{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Bragg grating sections\n", "\n", "Bragg gratings are often used in waveguides, such as optical fibres, which can reflect light of certain frequencies while transmitting others. This is typically achieved by periodically changing the refractive index or dielectric constant in a section of the waveguide, and the reflective and transmitting frequency bands are controlled by appropriately designing the periodicity and material or geometry parameters of the grating.\n", "\n", "In this example, sections of two Bragg gratings will be simulated. The first one involves a waveguide with a perfectly aligned corrugation on either side, which causes it to act as a reflector. The second one is similar, but with the corrugation on one side misaligned with the corrugation on the other side, so that the structure primarily transmits power.\n", "\n", "Reference: Xu Wang, Yun Wang, Jonas Flueckiger, Richard Bojko, Amy Liu, Adam Reid, James Pond, Nicolas A. F. Jaeger, and Lukas Chrostowski, \"Precise control of the coupling coefficient through destructive interference in silicon waveguide Bragg gratings,\" _Opt. Lett._ 39, 5519-5522 (2014), DOI: [10.1364/OL.39.005519](https://doi.org/10.1364/OL.39.005519)" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "tags": [] }, "outputs": [], "source": [ "# basic imports\n", "import numpy as np\n", "import matplotlib.pylab as plt\n", "\n", "# Tidy3D imports\n", "import tidy3d as td\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Structure Setup\n", "\n", "First, the geometry of the structure is defined. Both waveguides are set up in the same simulation side-by-side." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "tags": [] }, "outputs": [], "source": [ "# materials\n", "Air = td.Medium(permittivity=1.0)\n", "Si = td.Medium(permittivity=3.47**2)\n", "SiO2 = td.Medium(permittivity=1.44**2)\n", "\n", "# geometric parameters\n", "wg_height = 0.22\n", "wg_feed_length = 0.75\n", "wg_feed_width = 0.5\n", "corrug_width = 0.05\n", "num_periods = 50\n", "period = 0.324\n", "\n", "shift = period / 2\n", "corrug_length = period / 2\n", "wg_length = num_periods * period\n", "wg_width = wg_feed_width - corrug_width\n", "\n", "wavelength0 = 1.532\n", "freq0 = td.C_0 / wavelength0\n", "fwidth = freq0 / 40.0\n", "run_time = 4.0e-12\n", "wavelength_min = td.C_0 / (freq0 + fwidth)\n", "\n", "# place the two waveguides with their centres half a free-space wavelength apart\n", "wg1_y = wavelength0 / 2\n", "wg2_y = -wavelength0 / 2\n", "\n", "# small buffer added to structures so they extend into the PML a bit\n", "pml_buffer = period\n", "\n", "# waveguide 1\n", "wg1_size = [wg_length + pml_buffer, wg_width, wg_height]\n", "wg1_center = [0, wg1_y, wg_height / 2]\n", "wg1_medium = Si\n", "\n", "# waveguide 2\n", "wg2_size = [wg_length + pml_buffer, wg_width, wg_height]\n", "wg2_center = [0, wg2_y, wg_height / 2]\n", "wg2_medium = Si\n", "\n", "# corrugation setup for waveguide 1\n", "cg1_size = [corrug_length, corrug_width, wg_height]\n", "cg1_center_plus = [\n", " -wg_length / 2 + corrug_length / 2,\n", " wg_width / 2 + corrug_width / 2 + wg1_y,\n", " wg_height / 2,\n", "]\n", "cg1_center_minus = [\n", " -wg_length / 2 + corrug_length / 2,\n", " -wg_width / 2 - corrug_width / 2 + wg1_y,\n", " wg_height / 2,\n", "]\n", "cg1_medium = Si\n", "\n", "# corrugation setup for waveguide 2\n", "cg2_size = [corrug_length, corrug_width, wg_height]\n", "cg2_center_plus = [\n", " -wg_length / 2 + corrug_length / 2,\n", " wg_width / 2 + corrug_width / 2 + wg2_y,\n", " wg_height / 2,\n", "]\n", "cg2_center_minus = [\n", " -wg_length / 2 + corrug_length / 2 + shift,\n", " -wg_width / 2 - corrug_width / 2 + wg2_y,\n", " wg_height / 2,\n", "]\n", "cg2_medium = Si\n", "\n", "# substrate\n", "sub_size = [td.inf, td.inf, 2]\n", "sub_center = [0, 0, -1.0]\n", "sub_medium = SiO2\n", "\n", "# create the substrate\n", "substrate = td.Structure(\n", " geometry=td.Box(center=sub_center, size=sub_size),\n", " medium=sub_medium,\n", " name=\"substrate\",\n", ")\n", "\n", "# create the first waveguide\n", "waveguide_1 = td.Structure(\n", " geometry=td.Box(center=wg1_center, size=wg1_size),\n", " medium=wg1_medium,\n", " name=\"waveguide_1\",\n", ")\n", "\n", "# create the second waveguide\n", "waveguide_2 = td.Structure(\n", " geometry=td.Box(center=wg2_center, size=wg2_size),\n", " medium=wg2_medium,\n", " name=\"waveguide_2\",\n", ")\n", "\n", "# create the corrugation for the first waveguide\n", "corrug1_plus = []\n", "corrug1_minus = []\n", "for i in range(num_periods):\n", " # corrugation on the +y side\n", " center = cg1_center_plus\n", " if i > 0:\n", " center[0] += period\n", " plus = td.Structure(\n", " geometry=td.Box(center=center, size=cg1_size),\n", " medium=cg1_medium,\n", " name=f\"corrug1_plus_{i}\",\n", " )\n", "\n", " # corrugation on the -y side\n", " center = cg1_center_minus\n", " if i > 0:\n", " center[0] += period\n", " minus = td.Structure(\n", " geometry=td.Box(center=center, size=cg1_size),\n", " medium=cg1_medium,\n", " name=f\"corrug1_minus_{i}\",\n", " )\n", "\n", " corrug1_plus.append(plus)\n", " corrug1_minus.append(minus)\n", "\n", "# create the corrugation for the second waveguide\n", "corrug2_plus = []\n", "corrug2_minus = []\n", "for i in range(num_periods):\n", " # corrugation on the +y side\n", " center = cg2_center_plus\n", " if i > 0:\n", " center[0] += period\n", " plus = td.Structure(\n", " geometry=td.Box(center=center, size=cg2_size),\n", " medium=cg2_medium,\n", " name=f\"corrug2_plus_{i}\",\n", " )\n", "\n", " # corrugation on the -y side\n", " center = cg2_center_minus\n", " if i > 0:\n", " center[0] += period\n", " minus = td.Structure(\n", " geometry=td.Box(center=center, size=cg2_size),\n", " medium=cg2_medium,\n", " name=f\"corrug2_minus_{i}\",\n", " )\n", "\n", " corrug2_plus.append(plus)\n", " corrug2_minus.append(minus)\n", "\n", "# full simulation domain\n", "sim_size = [\n", " wg_length + wavelength0 * 1.5,\n", " 2 * wavelength0 + wg_width + 2 * corrug_width,\n", " 3.7,\n", "]\n", "sim_center = [0, 0, 0.0]\n", "\n", "# boundary conditions - Bloch boundaries are used to emulate an infinitely long grating\n", "boundary_spec = td.BoundarySpec(\n", " # x=td.Boundary.bloch(bloch_vec=num_periods/2),\n", " x=td.Boundary.pml(),\n", " y=td.Boundary.pml(),\n", " z=td.Boundary.pml(),\n", ")\n", "\n", "# grid specification\n", "grid_spec = td.GridSpec.auto(min_steps_per_wvl=20)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Source Setup\n", "\n", "A mode source is defined for each waveguide." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "tags": [] }, "outputs": [], "source": [ "# mode source for waveguide 1\n", "source1_time = td.GaussianPulse(freq0=freq0, fwidth=fwidth, amplitude=1)\n", "mode_src1 = td.ModeSource(\n", " center=[-wg_length / 2 + period, wg1_y, wg_height / 2],\n", " size=[0, waveguide_1.geometry.size[1] * 2, waveguide_1.geometry.size[2] * 2],\n", " mode_index=0,\n", " direction=\"+\",\n", " source_time=source1_time,\n", " mode_spec=td.ModeSpec(),\n", ")\n", "\n", "# mode source for waveguide 2\n", "source2_time = td.GaussianPulse(freq0=freq0, fwidth=fwidth, amplitude=1)\n", "mode_src2 = td.ModeSource(\n", " center=[-wg_length / 2 + period, wg2_y, wg_height / 2],\n", " size=[0, waveguide_2.geometry.size[1] * 2, waveguide_2.geometry.size[2] * 2],\n", " mode_index=0,\n", " direction=\"+\",\n", " source_time=source2_time,\n", " mode_spec=td.ModeSpec(),\n", ")\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Monitor Setup\n", "\n", "To visualize the field distribution in the waveguides, a monitor is placed in the `xy` plane cutting through both waveguides. A pair of flux monitors is also placed on the far side the demonstrate the transmission and reflection characteristics." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "tags": [] }, "outputs": [], "source": [ "# create monitors\n", "monitor_xy = td.FieldMonitor(\n", " center=[0, 0, wg_height / 2],\n", " size=[wg_length, 2 * wavelength0 + wg_width + 2 * corrug_width, 0],\n", " freqs=[freq0],\n", " name=\"fields_xy\",\n", ")\n", "\n", "freqs = np.linspace(freq0 - 2 * fwidth, freq0 + 2 * fwidth, 200)\n", "monitor_flux_aligned = td.FluxMonitor(\n", " center=[wg_length / 2 - period, wg1_y, wg_height / 2],\n", " size=[0, waveguide_1.geometry.size[1] * 2, waveguide_1.geometry.size[2] * 2],\n", " freqs=freqs,\n", " name=\"flux_aligned\",\n", ")\n", "\n", "monitor_flux_misaligned = td.FluxMonitor(\n", " center=[wg_length / 2 - period, wg2_y, wg_height / 2],\n", " size=[0, waveguide_2.geometry.size[1] * 2, waveguide_2.geometry.size[2] * 2],\n", " freqs=freqs,\n", " name=\"flux_misaligned\",\n", ")\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Create Simulation\n", "\n", "All the structures, sources, and monitors are consolidated, and the simulation is created and visualized." ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# list of all structures\n", "structures = (\n", " [substrate, waveguide_1, waveguide_2]\n", " + corrug1_plus\n", " + corrug1_minus\n", " + corrug2_plus\n", " + corrug2_minus\n", ")\n", "\n", "# list of all sources\n", "sources = [mode_src1, mode_src2]\n", "\n", "# list of all monitors\n", "monitors = [monitor_xy, monitor_flux_aligned, monitor_flux_misaligned]\n", "\n", "# create the simulation\n", "sim = td.Simulation(\n", " center=sim_center,\n", " size=sim_size,\n", " grid_spec=grid_spec,\n", " structures=structures,\n", " sources=sources,\n", " monitors=monitors,\n", " run_time=run_time,\n", " boundary_spec=boundary_spec,\n", ")\n", "\n", "# plot the simulation domain\n", "f, (ax1, ax3) = plt.subplots(1, 2, tight_layout=True, figsize=(10, 6))\n", "sim.plot(x=0, ax=ax1)\n", "sim.plot(z=wg_height / 2, ax=ax3)\n", "plt.show()\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Run Simulation" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
[20:07:41] Created task 'bragg' with task_id 'fdve-1cada740-1571-4237-a213-ae3957c3e48cv1'.           webapi.py:139\n",
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[20:07:48] status = queued                                                                            webapi.py:269\n",
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[20:07:49] status = preprocess                                                                        webapi.py:263\n",
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[20:07:55] Maximum FlexCredit cost: 0.368. Use 'web.real_cost(task_id)' to get the billed FlexCredit cost webapi.py:286\n",
       "           after a simulation run.                                                                                 \n",
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           starting up solver                                                                         webapi.py:290\n",
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[20:07:56] running solver                                                                             webapi.py:300\n",
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[20:12:46] early shutoff detected, exiting.                                                           webapi.py:313\n",
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[20:12:47] status = postprocess                                                                       webapi.py:330\n",
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[20:12:51] status = success                                                                           webapi.py:337\n",
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[20:13:00] loading SimulationData from data/bragg.hdf5                                                webapi.py:512\n",
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We notice that the grating with aligned corrugation effectively reflects power at the design frequency, while the misalignment in the second grating causes it to be mostly transmissive." ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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+97+fH/uxH+Mf/IN/wDd+4zdSliW//du/jVKKl770pQC8+c1v5sMf/jAvetGLuPbaazl9+jRve9vbuPrqq3ctsbyf6/6P/+P/4L/9t//GK17xCj7wgQ/wrd/6rRhjuP322/lv/+2/8ed//uc84xnP4IlPfCI/93M/x7/6V/+K5zznObzkJS8hSRI++clPcvToUX7pl34J8Ad+/sZv/Aa/8Au/wBOf+EQOHz5cF2OYRhRFvOUtb+GHf/iHed7znsc/+kf/qC6t/fjHP56f+ImfuNBpm8GznvUsFhcXednLXsaP//iPI4Tgt3/7t7c1Zm+99Vbe9a538brXvY7bbruNbrfL3/t7f2/b+/74j/84Z86c4ad+6qf4/d///ZnvnvrUp/LUpz4VuLCcoauvvprXvva1/PIv/zJFUXDbbbfxh3/4h3zkIx/hd3/3d2dCBn/2Z3+W/+f/+X+45557Zs5F+oVf+AXA50sB/PZv/3adh/XzP//z9e8+//nP8//+v/8vAHfffTdra2v1tU972tN27H+DBg0a7AdCSsReYc7NOUNb8ShWsmvQoEGDGdx3333uB3/wB92hQ4dckiTuCU94gnv1q1/tsixzzk1Ka29Xfts5X0r7hhtucFEUuSuuuMK98pWvdCsrK/X3X/va19w/+Sf/xF1//fUuTVO3tLTkvv3bv939xV/8Rf2bv/zLv3R//+//fXf06FEXx7E7evSo+0f/6B+5O++8c9e27/e6PM/dW97yFnfjjTe6JEnc4uKiu/XWW92b3vQmt7a2NvPb//pf/6u7+eab698973nPc+973/vq70+ePOle9KIXuV6v54C6zPbm0toV3vWud9X3W1pact///d/vjh07NvObl73sZa7T6Wzp3xve8Aa3n1fGxz72Mfct3/ItrtVquaNHj7qf+qmfcn/+53++pT39ft/943/8j93CwoIDdi0z/bznPW/HMtlveMMb9mzTXjDGuF/8xV901157rYvj2N14443ud37nd7b8rio7fs8998x8vlPbNo9XtX63+3vZy172kPvRoEGDyxeveMUrXOsbn+8OvfhXdv1bfP5PNaW1N0E4t0f8SYMGDRo0aNCgQYMGDS5avPKVr+T/9/676T3lu3b9Xbl+kuwTv8bGxsYj1LKLH02YXIMGDRo0aNCgQYMGlzjEvkprN2Fym9EYQw0aNGjQoEGDBg0aXOKoqsnt+pummtwWNMZQgwYNGjRo0KBBgwaXOoRsDl29ADTGUIMGDRo0aNCgQYMGlziaMLkLQ2MeNmjQoEGDBg0aNGhwiUMohYzi3f/0QwuT+zf/5t8ghOC1r31t/dl4PObVr341Bw4coNvt8tKXvpRTp049xN48cmiMoQYNGjRo0KBBgwYNLnXs69DVC2eGPvnJT/Kf//N/rs92q/ATP/ET/PEf/zHvfve7+dCHPsSDDz7IS17ykofam0cMl1WYnLWWBx98kF6vhxDi0W5OgwYNGjRo0KBBg4sczjk2NjY4evQo8iLOuRH7yBlCXFj7+/0+3//9389v/dZv1YdFA6ytrfFf/st/4Z3vfGd96Pfb3/52nvzkJ/OJT3yCb/mWb7kgeY8kLitj6MEHH+Rxj3vco92MBg0aNGjQoEGDBpcYHnjgAa6++upHuxk7QgiB0rsbO9X36+vrM58nSUKSJDte9+pXv5oXvehFvOAFL5gxhj796U9TFAUveMEL6s9uuOEGrrnmGj7+8Y83xtDFhl6vB8Bdd9/NXLc7+6WzM/8Um/693W92xDZWt9v8Wfi328RQTR+Ba7c5D3e/J+Rux3vJTbK2I8fEbmfw7rf/2zbo4vWkbMbmOdnXNQ/j0cU7id9xbnaYl23X8D6w01r13+28XmHrmr3Q9Tq9Vqv/O9P/qb7N9PN8+zzTN7nD574Buz2b5zP9O/V1emjrvu7Uz03f7Sxsdi73sw9Voh+Oudxpz9luLi+of7BzHx+hOdzv/PnPH8Y53OG53OuZ3C92e19suxc9lPdDfePt3xMXsifvW+QjcO7817P9Dzf2HI+HY563Ffx11BF2afN+35MbGxtc/6Qn13rkxQoh2DPySSDI85z5+fmZz9/whjfwxje+cdtrfv/3f5/PfOYzfPKTn9zy3cmTJ4njmIWFhZnPr7jiCk6ePHle7X+0cFkZQ9UC6fV6zG1e0I0x5D9rjKHGGGqMocYYojGGdhU59f8bY6gS3BhDO6ExhvYj+OI2hurfX+RzKYRAyj2MIQlxHHPmzJmZz3dihR544AH++T//57zvfe8jTdOHra0XEy4rY+gRQ/VwTT3cwtlZRcRZXw9+auNxQiDE5GVWvYymX2aC/b20HVuVruo+cpNiMP1sT2/aWzbFzZvV+Wwi24zJxYYLfWE9Au/SC4IT8oINotkb2XrehHPnNU77Wa8XNOpCbr/+dvr8YcDmZ/NCnsvzFzrpz5b5/Dr1terndn2Enfv5UFWEC+rfXsbeLriQOdzNaH/YsR+n2tcB2/XpEdH/HmFD6OttBF1KBhDsczy+XobQo4iH7T15kUBIgdwjTK76fm5ubl/3/PSnP83p06e55ZZb6s+MMXz4wx/m137t1/jzP/9z8jxndXV1hh06deoUR44cOf9OPApojKEGDRo0aNCgQYMGDR4D2MtJI8/TdfX85z+fL3zhCzOf/fAP/zA33HADP/3TP83jHvc4oijiL//yL3npS18KwB133MH999/PM5/5zPNr/KOEy9YYckLMekI2eSEfFm/BJjZEbLr/1u9dzQ7Vv3NbGaLpZbybL6f67kIYIt/GXViiqXbPXrTHmG32/F4kuFi8eBfUjF086BeD12un9Xq+Xd3yzNafb8MowHmzCjv+bAc27OFgTs6XWdixr18n7MROXwj209U9+zfFUm537X7asJsDfDd26OvCCm23VvfTv6/TvO+HFfq6hMg9gu+ChhHyOO9x+Hq/R76e0SN7sMxuGx3tUsV+mCGxx/eb0ev1eMpTnjLzWafT4cCBA/XnP/IjP8LrXvc6lpaWmJub4zWveQ3PfOYzL4niCXAZG0MNGjRo0KBBgwYNGjxWsJ+coT2+viC89a1vRUrJS1/6UrIs44UvfCFve9vbHn5BXydc1sbQebNDFxqjv43XT0zlAcwkSU+dg/tw5RBtlz9U3WfaE7glRWiHXCLf/h2kbs6L2rVhm77fyyP0EApY7HjLh+jFeyQKJ+zv4keHHdrsad/Mlmz5/QXIcG4yNvtmh2D3vKILxH76e6HTON3P2Rs+PKz1bszJ+eaCPWp4BBiE/YzCbqzQBTEPe/TrkcgVelSwS78e7vV4MTBCF9qECxmKh6W/jwGmpMY+dJOdnrNLiTESYu9t8uHYTj74wQ/O/DtNU37913+dX//1X3/oN38UcFkbQw0aNGjQoEGDBg0aPBYghECpPQoo7PH95YjGGGrQoEGDBg0aNGjQ4BKHZ4b2KK19KUQBPMK47I2hitquKeW9QuEeajnbTSFzm+nX2QTz6jyJ2VC2803c3g2biynMtGW7mglT4Ur1Z7uFzF1I+e2Hin0lI19cm8HD0pw9QuXg4aH79wqp2i6c86Fi21C5/YSP7TMeYK8wpOk+1+3YJXz1oWKncMDJ9+cXKrev4gKb+rg5HBDOr4/7LjCwzTz69jy8/dsOe4V17hf77eqFhDju1beHYy/bbznthzXU7BEKkXu0w+MeiaMXmpC488R5HhPihLx0QlX3Ywx9PZKGLnFc9sZQgwYNGjRo0KBBgwaXOqTcO0xONcbQFlyWxpBzs94aITYxRFPlTr+uJRe3ued2ZYgrhmi6oMJuJW8fCkO0GZs9htsVWdgXS/RoYZdSvA8H9irV+7DIOB8Be5SV/noUU9hpDKbXzsPJmsDO7NAjiYeDPXko2G1vulAv5m4MGOy/jw9H2enpPmxh0M+zf3uxXg+F8Zr+536e1f0+gzv2cTdGZYfncL/7O3ydGaFHgOWqRe3V5v3sGxfY3kfqNfiYOyj10WJf9iP3kmGGRMMMXQAuS2OoQYMGDRo0aNCgQYPHEoRgz9LajTG0FZelMWSdm/GUzZzGu5khmiqBXXvz9nuoY4XzchNNldkOrMZmhqhq43b5Q/537Hjg6vliN4+pFGLLga175To8XNjNs7rFo7qJHXrYS7Y+RHZop+Y8pHHcpYzoXp5pMcWIbocLGb+dmIKd1tfmsu+wv9LTX4+cjFpMaOsME/oQ2JPqN/tiUfaRD/ZwYXNO2Hbr++FgG84HD3sfL5AdeqisUIWLIf/g684KPcx93C2HdcvnX4+DYTff7jxZof2yj/vZDx6J/p03HqU1/Ujk/150ES+7QAiBVHucM9QYQ1twWRpDDRo0aNCgQYMGDRo8lrAfZqgxhrbisjSGHLN5Nca5mkGpWaKKIWKX/KH9MkTbuVZ3uqamdCovi92WIdp8IOsWkbu3aFfs1wcyXYluR6/9+WA7z9KmcdqP13/6N7syHHt09Hz6s9tcbPYIPuwHNrJH3tYF5NXsxQ49XNgtr2iGvZ1iQ2GSq/ZQPHYXkpMB58cQnW/+0I7P0dfD63seh7A+nLlxW+bsEfJoP9SDZXdjhbbFIzxnO2G/+8/mjy8oV/ECsdu87NaMfb13LhFGaPPvd5yn6fttl3f8EPt7Xvv+o8hwPtyM0K7rDHHRVaDdEfvIGaIxhrbgsjSGGjRo0KBBgwYNGjR4LEHu49DVpprcVlyWxpCxDmOnqrBNn+ODZ4mmGaI9q1bt5R1xdta1Gu4jnN3znk7I8P+nGKK9KtywlRnaKw658ka5mc+m7hm+33xYlxRTnizErJfObcp/mv5qcx/28tJvN057MnJyC8PhNjEMsD0DUf1mL2/pbt7z88mH2XLvfa617bxVmz/bXCHxoWDzvberLnhe99un03Szt3TL3JwH+7Xt83MBHs7t1sJ2DNFe2Hfe0J4NugAv7S7rbDMDtl92aHN/ds2r2cczvG9svtc2lSR3qyp3PnhIfZq50d5s+EPBdnvQec3PXu15GJiBC2WFpn+zYx92eQdt35bzrx63XRt32vv36s703bfbF+q+7adfmyNY9on9RlZsd9/zYU8ejiiIbb9/CAz2bizetM54UUPQVJO7AFyWxlCDBg0aNGjQoEGDBo8lSCH2ZH6anKGtuCyNodJCEZwfUgBTOUNVLGXFEKl9eDq2ZTmmvTVCImw544qsWaFpdshWjZo6X0PqCRsUGCKcrfOG6jZsbhMTL5MUYluGY/p6ic9vqCrRWefZoBl2CGbGSgowzlOu1WfOBbnT7NfUv+vxmGZsahZslxjp6TGt/7vVSzZ9P7AzsqZZoe2YMNiZJdrOIwdTOWVMmIHd7j8tZ7f773h2zDbevu3YqBmP4nSFxC033QcDtWl+ziuVYJ+JWZsrI+42bjDFEFXM7W7rbaoPW+XvY+1V2MOzvN15YNPYqU+CXdbDlNxd2dV9Vkvctzd2ap1dSK7Nfr3aO2IPr/N592Pqvtv150LPhjqf9VHJP+/fTN93m+d/p/k53z6dd1+2wX7XybSsh5rLtX1DdmBOtuvXPuZkv4zQjtdv89n0u7XSTSd5wRNUond8R2wbNTFFl11oRMuUjN0iOfaKFthyz6pZF/A8P9R5qLDds7HXbS4RXgglBbHefW6jPcLoLkdclsZQgwYNGjRo0KBBgwaPJQixd05QkzO0FZelMZQbR25c7Y0Rgtq/7wAlwCKQYpbp2JLjs8kzO+M5F2ryVe3ZsXhmJ3xhS7BT96083DVjInDSgpQThkj6KXOhgpt1DlM5jKbyejav9e285zWbIyRCSNhU/co6z/xU9616XvW6lmMdSoqJN9ht6lMYv3rMnAGpZtih6f5MQwqBC7lIgml2yG0/J1Pz4tm02YDy6TFz23iHdhu7nWTVVQYDW2edm0zxNnIqGTPe8+3yyLZcN5szNj1mm3O9pj9RYfycEJMx3Ildm65iWI3hprGr/121a0p2lTc27cXcKabdnwnkZU5xszPM5Gz//W/qsduUo7bb2NWrdwc2cjvv4nYV67b1Mk/lYzkhZ6o9VoM0vR42Q4rt2aFdcwv3mQ+3Xaf2w0LW96wu21TBcvOa2yJmu/7sQ+ZmD7Tb9OxO2rV57jexx9vIqJnVXdiu82bv9pG7sV3exV5MyJ6e8vPIB5m+UyW16suerMN299ujPzs1fWZpb3mu3Jb7bMZu51ptySFkG+ZkxzGdZkFnIxb206+92rl5b97+msn/l4Jt8379zez2+9y27BCbdJTtn0X/3V4VNLevLrpXDu62cBNmf5olupAcos2XnHf1zplrp+87ex/roDDn375HA2I/YXKNLbQFl6Ux1KBBgwYNGjRo0KDBYwlaCpI9wuT2CqO7HNEYQw0aNGjQoEGDBg0aXOLYV5jcw52j9xjAZWkMZdYSGx8GNE3XKiGwOKwQKOFwApQK39sSrJlNKKxCsKTGIrB2En5VUa5SeNoykgohFdIU/jpnESbc05Y+ZK76TE7CvISKcVLjlAXlQ+UQEuf8YbEmyJyl2R1KTAobCEEta9uwJSFBKqSKQQiMc7gQBlNaF8LlQhjDVDiCEr5/sRJ1qFwtyznfr+1CC6sDZKWqQxGMnQ1dq/qjZBjDQK2rqhHO1vcXZT7THSfk9qGFoR/WTfo1TYf78DU/dkII/98ZWaFPm2SJMH4OQKgtBSg2s+vTMsCHe8mpsMJaxuYwH6lBOB8NFGRV/alkbQ6JkQIIS7XaIMVUSOauoX+SOlTOCb++dwth27L/VvcP626zDIEJoaAaIRVm6v7V/wemnqVQ4GNq7KpNve6HNZN/T83RJGRkEoa6U5hhNXZ1OEcI4dgx9BMz6VMlaqrAyeb1sAVh4NT0+G0ONd38DDk/dtOhjHsV7vBLYdKfaVk7xQDVoZmb+gTbrwN/zSScsf5s+jmqGjt7Ud3G6TDQnfo1Mz/h+qpPOyWWb3t4NfsPa50OlZsJna1knWefYJcDUbcperJtUZXpvuwQxrhdon4leybUdKcQrE192hI+G56j7foz0ze2CcvbfPttwuW2C82dRjUn0++mbedl07tv0ofZgjv+BpNnart2bNu/et1vf9hyNQ+b33Gz96gClHd4fjbtCTsez7EpdNfvGUHgTorwHoUWdgyV2/R87laBuurTdnO2Yzt2kFnhQoqfbBcet3leNvflUqms7QsoqF1/EzXM0BZclsZQgwYNGjRo0KBBgwaPJeyrtHbDDG3BZWkMDQuLLGzwVPlCCkr4/58qgZPe+6ykZ0kskPTPTm4gFUgNSuNUjNOe2SiMowwMRxHcCBLvWYyV/4tk5NkNW4IpEOUYURYIk+OKDKZYDqFjSDoQJeDS4NzWGAS5sRTWMxzFlMtiWh44tAxe7TIDk88wRF6IREiFUxoih9QJlpAwaB3j0lJaphgIf5mSfsx8hUZJrAJrAwhTbC+rGjshIW7X3r+KFcpKiwXM1M+V9N5/JSBSIAOjIGwJZY4IYziTyCy1Z1Gkwuk4lAtPsM7P0bSsyqslAxuopJelJUQyFIMwRc3eiTKf7Y+OvbdZxYjQt4rZKK1fO+UmaqiaH+XprlDe3cvx66Ksmaipi7wsqXHEgYHwbEphvVerYgidc7V3XkmInI8jxjp05Tk1+dYCHmE9eEbSywkTjAts2rQMy3QxDc9sCBUo+IoFsMbLMp4RqL2LMngrpQ50o79TNXa5dWFuJh47EdabDP2SFZUyxQoJE+bHTq+HiazpAiTTbOQ0u1qxAEoKHA5Vsyl2wg4768dvZmLDOghMoZ8rZtjbatzqx4GKSaKq8+/3IrsNuzpTXCUwnpKpsZtlprdjCZVkqj9s7dN2LK6QCBV5htBN5JR24kmdXnMzDJ6cWg+bZW0eu4ptnyr7WjGEZkpWPUdCzBySLTZ5zjezuODZ1Wm2az9MbhUlMMN+bmI9t+uTC8z0dDGSadZmO2baOM8az7IoexRVqfq1A3M37dE2U2M3oy/toz/bMcZVk8yUnM19gh2KnmwTpbC5GE1VhGQv5m7bozB2WttVkYiKMamL0oSOBSZ8vwzbdITJ5HsRrpkcVzE9NtXzuZltcEyzY2HbYnJ0Rd2n6X3BbponmOyvQk7khyJJk4bvkx2YfreyleXcvJ437z3T11brb6bgUtXnHYp31PfaxNZtZoun94btZO/axal2V/fxETKTe+eXTAGFpprcheCyNIYaNGjQoEGDBg0aNHgsQQlBvMc5Qs05Q1txWRpDpwcFA5ETSYEUgkgJIimJtfcx1p50HCj/G9U/U+cjuKgFOsLpFBu1cFGb3DjGpSMzlnHpGBUT70asBZ1IEktBK5K0dIQSBbIcI8cb2ME6pr+KGw2w4yHgvdkiTlGLhxGdOUTaw6bgdExuLKPSsza5dWSlm2I3vPe8G0mcCnSps4isjyhGiCILnvrCN04qnIpBR5iW9zSpuI0zjtI4+oVlXFiGhWFc2lpOpASplrQjFfKSpGehrJnICsxN7UEPnnmno0kcs6JmavqFpbBuhhmKpEBLiJXEOIiiUB63zJHFCJEPEVkfVxaTfJE4BZ3gogRnUmxkIe5QBsYhKx2DwtY5V+A9ebESaCmIpCBWkGoQtvTsXTH2DFE+rOUgpJehYtBlzRIZq8itL99eWr8uKnivLLSc9HLwjIo2BRRjROnnpxq7OkZbKlzcxunEx4FHLWBSJr6wbobBq+QoIWhpSax8bpcWeM9iPqznRgSGCMApPWHWkuAFlBrjHOOwJoyb5JBBYAgDqyaFH0tZeTDLMTIbTHLiamYoyFAR6BinIkDWrNCosLWcmo0Ma1tLMfWMek9izUbmo4nXNMCp2I+f1Agd43RSM3dFGLNpr59nngTKemYVBVqIGZZLGM/m1qi8y2EdOKq1IGoGt2KIqrGrPMqehaymuQqqn5JlvTxg8twIAVHqWcLQx2lWeppVq3NeBMQObGA9RSWnHHuGsGIjKwaqyudSekqu8n0I63uW7XL12FVrrwpNF85OmHBTebUnOQw+bywwhVLhhJyM1xTLOlkLEzayYrwkzHrOy3xLjohQul57QoJlwuRWc2PsVjayWuNIgcChNjORFZs7tR6YklUxeNXzuZnxCsPgyypPMXhiuk+bGY7KUy61XwNSg1AzzN1mNrKKHKjYu5rJDXK2ZYwrOUojhPRrW1Zr3ucSFmYr21XnRAamNaryb6fzXTZFDlRHPNSMjfTxBvvJwVTSs71KTrG41V6wHdse1lmVX+qkxomoZoWq98N2LOs0w1Y9stP5UBVrIgMnMb1fVvczm9b09DpQQvhjPqY/rxjPqX1hMwM6876Q2jNE0q/Delynf7epX7uW7J5mOfHsnUVM+hL6Ve0/VV9h8j6q1h+4LezEtvmEFSM/xeT6+25dbzUzKWYZyQrT7N12uZUz7BY+omM6eiTbjoG7CLG/0toNM7QZl6Ux1KBBgwYNGjRo0KDBYwlSTByFO6Gpn7AVl5Qx9OEPf5hf/uVf5tOf/jQnTpzgD/7gD3jxi1983vc5tZHRcnFghASRkiTKsxxRJ/KeRjdV1QVHce9XcNYipET2FhFpG9mZg7SHbR9gXDr6hWF9bFjLSk5sZFjniELN96vmUuYSXXu1uipC5iPMymnMyhns2jL5yirD0ysA6DQm6rRIHzdEzR9ALR5C6AhHj0HhZfUzy1pWsDLyXuPpftCJaDmJlo5YlMhsAzFax26sYoYb2NHAe87iFNmZ8/05IHHO4nSCdYLcOs4MclZGBWtZyUZWkpeWVqxIlaSbaLqxRi2kKCloaZ8vJEdriKzvZY0HuGyMiGJEnAZ5PV+BT8dYIWqmaz0zbGSGzFgKY5FCMJ9q2pEi0Y7USjqRRtvSMyjZAIarFKeP48aDmrGZnh+ZdsFZTPcgRWAcRqXjZD9jWHg51djNJ15WK5IYJ5hPVGCDRsi8j8hH2NUznoWSPtdKzh/A6RQX5TjbCh56SVY6RqUlN46zw7z2WlXrwaU65HV5Rg0TmK5sgCjH2MH6hCXUESJJEZ1FiHKwbZ+r5mBsJnIGuSErbcg78HJSXcVZC5TwpfmELT1zl48QxQiXj3HGIJRC6BgRJX4NhLwXK1KK0jIqPBNZGiisxVjv7VVCoFXF4im09J5zUTE14w2fE5eP/ZqrZKgYpyMwKSJqgYwxITZ7WDgKaxmXlsI4lIREKWJdMXeTP6ZYNTlaC97twN5J5edHR74yo7OQ9Go5Fas2Kl1d2UgKSAKrGrnKCwrKlhOGsBwj8tFkUxESpyL//NgSIgtSYZzyjOQMg1d5zr0HONUC4zxLKAVEgsBGBpbQ5Igimzkc2enYy3UWF/n8u2KKjSysq73Rkgm7gYaIwKgQmM+KLbZlXQkSFZg0qXEm5L5I5ZkhWzGes+xd1R8VvPORBOME2rmaRRH5yP+3YiOlnMiRGmQZmDxdV7Os+jVdYVCH3L66XzjPrlVyytznSU4xKUJqnI0mDCExKL0tSzghrVzI7wv5dwT2rmKFqrxFW0LFFFYsmo1xyiKUxYkUoM7xqxioacZABm95FZUQHtdZlnBTLo8fuxKnU/+2qvMqXM2yVzlxE8/8ZNyM8+xDzdJM92eaGRLSfx/YhYpZqBi1ipWs2A6YsHb1unCTiok1q1Exa1Nypqtm+jPKZd2H7aunetbbmsBOOyaMSZXnOc3iVVBxva6dtIhI1nldRWByNzOS0+yGZ24cUsrJQdOB8apya0Rgz8RUeysGosr13Jq7CkZ4tthUeUPCP+ui6s90HquZMENChrlRcZClJ5Ne5+VNcn62VJWEmh3eMQ9uU86YDfNR7QVV9MB0lbfqgN8q31OFMakqts5U692Uv+r/f1VFVdWsUMVGbWYKHf6eVWW+KlphmgypGDsbfjd9cH2Vt1zUOaVgcZfMoau+mlwTJne+uKSMocFgwNOe9jT+yT/5J7zkJS+54Pt87eyAdiaZb0fESnqlUUmGkWKpFWElM0nOOEv/9i9jixIZaVpXXoHsLSJbHWS7h1l8AsPCsjwsONXPOT3I+V/3nMNYRzfRHJ5LAMjaMXmqyY2iPRdhN85hlk9SnH6Q/vEzDI6fYfmOM6hIki6mpIsdFo0hPbCCHawTt+cxUtMfG5aHBWeHBaf7GfcuD1FS0E01i62IbqKxzjGfalo6QlDA2mnKlTOYldMUy2cZnVlBRpp4rkO0sICaP4COYkQrwyZdjEsYFY6TGxkn+xnHzo24b3kAQC+NWOrEHJ5LWGzHKAGtA22/sWV92Dhby8rPnMbmJdFcG9XpIdpzyGEPjQ83NHGPUWnp55Zj6xkro4JzoxxjHbGWXNlNmE8j5hNNHjkWUoW2JTLrQ38Zs3KG4vhXGZ1ewRYlKo1pX3EQ2VvAjYfIdg/ZyzAL1zAqLcPCcW5UcO/qiNMbGXlpibWkFSuu7KX0YkU7UnRjzdGORuRD5HgdRuuYtWWK++/0SoGOEEkLXRbITg+ZdnBljovbjK1mUFgGuTeM710ZUlhvGLcjRTfxj10nVhTWK1uV0cBoHbOxillbxq6cruXIdg91wCBbHVxc4OIWRrf82E0ZxSujAikFqZK0IkUvyMqVL3Lh3/QhPLO/iumvYjdWAR9eKFodZNrx/5USE6WT0LXSG1wbeUk/NxjraEeq/ku1RAlLrBSRNd6ILIa49bPeAN9YBWsmxndnDpm0cabEthcxwhsoWelYywrWxiVrWYm1DikFi2lUyyq0oBtJ/yI1k5BJt34W01+tFW2hY+T8AWSU4JQPpXO9w+TGMg6yKoN12oicS7RXRqTDWG/kiSqMMR8hyjFm+STOGoRU9dgJ8OGS1uB0SmEl49KSBWOon5esjUuk8GGm/nC8IMs6Iqm8IlJkiGKIKDLIBpiNFS8n8Q4FYRJsCA+0wTDOjQ/TrQyvYeENwlRL/4IMxrepQw29Al8bXuUYNx7gjF9nQic+fFH7kvtOxRiha+Mum5JjnZsxVpX1Y5d4bac2UGTok8tH/jmSChm3vBylvRLnrDfuSlsbQpXBXxldqZIo6dDOK4/OQUtMlMXKWSKmDBQnNcQt7+kKBTCcSkJoIeTGF4sZFAZjg9ImBS44lZTz4VM6OBSo5ARjVeSDSeEMqSHy7XE28p/ppDaGq/9W4ZlVCKiqlTKvcGtsPXa1Qj8Vdow0k6I0LoR64UOKS+Nqha60bmKUCN+XKCjZdaGYysk0FaaLs3UxmqqAC8W4Lg5RFVaZDtW14biA6eI3lXIPYqL4BudC7bgAnIoQyvrxchYhFVbEdfinCfNU6aWT4kfBKA5WkgrzOx2qLccbs0ZX5OVg/cA7pSeFVSqDf8owholhJ4UL9kU4TqIOyXMT47t2IPjiDHXZbOcdFVUYnlfsvSEhhH9PeKMxFCiyDqX9XlcXXpo2+KdC3qkMMFXikm4Ij5sYmVX/qkU2YyRIHfqwqUiMnYQ3Cx1Cy+RkPGpDNRhCuZ0Y+hMn4CSs1YRnSIXrsVMhp1OG3fTxGDjrHVkq2mIIVc6lqj0EA8g672BA+CL6M0V1gpEqQ2l9EcI963XoJmHnVV/G5WMoTK4poLAFl5Qx9Hf/7t/l7/7dv/uQ7/PlE+scyhWH84RWrGjFqo43ftLBjvckhN8WxqG04p7/+RkA2gfbXPHNkOZjSms5+fEvEr/5eZzs5zywNuJkP+Pk6pi/eO9X6C706C21WDrYZqkbI4VgWBjuXB7w8luOUp56gPzEMfrHzzA6s8K5u8/ygb86xlUtzeGlFnNX90gWeoyX11m58+M8+ReeQa5bnNwYcGqQszzMuX95yEe+eIq0E3F4LuHqxTbXHGwD8Ge3n+Ynnn0tYrRGefJ+zPJJ8rUN+sfPcOcf/A0HbjhA76pFulcdovu4AqQiu+9u0pf8OP3ccmqQcXx9zInVMV870+fTH7qdpasO055LWFxqMSo65KXlo3ed4Q0vfBJROUINlilPH8euLzM+cYqv/c9Pk8zFLDzxKK1DC7QO+Zff+pc+R+d7XkG/sGxkXtbpQcbpjYw/+9yDtFsRh+dSbr52oX7xDQvBNXOxf6ltnK3lDI6f4avv+RuSuYT2wRYHbixpX1mgATtYZ/zpj5H/w6fXclZGBcdWRrz3Mw8SJYr5bszhuZT4GklptDdgzq1wU28eOV6DjbOYjVXs2jIPvO8TxHMdkoUuyUKXTpx6hXiwQXnqftRzvo9+blkdF5wblfTzkj/94knasWKpk3B4LuFgN6EdKbLScnx9zAufuIQcreHWz2LXz3lWaG2Z05+5nWShS7rQI1maR7Q6uPGQ8sT/Qj33HzIqLOtjw7lRQT8vOTsseO+XTnLtgQ4HujEHu0nt4TzZz7ycfIDMNrycvje6lj/5OTpHDhAvdJG9RZg/gLSG8v47kbe9iMw4hoXv07CwrI0LPntsjVasuHqhxVyiWWpFgObY+pi/dVV3xoi0fT92a1/8sjdWr7rSy7HWP2dFhliwZKVlWFgGhWFtXLIyKvirr52jl2q6qea6pTZFGnlvXiG4oq09w5UN/F8+wKyfY/iVz6PSGNVqBxZSehaXIXblNNnCdYxKy6i0ZKVX5r9weoM0sKrdRBNJidOSwsKJcc6Nh9qIfODZoGyAHQ3I7v48UkfecGz3kL1FVJR4A2XjAXjCgZqJHBWWzPh+3bs6Cgykohd7I7K0grPDnKdd0fEMV2AiXZFhN1Yoj38VkXYQaccb3505JGDXHoAnPCOwq5Uh5HP87loestiKgnGvcJECLKOxpRv7dnol3jOEdjSgPP5V0DFq/gCy00O0egDIwTlsa4HCVMaJVw6GheGr50ZEyhurvcQbq7HyYzefEOSMazbSZUOK++/0Rl0S8iKTtlckTYloL/p+hPy+Ivz3/rUxkfRG5FI7CtlSYHCsZY6FVu5z4WqFfkx56n7PRAZZQoUsDCuRg3Pk0QJZyL0sAut5z8qISMmQEylRaQT4Sm9rmeGaKPYOhWIUjEnPFJbLJz2LG6fIVifQCCVysEx56ImUwWCdNobOjQoi6Y1iHXIVAcbGckTL2mCo8/vKHAYriKRd53o6nXrFuFjDLlxdz1GllBbWsTws/LzowKji33FrpaWl5WSOQk6XKDPK0w8gdOSZ9igB53DaekdK0q37U9iJIbQ8KlBTOaVagvXJKHQihXSmVuYxXrGX441gbGugXVc+EyHX1aQHw9xUhp03WH2+nTfqtBRI6TAIRrmlJaYMoVDZtOqP0DEiSb0M6RVcOd6gjK/2czNVFbaf26l8l2CcSN+G3DgOtMLZgZsrvLnKoNMIFVFVdUvCtabOI/TGo7GwPCyYTzVGQqy8TGNhbCFVbmLoB2ZVmAJz9kGEjkAqROQdF0JK3NpZxJHrvYEnNVZF3vByvn/T1RhVqPA3No6WYHLu4RQTKYoRQmoseAZtJptpYggVU4bQ6tgbNtVeqiQhl8rRjgIrZM0Us1oi88GEEZIKp6mZLFnmFLo1w0Q55x0lAu+4kBASrfzeUFpHW04M8ApORUgbDDypcGFsLN45UJrJM5qVlsJ6p+OlgKpa325oqslthXDbnZp3CUAIcd5hcuvr68zPz/MH7/kzup2u9+iE76SAG592M/3chBAPUW9G58Ylo796N6Q9H3ITXkRWRTzjaTfxsRNj7l0dcWxlxOn1jFFheM1zruPer3weHZKXUy2JFGhnuPmWW4lO3UH//f+DjftPMV5eoxzntA8tcvJbv9N7SasQpbiD0zG3PvUpDIg5PSz55PF1zgwyRrmhm2oePz4W5PiEZSUEqXI4Iflb1x2Ck19l9IVPMF5ewxYlyUKPu654EjZd8GEqKgIVYXQLBFz5jTdx76rv0988sEZuLAc6MU8Rp+lG3sOllEAHeULAt9z4Dai1E7izx8i/9iVsPkambb6YXIWLUlCxf9lJ7cOJhOS6G2/m7KjkwfWM5WHOmWFOL9HMr9xDImU9D1WZa4Hlm59wBWL5/tq4K/oDdDslfeZ38anbvwoy8iFEKsKpCCs1tz79aXx1zXCin3F2mLM2LomU4FuvWeDuL/6NT/iXEIVwLyUET3v6zbTO3IlbPYVZOYMbruPKguiW5/PpL381hFaE4hNKezk338xqbrlreczZYU4/NxTW8txrF7nzC5+bKTAQK79n33zrreiN04j7v+DZoOGG9zi35/gbDtVy/IshwUqNcJYnPuVmzo0Nd58b0c9LCuPoxgp56i5SLZFQh1xESoCD2258IrJ/BjlcpXjwXi+n1eGzGwoXV8qbxgnl14WQfMNNt7CRG/q5N9yKwAaN77+dKBSc8C+iUGRAwG3feA1qsAyDFezGKnZjxcvpR7PrQKjgjZV8w41PYy2zrGemZoXakeKGg21u/8Lnag9wdQivFILbbvxG5HClZtTcyHvm3dEn8ekvfqX2lDoZhf4obrn56Zwee+OuUuYL43jiUosvf/6z3lMKfh3gk+VvvvVW1GgVvXIMN1zDZWOcNXDNTXz6S3dMxg0fvuaE5Nabb2ajcJwelAwLw7AwGOdItWRw31cQdfhGtbZ90vVtN34jYrSG6p+pWRqRtPjkieHEw4uYJEgD3/S0m+nnlrXM1kVOEi05cecXQpGYECXjo+Rm5MhiCIPVOmT2k/cuBwUqYlJEQQGCJz31ZgaFNyDHxhdWqeSoqb1AiMnY3XrTk5Hj9UnxlnwAOuF/3XPaF88Qfl6m5dz49FtqQ7VStqWApVTxxb/xa0GGUB05NUd6/eRM4RYnNWbuMJ/5wlf8mIVkeScUTghuueUWlocl42A8VOF+RzqaL/zN52bKkU/LkfkQNVj2hSfKwnvNpeaT9y1P5EBQ7gW33Px0CqQPpc5NHXojBBy7/fPhfUb9PlJhjp5x0zchiqE3FmxZy/nUXcfC/PiL3FQ40ZNvenrN2I2N9RGPQnDfVz5PpJjICvuDcI5nPOVJEyMyG3hFXkd88u4HJ/vBlCwQPPXmW2o5ldIogK99+fN1cYtaDv7/PONpN02OeCjzOvbMtub5zOc+v0VGNUerY1M7dUwIrZpLFF/43Gdn1hsh5OqWW25B9c/MHifhHGb+CJ/+/Jfr+an2uGqOnFQMCztzXEE3lvxNkAOz/bn55lv8sb3FaEtY4ae/dKdfA1N9IYRbfcNTnl4/Q5X2paWfo/oZmlrbALfe9OR6jmQxBGtxSvOpux8M8yOZNNKzT7c87aZ6nygDWwjw+c99pg4Tq//jpuTU8xOKnEjFp77ytalnlJk+feNNTw8Gw4QhiqQPM5+eo+mxu+WWW2YNocB2uqjFZz73N7XONj1+t958M5ndehB8S0s+/7nP1NdUMmBKTpnNhOC5qMVnPvvZ+v4ADoHBcfPNt3BuZFjLTP1+yIxlbW2N773tG1hbW2Nubo6LEa985Su5fd3xwn/6L3b93en77ua3XvN9bGxs7Ou+v/RLv8T/+B//g9tvv51Wq8WznvUs3vKWt/CkJz2p/s14POZf/It/we///u+TZRkvfOELedvb3sYVV1zxkPr0SOGSYobOF1mWkWVZ/e/19XUA70koDSooJEoJNIJuLOtwgqiO3QYlNZ/5s/fQu/YKn79z/dOw81dxz0rO637lEzz+mnlOr47pr40ZbeQYY7lyPsWeXqejJZ1Ec91iykGt0Wfv4e6Xv4XOlUus3n2KtWMbDE4NMKWld6RD1E0RrS6y3UX2luDqGzkztrzqPfdww5U9jHV84qvLLK+MKDJDlCi+/ciQbuxDuxZSzVys6K18jfvf/nZOP+PJOGM5+6X7GZ4dUo5K2gfbrD/5AdqPfwKyM4fqLWA7SzyI5jc+di83neqRG8uJ1RHHHljDlJbOXMq5uRUev9SmrRULaUQ3kSymivG7/iPltz6dwhrGy2uc+9I9lOOceK5NfvirqMXDyPmDqO4cNl3Adg/wnz5+nG/hKMY6zqxnnFgbc+zckPl2xDfKdQ60Ytqx4lA7ohNJ5lOFPvcAg//5Z5SjjPHyOqMzK4xXBkSdhKusxa4ZRKuDWroSm85huwc4Myx5/V/ey1VLLc71c06sjVnuZ7RjhbWO9eVhHeJ1qB0xpyR6/QTl7/wJ+eFDmMEGo9Mr5OtDzDjncJzCqQ3vPW+1sd1DmM4SKyPD2z71IIc6CWcGGWfWM5YHOXlpSZVkdS0j1YJUKxItONKJUOsnKH7vF+HAQcrVc4yX18hW+3VYIUefAHGKanVwOqFcfBzLo5IP3LPCbe0VjIN7lgesDgvy0rLQjlhYH3G4G/vwz+CdbY2WKT/3flxxG8YaiuEG4wcewBQFca+Ds23U4iFQMTZKEHEH05rnffescW5pA+sc/azk/tUReWnpphq5MmIh1fRiRaR8xTodCfj4f8eNn05RFrjhOmawwXh5zcsxqfcyt+ZwUeLPmlLzrI0Nnzi+gbFeWeznJecGOd3Ub0+nBgWxkrQi35+ulujhCuLOv/IhE4MN3HAdO9hARBGRNai1k7XhZduL2KTLRuF4770bzCeaYWHYyA2jwlAYS6QE58YGHbxq3UjRikANziE/8f9HdHoUlZzRAKwl1jFq/aTPfVIaoRJM9yDrmeW996wxn3iWsTKGCuMNyXhKTiQFC4lCjVZx930B2ekDUCyf9LlcZYFM28hhXDsuhIpxUUJfdvjqyphkJcc6H+rnjS7vfOmPStrBeRFJHyYZlxuIB+9ALRkfyjcaYFZO+3zIOEWsjRBxGxe3vCIcpTjZ5vNnRkQrGca5wOD58avkJEqQqEk4ntLe2x6d/AoALh9jRwPceOirZPY3vOEoFSJqhf/fYljCsXUf9lPYSRVLJQTWxWwUft+OtCASgkSDzPrE937S56FlQ1w2xuZjkNLnFw6Wg3deYZMuLtIMC8sXT3tGa1x6VrIyJJVosZEbn4hchzNOyYlbUGZ+frIxtsqDG/bDWWPByFdzjA3ctVaShhj9UZDlFUZZMw+VoySSgsiOUasPolc9KyeyQV0tU+oIOTiHi1rBqaBAJQxdxPK45MCwxIbQoX5eYqxfC2t5SSvMj2dufL5LdOYu1EqHqpKcHaz7sKgkRQ5X/TltKp44fnTMiUHJkaFXXivmqXpvDgqDFgIhJo4sKUEWY+TG6ZCbFCqhmVD90+TIbMMr2jrxTkAVMS4d963ltVOyCiuTIV9nWNh63BIN2oEshn7NCRlCGTM/doCMEh9eHZR6p1PQMYWDE0NLrCYyqnA/wFcDrQx8AanyLEW8+kBd3XNzvovIh56tCca+URFZCWtZyaGxD8Os1htAoiWDwpAER5bPw3TE5RgxWEZtLPk5KgvvUACEihDj9Xp+fAVDnxO3bhQjmfqqaoHBq4yHrAQRKvDJULUQHGrjFHJ4ZOs5akIi80FYb9HEQecEmfFsqWeG/PgVxhFrgXWTOapy/KQEaQpU/6z/x3QVywBRZrXcKuTUOMfy2Hp2aUtumiM3lYEPSB+mOS2nrmBZzdNozRuXKqqdfwWKcem4Z9Xvp2vjst5/MmNZHxbnrYM+Gvh6hMl96EMf4tWvfjW33XYbZVnyL//lv+Q7v/M7+fKXv0yn0wHgJ37iJ3jPe97Du9/9bubn5/mxH/sxXvKSl/Cxj33sgvvySOIxzQy98Y1v5E1vetOWz3/nD/4naaftH5jACHhaX0x5Y5yn6YsRcrjKuT95NwDpUo/2078Fe/DxnLVtPn+6z1MPdzE4rJ0k/H7ldJ+TG/6hnm9pbjk6z+F2RC9bxj3wZcSVT/CbpQl0dDnGDvtsfOavEUoSddvohQOob3oWG/ES96+POdyOUVKQW0sZNuxBXvKpY2tEyuc5HOjEHO0lXMsq7thXEEef6Dcwk/nwB1vgxkOKY3dh+n1Ut4uaP4g6dBVn567nntUxV8/FaOE3sywkyo9Ly72rI1ZGBd1IsdiOONJNONDSLJ75Em7+Sv9idhaKkZdVjChP3u+ZgXYPNbeEWDyCnTvM7X1v6OgQnljJKgzcvzbyDJ2AK3spB9qaxUTTyVd9aIUMO2IIuZDjDS+nvwZKoq+4FjF/CNs7xIZocaJfcEUnCvS6o3S+3PXx9TEbWYkQgrZWXLeYMp9ouraPWjmGmb8yxGmbWhZnHsD0VxFC+lyeI9dhO0v0RZvlcclcrHxCZuhT6RwPbuT08xKJV6zmUs3VvZh2uYFaP4ntHKBOUHZeSRVFhjl2p9/IkxZybgl78Dr6pLUcHUIuqj6V1rE89Bt4qiXdSNNNJEeiArl2EttZDHPkgufPIMoct34WNx4g4hay08OmPVxrgeOZppsolOctKEIp5cK6oORb2pEPLWtrSS+RtM7d6+VUhydaM/EE9895ZThtI9IuNu1i03mGIqF0rpZTKXOF9UU1hiEkZiHVpDoYKi4k/Vdrzho/V+UYOVzFjoZ+7OIE1z2ETXtkMmE1M/Ri5ZcPkzLHG4VlFOTESjIXSzqxJDFeGXHpXO1xFdbPkRyew2UjLydKfA5c7wpGRKznhk5U7SZuEtphHedC+Eiifbn9pZYiNpm/X9oLeQzlpE+mRPTPeMVGxd5wiNuM0iX6uaUVeT+v3dSnUWkpnQ+HirXPI5sTOXK85vMJQiy+D/EJ6y7r+2IXweByUQsXd1jOZS0n5KfXimMlRwvQqspXE0RlhnAGJ/zMUpXXrkq7l7lnNeIUdIqNO+QywljqkrgVi2JCOIyxXjFNQw5cogWRKZDjdWzSnchx1u+t+cD/t1KA0zlc3CZzql6/ftyo18QgsAPgjZROJGfkuKSDq94TU+MnxuvU5aBlhG0vUEjNqPC5U2H51GuhkgXUBmskBR1ZIvKBV9bDHM3IKqp8K59n5XRMptuMy1k59djhKEqHCSFRFaObKoEeLvuS/SLkqjlTMwKiGPk9T1U5TzFOp6xbRTolZ1pWbiyl88poVVwl1hA543M2qosg5CkVIR+q8thXhVViCicYG38QOsyOXW4sNrBrUghaIVdNmhxRDHFReyIjjJ3IR2CLOofHxak/HkNGjI2rmbO6eQ4y42bWgo/yEGjn2QYXChXUFwR5ohh75iREeBjdIgss2vQcwaRPRQjVEmISDZHgdQOnksnYVX0KxU9wBkSIHgisbiaTmtG0uMn6DnM1XaxBhmgSlW1M5GzuU1V8QirPSoZoiOl8nQrGTuao+lYrUUdeaMIeWsmpB8L49VcfXSFwKvF9QpJNz9FU80o7uYUQBEPfR5KIMve5iJsmVhTDcMHEgCykJi99u1Mt6z2o6uJgMOC7/7cXXvTM0F19+N9+9Cd3/d2pe+/mba/63n0zQ5tx5swZDh8+zIc+9CGe+9znsra2xqFDh3jnO9/J937v9wJw++238+QnP5mPf/zjfMu3fMsFyXkk8Zhmhn72Z3+W173udfW/19fXedzjHkduHcrgzycAkCCsIDfe6wOuNhxE1keUY87dcRyhBK3FDvGR+9FJl6UDj+fGwx1Wx4b1vGQ9K1kbF6wMcm4/ucEwMygJB3sph7uJ9552DhBf/WS/wZ09hlk/h+2vUW5sMF5ZZ+O+Uwgliee7tK8YMff4c3TiDlfNJWSlZZRbjm9krGcl6+OC5X7OfctDYiVY7CRk1qKF4OojB1FXP8nHgWd9ylPHsIM17HCDfK3P+NwGtjTEvRbtIz4EZ/7g9Tx+PiG3jn7w/h5fG9MvDCuDnLP9nKy0zKWaKxd8daRICuYPXOtDYMbriHxIefoYdtjHbKyRr/UpRznpUo8oH3mvoY64snvUn8kUwm76ueFkP6Ofl6wMCoZZSaylD/8LcpL2Inr9BGKcQT705zINNijOHidb62PGOVIrWipCA0LHdOZaXNGJGBY+ib2flQxLw8l+zuowJyssMhSfWEg1WgnitEu8cBVivI4sMlw+xA372FGf8uwJbOaryel2C9mdRyhNp5vgUkVhHOu5DcUavCJ/sp+RFZ59aMea3FoOtDRJMge94O3L1iHr+z6NhrjxgHJ1GaEkstX2CnH3EO1ugkkVxjiGpWOQW4a5YVgan2+TlZTO0YoU48QCMUUrJeodDMrhcGKYZCNMkOVM6ePoy9znosiI+eRAOF/Ih0Bs5KYOLRsGRqUTaeZSB6lGSUHSPRDyG7KQ4Dv2oXJjn2fjTOmZjq6Xg9S02gkbRTCGQzL2+rj0skpDUVpEeDMtpBotLFGSEJVjRJ7XxpYwOXb9HOVo6JW4YKTIuI2UkrgdMxeroJTYOs+hKB3nxjll8DqnWpKoGGUcOmqh2oteic+rEKwSV2aY9XPeOA+GsWiViLRHms7jYkXpHFlp6jj6vHTk1rCemaBU+VyesZFonSJqOUPvUCgL77zIRtjhhmcddOzXAxC3FwOb7Y3usbF1HkJeOsalwRIqbeHzhbppikjdJP/ElL5Qg/HFFGw2rteCtP56pKIddeuE6NK60LeqqpyhDAxE6rz6pYRCRSkq2whnMpVgQ46SLTxTVJb+PDW8ciOkIko0JWKSjO9mZdU50LHFJ6ULlI4h6YbKe0VIyC4mRSGCgilUjNU5qIgo0qROkoV7GuuNhTLkJ1VyIg2RdLNynEGGscOFal6VkSIVQiic9uc36bhDqkWttFVV8SrnWR7Cy3wkq++TjSJk1A6KYRGKDNgZWT7+zficFEDHHZJwZpuzswZQ5aQDX1LXq6iSQoCMOwhnJkUNymK2T9bgrPGMJICQtKJ2uKefH+t8bm0lyzqHL58mQUFpBEppJPkkJKoywEPlx+psnup8GIRE65jEzcoxYe1VuTZVoQZtZVCEI3ApwhZMG/neATSehElJhTC+eqGQilh5F2hhgiz8kBd2otBbMwlrlVIjNaG4gJl1XgSnlkCCNDjlEDoJ5yyJcJaNf2ZtCMezwWiFqoiGD9eNtQaVBEM1PLf1GjCTOZIKnKrnqAqNNvjQz8IERwmTOgJS+DH3aTkOqZK6o5WxNdOn6jmt/iv88+fvPXEmVPNl3KT6o7QCIx3SCpyUCIJxPGXY1fNVxZBOn6kmPZtZjd20A2O6IiOAsgIhveGP0tSVBWvGy0wq8Ek1qRYqI7T069YRjKwwZhW7dilA7qeaXPi+ipaqkCQJSZLsKWNtbQ2ApaUlAD796U9TFAUveMEL6t/ccMMNXHPNNY0xdDFgp4kdlwZRGrSQRDpQxDjKqtrNlMdKFBmYkpOfP42OJO2DA3qPv59Ou4dKuvRaB3lgNePBfsZ9ZwccXx2xupqxtjzAGoeOFf1uxuOWWrS1D8daas2jNsaUp+5jfPI0g5PnGJ1eY3huxPDsCB0r2gcHmFFG50knkEmXbu9KstKykZfceabPibUxJ1dHjAYlo0FGFCvOdjLGpUFLyTeULeaTLqIYY9fPMb73boanVxgvrzFeHZMPcqSUtA+2MFnJvNLoa1botJbIxz5U6WQ/54snNji1Pmatn5FnfkNsdWLvrQ/V0a7qdlFFhsiHmHOnGH71LsbnvNGVDzJsaWkfmqMzymgJRdTq0Jq/iszAKHecHmacHRbceXKDc4Oc/rjEOV9NLtESIQXtWNHSljnnYLyBOXcGu3aWfGWV9ftOUg7H2MIgY41KYoTS6FYHFbVotRZYHlnODn2Z8HPDgq+dGbAxLnwFL+UrCx7qxKTalw2P4jZq4wx27YzP5Vk/R7bWZ3xmFVMaVBwR99p05w+gkxYuapGm8xTGsTIuOTcqWM9KVoc+NM9WcloR5XzK1XOWREk6URtRThVP2FihWN+gGIzJN4aoOCLqtUjLkvjQ43BRQivp0TeOvHQ8uJ6xnvuy5+vDgmEI75lvRxTtGCngUKnpxR3UaM0rVqN1ypP344YblMMR5TgDIYg6LVyRe4NVxSSdAwyDkTLKHQ9uZAyykn5hGGUlxsHBbhw8wV5JcGmrTsZmtI7pr2HOPIgZDbF5gbOOeK6Lq4wIHSOjFGjVVcPWs5JT/YxBYcgKH0qilU8w96VZNXEpicCXJM8H2P46drSBOXcaV2Q455BKQ+INVpRG5jFJ3KNfGMahcEI/84bkxrjE4GP301BNrmKNW9oXG5DZEDfuY4Yb3kAZrHk3aCh9rkyJ6CwidEqkE8qSWs6w8EZrVhoy60NUWpE3Xrqx9HJUNEmUDzlQdjzAZiNckQc2MvVsqFTIYkQUdQJL7BgVjmFRMg6GUB4SpVMtfcUkNJlxXk6VIB1yhux46Mct92y2LwphQ0WsCB13MSWhwpZncFfHBePShsMJHW2tsIlCoFDCoqX0FaNM6Rm7IvPFNPIRmBJnLELrUJpYgNBIFYFIveFg/b0z450l3hjylQW1ipA4pHDhUGbtw4fKbGIY99f8OgOvaCctiBJfEl9qtNKMM0fh/LPkDXFfxAO84htbQSyjGTmUBspxLceVBS7PcEUWEtljz36WOUJG6Cj1SfnOhWMDXCjtbimtrdlI6wBtKa0gUhpRBja6YtptEcat9HJcBM7nqElboqTCTIUqjUqLxRv7leFgVCgPjgsl5H1/KmPYH1o8keOs9eMWjBWkQsWebbAuOBOsd2hZmDnEmmDcIbyCH8PECK+qopUFwvk5EkisCGtBKoTzDpasdBgzMYIKO2E6pPCGRFUZTyrQSkM2rg3wSvmdVBYUYDVOlSALhFBIHftQLzeRVRl51VqwwuePlRakdAihEFi/5uzEIKoMF59TEw4lNyVSxyjpaufFtLFaGXuVnEqmQaClDHRLMISK0YyRB56B9zlq3ngQzoaS5IQ58vPl3CT8TwnhaWMbKspJGYomTIwszFTuECG3SLk6kkGqCMJamGb0XWCfwsRSmRxejHcueBnTRuvsYdkIHZwLntmVUk+VVp+w7VW/KpbQCG+LV/mf3mIqgqFla8cC4Ts/ViB0UoeXTSrJBTk48kvk0FWJmBykvNNvhCDPc+bn52c+f8Mb3sAb3/jGXa+11vLa176Wb/3Wb+UpT3kKACdPniSOYxYWFmZ+e8UVV3Dy5Mnz7sOjgUvKGOr3+9x99931v++55x4+97nPsbS0xDXXXLPv+4xLiysssXRYJEJLSuFQ1S4USj1ShZU5x/86N2IuUlwxKDh470nSA4vEB68k7R5kPS+57+yAOx5cZ215SP9cn/7Jr+GcRaddhgeO8rUjXQ60Yw51YxaSGAWMT51h9e7jrN23ysbxPmdHBeuFpa0lV5wbY0vHoeWTxAeOIDsHcQj6ueGuUxucPDNksDpmtDGkzIbopE17voNzPi9heHSOXruFdA473GD93gdZv3+FjRMDhmtj+qWjqwW91Ta2tKhEs/iUDaK2t/SHueXMIOeO46sM1jLGg4I8y9GRJuvGWGNJtWI+1pSHWt7vPBpizp1m9e7jDE/3GZ4bU45LnHGUwwJXGlQSIzvz6KN+qIelYWVYcN/ZAXcfWycb5RS533SiWHJ/OyKJFHOxphNL5sAriWtnGT54isGDZzl391mKUahc0/LlwmUcIds9RGsO3VpgmBtfRW51zPGVIQ+c7FPm/mWiI8VGN+bxBzs+9yrxoV8qH2I2VihOn6wNycEpn9OhUkU636J9xQFsu4dIuqjUU+er44JToarg2f6Y5bWxv0YrDnRjrHM8YaFFW0vaaeSX3Po5ijMnvLG6skGxMaQcFehWRDzs+nb2VxFpF534XILCOpZHOSfXxpwb5KyNCoaZIYkkS1lMYRxaCbLS0tX+URcmx/TXyE+fJFvrk2+MsHmOjGPi3pjUOkQUe0MSwgvO9+nE+piVQc5GVpKFss2l8fkPWniD1cmI6vwQ01/DrC0zOnmafGOEK/0c2bIksQahE3SrjYha2KgVwuK8IXlsdUx/XDIuvZxIylCdysvJVYjNL3NvCK2dxfbXGJ08jS0NzlpvSHZaPs8vaWF1iog7FNYbKOdGBRvh/KyVQXVWl2cJl1oRkYwolCNVIap+3MdurGD6a7jBOtmaXws6idHtljemljJENEZFKTgvZ3XsWeNRYbxBVBiSSNFJQnhoGZEoR6K1Nx5Kz3DZ4QZusIHNx9isQCYRMkv9/qQiRDf35zMhKJ0LbLFnPselV7R1GDcblAOTKqz0crCFrxq2uuzZwTKDMEeV51TqCHRUn+VTOkdhqOfJy/FKTxkH9kFIIuWVojTIkUWGHYZ5yseTcsAq8hW+pPJeXJP4kDnnq1ONCke/KFkdl7VyJYUglgKRapS1FEYRaTVRtPMhdjTArp/z5XgBoTTClKi0iw3GoJI+dDYPZ4JV+QFVCV0tBLEW/iw1aymtIgprQZS+cp0dDXH5CJfndUiZiGOEtZ5FsjHCxYDwTJBxtYy89CFlXo43JqXwz5vWkzBTWWS4MsOOfdiaMyVCaVyUhKp1XomVWgMuFAAI5chDpTxr/V4QW0Eb7c80sgKnQyq9DYZXPqzlVAqwsxbZImibUZ1s70O7bG14ldaXJgevY/dSL0caMELUXvm65HWZe9a9pipCZa/KGJIRUsXYwAZVbOEolHIH0FKGyoUWKSXa+QIM0rmwvicGq60MfSkRkT/jTEgfJiWcxTmBMd44rirX5aWrmhZYNYIBI3DKK9t1KHAV8u4sYIMyb8K5Nz5XpWa+3CTXarMRqaqy3RZflEXIUBo66CRlPjFYA+tZhYI5IRFW1qWwTTC0CmsnRQeqaDFPFteRMZGarIWZ6oVTxpCrNEYhQCg/X4Htqhjjwmw9m0kJh3BgAGt9gQMR+uTzecxElp8knHQI68uBIxRCuNr4mWafqjA2QTgfUoJzAiucdyC5MsyRZ3Jrtgtw0gE+t0sE486GQ6F8RcFJsYbyEmGGKqNwN0gEcRxz5syZmc/3wwq9+tWv5otf/CIf/ehHH1I7LzZcUsbQpz71Kb7927+9/ncVAveyl72Md7zjHfu+z9q4JJVlCOsIHg8kWlTeD1MfrOjyMS7PKZxjOS9ZzksO/9X9CK04PH8AOXeEM4Ocrxxb5cRXz7J892dwZpJol60vMzh9H3f1vgMpBfNpxFKqmHeW1Tsf4MFPneBLZ4acycuZNt7Zz7h+VHDoqfextHQYMX8lpU0508/56l3nOHf/1xicvm/mGhW3GTz+m8gzw7c/8SBLrZTIGuzKGY7/9THuOtnn/tFsEmB3PeOG0wOu7ucs3HYC2TuEcwnnxgV3nFjn2O3H6J+8l2K4Vl+Tzh+if9U3UuaWNJJ889VzJK7Erp1l455jPPDRB7hvkHM2NwzDoaY3rIy56sSAcpRxSCviG56FdZpzo4I7TvW584E1HvjSXYzXzlBmQ4RQRJ0exjyFjVD9bS7VHBEWs7FC//7jLH/5GCv3rPKlE31Gxnvbe1pyY2Exo4wDkSKZW0R0DrI6Lrl3ecgXj62xembA2fvuxYz9oZlxZ450/iBf7EReThIKA6yvkD94jNW7jrFyzzIbxzY41ffj19WC+cUW8XyXBaWJOnPI9iKOmONrY7784FptsA5W1nweWNpirRtzdinjuoMdeqmm5yTKleSnHmTta8dZv3eZwekB49WMojQkrYj2wTZzV63RuvpxRN05bGsRh2I9K/nyg+scOztguJ4xHhaUhSGKNSu9mNMLKVnR40kHu3Qjh3bWhy+eeZDlL9/L8HSf8VqGyQxRJ6a1lNI5ssFcXviXwxVPwjnFIC85Pcz5mwdWWQtyTGkQQnB6scWVS22yQxatBFfPRSjnvJxzJxkdP8mZL9xLvp5TZgYhYe6qNdpHDtAtjQ8DjNs4vciwMJwe5DywMuJz962Qj0tM4eXo2B+2VxxsI4UgUQlC+ryGcvU0xckHGZ5eYf3eU5jg2Y9amni+w8F2C6RE6gSRzlEYwdlBwcm+Lxu/3M9Y7nuvcRorFtox7VgjQy5hK1IkzmFWlzFnjzM6s+pDTVd8SWCdRsRzXVoHB6ilIz40L+lineTcqODMYGKwboxLH14YK+ZaMVfMJxzuRMRa0HLCH1ZbjjFnHiRfWSVb7VMMx9iiRCcRUa9NsjggMiVq6UpE3MGhKY0vn74yKlidkpNoxXw78gyecRxsRaTaoZyrja7yzLEQzpphC4OQ0oe1zg/AlOGARM8y5KVjdVywPMi5d2XEMCtr7/kV8wnjdmAKZezPryHI6a96JvfEMcqxlwMgY01qLar0JZmtikD3KKzPpzk3KlgbF5wd5BRB005C4kDpHKIVoYWvaqfLHMYb2LVlTH+NcuUcLoTiySRCttqIuBUMrxih0yBn1mDtZ5OcrnasaWuFSDWR9GeCSWf92U8hxNmNBr4EemlQcezZyPYI1VnwxoNOsU5TWMvq2JfbH4WQ02k2shsr5pymGyusm5yVY/uruJE/KNsVIddPJ54lLDIfqtua9+dCOTzTZX3Z7iqc1ThIpCDRijxxzCXap6AIHYyUAlmMMKtnseMgJxgpst2t5fiS1wYbDhMujJ+ns8Oc3LgpI8UrY90gRzlHC0Iu6bg2JG1/zYd7gS/jTWAfQi6HUL6UfhEM42HpoxYq+8mXCpco4ZlCLYQ3JE3IpwnGnctHPr8vyBFx6g0tqcB4Oc4pX87duLqgxrg0IbfYG+DtWJFIh9K+pDcuMENFBsXIM4RVCJbSiDhBmtI7YhAonVKEcExfOn5isFbjFitBC5/XWBqfbwOV0ZX5NR6M78owJkqQiQ9ddyEv1AbjwRvgrmaQq3yhJJyfFbkQkhby4KbzPEU+nPQHwl5d5fSEc5TQtQHu14MJbLE3iqUEEQdnHFAiSORUyF9Vzr0YTYy7EG5qZQj9kxpHVLOehXOT0uRVVB2gpEMan6spq7OQcJO8VVN6JrJiV6tiJ876KAUhkEIhBHUebhnCaIeXyDlD1XtrN+iQe3W+uU8/9mM/xp/8yZ/w4Q9/mKuvvrr+/MiRI+R5zurq6gw7dOrUKY4cOXJeMh4tXFLG0Ld927fxcNR7yI1DGluXtvXxwtLTx9UaCvGsrtxE3QKn1zMOr/Sxwz7alIyykvGwZLRycsYQmsZwbcDZjR7D0tSejGw9Y3kj32IIVTgxLin6PkxGWh+YOyoNw/UNBmePbfm9yYcMzz7IaHGeYekr1oClHGesrYw4Md4qp19aHhyXLJ0dYUd9vxHi2bO1YcFo5eSMIQQwXjuD7swxWmxxbpCHmFqHzcfk/SGnxqVv+9RcPTgumVsd0zs3It8Ykjgf756VhvVRzmiQMTz3IOWoP9uf9W+gP5ezNvI5JEI7XJFTDsaMV8esro45lU361S8tT1gZk60NydcHxNkY4Qy5tWyMS8bDgtFGxujsCUyo+FOOfXWe1cES68OiPtzRFRnFYMxoZcDw7Ihzw5IHxyVKQL+UsDLySuRggM79affOQX9csjooGA9yRhtDRisnEVJStrrAIeJEMyoMWTkprVoOR+SrfUYrIwbLI5YzQ+Ec3aBoxh0dvPeFT0p3itxY1kYFo0HBcCNnvLGBLbIgB3SkWRsVk0RW56DIMKMh4xUfklkbXVPMWr4xIB4PUc4AitL60NKNQc5wIyMfl5TB4IgTzbk442DXh07WU15kuPGIfGPEeHVMtpp5Y0gJ4k6MbvUpFrvobIQKL9syeM37YZ6yYY4p/csxKgxro5z+OCbvhkMXncUVOS4bUwxG5Ot9xkEOQNHS9djKbFQ/06WRZKWhPy5ZGeacGxSM+zlIgQlM1DD3rJRxepJ3m48ohz58cbzaZ7w6RkiBzX3In24ltPJxXcoX/F7Tz0pWRwXnBjmjcYm1lqwIB+8mvoKRDc5Xf4p9eJY2BmRr/ToE1LZ8srZKInQ+moR94HNFxqWveLQ6KuiPC8aFN7oA0kjSjZTPIYCQvG6w4Vkq+uPa6BJKopII1UoQ2QhZ5KHClPQGkbGT/aEwFKUPme2MlTcgIhUOxgz1r62FMg99GnqjK4yziiPSRa+oegXc1HkAea2QelnV+SiFcQxbJpzPNMlLwFlcnvtQv2xEORwF406gSuNfdsGr7qyhCu8pw9lM49LSz0r6YZ8sAjszLi3dOuwnvCDKIsgaYfMxZpRhihIX5LgorqMKIOQ3QN2nQekLdljrSPxppMRSkusqYb+KUjB+7DKv0JPnWFMioxD+pyNc0Qr7tr/OOR8aV41dEdhbJ33IcW4EubEkWsxmopvSz0M2hiKrjSEXxf45K3KIps5qcQT2ZFqO/05LQW4Dw6J804SoEj7Cc5uHPlVyTInIc2QU5qfKUwlySmdrWc46/+yVfpwqxmbyygkPVFlAmfu5KkKYnLWhMEUVajZ5v1ehUZUh5JkhFwwSiTYWiwxP0cRIETYwT0VWyxE6Crk1YpKHM6WjGutqQ6gMzI21AonEKIcN0+OmCg0Ia7xOUnq2iyrES6pgGJmwtv21hgm7kRs7ZaT4sEmhfREFa6fl2Nl5KifvV1FVMHQluGjCGIV5svh9vAozBNCBOfI5RJuLM3iWRljjja4qR0tHCBXWv5zMjyWExoVoN+uoGRuthJ925XN9nBOT8a6KqgRDyIU92ssIxYvqfKVJE6t9uQxzdCmgOoZiN+z1/WY453jNa17DH/zBH/DBD36Q6667bub7W2+9lSiK+Mu//Ete+tKXAnDHHXdw//3388xnPvP8OvAo4ZIyhh4uGDftJZk8VNMv1XozrULmpnAmM4xXM9yoD9YrtUVWkm0s7yhzvHGWfHTQewNDFmC2kbGSmx2vGRpLvu5fTiJsLsPckPVXtrSplrN2hmx0vX9hhM9sXrBS2BnjZBrLeehPNg5J0/7BH2cl2fq5ba8p+qtko4JhXoad0EKeUfRHLOdmi6z10rCcGw6s5xQDn8hq8V64jXFJNipmDKEKWX+NbNxhbVj4kCkNmCLk1OSs5LMbVOEc/UHO3HqOGec+jt/5UJ5hXpKPCrL+mjeEAKyhGK6RRTHF2Icx5aWvv+NM6eX0C0brGct5yXpQ4rJQFSgfZJSjoDyEPg1zQzE2jAcF442zZBvL3stVZMgoYdyKGeamfgHiHOUoIx8UZOs5K7lhpTD1QZDJsKC1nmPG49roAr9BD8Yl+agkGw7IByuU2ZDYFKgoIhsXbIxLShuMLuf7ZPOCbD1jvJqxlpWMjGPO5shIkvRiysGkPy7IGeWGfFSSj0vGwwwT2LtxJyJuaW9oThl3OIfJS8pxRr6ek63njAtfITDdyEnmxpTDce3pBu+Jy0vvmc9HhWeGSgsIrFH0x6Uf29LWL1pXllBklKOcou8N5DL3bJItDUpLynFGVOQ+XAJH6SyZ9fO0UY3fuPCHEBqFECKsg4mRUhle5Sjzf8OcbD1DKIEtLDJSFIMxrsgmScB4BWSY+Ryr0bikyA22tDgLG0rQHZehMtbkeXGmxIx8n/y6yLGF9fkykaIceUNzeg/w4V5+/fbHBf1xSRGuibRimBnGqZ30xwvClSXlKKMYjikHI2+kCEHUTjGjDNkNylCl9ATFILNemd8YFxRlKEKSGFqxIU+D0uUA/On1tiwgz2pZrixD3oF31kTtfNbx5MJ6MKFASO4ZDvDGUBEUuyqUpTb2TYEr/LMyzXRVyrMLOaBVroB1Vf6G9eOXGQbBmDbWEWnpPcSVgyTIcaUvokGeh7nKcCFMSGiFCoZd/R4JzcttFSLnwyWLwKYoMakSWhlO/iLrc7mKHPKccpzVyqnUGpfH4Rma7INeKfVjVwQjrzQWYtBGkJeSUk8Vo6jkhP2BIsMWOS6Mtyr8PurKchJeBCFvKIyf8QVqSuvLoDsrQmU5r51O7DuvkNqynBgoZeGTcZw3mp3xYU0+xNHV1dAqJbsyupRzOOsrwPoDRf05MThRK762LH1OVxnGsKILykm4VP2eDK/7Sjfw7I0fAxuO4SiNCDkkhDysMHYhRM6FsarGVAiB09rvcVURhKnnyLMP1u81OFCyZiQiKaae1bCOKqO1LPw6MAUixhsoNugtU+uAsGYrQ6gKmZRSoJ1Fu1BZc7NuMDV+dcikEDMGVz1Hld0ejNHqeany1EqCI8GJusjCpE9Bvwp7UbUofSEIscURjavWXTiA1/iiNFIIMBKt/OHINjgFZirWhc3PmTIwxnbKWJW+L85RlXSpnvcyrOtLhBgKJcZ3N3bEeRpDr371q3nnO9/JH/3RH9Hr9eo8oPn5eVqtFvPz8/zIj/wIr3vd61haWmJubo7XvOY1PPOZz7wkiifAZWoMldahrPMvL+Mo9fZGQlVWkk0bxXppKPo5Ji+JggezzM22ynwtc7BOWZTkU8yQGRsGZvcnrBiV/mURFNPCOMrB+o6/d6YgHwyCwhi8zGVJf5cnObP+TApnJspIYRymcDsyXflgnTL3yoOtPNqmpBwXrBfbG2rrhSUfFD5hP4ypfxFY8m1YK4BiuE6RHSYrzaSMZ1li8oJitH2/+qWjHJWUI+8RFOHlMi4sZWEpx1vnqRgNKIvS/8aFCjKVnH5Ov3SsT8kaGst6YSn6BTafeJrAsyhlUVJmGeWoj61ejoAerlMWC2SFT3CvX8SFwWQlZejTRmkZh7XRLS29QYHNi6DIeaPLO9yDrFHf/+UjhFDotEtZJGSFmd3EzWTshnnJemHJrEWiaPULinFBmRXYIq/PGC+tpSgtZWEosiArHyKFosznKAt/dkrlXAB8BaqyxGYF+cAbzZn1XqveyMs3WQkhrMRBnbA8LjzzVOaGMh8jhAISiiJUHwyhHtXz6crC92lchvtO1p9uFZisqJUVnMU6Wa+HrLCURUmReQPKOYeKlP88rIOqT5QFtjRBofeyZAhHiEYakxfBW1spPC6EEnmF1JSWIje1kpnHyo9bMBzqbcYaTO77VI4LymGBDbkLZZJjstIbLc4hqgpRrgrt8c9knhtM4Q2AQVYyTnXoj5uRg/HjY/MckxWY3JfMskF+ZIpJfg9VvL6r5ykLITFCCF85LxgopQtyggLsFTdviNuswBST593m1fwUM/kolbGTFYZh7sP+Ko/muLTBeLC4aqWGNeGVHf88TXu1Zay9EmlKKqWxWndlGL/CWLKKtZLC7wdBsZu4l/BjUpbY8DyZvMAFD7XNC1QlZ5ORUinZWWnr4iBjQCtLqu3EceEfIu8EM9bPU5778TPewJMqx8WT6nJV0vzsPFmywED5Q7kliQ7z42fG56k551m5oGjbwtQhhpRFzaqK6fyRSo5xtcJYGB+ehZL1d3aqP/X7tFpXFQNlgBjPfNtNhkM1dlOyKh4MBRFu1sifHvAquqMsa6PLgT+UN1wwbRB550+V/+THr1IcZ9Z1gM97sXU+jyvLmbAylPayp84gmkaVa1MZlvWYacfm7tR9qtgsU3gF3lhQvjpbreKGNk8MPFsbXtaBtM4bdirsPZsYm4qhrkLxsNYbkmWJiIIRGfaf2f5MCg5U/9UVi1NXMhSzk1X1qaqSJ5WfMylrOTPPUdUv5x1bpQ3135RFunAo9Za1ENauDVXsTImzcmJ0hVw4t80cQeUw30FPvMiwnzC56DzPGfqN3/gNwEdnTePtb387P/RDPwTAW9/6VqSUvPSlL505dPVSwWVpDLnwgHm/XfXyDbQq1BuXcNYrdZtYmMw6TB48GQR6e4/kujIfeWXITF6qJveVpXaDLSabqPdSWExF9+94TTZR6AFn/Dkgu2FsXDC6HAiw1mF2oYWdKTBFMbNBWOMV0Z0YqJlxc9Z7eax/2c+8QKZgsiGmsEGpD/e1FmcsNijGmzE0lrJShIJHzoUXmykNJs+2XGPKDBMMyKpPzlls4dmJbJuY4cw6f03l0aoYG+M/N8UYk40nMvIhJvdyssBuVEPlrMOWvtpUZn3FLhtkZNZhS+sVyGk2AO/l87IyTJFj8gwVZVhTYI2r8zlq1cfYYHgZMhsqxRlHIr1sMzZe4Som4SOVkVKWFlMUlPkQm2c4qSgLiwmhUuVUGVqsH3NTlGGefF8k3oCzxVQIauiTDUaOsfh5KgpsWSCExSiNtdaXurXBqx3CKGwZ/grr11/pPYUyN9jC+b5YWys/VTnbwlqs8UZKGUqsSyWxYR2YqRPiwyQFJdH4Mc8MTgmkVpjCrxVfardaCyqsO888WOswhfFKhJJYYylKU3u+KxnV+nZl6dtS+uukFrWS6spweOD0Gg7OncqRYaxFllAYVbMpm5UE52wYu9CnwiKUDxe0hQmK3NQzbisFy8spTVDWIbA1YX5mxs2BM35/KE0dTgbgSoM1oUxw6L+brFa/hpy/d2EcRoCUfiyrdVDpbcJZbPAy29KPkym94SBKP2+1Yjel1Nsgw1RzZSxKSgrj5VSe6M1wLsyTsTjjsKUPA3XWO4ZmfztREF1gogpj60NEqzZs+zoIhpcrjWc6jMUqP57K+r2zMhwEk0pv1dhVcxVp/96rFNYtokLskQtedGf9LHjWqHpONzFQ1vfL4PcIP16+Ypj/rjJmXKjJXCnzQfG0Fmv8WW8i7Ac1A1UpsEwU0UqWcw4jBGLamGC7TjGztjD4ygQwMSqqn4W/OvwqjB/OG4zV5/WPN42dq4pQVONIKEQyvUhxoabarHJdKffW+gpv1lUMYe1RmIy9c37N1ZXRzGT+prsd1lrtODMTg6tmt4KRstWQtPU81c9LfYGZPD9TzNBkKCZyKobCzvTDoza4COujlmc8Uzjz48rIp2ZsJn1yIASlcehgZ9kdniXn3KRgh7O+WmI1WLWsTf3Z3iy9aLGfAgrnywztJz0lTVN+/dd/nV//9V8/r3tfLLgsjSHjQmjFQ7D0TRFeFs6/0OweRo2rXqy19lu9rPbRhqlNzljnQ052+7kp2Gyb7eXVsI5tPVd7oSa2KsVgl3Eoq018U+Oc27lPLoRvTFeNqb+zbtuNylauo82f22rj3Ya5Cgr5zHzUL4Egf/MlTO24UwarsZWyZrfIcs6E0C/fnkoNdtZiq5AMN1E5qn5vN66VUuqmZLmwwU+UGY/qBVy9OKsxNc7H409Kr+48f/79FwyLKs5/qkrRTs9Atc5NeGk5M/VC2sbgnhijvipccHZvvzzdZPz8fYMCg6sV1el+gx/bqr2ubvfkzA/nqrNgdkHoqzVusu4rpXGnS+r158dk97F2vj/GYa2tbKRd7j1xYNT33WNPmrk+ZCJXa6YeN/BK3qa21nNkJwdFVv2rxm1HJSLsfUKKyToIn2+Grz4V7mudVxQro3mnzpip58tM1ulue9PWW1jqhbdDH/x9J89fBWt2XjlVBayqPxPldKex2jrp0/3Ybb3BxNCr5Bnn9jUOk+d7m98KUTermuPa0eAmxt1uSqSz1T4SmNJQycwZu1kX3fkebqJg7zh+dd7RDuMkJE74im31JeF+1dwKKWYcp1tu4cLePbWnOTfVj5oRm7RhPwrrpKP7+1kdAgg4IWf2Cwu1kVyRPNa5bY2U6efQBcPHGevza8L72P/GC9jcCykFWxSQXVCVtt4LToigD1A7S6Da5sK6q8Lbwtpw+xhj5wKr6mzNdE1fJfe9Ii8OSCH2ZH7Olxm6HHBZGkNK+DrsQoh6oUshZg5e9ptkqJayycsXCUHU1kitQEjSSBLFKsTtbv8ijFodotgnGFehHipRJFKS7XAN+BLOxHHtGYmURKetSc7LdtckrbqaD0IhtKKjJCs7hK+Br45G5MsqVtVz9C4Hd6m4jU4S2omaVG1REhlJf3TBNtd0lES3ImQS+f4Iv3FKKVFJawc5LZRWRMqfCO1CGVGVROiWprMht4TKdbWXI7TG7+A+uTKJFDrS6FYXVk7NXKNbXXSkSLWqz7NBSn8OSiRJpKCtZF0dD6AlJSpWvqSt0qHSkp8jFSl00kbHrTp8UkYJKkqJQqUyWc+R8GWg04g0UnS1YWT9idtdrWgpQdTSqCgkr1ZtDpWTdKyI0m6dx6PTDiptoWNJEkm0nIRO+3KoAqUlqRIkoQ1tLWlp5fsT+T+fZBwOGlQCpQU6TjFxON1detlKSyLl/6r+CB0htUKnfp66xqJCAnzU0uh2mB816ZM/P8aXglZaoePUh8hJSRRrdBzmR00qBSGET/jXCpUq/0xlIKRAtyJUGvqiIp/8K/z61NK3V1ZzFSqUKS1QkV9vWm7aE7RGRsoXF4i9LKkEKlXoRCG09ufy1E0T/uR1JYi0RGuJiRTS2DBuyq9JKWZft1L6OUgiVKLQmcJKh04UMtbIOEJohROyDm+R0h+kl0SKWEuM9sUvpKzmxpfO3fxeF0LW81SxNUiBjHS9BoTStVIhZVh3YZ6ySFIav5cmkZqcBzWdxFuXxhUorbBxBMKzcDKO/LpWUf0M1cOAQMGk7QGRnpIztbadkOFgWr/2pJ6sK6n9OvDnJk3NUbXupJeRRpJhLpHh35Hy7wg59a4ICwWh/BjJUHrbFv78MZ3Ek3VdHRrpqqH1757qYERjwxlaSqJCQZ/N7yHfyeq/wvdD+jEXVZ+hVmKr9lZrL40kRWnDmpaosJdOi3FCeAZNaaTSuNj69SAlaN9XVOSrz00vVfy4aOET8SuPfvX86LDkNnuihVR1KW1Zl2uWiM2MAFWVsNCnMFeVXVH9e8v8gB/IqnR7FPuQb+HPgar2AytEXUmtsgFkmCch/Z8SnoSWIW+oalQlz687iZNhjqSsyactfXHWVysL96vaby1YQdjbRH1GjiBMlJBUZwihtN87nQEVquOFz5yo9tPQtvp/qHNhquVfjdkWvXhqroRUnj1RoQ1i0/y4qhCVCAfgEvojsGGMtBL1nuDrvM0KdOFsKTf1bvPjqPxnoXz3+aLqu0P4fkjl17GunGz+/e73t619qyrUSennRZ8nm/JoQQrq85J2+02DWVyWxpAWYfMmPHObF/n0QzH9sgmYixRxJ/ZKPV7Z0LEkbs+R91e2lRl3F4kSTUurWp5uabpasL59hBgAUVq9hPwWEilB1J4jW9+5WINOu7VC74REJzHdXQybRArasZ6qFFMpvxIZJTM5L3W7Oj3iVNOOVe0/lUoTpZquVnWhgWl0tSRqa3Sa1BuulpIkVkTx9ksxanWJYlkrjQjplZ04IupEzEdqppqclyPQLY1uxcEgkmhhg9EqidLuNnLm/GG3sSJWMhjH0is3LU1XSzpTxlAiRd0fGeuJwugg0YooVv78mVYXNs4hhPR9SbvoWAUjJbwYhK/eFbU1USeiOy7JrCST0FFejk69Ekyt0HtFUMeKKPEGni7HiPGIuD1PlLaIE00nVmg5UROEkgit0KmmoxVj44isq8csavn5kWoyHxKvzEexQscK0+oGRUZ64zIo4TMvCyF8OeM4JupEtAqDyn34WtSJiFKNSjTEiX+RQ1BIvVIdJwprtM+NkIIo0aSx8nOo5GSzlwqp/NjoWBF3IsrIv1yjtiZKI1TilSGEwCGQ0qGlINGSWEvyWFGEqms61r5sbniBT2LwfalflYS11/ZjJZTwMmLl17WK/As87CE6GAntWDGIlfeYW78O01iRVMZ3pQQHB4yKI7/20siHyhXWr+nQHxXHM0q9DAZKJP1c+JAyQxLGLA3zI5ky8KSa6lOMSkytjKo48kZ+nEwM8PCSldIf5JpEilYdVubLNqfBcaBnnEtB6YgSf/5XCCdDSHQYT69s61ohqo2UYEgmkUKF/iZa1vNTK43V/wgRFEM/hiJUUPNjFnmja2p+pJgo1EkkSQpfTht8BT5v4InaMJ5eD94YitGJDy+WWvlz1JKoXteuUmDDc1S9e5JI1axNFIwWHXJ6BJtsVhEMvEihbezD8bRG6Ai0rvvNZAjQQobzixTG+fWRRJJETdows7ZDf9Aa4hhpDU7550joxCvcQVbFoghR6f5hnpw/30eJqi/BSJFTypcQYfz9PDnln3H/sHgnmaj7JOtxE/hDb2tjSARng5z8iemBC8aD0EGG0qCTMJx64ogRk/mpV6ucXRcKUMon529xmk5d5M9I8gq3k7Ze01sMCCaOEm39O9Aqz7BX46bFNnxENblC+rmvLMJgqFbjWjGaNdsi/BlJpRR1ZTdvmIQtZLMBXo1fdfaXNfU9CQckuyk5EO4nQdhwHpMSWCcmhlJ4eKbluOCQrteE0rDFSBGT9myKZKvegTKsbyl3YHEqQ2dqf0Db2uCqFzJMnEtThpBCoK2sS5xf7BDBGbIb9s1KXka4LI0hpfxGpKa9V5s8ZbUXRm7dLA/FinguRsYpSEk7USRpRDy3tLMxNHeAdjsi1TJsQL7E8IFY8+AOxQPaShJ1Uy8nbI5JpIg7i8A9216TzB0gbcfEUgZF2yulBxJFezTLbEz6o0kX/LkVtUIvJa1Uk/QOMDr34OwFUpH2DpK0I7pJNHmwlEa3Eg7EW42hrpYciCXpfELUSWuFXktBO1HELb2t4RV1F4lbEb1EE4cNS0QxUadFOpewEA1m+y8F3U5MOhej0th7BIWf624SEbciku4cUXueMvPsWtyZ8+PW0nRTTRwO00N7gyrpJbTbEQcKy8haJIKuFhyIJXEvJer4k+2rl14n8cZQ0orJO4ukvT5I6Y2U7kJtRE4YG1+WWbdjkrmExXAAaBaMlE43Jl1IUWmKiJNaGYmlpJNqRqmm6KQ4t4iJ20TtOZJWTNzSdNOoVrbrOUpikrmYfFCw6HyuUCfVJHMx8VyCShNIWvWa0yoYDi1NnGmcTVFRhJCCuKVJW5p2pIiqAxyDR1ZGMVE7JZ1LwDpUqPIWd2Kibopup8FICYaI9Ouum2jilj+MtiytV+5iTS8N8yPl5DWsvPKmW35dxXMxauyVet3yfdLtlj+DRQTDOBhD7cTfM8sNSeq3Qh1pkkTTSnQ4v2SiyIkoRqcJUadFOcpI5vwa1y3t+9OKEXE8UX6FZ2vasaKbRAzTkBtlLHGs6KWaTjJtfAc5QqBaCboVE3VbdY6ASiJ0u4VK4wlbHJQEIbyB0kkUWen7UhhJJ8hOIunnZ4Z18GyWbiVEmV9zNhQ2iDpp/fyIKJ5cEtZdpCZGQ1XlrZdqWrFfB7GeqCWuUt7iBN3yCqkNuTwq0ag4yNFTDJSojGNJK1a0I0UhvTbkDS5/2KYO+whT605EMSr181GFeU0YNT1jpMigKMbS37OV6DrPLok8sxoH43tiPIigTEfhfJfcl9O2NjDJ8WRdy1lFuDLuUuew1p+dlWhJqv246cD4VHBC+ENc8/C+gWDoxRAlNWNTK8pB0a2NSOfw5fEtSZi3WIug2E+vhYpxSECXkIII8+rXQOKNlSnHoICaramYu9L4sDL/Xp2aH09KzM5TWBN1BTGl/bhNGav1z4U3GrR0xKE4g5wyulQwhqZ5RRdYQq/8RhM5sTfuahYlhMoRyk9UhSYqWeCP3/CyJobERFRgT3WMiA0ux59VOMPYzPZHimqNS2LpQzKrg3G1pGa/xeY5EhIRx3UYnrMGESW1ceyCcl/1pzYaQtsrOZUBq2RwkDArxxsq3kARUEe8zBiR4NsTjFDBZJ7A1mF61VpT046LWlYwSKzfi2pjSIWoDiFnGaNqGAi2jBPoyi8mJmO2NScm3Mdqf9vqY6Xr98LmkDrPeuLPr1LeQL0UIMXeYXB6j+8vR1yWxlAkg9dMVZueDIt+ygsRvBVCSpyKZq4/3I5oLXYQnR5OKlqxI2lHtBaOTM6v2YTOXJuDvYROognHiJH0YpbamgNjzfI2Zw1dmWriuS4iaXkPuIB2rGjN92gtHd3WSGktHSXtxrRjVXtLZZzSOdDi6sxwdz+bCWGb04ojqaJ9sIVsdT2V7LxitdCOaR88ii2zCRMlFe2lK0kXDtDqRCx1Ih8eISTECVGvzZFUkVnNmaliClckmrmFlHQhJe61cUEBTrVkvhWTdmLaB46GQ1dHCCGJO3O0ey2SVsR8MCQRAhG3iDop6VLK/IEWV49KRkHpmdOS9sE26VKHeK6DSFo4qUm1oZdqklZEqxvTPnCllyMlOu3SXljiYC+lk2hSrVAShE7Q7ZRkPqV9sM3hUJ5cCW8MzS2kxPNdVKuNTFJKobyhlGrmOjHZsMCUczh3FPCMXbuX0upGtGMvpzIedCclXejSWhpjS4Nc9Yeh6pamfbDljdW0E17ifm61Eix2YvrDAmMcUkpM2fEMZC9mrpsw34qI5NQBdEqj2y3ShRRbOlQkSXJD3IloLbZIF9pEvVYwjP0cxcozh512jCkdSknKEJqYtjXzU/Mjw1oQ4fDJqNciXUqRWlCGMvKtAy2iboeo00ImLe+5DQpIqmU9T1IKylC2WUd+nXQTTRqURpx/OVfrIeq1SRcGvugI3kiJ51rodguZtsJL3CsFqZZ+nlpxOFcqnGcUSRY7Md1Ihf54JcsFD7lKY6JOiiu7dViSN1p8f0Tc8vtFeGPHStIJRldhYyIlKIyjHSvmWzFzrYhY+fASwSQMVMYpca+DMw4hpT90tZUQ99peTtrBhf7gU2lItWSuFfmkfOkTipMwnt1U1/NTMVBO+pAh3UmxZRnKhPs5ijopqtUOynEIa8MrO7GW4bnVdX+AIMOPmzckg/fYU5ihT21kpGYOXaXln1MReYO18mzGyh9GmmpvOBbGhfA1UcuItKi9uE4qbzjESVh7nUkZ6jjy/UlaQcnye7AQEEtFqi15rHxuSDqR04kUsfQKV6U4gjcQZNrClRnSGV/ZzQYFOO3U67oOt8YPQxzCC6v15pw/KDQNYxqrSThRpSiKKEHELbC2LuVM5J1XIml55bhia6iUX0eqZTiQ0uKcV+bjYERWBngtR0ic0Mi0hXUhPK5STJMW6BihI39IKZXh4eXEStSOKi0mxlAshZ8fOWU8BDkijsGkyDgcUlopwMFIslJNGcbVepB+noysc4T8gbU+OkFNh2BV72+lvWMnyAaCEZYGR+fE8KqMlFhJf3aNVoCpja5YS2KpJqFeYtKnSehaUr9bRWBeRRTPsMXVRKkgC8CXRPNjFYd3fWU8QAj1Cs+sVBoiP+fC2dph4YSuw8qqteBDKSujzq8fG6JGYiUnh6IKURfhqNeD9AaKqz6rjD4RnBbTzDS+vUZU9xVYOZmjyqk061QIpkY1V1FCVU0OEcLmqmdV+Hygqj/VvbSVoMJ+L2QIp6yHeGotSHAKlMOZyv9WpUJI/6xumqOK7ZIAlkuHGRJiH2Fyl0ZfHklclsZQHEI6Yin9i05uij2fjjGd8ihV6F3VpXV4AdVdwOmETuQ4OJewsdiiOHo9/VP3zJTZTuYO0FtMOTyX0o0UIT2BZGmO7pUbXBuYoWmD6GiquaoTky7NIdo9rIxAQCtS9BZa5EeuQ0jJaOUUzhSouE3r4JV0DxygO5/SDrkiCIlodehe2eXooEACZ3JDvzTMacXRlmbpSJfulXOIdhcrI4T1oV4HuzHdxXngOnTISdGdOVoLR+gttTg0n7LUTfw+IwQybZPMd5i/ssu1J/p0taorsF3di+ke6dI+vIDu9fzmF7zZi52YubmE7uGrfUnoULZZJS3acwlXzKcspBHtWNWKdjzfpXVwjqJfcO3KmJHxG31LK7pXtEkW5vzJ7Kk3vGLlWOxEXLmQ+hLn4ytq5dwbDwkHuzFziSapFJK0RTzXIV2aozv2nvOrT/l5jbsxraUW6VLPG8U6rV9CvTTiYDdhFOZTiCUAdCxpdRPmugndWBFJURfNke0eyWKPztifXaNbGjM2RO2IdCmldXAe2enhlGceBH7sltoxo7ky3F9hSksca1odzcFuwoGeV8CrKHWiBFod0oPzIa9GU2aGqKVJ5lOShTmS+S6y3avDGGLpPfNXzHnP9DCSmMK/6BZ6KQeC0dWN9cToihJkq0cS5kmnI384KZAu9kgWu6jefFDqo1oJacWKxU7MlQspayN/hg1AO1EsdiK6kaIdS+/5sqJWFKNuh3Sp8GfL5IUPr0si4m4b0e75dRCMBxWMoV6iOdgLB5mGdqeRZi7VwSiWqKkQH5m2sJ05ktIf5Ok/9KGUUTf1jou0VXtnCXPUjRV5xxt3qVYUxpJoyXw7Yq4yvsVE0XYyQnR6xKasQ7xsWXo5vQ6q20WmHZDeEyxDxEcn0pRJxWoossKQRIr5lqYba9pahfDgqu0KkbSQ7R4xPjSuKnkddTuIVgcZDKJaoQ+Kezvy85REk/N/5hJNN+R1qcDsYIORkrYQ4xa620EmUW0MqVgj03YwIkOuDcFIUd4QakeOxU5cy6nYolRvMlIqwyHtIMsC3ckm+Z5xjIhbXmkMio8TEikskfZ9Kl3IG4Naoa+MsVrJqhw/KoY4RaYdn6yuxggbFNO4Va9rpzSVWuafWYG1gQkVFgMzclKtJnII+3cwvCz4MLay9PlrwYAUURKMh0non1/jlRyvSFaGQ+VMmEnPCSwAcerDq3UWkua9MeTXdeTXXMU6BDmx8uynNmKLkaKFly+D0V7JEVHiq8YlrUlVRKW9nIqxqecohCtZ36fSTgomVEbzbKipX9veMIgQ1UGxFcOgtGfYQ2jZdClmJQXahbErDYT5qNZ9ZXxXj79DTOQkLer8LmdrOaiKJfT9CTsxSvrxqo2HMEcqzE0lpy4xLkQwsOKQGxfOSlLay6jWdQh1r9ZCxbKCRIpJrFkV8qqYOMtciCYRYfxFYB/roiwqngovkzUzJELukZIOZUFogXOT0FIlfa4c1dg5Zo0U53AuQoiwjoOBNJN3V61tQj6Sc34+rJz0B+rwuWk4qRBW41SQayfMlt+vp0ImK5tQCJQDJwDpagbqYoeYWp87oSGGtuKyNIaSygsX/nR4UGtrOVCmojaGDJEQtJTkaKqZv3aB9pEDyN4CpYpoRQVXLrQ4NyiAK4jac/RP3oNzBt3q0lo4wpUH21w5nzKX6pD7ImgfXmD+mj7OQuf4BmfGPrysqxVXpJqFx88TH1xCtucwSiOxdGPFgYNtnHPE6fWk84cpx3102qU132P+QIdrDrTphBwBJwSy3aP3OK+Qxyf6HDo3ZlQaWlrROthi4Zo52keWIO3hdAylpR0rDnRjFg61iWLJuNelyEp0rGh1E+YXU65abLOURnWitEhapAfmWbh23ufZrGbkfV8GfP6aeeaumiM9tICcP4iTGiEMaTC6rjnQYX09I+vGFOGcGB0rDiy1uGohZT6N/InpViLSDnp+gc6REc5YTG4ohv7cCN3StI8s0jq8iOotYiPvoW1HlsU04sr51FdwKqEMip+OvPFwZD5lIdXBeMArBt152od9eWydaHTLPzKV8ZAuLaB6i7g4DX2yzCWaKxe84XA68onyACoS9DoxV863mEs0sa4ULIHszNM6NPJy0oR0fkg5ypGxJl3okh5aQHTmcZGXA5ZYSa6Y93JaiWZtWNQK8FIwKBbSiFj6mHsAmaTIVo/2FYtBuR5h8wIZR8S9tje65paQ7R6l1IB/4XQjxZULKYmWrI9LxmHsDvdSDvYS5tOIbqxQ+DXnZIRstXFzS3SObFD0x5jcG5TpgTnSxXlkZx7Z7mJVMEgEdGNNbhxXzqd0p0KWIiU42E18aFns58gr2pE3EsuMFLCFLz8MILX2TERtDMU4odCi9AZK6XBtVyfOezmSubY3ulqRIpIyxLtLRLuLCmGcqfaFSfy8ah/y152HqAVBjsTRjhS5sUBMrBXdVNdz1I0845GEsF1/Qr1XNGS7hwUipVGtBFsYn6zf+v/Y+/Noy5Kjvhf/ZOaeznznqltTz6O6Wz1JQgIJhGQGWWCwHxgLMAKbtSyMB8nmZ/vZlice+LGwzfL7eS0DNsLwY9k8CxuDGYwMGDMJDd2tnueurulW3fnMZ0+Zvz9y7332uffcW7daLVCpT6x1Vlefu8+OHZmRuSPiGxFZRdZaiGoDkxf+Ys/fqfvKGlRKUPWs0+UqScVV1D1F3VcoJfKQsXWk/Iq9n3KQ3hA3cx5EvWXHrVKze0IWc1fS7p91VzEKLBqYnwBf88dOl6ty4ydzUhwfUW0gG/MQjZCl1ChZbSArVbSTOSpYA9qVgqorAac4NwesYVf3HKquY1N9cotLOBjlWScObFevXJ7MMBVBmY/9rSMtUpfzzVNIcoPed0Rh0BeGqXKQlRoaizQIz7fOg2NTvYQfZM6DkyUrWUS56jpAYpE7x55lk/OpOgpXZohAEaVXiMA2LJHKwcSedfAyh0JUataJzBCbImJuBPUsFTfKzpKxAQdRIN9ONm5F8C+TyTgORF7hpIhKDeH4aCczuEvNIBwp0BKqrg0sJln6mgQ8xxr2OTKQG5smM+hlJWu0kzusWZqeduy42c4KAoRFzzJflaqjik5itp7ROg8q4yOMyd7fLsYZ6xmOzfAQQtg1mgUTkKX75Q6eI5BS4WQOeI5MOcKm2ZedFKSLydAJIUThPIgM5Z2GOoisfgxFUWeVN92WMqtXEvubOiGUXY86tWls6Mx5zNGNySY7ZAiTkvbuZcQgr8HKHYyxF5DxUQ5oD6QpdMEoJ3Mi7djlNTa5X+MYgVZZV1YzfoZ8/ShymcQYfTJu0dPOHuI6RotMVodlm8VQOFMqQ7NSM25Vno9dnsY4Dl6IAr1DizFam3+PzNLl1LhmMffTDDjZurpekCElBO5eb3APOVf5+xuR3pDOUFB2hpQsXgzlDlUo6wQZ6SJUwsPzAa6jqC5XaN20irN8Cl2dIxaKpu9was5C8ReqDlstn3b9TnTWNSqoedx2rMHxuk/dlcjYGtfB8hKtVONUA6rLFZpbQwabQ9yKQ7BQYe7GedTCcXRQJ8k2kbrncOfxBhcDlyvNEcOFKqP+PI4jCWoeq0tVTi9WqbkSmVpHRFQbtG4+iVsNqK10Ge70iXoxUkJloULtxBL1k8cwvuUD9uW2Uve540ST9YbHbj8mHqUICfW6x5mFKifnKyzVXGQSgZDIagM1v8LcbacIlrpE7R5hx57MXl9tUj22SHD8OGphmWG2UdY9xWLFgyUYRAnb/YjhKEFrjXIUNy3VWG0FLNVcKkqCBlmpoVqLBFjHQboOSX+ITmw3p/qJJdylFeTcEsarkSKouIr5qkeKdRwcJeiNYlJtaxBaFY/Fisd8xaXiSEQaF3w8QAUefquG29jFpBrpOvitGnJ+GdlcIHUr5LjeXOCgjY/v2uj/5cAl1dYwbVVcVpo+c4FLoCQqfwk358GkVDwPt1EjGQyJOgPbWKFWwZufs05xxkcIga8ES1UXXwnmay69UcIgSlFS0Ky4LNY8FioufiYPQmCcANmcJzh+HK/ZJemPSIYhQgrchnUyVXMBKs2idbEjoRk4rDYDGoFLP7R8tLZo23zgMhc4dtzywywdF1lvWT1fjfCHPdLInrnhNBrIegvZnMf4dUzWxdBV1oADiOYqjBLNME/bUoK5wGEusPK6cvyCk1XbEEM7PlUp0XFk58hRiEod2cycYjcgxRpNNc9Ba2v01Hxbw5UaU6TqNTMnxVNibBR6VWRD20h8UCUI2tmBh9ZBl9UGxvUxjleMXcWRELhFetQosU6KIyw6Xfet4+AKgcjbnjsesrlgo+d+BRmF6GiUGfQVZK2BrNZJnGAciReCpu/gCMHIUcWhpHlEu+5adM8VAqkzTZUuxvGt7gUVTBxisjO4RKWGCGrg1zFOUMijhMCTtj5IA6PEHmCrtU3hrXuKiisyxB1r7UrXylRtgtaIaGgPPcydh1oT41Wtgar8iQ6GVVSRq58fGOkIkTlctrOnI7FzJKWt24BxA5A0selrUoEXWAQ3N4SzmkXXCHBASYcgMXiJTcPKU6OKBgeSiTkCkFWF8XxEEo8PivR8cCsYx8VIJ0vvsQa1q6AuHALHEKX2QNc8NSqv5VElPkhln7niIP3YzlHm7NvaF+ukWIPRGrRS2HHxHYEjneKg19xxcIStKVAl3TZSWefBrYB0kV5SOCnGCTIHxSJdOq9FyYxfHDAotEPhGEtpebhZoDHL0so6enl215NZM6FSt1bj2E5vRrmFTFlGk5U5M4ZTM2kA2252+TvcWIdA5YiKBO3Y6D8UhnbeeMAa9fZejs3/sx3kBKhSypnKDGJFjqrlaIlT4qNAZucoZQORI4RGZsELM07zEgakASPHHa3zFLnc6aIUJDHKAWOdIWO0PaA2RzdyB0VY504KUMbK4xtJWpz9NA4qOBmfYg1lg5ynLhsYn/+T6QnSHaM22fgogT2nUYFLJlM2pzkyVNRbFchQJhNkTRnkuClE5pCVEUJ73pPlQZptLaJQjULv8s6DUpYc1qwJFUIgjAKRjhWqGD8bUMjHJ+cltJXneukmlyO2h9HV/v5GJGE+n8N2rjPqdDq0Wi1++hd+hWqtVkRg7ItDEmQ4qMgPRzMaEQ8RwzY7v/z/AuDP1and/zb00g1siwZPbwy4a7lqz1HR44Pant7osd4ZIaWgVXF58/EmSxWHRriFOf80YvVmG23WKSKJII3QvTadRz5tC9NbdZyFZdRd72DXbfHKzogTDQ9HCCJtz0FJDPSjhE+d2y34LFY8TjR9bnH7cPFZOHaj3bzSCJHGiDTBRAOSS2dJuzvWgWktopZW2W7dwqvtkBN1r4Dwo+wU+GGiOb87pB0l1D2HhcBlpe6xWHGon38Elk7ZqJTWiGRkX3DxkOTCS+jeLrI+h5pbQswfRzdXeLItOZ7xMcae7B2nhjA1nGuP6IQJClhtBixVXeYDRUP3EXFoN6384BUdI6M+yeXz6H4bpMRZOoFoLaPri/RknfVBzGLVRjST7KyNUWK41A3phzYVqeoqbmgFzAeKIGojt89j5k+N+ZgEkSbotZfQ/S5IiazUkKu3oOtLdPHZGCTMB459WWsrkzZwoR3SiZLCMG36ijPNgDoj1O4ldG3BRjLz07FNgkgi0osv2TQVL0DUmuilm+iLgK1hQsu36Rt5ykhqDLE27AwSBolF3Jq+Q9UVrIgBqnsFXVvKUig0IokLPmZ3HTPqZwZ9HV1pYarznB85NINxt8A4O7Qv1oadUcwg0tbQ9h0qrqDhKuqdc+jqfJZuYMa8dIwY7GKGfVvr4FXRQR0dtBgKv4jwGex5Tklqx6870gySFAnMV5ws7UziJwN7wKFUYz46hSQs+CCkTbupL6MrLYa4tMOUpq/s4erZIY2pNuyGKaOs6UfgKFq+ouZKfB0iB9uYoGEHwRjLx2j7/WhgDWDXxzg+aeMYofRpRyk1x6aC6uyMKq0zXqPMwXOs07BQUXhpiY90LHSp7UnvpAmyv2n5Kw/tWmO77y/Qi1OqWSqPLsmUaMMg1qTGGiquEvhKMicj5KiN8evjdB6dZrqXIsIeIo0siuZ44FbQXo3txKZXqYyPwZ4blqaGYapznxBX2r204gjcJESY1Na4YeeINLZ7XjSwuickxq9iHB/j1QhximfO+ZhM50aJLtChSpayVHEEbhojRx20Xx/zMdoeeBn17X/BIgBBA+NWiZVLPzJUXVEc0pjz6idp4TxIadvOB47ASWNk2MV4VXJtLc6P0Sly1C0Z2h660iI0ikGsi3qtMp8UwyCyxl8ekPOUpCYO5yPi4bi2InM0I7/BMDH4cowm5Gfs5vt4akzW/tg6KZ4D3qiNcavFO1KYdDx+cQg6LpwgHB/t+HRj8JUoljiQHRhrCBNDmjlLftagKFDCBuayqL9dR9mZLmls+ZhsjpzAOg5OQCIdRomxGQHZmBljeSXZOxDGgSFXgWPs+BgnGD9cxktEg5LHoWyAxPGIjSBKbe1Tziefp1Gii3GTGSpUdQSOTsZ8csplMpnDbx/OOkNelUQowgQ8hwKHKY7swe7laamJgxLgixSRxlk2QM4n42Ey28HocQtq5WOUwyCx45HrQp7pnxqKGkmVOXauyup6Rh0rT/6jnE8+TzotITa2s6kWzsT5S2WZcnkgd1atnivGSNPExBqNKOtJFrzTyiXRhji1Y1f+CcAwGdd8yszRd5XlI5NwX833BD9Mlhoo0Y5HakyeHVlcmlOv1+f9X/+1tNttms0mX4z0oQ99iIEM+ND/5x8eet3ZF5/je7/pa+h2u39MT/aFpX/+z/85f+Wv/BXm5uZe8z3ekMhQ7gTlLyCl7EJ9+L43sZM6RT6vkxnqnUiz/d/+E/XTK6jWItQXMH6dbl/zi2c9njF11jsjtreHDLohOjX8uffcygovFjUDVVdQcQVyd4fa7/w+lZWn2Hr6Ep0LXXobAyJtaC0E+N/2kK0JqLWQjQW0X6c3Svn1zTr3+C2iRPPpl7YYdCKiMCGoebz7pK1BqXuKucCl5knEoM2lX/l1vuIr7gNg55lX6a93SSNNZT5g85ZV3ONnbNpNcwEdNOnFKb/85GXe/OCDRIlmvRvywrld0kQT1FzurYbctFCl7jnW0M7Oqtn8rf/JOx6+izSOGW112HzyHMkwIZgP2Lr5OO7SCmrxOLLeQvtVtFvhV545x8NveZg0Max3QtbaQzZ3htRqHvf4HRYqHlVXslBxC2NEdLrc23sZk0REuz0G6zuMttuowGflrffyOUAGFTtuXg3jVhiEKS86qwwqATvDmLXuiO1+hOdIvuzmBeSrzxYpKkEWBRZhj5vXnscfrhHudhltdQh3u+go4dTXfjmfA9vMoFLDeFW04zMYaV50VjlRC7jSDVnvhGz3Q6JE8/77boZXninqAiquwHdA9HrcPXgVp5agu7vEOztE3T7pKMKpBrw4dypzHIIsOuszCjWPrnV44MGH0MZwfnfIdi8iTDRzVZfq6CzH6z6eY1EN35GIYZ/wyU/y8AP3YZKYtLtL99wVdJTgNau84NVxVk4VfHAraMfn8cu7PPiQ5dOLUl7e7BMl2jZLCF+h6Svqnu2+FyiJqyB56XEefuvDAJh+Bz3okuxuo3yfJ0IfUWuCV0VnzoNxPMLIIE/cjjaGbpTSixJ2hzEVV3HbmRqXn38Kz7HGfF4fIKIhD9RGoDW630H3O6T9Hsr3cW+8i0cvYGtdlGPRGuUSRob42K1EnmIQp/SilEGcEqWa+29ocvH5J21wRNqxc6VAhkPur4SoVh096KC7u5hRH5OmeLfex6Nn1zDSRSsHVCZPYvBO3kG94tKLUnphwjBOSY1NMfPWXijO43CzVCMRjjCXX+Ytb3kIk6akW1cw8QiTxAgv4HEnKKLMKA/jBsTacG435MGHHiTVsDmICj5VVzI89xwNT5UMbYGIR3DlFd7y8IM2uhxGpDvrthOaF/B4b4RxKxatyxwioxzWdkLe+paH0cY6JYM4tV34lCR+5RlcRdatTBRRepFGvPXMnOUTjdDDIbrfRVQDPndlaPlkjgOOj5EOcWJYvvUeUo3lkWpGicaVglubPi8++TmLOmRomuUT8vCpJsKvYsIBJowx0cgGLJZu5TPPvJilKWVIgHKIU1i9/R4CRxJrQ5QYwjQl1XCq5vL8k48VqdNuFmkWachbbljAeDXrMIYDTJyCNgjX5zMXhhkPW8iupUMSG47ddq9tZoBhd5gQa3twZFVJRq88VaQQ2bQlEEmI7G/x4K0n7WGQgzYmtCg/jssj5yPrwMgsoq1ckhQ6o5QHHnwQsGlKw9g6qa4SvPLM52wXxgx1cLJ0PDnY5cEHbwJA6MQa8Zkx+unnzxU6QCldqRPG3PfAA4WTGiWGWGtcKTn37ONZLaQo+AgMQse85ZbjNliWxqATTDRCOAG6eprPPvVikeqVp6+lGs7cdR9B1j0u0VYuIaDmSJ56/DGbBkZeYyMgSXj49jPWmNY2gGWDChpdOcNnn3p+7LBmiEOaGm68680IQRH8s4Efw5nA4fknHyuQhiJdUie85ZZVjBtkAZ9ofMagVHzmhQsZEiGLsdOZo33nvQ8ihCgCc2Dn4vknHyvSyFSWpkWqEaMeD91/X+EsWOfRztFnnnslQ/MsDzKEpZ8k3H/PWBeidJwq+fyTj1lHNXNQRJbyJ4dtHnzA6kI5oGAcj88+8/IYPSnJlGK47U33AxSHb6fapkr6juDJxx6bkMeuo4SH7rrFOkQ6ReikQISM8vjsU88VfPL6p1TDLW+6D2OHpAg+A1RdwbNPfK6of1LSpk8KnfDQHTdi/BrFYVY5H7fCI488Umo/LsBYp/GOe+8n0YZ+bIMvYaKJtUbsdl4X+/MLTUdKk7tOOuMdhbrdLv/gH/wDvvIrv5K3v/3tr/k+b0hnKDd28g0uLyiOpEcaa1swl50OHiaaC52Q5s2nrEHfmLcvcSFpuIYf/bZ7+dzlLue3B1yo+2z1QlJtuHe1yZW+T+DYnH3fkQhj0MEct3/4rxKffx74NH5ri/rOCJMaWje02Dl+Blmzufpkh1vWPcU//vo72RzErPdCwkRzuT0kTDSrcxXOOBuFoe1nhqmptDj5gW+ntTpH2t7CpJrKSi/77xydxjFUa9Ea2ZlhWleKb3/oFK0bF1jvRyx0RqRak2rDqfkqp6KQhcDDdwSeY1MuAFa+4Zupr86Rbq3hz13BpLrg05tbtY5Dba7gA/BtD5xk+YZ5NgcxC3WPuarLet1ntRWwOhxMOA45H+PX8U8/RNreQjY2cGoB/nwdf66Bd/M9KC7YtJHApl4ZIak6gj9/1yrn2yF1P6LuO7SHMa2Ky93Ldc5u+kXkPG9Hafw689/w7SSvPInT3MJr7BB1m5hU4970JpQ+n6XbOEU9RdWRfOudq+yOEpv+FDgsDjxSbbhtscrZda8oKh/zqeK/85uR0ZBk7WVbC9Xs2K5RtQYiadrom3IsuoeNtr7tVItblmt0w8SmqlVcUgMNT0HiU8kK/10pcYXAeDW8+78K9+YT6PYWIqhRz94kztwCTlwFv2ZrArJIM8DDp5rcvFilGya0RwmpMWhtqPsOIvJtuo2yG2/eAEDd+VbUiZsR8RCdOYzCC5C1JmInzcbMjp0990PgKzgxFzBKNNVRQjVL6ap7DicaPl0vk8cRRX2a8SqoE6dg2LHIWcZD1prIlTOwGdpxywxgsPUSbzvZZGdk5fGdlEqWhnes7rHjWmMxN+YBjBsg7/gyRDxAtV2E42GiESZNEXPH0F4nM6zGZ+T4UnDrSo1IG3vuj5IMMj5VV7HjjGsUnTxQ7gTIk3di5o4j4hClteWjU1ukf6VfpKeYLL/dFYKb5wNWatYB08YwyrqzVF3Flm87oeWGqRKWj1i9DdM6hohDpNe3p8xj00/1cKdANnI+AKdbPi1fEWcyuVk6oa8UoZsZvqX2w2ANG11bRCQjhOMjHc/OU6WGbjN2HLI0r3xvbvnKjp0ShInGV9rqgyuLfbvcAMAon3TlVuSojZAO0nExWRBBBw3ImpuYPKINuApO1F2GicHRBiUMnmNRorpr5yw3tGWJT7J0kx23qAfSQfrWkDPKA2c0bp6RGV+OhJNNlzCxBmkrGNfBeY6gJ+W4iD2vU1A+aWMFXZ1HJCOksY6qvaGP8UbjOhRp58hRMB841D1ZZCgUGULCvhOU2GNoA7qxjPYb1iBN4+xLXaCCubNlSm3C5wJFLXMirV4ZPGP3tfzoCJnJXoAM0rV80hiTRogkRkhbf2L8BiY7Y8jkKViZUbtccbJMCNu5zhr0oji8XIgsVS7PYFIOur5sUaA0BplYxwvQft6BURaOA1i0Yi5QRKkBdKnhgA0q5Klx+dhZeRzS1qp1uKLhGGU12s5JcYaRLHRbCmh5iopru/yBzeTT2RwpMW4CkcuFlBbN9CoWSaVE0rGOkLIpn+NzhqDhKiqOIM0ciZyUEFk6syj0IB86XVtAB42xA6kTm9ons/eckAWKUowdFpVLM0cILYpUNU+Om02U+RipwA0wOkvFzCFGIaxzmctTMtgdBU1fMYw1MQZhRDEXFdc21MnHbKxzCl1b3Id0AeOaofzf+ZBKqLmCflxqT+1IZCqouNeHA3GUNLnrtWQoiiJ+9Vd/lYsXL5KmKWEY8iu/8iucPHmS7/3e7+UDH/gA9XodpRSrq6u8733vIwiCq9+YN2ia3Ff/6P9gaXGO5UZgW1V7tlvQMEr5jgdPWWM/qxcIlKBCzGf/9DcglKC6VOX4w7dSWZ7HaM3lP3qa5o/8LBc6EefaQ9b7EZfbI37uvz1NrRnQmK9wbLnKn75vldW6j+9IXt4e8B33rsDv/CzhxXP0Lmww3Nhh9+Ut/vfvnud44LC8VGH+pjlOvON2lOew/cyr3P6P/xm7C7fxhxe6XO6OuNINeXmjz6ceuURQc6k1fY7NV7hhscZy0+czr2zzw++/i1OqD8/+PunWZdL2Fv2LGzz3C59l6Y5FqqsL1I4vUDuxglo+SfjqiwTf/P2spVUudkOeuNJjsxfy6taAP/zMRRaO1ZhvBdywWOOGpSrH6z6vbA/43odPMj9aR269SvT8o8Q7O/Qvb/HiLz2G3/JZuus4tdVFaieXUa1FRufPU/uW72dDzbMxiLnQCXl+s8ermwN+59Pn8QOXSsPjzTcucGqhwmLNQwnBe26aZ0X0ULuXMNtrpDvrDF54jrP/4xHcmkswX2P+zhuoLC8gG3MgFeHFcyTf+n+yOUzYGSbsDGNe2hnwP5+6QiNwWKj5rDR97j7WYKFiz0063x7yLSdiVPsS6c4GaXsL3d3hpY//Fl4jwJ9vUF2eo3n3ncjWIkhFeuUc6qu+neeGPhv9iJ1hTDtM+Nhvv1S0B19pBqw0fO5YqSOl4PzukD9/73FOjC4iBzvo7i66t0u6s87O48/gNav4cw3rtKzeiJCK5Mo55Nu/mbZqcrEb0R4ldKOUzijmD17e5tRChaWarX+ar7gsVT3WuiHvON0g6F5G9bdILr5oEZX2Fpc/+QS11UXrVM7PoeaXkY150q21gs/uKOV8Z0QvStkZxvz2cxvUfYcblqrMV1yagUvLd7jcC/maWxZYUDGyv4Uctu08tbfoPf2EbQ99bNUWzTfmkLWmHbvjd9BVdTphyiA2bA4i2mHCE2sdKp6i5jmcaQW0AlukLwScaXpUwh3kYAc56lp0aOtywcet1xC1Ju7qjYhaEyEl6c4Gu3d9Dd0oZRgbBnFKN0r4nZe2qAcO9awJwMmmT8NzkEKwOYh4+ESdVu8iIuwjoj562GfwyO+hAg+Z1dfIWhO1fLLgY+54B+u6yjAzhEeJph3GnG+PqGQOX8NTLFWt89kOY+5eqlBNB6jOGiIOMdEQ0++QXDlXoJGy2kDWmtYQGnZITt1HR7tsDROi1EYyu1HCC1sD5ituwafuOVRcSSdMuHMxoJoOEKMuqr9V8InOPoPwK6jWYtFAQfhVdG8XfcP9DN0Gg1hn6JCV6ezuAFdJ5gPLK28RDbBScwjSIXLUsYjHqIuJhiSXXilQTzW/YgNMmcGVtk7Q04p+rIlSO3adMOHs7jBLw1Mcq3kEuXOEYJho7qinyLBnU5vjEfR3iC+8ZBsc+Lbzm2wtZh0ZJYy6DM88XMxPlGoSDec7I+vwZS28a64qHLxhYjjZcKmEO4g4tGk9OrHR+v6OdVocH+P6aL9hUzWjPsnCjfQTQzu06FOc1fGs9yN8JSfGzVM2bWu17uDFfWR/y/JJU0QyIlk7iwiqNgjgj9u5i3hIsnQzid9kmGj6sQ1kRdqwNYipuqpIkcubGkTacKzqUBE2vUxEA2sIpxFy2AbpoL2sKUiGtIokImkeZ5DNT6yz9Dhj2B7Gxdjl42YNVUHLl7jJMEuRDC0SFfYx22vYzmUuotoqdeEDGQ0JT9yTReetkzdKNL1YF7VI1tkbnzUUpYZjXopIQkiiDHkwyMHOuO5GeegMMTDSQaQRSTBHO0yJsxS81MDO0KY358ElR0GQWZqjVHOs6lBNBzYNPUOHRBpZPc+aGeRpfwAyHpC0TqK9qk1j1eO04H6ii+CFm82PlzkaNUfY+Ukjq9vGZEjeIEMInaKRhnE8m2ZdXyZGFmso5xUmec0QBa983BYChasjO3aZXue6YKSD8SrFmOXImgkapMonSm1arh0/GMS6ODIgr83OHb6KI1FpOEaGchQvd8hz9MmrWl5CINKYnqxmzrF1voyBTjQ+01AicBRFd75hrDlWc2l42VlhGUooon7RAdbW9YksJdLeJzVjnc55dTod3nb76S/6NLnYqfLX/95HD73u5Ree4zvf/57rLk3u277t2/j4xz/O8ePHcV0X13W5/fbb+df/+l/zT//pP+WTn/wkYRiSpilXrlzh3nvv5TOf+cyR7v2GRIbuOdWiWq9Tzw4JzJGbqquyBSaKtNK8Peyt3/AAaZygXIf66eOIWhMZVLn5nocJPWlrUqjgO/Zef+qrbwGg4Tss1D1Waj6twKHlu9w0Z6F159gZm2vu2sM9hZJ8hTa4gYPf9AkWG9RWF3GbTeay9IeaMpxpBYVRoKQgvX8VL6vdmKu6LNQ9Vus+D5xoIQAdtPBWTmddjwIajsvd3+4hpMRr1nCaLWR9DmflJO6Nd5MAdU+yWHVZbfhFs4nK28+gpCh4LATWCP6Gu44BoCstRHPZGoRegPQc7vhzD5PGCZXFFl4rM4Ab87Ruv7/gE6aK1bpPZxTbk+zffoONCDuSM0tVGllaXsO3RZ3abyCq8yijQSqC3i43f8Nb0VGC9By8xUVEtWkLzYMa7o13EbmSZppHn22k/v33rRYnwFddxULWHjpwJKsND+MO0bUFVNZVMHVcbvz6t6LjxBrBQRXZWkRmvNTqLaTYyLKpekX0/08/fIoo0XYMPUXDd2gGLlVXcst8tRg7ACmdLJ9AMn8fxZyJijW2hV/FXTplG0E4tuGAkqJAtt512xJKMIGuVBzJXcuWj/Fr6DRCzS8Xhyge/wqrW2WjXtYayGM3FnwiV7JU9XClze1/z50rxFoXfOxHcrpl5dBugPBrGKORjSFIRePNNgVMZmiRqNSKWhuExFd59E3TCqwj8uDJVlFDkhv2eaocgHGrGC+yxbTSgSSmfs/99iXrZkhEYy4ztl1EY4XAESTa8hHCFnE/dHqOVNvOchadcItUw/mKbY6i/axLmbCdpoI731zUbhTzlBumpxYwUMhjo70SJd1x+lVmbDvKGowN36KmxvHRXh0hJEJIpJQ4mbGI4xVjZrwqJtMbT9mIrxKmuP+dS7UJPp6ytTxNzyv44EZor1Lw8W6+x45d5qjgZC2IV24q+KRaAJLUaISQ3LJQJc2aUSiRG9uMO1dlNRMIidYJQkjcM7cXY5c7QuOuaBS1JkBWMK+4Zd7WZtqubKoYt6JLm5JF2hKADOoTfISUGSppDSATNHAyg9OSbT18ouGPI/dybDQqIcjOAh7XigiRFefL7DgGmRmKmcGoHCt7JpOvJInIGyrAShbkyQ1FR2bnemVRaKPcYn0gbKqcs3pjxjszgjOjUQfWQJMmxVOSWIuiqcty5nDnfHOkMI92a+UijS6MUiMkupo/gzd2IqSDrozlycfJKIg1LFbdPMhfOEJ5lzf7cAqcrIFCKhFOhFhYtemAQhZNJ3LZUq+G0GnW/cqmX2kjaQpRHLxqI+F5ypeg7gqM7R5ga3O0tOm02VopDvrM50hIjFcrZLKaYIvmm8G4M1tuyOd8Wo6yhf/KLWqARJqhUHmNYYYO5WlfqTNvv85kEtg6HhTUhSqQoTFKJPDzKL5UYDLnzdhKHePXJ2QyGb9cF3Kd0tmcpBoqzhiNKvOru9meKh07dkLaBiR4tg40/5sQmY7LAr3J5wBt0EKANIUOA7jSypKfN5Tfqxi37L8TZzEV3TItabeCMsI2aMAgjSDVhlqGtOV6J3NUDUEQ2MCZBf2MbYhhJHi1YqyMEPYgWpHX2OXzbe8hpMlqqwTXA+XzeRhdr+cM/cZv/Aa/9mu/xp/6U39q399++qd/euL/X3rpJW6//Xa2t7dZWFi46r2vU7BsRjOa0YxmNKMZzWhGM5pRTnmq4KGfP+mHfI00Pz/P/ffff6Rrb7nlFu644w4Gg8GRrn9DIkN3HW9QqTdsBDOLBOcHCRZ5yHn0AhsZaz381qJAUjbmbHS70kAHDZQU1F0JVYfAlSxUHJaqtl5EZdHA1YZP1ZVUsm5YIg2RrSUcyGpFWlSPL9K65SRgW0Y7tQD32GlkaxE1v4L2qog0Zi5wcKRNGVqpeZzJ2nrLjJdFNnxqWepFYkDVFpHKszVPi8dxzowgicFxkXkzgMaSbTzg+ChskeqZVkDLd1isety8ULVIStZ9reoqGr5iLrDReoTN/3aO34iuzyHnV3BX+3bcHG+cqlJrkDaPgxtkKIb1yW+cr7BY9TjTqhQtgycQjiwtxkiJ8WukRiOViwuoY/3x/AQ1G9kOahgnwPg2ulhxBNrkh51WGSW64ONKSc1TRZpKxZEYHIyXnSWiPJysJiVv1Ssc16bdOAHaq2QRbp9KdiaCI70i/SUtRZt8xzaGsO2WLT+jKuisKFa4Pk5jATW/Yn+U8TJ+De0EWbqK7cRXc2WWTuHS8l1Wja0dKafD1FyLujjSRvSMW0HUF3GCGqa1iAlH2RzZgwNz5EFX5zHKy7rgCeqexJEuDV8xqukiMutKaWvIsnXgqQxZdTOZ9ALCr+O0lorCXxt9VGhlEQEjLRLk2XZApCY7VLbi2jaxWfpDLlOeRpKnUgBo6SAWJO7ccoEOTKT5KBfjBlnahkU3lDBZZ61KUWMhhE2FySPbORJlnACtLRoiHA/nmDPmk8mks8NDjbIRbifrrqakwZWGwBnnnsusDiFP8fGy/xqRp6PYtsrCqyAqNtJrCjTAXmMce+6UAnxHFBF5TylqXilqW0IC8mi9QdruXV6WLuT6CL8+zt8voRzar9lIrk6z0+xBG4mnbD1HHt3Nu2DlkXopsOegZGdJYbSVKa+vYD/yYKRjW9lKYdvaZ5txUEqEL6M1btaMwuSHobpWxzSANz7UU2d/L1J8HA+MxpXjmo5Ug8p/C0UznRwNsOcAUcxN0fkvzdpS57ogpK2LKNKJbM2LK8djlEqBn7V/Lo/b+BBRWzdh3CCL/DugkqIVfVnvULbWL+86prK1pITAyVJ9irNvICsyzxsJlRABJ7B1NkZjjF/wKOpf8jofQ4GS5KH+vOFQTvm4KZmfUSXASHsWFGCkzM5pSopaGFNCUkzWOl8YjVJZi2sDnrJIQ9mky3nIHKEQwt4DD6Rj619UydzJxy1Lk0LYJg25PMICS/t0IdeBMsphhGPT1vLnVw6k4w5mxXdllIisdksJpDYoIzCZeudyiJJOULTQdmzdYtFdMN/n5MQ85TzyOidXgszqbMb73Bh5FdgMCYsYZOMPkCGtptz9rawP+ThmOoek9F6gaNpQlimfnqK9tjDZGX0S5DQ+ovh3rrMi04V8XQKF7k3IVUJJbPOFDE3M6kiNAa3NRBtwmSFCZN3ZtbF67RWFaV/clKNjh9F1Iso+eumll67p+qeffvrI174hnaEzrQq1RqXIBc5bHhcGicg3Prt4kILqjW8aG3L5+RGOb19UWOOqjj14rpZ1QYPxYqyU8sF9CSJJ0H4NMSdxKjXM/ApONMKP7BlESGtwydaiLW73rKGN0dQzg6biCOYrDiea/oQhp4R9hpwfgAkaaOVC0EA0llDanvlS5BtLxxZqOoF9WWlrtDd9W/C5XMrRLad1eCozyDPjynhVC6n7NVQrHneKKRvAmYNilDthAK/UPBYq9sVd9PrP0m6UBE8KcuTdKM+Oi1SIZQeVJuMCyTxPOzdKs4YAjhRUnCz3W1qIPTfi7BzmjQeycdOqmF+j7MnystIs4fHSypIbIplh6hqb5uJkxm/NUxMtOlWWCuPIcdcyozxwDVo6kFQQXozIUy3IjOAsZ59SOpGvBEpIAkOREw7jF7eS1th2ZHaQY2Zc6UoLkVYgSMZnjZRebnk7WKTKDGyRHaxoSI20zRTyLrUlY9vP2i9DZly5VWvwZEW5E+11SwZwzidPRcgLwcvGlSjpXW4kGJ0ZwB42V155WdtZPU6xyGsQsrz6cuOCPC/f12LfGsp1QRVGX1b4qxxM6mfteydf3rbb21imvAg3b55R7oKUv5Dy+o3coAMmDG1jKkXqUr432H0oKNJvMBTGb75ObeqImTBAyg0VMNkcZEa7yI2e8kAIuU/nlLSpKmDPe9lbdlo2FFVu9eSGqYc1rqDUQndsaNtuWFZXVeYMpQKkyB2wsZFTdlQKA1iIoibICFmkExV7kJBZGqpTGHFCkHWMs7xy56CcLlM25GSWJiSK+zmg9MQYmNygz9OwjN1nHGnPzdGZ46ARRXpGfv9cH4Rg7OBlBfomM4DLa3ZCntyxwzagUFn6kJYUB2QCE46DIN/SJPm5O+W21OWC+XKHr9zBkSZPX8vvPH3c8ucVQk+MnznEqM91PtcHdN4CW+zbG8bpUSVeEjBiUqaybpdSpch4SJM5J6V5ynmU5SrWa+G8CasLRlt9KAdK9hr22dhlW/JkY4TSKKp83y49d6G3RkPpfNWCR/5M2b9zO0eYfD+dtIRzuYq9J5PDOnf+pC7k9y6NYTm1LXeq9B6B8vkX2fNMyCSVnSMjD+SR64ESttW8LOn2OEYiiv2hLI/M9bD0PHsr5QXjfctkju1Yp+31edruFzvZ5hiHP+v1mib3haRZmtyMZjSjGc1oRjOa0YxmdJ3TVVPkcmTuOqev/Mqv5Gd+5mcYDoevy/3ekMjQYtWlXvUKhcgjmCKLEucRR4mNDurUoGu2AGtaJM5GJ7KUDinwtEGXzvmSjJEAR2A7A5FFf4W0xddBw54Mr5MiKmKy1BX2IBy2vSw4UmWHhO1HBNwsjaQoNM/O8RA6mYTYS5G4/BqNTenIU9jybipQAkUYR2WdUqTZKNcWj6ZJ0cVnIrqYRZoL2Q9AA/amqeTR26Iou5Smkke190Xi9kSAy3OkpNkXvcojzOOIdo5uBLboN/UR7vi09CJqXhRL2/awOeogsakwnhzLU5apnE5khMh+P44uGl3iBZZPKeIsTBb9zVAulJiIMObR3yIVRqfjyKJXwaTuOHKe0cS4Zale+djkyEMe0S4DCHv1Lh+fYp7KkdLy+O2JACshQNnnPiiaXY40F7qQpcMUY3fAuBVR2exmStji2nKKT35/VeJVpCxlcyzy9rl7aQ+vPE1F7onSlynXuTwaaQS2GL+sC2VW+f6QPctBUe3xqO1HAqx6Z2OvPCtPPj/7orOyQDggi9Jn86QyNGBalD6nQo58D9gXlt0TpS8hjuQyiem6vQ8REDb/yyIQcjK9pzx2pYi2yDY1hUBIG2wv7w17o9rFmBS3U/vTiEo8TI7CMV4beYS+jK7mY6fEnuh5njKWIZ4oxvxK74oy6gDjKLoR4qoy2UecjPRb9ElNFLFPFLjn9xGihDqM5cj/vg8NyOfIWF5TEY78uny8jcXQrI7bVKxpFl0+P0aAQE4U5U+gaeWxE2JC5zRjhCAvoi9TWedkhnzmc23fQxnKMfmjgqfZq3cl/vsu3/cHWYSwj8Ij/zpPKTMHWMETug0Te09xzd7xK3iNf2fRlHzcJim/fw4W738IwUHx+fw9JYVEFGvI6rSa+otJ2cr8pz2XTe0bP0euz2M5SrbHFznle+NhdJ2Icig98MAD/O2//bf5a3/tr/Gt3/qt/KW/9Jf4si/7std8vxkyNKMZzWhGM5rRjGY0oxld51SkeR/6+ZN+ys+ffuzHfoxLly7xsY99jPX1dd71rndx991386M/+qNcuXLlmu83c4ZmNKMZzWhGM5rRjGY0o+uccuT/SzlFLifHcfizf/bP8t/+23/jwoULfOADH+Af/sN/yOnTp/mmb/omfuu3fuvo9/oCPucXLVVcQcUVE/BpOfUr96zztBIlIK0v27QvmCzGzSHv/LeGCa97nHJjQfsidYw8zUVkDQtK6WtQSoUpdVrK+DkCpJJZqpcglWYf6rw3xccoDyESW0gK04tJpVP03LfjMi4g3w/jj1OJCnnztJBy2s2ULjRFqtee1Cgg66gzmT5STokp0tey4lgjxPiMgr3F7OWi1dJckxVgTivyzNMFJGYi5QajJ1OJ9vLID6ATNsUw73hTLpbeO3bl1KW8gLkoLM5OMt8z6PvSVMoFpXsp/2aiCDeXCW+/PPvGbczLnlfDONVrSprDRFExewpxixSsPXqXP9Oe9B6OkK5UNITIboERkykcZT7l9BQBkjy9RUwtLN6bCiNEpnMwkeKzn5ec4JcXftsCepsWc1CxdM7Hjl0p7WZKIkg5Bct29hKY7P5iWgoK43TgvfcRUo1Tbg5IK9v7BpXkKT6HpyxNfJ2n202jUspSPkD5+sjTlvbKMr6m0LjxHKHHvKaksE08WJaCVU5ZKuSauH/pp5nS5XvDPl0opQ+ZKTqc8987s2V9G7e4koAGofanRpUfas8z5O+xYulPyU3alzpUuse0tTSZUiZKY8TEmO5NTSrLU56jA2U6KOUr0zXJfn0r/+wo8uxNGZuWLgVMFOVPk82+g6weTK7b/bT3Gcb7spj+PRT6mzcEodC58kNNl1MYk72TxtfqvS/zvc9Y6J0AkXfxM8V9947b3tsdlI42kfp3wPhMTaPNrhX5v4t9XGbd/D4/6z7fP2E8NtNSCq+fc4au3kDhan+/3uhTn/oUH/vYx/hP/+k/sbKywgc/+EEuXrzI+9//fr7v+76PH/3RH73qPd6QztCMZjSjGc1oRjOa0Yxm9KVEb5SaofX1dX72Z3+Wj33sY7zwwgt8wzd8A//xP/5HvvZrv7aoWfzgBz/I133d182coYPIkxI/68c4Lly1/8095r2tGDUCpDsdYixFMvOIQvmyAmkon60hJEI5GCmzRgbq4ALz8hkFAEYXhYRmT9RqWmtJy0+MkYYDi4rFnsC9QOUl7BPoyvjvOfKUR/4OjTSXorL7ikizvv7TEIec58TQ54gAGcIGB6MO2X/3FqyWI6UTEUw4elS2jDqUUEJZ2pGMsQjePnnE/kJzwTjavDe6OK2QeYxyTCchDojE7Ym4Xk2mCbmmoA/TI/Wl5y6imuz/2x7Wefv2aYW4BxXhFtHmKUOxt2C6fK+cx94o4DS0Zh8fM4VZsZb2y1Wep3J0dmoktXyfaWuIw56Zqd+Xn2WyXW+m41BEgg96Hss4Ow+rtGdeJdhctMueiqZxtcLu6d/DEZAHmC7TlOfYG6U/LHpayHPAvaajQuLQqPy+PSi79wRmKZgeVZ+idzkqkN/vKGjKtUbZ90bUy9/tvXeZxnPEfpkO2pdKdJTHzGXZ24TgasjG3lsftAfte47S+/nAvfUA2tcooXi4gxCUg9bR9L2uDLhMm7P8/yeaKJT31/KoXGWtT33cMiqUf7e3Ycu0MZh4iDR790xmzxSv7MPG/JB9pzyHh71Lrxs0RRxhfVwnohxGp06d4pZbbuF7vud7+OAHP8jy8vK+a+677z7e8pa3HOl+b0hnaEYzmtGMZjSjGc1oRjP6UiLJ1R2368axO4R+8zd/k3e+852HXtNsNvnt3/7tI93vDekMlQ8jLVMZfSg6OAsbCCmiKGZ/JHdvhKUcHS8uzQ/KK6Kwcty6Uuj9NS/Fzcb1G2M0xV4vsjqTHCGC/VGsMhURMaGKqOHE383eCN/0fP38b7ms05+3YLr/71P+LQS2te0hYaepNQjlZzgMFdj7mGL6hlCOXE3kaOf331vTNSUSN4E4cPWah8nnLdXC7EUF9vApy3IQTY04lpGAA+69DxXKkI1yTvU02qv3RT49BwQUD5DHTFln5fvuu8dh0dhD0JSjRrYLVKPE56Bhn1YXUI5ATpNtr1yHIQ9lGaZO757/P0qkft88TKmDOUiuQ+878fvDLzooOD7tV1eTaQJ5OAqVaxGm7I1Tf/Ia5SnTUQ8/LO/905GoA/a5a5yj10pXW6vT9qFif4Wr6trEXnTE+Rnf6+jXHlRbc+S9CPajqNO+vxodhAgd9pOr6EAZHYLpsl6tnugodNDeVuhAOevhIDkP/D6/qbRIUYnJvjqtPfMwTacm3/fi8HfpdeI/CPGlnSa3vr7OysrKgY5QkiQ88sgjvPWtb72m+14bljujGc1oRjOa0YxmNKMZzeiLksRVPtczra6usr6+Xvz/vffey/nz54v/39ra4u1vf/s13/cN6Qw5Etwpn+IQTCkQQhRFWDAZ1dbGTHyOSpM1H7ZuxuQHRR722VvfsSeyIoyxneqyXNFpn/3PYr80ZvyZJosU0z+HLSpTft4SsnVgPUXG10Y0xIGfg1ABc8ineIYj0EEdfPbV6hxw/72HzwFFHdlh47e/xkaUULz943cUOfJPWZZcnqn3Lc3NYbnX5fk46LtDI6ZHlOeoenzovffwKM/P3ntNk+FqkcBDdS5/pvyfE90EjyZXrgd7P8Xfp3RxmvbZK8/+GopptXBXidSX5Dqw3uGIlO8/R6GjynQkvofp39419DrRtLkpeB5BnqvqHOybu9dbhoP09SCd3l+fNqbXIs/n2z3sqHSUeboqXePeXa4r3nerQ9Cio9YofT5DZw75lGmaHTHtXTT571JNdd49LrNzpn50UnzsAfLp+FMYNPn/68JmEntRqYlDZV/fdfInRUUX5MM+r1ER/s2/+TfceOONBEHA2972Nj71qU+9zk9/dTJ75uns2bPEcXzoNUeha3aGvuu7vov//b//9zUzer3oi2EyZjSjGc1oRjOa0YxmNKMvJhIcHMQuf66Vfv7nf56PfOQj/KN/9I945JFHePOb38zXfu3XTqA0XywkXoOzd83OULvd5r3vfS+33XYbP/RDP8TFixevmelrpddrMg7zmA+K4JeH9lqiI+Oe/SVUZM+niIhJ58C/le+RUxHlKCIf5poimq81EFIei8mzUfYiHNeO1hwF3don22GowAHIwD6+Vzt74QjR/700EcXe8zkymnLg84ip8hxp3q+GpMFUtGsvHRQ1fS10rdHea43iHfX+06K+rylieNRI8Guka3mkA9fOHsRw+rkyhyOFU+97DfRaECE4mp5Ne/YD0YdDaO+++oXYW6+Keh7pJteAQHyedBR0c+pYHbUW5gBE5Y8LFZpGh8n5Bef9GmqIDrzXNQzhQfbN1a67ptqjPR3mpqI3h3yETvahRpPX5Okvk6jTvsf4E9St15v22ht7P6+F/uW//Jd87/d+L9/93d/N3Xffzb/9t/+WarXKT/3UT70+D/0nTNe8c/7iL/4iFy9e5EMf+hA///M/z4033sjXf/3X8/GPf3wfVPV605f6ZMxoRjOa0YxmNKMZzWhGr4WEuEqKXPYB6HQ6E58wDKfeM4oiPvvZz/Le9763+E5KyXvf+17+8A//8I9FrpyEEHS7XTqdDu12GyEEvV5vQo7XQq8pjLS8vMxHPvIRPve5z/FHf/RH3HrrrXznd34nJ06c4MMf/jAvvPDCa3qYw+i1TEYYhvsmG2wXsaN+roWmRUe0MTYoIcR+tEcqG6aRaj9KlF+zN0J22DPty7k9ejSzHMk57Mq9qNDE3w45d+NqdNTo2mtBBA5CUb5QdFg9yrWgKQfVjHxBZZmoHzo6n88nanpNfF5DHcdR7n8QInQQknLwjaZH51/POXutqNDkTabLcmjtBhyKPlzr3Bx06bV2tJpaj1DmcxQ06Br3rC9EPVH53ke/+PCalMMQ5MM+XxC62vo5BA36Qu57h932mpGvLwC9nqjQQTStW97+bJfDP0clcQBicy1o0L7PHjRoAmHae45RubPcnndduYZ62ud6oKut7fwTRRGtVmvi88M//MNT77m5uUmaphw7dmzi+2PHjnH58uU/DrEKMsZw++23Mz8/z8LCAr1ejwceeID5+Xnm5+e54447XtN9P6/W2mtra3ziE5/gE5/4BEop3ve+9/HEE09w99138yM/8iN8+MMf/nxuP0GHTcazzz479Tc//MM/zD/5J//kdXuGGc1oRjOa0YxmNKMZzeiLlq7mQBuN53lsbGxMfO37/hfwoV4fOuq5QddK1+wMxXHML/3SL/Gxj32M3/iN3+C+++7jb/7Nv8kHPvABms0mAP/1v/5Xvud7vud1dYZeC/29v/f3+MhHPlL8f6fT4fTp00iTIss96su0J1JQnGU+JSxwWDSkXKCmjbH3KepHsqjExJkRufJOi8buDVnvrx3aF/Wc0nM/j2KVz534gkQ7jhIBPCK9ti5R00N9E02N9lwyca7LUemI9UhTf3pQR6Z9nb6uEZ18LXIUzF8Dovd55tD/SeRpH+XxXq86oWtFvV7rb6/p/lPWZzn6fJTuckfiU6Kp6MSU/ec1o0KvlT7PGpu9e+prusfVfnrQ+XPTLj0KCnqEMdt7/sq10jXXCr3OtUFH1UE4eD846h59NbqmORFyYqxeD1To9dhH9to6e7t1CSGKa/Jaa23MJOK0t3tc6btJBGePzEdF5MtnVpX+vc8+KqFCZUSoqPM+gEV6vUBDed3UISS0tX9zm/1qtLS0hFKKK1euTHx/5coVjh8//tqe8zXSV37lV35B7nvNztDq6ipaa/7CX/gLfOpTn+L+++/fd8273/1u5ubmXofHG9NrmQzf968LT3dGM5rRjGY0oxnNaEYz+vzoKDl91+bYeZ7HQw89xG/+5m/yTd/0TQBorfnN3/xNvv/7v/+1PeYXGV1zWOxf/at/xaVLl/g3/+bfTHWEAObm5njllVc+32eboPJk5JRPxms5YGlGM5rRjGY0oxnNaEYz+pKhvWc2HfS5RvrIRz7CT/7kT/If/sN/4JlnnuFDH/oQ/X6f7/7u7/4CCDGd/tJf+kt0u90jX/993/d9bG5uHunaa0aGvvM7v/Naf/K60Uc+8hG+67u+i4cffpi3vvWt/NiP/dhrmgyRxoh0Sue7vMkBjP8rlf0PYiKFI4eEc7h4H4ws8lvmMLEBkxUqZqlMOXQr8nQ5o69SzXnYIYFXOZCtDL2zv0BeCivfawWCP590lWuC8a8hZQQODpAcljI3jfLx3Xv47dTUqEOG4lrbNls9mVLcOuVn+WVHSZWbmlpZvn8pfeBa6MD0mCOkkB0m06H33vej16YP19ps4EAeh8zXtaQVHjVVqbwvTSuEnrjXEVJwDkwrucpz7H3mg74/6B6HpcjtS7nZy+uQlrmW5+Ht8CcO5D1M6Q/Q54PWKRws17S5uuaGHfmlB+jckbbWq+yp02TbK9IXYu0cde85dI9g8m9H2XPKfzvw3ofJdZXUy2l7QZG6fhTdm8LnoP38Wt6tuT7m+irYjx8cdJhl+XuNKFLl7N/G/96bDnfQAajXbKwfpMMTttXkHmCEKNLjDNaGM8aMbbv80uy/cXp9pMkV7cUPI31Amcgh9Of//J9nY2ODj370o1y+fJn777+fX//1X99Xx/+FpJ//+Z/nb/yNv8F999131Wu73S4/8RM/wUc/+tEj3fvzaqDwx01fDJMxoxnNaEYzmtGMZjSjGX3xkTlSA4XXQt///d//J5oW9+CDD/K+972PBx98EMdxcF2Xu+66i7/zd/4OP/VTP8Xv//7vMxqN0Frz9NNPc/z48SPXNF1XzhC8PpMh0hiRjPZ8maEl0g6JEHIcusn+naNDeQQBsmhCdosyOmTIIgrGIAWkWbSk3ExBYCMWJivy21s8WX6u4r4HtrU9uOhQ7ImKjCMeVq5pwZ6DmkOUIz6QgWnTiiH30P7DD6+xqHPPPSeQminR2rJMh0WcZSb/xOMcIsdUhKj806NGMw8pZh9fJItrzZR52itX3uxDiOno0F55Diqa34sKTRu/A6PaB8lT/n6vLkyZK7nnGfaxOwDheK36cJge7OUx8RiHtGidev0hCNFenmPmciKqnTcemN7U5Sgo0QER2EMaJxwm16FL+SqNXKbJMm3ophZkl+4/VaarNII4sKB+WpT+CEXdAjlxz73zU7wTSn+/Fr07LPI/bW+Qe/aM17SG4ND1Wv7uqPeffP6DkfWrNdMo7xET76E9vMcPMal714J6HxWFLMbukHVTyGWYfpDw3vG/2p66dwyFPBICNk39jZlEiKahQ/uyYJjUayXsNYW9s7eJQvaeKB8YPyHP50sHoUHA+PgSQarHiFCqDWmODOW32SNnfC39w/8k6bD3cPma65B+7ud+jp/4iZ/g0qVLaK0ZjUb8u3/37/j1X/91nn32Wd773vfSarVQSvGt3/qt/MW/+BePfO/rzhma0YxmNKMZzWhGM5rRjGa0h4xBpFfrJneVNLovUjp9+jT/7J/9s4nvzp07x4033sh//+//nfe9732v+d5vSGdIxANEtDdikNULKYfiAFTp2MiIdAoURSKKFovasC+akNM4AiwwgMIUubTamIkDXcW0yEgRWTo81z3/XYEu5ffZV1+RFnLmSJGN6IzRoTxKYp9/LGO5TTiZPBNBpb2RsqlR0yno0J5o2YGHkU5rv5lfU47CwcQYlVtlTgvqSGHbZQoYo3V5vvS+HOZS6HNPu85p7TlzvrkIV41oT4mgm9K/p8m0l8qylNGhw+Zl4v7lsTSH8yoQnIyXKEf7DpAnpwkUqhQFLvPJZYExalPMz2H6UOaxJzJ4NXkmovTTeOwNs5f1IF9Te6LaB6Ec+biNB0IfGD0v1jdTIr7TfzFGUsp8zAGHEI5HIfvxfrTrICQqfwgp9ssD0xHrolZyjzzTEPac9rbrnaoHh8izd70aYxkehBJOoKtHWKv2vpMI3mEyyT3bgb1/ae+Zwmdir9uzhqbVe+bvqZzVxCHiR91Tp+zZB9ZAlZDpiXuVZdkDjRbvhdL62bt2Dhq7Mop8pOwEmPoO3cuvPDUHrtOD5Cm9W4+yl07scwe9g6ZlEUzYBUx8vxf1uhpaXEa9xvunPXQ+f3YpJg9XPfSdqrPrEah9e0/2nigfkgqgD0Ey5DX0+dLaXn+VDJscCSojQlFq7bjyeiq3Cx8krxNy9YWmL2FkaBqdOXOGr/3arz2wodtR6Q3pDM1oRjOa0YxmNKMZzWhGX1Jk9NUbJLyGBgpfzPRrv/Zrn/c93pDOkAx7SKfkOctSvZDyQCqLBimNEYGNYggJ0ikiQDkqlBpDqvejQxKLCklh7E+kQLEnsXoib3ZP1Lkc1Z4S7ZmQp5xjXPrvtKhfnjOLMDatFkCoQqa8m0o5KpKW0SFtEKIU8WFPBKsU4Z6sp9AFypbn68Jk9C/NIlBQip7v5TFtEQs7rkV+s1D7OsTsbQQjgBQrl5JijNaVxy3jtS+fvsxvT/SvzBNyHZhEvgq05qCoXyaTEHo8X0y/fzk6JwVZ98L9iEA5WrR/fjJd2IOi5GM2DSXM5RoPTDZu+fyUeNn7puS1d3ujwNNkKvMx2OjpvvmZFgET+biPx+4gPmXKdWAih3+PPEfRg4M6E+XzM8Ern6Np+8CeeoB8reZoyt75KUcwp85PWZ4DUCiTIeIwWfNgsrU5bezK+l0gD1eRp5ibXB7Egd2cxpHqA2TSyb595yjyHLRWLV+DMOPOn1Jffa2SPWtec5o//zQ9KMsjmFJTsWcNjflIMGmxhoxUhSzpAXxkadwmwO2r7XHZehVCW5mE2jdue/lMINNlHofOz+TeM2397F2tqrSO9mYoTN0b9qwhpvCC/XqwD70r73EHyWMHc99+mpb0bNqekO9zzhRdOOg9XvA0IpsjObFep/Eq5mgPmravnjS/t1RFrbStfbZjmOrptTVC2H3aYLNhxvV3+bxkqFASHYqwFfIpZ/z/0zJjpqFLEyiTRYpE6T2KkKQaEm1ItSHO/h2lprDnNPZvaXYrJaEXXh8OhMBM3d8nr7lOUK4/RroG/HFGM5rRjGY0oxnNaEYzmtEXJeWBgEM/Xxppcr/7u7/Ld3zHd/D2t7+dixcvAvCzP/uz/N7v/d413+sNiQzR28bE3SK/VChlIyCOi/FqGMcFJ7DRNyfASAcZdu13ysUYUaBCSWqIdB41tREFsNERKWy0VGXREgEoxlEZkcb7EZwCuZEgGEf/SrmtZcpRGiWVDYBmii7SKIssle6fR0ayuijjBPYrY6Oz5fzZ1OyPKpURromOSzq10Z48DziLzAgpi4iOUd5EbnO6J/KXowGCPQiH2BPRzuWCcX5whtoZIRFSYbKzodJsXlJjIz9leZQco3faGJQUKA7gVYo0iXzspFOEEvJIXJnfmAxK5AgUqBztynnkY1YueJSlMZNkc6eKHOd8vNI9umDlAU+JjK+YjC7mvLKxm5gfvCKaacw4+jcR0YQJxFPZsplJRCAfs4P0QDoTUbqcT7wHXd3HR9j5yfmg04N1oTw/RqORE3qdo5K5PACOsZFmg0EhkDmPKXpdyCSdMZ9Sh6J8jsrR07JMYIr/KiEyHqU5ymW0jPbNT05lPtPmR2BB30IPpsxPuZZmUrfHCG55/ZT3nzIfJQXSMEYEpq3XXJ6JteqgkUVHJ8O4a1M5WGz3UbtJCAwSPR630hoqo5771qqQ+/a4tLwpZPPiSibmZ+oayvVt7xyBla+0nxYoxxTdttBACZXWyeQclak0dmQIVI4KRanZ1wlLiPGeoMR+XZhYQ3t1+xBe5T0op/EeZ/dTIUWhB1P3uJyP8iwCmO89TNZzaCii85DxyPig7b4NFLowtR4lnx/jFDqHUOM1WnoHGWMzOYquqWq8Z4vymOlk/G7N9a28/wi/tG+bifWj9+i2JHs3lOyEA9/j+fwKCSrbS7P3XblDWpzur3nJ361jFHzKuJV1rbRGhVQT+83k/JiMh50LR1p58kIjIUEZbe0dndh1moT7u8kVY5eh7lKNEaH8+0zWMkpb7NGlOZogndU5G43By/YBQZyhQfmnEyaEiSbWhjjVjPbUCIWDkOuCyu+Rg+g6baBQpl/4hV/gO7/zO/n2b/92Hn30UcLQzk+73eaHfuiH+NVf/dVrut8MGZrRjGY0oxnNaEYzmtGMrnuyaXKHf65/ZOgHf/AH+bf/9t/ykz/5k7iuW3z/5V/+5TzyyCPXfL83JDIUn3+R2HfG+dKOC46H8AKcpePIoIZxE7RfLxAVEWfnEgkBuKRmHFEYJrrIL807t7hKoKTAlQJHChxliqiPxNjISDywLRBz2FKIrFZpHJk1xkZKi2iMGeexWgTF4EmBCzhSZZGRGJFEkMZFlEzopECcRB4tBYwTgJBoJEkpf3ZcIzAWWwkwjsSRYhxt1AkiGVl+5Uj63miOh42WYSNJ5fzcPFqWR0zzKJkrwVHjiClphIjDychfgaAoi3gpDxw/Gys7djl6V44wKjmONjtK4JEBZ2Ve0XDMC6by0o5vkY3UZONmeZbHzVMiQ09slKyIyKXR5Ljl6F0+bp628mARwlSbYo5yJCqv58rzwJUwtoYsi9TLLDq/j08uz5T50dm9w9SUotvj6J/IEE9XZnn7xmQR7RgRDSbz3I0uRZgVON4YuTPjcRulZqImQe3h40hA2WizSOP9upDRPl0AjPQmxs5GaccvAyXt/CtjdU4pYWVIRjaKma+jcjRNOhjHt/Lg2TWFyniYcU56GUnJeBklcCTIrPihkCdN9ulCgRJ7GqMs8qCla9GAjE9qxmOXy6PydVTSA3Rq97HyOs2eC+lgUqeYI5SLQRWo0Cgxhc4VQ5Ch0o4SKJOhA5Si50k0GQGGDKXJeXjZjSbnJ0pzfH08bq4UOMruc0iBm/NJRnbc0tjyLP3GOMFY57I5Sot9bjxHe3U7VVbn8jWUy3Ota8jucRy6hipOSQ/yNRSPrDx7MwbkwfMTJrp4P5TRgPIetxf9FsnI7nHlSPIEspqNneNn6PdYF8oIhxB2fpSwa8g5aNzKKGHOx0kyHkERsY/SyT2uHKDP91M345Pvqaqsc9k47l9DlYm1Wt6zc5TDTpEZo08AKgfwMuQu3+NK7yFRHjfljtFVM37f5e/xMmJjETW7H9j91Ix5ld9Be3ROZOvVKHe8zx0wR5CjT9YW0cbgqgyRzve2JBqPWc5DCIwbgPIQysVIF23Ge2ic7W9JAcRYVC1wBI6xtounMkRfp+M9+6B3q3RAKTtuygMjsn+7RU1UUuh21sVUp5BkOs0U9DvXNZ2CcjOdyGw4TWG/dcOEC52QYZwyiFOiVDOM0on9Tod9rguyqURXueYqf78O6LnnnuNd73rXvu9brRa7u7vXfL8ZMjSjGc1oRjOa0YxmNKMZXe+UlS4c/rn+naHjx4/z4osv7vv+937v97j55puv+X5vSGSo9/xzpAhMBhUoz0EFHl6jBkmEml9BthYzhEaRGHCivlUy6ZBKlyg1hIlhlGo2+hGDWBOnuuhIFTgS35FUXUXNU1QcW6QihbARuXiAHOwU0eC805ZxA4zyMK4P0inyWpNSdClK8wgwWXRxfCaNRxZhjIeIeGSjPUmIiUY2Aux4CNfHKA+d1x9IhRGSKLUReot4aeLUEGuNFAJXSjzHRsoCR6Ly2hSdIsJ+JpON+pgkzvLBs4iO45JmkTKUjV6FiSYqRWjTrBuVkhRomlGCIONBPEIkIXLUtZGfNMZkdS/GrWBcH6E8tKvBrxfRuFHGpxdqYq2L6GzVVbhS4igIjAQHqogC3RBJiBy2QSeYJAYsgmicwM6NE2CwKhFnyFOOFIaJKWrHJIKKK/AyeYQQOAKIR8h4OI6WxcNCHqSyOmC0lUfY80sibe9d1okwsfNjx83KI4QgcOw4YrSNwmXoXa4PxbwrDxzX6kKGfOU1CMNET0Q0rc6N0c5UCTxlo4zFHEX9Qg/QqZXJ9W0XQde33zmB1QM9HrdepMdol7bIqiMFnhIkUuA7UIFxhDEaTuhCTuWaP+PYsUuZHLscyYUc3RBUXSsXjkRJg5NGdv3Ew2LcTDS0epDptg4a9nnccWevUWLXTqRtxHSUjPeEXCbjSnzHRpsdKQrdtnMUj2WSqoiMarB8hATpkmrDMNYkmiJCa8/3sPJ4Ko825xH7PNJcmp/SGkK5431Hpxi3UqA1o8TQi1OSdIzm5fuAo8DTduwCxyJ+lo9dQyLsFxFoAONWwHExaWBRAa+KkV6BDu5F2vN9ruJKAiMxeeGY0GNkI9t7CPsTaL/x6zaynaNSKt+3x3tPmEwiQ0oI6t6YjxJYXbiWNSQdUiMLecZI1JhPrttKyrEeZGtIjtqQxBPjtm9+svrVfJ/rJ5okhVjbfTs1ptizPSWKOXLlGPUU0RA5bBd8TBJnWRK+jcZnYye8WpE5MEqMfdftQT0DJS2f8rjpZGJ+RNTHlOsI8zWUI+JSEWs18R5KtGEQp+OMCylp+ApPCXwlAavnE7qQRIh4aMczqzsxyptcQ8qd2BOS0nsor1FzpUD42fw4dg8mjZBh1+pb/m5IIpAK4WXvbq+CcCxCraWtV+zHeqwLqZnIIHGlHTvfmdxPRTxCjjrjd7jOEL18jlwf4wRoN8AoN9NnXehDLo8dt7HOBSrvylhCn/LxK6HfRjoYv4ZxK2i/jpROUf+UvxsGGZKizRiJbAWOtX+UQIgskyTTBRn2EPEQ3d1FJ9HYKJcS2ZhHuD44fsa/glEuqfLHGR6lglwn0+eKVKBlkTWwd8+xF2c67VXRRoM7R2rs/G8PYq70I55a67DVi+iFCcMoYVBChpQU6HDA9UBH6ib3JYAMfe/3fi9/42/8DX7qp34KIQSXLl3iD//wD/lbf+tv8dGPfvSa7/eGdIZmNKMZzWhGM5rRjGY0oy8pKreVP/Ca698Z+rt/9++iteY973kPg8GAd73rXfi+zw/8wA/wl//yX77m+70hnaGLv/csdddBpwaTaoSSOBUHv+lz+j1ZHrvjIpwA7fj0wpTqYBfjJ2ipSL0KYWLohDYqcnZ3SDdMGEY2KqmkoBm4uErQ8h2Wqh7zvkJJidI28itHXdg4TzqyeagiiyzJxpyN9pgGKI/IeAVSM4gN7TCmPbLRG9+RNDyHNFAkWlL3JK6SiCS7fxKiu7uk3V10bxchJcILELUmstpAYjtQGbdCamw0KUoNu8OEdpjQixLi1Eaqqq6i7ilM1Xb/caRC6NQiXPEAMeyQtrfQ/a5FoRwXUakhgxrCD5BOgHY8UgRhkjJKbYSxPcr4aEPVVVRdScN3UEKQOoKGr5BphIz6iGiIaa+T9nYxw34R1VbzK8jGnI0o6QRdWyyiV8PYolvn2kOGcUqcRc/nKy4NT+E7kpqnqBvJvKNtlD5D1dKNC+h+Z4wM5TVlXoDxamjTIA1sbU0ZgVrrhcSpRkkbvTzR9ImkwNcWGfKlsNHFaIhII3R3l2RrrYjMCr9i52fe5vLrDP0axpphYiNzO8OYbpTSGcVIOZ6fhucgEUgh8ZXBSWNk1EPEIWbQJunasUOnBR9Ra447vLkVEi0YJoZ+bHOp26OkQDgsH4dW4BClNsoYKIt2yrCLHOxanRt0MeEQk8TIWhNZn7O6rUKMV8G4lSyyqBklhq1BTDtMCBM7R3XPoeU7WRRYkhpBy1eWz6g7qQvhqEAj1eLqmI9fQyuHyPgFnyjVrHXDCcSm6ipONQM8BRqNEpIgGtioeTzERCPSfod0Z6OIzIpKDWf1ZkwSoU3d1o9Jj0GsGSaaMNF0o4T1foTWBkdZlLjlO1B10UaghCIwZp8upIMOut8dr6FqAzkHRlfR0gEnsLoWa6LE0IsSulFKmKS4JT4NXzFKjI2gGmMjs/3tTJ5uodtCSkSlhmotImrzCJ2gKy2MpECFOqOUbpTQi9Ji7OYDl1bg0PAcPAXV1OBJbSPamUx6d6PQBQDZmEc25hDVuaIOIlVVRhk6OIw1O6OYbpgUXeVcKTjVDDA+pMZWXSLTAtlg2MGEI9KddUxkazuF4+KcuGnMB1tDFCaCXmw7RY0SzXo/KrpGuVLQ8B1ONX1SI9Ami2rnCErUH49dd8fuP45r9bu1iMjqMIVyMbiFPGGaMog1gzglTjWuktQ9xULFxZUCCXjKIvoy6kN7HRPHpKO+3eeS2L4bag3U/Aq6kiEhjk+i7Tpd78XEWhd8klTjO7JYq3OBQ5QaPGVQRiPDPnLYRrc3x3zyfbvWtLqQj11ljlQ6DGNNP9HsDBMGcVp03gJYqrrMBa6tncEiQ14S2b1naPXZrtXhGB3yAtzTt1mdjkcY6ZBoST/Rhb6FiWZnGBcdOn1HcqYV0PQdG+HHoioik4ewjwmHJDsbFrGB8T533CIOCIlwfIaxphdr+lFKXEI58n27FThUXZ9YgNLGZl3EIbTXSftdTBLZvWfUL5Ah2ZhDza9YBFQ6SOUTpXbMcnlGiSZMNVobfEfSClzmA5cmikjZ72SG4prtNXQ0wkSjYj8t+LQWMVUJaQQZkjtM7Dpqh7Hlk81Rvic0A4UrVTaepkCfGHasTkcjTBzbfc71UMsnob5QIF3GOIxSze4oYXMQM4hT+15Nbc2aqwQrNZ+lqst8xUEmBiUM1dju26a9TtrZnuQFCD/A0druDVkNtVEesfQYRNZeyHU9R8A9ZbNiKl6pwtBo6O8U84NUY7TYC+z+U1+A1lzRBbYdJqx1R/z+C5v0dkeEQ/tOjcIUneRIpoB0dE125p8YGT2Jik2jL4FuckII/v7f//v8wA/8AC+++CK9Xo+7776bH//xH+emm27i8uXL13S/N6QzdO7Tl1hsVABIoxSTpYMNU8OJL78PORogBl2cWpMw0Xzucp+vuviSfekdh5FaYHeUcKUf0fIdXrjSY70b0htZBawHLjcv19jqRazOBaQGbl+s4AuNCPvooIWzdZbRy0+iRxZ6lUHVvuh6u9b4WTxJ6tcYaM0o1bR8xVpvxNmdIZd7ISp7ca/UfEaJfeEpATVHIZIQvXMF2Vok3VknvnKe4foOQkm8Rg13+ZiF2rcuIlcUujrPSBt2hglN32FnFHOuPWSjEzKMUlpVl9VWgBQ+FzsjTrUC6q5EpDFy2LbO285LJGuvEG1toaMEpxbgLh1DLK6Sbq3hVJoQNIhS+wJypWBzEHGxE7I9jBhGKfNVj9WGT9VVbI9iWoHD8bpbGCO6t0u6s0F65RxRu0saxUilqN4GolJD72wgW4uwcCOj1Dqr28OYparHKzsDNjohYaJxpODO1QauDFjrhcwHLqdbASKJUMOdbI4axBdeJN7dJRmGSKVwm1VUa5Fk8zKqMYdcOlWkeA0TTd2T7Ixint/sMYxSPEfSDFxWGz5XehHzmfHTcBWyv43u7iKyORq88BxpHKNcF2+ujrN8EqNTu3lLB12Zpx2mtEcJ8xWXzUHEWi/k4vYQz5G0qi4nmgFVV7E1jFHSpe5JW+zbXsfUF0l3NkguvULU7mJSXfBxKjVEZwOpPDTzjBJDJ0qRCDYHMRc7I7b71rBYqHkcr/s0fMXlXkTdq9CEsaGtNenOOsnGRaLdHmkcU1mexzl2BtlcwGyvISotqMwXc9QeJYU8272IKNEcnwtYrfu0ghqXeyEt32U114XBjnUa2lsTuqA8l4pUyFoD015DthYxymPk1gtdWKi4nN0dst2PSLXBcyTzVY/TrYCtYZwZ9sI6QbtXSHu7yPoc6dZl+i++gNEa5br4Cy3Uyduhu4lKY1LlYtwaW8OYnWHMfMVlvR/xzOUuUaLxHMly02e17qONoRU4E7qQtrdQ8yukO+ukGxcZbmyjPBev1UAdO2Nb8tfnMI6P9hoMY82lTkgrcCbGznMkSzWPk82AuaBKN0ptagwaGfWIL51FNeZIt9aIN68QdfoFH7RGtVagu4WozKNVhWGi2RrYfW29H3El45Nqw8n5CqdbFeYCh91RQsOX1IRGZAZ90s0c46014u4Ak2r8lSWc42dQjUWrL34dXVlhmNh04+1hzDBOudwL6Y0SUm2oeIqqq5ivOHTClFTDoq+Roy568wK6vYWoNQlffZG4b41tJ/CpVmrI1jHLJ00wbsAwqXGlF9EOE1q+w4tb/YKP50iW6j43zgV0wpSKa/CUoD7qYLYuknR3Udl6Hb7yMjpNcSo+7twcjk5xHBejLR+tXC73QtqjhIbvsN4L2RhEtAcxFU+xWLNBN09JtMnSGnWCHHWJLryEbMzZ9bq9QdTp49YquPPzttVx87g1LN0KqXEYxJqzu8NM50LWu2HBZ7nhc+NchaWqdc48JfB1ggj7pBsXMDol3bpMvHGFuD+0ujA/BzpFNpdtcKO2iHE9hokpnK71fsTOMKYX2rE7M1fh5gXBcjWgG6VoI6mlMWLYIb50Ft3ZAp0S7+wQ961j7NYqqNYiev4UcrCDNJrUWaIzSjnXHrIzjGkGLi9u2jkCCl2w8qSkxhA4Yp8uxBdfIulb41UFHs7cAs6Ze5GDnWyOKvRiuNQJ2RnF1D2HnWHMxfYwe4fbIOadiwGdSGOMwHMUIo2IL7yE7u4iaw10v8tg7Uohj7e4iJAK6ddsUyCvRqpNIU/dd+x+l+l3PXA41vBhvspyzaEfWye2kibIYZvw4kvIoIru7RZj51R8vMVFa8zMncx0oUqiXfqxDcaNEk1nFLM9ihlGKXXfYbHqcftilZN1l3aoqXvKpuB1N0kun7NpfT0bPE1HEUJK/HCIe+NdJIs3I0dtlGyQpHYvyG2EiqfY7kUMIutI3rnaQAk4VrPPAzCnU+htkVx8iXjzCibVhLtd4myOnMCjVW0gV86gt9cQlRrC9Rkmhp0wZRhrPCV5cWtAmOXPVl3FSs3jpFojbZ20Tm4SkmxeJt1agyRGHTtjZWpvIR0X2VrEWT5Jr3oDTtZoJk41l3dHXHxpm90L54j6beZvvIvB1hWSaIhOIjunpaNBvpjJGFMEHA685jquGQrDkH/8j/8xn/jEJwok6Ju+6Zv42Mc+xjd/8zejlOLDH/7wNd/3DekMHf93P0itVrX1OpC1kNE8fMdNDH//l2wEpt9BVxtURMrN8xU+97yDSRVmtEnk9IgSkKlm9d77efJim52dEXGYIKSgUvf4gXffwvNPPoZvJM6u4JWu4WwSIZIRD917N/ErT7Hz5AukI2tkus0qrVs1T7TuxMQK09vGOD2GqSDRhjfddz8vbQ957kqXlzd6eI5ioeZx92oDdfk8oRTsKHhVCmQaI0caNi5yz85Fdp8/T/fcFaTrUFlsMa8kj6tjNqe+v4VRHRKgHxnWteZc9TSPvrrL2u6QVBsW6x5KChZ2z+K7kq0NQUcKpMnOCwgH3Dd8hd1nXmS4voOOE/y5BvNK8jmxDGoRfW4Xc2lAiiDKaik2Wzfy1KUO692QYZRwvFWBE01Yex5XSmIp6L9q5clzwe/dPsfOs2cZbbdJhhHKc/Dm6qi7voxHLnQwgwF66xFiA3FqO1M17rufx8+3WdsdEkUpypEs1D3edcM8zz3xHFIJ1tcFbewZHyIe8dA9i+w+8xKjrbZ9MShJsNji+Fd9C49tRJi2wvR3iC88mvExvOnN93OuPeTRV3cYRCm+I1luBHzNLQtcfO5Z4tIcqbCHSDQPrc6Tblxk66mXSaME5TkEiy3mgSf1IqY3wKxfxKh1BomVp20Ma9XTPH6+zaubfTxHstIMUFJQ2XyJqiMJlWCt0IUB6A73dsZjZ1Jd8HksaVpd2LR8EiBKYJCkrNVv4PELbdY79qW10gzgVAt15QVcKXnlsuCCsB3RRBoiwh737Fxk59lX7dhFCbXVjuUT1UC66P55jLo8MUdrlVM8ft7yiRLNqW4VTrd4cLXBhWefRSvJI+cFMoksnzji3p2xPDpKkJ7DaquBuvNtfPbVbUynjVEjInmp4NO6734ev9Bmu2cd43yOvu7WRV595mn6SrCl4JU0RqQGEQc8dONpkic/yc6zrxZzVFme59g7K3x2bYBxEozTR6sLDGKNSQ0r993PH13Y5dOvbBeG9kozgBvmqGy8RKwkbQXnBBlyB2xd5N72RXaePcvg8hYy4zMnFY/FTcz2DsYZotUFW+MQadaNYb12hqcudljbHeI70q4jIL34PBVXsq7sRi/SGBk1YH3Im3Y22H3+PKOtNtJzCBZazEvFowNbq6i3XkKrc0Wt4iDRXAnGc5Rqw1Y/smeLXHoeJQVDTxR8RBIjEpd7ttbYefZVwt0uOkqon+nSAh7tubYeyh2QXuwXfPzUcM4/yVMXO2z1QlJtqHqKpZrHnUtV1p5/Ek8JNpTJ6nc8hF7koTO3sftL/93ySTXKczgxP4d38wN8+tVtjDvAqF1CbB2mkxpO33c/P/PpTiFPxVOstip83a2LBZ8rCtwkRKQKkTR4aOUGkqc/xdZTL2NSjQo8KivzmUwexu1i1Lbt+Jdo/NRw833389R6l6cuWl5VTxVzFF94LqvlAIWVSYpj0A65e3s8RzmfOeDxzQTjVzHOGlpYeRZiTbxtWFerPHWxzXpmpK7OVZBCFLqwpsAhH7sAMeoUfMLdbknnJE/0fJASfSVBS1uTEmurCzuZzm337Ry1M4d5+6WnirrCV4s5mkf4de669Fl2nz9P1O1jUo1Tq+AuLuGcuIPPPnsW4wbEzkXiFOrG4CeGO268n1945AJbPfuerHiKE3MV7l2pFXO0rsBJwkld+PVfJ9ztFnyqyzvMvy3lMy9cyOpy1wiNQmpDMzXced/9/PJzGzz66g5gA5qrrYCvON3imScewxUCX2XvPPcUornMw3ffSu83fp6tJ1+x7/BaQGVlhzmpeHyHjM85EqGoJ1aeuG3YcewcbfUi6oHDaqYL4flnCRzJhbIuuKcgCrm78yrtly4S7nZRgU91pU0z5+PXMOpKoQtGG9JEs109zbOXumz3w0IegLXnn0RKqDvSypMC4hhi1OPu3W3aL10k6tiMlVZ/SE1rPvfKBkYqdNAkQVBL4TZtOONoPjVa5vkrXdrZHEWpDXa+aaXG+Wc/hysFl2Rq+fg3II4d5/aX/4jO2TXCnT461TgVl9rJZdSbvoLPbl/EOCFma51IbBOnti7y7vvu57mNXqFr9cBhqe5zy1038blHHsVVto5IsYJozUEa8dBtdxL/r//M9pOvID0Hf26dWnuL4zc9wCOPP4NRLitC8d4GvP39c4RJi5Vb38RHfvozXHr0GZJRr7AbxXXiDOVniB1K17Ez9NGPfpQf//Ef573vfS9/8Ad/wLd8y7fw3d/93Xzyk5/kX/yLf8G3fMu3oJS6+o32kDB7T/H8EqZOp0Or1eJ//vf/Sl1EiO4WJh63Y33wthvY+MT/KAxSb3kF7+Y3gVT81k/8OI03P4A4diO7tRNsDRKeuNLllx6Hy88+TtTbIQmHCKlw/AonH/hyvuYuzV0rdY7VPFbdENlZJ375cfj4HzDcGdHdGjDM8H9PCiqeYu773oVz410wfxxdW+LcAJ5a7/FLzwhG/Zg4TIj6XQCUXyGoBXzLg4rblmosVhzmfIUz3CF55BM8/TO/xeq2YSdK2I40SkBFCRY8xeaS4s3/8EOYuePo2iKdRPI7r+7y//7mSyTeceJ+m2jQxugUx6vgNRbw2ebv/bl7spQIhTdqo7rrPPL3/gWneoJemNBLNJEe81lfUtz1gXfiPPgeyyeV7AxT/snHH8fUzhAOY5JhD51EOJU6XqWCE17g/3jnTdy2VOOWOR9nsIXsrhO9+AQ7P/abdOI042ObLpysOMydaaL+7MO4N7+J5MSbaEewNUh4erPHLz8l2HzlFeJRDx3bKE9t5QytlQW+/q6UO5dqrFQ9luiiuutEzz9G+gufYu2V3UKefOxuuGUe9U0P4t78JszcCXb9RbaGCc9u9vnlZyWDTkh/ewuTbUZOpc7SyQXed2vCHUt1FiqKVqBw154mfulJ0l/4FJ3zXS4N40KefOwW/+ZXWz6tVdLaIi/vxjy92eM///ZLJN5Jou42YW8bIRVuUMdrLOBEl/kH33ovy1XX6sJgi+SRT/DkT/82J9uwEyWFzlWUYN5zuLwoue+j31fwaUeGrUHCP/3459CV04TdDmnWPEB5FfxGEzW6wLd+5c28/XSLVqBwepuI7jqP/+P/h9Vdw/Ywppe1Y647kgVPsdaEez74VTgPfQ1JfYn2KGUzG7v/+Psjou428aiH0SletYXXWKA+V+H9d2vuWq5zy7xv+bTXiF9+iq0f+y3accowa2GsBJyse8zd0IJvfAj3lnswzWNsqTm2hynPbfb41RcdNs5vkAwtH+l4KL/C4skl3n97yl0rdbuOwi1E5zLxy0+hf/GztF/tcH4QF40+6o7g1Okm3re9DffW+zDNYyTVRV7YGfH0Ro9fe0bR2Wwz2LpY8MnX0QfeWePupTqLVYeWJ3AuPUn84hM8+TO/w+quoR2n9BKDlxkszapL8/vejXfrvejGCkltkfYo5Q/Pt/n4775C4p8i7PeI+23LJ1tHcnief/Qt97FYcWi4oHpbJI/9Js/8/36H41uazdDqQq7b857DxYbhnu/5apyHvpakMs/OKGVzGPN/ffwJYuc4UXebJBpidIpfX8BvzCFHF/i2d9/CV9wwV/ARu5fsHP3r/zUxR8u+olZxuNiAuz74Hrxb7mO0fBvtkWZzGPP81oCf/8OQsLtLmvGRjkdt6Ti1ls833mW4e7nODXWB7G8hdrM5+qVHeen5bXpZWosSgtNVl+pSBf873oF3672krVU2abA+iHh2s8//eM5h45VXSXLddjycoM7CyRW+Mdu7F6sOc6ONgk/6i4+we67D5VFCauy41R1Jve7R+Kvvxbv5TaSNFeKgxUs7Ic9vDfiNl112N/rFOsrnyK/4fOBtLncu11kIFHWZIvubJI/+Ns/+/O+zfCVmO7Jjl+tC3Xe4UNU8+CM/QNo4Rug12A1TfvfsDr/4O2eJ5EIxR45XwQnqxRz9s2+7n/mKopnxYecyT/zQT7Cyme7j06y6xRypB76GyG/QyeboR//7M4TqBNFwSJqlP/qNOVzfQXfO8u3vuZW7luucrhjLZ3uN+OzTbP9/f7fgk+8/xxoelaUq7l94O96tD9BfuJndMGW9bxH2T7zgsvbcs7bYHnC8CrXlU9TnKvyZNxnetGLHrjm8AjuXSc4+g/j1xzn79CbDDEGoKEndkczf2EJ+yzvwbrmPtLnCFV1haxDz4vaQT5z12F3vM9jeKN6tblClsVDhm++2OrdQcaiaEHn+CaKzz2B++XHWz7a5OEyKNdRy1VgXbrmPtHWckary/PaI5zd7/NLvnWVk7BylSYTjVXBrLfxaHTE4xw9+2/0sBA41EVtdeOx/8fx/+QOWL8bF3p3rXKXmcb6Scv//9QOkzRVCt85umLI1iPmXv/IssXuSUX9AGg5xKnVc38PzHeKdl/mO997GV5xuUTUjZG8Ts3OZJ/7vnyp0Id/nlqsuftPnrIy4+y+/D3n/e+mLgN0wYaMf89xmn//825uEvW3SzP6prZyh0mhQnwv4M3dq7lqqcSrIde4Kybnn2PrX/4vLI2sv5OvoTNWlulCh8l1fjnfHA6SNY6ybKtvDhJd3hvz25SobFzqYvBGJI3FchdGGb31A8qZlawNVd1/FbK8xevFpoo8/xvbWkNRYva7M+VQXq8zfPEfn3e9EnLiDpLFMe5Ty5EafZy53+b3nHV79g1/eZz+aNCJ54udot9s0m83XxSZ9velDH/oQrWiHH/zr33Podc+8fI53/MUP0+12/5ie7PWjm2++mR/7sR/jG7/xG3nyySe57777+OAHP8i///f/Pjss+7XRGxIZEtEIKUOS3S1MEtrTnV2PR896mLd8jT2dOju9XKwNELuXqCzPZWeOJOjsLAxXSd5x84h3/6kvn7h/og3/49l1wLd54tpkZxTECOUQv/t2GnfeT6ueLaisFaLutUkuvowZ9ZFJBMYQJzba8Y7TIx480aLuOwixVJwr0otSzu8OGcQpTV/ZLmZGg+Ny2595iMrdD3KsUi1ObjZpgul3aD75KGY0sLmlWScqXwne/dZTvOX0HHXvGFLYMwm0hl6c8OlzFQaRJg7suSbCGEwccvs3PUT1TQ+wUq3v41N78lGQto6J7F5Rqnn3Qyd58EQ9k2cZsN3FelHKIxdOAIxPgNYaHY5ASZZ/5C9zrMQHQHe26T35KApsPQzZOR86RQFfdmbEu999T3FCtjb2tOlPn9tFCb+QSZDa2gbHJf3q27n5Le+c4INO6Xzyf6GktNelYdbNyTqabz815METLRrB/HhajeH3zm4jpM8gSWkam1NvohCUJP3q21l+0wMcq7cm+Ohem+TyOUw4Ah1n42Hl+aqH8zlaKmRKUpPNkWKUaJI8xqE1OA63fsP91O97eHLsdIoe9Kg99egEn3zsvvrhUzx4qkXdW5gYOztH9pT54hgGk2JGQ255/wP7dCGXp/bko/b8n4xPYmytlQL+zvvmqLtL9lypkjyfvdDGEf5YF0yKiSIQkmP/9/ewWm9N6kKvzfCZx3CVxIyGUE/Q0o6dkIK3nRjwFe84XZxTkevd753dxlE+oyQl0Qp0bMdESJKvum3qHHU++b9sp6ooLCJto0SjhOCtp4a85R0rzAUnxz/J9O5ie8QoSUm1AoTlI6Wdo3semJQpm6Nk/YJdAzUNxo6dkIJ3P3SS+080qXvzKHmmkGcQpTxy6RRRanPsbScs2wHtlvc/QPWu+1ipNW3HzBKfyuOfAceewaYxJMbWdb3rwZO85cwcdfdYMUdjXbA59WU+JhyCtHN0fC+f4YDK04/YDmlxiCnpAsDf+fo56t7ixBx1RwmPXGrjyIAo1WDsnmJGA5CS6J03c/ff/u4xn0wXeo9/xnaviyOETokxDCI7Rw+fGPDud95VyJPL9L9f3sJRlo/WjPkA8VfewrF7HmC1uTAOFRtja2I2L2HSBJGd9TPIUoQeXunx4INz1L2F4uwaY6AXJlzphcRJdh6MTu0+Cdz4NfdQv+eB8dgJAWmCHg6oPvlZW8doNMbYtQLwzodO8JYz8zS908isc2l5jpLUkLfAFEmEHvW56evv288nk6fy9CMIx0fotDjvbhBr3vXm1ULn8jnK5Xnk0mlcZTvPCZMWfID9uiAEutdhmPEhjdBZd85BbINJdo4eLOSBnE8bXwbF2JX5hO+4mVv/+l8cy5MNeP/Tv4NyPTApGNudrBelGGN4aKnL/W9uMRcslH/C77+6jauC8ZlKOkZnwcj4XTdz+vse4IbWYiFPoQvblzM+1tjvRTYL5Z0P5OvoNI4aj90gTvjMhdP2bD/GYwdw43vvm1yvOZ9hn+DJz1g+QKLJagjTbI4a1L25iXXUjxIevXQGT2WdZLOsi7S3y01fd6/VhXprH5/bnn0M4XrFGolT6IUpWhv+z//jBpreLRNzNIgTPrfWxcvGTugYGYekw+5+XcjfLb0Ogyc/i/ArkGXtxKmhF6YYbXiw1eZt98zZs+2y9WqA335xE0/ViroyEQ9Jerv2nu+5mRseegtqfsXadVlN286Lj+G4PvZsIoizdQLwwA0hf/Xd38Zc4CCFsDW4EqLhgO/+cz/HFz0Zro78XMfI0IULF3jooYcAuOeee/B9nw9/+MOflyMEb1RnaLSLjvro7cukUYTRBukq9KCHkyTISnXcQll5mOZxdJJiotAe8oXdEJSAwJV8+mIbrcftMuNEow2EccowSkm0Gfd+B4SjiM8+bXM7U20jHVqjkxQVeMhwiEgThEnR2VFQrpI8u9lDSlG0ttXaEKeaeuAwytrR6rzfM7Z9afjiEwgl9/ExSYoeDVFJXFyfF0A+szGGhnO54sS2Dh9lLTuNwb6MkwTpKMKXntrHx2ht+cSR3dx0Cqjs0LexPDqzqPOWo6mBUGtGSZq1qNbF5jh64UlbzAhFhMgkiS24TGJbBGxsjnduPytBMUf53MVZEbhtfKDtHAlj7wVIRzF6+tNF+/WcV5mP1Kk15HJkQgqe2uihBMXGXJ6nKBs7DBCH5L2DD5LJrdcwcYhME8gM0zST54nLneLFk8uUtwHNjbjsRpBqpFKMnnsc4Ywdh0If0hQT57ptigOFAZ660kXuSZbOxzHRhjRv6q7TomC5zKcYt/yB0qTQN20gyhy3x9c6uPkLOqM4G5/EGKLCMc74pAmjF56yjnbp+UyWJmL7ytpC4CRrS55og9aGT19sF9eX7ODswMLc6EnR4RATh+g0ZfjMYwgnK5DP+Mkcio9DbOsFq095i/3HLrbx3Um4XhtDI7Btfa1um6IwGmD43BMIx9knk9NsZGvAjkOq7fjEqeGJyx0cNS5cz2VRUpCk9pBHjLGBnDhCJ0nBpyyP0QblZq8EY3+XamPXYSaP68hC7/K1m+vHBJ9ohI6jfXzyPUJIafeIJCkOphwlmihJeexSG1fJ4r65TLl+6HwvTRP0sEc6GmGSlOFjfwhSTsjk+NmBlNpObJyt+Xye/ujCzoQ8AK4z5mOMsXxGQ/uuSFIGzzyO9NxCHiEExhhkvQUlJ2WUpESJLc7PZXLVJK+W5xRt+IWxB4cmoxAdJZaPoxCOQpTWhvTc4l1iD3nOjipINI9ebBcHfjtKFnuR7yqSrINUzscM+xN8kBLpqrE83vhU9zRr4T6I7DutPEdK2LlJjU1pHCu7PeJBj/qko4jwyUftfGRrNh876bnFvKUmS8WLUwaR/fzBue0JeaQU+K6aWCMiCdGDLskoJBmGhS7k8gipUBWb9mePshCEWQOXnM9jF9tUfKfgoYTN1nCkKA6XRaeYUZ+kPyIZhvSefBQn8Is5yg0yObeUPZgkMYZhlNIb2XbNnz63i+9KfFcVYwdQ9ey7USCskxIPSQZDkmE4oQvSUYgsWOJUgwk+YeYM9UYJj1zYxXUkjpIEzvjZ6r6DI2x7bZHGmNEAPegR90Y2qOi5tqmKo1CeXT9OYMfOYN+roySlH1t5PnveypPrQyXb86qewskOmhdpgokG6H6XuNdnVNKF8hy59Yp1uqQCqRjGhk6UsDuKaQ9i/vDcTqEHbjbezao75iNADweYUZ+4P0THKb0nHsNr1e24ub5tjuV6tp072KCPNnTDhH6Y0gtj/uDlbVpV2wTLdxUVV6Gi66SBAkdIk7uOu8mlaYqX6SWA4zjU6/XP+75vSGfIdLZJhm2GG9vE/ZF1hhyFW+8RALLWQtZbtnC6XsW4VaJ2D9UYWCQJazSFqWG7F3Fxd8ggTNHpWMHqVReosFy3Rj0+mDjCREPi3oDRdpfRdgeT2KiHkALhKJo3HEc1epaP0USJda46w5jtfkR3lBTFpEqCoyS3H2vQ8hxi7RdncxCHRN0BUbtHMgqJe6OCj/Jdm0c96iN09vJGMUpSdvox7WGf7ighjDU61Qgp8BxJI3AYrNSzU9vJjrxOCNs94u6AuD8ijWJ0nE7wEUoS6BiBNS6i1LDTj9gZxPTDhDBOi651riNpVVyUgEHFywwsbY3SyEefCQABAABJREFU4YD2yxdJhyFpGBeGtlPx8BpVEAI5N7SRWayhPUxStvsxFy+0rbOVDZDvKRpZ5GdYcYvuOqQxZthjtNNhuL5LGsWFQySUJJhvFHxUag25KDMYN7sR7WHETj8q5sFVgpVWgJSCxYpXOMwmjkiHA8LdXjF+hR4oifJc5m47hRyOz04ZJZp+mLDZs3wGYUoY2bF2sk27EbgWGcqNbWNIhwNG2x2i7oBkGGKSsVPuBC5OtUI1HGZOV+akpJrNXkRvFNOPbHeq/Pyfqq9oVTx8VxU+jtAp6Wi4j4/RBuk5OIGLW6/h+B5uYcgZIq3phQnPrnUZRok13rXBdSUVz6EROASuZFTRE3ySwZDdF8+TjOKJNeQ2qniNKtJzUZnDmho7P91RzGYv4sqlTiGPktZQXGkEVD1lHVasXptwSDIYMdrqFPoNFGu1ujKPCjxUhjrkc9Qe2jnaHUQMs7WaryHfVdx7qmUd1ty/3sMnX0PStYaPqvjM33GmcFjzl3d7GLPeGWVrdXINVT3FfNUj0iYLXBiEjok6fUabbaLuAJ2k+/j4rVpmYGWog4FhlHKlM6I9iCfWUCVwqHmKZsWj6qkJPnrYJ+r06bx8qeAjpMCp+CU+FYjDgs8gTmkPE1640iWM04k1tFD3ma+61HzbFU1gO6rpkd3jBhu7RC9cGKfQuAqvVR/zyXQ70YZBkrLbj1hrD3nmUme87oTV7ZNzFeoZH6tzsTWuegMGG7ukw5BkGBV6kK+huTuCIphi0QC7n661h3RHCUkmkKMkgSupBy73nmwVewI6xUQjK8/6DslghM4QknwNOdUKfqtGkORr1er2di9irT2iN0qK+XEzg7sRuMxX3RKfBBPZsRus7+xfqxUfp+ITLDRQmZGhTbb/xAlru1aePCinJLQqLvXAZb7m0QxciwylCTocYfpdRjsdehc2CnnysasszeHP11GNCJMmFlGLUnqR3U/XuyNeWOtMrKGVVsBC1WMusI6kzNaQ6XcJdzoMN9u0X7pYBDlz3W6cWkHWI/LKgFGS0g8T1jshVzqjYv9xlHW8ap7ixqWadViNKYx63dtltN1htGXrVrU2KMc6D269glsNaNXnxg5rajsybme6kL9XpZL4btbNNHBZqlsDT2ROih4OGO2M+eTvoXwNudWAYKGBbweHNLW63Q0Tzm0PCOOUJDWFXlc9u28vNTxagZs5dwlmNCDttulfts2P8mCXciT+QrPg4zXnEUJa5DnrNLrZC7mwNX53OUqw1Aio+07Bx4DdT4f9bOy69C6s73vfVVbmCOabSKPtmYtC0YutI3SlHbLeHdG/lGRryL7vqp7ilpU6ScUGb4TAOqudLmG7z2irPWGPqIqPV6/SuOnU+OwzrLO/27f61umF6CQ/+koQ+A6tqkvTuYqD8UVCNgh9eDe5q/39i5mMMXzwgx/E9213yNFoxF/5K3+FWq02cd1/+S//5Zru+4Z0htLuLml/l8HGLnFviEnSrL22h3QcvKKVsgfqOLFyGW518BeaNvUG+1LthwlbvZAra13CYUKa6GxjFMRLNWsIN3378tapNYB7PQbru/QubdM+2ybJIGDpSvy6h9esESx1LR+dkhhBL7bGyOXtAcNezLBnHTLlKDzfNlJYadoUH4NjUwB6fYZbbXoXdxhujxhu2+d2fIVb86gfq7Iw6FoDC2sw9UYJVzojtndGDPsh0ShBpwapBF7gMGj49KKEKNVFFNjEIcPNNv3LbQYbA6J+TBqlKE/hN32qyxWko2iEw8zpsk7KemfEle0ho35kW1im2spTcejVPVxlC85zA8tEkTWuzm4x3BkS9WN0loZSW6lSOxYiPZeg37Xpe4jCMF1rD9m43CUOU5JY21bUDY9hwxr0x1pZ6o2yRkLcGzLaarP5zLrlk6ESjq+YvzUp+JBGpFhjpDOIi7HrbA/QWtsDVj1FnBoCRzFopiTGRqJkaJ3i4cYOvbUOnUs9dGwdT7fi4DU9gsUW7uIAR8cIY6PZnWHM2u6Qzu6I0TBm1LdtQB1P4Vdd+k2fYZyS+8RCp4VxNVjvMdgekYwSTGpwKw7BXEBtpYoeDXBKTsog1lzpjNjdHREOIpJIY4zB8RRBxaXXSqh6yiJqkBlyQwZXtuld6TPatXx0rPFqLsFcQH01wql4VHJ0VVtDe7sXsb7eYzRISOKENDH4FZeg6tBr2hfr8bo/wSds99g9uzPBR7qS+vE69eOh7fK1MkTqdILPxZ0Bm5d7pLFGa42UEtdXcBIagcPxepYaZRL0yAYtBpe36a336V8ZFGvVCRxWlMRrVnHDYYESDuKUnX7E2vaAfidk0AmLPcFxHSo1l85i1SKsxh6Ot5dP1ImI+jHSlXg1l8p8hdrxBZwlywcsPrTTj1nbHTHojAhHCUmUIpXEcSWVms9oXlunK0udNUlMuNOjd3mH/pU+UTciCVOEEvh1j2AuoHEqsR0nM3QjTGw75cvbA4bdaGKfq9RdKnWf0ZymVXWtE5nxMcM+4U6PnZe3Cz4AQcunslihfiLBa1RRcZYalUW0N3shVy73iEYJaea0K0cxWKgQL1RoVV2ixLeoUhxh+h3CnS79y7vsvLRLmh9v4CnmbgxtM5dWHRWHiMxx6EV2n9vcGbG70S/2hHyfc5WwfBq+xe7CIWbQZbTZpn95l8HGcGI/9RqelenUCk6WDmyy1Kj1bliM3d59rlJzuWW5Zp2uHGkPR3bfvrTLYHNQ7HNuxRnzOZHSKKXjjRLNenfE1s6QQTckDu0acj2FX3HoNDzShSpRmgWxdGpbkXctn+HWsNi3cz615SpojdeyzlCaoZ67o4Qr2zmftNjnuk2fSsMnNYalukeSHRBKNCLpdu1++txWsVbzfW7uZvuuDeaHmCQpEMLdgTVMt7aHdLcHpIkp9rkwStGLhsVGxgcwowFJt8tws033/A7tCx1MahBK4AQOQdM6D95c06J3QjKINFuDiCsdO3bDnn3n5ft2UHFpVjyW6/4YadcxYbvHaKtN52KH0faQsBMiXVXsp9WlCs1bzmBSa1Frg90T2kN2t4cM+zFJnBn1rkNQdag2g8KusHwSzMga851zO4zaIVE/xqQGv+kRtHyqyzWEEtR0ahEbY4r9Zyt7tyZZGqAXOPhVj3bTRwpYqnnWGUpjdL9D1O7RudAm3A2Jhwkm1UhX0Tg5pH7M8nEX7cHtibEI4U4/Zr09YudKnyROMNo6D735iGbGZ7nuZ/2pLHIX7nYZbuyw9eJO8R6Sjt3nFrOjMpzFrI5bKjphxEYn5Px2n+7uiO7OqNhPXd8hqLjWwavZwKnI1mtUmqNwNyRNNMqRxRoKFhqohVGRAppow3Y/ot0J6bVHjPoxaZLatRo4tGsuvl9K9/hiJqOLmuUDL7mOkaHv+q7vmvj/7/iO73hd7vuGdIbizStEG7vsPL/OqBOShiky2zR1nFI7MaQGtnWmW7WFo09fQnku8wvH4ISNKq13Qi6u97n0zDMMd65gskiDUC7h7Q+jE8181eeGeRuZ1J1t+pc22X72MhsvbvNH28PCaJXAsu/wtrqHWw1wltvINKYTwvmtAecvddlca9O7/DKjnSsFn6C1jOO/marncKzus1r3AE3/8jY7z6+z8eI2rw5iLuVnE0nBMd/hxrUeC3dt0TjehsWYFJfz20PW1rrsXN6mf+VVRu2N7OEUlbljNE/czMUzc5xqBmjjgUnQvTbbL6xz+cUdXh0kbGS50a6wfG666KFjzeKgW6QstUcx5y512Vnbpbd+lrCzjUljlFelsnCM5vEzaK2Zr3mkOouS9dv017Z4+Yl1LgwTtqJxn/wz20NuWuuhE43XrFIzKYkWdKKEs5s91te6XHz8EaLeTvGb6tIpmiduwmjbLvpUM0B4CUlnh+6FdTaf2eBTz29P8KkqyVuHCWiD16rhnOiRNAy7o4Szm30uXmize3mb7Vc+V0QFnUqd5O6HMcYwX3M51fQxOOjuDt1Xr7D+1Dprl3o80RlN8FkNHOorNYKFBu7JAWTj9spmnysXu7TXLtPfvEA8sClf0vWpLp6gdeIMV25e4HQrwOAgkojehQ02n93kwsUuF4YJnczIrDuSE4HLqfUKy/dv4p4cIIwm0dAexVy+2GF3bZ3B5oVi7Nxqi+riKq1VW9cV37lidTEekra32Hhqg/OX+1wYxUUxe92RnApcTmcG5Hxs/xsmhs1hzMsbPdaef4X+xgXSyNZmKK9KbfkUrdWTKAkrWSckEQ9JtjfonrvC809uTPABuHtryKmMT7DUwj15ywSf9Ytd1p78bDFuAH5zEWPuRwrBsVbADTqwaSNbm7TPXmbjqU3ObQ95qT9utjLvKt6CRSCCpYUCJVzvjHjlSpfNi13al87SX3+1+I1TqVNfvoEXFyocbwWkumJTt7Y26Z67wpUnNji3PWRtlDDIosDzruJUxaVxqmX5nLDR836U8MJah81LHbpX1hhsXyIZ9kAqgsYCtWM3EA7nad++RKoDG/Dod2ifvcLGkxu80g65EiaEmfG16DncUHU43o2QnkctTQp0Y213yMaFDp1Lr0zsc159ntrKGUarywSOROvlgs9oY5Pdly7zxLNbE3yWr1g+xzoh0nVwl1fQBjqRRRzOrnVZe/Y5hjuX0XFY7HOLtz5IHM7hu4rVZgDaoHttBle22Xlxnc1nt/jk1oA4i/pL4OHdESu35I7xcZRJ6IQp57eGnL/cY+tSh41nPzmRUhK0lpHqAaqew6k5e/6a7rXpr20UfF7pRVzIjlFwhWDZV9xQdZm7+TjesQ7SWDTy/NaQc5e7bF3q0L18llF7Ax2HSNcnaC3TOH4jF0+0ONEM0MZHJDG6Y/ftyy/YfXsjTNAlPjfVPJYHMUvv6CKNRYB3RwkX13psX9rat28HrSXqx28mHqX0bs/WaulddOHx9X18jvkON53vsjSwRyR42FTg7WHM2c0+l1/ZpLd+llF7sxi72soNNI7fQBKlNHyHk40AnIh0d5PehXW2ntvgsy/vTuynvhS8bde+f71GhfrxPrExbI8snytrXbYvbbH90iPFb6TrE931VtJEs1DzONPMOifmfJ69wtoruzyyO7mfHvMdHmp6eM0qzqrdH3I+a5c6duw2XiXsbBX7T2VpFa9yF62qy+m5CuCW9tMNLp7v8uogLvZTXwpOBC43zAcsvGkL54R9hlBrXtroceVSh51Lk/tpzqe5coo0SRnduWIRqHhEsrvOxpNXuHS+M/HOazqK44HDqaUe/3/2/jzcsqws7Mc/a9jzme58a+4BaKCh6QlaQKaAgAkGvhqi0fgDwwORtBqDSWT4yhCnMARIMKIYBUT8OgSNiQTDpIKCaQabuUHEtpvqrqmr7nyGPazfH2vvfc6599xbt6q7+lZ1rc/z1NNddc7Z717Tu9Z633e9az7N6ZRnG/uZ4cT6gG8cX+PYN789JkdHDZLZg6wv7CPNDbPNAAHItEt65gTLf3cv37jjNN/uprXuAbj6dJfDRyPm+taoEGDD2U/3Uv72pJ1b7/3K+NzaOXwtG4sLFMYwXxoaZWbvflr5u3s58aXjfObvljiTDsfdlKd4/CBnHojmp+x6SXncu7rEV46ucPLbyyzdezdr9/ztWF+I5w4SNqy3q9vJAU1+5gRr3z7Bqa+d4tv3rnFvL+NMmuMJQcdTHIk1yWIHb3oKb+EKe2ZrkHP3yTVO3WP13Mapb9dyhPKIphZozO3jkmDkSMa2nO3zi5h3v/vdF+S58uxfeeiRdXtkG116Sz36Sz16K316S336awMG6zYEojrjkmOVWfe+HunaOkVvAymsVXtjkJH1M3rLJ+sFAoDJU9K1Mwz6Gd00L8MtCopBj8HqBr2lHsd6Q+s9WEvv8X5Gb6lHutErw+Ts2Za1Xkp3PaW3fKLeCFVyuqfvob8xYK2f1eeGALJen95Kn/sGBcd6wwmoXxiO9zNOdVMbIjgY1DHuq72U/kZKb+nkcEIFKHK6S8fpLZ9iI80ZjBz4NYMu3ft6nOjn9UYI7IHE4/2M+/oZvaX+mJx+YaycsjxV3eWDDbqnj9NdWWLQteGAlQeKtE+61uVkf3wjRFlvpzds3WVdG16IsWcq1noZ/W46pqwBumeO01tZot+zccJZUdjflXK6p7tb5GzkBSvrA3pLfZsSvUymkeYFy92Ufjele+bYmKLJumt0V9fobaTl+bEyurDXI123/e9Ef6ucqi9k3X6d8bCXFaxtpPS7A3rLJ8YW9EXap7d8kt7aei2n7CT0V7v0Tvc42c/riRtgLbN9Y225T9Yr24jhAfze+oDemWNjdZduLNM9c5zuWp9e13oJrZiMvNtn40yP42VWwVE5x/sZG2d69Ff61mIKZKag28/odTO6Z47XG6G6L5w5Tne9Zz8v68jkmT1/sNLfIsf2hZzu6R7ZxoCin2LybFzOWn+s3gD6K/fRXUtZLe+4KQDyjKzbZ7DSZ3XVyhrlTJrTX+oxWOnaDIXGfr4xyBl0M3qrq/SWTo79Juuu0V06Rrc8O1AZgbNun95Sr5Yzuhg5k+ac6Geka71Sjv1skBv6vcy295njdiMEUOT0lk/SPX2M3kZKvzyHhykwue1TS91sbIMCcN8g40Qvp7fcs2l1y7E6yAtWexm9pdNjGyGAwdoZeksn6XdTVnvZUE46IF3r0V/tb5FzcpBxop/TPdMjW+/CoF+Wp2C9n9PvZWMbIdvmpa7YyMrwrKJO3pKu9+gt9TjZy+qNEFh9erKf01/qk2106z43yG1YZn9jQH/55JZFQW/5JIPeUI6BLXLu6Q3rIDWGe3q2TOlGrx6rhbEH/XvrA3rLp+ieOV6XqUj7Vv8sn2KtnzHIy7NJ2LrrLdmxerzcoFRyjvUyTvZzesv9Olzbnu8rttXbvTPHGazcR7+XklVnoIyNUhisbkyUM9TbPTsXjshZ643MQyN11z1zjN7KGXobqR0DpT41WVV3/S36tF8YzvTKOW+9N9SnWdnnyjlilCLt01tZordh+1yVKMb0uwxWN+ie6XGiN96mlT4drAysPq3On2YFyxsp3fUB3TPH6o0QWP3TO3OcQTdjo5+NeGwK0tUNekt9TvSzMX1aza0r64N6fih/wvJGRn8jo7d8YkyfVnJ6q6sMulaOFPZHptele6a3Zc5byXJO9q3e7q8MrAAhKIBumts5apPezrprtT4ddK3+sS9g9elgrc/JTboH7Ny6umr1YNYt+28pZ72X0VufMLcuHbPjq2/1dlGes802ugxWe3RP98Y2QmD1XG+pz2C9T9Evx5eBlY1yXl1do3vq3i19oXvqXga9jI1+XicSyQcZg1Xb507281pWagwnBxnHerkNS+916/DmzBgG3Yz+2grdkTUWlOusM8fpLY+X82LF5DkmTXf8Q3bpX7r6QHNZboaKQU7WtaEo3b5N07ye5aRrKXk/x2QZRZ6BVOVBZeit9BmsdKHfBWFDndK8IB0UYxN3xWB9hbSf00uz4YHfgVUo/ZU+S+nknXm6npJXC2BjD82vD3LSfkZaZkjZIquXsdpLh+FrQN7tk66nnBmMb7rAKu2VtLAL4MyGjxgDG/2cdJAxmCSnyBmsr9DtlxOQsdnkyDLS9ZSldKvbNTWGpTQnXR8M43NLl/Sgl06Ukw82GKzZTcrGIKvO2lOkA7LeZDn9wqYjHqyl9eRdlJuhwSCn3x1s+Y3JU9KNFdJ+Rj8rk1wURS1nsDE5pvbMoGCwPrAx3FmKwU6qlZxJZUrXV8j61aarnLyznLSbsd7LOD3Y2hfWsoLBekY+SOtJtZ/mZIOCwfo6vdXTW36Tddfor52hlxZj4WtZN2NtkE3scytZzkpakPfT+lBlUVhZg/V1+hPKM1g7U9fd8BxCQT5IWUmLLRMd2MluJS1Iu1mdTKEwxt6Q3s+2bFDAbryy9aqNygVwlpH3B6TdbLKcQcZKmjNYG5D1B7b8ud3c7TSG0t4GaS8vz6rYM0P5ICXtZqxkZsumC2C9l5F2Mzt5l/WwMcgZ9DMG62fGNncV/bUlssEwyQLGlLpoezlLaW7DpfqpXcgaa6nP+hnp+srEuhusL1kjQDbcdJFnDNasThjdoNRyspz+qu3/NoGCzbjVzwqbZn/CreaDtSW7Oa82i2VSlbzXZ7CWTpRzOrW6NusOymxyVk43tRvJifp0zZanOtdRbbqyrg0fmtQXlqp+0B3YTVdpXFrvZ6T9fMsirpbVG8oxhi1yJgWYLKWF1dt5Vm4kbRj1oJfRXzuzpe5MntJfO8N6PyOvFqDl5mGwnrIyoR8UYPXcermYKZNcWH2akW6sTC7P2hnSfr5FTtadPA9VetuGzlm9YEMZrXFpko4r0n4tZ2NgF/WiyGEwIF3vMVjdqoMBzgxy0vWUYpBispQCY42PlRFrfausdGOFLM3pl0lwBAKT2oV0f3XAUra1TBu51dt5P6v16SDL6fWzbfV21l1jUOqeKhxPmIK0l7GxkU6su428YLnUp3Z+sJuULM0YdHvby+kuk6V5fV5HmIx8YOXcN2F+qPVpL63n1jQzdPsZ6SCfOD8M1s5YI+3AbvAkwhqL+gOyjcljaC0rOJPauajeGBfGnlHs5aS9yTpusLFqP6+MMVlK1uszWBuwss3aZ22QkXUzm+DJ2OQ81rhkx8okfZoPNhh07Qa82hgXg5R0Y/s5bynLbV8YDBPSZLmxenttaaKeM/nk9cpFSbXe3PHPpRsmd6G4LMPkjCko0py8bxcF/dxaY7QoKNKiVkgIadNV5gUracFg3Q7oagdZFMPDxJvJB13yzGZ7MoWdvMkzst5wAzaJrFstgMv0w7mhnxZ2k7K+zWRXHqDOqsPSQJHZRfD6Nu+3nhd2cTUyKIq8sIqxv1XpAGS9dXrlBFTXZZayMchYmzABAaxlpoxBzpDGlIe/rZzBNpN31lsjG9iFqSmTAFTttdlyNSyPIetl9eQN1p2fp4Z82/IM5VTVUMnpbiNnIy/qDXN1Bqqf2rNIWXdtosJOu2ukg4K0sJOqMXYzlPczNnIzZtEee79+Rt7PbPyvMbY8WW5lbOPmzntdm/2r2nQZQ9bP2ci2l7OW2fFQPdNu9A35YGPixFDVnT07Yv9uCvuM7dqnkpN1s/qQeVFALy3ItxkLANlgg7zMlFX9qOrbkygqOYOcYmA3XgVlX8gKsgntA7be8jLzlzVq2/ZJuxkb27zfRm77dpHZujPlBjzPzLZjiCIfkwPVWE23HUP9wpD3Szl1OY3tU921ib/Jumvk/a7VP1Cf5bF9e/t+0C37d53xD0MvzcjKtMWbyQcb5P0Ninx6JKmKjbfPepPbaK1MbFKdZygoU2unw3NCW8rT3yBLU9J0PG28KetuUpnWSiNFkea1TsipxmtO2p1cpqw/GJNj8oxikJJ102316VqWW4NCNjyUXcnZru6y3rr9jhlm/CO3i+3t+sJ6XpBtZGMx/1lhbN1s1xcGXbLURjlQyckyisFWz+qwPIZ8kNdWepvkwpCmO/S5nj07ko4kBylye5atu015uoUhG+Rk1VxkhmM173eHHs8xOVZvp9lQb+eDjLycV7crU7qR1QlxBPY8XDU/TNLbAFlalJuu6l8K8p4dQ5M2+rburI6q+pwxkA7s/DBpow9W/2RZUWcWpOxza1mxrZyN3L4LUHqGinLOy7edH7J+l7xMtmKLU1AMrJ7bjm5ekI3oHxsNUc5F5RnqMYqcvG8vbK8yglojljUubdc+vdzOVUVu5RhjjyNUdbcdWZ3BsxSfZeSD7ee8tczWW5WFFmzfzrPt1woAWX/yOL7o2E0ChW3m9cuZy3MzVBTDlNGFHTAeYmyRL4QAKctMVAUbeWGTHWQZApt7HmC7O2srGXlt6TGYIqcoUwlvuwAuijprDBTkKIq8oMj623Zgk1srZp1BDDCl5TndRpH2C2PTzVbhYUBRFBRZuq2cIkvJq9TFtpAYY0gNE62lYJVMkRbjm67CkKe97Rf0aZ8iH6Z3rsu5TVlseexG1oxYTIvSum22cQkXmU0QkZebNGGK0jtU0NtmwTgoTH2A3OR2Y1MUhiIrdqi3vt1oVgeYgSLPKTJDtsOZTJOV5ak8KWV/yndQZCZPRzZCQJFTZPm2/Q2sJdhO3uUC2NhJLN9m4rZlSsnzYtjuZSr1/jb1BjY1rxlZTBZQlmf7zVCRpeVYrQpoN13FNourSk6R2v5tiqJOO57nBflgcpmyrGdT04+OoaLA7LAY6RfGnl0Z6V+FsUaFKhRnEpWcCpNl5GlBfwdjnT2PPrJhLeUU2Q5tlPbHdJrdSG5fHrBpmkfHWWHX5xQ79bksGy9P6R0qJnhxazkGO17zoZcwL+zic7uymDy1FmNjAIExBXmaUWTWm7BVhtV/RTbUc8aU6fuzYtsyGZOP6/VqA55u37/TYsToRbkArhb12/S5fNCvrxIYCi9Ii+0X2v28HC/FUI69omFnvT2mO8uNcZEV289Dpd42RVEmAbA6oSh20HN5Sp6ZoTfAlDoyt3PExPKU+ta2jV3QFoXB7NDniiyr+0G9eSgKa7zYoW8XWVme8l6evDDkxeTIjmGZCvudqp7KvrPTGMoM4/NdWQ87jqE8paiyFwrbpkWWnUWOfZctensH41Ke9sauAal15E5jtSjnos1zeGG2b6Pcbjqr9Y891G/lbDeGbL2ZujxQXluR5eT97dNaF3nVN4drnzzdec6z5a7qrdQ/WU6eTvZgAjvOhxcXxbZrq+FXnGdoM5flZmgUJUR9j4UUAqFEmc/fQ2htrW5FNanm5GmGtPskZJmOdTukFPUlezDcOO2wXtyCqeK8d/xOPryfZvePtou2EQvj+VxaZXZYyALlwuXcKXaYBHbD/bt+6/ww56Fgdqqf4lw6ygRGm/N+VucWzqessL3x4EJTGMOOokdC986H8ymXlNSL57OyaYPyYHO2cX6uv5lUhrPV/fm8wxhCjune3WRU2q1K3O5JxhS7kjP2rPPoS7utGyGEDW/m/HTsTkU51/be/rvWiHW2BZsqL8QUYqiPzklOacx4sCjM2Q+tV0bW3Rxwr/uyEJhyw5pfgPKMtULpgSrqDdgO7ylG1j9FjinPxhXbrFJG50J71xXk5zHPjG5ydvV9hjbhYgePyvnOeQ86VZjcTlzCCRQuFJflmSHleejQI2j6tDxJSwumfEkc23/zmzEibkLQIC1sOlavGtTG4CmIvfKuldibKMNvdPACTeyr+hI/qTTaVzS0JFaTqz6IPHQUgPJA2EvLfF+h/RDlxxN/o/0Qz5PU190JhdcI8WOP1qZLHysSJdGhV98GLiX4vsJPEry4PfE3XtIkqcojACFRvr9jeVpaoWNtb7XHKntPSXTY2L48YYLnK3xl462REuVrdKQJ5OTVSUtLvEgjy8u4pIDIV3i+QietyeWJm2UbaXuxnijviog1DT25PM0yDajy7WZZCHtPjfYVOmzYy+K2lKeB9iVa2YvuwF4GqSNN29t+CHqxHl5IaAriQOH7Gj9qT5QDoJMWgVb1pY5CabzQo7WDnLan0JEPVV8Q9g4HHW5/kZkXNdC+tgrEgNAaFewsp6ElflJeumgMWkISKPxge5uMH7fxfDW8zFFIe39VtP1vGlqiI/s+Qtu7pAIt0Z7CiyaXSYcNe6+GlnaBpTQ68vESf9sytb1Sjm/HkRAQaJuq24sn9zmkbcM4UPVCQfoeXqxJ1OS+LQEv8ewlhXUbYfvUNm0klIeOGmhVLq+ERPgBXuLR2qZvB1LQ0MLWbbkL0EIQehIvaU5+Ny9AJy08X1X3ZiKERPo+OpqsG2MlaXnVOCovdZSCUEs8f5t+HTXwohilFbq6WFXZO3G8hkdLb/1dSys7tmMffB+EICgv7PR8TdDoTJTlhTFhoO2ljlDqHw8v3F4vTFVjyAvqyxwDT6I9D3+bvuBFDTvOKqUgBGhNEuqJ5QFoeQo/ri6NtBsBLQR+kqC36dt+3MIPPXwla/0jpNVZ2+ntppZ4ib2XxYxcSqu0RHrB5PIkTTxfEWppyySsYdGL9LZjqKMVfuKVF5fa59qxKtFRY6Isv9HBDzVRoPF1edmm1qhAE2ux7aLGq+SUbVTpbeXH2+pTL1Bb2siLNK0d5LS0RI3IAVCewttBn+qkhR/q4RwhFQixbfuA1dt+w7NrBazeDj2F2qaPgtWn2lMEurqc2OpTb5t1DEDHk3iJb/t3uQENyrE6sUzS6j8/tOsfv7xAVXoK5Ssa2/TtSp/aC17td4ZzazLxNwB+YMe5X62zfF33uUk1ESuJ3/DRSYiRXm0ksxmFo23l6GD7zy4mTJHb82o7/dkhcuH+cuedd/KSl7yEK6+8kiiKuPrqq3nd617HYDDudfviF7/IU57yFMIw5NChQ7zpTW+6YO+0Gy7PzVBgNxx+4uHHHkmoCRMfv+njNUJ0FCD8CJS2rvjCLhS0r2pl4CtBI9QEoYffmNoiw2908CO70PaVtBOK7+MlIUHTp7PN5OCXE1A12XnlRY1eoLddkHiBtkpDiXLhI9BhQNDaXk7Lk3ZiKBdXAmiE2k6a2ywS/LhNFOh6YjBCgNL4sUdzGwVcLXqE0phy8vaUtPd5bFMeP27jBYooKBfbQiK8AD8J6GyzuWtpe3+SDqvNkCCQksBXBJG/9QdS1XICrerJW5WLuHibyaHtKfxyYhDaQ2AvhdTlRnLSwseLW/iBJvaGCzkZePiJR6IVUxPKJAE/8e2CvmyjQEu8cHs50gvwozZJMDJ5S7u5a3mT5QRS0NL2QjqUxgi7kAnLxcikBZb0ArxNC2C03SC2PTlxwVgtgHWkEeWPtJTl5kFPlKOjhl1oB5rAk4CxmxvfbvAmbYwbWtL2JH7Dq/u3lhB69r6I7TYPto3sRl9KQFU6wm5YJ8lKtEJH5Ya1XDDGvt3ceXELobb2oaDRwQvtYqR6ogo8/MSn7amJCnmqnNxV6GOErutO+1bOpIWcn7TQQUCohwtglMZveNsuEjqessaY0JZHYC9RjH1NMEHHgdVzQeQT+Gpo1Va2L/jJ5DHU1BI/9sY24FoKokDbO58m4EW2H8SBIlCi1Al+rccnLbZbWhK0/BHjkkQpeyGtH+ltN6x+WMqRAiXsxrgar9vpuaaWQ72NRAgIvVLPbbcZilv2XUY3rDrAb2yvtzueLdOo3tZK4PkaP+lMLk9jCi+wxiXEUG/ryN+2PFbP2TGEsAaCSp9ut7kb1dtWn1q9rSMffxt92vLKTVcYlIaLcn7wFX4U7kqfSkF9z0+iFe1t5gi/4aECjdAeBnFWvY1UW+SANbrFvmbK32qQCaQ1rNZ9WwikEGhP4sfNiWuFSm/7ocZXlbdLoAOfhhYT9Wmlt73QGnzAyvGUvX9nkqFRegE6bJT9u3z3Um97iTdx4+UJYfVpYg0PYG1zXrVhnaBP/biFH9uNcbUuQch6Y9zQk40+tT4NrCEYINR27eNvY9BEKnRpdNbSGlt14OM3fFre5L7Q8SQ69pGebSODQUrKjfFOm6HtN2QXFXucQOGOO+6gKAp+9Vd/la985Su87W1v41d+5Vd49atfXX9nZWWFZz/72Rw5coTPfe5zvPnNb+b1r38973rXuy7Ye52Ny3Qz5OMlEWE7IGwHBJ3Q/n8nxGsk6CREhhFG6TrurO1JdOyhPI3AXqLZCDVRou1dPyOLOekFBI02QahphnYzZC2zEV4SErZDZiYo0pZW9h3i0FrJhMRXknbkEcYeYXN2i6VMegF+qGmGHl6pzIxU6MSWacZXW2TN+JoZ336nsiopIWiEHkHsETRntijtsD1H0J6jGWh8KYeblCCq5WxWplOeYsZXhO2hlUwIq8iDyCNsz29R2kFrBr81gx95xKUiM1Ihggi/GTMf6C1y5nzNTKAImuXCp9p0aUk79ggib4ucsD1L0JoijL1hG0kFQYSOQ8JOMHFymArthagq9EH7KAGRVjQjjyDyCdtzW34TNNp2Yxxo/NobEOK3IqLpkLkJnpG5YERO2Uab5WzuC2F7jrDZJCq9agAIhd+05Zn2Fd6muJ+FQNNIfHQclZMqKCmIfEWUhLY8mxbbYXuOIE7s5F1+JpRGRQFRK2Cu8hiNMOsrkoZP0PTLBaNdADdCTRjprXKkImzPESUhcewNPUPaQ0chQctnbsIYmvM1cTvEbwRl3Wm0lNarFmrC5oQNuFSEsU8YaCLfemyE76NDqxNayVZZnhBE0yFBM0KFIUZYz1Aj1PiRJmi0t/SF+n6ZyCPSqg7PVaGP3/Lp+GpLX/CEYMZX+K0IEUZQLsq0FARhJWd2opwwKXVC6cUVXkDQDJgJ9BY5sZLM+IpoKsRrRJiyLXwl7fhozmwpj/JjwvY8QeTRjr2hZ6g0+oSdrXouVpL5QBO2A3QSIYLIbvylJPYUYeITtGa2NFHYmSOMPdqRLZMRAuEFpT61+mcz86Ei6AR4SYT0Q0BaI1bg2bqbIMeL20SJvcgx0MpWnWfvfvNbPrOB2uK1aWnFbKCs3vZKzyeM6dPNm30vbhM0Z2gEHr6qwq3tBi/oBBPlVHo7bAcIP8BIVVrp7YXLQWtmi1e/0tth4uNLicIuTPFt/U/S21aOtHNREo7p02aoCdvzW3RPpbfDxK/niEpv63KunbSonwl0Oe/aupPCeggboSaIJ7dR2OoQVHpb2neTXtXnrJ7bzJxv5eg4BG31z2Z9utl4EbZnt+htI+1YDKdD5ny1xUgy52taiV1fVAZNKSCOPILYx29NT5Bj9faoPkUqZODV+nRSeZrNgLATgLbPGxoUNGFn6zw0Kif2FQgbjqaigKAVMDuh3hYCWx5bdxFGyHp+CANN1AgmlycJaMQeSaBLT5e0hotWQDPcWh5PCMJOQNC0Y7XSP9bgbPXPpL4QdRYIY8/q3fI3KvTRsU/YCZjbtF5oaatjw04DESYYqSiwxlMv0HbdM8lLKNW2RuKLjsLY9No7/bmAYXLPfe5zefe7382zn/1srrrqKv7xP/7H/Nt/+2/5gz/4g/o773//+xkMBvzGb/wG1157LT/wAz/AT/zET/DWt771gr3X2bgszwypKEI2B0TTESrQ9kZsJaynqBkh4yb4IUivjjutF1hRABg8KWgGmtlmyLdnFhBS1tneVBjRaAe0WwGtyLOKVCqEH+G3G8RzEbOnu0yNXHDW0IqFQBHPRgSdht2MlRNDO/IIE594epZssMHasb+zcspLSuNmQCvUhFqiykk1aDeIpiPaMxH7c1NnR0uUZDHUtGfsol+GkbXaCMF07BM3fHpTbYp0P1JpskEXL2oRTS2StEPasUeoJYKyTEFIPBczf6ZHvzCcLDOxtTzF/lJONG0XPUYIlLGKNG4G9DrTZIMN+kunyPob+EmLaHo/cTMiSnzasTeUEyb47QYzTb+UY+9EUEKwP9IkMxHRjN0w2fJArBVTsU/cDEjmDtJbPknW30AIRTx9gLgV0Gj4tMoymbI8QbtBPBuzL1zm9CCv5XQ8STIfE00l+K0E4dvJO/IV04nPyaZPb2qejdP3kA/6CCnxGx3iVkCrEdCOrCtfCBBRgt9qEM9GLJzucU8vrbMadjzFgUiPyUHIWs597YB+d4HC5Gyc/DZSe/hJh3jmAHHTpx15tbXZSEUw1SKaXWH/Up/CwH2DnAJDR1s5yXxsN0PlAkcCiaeImz696f0UmU1xa/LClmfG1t1Mw7dWP8BIDxk3acwn7F8dkBvD6TSnnxsWAm3lLMQE060xb0Ds2zEUTe/HFAWDtSXytEc0tVj2BZ/pRkCzXLwLpdFxRDDdZH+kKTAspfbQeaDKvjAX28kuamCE3eg2Ak0n8Vhr+kTT+xmsLVHkKVJ5BK3pWk5SemeEF6AbCcF0k2R+jf0bKUtZbuVIu3GIZ+14FmFCtRNohJp2I2CjHZD1D5F2VyiyFB3E+K1poql5ZhsBSaDrMDlrmIlIFmIOlIkhTg9yonKDshh7+K0Gwh/dpAgaDZ/1VkDaPQBAf+U0OogJWtNEU3PEzYDYUyghMAik5xNNx2NyVrOCQArmAs18KyCeiwnaiR1zAnwpaEUeSTsk6+0HKUnXVzEmJ5k7SNyZJm4GTMV+udAeblKimYj9od0Yr5Qpvg9GHjNNv5YjwgSBwC8NF3HiEU3vRwhZZ5vUQUzc6RCVfTvUEoRBeDakOZqO6MzFzK3bbG+5MTS0otMJiWdjgk6CCOxGMtSKduwRNQPiVpP19lwtx4saRJ1FwsRnKvGtPpW2PH4rJp6O6HS67M8M3fVKb9sLPTudEL9dyhESIQSdyCNKPOJOi3xwkO6Z46TdNStnaoG406Ide9a4VC4YRRARz8Z0TnU5mBuO9wXdvBjT29F0hPBDG9YLhFrasTo1Ze/h0Zqs18VLmrXebjRseYTALtD9EL8ZMZd4Y3q749kLPZuz8RZ9GmrJVBIQdmbIsh79pVOkvTWEkETT+0laMXHi1XMEQpT6NCGei9l/pzemt5takizERNMxXiNGBFEZaqqYigNONAKiqXl7j1apt/1Gh7gZ0G4Epd62/bSaH6LZmMUzPe7tZfRqva3YP0GfhmWfi0q9XeQp6ye/PdTb0we26G2kwm81SGZj5k/3SI3h290UTwo62spJ5mN0IynnPIkSOdOJz1LDpz+9D5OVKZxNPtTbpT71tCiNFwoZxcSzEYsrfdLC43Sa08sLFkPN/khb/dNpIMrNkJKChqeYbfrcPVPq7bUl8qxP1FkYk9OqjCHKR0YxfrvBgUhTmDLFfm7XOFV5gukmOkkAUc8P042A5cQjmTto5Qz6KD8gnlkgatoxlGiJkiD8oDQyxsSzMQtnevbajcIQa8m0p4hm7XvYsWrbtR1pq+c6IVnvIIP1FUyeWiNwo0Myd4i5VkAr0HXdiTAinG4Rza6xuGJDs072M3xpDUszUyF+u4FMmiDLjaSwxqWw1SHqLNA9fc/YmjFszxI0O7taX+45RV5ntdyWMkxuZWU8o28QBATB5DDY+8Py8jLT09P13z/96U/z1Kc+Fd8fRu085znP4Y1vfCNnzpxhampyJMKF5JLZDP38z/88H/zgB7n99tvxfZ+lpaXzfpZVnDnRbBuv0adIcxs7GwV2kIQxMkrIlYbMrnOShYSw00BGMcIUeErQ8jXzzYDmdIzSCwya1nLh+ZqkHTLfDMvJW4HUyCgmmGqSLHYYrKVcvdpnozwF2dCSZickXpzG77QQYYyRithTzDQDZqdCe69Lcaguh/Zjws40U+2Q2XLhYz35Cq/VJJqfork6qDOmjcppLDYIp9rghxghkBJmmj77pmPSQQ7Mo6MGedpDhw3iZkhzKqQTDicgq7AbJAtN0vWUQ0BjbUA/NzS0oD0V0Txg30MEdvKWwp63qsoDB+mGDfJ+Fy9pEbeaNDsR+zohnbgcKCN11zrUQshVGqt9NjK7eZifi62cuSl0afnXQtAIFLNl3Z1Z2IeXtGwqUClpzk7RnIrY147ohNq2kVDIuEk02yaZX+ZQ5wzt9QG93KCEoOVJmvsbRPMdZKON8EOULMvT8DneCW2q7rUr7U3zykMnLRod2xeaQemBAmTcJJxu0djXIu1mXJ3adK1aWC9kczYmnGlbOeUmpeEr5lsBpzph2UYH0DpEaI0fN+3mbiqiORrKqDTBVIPGYoO8n3Ho6Bqt8k6YlqdoLCa0DjQRjTZGDT02iadplnKkvIL+2jIUBV6jQ6MT2jK1wtq7gdLIuEFjX4OsnyOPrtIe2MluLtQ0FhOaiw2imRZGVpN3WaZmQHsmRunD9Nc6mCwj7EzTaIc0OyHzzYDEs6rKSA8RN4lm2kzvb+AdW7f3bRR28m4fbNHY1yCcbSPjBiiNEtAMNPPNkDPtAcnCEYLGlN0MlV7cUTlaijE5zX2r5IOcK++248iTgk6kaexrEc22kUkTo2zIZNvX7GuHrHZttr08vRqTZdZb02ySdEJmmz6xJ9HCWulVs000N0VjuUuRFgSnNpjybDhYJ9I0D9o+KeMmKM+GYGnFQitkfWNAnnXshjhuo4KIoNGi0YlotYIxOSKIiOamaK32ajlrmcGT0Ep8WgeaJAtNwpkOCI3Ahv21I4/mVIgpZlFBbNPcFgXJ7CzNTsTsVMh8O7SbOyERQYjXahLOtJmfiYiWeqykdhO32A6snMW27d9RXJZH0ol95lshx2dn0UFc35+k/JhmJ2KmHTJT6jlEjoiSoZ5bT7ny5EadtjdWgtb+BvF8h6DTrK3AoRbMNnwWOxGDXkZ38ao6ba+OGkTNmH3TMbMNn0agkKML7fk2rbUBZiQLQ6wF7WZAa7/Vp5UcKWCm4TPXDhl0M4xZQPkxWW8NHTaI2k0aUxFTiUfsl5shIRFhQjzfob1mFzON5T5rWVHr7VqfRonV2whiT1k5/RxYxIvbZN01dNIiacU0p0L2dSJiv/RGComIEsKpFs2DTQ5+e5WGzujmhtao3p6bQnfaGGE31LG2C+3mdAQcwCv1tpCS5uwsjXbIYieq5wiERkYNgqkWyWKbA1NnaJVzXqVPW6Uc1Z6yXkIBsSeZbfqcKPXPYN3qU6TEi1s0pyIWWiFtf+TMUJjUei7rZlyd2gywXimnPRMN9alvvV1JoFloWn2aDXKEPIhUXq23k1bMvnZEK/RsWKuwxqVwukWysEzaS5H3rhNIgScFLU+RLMQ09zXG9KkUgtlGwIl2QJbmCFnquaIgaLSJW4GdizoRdp9vMEojQqszs26GPLZOayDJDMwFiuZiQnNfg2jGyjFCoAUkgWa2EdCcihHiStLS6BO058b0dlJuhozSyKhJNNOis7+JPrbOUqm3PSmY3t+gdaBJPGfnPINdD0XlnHeqE9KYP8ggsRtx6QU0OhGdTshC0xp9PClsSHnSIui0aO5f56p7VjkzUKTGEEjBTKBpLDZG9Kl9v1bosa8dsdFNKfJZivRq8jxF6xCv0ann8HZojc7CGETUJJxu0lhsUGQ56vgGrdU+nhTE7ZDmvoRwto2ImphyI+lrSbsVsLEakM7uB6C7dByl7aYrnt1P1HzgNwkXhDJz8Y5fKXIGgwHt9rgn+XWvex2vf/3rH9DX+eY3v8k73vEO3vKWt9T/duzYMa688sqx7y0sLNSfuc3QDgwGA174whfyxCc+kV//9V+/X8+SjRY68IgXyxupy/hJFXioZhuZtKwiU57dDAlhNw9zHWTStkkUpKQTava3Q6amI3xfMyhvifZ8xaG5hAPTdqEdaIGRCtVoo6fnSPZ1Mbm9cyXrpiDtocxkLqaxfxbZnkGEDRCShq+YjTwOTyekuUEoidKHAdCeJmr6HJmJmUl8awWWAiMUsj1DY/86RZYjPYkqY9B15BFNhzQOTCFaU3bTJxUKwWzsc2g6Is1ylBYEsUee2YPyccNulKZij0CXGfikQjTaJPtmMblB+YrwTJe8n+MlPvFcRGP/NMniNMKPy5h9QcPTdXmUpwhiTTYoCCJbnsXpmANTtu5kOQFVdde5YgodKML7uuTlZXSdK9rEi1Mki9PI1tSYnPnEZ2064eRsj27kkWdthIT2TMyBmZgD01aRehI7ecdN9NQ0jYNdpq5cIVrqWTlS4Dc8mofniRdnUM0pjPLRQtAKFPOtkNWeTTGcpfPkaYFU9jD9obnGUI49doaIm/iz0zS6Nu122rX3ZKgyhj5ZSIgXp1GNNkbb0L9WOXmvTcfkhcHzFeuRh1TY2PZWyOGZmJY/jD1HBYSzMzR71kLmRZp42aYuDzshyWxE4+A8qtHBaB8QKAmtUHNoOiEvbH/uNwNMAX6kSVoBR2YTFjshXuUZ0j6y0aFxcK7sZ5poqYfJCqLpiGQ+pnFwnmhuupSD3VSEHgvtkM5sjPYU/YZPkUPU9Gm1Ag7PJOxvh7TK0AqjPVRrmmjuNJ0jbfzEJ1nqYQqD0JLOFW0aB+cI52aRZZkqw8W+TshGmrOxNmDQjSly20ZhbMu6UMpREowXoFrTxAvLZN0+Qgqb3a8wSE8StgOS/bP4s9OIaGhhbIceB6Yj+lnBXWVIYpGD0sJ6HMpFQmvEM6RaU8SLy+SDFCkFXuLRWB2gAhsS1djXwpuZtYsRqcu6gwNTVo4QAj/U9JsxypOEkUerE3LlbEKrClMRAqMD4sVpexeXFPgtn+ZaitI2JKqxr0WybxY9NW03t6JqI82B2YaVE2nSfowpoNEOmZ4KuWK2wWxUhclJhB8j2zMki6tMXd0hONmlvW77X2OxQWNfi8aBWXRnBpG0au/GdOhxYCri7vmYINIM+jZGX2nBzGzM4emE2cij4WmQopZT6bm5pR6dbgaFQUcerSMzVp92ZpFJk1wqYk/TDr1azw16GWm/UeptSdS0OnAq8og8hRQCGcWo9gzJvvVyY6vQR1dtPw810UxEY38H2Z5Bxg3ycjM0HfscmkkY5Aal7XmstF+eq0kC5mZCpiOfxLdJPoxUqKRJY/8spihQoSK6r0tnPcVLvFLONI39s1afSut1i7Xi0ExCbgyntKQXe2RZw56xKvX2oZmYQInSuzHUc50jU2hfES33STcyglYw1Nv7Z5GN6TpyoBEoZhOfmdkYpSX9hkc2KBBS0J6NWJyOOTgV1XMESiPihtWnB7pMXbVEtNSv5zy/4dE4OGv1XHMKowNrxPIVs42Aw6Wey9Np8swgpD0fe2gu4dBMuQAu9ZxMmoQzUzQ2etiLjFOyQY7S9vB/YyEekWM3Qw1PMVfKKQpjzw+FHkIIvECRtAIOTIVMVwttAOnVehvACz38E+tIzyaHSeZjkv2zpZyhPl1oh2wMcu6EWs8ZA0Fo9fYVswn7OlGdqMkoD9XokOy3IbCVnsvTgmgmpDGf0Dg4R7wwU+tTrewcsdgJ6cw18ANNvx2SpwVhw6/1djW32k2Xh2y0ieammbp6Cq/hk6z2yfs5QkumruxYvb0wi2xNkwmBlqWcdsh6P2dtuV/rbalgejbm8HTMfCukFdgkUEb5qEabaH6KvNdn+sgGjdUBeVagfXs8oHGg1KdJG6Q1+nRCzYHpiLQo+LaSwAGKvEB50h5D6ITsb4d0Ql3WnUE22oSz0zT7KVLZdomW+khPEHZC4rkWamoO2WiRlyF+oZbsa0es92zadqkDvKiBVB5eo1N6VyefdbrYMMacNfOdKQy+73Py5Mmxf9/JK/TKV76SN77xjTs+92tf+xqPfOQj678fPXqU5z73ubzwhS/kpS996S7efu+4ZDZDb3jDGwB4z3vec7+fJZIWigTfFPiDfplTsbDx+EnbemW0X1uwtRC0jiwSLswhm9MUlIon1Cw0Ah6x2OTU2oD10uKeBJqHLzSYjwNmYx9fC1AeJmigpheJigLl6fLCwD5CSetCnm7iLe5HTc1T+BFGKAItmGsE5NhsPrGvOOaXGxtPM9v0OTQdMxv7JF4ZJickamoeL89oSYkOfbxyMamjgGCqSTw/herMYzwb1qElzMYeWRFZd3vocXp9QD/NiQPFbCO0E0PkWWucsFYlESREBw/YLGxJSLS0RjHIbKKIqSbx4gzebFkeBFoIIl9wZCZGSsGx0OP0mk9/kNOIPWYbAQemIhaaAbOxZxdyI3XXvuoAOo6IZ9fIugOEFDQOzhMvTqNnF1BT8+RCobFyqro7tdbn9LpPPy1QEq6YbXBgKmS+ETAdeXhKYISHiNvo2X1EwNSZVXpleaSn0HFI64pF1MwisjOL8UKUEjR9zWLDKpHQU/a+h9QuEpqRZ/tCKSeoMmElHfTsAWLs4V+MIetndvJuhIQzbby5fcj2DMYLbb/yFHNJmXHJUxyLexyPPJSEduQx3wo5MBUxHXvD7IdKo+b2k1Ae1G8tMVhZtxv6Zkw00yZemEG2ZyhUtUmRtEPNwxYahJ7kROJxet1aqtux9bAcmI5YbAR1LD3KRzY7NA7tswdym0ukqxsUaU4w3azlqLn9sEnOYsPnkftaHE96LG+kpLlhtumzrx2xvx2y0AjoVHHmOkQ2O6jZA7SvPo3fXiZd3cAUBukp2lftJ1qct23U7FAo31o4Y49BESKlYHkjZbVr716RStKObVkXGz7tUONJacvTnkGlfVrluBFK2gsbtcJvJSQH96GmF5GNDrn2kFRybHhO7Cv+VgnS3BB4kunEZ19ZnmZ54BchkO0ZvEGflrIHr8PpZXpLG+hA27Da+Q56ZhHitvVACZu040DblifyFCeSHmsbKZ4nmUps3R2Yikg8ZTesQmC8EG/hwFDO1CrZRg+EIOxYY0+4uIieXrBjW0CgBdORxzWLDRqB5tRaj7VeRl7Avo7tbwdatkxaCIwRFF6AbM/ipwM6Vy0TTa2Srtt7QuL5DvHiDP7CAmpmEYIEKWzY33SsGRQRVy22ONXo24VJYQh8xSMXm+zvRMw1AiLfhv0VfoRsz+LlGW2tKAYD0rVerefaV+7DX9yPml6kKDcPgRLMRh6FifCUZJAb1srLYa2eCzg8FTOf+IRaoCUYP0ZNzRPmGcrT9lxpmc1Qh571FCxOI6fmKfzEGqOENS5lhcFTgqOh5tSqR3+QE/jWY31gKmI+8QhUaVxSHsaLCBb32cPmcUg8u0a61hvq7cUZvPlFiiC2Hhtj9dyhqYjQk9wb+Zxa69NPcyLfegkOz0QsNkKCMpuckQoR2QVh66r9+M2Y3tIaWS/FTwLCmXbZRvtR03PkUqLNUP88cl+LY7HP6bU+/dIgdWgu4fB0zIF2yGzsWwOgUIiwiZ5eIASmltYZLK8N57zIp3XlPvTcQdTUHIUXWyOWr5mPfZi1eg6gN8gRwp4xfPhCg/3NkNnEt/pHgGy0UTOLNADle/aumdKIFTStV8hbPGzlaBul0Ao1cw2/bHvNsUaPY3G3ljPbCNjfCpmOvRHjkkZNL1q97Wv89gph50w9h0ezbZJ9c1af6qD02AjmE7+cH+SYnqv06eGZmMWGT6Bsohikh2x2aB5esBkTm2dIVzfIBznhdEI4Y42Qav4g6BCMPXfTCe1c9Mh9TU4kHstde1Fxq9Q9h2di9jUDpqpMj8pHtqZRgx6dhy8RTi3TW1rDZDlCSVpX7CPeN4eaP4hsToMp10OBZi7xYR7W+inLGymDrEArwSMWmxzs2PmhHWg7t2of2ZzCm+/SlIJ0vUd/tUtRbob8VkTj0D707AFEY4qi3OBNhz6Dph1DzUDzt1rWcqYSn4VWyIF2aPV2mZihKk8iJF4SEUwt0z+zYpNsNKznVc/upwgaGOUjC7sZOjQTkReGu5UgCD3WY99upkoD4P6G4PbdLDD3GFNepLvjd9IyOqS1TWKKCfzUT/0UL37xi3f8zlVXXVX//z333MMznvEMnvSkJ21JjLC4uMjx48fH/q36++Li4q7f6YFEmL26+OM8ec973sNP/uRPnleY3MrKCu12m4/9j98jiUMoMrsRMgZR5JiVU8ggxAQNTNAgj9oc3yi4byPlOnEME8QYHWCCBoXQ5BgE8Dene6z0c3pZUZ9VuWbWZiWRwk50vrQyMMamal06Sv7tb2DSgd2ExU27kG/vAyFtykelSY3Nt68knFjPuHd1wIkNa2WNPcV05HGoFaClTYLgKVCAyFOM0ugzd2OWTpCdsjGwMoyR7VmYOYTxArvhU5pC2juVpIATGxn3bWSs9DIyY2zYQuwzE2u0sAsELQTSDC8E1WfuJj99L8XaMibPkFETNT2HmTqIEQLjxRilMcj6ZvcT6xknN1KWeilpXpB4mvmGz0LigQCFINICQYHIbVuplWOYM8co1pYpBj2EkOj9V1g5ZQrPwotqOcZYT8xXTnZZ6Wfkud2kHG5FzDWsZVWWZfLJIc8QGHvG4s6/Jl9bwqQDm1EqbsJVN9jOJDVGKDLl2UspDXXdffP0BmlelBs/xWPnk7ov1HWX9Wo5euko6V131HJEmKBmFymmDoJUY30hL4ZyTm2knNkoN4S+Yj4JmI2sRV+r8h6OIkNkfbtBXvo2+enjFBurUBS2z80skncOlH1OUyiP3Biy3OYOObmRcWK9z2pvuNGfT3zm4yq8YCinqrtaTtkXVHPKymnvA8DoECM1OfZCz9zAqW7GybUBa2lOnhe0Q4/5hs9spDFQjiEQRYYoMigy1JlSzvoqxhQ2jfjhR5B3DtpL/oQCpUmFIsvL+/wwfOnEOmsDe7GmLsNlqjYS2LrzKjnlxSpq6Sjp3X+DyTN70DtuwlU3jckppKafDS+IPdXNuHOpS54XeFrSCjQzkcdMZL1PWti+LdOudR+ZArl0D/mpYxTdVdvnGm3U9D7yzn4rR0oKocmMvZS4AI6vpZzaGLDaz9BC0CyNNHNlX1ByqBNE1qvLk58+TtFdt/qo0UFM2b4gTI5RXi0nK+wFjyfXMk51B2yk9l6zmcRnLvaYSzRFYb1IggKRDRBFCkWOPH03+emTFN3SkzI1b+VMHbRlFpJC+aSFlZNjOL6WcmJtwEZm28hTkodPx8wnuh7PnjCIPKvliCLH3PkFW56iQHg+6vAjbd/Os3IcKQaFqOUUBXzt1Dq9zF7AGGhFK9RcOxuRGYMQ5T10aRfy1OrvIof77iY7fpeVE4So5hRieh95a5/ddJZ9u5/Zu1PywnBsfcCpjZRumuMpaT2iie0LUlpdJ005hrIeosgRS/eQnz6J6a0jghBZtlHWOWDLOzKG+rmVc2Ij5XQ3pZcV+GX0wmziMR8pcsp+UPXtPEWkXTh5F/nyKUy/Z8vTni3lHEQUGUZqMiDLbXn6meHY2oDTPVsegH3NkLnYYz7RdUi2Z3JEnkKR2ba67y7ypfswvXU71oIQefhRZJ2DyDwFIeqxmpf9Li8MXy3bSGHPEz18NmIulOTl5ecCg0w3bHnyDPIB+Tf/2s6tI3NedsVNto6hHqujco6tDbhnzXp8Yq3ohJpHzwbYa9ZH6i7tluUq4PS3yU9825738iNUZwbTnqdozGGErOehXm7Ic3vZ+r2rA5Z6di6KfCtnNvaYC6AQup7vRN5HDHqIrIc59W3yldOYdGDLMzUPU4sMmosomw9tbKz2sqKWM8gLYq2Yjks5viGTGsXIGMpTO0+c+jbF6mlMv2eTHswfxHQWGTTmx+Sk+bBv37XSr+Uo4EA7ZDrSdXkQINMeIh/YessHmG9/nXzljD3boj1bpquvp5fM44nqzkRJLzf2ctnyv9841WVQFEgh6nXJVVFK7pdzbDXfVeMVEKe/TX7fMbvOihrI9gwbsw9HS1Ff9pwWho2sYJAZjq8NuHNpg6Nnenhl1uCFZsC0yvmJH3w+y8vL57SJeDB5+ctfTnzXF3nt9z5jx+99/Z5TPPNN72d1dfWCvMfRo0d5xjOewU033cRv/dZvodR4Uop3vvOdvOY1r+H48eN4nl1LvPrVr+YP/uAPuOOOOy7IO52NS8YzdD70+336/eGtwdVhsZn/83t4az02Tm0glE1V2r5ykbvn5hFXPsZ6hVSVWcteOvaY/lHM+gA1NY9+5FOsstMBt//ln9IO24RaMcjtIPWVpKEKph5+PYPc4CvBwaaHVwxASD7yV7czG0+h5g5YZSAlwg8pwg43PfoRiHxA4ScU8RSneoZAS771qQ/RiBaYN8ND66GWNH3F/MMeQz/PaQce7UDSCRWeybinC8e/uIY0Bl3edyB8H6IWj3vS09B3fhYRt8jjKYpkhlQFhMvf5k+/cRyMnRAyUxBqRewJnn7z47hrHSItaIeKIF1H9Nc45c9x12dWUdizMCbLkFFMEbV57JOfSXDqbzDKp0hm6HsJ3bRgqneCj3/tKAYbIz7IDbFWNALJ0265iTtXUga5YT7RtAOF6q9hpOavb/sU0hhUlCAHdiNpGjNk8RTfcSBB5CnZ9GEGfpONtEBJwTf/6mPMxS0avmKQFUgJrVDSUgULj7yBtDBEWrKgB8jeCkZq/vQrdzLdmbdewiwrFWnCum7wnQ+btwrdT1iJ5umm1lJ152f/nIbXZLHhkxU2EUHsKxoyZ+FRN9Zy2oEiXj+O0T5/+sVv0Yk7qNn9dtEmZF13j3+47R8mSCiSGU4ToYSgPTjNx750Z9kHbErVyFM0PMlTbngURwdeLUf3lhDZgDP+DH/3fz+GmrZtBCDCmCLs8PCbnkx77ShF2CQLOyz3c7pZwUHd5SOf/zoQ0PAVRWHL0/IVT7nhUdwzsB6odqgIBquI/jpL0QLf+quPoqZtHD9FgUyaFFGbR9z8FFprR+1CO5lhvVB1G/315z+PaPg00pzCGBq+puFJ4myVK256CnkBszpFrt+HTDcwyudzX9pASYVI1m3dKU0RTbFKwNOvPWwv+gubHMtDulmBJwXHv/o5FhsBG4OcrNwMNQJNUmyw77FPrNtoTqwjeqsgFZ+44yiNaMouDLLM3i8VxiwT8rRHH0DkKUWQkMfTHFtLUVJw9Eu30fc9Fhs+hTFoKYm0pBUorr/hBnIDiSfRvSX0mW9jlEd37hF85c8/iJ4TFBtNhOcjwgZF3OHG666FPMOETdaNx3I/JyvgcAJ/8ld/jSSg4ds04omvaXqS73zMlRyjRaQlTW1Q6/ch0i7r7cPc8cn/beuuu46Q0sqJWlxx3eOZKZYxOqSnorovXJEI/s9f/TVaBWyUVsWmr2kEiidevchGcz+BBLl+H6p7BtFfxyifz/bXUFIhe2272WtOU8QdDl17E/OqB6ZgSSQs9wu6WYGvBN0v3Y4koJflFJTJInxF2D3NVbc8k6wwTKuyL/RWQSn+6q5V/OkFRL9nNym+TxG1OT0QPOvm6xFFRuEn3LNR0E0NSsLpb36JxYaVA+BLReQJ9Mo93PD051EYg5f38U58A9NdRfhN/u+JHDVYR5cHkIVn9WkRtbnxxhugyMm9mDO9nHtWBwRasvx3X6ab26yGvbKMsadoBIrrrr+BrDBEniRI15Hr9yHSHoOFa/jin/4xWmmKfg/hB+DHFHGHxWsex4EgJ1UBq4OC5X5OXsCRtsdH/vIz+ErSy3JbHl/Q9BW3HG6Rzj4M2V9Frp1ErJ2mWF3HPOIp3P6JD6M93xpjghDCJkXcYe7h13GoIUmRLPdylvsFq4OMJ8xGfPRTt+FrWx6AmUiXctr0pq8iKwxJ9xRy4wyivwY6sH1Be5hBv5yLAop4ihPrGc99yi0IY7h3PWO5n7Pcy+h4itU7v8piI2BQygm1oukp9Om/56Z/8D32HGp/FXX0KxTrA4Qf8tmlYKhPsZsuohbH1lO++ym3IE1OrxDctZKyNsgIlGL1zq8wNXJ3Waht3ekzd3PjP/jHFEKh0g3U+n1w4u+Q0TT/91iKam7U9/vVhtSow6NveDxSwHpq2+fOMz2anuKamZA//6vPEmpJltustIkvafmKW/YHpHMPQ3aXkOunMafvxWQGrnoit3/qT21Sp7SPiJKyz3WYvuqxXNnx6WYFZ3p52U4pN84n/NmnP0Ooh3PrUI5HOm/XGXL9PuT6aYr1VfKrn8YXPvF/UGFUt5FpzlBEU0xf9VgWG7ouz/G1ARv9jGagmf7WV/GVqOe8dqBp+Qp937d43NO/G0yBPvE3ZCdPUSzfh/BDvjA1b+eHPLOJNqKEPGxzdDXlHz/tFjyTkQrN0bWUtb49o33qm19msRGQmaK+Oy7SAnH0Dp7wXd+DkRo5WId7v0kx6KHaM9x2WiKbXZS02WKFDijCBkdXU66/4UZW+hlHl7p87dgqn/m708w0fG4IekzHPpFWiPL+s07o0WT8npyLFVOYs17CfCEvkD169ChPf/rTOXLkCG95y1vGQvEqr88P/uAP8oY3vIGXvOQl/PRP/zRf/vKX+c//+T/ztre97YK919nY083Q+cQgngu/+Iu/WIfXjRJOt/DjEC+xoS9Bp0n76gPc2ziA8UMbxlPG5kdacqDpo1jEDHrIZsceWJSaXHpkjVmiXo6WhqgoD8dLWMkl7dKKqap0xsYg8j4zgYFUYKLW8DZwpW2WLVPYcwFKl2kfM7pZQa+xCLmpw1bK5ENoae8WUFJZb4C0i2Mx6LIvTjguBMaPEFVaSqnsocmNMzYjkdRUF7wNcoPsHEJwosykZDDG3ruihWAlVyiZD+8zKpmWfe4SkiKIrWfDGFse6aG7p23Rpb3DBuzmstdcBHGUUNt3LwpbFi0ES4OCwpRWWVHemG4Ka9UWElPJCfPSEuuheitAglGelVW+2yA39ONpgl6OlorCs6mGtRCs53JMToXIU1oMxsqDEBTKI8w3rEex9KQwIqfnt1G5oR1aS7m1ygvWC2U9R1g59f192YCWtM8SzWkY7QvSK0M31bDuDGSFoRvNIOWdZd0NM7NJIVgTIYJ8mNhASMhTOnSt1yxoIMowtULZC12bxYYtS7VhLn+7qhplqluBJ4dpt6WANRGSm5ywiqUvf9uiZ+X4iZVjjA15kJpGvmbrrrxcUZapXfPCoORQTlFma1RS0FPN2htW918hyzZQFH5s09CXbWSkosGg9DqIMpuTtSAXBtaNR+zlBErU3jwlBesyJjfWM1odZkdIKHIS0yuzqHSGfUH7NOjZDVf1Xaz3zxjYEAFSGNqBLY/EHrKWAgaFGfa3kX7k987YDJZhE+FFtRwjFSIb1OOneudBUbCc2Zj8xJcEWpReQZuqecPvwKAYyimzj0XpqpUTNOoU/kWpb6ZVihgMMDq0csqxsZJbOZEHXnXvVZliv9/azyAzNjmI0hipEdXYUB6ETXvGBSg8Gzo05+fQ69mwI1V6TMtGrsoTeWUbSVvmXjTNoEpeIITtC1Umrf6KrTc/Lr3vCoRk2isQgw17fsXY8EWt7DNWM+v1DsrwGiVsG2XJfmvllmV4ofLtoXupkN3TGO0jWmU6cyltGKuQ1ssibXihJ21IlESwkdr+nPh2QywldRhrvyxPYUodqXxEPkBtnB72Bd8m00HZcbM/lpDZTbcS1Bbu1YHd8IuyTFV5ANLZh1EgkMKGgAovQEYJRXfZlifpIIrCtl8ZonSoqe1GI2ihpECXl42vlXISX5KUZ1GDMjHMYOZquqmNkDDat88qbJSE0XbjKAK7+awyIy7ECplavaFkaUz0rfe0lxVjcpQUGCCbPsJAaDu2pUZETUSeWwPCYBnRmKr1qS1TyGLDQ6UbpRwbylcYG9LYzWwoVrUhUmVShHT6CL1CoKRBSWXP8iQta7Tql32habNkFVLZkDUgJKOQ1ljkS0EzUHhS0s0MvhZIqcBYOb60/TxduMZ6k7SP8QJE0oJ+F9IuRoeIhmfLVJYHU3Blx0cVKVrac6KRJymMtoaFbeQM9l1LisSn9NL7CRIwvRVbHiER5Z06xovAFBxpe1YfZ7YvN8o03IGy6erbga71aaVbs5kj5EEDmfWtjPIuJ6F96G4gdQAU9u40pREm50g7xB+UXmQ/IVQSYzOUkxaGRiAxRtaXDXtaUBx6LEU8ZaNh8hQZJbbcUiE3zlgdFHdshEoZijqvPCItGOSSQEmmGz77OhHzzYBGtkzsGYrQhulrIQi1wgwukc1QXthzoTtQpBfu0tWPfOQjfPOb3+Sb3/wmBw8eHH+3cky2220+/OEPc+utt3LTTTcxOzvLa1/7Wl72spddsPc6G3u6GTrXGMRz5VWvehWveMUr6r+vrKxw6NAhmkcWSKQk6w69Rv2lVZqf+CCz111tzwLMHUDPHMa0FxFZj+Pv/TTTN16HbHQoojZr+Nx5qsev3RnSCDRr/YzVXkp3kNPtZdz7d/fxsn9ykpv2t1ls+miBHZh3fYmp9/wGrSv2oXxNXsZ2FmlGut6jkN+Fvvpx5GGTrDDcszrgU3ed4e2//i1mDswSlLG+pozFydKcH/JPcdP+NokX4CuBSjcobvtffO4/vIf2kRbKV2S9jHyQkw8KBusDPvb3Kzzzd96AnEvsxk4FfP7bq/z8B7/GkfkGka/IC0N3kJEXhtVexs/+1af5bz/yeGIPtAAx2ECtHOMvnvP9TF3VQVeH3Mt3G6yl/MXfL/MdP/NP8J7yfaA8umnBfRs53/W2P6MzZw/N272OIc8K0n7G0v/4CP/qB67jxn1t9jU0Iu2iVo+Tff2zTP3e/0JHPiYvMHlBkRcMVnuc+dYSg1e9EP+RN8OMYpAbTvdyvnh8jTd/dJ0DB1rk5XvlhaHby1i5b5WfaCxxwz5rPRdZD7V2isEdnyH72d9i7trxuxpMXnDyq6dIX/MDBI9+AsaLGOSGM/2czxxd5q1/dIaphaQsU+nqLwruu3eFHw9Pc/P+NkGZ/UitnaL/1f9L//W/xdRVHbxQU+Q2XKfIDenagP6LnkVw7RMQ5WJruZfz5eNrvPmPvsr0bEzke2Nl2uhlLP/ZJ3n3j37HMI1uNiD77J/w2Z//bSunPHMky8VL1hvw2Z97M7e85+3kXkBRhl+d6eb8w5/9OJ25ZMtFmGk/Z/l/fZSf/IHH8d0PLzfZ+QC5cYbbvu//R/tICx15tXUqH+Sk6yl/8a2f5Tte90/xnvz/gClIC8XqwLbR+76hiH2/TioAsNrLOHVqg3/bWeYxCw2mY2FDvVZO0v/Kbejf/Ah+w0NIgVQSoQT5IOfMt5bIf+af4z3qFowXkhU+93VTPnvPMu/47yeZPbA1xOHU0dP8+A+e4pYDHRYaHogMuXGG9Oufxbzp/bSPtNGhT1GWyRQFJ750gqzsC7nyEMawNij40olV3v6JLtOzMZ3Y1ndVro1BzovmVnn0XIInQQuJWT5B/6u38an/8IdMXdnBa/goT6J8hVCSrJuS//Dz8R75BHJt72nKC8NH/vY+3vHbX6A1G+MHGiFEtScjS1OW/udH+f/+7VOZiz1Mec4w/fxH+es3/y6tg0105NUX4AKk631u+39/nsf/zD9HfsfzUZ7dwGykBf/slz9NeyamEdpFkS43qxuDnNf+5ad41Quu5WlH2kTSGnSK1dP0v3ob4r0fJ2gFSCVQnkL6imKQ89nX/SI3/b8/jPeoW1AzLQyw1Ev5/L0rvO8ve2hf1eWRUpClA5ZOrPNT4X08/kCbmepy5d4q/Ts+R/Hm32Xmmtm6XwslyXoDTv/NaYrXvAjvETeRd/YjREw3LfjCsVXe8fF19h1o4Wt70bCvJUpK/vboMq+esW00FwdoIF++j+6XP8vpN/wR7SNt4tkI5SuUp+p+V7zoe/Ee9QRM+wBahix1Mz5/7zK//IFTtMoEIUrJkTJlvCSx5ZkTmsC3iVIGX/gEt7/19+gcaeMlIUJJ671TirzX54tvfCM3/rd3QGsfWtqMjp+66wz/9Y++Sns2Jo48/PJOIF8rBlnOf/jM/+V9P3Izc3EDMbDGj3x1iY8973tpHWwRtHyUr+wFqOV8cdsr38AT3vBi1JP+CYEKUUKw3Ev5Z2/5RFkeidI2jbjvS/r9jDMf+jg//f3XceP+Fo04tEbF7gqDb/w1ye9/FC8JUL5GKIn0PEyes3LXfYhXvAR51Q2E8X66EtYGGbcfW+HX/vcysweaKCXR2l4vAHD8xDqvmV7hsfMJc3EDpXxMb4PuFz7F0s/9T2avmUH5sm4j6StOfOkE5mdfgveoJ0DnEEooVvs5Xzi+wq98cIn2bEwYe2gty74g+Pbdy7yqucTjFpvMxT6RH1OsrzD4xu303/I/bF+YSZC+RoUBUkryNEP4S+grrydp72eQWw/aZ44v82t/+FWa0xFBpIkjz14zUUYsvPbTn+V3Xvp4ZsM2IhsgvXVWP/EhPv0LH6R1sIXX8GzCobKt8kHObf/2tXzn//hvhO0DZJ5PP7Mhct/zpk/Q6IR4ge1zcWgTtnQHOSf+zyf4f3/gcTzrqimiIMFkPVi7j9u+94dpH2kRTiWoMECHPn7LJpo5+v5f4upbf5TGw55CVhh6WnJifcCn7jzNH/7ZOmHi24tlA81sy+q8e04OeN3CKo+ajVkIEpvE5MwJVv/6M6y968/LC7it7pa+JF1P+fu/PcN1b/1+4pufjpg5Qhwt0MsL/ua+Lr98h+QxB6bwy/bxlb036xN3nOS1VxRcNRXTiCTKD8mX76N3+6dYedMHmX/sPHPXXUE00yaYnUZNzQEnILgWKTSrsc9KP+PESo+//PRdfOsTf7RlfrDz/yWyGdpVAoUL5xl68YtffNZ1PcB1113HJz/5yQv2HufKnm6G5ubmmJvbejnYA8V2OdP19AK+J/D6pWW3yCnSjP3feR1ep4Nqz6CaHYQXkHsRpjlPsm8GESZlym2PPDeEWvL86/ZxdNUeKu4OcrqDnKwwfMfDZ5lLAmTtFSpACFR7hit/4PkUvQ1Md91asCukQk3Nl8kbdL3QnYl9/p/nX89yNyUvivrflRT42h5qDcp8/kqAKApEs8N1L3sm/aVV8t6AdL1XL06Fklz9D2NroRHCnkMw1or90qddxeogJy3lVOEJSgqS0lonq/KYAoTkhpc/k8HKOnmajcmQSnLVP0ys8ikt09UQ/KHvfgSn1wb0s4JBPl6mTuQxF9ssYLIsjxES2Z5h8ZZHUwwy8jQdk3Xk2QmyNWPvXBCSwlY37UDzomc/nJMrfZuZqJRT3WsyE/u1J4RKTnOK61/+XfTuW7abrqKoF40Hnno9sjUz9ByUTIUe/+y7H8HyRsrGYDyt5fx1+5iNvbruZOWxaM9w463fxWB1fax9AJSvbVy49odeBwRTkceLnvUw1voZg6yo26equ3ZsD/KDTdEqTIFqz3D9y7+Lwco6prCbyGqBpXyPQ88Kt5QH4J889xEsbaQM8nEZSghmGv7wEG6FkFz3MtsXijQbsz4JKbnyHyao9vDivMrzMBt7PPWaubH2UeXiNPE1U1FVJmO9G9JmSzz4lEfWmxOwGzwdhxx5ToJsz4yVx5M2vvx7n/sITqz2azmVrPnHLjIdloYGgz08VMq57qXfRbq6Qdbrj7XR/idfN+wL5XhQEmZjf6yN6noryzRVWhwBWx7PR03Nc8PLnz7WD5SvbRuFNjmFzVpSlN4rwXTo8b3PfQRL3XRLP4g8Reemqjz27BxSoqbmuO5lzyJd2dgyhoSUtu6aUzbUTAzb6J8/62Fl4oRhvVWLktZ1+2gH2sop+5FQCtWe4dDTHjUmQ4c+0tMcfk7TthHWOyjKNpoOPW589PyWvtAINJ2bvFIO1spbelKqMvXuWx7rjjoMOPTM2NYd2PYRth1mYp8ffvbDWd5It7TPM66Zq/t2YQwohdA+3swsN/3Y0xmsbtR9uipT3UZFgTA2FNdTgrmyz422US1Lybo8eTEsk5qaq/vcaH+TvkZ6mv1Ps5tUYQqUsh7hmdjnB5/98LqNqosxfS2JPMWzH23DU/LCoJSNBpB+yI3/6qnjfS70Ub5Ghb7Vqc2OPZ/nWU9JqCX/5DkPZ2kjHesLcSmrfaM31AulV1v6IbIzz74nPrrWpVLZjb5OQvY9rYlsdMrxY/VLoCVzsc/3fdfDWNpI6w14pbdbj91XeiPKayOUQoQxenqOG1/+NPpLa7XOlr5Gedrq7qqNigwlFKGWzCcB//Q5tu6yskxB2befde0C7dAr28hYz10QoabmeNzL/gHperfuC8r3kJ6tO9Xs2HOMRYaWVk5Vnur8ZSUj8hWRr2g+ZpECKIRCln07mJ/jxn/1VAYrG7XeHm2jw89KynM/GVrbs8OhlnzfM6/eUp6qTzQet4926JGV5THKR/oh173smeRl1lG7WdWoxN77M33LLchGByXsGkNJQaAkC62QGx+7WPdrX0nmWwGNUNN5zCIN3xoGjQ5AB4goIZqb5opnPqyWVclTYcDV/zBGt9o2ZDPr4StBqCT7GgEvefIVNqy61J1aSZSAxzz1KpqBjb6wkS+2PP7CPm7+ie+y5Z9uI5sdZHPK9rXFq8l0gEhzwnKM+FqStAKmr3oc6yfvpr96mksSs5swuUsqVcCDwiVzZuiuu+7i9OnT3HXXXeR5zu233w7Awx72MBqNxs4/3oSamkMF2h4SLHKbxrT8TDY7yNBOAnYAW2URHrnablR860lRRhB5giunbPa1XlLQzwo7eWLvT5mKvDI7lQ3fMX5M0ZjFu9LD9Dco1lfsArzIEVIh/BAxe4DCT0B5FAUkvuJAKyS4aprlXkYvy8cW9LGnONwOaZW3ZCspIMdmnwK81SVMbx3TXR/KCUK7sWt2KEqvg5I2RODR841Sjr27pTDG3s5cuvqj0ooKxi5G/Ij4UdcRrq9gBr360KrwbGiJTFr28LyymxQlbKjf4/a1WO5nbKQ5aT6UE+oynXjs0/SttdtIjfFi1Mx+okc8BtPvWlmldUOGsc0Q2J7BBEl9n5EvBfuagY03TgKyvCA3VplHnrKX5sb2fI2NwrDl0QuHQHt4sycwI5eXCe0hp+Zttr8gwZR32ERacrAVEmrJcj9jrZ/VcqQUNrFB7BF5cnhJaSkn1B7+6hJmYwWTlwc+le0LeuEQhPYOG4Qg0IKFJMCTVk6/vAQUGKu7yBNj9wzphUMIP8Sv2ihL7UJBV23UxARJHRpahcDcdKjD2iBnozzHU8mJPUXDVyw0/JGsdT7GjwivuR5/9Uwtp8q3WveFqTkbnidkeSDalukxC03SwpCWStxTNnyhGSg6oVeHMiEVhE30wiHajxkMZZSfybiJLBM2FH4EUtvMgp7kQDPEOyw4sT4Y2+D5SjKf+DYjo6/sPUPKx/gxev4Q0g/RVRuVfU5oz2abq/rCSFjtQpkVam1g+3dVb56yFz3OJR6BsmOOAoha6IXDNP3QJrfIBpg8r/uB7QuH64xoYEOjDrUjAi1ZG+TleC3rTsq6jaqLQwtjbF0sHEb4odULVRuV5Rlto6wMD9XS6rnHLtgzeP0sp4pUC/WwjaYjry6P0SEimULvu5JOUdTlAZCRvWi10guFH9cpvBNfcagd8R1XTo+VRwmbYawd2uQdgbahiGgfEyR1mfSZk5CNLLDiFjJp1tk5ERKvHq/2DqYz3bQujydtGy0kPq1Q2QxiZZicbE2j911BK0xsP+jbsK7qolQZxui5AxR+bA0d0mbcOtAKt7RRFb4WaMW+ZmBD2iR1mfTCYWSY4G2sWl030udEECLjlg1vqvScEhxshcSesvq01NtVeWJP0Q50XR6kxnghsj1D+/rr6/KYIkdof2x+0DOLZMIuOn1l54CbDnVY69tLTYt6sa2IPRvettDw8ZU1+BhlQ/304mEaRb51vDY7qGYHGjb7WiWnFWgOtSMagS7byNT11grtpnhmJGtm4cWo5jTevitohTH58n11ch/hebZe5w7Ufa4a981AlX1B1ePVhjLb8PP5xGcu8cu6AxB2vO6/kihp1fMeZViW8EN7RqkxY9cP2HmgHXgcakMj0PWcZ/Wc3VTEnqId2jayA9zqU73vStphYtcKWTqxjapso0rYMdkKFTce7LA2yMbm1kpWO9TMxr41LykPowOKuEP4qBsxvY16DkcqZNK0YzZqUsRTVo60G5TpyKMwBnXVdD0PVe1jkztppiKNVgKDpvAjawzbfyXzN6dk5Sa8yHOkUnitGNXsoGYW7YW1UJ6vk8zGmshrsD7I6wQdqixT4tm+5ysBxl6LIDtzaKlI2jOYNLXjJkzKua5BlszQL6cArzzDd2QmYZAVeMG1rC1dzerpFfJ+t76zRwg4+qX3c7FjiuKsYXAXMkzuUuWS2Qy99rWv5b3vfW/99xtusFm9/vRP/5SnP/3pe/RWDofD4XA4HA7H3mND7fcuTO5S5ZLZDL3nPe95QO4YAlCdWVToDy0g5R1DQil7g7jyMdqj8OLa4qv3XwlxhyK0mbiUsIcHWwEcbofW6ldaYcAeNA09SagkvrSHxKUXUUQFRgeIqI9MRg55CoFRmjxsWw+SsgfoK0tzu7Qo9UrvkyzDPQJlLc2RltYVXnpSimQarQNMe8Za/Qa9oWdIe4gooQib9nJZIRFFTsOX1kLrKdLChh/UqWzLMIVIW2uMMLnN3uXF6P1XYfqlRanypGgPEUQIP7JWWS/ECIEShlAJDrZDZtOitpZWhy+ttVkReTZTDGBd335EbqbQBx4GWX/Mwij8EONFNlV4mWLTWrRtmISvAtqBV1uaq/bR5aH9SJdWJTTGiyiSaZQX2VCHPB/rHyRTGD+yB0uVX9aJhEgTe4peVrA2yGpLphSCTqQJlS1Pfamen1CAlTO1Ph4yWXrvSKbsXQhlqFyoBAQSX/lMR7Y8lYVRCoFfPn/o6QKUT5FMI70IlQ+sFbOSo+1BaqPLcNDyArrK23XlVFRbMUctf5UlLay9hPbwd+EnqIUrUFNzmCy1/aGqO89HBLGtu/KAtqrqDjjSiciK4fipwmVsmIQNm4HchpAGCaKzgFdmwKr7XGnJNH5C4Uf2zhfl4WEzt8nEKy2w9qzV6DiaCr26z3mSMtlEmW5bB3idOUx3JA2pVBC1bJ/zYhvOCGWfVYRKkhZe7YGSQtTjqOFJm/xCiDIhSIKYWsRLmqV3dcSj5lmPTRFP2ZTxyitDymAu8WgGqtYLaW7qBBdh6TWORttI+RTxFFKH1sudpUNPSqkXjBfVHjVKObEnOdAKyHLK8Fn7E1+Pt1FdHuXVZfI9b1gebGYv4YfDNvIiBNYCXLWRknGp56hDvhq+IvbsvWuRtmG9RvnWiw5ILyrD+/Jh3QVx+R07Xo20VwPY+9jKi14jry6PkmU4sGc9XtUlpUYHFGETNWNDaE13vfQG2JDNStcVUZuivLdNVH2uvLtqcxtZz5BkKtJEpd4uynCiIplBeBE6T62uG/EMWa9OULaRsqngS69+4iuywox5Ayqd4Ct7gF6IMlFDWSbv4NV2fshGxqr2EVFidXftabfPaHhWL/TSYkz/BNp6PX0la51qb0kNMUUGTYl32NviGSJI6jFk/NiePxrpC+0y7XQ+YsVPfOu1q+Y8wbCNxIzGa3ZQ66vj+tTzSn2a2HEkNX6ZnlkJn2agGWSm9uQqaT2szUARKOuVF0JghKYIWwilUVELkXbHPUPas30uamO8sPYSNnyJVh6dyMoZ9Xp6yoaXTWojNXfQen8mtVEQIsKG1d0jbZRoyZWdaGRurXS3ra9q3pNVohgvxJgCOX/Epr4eCYE3OsBo397N5EfDaw6UoBUqAm09ksMIBZtlslr7DOc8H+PF1mOsPRt50e9Zr3EZOimiBBkmNnFE2ASpkWmPxLPn4gJt+0VVnmqeCFXZv5WA1GC8mEJIhPLR7dlhUirtUSi/1HExWTr0pLcDzTWLTTqxx73TMafX+pxYalGU3k8pBeQ9jv5/XPSY3YTJ5S5MbjOXzGbI4XA4HA6Hw+FwTMbkuwiTy1yY3GYuy81QEbWhESPy8YPuVSpbpK5TNFOm/zTthdL7ENpUt8ZgE9tY71DiKQpM7ejRZdrT6rBsbkBKDxk0ETosL70b1HHNSGtJM16EUTZblCwt9JW1vxXazGvV2TdVXrRaeTb80pKJENbyKjUESXkJ4niiBqPsORzj2dS6whREWuNJe3A5L+UYYxBlOmhrnbFWTIy1NOMX5Mwgora9XK+8pLJKB10o39Zl5XUoLaKt8p4Ve+mmqaofiU2zq0prphTY1Jvanm3KhRxehjkqq2yzKuGAwp4Zkp7EVzbdp2GYFU3LKvUsdWYsYzT41hsodIjwo1oGUKY9DWs5RnkoIQg1SCHxlSH2BK1A1emURWlFqzxrurL8lWcLhA4RYROR9MblVH1B+zaNKrbuhTAjbSTHzvJUadwDJcY9NqN9Lh7WG0LaPqI8+z4j51EiDUVgz51UHsKqjWy65dJLJMuEEMqr70ERQVJfaCyMTUphpL2U1FpQh3J8ZetOCYExpk6wIam8Q8O+YF1pPkUAQnk2AUgpo6q3ur+V9WakRhtBoEEJO04SXzJ6frQ6d6FLOao8M4RnrIVRB/Ziz9IrXNWdUX6Z3tmeK6zaSEnrSbN9e5jEoSpToKw1WFKm6S7TkAs/GhtDo327CJK6PFXdNTzrvUg820ajeqEaRzbFcvks5VFEbZu2O0/HLpWtEpyYUd1XygkBU2aXLJDDjMVi2EZaDsuD9inAlkl7tjylRXt0rI72bS2HbaSlX/e5ymNc6dPKy1GVBz+mUBrhRWVa7aFVu+pvRvvldQmq9swqIQm19XqN9m1ZtmGlF0SR16mzc+UjgsSmoa7mjtKjX3lG8coU3MJ60ZWwbbTdOKqs2nUbSW3nJy8qLxfO6/5QCDlMtV9GLdjznIbEk4Sq0ttbdYJXJnSwqeGH6cBpy/IS1qJOT1+1U6F8m5ZYKtuspbe9ABqerM9aVZeCV3pBqxEPuPIgaAzTho/obbAeHWu1t2NIlWc9pQYtraeraqMq0c2oPq31jx9TSDtWRZBA3Nk6jnRo57uyL9hTMxJPGoJCkHuGdjicI2QZ/VHPEaUnxQTW4yy8FFE0ra7bPIaCpNYJ1tMu0FKRa0PumXouEmU72Tloaxvl8ZTtc0U21udG28hUfQ5Tjg2rcxq+HNMLUoy3kfV0CdsGVer9IhtGq1Ttp2zboTx7FUWpt4WQ+NIQaH/0J2V/FrVO1dKeGcILKGghtI/Wga238sw2UHvVap0qtU10kfeJtU+IJNWmztRqq6K8sgBTe7WqM7ZV+vGqbUZ1tY1CqMa7jd64ohMxG3tcOZOwkeas9MaTnqTdNT7BJYBLoHBeXJabIYfD4XA4HA6H46GEKQpy5xk6Zy7LzZDxYwq/MWahqtPwVpc6Smkt2EWOMH3y5kJ9kV+d8rW0KIPESEMxchWpxFotqnTKxlirHUIhPIUo8vKyyPF3MFJTIDDltaHWUg2+EbWnhvLZUlgjUZVFTgnqS1yNF2KURuTZuIWkKqsQ1mJaX+hZlGcAwChRl7EwtkxW1tAKU6U4NqXHxpTW38oTUHm6qjIZaVPI2sxR1lKWTygTUNeZkjblrhHCWijLz80m6+KonNHLLz1VWZXBV2rMolQ9W9bWbWHbHnvpnFHWej3qdQBqz1NVJlVWThW7X7fzCFoOPWtV8jVTZlSjyDBFZvtC1T9HZFXeSVN5u5S1ho7WXVVvUlhLo1dljaK8fNILrUWsqrfSSl+n0xayrF9ZX9AHEJUW2e36nRKill09wwQNe0Zgc3+AekxVXgdRZryq6qYwor4st2obUVoyZXUeReqyT5T/b4r6N0bYSz9rGeV4VRJ87PtqY/Dl0AMFW71QSoz3OaN8RJFZq/IoZX8z5XiCso1LS38hwYzohKpMlSdy9OyWURqTe2PlqcskrUeyKo/E6oRAS7SxHqjKq1b5oSrdU11eC9iMljoclmebcVRZUWGkL+jx9pnURqOeWqFtJkM7psY/G+sHpRdltI2UNGN9rnqPUa9kVR50QJVOV5TntuoyjbZP1ReEgPJy6rywlvTK+1SVyVPlXWCy9EZKjfHKvpV7Zb2NuHgqGV5Ye8Qrj7CSAn+Tp71qn1GP13gbBfbdy/Yxo9btTeWp6iZQVm9P1Kdi6BWg9N5VZ0VNGRVAVabR8ihdy6zGKlQe/a1jaDSCoPI6iPIMGeXzjNlksd40VqvyWL1sU44HiC0etUpOfS9ZNRfJUkaeTdTdm/WpV3q0Nuvuyks4qhcqnWpUOUeM6tR6UMgxr3E1Xq2XxOrt0X5dtdNYG5l82EZ+sbXPlS9YjaXRec96ZGyLVH1hUjtV8oxh+PtqHoeh3q48KkLa8Zabeq6zZ5sEXrG9R3/oURP1WgGprNe27ncj7TQ6l0tlPeUA1Rlcqe0gLdcsYEqvZjH0oiqNGbk/repnY88tx4VW1vMthWR/K2CQ+fRze062N5IdGKC7vumZFymmcGeGzofLcjPkcDgcDofD4XA8pDCmvspg268UO39+OXJZboZMmRmFzVaqUcvEiKfI/t0r/yvqeEspwGCtS6NeoTr0mqG1DKqzPgZhQAplMxFtfreRmG9RZl9TYmiRLYwYs2KOejaEwFqbN1nQa29ARWU1GbEIAYgiR5dlrLIbjVLFoA/N99aFY7AW2cqqXdddZTGvrEqmNOqI8lxQXSdik5xh2Yb1WVp1NEML2ajF1FbYsCwCFKJydqDMZsOaGJEjhhevVhY3IRFSs9l+Yj8byhl6YATSGAojGG3VUet5Ja96Tt0+UoPaasnZLEtJgSwtzJPqrqovNdJOpvL6GDO5v4+U2QhhvZhleXz7iIlyqnLVbVS9p/Jqq/ZEL8eIF6UUjRZiWC8j9VbVrxBDj+fE9inPiGyuM1P2ZSlK039RZo8TW62zo55CIUpLdDk+RdV/i03qckK/s2fPhh+dtTzlOwtTDK3am55ftWE9rhh6WJURGFl6bTZ5BLZ4Iw21t9OOx+3H0ais2msxXvotZbIHhSQIM/TaeXLTj+RYP6i8hKqsfFlmQTtXvVC30aZ2HW2bymOjEAgMsnQxbfYMjbaRqDJRmWKog7aZN0atzlW9CVN5PauxNGybqtyjc0RlqRdCjnnUttRhOV4rnVq3UX1jcFX8od6pdXelt4W0cka9GyO6u26nkaqsvEOVJ2W8qodlE9j6M6K8AlqCEeE2dTccr7X3RYzX3Sib9an1UGzqA2rT2aQRb1pVrsrDKgzIst42y6q8VGM9Uaqy7jeNn9EyVREm5fvZczN2HoLJY1UAshpl5ThC+dv3uRFZ1XsIqVBY71BhqvXEeN1VcmudKwQCWZ/rHZvHqzWPob5TqnbGleNUjVXOUJdWdVd59eu1wmaP5GZG9V5VriIrfzPBozHizRrW3bjeGXq/RN0nlRR4jEeh5Nqe86wuQh5lXaVcCuwqgULqNkObuSw3Qw6Hw+FwOBwOx0OJXaXWdvcMbeGy3AzZ7Gb+5A83WXtHrWOVhWTs6wwtgGP/WCJH/t/G71prSW5M/RspKgvlZk/MpgdsYrNnY8xqUllMK+vLpHDXUQ8YQ4uQQJZhuVtlj1m0K6ufst6nOlvbyDM3WxdHy2WM2WL5G7VcjdVdZb2qygTAuGfNbJJjvXP2IaLKdFXLEfV3qnLV5aEAoTBmU6VtsjJv9g4ZIUY8NuNlGrWiV3U0LIvaGktffmdzubaUaUzOsEyb+0Lphjrr8+1zt7bRllerZG163rDPjWfv2yy38lgKhh6ViV81pUl9zHJ9bu2zuTyi+u4I2/Y7qcDI2jNg/3GTFZ1hHYry+ZPGTl2eYsSSWVlMR8sy4umqz8mNWGlHPaxKMDKORvv3sDyjjJanfoft2olqXIja4zX22cjYwYxaZsWwfc7iCai+Xt4WY8tXDPvcaCasSeUpENbDvqVMW/s1W+RZRvt3PXbG+lxpsxcTyrO5XCP1poT1QFVeDoDNmbCqso2Wqm4jmCyv6gcltf6p33Xkq2PfKR85oucqz9zE87Ojfa8sE8KeGy1G0ruN+6JGIwisi7T+fBsdNBpJULVNUfbp0bobPn8bfVo9Y5L+2SRnzKtWyrFl3F6O/YmoPQ91f9+pTJves9bZ281Fk84F7dTnRv/LsI0q72c1J2356cj/W6eYHbPAWL0ZA5jJa5PKKzTaFytduyUSYsxDOMEjucP8V30uRvXiJM72jBFUVYDyTFNeeZnN8GxfwbA5hAD6l8iZIbOLS1fP8vnlyGW5GXI4HA6Hw+FwOB5K7O6eIRcmt5nLczNU3p0wkc3W8pGY2c0WEiFsZrXaQrL5UduIr2LUK4vZZqvL6G9HDcybrW/2HcYtmWNxuJutZSOYCVYlYOych5joTqo+LL1B2zxn3Gq+1apsEzXZMmz2PGznDKu9Q2ez0DK0aFdGKzXyDqPG080xyEOrKRMbcHN5q9BxGz9t6vJsPitiyzXBgri9qHHrYhkvvblMk5hUps0yNj/bbHpW7U0RW+Poz9o+5TPtu0w4C7XJ4leVbfJDd7L2be+h2Vym0fKczUoPdkxW90SNlWuTvO04W3m21MtYpxy3aE+SKcUw4+R248h+b/j/RemtqMoDbD+WNlubmdBHqyJuOxbFeFlGnjtJb1RjqPISTjqPsLk8shrXpazKw3s2thk6w3bbtn0mPHvUO3EWL+6kcVYx7r2pnqk2eeNHvjMhSmEz23mLaz0nKMfghPlwu3EqxJg+HfvJtrrh7Dpo0ntXHqJJbK6vuk9PeN4kGZvlwKT+NkH4prnvbGWq6sw+X2x2/gz/f/O5zhEv+LZu2QlyK3mj3s9Jawy5Q1+a9Lt6rhLWw77dPLDZu16VZehBLMY8XmIn79BmdvOds2DXSHLLGdzRs31MOD+W6UvDM4ThrNni3D1DW7k8N0MOh8PhcDgcDsdDCFPsJkzObYY2c1luhqo7SrZlG6/GRA+OGNqMJ222xzw7E6xMm+Ottzyfrdap7axJk6zwtSV24sPHY8OHzyyGFuOdrKw7fDbJglmMWJgNOx6H2hITXhnXbAy5OWfr/KhHZfNn9gubMg8xXp87WTFHvUNgy7mjR4it5dhRNU2w0m+2MI9+tuW3k85Q7FB/lYV+kncSJluzR4yfw2ePeg534nytfdt4hOzfx2Pyq/KM9ruxe8G28cCO9bvNXoFJ772Lsmz1Co2cD9lUX5Pqr+pv27XPlu+PPm9o3h35/Dwtnjt5Z3d5Bq7+aIKH9WzlGnuVkXY6V3bSBfYLI+XZ1qU0uQ6rr+9kpd+sH8bGEpPLtNXTfvZyj+mcbTwbW38zoa0mudg3f7bb5+3QF2B35Ro+u/LCTW6LnfrG2eRs+fhsOm4HvbclQGBCndXZ1jZ7wc8mY5MHr0Lu2MqTmeQVqkWPze9m7O+jmRnr72yKGhBFVnu8RtcaE9cwo9wfz5ApsJ7dopRvzy7JWr+XXyv/u3k9F+hzr8O9oCgMebpzPeWZOzO0mctyM+RwOBwOh8PhcDyk2NWlq24ztJnLczMk5I6Wm53isiuqZCSwuxjazb+tP5v47AkWt+28GjudQdicUWzyy03+99Hn78K6vxvr5ZhYJntDdmN7qS2c58CO39/G2nQuFr/zsWYOMxjtztM1Ju8cy29/tHuL6aiF/lzsYRPL9ADEeU+Wde4ejdF+N2m8TirrZq/D0DK+C0/R6LPPVg9n8QptbqfNHrxzGU+jxv2xs1Vn61cTyrCTR3rLz3fpYd3sXd2OoRdp+2x3O7HrcbT5/Mzmf2NT2UYyJY56pUc9yDtxPsN7OyaKO1fvbfndSV7qs/7mPBitr3PlfLyDu3mXyR/uru7OR1+bUU/JjuuVbeakkSiCSWU4n7odvzOxlHMO8109Jqqso6Nn1kbP+430mzH9Mmkcnguj3qGyP9t6Br0pqmBz/ehzcVXvITa1tjszdK5cnpshh8PhcDgcDofjIYTJDflg52xxxVnC6C5H3GbI4XA4HA6Hw+G4xDHGUJzF83O2zy9HLsvNkCnTy8LOB9LPxqjL+Gyu4t2G5OyULAF2GSK3+ce7yYE66TD6WdiuziaJ2yl9+PlwPqFyWx9yjtaRs9TL5sjE7b6z5TUeiLLsKHR3IaGbGQ2V2+7znZ47MZzsHOv8rKm5x768NXlCxaSwvy2Hgjf9vUrdDOOH2reEy52Fs4bHTeBck13ApgPL23x/tEyw/WH9iWXbbYjcOVKljIfxULnqfXfD5nLBpijh81Q2Y6FK9cPOL6R1UrjShRz2k9iia841lHWXYdO7et45pEB/oOtp19GRexwZNbH/nfVHk8MZt6R1Hx33Z5u3GNcpk8Lltosi23xNgX3epGslRss5sh7Z/C7bhQ7uME7FaDhoHSpnZW553jaJRURxidzN41JrnxeX5WbI4XA4HA6Hw+F4KFG4MLnz4rLfDO1kGd/OWrLZsnyu5+oeKI/Q7gWeLffuuaXPPheP0PlyTqlid8v9sWLv9qDsLrxDkzhXb8ODxTmltp3gZdhSnu3SLm9iO2vo2bxC58K5Gn03l2/iO2x67wfCczJ81lYPyrbf3eE5Z/MO7f597mfZduFlOBcP0WgyhS2its8G/YAxZn2GiRb6+2OdP1925f07F+/tBUqIApPrCB64dnsgPEIXzJN/rjrvbM/anKBkp2sZJuiTzZEBk5IenWv6+1qW2HRJLpt11mQv0aSEH7tJMlF9b8w7JOSmQo9E2kxMKX+JbCB2k0DB3TO0hct+M+RwOBwOh8PhcFzq7ObS1aK4RDZ2DyJuM7QDm60lm62UE9Pwbn7GDs8/WwptuMCegolen52tK+eaQht2H/cP23siJv3zruvmAnmEtvOQ3d+0sA+Wd2i3FsL7K+Pc06BfGEV9tjNQk5h0FqXiwWyrnXggyrXZc/Jgl+1cvF5nYycP0WYueDl3eX4DLtz5mOqZW84rbVf2c0wZ/0CznXdoNzwQdbcb0RfEk79Lr/mu2dbDsf0Zot14h2D7M4nbMen85eZLckefuVsvEYyvWc5p7tjsUZrgJZr4/Yuc3Vy6WqR7P29dbLjNkMPhcDgcDofDcamzm0tXnWdoC+cRjOqQQoz9GUVs+rPTbzezK6/Qbs4knC3GeJtLZ7d4hc4nVnkTF8ortCtM8aCcE9r252L47qP/fzYe6EsDLyUu9rjsPXEE7aJOzuVsV0VhzI7j80Hph2OXK45YoDeJPt/ybRF3Xt7a3euBif13gh4SxmzrVXgwh/+u2vgBmAcmC9++X5/XJaUPkldoTObFrqvPsY4nzVMT1ypsv8bZjlF9Y8ywversvtW6pLwItR53I/9ev+Cm79fFHfntpD8TmbROGH3BSwybQKHY+c+DlECh3+9z/fXXI4Tg9ttvH/vsi1/8Ik95ylMIw5BDhw7xpje96UF5p+1wmyGHw+FwOBwOh+OSx2CKYsc/PEieoX//7/89+/fv3/LvKysrPPvZz+bIkSN87nOf481vfjOvf/3rede73vWgvNckXJjcWZhk+JkUV/tAPh925xXa+cG73+dOtJjsMovcA2E82an+zql+Rrm/HobzODu17aPOo3tcLOdRLgnOoa8/0OeGHmrsmFnuATjTsCXj2pbPtz879EC13VmzHk4o57nc97JtGXd7Rw8P/Nk92L5td3X+5YE+z7ILzvXs0IWoswedc733aTfs0O/OdgdRVZ87ZXUc/eVuqn/z+aFK3lg/rO6M206WKTZ15gt0zu3BSEP5AGMK6x3aiQdjL/ShD32ID3/4w3zgAx/gQx/60Nhn73//+xkMBvzGb/wGvu9z7bXXcvvtt/PWt76Vl73sZRf+5SbgPEMOh8PhcDgcDscljskLikG+85/U3kO0srIy9qff7z8g73D8+HFe+tKX8r73vY84jrd8/ulPf5qnPvWp+L5f/9tznvMcvv71r3PmzJkH5B3OlcvKM2TKXf7q6uoFev7On+8qPHu7h+wY+3v+2/wL7RXazpK7W0v7nniGdmG9fTBixS+0Z+h87tg6G7vK+nc/+vJu+uvmcm0Wf67eBdj5HrCd7gA737G50/m90fKNij6fcsHZs1ruZfngwrQf7OKM5oSynUt5z+VOrAvldZ8ofgfVtaPOuRCeoQuka8+17h4Idf5g3j10XpxntMOkYp2vrtnM+d6vODYOJ5332Y7t6nPHuxbtS1XrRnOB5+X7izFn9wyZ3DAYDGi322P//rrXvY7Xv/7191O+4cUvfjE/+qM/ys0338ydd9655TvHjh3jyiuvHPu3hYWF+rOpqan79Q7nw2W1Gao688Mf9rA9fhOHw+FwOBwOx6XE6urqlk3ERUWxu0tXfd/n5MmTY/8eBMG2v3nlK1/JG9/4xh2f+7WvfY0Pf/jDrK6u8qpXvWr373wRcFlthvbv38/dd99Ns9lElLv9lZUVDh06xN13302r1drjN7w0cXV4/3D1d/9xdXj/cXV4/3F1eP9xdXj/cXV4/9lch8YYVldXJyYEuJjIjSE9y6GgrPRunUvf+Kmf+ile/OIX7/idq666io9//ON8+tOf3rKxuvnmm/mhH/oh3vve97K4uMjx48fHPq/+vri4uOt3eiC5rDZDUkoOHjw48bNWq+WUxv3E1eH9w9Xf/cfV4f3H1eH9x9Xh/cfV4f3H1eH9Z7QOL2qPUIkBzuIYOuvnk5ibm2Nubu6s3/sv/+W/8HM/93P13++55x6e85zn8Lu/+7vccsstADzxiU/kNa95DWma4nkeAB/5yEe45ppr9iREDi6zzZDD4XA4HA6Hw/FQpDDWO7Tzdy7cuafDhw+P/b3RaABw9dVX186IH/zBH+QNb3gDL3nJS/jpn/5pvvzlL/Of//N/5m1ve9sFe6+z4TZDDofD4XA4HA7HJU4BDIqdNztn+/xC0263+fCHP8ytt97KTTfdxOzsLK997Wv3LK02uM0QQRDwute9bseDY46dcXV4/3D1d/9xdXj/cXV4/3F1eP9xdXj/cXV4/7lU69B6hs7ynQfnVQC44oorJmbgu+666/jkJz/5IL7JzghzsecJdDgcDofD4XA4HNvy8pe/nLve83t8b7Tz2Z578j5vKk5dsGtmLkUue8+Qw+FwOBwOh8NxqZMbGJzF9ZM+mK6hSwS3GXI4HA6Hw+FwOC5xdp1A4cLfG39J4TZDDofD4XA4HA7HJc6uU2u7zdAYbjPkcDgcDofD4XBc4uTGnDVbXOoyBWxB7vULXEx84xvf4PnPfz6zs7O0Wi2+8zu/kz/90z/d69e65PjgBz/ILbfcQhRFTE1N8YIXvGCvX+mSpN/vc/311yOE4Pbbb9/r17lkuPPOO3nJS17ClVdeSRRFXH311bzuda9jMBjs9atd1PzX//pfueKKKwjDkFtuuYXbbrttr1/pkuEXf/EXefzjH0+z2WR+fp4XvOAFfP3rX9/r17pk+Y//8T8ihOAnf/In9/pVLjmOHj3KP//n/5yZmRmiKOKxj30sn/3sZ/f6tS4J8jznZ37mZ8bmjp/92Z+dmA3tYsWUYXI7/bmQ9wxdqrjN0AjPe97zyLKMj3/843zuc5/jcY97HM973vM4duzYXr/aJcMHPvABfviHf5gf+ZEf4Qtf+AJ/+Zd/yQ/+4A/u9Wtdkvz7f//v2b9//16/xiXHHXfcQVEU/Oqv/ipf+cpXeNvb3sav/Mqv8OpXv3qvX+2i5Xd/93d5xStewete9zo+//nP87jHPY7nPOc5nDhxYq9f7ZLgz//8z7n11lv5q7/6Kz7ykY+QpinPfvazWV9f3+tXu+T4zGc+w6/+6q9y3XXX7fWrXHKcOXOGJz/5yXiex4c+9CG++tWv8p/+039iampqr1/tkuCNb3wj73znO/mlX/olvva1r/HGN76RN73pTbzjHe/Y61fbNZVnaKc/6R7fM3Qx4lJrl5w6dYq5uTk+8YlP8JSnPAWA1dVVWq0WH/nIR3jWs561x2948ZNlGVdccUV9s7Dj/PnQhz7EK17xCj7wgQ9w7bXX8td//ddcf/31e/1alyxvfvObeec738m3vvWtvX6Vi5JbbrmFxz/+8fzSL/0SAEVRcOjQIX78x3+cV77ylXv8dpceJ0+eZH5+nj//8z/nqU996l6/ziXD2toaN954I7/8y7/Mz/3cz3H99dfz9re/fa9f65Lhla98JX/5l395Ud3fcinxvOc9j4WFBX7913+9/rfv+77vI4oifuu3fmsP32x3vPzlL+fLv/Y7PNOb2fF7J4sBv+mfcam1R3CeoZKZmRmuueYafvM3f5P19XWyLONXf/VXmZ+f56abbtrr17sk+PznP8/Ro0eRUnLDDTewb98+vvu7v5svf/nLe/1qlxTHjx/npS99Ke973/uI43ivX+chwfLyMtPT03v9Ghclg8GAz33uc2MGHyklz3rWs/j0pz+9h2926bK8vAzg+tw5cuutt/KP/tE/csbH8+R//s//yc0338wLX/hC5ufnueGGG/i1X/u1vX6tS4YnPelJfOxjH+Mb3/gGAF/4whf4i7/4C777u797j99s9xS4MLnzwSVQKBFC8NGPfpQXvOAFNJtNpJTMz8/zJ3/yJ87FvEsqq/vrX/963vrWt3LFFVfwn/7Tf+LpT3863/jGN9zCYBcYY3jxi1/Mj/7oj3LzzTdz55137vUrXfJ885vf5B3veAdvectb9vpVLkpOnTpFnucsLCyM/fvCwgJ33HHHHr3VpUtRFPzkT/4kT37yk3nMYx6z169zyfA7v/M7fP7zn+czn/nMXr/KJcu3vvUt3vnOd/KKV7yCV7/61XzmM5/hJ37iJ/B9nxe96EV7/XoXPa985StZWVnhkY98JEop8jzn53/+5/mhH/qhvX61XVPsKoGC2wxt5iHvGXrlK1+JEGLHP3fccQfGGG699Vbm5+f55Cc/yW233cYLXvACvud7vod77713r4uxp+y2DovC3uT1mte8hu/7vu/jpptu4t3vfjdCCH7/939/j0uxt+y2Dt/xjnewurrKq171qr1+5YuO3dbhKEePHuW5z30uL3zhC3npS1+6R2/uuJy49dZb+fKXv8zv/M7v7PWrXDLcfffd/Ot//a95//vfTxiGe/06lyxFUXDjjTfyC7/wC9xwww287GUv46UvfSm/8iu/stevdknwe7/3e7z//e/nt3/7t/n85z/Pe9/7Xt7ylrfw3ve+d69fbdfYe4bO/scxzkPeM/RTP/VTvPjFL97xO1dddRUf//jH+eM//mPOnDlDq9UC4Jd/+Zf5yEc+wnvf+97LOm5+t3VYbRof/ehH1/8eBAFXXXUVd91114V8xYuec+mHn/70pwmCYOyzm2++mR/6oR+6pJTyA81u67Dinnvu4RnPeAZPetKTeNe73nWB3+7SZXZ2FqUUx48fH/v348ePs7i4uEdvdWnyYz/2Y/zxH/8xn/jEJzh48OBev84lw+c+9zlOnDjBjTfeWP9bnud84hOf4Jd+6Zfo9/sopfbwDS8N9u3bNzb/AjzqUY/iAx/4wB690aXFv/t3/45XvvKV/MAP/AAAj33sY/n7v/97fvEXf/GS8azZe4Z2cemqY4yH/GZobm6Oubm5s35vY2MDsLHyo0gpa4/H5cpu6/Cmm24iCAK+/vWv853f+Z0ApGnKnXfeyZEjRy70a17U7LYO/8t/+S/83M/9XP33e+65h+c85zn87u/+LrfccsuFfMWLnt3WIViP0DOe8YzaO7l5XDuG+L7PTTfdxMc+9rE6DX5RFHzsYx/jx37sx/b25S4RjDH8+I//OH/4h3/In/3Zn3HllVfu9StdUjzzmc/kS1/60ti//ciP/AiPfOQj+emf/mm3EdolT37yk7ekdP/GN75x2c+/u2VjY2PLXKGUuqTWgLu5Z2jg9kJbeMhvhnbLE5/4RKampnjRi17Ea1/7WqIo4td+7df4u7/7O/7RP/pHe/16lwStVosf/dEf5XWvex2HDh3iyJEjvPnNbwbghS984R6/3aXB4cOHx/7eaDQAuPrqq52leZccPXqUpz/96Rw5coS3vOUtnDx5sv7MeTom84pXvIIXvehF3HzzzTzhCU/g7W9/O+vr6/zIj/zIXr/aJcGtt97Kb//2b/NHf/RHNJvN+jqGdrtNFEV7/HYXP81mc8v5qiRJmJmZceeuzoF/82/+DU960pP4hV/4Bf7pP/2n3HbbbbzrXe9ynvFd8j3f8z38/M//PIcPH66zuL71rW/lX/yLf7HXr7Zrcs4eBpdh6K+5tP+juM1QyezsLH/yJ3/Ca17zGv7BP/gHpGnKtddeyx/90R/xuMc9bq9f75LhzW9+M1prfviHf5hut8stt9zCxz/+cZeEwvGg8ZGPfIRvfvObfPOb39yygXQ3CUzm+7//+zl58iSvfe1rOXbsGNdffz1/8id/siWpgmMy73znOwF4+tOfPvbv7373u88a2ulwPFA8/vGP5w//8A951atexX/4D/+BK6+8kre//e2XVAKAveQd73gHP/MzP8O/+lf/ihMnTrB//37+5b/8l7z2ta/d61fbFU972tP4zV/5NW6ijbdDSoA7WGMf7mzeKO6eIYfD4XA4HA6H4xLGGMOCDLmCmBtpT/zOMim/z7188Stf3nK+7HLGBdI7HA6Hw+FwOByXMEIIfv/PPsztLNMln/id/8sSDydxG6FNOM+Qw+FwOBwOh8PxEOAKEdNA852M3+14jB4f5AR33XOUffv27dHbXZw4z5DD4XA4HA6Hw/EQ4ENf/Rx3sMYSaf1vBsNfscTjaLmN0AScZ8jhcDgcDofD4XiI8GjRpEvOc5gH4Fts8Bfcx4nV5TpLrWOI8ww5HA6Hw+FwOBwPET5+799wlB7H6JFjuI0zvO1XftlthLbBeYYcDofD4XA4HI6HEI8XHe6mx8OI+QprnEw30NrdqDMJ5xlyOBwOh8PhcDgeQvzZ2lFWyfg0Z/jN//kBtxHaAbcZcjgcDofD4XA4HkIkScJv/cHvcy1Nnve85+3161zUuDA5h8PhcDgcDofDcVniPEMOh8PhcDgcDofjssRthhwOh8PhcDgcDsdlidsMORwOx2XKyZMnWVxc5Bd+4Rfqf/vUpz6F7/t87GMf28M3czgcDofjwcGdGXI4HI7LmP/9v/83L3jBC/jUpz7FNddcw/XXX8/zn/983vrWt+71qzkcDofDccFxmyGHw+G4zLn11lv56Ec/ys0338yXvvQlPvOZzxAEwV6/lsPhcDgcFxy3GXI4HI7LnG63y2Me8xjuvvtuPve5z/HYxz52r1/J4XA4HI4HBXdmyOFwOC5z/vZv/5Z77rmHoii488479/p1HA6Hw+F40HCeIYfD4biMGQwGPOEJT+D666/nmmuu4e1vfztf+tKXmJ+f3+tXczgcDofjguM2Qw6Hw3EZ8+/+3b/jv//3/84XvvAFGo0GT3va02i32/zxH//xXr+aw+FwOBwXHBcm53A4HJcpf/Znf8bb3/523ve+99FqtZBS8r73vY9PfvKTvPOd79zr13M4HA6H44LjPEMOh8PhcDgcDofjssR5hhwOh8PhcDgcDsdlidsMORwOh8PhcDgcjssStxlyOBwOh8PhcDgclyVuM+RwOBwOh8PhcDguS9xmyOFwOBwOh8PhcFyWuM2Qw+FwOBwOh8PhuCxxmyGHw+FwOBwOh8NxWeI2Qw6Hw+FwOBwOh+OyxG2GHA6Hw+FwOBwOx2WJ2ww5HA6Hw+FwOByOyxK3GXI4HA6Hw+FwOByXJW4z5HA4HA6Hw+FwOC5L3GbI4XA4HA6Hw+FwXJa4zZDD4XA4HA6Hw+G4LHGbIYfD4XA4HA6Hw3FZ4jZDDofD4XA4HA6H47LEbYYcDofD4XA4HA7HZYnbDDkcDofD4XA4HI7LErcZcjgcDofD4XA4HJclbjPkcDgcDofD4XA4LkvcZsjhcDgcDofD4XBclrjNkMPhcDgcDofD8RCj2+1y33337fVrXPS4zZDD4XA4HA6Hw/EQIznwWGYX9rO0tLTXr3JR4zZDDofD4XA4HA7HQ4ivfOUrmKU7wW8w88in7/XrXNQIY4zZ65dwOBwOh8PhcDgcDwyycwThJYipq8j/9v9w/N6jzM/P7/VrXZQ4z5DD4XA4HA6Hw/EQ4bbbbsOs3oNcuA6ZzCMa+9h37TP2+rUuWpxnyOFwOBwOh8PheIggmwcQ8Qxq/80AmO5psm/8MX9/57c4fPjwHr/dxYfzDDkcDofD4XA4HA8BPv7xj2M2TiHnH1v/m4imEZ0jXHHDs/bwzS5enGfI4XA4HA6Hw+G4xDHGoBoLiPYh1MLjxj/rr5Dd8T+442tf4ZprrtmjN7w4cZ4hh8PhcDgcDofjEud//a//hRmsImcfveUzEbSQ0w/jUd/x3D14s4sbtxlyOBwOh8PhcDguYfI85/nf/yLk/7+9M4+Tojj7+K96ZnYXWXZF5ZB4gJiIB3Kqr7dGFA0eJL7GxKh4vBgR9UUSFY+A4sHrbWK8XxXjEfFI9PWMKCqIN+B9H/EAOUyERY7dne56/5ipnurq6nPO3nm+n88oO9NP1fM8dXQ9VdXVfYaApTLaa4w+Q8BXfY2FCxdWWLvahoIhgiCILsbzzz8Pxhief/75aqtCEARBVID77rsPMLMwNvbeAscausPYZFuM3OfQCmpW+1AwRBAEkVBuuOEGzJw5s9pqxOLee+/FtddeW201AACWZeHyyy/HgAED0NTUhB133BF//etfQ8l+++23mDJlCvbdd1/06NHDNwh9+umnceKJJ2KHHXZAKpVC//79S2cEQRB1zbH/fRGMnv3BjJTvdcZGA8HXLKuQVsmAgiGCIIiE4hUM7bXXXli3bh322muvyisVkloKhs477zycffbZ2H///XHddddhiy22wFFHHZWbaQ3go48+wmWXXYbFixdj8ODBvtfee++9uPfee9Ha2op+/fqVSn2CIAicdMS+AEuBGUGfNJo3aKq2ujUFBUMEQSSaNWvWVFuFmsMwDDQ1NcEwqIsPYvHixbjqqqswceJE3HLLLRg/fjweffRR7LnnnjjzzDNhmqav/IgRI/Cvf/0LH3/8MSZPnux77aWXXoq2tjbMnz8fQ4YM8b2WIAgiKsxIwUg3+H5YWv88UT1Dd0qCIGqGxYsX48QTT0S/fv3Q2NiIAQMGYMKECejo6AAAzJw5E4wxvPDCCzjllFPQu3dvbLbZZrb8DTfcgO233x6NjY3o168fJk6ciJUrVzry+OSTT3D44Yejb9++aGpqwmabbYZf/epXWLVqlX3N7Nmzsccee2DDDTdEc3MzttlmG5x77rmB+oeRa29vx7Rp07D11lujsbERm2++Oc466yy0t7e70rv77rux8847Y4MNNkDPnj2x11574emnnwYA9O/fH++99x5eeOEFMMbAGMM+++wDwPuZoQceeAAjRoxAt27dsMkmm+Doo4/G4sWLHdccd9xxaG5uxuLFizF27Fg0NzejV69e+P3vfx8YGADAI488gjFjxthlOHDgQFx00UUO2X322QePP/44vvzyS1t3vy1jxx13nH2d+rngggsCdQrSt7OzE6eccor9HWMMEyZMwDfffIOXX37ZV75Hjx7YaKONQuXVr18/ZDI0ECEIojwwxkKsDPlvo6tH0tVWgCAIAgCWLFmCnXfeGStXrsRJJ52EQYMGYfHixXjwwQexdu1aNDQ02Neecsop6NWrF6ZOnWqvDF1wwQW48MILMWrUKEyYMAEfffQRbrzxRrz++uuYP38+MpkMOjo6MHr0aLS3t+O0005D3759sXjxYjz22GNYuXIlWltb8d577+Hggw/GjjvuiOnTp6OxsRGffvop5s+f76t/GDnLsnDooYfixRdfxEknnYRtt90W77zzDq655hp8/PHHePjhh+1rL7zwQlxwwQXYbbfdMH36dDQ0NODVV1/FnDlzcMABB+Daa6/FaaedhubmZpx33nkAgD59+njqN3PmTBx//PHYaaedMGPGDCxbtgx//OMfMX/+fCxatAgbbrihfa1pmhg9ejR22WUXXHnllXjmmWdw1VVXYeDAgZgwYYKvH2bOnInm5mZMnjwZzc3NmDNnDqZOnYq2tjZcccUVAHLb0latWoVvvvkG11xzDQCgubnZM83f/va3GDXK+bLAp556Cvfccw969+5tf/fdd9/56ibo0aMHGhsbAQCLFi1C9+7dse222zqu2Xnnne3f99hjj1DpEgRBVBXDAEv5BzsUDGngBEEQNcCxxx7LDcPgr7/+uus3y7I455zfcccdHADfY489eDabtX9fvnw5b2ho4AcccAA3TdP+/s9//jMHwG+//XbOOeeLFi3iAPgDDzzgqcc111zDAfAVK1ZE0j+M3F133cUNw+Dz5s1zfH/TTTdxAHz+/Pmcc84/+eQTbhgG//nPf+6wh/OCLzjnfPvtt+d77723K5/nnnuOA+DPPfcc55zzjo4O3rt3b77DDjvwdevW2dc99thjHACfOnWq/d24ceM4AD59+nRHmsOGDeMjRozwdwLnfO3ata7vfvvb3/INNtiAr1+/3v5uzJgxfMsttwxMT8cnn3zCW1tb+f777++oBwBCfe644w6HHltttZUrjzVr1nAAfMqUKaH1euCBBxx+96MY+wmCIFROPvlkntl8Z9685+98PxuMOI43NzdXW92agrbJEQRRdSzLwsMPP4xDDjkEI0eOdP3OGHP8PX78eKSk2a9nnnkGHR0dmDRpkuM5mfHjx6OlpQWPP/44AKC1tRUA8I9//ANr167V6iJWSB555BFYlhXahjByDzzwALbddlsMGjQI3333nf356U9/CgB47rnnAAAPP/wwLMvC1KlTXc/9qL4IwxtvvIHly5fjlFNOQVNT4cHZMWPGYNCgQbZ/ZE4++WTH33vuuSc+//zzwLy6detm/3v16tX47rvvsOeee2Lt2rX48MMPI+uusmbNGvz85z9Hz5498de//tVRD2bPnh3qM3r0aFtm3bp19iqRjPDTunXritaZIAiiEjAW4pkhj3cQ1TO0TY4giKqzYsUKtLW1YYcddgh1/YABAxx/f/nllwCAbbZxvl+hoaEBW221lf37gAEDMHnyZFx99dW45557sOeee+LQQw/F0UcfbQdKRx55JP73f/8X//Vf/4UpU6Zgv/32wy9+8Qv853/+p++BBGHkPvnkE3zwwQfo1auXNo3ly5cDAD777DMYhoHttnO/RTwOXv4BgEGDBuHFF190fNfU1OTSsWfPnvj+++8D83rvvfdw/vnnY86cOWhra3P8Jj+XFZfx48fjs88+w0svvYSNN97Y8Zu6lS4M3bp10z6vtX79evt3giCIJJB7Zsh/nSPo93qEPEIQROIoZoB61VVX4e2338a5556LdevW4fTTT8f222+Pb775xk577ty5eOaZZ3DMMcfg7bffxpFHHon999/f9wCBMHKWZWHw4MGeKxbyQ/zVJBWw59yLlStXYu+998Zbb72F6dOn49FHH8Xs2bNx2WWXAUCklTYdf/zjH/HXv/4Vt956K4YOHer6fenSpaE+8mrPpptuiqVLl4Jz7kjr22+/BQA6ApsgiOQQ5gAFFm3oP2PGDOy0007o0aMHevfujbFjx+Kjjz5yXLN+/XpMnDgRG2+8MZqbm3H44Ydj2bLkvMuIgiGCIKpOr1690NLSgnfffTeW/JZbbgkArg66o6MDX3zxhf27YPDgwTj//PMxd+5czJs3D4sXL8ZNN91k/24YBvbbbz9cffXVeP/993HJJZdgzpw59jY2L4LkBg4ciH//+9/Yb7/9MGrUKNdHrNwMHDgQlmXh/fff980v7JY5L/+I71T/xOX555/Hv/71L8ycORP//d//jYMPPhijRo1Cz549XddG3e43b948/P73v8ekSZPwm9/8RnvNpptuGuoza9YsW2bo0KFYu3YtPvjgA0dar776qv07QRBEEghztLYR8WjtF154ARMnTsQrr7yC2bNno7OzEwcccIDjtRZnnHEGHn30UTzwwAN44YUXsGTJEvziF78otXllg4IhgiCqjmEYGDt2LB599FG88cYbrt/VWXuVUaNGoaGhAX/6058c1952221YtWoVxowZAwBoa2tDNpt1yA4ePBiGYdhbpf7973+70hcDYt12KkEYuV/+8pdYvHgxbr31Vte169ats28uY8eOhWEYmD59ums1Rbave/furqPDdYwcORK9e/fGTTfd5LDhySefxAcffGD7p1jEipKsY0dHB2644QbXtd27dw+9be7bb7/FL3/5S+yxxx72iXQ64jwzdNhhhyGTyTh05Jzjpptuwo9+9CPstttuDj0+/PBDdHZ2htKbIAiikrD8aXJ+H0Q8Te6pp57Ccccdh+233x5DhgzBzJkz8dVXX2HBggUActufb7vtNlx99dX46U9/ihEjRuCOO+7ASy+9hFdeeaUcZpYcemaIIIia4NJLL8XTTz+Nvffe2z52+ttvv8UDDzyAF1980XH0s0qvXr1wzjnn4MILL8SBBx6IQw89FB999BFuuOEG7LTTTjj66KMBAHPmzMGpp56KI444Aj/5yU+QzWZx1113IZVK4fDDDwcATJ8+HXPnzsWYMWOw5ZZbYvny5bjhhhuw2Wab+R6xHEbumGOOwf3334+TTz4Zzz33HHbffXeYpokPP/wQ999/P/7xj39g5MiR2HrrrXHeeefhoosuwp577olf/OIXaGxsxOuvv45+/fphxowZAHIv/Lzxxhtx8cUXY+utt0bv3r3twxhkMpkMLrvsMhx//PHYe++98etf/9o+Wrt///4444wz4habg9122w09e/bEuHHjcPrpp4MxhrvuuksbzI4YMQKzZs3C5MmTsdNOO6G5uRmHHHKINt3TTz8dK1aswFlnnYX77rvP8duOO+6IHXfcEUC8Z4Y222wzTJo0CVdccQU6Ozux00474eGHH8a8efNwzz33OLYMnnPOObjzzjvxxRdfON6LdPHFFwPIPS8FAHfddZf9HNb5559vX/f222/j//7v/wAAn376KVatWmXLDhkyxNN+giCIUOS3yfleUuQzQ2ISS7xfbcGCBejs7HT0v4MGDcIWW2yBl19+Gf/xH/9RVH4VoYon2REEQTj48ssv+bHHHst79erFGxsb+VZbbcUnTpzI29vbOeeFo7V1x29znjtKe9CgQTyTyfA+ffrwCRMm8O+//97+/fPPP+cnnHACHzhwIG9qauIbbbQR33ffffkzzzxjX/Pss8/yww47jPfr1483NDTwfv368V//+tf8448/9tU9rFxHRwe/7LLL+Pbbb88bGxt5z549+YgRI/iFF17IV61a5bj29ttv58OGDbOv23vvvfns2bPt35cuXcrHjBnDe/TowQHYx2yrR2sLZs2aZae30UYb8d/85jf8m2++cVwzbtw43r17d5d906ZN42FuGfPnz+f/8R//wbt168b79evHzzrrLP6Pf/zDpc8PP/zAjzrqKL7hhhtyAL7HTO+9996ex2RPmzYtUKcgTNPkl156Kd9yyy15Q0MD33777fndd9/tuk4cO/7FF184vvfSTfWXqL+6z7hx44q2gyCI+uXkk0/m3X6yH+819irfT8/9zuLNzc181apVjo/86gMvTNPkY8aM4bvvvrv93T333MMbGhpc1+600078rLPOKqmN5YJxHrD/hCAIgiAIgiCImmXChAm467nP0GPwob7XZduWou35K9DR0eH4ftq0abjgggsC83jyySfx4osvYrPNNgMA3HvvvTj++ONd28h33nln7LvvvvYBOrUMbZMjCIIgCIIgiKTDjMBtcjAMNDQ0YMWKFY6vde9bkzn11FPx2GOPYe7cuXYgBAB9+/ZFR0cHVq5c6djOvmzZMvTt2zeyCdWADlAgCIIgCIIgiITDQh2tnQuWWlpaHB+vYIhzjlNPPRV///vfMWfOHNd7/kaMGIFMJoNnn33W/u6jjz7CV199hV133bV8xpYQWhkiCIIgCIIgiIQjjtb2I+rR2hMnTsS9996LRx55BD169MDSpUsBAK2trejWrRtaW1tx4oknYvLkydhoo43Q0tKC0047DbvuumsyDk8ABUMEQRAEQRAEkXzyR2v7EfU0uRtvvBEAsM8++zi+v+OOO3DccccBAK655hoYhoHDDz8c7e3tGD16tPaVCrUKBUMEQRAEQRAEkXBYqKO1o71nKMw5a01NTbj++utx/fXXR0q7VqBgiCAIgiAIgiASTphtciwVbZtcPVBXwZBlWViyZAl69OgBxli11SEIgiAIgiBqHM45Vq9ejX79+sEo8qWl5YQBMAz/8W3Q7/VIXQVDS5Ysweabb15tNQiCIAiCIIiE8fXXXzuOla45GAMLCHaCfq9H6ioY6tGjBwDg008+sf/NaYWIIAiCKBIW8v3lxd5zwuZTTP7F5kEQQHnGV1HqZinzX716NX689db22LFWYQyBO58YaNyrUlfBkKggPXr0QEtLCwAKhgiCIIjioWCIIJx0pWDIzr/Gx4zMYEil/bfxGenatqEa1FUwRBAEQRClplLBQ7nzoSCIKCWM85IFJFHrZr1OdDPaJhcLCoYIgiAIgiAIogtgBASCBm2Tc0HBEEEQBEEQBEEkHGYwGAHb5FjA7/VIXQdD9bqMSlQOdWmf6hxBdC2StkVOt3WJtscRtQjVy+gwxoKP1qZhiIu6DoYIgiAIgiAIoivAGMACFn6Cfq9H6jIY4ozRDD1RdnSzWuI7qn8EkXySOnMtrw4l1QYiGUS955WiPtb1/TXM0dr17B8P6jIYIgiCIAiCIIiuhMFCHK2doqUhFQqGCKLEhJnZkq+p61ksgkgolVxRKUdetCJEVJJK1be6v5+y4KOz6WhtNxQMEQRBEARBEETCYYwFH61d7wGjBgqGCKLK0MvkCKJ+iPoiSlrBIYjKo7a7pLTDMEdrGykaQ6hQMEQQBEEQBEEQCYcxBB6tTdvk3FAwRBAlpBKzR1FnlgmilqB3bwW34aTMQhNEV6GrtDkGRqfJxYCCIYIgCIIgCIJIOmHeM0SxkAsKhgiCCI3f7Fk9zvDXMrqyqmYZedWdJL57qxSzyF1lJpogaoWofUhXbIPMCHG0dsDv9QgFQwRBEARBEASRcFiol65WSJkEQcEQkXi8ZneSNNNc64R9d1ISfV7rq11hn7FJehklcYWokhT7jJEs3xVnxIn6pph+sSvBwAIPUKCjtd1QMEQQBEEQBEEQCccwGNIB2+CCttHVIxQMEQRBEARBEETCYQxIBawMpWhlyAUFQ3VKrW5JiXLsbtDydy1vCeqqJMnntb6tLOjAgWLSrbRNUXT20q/WtzOWkyD7otovrq+3LURE10Ot+/Vepw3GAoOhoG109QgFQwRBEARBEASRcEKtDFEw5IKCoTpCN2Mif1drM+Dyb0mZ/eGM1axulSIJq0OlWKkoJ1SHeE2vXlSynZez7tWyj8MQdQWR6FrU+n2mGqQMhsaAZ4LaU+Q3FQqGCIIgCIIgCCLh0Da5eFAwVCfU6vMRYWfxkrDaQAQT5ZmwSulAELVKpdpHpVe0i1nRifL8FLX1rguNB/TQAQrxoGCIIAiCIAiCIBJOymBoSKd8r8nQ0douKBgKQSVms0UW5QjYu+LsGD2bkzwqUV618Awc4SZqe5XLLoxsElaOa33FopgyAkq3slNKubg21Ur51GqdqbZe9IJVb0Jtk6vxvrIaUDBEEARBEARBEAmHTpOLR10GQ5wXtxITdhYyzIqSOpGh/u2VTdj3BHWlmZJyzf7WwnMs9Uopy1QtxySsFhRLtWdoiXAkpR6GXUlJij1RiLoaGSadYtqk6uNa2A2hHcMUsZpWrf6r1lYASwkDC3wmiFaG3CRq4+DcuXNxyCGHoF+/fmCM4eGHH46VjsU5LBFMcHcA4oJbrq/CbNsI+k7+U+hk+VyjS4dx3iUbdBjiBKRRfyei+yjqw9HlLINKtQ+RT1dqj13Nnq5IV6l3SdZdptxBYjWD0HK9+DeuvEq5t2kmhdwzQ4bvJ5NK1NC/IiTKI2vWrMGQIUNw/fXXF5WOaDJy4OHXjhi3cgGREhTF6cDtFR1e0MHiHDyvFwdcQZGcTdE3DdkWTZBHFOfjUgQOpaIrDJJKRbkDrlLmVwvlVQ79a2UQUir/VnvgG9eOJPYJ1ag7tVJfVeIEHeJTTJ61UmdKdRJhrdhTagwGpA0W8ImebtBiBOccU6dOxaabbopu3bph1KhR+OSTT0pjVAVI1Da5gw46CAcddFDR6bz3ztvo3r2747vhw4d7bpda8Obb2u+HDx/umcfChQs9ZeRASJBiDIsWOWX8dFPzUTuIEcOG6RVjhks3VT+/fLz0iyrjpV9U3UQn7edvL7z0iysTVEY6ho0YEUmGM1axMopqk59unLGS+zuqjJ9cKcsobj5hbZLbelQ/+JWRn37V9jdnDIsWLHB9V0w+lfCDl7+F7qpNAq8656ebn35RZIL6VK98dGUk42fTgkWL7H/Lfc7w4cM9B/Fhy0geyBfTb+n6wjD+VuXClpGfv73KSM3Ha/XFq5y8dJPzUtMsZR8UVIe85ET9iVJGcp1TZf1sqnXK9Z4hsRhxwgkn4Be/+IXr98svvxx/+tOfcOedd2LAgAH4wx/+gNGjR+P9999HU1NT5PwqTaKCoai0t7ejvb3d/rutrQ2AfmbMf5ZA/KavQJy7n+3RduD5LXmOVZ98qhbnntlEfUdQqVYndHaVgiD94s58VZNy7rOvlm1JeXZAfX6uWJ2qaZPO58XU71ooH4FcTnFPBqsl1JMLu4JNgmraoz67UwpK0TfEXVWIIhdFv6AyCvNbMacHVkOm1Fv1dLJJXzEy8tvk/IizTc5vMYJzjmuvvRbnn38+DjvsMADAX/7yF/Tp0wcPP/wwfvWrX0XOr9IwzpNZ8owx/P3vf8fYsWM9r7ngggtw4YUXur5/+h9PuVaG8qnq8+ImODMc14VqdIpnLXAYIg/mvsaS/pCvizMojdXpisjMU0jOIFAlgiAIgiASgtdkDJFbGRl9wAFYtWoVWlpaqq2OlgkTJuC9lRZGnTDZ97oVX32GmZOOxOLFix3fNzY2orGxMTAfdfz9+eefY+DAgVi0aBGGDh1qX7f33ntj6NCh+OMf/xjZlkqTqGeGonLOOedg1apV9ufrr78GADAzm/tYZuHDLTBuuj9W1hUIaeHOj8U5LDg/AAp/iwMTlN8F9t/cuefX6+NSJ8z1is7a79TfPewN4xPfa4uV89O7mE/YtMNQCplK2RPX38XYEtXmYvKIKhs1H1WmGjZVIp9yyJTC37VmU1QZL5Ls7zg2xZEplU1x7K81m8LkJX/tN7YoR71T5UvptyCKKd8ahuW3yfl9DMbQ0dGB1tZWx2fGjBmx8ly6dCkAoE+fPo7v+/TpY/9W63TpbXJeUa4IdMABLgc3TIkNxQEDhtNNjmAijxzMlKodiTQNLuuouTBGhmrwVSwOHX3SN8BC6auTV/MIk1/RhEzWT7di0y6pbVGS4tIKpYJn+Qb4wdeWqGbmrxc6hvFTHP286mxgfnn/RSq/OEXtUU5x2qCfrmHbuKpbHOLkpSvbILmK2aQpoyi+jisXuu6VwKaovpaJ2p+Us5zCEle3OPXUJkYf6dWHR00zqO8O6ofFt1ptfJK29Y/QB4cZZ6iy8l9Mk5960m+tYrAw7xkCGhoasGLFCsf3YVaFuipdOhjyJNsBZNMAM8BEYMMMgJuFgEgEQtyCBeXhL64PfuS24tVuglac1YkYQGm0ITodHdpJpQBxhy7cX3czpC6mM/x06xQga+sWcG0YtMeWx9wRIHQrx4aCcnfBjtMKFQPClqt6fYli9kh5lvpaWUa1J2wqcfKLQxwfRC2jStkSNy+1nMKkUKs26cqo1uyJmp9qUy3aE4W4/UItlFGU+1SxfZ16n7WDopBKxPFX0NhI/lU3DtCOlyJrUR1SEZ4ZKtV2v759+wIAli1bhk033dT+ftmyZY5tc7VMooKhH374AZ9++qn99xdffIE333wTG220EbbYYovQ6bBsJ5iZLbRGZhRWe5RgiHGOTouDMX3jFQ0pdzCC9L0u3/wPctAe49GjwM7BK8jRfS/rrE4muDqx/N/FbiEuRacSaYEjysR8DOV0AWwc7AXHmImUYuLKLzCKlE7xqkTLL2SGcW0qtT2lnGSsFZvsdItMuNbqXVeypyvWuzCTenEnJwPzLk7cmVaMPkyVCWtPJSfYwlxT6seSeECa8rhNYAXobCXkTSRim5wfcU6T82PAgAHo27cvnn32WTv4aWtrw6uvvooJEyaUNK9ykahg6I033sC+++5r/z15cu4hsXHjxmHmzJnhE7LaATOTay3MACCvECk9DefIWvlL81/L9Ug0IHV1iCvdDUMhASGj1kfXiXQROxQZXcMOSs6UOyffTAv/LHGbKpqgDq0s8NL4IezNsGI2Rsyn3HWhJHZHSKPU9pSt3EKmW67yKbldVa531bSnlLaUvZ+ocL2LbY+fXIw0w9pTlfau/FYK3xdjh5+oQ7WI91CdTl6TuV7Bo9fYzQuzGmOLGLBQ2+SiV4ygxYhJkybh4osvxo9//GP7aO1+/fr5HnJWSyQqGNpnn31QisPvWMc6GBkGztKwl3zE6pD83FB+dWht1kSKMTDkom7DcJ88YU8a5NVTG6vBOAwUgiK5KtpxmDOJgho8esOVgzFVNy35zJ1HRRS09JplKbaDqOQ2XDVADQsLsanA64YReqauQn7w84HOzjA+E3KqD0o+26cN8EvvOJ09sWfBo6xKlsgWr/pajD2xVytLYFNQ+7M0gx4/qmFLmD4EiNeGiuk74tgU1hZBNSaoovZzUSjWHp1ucXWS09KlEdTmy3HfiVKnZJ0t7l3fw+jp2Q/o7hvKpLWlXKfbMZOtykxrdFKMIWP4b5NLq8/HhyBoMeKss87CmjVrcNJJJ2HlypXYY4898NRTTyXiHUNAwoKhUsHNLHi2EyzFAZbKnRbHeG51iKl7wyyYFsCN3P7gFABY+WhGs6HbDlqk1ssYy33PAAMc4AzqQpQjOIKz/VrcGQSF6Wz8gjNVN6AQBFlSUCTyYWBlG6yXYzBbaorSMeTBCrXgBy8dgnYHGF66xzlUIgSqnqXevaC1J0G2eJZHnlK150j9UETkW3XothGxjOK2uSg2CTviBh2VCqaD23hp8hHEnXiJg4XS618Mqq/le20xeKUhfF3KySQ7TY18mPahaxd+9T2SniH6Ae1kMfTjJMvHf7UIA5AKcEHQ7zqCFiMYY5g+fTqmT58ePfEaoC6DIWQ7AashF4kYAIMFcMMOitR1VYtzWFYu4gZyQZEF5l4d0gRC4m/mM8Vnb7/TnDylHsrAwcPdjAOCIPU70eCNvELqDcQ/K2e6frNcQZ2asK0UZ76XcpAcV59q33gFJfGFbIq8VVT6uthBR5S6U7RNEewJmoGF5roouGzxSibETczPL7qBl5c9JR9c65LzsCfKgKqQfPnaWty6FidwEtSSPcW0NV3fGdY2XeAQ5fqg7/3SK6bsoqTl1X/GSUsmSiAetb2FDoLEZUo7193ni9Uz6sSDIy11Dlx+oXJSoqA8ud1L/jeKGAtDXZ76DIYsC7Cs3GqPZQJGCmAWGAc4S7mmAEyeWxHiyE06cCAXJIE59qkaTCz1Mu3qix+GHYxoAiJ4zEroBnMeS71CHzWZYue7dR2PvKIUdG3Um1etEmfwFkU2KI2yErbuofhgloOH25bonYB/pfa6r0Wwp6oBrsfgorgkS2tP6EBIfB/TllJOnATloSVCcBc1r1JNBunSqXTfGjWg0cnovi/lhJmh/F1sOrrfwqZTqgAtzISm7yRMlGd4dF+WsFsJY3dRdUPZjqOO4ZJEiiF4m1zA7/VIfQZDRVYE+9khJn0BALywv9RSehLxPQMLvbedaQIcG/U7zTUiOHOkqc2HFXTUPDvkq2ORozID5bs5RynlODds9fpyDzKKqbXF+MLzHPMS7xwLqksMzB64e/o7SCcvW3zkvXwXJtgPe63LnvLsyqsI2rIpgz2VuJ37DpLLVEalsssrHfn7SgdGxdoWJB8lqNGlVQ7fhL03hPFNWPsqPdSN2ubLfX8NExi5fMnU8k9mJxxqm1xFNEkW9RsMGfkT5IxUPuoQ2+TctSjFACN/cIK9pU0XODCfGSLm/i50UJT/D486a+MTnKk4VrjsLApf+h3nGRY5PXkwWAtzFEE6hNlKFNeOOHJRgtCoM//aAUGI7KLaESeQlveqxw7wirDFT+co9ujaQrkGYlF0iYpX3fI8YMaDUvYBYewppk0IdDbVQl8WhVrVN4peuudXSmFXmDocNh+/tu0aF4TYhhvHP17pBPWNXocq+ekUFIwEtVFd+yxXXXXorRkHCUp9IFC5CLNNrtRHa3cF6jIYYg0bgDV0Azfy8bF6mpxS6xtThn20dsrIrQjJKzzy1WI7nVdbZ4D2CEnft4rb2+9yTyypZzx44tjCF/xQNeBu8PqVpJD5ayjs8ql8Y9TlGOTKIC29XiFbzAtdw7w7Iqz3cruQnFdH8YOh0UdHMXUijqj/q3vd2PvJQ7aduPaUypZibvyleh9YGMK241obdJei/6k1m+oVacqurBtYvW6hUduZX70JTiq6jboNJvKhCn6rBEH3Ht39BfCbTPKnFOMDvz5etkeXg/CFPIYT6aUSEg2x/OS9/zXJsKWS1GUwxNMZ8HSD8yht6Z1D6jKICIDkIEgNarxemOn1UlP1RZ1qByPDpFUl+fjJsDuXvDqsINlEvDcmgEpMgOjsKCo4CJCtdLmUs9+s9HtVupItXpTDxiDbEnLqrAPtpFQC7fAibn1Mgg+i2uZnk1datd4PhimnoDoeZSzhp2Mc//pRiv7PbyONTievl/Pau30SEj8YjCEToGzQ7/VIXQZDSDWApxtghxjyOddihQgAy7eMjFEIgAAgpYjJqNvJ/PZuqgFR0DVALr1yP9dXqUkDnW/CzuoEXV/JiY+UUublolbLRSZsGZXDlqB90sWUTaUn0uIcfSoIsjPIFs6j21uMvrVENeyI0z64ZkBbKspZ94Dq9BFxbBIy5V4ZD5O2TgedfmH0iDKGCGtXVP8GvWDeS0c/feLa5Fgt0uglbEslZCnYYMEvVaVYyE3dBkNINQCAHfi4V4gAnn/pakbaTQfoV18M6Vux5c1v1sUPXfq5LXJOPboiUW2L9NyVhojP0gdvq/PIqNRbl+LoVpRcGVe6HNciWnvxW1EtRo9SoWYZp4wi9x9F2lkuP0Ut23ohjr/LUUYiyWLKKPb20hLbE6VfCEzLY7Kr3P2JnLzfxGkx9SfMluxS4Ze0djUn5lggbBAVZhwnyyUlgGBggdvkgn6vR+oyGBLb5ByIAEg0BmYA+WAoHVRxlJ8NMFeP5fdMUBCGptmGSU8nVwp9wuYVlIcqU2qddHl4IecdJBNHz1L3PV46eulWrE26I99LSdT6U4oyqiWbwtTTapeRyCOsPur1KlHKt1x2Rc2nmD41qu/iUimbKlVGUfIqpl8Ik0cp+vGw96QwFHuP9bMnSn31ux9FtbecNnmlURBWruHK3wnAYMHb4NJJiewqSH0GQ0YG3Mg4v5S3ytmI1aIYmShTU1FvOI7rNaL275776/zVC5SPik7HoDdBhwgiA/Mp/gSEQt5hZALKMhZRpzF9lrnCdPJx5RzXlHrcE7X+BNVvL9k4dS4uUWwKUU8jlVE5bCpFe5XlI5Rv2copaj5Bg8eQ/XGl7AGi98OhZL3uSVH6r7D2R8krbr+gkY1sjyBum4hxLy/LPTaOnIcaLv3CBCoR+/1AH/gRJMo8/l3DMMZCbJNLiDEVpC6DIXG0tgy3X8nrriRMs+7Klcrke43a+asdTUDjZ5y78pN/134dsIHWpVs5KDaILFce1cyvnOnHla1EOcWhUr6o5H2hUmVUKZsqWV+7mk1dzZ6o11e6744jU8m+sVJ5dTX9StSOgsZMQb/XCrnT5PyvoYUhN3UZDFlGGpw5D5QcPny46zoRMCxasED7vSojN5aFCxc6/ub5ExiGDcvJWErDMhjDooULtQ1bp5tgwaJF2u/9ZLS6BcgtXLjQM71qy/jJDR8+3LMTW7hwoTbIjJtPVBk/uXLI6PzgVX/UfFRZkZfqv0r5bsSwYb4yXpMHXjaFlQmjWxwZxnmgH6pZV+PI+NnkVX/88qp2f1LrZeQn5yfj1ZbC9g3F6uYnV+q+Ie790otS+ZszVvX6LWS87pelGGvoZNQ2U437parj8OHD7cckchcYaGtr88yjljAQfAx4Uo4JryR1GQwB+ptwORGrO+JkGLFM6QiKPFRST7fTpVusbrWC0KUU5SOn5WWj+n2l60Ul0fnBKygOSzF1p5z1Lk67qFZdCOuHKGXFOK963Q6TX9j2Xm17ylFG8vXV6HfizISHKaco1xdL1D6kFDYVm5/XdZXWTZeOX3pRyjZMemHzCXNtMfXOMz97t1CyMAyGTMDxfumucvxnCWGc19BIuMy0tbWhtbUV33y7FC0tLWAoBCX2rjHNzYlZZv4fhus3GUejUmYVZDhjjhNPREDEUYiH1D2djuMfI3Sa2oYeoFu1CL21L4KsXyAZNa9i9POSj1RuEfKKokOY9KP4r5hyikox5Voqm3TpFdOOiq2rYeSjDhYqaQ9QPpvillGYiZWouvmlU+p+uBwTD6W2KWrfUEqbSt0Pl9rf5bpPFKNnqWyPkk7UfiGWjtzSBkJtbW3o07cvVq1ahZaWFt98q8WECROw1mjChLP+4HvdPz/9COPHHoDVq1dXSLPapy5Xhlj+o3uITNt4Qs4QOG6UHjL24JwVjoCUV4l0OgXdFyPfOBM64+GHOshVfRJ3EBMnf79rogQjtbRiFwW/wXOt2FWpwWGl6Yp2VWLQWy65WiHupFCp8w+6ptqrmTLFBgql8nUxQUfQREYpg/tSE7STIUg2NgkfHxmMBW6DS8rJeJUk2aUeE4Mxx4pQlHYT1MiCOh4Z9VLdapAuOc6Y41OMvrVEFN/FTacYSpFu1LKrRvmVO88k1cmuSFf0fy3bFFW3ctqi9j+V6GOi9t3i+krd22r1flGKsgkbhEZJr9a2DwPR7qtdHYMBmRTz/XS1bXL/8z//g5UrVxaVRl0GQwRBEARBEATRlRAvXQ36dBVWr16N888/Hx988EFR6dTnNrmIq0FA+VYmKlEna2VrUhhUXWttZUTdblKp7QKVzlNQrnojl3NXsKcW6Iq2dUWb/EjKrHYtrSZ1NWrV9nLoVYmVLy+5Uj3bVHOEGN8mxRSVjo4OPPHEE1i8eDFM00R7ezsef/xx/OhHP8L48eNx1FFHobm5GalUCptuuil+9rOfoampKVTadRkMEQRBEARBEERXgiH4mSCW0GeGjj32WDz44IPo27cvMpkMMpkMfvKTn+C5557D9OnT8Ze//AXt7e0wTRPLli3D4MGD8cYbb4RKm4KhECRmRsCHMDMhtWJnrejhR62tWJWSUszGl+LIdyIcXXX1pCIPS8egXCvt1WwvXdGmuEQ92rmUBxSE9Vc12nyQrZU4sbWUJLFuhsFgQCrgAZikPjL09NNP48knn8T+++/v+m3mzJmOvz/77DP85Cc/wb///W9stNFGgWnTM0MEQRAEQRAE0QUQj4L4fZJIz549MXTo0FDXDhw4ENtssw3Wrl0b6npaGaojuupMSCnpyj6qpRUEWZe4q0i1ZE9S6Mr1O8nUQrkUs3sgzgtDw1CJNi76n7h5VXoVvJQ+KcVLayuVd5g0aqEdVRsG1mW3yX322WeRrn///fdDX0vBEEEQBEEQBEEknFDb5GhPmAtyCVE36N5FkJT3EzDOHZ848pVGl6eX/rW8ylPL9SIJlOs9M1HTrgZBz5PUWr/jpU9UPZOyKgTUfh2SKdVKTtz7SK2j3iejfroKLMQn6ajPCAmy2SzOOeecyOlRMEQQBEEQBEEQCYcxhHjPULW1LJ7TTz8dRxxxBL7//nv7u48++gi77LIL/vrXv0ZOj4Ihom5JyoxgMSsp1Z7xijLzFvUUJyJH2BWUap9W5pW/3wpJmHd+1Sq1rp8fUVfM1ZX2cqPqF2flSpUpRm+/FZio6ZR65aIrr4CUmq6wcsTQNQ9PUFm0aBG++eYbDB48GLNnz8b111+P4cOHY9CgQXjrrbcip0fPDBEEQRAEQRBEwmGMIRUQ8QT9ngQGDhyI+fPnY9KkSTjwwAORSqVw55134te//nWs9GhliCBqkDCzUaVcaSHcVGs1JWyeQc/X1PIzKVFXHYpZBSg1YU5cqyWfV4pS2+y3kugnU+zvcUnqSgLRtWDIHaIQ9OkKPP7447jvvvuw6667YsMNN8Rtt92GJUuWxEorccHQ9ddfj/79+6OpqQm77LILXnvttWqrRBAEQRAEQRDVJcw7hrpAMPTb3/4WRxxxBM4++2zMmzcPb7/9NhoaGjB48GDcf//9kdOLHAyNGzcOc+fOjZxRKZg1axYmT56MadOmYeHChRgyZAhGjx6N5cuXV0UfgigHUZ+dSdrpbH6E0bvctlV7Zj+MfUErQfW4MlFOws72k99LRzHvLtK1gTCySe03CUJgILcNLuiTdObPn49XX30Vv/vd78AYQ9++ffHEE09g+vTpOOGEEyKnFzkYWrVqFUaNGoUf//jHuPTSS7F48eLImcbl6quvxvjx43H88cdju+22w0033YQNNtgAt99+e8V0IAiCIAiCIIhag4XYItcVtsktWLAAQ4YMcX0/ceJELFiwIHJ6kYOhhx9+GIsXL8aECRMwa9Ys9O/fHwcddBAefPBBdHZ2RlYgLB0dHViwYAFGjRplf2cYBkaNGoWXX365bPkSBEEQBEEQRBLo6u8YAoDGxkbH3y+88AKeeOIJfP/999hmm20ipxfrmaFevXph8uTJeOutt/Dqq69i6623xjHHHIN+/frhjDPOwCeffBInWV++++47mKaJPn36OL7v06cPli5dqpVpb29HW1ub4wN4H59IEF2BJNdlv60slWinxW5zKsXxt0EkZStW0vvYUutda/4oxUsoy2VLsenpdKqnl24S9UuoAxRipl0Lz+xfdtll+MMf/mD/zTnHgQceiH333RcHH3wwtt12W7z33nuR0y3qAIVvv/0Ws2fPxuzZs5FKpfCzn/0M77zzDrbbbjtcc801xSRdEmbMmIHW1lb7s/nmm1dbJYIgCIIgCIIoOQYDUgYL/ESlVp7ZnzVrFnbYYQf77wcffBBz587FvHnz8N1332HkyJG48MILI6cbORjq7OzEQw89hIMPPhhbbrklHnjgAUyaNAlLlizBnXfeiWeeeQb3338/pk+fHlkZPzbZZBOkUiksW7bM8f2yZcvQt29frcw555yDVatW2Z+vv/7aNw+aGSKSRtwHhYPSi/MQfilehOhFJdpmNVeFismzlma2g3SpBR3DUMqyLFfZxF3ZiHpt2N9KuYJWjGxS6hhBlItybJOrlWf2v/jiC+y4447230888QT+8z//E7vvvjs22mgjnH/++bEenYn80tVNN90UlmXh17/+NV577TUMHTrUdc2+++6LDTfcMLIyfjQ0NGDEiBF49tlnMXbsWACAZVl49tlnceqpp2plGhsbXfsKCYIgCIIgCKKrwcBgBEzsid/FoyMCrzGzeGb/nHPOKaRRpWf2s9msQ8eXX34ZkyZNsv/u168fvvvuu8jpRl4Zuuaaa7BkyRJcf/312kAIADbccEN88cUXkZUJYvLkybj11ltx55134oMPPsCECROwZs0aHH/88ZHS8ZrBTspefKJrE6YulvrlgV7phX2JYSmuSTpx+pCos9i17KdSrDYknVoun1JTaVvDvqCXIOoZBg4jxKejo8PxGElraytmzJihTTPOM/vlYuDAgfbrfb766it8/PHH2Guvvezfv/nmG2y88caR0428MnTMMcdEzqRUHHnkkVixYgWmTp2KpUuXYujQoXjqqadcBUQQBEEQBEEQdQe3An9vaGjAihUrHF8nYSfVxIkTceqpp2LevHl45ZVXsOuuu2K77bazf58zZw6GDRsWOd3IwVC1OfXUUz23xRFEV6ISs5xRXmJYzfxLlb7XqkQSZpSToGMpYZx3CZs5Y112NUzXvoots1LLd1XfE4QeDhYQDIk20dLSEirFOM/sl4vx48cjlUrh0UcfxV577YVp06Y5fl+yZEmsl64mLhgiCIIgCIIgCEKB81ArQ1GI88x+OTnhhBM8A54bbrghVpoUDBE1jzqz1xVmiyuB8JPsv2r7Lm7+UWfXvfKpRZ8E0dWetar2amTYvEv5PJeu3hWLrGOcUxv9dClVO62F+lkO3xNEzcItwDIDrgn4XcPkyZMxbtw4jBw5EjvvvDOuvfbaWM/s1ypFvWeIIAiCIAiCIIjqw/Lb5Pw+iDExcOSRR+LKK6/E1KlTMXToULz55psVf2b/xBNPxOrVq0Nff8opp4Q+WY6CoRqF3pSdw+u9HbVCLeniRb2clhjFzlrxid8JfrWgX6npavYIoqx2lbJsi0mnEqeq1lL/WCt1z8/vYT5JpOI2cMv9qRfENrmgTwxOPfVUfPnll2hvb8err76KXXbZpcTK+zNr1qzQJ1WvXr0at9xyC7LZbKjraZscQRAEQRAEQSQdbgFWQAAQtI2uRhk+fDh+9rOfYfjw4Uin08hkMth2221x9tln4/bbb8f8+fOxfv16WJaF999/H3379g19wAMFQwRBEARBEASRdDgHrNIeoFAr3HPPPbjllluwZMkSWJaF9evX43//93/x1FNP4cMPP8SoUaPQ2tqKVCqFX/7ylzj22GNDp03BUI1RS9sKqk0tH4Ms69ZVjgBOGl3J513JFh1d0b6uaFM5qKX+MehgDC89y3HYRFzk/KIcLlSNsUXQQTZACfUKe4Iai/B0iJxmggKI4KO1k2OLzOabb46LLrrI8d1XX32F/v3747HHHsPPfvaz2GlTMEQQBEEQBEEQSSfMaXJBK0cJYosttsDo0aMxdOjQotKpy2CI88JhGmEndcJMXtTI5FdNEvW41a62Qqazp5wzinGO3K0UcY7ejXO8ei37AIhXxyt1bHGpZvNrxfel9lupDxmIk14l60KxedTK6lCpV3iqbVOUI+CLOS4+Tl8V5VCRKDYIHDLSSodu1YPLq0HcCl4dSujKCYCyvGeo1nnyySeLTqMugyGCIAiCIAiC6EqIo7X9r+lawVApqMujtS3OYYnZLh686qP+LuTlT9i0/IgzO1JJ4hzvrbs2SDbu7F3cY8ejykQ97tvrtzB+KNbfYWTjHN0e96j3UpVPlDoURs+4x9eXyg9hyyiOTBybVPmwMlEott5FySeqrnFXpuPYo8qFzcfv7zA6Rr0ubF8S5zc5/Ti2lHMnQaXqgioXR7cg2Tgv540qF3R93HGSmqb9d37gX3iHjlXYKmaZgPx+nVAZOdNjUeWrjVgZ8v10jZ038+bNw9FHH41dd90VixcvBgDcddddePHFFyOnVZfBEM9/1EBGe630vbheyMsfUwqMhExQZyh/Zf8e8Ux43YAiziApzk0uzAAz6m9xb7ZRb9rqdV5+UJOJemMs5kaq+66YwUYUmXLYWWxQU0pdwlxfrjZRKp/7yZSy3lVSJkr9DupT4+YTRJSH7KvVB3r9HqefjJpPHKIO6r1kolxfTkrRNxQT5AXKBYwzAoMfn/GJ56EJShAk/uZcCWz80ubOT8HeQgDEzM7cx8qCWVlHcCACGs/3N0mBkCuoSspx1OJo7aBPwnnooYcwevRodOvWDYsWLUJ7ezsAYNWqVbj00ksjp1eX2+RMi8PigJGv/xbnMDR7Yzljjt8AEUTl/y13XIzBYAADwJgS3IhrYOQantIh2Mmrsw/S6Sc8//842MEZUzpJ5XQVxjksuDsyA9w7IMvLugYhkk1+cm5lfWZfmKHtaBlX9JPsUf3t0E3NT9JJV0aufBTdPPG1KeX+SlN3/PQDgv0t6l4U/bxktH5ghu1vVT9f30lyWhkv/Tz87SsDaP3tl4dXHcq3yEDdVJv8dfOxqUT1Ti7T0GUkyUUqIyBa/dbo6CuTLx8ADt3k/s7Pb771Lk4Z6WxS2oWLiPUnjL91dc6v31fzCuMD1XeBdVuTn4sQfYrLHk198KrfvvqVsD+J03/b/Yks53Mfi2KPq4wAz1WOwHGG5tkcHmNcYknGGGpbFwN1MbbI/5txDg7mkGUGg2Fm7UCFiUCAW4CVG0/xxmYAhsMBOp+odsnP3jBugSUlGAqzTa6CEwPl4uKLL8ZNN92EY489Fvfdd5/9/e67746LL744cnp1GQx9+N476N69u+O74cOHu24AjANpZmDhwgXOmxkHLHDsOHQ4TCu3UpTrsHJBESyOt95cpM17+PDh9r9FoMU5AMawcNFb+Xy5p4z4XeizYJF3Prr6zhnDwoULtTIAMGzYcNd3XNLNKy+XDAcWeugmy6gd/II39fkwzjFsxAjtb376eenGmL/vgEKHrSujUugm5yV3zkFlVFJ/x5AJ8rda7/x8Fyjj4QedD4CYvotTv0Pko7MpahkBCPSdjlooI692EbuMAvotub0K/RZ69CciH2GTV18s2wLAv53Hqasl9Dfg7r+D+jpdXkF1wVMGwf6WrwUKg9Gw9zH73wH+DlO/5UBaLqM4fXEUGc97bIQ2Edbfukk9zhgWvvm2t4wSNOjKSB6j+I1PvGyS26vFOQwwgDEwGFjw1rtOWyV9hgwdJoeNMC0OpBuxaMECWULSxcLwHXcoGJOf7jWY4apzDpuGDQXjnc4VIrNDa0vNwXmXfc+QzEcffYS99trL9X1raytWrlwZOb26DIYEjiVpeWZBhlu5xpgPgDhgL9Fm8ytM9qUiTcM5e2HA2bnIv9n/5rDbMEd+iSksuqDH7zufSQHdjA2XdNNmr9jkp1egfh4ywcv2+q9NS/+DARZaRldGzqy9twX46ea4JqKMdmathP72lfHJy6su+PlbHpBGlWFMo2eATWpViu0HHxmvehc1n6C8XIGqfF0ImSj5RC5XpV2E0U2+zjH/FOBvbZ8aIp+gvriQjHefHKZNAPpZ6Cj+toM1H5s8869A35D7IUY+PnKlqKte9zG7fvL498s4/bcatOt0C8qn8EM0mUIVVyqjcIVm9URnky2fD650Wxa5cl+ypATE4wZS1rlxVe7x/9yXUr5C1uSAuiOHWxwm8n0Ry01iC2F71coe1xkAxJY5bo/thO0sXxC5lSCxpcwq/J0EOK+Lo7X79u2LTz/9FP3793d8/+KLL2KrrbaKnB7j3LOZdTna2trQ2tqKp//xD3TvvoH9vTsAknoBbqEz3QjOAdOCHQyZ4M6OiOWaGQMDB0fGcHY2jOU/ik52e893yIa04iyuNRhTdMx37vltfEInOS9xlaHkKAI6KDICQ3PDFulrB57Q2wXkthPKMo5leo1uQN6vkn4uWzwGFCa45w3Dy+9+NV83cPGyHQBS0s1BzkT2t0hDTtslx73LSPgyrL9l/YL8HUVGnhRQ8dLNz99RZcT1rvrg4TuXvzWVIUjObov5fwW1I6avDoHXhm2vvu0ioA4F2RMkIxNkk8vfIX2tbp1RJ6N06OqRV0zqdX3kOqfoBrht8iojQG9TkL/tf2v6Br/+W2eTQz+J0PXOQ0aWi9OfeNVTPxlZ1q+uyv2oLROgm84eQOq/A2RkvMrI/rfGD0JH5PUUwYHfvUXnA1VGl3aUeiraqggi5BRFoJHl3Nsm9+3PYQ+Uv3XtWdz30vmdcHKfwziHkV0PcZx2LtAyAMMAZylwMPseKOoAgwVmZsGy68HMTntwtmbND9jv8KOxatUqtLS0aLxYfSZMmIAN2Xpc8vuJvtd98OkX+I/DT8Dq1asrpFnpmTFjBu6++27cfvvt2H///fHEE0/gyy+/xKRJkzB16lScdtppkdKry5UhI7seRta519duJI4vcwHIyvUmTCu3EiTaYorlOoGUkW9A+cbHOYcFjh8s50yIgdy1KcZgMOboEC0O++AFORgQjTOTYnawJbS1AFhW7sCG3OENeZl8P5BmDCmDiWkSIWY/LyWCB3twnZfLGEZBN5aTyVq5PERnqMqkGENa6eGtfF5ykCIPKAyGvH6OQnDkJfvB4Tdmz+/YNnXygj0iL4P5+9vkHGY+xrTA7XLMGP4y8k3B5TfFHrGN0sumtMGc9gAwTe8ySul8l79JdFqWZxmlGcs912Y4ZdQyEjZp85FsymqC8DSTZISR+Xx4vo7KN0ZtGUkysr/FRJawKWPXb7duVn5wqrYJ1d/I+9yy3GXrqqsp5+1aV0aeNom88mVkcaffDEOp40oZcV6o33IZpe08uDvgyPtP9be7XLnLdya4y99pD3v8yigl9V0ywne6MnL72y2jtr8obSJMGcl+EzKGEdwm5PrgVUZyv+VVRs7+2zsfeXJX2OTov5UyUuud7Ie00ma97PErI3Cg0+SuMnL62l1Xdf23q00IuSL6EyEjbJIH4jm/FcpI+E7XnwibDF399rjH+pUR4H+P1bbZfJqqv+W+zuEDST+5Xdh1IUBGLSPhO0ef76jfHGa+rxNlpN5jGaR7RR4vf8v3WeF/9XpxuVxHGWPIGE2OoR3n+f7E4rC4BTNfQEK3XB+cRirVA0waIa+xuiERcI7AbXBdYJvclClTYFkW9ttvP6xduxZ77bUXGhsbceaZZ+K//uu/IqdXl8EQsh1A1mk683oIkDF8t5ajw+TI5jseINdw0imW6wwMIJ1vpOJEuazlXqpP568zkJMRs58Wz93YLHBk83c48VuaGUinCoczAPkZLuQ7AgvIcsuVV0PKQCrf4Qjsm68lHQuebxNCn4aUkZvpyQtyDmRNbueR0zPX6QkZIZd3l71NIWsV7LGswvVpZuQGF4p+HEBnluc7wsJJf8Jn6RRzzfoJmzpMC1lT7t6R91vuRi/PNMs+6FBkDAANae8ykv0gBq2q35idj7Ns1TIywJBJO30AIO83fRkJX2TSBSku+cCrjGSfyzJqGen8Js/kqXk5/G0YnjKi7XRknZ1wrg0Ztp5y/ZH9LcSETQ1GyiGj5iPXH1FH/fwtl5F8aIquroq2J3wn+1v2n6izArmeyl4wPHyu84OM8IGuHen6Bl09yI8VHfXB4tzRlrz8reYhD85FXW1IGa5VVl0bV/VTJ1eyPn2dXLYypuVuE17+lstIV65y2xP9kO1vTVuS7ZH7LdvfcPetQgaAZ38i6nfWshxtAnmbhJxqjyhTr3on+m/b3wHtSC0jL3uAcP33+qxp1x/h8zBtQtfn6/oT2Sb1Hpuzn2vLyLTcbUK97/mVkVrv1LYksOupRzvS1W/OnXJqGQl/S3MrLpvUe6yurxPl2mGZDt1kf+vahNznq/WuIW042p46blBtkstJXA+NLfI4Q9SdtMGgxu0md9+fc7oV7vtCRlTztesTsk0OYYIh7v97AmCM4bzzzsOZZ56JTz/9FD/88AO222473HzzzRgwYACWLl0aKb26DIZYth2skykrQUowJLXsf67MSjdI0SGy3IwaY2BGYWaNc57b15rfxyojGiVjDOoZNGZe1qlC7rpUyrBnooDCrInFuZ2Puo9WdDSyXDbfYfD8zL5yH0GKwbZHDgKyFnfYZecj2ZNWZADYckCu85FtF3mkmdMm07Rsv3HOXdeLjklsFRB+6DQtl365DrogL5B9ljWd5ZTykJPLk0u+U+3Xrvhp6oJIO20wx/aM3E20UEbCd3Jeok7IePmAKXVO+FEtI7ku6K43WGGLglwnZOS6o/pBlGs2nwi3uK9uchnpbEobThmhl1d7ED7P5ANdmSznnvUO0Le/zqyl1U/UF7ktCbjF0Z4vWwB2fsIOLxmho4ra96htQvWF7GcvGbWtC110/hY+8/NBJiVmcgs2yXIyqn6yv0WbCNNPAs6JH7nOyfrJNsn+FvU0TF+XyytaPyxsUn0uZAARDMFVRrLv1EBAbReyPep9KSXJeNU7r3aks0mnn0DtF3T3Mb++y0834QK//sSrjLz6BcNAPtjiDrmspJtXvy/XU/nfIh/k8/K6/+vuyX59vnpf0rUhMWlXmPDJBVFCRvhCd5+V+5J2pU0A+r5Y3FtUvwX1J6qcww9w9lsC0b797hMNUv+t84Wcr2qbI2Bdtw5JgFsWeLbT/xrT//dapr29HRdccAFmz55trwSNHTsWd9xxB37+858jlUrhjDPOiJxuXQZD6FyXC4YEosLLx1FK3334bRadlnMWymCFgMhg+eXyPBYXy7diMJv7v7hWzMrKHY5APHgtX5MycjJqp2Fa3L5epCHSbEgb+eVeSS8rf9OxCkvQ8oPeuTy8l65lm3J5MVsuo069ILeEr6LaI/QTQabQT0bok1I6J+EL0+LoNLlWP51Nqj0ml29yTCun+tm0uLaMZL8I3WR5nT1hy0joBOTKV8bLB7IfADjKKWw90NUHWVb1gVcZCR1lZJt0ZVT4t1MuIw0WVblcnk7dxHWZlOHwNwBkpTqn+kGknZYGImoZ+bULV1Do0S8IOVVGlpXR+dswmN2OZJ/LiHqjtj35eqGnjF87Kvzb7YNMimnrT1ibBJ35wZtXvcvlJZWR0i+I72T91H64IBtcpn42yT/p+mHA7XMZXf8IFOqp8IHwiYzcLrzs0dU7Xf8dVD5qvwU4+2/hC6/+TvZBUN8l0pF95VdPxb9ldIeaqPYIN5i8oF9H1nLlJesk11ddv+B1fxE+9bNF9btqT1DdkYtVdL1Z07JtkgnKp9P0tkf2iYzufhmUl3q9nz3tnaatW2d+sloeCxkGQ1M6ZfdDoh9XyxmA79gIAKyOZARD9ruR/EjwAQpTp07FzTffjFGjRuGll17CEUccgeOPPx6vvPIKrrrqKhxxxBFIpTxeoeFDfQZDHeuAdGFmCEbecfYNuDCHx5mBTxb/YDcYAQODkU+DaWauOM9/IrzWwOOVN3Yeue+ZPYOhO/tCXGeIRi+lY1rI61SYidTNsjJlIOJni9DTS85LP2a4r7fz0ty0hIxIw9Zf3Hgty/O1Dnaespwt715RNtLecqpd8jVMvRPAPduk2pJOqTcDZxmFzYtbHFa+g1Ntsv1gIFoZSWWl2qPVSyrTlAH7eSydPfKrNNT8bBmfMmKG3h4dXvoBBX/Ltsk2q9cLGcu0tPa4dFRtEj7xa0saOdUWoNDGo7Qj4QNdv5DTS9936cpJZ3/+OWVPH+j01NU3bR+k1D35GlVGXGOXU0Dfpcqp5SSXjSqjQ7VFmdT3rHd+MlmTu8rHq10IHbzs8ZJR5Rw+lvodXR0Ccv4G3HXWr+0F9V1ePvc6+0nXn+h0yqXv7IedE1nefbFtl8+9X7ZHfmKUgbnqk58ddl6aPt8lI9Ud70kSd//l8ImUl9zmLJM7bLEsbge2OptU/6vt1QuxgiTXFzsYkuQ6s/mgzrRgduaeUYLFkc3vH2UiYM2kYBgMRorBSBlg+eBfDco7Oy3bTsvisLKWwz9W53pPnWsKzoODIZ6Udya5eeCBB/CXv/wFhx56KN59913suOOOyGazeOutt0KNB7yoz2Bo/VpwZuWOXcyvmzKj8G87OMrz76U/OLbHGSnm6OBzN/zC9bm66D0AFDge6gsImuIM+nTnQaiDHr90CvY4r1UHPEIm6Gal3oDiBkMFPQodddgboxrUhBnE6mQ98wm4Ycm/q2VUeNebe+AXJp8wg3M5DVtWM/BR/5aDcHe66mDWaZNuoK3NQzco9bHHzyY1zaA65y/r/i2ofYcZaKsTLPbAQpOfrmy8bAqqpx7nxAQO/NR/hymjqMFDTkYf2AS1JZXcwMY5ONe9b1QfePno6mOTlx1efb3XZITXZJlcRpZZGJQC/vVHzVeV0cn5BUJeNlma1arctW5fyPVODM5VPWXdogx0/Nq5rk8olKm41u1vv4lDXfAg6pHazoFwfne1eZ97i2qLEHVPMCG/cOAOhrzyLkws8Lwt3pNHQC7IkMtLN2njOvEazrYg28HygRDUII1zdLSbsEwL2U4LZtYEN7MwO9eDWyIgMpBq3ACpVAqpdApGiiGVTiGVdq9sZjstR1pm+zpY0nYybiVka5lpgXcGbJPrTMrzT26++eYbjMi/722HHXZAY2MjzjjjjKICIaBOgyHrh5WwzCaApcBSuaknbhhgRirX+kQwlI+uv33nJTDDgJHOIJVpRKqhG4x0BjAMpFIZsPxbqDk3wS0LFjdhdbTn9m6aneDcyn2fb1hcuWFwKUrnlvqb829x0AMTQVw+byOdcX5vGFAPhZDT4vZMXLjlUh4wk8A0b+J2XWO479Lydy7bA3QL0ilILz95WU7oGNZXnmlKtup8IefhlZeXnJARNnF7EFiw0WGTOu0s5xGxLAt10Z2mqHOqXV56OWWldmFanuXlZZf43s9n2vR09ogHCWzdcm1aZ08QcvsPYxNQsEtXL4NwlJXHSDmonMKWkfqdTlate67fI9oVVO8qUUZy+URp5470VHtkWcty2cS56dIzTBv3s81uM0o7YoahrUfqPSWo39L5Qy0j9f6os0dXH5lh+PbRLv8oOsn1SNe+Vb10bVLND/Duu9SyitO2XbbIE7xSepybdv9lmVnHWCTMPUJcx6V6qF19MFIwUmkwloKRzuTGTZkGV7uw0xX3LDndvB0slbHHXTAMGPk0xBiLZ7PIrv8B2fXrYGbbg1dDABiZRqQyTchs0MNON2eLhc61bTA725Fd94NWNjnP2YTYJpfg0+RM00RDQ4P9dzqdRnNzc9Hp1mUwlHtqzgIMgJtArv3LN558RRIzVWYnuAlYne0wO9rRAMAyO2GkMuBG1jFY5lauwzA71uUabbYTnJuwzGyoxhqEeLRQ7VtdL0fOB3RqB++ykSCKRVPXBL43zlpFWhnuajb52gMkzqag4C5p9ghqtt4ZmoF/VH3kNGqpfGpNL9XXQTpJ7UENPApBXYiBcjFYJqx8+mZHTqdUutER7MlBqwgy7eAsX8cZM2CkMmCp/P/F5G5+UopzC1Y2i861q6Kp19kOq7MdAGCk046gvmNNW4ICHm9yK5L+ZRz0ey3DOcdxxx2HxsZGAMD69etx8skno3v37o7r/va3v0VKtz6DIQmxMuTASOU6DMbsgEjgWqnRzXaIGSFu2rMpFe9c8/m5z2UhiBLT1eqa1Fa7mk1dxh4AsMwuZ4+gZu0qxX2sVgditaZXVH2k9lAzj4RYJiyzE4wbYMwCSxngpnPFTOygkeEwYXILBk+Dm5YdTIlAinMTVsCJab5q5WUdE9ldIBACkBuzBu1iSfABCuPGjXP8ffTRR5ck3foMhnLHjIClM7lAyDDAUulcECQCo5QhNtc6RFPpRhjpRqQaGqUZi8I2OdPshGFlkAVgpNKwUhlYZie4mf9/uWdmwqCb3ZOptn61QtSZuXrGq04l2Wd+7SSpdnUlmzxWuxK70iXoSmVUbkqxUlVLFFv2NdYPs1QGqYZG11ZLblm557a5kVsZyl8vrwyJsZUcCNmTzxbAWPwBfe6RhwbHNjkz02ivGiUaywTPqluFnCQ58LvjjjvKkm5dBkMs05j7pDOFZ4RSaechCmK/sFh2TmWQ6daMdFN3NDT3hJHK2HtOGTPsRpw2O8FNC+mGDWCZnfbeVp6fIfHa+w1o9uWG7PzkJWXbRo891bp/6yj2+ZigtIL2UKvXee1zl/e4x91zHXV/tu65Hp2eQc9GhH0OK65+QXkFPRsU9KxEVL3i4H6Gzu1nGb9noew0PMqoGLviPFemqz9++nmmUwZ7whBUz7zKCAi2S8j62RPHrtDPSCplE9T/eOmqtqEwdsXB7xkk9W+HbSGepwrzvJj9nabMdWUdtq/2fbZKeYZJfe5N/Dvss2J+9dWPOGUp6+hlD+B+JkuVdegRwo9ezzF5+TnomVudnBgbMcOAkUrDyDSCGSnt+Eo8VsCVbXJA4fkn+XkjZqQKMtwESxmwsp2hgxiWyiDduAEamjcES6eRSmUK9hsGzPb16Fz/Q7ID6lArQ96H7NQr9RkMNXYDa9og19BEAzVSudMo5H3bVu50ksaWjZFuakamqRmppm5o3KC745hGll9Eyu3VbLJP+rEsnntuyOK5BzLzgZLdIVlWPjgq/G3vnZU7CunhRwB2BwHkOywjBZbOFaXh0XmpBy7AY0Dh6NzUV2HriDL4k+32wOshS0t03Kps/nrxcGWYh/918pFRby7i4VTpBmP43PB116tyrjKLSdTDL8KWU5TDKVzXKgcShCWMbrKO6rVx/O1rS1D90ekpv/lPySNM2whrj5Dxm2QAPMpGJYS/dYOrIP2EjqrdqpwhD4iUPsxT1zBtO6RdfvbIOgLucgqScQ6CQ7Z11TY/O/z8ID+7ESKgAtx1NKiMdWUpp81YKnqdC7p/Bdjlp7s2u5Dl4mhvko6e91U7A++JSp1NUfAtL58ASw5evOy3NGMT+16c3zmTyjTZk8a2ToUjNe0tb6oOanvPbbFzlqu1QXtu0jnbmd+Bk0V2/TqHj1KZJhjpdG5HT1M3pNNNSHdvQSqVcpxOl25qhtmxFp3rfoDZsQ7tbf/SO7TGyQWXAXUkycFemajLYAgtG4NtsEFuVUjMwDCWO2pbhltgnGPzoSOQbkihoTF3PGNzUxoNKfeL9GTEcZriBWWmlXupV+FFc/kslKOkde8oEOfni99zQVvhHQLinUeK6i7EcZfyseDy+2B0+uTkgo/C9ntfjet6n6PG/d45o3tXhngPhWHfeJzvfJDTUHXze9eR42+Lw+u9CPJ7jnS6qbaoeViaEy7l9xx5vfNBh+74W/VY4jBHdeveQ6Uep27oBkk8IA+Nz72OEdcdUex454PmfSY6WVU3nb/VdxZ5HR0tI9c3+X0YcrsGoG1LXkdhe73/y+vIUF2bUN/1oZaT1zH0fmVUyMv/PT+O6wOOHQ9rk/ruJa/6Kusl26TaEqaM/OxRdZRtEnnKiOOv/d7vo76WwK+M1NcnqKj9t9f7slQfWI6VL+5bPsKeoHcc6WRc10vHL3u1I7/yEfcwYZOunnr1RzpbxDt0GArHgKtlpL6eQU1brXde7/TK5e28t4S5xwb1Daq/vd4555DRXKtebxiGb7twyEk+yGjGSkHjoLCv0dDpzcEhH2cuxkjMgD2J3ZA2kMm/EBkALM7R3mmis9OCmbWQ7TCxbk0nzKxZOFLcbMc3nz3lsrXmsCwgYJscinjeqqtSn8FQpht4Qzc4TpDz6fw3+1EPNDdl0JROoSljoDFtuF4AJpDfnC6/1AsoBEPy2611b8UGCm9aNy33m5Vz+SD/RmbnG60FureTi+vE25jFi8yC3lof9k33Xm+0Fmno3nAv3jge9MZ6IeP1hnJZzmDM4VvdW+uFTuKt9TqbhKy4Vv6/yENcI7/pXvWdnJ+cpsXzb72WbJLLU/hPldP5WvadXAdlHdU3wwudvN44LvLQ1QfxxnpZN7VsVR+o9Ujo56dbQd4p05G17OtF/upb3WXd5PoT5G/ZD14+EL6W2xEA37aka0dCxq8dCZt0unm1CZFfxvVS3+hlBBTezp6zraCTzq6gdhHUJnQ2ZVKGqz+R5bz6n4a0mNl2v2RRyAX1d8L+IP+JPEVfl5OT8opY74LKKC2NsuV7jOwXuX3LPpD94Nd/y7ap7UFuSym7/zYcsgBcMoX0C/Y35AemYcpI7ReC2pHcN3jppvbDwiavMhLpdpr6MpLtSTFAXOZ135fLCCjcj+Rr1bxkW7z6OgCuMjKYs//2uicX8nCPGwr+048ZRNqinsrdkG78o95nVZvCjAFkf8jqqPeGlMHQmEkhxeBoD+2dFjpNC+s7LbRnTaxa14n2TtMOYM32dfjGZWUNwnngzgn1IDAiQcHQJZdcgscffxxvvvkmGhoasHLlythp8UwTeKZb6OuHbdkTjUZuJiFtMKTVWQ5pAGeA5XbdMQblMmQtngvaeaHTETMeTOkMxe9Zq/ABnLOyqbxc2sj9W2Dm8xJpm4Dr2lR+cGGAwRJvlOaAaVquc4yErLBJyFi8YEOWuzvDdH52SB4kcSt33g3nuaBQtb/RYC5fCJ1UGSGXYmKw5PS58IGQtWUU34lyE36Q5WQfiPzkfIQPsha39bNlmDMvGeGzrOnOJ51/qa8oJ4Hsv6zkA3Gj0flALiMAjnJiLGe/fQNmzutln6s2pZUyUn0gl6vsh0zaOSUZpox0Nsl1AsjdYOV8RN46fwOwfa76W5UReWRNZ50T/YDcJgC42oVatmo7kmVUm9RyUhH9gm71SS6nqGWk9g1eugWVkcV5YXAuqShsCetv5MtI7U+ETV5tQrY/bBkJvYQPVHuE/2SbRPtTy0nUOeFruc4Jv+vuJ6qc7APZprTsB6WcZFt0dU71g2yXsMWvfEyu+FuyJ0hOV+8apDqn6uZVRkzjO7U/CVNGJvR9flrTLmzfSfc9tW7LPk8z5tgRbIF73psB97hBvccG3V90vpbrnfC52pa87rF+ZQTk7ify/UVX99R7bJhyFb4QgY/X/TKtsUcNiEz1/VBKexCL56I/7TQtZE2OHzpNZE0LnfmJt451jViEJGAFb4NL8Gly5SIxwVBHRweOOOII7LrrrrjtttuKSounGsBTDa7vmXizstTYwQxsvVEGDSmGNDPU9+DZA2jAGQilWD5AEknx3M2TIz+7IXWOspw8IcvznUZHvnFayP0tOrB0XkanV4dl5vUrkDaAtGHAAMvfWB3qwcx3BhYvzL7I6acMJnvGYUuH0vhkOWEXl268Io+s2N6P3PbkBiPl8oXII8utnJzyKFPaMNCQMuzrmY89Qjcjf1PU2dSZ5flOW5FRAl3xK+fIlZF4RkB6ZEH4W8jZZZT3Q0fWgtotyXVN9gPnyNcDjqxlOfIx7JuVu1xVOWFPLi9DW+/U61WbxIBM1q3DtGxfi7pnwOmHTJq56pxctrK/ZR/IAwRRRjoZtZwEwh4vf4v6oCsjK38TFnIGcjO/acMdBKj+dtnkUed0PpdtUnUDCv5WdTOkfkG0c6GGLAO4y8jLJj9/qzLCHtF3CZn8M8qusg3j77SmTYg8RP2RAyi5TYT1t1x/1P7R0vRdwh67bPP+Vu0RbVXuv4VNQkcZuc+Xyyidcvdboq8TNsn+tm3Ktwc/P6hlq+u3Cu06Z1NWaUhquwhTrnL/HaUd6WzS9flhyki9X6plJN//bP0Uv4km61VGtk3Q31/Uum2XK3fXI6Bgk3y/lO0RemUt5+4LYZNoF4Kw91hDahNAzl9CVrZJLSMZ9V4hrrfLSLq3qG28w3T6rSHF7H4rZeTsk4MhjkLbVW2S71/qmCFrWVifzfs8n936tSGeQawFOA8RDNEzQyqJCYYuvPBCAMDMmTOLTounG8DThWCIiVNo5BlZJp4hYujbbCDFnDcSi+cav+iw8iJIIb+knso1TFnK5NKsCC8EUgZyjdJghVmKgrK55XETORk5LyZmRFDocCyes6OTG/b1csBl66f2ajy/bcuSw7scaSYNdhQZe/kaBhT3IcNyM5m2HC90TCbP+U50UMIel0z+Gs45LJ5y+EHIpJBf9lcmz02Ta8vJnhHKl5Pq72ymoJ9tDyQZje86TcPWTfaB8LdtUx575txy14WUUdiiofqO5+uQuhInfOdVrgWfSw/X58tWJ1MoV71N9lYncRcBkLUMu46r9TTl4e9CGRl2GYnBgJ+/c2VkeLa/IH/LuPytyJi8sLdd5JNmTt0MFCYeLMtZx2V/ZwzD9pvhyMdZRsIPgOJvCT9/M+Rscs+chyijkP52tCOPOpRVZICC77zKSKefIfo6z/7EsGWE34SMXEZe/pbLyND1J1Kb0PX7On/bARTnrr5Y2KQrI9EPyz4A4Oq/Hb5Drt6ZlmHrJ+xR+xK7rnJZx/yzszxcOxJtQtgj9NPdK9T2oPb5av9tKGXE8/2QWkZ+/YlXv8UYPPxdqD+iL07ngxm73sn35nx9EPdZu4w0bcKud6KM0txRRoByH/eod7o+3+FvyPeI3L1SnrCVxwDe9Tv4Hiu7wcrLifYg7HL13y5/M20bcvUn3GlTp5XzncgkYzC7DeVE3BN7nflVT7Uf8qvf2XwAKhfS2pTmgdMahFsmeMAzQdxMhi2VJDHBUBza29vR3l44crGtrQ0AwJmhHJaQbw3MOXThYDDB0dqYcjUwzoGshdzDevnvc7MSuVWhlOFcTgbELApgcQZnt4b8/tVcp+OU4eg0WH6GwymVm0UpdCS2fmDoNPOzIXIe+Y4mnSpcL29L4AA6zdxATH6QVJZRt1lwMGRNMQsj37AYMim4BnBAzv6sBcdNztDIOLdMsLzv3PkYDMiknDJA7qaTNQszbGFt6jSZQ0Z0sAxuGXGj6TSYp24pw9sPHaazjAzkBi9+MqblfP5A5NWQ9iojwLJYbmVSsSltFOdvVTdRrqJdGHD6W63fujLy87fQz1TsieLvXBoFf4t25FdX5bYkysi7TXj7OxNRBkBsf+v8EKaMwrQJ5P3mV0aiH+JKHQqq317+DtMmhD1CvzD+Fv2qXO8yKe++TtefqG0pyJ6gutoh9cNCLoV8PTXcNgG5vrTTZK4gwL+Mcn4QqzxefYPOJnlw7tV/F7ZgF/oTtc8X9TtKO8oFDoXgQ8hYKf9+y8/fQffLMPXbr02IMsqazkAgJ+fUTec7XZ+vu8dyMHt84lXvguq3PNZg+XqnH9MU7hVCwjE5lbfLqV9unKHmoaurwgfCpvVie01OCJl8P5ySBmhM8ZMJlhtzcbi2GYq2JOsm2oMoU+E/li3uVNeKEWpliLbJqXTpYGjGjBn2ipLM9oN3REtLS67B5ZdKFy5cCIDZDYkzBvBcQ9lx6DB7qRQozCi89WZeRkrbQK5FDx8+XKtTLh8JKd3hIwJkuLsjGjasICP1EVi0aCEMKL1QnmEeugHAIls/Z15xZdQADsj5vJT5+Mktcvg7XF7FyfjrpvrjrUWLtOkF+yHYB3IAv3DBQmQKv0TIx3m9LKcr24I9pS+jMPb46ebUT6+bt016e5j7a1/9vOwBcu08A+QbsvPHIcOGufLwa0cir2qWEZDzg5eMf98QrJssX1wZhW9LBXvccroyAsL3xW579Lp53SeA/L1CU/V15Sq2IS1auBAZWz1nXfVvR+HrDxCuj9TVH792HjcffT+sryjF3C91da9wPw/WTWwf82sT8vXqGEDIOIIYv/GJR3sFnPVODjgWLlyIdFq6Pv+TGJ/kgqvCzwYD3szrpuoFFHTj0kQFd9gkp5Ubs40YMhi5YwE5mJWFOIqSG2ksfOvt3OQ3Y7lxHXLpDh3m9IEcUC1auNDlAZbRt+Gaw+KBR2tz2ibnoqqlO2XKlMJRlB6fDz/8MHb655xzDlatWmV/vv76awC5RiUCIRXOnI1TnFQitiXIS6spsNzsEcRSNbMbtO4ewjh3f/IRl3utSCOHwvWybsIOYReEbQzaj66DFsvhfjJMknX87SNj78OXPkEyWh/4yPjZVGsysh/srQAl8oNaPg45cMenWH+rtjjqf0j9guqPrt4F2eNX78L4O4pNXr4T+kWyR+kTVPmo7cjPD2H9XWwZqeUURrcofUMx7civjFQ55y1Bbw8YHH2xqmPUviGo7Wnt8ak/urZn/1tpS/Y9SSmjsPbE7SOj1B+vsg3bF5ei3wrbF2vLiOv9reoWZJNcRpB+8rXPB782oSX/iIFuTCPaZk6fwkfWD3L9k9IQyHZp+wsRLBlpwA54ckGQ2P1T2AVUSN9+rosVPowBBjdhcBMMFvJrwPaHJeUENsvMHZ3t96Ftci4Y93ppSQVYsWIF/vUv/xdbbbXVVmhoKDzfM3PmTEyaNCnWaXJtbW1obW3F4m+XYsPWVsdvdmcnu4NbYFYWZqrRXqIWMxzyqW7qNl+gsOJkp895Lj2lQTm26zHDGYzl5Zju5ShCNi+jlqLWHltO37MJHd0/iE7FLecpk5dTdXPppXmxgcjHsZ/YLx8A3HAvYfvlYcvpbPKbNZFscpRvCBkA7i0sHs3P63ogWMaRdVC9K8LfUepckH7uH/zrnK5NqDbp9PPLrxLtKEoZyTZ5+duzjufzs5SeydUnufLzsElXv0P0C0H1zrN+V7GMdHJhysjL3+o9Rc1PlRFyjrztvPztsZ9/Ve4rUW0CkB9QhvC38iIbXX+i2uHKK6RuuvtllH7Lz99R+i1ZRzV9L5nAOuTXFwNS4GEF9nWyXXbePjZ5lWXQ9czscM/8StdyIw2LpVyrXQYK+TH1pVV2MFOwy+LO5+BEOoyh8GyTZebSEn0Vt/L6WSi8MCqXdi6BlJ0PkJe3smDZdrDO9YDZWVhl4hZWt7Vho+13w6pVq9DS0oJaZMKECWhe8j4u+NX+vtd9uHg59rnwDqxevboseoQ5/fmrr77ChAkT8Nxzz6G5uRnjxo3DjBkzkE5XZ8NaVbfJ9erVC7169ap4vursnUdfBwB2wxGXpJjYxVIQksV1q02FC+0uwPW9H66XwYaQKcjmGzrnnp26fC3zWCz0lfXQxc5bI8rFrI4iK+cjy/np5oVXHrq8HPj41tOmkOWhytk6eujl6zsPGXem+WfkfIJCNa8w/nZcL4/3pDoXVr+ocCMdyZ6g/ORyVQdx8u+hiWpTiL4hSjtSZXSDpSh9Q+Q2lJeJY5Nffn4yar2La5Pf9WHt8WwPmv5O1lKdZJHlI+sXMOljywT0DbJNrj5Cscmv74rTL7h005RZMf1WUfp56BN0fZgxgJ+fuUZG7rd0RKlDQbKOew9THrqxZQrBGmPuZ41km7hHvkDBLvm0PMA5zrL/mU+LscJTUjzV4Aoec5FToW6J+mJPJBhpINOUu5Zn7PpnNSZjZSj3Alt/XXUvMi4lQac/m6aJMWPGoG/fvnjppZfw7bff4thjj0Umk8Gll15aVt28SMwzQ1999RX+/e9/46uvvoJpmnjzzTcBAFtvvTWam5tjpRk40Mw3ILkxW5xrV4yDAqygQYtWP0UPHX4Bh+66OPjJ6gbmUdKNIhsnLy+ZYvwRlTBBaKnT1BIj6AidtEdbCqKo8okxQA9ThypYNZSMS1s+QUG17rq46XtSwjIKq2exbbsUgXuYSQzt6kGcZq0OTuMQQi5uGy9apoTtImyfFDatsPW0JGUUIF+Ofiv43uVjS5hJD3GdT8ArB+Nek816/1oAS4Fzw6mAqrNud4qRBssY4NKqFU/7n9BWM3AObgYEbmU+QCHo9Oenn34a77//Pp555hn06dMHQ4cOxUUXXYSzzz4bF1xwgWM3WKVIyBNhwNSpUzFs2DBMmzYNP/zwA4YNG4Zhw4bhjTfeiJwWY9E7DnG9bt9qlJWm0PlVafciZ8z1iZtOnPyiphtGTv496vVhvk8yQYPSSumglpEXpWgXUfIrJeXKR1enS52XnEcx/UIx+dd6PmH7r2r4rysStZ8uh8/L3e6i5h+HyNuaHV8Y7uBC912gEoZLTs1LjNvkj+465yqQARgpV/q6II7L14stdKkG8HRT/v+N0WyqEtyyYHVmAz7VPUDh5ZdfxuDBg9GnTx/7u9GjR6OtrQ3vvfdeVXRKzMrQzJkzS/KOIYIgCIIgCILoanAreGVIbKMTr5sRNDY2orGx/EHf0qVLHYEQAPvvpUuXlj1/HYlZGaokXrN3upkJr9kKr3SD8uwKlNuOOLOrxfq3HFvdyk2YVZRqrUDqCCqjUutaqTbnl08pbarEqkOYtMuxeldKYj0oX0S65SRunrXU7uNSKzYEtbsoeuqu9ZMvpvzVk9v8rgm6Vrey46djlDYVyX5p5cfv44X9u7RCBCMFpDK5/yeB/Da5oE9HRwdaW1sdnxkzZngmW+7Tn6tNYlaGCIIgCIIgCILQY5kWzE7/55usbBYNDQ1YsWKF43u/VaHf/e53OO6443zT3WqrrULp2LdvX7z22muO75YtW2b/Vg0oGAqgHHvvazGtUlGLOsWhmIMhkkao08SqTNTZ1WrYE7W+JKl+hfFp0stIp1Mtl1GxKw61SrG6VtvWSusftS0laQUzlrxY+Qk4Yt2FdL3nM0VJIMQBCuI0uShHhJfy9Oddd90Vl1xyCZYvX47evXsDAGbPno2WlhZst912JckjKhQMEQRBEARBEETC4WGCoaDT5ook6PTnAw44ANtttx2OOeYYXH755Vi6dCnOP/98TJw4sSLPLOmgYKhGSdrKRK2vLBD+VGtWPNI7PSKmWyt1Un7vTTF7/KOuzBRrv+s0J5/398SxK8gmOc1SlGfSnqGrBSrZjuLWoajXxrWnlutGGNtqWf+yEOdEOx1+K0y1SKj3DJXXpqlTp+LOO++0/x42bBgA4LnnnsM+++yDVCqFxx57DBMmTMCuu+6K7t27Y9y4cZg+fXpZ9fKDgiGCIAiCIAiCSDiWacHsyPpfU+ajtcOc/rzlllviiSeeKKseUaBgqIYRszylnvEtNbWmTyko5fMf1VilKPcsa7EUc8JQOTMbp/gAABFqSURBVPQopnwqddqYXz3y8mc5ZsFLWU5eOvrVj6g2VaNeR1nFi1NGtWiTen2tEvji2xrX348k616zyO8tSgIRjtYmClAwRBAEQRAEQRAJh9fANrkkQsEQQRAEQRAEQSQdy4JV5W1ySYSCoQTQFbeh1TKl3nIkp1nusqzUNoli7Kmkjl1pC1ac/JKwxamcNlVr21Cxx17X4vYtr+1l1darGJKsO0Ho4JzDCloZStqhEBWAgiGCIAiCIAiCSDg8zDNDJk0CqFAwRBAhKdXxvuVaHarWrH4tv/CvXKsOSZtRTpq+YeiKNglq3bZa148g6hVuWbA6O32vsbL+2+jqEQqGCIIgCIIgCCLphFoZom1yKhQMEYRE0IxnKV5OGuZY3STNvHbFF/4lTV+CIAiC4JyO1o4DBUMEQRAEQRAEkXA457BoZSgyFAwRRERK/dLJrkJXsoUgCIIgkgY3LVidAUdrZ+lobRUKhgiCIAiCIAgi6fDg0+K4RROXKhQMEQRBEARBEETC4VaYbXIUDKlQMEQQBEEQBEEQCceyOMxO/2DIzNIzQyoUDBGEBGeMnn0hCIIgCCJ50NHasaBgiCAIgiAIgiASTu5obXpmKCoUDBEEQRAEQRBE0uGAFRQM0WFyLigYIgiCIAiCIIiEY5kWzE7/aMeko7VdUDBEEARBEARBEEmHjtaORV0FQzz/YPzq1asd38sPzHPGKqoTUZvQIQoEQRAEQQCFcSOv8bEBHa0dj7oKhkRl/vHWW1dZE4IgCIIgCCJJrF69Gq2trdVWwxNucVgd/sGQFXD0dj1SV8FQv3798PXXX6NHjx5YvXo1Nt98c3z99ddoaWmptmqJpa2tjfxYJOTD4iEfFg/5sHjIh8VDPiwe8mHxqD7knGP16tXo169ftVXzJczKkGVRMKRSV8GQYRjYbLPNAAAsvx2upaWFOosSQH4sHvJh8ZAPi4d8WDzkw+IhHxYP+bB4ZB/W8oqQgPPgZ4LomSE3dRUMEQRBEARBEERXhHNOR2vHgIIhgiAIgiAIgkg43OSwOvyjHSvg6O16pG6DocbGRkybNg2NjY3VViXRkB+Lh3xYPOTD4iEfFg/5sHjIh8VDPiyepPow98yQ/8qQRdvkXDBe6+cEEgRBEARBEAThyYQJE7Dygb/jhF4/8r3uq/Z1mLTia9drZuqZul0ZIgiCIAiCIIiuAjc5zICjtc1OWgNRoWCIIAiCIAiCIBIOtzh40EtX6WhtFxQMEQRBEARBEETC4RwhTpOjlSEVCoYIgiAIgiAIIulYPDDYoWDIjVFtBWqFjz/+GIcddhg22WQTtLS0YI899sBzzz1XbbUSx+OPP45ddtkF3bp1Q8+ePTF27Nhqq5RI2tvbMXToUDDG8Oabb1ZbncTwz3/+EyeeeCIGDBiAbt26YeDAgZg2bRo6OjqqrVpNc/3116N///5oamrCLrvsgtdee63aKiWKGTNmYKeddkKPHj3Qu3dvjB07Fh999FG11Uos//M//wPGGCZNmlRtVRLH4sWLcfTRR2PjjTdGt27dMHjwYLzxxhvVVisxmKaJP/zhD457yEUXXYSknDVmco5Oy/L9ZBNiSyWhYCjPwQcfjGw2izlz5mDBggUYMmQIDj74YCxdurTaqiWGhx56CMcccwyOP/54vPXWW5g/fz6OOuqoaquVSM466yz069ev2mokjg8//BCWZeHmm2/Ge++9h2uuuQY33XQTzj333GqrVrPMmjULkydPxrRp07Bw4UIMGTIEo0ePxvLly6utWmJ44YUXMHHiRLzyyiuYPXs2Ojs7ccABB2DNmjXVVi1xvP7667j55pux4447VluVxPH9999j9913RyaTwZNPPon3338fV111FXr27Flt1RLDZZddhhtvvBF//vOf8cEHH+Cyyy7D5Zdfjuuuu67aqoWCAzB58IdwQkdrA/juu+/Qq1cvzJ07F3vuuScAYPXq1WhpacHs2bMxatSoKmtY+2SzWfTv3x8XXnghTjzxxGqrk2iefPJJTJ48GQ899BC23357LFq0CEOHDq22WonliiuuwI033ojPP/+82qrUJLvssgt22mkn/PnPfwYAWJaFzTffHKeddhqmTJlSZe2SyYoVK9C7d2+88MIL2GuvvaqtTmL44YcfMHz4cNxwww24+OKLMXToUFx77bXVVisxTJkyBfPnz8e8efOqrUpiOfjgg9GnTx/cdttt9neHH344unXrhrvvvruKmgUzYcIEfHvnA/h1c2/f6xZn2zGtczkdrS1BK0MANt54Y2yzzTb4y1/+gjVr1iCbzeLmm29G7969MWLEiGqrlwgWLlyIxYsXwzAMDBs2DJtuuikOOuggvPvuu9VWLVEsW7YM48ePx1133YUNNtig2up0CVatWoWNNtqo2mrUJB0dHViwYIFjwscwDIwaNQovv/xyFTVLNqtWrQIAqncRmThxIsaMGUMTkDH5v//7P4wcORJHHHEEevfujWHDhuHWW2+ttlqJYrfddsOzzz6Ljz/+GADw1ltv4cUXX8RBBx1UZc3CYQHosHjgp1yE3ar+9ttvY88990RTUxM233xzXH755WXTKQx0gAIAxhieeeYZjB07Fj169IBhGOjduzeeeuopWl4OiZh1v+CCC3D11Vejf//+uOqqq7DPPvvg448/pkFBCDjnOO6443DyySdj5MiR+Oc//1ltlRLPp59+iuuuuw5XXnlltVWpSb777juYpok+ffo4vu/Tpw8+/PDDKmmVbCzLwqRJk7D77rtjhx12qLY6ieG+++7DwoUL8frrr1dblcTy+eef48Ybb8TkyZNx7rnn4vXXX8fpp5+OhoYGjBs3rtrqJYIpU6agra0NgwYNQiqVgmmauOSSS/Cb3/ym2qqFwgqxDa6cB2vLW9W33nprvPvuuxg/fjzWrFlj34fb2tpwwAEHYNSoUbjpppvwzjvv4IQTTsCGG26Ik046qYzaedOlV4amTJkCxpjv58MPPwTnHBMnTkTv3r0xb948vPbaaxg7diwOOeQQfPvtt9U2o6qE9aGVP7f+vPPOw+GHH44RI0bgjjvuAGMMDzzwQJWtqC5hfXjddddh9erVOOecc6qtcs0R1ocyixcvxoEHHogjjjgC48ePr5LmRL0xceJEvPvuu7jvvvuqrUpi+Prrr/Hf//3fuOeee9DU1FRtdRKLZVkYPnw4Lr30UgwbNgwnnXQSxo8fj5tuuqnaqiWG+++/H/fccw/uvfdeLFy4EHfeeSeuvPJK3HnnndVWLRQcHCYP/pSLAw88EHfccQcOOOAAbLXVVjj00EPx+9//Hn/729/sa+655x50dHTg9ttvx/bbb49f/epXOP3003H11VeXTa8guvTK0O9+9zscd9xxvtdstdVWmDNnDh577DF8//33aGlpAQDccMMNmD17Nu6888663jcf1ociaNxuu+3s7xsbG7HVVlvhq6++KqeKNU+Uevjyyy+jsbHR8dvIkSPxm9/8JjGdcTkI60PBkiVLsO+++2K33XbDLbfcUmbtkssmm2yCVCqFZcuWOb5ftmwZ+vbtWyWtksupp56Kxx57DHPnzsVmm21WbXUSw4IFC7B8+XIMHz7c/s40TcydOxd//vOf0d7ejlQqVUUNk8Gmm27quAcDwLbbbouHHnqoSholjzPPPBNTpkzBr371KwDA4MGD8eWXX2LGjBmJWF0LtTKU/72trc3xfWNjo2v8UQrUreovv/wy9tprLzQ0NNjfjR49Gpdddhm+//77quzI6tLBUK9evdCrV6/A69auXQsgt1dexjAMe8WjXgnrwxEjRqCxsREfffQR9thjDwBAZ2cn/vnPf2LLLbcst5o1TVgf/ulPf8LFF19s/71kyRKMHj0as2bNwi677FJOFWuesD4EcitC++67r706qbZrokBDQwNGjBiBZ5991j4G37IsPPvsszj11FOrq1yC4JzjtNNOw9///nc8//zzGDBgQLVVShT77bcf3nnnHcd3xx9/PAYNGoSzzz6bAqGQ7L777q4j3T/++OO6vwdHYe3ata57RiqVSsxY0OQIfCao0+Lo6OxAa2ur4/tp06bhggsuKKk+uq3qS5cudfWRYqv20qVLKRiqFrvuuit69uyJcePGYerUqejWrRtuvfVWfPHFFxgzZky11UsELS0tOPnkkzFt2jRsvvnm2HLLLXHFFVcAAI444ogqa5cMtthiC8ffzc3NAICBAwfSLHNIFi9ejH322QdbbrklrrzySqxYscL+jVY69EyePBnjxo3DyJEjsfPOO+Paa6/FmjVrcPzxx1dbtcQwceJE3HvvvXjkkUfQo0cP+5UMra2t6NatW5W1q3169Ojher6qe/fu2Hjjjem5qwicccYZ2G233XDppZfil7/8JV577TXccssttDoegUMOOQSXXHIJtthiC/s016uvvhonnHBCtVULhTha2w+T5ybC5PsjAN9VoSlTpuCyyy7zTfeDDz7AoEGD7L+TtFWdgiHktoo89dRTOO+88/DTn/4UnZ2d2H777fHII49gyJAh1VYvMVxxxRVIp9M45phjsG7dOuyyyy6YM2cOHUJBVIzZs2fj008/xaeffuoKIOktAnqOPPJIrFixAlOnTsXSpUsxdOhQPPXUU65DFQhvbrzxRgDAPvvs4/j+jjvuCNzeSRClYqeddsLf//53nHPOOZg+fToGDBiAa6+9NjEP/9cC1113Hf7whz/glFNOwfLly9GvXz/89re/xdSpU6utWih4iGeCxBqXeCwkDKXcqt63b1/t1mzxWzWg9wwRBEEQBEEQRIKZMGECPvzfWRjdsLHvdcutDtya/nfZ3jMkb1W/++67Xdtcb7zxRpx33nlYtmwZMpkMAODcc8/F3/72t6qdYkqb6QmCIAiCIAgi4VjIbYML+pQLsVV9iy22sLeqL1261N46DABHHXUUGhoacOKJJ+K9997DrFmz8Mc//hGTJ08un2IB0DY5giAIgiAIgkg4obbJlXFDWJit6q2trXj66acxceJEjBgxAptssgmmTp1atXcMAbRNjiAIgiAIgiASzYQJE/Durfdhv4z/NrkVVgf+0vB92bbJJRFaGSIIgiAIgiCIhBPqaG1aA3FBwRBBEARBEARBJByO6m6TSyoUDBEEQRAEQRBEwrFCHJBQzgMUkgoFQwRBEARBEASRcGibXDwoGCIIgiAIgiCIhBNmmxytDLmhYIggCIIgCIIgEky3bt3wPn7A53yd73UWOLp161khrZIBHa1NEARBEARBEAlm9erVeOmll0JdO2DAAPzkJz8ps0bJgYIhgiCIOmXFihUYPHgwTj/9dJx77rkAgJdeegn77LMPnnzySey3335V1pAgCIIgygsFQwRBEHXME088gbFjx+Kll17CNttsg6FDh+Kwww7D1VdfXW3VCIIgCKLsUDBEEARR50ycOBHPPPMMRo4ciXfeeQevv/46Ghsbq60WQRAEQZQdCoYIgiDqnHXr1mGHHXbA119/jQULFmDw4MHVVokgCIIgKoJRbQUIgiCI6vLZZ59hyZIlsCwL//znP6utDkEQBEFUDFoZIgiCqGM6Ojqw8847Y+jQodhmm21w7bXX4p133kHv3r2rrRpBEARBlB0KhgiCIOqYM888Ew8++CDeeustNDc3Y++990Zraysee+yxaqtGEARBEGWHtskRBEHUKc8//zyuvfZa3HXXXWhpaYFhGLjrrrswb9483HjjjdVWjyAIgiDKDq0MEQRBEARBEARRl9DKEEEQBEEQBEEQdQkFQwRBEARBEARB1CUUDBEEQRAEQRAEUZdQMEQQBEEQBEEQRF1CwRBBEARBEARBEHUJBUMEQRAEQRAEQdQlFAwRBEEQBEEQBFGXUDBEEARBEARBEERdQsEQQRAEQRAEQRB1CQVDBEEQBEEQBEHUJRQMEQRBEARBEARRl1AwRBAEQRAEQRBEXfL/K9aTEXLbq7EAAAAASUVORK5CYII=\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# plot fields on the monitor\n", "fig, ax = plt.subplots(2, 1, tight_layout=True, figsize=(9, 5))\n", "sim_data.plot_field(\n", " field_monitor_name=\"fields_xy\", field_name=\"Ey\", val=\"real\", f=freq0, ax=ax[0]\n", ")\n", "sim_data.plot_field(\n", " field_monitor_name=\"fields_xy\", field_name=\"Sx\", val=\"real\", f=freq0, ax=ax[1]\n", ")\n", "plt.show()\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Transmission and Reflection\n", "\n", "The observations made in the field plot above can be confirmed by plotting the flux recorded by the flux monitors as a function of frequency. In the region of the design frequency, indicated by the dashed black line, the drop in flux for the aligned-corrugation grating confirms its reflective property. " ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(figsize=(9, 4), tight_layout=True)\n", "\n", "# plot transmitted flux for each waveguide\n", "ax.plot(td.C_0 / freqs, sim_data[\"flux_aligned\"].flux, label=\"Aligned corrugation\")\n", "ax.plot(\n", " td.C_0 / freqs, sim_data[\"flux_misaligned\"].flux, label=\"Misaligned corrugation\"\n", ")\n", "\n", "# vertical line at design frequency\n", "ax.axvline(td.C_0 / freq0, ls=\"--\", color=\"k\")\n", "\n", "ax.set(xlabel=\"Wavelength (\u00b5m)\", ylabel=\"Flux\")\n", "ax.grid(True)\n", "plt.legend()\n", "plt.show()\n" ] } ], "metadata": { "kernelspec": { "display_name": "Flexcompute", "language": "python", "name": "flexcompute" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.10" }, "widgets": { "application/vnd.jupyter.widget-state+json": { "state": { "1638f879cb0747419aba60de3bcfe479": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_b540e50120cd41df96f4e64900f0acd5", "msg_id": "", "outputs": [ { "data": { "text/html": "
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\u2193 monitor_data.hdf5 \u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501 100.0% \u2022 4.5/4.5 MB \u2022 34.5 MB/s \u2022 0:00:00\n
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% done (field decay = 4.06e-03) \u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501 100% 0:00:00\n
\n", "text/plain": "% done (field decay = 4.06e-03) \u001b[38;2;114;156;31m\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u2501\u001b[0m \u001b[35m100%\u001b[0m \u001b[36m0:00:00\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ] } }, "9eef5c85f34d4e51a0c8da717b547c69": { "model_module": "@jupyter-widgets/base", "model_module_version": "1.2.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "1.2.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "1.2.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, 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