5ZZaEwiNwZVZUZ8qKNMeA80z3vP6Wpw4i0eWLQ20RcpY2k0Z1n2mhXdCd4U8ZIl+6YxoYthxocCWW9l9vFfiMYkKYHHFbn1wbvPlDRrepK7jbSi+gEtMLl1ht861+n6hc2ee0Xd9nSa4UsjD1ycbBKxBavLrPEs0vSYkpJqwWm7ERtgXGRwtJmoWukxAhXtwBfXS4IErV1DEYAAq2RUVeRhi7Ae83+WgZ2J/OZE0oayqxlmNVIYRllS9ayBUNZkwvNRjZjTc4pfObESC7JRevAgDCRFUCAtiejl3Xw0K2I4EybDjC2rUL7EFpaHwOCcfbnOIm9x5TZ5DlJy2j3smUS/Uw0Cik7t3o9k79XSbv09SH2rgfcjwY3wIrwkb6GR3WdRU0OoiLee+3QFYTC+qqGG9JViGwtxV5Bvj9AtBa5bFEHdRQbYgxyb46VgmKpUfOS4cAVNyp2MmZX15iVa/z6mS0+/qrT/Oezz3C22OPrNt7L64vBscexOoay4F5Z8Oc3n+Zrx4/wofoMjy3v4O13v5Ennz4LS0lxVTF+pqLaLpGNpdxuyLfn2Nrc3nSCTwNmAHgYeEf4YzqdzieTybM4Qx3BwGQyOQWcS9/DhQIuTCaTzZttZzqd/mcSoz+ZTN4KjIH3Jtv6u5PJ5PW4J+T7p9PpP7jZpF8WYKBeBzF2Ih5d2diS11baGU7ZT5FLlcZYgfHq/vheivjTBz540mL1e0esOqsLibFRmBT6fh8loAtGP4oZM4sotDeunfevvHEINHU0GInSPxXFWW+EwtQCvW4sMWYdxFVtq6IYzDYSGtl50yGXHXr17NNjt/44jLKuBrwHNZ1A0x5WtMdJi07AZXH7Cl69FmTeqAvjKupFg++b73RV9mz3Wfg7ijIdGFjFIlbgilJl+AyVRHgqnQZFaC9UzWDZCrZbhco0e0XLrMkZ5k3UXRTScS0GQa2V876tYNlm7m8PrgLgCl7xUaEBcGmd2ojI+AQwlQndee7SCSgbq1iq3LMUmko05KK/Sith0VbQ2Azt21/PTMnMFGgrD4UJ9puSg7aIWSPLJmPZZO7eaiVGKyfGs8SU0tWQW2TZgvftgVzwxMO1jNfJp6GCv+5hG8FrPwq8p/di+qym76WkwnFs3nGf+WiTMCKpXtitE3Fpkcn/gYayAl3a2HSpHUEzEv7eFdRrgmymkNqSLQry3QK10AhjnQBxUYOxCK3JdhaoXQGZJJtXDK5n6Fyw2JJsb5/lJ0+fgsrwq/e9ij9+5/t4bfkcbyzmbMiTA4N7szH3ZgsYPskfGn+YH7nwRi4uN3jftXv5xLmz5Ncy1EIyvCQZXcqw+xY+ceLN3/r4FIGByWTy9cA/OeKjHf//qjhijjPW6Rgd8d3weuw/f8HtTCaTzwL+HU5rcNm//f3+vZ8GXgv8/GQyuTqdTv/VMYf08gADzRqwYdEDg61cWqDIXBqaykyMS4Y4pTGugltUQkdKMQQybczR741gyET3OrZihd7K0asTAC6FKdmmTVd871U7LthV1QuldDNfnjZ404XSlFkbqfaU+k+Fea2VPYq/9R4/OOPfeu9/Ne2P9v9i789jrtu29C7sN5u11t777b7mnHPPvVW3XFVuNoUCWEIJUUhQIgVEgAQhUIwcK7KBNKIJ/gPTKQpGIRGCgEA0CXbAMiAaCQVZEQibRCQxRiEgjI2bel24ylV17617T/M1b7P3amaTP8acc8213v1+55yvzrm+5e9Mne+8u117NXPNMcYznvEMjRp0McBmFF37vCjraTa4c/e7fNrmYxL5XVXSG3Ur3qJedyLoKmI52XBXvyERfjbqscCuYhziouGOCpXxL+/FyiA9dAbyfgcr+x2swvYK11H0KPSoEkEM3H2D31q8jQw2ctudFUVElZoKle3WSpKBudtjVKU5z8OTwVxqB6UiJBMH29bRWodW0FrHD+xFqfwQnYU0T1La4jHCXSZ2CmohCMZajTE7MYOzOC9oRknTgMghT7rk35VXkLUkghi6DLkrn5y8ZNDL9T1xvUU9UfZbV62Wy/unrmGOzrNxLnoJ8jwYNWtw1CJLahXdK0G81g5Bfn1OFzI/EWCIrOZZvlu0HFKwgszF4BK3IM1lt1HYXs6bOUbaXYMZLNpDc+exd1ZUDn1A904ar02KxgXsjSgHbj9p2bxqGS4MfmP5xR/8OP/ET7zH2VnPr3/2CX/7t/4wf/2uPzkX3jR+qjnndz37swD8mff+ML/3vf8uf/zlj/HiuOOTX35C/8sW/dJ+tc7AD2lcX1//W0j+/sHY7/d/DLhavfwEuF29lgsrroCPqs+RPnv3WdvZ7/d/DSIO+Duvr6//zWr/fkf1nT+93+9/H/A3Au+2M+AvPfHKoTaepvWljCo3eQEWpKJcvlWeh1V6oBbhWRl8pSOlr4ha9hBYrEt50V/B6XmUbSqkOU1CLYxJSnopN9ykfPTDfDucItdlB2AKOkX8c2lfJtd5rwmjSep5CjVp0bL3EqGYXqFH2T0zgOljUncEO8TSGlX5KMY5R2419F4W1OQQmLQIkxdg9SAKk20st6PT72ajXox5Cb8ed/cXgI2ft5m3U5yXyhBHo9DZiTFKnKEhCVc1iuYAPjVu8a0osGVnJytYpkwBpR0yy0Od910tXqvTTsWgZUNG2raNuER4HWtpbJ20C6qafFV1OKyd4fKbb8jxr0d93+QcfnA6ifAkh6ZWnJzU7ACElLZJkb3INrNw9mbnL87vZWcgVNesdgYiPLyp0v5Wxj9qmXvZ0KsQCTkzopWU4er567lLZu1Q5O2s0YFTJcKzb5Ca+kQhkWaHf9FBU4uYEVGClGCEY6CCwiSVVDNGtBNHoUnKgaYP2PsJfdTiGLuAuhEyX3sYsbctZ61IC+8+brn/3ha/3fInnj3hd/2Gb/CvffN7vNfe8z99/p/yV32xzsoA/KbmjH/ywz/Kr7z3h/lFt+Vf/8Z/h//3h7+e/nsj9v/xxbf3ecf6lP95Gn8C2Ocn+/3+OfB+er2M6+vrl/v9/nvpsz+XXv4Z4DvX19ev9/v9G7ez3+//WuBfAf6m6+vr/6T63AXw7evr6z9V/ZwBRt4w3glnQJ851MWErQh06xGCxqWmLjEjAwWOrhABloZapYZCCoooz6mFFeYFszxWmlPYlNIBY+Z2tI2R6D8b/yylC5Ta/jzWNfCDtwtyXYb/nTOFXBcDhNHM5LpJoYd5sTa9RCMEMCPYo3Q2U0GMvxlCMfp6DOjRJ2cgSB+IFLmpEObFeaGpIO1SMap6Die72K0jdjmpi23V24gmh83JwcgOR3ZC0udr1OKkI5CV+vz8Xkxyz3qQD1mT0I5iZKrmQ+X38n7Wj9UCCSnOUOaFrAzXIlI1akZUzBzVxtX3FjlrsqGqkBpVzUS1/Ft+L2/HVM6IiamF7RIRW4y08ZLfT/B/QQLC/G8N8S/6JdSbVdWxKYhpB+u0lFyn5RzK13sd7RcS7vqcZtRKz79ZIwsPWpKfOK/1PsuL6fjU/CGdiDVRIXN0JfQk25aS52gUKiYEwSh8cqSCBd9ICsEMmrbR2M4Iv+AwoX0A71H9iDkOmNRvoHm5Zfe9jtAahqeW2+9f8kffv8BvIv/RT/4G/rqf+lP8Jbtf5jdvvsNf2n4xz+Cb9pxvWvhv/9h/yr/39I9x/fSC3/uFtvAFx3qefNHvfjnjXwV+336//2eur6+/A/x9wB+5vr7+s4989nfu9/s/hFzp34kY+DduZ7/ff5De/+uur6//89U2fx3wn+/3+//e9fX1f7bf738C+G3A3/umnX4nnIFuM6I2rUDpKSVQlzrVOc1MZKpVyKTemdMOQCLB1ezuXB/9oD59hTDEyojryomQOn9h+9cOQC7xyyVpINF/75vC7D+6hikd25RU/nLKw41GoNqoZnJdiqyaUaJcgkD9tpe/ykdMH7G9RGTaRexBuj6qKG1P9eCEMRyS8Xc+H7BEJbmk4IH6XR2pqZOvnxwrR6I4DVqnVsvpn9XIAalZz4HKMGs1G+CV0VCra7deKLJDoEJE+5gi3JjytUGmyuTByXkiBMgM8PS9smmjQevSMjtaaZqFErJisJpoBX0IRhUJ7ahVKiVVlfFXK4P/pmM4fXoXMHr6zYxoRAu+1RWBklLOGpoojWkSGhEsD1vWaiBGolVkZUWlFdHMCE/MPIDKGZijfbVY8B/lBMi7pw9Qrc5NbeSr5+VzxQGI5Xk5T3r1s4+cb7Xev/oYwjzfMsJTpylK6iHfRklMKkQFnZxL5UnzRRxW08o94DtROWysOIlq8jA41KEnjhIo6sOR9iMFWtPtNuy+f8l41eA3mttfvOL/9kt/Bf/O5V/O+bMDf8tP/5f8z5/8//iG+WIdFAH++l3Pb77o+b0nc6xf0oiPz+vP/OqX5AxcX1//wf1+/48Df2S/3xvgv0IqAwDY7/c/C/zN19fXfxL43cA/B/wCcvn/APCPfY7t/O3AJfCv7/cFPAD4p66vr3/vfr//2xBHokFaz/0fr6+v/5037beKX9YZ+BEc+/3+J4FfaP/hvx6enicSoNx0QoSr6rW9mvO0q5GNP8nGaB2S7CkFul/USae/9e8Vydga+q2QhtpRMToW4h9QtPXzKEIuUYhnw2RLDf04WsnvBwXj3KlOonYlcGwy+GagdKyzfZTnISZnIGAGMeRm8Oijkzy6C6jRFWERyc2H03eSnhtB5efFcKvqdTlBy+8+Ni+VImZ5P83CAciy0+g5worZEcgRX/r9elGX57WDsdqV6nMlTQHJcQqSqggRNQbMcUpOgEf1g0jL+kAcR8Kxh+D5rKGaFrXpUEaDtajNBhorx2YMsbNy3MnhCXZGP/I5YpXqUF4ckpxfXzxeoyv5nALRmLmjpxIBL78x4hQ0iimV7EaT6uU3JIcAQhfxqewymtTR85QdiJQS3XxeF/X6jy1R9fRZROCfY017U/pj/f1T0f1nbj//W4qFlddqPkNxdConZeXQ1SmisiulhwelOZJJiJ0eobmPmFGcrPYu0Nw5lIuY3qFvjtIPIQTiMBCPPdE5lLUy95oGmgb/4VPuf3zHtFMMTzWv956Lb99wte35a7/5p/hdz//U5+6eCPDdX4H/4d+qAX7qi9TAf9Yoa/1f9VvRu8u32kY43DD+f/6NL33ffq2MdwIZCIn853NePKS6+OQAAMu64xT9l5x9guxRceYa5EgeFiV6tbHPtfen8q4PhFUW+wujswVdCDGVzWUHYJyj/TAYMfqJVW8GhR1UWRDMMJfNicJZMvAj2GNAOXluDx7TOzESk0cdRSSEGEUv3bmlaEA+DmvAmBSJG2JjxXApJQakM4UsGG1lZOTEzRFP2vYcAZ5e0MXgZynnnI/PhmsZ7a9zuo8OVe0Tq6iwbCehRDEW4rfyYEaNGQMERIrZSfSvohYkYJyIzhH64XM5AgBxGonTnN7Tmw1q04ExqKZBda04VkqcH50dq9qox4hyvjht0TkpQfNeyKnTRHCOGCKJvLI4H8oYUBrVWPR2I8bBGOK2I55tpFNdZ5kuW9xWOtVNO814Lj3tgwWXKwc00uc+NbhCAYnsWMiUpRaQ4mTXj9f9Bur7bi0/vC6XldMxq01mEar8WmTJFzqllBjJjynOSc33Sad8XkPy45A+Hma+BLn1caleUaWMWDbEoqlUDkLkrRn5KbyFPF8bCQFzaTJIJ0XlIWpNsI3wCQZDYxS6S2TDeyNzFcB7/MvXZa7qFy+5/N4VtA3+yTln3z/n/sOnvNzC//XXfcB/9DO/ib/0yXfZ777P//Lqe2+e2F+PH+nxTjgD02SI2YBmffR1A5IEA5Y0gJmhf2P9wgEwaskEz8FutpW+KtGrEYGTbYjzz1cLWJFuTQzzMGniaASKdhp9VIVwZQaFOc5lc+YYsUNITP8oBt+DcgHTe8zgxVgNErmqyUnk2vfEo2iMR+8Jk5uNVzYOIJHDdisRq9Gw6Yi7jRjo1oo06kacA79RuE6XXHawCKS8jnbgQaRUoqh19LeCcBc5+pXhr6sF5pLB5Xvzh6vva4RAlp2AOvce60U8pmoKec330gXTHC3KB4zWaKNFcGU7El7fiFH+IkNnZ6sKqUMOI+PSacqpCKkBJQ6jQMExipzt5/3t7DwgjgmHQ9kXc36GvjgHa9Bdix632LOGYDR6Mqigpb99m04qqhDuYuoDghUlzLZzRalx206S/lJze+ksd70xrvBiuiKVHEq76SYxVE0qk9QnoISANJkqlQ/BMoSGgGLwlnvflr4ZvW9mrk3QJe1WSyzL6VYPSccp8CgNt7JDkbRK5IZWxBCXDcaSkFnmScS6eqROKayd23xPRAhWGlKpSOEyhGbmEwSbK4BElt3sGrQPmG2Dbhv0OIli4M0tIV3zcH9PuL+Xn2parj75gItnF4TOcveTZ3zve9/mF57+OP6J4w/9Rb/A7/jmf8y37asvzC34UsdfuGD3VzreCWfATZY4Vd3jFlYo/Undz3IkkmVla2nXWke+RgJqgZ7M1od5sQhZOjgya6DDItKImbAYEQb/OJfvNb3CHOfSveY+Fojf9oHmIBG+ngL26EsOX48OhrFEiLHvRco0BOI4EaY3kksXQ7WtRKabDVydEzed6KtfdEwXjfQtbxTjucZtKHX3i5yyFdJTgUDr7dcLXoms5s8+yIOXbcRFpFQzyZVTqQxNPSIsNP9GvV3Z19kBKASy1b6poJKEbFpkh0izU5jRonzEXiWBGC+kSn14D9WLcWZyxEki9TI58rAWpROPQOs5RaBU4RdEpZKTU6EBzhfnDjhNwPzVjODFueh72ccQpUsdSIUFkkP2aS6AnCPJY8u+hyh9AGKTuBNK1DDP2pGzZsQqz1Xbc2H7JIvsuLLHIpW80wNnekArUUncqImNEtGdRoljYE5YgykaRgwhasZouA1b+tjgo+I2bLnzG/rQPNBO6H3DIWknBGYNiJDQhbpvhPdajjc5AEFn3lEUfQxdlSn7uZQ4hojSqpq3VdqkmtOnUhTlSBVgKXwClVCyXKERGlU6KOoJfGulCsFH7Jm0H1ZOyhHNdoO6O8j1vj8QeikzjNOI++XvwHcNqrE8+egb7H7lOdOlpX9q+K++/xv5e3/622y2I3/lj/88/+A3/kN+6nO2VP6yRgUwvdV33+XxTjgDwZPap2bLH2dFvKSAp43H2rl8LxP4gCLZu6jXT9uekjJchvF90b+vIodK5zx6XaIDqvbDepBon1y7fyTV74M9RJr7gPZgxoC989ijhxDRvUMfBmEJOy/a5aMIj8RxJI4T0fvPDVHnoboO1baCBFyeE8+kU5rbtUxXLW6nCQbGc810IVF/aLOwE0QdpNFTG1N5m/xVFaHsQWqlIAPrEL+GsFc7WsO0qRQyS8uqKSu51RoI2UhRSh5hRhsglwDGJYO85g3k3UmCOLkmXk2KcRIHgRSBmcGW35ISsDiXXU5xNgCJfHhy1Ea9qqYQDkciaEZxBtVYkTm7FrWd5kg/5YUJgegD0U1LJ2RxzpWkCYws/Mpa2Y80LzCaaI3wN2JERSVyub1UoWSSoQqCssh5V4RRBJkcMADKRMJG0drUNElrdiG171WRRnt2emSnB4wKXOieC30sKMCZGtkkNKBVgWYGihZjijAhVTUTmsvQcx9bpmg5CyOv1MQhSM+FrL3gokkSy7LF3PFSVXWegv5VCOCpjpL5g4truoSlYpOcuiAcl1w+m5uUndSZkK8unOuyxBlkmwlx0+3cC0F7cdT1JE6HOdM050bIwkOkvWwx9xeSQrg7Yl7dSBAxTeIYBE8cPO6Xvkvz+pa2a9ldnrN58Yy7X9rgNlv+nz/xm/nj/41v8Ze/9x1+evsxf+/T/xqjTl2ZL3lUQcVbffcdHu+EM1BGzfrPXdzMXL7XWF/q9Wvd/EWTk6gqeViBDUdnS57RO3EGSrTvknFKQit6SobKCdknOwC2B3Ok5Pbb+4jtQ3IGPPZeiGkln9/PET6TdDSL3su/KcHBn+UAaIPSqkD/OS8dtx3hfIvfSkQ6XVrGC0MwUss8XQpRLJpk/HdBFARthM5jOpE8bkzAWr/I8wIPzumD3Vrlfd/Uk/5U86HccjZagaxVUOBFwEVnpDyVtRVkACoGd6zKyRLysF7H0i75MEdxpbtklYpYtJcOeqVyOG9nkcLwLD/nRU8BJGrMdfcqRMwkFR5E0JN0vVMulkoPNfnEyUiP6zLPNzkfiaQ5p0nS86paQ6oL9EzKtIksl5zWqHXKV4ObBB3wrVRA6NHgekkhHTeWcbS8TtLZr7cbXm22tNqxsxMv2x3nZqDRnnPTc2WOtAkFONMDGzWVfgq1pDJQUIIpGumxgCZEzX1s6UOLR1QVb8OGITRM0XD0ghC4II/rxlFDIuzmaiSpQprn3zo1sDBOmU+wmkNyQea5p6j84aCkNFdT0gh1anNBLKwQrgUFJFJQAbJj2qnixOoRpkElBxXGC40dWpSPNHdbmidnqNGhBod9fUu4uU0BRsS/eiWO6KvXnA0j2+9dEFrD+a/sePniG/wHz9/HX3n+4/2v53/9rf8X3XTDLLz39fhRGu+EM6Ct9B3QZiXeU3V1a1I536l84xhnsR4fFcOiXl9LGiKkSGDS4HRl8FWprzajMPozVGePoEchpDWHmOD+HP1PicEfUP2E6gexPN4Tp2lB6Iu5dM0YieTaFpVL7jK5T2lU24BNJWttQ9y2xMYQrMadNbidIVglBv9c/orBB3cWS08Hv/PQBtAR0wbatIgrJd35jH4TiUser0v36u+UvvT5+tV8inQNCiEs+z1BLHZQsfSViMnCxxClsqCJj0dqirlWPj1fvp++cAK1WEC1mSCnSNyTUN7L5ajlfJQHanZgIjJ/3OzE6EEXB0BPCj0kUZ6ghCA6xQIvm8mUqFJX6nwLI1Lvbz6kXONezsXq0Gs0ooKvVZhFpeY0TyQqJVUWvWxPO5n/WXjJ3iv8ViXlRo3bWYbUYfNue8YPdklXo3Vsu5FNktjeNSPnzSA9GFRga6bCIchpBa2ilOEy/61HzR8AGILl6Ft5PRjuXUvvLS4aBme5n9rSdGlwhmmyEsR7jXe6pB4LMpVD9Pq8rR2BN43qc6XqJaY3AicuzuqzLB1Z+WqcnYkAoZsdTqkyEmdNGiWpRDROvRGe2EQ8jLSvdpibK5TzqONAfH1DGAY5ry9eoV7fYIzh8vUz2ldXjFeW8cLyJz75Dfw9P/1NtscXVHL7X/r4Ok3w9uOdcAa6bkJvRxrjF8p9jfE0iZi0Nji1Wl8u3/OpImEaRWaVSNHmVwkBMPnGisuFW3kwPalcL+WXjyLYozzYo8McKjZ/P4mUKAgj3M/NClTTQNfJe9ZIfjnnkxsr0Vpi84fWFCa/3xh8l3T0O8V4JnnEaBXTmTRxCkaETfxZkLyuiejOF7LX2olap08yalK3Dc4kq5o/kUd2ADJBM18Lk+SV16NufJPVEn0Wi1ob1agq8ZZqYQQKYRTmqo70VoxQ96ynivYeDE2ppVc2YJtZ4bJrHJt2Ki2Mt3ZiY+SaZrKcJuKiZvQWF4Wc1ruG+7HFBxGO6o+taESkclF9nPkkepS0EnFGFFS17wsfphbMeSBexOnVMKoFUqF9hpdJDq5Ek0QEpZjiLPnskwZDFEfAjMl51RBu5x4PoRFuSbA6aRcYfNeABt9EXrfwKnXijE2EJkjNfFJVLG2bi7Mv88rqUIi+RseC+uU5e6ryoKBNeX4FzeiEIxBCbrakiwMXnZ4dgLq9cX6+QAZYKknWc7H+e2oU5IBZafPUiKvtFXKt7EhEHBPfxDKndRulpwgJhcqCY1GqkcZzETLSE7SXhua+k46KtxP25Q5zHASlPPTEwwHGCfXpS7b9wKZrCWcbuptzbr93jst8lq9qnHJ6v8h33+HxTjgDF9seuzWlp/yiTW+CrOt2sZOXiCAvAuNoZTHOsP+o0YNOi1yq7U21/BL95yguiniPm6V6zTGkWv6IOToh+QXEARhTDjcL9WQ4dmslogep++5MqvtWxFbjG53gWomyQpMirpQnDEmpzO0SoU+D30TcLhLbZPB3jm4z0SSNg/NulB4HiCFrU8Ql5Y1zG+HBW46TELGcN6JymJQNS0+Dqhd8yX3mXGeu4DCR0tVQzSVkMKcF8uOMwhQotmpctLihNWTt/hylFzleNatFlu2mxTEEPTsV9b6z2n4F0SoFOnWJbK1H68DlZuCq7WmNY2MmnrUHdlq6CDbKs9HSXngKliFaacccDTduw+tpy+gNvW94udlyGFo534PFbS0hGyGX5KJTxFcbn4WOvq7q/FVctOgu1TOr8x1JaJeryK1TmvtBeACmr9CuEexRlfluBlVKWbVPKJjPyEIsJaVF/0Fl50AcBZRKqnq5H0TipjS2ODQZaSgOjoGQHJ3RxJlVn3LoMc2HaCPk0sbUq6QWEjslHJYd2gfwv5otcFQRtSiBSR+pNQY4MQoRJH2t/tDqC1GtXirowwwgKJ2d2nkOlLlArNJeUVQrLWUOactMPOxUkT9WTlotm0tZ65orQ3fRiA7JGLCvjuibThwD54h39/D6Bt11XAwT2x/smBj4/qnj/5LG18jA2493wxloB7qNXuj25yjMl2jM0o/JqDnDODT4Qcr5GDXmqNG5Oc9RHIAS8fSxWgBjgdjMGEsf8ixKo0c3C8Bktb4cmmbpXK3xrQWrpVS5s/itKU1y3FY9MPgxle75TvKDUttdd2kMxI3HbAUZabuJZ9uBjXUYHbhoBs6boTSt6YxL3e40U5Q8a4iKo2+4c500pIma26Hjvm9ThG5wvYVxTpOoSXoawAlDlbX5FcKCTpFrVFFsr5o/L1FVNsyU1bIGD2KG6XWKhFScSaImJjnqVIamQ0I3KJ0ZM49hmgxOpd4MSqUKkDV8kP6qWZBKp/STNbLtzjg2dqLVjnM7stMj52Yo5LdOC0oQlKOJlklZcnIkRM2gDVYHfNClg2BjPL0NOCcnq5TLrnerlMeKYTMm0BRERxoXtQndsSoUYau6k6UgPZrj1BSYvJ8sw2AJQRAZd7CoUVIaulfYg0SV2oE9JB5MUNghIq0SonAKhoAevKg1hihCTf7EaqzFAc7NfTLKNT/OwlKI9kHVRCo7FVHl+yRVNFjR9w9tdZ90cp8EnUivTXYUUpVR5hqlcwvM3UMjc7myVzOyFFQpEVTFaZ3TLDVyU486XbP4mx/X6EJcvZ3vr5Dul4T8qEjZ15p0mI+D3II9iDOVq26CSc5BkDRCaCjroNvJWmRGI22KzyzNRYeaPPo4oW7uicejoJqfvqJ5eQPq+NVSBr5GBt56vBPOgBi2gIta6odTidBxahicIQTN0De4wcgNO2nMQdMk8R7Tpwgo1/JXan1mFKnezOo2g5SREUG7it2dS8ByHXguEWsbyWe3tkD6odW4nRGylZHcfSbshSaV7JVmOFEWNROS6luAJkV8baDpXCFKnnUj5+2IUYGNcZw3A9sEW3d6ruXO0b+LpuRQD67FRZE7vuk39EnmeBwa/MGWygjTVyRJT4EbyyhwZ5yjQcFt5WP1ylYHSyuotXxEzwtjtFFK2hYdHlNTKuvpWicdHlMaIpNEpZbcl/RGRguCSkJParn4yl/5ndz8R2mBqRVz6sNHXcrQ8hiCLYhUro/Pde9TlNK3o29K3fsYZgdBK2lL3TUOa1MkWm07Q+NZhKc2+I2Wev02IWOtdnTao5UoX9Z59Zw7l/0VdGJM98391HLYNEXu+tC10uMiKFxv8FtTqjZ8J810VAB/hGBEEEsIj1L9QFSoMZFix0nuj2kS9npMJEfvSwmmgkJuTNKdonehklqjNfK+NVL+2lgwirCVDpKhEeRsOjNM28SJ2SjcucI3EC24bcRvtTirjSZ2Ht0ktMDMHUNrYaRasAjeXEkUqxbNs1Owuk9OIVBrYxWrbZTn6/dTrJE/VyFFDxEHKXGMxFS6CqhIUOl+DnLPxtQ1MmsXaK/QU8S3inanUQ6ae0fTGNShkyqnYy9litx/zR/8ER3vhDNwnFqYOg5TQz9KlDNNhvHYEAcDQaGPmvaQGs+MQu4zPanpR5TmPE5yoOIM+BTRJOOfDb4LqFw7XmvyZ4W+TSNwZ2sIW0tI0Yzfaqak5OZbhdupGdLvBNaXNr8pikmRC4kcqUxAaZKhEIPQWsemcTRaIr8uwdV1euToGwDuk7EHGL3l6BrGxJs4Tg3HsZGc6WSYSvSvUKPC9rrkkPVUMfZPwPYZCVCp/rpAnhVAotJCqVaLXMm3FodCjh9TvW4j0aacciOwvUm55G07sbGuVIlYJecpaoWpOCK58iHnib3V+JymyceSwi2tc86a0gXTJzLjIUXU+bc+WclK55HTVDEqAqpE4bmEteZIAII8QJKuTsY8Pe6MK3yEjZlok8HPaI8mFsEek3I2PmHG2Qms9wtyOk1k7Rrt2VjJpZt0LKOVtNBopV2zdwrvpaeC2Qik7DuJ0l2qoGmtOLraRYzV2MyHcV6cgXEE7wnj9IXLYstQSsi0xmB2W+z5mTgHbYO73ODOhF8znWnGg06ommK8UDgnaJvvIkFFQdtNRBtoEplR60BrfZENX/OOXHXdslhRTkc5ZwhF/TRxXZJxX6Qh1sY+z735h+bndSqiQh+KU50QulzyWVIFJTVRed86E3ATFBES4kJMvAXICqDCiVIEIw6g8iT0UmMOHdoFzMtG/JDwBUW3vuj4Ghl46/FOOAM/uDsn2guGvp2j2FFh7zWmV4nAB/Y+5fInkeq1x5TvHEXMR3nRc88lfqyj/VpvXytiY6XhjMkEPiu67hr8RjPtUqmVgWknOf2oITbgNpHQCuQd2pCMnsB52ga0mfObdYfDDH8DhYDngixEkzccVFtei1C0EZzXDyokSt58nNntyinMpOY2sk7qlk/dhLVYDyou6/VrqDIb+8pOqvVCtkID8vaCEZgXheSE24BqPUpHTOOl0iFF1HPUHBcLt1yuCDqg08JqdCgVCz5FeXlkI70KrMp7BI3zUnVS9hkWKpQ5/5wfwxzlr6WqpRGW4AM26V9kJ6BW62u1Y2McjZaqGJvU+tbHKYbKcIziCLpgpJQupYIKIhHn1tfFqK3IdSD8jhjBWg+dIjYQnBbJh1YQo9CKoc3Oou/AbUScqTkamo3BHjtRbrxp0U0DzqH6gXB7+8WVG9OJjcMgU+hwQB+OUlHTtNjhHHPfEY3BnreYocFvlJSiOtlPQQkUEwhZ0ES8jnjvwQSsgs54NnZK598X5KVOt+RzPFbncfA2aZQI12Z0UgQZUqlsbmoWswOR7o2ldoEgDEUWuTgRM+SfuS51ik4FxJDnWyD3XamdjOonFi3bMzci/V+j8Bpye4KYVA5DI9Lj5kxSCK3VNNbApL9So6vg7TkDX+qe/Nob74QzcPjkDPpzzJ1mc1CpfA+a2wTxe2iOQbrxJSU/3fuZ3OeT8c9M2FVTF7L4Sg33KwidWcD9007htjniIBH6klHrAmETS/5OtRLto8SoZ2MPLODJPLJhCUExublxyML4+FkdMXo1k9CiSkQ0eSwCPQqba9390uAvpIIzhK4oyEVN6Ao2noYmVxGM8nPkkpnob3QwtGyvCBsBNAHdJe2IrCOhZuno7ADl8djNnztD1qMmGtYLfV09kR2qKWlOuEk0D2JMZWf5fJPP4wzdLsoaTRTnT81cB9uIXkPO7TfGY3XgzI7s7FikeTPXIx9HHi4YpqhLi+ujb+idyPGO3tCnbpfZODkvRj/PrWX77XlOLR5XDpPSgl5FlY7fKpEsTpU1vpMKFhUkBdee6yLK1Nx12LudiOAcJ/TdE9RRhLVi3xPuj28lpBWnVK0TIupOCwqhddJfCITO4FuNdgbbJ3GknUJPGr9VBAPeaY5eoW1kal1JF1gdxBnQvjhjGYkBSb2U8xk1QzDF4Rq9pfe28JdGb4pjnitKio5J6kmSHctYOQPR65J+iCFF80kQKlaoAbAg2sWgluQbVf3NvJ6oEpKQgp6Y/Ywoqot5aTSIg5JSgGqrMFMk2lbQ0CHAR1/osn2x8TUy8NbjnXAGNt81mI3B3kF7J4xmM0aau4DtBe7Xg0f3bm4560TDv4yK5BcbU0hNobOEzkgu0ijcTqf6fMnzuzOFT0Qlt4v4bSqRaiNx41EJ7jc2JBZ6NvRzdJgXgvw4i5xESDd+tSDkBHeOFLLxCZRmRiqKcTdJnldFKunebIznx/Uo/d2TsY8WQjOL9CxSGMmoZcLVoibai2HMZCvllRDIopoFeHIEVBnKaBCBo0QUxIZyDrWJpY9EHi5oYUTl362jn3JpZ5gdBIbPuXatknZCBVtkOD9ERe8sLop+gguacah6YAwGNc7M+9xPojhAeQGtzimJ0BY60XGINhJsWOxrroqxOrCxUzE6NhmhHJmOQcphs/E5uJYxiHjO0TVSBZJK5yZnlqREp+fyzHVte9mZClY+NRK0jIqCFuggt1SQe0KfyXkwo2K8SqiBB3PU2KNN5WxbmvtzEVPyEdN7dD9JyaIL0vchN9TyAcH3Y9LeiCxF/hFuQdbfSIieGkbMDZKusBoztDT3wt9xOy2aCBtJc0x3hulcE21k2LYM5w2vN5KKOtuMPNkeEz9jKpwco6THQqslNePRbONclTMlcaMQFS5q6Y3ghKMxecOQJI9jVIwuP84owtzDJJooTidpHXAy92JiHErZY3Jq62tayhBYOgL13xgT4FCpI/p0fUNq3qUVMZVVi7OeUCAPwRipCumbr9YZ+Hq89XgnnIGLX4rCpD4Emntp46km0fBXYxLvScI9mSRTdOG1RPuxtaW3vN9ZfGrA4xLcHxoh07gzUvQfJde/81IbbSJ647CtL50PW+seCPRkYZ7Mbq+V9SI8LPVKrOUcaZYIO92sIk5D0uZXqSEKRfioNAgKScgGTkfjVV5eyrQkMvct+K0cX1EgbEPJp2f+Qj62nDN9INji0uJF6nGfopoSNWd7ruMsa6zmhlKqCnVmEpcuC2Ut7LM4tihRrLZzZ0prhaSnk9ZBGzRNSr3UyICPiuPYMEyWGJXoTxytQKEBdK8xw3xNcsnpKQdL5k8kN0VSTRYBSnXxCR0yWqLQLLpTDxcMQWmGFHGKep4pzXcOU1sMSz+J6p84l0YqZzLZ02encRapWf2UjAoVmomgFRJUXzfknsDIMfl2vk4uSzr7uYeEHnNaSmSdi5bBGNHjNn1uqcBY1BeTvoGagnSRhDm1FxBRpJWzr4YRRoVSiqZ32CY5+5uG7swmbX/pvTGdyTrgtjBdGPw24k3keBZ4eXGGNlK1crnrOW9HNJGtFeegqRw2XZ3UTjsCChtVadAUombUBqNt4Y0YHZh81vHQOK0JIc7In1YFGYiKOaXgq9s6IqJkJT914trmj9aIFTIPYvpO9PIva1tEE1FG5ndwCm1mPoHMcU1s9GM/9aUMWQbeLsT/urTwHRgXv3TAKqRT3zCiarg/e8qpFW9sVGq92xR2v9uZpM5HYiJLSY04A+DOY1rMA2EXUFtXctbnm4kuCR21xkvtfjZaFdycoUEQR2ARqTlNSCJHWXu/iJv4KtoMqsCwxRlwkOvPla+QgDB/DpY5xQX0n2q5g6SXRSBmI8eLjpLa2PhErgrYVhbCOtrO9dq1AJGcfmHqywuaWFYaigEnGZSCLugofImSKklOQVr4fKUNEJwuapAz+sAiylVpm76RfDAKXBMYW1tSM0W2Ou3XIiUzWnzWUhg1qjezmtsotfZFsCc3SiqGM/2NaUeSIyBIQSwcEZXEczJRMOf10QjUX82jWgfi6Bombwr03E9WiGtB4SaLTyTQrFVA7rHgknEmz6PKGVgjBCou5kruIhlVQnBMnI8tl7Clc173e1iswxkVSshEfd103rc8v6fZwdXOlH4ec5kvLFp2e3EW7CEFA6msUfVz0yg9TsVRMFpjqwqFsGvxOyvrwtYwXqaqBKsYLyzTuSU0kbGD71+cQbo32s3EbjPSWknvbJuJrU0CVMov0lIzcTNgtSJEv+Ah5PvJB5kPLhGVhc+QUjpKE3UoqGHMiqTpXijzLl/jjCZmBK5GfapLHqveIphIEfgKUdBFkwIRK/oRIc2dvHaeApi+1FGvY2/z3Xd4vBPOgP7kNSasOvQZncqODBhN2DaETUO0Ct9opgsrDGgjecMpqfWFBqbziN9IKV/sAvpsSjB/YNNO7LqxqM5lODePUsvupWwvE7KGyZYI0zmNn4wYs5ig/iRprKIsjCW/HiokIC3cxfifiEAh3fMRufpreJDZIBVnoJFUQG7tGzZB0A4VoQ2YzhcRH5sEd/Lv5CYvRS0wMahDJknVkXqVt1QqH5w4Ass671DKuSQK0oJkZx5EdgCyIE+KbLNq33pEpQrfQbgPGt8YybCoyGiWEW4RTgrJkDqFTlGsHudOiVJiR7k2wFIEJ59jK+mV0CSSZRdFEMcIWVSOVeGByUuVglF2IZ4FM1G0kNSSWl6ZU67q3Jn5C2n+ZNGswhmpuzv66rzF+XjECchQc3Yc4+wYJJSL5BiQqSxKjIWys7hPVm3MOXitH67MGSXLabMYFGOd0pi0ODUJaTC9KIISFLYHe9Cpuye095bmvhFH4RhobkfUMIn2x6En9oMghs4JedFLuYtuLDpJfHebDbuzLXHTEBvDdNkxXlnhGmw1w5WVigUN03nHq/N039iI2TnabkInka8uVf08lpbSyHltzOwYeC1tsm1qluaUwZhEfA2hOAZE4WuUdGLSQygoWcj30sN744GIwcqYx3ydohLnL69FTgiYs1JlEpI6hTB9iePUuvdFvvsuj3fCGYjjBDTQNMSuKfX9YdcQOku0Ev2P5xL9+1a0+UWeV2Bwtwsi5tME1M5jO4n+29Zx1o0lx9wZV25YqKO1xCBO8H+O1IQ5rHGTwTtNUb1zy5u1bmlaS5BFhXjoMRl5rcoNp4jFMZAP87j3W0UAsYpQUQkFsHGGfStyo87KdUqgymkyOGfmRSgm2DIyG6K843l/6ugjRfl5+9lYqIpAWY+iFhgRadhJl14QUia6dJROOwOAozTcKTr9ZZ/mgHiBoGRjmYmWOU1TGc6o01+1crCqds5Z+CY26RynypHsAAWvGUeLUpFJWY7JYNZpFzkXq9p2fyKdlB3K7ERCSQOUhkvrc6Pn41Hzw8X5Wfx901AkYaiU3knVME3jSrVHaz2dmdGlRnvW1R8gJZe5/NVHxegs/WSLbPDUW6ZRhMNUb0QQKbWcnu4U9j4p6R0i3UZj+hY9eqzVcsjOE4Mn9gPxs9p9a0N3ec7m4kIIxbsN07Md07msL8OVZrgyRXp5urAMu45o4H7j0TuHsdI/pW2lJDgTWTNZFLLWhEuXbV5b1pUeuYmaT2myvM4suqlmfkE9T+r7MiNz6+sH8+tlQsgkF2Gj1AdkSv01gjjBukF6bXyOafLW42tk4K3HO+EMqN2WaM6Iuw5/1krk10k3PrdRifjHIvp3Z0m9TyMw+NaXm7XrBPo3qX6/TTdrJgA5N7czHlOO1gdZrJzT5WYMk55bGletdxewXT3KXSS1z+X4Fthb/OKTWjHnBvOm0oKdF+8iV6ty1D5HBKVLYxZWyeSkIMdV9q/22hVzdUE2ECZ5BrpCBOCBPGzdJrbow2ckIEv0ZpSkOqS4XoXyepbPeYW2LPZ1nedfn9/aMVP5fCKiUBltyCTBgj4wEyEXx1/vsCI4hZRmZ9Ymy0W7njOVmE1OBemF8/K4tV5cF2T/ym5UbZMfLLYnnMh8baOtjjfL/6aUjzYzGlC3DM/30zaV61kVaJNoWM6z57p+H1Wpjsi8iKyMOXnD/dgwTKKPMY6W6WDBadSkcGcac8jOgFT62CFixob2zNLuWuEV3W3R2hDv74mTe9wpCB7/6jW8el1eshcXtGc7sJbdswumZ7skKKbpnxjGC+EdTWeyFvk24prIsPP026kEG9t2KmtMHWzUmhFASRHBUmE1S6xPYeYaZKn1ur9HdtyDV8VRWMy5+povrn9eCyickFxRUIjNVuayGuNX6wx8Pd56vBPOgPvgkthdMJ1ZpnNpxeu73JlPFj6/Eba/sLeTA5AY3dbO4jW5jAgobUz7VE8eEkyboVnvVYFmiUqaGtUlel7NTWXWoyZilceV4VhErXPlwcJqlUD3hHdQ/Ww27mUTVR5+/X2B9mfxlJC7NKY8rxr1DI37OV9efjMHo8UYkpTemI0hyWCc2G8hic9oQ+l3UMsEqii0OyvnbmnIVgY/bVO5GWIs3Iqaa1GXU+bNKaSaIsPfqatjSBF/aGZuReEAmPkaqiRWtDbWuQwxM76VU8mpSvviViWZlQOwWLhXi3bUy/w+ueS7oBbzvIrqxDbWI5/yOkrUlWOZKz4y7yPr/yvQxpf7SeuAVqt5lnkQKkW/6a+OipCcgmz4MoTeagcWmqgKubK1oiw5WM9gvRBXvWbqLO5c7sfpqGjOVene1142tE9tKnPc0V5tMfejVC28vCG8fPm5dA/C7S3h9lZOzfct7dOnqLYhnm3ZvHfOeNUW1KB/qiUt2cJ4qXEXhmgi08bjzgxt40Q/pKN0V22N48yOctxAo0JxDmrHICCoZCaW5oqF0UvnxsHZErTk8ljn6nSeXugcPOpU1uW4WiVULCZkTCowVP/Vht9fpwnefrwTzsDdtzr0thPi304VQpzbxYU+eexCWbB142eimoopTymr/hgpxjAmmLrk4gornjlKTRGqruF+WBoWExdRVSFcQWVEYsmfq+ReZwhdHlNKEmuCXQ2v1wvu4nH6uzbARaM+5/qDRA6FzzBqdF+XzzHLEad8Yc4vR8NMmmti1funtognRkwSqYkfUAuvxLUTkH4DIjWpeEYn0os11yKARkFipaPna1aMa7XOFe5F5lC0cgJ97gWR+BW1AJI2cdGZcbEruVokkxu9OFWZHGpGISPWPARV5/Rrh6u6oLHmJWikIU2K3oNN6o8qX5s4XxtTEf+gckwrJKfMr/kxef5V+1A7qTmdJCrCcTE3RbXRzFLOSblRnO8GzbLFdT2KdkYydPn7tYJiayup7aCYTCg1++5M4y+MdO5zMD5R0ovEgz0Y2huL7UWQrHt1RfPyffTkUfdH4otX+Ntb+AwGe3QO//HHciqsxb5+hr04g8bSPd3RPe+S7LhmeKoYLw3RwnRm6AfNsPVoG3CJZJyrWy7sQKcdjfJszcSF6QU9QeSuc8WC9BiR7/ah4RBapiicpWNouZk2qXum4X7qGLwtxNNhsrMap9cPS5tPomZRCIvpYdTIPdR+xaSBNYrxRb/7Do93whk4fKhQ5xq3YYb+bSR0qRwuLYCkyKVEr7lbTgRXG5/St1yV3HSGaI2rouF4YqGuI/qqXK/klGtHIDkAmUiWF1etQ8knF3W64ggs2wrXGupaVbtRLainFtdC/srSuIm4FbwhjGYunxvq8rlUEuZZRuPIfme7XexHVPMiWt/EKRUQNA+ikEXHwvwdlUJ2Vf1gOVB5XvQF8ttBQUIw8HKsWsn2dXI88HJNlGGpCZDZ8gZCF1NjqDSfNrMD0LSigJj1CqypKisqeVrntEgsJO0FldoUay+IhRDhkPM9URphLZyBfKr0PKeCVTNKYWfDXzgNlSMQbXUv2PleqCH99Xxbz6P6PNeCRIvzz/J7uV5+iqqw4ofJLtoLr3+jnsdhdblP/Vb9XKuU8tpMxaH3G10EuaJXDPX87jX2oDBD0ty/M7Q3naAGhyd0L9/D3g4oF9Cv74kvXhHHkTAMjzoI0Tn8Dz5CvWhRjaV5dYl9fUXYWPy2YbhtGS6FvzReKoZDg99YQhu5ubIMo8XawPlmkKg/2NRb5A6tAhvl6PTEE3PPRknFQqs8Onm0Ac0YDVO0eBSH0HHrt0zRcAgtr92We98xBcOt67gZN4XsfJwaUUvMHIWiljgHR5BBtDijXdrLfdu8pbT0FxjveoT/tuPPizOw3++fAH8S+A+vr69/+36/fx/4PcB/C/Ef/w3gH7y+vo77/V4D/wTwtyJz7D8D/hfX19efft7fG54Bl4mt3VZEuLrUKduKbGhqUY5MSAu59Oo087qQyIqRmvch5og//45J8HKCbheLsaKwyVWCW1WCWxXp7yORPywdgfVYOwHrNq1AMVY+CrdhmkxpRhMnDYNGZzGdFLXmlMC6jr6WHy4KhRklqGDpwptI/kEMZu4Ot4g81APHYT64uDjnC7JTie7Vg/djOr8xeSohXauTZMNy3SoHoE258CbQbCasDQuW+NrZynBs5o54NztYyiv0oDBD0oWYpKe8NMYiKWQy8yGqc1Fy9vlfnFGZcg1yeqCaf8EiKo7J4dStxyTFQ61FoyNH1lkB8cF5gcKTycp5dU+FGOOirLR+/JnjDVyHB2OBfM3zvUYiiiR1RtQalz6fS/aqngJOM42WKWl7qKPB3GvpxHjQNDeG5tChHGxeX9K9fE8EzI4O8/KWeHsHkyMc+wd8gziNxGkkHI/ou3t022A2G+yrSzaXHbHRjJcNx+dGAplOMz5pGa8so43c77a8vtpyvh1oreMbuy33245OT1zaHlp4Yu5pladRAxe6p2UmIhoiHsUUNX20eDSH0PHK77gPHVM0vPY7PpnOGYKkGV6OO+6mbtG+POse1CnSXPlRKn5UIhfar9hSf40MvPX484UM/LPAsXr+e4CXwI8jPa3+MPDngP8z8PcAfzXwFwO3wL8E/IvAb/m8P+YvPPHSz6Q4WBoNSHnnlETNEX9mVye4ljATswqMnI1fHQXlaH8hwEIhkWVd/WgoOeRSg53D5uwIVBGUQokjEzQhykovN90yv+8rCHfhNLBEAVTlDCzEdIIuRMcYtNTRZ1a206hh7kyoq7p9gZhZwOiUx7nRUrrnKrKZyo5A2U7MgMxnj7XxP2k31Hxd8+VPDl7Jtad9lL9qvjNUnA1oQpCijWUuqSZgmkRuS0zwbCyNTtcHcTSmlH8NUTFOlmm00phvMuJgDVIGKc5AhbYUpcg4n5TsyNQOZyYpZvQipcOiohBji7CRJfW+SMfTiJKjyh0eu7m7Y9c4OjM7A5m8VrPZQcpl67gvp5dKSaCfuSaZcJoPIsb1wXD68WOjcnhKCqMuSdUUUalMWszaEcLYF/JivkeyGmU2chG5L45jw5gqFvrBcry36F6jJ0Vza2huRGeiOUS2n57R3Dr0FDCve8yrW2Lfwzjh7+4pcsoxFm4BgH75CrvbgjE0F2dsn55LX5NO0z9vGC+l/NmdG4anDS+2Z8Qm8v2rK/7seU/XOK42PT9+9or32js67fhGc8O3mpds9MhGTTzRRxolypUb7blgwhAZ9YH3zW1xDm7Dhk+bc/rYcggtn7QX3LgNLhpupg0306aQNntnGZ0lZLTHm4IQlY6O5oSH/fX4kRg/dGdgv9//DcBPI9H/T+z3+wvgbwD+4uvr6wjc7ff7fxH4HYgz8FuBf/76+vomff+fBP7kfr8/u76+vv9cP9p66KplKi86OfqPnGRln6rlL5vIEW8mYVEZMFV95gFpK86OQiZXpe2cdFSiAqR+V3Y7tdit4IA1ebA8XbFpcne9eqjiUMx5+LnSQc219KlMqBDYqvRHrAVkKuen/jsz7Fcre1obtK92rED6q6g/v73+rXLe1Pw6PEAQ6n2eyXZqRhSqfSw59MzyT06bMgFTqRXWTaLqfDeACxCjLedXHCzxKvyo586PTqF7Je2eA0W2eBHxW4golEmQfxVWx9Icq0ItkgNQpKPt3AcjSx7HJhSETNkgmgYgx5QMolkROQuxD1WQAB9zKZspLPVc3ieVJmqu+qgrTSqUZ1E980WNfzkPFbIGFWEypnMjyI/SkWAC3sh1ExTAY7ReVAcBGBVKF0gQ/QAfkqjT1HA/tCIR7DXH+5b+3qImhTkqjq8sza1BO+heb9h8coYZPPowYV/eEl+9JvpAuD9Q91kIhwMcDvLkB6C6DmstzaZj8/SKcLUjGs102TI8a0rDs/HJlv5qw8HCJ2eBn3/yHtvdSGM8H5zf8eNnr9iaiUt75Me6l7xvb2iVZ6cGnphDQQ0aFWjUSIiKVns2zcQULX1suNA9r+0Oj+J1s+PFdMbRNwzecuc67qe2lE6PzgoCluZHCIrwFTsDXxMI3378UJ2B/X7/FPhngP8R8D9LL/9G5Pb9s9VHfw5BAgB+Bvgz1Xt/Filg+Y3Af/m5fjjL14aK7FJHitVrhWiWjXd5nKKydeQ5B7QLo7L4Xv2d2uDXLOz6L8zR0oM33rBWrmbzgtyVNlNLA5eNpRx9qXQIapaHjQjT3lcthddkuhztJ4Rjed4e2b1QbTOjLQuuhVp8vhi8HKkvHI6TcMCSQlA7AaydlCSYkjkcNhtKMSK6kbLSOqo89ZNZVKkQS7N0dEY+nC5OZZaGzo7nrBwpTktuMxsNeJ1IivXxFI5EPf9YnJt8TCDbCbZCOZrKGc1zNArylJtdea1RKuK8Ppm/D1Vd+7pErchmu7QzXlVoDMWxzPOvTncsjnN1bxTjno+3ut9U0YdIx6MTkoYia+XLdyLBaFQiCE/GMCZyp9ZBelMk1dDGeFojDYhAkJHOSlqhM46zZsRFcRButy3Hi1ZKGfsGd9VISsFD+1rTP20xA9jjhu3HG5qXF6jJY1/fET7+hND3DycVSOfFYYD7e/j0RXm97Tq2z57CdkPsGqbnZ4xP2yKb3D/bMp1t6Rv4r6+e8GeefAPdBLrNxAeXd7y3vaPVng82t/xY95JdRg3MgTM9FI4BgCbQKMeFEURhipZGiTjSwQsZ0Y6+yCgfXcNRRUZtiuaBUxqlA18pa6BSlX2r777D44eNDPyzwL9wfX39c/v9Pr92BozX19e1y3gEzqv3S0rh+vo67Pf7sXr/84+cQC2Es/wXyDr4i/kQq/+f2BacNuQrA3x6X1bPH1sMYRkhP3jvxEYz3L7el6gWZN9ayEh7VTHUV+I5FQ9AIudl8J65DoULsHaABNyQnGs29p/RN+EB92CGOxYGoDZ+Jz37+rXagTBzc6VyHHXKpgliLDKknHos1ByNGFmwq4NXkvvPktFOWmXrdLyLEsUTDk+9n1n+GRVXjsv8uBxe/fwxY1k7pskgli94iGi8k+8GrZkqx/HRORwpdeTFoawj/1o2O8yNsDLXplzjgg7Ag7nOfDzzsVSytrq6xGVequI0qoVCYlyci6jm8+Ur1E6lFuEkXkGT+RNKqhJsqvNXSIohS25vG0djRG9kaB3H1uEuLNEr3LllutDoUZQRx4uW7qaRCoWXO9rzLfbQEw89/pNPPpdhisOA+5Xvl+ca2HYdqm3RV5eE965wFx2hlfRC/7TFtwp3tuW7Ty/4xQsPNtJcjDy5PLBrJnbNyDe3N7zX3dEoz4XpOTd9ISL6lUpApxzaRGmBbZOcejCliiGXOfbYwsn5Kp2Br5GBtx8/NGdgv9//j4GfBH776q07YLvf75vr6+spvfYE4Qfk96+q7XTApnr/M0eOkCNq1rgvpS85Uv6M75cnJz5Y8wXWbz9myB98bvXZUwb/1Psl4q0j/RO/X8HkKkf/dQc9LwYZWJQEwmxw8+NgE+HupJHKX1rtf+1gxNRDYUrpgSB5cV07A29SC6wj4fr56hQtIWNmDoOSKLEYhMxlKGz6mUlfd44UWeBlC9kwaSFVJoEl3esK7k+Qf838j6v9LFF8Ps+J0FfaQMdCvCQ7YgudiZXj9ZgTWQxuusaxWpW9grWWTkybOjX3Hhn15ZeTVhv7dP3TNhf6COvyyAcLulqcr5PpJ5bGvnynPs8VmvLAeaqfawhpW0HDlPk8OqJsRDcZJRJHIXfJrNtlaxXpOkfTeELQjDYwdrbMEbfTDHfiILVPNdsriz0GzMHRPLmAT15KVcL958uE5pFRhHB7C9/5buGSXj19ytX7z4htg7/sOH5jIxULDQxPGl492/GijYRt5M88GTk767HGc7kZ+MbuljMzYrXn3OROjAGfdQyiKk5Co0RRMqAYU+rDRZ1afSviCfLp1+NHY/wwkYHfAvwG4OcTKvAk/f5fBkzAHvgT6bM/Uz3+E+m9/7B6b0BSCZ9rqHSDq5MW+LEvnQpLWWh4l6gov54/WxvkU4voZ0Wwp763WCjV4vkDqDU7CLWuQW1kc6TqZoNbovRTvk4mpaXzqFHLOnTUXLaWGvE83O9lNFi4B2l/FrXzft4foBDnTiMF+bl6YCgKYz75fAW5UMxpgWRsKZUcs7WOIfkx3sy/m+D+Qj4cRf++dNgb5vOaSwMfQOAqiy6ll1MpaWjSe6nstRj+XOqnQJmA1pyE7RfyxJGHcsSV4NW6wdW6tfI6LbSeF4vIvBAvl47jg3lQHNfl3CzOZ1i+/7nSBhWywzp18iZHMQ/F8kPp6cLBqOZ+yI6ZBmciUxNLFYZqEoKUOCRzGWbEtp5golyKnWbYWKYrKVccnmiGJ1aqRvqG3Xst3csr1BiwL+7hBx/jX9/wq4Gx/cuX8PJlOeSLy0sun14R2wb3/gX9B13qwKrp3xPuQTDw4tLzy1fPaLsJaz1Ptj1PNkdpyWx8cRJCUjoMKHw6eVYF6aIYSL1a5NwMb30Un2Os77Uv+t13ePzQnIHr6+vfVj/f7/e/G/jJVFr4bwJ/336//9uAS+B/hZQTAvyrwN+93+//NQQN+F3Av319fX34vL+tdaCoY30WFpQh9hpqh1mBK6qiKFgmXtZ9L9vg9OPPCq6qzy4khhfOBQ8M/yL6ylEopLw8VUlk7Qyw7GiYFuSyn9WiumhhrCEE5vxrroqQnZ6N8oPjYZbLhYcwcRUdFqOUFr+13v8DpyCFm4JaKEEtqn3Pxje0FNXDaBKJLi/2utpwUMRRFSei1vRXSVgpG0s9SvSf9z93zXuw3/lcqdXzwuxHSl8VxFyumNIUugmYVNo3cxaW87i0uq45CwRi1IUcqzIZNJMU3Wz46/bKqkZp1oZ5YSjz3FCzg1NVXmRn63RKbOnQ1nOhdlpZ/f5Jp2TtALB6rXq++N7nGdV8jmW+q+Js+jYStSmkTNdWpMzWo62cxFxtolQkmoBvgjTWiorhaJiuTGl01b9vaW5FAbG92bL9+Ap7cFKu+PEr/A8+/uxeCZ8x/M0N3NzIIf4cnL/3HLXZEC/PGL55wfDU4htF/9QyPLf4zYaxhdsnju+fj2gT2HYTV9ueTZKObrWnzX0TskOQ1t3GeHnNfLU6A7Xuxtt8910ePyqiQ38n8HuBX0bMxb98fX39+9J7vwf4dYguAUjZ4d/zRTauTXhQ0lKLo8iDWe++RIVZaCiJwdTGf9E4qM79rn2NL7gIndxObfCZI6r1e6oY1Uq6tlKqk/avVWTm4vK7+Xcrw5VbA8eq9a4y8+Ol46AeHO+DUS/qD5yZ9blSC9b8g2OFOWec96Ni1OdyuiIy1TJ31at7A+T9StdbBVVa5hbDmc6jTgt2UZVcpzeyU3Uigg05FZAe+46i4e/bSrmwScJFFWfBWv9AWAqo6vhZ9m2IVQfHXBI6zt0J9TS3V5Z2v/NxZC2DxfkOy2teDKOdWfrRVOe7ODrpHqrnyuoaFickzOd4qbAYHziKJ0flqDx4vkAI1IPX1tuZP/vwOtaqjnpQ5XlokbbnKjl2ncY3Ib3npQQ1OQRt64oapd9qvE9lvF5xf7Co3qA82IOifd1hhg4zRDYvzulefiiiR6969A9eEG5uJT3wOSSSHxv+k1m2pf3FMzbvPSuowfHDDdNW2rb37zWMVxZv4NW55+ZyS9uJVPv5ZuCsHbFqlm3PgluN9ugmMtqvXnToXY/w33b8eXMGrq+vf3f1+CXwtzzyuQj8w+nfWw1V287KCYipfrgY/6rlZ901sG5+U1jwdaSa/j4w/Dx87dH8bvVcrd/PC2V+nPeRE9H0mgdQtzR2oH2cv/dYWkClzxcjv+w9L4usWjxfvvfweB+L0NbHXh7n76GW5Yjp2GLttOTF2EqjqZx/lw5xcTZMpW9ALIappFxq2NpJLjcbymUULYa0RLKBksYo5yXve4WoxFQSWJCKJklhq+SUNMkZgAcEzExUBBb8ldyBLs/j0sI5I1WpJJSoZicmVTCYgYIGyHtJzCg7PEmaee18FXQjXedglRg1lUoenSoaEsFCdPNnHzSKylNijQQsnNi4nMNhuT8PptEbnIH5cXzDe8trmDnG+ecW0WNMUzOfk5QKi1rOofeK0Mr8jUH8yxDkfJluokmdGU0bCynRB814ZYo65dA33B0bmKQdt73VNLedNFi63bB9cUlzH9BjoPu0x3xyA8NIuLn9wnyDPML9ffmu/qWOy299SNxt8Gctx29tOT4VrsF4ZRmeG8ZNJLSB40XL3dlYtCnO2pHOVAqc2qHN2zssn2f8qBAI9/v93w/83enpzwF/x/X19S+c+NwO+BeAvwaZZn8Q+Luur6/7N21nv9//95HUeV2FN1xfX/9l6Xv/TUSP5xsII+h/d319/W+8aZ9/VJCBr3SUGvr4SEvd2vjnyNrN0aDyJ3KqJxoMLRab9WsP35oNeh2VV9HSgyia+b36O0ti4MpQpahqEeGx3N684fn36rdVfLgILnfo4TbK4amHj+V5hSK8KUJLi3M0q9epotOMVCSDu24UlIl5pRkPlGsNFPJkdpC0k4gvR/pCBJzPqfZyTh/yFpgrFHS1L1RRs6mck6rUr0TMAF4RR13OmVfxgRNQYPZVX/pcEioR9mlEQ8XqmAIoL46ArgzwA0cgp2yCKtcFlZyGdI3ytvJ7oUoh1CmbMh/y6cvzO85z7eQ+1J9nPl8ZPYpKPfC1Vf3RU/OsOCqVE5cdzPx+TaCtjr12ivJn877GxBlhFOcoKJ3maiTagDNGqlQAoz27ZlpE1LnR0hhMaX0+Bc3tcUPfN8SEINy9tpjeoCdL+6qle3WBmSLtraf7uMe8PqImR3zxUroqfsERhwH3C78oh9e0XHz8TXbvXRIazfC84/4bhulMEzrN8Mxwf9WAjeitoz/v2bUTRgd2zcTWTuW4/kIe+/3+bwT+N8BfcX19/d39fv+/Bf4t4K848fH/A/At4KeQFen/DvyjwD/wObbz3evr67/oxO9vgD8A/EPX19e/f7/f/wzwn+z3+z9+fX39J9afz+OdcAa8M+DN3JozJkOQIdTkDAg0qmZIvYKKaxGYx8hUavm/1YdOGPW4fH0R/Z9wBpaLZlx+Nn9u7SisfnP+8Tcb65MIxqkFeb35tY9Qn5vFG/HB70c9f3hdwbBWNVxEqDWfIRvYE9GoRJzJAQtLln+O/ovhTJK/WQL4ZL+FtD/ByDaL4l/an2ApKEVp6Zv3WVfnMatbPoa2xOVjncmL9fXORrTqFFlzFsqcXkDxcf5enH83piqbPMVqJGox1Ow4qhgLMbWkk7ITtr5OOfpekP+WI8+FGJG0yNr5rc5H5tc8QJ8qQz3PidmZWRjzeo6tS05Xc3GZGqOcvLyd/Lml80mRNY9ovNVMk8XrgNZBGjOZSKMCOztyZoUToInYpHHgguF42XBwLQHFzbDh9XFDPzY4pznetJg7abjU3Dd0Lxuau3P0FNm8fJ/Nxz1qmNB3PeH7H4m40RcYcRrFMfhzCt22nH/wPpsfe8Z03uC3hvsPjPALGnAXltunlvszSSGc7Qautj3KTZ/9Q7+a8aOhM/Bbgd9/fX393fT8nwL+kf1+/5uur6//zInP/rbr6+sRYL/f/9PA7wf+gTdt5zN+/38AhOvr698PcH19/af3+/2/n7b3KML+TjgDYVLEwTyM/idV2sGqzPyuyXaPRefrxWv1/KQxrhfdE89LXpT5vYfRWdp+Mf5x+TvM38/7tYY/HxjKevFaL6afZ6zun8V+1ufslCNV/56eP1SiyQL/LyPsmFoTl0U8C+us9z1S9Y2o0R01EyjTuSt6/zFXAcST577eL4H4ValYWOTMVXIO6n4T+U+aXwtkqEKb1qV2a2b9aefw4b4+yLOvncjqO4touDKwp+bWY5G5/Gacj7MyvlEhqbjiGEj5WfpvrvpIt+gJ73H1m8vnD8ba2dXL1x44wrVzWVVILBxP6s/F5e+sd1WtPlcjWwGC00yATu1HtYLWOhptCqyuiWzNVLoSYuBJM2/muGu5Od8wBkPvG1483XHTd3iv6Q8t/U2bRI8U7auGzQsrLZrvAtuPn2JfHlGTh49fLDgDnzliFMTgl78D3/ku3fk5+mzH9sffp/9gS2gV/RPD4cOG6dwSGnj1pOX+qsV87oLwtxs/ImmCnwH+/fzk+vr6uN/vv4sI6RVnYL/fPwM+YCmq93PAN1P/njdt5xVwsd/v/930/FPgd19fX/+h9L11td3PAb/5TTv9TjgDDAZ6LYa/GH+1YterRRnYWvQGoOCOcbkAqHqBqhbYRV6+RG5psQwsFv1ZaCcuv09+Py5/77MWQVJ0ZVhER4so2rCsCqig0ZMLZvUb9TlZOD8PStTi4nlcn6/1odRRZJV7Dg2F9Z/19hf7SXXO0u9JhJ+dvxXZz6eIf3X+6x1SsXKaqnMYKmclpybqc1gb1aXM8uo8pd8rJYiLSo95HtRldydH/RNvclTXn8vGdwGDP/QE654ID+fl/KPrdNLCEa3PjeJBR8WCoORrn3t4VPt5cpy6R+tjXRn88pHFHI9Lo74w/rH67NKxY/38Tfu1ciAIglJ6pWC0HIB+slgdmIIo+FklaodH37A1wtjvtHQkBGi141l7n9oTa87twN22wwXN3XnHy/Mtw2AJ3nD/pGF4KtLI9t5wfL6hve0ENfj0ku77z1HHgXh794Udg3B7K7oG3/8B24sLVNdy/sFzjt++ZLyyuE5x/KChf26Z+kDz2Vt9+/GmtfHzfPdzjv1+/7cC//yJt16nv8fV67WQXh5nJz6bH5+zEtxbbedngX8H+Kevr6+v9/v93wT8gf1+/5d+xvceHe+EM6B6jW70XNeeDa87wQV4LOJ4xDCuo99FfXwmRoU450L96r1s/Otcf4wPFl35rYezNa5Ln9TSwAerVsxvyFBwsCzLwGoYt35cw735XOSHNfEuMBPtssFLuXh5HotDsDi/xVjIfodFZ8BkGPR8fGUXsqHM5yeT/TK8nzr+CZEyokcwUyzXqTgq63Oq1VwmtzJcNaS8cBTUbLgfROh5flUKhOKoxNn4T8k5SedJIP2aRR8X13tmtCdkIu338rqp0+mU1fleMORXDpbs//ykdrYWzhfVfmanebW/CwcvEz0Vc6VHcgBCg0hCZ0P8pgZjC9RCPb6g1wY8P1+99qi4WHpdJ+Nf9wJ5zEcBlhVLcX5ev6+Qbo7j0KBUZNSR0RmsESZ+Yz27ZkNjvCAFdqLNpLyUQjAqltr+jZkIWhV0oe8sk9fcNx3jtsU5xdQb3LnG3kmb7OGJZvvkKaYPNLfPaH7lEj55QeyHRyWSHxvh9lYKwD/5lPZnDdtnT1BnO6Yff87hmx1jjJ9fLe4txg8LGbi+vv63kPz9g7Hf7/8YlVBeGk94KJR3l/5eAR9VnyN9diG4V2/n+vr6Z5ES/Lw//+5+v/+jwF/7pu89cjjAO+IMmEGhGlVY4guYvs6353+nooo3ef/14v8mAl/9ewkFqH//MS5C2Y8F1pz3a7ngB1OVOpl6AVay+K7Z7dkIWAhFjjd/L1YL+ek7RciVkaKx74S4lqFwnQ1goKgNlvOdz2Ft3FaGo5zfVNoolR3L1+v6eCmRk/NqBrB9LHl/MwT0lBZ+HwtKUwynUQX6961O+6CAWFIsUmrJbPzTtcyI0QJ+T07IjETMz002/iEmZyCiXJidpvR4nceU66jLPvtWo60q58yjSq+Ici7L9VYL5+8kolE7gKfGytF5mEaY5+gCUVn1Rgg2Gf3cNbENqCTeYxuPbRLT3kijIJtKg3PbbZiNayhGV1Tu8uNQGd9Tvv2bxgPAIarTLcHf8P1c4gmkdtVVGWiqFsgj5NyIl8qRKf2WNoF70xY5ZGuknbRWMQn5+AUprzTLShfQJtGj0E3SlCkoXGcYbYM7E9Ejt9VM5wY9Gpp7y+7yPdoPLtGjx/7glaQD3mYELyjDJ5+ifvGXubi4wO0it5dvt7lfQyML5QGw3++fA+8zC+kBUkW33++/lz6bYf2fAb5zfX39er/fP7qd/X7/IbC5vr7+c9UmDVI58LPAP7Tf73Ul8/8zwH/1pp1+N5yBHpR5KHu6iGryfXkqh16/vwoYat+hvJgCFFUvrCnICelLSkOtF1BSBIsfm0ddG13v24JNrxCDlg1rHWGvov+5zn6OznIunsR0ZxWZiRxvPgg5jlia70RhwU8QXDoNHoJbEvXeWM3wyNCe4gBkuD8jAnqKhRWvHZghYiYxsnoQB0AFMa569KhJdkBVRKOoNVhNSEY2tFLjXZyBRCLN57cmKS5GqJyfKChEhvsFmYgFjdBTEF5CkP1QLpTHLOYCM9lOiSMQABJpMRP46rmQHcLQgm9UmQu+nedKUUB8jNyoV0jQifn/YNSIgoolrVPmUFLuy0JKTWoGZG2gayZaK1HuNjHPNZHWOFrt6bRMAIl4Z+MXktHL6ndTMOWxS+2i8+dc5eGEuLx4C8chfb9st3I2Tn331AhRNEsWbcFzD4sojXtC0KU8NHezzFVOHnEclNO4kr6bxYuAIkCVUQClImbdFRSkpXBU8tm0LYfMc7witBG/FcfAHBXTWUPznsVMkc17WzbPLlD3Pdze43/w0YPtf94Rbm8Jx1Fk5b6q8aNBIPxXgd+33+//mevr6+8Afx/wR66vr//sI5/9nfv9/g8hd8rvBP6Vz9rOfr//O9P3/srr6+uP9/v9X41wB/4D4FeAA9L591/e7/e/GSEV/v1v2ul3whnQDlQuDaujmmqRe1BOpCiOwYORDFHM3gDz31hzBEp4ljYbTxjDxfxTy4f1vqn5tQX0u97vmgldlbEtIvz82MZZVtjEJMmbVO9M1QueOeIoHemSIxM10pkuKDCRoBUqz6qSCqme14dbXYsFSrNq6qMyu79E+BQY3YyIwU+wv+3F4KsIavLo0SdHJaK8B18ltZODpbQiNgYzaaRELqJiTDC7QnlNyEa1pBBqoakUxeXUQ0oNiXhPSMcQEvwfyoIlbP4TC5BSs/Nn1IwGALERpyUaRTCK0Klk8BW+Ad+pgvj4TomWQUYNumpOWCm9lDkTHzp/JpaeHqrSPag7YZZ5UcHs0iZb/uVoFsAaL3K0VUSba9Bb7dnYiVY7cQbMxFaPApMrz86MQqADtAoYxCHIjoBPOzcFyxRNksTVTFHq9T3iFLhoUrvlWTo3D185DXmey5RVC4cg5O9X333MOai/E6PCpd/1QTMFjfOGEMF5s3QO0mNFTChCRibkWIvmRD6/GUXQsQgZ1Q218shTTesosslGFjFvNVMrcJIaNe5MYY+CpPbPNJtnV5hB9Aw233uG+sELOPaiYvgjNn4UCITX19d/cL/f/+PAH9nv9waJyH9rfn+/3/8s8DdfX1//SeB3A/8c8AvIavgHgH/sc2zn/wL8OPD/3e/3DiEU/k+ur69/Mf3G3wj8nv1+/48APfDbT1QyLIaKfwG3bdzv9z8J/IL5q38r6mzljq4j7CpHPMPVJ2DBZOAXMHc9AReQafWdR8ap6GvOS+fI9eG+zX/jw/cWTOh5IS+51/SZrHCXle10JXObXwOK1C1ATFFMSMS46FVSZ0xOzwn9hfX5yI+L4E9kSe5cafzbHkwvRtaMYI9z9G/6iOl9SlVEMf4uSGQdwtLg1nO9IC3J8BolCAHMKIHOaQM959cV5XVJ/cy8A0kJJccjvVcbf0kTBepVukT9Wqc0RUpXVL8ZmpSyUCpVKKjilIRmNv6hAd/O6SDfiuhS0Tzo4qy62ERUatOsTcRYX2SOMzRvkmFvjETsIC18rQ4kuS5MpTKnk5Euz8tr8rpJz+UU+/Jcq0Cj/KxWpzybRJJrlC//5Lk4EIbwoIPeFA0hajxisPvQFOdgCia9rxbOAcyOAMzOwPx8dgryZ8MbEIbHRu1UhKgYgy3CQmMwjN7MjoKbRYdqiek0YRbphbmz5Hwf5+mlq6ZApxyDvJ3SeROpcsiVVyoo9EHT3KnCv9l8Etm89ugxsvm4R//SDwgvXn1ueWRnR773Uz8L8FMriPtXNfJa/95P/xZMc/FW2/DTLZ/8/L/9pe/br5XxTiADwKPw+tzvPT4URalvoIVBj6vn82889rywlvO+1JF+NuAlRVFFaPl7icRXIrNsrNXyRs9StTlim21eLFEbVBFctbs5issLVs5vZtGmInNbC93k41R5XxMM/xlR5QJd8Jo4CsGTSBH80ShwlcOUf+4UwqOTvW00ylQtqXIVhlYshY7UfF0+Yyg3x4EPHLu4nAtrkmc0cpHn+vb0u1YRTMr9G5WMejL+VqL9zPVYKBcmIZ+S589wf0KFhIgXS++F0MrciU1AdQHdiMFvWkfXOOm8ZwIb6+iMQ6nIxjha47AqYLWn017kZBNhLRtuQyiv52EeKXvwKZo+1ekuz7cpGkwMODRH35T5mH8vPzaqckaq3/NVxJ6RgSnd4C5ohtCU9+t0gnx+nghmdZE1sxOjF/AeC4SgPg95f/Uj56NGJ6ZgGNP+uGDovWVKrNDJz45C5kT4MDsj9Z6q6nchOwb1Pp3clXKL5PvbBV34DdNoGUYjTv+kOX7DYA8W5aB93bD79Wc09wF77+l++SXhl75LHL7SVkRfj69ovBPOQGiALAZj5/r0sHIGFjXEa2cgj+IszIZ98blsuPPjYvSTYc4wnq6MczLUEplRVMgK3Joj9xK1rxar1fNTBv7U52BeiH2KSsqC42whPXmXBJtSJF9UG9Mxqkwu1BFtQ4EujVk21amdDx90iXiC1zhjUitgRUj9kaOOKJsQBMRBCI1cNzMlx8FFzKRndGa1OtbIS9TqoZMH5bulRr6UHYqhF3g/zp9NaYS84SWfQyUHIOXucxMfmyP4/HyVz29Uxa6nlE9mSD8TOBepHligP2V+59RPG9CNR2kw1tN1E13K0+fe9VYHWu3Y2TG1po1s9Si17cnwd3oSI0ykUa4YZPn5sGCzT1GWFI8Y32yM+9BwCG2Jzo++ZQg2OQGa3je4ZORc+kyIqjKqCVGoEISaUX9q1AY3ZCOXnZHEKTg1HkM6ynvE08ZeLR2C2lHK6Ee9/Xk/5zSERzMGW5yVKeqCImQ0o+ZC1PyGxTHwcK04df+vj7tObYA4TT793ugNh7FhGBpiUBzvG25vLGYwmKNl+/E32H76AWYMbD4aaH7++7iPPoHwQ+hHkEeN0r7Fd9/l8U44A34L8SwunIHctraw5KvouzbgsIxoUcmQVxF3bllaR9/luYqYBNdZEwqsumYC58d58amhWODB4rEepxaEB5+pFh1XRSM+agZnxRFIToH30jSFBFXGFVSZz5mq0g1aRWwzw82ZBW5O9DB33jA6Q2TW3fc6SnSiI17HRD6UvLc+o1QkqGnuDVGUBNdDzca0fl4ctVXKQj8o+6OUQkrZH+TSuZoHsUw1Sd6+aPM3Ct9SjH9RJ0x8jblxUSQ0IWlCpHloYpmLqn6c52c+rOxoQtUZTyBia0LSvBdBmxz9axWLyp0m0hlXHACtIhs9sdNjyc93eqJVQuATp2B5wj0ao2KJxD0Sld/5DQff4tHcu44b1xXDdjd19E4cABc0wzTD5vXce3BZV/dXnmvl+HWuOng4JeoIuP47n8uc+ojVY3F2snNudZgdoeo+PZUeERRFPtuZmQBJFMegSU6MJhZHAVigGxk5yKkN4UFkXsTMf1iPtbNyCu14bJxCMzJPYvCWKYpTdTNteNVvGb3hODa8er3l1U2Dcpr25Rm77/803c1PYY+Bs1+8Q/257+LH14/+7pcyhC359t99h8c74QxM5wEugpCkEkkODcqGZLwhM3VrMk6de6s7xuV8KlQ51MrwZ43xTI7KC0WrE2kqRRaddpI7JeVoCeUmXsOfwCJ6qBeA+nGdR81kJ6AsKi5qfMpZBifevvyGYkrEJZ+6p4X0XqxSAoJuhGKYlImlo57WgdZ6bM49p4W0Tj+UeDq9H6MCE4iNR+lEmLKa0KXUBOAyErEy4AtU5kQKJcvhKh6mTRbNEBMHIiMe0Qkkmssl1aREvCiCQs0loqpyBpRE7KGNYtR1hCagO4nMtQ60nSvNaVor/eAzC7zVfoH+nIoeP+txPWrDBBJRZ8373EUuE/ayYfBofITa1msifbSYlfHIBL4pmmK0+tBw9IIGDMFyO22KdO791HI/toxOIs1htEyjhSh5akYNXpGlwWv9j8zRqVG7+pzn3g7RzPe27GSkbnL1qI4AVKmsPH8oa4KuELvMp8hrQSZFZge/5lAYNa8NrXZpLZBzvzVCmATotGOT0BfIaZHqIph8rfWDdEtGXtZjnUrRxMqJSQ7CIthYOgCmQjTWzl9GEKZo6aMlRM0htHx/uOTluGP0lu/fX/DJywv8vUUNms33n7D76ApubuG/+OMn9/lLGWt08It+9x0e74QzwLmDywljI9r4Yuil1CbluKFEsLlEJz/PUXzdjjP36bYqLepU7+VoPy24OeeZiVH5xqyJUeubsWZK16QoeJgbBR4+TznZmk09IWxqlwhLg7OMCQYcnWVMqQHvdaqDppyPqJPt1XHBYjbFGUjRmZ7TAjEqPOJo5JKquTxrjswU0FhPY2cYtU6RiEzrHJlJwxM5pxvjZqdKCcRdeqin87teDOtRoq9oSgQ2BFugWhc1g7cFRckRUoaws5HNC/65Hcs1PzcDV/ZQ9uNSH9lpyae2yrNRS532woqPlj42+HTdhQhnS8RdE+WG0CwiyDpPno8hz4cc0YHAv4Ofb/81hPymXHfeXobac6Q6etlmZsv3YyPoT8o9+9GUyhM1ppbKEWzqC1LrUxTtiKosVaaLKk5gSaPUpbSV/HMuqwVxzhbloGvgIc9ZtXzPr/k7ucqmQsVK+i6l+iAz+0OJyGeURpyGrZ3KmrIxExsz0RSOhisoTQ4Q6rmbjXxAnZzTea6Xv6u1xpCfizNi0u/U190sHIkZDWnwtIvKDnndo+nPGvooc/Vjd8F3vvWMV9OOG9fxc6/eF+fgk4Huvzg5tb6UUcVzb/Xdd3m8E87A9nxAX9oCW2dPPpc5AQs4v/TfTp/LRKr8XBb75AwkKDDfRPVN3GhPp9yjN6SubsIHET26GIcv4gjUbOkpGsZgiwNw71uJ1KLAfXdji/MGHxSjszgnxCEWETwpUgolwtYmPEiH5HU1BE0I83EsgvnKGcjGPsO7jfUSNQPbZuKi6dkYMfLP2gNPk1G9sgfetzdc6p5GOZ7oI0/0SKNgoxTnqqFTFqMeqwv9tTA8sCRh3YUeT+QQPLfJsE9RcxM7DqHDo7gPHbd+mxZkw2u348Zt8ImQd5ya4tT0vmHwdlHqlh02X5FFYXbmIF/D+VoK0YyUTkpVJjGhSYkDQpzRFZWEp4pUdKQIMhU55iRWlaO8LNT0YBRnQBXjH5Pi5kNOUCZdpg3ptTOgFtvNI+bnJc1UNV5K2wuVw7Ek01JV9sxk2swXytU71gZJE6aUWms8nRUEsTESUGSHM6cSy7pVERvrlEBRJ0zrTEYfNJFGOzbK0aXqmQ0jRs1lmxKoJEeBWJyBBWcEaaq0SY81YOwMykwRDjtDHw33seWXnz3nF4f3ePGDwL93cs5/Pf58j3fCGbjY9titKQa/zuvBnNtf5/tqZ6AmA63LomqjnhGAGqbLI0RpTgIwZZm4/DxHexUMWP5WzGvZzhImrlnZLkW4ISqGYOm9xaUI935qGX1GAgyjswsSX65zrqruyvk5xYsAgdtzzj8biNlYACsHILvf1gZsUlKzJnDWjly0A1Z5nrZHvrl5zZU9sFGOb7ef8m37go3yPNOeb9paYrtN//7CHud6A8CVhm9Wrx/CyOtwxwS88A0f6XNuw+wQHEIrgjfBcOc6jq5h8ob7seU4NgUJcpMhuoQGeUVRuokUAy7PK45GvpwVl8RUz1WVchD5bbWUZl5Lcwceove5dXL5jer3VEYMkpH1UvmSDTWWohYZaxEpWJKF65Hnav17yz0qzkL+fk1SXZNW66/F+rFOqAMwGTjkks/MF7GhIA/GzmimtX6RplgjmBkVy+nKvN5tzESrfakO2ZpEGCWwM2PhiDQJsdroKTkSgY2Sx4YoOgfotN45QRDSWrdRik5pDAqNplEGjSLg+UuaX+Z++4t8r1f8e7xd6d/nGj8aokO/Jsc74Qyc2QnbjHNZ3epvfvwYEQgkOvIojIqMwT7ukYeZ3Zy98jey+FMUn5uNyHtLURS/CGEonynbYVm/PHpT6pd7J7CtD4phklanUh5Y5clhESZFVUUxdZRURYTltRxFpm2syw7nVAOovMDJntMkIZqNdTzf3PO8u6fTjg/bG366+4hn5o5L3fPr7HHlAHw98tjplp0WZ2in7vHcY1TgNmxplC/z4ugb7qeW26HDec2hbxmPDdFrmBRq0KmpkyoEymz4SwdPZuOfp3RcG7x6vrwBll9IFUfALg1wcQzimj/AmwmjpU8DS1XFWmJ7vW/pN/MDSU2o+ffq32f9eA0jPNzm4rgWn1Hzvi7QBtl3yMRTQR+igrFJAlEJ/RDOxJzKyGTTRQojoQ/WCvLWWs+2mQr6sLUT581Q0m2XtmdnhFyayaRZ32GjxuQoRDZ65EyJE9HiuYgjF1pCkzMlzoBRGgM8NTueAuo0xeFLG1+nCd5+vBPOQPaia9gTIDzIk0bAPGrAT426dChv41Q53ykVs6xIlnPp2ajnz7xp5GNxQS9y8rVgiXMa50yp5w9OzxFfXvDKSYrz4qilykKpHHUpVI6o4vzbBQ7OsspRLbdbwabRSP4/s7+7xnHRjWzsxM6OfGv7mg/bGzZ64lvNS35j+wPeNyM7pXjPfO0IfJ7xnjkTlCAavNIPGOqTN2V+uMmKuEyqzjAHnVQeVWroBEVe2dVR/NyFsibyAUkVkdmoLRpjUYiVGcZfOATVcaj6hewYVNUjxUivo/d6f5ToLRTOQJbhrsiF6+lffs8rSgMxL1yGrCyqUiOyBcJRox+J41BKUBfISPW9wFzKukI7Zt6CetBDJDR67vZYtcyeHZ65WipqSvOnwUKfnIhoYukFobRUAHXdJGWm1nPWjomXE9jZkYumL22Ut0acA6MCXXIU2pQ6uNBHLnWPVoFLNfDMHNkoRYPiUm9+eKm7d9yov+14J5yBwTc413ymoa0Ndz3iqddq6Hv1/Xosm6joRSOVbMQLpF5tdz1qUt4Cik+KgDEZ5uh0UgREiFpuhnh1qOBeWEZtRWchSl2Wj8uFfnFQzAa/LMzqofaCosCd2kbabmLTThgdudz0vL+948yMnNmBb29e8O3mBRs98aF5zbfMyDPT0amvtOHpX3DjmdZ4ZEF+Yg6cmwGtImdmpLOOsTEoZxh0wOeyWq8KI18sk5qNbWW4VI7KKzluVc2RECMaNcthwyJiD02cjbKdH2fBrVg7pPWIVQRejK1aoAUPRom005u1Gmfl9Na/IX9VqhZRs2MwzUiFSlyHfB5qrgPUCEpcOABFuyKdQ+1yiWpMzlZ2smb1SiBxHdTs4NhKnMqo5AykXhSLRmR1V1K1dMwM+HbuR+HayNSlMmsT0VuHbSQ10TaO881AayQ9cdH07OxUKiLOzFAchQvTs9MDjfKc6YFn5o6z9Py5PvBMa+6jAbaPzt9f7VCx1gD54t99l8c74QzcjQ2q7wAedDPLo6wFK6LU/Hh+/nlHIeMlGL1W3ctNSRZGNf9d7976c3V0lA1+TBV/Xq2ik2rb9dDzwlGiCg1KqXmBPrUf6/2pFnClVVlQ0BHdemwrugON9Vxte87bgVZ7nnYHvtm95twM7MzAt5qXfGhfs1ETz/XAlW6/dgTeYjw1O+DARg0c7Ev6VhjeGz0RULy0O3pvsSZwazd4r3CjxVkr7P6g0D2EYU4RmIlZKjrn+gsEPk+uhTJigrUfwN/5sYHYxKWuQkWw4zHHgPm346l76AHEMD8u24WHabAq75F7ARCFS0PuvRFZlpnmKoiaFJn1KLwqjgJRjH/uZ5FRFo2glTppV+R+FdpHlItQ8yUSmSdqNRt4LcqVs2z17CgU5cr02bWKZWhUee5bVRCG0ERCZ3GtcBj6LnC73aKNVGJtNhO7dsJoSe9dNENRq7xo+uJ85kqajBw8M3c8N3e8mn6IAkRfjy803gln4HDsiJ04A1TGPo+YXo+VscuLAev30lhrfcs20/Zro1mLp+SII72nqoVsASqs4E9Vfy8s4UidmvosoMvPEuHJkZqVWvyoZPt5sVYAjyB6NQxb4N6s3WAjuvOF8LTtJi42A10Su3l/c8dVc6RRnqf2wDea15zpgY2eeGbueKJ7GgKNggnPFD3NV51k/AtwPDU7zqMHbtioiT42fGhf89Te83J7Rh8aPtpd8On5majKTS2vjhvG0Yoa5GBxvZE55RSml452KqaouI6Ug6LKRjwg06mY/NuUbsDIayHB4Eoxiy2lL0SFdPXMxEAdl3a9Qsmgsv/l3q4+XMHvtXiYzryYtL1Mil0jc6X1cJi1+73TglB4hZqSPkI6VzqXRfr5eblP83sB9DiXUpoJ6b6ZG1xNqcNlzM9DSSmQkRliQh+S8VcK7aR5VXYGYlK8jCo1p8otupMzlpGCkPpdSA8Lhe/m577T+M4SbcTZyO2m437jUBps49h2U6kE2jUTZ3bEas/GOJ40R7apydTT5p4rc+Q4DsDLLzSfv9BI5+etv/sOj3fCGZgODbFNjPOTRneOtMvzzxiPggQhQZqR2fgvcopLZ6H8UvX7mYW9IFBV+UZ9gon9IIe6Mv7zTT9/RitFjGknsiORdy+osnNF7rYy/rXkrelSK9rGs9sMnKXI4arted7dSxc6M/Jec8eVOaBV5FIfuTDHxFSOtAjZbVKa26DoY8BwBKBRS9/EACZ5Y8vXFVopTNpxYTNrNOrXeKnhFx+NMvyY2XGhejw9t+GGbzefcggdfWz4aHvBC3/OEBpeuy0fjxfcuo7RG16PW276Dc5L1cnQt7gxlQmOGj3oNCclMl6gBm65Hyqk6ZVQq8zi13kuKlXUGmPKb5fW2idq+0uEn7df3aq1My/P6zfTbZHvBSW8AJWQCQm8H3ZbrEdESmeLYqYXqe6M+AWnxFFITlItnqRc1UI9iCOQHSxpwKUKR0OPsTgV0vlyLq8U1CAd+6ovRnYKIKN+8/GXyo7soGU0QpGciFgQHDPMKI9vU+fLlHbwnSZ0hqBh6BrGTVvE27rNxDbd+63xvGh3UsVgPBf2gkt7ZOx7vkpn4Os0wduPd8IZoDeo44kIc+0YPDYXcjRcP19vo0TlK+Of8veK/P78+fmxOlGGVUX6voIfSxlWPI0EVNBsSBr58TE7mJ0N4nIhLdBuLE4EJpU+mYjqAiY1vOk2E+ebQcSAmomn3YGrpqfRnif2wNPmno1yNMpxYXrO9LCoW/ZRM6G5j+KsSYMZaUU7RkNAus/1sSmKd7d+s9C4F9U7XZq8jGGunx+DmcmViVgJJL11Sgqo1kRYdGlcOYZ1V7hacjkrKjZaqiQgiU4VQarwucWpNnri3PRFCviJOZTzdql7nugjnfK0KnChFbvk9DTKLJAUo3RKG8B7Br4VJ6Z4wBN5HT7lNhimqLmPDR/7S175HWO0fDRd8tF4wRAs967jk/6Mu7HDR8Vd39EfW4JPhq836EEMoB7VIuKVigRmhnd9f2m1TBvYxDVQcQFp5wZipTdDasE8b+cNC/iJtyJpflf8AWXC3METqg6O8zUu3CAdyqqZeT+Zs1O6/6W5FJwuKpoxV9lE5O+al+DmtaMWYNJTTkVQvRfLeqFdtU6snYN8rPnYH9NSUNX1iemUJoKlcoo4zmiCOAcSKPhO4TtNtBFv4L6zHDetkBKt53W7oWscRgdBDZqRcH/3+PX6Msab1vHP8913eLwTzoCaFIyPRPunJkANg9cfUsun5XFQC8OsfAXp18a6rqOOc26/IAGZ6JeRgJxv9KRWvHMk8dh+z7lZNXe0S68tFlm9VGsrmvl5AbZxJl01EdX51Afds60igIt24L2NlARuzcST5sCVPWCI7PTATg8LxbIxGsAwBUsfmoWO/a3fEKLizne8mrb0vmH0ltup436Uevl+svTHFu+0LLCDQfcpUp0UtheDRJQIxwwJanUZmpWFtHUCzaoQZ3KXkwugAmgfqtr6uU1xnbMt7O4MzRqFbxV9gmPvG1K7YeZmRDU021TXop2vR2jAb0JBYdTO0XQOrSPn24Hnu3vOm4GdHfnxzSu+2b6m0xPPzR0/Zl9ypQdaFbjSigvdYpESr041hYdxpcFHOcBjHHkVvs8QYYyaj7sdL/w5fWh45Xf8yvSEl9MOFw2fDGd82p8xOMvgLLeHjmmwRK9xvUEfdak+yNcipjmsHbPDWy3a0p9hNW9LOisx6oszkD67vk+/SF1YhXLJNuNceaCi8CesQBraBowJRVnQmGW5sNVBHATEocmVSrMg0/y8bhtca3BESCW68tfVJOCUishVC3qaHQflSRUgeV14yBdaoIXVKaodhweOWnU6tZ8Dhajlt+Mo508PCtOq4rD5VlCDqGGwkXHjuUsE4jZ1yeT267Tfj+p4N5yBgIi6lRcefqZmztdRcfn8Y2hAWBr1LNCyQAJi9X7NGaiY2TUPoKQF8s1cOw1xFelnByAbp0VUxazCVt6b4cCazZ2bOK1Lj7SOtJ1j240YHdk2E082R87tgNWeJ82Rp82hdLfb6XEhsytRvk0COB19aiN76ze8mrYcfcMYLC/7HTdjhw+aw9ByPLSEUfqq64PBHGXxM0fF7h5MLwa+uY+0t0G6F/Ye+3pA3/cQAtzeE1/fEJ0juhV+/ZZjPXXedmlT1qK2W5TR0HWo3ZbYNmA04azDnTXCHO80w1XLtOsIFvqLC37h6jmhTQ7Dk4nzyyON8by3O/CTF5/yvLlnZ0Z+ov2En2hesFETO93zvnbstMGgaJSZnQQanmlNIOCJXIQ7nusjHsVtaPmweV1Qg0+6Cz7aXohugev4eHvOzdjhvOG+b+kPLWES0l04Gkwv94MZFXqoItwqpVBSXcz3YXEGVJ6/c8fJ9V+5KGr+/ue5iJWzH9P8z05GbGJKYUS8lX+FFGsD2iT1zCQ/rCvuQd2h05h46tfnYoZHqo8iFMQqN22KpVxYSXfPqEpZaEEfnSrKjTOCqB6sNbKWqAeByAJprNGcar3THvDJGXAQJgrKYyyExsj5bMQ5yCmfY9PQdwFee7rPcYneesjJe/vvvsPjnXAGylhBY/VrGaKc71TmUrl6EzW/IEX3i5su31zVjVRy/9mwszT+5fk695/2U2nxymOkMv7p/crY57riWOqQ40p4Ja7g1zkaoolz3bH1dJ2jtQ6jIxfdwFV7xOrAxkw8aY6FNbzTY2my4lGpSY1En4fQcus3uKA5hpYX4467qcMFzethw+1xwzQZvDP4O4s+mNng3ybjMUF3E2hvPXqKNPcO++kRfX+EyRE++ZTQ9/P5Yun3/aiO6Bzx9vbR9w2zo9Fpg3l6hWoa4vMnjB+c4bYGt9Mcn3cMTzccLfz8ReTPPP8Qs3M0jef9yzu+df6arZl41tzz7c0Lnpk7NnriiT7w3NzTpHTNRnmaNKemCI0KNIDRA4bXPNEHPIrn5o73mtuibvjR5pJX0w4XNS+HHZ8chZQ4TJbjsWXqLQTFNGrMQYvximCGhyV7dbqrlOpVF7Sy+fN5/DzGf7XNB99Taul86BrBEcNWpIcbcE1Y3jdGvP8sMyybjKXDYvqJuQ9Kepz7W2QlwVomfdHcq0ptOT/rinivk4S4LAhh0niXDiITHBNKqTLROAUk2TmQ91JFxMKJmN9b6yOUNctDAkzEOShrkehNWJtRnkhotZzLu69WLVSt1s8v+t13ebwTzkAWPAFm419DiyUaqXG0egNVRL8q36tvrDXxD6oFrnIU8uuzl87CK40q7e9KmSwfS47q66qADLWGVYRfDD6AnRcx6TYYUFoim6bxbBqHUpGNdZy3AkNbHTgzIjySc9qiSObT6ZAoP3etu3ddyeG/Gne86relac3d/QbXW1mkjprmVqNHhR2hvYXmVsqqmvvA5sWIuZ9Qo0N/eoP/5FPiKJjzr4Yw/GtyBI//9IU8/v4PMH9Spsem67j61of49y4JjWZ82nJ4v2E6awktfPT0nO9cfYPYBNh6zq56LrY9jQ68t73jw+2tNFcyA+81tzwxBzSBMz0+4HZoFdDAE3PPmR6S42f5hn2deiNoXrsdLy92DMFy9C2fDjtup02RP747drhJemFMvUENc8WCzqWMKcJ91ADV9wwsHW5Ov1d/L49T0Li8kR2CtAmj5lRbrtdvEivfrtA2G3H1/ZbLJYFFbwK1bHCkUxoiVzRkHkp2DEpTNB3o7LzbPncYTekIl8iNOUUhDcfEyEc/943IqMLsDMw9I3JVxJx6IClTzs8LKbJGNpNDR0J7dCUqNZc5KuLhC3hvbzXi2yMD7zg08G44AyZK6+J6FKjwtANQw/n41eJU3SyZCPS4XvvjC9UDJ2Bl8PM+ZRUyUolQsLPBDxZZ7HOkYmPJdyotuv85QrF21iq3JtBZl9oxB86akY0R1bHOOBGp0VPptZB7r/vUrjQ3Qrp3Ha8nif4PruVVv+V+aPFeMxwbwl0jtdmDprlVbA4CNTZ3ke51xAweM0TaFz3m1QE1OeLNLf7TF2Utf6cM/xcYcRhwv/CL8AsydTtg9/77qPMdcdMyvXfO8LzBN4rprKV/1vF6d0W08N3LwB+98GADzcZxcX7kcpM0IDYHPuhu6bRjZ0bes3dcmCOawEZPnOkhNaoZ2NmhdLSb2rnb4hQNr/yO27AhRM1rt+XT6Yx71zEGw8thx+3QMXnpmNkfW8mVB0UcJc2gghgtqddfRq51Wq6OYuv7as3JWSN2NenuQX49j1VaItqqfK8oANbOQZzRO1PdxzkVl9acaFYdEVN5rtIR3YSi1GlMKA2MgMVjpSLWeGwKdHxpNkUROSvqpmHmMMQoVRFZijx6kScv5MbsGEQlabopzuTGUw2m0nnOKSBVX6d8+NkxOMCyV+eXO1TgZNn35/3uuzzeCWeAFDWvR+0IqAytwcPov3YGQlXbXy86ZTv1Dzz+2oKfcCJHWiu0xaRPHpM4S2xCWjxANz5F+AJR2tz9T0mv9db44gB0JvdUD2yMEP5y18VOT3PHRTW3P/VRWvreua50v3s57ji4Fhc0r/otN4eNSB+PFm4b9EGjPXR3ivZGSqXMAJvXnubGoV3Evh4wL26Ihx6GAX9z82sC3v9RH/7jj+FjeaxJWm9KYZ49hQ+eE843+M4wPG/pn1hCA9NZx+HpGTe7SLCRcOFpLweaxrNtJ94/u+O9zR2NCrzX3fGN5oZdpQ9xqUTx8EyNbJKGPZB6b8i/Q+i4CZtFi9tPpgupDnEbPhnOuJuEM3IzdhwGIYx6r6X9cYK/o1MiqZ3Rurp8bwGFL+/bwsHJhiuRHCNZJyGe5O9A5UDk4KG6Z0vPg0LYrWr56xSdnlMROYVXkL+E6JHaLIcm8RRAFDzbUFqHG5N6DKRUg1GxpB+yYrjRQvoz2mchw0VPkVoCHWYthfnxElHwWXQpJI5CSvVk0aW8Vsrjap2se1qkcxu+vsl/ZMe74QzUo47MUfMNv4b+syZ7XmTWEzvnMR+JJk7+dFoIFotJdgKywc8RRzs3JIlNEEJfkvW1jeSExeB7ts0c4XfGsTFTarXsHxj8rRG/fKMnutRwBFj0rx9CQx8aDr5lioYX4xkvxy0uGm6GDS8OW2H0e024a7A3BuWg6xXdK7D3Qu7rbj3dywnde8xxQr+8FULfOBEOB74cSt/X4zNHjJJmSKmG7CScv/8+qmuJV+cMH54zXlpCo+ifWvpnDb6B17vIJ0+eoM8njAmcn/V8eHHLeTNwZkd+bPOKbzQ3qQTyng/MrVSQENhpx0ZJe9tgBny8AWBCcRsabsOGMRpuw5bvuyvuUsnoJ9M5L8YdLhgOruV26uidlIsOk2V0tsDg3msp4YuIFHdyGlQh11HQvCIIFISvkMl2OdotGgAqLkt5qx4DNbq30PEgElLlQ23gszpgfa+vnYO6AogK+ZNAwMhakJAFbwNjkxsRBYydkb861aBggSAUDYUTa1PtMEBCGNLzkm6IoqXgnZxvopIGV5Xokh5VqRjR2VEI83qpfIWUfFXj666Fbz3eDWcgVRM8EPwJ82tZejVD/nVPdRXmOv9T8P4DYmId9a/y/iUVkI1/WjxCIw4AOjkBbUA1cqM3jadtXcklbpuJrZ1QKrKzY9EKtypwZkUr3BASzDtU/celp/l6CPTf0UdbIN1ahOajwwWvDluc04zHBl432IPGOmhuFd2riB6hOQa6l47mZkJPHn1zhBeviMeecOwJX4cFP1LDf5wghO+A/ZPQnp2hNh1XHzxn/MYFvtNM54bjc8N4aYkW7q52/OknVyI2tfFcXhx4fnYoCpM/tnlVZGg/tK95bu5KG9wz5dgkL3qnHBtzD8B9PHChjwU1+LQ553W3ZQpWykzdTngowXBwDQfX4qPGBU3vLKMTLYnJG6bJFMVAP2mpbEhwtxp1Mkyx1O8T5y6NGT2IkyJOcYa+pzlQyOI/eR3QVRWESA6n51p0PuouiZnnU56nCqDFOlFQAlUFBrIdQQ20rBOJozBVKKGyAW2l16nSAWMENahRhAALx0CpiFEUfsJ6xApFCBEmb4qugnNC/s3dT12V3lGTQo9qURKpJ4hfNRS/Xpu/6Hff4fFOOAN6UjDoOfKHlAqoWLTJ+M8KYVX0n6KDehQBj0V0sHy+KN9TK4+/EWdAmolEYhtQXQAdMTbQto7GCsS/bSd2zZTEaTznzcDWTGgVODfyeKMnNJGdGdiohAwolx7LHWiq2d5Hif6naOhjwyfTBa8mIX+9HLd8//6S+6FldIbj7QZuLHpSNEdF+0rR3KXo/ybQvZgwQ8AcJ8yLO+LNLfiAf33zw8MFlULZBrXpUG2TnltoGsFPtSYaLclLpUgr4fz9OirwoUQYKkQpU8zvh1XkUW8jb/OxpGWOWtI2S7mjc8R+II6yWn5ZZZBfdIT7e7i/h09fYP402KZle3XBxYfv455siI2mf9bQPzX4zuK2cP9kw6uLp0KWO3fsLnu2rbTH/fDshg82d7TacWWPfNDclMY1GyXcgzx8uoGMCuX1oFVCsFzhqRx9y71vmYLBRU3vGsZg8EEzeMvgTWHdj84yTUYEgZwhDKaI/4RRFWKcaFBUhsuCtgKFB4fo8qfAIJa0xAmuAcxIY6D0HoB02WFeJyKzrHKaMtk50HkNITkD04wkxKRPUfgL7czYj42W9IKKYCLeBlTiEunkHGRHwBhxGnROM+hEO8oVDSxLH7WKKb3gyiqSu2DmtMM0GZyTBS9MWpwDn5yDUZwD1FdrdL5WIHz78U44A2ZQ0Mx5xJqIVEOFpaQmrqDBauTSowXTv2qPWpOGsuhPzg+Gpsr920jsPMoKGtC0jrYV45/7jW+tCPtIG9FByH3acWaHB21EJfoPqczPFcOfyV0+6uIAeDR3fsMn0zmHIAp+Pzhe8snxDBc0t8eOw+st9Bo1aZobRXsjnr09RDavAs2dR/lIczNhX9yjJgfDSLi5Jdzd/aohN73biVG3FnW2I+42oDVhY/G7ltBqEfnpNG6jCmNZmrVQnK/SuEXNkdm6rFQu1vywrvRYv/fge9XCDdW2WaaQFqqSgSIzq6I8NkPEjCKAZHqPPTjRpB8d+uZAPBzBOULSTfhhjDiN+E8+hU8+FcqNNly+/5zL508IXUPYNfTvtYznmmA100XHcNVx20Vet/Ddy/dQZw5lRKny6fmhOLXPugNPmiNWe0GwUokqyFzNQ0pV7aIFuFUCh+uowYpAVNBaFCCNtGj2QdObwGRMau0dmHQU1MArojF4q1BRCRJgKmTAyhyq2fSzrHAWrlJFL2FdDlzOX10CnIWVFkjAHFA8QBcTRyE7KyWgSGz/PL+VS/NaK+F7NCRnAIIN4qQljoJflEDmlEJCDSrnIJMUs2NgctWDioV/BNAaT2xUuTZja3AppeCCLr0uYuUcKOW+WqPzdZrgrcc74QzoAZSdPf8FwSVH/7XE72pEvcr9VU0+luI9y1KjkHP/mRzUxJL7Vzn6T7n/TePYNVPJ+583AxszYVQsrUIzq3+nx5Lvb1IvcSH9haSAZumjKmI/Hi0a9H7La7fFBcOracvHx3Pup5bBWV7fbZjuW2EPHw3da43p5Ry1N1nYB+wx0Nw67P0EIaAPI+rQS3TrPMpo9Da1KA1Beh8AyhiJ1I0BrVBtC9sN0RqwhnDW4XeWqBVuY5jOdenCNu3Ab7NWOvhtLNFR6CKxjUQtqMqpum+Vap+yvGwea2Bg0bzqxDzI36+3U8sTr7/rvS6dK0NaEKPXEiI6XboEKgdm0CVSNaPFHDtR7Zsi9vAEO0hHO3sINLcTevTy7+ZAvL0XR+H29qt1FILH/+Aj+MFH6dgV58+foS7OJbd9tWN80hE6je80/ZVhOpf0gttu+ejyQq5XE4k7T7MbMUba5F5sBraNoFudnXkveuWJBcTQgBDhxspRyKmDDG3nqFdFqQCIjReCnNZ4IOokF5zaBGfeUDCCDkhaIDkGpezxVE1+fDR9ODsDqpCYP9MxPTHy5+pqCO3SF5MIUOkNkbqHBmuKMyAyzppcvRBS2aPoISQNhDSXa8XFWm47OwNGzWWRSkWapJlgdRDnG5iCxjWulD2OTlCD6L7KWoKvx69mvBvOwIQInFRIQF0KU0aOIBORZ5bnpTCDawbxA2EfnWr+s5SvjdCI7jkp99+0DqWgMZ5NO9El5v/WTuzsuCD+Cbs/LNIARgW0CoSoExVC0UcR+QlRF+g/oDj4lhu3YQxWqgCSyl9Ri7vriINAefbWsLmX/KkZpObf9kj0f4jYg5do1gXMwaEmL1ZPa4naU4tVjE5tkBWxMcTOJBEXjdsZ/EYng6+YdnPdttuB28r59V3EnwUhTqb+6t1mkmYo1rFrp2I4tnZiY+WxRJlzGWTuCZAXLvOGIkVflZvUn8vSs/m1utpiPQKKKZjSN2EIDUcviotHL7nuwVm5NlPDcWxKrfg4WMZUFx4nDaNOpXWgBy2NbYJCjwYzNCWtZY5Xcp0C2D7S3HnMEOQ63YzouyPKeeLhSHj1mjgMD/b7rUeMBTnIY3N5KYqKXcv5kwv8RUe0muncMl4ZXCdtd8dLgztrCRYOXeT2PBBbud5mI/dJjlgb4zF6aYDmXZit6IIhH6V8LqMJ+XUxfgFtFUGFBP1rIpoYJOJXBqJDnDgf0U0KGuLppmEkJn6pQjh1qqpqoTV/qLz/yHjgZDBvS0WkCZRC5kpCFGLukZLRCKPI/Rgy/wAViwKp16Y4A86k9ALiJGgTFgiCyakGLaWNdVohX6MmOQ0xXZfGehFM2o6Mjx/qr36kQO+tv/sOj3fCGVioalXknwW7V2bzsiwoOwO5frgS/Ikms31n47+u8zc20DQ+sXwDnfV0VkqvGuMXpX6tEQcgG7VGBawW6F+a7MzCtwffFuPlgkT9AcXgLbeuo/cNLmjuxo7bvivEqvHQSNMmr9BHTXc/S8Tag6QApINaxPYRM8hiaUYxLiKLHPGdQbUmHb9O7U4lindbnXqsw7RV+G2G78GdgdvIufLbQNw5dOvRJrLdDTxPDY92zciz7sCZHWhUWPQ76FKde5Y8bpSnSbq2OSViHrmr/RvCr1JVsRLaMdSPH25XkBfZbh8b7kPHFK1I+fptqbPvEzJz9NJw6d633Lu2RLeDs6Wp0hQ0k88NlsB5Uwyd95qxkqcNk5ZyuyDMbt0blLPiHNxvMf1Vchoi7Z1cV+0iza2nuRnBBXQ/om7uiYcj0TnC/eGtuR7+5mZ+8j2DOduhjKY9P2d3dU7YWEJrma5aQX+sYtqKc+A3omvvziLTJpFrG+HT0KTGQWbOgysoqA8skZ5TZDhYOgU63VJBBSH6pe6D0SiB4mN6zSHnN8alzkGQUryHgmPVfqTHdfponTIoBvqR9FV9KAsSdD1U+pHMZUBsf24THf38myorLmZBpPT7ubgqqtRnWiUthHy+dRJLSt/Tqcwxo28mpRjy+c3VDCCOQms9zviv2Bl4e87A12mCd2Wc8MbXOTwh81FkRwsXwCSIP980Jhb4LeuV5/7rxqa6/2zwG1dgtc46Gi2etFWB1jjJf6qs8BYTUUczQan99VER0o67KLX+LkiXvqNrOLqGKUi72UPfMY2WGCD0FnUwpc3s9l5helnMzCDG30yzA2CGWLgSyoUS5Ui0nox/ytNng18ifAO+E4PvNxJ5+LMA5w7dBGzjuNgNPNkepaNhe+Sbm9ec24FOOd5rbnlu7jAqsFMDT8yhMM83ytMgrOd02cqogwAfKWhJPm/z5x46Ajm6NyqKwScFUECrlDxn2RbZEwlp0fBEDnGkj9KgZogiyzxFwxRt2nZgjLYoNm70hI+arRm5sDYhPKoQ4k6NPC9ASkBzDjcfX4g6IRGW3ltcMIxBykAPCX24Hxpe3reCODiFvWuxd500FDpCc/sezTH1e7jzNLcO5QK6d4IuHAfwnng8Eu6PAvd+1uIZPCFJLqu7e/TNLbptME2DvTijO9uA1bizhvHKyryyMJ0ppjOdmt+A36TyOiXOQWiygcopuTjn3Us3wlhq81F1iqdO72RjqMAkue+IlComuBuv8IkEV2uOJKuJ8svuoXMJYtU0aD0UJTKHal3Ka1H6TBkL5yKW53XKoN52+U46FbPIkio+gzhRKu8qquYvUKcv4nzDJSQ05POtI1MllqRMLGJJWs+PM2qgVFwgOV/J+Joz8NbjnXAGQgOqqTxxqui+ivZDNvi5a182+CYWqF+r7B2nKNTEJAIinnGTRX9I8qHGzap/KdovHc8qCDtEzRB1SQG4tMDXkWNAMTjLcWoYnJT4jIMV/fdUY20OujSHsUeFPYIeZ7g/G3wzRfQg8r8krkSumIgpyg+NWEa30fguGf9OMZ0r/EbOmzuPTOcJ0u8C3cXA1W7AGs/z7YEf273i3Ayc24Efa1/ygb1ho0Qb/5np2alIq6QNb6caNAqjNNCkf/PwMRCITNEzJYmiKQb6fBOruWZ6Pdaw/toBaABTOQCN0ugTSlUeLw4BMMZIHxWHYFO6xqYSTVHh68NM2MwOihh2D5rUz0F+o05NNNqXlFBuAJWRkE16nHkijXI0+AVRFGDCcB86kQqOmtd+xw+mS27dhsFbftBf8OlxJ9UiQ8vNbVdQI3Nnae6a4jS2t5fYoziNzUHIo3oMKBcw9wPqOKJ8gHEi9sIfIUSi9+ATwqA1MUbUOMnfe42ZHNFo2kOL6TtCYwiNxp0ZpjNNSC1z3S6x5nVqodtR6u7nRlyrZlsJCi/OQrqHlZ45HyqV3dWIT4xSPVDSDT4RDrMIj9OzOl+Is4xvRNCDoj8SF0ikvDbPo4VNrBGC9HxWIF3O2xjVjDZElkhEfPDx+bcBBOiTx7mskRlUqIc68YjkQJTPlvMLISEIvjrfuq5mUFHSDcNX25vg6/H2451wBvwG2MaHTP8mLnTFs3a/0mnimlhqdnW1iNRtTLUONJl9i3AB2pSzNjoIAae08J0jPJAoP9+sISpcSgWMwTB4KzW9UXGcLP3YEILGTUb0/UdZlMxR0x5UEfmwB2ThDmCGSHOQjn7Kgx4DZgxp0YgF9kcpYVA3OmkeaNxO4xtBAqYzmM5T9L+B8SoQtkGkbM9HPrg8sLGOy67nJ3Yv+Vb3io2e+Ebzmm83n3KmRnbK8b6JXOlNMvgGOPtc12+KniFOeCJTDBxiZIokfXxNX0H1IepH0wEZ7gcwMdKsHjdxRgp0VRAdmFGHMWqGaBlT6+X7ZPwDYvwlTWBKa+bctClL9Mr2lKQiFIirsFR9lNSHpD+0iiUtklGTXJ6XhX12md2tFJ3SJ1GMPgZuo6KPhj4aPvYXfOrO6WPLS3fGd4cnvJq2jMHy8fGcF/c7Jm/oB8vtXYvqtTgKR4O9s8ItGaG525X5ZvuIvfeYMaBcxPQONTrwERUCTA7lQ5LvzZZIoG3dJyRiUKjQoCeTECmNG6Q1dEaiQkcR+AnNnNIT8u4MgQeLVO2k6DY2kg4Q8a7ZzOVIdk4t+KU6n0/cg6gIPgjHIBn/WEv3+risVsopBJhz2ZXhLiN9vpQYUqUXUDPygbwR8/djxvXLW3Nw+yanIL9UIw6rjy+ex0c+pfL+sXDAckCVU6uQnAQbUPfNV9y18Gtk4G3HO+IMRNilxcGImhcaMf4mldekdr05WtC6kvmsVL1y6U3Nrm30rPlvlDgAc/Q/OwJAITSFqHDZOERVjL/A/5rD2DBNorQ2DZZ4NBJ5jJrmoDC9wJCmB3uPwP0OIfsNIZVEifa/cgkarWrko1bERguj2kiu33e65Pqnc4XvUq7/PDJdeEmVbKThzdXuSKMDH57d8O3tS87NwJU98JPtJ7xvbmiU57keeKY1nbIY1dCpZaS/HkOU6PcQJu5jYEgG/xAs91F4En1oijgNUAyvPwE/msrxMoQSTYNwA9p8bSqeANRphjnKnqItBr2PDWMUFrvsixEnJL0fVt/PzPZ5v2bDL78/E0NLU6CKieajYkIcHk2DiQEvtSPoGAGf9j2mdIpCo+mUodEz1+SbzOjKIb5kiJ8yxsghKl74DTdhw4ThY3fJD6Yr+tBw5zt+pb/iZtowelPkp0en8ZMh3Dfoo04lkRp7L2mp3F7a9DLvzBixR+ErqBClbHIKVfllBdkDegoVVK2lvE5Lisunx9HOczQqha5ku6U6QKgPSinh9qClqkdHAgGUlnvaBJQKD+7zfO0iFDlf5/RcLheUOAY+pRgSiqCiElJfVt1D0gtRzY7BgxRCjuor9LIMrZawPfPjiJozAzPyX7a5GKvn6sGDRz5bIw6rtMTiqwltWPOvZtRGw+ErNjm/GlGjr1oQ6Ud8vBPOQNgE4i7V3NqUR8y9ySuDXxaDVX4xs2ezapfRMxJgtbCdNXOHsbokKiToP0f9AZVQAM2UxFJc0AzO0mfjPxlc30jDliBkP3tURRzFHiiLrO0FCTBTgv/7KBBuFsxJOc0c8UcjN2loNX4jBK6Sp93N0f90GSX3byNcTOwuBhrjOetGvnX+mve6e1rt+Gb7mm82LznTIxs98lzfc6HHcvz3MdBHoQx5kpgM0ia3j4YpakZEAfE+XhQ9hFu/lYg7avpoGYJA7zVjfz3exPqvDXAtwpTTMnl4hJ8xRfPg90RrX7gaAbXI2T/cl1SCVVU0GMRRnKIR56SqeggSTi32N2/njk3Z54wamOTA7PRAq8Q1yEI+WXFSUISQUh+wUZpG5bSE4lw1oOACzzPdM8UjHri1L7jtEtExtnx6fs6t34o0tTvn0+mMITTc+5aP+3Puxo4paO76jsOhwztNnDTq3mCOUhVheo09UBwF0wuZMRPyzCiOAjAjV4hRl1x9hAhmokDV0Yv1zDK3MTP7U+ovBGmwE5H3QlAlGMjlhznSVokBqHVC9JLDn+eSXGeFbxTOy9zzQS+dA6+SNLIqjsECNXBq5hd4tTCwdRVCrhCAhBRkdEHNx35yKB4a/JVRX3w2v3zKAVmNXLnwYNtV2mL9+VKtkAiLUSs4vKFs4ksYqpo7b/PdL2vs9/u/H/i709OfA/6O6+vrXzjxuR3wLwB/DXKF/iDwd11fX/dv2s5+v/8twD+62tw3gf/T9fX1/36/30fg51n2hfot19fXf+yxfX4nnAG6ABsvuf4s15lyWIv+4woWBKP09QfynVWtrTwOi8gvjxwhhmRIXJDoMUTJ/Q/Olv7kfd/gBiu5yVGjD0Z6vufc/4EU7Qvxzw4xyXxGbB9K3lI5WUWikpx/3KhyM/pOF7jVd2L8M8w6nQmLO5pI2IoD0HQOaz2Xu573d2L8L5qBD7pbrsyRRjsudI9RUXLmoeWjqPk0zPnrgF5E1DmHfggtB98xBItHl9bH2fhmIhyw4E/Uo6Rq8qKdKjEW763Id6fGmqPhEpkv17PX9evroap90MSSGsr7kh9rFUsjqLWjUB+P7M/D38kOx/rz2cGA1G9CuZJq2OmBnR4wKrJRExf6SJvSD5skDSwO0syfAGhV4Ika8VFxwcgTfWSygkzch45D7BijSRUSZ9ymngIv3Y4X447eN/S+4dPjjtu+IwRN3zf0d41o2TuFPShxFLykG+yR1B0vOQzTLPpV8uIp6lRejGT4/7f35uG3LWV956fW2vs33AEuGKAvRkAFSmiNpDXScWgVDbGDPjh2Iw3GMWgblScRQduAdqMBRQQV0xIUuD4PAcVWo2KDBPVR0wbsOF0DJeLQAiZMl+Ge8xv2XlX9R9Vb9Vattffvd86555ybs9f73HN/e021atWqVe/3nWXMfJRIvSeH0/k+SeMSEpxz48cY/DCEyKxNYBg62I8mANMFSGGNHYZFP7Dsxt939ucZ+hxLvxpSLH0An+omZJPCELUIkfFvNimAMiugtlHKk8lZnM6ZOt6YEqD2ETANGBiBA6P2Ky1BCFEgCcnpwIzuU7QWWWNwtdMM3AvMBNbaJwLfCjzWOfcua+13A68GHjtx+vcBDwY+ljgDfonI5J+5rR3n3GuA16h7fhTwH4E7VNuf55z7y/P2eyfAgEl5/rvkCwCF+ctvkLlgqn1CEuecHQVTfK0s9IXhpAVdaQBCMDHWfLXkNIWMnax7jo+X+CHl9j7q6Y76lGjGsLhgkuMfLI5jaFg3ELPVnabFMoTi2UySjva7nLrUL5KttY821vVhBAHRKTAy/wgGYly/OVzTLQL7e2tuvemYm/dOWXSe++4dcd/lMfv9mkWSSlehZzVEm/j71rcC5AqHOs5ep47Vcfaroed4vUhlVmP43JBynotKttEc5/ei7bsy9lmLo8CdkKRSje9YAFqMQ4/9jpXapMSrlxCzpCJuRTENGDtVHKbrQo6JBypGIlqjIvHX86YlbU4a9X2TT4QyUXUE9lLRqt4E9ro1t/QnGZDc2h9zS3+czSc3pyqEYjLRTolag7JnBnpzFMet67itv5gB3wW/x0cOD7OvxPtWt/Dh9QFr33PX6SHvO7olfgPrnosX9zk+WsR0tScdiwtd9BdITov9sYnpwYeQ6wbAhHTqURoFk23vXfIhkAjJ0EczQnQ8NPiVKQ7De4FhMDF9bx/yvKti5tO4LhXAk288p+P1ffbzWfuOk9Uif//rdceQaigED36VUiMnoCCOiDmXgS/zTjPZsyR40qlmSkvgy8Uq6i9L8fJbg4MpYJA/B408QlAOjTUwkHNNgB0pTfpk4JXOuXel7R8CnmOtfaRz7k8nzn2Kc+4UwFr7QuCVwDMvsZ3nAz/hnPury+30ToCBGAEgGbbqL0QYj0j/YncTu6FJPgI6QmDZDxsX9bVKdLLyPSfrBUOItcWPTpecnkbpf73qCRcXqbKaSdK/KdL/UXQAjBnpoho1h/15iud/D34RM4v5npy1L2frOzCpJkJM6jMcRCTvDwL+piEnRdo/WHHTwSl9Suxzy94JB31MehRV2x1+WDKEPT64OszhbKe+53hY5sVQAM/gI8M/PV2UwjHJvho7QKybLitLu+DpBSiZdfIxCRlL21tjyrMqtniER2cuE/8ptW2MJS990c1qD2qfw9eio1QOZ0thpzmcLfVTNFGYoDRRdb8LwJh6jvF8nTrWgtvW0XVvUcDJQZPk6ubFaZXkStJdSzSDhEYuzcCeWSfQEKooiD0zcFt/Mfo4dAtu6k453kvFr/YPef/B3RwNS079gvcf38wHjw4ZvOHoZI+TC3sxAZY39Bc6+iNJsmToT8ipm0s6YBmAxDgNdEP8fnMBIE9O5Rt6AQbx2+iWpJz/EFYmlulddIQ+sEp5HEznGfY6BTTrqqCLZHJaGp/NRvJdrEPH8aDA/7DI4HfwhtP1gnUyKQxDLKgU0pwM62hmyGXVU/G0/LybVP860iAlIhL5Jo5RqBl1pWkw8l9h+KbM80lw0AKD/Detoy2guSZ0BZqBkZPFZdOjgNfJhnPuyFr7LuDRQGbi1tr7Aw/U+4imgNuttbddQjufDPxD4BFNP55vrf1vibPoFc65F27r9E6AAaNSbWrSDjfaTBCdBEvWMwEAIhH0jdpQSwcng0i7KQzwdJntiqvjBZz0cZE6jo6AUiBlcVyS/sQsgCHaR1OIUq6WZuJil23/i6TqT7n51wcGv0cyBaTUvYu4GA6HnrCfIib2BvYO1jlpyMFyzf4iVkaUeODjIU6Pj6yKCn019JyqAiWnq1QMRnK+n/apjCyp3nlhsgtR4zKWdoJadALkcLFkSs9JUfI5wjxFeie1pxcgJWEVEEVRzVZlq6nWgpE6VRZDiQlPOnWpO5GPmfpcsUmH9IyDaqtaTOX5ZH9XrdTnJ73qCkAh9rdN09wvhpx+dm+xZpHAw14/5KqYi85z0K9Scqxo6pAiWREorEehkNqUIeaN/W7NbcsjbulPOPFLFsZzuFjF5Fj7+3xoecDpasEwGFYHS4ajlBzr1NAfmVhfxEefge5Uvc+hriFiPBgi4O2CyblExEwQxzaaFMwqcj+fMgyKCcEPUZKnCwzrIVboW3ZlfLr4nWDgsC9lwXsK+Fr7aBoTJ+GjYVnlB7kgWrJkaoj+QlE7tV71ETiH5HcgQAGiOVCDWm2z19J5RwK8zfyQpERDmVgjKT7P4ZSwSIc5Sj4ExsAg7wOlNQiZP5sA9Jc+pS+JQvswl3rt+cha+yTgxyYOfSj9PWr2HwG3NPtunjhXft+Sjp+nnWcBLxQ/g0SvIJoRXg98AvAma+37nHN3sIF2AwzoBTppAWR/9gfoQmaEfRfYW6xZJl2aaAJaAADkamlRMu44Po1qUO87Vque4WLMAWDWhsXFJPGInfQCKe4/JQFSSX+65BAIStKBHP/vky102Esx/30CA4dkMOD3kxOghFDuD/R7PidHWi6H/MxAjmTwwfBhb3I619W6j5oMcZI66WNeAw9m1WXfhthv09SCp0ggWsLtqBitpHgOiRGGaBBOnthqQSpvNf5f21qT5GgS+Mi52iGXoc7MX+pU5GLualFUq5UseG1RmdL3Mxy6ppY+Uy+kwZCd3vLYdOW8HEdfgSF1D93f9v7VPUobQx8YVBjYBUmmZahK4bZZ5pb9kENpxVwmibT2uiGnhhbgID4cmsQX5KBf4bvS+dO9ntXQcbEPnC4XhMEwnMbcA0Oq4zAkE8Km+aadD4E4Rw057E7U4MaXMY4AXKr/wTCUvAZ+1XE0GE6XS7reRx8f37FMgGmZsoV2xrPf+6xRIfm3ijlhlXwsJDnU0bCXslFG0H1xvZcdii+ulpysFgRimeD1KpUN9ikhktauJbMDFJAQBCToYmvZDEH6XkI2GwTfAAKFS7NWgfgNGP3daoAOI3AwqTXorjIY8Fz+DS4BQzjnXk2034/IWvuHwH2b3bcBH2n23Z3+3hd4jzqPdO7dZ7VjrX0Q8CXANzf9+xq1+VZr7cuBJ1L7FFS0E2BAqAUBEj5oSPbdDfkCtDp38F0umSrS//FqwTBEz+L18ZJw3EOI0v/ehSjdxCI/OuVvjMuWuP9uFQvRmCFAWiDjx5Xy9y+UH8C+YdgDTNQEDAcU6f8gJDAQYta2/RRF0UG39LkgCZRCOqJ6zhkPRW0pRXVOO7qU16BbGRanpFz5kdl2K0ohl6EsHq20EUxZgHNaZ8X0SAt1/BEq4SLbO9OiJYuXZIQzaZHrRAIM6fe6MH0J9YICVLS6eTxh9EYY/cxlbNs+BaJGZ5uQYqIkKu+5KnWdYugFJPieUaEsPWZFclOAYkpi0/Oqo6TA7er7hz4l9DExHe3pQhb9JBmmxDI6Pa34T/TJh0LSz0ru+t4U50ohiZw49VHLJOlr95ZrjIkVBtdLz9AvGFbxgbvjLkryCfj1p7HQk8y9LqUOBibH34iCTSoUmmg/D17GNLbnT9PYn/QMp4b1MoKl9WnP8emSvo+lxU/WC27dO2bReW5dnOCXJhcU2zdrlrGaEPtE0wuQgYH41rRlmS+u9zhaL4t2cbXIKalXqz76HkDUxKV6FgRKPYJg4oNLyKN8lzmNcmTqucDS0IzXBmBsiPPL5DllsuYlvtBau1XNQ6jBwlUiEwLmUrh6c+09RHcCVjaSc98D0v5Mzrm7rLXvTue+Pe1+FPBO59yHrLXnaecLgLc45z6gzrsV+Bjn3H9S5/WwPRP0zoCBNmRQNAFd5+nM2NmrMyE7aolzmzgGHZ0uo5rcG1anC/zRAtYxn3l/IYYBxrjrFGt9krK3HQUWRz4zfUnO0lJOAJQqnfk9w3o/OQIukiPgXjw27Md/fpEW8L0IAjCUmgmirh5Mjn0fIKsegzdR0pdQqLWJxXFSIaf+JDkzyoJ7ipLGQlX8CcihjJk5CePqE0PLL0Ud0+9KpJcJjUJO5KIXOV+uaaV/Ma9MAZU6nKt5D/remtGr5zUh5naQlLTGB8y6aHRiOFyo+p+TPCWgByTGbLIGKPSxyp6Mj18Us1AEA+p3chbNQEFrFCSci+Z4dc90TIOBzlSAQzJ15uv0e+sCyQ+TdQIK2aSTQnkxIUfydJL1LwGHqXS1AeokQAcQltHnw/c9fk+qPRr8SZmL3drEgmQCTH0Bf5O2dpkXgSxdR98DCKdpjBfQnXRFa3DYc7S/hD5wYX/g7pv2Odhbseg9t+6fcL/9Q/a6WHfk1sUxt/QxnDZqEIYMgCRE1GOyX4aYFQ77FUcL0RosOVouc1lmccAMRNAeTXRdDQ6SZiA7KAaiRlS2fQpzHESDFmqT2kBcIMwYUBml6DFpDpg8H0wxmQl4bMDBPWeWv1fTHcDLrbUvcs69E/h24Hecc+/YcO7TrbVvII7S04GfuoR2Ph34/abNhwK/Z639LOfcW6y1DwGeAnzbtk7vBBgQIFBqeJeiGrput9DgO06TjTwEw8lqwem6ZxiiR/D6eAEnMX66OzLsX+gigxxgeXeR/hfHgeUFHxOsDLHwT7cakJy52i4dUipWDAySA2AZS6uu95P030egsD6URCvRJOD3JdFKqmfeE23qBiUpGDEXphtGpo83dD7aYbOEvzb0p0WqzqFessAKw6VZLJS0KgymlWC1FFu9IwEA+Z1NaALSttFgwDNi8EYt7FlSDsTUqHphq5hDQSlt+11KP1gYTIqJD9GZrVv5NJ4C9FIyHR+3cwf039aBxaisfF06LvH0fdKtGpMYtcmagqgxEq1BCqXrzgkcGm1Etq8nAFmAgqkBgHp/2oRVjXenQESaC34ZImDoAqfLUDJ+9p5uUXJ5mCobIEmblbRXXcAvij3d70VQYHwEAhkM+gQOVFEh/V41GJT3mt//Wj1fF80SMnf9RWVCWC44vmnJUaq2eNfBmvfedHNMQ75cc9/9Y25ZnkSHzX7FLYtTFmYYhYSKybEzgQUDe53J5oWFiRlM1yEmJFv2A8fJ12A99Jz0PpoQQjQp+CHkb9xnMJCiY2Qt8HEdyaGN65jBVMCuWUPXCXCgiliqvptWc6Dmh0nz0ei5Ybj60QTXyGdgGznnXm+tfR7wO9baHvhjYmQAANbatwFf5pz7E+B7gB8F/oLY8V8EnnuedhI9GPjd5v53Wmu/lggklsRR/37n3Gu39duEe041spWstQ8jPrBrDn0m0Q7yUuCRwBr4EfF8PCspw7nu+YwnYu5/c3SaUtJ/35XKWrr86XroMvP33sT4/6NFXGBOO/qLyfPfpyIvd4fo8byO6X8XFyMT6E49/fEa1j6plMtYh64r5X07w3CQqraliIDVYRdNASknwPqAbFePWddCWWSlomKS1EYp9bMUrRbHdUpitDZJ/a/U/SkJjKjfs/o1S8uBGgAYJUU2zL8vEsOU5DqSHJo+x/vVDH9K9QuKUen2THOsvU9qU4MRCWnLYECYTIiFfCQGPmbSS1n1hlBrBlLSJ9EOxPsE5d9Qz4fRMdkHFXDI0peAhd5A12XQEHoTi+6kY34h59XAIeb0b0BDdoqkAgNaS9Gqekf+EvqY9oNYqHa7pMGSyqCLQNiT1OABlgGTin1hyBEZ6VVVGq0gGq1A1s6ZVCPArExtvpKkP8qZVJuXNEioUlLoud5Hk1wEYupb7KKJbrjJx29wz7M8XLG/H0M5D/dW3Lp/ksM/b1qc5oqlknNCSCe00jkvfOg4HhaskllFnHnXKenR2qfcBqGEx+awVK+jaSQhUtoepEpjWiPWpmi/hrJG6LHLr7v5FttvsJgQ0u+7Pwy/9CqAj72UGPizSNb6j+HxLM+Z5rylFRf4a95wj/ftvxa65poB59wntPustb8G/IJz7nHW2tuBN1tr3+qc+1W2JGU4901NkTqAnGd88CCePuuhywlDhnWPP+5h1eVyv8sLJtvHRfrvBlgceZZ3x5z/Zoj52LvjNZL8QphB6DrCsk/hSwa/7Fnf1KesgLEY0PrQpPDAFBIojoBLGLL0nxbP9OZyauVqtUz/ZFFMHsgxLAsICQisGul/rUIXVcnnVlWY1cvUzH2sqja12lD1z0AdO95I/5UjmDpWO94pkGHI9nUUU8uAwzR9radHtchF84LJ+2RsCCbngYhAKYKDYiYgq1yB4sCVTAUCMPIxZUYwQ9EiBB+LAAlAiHUkYucMVNKV6bpo54YIAroumYZStsm+yyYa33dJ6jfJL8EUBidgICWo8lmrY3K57mIaaN7pJlJjXZkeOrITLCb93gv53UVTly/gdhHNDKJ2Nvpv76OjaYjPFfoE6j2YpckAIALhULQGGhin8r6Z4a3VnBRfEz9+PA2wIkg3+D2pthgYDpfcnaJ3Prw/8IGDdfarONhbcbBcV/5JIphI1BKQcxlALbBI1IJcU4ebGroumhGMgAHRKqUXFxYKVA0FHAQfNQZexm0NXnwyktZQ+91U9RZGAzTWIlx12fNKNAOV5+Tu0XU3E1hrHwV8IvAZAM65v7HW3gE8FfhVtidlODdFtBw/LmPA+xjfK+jZn/Y5zrnK/z8U6V+k570LSfpfe/qVp7+4xqyGOBGHkJlY6A3+YAFdh190DIcLhoMuaQKS9L8fF8f1YakEGBaR+UtJZb8Ixf5vKDbZljzx48+2wCQdCcJfRVOAONdJUiNhVMnXKX9LrWq4MgGov9ouPcVshVqHPeODWnSpgMek+QGRYuVeIau+sxp3WY6L1mRkU4dapAkqxBCys1UuW6sjFCoziWlAU6ilykY13QkzEo3DUGsYdBbJGEuf5pM2PYhGYcLfodIaCJAQd3qfKlQmrYERk0ECdp2YHgiVqQETFFBQ77uZA/WLHr/7bLZK50c/iLjtF2TVe9QagN9LJbMXyRFWVRDNv41OHEbZn8IGBDiP0gF7QxDQloBCWJf31fUQxPF0MHTKGTQCxerJigZlQQnzXcZvPPr+RF+D4WDJOlVEvbjv6ffjx7dIkT3C3MV82Sl/CiGdnXJQ4CAPvSkfTdeFkpCvi+OSzw4mf7dBlW+OIcJdcT4cTNKwxG9BtIfFKdGMvuGtvPhqg4GZLpuuORiw1v408KnAReCFxLjJdzrnLqrT3g484aykDM65D57nniFVHgsBQvJ28kMEAKy6OMmP6/z/ywsl69/iKERHwOTwt7g40J2sybn/fZLijCHs91EC6zv8fs/6MDo8hT6m/83S/55hfRPKFJAWPbG1Ju9loKj+GwYWH4SSvCeu5eVjXZvsXS+aAa36b6V9v5j+UmXxl9tW6n2a36h2W+buCwDIzl0i8KVjozYU88nOh5mxm7wAi+q7gIGQf4uEmfMVjPqcJPbQLmyh7PPqshawSJNTbVRgwCiG3zhhroqqukvATPoQfxfgEMctMSgVPqY1KVtJGKg8oyE5faY5PKTxSuafrg+1H8I2J0WluZm6J5BC+0I+v+vBrwo4GFbRMRBDLEa0F0pa4UUKlU3fRGgTUkFmfPI7kECQAAMfnWm1P4EfyvuSCqACmsPCZOm4WwUQc5r4j/h4724FHJPNZcNeBD1i6hvECXgZGPZ7/P6C0AVOloGTPV/KpC+Kc6XUTJEaKi04EJKCSpJVs2TylDEPzUsoXveVtB4MPvgSoTB0hD2TIxV8NikYBZrLONagvq6/AOSQy6tGQd/sMmjWDFwTuht4OTFl4n+w1n468GvAD7A5scJZSRk+eJ4br1cLwqqPecIT82cdc6NLApP+omF5kRSuFFjeXQqp9MeexdGQHMVCchRL6rllh18s4iK6MKwPF6wPozSwPjCsbo4OR74nMv/DkCRYyQEQ1Yj0AbOM9sa4CFA5UQkFKPXVgaAD8JPUUyH09FFmaV850QWjGBpQuISS9lrpzzTXNp3Ti4Hx5CIrshRNPFJuD3Faau6nbdhZNStS5VKZA8SEIvkKlBYlTDyDPFvpg6+Xkfb8vH/LYpNVGOTIB/ktGoYsgeZtU5g/SRrVuRoGShiYMuFk7Y8GWApUiSmjLNRhDNSg5gYhYDDpvYX08kpujmhSKO8oSpXpmGga1JhN+nGQ5oZgvASIorknVRtUdnmzimptTGSwYWWQcrm6DLloDvKDdeq5ugjsQhoPMSXIeOs6AV5FpIhwICC6O43OtfFYiI63GVSkpGEhEJKfjZiw+uMSAeQXySF4abL/xLDXx7nbwbDnY8nf9Dxm4ZNTJcnBMgED2dZzuHqVZsToywsoB+psmAkwJaYdvM9m1eATOBgEKJioORANmgJYESxoTUQa0+XYpekepSs1E+wwXTMw4Jx7H/C1avvfW2t/Efgq4KA5/TZK0gXYnJThXORPupj69zQlyBki8pf8/90QfQCWF5KD2DqwuOjpT3xxChvi72AMfq+HfkEwJhb/OYzV/4ZlZP7rQ5Or/61vCgx7UYopGQAD9IF+r8T9d12g7ycMk6Dy5gO+U/Z3UzF7o6TS4tZbGGJcXRV41nO/WbRHEp7+ra7TXtiZ6QRyOlLjy28MMcmMSM59mOSrWhU9AgPJjJJV1MmpEuJz6twFsX9RojUm3mssxaaxaZ0ZtY06SWxiq67C3jYtxiFFo6gYcL/uitOWL05b2rdDTBaVhCU+H+m3duaMPgt1kqUMDpTjZzZLJBV3ZbJQNS6mtAuVwyhRbS4amxCiGaGaHAkQjHw0tkld0n8Tvei7BApzPoAhteNTTYFkp/cewiKZNBahABFD7UzbqQkfTHlRCRhkT3sBcUN6F4NyrPXR1DZkMCCpkuP4dCuTsoaWMety+XBDtw4Z0HYrk82Aw56h30vAqgv4vT6bt0IPYemLeasPWWMo1VeLD0V+YRPj2wy+jtYwoYoCqABGFzKmiuNUg4NcpdFTkiGpMcz5QURDdhquLhjwVwgGrrbm4l5M1wwMJJX/Rznn3q5298Cbga9o1P6PAu48KynDee9tPrKgCz39sUk5z2PGv1JvHRbHnuVFnyUtqbceexnjm6Mk2kUAsB9tbqtDkf6jlLq+CdaHKeZ/3xMOPGYvfgn90rNYDln916Y1FsrpjXNCILJvg3hQB0knmh3dCpMtD54YZZfWvsU084XzM/9aoqR8+CQQoGzmVbhWUNcqxlL1VaTJCadEraGofCZaCTQDpfRzkEXSZO1EbqsLiMNc6JNEZChe7ck0Y3pP15ewt15Vu5SkVe1Qher9xd9S6haiuhUBeKGOCdeaHJG4srSVzSvldzH9mNq/QZkiOsXUhJFlrYJP5iQfR6jVIlSAT8+DdH6HMBM9+GYMBDYAg5H2wKS5lO+TDuU5miRsH7UYEJmXly01X3THTZ43zcPIOxCmp+pWSJpt0fB0K1P8cNYpB0dKwNWdgj8Rc46pCixBek/IN1I0WN1pWj96oDMMS2JehQRu/aLP2g+/IGeKDGmOZtOXBj8NSK2oMRnI92QSOO5MqK7XlV2DCckKE8fL9CGPXdZYCrgalE+DrFH7l8uoz0lBvBovhy73uhuDrqWZ4L8H7rDWPtY59w5r7d8B/kfgHwAPA/4Z8OyUIOErgSel6+5gc1KGc9Heh0wMCUz5/8WTfnnRszguCL479cVubaITU1RNxrj/0FNL/11i/rr636GHg6jW65aexXKd7H+x0EnfjSdcCCY7AwnjEOfGzFTUh0bKDwCJUQhz0Iw2OdfpdW/s6BWg2bdJ/S8Xi9SvmbyoiVsbet43QRl8KACgGYXk9S8Nqb6oRvQ98zofNvRFtRM6ohMdxBSrnrw4R/bS5cU1mA5vPMaY4qyX/zK56Orqi/n+nUcy9HSLED23hQH1hVNGDZB0VDEnQmIkJkpAwWTNQFZTN2DAJ6DgB+iWAhxJWgOxoSd1uHiJSzSFRDpUoK4MaM6LIONtKOup+B/IeGYgp95xk6MgvdIaNHTNvlDmoPEm+e2YxMyiNG2Coa1l0c5zM5r7Ic8fXeCqDckb9lQY3joy8S45H/an0S9AnAy7E+iT1iADNxkrlQExmxdSkjGzB2FFdo7Vvi/dgpL3oSuAAg0MZLzye9APzoi0cycm4KUQWAII3oj2QUBBuVaAQwjJp0RSqPsUrZI1A4bgU1TITPdKupZmgtdZa58LvM5aC3AMfF3yH3gS8DJr7TuJFa+f45z79XTp97AhKcN5af8u6C+GmA74yOc48v7Y51LAmUwMs/L7KumP2P4X0c63ujmq/6P0n2KLk+2/3x9YLNc5yVHf15LjOjv4mBwTHAL4oRup33QcsPyOntFUjHBScoMECMrmiAFvkBwCDRMPoNWqRWo11blqd9UHGVetfYj25aC2A1OLdt2H9vlD/J2Yn+RY15oJXba1ai7ZnMXxXlTHUXIz8cvoDMEEwhCir0lacONCKYtlvdhust9m5qJ8CvRgBcX8xXRQaQnk2T1KU5DO8woIadJMIdbHKmabHHUQmREdWdtkBghDyHMsp3sOCTxM3UdverI2SuZoK/3nBEh5W/1uQWI33t9qnEJI45LaMu09UxEikXilLaPmp/w1WS0R33V5NxJGGMcgLKOfkE+aA7+Efkn2D+kX0TEymhdC7YkvAAEBNmRJH19HWkgRJdkOydE36LTVpBBQ7WzbKaTafFtBf+BVjfB4rGScbMI6k+/CRpRfjSNFayE7rzYYmH0GLpuuaTSBc+5FwIsm9v8VUUMwdc0J8E+u5L4HdwUWSx8rAZ54lVAmAoFgTCoA1CUbXoz5Xx+I9B8BgEj/65sC/jB5NC8C3cE62r8h17eHuPCvVov0m1zKN0Cp8ifSfnLGyQu/ODVBluZaSRjqdTjoHVm6CtW+sVpdfQCb0IFqV6SzfEdT3zfohSIv4rXkkX9X6v6iltR2d6AUWUEYjIke4cSFb4Q92uunvvFgkg9IuSbHZA/EMrIi3bYhic041gvreMzORb7cP5etzXOB4qSVtrWJZsqbG9R2GoOcWAe1PzOOcl7sgiltGAmta7RPTE+fbH8OIYMfPW/zJRMMX7ar8W0Brbq3OKiWsTZJQ2AiUBKVehcSGiohk3QydxuV+iZGB2XOBvLcD4toavHJgVIiQEJn6BYUx8OOEhWyVv6N8o7lOZIJAcAsovZHawa8yg8hETJRU6BCQCHlkVBgXI2jadRZIwCvAIWe+0FV6cQUDcLYjFRMYPKM14TaZF6XQtve+w7Qdc8zcC1o+ZE1y8WAWQe6wUdnl5R0ZVhE8XA4MKwPOnwfHXpWt0g1wOQIeBjwy6SW2/eQ/ABMH2LRD+J8l5TFEBeqomasGb442HTKizmre2kWfPVRtfNVM9+4IKjFuCMzzKzCHan6zEYMMJKuSO10zb0zo28YP5TFU9ng8/21VF3xU62aTf3WjknKR6Jytpt4ALEqb6IKXIlGof5feVbqfVObGRzJMaOubVW2CrRU5g7F8LMvgFLhV/4X2kdDP4M+B912yNsjPw59bsWYk304SKrb0u4ED1C/9YbqAyhpuLR3nnmYAUC6rguRARoS40oMX5hfyTFhqKIOBCBAmbf5huX5y2BOPWA5P3Qhal+WMn6xg6E35TlNeZc9IX+OLYjrAjmxlBliZEIOpR3AiANtR13EKjvPJnAgGoXU7ap6a/N89dAXhF3nlIjPWI1bA+jz+GkgIGMViOvf1aQrAQOzZuDGp8WJp/NRhPB9B4vkCHgQIwBCF30AVjfFEKZhD4bDmF5U4oL9gUqXukiIGMAbhkF9YdnZKDGttaHLyWtMkQDEhqi8xDdm5Jug6jtritFUTEgWhvzBlsVhkxQb1LbRC4Epx7R9v4CDWmrI0r9uX6RvrTtWqvD8W4GBEqKnPO3FZ8KX8WqfJSSuk9fsqfFMfahcOVR7taZhSzu6OTU2Ixv5BLVAoE1WVCW68a2EH8aMXfV18jmmnmHimUwzptpHYOuyqce/AT8SVWIEqJl4n4xThZGkOSaYzLTtUs7RjKvOOFnU5hK2WAGBrCVQbcmDt99G8+qCCUWTk56tAlF9rLpojOSBUPN1iNudqaM+KsfbRF3ibeIjYJLXfkjMnxSREAwRNPTk5wp9GucEBDam/97oaVi+fxl/8bWJ4x2iJkTAlPYBaakB3FeNAlcABnabdgIM+N7Q9YZhr8Pvxwxsw14EADoD4PqQmEN9GWLO8b2QnHRCLgMcG1SSayupSn50Qfw5ZlmcvSgSwECR5Fqm1s7nZnGaXBDbxVGvoBML6agdrQ5UqnHTLqSELGUE+cANSaIPauWgOBBNkXrWKhoiKNV3akOPzSaGt2ms5Bxt4qjU3lBCn+S3WrTazIkjoKYkRBiPcd63ZSi0Oj9rPPRvr4+Fmvlv0QbU43YWFy/9roCL5nkN2NlEkxoleT7k+QpQ7TLHKfcIm+7T9gd1vtJaVcmytCkigwO1XT1XnSthGiiYejxaoCXAIN3HSwIrH7+n2KfkT5DDD6nft7SVImKCj+DAa9+WIEw//s3TVvwmOhVhkUJCR/+2TYsKF5m0FqQtNaYGkxNBqdOrdsqAzXRvpJ0AA+ube/zBIhX8kQyA0RdgkPz/+yGZBVQyE52RTxzXIKrz5cNdl9AiQgrfEnV/kuiqj1zl9R7F6G9BtKPFeYrx0Hxr5wQQUC+OUyVsxf4fHe6K3dWY2hFsq5ShH0+Dn2BqpobsV9dtY2LNLVu7cj4n1CdVErkGH5oZN30dqdS3dacBAOddB9vnzUwu3T8YlVnOh1KNMY1hSG0Y+c24v5u0KXJqzk6nNUnpvE1z7NzrvIx34tXBkKN4Kil0y1yapIaxV+Cg8vtIc1w/0wYHxrKd+tdk4ywAue6DvI9A+iQ6YlKhYDASy57eW1gnU8dQNAXZHERpyxD5uWiJPIEuzQV5lo7yO797PUCiKRB/iXRSa9HRj6Mp+2hABPo66idFQ5SxUUhCfUtXlWYzwWXTToCBk/v2mJs61geG4ZBceSz6AQAmagNCqj4W9CSGyoM7lkotGckk539OZZo+ZM38a+/2NOEaqQ1qZtkurDkb3ASdaxGWxbVZAAsAoAYAyU5pDFEtqRL7FOnAjBne+Lb1Qc3gK4nWlN8bqJLONj272dBGxcyVaaYBA9L8SBMRtvdt0z0rYNL0U/9tme1WTULVL9PML/Ws4qyWt8u5U/NvqqObpPSNUvs2Cs1veY52jPI96s6NNELbqAUFhmlNgZyrQ1vbMFc111vtg47zn0yypO9niNqQhBBCWif8Arq++A/lwliQ15UpTVT2n5B7DeW+YnqROVgAanoOrd1TYyZ/Ng2xft05mVhGdRRGbIBuwh/pamsGvI+DcjlkrjZSuXfTboCB24BboklA/AAkDWhYCqqlOMOkhTNL/4OhW5n8UcZqf6ZG8WLnrQrXUFeqa5nKWcxl9CFN/zZTx0cH1fORvsneFJ+ALHVSVIyhnBvyQqMWxYl7jPq2oc9nLugjyay0lX0kiCBpY1NtP6a0AZTtct6G5tRi2Uo81Xhse7YRkyEzo0ktjTCUlgnrvirGPmL+rSYqAwdd02Ciz7I9AbZamlrftwGn0T3aua7fxcQ17fez8Xtqx1hAvgAupa4faRXOAgoTIEMAhtjp9bn52tRPb0JcfUMEAZJNkRAjBrqUy0DCoEcgTroXUr4KNU8M5PwXEmbZivs5F0PariX682G86hx5h1lFEYpWpH0XV5NmzcBl006AgdV9INwnVgH0+1LFLtSesQIARGJcmyrNa4wRjoAgF5WhBgN5MdbSv15w076NdJ6PZaKdrdK0ajsz+/a2abGQuPAMBKTvekE7b//OQ5rBTQAMzXzb58jXBZNV2qP7t9qGhnG2zGTTOIZmccz9nAJs0s0zAEXL6EdampEjXLku90kv8vLuKsfLGvBUtuhWS9BoRtp5NmnCanZt02xd6ljld7/ltmZTH6aA8ggY6L+hluqFwcu5rX9BY3rIyYMMKQTQlCqK6twKCKq0t0MfMH15f5Jym5CSRSXNY9ZmJZ+RAuIF5BvFlJPJQO7fU47JByVOuB0pCiP5IjRzTd7HWVq7ap3wyr9AQFjHrif5u1fTToCB9WEgpCRBEncslBfPwSgJ36hUrsnxr6rpzUjiysVh2kWVsl1RszCehZpHtm/9oW5qVzMcZFET5N4cM/X1khCl7uT4hqMFopFAqkN6sVCLrEn9qaSTpj1Tb5Z7m/aC5tqpvm5g/qMFr1kMt9tAtjPDkSalZU4Nw6kc4dr31L4zuYcwhgYgjDQiE79Hf0dAQQGrDfM7qN+XSpOZDSeOte9Tkijlvm8BNdU3lP5l5pfmUtGUhfSOkkCg34NiuNV14teR21AMUQokaVAh3ZFogJAYfTIhmBDXGoxaZwZyeeFchCq/zxRtIGDEKzAgv1PfJBxTtiMjN7RMXZj5GctT+Qxl/ZDnMRAw5EqSVx0MBOY8A5dHOwEG/DLAUr1oQdjiBxDArEz27td5xbNmQOqdCyAYygo48jbfRi2Dmdg/onDOc0fSjykLH9TqTs2YVX9Gz6EXG2pGkm+74eOrfBQgOyFKXwhqEdH3oMY7kwBAX7eBtgKVDdcJOMkLtV74z1gRtwK6CdA18gtRfNwMpS/GG9rFeeN8aAFXvGq8PmrmGEwNYhvn1irSRQGFkfp5A8iqbrtxjM4xeG3boe1n6yNB85wbbqffsRzKjD5kLYEJZE2AnJgldENcHwTgJmaYfyenXG1CmHpv2etfoQVPeSedPHeA4A2driGR+5+AjC/foPgAyX2k8iTUIEEDBCggAZq1ox3Pclo+R5IhZXNFZ2Iyr6tJPsR/l0UzGNgN0pnaQtzWoX66hnkM90monGK32yg5bWEsQLU4T+4/iybOG6vU0w7F8Mc5BzYvxln1rn5vAgRZNUlz3oa+6v2bzBQCRLLqUzXb+k9Utvtt9zyDNqmitVlAC5PjBprtc7ynzZ0Z92Uz31SLcwP29DtuCzqNNAlyKCiwIOC4MTdoYFD1cxOzvZqkx0j3x5sGDCi/COVYma+VOd8CqBFIS9kupR39/aq5Ker2zFCVk2LogLVizspZtwV3o/XENO2oyJLqfLUuZQlfgEHqi9zf9FTz52wHyjFQ2EqGqOGQuZhMsrKmXi0KIRAu04EwXLavwY1BOwEGupWB01JAhEAuY2yUOi4n/gipiEvrfAWbmX8rsabNreriy6AWSNQZwhQAgFr1rK8xzTMEBQJM/Ru1TyQhDFUBnopapm2a3812axLQTLg1jWy0I08AhXb/ZD8VM8inagah25jSKpxzUdSkn2EjQ23n2Ibnrd45Cgzkv5KER4WT6eeSdpp7ZBW09G3KTDClBTjPWnqOc7Zqazcca0G6mPuqiJGhea6wob0J4Cppy0dgwqjv3GecNla3b4le0A6MI9Lhx6rdAHVCoPzMVN/R6H7Jfp8zF0Jynm7Agfrbmg2qMMQzvoEMIHzscFhtP/+KadYMXDbtBBjoTwwsJqT/FaXee67iRskAt83bWpNeVC+F2TdtbtUwNEyuzqY2BgOjD3uiza2LrpYMWiXAJmY4sYheMqOWBXZC8TAyEYxOoGgXVFvnoZHPxIS24LxtbnLU1MdzW7LdmJomfU+m+txIn9lRDFRtdpM82UNJeKPnLNTJYvR+6QMTL6T9vaWvNM88OlcN2KSmYctczeaVFqS04GAAKbTUAvyRtqvt/qZA/In5CoUJyqMZ/R2q7xQmvllaICL9G38Dla8CU9eEdI86rwKenB00dDExWw41TPMKVPsTIHIjgGlJAW/Wu85y7720G2DgCIwxuXRxtr+tlPSvtQbaMWeCRnZ5tW+Ts1fcoTbbtrdIu/lbyu02QKD1VG4W9qrZ8yywGwBEvPe4f6MFbAMA2KhROYuavoz6dgmSyrZ29f6N3drw3kbOg9sk2HTdeR1MR4eb5530Qxgt2mF0vGZOoZxLM45njelE/8emJjPer2+pHB+nfBG2+iHkHw2gUGBgKsVzm59hVFTpnM961rkCDFqA0Ereo33bKH//abKFBhSodQyI4Ylq/eiCumcHXVDzoze1L4Tqdw6PbHbnZ2q7mbqg3/tVBQNXElo4mwlufFocx0kbwUCR/nOCIKjsizCxuDeLY5YUhCFvWpA1NYvMuRa4tl0FAnTfNvoEqMVh+gZq1yYGsImJTBwbXavbnwAi51YznwUINtEWwNP+Pu9zTEmsecHbxMTkvDJtqnesnQe3LpjbGHpa2PNc6AOtrVlAZdwOpU9tGJia86MkXBUHaPqX36tCVAHEm27Svh2ojlVZ7oI6h+3fjO5MaMbdND5DuhBUMSGofVtCgs/UfpzVRfW+s9lNAwCtNdBzMZR3VVGyG4jNW7z4O8xkmDNGQhNNdnSU3EHioRg6U2kddP+N9CvA6Btp5sbUenRVKfiUsOEyaE46dONTdxyrhOWogCDSQKgW8E0AoDDauGNbidVJBnIpjK+R7OTevlfgY8L5J/dz6t7NvTaqwKeABxO/t0QlZIYyanzi3i3Tu4yF4nIiBsrF6tTJBVgxl2ZsJ1XcgWq8jRZSFOPJl+j7N31qx3ekYk43mLLzZs1Ge27rUCraAJ1wSzqurqu1DJsmj37+lArKN8e94g6emFtfmlRe8XTEtL2haXc0WOenENS3HhQ4gBKyF9R26yOk3+lUP84J8qs+bQKfG+ZA3q+ul0JPUTNgYuZCYfwGdHVPrX2J/ZRtlbQo5INlEqn5VNFEP7dplFpH4KtCs2bgsmknwEC/iuk+cx6B1gwg65N28FFhcZnhy3YTFrSdUTSdmZpvDfONzF/1Y8rBpwUAW0DIaPfUB9synIbB1PUHCtOf0pps68SoS+eVpqR5vRLKMc1w9fmmvnabtkM/U25+y9jWDEFJZGGibxPSZdVWu9g3SYZCrxZjUzPuEYjRUnz1Pif2VxnohOkndXI6ZtJ1ddhYQTSVP0mOQFC17EUy9bHzOV+kalPS8441CXp74n3DxjHd+M4yUy/tF8c7laZaRx61808Bg1E/toGCTXORM8DfJgbal/6ItiMsEvMfIPShCo+WJGrSl+wUSQEPY60Q+btqP73ROkFznWyre24zYc50fWknwIDR9kIKo9dod1LdPrVPXTOiQCU5tGCjQtftB2eE4Zvyu8pCN9GnqWdtF5yzFiAz8XuTE2Ijiebr2ueaoMk1e9M4NhcYta8wXMWAlYQpCWhkeyNoGz17GC3IG6/b0tfMcQIV88n9advU46sTDaXkWCGBgUqK71VDm+rJT/XXCIOnAg0VwzcxiM6YMojb7NfC9EOI6W0jIAgJCEBOVyP3E4m7MxGgBKJJwYTy7hJTrsZPRQHU472lc3rA27mvD2UQk3o7ytw4raWYMgtVt52Y9FNag8lHaL/L9nubaE+bPowHLyXTAylaSlW7FGfKKUrXB0M0M3SmWATS9VNgZeS7pL8jeZ8q8+LVoOA94TLNBGE2E9z4FPSiKmSopa/Rtplk2JMq920SjfydYJ66cIrvqe29bSjSpgW+6c8mQWlEzceqgUfcHjPHKWaZ77ehf3W/a2Z13nU8TC3GSqqTgjatZD4aiym1/wSI2TjW+hzOsX+KJhbRrMLPqWNDKZiVQgP1X9PJih+ZttHSlnrGdnhNy4k0OFDHjZk4d4JC0gAEYaTBRO1aiIBAY7HgTeq/TPh01JBNCpk5hSZJkhJJQ/2IFC4zQVPvdJIbM5pfOm2zfNOaGeamwqZ2TH2r9roNtNlkF8rx0YvV/U7AWDKlpufo1qnegThP69DpQJ0ZsG0/qKVv21jrdaJaT9V3txy7PNyjJGvw5V67w7QTYMAvgFSdsLL/twDgnMy38owNzaIQTP7dMsoKcIjqX4eFNfHiG7UR02v65LH2/hsXmZG6WW1TX5fPaW8+xeSnmJ9ctwkMBGrP7i5U45ztyUlCMfo6KIvBFrCx9di4O5PPAxPjMAH65K8ebwxKE6CYPWm/Vtv3IQIAIhDoTJmEXRcmmPl4ElxqNeBNNF5nI5swJvptZX+zBizGzHumMEVDYUCBJH1qBFj/NaKvpnkf51nA8zsZz1VpJJSfGG3+SH4Olb9B871Pag1kMk4BB72GTFD7/YxMdNTbzdUVoJH7dmtTwEGIuVdKzhVGORhya930xKn8Ydq+538TPi1X20xwJXkGzuvscYPSboCBPQj7ppa+5CMbLdYbGlEf9UgV7UenlW1t29e2f8jVE0GObVZVb1NHbk4A1KStbSIQNi0sre35/FJ0GJ9XnbsFAED1jJnZQ3ZEC3l/kRxH6mRN57yXfpBN68FGpt+CqMqeH+rFTzF45FzINnqtrteM3cgxhPnXACCfCxEoUI6dh2T+ePUyQ3M8gzMzZgKyr+sC3qc+BVPPdQEAYt7xpoyNlua0b4D6O6pNuU2tlDvWdnTD74ZCZZKIIKTUPzClQq4GB2o737oFDBoMwOgZN/Wz1iY232XlzFs3JFqCyPBDLL4Gpey6AgMx4ZopIEKvadX91b4RwC//RBvbFmq66j4DwXPZJYwv97obhHYCDAz7YA4VAIBp5r+F+WrmpD/svE3d3siOZsgpOSs1WlfamUT6rYSk9ofRSfVzBH3BhGQ6qSmACgjk9rYx9U0L63nOm1oQQ5ISZV+ngU99/ojdnYNHVPfMICDUY6ob3rg4hxwGFjSDl/HqolQfnyEx9QQAOqOkfRMyk4/bjKR8uWWnmH++VvVPH+vOAAMV8w8mC1TC/PNxreZV19T9iMf6XoBayGaEeKHBS0eDiQxXg9kR49UTbqr355Tits1Nvalv18zFzOSl374+uQBTo56Jap5pzUK+fTX/1Pkt2NbAXJsPE9jUpZknTWFyHzHFeFJV1ggARlVZJeJKwE5jQmjXtgoYmLrPI9+C2YHwXks7AwY4YIxMleQ8Wjcb9V9WU8NIMppE6skOPNJGCHOYYMbl3vXfFnxs9yKaRvLoBSOfpxBGu2hOSfmbjm06zpZFVp5jgjFnrqzO32oG3Kj+be8HYyYTNuxv7yFdDvWYCCCAwvxFeu+g66KutuvKP5Hme1N+dwoAXIp03zL8qcdvzxEmH9R2CIY+/4bBQ29CAQUTjL/t31RudzkvBJN9IDNIUMf0vBZGmoFH+37SOWcn5tkydhsAVHOoAJXUv9xvzczzc4Xxt5mBEconQoOFUNaaTd3V37TSNmUtgf47pW1CjSWAN/i1iaAmECu2rrpS6EmbEFJBtypb41TfZK0xjbAzBRSuJoVAuFwzQXeZ102QtfY7gH+aNt8OfL1z7i8mzrsJeAnweOLovh74ZufccTp+P+AngK8AHuCce5+69guAFwI3A3cD3+ace2M69nDgpcAjgTXwI865F27r826AgQPgoGGGDY2SlDTFW+K+tKnbmPDyF4afE70oT/CKqSgyLTPSAGD0BWnmt4HJt886Oi8wYuZKMq0eGNi2eJ5bGp94Ri05Vh7jpjm/fQktSDmPEVYz/2Z/pYloqR0nFZJnupr5x78eY6DvfWb+nQks+oE+Xdt3nj7tl+2zJHmopfnLJfGj1eYBnxhyDwy+i0VmkqQ++GImyDzhEu2reg4Xx8MCBrxvtAjBYBKjFAdF3c6Zt58Ypm3zdjJ0EshpmBtzQe5LBWpgI6jU00uDibQd9PkaOOgm2m9YmH9iwkZpokwX6NI8lGcXjVM13sHgfYdfx314A6sOs459NI2vQWtCyM/ZMvtG2BGgcNXt8vcCM4G19onAtwKPdc69y1r73cCrgcdOnP59wIOBjyV+Xr8EfC/wzAQEfjdd297jduBngSc6595krf1s4N9aax/unHtvOvYLzrnHpXPfbK19q3PuVzf1eyfAgN8LsBfGC0T1sdbev5WarwX7ytmrYviGmvkLg52Srpv7j6SKsOHEtp1WRdgw/BxGlq4zEwx+ivm3Xb1U+3PutZJCTVIdV6pUdU518wCTgEU/F2V7c4eKVDtS/27i/lOaDT2GjdOe6eIi0nWBvvd50RUAANB3oQIAwvw7E+gogEFI/24BQKvePy95ptsxwdAps4DpPIGiMSjAIPnTKSZ+bprQTgQEGBi6rvyuVPHSrwzcQmKsCuBN9UPmT76/AhKbTATKJFN/J/pDbUBNs/9cjuwtyJ8AFLWZQaMWvbZQRZZ0fdE0mTQXNRjtu8LstMZg8F1+18PQsV71ERgE8KseVmn8s3khAYVArBQ58czZVJD6moHBVTYTBH/5moHL1iiM6cnAK51z70rbPwQ8x1r7SOfcn06c+xTn3CmAtfaFwCuBZ6bjXwpcAJ7dXPfFwB85594E4Jz7TWvtncCXWGt/C/hE4DPSsb+x1t4BPBXYcTCwTGBAk/rATILlFTo3zamaMbUZ2/ryQeYPtDRcmFtz/0qSUNLPJGlAoZm8MHjN2Lcsaq1q9bxMvup6tSDqA4Xxy7aAbQEBQS3yrTlkctETqWNrhzafsHFIpwCFYvDteObhFwlMVPrKoU8WXbHrCwCQ65YJAGSgYHxuZyGAQgOCNDC+eWnbwMG2fVoL6jE14KCYBeT63gSCSc6ACjiEEEGBUefDNDiYml8hxHv7YFKUQfEviCVoSzsSoZDZ2EgNbybnYLr7JLALsl+DSwmJnPheWh+N+lnq59pE2yI8ai2JPFMxnVTAoG1DmQE7NTcFmGbA2XmWvS/AQIFP0QwBDMFwuu7xvmMIhvW6j+AgGII3+FVHWKe81r4Ag8psUroEepcJca28mhTCFWgG7rG+PQp4nWw4546ste8CHg1kMGCtvT/wQL2PaFK43Vp7m3PuLuAua+3DNtyjBRZvT/d4H/BO59zF5tgTtnX6RgcDUSN6dDcs9FdbnzSaAlq6BoqjWDpTOYKZjlijWzHgTTSSlEPLTNX90RJL2mVUQhil0tfe5ZMqTtk+hyBXLW6VM0Qtyde/y50qyV/S0Yby16j2Wr+AurMTvy8DuIweWbfVMgNTTqm89LvmN2W8u64GCl1m/hFeesXkB0NWr3edxxMywx/yeeTzNWVgMDHDxuCg/J5i1tKGbiu30Uj9kiVYH/fJEUW0BGcBgk1U5ky5Ngr+JoMOk5iQCRJNophjmlemBdVnUQPuS2inHFdOmknyLqBwexKm0a0mwMgIpDck35OABK0ZCaGMk25T7qWdUkVrEER71UtiATD9QJ8g1sKUa0IwHISOdQoFWXnDyXoRTQkJHAzrLoODIL4HQJrg6SEKsKnowt3y66qkH1ovLr9G8qVca619EvBjE4c+lP4eNfuPgFuafTdPnCu/bwE+uKULN2+5x7ZjG+lGBwO3A+z/zC9f735cFxopI66wPdP83VXSGGa3g5GuLrWY/N5A2/DrtaDzjomnnpsn92Afeu4RTn478I4rbybTh4G73vMx77jfFbZzV2prKznnXs2ELR/AWvuHwH2b3bcBH2n2CTK6L/AedR4T57Z0N/C3Ju7xn9Ox89y/ohsdDLwF+Czgb4DhOvdlpplmmmnXqScCgbfck4065z6QPOjvc4VNfdg594ErbONOwMqGtfajgAek/Zmcc3dZa9+dzn172v0ooor/Q2ynO4GnNfseBbwxHXtQMjV8UB27ky10Q4MB59wJ8NvXux8zzTTTTDNluic1ApkSE79SRn5P0B3Ay621L3LOvRP4duB3nHNTz30H8HRr7RuISp+nAz91jnv8PPACa+3nO+femMIMHwL8fAJGbwH+GfBsa+1DgK8EnrStQTMVGzzTTDPNNNNMM10eWWu/FfjnRE3IHxPzDLwrHXsb8GXOuT+x1u4DP0p07gvALwJPd86trLVfDjyXmEz/44A/I2q4v8o592Zr7eOAHyFqQ+4i5if47XSPhwIvI2oEVsDznXP/57Y+z2BgpplmmmmmmXac5uSQM80000wzzbTjNIOBmWaaaaaZZtpxmsHATDPNNNNMM+04zWBgpplmmmmmmXacbujQQgBr7d8Dfhx4EHAKPNs596rr26vrQ9bazwWeR0xI0QH/yjn3w9baBxArXH0aMVfJq4BnOed2yrvUWnsb8CfArznnvnoel5wy9aXApxLH4OXOuf9jHhtIxWF+gJLg5WXOuRecVYnuRiZr7T8Bfhh4jnPuBWnfxrlire2IY/gk4li9BfgG59z7r0f/d5luaM2AtfaAGKrxY865hwBfBLzEWvuJ17dn156stQ8iVsT6LufcJwBfAHyvtfYziR/qXcDfJoaiPB74xuvV1+tIL6ZO4zmPS4x5/iPn3MOIVdceb6217PjYWGtvBv4t8P3pe/ps4DtSvLeuRPew9Pt7r1NXrxlZa18CfD7wtubQtrnyLcA/IObUfwgxr/6PX4v+zlTTDQ0GgM8FvHPulQDOubcSC0g8+br26vqQB57qnPt3AM65PwfeCnwK8IXAv3TOBefc3cSP8anXrafXgay1X0iM5X1V2r6VHR8Xa+2Dgf8BeD6Ac+69zrnPAt7Njo8NkXHdB3gDgHPuvxDjyT+RuL68wDl36pxbE2vO78LY/Bvn3P+ESnt7ju/oyURh7cNJq/SDxMp7NzPTNaUbHQw8ipLmUUgqO+0UpYX852XbWvvxwCcBv0/MfKWzY+3UGKW64S8CvpaS0v0R7Pi4AH+XmOjkOdba/2St/YOkBp7HJo7LO4iZ3bDWfizxe3oTWyrRXeM+XlOShDcNnTVX2up77yAm6nnE1ejjTJvpRgcDl1W96UYna+3fJpoMnk+0050653Rdk10boxcDL3HOaeB4M/O43A94DPAHzrlHA19DrM3+BHZ8bJxzK+CrgB+01r6XyND+FfDedMqmSnS7Rmd9R9Uanc47ZTfH6rrSjQ4GLqt6041M1tr/Dvj3wE85576XOEaH1tqlOu02dmSMrLVfRLTrvrg5tNPjkugDwLudcz8D4Jz7feCXgcex42Njrb2d6DPwvzjnHkD0C/hHwFenU/S6c1v6uzPjo+is76hao1N63gN2c6yuK93oYOBO4BHJY1XozOpNNyolIPArwLeIpy9RolmhqmyxW2P0PwMPB/7cWvuXxEIhX050nNvlcYGoCr9v8/0MwO8xj81nECvc/d8QzXBEbdtjiT4V7dicpxLdjUhnrS93Thw7YWzenekq040OBn4TuEhUb2KtfQzRqfCnr2OfrgulyIqfBb7ROfeLst85dwH4OeDbrbVdsms+jfNVzvqvnpxzT3HOPdg597DkMf8i4LXOub/LDo8LgHPuT4E/Ar4Vsl38CUQn3J0eGyITe3AKXcZae0j0pP8DSiW6vSTpPp3dGptM51hf7gCeZq0V0PkM4DXOuYvXpcM7TDd0ngHn3Km19onAS621zwGOga9Oi9yu0ZcQ1eHPt9Y+X+1/NfC/Av8a+GuiA91POudefs17eO+jeVzgHwMvs9Z+G9GW+93OuV+31v4BOzw2zrm3WWtlbPaJgtUbiVXmArES3V9QKtE993r19VqQtbYn5uiAGGnxaGvt1xNL7W77jl4KPFRd+1vEcMOZrjHNVQtnmmmmmWaaacfpRjcTzDTTTDPNNNNMZ9AMBmaaaaaZZpppx2kGAzPNNNNMM8204zSDgZlmmmmmmWbacZrBwEwzzTTTTDPtOM1gYKaZZpppppl2nGYwMNNMl0HW2n9trf2Z692P60HW2ldYa3/hevdjpplmuufohk46NNNuUkor/NHE1LlC7ycmhXmWc+5vrvQezrlvuNI2ZpppppnuLTRrBma6UekZzrkD+Qd8OnA78AvXt1tXRinT2w1D1tpZIJlppnsBzR/iTDtBzrm/stZ+J/B71toHO+fenSqpPQ94CrFS2h8D/9w59x8g13N4EfAVROD8a8A3Oefeb619BXCbc+6L07lfCPxL4OOBdwIvA14APBJ4K/BJzrlcyMda+2bg3znnvtNa+/eBHwb+DvBfgJ8Bnu2cO7HWfg5Ro/GNxPLBXwe8Vj9bSvv6DOB/A34AeCDwO8CTU1+/B/hi59xj1DW/QSxN/HRr7XOBTwPeAHxnOuW7gL8kptW9Hfi/iKm8g2rjecA3ENMUvyz1OVhrDfAs4JuA+wMO+BfOudel616Rmngg8PeJpZJnmmmm60izZmCmXaKD9FcY2ncBn0msNPcA4DXA662190/HnwN8CvBJxPzp9yHmWK/IWvtwYo2HZ6VzvoJY3OdrnHNvIxb7+RJ1/kOBvwe8KhVu+ZXU7m3A5wFfAHy3uoUBPpXClFtap2P/EPhkYhW4Twa++awBUdd/CjFv/O3ATxCBzFPT/scDX0UsXSz0OCJw+WjgK4FnEqs9ks79OmJJ39uA7wd+3lqrq9M9gVis5m+ds48zzTTTVaQZDMy0E5QY9vOANymfgW8Bnuuc+0vn3Klz7keB9wBfmo4/DXihc+7dzrkPE5nrKyaa/0bg9c65X3HOrZ1zfwj8OKlaJhEofKk6/8uBO51zf0zUSvyFc+4nUx/+HHi+uhbid/qTzrmLzjm/4RFvBb7LOfcR59y7gN8gloO9FHqRc+6UWIr3FuClqb3/hzguD1fn3uWc+2Hn3LFz7jeAXycyf4jj+mLn3J1pPH6OWEH0qer69zjnXuuc034dM80003Wi2Uww041KP5jU2AA9Uer9KaL0jrX2fsBHAa+11upqXR3wkHT8fkRVOQDOuXcA75i41yOAJ1hrj9U+A/zn9Ps1wPdbax/mnPtLIhh4lbr2Mc21AJ21dk9t/9UZz/sR59x71fYxUSo/L71LAY2j9Ped6vgRcKi228qff0WsignxmX7IWvuD6nhHGQ85f6aZZrqX0AwGZrpR6RnOuRcBWGs/Cfg9Yp30D6Xjwvg+3zn3W+3FCQzA+bRnHnilc+7rpg465/7cWvsW4EuttT9LtM9/pbr2N5xznzd1rdKsn56jD5dC5hzXb2tz6tixOvZ1zrmf3nL9Wc8z00wzXUOazQQz3fCU1PE/BPyktfbmtO9DwHuJTnuZrLUPS8fvAu4iOgDKsY+31n7bxC3ePtHOg6y1WpJ+DfBFwBcDv5s0BHLto3WUgLX2/tba+1zyg26mI2Cv2feQK2zz4c32QymahKnxeIi1dl5vZprpXkrzxznTrtD/TpRYn6/2vQT4DmvtY6y1vbX2y4C3Jv8CiE59326tfZi19laiU93nTrT9UqKq/5uttfvW2o8DXg98hzrnNUTP+SdRTASk3wfAc621N1tr/xuij8GLr/SBFTng46y1Hw1grf3HRC//K6EHWmv/aXrezyGOizg3vgT4emvt56Rx/WyiE+VnXeE9Z5pppqtEMxiYaSfIOXdMdAj8psScIIYC/hyRcX8E+BfAlzvn/iwd/x5iiN5/BP4aWAFfP9H2nxH9AJ4GfAj4bWKY3vepc95JNFV8GjF0UPZ/EPhCIjN9H3An8P8RnfDuKfolIhj5f621fwIIWLlcM+ES+GXgY4l+AK8Cvsc598Z0/A4icPpp4AIRLD3dOfebl/0EM80001UlE0I4+6yZZppppplmmumGpVkzMNNMM80000w7TjMYmGmmmWaaaaYdpxkMzDTTTDPNNNOO0wwGZppppplmmmnHaQYDM80000wzzbTjNIOBmWaaaaaZZtpxmsHATDPNNNNMM+04zWBgpplmmmmmmXacZjAw00wzzTTTTDtO/z88P1Uc7lubgAAAAABJRU5ErkJggg==\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# NBVAL_IGNORE_OUTPUT\n", "plt.imshow(rec.data, cmap='viridis', aspect='auto', vmax=0.01, vmin=-0.01)\n", "plt.xlabel(\"Reciever number\")\n", "plt.ylabel(\"Time (ms)\")\n", "plt.colorbar()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Visualisation with PyVista:\n", "As PyVista is a dependency of GemPy, we can use its plotting capabilities to plot some slices to visualise our wavefield" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [], "source": [ "import pyvista as pv\n", "# Set default pyvista backend\n", "pv.set_jupyter_backend('ipyvtklink')\n", "\n", "# Trim down the data from u to remove damping field\n", "trimmed_data = u.data[1, 30:-30, 30:-30, 30:-30]\n", "\n", "# Create the spatial reference\n", "grid = pv.UniformGrid()\n", "\n", "# Set the grid dimensions: shape + 1 because we want to inject our values on\n", "# the CELL data\n", "grid.dimensions = np.array(trimmed_data.shape) + 1\n", "\n", "# Edit the spatial reference\n", "grid.origin = (0., 0., -1000.) # The bottom left corner of the data set\n", "grid.spacing = (10, 10, 10) # These are the cell sizes along each axis" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can now fill the grid cells:" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [], "source": [ "# Add the data values to the cell data\n", "grid.cell_data[\"values\"] = trimmed_data.flatten(order=\"F\") # Flatten the array!" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And plot!" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "[(2456.1701691039184, 2456.1701691039184, 1456.1701691039184),\n", " (505.0, 505.0, -495.0),\n", " (0.0, 0.0, 1.0)]" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_SKIP\n", "orth_slices = grid.slice_orthogonal(x=200, y=200, z=-500)\n", "\n", "orth_slices.plot(cmap='seismic', clim=[-0.01, 0.01])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Some other visualisation shenanigans:" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "[(2456.1701691039184, 2456.1701691039184, 1456.1701691039184),\n", " (505.0, 505.0, -495.0),\n", " (0.0, 0.0, 1.0)]" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# NBVAL_SKIP\n", "y_slices = grid.slice_along_axis(n=5, axis=\"y\")\n", "p = pv.Plotter()\n", "p.add_mesh(grid.outline(), color=\"k\")\n", "p.add_mesh(y_slices, cmap='seismic', clim=[-0.01, 0.01], opacity=0.8)\n", "p.show()" ] } ], "metadata": { "celltoolbar": "Tags", "kernelspec": { "display_name": "Python 3", "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": "3.8.3" } }, "nbformat": 4, "nbformat_minor": 4 }