{ "cells": [ { "cell_type": "markdown", "metadata": { "id": "McBiAX2GtIhy" }, "source": [ "\n", "\n", "# Running simulations \n", "\n", "In this tutorial, we are going to cover the following topics:\n", "\n", "* How to merge compartments into compartmental neuron models\n", "* How to make Dendrify and Brian interact with each other\n", "* How to run simulations of Dendrify models in Brian\n", "\n", "\n", "
\n", "Disclaimer\n", "\n", "Below, we present a generic \"toy\" model developed solely for educational purposes.\n", "However, please note that its parameters and behavior have not been validated using\n", "real data. If you plan to use Dendrify in a project, we recommend calibrating the\n", "model's parameters to suit your specific needs before applying it.\n", "\n", "
" ] }, { "cell_type": "markdown", "metadata": { "id": "_DY92XwdtIRn" }, "source": [ "## Imports & settings" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "id": "AsdN3SL3sw03" }, "outputs": [], "source": [ "import brian2 as b\n", "import matplotlib.pyplot as plt\n", "from brian2.units import *\n", "from dendrify import Soma, Dendrite, NeuronModel\n", "\n", "b.prefs.codegen.target = 'numpy' # faster for basic models and short simulations" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "cellView": "form", "id": "Lw68q2p-_b_f" }, "outputs": [], "source": [ "# Plot settings\n", "blue = '#005c94ff'\n", "green = '#338000ff'\n", "orange = '#ff6600ff'\n", "notred = '#aa0044ff'\n", "params = {\n", " \"legend.fontsize\": 10,\n", " \"legend.handlelength\": 1.5,\n", " \"legend.edgecolor\": 'inherit',\n", " \"legend.columnspacing\": 0.8,\n", " \"legend.handletextpad\": 0.5,\n", " \"axes.labelsize\": 10,\n", " \"axes.titlesize\": 11,\n", " \"axes.spines.right\": False,\n", " \"axes.spines.top\": False,\n", " \"xtick.labelsize\": 10,\n", " \"ytick.labelsize\": 10,\n", " 'lines.markersize': 3,\n", " 'lines.linewidth': 1.25,\n", " 'grid.color': \"#d3d3d3\",\n", " 'figure.dpi': 150,\n", " 'axes.prop_cycle': b.cycler(color=[blue, green, orange, notred])\n", " }\n", "\n", "plt.rcParams.update(params)" ] }, { "cell_type": "markdown", "metadata": { "id": "d4gD9Sdy-Gdp" }, "source": [ "## Create a compartmental model" ] }, { "cell_type": "markdown", "metadata": { "id": "zza4XGmH-VM7" }, "source": [ "
\n", "Lets try to recreate the following basic 4-compartment model:\n", "
\n", "\n", "
\"model\"
\n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "w3qaNaQREaAW" }, "source": [ "
\n", "According to the previous tutorial the code should look somethink like this:\n", "
" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "id": "KnB8V4uSDxIz" }, "outputs": [], "source": [ "# create soma\n", "soma = Soma('soma', model='leakyIF', length=25*um, diameter=25*um,\n", " cm=1*uF/(cm**2), gl=40*uS/(cm**2),\n", " v_rest=-65*mV)\n", "\n", "# create trunk\n", "trunk = Dendrite('trunk', length=100*um, diameter=2.5*um,\n", " cm=1*uF/(cm**2), gl=40*uS/(cm**2),\n", " v_rest=-65*mV)\n", "\n", "# create proximal dendrite\n", "prox = Dendrite('prox', length=100*um, diameter=1*um,\n", " cm=1*uF/(cm**2), gl=40*uS/(cm**2),\n", " v_rest=-65*mV)\n", "prox.synapse('AMPA', tag='pathY', g=1*nS, t_decay=2*ms)\n", "prox.synapse('NMDA', tag='pathY', g=1*nS, t_decay=60*ms)\n", "\n", "# create distal dendrite\n", "dist = Dendrite('dist', length=100*um, diameter=0.5*um,\n", " cm=1*uF/(cm**2), gl=40*uS/(cm**2),\n", " v_rest=-65*mV)\n", "dist.synapse('AMPA', tag='pathX', g=1*nS, t_decay=2*ms)\n", "dist.synapse('NMDA', tag='pathX', g=1*nS, t_decay=60*ms)\n", "\n", "soma.connect(trunk, g=15*nS)\n", "trunk.connect(prox, g=6*nS)\n", "prox.connect(dist, g=2*nS)" ] }, { "cell_type": "markdown", "metadata": { "id": "xZv2KH5iE-L8" }, "source": [ "
\n", "However, Dendrify offers a more elegant way to create a compartmental model!\n", "
" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "id": "aELa4K9es_EJ" }, "outputs": [], "source": [ "# create compartments\n", "soma = Soma('soma', model='leakyIF', length=25*um, diameter=25*um)\n", "trunk = Dendrite('trunk', length=100*um, diameter=2.5*um)\n", "prox = Dendrite('prox', length=100*um, diameter=1*um)\n", "dist = Dendrite('dist', length=100*um, diameter=0.5*um)\n", "\n", "# add AMPA/NMDA synapses\n", "prox.synapse('AMPA', tag='pathY', g=1*nS, t_decay=2*ms)\n", "prox.synapse('NMDA', tag='pathY', g=1*nS, t_decay=60*ms)\n", "dist.synapse('AMPA', tag='pathX', g=1*nS, t_decay=2*ms)\n", "dist.synapse('NMDA', tag='pathX', g=1*nS, t_decay=60*ms)\n", "\n", "# merge compartments into a neuron model and set its basic properties\n", "graph = [(soma, trunk, 15*nS), (trunk, prox, 6*nS), (prox, dist, 2*nS)]\n", "model = NeuronModel(graph, cm=1*uF/(cm**2), gl=40*uS/(cm**2),\n", " v_rest=-65*mV, scale_factor=2.8, spine_factor=1.5)" ] }, { "cell_type": "markdown", "metadata": { "id": "mJCpyFkmGH4n" }, "source": [ "
\n", "The NeuronModel class not only lets you set model parameters, but also provides many useful functions that we’ll explore below.\n", "
" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "JN48EqDVGmbp", "outputId": "24c48223-baf1-458b-b19d-c69a6ed320e6" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "OBJECT\n", "------\n", "\n", "\n", "\n", "EQUATIONS\n", "---------\n", "dV_soma/dt = (gL_soma * (EL_soma-V_soma) + I_soma) / C_soma :volt\n", "I_soma = I_ext_soma + I_trunk_soma :amp\n", "I_ext_soma :amp\n", "I_trunk_soma = (V_trunk-V_soma) * g_trunk_soma :amp\n", "\n", "dV_trunk/dt = (gL_trunk * (EL_trunk-V_trunk) + I_trunk) / C_trunk :volt\n", "I_trunk = I_ext_trunk + I_prox_trunk + I_soma_trunk :amp\n", "I_ext_trunk :amp\n", "I_soma_trunk = (V_soma-V_trunk) * g_soma_trunk :amp\n", "I_prox_trunk = (V_prox-V_trunk) * g_prox_trunk :amp\n", "\n", "dV_prox/dt = (gL_prox * (EL_prox-V_prox) + I_prox) / C_prox :volt\n", "I_prox = I_ext_prox + I_dist_prox + I_trunk_prox + I_NMDA_pathY_prox + I_AMPA_pathY_prox :amp\n", "I_ext_prox :amp\n", "I_AMPA_pathY_prox = g_AMPA_pathY_prox * (E_AMPA-V_prox) * s_AMPA_pathY_prox * w_AMPA_pathY_prox :amp\n", "ds_AMPA_pathY_prox/dt = -s_AMPA_pathY_prox / t_AMPA_decay_pathY_prox :1\n", "I_NMDA_pathY_prox = g_NMDA_pathY_prox * (E_NMDA-V_prox) * s_NMDA_pathY_prox / (1 + Mg_con * exp(-Alpha_NMDA*(V_prox/mV+Gamma_NMDA)) / Beta_NMDA) * w_NMDA_pathY_prox :amp\n", "ds_NMDA_pathY_prox/dt = -s_NMDA_pathY_prox/t_NMDA_decay_pathY_prox :1\n", "I_trunk_prox = (V_trunk-V_prox) * g_trunk_prox :amp\n", "I_dist_prox = (V_dist-V_prox) * g_dist_prox :amp\n", "\n", "dV_dist/dt = (gL_dist * (EL_dist-V_dist) + I_dist) / C_dist :volt\n", "I_dist = I_ext_dist + I_prox_dist + I_NMDA_pathX_dist + I_AMPA_pathX_dist :amp\n", "I_ext_dist :amp\n", "I_AMPA_pathX_dist = g_AMPA_pathX_dist * (E_AMPA-V_dist) * s_AMPA_pathX_dist * w_AMPA_pathX_dist :amp\n", "ds_AMPA_pathX_dist/dt = -s_AMPA_pathX_dist / t_AMPA_decay_pathX_dist :1\n", "I_NMDA_pathX_dist = g_NMDA_pathX_dist * (E_NMDA-V_dist) * s_NMDA_pathX_dist / (1 + Mg_con * exp(-Alpha_NMDA*(V_dist/mV+Gamma_NMDA)) / Beta_NMDA) * w_NMDA_pathX_dist :amp\n", "ds_NMDA_pathX_dist/dt = -s_NMDA_pathX_dist/t_NMDA_decay_pathX_dist :1\n", "I_prox_dist = (V_prox-V_dist) * g_prox_dist :amp\n", "\n", "\n", "PARAMETERS\n", "----------\n", "{'Alpha_NMDA': 0.062,\n", " 'Beta_NMDA': 3.57,\n", " 'C_dist': 6.59734457 * pfarad,\n", " 'C_prox': 13.19468915 * pfarad,\n", " 'C_soma': 54.97787144 * pfarad,\n", " 'C_trunk': 32.98672286 * pfarad,\n", " 'EL_dist': -65. * mvolt,\n", " 'EL_prox': -65. * mvolt,\n", " 'EL_soma': -65. * mvolt,\n", " 'EL_trunk': -65. * mvolt,\n", " 'E_AMPA': 0. * volt,\n", " 'E_Ca': 136. * mvolt,\n", " 'E_GABA': -80. * mvolt,\n", " 'E_K': -89. * mvolt,\n", " 'E_NMDA': 0. * volt,\n", " 'E_Na': 70. * mvolt,\n", " 'Gamma_NMDA': 0,\n", " 'Mg_con': 1.0,\n", " 'gL_dist': 263.8937829 * psiemens,\n", " 'gL_prox': 0.52778757 * nsiemens,\n", " 'gL_soma': 2.19911486 * nsiemens,\n", " 'gL_trunk': 1.31946891 * nsiemens,\n", " 'g_AMPA_pathX_dist': 1. * nsiemens,\n", " 'g_AMPA_pathY_prox': 1. * nsiemens,\n", " 'g_NMDA_pathX_dist': 1. * nsiemens,\n", " 'g_NMDA_pathY_prox': 1. * nsiemens,\n", " 'g_dist_prox': 2. * nsiemens,\n", " 'g_prox_dist': 2. * nsiemens,\n", " 'g_prox_trunk': 6. * nsiemens,\n", " 'g_soma_trunk': 15. * nsiemens,\n", " 'g_trunk_prox': 6. * nsiemens,\n", " 'g_trunk_soma': 15. * nsiemens,\n", " 't_AMPA_decay_pathX_dist': 2. * msecond,\n", " 't_AMPA_decay_pathY_prox': 2. * msecond,\n", " 't_NMDA_decay_pathX_dist': 60. * msecond,\n", " 't_NMDA_decay_pathY_prox': 60. * msecond,\n", " 'w_AMPA_pathX_dist': 1.0,\n", " 'w_AMPA_pathY_prox': 1.0,\n", " 'w_NMDA_pathX_dist': 1.0,\n", " 'w_NMDA_pathY_prox': 1.0}\n", "\n", "\n", "EVENTS\n", "------\n", "[]\n", "\n", "\n", "EVENT CONDITIONS\n", "----------------\n", "{}\n", "\n", "\n", "\n" ] } ], "source": [ "# Print all model equations, paramaters and custom (dendritic spike) events\n", "print(model)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 602 }, "id": "NOqzKvOsGwus", "outputId": "bf2f1bb0-c447-4795-c9ee-1fd35b21d95d" }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot a graphical representation of the model (requires networkx to be installed)\n", "model.as_graph()" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 451 }, "id": "JW4khry_Ln6u", "outputId": "d021a828-8fb7-4662-844e-c6ede1358a01" }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot a graphical representation of the model with custom settings\n", "model.as_graph(figsize=[4,3], scale_nodes=0.5, fontsize=8, color_soma='black')" ] }, { "cell_type": "markdown", "metadata": { "id": "MuGEWDxDKQac" }, "source": [ "## Dendrify meets Brian" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
\n", "A NeuronModel allows you to directly create a Brian NeuronGroup. For more information, see the [docs](https://dendrify.readthedocs.io/en/latest/api/neuronmodel.html#dendrify.neuronmodel.NeuronModel.make_neurongroup).\n", "
" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "id": "U7vbOssEHMrd" }, "outputs": [], "source": [ "neuron, ap_reset = model.make_neurongroup(1, method='euler', threshold='V_soma > -40*mV',\n", " reset='V_soma = 40*mV',\n", " second_reset= 'V_soma=-55*mV',\n", " spike_width = 0.5*ms,\n", " refractory=4*ms)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
\n", "To simulate a more realistic somatic action potential shape, a double reset mechanism can be applied. In this setup, the first reset is set to a high value (e.g., 40 mV) and the second reset to a lower value (e.g., -55 mV). The second reset is triggered after a certain time (e.g., 0.5 ms) to simulate the hyperpolarization phase of the action potential. This can be achieved by setting the `second_reset` parameter in the `make_neurongroup` function. The `spike_width` parameter can be used to define the duration of the hyperpolarization phase. The `refractory` parameter can be used to define the refractory period of the neuron.\n", "\n", "\\\n", "IMPORTANT: When a double reset mechanism is used, the `make_neurongroup` function returns a second object apart from the NeuronGroup that should be included in the Brian network.\n", "
" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "id": "6vLaNX_uNKj4" }, "outputs": [], "source": [ "# Set a monitor to record the voltages of all compartments\n", "voltages = ['V_soma', 'V_trunk', 'V_prox', 'V_dist']\n", "M = b.StateMonitor(neuron, voltages, record=True)" ] }, { "cell_type": "markdown", "metadata": { "id": "9BJSB5NQQObO" }, "source": [ "## Run simulation and plot results" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "id": "h1DSWPf-N3Ok" }, "outputs": [], "source": [ "net = b.Network(neuron, ap_reset, M) # organize everythink into a network\n", "net.run(10*ms) # no input\n", "neuron.I_ext_soma = 200*pA\n", "net.run(100*ms) # 200 pA injected at the soma for 100 ms\n", "neuron.I_ext_soma = 0*pA\n", "net.run(60*ms) # run another 60 ms without any input" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 571 }, "id": "9goZFVmDNx2h", "outputId": "256700a6-d4ca-4745-ad9a-b07ea988b707" }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot voltages\n", "fig, ax = plt.subplots(figsize=(7, 4))\n", "ax.plot(M.t/ms, M.V_soma[0]/mV, label='soma')\n", "ax.plot(M.t/ms, M.V_trunk[0]/mV, label='trunk')\n", "ax.plot(M.t/ms, M.V_prox[0]/mV, label='prox')\n", "ax.plot(M.t/ms, M.V_dist[0]/mV, label='dist')\n", "ax.set_xlabel('Time (ms)')\n", "ax.set_ylabel('Voltage (mV)')\n", "ax.legend(loc='best');" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 571 }, "id": "vEC1jiVrOK0v", "outputId": "12cd9928-ad9d-4220-f72c-7e3f48780452" }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Zoom in\n", "fig, ax = plt.subplots(figsize=(7, 4))\n", "ax.plot(M.t/ms, M.V_soma[0]/mV, label='soma')\n", "ax.plot(M.t/ms, M.V_trunk[0]/mV, label='trunk')\n", "ax.plot(M.t/ms, M.V_prox[0]/mV, label='prox')\n", "ax.plot(M.t/ms, M.V_dist[0]/mV, label='dist')\n", "ax.set_xlabel('Time (ms)')\n", "ax.set_ylabel('Voltage (mV)')\n", "ax.set_xlim(left=40, right=80)\n", "ax.legend(loc='best');" ] }, { "cell_type": "markdown", "metadata": { "id": "pMDJ-StzMZP3" }, "source": [ "
\n", "The dendritic voltage fluctuations following somatic action potentials are due to the electrical coupling between these compartments. These are not backpropagating dSpikes, as they are not yet included in the model.\n", "
" ] }, { "cell_type": "markdown", "metadata": { "id": "2WuTNpz8RCVV" }, "source": [ "## A network with random input" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "id": "HiXz1qoqP0j0" }, "outputs": [], "source": [ "b.start_scope() # clear previous runs\n", "\n", "# First create 2 input groups\n", "inputX = b.PoissonGroup(50, 10*Hz) # 50 neurons firing at 10 Hz\n", "inputY = b.PoissonGroup(50, 10*Hz) # 50 neurons firing at 10 Hz\n", "\n", "# And a NEWronGroup (I am so funny)\n", "group, ap_reset = model.make_neurongroup(100, method='euler', threshold='V_soma > -40*mV',\n", " reset='V_soma = 40*mV',\n", " second_reset= 'V_soma=-55*mV',\n", " spike_width = 0.5*ms,\n", " refractory=4*ms)" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "ZlGUdMxOVweY", "outputId": "d2582da8-43be-4410-99be-cdc3a097e803" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "dV_dist/dt = (gL_dist * (EL_dist-V_dist) + I_dist) / C_dist :volt\n", "I_dist = I_ext_dist + I_NMDA_pathX_dist + I_AMPA_pathX_dist :amp\n", "I_ext_dist :amp\n", "I_AMPA_pathX_dist = g_AMPA_pathX_dist * (E_AMPA-V_dist) * s_AMPA_pathX_dist * w_AMPA_pathX_dist :amp\n", "ds_AMPA_pathX_dist/dt = -s_AMPA_pathX_dist / t_AMPA_decay_pathX_dist :1\n", "I_NMDA_pathX_dist = g_NMDA_pathX_dist * (E_NMDA-V_dist) * s_NMDA_pathX_dist / (1 + Mg_con * exp(-Alpha_NMDA*(V_dist/mV+Gamma_NMDA)) / Beta_NMDA) * w_NMDA_pathX_dist :amp\n", "ds_NMDA_pathX_dist/dt = -s_NMDA_pathX_dist/t_NMDA_decay_pathX_dist :1\n" ] } ], "source": [ "# Let's remember how model equations look like:\n", "print(dist.equations)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
\n", "Each synaptic equation includes a gate variable in the form `'s___'`, which is accessed by Brian’s `Synapses` objects to define the effect of presynaptic neuron activation on postsynaptic targets. In the code below, we increase the gate variable by one unit when a presynaptic neuron is activated. Otherwise, the variable decays exponentially according to the specified channel time constants.\n", "
\n" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "id": "i49dF9gWV3_c" }, "outputs": [], "source": [ "# Define what happens when a presynaptic spike arrives at the synapse\n", "synX = b.Synapses(inputX, group,\n", " on_pre='s_AMPA_pathX_dist += 1; s_NMDA_pathX_dist += 1')\n", "synY = b.Synapses(inputY, group,\n", " on_pre='s_AMPA_pathY_prox += 1; s_NMDA_pathY_prox += 1')\n", "\n", "# This is the actual connection part\n", "synX.connect(p=0.5) # 50% of the inputs X connect to the group\n", "synY.connect(p=0.5) # 50% of the inputs Y connect to the group" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "id": "31L0xML5WD41" }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Set spike and voltage monitors\n", "S = b.SpikeMonitor(group)\n", "voltages = ['V_soma', 'V_trunk', 'V_prox', 'V_dist']\n", "M = b.StateMonitor(group, voltages, record=True)\n", "\n", "# Run simulation\n", "net = b.Network(group, ap_reset, synX, synY, S)\n", "b.run(1000*ms)\n", "\n", "# Plot spiketimes\n", "fig, ax = plt.subplots(figsize=(7, 4))\n", "ax.plot(S.t/ms, S.i, '.')\n", "ax.set_xlabel('Time (ms)')\n", "ax.set_ylabel('Neuron index');" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 571 }, "id": "BJL6gISoWuJ-", "outputId": "4f1f6c48-28bd-4e20-e384-f7555674b8fe" }, "outputs": [ { "data": { "image/png": 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0LNxNy1T1nzvPXGeOlQAwJmeOdCc1Q/GelWOG813wxgzeOA3wn/VTP/DnKfa2dSk2CatdFvlm5Aj1rsL4t2sO43ZKBlIysoTfdl4kKLcrkFtER0djzJgxePjhh9G/f/9cqcOJEyeY4fXr1/dxTQityLthN9qjhjPOyHK/ywdIwquddJdVtWxZ5bJdKpomW4nPdCkrS3YtT32Mh/x6npqcGaSky8sx8yWoSct0lsXaAWch3w3mqeW4wyrbpUhOZ78H+UaG6H27Im8rWtsaANgXdZV1cwrDvPqkZcjLc/7OliVIkbUdXrvmtVvl/Th/y9ujazvPj8ifeUqGcheI96wBZRvlqfK7Iv8W5N+IFvR4CbdyduvMut4bpAmep6hNyndNXN+RN+EplVgFbQYAsmQJXccKRRyjfcjL5PVv7tqY4lm69M1G+m11/s53l+XSp4rKNqP/lyP6rn2NDTYA7r9f0ftVtHPOu3clg9PfA+KxUvEuNPw2c8xIyeDPU0Rti4fye/C8XfkT9+yO6ODBg5GRkYHp06drTlO4cGEAQEoK364hOVnaJStSpIhnFSTyPCLbExFaJ1MBsgmdyKbSNb+AAAs/TjbGuOsfXe9PlK+ZBMh6LW9PPBXP2Mh7cZMmgDMp1/JueXnrKVPP87Nfq6wb51pZnZXtwn09ePeubJuc6zWE50W09CXK+xXFuX7znPcjmB1oaQNa0rpDb97+8J6NPGvAd/2nK7yy3H0/mu+T0X9p6cPdtTFRGVrHRhG8/kZX2Sa8R1Gb8TVan6Xo/Rpp57wxBHDzLjhl8dqWlrFEK+Lvw/lb8zM1oU37K/esILpq1SoULFgQAwcORPv27R3/nnvuOQDA1atXHWE3bkh655UrVwYAXLlyhZlncnIyEhMTUbx4cRJEPeD48eN46aWXcN999yEsLAylS5dGkyZNMHToUFy/fl1x7erVq9GpUycUL14cYWFhqF27NkaOHMk8y3XcuHGwWCyYPXs2Dh48iG7duiE8PBwlSpTAM88843ivycnJ+OCDD1C1alWEhYWhQYMG+PvvvwEo1wJtNisWLlyI5557DrVq1UKhQoXwcKP78PITXbB4/ixY9c6icjBb4BFPhowP4HryNRNfChhGOn89A60mQVSnwOl1QVTDJFI5iMvCeYKllTNJkOfDnVTI84Hb6/MiWqovnhyDH8d5n6LJl2iS7g49czrdO6JemKDpXVAUTpqFi4C5M9E0RRDUsfChJV66RlxH7QK/UUHUmLDpVUHUB+1C1N61Fm+2oC7uv/R/U9xFTQ2Cq1aEwriXF7jzGvesai4AJCYmYtu2bcy4tLQ0R1xammR3Urt2bYSGhiImJgZXr15FxYoVFWkOHZJ00Bs1auTFWudvDh48iDZt2iAtLQ2NGjXC448/jpSUFFy4cAFTpkxB7969Ub58eQDAxIkTMWrUKAQFBeHhhx9GqVKlsGvXLnz11VdYtmwZtm/fjrJly6rK2LdvHwYOHIgGDRqgS5cuOHToEBYvXoyjR4/i33//RadOnXDp0iW0a9cOsbGx2LZtG5555hmsWbMGtZu2dOSTnpaOF154ASVLlkS9evXQtGlTXLxyHccO7cfXY0fi5oVTmD17trYbNzCxM0UQdZlg6OnsrFYbAmWdra8GzFwTRE3eqXa9VhGuQYgyLIgaFNCYO6KaBFF9O5a6w3WuevsKm82mSw1VhNVmQ4AblTjNOziaJ2siQdQ336A/qOZabTYE6niPwkmzwXfkTQzviAbw+zl3fYyWPlJX+d4QREX5a44zVLQyPw8WfYxgs/EXi8yYmxha3BXkJ6+q1nbgyU6pVoTPwONd4fwliN6zO6I2m4357+LFiwCA6tWrO8KqVq0KAChQoAAeeeQRAMDixYtVedp3zXr27Ombm8iH/PDDD0hLS8OkSZNw9OhRLFq0CCtXrsSJEydw6tQp1K5dGwCwf/9+jBkzBoULF8bOnTuxceNG/Pnnnzh//jz69OmDs2fPYvDgwcwypk+fju+//x4HDhzAokWLcPLkSXTs2BFnz55Fq1atUKRIEVy4cAGLFy/Gli1bMHPmTNhsNnzxxReKDjowKAjLli3D9evXsX37dvz555/4ce5i/LPtAOo2bII5c+Zg+/btzDqI0Dpp1jrg6ZoM6ejsxKv9wqSa4K3M+nKF2NCAoUOViqf+qCUPLWqxbvPWIaDZ89WrNswd9DWF8+ptXHD1FWYWqaX+hifOGiZresoyE78QRHX2MUYn4Wb3n1rhPTJ3mg9GVZClvDXsiOoSZkVpmdm7Rft7dE0HWZwJO6I+FkCEi9omaAV5PqZqb2v6zT94faGmavLLNkF1PLfHM29yT++IGmH48OFYs2YNPvvsM/To0QM1a9YEAOzZswczZsxAeHg4Xn311VyupZMXf1qP09cTc7UOdcqH44+3Omu6NiZGOlqgY8eO6nzq1HH8njZtGqxWK9555x089NBDjvDQ0FBMmzYNq1atwrJly3D58mVUqlRJkU+bNm0wcOBAx9/BwcF45513sHHjRpw+fRrLli1zeD8GgP79+2PkyJHYs2cPMmVOEAKDgtC7d29VPYuXLIXB74/C2/2ewYoVK9CuXTtN927HiLqKyl7TYnHkY1g9zK0gql3ANQJvZdaXA7Mem1lHGh02rGbZiMrft7tqKtqN26vV5WnareUN7poESA35aJpUqOvuS7TsYmrOS0PjM1uVUPOOqBelJr15G935Fu1e6709o/2rX++Isuw8Pdj10qaa60n5zt/GbUTN/Z6M4mvVXD3aVTy0C4fa6qRZsNW4uKNp7PFUNdeDhRp2frK65TPfeySI6qRjx44YMmQIpkyZgiZNmqBTp07IyMjAhg0bYLPZMGvWLISHh+d2NR2cvp6oOjfOn3nggQewZs0aDB48GJ999hnatGmDoCB1M92xQ3IX/+KLL6riypQpg86dO2PFihXYtWuXw+7XTufOaqH4vvvuAwBUrVoVtWrVUsQFBgaiSpUqOHjwIBLi4mApWEwRf+TIEaxfvx6XLl1C9M142Gw2pCRLxw6cO8c+u1KEKauEARZYs23sOLNsRL3spIE3kfel8waPVy7dpOFNfrUIUa67V4737W5HVDBwi7BfKhJcWIsf2gRIDddrUafScL0ePFGvNVOY0LQjanQHx4BdVH5TzTVDHdGO9l1P84UnIxhWjdUqCLpNy66X+/L5ZZivmuvbsr2Znzv0OD7kIRbizc5P/zeld8wwMgYYtRXn5kc7ooSc77//Hk2aNMG0adOwYcMGhISEoGPHjvj444/RqlWr3K6egjrlw3O7Crrq8P7772Pnzp3YunUrOnTogMKFC6Nly5bo0aMH+vfvj2LFJCHw2jXpXCa72rQr9vCrV6+q4lxtewGnR2RWnDw+IyMdoTnHyKanZ+CFF17AwoULufdj5DxZYwKPa5wsPz3qYTqEPDNsP/Tk7yzH/TVmkVsDhkgtkpW3nmdiVJBnqubKBU7O4gf3et02orK6uJTrNh+D7dFq02cfqEhrojChXzXXJc6AkCoURH2kRqo3b6Pfm2j32nuqudrTeRPDqrFyzQ/dNqL8tOw89NXPjEUooyYsZmvs+Fpl25wdUX4az9VS+XHidDyB07O66S1bigM3jptfPrYRJUHUhapVq2rykte/f/9cO39UD1pVYv2FokWLYvPmzdi1axdWrlyJrVu3YvPmzdiwYQMmTpyIHTt2ONShRYhWsAIECv+iOClj58/fp0/DwoUL0bBhQ3z99ddo2rQpLiRkIig4GJcuRuLpjq0MHeGSbaBjyrYpZzXyTtD1XElhnOz2s93of6jT8vM1Am8gsCjq710dFdGzMjONKA8e2ZwVXl6ZVqsNAQEWl2u1Pz97u5QPovL0ynD5oM+5nhvOvhdevbnlmvAesl0cculNaxZa8hK9V9F3zXufoibIS2M2evP25D0HBXLiPNgRFfa9rn22yf2nVrSoxrLqY3SMAZR9OK98efNjtQNPyteC8Hvyctla6+ENRHXWPAZqtC/Xnp+8DvzvRpWO8y74Y5h5707UR+bWvMJfuWedFRH+i8ViQZs2bfDVV19h3759uHbtGp5//nncvHkTo0ePBgBUqFABAHDp0iVmHlFRUQD4O5yG6yb7vX71KgDAwoUL0bVrV5QpUwZBwcEAgKvR7HppyVckvNo4Oz6uSZRxfIHR1UZQkU5YY3dpvbkjyr9vsxE9R24awfM1Ui4PblvgXQ/1jqae2tnLU9wfZzVZSzvVFs5exdadj8H34En7MuMb0FMPpc24a5ygrwjQ3x589Q3qzVtr32lWHAv5pNk1peZ3ZGLbcYcW1VjWIxD1I+76TS39m67yBbtuRs/zNjy+mvxtiNqMNxAVobV8rbuUWtu5+F0I0nHGYm+OGe7KUMcZeQYkiBKETylTpgzGjRsHQDpjFADatm0LAEy12JiYGKxbtw4WiwWtW7f2Wr1u304EAERERKjiNq5eYThf0WIXr9PUpTqkUAuBS5x21RShapkJC7c8QTTQp86K9JdlxnPQMlHjqhoJdkS1Xisqj1c3/aq2WsI9yN8ElTZP2peZi9am2oiarirnvW/QTBtRUVZmqCPaMW4jam7/qRW+jajsGqZqrtb7VOcdKJIeGNfot1H1/Ns37HRKh7M6TfXI4zaiojhT/GFoLUu3jaimqvHLNttzcD5WzSVBlPArpk+f7jhCR87q1asBwOEBd/DgwQgICMAPP/yAAwcOOK7LyMjAO++8g9TUVDz55JMqj7me4+wMqt1Xw1FnOZvWrMTqZerjfbSidSAQ2uhotUXSadvDq4uULz/OCJqcWHhZRUU5qdCYxgS1RS02ojw1VL5zI1b9tD8/+7VcQVSDSq0m50M8lV3epIJrIwrm9XrwpH3lro2oQQHIzyZF+gVRY3kJ43R+wkaFfn+2EWXGG1z4cI3n5u/WRpUvNJghDGpf6BWkM0M110vfGm9XzRwbUa3CoabszBFE5Yua3LHKeY2pNqI65mf8/GR1y19yKNmIEv7F9OnTMWjQINSrVw9169ZFUFAQTp8+jaNHjyIsLAyffPIJAKB58+aYMGECRo8ejZYtW6J9+/YoVaoUdu3ahcuXL6NmzZr48ccfTa+fvM97bfC72L5lI0aOHInFixejVq1aOHL8FE79dwQvvfYW5v/6k56cHb9EwgFvJ8gsWyQ9kyGRrYYZtixGnViYiZHJYaBsFmR4Nd79PE1zW3CGWwEEutRPXMHAAIsjP5azImWd3QucWmw4teyIZmu4d1NsRD2Y+PnCRtRu9wvo6A9MEIB8Za8k2t1nCUqifkdoByq0i9PXl2mdNHtin+8pARa5h2vejqh2QVTdpiCLY9h3aujg3Al0IqHBfBtRwaKrcOz13x1R6XtQvwdRGebYiMrz09bOhXMWjWXp1cbx3EZU22KF6/xMS36+sBX2JbQjSvgVEyZMwCuvvAKLxYJNmzZh5cqVSE1NxWuvvYYjR44oVG1HjRqFVatW4eGHH8b+/fuxdOlShIaG4oMPPsC+fftQtmxZr9a1ecvW2LlzJx555BFcuHABq1atQnBwML766Xf06TvAcL5aBwKRQKF5t1THREldT+XfZghgcnjle9NRisjex4hTAaMTh0ANJ2jLb12LujJLtVafh12bqiw5vDroD2e3a16b5t2PHoGbh0c7oiZOGt29U0DcBrTGeaON67Vn0lIfd7v+etJ4Egeo24io/qL3YIY6qVa0OIxxJ4hqvhdGF61loc2dQCf/voWLK4YFUedv9TfDL1vxXEx4kUa+Ty3w2rVwIVxz/yCKM7K4q63/UqWzsN8T7x2ZMWawynCdpxhpI77sH3wN7YgSfkXPnj3Rs2dPzdf36NEDPXr00HTtuHHjHLamrrjzlrx161YAwNX4u7iemAJAmmC1aNECmzZtclx34MItx+/0zCyE8JbgBYjVxDhqJK6ds4UvFBqdsLqrp/mquew8zBwsXLHZlLvehgYMk9XCeGhZ4VVeb79We/0CAixAtkt6zsCvyR6HEy6vBm+3gffeee/IjPbomY2oiZNGDQKZVlUw12oZUf3T811YbfqOwAmwWJAN8W4dN9zgJFq0nuXus7falEe/GFWD9ma/5oqWb8OdHaf4XsRtSkv/5q6NeVK+FoQ2sB6oJeuuh5dMUbT0KXri5IgWUo0sWGvt21TpuGYbvHAww41gtg2z2Qsc/gTtiBKEn6F1IBC5wLcIOlQLNKZz66xIkK8JHSXvOVgU13hcjLBMLccMuKJn4sBb/NAyb+cdtWGmsyLWYMqrmrLN6Qt3V6Zrufz8tX0fWvEbQVSD4CX65kWTNcVzlQlkouqLyhLV0V2+6ry15amlLl7bEVX1r7I41z5S+I746cxGSx8lOgJNinf+Vt+nG0FUr2ouIw/hGGfCty8SFrxdttayPMHQYo7G8kVNx8j9iMZ8YVnydNy+Up4X+90Z8VIr6scMPYNcsiH3BSSIEoQetC/sG3a1rtlZkUD9SeTqW3G8gOvuiDydu3qq8jW3o+TaLgXw780VvS7YzVjdNmNFXIsgyrOfdKdypWc1ljU51rQjqmn1mZOPllVsnTal3vgWvZnWFb7dr/vnALixo1J88/rbuLtnq/cxiPouO3pVdj2K07kgJzoOR9RnW3T0vZ6ipZ93Jytq3fFhPVqLhoFU3j2w8hCOcSZ8+9rz5y8omCEvmHEvLPRqG7iLkyN6v0Z2eEVzC2FZGo5v0apVohet7cffPJXnBiSIEoQO5J2et7oCrQOB0EZHo0MiTw5aFjpwMEMQ1WC7ZHaHbMY9+WrAsHHbAvt6s2xEeQM/3+6GXR5P9U+/d1z3+Ru1JfYXZ0XabEQFNuOCeb8RNUZ9/YS+Z6/H3ll1vdDpkPlxrHihGqFGtV2vOyvS8MzcOivS6DmWdS9aFtrc9VNiZzDO34Y9lwvauGZHNKbYiHpHZdvIYo7W+xG9X18u7ir7Bl64tjmVXkz3VE6CKEEQKtz0BUYPRBb19VqP7DDqFMMTG1GzB0wtTjTM9tipdjwSwI3j4SuvvgphzKizInequTrag95VZm3edzXkz7MRNeE95CVnRVo9ebqixXGNK570E+7Q8n1rWYjQUw8zVXMVCyCucRr7bG/PM7U8Y3equVrvxQwbTVYdxc5gTPBcrtnBl6hsz1+kUqj2fp9ihrMiEUbahlH7SN6CiKaxxMNbNeq0jIfIAWVehwRRgtCBQl3I3cVGJ78a1cSMOkzQavivxQkJP60wqSZ4z8HMVUt3ZRpxKuCrnQ2ukOZm8h4gmCi7okfo17tjyZvoatnh1BJuhpqV39iIcpqRVoFMJFSYrSqnrqOmLHXlbWTyaNiRkU5B1IwdUW/jdWc+Jkzo3To80rgja9xG1PlbbIbiWi9+OmP18M54p6VP0ROnFSOqxkafAXdR04tjBrts7f0AD186M/M1JIgShGHEnYHRrkKzjajiPC7tQqFWlV63EzBvq+Zy8vCWF0FWmUYmFb5yOsJb4XVnT6hndVnPhJVXB97OBm/azTtnjps/N9yZj9H26C+CKG9Bg/ec1XZUfLytJqb3G9Bj7+x6vWjhx1c7ooYXAbWcaWIS5ghq5qoe6slfFa96ls7fRssXq7qbs5irBbN9L7jLyxMP0low0s7NEUT1jRlaz/fUVLaO+Rk/P1ndaEeUIO5d5F2op2OC3MZPnq9QNUYWJVIbFdnIaLcfFd+g6GBpM3YCuYKoF1VfxbZARlYuzakXsz46hS6HsyGjNqIGhVa9z5D3/LQ5K5LvlHq+guzJgO8TG1HOc9Bzu57v+usT1NyhZaHEiF2XuF81lk6qi/Jv7Xag2hcLzMbsHUORbb3R78Bd3yPcsTTBfENsI+rdsnn5mbkRpkXbwBUzxnUj7dyI+YCUzvlbm3aNfE6lt5YuZWu2I9ZWENmIEgSRg5emCxp3b7g2YUJ7TWUe4pVsbfVgl2mugMjrn81wRMEt04RJhTcHDJ4QrkXoctqIqsO45ZkgtOpVA+TtKPMmFfxVb+f1RieEHu2ImiqI8sLZz0EP3rbZ0vvstQjGfHU6fr6Gd0Td3p+LjaBBbRQfauaaYm9mdMdQK+76XlH5Zpy5KNJs0Vy2yaqsZmLM87Tn5Rq5HaPPlLdY78mCrvay+XU2ZiPqvQX43IYEUYLQgZ5O1P3RImy0rkgatUEQOznSvovkDXUsOTwh05u2EuoJh/4JDU+11Ax4A6VRZ0V67D7dXqvFyZCGZ6jJ6RFHRV2Ll109ePL6zLXn4r1T52+j81Ujmgy6VHN1PgctuwVanFjpqYfR3VJWvNIGm++VPDd3NczeMfSGMObWRlTjrqQpNrCCBVujWjRaz6b01gKFFrV3VZpckoCMLmzw3pM2Z0We3auoH/NUC4WcFREEAcC4V1xZBkzEq/PO31rd1xu3b+FWg1OmuR0l30aUXwezy/Tcfs6cerHy5tpDurUR1S7I67IR5Qg0ep8H7x55Xgjl98OdbOSKsyLDSVXwnEqZsdBhyF5Jx+q8bkFUQ96K9qVx4Ue4W+qRIKr826izIl9ixmKeaFfVncddbfmL24FWExMt98cSCoXjqwl+FnJbu1KL2rsqLpcqbXRM1SJwavE3YASzHVqZcRyZv0KCKEEYxU3/4a574QmyWlfnRTsZosmQ2FkRuyxmXTywL9UCLwvvOityKcuHruZ1563B+YIcx46oDrU8PRM63nEOeneI9dqa8hZdzNiV8WTiZeZkwZ0nZE8woo6mx8bJG86K+O1CUA+jqrk6BW3ttmGevTutO2oszFBBNLu/F+XP3hE1T+BnXaP5CDSD42Bu2/kZsRH1ZZ1t3PFNe7/K9R/A9Stg5o6o87cZcyVvLnDnNiSIEoQO5Au93uoLtK5IigQeoaMFzc6KxB2++vw0c1f7uQete3FXQSTQ+4WNqAd2mJ47K3JTN579qkWf8yZtrvU5ddQguLoimtB7MsEWJdUrRPDfqa5smBjZHdMjyOh9htqcFXGuN6x+y6+PXkFbs22Yx4Ko8bRm9FHePk7CnZaHVq+9Wtqfu/z1nAOptT3mFUHU2wsOPMwQELmLmpyxysxFbrEdsYHzyf1Erd8bkCBKELrQrnLkrq/gxWsdvEQrZOLVXH5ZelbdzNg9FOfPEUS9ODCa7VTA7PrpPatTjiEbUYWNjXhCzncypO8Z6rXf0WKbKrpPUZU8mYwYUXHjCahGdi+04rFnaLcq/D7cETW4A2X0jFHA3dFZxvtXd3iy4648A9RYHhbBOGIG7p0VmSfws/LX/h61v385uW3np9VZkTfP7RbBH0O058E761avB3YjmOUU0pHGT9T6vQEJogShA3tXcO1KNOpHlET79u1NL0Prqr43nBVZdHTE3nAQIYc3UHpzYFQdxWBghdRXO6LcMyQ5E0vmOaJubUS172Z6Yr+qLR/2bj13smHCzoRnNqL6J6HuzoDVU4ZWROcRc9PomEjpF0Td10drP6i1HjwbXCkdN4qZr9G+Vy+eyDFGVR29URce7p0VaVOBNqqaq/09Gis7t8+C5NVNpEHlS+FZuagoC9dRB0U755hz8MYSj21EBf2Yx74n8pluLgmihF8RFRUFi8XiFQHPFLRviMKd8i4vVqvXOu1e2UQrtvz6eVsdyh1adkRNF0RNmDh6U1DWZCPKOYibtSPqVrg0LLTy2qn758HbzeAdD8Rz4iA6RkNObgiiegVLrZNGIxhabNHRLnQLojo8QLteb9Tjp2fOivi7HepJvTzOMwHQk7Zp9lFb3nCe4q4daPaRoOH+3Au6fOFMdE63UZtlX6DVWVFuqYTyHN6JFo1c4ZuysBdYebajRtDq0EprH85z1pcfIEGUIHTgVg6VXeC2HzOgbse3m1Bep9W+hSe0sNKp0orsZnwliJrcIQtXgzUW5c36cZ0vaLGrywnWs8KtZ+fLLKdBuo9v4anmmmA76MmAb8RRiRb1MS356MGQ+rmOxQW9MoqeM3EB7ZNHo45j3N6fjsUrM1VzPelbzBYuvCGf6HNW5BKn08Mo61Fq3tFSadHI0wm8OOe2IKpx/qFFQ8EbcM0ydNRBt+M7ExeRRWOy1j6X57Apt9uO2ZAgShB+htbVeVHnLHRkpLFTd6uu5OWV09xwViQehPWfsahn9VZv3nzbFnZalrMi7jmNzGvdCKIe2K/qzkeDaqZmlU0PdsNEGNlp1TspMmOhw8h3a4H2NHp3y7So4XlbBVvPMzHsyMbDd6flXfFsjvPCpFbRxjyxEdWimsvMX+RsRlS2NnOG3H7u3HHCJdzbTql4mLFTyV+klJejb/HPWNmihQyN8z0di8J5DRJECb9h3LhxqFatGgBg27ZtsFgsjn/9+/cHINkwVq1aFRkZGRg/fjzq1KmD0NBQ9O7d25GHxWLB7NmzmWVUrVpVdcbZ1q1bHWXEx8dj0KBBKF++PEJDQ9GgQQP8/vvvmu/BAuDg3l1o37gGKpQpic2bN3OvlXcl8hqJBy9eGmUika2nchLpUic3HZy4TH6cEXhCnDfdmOuZkHIneTomm7zHxAvnqfRose21CwSahFaWGm/Oxbxjh3iDK69uvCfDqx+vfekNd8WokOoO8QSDHa54p5xwZT6y52mwqhbO8xadkyyPc/eMtH43jvpoEHIV71kebnBRQX0OprY82Wn5378eG3x3aNmd4l2jpY9y955E0Z6kZcF6VsKxSB6nYR2E9ZxEbUDzOChUB3dfL8B7543KF4hEfaWRcV3cNjRloWkMAcT9FO9d6F3QNfIOeP0qoH0hT+szyOsE5XYFCMJOkyZN8NRTT2HJkiUoW7Ysunbt6ohr06aN47fVakXv3r2xfft2PPzww2jUqBFKlizpcfmJiYlo2bIl7t69i7Zt2yI2Nhbbt2/Hq6++CqvVitdee83tQd1bN6zB6HcHokChQli6/B90aNtKdz3EamIcJy2CnTzX7OSrgXqPkfCV2hkg2BHVMUn0tEwj3iXlz8Hs4YK/++e8xq1qrqJ+4om+/P5FA764bvpWmXm7RnrzN8Wbqpd2RLk70a47otnivHLLRlSOuxR6s9SiDs911CVcxBO8D0Zflp1zZ/ptRPnfvyLOw1enaaePu5inL5/chqk6K++bXN+Bjn5Lyl99jfA9isrW0L/yyvQlih1Ci8XxDeg5k9yb8ByS6Xlsus08dJyjrqdsdft0/haVwtdu8qBifggJooTf0Lt3bzRp0gRLlixBnTp1uLualy9fRmhoKM6cOYOKFSuaVv6KFSvw3HPPYfbs2QgNDQUALF++HE888QQmTJiA1157TZh+9uzZ+PCt11CqTDlMm7MITR94QHg9r5/TukKm2XGQKE7nwCI8g1SHXY7ValNcz4K7mq/BMY8dvWOJGd7ttOzQ2Gw2t4sazLw5E0g9R15oWbG3h+vZWeDWTefgzttt0Kv6a4b3St3fh8XiKEvsOIcTbvCdukN0ladCid7zht2hbVHF3PfMXIDKdp+OFS/qX0V9l6d9lZ5rzHYs5w3kQhyrDWl+zpqek7v8tZ8vrbVsbzh40oPrXMKx8CLwHJ97NqLOcD3PjTdmcLVo3KiD60GrjbH7NhKoCs/tRQyzIUE0nzNm6YuIij2dq3WoWqoOPnvyD1PznDhxoqlCKAAULVoU06ZNcwihgCQcN2jQAMePH0dUVBSKlCrHTDt58mS89957qFytOqbNWYRyFSJMrRsLkRgjEnIs+lz/ai/TpDLc1sGAAGe4LCNpvFg9xTOWFaTnmeipn658OU/LrLbAy4VXRR82E2WZJs0RfFV9X35PWtBbH2/U35McRdXxl0ftb+/cCMLn7O3888A71oO/34/RMYQ7JnFuysx7Fc7B/OGh+hEkiOZzomJP4/T1Q7ldDVOxWCzo2bOn6fk+8MADTBXfWrVq4fjx47h+/TpTEB09ejS++OILNG3aFF//Mh/FinuuJkwQBEEQBEEQ+RkSRPM5VUvVye0qmF6HMmXKKHYtzSIigr2LWaRIEQBAenq6Km7Xrl3Ytm0bypUrhy1btuB8fHq+O2yYIAiCIAiCIMyGBNF8jtkqsf5AWFiY4bRWgX1BQIB+J9L16tUDABw7dgxjx45F3yGjDNeNIAiCIAiCIO4V6PgWIl8REhICALh7964qLjs7Gzdu3DC1vOLFi2Pjxo1o0KABvv/+e0z+7BNT8ycIgiAIgiCI/AgJooRfYRcks7KyDKUvX748AODs2bOquC1btiAzM9N45TiULl0amzZtQv369fHHb9Pxw5fjTS+DIAiCIAiCIPITJIgSfkWpUqUQHByMyMhIZGdn607frl07AMD8+fMRFRXlCL948SLeffdds6qpokyZMti0aROq1aiFeTN/xLRvPvNaWQRBEARBEASR1yFBlPArQkJC0LVrV9y4cQONGzdGv3798Nprr2HWrFma0levXh39+vVDQkICmjRpgl69eqFjx45o2LAhGjRogCpVqnit7mXLlsX0BUtQ5b4amDN9Kj77dKzXyiIIgiAIgiCIvAwJooTf8euvv6Jv376Ii4vDggUL8Ntvv2Hbtm2a08+cORMjR45E0aJFsW7dOkRFReGjjz7CwoULvVhriVKly2L6H0tRuVp1TPr6K4wdS8IoQRAEQRAEQbhCXnMJv6NMmTKYO3cuM85mc380SkhICCZOnIiJEyeq4uTqunbat28vzHf27NmYPXs2ACDubhoAoEJEZRyLjkXDSuozQ0uVKYslG3ejZrliKFbQ/GNmCIIgCIIgCCKvQzuiBEEQBEEQBEEQhE8hQZQgCIIgCIIgCILwKSSIEgRBEARBEARBED6FBFGCIAiCIAiCIAjCp5AgShB5FJHbJpHzJZsgpTtXUMIy3aQ1Cy0Oq0wrS1gPfeHs/NkXc/Pm1kV7obrqx7iYXzfOvXDvUd975N+7vnBvYmaZerMSfdfCdJxKi+7Fk/t028fobRdeeNGe5Oit52YmWp6ZJ+/J/Tji+YMQPmePczf+Hs1+x2Y8K7dlmHw/nswxdOcnbAf6xh69Y5sI4fdh4KH6ct7ja0gQJQg/w2IoDT+VKD+LkcL8CNF9+wO58Xz1lGnRcbGufDnvRU95ojL15q+33HsVI4/Jm89Wb9b+9ppF9fGXvsvfnhkLd21MFG/G7Qnz93LZhBKj/Q13bOCOJYaK0Z2XoflePmtYJIgSBEEQBEEQBEEQPoUEUYLwM4yovxpVhfFIxc6DxFpUXcy4Rr/6p7nqL7mhNsovk6Vmy1On9bAOZqnj6lUD5qpcGVXtMo4hlTad7UVrGVqfu7E6u/sG9efpLq2R52H0PbvtY0RxOtQGdatia1Gv1XSNzoJ9hLxe7tuYZ6qgHqkhGyw7tx+7XlMKKc53GOnLDeWn0zzGWNmCOAPp/PWbNQoJogSRRxGr3IrUhYzrdeQzjRC3+Nv98urjNRVb2cXuBj+uipNJT5F/7/rCvYnWMrUsePiq+v6mtqxffdv8+nuSo1ANz08etb+9cyOYre6oK/888I714O/3Y3QM0W/CYagYXWW4i7sXIUGUIAhTuFcnzgRBEARBEIR+SBAlCIIgCIIgCIIgfAoJogRBEARBEARBEIRPIUGUIAiCIAiCIAiC8CkkiBIEQRAEQRAEQRA+hQRRgiAIgiAIgiAIwqeQIEoQBEEQBEEQBEH4FBJECYIgCIIgCIIgCJ9CgihBEARBEARBEAThU0gQJfyKqKgoWCwWtG/fHnfu3MGQIUNQqVIlhIWFoW7duvjuu+9gtVoVaapWrQqLxQKbzYapU6eicePGKFiwIJo0aeK4Ji4uDu+//z5q1qyJsLAwlChRAl27dsX69esVeR05cgShoaEoUaIErly5oqrf0LffQrPqZfHF6Pe8cv8EQRAEQRAEcS9Agijhl6Snp+ORRx7B3Llz0bx5c3Tq1AmXLl3C8OHD8corrzDTDBw4ECNGjECZMmXQq1cv3HfffQCAq1evonnz5pg0aRIyMjLQu3dv3H///di4cSO6dOmC7777zpFHkyZN8PnnnyMhIQEvv/wybDabI2758uWYP2cWKlerjmGjP/XuAyAIgiAIgiCIfExQbleA8DK/vQjcOJ27dShXB3j1D11J9u7di0aNGuHcuXMoVaoUACAyMhLt2rXDnDlz0Lt3b/Tu3VuRZunSpTh8+DDq16+vCB84cCAuXLiAF154AbNmzUJISAgAYOfOnejSpQvef/99dOjQwbGDOmLECKxZswabN2/Gt99+i/feew/Xr1/H66+/juDgYEyY/BMKFCxk7FkQBEEQBEEQBEGCaL7nxmkg+lBu18IQkyZNcgihAFC9enV8/PHHGDRoEKZNm6YSRD/88EOVEHrhwgWsWrUKhQsXxtSpUx1CKAC0adMGAwcOxOTJk/Hjjz9i5syZAACLxYI5c+agUaNGGD16NB599FGMHDkSsbGxGPXJONRr1MRr96wHmyjOxo+1CVKK0rktU5jSPNzV0dSyhHHsWD21492K3rz1PBM9j4+VL68sfp054TpfI//e9YV7EzPL1JuV0bK579NgH2K0PK3xnl6vKU9P0goS50abZKHlmXk0FrjJ3oznIHzOnmdv+D2a/Y590WbMvh9xfvozFM9Z9Kfj93n6y+CWLeo/DT2D/AsJovmdcnVyuwaG6lCiRAl06tRJFf78889j0KBB2L17N6xWKwICnNrlvXr1Ul2/c+dOAEDXrl1RokQJVXzfvn0xefJk7NixQxEeERGBGTNm4JlnnnHYq7Zp0wZDhr+H6Lhk3fejB4uhNPxUovwsRgrzI0T37Q/kxvPVU6ZFx8W68uW8Fz3licrUm7/ecu9VjDwmbz5bvVn722sW1cdf+i5/e2Ys3LUxUbwZtyfM38tlE0qM9jfcsYE7lhgqRndehuZ7+axhkSCa39GpEusvVKlShRlerFgxhIeHIzExEQkJCShZsqQjrnLlyqrrr127BkByaMTCHn716lVVXJ8+ffDEE09g2bJlKFiwIObNm4fAwECdd0IQBEEQBEEQhCvkrIjIN4SFhelOI1pdu379umOnNCUlBSdPnjRcN4IgCIIgCIIgnJAgSvgl0dHRzPA7d+4gMTERBQoUQHh4uNt8KlSoAAC4dOkSMz4qKgoAULFiRUW4zWbDgAEDEBsbi+effx6BgYF45ZVXEBsTo/0mDGLE9kZoQ2EgPy14y45KXx2M2zExr/eRfY8nNnbGy2Rdq98+UFMddNrmcPPRa0Nrsr2jJ8/ByDvm2yjps7/Vmq/R65RpzP0GlXnz8tRvd2zUZsu9vaM59mu6vw0t1+RhwzL58/HErtiM52S47XhQpl5M61tNtu80ihn+ELSkM8uHgbhsQZwonQ/q5g+QIEr4JXFxcdi0aZMq/M8//wQAtGzZUpOabJs2bQAAa9euRWJioip+/vz5AIC2bdsqwqdOnYp169ahdevWmDdvHkaPHo2bN29iyOBBem/Fa4htP0V2K8YNDHxpmuAPna2/mWLw6uM1W089+fJsbUx6ivx71xfuTUy1KzIvK3E5fmZwpN+O2Pz6e5Kj0B7Mvx41AP/oZ41gtt2drvzz2Dt2h7/fj9ExRL8vAUPF6CrDXdy9yD0riKakpGD58uV49dVXUbt2bYSFhaFQoUJo3Lgxxo8fj7t373LTzp49G82bN0fhwoVRokQJdO/eHbt37/Zh7e8N3nvvPcTFxTn+vnjxIsaPHw8AGDx4sKY87rvvPvTo0QNJSUkYMmQIMjMzHXF79uzBzz//jMDAQEV+J0+exIcffogiRYo47EI//vhjNG/eHOvW/A9LFswx6Q4JIu+QVyes/gg9SyI3oYkwQRD+wj0riC5YsABPPPEEfv/9dwQGBqJXr15o27YtLl68iLFjx6JZs2a4deuWKt3QoUMxYMAAHD9+HB07dkTz5s2xYcMGtGvXDsuXL/f9jeRTWrRogYCAANSoUQNPPfUUevXqhQYNGuDq1at46aWX8OSTT2rOa8aMGahWrRrmzp2LmjVr4vnnn0fHjh3Rtm1bJCcn4+uvv3acIZqRkYEXX3wRaWlpmDZtGqpVqwYACAoKwvz581GoUCF8/8VYRF04743bztPcqzs4BEEQBEEQhH7uWUE0ODgYb7zxBk6ePImTJ0/ir7/+wtq1a3HmzBncf//9OH36NIYOHapIs3HjRkyZMgUlS5bE0aNHsXz5cqxduxbbt29HYGAgBgwYwFT/JPQTGhqKzZs344UXXsDevXuxbt06VKpUCZMmTcLs2bN15VWxYkXs378fI0aMQFBQEJYuXYqDBw/i0Ucfxbp16zB8+HDHtWPGjMGRI0fQp08f9OvXT5FPzZo1Mf6Lr5CWmopPhr2l2F0lCIIgCIIgCEI796wg+vLLL2PGjBmoW7euIrx8+fL48ccfAQBLly5FRkaGI27y5MkAJGGlZs2ajvCWLVti4MCBSExMxG+//eaD2t8bFCtWDD/++COuXr2K9PR0nD59GiNGjFDZhkZFRbk1YC9ZsiQmTZqE8+fPIz09HQkJCVi3bh06d+6suO7rr7+GzWbDX3/9xczn5Vdexf7Im5i7Yj2Cg4M9u0GCIAiCIAiCuEe5ZwVREY0bNwYApKenO2wUU1NTsXnzZgDA008/rUpjD1u5cqWPakkQBEEQBEEQBJE3IUGUwYULFwBI6rslSpQAAJw5cwbp6ekoXbo0IiIiVGmaNm0KADh27JjvKkoQBEEQBEEQBJEHCcrtCvgjU6ZMAQB07doVoaGhAJznWrKEUAAoVKgQwsPDkZCQgKSkJBQpUsRtOfXr12eGR0ZGonr16kaqThAEQRAEQRAE4feQIOrC6tWr8dtvvyE4OBgTJkxwhNuPcylYsCA3baFChZCYmKhZECXUVK1a1aeHJhMEQRAEQRAE4XtIEJVx+vRpvPTSS7DZbPjmm28ctqLe4sSJE8xw3k4pQRAEQRAEQRBEfoBsRHO4evUqunbtioSEBAwfPhxDhgxRxBcuXBgAkJKSws0jOTkZAGg3lCAIgiAIgiAIQgAJogDi4+PRuXNnXLp0CQMGDMCkSZNU11SuXBkAcOXKFWYeycnJSExMRPHixUkQJQiCIAiCIAiCEHDPC6J3795Ft27dcPLkSTz55JOYOXMmLBaL6rratWsjNDQUMTExuHr1qir+0KFDAIBGjRp5vc4EAQAiS1qRna1NkNKdea6wTHFS0/ClDbH4GfPCtdePn4e++phRptZ8uXXgxOgN59aFF67zGXoTM8vUm5XR74KXzkjb11aesfqYdb2mPD1JK0jsL+4PtDwzT96Tu/zNeGfC5+xx7sbfo9nv2Bfjndn3I24bBvITzVkMxHH7PBPHEk++D7PqkFe4pwXR9PR0PP744/j333/RpUsXLFy4EIGBgcxrCxQogEceeQQAsHjxYlX833//DQDo2bOn9ypM3BOol0G0pOGnEuXHWHPJU4ju2x/Ijeerp0zWopsp+XLei57yRGXqzV9vufcqRh6TN5+t3qz97TWL6uMvfZe/PTMW7tqYKN6M2xPm7+WyCSVG+xvu2MAdSwwVozsvQ/O9fNaw7llBNDs7G88//zw2b96Mtm3bYunSpQgJCRGmGT58OADgs88+w7lz5xzhe/bswYwZMxAeHo5XX33Vq/UmCIIgCIIgCILI69yzXnOnTZuGZcuWAQBKlSqFt956i3ndpEmTUKpUKQBAx44dMWTIEEyZMgVNmjRBp06dkJGRgQ0bNsBms2HWrFkIDw/31S0QBEEQBEEQBEHkSe5ZQTQhIcHx2y6Qshg3bpxDEAWA77//Hk2aNMG0adOwYcMGhISEoGPHjvj444/RqlUrr9aZIAh95Ge7ivwKvTLz0WuPS/ge6quU0PMgiHuDe1YQHTduHMaNG2cobf/+/dG/f39T60PcixhxEqLf8UtuOR0Rp/XPWYaoVkbsMrzpSMcMhwt689CKXicR3Hy4Tpv0OqEw5jzD198H37GTeWUIyzfZKYen6HbmZdCBjbgNGL8/cX38sw/Mi4id83k5f4Nlm/3d2Gz6xihDcwkfNlkjfbmh/LhjibEyWLaoZvdLfjp9Msw9ayNK5E3GjRsHi8WC2bNnO8Lat28Pi8WCqKioXKtXbiB2QiRyoGDc0t2XNvJaOltfTub8ofPnPX+vOR3Sky/P6YPOVsO9R144z6GRnzuKcpuXeVmJy/Hyg9I7cdTv0Mr8+uvJ0fX2hI5JTKyqJs+3GvpHf+jX3MG6VzMdwOjO30fv2Ff4+/0YnbPod2pnqBhdZbiLuxchQZS454mKioLFYkH79u1zuyqEn0HDBUEQ+Q2aCBME4S/cs6q5RP5h7ty5SElJQcWKFXO7KgSRb8kLOyd5BX9VTScIgiAIX0KCKJHnqVy5cm5XgQDtHhIEQRAEQRDaIdVcwi/5559/0LJlSxQsWBAlS5bEU089hbNnzzKv5dmIXrp0CYMGDUKtWrVQsGBBlChRAvXr18ebb76JM2fOAJBsTqtVqwYA2LZtGywWi+MfOaTyT0itjCAIgiAIIu9DO6KE3zF9+nQMGjQIFosFbdu2Rfny5bF37140b94cPXv21JTH5cuX0bRpU8THx6NmzZro3r07srOzcenSJcycORMtW7ZE7dq10aRJEzz11FNYsmQJypYti65duzryaNOmjbdukSAIgiAIgiDuaUgQJfyKS5cuYdiwYQgODsbKlSvRpUsXAEBmZiYGDBiA+fPna8rn119/RXx8PN5++21MnTpVERcdHY3MzEwAQO/evdGkSRMsWbIEderUUXjjJQiCIAiCIAjCO5Agms/Z9+JE3Dl9OVfrULROJTz0x0earv3999+RlpaGfv36OYRQAAgODsaUKVOwbNkypKSkuM0nJiYGANCxY0dVHNmUEgRBEARBEETuQoJoPufO6ctIPHQut6uhmR07dgAAnnvuOVVcyZIl0blzZyxfvtxtPg888AAAYNSoUQgMDETHjh0RFhZmal0JgiAIgiAIgjAGCaL5nKJ1KuV2FXTV4dq1awCAKlWqMOOrVq2qKZ/+/ftj/fr1+Ouvv9CzZ0+EhYWhWbNm6Nq1K1555RWUK1dOc50IgiAIgiAIgjAXEkTzOVpVYvMbgYGBWLRoEUaOHIkVK1Zg8+bN2LdvH3bs2IEvv/wSa9euRatWrXK7mgRBEARBEARxT0LHtxB+Rfny5QFITotY8MJ53H///Rg3bhy2b9+OmJgYDBs2DElJSRg6dKinVc11bKI4Gz/WJkgpinNbpjCleYjuzfSyDNRDT+14z1tv3nqeiZ7Hx8qXXzed4TpfI//e9YV7EzPL1JuV0aK571PUh3hwo277GJ15e6M/8CRHUXVyo02y0PLM3F0hvE8P89aCJ+V7nL8P37EvmozZ9yOeJ+jPUDhnEbYDneMrbywxUmeT+09fznt8DQmihF/Rtm1bAMBff/2liouPj8f69esN5120aFFMnDgRFosFx48fd4SHhIQAALKysgznbSZGTsm0CFKJ8svrR3KK7tsfyI3nq6dMPWey6sqX8170ngHLu1xv/nT2rDaMPCZvPlu9WfvbaxbVx1/6Ln97ZizctTFRvBm3J8zfy2UTSoz2N9yxgTuWGCpGd16G5nv5rGGRIEr4FQMGDEBoaCj++OMPbNy40RGemZmJYcOGITk5WVM+8+bNUwibdtasWQObzYZKlZx2q6VKlUJwcDAiIyORnZ3t+U0QBEEQBEEQBCGEbEQJv6JatWr49ttv8fbbb6NLly5o164dypUrh7179yIhIQEvvvgi/vjjD7f5LFmyBP369UP16tXRsGFDFChQABcvXsS+ffsQEBCAzz77zHFtSEgIunbtipUrV6Jx48Zo2rQpQkJC0Lp1awwYMMCbt0sQBEEQBEEQ9yS0I0r4HYMHD8ayZcvQrFkz7Nu3D+vWrUPjxo2xd+9e1KhRQ1Mew4cPx+DBg1GkSBHs2LEDy5Ytw61bt/Dss89i37596NOnj+L6X3/9FX379kVcXBwWLFiA3377Ddu2bfPG7REEQRAEQRDEPQ/tiBJ+Se/evdG7d29V+Lhx4zBu3DhF2NatW1XXtWvXDu3atdNcXpkyZTB37lydtST8nfxs4J9foTdmPvQZ+D9GHKLkZ6jvJoh7A9oRJQg/w8jw62+TmPxmTA8Yuye+R1fP35deb7FmeMDVil5vhdx8dHoxNOIB1p8w4516o/zcQu99G62/v/WfBKEX8zywm1QhDzG7Grq9vRvxFuyjZ+cv78gsSBAlCC/hDRf28jRa5SLxESQGKuFIa8ylOqDt3rVMDs2eQHpyT76A98695v1WT74874M6/QJy75EXzvOsq7FYo0cduc3Xw7aZV9Zy3AnDer8b/Z6VtV1vVGh334+be7SEVjT1oRou8od+zR3u25joG9aQvwflGy3bnx675r7Su9XQhBmLb3zv6h5nzcToUUP+8Lx9AQmiBJEPEbuUN97b5pXJsVnca/dLeEZe1ASgo23UePJEhEc1+Mmjzg/v3OwjMXTlnwfesVnk5fvJzSOSjB75cy9CgihBEARBEARBEAThU0gQJQiCINySF1T48gr0KAmCIAiCBFGCyHXyiiMVgiAIgiAIgjALEkTzKCEhIY7fSUlJuVgTwlPS0tKcOyQBefdEJV9ZPZB9BUEQBEEQRN6HBNE8SmBgIGrVqgUAWLt2bS7XhvCEffv2IdtqBQqVAALokyQIgiAIgiDyP3l3+4XA008/jS+++ALTpk1DfHw8OnTogKpVqyI4OJh2jbxEamoa0tJSAQC27ECkpqYq4tPSUmG12nKuDUGoxaqKlxLbEB8PHD10EJMmTUJ6ZjZQrp73b4AgCIIgCIIg/AASRPMwjz32GE6cOIEVK1Zg/vz5mD9/fm5XKd+TZbUhIzMbgOTWvECI8hNKychyeCIJDQ5EYIByQSAlPcvxu0BIoGPBoGRENZwv0dyLNScIgiAIgiAI/4EE0TxMSEgIxowZgxYtWmDz5s3Yv38/EhMTc7ta+Zo7Kem4GHMHABASHIiGESUV8aevJTicD9UoG45iBUMU8aeuxTt+N4goiZrVq6Fjx47IqPQA9v11QFddhAchCw/ZNnYAu9syxUlNw5fOnbx9v7xb0Zu3nmfia99YvPam+x554bxnmAs+wMws05+/J0/q5raP0Vkfb/QH3rq/vOSXzt1zFY8jbtKa8CCEz9nj3I2/R7PfsS/ajNn3I5x/GMrPWFl60/jTWKKqQ25XwIuQIJrHsVgs6NSpEzp16gQAyMrKQmZmZi7XKv+yaO85DPhlEwCgQumi2PHVC4r4EgN/RVqGtOv51ZBu6Na4iiK+4CvTHb+XfPsyalUoAQCYvum4R/XKzYObcxN/vG9vCsq+HoxY98IXnt3XTq/JAO9y3nu/l00STJ8Aa7zuXn7m7hA9mtzsu/Kap3ZqY4QdPW1By5jEL8dwUqlsoTCet74/b0OCaD4jKCgIQUH0Wr1FSGgYECTtcgYGh6BAgQKKeEtQCGCVHA6FhoWp4u1pAcnhFAuzh1xRfjS+e5fceL56ytQzqOvK188WCGgiqw1/e0x66+Nv9c8L5IdnJvq+zbg9Yf5eLpswB9578sVYJV6QMje/vAi56CQIgiAIgiAIgiB8CgmiBEEQBEEQBEEQhE8hQZQgCIIgCIIgCILwKSSIEgRBEARBEARBED6FBFGCIPIt5Jsu70HvzHzomfo/5EhTCT0Ogrg3IEGUIAjTyW9e3QBj92TWOaHeQu95agRBEARBEGZBgihBGMTdXN3twe2cHETJuIKD6HBxYX6CSDd4kq+WcjVdY7JIl5cOo+e2HzfCr7eOd1GWxaubvoeo98xSvmCdC9+HiQfB8797czH78HrAs29U70KO8Ps1UI67OE/Setp3aesfzcknt3Hbxgx+36bkb7hv8c3YpT/cP86/NFI/cX765k6G+kIDeRma7+WBb1YPJIgShA7czcuNbgQame+LzwcVnW1mfLsyH250CvG3++XVxx/OyeS1K73tjXuPvHBOhL+f4eo2L/OyEpfjB21Hjt76eKP+nuQoPDPQTx61v71zI5h9NqOu/PPAO9ZDfrsfO9wxiXemqJn9t8GzZ+9FSBAlCIIgCIIgCIIgfAoJogRBEARBEARBEIRPIUGUIAiCcEt+s0shCIIgCCJ3IUGUIAiCIHyIL51+EARBEIS/QoIoQRCmcK86VyEIgiAIgiD0Q4IoQRAEQRAEQRAE4VNIECUIHbg/G9Q7+eotS3y2meicMA/KFCc1DZ+eZSash75w9rXmnBup55l4Wj9uHbjn4pp0pigv3IT3YBZmlqk3K9PP1/PSmbruz1/We9as+S/akxzzwlnEWp6ZR+enepi3Fjwp3+P8ffiOfTHemX0/4vz0Z2j4HE7d503zyjdSZ3PPY83P5hwkiBKEQbylIGokX9FZjeLzRg0U5kd4ciaqL/D3syz1qDnrylfn+W16y9R/Ppx/txN/wdB5xl58tnqz9rfXLD7r0j8q62/PjIW7NiY+N9u75Xu7bEKJ0f6GOzZwxxJDxejOy9B8L581LBJECYIgCIIgCIIgCJ9CgihBEARBEARBEAThU0gQJQiCIAiCIAiCIHwKCaIEQRAEQRAEQRCETyFBlCAIgiAIgiAIgvApJIgSBEEQBEEQBEEQPoUEUYIg8i35+eyt/Aq9MfOh78D/oXekhB4HQdwbkCBKEITp5LdzroD8eU8EQRAEQRC5BQmiBGEQdwu27la4edGiVLw4myCVMD8PVp1F9+cuXy2r/6J70nONHoTP0UBR3HdsQrX15s165rz34Gn1eM9R764P/xvRl7+4rZr7zrXky02jN9zkXSNjbdxYP6ctb3PCPYtzd3/G2o+nfZemPlTTNR5Vwyd49A405W+8fKNlm//t8vpynX2lqAy9lfIAI325ofy4z8dIGfrCpfLNzS8vQoIoQZiI0U0zI7ttoiQWQYYWw7U0fn95FX+7X159RO9bfa2O8vTky6md3vbGvUdeOCciN3awzSzTV9XX8459gd76eKP+nuQoqo6/PGp/e+dGED5nb+ef9x+fgvx6r9wxiXNTpvbfojlYXn6oXiDIrIwyMjKwe/dubNu2DUeOHEFMTAwSExMRHh6O0qVLo0mTJnj44YfRqlUrhISEmFUsQRAEQRAEQRAEkcfwWBA9ffo0pk+fjvnz5yMhIYG7/b1ixQpYLBaEh4ejX79+eOONN1C3bl1PiycIgiAIgiAIgiDyGIYF0StXrmDMmDGYP38+rFYrKleujB49eqB58+aoU6cOSpQogaJFi+L27dtISEjAqVOn8O+//2Lbtm2YMmUKpk6dir59+2LChAmIiIgw854IgiAIgiAIgiAIP8awIFqrVi0AwOuvv46XXnoJrVu3Fl7/6KOPOn7v3LkT8+bNw7x587B48WLcvXvXaDUIgiAIgiAIgiCIPIZhZ0VvvvkmLly4gJ9//tmtEOpKmzZtMGPGDERGRuL11183WgWCIAjCR+Q3T325CT1KgiAIgvBgR/S7777zuPDy5cubkg9B+Aq3buQN52sgjTA/kUt5Y3HuysyPGHnGeo5l0HssB/96HWXqeIn6jnzxrnt83c8qFxqrmWXqzcp432PukTdGyzOatyd14ebpSVqDx8T4EjOOz/LkPs14DEaPxDAlfw+O+9FdD1Nz45Rhcps1+wgY8bFq+ucz/D6Pl49+zO4//aXv8AaGd0RPnDhhZj0IIs/hLQfcRvIVHZEhPubFQGF+hCdH0fgCfz9CxGvHvuh0m6+3TP1u+f27nfgLho6R8uKz1Zu1v71m8REj/lFZf3tmLNy1MfFxZd4t39tlE0qM9jfcsYE7lhgqRndehuZ7+axhGRZEGzVqhAceeADff/89bt68aWad8gSpqan45JNPUKtWLYSFhaFChQp45ZVXcPXq1dyuGkEQBEEQBEEQhF9jWBAtVqwYDh8+jBEjRiAiIgLdunXDggULkJqaamb9/JK0tDQ88sgjmDBhAu7evYvHH38clSpVwqxZs3D//ffjwoULuV1FgiAIgiAIgiAIv8WwIHrjxg0sWbIEjz/+OIKCgrBu3Tr07dsXZcuWxcsvv4wNGzZ4xXbDH/jss8+wd+9etGzZEmfPnsWiRYuwb98+fPvtt4iJicErr7yS21UkCIIgCIIgCILwWwwLoiEhIXjiiSewdOlS3LhxAzNmzECbNm2QnJyMefPmoWvXroiIiMAHH3yAo0ePmlnnXCUjIwPTpk0DAPz4448oXLiwI2748OFo1KgRtm3bhoMHD+ZWFQmCIAiCIAiCIPwaw4KonGLFiuH111/Htm3bEBUVhc8//xx169bF9evXMWnSJDRt2hSNGjXCpEmTcO3aNTOKzDV27dqF27dvo3r16rj//vtV8U8//TQAYOXKlb6uGkEQBEEQBEEQRJ7AFEFUTqVKlfDRRx/h+PHjOHz4MIYPH45y5crh+PHj+PDDD1GlShV06tTJ7GJ9hn13t2nTpsx4e/ixY8d8VieCIAiCIAiCIIi8hOFzRLXQuHFjNG7cGN988w2WLl2KQYMGITY2Fps3b/ZmsV4lOjoaABAREcGMt4dfunTJbV7169dnhkdGRqJ69eoGa0gQhJ18aqaer6FXRtyLULtXkl99jBAEocSrgmhmZiZWrVqF+fPnY/Xq1cjIyAAAhIeHe7NYr3L37l0AQMGCBZnxhQoVAgAkJSX5rE4EQRAEwYPm9ARBEIQ/4hVBdPv27fjjjz/w999/IzExETabDcHBwejVqxf69u2Lxx57zBvF5jlOnDjBDOftlBJEXiG/HbgM5M97IgiCIAiCyC1ME0RPnjyJ+fPnY8GCBbh8+bJDraJly5bo27cvnnnmGZQoUcKs4nINu5fclJQUZnxycjIAoEiRIj6rE5E7uNtkcBvPuUCUjp+Gn8pIfloQpXWXr5ZitdRNdN9G8OSe9KQxQ+2Mn7f2cF49PK0f773ozVdvezdyP8Lvw4P2ZSSl3vqbrb5orI2LE3lSR73fj/j7FbUBY+3DXbywPh72Xab1oXlgt9yTNqbpObm5Spi/F/oWm80Gi86VT15ueucZRr8hs+HXz1gduH0GdywxsQxhPyCKM69u/oxHguj169exYMECzJ8/3+Gcx2azoUaNGnjxxRfx0ksv5Ttbx8qVKwMArly5woy3h1epUsVndSL8B6ObZmbvtokGMYvhWhq/v7yKv90vrz56Ji162pqufDm186S9KfPhhHMicmMH22KBacZ+vqq+3gmvt9FbH2/U35McRdXxl0ftb+/cCMLn7O388/7jU5Bf75U7JnFuysx7Fc7B8vJD9QKGBdFOnTph69atsFqtsNlsKFGiBJ599ln07dsXLVq0MLOOfkXjxo0BAIcOHWLG28MbNWrkszoRBEEQBEEQBEHkJQwLops2bUJoaCgee+wx9O3bF927d0dQkFd9H/kFrVu3RrFixRAZGYkjR46gSZMmivi///4bANCzZ89cqB1BEARB5G9idvyHlIJBKBhROrerQhAEQXiA4XNEZ8yYgRs3bmDx4sXo1avXPSGEAkBISAjefvttAMDgwYMdNqEAMHnyZBw7dgwPP/wwHnjggdyqIkEQBEHkeW6fjGKG/zfyN6yr/xpurN2vCM9KTjNUztEPZiLzTjIz7ta2o0i9Gmso38SjkUg4fN5QWoIgiHsBw4Lo66+/jmLFiplZlzzDmDFj8NBDD2H37t2oWbMmnn32WbRo0QIjRoxA6dKl8fvvv+d2FQmCIIgcEg6eQ/LF67ldjTxN2o14n5STnZbh+H1+yjKcnDAfl/7YpLou604KdnQbhdTLMY6wQ4N/wGJLJ1xf86/q+ozEJNiys7H3+c+xrOjjirjbRyOxo+soxP97GtaMTNiyrY64c5OX4H9VXkT0Avb55zE7j8OamcWMS7+ZiK3tRyD+39PquFuJzDQEQdw7ZN1NBQDYrFZVXHrcHV9XJ1cwfRszKioK27dvx/Xr15Gens68xmKx4OOPPza7aJ8RFhaGLVu2YOLEiViwYAGWL1+OEiVKoH///pgwYQIiIiJyu4qEl/DUU66c/z6ehRrT30VAUKCpHlmlOIMeIj3wdusrj3reLOXuhetA9bKayjLidVB9Lc+Tn94y3Rd6btoKPDTyaY/r5xpk9/DI9fCnM5xbF164Bi/Bdy9cx7ZOI9Hp4E8ILlZIV7l6MPMT0JuVGd4kM+8kIzs9A4GhIaryV0U8j2az30eVlzp69A26VnND00Fou/YLZKdmIDnyGu6cugyUcC5yn/hkjvTjpd7M/DLvpgLFlF7qd3YfrUqzu/c4JN6K49Yrbs9JbHroHQCA9fmeQGCgs87ZVux7cSL2vThRle+x939B6PeLUXf0CyjZoi6sLjeYdScF2zuPRKulYxF/8Jwj/Ma6gzhhS0P9sX25dRJxN/IaUKKWobRa2or7scCYJ1mt5bvDqCdSU/L3ctnKsrw/rprvLd74HENvGiOeqfV6t3W9/vaJKBSrX5VfsKAMAEi+fMvxO3rhFiwe9j1gsyH8/hpA/QaOuA33D0KTgT2QcukWokqXdIRnJaXgxrr9KNelmbAOeQXTBNG0tDS8/vrrWLBgAQDxS8jrgigAFChQAOPHj8f48eNzuypELuGp37Mrf23DibLF0PDzV5j5Zt1NRUBosCLu4KApaPLTWyhat4pLGpGXXD553XmbXo+syZduolCVstz4fS9ORN1Zw1G+x0O663Jj/QGU6/ygIiz9ehwWWzqh/bZvdednGE7fe23ZTqyevhwn2jYFqkjevzNiEpGVkoaggmGGi9vSZijarvlCEabXWyEP7uU2wJqVjYCgQEVw+s0ErCj5JGoOeQLWypWc+dhsSI68hv0DvkHLJWMVaU5+vgAXzl5G5ZceRaU+Dyvijgz7GW3njkCBCqV01dsdKTcSgHDvCcRGSToZjW0d3keTH97CqcU7FXG2bCv+7fsVIn9aibi+XR3hFpv4uIms1HSc+HQeAguEoOaQJ1TxiYfPY2XZZ5wB3Tu4rWeLv0ajQUY6Tn+5SNFILAbn7AUrlwWux7i/kMPtoxew95nPAABnWjQGalST6pMzEc68nYxtj36AuGaNgNr3OeJOjpuLsDLhqD5I7VMi7WYCslPTUbByGVgC1MprO7qNQrlNXyG8sWcnE5g1Bhg5ckQr7vIVe4n3bvneLttbZNxORtKZyygoGA/9EaNtjJcu5eJNxO4+gVKt6rtcz89r44OD0fHfaSjWsJoiPDMpBcHFi+DuhevSonYOcg2L5KgbuLXhEHCfNAZbAMeYnXj4vEIQzbqbitNfLAQAXK1UHng4Z15itWH3k+PRftsklHiwtvC+8wKGVXNd+fDDD/HHH3+gdOnSGDp0KKZOnYpZs2Yx/5HqKpEfkHcuRjk98U/EbD+mCEs6ewWb2wzFsiK9sCrieUXcnZOXsOmhd7HvpS9xY73TPir1SgyuLNnBVO+4OGsdbv930eO6usNXLsk9KWV11Zew2NIJ+wd8g+y0DETOWKW8wGrF3ue/QPyBM7rz3tHlIxx9bwasjHaxo9toxd/ZGRmqa0QstnTC3yHdkJl41xGWlcK2hzs54Q/E7PiPm5dcxTLlciz2Pve5auHwyvJdiN15HKnXnDtIkT+vRIpsJddO3O6T2D9gkuZ74WHLzlaFpUTdxNVlO1Xh1/+3D2tq9kfi0UhYZW0+/VYiMuKTcGLsXJybulyV7uqyXfg7oLMiLPLHFbj2zx7sfeYz/Pvy14q4OycvYVXF57G6xsuI369uE1seHo4Lv67mqmby2NJqCG5uOIg7Jy8pwjOT2OdTp91M0JW/HlztH+P2nMSmZm8jctpy5vVxe07i9BcLHH9bMzKx6/FPHCpmrhwc9ANOjpuL/z78Fevqv44z3/6luW51PnwWReupj0IrWLE0ynVphvZbJqFwzQqO8Gaz38Oj/05DeBOxcFahV0vF340mvYEabz+OQtXKIahwAUVc6xXj8fCWSShSuxJYFG9aU/G3/DmElS+B2u8/45pEwaG3fsC+vl8i6dxVRfjKcs9gdbW++DuwC44M+xm3jyv78OzUdOzs+TGiF2zmPntf8ndAZ0QvZKsvE/rISha/T5vViuSoG4qw2D0nmdde+H0NM3xnj9FYW+cVrK09wBRVjszbbBtrALj2z25u3O4nxyHh8HkknVMeiZhwNNJQPVhzIABIvnAd539cgdidx3F9tVN1PzslDTu7j8ad09GK62O2HUMipw7WtAzseWaCqv9e3+hNXJq/EWuq90OCTPsh8sd/cHPDQQDAjXUHuHXUQ1ChMFPmoP6AaYLookWLUKpUKRw5cgTffvstBg8ejJdffpn7jyDyOslRN3Bk2M+Ov6XJvLNDjz9wFqe/+hMbmw3G/le/xc2NjCN/bDbsffZzHP94tiMoOzkNcbtOAGDbEWUlpSD6j02Inu8c9LNS0rDn6fFYV+81pFyJUXRQSaejsaXtMBwcNAVHhv6ksDu4sf4grizdAWuWWggAgBvr9uPEp/OQdFZ9bm7ifxe4E2dvTYwuL9qqcFCSkZBkKJ+o2euxtEAPHBo4RRWXlZSCzS2H4PgnsxXCUXZKGuL2nMT1Nf9yB5Kz3/6NU+Pnq8KzXYTGjU3fwt0L15GdnqkIv7X1KAD2fdkys5B5x/m8Dw6c4rheUVZyKnb3HotTExcy6+jK9ZV7cXLcXEXYgf7fYEvbYUiXCUCJxy5gR7fRSLulFoquLt2Ju7KJ9PU1/+puAxseeEuVxpqRhT3Pfo5bW48q3oUt24qUqBvY0GQgDr3xvdu8iz9QE0FFC7q97tLcDczw5Mhr2NxqCA4P+VERHrv9Pxx8/Tts7zwS6bG3FXEnPp3PfFaAZAe5vfNIrKv/miJ8c6uhOP3Vn9jU8l1YZW3j4MAfcGriQtPU9HZ0G4U9z0zA+R9X4NqqfZrS1Bn1PDfu+sq92Nx6qGoyCQB3T192/E6OvIZTn4nbZVChUMfvwtUroNPRGWi1bBz3evluoSUgACWa1UbHQz+j65lZiutar5yAOh89hxpvP45ms99XxIUUK4T7p76N7hfmoVfs3wgIUWqilGnfGJ2Pz0TX07+jV8zfirimP76D7hfn4aGFo1BrxNMoWKWMs/41I9Dwq9fQ8u9PUKJ5HQSHF3bElW7fGJacHf3o+Zvwb7+vuPd47vulWN/wDVV46uUY7HtxIlbf1w9nJi1WfT+pN+Nx53Q0jgz7GWcn/43sdPUC2I11BxA1d4MpbWvfi1/ixrr97i/0M25uOozoBZtx5pu/mIs+kdNXYXmJJ5m2vmZw55RSoFnX8E2ufWDk9JVYW+cVrK6mVOne9sj7uLpit2pR7NCb0jhx/X/s7zwl+hZssvH/v1G/cZ1zJR6JRGZSCmw2G3b1VmqWrGv4uiOdq033rt7jcGPdfqTHJOKKy8Li1WW7sLHpIKytNUARvrvXJ7i6YrfudrmhyUBsbDYYa+u9ihOfznOEW9MzcfjtadjSdhiuLNmhSJN5Oxm7en2CDNlCb9qtROzoNgrpMYkqoR8Akk5fVvXfqVdj8W9f9XdszczE3hcmIuXyLdzcoJwHFn+wFgrXisCDvw5H23UTFXGVX3gEBauURd0xL+L+n951hAeGBeORvT+g5EN1NTwR/8c0QfTu3bto164dypUrZ1aWBOH3nPt+KW5uOIjs9AxsfXgEslOcdtGnJszHfyN/Q8KBs4j6fS22d/pQkbbaK5J6W9qNeNUk1ihJZy7jf5VeQOzO44rwzNvJuDB9Fc5NWYZLczYowvc8NR5LgrviwszVqvx2dB2Fk+PmYm3dV7F/wDeKldMTn8zFhvsHOSbb8knQ5cXbcOjtqdj52Bj8U+4ZrGv4uiLfk58v0D3ApN1MwN7nPlesvF78fS2z3kYp3kxSc7FlZePUhD8QOd25Y3pr61FsbjUEO7uPxo5uo3D3onpwAqR3YMcSGIB64/qprrkbeR1rqvfD2nqvKsJ3dBuFOycv4eh7v7itqy0zC/te+AJpNxOQfEHpiCcjPgnHRyk1T4o/VAdPW9ej1vCnVHmdZAjPLO6ciML2ziOZcWnXnTuttzYfwb8vf616xzFbj+Ls90uZ6W8fvaCYONixZWZhW4f3cG7qCk11rPZ6dxRrfJ8irHD1Cmi/ZRIK3Veemy6oiFpQLdbQmY8tKxvnf1jOTBuz9Sg2NnsbsDkXKBL2n8b+AZNgs9lw5httu4AZsbfx38jfEL/3lHKH2GbF8VG/48Aryp3n1Otx3MUgETfW7seVxdtx+O1pilX9InUqIbh4EWaaBp8NwEMLR6H2h8+iVNsGqvjbxy5gY9O3cHKCtrZkp936L1G0XhXU/fhF9LFtQOGaFRXxAUGBqNi7ta48LRYLitRS+moILlIQDb94FfdPfRshnHsEgMDQECBArXcREBSIIrUrIbSU2kljoarlUPm5Dmg86U3c91oPZ14FQmCxWBDxVFs8um8qqrz4qCOuYKUyeGT3FBR/0JidZ8k2DR2/02MScez9X/C/qi8prllX51Wsq/sqzn2/FEdHzMDSsB5YWrgn7kY6+4ury3Zh/8tf4+S4uYjdeZyrPbPY0gmH3voB2anSGJeRcFd9kc2GPU9PQKLL7u3uJ8fh6vJdhu5TC+kxidzx5PaJKOx9/nOcGDsHZyYtxuZWQ3DxN+Uu4YFXv8W+Fyfi2Aczsb7xmzj/4wpkJCoXAzMTkrC980gkHrugCI/bfcKQgJqZlAqbzQabzYZDb01VxKVE3cCx99ljwKFBPygW/RxYrdj3wkQcGfqTKurfl77EzsfGcOsif3S3/7uI3U+PhzUjU3Xdqc8XYEPjN3Fy3FxcW6Hc5Uy9HINdT4zDgde+xZmvXfo7mw07uo7CP2X64KzGvtBmtWJ377H4O6AzDr31gyM87Vocrq+WhOqM+Ds47jJm3P7vIhIOnEXSqWgkRyrHRRF3z11VtYu06/HY0WMMNrccoggv1Ubd/7kjI/Y2/lf5RVx1EYKL318D3c7MQrVXu6lMe5pOexs9ouajwYT+KFCuhCM8ICwEhQVjWV7DNEG0QYMGuHPn3vDwROR/ki9Kahxa3PYffudHRM/fhFiBOiSLWiOeRrXXuqnCAwtIOwJ1Rj2PDju/U8S1/mc8Gk8eiHLdmqH0w86JSGBYiOZyebt5B9/4Dud+5Ez2rVZEzV6PrLvKnb3kyGvY0XUUYncdx6X5slVQm6SOcv1/+5B+MwF3jkcp0p3+/A9E/rxSc51Tr8ZiZTm2ituRIT/h7nnGwMygaP2q6PzfLwirUJIZ33TaO2i9coIjPj2W3afdXH8Q6+srhcieN/5C2S7KgSSoaCHUH9sXzeezhTdritKhmzUtA+sbv4kEFzXQjgd+RL1x/VRqg2nX47Gy3DNIuezevq1UmwbSBL2mc4JepFZFBGhsO2HlijPD22/7lingXV26E+enKduTLSsbR4f9jLi9J3Fj/UFVmnPfLcGNdQeY5WS7HM0RWEht11q0flU8+MswdDr0s1J4sVhQvGlNdDk+E62WKlfye0T9gaet69Ht/GxUf0tpq9d40ht4PH4pWi75BCEli6rKqyArIyXqhlwOBQDcWP0v9jz1KY59MFMRXsygXV/U7PWKv/c8PQHLiz5umkpkSPHC6Hx0OqoP6ol6Y5ULKBaLBZWf64BGX76G2u85v8WA0GBE9GkHQFqMcjgXklHp+Q7onbgcVV7uhEI1KijiynZ6AF1O/IoG4/ubcg95iRLNauPRf6ehw47vUKVfJ0Vctde7o+Ohn9H7zgrcN/AxWAKV07WWC0fhsWt/otHXrzvaZoYGL5vZyWnIYhxVc3L8fGxpOwzrG72B5cWfwI4eo1XXRP68Els7vIeEQ+dwdblyZ6vRN9KObdbdVBx5VykMXV22C7ufGIcT4+Z6tPNqs9mQeOwCjo6YjltbnNogNzcdxn8jf2WmSY2+hct/bsXJ8fNx7P1fELfnJA68NplbRvrNBBx+exquLlULzpm3k7G55RCFdlNy9C3s6DYKKdFqs4WMuDsqlWo76xu+jiWh3fFP6acRw9BsiZq1DtdW7UVS5DVuXV3JTklD5E/qcZU1j6n0fAc0njwQD/46XBUXv/cUjr73iyQou+ywJl+8wV24TNh/Bhd/W6u5vgBQ56PnmOr3cuSLz9aMLOzsMQaLLZ2wpvYruPr3dk3lFK5ZEeUfawEAKNXaaQ9apE4llG7fmJvOdSwGpDGv3cavcN8bPRgpJEo2d9puFqpKG3QiTBNER4wYga1bt+Lw4cNmZUkQuUJ2WgY2txmGw29Pw4b7BynUUtNjElXXJ525LBzYgsML49F9U9HwK6UaR0BQEB6cORzdL85DjcG9HOFFalfCY1cXouHnr6BUa+XKW0ixwqg17Cm0Xf0Fqr3a3RFesHJZPJW5Fve9qe4Ya3/wLOqPfxnFGt2Hkq3rI0g2gXcVYK+v3Mu8B6dRvnoSkXj4PLa0Gca+eQHH3p8pFCCPj52D2/9dhDUzCxsfHMy9Ljs1HQdem6zJ7qLMo01QrEE1PLr3B5R4qA6K1K2suqbCYy3Q5cSvqPFObwQEa/fnFla2ONqu+QI13u3tCAssID1f+U4IAISVZwt1ABRqUnaKP1AL9cf2RUgJ505OUUbdAaDOqBdQoKLauU45FyEZkHYBH90zRTUQV3+nN0JKFUOhas4BtOaQJ1C4ltojeOl2jdDt7CwUra+eTBwZ+jNitqsXaDa3HILjY2apwm3ZVlyav9Hxd3CxQkxnGgXKl0CPi/NQ5eVOKP2Is+72ybolIACFq1dQpQssEIqKT7RRhAWEBMFisSCsTHE0/fFdVZqQ4kUQ8WRb9Lg0X6U61XrZODyVvpo5IbHktJ2ry9QT2narP0fPm3+hV+wSRXho2XDpvsMLOxakAOD+qW8r3oUr//b9SqXyFTV7Hba2H4HlJZ7Ef6PVfhmCwwurVFABaaeu6U/v4j7GIhkTiwUtFo3Bg78OR1j5EqroSs93QIsFoxBcrBCaz/4Anfb/yMjk3sVisaBUmwao4eKw6MFfhqH4/TUQXKQgHvh5CJ5MWaVKW6B8SdR+/xn0uDQfjb99EwUqleaWw9vpZpGZeFeh4SAnft9pbHzgLVz+c6sivNaIp1Hno+ekPzh98clP5+HosJ9hsyrHEftuqc1qRfSfWxA1Z73SbCFHeD3w6rfY0PhNnJ28BIlHlOeznvn6L5z6QtK08eTYCwujzw8uWhBVB3QBIAl7rrvGGfFJ2PPsZ6pdxIzEu9jSdjiSL91klmXLzGIuHthVtve9OBFHhvysigeAct2bK/6u8a7aERgAlWaAnZqDH0etYU+h2qvdEBDsdPoWUkJa1Dg/dTn+DugstP2U47pIKqfiE3yNhoZfvIpOR2eg02HlfdYf18+tJ60MhiaZvd+s0rcj6n3i1BCwBAWizcoJeDxhmUMbDQAsgYFot+ErtF7xKcIbOTVgSjxYi+th3RIQgLKPNsUDM4YqwjsfnYGIPu1QfVBPFKjsVNEv/9hDCrv1EvlEpdYsTBNE+/Tpg6+++gqdOnXCuHHjsGvXLkRFRSE6Opr5jyD8lYSDZ5GW46QlPcZpJ5B6LRanv3KqlYSEF0Zo6XBFWrm9Uqtl49Dy70/QYcdklGheB3U+eJZZXqGq5VCsgcz7mgWGvHQGBAXigelD0WHndyhS2zn4hJYsinofv4TOR2fgkZ3fKzrhCj1boOeNv/Do/mkoEMGexET0aYdOh39G0+lDFAND0x/fQcUn2zDTyAelgpWlia0r2Slp2Pv8F4jbdwo7e36MLe2UK7MJ+89ga/sRiJq9XuFgp1Q7506wXT0lZtsxHB89CzabDVGz12HD/QOxvetHuLlJuetWuq2UtmClMnh071R0Pfkbs/4h4YVx/w+DUWvYk46wcl0eRNezs/BU+mo88MswhcBpx2KxqLzvseh08Gd0Pj4TPa8vUoQXYghPPGoMfYLplCUkvBC6nv4dnf9TqnYFyI6jkBPepAbab1GqfDac0B+Px/ytsGkLCS+CTgd/Qv1x6uMmLIGBih3Dqi93ktqK1Yoba9k7nK48+PsIlXpscPHC6PzfL+h54y9Ue9UpGBVrdB9CS4ej+ewPUOWFR12z8gpBhQqoVKcAICAkGA/MGIqOB3+CRabSWWuYWgVaTliZ4gh12WVtsXAMqvbvjNbLxym+tYKVSqPjwZ9QVfbtyrFlW3FyvFJFbf+ASYjZdgyZCUm46bL73Me2Ab0TluHJlJWo/IJ7L7XusFgsqPZqN3SPnItms95TxFXt35mTitADa9HATlChAqg1/Gn0uKhsA+23TkKLRWPwtHU9Ho9ZjGaz3kPjb99U9DMNJvTH/T++4/i7fM8WKN+zhXSUhIxG37yBMo/ez62DxWJBwy9eRZvVnysm4QAUC1jnpizDYRf10d1PfopbW47g+Mezse/5L7C//zc4+t4MR7w1PROLLZ0QNWsdt3wAOD56FpaEdldpYsgJLl5ENdbV/fgldIuci6ez1uLxmL/R+p/xKN7Uef8VerXEg78OR72xfbleZuP3nsK/L3+tstHMTLyLfS9O1KyeDwANxkt+VLLupCDrtlIFuvedFWjx52g0n6s09Wn01Wto8Fl/hxBrp/XKCcwFVwWyvqbu6Be4QmXEs+3ReuUE1BvXDxFPt1WW8894hxBYpmNTRdxDC0ah9gfPoNrr3fGwy1gDSHOX8CbK9lbt1W5ov3USan/wDBp94zTtsQSzxzE7HXZMRv1P+6Hxd4NQuIZ6PA2RjWny8iv0aoWynR5whBWqVg7t1n/J1Z5iUbRuZbT862M0/eldhfPGwLAQPLJ7Clqv+BQ9b/6FYg2qas7zXsDUc0QbNWqEEiVKYMKECZgwYQL3OovFgqwsfV4GCcJXyO0CAcnb2j9l+gAWC9KqVgRqSKtmISWL4sHfhmNXr08c1waEBAM5O1qWgABEPKXsrH1BqdYNELb1HJDIVulxPRImrGxxhJUtjs7//YIr4xcCMU6HFp2OzkCRWhGwBAai+puPIejAL0CatOpboEJJtFoyFtdX78OluRtRonQZIFFKW67LgyhxNwHhTao7O+Xdzp2Qct2bI37lXiQcOIvNLWRCahWlYJURn4SDbzjVkx9aOApLYjOAaMkutUynpgjeuBeZiXdx+ss/Ef3nVqTIHAtc2ngYeN6501CskdJ20B3yXSlLYKBDrfW+17ujfEYW8OoMXlIhIcWLIKxscaQmKlebH970Nf7t9xWunmevoCvyKFoYHXZ+h7Pf/o2wyERAtgkRVLiAcnHDJIIKF0DF3m2AA4uE1xVrUA2tlo5VedMNKlIQpdo1RCxjl7TagK4o17UZzk7+B7gh2T0GhAQhuEhBBBcpqFAN1qOK7iuKN60JWDY4dm9Kt2uI5tsn49bGQyj9cCNgFt9zpJ2idSuh1qwcRzpzldoJIcWLoNlvI4C+zu+o/fZvUWHHURxkON3SgiUwUHJ4cU7tmdgIgQVCUbV/F2CTc7cqxIvnthJKLC6LTeGNqyO8VT3pj8BA6d0ACB6zCEiQvrHQ0sVQ49nWKPlQHQQVLejo4wpFxQAfO4Wn2u/1Qe33+iBu3ymc/2E5Lt5g7zqW79YczSqVB776xxHW7cwsJBw6h+1dPkJG7G3EbjsGPPaIM5HNhv39v1E4Y0u5dAu4j99fl+vyIBCdCAAo/XAjBOw/Cmt6pkqVNKR0OBp9/TrKdWuGhEPnUfn5DtIu3zCnemmlZ9ujcFVJeA4uVggVerZE+I1UYPspAFK/ZwkIQP1x/VB/XD9smL0V2CQ5FKz4RGsUuHQJqZdjcPnPrdi/7zzQWrlgFbfrhOSAkHMWbs1hTwExTk2Y2h8+C2t6Jk4ybOaDixREpWfbq8ItAQGoO/pF3PfmY4p7K3xfeXQ5PlOy6R2qzs+VIrUi0Hb3FPzb7yskHlF6jY14qi0qPFQDFXJUXOV9UZkOTdD94jxYMzJx3hYAjHaOEYFhIWj0lSRM7jnH9q3AonS7RijdrhGO7z7rCCtQoSQe2TMFadfjcWbSYljurwXINkaLP1ALxR+w211rV2tmUaJ5HXSPnItLkTeAL7WbErEILBCKCr1aeZRHfsW0HdFVq1ahW7duOH/+PEqWLImmTZuiXbt2zH9t2/p+ck4Q7rBZrdjX90tEy2wdFY4kGLYtFXq2ROuVE1Dp2fbodHQG08lFXiEkvDCq5UxU7IQ3us/tpL9894fQ4s/RimMMgosVwqN7fsADPw9hHuvy4MzhCHc59sCVki47iwUqlUalHFs0RzmFC6Lt6s8dK7gprt7tXIouXN2/DfwLVSmLDtsm49G9P7i/GNJOSL1P+nLVr3KTir1bo/uFuSjzaBNHWJHaEWi/ZRJa/zMeNYc8qUpToHxJVHg8/wzWpds2RP1PX0aZR/g7SZ4QEBiI+97ogc7HZnB3S6u91g1tXFSKCf/DJIfIhin+QC2F/TiPkg/VxUN/fIQm3w/iXhMQqJ5aFm9aE4/s+h6l2jZkpJC8t8qPp+Kd01UgojSeylijsCssUL4kup76DRUZC7/F76+B2u8/g2INqqFqv04ICA5SOZwKLqzvHGW5yUZgaAge3vQ1004+tGRRhTmFnCovd0ZgwTC0XPwxmkweqIizWCyoP64fOuz4DhUEaq0sWM60LAEBKu0LEcUaVkPHgz+hxV9jFLb47k5oCytbHAUrlRFf5CkWC0q2qIeKT7TBI7umoM6Hz3m1uMCwEBSsqH1XlNCPaTuiY8eOhc1mw6xZs9CvXz+fnSlIEGZxc/1BhRBavmcLPDRvJE59sQCJRy8gMCwEVZvUBiKV7t0rPNbCuUJIAHA/YIUUL4L2W77B4Xd/dHjxdT3br87IZ1EqLMDxTqr07aha8QeAki3roePBn7DvpS8djgUKVCqNhzd8hQOf/aGsF0c9VQvUpeknpHgRlH30fmCx5OUwOLwwLAEBqNCzJarUvw8Y+7ebHAgtFGtQDdUGhAKfLXOEhTetCUuABY2+eQNH47XZeRGENylSKwLtt30L25/bgdVOz+5F6lRCkuyYnwdmDsOtCzHAZbtgakFggVBYs7LRatlYpu1+oWrl0XLxx7jy1zasXeo8J9LVyZM3KFIzAp2OTMeJj2dj5xqnn5Tg8MJ46I+PsLPXJ6qd2gaf9kPlqW8pzHlcKdWmAWqXLqH4rn2FJSAAlfo8jMDN5wEXJ4UEYSamCaKnTp1Cu3bt6IxQIs8SJTtDMCAsBC0WjkJQoQIOlRIAuLjrDBC5kZWc0ElwUcl5Sc0hTyLzdrKkvtjPaTsUEBSEh+aNRJ2RzyHxSCQiOPaogDTBeXTvD4hesBlXl+7EfW/0QJHaldBs5nDg9ZncdASRX+l0UGaHR4Io4SdYLBbJa6lMEG0+5wNseshpp1q8aU1UaloX+E46misgNBiPXVkAS2Ag14GMPe9Kz7ZHpeCCwDLfnmcaXKQgmnz/Fh7ofQL4basjvFzXZnhk53eSl/Azicr6CoRQgrhXME0QLVWqFEqV0u9ghSD8gYz4O7i6RLKTCggLQe/4pQr7QBbuNKncuam3cXIQpeLlycvLfX6CSDd4kq/8Poq7OMVwvaZY/aooVr8qpw7OfCwBAajyUkdUeamjuHCN9VLHGcmPE64/K0YenLbALVMdwW1PHlaQXzd9Geu5F1H+Rt+rR9+HkfaiMy+ztTmNtXF3/Zxx9N638F0aKEeKc3N/BtuPqM/WgpZvSUsZua0SDEi2eG3XfIEDr01GeNMakhO2I87zbW2wOby5shB+3xrK1zNeuYuT79baY0o0r4MSzesobCrdtRu9Gjjcb0Vnn2j2GGgUI/UzlJ/OcVRYBrds/WlE6fzhmzUT0wTRp59+GgsXLkRaWhrCwvTp2xNEbhO395TD9XqjL191K4TyMKq9abbap0g13mK4lsbvL6/ib/fLq48eUwg9bU1XvpzaedLelPlwwjkRuaFKbbHANOnQV9X3NzMavfXxRv09yVFUHX951P72zgFp57DH5QWa6yZ8zibUJy+8R7O4l+4V4Ld/M+9VOAfLjw/VA0zTC/jss89QtWpV9OrVC5GRke4TEEQukp2WgQOvfYvdT32KuH2nsKv3OEdcqTYN+AkJgiAIgjAdmqATxL2HaTuijz32GAIDA7Fp0ybUqVMHVatWRcWKFRHA0IG3WCzYtGkTIxeCMI+s5FTAxj5o+fy0Fbj421oAwNWlzqMLggoXQJE6lXxWR4IgCIIgCIK4FzFNEN26davjd3Z2NiIjI7k7o7TqRXibuL0nsb3TSFizstF87geo1OdhR1x63B0ce/8XVZqwCiXR6u9PEFSIfZgzQRAEQRAEQRDmYJogevHiRbOyIgiPOTF2LrLupgIA/u37FQrfV95xyDFLCAWkw5pLtqwnzNetUwP9VdWUL7ss7Q4UNKdzcwdGHCmZjS/t9A05jtJRQb5zA32OrPQ8e131Y1zMd7LlXWcQuh35eKGheOK4RndZXr7ekc6Q0xLjN+q2j9Ht0Mr8F+0NB0vu4nyJNkdH7vLwTlqteFK+x/n78B37osmYfT+eOP/Sm8aYsx+9jv70Y3b/6av5VW5gmiBapUoVs7IiCMNkJN7Fjq4fIX7faUeYNT0TW9qNQP1P+6H6oMdwbcVuR1zDia/i3A/LkHYjAZVf6KCrLG/t6xvJV+QQRpRfXldOMMsRjrfINYc5mq/1kpMjnuMi3Y5ozMmftHC0YeQxefPZ5vXXJnao4x83lxeesbs2JnbO593yvV02ocRof8MdG7hjiaFidOdlaL6XzxqWaYIoQfgD0Qs2K4RQO9kpaTj2/i84/dUiZMQnAQBqDnkCdUY+h+qDeyE7JR1hZYv7uroEQRAEQRAEcU9i2GtubGysKRUwKx+CAIDEI0q75BaLxqBK346wBEpNPSP2tiOuUPUKAKSDqEkIJbxCVkZu18AY6cmqoHysGeRz8rOaFUEQBEFoxbAgWq1aNXz00UeGBclbt27hgw8+QLVq1YxWgSBU3D56wfG75eKPEdGnHZrP/RCPJyxDxafaKq4t1qCqj2uXv/GV+mOe0kpJjgPuxuV2LfSzcXJu14AgCIIgiHyOYUG0T58++OabbxAREYHevXtj0aJFuHHjhjDN9evXsXDhQvTs2ROVKlXC5MmT8cwzzxitAkEosGVn4/Z/ktOsik+0RsTT7RzCUXCRgmjx52jUGfU8SrdvjEbfvIHSDzfKzeoS9wrRB3O7BvrZ9F1u14AgCIIgiHyOYRvR33//HcOGDcOYMWOwatUqrFy5EgBQoUIF1K5dG8WLF0eRIkWQlJSE+Ph4nDlzBtevXwcABAQEoGfPnpgwYQLq169vzp0Q9zxpNxKQnZoOAChaT+08KyAoEA0/f8XX1SLudW6eBep1zu1aAIeXA/XfUYYlXGZfy1IdzUw3vUoEQRAEQdy7eOSsqGHDhlixYgWuXLmC3377DatWrcKRI0dw9epVdUFBQXjwwQfRo0cPvPLKK4iIiPCkaIJQYT+uBQCCixXKxZoQhIxb5z3PIyMFCCnoWR5bpwG9n1eG3bkFJFwBijP6Y6tV+ffGyUDneZ7VgSD0YM3O7RoQBEEQXsQUr7kREREYO3Ysxo4di+TkZJw8eRK3bt3C7du3UaxYMZQpUwb169dHwYIeTqQIQkBWinPHJrBgaC7WhCBkxES6v8Yd674Beo7Vdu3deH7clWMAyijDrp9iC6J3XEwt4qOBm2cAlFKGp94BChTVVjeC0MPO34BHp+R2LQiCIAgvYfrxLYUKFUKzZs3MzpYg3JKdkub4HVQoLBdrQhAyYk0QRI+v1i6I7pgBPP0wEBisjrt2HMAjyrBb54B6ndTXxl5Uh105CpR5VBl2cDHQ5lVtdSMIPUQfALKzgEA6aY4gTCU5AUCF3K4FQRh3VkQQ/kZWslMQDSxIgijh4yNH/l3IDo+5oFZzvX6Kfe3Ns+zwtDvqsIw0dRgApCQAN86w466fVIexBE4AiL0AwOUBXjuhvi7qX3VYlgF70hvS+b82eZmJ1/PuETh+RJ4+LSZRbeqTH6EjfZTQ8/Ayy0bmdg0IAgAJokQ+IlummpsndkSvHMvtGngNH53k4lPc3tM/H+f8cJlAZaWrJ9OLhrDz2PwDO/z2dXXYth/5dbl1jh1+jSWIXlCHAZKA6ipAswRRVt32zObXjcfWn9Rh6XeBw8vU4TdOqeuWH0hOyO0a+B9xl3K7BgTh/+jtD6+fzOMrVCaRmpjbNbjnIUGUyDcod0TzgI3o2om5XQPCTGIipckAy8GKq53o+Z3sPC5xjnpJvQ1kpKqvzc5kX88TRK+fhEpQFu2Iut7LdYYgyhJkb52X6qyHy0fY4awyb54Bzm1Th+eVM1sPLWGHr/uGHX5xn/fq4m+4To7jGYLowb99UxeC8IS0O74T9rZO058m6Zb59chrJFwBEu4NrQt/hQRRIt/g6x1Rd8OLu/HHFn1Ed768OJsglTA/D8ZIkeqU23vXUK6Wqonu2wgeP6v4Swq1VEcaF0GUm1WyQJByERhtsADx6uNXbLAwHSTZYJHylwlrjmtdbs4GSCrFNhdB9NZ5tarsrfMqgVVKz6hDtsALqqtzJFE+sABRB9ThideAq8fV4Zl89V5hO/agfQlVCx275y5p9sxhh6/9Un8ZBrDdidGfxk0ddFfR5tzZ4bbxTd/rrovR9+y+LzOW1tO+S1MfatI1uY37NmZs/HOmN16+MC4pBriwR3eZwrbBSWhb8gE7PJntvE7q+9WLiOL5h+8aC+/5GO3zeOlssADHVqrDb+n37cCvsyCNyfnlRUgQJfIN/rAjqlsjNWdSr1mVNZNjF+iyE2QRZGjRX0tZ2nsL3fd79TjbpjGGcYRLerI6TCSIxkSq65OzG6l634IjYyyHXHaT0u6wzxO9chQW1x1RmxWIjVKGZaUD8ZfV7SpHgFSER+1j3zcA3LnJDs+xd1Xde85Oqaqp7/hFHX5ms0+OAtH8HacybH5d83INYK3a6911ZpUjr3RsJN9+mbf7bjIWm4uKIe+s27S70vVesAPwJEdRdfzFZMEbz8zXCJ+zt/PXU8CpjfoLv3SIH/ff//hxLAlljUDzyjF+8C/JtabiughqIqr2n6Ndowi+fAi4G8vOgPcOZOrRwjmYPM6aJaoqm4xkyYlbPoEEUSLfIPea6xNnRXduem6nxptk8Vg8nD3YJMez7f8I3/JTL7ajHtYRLnFR6rCUBCCT4+jn0gHFbhE3X0DsqZelArthsjos7Y50fqmWvG+dg2ptl1W3jFTgzBZ2vdLusG0kb51jt3meQ6YtU9XXp91h27fmJpydCqQlscNZ6rnrJ5lXHzu897NFYJNsJq5tPD6afR1LJfzkBmNlntlqLJ0n5LNdDYIDQ9PDLQve4sft+o0fl3BFHcbzOwDw/QMY4ex28/ICgB0zzc1PBG9sYGjXAADWfMEO3z5df9lHV+pfJM3O4vfTeRASRIl8gy9UcxWqKel3gcuHPcuQN8nicf0UX3i9xuk0dZAXVD78vooMlVGmZ1mGWhRsNn6b+N949STdrq6rsquL5gu0LE6uY4ezJjYsAfPmWfVgyrM9vckRIHl5p91h75bePM1vsDkeeDWXaxK6vh/errXDOY9LZiyPx2e36ihQhqiivPa300cTQ9fFPV5/x2or+xcY2ynYPFV/Gk85vcmvO1zdKpCy692q0vp/L24evMXCaI4/AEBadOQhEh5Z/Z4IVh994C/Fn5qbAcfcAACQpF/lX7iTawRRv3DzDFvjg+fFPnI3O3z1Z/rrdTeW77iSNW+wY+YiQi7jNUE0PT0d169fR3y84HB1gjCRXFHNdemodA+vOZNORWfv6pTGFfsxF66FyRzUaLaHOrPFfXmKtII4P55UGcWQ/cbBRc4/7Ocfsjx/xl5g5xF3kZ93ussOZc4kx6ZSobWpd1y7jwEsAZJNjCuuE5icM0hZ19p2/a5Of+ssbK4Dfc5AqZp05uxkMtsLS4UZAG6eVb+LlEQg6Rb7WZ3erA6/yXHgpANdTZy342mHN5HIeW+q58MSRAGHWr6uusnUs1XlOMp3SSNTG/fMttxdvEtb5u6IXsy5nrEIo5fMFMXCjSc9maI6104oBGtF3O3ruTaZNKOvVn3X50zeEXNXvkG7O1Pyl8dd2q9YhFM9F947XjxcUwXU3yFDa8TODZ5aPUcIs/fR8jL2/WHsA5e9f9UzkN2rkXdjdN6hiIu94PDwrkqTlQHcOq++bdbzcWauDpP1+YoyXH0ouKblORf85xNnGtc4lkZVHsV0QfSXX37B/fffj0KFCiEiIgLvvfeeI27p0qV48skncf48336JIIyi2BH1gSBqAfi7PlphTJost86KvX8yVj0tsHHrIjLxsCTHAgcWCa4wSIpvFqA8sXdl4ol6c2hh6X/ZoG+xh7EQHZvCw9Um0J6HbKfUYh+yXIW64hHANzeAht2d1wYGssup86gqyFKhHr9eN88qbF0sAHPH1wIbX9gEcjwP22TX53DrrGLgd9yjiz2jI/z8DnU473l7y/Zx43fieN5OCW+CsZ93Ti3neYpU5f43gRlsEZXPseE13d7Q6tKWU2+zbWp5z4+3i+EO3n17ILRZEq8CR1ew42AzXlcTMe31cZzymIG7NiYc48woX6BNYYmJ5Arh0hwhiq16yXDCpYC3kCUaW3mLVSzNFoCtlQMYUycG+Gc+75tvLD/Gd2/0fVpsVuCDCqpn4RgzXDTKpHcnWCjivR+G0G858Ce3H5HGSk5fxtkZF8338iKmCaLZ2dl44oknMGjQIJw6dQp169ZVSf2NGzfG8uXLsWiRFya+xD2PfUc0IDSYP8E2mwQDq+9yWKv3Vqv4uAauSl+UsTp4Y1X++Fq+YyV/5n/jjadt85o6LKQAEF6RfT3XvvOi2lFD4145Pzir7ayJjuskNygUKFIaaNRTVr9C7Dp0ZnhgrPIg+1oAOLFW3f7iL7FX4nmrv0COV15Gu7l5li0w8lTRzm2HJptVgH+mqxZEqnBXjoptf9wJoqyJC8uWkTchObJMf9mi/ABd2hOGcVU/BwCWN2HuQo7B/ox339t/NpafHZEtl8CpWJ7DiPqlWZzZ4l0157PbgPO7+PGiM8GtWXxBkOe4DeCP5+nJkjYIC56tYxynbSdeYQuPPPt7d+j1eQGI+xRWfolXxc/NnXryzt+ASMaiybUTUI8Zgr6EtwDIqvPt6+J+VdRn8UxseG0qD2KaIDpt2jSsWLEC3bp1w6VLl/Dff/+prqlevTpq1KiBNWvWmFUsQTiwOyvyxdEtDtytarpNzzmsXa8dHWBcEDU6GRKtcmam8r1v+jNxl4xPtlmCKAB0HckOv3WObdcbe1HtsKYLJ4+URElVizV5j3SZOAUzvosCRdn5Vm4CvDIfCA5xhlV5AChajn09oF4htmazB+WEK2wnSABwYTew5nN1+JWjnAkTZ9Jx+7p6ssYb7I/+o8mLLRN3dkyi/mH3LPYOvOM7ZkystzIcBvEmS6JJYUYK39Fa0i3+++H1V2bCasssodqxCMOxm9YL795ObvDMQ6VI6PfF8/QVogUmb5N00/u7y4eX8uPcCT9GtF9E43nsRbbW1LXjbIHc1dO5HZuNYzZi8BsSpeOpFIscMzEX6rPEnoh3/sqPA4BV44BdjGuuHVd/5yIBUbSQzIKnNi1KA4gXEfIJpgmis2fPRtmyZbFo0SKULVuWe129evVw6VI+6nwJv8G+I+oTj7l2jKwAyuHZMxlZiYuPZu/AiBwfAMYH8MPLxF6D/UDtzBAi1VER5eqwdw0ffgt4oI86/NY5tpOUm2fUKrjVWwLt32aXG6M+xxMAcGiJ8u+QguprCpZg5wkAD70IlK/v/DsoBBixBWj1Cj+NK7xFjpgL7AnTzbNs4e3CHvZO6dVjUAhsAUHO366Tw4TL/NVlnkqbO/bOFce72537tL46jDVpzLHZZap58sq44+aw+tvX+HG8/ocVnpVuXJAH1Lsb8uMMCpeW/mc5ZYqLktq9q/YAb+Im2tGy58fDk35etKgoKtPIsR+5SW57pfa2IJxjX8jE3ZjBEzRE718UFxMJzHtdHZ6SyK5n3EXHcUcqbp4BV9NGLyKBivd+9szmH0PFW8gTPW+j3mSvnVAvdqYk8AVo3tjGtf2XyT16Fs94cQlXfXIkmS8wTRA9c+YMHnroIRQqxFH1yqFQoUKIiclFFQ4i32K3EfXpjqhogqKlk4iPZk/IRYOQ3UOp685BdiZ7EDr0N1+VB5A6daNqTaIVfeFg5seOjVgrxFoICARe+BmwuHSrAQHAa3+qr7fZgGOr1OHXjrN3k5+ZzBYmow8p20IQxz6alTYwCOilTR3ZZoMkbHdwEYiLlJH+D2AMJ9Gc8/BundNmRxxWRPo/LYktoF3Yo9y9K1AUCMvZ5XX1Smmz8dsrbxLNm7xxcXX8wy6P6TDKkSZn4iFfnb//yZwwhnqyG6dHXOwTQ96CAAvWpMhmUy966GHrT8q/5YJpgx7OMlzJypDU9LRO6jZ9L66H/F25lidaGHRH7EXZAojrhD+Kn87Fe6nfE3uBL1D4QqWbJxhc3GfOmYuisd6dVhGv/RgRQABJQ4Rje8w8niv2Ilu9HWCbAfH6lF+eFS8+i3b/RQsFQ8PZfeUpznFMou/x8mF9x+oF5Jhx3TgN7JihjuctbK0cCyz7SB3OXXSQ9y8u7ZG3iSDPz7VPsmZJ2iv5ANME0eDgYKSlubcJi46ORpEiRcwqliAcZOUIol71mOvaGaQk8ierG791n19mGtu2xt0kcumHbBtMVjqbDTi3Qx1uJ/W2wiOmAnfCtGzFUuVQQjSQ7nGzkyTA6+drG/G6aafqg8Bjn6jDWUIaD2s2sIyhihsYDBQq5fzb/iAu7FUKohUaaC8LALqNAvpzJilaGH8GmBgN3NfaGWb3FnxxL1uI+PMdYGoP93kXDHf+viBzmW/fKctMAy4fVZbb/IWcOI3nuQJ81bp1X7mvo2g3kCf4tujLT5McL9VH/k7rdwUKFGNfz/vOePZfduzCJmunmXcUFG9Sdkug/bB3Hj8OADa5OHWSCy33PSRWB79yjH+kkSvJcc53xVJrFO5OeeAYxGZ1tjvXhQRRmaIdOH+Ft/C0cqz3y+Y9y+R4IGq/5/kLVayjxd8a71xno6q5//2PrcIOKDxiO7h1HvjTZQHRvsh3fod6XVgk6J3eCCRe03fcibs4ABhVVR323yr2+CF6F7wFx2DOvLCwbExlliV4Fmu/VIfxhHh5nVznVdYsaVGNhT0/13lJqfvEGwx5CNME0fr16+PgwYNISuIcxg3g1q1bOHLkCJo0aWJWsQThINuhmutFQZTV+fJ09SP3aFsJZnWacVHiXcrds9mdEG+FnbeyaIe3onvEZdXVtU7yVWLOMRBM1n8jrk9uwlv51joxLFvL/TVF+eYLQuRSeHiE9P/ZLcqBrUIDoGpzILiAtjwDAoGW/YzVB5CExRKVlHUrnlO3c9vZ3wBr0B1zRLJLrdfZGRYUBpStLf2WL/iUrOr8LT8D1RIIdPuIf++8SQXPfufSAQ3HKQlsf3i76098AYzYxk+3fpLy74LhwEMvsa+Nj2b3S6IzaQHnDgXr/laOBW4zPGfyJs4iW9htP4snTPLv6s5N5b0EBAJtGSqIdn7sqd4VSEnglxcTKQkM3z6sjlP0w9p2tjVjV891FVaS4/gLmXdjPSszN4g+zA5319/z0tnRorEj0s4x4wzh29f5TnJsVud4x9qN0+tECBCPn6zzy8MrSP/vnqWOu7hXHVbpfun/czugSzV3Shfgw4rAZ03VcUJHdAZUpzPTpN1fV9wt1F9V+6jhagqFutkY02svax9jXIVNeR+SzVjg55UTe1FSD148whkWHAZ8HgmUr6uvbn6KaYJo3759ERcXh4EDByIjQ70ylJ2djcGDByMlJQUvv/yyWcUS9zg2q9XhnTnLF86KWLuQokmYFlsLlre29LvA9Kf4k5HkOLZ9Gq+DlrvWZw3qPEFUZZvlklY+0VV1vJy6uIvLbXiT98uHzXOZ3pRhM6qXiMbS/3GXlI6CgkOBkXuByYIjgLxNuZwBMjmePZFgUamxZJf60IvOMAuAJxm7koVLAbVyhAm5UBsQCJSoDDzPcOoD8Hc+Rc5GRKvvgLQjzSM+592wHHLUage0fpWdbtdv6rDuo4FCDJtem1Vw1qag/7HvUPC0IVYydvZ5z8LdJJM1MWTB8tbZ6T2152m7Oh0gOUZzhfedxpyXbMhYgkHiNecuumsXKeqvZj6r7FOtDDVQ+7POZuya8QQo3g5JbqHFkypLQLIjUpdkaYDIycqQ3o8c1TsSCKJmeSe258PajbTHsXZGr51gC7HuVHNtNmkuoIV6XbRdZ6duzoKfzaoeu5NuuTdLYGlNxJznv2deH9HCzSLoQcYOb1yUuD3Z+xv5opYl0DmWlKjsDA8Oc/p2KFRSndc1jX2Xo2520wpX7QfZu2b1ESJB9MhyZZjFR6dC+AjTBNE33ngD7du3x8KFC1G7dm0MHDgQAHD06FEMGTIEtWrVwpIlS9CpUye8+OKLbnIjCPcknbmM/1V9Cf+r9ALiD5yR7Yh6URBlDSaiXUEtA2D0IfbgdWQZ8LuLCl/fmc7zKlmTZ97E89px52DD2j3hGf+77gK6Dv7ySZTrPcRfEg8W/nq8C29Sb7MBJ9ax4/TS4xOgbkegnMvuaasB2vOo2db5W/6egkKlwwFDNO6IeoPKTZ2Og/5j2MHqocnjwOOfKcOCQoAnvlTb49qd+rQeADTpLbs+p0+I4hyLFHuR3x5FRykB4vMT4y4B89+UdgVZuArMYQIfC8XKA29ybDF5grQW5yGRcpVnmZoaq63fOMXuq66fEH/r7hzZ2G0LWTZPBYoCQ9YrwyozdmPkiCZ1IsdUPG0IkZCTcAXYONn5dxZDJdy+I5fJeHY8ITfxqvfOuDXCjl+Uf7PuRSSIirx8ul2YtKk9RrsK9UJ/BW4Wk7RiV0FnfQP2MVReL3v/ZLOyn41d2HT1kg5Itu8JV4C9Gs/g1DN2AECNlkDp6jl/sPxUXOTH8chM439Dt86xF8H7THbu5sqxaw0dWqxOl5UuPuvUvvgp73cCAqRFrZH7gC4fKq9/d63Ux8hNJuymEJG7+Z54Wf1xUgyw/0/1t3vnplO4Z5k8rfqU3YfGXgDmujgItI9z+QTTBNHAwECsXr0agwYNwrVr1/DLL1KndfjwYUydOhXR0dF4/fXXsXz5cvMPwCbuSU58Og+pl2OQejUWe5/9HBnxUmfu1R3RdMaAodgR1aGeanfysmUqsPkH9jUn1ir/LlYeaPem+rrAnGM27DY6riu2mWniFVuewKwaVDgqa7EXgStHlHFZGWJ1Vk/V3byFSJ3R9X0YJawQMHQDMNzFw98z3wNtXgceedd9HsUrAS37q8N5Z4P6kgLhwKNDGeEyO0e7Ax4tdB/tYldpAe5rIdm2yj3lytWvHJMsAEVzvrXow+yjSWxW/or98dXiukX9y4+LY6xmy3G1W6r9qLis2u3Z4bt+l/oRV2IvShOitYxd5VvnpWchX4QqdR/wyTHljqOcrAz2Tkh6svq4IDnuvIra+4K7HEeGFeop/67eSpwfz8Y19qJGTQ0d/Tgg2ezZEQmiLHtc7tEaVv86K9DVGylr0fPGab4qu+g4Ly1OV1x9KajUnOOV9uJyRE6h9HAzp49gvWO7toBcO0XuII51BnDaHUmVnGcvH32Iv3jmSpUHgeqt3V9nJzAYeHGGsv+UY1cx1evIkOelP/U2e5e/cElg/FlgkksbaNBN+p/nSV20yHb5CHB2O7B5ijMsIEgSRqs1Vx9lVrgkUK+Tst+zL8rFRAL/uNg4T7cCM2xAU84Y9uvzfCdQqbeVi3924qKA5aPU4SwHYPlMhDJNEAWAsLAw/Pjjj7hy5QoWLVqEr776ChMnTsS8efNw6dIlzJgxA2FhPvRoSuRrYnc4JxvJF5wCj1dtRFnqKiJveqIJjF21EtDulTGkINBttHLnAnB2rFf/kyaFLC+B9lVC5o4GZ5fAtf4sO9C0u8CXLdjqd6L7N+MMPTc7BoZ888ZH8wXoyF3OZ5DmwZEVPAoUBfr+ov2IlBd+Apo+rQyTO/jJTZ6YqD5btXQN4KVfgA92AV0+YCbjzntKVFKHtXhJqbobFKK+BnA6N7JmsT0VA/yJ8vmd4slY7EXnJNl1AchmY6th8WAd8yPCfg7s4aXAwcWMul0A9s6DjXUGojULOL5W6WwpIACo2BB4ZAi/TN4OsWiRxp1miL2fcHfkjJ1GPSXV7HJ1gDI1neH2nW+WTRyQI4gaUOF0tzsp7z9ZgphdrZUlaOf0g8wWJuo/dXt09hDXxYTzDAd41mz+IoBIEE1JVO0GqT4513GWJQx+1oQzyTfJpMK+I8pqJ/YwuWPAkIJOdU/eOaRHlrOfJSAtcrkKYTzB0WIBBv8DPDqMHc+i7qPAWyvAlGwc75HT9/F2YEUaIjwzhtBCQJHSyrBGjzl/H1ikThMXJS08/PmOOi7mPLD+a2WY3l1E+0YBCy2baSkJ6rBb54G/hvEXXlzrfI9gqiBqp3Tp0ujTpw/ef/99fPjhh3jxxRdRoQJj650gDJKdmo7UK+zV8yBvCqKsHVH5qrXIYY/reVQ12+kv32IBChUH3v6fclXP/ttmlQZilurHzGclgZd5HuN/7J2iOzddJlaM+zu/U9WxWuTxPMxYpT6wyDtnabmugCLnnu7GSs8EAH73wMGPWYQUAN5cLO0O2tHjodebBAZJquTy3d2CxSXnM+52tPTA8yYrp3iEc7V7wyT2NTwBK+mWe0/KUfvN2b2q3QFomDMB4+1KyqnYWBwfe5EveAPAPo5H295fAPVdbM7sQj4vv9Ob+OVo3RFNuim+zlGXUGDEVuDTU8rnVKqa9P+FvezFuDg3O6KuR/7YsVmlc/t43LkJfNEMmNhcctBlx77jnRwntaFE2QKX/TsV2SCLhGaWDa83SUtS7vbxvKDyviORUy9AfK4toN6BZdkGA8Df76nH4Ts32eObHZYdJmtcuXEaOL5G+Y7t2Bcj5PcZWthpIsBTW97PONrLfgTVzl/VKsg12rDzASQb8mcmK8NKVmZfa6dhd6WQZm+zdoGStQhXojLQ10VdtVh56X9RP8BaJOBR+UHnHOnqMXV8TCTwc2/2u7DZlFoKgNOkSSvFKmgbW+SwVIzl3DqnFqrl71O04KllPMij+MmMhSD0kXzRaR9QukMThJYOd/wdfn8N7xUsVw+ydwwJgkmqfCLhamfAU7OzDwS9vwCqPcS+plpz4CnZhDpUpo558C/+Lsx3jypX6orIdop4Lu5FO5eZaWKVPG/viN65qd0ZDqD9PLlDi/k2g3MGSJPS03504DzPI6A/IPcQnFsqRcFhwIPPSr9d27l98iCaQNnVb69ydnui/hWn14rFIu1QfPQvf3dXTt1O4vhb59gqx/aJLk9tODhU2m2XUydHbfjUBraDo6j9/HMkYyLFNqT2voDlqVcPdidZKQnAmc2Melxg9xd2D9T296z3bGdAUkmM2i/Zy9opWc35e/Fw5VhRsLj0v8iuUiSIajm7dfVn7q/ZPkN89Igc+RmVrmqW9j6Ip8ou2hEF3D/f+MvK9xIlUwGV71Bd2MMWkkULn6zzIFmOpa4cVdt727WT4qIkh0py20WLxb2ZBcujff0cR0KsnbN2A8X5ufL4F/qut3t9j9wtjZfyZ97qVeDZH4B3VqsXPBt0l/6/fET9rO3OgY79o13V12KR+iB7X+XKue36nB7qNQkMCAA6DteX5qN/gdEHgW9j2MdOnd6kXhApX1dS8+38vjhvLd748yimCaLjx4/X9O/LL7/EzJkzsX+/Cec6EfcsabcSHb+r9u+MXrcWo0f0H+iw63tU6edmcuYJMi+2NvsREbfOMwdyG+DsKO/GAUuVqoi2QiWd9p6yHSJb2drA+zsk1cV31ijTyDvxMOcKny0wGKjURPpj33zFCq+i24+LklZ07XHhMnXHYytV9wBAmrzdviENILL7tNmlilNqgcxRJseOQ/FseGgQGm2ANm+Odt4KlnZwHRkoB0Wb/QzKlETV0TWOK0+sZXs1ZdWPM+bqNbth58HORE+ZevPQio2jzsUrj5sP71505m+z2YCnv3UeKyOPq5Hj9OnKUZXKnaON23d5XO0w7WfxXdynUq+3GZC6bTabNAGq2gxyqZ17X6LdEUASDFmqkhz7XEUxriqAdnvk7Exg4/fONPZ62qySXZZrnkDOea8aBC6XHVH+++eE3ydbuFsz0SWNhbtAZytXR/px9b8cYdgmS5cDZwdQ9J5txco7J8AugqPNfiawXbWbde6toI+0AXzB337Nxu/Z51TLr4k+wlcbdcVufnHnplr1sHYH6f/Tm9k7jO52RAU2f1IbSnWOv1arYgfV1qiX9H3bke2GOd6f6Fm67p4BClVsm13IzkxTjZM2uWr44WWKnVQbAEQ0Yvp1sNl3EFn1afw4Nw4PPgM89Q3Q8mVlGl5eTZ+Wdi9dHKNxv60KjaQfKQk5QrLsWyhUAnjkHaBCfXVC+9gJqI/ruf8p6f+YSM0LxzbYpHJGbFF4C3d8b7yFP3uf7Jofrw/ljiWQnBo16sk/g9Q1TaGSkiO1wqUUzgRtdvVsxqKDo/QnJqrMbBQ16+a0HzVj/uBPmCaIjhs3Dp9++qni37hx41Tho0aNwsCBA9GiRQvUq1cPu3fr2KoniBwyE50DXUhxSSArWKkMSrWq711nWCmygd8+OGVnOtRyLK6dWkqCNFk4rhQoHTw3DRh7ApYWsjMCAwIldY2AQEkNVyudcwTdzDRY5Oem2c8Ly0FRx5JVJQclAPDvAvbK+LQewAflgYnNYbEx1JXs9liBsh2c0BwnDUK1syh+HADbz08I4x3oPZ/sm7bA/hz1mAN/KeMefNa50737d1h4h4b74oB2BryWrafN6/k8dOXLqR0vXC/8e9cYXqwc8OFeoNlzyvDGvZy/N37Hzuxizk6Z3RmYnSrNpP8jdwE3Tiu/rSCZuhvr2BU3aHpqQcHAB7slRyXtB2vP/GHnrormt9P0aecxB3LhVu65WLQr/MWDTFtAAFJfkJkORO5W96FuULTRImWc71N19JSAqs2l/2024MAi9nfv6oyNVx/5H4HBQM2H2XFyO/+z24DVE9SZudMa0eLw7RzH/lDOFYbqIwu7iiRLmLBPorPSgaOMRc27seKzUbUcjfVeGeDkeiDxCixyE5PgAkCn4Y7FEks6w37fXf7yutlssMjtSsOVC1iKNiq3JWQ5DAOA56aqd0arNuPXpcmTfDVPiwXo/B7QfzY/vev1bV4F2jOOkJJd4qCWs71i1afKb0Hkib12B6ea6QWXeb1caN7wLXRRuakkeDvqUJB/LQDUfsT5u5g+k0DVmBEcKtndfio43oublywzl0UHZh8XEAi87qK2238uUL4e0O/33PWC72VME0RnzZqFN998EzabDZUrV8awYcPw/fff4/vvv8fw4cNRpUoV2Gw2vPnmm5gwYQI6deqE06dPo0uXLjh9Wv9LJu5tlIKomwOJTcSWmuj8Q646J1dZciXuEnuSAUh2dBXq6VcbYfHgs46dDsUqffXWwPe3ga+vAcXKK+MCAoFW/aXft6/Dxjqzy86lA+JdngIyFZqCORPv6IOSbdHCt9XXa5lEuexKAoyVXyNnktpXbF1t5IqUARrmeDA8tUFp91eiksIRkD8tSurdafQl3BVn3flwwvXsOhevCLy2UBlWo63k9AYAtruo3dlXsqMPAplpsLk69bI71EhLAg7+pfw+5BNUu8qoDjQ/n+otgVH7narHdkQ2RdUecjgb0VxOQAAwaDkQ0ViZxmKRFrQA4PASsSbD2i9h2zhZHR5/yXEEit6dZFXbf26qauKnwnXXpFpzZ9g/nyjztJsviPp4O6/+AVsBl8XDtm846yoPl++W7pjBFhjdOnnS0IcyhEbVAhPDWR3z+7ELrLfOq99T8xccz8q2j3PkSM5xGsy8tfbjv78EXPyX3U56jQfCisJmY8S5c1gkXzTd+B1sctVfF00KRdnBBZwaTTfPsOsVGAw8O0UZJvIaHhwKPG3sezCC4n0ULQM88Iz0++I+2OROsUQe2S0W4NU/gJJV1XWu1Njh9dxm5Cxu+VzLncmC3IkSz7SJA3cs8fS4FHe2o3Zc1Z0bdgPGnQBaD/DrMd5TTBNEGzRogNmzZ+OTTz7B+fPnMWnSJLz77rt499138c033+D8+fMYO3YsZs+ejc6dO2Pt2rX49ttvkZycjK++YriWJ+55Eo9dQPTCzchOV+/SZSQ4O8fgcB8dV2G1KldN5XZ5ObuCzM7iwCK+Y4ccjPQxqrICAoBXF0i2BvJJaJHSkpBYrLxkfxbssrL2yBDn6vy/Gs8sA1S7PLYAWWdtn7ylJQG/vag+Aw6QVKtY6mhyjqoFURVGBrbog5JKL8tuqUOOFz6bDbbDy5zhwQUkj69u0PMudasLac9aUKaea9UXcwVCvxLNdRAQINkiWSzqh2PfKctIkWy8Xe2GH3iGv4gk7x/s9lNeRPWu6ncTJ3jhZ6B+V35+rPdZvKJ0Dp9c1dASCDyUo9GRcAU45LKYJXeqtnEysPZLdb5JMcCeOeL6aqVEZeDDPeqdbznlXVQLg0KB7mOk367esO12npcPsz3iPj4e+OamZOfV/AVJdVHOg8+wPXCGFHA6Yzm1ke0cJ+GyZNbBQ4vwxjhjVtVW5Bo0Iq4dlxYaWGrWIQUkvwYA376edYSJHa39eFIM8AvHu3SJSsArnDHMXf5yu0bXxZLQIsodbNdjs1q/Ks6bRfU2Trs/1sJJs2cljSm5d31f8dwPQBmGr40CHHtNOyUqA2MOA20ZR8y98LNTfVsniuYaFKaMs7gsuDXuJZ3T3fRp2Dg29L6Q6RTfWOnqCs0RXywu5CVME0Q/+eQT1KhRA+PGjUNgoHolNiAgAGPHjkXNmjXxySeSt7ehQ4eiatWq2LJli1nVIPIJ8fvPYFPzt7HvhYnY97za2F6+IxocrtMbmlHuxijsRiwBgZKhOSAd/s7r3dZOZIdzMNJFOdQfg0OBp75W2Jxa5BPBqs2AVk41GYsF0uDyynz9Xtken6Bc1ZWv+hWROajh2Z7abOKjbwDmJEr+nC2Avh3R5i86f++Zw1Z9q9vROUFPSXSGBwQBTTSqC9vrlwvjjddUb/Xky1PT1flAuGq3OvN3W27tDpL6k+vKt1xQ+3uEOl3xikBTzqTYLpwFBEqTSl/TdaQ4PjhUcjry2DhHkKbXExyqeC6WAIu062ffqfhrqPL6l3937kKLjkCxC0Oyya7h76dkFfXOtxyZvZWDjsPZx+dENJT+z0xjq/uGFnaeUwsoTBQsFkjv/8PdkrOnCg2ccbC4d1AC8D35ApKDJNFZzQBwU6xxZoFN2g103clmnQeZmQYsHw3sns3OrPWr7HOu7ZoFJ9fxKyLox901A8X33bin5JnbHmf3peDONjHuojS2LHxH5YjJEl5OWsQNLSy1fbujKXvZLfop3q2megdYpHOkHx0GvMbwnAsAHQard1J9QdGyksp/uzeVH6HsvrkUDGe3gdBCwNCNQPePPaqaJTgUCK/Ir5PFAvT6VPImL1Nn5Y4N3LHEo2oq8wotxF2MNDTfy2dyrGmC6J49e9CwYUO31zVs2BB79khuoS0WCxo0aIAbNzz0lEfkOy7+vhbWdGnScnXZLtzaqhxEEo841WhCfCWIsg5VrpczIYuLAi4dhOocQcApOLme/elNLIJPm+XGvH4XYOgGp0qtK53flxwnyfMtWhZ482/gsbHSKqTcgUHRctrs4liCppxrx9UCvqvDkYTL2r3hPvGFc/V57UT+0S8v/64c7ABpoh0YJN1zUIhThZfIH7TqD4x1cexTtqbkbATgexZ9nOOZtMoD0uR1xFZpRdzX1GgtOXAJCgHqPMK+xn4clKeUqAR0zRHu7Mcb2QktLKkNaz2yx/WwebOo21H6v3JTSVhxJTBIEgj6/abs5yo/4Py9d646nUhd0U7p6sCwjUCt9srwBt2Vi2MsRDaee+cCH1UB9v3Bv+bKMbcOi5CdqVyUu30DWMixOV7/Nd8ru8Ui7Xx1cNkVrpezM3VhD3CTY9OfcNntudCakS+K2se0mEjx7vKyj4CBAcDWaeq4gECp/X6XIC3euAoCgUHAoGXaPF271vOZyUAtA0e5eZsipYEXpzsXEQDPJaCAAKdHYE9o41xo8Fp/YTby8661qureI5gmiGZlZSEqKsrtdVFRUcjOdk7+QkNDERaWRxoS4TMSDihVWc9Pc6poWjOzcGvzEQBAiYfqIKiwj4y4XR2VAEpPceu+UgqioS4TFH93v127gySAyZmWBvycLe2yNuiqvieLBeg5LkflV/YdBwQCrV9zX6bIkyYgqfa6nuHoOlmxZrvfWbVTIBxo9rz764qVB97bppyk2++96VPAd4nA65xVbCLvwvpG7U7AuGlqAm8uYWsUNO4lPvfP23QaLk2ee6u1Skyn+2i2OmyBYlI/8fIsbfkUCDe1Wg4eHiQdPfHGX/xrAgKA1q8oBYpi5Z3v8MBfkmMhOe6cp4iwWKQ+95Eh6km+/dgjd+YJ2ZmS0Cg/49OV98ux1YrlyL2P/7dKfNyOCIvFeXamnVavOH+v+ZydzpqtXJiUL0BaLNKCz9duzhplIT8L8oyH2neBQXxhrEwN4ItLPlHDv+fpOAwonuPx337usr9ToZ50vEuHd4BqLdxffw9hmiD64IMPYu/evVi0aBH3mkWLFmHPnj1o1szpLezSpUsoW7YsNw1xb3LnlFL4uLZ8F1KvSvaZd05EIeuuNKhW7N3ad5ViqXFWfVByBgRItlHywbOUyy6Ii/dav8RVNTE4VG1Ar5UeY/jnW9rtVC8J1M7sXDsheUr8sKJ0YDxrdV+rem5oYafKpDtKV5cmr3bkE5p87MGOcKHZc05bPh5Nn5Q8K4o0EXILTwQlPQQGAa/8oT5/1H4MTNlawMi9Ypu3qSne+7YKhEv2m0Z2p+3qyzYr8F1HZZzr4pxegkKAZ78Hhrl4HLYf4XH1P+axOApSbwP/CDx526xKO32W5o7dj0HqHWDe6+p4T6jb0fne98wBdv3Ovi76kLRzuWWa0m7VEiAtdBQrD3ywS1r01Pqt2f0VAJIzLa2w1LTdUaycZBNMeJcCRYGPjwBvr5IWjvIKVZtJ9rdmaKHkI0wbNceOHYuAgAC88MIL6NKlC2bOnIm1a9di7dq1mDlzJrp27YoXXngBQUFBGDtW6jBv3bqFw4cPo23btm5yJ+4lsu6mIjtZcnZQoKKkzmrLtuLCTOmg7OSLTlXuInUr+65iPFucF6erHQABamP/roxDs/MzYUWAcSelSbyrU5SIJtL/53fw1WPtLBwsOTxKvCYdGG8/LkaOVkcXAQHSeatavekpBPN8ZphBaCMgEHhjMVDRjelJmRq459tIQIBy8caVag+pBa4h66UdxzeX+O8CT91HJRMEQK2WatYOrqta58Oy4zZmv+z+vORtPwHRAg2TdV9JGiYAu8+9lSOI/jFQHQdI5xwCkglGkyeABwXOoFyxWCSVZ/s9stRfAeDIcuCzpsCf70iqss4MnD+rtwI+vygdSaKFoFDnjvahJdrGigf6AGFuHPMQuUuhEpJ5DG+xm8gzmCaIPvzww1i0aBHCw8OxYcMGDBw4ED169ECPHj0wcOBArF+/HsWLF8eiRYvQrp20upyVlYX58+dj5Eg3ThWIe4q0G04Vo/ve6I6wCpKNwoWZq2HNzEJylNMGqVBVH+6m8wTRig2kyZWrWp/9SAg7xV1sDu8FSt8nqbi+63KOat1Hpf+T4yW7IRFxUeLz5+zXaMViAZ5geO4kCB5FywCjD6ltSAnPqdcJeH+HtKvsz/QcJ+3AuC5i6bUL1Eqlxk6nL3FRwHiXhZBX5kneQQfk2K3arMBMF6dYn18AHs9Rhb0bC2z+wXmtKzfPAunJ/F3DLh8CY09I38GgpUDLfvrup8oDwFv/KDVL7NiPRzmyXO21mEWxcmxfBzweHSb9n50JTOkiCaQ8WvR1PjOCILyOqXpET/6fveuO06I4/9/3OncHHHD0jnSQoogi9t6NvWKNMZpETYyJ9WeKxhhTNMZu7L1hQ7EAKiAKKL33zhXgjut37/vu74+93Z3ZnWdmdt99j5L9fj7KezuzM7Ozs888fc49F+vXr8czzzyDK6+8EieddBJOOukkXHnllXjmmWewdu1anHOOk3WyW7duuOiii9C/vyBNdIT/WdRv32X/btW9GP1+ZiaFqd+6A1s/nIW6zY5rZn7Pjp7704ZKSXzKAeOAPyzjtXM9RjhucSf+Nr1j29cwnEn08/UTdD03qHg7v0e4DDoGOPUurytyBBL78TFmesjMAroOVtfTwP58Jtx+jQNPN92LWwoX/duJu3XHxg840swOetgEYFxzJvRSVyKgvDbACbeYyeMA4JP7zThMkUV0+3JTGLWScvVyhZLEYmacWyqC97CTTS+ZkT/hrw89OXibOhj1E2B483FGpauAp84X1+tziCnYdx6Q3vFEiBDBRugBLa1bt8a1116L5557Dp9++ik+/fRTPPfcc7j22mvRpk3k6hBBjYbySvt3bse26HfdqYhlmkt1zRMfobGixiyMxVru6BZAnSY/I4NPWJKVa2aiPfs+4NT93y3X19EcPYY7WTRnvwb8+J63jujsvcueBPowFglL0KcsojUV9Bh+ch/w72q6PEKECBH2JLJyzLOhb5goDye47EmgPxHilJMPnNvsAdJUBzx2lvmvBcuyWLEF+A+jINSNpfeLom7AGf/HXxvhymJ8wHjTAm0haJ4C9v7r3jKPGZIdU9a+BUN9IkSIACANgmiECKnCSkQEAFltCtCqWzG6NSclKp0yD+UzTPe47Db5iKW6Qeki0aROgS/CAYebSRZ0jjL5X8O5DzoJJ546D3jYldb9qBtM1zMrC2G7nkDH/ogV93HqWEfiUBbRSX+SjyFdbnURIkSIEAasLLQyS2x2HnDzZDrBzmFXmEfoAKZFcAeTDLDbUOc3q2xtyVCSA09zjtUCzARDbFKrMJKA5RUClz9lZrY93SUId+htnn/JHrERIUKEFkFWOhqtqqrCmjVrUFVVRbogWXGiESK4wQmiBeaRIANu+gm2vGuep1a9cjMAtLA1NDrrNnT0PwK4+FHgjV+afp/LvgBwtlPeoTdw1Plm2dLPgU4DzCy+LFq1Baphuk3XV5vMhgXDaD76YEgLPEyECBEi7EHk5APXvQlMf9xbFosBV70ANNYCCz/iy7qPADa76g87BejQD4DgyLJ0IDMbOOV24M2bzb97HZS+vtp1N12a32ayCN/8BVBc4N1fIkSIkHaEKoguXrwYt9xyC7766itlDAx7lmiECCzizRlzASCr0BREOx41Ah2PHoGyrxfaZdlFKabN94PZkgPDIwTHMTeasbRf/ANYNIkvs7JRxmJmbJEIrTsBZTCFzvWzgcHHmfFPn/8dWPUNDFWSowgRIkTYCxBK3LAsPCI7D7jhfWDGs8B/1wJWd50HmcmCdjVLo70ONpPLrS1NfTx+cOyvgNoKYPMC4OgbYCzXSFoUFjIzIyE0QoQ9hND8GletWoUjjjgCU6dOxbhx49C3b18AwMUXX4yxY8ciK8uUec866yxccYXPbGsR/qcQr2YE0QInnf/QP/DrJqclLaJuLXKE8ND/CDMG6m+uGNwsjURCRd2c31b23S/+AUy8HVj8SXhjjNBiiBL5hI9oRiMAMGMlj/oZ0G24c61Va/M4Fgts/GhLIhYzY0d//q4TchEhQoT9HqEJovfddx+qqqrw/PPPY/r06fbZoK+++ipmzZqFJUuW4IgjjsDSpUvxz3/+M6xuI+yHSAgsogDQ6ZiR6HiMEzdStdLtT5QmJBPm+ZUA0HO0vG4EAHLFPInCDgHuKTbPKwUcwXPWCwE6VyPQM0WIECHC3gZ3tvAxzLEvh/g4HzRChAgRUkRogujUqVMxZMgQXHnllcLy/v3744MPPkBZWRnuueeesLoNjOXLl+PBBx/Esccei+LiYmRnZ6NLly4499xzMX36dOm9mzdvxtVXX41u3bohLy8PAwcOxL333ov6+nrpfRH0wMaIZhbkcWUjHrrO/t31dEkWwTBRud1JnW+ddxZh70Asw8m4uOZbYP1cYNsypjySHiNEiBBBiv7jzUQ9Yy4CjrhOXT9ChAgRQkJogmhpaSmGDnWyr2Vnmxo3VjgrKirCMcccg48//jisbgPjhBNOwO233465c+di9OjROPfcc9GxY0dMnDgRRx99NB5++GHhfatXr8bo0aPxwgsvoEOHDjj77LORSCTwpz/9CSeccAIaGhpa9kH2Q1gxorGsTGTk8Jrb9mMGYeQ/rkfHo0eg/y/PFt0ePrYtdX4XBLDaEaDc5WRudJTXorGXOd+1qHfl2Muc388xvy95DLhjbgsOxIt0vi9y/fjok3KDTfX9Uc/n1+3W7/zRz0P3my5X4CDt+qUJYQ99b/OKJt8/eT3YA6RvDUjK9jKajZN/B1z3BtC2y54eyT4FKW2R3hesTb/3+L/uu+u0oKW+cXovCdAH2bf/e2T37S3vKCyEJoi2b9+eE8LatzePq9iwYYOnbmlpCwfBCzB48GC89NJLKCsrwxdffIE333wTixYtwpNPPgnDMPDb3/4WS5cu9dx31VVXoby8HDfddBMWLVqEN998EytWrMA555yDmTNn4oEHHtgDT7N/wbKIZhXkCc+mHPib83HMV/9A0cgDWmZAn9xn/zR8HMOS7li3dLTup0338/l5Xp2q9MbhwvBTzQQbgHkgu4V2PYFO/taIXGCR/y1CIhmX96fZV7pQUStO5pQwvMnkdtfvCrXvsJ4xnVPlXeNp7CxFhD20sBhld809JYAF7Vf1rHsqplmLhqYw16p75QKY4t5AI0ofwnyFYa+HvWmudB9NKlwF6Vdyl7RMl4dQ9r/nsTfvPakiNEG0b9++nNA5atQoGIaBN998075WXl6Or776Cr167flDg7/88ktMmDABeXm86+f111+Pk046CYlEAm+//TZXNnv2bMycOROdOnXC3/72N/t6VlYWnnjiCWRnZ+Pf//434nE58xlBDssi6nbLbVEYBrC7FKjZBaxrPr+tdSeg8+C0dx3EmTQW6K79BLEYcMWzZlZIFu177pHhsJtfZd0OYZ1k0F2Fua+iVtw25Y2cSHqFy+27Nwnrrtq+AABQ01BlX5u86NXmIajHTo/N3zqtb6oRt0Osd6p9v/3+r2Jvm6a9bTx+IRv//zTN3o8goy178xve6yzymghKy6n7GpqokLrw5kdOB8Jtb19EaILoSSedhMWLF9vC6Jlnnoni4mL86U9/wsUXX4xbb70VhxxyCCorK3HhhReG1W1aMHKkmRBn69at3PVJk8zjJc4880zk5vKpvjt37owjjzwSu3btwowZM1pmoPspErWmZT0rfw+lUzcM4L+XArd1Bn7THog3mtdPv0cvk+seQGP8fzw+ueco4MYPnSQcWTlAhz57ckQAAMNICq9v2rkqUHt1TbX2748XvCCs05hoFF7/esWHnmsxYrNNNo87aThKtR3V8rN0q+sr7d+fLX5NWCduxVproqzKocGsAFxWtUVYv66x2qnPPFvp7hZKbJYiyqucOWbXzprSJcL6YX/3yaR4vbYkWD1HObHm6pnvgL8eLOMr9c1EiLCvoKJup/A6pThctPk74fUksWe1NEIfBzEPWyvWCPtcV7483P5DhN99dG9HaILohAkTcNttt6GkpAQAUFBQgDfeeANFRUV466238K9//QsbNmzACSecgLvuuiusbtOCtWvXAgC6dOFjJRYsMK0EBx0kPmzZur5w4UJheQQ9JBvNjywjN2fPDGDtLGDOG97rXYdyf6aqUaxtFFt7KHdJANhVWya8vr1yY6AxiKxkYWBX7R5wvx96IvDnVcBJtwHXvArkF7X8GDQRdJNlmYrqeuecvQaGAZ+1arLw3i271mr3k4Q1Pkf1qrKEJhl33krGIsret67MG+6giyZGWFiydY6wDvuM7Jws2DQzcL9B0SAREleXLhZeX1fuJNpiv82vlk8U1p+y9N2AoxNjW+X6UNsLgpoGR6Hx0fznhXW+XOJ4K7FCKXvdD6YsfSfQfSqwHgUAv2dQQnYE/1CFQKQTVfUVZFlDnFaMyPbepgCCRlWdOHSC8npZtvUH+zer9Pp+7Re++wbCF44WbPxWeD2o8o3indhdjW17bZmYRstQslusIHV/62yfpYRSVQbKU2hfRWiC6AEHHIAHHngAY8eOta8dd9xx2LBhAz755BO8+uqrmDNnDj777DOPNXFvwpo1a+xkSmeddRZXtnGjyez36CHOnGpdF8XFijBs2DDhf2vWrFHfvB8j2WQS6IycrD0zgGVfiq936M39WUm4H+pi1upPhdepjQMAJi96XXjdLRSzzP+2Sn49slaPNQRDTMGQaAxrGWvUt6vFwlDa0aE3cN7fgIPPD3R7TWMVWRYmsxPYNZeBAedd1DMMz4rt81JvWyAoU9ZdB4zQyqxHdi1SzEA6oOvCtWknTW9VDKFbocA+9xdL3iLv21FdIrxOzTGlBAg7bndntX8FUiJkBpSdQ5amsGC/U5YB3ijxNKgkGHUAKHUzkMx8b63U288tsGtiqUthUs8oH79f+7mvdiPwYAW5lSULyHph0JzdLmsjK7D8uP5r8j7Wo8ONeRu+IcuCjDkpiOsH6H2LpSnsN7ds2w/umvYvmdBNfatBUdckbk/lmUNBh19LNYSjiVkXrIfQtGXvcfVqGQXVzFX0eecbd65OaTz7CkITRCkUFBTglFNOwSWXXIKDDz443d2lhHg8jquuugoNDQ246KKLPOOtrjY/jPz8fOH9BQUFAICqKpqZjaCGbRHN3gOCaKLJtIi6EcsAingFRDWjubfBEHeVpiuYMKJ3TxXDoH668BWurDHhEMuNO1fCD+LMpua2IrAbm0o7SmkO/SJs9x23RYV31Vnmrs7BX7KmYONmt0l2/bDXqbatZ9Gx5FtMXowQLlVjo5ic1OCXSdCrv62CFjSmuhgINxrj7izprDswvcZV7whwvWsys+Oed6MTJbZiUUm4DGqBzOxJPTe91tx0kL+Lb499pskLX6XHBy8dZ9tKJOKusgiBIFgH3D62g9/H2P1n6dZgmdPrGKuTW7GaMFgloNhNXIVaiVUryL5G3UNdd695+7prrlka98mil333HxRhKGv9IzVBlJ0D9rc3lEDv2agcE/sbQuP0+/XrhwsuuAAPPvigtN4dd9yBt956K2Wr3znnnINly+SMoRsvvfQSZ7F146abbsKMGTPQr18/PP744ymNTwdLlojjfoYNG5b2vvdmJBvNzbvFLaILPgL+ewnQ0LxBdBsGXPFf4I2bgIPOB7LVlnxTUDOJ2cfzX8TPjzuKrJsM4BYbxJXWa9UJR//k3rD8aBOFQry7feK6l8k4UrtfFeJJfq7Yd6Ryf04aSWTGMrX6CewSzUl7SWEBnY7eEkTVsBl9pj8lYxDTd+MNhvQwJpQlAVC/c5kgSDF6sjKyPZKZDMOynl58ueQtnDbyjz7ucNaRDnNt0h1DWt8so9+zbL2q1v33a7/AUYOvYhqj64aZNMt0+20jraPzHTYl9v7kim66DACxEO0ocYHVkLUkul2sw0g0JaUdAYQ6v8eT0AKqW7FiwPomZVbFsJVie4OSzS8MD12ioLl+9udUuQxC4/TXr1+PsjK1O0F5eTnWr1+fcn/r1q3DihUrfN1TW0trru6//3488cQT6Ny5Mz777DP7+BkWhYWF0nZqakwBpnXr1r7GFYGH0bQHBFHDAN75jSOEAkBWHtD3UOCO7wM1qWJggjGRuvfQgklYvJCXmdZvWGeTmb9xBs46qK/nei3jljd/43QAv9buV4VUtLqJZByZGXqCaPBN1mG62bfKvlMVQ6LDnDp1eLucLijX3NSQnqT7coFR3obMGhhEuOHu0VAChGGFSP8xU/7a53QtLXRebFCFAgBs3snHXrdUNtKFm77FsB4XSOusLl2Ejm0O9VxnrVzfrfkMvzxxVNjDCxWidR5m4tC566dhUFd3OIcsG27qvcuVJkEsomJaZBBKT/IbkiQsk9O0kC2iPvab8JDat5sklMNu6CqkVN4m+wvS7prrRk1NDbKzU888On/+fBiG4eu/Y445RtjWk08+ibvvvhtt27bF5MmT0b9/f2E969iZzZvFGRit67179xaWR9CDZRGNtaRrbvk6oNTlj99vnO9meCZKTkhZoqXLvGgTe95PUu8e3826BFwfm7POc9AJZtKXuzwVplxmcfH248+NSt2GvkWUsq6pxqFSrHBuvFzdcNZfuuQl2XOpFAYyr4YgTBvNeFCW0jAsoukVnJQKOU+5jmXd73X5txVUSDV7dL8zuq0wj2zRoRUNHtdxE6w76aLNglCUfQL0XPpd014X+/QfvRK2RdS3ay5VX6aYk9K0kIWmNFpEgyiydMDOndweqre69kWrcBC0mCCaTCaxbNkyTJs2ba84R9TCG2+8gV/84hfIz8/HpEmTMGrUKLKudazLjz/+KCy3ro8YMSL0cf4vYY+45m5jsnkOOg446DzgxN+k1KSSgeEEUc02NWvKYvvCYuhTItpaVjnx/KVi0fWT+RXwx9CI3LvocRCCSAhtqDZZP665Mf6i9tjYXsISdMK0jrGQCyjyb1j2vqSWVr/MYRotoul2zlUK8+5y1rqv5VaoduVVjYOKwTXvU9EMN32VtBXiXOt5NhA01Efs996L4O/MW19gcZVsNGHMWdgWUb/7AbnmA67fsDPwpzNGNNX3pyPch+GGv7ccpZNupCSIZmZm2v8BwIsvvshdY//Lzs7G8OHDUVJSgksuuSSUwaeKTz75BFdccQWysrIwceJEjB8/Xlr/9NNPBwB89NFHaGjgNWglJSWYPn062rVrp2wnghxJ2zW3Bc/sLGGSHVzwT+D6d4Bir1uoEhoukhY4i6gm0Q0ndiQswYDOGKqCjtsN3V5wAq9ydXHPlR+Gxo8QSVrEFG1QCWx0GEs7WZHGMznjY5h81fvlYkTZta3sjoOMDRJe9Rkb5b0/mAUAUAiiMusBwbTRDE5qzyiDPu0J1pfqbFL3HOok3jK4tc/Wl8y5VHCRWLZVtMqTrKhloENDdRjZdLtmpwvhCvX+BNEw3nL4rrl+LaIUDXJ7OumNK2yLaFqFMEoG1/VM06Lf6Y0j3p+QksmpZ8+e9se6ceNG5Ofno7i4WFg3JycH3bp1w1lnnYWbbroplW5DwcyZM3H++efDMAy89dZbOOmkk5T3jB07FuPHj8fMmTPx+9//Hg8//DAAM9vujTfeiKamJtx0002huB7/L2OPWER3M8cpFHULpUkVA8MRGW3rjV7sHe8m6R5HWK6SwQVcnU2G0oim4t6WTCaADHpdpTJXYQiifqyq3JrRSBTkrEcflhQfihUqts+3dSIsgVOz26CWMkD+vgLFiFLP7je5kQ/ovp+EkUBWzD9NVtFB87thE8GxFk5CqUIItzJGMqjCwY9CsfkGunKIQp8O00w/M/dhhzOgFoZs1H6FVKWSLcX2xY2E6+bqVxClaZAk94NkzGGf5RokmaMb1HBT3TPiyTiyMr18vi491l0/CYUSb39BSpw+m3QoIyMDF1xwAZ577rlUx9QiOOOMM1BXV4e+ffvi/fffx/vvv++pc8QRR+CnP/0pd+3555/HuHHj8Mgjj2Dq1KkYOnQo5syZg7Vr1+Lwww/HHXfc0UJPsP/Ctoi2ZIxoTbn5bywGFHgTVQWBioEJdsSFpjuvxL0tLA14Ku1oEWzSNTcFi6iH6eXhPYpBH342TtIFU9kGmyGUsAop0vJrHd9ieI9vUTOsYgHCL9Pmf12lahENJrwAqkysASwePgWvljziQKXECQq3lwLvDk4JnMx1zWzNflxmda2snrEI2tIt8wsqCQ1Xh3TNdeBXCNtrEKLALz43OTzXXxGk1sUAQhgdouCP1gT1KghbEA1FyeYzllxfQBQ/qy49TqcH3L6I0HaVadOmoUuXLmE1l3ZUVFQAMLPvrlu3jqznFkQHDBiAefPm4f/+7/8wefJkTJw4Eb169cI999yDO++8E7m56iM+ItAwDGPPZM2tas74XNABkGQ+9bP9KDXprFCpa5VIsvfIiFT6Nd5egaeFLKI+BFF3E+rN0sVU+pg7yzqmcwflIiw7fDwWi7m49IAxogFjy+izLI1Q3dj8xnz6tS5670+Pa67cFVQnWRGvXvDTjh/4Y778728qpto7hxqCJXld8i4lllmpUKD0bHErr4LRW7936TC95HNx28PeyeyqFQDhCfyieQq6a+reJ5v3INlSqRhNqi1qXUvXg6TMlzePBsIQ9ukwlVT3DGJOQ46T3Vu/zbARGqd/9NFHh9VUiyCVRd6zZ088//zzIY4mggVLCAX2kCDauqO0WphxkDyR0fYj1Kom03inRuAZq5fbSmMIqwmhR2DDJ8KqDd7LkPh3zdVzmRPXoQQbkVukX2uY/WxaDKygDjVme2z+Nex+6vvVbuu7uwcTXgBVjGh4yYpIhkrzG5Ebj/TaCGrx8C3MayQrShDZKYMmHZKOMUTX3DDjMXXeG91fus/83bcgnIOg1nXN7yls6yIlHNHKTX+KTEC+t4UthAVR1HtA3pfaniHbp50eZG2lvjftTwjM6X/zzTcpdXzUUUeldH+E/RNJVhBtKdfcZALYstD83b63vK4fgugnWZEuYQqBOKcri6kvIT0Fi2hwXbV6g5clK1LZYS1GQOe9+NZeN7tFBs9iC1iCvY4rnsOkOHVlCZayMrKk9gk/8O1ORQqumv2lZBGlmS95Yg+fmnoqVqgFhYigZ9qphGUZA6vnwqzrmutfMWCOQWGZ8+HOH+bb0qKhxNzrnNW6tyNM11mha67vEfm7T7rmAgh1Scpd1O85ojJhU2bFTaNrrl9PNMtDx693je63QFl/ubkOKNBz9SJBVI5jjjkmtVitxP/GQa0R/MFKVAS0YNbcsjVAY/O5an0Pk1ZVb3DqRBuitrQ3zhRi78JGugVRehPR7sbbr2KDd4/LzzPZG7GOIGoQGlVK02q7RbLZcf1t1M561BBEYWXYZS8qrLikkllf+5sRyyD7CfNMSa7fAMesWJAzX/6FIvpsP0pwbcFkRWmyiMpd+vw+t4yJ9sMYypK9ue/1487fshZRep70n2/vReqMvgXxPAVsX5ve0XtRPIAgSio3yXhGcYbXoKEKqgzifuUF3cSMnnEw3kN+E99pj83nXHv71+xnH1US+UVgQfSKK64I5ZycCBFY8IJomiyiK78GPnsQKOoOnH0fsHWJU9b9QOmtqg2OJTDKRCcMMQty5qFcw6/Xhp/7PHWTbgZM/14dja8q6U4QqOJYPIKojN8g2tYRDmw3XlcHCSLO1KnPjtXfRm2tFz+xZWzNpEg4hfMufcfjCJ49IzNHErskHmuCsi4m/St3PG141oP4fTkV2Hv9Wxb4TNp0v6Lrfr4LljGkY3/5v9ln9WehkH9T7jmk1jhfh1XIsfWDuVl7xigpc8O7RoJbV/0glXNE+ecLpvCTituqe0OYB6liIQyLqPT7DVbG15NZRJlvTVdRRCg3qT3Pd3Ij8DTeQwsNmp/hhENtsqzn/SWiJ1kZVl/E3kDtVcSeoaT7zWDnOpWziZ16/r3m9kUE5vRfeOGFEIcR4X8VifpG/PiLR1HyxQ/oevqhGPib8+yyWDpcc6vKgP+cATRUm38vnwqMPMspL+4jvV21yfBnbsnrBsksygsfdL2WIFoeQstJ4Yp7NdKSpyMjqG/XXHbj1WxbyzpJalTF150NLpjgATDzqWOxtT1WOJZVMbbUkEgmkJ1JdkOv6RRduOMS7xzVd+R1V9V0EyWEogTLBGocnRPUIsrFHKfZIqrS6nstQ+o17ve8VfOeoNZSOfy45oZpEU3oWEQJOhvENdf2WEgDgrQtF4T9zbPomAxpCyHEiMqti/4tovEEZfn055rr/RacTO2yMccTTWQZKxzqQlfp7rkvqRGnmeKeQVuZWddcraakSHLJKVNvb29FC2aDiRDBiyX3voj1z00GAKx98mPsXrzeLkuLRXTOG44QCgDla4EpDzt/t+4sv19FDbgdPvxkRbyGjG5f7qwQEkWTCG0qaCVZSTGOQ9ivIs7NPacxP8+UFAlvYlDCm2qDi5GJXPxYOTUE0aR1fIsaCYGQzMPf5k6OjxiM3/re+0PMmuvwbArLmM9kRUESi0jc4XjGUPf9BAun8everCMk8bHbmsoiH8IDr1D0lzU3LPqqcmfUS1ZECKKaR96wSCYTyMhMkyAaoG0pbfbprCeep2DvMYxs3dJs3ITQ7jdZEatE46eLHz+7BIOOOYjbLp9DQx8JDWtyqnuGXtZ7qapEq58geUT2RaSHqgAoLS3FvHnzMG/ePJSWlqarmwj7MBINjVj79CfctfIZi+3faRFEN8xxfrOWUAttOklv9ydsKXTjmq4nfP+a96SJZsksvkE3CwpB4sBS7VeWrEi37ZSSFSkEVE709H3YtZ+1a7nbatRVCvd+tczhaLH13Z9klrLwhSizTyIWlBOw1G3JhGhZciEdZk12jx+oPBvcShlujZOMpD+B3RxHMIWD8hgu1zwHFYbdUCWH0qIzKWXW5RH28Rypti0PxfXpLSJcT8EEiTAS0cQJN1tA5hbqz8uGmiMpzQtoxQ2SkIyfH/29Lq4jiPrOQ8BDtU+rEOSYmP05u3Xogujjjz+OQYMGoWvXrhgzZgzGjBmDrl27YvDgwXjiiSfC7i7CPoztk+eiqcK0Tva67HiPGS/UZEWrZwKLPwU2N2fH7ToU+PlE4JhfOnUKi4FMeZ/+4rAUsUU+LVpmm5p9hxCfoIb7+fwLbTLQ1hDtbjzwHSPq45niPgRR39prwXXfCTmSVoynjqCszxiqkhXpvjBrTvye8eY/iZG73+AWUSmDJVEU0NlgxVaAIIyT1Kqi477moz0pfMTKazdJxIgGzpobQGlA9il18w2PRlrKIhnosbPj0GPyVQon+Th8ehbotSop8blJ+N5UUt9fpa7ikm+CEviorLlkhletjNSueyTPLXuHsn2XPJOTGZ+fMJ2kxhEqet8FDXqfDteCyb+j/VcQDc3klEwmceGFF2LixIkwDANFRUXo3bs3YrEYNmzYgJUrV+KXv/wlpkyZgrfffjtKdBQBG1+bav6IxXDgX69FZl421v13sl3eqmv7cDqa/Trw30v5ax36ABkZwMX/Btp1Bz5/CDjuZmVTfoiLH026foID9p5g8WGhiaEeBkz/Xh03v1QFDBFUTG8qQrqfc0R13KX4+s3Xmab5seqM22j+v34yJZ12RfGr3l7VsNsJSYsdJCGEp0wxehmDJZtn+igcKp4rgAVQstaDWKBkyUhkUHmGeL8Fddt0Ep5giYLkSY4Uni3urLkhUVilIKpj7dT4JnX3Hp3xUHGeSSOJzFim5N4gQm54ylbRPMljvFOH7NsN4uZKfe/k8S3EU0i/14CKL1VZdmaOoCtx4jYV+KRqfteBbh+pZs3V3JvYsIPIIqrG008/jffeew8DBw7Ehx9+iJ07d2LevHn48ccfsWPHDnz00UcYNGgQJk6ciKeffjqsbiPso0jGE9j+qekmW3zkcOT36IgDH7gWeV1M4bPjMSPR9Uz5USra+Pxv3mttu5r/xmLAKbcD/ygHTr9bozEfgqgP11ztNrWJUbDNxBdSiBFNxTU3ldGrXXP9HMXAwz5H1DVCURt+XXvEFlF/iQzsGFGNurZmV6uuPEmTX4ub73NEU2QL5RZRf665/L0SRpawllKCFH18S+qMoS4dCsrg+Z1DnZaTBJMqD1dIl2uuPh30RU9CUJrRVi/yDxJKQVRqxZPfG8QiKl+D/miCSLCQth5CsiKZ8B1EqPN7JFgg5Za0TOZ+618pxsdH6vNK3PP6jREN0zU3BD4rEcBzZV9EaBbR559/Hm3atMFXX32Fzp29CV9OP/10HHzwwRg0aBCee+45XH/99WF1HWEfROXCtYhXmWd3djl5DAAgt2MRTpz/JKpWbkbx4UMRy6Q1qNporHXccVnkF/F/a1ro/Qkm+i5dwTRkMi2+XhsqSLXcKbjmah3fko4YUYXm3cvw+xeu3eMWWQOCu+Y64+EZYB0rklVHg4ENlAE4tc3dPgaGZB4IpJjUSn4Mkr5Xg597Kdqge9QNcwfZh647nL4VgGWyNG+Ceg4936RG25Q3gOydy4/7CK6M8JSH5JqrslprJStKyfOEh8qLJZ6MI4sIbVFZPEXPqhpXmBZL4VzKg1BT7lvqVh9ASPWbAC+IJ4ls/crWq26YAHedcL9XQUt4S3HP0PFoUvlR6EB2jE86s1i3NEJ7iqVLl+K4444TCqEWunTpguOPPx5Lly4Nq9sI+yiqVmyyf7c7aID9O69zO3Q88sBwhFAA2LrU0YQX93Wudx8RqDm/Z/XJEMT/X9uKKjMMhGS59Cb20W5WKRCK2ncK9Pvx9Ktk7lyJR3w8lBMjyl8XMWF+3auE8+Xb/cxP1lx911zlnIZlEfWt3dbqVsF4pWARld5LWTj9uebK3U3DTVbEn3vsVbbQ4/A7hylY+iQImh1Z7dnitoiGA5XwpnVeMdmGnvDOtaV0zQ3uCi6ie6nMY+CjrXTblxbqWkQDuuaSMZU+9g4Es4gGdScOJqSyHj/BLKJ+zxHVXXRkXKtm1lzd5SYTqoPE1u+tCDUtqU7cZxQbGgEAajc4mZTz+yiOTEkFFVuc3xf8C9i1Cdi1GTjk4oAN+hBEFUwsS1y1Y0QZlz557JVMEvUjiDaf7Sho1XsIfDgCLtV+kH789ptKJmDKMiiKgVGfF8pDNO4kx0xqjK/52VJy6ROAEsAt+M/K6VZwWOn9/QmiYRyj4DfjK9d/AIsHaR0IkCVW7t7H9uP3/YiZIur4jVSEeRIBjnYIqnBQKhTdMaIBs4664TeMQNwGFR/oH6m41wa5V71/Btz/hNW9fQV1sVbFRDtthBsj6tdll6Ipcs8ByXMHzJpLH1kWLAeGTrIiv3uJG6Q7cTJki6gkLj9hJJCFEBN67kGEJogOGjQIU6dORXl5OYqLi4V1ysvLMXXqVAwaNCisbiPso6jZUGL/zu8lPzIlMD76I/DxH5y/23YFRp2dUpO6mwyQJosou3kI4hktRU/QLdpD7GQuNSG4sbY0lFpEzzvz/0zuzUy0aYVxfAv8rh9CEBW5+MiOD3AjlWyaonaEG24sS+JKRrWoudnLso/6zPjKK2pk1kqKCfSXyTKMc/2CWMREa5xyy1RnTPVx/Ekz/NBh+56ALthKhtiPl4x2zXCSFYVpNXErT3ztFYpxCAVRBZ3ys4+pIP4Ggip6NfuUfrv+BTe/2XSpzNMiRaBTIlGuBU1WpGGxDeKZ1Hwj0bY/ZacbqcaIBhJ4fXxv+xpCc8298sorUVlZieOPPx5TpkzxlE+bNg0nnngidu/ejauuuiqsbiPso6jbVAYAyClui6z8vPA7KFnJC6EA0LZL6u266EcqSS64eE9tLSpzj+sWbcHWhzZXSuw8gjBd1dOPBoNEny8W3CKqdBHzWDcCCKJuBkrwrLQWWN9SxvWjMUxnPtXv2GFe1A2r3Hh1E02o5o+WN8Vuovoup8EtokFdc6nYPf/xXKkzs0HOzvMKCbJY2fAtokYAJZ6U7knH6EehqLCk+VJsqVxz/Xyb3pH4hbstd/9BhCe7XCP0IIgLty5E719ucNW3rvuNBweCCfW0ctOf0iuowiZojKjWUSg+QgFkCjNr/CJlp+g6BeodUGe5BkXSoJ9lfxJEQ7OI3njjjZg8eTI+/fRTnHTSSejYsSN69+4NANiwYQPKyspgGAZOO+003HjjjWF1G2EfRePOKgBAbnGb9HSwaBL/d3Ye0Dp1F2D3JmNZa3TqupFM+tf48ZnkvIQpM0MntlZf0yvPhBfcehjXihEN5pojg++suX6eyWpbQ3Pp171KmMzDp2uuVV9kyXC7DjuJg9TtKrPmak4hJdCa13PJHtxXLTfRIIeGe9oOFN8Ya25XxrT5i/PykzWSHhtTxvajTXvoe6SMcxpiRIMooyhXRLPH4DGuvjJth+iaK0tU5dTQyZqrBw/z7WMNqBSAqtADqw5Hp0JKCgUQgmhICgXKbT3so5coy6eecsuhW0Fd2KUx6QGSLxmci633ngzBkS+AO5ad8K4RrK2sjCztt6qjSA4je3ZSci6pzhF4+woCW0TdWuTMzEx89NFHeOihh9CjRw+UlpZizpw5mDNnDkpLS9GzZ0889NBD+PDDD5GRsX9keooQHI0V1QCAnHat09PB1sXO7wPPAC55HMjOTblZP+5I1BENTlusm63XDUndPy00Snkh3TFBxUAEF0S1jm9JMY5D2KZCAPZzOD3Vto7mkhqHOkaUFPc0xkdZREUWW9H4xPH9Tt3gY2PboeaPzqYr1m7rQi5EKSyiAYVYPfc6p29qHEGtUGyZ+zuj5jkuuSfoMTZAMNfuQMmKpJaeYPeJxyJj5PURhmsuyeT7GAfVlh8Ljeodi++V06mwjskx6/tbT7LW3e+FFByDCnV+Y0TJNUDlYAhmEQ3smqth4fUYAAKGHdhCKum1pLdu/GYo9iJ1L5TIIgqge/fuuPTSS3H55Zdj9OjRAICMjAzceuutuPXWW7Fp0yZs3boVANCtWzf07NkznBFH2C/QtMsURLPbFaang9LV5r/tewG//Ci0Zv1kLlPFMXHnQAo2dZHGjz87kr+HJ47BtLm+4n5SsFi6s9OKK4nb95PuzK87i9fNTh9W2+42RMIKHc+T2kHZMljMlje+r8lT17nmw/2PqOrX9TOZJNymKMWEe74Vgqu3X9laTCFrbgC3Wb+uubL3wx0l4OO7prw8EhL6IptDleJIZS2jWhWPhEbg41tUdFwQbyapLWmH/1ulUNFLVhSea677PYm8g/yPgy730AF3/9JHCEEQDWrZdr9H8pum35/u0UtcPz6z6QY6vkUqiKauFOOus3kKPHOqazEWe9f4VXa6oXP8WhjHC/2vCKKBTZMlJSV4+OGHMWbMGAwfPhwPPvggNm1yjuTo2bMnDj30UBx66KGREBrBg8ZdpmtuTlGaBNEd681/i/uF264vYqCwBHDMlB5jJzt7VJsw+dhoZIK299gC5m+FtKiVNZe8HtwiqnJnkbnmqgRg6pmaEo3euj4PH7c3PkrY8+HO6FFgJLyCaKL5ms5MW0Kr7vuiFBhUsidH0NVj+P1u0DKlSCoxojL4iQUGaCtF0GRFUvc10vUvmGCr8gzxChgayg+JNwkNup7sTGT1eZY+FHIhuuZSsX98nfDc99xr1iM4p8A0i8apViKGZxEVfedy11waXnrnL6bTLGPnki7TuU4JtYGOb5Eo5uTPEyBrriRGVNf6Tq3DdHnR6LejK/Cyxgp3nGzkmovvv/8ev/jFL9CxY0csXboUd955J/r27Yvjjz8ezz//PKqqqsIcZ4T9CIn6RiQbTOY1bRbRmh3mv63DzcjrJh9eIs+406lcc1nirLlxyzLY6WZI9BP7Itv8U4nh1LGC7IkYUQ9jHyBbn3vDaIo3eOsKhD+zDeK6SjDUGCaVlVYkKDcmvdcoOPfrWe1UjBQlKLtbtzZ9KmmKfmbC4Flzg3oM+FZEELRElrxMN2bPw+BoWGvdcy6NJVfGygdgqALQBqkHR0BrqdmuRCEHNzMZniBKxQTydULMmutRGNDCgedbDZA117MnugXhFBSS3q78uubqrxcdxY6sTCcLOwDEE36Vm5RrblCLaDDXXB3rYtAyOikRf4+zx6Sm7Exy30DqihLZNxXMk2TvRGBB9JBDDsG///1vbNmyBZMmTcLFF1+MVq1aYdq0afjpT3+KLl264JJLLsGkSZOQSOw/knuE1GFZQ4E0xYjGG4GGGvN3QftQm3YzhDItsWqjZLX6Xmaaiitx+vPGojQxZfouYHyZfNNjSz0MmJ94Sg1tfjqy5qotWG4mUn8zcVxL+XqNCa8g2tR8zd18Y9y6zheI2uDGIi11jc8jiIrG1ygch9mXWJClxuDysGO00uI+3SXWs7vHbTMPnuuN4voB4no88ZOee90JXJifMtc7gmlkv2F2+DoZLt0Cn+7ZfR6mLClmyuISBk9+nqo8mY839lCNBCfc6UGeHIbOAK4+KsZ1r8Sl1A/pUgmRKcWIagxE/Z5oRagnPEHhViuOo/fXBn+vv71JdIST1BtCUkbRKTcoZRQg38tJy6dAoSjtX1NAZXvnj1Sh2/NjLSfpMjM/CfdakCYyYtchtWe4lMXEfucoR/k+SGUAR7+D8WCi/gGvZwn1XvdFpJw1KDMzE6eeeipeffVVlJSU4MUXX8QJJ5yAxsZGvPnmmzjrrLPQrVs33HzzzZgzZ04YY46wj6Opssb+nd22IPwOanc5v0MWRPnN15ASA6UmndCexWCQljFagDNsIUZUxv/FPwPHzHrSpNOMtocBCzUjJN2ee/x+oHKd8TCkmm6lALsxsHUMoUW0KS5mGkRCIQDJu3X6UYFKKiRqWzRmCnZdg1/D9sg0LLCAI3B6vzGvgBoDI8y76tvtu/slnknufi7/hqnvFFCtFWoOxNeTGhZU3XkG3AwTM86YQd7Hjtl9fEoqyYqCaPaDuERLrTmyc3OVyZYk9DXG7xG6FhdAvrYAxZjtsVGu3v7hVrp4FVrMuvHrmisYp3tWVYIw7S1k+Kb73hHoW73d9wVRgPFzKRaaPPckxfSNqq+XMI2HTDiX0RtZAiE6pIX6buR8F0fbPO9C7F3jKIb5+pQCmKLfTeS45DwYBdm8UbzCvohQ09fm5+djwoQJ+Oyzz7Blyxb885//xOjRo1FWVoZHH30Uhx12GAYPHoz7778/zG4j7GNI1DkfcVZBGs4Qrdnp/M5vF3LjLDGISYmvKr6sMSHWnhmSdmnG030PX8ZBeh8PGcF3xygZrj/kCQXU2jySSeMu+0ldFIwhYruVMw8Ndj0H4vmlBA6SyRAKXc6z6+gAHNdh9YZGjU8E0WZtcO9FLPh6BCfh9ZiwvsG0417PYoFWNrcyYVIhREm/D3otNRGuz/S3qMpYTGv5hf1QigYjRio9aKt8TDoPyjl00wKNxUwmJJHcKk+mIytTZT+XCJeGnL42ccK9vpXZLFd7munFiOrRUJVrLvssbut8kGRFvEIvJlAYSQQaF01QWY+EMaqSfUam9HHfRyoXNb9Pj8BPfZ9x8TOSiiVdl2FNBbPMa4cXDnloWXg971PGs9B8kLPH8OvT3mO4qxJaSFxn3w21VzcPgCuj3kWjhD7I6Mq+hrSdo9KpUyfccsstmDt3LpYtW4a7774bHTp0wMqVK/F///d/6eo2wj6ARG29/TuzlfgsqJTACqJhW0RdVNS9ycRibF2FNYUkmPRmI7eABNOQNZGWDi+TyD6fKp5SNh4Z8283R3KVQfT5JvwnzdBzswJYAcu1yQnmgbSIKTY+imWMxdSWFtsCr7GhORZbNXNsr1XX4CgLrFioZiyihFtyzNU+1U4TMVcUo0RZEgB1QgjPGmc6lQqiZIyw8y7czyuCzB2OfV65UO5e4+q16RY0ZN+6ysXU05/GcycJ12YZ/CRT4eicMq6cvhdwrzvx2jbbUceWszBSEERjAWioSnnIrzceKqZZRFcpl3Gd/nXXtNO29x2754h9P+4lyu2hEAs5nj4lewltDfRPx6j+yczdbpqnqeuVvWN2DB76Tiq+aCFMJvTK+nLCSMR7kvud054rfpV1ru/bNae0hZWm02ovqX0HaT/Qs7y8HJ9//jk+//xz7NixI93dRdgHkKh1PqDM/HRYRJl1Frprrt4mA6i10TJtOOkSInHV0CVMFOMOeLWvqRA7uaVVrc0js/oFHlEAzbwPLSQV9yliKElmwud1CzpMm7V23DFvonccpyx28QZaM0soIqh1SjEk1PokmQri25GtcxZSq6ZC4JF+/7IYMOo9sy7bWlZulmGlBRl3UzIhVcsdzS30SuZBJcx77nW1LXJx9pvlEvCXuZMdgirZkieJDhGzLCrj16Q+sw3oKfPixBoMQkPd70kqOGso47h7BXTVoxR1P69kr5KtdxFEyhKZMK1LW8z7/LnMAu7x6ikoaPrmzzU3KGQ0gJsDjyVdPW7P+5T0xdE2iq8i6FcgWshA5p4uWz+khZX1MgjJ8LA3IvA5ojLU1dXh/fffxyuvvIIvv/wS8XgchmGguLgYF198MSZMmJCObiPsZYjX1qN65Wa0HdEPsQxH55GoYwTRdFhEtyx2fnfoE377DGQbnCzVOQD7iAyzrqtdKp6NY3r0rRyGYSBmq+plxDY4sfMjGOu0SzObwUVRlWZeFYekp4lVM2FknKRPVyD+vfLtZ7vOoaVjcXyML9FAMnmiNZyXne/d9EnXWWscenNOCq62gArhdTeksU1Ki2gw96ggYxGBF66CWdv0LRTsPfpuwCoXU++93veZm8UrLIMw0VScLRBMsLXvdSVj9EMHpVZrhRIwbmgIoiG676loNr8+XPeqnkUkiCrogDzEwJ9CVax4874Pax1KFTua35OOUtNsj+6Lv0e8Hqj6YQuisvUhUxLoxKS791TZupYpdyjXXGrP8O2aqxiXTce032nwNb0vITRB1DAMfPHFF3jllVfw/vvvo6amBoZhIC8vD+eccw4uv/xynHLKKcjKSovsG2EvQ7ymDl+MvgHVq7agz1Un4ZDnb3PKOItobvidl64y/41lAF2Hhtq0XKPtD1ycmKaWkLXQyFxzPVnrmEPqZc8Q1Mpq3U2Nxw2dGET6LFVvvcyMTPXw4F8Q9dyvwVTqWJVpjao/l5+mRCNysnIh2qTyc8RHI+kwSjKtOx2zpGexjNvXiTgdrdhRZq40xyObQwrK9RDUHZ5MVuVXEKWPVJFp57m50NS0y+iEbB4SCpdK970eRpVl4JrBWccMA6yvWzwZR1aGl89QWbeDwmP5lsy1zEXabwxYnFhDXBtkHf/KPPd4ZMoIP4oKgIozl9MpGR2TWaVFEAlxUkFYsoe6lT5+rWqAyw1eN1mRT/rWooKoRCmm55pLt+cdh/9vilKC+vVQapTSSP+hWE1EHhFve/s2UpYKf/jhB7zyyit48803UVJSYmvojzrqKEyYMAHnn38+2rRpE8ZYI+xD2PrhLFSv2gIAWP/C5xh8xyVoPbAHALdFNI2CaIfeQFa4FlflJuNjf2eJjNtdUifBgHyj9hK6rJws4RBl2lwP8yEclXUv/7dukg4KdGyZd7PIzMhXtgdoaOZdTLMf4k9vJt7rSisfJYyBZ7obEw3Ngqi6Tws6TKJ1jqi7v6ZEI2Dw24Zam0u54LrrU/E74usqdypdpVEqgmhQrTSVrEjGnCaNJDJifDQNKwRJFUx+3Bi1khXpK6xUIQqqORS9H5kFk6V1/DjSJIi62vXQcg0LDSBxIyTQpJHwLRX3PdW6kFlw/XiSiNoG5IpWEaSuj8q5FHx3kv1MNxEaIHOZleQbkHkp+XTNJV1fQxdEA1opSUGdyOyN4F4GtrKYpF+a3iE+3aA949INxZIK1ZFFFPfffz9effVVrFixwp6gIUOGYMKECbjsssvQs2fP0AYZYd/Drrkrub+3vDcDg2+/GIArRjQdgmj5WvPfjv3Db9uFVCyiuhpRFlLGU6GRbIUC60a6r5SInT5zSsXIsaBi7EQCTF62niCqYkjcTLMv11zb5VS9aaqEIpmywNNOrr4l2zC8KaBE7zguEUYMg7c+k2NWCopiLwB6k9YTOEmmgmTI6O9QpVeiBEoVKGsW256773iiyaN04Kx8vixxbJmeN4YsXkk3Y6a4XYWQIiiXHfTelGh0aB17j8ZxJ0GQUMRq0hlVFe7OAdxZPX1rCKsUlFZvP+tNqWxQC6JKQVjTNVQE0fcofQYf75FOLiQT3Pznj6DDKcTXZUm4qJAPGXS8hay2uTJKqEvKBH+JRVSWrMgqo/IKaCqeVYpkad+KMZPtRa65Xtxzzz0AgM6dO+OSSy7B5ZdfjoMOOii0gUXYt1G9eiv3d+nUeY4gyh7fErZrrmEAVWXm77Zdw20b+puMDuQuJLQgwfxBt+fuS0LQWIbGnZhDRexYK40/xiA8i6gfguzbNdfPZmJvZuLr/DUq1X6zxlaTKQ3kpqXBCNjMi/tZ4g0w0Eo8NjIxhCYzQLn4ElbiOGlBlVtc3aDdF9VQZjYlGLpGMhmUXKPuEUQZy6Anky33zcvcKEGWke35cH1UZc0Vx4gyVniha7uuNcmBO5bTDZHF2R6RhDGPK5IV6Vq3fFvxNNYtpfATHTnjfj4VUy47VsTvPilecwqhwC0MyoSAIBZRF4IK2rQFUxZX7X9PJr2oAggsiWQcWZnZzX/x3yP1nUg9q7RdVtl79Dyq/HgSkF43Pq3JZH3JOgqUII5rL3LN9eCSSy7BhAkTcNJJJyEjI+3JdyPsY6hes437e8esZUjGE8jIynQd3xKyINpQDVjCROhniHqhEoKkDIwshktj8/DlmivLQKcZb0GV2wkcfLjmppREQ0PQo6ASHFTJinRS1Ou4EaljQYl+KU28hClz19fZBGWuwB6Lr8KtiHSPorLskllwXc+iiE3VdmlLYS3qMNgi12mKOVS6t7maYoU86VoVKBSowrBdc6nMreS9EmsTV82mrWrBFVBnvxUlRbIQTzZ5kn9Z8Lr8BnO/1Q3PsMt1hCdNJQsveJjwb5GUWH59xHfS7etbRP3QbbNcI0ZU9s0EEDKkFlEuHlVSptOPIpGYKJ66MdHgrAfBvi76Trg4WckeoaskYOdHFlcqVawTChHdY138nqksSy4UJFQpFeXKvoTAEuSrr76KU045JRJCIwjRUF7J/R2vrkPlQtNllrWIhp6sKI1niAJyomeW85C5pfEHgOsTLSu2Q7pRS5k5mthS7pLUvUHPuQrq0mj2ElwzqHbNdcWI+rjfD4Og2ni03bEU7q+i+qo1DNDvpzHeoK1wsJ6Fspxob/pKdypxff0jkeTui6IzWS2oFBt++9Q/0sGB7U4uE3IkFipdTwbd9jzjUyQJUiUros9BpA6BD8ag6Z6DqBpHEAtN8418WQiuuTK3cxbiMabgmus5esVlTdVwB1cLqzLFiz/FrnAuZckApUK4Xt8yl275nkzFl/sTmgA9l1Dte7j5cd0jSWQV7JxVCS3SiMnWzivgU7jnXKo9ZXoWYxZxSbKi/ck1N5IiI4QOwzDQuLMKAJDfq5N9vXz6IjSUVWD5X9+wr4V+fEu6BVG/CSVkWjCOGdXXdqldGxWuJz6y7aqsFUGSEAjb9QNN658IKi2iJ7GKD+bQiYlUu9WqNKreTIkq65+rHRmzoJM1V+I6TMZ26grD9pjF7Wg/O2GBpsYT1DU3laRb9IHoOsmKNMdPMVEyS5xmGdWenzJ15mGRay5b7tMqIR2LPMkRWZZSZmVJrJumtdTvmPzUAcTvXJXdVJ6syNW+W9mgYxFVKEVliiw/YSJmuY51md4npUJGAEulVKgjhcdg7v4i6Cbd4frhFAH6x0XpzI9UeJXGKkNclmIiO61suj6+Zx2rud81vS8hEkQjhI5ETT2MJnNz7nzyGMSyTdePsumLsejO5+x6ed06hO+a29KCqMoiInNZC6jtojK/6W9sfiyi8g1aSvSlz67HIImtUcEJsup5kkaCY1YDJSvS2IDUB2KL35GuhVZqEdUZn2Rj1j6MW6F91k14Q7pNUQKwT0FKZZ0PYqVUjYVKViQ71khlvZDPp+yb8atA8EcnVMe3BJ1DVfZlEbTfpaY7JKDhzh+n200lwY/MYmS3T6wzHa8IVRywLA5UrYxT03DVfuIrWZ9qLgU0QB4jq/+tBT1z0hmHZvIj5Z4i74fqQ/f70j3CRltBKMt5IcuvocHPpLqX6FyXjjnAnpWKJ9jejkgQjRA6LGsoALTqXoz2hwwEAGx5dzrWPfcZACC7bQEOf+9exMJ27a5kYlPzwxdE/QpBqmM0tNxs3W0SrofSezSZs1Q0yb6OOtEkoiIXRj+Mpxs61tPAz2Rbqonr3DX5Zq6tNSaEPRmDoVO3MdmIpJEUbpj0eZ7evszrlCWTELYJbbrMCsGPp1HcPqX9V6wJ3QyNIviND0vNEkG/V68rJL3Gdc641VWIAEDCSHoYU2qc4n5V4/HjChuMRsroRtJIcHMoF9DCUwLqhDfoZCcHxHOmUsLJaKPq29M5G9O3UlRqdVPMpU7WXEmcYxBrrFwp4j/khT6mxf+aT9k1V6rI0Xse3aNLPLSNtSISe4ZuNl2/54jynkTBvNL46/5dmvdFRIJohNDRuMsRRHPat0bHo0Y4hUnzYzr0tTvQ4dAh4XZsGMBXj5m/YxlA15Dbh44my+8GSBFAHSEumGuujKj7TRGuk0XW732q/v2MUSeDrWdsMkuSlqWa3zBqG6vJutR19ztqiNeLqtPJioj2G5rqPJXrmmqEdesavdfrm2o81g6zTVpjqxuPYzEetGVP3L5fV143VEdc6J5ZJwIt1DUJrf2JZJwU2lSZHWUa82RS4r6m6Y0hFZoCCpPusQD6jLwTO+zqK6CLbVBaBihyAWgKKX6OxDHb1XDNpcblphcarrF+XHNV+5kyBARqZZxM2PWtUNVK/KS3PrSPJyFoAOC2LuoqJf0LlXpJdzTv4dY5vXZ0nyeeZOdHPw6ULyOSFenuVT4tonFuDbruCeA9FpcJ1ZFrboQINFiLaE67QvS85FiAsXwWHzEcXU4dG26nlduAB8cB674z/x57KdChd7h9wJ8VEtBw3aXcOTU2D+lYfLiAyTTJKhda0iUppti4Nc+3EzGO7hzEfgiyjhaRcq+JQWFtIdquaxIIovF6ocBR31Tb3C9fVi8QCgFHCBS1L0JtY7XnHdcJBGX7umsdCe8nBFn7WTSPaXGeXe86KZwTFtQgWSVV5X6sNLr3Uu9O/bw+MlUGYE61Yq8IBBUOAef9e+9Tj9NTFlCp4CcEw49LZ5AjvCyokmwBtLVfR1Dzm7VWlszK/f51zq71qxRNJQu91jmimu6l2kexwSDji+MSSxj1vTQkiL1A8n3R35Z/7wBd12U/vI7j3eK+rifY0t5T4j3GDb+COu/e74cOUAIve09kEY0QQRtNu52POrtNPopG9MOYp29BZqtcZBcVYvSjv/B9WLISL1wNrPve/J2RCZx+T7jtN8OjtU7BrQ9wCKA33lPGFJkMqZug1zNCiUzjJnVzUWjlPYQ9oDuUrvAoqufdePRdc/0m+JC7n/H32e/SxTjUNFTBDQMG6ptqPQyNJRS6n7GmsUrYZ6113dWOyApr1afadqOmscrbbkMVkknx81ECrnvNNMTNdZowCMux4X4Ws333uO25co2nvlkw9giuhNAus0ICbmuHq8z9/WsKv4DaEu2eN6q+NZ9yS4O+0GBbuD1WK0cQVmVFdcNP8hV3v6LvB6DniRLkATndaZDQTz/KCpmA5mdO1XuLhhVPkzaK2nJb0d11vOUSZafbNTdJK03sNhQCnWwv1rW6WRCGgEistn6Sf1EKJEDiuRJn16Ke0NSUaBTGDdc31ZKWV5tGS9alG9SxXA3MHCSStCLCI1hLrNEObZOEFri9PWSxqs3P5V67tcS+W98o3kvqib2EfddyrzT+Ph33ZNeQuTWyryMSRCOEjkSd81Fl5pvnTfW99lScVfo2ztz6BopG9Q+3w92lwLLPzd+xGHD500DngeH2YYGjIIaSGKiYiToB8x2DQTLNgEM0eUJnuCxbfBnNKBo8UfXJDMkYTNncpOKay8MINWuu2SfLHOpbkmyBjrvFsAUpN0TCoiPUuYQ0mxkXb6AeAZVg3s329SyiojZM4ZSH6P4YDEeAoCywhMDJX2XaAfuNgJhXul/qPQByxktqRZPcB9DCLyCZdx/vg60vU0y53cVZCzt3V8xNR9jxMve46GAqSdtU1lRqPI4CRU8JoxoHJeib98nfM+maGTM4wcH7jsRCBRCOay5lNdVzDZQLkzKrkipGVCfxinqNuQUQ6h0Zwbwe3P1LrHrcs0v3ZR7U+69jhEdKASeCaO0nk3FyLamUPIC+9wM3Lo8wztAiH2794m/ZcCmNXIo0lu9wvUPKu8b2WvLs3RJvIQGaEo2EFdeQrxGC9iSNJJmNX0bn9jVEgmiE0MEJoszxLFmFrcLPkgsA62c7X/1VLwLjrwm/j2Z4LU80cwuoBR9b8HBfl7Rb20BYwRgXUHd7MiaBJareTUfOgPEbqT5D2KApPIrnz5+2m4WO0MpvCipmjLmv2W3VvdFSAoRoM7PacL8jtTCrZ+UUWURp66nXNbeusVqwIYrXcJ1QYUILTs51vn1Ka19DfQc+rcSqMpkQIhNeADnTSDGBfhQXbB8y2kTNdXMhP65GsYWba88thMRpgQrQt0RarYvG44ZfQR6QK8eo7xRQv2epgEsqCPmxupUFDRIhFQASBh1jaIFk8t2WfaHnicq9ln4Wr8WQ/4Z0FHx+kyWx70jXG8JCIpnwPK9sD3WD30P11i9ArznLY8b8I3U6Jg2/EIAfs95cNiYabIus28OrVsJj6MyrZ09g3rVXUGcVZnx7Ng1z0zxiLwlCY5z+9WmujPbUChXc8r1lX0MkiEYIHYlaVhBNg+DpRukq53e3YWntiidUMQ9B4mlFTEpkzfu9FjADMQmRiRGMouse3szh2gjoZ3ATfPX4iT4NOaGMJ+MarmUxQlOurkNBVddAjNsUuGyYkM9H0kg2l8vXiNVYTUOVZ6NMGAk0xOs1hagYbSUTXrfqa2yChrUBCjZskjFi5yomETgJQVGolIkJLV8GWC22eL5JJsQDeh4BuRBS11gjcesl3r19r7fMgPhdGwY9fsqKLrNQ8EIlc5/h0BGZQsVNe1TaeV0m3gv63TjP7Vxzf79u6DPxfp4vRntRGDFO4eBmwuk51bF4qGkf7Zrr1yLpFeKl60PB0HvdOr3CjXufUlmlaUZfvT7Fc+lqQ/J8tBAuW4+ScRl6CiFve6IwkBgRHhIjhGSal6DokzM2uTLRLBQrMkXjcLy/3NdpQZmkbcw8kMpL17uTKXQpiMtiEoW/fH3WUvRYYQTZlxAJohFCR6LOIeiZ+S0hiK52fncakN6+FJosd+QrZfWw7w+kcRO7NrJ9xSTE2T1GGUFzMxCeezU3Z3HbcisDoOcyJheW3e3JmRnANW7XA6u0kMK4SolFx13Xui6KiRExi7TGVhL3qcnw1jRUeZ5fZFGlxmaPwdWGwwwQG6umtthqx6t99++yKSuTfcOGy01MNF9kuxST09yf9ztVWDU8gjdjbaPicUX9SyzKztrRdxcE5HOophPy53anG5C6LupYHiCnc+J7ZVZPGdMsUxaoLR4q2hdPNEnjny3oZCf3jEcyXk9ogVsQ1VmPyqRoMjrhb30Casu8rvDjJyRAZ+/1WFhla9iH9w1b3/0NcbyED5pG0d4aCZ+g8zyyPUsq9LpAzal9T0xv3VB7nntsLGRWZumcKkIy9gdEgmiE0MG75raAILpzg/lvYTGQ1zqtXbkJosztBlBvgKSbrYyB1XAj8WjeJW5TbF86iXaodv0QV++9YogYLa8LqFqgtesqXOwAuUujaj5qGnZr31PTWCVkEsnkQUTMZvNItdoQbWoyQdkr3FR5Nn7zerVnDE7yIcrV1m0VqUc8GfcIqErXU1Jw1WdG/Shj3JC63gUQivzGiFr9e44N0mRYKcbQfZ11F/S4dyu+Cylz2OS2Kuut5Rrq/QdUOAQtM8s1FXI+aK9qTgE9eqajqKsXtEPHqTeXSy1RPLzPov42Vdm95aEpdBkF1VzKlSnMe/QjaGkowCh66Kc92rLn9WYJ2gdb5g3/YNe5H0Hdov30HMiFVIKWuBYonVdA7F3j7kc8Ztmc6tMs2zIexYhGiKAP3jU3R1IzJNTsNP9t3THtXenGEFhQCaqO+00Ai4VUKKYZRZlGUr35gyz3ukLqM28UxPPrX9vtp65MuBYdxcLdK3C3bYjXCbMZmoKe2CIqFva8rrJ+Eg1ZbegKEbvrdxFrRTxm8Xh13aCcdtxXSYGDEJicjdvVTigum16kyrR5r/tzB6sjmEneHd+lYGIt41Q2YlLhIO9LBLXCjhYC1M+tV192j6rMj1LNl4AmuU+HVmnRM+G692999Vo1g1tEPZm7icziqjospIpYHaFe+Xz0PhlUISsNCSAUdiKvFlVffr8Vf0oFb5lnfhrYMesrsaTeOs0Q7Wd2oidCOadrRXUytgtooTIshubPvHTA/zrQWdP7CiJBNELoYC2iWc1Zc9MKSxDNb5/2rqi4NgoqRoFKxKLjXiYTCj33aDNgKgZF311JaQ0OwPwA/q3S7vZUrmqpxG2ZY/G2v7Om1Fu3gbCINogZjer6Su9YVdZCFyrqdkC0QYpc83ZWl3jvry33bPwAUFVfQa5hSkEhekbz2QnmgVib9AbtQ8uvae0Ql4fbrl93fWoerMRXgJdZSzAx2rTVwPt+KCWCLp3TKddlfCk6mA4XbF3PFtGA9F1GUxcOA9cRPLubNnnnwM+zuKypGoKAqo6fBFyBBG1puUTRG5KFnooRTUjyK+gIbjr1dRTh0vtc787KfQD4nR8dwdE1P0bCSWxF7UmufhzlJbHHCJSvyrmT8XQ+hErV8Wj7AyJBNELo4GJEW8IiWtssiBa0gCDqVzBRubZS2jMZYbI3AlrrLNO4yQQ5t1uRH2HSf4yoDnMQ1GpKQ+WqFlSwAJpdcwXXd71j6+AAALRcSURBVFRv91yrrNsh3OB21+0UCns7a7yC4e665rVvuK/vEo5vR9U2YZ+itnfUeMe8o3q78P4d1SWeQThj0LNkmvfs9DxLY6JB+E6q6iuE7Vju0X4UFkHdawG5EBIka65I4QAA1Q3i61b/bsGBZf6kQiX1fiQWUb/KIKVLuyTGrtJa4y5UN+wWXg/KRAdV5AFua4fMMi25TxAT6UdpRtYRJrBx11F7nqismqyST2nx1LDyyeZKOD4fyZJE8KN0DSqkqvt0QFnC3GNhQdF9qn5l3Q7zh0dZGNR7RKwc4sp8rHPKNVbm7QHQlllK4Kxp2C30WpLTQrk12Q8d0KNZ3vZUWbP3FUSCaITQYVlEY9lZiGVmprczw3Asoi0giPpxuwHUG2BF80bgZ+O0GFIPcW6oQjwZh6hQKjA20EygisHk3bG849G9118d/9puP/W1470E2FldIty0yqu3EXUpodB7vbx6u+fqDoEASfVnXRf1WS4QlE3h2S0U7EBccH6hSJC1rrnncHf9rubrIstxiUcZYo3FPe7Kuh2mZcB9VESiQZg0ajch0ADBXTYBBRMhceWurC0XXt8lsJ7Lrlc1VJg/BDyJzM2WigU1rduGUFHgCMnps4i6IVLiAEBFnXj+agiBHZC/K0rQN+/z4Rbqx6VT4mJotiuPWwyPhgqEVdd44skm3nNCMl5RVtxEMmH/7f7GRVY+pUXU1bdWbKAEyv1KavWUKxSo431k64pStAG0ckZEh6X1BV4vgEtx4COm01IOuV1iAVYBKXP5d7VHzIEsJIhvj1JSesewq7ZMuMcAYvppvR/d6zLPiBpCqWaWiem0AcOXN9jejEgQjRA6GsrMDb3F4kOtDS6/Xdq7EyVYqZecUaYiFBaT5W63uqGS27hZWJuHV4NsoIJgbmUutFX1jhZVdFA3NQ5VuzLiCmhq84WxQ+4x+BREQ2I4RCir2ioU9ETM9I6a7cINcUd1iXCzLq/yCpf2+nHNSkVtudB9q6xqq1AAEo2vvGqb8N3vrPUKRKL7d9WUmcmHBGvK1OZ6bmkWiAlBVGjJLRVeL6/a6rlWVV9BMoQU8wDoJaiiIGu3XGBxBmjlAiWQWQKqaM3sZr5tNyxaIRI4dtfvEgpGVl9uQcJKNEUhFffmXTWlwnXozAc/FpEbvAWZwLurtows0/ds8Y5nd91OMj7OtkgJyoD0hTfo1JHHCEs8GgBCSJXf63HfVY3RY3Wlv8MgFlFv0jm2fVrJJVYuitdkZe0O4XX2HqHCjhAgKRqhqu8ecYXkW1B9q2aDgrVhKSCFIRnid+fMgVchbNEEmZDovq8p0UiOX7TH1DZWo66xRrhXUXNq02PXTfxewJfJaI+1tkTzVkVYwPc1RIJohFDRWFGN7ZPnAADiu/WP1QiEZBJ44ifO3wUd0tsfxBsopYUE1AwYxUwljSRpwXE2D3qDklmD3E9QWbfTiRcTMUOSbIL8GL0Mocx1REtLLdo0UoyVUDFm/Kag72YFmIJeadVmz/UZqyZ5ru2sLhG6Ce+o3k4w3ts87kM1DbtJRYiI+WlKNGLm6k+941v5sefauvJlQkFm8qLXhGNucB9aL1GMUJbjHdXbbS04i3KBRRQwhWWxICq2/FIMIcVUAEBNo1yhQj0jQFsxAQnTSFiSRVZhwLFmC2mTrbQSz7VsbGLLfvM9PpkiWUI0gGfS3KUJI+ES2Ew4tE58XQSZYC67T/aOAblrbkO83mG0XYNllSOi+aYsWRYCJyvScMWkkolZEAkA1poSlXEWZ6G7qVvQ9FpE+XOdvco3q9xdRrm7u9t3DYD7i90XvJYz+R6q+tZFoJTUVpmuwlPWD1V/h+RbkH3nqjED4vnZVSMWxHYQ9MaAwbgVC6ybhDBotSk6t5baY3bUlAj7EHkRme3LBVRzXHyZfB8XGR5iuOyw3yAnqwVysLQAIkE0QqjY/NbX9u92Ywam3uDa74BP/gJMewwoW8OXffMksHqG+bt1J+Cg81LvTwEhcytjfBSMhJRwKzYPkdsWveE412UMutANSKK1Zdt1W1Aa4nVSoU/F3AFBY3tU9eXCJDuHIoZDJlxvq1yPOeumOheaD2H7avn7nrplVVsxY9Unnus7arZj2da5nutvzn4UjQnvOag7qrcjnvTGt/yw/ivhGEV1J/74jLCuiKFctHmW59q3qz9FhUDo2lG9XcgIl1dvx+qShZ7rZbu38PPXjNLdm1FWtUXQzjbsqPIyBGVVW7GlYq1wPCJQ1kkAqCCYJFWbAO29YN23cvsC4T0i97GGeL1QkJb20byWEwZtUaQZXbHrtKovEVhBUs2Iess37lgpHCNgunWy2F2/i7R8yxQD3HcvKROBs3aQln5KkWnRXi9k4wWCWzv1Qg7kCgMRKOYc4JVAKmWEqPekkeSUol7vpDq73F22u36XMAaQhSpZUVV9hUfZxkK2h5ICn2Rdyb618urtWL7tR8H1bULPmZ01JcKx767fJRSApAJyc5nIA0KmiJDRm/LqbcI16MwBrXQXeW7IhN7y6m1YsHGm93rVVqwvXy7sJ2GIn7Vkt1fp7Mydy6LeWGXPtR+DhjXfdggGgLzsfPz65H+gQ2Fn4T37GiJBNEKoKPvaYS4PeuKm1Br77CHgwXHAB3cBb/wSuLs/8J8zgBXTgG3LgIm3m/Xy2gB3zAa6DkmtPw2ImAX5ZiLffK2YveXbvZvKzuoSYfKBitpyNMTrMWfdFO9YCKa0sm6HvRHLrCMy5lMEllEqE7hDyhgpFZMFiK2mHm23JLZLBJVVk2Wm3G+MFa5LdnsFo+/WfM4J7tmZtHv6hh0r8N7cJz3XV5UsxEfzn/dcpxI6LNg0EzurvXP5fxMnkH1byMrIVtZxECNL1pYtFX4by7b+gIUCwbWsagsmL37dc/2N2f8WxrdOWvASVgkE13kbvsF3a7/wXH/1u39i6651nus7qrcLFTgyYZJbDz6sEIBDG75f+6WnrKRyE/4z5Q7P9e2VG/HDhq+FDNYDk37uubarphRJI4kV2+Z5yixmbZVA4LXGXV7t/W7Lq7bhiyVvk/c0JQVxwhKFHDtHonXM0gLR+7nznYs91+qaarBg07fC75myfFv0ceOOVZ6yyrqdpLAiezazXef5qgRWV6tcRKscZlugLFAIwDq0TxUiAVAhEHJmWfYdyQQHQL0GqDYoy5m3D4GyQ+L+CHjnSaZ0Fs2pVSaytpVVbRUKgtZ8LdzkpZFW2Yrt3u96R/V2fDjvOc/1TTtW4aVvH/JcL6/ejqlL3/VcB0wFp3uuZWEM1rgmLXiZLBMpOy06GheEjJRXbcNbsx8j29u8c423rHktrizx0jarr7WlSz1l05a9h827vO299t2/hMrOsqqt+GbFR4L+t+OpafcKx2wYhvDbtb4fkevzjurtwvVtzcHstQ6/l5mR5am3LyMSRCOEiurVJlPTelBPtB8zKHhDWxY7giaLRZOAfx4H/GEoUN+8eZ73ENChd/C+fKBewcS6N292850tEBzrm2oxacFLWLF9vqdsZ02JkFE1YOA/X96OUoE2bmvFOuyqKcMOUXKcmlLUN9UJhV5Li7q6dLHwPsBk1NzWh4racsSTcawuWYTtlRs891rEeFuFt0xlZQDETJ2bQVBZrNxgGRIRc8C+M2rDAIDXv/uXsq+87HyyLGkkUSYQAjbuWIkygVabwv9NnOB5LyJ0a9fXc60gt42w7sAuowHwomffYv+Knvs++qmQaXthxl9RunuT8n5LUHYzY7Hmkb0y6x9oZBi/jJi5pYmsBYAp/D825U7P9R3N8y1S/LDf97yN073lzdZUM7aXX5v1TbWoa6zBywLmsLqhEt8K3KTrmmrwwMdegRMQW9YTRgKrShbi00WveMp21pjW1anLvExoadUW1DfVYdHm7zxls9Z8hje+f8RzfVvFejQlGvH54jc8ZTKLB/utrypZRJZvr9wodFcvFTCIAHDLa6cLBabtlRuxbOsPnuuWsPPxgheF7ZVWbUF1faWHMd9dv4s8MgNwkoOV7t6C+Zu81payqq0or96OtaVLPGXWvM3b4F1bKmWdDu3TUfiJvFNEnjCsB8y8jd94yi1Gfr7I4qRU6PD7gUoQFgkTO5otf0u2zBbcK58Ht/v3boE7eHn1NlTW7RQqxaw1sHTLHE/ZurKleHLqPd7xNs/JCzP/6inbumsd4okmfC345leWzMfkxd4QiZrGKrwm2Jc27liJN2b/23MdAB798vfC6+XV24S5Bipqy1HbWI1nv/6Td8wV62EYBt4VKFituP2ZAi+gTTtXCWlkye7NWLT5O3y7erKnzPIc+XShWCAu3b0FCzd/6yl73UXXMmNmQs21ZV6hFQBWlyzEW3O8QvK0Ze/h4wUveK5vq1iPz5e8KfzudlaXoLxqG7buWu8pK6nchL9Pvln4LMu2/sB5hcRitFJ4X0QkiEYIFdWrzY2osH+31Bqa+ojjl3/Vi8AvJwEHnu6tN+5K4MjrUuvLBxZv+d5zbdPO1QCAFdvnI+mK7auoLbfj/V6a+Tdhm3/44Crh9c8Wv4GJPzwtLHMTU4swrSpZiD9+cDWaBJr9sqqteGra/wljPNaXL8fstVPwmSD+zxLMHv3i92SCpDdnPyocpyUs//vL33nb1WCQ3MxJY7zBc5+MSUwm5Rasj+Z5LY/VDZWoa6zBtGUTSU11efV2fCLYAN3IzcrDn895BRce8ktlXRk6te4OAMjJzLWvZWaIM1J3KOwivP7To+7BeQf/HCcOvci+1r6wMwpz23rq/vX8N3H76U+gdwdHmXTCsAtxcJ9j0Kv9AGH77NaYmy2OXYk1C4oiLb8IeTliQb4wr0h4vVVOITE2c3RvfP9vIUO2ffcmNMYb8OcPr/WU2dl5Abw6y8vklVSaAvXbAmYFMBVQ3wustjJs2LGC+1ulAb/73UuFrm1bKtZhzrqp2Fqx3lO2unQR3p37JOf+npFhvp9PFr4sdANfVbIQT077P2ytEFubAeDtOY+TZfFkHE9Ou9tTbn3TH7q+R2otW6BcRZdsmY2737vMc91irCcteEl439rSJfjnZ7+RuleKlHWWIuM/U+4QWnzWlS3FizP+KnTx21C+AuVV2/D5kjcFfZYIf9vXXMo8kUApOobJbbESKQVFgo5Vr7x6O+YLlDJrypbg6xUf4vMlXm8Hlu4u3uJVfrjHMGfdNEEbZp2lW+cKlZvlVdvwny9vF84Vq2AUKTt4ZclCoRVuW8UGvPLt34X7zfry5VhVshCrSx1FS0azkPPG7H/jlVn/8NxTUVuO+Rtn4psVH3rKSqu24M3Z/xFa1mau+kTpJs2ivqnWI5xnKISZtaVL8KcPrxVar5/56o8oESgSt+xai7fmPCb01lpbthTfrp6MrwXP+uLMB4Vx4IlkHFf/d5wwC29p1Rb8sOFrbBC47W/etRqvf/8Ip6C19h438rILhNet+s988yehpbQp0Sh2Qa4pIb2Rtlasx7s/PCV8nuem34/PBF5C2yrW47kZfxG2t78gEkQjhIZEfSMad5pWyvxenYI3lEwCC5tdIXqMAMZdARx4GvDLj4E/LAXGX2NmyB13FXD503YcXrqxvXIj1pUts/+2CNXasiUor96OW98428O+WILa8m0/ajOj1tNMX/mRkCESIbtZQJm67F1hYhwA+Hj+C3j1u3+6+jJ7m7n6E9z17iWk6+Hizd/j/XnPQuSeuWTLbHyy0GuNAczN58cN3+CLJW95ytyxLDNXea1D7njN+z66Tsg0UfGmIsuHzRQnmvDSt2LlwJRl75KbSXn1Nrw2619odDEjNx53PwZ1GY3TRlzBXT91xGX43Wm8oN6jfX9h26ygyeLNGxfj1evnoX2B810N7jbG/s0yFYf0OU7YRnFhF9xxxhM4uM9R9rXcrFaY9OtNePk6Pia1dV5bnD/m55xFt0NBZzx15TT8+Vz+Xd9y4t8xqtcR6NtxqH1tYKeR9m9We5tPCIoAUJDTGgDQLt95xjZ57dAmz8yGzT5717aOB0ROljNn7Qo62VZUS3gHHMuviHkCTIbnoU9/hWnLJwrLt1duxNKtc/HtGu8aXVe+DMu3/YiXv/278N6/f+oNUcjNaiWsa2nn3Tikr/idsmMQYU3JIrz+/cPCsoWbvvUoiCimzMKu2jK8OPNBYRbJjTtX4Yf1X+MfAq1+Zd1ONMTr8cKMvwotlSW7N6G+qc4jzB87+BxkZ+bYlm57nDnOOGMCmvSvz3/jEeYBkx5PWvAyuQ7+9fmt+HC+1+URMAWNsqqtuPnVUz1lO2tKsXzbPHy68BWwNDKjWVn06aJXmq1ETpk17hUl83H3e5ehockr+FtxztX1lfjVq6d4ylmry66aMvz8Re86cQtls9dO8SRBYhWmgOlK/uN6gfW/mXa+NutfiAsSqk1b9h7unXgFDMP7TizlxfSVHwu/FVZQfO+Hp4WCrpVBWfRNAcArs/7uUdJasOL54okm3P72hd7+mbl89MvbhXvvzNWfeCyO1ntcuOlbT7tsMhlqL/8joYgGzHUsC4lg0S6/o1Y9Cwf1Ocb+LbKw/eXj65sFZG/Zy7PEtM6AgYc+/ZWw7McNX+PeiVcIy4JgXdlSvP7dw8Kyueum4b0fnuKutcoR07Y2rZzTFli63Dq3KPDYKA+lFdvnecJxLCWjyMUYMD2npi17L/BY9gVEgmiE0NC4w3HByykWu/xpYcNcYHfzpjTiLL6s6xDgiv8C/9oJXPU8kNUCR8Q044N5z4GNPbHi/2au+gQ3vnQ8tlduFN63aedqvCiwhg7o4jDrrAAiy4Q2lBE++nceZf92u4CKLChvz328WYPnbCwWg/7D+q/IGJoNO1bgb8TmAgD/nHyLJy7GstYt2zqX3Ji27Fprx2R9tfx93PrG2Z46bHbA9398lrRCiqyrH8x7Dg9/8VvPdctF7PGpdwstRQDwh/ev9GQLtmbth/Vf4Z25XqvPNUfeiVev/xFj+x0vbJPFPy7+AJePuxU3HHc/d/1vF76LQ/udiLNGXcNdb51XhEFdRsFg3t3Jwy7G+AGnYWCXUejbcbh9fVDXUXjj5wvx5JVeiwLgzdhXkNsaQ7odLK7L/W7OSOlq4PLDb8WzV09Hm1ZO1urDB5yKowedjX4dh+IE1gJb4CRXyMviGYNXrv8Rfzj7BVx7lGMxy8rMxgc3r8UzV32DM0ZeZV/vWtQbd5z+JM4fcwMuH+e847zsfHx48zo8ecVUHD/MYQo7tekpfD4WVMImwIzh+uMHVwuDxJsSjbj86YOFsWEAsE3gsv670x7DsO5jccXhvCB44nAnFpL9hs8YdSX+ev5b+OsFfNxmUX4x85eXYVxZsgDTBRmRLSSScW5NtStwmNk2efS5zDGBQDVj5ce4450LhYmRADPO95mv/iAsW1e2FJ8sfNlDgwZ0HoEpv9uBT37NhyEcP+R8+3frPIeRLC7sSo7Zwt8ne4WYvGYG1BFeRQq3Obj1jZ8IE5QYMPD7t8/3CBuFzfR1a8V6NCb4mDuL9n668BXMXS/+VteWLkFDvB63vvkTrBSGb5h0r7phN258+QTOGmeBtUR+ufQdU6B1reOkkbTnPp5oEioTAJNmry1bKnT/tEDFra4qWYjFm7/H7W9fKLQkWd/J+vIVZP+lVVvw+ncPe+LOLcuj5WYusn6tL18GwzBw/8fXC5W1llA/d920Zpd5Zw1kZ5rKrUkLXvKEc1jvcdryieb6Mdiy1sLnYGF5VKWKv134Lo4adBYuGsvvtwWE8u/SQ2/BdUf9H64c/3tkxBxaY/Eiljs87QYqE5DFZao4XRZFjGDNCtmWovGr5e+TgnJdU01zSIhTVpRfjLbNe9Sw7ofa1/NzWuOfF3+Iq4+4k6O/XYp6kc9jjUGWY6Egx+GBrXovznywOQuvU4/dE/9XEQmiEUJDAyOI5nZIQRBdwLhujDyLrteCqKjd4dl8WzHCnxVfkCGwaExf+RGmLPUm/vjFcX/B+AGnYVSvI3D+mBvt620YxqpL217cPVeO/z1uOPY+3HziQzhvzPXMPUX2hpiVkY0+TDxfoSsOsH+nEfbvzm15Bn1Q19GecX666FUs3WrGvYgE3C3Nmm5Wm2gR/BmrJgnjaQDTPWzzrjX4cuk7+P1b5wsTHDQlGlHdUImK2h12LAtvNTIputu6OmfdVNz34U+F/ZZUbsSUpe8KraE5ruRCrLLAssq8M/cJ7Uy91CbeuU133HLS33Hagbz74BEDT8djEz7H+YeIYwRZtGnVDo9cOgmvXT8PbVs5QkMMMfTvfCDGMBpvenzKKoGQn1OAf1z8Pt66cQkGdD7Qvt61qBfOPfh6HNT7aNx0Eh8T1LN9f5wx6kpOqRJDDK3zijC695GcK3JGLIbzxlyP209/HJ0ZITMGoFOb7hjT91jOStyneCDGHXAy8rLzcf6YG7h+qThZFve+fwXWCFwyvXD6dH93LA7pcyxe/On3uOnEB7nrNx53Hx6+dBKeuvIrjsnJysjCCcMuwAlDz+fqnzHqKvv3yJ7jNcZnohVj+WTv61DQCbed+iguOfQW/PXCd7h7hnY7xP592kjHW8Ca59KqLVJ3+798fD0ppFbW7cSDk0wa6BYi8nMKUdyaFzDPGHklHr1sMh69bDInPLOWY8vC7obILXN076O4v1k6Z9H0J6bdbdNBEbbsMq2XPRlvh45tunN1WLrcuU0Proy1zFhYV7YUv3vrPDIDdnnVViSNJO6deAVJZy3r7+y1U3D3u5eS1hqLhr4z9wkyXm7l9vm4/6OfCWk1a7U+7ICTPOVLt87B9S8eSyps1pYtgWEY+MvH15PZaacuexdPNLt25zIK23YFxVy9gxnal9X8LteULsbjU+8SJoIDTIE9aSSFYSQdW/OhRu0Y74wurj20I/Ne83MK8dtTHsFBvY/Gb07m+QfWw8ONkw+8xP49tt8JXNkNx96Hzm164MRhvPV1UJdR+OfFH+C2U/nQg9tO/Q/atmrv4SXycwpx/bF/xK9O+Cu3EYzsxdMRllawe7z7mzxmyDn272MHn8uVsd/TEEaZDji8wqkjLueu//aURzC8+6E4YsDpuGzcrfb17GbjQ3VDpdJjjJ3j3Kw8fPKbzfjw5nU4a9TV9vVYDDhq0Jn4xfH3oy3zDfZs3x8XHvJLDOw8EtcceRfX7j8u/gCnHngZ/nP5Z9z1s0Zda/c7vMdh9vXObflvnZ2PgV1G2sq8cQeczNVryyh3u7c7wBmzppV8X0EkiEYIDZxFNBVBdGGzINqmC9BLbKlpaTw57R5P0pWC3DZcfN1BvY8SZkl9ceaDQg1wl7Y98cilk/Ds1dM55qVDYWdMGPdbnDHySjx15VfcPYW5bXHtUXdhwuG/tTdYwLQcvfHzhfj9aY/h9Z8v4AQTlvD3aHcADu5ztP137w4DMX7AaciMZeLYIefiyvHixAWAuSFlMxbo7u36ceWDux5k/3YnxulJuKL+87Nf4653LkbCSJDEdeOOVXjm6z/aZwD2ZwQbC6wb3s6aUtz93mUwOFuPg4WbZ+Ge5vgxt2B95MAz7d9j+hyLIwY4ccmtXYzisG5jheONQCOGGO4840k8fdVXnICabmRlZOPRyydj+h3VuP103pp93dH3IjcrD1kZ2fjtKbxbX/t8nlnsUzyY+3tEj3H270P7ncgpHkb3dr4z3nJJIyMWwxEDTuO+URmOGHAa3r5xKZ668itcdzSfwZFlnk8efglX9tRVX+Gcg67D7ac97hJuY7ho7C9x6yn/QlcXg/30VV/jL+e9gZeum4MjBzrfRYbrGxo/4DTub/d3zVq2WVhCqo6LYSwGjOt/Msb1Pxms8H9Q76Nx37mvYsLht+GFn/Lx/K2yabfwM0ddjVMPvAxDu43BH3/yEidUDew8kqvLxk0D3ucb2+9E+3fH1t1wzZF3oV/HYbhq/O3ce+3bcahNQ4sLu+KmE72KsYSRsJO7iGKzaxqr8OCkX+DrFR+YY+0yylOnorYcM1d9it+++RNbgHQLT4DpelxRuwNPN1utRda8LRXrsKA5GdOB3Q/jyh6+dBJOGn4xfnvKI7jksFs89wJORtlTXQo4wIyVnbzoNfy4wTwCbnBXZ++3lB1rShfbQurBfY61y/sWD7Xf2QlDL8AoRpgqzDP36FlrPsPzMx4AAG5/tFBZtxPvzX0KS5uPzmL3rAFdRtrtZ2fmcAqP3sWDbDowrPtYXOp69osPvQlPX/WV5/o1R95lC9MTDr+NK7v7jGfw94vex38u/xxXurwmrj3qLkz69SY8cL43pliEE4aej89+W4KPbl6vVf+0EVfgxGEXYVCX0bjv3Fe5Pf/w/o57+C0n8u65fzn3Nfztwnfx+IQvceV4fsx/u/BdHNL3OFx22G/w82P5JEfv37Qab924BH/6CR+3Pbz7WLzw0+/w8KUfoz2jbGrlCh/o12kY97dF69q26oCzRl/NleVm5aFbUR/Z49vIiGXgd6c9itd+Ph/nHMQrtccPOBV/PvcVjOl7LHf9t6c8jLduXIKJv1rN8YaDuvAK/gOZfaNzm+54+Wdz8fAlH+PhS3lL/a9OeBD5OYUY2m0MLjqU9krb1xEJohFCQ0O545ITWBDdvgLY0uxeNOpsIGPPL9EZKyfhnblPAADaM8kzMjOy8N9rZmLCuN/id6f+B49N4GNA2Tg2wEuMKMRiGbj5pIfwh5+8gO6CTKcUuhb1xgWH3Ii+HfnspmP7HY8Jh9+Gcw66Dk9d9RUnLGdmZOGRSyfh27sb8NCF73JaZjeuO/pejuk6YdgFdluXHHoztyH0LR5ib1qDuoz2zI3l6vTt6sk2A3r3Wc8K+/1k4ct4pzkBSu8Og4RCrXX+V0O8Hve8d7ntjnbxobcI27Tc5G47hdceXzj2V/jr+W/hgfPfxH8u/4wT9lnBu3u7fvjjOeLMmxH2Xogs1McPOReTb92GL39XjosP5d02WVet7kV98Y+LP+DK/33Zp7jt1Edx79nP4+FLeRfYk4ZdhDNHXY2xfY/HPy/2JugIC307DsHBfY72JB954aff4+fH/hl/u/BdzuMCMF387zrzaZx/yA3aGRjzslvhpOEXceEBgMmw3Xjc/ehTPBgXjLkRf7uQz9A7qteR9u+RPcfj+mP/yJWzNKdX+wFSS5EKsRhwyoGX4uYT/yagg45laTQzJsD0bvnzua/gpevm4PSRfGz4ScMvsS0T/ToOw2MTPufKD2IUDucd/HN0ZCxFMcRw43H34a0bF+OXJzyADIblystuhTdvWIwXfvo9Jv5qlYeusRbdDoVd8KjL+mLh3R/MmLOi/GL846L3hXVufu0024vjxuPuR1uBYmRN6WI89dW9tsLv7NHexF3s2M45+GfctcP7n4K/nPc6Lj70JmS6rNqs9fecg67DhWO9ydsSRgL3TDStYlkZ2TiTUVjEXKzqqSMuR+9iRyFQ3LoL3rhhEZ69ejoeOP9Nbp9yJ7zKzWqFf10idlf/6yfmd5KTmcspVjsWdsXz136HG4+7Hy/89HvOBTw7Mwf/vWYmvrytDC9c+x1aE4nU3Di8/yn46JYNmPybrbjZpYTIzMjEMYPPxmEHnBhKhtSsjCztdgpyC/HA+W/g1et/xCkHXsqVHTvkXDx8ycd4/tpZHotsVmY2jhtyLsb2O97T19GDzsITV0zBr0/+h4fHaJ1XhH4dh/qgQ/m44vDfoSCnNcb2PR43n8DP3f3nvYaPbl6PT36zGd2L+hGtpAexGNCv41CPEqdHuwPw4AXv4JyDfoaHL52E3h0GcuWDux6EIwae7klAeOTA0/H17bvx0nVz0CEFuri3Y/86jCbCHkVjGK65S5nNdvS5dL0WwrerJ+Ou90xinBnLxBmjr8G8dWYsi2EYOKDTMNzscjG0MKbv8Zix+n0AJrN226mP4rUZ8+1yUWIg2XWATngguQWZsSzXRufErFl9URlYjxn8E0xf8RGOG3oeLj3sFtz4vJPIY1Dn0fj1ydtR07AbXYt64/rnnDinjFgmHrn0E9Q11aBVdoFnkzl5+GWYvPiJ5roZuPOMp3D26GsAOMlKrEdiM/L++uR/4tHPHKakoFnruGjzLJRXbcPv3jrPjh8a2XM8rjrydtz+hiMwZmZk2a5pEw6/DecfcgPXZ0YsAycMu0A4F+3yO+Hvl87FmtLFOGbwT9CUECcWYkG/Y+Wtwdsm14j3OjWOVIcXVrt+1zvVvqxfwwDJPB7a7wRccth32LxrDY4YeAayYnwsdmFeW1wkYKoBIDe7Fe49m018Iz5Sxj2WMK4DJvP/0+Z42xkrvMcECdsL8OYNmPHR1xzpPRYHAK44/HfYursfYojh0sNuQaXLM/Z3pz2GBz7+OTq27oaHLpqIcx924hzDnI+zRl+Dg/pkISOWgUsOuwXPTnWywsqeumtRL0z81Spsq9yAAzoN55RTADDh8N9ha2UftC/ohLNGX4O/fOi8Z9l8GoYpjA7vbnlWVHDlj1z2CZ795s9o26oDfnn8A+ha1NtzP4s/n/OKp44bF4+9CVcfcQce/cxJHpeTZa7pl779m31sTd/iITh2yLm4F47iZUDnEbb7711nPoP6xg7Qxcs/+wGfLnwVvYsHYXz/UzFnLe/CnZ2Zw2WivfrIO9G+lRM7l5GRiZzMXDQmGjC02yG44/QncNdb8+1ywzAFABE6te6Bvl2Ow5x1U9G+oBPuP+91jOg5DrLv8eoj78SslY7lzQAwrPshGNbdck+fwfUdi8WEXg+qvZxSugShvzTtS32fsBBDDEc0e0PEE7yXVxh7GtceOW7gphMftMMa5q71hgOIvgNyfkhaEoAWkvuSgeOHnofjh54HAHj+q6nKe8z7xMrTIHR6b0YkiEYIDU27HQ4ju608+yKJjc3HOsQygP5HhDCq4Hhn7pN4cNKN9kd/3TF/AJL9wApybrBE47ADTsLQ7n/Ad2s/x8Vjb2p2F5qf1jE74whW5sbfL5qIpkSjbfl0E8U2rdoJY5usulSW1F+d8Ff069QD2ys34sxRV+HAHod56vRs3x/VjU7c0zkH/QxHDDgNj37mKCu6tu2N+qSZCOOMh3vbrmc92/fHX85/A1kxnsT98+IPMWXpOxjZazwXJ0LB/bxDuh1sJ/bZVSOOY0onqHeXrlhPP82me2x+LQNhxdEM73Eohvcwk1vUN8rPa40hFhqT0FJnxaW7l4Lc1rZADACVtXwSsLNHX4PTRlzO0Bhvwh0ZdKcpJzMXNxz3Z8029elcq5x8XHuUE0MmW3d+3umoXkd4YtBYDOl6MNbtMMuvOfKuZjdlHgf1OQaLNpsZ6M8YeSV+c8q/EIvxI+zf6UCU1XzOxY7++uR/ImbwtPOZq77BxwtewoDOI3Bwn6Px4Y/eI3wotC/ohMvG/Zosv+vMZ/DXSTcghhiuOfIuXHnE7/Hu7LV2eSyWgddvWIh1ZctweP9TkJOVq9jjmMzFsQw8NuELbKvYgA6FXZCX7c1YzcY+Dus+FlcfeSe+W+k9J9Vpn+57X4Q87dB+9rAShPmsYfFg/wuIBNEIoSHBMOaZBbSLpxTlzZtP+54AcYZgS2DR5u/w0Ce/hAEDGbEM3HDsfbjqiNvx36/FxySIkBGL4WfH3IufHXOvuvJeDFHca6rIycohLSgWjh18Lj5aaKYtP2bwT/D7073nNPbrNAxLm5NCWkLoIX2Pw18veBttW7XHjipeWBw/4FSMH+A9fiFChAh7DumgMfs7fnfaY5i97r/o13GYx4XSwj1nPotFWz5G21YdcPSgs4SC8CF9j8MXyx61LZJnjroah/c/BbNW8eePFua1xcVpilM7Y+QVOPVAM67fbXG20LvDQI9Loy4yYhnSMJcrjvg9Xv/uZvTrOBQPXvAOOYYIESKEj+hrixAa4owgmlUoPidPCUsQLT5AXi+NqG2sxj3vXW7HLv7l/Dc92SojpB8jeo7DRYf9iJqG3Rjd+0jPWYKAeVbkCcP/hv9Ovw+tsgtw+bhbcclht5CuxhEiRIiwP6BdQQf84nj5Qff5OQXNIQ80urTtacY4LnkbfYoHcxmRWxJ7kmafMvxi/OK4nyLTRyxlhAgRwkEkiEYIDZwgGsQiahjO+aHtusvrpglW+vjNu9YAAC445BeRELoHMVhwnIwbV4y/DRMON8+SjJiICBEiRPCHod3GeJJQ/a8hK5M+EzJChAjpQySIRggNlmtuLDsLGdkBllZDDZBoPp8snz5MPZ149ps/Y/IiM4lF3+Ihnmx2EfZORAJohAgRIkSIECHCvoU9fzbGXoQ///nPZiB/LIZXXnmFrLd582ZcffXV6NatG/Ly8jBw4EDce++9qK9v+eQlexMsi2ggaygA1O50fhe0vCBasnsznp9uujq1bdUBf7/4feRl77k41QgRIkSIECFChAgR9ldEFtFmrFixAvfffz9isZg0bfPq1asxbtw4lJeXY/jw4TjyyCMxd+5c/OlPf8KUKVMwZcoU5Oaqj3XYHxFYEP3yYWDum3xyonxxhsJ04rlv7rfPl/z9aY8FTowQIUKECBEiRIgQIUIEOSKLKMy4wJ/97GcoKirCWWedJa171VVXoby8HDfddBMWLVqEN998EytWrMA555yDmTNn4oEHHmihUe99sFxzfWXMXfAR8PavgXXfASucs5Va2iK6tWI9Ppj3XwBmOnvqLMkIESJEiBAhQoQIESKkjkgQBfDss8/im2++wT/+8Q8UFRWR9WbPno2ZM2eiU6dO+NvfnNjBrKwsPPHEE8jOzsa///1vxOPys+b2VwSyiM56QXy9hQXRR764zT7+4+fH/kmYoTVChAgRIkSIECFChAjh4H+e296+fTt+97vf4fjjj8dll10mrTtp0iQAwJlnnulxv+3cuTOOPPJI7Nq1CzNmzEjbePdm+BZEDQNY3TxX3Q80/7NQTJ/5FSbKqrbitrfOw5Sl7wAAhnc/FEcPOrtF+o4QIUKECBEiRIgQ4X8V//OC6E033YS6ujo88cQTyroLFiwAABx00EHCcuv6woULwxvgPoREnRlfmZmvGSO7eztQVWr+HnoScPt3wFl/Bi57EugyOE2jdDB77RRc8NhQTFv2HgAgLzsfd5/5TJSBNUKECBEiRIgQIUKENON/OlnRxx9/jLfffht//OMfMWDAAGX9jRs3AgB69OghLLeub9iwQav/YcOGCa+vWbMGBxxwgFYbexOSDaZra0au5nlcOzc6vzseYCYrOv3uNIzMi+/XfombXz3Ndsc9sMdhuPvMZ3FAJ/E7sdAUT0rL6xqDuWXHk/J2hWNJ0PckJQm3JEWIJyWFABKS8kbJ3CQV7ZrjUtcBgPom/Tku3V2rXVeEmuY1LQI1XN3nCII0Ni3uT/MaQI+NWtp+54+6Tq11gxxpcKhalH13vvvy2Zbs25TRCuouWXuyMhVUt7b0GhdBh15RSEhouawsLnlHqnst6O4/68urlHUa4wlpuWyOVPuZbD1aqFPQedk6UX2HWvuR5GuXNR+E/svGQ9K3MGmNpIx6l7I5Dsp/UJDxFg2SdeqXToW5Z4RNP/cGupgu/M8KotXV1bjxxhsxcOBA/P73v9e+BwDy88VHehQUFAAAqqrURH5/RLJ5E8zI0RVENzm/2/VMw4jEKN29Bbe/fYEthN5w7H24+sg7lHGhdY1xPPzZAvvv7u0KufIf15dJ71+2ZSdZ9s3yrfbvjm1aOWOtpAUp9p4ubZ012dCUwPQV2+y/MzMcC69hGPhkgaMoKXJZr1+ZucL+3bltK66stLKWZHQMw8AXi533WVSQw5W/N3cN+RwW/vrRj8o6a0sr8eGP6+2/C/PotbZ5ZzXO+OckaXsLN5aTZYlkEu/MdsbdqQ0/H5MXbnTfAgBYVVJp/26dl2OPW4QV2yqE15dt3SW8vnlntfD6fOY5Mpot+k3EBr2JaaMg19wCqHW2UjC+dWW7hXUXb3bWdwaz5r5evsX+XVzouO3/sK5U2M7stc71Tm2cdf3d6hL7d7sCZ92ya70z845+WOd8j21bOetx9hqnHTc2Khj0iXPXkmXbKmrIsnWl4jnbUC6+3hRPoL7J+/4aBNcszF5LP9eXSzaTZVOYsg7M+5HRM/a76FZUwJXNU9DBt75fTZYlkwYWbtrhuU49t2EY5De0nlinsvYA81uQCUqfLxJ/99Z43mPWCEszDMPABz+us/9m1zAAvPrtSrJdAPj7J/Ol5QBwx1uzlHU++GEtdtU0KOv9c7K8v3cZmu5+lteYZ8nO5PdVwzDwwEc/SNuubWjC/R84dfoUt/a08dE8Zy6L8nO4svd/cMo6tPaGCrH7uAjJpIGP5q23/27t2me+Ymha23x+r5s039lfi1s7739NiXgPAIDPJGuK3a9ZLNzo/U4Ams+g9oOGpgSpBCmtrEVlbaOwbAZDd92Q0clPF4qfR0Y/Wd6C5XUA4FNifgBg1urt9u/2zBpdub3C/s3yELPXOHsPyxvN2yDmE5ZsFr8DAJjD7G+tcnhR69tVzrjY/mU0dy7TXvugRyTupdhnBdFzzjkHy5Yt83XPSy+9hLFjxwIA7rzzTmzatGmPHreyZMkS4XXKUrq3wxFENZfVrj0jiP77y9+hqr4CgCmEXnvUXcp7GuMJXPjoZxwB69HeYcAMw8DNL0+XtvHgx/OE18t21+FDZtPr3s5p92VGMGSxs7oe7zNMTa9iRyh+47tVXF3W1fjr5Vs5IacNw6DPXVvKbeAjexVz7Tz0iXj8gMn0b9nlbCR52c4aSCSTuPe92eS9ADB1yWbc/c730joAcMMLX3N/s0I2i4qaBpz04IdYywgAboYIAO546zuyr1dmruQsB+xcGYaBvxPzMWn+evv3gT07NF8Tb5Zvfr9KeJ1lSrsWmRvvph1iIWnplp0cs2AJolOXbhHWZ5me/p3bAgA+FQjVu2rqUStQPLACuMUUlO2uQ0Wtw9xab2XLzmpOCGIFnVdnOc84rLuZnCyeSHJKC4sBLdtdh2nLnOexmISKmgZM/MFheizl0M7qenzNKGpYZvHxLxd7nsnC/R/OJcviiST+MJFexw9Nor+PF2csF15/4zuxUPbZok3C6xTTlUwaeP4bp49D+nWyfzfGE3j2q6X23yN7dbB/ry6p4BhuVqh8YbrTXhbz7awtreTm3Hp3FmTfcVVdI/7yIS2EUEwq9dwLJIqkf02mhQ32G3Xjb5L3GE8kccsrdA6IGSu3cYI0y8x+sXgTtlU4Ch+WOV2xbRdemuHQ+rHM+wNMhdA9Cvo4belmPPKZPCxo044qXP3MVGkdAPhs4UZO4TeiZweufOW2Crz2rUO7Du7T0f69fOsuvM7sQYce0Jm79+N56zl66F4/AHDfB3O5vXZA5yKu/KN567GGoe2Wwg8w97hFzDto51K2Lt2yE7e/KRfY35mzGuVVzrnw7H62YEM55jOCSRum7wUbyjllwwGd2ti/n5xK052npop5wZr6Ju67Hte/i/37tVlixQXFM7DCHIsPmfG6IfuG2PXKorq+EU9McZ51cDfnKL4dVfUc/R3T11nnb8wS74XbK2o4/qhvR2dOm+IJPPu1Q9sGdS2yf1fUNODt2Q59PaCTudcZhoF35zh7zMAuRfbYZqx0hGt2v/8v0wcLSnm0YtsubNrhKHxzMjPt34s37eDWdj5DB56eJl4HTfEE15f7e9zXsc8KouvWrcOKFeIPgUJtrbkJzJ49G4899hgmTJiA4447Tvv+wsJCrh03ampMRrx169bC8v0dyQaTGc7Udc2tdLRCKOqWhhF58cP6rzF50WsAgGHdx+LqI+9Q3hNPJHH5E1/gYwnz8v4P6zgi5sa2ihrpxiHSSBoGz1yyeH3WKlKrz24CfspkGvCqukY8SWyWAE1AAeDdOWuwdIvYwme1feXTU5TuVJ8v2ojPCQadRTyRxEWPfeaxKroF0W+WbyW1zYZh4MGPaQvtt6u2c1rSvGxzo9m0owoLGE21JSeLGOlEMskxe5b1ZFdNPWelsrSflDD7MsEQiNZrSWUtx0TFmkVG0Ty4GRfDMAUeVpC1xkxZh6mNetX2Cs5imZdjzt93q7djZ7XXWsNaP1h88OM64XdAvdddNfWk8F9eVccJX268PHMFVm0XWzV2VteT30cyaXjatVzAWEbJ3ZcIrADI4uvlWzhLNbvWJ85di9LddfbfrFBJMcCbdlRx75+1ND89bSnpJvbd6u3k3APAY18uQlmVMxa3Nenfn4sFKVZBxuKVmeL1VVPfJH2XlGKgur4Rz3wlZjoB4NmvlpLeCoCcDsoUIH//ZD5H/9x5Cn7z2gyplTaRlAvIFm584RulNTSeSOI3r/FtudMm/OXDH8jx/ueLRdz6YO9tiidw2xvfcm1luJSJG8urpAKQYRj4g0Sx+aRkjzMMAze9PF05l3+cOIcsf0ryjqk9tK4xjue+ERtOtu6qIXmLN75bhd11jJKxea6SScOjcAbM56M8Dl4X1Jddr2uM4+mvxM9aXd+Id+aI+3nt21WoqndCWrKY9/v8N8s45WZWplP2GiGIvjB9OWmx/eDHdSipZGhbhkPbXpu1UuhVsmjTDmxkhERrfVJKsK27avDpAu+eZxgGqUh87mvaSEbtE9X1jZwnAYvPFm3iaPj+lsZknxVE58+fH/jeTz75BMlkEosWLcIxxxzDlS1fbm5Q999/P5599lmccsopuP322wEAvXr1wrx587B5s9jNybreu3fvwGPbV2EkEjCaiYW2a249w9TlF4U/KBd21pTi7vcutf++7ZR/K91xk0kDP312Gt5udkXr27GNxzVRJbQA5uZIbX4vEUzRD+vKsIRws6E2mx/Xl+F7wvWwtLKWdJkpqazl3O3ceGXmSlTXi+Mld9c1kkK2YRj4h8Kl7N73Ztsupwf27MBpsy0kkwZ+52JgKNzyygxbYB3TtxO6tyvgtNQW7nybtoZ+tWyLlOGkBHoRE17XGOeseRa+X12CHdX1nuuTF24UxpBQguj7gmczDENYf4rARbMpnhC6homEy/kby7mN3wLFSFGCE6WFp56RFdh12mGtfCxen7VKyJwAJpNExSIlk/Jv/Lmvl5Fu618v34INApff7RU1nDBuoa4xLhx/Ipkk54dSWAH0Wq1vjJP3vTtnrVDYbGhKSJksmUWuKZ7Af75YRJav2LZLqGhKJJOYtGC957rb1ZXFa7NWcgw8i9LKWnyyQKw4eXkGfV88kcRfJWugoqaBpKGbdlSRa7K8qo4LiXDj62VbyPdu4aUZK4QuzSwmL9xgf6ftCnJJgfTpaUukisNNO6rwyre0NYzazwDTA4BypbZw59vfkd8oAExbuoV0lSytrOVco934aN56IQ1k8cEP68jnr65vJN9V2e46oXAImIpIkYINMOkOFTP4BGFFnb22hBOmLCzZvJOzFFtoiifw8TzvGqptaCKViG99v5oc80fz1qOmwUvvDMMgLb+GYZCC7Zad1ZzrKQvK8grQQh0A/JegU9S39DHxfb727UqhknzZ1l3CMJVk0sArhEAp+z7em7uWE+BZUIrJ/QX/01lz58+fj6+//pr7r6TEZOKXL1+Or7/+2hZMAWDkyJEAgB9/FG9G1vURI0akeeR7H5LMxqHtmlvXLIjm5AOZmsJrQCSNJO5+91KUVZnuehPG/RbDexwqvccwDPz61Rm29rxH+0JMuf1sj7//zJXbbOGvW7sCTzsNTQmSYK4r3c1Z0FhQTPzO6nrMXCW2vr5KMAhm2UpSGH7+m2VkmWEYeHwKzUC+PmulcFMCgFmrtnMxf26sL9uNR5uZ0wM6tcG95xwirPfunDX2PJ18YC+yvSenLMZjX5rt9WhfiA9/cxryc73r8fvV2zFTYsGWbXBlu+tIS5aIkZ69pkTIWFHCGyWEfLNiq+f6im27sFwgMC8nNkk2NsXCnLWlwjig6YIYoKkCJi6ZNIRuX9srakilCMWUTyIE+c8F7dc3xoUCdFM8QTJXbxOCgmEYeHoabQn7fPFGkoFOJg08LrHCUMwpNcYvF28SCrWzVm0XKi4a4wlSIFu+dRfnosxi0oINwvYA2gL9xeJNnEWTxbaKGrwzh1Zmvf/DOs59343HCCF19ppSzk3SwoptFVhNxN3JmNc3v19NWlieJVzwAJMGWQoFd8wiIFdyvDh9Benx8fw3y6SCFyv8XjrOm1QxmXRiLgtys/DTY4Z66hiGgd+/YbqjZmbE8OiEI4V9VdQ04P/eNa2NbfNz0FvwnI9/uZgUnN6dQzPThmHgX80Ww9zsTOEcLthQbntRHHpAZ09cPgD850vJXvTdKuk+dt8Hput9VmYGfnasd54A2ioPmMIZ9XwyRda7xHdhej2JBablW3cJFVUArYCj6MD0Fdu40AkLXy7ZTCrQnpV4BlBC27Ktu0glwYyV20iPEsqLYsW2XaRCeOW2ClKpsHjTDjLeUrTHNMUTmEzE6VKKDWoO5q4rxVaCzr367Upy/VBGgvrGuNTLZH/A/6Qg+oc//AGGYQj/u/LKKwEAL7/8MgzDwAsvvGDfd/rppwMAPvroIzQ08B91SUkJpk+fjnbt2mH8+PEt9ix7C5JMdlHtrLmWINqqbRpGxOOt2f/B7HVTAAAH9T4KvzjhAeU9//58ob0pdWrTCl/efhb6MjEf1lb8IsP0/PbUUU55c4W3vl9tu1WwgqphAO8LhE3rPtFmYximdtXNCBiGFfsgas+s+66A0FkughYD2b4w1477s8Yxf0O5nYiGjfew7hW5X1p9sm5MrABptf3ARz/YTOHfLxmPVtmZnjYMw8CDk0xmLDszgxNWWd5u6Zad+PWrpktZQW4WPvrNaejKxLyxM8YyG78+ZSTXZ019ky0osbFa1nhen7XSZjgsFxmjudytIDAMPmGCMxZDGJeZTBoeAcWAgaVbdnksNQbEm6EBcXIaA8B3a7a7rhlC4bRsd52QyXc/iwFg2dadHuuKAVPz7Oa9DZjusW43dsMwrRlua7hhGPh21TYPs2TAwPQV2zwKEAMGflhf5p0rw4wB+kYglBkwsGBjuf28A7q0Ze4zH+CxL0xBMxYDjh3SnSuftXq7LfSz8ZeGYSCRTJJupSJB1DDEzKRhiK3ZBgxMXbpZ+LyAuVZFbQHAewLm2IApjHzjUkJYr1HELFl04LVvV9rf8pmj+3jutYS8rMwMHDGwKzeW2gaxK60Bg3xuIX2Ege0VNfZ3yLohW+MUeZMYhoG1pZU289qjfSFTZv5rudbmZGXgVyeN4O4FYLsq8snhwJVlxGKe+yz3vnYFufbas8oWb9phr5MzR/fBCCZu32r704UbbAb/+uOGcclcrLn/fNEm22J67dFDMKxHe087APCPT+fbyol7zh6Djq1bcXVYd82+HdugZ4dCbrxWfHdWZobn3pkrt9lCyhXjB3EujhbYGO2HLjmcoa9mnc07q/FB8/fExkFb5db65Oa5+d9pS7dgTrNSdML4gVzcqTWEBRvKbcXN0YO7MeXW2hF9M2bZm98779FaAwZMRfTHAiucYZh7q8iCaRiG+FtrHoeYRhhCgcUwgA8FiiWLlxBd37rL+YasHAVWWTyRFO5d9JjNf98T8ibmvyLFpGHAftfufgCxJ5n1LkSCvwEDu2rqMcu13xmGmSDPrYw1YGBbRY13z2wes8iyaoB4N83jEoUSGDDpnygvgGGYe7nbG21/y6D7PymIBsXYsWMxfvx4lJaWcpl24/E4brzxRjQ1NeGmm25CdnZ6rXt7I5KNjCDq1yKaZkG0pqEKz3z9RwBAm7x2uO/c15CVIR/jx/PWc0LN5NvOxKCuphDGuuc3xhM20RvduxgjenmDyK1A99zsTFzn0lZbBNid/XV92W5b+GMTvABOIpMMV6DAvA3ltsaeZQQB0zr1bfPGctpI3nV8fdluW/N69kF9kZPFkwXW+nf54QO5si07q22h4rih3bmyusa4vTEdekBnjkkHTMHAYj5H9uqAsw/uKzzDddrSLfb4Lh8/kEsSZcEwDFzzzFTbsvDU1cdgVG8zgYa7xYqaBlvwPmJgVxzEJNoATMbOEnwuOsxrgbDuLcjNwnljnGOW1pXtFrqtigTRytpGYaKVJVu8Qh0A+925QVm7RNbe2oa40Pr+rWB83wksmQYM4bPMXOm9BkBowQVMgUpkUREJxLL2Z6wUt09lc/xkwQbbKjW0ezuujFXgXDC2P1e2s7re1paffGAvO8GTBfb7uMz1fcxYsc1WQrGeFIYBTBe8IwMGmaiIikFnBd1clyLnrWYLcNeifC7BRWPcYY7ZBCgAMHXpZqHFMJFM2gzt6N7FnuyV1nfRplUOfnJwX66svKrOFihPG9nL4zny8fz1tqXg6qP4M6Qp748pS8XWkPd/WGczaueN6ceVsfTKnQmVdau98FD++LRNO6rs9XzOwf045hwwaZn1LZ4ygvfYWFNSaX937nlZXVJhC7/njunHJcUBeMvuraeO8tAyAHj0c9NCmBGL4ZcnjBDGj1mxi7EY8NvTRtux4SwqahpsBV3PDoX45Ynetj6et95217zx+OHIZCpU1zfaa/e4od3RvpDOCvyrk0Z4aP2q7RX2Gjp6cDccOaibZ5xvf7/a/oZvPH44V1ZeVWd7cbj3OIBXit522mjhPD3GWFtvPnkkV7arpt5ec0cO6sqVsUqMnxzcF7lZznc4a/V2W1HkXvcs7TjElaDKssS1L8zllGNrSyuFrsN1jXFb0HaDst5RNGXiXMc1300PZ63eTrp1W2PuUJjHJSIyDMP28DqgUxsuQVVTPEFaNi1hr21+joe2WYJ/93YFnoRY1jg6tWnFxct/u2q70DOBmodPBMpUwJxr0V4I0HMt45WmMJZpN78ny0C8vyASRH3i+eefR4cOHfDII49gxIgRuPjiizFo0CC89957OPzww3HHHerkN/sjkozFgowRTSaBV38O3DsEmPViiwmib83+DyrrTKHu2qPuQac23aX1l2/dhUsf/xyGYW7ub/ziZIx2CSsWpizZbBPlSwRuUxvKd9sMytkH9UUxk0q+IZ6widlxQ7tzmnSWMJ8+it9ULcZsRK8OHHM7ZYnDwJ51EM/wfDRvvU1Qz3ExZ6yL6LljeAaMTX7Qs0OhkOBb7V54KL9hfbpgg81ciubmje9W2ZbFW08dLRRCAZ45uO200cI6781da7uBXjD2AFw2fpCwHmBqh61+3Uwv4Gg0YzGTOWSxraLG3kzOGNWHm39KYGKPHbHw/ZoS4QZHCVEiIS2ZdCyw7qN2RMLlvA1lHgHDMMRCrsildmN5NZf1UzY2wBGGh3TjhT5202e/B6odq747Q7J1vSg/lyujBJevmDhdt7BgWde6FuV71vj7P6y15829jg3DYXoGdGlrZ0m2wLrXn3eIs5Y27awWum9t3FFtx0uzgmM8mSQZH4tWDOnWjsvSuWyr47Z9/iEHcHP03eoSmzl2C0fs/LEM48KNO2wX2bNd9GXzzmp7nZ91UB+OEQdM4dBSPrgZW8CxCmbEYrjoUGeOk4ZY+RFPOJb8YtfxHJYbd05WBk51CSSspcQ9DsvK0zY/B8cP5c8Kf5NJSiKiZR/PX28/3zkH8zSDzdB73iE8fWUtPu7xJJJJO/a+b8c2OIqx0Fkoray13eJPH9Wb89ixsGVntV3nrNF9MaA5S6gbj36x0F4Tt59xEMf4W7DczDNiMVw+nle6fLVsq504zD0H8UTSFjKH92jv+U4AM6bPool3nnWwcIxWG63zsj3vdvLCjbaQcc4Yfn1W1jbY3/hRg7phiCBTb0NTAm81C4ajehdjXH93tt8NNh1wv0fWone+q4z1wnCvKyv23S1M7axpwA/rTaHytJG9OWGKVT6yWWJnry213ZJZT4DNO6ttqyvr6ryzpt5WdrMeAIDjKpuXnemhlWz4yeEDHCXWjup6Wxg/Y1QfLhHR0i07bSX5OWP6cUqAeRvK7QRG7DFADU0JfN98JNVxQ3twczB/g+PBcuGh/Tml/Iby3bb1/ycH9+XoHrW/UtetuY7FeAv5HGau2b53VtfbfZ8wjH/XrIuvm1dijwNilSiGYdj0bGSvDh5at78gEkR9YsCAAZg3bx6uuuoqlJWVYeLEicjIyMA999yzR4+C2dNI6LjmLvoY+OYpYPty4MVrgK3NGso0CqLVDbvxyqy/AwA6FHTGeWOul9bfXdeIcx751BagHrrkcJzhsi6ymMpo5X/i2nwBcCnuJ7iEox/Xl9kWvCMH8kwGy6wfOcgp215Zax9JMn4Ar5X9Zrl5T6ucLE/6f4sJz4jFPBvL18tMYpudmeHR1C1mkh+cf8gBHiusFaOXl52JU0f0FpYBYubTcq1pnZftEfgs7Kyutzf544Z2FzIQhmHgz++bWQ5zsjLw0CWHC9uy8Pb3jvuY+50ZMC2wAHBQn47CM8ssZun8sTzDIUq2UFZVx2W7s8BaLPsxzKMlBGTEYhjOuM/NF8TdrNhWYVsnjmDWz+ad1XbqeDbGiz3n08L2ylqhFXeJoC6VDMU6v5Ld8LdX1NrrxnLDtGCt7Z4dCtGTYYAs4blz21Z2FuKkYWZiBXjLXTxh2ILP+IFduHVpCS7uFPdWv0O7t0NxIcOQVTfYz3bKiF6eNW4pJnKyMnDWaLdFq9Ke67MP6uux4Hy52KQPfTu2wdBuzvtk3cNG93bcLVmGiJ23RZt22G7I7LrYVlFrM2THDOG/XZY2uRVTHHPsYpgshUr3dgXo1cF5P9MZC7e7L/ZsTbcyC3BiTnOyMjzeGrUNTTbje9zQ7pxSZdmWXbbL3EBGgFq0aYftrsbSQcNwnm1sv84eTxNL2MzPycKpIx06WN/kKAWPHtwNOS5B2hpfm1Y5OMVF5wBH2MzMiHn2C8vNOTszg2NmAVN4A0z66Z7TOWtL7ZjaS8cNECrq3pmzxha+Lh030FMOmMKjRbOuPNKreANMQdGKi+9alI9rjhriqVNV12jH1x07tDu6uM6PZdfHCcP5NfXtqu22EoNVNFhIJJN2QpY+xa1xwjDvcW5bd9XYyoczR/exaYQFdk2fOJy//8Mf19t77YQjxErKyQs32Gvt8sMHeubb+p5iMa/HkbW/5mRl4FiXsGmdo1yUn4sDezrfbllVnZ2M0E13Zq7cZr+zY13rgqUR7NqnaAcb638Uw0vMWuUoG1kLbyJp2LRy/MCuKHDxc1ZZu4JcjsbOZGjasS4+gh2D+92weyE77rnrSm3FhnsPYXkLt1KAFdTd36o1dtZSasDAt6vN627vKGtNj+xVzGX4psY8k+DbAGf95GRleHgwa366tytA347Onr2ubLetmHTT6f0JkSDqwgsvvADDMHD55ZeTdXr27Innn38e27ZtQ0NDA1atWoU//elPyMvbP7UVOtByzV36hfPbYCwzaRRE3/z+UdsaesX43yMvO5+sm0wauPKpL20rwqXjBnDxgyJY2VC7tyvwuOwBjrWxfWEuTj6QJ8CssHnEIDGzPrxHe05LyFqvWG1k0nA2j8MHdOEYKcNwiPNBfTq6zsN0XCgP6dcJ+a5Nh7XMnjGqD1cWTxj25n/EwK6eJE7WOZbDurf3uCSV7q6zkxj95OB+KMgTKy/e/G61rXmkmKg5a0tt17erjhyM3sVeq4CF+sY4vlzCuo/x3+y6st028+dmGgGHcYzF4GGWFjcfbt25bSt702JdqNj3+GOzYNk6L5sTUCxh9sCe7e2z8eIJAyuazx1jBQP2wGx2LbAuv4cw7lGipA9LmazM7Pm1Vl1WuFy61alrvevGeMI+E20UI1BRY6tpaLKFanYDNwwDC5vHfUjfzjYTuKG8ylYKsa5eK7dX2Fr0ww5w2i/bXWcL1gf3dZiK0t119jjdDAL7HR49mGegEknD/nbGD+iKIuYdAg6TCXiFs9LdDqN53NDunBWAtTgfxgjYbDzSeGZ+WCUA68LHMv9ud8GvGAUT+w4AYHqzW3PrvGzuvOC6xjh+aLZqjB/YlWPGWYFqrMtqzFoOjhnCz28imbSVZIcP6Iq2rnMdp6/YZjOcZ7uss4uYA+PHMO+Ttfiz62jZ1l12jKPbgtgYT9rzdeSgbhy9mr22xB7DMa41UN+UsPs7Zkg3j6WQpa9j+3XmvnPDMOw+xx7QmeszkTRs2nv4gC6edi0lBuBVJFiw3Inzc7I8wpEFy6OlKD9X6LIKmNZEy0L/s2OHIU+wh3+1bIs9R26rH+DsI13a5ttnNlqYtpT28AHMhFRW/xOOGOQ50gXg9yKR0tfqf0i3dnZ8qgXLIhyLea21FiyrfCwmDsmw3vGBPTpw7pNJw7AFiUMF75hVmGUyx4uwgrOb7nDC42AxvRrWvT3n/jxvg/ndtsrJ4gREXqntfCvzmX2CtcYu2FhuW8bde2BjPGErBo8Y2JUTnmW0yCrLiMU8oQCWAJuTlcHR+BmEsAc4fFdhXrZH6W4p1t3jSCQNm7YdPqCLTY8376yxFbrsPGzZWWOfI36kq39LIZKfk8WFHH1DzEGS2UfG9e+CVowLfnV9k21JPsJDc+k1sj8hEkQjhAIt19xN88TXBx2bhhEB9U11eHXWPwAAHQq74LwxP5fWv++DuXa81cheHfDMtceS7qIAUFXXhHnrTWJ+7NDunrqVtY02w3nCsJ7IdmnZLYEhKzMDo3s7TFZZlZMoxk2A2Yx0LNFcU1JpZ8VzM50y4WpNaaVtsXMz6ICjxcvNzvS0+8P6UltIcGtAN++ssZ/BbWUFYAuDgNdNkoUVk5aXnUlaTV9kkpxcf9xwYR0Ls9eW2prxUwTZd2XMgQFH8BjZq9gjlFhCB+vOyGYYZV1ULQFwWI/2sHiThnjCnrMRPR3hYG3ZbpsBHMq0zVotWcaDPfKHtZ5ZbRe3zrMFTPYIALZtay2xY7YsfxmxGAY2xyyt3F5huySyz80KuGyClUWbdtj1D2PW76ad1fZaYq0G7LOwCVaoZ+TqM+NhhfPDXEIUy/Ac5foGFmwst60kbkETcBiFWEzkoeCsJbdVwxpnces8LubZslp3a1fAWQb553Xe9Y/rnediv08zmZMjALEKJsMwbLo0bkAXzo1v6Zadtvuhm8GzlCQH9+3oUTpZTNbIXsVoV8ArdxZu3GGvp2MEyh1WwHArd6j3zya1Yq0YbIzceBe9mrO21LYqHz+Mfx/fr3Huc9PBWau329/fsUO8VokV2ypsGuqmr2vLdjv01UXLl2zZyTD8NI1sm5/DKVUs1DQ02R4UJw7vKVTm7appsJVCp4/qLXS3BfhYRVG4AsDH5J7kUqo2xpN2HP+Rg7p69kJLcGhXkMspPiywFnVKoJ62zOnfvd+U7q6zs1q7BTcz4Ys5lwf16YgOAvfGRDJpW9nG9e/icVXdvLPGTkjmbn/ltkpH+THIu79aCjNWKQjw1jP3urG+tU5tWnFCfU1Dk61Qc4cQWLRjSLd2nFusJXD26lCILkxss6U4zc7MwABGic7mB3B/C6wXl5s3sb69Lm3z0bcjrwy2BLfRfYrRmlGEA45HzUF9OnJWbks4y8nK4LxGmhJJ2/p75MCuHr6KVeIXMwqJdWW77ThMdg0uZpRd7F7CK//4ubaE/oP7dkQ2k1PDoscdW/PvbfFmJ/eDey+Yv6Hc3hPHu+aUDfdxz/f+hEgQjRAK2Ky5mZRrbkXzRlLcF2jdvLEefQNwpNxdNii+WfEhdteblp3Lx92KvGxvKnjAZMz++tEPuLf5kOwOhXmYePNpHuugG4s377Ddosa6CBVgCi0WgXG7owAOkzWgc1uOQWBdKA92bV4Wg5+fk8UR+8WEUALwLqNuQrdok3OfO1lC0nA09uMHdPFoyVmrjpuRYlOnu/sEHGsp4I2lsFDflLAZ3GOGdEdhXo6nDpspcHC3dh7XGjfYOEGRYMGO26253bSj2hbc3IxDQ1PCtsQNE7gPA7xQZ21KbN3K2kZ7vbDJdNi4Tva6JeS2aZXDWTOtcWTEYnaCLRasBZa73l1QV/AsB3RuY8cAsnGubF2L+c7McIRWgBao2OM52Dlhs8Gy19n4SlZAYQVr9jr7fbD9Ao6Q2qEwD30YtyiAdzcTWcgt6+7Qbu09iglWaTTOJRRZSgF3/KwVRzXUdd1SAhTl53KJciwmqk2rHPTq4Iy9pNJxCT/0AP673ryzxhauWQUYQL+fqrpGe2xu+lK2u84uEzFLrFbf7bbIlndrV8DFvAGwLRX5OVnow3g6WPPXs0Mh5+HBMpWjXM/GKhzcAqV1n9slHuCFW1Gc5nQmadbRLmswu+7ctIkVpse4BM140lEWHD24G2dJs/tdsc2OdRftL4CpSLS+UapO0jBsIWxM306kR4lFs/sUt0Y/l8VzVUmF7bniXlPxZNJ+lqMGdRNaO79oVka0K8glabhl4T+wZwdOwAD4b82taFpdUmnHtrtjNC38uL7cpsmi48EswQPwKnoXbmI8UFx7KEd3XN+NJeh0bN0KvVxH2Vjr8cCeHTihnvVqca/T7ZW1wuuWwtIdl2vR3MHd2iE7k+U/mG/IpTT4YT09D9azjujFj7mqvtG2LB7sere76xpt2uZWUCxtftbBXdtxwuaKbY43jJu3qG2IY1VJBQDFu2DmiN17WJpHzXVFbYOt2HfvJdbcmXPgXOesz67Y48VbWJrFz4HlEdKvUxuP99b+hEgQjRAKlK65ySRQ0bxh9zsc+PMq4IGNwKWPA4JNNgx8svBlAEBmLBOnjZggrJNMGrjp5em4463vAJjawbd+ebIw6YMb65lD6kXJF1ii7XZVARwm3i24bGDbdW0qlkZ/SPd23IZey1ik3cRxEUOA3Zlr2bMm3RvYurLdNsN6+ADv+BcyGVjd7bIMrZtxBRyBb0CXtujkisO0MGOlc2wHdXboyu0V9ns4VWJZtWBZiYryc4UZji3C36VtPjq6zrBbQLgyuTGsh1d4a1eQ68mGB4gFPdn1IQIhcmj3dkLLff/ObT1xVAA8zD5gCgGtBYL+AYLvYFAXr8AKeIUnawxs4hr2nD2R4AuI5y8zIyYcd152Jhdjy4/HacdSGMViXuHPEmqG92jvmUd2jYsY5OXNVhjR929ZLgrzsjkhihsj8Z5Fc2CPkYlDtawT7rGz3/WBLnrAWundtId9P+wY2LPvZPTFzbgCsN3mYzGvwJVIJm2BbGy/TqQHypDu7Tyxu4BXqWKNs11BriezLeuB4v72LTo3oEtbj8LNGl9mRkyoZKK8VADY8V2Al76yZ6q618/qkkr73R7ch2eoLUxjlGrumEy7DqPwo2LMFmwst5VXlHdKXVPcFmjcYSQAuCRm7ufknkVg2Y0nDVtZSgndZbvrHIukwHOHFZ5GuNbg/I3OPkzRbdZDRySws0KM+3tilV/ub6OBOR/WfZ/1/lkPEAuieHCA/z7dfVlwr1GL9lEKUvd1SzDr2aHQo1yTzbOlNHSPmVMOuvpihT13mTV3blrI8hZu4XV9eZXNV7nnmz0CRTQXGbEYBgv2mIxYjDu2rolQDAMOPXa3zx6Fxno7AY6yTXSfJaS7n2V/QySIRggFStfc6nIg0UwIirqbcaHtxRraMLCjugSzVk8GAIzrfwo6FHo3IOvIj/80H6TeOi8bn/z2DBwXIChcRCgsV6GC3Cxh/KgFiukEJIwqcT0nK8PTlyXMFeRmkQxxbnamJ65nLXO+mVvQBBzh94BObYTWSqtdUZZGS9gWMa4W2GyZFBM1i8lIS1lWLRiGYTONY/p2FDI89iYmECxYxYNIuLYgetc9Xa5eFkQbn3ldLKT1dVnsAK9gZYFN+c9CdEg9G3vKomd7vbqxGDiLnAXqOdoX5qIzoYBgz/dzxlHoycQKmHMteo9d2uZ7mCjATBpExSOL3rkltPXt2MbjUgY41moRM2m326OD0AoE0O+OsloPJuq7mT+uf8lape5zW9ll97BnvIr6sgSIAZ2LPF4mNQ1xm46IXDYt9O8kXsuUMkOkVLAsXkO6tfMkI7LHL6DjFuM5uGs7oWurlVOgR/tCj1uyBRFdttA2P8fjCsp6AohoLwD80Cy8dSjM4xI5cXWaFX69OhR6+rDAeraIwigAYNX2SlugkdFswCsgsRYnEd1cua3CFjoooXsBYz0e3dvbv0W3M2IxzzfFJmOj1piVr6BVTpbHkgY4wlx2ZgYGEjTb7aXEIjc7Ewd0FpdRAqWqjOIbqLVAtUXtE8MFPIYlIPdyeSJw4yJ4E0DO6+gKyixk+zD1vNmZ4m+xZ4dCYWz0AZ3beEIRVGOj6Gr7Qq+CzELXonzS6imj7/sDIkE0QihIqrLm1jKJUgrlG1kY+Gzx60gY5uZGWUP//P5cvNicubVz21b45u5zcALhviRDl7b5wrgTCyN6FguZZQsDCAald3FrIfML0JtN/85tuZgvFsO6tycZ4sFdi8j7ADmT6NaMshjarZ20XbcrCgvL7TEvO5Nk2FnLz5i+YibGQn1Two7lkT0PIBcssjMzyPkHxAJZT0LQE9U1r3vrdyjMQ75AydObaIO6LhoLNQ5RXdG1Lm3zPefPAvC4uloY1EVsxe1QmCcUFKnxiYRq2XWRkGshKMMDqJhJul238scCZeWlFAbUeozFaGUWQAu2A7sUkdZJ6p5YLLU5lH2T1Pun5o9SgJj90OOgng2A0IOCK5c838AuRZ5YNgtDu3mFZr5d8bxYlqbRvYvJ+y2Fn9tdloXMfVgE2XtqlZNFfnuAWFHBnutI7QesZVG2Z/Tv3JYUGlrnZZOCoqVMGNWrWLpfDepaRCox3F5KLHp3aE3yALJvRuQFAphKZUqgIWkfpZgkvi0Z3ZDRO9m3F0RIpWhb2/wccl+VtdenY2vht0jNA6UEk41NFBIDAMO7d6C9PiS0RybA7w+IBNEIoUDpmlvvCAxopXZ7TRWTFrwEACjIbYOjBp3lKf9k/no7JrRdQS6+vuscT0yRLiim0YKKgelJEMB+xKYJyAQYmgmQMVnumB8WrXKySIYPoK16gNg6yELH5WSkgjkATGsE5eIrguqd9O9URJYN7taOZCqtsbhBWURFdTu2biXUzFKbru/rmuPLiMWEzI6oLinIEs/td8y9iv0J8n77BWihBqAtbxZkignZN+BnXQD+v/tuRQUkY965bSuyjJqn7MwMdG4j/s56ti8krc2AWqsvY1Kp9+9XwQPIGT6ZEEUpDC3ILM+UAGSW0X22yskilTkWdIRHkRXRjX6d2ngyGosgE0R7F7cmhbFWObRHjtO2nC5T7tEWZN+hmRiOFvgB9VxSZ7AC8v1atq5ka4P0VOnQmhRo/NJEv0o+ABjcrYgso+5rlZNFesG0zsvmzjjlxyced//Obck5yMvOJAV1kob6pDFZmRlc8ie+D/E9lFUcCL5G9gdEgmiEUMC75gqYmzpGEM1L70e1qmQhVmw3M/SeOPRCT5Kist11uObZqQDMje29m08lNVg6kDE9gDjOjoXfDQKQMWA0oy0jdNQYAJNRkm3gsnZlZYBaiAfkGnALKmuLGyoBuDexKQHy99mpjZi5F72vwrxs7mwyWV0gPKFF18rZrV0BsgRafJHihFp39Nj8Xae/EX+Cq2ydU/cAakZA2m6A79j38/oU7JXjkqw10uqj+NYPUAhyMtrlm7mWvEuZMCR7j6rnC6JwAOTvoVeHQqm1FNCjfTIh2YLK5RYwXbbdsfMs5M9Jrx3AFFQoemGhd3FroZKO7YOCSggG1IKwrH35t+af7mTEYuhWJHaPp+Y5PyeLO9LFglRoCkArKeuhrJ+e7em13EsmWBPfnfy7kQnq/p5XFJ4CmMediazcsRjIsAbVmCnI3sX+gEgQjRAKEqxrrihGtAUtou/OfdL+fcaoq7gywzDws+em2XEj95w9Rpg91Q9URELFwLjP2LQgY6b8Ek1AzfBQoDYdu1zyfCohXTU3gFzLbUEl7LuhEoCDCtfU83Zv553fHsTGzB7nwYJ+5/6EE2osblAaZdEmSzGQfsdMrV/6eupCuKotWXsA7U7s3Ctut1VOFnfmpIV2Bblke/Rz+WfWZM/rd02p+lKVd2mbLxUwfFvWAwqUQRV5qnuDKgRUcwrIvVksyKz9FmTWPgupzIHOvSqhu4+qjYDv1oLKgyfouwryHXYtyic9b2gFjFgA61aUT7oGy9qiQHtg0P0E+T5kHhhyWuSfn/G7Z9DvrYB8b9I5INqTCff7CyJBNEIo4FxzRTGi9U6iF+SqN9eg2FaxwXbL7d/pQIzseThX/uL05fZZoWP7dcJdZ49JuU+ZwAjIBbnObVuRZ7vJNi/S0iQZS1BGSc1ABNv82xfmkkmOWOi4pfTx4bpSlJ+rdEGjGHtA/j4pIbJYEENMaU17CARFAKRbU3diLYgUHK3zsoUW22JBkgTRNQBCiwjlVkUKqMQcyhI5iEApcai5pTb7DoV50uOaggovAM3QURYCmRAlet6szAzuzFHdsQWy1AZk/gC5l4GKxojef152pjATtTmWYIqkoAKjqt0gc61q04LKdVe7HY06KqVkUGUOoDfGdArCgHqvCSJIAPQ7ltEdqdKMKOtGWSOJuW/TKofuX+o94k8hZpb5px3d2xWQVvTAgj/RF+3KG54SLMiYKcvr/oT9++kitBiaKpxU9FmizIEtYBGNJ5pw93uXoa7JHMslh93CMXoby6tw08vTAZguLK/ccKIy9lAHKouoTEiiXG9k7Ra3ziOFV1l7cq1scPfaoMyuiqmxoMMg6dSx6yoYt7b5OWRGQECuKe7YWiwQtBd8E5TwRl0XMd152ZnkWEX1KcZdWFcgPGdlZqC1wFpHtUs9C8UwiQR2aixmfXH71HVKcJUxSUAwJhMwXf/9CteU9js/J0uoROgawNoB0EoTQCbgB/vWZW6G5r3y+Rdlk+xaVEBa0ChFRFZmBjnvbVrlSBVjKrfRIIpDQO3OKkNudiZpMbLQNj9HmEHajTAE2pQUFRr7gcq9NhXX6syMmPIdB6UDtKKO/iZk3xr1LVF0uCuhxKTq52RlkLQYkAuOFOQeGIQQFvC7kb0LSqFLzh0x19SzSudAMi6/nlD7EyJBNEIoqN3oHPqd30uQvbR0lfO7VVFaxvDIF7dhwaaZAIDD+5+Ks0ZdzZX/5rWZ9jlz/7h0vJYrkg46SRiBnKwMchMCaIbZbFdcRgk7Znv05kExlwBIiwogJ4St87KlzBtF9AE1829Bh0HyE8yvYniojceCjKHyJehRdSlhzEcbWZkZQgGVSg8vui4SntsX5JLZbt3Iz8ki3S2pde9n/sK83kWyTmWusoB8vRS3ziOFRL9zQH3blOUakNMmWawfaQ2X0BdKwLPKZAm+ZEx367xsYaZSap4Kcul117lNK/J9yJ6tKD+XTOwEmO9GVi7bA2TvQSa8AyYtUyXg0VXS6dBQlTAp25tkDLrZtnqcqv5l36Kq/57tC5WKaVn70n2eVNRJvk/JeiQVdj5pB1W/Y+tWpJInJytDeh8FGS9A0Y4OgnhXCzJ3VZlyhnoX/ukxpQSV0WP/vKDong9+XIc/vz8HZbvrBHfse4gE0QihwBJEswpbIbtIsFms+sb8t30voEPv0PtfuGkWXv/+EQBA5zY98IefvMAR0ilLNuHdOWsAAEcM7IrrjxsWWt8UoQJM4iKLe5Hd65eZlpVlE5YsCzKBWMqwSu6TjQcAigvl9wJmQp8ijUyOMiHbDZXWWzZmQL7ZhiKI+rhOCpY+BEY/40vVohqknTCvtycsQ7J3LnvfgFwQlK1xaiwiBQAQLj0IWhZ0nmQMGAB0bJP+tWL24//bBeTMJSBXZKjuT6VflXBl1tFT+FEhASxU7zGV70gnDk6lJJTNl6p/1b6gal/6PfkUBIOWpfs6IOdpZIJjkHUeeH5a0+PwK3CK4vhl9anrGbEY2rYStxWL+e/n/96djer6JmHZvoZIEI0QCixBNL9XJy+RijcCmxeavwccZX51IcIwDPxnyu323/ef9wbaFzhW2UQyiVtemQHAJAaPXnGkMimCH8iFLTkjQTGjQLjEubh1HvnMbndLdz2ZsMn2526+IDeLdCG2xqRCpzbeTc+PgEW1ybXnHpeiLSkzIiiLxYCiAoF10q8gImg7DAaDek+i7IthCNqZGTFhtmDZPaK5KszLJteXqJ02rXJIq5xsHavWVvjMZDiMDyBXBsjWOaXgCNxXCgorql3R+lS2lYYyQP58MiZTtoZV7QJywdquo2gDML0XZFZ/3fGksgZUdNdsg65DeYHYY1MpGBVzmZedScZT5mRloEASY04ppMJej/49TVruG2LfnXsPDyQQhzxG0TdalJ9LWsmD7L2U90KQfgCaBu5riATRCKGAFUQ9qNgCGEnzd+eBoff97erJ+HGDaXE9bsh5GNVrPFf++qxV9qHd1x07NPB5oSJQQoYFlbBFbdyyTY8iTEHuMcvE1jMLUotPKoyHhiCqw5y0K6CJeJB+ZXOVm50pZThE9xbl5wrdAf1vZKkJhtR1P0IHKSiK2pUI2rRG3dtO23yxAEmNhWLug1qeVOtFqqgJ0Srsl8kEFMwaMba2+Tnk90StFbOvYCEDZrnMrTEclzmzraCCdHCaQX3/qvt0ynXoo8zabLejQYt16snWgFqYT22csn1M5q5tt53Cu5BZCeWKN4kF0afCUzZG3/VbUAAMOo4gtIh6F5QgGMTC6/cdyO6RlWXEYmitkexxX0AkiEZIGcl4Ag2lFQCAVt0F53Dt3Oj8bt8r1L5XlyzC/R9dBwDIiGXgxuPu48ob4wnc+95sc2w5Wbj3nENS7pPdb9oX8DFgMcitie5y3hITE1939U+Vyaw67Dhk7Ykgb1efgOpoQd3t62j8VQyMu1+VhYB6J4C5CbPXKOsZ+57ta67K7QV1+frett3XLGGPHIfnulVfND51f9SzdCj0CpdkXQ3NuGhdyyyVbJmoDVl9d5kb3nXsLs+VlEmetbXi/euuC3Y+NemLt0x9XVaWEYtxCjnRd8NC5oXgfQa/a9w/7fSUKdaHl86H1S4PN23ToY/eNgR1NOmsejw8LZSuAcWz6IyTFTDk61nt1ePZFxSeMrrfknvcLG2UvRv5OtalEbm+6lv9S2mKZM+X0nYJLXKDHAfxvboFR/n4nULWM4zfA615k/Xvc659rE8ZXSom5rRdQa4yPnxfQSSIRkgZjTudjLg5xYJzuHZtdn4X9Qit3ylL38XV/x2H0qotAIDzx9yIPsWDuTrPfb0Ma0vN8f3qxAOVMSZ+kapGm3LD9Ov+qeorqBbTtLLSmuR0ubNZ0HEr06nD9xtcMx/kffuN/RC522Rnil2//Gpl/VguqTMu3cjPoVx7/Y2NslqEYfWVXVeVpWINC1JGz5u/dZQr+XZl8UpB3dpkRwykYg0L8z2nK1YzHVYimUuv7rgAedIbux2NeH1VPdkayIjFlLH+qmdR7UWpWOTN+9OzL4RdVkgk75LdQ/EZe4t7u/84TPla2pN7BumpEfK8qWjDvgS5r0KECBpo3OmcEZrbQZB5r3aX87tQYDH1id11u/Cvz3+Dj+a/YF87e/S1uOWkv3P16hrj+NP7cwCY8WG/O/2glPt2Q+Wjr9oAKWJCbRwA0I7Y0GUbfVC3kHQkW9ItN/sPpw4LleAqdflR9CUS6qgkUVQ8k8jdpm1+jvA9UC5flLu4qM9CYnyFudloSiRdY/PWpZ6jLXGdWr/U2a5UO9T1ImpOiOtAiutY4S5Igfpe6efSVxgAdMIq6x5Kmy5jcPwyjBZSiRGl1oXf+VD1E/Q+QD+O3g1ZjgCZS6/dr4YAqaPw06GhMhdTQL5ntS+UW2/0hG75XiTbi3X2GpX3TdD3KNtPZGOm5kM2T9QxPTRNpGkHBfk8iMtkYUOy+Mgg9KYVccyVbHzUvMnOG29HtEXSY8m7lpeJ+5F9i/saIkE0Qspo3MFYRIWCaIXzu5XAYuoDXy1/Hw98/HPsqCkBAGTGMvGbUx7GhYf8wrNJPfbFImyrqAUA/Pa0UVKGMShkyREAuXAI0EJK61Z0HCJVJruHYm4B+TPI7lO3K09+oaPR02GidJgMrr5iHcieSfk+BfdSMaUiATA/J0vIsBUSbZBt+7gua7uitoGvKxgzKcj6XNt+n5H8Doi4GdG7sSD7BlTrlLIsqtqlv33xPTKFQVh9m2Xi+1rlZJEMo0zIB9RzKPuufK8vybPJGEtZvJWKzsueT3avrEwnW7iWMi8khV87iWIDkM+7zjekErplwpHVBoUw5lK2dsL+1mRl1PcOyGiluC2yvmRcsrmknlUmNMloB/WNy78pen6o+6g5pZ4nOzODTDIWZMxBaM/+Eh8KRIJohBCgFETrKp3fAQVRwzDw9Nd/xDNf/9G+dkCn4fjD2S9gSLeDPfUrahrwwMc/ADA32VtOHhmoXxVkmwIg34QA/8ylrEx6j2Qcsvtkwq2yXdWzK+YOUDO4gJpJdEMlXMvGLSP+sZip+dVtr0DgZkbX9ceMq64nko6lU9a2WxAV1fW7hsnrfp/Fbztp+D5SuZead9G6kPXj97qozDCYspDpCyCng5kZMWnmWL/jkSUTC0qvVGtARoOo95nKeJx+deqo6aOKJgJqxjeV+VPtM2ad9PUPqOcpHfQjSJtB+gqLFgPyd9VStDfwfKd5f5XeE3QdBKDH+xoiQTRCymhgBFGhay4riOapD80W4fGpd+H5GQ8AADIzsnDd0ffiyvG/Q3amePP4y4c/YGe1yUTfddYY5SYWFEphy0c5KxzoErokw0GGTZyB9DIfOoyWjtbPD0HOiMWkB8+rxiXdhHOzbYsB+15ogSN16yK9Sck14Jzg4WNzFtX183zy/pz3Etf4Ftjr8YT6O0jH9wGIlQ9afYYlwIetmPKhONFpT6c/maUtLMEckAvEcoVceoQUqdCsQdd09jUtIU+HzqagWAxDKRlUqavTf8rtu8avQ19VZeS6lyq3xPeE+Q3J+qf21sAKoBAEQY5HYsbeGE8o2/O7hwW9J+w52NcQCaIRUkbjDidGNKdDa28FSxDNLQAy/S+5d+c+ZQuhrfOK8NBFEzGmzzFk/ckLN+Dvn84DAPTt2AY3HD/cd58yNMYZJllpEdVnYIJsXvVNDjFNiyUgncyHBiHVYiB8KBlUTC8QnFllx1rbGFfeI0o4EZaVrCBPvz7VZ06W11VOKJymwcLJfmM6z04xGyzSYZlSracwGYxQtfYtZIlJ571hj1O6PtL0fKkKTzoCHKWUCruvlCyiYfSfwl6kU0e6L7jKGjSEHFUZ5aosu4c6J5m6HqYFMycrg6SFhRI+SLcvNl+B/B6+r4Ym8bvQ8gIJMD9UIqkweDBdw8O+hihrboSUwWXNXfsp8MjJwA9vmxfqdgOLJ5m/A7jlrildgn9+dgsAIC87H49c+olUCF1dUoFLHvsChmG6Sj559dFSt68g4AhiisKW3xg/WVlQy2ZQlxGzT1m7cgaIItgswmBQfLcXwoYRT6gFKWEbaXZb9eMOLGIqhDGmYVlxfT9LiAJKGr4dVTm1LvxaFfaUO1wiqc8UpUNhFcRilC6FnB8hhStLUXjSc2nVqBOwL0PXIyfgO9ZVzir717K4puD9I/k2gli9ZV471DgyiWRQsjO2/VpQZf0HnX+ZIpmdu3pCoPTTV1i0xO87UI1LNt+sxw2r4PbDV+zt2H+eJMIeQ+Ouavt3zvs3AhkGsOwLYO5bwKJJQFOdWehTEE0aSfzpw2vQEK8HANx5xlMY0XMcWb+6vhE/+dendlzbXy44DCcdGO65pW6k6nLk19IlKwuLAdNxWQnSbhCExYz5aU+6aYbAwAMBXKXCEsYE9UVjyZAcDA/wDKhfZoYds6HhwhyGsC2rD8iVIulgsAHa4kFbFdRrQNtVX+papjd/NQ1NWu0BcmYzbGVdOoTNlKyBaepTt46Wwk/Dq0TUV10T7fmhK6TKylnhI92uuekSdAO5srruSWh5fATgC0KMwUxHDC1pXWyhmFO/3imBvdIk97H7QZ2Gp9W+iEgQjZAy4lWmoJmRHUNGRjPBNAzgx3f4ip0G+mr388VvYsmW2QCAE4ddiNNGXE7WTSSTuOKpKViyZScA4IKxB+D3Z4R/XIsbqcZBki4zEmti2BYfd1lVvcNgqjb/oJYAXW1e2DGiqcZCBSnzEwvKzouOVj2MRC66wingjLtRw01KZ9PXcWHzL6D6yzqrQrrdz1MdB3udY1Rcfeu7tunNd02DPlOUktdFiG5zYSeO0Sn3026jD28bgN4//EJL6BWMp7qeVkawa1FFd6nyah/KjlSty7JY71Tal5VRR9p4vzVnHloksU4I9xighWc/ym6tvjTcbIEAIS4hWUpTKQvznr0VkSAaIWXEq8wjUrJykt7CvDbAaXeZ/x58vn6byTiemHoXACA3Kw83n/h3sm4imcTNL8/AxLlrAQAH9uyA5647ThkLGAZScdkK2m6gYHgfDJiMuQirT93U41oWUR9pzHXay88JKlzrb2Y677BWIlSorqc6FpXGV8capnOdW2thuSUHYK5kSMlSphGfx4KyRAP0O2GtKhzjHtCCGbaiC0hPoqMgiVGCWmbVdD5guzLaG4LFQ+aWyYLyKuEURYLxcMoI13OqhEidBGPxkMJgdPZhFb+wJ4UMnT05iHBEW2QDKMI9wib97lJd514FTmoxuaFlpQ9Z0ZUfwEV7X0QkiEZIGfFq0yKandVMXA4YD/QYATRUA6f/H9Cpv+82v1nxIbZUrAMAXDT2JnRp21NYb3tFDS574gtMXboFANC5bSt8+OvTIItdDBPpsojI7gvdXSUlRju9m3OqMZ1B2pMdvB4kXlA0PrYuZaliN+uwNkqRBUU4PkW7KY2NfUYdgTYk10w/SZl02lOVycopBjCIwMauVxnDqsv8UUmj5PfI6a3McqdSJFHvjRIcdOOt3JAqoBR0ULaG/KwfP0pAHegqQqnnY8fjN3Owar3JlCYihBnDGQTpsLTr3pOK4k/2PfgNAwAk55v6WMs6dF+mRAmqPE9lj9EJewibz0qFN9uXEAmiEVJGU7NrblZm85mDXQYBlz6eUptvfP9vAEBmLBMXHforYZ2pSzbj0ic+R0ml2X+nNq3wyW/PRJ+OwY6ICQJ1DGhAQTTAfenICqpiPvLTeEaebj0/VudUGRKpS5APAYitS7ld6TAfQWKMdcanivuUWUJk7brr6wi0YcWOUtdVDK40fjSggBKE8VAJzIA8oUcQZk3HJVDVngi+Eh35bFtWX2b1kimgVEc+STMn+/FG8eGKqrMetBV+BJ33Iyx6rFQSixjgX+hWrpOQhUE3wramS8/Olc1lSGEaMgRRrEiFTYngSO3ffpTcQZRssvZE13Uy4YetmE+3cmVvQSSIRkgZtmtudjMT1LZbSu2tKlmIHzd8DQA4buh56NymB1eeSCZx3/tz8cf359iCwDFDuuO1G09E16KClPr2C5WgKdPqZQfIZhd0LLL2gt4H0AlXVPfqbo6y9u22FASZde8K6ipt9+UaN+u6RrpOZnvngWVs2Q2OFexZIYBy0aHmR+bS4x2LlyGiGG/rOjtm0fPJxsBeZxkssj6xjnzXD5AhUgRW+aD6/ikBxe8zydqi4B4bn3GRHjc7Bl4QDc9NzE/2Rz9r2awfPoMmE1JVkNJX1zFLcc04XiBcJR3VV1Wd3vs3y/3tIzrCCIugif9UYwP05jLsPVTWnmzN+6Vvfr8fQE5rKMWc+7vjlYz8GHTyH8iU3O57qjXpFNkXuVeJlXJ+34G7Ld1x6dLpfR37z5NE2GOIV5tZbbOym5mLtl1Tau+t2f+xf180lreGNjQlcMnjn9vxoLEYcPfZY3DvOYdoCS1hQ5XgIOi9eQGIjKw9SlhQlaVC7PJkfYZIRFVMBpvZMVUm1T3ueqZtav5Fmu9cZjNnzznjrjNCWq7PpCR+1qWobao/6xtjGebcbPF3R2n8qbHlCQRi2Vh8t09e97cWWVdqkRCvg7DGEqQPdZkzBtbCKhubXzpYp6HIsKAb52ghFaExHdCda0+ZYm3p0DJdekcx7xztVAiift2eaxsdxl5nP1D1L2tD1b7OPidrI8g7dl9nFVxBvl2KTgbhJXQRTzq00D0ufm/0/278zEGqdIraS9i9je/D3x4DyPeKIO2FuVfsaew/TxJhj8FrEQ0uiFbW7cQnC18BAAzsMgoje463yxrjCfzk4U8weeFGAEDH1q3wyg0npP2IFhlSOaNUdm+uhtuVn/Zk7oXScaTyfLI+Q8r2CKjHqLOBaPflGndDEyuQyRmEJKMFZuuyVlW2fV7Y8zduP8y7UFBOUZAFaGst1XZOpk9BNKzrPueWe18B1xM1Fh13y1T7APS/eU5JIqVXLT+H+wqCzptqTnVome7cUjG8rHCkGo/ffaTRp6Itpf7DmMuQ91B3e02a9J69j41bZO9hLY5h7rVuyOgD934JZaWszM988+OQ9RV8z6AUxtw7CPg9+x2X7J59EZEgGiElGIZhx4hmW4JofrvA7X3w43/REDfbu3jsTbaLiGEY+OWL39hCaP/ObfHl7Wehd3HLxYOKkAqRD5vIyNqTWQnSJTC6N4REMrhgJe1HMUZdZlqrL/cGSAiRonvYzH5sXX7D9r8hieDHjdMSAFlBmRIKRfA7p34FwrRf9zm39QRD4gd+xxhmH4D+N88eJxImvdL5bvYXBJ03lXCkM2+pKt64/lIYj0qxGoZQncr61Fm/gYUM4tmlwpTms7DfEavEaqnvS7cfmfUuiIIw+LsIvmdQyjNtZV2A5wlT+bc3IxJEI6SEZH0j0Cxg2BbRvNaB2qqur8Tr3z8MAGjbqgNOGn6xXfb0tCV45qulAIDexa3xzd3ntHg8qAjps4gGEESDWmdkGkQf44iBF37c9/Ia8OCWH7eIpbIisf2KGB4/Qpv7/kYNy441D5QFoNGHMJsO2IKyhkAsgszaLuvPc51i2FrYIqpaDTrvXAVqzkL1FAjBgqP7rH4FnqBrbV9EECYcCC48GWydENeTyhUw3YJgKoK50pqqY5ENKhhp0jtOUanZF7V38N9t+kKWdK3aQQS0HIlXT2CBLwWLKLl/ayrrZKFjnDVb18K6H9HNlg+qi7BfwTq6BWBiRAMKov/87Dcoq9oKwIwNzctuBQBYW1qJW1+bCcBMKvDRb07fK4RQwEsoVDINWy51l2XKdAUl7h4JO+1uzg+x8yO0ud1Dee2tuE/ZuCmoxuRHO+x9Xle52zVXS4g056FRR3tNbcrN9aknpeZN531Z4xZp1/3cT1XVXW8qrbR7LOr6dPusy6GM4RGB1YC7Lcey9WtwDIbTJxtnlcN99+J2dD/BMCwK2lYaCR0UuYk3SNzldZ6b/y2jdQHLFHRI9g6869R5fne7MiWaaL7Z+6l7WYaZqhPkjG2V8jAVxWoQ11z3E7D9e79979jZKqL9yD1H7DqW9e0GtZe7++ToimxdcNY4Me2g9togNEW2Uqg9zY0gSgJd/iiMMp09g7J88u+N5cFouPthhVRdJd3+ZBGNBNEIKSFR12j/zsxq/oByC323892aL/Dh/OcAAP06DsNVR9wOwGTern12mn1cxCOXH4EDe3ZIcdThIbUYymAav7DHIosnTIXYuTfyMF1k/YBNmpCKe5fofh1GXSTokRtcC1jKPG0LBGU//fl2zfWplaYYHCrrNFWf3exTiVFsCGhtIJNSpeDqG7aVxiyj5imghULwPlJ1HdybmLBUaIpMIBTdxyeHEVsoU1lPMuxx11hFHb/7WJiWY92+ufCUAEpNdxl1j84akGXt14UuHdUOBdAVwlrIIkruGdQ7CMH6rPv9hplPYE9j/3mSCHsEiQZHEM3IaCYiPi2i8UQT/jrpBrONWAb+8JMXkJOVCwB4b+5afLVsCwDgtJG9cfVRQ0IYdXjwu4HFdWOuAmweQTdTKTMUosC4p+LC/DBmqnKZlVeVPZbOjqvh3ptO11yFoKx7vy6oNeyXSaDWrc54UmHWg95LKiJSEIrDtgy4y7Rd73wKIakqpYLck5mmbLoql1G/WX8tKOeNmHN2PYWZWdOvko5FKm69fupQEL2DRm6e0qno0/vWucR3QQRRnzQljD0lSFyrrCyIMB5Gmc5cpKJI9gPtOYhccyNEMJFkzorKzGwmpDn+3GYnL3oNm3etAQBcNPYmDO02BoC5Udz+5iyzyawMPHblUYFcitIJvxuYLtNJxpAF1AQGRZgCY7o09cp+fcSj+baOaTyT5b5JvXud2Nkw5ot6NotJ411OU8u6K4NfATIsiyuL8CyiAQVR0nrhb0sOzPxJ7qMEpzATcewJi2i6aI6q3aB7lnLeCMUX7wESYhbmdMZohmARlUH0DupbyENH11KpbV2kYrjZcA8NoTZ0ocmnV4SFPEqoS4u3B7FHa9BdLUVyGHOqmwF4L/IKSRWRIBohJXAW0cwkkFsA+DjP0zAMvDzr7wCA3KxWuObIO+2yp6ctweqSSgDAr04cgT4d92yGXBH8JmrR1XpSWW5l94ThauPpL10W0T3kmitSHCSJ2D0d+NE8azEHPq2CfqCyLPoR2Pl2w1l3VJ9+17XOecK6SpEMAQMb9HxX6qgfv98Fd6RGGpi1IJZmd5nq2I8gFlHd56Yguyeo1TLoWIK2q8P0pkvhp7Rqarp7i9tOr0VUhJZSjPKxmzSNDRKPTcYt7u8W0YB0j9pL/J5Br/MOgiIMq/C+hkgQjZASkg2ORTQjMwnk+RMWV2yfjzWliwEAZ466Cu0KOgIAdtc14o8T5wAAivJzcedZB4c04nDh9/D0IMKYQZwV5kY6rMVhEju/53mKhIAgUG2WqWRB1REubYujVlKicJkGdu2otL5BGTO/yhgKfl1wU4Hudyhap0EZD9oi6k+w5d37g8ZthmtRdPfFnomYJziwPogVQTesgYWhfcafP1YoyFj8QizAq5VFQRVKQcajW55qSAQQvvtsSylGWR4hbIuo3xjReCLc80XDjhHV3YOkMbktwCMFEZ51EcZxMPsaIkE0QkpgBdHMzCRQ0MHX/Z8ufMX+fcbIK+3fD378I8qr6gEAd511MNoX5qU40r0DQZh9vwd/h4kwN3+/zx5W36rN0q8g4KdtFlrHtITsRhX3cbB5S8WIku204MYqYx64JCYBrVKie1OxXrD8UyjMX8gWRQ9TrXA3TiT1lGtcmwEYPlYgdvejq+ATW8XTb01Trb2WT1aUQtbcFkhW5Bd7IlREtm7SZhH1mY/AjwdKKBZRcnwBY6tb4F3m+sx67we6tCUVL469DfvPk0TYI0iwFtEMAyhor31v0kjiiyVvAgB6tDsAw7qPBQBs2VmNf01eAMA8M/SXJx4Y4ohbDkomNggD1sJaMJm1yy8h1HmOpCZz6AcqQT6leEEfzAx1+DiLsOIk7T59WO+CMmZhvacWjRuWxOGorF2yOU1KLHBazCFznXJv1U5qEnJ8kZ9QAl9HJmmORcca6LlHMo4myXs2IKdD7FjyclrOIsrFfxLzxocitGCyojRbRP26T6rg10MnDMjojr5FVCOTK9EPpSAK6vaua33XFVLDUA60BI/UYsmK9iOrpwyRIBohJXhcc31YRJdsmY3SKjMj7onDLrLdJu59bzbqGs3N9L7zDxW6du2tULm+BNGkp5LMJFW4GUw+/Xzw8xepZw96hIguhK6WKfTpR3DWOqYl5BhRP8/GHqjux902NItoSwqiMsuEyoKue6/M4kElHGGus0d1BIkpDSqk0vfovx8/RybpCgEp0063hVrSnoqO6wiEqUIsAKstRmEfJyEbDwtZmErYSeLCwJ5g+IPSDha8Ekt9jqiO0ku277IeIu7M0+FbRFN3K28Zi6h/eqyLPZXUcU8iEkQjpASPa26hviD62aLX7d/HDz0PALB40w48/81yAMCo3sW4dNzAkEbaMlBtJkHiy/bUsScipBKYr0Ow053JUM3cBe8zDNdXqg3Lgsq6NOpYpPcpi2hLuuZKrIoqi6NUuAkg+Pg9X/T/27vz8CiqdH/g305n38iKCRACJKwJu4KAGAIqIYgBkSjqsLnN6AwoKuP9jcpceZ65biCKDo6MAnrBDcSBCM7VQRZBAdkJOwTCHpYEsqeTfn9/NF3pTlev6XR34Pt5njw059RyqurU8tY5VeWOrlvubhFtyJnu7k3ZM8T2jQEbL46xE8x5pGuuizcym6xrbiOmZa810xvnNa90zXXx2GHKdL+2tgzWbm5Z78pr+n3aBj0HbPQocseLdQIdOOY5gy2izQ8DUWqUuoYtoqHRDo1XePkIlv02HwDQNqYjOif0hojghc83K61Mbz000OmXAXmb2TM8Kl223H1X39NcfWMo4NgB2/wZqCYIRN3USq067aZsEb2ebta915FA1IllU7v4Nn2Ozhp3XcR58pkXWy129i4EbHXpNF/fDbreuel5LkePB7ZezOHKunb1xUzOfkPSWpWz/gIWvdrgluM40SJqb1/1xDFZ7dznSIDfVBeyTXnuYYuo48dq0/3aoe+IOtJS6uh+4uSx0pE8s5c5uWGbsEW0+WEgSo1i0TXXgW+Iigje/n4aavWGcf901xvQaDRYuaMA/95bCADI6tEWd6UnNU2hm5BTFzCOBqIuBEoC+wGEKxpzkHTkgN3UB2G7LaKNCUSbsEU0wM6bd61tb2e6OqutB9Pna60xXkg4ELP6DHe8NMTuuK60iDpwp90dN05ceXukcy2ijl+cNcw37SJuNk0rrZS2nr125caA5bxs37zy1POFQIPnP608slLlQP21Fbxb4+5nNE01xafH7HFkPbmbzaDOhZsbDn1H1IHHAFw9Hprm2doPHN2+7jgXO/JN0MYyvbnWmJcdqmGLKJETLvy4A7uena/8X+unBwJD7Y7308EV2Hx0DQCgf4e7MaTLaNTU1uG5JZsAGA5acx+9o2kK3cTsds310MuKdA4EEK5w5tmvhmxdFNZPv2kPwmqtM+6ap/0WUUe+I6q+XoyBg7UXL1nb3s684EXt+RzTbWavFc30IsfX2broc6aOO9XK5mwrhZNdeZuaqy2i9p4lt3VxG+hvvxuirfVhK9iwta3sBSneelzC2a651lqjTZfPXZ/Jaoym+ESTPY4GUU01T1dbRK1Oz6EWUfXzR2NuyjhSZke3rzuCME/UJasvjGKLqEuaz1tgyKdc3VuAjVn/BTG5s2poEbUdiOpFj/d/fAkAEKANxIzs96HRaPDpz4dQcPEaAGDa8B7onOhYF19fY++upkstog5cWFiM00RBQWMuwKpqnGsRtXZxoG9E01uTds219zKgRrSIGjly4WE2vIstosbndpx5UVZT1bmm4HjA6HoQZbvFw/RCxspLiazcRPDWHXOnWkSdKKPDLceOtOY488xuI57Xc+UNvu7g7OMNVo+zXmrR9SVe75rbYJ6uvLm2Ub0sHGwRdbTl2C1BmA+9D8MWR26EuXqd0lTfAfZlbBEll5xY9G+zIBQA/LRiNxD9+fB3KLxyBAAw7rZnkBzbCbV1ery+ajsAICzIHy/d27dpCu0B9g6kNWZvuXNs92vsOO68QVhj4yBprztwjQMfgTfvZqc+jCPdRa1RW3+OBIiOsN/iaLJsVloX7bU6WuuGaLpOtFY+oG6v7pi/NddPJc3xQNbXv3Fmqx47891ey26l1setsfaGS2stgFa3tePb1J2ceV6/Md2bra0ns+XWau0O3zDPcj7W90d7Xdp9oUXU2rZ3aBiVm043m2or9cmoMTc8rXH02OLI8/8NpxdoJQiy9jZd833Iep1x9PzojmORt45tzjI9v5mva/VzckN6vfW61dRfDvBFvrulyadd/uWARZrWgRbRVbsXAQD8NH4Y338aAOCrLUdxrMjQGvr0sO6IjQh2b2E9yPQgovZchCufyLB2AebwOA6+DKSx07X33JFpvrVlN30RjLWTsc6F55tszddsno04+dm7eDB946215bfXrch8/Vi7kNCqD2+nvpl27zVOW+fETRBHtp0n2arnjl542VtnzoxrbZ6m6830mKGrUz+W2Aq8fIW946CphvnW1pPpcgdYCcxtT8v6TQNbeWrlN90vnHm+sc7GBagjHNmf1fZj29Px/r7qisaGifaObbYeNXB13o4GWq7s19amF6hVP9ZY27ds3cxxd5kb8vaxzdFrI2vnafPjtPX6Y+saxpWGh+bu5lhKcisRwdV9JyzS7XXN1dXVYOuxHwAAvdoORmJUMvR6wd9WGlpDgwK0mD6iZ5OU2VPsneCtXXQ6Os0ABw9MtubTmIshW9N1JkC0tuyOBAGNCUTdeVFpMW0nThquzkdn5WLcejDj+LKp1TPz8e0Esi7UU2c48gZfU7bqua3lcmad2doHbOeZ3ixQD6TcsU29xZm60LCl1dnldnydN8izsd/bOya4+s1dnZUXMTnKkYvUGgeCTGdutvgqV164ZMreNrR1nnF13o4eT13Zr62NY3aesFKvXd2HHJm/M7x9bGvsjSJr67Qh23mO38S7UdwcS0lupbtajtrSCgBARNe2gAaIvaUEgUE6m4Ho7lObUV5TCgAY1DEbAPDNb8eQf+YKAODxjG5IiLL/1l1fZu8CxpWgp9HBayMCxqaarrXlcGRZG1N+te6F7granXmrpKuBmvMX6Y6f1NSm4XIgazKsu3q4ObvdHb0QsHnhZWc7ORXcOLvtatUvWr19seYIZ25g2B7XjYGovzN5tvcbW9vZ1g2Txhy7Go5v9fjowDmmOdQhe2ytS0eO23bP1S4GEjbn6WhQ58L5wdp+ZvV84MCNTItxbvBAtLH7p7V16sx8vL0OvOHmWEpyq4rCIuV3hyeyMXrNWAwZtd3wLGJgiNXxNh1ZrfwelDoCer3gv1dsA2C4c/vne3s3WZndqWsrw4uUXsy2LO+UjK7K77/e388if84jg5TfY27tYJbXoWUkAODlnFvN0l8cWT+facN7mOV1uV6WP9/bxyx9cOdE5feCxzLN8mLCgxATHgQAeOcRy7cTD+naGgAw8Y4uFnmT76xfvtfGmi9fUkw4woMDAADzJ2VYjPvx44ZyBAVo0SkxyiIfMHTNNvpLjvqzwmmtY5Q7/YueHKY6jKm/jrkNAJAcF6Ga/+r1fAB4YkiaWV5wgBYtIw11+s2HBliMa1wHSbHhZuk928YCAJ4dXt/C/8/r2yE4QIvUW1oo6cZeAN2TYs2m8eigTgCAod1aK2nj+qUov998aKDy23R7/2PKEOX3c1m9lN/PZ9f/Nta1V0bX17XPfn8XAMMzpj3bxgEAhndvq+TPmzBY+T1+QEcAwN0mn1i6s3Mr5fdHU+rrnNZPg8Qoww2qv4273WwZx95mWJ6RvZLN0o372AyTuh8RHIi469323x4/0Gz4jgmG9fn/7quvMzHhQYgOM9Tzhm/hNi3fnV1ameX98e76OvhSg/0KMHzfGADiIoIR0uATGk8Nra8/pusWAD6cPER1nqZlGWyyDk2PJab72v8bVb+MT9+VbjaPe3u1A1C/Xk09cD0tu2eyRZ5x3/iryb4AAFPvMRxveifHWYwzIDUBAPBkZjeLvFdG10/nqcw0i3zjdjLdD4yyetTXufd+V1/nTJf7mbvqt9F9vdsrvxtuZ9Njp+m+CNjezo9l1C+T2nHc9Nj0+2Hmy+ev9UNCC0N9f/1B82NGYlQYIkMCAQDvT7jTYro5fdqb/duQ6XF1WFob1WFM9+Pe7eJVh7G2Xzf0YP9Ui+FNZV4/V0y4o7NF3ojr2zH3+jQaevj6MeQuK8sB1NexJ4ZY1rG4iGBEhRr2b9N6AhiOsbe0MBy333jQ8rgNAB9MrF//w3skWeR3iI9EWJBh//7H5CEOzxuwfo0wz2TYhvM01oeI4ACl/hhZ268/un6sDwn0R/v4+vPbh5MN9SQsyB9JMfXnppes7EOPD6k/1rw62vwY8Oig+m3b8Pht3N+iw4KU9WH0yEDD+Uutnt7Xx7A8o/ua13Nb9Tu9TQwAqPaaUztXGnW+fq3RcB+3ds6wdm1knK+xHEbGdR0a6I/k2PptkN4mVrlOWfyU+XVKu7gIpW4ZxzcyXtP4aTTo02D/vbV9SwDA08PMj/vNnpDP6datm3Tr1s3bxbDqzKpf5CvcJV/hLjm1bIPI2nkiT8LwV7jT6ni5f0+Xvn+FjJjdWvR6vSzbelTw6PuCR9+XPyxc57kFaKTLpZXy/e6TUqOrVc3PP31Zth27oJqn1+tl8+FzcvhcsUXepWuV8u896tPdeaJIdp+86FRZCoquyoaDZ0Sv11vknSsukx/3FUptXZ1F3rWKalm964RUVutUl2H/6cuy9dh51bwzV8rkP/tOSV2d5Tzr6vSyNv+UnLpcqjqu0d7CS7K9oMjmMIWXrslP+0+rzqchXW2d/HvPSbl4rcLqML8dvyD7Tl1SzTtfUi4/7FVfV7raOvm/PYVSdNV82lfKDNul2mS7GJf/dIPlr9bVyve7T8qVskqz9MpqnazedUKuVVSbpR86Wyy/HjlnURZr23vXiYuy64R53bl4rUL+veek6Grrl0mv18u6/ael8NI1s2GPni+RTYfOmk234nrZSivNy3b8wlXZqFKGCyXl8n97Cs3mJyJSXlUjq3edkLLKGrP0y6Xq+4K1bWFt3zlrpZ7r9XrZePCMHL9wVdTsKbwkO6zUwdq6Ovlhb6GcLylXzd936pL8dtxy/7c2T71eLxsOnpGCIsuyWDuWbC8okr2FlvW1rNKwPsuraizyrK1rEZGiqxWq26daVytrdp+Q4rIqi3FKyqtkze4TUlWjfhy0tU8Z98lL1ypV89XqnIj15T5yvlg2Hz6neqyzduwUsb2dbR3HbZVFxFDfrR0zbB0jbW0jkfo6dOxCidVyGffjkxevWR1GxPo6NmVtPzeyda4oray2WhdNp93w+GbKXh2ztn+L2D5uixjW08+HzsrR89bX5enLpbI2X31b2Zq3tfOyrXnW1enlP/tOydniMos8a/u1tXOKtXQRkR0FRbJHpd7mn76setwSETlw5opsOWp5zq+tq5Mf9xXKOZUy29q+1pbHVv1WO6caWTtXiljfFtbOGdaujYzHwobnaVvruvDSNVln5TrFWt2ytf8Wl9neH5orjUhz+gz5zSEtzXCHNT8/38slUVfw8Rr89vgcAEDmprmIK/0O+ObPhszXDgG3dLIY5/zVQtw713AnfkyfJ/BfI/+BXi9/ib2nLiNA64djsx9FUqx6ixUREREREd1Y2DWXnFZzpVT5HRQbCdRU1GdaeUZ07YFvlN+DOo7E6t0nsffUZQDA40O6MQglIiIiIrqJMBAlp5kGooExEQ4Fov/ZvwwAEBoYjttT7sG8H/YAMPSDN30OjIiIiIiIbnwMRMlp1ZevKb8Dou0HokXXzmD3qU0AgDs63YuTl6rwf3tPATA8tN4uPrJpC0xERERERD6FgSg5zdgi6h8ZCj9/bX0gqtEA/kEWw6/ctVD5PazrA3j/h73K//90dw+L4YmIiIiI6MbGQJScZgxEA2Out2TqKg3/BoYaglETl8su4LNNbwIAYsNuQfc2w7Bo40EAQLfW0chUed02ERERERHd2BiIktNqrhi65gbGXH/BkLFFVKVb7oc/vYLyGkPg+lTma/jy10KUVekAAH+8qwc0DQJXIiIiIiK68TEQJafpSsoBAIFRYYYEK4Ho4fO78e2OfwIAOt7SA6N6TlG65bYIDcTv7rD8zAsREREREd34GIiS02rLqwAA/uEhhgQrgej8n16BwPCZ2unD38Ha/Wdx+HwJAGDy4K4IDw70SHmJiIiIiMi3MBAlp9VdD0S1YcGGBGMgGlAfiB4+vxsbD68CANyecg9uaz8Us9fsAmB4jPSZu9M9Vl4iIiIiIvItDETJKaLXo66yGgDgH3r9DbkqLaILf/6b8vvxO1/BL0fO44d91z/Z0rs9Um+J8kh5iYiIiIjI9zAQBfDtt98iKysL8fHxCA4ORlJSEsaMGYOff/5Zdfji4mJMmzYNycnJCAoKQnJyMp599lmUlJR4tuBeYAxCAZUW0euB6IlLh/Bj/tcAgD7JGejV9g7M+nabMt4ro2/1TGGJiIiIiMgn3dSBqF6vx2OPPaYEnX379sXo0aORlJSE1atXY926dRbjXLp0Cf369cN7770Hf39/jB49GhEREXj33XfRv39/XLlyxfML4kF1FfWBqH+oeiD69bYPlGdDpwz+C7Ydv4A1ewoBACN7JaNv+5aeKzAREREREfkcf28XwJtee+01fPLJJxg1ahQWLVqEmJgYJa+4uBiXLl2yGOfZZ5/F0aNHcf/99+PLL7+Ev79hFU6dOhXz5s3D9OnTsWjRIk8tgscZX1QEANrQIKCm0iwQrdJVYvWezwAA7eO6on+Hu5DzzmplnFdH3+bR8hIRERERke/RiIh4uxDecPr0aaSkpCAhIQEHDx5ESEiI3XHOnTuHNm3awN/fH4WFhbjllluUvOrqaiQlJeHKlSs4e/YsWrZ0vdUvLS0NAJCfn+/yNJrKtf0n8e+0xwEAPe8PRKe4+iATdzyB9f3uxfNf5AAAnr37baS3noDeL38FAMjq0RZrXhzl8TITEREREZFvuWm75i5evBg1NTV4/PHHHQpCAeD777+HXq/H4MGDzYJQAAgKCsKoUaNQV1eH1atXW5lC82fWIlq02zwzMBSbjtQv+11p4/BG3k7l/y/n8NlQIiIiIiK6ibvmrl27FgAwcOBAnDt3DkuWLMHRo0fRokULZGZmYvjw4dBoNGbj7N5tCLz69OmjOs0+ffrgk08+wZ49e5q28F5UV1EfiPr715nlSUAwNh35BgCQ0jId5VUt8NWWowCAwZ0TMahToucKSkREREREPuumDUT379+v/Dt27FhcvXpVyXvzzTcxZMgQrFixAlFRUUp6YaHhhTtt2rRRnaYx/eTJkw6VwdgFt6Fjx44hJSXFoWl4mlmLqL/e8MPPH9DX4nJiR1zYa/hEy8CULLzz/W7or/f8fule9eCdiIiIiIhuPjdt19zi4mIAwPTp09GjRw/s2LED165dw48//oj27dtj3bp1eOKJJ8zGKSsrAwCEhoZaTA8AwsLCAAClpaVNWHLvqquqUX5r/euAvrnAzL3AzHxsjwhT8jrecjs+23QIAJDWOgYjeiZ7vKxEREREROSbmm2L6JgxY3DgwAGnxvn000/Rr18/AIZPtwBAdHQ01qxZowSRw4YNw8qVK9GjRw8sW7YMhw8fRqdOndxb+OusvYzIWkupL9DX1Cq//bR6IL4DkNAFAJC/959K3pHzibhWeR4A8NTQNItuzkREREREdPNqtoFoQUEBDh065NQ4FRUVyu/w8HAUFxdj3LhxShBqlJ6ejttuuw1bt27Fhg0blEA0PDzcYjqmysvLAQARERFOlas5MQtE/QQIj1f+n39mKwAgLjwRX/56FgAQHKDFo4OaJpAnIiIiIqLmqdl2zd21axdExKm/IUOGKOMnJxu6irZr1051+sb0oqIiJa1t27YADJ9+UWNMN077RqSv0Sm//fz0QHgcAKBWX4uD53YAAFpHZeCXoxcAAA/0S0F0WLDnC0pERERERD6r2QaijdW7d28A9c+KNnTlyhUA9a2gANCzZ08AwI4dO1THMab36NHDbeX0NaKrf1Oun1aUQPTEpYOorq0EAFwtr38x0SMD2RpKRERERETmbtpA9L777gMArF+/3iKvrKxMCSqNASsAZGVlwc/PDxs3bjRrKQWA6upqrFq1ClqtFtnZ2U1Ycu+y1iJ66Fz990L3n4kCALQIDcTQbupvGCYiIiIiopvXTRuIjho1Cl27dsXmzZvx97//XUmvq6vD9OnTceXKFaSnp+OOO+5Q8hITEzF+/HjU1NTg6aefRm1t/fOSM2bMwMWLF/Hoo4+iZcuWHl0WT7J8RjQWAHDovCEQrdFF4cBZw5t1R/Vuh0B/recLSUREREREPq3ZvqyosbRaLZYuXYqMjAw888wz+Oijj5CamoqdO3fi+PHjiI2NxdKlSy3e9jp37lz8+uuvWL58Obp06YJbb70V+fn52LdvHzp27Ig5c+Z4aYk8Q68zDUT1QEgLAFCeD63R1QfuY2/1zW+hEhERERGRd920LaIA0KtXL+zatQsTJkzAhQsXsHLlStTU1ODxxx/H9u3b0b17d4tx4uLisHXrVvzpT39CTU0NVqxYgatXr2Lq1KnYunUrYmJivLAknmP++RYBAkMhIjh8fhcAoLTyNgBAWJA/hvdo640iEhERERGRj7tpW0SN2rdvj8WLFzs1TkxMDN577z289957TVQq32X6jKjGTw/4B+NMSQHKqq9CVxuBc8WGQDy7ZzJCAm/66kVERERERCpu6hZRcp7e9K25wcGAnx8OnP0NAFBS3h0CQ1fmsbexWy4REREREaljIEpOMXtrbrDh+6CbjqwGAJSUGz5vE+jvh+yeN+63VImIiIiIqHEYiJJTzJ4RDQnBd7s/Q97uxdDVRqC0sgsA4J70togICfRWEYmIiIiIyMcxECWnmAaiOq0Wf8t7EgBQXDYIIoZPtTw8sKNXykZERERERM0DA1Fyilz/fIufnx6XdFdRXVuFurpgXCu/FwAQFxGM+/nZFiIiIiIisoGBKDnF2CLqp9WjqKoYIhpcKX0OVysN+S9k90ZQgNaLJSQiIiIiIl/H72uQU4wvK/Lz06NSIzh3JRvnilsDAHolx2HaPT28WTwiIiIiImoGGIiSU/TXu+Zq/AQ/6HriXFk2AEOX3G+fHYFgfjuUiIiIiIjsYNRAdp08uA+b1vwb1boanDt3GmWtWqIkJhAfl3UHAPhr/bDsT1lIjov0ckmJiIiIiKg5YCBKdn2zeCmmn24NIBjoehvQ1Tz/3UfvQEbX1l4pGxERERERNT98WRHZFRCgfr9CoxH8bdztePqu7h4uERERERERNWdsESW7BmQOwvRTeQj00yDAzw/BQf4Iz+iLkRkjkNIyytvFIyIiIiKiZkYjIuLtQpC5tLQ0AEB+fr6XS0JEREREROR+7JpLREREREREHsVAlIiIiIiIiDyKgSgRERERERF5FANRIiIiIiIi8igGokRERERERORRDESJiIiIiIjIoxiIEhERERERkUcxECUiIiIiIiKPYiBKREREREREHsVAlIiIiIiIiDyKgSgRERERERF5FANRIiIiIiIi8igGokRERERERORRDESJiIiIiIjIoxiIEhERERERkUcxECUiIiIiIiKPYiBKREREREREHqUREfF2IchcREQEdDodUlJSvF0UIiIiIiIiq1JSUrBy5Uqnx2OLqA8KCwtDQECAt4th5tixYzh27Ji3i0E3CNYncifWJ3In1idyJ9YncqcbrT6xRZQckpaWBgDIz8/3cknoRsD6RO7E+kTuxPpE7sT6RO50o9UntogSERERERGRRzEQJSIiIiIiIo9iIEpEREREREQexUCUiIiIiIiIPIqBKBEREREREXkU35pLREREREREHsUWUSIiIiIiIvIoBqJERERERETkUQxEiYiIiIiIyKMYiBIREREREZFHMRAlIiIiIiIij2IgSkRERERERB7FQJSIiIiIiIg8ioEoEREREREReRQDUbKpsrISr776Kjp16oTg4GC0atUKU6ZMwZkzZ7xdNPKSiooKfPvtt3jsscfQuXNnBAcHIywsDD179sRrr72GsrIyq+MuWrQI/fr1Q3h4OGJiYpCdnY3NmzfbnN+mTZuQnZ2NmJgYhIeHo1+/fvj000/dvVjkIy5fvoyWLVtCo9EgNTXV5rCsT2TLxYsX8cILL6Bz584ICQlBTEwM+vTpgxdffFF1+FWrViEjIwORkZGIjIzEkCFD8N1339mcR35+PsaNG4f4+HiEhISge/fumDt3LvR6fVMsEnnBtm3bkJubi1atWiEgIABRUVEYPHgwFi5cCBGxGL6urg7vvPMOunfvjpCQEMTHxyM3NxcHDhywOR9X6h/5pu3bt+P111/H/fffjzZt2kCj0UCj0dgdz1PntNOnT2Py5Mlo1aoVgoOD0alTJ8ycORNVVVVOLadbCJEVlZWVcvvttwsASUxMlNzcXOnXr58AkPj4eDl27Ji3i0hesGDBAgEgAKRr164ybtw4GT58uERERAgA6dKli1y4cMFivGnTpgkACQkJkZycHBk+fLj4+/uLVquVFStWqM5r2bJlotVqRaPRSEZGhowdO1aioqIEgDz//PNNvKTkDRMnThSNRiMAJCUlxepwrE9ky2+//SaxsbECQNLS0uTBBx+UESNGSHJysmi1Wovh33nnHQEg/v7+kpWVJTk5ORISEiIAZN68earz2Lx5szJMv379JDc3VxISEgSAjBs3TvR6fVMvJjUx4zEDgPTp00dyc3MlMzNT/P39BYA8/PDDZsPX1dXJmDFjBIBERUXJ2LFjJSMjQzQajYSGhsqWLVtU5+NK/SPflZOTo1wnmf7Z4qlz2pEjRyQuLk4ASHp6uuTm5kqHDh0EgAwaNEiqqqoau/hOYSBKVv3lL38RADJgwAApLS1V0mfPni0AJCMjw3uFI69ZtGiRPPnkk7J//36z9LNnz0rv3r0FgIwfP94s74cffhAAEhsbK4cPH1bSN2/eLIGBgRIVFSXFxcVm41y+fFkiIyMFgCxfvlxJP3/+vKSmpgoA+emnn9y+fOQ9P/74owCQJ5980mYgyvpEthQVFUlcXJyEhobKv/71L4v8hsHAwYMHRavVSlBQkGzevFlJP3TokMTGxoq/v78cOXLEbJyamhpp3769AJA5c+Yo6aWlpTJgwAABIAsXLnTvgpFH6XQ6admypQCQJUuWmOXt379fYmJiBICsXbtWSTfeqO3YsaOcP39eSV+2bJkAkNTUVNHpdGbTcqX+kW97/fXX5ZVXXpGVK1fKuXPnJCgoyGYg6slz2qBBgwSATJ06VUnT6XTKDZSZM2e6vNyuYCBKqqqrq6VFixYCQHbs2GGR36NHDwEgv/32mxdKR75q8+bNAkCCgoKkurpaSR8xYoQAkHfeecdinKlTpwoAefvtt83S33jjDQEgOTk5FuN88803AkDuvfdedy8CeUlFRYWkpKRIt27d5PDhwzYDUdYnsuUPf/iDAJAPPvjAqeGnTZtmkTdnzhwBIH/84x/N0r/88ksBID179rQYZ/v27UprAzVfe/fuFQDSuXNn1XzjseaNN95Q0rp27SoAVFuw7rvvPgEgy5YtM0t3pf5R82IvEPXUOW3Lli0CQFq2bGnR8nn+/HkJCAiQ6Ohoi5slTYmBKKlau3atzQvB1157zSt3Tsi3lZeXK11Qzp49KyKGAMN4ED516pTFOBs2bFBtYb/zzjsFgHz22WcW41RXV0twcLAEBwdLZWVlkywLedaf//xn0Wg0smHDBikoKLB6/GF9IlsqKiokIiJCwsLCpKKiwqFx2rZtKwBk48aNFnmFhYUCQJKTk83SJ0yYIABk1qxZqtM0dnUrKChwdhHIRxhviNkLRP/5z3+KiMjx48eVrpU1NTUWw3/66acCQCZOnGiW7kr9o+bFViDqyXPaq6++KgDkscceUy3L0KFDPd47iC8rIlW7d+8GAPTp00c135i+Z88ej5WJfN/x48cBAAEBAYiJiQEAHDp0CNXV1YiPj0ebNm0sxrFWl2zVwcDAQKSnp6OqqgqHDx926zKQ5+3ZswezZ8/G5MmTMXjwYJvDsj6RLb/99htKS0vRu3dvhISEYM2aNZg+fTqefvppzJ07F2fPnjUbvqSkBIWFhQCA3r17W0wvKSkJcXFxOHnyJK5du6ak8xx54+vQoQNSUlJw6NAhLF261CzvwIED+N///V9ER0djzJgxAOrrRHp6OgICAiymp1YnXK1/dOPw5DnNF49bDERJlfHAqLZTmKafPHnSY2Ui3/fuu+8CALKyshAUFATAfl0KCwtDVFQUiouLUVpaCgC4du0arl69anM81sEbg16vx+OPP46oqCi8+eabdodnfSJb9u/fDwBo2bIlRo8ejezsbLzzzjuYP38+nnvuOaSmpuLzzz9XhjfWp+joaISFhalOU61u8Bx549NqtVi8eDGioqLwyCOPoG/fvnjooYcwdOhQ9OjRA23atMF//vMf5aarK3XC1fpHNw5PntN88bjFQJRUGT/BERoaqppvPGAadwqi1atX4+OPP0ZAQABmzZqlpNurS4BlfTL9BAzr4I1t3rx52LZtG9566y3ExsbaHZ71iWwpLi4GAKxcuRLff/89PvjgAxQVFeHEiRN44YUXUFlZiYkTJ2LXrl0AXKtPjozH+nRjGDRoENavX48OHTpgx44d+PLLL/HTTz/Bz88Pd999Nzp06KAM60qdcLX+0Y3Dk+c0XzxuMRAlokY7ePAgHn30UYgI3nrrLfTs2dPbRaJmoLCwEC+//DIyMjIwadIkbxeHbgDG73fW1tbitddew9NPP434+HgkJyfjrbfewrhx46DT6fDWW295uaTUHHz++efo168fkpKSsGXLFpSVleHw4cOYNGkSZs+ejaFDh6K6utrbxSRqthiIkqrw8HAAQEVFhWp+eXk5ACAiIsJjZSLfdObMGWRlZaG4uBjTp0/HtGnTzPLt1SXAsj4Zx7E1Hutg8/fMM8+gpqYGH374ocPjsD6RLabbevLkyRb5xrT169ebDe9MfXJkPNan5u/IkSOYOHEi4uLikJeXh379+iEsLAwdO3bEP/7xD9x7773YsWMHPvnkEwCu1QlX6x/dODx5TvPF4xYDUVLVtm1bAMDp06dV843pycnJHisT+Z4rV67gnnvuwcmTJzF58mS8/fbbFsPYq0vl5eUoKSlBdHS0cvCLjIxEixYtbI7HOtj85eXlITQ0FL///e8xZMgQ5e+hhx4CYLjJYUw7f/48ANYnss24/UJDQxEfH2+R365dOwBAUVERgPr6VFxcrFyENaRWN3iOvPF98cUX0Ol0yMrKMrvwN8rNzQUAbNiwAYBrdcLV+kc3Dk+e03zxuMVAlFQZu1bu2LFDNd+Y3qNHD4+ViXxLWVkZRowYgf379+P+++/HggULoNFoLIbr3LkzgoKCcPHiRZw5c8Yi31pdslUHdTod9u3bh+DgYHTq1Mkdi0NeUlJSgvXr15v9bdmyBQBQVVWlpFVVVQFgfSLbjG8eraysVO0yeeXKFQD1LQNRUVHKxdnOnTsthj916hQuXbqE5ORkREZGKuk8R974jBflxgv+hozpxueSjXVi37590Ol0FsOr1QlX6x/dODx5TvPF4xYDUVI1aNAgtGjRAseOHVNe6mBq2bJlAIBRo0Z5uGTkC6qrq5GTk4OtW7di+PDh+Pzzz6HValWHDQkJwdChQwEAX3/9tUW+tbo0cuRIs3xTeXl5qKqqwl133YXg4OBGLQt5jxi+ZW3xV1BQAABISUlR0owtWaxPZEvbtm3Rs2dPiIjS/daUMc30Uxm26oYr9Wnnzp04fvw40tPTlXpLzU9CQgIAwyeB1Gzbtg1AfSt7+/bt0bVrV1RWVuK7776zGN6VusRrrRufJ89pxnFWrVplcaPuwoUL2LhxI6KjozFo0KBGLJGTPPbFUmp2/vKXvwgAGThwoJSVlSnps2fPVv24Lt0camtrZcyYMQJABg8eLOXl5XbH+eGHHwSAxMbGyuHDh5X0zZs3S1BQkERFRUlxcbHZOJcvX5bIyEgBIMuXL1fSL1y4IKmpqR7/6DJ5TkFBgQCQlJQU1XzWJ7JlyZIlAkC6d+8uZ8+eVdJ37twpMTExAkC++uorJf3gwYOi1WolKChIfvnlFyX98OHDEhsbK/7+/nLkyBGzedTU1Ej79u0FgMyZM0dJLysrkwEDBggAWbhwYdMtJDW57du3CwABIH//+9/N8n755RcJCwsTAPLDDz8o6QsWLBAA0rFjR7lw4YKSvnz5cgEgqampotPpzKblSv2j5iUoKEhshVyePKcNGjRIAMi0adOUNJ1OJ/fff78AkJkzZ7q6mC5hIEpWVVZWSv/+/QWAJCYmSm5urvL/+Ph4OXbsmLeLSF4wd+5c5eQ8ZswYmThxourfxYsXzcabNm2aAJDQ0FDJycmRESNGiL+/v2i1WlmxYoXqvJYtWyZ+fn6i0WgkMzNTHnjgAYmKihIAMn36dA8sLXmDvUBUhPWJbJs4caIAkKioKMnOzpbMzEzlYvCJJ56wGH7OnDkCQPz9/WXEiBGSk5MjISEhAkDee+891Xls2rRJGaZ///6Sm5sriYmJAkAeeOAB0ev1Tb2Y1MReeOEF5XyXlpYm48aNk0GDBomfn58AkCeffNJs+Lq6OuVGbXR0tDzwwAMyZMgQ0Wg0EhISIr/++qvqfFypf+S78vLypH///sqfRqNRjhPGv7y8PLNxPHVOM97gMN6se/DBB6VDhw5Kw1NVVZW7V4dNDETJpoqKCnnllVckJSVFAgMDJSEhQSZNmiSnTp3ydtHIS2bOnKmcmG39FRQUWIy7cOFC6du3r4SGhkpUVJRkZWXJpk2bbM7v559/lqysLImKipLQ0FC59dZbZdGiRU20dOQLHAlERVifyDq9Xi8fffSRUj/CwsJkwIABNrf1ypUrZfDgwRIeHi7h4eEyePBgWbVqlc357Nu3T8aOHSuxsbESHBwsaWlpMmfOHKmrq3P3IpGXfPPNN3LPPfcorZPR0dGSmZkpS5cuVR2+trZWZs+eLWlpaRIcHCyxsbHywAMPSH5+vs35uFL/yDctXLjQ7jWSWo8JT53TCgsLZdKkSZKQkCCBgYGSmpoqr7zyilRWVjZmsV2iERFpVN9eIiIiIiIiIifwZUVERERERETkUQxEiYiIiIiIyKMYiBIREREREZFHMRAlIiIiIiIij2IgSkRERERERB7FQJSIiIiIiIg8ioEoEREREREReRQDUSIiIiIiIvIoBqJERERERETkUQxEiYiIiIiIyKMYiBIREREREZFHMRAlIiJSodFonPpr164dAGDIkCHQaDQ4ceKEV8vvqilTpiAsLAxFRUXeLgoAoLKyEomJicjOzvZ2UYiIyI38vV0AIiIiXzRx4kSLtJ9//hnHjh1Dz5490atXL7O8uLg4D5Ws6ezduxeLFy/G888/j5YtW3q7OACAkJAQzJgxA9OnT8fatWsxdOhQbxeJiIjcQCMi4u1CEBERNQeTJk3C4sWLMXPmTPz1r39VHaawsBAVFRVISUlBQECAZwvYSDk5OVizZg1Onz7tM4EoYGgVbdWqFTp16oQtW7Z4uzhEROQG7JpLRETkRm3btkWXLl2aXRB66tQp5OXlYfjw4T4VhAKGVtGxY8di69at2Llzp7eLQ0REbsBAlIiIyI2sPSNqfI60trYWs2bNQmpqKkJCQtC1a1csXLhQGW7t2rXIzMxEZGQkoqOjMWHCBFy+fFl1XrW1tZg/fz4GDBiAyMhIhISEoFevXpg7dy5qa2udKvcnn3wCvV6P8ePHW+SdOHECGo0GQ4YMQXl5OaZPn46kpCSEhISgT58+WLVqlTLs119/jf79+yMsLAy33HILpk6disrKSotpXrx4ES+99BK6deuG8PBwtGjRAp06dcKECROwdetWi+EffvhhAMBHH33k1HIREZFv4jOiREREHpSbm6sEmykpKVi/fj2mTJkCAIiIiMD48eNx++23Y/jw4fjll1/w2WefoaCgABs2bIBGo1GmU1lZiZEjR+Knn35CTEwMbr/9dgQHB2PLli147rnn8NNPP2HFihXw83PsnnNeXh4AQyBtTU1NDYYNG4aCggLceeeduHTpEjZs2IAxY8bg+++/x969ezFjxgxkZGRg+PDh2LBhA+bNm4fLly9jyZIlynRKS0vRv39/FBQUICkpCXfffTf8/f1RWFiIL774Ah06dEC/fv3M5j1w4EAEBATgu+++c3RVExGRLxMiIiJyyMSJEwWAzJw50+owGRkZAkAKCgrM0gEIAElPT5eioiIlfe3atQJAEhMTJTY2VvLy8pS8q1evSlpamgCQtWvXmk3v6aefFgDy4IMPSklJiZJ+7do1yc7OFgAyf/58h5artLRUtFqttGrVSjW/oKBAKf/QoUOlrKxMyVu4cKEAkNTUVImOjpZt27YpeWfOnJGWLVsKADl27JiS/sknnwgAue+++6Surs5sXkVFRbJ3717VcvTt21cAyPHjxx1aLiIi8l3smktERORBc+fORXx8vPL/zMxM9O7dG+fOncOIESMwcuRIJS8yMhJPPvkkAGD9+vVKelFRERYsWICkpCQsXLgQLVq0UPIiIiLw8ccfIzAwEPPnz3eoTPv370ddXR06d+5sczg/Pz/Mnz8fYWFhStqECRMQFxeHo0eP4plnnsGtt96q5LVq1QqPPPIIAGDDhg1K+sWLFwEAQ4cOtWixjY+PR3p6uur8u3TpAgDYtWuXQ8tFRES+i4EoERGRhwQEBKh2fe3QoQMA4J577rGad+7cOSVt3bp10Ol0yMrKQkhIiMU4CQkJ6NixI/bu3av6fGZDxm+GRkdH2xyuXbt26NSpk1man58fkpOTnSp/3759AQBvvfUWvvjiC5SWltotIwDExMQAqA9kiYio+WIgSkRE5CEJCQnQarUW6eHh4QCA1q1bW82rrq5W0owvQlqwYAE0Go3qX35+PkQEV65csVuuq1evAjC0ptqiVj5Xyj9s2DA899xzOHv2LMaPH4+YmBj0798fL7/8Mo4fP251/pGRkQCAkpISm+UkIiLfx5cVEREReYi9Fwc5+mIhvV4PAOjVqxd69uxpc9igoCC70zN27bXXMumu8gPAnDlz8NRTT+Ff//oXfvzxR2zatAlbt27Fm2++ic8//xxjx461GMcYMEdFRTk8HyIi8k0MRImIiJqZNm3aAADuuOMOzJs3r9HTM3431JHWU3fq3LkzZsyYgRkzZqCqqgrvv/8+XnzxRfzhD39QDUSLi4sBwOwZWyIiap7YNZeIiKiZyczMhFarRV5eHnQ6XaOnl5aWBn9/fxw6dMgNpXNNcHAwXnjhBSQmJuLixYvKc6umDhw4AMDQEkxERM0bA1EiIqJmpnXr1pgyZQpOnDiB8ePH48KFCxbDHD16FMuXL3doemFhYcqbe8+cOePu4lr49ttv8euvv1qkb9++HRcuXEB4eLhF99uqqirs3bsXSUlJaN++fZOXkYiImha75hIRETVD7777Lk6cOIHly5fj+++/R69evdC2bVuUl5dj//79OHr0KHJyclS7uKoZOXIktm3bhnXr1imfXGkq69atw7vvvovWrVujd+/eiIyMxNmzZ7Fx40bo9Xr893//NwIDA83G2bRpE3Q6ndnnbYiIqPliIEpERNQMhYSEYM2aNViyZAkWL16MXbt2YevWrYiPj0dycjJ+97vf4aGHHnJ4elOmTMGsWbOwdOnSJg9EJ02aBH9/f2zYsAFbt27F1atXkZCQgOzsbEybNg3Dhg2zGGfp0qUAgCeeeKJJy0ZERJ6hERHxdiGIiIjI+8aMGYO8vDycOnUKCQkJ3i6OorKyEq1atUKnTp2wZcsWbxeHiIjcgM+IEhEREQBg1qxZ0Ov1ePvtt71dFDMffvghSkpK8D//8z/eLgoREbkJW0SJiIhIMWXKFHz55ZcoKChQPuviTZWVlejQoQN69+6N1atXe7s4RETkJgxEiYiIiIiIyKPYNZeIiIiIiIg8ioEoEREREREReRQDUSIiIiIiIvIoBqJERERERETkUQxEiYiIiIiIyKMYiBIREREREZFHMRAlIiIiIiIij2IgSkRERERERB7FQJSIiIiIiIg8ioEoEREREREReRQDUSIiIiIiIvIoBqJERERERETkUQxEiYiIiIiIyKMYiBIREREREZFH/X+ZQD5oRSBqnQAAAABJRU5ErkJggg==", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot voltages\n", "fig, ax = plt.subplots(figsize=(7, 4))\n", "ax.plot(M.t/ms, M.V_soma[0]/mV, label='soma', zorder=3)\n", "ax.plot(M.t/ms, M.V_trunk[0]/mV, label='trunk')\n", "ax.plot(M.t/ms, M.V_prox[0]/mV, label='prox')\n", "ax.plot(M.t/ms, M.V_dist[0]/mV, label='dist')\n", "ax.set_xlabel('Time (ms)')\n", "ax.set_ylabel('Voltage (mV)')\n", "ax.legend(loc='best');" ] }, { "cell_type": "markdown", "metadata": { "id": "jzzSg2wWx3f8" }, "source": [ "## Playing with dSpikes" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
\n", "In the previous model, all dendritic compartments were passive, meaning they couldn't generate dendritic spikes. Now, let’s explore how Dendrify enables the modeling of active dendrites and how dendritic spiking influences neuronal output.\n", "
\n" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "id": "q0ilgEHkx18q" }, "outputs": [], "source": [ "b.start_scope() # clear previous runs\n", "\n", "# Add channels of the same type to compartments\n", "dist.dspikes('dSpike', g_rise=3.7*nS, g_fall=2.4*nS)\n", "prox.dspikes('dSpike', g_rise=9*nS, g_fall=5.7*nS)\n", "trunk.dspikes('dSpike', g_rise=22*nS, g_fall=14*nS)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
\n", "In the code above, `'dSpike'` is an arbitrary, user-defined name. Using the same name across all compartments ensures they share a consistent spiking mechanism that can be calibrated uniformly (see below). It's also possible to include multiple types of dendritic spikes, even within the same compartment, as long as each has a unique name. The parameters `g_rise` and `g_fall` define the conductances for the rising and falling phases of the dendritic spike, respectively, and are specific to each compartment.\n", "
" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "model = NeuronModel(graph, cm=1*uF/(cm**2), gl=40*uS/(cm**2),\n", " v_rest=-65*mV, r_axial=150*ohm*cm,\n", " scale_factor=2.8, spine_factor=1.5)\n", "\n", "# After the a model is created, we can calibrate the behavior of the various dendritic spiking mechanisms\n", "model.config_dspikes('dSpike', threshold=-35*mV,\n", " duration_rise=1.2*ms, duration_fall=2.4*ms,\n", " offset_fall=0.2*ms, refractory=5*ms,\n", " reversal_rise='E_Na', reversal_fall='E_K') # Used the reversal potentials of Na and K for more realistic behavior" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "qDWiO-A1NUuA", "outputId": "fbed67de-37ce-41cd-d635-13f66055c336" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "OBJECT\n", "------\n", "\n", "\n", "\n", "EQUATIONS\n", "---------\n", "dV_soma/dt = (gL_soma * (EL_soma-V_soma) + I_soma) / C_soma :volt\n", "I_soma = I_ext_soma + I_trunk_soma :amp\n", "I_ext_soma :amp\n", "I_trunk_soma = (V_trunk-V_soma) * g_trunk_soma :amp\n", "\n", "dV_trunk/dt = (gL_trunk * (EL_trunk-V_trunk) + I_trunk) / C_trunk :volt\n", "I_trunk = I_ext_trunk + I_prox_trunk + I_soma_trunk + I_rise_dSpike_trunk + I_fall_dSpike_trunk :amp\n", "I_ext_trunk :amp\n", "I_rise_dSpike_trunk = g_rise_dSpike_trunk * (E_rise_dSpike-V_trunk) :amp\n", "I_fall_dSpike_trunk = g_fall_dSpike_trunk * (E_fall_dSpike-V_trunk) :amp\n", "g_rise_dSpike_trunk = g_rise_max_dSpike_trunk * int(t_in_timesteps <= spiketime_dSpike_trunk + duration_rise_dSpike_trunk) * gate_dSpike_trunk :siemens\n", "g_fall_dSpike_trunk = g_fall_max_dSpike_trunk * int(t_in_timesteps <= spiketime_dSpike_trunk + offset_fall_dSpike_trunk + duration_fall_dSpike_trunk) * int(t_in_timesteps >= spiketime_dSpike_trunk + offset_fall_dSpike_trunk) * gate_dSpike_trunk :siemens\n", "spiketime_dSpike_trunk :1\n", "gate_dSpike_trunk :1\n", "I_soma_trunk = (V_soma-V_trunk) * g_soma_trunk :amp\n", "I_prox_trunk = (V_prox-V_trunk) * g_prox_trunk :amp\n", "\n", "dV_prox/dt = (gL_prox * (EL_prox-V_prox) + I_prox) / C_prox :volt\n", "I_prox = I_ext_prox + I_dist_prox + I_trunk_prox + I_rise_dSpike_prox + I_fall_dSpike_prox + I_NMDA_pathY_prox + I_AMPA_pathY_prox :amp\n", "I_ext_prox :amp\n", "I_AMPA_pathY_prox = g_AMPA_pathY_prox * (E_AMPA-V_prox) * s_AMPA_pathY_prox * w_AMPA_pathY_prox :amp\n", "ds_AMPA_pathY_prox/dt = -s_AMPA_pathY_prox / t_AMPA_decay_pathY_prox :1\n", "I_NMDA_pathY_prox = g_NMDA_pathY_prox * (E_NMDA-V_prox) * s_NMDA_pathY_prox / (1 + Mg_con * exp(-Alpha_NMDA*(V_prox/mV+Gamma_NMDA)) / Beta_NMDA) * w_NMDA_pathY_prox :amp\n", "ds_NMDA_pathY_prox/dt = -s_NMDA_pathY_prox/t_NMDA_decay_pathY_prox :1\n", "I_rise_dSpike_prox = g_rise_dSpike_prox * (E_rise_dSpike-V_prox) :amp\n", "I_fall_dSpike_prox = g_fall_dSpike_prox * (E_fall_dSpike-V_prox) :amp\n", "g_rise_dSpike_prox = g_rise_max_dSpike_prox * int(t_in_timesteps <= spiketime_dSpike_prox + duration_rise_dSpike_prox) * gate_dSpike_prox :siemens\n", "g_fall_dSpike_prox = g_fall_max_dSpike_prox * int(t_in_timesteps <= spiketime_dSpike_prox + offset_fall_dSpike_prox + duration_fall_dSpike_prox) * int(t_in_timesteps >= spiketime_dSpike_prox + offset_fall_dSpike_prox) * gate_dSpike_prox :siemens\n", "spiketime_dSpike_prox :1\n", "gate_dSpike_prox :1\n", "I_trunk_prox = (V_trunk-V_prox) * g_trunk_prox :amp\n", "I_dist_prox = (V_dist-V_prox) * g_dist_prox :amp\n", "\n", "dV_dist/dt = (gL_dist * (EL_dist-V_dist) + I_dist) / C_dist :volt\n", "I_dist = I_ext_dist + I_prox_dist + I_rise_dSpike_dist + I_fall_dSpike_dist + I_NMDA_pathX_dist + I_AMPA_pathX_dist :amp\n", "I_ext_dist :amp\n", "I_AMPA_pathX_dist = g_AMPA_pathX_dist * (E_AMPA-V_dist) * s_AMPA_pathX_dist * w_AMPA_pathX_dist :amp\n", "ds_AMPA_pathX_dist/dt = -s_AMPA_pathX_dist / t_AMPA_decay_pathX_dist :1\n", "I_NMDA_pathX_dist = g_NMDA_pathX_dist * (E_NMDA-V_dist) * s_NMDA_pathX_dist / (1 + Mg_con * exp(-Alpha_NMDA*(V_dist/mV+Gamma_NMDA)) / Beta_NMDA) * w_NMDA_pathX_dist :amp\n", "ds_NMDA_pathX_dist/dt = -s_NMDA_pathX_dist/t_NMDA_decay_pathX_dist :1\n", "I_rise_dSpike_dist = g_rise_dSpike_dist * (E_rise_dSpike-V_dist) :amp\n", "I_fall_dSpike_dist = g_fall_dSpike_dist * (E_fall_dSpike-V_dist) :amp\n", "g_rise_dSpike_dist = g_rise_max_dSpike_dist * int(t_in_timesteps <= spiketime_dSpike_dist + duration_rise_dSpike_dist) * gate_dSpike_dist :siemens\n", "g_fall_dSpike_dist = g_fall_max_dSpike_dist * int(t_in_timesteps <= spiketime_dSpike_dist + offset_fall_dSpike_dist + duration_fall_dSpike_dist) * int(t_in_timesteps >= spiketime_dSpike_dist + offset_fall_dSpike_dist) * gate_dSpike_dist :siemens\n", "spiketime_dSpike_dist :1\n", "gate_dSpike_dist :1\n", "I_prox_dist = (V_prox-V_dist) * g_prox_dist :amp\n", "\n", "\n", "PARAMETERS\n", "----------\n", "{'Alpha_NMDA': 0.062,\n", " 'Beta_NMDA': 3.57,\n", " 'C_dist': 6.59734457 * pfarad,\n", " 'C_prox': 13.19468915 * pfarad,\n", " 'C_soma': 54.97787144 * pfarad,\n", " 'C_trunk': 32.98672286 * pfarad,\n", " 'EL_dist': -65. * mvolt,\n", " 'EL_prox': -65. * mvolt,\n", " 'EL_soma': -65. * mvolt,\n", " 'EL_trunk': -65. * mvolt,\n", " 'E_AMPA': 0. * volt,\n", " 'E_Ca': 136. * mvolt,\n", " 'E_GABA': -80. * mvolt,\n", " 'E_K': -89. * mvolt,\n", " 'E_NMDA': 0. * volt,\n", " 'E_Na': 70. * mvolt,\n", " 'E_fall_dSpike': -89. * mvolt,\n", " 'E_rise_dSpike': 70. * mvolt,\n", " 'Gamma_NMDA': 0,\n", " 'Mg_con': 1.0,\n", " 'Vth_dSpike_dist': -35. * mvolt,\n", " 'Vth_dSpike_prox': -35. * mvolt,\n", " 'Vth_dSpike_trunk': -35. * mvolt,\n", " 'duration_fall_dSpike_dist': 24,\n", " 'duration_fall_dSpike_prox': 24,\n", " 'duration_fall_dSpike_trunk': 24,\n", " 'duration_rise_dSpike_dist': 12,\n", " 'duration_rise_dSpike_prox': 12,\n", " 'duration_rise_dSpike_trunk': 12,\n", " 'gL_dist': 263.8937829 * psiemens,\n", " 'gL_prox': 0.52778757 * nsiemens,\n", " 'gL_soma': 2.19911486 * nsiemens,\n", " 'gL_trunk': 1.31946891 * nsiemens,\n", " 'g_AMPA_pathX_dist': 1. * nsiemens,\n", " 'g_AMPA_pathY_prox': 1. * nsiemens,\n", " 'g_NMDA_pathX_dist': 1. * nsiemens,\n", " 'g_NMDA_pathY_prox': 1. * nsiemens,\n", " 'g_dist_prox': 2. * nsiemens,\n", " 'g_fall_max_dSpike_dist': 2.4 * nsiemens,\n", " 'g_fall_max_dSpike_prox': 5.7 * nsiemens,\n", " 'g_fall_max_dSpike_trunk': 14. * nsiemens,\n", " 'g_prox_dist': 2. * nsiemens,\n", " 'g_prox_trunk': 6. * nsiemens,\n", " 'g_rise_max_dSpike_dist': 3.7 * nsiemens,\n", " 'g_rise_max_dSpike_prox': 9. * nsiemens,\n", " 'g_rise_max_dSpike_trunk': 22. * nsiemens,\n", " 'g_soma_trunk': 15. * nsiemens,\n", " 'g_trunk_prox': 6. * nsiemens,\n", " 'g_trunk_soma': 15. * nsiemens,\n", " 'offset_fall_dSpike_dist': 2,\n", " 'offset_fall_dSpike_prox': 2,\n", " 'offset_fall_dSpike_trunk': 2,\n", " 'refractory_dSpike_dist': 50,\n", " 'refractory_dSpike_prox': 50,\n", " 'refractory_dSpike_trunk': 50,\n", " 't_AMPA_decay_pathX_dist': 2. * msecond,\n", " 't_AMPA_decay_pathY_prox': 2. * msecond,\n", " 't_NMDA_decay_pathX_dist': 60. * msecond,\n", " 't_NMDA_decay_pathY_prox': 60. * msecond,\n", " 'w_AMPA_pathX_dist': 1.0,\n", " 'w_AMPA_pathY_prox': 1.0,\n", " 'w_NMDA_pathX_dist': 1.0,\n", " 'w_NMDA_pathY_prox': 1.0}\n", "\n", "\n", "EVENTS\n", "------\n", "['spike_dSpike_trunk', 'spike_dSpike_prox', 'spike_dSpike_dist']\n", "\n", "\n", "EVENT CONDITIONS\n", "----------------\n", "{'spike_dSpike_dist': 'V_dist >= Vth_dSpike_dist and t_in_timesteps >= spiketime_dSpike_dist + refractory_dSpike_dist '\n", " '* gate_dSpike_dist',\n", " 'spike_dSpike_prox': 'V_prox >= Vth_dSpike_prox and t_in_timesteps >= spiketime_dSpike_prox + refractory_dSpike_prox '\n", " '* gate_dSpike_prox',\n", " 'spike_dSpike_trunk': 'V_trunk >= Vth_dSpike_trunk and t_in_timesteps >= spiketime_dSpike_trunk + '\n", " 'refractory_dSpike_trunk * gate_dSpike_trunk'}\n", "\n", "\n", "\n" ] } ], "source": [ "print(model)" ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "id": "xDDD6rHw9JVc" }, "outputs": [], "source": [ "# Make a new neurongroup\n", "neuron, ap_reset = model.make_neurongroup(1, method='euler', threshold='V_soma > -40*mV',\n", " reset='V_soma = 40*mV',\n", " second_reset= 'V_soma=-55*mV',\n", " spike_width = 0.8*ms,\n", " refractory=4*ms)\n", "\n", "vars = ['V_soma', 'V_trunk', 'V_prox', 'V_dist']\n", "M = b.StateMonitor(neuron, vars, record=True)\n", "\n", "net = b.Network(neuron, ap_reset, M)\n", "net.run(10*ms)\n", "neuron.I_ext_soma = 150*pA\n", "net.run(100*ms)\n", "neuron.I_ext_soma = 0*pA\n", "net.run(60*ms)" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "cellView": "form", "colab": { "base_uri": "https://localhost:8080/", "height": 571 }, "id": "K3-CUCCT-L3k", "outputId": "b1022c01-0066-4e29-a034-cbf84b6b81b5" }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# @title Plot voltages\n", "fig, ax = plt.subplots(figsize=(7, 4))\n", "ax.plot(M.t/ms, M.V_soma[0]/mV, label='soma', zorder=3)\n", "ax.plot(M.t/ms, M.V_trunk[0]/mV, label='trunk')\n", "ax.plot(M.t/ms, M.V_prox[0]/mV, label='prox')\n", "ax.plot(M.t/ms, M.V_dist[0]/mV, label='dist')\n", "ax.set_xlabel('Time (ms)')\n", "ax.set_ylabel('Voltage (mV)')\n", "ax.legend(loc='best');" ] }, { "cell_type": "markdown", "metadata": { "id": "yvOuvVdsN8SY" }, "source": [ "
\n", "Now, these are true backpropagating dendritic spikes with sodium-like kinetics.\n", "
" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "cellView": "form", "colab": { "base_uri": "https://localhost:8080/", "height": 571 }, "id": "mAbec7fs-P2-", "outputId": "9f1434fe-4c81-42f3-d31f-73163afde9c9" }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Zoom in\n", "fig, ax = plt.subplots(figsize=(7, 4))\n", "ax.plot(M.t/ms, M.V_soma[0]/mV, label='soma')\n", "ax.plot(M.t/ms, M.V_trunk[0]/mV, label='trunk')\n", "ax.plot(M.t/ms, M.V_prox[0]/mV, label='prox')\n", "ax.plot(M.t/ms, M.V_dist[0]/mV, label='dist')\n", "ax.set_xlabel('Time (ms)')\n", "ax.set_ylabel('Voltage (mV)')\n", "ax.set_xlim(left=50, right=100)\n", "ax.legend(loc='best');" ] }, { "cell_type": "markdown", "metadata": { "id": "sWI8eGzwQWHq" }, "source": [ "## Adding noisy input" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
\n", "💡 You can find more information about how random noise is impemented in [Brian's documentation](https://brian2.readthedocs.io/en/stable/user/models.html?highlight=noise#noise).\n", "
" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "id": "k3xlQ9YIQdIH" }, "outputs": [], "source": [ "b.start_scope() # clear previous run\n", "\n", "# add noise\n", "a = 2\n", "soma.noise(mean=a*25*pA, sigma=25*pA, tau=1*ms)\n", "trunk.noise(mean=a*20*pA, sigma=20*pA, tau=1*ms)\n", "prox.noise(mean=a*15*pA, sigma=15*pA, tau=1*ms)\n", "dist.noise(mean=a*6*pA, sigma=10*pA, tau=1*ms)\n", "\n", "\n", "# merge compartments into a neuron model and set its basic properties\n", "edges = [(soma, trunk, 15*nS), (trunk, prox, 8*nS), (prox, dist, 3*nS)]\n", "model = NeuronModel(edges, cm=1*uF/(cm**2), gl=40*uS/(cm**2),\n", " v_rest=-65*mV, r_axial=150*ohm*cm,\n", " scale_factor=2.8, spine_factor=1.5)\n", "\n", "model.config_dspikes('dSpike', threshold=-35*mV,\n", " duration_rise=1.2*ms, duration_fall=2.4*ms,\n", " offset_fall=0.2*ms, refractory=5*ms,\n", " reversal_rise='E_Na', reversal_fall='E_K')\n", "\n", "# make a neuron group\n", "neuron, ap_reset = model.make_neurongroup(1, method='euler', threshold='V_soma > -40*mV',\n", " reset='V_soma = 40*mV',\n", " second_reset= 'V_soma=-55*mV',\n", " spike_width = 0.8*ms,\n", " refractory=4*ms)\n", "\n", "# record voltages\n", "vars = ['V_soma', 'V_trunk', 'V_prox', 'V_dist']\n", "M = b.StateMonitor(neuron, vars, record=True)" ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "3K6jfeMaTcel", "outputId": "93145e2f-05af-4662-f286-677edbd17fcd" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "OBJECT\n", "------\n", "\n", "\n", "\n", "EQUATIONS\n", "---------\n", "dV_soma/dt = (gL_soma * (EL_soma-V_soma) + I_soma) / C_soma :volt\n", "I_soma = I_ext_soma + I_trunk_soma + I_noise_soma :amp\n", "I_ext_soma :amp\n", "dI_noise_soma/dt = (mean_noise_soma-I_noise_soma) / tau_noise_soma + sigma_noise_soma * (sqrt(2/(tau_noise_soma*dt)) * randn()) :amp\n", "I_trunk_soma = (V_trunk-V_soma) * g_trunk_soma :amp\n", "\n", "dV_trunk/dt = (gL_trunk * (EL_trunk-V_trunk) + I_trunk) / C_trunk :volt\n", "I_trunk = I_ext_trunk + I_prox_trunk + I_soma_trunk + I_noise_trunk + I_rise_dSpike_trunk + I_fall_dSpike_trunk :amp\n", "I_ext_trunk :amp\n", "I_rise_dSpike_trunk = g_rise_dSpike_trunk * (E_rise_dSpike-V_trunk) :amp\n", "I_fall_dSpike_trunk = g_fall_dSpike_trunk * (E_fall_dSpike-V_trunk) :amp\n", "g_rise_dSpike_trunk = g_rise_max_dSpike_trunk * int(t_in_timesteps <= spiketime_dSpike_trunk + duration_rise_dSpike_trunk) * gate_dSpike_trunk :siemens\n", "g_fall_dSpike_trunk = g_fall_max_dSpike_trunk * int(t_in_timesteps <= spiketime_dSpike_trunk + offset_fall_dSpike_trunk + duration_fall_dSpike_trunk) * int(t_in_timesteps >= spiketime_dSpike_trunk + offset_fall_dSpike_trunk) * gate_dSpike_trunk :siemens\n", "spiketime_dSpike_trunk :1\n", "gate_dSpike_trunk :1\n", "dI_noise_trunk/dt = (mean_noise_trunk-I_noise_trunk) / tau_noise_trunk + sigma_noise_trunk * (sqrt(2/(tau_noise_trunk*dt)) * randn()) :amp\n", "I_soma_trunk = (V_soma-V_trunk) * g_soma_trunk :amp\n", "I_prox_trunk = (V_prox-V_trunk) * g_prox_trunk :amp\n", "\n", "dV_prox/dt = (gL_prox * (EL_prox-V_prox) + I_prox) / C_prox :volt\n", "I_prox = I_ext_prox + I_dist_prox + I_trunk_prox + I_noise_prox + I_rise_dSpike_prox + I_fall_dSpike_prox + I_NMDA_pathY_prox + I_AMPA_pathY_prox :amp\n", "I_ext_prox :amp\n", "I_AMPA_pathY_prox = g_AMPA_pathY_prox * (E_AMPA-V_prox) * s_AMPA_pathY_prox * w_AMPA_pathY_prox :amp\n", "ds_AMPA_pathY_prox/dt = -s_AMPA_pathY_prox / t_AMPA_decay_pathY_prox :1\n", "I_NMDA_pathY_prox = g_NMDA_pathY_prox * (E_NMDA-V_prox) * s_NMDA_pathY_prox / (1 + Mg_con * exp(-Alpha_NMDA*(V_prox/mV+Gamma_NMDA)) / Beta_NMDA) * w_NMDA_pathY_prox :amp\n", "ds_NMDA_pathY_prox/dt = -s_NMDA_pathY_prox/t_NMDA_decay_pathY_prox :1\n", "I_rise_dSpike_prox = g_rise_dSpike_prox * (E_rise_dSpike-V_prox) :amp\n", "I_fall_dSpike_prox = g_fall_dSpike_prox * (E_fall_dSpike-V_prox) :amp\n", "g_rise_dSpike_prox = g_rise_max_dSpike_prox * int(t_in_timesteps <= spiketime_dSpike_prox + duration_rise_dSpike_prox) * gate_dSpike_prox :siemens\n", "g_fall_dSpike_prox = g_fall_max_dSpike_prox * int(t_in_timesteps <= spiketime_dSpike_prox + offset_fall_dSpike_prox + duration_fall_dSpike_prox) * int(t_in_timesteps >= spiketime_dSpike_prox + offset_fall_dSpike_prox) * gate_dSpike_prox :siemens\n", "spiketime_dSpike_prox :1\n", "gate_dSpike_prox :1\n", "dI_noise_prox/dt = (mean_noise_prox-I_noise_prox) / tau_noise_prox + sigma_noise_prox * (sqrt(2/(tau_noise_prox*dt)) * randn()) :amp\n", "I_trunk_prox = (V_trunk-V_prox) * g_trunk_prox :amp\n", "I_dist_prox = (V_dist-V_prox) * g_dist_prox :amp\n", "\n", "dV_dist/dt = (gL_dist * (EL_dist-V_dist) + I_dist) / C_dist :volt\n", "I_dist = I_ext_dist + I_prox_dist + I_noise_dist + I_rise_dSpike_dist + I_fall_dSpike_dist + I_NMDA_pathX_dist + I_AMPA_pathX_dist :amp\n", "I_ext_dist :amp\n", "I_AMPA_pathX_dist = g_AMPA_pathX_dist * (E_AMPA-V_dist) * s_AMPA_pathX_dist * w_AMPA_pathX_dist :amp\n", "ds_AMPA_pathX_dist/dt = -s_AMPA_pathX_dist / t_AMPA_decay_pathX_dist :1\n", "I_NMDA_pathX_dist = g_NMDA_pathX_dist * (E_NMDA-V_dist) * s_NMDA_pathX_dist / (1 + Mg_con * exp(-Alpha_NMDA*(V_dist/mV+Gamma_NMDA)) / Beta_NMDA) * w_NMDA_pathX_dist :amp\n", "ds_NMDA_pathX_dist/dt = -s_NMDA_pathX_dist/t_NMDA_decay_pathX_dist :1\n", "I_rise_dSpike_dist = g_rise_dSpike_dist * (E_rise_dSpike-V_dist) :amp\n", "I_fall_dSpike_dist = g_fall_dSpike_dist * (E_fall_dSpike-V_dist) :amp\n", "g_rise_dSpike_dist = g_rise_max_dSpike_dist * int(t_in_timesteps <= spiketime_dSpike_dist + duration_rise_dSpike_dist) * gate_dSpike_dist :siemens\n", "g_fall_dSpike_dist = g_fall_max_dSpike_dist * int(t_in_timesteps <= spiketime_dSpike_dist + offset_fall_dSpike_dist + duration_fall_dSpike_dist) * int(t_in_timesteps >= spiketime_dSpike_dist + offset_fall_dSpike_dist) * gate_dSpike_dist :siemens\n", "spiketime_dSpike_dist :1\n", "gate_dSpike_dist :1\n", "dI_noise_dist/dt = (mean_noise_dist-I_noise_dist) / tau_noise_dist + sigma_noise_dist * (sqrt(2/(tau_noise_dist*dt)) * randn()) :amp\n", "I_prox_dist = (V_prox-V_dist) * g_prox_dist :amp\n", "\n", "\n", "PARAMETERS\n", "----------\n", "{'Alpha_NMDA': 0.062,\n", " 'Beta_NMDA': 3.57,\n", " 'C_dist': 6.59734457 * pfarad,\n", " 'C_prox': 13.19468915 * pfarad,\n", " 'C_soma': 54.97787144 * pfarad,\n", " 'C_trunk': 32.98672286 * pfarad,\n", " 'EL_dist': -65. * mvolt,\n", " 'EL_prox': -65. * mvolt,\n", " 'EL_soma': -65. * mvolt,\n", " 'EL_trunk': -65. * mvolt,\n", " 'E_AMPA': 0. * volt,\n", " 'E_Ca': 136. * mvolt,\n", " 'E_GABA': -80. * mvolt,\n", " 'E_K': -89. * mvolt,\n", " 'E_NMDA': 0. * volt,\n", " 'E_Na': 70. * mvolt,\n", " 'E_fall_dSpike': -89. * mvolt,\n", " 'E_rise_dSpike': 70. * mvolt,\n", " 'Gamma_NMDA': 0,\n", " 'Mg_con': 1.0,\n", " 'Vth_dSpike_dist': -35. * mvolt,\n", " 'Vth_dSpike_prox': -35. * mvolt,\n", " 'Vth_dSpike_trunk': -35. * mvolt,\n", " 'duration_fall_dSpike_dist': 24,\n", " 'duration_fall_dSpike_prox': 24,\n", " 'duration_fall_dSpike_trunk': 24,\n", " 'duration_rise_dSpike_dist': 12,\n", " 'duration_rise_dSpike_prox': 12,\n", " 'duration_rise_dSpike_trunk': 12,\n", " 'gL_dist': 263.8937829 * psiemens,\n", " 'gL_prox': 0.52778757 * nsiemens,\n", " 'gL_soma': 2.19911486 * nsiemens,\n", " 'gL_trunk': 1.31946891 * nsiemens,\n", " 'g_AMPA_pathX_dist': 1. * nsiemens,\n", " 'g_AMPA_pathY_prox': 1. * nsiemens,\n", " 'g_NMDA_pathX_dist': 1. * nsiemens,\n", " 'g_NMDA_pathY_prox': 1. * nsiemens,\n", " 'g_dist_prox': 3. * nsiemens,\n", " 'g_fall_max_dSpike_dist': 2.4 * nsiemens,\n", " 'g_fall_max_dSpike_prox': 5.7 * nsiemens,\n", " 'g_fall_max_dSpike_trunk': 14. * nsiemens,\n", " 'g_prox_dist': 3. * nsiemens,\n", " 'g_prox_trunk': 8. * nsiemens,\n", " 'g_rise_max_dSpike_dist': 3.7 * nsiemens,\n", " 'g_rise_max_dSpike_prox': 9. * nsiemens,\n", " 'g_rise_max_dSpike_trunk': 22. * nsiemens,\n", " 'g_soma_trunk': 15. * nsiemens,\n", " 'g_trunk_prox': 8. * nsiemens,\n", " 'g_trunk_soma': 15. * nsiemens,\n", " 'mean_noise_dist': 12. * pamp,\n", " 'mean_noise_prox': 30. * pamp,\n", " 'mean_noise_soma': 50. * pamp,\n", " 'mean_noise_trunk': 40. * pamp,\n", " 'offset_fall_dSpike_dist': 2,\n", " 'offset_fall_dSpike_prox': 2,\n", " 'offset_fall_dSpike_trunk': 2,\n", " 'refractory_dSpike_dist': 50,\n", " 'refractory_dSpike_prox': 50,\n", " 'refractory_dSpike_trunk': 50,\n", " 'sigma_noise_dist': 10. * pamp,\n", " 'sigma_noise_prox': 15. * pamp,\n", " 'sigma_noise_soma': 25. * pamp,\n", " 'sigma_noise_trunk': 20. * pamp,\n", " 't_AMPA_decay_pathX_dist': 2. * msecond,\n", " 't_AMPA_decay_pathY_prox': 2. * msecond,\n", " 't_NMDA_decay_pathX_dist': 60. * msecond,\n", " 't_NMDA_decay_pathY_prox': 60. * msecond,\n", " 'tau_noise_dist': 1. * msecond,\n", " 'tau_noise_prox': 1. * msecond,\n", " 'tau_noise_soma': 1. * msecond,\n", " 'tau_noise_trunk': 1. * msecond,\n", " 'w_AMPA_pathX_dist': 1.0,\n", " 'w_AMPA_pathY_prox': 1.0,\n", " 'w_NMDA_pathX_dist': 1.0,\n", " 'w_NMDA_pathY_prox': 1.0}\n", "\n", "\n", "EVENTS\n", "------\n", "['spike_dSpike_trunk', 'spike_dSpike_prox', 'spike_dSpike_dist']\n", "\n", "\n", "EVENT CONDITIONS\n", "----------------\n", "{'spike_dSpike_dist': 'V_dist >= Vth_dSpike_dist and t_in_timesteps >= spiketime_dSpike_dist + refractory_dSpike_dist '\n", " '* gate_dSpike_dist',\n", " 'spike_dSpike_prox': 'V_prox >= Vth_dSpike_prox and t_in_timesteps >= spiketime_dSpike_prox + refractory_dSpike_prox '\n", " '* gate_dSpike_prox',\n", " 'spike_dSpike_trunk': 'V_trunk >= Vth_dSpike_trunk and t_in_timesteps >= spiketime_dSpike_trunk + '\n", " 'refractory_dSpike_trunk * gate_dSpike_trunk'}\n", "\n", "\n", "\n" ] } ], "source": [ "print(model)" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "id": "B0wtAya-Tb7E" }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Run simulation\n", "net = b.Network(neuron, ap_reset, M)\n", "net.run(500*ms)\n", "\n", "# Plot voltages\n", "fig, ax = plt.subplots(figsize=(7, 4))\n", "ax.plot(M.t/ms, M.V_soma[0]/mV, label='soma', zorder=3)\n", "ax.plot(M.t/ms, M.V_trunk[0]/mV, label='trunk')\n", "ax.plot(M.t/ms, M.V_prox[0]/mV, label='prox')\n", "ax.plot(M.t/ms, M.V_dist[0]/mV, label='dist')\n", "ax.set_xlabel('Time (ms)')\n", "ax.set_ylabel('Voltage (mV)')\n", "ax.legend(loc='best');" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Zoom in\n", "fig, ax = plt.subplots(figsize=(7, 4))\n", "ax.plot(M.t/ms, M.V_soma[0]/mV, label='soma')\n", "ax.plot(M.t/ms, M.V_trunk[0]/mV, label='trunk')\n", "ax.plot(M.t/ms, M.V_prox[0]/mV, label='prox')\n", "ax.plot(M.t/ms, M.V_dist[0]/mV, label='dist')\n", "ax.set_xlabel('Time (ms)')\n", "ax.set_ylabel('Voltage (mV)')\n", "ax.set_xlim(left=210, right=300)\n", "ax.legend(loc='best');" ] }, { "cell_type": "markdown", "metadata": { "id": "IGZjZPlWltKs" }, "source": [ "## Point neurons" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
\n", "Although Dendrify was primarily developed for compartmental models, it also supports the creation of point neuron models. The following example demonstrates how to create a simple leaky integrate-and-fire model (with a single voltage reset) using Dendrify.\n", "
" ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 602 }, "id": "AxdasPX7lzID", "outputId": "07865acb-d1c5-4ccc-8d85-de1cdd9950aa" }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from dendrify import PointNeuronModel\n", "\n", "b.start_scope()\n", "\n", "# create a point-neuron model and add some Poisson input\n", "point_model = PointNeuronModel(model='leakyIF', v_rest=-60*mV,\n", " cm_abs=200*pF, gl_abs=10*nS)\n", "point_model.synapse('AMPA', tag='x', g=2.5*nS, t_decay=2*ms)\n", "point_neuron = point_model.make_neurongroup(1, method='euler', threshold='V > -40*mV',\n", " reset='V = -50*mV',)\n", "\n", "Input = b.PoissonGroup(10, rates=100*Hz)\n", "S = b.Synapses(Input, point_neuron, on_pre='s_AMPA_x += 1')\n", "S.connect(p=1)\n", "\n", "# monitor\n", "M2 = b.StateMonitor(point_neuron, 'V', record=True)\n", "\n", "# simulation\n", "b.run(250*ms)\n", "\n", "# plot\n", "fig, ax = plt.subplots(1, 1, figsize=[7, 4])\n", "ax.plot(M2.t/ms, M2.V[0]/mV)\n", "ax.set_xlabel('Time (ms)')\n", "ax.set_ylabel('Voltage (mV)')\n", "fig.tight_layout();" ] } ], "metadata": { "colab": { "provenance": [], "toc_visible": true }, "kernelspec": { "display_name": "brian", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.12.3" } }, "nbformat": 4, "nbformat_minor": 0 }