{ "cells": [ { "cell_type": "markdown", "metadata": { "editable": true, "slideshow": { "slide_type": "" }, "tags": [] }, "source": [ "# Analysing simulation results\n", "\n", "With `micromagneticdata` we can analyse simulation results created with `oommfc`. This notebook summarises the available functionality." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import os\n", "\n", "import micromagneticdata as md" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We have a set of example simulations stored in the test directory of `micromagneticdata` that we use to demonstrate its functionality." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "dirname = os.path.join(\"..\", \"micromagneticdata\", \"tests\", \"test_sample\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## `Data`\n", "First, we creata a `Data` object. We need to pass the name of the `micromagneticmodel.System` that we used to run the simulation and optionally an additional path to the base directory." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "data = md.Data(name=\"rectangle\", dirname=dirname)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The `Data` object contains all simulation runs of the `System`. These are called drives." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "7" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.n" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "editable": true, "slideshow": { "slide_type": "" }, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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drive_numberdatetimedriveradaptertnn_threads
002024-06-1114:14:32TimeDriveroommfc2.500000e-1125.0NaN
112024-06-1114:14:39TimeDrivermumax3c1.500000e-1115.0NaN
222024-06-1114:14:39TimeDrivermumax3c5.000000e-10250.0NaN
332024-06-1114:14:41RelaxDrivermumax3cNaNNaNNaN
442024-06-1114:14:42MinDrivermumax3cNaNNaNNaN
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" ], "text/plain": [ " drive_number date time driver adapter t \\\n", "0 0 2024-06-11 14:14:32 TimeDriver oommfc 2.500000e-11 \n", "1 1 2024-06-11 14:14:39 TimeDriver mumax3c 1.500000e-11 \n", "2 2 2024-06-11 14:14:39 TimeDriver mumax3c 5.000000e-10 \n", "3 3 2024-06-11 14:14:41 RelaxDriver mumax3c NaN \n", "4 4 2024-06-11 14:14:42 MinDriver mumax3c NaN \n", "5 5 2024-06-11 14:14:42 TimeDriver oommfc 5.000000e-12 \n", "6 6 2024-06-11 14:14:49 MinDriver oommfc NaN \n", "\n", " n n_threads \n", "0 25.0 NaN \n", "1 15.0 NaN \n", "2 250.0 NaN \n", "3 NaN NaN \n", "4 NaN NaN \n", "5 5.0 NaN \n", "6 NaN NaN " ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.info" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## `Drive`\n", "To access one `Drive` we can index the `Data` object." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "drive = data[6]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The `Drive` object has a number of properties containing information about the drive." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "14" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "drive.n" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'drive_number': 6,\n", " 'date': '2024-06-11',\n", " 'time': '14:14:49',\n", " 'driver': 'MinDriver',\n", " 'adapter': 'oommfc',\n", " 'n_threads': None}" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "drive.info" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "drive = data[6]" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'iteration'" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "drive.x" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'drive_number': 6,\n", " 'date': '2024-06-11',\n", " 'time': '14:14:49',\n", " 'driver': 'MinDriver',\n", " 'adapter': 'oommfc',\n", " 'n_threads': None}" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "drive.info" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "# MIF 2.2\n", "\n", "SetOptions {\n", " basename rectangle\n", " scalar_output_format %.12g\n", " scalar_field_output_format {binary 8}\n", " vector_field_output_format {binary 8}\n", "}\n", "\n", "# BoxAtlas for total_atlas\n", "Specify Oxs_BoxAtlas:total_atlas {\n", " xrange { -5e-08 5e-08 }\n", " yrange { -2.5e-08 2.5e-08 }\n", " zrange { 0.0 2e-08 }\n", " name total\n", "}\n", "\n", "# BoxAtlas for entire_atlas\n", "Specify Oxs_BoxAtlas:entire_atlas {\n", " xrange { -5e-08 5e-08 }\n", " yrange { -2.5e-08 2.5e-08 }\n", " zrange { 0.0 2e-08 }\n", " name entire\n", "}\n", "\n", "# MultiAtlas\n", "Specify Oxs_MultiAtlas:main_atlas {\n", " atlas :total_atlas\n", " atlas :entire_atlas\n", " xrange { -5e-08 5e-08 }\n", " yrange { -2.5e-08 2.5e-08 }\n", " zrange { 0.0 2e-08 }\n", "}\n", "\n", "# RectangularMesh\n", "Specify Oxs_RectangularMesh:mesh {\n", " cellsize { 5e-09 5e-09 5e-09 }\n", " atlas :main_atlas\n", "}\n", "\n", "# UniformExchange\n", "Specify Oxs_UniformExchange:exchange {\n", " A 1.3e-11\n", "}\n", "\n", "# FixedZeeman\n", "Specify Oxs_FixedZeeman:zeeman {\n", " field {0.0 0.0 1000000.0}\n", "}\n", "\n", "# m0 file\n", "Specify Oxs_FileVectorField:m0 {\n", " file m0.omf\n", " atlas :main_atlas\n", "}\n", "\n", "# m0_norm\n", "Specify Oxs_VecMagScalarField:m0_norm {\n", " field :m0\n", "}\n", "\n", "# CGEvolver\n", "Specify Oxs_CGEvolve:evolver {\n", "}\n", "\n", "# MinDriver\n", "Specify Oxs_MinDriver {\n", " evolver :evolver\n", " mesh :mesh\n", " Ms :m0_norm\n", " m0 :m0\n", " stopping_mxHxm 0.1\n", "}\n", "\n", "Destination table mmArchive\n", "Destination mags mmArchive\n", "\n", "Schedule DataTable table Step 1\n", "Schedule Oxs_MinDriver::Magnetization mags Step 1\n" ] } ], "source": [ "print(drive.calculator_script)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The initial magnetisation can be obtained with `m0`. It returns a `discretisedfield.Field` object." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/html": [ "Field\n", "" ], "text/plain": [ "Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=None)" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "drive.m0" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Scalar data of the drive can be accessed via the `table` property that returns a `ubermagtable.Table` object." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "drive.table.mpl(y=[\"mx\", \"my\", \"mz\"])" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "14" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "drive.n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can access the magnetisation at a single step or iterate over the drive." ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/html": [ "Field\n", "" ], "text/plain": [ "Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=A/m)" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "drive[0]" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=A/m),\n", " Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=A/m),\n", " Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=A/m),\n", " Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=A/m),\n", " Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=A/m),\n", " Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=A/m),\n", " Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=A/m),\n", " Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=A/m),\n", " Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=A/m),\n", " Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=A/m),\n", " Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=A/m),\n", " Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=A/m),\n", " Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=A/m),\n", " Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=A/m)]" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "list(drive)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can also select a parts of the data and get a new drive, e.g. every second of the first 10 elements." ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "tags": [ "nbval-ignore-output" ] }, "outputs": [ { "data": { "text/plain": [ "OOMMFDrive(name='rectangle', number=6, dirname='../micromagneticdata/tests/test_sample', x='iteration')" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "drive_selection = drive[:10:2]\n", "drive_selection" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "5" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "drive_selection.n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It is possible to convert all magnetisation files into vtk for visualisation e.g. in Paraview." ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "# drive.ovf2vtk()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can convert a drive into an `xarray.DataArray`. An additional dimension is added depending on the type of drive." ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "tags": [ "nbval-ignore-output" ] }, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'field' (iteration: 14, x: 20, y: 10, z: 4, vdims: 3)> Size: 269kB\n",
       "array([[[[[ 3.50067876e+05,  6.98022376e+05,  1.73831082e+05],\n",
       "          [ 3.50067876e+05,  6.98022376e+05,  1.73831082e+05],\n",
       "          [ 3.50067876e+05,  6.98022376e+05,  1.73831082e+05],\n",
       "          [ 3.50067876e+05,  6.98022376e+05,  1.73831082e+05]],\n",
       "\n",
       "         [[ 3.50067876e+05,  6.98022376e+05,  1.73831082e+05],\n",
       "          [ 3.50067876e+05,  6.98022376e+05,  1.73831082e+05],\n",
       "          [ 3.50067876e+05,  6.98022376e+05,  1.73831082e+05],\n",
       "          [ 3.50067876e+05,  6.98022376e+05,  1.73831082e+05]],\n",
       "\n",
       "         [[ 3.50067876e+05,  6.98022376e+05,  1.73831082e+05],\n",
       "          [ 3.50067876e+05,  6.98022376e+05,  1.73831082e+05],\n",
       "          [ 3.50067876e+05,  6.98022376e+05,  1.73831082e+05],\n",
       "          [ 3.50067876e+05,  6.98022376e+05,  1.73831082e+05]],\n",
       "\n",
       "         ...,\n",
       "\n",
       "         [[ 3.50067876e+05,  6.98022376e+05,  1.73831082e+05],\n",
       "          [ 3.50067876e+05,  6.98022376e+05,  1.73831082e+05],\n",
       "          [ 3.50067876e+05,  6.98022376e+05,  1.73831082e+05],\n",
       "...\n",
       "          [-3.41568167e-06, -6.81074074e-06,  8.00000000e+05],\n",
       "          [-3.41568167e-06, -6.81074074e-06,  8.00000000e+05],\n",
       "          [-3.41568167e-06, -6.81074074e-06,  8.00000000e+05]],\n",
       "\n",
       "         ...,\n",
       "\n",
       "         [[-3.41568167e-06, -6.81074074e-06,  8.00000000e+05],\n",
       "          [-3.41568167e-06, -6.81074074e-06,  8.00000000e+05],\n",
       "          [-3.41568167e-06, -6.81074074e-06,  8.00000000e+05],\n",
       "          [-3.41568167e-06, -6.81074074e-06,  8.00000000e+05]],\n",
       "\n",
       "         [[-3.41568167e-06, -6.81074074e-06,  8.00000000e+05],\n",
       "          [-3.41568167e-06, -6.81074074e-06,  8.00000000e+05],\n",
       "          [-3.41568167e-06, -6.81074074e-06,  8.00000000e+05],\n",
       "          [-3.41568167e-06, -6.81074074e-06,  8.00000000e+05]],\n",
       "\n",
       "         [[-3.41568167e-06, -6.81074074e-06,  8.00000000e+05],\n",
       "          [-3.41568167e-06, -6.81074074e-06,  8.00000000e+05],\n",
       "          [-3.41568167e-06, -6.81074074e-06,  8.00000000e+05],\n",
       "          [-3.41568167e-06, -6.81074074e-06,  8.00000000e+05]]]]])\n",
       "Coordinates:\n",
       "  * x          (x) float64 160B -4.75e-08 -4.25e-08 ... 4.25e-08 4.75e-08\n",
       "  * y          (y) float64 80B -2.25e-08 -1.75e-08 ... 1.75e-08 2.25e-08\n",
       "  * z          (z) float64 32B 2.5e-09 7.5e-09 1.25e-08 1.75e-08\n",
       "  * vdims      (vdims) <U1 12B 'x' 'y' 'z'\n",
       "  * iteration  (iteration) float64 112B 0.0 1.0 2.0 3.0 ... 10.0 11.0 12.0 13.0\n",
       "Attributes:\n",
       "    drive_number:  6\n",
       "    date:          2024-06-11\n",
       "    time:          14:14:49\n",
       "    driver:        MinDriver\n",
       "    adapter:       oommfc\n",
       "    n_threads:     None
" ], "text/plain": [ " Size: 269kB\n", "array([[[[[ 3.50067876e+05, 6.98022376e+05, 1.73831082e+05],\n", " [ 3.50067876e+05, 6.98022376e+05, 1.73831082e+05],\n", " [ 3.50067876e+05, 6.98022376e+05, 1.73831082e+05],\n", " [ 3.50067876e+05, 6.98022376e+05, 1.73831082e+05]],\n", "\n", " [[ 3.50067876e+05, 6.98022376e+05, 1.73831082e+05],\n", " [ 3.50067876e+05, 6.98022376e+05, 1.73831082e+05],\n", " [ 3.50067876e+05, 6.98022376e+05, 1.73831082e+05],\n", " [ 3.50067876e+05, 6.98022376e+05, 1.73831082e+05]],\n", "\n", " [[ 3.50067876e+05, 6.98022376e+05, 1.73831082e+05],\n", " [ 3.50067876e+05, 6.98022376e+05, 1.73831082e+05],\n", " [ 3.50067876e+05, 6.98022376e+05, 1.73831082e+05],\n", " [ 3.50067876e+05, 6.98022376e+05, 1.73831082e+05]],\n", "\n", " ...,\n", "\n", " [[ 3.50067876e+05, 6.98022376e+05, 1.73831082e+05],\n", " [ 3.50067876e+05, 6.98022376e+05, 1.73831082e+05],\n", " [ 3.50067876e+05, 6.98022376e+05, 1.73831082e+05],\n", "...\n", " [-3.41568167e-06, -6.81074074e-06, 8.00000000e+05],\n", " [-3.41568167e-06, -6.81074074e-06, 8.00000000e+05],\n", " [-3.41568167e-06, -6.81074074e-06, 8.00000000e+05]],\n", "\n", " ...,\n", "\n", " [[-3.41568167e-06, -6.81074074e-06, 8.00000000e+05],\n", " [-3.41568167e-06, -6.81074074e-06, 8.00000000e+05],\n", " [-3.41568167e-06, -6.81074074e-06, 8.00000000e+05],\n", " [-3.41568167e-06, -6.81074074e-06, 8.00000000e+05]],\n", "\n", " [[-3.41568167e-06, -6.81074074e-06, 8.00000000e+05],\n", " [-3.41568167e-06, -6.81074074e-06, 8.00000000e+05],\n", " [-3.41568167e-06, -6.81074074e-06, 8.00000000e+05],\n", " [-3.41568167e-06, -6.81074074e-06, 8.00000000e+05]],\n", "\n", " [[-3.41568167e-06, -6.81074074e-06, 8.00000000e+05],\n", " [-3.41568167e-06, -6.81074074e-06, 8.00000000e+05],\n", " [-3.41568167e-06, -6.81074074e-06, 8.00000000e+05],\n", " [-3.41568167e-06, -6.81074074e-06, 8.00000000e+05]]]]])\n", "Coordinates:\n", " * x (x) float64 160B -4.75e-08 -4.25e-08 ... 4.25e-08 4.75e-08\n", " * y (y) float64 80B -2.25e-08 -1.75e-08 ... 1.75e-08 2.25e-08\n", " * z (z) float64 32B 2.5e-09 7.5e-09 1.25e-08 1.75e-08\n", " * vdims (vdims) Field\n", "
    \n", " \n", "
  • Mesh\n", "
      \n", "
    • Region\n", "
        \n", "
      • pmin = [-5e-08, -2.5e-08, 0.0]
      • \n", "
      • pmax = [5e-08, 2.5e-08, 2e-08]
      • \n", "
      • dims = ['x', 'y', 'z']
      • \n", "
      • units = ['m', 'm', 'm']
      • \n", "
    • \n", "
    • n = [20, 10, 4]
    • \n", "
    • subregions:\n", "
        \n", "
      • Region total\n", "
          \n", "
        • pmin = [-5e-08, -2.5e-08, 0.0]
        • \n", "
        • pmax = [5e-08, 2.5e-08, 2e-08]
        • \n", "
        • dims = ['x', 'y', 'z']
        • \n", "
        • units = ['m', 'm', 'm']
        • \n", "
      • \n", "
    • \n", "
  • \n", "
  • nvdim = 3
  • \n", "
  • vdims:\n", "
    • x
    • \n", "
    • y
    • \n", "
    • z
    • \n", "
    \n", "
  • \n", "
  • unit = None
  • \n", "
" ], "text/plain": [ "Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=None)" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "combined.m0" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "290" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "combined.n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The combined drive has one large table that contains the data for all individual drives." ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "image/png": 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+zEnuK/7V12+B1iRetz+TwG2vsdX8I6eX8POnTrRUb/+JeezaYwtjN1yyGhes62+6TCKu4SO3boeiAKWKia/c9zK3HjXDYqGKr/9kPwBgMJvAb9yy9ZxI3FpWpPkXv/gFvvGNb7geu/3227F//37cfvvtrsc3b96ML3/5y3juueewa9cu/OVf/iUGBwfr1hn2dWcT5soLrn8TEBfBbBde0kwKDjkvGvYVZky1vyzPuNK8JEmzhMS5jFLFwGf+6Tl88/6D+NQ/Pon//uXHcfR0e7eZm2F8tsBVw9devAq/+vot+Mit26FrKggQaeMYADyye5x7fW+52u2D/ZXXbEQ8Ztf90ROtEZ0gsFvlmqrU1QPswVs3XW4rlyen8zgi5PC2g0d2j/NmxpsuWxP4umt3jCJLrSHMWtEOntg7ifmcTShvvX5DQ7LVm47jJsFG0M6FyeHTi9hzzP69e9NV69CTrL8o8OI9r7fV9krVxL2PHWupXr5Uw727jgOw0zIuPX841HI3XeGo+Xf+cC8KIX36hmnhLtoY2pPU8e7XbQ69reet6cNbr7HvZLx8fB4PPNv8rq9FCL72w5f5XZ7fetuFXR8KExWWFWmWsOFVmgEgH4FFgyx5SHPZ/vKpWQZqlv3mH0nZvqqqWUXNjKaxpnbkKVSe/T6I5fYaFg1HzZ6vLCAXkXc7DKaKM1iodOcHXULi1Yhv/eIQZoXbuycm8/jcPz0TWrlqBY/sti0JqqLg3a/bAkVRMNCbwBso4Xt6/3Rkqq9FCO5/2iaIm1b1ury+gK0QvuYiuznvuQPTnFx3Uo95iy/aPIRs2v+u6LXbR7kC20nDmmURTpQuWNuHtQG+WwCI6RreQMn6S0fncLJNRf8Xz9oiyaqhNC45rzmhfPM16xGP2XTnh48fb7nefY/Zy6QSGrd7NMPGlVlctW0FALsBdKoFz/q9jx3j74NffcN5oRVYXVN5ashivspTN5rhJ0+ewKlpW+h6z+u3oDfgPROE2167CWtH7PN+9wOHMD7bWDT70ePH8cLhWQDAGy9fi+0bz24hUoQkzcsQjMyt7HHC1TsllMSyYC25fcukYq+zbDg/dIw0A0DB6NyiQapFlH/xf1B9+rswTrzges6rnp8pi8bB+cP4syf+Gn/+xN+49l1CQqI9vHh4Fg9R+8IVW0fw1mvXAwBOTOTw7P762M9OYFkEu6gSe/GWIfQJOclvu24DJ1c/jkj1PXxqEdML9vfEm65c50uAWBNb1bB4Hm+72H98nquw3uY4EamEjmu2278RT708hWK5PZFjz7E5zCza+3dTCEL5hsvW8BHMzAfdCo6cXsIx6k2+6fK1oYa0ZNNx3HixbYN5at9USwT2xGSOW11uunwt0iFUZobbb9wMTVVgWiR0I+L0Qokflyu2jtRdZDXD9o2D/Lz/8rlT2H+icUKKGMl33po+3HBJ677imK7iI7deCE1VUDUs/O3dLwZaUvYem8N3H7KPxYbRXrz3pnr/+9kMSZqXIUqUyK1MO2M1cx3aJUhxAbDcCghrBCwJNolhgTRHEQNn5Wd5XbLkxNgRQlz2DODMWDQMy8A39/8bTGKiYBQxXWrflychcTYjX6rhoRdOY9/xeVQiyH4NAiEE//Jze5pbtieOD75lG951w2aeKfz9R4527LkV8dLROSzk7R90pvAy9PXE8ZqdVPU9NBNJ5u1zB2zCFdNVXHZ+/ahjANi8KotR2lDFfKXtgjVWpRI6Ljmvcdbt6y+zCVLVsNpOP2DLZVIxXO4zytmLbE8c12y3FdjH90yiWG5NWX/gWafh8LodwRcFXtxy9TpoqgJCgJ+0cEF0H7VJxHUVb7qq3urSCKODadxISegTIT3r333oCEyLQFMV34bKMHj/my7gCSlf+/F+1Az/97FlEXz1hy/DMAl0TcWH37at7UmR60d78WtU5Z5aKOFvv/1CXRLNy8fm8A/3vARCbBvI77xrJ2L62T+YTIQkzcsQTP10E9gOleaKQIBj9o+ZQ5oFpTktKM0RNAOKvmlScnx3FbNS19x4/AwozT8/8RAmhQzqkhFtTJSExNkAQgi+8J0X8bUf7cNnv/kcfvdvHmpLFQyDsak8j5y6/cbNyKRi0DUVb7/e9kkem8hh95HoLk6ZNSOTivmSSnZLvVI18VIHzWqAfRyfPWArxzs2DiIR9ycIiqLgOqoO7js+33IKAUOlZuLp/fb301XbRpoSko0rs9gwasfePdoGaS5VDL5/12wf5QpyM7zhsrV8e1u5SMiXaniCNRzuGG3JBzvcl+KjrR/ZPR6qOW98toCn99n1Xn/ZmkCrSyOInvV//tmBhnajA2MLQkzgaqwcbG+AWrYnjn//K/Ysicm5Iu64t75BjxCCb/3iEPezv+uGTa6c63Zw0+Vr8dZr7LtER8dz+NQ/PoknX57E8Ykc7n3sGP76Wy/Yg3YU4KPv2IGRgASSsxmSNC8zEEJQMu0v3N54BknNJrgd2zOqDgFWe201gdkzikFKcwTNgJZAmq2i4yEWa/bGbS/VWJdj5+bK8/jRsZ+7HitJe4bEMsSzB2Zw4KTzeTMtgu88eLhlVTAMmB1BUxWXUnnjpasx0GunPvysxSSAIJSrBp4/aNe7bsdKX5J3wbp+PtqaEaZ2cWq6wK0AzVRYppoSgHuSW8Xuw7MoU3Xv2u3hVNjXXGS/7vhEruXUkKdenkKNjjluZAXxYtOqXj7A4hfPngx9J+GhF07zhkPmjW4FzPZTM6xQ9pv7dh0HAaBrCt589fqW6wFAXyaBt19rXwAeOLmIXz7n/ztVqZr4xx++DABIJ3T8Ck3CaBc3XbkOV2y133NP7ZvCv9x/0HWcv/fIUfyMeu23rMn6Noy2g3e/fgt/L08tlPCl7+3B//raU/juQ0dgEYJUQsd/+tVLztqJf80gSfMyQ80yuAKb1BLojdtXjh0TWGFstpqlpNlPaU5FrTQvOH+XBNIs+Jm3Ddi3hBYqi1iqRjei1Ys9s/t4wyPDmVCax3Kn8JNjv5AEXeKMwDAtfPuXdgPRUDaBj73DnvxVrpodTzjzwzNUqdy2vt8VVRbXNdxyrTNdLQrCvu/EAgzTJg5XbvMnsaqq4ApKcJ8/NBN4azsMnqUEXVHQ1Cox0p/CBWtt/+qTL7dHmtmx7OuJ44L1/aGWuXr7KDTVviX/WIvWkEepar9qKI2NLUxxUxSFN12OzxZxYGyh6TKGafG7HRes7Qsc9NEIa0cy/OLl/mdOYnYx+Dt1aqGEx6nV5bUXOxdw7eCt127AWhrxd/cvD2Nmsf534zsPHsbUvP34+990Pr9waxeKouA/vHMntqyxh4Xc/8xJ/NnXn8F9u47hr775HL7/6DEA9mju33/PJU0j7cJCVRT8+1svxMd+ZTuG6bhvhnUrMvjkB6/ERZvPTcIMSNK87CASq6SeRCZmf7FEqTQrWfv2JSnnbWVbILDZeC8Smv1hL0SgNJOiaM/wV5rX9jqNC90cp12q2cdWU5xbnmeCyH5977fw/SM/xv0nHux6LQmJh144jUn64337jVtw7Y6V2EozW3/21FhHJNKL8dkCz0q+YuuKuuevoYqVaRG8dHS243osGziV0LF5dfDksSupRaNcNfFSB9YQZl3Yuq4/VCIBq3tiMo+p+dZEh5ph4QXasHb5BSOhvanZdJyTmMf3TIYeijE1V+RjuK/fubLljN1rto/y4Rk/CTEA5On9U7zB8ZY2VV8AePfrNtOBMlbDgTLf/uVhWIRAVRS87Zr26wGgfuELoSi2ovz5b+92WXAeePYk7qcXBJeeN9ySV7sREjENv/+eS3gM3dHxJXznwSP8vK3oT+E/v+9S31ztTqAqCq7dvhKf/ui1+P33XIz//L5L8bnfuR7/88NXtW05OVsgSfMyQ9l0PogpPYmemP0GLXSoiPrZM2AZgFHhBFZVVMTUGHpiEanbcNszSNHxNBcFFbs/4XQXV63WQ+TDomzaX9gpPYmkZqsOZ0Jpni7ZZOHg/OEmr5SQ6Bw/e9r+8V4/msE1O2wPKLutvViott0w5oenqTVDAXCZj31hy5p+rvA9T3OVOwHzKG/fMNBQWdu6rp/nCT+1vz2LxuxiGScmbbEiqAHQC/HCodUUjb3H5rg1g92WDwtmrZjPVbCvSdoCAxueoSC8FUREIqbxRsTnD800jJ8jhOBnNNd5pD+JS0PEzAVh1VAPbrzEbvbc9dKE75TAZ/ZPcWvO6y5djeEIvLebVmXx9us2ArCzsT/9DVv1/fIP9uIbdLx6JhXDB94S7ZCPTCqG//abV+DX3ng+bzYdHUjhnTdswn//4JXoz7SvoDdDTFdxyXnD2LFxEIPZ5DkxvKQZJGleZhAj0JJaEknd/kBUKOFrF4TZM7Q4lLRDUkk5x2um9RQURXGIetT2jPISiGVbT0Sl2UWazW6SZns/k1oCKd3+8um20lw1q9wSciJ3EoYVvadU4uzHo7vH8R//94P42F/9Eh//24e71pQ3vVDCJG3Ke/1la7haedHmIX57OczwgrB4hhLS89f2uaLfGFRV4YMdXjw8y/2s7WBG2Lcdmxrnwqqqwkn87sOzbY0kfvGIo4yHHU4x0JvgEWNPt0iaGcnuSerYGtKawXDJeUNIU9WXNUo2gmUR/JRO5Nu+aRBDntvwYXHLVesR020a8qMG+cmHTi3i6LhNbm++ch1UtTPyddtrNyER00AA/MM9L2Gp6Pxu5Es1TmIHswk+pCQKvOuGTXjnDbZXeT5XwXcePMIbIUcHUvij37i8KyQ2ldDxpqvW4dMfuxaf//0b8Ocfuxa/8ppNkSvMrwZI0rzMUDYccpzUE9wqUemUTFLSrCTSUJKOd42UC3waYEq3vziZCttxTbjtGSCkrvlQVVRk4463LYqaQWDHNqEn+L52mzTnBLtJzTJwKt/8B01ieaFmmLj7gUOoVE0YpoV8qYa7f3mIT9OKEmJaxE6BWCqKwvNbT0zl+W3yTpArVh0ltkGTHPOgFisGDp1sf6DQS8ecfWtGmgHwRqVC2cDhNiYT7qbDG1YNpVtKCWAq8dHxJV/vqx8M08Jz1D992fkjLftTY7qGa+ldhaf3TTVNlth9ZBYztMHxdW3k+jL09cRxw8W26vvEXv/8ZIsQ3P2AfZctldDwWk9MYFt1Mwn8u5vOA2B7l//u2y9iIV/B+GwBn/uX5/j+f/At27iFJAooioJfec0mfOwd2zGYTUDXVGjUQ//fP3hlx+kVzaAqCjKp2LJQfF8pSNK8zFDy2DMSjMAaHSrNFVuhUeIpKImM8HieWxSY+uoQ9Q5rWgZIyX3rjNAEDdYImNZTfB+BaJRmY2w3Sj/7AsyF067H2f7YSjMjzd21Z3h94UcXo0kRkDh38PjeSSwVbYL8WkowqjULDwR04XeCl444RG+4z030xOadPR1GsQHAQYEAb1s/EPi6CzcO8IEjbMhEO2DbPDqQCkVit28Y5OkaLx5uzU9dMyzuG2216Um0VoQd7LL/xAIKtFGyVWsGA2vMM0yCh1883fC1LAGiNx0LraIH4S3XrIemKrAIwbd/ebguSeOx3RM4dMp+r9x63cbISOzrL1uDt1Bv9OHTS/iDLzyKT97xJL+Qe92lq7vWsHbtjpX43O+8Bv/3/309vvyJN+D/uf2iUKO5JV55SNK8zOC1ZzAC2ymZ5J7meApK0rkaJuUcJ45pTpoT0dQsLsIOYBIeo82ARaFmXHNu61YiGN1defLbMI4+jepz97oedyvNZ8ae4R1Kc3Sp9RGwEucuCCH4KfVyrhpK40Nv3YYLN9gE8+fPnIy0Kc8wHaLnp8SODqR4N3wUTXksMSGV0BomIcR1DTvomN0XWiSvDKZl4eVj9r7t3BSOCCXiGrZRm8MLh1qre+DkAh8I0yrxGu5LYdMq+27ekyEj7x7fa9/iTyf0tkcSrxnJ8IbPXz53OtCSspCv8IEtN16yOnQ2cxCG+1JcbX563xQeftG5m1Ys23dVAPv93+pwkWZ4zxu2uKLyLGIPFXnvG87Db755a6S1JJYHJGleZqi3Z0TkaabKrhJPu5VmH3tGVJYQcbAJf4wrzTaJT8VSvB4QjdJMigsAAGvWrepKpVniTGPPsTmcmrbfA2++ej1URcFbaCf/UqHKp79FgcOnFnkjmR/RUxQFO+nje47OteXzFbGfkubz1/Y39aiyupNzxbYGfxyfyKNYsZXY7ZuCVW0vmEXj5HS+pbrMmhGPqbiAEtFWwIZwHDm9xAe/BKFaM7mf+cptI9wj3A7YGOzZpXKguv6zp8b4oIzXUXW6U7z3pvN4k9o//+wAXjw8i8m5Ij73L88jR++y/PqbLuiYoHuhKgo+cut2/Mm/vxq/+eateMf1G/HJD16Jt1yzvu3JeBLLG5I0LzMw5TOhxaEqKieUBjE7aiJz7BlpKJoOqPYtMmJUBHuGTSTjEZFmy480+yjNqqJCp9vTsbot+Kat+XEQ0zlmZRdpTtHt6K7S7J3kOFue62oWNcPxpTF8c993MFVsrRlJIlqwprvedAzXUc/pzk2DWEOb8qJsCGR+Zl0LJnrM51woGzg6seT7mjAoVQw+UjgMqdy+wSG6e4+FS3cQwRIhFAXYuq4F0iykNLRi0dhNbS7bNwy2RWKv3T4KxtmapZW80MZAkyBcdv4w+jL29/e9u47VTZGbXSzzdJVrdqyMLD4sGdfxH9+5E7qmoGpY+P/ufgF/9H8fxzGabPHai1a1raCHwdqRDN5w2Rq868bNWD8aPm9a4tUHSZqXGZyEB6b6RuT3ZY2AceoFjNH1GhVO1FMee0bH6jZVfAHw5kOLjtIWPc0AkFApUe80cq5WBix6y5uYsBacW4V+jYDlbpNmnwSSo4vdt2h899C9eOT0E/jh0Z83f/GrFIuFKvYcm0Op0p1EE8sinOxdu30lH4msKApupM1XY1N5LOY7b8oDHNK8dX0/EjH/8csXbhjggzD2dJBffPjUIhgfC0OaVwykMJS1v1dePt563X3UdrJhtLel0csr+lNYNWQTwxdC+qlnFkoYn7U/txdtbo/o9WUS3CLz+J6JhqOXH6fpCwO9idADTYKgayrefJV9J+PI6SU86PHN3/PwERimBUUBPvC2Czuq5cX60V781tsvRFIYNa4qCt79us340Nu2RVpLQqJdSNK8zMBIXNJjlQA6U35FTzMAKDTKjtQqnBwn6GPxqHzUVGlWkr1QeuwfEG7PMOztSdN4u8hqVtx2CGvOCd33s2cUjVLoEbDtgGVdr0gN83N5Jiwa00VbKRsvRJfJu1xw+NQi/tfXnsL/7+8ewV//y/P4+3te6kqdsak8ShX7Am6bhwyJqtvLIXN1G6FSMzFGG6C8tUSkEjq20Ei03R34mpk1I66roSbJKYqCCzfY+7z3+HxLnznDtHjT4bYN4VVmhku2DPO65WrzC6RnhTzpizoYFcy8tjOL5cDUkHypxhXwa7aPRmIpuPnKtTxe8NsPHsYCvSg7MLbAVe/XXboG61cGD4dpF9duX4m//fhr8bu3X4RbrlqHP/rNy/H26zZKq4TEWQNJmpcZuIWAElhRae5E+WWkWYnbJFVhSnOtwsk4I3W8+dCq8ZHe7YDZM5SeAZ4NTZjSTO0ZPVRpjmt253HnpNlthzBnbdJMCOHHNiGQZotYdaO1owQjzb3xDFb22Lfn58qdk6RGMC2TW0CmitNdvSg4F/EvPz/oGoiw5+gc7+6PEuJo4fM9auzqoTTPNX65DbuCF2OTea5mbl7VmAwxBfTYeA6VanuNiGzftqzpC+1TvXCjTXgX81Wcng2fAX9sPMeb8i5sgzRfTtMoaoaF3SHUdTYFcMNob10CSSu47PwRrroGZSc/unscJvWWX7t9tO1aInRNxQffsg0KgFLFxF/c9Qz+6WcH8FfffA4Etk/7XTdujqSWH2K6hssvGMH73ng+tqzua76AhMQZhCTNywzcKsHsGXrnSjOxDMCwl2WkGZSUG0aZE+O4ahNXd2Ne+4SS2TOUdD+UVJY+tmiP7mb7GWOkmfmoOyOwpOwmzUxpNiyD72dSSM8A3INWogYbC56JZ/g57dT20gxL1RwITS2pWjUsVKInhOcqphZKOHzavnB7zc6VSCVsUtNoMEO7OHByAQCwZrinbgiBrbzaBJAlXnSCo+OOP3lDEwXxgrU2kTEt0lZ+cc0web3z14YnRSLhfflYeIsGU+I1VWmpHsPm1Vnu832myXTAxUIVB+kFweVtRr8xJGIaH6u966UJTHsyjCs1k7/vtqzONkwgaRVb1vTh5ivtpIrphTJ+/sxJmBZBIqbho7du51MaJSRebZCkeZmh3p6REJ5rk2xVHd8u8zQzpblac77IYx6lGejQEkKVZrVnACpXmhdRNiucwKZ1as9QmbrdodJcR5rtppeyQFQTWoJ7qYHu+pqZ0pyJpflxLXeZNM9XFlz/nip2Pr54ueDJvXZahQLgXTduxutpesBzB2dweqbzsfEMhBCuxgZ5fhmJnFks1xGqVsFI7MrBdFPP7+bVWeiafbv8YBvDRo5P5GGY9kWZV0FvhP5MAquHbdtAKxcKzM+8cVUvkvHWM35VReEDVl44PNsw5u/5g9M8JPOKBgNbwuLt126ApiowLYJ7Hj7ieu6BZ0/x/O7bbtgU+cCKf/fG8/Cxd2zHekrGVw/34JMfvNI16ltC4tUGSZqXGertGSKBbY9scT8z6pXmqiGSSUaao2k+tJjS3DPgKM3lPAqChSIdcw9UidrTTIoLsMo517FLagl+UQJ0N0GjwElzhnvGuzn1EADmy24iNFWSCRqATWQfp6R56/p+DGaTeNOV6ziB/PGT0XnNJ+aKPGorkDRvFJTXDtVmRpo3NbFmAPbt8430daKFJCyYlUVRmltBvNguqOthRmrXDIvXazRApRkYAa5UzYbpHc/S/OJVQ2lO8DvB6GCaT2J8fM8kxqbyfDt+/IStMp+3po/nWEcJVVFw7Y6V+NSHr8JffOxa/M8PXxXJPklInMuQpHmZgU3+Y8TV7Wlu055RE8g2VZiZ0iyuk9kz4pEQ9ZKdZAFGmtltVYKCoHymda89I1pPM2Crzd7867RAmruV1WwRCwWanmErzdFMd2wGrx1DKs02Tk4XuJp8NfWP9mcSuG6H3bD19L6pjrOLGfYLZDSINA/3pbCCTrbb24JdwYtiuYbJefs9zIZqNAOzORw+vRiKvIpgJHbtSKbl6W47aRpFuWricAgf+cGTC6gZ9va10wTIcMG6fvRQBf6ZA/4XkcWywc/D5RGozAy/8pqNiMdUEAD/5/t78PzBGXzuW885KvNro1eZRSiKgtHBdOQZyRIS5yLkp2CZoUqb0hx/cQSNgAJJU5hHmpLGmjC2mzXjRWHPEDOa1XQ/bwQEgGLB6dpP6xErzdSeYUfc2T9E1uxYnT0jKdgzopgKSCwDxXs/g8J3/ge/SCnWStxb3BPrQTKiKL9mqLdnSKUZAJ6gKrOmKrhSuEXNxgiXqyZOTEWToc18sSP9yYb+UUYE951YaLth86jQ1BhGaQaAC9b2A7DHebOxw2FACOGk+bw1rfuLt64f4OQtTFMey0uOx1S+ze1A11Rcdr5NhJ/eN4ViuT5F44m9E7wpL0rS3J9J4G3XbAAAnJ4p4PPfeRGHT9l3Bq7YOoLtG9u/GJCQkGgNkjQvM7AkB0ZgY6oOhZK/tpVmQ1hOZ0pzfeNdTK33NLdLYknZ+SFXUn3cngEAhaJDqNOeRsDISHPPIJSsTYysuTG3PUNPRq40mxOHYJ5+GdbsCZjj+wE4fmbAbgQ8U57mBa89QyrNAICnaRPYRZuHXI15F6zrB9P59p9YiKQWI0XnNyF6bOzxUqGK6cX2Lt6OUWuGpipYPxqumey8tX18nw/ShsUwmF4sY6lgf0bbIc2JmDPa+qUjzSPvWBxbu0NGRLzuUtsmUa6aePAFd36xZRFuz1k/mgkVo9cKbn3NRrz/5vN546kCW4H+j7ft7KrKLCEh4YYkzcsMLK0iRpVmRVE6HzYikGamNLOc5ppAmv08zW3XFFMw9DjUlKA0lxf437wRkF4kdG7PsImqksxAG7B/JK2lKbc9Q0sgpsWgK/YPWBRKszXrpC+wCwYXaY6luae5anYW5dcMXnvGTHkOptVetFgrmChM4ut7v4Uji8daXvaHjx/HH//fx1tKVWgFuWIVU9TC4M3e7UnGsJY2S0VBmksVA1O0sa8Z+dqyxrmYPNJm7N0RmgayZqSHD1Bphp5kjE8lbMXXfFhoHNzSRpIF4IzUPjGV5xnCfpgWh4x0kJfMsGVNH08O+dlTY9z2AdiWjekF+3vgrddsiJzIqoqCm69chz//6LW4/cbN+MT7L8M7b9jcdPy4hIREtJCkeRnBtEyYxCY3oq840aHfl4jLMXtGjMafCRnFjLjGI7BnEJclJAYkegDV/kEvVGxSKY4JT0SVnkE9zUqihw9yIbWyi/yziwIWOxcFaTZnnSYyUrZJjJs0O0ozAekoyq8Z5ilpHkra/lGLWJgpd4eMivjh0fvxxMQzuOfQj1pa7kePH8e3f3kYE3NFfPVH+1xkJiocd1kY6oksU3wPjC107GtmzV4AmsaIjfSnuOrNovBaBRtV3GpTHku+OHhyseHEOhHMmpHtiWOkL9nk1f4Qp+y91MCisVtQotudzOfFW661bRIL+Soe32sP+iCE4Ic0+m24L4krt0VnzfCiL5PArddvxNYOmholJCTahyTNywjikA2mNANOVnPbKmwjpZk4CqSfPaP9mqLSnICiKNyiUaTNcWk9xRUdx57RaU6zozSzfUStwmPlFCh8/1IxZypgp7BcpNkmTYWqaM9wPM1A9xI0TMvEYsUmX1sHzuOPnwlf88n8aQDAbAsE/aEXTuPuXx7m/55ZtDNlowbz/eqagjXD9UR2K7UMFCsGTk6H9/j6wU2aGyvNiqJgy2r7cxGmMc6LhXwF8zn7gnBji6SZXSjkS7XQcXuin7ldNXblYBrDlHDvbmDR2E2tGauHezoaMiLi4i1DPEHiuw8eweFTi7jn4aP8ourNV6+HpsqfVQmJ5Qr56V5GEAkjU30BdGzP8PM0sxSNmvC7x2rqqg6NWhfaVn5Fok7Xq1CSWqKEkfmZ7do2kTWJ2ZGVgCvNyQzfR2JUhWmAcf5jn9Ls+p3mNBOzBmvutPPvkv0DnKNKc0yNIaHFPbaX7sTciYNNzh/YzP3w3fY118war7FYWQp1DpeKVdz1U9v/PdCb4H7cex87hnwpWiWe+X7XjmR8vbFiwkWnFo0x2kw43JdsmpkMgI+1HpvKo1pr7b0vDjUJ2wTIIKqd+0JE3hXLzgVFO35mBkVRcBG1aLx0dM53n2uGyWP4Lt7cuTWDQVUU3PbaTQDsQSaf/sYz+MFjxwAAQ9kEXnvxqshqSUhInH2QpHmZoDZ3GvmDj/F/x0WludM4NmaVUFRukeDDTQRPnViTR8C1GY/mJupUuabrLBGbEDE/s1gP6GTyoQVU6LjwRA9XmolRcY3QZmCjtDtVmq3504Cg2DNPs5PR3FNXu1tKs+hnHk4NYihl39ae7LLSPFGc5mSdgPAx3o2w7/g8H5LxO+/cid9401YAttr74yeiy0wGHAtDkBrbm45jDVUg97eRXSyCKc1hJ7wxpdm0CI5PtpbecXTcfn1cV7F6ON3k1W709cS56hrmQuHA2AKYi+P8dZ2NR76KTsorVQzeoCniuYMzqFKbTlTWDLH2x35lO+Ix5+dzy+os/ug3rkAiFs4TLiEhcW5CkuZlgsl/+xss7foX/u+Yn9LcKYHVHZWVKc41+m9d0aCpzg8GJ+rtKs2MFKoaFLZe3d6nagPfNtCBul0tApS4KYmMo6rXKvzYsaExgEOaO1WarRn3CGaLkuYcG6Eds8mMOBK97emOTTAvkOb+RB9GUrZKN1fufFRzI4wXJgK3IwhsyERvOobNq7M4b20fVyBfOBSdMr4oWhgaNOZdQC0aNjlsz9dsWhZOTtvnPSxp3rgqC/axZKkbYcEU9PUre9uyFTBbyr4T8019zXuP27abVELrOF1i6/p+jA7Yd3p++fzpuueZRWe4L9kV/++121fikx+4EpedP4xbr9+I//rrl2Mw255HW0JC4tyBJM3LBGZhETWX6usQLO737dAqoQikjVklmNIcE0grEEHzIfM0C+tlNg3mo46pzq1rUeVuu6YwQltJZnisHiyDE2O30mz/aHc6EVBsArS3w6M0x23ylIwilaQJFmgyiQIFffGscGHQ3Zi78cKkeztCkGZmCbhwwwC/mNu5yVYVT80UkCtGo8YfE5oAG5G981bb6mm+VMNsm/Fvk3Ml3si4fjQcsUwldO6zPnw6vK+ZEMLtGa02ATJcSAlpoWzg1HRjXzM7X1vXDXTs+1UUBa+71B5hfujkIk4JPvITkzk+3vsNl6/pWsLEmpEMfu/dF+P2GzfLwR8SEq8SyE/6MoEai3PVFwBimkMoGbmstdkk5yjNDmljBJp5mkXSCkQwbMRkRF1YL61p0Lg1kTRHkg1d8ZBmYX/L1IKR9LFndKw0e0lziUXO2dvTw5TmM0CamcKbjfdCU7XO4wpD4nTerTQvCLGCfphZLPFYtguFSW9M+QTaG/Hsh2O8CVBtOEZ4g0CoRaLdCsThKGGVZsCJnjvSQoLG9EIJBTqkY2PISYBeXCAc70a+5qVClSvoF3YwmU/E9RethEYJ8YMvOGrz/VRljusqbrh4dSS1JCQkJABJmpcNFD0eqDSzJI2aVT/FKhSoyigqzaxJrkqJesKjNHc61lq0hDBwpRmMNNd7qDuqKSrNiR7XRUKFjvRO6H5Kc/ueZkIsR2lmjY3VIohlIE9TQnpjNnk6k57m/qStmjpTCLtTj6FVe8bLAkETSdjakQzSdDRzVINGuIVhNNNQUVw5mOae1la9xQzMz5xKaDwhIgy2UJV7PlfB3FK4izjmZwZabwJkyKbjPK9534lg0uw6XxFNsMum47hiqx3v9vAL4zh0ahGnZgp8cuO1O1a6htBISEhIdApJmpcJFD3uSrJwEUpOmjtVmgUCy8Zoc3uG+8cp1mFNP0sIV5qp7zh6pdm5vawkBHsGnCl8fkpz1ay2ndhBcjMAJeT66m3O4+U8z2lmSrOYiNKtqYDzdBrgQMImYY7NpntKc9moYNbjmW5mz2Cq5lA2iZF+J0VFVRWeZNFpQx4DbwJs4sNVhYl67SrNY3Qk9bqRTEuRbOKQk7B5zcya0ZPUsaK//Ui2betsEnxgbAGm5Z+RzUhztsdpmIwCdsSbgkrNxF9/63n86Z1PcXvLG69YG1kdCQkJCUCS5mUDmzQLSrNAsHRKLqtREtiYuxFQVLYBgTR3aglxeZqpJYSSZj1AaW5/dDdVmhUFSKTdSjNLz/BpBASAUpsRcNai4+XVBNJslpb4fiRpHXGYS8XojvKbo5aQbNwmiGfCnjFRdI4Bu0BoRJoJIdjr42dmYKT55FQehXJn0XNLxSoW6djnMB5jZtE4PpFrqxmQJ2eE9DMzjA6mucIeNq+ZKeh2I2H7vt8d1EdeKBvYd3zB9zUv0yZAv/PVCTatyuL/uf0i6JqCStVEtWZBUxV84M1bW7K3SEhISISBJM3LBIoe85BmwZ5BCbTRpj3D39PsjpyL1ynNekc1/ZVmuh8+SrNI2tu9OOAZzfEeKIrq9jQzAisozWJOdKnWHmkmwnJqdpT/XS0t8L+jzNxuhoonWi/OvOuWEUpNz5dq+Mt/ehZf/O5ulCrhzv3pvEOaLxy8AICjePthaqGExbx9Pvz8sczXTNC5r3lcGNoRRiFlanS+VMNsSJsEw2LBIeitEj5VUbCZqs1hmgFNy8IxaiHxm3DYCnZsGuSE/YmXJ+ueH58t8BHTUfmZRVx63jB+790XI53QMTqQwh//5hV4/WVrIq8jISEhIUnzMoGix12ZyX7JEu2qvpzAat6mPIV7muMeTzMj6m0TWLatQk1Wn1Ex1z5G6WlOUnIUq/cQi6Q5qYlKc5u+ZnFceO8w/7tadIiPaLVJRkyaa0eeQnnXN0Fq9vqYus3Hkwv7GyZ95UePH8eBsQU8c2Aaf/edF1EzmhNt5mfOxHqwrtcmO4vVJVjE/1b/aSGlwa+Bbf1oBsm47S0O42tupAifEkjzqqHmpHnDSscmcbxFi8aY0ATIbB6tgPmaj0/km44SPzGZR7Vmv2bz6s4yk2O6isupt/iZ/dN1tR9+cRyATewv3hLdoBERF20ewt/83mvx5x+7tm1/toSEhEQzSNK8TCAqzbqqQ1WcU8vsGQYxA4lII/h6mhUF0GLc0+xNz+imp5l5t0V7RkzV+fS6Tj3NSiJDa9uE0QJQITZVF+0Z0SjNDvlVRdIsKK2uPGpaPwpPszl5COX7v4ja7p+gdmgXCCF8qiSr2cro7kK5hgeeO8X/ve/EAr74by8F+lwZ2OCUVT2j6KdeaotYyFX9x1GfnrXPk6YqLj8zg6aqOG+tvZ5mVoXFyhI+8ZNP4zNP/J2vks7GQw/0JkJN51slNAO26mtmfmZVUdry/bIhJ4ZpuUZx++GgoMCfv7Yz0gwA12y375KUKgZeOuqMtjZMC4/utknzJecNoT+T8F0+CsR0NVLrh4SEhIQXkjQvEyh6wmnK8xBYkdC2ZZfgBNbzgycQ9TqlmcfctWkJMeuJOvM3G/R3UYzVUxSF2xg6jZxTklTl8/i2ATeJdFtC2qzJSLOq2dnXlIhXyw7hivlNd+wwN5mYBsoPfY3/25o/hZpl8Kl8ca40hx+o8otnTqJctYknI60vHp7FUy/XT2wTUazZKn0m1sNJMxDsa56YtVNFVgykAtMsmE3i5HSh4dCNf3n533B88RSOLB7H8dzJuucZaQ5LYlVVwTqqEreuNNvvv1VDacT01ifLbV4tNAM2uVhgOcZrRnrQk+w8YeLC9QPI9tjvFZZeAdiT+XJF+0LsdZfK+DcJCYlzG+c8aR4bG8Pv/u7v4uqrr8bVV1+NT3ziE5ibmwt8/cmTJ7F169aG/z3xxBP89b//+7/v+5rbb7/9TOxeaKh6LDAzWUy2aMcuQRhZ0t3EWNFiDTzN0SjNrkZAPQYTgCUo6iI6jrmj9gyv0lwRbC+iXUEk7e3H+VGFmg6LYYRdJM1xYT+jioCrvvBDWPMCSbQs18WGnz2jkSWkUjPxs6ft9V24YQCf+LXLMNBrL7v7SPDnUVxvUk/y1A4gOHbuNCXNjewSa0cyfLumF/ytMy9M78GzU7v5v/2UbWbPaJTP7MVG2sR3rMVmwBMtjs/2Ip2MYdWQ3UjZyNdMCMGBkwsAgAvW9rdVywtVVXDVVnu09fMHZzA5Z5+jh5637zwMZhPYuak71gwJCQmJM4Xm9xvPYszPz+ODH/wgqtUqPvKRj8A0TXzlK1/B/v37cffddyMej9ctMzg4iM9+9rN1j1cqFfzpn/4phoaGsG2bk2Jw6NAhXH755Xjf+97nen1/f3/k+9MJFGG4iTf+TSSXNbMGtCos+VklANueodi33oPSM9pvPqzV19TjMF2xeu63b0KNI4cOVF9OmilB0mIAFBdpFsdoiwpw2ykhNZaBba9XSfWC5KZRreb5Ja17XHjn9gxi1lB9/l73Y5WCi4j7Kc2NiPqz+6eRL9nH4O3XbYCuqdi+cQCP7p7AvhPzIIQE3joX4/z6Eo5auuDTDEgIwcScTWQZQfSDSDzHJvMYHXC/tmSU8a8H7nE9xobJMCwVq1wlbYU0bxCaAeeWKhgKkbdcrZlcQV/Xhp+ZYcvqPozPFhsOOZmcL/H9On9d59YMhhsuWYVfPHcSVcPC57/zIq7fuRJ76KjzGy5e3bXJfBISEhJnCuc0af7a176GiYkJ/OAHP8CWLVsAAJdccgk+/OEP45577sF73/veumXS6TRuu+22usc//elPwzAMfO5zn0Nfn/1DUqvVcPz4cfz2b/+27zJnE5QG/mLx3+0oon6eZsBWfquK/VxdTrPWYcwdt2e4GwFdUw+9+9mp0sw8zbQRUFEUIJZARXWOmUtpFkh72ykhjDRTK4iStAlXtVoEkqxOtOkZpJRzlHz2WLXguthI0IugpE/snh+YsplNx3hCwvYNg3h09wTmcxVMzBUDlWFmNUnoCeiqjt54Brlq3teesVioolSxLSCNSPPoQBpxXUXVsP29V25b4Xr+uakX69afq7rHQIvJGS0pzZ7JgGFI86kZx0bSSVTaljVZPLJ7HDOLZcwtlTGYra8tJopEpTQDdiTf+954Pr55/0GMzxbxnQePAADSCR03XiKtGRISEuc+zml7xn333Yerr76aE2YAuP7667Fp0ybcd999odezf/9+3HXXXXjXu96FK6+8kj9+9OhR1Go11/rPViixRAN/sUiaWyOxhJBgT7MWh9GkEdAiVluDP4ifuq3FYAik2WvP6GR0t3s/HaKh6HG30iyQZpeC37aiTokot2dQ0kynAQIe0kyPRzN/ccOaVceuwKwopFxwHbe4rz0j+LjyASBC5u82IV7s5YARy4QQnnHNji2zaMxXFupePx4yzUJVFayhFo2T0/W2C0aYE1ocw2k7ZzjvsWeIyRmrQyRniNsVj9lfrccnww0aERv31q1oPwLuwo2D/O8XDs34voY1AQ5lk76kuhPcfMVa3HjJKv7v9Ssy+G8fuIJbdSQkJCTOZZyzpHlxcRFjY2PYsWNH3XM7duzAnj17Qq/rb/7mb5BMJvGf/tN/cj1+6NAhAOCkuVAoeBc9ayCmZ3htC27vbYvKr1kDaHOYV2kmmg6T1/TPabZrtt986PY0e0eF+yvN1XasEpYBZz/FaL0EygH2DFVRoSt2w1bb3m2ausEuDhzS7KRxiH5xRizbbXa0F3YIOYu5C2XPCCDqhmnhBE1+EOO+BnoTXA0OIs2GZfBEF3Zs+xP9APyzmsfnnG1fORisNAOOYuuXJMFGn6djafQl7GOe89gzWk3OYFBVBetXOL7mMGDJGX09cfT11NvKwmJFf4o3LT5/aNb3NawJMEprBoOiKPiNW7bina/dhF99wxb8tw9cGSqqT0JCQuJcwDlrz5ictDu0R0dH654bGRlBLpdDLpdDb29j1Wbfvn144IEH8Fu/9VtYscJ9C/fAgQMAgG9961u47777sLCwgJGREXzsYx/DBz7wgabbqKrKGfHxaZoKIhDKhBaHrjvXQ0khb9iC6XquGSzDIbxaIula1ooJE/liMU9N4YdftVqqSQihZB3Q4gm+LEkkeHIGACRinv2kpKtmVVuqBwDEdNRwsaYaS6JaddTCnkTKtW5di8EwTJgwAmtqNOFB80t6oJYHNW4fW70nixqAmlEGYJO+lLA9KapIl81Ky/vI99VyyK+WHYE1cwyoFmDCIf5pWlPTElCggICghppvzZPTeRimTXzPW9vnes32jYMYny1i34kFqJoC1eNrLlliTfvYDqZsMrdYXayrN0FJ82BvAr1NyOWGlb3AC8DMYhlVw3IR3zJVtzOxNLL0QiVfK7jqjVOP8ZqRnpaP9abVWRw6tYjjEzlomtI0Co2p4RtW9rZ9Xhkuu2AEp2YKePn4HAzLQjLu7PfEXBFTtDFy2/qBjmv5QddV3P76zu/ONfzcSLyikOfm7IY8P93DOUuameqbStXntCYSNnkqFotNSfM3v/lNaJqG3/iN36h7jinNhw4dwqc+9SnUajV85zvfwac//Wnk83n8zu/8TsN1Dw72nLHc0CUhPSOdiGNgwFF3ipqj/iXSuuu5ZjCWymB6X6a/Fxlh2fmkc2u3P9PjWm9/wfFlpnp1DKTD17RqFSzQv3uyGWTpesvFPpc9Y7Cv11Wzh74XTMVsaR8BwMhXec1Mn7OfxVQKFcP54lk5POiZ0BdD2ShDiytNa2az9e/VIjFgAIj3ZDAw0IPc0DBKcEaFA8DoUD90erdgcNZ+P5vERG82wR9vBflxC0xTTa9YhcUjAKkUIbhSsGKoHwMpe3+SegIlowwlRnz38fF90/zvS7etRL9wK/7qnavw82dOolCqYb5o4DyPh7aad5Tj4b4sBgZ6sHpgBTAGLFSW0N+fdn2GZhZtwr9+Zbbp8d5x3gjwk/0AgIWSgTWrHGW1Cns92VSGK80ls+haJ8uD3rJ2oOX3044tw/jZU2PIFWswFQ0jA/XnnoEQgjFKms9f33otL153xTrc+9gxGCbBsakCrrvI8RPf98QJAICqAG+4egMGIrZndAN+nxuJswPy3JzdkOcnepyzpDlMlFMzwloul/H9738fN910E9asqR+7+ta3vhUXXXQRPvrRj0JVbeL0jne8A+9///vxD//wD3jf+96HwcHBuuUY5uYKZ0xpVnXH06wYwPy8YyUplhw1b34ph/lkeJuJueDcVi+WCWrCeksEoPNEUC2brprVoqPczswtQauE9zRaQtxasQqYdL1G0XSR5nLRcNVUTPscFSsl1+NhYC45VoBC2eL7aSo69zRriob8YgWK4tgYNGrPyBWKgTU1TUU2m8LSUgmm6R70USvZpLFmaZifL6Bq0QEulKcrULC0WObvZbPi7P/4zBwy8dYJVmXOOafVWL/9B7EwK0Q1lnMG5sv2/iS0OEpGGQv5nO8+7jlkk+ahbBLEMDA/79ydWDechgLb+PLUS+MY6nFbaiaXnG0xyvb7VjGcEezTs4uuJtMTE7bqP9yXaHqO+1PO19vew9NYPeAQxMWiTVLjSgJZGvM3X1ri61wqVPmo7uHeeMvvpxVZ5/3+wv4JXLF1ReBrx2cLKJbtYzban2y5lhcjvXH0pmPIFWt4+NmT2LaWDYwh+PmTNmneuXkIiml2XKubaPS5kXhlIc/N2Q15flpHWLHinCXN6bTtZ6xU6n2W7LFMpnEX+hNPPIFisYi3vOUtvs+//e1vr3tMVVW8973vxR/90R/h+eefx0033RS4fssisKzwOa2dQNOdzGSdKDCEUbYqcQYllGtV13PNYArH11R0KMKyVcV5+6hEc9dE+zWtslPTUnS+rAWNq+kAoFiqa70xxSZXFbO1eoB7P8WaRHUaAZNaAqZJAEEFZl7uillrWtM0rbrXsMg5oidgGBZIzP7givGBYk22jwBQqJSRVFtXEswyVXcVFSTlqK+lknOxohLnGDB/c6lW8d1HFm+2cVVv3fPJmIYVg2lMzhVxfGKp7vlC1fFuxxCHYVjQha+lQqWMDB2JXaoYmMvZx2vlYLrp8Y7rKob7kphZLOPYeM71+gJttEzrKWQTjj2jWjOgKirGJp1jMRqilhcj/Ume3nH41BIu2WJ7x6eLs1AUYDjlZBYfEEZ9b1qZbbmWHy7eMoRHd0/g+UMzqFZNqKqC/SfmMbNoH+/rdqyMpM6ZgN/nRuLsgDw3Zzfk+Yke56zhZfVq+5bj9PR03XNTU1PIZrOcWAfhwQcfRDwex+tf//qWag8N2T94xWKxySvPHBRdyGn2nNaO8oSF1yueWDlTc4hxfSOgMFCl5ZqOkuvNaTa6FTknbqOwn0osgWpAKgkgjChvc/Kh0wjIcpptKw1PQvHsY9hhIwxzS2Xkit54Ofq+jad4egYAVGjkmq5o0FTn3DaKuavUTJyatpcTo9ZErB2xLwROTtWrmmXDIc1sRHjQPk4ITYCrmjQBOrX9mwGLAmlm9gyLWLxBsN3kDAZNVesmAy5UFvGnT3wO/3PXZ3Hf0Z/xBsjD9KKjLxPHYDaalIlLzxsBAOSKNfz8WXvozKO7JwAAqYSGy84fDlxWQkJCQsIf5yxpzmazWLt2rW9Kxt69e7Fz586m63j22Wexc+dOX0W6Wq3iXe96Fz75yU/WPXfkiJ0/unbt2ja2vDtQ9BhvktMVL2luPz2DDRkB4CKTAFATiJU3/k13je7uoGaDyLmYx8/bSeScmFssXhwoutN86E0lsR/rbPIhH6PNcprpYJWgkeitkOZT03n81y/twn/5+8dw365jvFmPMKIeTzmDXECzoVF/cZBocDEyNpXn+cJicoaIdZS4rlx6EcWf/h2sxQnffWDJIEEDVcZnhbi5kLnJLEHj1HTeddfHlZ6RdMg+i51rNzlDxMZR+3gcn1gCIQSn8uMwiQkCgh8e/Rn+/oV/hEUsHKEjr7es7ousB+KS84awnu77t395GA8+fwpP7bPHmV+1bQXisdbHdEtISEi82nHOkmYAuOWWW7Br1y4cPnyYP/bYY4/h6NGjeNvb3tZw2VqthkOHDmH79u2+z8fjcSQSCdx77704ffo0fzyXy+HrX/86NmzYgIsvvjiaHYkASizBCaXucYRoigaFmo9bHjYiKrB6A6XZQ2DF0c/VViPnhGgzN4GNu9IzgsZoV60aV/HCgpgBRD2W4FnU3nqAQ6TbGhpjWVxVV2gqBqsdlLktEspmUwF/+dxpmBZBzbDwnQeP4C/uegY1w+RKs5c0V2qlgJpUafaJnDsuRKoFKs2UvL0j8RTMY8+g8K0/5FnRYt50oilptrc7ldBCx7Ix0lw1LJ4aUTVr/Hz1xBx7BuAMODndxvhsLzauste7VKxhZrGMJU8O9MtzB7B3+hBvAtyy2v+iox3omop/f+t2aKqCmmHhzh/vR6VmQgFw4yX1/RsSEhISEs1xTpPmj370o+jr68OHPvQhfPWrX8WXvvQlfPzjH8eOHTv4BL+xsTF873vfw9jYmGvZ8fFx1Go1rFq1ym/VAIA//uM/Rq1Ww/vf/37ccccduOOOO/Dud78bMzMz+LM/+zPeHHg2QBFUWC+1UxSFN1O1PLlOsB0oHtXTEPbfq4h2pDS7CKxwu1pz5zTXqbDCKO+WSazZSGluRJo7UJpFEsqIuqoDULh3O+6p6Z7QF6yo1wwLj++1Fd04jRU7Op7DC4dmAUpYlXjaTZqpVSLhIc3JBvYMNvp5MJtAOuk/n33tSA8UWOhVHStG+aGvghDCib8ChdcNUtMZaV7ZQiqNOJKaWTSKhmPzSMfSvBEQcLKaGWle0wFp3rqun//98vF55Kr1mc2HpyfBepo3R0iaAfuC4Z03bOL/zqZj+N3bL4q8joSEhMSrBWcP62sDg4ODuOuuu7Bt2zZ8/vOfx5133ombb74Zd9xxB+Jx+wf4qaeewic+8Qk89dRTrmUXFhYANG4WvPjii/G1r30N69evxxe+8AV88YtfxJo1a/CNb3wDV199ddf2qy3oMZjMnuHTe8gV0Rb9xaSB0lwTSHO96tuBj1q0SohjtFUVhmgJUdy3mEWFtFWLRqAlRFC3/e0ZTtJDqyCios4mAioKIA6q0RrYMxpMBXzh0AwKNJHhd951ETIpez0vHZ1zJgLGkrZnnNaoUoLaij1jYt4moKMDwR7j4f4U+uPuqZDGkSdhHH6ck+aEluBEOBFwHpk9Y3WD8dlejPSnkKBWhLEpm7QWa85ExJ5Y2qU056t55IpVLBXt90MnSvNwfwrDdIT2y8fnsURJc188y+/8jNHEElVRsHFl9GT2Ldesx63Xb8QtV63Dn37kGlx2wUjkNSQkJCReLThn0zMYNm/ejC9/+cuBz99+++24/fbb6x6/+OKLsX///qbrv/LKK/H1r3+9o208E7A0FSRAaQYcRbQTe0ZdI6BImj0EtpOJgEQgzfAQOINaQlQormY1oDPSHLSfLtuLD2lmj7V8XAGgJpBmQUFW9ARX1ONqsD2jkaf5sZdslXmgN4GdmwaxY9Mgntg7iT1H50BWOkozYPuoSXHBIc11NYOV5sk5pv4GE1lVUbB5UAU8p8Q8/TIqq+woNlFBj/vYMwzTwtS8vd0rWyDNqqJg7UgPDp9e4lP3mJ8ZsBsB41oMST2JslFGrprnKjPQGWkGgO0bB/DQC+N4+fg8Lt5Mp/4lemESE/laAVNLCwB6sW5FBol49D5jTVVx+42bI1+vhISExKsR57TSLOHAFAid7hNzx1IYWlVEXUqzx7dcE26R63DfLncldrRKKI2A9Aw4pDmG+tvzorrdaoJGoKIu2jOU+o9L27YXOA159opEG4qoNHsbLHV+gRLkaV4sVPHiYXuE8nU7VkJVFezYaOeJzy6VYZRsUqjE7bg6lqBRocfAa88IUpprholZGmE22iTNYv2AmBVIJzxWS3wyn6ig+9kzphdKMOn7utU0C+ZrZlP3WHIGYHuaASAbt1+TrxXcpLnDEdAXbrCP+1KhipnCAgCgN96LDI0WnKOZ5JvXSMuEhISExNkOSZqXCcQGuZjP4BdG7jpqBKzzNAv+YsvdeKepGlRKjlqtGdiUByexwxurB3hu61stKs0uddurNCOwZieeZlFR542AACCMRPeqvoATzRZ0YfDioRmeaPGai1YCAHZscobwmBWnERAAlIRNeKvEJv519gxaz0vSp+ZLPLF65WDjvOjVoguq17YIkEqRNwKKSnNM1Z3GVbqPzDsNtKY0Aw5pnl2qoFCuuZXmmL2uXkqac9U8j5vrJDmDYduGAf73XGmJ12JDaQzYFw1RNgFKSEhISHQHkjQvE4hRbJpVnxyht+lp5qRZ1aB4Gh9dNX2Iut6u3zeAwAKO0uxHZUSC2bY9Q9WhiIqyqDT7qNuOV7yNnGZRaXbZM+K8EdDb7Ag0TrMAgBO04a2vJ45VVCkd6E1gDc1LVlg2MifN9uNVy6Tr97dnGJYB03K8yRNzDvlspjSPpJ3lKgmbwJNqkSvJSUFdVhSlTt1mI601VcFIf2sDXdatcDzLJ6fynDQrUJCis8OZ8pur5SNJzmDo64nz41407PVm473IxOhVhF6Fpiq4eEv3cpMJIW3dCZGQkJCQcEOS5mWCmhCxpvsQ2PbtGfT1Wj15E6fz6T5EndVsufmQkWYtVpeSYFBC60dg/byw4WvWeE0RSlPS3InSLDYCCvYMcVCNz3FvlGYB2JnEgBP1xrBz0yA0mNBh0pqUfFJ7RpU+3ijmTjyuk7QJUFMV3vAWhMGE/T6yiIJF2CSWVIpcvRZJs1iz4lGaVwykoGutfW0x0grYFxTMnpHUk/xuiKM0FyJJzhBx4YYBABZMpcJrMZKuxKq4aPMQb9SMGhWziv+56zP4k8c/h4XKYvMFJCQkJCQCIUnzMoFBHCVP95k132kjoLcJEHAsIbpFXNF0fDvazTBmxEyvtyawmLuYT0KIK7Gj5Zp0Pz0JIaI9o5HS3JaSV6tPzwDsYx00ERBwCKWfp5kQwqPV2FARhp2bhpBUhIZHrz2Dmi2ClGbAf0LfcH8KWpP4xRhVd4skjvkqvU9QdewZCd1Lmt0WlHFaa1UbHuNUQsdIv318RaW5R3cUa0aal6q5SJIzROzYOAjEqmBvn2wsg0rJvmOi6FVct3NlJHX8cGzxBGbKc5gtz+Gnxx/oWh0JCQmJVwMkaV4mENVcP9XXGcLRpr/YjzSzeoS4vc8U8TZVWKY0e5sAAcdH7RerJ6ZbtKyoC+q2e6XBQ2PEmm0NNwmwZ4ieZj+lmRFKP9K8kK/yqDlRYQWALWuySCmCj1pIzwCACsuGDqk0T7HkjIHmdglSsYl8gSQwW6KNgJWCoDS7lWpnJHoFhBAeN7eqRT8zA7NojE3leeRcOuZsN2sELBklABZdJjiOshXs3DyIkWHnqzal9WBiyj5Him5g56b+SOr4Yb6ywP9+9NQTUm2WkJCQ6ACSNC8TiKRN8yFwjHy1q8B6kzMAhzTHAkhz24SSE9h60syyof0sKLrSPmnmk/k8RN09adGnwZJeGJjEbHkKIR9uompQhOOrCPYMP6WZEUrDR91nKjNQT/qScR0rewW1nCnNyQwIHLtN3XATPUBpphFwzfzMAEDKNLnCSmCKhVMQiw9USdYpzY49Y7FQRali30lplTQbEwdQ+M7/wFUJe2royek88nQiYlp31sWUZgBArAZdUyIjzZqq4vpLnUbMnz8xhROnnIuPKsp+i0WC+bJDkg1iSrVZQkJCogNI0rxMICrNMTOYULZOJhvZM+w6OvFkK7Pt0NpVmv2tEnZN0Jp+BLYDpTlIURea8nyHxghkt+U8ambP8BBGosUaKs2NRnezWDVVUXytDGv7nSxgbs+Ip2ECsDhRb27PKJYNLBXsc94oo5nvU8VmygWSwFzZ2QZxuIlfzapZxbgQAdeqPaO25xewZk/ggtkHAQCGSbBQso+RqDRnBNKs6FWsW5Fp2TvdCKMrnHU9vy+Patl53+RrBb9FIsF8Zd7170dPPYHFylLX6klISEgsZ0jSvEwgEiidmHXP6zSqzbDqn2uEoAY5ADCoshpkz2hE7hqikaeZqb4+WdSqovKostYTO2q+NRU9AZPXDPaKA21cHFB7hituDoApHGu/9AwnlaS+3kmqNK8aSiOm13+8RaWZxByluSrEBwblNAOOPYM1AQIhlWbBnlEi9vpMOO8NbyOgaM9gfmYgHEF31c3bedV6eR69iq2ML1ECn3Z5mh0yruhVbFwVbQRcrmrvPyEKYMQwkBKnEHaRNFOluT/RB8BWm48sHu9aPQkJCYnlDEmalwnEyDPVpxGwEdFqCEY+fewZNTikmfiS5vbSM5g9Q/GxZ7gsIR4oitL2xUGQok60uOCjDo7Vs2u2StRtldWVnAGgpjvr9LNnNLoYGQtIzmBY0eOQ44WS/beS6HGR5npPc/3o7skWiSwp28SwaCVQpKS5ItRsZM8Yn7FrDfQmkEq0lptsFeb435cN2seGDVRhGc2Ah7RrJjZFPNKakeaM3oPff88l+OP3Xcefy9fyQYt1DOZp3tK38YzUk5CQkFjOkKR5mUBUOWM+hLHdzGRulfCLnINjz4CPPaP9mo2UZvqUj+or1qyRaBoBTQhRfj7HVSS11Vaj9QLsGTXhAsXfnuHvTzdMi0ezrR3xtzEMppz9OblAo+cSPagqjUiz829mp2DJGfGYiv5M/XnygnmazViKK80iUa+PnHNi9cbn2msCJMQCoVP4AGB77yIAwqPfRKVZ3GdFM7Ap4mEjS5Q0D6ayuOS8YfQmnPOT66Y9gyrNK9LD/L3aTWVbQkJCYjmjs3FXEmcNRKXZj9w5BLY9BbaZPcNPaeY1WySwTvybTyMgI+oB+xG1d1vcdj+i3orSfOT0EvYcncXJqTwuO38EO4KUZiG+zU9pDrprMD5b5KOmg5rYenUTBoAK0XFqroRLUa80e+0ZMTUGBQoICLdnTC/YVocV/am6LG0viFHllpt4TxalnL1PotJcHzlHibVZxTi9EFg12JqfmZSWAMGqtEaZBtSNAPXi94hKs1BfjxGsatEG0gy5qj0uuzdu2zJ0VUdKT6JklLtGYkuGM6Z8INmPTDyDufJ8V0m6hISExHKGJM3LBCJp1kwf0qy0p8Aye4ZvIyAlJDGLOJ5gn5qRxb9BIM0+FhSgA3Xb9Pc0u7ziDfKv7dcGK80/euwo/v47L/J/P71/Gn+9lU7U8xBGNvXQu37nMX97xkkhOWPtiD9pZtMAyySGk9OUPMVTqApTEOPeAS+KgoSWQNks80bA6QV7PWGm8zGVGQBS2T6Ux2nOdEOlmWVRV7GQs2uuGm5RaS64m+B6iyeh6Jfwf4tKc0yNAQSAAgz261DVxhcCrWKJk2bnvGRiPTZp7hKJFZMzBhL9yMR6MFeeR77aXXsGIQS/PPkoMrEeXLXysq7WkpCQkDiTkKR5mUAkbJqv6su8vu3ZM3wJLF2XThDQCNimv7hRTjMlzX4WFKD9hkcE2FAMF2n2ifITlOZGDY8PPnfKXj9sblYzLBTzBaRQ3wgoKs0xHxU3yJ7BbAyphIaB3kTdcgCAqk3USyTOJwcqiopawtmGhFp/3BNanJJm+9xMUaU5FGmuOCStd2AAFkyUSQwVRfQ0u49BQmgEZGy2VfVX9DMDgFIrYTSdA6OSYnoGAQBLAzQT/VkNUYN5mrNxpwEwE8tgujTbNRIrZjTbSrOt1HczrQMADi8ew7cPfh8AMJoewfrs2q7Wk5CQkDhTkJ7mZQKmNGuEQPVTmim5s4jVWp5wI3sGJ81N7Bktq74NPM2s+dCyQBrYJdqv6d7PsPnX9mv9leZy1cD+4zaBe8drNqKPeoDLJdt20NCeQepJs645+0iE5kRR/Q2yTBCaUVwmMYzPFmFQ9bwqNh/6NGAmdGcKYaVq8ri5FaEGmzgkbWBoCABQsmLuRsCA9AwAgGJv48oW4+ZIfr7usfMHcvxvMaf59HQBxLSPQaYnWpXZIhYnqi6lucskdr68wP8eSPShN5bpaj2G0/lx/vcjp5/oai0JCQmJMwlJmpcJaiKB9SN3Lu9tCyos9/r6DDcRanZjuIm/p7lxzF2nPmrvxYFIvmNNlOYgor7/xAIMmp29c9MQLj9/BABgVelQC28joEAmGw1xISAwBc/udAj1l8XclUkMpkV4CobYfOj1NAMOqa0YVUwvlvjjrdozVowOA7CVbpenOaAREACgmUgltFANh666VGlWkr1QkrbCO5x0LAtmzdnnXS9NgFi2wpzJRPu1mK8VQOgdEpE098Zs0twtj/E8nf6X0pNI6klkaL1u2zOmS7P876cnn+Oj0iUkJCTOdUjSvEzAYt10Cw3JJNCaCttojDYjwzECEB9C2S6BdSwhbpJECHGaDy3iqMNizQ591F6iLq5HM4L3EQi+OHjpqE3eknENG1f14vILbNIcpwF6dfYMQSWO+Q1UCagZijRTpZklWJyig0OqWhOlmQ8bqWB63iHNK1okzZmBfmRSMRRJwkOagxM7FNXAysGepg2HXjB7hpIZhLpiMwAgpSzw51/cb5NKyyJ47KUJwKS2DKVFa08T5ASS6rJnUALdNXsGVZoHEv20HlO2i647FFFDJM0Vs4pnpp7vWi0JCQmJMwlJmpcJXEpzAwILtEhieZJFI08zcfKcxZpKez5qR2n2xL8RE+ynPhYYc9dZTrP34sBlz/BpdhTTLYLyqPdS0nzhhgHomoqt6/uRSuiIK3TdXnuGSJp9hrj4qdulioFc0a7fUP2lnuYabFLKkimqdPqdStzvFQYxN5mRc0UBhvqSda/1gnuatRjUWBJrR3pQIo49I67GoKluH7GLuGsmVrcYNwc4jYBqzyDU/tV0++1tJ5aCR1+cBiEEe47MYnapzJVmcVR4FBBJs7cREAAKtWLrI9hDgJPmZD+tZ9c2iYmS0b3R3SJpBoBHTz3ZtVoSEhISZxKSNC8TcKU5iMC2rTTT1/oQKRZ51tQq0Uo9y3RiwholWZCAxI52agrr8g5UceVf+5L0xp7mxXwFYzTVYsemQXsZTcUlWwaRYKTZu5+CoBrz8237+KhnFh0S1Ej9JZQ0qwmbhE5we4ZNGOPwV3OZ0lw2K7wJcLA3GWrUNFOalaRN2tat6HXZM7xxc2I9e2NNrGyDNFt5qjT3DPCR4WV2wWjpmJovY9/xeTzwzBgAQKN90RWr/jy3ClLO2+9lAEXDUebFxA5GmgkIirUSogZrBByg0wDFqYfdGnBiEQszlDSzKYTHc2OYLE53pZ6EhITEmYQkzcsE7iSLYNUXaFH55VFsjdMzGtozLDP87WCBmHoJrOEhzb72jHYaAS0TYBq2Huxp9lOadUEh9bNnvHzcaUZjpBkALt3kDM/I1dwfwyqcY6X7NHX62TOm5kWfcbD6y0hzLG0TKDYMhQ03CSLNTmJHTWg4bK4yA47SrCRs0rx+NGOTZlrT2wQIeOwZmoHVrTYBEsKVZqVnEErcJt1VqugqVFW+88f78fDzdrJJPz0mFZ+Lo1ZgTh5C/hsfR/H7nwYhTrY14M6DzrhIbLS+ZkIIFqin2VGaxXpFv8U6xmJliX9mrlt1JX98pjQXtIiEhITEOQNJmpcJRKW5UZIFEN66QAQF2XciYDN7huo0rIW9/UxEwlKnNDv7FWkjoCkS9WB7hl6rJ1Oqoja0oeylpHkwm8DqYYe0rB90zsechy8ZCovVI1B81Gs/e4ZomRjM+pNZQiyANgImeyhpnrf9rVWa2BEPuLZhKSE1q8aV5jDJGYCgNNMpeOtWZFAkcVRozWakuR2lmZRz/D2pCkozuz5JUUvM6ZkCylX787Cy3/YbVztUmo3jzwHEgjV1BKS05LJ7xIU4PzeJjZY052sF/t7lnuaYYw3plo9atGZsEkd3d7n5UEJCQuJMQOY0LxO4CGwzT3NYFVYk1x4ySQjxpGf41XSrsF7fqi9E9bhB/FuMeAg2W6QNHzURFeQWc5oBm1AahomqD8FlWchbNwzSRjablQ71qGCGiumChQuEZao0ISRGiP8++lhCWKLFULaBZaLGMo+Bnl5b6a5UTSzkq3wiYNzHQw0IA1VMA7OL4TOaASdyjtkzVg/3oIJEaHuGHrNC1+I1hcEmSmaQK+xMUR/o6cHw2j5UDAsjA2mctzqLud4F7Mt17mk2507yv62lSVTpOYypuusz0E0S64qbY0pzF5VthunSDP97Q3YtVEWFRSzkumQHYSCE4KXZl9Gf6Me63tVdrSUhIfHqhSTNywSO0gxfAht2CIcLgpLrVWAtYvEYLdueETwREGDKb8DADQEigVW8k/Ja8jS3EqsXrG677BkBpDnIEkIIwcScTdbWesZaq0LNiSX3ttbgKM1+zY6uc2m6leYwyRkA0NvfB9D0jom5ou2jJkA8wEbD9rFq1nh8XmgiW3bbM3RNRTLTi2lKmpNK/V0MUWke7NdDeadFEGGwidozCAv2v1mcXyoWxx/8xhXQdRUDAz2Yny/gX/e9AKBze4YlkGayMIFyzCbh3li9tJCaUoq6+VAgqX00sSOpJaArGgxidm10N7Nh9OhpZGI96I31YLGaczVDdgP75w/hSy9+DQktjj+5/o9cKr6EhIREVJD2jGUCl+pLTPtWvIB2lGYXEfYqsEI+sBalui0SWE/NqrA9saDIuXYaAcWLg0bNhz4kHXD7fUXkijWUKvbyazxjrUnNIUmnF9zbWiONlWZ/e0Zzn7FYc6Df8VRPzBVRpVZmv7QOwEkJEc9Bu0ozAPT29TnqtlL/NaQpGreZD/S1fm1viUpzzwD3NLNkkoaxeh3YM0i1CJJ3LArW0iRXrr2kWbRqRJ3YIaZjpOjkQ0VReMxdt5Tf6aKtNA+n7SE2vF6XSfPhxWMA7HSX56d2d7WWhITEqxeSNC8TVE2BNAN1JNbVCBjW7+sizW7i4lZ9ESKxI6SPWmwErFN9RU8zGkbOtTRQJYQ9QyUEmlV/MQIIpNmjtrNkCqCeNEMY+DC+aKJmOOut0guSWKBv223PsCwSzjIhrCuRTiHbYx/fidki2JGM+6R12DXtc2kK751Qg00IcUhzwlH/+ocGuFVC83lrzOUqfEJftrf1rynCkjMSGSh6nHuaOVH3Jc1OrF67Ocbm3CnXv63FSd4I6M2i1lSNXwBVO1S3vSgLpDmpORdSfMBJ1+wZ9gXDSMomzWwKYbdJ83h+gv/9zOQLXa0lISHx6oUkzcsEhmjPAOrIVnuqb7A9QyTBWqjmw5A1GzYCetMzgi0h7WRRA8GNgBo/rsHWFy9RF0nz6jql2SE1FaJhfNYhMexYBfm2vVabhXwlnGXCcDc8rhx0YueqdFR13Cetw65pHxcLFgCCdEJHJlVvq6iDZQDsQkPIox4ZGYRB1W2jXH8ej43nAJpwkU63PtaaKc1KZsB+gDUCKk42tBeM1FrEct1Jaanu3Jj734sTgUqz+FjUSnOZrk9VVNf7xZkKGD1pJoTwuDlOmrusbDOcLkzyvw8uHOHJIRISEhJRQpLmZYKq5VaavRFwojoZiT3D6y/2JZNtxNyFILC8ZkSeZndih3c/7RoxruAHp1l495GNqM6kYlzV5RCsEhWi49S0Q2KYPUAP4Wk2LIP7mYEmnmZx23WRNBdQpfsXN/2V5ph4p0E1MRIyOQMBdw5Wrhzh/mKjXP/eODqxxIeNxIIiPRqAlHN2zaRtQ+FKM7dn+JFmh9S2S2JFPzMAWItTfIy033hyUd2OEsyekdKSrkmKzlTA6ElsvlbgZH0kZY9L7z0D9oyaWXM1IBIQPCctGhISEl2AJM3LBAa3Z9AHPATOTWBDEkqRCNd5mlu0Z4RUfkmjmuKgEQK3/9lTs60savhlQ9vHKuhiRKwZpDT7xaWJBLZGdJycdkgFa+6Lh0zPmApJmr3Reow0zyyWUQG1hFgWiM+xi4nKrGph1WC4CLigCMF0thcGJXO1Uv0+HhvPASZrPmyDUFIln40oV1Qd0OIN7RniY23VhECamU/brKJCrRDJBikhkSvNlDQndbfH3bFLRK80i8R12GPPyFfzXRvdPVGc5pGW7LP4zOTzXaklISHx6oYkzcsEVXE6HxCJPUMkiIrH02zW2TP8Bqq07ml2kW9PRF2dPaPBsJHWIueCmw9rlsf24kcoNf9GQE6a/QimcH4MqDg1IyrNgrrte2HgjvJjSnMqoaEnGdw0547Wi3MyT4gz9CPeRMEHACgWRkOSZtG77fKox5LcKlEplGEJhMoiBMcmch2NteZNj0JChRJPCvaMYNXXrtk6aSaE8Lg5bdVWZ100tcTfntEdpZmp216i7ijN0ZPmuZLTfDmcsgf5MKXZICbKZndGd48XHD/zDWuuBQAcXTqBxcpSV+pJSEi8eiFJ8zKBUWfPcJNUkfTUutEIGFl6RjBRr7NnNFCaCYiL2HtBCMGju8fxzP4pt9IcEDkXdDEC+KdnmJbFp/St8hvMQffTggoC1aM001zfAHuGd6AKG6E90pdy3Yqvr+m2Z4hqcU1oPvRTt0UPsKKaGB0MmZwhEnAXgVO4PUOtGTgxmePPTM+X7NQRk5HmNgiswZRmoWY8zYeb+NszOkuzIIV5gBJkfdMVzrrotvjbM7rlaaZKs+ZWmpmnuWbVIifq4rjwnpj93mKkGQCWumTROE2bAFN6EpevuJg/PleeD1pEQkJCoi1I0rxMcOXqixFXdGwt0B9Cj+qpKipUess4/HATgcCqHtIsEG8tMOWhdU+zS7H21vQQdd8mOVc2dDBpfvbADL5y38v44r+9hFMTwo9rgI9at4LtGX6NgLOLZZh0GT+lmdkzCF12bqmCIvX2Mn+63QjoH3OnC0R9lpLmob7GY62Jx4Yy1JeEptoBzSa7vU38ibpLaVYtf/XcDwFKs3guk8TEC4ecmLZDp2gTl9U+aWaecUVQmiEqzQ0ILNCePUP0M2uj50NJ2X7qMk/POHNKM/c01ynN3RuowkhzXI3x94tImrvla2ZK8+qelcjSTGqgeySdIV8r4I7d38ADY490tY6EhMTZA0malwk+euX78Vc7fwubWRKBr12CqZMh499c/mIvgRXtGY29vvbrWyfq3pqiVUIBGo7RblSTEIIfPXGc//uZvaeFmv4Nj3ytvqS5PnKODTUBgJVDPoMW2GuFeixBgxE2m8D6K5AiUZ8JSZrhsaHommqTX4WAUIFat+Cbf+31NI8OdOZpFlX5FDHxwiHHD/vwi+MAHGLbnj2DWgEEpdmMp0EapGe4c5PbIM3zNG5OUaH2r4LatxKAEyHoR5rjESrN5uwYLNoA6dgz/JVmIHqLBiPN6Zjz3jgTo7tZcsaqzEr0ukhzLmiRSPDY6Sfx3PRufOfgD6QVRELiVQJJmpcRdEFVaxQB1xaBbaj6kjplW6wHtDKFkL5O0aB4hl7UBAUW8Fdhw6jbB08u4shp50euVKIEV9WgqO6ahkdpDpuewfzMCoBRn6QJdn5UIa1jct5ehhHKuOUfqwcIE/qMGhZyNkEa7mtimWDrEvZz9XAPoDiJGUGpJGJ6RiatIpUIOXDElZ7hkEbx/ZCAhWMTOSzkKzgxmcOBsQUAwNqhfgCtq76EEEdpFkhjLeaQYl+lWe/Q08wTO3qh6HGofaOwAFTplJaEHlyzU6XZOLUXxe98EsV/+18gluXYM+oaAR3SHLXyW6oxddup6VKau5DYUTLK3IaxumclElqcq/e5LpPmo4snANhWsBdn9nS1loSExNkBSZqXEVwe4AbKb3v+4uDIOTYR0Nsd7ze5rhl4coOm1T3nqL5UFm3gaW5U88dP2D92qYSO89b0IUaTI4iPz7Xm8TT7JUv4pWewuLnBbBLxWP2+sGOr6jEk4/bzTJ2uiU2dAUMvGInNV8pscB6Gm9kzjHp1e81wD6C6STPxUbdFpXkgGyKfmddsrjSzgSovHp7Fz562c47juopNK+yM5ZYJpVkFHycoKM1V4aKymT2jLXWb+plZvJ3SNwpDAVfxG0XOlQPuKISFcfhJextyMyDFeVfknIieuEOaC7UiogRTmlO6c/EW12JI0uPaDXvGuJDPvLpnFAC4RaOb9gxCCI4uOXerXpiWpFlC4tUASZqXE0TSFzFp9iZZiH5hJ1nC03zo8he3WNOXwFIySUmzfxxbY9I8PlvA89QKcNPla/CBt2xFTDHpNtaT27r0jJCNgI3i5uz12NumaDGeRDE5VwQhhI+qDmrKE2vmyw7Zakaa2baL3uJ6pRkN1XQA6M/6XAQEQfQ0C+dUHMfdQyfH/OsvDuGJvTYJunbHSmQS9v60SmDFceGip9mlNPvYM8R9bEtprtI7FnRkt5oZRkW4c5H0sWckuT2jQ6X59Mv8b2tpSoicc9cUSXQ58tHd1J6hu+94dHOU9oRAmlf12HYYhzR3T2meK8+79mf//CEUa6UGS0hISCwHSNK8jCAqzcTXLkFHTIfNTHb5i5sMNwHq4ti0drKh6ToU1YfAMjLJEiIaTAQE/BsBnztoE2ZVUfDGK9Zi7UgGvZRXVH1Ic5icZj/SzGLgVgTkJhPB08ya6ibnizCJCUJV0rgFXzUdcC4OilXn+eZKc5XXZFgz0gNFdY5TEFFXhGPTmwlPmt1Ks2jPcI7VcFKFAqBYMfhkw5uvXMtV2KpZay3jV5i2KJJmI+bst5/SrCoqf7ydRkBGmrnSHE+jojppJs0mArabY2zlZ0GWHPJoLE7y2EKvPUNTNf7eqXSobnvhpzQD3R2lzYhxTI3xOD3ma+6mPePY0gnXvy1i4aXZlwNeLSEhsVwgSfNygtrEnqFEqDR7GgH9aqqKCk1pLTeZNFSamT2Dvm2b5An71WTRbquG0ujP2IRlIM1SGuo/DkaT/GvAsUqw7bMsgnnqMw5szuOkWeee58m5EioCyQzKogYcVbRUs1+fSuhIJ5vYJpjSLBzbkf4UNM0ha0GWkKW8c7570y0ozYx8KqrrPSRaWbIa8F9//XKM9NvH6uItQ1g7kuGEkoDUZWA3gqg0u+wZgn/cT2kGgITavsfYa89APMUnEAKN7Rn2PrYwkEeAeWqv69+lJSe32GvPABx1O3KlucYaAT2kuYujtJnFpEdoPuRKc6V7pPkoJc1pPYXBpG0jemH6pa7Vk5CQODsQspvn7MXY2Bg+85nP4MknbU/f61//evzhH/4hBgcHGy73nve8B7t3149affOb34zPf/7zHa//lYBLaY6gEZATWFWvy/81Sb3STMwavCnBuqrBNM3Wibpa/9Zk64jRBkF/f7E/MWM4OWUnBqwZcbydfUkAZaBoqKgZJmK6sA7ClGbP9rlq2ttqEQumZWKpYPC4ucFsvbpor8chsMyeUamZmMs7t3jt4SZB6Rk26StT0jyUbWLNgJCKIZBHXVMxNBAHa4vUCXxJ8+yC81i6BdLMlWY97noPiSRYN2rYsq4ff/Jb12DfiXmcv7YfgDM0BrBJrJ867IsApbkmfD5ilv+48IQWR67Wpl2iSrOhudKc4hMI7XUHK82ArTb75Uc3g+EhzcX8FNgHMWgKoTjyOirw9Axv8yFVgLsxhdCfNNskfakLJJ3h2KLtvd+YXY/RnhE8MPYI9s7uR80yXDYfCQmJ5YVz+tM9Pz+PD37wg6hWq/jIRz4C0zTxla98Bfv378fdd9+NeNz/R5YQgsOHD+Pmm2/GLbfc4npuzZo1Ha//FUMTT7OT8tDidD7Nj8AKSnODmrqqo2JWW07s8A42AXyU5majuz3PG6aFiTlGmp2u/t4EHecMFSenC9i0Kiss41aa/S5G4q6x1gZmlxzSNpwNsGcIx1bMPJ6Yc9QxrYHSzNMz6PY09TMDjjLvIZ/DLtJMfCPnZuadx5IhSjk17eW8Q2PEeD6d/p2Ia7jkvGH+uHhcW5vw6K80hyHNHcXcUaWZeZqVeMptz/AlsO7Ejt66VzSpSUi90pyfBVtRSvdRmvXoB6pYxOLNh15PszhKO2oUaGxej5AKwpTmqllF2aj4Xjh0gpplYCxvxwtu7FuPNZlVeGDsEVStGhYri3yEeDdQMkr4/uEfY8fQNuwcvrBrdSQkJPxxTpPmr33ta5iYmMAPfvADbNmyBQBwySWX4MMf/jDuuecevPe97/Vd7uTJkygWi3jjG9+I2267LfL1v2IQLRRRNAJyf3Gw6qtB5eqyr4+aWkJC+6gbKM1MnWRKc6tTCCfnS9wzu1ZQmntohl2N6Dg2vuQizd70jDA15wTSHKg0G4LSLETSTS46xMJuygtqBKTHtRXS7GPPAIDBvhiO1FhNf3vG5HwJRFehqBYshLzogqg0u4+DS2muNfZtA85o8VA1RaVZII1VzbHfxH3OI+Aov5F4mmNJVJraMzpL7LAWxkFK9jAYJTMEkp9FqbQAZtT3TgQUa0bpaa6YFe7Fr/M0UxJbMIowLdPV69Ap/JRm70CVqEnzqfxp/t2yKbvetb+LlVxXSfOPjv0cD53ahScmnsFnXvsp190YCQmJ7uOc9jTfd999uPrqqzmhBYDrr78emzZtwn333Re43KFDhwDAtVyU63+loCgKV4UbRaO1bJVooDTrYq5xQ6LeqrrdIHKO+qR9B6o0aAQ8JYyqFpVmDU56xtEJtw+SpX44CSHB6RmAe0KfpircN+2FozTHkE7G0Ju21zG96MSA2fnXJojPsWM12T6GIc1cJfeovgNZ55jpAVMIj03kAEul+9iC99ZgecnumlVhHbEANV20KrSiNMOVniEozYLqGzOCSHN7nmZCLG4L4Z7mWAh7RofZ0KaQmhHbegMAoCyMs/a3Z9CYuwiV5qJwoZKq8zQL2dARWyZ87RmJ7g44ObY0xv/emF2H/oRzkb1Y7e6Qk72z+wHY75X984e6WktCQqIe5yxpXlxcxNjYGHbs2FH33I4dO7BnT3Bu5sGDBwE4pLlYrM8r7WT9rygYgWtEYFtVff1IM3ET2KY1WyTqXjUUEFRfVtOHTIrqpOmpeXLavpWbiGlukknV0Bo0HPeQ5prXR93A9sJez+wZA70JqKrX5c02zmkEBMB9zdOLju+T9+c1itajyRdDzQabCOvxHttsRrQtkDp1u2aYODmV56S5NauE42l2rVOwZ8SMGoiPXUK8GKkGDHnxrSkQOFcjID0XCiHQa/6EMdGuPaNWBsuGVpg9Q1VRERI7uqE0k7w9flxJZaGNng8AKAvvOW96BiDG3EVHmksCUa+zZ7iU32h9zYw0Z/T6RkC7XvSkea5kD1Ppi2eRjqVd+9fNyYDz5QVXLvVumdYhIXHGcc6S5slJ+8tjdHS07rmRkRHkcjnkcv5fmAcPHkRPTw/+4i/+Apdddhkuu+wy3HzzzS71uJP1v5LgXmDfOLbWxmhz1dfHKmHSdWgCaW7UmNfycJMG9ow4q+mbJxwcc8eU5tXDPVCF2+ZMga0RDaemC6jWTGEd1IbSwBLiVZrnlmwyMtioOc9jlVhJx1LP5jxKM/zzqDlRpxnLrSnNbtKcTjtfA7pP5NyJqTxMi4DQ2LlaCwQ2yNPMUkkUQmxPvO+gGvdxDQtOmjXdZS2q0XMeEyYGehFv057BM5oBQGg+ZIkdcahQlfqvW6+nuVWQiv2eVhIZqNkRez0CafZLz2De6k4HqogoCqTZa8/o1ihti1i8rsueIdTrhtLM1HLWcKirOh9P3s1s6JfnDrj+vXt6b9sxhRISEu3hnPU0Fwq2YpFK1StsiYT9o1AsFtHbW99ac+jQIRQKBeRyOXz2s5/F0tISvv71r+MP/uAPUKvV8M53vrOj9TOoqhKsNEYIjXo1NU3lzYAKMaHr7h/pOP0BN4lR95wfFHrrX9Vida83qaVBVFk11Ndkz1s+z/nWtNikPL3u9Tw9g10YWPXrTCoOCbEU9/OnZ+xzun40415OIM0WITg9W8R5a/tgWiYsYpPSGL2+VHyOXVJoCCWKyZXmkf4kdF11nx9ek+5nzD62q4btH/35QgmMKjKlWYMBLeBcKnSa38qhdPPjy0d3x12vVVQxcg5QrJrr+eOTlAhQpdlEuPeP/WJKmmMJ1zIGnFQSBYBGDKiedabiweeyEWpUQVViSXdN+mfMAlSz5HtuUjHHnhF6HwGYgmqrp3r4sjZpJohD8V1fT8L5fqmR1mraBaiPOtmDWN8woKgoU8uUpmhIxuN1yTfpmDM0puV6Hljlgp0SQpz9zybd78Vs0rFnVEn4mr6fGwH5aon7qHuTzmda1xNI6ykUjRLyRr7jfayrS5sPexO9fN19iSzytQJytVzk9Rj2zbtJ82J1CadL49iQXduVeo3Q7NxIvLKQ56d7OGdJc5grbO+PBcN73/teWJaFX//1X+ePvf3tb8ett96Kv/qrv8I73vGOjtbPMDjY0/Q1USKbTWEhHodRABIxYGCgx/V8D409IAqpe84PNY2gCkCLx+tez+7wxwXVMpPSkPa8LkUvMBStfnv8UFIJDACxZLLu9awBLckmu1lG/WssYYRvUuPPlysGpujAkfM3DLqWyxEDFmx7BgBMLZZx1UWrXUpcnBL1REypqzlInAunZI+OOZrRvGY063ptVkjSWKL2lmRPGgMDPdiyfhDAYVeTHVOasz064p6a2R6qrKkWUgkda1b1NX2vsf1kNRliM26lWVdM1/MnZ2z1O6bqMAEoerhzCQAlmDAAxFMp1zJMYI2xfcxoiPW512nG+/jfiZQWuqapWSgD0BLumiodVx4jBEnNRL/Pucn22OqhQerfW41QzhOeQJIdHkKSLmsPVKkiCdV3fb2mY8/Q4uGPK0PJLKEGINHbh8HhPuT7hlFWbVKXjiUxOJipW6Y/Yz9Wtaot1xNRPPICJr75p0htvgS45o388dXDw0jHnfd6qubc/VET4b57RGQDEmhKOUe1Xjng/kz3p7Io5kqooNzRPvqhaNrHdzjTz9c9nBnAqfw4ilYh8noAYFkW9lEP82vXX4VdY8/AJBYO5A7i0g1bI68XFkHnRuLsgDw/0eOcJc3pNM22rdTfYmSPZTL1PxgA8Gu/9mt1jyWTSdx22234whe+gEOHDnW0foa5ucIZU5qz2RSWlkqwqCJaLpYxP+/2Dxo1m6BUjVrdc36olGzF1CRK3euLdHyzKjh8cot5VLzrNe39L1bqt8cPNXpsa2Z9zSqzRlh0jLbpvx+qosIiFpbyBf78kdNLYNdBQ5m4azmzatfUqf/18MkFzM8XuF8SsFNCAKBSKNbVLBccy8b49AIKJVvR7YmrmJ8vuM6PadrKsFWzX1OpAfPzBfQmKLFQPINGACzOLkDXBlw1jQp9nWJiuC+JhYV6X74XbD8rhvvYLuYLvLQKYH5uCQnh+X1H5wAAST2OAoB8qRTqXAJArWxfqBhEcy2TKxTd+zizAM1yk41CxbErzC/lQtcsU9uUpbnP81LR/jtuERQXF0F8zg2p2e+tUi3c+5Xv5+wc/ztfAUp02TK1ZMQsErg+XdFgEBPzufD7yOsWbKpuqAl72cwwKmX72Ca0hO/6SM3eplb30Yvcw98BQFA68jymL7gUAKBAQSlvoKI46yWEQIECAoLZpaXQNf0+NyJOL8w4NSru91dGt99L07n5jvbRDwsl+5gnkOTrTqu0JyEffT0AOLJwHAUaaXjR4A5M5+exf+4QnjjxPN605g2R1/NiPD+JodQAj2Rsdm4kXlnI89M6wl7snrOkefXq1QCA6enpuuempqaQzWY58Q0LNrCkWCzyJsFO1m9ZBJZ15jxnpmnx2DnLqMEw3B8WRnBrplH3nB94ioKq172+Sp/ThLQKs1qtex3zPFdD17QJKFG0utcze4bKkqEJQa1qQFHdt6B0RUOVWKgYTs3jE06DzsrBtHvddF/iyQSwCEzMFmEYFkpV4ZY7go+rOGJ6Zsn5wRzIJFyvNU2L/5v5iy26n4NslrfivJ4ldhjVCuA9ruwYqBaG+5Ohji3bT+I5nxV2LqlVopAr8OeL5Rom5uwf61Q8gYJpN+WFqgeA0Dg5osY9Ne3HY/TzYVQrIN73q3Bcy7XwNS06ZAR6wrdmnBCY5aLvuYkpdGiMWQldDwCMknARpib5vlQ0m4QnLBK4voSWgGEUUaqVW6oJ2PYIACCxHhiGBSUzgnLVTndIav7vizi1MBnERLladTXPhq6bm4Fx0smHztGGxJSehGUCFtx1k3oCJaOMQrXU8j6KnxsRS2VHaU6q7n1lPurFSq7leo1ACMES9WX36D183b2xXlpvKdJ6DHum7dQMVVGxJbsZE4PT2D93CGO5UyhVq10dqPLQycfwrQP34JKRnfjYRR9wPRd0biTODsjzEz3OWcNLNpvF2rVrfVMs9u7di507d/ouNzk5ibe//e34whe+UPfc0aNHAQBr165te/2vONiXZ4PIOZOEawTkUWe+kXOGa51Na4ZuPmQNcsHNh2Fris2Hp2hyRm86hr4ed1MaG+aRTNu3spiNQ1yeNTT6DTcRf7AWCk5DVCuNgImYhsFsgnuUAXu4ib0hwU1yigKM9IfLoeVDSzzpGawpj3moy2UnfUKM4MskE/T1bQwa8aZnMH86Ya/za3bsrBFQnAYIOFnPMUKcQSQesDQLi1it7aewPkWwJlSp0hwPGKYCiANV2mkEpHcJErZKomRHuKc56RNxB7gTO9qNnasdeBQsLQQASjRRwtsEyMDyostG2ff5diDeCRKHmwDCKO2IG/NKRon3OWSE1Iy+eJZvU0vxiCExVbJV9VU9o0jpSVcWdDcTOwgh+PnYwwCAF6f3INeFATUSEucSzlnSDAC33HILdu3ahcOHD/PHHnvsMRw9ehRve9vbfJcZHR3F0tIS7r77buTzzhfA6dOn8d3vfhfXXHMNRkZG2l7/Kw2eFuCT8sBU39AE1nSUZi9YPrBIYP3i2FjN8DF3ZvOaYoZzyHHh05QIjw647w4QQvg6Uin7h31moQTTcpOmGE/saBw5t1h0SHPQaGtCLCcuTyCwowNpX6XZj1AS0/noDg00H3Ag7md9kgU9ruxORKUCk5K8o6ftH2RNVZClx6eV+LfAiYACgRVfJ0JTNZ440QppZskYiiejmCVixC3CG+i8aDfNgjB1W9Vc57RC3VmNSHOizQl9xDKcbGhKmtXMME/PSIpxkALE7OZ2BpwQYqF24GHXY8WKTU7TsQDSzBM7oifNCpS6yYeMNOequUgTJkTS2CsQ9T4hq7kbCRqMGLM6Yjb0QmUx8noMR5eOY6Zk30UgINgzu69rtSQkzgWc06T5ox/9KPr6+vChD30IX/3qV/GlL30JH//4x7Fjxw4+6W9sbAzf+973MDbmBNJ/6lOfwsTEBN73vvfhzjvvxN///d/jV3/1V6HrOj71qU+1tP6zDkKyhBc8/i0kgWXr8FN9udLcZHR360qzfzY0IUSIf3Nq+g3+8MujZokWQ95oNssEMztnMj10WwnmliquIR5snX5KsxiNtkh94JlUDIl4wOQz8TgJx2/lYBoIqTQXy87rBrMhpoIJ++lVmr2TFmOkhuMTeRBCsPuI/YO5diTDh41EmdPcKFYPECcftqFue5VmSoJtpbk5aW4pdo4qzUo87WrIrFKPeiJgmIpYs+WBKhVB3U7QbOhkhpPmRABp7lRpNsf3g+RmXI8Vaf5yM6W5FGE2NCPN6ViqLs6PTSGsWQbKZnREPVdzbDhiPnOfMFClG8ovW2d/nJHmPuG57pHmJyaedf37pRmZDS3x6sY5TZoHBwdx1113Ydu2bfj85z+PO++8EzfffDPuuOMOxGlc1VNPPYVPfOITeOqpp/hyN998M774xS8ilUrhc5/7HL761a/i0ksvxTe/+U3X9L8w6z/rwGwEPmSyVaWZeAZwiOAEVtUB9oPlowY6SnNr6raXqLNbogCgi8/5EvX6PGo2pa9O/RWISibjqNBT8yVf0tyoHgDkyyyjuYFlQiDe4n6ODqRcSjNfqw+hzBedfRsIQ5rFmgFWiTjdj5hi4sXDM9h7fB4HT9o/yFdsHeF2ibCqLxFGctdPBKRE3Qq+MADQck37xcye4VGahZpBpDnuUprDEzy+vribNFaohSFuGoGKZ6LdYSMVh8ApCZvAKbEkH26SQgiluR3SPLbb/iOWhDqyCQBQogqyd7CJt2a0SrO9/2JGM0NWILRLEVoKRKVZHKKSjYtTAbugNFfdSnNvLAMF9nle6JI9o2YZeHbyBQDgtV6eO9AV+4mExLmCc7YRkGHz5s348pe/HPj87bffjttvv73u8Ztvvhk333xzx+s/6xDC02wQ0+5obxaH12i4iWjP0HTAqPqPtVYZUW/8RXtqpoA7f7QPv12pIu5TUyTdTT3NitueUa4aKJTtv71KszgyujfbA8D+UZ+aL2JNv2DPaHBcVUXliR2MNAdZMwCPWi3aMwbT3NOsKRoU/vp6QpnLO8dDHE4SWFMkpXWeZvfUw5hi4r5dxzG01x7w05uO4eYr1+J7R58H0AKBtQxw32uAPYOPJ4+QNJNaY6U53lBpFgllK/YMpjR7SbN9PhOWZY8Uj9W/L7jSHHAMAmuKpJllIcfTnDQn4P/5Fr3OrdYEAKtoX0ip2RVQB1bDmj6KolUFVCDtM4EQcCYTRjlQhY/Q1n2i/ATSnK8WMJoeiaSmSJozoj1DINBLEZPYilnlFyWMNGuqhmy8F4vVpa7ZM/bM7uPDY25adwN+PvYQymYFhxaOYueKVy7mTkLilcQ5rTRL1MOZCBjsLwbcym0g+EjrBvYMRXdIWMMx2sFK84nJHD7zT8/i0KnFwNHdIunWBNLnT9TdpJmpzICf0uyQsXgygSxtEpz0KM0xSmz87BmAM22xWG1Omt32DGc/Vw46nmYVmh1uDfDUCxFLeWcdoRo7xe3WA+wZ9AInrhgwLYKpefsH8+3XbUQyrjtWibBKk0DIvP5ipxGQ2jMCCCobZBO6JoRGwDpPM1Oawe0UXsTb9jTTISMeT2+FWoTiDdTt9u0ZAmmO00bAeAoV1ggYYOXt1J5ByraSqiR7ofauAACU6MVBKsDTnKI1o7RKcNLsozSLHmdxxHenYGO5k1oSMeF7KKbFuDUlaqVZtHv0CYp2f9K2aHSLNO+ettNRsvFe3Lr5Fv7ZeOkMjO+umlU8Pv50VycsSki0A0malxuY97bBSGsgnF2CE1K/pjyeZKFBYev1qcktIQH1ZhZK+Ow/P4c8zTbW6XAPpaHSLJC+EOkZs0sOMaj3NDvLK2oMKwbsH77phZLrNqTWwJ4h1ixX7f0Ik5zBaorbptIIC4VonFD7EfX5JWc7wqiwIilV6pRmei7puUpqzgXVQG8Cb7jMjneM+TRYNqwpqpgBnuZYWKU5ZPMhEUZk16dnCEpzgOKZaNOegRolzYLSbBELVfq+TVgEpNZY3W65EVAgzaBKs6UnUGONgAFxl6I9o2PSTEd3l2jNYHtGF5RmoxFpdrajFKElhHmae+P16jZTgaP2NLtIs9AAyHzN3bJnTNMGwA3ZdYhrcVw4eAEAnJFmwLtevhvfePlf8fW93+p6LQmJViBJ83IDI7BmsKcZaG6XABDYlAc4TXa6qjtEvaE9w580P/rSBIoVA4oCrB5KQ6ONU5aniUlcPmzzIdtG1gQIAMMeMks8qu9oP42dmy/xKDYAiKvxwHpiTUKV4mEvOQ+qKai+uqYilaSDW4giNHXW11wQSXOYJjlRrdYCrBLU1qJaBn7zTedhdDCND711G2I69TrT414Na5UQCFJQeoZOLSHER00H2rBnWAbALrC8nmYxPcOo+nqM220EdDzNDoETlw+T2NEqgXUrzXbdkuCJTwQkdrgsKO2kZzDSnOqFml0BA+BEPbARkJHmM6Q0J11Kc4SkmdozRPsHA7NoMP9xVBDX5ybNjKR3R2merywAAAaT/QCAzX0bAADTxdnwjd1t4HR+As9M2V7qfXMHXdGCEhKvNCRpXmZQtGDVV1Saa2G+9Jg9o4nS3IjcseEnQYkdR8ftH4RNq7J4740b+OPj8+4fc9HeISrNjRR1tgyzZ/gmWojLqxpGBpys5qpARhlRD7JnsAsS5kkOrzS7j20qaX8kLVMJjA8sVQzkC87xCKX8NmgE5J5mYVtef8ko/uJj1+KizU4erF+UXyM0VJpZTfYVFEDeWraE1ASiLijNFrHqLCF+cYViNnS1pZzmeqVZtFskQvio27ZnxFL8bo+4jqTh/xlXFZXvZ1tKc8lRmpXsCu6hBoKVZm7PMCodRcBZCxMo/fTzqB15UmgErFd9Y6pjJ4rWnkFJc6yeNLNmwKVKtJYC5pFWoLjq9tMx84uVpXB2uxZgWia3fQwk+l3/JyBdaXZk+PGxn/O/CQj2zu7vWi0JiVYhSfNyQwN7hiaQIjNE7JzjL65PZzAFT7ND7oJj7vyUCUIIjtAc4M2rsrhwvdNMc2jcrS6IpFsTCZhfbrLitWcEJGd4llc0ndszaoaFpZKjUHF1O4BIccJJlfI6G4gA0sBfzEizaSiB9ozphRJgOR/dcPYM/+ZDe3kWHygQeB/llxEti1jhlKZGnmZmz1CCh8aINUMndtQEVVFQml3+9AZRfqJPNawlBPBvBBTtFuE8za0RSj7YJOmQRjGdIuHzeWRItmsJMar8AkdJZqAke1GKO+91b14yr0cfJyBtDXEBAGJZKP3iSzCOPYvcrn/m59RPaba3xT4XUSrN+ZpNmjN+SnOiO0rzAl1fNp6BJggfTHU2iBm5GrtUzXEiPpgcoP/v58/P0WE2UWOiMIVnp150PXYmPNQSEmEhSfNyA0958CGwguWhUWMeB7dn1EdXuZVmFnPnR9SdyDkvIZheLHMv86bVWWjC6N3DEwVUqqKaGuBpbqER0I/IuqL5VN01/GQh7/wQsUbAZvYMKBZ0TUVvukEMnLgO1f26BC1jmQpIwLmcnC+BEJE0h7FniAQ2qBFQUPB9J/TpwjIhLrpcSrN/TRZzF6g0a62SZtES4pzvOquEd/vYZioaj9dqKVqvmdLcwJ7BPMYWscJHM0IgzYK/VlSOE7Xg7U/ojvLbCpg1A6BKs6Kg0jvAH0sHEFjRLtGuRaO270FYM8cAAAXBxxtMmmk2dDeUZl/SbJPYfLUQqX2BeZqzgjUDAAaSTlZz1M2As2WHFDOyPCCQ5vnyQqT1GH4x9jAICHRFw0XD2wEAe2b3d9UOIiHRCiRpXmZomJ4hqBTNEhfsCXLMnlFPAGs+nuZmRN17C5FNmwNspVlcvmIqGJty4p1EZVzXm9kzWlGaRQXWUZoBYIEqzbqqc6IZaM9gx1a1MJhNQG0U5+eySriPbTxOlyMqDKLVvR6w4/BgiRdAYe4aBCvN7IJEJM2+KmyrY60DlGZCiKNu07sCwZ7mFoebCKqimNMskmbHnlG/j4qiCJaQsN7tKsDe24KnueIh6s0aAe1lWsiG9lGaRYKYrAUrum0rzSWBNKdsElfJ9PPHAiPnxMSONpRfUs6j8tS3+b+LqvPTlTlDSrNhGTyCzc+ewTzNBAS5WnTZ0HwaYNxNmvsS3SPNIilmSnM23suHyMx1iTSfWLKHkF00vB2vXX0NAPs9fWTxeFfqibCIheNLYzKHWqIhJGlebuBJFh0qzcQCz9j1UZrZlb+maI49o4HSDNSrk8zP3JOkZFUgdgZUnJxxfnhcSrP4w9zA01wjJgzTwkKOxsD5WSZc6Rk6epIx9CTt/ckx0qzojiIcGDnnKM0N4+bgIbAeTzPj0MRSUaVqsrfBcnK+dXsGGviLWcOj7orya6w0hyLqATUNYoLQ9xYfTx5RTjMfZw0AQvyZ2LzYSGkGBHU7bGKHEF8nKs0uqwQh7m0T4ErsaCE32VGaBaIuKMfxajAhTvAIuM6UZgAoJR0CmdKbK82lNpoPq7t/4hrmUtSci1I/T7O9LUxpjoY05wOmATJkBCIdpV3CO9iEod9FmqO1hMxRpVlXNL6vqqLymt0gzYQQntixsmcFLhg4j3/+u23RIITgKy/dhc8+/Xf43uEfdbWWxLkNSZqXG7gPtkNPs0iKPMqkRaz64SaAv1VCEWu6iTrzM29alYWiKC7V2ISKU9POj5QrPUNt7GkWlea5HJvJ5q80E9H3SfdjBbVoMNIcU3VHwbdMEJ+mG0bUFbU5afaq2yJUlW4tUVGu+bwesI9Li/YM4ppC6O9pjompGn7WBZc9IwxR90/PEMlojL9fIyLNIZTmeANPs1gzbEqIqCAH2TNsT7M/kWpXaWYkkk0DBICKJSjqASQdcCwhraZnuEmzXbeSdPY5GTC626U0t2HPsOZPAQDU4Y2AoqKoOe//5vaMaEizONjEjzSnhYu0YpSkueJPmhNanO9j1ErzHE3O6E/2u0aUD1DS3A17Rr5W4BdxI6lhxLUYtg6cB8CeRNhN7Bp/Gs9PvwQAeGLimcgbKyWWDyRpXm5oNBGwFaXZdCuwrqfEkdaq1nh0t+pf0zAtHJ+0f4A3rcrW1TSIhlPTgtIsEG5NtDQ0IOqGZbgGm/jGwLnSM+zlRqlFo1Cp0H3U3eS20eAYxWo8QtuzfF1mMruYsVQUKGcTL4BqhoWxqRzsXnr74xvqdqIRbM9wGgEdYuunwsbFJrkOlGZx2ThT8AMJbDTpGS57huWzfQLi3EcdsmZVJM0NIucC7RltDlTxsWdUhQsSPcBDDTgktmWlmdszFE7WK/ROlEoI9ACbjdgg2E5Ws1VcsGtkR6Bkhlz2jJ4AdTtqT3NT0iwkhxQjqlk2yvw90e+xZwCORSNy0kyV5kGamMHAfM3dUJqnSzP875G0ndqzPruWPjfbUepKI8yU5vDtg9/j/y7UimfEDiJxbkKS5mWGhoNGRE9zE9LszS8W4ZrOp+iNiXqAun1quoCaYbOXzat9SDNUnJpxlGaRGIr2jIbNhx7S7GvP8KRnAMAIzWouVu0fK1tpbjxQRYFDmhslZ9Rtc8BIaxAVhSqpq3dyOg/DZNaGFry3jEwpwjAaXpM2ArpSSfyU5jY9zaKFx7Mss0I0tUp0mJ4hqsaN0jOANgaqiORUUJprnprB9ozWlWZCiBM5FxdJs71PukWgNiDNndozlGQGCiWuVerfj1sESpNmR6BNTzMd3a2k+qBmV6BA7RlxNeZKPBERtafZRZp9PM1upTka0hw02ISBEemoB6owJVls/gOc2LluKM3TxVn+90hqGAAwRP3UVbPatbzmew7dh4pZhaqoXFh6aUYmdkj4Q5Lm5QZGTggB8Qw3cCnNzbr0fRRYv2V1VWvYfBikbjM/M2AnZwBuMmkQDbliDUsFmwSI1g5NC2vPMHkTYCKmca+yCOKzn6wZ0G1BaTy62zKpxzKMPYOrcYrjQWdP0WNEiIoq8y0L5O2I0DwZ18Mrotz+4Gk8FJvyYgJ582vMc6VnhGjM40Q4YLCJvU76XDOlOWz8G1OaFc31vvVaJVzb50G8ZR+14Gn28VGrBNA8rxPRltJsVHjfgktpZqkkNBc6SJ1r355BM4OTTjxkleY0J0JaUFom6oQ4pDndDzW7AhU+TCX4sxa50kyb+xQoLoLMkNASPHklKqU5aLAJQzdGaRNCHKU5OeB6jiVp5GsFVFvw34cBU5qTWgIZ6lMfEurPlucircdwaPEoAOC6VVdi2+D5AIDdM3u7Ukvi3IckzcsNoirsIVMuT3MzouVSYIOn82kCOWmk+gJu4nt61lbJ+jNxZNP1cW4mfWsyi4aoNMdUXWh4bJDTTAxX3Jzil2jho6jz2Dk6qKTenlFPphjHVEIpzTVez7tNoj3DYI2APhcbKwZSXBFtxZ7htYOI5yQmZilHkp5B83wDRmgDjo86UGlWnQuDMLdnudIcS7iOrasmV5qDBqowT3M4UkCq/p5mVjNOiZRLBRfQltLsMw0QcJTmmEXsyYgBJLzt0d1lShxTDmku0ymECVH99kBVVMcS0qLySypF/jlX032UNNufDdEr7QVTmqtWLZLIsnzV3rdMrMfl82VQFZVbNCIjzcKgFF/S3IVR2iWjxC/eBr1Ks/DvmYizmlkT4EhqiH92B5OD/HkxBi8q5GsFfgdhQ+867KQxdxPFKUwVZxotGgkIIchV8zJS7xyCJM3LDK5b754PojgRsJnSTBpkCbszk52cZt/hJgFK88yC/cPJrBD28m6lGQBOUouGi6irGld+G43uNiwDM0v2j1eg+suXVwD6Q8iUZkV1lGaliae5xh5SCQZ7m3iaGcP2ua3MjlFSj8Fglg+B8IkTFFkTXUuNgAGT+QBAF2Phosxp9tR0JVlozZRmep5BmsYk2jUpUY+5z7dIgLnSHDRQhadntOhpVhRA9FEz2wsjWE2GmwBtkmYhvYKRHdbsGDRQhSnN5VYHqrBpgELzYZUu36jZ0a5Jld8WGwEJ9TMDgJLugyIozQml/u4RQyqiUdrEMmGM70eBTsELajwEgBRVoCOzZ1ClWVVUrr6KYKO0RaLbKeZ84uacev3879lixKSZ2jOGU84U0v5EVoi5i540TxSm+N+rMqO4aPhC/u+Xuqg2F2tFfOfgD/A/H/8s/vCRP8EXnr+ja55tiWghSfNyg0DuvMqvpoT3NLvTM7yNgKKnuVnknL+neWbR/lEZ7nNIs7i92V77cZag4baENFaaRR/1XM7+sQxqzuM1NY2rG73pGJJxDaAKmq1sN7ZnsDkSqkYQ0/0TBDhoTUWr/8FnqnE2neRKMyPpxbKB8VmblGxalW0tWcL0J+ouBV9PAlQVbeZpNkLVtNcRNLbbrmmfl+D0jBYTO6iaKyZnAA6ZVBXV+Rw0VZpb9DTHUi51m6u+bOphAIHVVZ3f1q+G9VEHKs1U3WYXBk3sEhaxWsqltZinWVCaKzB5TVJpQJqFUdqtwCo61gPmaWajuxvd04mCNJNKAaX7PovSD/4C+fGX6Xr9R4UDEJTmaPy3fLCJkJEsQvRWMyW8U4jk1OtpFpXnqEnzDFOa08P8MU3VeGLHbBemEI4XJvjfK9Oj6E/0YV3vGgDA3i4mdvz0+C/xi7GH+T4fWDjcNfuJRLSQpHm5QQ1WRFtRml0DOOpIs5ie4RBY30EjPkozIQTTXGkWfvaE7V0xZP8on6JZzW5LiCqM7m5MmhcK9o9XoPrLtllYRlEUW22mI7FtZVu0vdQTm0qFvlYLYSFoqDTb29OfSXGl2aKvPzbhHgbjHeLSuCYjsP6T+QCqsDZozIsLx6DagdLsrknPS5NGQHu5EDWZp9mjNHOrhBpzBtVElg1dPw1QXD7OBrgEkGZFUfh+tkWaBaWZKercghKkNLfpMXYaAQXSTM+LnUXdXGlu1Z5huZTmfqjZEUdpNoM/byK5bcfXbBXmUfz+n8Mc32+vo2J/F6ViwVSdk+aIlOYlqm5n472+z4uqd8GIiDTTuDnAafxjSOsp7vmfKUZH8gq1Igr0QmNEUJoBR+2e6wKpHKdKc188y33qm7IbALhV6KhxaOEIALeSv3/+UNfqSUQHSZqXGVzxcHVKc3hPs3e8tAgjwNPcdAohXS5XqqFSs/922TOEbRodpqR5ugBCCPf6qopqKy4N8qhF0lylzw/0NrZneL2+KwbS3NMcUzzpGT41KzTpQlFD5HtydduHNNP9HMqkuK/bpJPdmDVDVRSsH820FscWoDTXPF5xrgr75jS3qDQb/kqzSAxjTA20TN/IQpePOgyhZEqz7r5I4lYJLSbso//62MVB6OZDvp+emiYbT67xbfPL+AaABG2IDO2jFklzoj49w1Gam6dZhLaEWKaTDZ1y/LVseXtUeHOluXV7BlWaFcUe3R1LokLPUSLgHAKdK83Vp/+N50MDQIkq6ulGSnMsWk8zS4wIsoSIg12iSpdgSnNvLOOKmQTsC7wBSvRmIlSameIK1JPmIepr7oanebwwCQBY1TMq1LfrLVQWw8dOtoCaZWAsZ7+vrlt1Jd+/A/OHI6/lBSEksjSZVyskaV5uEJv2zPY9zS5iWJfTLPhgxfSMZlMIaU3mZwY82clCzZXD9o9yuWonYDCiztenBVtCRNLMLBYDQfYMVtOTYrGiP8WX9SrNfl7YUpkqXmFIs8ma8oLtGYO9aZjU121Q78fhUzZpXruiB/GY1poiyoid1sAqoepcFfbbR13RuI2gNU+z+9i7lGbRRtHUR918P5mnGTEvgaVkUo3z7SEBNoE4JbDhB6rQ9QQo6jyLGsSVI+2q2eIUQj4dT9Fcx5dbQkg4ewYQ3i7BmgABj4+aLt/UnsGV5hbtGYUFu2aqj8fclakFKhFwPAEvaW6dxJpz9khn5t/mlpAGiR1R2zOYYh1EmrsxUIXFyXn9zAzcLhGh0jwtNN2J9gwAGEzZ2zFbno/c98vsGSJpZp5qAoK5UvTq9sncKf5buCm7ARcMbAEAHJw/3HVf8/eP/Bj/5aH/gZ8ee6CrdZYzJGlebhBIhtcuoSoqJz2teJq96RmGtymPEc4mUwgZQWN+ZsCtNBOX0uwoWZNzJa6Ms/U18lGLRJ0pv03tGR4Cu2Ig5ajGlopG6Rk1w0Slwshyc9JMAlRfwDm2qVgcw4O22m4aNTy+ZwLPH7J/WC5Y2w9AiNYLE//GGwGDPc26qjvP+xBYRVF4zVDkLkBpFsloXPjR9yPq7sSO8PYMr+pbcynNTQaqMKtESNLcTFEX9yGIxLIUkVaVZiXZ4+ujbqo0t2HP8BuhDQjNh00bAdtMzxAymnlNSp4TlWAy3KnSTPK2+qmt3gYAKNOajZVmm9xGZc9gloV0wACXbijNLLHDL60DcHzOUSrNLDkjpsbqrCjdymoWkzP8SLO4XVHiKB2cokDBxr51nDQvVnOYKk5HXo9hsZLDL048BAD4wdGfYIKq7BKtQZLm5QZXekZwskTT4SYNcppdI60VJ47N19PsEzk3vWD/oGiqgv6MQG4E8jcy6ChZ0wslfmXuVZqb2TOYWuyqI4Lti2cfRwccpblaA5QGjYBTC2WbWAOwQpDmIEsIIcSVDX3h5hH7b5j4vz+wO7lTCR1vu8723LVjz/AqzTUPaebbFJQs0ULNYAWW7j8UV2KHX2NeTGtNaUbAxQGz6dhqOlOam2VDh7s162RgByjNrlSSIHW7RU+z0HwowslpZg+EyYbulDRTe0YTT3NKo0pzizF3zNOspAXSTD9n8XJwPTE3uVWlmZg1kJJ9Z0cbPR9QdZS05tnQYuRcFKphkdsz/Il6TNV5Ak1UhLJQc6L1/MBIc5SNgGLcnLfhsVtZzaJneaWLNDsxdzNdUJqPLJ2gNVcgpac4aQaA/V20aDx8ahf/HbWIhW/tv0cmdrQBSZqXGZpFo3F1kjQhBCKp9qiwrpHWitpkdHe90syaAIf6klBVRyVzrBI60skYMqkYfX2JE3VOiEM2AkK1kEroSCUCoqk4gfUqzWmBNJOGY7Sn5ooghJFms+kXUZDS7B0ak+211SVdIOLvfcMWfgHg5DSHsS0EeZrFQSNCI2AAYWSEMlw2dIDSTPdfV3WoQlOV/0AV0dPcQs06G4qj+jbybYs1w6q+CFC3/ZTmoJrxFtVtJ1rPPyWEnafAKYR6G/aMkkCaXZ5mQWluaM9oT2lm6RkqJc01y4AB+zOWrNV8L9YBmg1Na7aqNJOCQwiV3mGY2WGYSnjSbBGr4wg4i1h8u9MNYu7YGPGoSHOekea4P2nuo0pw2ai0PBwnCIw0D3v8zED3sprHBaVVVJrjWpzv40wXlOZjizZpZg2H/Yk+rKCWlAML3SHNVbOGh0/tAuDEfB5YOIynJ5/vSr3lDEmalxtc9ox6NZnFbTW1Z4jDTeqUZiFyTtUFq4RPPZ9GQGbPcDUBAnVWCfb8lKA0s/U19FF7lOZGucmcwHr2sS8Th6LaP8yVCvE0ArqJzeR8CSDORym0X9x7MSKqvoKCryoEKixcsK4fN1yy2nkNPRa1EPnFTvxbg8g58VwGKs3hfdRcya1TtwWvr9aYULY6UCXogsSvZmDMHX3eIlaooQPNUkLiwuMkyNPMGgHDEi1G1L151HT5BI+58ydSyXYGqriUZvtOkGEZ/O5IwrIaNwLqjtLcUjY0V5r77e0ViFrCshoS9XZHaVt5R2FUM4MoZx2fbcPIOYHcdjqJsGyUQejFQU+APQMAMrRmPgLSbBGLk+8gpTkTd+4C5mrRJHYs0Wg9NqxFRLeymhlpFpMzGBh5nylHS5oXKouYp+kkm/rW88cv6O+ur/mpyWf5xdBv7Xg/37+fnfhl5LVEmJaJZyZf6Krt5ExDkublBld6RjChbETsCuUajpwUbkt5Rz17FFHefBhydDcfbOKdnMcsBCojzfbzttJsuNfHlDS/hjXV7WkeaDRshB0jD4FVFQUqjY8rlS33GG2PsjU5X+T2DCDMtEX/6Xx1/mLhXL7h4hX47V/ZAVXwr7YUORciPUP0NAcN/tC18KQ50OtrOUqzqM76kVixETCUChtY06iv2WSMNtDhfjLVV5xa10xpDmvPCLC+VD3Nh0Ge5ngbo7s5aY4l+XtXtFokrOCJgIBD1C1itdBkWXP829TTXBbSNxIWcZoifeCM0m5VaXa+/5SeQVQyjtoZJqcZ6DxBoyD4ov3GdjMwX3MUkXPFWokT9UDSLDyer+Z9X9MqGkXrdSur2S85g4GRyumI7RlHqcoMAJv6NvC/z+vfDMBW+bsxxOXhk7bKvLpnJXYOXYjXrr4GAHA6PxH+Qr0NPHDyEfzjnn/Cnz3xv/Gjo/e3lAl/tkKS5mUGV9OeX2NeE6V5ar6I//7lJ/Dw8yedBz2kOWiMNgCf0d1updmyCGaX7B+w4Tql2U1g2WS+6YUSJ3d8fQ0TO9xKc2PSTO0ZHqUZAFSqNBdLVsNGwMm5oltpbuYX5wQ2WGnWVM1Fqt9/0+a6/WDnspUx2l6SFUjUm9gzOpkIyGwWMS3m9h77Kc3CMWjp4qBOUXcaAXlCSBN7BtCpd9vP0xxUkyV2tG8JEQeVcFIcQJpVReXEOjRpZtMART+zsD/xZp5mV2NeOHXbEG0S1J4h2kkaje4Wa7aq+nKlWdWhpHpRzTh2lGSDn81O0yyIZcI4/hzKj/0T5h75R2e9DZRmlqwRhT0jLyjHQfaMXoE05yIYqFI2KvxiLyuo2CK6kdXMEjtGe1bUPcdi72ZLs7ACYiLbAWsCTOlJjKZH+OOjPc7fUTcfVs0qTubHAQBXr7wciqLwAS4EBKfyE40WbxuEEOw6/RQAu5/p3qM/xReevyPS4/lKQJLm5YYG6RmAMGI6QGn+8RMnsFioQhN8tJbSWGl2+YF9EjvYrTWDGJjPVWDSzv5hj9LsJZMjdFpgqWKiYjClOUR6hsfT3Ig0kwCrBFsWAPIFwx6xzVRe06s0l0As0Z7RTGlm3u3g8eQxVUej6Y5Aa0pzkLrt9TTz5wPWGZY0E0IC84sNQQ0V1VnfgSqt5jQbAQ2PPsNNwgxUCaX8BuU0c9IsvM+DGgE1RmBDKrA+Q1xExYiR5kYklsXOhbZn0HWJudDisnGLAKYReGEgRrWVQ2Y1m/kF/jezZ4jqdrKJut2p0qz0DEBRVJSFC4Vkg+bDTpXmyiPfQOknf4vaSz9DfuogfzyoEdB+rkukOYQ9IwqlmanMAJBN+A9xiTqr2SIWH1E+4GMJYUpzzTJc29cpTtOIu3WZNa6GRzGbOmof9Xhhkt89WNu72vV/ADiZP+W7XKc4lR/HRNFutmS2m4MLR3Bsaawr9c4UJGlebmhAYAFRaa5/rlCu4bGXJujrbMJoEgWHT7u/NCyX0uy2Efg1kInqNkvOAPw8ze4kC/H5YsX+IfYqzf4xZR5Pc7bBsF0+EbB+9DWhFw61moL5XIWTXHEfKzXTfq4NpbnOXyzmXys6GjUfAiJpbsF328ieoWjCRMAmnuZm5M6sAfSLOshCYDceCs/5DlQR0zNCDORhF3Se/RTtGc3SM1q1ZwQr6vWkOagmS7MIe6vUrxFQJNxM3Q6yZwAOsQ7vo2Yjyp39EVXqRJPR3UlNIM0hSayZd0iSypVmtz2jMWlmnuZWlWabuKjUllFOOt9FieKS7zKAV2lunTQbdFQ3ABSFJulGjYBOzN2ZIc0pPckJXxSeZpGU9gYozSyxY7686Pt8q8hV81zx9PNRu2LnitGRWJb+4W14TOkpfryjTuw4LTQ8ru5ZBcA+t0y9Z4NWogZrMtQUDf/5it/h75kzMcSlm5CkeblBbWzPaKQ0P7t/GlXD/iJ546Ur7VVAxe4j7i+NOk+zK+bOz0ft1JwOyGi2i7mHfjB7BgCUqlW6Lm96RuNGwKaeZpae4bFnEEJggY39VnBqpuCQWIGcTM/T/SHOD1xT5Teg+VAkv7qquWLu/M5lTAmZhCLUDGoEVBXVPcQlgCyGTs8Qx7DXje5m9gzd7QP2IZSqonIfe1MCKy4fYM+It5CeEaZmkKJuEYt/TmJhlOYWR3czAus32AQAErRmI9LcMlFnNV2k2W2VsGsGkGZhW8Mqv26luZ40Jy2ru0pzxiY3ZeH9lBC2yQsx5q5VpZlYFkhuhtctac7Pc6NsaKY0l4xyx7e+C4LdoieANKuKymvmIlCaxXUEjQtnto2yWQ7t+2+EhYpDvvt98qhdsXMRWUIsYmGODo4ZEtbv1GQ+6pm65zrBaWrN6ImlXfYXZtHoBmm2iMVJ8/ahrRhMDmB971oAdrPjuQxJmpcZ3GO0/dIz7Of9PM0HT9pfJEPZBIZ77R8Jk6jYfdhNmplKrUCxB6Y0UURFpZk1ASbjGnqSHqIqRM4BdrayTrNRy3QqHiNQ3LvdJBu6maeZ2x48yqQpXlRYKk5NF4TEDqfm5HyRv4YhLKFslGSh19kzghseDcto2HFNLANgP6YBEwEZGeb7GOBp1kOSO9cdgACrREyNudTZIBVW5xFw4WsGNR/GNEfdDlSatRaU5gBFXfxhj2vx5j7qCJRmMSIvzkhWA3sGU5pDe5qZ0hz3V5rZQBUEpFm4lOaQlhCDKc2xFL8oKbXQfNhpeobaM+jaXo0Q6EtTgcupiurKam4FpDDLv7P1dRdxpTmhxtyWMw9YsgYB6XioClOOY6ruyvL2gvma8xF4ml1Kc8xfaRbJdC4Cu8RCxblb0OejNGdiPbxxNSq7xFI1x79vh3ymLTKiHrWnmTU8ru5Z6RqEtC5jk+bT+YnIG/SOLB7nKSFXjV4KADyP+vDisa6MJz9TkKR5uUEgjP6DP4KV5oMnFwAA56/t58TQhIoTU3ks5J0fKj5ohNVq0Ahov85RROdyNKM5m3R9gO1l3Y2AqqpgiPqaGWnm9gwfqwSv52kEbBQ558S/BU89BFFxaibva12YpEqzivohLkHwXhw4Nb2kubHSLP6QNqwpbG+9p1mwLQBCHFuHkXMu0uzez5qYmeyaKBlEKFtXt+uJupieEW9cT1Cam6paAgkWibpr6mGYxA4hp7lpzjdxxnG7SLNIYOOUSIVQmkPnCdN1KQFKc7yZPcOVDR1SaWYjtMXBJrSmSgh0gnBKs1kOHeVFjApP5FCoPYMR4KRJQJYax2elqEWjVQJrCevV1l2MIlWa00owYQbcI7YLHdol2PI9sZ7672cBzNccjdJsk+CUnnL1E4joFUjzUgQ1F11Kcz1pVhTFiZ2LiMSKqRh+SvNIapjXizJ2jinNqzOrXI+vo75mg5gYLwRfCLaDZ6jKHNfiuGh4OwAnVq9m1XD8HPY1S9K83NCEwAZ5mhcLVU4Az1/bxwmsQd8ih085V+ZMpWaqtYuoNxhrbVjU/wv4q7+eyDkAWEEtHIy8eCcC+u6jsD16DMGDTYTlvfYMl+WBqDgt2jNEpXnOJgj9PQ6RaHoVHZTwQNykWWl6ASQOjgkmzS4CHJDwwIiiMxGww0ZAszlR597zJipsPKyPWiSwdXF+QhQbOwaW6XtcW7JnuCwhotLsPB4LoTTHW0nsEO8cuOwZzrYmGJGyghvzWvU0N7VnMNIcoDSLymXYmow0q8IwFUa4k8Q2QjTOaba3tZVhI8ST0Qw4SnXKsmDlGpNmR2luzWNsCQq2vmorSvT7Jk0a/0y7Rmm3WNMLlobRG2DNYOilyRr5CD3NQdYMu56QDR2h0pzWU647SyIcu0Q0pFn0KvspzawZsGJWkatFE+WXrxawSI/Xak+0HrNnAMDJiC0aLCXkwsEL+PfM5v6NnH8cmD8Uab0zCUmalxkUVbWTHoDG/mLPc4dOOlfe56/t52TCom+R45POF5UzaITWcdkz/AacMEuI0ZA0E5/MZJbVzJRCPtyEq5P1BENVVCj0hyadVBsqJsSsr2lvq7MfxFJxeqYo+KjrleahrKP2NFJECSGCjzrYnqEJTXnemgwu0tzI1+xSYP1rOkpzcIMl4Ki+zQlsCKVZY0S9scc4tD0jwNPs8hd7Ejv8jqs4urs1pdl5T7uV5pigNAelZwiEslnsnDAgRawpLpcQ4sKC1GauNIeMueP2DKHZjRFRVXHutQQpzbqq84vesPYMq1yf2MEi5xL0u4lUggmGmKkcthmQNQECgNIz5Fo2aRGQcmNC07Y9g5JmJZGBkuhBKWF/96Wsxj5lt9LcGWnmI7QDGvIYHKU5CtJsH8+guDn7OdGe0TmhZJ5mP5WZYShlE9t56kPuFExpjqm67wXCcBcSNE4LcXJepbkvkeXbMRZhgoZFLIzT1Iy1Qs2EFseG7DoA53YzoCTNyxFs8IevCksJrOd2/slp+4sorqtYPdzjKLCU2JwQSDMfac38xU3tGY4lhNk8GinNolrOmgW5JYSp28xGEERQKWlOJoMJc1BNwEN8iYpKzYRJaYGoTjJP83DW+VFvaJUgJrgHti6n2R051yjKD/AqzQ1Is4vYeVRf06P6NpkIGGY4jnd765Rm73jppipsO82HolXCWS6m6k191K2kZxCRBAd4msNkQ7cSreeqGZRkkRAISNCAkxamELotIUJNui1JLcHPcyPl14m5C0fULbauuEB+aVxdkt11aqQ0Cz7qsL7mRkpz0iKAUQm8qAScBI3W7RmUNGft3OBSzD6eqVrjY5URSHM7UwHN6WMo7/omqnsfQI4SxJ4GaR2A6GmOLnKukdKc1BP8MxJFBNxigwmEDH1x++6GmLTRCWap0jyYHPAVckbS0Sd2iBnMfkNcutEMOF2c4d/VXqLOfM1Hl06EixA9CyFJ83IE8+f6JUso/krzqRlbMVg11ANVVTjp0XSbsByfEJVmpvr62DMaNAJWDQOlil233480020SySKzZ4BG4Dme5mCl2d4QSpoTTUgzvzjw2jNET7O9jipr9qMf9nLVwGLe/kFb0eeQ5sYENti20LAR0Ne7LUxbDGvP8NYknkZARqqD7BlKOALriqxrYs9o6jHWQirNAZ5mVxa11jwbuqXR3QGe5mqd0kyfCxijHWvBuiCO4nZ7moWaotIcQBYTegueZqMCfrHn0wiY0BKOGhyq+TCk0kwJsSKQZqY0J+l7saGnOdY6abbYNEA9AcRZMoVNgJnq20htbt+eYds+VEaaaSNgqtLYj53Ukzyxox1Pc/mhr6C2+yeoPHIncounAQQ35DFkeJpFpeOmLqYcB8XNMTBfcxSeZkdprk/OYOij9QhIJOo2y5hmmdNe9MYy/PMRndJs+5kHkwOu4UIMjDSfzJ2OzEftjrhzE3XmazYsA0eXTuBchCTNyxCNBn8w0ml6buePU9K8etj+4WNWCT1mf4gXC1WuEnuV5mbZ0ExpZrFxAHyb8/wm5fFYOoXQdXlSHgK+sIlFO8/jjUkz8WRDM4ikUCHslrJCt9N+7uSU8wM1OpDxXba+nvBcA6JujycP3wgYWmlu1gjICCOxnGPjqhmyEdC1n00sIU1UWFbTaIXAav7KbX02dD1501Wdk5Dmqq9oCRHsGa70jBhAya3fqHDArTQ3HRdec8ifEhQ5J5LmAKKeaEVpFmvG6lMwElocCms+bKQ00+2tBJxrLxzS7CifFV6TKdsNSLNLaQ6n/DKlWc0MckWQK80m8203IM08Nzm80kwI4UqzmrWnwxXpd16qVnVGmPtAVdS21W1i1mDNneT/LtDmw6C4OYZe4f3VSfMhISSU0iw+H42n2SbNfskZDH0CoV4U0jbaBVeaU/V+ZsBuPhyJ2EfNlObVPSt9n2dTCatWLbIhLmyAS0yN1eVRM3uGvW3jkdQ705CkeTlCrbcRMPgpzYZpYYI2tK0epj9OVKWOJxyCMTaVdy3r+IvDNR+yBAzAjpOrAx804qxvmHqamdLsEHU2uc4E8dw6K5YNWJQ0x5uQZic9I9jTPNjLfpAU13buH7OVA1VRsGVlP399w2EjDRRYl9Ks6O7j2szT3Iiom40ILG2wZKSt6UAV/zsVdQiR2FGnNAcMVGH2jFrQXQWKIE+ze+qh3lRpVhSFb1u1mYoWQmmOqfGmvm2xGamZj9ptz6j3NOuqDk1QZpv5qEMpzVV/0uwQ2ASQYIkdwaQ52cIUQkKIY8+IiUpz2bUuUikEqmTiFMLQ6jafBugogi57BsIqzaXwiR2VPEAJr5pdAUIIivQ9lDYJrMXJRosLUwFbI7DW4gRAt7HWO4IaVbeDRmgzuBvz2ifNJaPMv7t6m5Jmu2an5K5slPnFXiOlOSuS5mpnpNkiFuZoBNtwgNIMOM2AUSjNhBDuaV6d8SfN7kmE0eRRs5qrela4ph4Cts1mINEPAJgsNm6oPVshSfNyRMNkiXpP89R8iY+2XjOccS0bi8fAaOf4bNG1rJ/S7K9O2s+XBVLk72mut0ok4zqyPXEoaoA9A6hreJxdKvPc5LCkuVF6xgi1XhSr9AeQkpr9JxYAABtWZpBJJX2XrUMDr6+rEVAcNIKAVJL/P3v/Hm1LVpcHw8+sqnVf+3rufU7foZu2W7C5NG9E46u0iAhBGoSgiIgQkqCOVxzBMAZGoyYYYuKIL4wRRb+oQX1HMAofEs3w8r1qIooRUC4NdDdNc7pP97nsvdde90tVze+Pea+ac9Zca+/uPt3ZvzEYnN6rqn5Vtdaq9dRTz+95QgcBPaxvUdNMAocPM5p5dX6mY4cdqEsZhLTys4Oa0EFAY3+dmuYwb2ghCVlV07wwIq2rNc1LOUtoPW1MM3MIUX93Mc0CNC/yRaVmU2eabTpqg2n2RncvIwmZK8mWoWkWOmq+H3nqlPYY0d2Oz1exBKur29xJy7kl5BlLOXZozhlk/SRm2RwZTyRt5Tno/mOuVQEAnYRdo5YdBMz3Lsh/z67/WrU9YneUEKWnBQ4P4PSgs8a+QUBAAfWDSiV0j2a/plmzuZsdDKj3ZvvyO7Ztcc4QdZiOHfvTvrzZO90+6e0HHJ4k5NGRAM12oH66w/blsZH/RvBqrSPQ/HQsKc8I0zRfuKKYAsE0C3YyihMc22A/PIKNzqR7RlnTbHXP0DTNAJDEEbqt8kXZ5V98YrNZYppNFtYEjDv7U6lprtc8zhk0h4pddg/lXbPNGY4ZlfuZZrkMg7n1uq1wfXEA0xyTmN2hx1VMc1hPY0Cu5GRRGATU9skG1GsGux3YU1tHd7JISppml81dmDzDtLnzaZq1G7aKVMClbO4MptkE6lXuGbUo3D3DAMFGjDYHzXHd0Dq7jnEZoE61x/62GO1G0giTZyzDNGsDjKammdu/aewzndrZznpUk1KbUMcOsf9Co53lmTw/LWmr59NRr+DYoXk0R+snDT30ckzziqA5qWN68nq1vbn/XOlM80ECTvoGaA6TZxxU06ynAfrkGc2kKb8jvQMyzTsT5dF83OLRrF5jIHa4GC0dyFOsSyMFgosyCVHdWudQddSLbIFL4ysA3Oy2APBHTPNRXTUlQYptKE9qmhXgEQ4QSUxwnIeJ6GDyzDH24/HYDrs4SnnGku4Zcw4Yt9bqdhs4i+UcwHXNXN8ngbqHhb2yP5GgOUk8j0d10KcDf5is7+3XM9P5VPilZikeujjAbMHWv/XaTWZzx3+cix7YZk+3FVtR9gISA4Lntw51HoI8g9ot59iLB5GE2JlmXfYSGqhSj5eXSsCpaU6M/an0hl7Vpzl3MM1O1neJQBWn5dxC66cxzQ6groPmWWVPTZ6hAdiZrmkOkGc0lhgENEGz0jTLQUDN4YE6gBshRIaqhAaqCEAsegq3DgBo8u9jCNMMhNvOSY/muAbS3sBIu0lp5TmTUXhKguZlhw/3mGtCtHkNxi0FhNtjP0jsGI4dBwHN6jyuN/ygWcg3DhqlreuTtzygGVAOGv0Dapp3tChuH9N8mHIJ3YHjWICO+jDiwh8bXwLlA8NOHTVnmvvzwYETLJ+MesqD5vPnz+MHf/AHcdddd+Guu+7CO9/5TuzuVr/5f/7nf47v/u7vxnOe8xzceeedeNOb3oRPf/rTpeVe85rX4NZbby3974d/+Icfh6M5pOLuGVaphGSaFQC53GMf3OMbLeacARiyhdPb7AKp5BkCaFkGAT3uGQu+P1tr5Sletm453ATgDhrCPUNopDw9d/pT6XiRw/PYWVuvKJXQbyquObaGk5stpFQ4dizwJS7NIIT5WhNCwvS+np7SyYKDYUKI8k32xGiznqE+zfaBx1K4iaOnzjR7p+b1no7gjhK77bS5C2N9JYsfxcyv3NrTZJqr5BnV+mK+fiGMRuxrwp8aKN22P2gECGCaDUlIWZ7RiOrsiYJ4+lEhz9DXdfZ0yTOEZ3KsmGafe8Yy8gwdfAugTimVgLupDzs6mGaxb0AY00xprpIPOdM80Y69FQkddSBoDgQFcghw7QQIiTBe6ExzbjDRtlqZae4xpjnaugajSBEZ7UHPu14cxVL3vIrtXHr+M5j+j/+M/X01hFjl2LF+SAEngmlOoqTSWk8MAx5U0yycM+px3ZC2FGu7uantZ+9APS9zbX5MYi+LLzTWh8E0m77QfqYZYCD7qVZJ9SJXb+3t7eH7vu/7MJ/P8Za3vAVZluFXfuVX8MUvfhEf+tCHUK/Xret94hOfwFvf+lY885nPxI/8yI8gTVP85m/+Jt7whjfgN3/zN/HsZz8bALtAP/DAA7j77rvxkpe8xNjG2bNnbZu+OirIPcPUNAOaUwWgWNgoxplj7MKyP5pjPF2UGdHIzfoCmrcvf82qZ9bXLYDJ4xtNkCvs7jXjDha+5MOd/SkoB9c+P2FjXwtMswG04gTPveUE0s+ybebZAl883wMAXHdqDe0m25eYJFggxcKjL/bav+WFmxGAgdxscSD3DOqQSgCKSbUyzQdx7BDrEh+ALeioXUxzqHuGdF+xpx6ynqam2S2XCHQJEesXkhbnhQAX6Z7hlIOEB6pItjquG+dWrCfBcK0OzCdBTHMlUHcOAipNM+r8Zn02BqXU+jRJumcEgWYNcHJAPsvmkslqaV7ULqYZ4Lrm2X6Ypnk+gbDWk6A5U/vBXCr2vEyzHqgyzQLZbenRzNwMRgV5hs89A1htEJDmKfIek31EW9dgmHKGnVI0K0A6AKw3uhjORxgsyTRTSjH9fz8AOulj9+IasNVCJ2kbSa72fmaUti2KOqSEpnmjvu4NvgKUJGT/gJpm4ZxxzOHRLGqTD8kBBw9VuczlGVvNzdJAnl7iPB7GIKBwzmgnLcnSF0tomgHg4ugSbtq43rrc1VpPadD8q7/6q3jsscfw0Y9+FDffzPz/nvOc5+D7v//78eEPfxivfe1rrev963/9r3HmzBn8l//yX9BqsQvcd37nd+JlL3sZfv7nfx7/6T/9JwDAww8/jPF4jBe/+MV45Stf+cQc1CGU1K1a3TMEgFVg8nKPXdhF+h5g6osFaAYY25wV5Bm+oTyg7LiwZXPO0Pc3Ni+e2xt1gMmkMJnk5jHq6/G6sj8FNthFwiuVMGQLbveMhDDQ/LnPcMZ8NsOXHu0BYNIMuVwUA5m5brmnW18srfw0AEXiGigmhwNggUMYBFSv+0CsBOqlIUDdi7owCOhKIQx1suBArBzgomuaE1O37XDsUD3DmGZSAM2ipwD8OtNsA5QRiVCLEizyNEBHLUJGzO/RXNM0s54N0PmkchAQCJBLCLaVRMb5090ziHDaEYN5Sfl7vpymWWea2bVJB6HNpvaj7A04EUxzNYDVtcpCbmIwzQmXoHhB8yre0NyJp8ukYDrT3Mpz0GnfeSMCKNC8yFPMs4UzGtrouX9JyvDizbMYzS/yfhSo0FADDDRfGFxcWp5BB5dBJwy4Dvilfo1WDGwDWKvpoHl1ELsf4NEsSjDNB3Xs2JUezW5pBsCkVZ1aG6PFGHua9nqVEqC5qqfQO/fnA8yzuXFdWLYuaEOArs9qt9ZBJ2ljlI6fkkzzU1qe8bGPfQx33XWXBMwA8PVf//W48cYb8bGPfcy6zv7+Pr7whS/gpS99qQTMAHD8+HG84AUvwKc+9Sn5t/vvvx8AjO0/JcqbCGgyzWmWY3cgQLOFaY5jnNpWoPlSb6Kl83FNMyHesJGYA/UcQp7hAM0iaKTAhm5vqC/xaFL2VS4eJ5NncKbZB2B1J4tipLXGUMdRjJvOriPmCV2z2RzTOdczX7cplysy6rbyMc2Lor4YUO+lDcBqmuaFL6FPf08c2u2ivpj1tA0CapIQb08utXFY3Ok9Jch1AtjAQUDB4jos7sS2mOxFgFhX2MiSg4AFgDgvOoTI16mHUee+yZWDgByIFUDzrACa5etOprk8RFjds2n8GIr1mknD0DpXRXdP01mlHRudlTXNOlvcrK8xEA+/XGIpeYYOvgXTrOmSBbvtj+5eIYWQg3DSZNsXso4EEWoU7Du8cG9L91UOZZuFnhlgTLNgjDsZ01DTivhuwfwuK8/IrnxF/nvIcwC6i4rvGYo2dweRZ1SnAYrSQfNBUgEFAN7U5BeuEpZse9ODgmbFbvvq+CHqqB8dspstlzQDYHhB6JovHoHmJ6729/dx/vx53H777aXXbr/9dnzuc5+zrtftdvEHf/AHeNOb3lR6bW9vD7HGct53330AFGgej5ePKH1SSgAbC2AUoDmnOXKaY6c/FTadBdCsAOxGp45awj4qV3oTxTTrAMwD1KXcgOuSbaCZ5pn0Cy2yvu2W+piOxpZhQW1IbrbIMBgvpOWcN9LaYGDdg4BJlCAiBCeOsQtowsH/eqeOZ12nLkhSL+6zf/Ow2yUAqy9zEHmGAJtxUrr7L7tnVDl2hKXl2YJq9H5mzwqmWdq/pX6gxUF3ifUtpPPpy7gHAZUdm6/cTHOR9dUlIQfTUUumuQDUF7lmOae97pJn1HXHjkDQrEsz0jyV369GXDdec+moBYCloJVJcsqxg8gbAJ0tbtVaQY4dwnYuRJ5hMM1822MN+LaFNtTDNMdRLG+WQtwzaJ5Kj2bSXOM92X+347q0/Dz04UOuZ0acgKydkGC7k+VAloIOr3jXX+M3EMsyzfnlr7B/1JoYthjY786q3xs9SvsgtnMq2KSaaRbyjJzmKw88UkoVu12vBupbzQ2+n72V+omel/gg4LbHFxow3TwOomte5Kk8tyfbx73LnuahKo+NjkDzE1YXL7I7mlOnynnqJ06cwGAwwGBQvhuN4xg33HBDab0vfOEL+OQnP4k777xT/u2+++5Dp9PBe97zHtx555248847cffddztZ7KuliIf11a3RsjyTQ4CACZol+I1iEEJwnNvOXe5NleMCCQN30mWDO2DYI7R1NtQEWoKhBoDhiPu2OoI/dvbZDxzlj/u89m+enrrEQgwf3nSOXVwSZHj1N92En/6Bu9BqqPUU0xwqz3BomrXzqpIPDzIIKN7L8iNbFaNdHgQ8FJs7L+sbOggYNnxIHZpmwfoSEKXtk24WFZZzB9U0S6ZZ94b2O2hUSkIEIC0xzaamWYJqJ4DV5RkVGmMB6ixpgGxbDWNAkDpY0cYSkhCqRWgT/r4ZTHPcAJodvqxH0yyY5gDWV9dGC03zlINQAoIGl4T4+gFAmwP1EKZZB8OCaRYDfW2Ntfbpmtuazd04cBhQ2M1Fm2dAokiGlLR56mHe8ye2rQvQvKTlXHblIQBAfPx6DCPWqzNzy4iMnge0nctpjgH3lQ4Bzboud1Vd8ySdyOtWiCRE6JoPIs8YzIfyKZnLOUPUdnNLOj8dxEFjd7Ir5w1OOCzuRAmm+cpkt/pp3lVWT1lN82jEvqi6xEJUo8EukuPxGGtrfhsbsa0f+7EfAwD8o3/0j+Tf77//foxGIwwGA7z3ve9Fv9/Hr//6r+Md73gHFosFvvM7v9O73Sgiyo3icayYR5+K/5ePu2mGJDHvi+q63jOm2O2rC9XpY225PMkzUABRUkOSRDi51cKjO2Nc2Z8gP87AUi1J1PJRzJZHbukp/JwZ03xis1VaJk/Vo6+4VjdfXyh2cTBO2WvakGdEVM/eiB8PFUxzWuqldZX/Suo1Y7mcKN12vcb2f2uziwmAhOT4B99wY4m1rcVKhqJvS39/Ij0qu9EA0XsK2Uscq/PKgRSxvJdAhIhEyGkOSsrnXZSQbhDt/QIYGyHAdp2/z7l+XlHu2ayp13Ni2ydWRDypSMzzSok6/gZ/n1OxzWyBOCal86r3pFGGxKKVZT05OC58fsRNVz2uoVaL5TJUW0e8R3LfEsVuuz8/av2o1jCWEzcjDX78tKHAT0xTxJZtChY2pQt/Tw5wo1rTWE4wzU2+L6TOz1M2t26vTfRAHn9PyW7XVc9Me6TerjeREHUtjqmjZ131zODvueCAkzTU9WJBFbjvNlqIGh327s7Hzm2JnrNs5j9GAJnmdlFrd0GSCNOcHXsraaLWWUcKJs+IY0gwX6xWrYX9+QCzPKSnArlJZx1JEsnhQ112Ec2Hzm2tN9RyM1rdEwAoZ5rj7bOsJx8+7AhZRv8xJMmd1nXjOJKgeZSOQSJaOcgHsGtOzuUZ8YkbMJr8HQCgm+Ugw4tITtzgXX+9sYYr010MF4OgY9Qrn/Qx2DsvZRabzfXKbRzrbMp/D9PlewLAYKLA9rH2ZnXPFuvZm+1br4chtTfpyX+f6Gx7eyaoY6u5gd1pDzvT3ZWOEQD25sqL+lT3uHc7Z9eYfIOCYne+i7NrZ1bq+WTUUxY0h8SThnzYJpMJ/sk/+Sf4whe+gLe97W2466675Guvfe1rkec5vud7vkf+7Tu+4zvw8pe/HP/23/5bvOIVrzDkHMXa3u6s9IFftdbX2Y/WotXEAgzcbW2Z9jYbfaVP7q43MJwxQLHWruGa0+rRUZ8DrWanha2tDq49tY6/vX8HO4MZupwx7jSbcvv9pIYMQKNGSj27bf5jSnIQAtxw7RaSAkhJhwuI++ruegddbRuTRLEK/WGGra0O5tkaxKWo207Q3hKpffxxD5dn0IiW9kfUdFST21jbXEdTW672KPd5jhN1jGsdiJ/UrfVGaeCsURMMH6w919dboI0I4idy6/iG+aPLv42tekOuP240kAGoxfZt1uIaZukMtUbkPM68BkzBgJ2+jH6Hv95tY2urg6yRyfeh3YyxVtjmrKaYkmY7cfZcJMAcQFI3ezZn6pJzbGsNW+sd9Ne73vO6NdT8Y9dq2GrZe85IhgWAmva5BBTxXE/q8u+jRovtHwfx4rsjaq3NvicZUucxAsAUKRYA6q2WsRzlN4jtBtuXyWAD4lO81o7QsGyz3WgCA7aur+dE9Gx3zPeTA/iNDnsvZ+0OUgCJ4xjEYBmlFHHD/vmSx0kXpZ7DSDFhxzbWsVHbkN+nToPI76ReJ+bqGtPoxNjadPcUNwFJS/WMeuq6f/r4NvrdDUwuAUk+ce7/ZpcRJ7N87j1GAOhFC/b9jBNsnWBOB3mc8mNqo7u9zT6rlGKjRRA7PotrjTYeGwEZWVT2nPRTCEOzjZMn0NjqYA4G1Dc66ny1olnp+yiq3tF+Z2pZZU8A6A2Y/KJz6lr2GeXSl06tBWCAZHzZu531XUVIJR1gs1ndc9G7iB5n6VvXPxOLe9kMUTvL0ZxdwdpWWW6p17HuJr68/xDG+TjoGEVRmuPh/+ef47HhReA6xoKePXaichsNzWs4TWZL9RT10FTd6F138jS2NvzbOHfsFHA/e3oYt3NsNKvZ6WLdO1Ds/02nz2Kr7e95Zv0kdqc97Kf7Kx0jAIyuqN/pZ5y5Fo3C0ze9bq1dD/DxsQHZx9bWM1bq+WTUUxY0t/mP2syihRJ/63b9vo/9fh9ve9vb8MlPfhKvfvWr8SM/8iPG669//etL6zSbTbzyla/E+973Ptx///249dZbndvf3R09YUzz+noL/f4EWZZjnrIflnS+wN6e+ehsOlaPt3d2+7hwif3Mba01jGVznt43m+fY2xthvc0+Klf2Jqhx7Wi6yOU6lEswpuNJqedixpkLkmO9U8egX9bc5QP1AzyaZlho29jVZDaDYYqLl/uIRwrwDfaHmPHlv/oo+/lJ+M3MfFE+B3K/etp2RwtMtOUGIz6IQ2K5/mymWNK9nX1j8IkdBHuvJ9OZ0VN/f8YDfmGJYvR65nmYis9yTuT6GWfM55Op9TgSEmMGYDAaO49zyo+FascCABONVZtPM+ztjUDn6gI/2h8iLWxzrP0A9PpD7LXsPWdjtu0MZs+9fXVhnQwW2MtGmM0U4793pSddC9S21Hm/srsP0rY7A8ynvCeNjJ79EQ/v0fYlA/988DkF8d0RJRQS08XceV4BYD5hPRfUPM4R3xeSs7+nE7Xt/u4+kkZ5mxH3AR9O3e8lACzG7LVF4dwK6UI+Z58f4Su+mLi314jqmGYz9AbDoJ4pqcvlLvd68vV0QjFYqPdpsNeT30m95hMFei/t9bBGN5095yP2/czjpuy501d+udNhhpSz8/PhwL3/C/Ydmiym2N0deomMcY+xZaTeQa/HPhs9vh+NqIFxroDA3sVLiDfs26oRttz+2H9eAWB+Wdm7Decxxnsj9CdsnVrUZDMqeYbhzpXS91FUTnMQEFBQXN7vVfak6VwOa86jNnZ3hxjw4cZ2rQvgEiaXLzi3E8cR1jR2+5HLl0G71Uzz/IHPy39f0W7AO1mOwcMPIj33fO/6LcKuDbvj/cpj1CvbOY/F7gUM9STaaVR9nihFPaphni9wYfcy9raW1zU/vKOcSKJZvbJnPVNPY75y8VFct159Xot1fpe5WMQkApnWsFchJ9qsbQIAHu1fWuq86vXQDpPzbDTWMR4sMIZbdpHQpnQLeuDieTyr+6yVeh5mhd4sPGVB8zXXXAMAuKxdcERdunQJ6+vrEljbamdnBz/wAz+Ae++9F6973evwL//lvwxmhbe3mba1ajAwzynyvJoRP6zKshxpmksAS7MUaWpO/BKqmM3ZYoErHLhtrzWNZYVzQo4YaZpjmweSUAALDqgj/hr7Dz5gmC7KPSEkHBQb3XrpdQDI5+oLliMylplprgqURri4M8aphjqObD6XywuNdqtWwwTsbt3WDzAfL2c0ArTlhBVbTNQx5tD0vPMFSGTKBIQWeZGVzwHA3h/ZM0pKy8ie2nmlXM9rO6+sp4oodx1nrgVw6MtMteOPKOtJtWPMFvPye5nH2vrl12XPhaunFjvNe+a6C8hshig2w29i7TI1XdjPAwBQfjw0qhnLiCTKmv73wiCg+O7Innyf5o73UvbkQJXG5udaDPMlhB1/RjSrvtnU+KyJqvFlZqn7vLLjVD7N8rNJc6mbTAg7ThqrFELX9uoxA80TzzIAkHOARZOGXG6keTfHqCHTBguz6cT+eYU6D+PZ1N9TDPfVWnK5Md+Pelxnc87cai2fDt3HyPcroxmm87nyzrb15GCVNNqlns24AZqo35R01AftnLBup8k/w+OF/TzolY7VzXtW6yBPc+me0YxbII0u6GQf2Xjg3VY7aWGUjjGcjSp75lp4Sd5Yw3g+k244bS4Jycf73u2saT7Z/ekIJ5vV7hKLiw+yf9Sa6Gsa+G5Gke48XLnf3YQ/9Zv5z0Wx5g/fCwAYak846w9+Bukd11Suu95Yx5XJDvam/aV6itod9wCw608N9t8/o1+ini5cHu3hmnb1PhbrivRo3kKeVYR8AdhuKK/m+SL1+jq76tKIPbk43twOOk8nWsdxYfQYLo6urHRen6x6yg4Crq+v49y5c1aXjM9//vO44447nOsOh0MJmN/0pjfhp37qp0qA+eLFi/iO7/gOvO997yut/+CD7It/7ty5Ax7F41ReyznNcYFm2B2wH+Dt9YJOVAaNMJCkDwmKH+dYGypU1mjuFEIA2F6zP7Ixh/KKA3Jqm5QS5iutuzJor1/Z51PnXM8Zns63hJNFcX/FyyGJgPK8lu9XrT3lUKd/SC4oRttxjEZPI7rb44SC0OP0+TSXbe7sw4caqPYMjVAxzFboWQoaAaRmw+0sETYI6HLPMCKtC68ffBCQg1VtSEx33JAevcI9wzNgVQ9M6LO5Z8yKg4B60mLQ8GHFIKBM5tPCQkSENmeYxbCebzBPt9arsp2Tg4AaizrJlKZZDOoBYV7NYYOAHDTHKq1SuG60kxZIizs4aNpYa08+DBjiniF8kgGAtNaN4cGOsNXTlrHVmpbIGGpzl3HnjPj49YUAlxwZH0z09xRR2rOlorSzR78IABhwuQuhFM1LXw5ad0MMH64Ypd3TfKFDiDl9WLC34jCgSCCsGgIUJRw00jw1YsaX6snt6o5XDAGKEsOClyd+l5arrZ6yoBkAXvKSl+DjH/84HnjgAfm3v/iLv8CDDz6Il73sZc71fuqnfgr33nsv3vjGN+Jd73qXdZlTp06h3+/jQx/6EIZDdXG8cOECfud3fgcvfOELceKEnWV40ssbbqJF/aYL7EnQXIi2LngmC/cMQA/hKCTXaesZPTXQs7HmeLjhDRrRXqMRLvcmhXCTsntGu6HYJVf53DMEIEwsNwbFnqIkgA2wnCs6Z7CeZdCs0vLs2xTL+lIIVWiM28lCvJdGdLflGGuB4SZun2ZPIqC2ntkzzD3DaTknWF/9vAa6Z2Q08/uzSp9me095vnSnC6fN3XLe0Hq4iQ7uG5xZJTKF0A0UBYitspyDFTSrdRpJnbn2CPtAB1hcyht6LtwzFLsrQG8zMUEz5mMWgW0p3Te5ynZOOXZoPfmxNOMmEAiamyu4Zwi7uZzmcr120pR/p1M/mBG2c8uC5qi1bsRvd7l/MZ0OmRWoo7rajUWoHVvOnTOi4zcYrhudLAcdXHJaQIrSvZqHizAHDUqpBM3jjWO8HwV2H/GtJku4bPRWjNIWEdwhvtAAu7kXUdurpgIqABuWmnhMs6UTgHuZopRKu7rQpEYBri+PDx7f/UTWU1aeAQBvfetb8ZGPfARvetOb8OY3vxmz2Qy//Mu/jNtvv10m+J0/fx6f/OQn8dznPhfXXnstHnjgAXzkIx/B+vo6brvtNnzkIx8pbVes+xM/8RN4+9vfjn/4D/8hvuu7vguj0Qi/8Ru/gSRJ8BM/8RNP6LEuU9JyzsOGAkBvPEXG5SPbmg0czXPlmcyBRquRoNuqYThZIEMhERDwekNH2nLrXcdHzggaKXgm68A3j3BxdwxEKopTXNgXaY79Ibvodhp1YL5MUl4102za3LkZda/NnbR/K+vUhMuF7WbExmzr++c/Tg4mSzcGZuiH6lnj0d1l8BaRSGong0JcPD7N9kAVP1AP8oYuAFjpEKIfo1jGAdz0RLV5tpAgrdRzYfdMFgElNp9mZ5R2IIC1hZvoAFRsBxWWc4ACzbPQGG0f0wwGqmm2CLS5qwKwnGmul5lmCb7Fa5SynsU5AyhWGqhOBRSMNdEAoQTNSROk3gF7EkP9AScx249JSAphIdjEiApPWhpo9jPNEjQvqkFzPlEMJmltYDxSALIj2UkW303am9ZttJImYhIjo5kBul1F5xN5zqLNMxJoExCWQggg338M8bHrnNswQPN8hO2K4A4AoPuPyZuEYasDjHbQzTLkvUdB87R0XSyWsJ3rr2A5lz70aexeYaReiMWdqK3GBoaLEfZW8GpmAJYB3+2AMBW2nDqPLL3wxqV69udD+YSsym5O1Ik2W26wGGKaTuWN5tVeT2nQvL29jQ9+8IN4z3veg1/4hV9As9nE3XffjXe+852oc+usv/7rv8a73vUuvOc978G1116LT3ziEwDYEKCLZRag+e6778b73/9+/OIv/iJ+7ud+Ds1mE3fddRfe8Y53XN0pgVKe4Y60BoC9kbq4GkxzbgeTJzabGE7moFwfpQNweeGxACk96G29Y//IUU/UsxFLTSM8cmVUYH3Zupd7EwgF+VqzwUCzL9zEA9QFQx3b2HS4QlwCAKxDtqCvF+v+11EF00yqe8p9Ld4YUAuABZOqUH1ftSKEIIkSLPKFn/V1+DSLnjGJpW7OcMuokGd4z61gYF3yDA00V4WbFIF6E44US0ciYDGe3DgPFUyzT55B81zdBGk9daDdKPo05ylonpU+46xnNVCneaYiyjVQKoB6TGJ1nLUGMB04fZqTKEFCYqQ0W4lpFkBbyjM0f2K6mJaHcwE0tPNUzTQrTbMoAXxbSRMkioBGG5iN/PIMfnMxz+bI8sxrxybAcDENkG1HB81+ZrW9ijwjToBaEyOtZ6e9bS7nAM2EEHRqbfTngzDQzLW9ABB1NjFcsMGxTtKSj7zzvQte0NzVLPgGgUxzyllmABhy+9O1jAJ5hrz3GOJtv8xSJB+KVMBQvS/NUkz+3w9g/0wTSGJs1sNB82ZzE+eHF1aSZwwXI0kuhLK+6/WuHMzbXYFp3pkqtjiU3T7RUgEolye7uHZtee32k1FPadAMADfddBM+8IEPOF+/5557cM8998j/fv3rX291xXDV3XffjbvvvvtA+/iEV0CkNQD0huqHzdA0ayBV/6E9sdnCg4+pL7EhXZCP9Ms9J1P12HTNAZrNqOciuNNBM8H5S0OAEBahS3NpdfDwZXUR3VprAX0GuIW1VrF8QF0FjdhBs12GIhIBq3XUNnZDsdvazYiU2tiBVJCO2iEJ0dcx2W3xiN2to17kiwoAa5dnCDBp6+fqGSrPcGmaFxI0a+e8Sp4RV7PbNM+UjKmkaS4wzSRiOupsXq1p9skztHUN0KwxxVJHbUhCZoAGPkVJptnH+moA2JBn8H2pa+wxSZrshsvLbjeQpmOvvphmqbo5aOhA3WSaieb77IqZbmqDpasxzUUddRd0NvLqqFtaz0k2RTdyT+YL9pVwLbGeIthOmlLTTCs0zUqeEQBgOWgmrQ0QQkxNc/c40sJyrupy0Bwiz8g10EzaWxhevp9to95lTzAWUyPa21ZmlHYYaBbSDLJ2AgP+/nfFAO3uw5WgWTDNglHX98Hb95HPIpuNMIrZ967bu1ixhqotLuVYJUpbB71VEdqiCCHYam7i0vgKdibLg2ZdYhGqadaXuzy58pQBzU9pTfNR2Yt49cWaPIMzzYQAm11dnqEDWLX88Y0WRBQ2UIzRdsszTNDsYFw0YFIcytM1zTSPMJws0BvOS8OH5y+xi2ijHmOjLdw+qFuTGgDU3fKM1Zhml2wB0LXi5eHDg8gzXD2NoTwj3ZEDRmdPbmW2CrttY32rNM0BAJZt3C7PkFHhcZlpdskzDKbZBWI1xlgHzVmudNB1C7vtApQCfM49UgkDcGsAVmeKZTx2wGBePUASYrDGFk2zLrlAgI66HgDUqcZ86mxyUdMMnWme2xnWZiDTTGkOiOFDPuSW5Zn8zInHx0SkEAYMArKeFUC9IM/QQTOTZ3CQtpg4o+YBoM2dRELkGQo0M0AomOIkSlDXmeaxH7R1+XkKYppHCoyRzpYcHuzWO4g2WbhFvu8Hlq2kKZneENCs65njM8/CYM5uPLo8MTbffbhyG7qsoj8Pl2gs7v8rDJIIlBM2nS9/GvkoDJBu8VTA/dm+f6bCUruaDno7cBAQULrmVZhmkSRYj+tYq4XdVGw1NqTE88pTSNd8BJqfjiWlElkpBEbXIQ8m7AdkvVM3w0Z04FuQZ4Co7Rlxzx55xniittdu2UGz4bpRAlqmPAMAzl8aSGcP0VOA5mtPdGU6H+AZBhT7Sgh77Gr0tDmEqH/bGPVYapp98gy+Lzb3DBFPbrhnuIc62bIBPcUPrUfTXJRnGOsVSgBK78Cji2m2upKEa5pdx0lp7mR9S0N5QMlyrlh1bf/mrp76ulpPXV5h9JSA0tWTbSOnuSlJ0ksDv0RLSjTdM8xBQAAGQ62XYpo9khAX05yXQbN43SXPAJRcYuYb+tIAsC6VmBU0zSQguttkmj2M+nwCcIGX6KlrkgUQFoywV9OsgeaqYcDiIOA41Xu2QLRwCx9Q1wcBq8K/SqBZpAEmLUStNfYUD9XDhyKxMAQ056Me+weJQZpdDARornUQdRi40yUctopIhDXeM0SeQacD0BEDdOTUzbLnGgfC2e75ym1sGG4WYcOANJ0jfehT2NdS8dZnE8w//XtB6282GdOc0ix4yFKU0EETEMlYh5TQP68EmvkQ4PHmdrB1bxzF0t3j8uQINB/Vk1k6ICsARp1pHkzZD8iWxjIDcDKwxzc9TLNHnjHUQLNT2qf/aJdYX7XNmAjQPCw5Swh5xrmTXQPQu6QLkg21SCXsrK8GgDyaZifg0dbzyTNqpAxgXQyTWHYVxw7rUB6g5BlOm7sAprlC0+w8rzZNs3bj4tT76usFyDOIAHrp3Oq6EMRuG0yz3cmibmO3XaBZHz50sM0GMEzKrK+xnUNimt3yDBtoXmL40Mc0zxUIMwYBpTyD3xjUq0FzLUokO+ljfQ25BZdn6My0lGdw5tfPNKt9nng0xjRPAaHdtjDNujyD9XQznULTnNO8esiSg+aIg2Yhz2jX2iAkUk4e4yrQzG4uQizn6JgHx7RZEupIA81i2DCvAM0Al3MAhvuGs+dQgbFpZ1Oytht8CC2Iaa6r8x9qO5ee/wywmKKvJQavpzmyQJs7Hewu66Ahlt9srgdFm4vaFkzzrLc0u31lSbs5UcefgrZzR6D56Vj6F6Xg8qBrmkecad5aK4Bmx4Dcic1WgWm22LFZgNRIS3TLXODOoaMGTBB6eotdMM9fGhp+1KPpArt9djzXnugYFwsnoMxCWF+LvhjwgmYfgHV5JlNKlc2dTe9bYTkX5Njh9WnWj9PfUzLNIc4kDk2zAWArBgHjSA0NOntqWmjXzYGNaQbsN3r6si5A6WSaMwfTXMVuG84S1T11Jtk6CKi97uoZBGB1AKyB1KJuG4DyhvbIIAT49A0C6lKL0EFAOOQZhBCtp+c4ZxpQ56BZZ4mbRaY5UJ7hY5rpVAE/BZrNngLAAn5dc1sLXqkaBiwzzWx5AYJJe91YzlVLyTM4ICacVRagl4HmDblMFUsuHv+HyDPygQJjo4b6PqyvsXhsOtxxynpEtZKWvM7uB8oz0gf+iu2jFrO+lubIdx9hw7wVtaW5Xiw7DLjTY+z5Wn9XsfsBJfTPaZ4G68VFSaY5cAhQlBgGPGKaj+pJLYPFLIAMHRwNeWzzZoFpNqQS2ra21xqIYjvTTMQdtcWKbTBSf6tkfQELO6nWufYk+wE5f2lo+FE/fGloLKMDeifz67Bi0/fTGjQCO9BKguQZdsu5nObSZiq2SSUOwXIuKGgE8Po0A9WOHZRSp0+zArAOeYZj+FAsv3AAeReAZT3L4Sb6ftmGAYNs7oyhPB0066yvPiTXKK2nV90A6tU9dcs5nYG3aZqdPYM0zbq+uDwIqHsvK6bZI88IAbAWpplSqnTUUtNczTQDCvB6Nc0a0yzkGdPUIs8QmmbfIGAoaNYkHkqeMZHbiDTWF6hgmjV226drpnmmJCEFprnDgbeQhNBJhaZZMs3jSnaScgAXtTeR5Zk8zm69q2zt0rn3swOoYcAQn2bJNBOCQaJkAxtb18p/V7HNhBA5DBgS/EFpjvT83wEABseYVrsbNZjrQjYHHZRTjIu1YTDN4aA5/cqnsMsHLDdmC8zv/8vgdXXbuWW8mufZXGq9l2WahT1db7a/VFjNk1lHoPnpWB5wp2t0xzy6etPDNOvsZBJH2OiqH3ZjeMyTQjgcq785Aayho7YzzUmUSND82O7YcAk5r4Hms0WmuQqoW4fybJrm0EHA5Z0sbEEjbAfEUF5mlREEOXYISYjPcs7yXlaz276nBpwtSopAXQSNaH+vCI0BdHa7Wp5BkiK7bXPP8AP1uiHPWA6oL1ya5kqmOcCxQ5dKWCznYhLLz77BNDt9k3lyJs3c3825Ls9QwMzKNEtN88HkGUZPzjQv8lQCM8k0x4m69vhAM1/e55tMtcf9YhBQd9sQ2mjJfKczJ2vYDGaaNdBccM8QEg8B0tny1fIMwM80s21w7XaLgbORJs9gfw9jmoWmmYJWardzIc/obDLdNd+HTq2NqK1AYpWuWbDbgwB5Rs5BM2lvYaDdSGweV5axWdAwoLCdCwDNo54E/v0G+xzowSYh/WpRIhn1UKY523sEkz/8v9HjNwebaY7Fl/9X0LqAmR64jK5ZSDOAVZhmBbJ3prueJa+eOgLNT8fyyAh0QCYG5Da7hWhrj1Ria139sNvdM8x+lFLsD9TfnOBOB2jE7Kmn8117kj8apcAi58MqeSr1zMc3mmg1EgMEVkpCLEzzwuae4YjuFiWWpaBOAKLCTZYEsMDBHTscqYdAUe8r5Bl+1tfZUwewjuM0zishATpqzjS7AKzOlGogjlJqlWcQfRkL+1hf2j1DB7BVmmY7WKxFdrbaKH0Q0AKarcy2p6e+fJCOusI9g8jobh/TXB3dbTLNTb58WV/MXudg0cs0i+HDg8gzhM2dJglxMLoRiRRQ9wJYnWnmoHmhfKEB/h0SceGhTLOvZyFCG9BBMwfqQi4RKM9g23CDWEqpZJpJe8sYblurdY0AlSpds5RnLIbVA48CNHe3pXMGAUG3e0LpqHvV8d3rkmmulmfkfeUAsk/4b2x7W/4uh+ioAWCLDwOGBpykD30aKc0xSNjv52aaIX30viCdOACs19ckSbS7hO3cFU1asSrTDACXx08NXfMRaH4alinPKGqaNUDKh/qKmmZfvLTONFtZ2AKwm8wyzOfqwpY52UklWyhO3wrQG0exZJoBYJYRue75S+wiLEB1EsA0KwmBm2m2RoXDzqgbkhCnY4fd/k0H2W6gbusZIs/gr5VYX85AgxSGOgWA9TPNbgCrgcwS62uRZ2g9XUBdRkwvqWnOaCYZrVLqodhfqze0PpTnYH11ABbENFe4ZxRSCCt7WpwsrKmH8DHNATpqAUajxPg8WkGz2KfFzAloGktomkmtKW/cdWmFHlgi2W2PNlWwxF5vaCG3iGJ57oxBQMEea6BZB/elngFR2joIluEmHPDqIFgGnPg0zTVN0+yTZ1hA8zg15RmRZJoHznhyQGmggQpd82wkr19RZwtDTTPbqbcN0FxlcyfkGWme+t1QoJjmqHscfd6zU2sjjmKQNaanpcNqhlM4aOwHMM26bd4+f1Kx0dhAtHmWvb4XBpo3ue1cqDwjv/yg4daxkbInfulXPhW0fkQiqaXemS0PmgmArWi5VL/t1jYIiLGdq72OQPPTsXRwVwA+hBAJdgkf6vO6ZxSkEutratuxloyktLcmWNwbzkCpWs7FNLsYWMBkmjc6day3GTCY8lVomuKRK9xujoNmXRfsArBSu+3t6WJ9V0yu4z19kdY2fTHb3+WZZqYvFo4djgCXEoAVN0B+1jeEaS47WdhBcxW7rYC6C0yGSCUS6zI2EJtEibyYh7ln2C3nlnLPiKpZX8k0k9gAsAJkG57JcQ0QN6ABOmoniOWgWdczs+XLmmaps6aZU4cvLecCNM2RZjc3tcR26/sVYnPnTQTUgk3EjbuQZyRRIj8/+mCiD6i3pI46QNMcJ/KmqijPAIAoIEq7GTfkwKwv4KQImueZSvdU8gwuJ6AZMHNvS0/o81mj6f7EpL2JoQaw12pdpqHm51y4bLhqmYATOhCgeVsuu87dMKLONt+3ANDM1+nP+pXsdr7/GPtHcw37XHe92VhHtM1B85JMcy+Qac4uP4heTctV6J4AAKQPhks0hK55Gab50hWuoV5kyD/5/w1eD2DXZAHUnyrDgEeg+elYOmtoYVklq8iZZp+muQju9BjsyUxjIGTQiPlDuTeYAjpo9upg4XWyEEBYAOMhZ7BnsxnmC7Yv505wplljfZ3spEfTnGrstiwSARxI2QYedVZ64ZRnBASN2HyaAQdQr0gEpJq+2NGzCJpD5RnO86p9Blw66hJQT/wphDXJNAdYzmnstr6PzkFAS08RFw645RlOoL6ye8YSTHPN/M4KeYZxjIRUulno4NPpEiLAaN0EzVISElmYZsBpO6fLM5wAhIPRqFl2zgCWl2e0+PK+REAhz9BBsWCJrf0QBppDNM2k0ZVAXR8ElD2lzZ0bNBNC5DpBTDMhII2uAbCle4Zmc5d7hgFNeYYHqGtAmHQ2jSG+Tq0DEkUSqOdVgSpaeIZvGJAuZiptce24HFYToFm4eNCAwJF1zjSnNJOe1s6+/UsAgNnGSfkd2WxsyOTBfP+i8xqgl9BB92b9yiHLfNIHHe5gP1G/QWdvfh4AILvwhcoIdlHCQSNU00wpxWUOmrcXGRaf+2NkFamOxRISjUtH8oyjerLK554BaIAyylFPIrQbBQCjA7ACuNET/fpDy/Beod9efwbk6mPmHgQUbGjZVzLTmGYAuPMWdgc94r+hvb66iF13ml0QdbBb3TPMPYNpb9l2bfIMk91e7uZAZ+BrNvs3fV2tKm3ujKcG9p5J8ZwfMIXQkGfozCdWB+rVPTXWNw4BsOrfeQULW800E4NRNyOtl3DPiO1stV5Usr520NwonG/Z8yDyjHmZaaaUKnZbdysxhg/tYFEA9ZzmbomPAM0NO2heVp4RwjTLQUBLhLYBYPU4co88QzDFIfIM3SFDLG/IM5aO0q4GzaS5BhJFBtiV7hmtjdLytmolTflExguaNeuzqL2JIT9v9biuYt812zlfhTLNuebRHHWPSU2zWF8Fquw7r3WiNutaKmCFrlnIMwbrarBuo7GBSMR10xx571HvNgCVCpjRrHLoMb/M/J97XJ5RixKcetY38n4Z0oc/W9kPUAEnO9O9SkYdALKHP4udnH1et9MMoDlmf/GbQeuKOtlmv+eXniJezUeg+elYOjiyJddpTPNmt1HSEFMP0Oq21X/3B5aBryJoHs4AqrbvlGd4hvKKAPZFX3sG3VYNKf/49vbZBeVrbzqGk5vsR0NnmiuHD32a5sJQIgTwqtA0V0kXfPKM2Ii01uUZbklImqf2C5XB+tpDPwwJir6cg/U9mDzDks6nLecMcalit1N7T5c8o4ppBhRrW8n6JnXjO6Tb4tkkIe5EQH340MFEiXWTAmjmx6mzvmwH/ExziDe0HHbTQPMiX0iteENnmjVwGaajti8jbO4MeYYlaAQIk2eEaZo506yBZsk0a8dl2NwdFtPcVEBwYmOaZQqhHzwJr+axB8AK5lgAY33ZonsG4AfNEYnk8KBXniGAcFIH6m3JEOvyDqFrDtU0A37QTIcKhJHuMalpFuuTjnB6oJU91xvqpsana6Y0R86Z5kFbrbPZWEe0dU7+dx7AxppezT3vstmlB9m+1Wpy3cbpG+VnNaQfoKK0F/miMomQUorJ//od7HJJyIljzJEke+RzyM7/bVA/ADjFQfPudM8fsnSV1BFofjqW9kNtH1jjrxNalmYABabZBI2NhgIHe0NLih+lhg3T3mBmyDPcnskeAMtBrwD7jVqMu59/DhnfbkQzEAJ81zcrGyGD9XWxWQ7PZEAB7WKikoqYduuLgeVt7iot51w9DZeQck+T9bW7Z7iG8lzsSxWApR55xqqDgCIW3Q2aq/XFznATB4hVx+lnmoux3YJpTrQkOracYpptNzhxFMt5AzfTPDO3JXpa3DP05Wxe1IAJYN0hLrynxTmjuI2w6G61jJvd5qBZk0LMKjTNIe4Z03TqZMGo1DTrOmqbPCNM0ywHAbNq9wwBmnOaK3ZbD24R7hkVjKMAsH6mmbPbhWATAOgI9ww9hbDKQSMgSltIIEh7C4QQCch00BwFMs2NuC6/y16grg/4dbZk7LbSNCsmuEqioUdp+7ya6WhPXsP6TfV92WxsMDkI/+yE6Jp1m7q9Ctu57DIDzb0W2/52k53neJP5RIcw22y9TfnvKolGfukB7O8+hIwTBqduepH8TC2+/DdB/QDgdPuk/PfFp4BE4wg0Px2rQtMsQBmJ8rLdHOBMBASAXANmvX0HINPW3xvMABDJNjtlBB55Rmphfb/lueeQc1CTkBwv+tozUs8MFNwzqpjmAoDLaS41ZCXtLd+ubyiP9fQPAoZqmg3QucrwoQ5gD3sQ0HmMbqbZpWmulmf4fZpdjh36Oak7Nc3+hD63e4ZgfQthKpmDTRfLUeockhP76GR9JYA1QfNMguZCz5oC6vZ+4TZ3OlA3Y7vLPs2AT55RzTTL4UNLhDbrqR2nCD8J8GmmoO5hUuHYUdfZbWH/pkkl4kTdWPqY5jiAaRaaWy7PmKYzyeAb8gyxT1nq1cOGyTME0yzs5hTwFEw1iRLFblewsB0t4MTZkwPhqLMJwEwDFLVMlLZgi71Ms0gDrLcxJlRe06Wmuas8hfMK0NxJ2vL3xyfP0J0zBjV2jatFCdpJi4FYLtEI8Wre1IC6L0qbUoqcg+b9OusphgjjLQGaH6vsB6gobaDazSK79GXsaIOHJ9dOIz5zK+t35StB/QDgVOeE/PfF8aXg9Z6sOgLNT8MilfIMwTTn5QhtaFIJwMlOAsBuX5dn2IH6lX3+48c/am7/Yo88w8L6dls1nNxmF84ayfGqb7zJWMdgYCsCVUrDarr9W1Ge4UnoC7K5y+3yDJ0ldg0C2oG6vyfNfUyzxVYPOpu+qjxD1xcHAnUxCLiq5ZzoSSLj3OrSCtOVxJ8ICGjDhxU+zSXWV0olzGM3GOkKiUbl8GGJ3bbLM0jlIGBIdLeSoahlXayvdi4c8oymA3wbPfm6UcOWQFg3GfwQyzkjbMQF1N2guVl4jyWY92ia2wGaZkyVYwdbVh2DAdQ1yYhPoiHkFZOAQUCVBsiWjUlsPjUIDjgRoLlaniGAsVhWHySUtnPziTeGHQiL0pZ2c2vH5BAgoKQWTEPNHTsqHDQIIVjjYNsnz5DOGQD2+aD9Rn1dyreiDR7fHZAKmESJvDnweTXT4Y7UxvfAfgOEC0a0eY3cr7D47g35m1flZpHtfFVKMwDgWGsb0fEbWL+9R4KGHQHGqIvr3sXREWg+qiej9ERA28Ca+MEhtBShDcAE2h5wt9PTLmwWD2NKKXY4aBaPnZ2sb0A6X1F7e/017MJwfL1WAv9xANPscrLQh/hKjKjUblsYfG3/bICS5jljGQFL0IjW06FptgP1CnY7DQHNdn0xk9qUj7NWFaPt0cRXWs5V6KjdYNIeFe70TA5gmitlKBJMOnTbRdY3RBIi2W2/prkkCXEOAvL/dgBYXULiDjcpyzNcUeEG0+wAi4Y8wwlg2bqRhWnWpRLGfi3c0gt9HZeDhgTdmkvIRPYs+M9yYB0C1NM8tX6GKKXSWk8AdZ0hbhuaZl0SUg3UXUwzpVSTZzAQKBjiTq1taPMFaPa5Z7D1lpBncEnEwCLPIEYqYJWuuWNsx9pT92jW2GERiU2iRB1jgIOGYH598gzBNJPWOvb5+dAjsUmXOUXkw52gYTkxDNjzeDULacY0Ipjy3wAhsxBMM/LU0Hi7KiKRDCi5PPaD5nznIck0N+MmOkkb8Ykb2Ys0R77z1cp+oqcYBrw4rr6ZeLLrCDQ/HasiRY5QNQhoY5oNcEbMj4jOZu71F8jE3aul52iaYrbgLDEHWpUx2lZ5hl1fHPOhh3pUvvgEDeVJTfMKTLPH/g1wHKdXX+ySZ1RpmiuOU5faBEolKnXUmr7YPnxol2dQSuU+Hv4goB1MLlzyDD2FsGIQsMrmjsRFAOtimqtZWLGOe/jQwTQ7NM1Vg4CAZgHnWsZic+fUNGvHeLBBQAGaLQmEBdZXho3Q3Pl0RGeabcdJs1S9n5qWWMkzTNAsmOaQQUB9O0alM7bPAMBBsZNp1nXUHt9kXdNs/W6mcyWF45IQYTmnh6MAOtPsd4uoYpppnklJSNTeBKXUoWnelP+ukmh0OQM7DGCaSXfbZJrrSq8tJBrL2M7tz6vlGdHGaRl/rcssIiEJSefSF9xXWw2RCugGzfnueQBAT3sqUwLNCNc1n2gfB+B3s6BZinzvghoCbG0z+cnx6+Uy2eWvBPUD1DDgEWg+qielquKeac7YBKZptsgzNKlEOZ1PbS/PuaUcYLW5u7KvfgCEjVq1ptk9CFjWF7sBbJDlnAgaCfVM1nquommmBoB1A3Xdcs6UZyyvafaxvsqVpCDPqPKGrhg+dDl2pIYEpXgzUuUNHahpLjLNLnmGtmxeIZVYFsA6mWbdjq1CY+zUF4ubgxJQt2uaq2zuACXpmFUxzQ5ZhTNQpcJyrrgd2S/PFIDVmea0gmmGW9dcyTRr65k9XfIMwTT7LOd0SUgZXBux3ZJpVvvhkmf4wJZgmnOaW51CZJiK1nPE5RkdrR+gQLW+jq26Cdu34WJsBep0OpRP2EhrHdNsJq9VazqANVIBe96eVfIMmmcSCEfd41JSEZPYSDGMlvBqFgEn3kFAHqFN1k9hX4LmMtMMmJZ4rtrk4LfnA819BjT3NYu77RaXZ2yckt/HYNAsmGYPaM73HgHyTILmY3wd0uiArLPBvuzKg0H9AOBUh61zcXy50pP6ya4j0Px0rAr3jJyDZrd7hlsqIS52DHgTXObyCyM5kINRIc0AlPuBW9Ps62n6NItypRAC7JGPeOzsAuoSaHmY5iK7DU9PHZRZGVGP7MWwnHMkAlbJM6yBKjrgcwwC1gqyF11uYAPqtYrjpA6mWQe8RUlIeCJgxfChA8ACbo2xW54RGKhSAKpOpllfrgqoO28OykA9p7nSNBeZZume4WGaEwHUHccp5Rk62NWH8jSmmRAgERZw1Uyz1QJOA7Am02xJIIQJmuFgfnXQa/Nq1hljwTQv8lTe6LmYZlc/1lMHzWWgbvSsl7XI7ZouzwjUNGvA1xZwoq8rY7sXDqa5yR07KoIxOnzfM5pZnxzo65PWugF013RNc2sZeQZnmhcjK8ii455k8Un3mJRnrNfXTAlKm4HLoFRAzhj35/ZUQJrnEsDS9ZPS4s7KNANB8d1bMuBk3wkmxcBjr63OpWCaSVwDWWOANBQ0n+RM82A+dOrx8ysPAYDGNKubgVjomi8/FNQPAE5zpnmRL4Jjw5+sOgLNT8fSAawFSOWZAM05Njs29wy3VEIyi9zu7UqPX5gtQF2AZkKAelIxPObtydZxAVjXI30BsislIStpmm1a8Sp5hkfrq/fUtlMpz6gKVPGl87mCRqLwntb3U8odiPF+Gul8Lpu7FeUZVDKwRX2x56mBlGesBppphb64DGA1TbNr4FFIQiqHD9W2DIeQIlAXQNcHmiM3u02zFBDfeQ14zg2muQhiBVC3/+AmUSI/41aQZYDmsqa52C/EsUPXJFsBrA4w6+X466KmOUSeoQNYO2jWmWYxNMiHEUHM4zRSCKvlGYA9StsAzRyIi4Q7EWyiXuduRPOxdbZBVMeI0rb01FIMSbNrpPjpnsskThS7HRhwQkGttnM66CbtjVIaoHytK5jmHmgFwym00Is8tWrG6WRf/i6MOmvSBcXQNHd0x45qplmA5pzmhsREr5wPFe7U63w/14xrT7TJhg/Dmebj8t8uB41s56uYEoJRzHDAsZY6rvjEDbzfI96bdb1OGbZzV/cw4BFofjqWzshaQI8kdWOKeq0MUv32b1zSwEHzJQmadaAu5Bnsh2JrraHZlB0gna8UNOJmfQHF2C7bM0TTXCnPsA4CVgNYAmLeHOhDnRU6aqt7hkdHvXCA5tBAFX2/jZ4CZMamvCf1gGYi2O0KfbEzxEVKJVwBLrHhuKD3XDXcRDp2uAYBV3HPqBgEVMOHAfZv2nI+TbNYx6ov1tYjFk0zASnfAAkQ69NR8/2y6osNqURZi+x0soAHNOtMsw2oG6xv2fWi2BM1YXMXpmm2DubNdQBryjOaSdN0CIlilXzo0TTrANY2mGcFzZJpLsozutb1irVWEWttguY1k2nW1gXUMGCVpnlDS+jbt1jA0amSUEStDSnP0ENKACASIDZPKxn1LcPDuLx/usSjX1ffCd3jmSR1dWMQwDRvGgEnZQaWpnN5g7HLfwqOa6wvAERLejXroNkVbZ0XnDN0pjmSw4A0eBjwZPu4TJa82nXNBwbNWZbhgQcewN/8DTOznk499jpH9YQUIRrDZwE1Kf9T4bdeFnX4FwOKaY44mHxsl09/W2zudvrss3BsvSlZ2Ep5hjVoRDDN4awvUM00uyQhqYdp9p3XSicLnyuJJba7tG8V4SZVg4Alz2SH5Zw5CLi8PANOJ4sA1reCaaagDh21fShPeiYX9cV6zyr7NyfT7BgElFKJ5d0z6lGFVMLCNOvLltwzBNDNFk7LKQWaLUyzzhRZmOZGXC/NPVQxzYDSGE+s8gz1N1u4ySryjCRK5GfI+shZA79CnqFrn1tFva9kmn2sr2JubQl9BvgV8gwOrtsFOQigQK4PwOp63RDQrA/llQBsQwfNbkCpSyxsGmNDntHsStkCoAb65OuBqYAbGvjtWyzg6Fj9jbTX3UyzEXDiB7FVCX26A0c/Ut8JXdMM6A4a4fIMAFbZAtV00Vco+066QDOdDipvDIBq2zlKc2Q7X8Xluh00G8OAgX7N9bguJSVPW9A8Go3w0z/903jBC16Al7/85fje7/1eAMCv//qv4zWveQ2+9KUvHdpOHtUK5RlYWwhMYyGZAThlC4ACdwIEX9y1yTPYMpf22GsnNlsSmLlZ3+qeZdaX/3chhVC+LHo6dbDV7hmlREA5fOix8oOD9Q0CsIUbAxKFB6pUhZuE9lzG5s7aU4BJez9g+URAXQNtA7HUqWl2uHVAgV23/VuFpnnJcBODaXYM+gmgbWOaaZ6q74mReqgxzQ6fZra//oQ+qzxDA5g2prnEbEMDsT5JSBzGNOuaZpflXIg8A1AaY5uTBZ1rf+OA2BXbDWhuFvOp87F+ParJ62Swppkv1y6AdECx0T6grkssbG4WlPtCI4qBpIFZNpffy069IM/QmGbhJ22rqlhryTTHdZCkIR0v6nG9fJMnWNgKx471CqY5F97SUQLUWlLTvFEvMs0aaB76hwGF/RtQzTTvE3X915lmQOmaacggYGNDMrB7loQ+Ic2gAHZS9h4d16QSgALNQBjbbNrOlZlm2r8MLKa4yNn0Rlw3bihIvQ2ycQqAssMLKWk7d5V7Na8EmsfjMd7whjfgN37jN9BsNnHmzBn5yHQ4HOKzn/0s3vjGN+KRRx451J09qiXKM7C2WLD3KoodPpE+qYR0smA/Bpf2xsgpLVnO5ZTiIgfNp7ZalUxziDyjpGm2OHbolQR6Q5PC3YPTMxnwRkxHJFJ+1JXpfIWehfNq62k7xlqVVMJncyd6Oo4RsEsXgh07SnKQsEFAm/yimt12aZoFgC1/rmSgiiPcpCpoxHVz4GSa42qm2SsJ0d4Lk2n2yDMCHDsaPscO/dxYJCFF0KMv55OEyFjrCk0zsTHNK8gzACWXsDpZGIOA5SS/pmsQENR5c0AI8fomS/Ab1+WNqliuyGyznhzUepjmWlyTnwGrb7JIIGx0QAgxltHt34CiPMPNUDbjprzW+phmsT0RZ11ktgEom7upHzS3kqb8TtvcLPQAl3m+kJ+z9QKA1ZnmfOwHzfW4Js+RLaFPyCRIcw37mqVeSYqmeTVXVRzFEpDaWN+cDwEO4kjOxbiYZmAZ2zm3g0bGJRePcdB8pnO6JH2Lj13H+u1dCOoHqDjtR8cXgzysn6xaCTR/4AMfwL333osf+qEfwp//+Z/jVa96lXztHe94B9797nej1+vhl37plw5tR49quSIeGcGM/w5GFn9jAJrlnGUoj2+vzi/y8zRHbzAzgWeeYrc/RZoxBubUdjsgetntnuGynKtiRIWcI7MBuzyX09W+AJeydCE297dQklG36osDmOYigIXObi8PYEMcO5ysL1AN1K0yFBfTHGA5F9BzYTn3imkO0xfrPd2SEK6jppl9Qt/FbrtitKNY2j+53TM8Q3mpXyoBeCznfD198gynpnlmrGv0FNpbD4CVTHOlewaXQVAqmd8SUI9rkH7yPo1xLGQXtp7abAY/h1PD/q0YbrLcYJ5PnqEHlwjHi1I/aPIMTz9Asc12eYbo2eXLKADeKYJm3bHD81ifECJlFgOPplmwyAJYr9UtoFkyzXaHCr2n0DVb5RkCNLc3jGCTkjwjaQDivC4hl7Al9Al5BmlvSv1xkWUGlI6ajnveAUtRJ7nG2KYvFm4dux11XCXQ3FyTx6gnFvpK6JptXs0CCF9ssGvyNZ1TpWWi9VN8/8IB8Nk1ll44mA+xa2HVr5ZaCTT//u//Pp7//Ofj7W9/O+I4Lmna3vCGN+BFL3oR/vIv//JQdvKoVighzyh8KSezVDjCgUSOaWGf5RwHlHUNnFzcHZfcMwTLDACnttoSJDn1xQHhJs5BQLikCx6mOUAqAahQFlHVOmoO1D1gsrjvek870+wbPtTcKSzHqevTi9/TIHlGBVBfBcACNumCX0etM9NWr+bUDtSlPMOiaRbL5q4Ybe08eNntpMg0c+lCUSpBiMbCVskzbMeoxZNrPb2DgDrT7ApU4T2tkdY666sBOaVpLltWhjh2CLmD1f7NIs9Y5AvpRlCSShCihuTmPnkG11F7pBKk1pLfEx1cO+UZ2rq2avkS+gppgGzfuKa5YP8GJXKadgAA7TlJREFUAKhXa5oBoMvXtTpZCMa4IZYZldZT/VryJq/Kq1kAYCvTLNjtprmMroUWJVIKkadOn29RvrAREaZCmmtG7PVGYRAQUCA2JBVwi8dT25lmlXoo2O+inhlQTDNoXukSAqiwERvrK+K4d7sKnJ8ogGYAiNaY9CGE3QZM27minCnvX8KcALsJ++050z1d7sflGZhPKj87op6xcaP89wP7Xwla58molUDzI488guc+97neZW677TY89ljYXc1RPQ4lk+vMH/vecAaas7edkgrQbGWaGTBr1tSP9mO744KfcIZLu+qCfXKrJcGnjYGt6pm6LOcMxw53rLUVqOtOFkWphMGIFgcBBYC1H4ePadb30SUJKfUDvPKM6kFA5WRRLGdPXZ5RxW77Bh4dvtCAn922SUKCvaFdg4BWeYbQNPuZZn07sl+eqicVhdRDBdQtTw1kXLifaU7ztMRuG/upM80awC7HaAdomgW7bdNR6+tYNM1WeUYI05wEMM1RLG8OfAAWCGO3lTzDZjnH/6YxyGK5WlQrzzYYTHO17ZzVM1mspzHNLicLQNM0e9wzAC3WOrVomjngFizy0Mc0k0gy0tSjaQaU1GI4t/SU8gzONDsGDwEgaq5r6/klGr6wERUVvuFMAxQlHDtoRVw4wIbkAHtCnwxT6Wyix/dJd/kQpXs1hwwDnuQgeHfaK137hDxjr8U+2424XpLZsJ7hkhDAdNAoykLo4DIu1RNQzsFc0ymDZqFpBgDKUxKr6nhrW74/9/fCtdBPdK0EmrvdLi5e9J+IRx99FO225W75qJ6QcjGie4MZ5KeduDTNmbkNrQRrW4tjGcH9yJVRIUVOMc0bnTpajUQxzS59cWbXNFNKnYOANscOvWIP0+xPytNdHlzhJi55hrg5qNIXFwClK/UQGqivSD70yTOKDCyl1Nmzyhu6Ul8s5BklprnaPUNf3+ypDwJ6WPwl5BniOJ3pfL7hQ11frAHHTJNyFJlmtn8cqFf4NAMWXbMulXBpmovHqcdaO4C6ArDz8qPUhb2nDzSHpBBKptmjadZdMWbavpditKGBWI88wz8IyJlmffDQEaHNltN+23yguVa2r1M9BdNc9lYueiYDYYOAgBZrbVlOgWYhz+D7AOIYPgwLOFkLkmcIYM2WKTpnABrTDCWxcJWQPthBM4/tbq155RmABporHDsANQxoCxuRTHVrU0sDLINmPRUwZBhQDMhR0JJvsvRo5vZvx1vHSk8U9Z4h/QA/aM77l6SeGQCusTHN68p3OQ8EzYQQ3LzJ2OanHdP83Oc+F3/4h3+ICxfsIu8HH3wQf/RHf1TJRh/V41ixcFwwASMDzZxpxvLpfLp7xrkT7KL38KVhifW9yJnmU1stuTzgdrKgDveMnObysWzRci54ENDKwGrH7tU0O6QLDtDjA+qmvtjBNFs0zUp7ax8+lMmHXgbWPgQIeG4MYAd31YOAdss5Xzw5qQTNOlC3nHuHjtrnnlHJNOsAttDTAKAamDQkKDZJiFi2wuauuC1fT98goOHY4ZJncHCf07z0uTUkHRrTPPdomrGE5ZzdPUMkEJadM/R1zZ7V8gwf0wxNnlHsWfJoBmQACuvp0TRLeYZHX8wB+DxbyM+rTZ5BhJxhMbUOIouSTLPNPcPBNLeTVvlJHgBwoHsgeYbGNGd5JoG6T9MMoNJBQ2maB8bNHs0z1VNjmju1tpWUiFrLMM2bAMphI3Q+kU9Ixu2u/OxsF5wsxD6JLIUQplnIMwBT10znEzkUusOfGhf1zKKiNQ6aRz3r70ixtpob8lw9OlSKAeELLUBzt9ZxDHRuyO9k3g93w7h54wYAwGOji9bQmquhVgLNb3vb2zCfz/G6170OH/zgB/HVr7Jpys985jP44Ac/iO/+7u9Gmqb4gR/4gUPd2aNaoiTTbP7w9oYKNDtZX5++mKpH+udOsgvv+csjUCOEI8XDl9kH/vSxDl++gmmW8gwPgHUEjQCw/ojEPh11pjOFHqbZoaN2DXAkUobicZWAe0jOp2muZrc9x1nSUGtOFiX3DL+mOZRpLvb0aZqrJCGV8gwBKJdwz1BMsz8RELCwvrr+N7EvV2J9ASkfcWua7WAYQEHTrFvOsZ66e4vaN92xozrWuthTrhMlxlOgWe7TNItwk7nTG7rhcc+QbLHONGvLWZnmAHmGSPXT/ZdF2eUZE2M9o1+gpjnEPUNsSwfWHRtoboT1lEyzJxGwGGxi68eW6xrrucoVa03TuQSTpLWGUTqWJIjPPQMA8qmfaRZBJRnNjKFHBphZD9JeV8EmFpaZLSNA86ByMG/bEXCia5N3awpW2fTFJIpUEmEA83u8uS2JEV3XLFhmANjJ2Tku2s3Jnl0BvGmlHzXAriXXds8CAB7sq4AS0fNig+uZO6fszDYhkm0OZZoB4BmbStf85d5Xgtd7Imsl0PzsZz8b733vezEcDvGv/tW/wkc/+lFQSvHa174WP/MzP4PBYICf/MmfPGKan8yS7hnmRWB3MANy9iFfxf7NxjRPZin2hgrIzGYzGWxy/akuX96jLwYgphPLWt9qfbG+vl6+QUADZBcBJV+egJSsdOR5dbpnuEEzfD09mmZlx2bvWRNA3aMv9jtZFHoSzeVhhUAVGiLPKEptDjoI6OoZFG5SLZUos752eYa+XMlyDlAA2+nTXAbDqqfdPUN6JkfuoBEAle4ZgA2o8541E6gKuYTtGEN01IItzmhWugmSTLNFKgE4gLqUZ1QzzdN0VtaL25hmLZ2vVHFN+af7BgE1eUZJ+iJAc6PsduGTSgDw2s4JADxJp8b1lmrDdUWmuahnlj0F01wlz+AAOKe5cYNghKk0u2YaoIVpRq2piIkqTbMmfdCH/XRZB2mqYBObvhjgrChbs7Kn7tWsDwPqQ4RXtFkhF4iVDhoBADaOYmzzAUSdaRYAdkYIhvxG0AbSAcU0A+G65ps2WUjJg/tfld8Xyt06hEezTZohewrQ3A8HzWe7Z+S14WqVaFieBYfVy172MrzwhS/E7/7u7+Kzn/0s+v0+Op0ObrvtNrzyla/E2bNnD3M/j2rJUppmEzD2BjNQzjSnNAOltPRD63OyyDQ/4WtPqIvew1fGuInEAM3Q648BsB/ia0+tyeVFz2JRmgPi7x6muRw0YtrcFUsNAtrApLYfDqY5jsrOMMQzlAdUHGeAjto+CCiGD13BH24ZijP10CeVIIQN8WVz66O8ah21X54Rkaj8KLhqENDjZEHzzDqUpy9rl2eEM80lr+bMJZXwsOlQgLLKPYNtK4xpFvvWsN4YLMc0Fx00JIAtsLtzD9NshI2kM0Ozq3pqoD+doaZpJK2a5lB5RkCsNQXFLJubWmXJ+urR156gEUJA6m0GsrzyDAZgc5pjms2MnlLWUS/b0lmZZp3d9gwD6oNg43Qiwam+DmlyppkP7nXrLqZZOHb4QbOuTx7Oh3IfvBHaNnkGISCtNdDRXrA8AwD6swHOdnnynSazIO119C8MeD8/0wxwxpinEtpqvb4GAgIKatjO6cEmOzyZrxbV3EBdDuaVHTFsdbJ1HFcmO7ikpeXRPlt3R4uzdskzltVRA8BNGzfgj/FnmGZTPDq6iLPdM8gHlzGOCPrcOcM2BChKOGgsI8+ISIQbN67HvbtfwgNX6TDgyqAZAI4dO4a3vOUth7UvR3WY5bAp0zXNALuYlx7pBmqaTx9rI44IspzioYsD3BTHQJphvz8GsAkCSGDt1TQb+mJf0IhPe7vcIKDpnlEA6nLw0A1gkWegNGeJfVr55BmqJwEK60nZS/EYAXUjsQq77dA0m0N5DklINreyvhGJkJAYKc0qhg9XYNP1fdbKK8/wDFj65RlKKmEPVAllmu3LWZnmCveMWmQH4GI/ZVmG8mq2obwoYj2zRZAkpORmIfXF2kAhpf5BQJ2VdjC/uk54ms3QhcZ0WkGzNgjoc8/wWs6ZzLUBYMV+1sryDFukNQAGdqeDCnmGBsIXEwXc07n6ntSFnGKirWcBsbpvcmCU9nAxUuBUZ33rh8w0F6K0T3Pv3mKE9nCuQGLXIs9gy61z0BwmzwCAnotp1jTNNrs5AIg0kFw1DBhHMTYbG9ib9UymWcgzohhXUnbMJxxDeYBKIqSjnvX1Yp1sH8fnd79oDOUJpnlvTYH+400HaG502TUjnSMfhIJmFYf95f2vMNAcMAQoe4phwNkIdDo0EyY9dfPGjbh390t4aPAw5tncPjfxJNbKMdpHdZWXQ56xN9TcM+DQGEt5hk3TrBwXkjjCDafZhei+8z0J7voDngS43UaD59N7fZozN4D1RVpXDwK6JSFhrK8NwFbY3HkBrLoZCfVMBjTwuYJjh0o99Nm/uZ0l3LHWAS4hTtbXY6unr2/0c8szaGYHsICSOPjCTQBYj7PuGQREwFBezeKeQZZxz3D1JMT47M999m/6/h1E06yBXD3sxWc5B8DpDW0wzQWgbmOahfaZgDiAuojurpZnAOVhQOWeUbacs6Xz6cuGhJuw7WmyBW0dqWnWWHKf5VxVTx00G1pfQyphDgvabMpYTw50soU34VHXJw+0Aa4S0+zzhRbLcQeNKqlEJ2lLkqE/s4BmQkDrbcluFyO0ZT+DaV7Ndo5qwSbC4cLF+gKQSYR0OnBeC/QSw4C92b78jgppx06bvXcRiQzNtdGPEERc10wD2e31+po8hi/vPwSAscYXGurac8YSbCIq2lCAehmJxu3HbmX7SSlLG77KaiWm+bbbbgtajhCCz3/+86u0OKoDls1yLstz9EdzRA11r5TmGepFbKgFYhRLZ5oB4JZrN/HAhT7uf6QPnBCgmV2orzulLqSxT3ebu6USekhIkfmtTgT0sdvVmma7/Zuuo05LwNA3fEg951UNAlq+ktIbugLAVoSbGP308+qVhHiAejbzDwI6Wd/lAWxCYvlYtNTT8C82AZVMPfQ5WYCf28Jnzy/P0IC6ZSgPAOoeb2gXgK0bw4cFACv+Oza1y64wFbV/DdDZKJBptmuabWmArp4kILrbYJpTF2g2JRwAA+lW9k4AWJ/lXKyDcAWaaZ6r4zTs30TQiAs0c9DnBepa2p8LNDfMQcCIRHYvakOe4WOaFQDWHTR0iQVpdEAplQEozkFAPUp7OgTpWqQxMOUZugTDAM2NruFkYXXrALRUQD9oJoRgvbGO3emeEXAi0wCba+gvhnLw0JbOB4A9XeBPY/IQB43GJoCHsKel1knQ3NmSbLBLzwwwcC3XHfdAePiIq04WLODOds9IHfX5Ovs9P9M55TynAEDWjgG9C8GaZoCxzVcmOxI008Fl/F2XfY/Ods84byiBsu1cfPLmoJ7XrZ/DD33dW1GP63bnmie5VmKaT5w4gZMnT5b+t7bGP+yU4pnPfCa++Zu/+VB39qiWKDGkooG3/eEclMKQZ9iYZpf9G6C7Z7Dt33rdJgBgtsiQgSdpTdkP0NfcoC4aPqbZO5TnZZp1x47lBgENdrsI1As3BkYVQlzKPX03B3bZgr68N9zEBWB9khCX5Zwv0trouTzTXDV8aJOgVA0CEkJkTy+ALQJ1X7iJvqw1UMUjz9DBZWwH19aI6QqbuxD3DFK4MRDLWeUg+vJO1tczfLgoM836flmdLHQ5g0ueEZvyDKNETw3AimVcbLpkmrPUeaPnZJo1oC1Ac5Zn8jgPxDQnZRAOwPB2lvIMEWyStOyOBEldDa96Nc0OplkLKCENZosmrv9OplkHzR6gXosSeX5N0Mz/XWuBxIn0aLY5Z8ie3EGjimkG7AEnuQDNrXVcmahBu2MuZwlClvNq5mzu3lQtm/M0wEVnQx6/aygPUPIMIEyicdJiO0eHu6AAHorYd/bG9eu824g6ywWcAEqicWWyg/1ZH5fHO/hqi30GX3DqTu+6pL0pSYJlHDQA4FnbzzTkIVdTrcQ0/9mf/Znztd3dXbz//e/Hxz72Mbzvfe9beceO6oBlcXnYG7IfHqrJM7waY08ioACwzzi7CUIASoF5RtACkPDp4TtuVBcpXV9cGj40mGazp88zuUqeIUBvlSSkZI3mBbC6jnqB4k+b33LODmDZ8m7LuWp5hieF0Alg3Qy+WJ7CzTQLEOpP5yv2ZH9PfFpfuAFlLUqwyBflQUAHgNV9h+1DeQewuUurmWYvox7g0+z0hi6AZume4ZRn+IcPjUHAIutrZZo10GxjtwOiu8PkGWVgbQPpbNkCUI/LoKxV0DQX+7F9L1vE2cJN9GW9mmaNpdblFwbolfIMP+sLcIZ43PMC2EbcQEzishXb3Ow50gbZnJrmhsk0+2qt1sUknRoBJ8VgE/Ga1TlD9BRM87RvHVTXS7DHfYummbTWsTNVoNml92XLboAOrizl1TxYDLHIFqjFNQl8d5stgH899ICQUj8NNOfjPbj5YVbbzS35nl4aXwbNUtBJH70kQp9y0FwBMonwah7uWOdxbHUT900GgC9f+jwearM9JQCef+rr/P0IQbR+Cvnu+aWGAa/2OnRN8/b2Nn78x38c119/PX7u537usDd/VIFlA1q9Af9xqmCafZZzaYGFbTcT3HrtJgBgNOchJMhx9kQH2+vqx0ZnF4t2T6am2WM5t2QioI/1NdhtB9Ns1zRX6Ki9ANbuEMKWF4OAK0ol4ADq4m9LBI3oPYs+3yE9VdCIffjQyvoashc3aLb2dAzl6cvZPZN1prkMKAkh6ubAN5TnZJqXDzdJogSE34otXFKJkpMF62k9Rmjg0ykJ0UBzMUq7kmn26IuBsEFAbb8ozbXhQz0RkAeN2JwzAIOVdkk0XEwznZeZ5okxlFfFNPskIQ35fuo+zDZ5xkgOHvpAM3/Nw24TQiTwHhr6Yg5m6y2QKDKkG2FMc5iDxtDCNMsIbenW4WOaufY4S73SFwBYr4tUQIs8Q2OaG3HdezMSLcE0H2sqwHtpcgWU5tKnebeuvoNeTbOuow5gmiMS4RRPBvxK/zzoeA8AxVebql8VaBZR2uCAO6TOdE5JWdNfPPrX+PQa+/czOtfImwdvzxVs5672etwGAV/wghfgr/7qrx6vzcs6f/48fvAHfxB33XUX7rrrLrzzne/E7m6192Hoeqtu/0kvi+XcngTNOtPs08F6LOc0APstzz0HgDHN7LUcz7vF1GgZNmXF1DGPPEPXNPsGAW3hJomPaTZ62h07bPIMU9O8nDyDOsCk3nMlecYBAKyrpwSfHta3uB2A60OlvCd8EJAQoiUfuoB6jW/HPQhoBI3oAS4rDB8CClDOi2DSwW5X9pSDgHbQTAiR+utQpjl0ENDFNMdRLL8rJR21YH0TOzNsjwo/ANOczgERTFErg9ymC8Aaw4d2oFWLatJ33ZBn6KC5Vk4NPIg8gxAVTz1xMM2kxDS7daKCla4KG5EBJ5ZBQMEeD0OG8nTHjtAobStoNl/zyjP0VMBKr2Yuz5j3pQOOAs0bkmk+1tz2MtbCqzkPAM3nutfIfz8yfJT140TQDv/K+4byAPY7ImQousezr561/UwAwBf27sN8wCQaD3HQ3Enahu7Z2nNNvU4DkggBdhzPPvE1AIDPD8/jMnfOeMHpsAwOaTu3pDzjaq6V5Bkh9fDDD2M+t1+kD6v29vbwfd/3fZjP53jLW96CLMvwK7/yK/jiF7+ID33oQ6jX7T8ioeutuv2rooSmWZdncNDcqtchuF4f0+yTEegA9s5bjuPEZhNpzv7WqgHf+EJTX6UzqFmeGv6xXqmEh2k2pBwWYBxLAFulaS6wsJ5BwKoUQi/T7Eg9ZMu7HTskUK8cBLQB9RCm2a1pdsX1OnvqQM/R08qmi+WzRSXTHGo5p7O+VYOATgu4uAakNgCrJCj6j7GuoS4F4+g904Xz0XMjqmOezcsphE5NM2eaXXrfxM80i3XTdOIMN3HKM2wDa4bNnR3ARiRCPaphni9MplkDvDbQ7JJKGKDZYTtHCEErbmKUjgvyjDLTHCLPkIN584lXRtCqtTBKx9L3me0j336UyM+sAM22CG3ZU/gme4A6oJhjO2jmdnNzBZo7dQfTnNTZtTqbB8gz2Dbs8ow1UEo1eYa9HwBEWiognfQBbaCsWMIHOc1TjNMJ2klLA81r2JmwNDsf6wtASwWsBs2bjQ10kjZG6RgPDy7geYmSIV4BuzZtNza9Q3ms5xbopG+kCfrq9mPPwp+c/3PMsznu370P1wOSab5h4zrvTQGgMc1g/tDxyZuC+r7ulldhvBjjsztfAAAklOLOa54ftK5hOzcfG8OsT9VaCTSfP3/e+vc8zzEajfAnf/In+MM//EM873nPO9DOVdWv/uqv4rHHHsNHP/pR3Hwzm8x8znOeg+///u/Hhz/8Ybz2ta890Hqrbv+qKM1PWJQAzeutBnr8b3YWlifi2dwzaBn4xFGEH/2Hd2L4u78HLIBbzq6hWTfXTTxMs76P5aE8nWku7I8Ooq3yjIDQD8DJNFs9k6skId5AFc/NSABQd8oziAeoO2O0A+UZlcOHxaE8z82IOK+W4xfLU32fCyWAb+n9NAYB9XS+cHmGTZ8OaEC9eB4yB+tb4WShbhYp22+LvKEe14BFmd2uYprdmmY/0www8DtOJ+VwE7GOAzQ7gXqtydh7B9MMMH3yfL4wmWYdNBuDgBw0WyKt2Y7okhCPXCJhoHmi9TRAtpRnqL+53DOkJITm7IamZpeOqChtDejKMBU19CfkGR2fPEMyzX7QrJhm3T3DBM3iNQLilKAAjCWmo93gKO2BBsZ1pnmSTuVn1elkgeWYZl0isDPZRbuxJcmJqLWBK5c509zasq2uego3i8UUdDE1JUbFZQnB2e4ZfKn3AB4eXgBtnJOvXcnY+3JCG9xzbqezCew8FAyab968EfWY3VB/vv8VXEMg7d9uXK8emiPtTYBEAM1BA72aASaletuz34T/8v97D/4H7eH/mMXeGzu9Is0VJO9fRnz86hzuW6ZWAs3f+q3f6r2roZQiSRL88A//8Mo7FlIf+9jHcNddd0lACwBf//VfjxtvvBEf+9jHnKA2dL1Vt381lM1y7gqPtt5oNyVoLkklKPUPAvLHUMW76JObLXSPryF7FFhrlBk2HfAWgbru8OGyfwPKjCgRfrV56h0EzGmOnOYm8+eThHjs34wbiSWZZsHaFm9GxP4BVYEqB3GyKJ7XikHAKnY7Fj0L72VQ0Ihde6sS+qqY5jB5xqJCKmFYzqVzB2h2SEIE6+vyha5ysgCcoFmElJSZZrumeRZgOaevbysBfnVATClV+mKXptkF1GsNFvzh0aQ24wYGGBruGeZQnq57FvIM1yCgrmkOidJ2MM1iELAi0hqAaQE3H5uhLlop0GyxnNO8lxXT7AGwjcOQZ4hgE9XP9lRE9mx2GGiuYJqFTnmSTpDmKWISG0zzrmbRtt10g1ipaYZywnCV0PkCwGPjSziXa+RMoy3jtY813fZvAAPYouik7wXNAHBu7RoJmrNmT/59h1vfVTHbAAtVyRAuz6hFCW7degY+c+XzuHd2Gbc1asg5Drtxw++cAbB5IdLZAh3uBCcRyn0lEf7BkOBbL15G+zq/a4ax3roGmgf/G4PmF7zgBda/E0JQq9Vw880343Wve50BNg+79vf3cf78eXzbt31b6bXbb78df/qnf3qg9Vbd/lVTFsu5nX32Q7HVbeEh/rcSI+rxTNbBnfXRk/AT9uiLAQugNIbyCu4ZuuWci/nN7TZTOsjOXKCZROxxslZ6jHapDJs79/DhwmY554y09tu/EQEyM3vsuZdRdw4Cqp7WwTwBYF2sL7EDWNdQnt7T2g/VTLNL0+zqGZzO5+kpwK+zZwH0CnmGaygPRaCuaUblvvJ1nYmAuusHpaqnA6hLptnH+godtc40Z0pfDEc6n9vmrsnW9PQUQ32mPEP9e3V5ho9pbhjbA6A0zYTIcyVej0nsvMkjpeFDOxAUINimaRbAO8szefNwGPIM4YYxDGCaXUOAqmeXr1/tniFquBhhI2qqmYpm14id3m5sujdUa0kypIpp3mxsSPb10vgycqqOZS9R10mfZzJgDubl433DY9hWQtc8WozRG11CG0Ca1LHLA0+q+gHKQSOUaQaYROMzVz6PS3SG/7nJPlcEBDesXxu0frR2HNlwJ1jTrFc+uII6NbXRVUW624rd7l9euufVWCuB5v/8n//zYe/H0nXxIhOWnzpVTqQ5ceIEBoMBBoOB9I5edr1Vt69XFBFEkV9ndBgVx5Hx/wCwED+sWYokiZBmuXTPOLbeBvj1j0YUSaLWo5qzRZzUjNcW2uBbvfAaoNhMkmel1+o17Ycnys2e0EBjrYZYf42o/WnW6+WeUQwKIEJe7qmBC1LouRDHGSel9TK+P3XLa0TTscek3LMWC3mGOgfyfRFMc+HczbVz3rCc11ROZFMkEQUp3FhI2QItn3fxoxXVzO3m/BgJCBr1MiiI+LkjeVreJtS5zQo9M6Ld5NTNnoLdrlnOK6AAL6GOnoLdLvbUWfNGA4S/lmufq2atUdpm3lDMoOs4G/Lcmq8TDqJJUrceYz0uv48AQOuqZ4zU+KzLnhy4pXRhbkO+l+pY5tlChje0LMcIAHGjiQUAZHPr66wn26+F1jNfKNAeN5ry7wuqbgzqNccNkDjObObs2eRAd56rZajGOidNBh6jiEhA2am37Oc1VgA28vQUAHaWTdXxcIBM6i3Uauy7Nc3Z39pJU/6tVC0F0GJPz64Y9EsnahkOoKNGB0kSYaKB4HX+N1ulLQ5MZ2PEMZy2YescGI/TCeKYsBttDprjVhdJEkm5SLfu7gcAUWuNfZNmo9I1Tf/N2dK0yMN0iK1Iu6531tGb9+R/n+geQxK7e5LWGuhoD2Q29O4bAJxun8BXB4/g0uQKolgxvPuRuq6e6h73H+Papvr3rF/Z8/rNs/LfF8aX8AwAX93YlN/F6zbOVm4jW9ti7nSLKeJ8ZtyEueo5J2/D//NF9u/P8JCRGzauQ7dp3mjZ3h8AiNeOIXuU2c5V7Z9eNEu5YweQbJxYYt06orVjyPuXgeHlpXperfW4DQI+3jUasQtAq1X+oDX4j+F4PC6B2tD1Vt2+XtvbnUpx/mHW+rraV9JtYQoAeYatrQ4e2xkJzgjXnd4E7mf/brUTbG2pi382oVK60VlvY017TfcZ3ei2jfUAYNZsIAWQRLT02tZC/Xe7WzdeH11OBIbHxtYaatprjV31g3V8e73EbPWTGrIZ0KyTUs+NffXf3fUG1vRJ8DrBFAwcFtcD4SCk2Sy9tsA6xAPDTitGp/D6+mXOHNEMG5vmY8+YUCwA1JsNY7tkqn5cNtY7pZ79tQ7Emd9cryMqXFy7bfbfObLSunuc3W53O9jUXqs9yvarFifl4weQtluYA4hoeZsA0G6yCzYlufH6bJbI87O2uY6W9poAsd1Wy7rNcaOBDEAtyr09UXh9v0EgIMfW8Q0JJBpTdXk7trWGrXVzm/kigRj7adaAdVvPBj/OQs95nGMOoNYofEZi9kPdKv6d12R/XX7W19sx6pZlOrxnHpnnfpAvkANodtVnZKCxf1vra9aeWOuya0G6sL8OyB/djKRymQUZyfOztrkuP+ukxo6xWWs4tzdts89sDalzmTVLz+Gj8n4ea9ubAIBGJ5ZPuI6tbzi3t19vgc4naMb2zw8AbLQZ6JxjLpfJoxRTAHGjbfwNALqN8vdR1DzdhuBBO/UcbcdyW10GJqfZVG5rnE+RAmh02Xs26StG9eTWlrPnYGuLXwsoNtsRoqZ9uZM9xnTmNEejG6Fda2GPg+b21hY2tzqYUv7kseM+pwCQrm9iASBajEvL6b85N9YVkJzFY6wlNXktWD9xAuM9Nki23uji1PFNZz8AGHU3MR/toZZPvPsGANduncFXB4/gyvQKmt3rIbj1cVOB5pvPnPOmy9G1uroWYIKNip5r6zciiRKkeYpHsz6eAeD+tSaAKepxDS+48Q73kx+xf6fOyOtWN56ivlXN4G5tdXDtxjU4v38BAHAubuOHv/5NpWubKP39AQB64gzmXwLoaKfyvOq12HsMPe5Osn76XOl3z1fT7dOY9C8jmizX82qtIND827/92ys3eM1rXrPyur6iAZnkNsAaut6q29drd3f0hDHN6+st9PsTZBm7UExn/IKRp9jdHeKBh5RuqqXJA3r9EfZa6hFePlYasvEkQ7qnXtOnraeTFHvaawCw4NhvMZuVXhuPFGu1tz/ABtTr8776d3+4QKS9tj9UDMxgf4qIFAaVuGRjMpqUes4mioHc2Rsgbaj3YjqayPVL6y1YD5qi9Fo+UP2H+0PMi+dgqi7UV3b6qMU1+f6kc8aWLTJibHdX0+1Nx1l5f7Rt7u3sI9J+DAAg4/7Y83RhrEvzTFohTeY5qPbaYMTOa0KSUj+2LXaussXc+rogd6eF19M9dSzDSYap9po4r/mifF4BIOMW//PJ1Po6+D5NCp+v6YD/O0rQ66kbuz0NiEyGKfYyc5v6U5XJcITM1jNnAHw8M/dpPmZ9ssLnZzRlQCTKI+sxpBPVc393H0mtvAzhuszR1PxMZ3xgbZ6qbe9OevL1xZRae075V48uZtjdHVqvWxE/Tr1ntqOuGaMZ5Gd9nxMK9ahuf58ApOByj/HYuUxM2XVoOFXLzPbU8YymwEYXuLSr9iOfE+f2UGsC8wnG/T7g6pmXe04G7HOSJ035t70R+1sjajj75ZrCY7Czh9mWfbkoYz1H87E8/4sRuzVYEHYOL/TUYBad2j87ADBP1bV79+JlxK55urkiGx65fBnHk468FkzzGvb2Rujxa30D7mNk+8jAZjruy+VsvzlRziz9cprjK5cv4KZYPTUYLRI8sscCLrYam95+AJBzd41pb7dy2a0au0G4MLiEAVgPUm/j/B6TA6zVu5gMUkxgH2oWRRod0NkIoyuXkFf0BJiH8fnBI/gqt9G7N2Y/gLds3YxRf44R5r7VkVIFaHuPXkAt9g8rivoHN7wEv/eXH8Czh1N88+3fgna2VjpHtvcHAOY1bnM3HWH34pUgdhsAFg8r84dx1C397vkqazP2f7bzWOV7+WRWKKAPAs3vfve7l2ZMhfby8QLN7TZjKWazsmZO/K3bLXtBhq636vb1ynOKPK8G34dVWZYjTdkXJNcsuNPFAhf3FPjc7qovyjxdyHUAINdsAjNExmvThXqNUPM1QAFYmmel10iu9me2SI3XM+0xcEojRNprc64djUiEPANyFHpyfWxeOA7+otr3+RydWOspNKlRUlpPuC4QlI8x14NhFuWeRO+5WIBQTQOdsu1SEjvPa2Q5r7mWF5XO5ogS8/UYStOsr0u17eYwe84zpdsunTdo76XtvAKIeM9FZvZM9c8PjQDtNXFeIzh6yvdybn095jrqeWbuUyZ6xjXPebX3FNrJfGHvWSMc/BW/J1xfTCOz54z/vVb4u9xXbegynU2N8yMqET2zufX9zLXjHGvODwnKn2UAyOWAIEU6m5Us69hxqkFAsY1spm5A8qiu9WR/b8QN+zkFQPmAYL6YOpcRg4uTdKZ6TkVPgox/HoaaU0SduHuSpAEKIJ+NPT2VplleK8X2a035txGXS7SSlucYlY46nY6M65ZezYgtl9IMk/kM9bgu9cW0xrY/0CKuG1HT2TPXhhLT8RC0bR84a2lylf3pEBuabCqvtVlPToK047azHwBQDmDpbITFIjUkIfpvDkCw1djEznQXl8Y7SDUteFbrYHfCbn62GlvefgAA7r+cT/qVy55sMoZ2kS+wM7qCNQBorePymOl2jze3q/uBeTXT2QjZsBe0/NnuGZwfPIILZIH9OMKjhP2m3LZ1a9D6eUPpqNP+LkjAOgDwrMYpXPsIO5dR239s5vsD4/My711GvH3Otlqp0p5K9KPtY0HHJ6vL3p+8fwWLeVqaIXqqVRBofvvb3/6EygxC6pprmBD/8uWyuPzSpUtYX1+XwHeV9Vbd/lVThjVaJocAG/UYay31mCorpvPp9m8OVwnAbsdGPDZlsTGU5x4+LCYCythu2xAgABLHfHjMFjTisbkLiLSuWeOldfcMd7gJ207RpszhZGEMAvq9oX3Jhz7/4uJQnhhs83omwzMIGAn7t8LrDicLff98g4Bso1U97cdJiv10n2ZXz6QOOk+ddmyiZyncxOWZXOEQolviuY6zLofyisOH5Z76Mm6fZn340A6are4Z+hCfJdzEmc4HbTDP42QhPJ51yznp61xrSHBmBo14XA1E2Miy7hn8JkBn3UQioLdf0pBDTr6EPn2wb5xOGGiem4OAustFyCAg2293z642lNefDYzZEFLvIM1T6Znss38DoFIBKQVmY6DpJouOtbaxM93FzmQXVEaZE5BGR7pn+EI/VE8epT3xDwICwMm2Gtq7NOthDczreWeyI/cppEh7A+hdQB7g1QyoYcCdhMikPAD4mmO3hvVrdtlgeZ4hX2IYUB/iizphxyZ7dtXydHgFCATN0m2j1pIBO6ElhyppBjraXWqQ8GqsIND8Qz/0Q4/3fixd6+vrOHfuHD73uc+VXvv85z+PO+6440Drrbr9q6WK1mgCNB9fbxaAnSedr2RTpg15+aKQl3TPCOlpDeDQetocO3SgXfKjztxe1F73jMpwEzdolsuXbPWq0vmqbO748CHNDGs973mtcLKoTiHkTHPxGAOAusuOrRqoc6bZZTnn6MfW9fd0AnXhnlFysnD0DPRMZttwxFpbEgFpngLi+2cA2GonC8M/2HFz0JCgWfdM1p0syrHXTR+g5Mv7HDus7hmcOdfdMHSA6+sp1nGFmwAKBKc0wyJboBbXVOqhZvU2lm4dHvs3QhhQn428jh26Zd14McFGraNugLQhQdvypZ6aRZ3Pdm5TYzF7s31QjfQizQ56MyWj2tKWtfdUIJnORka0drGON7fxJQA7011QITdotJGCYp/bsfns5mRPbjtHpwNvcAwAnNQ8kS8uBrgZYBHaU0Z4VdnNyZ5LRGkDMBwr/uAYu5k53jpm7I+3H4lA2pugwx3QQNs5wLSoI0uCZiPgZAmv5pwnEEZrx5cmUKM1dVOTDy4jeoqD5seVJx8O/RY1B62XvOQl+PjHP44HHnhA/u0v/uIv8OCDD+JlL3vZgddbdftXRenWaHmGi3vsonxis1WwYiuydrpnstv+zRf8YbNiM3yaS6yvO2hEeia7GFEfUNcBLHUA2Lh8HJkvaMSI0S4DLfPchrHbVZZzZghH+ThrrpsgwzPZHm5iPUZoQN3hDe1mfXWgblqjpZJpdlmjCaDuB81OptkR201A3E8qpLWeHUzWXTZ3YvnYxTS7me3ifherIaK79X3SwK7BNGv71ajyaYYbxDbick8D1GvbmC7BNPtYX+HYMctmaoZE9LTYzQF+5lex224Aq4ejTHhgCiTTrPdkf/MBWLaOiNIOBM3pxFhWgGDBNLeSCs/kehhorsc16dW8N9s37OJIo4u9mQKGm80K0NzUQbP/N12wuruTPWQT5dHcm6p+WyFMs3DiyBbepxUA++xucQu7yzn7/EyaHfkehti/sZ7hqYAAcMP6dfh727ezdTiQ/JrtMJZZ9lzBdo6OONNMiGGVF9QvaSgWfxgOmqkGmpctw6u5f8mz5FOjVnbP+OIXv4iPfvSj2NnZQZ7nKvedUqRpil6vh0996lP49Kc/fVj7Wqq3vvWt+MhHPoI3velNePOb34zZbIZf/uVfxu23345XvvKVAFh64Sc/+Uk897nPxbXXXhu83jLLXQ21sz/B/7r3Ip59E7fy0cFXlkpN8+nttgEgvJ7JHkbU62FslS0E9iyAG9HTFUnqk4QYANbV0wLgUgnULT1JBIAAoHZJCPExzSI0xg5gi+urllVA3exZt7DEznQ+F4MvziuloHlWks3okdYGE+RgmnVG2g3U/aDZ5dNs8y/Wl6tFiZsdEex2RaDKvPhepnZJSFWkteGx7Izu5gBWZ5r1ZWNdnlGdzqcDXhfTXNcCVcT7qYNmskTQCKAB9cXMyRQK0E1BMc8XaMR1JZXQ+umguelKBAQk0PYGqiQmGF+vrykQW1tSngEGmin8oLllMM1jgChZhWKa2d86FSAdtaaShFSkAm42NpiP8GwfFOo4SKOD3uArxnK+MpjmioCT45xFTmmG/qyHDhjoNoNNNr3bAFBKBawaWDvVPoG9WQ+XCfuePlijAP/6nOmUbWNtFUmmuQ9Kc6edn9xHQvDaY88D/fJf4y832ft4x/HbgnqpnpvIER5wAm1Z0t4sXZdDiqwdB50OkC8BmgXTvIq0gjQ6TNIxHz8tvJpXAs2f/OQn8X3f931IU/WDqbtNiP++7rrqlJqD1Pb2Nj74wQ/iPe95D37hF34BzWYTd999N975zneizv10//qv/xrvete78J73vEeC5pD1llnuaqj3/Opf44tf3cP3fOstePHzzhmP9CeTKQZjdgU5uc1iW8WUs4/1demLAVcIh5v1NYF68ZG+ApPFH9fMB2ABL1CPiYOBBZz6YsAP1AkhDFBmC4c8Q62zKPUUjKgHNFs1zRrQsvTUWU0dnFIH66v3TKpkC2K/C+dCrEdBmVczEU8ZdHZbbUPXPjuDP6rkGXGFdrsklaiQg0BjbR1MszPcxBGjXZl6qO+LE8AqSYgEnC6mOSTSOkgSwgNQQLEQN16GplltQzDNDQ/TLCUhNGPXA8t7oAPYaTpjbLdIPbQwzQTEnUAIjfUNBM0C/Bc1zYtsIT9jvnQ+tg5nfj2guauxw8PFGBQa2C0wzVXxxIQwfTCdDioDTrYam3hk+Ch6031QwoFvnIAkdck0RyTCet1tmwoA0GztqkCzrh/emQ/QARA117BrBJtUyzOiYpR2RdjIqc4JfGHvPlzmgSafp2w/u7UOrg8M/hBMM2jGZSgV5wUAmezjlVeGuGaegtz1GnzN9i1BveT6B2CaxbrLVtTZRn75wWDQrHs0R93VpBXR+gnkVx5CPvjfFDT/0i/9EhaLBd761rfihS98IX7yJ38Sd9xxB1796lfjvvvuwwc+8AHEcYz/+l//62Hvb6luuukmfOADH3C+fs899+Cee+5Zer1ll3uya8FtZb50vocXP++cwWbu9NRjvNNb7KKckBhzmlv0xe5EQH3Z2CaXECmEFaxvaShPSiV8+mKX9tataTZ7FoG6YJpNMEgp9cZos3UYaLbeHBgyFEdPL2i2yTPMpwbFcuqoddbX8dSgkvUVPQuYpwjU5XYckpClmGYH6yvWy2mOLM/UTU2FPMMJYIEAplnJUAy9eEWMtjMpj0SsZ7aolIRQMElLLa6ZTLMhz5iX1iv11IG9AzTrYHSWzVDXtL5I6gbrFqJpNmKIFzM7aNZA9yybAlhTPS2guZk0vXpK2TNA0yy2S2kuH//LCG1DDlLF/Ap5hhvANuMmalGCRZ6iPx+Aaql1kmnmkpJOBWgGwFi76aAySlvILpimeZP146xxj4Pmjfq6Vw7C9rED8XQtVJ4BADvpGNfBZJrrUS3oGIkWlEIrorQB4CSP096vxZgRgs/PGTN6+7FnVR6f7KlJHeh4HwgAzfl4HwTAXYMFujd+y9J6X9LeZP1GvSB2GwByPgi47BCg7MnZYiG5qCo62mVDoNq6y1a0xkHz04BpXknT/Ld/+7d44QtfiB/90R/FN3zDN+Cuu+7CI488gm/8xm/Em9/8Zvzar/0a+v0+fumXfumw9/eoHHXdafYFv3BFeNYqoHVF80Y8tc0uWALclWO03fIMnZW2gzvBNPtZX2d0t2WbVYOAEgzadNS+QUAHUM9pLlOdXOx2qCTExW4XJSGpcV5t8owC61vqaWd0zUHAItNcMWCpDzxaetYMFtkC1KPY+AGojLTW9rFqEBAwz5lc3sn6urkBxTQ7nCwix3FaYrT1SGsvUBfrVEglAE2i4WCaxSAgAXHf5Oma5opBQEBjr6Vbh7Y+pUHuGfrwoYv51ZlqwV7bBgGrIrRVTyHP8EklCkzzYgaI2CeuaZ5oQ3lVoDlE00wIkWxuf26CXbH+OFBDDSgdNK2QZ4gBv71ZTzLEwn1DgOYqaQYAZhEmelYwzWu1rvzO7PDwFNJcw960B4ANAYYASzEICIQ5aFyjSTB+/1gHfa5Xv/3YsyrXlT0N0NwLWkcsR9obQYC3WJFws6BZ0M0BoLTIRBvqW64nW4+O960EV7FyDVyvOsQnHDTo04BpXgk0DwYD3H777fK/n/GMZ+CLX/wi8pyxnbfccgu+6Zu+CX/+539+OHt5VJV1/Wl2Z/7Y7hhplhugZ6/HLnT1WoTNLvtxFIDQyfqiLM/QQYNtsMonzwhhmm1OFlWWc8E66lJPu3tGFYDVe1oZdYemmVKqjjN2n1frwKMBYG3yDMdxGvIMO7tts9Vj++gH6joQ1W3P3E4W1Uxz9SCgrpHWlkntTHOV/Zu+n06mWdum2B6lVMozdAu5lGbyhsuXBiZArwvA6kBdAFjXUN4iU8y2C4wYTLNjELAel4G47KkB4HmuYru9g4AaOHUNH+qa6JnoJaQYhqY5XF/MtjEHze0+siWmWQP0gvWdGE4WYT19oBmACZo1Vlr0HPKAjE6tOmBBAN8qeYYAxIs8xYg7V4h1hTxjq2IIUPVkDHUVu00IUcOAPAFUZ5pDhgABMAafX9fyaTVovnnjRpzmwR1CXxyRCLctIZeQ8gyEO2iIocFlB/JkT40tDhnMo9lCAvVoRdBM1sR6VA0V+noeAmgma+xJAJMV+b8rV3utBJo7nQ4ybQjq3LlzWCwWOH9epcbceOONuHDhwsH38KiCSjDNWU5xcXdsgMHdfXZxPbXVlj+s4tF2UdNMfe4ZSzDNxUTFiEQg4ClzRUmIQyoB6ExzhTyjQrZQZLcVuHNLJZxAXQCiqpsD/XVD9mJnfYvrq+XDLOeAApg0hvKWc8+ocuxwsdtKK768/Zs+CGhL5DRAcwBQlzcGB9A01209HV7UC20bfqAumGYXUHezvsY+QwHcYNY3hGkWkg8hW7DogIGKQUDD5m55plkfypNyEN8xoiAJ8fQU16GSk0V9eXmG0jT7Aew690LuzwZqWUKAWhOUUuzPGctY5Zms96yUZ+i2c4sC0zwNZ5oBgHBdcxXTDCiLt71axNc1meagfoRIiQYNAM1xFOM710xW+RkbN1Zq0o2ezS4f9A530JAAlsssli3DAm4YAGB1u7m1gzHNrGc1UD+IR7PsuaGeBOT7F1faxtVSK4HmW2+9FX/1V38lf9huuukmUEoNT+NLl5761iJPpbrulHqc9ciVkQFAd/bYhe7sccViCKbZKVsAVtY0s+24md9QqYS+rHsQ0MNue11CXE4W1Uwz8bLbFRICoHRzUDUIWNIX+3rmek+3PGNRBZorHDvcw4euoTy1TKU3NGB9P109KwcBffKMFZhm42bEYf/mdLKActwIYpoFu+3QNAcN5UUJA2iAU9Nc1+zqRKqhZIhr5X6VPWurMc3UMwgYKs8A3MxvRCKpqR0uRoY9neg50YJGKjXNcvgwjGkezDWmrc5IjEk6kZ/nINAsvJorQLPuv9zj7hxodJDlGfqcea7yaFY9w5hmQLOdS2LZUwwChjhnyJ4y4CRMtnBLXsftQ3XDs6yTBSGRBOp5INMslludad4E+E0cDQDNOshdlWnWh/lCdM3Cz3kVj2bZc/OM2l6vmkyl6czr8f5k1kqg+RWveAW+8IUv4M1vfjPuu+8+3HzzzTh37hz+/b//9/i7v/s7/Lf/9t/wB3/wB7jpppsOe3+PylEnt9po1NhF6uHLIwP07PfZBVMH1oJpdskWgLJ0oZJpNkCzTWPMfXYd3tDWoJEqyzmfY0eAN7TfyaJC7xtg/yaKGq4kHis/j/81246lp8vmzgDqLqbZ719c2g4vUyphA7Bmv6WYZkdP58BjxVCeX1/s92m2sdumQ4g9nc8H1FHFbutAXWzTyTQL0OwB6YRISYebadYlGKY8Q9c0hweNaIDaBZq1nhPh1Tx3yzO8YSqAYUvmc9Do1hkAHM6HJri2MM2h8gxkqVOLDwDrvCfTNJtpgHrQyGY9BDQHyjM0gNrj/sWk0cH+vC8lNpuBIFb2DGCahe1cP4mQAniULOT39UQrHOhJ0BzANAMMXH/HlSE6GUUraeG5J58d3Ev2FIN5SzLNZEWmmUSJBNx5iFRCA82raprR6MjrQRC7zXXIBwklIe1NeVOb7/lBcz7uYfif/y+M/su7TGOCq6RWAs2vec1r8MpXvhIf//jHce+994IQgre//e14+OGH8brXvQ4/+qM/itlshre97W2Hvb9H5agoIrjuFLswP3hh39DNRoRdIK8/rYFmF9Ps1cHqTLNH01zcDi8X0yy/GJagkeqBNaEvtnkmu23u1MBa8cYgQHsrUgitmmb78CFNQ+zfHH7CkZ9pdmp9DyLPiHSgXsX6lnv65BlBkhAL8+s6zip5htPiDtrNQYV7htHTALD2fao7gkYATQe9hFTCpWkW8oyGRyrB9lP0DNc0y/2zRGgDVZIQjfV1SCVqUU1KJWbZjN34iptbh3uGr0zHDg9olkzz2JRn8Ef5AqTXosQr7QFgho14tJqCaZ5mM0y5A4VYV0gzgDCmGXUOYGdjq4xJVCOuy8HCfcq/l42OHAIElpFnCKY5QJ7BmWZKCHq1GJ+bPMa2AYJbt54Z1A9Qw4Ahg4BsuT620xz/bNTBv/x7Pxaun9Z7LpEKSBczJWFaETQDCvyGaJol0xzXDf/spfoRooYBhfTC15MHkghd8so9Oduc9x71Lpud/wywmICOdoOebDzRtZLl3HQ6xb/5N/8Gb3zjG3H8OLv7eNWrXoW1tTV8+MMfRqPRwD333IMXvehFh7qzR+WvZ167ifse3scDF/rIcU7+PeYDGdefUl8yAUK9kdZeQFkdMV2EfwIsOYcPrYOAnGleIRFQtxoq9lRAfbkbA2OdKnmGzjTrwNIxCOh064gi9nidUmtCn8uxw+vTLLTirvO6olTCGS+tLeMckqtgt60MrLYsKbhnCKbZCdIByRS7WEK950JKJaqZZt8gICoGAWuRZZuiJyHGEx0ha/BKJYAAptkyfCit2HQAq4FmH9MckEJICEEzaWKSTspDeUaMNlu/5Qs2AQwdtC9Ku1vjTPNiaIBrwRpPAiK0i+sAYFrllh306l7Ig/kQm1Ayi/3ZcqBZyjPylD2t8NwwbTY2ME4n6EXcMqzRwZ6ezrcsaA5gmk+0FCP55VYNnx98FQBw48Z16NarBx1VT65pDnWV4Mt1mhuVfteuilobyBDGNOsOG9GK8gyAOWjklx4IY305aI662ytLJQCuh+5dqNQ00/lE6bY3T6/cj61/DfOHrgLNe4+wfWx0g7yyn+haCTS/6EUvwktf+lK86lWvwqlTSuB999134+677z60nTuq5eqZ59gXdzrP8FhvBvE1TpDj+EYT7ab6YRQgtBSjrQPBkva2AlDq4MRqO+fXNNvlGRWWcx77N0IIEhIjpZknEdCeQMh6ujTNPpcQDUxSHUzq8gyX/Zvn6xjVgGzuYH0dTLNXny48jAPcMywsrHMQ0KFPrwxwKfaslIQEOHYEhZsIptkFYC0uIbqswsE0+yQhlTZ3OlAvOlkkDePHMsj+DQzEUmBJplnoi8tykMqecQ0yuc7D+naSFibphPkU60DXAOqh7hm6jtoXNsKA23AxMtlhLgkZy34BQ2ShTHNDA83pmIHmugmakyhZynIOYGwz8YHm5gYujB5Dn+uLdaaZgFQHm8ienHBJZ+z75ul5pnMKZ+IOHs1G+LPNDnYGDwMAbj+2pMZYMM3TgTNVUi8BmqPW6gBWSiUCmOZcA80HYpq5g0aIk4XQF6/qlywq6h5HBlT6Juux19F6WLKis+cWZ5r7Fxmp5vgdyHfZ5yXaPnugG4PHq1aSZ2xvb+N3fud38MY3vhEvfvGL8b73vc9wzjiqJ6eecVZdLB68qPRuMclx0zUmg+EcytOcLErpfFTZv9k+zIaVmmcQsMQ0e9wzqi3nuFTCAmBZT85uOxMBl3SyALyOHU6XEJ/spSJoxFhnGW9oAcpIXPIQrXbP0J8a+FlfG9NckmfoLGxAWp6N+a3bhvIA5yBgiDyjimm2abd1tpY4I61DbO6qAWzRp7nIpk8DNM0AFLu9sN8cRCSSxyot5xYKqMt+mtTCJwkxdNSegR7BCI7TsSHjEExzmqXyvFeC5mB5BgfN85EC17Wm/I4oz+QKZhsFoB4gzwAgPYSFhlo6Z9TXwzyMNba26vG1YJL3E+Fk0ZWgeb2+5pwVKfVsqqeUVWwzIQQvihmou1KPpX76jiU8k1lPfs6yhfNmTy8BmomD7Q/qKQD3bOTVqAMmyF01nQ9YzjdZZ5oPUtHGab69K97jzPcfU+scmGnmw4B55o3TVqD5nHOZJ7NWAs1/9Ed/hN/6rd/C6173OoxGI7zvfe/DS17yErzhDW/Ab//2b2M0uvp0KP871Ea3gZNb7EL8d1/pyb/HyPHsm82hgdjh00w9UgkByJwX2godrGKaC/ZvDqmEvn9Vnsk2kK7vqzOdryhBqfJMNnpWAXWLqwTglIQ4HUKgMepWqYQj3MSRQKjvW3AiYKEMRt0ilVjFp3kZpllKCChVN0CJ2TNEnqEzzTZ9qA5gFxb3DJNp1h1CfEwzB5tOHXWZ3ZZAvQCapaa50o5N9HSDDwG8JfhflJ0sBEhPSOwfdtR6+obyBLNaZJpFz3Hg4CGAgntGNWgepxOkcihPMbwTDqRbAXZlpqbZPZi3psszuE69yDQH6ZmhhvKqegJKs7yfRKC8p/Jo3gzqx3pqoDlAZ/rctIFmpryyNxsbONs941nD0tNIBfTrmmmeSr31gUCzHnBSIQuRcoooPlhPCYCpYSlXLEqp7LnyECCvaPOU2CjyfbfTmQTNce1ANwYAEG9eI/+dORw06HSo5CBbTyPQDAB33nknfvInfxL/43/8D7z//e/HS17yEnzmM5/Bu9/9bnzDN3wD/tk/+2f4i7/4i8Pc16MKqBc8iyXvfPZB9XgpITmefbP5OCeEaS5WVqG9rXLPcDLNDqmE0XMFeYa+r2XLOQEo3RIUd0/hJ7wMaPa4Z1SxvoCWludnt63uGQXQTCkN8L/2s75O+zcZ4GIfBIxJ7I61rRgErASwjp7eQUCdoa24IVkUAWxhfZNp9jC/FY4djPVl51d6JjuYZumeUTEIWKWjBhRoFtvUJSGyXxrYD1Ag1gPUhf3bKB2bzLuQSmgyi0qmOYrVkwOPPGNNCxAZzxkAJBpAHi3Y3zpJQNyzoWl296xp0ou+HMpbFTRr+1Xp1bzJdi2KMI0IY5qX9GgGlmOaAaA+G+EFfc3+7dizln7UHml6Vjr1A1gdVB8aaK6QaAiLONLZWikNUJQeh+1z0KCzoZSGrWo3J3tuaBZw+26NsfBUjtZPHegYAYCsn1CBNQ5ds9AzA0D8dGKa9UqSBC9+8YvxH/7Df8D//J//Ez/7sz+LG2+8ER/96Efxlre85TD28aiWqBd9LfsyzKm6QJ3ZrKPbMoGDZH1dSXke1rfS/g1wxFpzHbXDM9mqaQ6UZyBPrUyhsJ0r2dxJHXVxQE63f6twz3AxzRYWn3pdSZaRZ5TBJCEqQnlhAeolCUqVdWBxHy09YxJrQF1jt52DgOH2b66edn2x7hBiZ7e9Dgh6TwugNHpa3DP09efLapo9AFa4byimuQxgAX0Q0C/PIHIQ0A1gBZM7SacsUU8MWOr2b1JDHSBdCGGahTyj5GTBmWbtb0E9hVzCp6PW5A2DlINOTWYhPIx1HbKzak1A+OwGpgIOSc731bScC7Gb09cDUB2lrSX+7ScRGwTknsmhQ4BAgd0OcNCg0yH+3v4YCb8k37mK/dsSUdo6K3wQ0BwtkQoo5Bk66F2ldNbY56BBB4dgNyfWXzuuAKwmwSiWeE0PJ1m5Z5RIXXS+ZwfN+a6S+UbbZw/c8/GoA4NmUQ899BB+7dd+Db/2a7+Gz3/+8wCA225bTvh/VAev09tt3Hb9Figi5Bw433HjZmk56dPscs/wRFq7HRd0HWy4ptkrI6jS++rrFG8AYA9xoXnGnCiAEtOcBWma+d+XYppDPJM9MgLx2hI9FZte1Ppq9m+uGO0ohgzEcA1ZWoB6lTwjJGgEsLPbEYm0njbPZG19SiUz7D2vFT0JIRIASybZEW5iDgJW+zT7WF8B9IuJgPr+pnkqv0vV7hl+yzlAMbnTdGosRyxMsy8NUK4nmGaPprkj5BnpxOwpQLPGGFfKMwDpoBHingEAIx5kIpjmnObo80jrkCE5QiLJqAdHaQt9cb3F+zFAGMo0I1ASApjAeC9JMCS5ZLaXCxpZjmmm0wG20xz/NLkB/+TZ349nbYdbzcmeujyjwqtZd7sghzAICAB5hYOGYIXJAfXFpLUmfxN8DhqHEWwie0YxonX2VDrv2UEzpVS+dlA9syhlO2eXZ+S73Dmje8y4ObyaaiX3DFE7Ozv42Mc+ho9+9KP47Gc/C0opjh8/ju///u/HPffcg2c+c/kvylEdvN72D27H/+e/3YtslyACxenN8g+c0z0jINI6RNNsDzexa5r9lnNVTLP29ywrbcN6c+Cx1QtyefC4Z7D1yj0NeUZpELDiGAFt+NCtg53ADmDLHs2ZsZ67Z41pfV0uD1ENi3zh8Gk2t7sIsn/zM81sf2tI87RsxQZT05zRTA4geQcBDabZ3rMR17HIF0pHrYNdi+VcLap5H0WTihhtQA0SzoRPswDPGuury0Gq3TOqgboAzeN0YpVKAMCUD7FV9QOgDQKGMM0TZDPdyUKx3sX98xWpNUErenY1O7IhZ86FzGK4GMnPTbCzRL0FuphUAljBXA9jzlU12hgtxvJpX7A8I4rYzcFiUqkvPtY6hjoizJHjvrU2sHufPL5blwGySYNdKzXtsK8EsL6hfQqNJZP5ZNVa7PqeZ8gr9MV01JP/jjqbq/UDv1mrNYHFNFiecWCmmUQgnS3QwWWvg4ZiocmB9cUAGwbMe486mWY6G8rI94M6Z8iemlezzRFFDgFuXZ0sM7AiaP7d3/1d/N7v/R7+8i//ElmWoVar4Vu/9Vtxzz334Bu/8RsRW0IqjuqJq/VOHf/Xdz0Hg/9UZ48pffpil1TCGmldoWkOdc8o6aiFPMMN1J364hJQN3/ME5sMJQDA+noqAOsaPizfkIQwzZUAFnAOPCoPbIuO2pPOl1S5PKTzSnY7KEZbOFn47N8CQHM9qmGCSSXTHDyUp4Fet1dzHViMJICVlnMFz2RhD+d1zgAUUKeZ03qpIeUZhaE8bX/NSOsq9wwxCOgDzQw4TtOpwQ6biYDhmmbBFvskIULnS0ExnY8QA2zoiJ9XXZ4RBJqlPMNnOadY06F4TznT3J8pRjMcNLcZ2AlkmgexYJrbRhrgRqA8A2C6ZhoAmmtRgtuiNfxtvo/PtmuYXmFPgbcam7imE84eEsL00HTcq2SaaZ7L/dIZ6mWL9VzjPf1Ms7R/i+sGE79S39YG6GLq9Wqm6Vzu00GZZoAxx9ngstc3WbxG2hslKdoqRYSDhotp5npmACCHxTRv8WHAxRR03DPAP6UU2R4DzVernhlYETS/613vAgDcfvvtuOeee/Dyl78cGxurPxI5qsenSJQwTsHmmRxZwCTgZX0PrGmWYNIhCbEC9aqBNdOxwxmoYgSN6F7UbqZ5lUAVAKjZhg89mmZ1jB73DCnPsAM7sa7JNIv30u1k4ZVLiM+Ph90u9xRBIwVJSBY+7AjYBwEBXbbgHwQMl0roQN0Va20CWKXbrhc8kwOdLHTAmS6Aenn/hBRByCEkQ6yxvjNtf0MTAX32b4ppnnqY5sCgEWha6ADLOQAYL0ZYg+nWYcgzQthtAdQ9THMtStCMG5hmM4yocLJg6wmpBLAE81sXkpAKpllompMIORho3tfS+YLlGWAaYzrcqdQ0A8AdWQN/S4B+DHz68mfZ347ftvRgHmkw0Fw1fEjnI4Cz2QcNpyAtDpqrNM3cdYJ0Ng/s7Ru1N5D1LxrhJa5+rOfBQbMA3tQjzxBM82GAdEBJLuhsCDodlm5wDLu5Q2OalYNGvvcIIh00azeeV6vdHLAiaD6SXzxFyuft63CV8OmLKzXNuuWcjd2ucrIogEZKqeENXdXTKgmx6ah99m8BTDPxDOWx9SxAXZcRlJjf8EFA1/ChYFNt7hmuCG22XjWgdDGwgqW22txFxWOsdrIIkWeI9W3uGTr7otvg+cNNNKbZI88ANJDqSCBUoLmC9TVuDmamA4PsyQCiZJNF0IjWc2YwzaGWc2FMM3UxzdIX+nAAbEcDzSMOmm0R2vWoFuQpTAI0zaxvB9NshiH/vhPpmbw80wwJmsOY5owQTCKCtUYb+wMFTJYFzQDk43NfPWuWI25QZIQgp2wIcVnPZAAgTdazkmnWWOFVo55Vz/XSNq09hU3ZIcgWhJY61yQfxdJdLg7qmQwoiYfPPSOXHs0H0zPLnsI3GUwuEZ828ZzUOtdaBxquNHpuXSNlPtmjX0Ry7g7Vb1c5Z1zNoHmlQcAf+7EfOwLMT4XiPzK2oTw305wZ6+pVrWnW9cU+AFvUNIueBQY2CMBWSEKIbUBOLeeyf4tI5LZGk+4Zfm9op3tGsWdAuEmlzZ3lOBWDb3eyYD09gLJi+LAubNGyMlBHYme3vcdISKV2u8T6HtgzWQO4rojpyATNkvUtnNdZKKA0etqPUwzaCTmEPWhkGXkGfz1PnZ9bwTRPMjPS2mCaOYgNGgSUkpBqeQagPJl1tw7BNIdIM9i61fIMQKUCjsGdLDjYHnB5RkzioHQ+QGeaw0AzwNhmxjQzeUY9rocx6bInu9kI8UxuzCZ45lh9tmtRDbdsPSO4l+zJAXBVTzrWnCzaBwNbMhWwyjOZg+aDJPPJnjxtjw6vOJfRGeHDYZo5EJ6NrDeZlFKZzke6xw/cD1ABJ4DdQSPvc7u5zdOHlsxHkjriM7cAANKHP2e8lu08xBeKjH272urQ3DOO6iosD+hZJdJaMc0VDCzgALB+b2gfI1oplQCsHsZKR233THZKJQKG8pYCsD7QLLXiAUzzEuw2XJrmLAxQ+ryhWU+TaWZBI45EwBDLOa1nsCTE8ExeQZ4RV4PmIlB33RjMpKa5yv5N11HbezZLTDOXETjkGSEx2rIcxykkFznNMZsrYGS4ZwTGdgNYmmkeZyqdT/6NA9FmIIAV1nG+noDyah7FHAxw4Cvt5uprwUBBPimoAOpGlHbMhvn2Nbu5ZYCJ8GoOkWfQ2Rh3DNWNy61bz6jW3dt6hjLNh+Rkoa/vk0oAmjzjEEBzJEDzpO+UM0ntcVw7sAQFAKL1E2rbFo0xnexLWUy8dU3p9VWKNNek/tsKmoXd3CFJM0TFZ29n27/8oPFZSh/6NOt34sbSU7yrqY5A89O4JAvrAbBO+zcr08xeC0oEtEolysNqxrIlBjZgKK9CnmGN0Q5wz4h9jGile4YHNJOITb8bPas1zb4bIEABQ6s8w6Pb9gNKvwylBGD1c+wCzRU/1qQCNHuZZlv4SUVPUqsGsMWkPCrt38wL+zxUnhHCbnOgWg4aWU2eoTPUrsE8PQFvMlc/ZnKgj1LJbofYv+mSEJrn1mUMpjkTNwZlTXMIs83WDZdnAMCQg2bRcymPZtFTsL5LMM2DRhMkilSE9hLSDAAAl2dU6agBplm9bTRDwic+nnPijoo17CWZ5kqphADNxPBaXqWE3IJO9p1PSGieSaB+GPKMaO2k/Hc+sLPNwuWCdLYPhYXV3SJyLeBD/e2CddmDFCFEMrpFoE7zFHmPM82H4NGsl5JkUKQX7mX9R3vILz0AAKjd+PxD7XfYdQSan84l5RmeobyS/Zs70rpyYC32yzPcTLNdEqIv59I0G+y0J+7ZAOoB7hleACsjrTNQWgYDdss5ezofWy4AqFex20s5WYSxsFUAtgTUQ4JGKqKXJbvtjJh2a5oNeUYgm04CmOaSpllGWtuZ5sqgEd2xo4L1naZT9hmTOuoy6xvUMwCo68N9Y41pFkB9ni+kXVkI02yy23agXotr8v0Z52XQPOSgMFgqIeUZU2vYkSgpz9CcLACTaQ6uwEHATq2NJv/JfaTFzs2yaYCiQuUZlObAbIxOTvG29a/D6275TvwfZ563VC/ZU7C+s6HzJghQTDNpdq1PLJfqKfTClDrZZjrpQ/juH4o8Y13JH+jgsnWZnDPbh6FnBvh+C9bXCpo1ve8hMc2AGgYspgLml78iB6PjkzcdWj8AiI5dK9n57GE2mJp+5W/k68mNq30+n6g6As1P5/IwolWR1v50PseFkPj1xa5AFRW97Iu0Dhk+DNM00wCm2SuViPzH6bV/s55Xoff1AfVaed9tPUPkGYYXdYA8o2L4cF5h/wYgKGgECGGazZ6GT/NK7hnVALbuGgQsAFVhSXe4TPMcuS41MJhmHqmrhb44qxbCNCuwOk05a0qIfC8NDfUyMdqenoCSaIzF50xbb5/HJ4cP5Yl1qVdLvcYDTkZxxG4D5CDgkv2gyTPSufO7ArD36UawZR9sxMhpjssTxlguDZrFIGA683pvMzcCBiifuXYOf//c17tnNap6iuAPSr0a45xrmvWgkFVL90DWHSv0Mp0sDoFp1jTDuQM0qwjtQwLNhCDmDHLmYZpJ95hxU3nQkkzz/kXjO5o++kWxY4hP33Jo/dgmI8Rnv4b1eZjle6QPMtAcHbtWhq5crXUEmp/GpWQEFgDLAW5OczlRDfjlGVmVZzIhfqBu8UymNAdE/9IgoA7uQryhA/2ofZrmAKbZ9BO2HacbwFr9r3nPmheoLymV0JZd2T2j0iWk4J7hcyURPs1VmuYKxw7JNGd+oB4aaY0oBgSICLacE0xzATTLSOtAJwu4gbpgcikoZlqYhNUzOW5UPiI2mGaHTlNnmidCn5s05bZFsIm+f96e2nH6Yq0FizxGWlqvxwfz1jRvZX9PDah7tdQMdGaEYEaIspzj53pjKdCsJ/T5JRo3Z+x7cSGm+NzOFzDhNyfP2LgxuB8AM2LaozHWXzuwk4WeluezYxNM8wH1zIAJgl3OEvq+HIp7RlKXjHXedzHNItjk4P1ECdmFLsWQ/TiQPuzQj/jMrbxBhuzCF+Tfs0fZv6PjN1jdfQ5aQqJBhzvILz2AjIP05IarW5oBHIHmp3cJ4OcZkAOATJcYeOUZXEYQlFzncc8w9MU+z+QAeUaFN7SXgS2ujzCpRBXTLJ1JbPIML9N8cHnGsu4ZYfIMv456sYQ8o5IRXZZpFsuRyAjHMW4MfJpmQqSuudJyLjflGcVhlXngIKDJNNsBrK4ZnmmP4FceyksCgHqFk8VM29ewSGsdwPq8mlnfScHJIqe5DBsJB83aD7wHwK5xeQbA2GZSa2GezeWNwVKa5obaVpWH8U38I0YJ8JEHfh8A+x4tGzOtD5/5NMY6I3xgJwsNNPvS8sRrh2FTRtqb7GkH3B7GBtN8CPIMQHPQsDDNdDGT7/NheSYDQLR9VvbUvy8s9EOA5sOTZgBAfOpm+ZQl/erfsX55huyx+9jrAlQfcolhQAAY//6/k8TZ1S7NAI5A89O7pLevjWlW4MXQNfvkGSF6X/GaRyqRBeuLdaa5Wp7h9Wl2yTMckpAg9wzYGVGvT7NH0xwS/OGWSnhuDkqeyQHnVdtXJ+sbm6DZdCWxA/UqprlaR+1gmh1yEH0dZ08BYp2aZgYc59kcOc01ptkEq6HyDB34usCkzlbrQ3m2cJNKOUihp4tpbmtAWLp2GB7NyzLNgaxvwuUZXEYgjnG0GEtdspBTVPZshLG+3ZoOmglIvYW+dp6XkmdooLnKWeLMZIYG1wM/OmKDVs/afmb1jVaxZ1MBUh9ozqcaaD6gy0PUWpJpPgR5Bolixfq65BliXxqdQ3NdiNaYm4VtEDAfqdS+w9I0A4Xgj55im+mkrzlnHC7TTKIECQew6fm/Y9Z2Vx6ST4aSM8v7eYdU1N1GdIrbHvLvKdk4dVXHZ4s6As1P5/IA2FjTtRlMc0C4iVPTDCi2L1QqYTDNyw8CFhMBiyUkD8YgYIim2cs0Vzl2uH2aizcGlFLtZiSA3a6wnLMNApbDVJS+2PtYP1oOwLrS+cyeYZZzTp9mES9dxfqGapoBRBykuTXNBf9nS9BIlmdKghIUbkKM/S+WDkqnhv1b2T0jLGikWtNci2vyZnGS82PU3EWmBtO8HGj22bGJVMBxZK63SqQ1DKmEezCvUzOZZtSa6M8VwFwKNGtJalWDedF8ghsm5mf7a49/TXAv2VOXZ3j0xXqS3oGZ33pbfj9zB9NM81zuT3QIoBlQEg3qkmfwEJLokFhmQNnO5YPLpYFS06P5cIJGAMU0A+bgnw6gD5tpBoDkuucA4Az3/kUpzQBIKfDkMKv97T+K5jf9AJKbXoBo+xwaL3zdoflBP551sNHWo7qqy2eNlhiPsjVwFxBuEmKNZpdn8NdAkdMcEYkqhvJCLOfChvIyh6a5KCOoTCBEgCTE59NcAI06sPb2rAo38Q4CruZkQaS+OIzdpiHuGZabMaOnWM8Zo61uDiilTqZZDXTGlYNPEoi6LOciBRzn2RzEommWIB4BmmZC2LrpzAlgdVA6XehOFmV5RshQXijr20paGCyGmEq3Dgv7DKAZEKMNTQvps4CT8oyC/dtAY36D5Rl6T4+HsSHPqNdBorgA0pdJ5wsHzXQ+xk0Tii921Ht2x7EVQHOjC3bjRcPkGXG99GRk6Z6EgLQ3QAdXnPIMOhvKR+2HoWkG2DBgji8jd8kzxofn0Sx7cqYZiyljebUbIyNeeu14cdWVi7Q2mJXgbIRs9xGIK5rhnLF5+KA5vvZr5b/T838nhwCj49eZ0qNDLlJvoXbrN6J26zc+bj0ejzpimp/OJSznPAAWKMglHJ7JwHKaZt8gIKABYuORfoFpDgCUZqDK8prm4s2B2K+gATnY5RLLWM6lS0olQHOr3ZPPWq8IYIPYdKBy+DAp2b/ZByyzPJPDpqHhJlVMc05z9vlwgOZ5KLMNBZpdTHOjCFQt7LYeNBIkl6iItdaZ5pnG0poa43B5BuKa1Ib6hvJkKiDl59VIA1zOPcMA6h6phJBnTIR/ufRMXgE0N8KY5mbcRMzZ/iFn0/tGhPYSQ3M6u+0BzZRSYD7GjRP1nt+wfh02ltBPiyJRJAGNziaXenJATVrhYS3evhwIu+QZOpg+NH0xd6hwu2f0+HKHN5RH9LCRgq4533mYLdM9dqhDcrqDhsE0C+eMzvbjMpQXtTcRHbsOALD4wp/Jobz4cZJmPNXrCDQ/nWtZAAsooLUi0+x17DCGD9PSvvlCOIIs57w+zZl8zGZqml2DgNX2bwCCvaGFptnnZBFiOQfA+n4KGYrUF9McEDcdDnlGpdZ3iXATlgboSucLdOsAlPexU0ddsJVzJRBmIkyl+mFaFYCtRyY4liEoOpheJtJaW9fFNOugdKJLGzSgPpXyjACQTgiQiLQ891CeGPCbiNkGC7OdkLj6fQTYZ1Z8pr3yDAYEFhHBgqj3Q4BYAmJokP0966qnBzQTQnCcsPP2WCMx+rWSVmUIj7GtKJLA2atpXkwBSnF2lqLDP1N3nvxa9/JVfUXEdADTfBhDeYCSQDiZ5kNMA5Q9u1yeMe5Z53NyzjQ/HvIMoAyasz0GmqPtaw+tn+zL5RcmaOZDgJp847ArufbZvNfDSs989rbHrd9TuY5A89O4wgGsLs84mKZZsMU0s0glLECdetwzskNJBNR6iu35dNQB+mJSoaPWQ1wkUHcwouYxhvW0AcokVow6A7C+obwweUZVjLYA3RQUGc1M9wmHZ/KBfZo1oD/PFqpnYmfTKy3uAETCPaMihRDg4FgyzWrbsyXkGWxdvk0HgDWY5lQxwyaInZeW9fYU2u0A+7cp+OfSYJrZekEezRDOJCL4wwOaE8XUTiIWLw0oeUan1vbfxBZ7yuAPf9jIOcrev0dqjIFdKdhE9BWs78wNmgW4jQH8o9PfhO965ivxzee+YelesmczADQLpvkQop4BNdzn1DRrfz88TbMIOMlLYJ2mc+Vk0dk8lH6yJ5d15X01DEhpjnyXgeZ4+9yh9RMlBuHocAd0MeX9OGh+HKQZopKbXyh/C8naCdSffw9iDqSPyqwjTfPTuXyWc06mWWiaV3XPcLPbpiTEJs9ws7AuoE6iiD12plTtu1Z6SEmapwwoal7UpKB31bWwzqoCsAXtNhA7w02CPZMLjHrxQatxnDRDYuiLCz2zZe3f/JpmgAHxxMHg68dYCWKr5BkFMF53MM2ryDOqEgEBYG6wvmWpRHEfnSWZZnvPJEqQRAnSPDVcK2wx2kGDgGByCQp4Qz8E0zwV9m+Ge4awuFsiXKHeAmbDCs9kDTTHpKRpDpVmyGq0gemgMqHvbBrhbxLgSkQxTafY55rmZTyaRZFmlw1S+eQZGgt9w+YNeMYBh6wkaPbJMw6ZaZbyDC6JKPfjoDaK2ftwCGUGnOwCmmOFnhJ4qPKMKAbpHmPvqcY008EVycRGxx4HplkD4ukjnwMhkbwRi0/dfOj9RMXHrkX71T8NZAtEx657SgzkPVl1BJqfzuWznKvQNBfT+SilimkOspwLHD7U9q0oCQkaBAQYoMwWjrjwsnev1zM5hGnWgZhHngEwMNlALUye4WXwK+QZkQlSY0O3fXB5BqW0dCEt9kwC0vmCmeaKGG2AMc3tiqjweoCMgFS4Z+igebZQQIysOAio9/QC2LiBYZ4qLXGUGN+RZQYBAUitsJ9p5vKMgv0bAEw40xzinCGK1BlQ9zLNmrfyOIqUPGMmmN/lQDOpt3nPCtC8yIEEoAR4ePgoejMG+JbxaJY9JdMcBpqj5pI3AraeHAjnAfKM6LBAs2CP0xlyy3uaS4/mjRIhsXJPDSTnoz3ovwRGsEn78EAzwCQa2eCyIc/IOMsMPD7yjPjUM0A6W6CjPcw/+VGpYSbtTSTXP/fQ+xm9HwdnjqdjHckzns4VajnHB8t86Xw5zUH5D6mPhZWSENvwobaeGCr0uWeEDAIa63kGAQENoHoCXKSm2cs0q9doXgZ3xnFKRt0F7sJuDIybGA+7DfBjMFhfu3QhVJ4BUKWP1nsWgLHBDif6axrTXMXCVjLNBaDqPK/CrWMJprkiERAAZjoQO8AgIOTwoR80A8BUAHLdNo7SpXyaAQ2oe0CzZJoJ+67rTPNgwZnfQM9k1rNV2bOjyTPGMdEGATloXhLEhsozzkzV5/JzO1/AI8NHAQDXdE4v1Q9QDhr+dD7N/u0Q5BJVmmZKc7k/hyXP0CUX2bA8mHeYHs2i2LbsASdU81E+TKYZACI+DJj3HpV/y3fPs3/ECaKNU4faD2CkQf0538F6XfkKsgv3AgBqt7/YmiZ7VE98HYHmp3H5LecsTHOgvtg/JOdmt636Yo97RijT7EvLM9lQwW6LYUe3bjskaMTV0wbUXZ7JhgTFK89QPa1+1MWeHnlGeDqf31pPZ30X2UJbhgDajYPJNIfFaFd5Q8uegsEvaJoXHFBWunUAiKrcMwxNs+ZkkRS0zpblXUUq5BmAYpCnWdmtY5Gn0pEkVJ6hmGY3UJfuGZGwf1PbHnK/6K5m1xbcM5BpnkTRgeUZgp2rYpobiymOz9ln9k8f/p+SFPi6E3cs1Q9YkmkmxHDcWLUkEJ6N7KFHs7Fm/3a48gwASIe90uuHmQYoe0aJ0lIXvJrlwFytdaiWcwAQnWRyCDrcQd6/xPrtMNAcbZ61DssfRtWe9ffNY4lrqN32fz4uvY5q+ToCzU/n8lnOVdi/lcGdBmB9MgKPPMNMIcxKyxVBbDjTXJ1CyLYnAKx72FEBygP4NNtAc2r3TA53zwiz1gO4m0VA0Ei1PEMH6mUQW9Q068OOupRjoZ2jSm9obRCwGCoAmEz1XGe3C8c4C420hi6VcAN1wpmumc6Y6ppmTZ6hu204q2IQEFBM80y83xYnC325qpJAvcKnGQDmEWGqZp1p5iA22MkCGoD1uGc04yYifn4ncQTENVBKpeXc2pIaY2k7VwGaMZ/gmhk7t+LzcrpzCqc6J5fqB0AGnPhBMx/Kq3fYLMYBy4zSLjPcuR6h3TocplkHc5lF1yyY5uiQnDNkX4ftXCaG5LbPHroONzmnbp7Shz8LAHIIMDp2+EOAokhSR/05L5P/XXvm1yM6pCcFR3XwOgLNT+fyWc7Z3DMCXCUAP9Psc+yodrKws7AJif0XRBn37D/ORfHmwMY0h6Tz6WAy0LHDpaM2osJ9SYvLstsBA5bh8gx7zyJoluxwkfU10vnC5BkArJ/beonddgwC8r+Hsb7+QUBCiATrcwfTPOfrJlES5PRAKiznACWVmFFh/3YAOQigfJMDmGYAmEbEZJp5yMoyzK+UZ3jCTQghaPGb4nGN3XBNs6n8nC6raZb2bx52m1IKOh/j7Mz8jN25AssMKKYZs7HVRx2AJpU4uJ4ZMNlcm0SDGqD5sJhmtR2bPENqmg9RngEAEZdeuJjmw46XBoCoewzR5hkAQHb+M6DpDHmfRZ8/Hs4ZetVu+z8RHb8epLmG+td9x+Pa66iWqyORzNO4vJZzVvu3MCeLEGeJKnZbapo94E6m81WBkKU1zfZhR32ZoAAXwK4vJjamuVqe4QWUhs1dtaZZP69FBj9UnlFpc6ftb6p7Jjv6AUswzaJnAQzXgpnmJTyMa355BsAY61k2N2QY0GUb+Yr6Yk9PqWmWoNnONC8tz0irmWaAgWbBNM+yubz5WYZpRl1IQtwAFgDWkWCEFL06ex9XSQMUFaRpTmdAnuGamfm5/roTq/kmq+Q0FmACCzA+dPs3nWm2OGjQad+67IF6xglIcw10OkA27BkuPjRLlf3bYTPNfBhQ1zDTxVQ6W0SPE4iNz92BvPco0gv3MmkGf/r1eAwB6kWSOtqv+kn27yMni6uqjpjmp3NpsoXio25D0yxAjScpL1jTvGx0t4fdVkxzBdBaEjTLmwMLSA0LcIkh09WCNc12eYYBKH2DHpX6Ygfr6+lZOSRXIc/QnSnmujzDwzRXapr1nha5hItpPog8IxIANptbJSGAitKe6wEuB7B/k4OAHtZXbGsmhnNrDnlGqG+yHAQMZZqVk8WqIFbpi/2g+SQPDb6UsJ8kPQ1w6UFAIc9IZ3atL5SM4hqNaT7eOoaz3TNL9ZI9m+pGwuXVLP5+eEyzDpr7pdd1IH1YoJn1ZYC4qGk2mO3DZpq5RzEd9ySbLZLyAOVvfNglJRqLKWaf+JDq9zgzzQADy0eA+eqrpzxo/s3f/E289KUvxbOf/Wy84hWvwMc+9rGg9YbDIX7mZ34Gf//v/33ccccd+JZv+Rb8/M//POZzk/n50z/9U9x6663W/33pS196PA7p8MrQwZpss8E002p9caimWQ5HWDyTY8NL2GR9jXULPSuZZl+gSmTpKQGsm2mujph2B3/YpC8HjdFeWkft1acLTfPB5BlOptlzY1CvmgBPCkxzqacO1BeSHdYBLHtNML9LBI04egIKfE81sGq4Z6ThIJ31VJZzLqAuwPCMB43o+zldNoEQ0AYB3QC2KM8QTPNwoYBgd0X3DErtsgUAOJmz78zlhEkndJC+iuWcKBdYF1KJTk5xur4JAHj+yeesDFKEewbg1jUftpOFDr698oxaq/T9OFBfDoiL8gzDM/mQQXN86hny39mlBwCYqXmPF2iOzzxLEkEyXvqa2w6dST+qp049peUZv/Irv4L3vve9eOlLX4o3velN+MM//EO84x3vACEEL3vZy5zrUUrxgz/4g/jEJz6B173udbjlllvw6U9/Gr/4i7+I+++/H+9///vlsvfddx8IIXjPe96DqDC8cebMaqzEE1Y62MwzA7AZiYBCnpG59cXLu2dUgEnZM0Ce4ZNK6PtqHT4s+zSrqPCyrZ5wJKjsGSfMoizE/g1ueUaw3tfQUVcN5S3MZRzuGcE+zYD1OHVmfKFLQhwgHahmmkvyjEJFJEItSrDI0yCmuREwlGcAinRugGFRAny7mOb5kvIMyRrTvPTdFCXlGdz+DZY0QH3fqkoyzVkKmqdW9xhdnqEHjQjnDGA59wzBNANgDLf+31qdyAAkwJwAvdl+gdleA+z3FfaeeqjGbAxYQKoObN9803fg/nyEv3fm+eFNSj11AOtgmqU845CY5ihh+u352A6aRb9DdLIANNBcGAQUDhOAGUhyGBVtnWU3fYsp8ov3Azc8FxkHzaTRPfRjFEVqDcRnbkH2yOfZf6+dQPPF/+SIAf7fuJ6yoLnf7+N973sfXv7yl+Pf/bt/BwB47Wtfi+/93u/Fe9/7Xnzbt30bYguTCAB//Md/jI9//OP4F//iX+B7vud7AACvf/3rcfr0afzH//gf8Td/8zd43vOeB4CB5muuuQavetWrnpgDO8QyfhTzFID6cU1sXsKhmuYVw01i6yCgWxIimOZqHexylnMqKrwQaW1Y3FX3pEAlUF/kGRsMcvhf6yxseAphBdNMs6AY7Wo23a+jdkpCiv0EAw3iP8bCuk6v5qiORZ4y4Ghht7M8UzHaAQybPuxGs0UpbRFQYHiu34zY5BkhzhkoAvWZFTQ3JNPMMKNNDsL2LTwRUNZiBjRsoLkgz0gs8owlmGZoPeliaoJorU7yoBEAeGx8CQPu0dxKmqjHNaSpm6UulcE023XNuoTizMZ1OHtQj19DnlFmmimlh840A0yiQedju6ZZpgEervOCYFmLTLP0M07qRiDJofSMIsQnbkR24V7FNAsni8fBOUOv5MbnM9Dc6KD97T96aEExR/XUrKesPONP/uRPMB6P8frXv17+LYoifPd3fzceffRRfOpTn3Ku+4lPfAIASkD427/92wHAWPe+++7DTTfddJi7/sSVBkKLMoJICzexOVkUpRJLB41URHdLgCrZbdPbl/XkQ3mBg4B2dtuj3S6CdO0YK8Gd6FkBYLMKfbEAdxGJwlxJ9P139EwNz+SyXCJYnpH45Rlln2a/PCOJksoftyqmGVBa7EU+l4M5+r4a6XwBIDYqMs2WErILaf9WSufjbh2hj8E11tila27xuGpKgAUx15lmq8szfD11+7ppRCQjLpwzYhIbwLqqdJDs0zUf1wbyLo4uo8/lIBsrAExDnuEYBqRTBWzVEN/qZfa0yDPmmmfyITHNbFvugBPxt8O2K4s6mwCAbLRvDM/mPaYxjjbPHFoaoF4x903OLj8ImmdSnhFtPf5OFs2X/DA6r/5pRJvLB98c1dOrnrKg+bOfZb6Jt99+u/H3r/marzFet9U//af/FB/+8IfRbpsG83t77M45STggohRf/vKX8YxnMD3VbDZDmpbBw1VbHk0zIYr1y4LcM8JYWMn6VkR3C32xlBHEZUAlelYDWI9Ps245V2C3vZHWoXpfqzzDZNSpR18sPIyX0Rfbbg4M1pdmBZ9mjTGmNFyeUREXHpNY+hen+aJy2LHyGAvr2gYBATUMONdcIHSwrUsXwnya1TIuBw1pOUfFsKO53WUHAXUnDBdQ1+OxZ1FktbirBVrcASbT7HLQiKMYDf59m0ZE9hRpgN1aeylWz2S33aC5tphhc8G+nxfHlzDkzPbGKpHWQUwzB7Zx7VD0viSKpfTEJs/Q/3aYoDnygWbJNB8uM6r0w1T6JANAvseYZjG0d9gldc3pHNljX5KezdH246NnFkVIhNoNz0V0yOz5UT016ykrz7h06RI2NjbQapmP+06cYNGXFy5csK0GANjc3MTm5mbp77/1W78FALjzzjsBAOfPn8dkMsFXv/pVvOIVr8B9992HJEnwrd/6rfjxH/9xbG/7v0RRRBBFj7/2KY4j4/9F5TUFJGKSI07M1+MoQZplyEmOJIlAoR6BJrW6uTxRrzVqNSSJ/X5rIRi/PCsto4MwCtZzIWQLcVJaPucDUInlNb2ipIYMALH0bBINEIG/zsE1KW43VcLJeuLvSRImzyDU0jNXPXNkiKGx9LW6sXwGBWB9/agGCiOaeo8zR4pI65nUGzJMYaGB6Ubi75k31DYjlHsC7OZikS+QIQPhN0BRYbviGOuxvx8AkIYCirGjpwCwulY6rqvzmmmOCO1609szjiNDnuHq2eLgb07VUJ6+nEggbCaNymMEANpQYDKic+s6nbpaZhYRRA11LHOqBh1D+rGF1bUyzuw9AaBJEsxohmkUIWm2QOIII+HR3FgL7weAtBSLG2Uz97qLKU7OKXq1GBfHl7Az7QEAttqbpetaVdGOAqVROrX2nPPjIc3uUsfjq6jZRT6fgCxGpW2mC8U+J531w+vZZoCYTgelbQrQHHc2Dq0fAEQnr4e4/aF7D6N28kbG/O4/BgBIts8eaj/Z95pnyL7pF/9U/r12/NrHpd9TuVyY4KgOXlcdaL58+bL39Xa7jU6ng9FohGaz/JhQ/G0y8VscFevDH/4w/vt//+944QtfiOc85zkAmDQDAP72b/8Wb33rW3Hu3Dn8zd/8DX79138d999/Pz70oQ9Z90HU9nbnCR0YWF83byDGux2IS/V6t4b6lvkYshYnmGUz1OoRtrY6GO8mEHzI+taasXxzokDb9mYXW137I03SbWEKAHmKrUI/3SWg3oyxtdUBrQFTMKBVXF6YbTTr9dJres2bDSwAxFFeWi7XJvZrTXacI0KRAWi0W8byi6H6zGyud709R/UG5gDqCUrLNReK+Wu0EnTbCYQlf3e9i462fFxnn49G4j9GAOjFCZClaNUjbFac21Y9Yj8wJML2McXWjTTmbWOt4+2ZNXPs83+3mxHWLMvWkxoW8wWSBkFMcqQA6q2msV1xrxRyjAuyAWFc1WnGxrkS1Wo0gSFAiQLH3fU1uWwPKgDh+OZ6Zc/ZRN0cdFsRWpbl19vsb+ImL26Yx7jgDPR6x39OVc8N+V1ba8VoWtY5kW7Kf08jgs76Gjb4cjRh4L1dbwb1A4DZfBOCj+w2YT1OAOhECfbzGSZJjO3jTL86Y99qbLWrz6deaXxMvp/teo6uY93efIwTizq+BOD+3oPI+Hl+3pmvLV3XqorSNnokAmiOZpyWvisAkNIZZgCS9tpSx+OrcWcds/5l1PJZaZvjK6k895unTqJ2SD3p1jHMAWA2NHrSLMUeZ9M728fk5+ZQaquDYWcD2WgfUf8CtrY6WOxeQI8/Udq49kbr9/Yw+o62TiPdewyL+/6S/Y1EOHbTMxG3Hod+T4Na9rtzVNV11YHmb/iGb/C+/o//8T/Gj/zIj4BS6gWky4DVP/7jP8a73/1unDhxAj/7sz8r/37ttdfi7W9/O17xilfgxhtvBADcfffduP766/ETP/ET+O3f/m284Q1vcG53d3f0hDHN6+st9PsTZJkCiYuJAhX7ewMksam1i7g6ZzieYG9vhPm+eoTYH84RR2r5Xl/9ezSYY29h0e0BmM5Yf5ql2NsrL5NECdI8xWDEek7GDKhSEpeWn0xnfFvEui15nJxUTWdz63IxiZHRDP3hGHt7I6Rztt15CmP5nZF6xDkd2/dfVEbZuZvxc6eXLvPoD0cYJOq8jqYZ5tryw/FY7qOvHwCmo85SjIdjUNu5JTFSfpzjoXj8nBjb3Z8pL9X5NPf2pAvF5I76I6SWZWv8zqY/GiOdsfO6yCJju0P+HkeoPsZ8rHoO9wfGuRIVUZ4eN1U3OaMZlcte2duXf59PqLdnHEdoao/nB3t9TNctg1wpj9EWFoKkZmx3zKOp6cL/WRWVTdT3tL/bw6RbXmcxVjdCs4hgsgByvu2dQQ8A0I7bQf1YT7W9/t4+phv29br8Z2E/Ue/X7oid0yZpBfcDADpXPYe7PSws69J0DprOcWLOnxRwwFyParjr3NeVrmshRRpt0OkQ496e9bsy7fdY71r4+auqjDuPTAf7pW3OrigyqD9LEB1SzxlhpE0+HmB3ZyCfKOWa/dsUTfm5OayKtq9FNtrH5NEH2W/HVx6Qr01q29bv7aH0PXETsPeY/O/m8/4B+tMImD4+/Z6q5cIER+Wu0Jvnqw40/8zP/Iz39dtuuw0AY5yn07IuT/yt0wk7Ab/3e7+Hf/7P/zk6nQ4+8IEP4JprlB7rlltuwS233FJa59WvfjV++qd/Gn/1V3/lBc15TpHnS3glHbCyLDemzDOqDd4tUqAwgS4G+hZZijTNkWkgKaMRqLb8XNeX5pFzmj0XMnmaYzFP5UVcVEJipEgxT1nPXPSMktI2pU8zib3T85QIn+bUulwcxciyTPYU2lta2O5MO35C3cco9hdgutvicpSqG6VZukCmeX9niEEs5zUh5eMvFolroIspcktPgNm5pVmGWTpX57XgPDDV9iWiFeeVahKL+dzek4PmWao8k2nhvZylavCw6hip8Zm196zJnmqYLSOJPK8jLbI5ptU9I03TnM6mxvsje/LwDRE0QhPzvAoruvr/v70zj5ejqtP+c6qr17vl3uQmZCEJWwIEMEAStiAKAWIIIi8CAwIGGRgURkdkHWQERFBcQMFxgShDSEBZlHF0gPDijAu8qIgImEBAMUCArHfvrarO+0dVnTpVXdXdVd1119/38+HDvdXL6eq6SZ5+7nOeH0vV1fRgMKnjOmBNFVJbBmMwFOe5+y0XMZfM1d0sYUibIvVCPvBxXdx8f3clnZ+PPqttolVtCdVkwaXz1AtDvo81hszn7i679yS8b+oCZJMZFAYGw7VnAGaDRmEAesH/sUbe+iCbCnc+1ddsEc/tfU59yPqwyhToiTSMJq3J03ZemaPcv0uMm9b7nN+2GKm25p2jhdK1O/DmS9C2/R3lso7yDivbzBIwWrtd/3Y0dd2ZBwCvPg0kksgcvQrJeUc1/dzGE15NQDTOqBPNp59+el33mz59Onp7e1EqlZBKOf8YbN1qdkVOmzat5nM88MADuOGGG9DR0YF77rkH++67b11rJ5NJtLe3Y2ioypjWUYCrAaNKBZwzna/KREBpk11d7Rn283naCxJKAtCdZoygTXnm67InAkbvaQZMkVVCqXKgSsAEQqBGrR5QtY/a3mSpcR26EbwpDwhR/yavGdAqoVrvrWbozRlprSQA69fc8OmGBgBVyhfX6mmuOQ0QqGsjYNKuf5PeB3ljXcnVYVxPT7O0KS+o5s5yozVmJv8T0mMMboj3tZ6KOwCu6X7QAposXBsBmWvzob0xL0z9G/PUvwXRaX1Y2pVgMLgBBibaM8J0NAPmJiq7XzdoqIrdcDG15BbNh00/JNRarnVTWXDpuSvXtDLNTWjOEGtaz+U3EVDUzaVbmtosoXQ4/84Zve8K0Wz0OG6s0j61aevZJCabY6R5cdCc0mc3Z3RM9e3/bhbq3ocjm8pC6ZwZy3kRRC3GbEp8wYIF4Jxjw4YNruP29wceeGDVx//0pz/FF77wBUyZMgVr1671Fcy33347jjvuOAwMuP8S7Onpwc6dOzFzZry7dhumSuUc4IhRUSdXbYocr09QsiqNHfKamne4iY9oFsNN6hWwPucov96K4SYVVWz1TT10PTZwTdVZU35fKyYthmiWqFLnZz6HXcUWLGDDiGb58UHvrf0cVXua66248z42sKfZOU+BXDkXVjTX0Z4hV9eVmFvAugaN1N3TLFXOBawp178VFeZ6zGDZFIOtyRCiL5GEGP9eRTR3GeZ9dAb0lfpR1EvivQ61noUt1gMr5ywB26obyFrvX2uyBftPnh96LbGm1aBRsz0jFtHsE0ERg02aXP8mi2ZJKNub8pBofmcyACSm7O6stePN2JszbBhToM45mAQzMWKMWdF8zDHHIJ1OY82aNeKYYRhYt24dZs6ciYULFwY+9rXXXhPtF2vWrMFee+3le78ZM2bgrbfewkMPPeQ6bk8MPPnkkxs/kTipIWBtMepUzlWZCFi30+yZQlixpjWS1DvcxEdQ2YIyUUPAVqucAxwB63RD13aa6xfq/sIuIQl193S+oDq22i5sbaEufSAJELBhpvO5Hh/UmWwLWL0MiKmHDZwjYzXfW6enWfowEjD4o67KObmPukZPMwCUpCo273pyTVxVEknAHqMS0JmsKqrYd1BUFNHTzDkXlWxhRCxjDFDtUdr+awJAl9QisyO/S7jMANAWcqQ1IHU1Bwh1bk0bZAD2aDWNiMN2O7TuKj3/Na3aOR+hzjkXbjDLNFE021VyxSFzoJG8phhs0ry6OcA8T7tSTghl6WulY1o8ncmdM8Tfn/rOzWKwiTJplE/JJYgGGXXxjHrp7OzERRddhDvuuAOccxx++OF4/PHH8dxzz+G2225zTQN88sknAZib+ADgzjvvRKlUwtFHH40XXngBL7zwguu558+fj3333RennnoqfvzjH+OrX/0q3njjDcybNw/PPPMMnnjiCZx55plYvHjx8J1wBGrFM2w3tSK2AFSIWHvwBwNzDUapQO4ENrSK6WpepznI9ZXvUysqwWrEM2zRXBbd0AExggjDTQIFrHhv9eoOfpR4RkBUwhalclSicmx3OKeZJZLm5MM6nOagSYuheprtx+taTafZPZ2vcsR0giXqel8ZU6w1y+B6gNPsEc1BTnOqng8isAVsCtCK4AHxDMYYMkoSQ0bRcpqtASt6Ufysho5LJNPg5XzVeMYkaTrfjsJOJKR9Ca1hpgHaJK3+4lKAaJYiFOfNOxWvF7ZhweT6onJB2KO0fZ1mreT8vZNunoh1noubw0wkgRzHNEAbpWM36Pk+t2i2XOe4hnGwRBLJyTNR3rYZ+psvig5upTNep5kgRpoxK5oB4JJLLkE2m8XatWuxfv16zJ07F7fffjuWL1/uut/NN98MwBHNv//97wEAjz76KB599NGK57300kux7777IplM4u6778Y3vvENrF+/Hg899BB23313XHPNNTjvvPNiPrsmoLgFrBev0yym8zFWsYHPvk9CSVRvJqkxuU6saQvYANfXvE+z4hlSVAKQ3G3/6XzyY4KoNrrbu2b1THOE6EINp7ls6E4GOUDA1r9mDddXfm8DnWbrHH0+GPlhCvV87XiG9CHHb7hJPS6zeLyaMs8xKJ6RcMczmPy9Kw5Sp9MMS8BqxcA1ASCjqI5o9kznA4CWsHEJO9ccINQBoFUrQTU4NIVhR36nawJgW0iRDjhOc61MMwC0tk7BwvYmCD07nuGTaZYzx03NNEuutVHoQ8JXNDfXaQYs0fzuqzB63zPX4lxymuObYJeeOscUze+84rwWcpqJcc6YFs2MMVxwwQW44IILqt7vqaeecn3/29/+tu41Jk2ahBtvvBE33nhjpNc4otSbL7ZrtKpGJeqbzlfb3Q7YfFjNaW5wI6BwfQ3N7DMWLmyVUeE1hbr5eoNcX1eOWha5gSOmw8QzgtaUhn7Y51iRoQ4Xz2CKajnN1dcsG2XAfv+a4TSj2kZAezqf9DOtVorYusdL248vDlaZCFif01z3GG17TSDQaQbgms5nu+nuuERYpzljbpCr4jSzUhGdaR3bUip2FHZhUrpD3BbFaRYbEAMyzXY8A2q6aZvIqjnNcua4qSOtWyc7a/TvAKR8b1yZZsBxk3nfNnBDMwW6dX3jFM2pqXOAl38tvmftU6F0xTvSmiBGmjGbaSZqw+p1fb0C1ucfLtsZrikmZXdbryPTLMRdsNNc2/W1HuuznvyaNUN3hJ3ntZq3hxijXSueYTuw3jHajWwErNme4cRtxH2qxTN8Nl9WPqklYGtsPpTd1oo19RDtGaj94UB2mjkAKAnXz0/RCC+aRUY5QKh74xmswY2A5pqWK11FNGesD3zySOuBUnSnWUw/rCKaeWkIXVb92478TiHSEyzhcp3rpk6nuamur51pLhfcezXgEc1NXFNpnSK+Nvq3O+txQ8pQN99pZrYw5jp433aRLwbidX5z8w8z20DaupE+8mNoOe1G35gdQYwnxrTTTNSg1qY8j9OMgBwsEML1dbnbPkLd255R1WkOWTnHdXBuVGx8cTdZSO9DRb64/kxzmHiGS/wFRhfqyxebT1rd3S7rkrvdaDzDFro1Ms2aXP8WsPmw3ryvI9SrO80cgA5A9bi7RS1CPCNhu75B8Qyp0o45ri8QcSMg4GzsKwfHM1qtnuOBhOLvNEeMZ1TbCMhLeXRaUy13FHaiX9p0GGXCqdOeEZRptuvfcqGfO3DNlPRcpbxvvthcs5lCPWu2cRQHwQd2ODcUhwBrYmdc8Qwbo/ddGIO7nNtiyjQDQGryDHSc/23Q7AxiIkFO83imVuVchdOsVzzOxskX19Hta+MXCfFkmoOaLNxr1u9uV1tTMzSXkA9yfc3H1BCUIp5RxwY5VzyjkZ7mGmLSjmdw5zwrNx6GjGeIDwdBAtY+T//6N/O2EOcI1GzsSElubtlTxQYApQhOs3jNARsBq7dnyBsBo7jbwQK2w/I1+tSEuBa2aFaYgkxI55cJoR4gYA0DKOfRaQ1E2FXsRW/JHMwRdtOhWNNuzwiqnLMiFC6h2yDyc3mr7uKKZwCO2yw7zcaA8zXLdTZ1PQBQ2rtFlaDR+67IM7Nse1PfUz+8e18IYrxDP/HjmRpiMuHpaa62KS+K01xt82F97Rm201znpjzp+WTsCXI6rz5oxJVprvc866lis+/DWEUMRcQzatXqAZKwC3Ca7QmP8ubDAKeZgdW+ltLja0ZCXB9GGuhpRu14hryhsMxYxTmWIm0EtKMSdYhmBt8MNRBSqFtRiSB3GwDahWhWzDw+nHhGSzJXvcnGB5EvDnKarQiFHc8wuIEXtr0MAJia6w61liBZK57R/EEjSMui2d2bLDYCJlQgzPWqA6XNEs2SULY36AHuXuVmwRJJMFusS6I5zjwzQUxUSDSPY5iiOMMM/Dblif5iT6uE76CR8JlmPwErb8oDguvfzPvU6zTXcrelNat0UctxkFq/hq4Vz/AfNFL5waAcYlpeTTEpNgLK8QzPOeqO61vXr9rrzBeX5J8vyWmWp+XV255RS6jLMY+Sj9NsxyXC5ItFJCRAwKosAcUqUAzqaVYVNVS3sHB9qznN3B40wsRAEzGdL8KgEUeoB3Umm2t0as6fE/tn9Mjp0So2WcoS6t7pmPaadsNFM+MZWWfDHR/qda9XsEV6a6S4SdV1LdHM+31Ec0KNZdAI4GSXjd73Yq+bI4iJDInm8Y5id/tWyRd7Bo347WCvvz2jRqZZcbvbQox51jS4AW5u86q7cg7wP8/A6XwJr+tbp0gHnKwvNyoGGQD+k/L8suKOoGw8nuEebmJfywZdX7vhoWZjh39DiDzqul4XtlZ2Wx6SojFUxEGKoj0jRP2bLYIDzpMxJl6/dyKgaOsII9IB5zmqiOZ27og6OybRiGiu5TTbUYbOsvvD59TsFOzbtU/o9QApnoHKqAQgOc0R4x9+KFIMQs74AhATCJvqbNvr2qJ5qEf8mbFFs9I+NZZBI4DjYBs73wLv32Ydo/o3gmg2JJrHO6KOrUq+WIy01t2Pkag30+xyfX3aLCor56yhKVU25dWMLtRyt+0Nclx3i2qPoLTd9DCDRgA4ncgSztQ6p/6tYj1Dh8GNutesV0yaw02qt2fUXf9mC9IAB1Z8OOAa7Dly8rW088VACBFby2mWRTlzu75A9J5moHpUImOJ4nxCca1ZsJzmMOuZa9beCNguTefrKZqOqR3PaI0wnc/ZCFi9ySJncKSln9f3zzoydBTEhiUd0ezX2mG7283dCJh1znWox71enKJZatCwNwMafbZobn40Q6xrRTF4oR+w/k4hp5kgmg+J5nGOyND6Vc5VOM12z25wprnurC9qDFQROWp/cSc2CqK281urWi/IaQ5qz6gn61szRy3HMwx/p1meQBhmuEld+eKgqYcheqHN12y7odWHfnBYrq/0OgGnyUK+b01qZLdlcVpW3E0WQAM9zUDVQSMt1qa7IWmkNQARm2hJhhN9ov6tmtMsVRP0Fm2n2WmzCItYU9f8N7FaTjADMNnqZ04lUjhst0NDryWo4jRzQxdCutkiVslNMtfwOM2x1r+1VdbOcctpZjHkmW0Su83zHEhC6d4jtvUIYqJClXPjnUSw0+z0NLszzX7xDMeFDZMvrme4ib+7Hab+zS3UK4WWU3Pnbc/wxDPCOM2uPupyxbhw4cDqGsD8BazcOJGsR8TW2gjoioT4b7AshYxnoEY8Q3aPi4whyblnOp9UxxY2nhG4ppQnZqzyHCOIZlE5F9CeAQCtltM8mHC725HjEvUMN9FKSKkGSoriOM2WSG8ongGYEY20++dAHgYyf9Je2JLfjmNmHomc7BY3sGaFaJbWa3bTA2vpBDwVbICcaY4jnuEMODH6t4MXB8Vgkzg35iUm747cqdfD6H0HYAoSk+eIDw0EQTQPEs3jHUsYegv+AZ+JgAGbx4D6874uN9VXqHvaFgLyvnJGtmYkRBZNPtEF90jr4Ol8oTLN8mN9ztPlNMN/I2Coiju4xSTnvGITk+/o7oD3NXSTRT3jpRUGGNy1ZjHKiOkajrpcs1ZIKK58Mee8oXhGVadZMV//oGfNQUv4ha1kExsYq8QzmFZGOwxsTynoLfZBN3TkNVN4RtoIKDnkvFysEI6yiD113odx9Oyj0Z2bgkZw17+5mywQ06ARwBLNAPiQv9OMGEQzS+XMEd6lIfD+7bE3Z8gkuuci0T031jUIYqJD8YzxTpWWh1ATAUV0of58cdVuaK6bFVoBTrNc/1bL3ZadxuobAXX3++Bds86KO3NNOZ7hk2mWx0sHfDAoS68lTDwDgK+Ln3J1Q9sbLP03AtYbzwjjNJcUVvE6o9Sx1cpuZxOSaPY0WZQNTWwgjRLPqJZptgeNDHoyzXZcIux0PrvJAp6pkTK8XEC71ZncU+wTLjMQrTfZtSnPp0FDiOZkBolEEtNapkbOMos1s+3O8+f73esVnfNpZnsGIMczejxrOu0ZceDUzu0QeWYg3kwzQRDDA4nmcY6IIPhGJSwx6ck0+4201iINGgnuTPZGJapN5wuTo67e0+yJZ3iy22X7g0FIp9lP8DhDP7TAyrmw8QxXDMFPqIt8MRfXq0Koh3Waa2wElN3coiWag+MZzXGaE0pC1M4VFHeThbxeOKe5ulAHgBbr53Aw4c40O/GMkJlmeQNjQESDl/Ii19xb6hMC3VwvgmiW898+E/rESOtU9DhGxZrJtPOhJO+pf3PFM2Jymgv94meJl/LOh9gYMs2A1KAhO82JFFjLpFjWIwhi+CDRPN6pUjknT8rjnFefzld35ZzUDe3XnuFyYIOn87md5jDDTfziGU6O2pBvr1jT6qKuZ9BInRsBDW5AtzcCNjKBEHALdR9x5+ovtq9B0EbAeiruAGf4Azd8f4Zc8QxW6TS7puU1aSMgAGStiEbB09McedCIKrm+AVMeW2G1sCgMJcvNLutlcY6tyZAiTI5KBDncpSG0W53JPcVeDEojtKP1NEv5Yj+hbm8EbHa+OGtuKuT5Ptdx13S+JjvNtmgGnAYNo2+rOKa0T23qemJde9DIgCOalY746uYIghg+6E/xeKdK5ZycFTZkUeSXaa53uAkg5airCXWPOKmSaa7p/NZwfW1BysFh1NOeUcc5uhs7guMZgNRVHOD6mvcPMREwYM20t1UClRsBnZ7mOtszXG6o35reeAYLFM1RNgLaU/C8ZFXTCS0oiut9iZShhuQ0A4Fuc4v01+WA9T4OyCI2aqYZqNKb7MQzBkqD6C068YZI8YykvGaVeEYTnWbAGTZSXTTH054BOBENd1wi4oTDWutamwH5YA+MXW9ba1E0gyDGAySaxznVKudkcViW4xJVM831iGZbqAc7sDrXYcjipJF4Rg0BK7u4muSuVTi/oXqaq+eoZRGsBWWaY4pnANZ4aaDxnmaXu13phqZVj9OsJl0bFO24RIIl6ntfAXeFXECbhdtpluMZEZxtuD8cBLm+LYZzXoO66ci6MsYh4xmuDYw+ri83NEAvCdHMwbFl8F3n9TTqNPuK5nicZiXIabZFuqL6TsxsBNlpNqzNgMJpVhJgLZP9Htb4uqJ2jsPY8aa5XMybAAmCGB5INI93qlTOyRvedK6LOIXvRMB6h5vIj68h1DVpI5J3cp3mcmGr/2PKajiwsuguS8M2GnGaXV3WvgJWcpoN/0xzQ/EMnzW946UBBI8KD1k5B8BXwLoq53xHWkeof5PFZIADm7HWLSjMiZCgkXhG9fMEgBbJ9LYdZndcIlw8Q3Z9fYW6lTmWu5rfGtgCwDz/uj/4yGvKTRaSyyuO2YNGmh7P8HeaYWeo07nmj7TOdQBWGaTd1cx7TdHM2rrNKFkMJKbMlf7cmT80cXY0EwQxfJBoHu/UEZUArFxzleEmoZzmKkLdNQJZdtcqNuU5orB2N3Stxo5K19f1Oi3s9ox6Ms2yyPfdCCjdXg4YbhI2nlHLaU77OM3NjGf45ahVlhDtCiWFVXwwKEaZlidHCAI2yGWt5yt4mizcEwjD9zQDwU5zqzQt3Z7KJ8czQju/avXztAWsnWkGgLf7TdEcKc8M62fQnpRXGKi4PY7pfICTaTYC4hlxdCYzRRVi3RDxDFM0x5VnBgCldTJyH/k8EtPni2OJ7j1jW48giOGDeprHO1VdX0lMGjoSVeIZ0TLNwaO7AaCsFZ0fwCoubE2B5+qGriWaJUHk+QAQzmmutRHQub0c4DSHHm5SayOgZ7y075p69HiGnwPLGEM6kUZey6OoKBUjrZ1BI2HyxbU3yGWC2jO0aO0ZqJHdBoCMpoFxDs6YEMsDJdlpjt6e4RvPsKISdjwDAHpLZqa5ke5klmkFLxd8RTNiaM8ApNq54iC4oYnfRgm3OwbRDJgRDZ7vE13NQjTH3Zk8ZS6yK6+G/s5GwNCRmLx7rOsRBDE8kNM8zmFVXF85tqBxeYpcg5nmKt3Qcj9wWaoHC4oRmI+p0Z7BFEeoVxluAkiiOZGs+HWwyDTX1dNcvTPZ7TT7v6+h4xk1YihJRR40Yn0ROEa73sq56k4z4Di6ZqbZLVSjxDNQxwa5LHNEsyvTbETdCCidZ0A8Q9HLyOnmr9uFaLb+n1Wz9X2glNeUp/P51b9ZolkF0CJ1UwPAh+YuC7WWa12rn1gM+bDX49yZ2Nf0eIZ/V3NcGWqxbs6qnRvcBa6VwAd3AojXaRZrMwZ1xn5QZx0Q+1oEQQwPJJrHO5ZoqhlbMDQnwtGsTHMN17csuYjVoguh8r4+Y7STcgwloMkCiO40++WLXRsB7fq8JsYz/NasL54R1mmWHdjqUwFLSnNEcy0HFgAy1gcb02mWctWS4A2T+XU55D4b5MzXUkKLbjdZmIJzMGJHMwBXQ4XcVyyQRk53pNrE14fvtgh7TZobfj0Lu5+4wmnWy+LPbGxOM9y5ZieeEY9oVqzNgMZQD4z+bc7xYRDNBEGMP0g0j3eEgK3uwOqGLk3nq5JpbrByLhkUlVCaJChrZppL7vtLiExzXSK9RjzDtRHQFFpBmx0VpoQf3e23EVC6vawE9TSHzTRXj2cAbqfZuxGwFEU015FpzogctQJDeu9K0gjtMJPsXJPyAkQztBJarGtpt2b0C9Ecof5NSTj5Yh/RzMuOaO7KmOIvq2bxkb1XhF7Lta5wmt0bAd2DRuJ0mn1Ec5MHm4h1rYEifHCX2AQIkGgmCCIalGke5zhNFtXzxXI8wytgOedi2EjN+jf58TUFrFT/5hV33HlsXWsKR91vs5rkbgdM5zPXDPHBgCVg7sznvucpN1lo8O+/LoeNStQQzfLz+A03MbghnWP49ozgeIYpcotVNgKGiUq4hn6UAzLNcK5RgQH2qxTOthIiDgKPs+oTlQA8TrM1mW/QyjRHqn+DKU55ueAeJ22vJ4nYE+YeC50Bx81+P9pSjU2yC3KaR0Q0x7Tx0Eax4hnQStC3v2G9GCbVwhEEQdQPiebxThgxKbK3btHons5Xx+CPKplm1wY5WYR5M83ShrW6qqiEUPepnHO1hNjxDB/RbIvYejLNjJnvrV4Gr+Hil7nhu6bj+kbpTK5cU2EKUkoSJaPsDDeRxbuUa697jLb8mgNcXzme4d0IGCmeUU97BpyfiQLjsCVZUXKaQyHXv9XjNHvaM6IMGgFMscgHdwJ+TrMt3hMp7NW5Jy7tbE4DgyOa+903SHGQprdnpFsAppiTJS3RzMsFwHaapUEkTV1X6mrW33nFOtbl+5smgiCIWlA8Y7xTrafZJSaDoxLuQSP1Rxf8a+7kHHVwZ7LdLKGGjRHUcLf1gPo3wPlwUPeGrqofDqSohCWag3Lb9UYlasUzAEcs+jnNWti2DsDtNAesabvI/pnmCJVzdWSa09z5q6sAp10iShwEsDaTWg53kGg2nWb/jYCRK+AsR9fPaYboTM5U3tYAdjwD5YJrr4PrNTQ708wUsIxV/5bvNf/fF3/GmLV2ia/1dzeZa1FnMkEQESHRPM6pd1OeXmU6X1inuVo8w+U068GiOVRUAgAsEei74VF21APq3wDHaU7W88EA1Ye4uLLbtikasCmv7niG7W4jWMCm5E15cDvFrpx4vU6bosIeEFFrI2CRVXOaQzRZKKqTiw+IZ2Sl8dqyaHbiICGdZjgRDS45ri60oohnDGl56IbesGi2Wyr8M80F132ahe00A+4GDfm842izYDnz9wF2e4aYzof4RLMyaQaUaXub31h/p1CemSCIqJBoHu9UEVmuyjlJwFaMlw4z0hqSUKvZmey8Ju+aYYdwOK5vrQ2PdgTF/bycc0fE+rjQ/mvaQt0/EmJvRCtbmrOyci5kPENaM9Bptt6vsk9Ps2tgTD05cVhC3XLxgzqTqzvN0ZxfkWsOcpqlQSN5OD9nUXqhBXYFXB3tGQCwPb8DhvVbhMhOc7qKaBZOc5NdX1k0F5zNgHFmms11bdFsOs283xLNjIG1xjTSmjFkl13iylSTaCYIIiokmsc7VTcCBkzKU7yZZrn+LUR7Ro2ohOx8Brmw9Wdvg0WzXDkXPGgkxDAVmyrxDKC6gJXXrHtTHuSWkCCn2bOm1H5Rkh4TJi4hpuUFxjP8M80GN4RQDyti7VxzUDzD5TRL1y5yphlOb3JwPKPoEs3vDjlOaeRMc5V4htNh3GTRnPZ3mkWumiUqPvw0Zd2s12k24xmsdbJvXKpZKC2dyCy7RAwzUqbuFdtaBEGMb2gj4DjHGW5SY4x2tahESKcZ1erfWH1CPewQDuH61oqhGEGdyZKgrDdHnVDBAd86P7GuXoQmOpODMs3hneagJgsnngFAUc2srkVRaisJ12aRAoq1neYiY65e55L0MxVaxAqnOWBNSbzmJWFtxyVyyfBCk1VxmjnnQCmPlqTzfr476IjmyO0ZVZxme2Mei3AuVdd0Oc1SPEOaBljX5tuw62bdTvNwjLS2UafPR+7/fAF8cBdUabw1QRBEGEg0j3dsQcYNcMMAU5x/9N0Ctlo8I9ygEUeo1xr64VTcVUzni1rHVqvmzso1Vg79kDbJ1Z33teMZlS4+4DjWtTqT693sCJivmwNV4hmmOC1Xmc4HhJ3QV93dTlrnpSkMXHrvIq8Hc9gIB8ADJgImdA0pw0BJUZDXHJHbbw0daZeGgdS9ZrVMs1YCuIEW6VK7nObIGwEtQVzKg3Pu+nPgTOeLUzRXTudDTPVvLNthrpPvB+dcOM1KW3cs63lJTJ4NTJ49LGsRBDE+oXjGeEcWah4X1reKzfsYuDuT6xKxip2j9hndrSTArI1lTmdy5XOGn1wXnN1WmOLki4XT7BHNuhzPCLdmTTEpMs3+a4ZymtXgHDXgxDP869+iOc12PCPQaZY+fJUSQc52WNFcPdPMtSIyhhnRyOum2NMNHYPW0JFIXcZV4hn2oBFXPGOwcdEsNvlxo+Jc7TWbHc+Amnb+jLo2AsaTobZRstYHGa6DF/rB+7eb61HGmCCIMQKJ5nGOKxLgEVqymNRkh7YiKhGyPaOWmLT+wbaFutfZNm+rvzMZQNWeZsCJlejCaQ6OZ9Q9La9K9EV+nrJP/Zu5ZvR4Rq3KuTLzGzQiOb9hMqu20xwkmqVBI27RLDvNITfm1cg0QysJ0VywnOaB8hC46cOjPRleNFfLNNuCUgWQtq6r7TQrTEFWjVYLJ2+48+aaY8s0M+Y74MQRzfE6zQBgbH+D2iwIghhzkGge70iCjPt2NbsFrPcx5m2S01zP4I8q7RmuNbl/vhiQBGWdG4SqxTPkNcs8wGmWM831xjNEe0b1jYAi0xwwRrupGwGV+JzmwDXlNaR4QWPxjOqZZq6VHafZEs39JSdq0NqA0+zbniFNCWxNmPezM9styVzkDDBLOw61nGu2M9RAPM6vGKUttWc468Ulmp0GC/2918XXSvvwxDMIgiAahUTzeMflNPttzDNdQnf9m/+mPKDeeEZwewbgOKtOk4Wf0xwy71tDwNoOuR4wnU9ulqi7PaOGuy2EeqDTHLJWD6hacwd4nOaATLPClLor5wCI5wmMZ0h/jZSaJJrFmgGZZmhFZKyohCOaHde02ZlmWdC2Jt2isi2Cq+2sKTnN8mZAK0MNAGjyRkAAYBlLrPvEM5rdCy3WlESz9uafxdfkNBMEMVYg0TzOcUUfqjRLaK76t8Y2AlZrz3CtaYuCZsQzakRC7OfRYE/nq7IRMGw8I+jDgV3/ptj393eaw8QzxHPUbM/wcZo1e/BHOpQzWtPddtrfUFRk0Sw522rIyrmamebKeEZ/2RGAUTLNoj1DK4Jzw3WbLKTbU474UxUVH9j9qNBriTXlTXdSPMPOMwMxdSanfeIZ1tfNHqEt1mzpBOvYDQBgbPubeB1xOdsEQRDNhtozxjuSAK7Wm+wSzd54RsiJgNXaM8znsGILXHPfXyJ8T3P1SEjSK9SriuaQmw9rZJq1GpnmMPGMmk6znKMOyDRHdn2DnGbuCOUScxS0q3JOCbmmnWkOcpr1ynhGnxXPYGBoSYYXYkI0A0C56G6tkETzst2PRpFx7D1pD7x/5hHRNh3aawY4ze5BI80dow1AjLS22zO4VgIf6gEAKG1Tmr4eYGapU+/7EIq/+qFzjKIZBEGMIUg0j3dkQeY3Lc+OZ0jCr3JyXbhMs1Nzxytq7gBHeJerOM1hM81CwAY4sOLDgT1y2Stg5XhGyMq5Whsey1JPs2TKRotn1Kh/E/EMhYGrXtHsOM1hYGJNf9GckgaNlCQDu9HKOQBVMs1FZAz/eEZrqkVscA2FJE55ueDKEjtOM8NeU+bhM937hn9+3zWlNeSNgFKGOp7pfJbTXDQzzYbVZAHEmzFO7nMkSn/4iSPQKZpBEMQYguIZ4xyXAK6yEVB3Oc3VMs0h2jOAgK5m22kO3ggYPp5hO81BotnONJvfe6MSpQgTAZmouavXaW5iPKNG5RwAlD3rFSzRnAnbZCEq5wImAhpOlKEE52tbpKuK6qo3rIua7RllpEXlnFs0R8kzA+4hIt5cs4hLpDKugTGNwpSEU3UX4DTHmWnmxQFwbjgjrQGwtviELEskkTroRPE9iWaCIMYSJJrHO672jEpxZ4sZOYJRtT0jzHATIGDYiL2mlS+ukmkOP0ZbM5sHPCTsTLPthDZhIiDqrpyzDijeNeOIZziOruY5x6jxjFqub1J33u+iSzRHjINAyjTrZXDDqLyD1NNc0kvQDV2I5qgb89zxDHeDBo9pOh8gjdJ2iWY50xxfewaslg570AgQXzzDJrnvB8BaOgEACZrORxDEGGLMi+Z169Zh+fLlOOigg3DyySfj5z//eV2P+9///V/Mnz/f979XX321KWuMCmq2Z1RmmqvFM+oaoy0LdZ81HafZPyoBOCI2bHsGgABH3RLqIirhn2lWmFK3K1qr5s6OltgTAeX31eCG6IwOE8+ovRHQea6S6j4PIWLDdDQDklD3F82KXkLSErBF6cOXnWkOnWcG3M0fPm6zvBEQMN1mu3IucsbYE89wEWMdm3hOVzwjZtHsGaVti2aWm1SxgbTpa6eyyH3k35D7yHVQZx0Q61oEQRDNZExnmlevXo1bb70Vy5cvx6pVq7B+/XpcdtllYIxhxYoVVR+7adMmMMZwyy23QPFkbqdPn96UNUYDLhe3qusrO83+w01Un3HXvrgEbJU1Ua09Q3fdtxbMm932CHERQxFOs3c6n50vDuP6Bk8hNJ/LJ55hnbLmioM00WmWXN2S4hXN0TLNQsAGCHWul5EyOMoKQ5FXxjPCNmcAktMMM6JRIRz1MjKSq13QCuizneaIorlqPCPGaXl2W4W/08xEVKW5a0qiuTgA3m+NtB6muITS0glYbjNBEMRYYcyK5r6+Ptx5551YuXIlvv71rwMAzjjjDJx77rm49dZbceKJJyKRCBZcmzZtwowZM3DqqafGtsaoQG7PqFI5p8vurDe6wMPli5n8nvhtPrRjC9a2OK+zHcmFlTa9cb0MBre4ERsBA/LFpSib8kRPcx0TAZliboi0ogblsDV+4s61hpvI8YwApzlqPMPQfDd2QisizTkG4byPjawHAEwWij6xEK4VkZGaOoa0vKici55prhLPsL+PY8S06If2qZxLNjdDbWO3ZwBmg4ZwmqnNgiAIIpAxG8946qmnMDQ0hLPOOkscUxQFZ599Nt555x08//zzVR+/adMm7LnnnrGuMSqoO19si2YGMP+NgPW6vlBkAesTlbAjIXb2uEocpG4Xtqaj7naag+IZkaISNYa4aAwuUS+vB4Ro63CtWfbNbsvxjKJH3Mo9zaGQf13vI9a5ZjrNgLsxwxHNEZxSj9PsWo9zQCsjK2Wpd+Z3wbBc7ubEM4bRabYzzcVKpzmO9QCfeIa1EVCJcRMgQRDEWGfMiuaXXnoJALBgwQLX8f333991ux+cc/z1r3/F3nvvDQAoFovQtErh08gao4Vaw03EBjmpycIbwQg97rlme4Zd/2aJnoDx0mHWZLUiIczrNPtXztU9Qlt+Dq5XDMMAHAHOGYMR0Jxh3i98PAOA73nKz6V5RHMpqtOckD8E+eSatZIkmh2B64jmEO+pvaYs1L1dzXoZABeVcwDw7pDT/hA5nqGoTuQmKNMcx0ZAEc+QhHrMohmpnDhXbcsG4ebTSGuCIIhgxmw8Y+vWrejo6EA26/5Hpbvb/Et/y5YtgY998803kc/nsXnzZpx88snYtGkTVFXF8ccfj+uuuw5dXV0NrwEAisKgKPVPXotKIqG4/i/D0474ULgOVXXfJ2X9w2mPl2aJZMV9DNhRCbXiNl9SzpoJGJVrqraANYWWorqfl+uOGEonK1+PH9y1poZE4Jrm9VBTadfz2oNWUj7nH4SedMSgygww1f3HKZN0XpOuqq7rYzDHgU8nU/WvmXIcWBW6K/sLADnptwFagrme1xa02WSm7vUAwJDX5BoUz2NLRhlpy/UuG2Xx3CW74k4Ntx4AsIzzZ07hZdfjDesDbrtmIM1UFLmG57a+IG7vzLbXvZ73zw5LZcHz/VC0ovtn0hLRSiYX+lxqvoZMC8oAUBpynluzRHO6+euZKFBnLoC2+QVor/0/cTQ5aVpM64Wn2t9rxMhC12Z0Q9cnPkadaN62bVvV23O5HFpaWjA4OIhMpnJSln0sn89X3GazadMmAMALL7yACy+8ELNmzcJzzz2He++9F6+99hoefPBBZDKZhtYAgK6ullDjihulvb3SleJ6Cj3W17mMgvbOFtftuax5LjozhaqSTKLTcx8laZ5DOpmquM2PYrEN/dbXrTkVWc9jWnOms2b7pJmWrOt5ywPO+9rZ3lrXmvn+NtgDgdtySaS9a1offOzKufbOdvd9VFP0ZVOZutYDgP62Fti/UO9oSyGRcT9uUr/zvaYmXddnF3cEd1dHfecIAAPtrWLN9tYk1FbPtWLOGizjXEtN18RvEzrb2upeDwCGJrVj0Pq6rUVFyvNYLWEgZbm+OtOcNa0r3J5rCbUeAJQxCX3W1y1phhbp8VpfAb0w//J6X8cs/K7nDWwZeFfcvnv3NHTmwq1nX5v+dA5avh8pRXO95h7L+c11dIQ+l1qwSZ0owIyATJqUA2MMBV5CGUAqV//PRlgSBxyJ7ZtfcLXNdM6eU/EzNdL4/b1GjA7o2oxu6Po0n1EnmpcuXVr19osvvhif/exnwTmvKkir3bb77rvjkksuwcknn4w99tgDALBs2TLMmTMHX/jCF/DQQw/hnHPOaWgNANi5c3DYnOb29iz6+vLQdXdMQM69DvYPQd816LrdKFsOoZU9NlgCuzz3GcqbLhvjSsVtfuiDTiSjv6cfhXb3Y/SSuaYdzyiWuet5dwz2i68LQ3pda2pDTlShr6cPasb9GG6p5ZJ1PfqHyhiSnnfQ+gBU7zkCQKnovNc9O3qheNrISnnndk1VXddnZ690joMadql1rlmQ1tzZi0TZM/Wv18nFDpQ0cS6DZee4XkLd5wgAZWnN3p29UJUO95qDQ0hZdxko5sVz5+2pdhoLtR4AGEPOmgM9fShJj9d7esTXB2R3x+963nA9Vs8z7CrWt573zw638teF/n7xmrlhCKe5oFf++WiUom79dsDQsWvbLrBkGqVB8yOgpqSavp6NMXUBAAbYMSk1hb5SEiym9cJS7e81YmShazO6oesTnnrNiVEnmm+66aaqt++3334ATMe5UChU3G4fa2kJfgPmzZuHefPmVRw/7bTT8MUvfhHPPvsszjnnnIbWAADD4DCMys1acaHrBjTN5w+IogKGBr1crrhdgXvQCJRkxX3Kut2ekfB/fg8GnIiAXi6DeR6TsNe0Pk9wprqeN19ycrMKV+paU5fW1EolwPMYlUlNFgB0qODSfexzTHpeS5g1lZTnveXS7WrCdX2KZeccGa/vfQXMDzVi/WIRPOt5XEkD4xycMRQ5F887VHR+jpOovMbV13T+mtCLhYr31igXkbJ+fopaUTy3PYEwqaRCrQcAnDkfBrRiHor0eL3g/CZifutcqMozIiOeU7OAoUDzG4hSBXFtrAYNo5gXr5lLApyrmdDnUgtDddyg8tAAlJYkjCHLZ0+1NH09QaoVid32gf6u2UuvtHVD1zmA4fs7qx4C/14jRhy6NqMbuj7NZ9SJ5tNPP72u+02fPh29vb0olUpISXnWrVvNDUHTpk0LvXYymUR7ezuGhoZiW2NESJii2XcjoD1eWtS/VTZkhN4I6Bpu4lc555nOVzGBsCzdN+R0PsC34cGe8mcPGvGuGaVyrtbkQ/m5vNP5yk3YCOjb1WyUkeIcRcZQkirZ5A16odsspI2DfmtyrSRGWvu3Z0QYliE/xlM5J1ezZXMd2K9rH7y4fQMAoC1i3ZzAHmktbQR0bdCLsT0DMBs0eKYNfGA7gPg35qlzD3FEM420JgiCqMqYTYkvWLAAnHNs2LDBddz+/sADDwx87O23347jjjsOAwMDruM9PT3YuXMnZs6c2fAaownRoOHXtmC3SsBxmr2InuZI7RnV6t+YuWqVyrm62zNcNXeVa9pDP3TGzG2NARVwdYt0wFOt57emJJo9dX1Re5pdLSF+ollzpvOVIItmR3iGnQjI5PfKb5S2T3uGbujiOkapnGOK4gxy8bRnyKKZpbJ4X7fz57A9at2c/XxCNDtC2TXSOsb2DHOtIVMwW7EqFrOQVece6ryONmrOIAiCqMaYFc3HHHMM0uk01qxZI44ZhoF169Zh5syZWLhwYeBjZ8yYgbfeegsPPfSQ6/i3v/1tAMDJJ5/c8BqjCluUVukvDupMBiJM56vZDS39up95avEQ0YWVhV0V0QyYbnPFmqJyLvxEQAC+1XryeZY9zRqaJHhDDVSRnWafCX1cKyFlXcoyYnCafQeNlJDijtPMOUdec5zaTJSeZkhTAb1jtF0jpnM4cMp+UKwBIK2Nima7q1l2msvu9ZqN6zlLgzB6nfo8pT3e32Yp7d1Q5xwMKAmocxbGuhZBEMRYZ9TFM+qls7MTF110Ee644w5wznH44Yfj8ccfx3PPPYfbbrvNNanvySefBGBu9gOAU089FT/+8Y/x1a9+FW+88QbmzZuHZ555Bk888QTOPPNMLF68OPQaoxpL7Pq5oZXxDD/RHG4ioDueUaNLmLHKzuQIorlijLaHlCRMS4wFOs2RhpsANeMZuucc5cl5oeIZag2nWZecZmk0ustpDiliWY3hJtCdeIbBDWiGhh2FneLmrsykUOsJkmmgOFAh1OUhIEhm0aooOLj7QDy39QXs1TE32lrS8wEAL0l7GTzOdtNJe+IZUoZ6OHqTMyd8GigX4uuEJgiCGCeMWdEMAJdccgmy2SzWrl2L9evXY+7cubj99tuxfPly1/1uvvlmAI5oTiaTuPvuu/GNb3wD69evx0MPPYTdd98d11xzDc4777xIa4xqbHFXJSqhMWv7j88gisaGm1R3mjWGpsQzamV95VxtSamcehhtjLbzHH5ruj4ceD5gFSwnloG5XPBasBrnybWycH1LcDaAFDXZaQ6ZMZZHlAc4zTlpOl9faQA7CrvE912ZrnDrWTA1Zf5MVsQz7BHTWTHS+9z9z8SKPY7HtFxjIrNWPCO2TDNLAFyHMbADPG9uAmQtnRU93HHAGItnPDhBEMQ4Y0yLZsYYLrjgAlxwwQVV7/fUU09VHJs0aRJuvPFG3HjjjU1ZYzTDFNUUHzVcXx3+IjWsaGZMESKgVjxDY5VRiUjT8mpEQuR8cTmRrKgLFO0ZYabX1YiEJF1rekSzbo+0ToloQV2EyDSXm+Q017NmpzQufUdhJ3ZaollhCial28OtZ2MJxoox2j4jrZOKit1aGs//yvEMu3LSlWmOQzQrCShds2Ds+DuMbW+ID0O0MY8gCGJ0MWYzzUQI7NHAvq6vvFmN+cczwm4ElNes5cD6xjPCt2cwJQHY4tN3dLeUaU5WPqe9ZipUPENulah0YFOueEaQaA4ZlaghYF35Yul625lmBhYuDgLrQ5B9PQOc5s6yJJrzO7Ejb8YzOtOTRAQoLCwZlGm2RHO6+fliO54Bzs1Ca0hOs6K63/8mkuieAwDQt78B3mdmmuPOMxMEQRDhINE8EaiyETApxRTMqIRfPCPcRkDXmn5CndWKZzgCLMqafjlqOZLgdX0NbkDn9qjwME5zcC0a4NkIqLj/qNlxiUzYX7/X2AgoZ5rLLtFs17+lo02ptN8/v/YMvYScwZG2eqt3FHaJeMbkTGf4tWyE0+yfaY5lU17SmQAqcs2WaI4z86tMMYcs8YEdMCzRzDrIaSYIghhNkGieADBbePoJWLkWjQU4zWE3AkLamOcbW6gez7Bd3wRLRIsu1IhnlLyb8uQmixDtGXLe1M+BVZiChOX6lj1CNarTXCsqwbUyknamWXLc5ThIFMRmQM+a3DAAXQMD0JUwReWOwk4hmruy0UWzWNObabbzxrHkix3RDGsd4TTHKJoT3XOdb6xBMeQ0EwRBjC5INE8E7L7bGpnmMmMVQz+ACBsBgaqur9tpZhXutr1e6BiBEOo14hkJb2dyxPq3Wv3FAFRrf5zuGadeEE5zxvuQqjApzuI73ER3OpNLfoNGQnY0C+yfIe95Sq9hctKckLkjvxM7rXhGc5xmj2iO0WmG1MNsDzixRXqsTnPXLNfGUoAyzQRBEKMNEs0TgSpOc7JGkwXQmGiuqz3DIxYirQcIEevfnhG8KU8WzaEyzUwRsQWvsAMAzg0krXHOZY9otjPGkTqMhaNePdMsO83FqM62heM0e6IS0nl3qaZofnNgi1h7csTmDMDJNFduBLRF7DDHM2IYbCLWTSRN4SxBopkgCGJ0QaJ5AsCqxBYqmiz8Ms08fKZZTOiLsGY5omiuGgmRe5o9+eKyK54RbqOXEJO+Wd8ykmLQSJPiGZCvZ0B7hrVm00ZaAyK/XZGjls67K2W2ZMgO9+RsdNGMoPfWpz2jWbieU8Qz4ltPJjFlrvM6su3Um0wQBDHKINE8Eajy63yvgPU6zQY3YFgZy9jaMwJGTIeNZ1SLoSSUBBK2gE14O5rliruQ7QhCTPq3SqiW66t59t5F3ggISFGJgJ5meyOgLJq1Bp1mW6h7N+XJAjndUfG4RuIZdmZcHqPNOXdEbAztGSzTJr42hnrNNW3HOY44iITSvYfzNeWZCYIgRh0kmicCSrAzKYtEMypRpTM5xEZAJ56hV9xUOdzEP9McOp6RCM40A0DKcntLnqhE5EwzajjNcmeyNNIacJzmKPGMqk6zXhIbATWuQ7fe/6Y5zd41pfP2CuQES6AjakczAirn9JLzMxXLSOssWNocxW1XvzlOc7j8eVhcTjM1ZxAEQYw6SDRPAJha30ZAv6hEpOl8qC7sKtf0H6MdeiNgNTEJIMVNsextspDjGamwPbwBm9XsY6qIZ3hEszURMJLTXCW7Dc3ZCAg4YrnhTHOQ0yy53d4oRmdmUrj2Ey/2BxJDFx3j7kEj8Ti/zBpdbfRvMw9YGwLjWs9G6ZolPkAqHdNjXYsgCIIID4nmiUCVVola8Yxyw53JdaxZ4W6XrfuFFLB2bMFn8yEA2B5rdac5pFCv6jRL9W+SaDa4ITbKRRKxNTYCturO+Oz+Uj+AZmaaPecpfVjIptqQU50cbkPNGXBvyrNr5+zmDCC+jLG9Ac/o2wpu6FJbR7wZY5ZQkTl6FdS9j0By3/fHuhZBEAQRHhLNEwDbaa4tmhEYlQCARJOc5gRLiG1xvsNNokwghPQ8Po46ACcq4XWaY8w026K5zB0ha7u+QBzxjDLaJNHcK0RzA20dkJojLNdVIDnNTE25hHLDojnTKr7mBfM87E2AQEwTAQEobZbT3LcNRt975jh4AKwj/pxxct5RyB77T1Cy0WMtBEEQRDyQaJ4IKMGdybJILPuM0bYFLACoLIzTHBwhYIxBtX70/EZ3l/Xm9zQDcJosPJvympJpLlfGM6AVRVSiIA8akdzZdEMbAf2FepvmiOa+Yh8A90TAKNgClUui1VxPOm816YpoNNScAYBlHOFo5Psq14/J+bXjGSgNQX/nVXE80bV7LOsRBEEQYwMSzROBak6zJIR136hEtExztQiBua4lmn3WbLw9IyjTbEUlvKK5gcq5oFHP9rGs1dM8JIlL2WnOJsJvLhOTCANGWrfqhnDye0v9MLghPhikog43sfK8cjzCXE92mtPoktzlrkadZslt5UI0x59plvuRtTf+aH6hpsDapsSyHkEQBDE2INE8AZA7kzl3b0hLKAkosDfIoTIqIYnmMJvknI1jtUQzKoV65HhGcDc0ADFopOTZlFeKLdNcQlY31xqURHO+UafZanEQ46QluFaCAqAV5nn0lvpcfc2NOs3QS64PJVWd5gYGmwABotmVaY5fNOtb/mIe65xpDrMhCIIgJiz0r8BEQIx75lUr4Ko1Wcj3q4sarq+IZzAFzDNsJGrlHKtVOWdP5/OIZtuFVVkifNuDyDT7t2dkrXjGYDkvPrA0nGm2NsiJ/mAZS7y3W2PD+4r9rvWibgSUBars9ooOZSUBpqiY1ToDgHntprV0R1pLrKmmAPtcvU6zolbk75sFy3U63eHWB7CEZ1ofQRAEMfEIaeURYxEmi0+9XOEmJ1kCJZStqIRnOp9cxxZmxLRa3fVVLXdbUypFqi1iQ2/Kq9LYAQBJ3d9pts8xdDQDtdsz7HiGznWU9BISSIqOZiDiRMCgTXlwKuDalTTeNobQW+pvjtMsu7rFIcB2gYuD5u1pc4T2Xh1z8YkFZ6Mt1YbWZEuktVzrZtvBywUhmuVpgMyzobNZMEUBa+sG731XHPOOuCYIgiAmHuQ0TwRURwz6VsBZuWa/Jgt5k1yoCriaTnOwaNaM8GO7gerjwgE5nmG4jjsZ6gjOZa1Ms+4I9CHNdEmLck1blHiG7b76iGZYArndEsd9xT7XepGd5rTsNDsRCe4RzYwxHDptIeZ17hVpnYp1LXHOvRsBY2rOsFHa3S650kmimSAIYqJDonki4HKaKwWlvCnPO9wkcrNEjaiE/Yr0RKUwju40B/c0c24gZYnxEneL5lLU9VDLaS4KpxkAhqwMcsNOsz2ZTi+7zpUbuojftKumqOwt9WNnsUfcpz3l1LiFIlVdNCPduKvshxIgmmMfNNLmEc3kNBMEQUx4SDRPAFxC2G9Cn3Ca/YabyB3G0XqavZsPAaf+zd9pjmGMtq5JI63due5G4hliah3XK8S62Z7hnPtg2RR89jTApKIiEdJNB6R4BgDIuWZJuHdYojmv5fFm/9vmS2WJyJvzXE5zMdhpbjZ27Zw30xy7aJY2A7JMG5RcR6zrEQRBEKMfEs0TgYQczwh2mv3aM1xOcxhRKd/Xx/lN2KLZZ+OdiEuwJm4E1MtO5RzXXUJe1LGFFemQnGag0m3WSshKg0byllguNDjSGtKkPDmiIUdh2qU88au7XgMATM11RxLpgHcjoCyaLec3LtGcM0WzYQ83Ga7pfFI8g1xmgiAIAiDRPDGQhbDhk2m2fgx0xpx6OgtbwDKwUMNNarnbqiVaNc9Ia8654zQnQopY+7VzbkYV5OeVnGYOd5Ve5DgIIDLNgE+uWS8hIznNQ5bT3Ph0Pn/RLIt2OYbxRt+bAIBpLY57GppEUjRKuJ3mAfM1xew0ozgIrmvD5zS3Oe8ViWaCIAgCINE8IXAJWJ/e5CSze5p94hmW4FUVNVxbgexu+6xpi2bd85wad8Ru6OEmqizUPe62XkZKSonI3cxNyTQDFU4z10zRzKx1B62NgPZEwIwafrAJIGWaAVeDhizaO1LSND0rwz09F100M8YcoTqcTrPc1Vzod1zumJ1mpX2q+LOQmDI31rUIgiCIsQFVzk0EZAHrE5VwRlrDZyNgxOl8avV4hmpwQLGEuoQmt3WEjWd4q/WSadf3Scn1LekltCRNEdiUTDN8upqtQSMZMOTBxUbAYkzxDEjVcu3pygzubo04zYDZWCEJV27ogHVOwyKa833ORsCY2zNYMo3MsZ+EsWMz1L0Oi3UtgiAIYmxAonkCUMtptn8IzJ5mdwQjanSh5pp2f7HHvNaMBpxmz4cD+am5rolMM2CKZhv7g0GYHmqbWk4zAGShIA9dVM45TnMT4hnyoBHpfU6msmhRcxjUHFd4t5ZpkdYT66Zy4HDcZTnbPCyieahHOOtxxzMAILnHocAeh8a+DkEQBDE2oHjGRECKXHC/TDO3OpMZq5iyFtlpdm0+DBbNZY9odvVCh3V+5WiJV6h7nWZpHTERMMJGwGqZZtt5zsH8IGJnmguNZprlaEJAphmJFNrTbc5jwDA1OyXSes66plAVYrkw6NwWk/OrSKLZ6Nta8VoIgiAIYrgg0TwRqJVptm/yc5ojRhdqbgS0HGXvUG/X2O4QGw+9a3o/HHCpPQMASnqlaG5oIiAA+MQzACBrxUy8Pc1RnWaoteMZTE26cs1Tsl3R4icStjAW8YySLJoj9j/XIp0DrJ8Do8eZ0Bd3ppkgCIIgvJBongAwV3uGT75YdCazis1+sTvNnpHWmqsXugGn2W8joBEQz9CjxzPcmebKyjkAyFrvnXciYOSR1ooi1nXHM6T1VbfT3HCeGajYCMglpzmuCX2MKWBZ8zwMaaw1Oc0EQRDEcEOieSJQo8nC9nM1n3aMRqfzAfB3mnXTYy57Rlq7RHPIyjm3u+0VzRqSstNsyJnm+NozACCnmPepcJqjbgSElGsOiGcwNeVymnfLNZZnBiCmAjqZ5mFwmgEhmvWtrzvHcu1BdycIgiCIWCDRPBGo5TRbDqyfaNZi2giYskRtCYZn0Igcz4g4ERCV7javaM9oTuVc1Z5mWzQnLNGs5cE5FxMB01HjGQBgTQUMGm7izTQ3xWn2xjOGIdMMACxrNYHYmwDbp0HpmB7begRBEAThB4nmCQBjijOYwi/TzINFc8mOZ4QdNKIGxzM450hr5vNyuDflyU5z6I15ShV3uyLTXBKvxcltR9gIqCQAe6qhJ9Ms2jMsR3moPISyUQa3IinNcJp9h5tY2fSOVEzxDK1kDRqxRHMy4677azIs0+b6PrnXknCd4QRBEATRBKhybqKQSAKG7j8R0HJgvU0WgOM0q404zV4Ba2hIG04so6AVkbbcWNfY7rBrVhluwvWyyG4DjlDXuS5EbKTKOcbMfHG54HKaOediY17OEsdlQ0O/FGmIOtwEkAacyE6zGPyRA2MM8zr3RkeqHe3pNsxqnRF5LbGm5Cbz0pBwmuPOF8u1cwCg7nV4rOsRBEEQhB8kmicILJE0XUlv1heAak2M02GKPdnFs13Y0IKySlQCWglpKSpR0AvogOkm5jVHBIZul3BtPvSOtC5DAZA0OMoKQ9G6vRGRbsPUlPneyvEM6Zxbkk7Tw65ij/i6EafZHnDi2ghYsEdam/nitlQrvnjkNVCY0hRn1iWOS0PCaWaZeDqaxbpZZ1CL0jkLia6Zsa5HEARBEH5QPGOiYAnKak0WnLnjEYCTMW5mVIJ7RHNRijUUpK/DOrGuTXllT/2b3ZBhRTTKlmgu6fLGw4iVbJa4d2Wapa+zSUds7ir0iK8jTwQEwPwyzUVLxEqDRhJKomlRBlk086LsNMcrmpWsE89Q96bpfARBEMTIQKJ5omA7vz6iOak7UYmyJ75hfx/WaWaKk6OuWLPCaZZEs26KQJUlwtfcBY2XhvNhIWkta8czirpzPzsiEhYh1iXBL4/UzgWI5sg9zfBvzxBOcyamJouUO54BH5EeB8oka9MfU5CkkdYEQRDECEHxjAkCSyTN5K6PaE5Jo6tLRhlyQrXUyLQ8K0dd2WThcZr1Sqc5St6XKQkgkQL0Enig02yvaTrBA2UnY9yajCj+7M7kAKe5RXJid7riGdEzzUhVbgT0c5qbSUWmuTRMonnqXsh88CKwbDuU9sY3NBIEQRBEFEg0TxQsp5n7ZZp1STR7ssCaaM+IsEnOzlF7Gzu0kmsjoJxjtp3myCOmk2kzz+xxmuF1mq3v5Y15rcloDq3jNEsbAaWvcynneXcVdomvm+E085IsmuN1moPiGYhZNDPGkNznyFjXIAiCIIhaUDxjomCLXj+n2SWaPfEMW2xGdZrhUzmnlZDmzXeaATgb5Mp512H7NaRg5nvLhu00D4j7tEbN5vpkml2iWRr8sbPJmWaUC6LnWmSM4xKxakqMtObF4XOaCYIgCGI0MOad5nXr1uHee+/Fli1bMGfOHFx88cU46aSTqj7m6quvxk9+8pPA25csWYI1a9YAAF577bXA5/vud7+LD37wg9Ff/DAiKuB8nOak7o5n2BjcgMbN26IN/ghYUytB5YDCOQzGXJv/7MEfUV1YlsyAA5XxDEvEpqAA4E48wxJ+KktEd7d9nGb5azWZRVbNIK8VsNNymhWmRPsgYmNXzoEDWhE8oQLWB4W4pvMxxsDSOfBCP/hQj7iuJJoJgiCIicCYFs2rV6/GrbfeiuXLl2PVqlVYv349LrvsMjDGsGLFisDHnXnmmTjiiCMqjj/xxBN48sknXUJ406ZNAEyh3dXV5br//vvv36QzGQZEPMNnI6BWhv1LBzme4RppHUHgBeWouVYCA5AxOIYSzLURMC9GTEdzmn3HS8PJ/iaZAkAXjrqdaW5NtUZvmRCZZkmoywJaTSGXyiKvFcS57pab2lCrBfNuetScXxrFWgGXygGFfvD+bcOzHkEQBEGMEsasaO7r68Odd96JlStX4utf/zoA4IwzzsC5556LW2+9FSeeeCISiYTvYw8++GAcfPDBrmNbtmzBjTfeiKVLl+L8888Xxzdt2gRVVXHOOecgmYxYSTYKYFXiGaZotgdwOLeXXaI5wrkH1dzZrq/BMZRwV84VRTwjYnTBZ4Mc4PQZp5gKQJfiGZZojroJEEGZ5qLr9tZkDjvg5JmPmtlYC4QsmlEqgHMnIx6X02w+dw4cgCGL5pgr5wiCIAhiNDBmM81PPfUUhoaGcNZZZ4ljiqLg7LPPxjvvvIPnn38+1PN9+ctfRrFYxBe+8AWXA/jaa69h9uzZY1owA6ja05yUNurJTrNr8EfEjYAAfJ1mAKJBw69yLmqmmdn5Yu9GQOt7uzqvaDvNpcZFc62eZqam0CJtokslUjhst0OirwdU1OvZzRlAvHEJezOg0b/dOUZOM0EQBDEBGLOi+aWXXgIALFiwwHXcjkzYt9fDyy+/jCeeeALnnHMOZs+e7bpt06ZN2HvvvQEApVIJpVLJ7ylGP3YHsbfJAkBSEnjyRsCy3lg8Qwh1zfOeWcI8YzVoFOT2DOvrbNQ6NmmDnIy9MdAWzSXdvREw8iZA1G7PgEc0L9ntEGRVZ0pgpDVdojkPFJwNjbH1NANgqcr3l5xmgiAIYiIwZkXz1q1b0dHRgWzWLT66u7sBmHGLevnOd76DVCqFiy66yHW8VCph8+bN6O3txZlnnomFCxdi4cKFuPDCC/Hmm282fhLDCFNtp9ktYDk3kNQccVxyxTMaGzEtxGSQ08xNR9830xx1I6CIZ7g3AtrVbClLyNvn1t8Up7ky0yxEs6KCKQmXaH7/zMo8fViEeAXMBo2iJJrjdJqlrmZxjJxmgiAIIgQf/ejJ+MEPvo9vfevrOOmk43D88e/HDTd8HkNDQ7jvvntw6qkrcOKJx+Daa69Ab28PfvOb/8XSpYuwevX3xHP8/e9v4Nhjj8Itt9w4bK971GWat23bVvX2XC6HlpYWDA4OIpOpdCPtY/l8vuI2P9577z388pe/xKmnnlqx0e+vf/0rNE3Diy++iAsvvBAXXXQRNm7ciLvvvhtnn302fvrTn2Ly5MmBz60oDIrSnBHG1UgkFNf/fV9LyhKhWgmq6tyPaxoSABKcQ2cMGi+L2w3mtGpkkinX4+qBJa01dfeatmBNW/VvJcO83eCGcIBzqWzo9QAgkcqgDADlgvvxltOcVtOAbg43UVVFZJrbM22R1gMATXpvEwkGxhjK3DxHlkwhkVAwb/Ke+J+/PYMDp+yHOZNmRlpHxsg64lXRizDKQ+Y3TIGaa2BTYw2S0/dBeeOvnAOMQc3mwNjY/Pxdz58dYmSgazN6oWszsgwVNLyzYzDwdkVh2NpXxOBgEYY0SKzZTJ/cglwmuox84IG1WLLkMHzxi1/Gxo1/wb//+x149dWNmDJlCq655jps2fI2brvtq5gyZQquuOIaLF++Avfddw9OPHE5Zs3aHTfd9G+YOrUbn/vclZH//Q7LqBPNS5curXr7xRdfjM9+9rPgnFcVBvWKhocffhiapuGcc86puK29vR2f/vSncdRRR2HhwoUAgOOOOw4HHXQQ/vEf/xF33303rrrqqsDn7upqiU28+NHeHvwrf97agiIAppfR2ek4g3qeowdA0uDQEwyJFMTt75SdjZSTJ7W7HlcPWksOZQCK4V7TUDkKADJW52+Jl9DZ2YLB0pCzXnv49QCAdbSjAABa0fX4XZbT3JprAYqmcE+3KELAT+voirQeAPS1t8H+iDapLQklmRbnqCTTaG/PYln7UuzXvTe6WyYLt7sRjLYkeq2vs6oBDUXkASjZVnR1xRfP4Ed8CANtOWx/7C7wUgGJtsno6mqLbb3hotqfHWJkoWszeqFrM/wM5sv45Nf/F4P5yqjlcNOSTWL1tcejJRv+37REQkFbWyu+/e07oKoqTjzxWDz22M/x3nvv4eGHH0Jbm/nvynPPPYuXX34RnZ0tuPHG6/HHP/4Bt9/+VRx++OF49dVXsG7dOsyc2d3cE6vCqBPNN910U9Xb99tvPwCm41woFCput4+1tNQngJ566inMnTsX++67b8VtM2bMwCWXXFJx/Oijj8bMmTPx7LPPVn3unTsHh81pbm/Poq8vD103fO9T1MzXYZSL2LXL+YRqDPYAAJLcFHm9g4Pi9u09veJ+pSEDu1jwJ1s/SoYpivViwbVmYcD82naah4p57No1iJ15p13CKDLXY+qlYFWvca2EnTv6wJSEufnRagJpZY5D+6fNr4ivFS0ZaT0AKEqJl13bd0HJtKEwYMYluJJEX18e7e1ZtKEDg30lDKLxXDznHFASgKFjsLcXeq/13qVaIp9H3cxajLbTZ6P44nokZ78v/vVipJ4/O8TIQNdm9ELXZuQYKmhioNVIwzlHT88QSoXwUlLXDey77/7o7y8CMKONHR2dSKcz0DRF/LuSzbaip6fX+l7FVVddi8997jP43e9+h/PP/0fMmbNPU/4Nqtc0G3Wi+fTTT6/rftOnT0dvby9KpRJSqZQ4vnXrVgDAtGnTaj7Hjh078NJLL+HCCy8M/Tq7urrQ399f9T6GwWP91YgXXTegaf5/gRmKky8ulzXx63SjaP6wpuwmi3JJPMeQNKI5ATXwuYPgVg6al4uux+pW3jiNBAAdBc28faDoRGqSLBV6PQDg0oASLT8Elm6BkXf+QE1JdYqvX9v5N/F1LpGLtB4AGFLeWysUoKgtMEpWvllNiX9Uql2fSCQzQHEQejEPw94ImG5p7hpBtHQjdfjZADA868VM068N0TTo2oxe6NoMPylVwa0XH4l3dgYLRTWhoK0tg/7+ArQYP9RM72pBSlUi/wzkcu5/rzjnlmh2HwOcf2cOOWQJpkzpxvbt23DEEUcP+8/fqBPN9bJgwQJwzrFhwwa8733vE8c3bNgAADjwwANrPsfzzz8PzrnvoBMAuP/++3H33Xfj+9//Pvbaay9xXNd1bN68ua41Rg1yJEAvSzVp1phsS9uXDLlJw/k60shnsYZ3Op+VabY6k/O6OQrarpsDgGyDY7QBs4qNpVtcTQ9Tsk4G/a99fxdfN6WnGRANGmIjoHxbk2HJDHhxELxUALdEM03nIwiCGN/kMir2mtEReLuqKujsNH/rON4+1PzgB99HX18v5syZi6985Yu46657oarDJ2XHbIr/mGOOQTqdFuOuAcAwDCvfMlNkkKuxceNGAPCNZgDA7Nmz8dZbb+H+++93HV+zZg16e3tx8sknRz+BYUYWdq46NKvZImV9mitLTRdFl2gOL/5Y0qlik3+dZIvojFVjZ3ADmqEhL4nryCOtvZPy4Aw2AYBUpg2T0uZfNn/r3SyON1I5B6npQ7y31v9Z1CEtdSBPP7R7muMcbEIQBEEQI8WGDS9j3bp7cd55n8B1130Rf/3r6/iP/1g9rK9hzDrNnZ2duOiii3DHHXeAc47DDz8cjz/+OJ577jncdtttrmmATz75JABg2bJlruf4+9//jmw2W9GaYXPUUUdh2bJlWLNmDXp6enDooYfixRdfxCOPPIL3v//9OOWUU+I7wWYjize5T9gSyUkrnuHnNCcVFUqUdgR7TW4Ahi5GedtCPS3FGgp60dXXHHm4iTwpz4qByKKZJTOYmp2CnmIv8pp5XGEKcg30Jvt9IBHiuQmb/gKxaud4mZxmgiAIYvxSKpXwpS9djzlz5uKcc1ZBVVWcdtoZuPfeH+Doo4/BvHn+5mezGbOiGQAuueQSZLNZrF27FuvXr8fcuXNx++23Y/ny5a773XzzzQAqRXNPTw9aW6s7c1//+tdx55134r/+67/w2GOPYerUqfjkJz+Jiy++eFibMRrF7mkG4BLN9tdJywkuuZxmK3sc1fV1xRaKQjTbgjKjOLcXtKIrnhFVNCMpub52LMM1iCOL7twUvNrzujjWouaifSiw8Z4nIDnN8cYzAPdEwDgHmxAEQRDESHD33d/B5s1/x7//+2oRx7jwwk/hf//3l/jSl67H3XevGZbJzWNaNDPGcMEFF+CCCy6oer+nnnrK9/hdd91Vc41MJoPLL78cl19+eaTXOGrwixAATjzD8BPN5v1SEaIZfmsKF9QebpJIAlZqw3SaTcHJwMTkvrBUTMqT/g8ASGYwNTfF9ZiWBifa+TrNtlBPxh/P4IV+IdbJaSYIgiBGOw899LOKY3fe+f2KY9dee734+lOf+ozrtmw2i4cf/q+mv7ZqjNlMMxEOlvB3mu0JgcJpluIZtmiOkmcGfJxme03baZZGZReleEZGTUd28VlSnpTnE89IZdGddYvmtkamAQK+0Rc+1AMAUHKTGnvuKrCM2WNp7HxbOkZOM0EQBEHEAYnmiUKQ06y5M83lJsYzgte0RbMczyiIcdqymA6NTzzDHqENRQVLJCuc5oZGaMPjNJcL4Lpmur8AWIyiObH7AeYX0oZNcpoJgiAIIh5INE8Q/GrRAGcjYEo4zY5otl3nqPEM15plqXbOFs1SbrngcZqjwhJJc+gHJLFsxTOYtXFuSqYLDI6T3Zpq0J1V04D1HvF8L3jeGQoTp2hWZx3oqtgDyGkmCIIgiLgg0TxRkDYCcr0y0yx6mqXbilpj8Ywgp9n+Oi1FKYpaEflmOM2AIyQtEe7ki83jyUQSnZlJ4u4NO82MgbWaDSx8YCf4oDPZUGnpDHpYwzA1BXX2QvcxcpoJgiAIIhZINE8QWFDlnJU1TlrOq+w0N5xpTvoM/eBcxAnSakY4vnm90BSn2VzX2iBXcvc0s5QjxqdKueaGOpotlFZzaIoxsAOGJJrjdJoBQN1zket76mkmCIIgiHgg0TxRkJ1mOV9sxSZSzCxS0QwNBjcnCBWNZjrNVjxDykwzNS0EclFz2jMi183Zz+txmmGLZsnZ7pZyzQ1vBATAWiyneXCn2AQIACwXPLWpGai7H+S8zyxREdcgCIIgCKI5kGieIDBFNUUV4HaaLdGcVJz2QdthLmrN62nmnv5i+3b7uQu609Ocjbrx0MbaDCicZjuekXJE81RpnHZrsnF3VrHiGcaAI5pZps3dWhIDZkTDHCPPsm1jqjucIAiCIMYSY7qnmQiJmgLKeU+ThSlms4oKwHSYC1oBWTXT8EZA+Gw+dK2tpsS47KLeTKfZmZQHSPEMyWmemusWX3ek2xpaD4DINKNcgLFri3ks5miGTerQU2AM7EBy3lHDsh5BEARBTERINE8gmJo0B33olU6zOZ3PFJl5rYBONCHTzBRzjLReluIZbqfZFsjyRMBMg04zs2vn7DUt8SwPPtmvax4WTzsYuWQW03JTG1oPcDLNAKBvNacNspZJDT9vPSQ6Z6LlI9cNy1oEQRAEMVEh0TyRsLKvriaLsh2JcERzQS9AN3RohgagAacZMN1mvVzTaTY3AjbHaYZ3I6A9EVDaCJhQEli14KzG1pEQTjMAnu8DEO9gE4IgCIIghhfKNE8gRMbYJ56RURxBOVTOuyYDRh5uAqe1Q4hlb6bZur2/2A9uzdRuWnuG5m3PyAY+plGUlskVx4YrnkEQBEEQRPyQaJ5IWKKZ+2wEzEnRhYJWENEMoIH2DEhC3R5pHeA07yo6A0Ea7WkWMYxSAZwbUjwjPtHMkmnA05HMYuxoJgiCIAhieCHRPIGo5jRnpUhEXm+eaK6IhMiZ5kRKuMoD5UFxvGnxjHLBNYmQxVzHpkgRDYCcZoIgCIIYT5BonkjYTrNemWlOJnNQrUq6vFZAUXfEZkPxDM+mPK/T7Pfc2SbFM6AVwUtDzg0xxjMAp6vZhjLNBEEQBDF+oI2AEwiW8HGaLSeWJdPI6ln0lwdM0SzdJ9VI17A3EuLJNGd9ohiNj9GWhqoMObGPODPNgNmgoUvfUzyDIAiCaDa8NASj553gOyQUFIYy0PoL0HUjttehTJoOlspFeuxHP3oyVqw4GQMD/Xj88V+gVCpj6dL344or/hWPPPJjPPzwjzE0NIhFi5bgyiuvxX33/QcefvjH+M//fBytrc5shXvuuRv3378Gjz76ODKZ+Id7kWieSPhlmu1atmQaWS0jRPOQ5ji0LWq0PxSANL7b7kz2OM2TMpUT8xrfCOiIY2NIGmkdczyDueIZDCzbHut6BEEQxMSCl4YwsO5yQP4tqg/9w/FiUjm0nv21yML5gQfWYvHiJbj++puxceMGfO97d+KVVzZgypRuXHnltXjnnS345je/hq6uKfjoR8/E/fevwf/8z5NYufIj4jkee+wXOPbYE4ZFMAMUz5hQOALWikoYhhhrbY60Nn/o8lrelTFuaWTMtPWHScQkhGhmgKLi0Knvw4o9jkdONYVuKpFqeEIfk53mQUc0xx3PkLuaWbYdTEnEuh5BEARBjFVaWlpwww23YPHiw3DuuaswZ85cbN++HTff/DUcccRR+D//53QcdtiRePHFFzBnzlwccMBBeOyxX4jHv/jiC3jrrc046aSTh+01k9M8kUjZG+Ss3mLNvUkuVzZFZV4rYNASuaqiNtaekbZEc9F8PuE0qykwxpBgCZy0x/E4bvf344VtL6E7N6WxOAggNgICAB/scV5L3E6zlGkersEmBEEQxMSBWe5utXhGIqGgrS2D/lEczwCA/fZbAFV1ZGhnZxey2ZwrftHR0YG//vU1AMDKlR/GV77yJbz77jvYbbfp+MUv/guzZ8/BAQccFP0kQkKieQJhZ3rt3mJ7EyAAICk7zQXhNLcmW8AYi75m2t9pZqpbiGfUNA6bfmjkdVxrSuLYFc8YTqc5R3lmgiAIovmwVA6JqXsF3q6qCjKdLcjvGgS0+ERzo7S0VP4Wu1rM4thjT8A3v/kNPPbYz3HWWefil79cj499bFWMr7ASEs0TCPGJsFwwoxmy06ymkRMjrR3R3JKM/imyck3dyVCrDdTY1VozwGlGo1V2tdZtmQSAAeBQyGkmCIIgiKaRy+XwwQ8eh1/+8knstdfeyOfz+NCHThrW10CZ5gmEK55QzovBJgCAZEY4zUNaHoOS09zQmvKvbkp5kTGOtcNYFs1DPeIYU+L9cWeKCmXy7gAAZfLsWNciCIIgiInGypWn4PXXX8OPfrQOixYdhilTuod1fRLNEwlJwPJywRXPYGpaDDgpaAUMls04RcOiOS2tWRqCMbATQOUgkGbiimfYIj3mPLNN9sTPILPsEiTnv39Y1iMIgiCIicJBBy3E7Nlz8Kc//RErVgzfBkAbimdMIORMLy8NeTYCppG1GiwKehF9pQEADTZnAG6hXhwCHzRFs3cQSFNRUwBjAOeilme4RLPSOtmVbSYIgiAIonkcccRS7Nq1C0cffcywr02ieQLhFs2FiniGPEp7R8EUtw1nmmWnOd8nho0oMYpmxhiQzLp7LGPeBEgQBEEQRH089NDPKo7deef3K45de+31ru8553j22afxoQ+dhFQqvr1RQZBonkDIQz/gdZrVFCalKweNNJ5pdh5v9GwBwM3jMcYzACC57/tR/vNj0usg0UwQBEEQY5GhoUE88MBabNz4F2zZ8jY++tF/GJHXQaJ5IuFymvMVlXPd2cpYQWsTnWZ951vi6zgzzQCQPuwMMKag9MIvrNfRYMyEIAiCIIgRIZVK49FHH4FhGLj66n/DjBkzR+R1kGieQLAK0Ww5zYoKpqjozEyCyhLQuC7u15JqUGyqaYApADdgSKI51kwzAMYUUzh3TIP26m+RPOD4WNcjCIIgCCIeVFXFo48+VvuOcb+OkX4BxDCSSAJKAjB0oJwHimatnO0GK0zB5OxkvDe0VTyk4XgGY2CpHHhxwBHNLAGWrYyCxEFq32OQ2nf4NwsQBEEQBDG+oMq5CQRjTOSaeSkPXjAbMlimTdxHjmgoTMHkTBMcYTuiYWjmei2TYu9MJgiCIAiCaCakXCYaKVk09wMAWMaZ896dc0Tz/M69kUs2voHOO5s+zuYMgiAIgiCIOCDRPMFgkmg2hGh2nOZ0Ii2+PmDyfs1Z07MJL+7mDIIgCIIgiGZDonmCITYDlv3jGYdMPQgA0KLmsHi3g5u7pv09Oc0EQRAEQYwxaCPgRCNZPZ4xs3U6rl1yGTJquuHBJjZK+1T39+Q0EwRBEAQxxiDRPMEQ8YzigNOeITnNADCjdbemrql0uvsUyWkmCIIgCGKsQfGMCYZdL2f0vuccy7YF3b0pKJ0z3N+T00wQBEEQxBiDRPMEQ2m12jG0kjjmdZqbvuYkt2gmp5kgCIIgiLEGieYJBmubUnlMyjTHsmYy7f4+ZmebIAiCIAii2VCmeYKhtHVXHIvbaa5Yj9FnNYIgCIKYqHz0oydjxYqTMTDQj8cf/wVKpTKWLn0/rrjiX/HIIz/Gww//GENDg1i0aAmuvPJavP76a/j0py/2fa6FCw/BnXd+f1he97gRzZs3b8bKlStx11134bDDDqvrMevWrcO9996LLVu2YM6cObj44otx0kknRb7fWMBfNMfrNANA5oMXofA/dyN10PLY1yIIgiCI8Upey+PdwW2Bt6sJhu1GFv19eWg6j+117NbSjawafQDaAw+sxeLFS3D99Tdj48YN+N737sQrr2zAlCnduPLKa/HOO1vwzW9+DV1dU3DxxZfgu9/9oevxTz75OB566AGcfPJHGjyT+hkXormvrw+XXHIJisVi3Y9ZvXo1br31VixfvhyrVq3C+vXrcdlll4ExhhUrVoS+35gh3QIkM0C5YH6vpsDUdPXHNIHkPkdC3WMRmJqKfS2CIAiCGI/ktTyue/rLyGv5kX4pyKpZfPHIqyML55aWFtxwwy1QVRWLFx+Gxx77L2zbtg3f//5/oLXVNPP+3/97Gi+++AJaWlpxwAEHise+/PJL+M///AnOPPNsnHji8GmxMf978tdffx1nnnkmXn311bof09fXhzvvvBMrV67EN7/5TfzDP/wD7rrrLixatAi33nordF0Pdb+xBGPM5TYrXbsP39okmAmCIAiCALDffgugqo5329nZhdmz5wjBDAAdHR0YGOh3PW7r1vfwr//6ORx44EH41Kc+M2yvFxjjTvNPfvITXHfddWhra8Ppp5+OBx98sK7HPfXUUxgaGsJZZ50ljimKgrPPPhuXXXYZnn/+eSxatKju+401jMGd4uvUvseM4CshCIIgCKJebHe3VjyjrX30xzNaWloqjmUymaqPKRQKuPrqzyGVSuPGG29BIpGIvH4UxrRofuWVV3DSSSfhiiuuwK9+9au6RfNLL70EAFiwYIHr+P777y9uX7RoUd33G2sk9z4C5ZefBACoe9WX/yYIgiAIYuTJqlns0TE78HZVVdDZ2YJdyiA0zRjGVxYvnHN86UvXY/PmN/Cd76xGR8ekYX8NY1o0X3bZZUilwv/Kf+vWrejo6EA26/6E1N1txha2bNkS6n5jjdT7VoCXi0jueWhFHRxBEARBEMRo4wc/+D5++csn8YUv3IR99pk/Iq9h1InmbduCf+UAALlcTlj6UQQzAAwODvr+CsA+ls/nQ90vCEVhUBQW6TWGIZFQXP+vyaQpSC27MMZXRMiEvj7EsEHXZvRC12b0QtdmdDNWrg9jDKqquL4H4Hvs17/+Je65526ccMJy7Lnnnti48WUATvTkgAMOGpbXPOpE89KlS6vefvHFF+Ozn/1sQ2twzsWF8MO+rd77BdHV1VLzPs2kvT16toiIH7o+oxe6NqMXujajF7o2o5vRfH0SCQXptIrOTifXnEya+WT5WDqtIpFQ8LvfPQ3OOZ544jE88cRjFc/3yiuvxP+iMQpF80033VT19v3226/hNXK5HAqFQsVx+5jtZNd7vyB27hwcNqe5vT2Lvr48dH385JfGC3R9Ri90bUYvdG1GL3RtRjdj4fo8/PDPAAC7dg2KY9/61ncrjl111XW+X3uRHxMFWahXY9SJ5tNPPz32NaZPn47e3l6USiVXxGPr1q0AgGnTpoW6XxCGwWEY8e1c9aLrxrgK/Y836PqMXujajF7o2oxe6NqMbuj6NJ/RHXiJiQULFoBzjg0bNriO298feOCBoe5HEARBEARBjG8mpGg+5phjkE6nsWbNGnHMMAysW7cOM2fOxMKFC0PdjyAIgiAIghjfjLp4Rhw8+aTZSbxs2TIAQGdnJy666CLccccd4Jzj8MMPx+OPP47nnnsOt912myjLrvd+BEEQBEEQxPhmQojmm2++GYAjmgHgkksuQTabxdq1a7F+/XrMnTsXt99+O5YvX+56bL33IwiCIAiCIMYvjHM+fDvVJhjbtvXXvlMTENN/do2v6T/jBbo+oxe6NqMXujajF7o2oxu6PuHp7m6r634TMtNMEARBEARBEGEg0UwQBEEQBEEQNSDRTBAEQRAEQRA1INFMEARBEARBEDUg0UwQBEEQBEEQNSDRTBAEQRAEQRA1INFMEARBEARBEDUg0UwQBEEQBEEQNSDRTBAEQRAEQRA1INFMEARBEARBEDUg0UwQBEEQBEEQNWCccz7SL4IgCIIgCIIgRjPkNBMEQRAEQRBEDUg0EwRBEARBEEQNSDQTBEEQBEEQRA1INBMEQRAEQRBEDUg0EwRBEARBEEQNSDQTBEEQBEEQRA1INI9x3nzzTVx66aVYsmQJlixZgiuvvBI7d+4c6Zc1objuuutw7rnnVhyv99rQNWwev/71r3H22Wfjfe97Hw4++GCsWrUKf/rTn1z3oesycjzzzDM466yzcPDBB+Poo4/Gl770JQwODrruQ9dn5Nm4cSMOOOAA3HHHHa7jdG1Gjo9+9KOYP39+xX+f/vSnxX3o+sQP9TSPYXbt2oXTTjsNpVIJ5513HnRdx+rVqzFz5kw8+OCDSKVSI/0Sxz0PPvggPv/5z2PJkiVYs2aNOF7vtaFr2Dx+97vf4bzzzsM+++yD0047DZqmYd26ddi6dSvWrVuHgw46iK7LCPLMM8/gE5/4BBYsWIBTTz0V77zzDu69914sWLAAa9euhaIodH1GAZqm4fTTT8df/vIXXHrppfjnf/5nAPR32kjCOcchhxyCI488EieccILrtpkzZ2LRokV0fYYLToxZvvGNb/D99tuPv/baa+LYb3/7Wz5v3jz+ox/9aARf2fhH0zR+xx138Pnz5/N58+bxc845x3V7vdeGrmHzOOWUU/gHPvABPjQ0JI5t27aNL168mK9atYpzTtdlJDn11FP5Bz/4QZ7P58Wx++67j8+bN4//z//8D+ecrs9o4M477+QLFizg8+bN49/61rfEcbo2I8fmzZv5vHnz+MMPPxx4H7o+wwPFM8YwP//5z7FkyRLstdde4tiRRx6JPfbYAz//+c9H8JWNb4rFIk499VTccccdOOWUUzBt2rSK+9R7begaNofe3l5s3LgRy5cvRzabFcenTJmCxYsX4/nnnwdA12WkKBaL6OzsxBlnnIFMJiOOL1myBADwyiuvAKDrM9K88sor+M53voNPfepTFbfRtRk5XnvtNQBwvade6PoMDySaxyi9vb148803sWDBgorbFixYgJdffnkEXtXEoFgsYmBgALfddhu+8pWvQFVV1+31Xhu6hs2jtbUVjz32GFatWlVx265du5BIJOi6jCDpdBqrV6/GxRdf7Dq+YcMGAMCMGTPo+owwmqbhmmuuwVFHHYUPf/jDrtvo2owsmzZtAuCI5qGhIdftdH2GDxLNY5T33nsPAHxdzu7ubvT396O/v3+4X9aEoLW1FU888QRWrFjhe3u914auYfNIJBKYO3duxXu5ceNG/PGPf8TBBx9M12UU8fbbb+ORRx7Bl770JcybNw/HH388XZ8R5q677sLf//533HDDDRW30bUZWTZt2oSWlhbccsstOPjgg3HwwQdj2bJlwhmm6zN8qLXvQoxG7B3n8q+ibdLpNADz02hbW9uwvq6JgKIoUJTgz5v1Xhu6hvEyODiIq666CgBw0UUX0XUZJfT09ODYY48FYL7Hn//855FOp+n6jCCbNm3Ct7/9bfzbv/0bdtttN7z11luu2+najCyvvfYaBgcH0d/fj1tvvRV9fX249957cdlll6FcLmPOnDkA6PoMBySaxyi8jtITxtgwvBLCS73Xhq5hfOTzeXzyk5/Exo0b8U//9E9YsmQJ/vjHP9Z8HF2X+GGM4bbbbkOpVMKaNWtw/vnn47bbbkN3d3ddj6Xr01x0XcfVV1+NQw89FGeccYbvfejvtJHljDPOgGEY+NjHPiaOnXTSSVi5ciW++tWv4lvf+lbN56Dr0xxINI9RcrkcADNf68U+1traOqyviTCp99rQNYyHvr4+/NM//RP++Mc/4rTTTsNnP/tZAHRdRgsdHR0i2rR8+XKsXLkSt9xyC7773e8CoOsz3KxevRqvvPIK1q1bJ7p6+/r6AJgfPnfu3El/dkaYs846q+JYJpPBKaecgjvvvBMtLS0A6PoMBySaxygzZswAAGzbtq3itq1bt6K9vV38ASGGl3qvDV3D5rNjxw5ccMEF2LBhA84880zccMMNwjmh6zL6yGQy+MAHPoA1a9Zg6tSpAOj6DDe//vWvUS6Xcfrpp1fctnr1aqxevRo//elPAdC1GW10dXUBMD/cAHR9hgMSzWOU9vZ2zJo1y3e361/+8hcccMABI/CqCKD+a0PXsLkMDAwIwbxq1Spcc801rtvpuowcr7/+Oi688EJccMEFrl8xA2ZeljGGVCpF12cEuOqqq4SzbLN9+3ZcccUVOOWUU/CRj3wEe+65J12bEeK9997DJz7xCXzoQx/CpZde6rrtb3/7GwBg1qxZdH2GCWrPGMOccMIJeOaZZ/D666+LY08//TT+9re/BTY7EMNDvdeGrmHzuPHGG7Fhwwacd955FYLZhq7LyDBnzhz09/fjgQceQKlUEsfffvttPP7441i8eDFaW1vp+owABxxwAI488kjXf4cccggAYPfdd8eRRx6JdDpN12aEmDZtGvr6+vDggw9iYGBAHN+yZQseeeQRHHbYYeju7qbrM0zQGO0xzM6dO7Fy5UokEgl84hOfQLFYxN13343Zs2fjgQceoHGYw8Sxxx6LmTNnusZo13tt6Bo2h9dffx0rVqxAe3s7rrnmGiQSiYr7nHLKKXRdRpBHH30UV155JRYuXIgPf/jD2LVrF9auXYtyuYx169Zh3rx5dH1GCW+99RaOO+441xhtujYjx5NPPolLLrkE++yzD04//XQMDg6KPzv3338/9tprL7o+wwSJ5jHOX//6V9xyyy34wx/+gEwmg2OOOQZXXnmlyDoR8eMnmoH6rw1dw8a5//77cf3111e9jz11jq7LyPGLX/wCd999N1599VXkcjkcfvjh+OxnP4s99thD3Ieuz8jjJ5oBujYjyZNPPonvfe972LhxIzKZDJYsWYLLLrvMNdmPrk/8kGgmCIIgCIIgiBpQppkgCIIgCIIgakCimSAIgiAIgiBqQKKZIAiCIAiCIGpAopkgCIIgCIIgakCimSAIgiAIgiBqQKKZIAiCIAiCIGpAopkgCIIgCIIgakCimSAIgiAIgiBqQKKZIAiCIAiCIGpAopkgCGIC8Oabb+InP/mJ720XXXQRLr/88thfw7nnnourr7469nUIgiDigEQzQRDEOGfjxo1YsWIFfvvb31bc9uCDD+L3v/89rrjiithfx7XXXotHH30U69evj30tgiCIZkOimSAIYpzT29uLUqlUcXzHjh348pe/jPPOOw/Tpk2L/XXsu++++PCHP4ybbroJhUIh9vUIgiCaCYlmgiCICco999yDQqGAc889d9jW/PjHP453330Xa9euHbY1CYIgmgGJZoIgiHHM1VdfjfPOOw8A8LOf/Qzz58/HI488goGBAdx///1YunQppkyZ4nrM/PnzccEFF2Djxo34+Mc/joULF+Koo47C5Zdfjs2bN1es8eyzz+If//EfsXTpUhx44IE47rjjcMMNN2Dr1q0V991///0xf/58rFmzBrqux3PSBEEQMUCimSAIYhyzbNkynHrqqQCAefPm4dJLL8V+++2H//t//y/6+/txzDHH+D7urbfewjnnnIOenh6cffbZ2H///fGzn/0MZ5xxBl5//XVxv2effRbnn38+NmzYgGXLluHjH/84Zs+ejXXr1uFjH/uYbwzjmGOOwTvvvIPnn38+npMmCIKIAXWkXwBBEAQRH8uWLUNbWxt+8pOfYP78+fjnf/5nAMB//Md/AAAOOugg38e98cYbOP744/HNb34TiUQCAHDffffhi1/8Im666Sb88Ic/BACsXbsWuq7j/vvvx+zZs8Xjr732Wjz00ENYv349Tj75ZNdz22s+/fTTWLRoUXNPmCAIIibIaSYIgpiAvPTSS2CMYZ999vG9PZlM4pprrhGCGQA+9rGPYe+998YzzzyDd999FwDAOQcA/OEPf3A9/qqrrsKvf/1rrFy5suK5582bBwB48cUXm3IuBEEQwwGJZoIgiAnI9u3bkcvlkE6nfW/ffffdMXPmTNcxxhgOOuggcM7xl7/8BQDwD//wD1AUBddccw2OPfZYXHfddfjv//5vMMYwdepUMMYqnrurqwuA2d5BEAQxViDRTBAEMQHp6+tDNpsNvH369Om+x6dOnSoeDwBHHXUU1q5dixNOOAG7du3Cj3/8Y/zLv/wLjjjiCPzrv/4rhoaGKp7DXrenp6fBsyAIghg+KNNMEAQxAUmn0+jv7w+8PZ/P+x63xbLtFgPAIYccgkMOOQSlUgl//vOf8Zvf/AY//elP8fDDD0NRFNx0002+z5HJZBo9DYIgiGGDnGaCIIhxjl9EYsaMGSgWixgcHPR9zCuvvOLbfPHcc88hkUjggAMOgGEY+P73v4/bbrsNAJBKpbBo0SL8y7/8C9atWwcA+P3vf1/xHLt27RKvgSAIYqxAopkgCGKco6rmLxXL5bI4tt9++wEwxbEfg4ODuO2228RGP8Bsz3jllVewbNkydHV1QVEUPPXUU/je975XsRHwzTffBADMmjWr4rk3btwIwOxsJgiCGCtQPIMgCGKcY+eTf/WrX+ErX/kKjjvuOCxduhQ/+9nP8Ic//AGHHHJIxWPS6TTWrVuH559/HocccgheffVV/Pa3v8WsWbNw7bXXivtdfvnlWLVqFVatWoXjjz8es2bNwrvvvosnnngCmUwGn/nMZyqe2xbYS5cujemMCYIgmg85zQRBEOOc6dOn43Of+xyy2Szuu+8+PP3001i2bBlyuRx+9atf+T5m0qRJuOeee6AoCtatW4fXX38d5557Lh588EFMmzZN3G/RokVYt24dPvCBD+BPf/oTfvjDH+Lpp5/Gcccdh4ceeqiiB5pzjt/85jeYOXMmFi9eHOt5EwRBNBPG5d+9EQRBEBOGr33ta7jrrrvw3//939hzzz3F8fnz52PatGmBgroRnn76aZx//vm4/vrrcdZZZzX9+QmCIOKCnGaCIIgJyic+8Qnkcjncf//9w7bm/fffjxkzZuC0004btjUJgiCaAYlmgiCICUpXVxcuu+wy/OhHP8Lbb78d+3p//vOfsX79enz+859HKpWKfT2CIIhmQqKZIAhiAnPOOedg8eLF+NrXvhb7Wl/+8pdx2mmn4bjjjot9LYIgiGZDmWaCIAiCIAiCqAE5zQRBEARBEARRAxLNBEEQBEEQBFEDEs0EQRAEQRAEUQMSzQRBEARBEARRAxLNBEEQBEEQBFEDEs0EQRAEQRAEUQMSzQRBEARBEARRAxLNBEEQBEEQBFGD/w8Awp62/BvNVgAAAABJRU5ErkJggg==", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "combined.table.mpl(y=[\"mx\", \"my\", \"mz\"])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can iterate over the drives in the combined drive or access a single element." ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/html": [ "Field\n", "
    \n", " \n", "
  • Mesh\n", "
      \n", "
    • Region\n", "
        \n", "
      • pmin = [-5e-08, -2.5e-08, 0.0]
      • \n", "
      • pmax = [5e-08, 2.5e-08, 2e-08]
      • \n", "
      • dims = ['x', 'y', 'z']
      • \n", "
      • units = ['m', 'm', 'm']
      • \n", "
    • \n", "
    • n = [20, 10, 4]
    • \n", "
    • subregions:\n", "
        \n", "
      • Region total\n", "
          \n", "
        • pmin = [-5e-08, -2.5e-08, 0.0]
        • \n", "
        • pmax = [5e-08, 2.5e-08, 2e-08]
        • \n", "
        • dims = ['x', 'y', 'z']
        • \n", "
        • units = ['m', 'm', 'm']
        • \n", "
      • \n", "
    • \n", "
  • \n", "
  • nvdim = 3
  • \n", "
  • vdims:\n", "
    • x
    • \n", "
    • y
    • \n", "
    • z
    • \n", "
    \n", "
  • \n", "
  • unit = A/m
  • \n", "
" ], "text/plain": [ "Field(Mesh(Region(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']), n=[20, 10, 4], subregions: (Region`total`(pmin=[-5e-08, -2.5e-08, 0.0], pmax=[5e-08, 2.5e-08, 2e-08], dims=['x', 'y', 'z'], units=['m', 'm', 'm']))), nvdim=3, vdims: (x, y, z), unit=A/m)" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "combined[15]" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'t'" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "combined.x" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The combined drive can be converted into an `xarray.DataArray` similar to the normal `Drive`." ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "tags": [ "nbval-ignore-output" ] }, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'field' (t: 290, x: 20, y: 10, z: 4, vdims: 3)> Size: 6MB\n",
       "array([[[[[ -27584.49540021,  658579.77501927,  453334.06616874],\n",
       "          [ -27584.49540021,  658579.77501927,  453334.06616874],\n",
       "          [ -27584.49540021,  658579.77501927,  453334.06616874],\n",
       "          [ -27584.49540021,  658579.77501927,  453334.06616874]],\n",
       "\n",
       "         [[ -27584.49540021,  658579.77501927,  453334.06616874],\n",
       "          [ -27584.49540021,  658579.77501927,  453334.06616874],\n",
       "          [ -27584.49540021,  658579.77501927,  453334.06616874],\n",
       "          [ -27584.49540021,  658579.77501927,  453334.06616874]],\n",
       "\n",
       "         [[ -27584.49540021,  658579.77501927,  453334.06616874],\n",
       "          [ -27584.49540021,  658579.77501927,  453334.06616874],\n",
       "          [ -27584.49540021,  658579.77501927,  453334.06616874],\n",
       "          [ -27584.49540021,  658579.77501927,  453334.06616874]],\n",
       "\n",
       "         ...,\n",
       "\n",
       "         [[ -27584.49540021,  658579.77501927,  453334.06616874],\n",
       "          [ -27584.49540021,  658579.77501927,  453334.06616874],\n",
       "          [ -27584.49540021,  658579.77501927,  453334.06616874],\n",
       "...\n",
       "          [ 797212.875     ,  -51317.65625   ,   42639.36328125],\n",
       "          [ 797212.875     ,  -51317.65625   ,   42639.36328125],\n",
       "          [ 797212.875     ,  -51317.65625   ,   42639.36328125]],\n",
       "\n",
       "         ...,\n",
       "\n",
       "         [[ 797212.875     ,  -51317.65625   ,   42639.36328125],\n",
       "          [ 797212.875     ,  -51317.65625   ,   42639.36328125],\n",
       "          [ 797212.875     ,  -51317.65625   ,   42639.36328125],\n",
       "          [ 797212.875     ,  -51317.65625   ,   42639.36328125]],\n",
       "\n",
       "         [[ 797212.875     ,  -51317.65625   ,   42639.36328125],\n",
       "          [ 797212.875     ,  -51317.65625   ,   42639.36328125],\n",
       "          [ 797212.875     ,  -51317.65625   ,   42639.36328125],\n",
       "          [ 797212.875     ,  -51317.65625   ,   42639.36328125]],\n",
       "\n",
       "         [[ 797212.875     ,  -51317.65625   ,   42639.36328125],\n",
       "          [ 797212.875     ,  -51317.65625   ,   42639.36328125],\n",
       "          [ 797212.875     ,  -51317.65625   ,   42639.36328125],\n",
       "          [ 797212.875     ,  -51317.65625   ,   42639.36328125]]]]])\n",
       "Coordinates:\n",
       "  * x        (x) float64 160B -4.75e-08 -4.25e-08 ... 4.25e-08 4.75e-08\n",
       "  * y        (y) float64 80B -2.25e-08 -1.75e-08 -1.25e-08 ... 1.75e-08 2.25e-08\n",
       "  * z        (z) float64 32B 2.5e-09 7.5e-09 1.25e-08 1.75e-08\n",
       "  * vdims    (vdims) <U1 12B 'x' 'y' 'z'\n",
       "  * t        (t) float64 2kB 1e-12 2e-12 3e-12 ... 5.423e-10 5.445e-10 5.466e-10\n",
       "Attributes:\n",
       "    drive_numbers:  [0, 1, 2]\n",
       "    driver:         TimeDriver
" ], "text/plain": [ " Size: 6MB\n", "array([[[[[ -27584.49540021, 658579.77501927, 453334.06616874],\n", " [ -27584.49540021, 658579.77501927, 453334.06616874],\n", " [ -27584.49540021, 658579.77501927, 453334.06616874],\n", " [ -27584.49540021, 658579.77501927, 453334.06616874]],\n", "\n", " [[ -27584.49540021, 658579.77501927, 453334.06616874],\n", " [ -27584.49540021, 658579.77501927, 453334.06616874],\n", " [ -27584.49540021, 658579.77501927, 453334.06616874],\n", " [ -27584.49540021, 658579.77501927, 453334.06616874]],\n", "\n", " [[ -27584.49540021, 658579.77501927, 453334.06616874],\n", " [ -27584.49540021, 658579.77501927, 453334.06616874],\n", " [ -27584.49540021, 658579.77501927, 453334.06616874],\n", " [ -27584.49540021, 658579.77501927, 453334.06616874]],\n", "\n", " ...,\n", "\n", " [[ -27584.49540021, 658579.77501927, 453334.06616874],\n", " [ -27584.49540021, 658579.77501927, 453334.06616874],\n", " [ -27584.49540021, 658579.77501927, 453334.06616874],\n", "...\n", " [ 797212.875 , -51317.65625 , 42639.36328125],\n", " [ 797212.875 , -51317.65625 , 42639.36328125],\n", " [ 797212.875 , -51317.65625 , 42639.36328125]],\n", "\n", " ...,\n", "\n", " [[ 797212.875 , -51317.65625 , 42639.36328125],\n", " [ 797212.875 , -51317.65625 , 42639.36328125],\n", " [ 797212.875 , -51317.65625 , 42639.36328125],\n", " [ 797212.875 , -51317.65625 , 42639.36328125]],\n", "\n", " [[ 797212.875 , -51317.65625 , 42639.36328125],\n", " [ 797212.875 , -51317.65625 , 42639.36328125],\n", " [ 797212.875 , -51317.65625 , 42639.36328125],\n", " [ 797212.875 , -51317.65625 , 42639.36328125]],\n", "\n", " [[ 797212.875 , -51317.65625 , 42639.36328125],\n", " [ 797212.875 , -51317.65625 , 42639.36328125],\n", " [ 797212.875 , -51317.65625 , 42639.36328125],\n", " [ 797212.875 , -51317.65625 , 42639.36328125]]]]])\n", "Coordinates:\n", " * x (x) float64 160B -4.75e-08 -4.25e-08 ... 4.25e-08 4.75e-08\n", " * y (y) float64 80B -2.25e-08 -1.75e-08 -1.25e-08 ... 1.75e-08 2.25e-08\n", " * z (z) float64 32B 2.5e-09 7.5e-09 1.25e-08 1.75e-08\n", " * vdims (vdims)