{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 2D ring resonator\n",
    "\n",
    "Run this notebook in your browser using [Binder](https://mybinder.org/v2/gh/flexcompute-readthedocs/tidy3d-docs/readthedocs?labpath=docs%2Fsource%2Fnotebooks%2FRingResonator.ipynb).\n",
    "\n",
    "This is a simple example of using Tidy3D to perform a 2D simulation of a ring resonator side coupled to a dielectric waveguide.\n",
    "\n",
    "<img src=\"img/ring.png\" alt=\"diagram\" width=\"300\"/>\n",
    "\n",
    "With a center wavelength of 500 nm and 10 nm resolution, this is a challenging FDTD problem because of the large simulation size.  The simulation contains 2 million grid points to model the entire domain and 290,000 time steps to capture the resonance of the ring.\n",
    "\n",
    "With Tidy3D, we perform the simulation in just a few minutes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T21:01:41.023211Z",
     "iopub.status.busy": "2022-07-21T21:01:41.022768Z",
     "iopub.status.idle": "2022-07-21T21:01:41.992736Z",
     "shell.execute_reply": "2022-07-21T21:01:41.992320Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# standard python imports\n",
    "import numpy as np\n",
    "from numpy import random\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# tidy3D import\n",
    "import tidy3d.web as web\n",
    "import tidy3d as td"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Initial setup\n",
    "\n",
    "Our ring resonator will include a ring centered at (0,0) with a waveguide just above the ring spanning the x direction.\n",
    "\n",
    "```    \n",
    "                      (waveguide)      \n",
    "                in -> ========== -> out\n",
    "                           0\n",
    "                      (resonator)\n",
    "   ```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T21:01:41.994735Z",
     "iopub.status.busy": "2022-07-21T21:01:41.994602Z",
     "iopub.status.idle": "2022-07-21T21:01:41.997170Z",
     "shell.execute_reply": "2022-07-21T21:01:41.996849Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# define geometry\n",
    "wg_width = 0.25\n",
    "couple_width = 0.05\n",
    "ring_radius = 3.5\n",
    "ring_wg_width = 0.25\n",
    "wg_spacing = 2.0\n",
    "buffer = 2.0\n",
    "\n",
    "# compute quantities based on geometry parameters\n",
    "x_span = 2*wg_spacing + 2*ring_radius + 2*buffer\n",
    "y_span = 2*ring_radius + 2*ring_wg_width + wg_width + couple_width + 2*buffer\n",
    "wg_insert_x = ring_radius + wg_spacing\n",
    "wg_center_y = ring_radius + ring_wg_width/2. + couple_width + wg_width/2."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T21:01:41.998527Z",
     "iopub.status.busy": "2022-07-21T21:01:41.998418Z",
     "iopub.status.idle": "2022-07-21T21:01:42.000234Z",
     "shell.execute_reply": "2022-07-21T21:01:42.000009Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# define pulse parameters\n",
    "lambda0 = 0.5\n",
    "freq0 = td.C_0 /lambda0\n",
    "fwidth =  freq0 / 6\n",
    "min_steps_per_wvl = 30\n",
    "run_time_norm = 1e-13  # run time for normalization run without ring\n",
    "run_time = 5e-12       # run time for simulation with ring"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Define materials. [(docs)](https://docs.simulation.cloud/projects/tidy3d/en/latest/api.html#mediums)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T21:01:42.001601Z",
     "iopub.status.busy": "2022-07-21T21:01:42.001471Z",
     "iopub.status.idle": "2022-07-21T21:01:42.003267Z",
     "shell.execute_reply": "2022-07-21T21:01:42.003043Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "n_bg = 1.0\n",
    "n_solid = 1.5\n",
    "background = td.Medium(permittivity=n_bg**2)\n",
    "solid = td.Medium(permittivity=n_solid**2)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Define structures. [(docs)](https://docs.simulation.cloud/projects/tidy3d/en/latest/api.html#structures)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T21:01:42.004714Z",
     "iopub.status.busy": "2022-07-21T21:01:42.004585Z",
     "iopub.status.idle": "2022-07-21T21:01:42.008051Z",
     "shell.execute_reply": "2022-07-21T21:01:42.007815Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# background of entire domain (set explicitly as a box)\n",
    "background_box = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[0, 0, 0],\n",
    "        size=[td.inf, td.inf, td.inf],\n",
    "    ),\n",
    "    medium=background,\n",
    "    name='background')\n",
    "\n",
    "# waveguide\n",
    "waveguide = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[0, wg_center_y, 0],\n",
    "        size=[td.inf, wg_width, td.inf],\n",
    "    ),\n",
    "    medium=solid,\n",
    "    name='waveguide')\n",
    "\n",
    "# outside ring\n",
    "outer_ring = td.Structure(\n",
    "    geometry=td.Cylinder(\n",
    "        center=[0,0,0],\n",
    "        axis=2,\n",
    "        radius=ring_radius+ring_wg_width/2.0,\n",
    "        length=td.inf,\n",
    "    ),\n",
    "    medium=solid,\n",
    "    name='outer_ring')\n",
    "\n",
    "# inside ring fill\n",
    "inner_ring = td.Structure(\n",
    "    geometry=td.Cylinder(\n",
    "        center=[0,0,0],\n",
    "        axis=2,\n",
    "        radius=ring_radius-ring_wg_width/2.0,\n",
    "        length=td.inf,\n",
    "    ),\n",
    "    medium=background,\n",
    "    name='inner_ring')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Compute and visualize the waveguide modes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T21:01:42.009485Z",
     "iopub.status.busy": "2022-07-21T21:01:42.009362Z",
     "iopub.status.idle": "2022-07-21T21:01:42.060058Z",
     "shell.execute_reply": "2022-07-21T21:01:42.059692Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[17:01:42] </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING </span> No sources in simulation.                               <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/simulation.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">simulation.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/simulation.py#406\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">406</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[17:01:42]\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m No sources in simulation.                               \u001b]8;id=417241;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/simulation.py\u001b\\\u001b[2msimulation.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=722476;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/components/simulation.py#406\u001b\\\u001b[2m406\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from tidy3d.plugins import ModeSolver\n",
    "\n",
    "mode_plane = td.Box(\n",
    "    center=[-wg_insert_x, wg_center_y, 0],\n",
    "    size=[0, 2, td.inf],\n",
    ")\n",
    "\n",
    "sim_modesolver = td.Simulation(\n",
    "    size=[x_span, y_span, 0],\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=min_steps_per_wvl, wavelength=lambda0),\n",
    "    structures=[background_box, waveguide],\n",
    "    run_time=1e-12,\n",
    ")\n",
    "\n",
    "mode_spec = td.ModeSpec(num_modes=2)\n",
    "mode_solver = ModeSolver(simulation=sim_modesolver, plane=mode_plane, mode_spec=mode_spec, freqs=[freq0])\n",
    "mode_data = mode_solver.solve()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T21:01:42.061710Z",
     "iopub.status.busy": "2022-07-21T21:01:42.061581Z",
     "iopub.status.idle": "2022-07-21T21:01:42.386135Z",
     "shell.execute_reply": "2022-07-21T21:01:42.385837Z"
    }
   },
   "outputs": [
    {
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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "f, ((ax1, ax2, ax3), (ax4, ax5, ax6)) = plt.subplots(2, 3, tight_layout=True, figsize=(10, 6))\n",
    "abs(mode_data.fields.Ex.sel(mode_index=0).abs).plot(ax=ax1)\n",
    "abs(mode_data.fields.Ey.sel(mode_index=0).abs).plot(ax=ax2)\n",
    "abs(mode_data.fields.Ez.sel(mode_index=0).abs).plot(ax=ax3)\n",
    "abs(mode_data.fields.Ex.sel(mode_index=1).abs).plot(ax=ax4)\n",
    "abs(mode_data.fields.Ey.sel(mode_index=1).abs).plot(ax=ax5)\n",
    "abs(mode_data.fields.Ez.sel(mode_index=1).abs).plot(ax=ax6)\n",
    "ax1.set_title('|Ex|: mode_index=0')\n",
    "ax2.set_title('|Ey|: mode_index=0')\n",
    "ax3.set_title('|Ez|: mode_index=0')\n",
    "ax4.set_title('|Ex|: mode_index=1')\n",
    "ax5.set_title('|Ey|: mode_index=1')\n",
    "ax6.set_title('|Ez|: mode_index=1')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "From the above plots, we see that \n",
    "\n",
    "`mode_index=0` corresponds to exciting 0-th order TM mode (E=Ez) and \n",
    "\n",
    "`mode_index=1` corresponds to exciting 0-th order TE mode (E=Ey).\n",
    "\n",
    "We can therefore switch the mode index accordingly based on our polarization.\n",
    "\n",
    "Let's select Ey and create the source for it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T21:01:42.387785Z",
     "iopub.status.busy": "2022-07-21T21:01:42.387638Z",
     "iopub.status.idle": "2022-07-21T21:01:42.389947Z",
     "shell.execute_reply": "2022-07-21T21:01:42.389699Z"
    }
   },
   "outputs": [],
   "source": [
    "mode_source = td.ModeSource(\n",
    "    size=mode_plane.size,\n",
    "    center=mode_plane.center,\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth),\n",
    "    mode_spec=td.ModeSpec(num_modes=2),\n",
    "    mode_index=1,\n",
    "    direction='+'\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In addition, let's monitor both the fields in plane as well as the output mode amplitudes into the fundamental TE mode."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T21:01:42.391736Z",
     "iopub.status.busy": "2022-07-21T21:01:42.391560Z",
     "iopub.status.idle": "2022-07-21T21:01:42.396819Z",
     "shell.execute_reply": "2022-07-21T21:01:42.396354Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# monitor steady state fields at central frequency over whole domain\n",
    "field_monitor = td.FieldMonitor(\n",
    "    center=[0, 0, 0],\n",
    "    size=[td.inf, td.inf, 0],\n",
    "    freqs=[freq0],\n",
    "    name='field')\n",
    "\n",
    "# monitor the mode amps on the output waveguide\n",
    "lambdas_measure = np.linspace(0.4, 0.6, 1001)\n",
    "freqs_measure = td.C_0 / lambdas_measure\n",
    "\n",
    "mode_monitor = td.ModeMonitor(\n",
    "    size=mode_plane.size,\n",
    "    center=mode_plane.center,\n",
    "    freqs=freqs_measure,\n",
    "    mode_spec=td.ModeSpec(num_modes=2),\n",
    "    name='mode'\n",
    ")\n",
    "\n",
    "# lets reset the center to the on the right hand side of the simulation though\n",
    "mode_monitor = mode_monitor.copy(update=dict(center = [+wg_insert_x, wg_center_y, 0]))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Define simulation. [(docs)](https://docs.simulation.cloud/projects/tidy3d/en/latest/api.html#simulation)\n",
    "To make the simulation 2D, we can just set the simulation size in one of the dimensions to be 0. However, note that we still have to define a grid size in that direction."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T21:01:42.398295Z",
     "iopub.status.busy": "2022-07-21T21:01:42.398161Z",
     "iopub.status.idle": "2022-07-21T21:01:42.402754Z",
     "shell.execute_reply": "2022-07-21T21:01:42.402434Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# create normalization simulation (no ring)\n",
    "sim0 = td.Simulation(\n",
    "    size=[x_span, y_span, 0],\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=min_steps_per_wvl, wavelength=lambda0),\n",
    "    structures=[background_box, waveguide],\n",
    "    sources=[mode_source],\n",
    "    monitors=[field_monitor, mode_monitor],\n",
    "    run_time = run_time_norm,\n",
    "    boundary_spec=td.BoundarySpec.pml(x=True, y=True)\n",
    ")\n",
    "\n",
    "# create simulation (with ring)\n",
    "sim = td.Simulation(\n",
    "    size=[x_span, y_span, 0],\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=min_steps_per_wvl, wavelength=lambda0),\n",
    "    structures=[background_box, waveguide, outer_ring, inner_ring],\n",
    "    sources=[mode_source],\n",
    "    monitors=[field_monitor, mode_monitor],\n",
    "    run_time = run_time,\n",
    "    boundary_spec=td.BoundarySpec.pml(x=True, y=True)\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "----\n",
    "Visualize structure, source, and modes. [(docs)](https://docs.simulation.cloud/en/latest/howdoi.html#plot-data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T21:01:42.404126Z",
     "iopub.status.busy": "2022-07-21T21:01:42.403993Z",
     "iopub.status.idle": "2022-07-21T21:01:42.652473Z",
     "shell.execute_reply": "2022-07-21T21:01:42.652185Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">&lt;</span><span style=\"color: #ff00ff; text-decoration-color: #ff00ff; font-weight: bold\">Figure</span><span style=\"color: #000000; text-decoration-color: #000000\"> size 1296x432 with </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4</span><span style=\"color: #000000; text-decoration-color: #000000\"> Axes</span><span style=\"font-weight: bold\">&gt;</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 1296x432 with \u001b[0m\u001b[1;36m4\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# plot the two simulations\n",
    "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(18, 6))\n",
    "sim0.plot_eps(z=0.01, ax=ax1)\n",
    "sim.plot_eps(z=0.01, ax=ax2)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "----\n",
    "## Run Simulation\n",
    "Run simulations on our server. [(docs)](https://docs.simulation.cloud/en/latest/api.html#submitting-simulations)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T21:01:42.654053Z",
     "iopub.status.busy": "2022-07-21T21:01:42.653910Z",
     "iopub.status.idle": "2022-07-21T21:05:06.283674Z",
     "shell.execute_reply": "2022-07-21T21:05:06.283207Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> Using Tidy3D credentials from stored file                      <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/auth.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">auth.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/auth.py#74\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">74</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Using Tidy3D credentials from stored file                      \u001b]8;id=150462;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/auth.py\u001b\\\u001b[2mauth.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=86375;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/auth.py#74\u001b\\\u001b[2m74\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[17:01:44] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> Uploaded task <span style=\"color: #008000; text-decoration-color: #008000\">'normalization'</span> with task_id                  <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#120\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">120</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         <span style=\"color: #008000; text-decoration-color: #008000\">'d9db1851-d5da-4fae-91da-ee379ef64dd8'</span>.                     <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[17:01:44]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Uploaded task \u001b[32m'normalization'\u001b[0m with task_id                  \u001b]8;id=807752;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=126491;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#120\u001b\\\u001b[2m120\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         \u001b[32m'd9db1851-d5da-4fae-91da-ee379ef64dd8'\u001b[0m.                     \u001b[2m             \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "a4655dc902004b379c2b5b87120cfe95",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
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      ]
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       "</pre>\n"
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       "\u001b[2;36m[17:02:04]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m starting up solver                                          \u001b]8;id=718301;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=967060;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#269\u001b\\\u001b[2m269\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[2;36m[17:02:14]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m running solver                                              \u001b]8;id=997290;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=53671;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#275\u001b\\\u001b[2m275\u001b[0m\u001b]8;;\u001b\\\n"
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         <span style=\"color: #008000; text-decoration-color: #008000\">\"data/simulation_data0.hdf5\"</span>                                <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         <span style=\"color: #008000; text-decoration-color: #008000\">'8e7f4f6d-6f34-4dd3-bcb7-a11eb7eec78c'</span>.                     <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
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       "\u001b[2;36m           \u001b[0m         \u001b[32m'8e7f4f6d-6f34-4dd3-bcb7-a11eb7eec78c'\u001b[0m.                     \u001b[2m             \u001b[0m\n"
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       "</pre>\n"
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      "application/vnd.jupyter.widget-view+json": {
       "model_id": "c17bbadadb2040ee9a8e666cfbe30446",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">[17:05:06] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> loading SimulationData from data/simulation_data.hdf5       <a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#398\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">398</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[17:05:06]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m loading SimulationData from data/simulation_data.hdf5       \u001b]8;id=403290;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=996078;file:///home/shashwat/flexcompute/repositories/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#398\u001b\\\u001b[2m398\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# use function above to run simulation with and without ring\n",
    "sim_data0 = web.run(sim0, task_name='normalization', path='data/simulation_data0.hdf5')\n",
    "sim_data = web.run(sim, task_name='with_ring', path='data/simulation_data.hdf5')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T21:05:07.688241Z",
     "iopub.status.busy": "2022-07-21T21:05:07.688091Z",
     "iopub.status.idle": "2022-07-21T21:05:07.690202Z",
     "shell.execute_reply": "2022-07-21T21:05:07.689951Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Simulation domain Nx, Ny, Nz: [1375, 741, 1]\n",
      "Applied symmetries: (0, 0, 0)\n",
      "Number of computational grid points: 1.0231e+06.\n",
      "Using subpixel averaging: True\n",
      "Number of time steps: 4.7330e+03\n",
      "Automatic shutoff factor: 1.00e-05\n",
      "Time step (s): 2.1135e-17\n",
      "\n",
      "\n",
      "Compute source modes time (s):     0.2220\n",
      "Compute monitor modes time (s):    2.6835\n",
      "Rest of setup time (s):            4.2628\n",
      "\n",
      "Running solver for 4733 time steps...\n",
      "- Time step    189 / time 3.99e-15s (  4 % done), field decay: 1.00e+00\n",
      "- Time step    377 / time 7.97e-15s (  7 % done), field decay: 1.00e+00\n",
      "- Time step    378 / time 7.99e-15s (  8 % done), field decay: 1.00e+00\n",
      "- Time step    567 / time 1.20e-14s ( 12 % done), field decay: 1.00e+00\n",
      "- Time step    757 / time 1.60e-14s ( 16 % done), field decay: 9.96e-01\n",
      "- Time step    946 / time 2.00e-14s ( 20 % done), field decay: 9.96e-01\n",
      "- Time step   1135 / time 2.40e-14s ( 24 % done), field decay: 9.94e-01\n",
      "- Time step   1325 / time 2.80e-14s ( 28 % done), field decay: 9.94e-01\n",
      "- Time step   1514 / time 3.20e-14s ( 32 % done), field decay: 9.93e-01\n",
      "- Time step   1703 / time 3.60e-14s ( 36 % done), field decay: 9.93e-01\n",
      "- Time step   1893 / time 4.00e-14s ( 40 % done), field decay: 9.93e-01\n",
      "- Time step   2082 / time 4.40e-14s ( 44 % done), field decay: 9.92e-01\n",
      "- Time step   2271 / time 4.80e-14s ( 48 % done), field decay: 9.92e-01\n",
      "- Time step   2461 / time 5.20e-14s ( 52 % done), field decay: 9.91e-01\n",
      "- Time step   2650 / time 5.60e-14s ( 56 % done), field decay: 9.90e-01\n",
      "- Time step   2839 / time 6.00e-14s ( 60 % done), field decay: 9.89e-01\n",
      "- Time step   3029 / time 6.40e-14s ( 64 % done), field decay: 9.88e-01\n",
      "- Time step   3218 / time 6.80e-14s ( 68 % done), field decay: 9.88e-01\n",
      "- Time step   3407 / time 7.20e-14s ( 72 % done), field decay: 9.87e-01\n",
      "- Time step   3597 / time 7.60e-14s ( 76 % done), field decay: 7.57e-01\n",
      "- Time step   3786 / time 8.00e-14s ( 80 % done), field decay: 1.07e-02\n",
      "- Time step   3975 / time 8.40e-14s ( 84 % done), field decay: 2.06e-07\n",
      "Field decay smaller than shutoff factor, exiting solver.\n",
      "\n",
      "Solver time (s):                   0.9330\n",
      "Post-processing time (s):          2.3577\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(sim_data0.log)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T21:05:07.691531Z",
     "iopub.status.busy": "2022-07-21T21:05:07.691410Z",
     "iopub.status.idle": "2022-07-21T21:05:12.797256Z",
     "shell.execute_reply": "2022-07-21T21:05:12.796759Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">&lt;</span><span style=\"color: #ff00ff; text-decoration-color: #ff00ff; font-weight: bold\">Figure</span><span style=\"color: #000000; text-decoration-color: #000000\"> size 108</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0x720</span><span style=\"color: #000000; text-decoration-color: #000000\"> with </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">8</span><span style=\"color: #000000; text-decoration-color: #000000\"> Axes</span><span style=\"font-weight: bold\">&gt;</span>\n",
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     "metadata": {},
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cCcyU4jqMLw0orB02xacYAwhmDx5ka6NnS2u0fDMHCfKpR8t5oGAuTfWfK9PwrdiuWtGmmxGjSwPKZUlh2QUCZqNUQYBSTKfK1U49FWa5NdpWb+wLyVxv8Ixgr4crD/TWPUWxhbNnBNyMWH0AQW8ZeuujbAMAubQnZs8YLPQa/HwodHmlHgSx26/ywB5YUGM5mzhqyHcolz0CyioQMNuLUuyGvNQj3EYCA2YHA8x6ecu1Uz+Xov65UshrL7UzlQkr2lWM2RBGsMq9ogZnBFjAdBuTyNd3MFLP5UMu73KhZhDYyweL5/tYpa5Mpdz8iUxY9f7aWBdKOEO+A7GXBliHQgYBrFqB5DJSYOY1mNFoGy3PCOW4PMCKWCqaG8MMR7RUWG0pTrncW3uPAJtkCjGAoBcrB7OtPGOw2Fh5oCATVrp/eii3oH+hsKIvYZMdQu2lAZZntherUNH8cqic9KzpU/5u5rq+YgcDMmGFKYdWrfhL2RBb4bnkSi52FeIa0t2f1Pum932fjVynCKdLn+nvqXbNVlaxnrkdCLDRi9V9h3ILBpiV1io+RTEot+Vwc2UWQSmxYtAkV5vK/lnM8c8Hln0goFiduXzRY2ehXmo9L52ZU/nMoJhTADNhtVFYPVjZLkC/5vPtsGY7N/W5FuuepdPTbB3qfJ6nGU5xuUGowal61nuFbPJkLgwg6H2nCzVIkC9W8ivsqf72vkNWolDPYy48C6vZL88IMOA7WPC9T0dZBwLMXttn5KXMd3QuG7l2hkoxsp9vWiNYofIrRTQ0n+UgZtk1W6dazyixGXZl63CnlqnXLis4ecWwy0heVrxfRmcEEDsSMKewSjtdCLK19bPVc+nQ07bPVl4pZgwWs14pRntq5D7M2dFYE5jL9ypX+82a4TOXML40wN4joKQUOwhQtKmtOTZ4+U7zL6QterBKY5+JUo0UmDkt2yjZbEp3jlUaj1LrKBPFtkvPMyyVHWZgfz7QxowBAKPpjbxruTjmZnZ2zGqrC935sLpPMVcopynsVsWKerSSTaWygxDO2NKAMnEc5mwgYDYK6QiUopLJdVp1PpVhPoEEs0Z2Sx2hnG1EpFiVph4Nl1MDaHNzU7RAqr1HgM0sFHMAwcr18820RCATpbaxVB0wswaO8kHPbJdMFDtAkS1Pvct0ioFeG3K5V/neVz3Putg6tDcLtChG1/cVqiG3yktciGBAPlP5crWjEORanlkj78UOPNjMLaxQh9xsGPkWsJywsHbYlAajfkO2tHrS681Hb3o9o/35TIGebcaZnnyKPdvQaHlWGvFMxcwp7Pk8m0zpc7Er32uYbRaklWYiZpqlkykgoHdZYi7onfmX2tk22y49ZNJpUd9bSg35DoRas15JpSwDAWYJr5yCAAq5zA4wc2aAGWXOhpVH3ktVYWbDqg6P2XaV+r7bZMfySwPsSIDNLOjRr9XqoVzaJDNm4hkdYCjmTEMzR5OtOBqbjkydQ6v6E0BxbLPa+5wvVn2WVoBQY0sD7D0CTCKfqHyhIvFGmC2qNdt5uTQWesrLB7OnxM8W0dVbZr7BjlJT7MbFCgEKq2JlR2cuUdwpfvZmgTcrpZxFWMpgeKHqMTM7mWa2Qfl2uIsxGpvN3ynVwIeeWTLF1KCCVdtlq9plBNs3TECMfj6wTPyGsgoEFHJ9Xq5pc30hCjFlX8/fzaTYEfnZsCslGxuZuRigKNa7Te3NAm2KTL6+Q7HejVKVq5RdiussVYe7EFjVJyr0YIyevPScMxfv11zDqveBUmrIdyBlUpeUVSBgNvLpyBcqCGBWA5KpojBzhF7Js9TT0mxsbGwKhb004ObEjNkAhZ4JMNvUeyP5ZcNIXrm08dkCC3pm8+VTnp4yS4FVOztWtctMzF7GaTQfe7mkPop2HQa/GlAuSwPKw8o8sXIQoBCR03wrDD3T0oqN2WXOlYrQxmYuYAUH3camkOTiO+TS2bXflcJh30sbG/0U0m+23z3rMGdmBJiB3ulGxcYKL1C5r8W3AvZ9sLEpLoZnBNiv6pzErNkAVvUdcsGesmxjY2MD+/OB5YAZjbnZDXkuDazdGNvY2Njkj71ZoI3ZlEMQwGyfotTXV+7YQRgbG+tg9KsB9h4BRaJUDU6u5dqVuo2NfmxH6OaiWM/a+B4BNnONchxAsLEpJXa7bHMzYvSrAeWyR0DZBwJmo5SfC9KTj1HKaVM+u9GwsbHJRrHqM+NLA8qjvrUxFzO/TJSMFTe5s7GxsbkpMbg0wJ4RUARKEdE3JQjApFiiRPRISR4vLss58UitnryU/PSck5RX8iXptauQ15jNrpzLuxnyUs4pZF4lfNaFzKuQejYjrzmjGx12FW1GAGd/NcBmdvLZ6dussu2Aeu7Y98zGxqYQEMoZ8x3sQEDpMKsBKPTnguRMJZCYk8wAgHBgDJAYA9Xs5i/FzpGdaSlWFgWR9ZacV5LDrckrdp6Sl3JOPK/kcwiNBQ24eJnZ7Iqfly4vxQQd15jVriTi5ZHZ80p7H2bLK8vzYQx52JXhWRfALs091ZvXbLrJcE+BDBrUY1csr9nsKrhuctBzzhossp4BgFNOKqSeoU83arty17Niu/VnBBTWDpvSUmi9FWIAIefBAz1BSCCnQF4x8yKg8lcQcghCpj2vWEHbQtplMK9cn08h7bKKbjLmlet9sKpdBdaNUvdYza6s56Q5r1T9aqObBZIyWRpQHlamwWhDbuYuwYYDEMnCT0JiTH4BFOc92YmPFcWQ6BCQ5Hxi/y8xpjonOQ89diWfmzGvFLuklPug/E05N1teuu3ScY2p1xq/p0n2pNquymsWks9R5ZXDvVf+pteubCjlZcsr1f5EBlrbM2kwuczZ0OSl065cdZNV13r1DK1ukkl91ml1UyQ9AzBfzyl/15yXJg+9ek6cY7DuzBFl05+c/2WJBBBC2ggh2wkhfYSQo4SQ78aOVxNCthJCTsX+W1WUC7UxRD4+QD7pDOk/zbupzlNbVyS/l6r3O4e8lD9nzCulvGx5KeeoOgW55JXiE6n+P1e70rRHOdmVps1K5xPpyisZg8+6kHYl31MjdmXVjYFrTM5XdU4J9TyrXZnymuX5qOzSk1fyeXNMz2k1WASUPQJy/VcuMwLKNhCQiVI05Pl8Rk9+wRggRePijzKGiMQQTc5Wisr/kjoLUQZILKkjxqT4ecmjftFYXozFXjApCkTDIFJElVc06QUnUkSVF4v9PTmv2eyS/zGNXQqpeZFk2w3apXoKKXZF0+Slsit+XiKvTPcr+flIjMlpU64xnV3prpEpZc5iV/w+SCx+T0maZx1lLH5P43Yp+aTe+yTdpN7TVN2kvac52JWcl8auNLoxpOc0eUUkplvPqmuMhvXrRjF1Frvy1XO6azRdz8m6SbIrkmxXsu0G9Rx3Too4I8BYg5416wiAP2WM9QBYB+D3CSE9AP4CwLuMsUUA3o39tikhVlpvb3QAQXnfgERQLcoyB21ZrD1m0Dr6s+aF9EFBJa/EdUiJvNIENON2xf6u6jzF8lMFgGfJS2V3Ul5yvZJoi9LlpXRiTLNLeTYpds16T+P1a/prJFJEf16zPOtku/OyK5ZXrnYB2rxU9zTFrtmej2JXxueTJi+NJkzS86x2GdBNWrt06CaTnvVeYza7Sq3nYmLcb7BOWzMbZbk0wIyGvBjrAtPaLUVBoqH4FB65oZIdaQ4MEgO45IYMAGIzVBQHn6fK1GCWcMhjZSmdE8IYOBJLGstPmSbNQBMdD0rAk6S8VFOLWNwuQA5ipNqldIgQywsEiY4CoQDlIDEunhdhDAIl6sY6Np1G6XgQAJQjsQ6o2i4p1vllACDJU41pUmPAqCxxiSXsohxJ3Ptku0CT7AI4ZSp1il3K8yGMJfKK2cUoD8IkSMn3VGLyM8piF6dcY4pdjCTyIrGOpsouiAAnpLUrfg7l5U5Ykl0ciWlHj26SGg1ZJ3z8WSt26dEzSHrdKGXGdVMgPRMGXXpmLEk3SXbp1U2yXWn1zCREGTWk5/hzLKqepbie5XNYGj2zvPWsNEDFmhFAFW3lzOzpGGODAAZj/z9BCDkGoAXAYwDuip32IwA7APw7g0bYmIgZ+wqZFnRgTG5nGBdzkOXDyuur1C2AFK/3U6vX+CBE7P8Z0uQVe39lEs67cg5BrI5KySvZLtUrx5h8bmwIKjkvqrE9KVmSXZQBVHVOcuc2YRdV7M+QV7r7kO4atfc0cSnRWe6pUmUk207AQGPPJP58kurhjHlB0uSlskuKypU8oQDhsj9rQgtjV5pr1OiGRQFCVRrkUjUBrW6Sy5zt+aTTTTo9U5YUCM+QlyE952BXPBny1DOLyo8n9qwZY+BiBWbTc6Z3w1J6jl1jqm6S80pdamgmhBjzHcrls8NlFwiwUhBAL7PazCRAiWASCnCyIx2WGCQir8UVlHOiERAeYEmdCiD2fnJEdrajITkvysdf7HCsQyE78bGOWjQCQigYJyAqsXheXHKnKRICOB6gPCTGEJZiEXJCIHIx26MhQJJkuyC/1Epesh0xu5Rr5AQAarskxsAxlrhGQsGYAMZIorNDAIFCY5eSV5Ql1dCKXbF7w+BQX2MsQKHKiwlgBPFrVO4FJ0UT16gEKGLPhyMEVGIQiSTf00gIhJPAKAdG0tnFVHYpeSXbxafaBUe8oxZlcidSoCQ2qpvyrJPs4hhAkKIbOMCQ9HyUhiNFN8nPhwIQYh26uG54AEyABFmDknKfKSmInpWbXzI9x3WjfT4q3VAKcEL8Wc+qZ06QO+XlpOdoBISTYtdINXYlPx+jeuYpQTE/6EcMBwJyKIOQDgCrAHwMoCEWJACAKwAaTDfApizIx++QA5+ylpU2lwCJoG0s+MYorwraAkgE6JMD07GgrRLQlJ3ypKCg4njTRKAVgCYQruQFqPMiNGVAQ1n7m86upBlgysCBxq40QXVllpHGrlhgOjVoG7cLSQFzTtTYpQq0Jtkl74mSyEvpQCbPjpLbmsx2McqDxDo72gB9loEDArkTlvyskQjays8iTV5JulEFbZVrVAY0Uuzik9oj1TXG2tzkDh1NOk+xK/VZc0nlpdoVkeRAv8RSdEP5zANOKRpU9JzovJuo5zS6KbielYGDmG4ALn2AHnNLz5p7GnuGxYRQYsh3KJMJAeUVCMhnin6x9xTQWy6JBEADEwAAyUUR5V0IRhlmIpLsJBMqR/+CU/KLJrlABBciEsFMRJ5+5OQpXAJAQtMg4Rk5ikZ5SJwDgQhDMCrnJVAKEg0l8mISCCcgLAmYCisvFoWTAggHQENTiZeRc2AmIiEiMYiUwMkTcFIUNDgFSBEwyQWIHkQkEs/LJVC4QWS7IkHZLk6EREXMhCWEYhWXyHEQk+ySABDegVCUquxyEUnOKzQlV3CEIkrVdjk4Aj4alu1iEpgg2xWMMgQiEigh4CiDg7D4/WKcCMaJCDOGYES2y8VTiBwBiYYSzwcAE70ISQwzYTkvt0DhohJIOCDbxTsByiMKIW6Xg6Nw8ZDzSrbL4VXZxVMGQiX5PkQCsl28ExFw8bwYTyFyDHyybpyAxLsQkhimw/KzpoQCSNJN1AkiuBBO0o3IUbiFxLMGAInyYLwzrhuOEIgcA4mGQUIzsl2SC4wTEWJc4vkIFE4deqbloGcmgfEOQPQgJAEzsbwIIXBQkrCL8pA4UX7Wc03PyrPmnWCCC1EmP8OoxBCN6RnhAGh4Ji89i5SkDA+Zi9HP+RACEEK+CeCbSYe/xxj7Xkr+XgCvAPgjxth4cnmMMUYIyd5o2JiGET/Ail8nIqFpMIcXEmUIReXgGyFy8E1gEkgkABKNALwIUA5RCAjGhvtEQK7HomE5H0JjgwkOhKKxGUQE4CgDJ0USeXE8GO9AOMoQkhJTeXkq1yskHJA7V4QiSuVAq9Kh45TgdTiQmD7MywFNrV0hkEgo1lHjIRE+bpfcqWByQFPJS3DGAsBEZZfAp9hFeTCOj9vFUwKOQm0XAAhOhKOyXcpjEDimtosTIDGmsYuPhhN5iW4wOBCR5PMAuR8jktjziQVHGaGIUj5uO08JHJDtIqHpuE0QnNpnDUn1fJSgbXJeIgNIql2cGLeLkFhgGpH4NYIXwSiHKBDPS2KAyJG4XYxQEMEJxhC/p4TIAweEae2KssTzcUAeOFCeDwCNnjm5zpUHDhTbeTGmm0Recd3E7mk6PXNlqmclLwAQqZS4XzHdMI7XPOu5pudk3YiQB8JINBwPchQDQogx38EOBJQHZk7r07VJUDgYd8wZ74Ak+hGISJgKS3ByFE6OgbAIaHASJBKExCTAU4OoxDAVlmKVlwSAAwnPgAYm5BdbcAEiMBORMBORIHIEHoECUgQ0PA0SmoFEKOCsQCjKMB2W74NAGQjPQCKyXYwTIHECogJDMMIQiEqIchQ+BlUnTOnehKIMMxGlkmCAICXyojzg9CHKgECscyhyBF6BApFQ/BpBeUSdPoSiRGUXuKS8eAeivANRTs4nFGWQeHm6GxS7pIjKrukwAyEMDp7IHRTlfnEimNOHCJFtD0QlEAAunoBEEh0nFhtJVvLiqBKBjSbyEiOICg5EqRvTYQnhWCRTYvI1ksCEPNUsNiISiEjxvFzy8ClIeBo0OAXGO8BcfoRjQYVQNDESrrKLE8GcQDAia0LkiNzpQ5JuHHKkNcq4WIcOYJDAGAcangEJyoEAIrgARwWCUVmDApU7h5AioKFJWTcA4KxARJLvF2NyIysxZljPYSvpWYrI9ytFz06eyZHveF4i4PQhTOaenpVnzcQIJJcfUSJgOpzQjcQoSCSYt569QnG3qTG+NACIdfq/l+nvhBABchDgp4yxX8QODxFCmhhjg4SQJgDDhg2wMQ1D6/QNjugX5AsDkSAIL4LxLkQkOfjGUQKRMjnQGgnJdQ+TwHin3KGLxupoeU6xXK+EZ+QRPErjs6RCUTkvFw+5vgsH5VF15gBhEqKMkzsMEpMHKgC5bVPy4kVITC4vFJUgchSiJI+wKoFDBbk8+X4QZVQ3HIjXm0x0g8VsD0vysiuXII94kkgwsSRM9CAiyXU6kBi9JuFAwi7BiSgR1XYpwdFku5wVso8SC2hSHrH6Ncku5kWUqe1yCwCS7eJ4gLkQlhJ5iRwBIMnPJzwDSHJwlCmdMEkOhDOWuEZZE/J91jxrisTzkUQwwQ2J8vG8RI7CxTMg6RoZL8bufSJoK8hzxRPXGBtNjhL5nioBeiDWTkaC8mA3lY8p95SjBE6OydeYbJfoQVjKrBsQqtGzQOVgsqznYGItu0P2IZVnTWKj6iQyu54dip5DM7G8ZD1HJBq/xlz1HLfLJD0nguqxEfWYniGJACfG9aw8a08sr7mk5ygSuiGEwqHMtmSJZQhmQwgxtjRAZx+SEMIB2AvgMmPsYULIfAAvAKgB8BmArzDGQjkboJM5Ewgo9jdjC9GYAwA3NYLw+T6AcuDnC4i46nF9Jorzo9OocgngK52okqYRHTgNNjUOrq4F8LdgKgycvTGDcFRCu9+FRq8AMj6M8JV+EI4DXehB1FWD4akQBieC8DsFeAUO/sAEpCvnII2NgG/tBHFXYTJMcebGNKISQ1eNB3WCJNt17iiIpwJcaxdCYg0ujgdwYyaMWreIahcHEpxCdPAM2NQ4+MZ2kMpWTIWB09flqF9HpQsNLh5kdFC2y+EEdXgQ5SswOBHC8JRsl9/BgQbGZLsmbkDo6EbUU4PxEMHJEbmD2l3nQT0XBp0YRrj/JKivCrRVRJCvwsWxIMYCYdR7HKh1caDBKUQvnwQLBsA3zwcqW3EjEEH/WACUEDh5N6o4CeTGgGyXpwLE5ccM78bARBDXpkPoqHTDK3Kg0zcQ7j8BSFEI85aAVTRjLBjF6ZFpuAUOHVVO1CEk3/tLp0H9NaCtTsygAhdGA5gMRdBS4USdmwcNTiB66SRYNAqhuQOoasP1mSj6x2bkUfA6D/wkCly9iPDIIKivCsRdhWniiF/jwmo3fCKFe3pU1g0Afn4vop4GjAWjODUyBb9TAFfpRDUJQBq+AGlsBFxNE4ivATNRHuduzCAQkdBa4USjRwCdGkH40hlZj50rIXnqMDwVxuXxANwCB7fgQWVoCmy4H5Ebw+Cb54O4/JiMCDh9fRrhqIRFNR74HZxhPc9k0vPAORBB1OjZK/LwCh5z9DwzBb6+BaSyFWNBCeduzMgarPWgSqSyngfOgbg8oA4Pgg7vnNOz8qypvwbEW4cZJmr0zE2NIDJwNi89e5t88DmKtzjArKUBRG7xvw/gGGPsvyX96XUAXwPwV7H/vmaKATamYOaXAvJJRyeGwSiPMF+ByZCE8WAUQiwA7I0GQKdHgelREE8VmOhGgAm4EYggKgF+BlSKFDQ4BTI+DMLHlus5qjARimIqJMHJU3gEecYVNzUCFpoBcfoguSoxHSYYC0YRjsqfCfU5ABqcAJm4BkLlZVARzovJcBTjgSh8Dg4C5eAOB0CnRsBCARBfDaKeGgQjDDcCckfK7+BQxQN0ZgyYGQcVHGCiC1HqxHhIwlQoCo/IwS1QOINTsl3hIKivFszpw1SYYiIkxYIdPHwCBxKcAJm8DsIL8uivw42JUBQTwSgqnBxEjiTsioQBbzXgq8dMRMJYMBr7DCoHPyfJ9zQwIdvl8CDKixgLSghEJLgECq9I4Ui2i1BITj+mwxJuzETBUYAjPHxcGDQwBkyMgLgqwDgBIcGBsWAUgbCESicPv4MDCU2DTsTihp5qRDy1mmftQRR0+oZ8v5xeMKcPISZiImaXR2SocMjPmk6NAFI0NiDjx2RIwlggkRdBSL73UzdA3JVgghNB4og/6woHUOmU20k6MSxPJ2cSJGcVJsNRTAYliDyBi6dws7BsV3AKxOGB5PJjJsJhLBhFKNaBdwsUNBTTIKUqPY8GIvCIHPiYnrmpEbDgNIinCpKnBoEIxVgwCokxVDg4Wc+BMWBqNLuep2+o9DwTUevZK+rXMzd51VQ9X4/phhAeFXw0oWeHBxLlEHa447qpcHKocFAIoeny1vPMGDA9KuvZ4UGACXE9VwHycwxOAQ6foTrWCEVYGvBdAMcAVMR+/78A/jtj7AVCyD8C+AaAf8jZAJ2UdSDAzM5/PrMBckkbHRnA9Ik+UJGHt7YR4cpOXJ4I4NDAONqqXGjwOECkGYT7T2Lm6nV4QgHQjtWYDlOcvDaJmVAUHCXoqXMicqUfMyePgnOK8LR0IupjOH9jBieGJ9Hod2JBlRM0MIFA/0nMDA7By4sgtfNxY4bH4cFxRCUGv5PHIjdBZPgipk+dgKPaD66qHiEPw9nr07h4YwYLaj1YXOsCDU8jcP4YAiNj8EgSyLw1mAwBJ65OIhqLKi72uxEZOIeZs6fAe5xwtXQh4mY4PzqD01cn0VzpQleNK25X8Np1eFwekNoFGJlm6BuSRy8bvCIWCCFEhi5i8ngfXA11cNY2I+RkOHN9GgOjM+is82JJrQskMIHgmT5EAyG4AKB9NS6NB9E3NAGOErT7nYAYRfjSGUydPgVnjR+OtiWYYhLO3JjGhZFpUELQ6BWAqRsInDkGKRSB11OBaEMvhiZDODw4jmqviGqXAEJCiAycw+TxPrhbmyHWtiLAN+LU9SlcHQ8iLDEsqZHv/fTpPjBJAuE4sLY16B+bQd/QBFwih3mVLhAaQvjyGUyfPw9XQx3Etm5MEX/8Gh08h2avADY2jJnTxwEA3qp6RGuX4PJ4AEevTKChwolatwDCBWXdDA7B3TENbt5yTIdFnByZwmQgAokxdNc6ERnqR+DMMRBK4W3uQLQK6B8L4OjgOOoqHOisdoMGJxG6fAbT/RfhBUBr5mE85Ebf0ARCEQlekUerT4jrmXAUvkLo+fTxjHpelKSbfPXcVZPQc2h0Eq5IGGTeGgyMh+J6bvE5QTyIP2tHlQ+uli7McDr0XNNRVnoOXzyJ6UsDcLc2g5+3HAHiwanrU7g+GYrrOXr9CgI69BwZPIeps2fT6rm7zmu4njWC4UBA9jp9A4CvADhMCDkQO/aXkAMALxFCvgHgAoAvGDPAxkqU6jODCpGhi+BcFYi6GjAelINvboGTO2rhINjYMKIjV8A3AvDUIAgXBieCCEQkLOTc8uhicAqRWICei43iXZ8JY2gyBL+TR42bAyIhREcGIE2MgqtpBKlqxUyEYnAiiGBUgkd0gzG5sxMeOCcH+z3VCDsYxgNRXBoPoMErwivIM4giVy/LgVbKATXATITh0ngQHAEE6gKcDJi6gcjwZVCXB8Rbh6gAjEyHcW06hGqXgDo3DxKeRvTaAKSZKQiCA9EKefbT5fEAokxelghwoNOjSXbVIMQzjAYiGJwIook5UCHKM88iQ/1gwQCEVnmEcSYioX8sII9KV7oAkQGTI7JdvkqQikZEKMO16RCux4LJDR4eNDiJyPBFOWjr8IBUyLPh+sdmIHAUXpEDEAImRhC50g+uqh7E5UeIMgyMBzEdjgJwosnLg4SmEBm6CADgm+Wp2+PBKC5PBODgqPysEQEbHUb0xjA4fw1Q2YwIdWFoKoixQAQNXhGNHh4kMCFfYzgM3uFFFMB0zC4nT+ET3SAsAExcQ2T4MriaEIi7EiHOi8EJ2a75VS4AAmh4WraLUvBNPKIMuDETwfBUCG6BQ7WTBxABuz6I6NiIfI2VzQhGBAxNhjAdjsLJyyPjNDARH7xK1vOl8QBq3aLc6YsE5Wc9NS7ruUZCMIr4s273OwG3BEyNFkTPgIX0PCEH+10CBaGRuJ45fw2I04cQzzA0GcJEMIIm5kCjR8ioZ8Uuy+v5xhWVnmeiUlzPIu9GtcRAg5OQirhhICFGfQcds7sIaQXwEID/G8CfxAYV7gbwbOyUHwH4j7ADAVpSG+LkRlRvgCDTeWbvEJycx9T+Pdj/D++Bihxu9Xow3Xgrft03hB27L6Ch3Y+ae0UswQCO/eQ9XD99HfPvuYB5tzyEkyNhPL/tNMLBKC6tbcG9Cypx7f2dOPXGIYgeAWtaFyBY3Y2XPruEE0eHUd3gxaqmCrSc78OZl9/DlQND6HlmHA2LVmP/YAQvbT2NaEQC97ku3OF3YnTPLhz8512oWlCJHpcH45Ur8JPd5zHUP4aWhdXY0F6JmivncPRH72Hswhg6H7qCltsew+GhAJ7/zSm5El4/D3e3tGDo3Z0483Yf3LVurFqwFFPehfjJngvoPzWC+tYK3N5eifqT+3Hip9swcuoGln1tCtWdt2DPxSheeOcUAMD7GI9bHVFc3fUBjv7kE9QtrcVifw1uLO3CT3aexbWBCXR212FzRyWil07iyA+3I3AjgM6HhlB/2xPYenwY7396ERxH0VbpwhInweV3duDM2ydQNb8SK5esxVlnLX686zyuXBjFpdva0FPvQfDYXhz83nuIzESw4ptRSN334YOzI3hl62n4ql1wbunE6oZRXHnvfRx/5QCaVjeiq6YJgy3z8NPtZzF6dQrLVzTi7o5KhM4cxuHvb0c0HMWix2/At+Yx/LpvCB/tvQynR0BXrReLqmdw6c3tOL/jHOp6arF8xQYcC/jw/K5zuHZ5AqN3dGBZvQeBI3uw/x/eBQCsEXjMzNuIrSeu4p33z6GqwQvffYuwvGIEfS++i+HDw2jb0IbO1VtwYYLH8++ewfRkCGtWNmHLgiqMfrQbx3/+KQglWFvXgGjTKrx64DL27x+Ev8aNnjov5l09jfO/3IZLey5j0aPDaFu4Akeu83hx22mEZiKYuWchljd4QJP17PcVX8+dKzV63ljpxpgOPUsxPU8OTGL+fZfRcusj+ODsCN7cdR6MMdT7HOitrMDQuztx4tVDqGitwKoFSzFQ36pTz5M56Xn+4tqS6fncL97D5U8H0LS6Ed2r7sZg1Iefbj+LieszWNpbj7s7KsH2foi+n+7OqueLb7wb1/OyZetxLJTQ85q2SsyvLN5aP7NgjO1C5lb/nmLaYpMZwljeS/7y2uQvz8ELxf6RXR+gzu3DjGc+jgxPYOepa6j3OdDka0FL8AZmjuzBjWMXULNiMUR/A4Yjbmw9cRVjM2Hc212Pxf4KRC+fxLX3d0LwOFG5PopQ1SJ8enkMRy+Po7XKhXa/E7WhCUzu34PJy1dR2dUGsaUHF0Yl7Dh9DaMzYQi9jWj1CQidPoRrH30KweNErb8G045W7BscxyfnrmN5mx+Vzlo0T41gZM8uBEbGUbt2BLRtJQYmgth6fBgcJdiwoBqdHieCx/bi+qETcNZUoKq+HTNCHfZcvIHjgxNY1OBFR6UTVVcvYvzT3Zi5Ooq6O0IgNR04fV3CjlPXEIpIcK9owjyfgODJA7i2Zx8clV7U1rVgkmvA3oEx7L8wirUdVahx1aB+fBg3dn+A0Pg06m6fAtrX4OJYEL85Ngy3yGFTZy06HQyBwx/hxvEL8DTWoKJxPqZIFXadv46zV6ewtKUCndVOSFfOYWzPLjmvuzmgdgGOXZ3GtuPDcAkc/Cua0eGaQvDYXozsP4bKrjZ4/LUYY3X44OwIBscCWL+gGl01TmDkMkZ2fQAAqFozBda0DAeHxvHp+RuodAlormhBEz+NmcN7MHryInztDfA2dWKS92HXueu4dGMGy9v8WFTtQvTSSYx+/BEigRBqHU6gvgtHhibw7omr8LsE1Lpb0EYnEDz6CUYOn0b10vlwVjbgBl+Jd09exchUCJsW1aIrdo3X3n8fnMij8tYwonU92D84jv39o2jyO9Fa4UA9m8LUgY8wfm4Q/oUtcDUvxsUJDjtOX8PwRBCf62lAi8+P8Pk+XH3/A3BOUaPnJU0++J11aA2N4cbHH2BmeBQ1KxaDa12O4akotp64ilBEwsbOGiz2VyB0cj+u7z86p/T8674hcITAvaIJCyqm43qumN8En68Sk1wDPjg7gks3ZrC2owqLqp0gGfT8dt9QVj1/1H8Dp4YmLaXn4ZAjructS+rR6JF9NVTPi2+wbHEeIYT896TfqXsL/Q8Afw5AmeJQA2CUMaasObkE+QtEplHyu5i6NqIQeTJCCj5bIF1+uToU6fK49P5BvHRYni7TvucwJu+Q8NG+yziz41WMdPSib3kTPhc9j7ffPY+LM2E8OBpEx1/O4PDgDI6+/TqioRlQ7mng4cU4+/YRvPDZIFwcQfeJPgSWP4GDn1zC5U/fwpW6NvQ/uARLTh/H+2+dwZHxIBxvHUbTl8ew4/gEjr3zMgBgW+vX8e96mtD/3hG83HcVbedG0bj2KEZ6wzi+6wCunz2I8SvrMPlEL8L9J/HGjgu4GoziiehRtPxlCHsv3MDRt34OAHC6nwXZ1ICTr8t5+QWK3vPHMDP/XvR9dApDR3biWns3hh5divojfdi27TzOTIXg23oENc9OY9vRUZzY+opsV+fv4A+aHTj39mG83HcVXf1jaNnYh0ttD6Nv+4eYGDyD6bEtmHm8F4HTfXjlg4uYjEj4IoD6v5Cw+8AA+n79MgjlcHBdO55qcuPYy0fwxqVxNJ4fw9LLZ3DSvwjHdx/CyOl94IWnMH57B67tPYrnPxkAAFRvP4S6LzO8d2gQJ9/9BVxVjdjVUYXf8o7j9JtH8MrxEay+MoV59x/Hec9GHHtvO6ZHBhAOPozQoz2YOHoEz394EVEGfNXJY9l3gY/2XsaJra+Ad3px7K4F+Jx3Bgd/cQzbhqew8OIEur9zHodmqnF0xx6MXzoJl++L+N318xD+6AhePDAEAGjafQj8wwy7Dw7i1PZfwtvQgb1L6vB04wB2vH0WxyaC2HRtBov+wxROXRdx5DdvITw1BinyBKKPLMH5bYfj19h5uA/cHQz7PhvA2Z2vwemvw9n7FmFd/0l8/Pop7Lk+g6dwBK3PDGPPOS7+rHfWP4ffW9eOkZLreQI7jk/lr+dABC1/GcH2g4Pxa9yzshnPLXLj5Ovys/afuYHe88dwRrhFpeeBh3s0eq790iS2HR1X67nFlV3PTy7TrecTvzyK1y6M5aznHUeuaPS8641T2DcawOorU+j+99dwPlQT13NgWtbz4PaDBvTcj0MztXE99z2yBPcuqMypHs0HanSzwALbYZMfZvgNqRR6Y8F8SPYdCGM49/ZhVC5djJm2O7Dn3HV8sm8A3kon7uqsRc/0MK58dAT9O88jGo6gfdUm9E/78cGBAQSmwqjxiHiiswKh88dx9u0jcFU54W6qQaj7QWw/NowzJ0dQ0+TF40sbQQMTuPT+QVztu4a2DWOYd08Qp66HsePgIAJTISxp8mFjewUmjh3DqdcPwVnlhH/lSkzVrMWuU1ex/8AVjEwGsbrJj8jwRVzYeggTg5MgHEXdFgnnR2ew+8AACCWodAt4pI3Htb1Hcf69E/A1eVF5xzAC3kXYdnQIA+dHcaHdj8d7GhC+fAYXtx/C6IVxuOoq4Vt5L/qGZrD74CAi4ShWtvlxe7MbNw4cwek3j8DT4EHlbesx7uzB9mPDONF3FTOhCG5tqURk4BzObz2C6WvTECvcqLgbODUyhd37LsPhElBX4cD9tSKGPulD/wfnULWgEr2bH8KMwPDe0SEMXxrH4OgMnuiuR7j/JPrfO4Kp4Sn42hvgWHEfDl0ew8f7BiA4ONzWUYXbyQRG9h/DqdcPo2XdDSzoXo2hqnnYfnAQY9fkZZVPdtchcvkMzm89AhZlEDxO8Lcz7D49gs8ODcJT4cQ9XXXo9szgykdHcHF3P+qXXUHPlgmMC1G8e2gQo1enMTIZxBNL6hE8dxzntx1GcCyIykXtoCsewN7+UXyybwBur4g7FtZgjTiKoU/7cO43JzBvYgody9bjEteInQcHMTUehEvg8HRPHcL9J3Hu7SPgXTyW1PgRWfU4Pjh5FUf7rqKixoXPLakHxSQGdh3ClQNDaFozgkVbJnF+lMOOQ1cwOTaDeTVubJrnx/SJPpx+8whEj6DR86WOSixvrEBPYBgX3zuMG2dHEQ1H0LwlhP4xCR8cGIAUkeAWOTzRWYHr+4+q9Bywop43DOak54/2XQbHUaxs82OTayau54Zlw+js6sW4swfvHRrEjaEpTAbCeKK7TqVn3uNEZQ563nr4iuX03D/hjeu53ufAhjY/wv0nwS/ZCCZvQ2g6hBBDvkMsyRuMsT/PkO/DAIYZY58RQu7Kw8S8KO5OTelR1kboxshu/cXeQyCVTOV/+NaZ+P+f+OVRDE4E0fdruRMzev4Ith2+gqmTx3FxJgwAeOvKJGhgAu8duYJoSF67rHRUfrrnMgBgJspwaecheWrRp28BAKauXsShy2O49P5BHBmXN+x4/pMBRK5exr5PL8dtOL77EEhwCm9uOwcAuDgTxpm3DuP86Ayunz0IALh6fA8GJ4IY2X8MV4PyN1l/eeo6SDiIDw8NxvM6+pu3gWgIL/ddBQCMhSVc2XMEV6dCGDqyUz7WfwynRqZw9u1DODMl74Xx2s5+0OlR9H10Kp7X4U/6wUaH8cIueWrRyckQLmw9hGPDE5gYlO/h4P5tGA9GMbD7ECYj8kYpLx4YAhjD0bdfBwAwKYqdh6+AhKbwxqVxAMCVQASjh/uw7egQRk7vk5/F1lfQPzaDk68fidvw3m/OIRiVcGznx/J9vnEFn+69jMjAuXinfN9oAAO7DmHvhRuYHpE7XP0f/QqBKEP/e0fi32n9+e6LkBjiHcNIYBLbjg4BU6PYNiyvIz8zFULw3AnsOHQF45dOAgCOvPVLjEyHcfjlo3G7Pn31BCZDUfRtewcAMDl0Hh8cGED4/DEcm5Cf9c5r02DXB/HBiasIT40BAE5t/yUiEsOr2y/E8zr39mGEogxnd8pLmQNjV/HR2eu4sucw9lyX9fbK8RGEL5/BR/sSujm67T1MhaW5pefQDPreez+e18f7BtLqec/Z6yo9n70xjfNbj8T1/Iv3L4DMjGv1PFYYPe84OAgSmsJrF+Tnmquej+7YI9/nJD3vG5V3ct43GkB44HxaPe94+2zeet52dAjFRFnrl+s/G8uRs99gJowQXUGAQgUKXth1Edf3H8V4IIqP9snBt75t7+LU9SlEBs+h75U+vHR4GKdeP4LI1cs4dHkMR9/+FU5sfQU7Dw4CUhRXPjqCn+65jF9tv4ArHx3BTITh4CeXcGLrKzi+6wAujwcQGb6ID948gxcPDKHvlT7Q4CS2HxtG37Z3cfStn2P7sWFIDLiw9RBePDCEVz64iImjRzA0GcLezwZw8t1f4OAnl3B+dAaR/pP41fYLePHAEE6/eQSQothz7jqOvPVLHH37V3j30CAQCeHk60fw/CcDeGfrOYQvnpTbto9O4cTWV3Bsdx9GAxHcOHAE7/3mHF74bBCXdh4BiQSx7egQjvzmLRx56xXsOj0CADj3thwwf2PHBQRO96F/bAYH917GyXd/gc8+vYzLEwHMnD6O13b248UDQzj79iEAkDu2b/0cR3/zNrYdHQIJz+DYy3JgesfbZxEZOIerUyEc230EJ7a+gqOfnMd0mGHo48N4+93zeP6TAQzsPgQSDWHHoSs49s7LOPr269jbPwo2OozTbx7BS4eHcfi1Ewj3n8T5UbmtOfnuL/Dx3suIMmDsSB9e2tmPn+++iIvvHUaUAZ/skwPAR7e9hzPXp0GCUzj4i2N46fAwPnzrDKIjA7g8EUDfzk9x7J2XcXDvZQSjEgZ2HcIbOy7gp3su48qewwCA3QcHcWLrKzjym7dweHAckaGLOPFL2a7jv+hDeOA8Tl6bRN+2rTix9RV8dGAAEmMY2X8Mz394Eb94/wIuv38Qoag8cHDsnZfRt/1DnB+dASauYe8bp/DigSHse+0kyMw4dp8eQd/2D9D365ex7fAVhGLt+gufDabX80enZD1fPoN3tp6L65lEQnE9H337VVnPTMKZtw6r9Bw0Sc8H9lwwrufLZzR6vj4Tzqjnvl+/HNcznRmL6/mTN0/H9Xxs58eyXZ8NIBhhKj2f33oko55P/PJoVj0P7z06q54/Pn9DpecDrx4vuJ739Y/G9bz94CCCUQnDe48mPlNdBAz7DfqWFD5KCDkPeXPAuwH8DYBKQogyUN8K4HL65IWhpIGApLUR/1yK8tM1yoVoqAljugMPisMNAK9dGMOO09dUf9/9ox9i7/98V3Us3H8CH/7rj2bN9+9f6Itv2qfw8tsn8XfPH1UdG929Exc+fCP+e+T0PkQvn8RAIPGSPf/JAH6y54Iq3dYTV/Ha3+5SHeOmRnDw1Rfiv4MT1+XPniXx4+/txSeXRlXHfvr+OfwoqTN6PRRF8OSBeOcKAAY+ewczh/cgJCXu6//+1Sm8sO20Kq+DQ+P42x8cUB0j0VC8kwkAn774E2BE/V7t/O/bsf1ffqo69sbhK/FOHyB31oanwvFODCB3pofe3alK9/ff349X3zisOjY4EcL//lWiIzgTTXxvXWHH93+I0PG96uv53rv45IUfx39LkRA+vTyKd4YS93X3yAwOD00iOHE9ke7VF3DiZ9tVeU0d+Ahv/+urqmMzEYbroWj897/u7Md4SP2N1jde3I6f/dOnqmMXXt0a7+ADwPTIAM7emCkbPf/sk35Vuq0nruJXf7dbdYybvoGpqxfjv4+983JaPb/xc/V78JMdZ/EvscADIAcMgsc/0+r54IfG9BwJqPT82c9/qkvPrx4c0Oh5ZDqSVc+Dv9mRVs9KkAmYRc8n96uvJ0XPO7//AxQT4w16Uc20mYV8/YZiTe3P5AcUYiZhSGLY+j93Yt/geLwenrlxBT/dfhYX33gXb12ZBCAHbcf27MLP3zqBSEA+tu+V50GkCH7wvz8DIAcOf/C/P8PF8UA80Hr97EFsP3VNXlI1Jtfpb12ZhHTlHLb+6y8wc+MKAGDrD19EKMrwz7+Wg5eTEQl7/+Y97Dh9DWd2vAoAuPzpW/jZJ/049pP3cCVWD7/w2SBIJIA3frkXUiSESGASH/3kX0GDE/E66vx0GBdefw99w5PxuvPq8T3YOzCGHX/zPk5OyoHWf/j5MXBTI9j5/R8gPDUGJkXx5ovvgjAJP94t199Xg1Ec/v52vHpwAP0f/QoAcG7X6/h13xD2/8O78TbwR9svgDHg7ed/DUD2Yd7/lx+DjA7GBw6OTQRx9f0P8FH/DVw7KbeLg/u34eTIFF7+x4/jQe6//cEBkNBMvL6LhmbwymuHMH3gw/jAwbbhKZx5+T38eNf5eFtz8t1fYCYi4eP/vh0zUYaZKMM/vXYSgQiLB1qnRwbw/K5ziFw4Fg+07hsNYGr/Hvy6bwhj/XKMrP+jX2F4Kox//MH+eJD7Z//0KQiTsP+XPwMAhKfG8NI7p3Dt/ffx6tkbAIA3Lo1j8Dc78Py20wiMyc/j8K9eAgPw2t/ukjt2YQn/88eHMR6S4gMHE4Nn8Mv9lxE89hl2j8ht1M5r0wge/wxv/nwnJofOA5D9gKmwhL9/oU+l54NXEnoeOrIzrufz0+G4nmlgLK5nKRKS9RwNx2e6ma3ngc/eKaie9w2OZ9QzgLieQ6cPxfW85/pMXM9K+31u1+sYC0az6nnH938IMj4cHzjIpOfj1ybx87//aFY9v/rGYZWet1+d1q3nUFSfnl9583hcz5+++BMMT4Xx87//KP6lq2JAiDG/IVtVzxj794yxVsZYB4BnALzHGPsygO0APh87zfRNhku9NOB/QL02QkPyt5vb2tqKY1WqDTk2/sn/n2ujv+PgoObYL09dV/0OnNE3EKJsTKZwdudruCvlnPPbDgPoUB0LnunT5HXsk7Oq3x8cGMD0eFB1TLqhHd1LfVmvBCI4lzIKePTdHehNSXfjwBGkcuUj7bHDv3pJ9XvP2eugKY9L+U5tMpHLZ1S/t1+dRrRlRnXs072XcUdKuv4xbV7Jo6yA3KgN7t+mOnZ+VJ03gPinBRWYFMXIfvW9/+mey8DKxapj244OoT0lr70Xbmjyf2frOdXvgV2HMHOjVnUs8V37BFen1F8pGT1/JN4YKOx77STQuk517OS1SU1eVtBz6PxxTV5H9qif/wcHBjCd8myjsRHwZNLpWRl1j9v53vtYlpLuxiHtNabT85G3XlH9TqvniPYrMnr0vPezAdyZkq5/TKvL02+qgysnfnkEgxWC6phePV/fr84rnZ6LidHPB9pxAEvxP5DFbygm6dr4fP0APey5PoPAmRHVsb5t7+LgUXVdc2HrIZwbHFMnjoZUAeDroSjOpgRadx4cxBc/VtdR4f6T8Y4hIHciUwOAr10Yw5FDV1THjuw5E5+VpUAiIQz3qYOvyqdNFT599QT2PzKqOrb92DDqrqltjV5XlzfWf0z1mUIAeP7Di9h7i7pO/2jfZbADan9EYizeYQXk4HvkijpwfPrNI9hWp053eHAcA0ltZ5QBNKRuEwf3b8MAVbd/7791Bscjh1THZiJSPJijEIyqr+fojj0IVKrPufT+QezpUHst/WMBzCR9j/7iTFj+1nwSJ9/9Bc55TqmOnfjlERytfV11LCqx+Aw8hVR/4bNPLmHIrQ4c3zh0DNfPqtNNhtQ27Lk+g8BprZ6P9KW0nRMjOLdLbReiahuuh6KaNiqtns8fM6znt989rzpGwsHC6fmaWqdj/ccwfkRd3aXT8+BEEL88oPXDk/XMpCgiA+p38dTrhzR6PnplQpeeB3n19ejVcyCiT88X+9T3vn8sgDNT8ueZ1QoyD0qN+Q7EuOfw7wC8QAj5LwD2Q/4ikWmUbEZA8tqI2c5jjH2PMbaWMba2tq6uSNYVHr2OwGc//2nWcw798/as5wDAiymji+n4wTtnNcf6fvy+5tiVg+oyk0f+FaYOfKQ5Fh08ozm24/s/VKdLGnVV+OB/am345+/v0xxL5c1ffqI5RoITmmOX39Hmn8qp7b/UHHvjkLZzmDzKmomX9mqvcTpNJ3z73+/SHEtlx4+09z51xBZAPIqu8Dc/PKQ550KaDl3qjI107ExpuADgZ+9pn7UePR/83ntZzwGAn6fJP5V0ej76Q+37okvP+/dojqXTsyadTj3/yw/2a46xFAftV69o3ykaGNMc06NnZUQjmTcOX9EcU/Z4UFBGiVTn6NTze3+7U3OslBBq7J8dCbAGev0GQsg3CSF7CSF7r13NXj8XGyMbC6fjzRfVs6tmblyJj6gpKKObyaR2UADgpx+qZ/3te+V51Sw2ADj5gro8AJgMad/75Fk/gFzfJs/KAiB/viyF0Bl1O7Z7ZAa/eEMdTHz3+TeQyuTeDzXHUju7UaatA5NntSmku+PD76nr1xc+G9TMZnrpHfW9AgB2TTuj93/9y0HV7yPjQU0w+eKYutMMACPT6vs3fumkxhf8u+ePxpfWKbx6QGsDSTOtWhltjqc7e0M18wyQvzOfSqq/0P/Rr/DyP36sOrbjb7Tt0+Eh7cDBWz/fofo9c+OKavYjAM0sMwCamXoA8ONd51W/0+r5JXV5gH49pw6O0Bltuxw+p9auXj2Pf7pbc+zTv1E/63R6Tp2BKZ+nfWZX3/9A9fvFA0P69Dzcrzn2999XPw+9er6mU8+pKHqWrpzT/M00iPl+A2Nsh7LfDWPsLGPsVsZYJ2PsacaY9gYWkFLOCFDWRjwIwAmgghDyE8bYc5kSTE9NYd++fbqn2832ZYF8zsl0rh67ks9hhOAq1M+XTWtf5NRzXjt0Cay1RnVs3759mvPOf/gbTX6p56Qr89efnDdk186dB8Cm1bGlTz/+RHOeNKmNWKae89LVIFiVuszTYW2nNdWu4X2/0uS1/7N9mvN2vH/R0DWe3P2JoXt64qNPIKbatU9r16sjo1nzCk9f05Q5sFvbkdVj10ef7tWcd3nXx4au8fyu7Wg3cE9/efgSWJt6pkI6PZ/d9Y4hu9751JieP9h9SJee9eSVTs8nQtpgiub6Dvxak9e+fQcKqGdjz7qQes5Up5sBMTwya0cCLIIuvyG2K/P3AGDJkiVs3z61Y1pIX8CIH5BPXkDiHW1bUIHR4+r3aYoLYzpp9HhTvVfzzn3Wd1rzni8WrmJX0nkNvRvRc+UDvJ80kjeyoA7siDqvU0cOaPJq6lqKgQOJzh/hBM05e0+c09h16EZIc15bwzQuJ53XdvstuPqu+pzjzKGtVw4c0uTlcjsxfe1S/HdlxzLNOQf2a+ux/ooFqvOWeB3oWLkC5z5MBEbmV41p6+qLI5q8ViyrxFsH1QHY1HNGzvZp8uo/cUhz3uStDbi6JxH8vq+rBv76JoyeTwRU5klXcDIlr88OHtHk1VZJVEv7Ghy85pwjB7XPumv4jOo8R0UNmtdWY8/7icCSuK4d7KQ6r+DFE5q8Wjs8uNE3u54PjTOtno+e1OTV7bim0nNdzwbDem5eshSX9yUFMyinS88HRwKG9HySusGmT6iORTY24uoL6qBmqp594xc0zzqdni9UdGr0PH/VSpzdnZjJmlbPl0eLrufUcxQ9H7gyhnAk++BgISCEGPMdysRtKNmMgAxrIzIGAcoBvZsFzbaxEBf7juls3LKxVZc9C1Z1Zz3HzWkl0LvJ2BKM6p4FmmN8ndZWf9uSrHndt6RWc2yF35k1XdvazZpjkkN7T1vWL8yaVzpWdWnt0sPyJfWaY4409/7ezuqseVV2pE48B+bfnv0LZV1e7Q6rrRXae7qy1Z81r3TMX9WpOaZHz7du0Kfnhat7sp7jSDN9a+ld83Tln4pePevBqJ5b19ylOZZOz60btfdeD2stoOdiQikx9M/GGsxFvyFXkn2Hw2+9qfn7dMoU8p3D2pFXEhjXHHtzh3qEbejILlWnCQD2/0A78j6RZiZQchAAAFg0rDmHTI5ojgVPHdQc2/Oyembe8W2/1pwz/IF25hSRtGUmd5oAqDrMClKa2Mu5N9T5H58MqoIAALDjNe3MtmjS/isKqZ2mdJy+ph3hHhzXLgn7zY/Vewr95uSI5ppe+0g7ikui2mBvchAAAIaC2lkDqcu/AGB7agd/fAS/eF89u+Rnv9KOLu9NM/NQj54nDuzVnEOCWo2n6vlq327DelYFAQDNbBOgsHoe2qG1619f0Go1Vc9vHNTOWE0XSjz3qnrGwfHJoCoIAADbX1X/Bkqj51QUPYfTLPk0C6N+g0kfkSk4VvhqgE0Sf/gnz6p+V7R04ck71R2Zjq98Ad7m2Tuy890ifvdO9TlL73tI0xn83f/0qCZt2zNPa4498Q21XX/wb7+hcfKF3g2gQkpns75D9fOOWg++83X1SuW7vvSUJiCx4k+/pLHhnv/4BdXvBgePVY89pjr27Ud7sLpS3cFirkrVb0dFDWruV39x6qFVjajpWqs69vXvfE1jw0M9DZpjf/AX96t+r610onPTfapjTy5vQp2onoDjFtTXXLVgBVb8mfq6v/TwIjir1GV+56sbNDZ8+yF10IcT3fjac6tUxx7+T0+jcbl6/WCrT/0NdwclWN1coTrWtnYz7mz0qo79zu9pbfjmhg7NsVQ9e5sXavS84Gtf1KXnb25Sd8zT6fnb/5daDwDQ+vRTmmN69awhjZ7n3aYOwqTT8/I/+qImqy3/6RnV7zqRx9on1Pb//mNLdem5estDqmN69fxAmg59qp6//Wf3pNVzKkb0nC6oZSZGNwsslwbdxkYPJKp1wkdOazstqey9od0jZyZsbKUum9IGI6Yua2cx6eF6minR6Tprekg3CePacW2HJJXkteZxEya0y6r0cG1GG8QYC2iP9ac5L5WRi2mWxhi8N6nr5wHg4hVtJ1wP/de1M+L0MHlJez0kotXltdPapZCpfHxdO8u0kHqevpJdN+m4cc5YupE0yy2M6jk4rj1HGjNm1/CUtr4xqudr/XLgIXzdWF1hBOObBZaH41DqzQIByGsjAOzQc26mjXcKNWUvl2l9uZybqZzPvfoTHB6aAKUEq5oq0OWcwZN/fjsCZ09AqKmF0LkSVzyPoue3xjEyHUJ7lRtTzT6888e1CB0OQIpEIbYugMQY7nz5Rzh3YwYCR3BLsx9tzgje/8MVCA1cguD3g19ei/6HfwTn1UkMTQSxpN6LqVo3dncdRaDvMzCJwdm1HFNtq3HvL3+Mo0MTqHQK6K73YiE/ge/+7mKER65BrG8EnS9g8H/9AxYPjGN0OoQF1R4EKr3Y9V8eQuDIHrCoBEfHYoTc1djw0g9x4cYM3CKHtpYKrONmcO+3lyI0fAVCdRX43kqcf/N5HB2exI3pELrrfZiqcWHXf/QjcPwAAMDVsxrjjcux+eUtOHFtElVuEb31XnwN1xFp6ET4+g2Ijc2gDRSXX/whxi6PIRiWML/ajSjvwgd/sRGh/tMgHIVz2XpMVXfithf+BeevT6PSLaKmtQKvT19C+MwUwleH4Zy/CKTDiVO/+hk+GxxDJCphWWMF2l0Mu/7PexA4cQi81wOhczlu1CzBHWuexcmrk2iscKKrzoMfRq8i0tmB8PgEHC3tgFsC//pP8MmlUUQZsLDKDSfH8MG/XYfgxXPgRB7i8m5M+OdhzfNrcGl0BrVeB5zNFXhv8jxCp/cjMjoGR8cioJlD+xs/xf4BueFZ0eRDj0/Crr+8E4HTfeB9PohdKzFcsRBL7xvHtckgWiqcmG6twCtdFxE+3I5IIAixeR4gMtzzix/j1MgUOAKsbalEo5Nh5x+vQfDieQgVPgi9zbj49X/G6uEpXB4PoLPWA1brwYf3nkCg71NIwTCci5aCVQLQpecnTNFzV50XU3W561moqweXpOeJQBjzKt2Y8Xux6z/chVD/SbCoBNey2xCI6fn0tSn4XQLaWirw0/AQomsy63lxrRfTdW7s+o9VafR8t0rPv4XriNSVXs8rer+AK+MBNFY4EWmpwA9nriDS2YHI5BTEplbALeH+V3+Ck9cm89Kz69aliJi0mVo67E8Bzh1y8RvmCoV6T1hE63CHp7VrnDXnpPuCQZp147psCGs7B6FJY53DmZEAIKQcZNqRXaMMBbSj43qITGs7mnqYTFNe6uZqelF2xE/G6FKsdMmCM9rnqIex6TBcBtIFJ2aA1JRR7f0KTWYPwqS7owXV84Sx559Wz3rSTWptSPfMrhrVc8DYUvVC6jkwKgeCItMzRm6RMeb4Z4QtEQgoRxghhr8mkMy3/vxvVL//yXMRb+5Prrh/gte7blGd8/XvfA3Xv/NnqmN/uusO/Olf/p3q2NuP+fG//mvy9J4XNXl13nEver7//yQd+RWa//F/4R//27+ozvuzgUM4OZmoBB5Y+ia+He5QnfM3f/WHePfJf5905A088/YL+Hf/x9+rzvtJxwhe+k1iHZCXfxHPL1ijOufBr30R/H/4Lyq7+v/sP+PA6+rdYh89qf6s3de/ehDP7FGPTP7qn/4c3/vt/5505DUs//E/47/853+aJa+3saneiz+rVI+0v//tpfjrP/ph0pGf45PP/ymuHFJvipZq15/8fxP48vfUmzfu+vvfxV//zt8mHXkVM//XX2PrT9Sb/aTm9YUHFuJ3zqpHr1/dSPCDHyRvlPgi3lqxGZGZRIR42YMPYf7/+I+qdH/x6jx89y/U5e36D3fhr7/1j6prTNVNRUsX7tqevBHgW/jOXz6Ab72sjhgXUs+/ebIaf/dX76iusXB6/nV6PX/tvyYdSa/n1Ofj5l7ECwsLo+evPbcfz3yirqZf/8c/xz8XSs9/sAx//YfJmwRp9VzbvR63v/Y/Ven+5P+bwO+n6PmD//V7+K856/kt/Oku7YZdZkHLJEJvY5OOQn2BgPBaF1pw+7MGA4Q0ZYucwS9xCKLmmOjNvpQsHa4aJ5A6IEsKN+G1wcmr2gu98G4jXV3A6+RxPeWYkzd2Pa6qRs0xoxpKl8zh0j5HPfjdxrpxDl+ae8ppuzKityprMCDdHS2ontPZqoO0etaTzqu1Id0zq3PyOG5Ez07t8lI9eJ08RlOOGdWzs1LeNN7ou2UESoz5DuUyI8BeGmAy6TYgmq0SVnea0vObD87rKrvvee0O+qmc/mCr5thbuy5ojqU2gm8f1U7P+rRfW+leGNVO2UoOAgDyt1pTef/X2h3bUztN6XjzBe30xsk0U73e2K9dS5VKurWVgzu0dqUGAdJx6Tcfa46lW9f2wZvZ83rpbe0u0NtfOKA5lhwEANKvv4tc1n5ZYvJw9g1Yxi9r14r1/Ux7jXr0/Pb7+nZ/PfpT7b1PJZ2ef71bu0ZSj573nE91xYCL41o9p5K6phEwrue3XkqzLjCi1fOv0nymMZV0eh56P7uerx3Trr/Vq+ddb2l3Py4lRpcG2GsDbOYSkqB1ouetuTVrus2LtHt++ETOkA3UX6M55puv3YPF6c/+tajG1R3ag5yxjiZN4xW36djHpmrBCq0Jtc2GbGjxafePqUuzx8/66uydodYlaWwweG/4NJ3kpR2VWdNV8FqN9Brci6iqu0NzLJ2e21et1RxLZUuXVoMewaCeK7Tvhne+dr+t1KWe6WhYqd3XqN2V/Zl1LtDakK7pMqznemN7JLX5tc/HqJ7buuV7KjYZs8UIxpcGFM3EvCirGQEetxurV6+2xNIAo/kl/50wBuJWb9ZVB+3LkXqOJNZozlu9erXmvPobpzXnpZ6TtkxPmyG7PK2L4Ug5r717maG8QhFizPaQ9ryly1dpzhuoWWDIri5nxJBd84lDc96a3iWa80JhbX567BIjPOpStijVY9eqjkbNeT3VLkPX2DpDQfy52w5nrS49N46eMaYJr0E9ty2GO/UaF5dez93LtHq+YlDPnULh9Lx26WKtniPZ9ZypTjcDo9P7yqQ9t7kJSPYplj34kCbA6+ao5qsBmpCj6NHke+eqZpxO+qpYQ+9G3Dl+TLXBWuejK4HX1UOVrjQje80r79R8NSAVyVmhOSbMW6w5tvLejaoN1pZs+RyQMnOqcsUyYIf6M2aMaDt07tpWzVcDUvNK96433r4SeC2xi/sSrwOHb79HtWHgbRuXAG+r09E6bUfwwRWNWTdYa6t0IjX8WuPWuutLP78SH30vceZ9XTXY2bFMtWHgfcubkBq2Z1T7PFZXOjVfDUgl3YyQNe2VeCnpt6OiBk/eOU+1YeBDDyzAT1KM6Kr2IHVIQ4+enQu7AaR8eSqNnjevaVHpua5ngy49ewStnltW36n5akAqkksb2BBaF2mOrbzn9qx6rlq1HNip1vNdjy3RbBiYqueNnbVI/a5qWj3fsVqj5yMbtqg2DLSKnlPrLkXPfFMHsu8oUCCMLg0ok0hAWQUCyp1UZzed89vo5HEly/qdrlsWAj/JXt7yhzqxPc2345NJF23vWd2Mi9oBPxXeNI3/6nmVSJ2D0Fqh7YxsqHFh98jsa6e6tzwI7FFXAU2rtmBwv3Yn02SeWdOEH6QMmKZzVNYvbcBnP9cczkrT+m7ghb6c07Xd2Q28pL5myeHVnNd9/xNpv22czOY6N36QcuzhdS34153ake9k6pasAw6odzbmm+YDSHGqli4GoJ09kI3Fj3SlZlVQPS99cCG2GdBz98om9GsHtVWk0/MtHVW69KyHxXd/TqPn5jX3Y+CzdzKkkPniygbNs3bx2npjw9KG1Fuvi+YNS03V85J7H82q52JifwHg5sPt8WD16tWqY2Z+8i/deYUsD0gE03aeHdcGMKMCkrtFx4bDIM0pQeieTk1A7kS4TpXX8Nnj6LsSVp1Xc/YqiLtFlW5R70pNXoMnj2YNAK5dPF9zzvIqUXPeZ0Nu1XkXT1zGhpRzlpCgJq/VK5dr8pqZDqjOGxse1JyzcpU2CN0+PqE6b2QSOH/goOq8czf82Jga5Gyr0eR18NDhrMHXmgU9mnPaFy/XnOc9dEJ13v6TkxhzD6rOu0AbNXmtWdGryeviKFOdJwW1dvWu0D7raP1C1XmhCDCw97rqvNCeayCt6i/bONq0geMPzk9l1fPyCqIdVFnapcnrWLBWdd618ycM63nguDE9r6hxGtJzlzStyYvftTernicq5unS87w0ej63/0B2PbdUFl3PZKX6HEXPKxv9iC5X1+tmQYmxrweVi7dhLw3QQSG+ca13xOsr39ROZ/I1qXdU//Lt+j6H1vHEFvXvNGuy7v3qk5pjX7pFG/X7ygb1sd/9N9oXcEWDNsJf79GuWbrnj+5S/X58QZXmnGe2aD+H9vgj2h3GN9Wq1xSu/Kb284HpOk73LlZ3GDlROyXpW09rP7/ov+0OzbH1z31VW2bKFLqajdp0zKGNYj9zrzqCXN+j3bl+0x9rr3HZN+7WHFuwSb0D/aNP3aY5B2kivGLXKu15qeU9/AXNsfZHtZ8w/OrvaaebWkHPX93UrvqtV8+NadbgpZJOz8/epx0ZePKRpZpjqXpe9S3tPU03YrF5kbqxpLzWznR6rrhFq6/bv6r+usCtz3zFVD0XE+V7wLn+K5sW3WZOkc1veOiL6vrBVdWILfXq9/DffE77RRbJ6dMcS62HVz/1LH7nYfX72/WMtj7yitr66NZnvqL63bhiM5qd6nEnyV2pSScuVLfxG2pcmnrynmcf0dqw9nbNsdRRW44AC+96XHWs53Of1yRLd8fr71Z/6eiZNU3Y9I3fVh37wv3aOp7UtmiOffu31FOueyscqOlUtz9tfm3AOXUEtaK1C8v/jdoX+INnl2Lpg+qvPj2+UmsDo9oxwFQf7/EFVRq/KN36+VtbK1W/29c/jM//ntrXuOu76vsHAMsatIHjB5++S/XbVdWI+xvUek7nn0hp2p6vbOxQ/U6r5y+oywP067ktZap+2hkB89Xa1avndO3yLd9VP+t0er6rUzubj0tTh9TdqW6/v7iyQZ+e69s1x37/G+rnoVfPtTr1nIqiZ9o4X/M3s5jrfsNNHQgwYzqq8jWBTF8VyEbjul7V7xV+J3o2qxu5hVVu9GYZmazs6IXQonYA7r93PqpT1v1s7tZ+Pizdep75D6jtatq4HF33qDtdFQ5O02FIHY1vX/8wqparOySLn+iF4FFXot31Wkfltg51B8tT14bVj3Wpy+tcgobeTapjfEokr9nJo6VCvQZv6QOPYnOduhPWukl9zUD6NX/3pHxKrXHFZjyd0qjyDW1w16SkTWmMN9W60dOgvu4l6xdrGpzKZT0aGxzzl6h+e3mK1WvU5a2bX41HWtWdWyaor5kTXYCnUnXsC8vqMe92dWO1fqX2PqTqDQAablXbWgo9d1Sl07Pa4Wxc35tWz6k4OK2en1mjfv569by2vVL1u5B67n3wCcN6vrtXvbnUXcsb8YWUwAnfoA2u6NVzcgBnQ03xNvwB5P3DjPyzsclEttF9s5a9rKt2Yf1C9Rrnni33YMWT6vZ13r3LMX9jymeCORHVSWv7q0UOC6rV9cWmFU1ov1tdZwjtXapZV4LHr6mPHpvnx13L1XVI77qFeGiL2nFnvKgJDKYGKG55fLGmntzcXa8JmHLV6vL87d2aF/fZ29uwNqVNXL+6BV9cqV6zTQmBt6Ej8ZsXwTeq67/Oh3qxZak63bKmCixMGvjgCCCJ6s5u06otaN6wXHXszgcXYknKMRdP8WDKJ3tT256ld62LTZNP0HrnCqxbpb7Gdr9T5Ze1uQRNkKTrnic1Pt7iJ3qx9AG1bjhKNG11Xcpgz5pbW9Fwm7p9rVrerWmrvSl7S6yrdmFjp1bPvU+kBLB9NWn1nEy1yKGjUt22pNVzR7dhPT9wT4fqGBMchdNzSrvsb+9GRa+6U5xOz00+h0bPAFR6JpQD36x+Fxc9ulyj56WNPl16blqvvqd69Zy6WWAmPbfdpv40crvfiYUeMe0MRLMw6jeUycqA8gwEGOlg601jVqOdqfzF9ya+cX7LF5+Do+dWrEvaMOPhP9iA55K+n+7wVaPZ58Bj39kYP6Y408mV0INP3wVS365q7Bd/eQseejrRqahbsg6rmypUUdIvrmxAk09Udfw2feO3UXunOqLr7F2nihh6GzrgFSm+/TuJ3dIfbvLByRO5UY7x9ENL4FiyBsnxgqb77sLdX02MMLfc8iAWVLlUEerf2jIfPfVeNK5IRAw/99zDmPdoYiTcxREIHT147PFENLKmczUEjqhGSZ77vVvhd3CqjvmzWzpVI+0r/E5U3HaHarR/4V2PI+qpwVNLEo3Vt57uxsb51apG7onHVqpG6BudPCRfPe5/LtF4Na7YDMYJqm/E3/XdO7Gwyq2Kwn9l/Tw8++118d+b69xwdK3EqicS32df+uDT4Fq7VBXt7/6b1aqRAEI59Nb7cOufJEZ0un0OMIdHVdFu/q0vQ3L6VZ21Vd+6G198OBFoqGjtwgM9Dfju1xOV/WPz/EBdm0bPzmXrzdPzlzbr0nO9R6vn1BFt17L0ek4e3f/DryzT6PnJzy3Gym9uLpyeH783YVMGPXPUoJ5v2aAa7Z9Nz8nc1VmL3q8n8lL0vGjzE4ljGfTcWa3V8xe/ldDz3d9RBzlsbMwmnzY+l7SZNgYuxAxDkRLc+4ebsLqpIj6q7apqxJc3L0DbI/fE24KnltTAv24jnn5wMXinfGz1U8+CUR6/HWurG53y/7dVONFyy4MAgOoFK7B5US386zZihV9+px9s9II2zse9X30yvhP9vV//IkSOxGcdeHmKtd+9G3d11sZHK1tueRBfurUd3c/djcbYrIBn1jSB8U488sRauaPt9GL9c1+F5PDh8z1yx6zDLWDeo3ejp94bD4bWLVmHtc1+3PXdO9EVm531rae7EfXUYNM3fhuCxw9COTz0xXvACI3XuXUODsu+sRmPr2hG+/qHAQDzNz6Kz/U0YNW37om3K1/bPA+EAA88+zkAcvt05299BayyKR5E7/Y5UHfnHVjfXoXa2FdrmlZtQVeNB5//vdvigfvv/PZKMNEVH03mRBeeemw53Ctvj3fWttR7sPDzd+MrGzvgic3O67rnSbh4itv+eDNcHIGLI/jdx7rg5Em8fXXXNOPZjfPBz+uOtwWrK53wrFqHz/U0xNuo9vUPo94j4Pd+exXqYoHtL/3uLWCExn0IwePHF+5fhNo774y3d4+0VqDpvrvw7JbOeEd52cNfAAHw2Hc2giOAX6D4w68sQ4VI47MPfU0L8cSqFji618Tb8U21bjiWrMFDT2+Kd0g3fO3r8AgUv/9Mj0rPKxoTem7o3RTXs+KPPLWkBpLTH9cz5UVZz5yAZ29tLoqem9fcX1A9r26qyKhnAHE9i53L43peV+2K67mitSuuZ7+Dy6rnu77xdbCKetlnm0XPS2q9ePr318+q58cfWabS8+Y6t249i5w+PT/10JK4nm/54nOo9wh4+vfXp52BaGOMObtHQKE79Ok+22PkE4Kpedy6uhlDp3rBiy5sWtYI4g/htkcX4frLx7FyfiVqVnVjYbUb8zc+imtnjqJz3a1w8QTVq7qxue4jTEYkrH1E7sAsWb8YUiQE3uXFxs4aSKKExza1Y+dHl7GswQOhvQsbuBp8fM+TuHLiCLo39KDaJaDm7l7csvsiZqIMnQ/1gnAEq29pweilblS2dmLL0gbwDQRfWFaPA+dGsbanFsRfj2VcBdpuewij/cfRfeft4ClB4/pebPj5UUQZsOTJbnAE6Nl0C058KMJV04IVrX4wVxTP3t6GDw8MYdU8P4TmDmzxNODUpscwcv4kVtzaCo9AUflAL1YcuQqOAB339mJC5NC7biGmRy6jrrMHd3TVQXB04YlF1Tg0MImNtzZBcvpw23wPfrXmfgTHrmLJhuUgAJY9thhjL/fBxVE0rluGcZ6g++7NOLlrD6o6utFV60Xlsh48s2Yf9p0YwR0PLQRX3Yh7lvtxesk6hAOTWLumGYx3YNGjvegd2IP5FQ60b14B3uNA9x2rcDg0g6buZVg7rwqOqSV4pLUCfTcC2LypDYx34K4l9fiwdxOioRn0rlsIEIrbH1wIvHUGdQ4OVSt7ERQIeh98DGc//hR1i3rRUelCwy09eGpJHw5fmsDKx5dAcldiwwo/+g+vBpOi2LC6BczpQs9TPTj3rwexpNGDpo3LMeJ3YtHmJ3Dl+CF0rFmDCgcHX3c3HmzcisszEdx+33wwymPZ2hYExtaBUA5bljaA8SLuv3c+tm07j+4KB9yLe7C81o+ez30elw4fwtK71qG1woHmjcux4Y1TuB6SsPiJpWCCG+vXtuDqmRWgvIhNyxoBb256HgvnoOeO7sLpuaoRywRZzxNDF9C1bhV4SrD4iV5s+OFeRBnQcucKsJiej+6IwtfUidXtlXB5lmTVs4snOvW8MKueOaLWc8OtPZjQo+faZtzd68cpPXq+//O4fPQQmrqXocErwjFf1vO58SDWbWgF4x24ZW0Lxq+m13O1yKFqeTeC/Ox6rl6lnfpnJkb3CCiTwL5NiVD8ADMGEtL5Gc9sbEP1qqWYdHJYv7oF0chT8FY6sajaA945Hz1P9cC78zwWfK4bfF0Llnv8WPrAwwhMhbFpRRNAOTSu78WXP7sMV5UTjet7McoTrLi1Fd7Kp1DT5EVLhRO80IY7HlqIJX3X0LZhHiSHF5u7KzCw5R4EpkLY3F0PSuRZB18cnISzygnf0l40eEWsXdMMjnsSnUtq0VHpAt/ehYc3z8PE4CQ6H+oFKId186vx6YNPgFAiz6zjRXQ92otnvSfga/JCaOuCV+TQs34RKpvq0NDuR6WTR9XKXtx931msvjCO1k29YLwDW5Y2YOK+BxEJR+Mjy/Mf6MUXp0LwNHjg7OxBu9+FFWtb4HQ/ieXLG9Dic8LVuQSPbWrH9LVpLHhADm7f0VWHYw8+DYdLkNtEQUT353vh+eAcqhZUgm+ejzqPiO4NvRie1462BVVwCwQNty3DAyeuYGp4Cs0bloNxIu5a3oiJG5+H4OCwtr0SpDKEzod68YUoQ8u6VgjtXeiodKHn7jsxdm0at61tAUcAX28PvrDpEFiUoe3uZeCI7C9y/OfhqXBiYbUbzBHAiie7Ub27H/XL6sDVNKNFcKJn0y0YvboUnV01cHAUdRuX45H+UQTHgmhcJ4/Wb1jRhOnJp+D2iljWVAFebMPiJ3rxhd+cwLzNCyA0d6CL86Jny72YGg9i/cpmUEJQs6obz95+EryLR8udKxDkCFavaYbD9XlU1LhiI/G1WPvIIrQeGELTmiYwVwU2dPpxYvMdmBxbiy3LGiFyBK2bluOZUzcgegSNnps7KmU9uxfi/nvn48bZUSz4XDcYL2J5C4+lDzwMKSLJeiYUCx9chi9TEtfzdSvquWWhRs/VLiGjnq997vPgOCr7P67puJ4bltXH9dy96TbcGOrF0t56OHii0nPHvb0Z9bz4iaV4Joue69cuxQP3DGTU820dVSCVYVP1vFqsxMcxPW9e0QQHR1G1dqlmBqKZEGLMdyiXzwfOmUCAkQY40zd5M3Xw0zX2uUb8U/N4uLcRwGZwlOCuzlpI7ml0PLEFT9ZXwd/RBEf3WrT5HXj6wcW4MNKKtfOr4eApHN1rsemPzyEaCKFmjVyxf2X9POyu98IlcFjRWAEmBrH065vRsPoMvC21oI3zsYJW4Av3L8KplY3Y0t0An8jBv24j7v/OJFhUQv3dd2JSoHhqdStc4j1o8juxvr0KklseGV5wfhBVXW2QXH50OTx46qElGBybh9s7ayFyBK5l63DPHw2BRSXU3LYGYUrwlTvm46MWP/wuAT11XkhCFMu+sRktxy/A11YPVtWMW7x+XH2gC5dutOG+7nq543TnnXg4EALhKKo23AFJoPjSre2or7gP82rcWNVUAUJbsPYP78Hii8OoWTofktOHZQ1uPPnIUkwGI1i3oBqUELQ/eg8eaKkD4SgcS2+FSAm+vHkBPm73o7XKjQVVLji6VmLlNy+j48xlNKxfiainBhvnV2DwqdswE4rikWWNgCCi6d678CilcNVXwrv2dvgcFF/Z2IHttW4saarAsgYvuFAXbv2Te7D0ynXUrVwEJrqxqoniscdXIxSVcEdnLRihWPj0FlR2NkPwOOHoWgmPQPGluxdi/8JqLKjzotnngGPprVj9+9ex+PI11G1YC+bw4d7FDkw+vRFRieG+7npIDgmtD27GEz4P3E3VcPauQ71HwOfvX4Szq5uwvK0SXpFC7FyO2/54M0Lj06hZ1Q1QDs/c0oamShc4QnBLSyUYz2Hxl7egavFRuOsqIXT0oNvlwTP3LsLRnnpsXFSHKicPz8r1uPs7VxENhFB/pxyh/VyPE9GnN5W1nkemFmBtRxVEjqDpvrtwT6UXLCrBs3I9ZmJ6fr/BizqfEz11Xgi+nqx69ghUo2cmavUMri1nPTuXrUcwi57rb12Wk56/cG8njvfWY0lTBfwODlyrrOdlw6OoWb4QTHTjkWWN8Dr4zHpeskal53k1Ho2exa5Vxdv5F8a/GlA2c/xsCkau/sFsafIlNc9l37gbYtcqeAUOn+tpQGuVC363gHmVTsDThtYHN6Nm6QW4Fy1G1FuHbo8Hz23pxGQggrWtlWCEwtm7Dsv/TQi82wlHz61w8BRfWNOKc/Or0eBzwO/gEKU1WPj0FrQOX4WztQ3M4cHqJgHYvACTgQhuafGDIwT+dRuxyuMC73FCXLgMfgeHx1c0Y1GDD521HjT5RHB0Ibq/shnhiWm4upYChKK33odnY/sBrWyqAOMENNyzCf7OFgheD0htC7wixXPr5qF/cR1aK13wiRwcXSvR9cwUQjdG4VlxK5jgxPp2J1z3cAhFJKxorAAIRe2dd8JdXwXB5wbX2oUaN4+n17TiZFslljT4UO3iIHT0YOnXNyMyFYB76UpEAaxqqsCz9y2CyFOsbvKDCVE0338Xqrs7INZUg1XUo0Kk+PLt8zA4FkB7lRsugcLRvQbdz0URnpyCe+XtiFIOd3XWwiVycIkceuq9kPgw6u++E96WOjjb2kDr56HN5cRzdy3A1YkgljVVQOAIxK5V6P26vDu+c/FKBCjBw72NWNTghd8loM3vgMT70PbIPahdfgHOpgZEPTWo5jh85Y75GJoIYmGtB05e9suWfo1HNBCCY+mtCBOKexfXocYrwuvk0VXjgYR6NN13FyoXtsA1fwFYVTMWcC48d89CjE2HsaLZD0IAsXstln1jHFTk4VyyBowjeHxlC5a3VaLKLaLeI0CS/Oh4Ygua1l+Bo7kFktOPFQ0V+PKd8zE2E8b69irwlMC99nasEnlQgdfoubXSJes53ILFX96C4LXrcC9aDMY70V1H8NyWToQiEpY3VoARito7N8HbWhfXsyuDnhc8uRmtd17PqGcCxPXMOcXMeuY6NXpe0ZhFz/XtOekZ9y4CRwlWNFZAcnBxPTsaG+N6fm7TAgyNB7CkwQeRkrLRc1Cnnnuc3rie17ZWwskTOLrXIGLwE5hGiH9GeI5StoGAXCLwhZiKl5pfvo29YlO734X1C6pBKUFzhQOMj0BoWYj6tQFwNY2ArwYunmJ5ix9t1W60+50QKABfjbxWPBKC0LIQEQAdlS5EF1RDoBSVTh6MYxA7lqBedIL6ayA5vKigHJY1VaChwomOShdEjoCvb0PNqh6waBR883xwRF6Hs7GzBhVOAXUeEYyTR4YdtdXg6lrABAfcEsHq9kqMBbxYWO0GJQCprI/vAcA3dSACYEG1G5QSODkKr0jBOBHOzh7Ue73gqurABBeqeQHLW/zoqHGjo8oFnhLwDW2oXStHNPmGdogcQUelvC6y1i2gysVDYl54upbA1VAnr+PjRHhFOfIeiErxdWJCy0JUS1F5bZy3BhwlWFTtgUAp/E4eHoFCclfC1bkEYlUl+JaFYLwDDR4H1s2vRjgqod3vAqMEfPN81K4dAfVUgKtpjtu1cVEd6j1y+Yz64Ovuhqd1FHzrQjDKo9JJcdv8aoSlhF18y0LUACCiE5K7Ejwl6Kr1wiPyqHIJ8kaHvlp4l/TA1XAVQstCSIITLRUOrIt9M7bd7wS4CPiWhahdOwXqqwLx18PBUSxvrkBzpUuOhlMCyeWHv7cH0swUhPYuSISi3e/Euth08Bq3ABAGob0L9QCorxKS0wePQNHT4EOVW8TCajdEjoBUN6F61VKwcAhC60JEKI92v6jWsyAVRM8VTg6ME7PqWaDIW8+TwQg6qmQ9C80dqFo+BQCgVQ0gMT1HF9XBJ3LwihQSfIb0LFCtnhlzm6Jnob0rJz33NPhQ63Wg3iNC5AiYM6bn9nHwzfJMknY/l7eeU/ejMJtyidDbmEOxPlNphFz8Csf8JYCnEiJH0OJzIioxuAUOboGCwQ2+ZSHcTg/4xnZEeQc8oOiq8SAQkdDkk9d4E389nAu7QRxOEH89BCrvp+ISOPidPBw8AWMO8C0LQStqwNU0QqI8ql0CFlV7EIxKqI5NG+brWuDqnAJxOCE5fRA5gna/C5QQNHhFODkCyemD0NENfmYKfGM7woSiwgF01XrBEaDB4wAIA988H05eBHV5IIneeD3pFTlUuwSIHIHklus0rm4KXG0zwpRHnUe+xigDKpzy1Gi+oQ2ucAjE4QRz+uDgKDoqXXBwFE0+B5w8le3tWAIhGABf14IogCoXj8V1ctk1bgGM4yC0LgQRnaC+SjBB9p0WVrlR5RRQ6xYhULlu49u7wAUDIJX1AKFo8IroafBB4KjsG3AO8I3tcAPgquohObxw8QQLqtxo9DrQWuEEgby+XNn7h6ttBoHsL3KUwMFRef8lTgTfNB9upwecvwaS4ICTUiyodqPGLaLBK4KL+WVCexf4cBjwyRvKtVQ4EYhIcPIUbkF+1kJzBwgvgKtpBBNc8HAUi6o9mPZFE1/M8dXA2dkDUCq3iYSg3e+M5cPBwVEwzgmhZSGot1K+Rl5EhYPDohoPpsNR1LpFUAJwNc2yBjlOo+datwgXL+tZaO8CVzMOvrEdEULgERLPWtEz39gOJ5BVz0J7F7iq0Yx6poTo07PDq9GzRyisnnsafKCEyHrmxbieOX9NXM8Lq92o94ho8jnAUZJRz931PnAEltEzdOrZnaTn5gqHvAzTV1vUzXvim//lnrDwxphA2QYCFPQEBHKdwq8nzWyNdi7lVTjkTXq4WOUGTgStaoDQHpY7YYI7Vgk5Ue0SUO8RQQiBJLjlzdOkKEi1vFmZsmkLJQQOngCEgm9oB+FFUI8PUd4BByVorXDC5+BR55EbCcnpg9DWBSZFAU8lOEpQ6eSxoNoNt8DBxRMw3gm+sR3UUwHqr0GUE+Gkcidy2i2hwSuCAGCxvCBFQfz1csXpkStqJ09jjYQIoaEtXglFBSdckpKXgGqXAI4SMFcF+NgGcZIzUYktrHbD7+BjjYTceEn+GnBVdQhTHk6OoM3vQliS0OBxgCgNYazjJDl9oATxitMrcnJnR3CDb54f7xBFeBFuyJV2lDG5MiYM8FRBaO+SK3anDwKVr1FiQJVTgJMjsl2tCyFNTYCraUSYELgF2QmRGIt1uCm42LpuwotgghscJWitkB0UxS7J4ZXt8lWBVNaDUT6eFwB4BA6Myo6dYhdzeOKNl98poNYtQKAAE1xykCMUAFfdiCihqHYJSXlRgLB4RU2cbjBBdpxafE64BQ4N3ljn0OGB0LJQ1o23BqAcKhxUrWfKg1Q3QYjkp2cXT9Pq2ZWiZz7WEKbqucqlX8+BiIQ6j6xn+GrjepZ1k3jWbiGmZ8EFXoeeJXdl2ei53e+Cz8GjyilAoASMj+l5ZgpcVT3ChKDCmb+eUzcfMht7aYBNISjFrIBk+IY2REW5w1Hh4NDud8mjbrG2h/rrwQsi4KkCeBEOJnd8o5Jcb4FQMIccKCC8AMnhASEE1S4BDo6Dk6dyR4AXwdU0g/qqAKcPjMr1VJPPgXCUwcVTECLvmM43zwehFFHBBYHKnZdWOOFzxOoj3gG+rgUsFIgHAF08iXcw3QKRHWdPFfhGDkRwICI44vWkk6fwiBw4Im9yy9U2g4aD8oZshMDFE7RUOCExFt+kWHLL054JLyDKOyBysm/DxTpXPCWx+rsdLBKOf8nAxcv1N1XaMcIAbw14XpTt4uW2ptYtwivycAlU9qUcXvD1bWDhIJjTBxbrHModHsDJEXljO1+N7Hy7KiDF7GqucCAQllDp5EEJARM98U1ZlbZH3sDWmXjWlAeprAfvcII4vZA4EXysjfI7BHhEKvtSTh/4hnZAiiIa22TNLdC4bpw8BYNT7vhRDnBXQhKcEAmJP2uPIAdXJMEt2xVrezgidzQFSiHysl1gcrvPeyoAhweME+Fgcic6FGFwCyTeOeQb22XdJOm5tcIJj8jJnXfiAF/bDOqrlPVM5HZXedZeMbYzm6cSfCPy1jNgIT37nOCorEdG+bie4fDEddPgFeF38KhwcqAEGfXcWuEoDz1XNSb0THm4CE3oWZD1LDm8YEUOBBhbGmCCMSZQ9oEABaONb6E69EbTekWKttiO326BgnECop4aUE4AE5xyh44S1HvkEUMnJ7+gzOEBqWsDYVLcma4QKQQqdxRcPJUrak8NqOAC40VAcMJFKGrdcqXh4SkEjkBy+MDVt8cqZnlqlE/k0FLhgEDlioNREayyCdRTJdvFCRAZQb1HRDTW8FJCIDk84GKfzJEcPhAC+BwUIucEIYCTJwDhIPnqQR1eMF4E40S4YtcYlnh4BS4WoPDHPxESdfrBUYIKkYLzy3a5Yo0Xq2oG9YUgiW6AcnAJFE0+EYwlPh0ouatAeQEs5gBxhKDSycHBy3k5Yh1bVlEP6qpA1OGV7SIUzT4HJDB4Yx1uyeUHrZ8HxouQRA94SuBzUPCcAyIlcAkUjHPH7Yo6vLEGh2jsinpqQAVHkl1AlVOuiAVK4h1u5m8A9VRBclYAlFPpxitSgMpOD60nsl0ODwQqf3KowsnJuqEETHSD1LSAMglRwQ0QCp8IcLGououXN7iKempAeQcYx4MJTjg5gmoXB69DjtwqHW6uvh1EkuRP5xCaVs+Suwq0kTNFzw6devYK+vXMGODgiaxnlx+0lsY0mNAzzznAEQInT8CoW5eemcNXNnpWnrVIiewsi1o9ewWA85HMehZdWfUcTfPZTjMxvjSgsHbYlAdm+BWFSCf56sFEuRPnFSl4Ku/oLlICRuTZOER0gfEOeQYeCKqcvNxJjn1+VHJ4QCvqwQiV220it/sOjoBT3nuIiHpqQJwhMN4BUHnWASFAVGKJ+sjhAyU09t67wVMCr8BBpAQiR2OfnXNC8tQAbglMcMkdOp6hKrbhmtzpk+sjIjghUR6Md8brSRdPIFACIVaHRJkEIkUgiR4wysMjyEFjIPG1IubwAZSP2yXQxDUqdjEhZheL2RVL73dwsSC0PKii3NNku/wOeTRdUO6Xw4MoINsV28zMLVAQxALaAgUjgtwucXJbwUQ3RErgd3DwCjS+mzoT5XYFACTBBUKgedagHCR3FYjDA4kTwSgPMeaPuAX5GgmSPq/HpPgma15RbnspUQJIYvzeK7pxENkuibGEXQ5Pwi6HR/7KQuxZc5TIAw4Q4nYxTpTbsVj6qMDgEWL+opjQoFrPvNxexPQc9dSAuPyyXYTKm/bGNj90KBpU7mk2PburQJy+uJ5lDXOxABKRA1s69Rz11oFIEdP0DCQNhFAuoeeYbgSKuG5EjoIjcltd1np2+WW7Yvk5kdCzK1Z2sTcKlL8CYCQQUB6Ow5wJBFgRPcEAnpJ4YypQ+QVlggMS8wKcAMaJ8akzPGUQObmDwjh5xI1B/mwJoP7Gq0AhV4iCC4TEKhHKQyDyyDwnyXkRAOBFufPFJDBejDcMLiZXLDyVI5tMcMnfn+Xk0T8+VkFFGUuUzYnxjhyLfctc+RtHiDyth9B4hQ7KAZQDzxLXqHwmnfEipFhnFbw8QityBBJoIi/II7KME2W7IH/mxBkrUymbCQ5Iys2JbTIi/y2WFyVgjI9fIxNdACGxDhqBhFikG0x2HJRp2bw8xc0Zy0ugsl2M8nG7GO/QZRdLsosQ2S5CiFzxK3kJDoDQJLtkDTFCYwEAr2xXim4EKj9r+do8YFI0bpdAEx05+dM5DIyP2RXTDZeiG0qSnjWT5M40kQMEDp6AzhE9M0EedVC0rdGN8qznmp5j91Sg8rNOp2eRI2BsFj0n3a+Mek757JPZcEYDATZzGjNmDRpNpycYoHTUCOQ62xkbmecoARgnt72xNgGEgIPyjsp1AACAE+X3kMRmIhK5E0eJnBcliNWTcoeJcXKHmiOxdz/WWQAA8CIYk+R2iPKgsXNo7HylPpIEF0isXgbkel2pO4R4veyUbY99g0upJ7lY26q0Y+AdABOAWF5y2wMwhvhXXJjgjN1z2S6OEoicfI28UrdxYsKu2PlKe0dIUvuqsovE74NiFwC5blPs4sRYW83AYp2hhP8j28w4Xr5GpTMeu6ckqV1R7q9yjapnDaieDygXv/dKXpQQua0WJBAmxdsLeaZXLC8CAEn3npc771xsdiljiWettAGKboDEs05okKrtIhQCBaIZdKPkm6xnjiTrWb6nyn3jSKyjzRDXc/yeptEzl6xn0QVEI3E9J3STu56RYleh9exM1Y2iZ45P0rP6njLKzyk9cyyhZ0HRM+WLujSAxnyqXCmTOEB5BQKUz/EYmZJX7HTJ6ZVz06E470DiBQXvVEJQscpYHkmXWPILyslRMSalONxy48bFKiEIzvjLqVTsIieXJVeScicMYqwy5uWKQ6AAeBrPixF5ZBi8GI+wc1DbRQjAOAGIjfLF7aIEXJJdDHKUFVIkfp0CJWAAJJZkF5/4FBnjEh065RoFLtZIiG4g1sCxWIfDJVBIDEmdsMQ9ZZwgb3qTbBeJ3dOYXSwWXecZgSNW6QkUsfQi4Ej8P5dkl6rxSrILhELgABcy2yU34vJoruKkcPF76o4/60TjRZM0xLTXmPJ85Ao0xa4k3QCxe5qqG06QHYKYblSNV/KzJhTyV2tM0jOYIT0Tko+eRSDWV40HalL0HH/Wc0jPigY5IgfwNLqJOQR0Frv06Dn1e9ZmYzQQQOwpAXMCIyP1xfYrlLSzwWKzhShROrZynRwPJvJOgEZk55vy4CDX3wxI6tDF3kPl/yHXuVGm5EViHRQnwEnxqbhCcoBWCQDG6n8A8XpZoEx2oGO2gXJy/Z1Ux8tBYcT/P56XsiN4/Bplu5LbMQhOOXAcq484Gq+q1XYB8fqIAPH6eDa7NNeotCuKXYSmtUtpd+N2xe63kpvi/yhtIqN8vE0UY22Gqk1Unk9SWx0fcyFI5KU8a6WjGbuXihuosiv2rJPtkkfL+XhnL35Pk+yKd5JT7FLaV07xdYFEu59kF0cIRCWmrnQOU3STrGeOJPQcfz7JzzopLyDW9sTuU7KeJabkV356diTZxZAIvCi6UZ61ohtC0ttVznpOr5vibRSolGsoEGCCLWZQVoEAK6LXscgUEKAk4UTHdaY45zGHWq58mNw4x16E+EsXOx9I6iwhIUBG+XjFrDQSPCWISiwxbUWpFGL/r0TnJMYSnQolL6UyjqFUivGXRLEdiDv5HCWgLLtdyXnJ1zi7XfEGJ9kuQkFYohGJXyPlwJDkFCg2S3JelJD4PSVJ5yQ/H46myyv2XGPPiItVkhq7kHDU4sGC1PuVHFFPZ5fScSI0NuKepBtlNJrx8chzqm7i5eWom7jtMbu4eFRW3sCPJHXoMulZ6dTmomcSa3zjdiU9n3S6yaRn5Ro1euZEeVpfip4z6iZJz8rzmat6Tn7WSLIrXXl56bmIUf24zQYol8i+TfmQ19LDpBExShKdNEpkx5xQLj7SB6jbaJWfkfROK+8qSTUpadQwXh/RRL7y/5C07QqJdcIUu0B5OQA4m12UA2Ox6cSZ7FLZHquzSCITlV1K50lpeyhUdoFBk1eyXfG8UuySTyfgSaLDrbIrqU3MaBchKrsyPx+iyUteBhGbHZd037PnRTV5xUnSjS67ktpE5fko91TVFqTcU1XnMH5CZj1jlueTsIuURs/Z7CqUnpXnknRPlefDGFO1bWWv5yS/IFPdVUyowUCAslTJ6pRlIMBKswKypU2XV2raROWYeBHASKLCQiwihaSOB5EbezmTlM4aFAGy2EuVKFM5TjkS6zwlOjGpeSlRRHWDwyEeoID8smeziyOJ61a/7InOQ7q85A5kLN+kzrTKLga1XVA3hGnzSrKLJkVKZdtjtsaukQOJp8tkFyGJvEiudinPOqtd6rzkUVqtXUqkNLnBUe4pIcZ0o1TsGt2ksUvd2Kc86xz1rNVNej3zNOZ3KHblouekZ61oMOOzTvN8Eo435qyelVuPWXRjVM/F3PAHMB4IsJn7lGLWoOFgQMxZJgTxQGGiUBr7l/hN4+N6ibpUqR9kOxLvtBKUlM2mifdeKZqk5pUYJFDySrVLXYdws+TF1LYrlwB1XulsT5dXsl1K2lS79OaVek+VejKZdHlxhICo8qJpr1FPXiTNeSAUiQaigHYl1d+52JVWN2k1qM0ro56zalD9fHTblTav7HpOJM7NrvglIX8NsuRnnVTHzAk9z1p3JdIXC3tpwBzDCsGAZCghiTXI8bKoyklXKiHlfCT9TTlfb17x/zWQV2oUzohdSh2ksivJpuS80p2jsUtxepLKS2dXtrzijURslDI1IpnIi+nPK8Uuw3nFoutG8tIoMs390qtBMGO6SbXLMnpOzaMAulFlnXS+nrzi9mR91ubrOfm8THYll2dUz/HsC/yJ10zYMwJsrIax/QkS74/yflFC1O0rk1RtIkX6OjBTXsl/T84r+by0eaXUD/G8CJVf/ZS8lHPTlqcjr0z5GLErFb33Id156fJK+3xi7avyfFLtSs0j27MumF1AeruAtM8vb93kcI2KXal55HIf8tGz0r6m03OqBnXpGZmfT855zTE9z1Z3FQuOGvMd7M0CTabUn+8pZLnpGq/ZGkq5MO1LlXxeUgBQ3QlIU4Gq8kpToSW/oFltz2JXMlntSj4nX7uy5JXOJqN2FTyvNPdUb156tJV8XibdpM3LiAYz2WWWnmfJy2q6yWRXKTSYq25ysitNfVOs+po3GggosB02pcOqewnlHAyb5b2X80z/viYH42Zr9zPlRQjAWFJeQNY6d7a8lPpotrZn1rySOgzKLUx7jTnmZcguIgdfM+WlKU+HXfF8s9lusl3JzxpKx7CQujFwjUq+mfyMgtiVhN68MtqVKa8sz6cQ78Zc0LNKg0Ukvsl0jpTLBMSyDQRkoxRLBJT0yedntTND45U6wqiclzZLQmXbkMgr+W+68kqu3LOdk4NdeeWVYlOp8ko+P6fnUyZ5JWtwtvJyedaG8spgl61Ba+o5r7orjf3FwPjSgDJp0W0sScGDASnv12x/z+W8YuYV3zcp9TyD5RXKroznFdIuCzwfq9pliedjVbsM5KXUPVazK6/yiozRPQLsGQFFIJ/NdmYj32CAnnxU5+X4MsTLtyu+ouRliXtq1bxsDZZdXpZ4Pinn2UsDbIpJqQYKsjHbV4aSyy3W+2JjY2Nzs6N8kjlX7BkBRaIUjXauwYDUtDcTpVqmYVPe2JqxMQOOFndKoc3NRTZ/RDlHTz42+WHWQJGNjc3NhTwjIHffwZ4RUAaUYrffmz0wYGNjY5NKsepBe0aAjYKZa/6NlmtjY2XswIrNzYjhpQEm2GIGc2J4ZLZGNZ+KK1taRkhRGnQrBg/yscEK9tvY2NjY2BhhNt9A13LAEneozG6DS3195Y59/2xsbIrFTTEjwOzPAuYzBc0KowNWnEJnNXvMwIr33camFFh+j4Cyie3b5EIplw/mslSgFNhtk42NjU0+ewRYs25PZc4EAsxstPUGA5LPLyTpys5mT74zIYxcTzk5DlYIwNjY2BQX418NsLkZKcbywVwCAnOljU13vBTXVooy7QEAm2xY1TctpF3l5IMb/2qACcaYwJwJBADmruvL1Y7kcsuRfKc+GimvXCoFG5tSUq51SiaK+d5zBsuyq6byxizfoJB7CWUKCJj1vhvpkBZ7SWAuadI9i9RrtP2MzNyMAQqzA1JWvadWtcuqUBjzHezNAk2AMGZaRa5nVoByXq75puaR6e/p7DByreX6gpfDCIKNjU35Ys8IsMmVfJ3mXNOXql1L9nGKbUMxyyv2IIdZWNX/0ePn5oIePeayFMdqWNWuUpBr3VPMTYYNLQ0wwRYzKKtAgIJZu/3qrUyMik9vulzz1/vimBnNz2SDkWvJZxNGsxucfPLWg5kjFoVuoAuFVRtCq9o11yjmfTa+R4BNuWOWb2D2PkKz5VnI8xQK1ZbnU1Yh0XvvM11fvjbqnalgxDaz0fNeFLO8XM8rNla1ywi2/5PA+NKA8tBCWQYC8qFQwQDl3FJTrIbUahRruqSRhtCuQK3FXGqc5yLFHIHkDX8+0NaPTWZy2UfIKu1DoUbe8tko2UiZZty/XMsqRHuSb4Ai33MzpU+1KZO/a+U2tRi2zbXp9baflBmOEEO+Q7lMQCzbQEA+u/2WYpOfQlPI6TP5TJWz0gY/Zkb09ZZlBpka52JG6m0Kj93wFh97acDNTbaRfeWcXNMq6fW8z4UICOQ7G6BQHVCzptmbvZ9AIdIVAzODIbm2P3rOL+YSmFR7zAhWFYJCBJmKMSsl+Ty9Pm8x7msm3RXzvTW6NMDCVYuKsg0EZKOY6/qKHRCw4hqaYpVd6gislRrCZEoRndYToLBq1Nyqdt2sFHOtnxHKpUG3yU4+736hggFKXkqaXG2YrfxCYPb7WA51b6ltLJXvZsW2MZNN+QQnzFyCadWgRCqzzQBJPS+XPM2yScm72O8GJcZ8h3KZSVjWgYB81/Up5xhJP1ueyemNkm9lkW80X08eRkcDip2uWBR7GmEulWOpI+KZ3tVi2VWI0XerTjfM577qnW1SKOcwW31sNvYeATbZyHfGYK4DA4WqV/R2lAqxHj2fPMxMm2uaYs48KBRW6kgmU+wOtx6KPXs0X0qtrXRY6V6Vahal0T0CymUCYlkHAgDzhZGPA5xLZK3Qo8NmU+oKUy/lYqeZWCEinktnNd+AQS5rLzM5z3op5dS4XCl2IKaYowh6sZcG2ADFmTFYTKdVzyyFYiwH0JuHkbTlOhBghEIGKGwfyGY2ZqsbrPBeWQGO2JsFljWFmMpXiDV9yeWZid4Xt9wacys4AVYdcZ8N267ZSX63S6GxXNbumWFXvoFOM0czzcD40oDyaNBt9JNtxmAhtG12MCDX5Yulxip2AOXZnheSQuryZrhfZmN3uq2L8a8GmGCMCcyJQEAhpvLpeQkLGRAoNLlUIqVaElBsrGCnle5HMmaPHsz2TlnhueRCrjaZtRREbzlmzWjIFqAwUm8Ue82fPSPARi96/ArlvGz5JJ9fKArth5TrkoBiduhLvZSgWDPQCkUpZylY0U8v5NKWubzkolBLEQuF4UBAmSwqnBOBAKB4wQAlLyVNqcm1MjAzCJBP2VaZDVDoNYiFTGPFMsqJQo/OlXrfhXJCb2fJbOzNAm2SKaRfkI1CBgRKMQ29VLMIi02x6qJSLyWwInPlOmzmFhwx5juUy7hDWQUC9HRSixUMSLWnmJ0CI5VlIdYHFnuTn3ywwgZBpR49KCXFWOM4V/bbKCRWHD2wEmZuFkgI+QGAhwEMM8Z6Y8eqAbwIoAPAeQBfYIzdMGSEjSnk6xfkOjCQy95BetNnolhLd26GAYRi+TdWrautOAJtBCveXyvaVEqsNohlfGlAeTxXWmoDcsXsFybbWuFMMELi/wpNct6lCgKYmb6cZwMUi7neENrMXawUnFC+B5zrP538EMADKcf+AsC7jLFFAN6N/bYpMsXoyOajZ8XvyOZ/zMUgQLkMIBih1G2tlX0aq3Gz3qub9bpzgRJjfkO5uNplFwgA8l+HVoi1cHrKyLUDbzTdbBTKgSlFRH82ip0uE6VeFlBuU93nynT6uXIdNoWDMbYTwPWUw48B+FHs/38E4PFi2mSTIN93Vm9bWqip/+n+6S2/kDZkKy9bHvmkN5rW6gMItt9QGIrRFs6VmRA21oQQ0kYI2U4I6SOEHCWEfDd2vJoQspUQcir23yqzbCjLQEA2CrnhWaEr39n+FZJC2l6qiL7RtFaI6s+lZQFWtcuK2E6DMYp134zOCCCEgBDyTULI3qR/39RRZANjbDD2/1cANJh4eTZ5UMiAeDHrATN8CCvMIixmZz4bVm7Prdo+W9WuucBcD4BkolQ2GfUbdE4mjAD4U8ZYD4B1AH6fENKDIs4mLNkeAYSQNgD/CtkxYgC+xxj7G73pi7muL/kcK74cCkZ25sw3T6tF9Iu5u7CVNxUqt9H9ud6BvllHTfJZN20GXD71FWPfA/C9PNIzQkj5RmssQj6+Q777COnJIzmv5DSFxoz3upCBjlIMAmRLa3UfoNQj9XO9LSwkc+U6cuVmvG5KjPkOer4aEBsoGIz9/wQh5BiAFsizCe+KnfYjADsA/LucjdBBKTcLVKIg+wghPgCfEUK2Msb69GaQbzBATx5G8iw2Rvc0yDdfMzcIsgpWmEaYCauOUpTamSkU5XavcsVK72ex7gM1WE4e1g0RQpoYY4OEkCYAw8azsomRl+9QzGBAcp7JafOlUFP/zSrbigMIszEXlxIUknJrC+e635CJUutkrkJBDPkOuSYhhHQAWAXgYxRxNmHJlgYwxgYZY/ti/z8BQImCFN+WHJ9WLmv2zCSfjQ315J1PHlbbIMhKGxKlo9TBJSvcg1ywG1sbI3DE2L88eB3A12L//zUAr+V7DTc7hfAdCtFRzacjbcZyQD3k67tYwXcwSrGXa1gVK9tmNjfztZvNXL631KDfELsjj+hZUkgI8QJ4BcAfMcbGk//GGGOQZ7+ZgiU+H5gSBckJPbMClPOy5ZN8vl5SzzfrZSjmKILZHR2rjQYYwUrrF1Mp9ayDTNjTDvVjxRENq+oqF6jRzwfqSEYI+RnkqXy1hJBLAP5/AP4KwEuEkG8AuADgC4YMsElLPr5DoWYGKOcaITWdGSPphXpvrRAEKPflhLNR6hl+Vp2pYLfp5c1cuG5KiSHfIfb5wDcYY3+e5TwBchDgp4yxX8QOF202YckDAbNFQWJ//yaAbwJAW1tb2jwKva6vkOvTjFbUpWpkCrFJUD6dZDM62GY4AUYodUNb6gBFJspt2uFcL6MUlMMeAdlgjH0pw5/uMa3Qm5jZfAc9foMe9PoDhVoyWKj3uxT+g5UHEKxCsXyAUne+yq0ttGLgvdzKmMtQQoztEaBvAIEA+D6AY4yx/5b0J2U24V/B5NmEJQ0EZIiCqEjeoGn1mjUZ31arbvJTThWM2UGAQpRvRtpCllWsqH6pG0F7JEA/c/1eWakDlA3jewTYjpSVyOY76PUb9Izo5xIMSE5TTEq9GWG5DiAUO93NkiYT5dYWzvUliOXuNxQLw3sE6PMbNgD4CoDDhJADsWN/iSLOJizlVwMyRUEyp9ExbcyMTX7KrUNi1vRBM6f15VO2VRrz2SiWhkqt1XKLbs/1hrBcHJnizQgoSjE2JmLEd8gXI5sKK+nMxArT08t5AKGYlIudeplr15MLN/O1m40V762yR0DO6XScwxjbBWSMGBRlNmEpZwSkjYIwxt6aLVEp1vXluo6vFJi9BMHsIICV19wnU8yRgFJHtsutw13q+1UorFi/FJJ097ZoMwJM3CPApmjk7Dvo2UvIjH2EzNpDqJjr/vO1o5QbC9+MAwilnuFXal/DLqM8yignKDXoO5TJbSxZICBLFGRWChEM0JPPbPkr6UtJMRrxQpRTqtEAqzTmhabU9pXaaShlGaV+5wuF1a6jWPYYXRpgYx2M+g6FCAboyWc2ijVTIBtW8R1KNYuw2FhhKYERSt12ltsAQimZ6/eqpIMzRfp8YKko+WaBRtETDFDOy5ZP8vm5kC6NmS9KKUYTzOzE60lf7Ij+bBSzPCunKQbl1qiVW0CjlGWUslyjSwPKpD23yYKeYIByXrZ8UtPkQro0Zm7IV46+w1zaU8AIVlj2kYlS+w3l1hbO9Q60lYJuZmDm0gArULaBgEJTqEh9IZcRlLphKfUmYKWoXIpZ5lwbCZjrjYFVKbegSSmxZwTYFJpC7SM0lzp+Vt4bodh1mdWDB6Wu28utw11uAwg2+UOJsRkB5TIloKwDAWas6yv01D0rvOhmNeJmRvTzLdsqWMHOUmuw3BrOcnNMMlHq554LRdss0N4j4KbHzH2ESl3fW6FjWYiZDaUaQLDKbIDZsHKQfq60nTcD5RY0KSWUEkO+gz0joEjkMpXPirv+moXZUwjNDgLYGwTNnTTFoNwatXKtV1Ipt4Cp8RkBc+N52cjksnQwF23mu2QgV8x4b8z0HYqxuaDRtMVu/81YvlhIrNqpt2ogxKr3K1fK7V4VA8OfDyyT6yz7QEAuGInal1tAoBhrCM2M5ueb3kqOkRU2CLLySIDd4Ggpt4BGKcswgr1HgE2uGPUBzA4KWCEArVCsgKCZAwhmUMzlHjf7YIARyq0tLOmGeXPoueeK0T0CysVvmDOBgFwaayNr+lLPt0oHoxAvZ6FmAejJqxw3CJoNKzljhaLUkW27cb75yrCC7m1uPnIZHCjUxsLFbLNn42bzHYymLfYsgkK3mVYedCi1r5GJcmtv50r7mW+/zMYYcyYQoKB3Kl++a/qS0xU7KFAo8RdyFkCu+RmhnKYE2ksJCo9Vgm83G+U6xTkd9maBNunIZXAg1+UC6cpKziuf9EYodiCiGL5DKQYBbMyj1L6GjX7KLWhiBEqM+Q7lUrWUVSCAEVLwjX4KEanPlM4qUftkjNhUqIbcivsCWImbKapv1Wi4Ve0qZRmZKLd7BdibBd6sFHpj4UINBFg5eJ6KVX2HubSngD2AMDtzydcoRhn2UoLCYHSzQHuPABPRG703stFPIcVrpRfBrEZcb96lmtaXT9pyaMznGlZ6Z5Ipt8a53HRWvBkBRSnGxoLkMluwXPcRstJeBMUaQMgHewChvNIUkpu5TZ8rAwjFgsKY71AuV1qWgQDA3GCAkm4uYGYjrjd/M/cFyLfscqBcNwgqdUNbbo1zMbDq+1C0GQFG68MC22FTGswKBih5K2mLiVnvzlz3HewBhLnDzd6uFQpbZ+mhhBjyHcrldpZtIADILRignJ9L3unyKAfyeZlzuc5SN+TZ0puV1iobBM2GlaP6pY5sW/VdnitR+lKse9aLvUeAjdn7CBVr/yArjf4D5ec7GE1b7M6SVfwNK6fJRKn9k2KUUW7LFUpZhlEoMfj5wDIZQijrQABQvE1+ymGmQDE3ESr1lD69NpiR1ipYWYvliFUb57mgVavAUWPp7Ecwt8jFF8in7TcrKGC1+qXcggBmBeWtMhAwG/ZSAmPY/lZpKPVzB2KfDzTgO1jAdF2UfSAAKO4mP+nSlKKCKNTLkavtesstxPpAszYIMiutVaYE2iMB1mg80mHVzkAxysh07cWsP43PCLCmnmyMk+tMwXwHA1LTmT31fjaK3fnPpcxSBgGyYaWp/VbfWLBY5cwlX8OqdpWyjEwU128w+NUAE2wxgzkRCFAwsslPIYScnIfV1utlwszpu2YHAcykXKK+5bqUwAilbmjnSoe7kFg10JINe48Am1RKtY9QuvRmtoulGjzIpexSt7+lKN8qyxCs4GOWGqu2a6X2gaxYRjExukdAuWxOPKcCAUDujXShp+5ZtSJRMHv9bjGCAKUY0c8nrVVGEaxQOVu1QbNqIMSq96vQZdh7BNiUknz3ESrUu2WV0f5UivFeF2Ikfy7tKTQbVtkbwMrLAkrddlq5vU1HufkzxcTeI6BMyXV2AGDMGSgHijWKYPUgQD4Ue32fvZSgfJlL1zLXsPcIuDnR6w8YnSVYyj2ErLohYaF9h3zzKLc9hcp5NkCxKEdfo1zv9c2MvUeAhSCM5dRZN9o4F2otXynJt7IzoxEvdRCgFCPz5bBBkBGsHNUv9UhAJm4Gu0pZhh7sGQE3L7kEA5LT5FpGunzMwKx3yvYdipPWSumMYIUBhEJi+xrpKbeZDWZADM8IKA/KKhCQTC6R+0Jt8mMVZ3Y2itmI51JeqfcEKIXTZG8QNHfLsWpdYDsAWcqz5mOzKRLF3EfIzKCAlab/K5jhO5i9HECvHUbSWrWNyAUr6LbUHXQjWLVjW24+UKmfowIhBn0Ha5iflbINBADGNvkpVKVvFYECpVtXWKggQCHyMKsxNwurOBBWWEpgBKs2tEaYix3uXCmWfdRgy2yd2t4mX4zuI1SomWHF7nDPhtV9h2LlkwmrDSAUe0+BQpdVjpS683wzdbj1UmyNURBDvoO9R0CRyLWRLlSDnCmtVdfrZaLUAYBS7ytgbxBUuDSzYeWRAKs51gpWbZytapceyth0mwJjZHZActp8ys2Wf65p9WCFuqmcfIdSLAnIh2J26K0wgFBqv6bUfoNVBxDmWiAIyGNGQJlQ9oEABSNRezM2+ClEgKAYL5LZUXwrNOR67TAjbTmUWa4dupt91sFccmaKjeHP+ZTnq2KThXz2ESp0/VkOI7PFCERYxXcwK+1sWGlPASPcTAMIVsWq12JVu/RAiDHfoVwuec4EAhSMNNDF2ODHCk6y2VH8XMqxQhDAaqMBVpp9UKyyyrFTb1VHw6qd+nJ2AGxuDowEBFLPLZXOrTw9fi76DqWYRVhsrB48mGtpMnEztOlW6Bvd7My5QACQ35o+M2YJlJJ8X9i52JDrtcFIWis15rNhleBBOabJRKmdhmJg1v0q1ntTJq+nTYnIZx+hQuwlYKQ8syim76C3LCv4DmalnY1ymA0wG6Vum61AqX2NYmDVYEO+kP8/e38ebMlx3oeCv6/qnHP3vr3vjX0hFgIiQEKkaEmUKEvU7kXPIzm8SPYLhjWyrHnjebJkvTd+EWO/sS2HZcXYoTccS7L9LImmNotaKIkUqYUgARAk9gbQQDcajW70vtz9bFU5f9RysupkraeqMvOc/EV0dPe9lUtlZeX3fb9vKZTTHdS5g3RoRQQwokKCugpCIN6XDmja+C8ypuyQvjzt6zKSTTTAdLdJgmwlSIezq6k5li8WqItINxChSKTgpBGCTUQKqJpnrrvuoKIDoenz29QiqqdNEqZJ12hiDBn6jIVyuoMuWoNWRECAskV+qmJ6VVSsq3rRVBfkeSCL0VdJmKdBFfLAQC5UejYmIsCgbpStI1Ql8VzFPlfxjK5Tb8jbf91niCwHQh1jqh4NkAaVnQEq6XmTYpruZWJQSd1BE31DSyIAmDynrw6DT9Uif1lQQYjn6bNuj0DdkQhlxlXFi9CkJ0BlVl82s93EGaPqvKpA6WKBBlODooRAlU6ApPZVkulpUMEoKzKPqnSHrL5UTSeow5ivo50K5FRT5IaOukaVkK0DyYBFJYsFVj+VWqAtERCgbE5/Hfl8VR2UqucYyiABquijrrC+rLGbZuYnzXFVFSqz+rMQ3lcGqs2r7GzUuguDKlAkXSBAXTWEVA31T4JuukOdsq1O50NZqKIDTGMqgWyosG51Q7XnQphuHUB7IiBA2RC+pgr8qLSxJzkUVBXkqjL6k0Alb0ASVPDsNwUd70c2QZEEWYqJpfD+MmgeZeW/iqmCTZw1RndoDqqE9mdBlf1fJXR0IJSBbjJd2rtIVEp3IIXe0zRMDREATMbWV53HpxJkhBPqJMhnpUCQKlELKrD6Or7j02zUNyXgS9+2ftvFoAAmcQjIIgVUN/yB4nOsOoJQZd2hLvlfx5g6OxB0NLZl6zSq6hqyQCinO+hy51NFBASYNHxvWkiBKl7mugR53r7r9OTnwTQVCGoSqpMHVY4j2xOg6hml4rysku3UuxODOjBphGBTpIBsuZeFOp0HVfWnsgOh7LjGgZAfso3tpqCKThiHqvMSwUI53UGX3aIdEVAkr68KoSxqp+JhINuwqKMGQhUkgKopAU0XCGy6XRmo7AlQuRBREmQTFEXGaKwuioJnt0H9KJo6WEXKYLxtVe+WSnVl4pgm3WGS9irWFFLFgaA6eTBtbZIwK0RIJSCaat1BKyIgeAlkF/mJ9yHr5VDBECs6D51IgEkEli75fXXAFAiqfhzZ7Pm07Fnz1YDZRZk6QlXWEKqCGKjqPVTlTJWhOzTVRxJUqylkUgnUguz7ka2jqfhsSn81QL1bEUIrIoDHpEV+qty4efqqo1BOFZjkpZMlxGWTAJOOXbatSsJcFUUyCSoz9NNk1Fd1L8rXCDCYCpSNEqwjXVCHHP80GN2h2rZZ7VXx6GehSfKgSafDrBvoZSD7/isbm6Zbd9CWCAgwKSHA91EnZL+QcTQlxIuM1ZRRUXduYNm2qu2RJKiirMgWzNM2ji77bxKYGgEGAcpECADVRglUhWl0HhQZSwUSYFKoVlNgGnSVJqCjgV4GKp13TYNgagRogTLpAgHqiBJQFU0K8SLj5e1bVoEe2eOrFA3QJFR4J2fdqFeZcCmKac7zMyiOSWR/HVECk8yhTkx6fyroDpP2YxwI9cE4EMpD9v3MAhFCJWsEKLxtIpgaIgCYXDDXVdxHJqp44evOZWyKzc/qR6YioINRPglUySeclTZJUFUBaGqPl64RoP8raJCCSZ0BMkgB2aR3HkyL7lA3CVCXfFTJgdCkQa+CbJZtoJeBbF1D9v0nwULJGgGVz6QeTBURwKOK8L2m0weqguyCQioK8rz91AVTIKg4VBCyKkcDqCo0VYbhAQzSUEV0YLxtHe+pjMizIlCBAMjbp2xCRUZNIZUw7dEOcahAUugG2Q4EYLp1gKklAgJUlc+X1F7my6aSglF0Lk0LcpUZfVUY9kkwrQWCyrSR7XVXeRxVxzeYbhRNHazSCSBqX/aMkO2xS8M06g51Ewl1RRFOMq4O0QBpMA4ENdokwch69aAVEcCISjP2dYXuifqqY6PXfbBMMmeVBXmefuoOC6yrbRqmWZjrCh2NetlKQ9Uwnw+cXZStI1RHDaGiZ3AVY8uISsuC6rrDpH3UFdY/SVuVZOusORDSoLLcTIJsXaMpmM8HKgqVi/yovKF5NCnAi4xXZZEg2SRAXTUJ6vBIm1SCyduUwayw+iqEsZpigbONSWR/U6mCTXnWJ4GqukPe/lXXHWalpkAZqDJWGagQsVhlmyTI1jWqBlFZ3UEPfaPs15QqARF9jIheJ6I3ieinyvTBRwmUmgNjSmy0JjHpPc8KCTDpHGR5A9Kg+15XXTDLJgFlKwBlwKjcZ9zKIGD2i/7J81SrkGcG+VDFWk8qAyfVPapA0/NoWncoMl7edVCdBMiCajUFdCAP0qACeTBtTocm0CjxOeV6gzQigIhsAP8BwHcCeBDADxHRg2X7q4oQmEZioIp7K6twFBXkefuctK88grwub35Wexk1BXRpV/VYTUFHA70M6lAmqwSV/JPZb8XyzCAZVa51FTKfl41NKvRNjCVLdyg6nmq6Q13tVawpoAqmMZWgKb1GhftRGWX1hqwnpIrekEkEENGPE9GeGsZ+AsCbjLEzjLE+gE8C+P5JO61KQOpMClRJapRdT50Fed2YdoFcF0wqQflxZN+PKvvWIir1JwcdUIs80xm66Q5VyXtVogXKQgXdoY4xdCcBsqBTSoAO6YS6Qsd7Uv2stFBSb8i+LSX0hjwRAYcAfIWIPuWHMFT1xI4BeIf7/3n/Z5WgSkGsQ7RAHfMru35F59CkIM8DI8wnH69sOxXC9NKg+vyKQjar3/T9E5X7k0Og1yrPNIWWukOVcrSOaIE6zrQq9YdJ7rUO50Hefo0DYToxjQ6EaWuTBGX2bUm9IcdKKKE3ZBIBjLH/BcC9AH4RwA8DeIOI/nciurvmuQEAiOjjRPQsET177erVwu3rYOfjgrMJoqCpMSdZrzJRAHlz+qoiAWQz+jJSAiZB2b3VpMGsunGuY9hd0wpAUwI/6xxN/cPJIv/PxxuZtKaQqTvE9YZJ5Fld8lX0J0+bsqhTd6hCb8g7l6JRAE2RALqmBKjk1a+jXRkYHaD6cZQx6kugrM7g43tV1xtyfTWAMcaI6BKASwCGAPYA+A0i+ixj7CdLjn0BwAnu/8f9n8XH/gSATwDA4489xoLFnVRRrXNT6rbhJz306ooAKNK37iRAFupqO83CPA1VCzLZzLkK40yCxubI3PJNOVkkQC55NmuQpTvwz+qxxx9ngLfHJiU2696nVUYxNoGmyT9ZusOkfegYRTgN0Jk8aAq62SuAjLVm5XQHb21/N0XWKaE3ZBIBRPQTAP4OgGsA/iOA/5kxNiAiC8AbAMoK868AuJeI7oR34z8I4G/mbcxvXpVJAVXRtPFfZsymogDy9DPpHlGR0dcFTaY8qO4JkB12V1eb5jwZ5YmADEwkz6YRKuoOk8r9eBvZyr+M81113aFJ50GeflR1INQVgahSuzKoeiwVdJRpa9M0iLmldAdC5n5RQm/IExGwF8BfY4y9zf+QMeYS0feUHZgxNiSifwjgjwDYAH6JMfZKmb6IscpY0WkwnJIg09ugKpNfVT86MvrTLMzTMI2eAB3PLSnrVpoIyFDmK5RnUwSldYdg/1VhaMnYy02+81XcX9n5GhKgXHtZEYhNQhV9Q3UHgmxofz+sZESAJnpDJhHAGPtnKb97dZLBGWN/AOAPJukjwKQRAmltldqQOaHCwVRmHroJ8kn7ULFt0/t90nBdEVTZ/0lQmW2Xweo3lxpQ396uUp5NA3TRHaokBET9Vo0mzmfZkUdF51BkDFV0B1XTCXSqKVA1dCYPykC2ga5NBAFj5XSHHE1U0Bty1QjQDVWz9PF+VCQGVFM66iIA8vZdVVrBpH3I2it1jdu0MG/SoFeBPJAtmKseR7mzsmxEgGK3YVA9qiAEeKiWRpAGFc6+ALOiO0yCOh0Ik4xbBnU4Aupo19RYs5RKoA/cWiICVMFUEgEB6grbkx010MQLp7MgrwqyGX0Zwlw5w60EVPEgqAzVnrP6NQLUWi+D+lBXqmAVUQNVzafOc6sp50HRsZokAWTWBZAFlRwBOjsQymAqSHoOqs2NGCunOyh2H0mYaiIgQBPMvAqHwSSY9MVTQYjn7VMFQa5qgaA0qBQSaAoETVeb5lIDaisWaKAwytYRqrt+kIzIraphdIdi/ajsQFBJjtdBAqgSEairx1024SBtDZiJCFAGjEbfj9W1wI9qqOIlnTVBXjdULBCk0ruiA3lQBiaVoAGYiICZxaRyv+rUgaog62yWQQAUHVc13UFXB4JqUGWuqusAOjkDlAZj5XQHRfZpFrQiAnhUwdTrlMNXFWSHFsoS4nn7q6JAj6wiP5O0lUEgqEI8qE4eNLUWTa2D7NQqg9lGVYRAvL+m0bS+IlN3KDp2kTFmhQSY5HxXKRpApXZVj1VlmzQYB4IBD22JAB5VMfV8+2kiBVQIzalLkDdJAuSBjmF9WVBFuMoYr6mxVCAcVB6nMpjUAAMfVUUGyiAGmnrvjO4gn/zPA1nOh1k22rSTfRIwNfvDpAbogyrz+ZLaq/zyq5hvKJvJz9tnFV4BXcP6VPHM1zWmDuRBGaicSlDnez8RXPPVAIMoqnYA1B3xUte7Uof+YHSH+vuQ6XwoO65KXn1VdABdIw9UblMZGCunO2iiN0wVEcCjrnw+UX8yNqjqXocy81NVkOfpR3ZYYF1t06CSUFaFoFOdPKgSKs8tCearAQZpqKt+UFJ/sgizuvUHVQmAIv3rEkVY59hl2+ooG+LQgTwoA1WdASqDmFtKdyBN9IapJQICVBklkIRp2fBVHDg6EQB5+tM9N7CuttOgBKhyf7p6AsqgKoOo/ARMaoBBNpqqH6STdz8Nk95H2fnq7DzI04+OdQGyMKsOBNXJAxXaKGtLlU0NUPV+YtCOCCBW7jNAQDOkgI7QgQAoMkbVOYJ19qFrOkEdY+oQ2pcG1Y1zlVn9xhQyc+7PJBhRJWeliiSnTF1mVnWHKvqR7UCQ0XYa9G5VDHqV5XnVkO5AAErqDnqst1ZEQPDQqxDKs04KyA4xlC3Im0gHKDKfMjAFguqBKh6EMlBhfkrvj7IRASrfk0EuVJEuWHU9gUkg6z3TSXcoMoZKDoRJ11hHB4JK0QCqOBDKQFcHgvJ6Q6mIgOqnUge0IgLiqEoo113cRzZUOBgC1EUA5O27qZC+PP3IZPRNgaDm3gkVWH0VohVUULzK1wgwmBZU5QSQWS+oSf2kyntqynFQZKwmnQd5+qm7NoGK6QSqyPEsqDJP1cmDKseRTbh6k2AldQc97EitiQAeVYfu6R4xUMfL0yQBUGS8Jpn8vP3IrAuQBVMgKBmqCHMV1lIFkqJymGKBBhyqiBLg0URtgbrfF9XmLNt5kLfPug34vH2omBIgAzpEA6RBBbJdZR2lcb3B1AjQB3WE7tVplJWFLp6HOoV4kf6nKRJAN0Z/krY6eBF0HkuVNs3VCDARAQbjqIv4r/p9rXJudb9zqjoOio6hUyRAnZGAOsn/slBJT6myTRpUiFZQhXxJRFkiQBMHwtQRATyqjhJIQh1MsEy2rYqXsm5BXnWeoCokwKRzUJHRV4mZV0npaGqsqRTMZWGIAIMMNBUN2NQ71rQu0bTzoOiYquoOk/ahYxRhXVBFlqdBhzkmQfX5VQ9miADd0US4XhZUf3FkGf9lxq46FUAVEkBmexmM/iRQJbRPFU+ACrl3OhAOZWsETC0xYpAKHVIEZesWRneYvC+VdQcV205Du6qhQuSB6jpKWRBzS+kOqsqMOLQjAqrI6asjfUBHVLVJVRPiRfpWRZBPClW9AWloWrjqLsxVQF3CvDGB6ZqIgFlEFdGBqpECukcNAkZ3yNOPbAdCXVCFzFcNqjsQqoYODgS4rJzuoMk+1ooI4DdtVUJZ1FaFl6NqqJRXVGYuVTP5eftsigSQacjXlU4gQwCpokA0qeSo4AnQBtN8bwaZqMoJIGrb5HvTpI6is+4giwDI259sI17FKMIsqOTV1zkisMmxdI4GAODpDVOsO2hFBCSBEVUqrFRIJZgUMry4eTBrgjwPZCoDsoR5HWOq1K5qqKSMi6AN4WC+GmDgo+oaQvF+VJXBedB0fZYs1Ok8KNK/SiRAVfOoc/yqx9VRFy8CnaMPtdEBSsF8NUAL1Bm2pwMxIDv0PAuqCPIq+6siokB2WKCMtiq+P01BFVa/DKbhuZWtEWB4gOlF1YRAgDqiBnSMpGqaACg6pq4kgHEgVDOmSu3KQJWxmoIM8oAYK6k76KE4TA0RwKPuXL66jdqyY1QNGcZ/0XGrTgXI2+c0kACyCgSlQSWhrEraQ5NherJCFlVQMAxmG00Q/rL2edP6hOqOg6JjzBoJoJsDQQV9OQ9UuT9VxqqyjUF5TCURwEOVAj+6HFRVvIBNEABFx9GNBKgbdXoDyrbV5R0pC1XIgzJQfX65YVIDDHKirkiBuiD7/DS6w3SkEuroQKhjTFUcAWWhOnmgVSoBK5kaoIneMPVEAI+mcvh0QpWH1rQL8bz9VUECyBLGedqXbTvrBYLKQJWxykBmak8iShMBBjpjkjpConYqKPuy9Zeq1mCS+9BFd6hC5ufpR3YUooy2TRvlVZ4jAVS5PxUcCCqcrWNgzNQIUAVenkZ1LP0sEgMqHYxl5mJIgHoPSlljqxIyNwnKro3qBYKa8AQ0tgauU7KhOvvMoByCPVbFmcH3IUNxlXXuqeA4KDsPmbpDFZBtIOnoQGh6TNnPKIDO5IGSYE453UGTtdGKCOBRhyCuo7iPTKhaWEgVIZ6336qUAtXrCtQ59iyEBKahydx7FULuVK2Jwsp8CxgwPMAUoep0waaJrcbeFYWcBgFU0R2adB7k6aepPsq21ammUB3jpUGHaABVHQhNgbmsnO6gif2oLRHAo052XhdyoAkmUnUhXnQMQwLkR51KRNlxpz0ksGoYTwBMRIBBBFVGCfBQNZ0gCXXPbZp0B9VIgCrmMm0pAZNAJd2haqiuAyh7RpqIAL3QRIEfWaHKsl4SGUK8zLgyBHmR/ursQ2ZdgCyoFtqve0hgk+upuuJQGGWJAD3kuUFJ1EUI8Ch7Rqv+TqfB6A6TQQcHwiTyVKeaQmWhUk2BMpg6HaAMXLek7qDHvU4dERAgvtmaEn7KMloFUNWLqpoQL9J3k2y+zJoAk44vy5OgS0igDsK8ybSFKtuUAXPKEQFME4FuMBlk1g2SZTRXiSrWqym9oehY06g7yHQgmJoC6oT3q0AeqOYw4sFct5TuUDoVsWFMLREQh+ziPqqjyhfNCPJq+5m0D1lhfVlQRWjlGVMHyBaWWsDUCDAogKrrCVQNFc4sHXWHumqYqKQ7qOxAyMKs1xTQIZ1QhfOwsbVw3XK6gwJrlAfaEQGMyn8GKIBu+XtVo44XeJL104kAyNufKkWCZIX1ZbXXqaaALu3KQPUCQZXD1AiYSVSRMqhSvSCZ+ooK3sMAOhEAeftrigSQJfsnHbvsuNPuQFDFsdJk9GFjYCY1QBkEG6yOfD5ZqQRNQNW6BXUTAEXGUE2Q5+lH17oAk7RVhSmXgSbXpWnFoSlhz0oTAQbTAGKs0nNCRipB0+ecao4DwOgOk0Km7FcxJUAlQl8HHUcFMrDRtXCdcrqDCiRGDmhFBMRRpxDW4WXk0ZgiXcG9qyTEi/Q9SySArEgC1fL7VGpXNaZ1rFSUTg1QZP4GE6NO0l+Vd7sM6p6fDOO/zLhV6w5NphWoUFegrrFVJBCaRB11CFR3IChzZrrMpAbogjoiBUSQdajIfClkEQBlxtZZkOfpR2USIAs65ffpgmlIJWhKGTMRAQZxVJE2kAdlz9Um3+E6oIvzoMg4VToP8vbXRCRA3bqDim3ToIsjYCZJ/QbBWLmIAKbJWk0VERBARriejLHqRFUHa1PGf9GxVBXkso14mXUBVMvvU0kJaJKd193wSEXpzwcqdA8GtUC0T5v0FsrymFcN3XSHuuoMqBRBmKefaY0iVMmBoJJXXxUdQPm0AKD85wOZ+WqAMuA3jSrCUkVU+XJNss46CfK8/TVBAsiGit6AaQgJTIMqJKc2Rowmn/MxUANNRQuUhSoyQQXdQRXnQdF+m0Cdnvw87VWMIpwEunv168BUOxCYSQ2YKhhSYIQ6lJsmCYAy4+lKAlQxl1lLCZgEukcDlMW0jhWOWeJbwF7D2ZYVs4466wqUhWz9RSXFX0cSQCcHQp17zTgQmocqURK6rCVznHK6gyZ6g1ZEADFWKUOf1IdsAVsHVK5dMK0EQN7+qhDkskkAFVMCpiFPT6U8xDrH0kUhMNATVdcPkp1GoGOefxwy9Iai4+pMAOTpp+4+dE0nKItpdiA0qW9MOxGjGrQiAnjwG6XqjSHqTydyoIkXpYr1UIkAKNJ30zmCk/YhOzdQRlsZIYFl26lytugwx4lRuljglNz/jKPOiMCmyIEm3kWVHQfA9OsOVaCJSABV94lODoQ0qFRToGpoZdCzsjUC9NAbtCUCeNRJChTtt24hLfPlkSXAy4xdV50BEwlQbfuybVULCaxjrtMcDRBv11yNAPPVAAMPTaQJVuV91j0kd1p1BxX1hqr6mdYoQtUcCCpFIJYZa5rPrRCuY4oF6oQmSIE0aMVy5UBVL/Ik66KCIM/bb1WKgQq5gSorAmXHVe39VMXTPhPCHAArWyxQkedkUA+aIAWyME3vGSBfdygzfl26Q1X9zQIJkAUV2+qSEqCDbqSKTsSDMVZKd1DwVoSQQgQQ0c8C+F4AfQCnAfwIY+xW5ePEnoIqG11lVPkSNmn8lxnPsPn1QZYioFpIoC7tykDLVAITEWCQAWnRKiWgkk4zK7pDHTUGpkl30LUugA5GsmpoknSQ+gym/POBlqRxPwvgYcbYIwBOAfjpJgYlxiJ/DOpZE0akvCCXQQJUBRVqQNTJyquWEjDLmLp1CUL8iv6ZtnXQFET0s0T0GhG9SES/TUS76x4zkGeTyrWqocJcVNIdysyj6HiGBJDrQNCtrS6OAONAyEBZvUGT2kJSiADG2B8zxob+f58CcFzGPGaRGKjznqsgAKZZkFchzJvoo+72KrZNg0pCOQ06hATKNl6Y65b7I3XWBhykOBF4qEAMyBq3Lv2haQIgGLPoOFX3rRIJUAVMSoABMH3rEqQGFP2jiwNBhRoBfw/Af8tzYVxYNJWjJVt5LYMmXsQq1qXsPHUR4nn7a0ohkE0CTCJUZbRV7d1XhZ3XVjkyXw3QGoyxP+b++xSAH8jTrs40waS+ZBCTVaHud9joDmrpDipEE9QV1p8F1SIQp6FdGSith5UuFjjZOZqWRk9EPw3g7wNwAPwjxtgflR2nNiKAiD4H4LDgVz/DGPsd/5qfATAE8Csp/XwcwMcB4MSJE5Hf1UkKROagMEEgQ+mWKcTLjK+6IK+qH5me/DxQkdGfBLoI5SbPCKWFOVCeCDA8gIpIdCKk6Q3AaJ/WuSerJghknGNVQycCoOhYupIAVcxFZd2jLtmovKyrETqQB5Wi9OcDJ64R8FkAP80YGxLRv4IXAfdPiOhBAD8I4CEARwF8jojuY4yVUnBqIwIYY9+W9nsi+mEA3wPgo4wlP03G2CcAfAIAHnv88eTrYhusiQ2itOerQlT18jZp/Bcdr470Ap0iASadg6rpBHV5Iabh3VdJmDelODFHTkQAEf0PAP43AA8AeIIx9iz3u8qY/WlAFU6EvHpDnZECSWhqr6twRumoO5RJT6yy7ybTClSPBMhqLysVYdZrClQN5UkVxy2lO6SYtnnbJ0XAfT+ATzLGegDeIqI3ATwB4MtlxpH11YCPAfhJAN/MGNuuY4ymogWmFVW+fCoTAEXH0JEEyAOZ70idisAk45bFrArzNCghzAGv+m8ZTL6MLwP4awD+v/wPq2b2pwFVORHKgH9flNmzGVDlHQ9gdIfJ+62ivyYiASZtX7cDo+zYKhIIqkAlB0JjYG453cGb4/cS0c9xP/2ET1QXBR8BdwweMRDgvP+zUpBVI+DfA5gD8FnyNsdTjLF/UNdgog04DS9kVajjsJ10fVUS4kX6Vq1IkAopBToy+ioZ82VR9h1sknQI2jR2HkuqEcAYexUAaHz9KmX2px1NOBHCsQR7UiVyQAUdRqVzK8A06w5N9iXbiJepd5QddxZqCpSBSnpRKZT+fCADgN9ljP1k0iVVpdFPAilEAGPsHhnjRuYgIZVAFchiWfOg7Nx0EeR5+5sFEiALdYX1Tzpu06jjPpu8R5XWk6lXI6BSZn8G0KgTIQ4ZqQR55tEkVK1VMAu6Q1V9yfTE553DJG1V9OjPsgNBdzDmlNMd8uj65SLgLgDgi98c939WCip8NSA3iEU/E9PU4anjBtcpD3GSueokxFVi86voQ9W6AJO0lVFToI6zR5d5Ng1WNjUALFKAzkckxC8Ps28wGco6EepKFZThzWrqXatbh5CpO5QZexp0B1WcEDKjCHXy6E8CHRwIuugbzGXldIcJ55kSAfdpAL9KRP8WXkrhvQCeKTuOVkRAHMFmqFtgJfWvgvKrs0dCVQKgSP+GBCiHaWP0ZUAlT3sZyFhP5pSvEcAXoBNeksHsJ6BSZt8gG8F7U/f+S+q/SeM1D5o+R4zuUKzfpuoB5O1HtgNhEqiYElDHmLo4EHQBc91SukMFJWyEEXCMsVeI6FMATsJLGfixSeoKaU0EBKgrSiALdTDERfttElUqIqoy+UXGUJEEyIMmDDBZKQGTQDVvQNOMvkrznCFUyuwb5EddUQJZkEUoynwXq7rnJgmAouPVoeM1Fb0C6EECyExFLAvjQCgOlaIBZCItAo4x9i8A/IsqxpkKIoCHKjl8cagyjyJosmBIFlQiAIr03TQJ0IQglRmaV1dIoaxwwjqgiqAs8iyaWsOyEQFs8s8H/lUA/x8ABwD8PhE9zxj7jqqZfYNy0LlmkGrnD6CG0yDANBMATekNefpRnQRQLSVwkrbT3k45OKyc7uDqcY9TRwTEoSoxoCLqeDFlCPEy41YdBZC3zybDA5uIJpDlzc8zdlnICCechnYqonSNgAlvkzH22wB+O+F3lTH7BtVAB2JANV1GJccBoK/zQFZ/aZAZzp8HqtYjSoPsNVMVKuobjLmldIdJHQhNYeqJgDhEG2kWX0iVDbKmjP+iY00zm5+nn1lk9LMwyyHzVZIHTQn40jUCDGYaov0skxyYhjB/EXTRHeqqM6Cj7qBCNEFdY+sWgTgN7VRE2RoBJiJAI0w7OdCYkl3BmqkoyOsIE1SJzQf0JgGyYAoEqU9YqJ4aMGn1XwO5IMYa8ciqXn+lDHS5J6M7FOtLlZpEutYFUE3+64Kye0oq8VoyNaCCYoGNQCsigBE1FrJXZVh3nZgGr8Qk96AKk1+kb9UEuWwjXlZdgEnbpkFnozwPqhbmTZ1jrlMu/V4PcW6QBn6P1fUu1WlcqZj6VBaydQdVogeL9NtkGmGeflSIBFA1ilCGp3waHAgq6Tg8mOuW0x0MEdAM+I3TtECTLRhkoMoXtUkCoOh4dT2vWSMB6oaK3gAZ768R5vlQvkaAumeyQXE0QQokQcb7oYJOoYLuUHYOsnUH1UiAKuYi24GgYts0TIMDIQ2q6VQ8mFuyRoAC524eaE8E8FAtj4+HKvMogjoOkKaN/zJjzoogb4IEkOXNz2o/TTUF6jhb6iABVFBWTI0Agzh0Tw1UVbeoeg1VdhwUHUOG86DKvmQb8dOYTjDrUQRl0JjeYGoE6A2ZEQM6QjXjP8C0C/K8faoiyPNAZjSBit4AGcZFHUJZ53PU1AgwyAOZEQN5odp7qKLuoLPzIG+/00YCyB5fRQdCWUy7A6EpMLdsjYAaJlMDpp4I4NFUfQGdoKoxFmAWBHnePptMK5i0j1lk9CeBSqH9aaiDPGhSQSqdGmAws4jvXRWIAVV0F1XrFjSlNxQdq+oIwrxQhQTIA5l72zgQssdUxYHQ6LqUTA3QhQmYKSIgjqSNpIqQrRJNvTQ6Gf9Fx5JFAOTtrylBrjoJMEsFgspi1moDBHBLRgRMoUgwKImkd0cnGVsUdd9bVfdkdIdy/RndQd22aVDJgaBDKkFZuC4rpTuYGgE1gBgLN0adgklngkDnQkSTzN0Icj0iAbJgCgRFoZJw1T0aAJikRoD6Z79BMoJ9VqcMb4IgaEIHafKd1FF3KDrWLOgOupMAWVCxrWoOhGkGc8rVCDBEQM2QEa7XlLBR3bNW5WGgsvFfdIyqiQXV0gpk5wZmQVVGXyVjPgvTHA0ATFIjoNp5GMiBjPRAVZRnFd5RoztM1nfVqQWGBMhuL8v5oJPOoVK7OlC2RoApFtgw+E2jgsCLQ8U5FYFK+T1l56KCIM/br24kQBUwjH41UEko523XlLFUvkaAHgLdoBhk7ME6oLJ+YXSHavpWkQTIA90dCJO01Un+G6SgbI0ATfSGqSECeIg2u8qCUjWo5m0MoLMQL9JvVeF8efpShUhQldGvOxWizLgqMeVVoal5l40IMPrT9EO0B1VWnFV816dJdygz5rToDqqkFKjeXkbbuuS/jg6EplD284HMRASoBRmpBLqgTmWninVuigAoOpYsQZ4XTbD5gHxhrGJuP6CeoJt1YQ6Y1ACDYpCRSpAHqugvRncoN44hAdSHqs6HslBRHuuC0qkBisiLLMwMERDHrBIDjYXgShTiZcafJkFeVV8qkAB1jz9JWyPMDQxmCypEDch8z5u4V50IgDJjqa47VAEVdAddHQhlx1VN55gmB8K0QzsigBHV8hLKzlOqCrIOqKrWp0njv8x4MqMAVGPzVRfkqioCdRUIanpMHYW5a2oEzCSIsdr2XZPpQyrUaqkaRnco37fRHZpvLyuNUTX5P0twXbeU7qDL8mlFBAQbVkaBH1VCoVR6Mau836aFeJkxVRfkTUK1+cShqiJgagrIhUkNmF3w70GT+76p6KyikHmG66w71Kk3FOnfkABy2k8C1eS/jDG11FVKpgaYzwc2BJVy+FQ3jiaBiopIE0K86Dh11BiYNkFeRR91evNnqUBQGpoU5o2lLDlOuXaGCZgqqJYaOOn4quseVa+vDrqDDgRA3v6q0B2a6EPl9nW11Unn0DX6gDlOOd2hdARis9CeCIhDJWJAd8gwMPJAxQiAIv1XTSyoRALkgWxhXtfY01RTYFrPzdKfD5zO5TDwoRoxkBeqvqdGdzAkQFGo/s6p6kBIg2o6R1nI3huMMfP5QJ2hQnEf1VH3S1bFek8yR1WEeJG+VRTks8Do69Z2WkICm0Lp1ABNBLpBNRDtYxX2bwCVdBjVQ6mbMv7LjGV0h3x9yNY9ZNUFmLRtWehSU6i5SMKynw+sYTI1YOqJABFmnRxoSqHRjQAoM54R5Pn7UZ0EqFMRqGvcpsfUPSTQ1AgwKAvVyYGm0MQ9G92hXL9Veu9VIQHyYFrrAkyTA0FrmM8Hzgbq9CQ2DVnKSVVr1LQALzOm6gRA3v6mpSbAtKYTlB1XNS9CFpo6s9ySRIA+p7+BCIym42tDjXnAGtYhdNUd6q41YHQH+bK/Lm9+Vvs625bFLEYDAP5XA0yxQDVAjEUefpPCqqn86Srm0SSqvOdJ700lFr9o/7oK8irmIjs1Rcd0glkICawD5WsE6CHQDZIR7MMm91wTkVRlIVuXMLpDNX3rqjvoTgJMClk1BVRzIOgA5rqldAdDBDQAWaRAElSYQxOo+nCUIcTLjGtIgOL96E4kyIwkKAtdjHIZKF8jwGBawL8DKuz5aTX0RTC6Q7V966o7qJJSUOf4xoGQPaYuugormxrgypcveaA1EcDD5O/VA1WVlKYEeJmxZkGQ5+lH97oCqoYUTmNIYGMhz07JcfSQ5wYFoXu9IJV1HKM7yCcA8vZbpR6iCgmgajpgVntZKQGq6RxKwWGldAddlmZqiAAR4htUZaGpClQNheJhBHn5/poiAaqYi+ywwDrHrqttGkxI4AQ1AnSR6AYTI77fVVV0VXwvVTX+gWZrmEyb8yBvf6pEAKrszdctJWASTEM0AAC4LiunOygqO+KYaiIgjqQNpKJArRuNeeAkG/9l51AXAVCk76ajAKrqS/dIgDzt6xq7rrY6hQTWCaZJqJ6BOkjax9L28BTl9qdBN+O/zHgynQd5+2zSeaADCSDLgVBn2zQ0rXMoqTcwVkp30MWBMFNEQBKmmSCQ8eJUuW7TJMiL9F81m19VXzqQAJNCR0Z/EuhmzE8C16QGGFQE1QiCutDk/ejqOCgz5rSQAHmgSzSByg4EGW1l6BwqgjmslO6gy21qRQQwonBjNrGR6vQKl4WKL5Aqhj+gphAv0r+q4Xyq1BWYdB4yFQEV26oSEtjU+Vm+WKB6565BfgR7rol9VodsqGPeKugSRneoru9p1h10iARQMRJw0rZpqEPnUNXxwFzXFAtUEfyGUUGgqTCHJlG1YlLF+jURAVBmHN1JgDxoKpqginmUxTR6A9KgqlCeBGWLBWp6uwYx8PtWlYi/aTXyk6Ca7tAUAVB0LEMC5EfdUYQqpxPIaKvy+VIHmFNOd9BlmbQlAnjMSoieDNSpLMky/suOXWfBoGkX5DqkFMiKJFCxbdMKhDmrDZrGNKQEqv7eqBpaPMm8ppkAyNunTrqDzu1lOR9Uqymg+jmnO6aCCEiCalEDukB14x+YPQKgSL/TJsir6KOJaISyY6vYNg06C/PSNQIMZgYqRg2IoML7FIfRHSYbS2Y6atO1BVSJIpQJWXqHigSCymBuuRoBuoQETDURwEO0QXU/RKqAbrUNVGbyi45hSIB8kE0CTGNKgM7G/CQoXSNA79s2KIn4fldF0VXlPWxiPYzuMFnfVcpplXQHHRwIdRL5Mjz6k6DpmgJVomyNAF2+UjQzRIAI06zw8pChvFS5fk0L8DJj6kAA5O1PJTJBdUGuYlj/pG3LQnVhDnjfAy4DZpgAA9Sfi1zFHKpG0/qDzrpD3XWKjO7QXB8mJaC6tnWcWU3rDWV0B13MyJkmAtKgG0mggqei6nXRgQAoOpYR5Pn7UWFPTwIdUwJ0O/eKomyxQMMDGORBnWda3e+fzPN2FnWHouMY3aG5PmS3r2tsWRGIadBB52BuSd1BkflnQSsigBgTboymBZjuBkoVUJXhM0K83v5UIgF09eZntVe1bRp0iAYAANekBswkVEkNbGpM1XUUlQx/YLL5GN3BkABNtpfRti5dSRe9gTluKd1BEx5ALyIgCboU99EdMhjBvFA1AqDoGNMuyPP0ozoJMClksdymQNAEEQEGUwd+36rieSoKXd49ozuUG8voDsWg+vugqwMhDaqveRVgLiv5+UA95Iolc3Ai+sdExIhof2V9+lED8T8G+VH3GjKiyJ8q5ll2DmXGq2OMIn1XHc5nSIDm2stSBGQw+kXaNuYpdVi5P0aGKIWqdYe4TJpUNjUBVedndIfk8eoYQ2XdIc/cquyniT4maV/n2DLaytBXZJx7QWpA0T8oGYDYNKRFBBDRCQDfDuBcI+PFNpaqQlQGdAtXbDKMr+x4dTD5Rfqt8pkaEqC69pNAZa+aCKoJc2CC1AADZdCk7hDfp6o4FVTSX5pYk1nRHepKM6haH2ly/6kSTVC37lDn2GXbyiIfVEP51AA91kBmasDPAfhJAL8jY3DRJlVJuNaFpl/OKte0aSFeZsw68wWrZvOb7KuKfSfTCK9ifFmRBCYlYITSn/PRQ57PCqTpDirUGpD53jV5r0Z3qKZvGakAeftrKh1AtgNA10iCScYt21ZFnYMxVk53MERAMojo+wFcYIy9QFmbmOjjAD4OACdOnKh3XjWwq01BFfat6rWZ9L5UFOJF+9ddkKsQCZDVh+okgoy2TRIITZ2pbskaAWqcrgZ5dYcm9YamorRkn1F1Yxp0Bx2jB4v0q1IaYVX9qE4C1BWan9VetZQAmXBdVkp3UPR2xlAbEUBEnwNwWPCrnwHwT+GF9mWCMfYJAJ8AgMcef5wFm0jmhik7tizmrm6oJsCB5giAMmMZEqAYVOhDV0a/LvJDRTI0D1jprwboeTbriCp0h7jeELwHMvet7HdGRf2ijjXRxXlQdKxpIQGqQlMOhDrbZ6HO9ZSREjgJpJ6fDiulO5SOQIyBiP4xgH8D4ABj7Bp5LPjPA/guANsAfpgx9rWy/ddGBDDGvk30cyJ6L4A7AQSM/nEAXyOiJxhjl3L3r0CIXlGoPr8sqJ7/PGnxoLrHkynIVUwrUCESIE8fuuYG6lQgqLE6JWW/GqD30a0V6tQdpjElUBe9QmXDQ1Xjv8wYs+A8UEHu54Esb36dY8tIYZR9Rpf9akAVekNCTZzvBHCv/+frAfyC/3cpNJ4awBh7CcDB4P9EdBbA+xlj1ybuO7ZZdBGQKkMHxnOaCIAi/Ve9v6vsrwkDvol56FoXIAsqEghNoGxqgIF81KU7xPesCvs0D1TXb1R3HADTpTvIigLI259OJEAeyIzwlel8KAtdzlURXKdsakAla/lzGK+J8/0A/gvzBniKiHYT0RHG2MUyA8gsFlg7dMxFkYEmX1BdBXiZMVUoFjStgjxPPzqTAFmo0xtQdtxJ3u2mziDmlksN0KX6r8HkUJ3MAtTSX5paE6M7TN63rLRElXQHFaIJdKwLMElb3WsKeMUCS+gOk6akJtfEOQbgHe7/5/2f6UkEMMbukDKuhqkFVUCGIlPluk46/yZY/DLj1BEFICMdoAqoQALIHl8Woy+LQGhqf5mIgOmBDN1BhdQCmXqKzvc6jbqDTBKg6doCJoowGzKdD2VR9n4brUcxWbHA7yWin+N+/Am/hg0AVFZPbxJIJwJUgqyQ7CqgiqcCqH59ZAjwsuNOWxRA3v5U8gqoLsh1ZPSzMCmjr+KZWiWI6GcBfC+APoDTAH6EMXbL/91PA/j7ABwA/4gx9key5mlQHFWfy5OOMwlk6xFGd6i+f1nOg7z9mUiA6trXNbaKNQU0wu8yxn4y6ZdlauIAuACA/xzOcf9npaAdERBsHJkbpK7QMp03fR1KikzFSSUSwAjy/P3oLlhUZfRVCM+rAhKLBX4WwE8zxoZE9K8A/DSAf0JEDwL4QQAPATgK4HNEdB9jzJl4RIMQwf6VuVdlvyeqnn3TpDuopDcU7XvadYdJ+1CdBFAxinASqHReMadcscBJvhqQVhOHiD4N4B8S0SfhFQlcK1sfANCMCOA3HP9vlTZMFnSaaxpUfvmnhQAo2reqgjwPmiABqpiHrox+FmSkBMhA6c8HTjouY3/M/fcpAD/g//v7AXySMdYD8BYRvQngCQBfbniKMwF+P8o2zKuEau9ZFlQ0/gGjO1TVp2okgHEgTJcDoemz2/tqQJkaAdXPxccfwPt04JvwPh/4I5N0phURkISkTaH6y6sDdAlHnHSeRojX058qgryKPmS3r2tsWQSCDEOsbI0AxhiI6OMAPs79OJLrVwB/D8B/8/99DB4xECAo+mNQM5L2py4EgQ76Td1rKVt3aEJvKDqO0R3060NWOmBW+zrbpkG1CEQm96sBQV93cP9mAH6sqr6ngghIQnzD6CA4ZaOpl6yqZ6EDAVB0HCPIy81pkj5UJwEMo18NJkkN8I3+RMM/regPY+x3/Gt+BsAQwK+Um4hB3YjveRWJAVV1GV0cB0DzBECZMYuOY3SHYpj2KMIsqJhOoOLZ5kUElLhfOQGIhTHVREAcum2+OiBNAa9wfWUY/2XHlU0AFOm3SuFrIgHUaG8Y/SjcGsdOKvoTgIh+GMD3APgoG7kKKi36Y1A9VNvLsnWVxsNyZ1B3UIEAKNKvaqkAefrSPRJg0vaqtk2DLN3BZayU7sBqzA2oEjNFBKRh2kgCFbwYVa+bLkK8zFg6CPK8mKZIANmYlQJBTZ2xTsl5T3q3RPQxAD8J4JsZY9vcrz4N4FeJ6N/CKxZ4L4BnJhzOoCE0TRI0qYvIPBuN7lDPGFVHAeTtUzXyaBoiAXSMIpykrVQHAlgp3UGTgAD9iABG1PiGaELpVd0gyUJdCkoV6zJrQrxIv7oWCdKlD1ne/Kz2qrVt6vyT99EA/HsAcwA+638K6CnG2D9gjL1CRJ8CcBJeysCPmS8GVA9irHFCXzUHgqo6hqq6wyTzMrpDsf5UiyhQ3YhXVe+QFYFYN1xWTndQ9Mgdg1ZEQLBR+A2jqnBLg45zFkFVAR6gSQKgzHjTJMjz9qeKAZ8HsoV5nWOr2LYJlI0ImBSMsXtSfvcvAPyLBqczk+DfGdX3aVHoplOorDuoTgAUHUd13WHWSIC6MY1RhLLPN4eV0x1MakBD0KGwz7Sg7gNOthAvO4c6CYCi/U87CdDUXGSTAKZAUD0oHRFgxMpUIb4XZSvvZaGTvqPqmcZDdRJg2nQH1VJdpiGloM6xZbRV4YwzEQGaIWlDqbCZdEFTh7MKwnuSeejI5Bfpt0pB3hSjPwskgGph/VW0bQrlIwLUmL9BPUjan6oSBKq8TyI0sWZV3r/qxn+ZcVQnAPL2p1MkQBV9qFwXQEUnQFPns8tMjYCpwDTm5VeBphUdlYqMqUoAFB2jakGet89ZJAFkQ0dGv862RSGxRoCBhhC9b7LPCJX0FtU8unlhnAfF+jYkgP4kgKxIAhUJhKJwYCICphZVH24qQbayEkAlwz+AqkK86BiyogDy9qeSIM/Tj+rKgCkQNDlkfTXAYHpQB/Fa9dhVQLYOoZruMMl8VEoBKNr/rOsOsuW+Cu1VbNskykYE6KI3zDQRkBdVHThVQfWXp461mHYCoOg40yDIq4IqkQCmLkD5tk3tl7IRAQYGRVHVeVrnu6GaLmF0h+klAVSLICwyp0n6qFvuyyQRVG1bNcrWCHA10Te0IgKIMWWL/Kgyjyahg4LSJItfZjxdhHjV/ankFVAhmkCWQM3TvmzbIuM2dX6aYoGzCX5/qRbhV8V8dNQ/6noORneYvH+jOzTXxyTtZUcSqNi2DjgliQC17iIZWhEBIvAbRkdhqBOaeDl1FeJlxjSCXI1+Ju1DZWGcBZ1Y+Sog6/OBBuogvm9VUzqLQKd3sO51NrpDNf0b3SEfVOmjrrF1cCA0hfKpAXrIFu2JAB7TprTKgmph3XmhgwAvM5ZMIZ63Tx3zA3WPBJi0vUxvwDQZYwZ6YxKlVBZU1meaWjOjO1Q7hu4EQJV96V5PKO8cZIw9CzUFdMNUEQFpEG1Ms6nkKDpVr/uk92AE+eR9VtWXKoK8qj4maa+zIlBX20lhvhpgUASivSqbHFBJb2l6LVQx/gOoWD+ozBgqkwB5oZLuMOk8ZDsQ6hy7rrZ1ouxXA0yNAA2QtOlUErRVQfYLpprxD0wPAVCkfxMJkA9NEAl1QmZ4ncqRWSY1wGBSqEgONAFZ92h0B/nOgyL9yiAVVCIBZBvxujoQVEwJCOAVCyyTGqAHZpoISEITh/UkUF3pqGstZBdVUk2IF+3fCHJ9+lCV0a9LiWjq/DQRAQZ1oE65Iou0k4U67lc347/MeLo4D/L2qZojQge5L7u9im2rQNmvBih4vAqhHRHAiJQUXirOqUmobPwDzRMAZcY0JED9/ajQh2xhXlfbLMgW5kD5iIAZP961BzGmxP4TQVXDtymoTnSo7jwoOk4dekORfqusCZAHupAAqkOWA0GFdXNYuWKBriYuBK2IgGBDJG0MnYSfrmjipZwl47/MWNNCAOTtrykyQQVlQGZ7VQsEVYmyEQEG+mMaUwF103nqXutZ0h1U0BuK9Nu08yBPX6pEIsrWX3R1PjR1/rkwEQHaIL5ZdROSKqIpJanKZzXpnKdBkBfp35AAakQCZEFmWF8WdBDmwAQRAZow+wbFEd9/uhADOug3OjkOAD0IgDJjGRKgHFSJBNBZ9teVEtDk+Vf+84F6YKqIgDhU2USqQ4biU/X662L8lxlLhWJBqgryJrz4efrRORIgq71MT0TVcBsdzUBHqB7Zopru0vSaGN2hnjFU1xvy9qdSOqIK0QQq1wVQ/awN4KKc7qDWSZ2MqSYC0jCL6QWyXyzVBDgw2ZxUE+RF+peVXiCjr0n7UJmNz4MmoiHKjt00ykcEGBhMZ3pBXsi8x2nSHcqObUgAvUiAPJBtxKvsQKirbRmUjwjQQ3OYWSIgCU0d0pNAB6WjrvXQ0fgvM+a0RQHk7U81QT4NdQVkjS2TgEiCqRFgUAfqkil1vyMq6hJGd5hsPNkEQJF+p1V3UEHuy25f19iy9IYyuoOrib5hiICKoKJAbRqqexZ1IACKjjVrgjwPVCEB8kC2MJ8EOjH6AcxXA2YTjNT82hBQz7ugmz6isvEP6KE7qOA8KNLvtJIAeSDTCK8CMtMJZMDUCFAIxJi2hX2mEbp4KyadpxHkk/VZJQnQlACsQhDLZuRl5varei6XjQjQRaAbJIPfk7IV6aqg6nuWhVnQHVR1HhQdY1bSCFVxIFSxd1WYQ9mx62o7CcxXAxSHLsUmdIWuKQ+6GP9lxtJBiFfdn06CvIo+VG9f59h1omxEgMF0YRpqBOmg36hC3BaB0R2K9210h3z9THtKgUznQ51wGOCUcAe4mrgQtCcC0mCiB4qj6Zet6mciS4iXHdsIcr0EeR6ozMZXMb6OjH4AExFgkAbR3pe9Z0VQVZfR1XEAGAKgbP9Gd8jXjw4pBTJJfFXPNMDL9XdKtFNQdAgx1URAHE3mKasIFRQa1YQ3oL7xX3Qc2TUGmk4FUEmQy/YIyFYEyjL6TZ27JiLAoCiayhvOC5k6ikwdwugO0607qJqSOC26g8rtVY4iBPwaASXcAbpoGzNFBOSBbG/dJJD9sohQ13rpKMTLjKkCk1+k3yr3oEqCPA+aOBtkvuM6n40BTESAQR1oQpFt6v1SSY+o455lP4tZ0h2qfn6GBCjXXvb4dUURNuZAQMmvBlQ+k3pgiICCUElIqgZVC4zwmHSOsyTEi/Q7zWx+nn50z+3L076usRk1U9H9IDqPd+FgHnahdi4YhtqIdAMV0TRJppueMu26Q1N6Q5mxpkl3UC2tQAUSoO6zYFrrAgR4BCs/ulMqMQDw2+1UOqEaYMmeQBEworE/BvLQxLMgNv6liDKYdI5l51Fm3FkW5Hn7MySAWu0nbdvEWf4QVvAc1gq3ex2buAOLNczIoCkE57cKimWV4O9Lt3ucJd2h7Lh1j1VXFIAhAdSpK6DyHOp0PlSFF7Fx7/NYBysYF3gTfWx7RMBXa5lYhdA+IiC+GXQRgjpCx9BEXSIAyoxVJ8FgSIB8/TTVxyTtZZMIedo2cW5/Adftg+g46xhgF9q52gzg4mVs4AYGu+udnUFTEO01HZ0Kuuk6uqVOGd2heN+y0gumkQTIA9Vlf90OhCbAGHvzvbQLp7GNe7CUu93TuIWL6H0DY4rcSAq0igjIA1HUgIkeyA8Z61e1N2PSOU8yl7IRAHUL8qrZ/Lx91tFfnr6a6KepSIA6c+RkKgJ82ybOZ8aY+wHsxjO4lbvNi1jHA1gGY6x4KIGBNkjyrKuijMah6rya1h+M7lBsrKJj1OU8qFp3aLqvJvpQ3YiXmRLQtD33MjYOPI+13AUD30UXNgiMsS/XPLVKoH1EQBEkbR5VhWqdkE2M1LHmshj8ScY2UQDqsfl5+lEhEiAPZIb1qXiu/h67TLfRAruCHg5iLvXabTg4ix1cQz/9QoOphmoRBKq8V7LWwOgO5caTTQAU6bdq3aGqvprw4lfRh+5RiHW1LT0mY9e+nvbgZWzgUexKvxYMz+AWLqN3X0PTmxhTFxFQBmkstk5RBareR11eliruadI5TcLi183kq57Tl7e/Jtn8PP3o0kdT3vw6xq4T76D7yNO4mZnz9yxu4X3YBcZYv6GpGWiCtAiCuuRdUxEKKukQKusO/PwmmUPd401jFEDQZxX95fW+N+XFV0Huy5T9dUZAToJncGvxFDbRzSgceBrbOIAOGGNvNDS1iTFTEQFVQHUyQBXI9ETmhQ4RAEXHqivCQFZkQdN9VbFvm+hDdljfJJB9hjLGXnoPLeNt7CQWAbyJAW5hgFexachyg4mhghdf9nuXF6qfPZPOb5aiB4v0q2oEYR6oEk2gwjmTBp3nzxjb+Vbaj+ewjg9hj/AaBwzPYw3XMTjQ8PQmglZEQJyp0kWwTTOa8lBUBRnGf5lx6xTiRfvXXZCr1I/ukQCTtk9q27QC8Dq2jl/H4PxtWICF8Tk9g5u4iN6HdSj0Y5ANft+prGwWhc46kE66gy7Gf5mxps15kLc/lXQHXfqo05BXOYowQFbB4ZexgbuxhGvs5jUJ0ysNad4OIvpxInqNiF4hon9dqo8aQsYM0tHUmlcZgigj/D8+dtHxio5RR/9F0wvy9llVf02+86pEE8gW5HUpAk0LecbYhduwgNewOfa7d9EFeYV+vtTopAxyYVLdQWaaXJXQbe466w6TzqWpceuOAjAkQD39qNCHbN2hrrZVIig4/BVBweEuHLyBTTyDW9p9a1hKRAARfQuA7wfwKGOsR0QHK+lXA0ZJdcgiVKp+NlXcR5MRAGXG0ykKIG+fKqYCqOIVmOb2Ms6dr2Ft11601+/BEjo+J65joZ9ZQh26g2r7Mg9U1mWaXrNp0h2aIlLrSgMo0rcMAiBvfyrpDtMQCaBrXQARgoLDV9HDAa7g8HNYxyPYhc+zazsSp1cKsiICfhTAv2SM9QCAMXaliUHjjLSqQr4pyF6POrwyVdyHjAgAQwJMryDP08+0k5hZ85dxf4yxjQexghewHv7sNLaxX7NCPzOGRnWHePSAClEEsscPINIfmtIhpk13mCQCoKgcrosEUD2CMG9/KukOsxAJUGc6QV14B91Hn8KtsODwOga4hC6+gOu2lAlNCFlEwH0AvpGIniaiPyOiDyRdSEQfJ6JniejZq9eqT7tIEma6kwUq3lddylQV9zTpvJoM5asznK8OwWtIgPoL5OguzGWds1/Ejc457GALw7DQzyvYqCRCzaAW5NYd6kQSQVA3UdA0CaCK/jDtukPZMescpw7nQZF+DQmgBpFQJ3SLIgzAGHtxBTbOwXP+fwW38AHsBmPMlTapCVBbagARfQ7AYcGvfsYfdy+ADwL4AIBPEdFdosJMjLFPAPgEADz+2GNSnryuZIAs1H34VPU8Jp1nU2F8ZcaSLcSL9FuV8K2yL1VIABVCC6ctJYAHY2zwHXQQz2INe9DGXV6hn6tSJzXjqEJ3IKKPA/g4AJw4caLeCQugkgIu+x0rijrXTmfdoSmiQbbuoHJUwTSRAHXrL9MeBfk6tk5cx+CdedjowcXvsctqTzgFtREBjLFvS/odEf0ogN/yhfczROQC2A8gVQELWFDdBNssQBfjH5BHAJQZu04hXrR/2ekFVfSlEwmQBzqTAKrgj3HVOoo59zJ6uInBkuz5zDqq0B14B8Jjjz/OiLHIXgz2bd53Pd420EOKnhXB9fH3Jt6PqG9+zmlz4vsUjZ02L9HPRX1noYyepjoBUOSZVz2XIkZv/Noiz0IXEiAvdCQB8qAJG6gJ/aUsVLABGWPnH6NV/CGuoAv3UdnzmQQk4+tIRPQPABxljP0/ieg+AH8C4LasTzUR0VUAbzcxx5LYD0Crz0YIMA33AEzHfZh7UAPmHprB7YwxKd/fJaL7/goOv/7b7KL6zMUMo4zuoIHeAOjxfmbB3IMaMPegDqbhPlS/B5l6w65vx4G1P2JXtNYbZBEBHQC/BODrAPQB/D8YY59vfCIVg4ieZYy9X/Y8JsE03AMwHfdh7kENmHswMFADRndQF+Ye1IC5B3UwDfcxDfdgkA4pnw9kjPUB/C0ZYxsYGBgYGBjoB6M7GBgYGBgYVAdZXw0wMDAwMDAwMDAwMDAwMDCQAEMEVItPyJ5ABZiGewCm4z7MPagBcw8GBgZ1YhreT3MPasDcgzqYhvuYhnswSIGUGgEGBgYGBgYGBgYGBgYGBgZyYCICDAwMDAwMDAwMDAwMDAxmCIYIMDAwMDAwMDAwMDAwMDCYIRgioAYQ0Y8T0WtE9AoR/WvZ8ykLIvrHRMSIaL/suRQFEf2s/wxeJKLfJqLdsueUF0T0MSJ6nYjeJKKfkj2fMiCiE0T0BSI66b8HPyF7TmVBRDYRPUdEvyd7LmVARLuJ6Df89+FVIvqQ7DkZGBhEMS16A2B0B1nQXXcweoM6MHrD7MAQARWDiL4FwPcDeJQx9hCAfyN5SqVARCcAfDuAc7LnUhKfBfAwY+wRAKcA/LTk+eQCEdkA/gOA7wTwIIAfIqIH5c6qFIYA/jFj7EEAHwTwY5reBwD8BIBXZU9iAvw8gD9kjL0HwKPQ+14MDKYO06I3AEZ3kIUp0R2M3qAOjN4wIzBEQPX4UQD/kjHWAwDG2BXJ8ymLnwPwkwC0rCbJGPtjxtjQ/+9TAI7LnE8BPAHgTcbYGf+b2Z+EpyBqBcbYRcbY1/x/b8ATIsfkzqo4iOg4gO8G8B9lz6UMiGgVwDcB+EXA+w47Y+yW1EkZGBjEMS16A2B0B1nQXncweoMaMHrDbMEQAdXjPgDfSERPE9GfEdEHZE+oKIjo+wFcYIy9IHsuFeHvAfiM7EnkxDEA73D/Pw8NBSEPIroDwPsAPC15KmXw7+Apta7keZTFnQCuAvhlP0zxPxLRkuxJGRgYRKC93gAY3UEypkp3MHqDVBi9YYbQkj0BHUFEnwNwWPCrn4G3pnvhhTV9AMCniOgupth3GjPu4Z/CC+1TGmn3wBj7Hf+an4EXbvYrTc7NwAMRLQP4TQD/N8bYuuz5FAERfQ+AK4yxrxLRRyRPpyxaAB4D8OOMsaeJ6OcB/BSA/1XutAwMZgvToDcARncwqB9Gb5AOozfMEAwRUAKMsW9L+h0R/SiA3/IF+DNE5ALYD49dUwZJ90BE74XHBr5ARIAXFvc1InqCMXapwSlmIu05AAAR/TCA7wHwURUVqgRcAHCC+/9x/2fagYja8IT5rzDGfkv2fErgwwC+j4i+C8A8gF1E9F8ZY39L8ryK4DyA84yxwKvyG/AEuoGBQYOYBr0BMLqDwpgK3cHoDUrA6A0zBJMaUD3+O4BvAQAiug9AB8A1mRMqAsbYS4yxg4yxOxhjd8A7EB5TTZBngYg+Bi806/sYY9uy51MAXwFwLxHdSUQdAD8I4NOS51QY5GmCvwjgVcbYv5U9nzJgjP00Y+y4/x78IIDPaybM4b+37xDR/f6PPgrgpMQpGRgYjOO/Q2O9ATC6gwLQXncweoMaMHrDbMFEBFSPXwLwS0T0MoA+gL+rEaM8Tfj3AOYAfNb3TjzFGPsHcqeUDcbYkIj+IYA/AmAD+CXG2CuSp1UGHwbwtwG8RETP+z/7p4yxP5A3pZnFjwP4FV85PAPgRyTPx8DAIAqjN6gDozvIg9Eb1IHRG2YEZGSNgYGBgYGBgYGBgYGBgcHswKQGGBgYGBgYGBgYGBgYGBjMEAwRYGBgYGBgYGBgYGBgYGAwQzBEgIGBgYGBgYGBgYGBgYHBDMEQAQYGBgYGBgYGBgYGBgYGMwRDBBgYGBgYGBgYGBgYGBgYzBAMEWBgYGBgYGBgYGBgYGBgMEMwRICBgYGBgYGBgYGBgYGBwQzBEAEGBgqBiD5ARC8S0TwRLRHRK0T0sOx5GRgYGBgYGKgHozcYGBiUBTHGZM/BwMCAAxH9cwDzABYAnGeM/b8lT8nAwMDAwMBAURi9wcDAoAwMEWBgoBiIqAPgKwC6AL6BMeZInpKBgYGBgYGBojB6g4GBQRmY1AADA/WwD8AygBV4DL+BgYGBgYGBQRKM3mBgYFAYJiLAwEAxENGnAXwSwJ0AjjDG/qHkKRkYGBgYGBgoCqM3GBgYlEFL9gQMDAxGIKK/A2DAGPtVIrIBfImIvpUx9nnZczMwMDAwMDBQC0ZvMDAwKAsTEWBgYGBgYGBgYGBgYGBgMEMwNQIMDAwMDAwMDAwMDAwMDGYIhggwMDAwMDAwMDAwMDAwMJghGCLAwMDAwMDAwMDAwMDAwGCGYIgAAwMDAwMDAwMDAwMDA4MZgiECDAwMDAwMDAwMDAwMDAxmCIYIMDAwMDAwMDAwMDAwMDCYIRgiwMDAwMDAwMDAwMDAwMBghmCIAAMDAwMDAwMDAwMDAwODGYIhAgwMDAwMDAwMDAwMDAwMZgiGCDAwkAwiOktEO0S0yf3597LnZWBgYGBgYKAejN5gYGBQBVqyJ2BgYAAA+F7G2OdkT8LAwMDAwMBACxi9wcDAYCKYiAADA0VBRL9ARL/J/f9fEdGfEBHJnJeBgYGBgYGBWiCiDhHdIKL3cj87SETbRHRA5twMDAzUhCECDAzUxT8G8F4i+mEi+kYAfx/A32WMMcnzMjAwMDAwMFAIjLE+gE8C+Fvcj38IwJ8wxq7KmZWBgYHKIGNTGBjIBRGdBbAfwJD78f/MGPv/EdHXA/gMgA0AP8UY+zUJUzQwMDAwMDBQBEl6A4AXAfw6gNsZY4yIngXwrxljn2p+lgYGBqrD1AgwMFADf0WU68cYe5qIzgA4CMAIcgMDAwMDAwMgQW8gom0AHyGiiwDuAfDpxmdmYGCgBUxqgIGBwiCiHwMwB+BdAD8peToGBgYGBgYGauM/w0sP+NsAfoMx1pU8HwMDA0VhIgIMDBQFEd0H4J8D+AiAbQDPENFnGGPPy5yXgYGBgYGBgbL4rwBegJdS+Lclz8XAwEBhmBoBBgaS4ef6HQLgcD/+LIBjAH6LMfYv/et+FMD/FcD7GWO9pudpYGBgYGBgIB9JegNj7K/6v/8cvLSAO02BYQMDgyQYIsDAwMDAwMDAwMBgSkBEvwTgXcbY/yJ7LgYGBurCpAYYGBgYGBgYGBgYTAGI6A4Afw3A+yRPxcDAQHGYYoEGBgYGBgYGBgYGmoOI/l8AXgbws4yxt2TPx8DAQG2Y1AADAwMDAwMDAwMDAwMDgxmC1IgAItpNRL9BRK8R0atE9CGZ8zEwMDAwMDBQG0Z3MDAwMDAwmByyawT8PIA/ZIz9ABF1ACymXbx//3522+23C39HCZENjKjQ9U21SbpehbmltZHRbtK2We3r6KupfmSsqSrtdGwj+wypaow67uO5r33tGmPsQGLHNcI++n7Geutwr5/KfnENVEBu3UGkN6j6HqrQZhrHKvJMZ/W8l63DqtROxzY67bUy1ye1kak3tO79LuZceBrYuTGv85e8pBEBRLQK4JsA/DAAMMb6APppbW6/7TY8+cUv1v4iNGWkN200VzVelgFb5vmktcvTPo/hXUUfVRIKefqrWrjkGVe2QEtr0+RYKgrPKuclcwzRmbKwuPh24oRqBBEdwsJeUGsBrfu/lw1f/11DBiiMorrDbbffjieffDK5PwXfm6rblJlb2bGavKdJ22a1n3T8rD6qfiZ52mf1UVdbXeW9ym1mdQz+eol6g0VLB0GL+0F77u4C0FZvkBkRcCeAqwB+mYgeBfBVAD/BGNtKasCIchtYccQ3WtBPVQZb3mvyjseIEudcFnmN2EnbVTEOf69VEABlr+dR9r7SIHrOojFF867qXSj6+zxzqEJ5KtMuaz3T+iz7jldNzNWxz5LGz3s/TRk/MmDtu/8SrRwFze2Cc+FpEBGZ724rjcK6QxqS3gNiLPHcLXMOiJA0RlNnAJB+/mXJn6JtmkYZeaA6kvYM//s01NW2TDtDHFR7fVNtVCQNmoZ9+zc7bOsKrKPvx/DU74OI9jDGbsqeVxnIJAJaAB4D8OOMsaeJ6OcB/BSA/5W/iIg+DuDjAHDixAkAQLAPgn0S2RjMHR+JRqUQQgKAa+L6/7F445O4fv0+SdR32C9XbsH/d3wslzGAMYi2cTByMAei6IvAGCBqGFkDfp7BXOOLxc0v+WYS7jOyjsl9RNYpPg9hg/G5ZYkbFl5nidfZhyU4TIiSp5O0F6KDj+8H0fPn5yRC0G/VykrWmOF4OfZ1pN/gvgTPnh+T37uZikXCM2Mg8fstGM9lLPqcBSSSSHmKd8uPGW+fOH/BeTJ2TdJu5u5dNP/4+TOaU/CPfCVe0hTHKrxLRaNk4nsl7zzqABG9h5YOwTr+IRAR0FmBfedDLjRm92cAmbqDSG8QIe/eHjs7Knhv8l6Xdm5Fjo0cin78krEzNkF/KkqKpM2nyLue13hJWpMsTBpNkIZJjOosR0ja2tbhROLHzTPvPM6NaEM3U08P2/PD8/s1Q+9KbAexHhm0qYLwyrXPEu6Fn1PaPWTqnfx9xNY7dRx+rEDvztgHSUi03WL9Jz0LXm8FWTL1hjks7EXr7u8AWS3YBx8C27lxA5rqDTKJgPMAzjPGnvb//xvwhHkEjLFPAPgEADz2+OPhtsglwPh+UoxFHpmG9VgDK2Ig8eO4rn9QIBhzvLkl2DaivS38GWNe58wdzdGf95iRyrz5eSeb+BDwLk4mUpKM3Xh7RlZu4zJ1fBHBExxE5N9DcC/BvQGw8yhpgQGSsB94QoAx8fqn3WdwUKaRDlko7fGP3VvyhVZsvVOeGXevLGgbNIuvIeOIlILeNtF1/NwoqG/KvWci0iZLeQqeTa6xufHHruHmU/Q583vOYRxdENxToFQFY8TnkPcd8xX5sJlIoU9RnOr0qiW9W02Bdt32qnXoYY8EAGAffh+ct/4ERNRijA3lzcwgBZm6Q5LewCP1/RYYJV6/gn7SyMOMMzUy5zQDq8jrl0OpjkwjgRROI/sjbfNOqyICgO9LaFMmGTMF5pJ3b2S2zYHE55I0xdjzFV6Sc63j52/krE8hhbLGyPqdcH0T7mvMScAg1isEem1cj0vSR4Dyxm28XSp5lZewStPRx8Yf18sy9c4MZ86YXI7risJ5JOvrmf3z7YJzK82hFdoZ9eglWbCOfqAL5oJa89589twN99prIKI7dfxkpzQigDF2iYjeIaL7GWOvA/gogJN52oq89eILR4IwyeDjPfDASChS/HAS9mtNZPzzUQCje2KAm0/BH/P8xwgAfo7eAFHSIi/EkQ2i+yKAbO8Qgl1cmI4pI+74aRD+zgKY4x3s/s8J48qLcD348f17szgib8xDG7aNGWaC8aJjM//6aHsRiiiBQi+QYH3TxuXvhfGECsbXLNpOfL/Be8Vi/7fAGbSxGyFOGvDrn0jG8fcZCrzYfIIhuHsQKbdFveqivoJxPIE0mksuD4Fv7PPnUTgljN4xnhAA2emCL+m5Cdj88Ffc+Tf2qnEKdZH0iaSxqyDHqkTr3u9iIIK1dCj8GXWWQLuOg/bdNwD0ZPenHZPoDgGKkgCFCQBRvyn9pyHLUMxNPCS1TSMBCpxpSagy/TJPf0m/zooIS2s7uqDAs8vx/AsjTtwX3EtjUynaRHCeF2rOBPJE4JDgPfS8nEzSzeJtA2I+LmNT70tgRPPzrTKlMug7GDD33ucN6Ni6EXM9f5+/dkXlrFAH4OeWd68l7NGycj945oypIZCJaA/m96B13/fwP4N15H1wr795BmpMsxBkfzXgxwH8il/19wyAH8nTqA4SgO8zkQRIIwDGDKFoU97zT6Kx3WJh2uH8Ymsx5rXnCYBYKE0Wcx6uWwa5Edxb6NVkwc/5m7Yzb4cs/xpmhYY9wBn+Yw0Cl2XMiE1ZQ/KvHRldo0MTGBloaSiVEx4IqAJ9Zh2aaakrfNNg3DRCgDcywz1UNqrDHz8waK14yD0vvGIe/vDn3M2L3seR99xNJCdE79J4pEy2dyULEUYeSH3Oo0ZRAoQ/P4K1C+cpMMhHY/MuhoznJrhX3rvDvwNFIVSUBNEmZZWUqkFEREsHYd/2l8Z+Zx18GMM3/gBEtMIY25AwPYNsTKY7BKiABKiCAEgz9vl3JZF8KHBWZ5EA8fnyOlS8jyxMRAKkhEon9pP2XPiui549OaM3VMlfngThWZ7TC1wk+oD/O9XAjhn0wr6IvGs4nT2Q6XEyYHzi4nuLk9V5bi1vZGPmdTnWG+DuPWWv5RqvQNSBbIRkgP/MZb5l1oGHbtDCHpAVNZ+tlWNwr7yC1v3fx4avf1orMkAqEcAYex7A+4u0yRR8afn5PsaMcIYoARD0L8qJ941pkfffGycYg5sSN+5Y5IE7buQk3ZP4d8GJZUV/FjP+A7JCVAOLRAdt7H7Same5MQKMJwbCa3inRdwzHDK//FrZIMvOVlYik05IK4gOxpEMvtHFMCIS4l0mKGxppFJiDn4SWSO6lbxeoIQxiNu/zB8nEA5JfY/lsvvRHeF/ExoSeQat6xNBqYd0bL6pxrPAkBz7P5+yUNK7n4sQ8K+JpIPEFNX4PaWP7beBt1/ihECAsdBGvo8kYiAl2mbs3+Hco4RAxMnIKUS8JyctbzpRkeS8PTLJAPv2b3bZ1hXQ3OrY78juwNp/PzDormP8SDBQAEV1h0SlWRQiKyDLI02KeuILpBnEx0j8f9bYAk/+2FmeEQmQp/5JEiaOAshJAqSuSwIKRVjExs9ypNSZRhXORRR2XcY5kdIuQgYAqfs7bx2Hsd8xTl+CFdmPcYM+0C8AcVRAIJfDtsHcBLIMlI/oiE89q/ZCalpFilc8zbBPM+h5ozjJdklcfl6HmYAMyEXqIPk+Eh0Ivu7pcIZD6FQqPdvJQUR30uIBWEfFosc++n44F56BbgWHZUcElENBEiBAWjHAMSOT9/77/w+NqMCo5i53mWfIZnr+46QD79WPjB9IpTQSIAjpjl4bJwCCl0mUpgCI6xTw16ftZ4q93EFf8bEYS5kDY7AIcJjXn0Wjl56BopECY21jXuKyXuyEdiJvejycO/R8U3I9gUifKV5sIFtRSW4oMJZ5QZ6Se5fcZzTfH4gKfp5B58mAvOCF/thejys9Kc9WtJ4RhSAjSkTcXmzYhmRAAQEqGj9CgsQiBPIgEgwgMNSjE0hR6CIRNaPnGR8j0iSvS1DYOEoGNA2+0E8SrH33Y3jq90BERxlj7zY4PQOJqJQESPEiFyEBxsaLdJpMAiT2n2gUCnQdjBfQTTSYw37E5Hkhoz2JIM/ria8g0itt7CSiNBOC+USIhDx9FSa8y3mOx8LCS+hWov7z1F/iZXKQQsiTAZlg0fSCsV9XQNjkNmwT5pMnzYF/1mnrNlFdLqTvg8Tp5X0HEnSleJv4M2dEwtQOb40LTbUy0O67zlj77hlPSQ1+v7AX6CzBvvPbXEAfJ4JWREAewZFFAog8qkkvUJhf7/cbeNUBjHn9kvL+w7FcQcpBJjUdIyOE1457lxmRZ/wzBoclG/JxIz5xCKKwjyTDP44kQiAJAZHC/ztefC5uYhIBQcoB+cQMd8wmD5axrmOe4oR8OMb9zZMBor6KoLRxlFNYC1nplOv5fP9UJZXGPdvCrzbE5phFBowMZjHGnmP8/xnEi7hPsbc7JIa4uafORdh5sKdGEQSiFIkiesq4YhAjMcL/JOwRARkQm06hOYjCS0XhmxMRCiVhHX2iC+aEhX5EILJgH3oU7sb5C9BIoBuUR2ESoAQBkNR3fIzIOEnIOOtzh2zHdIi0dMoiSL3PCp1lqaRMDsI2z5rnJXGiHWcTMmMRXSVOmkJnqCDSIj6PuJc3uKYsqRIPtw+MO955wof5j9q5Y4WJrfg8k9rlnWsBgqPQnk3pV6R/FZlPcg2ryUmv1Lnl7mSUrlEmSlPolMFIx7aJKiX48qJ1//cxOD1YK8dSr7MPP6ZdwWGtiAAA4y9JBgEQuTQWBQCkKPKUXgQw0q//t6joXxnjv0yhHl5wM8bg+gRAUj5/4Hnn5x4gEP42cfdLJLxWNDV+LmEfRHCZ36coBEp0sHH/dkTrxmJrb9kIowZyKmnxa0nw70AYxZlpgng/RLoWMLVlnm9WaCvj/p/u/R4JfZ5tjd8Ln+ISITr84n98aOmob4RMKVkUUSj4+TIkECRJ6+HXLxDWLshQuoP20Xmme4/SzpLwE4P8nLLCWOMpBbE2FLlm1Acl3E+iczAeBBCLEgBiCl1qukWyh4BPI4iPHZlDjAwYC9+UQAaICv0kXrt6G3DtJIjoIcbYKw1Mz0ACMsOqRYZizqjEcIxJjP88hkqeczBH+ywSQEiGCELUk86iSNucyBUFUIBwLxRxAfE5l9VfWh/8eFUVSMzXSfJ5L7w8iRBImFeaXI2TAQGyvOJ8AbykegGjucR0HyauMzDmvZ7QqIzw7MSR4Pw9COTdeHpDymcKSZAeEehi8a8KTXg/qeedoO8xQkd070XG55457/wL9FDROHWDiIiWj8A+9kT2tZ0l0K5jsPbdr03BYf2IAB45SYAkJj+LBIgY16J+/b+Fuf95CACR5190Txn7XVSoMIkE4AmAeJREADvhwBWuo/C6cWMwIAX4exMh+I3IKE3CWCoBZ6gFSB8znTxIYqbjYfBjAo0zgMY7zSYBiuTejX3JIIEwC//rN+c9+PzaJ0V6jM8x9g7x80m5N15oCxnguE7BRyOkFJ7MJRuSDOMEjNWDCFYqFiUQziGh/wgBInhGkcgI/xrRHg4N/CyHoUAZH/Pw5CSNIveT8vuxOSQqN7HQz4ZgHXj4Bs3vRrzQjwheJeDH4V5+8WVoItAN8iP17E0zFjPC8UvXAchr2GacV7mNRgF5kEQCWPEzjZ9jhte9KAnQKDGYQQpnthc5QvI4bkTnYg3pDHmRmiLAGc6pOf9Jxlmgbyd8CSAYIzBqEx0FQHLOP9JlWaH5isbNS9jESYawfXGD2Otwshz+tDmVGiPh2rS6DSJkpkX4IIG3LYwKaBD2nd/mumtnvdD/HLAOvjcoOLzMGNuseXoTQz8igAshzhsFAIwM9PDnIiMkHgUQM7CBqPEf9J879D8iEaOe/7FxM8gHHjwB4PXB/DkGw0aN/3DOzPF+z32uMFTORWPzhQ0zWZegEJrXn+X/LA/iayFKM2CMhVEEolSC8U7F841/rz00ZBPCp3kDV0SYjJ1PSWx7HgIgw5gHRrfFUxIBERLpS9Q/Rs+ZOMs/jzIYnUTMuw2MWHxwzzNmOEd6T3j3ouNkzAPieYv6idc9APIL+8inERFde36e/O/CZ8K4UHlB30lffvCujxobacsgXL6Yh6cIGZBVBCiuoEXmwClqIq9NU4ovEd1Bi/thHX08dxtr6SBcy0brnu9kwzc/Y8iAKUBRQ7NoYb7Sxn9S/7FxREiLHMpjiGeRAEl6lGgOcQ9p1tjx9pUiMf0vH+mSFDKflz88AwABAABJREFU2FdCm8j18dvM8NRXti4FwuDjyDQmg+sEsmIsBY6in/bL+jxc/LN4ieOmVJMXyadJkVgAL42cyBulADF5kJwzH3VoxN/FoP885Ece4iBPhEYShFENQT+cbuQ53+zwnhmCPTRa4yZARC1a2Af7zo/mb2N3YO27Dxj2NqCBE0E/IgAoRAIkGVWiyu0iYTjycHpI/exfFgGQ4PkPvP5JkQeReSN5V3nGMCJh9kICICAtBEIhsQgab/ynCpOgrTjqIhV8yDx5B01gbMcJAf5LA+EUMb42/HqKvugw9nm7NC9+cEmSpsOPm8crkN1NrEEsDDNBcctt6EaIseAfo0r2SZEhReYovEQguBKvjf2fUC5vNU7miYo7joX0ZSgPaax2ahRBkFYQa5NYOyG8ifRIgUjblLmPKQU5yIDxTsZrCvBj8msTV4yqyGUsA9pz91vWnruRVOgnCfaRx+G8/ec1zcqgSUxEAggvKEcCFCIAuHHCy9M8swXlSlJfSZ9XzpqbaOysEOOJjd2MFK3E/idIKcgiR5OQ16hOaiuaS2obXq6J0sKYG8qUJFI3a7w0ORr2kRLmL/o8XJbumLdAc/y+JtpqGSHyQLKjokhUQFqKQx5PeiEkOJjCYWIR1En3IDTsww7dsVD/sTkI7RE2cqZgXB9sAvaJDw9YfwPUWSrUztr/HgxP/S6I6BBj7HJN06sEWhIBjNINlDzstXfBuBCPK/BpBEBiBEBEAkaN/7GUA248UQh80mcI4+Dz+oVfR2AOyBkmG/OhEU7iNYutpfCTQ/Hrx34mbj/qw/ENUcc7TPyoCSIr9Fgz5t2jyGsxxpT6f8fXlS9M6P1/dIABGAv1jsx9zFjj/1M8PDQOkcIVESAxQzupeGXcaz3GBsfTY2JKlEcGWKHRJM69t0bkS4bQHluDJAIlroAgem9JRFiWQR7KNK6PuCIRz9sMlIekT/slQXSdqPBl8DWM0Xg5PTYxZSS5fkSycSIkA0RDBe+EyIMWIyZEBaEA7tOHARnAt20Q7Obpr1m3f9NjRdvR3C4wP3rKQF/kyV8HUt6nBEOzcGqiqD9hw2LGchYBILovUZ/CwsqCdEqWsgapJEDKHIqQGGMGZ4L8jaMouZPaR46ovSQUCU0HUvZXwi8i6xp3CKRESmRFmyXNa+zZJ6W/YUQGpOW9i8iAIF8+TjjHyeYk5NlTyb8UkydCUiPjPrKQ93OIQI79HPTJ0p9NcM0YykSScG3SCBD+k4DM1zvhOykD3Y8su9QXqaqC886Tv2Df+90/WrQdkQVr6RDcnRv3ATBEQJXIQwJkFvQBIod9omcVOSMA+MG5/vN8ejDPJ/0Cj75omADxnJmwVoEbi1Rg419JSMthFyo//IsdiaxIYt1j5EpSJAJ4o88CwB0G3okgDGUPYMeeZdA2nlqQlP/OG0fRuTHheowpRQK2OC4geORlduvyoCanssTDs8aLx/FKDOOeS14keTZ4QxJA5uE/9pWG2MX8zJL6SnoMFJtk3rscy38M+uPmEemPf7d5EipL+Gacb2keHkBABsR/n/C8xxSDmEcpdcqULwqhJrDwU6QFIffrxQaTopIidiLPWRkSYEICIGss4e+KsNFAJgkwulAs68bGrZgEELUX/j5BziQih6xNvaeqUp3SIhKL7FkBihIQkbF5uZZG5qeMUcQzHkkly7u2XPpw6mUZaxAxnCPtUr5ylAdlQuvZeGHdqgMDxoZMeI5JxfzygDjPDu/UYaIoAoVAlo1SuoOk6Mei0IoIyFPcJ5MESAjlSzLSchEAXN+JnxwsYPzznn+hIuGmKxKRgzNFkIdzJeLmHNu4wUEcWXo72gd3bXQAd9SWuQjSBvjbFwqF0OhmAII+ooZDfCeEtQ2Cv61xltbmGiUZ4UKDiUsdCBhnURg3P484UosvCa3TBEMpxg5PwpQmFnPhCAGeDIj/OvBqewagODQzTtzlKRLD/9ouoCh6SmvsZ0FbSk91SDs3eBIqbwirqAhjHPEoAe+fsb0WICXsNVEh5fvIMFjiyqEw9zFNgeTHSyBOwqbB2SqKvKkZZYmApvIRDerDRCRAvK+Ecynedy4CIIVgSBsjPpbwdwXuSxgZkaU7INk5UxUJkDeSQdQX/7OgSeI5NkkkgOC63GH2KcZCmuGXuLdiKVtiLy+N9xHrdyyKIOG6LA+90CPOGcOp1fBTSIO8+fJlED5mniznog3idQ9EUp4xXv9I/5pTOGbZqIZ4RGcOUj7SVhBlmreYH//8Eq9jQcFtO/LcGKKfBAzJgYjDjYX7RBa8qOTiukPeT7TLhlZEAJBT6E5AAiSFxQlDqLl+Rd7/+CcH84T+jxEQDGOHTyZiEQCRX/Ge/GAdrFaiEAyNvKSh0oyr2Of8RmvIKwBxEiDJXZ+D/KCR4AiOjeB+8lQZTfLei/LQ8hzsIqQRAGPClmKGIE8CcIpG1gEZnbfgk25h/zGtJSBigPAQjyMQXsC4YVck7zOPwhrpTXR5SrRGEWNeqPTGDevMyY4bw2nCciyMnusjU7FJ864X9NZnIY9HP2+O7CSeqbIoTQSYiICphdCgykiVSe0vrz4iGCet6F/aWJGfVfBOZZIA4b9zFMwd6zx2zwkkQNp9pBZqK4KU9S8cTZA0RMn2hQy5+P8zDOEkbzePxNowkYsCBwyKkwFZ80ubmz9eJfny3HqJ9lWutYoZxPGaB2mERpJzJI+OmVW/ZxKk5vxXjLHnnRXN0bA4NhEBimNSEiCAyEDLJAF4L3pJAiDu/Q/vw40J4aJGZyjFRgo7Cz6ZFbBvsXl7w8YMYC7HPN512tcNvLlzxEaMFMiCiEEem0CkAXFGjxv9jF1SP2HbkddU1HXePLQ0wiQphD230ibou0w+HzB6ByLV+0Ohk57zyFj25/SCuYX/5pSETME9Ybj4WEV6jN4xfk8UIyliNRrytIl54oF8pEC8yF5gMCfPbfw9D+YMcCQGjfIZg77zQKTkZ0YG5BhLFhlQPiKg2nkYyEUhYx3J72CSEVw0PTFP32PNc3jOiyIzXFqU7pjWT6LONH425CUB6kLZuj4RFFT8Jy6SWBBxo7PQ+ZsQeSaSp3z6m+gO08LLRUZ0tG0Bb3cWiqYdJPWR8knjPBgjAyidPJgYFehZIucQn/MfGYsnWhKEaVZ6QNxP1STKRgToEkmoNREQN9jFF6UTAED+4jjRYjSCFAA3OfxfZPgHYwbF/MAwnnqQRbeLDorAuxteYwtJC8f1Ig4YY0KygjfxiUWdsPynCvm2kQgHorCP6AuebTBHCqkxd3R0iDzX3kTGyIDw+sh1AsWEiyKIkwGesIoZaBzLPYaEg3tMyeEiPfh22d7qqPcq8eBMCTcNdbTQgLf93K3x0DevnSXuz/87qTBhZDr+f+Psusgbl9dzEBeSWc+cJwTSPPsiJj4przFxrsGeCtmHEQ0gSlPgiQFRdEDStoiEbwqVpmg+YxJ5FFcG04yT0IBPCmFMGCvxlW1QWJJtIgJmHZnGeszjnaevyM8KOiWAfApuXd7/rL7SPrEMFAglLkICFEijiPw6wVhIm1ruGgyRCWcbaHmeTZmzr1aSJM0gpnH9IEzJjBl4vN5EVnpUQNybnnd+/LNOc6xMGiIPYCxdIZx7KOe9+xelK+RF1AMf1/vH37vwtlKeSVodgrR0Vl63876qVSyqY8yoZ+Lif2NTyzEO/6wb0x1sq5TuYFIDakLw8ke854IXk0fhgj4pBknRFIA8nv/kom0JE/XHH5uT4Hf8z/iaBbwBzwTjEVGkun6cBAjaZFfkF99KEnjiIFJd3TdSOZ+quIMkIZa4trEoAp/hDA50/jVO+tRgfOykvL4iRYYylRmBwRfpbqxxdF2SPjkY5vyPD18JskiAMaREcMTf9dCATwpbT1ByRIXwqmDiI2QK/3NB3j5fHBEYV6pDoznlaMgThujNKypAU0NwUzg374JsMgBAYr5snBiqG1bZYoF6yHODnMjjsa/FSMvhmIhcnjCFsXHSIt1yoOy84+dVmowStS80j5z3k8lHcGNkkQC5bUjBhVk5/EXHTVybjGg1/tzNS9aE8wqea8LYI73JGjPoAzKAMYRG9JiRx3nTE41ogYwpHQ1ZgbxJCtmv3GOdlvKH6LqO2UBB+zzDpERnZLdN9vAXQVgnwEf+zyzWSIpxsMgupTsU/VSxLGhHBABiEmCM3Yp564v0xfcXoAgBwBv/uTz/WROM3E/0/kbzS/bgeXMbN/6TUhYCFssiRF7xiDFDBMaYsAI/3z5AnHRIIggcbg5xUiCSXgCkHpLhXPIwmLHQpYBFTTPOwvXOERJWiGDCuJIVjB0e/NzPk+5P9EWDeAgfQ/Q5MLDoWvNzD/rlhH3W8V/okOZTWDhDP72Q0vi7EPV+xwi2tCiJuGc9D2IGdyqLHVd+gvlQtG5BvN5DltISSVvxGyR+oi++z1MgKhgV6YqNJpc6HhAhBIqmJlQNUyNgdpEZCQBkGupZkTQhMvouSgAUGocbK3JpUQsoITJCJJ+A2PqmRVlkkQA5ZHZeIrMI0p51lqc5KbrB+2XyOSwaN46q0geLLhMT6DuJUWcQG5KejhHNNY9/Gk+kc5XBGPEiSGsM/h5/v9xwvonpCgn58kW+giBCZhRBgb2ShLH01hSHgsgLVKSqP1/8D3G9h08bZIg4SMNx+D0muPemnQfeNExqgHIQCQxR9foyJEAaAcD3Kfp+e6r3v4znP8H4Fyopgq7ic0zz5IsIANGhHFTfZ/484xEAgFhlDj/hBxqLQAiY48jPGIMLgkVRYRKpWZBihFPs3lMjCcZCzEcnjUg4TXIQlSkwCOSrtp82Zh5BFTxLPvKB95aLChTG5zWmbAfIMOq9RlGSJ8nITnofRhdHoxoiZFaKchv8N1dBMMZyz5e/ZnRBQi2LjLFFCl2cqEos6JdHWREI4CQlMpTnSeMJ+pxEMa0ChggwADAxCVCY5AyGzfF+5xojTY7kdBLEr0lODUgnASLnf5JHF8n6WFYUQbyPyI8rPESCMykPCZMW2ZCkH5QxGNPuLzMKgftZGe85ILi/BM9+aNRzjgLhzDO83PkmlaFL8Hp2SQM9fh+RpROFr+eJbAC3B/zreTmYV7+Lpw7mfaxCHTKwexDo9KOq/oxrl6vYtv83AeG8IsWoEX0HROs0UWpHnSDz1QBlQIxls8aCXBog+hIkMdfCnJlYf/EogPAy/++I8c8ckMsdSlmGfzheNPqAv5egQF+AuLEjGkGUAhCSFkQRz7/t/yKMXuDmFbRLejGFzyamBBDYGLvIz4t/cXiCISADIj9IQbzWQJj/XjDkKFxXARmQ2j6P9ynsu4SwSglhT8tb5z/Z4zDmG/4cQeSTL2NpEGHf/v34v4gLiNRw/zQvkcCY5/sU5rEFiiUb907xUQ2If5mCGy8y3QI65VgRzaT58gQj/7NY1MIYIZCGBIU69Fr414yRFZk3NR61EESRhCRJnN/hyIDI/FMIAb5PGWSAwewiK7x6otB1QX8B8qQCFJEZWePxY+ZF1pc+eKSSvykpAXEkEsfhBQlkr3CSOdYr4zwsQvaISBFg8kr2qeuZsk/jxH3YNpaiFRkrhfwRkj5crnxoDHPpeOHnYwNDEKM+Eo1Jrl2u1ysPCRD/cexeUnP+AcSdTLwzKunpinLyQ0OdI0AidQVC55ug1wxCI6uoIn/d+GTFkR1g0WiICAkSI0B48qdsFEHqffM/YuMOD4PqoBUREKIACZCUwzYW8hw3qgQHruiF4gmAoP+wwF1W+H84Gc7zH2fPuXHT3qlc56fAyCbEIxcccUg1R5KIXu6sLyt4OWQWyBoRAtzEcsw+3z0GiBew825QHO4uHizuveXIlzJGTMxwT0plSYKw0m+Cx5cJDvnIVHyBFTxHi4KPBGaAF5hZBmtJ1l+4pgn7g3/H4808wsxft4z2RTDmfc+Yb+TLDIgRAsJJxX4veJ/4iJW0IktJ+Z1FvWp58vyBmCKatgeZO0YwNAWySoZw5pgnEf1PAP5HeI/7JQA/AuAIgE8C2AfgqwD+NmOsX24SBmWRpx5JmrE+tk9zRtrkLQhYiATIkBWNFt9McKqMLigQ1pygO2QVF6wDRfL7kxA3yksR/ilpBWmkbOR5CFK08u6ReL5/ojHMuGJwsIQ1lnjvdTw9oDYEsqbC3PciYfJFEerhGYgY6MHP+HTIBKQ9v1LRE35kg0WeYymYW4gw+iGq05R5JgGyCJk64KUGlHHYZc+SiH4JwPcAuMIYe9j/2V4A/w3AHQDOAvgbjLGb5BlxPw/guwBsA/hhxtjXik8sihrfwIaRInASIwEE4Sp8X4ExLiIBCFESgAje1nYdkDsckQAxD344ESKPuLBa3B8bLgguvIr+LmNwfCPHYZ7nlv8jXIbY3Lz5jf7Y4R9CyyLYFsFiDixn4M3bHQKu4/0Jb94J1yu4Nwr+zbdxBqO2sT+jax1YYGgR0CIvAiHtj0U0en6C+01aE59Dgcv8dXTZ6Hb8NXbhsanBn0SEzzKfcZvLeRGL/BC1D+5dWIgpvNjy95EduRdm2eHvRPdCjIXr65FBoz/C6YsUEtGa5F0nQTQAb9jzf4LnJvLex9/LMPoFo+cvegWLIphL/P+iP/x8wz3mP4/Ic09C2n4LzyzOSxPbJ0BsrSh9n4/qXQjmFfGWeJ0mOnaCtQ/GEe0/rt+mCv3wCL4HXPhPhtpBRMcA/CMA7/eFuQ3gBwH8KwA/xxi7B8BNAH+/5ls0KIoMY7Wopz6XTEnqP+v8zCAd4sSD6OysAjy/muk5LxMNkDNCYzTI5NEA4WU5SKMqEYlCyLmmPHjZlNosK1IjohOzsXM+kKlhu5T1JBJ7bvO0ywN+X0TuOeZoSeo3kNPRTgPdyI20EU4pjxyfBHwkYdIlSP4McdL1ecYNnl2cxBHNjwd/PT+vpGLm8X2flwCRgaBGQNE/Oc+c/wTgY7Gf/RSAP2GM3QvgT/z/A8B3ArjX//NxAL9Qxf3pGREQIMWYCDDmqQdiyq07ZpAlRRWI+vT6YOM1AETGvz8G/wm/YJwg5D9olVZtP16LgJ+TCJEXLlwDP20hJCvGD57oC8zlMMfvjwnqH/j3OvKCW96YFDugEycdjZIIIgmAKEstKlYogkemjC/qyCvuf6GA2yfCon5AamizcK25eyqqHCZBlKogDI8nRMLGIs8pFqUhmgMl7I3RPFI8vzkOQdG7Fp+K6HN6/D2KyAD+axfxgnrhqyh4fkko8lkg/h7InwT/BYwwdSDDgyZKWwruyevbCm9mUkU/1ZMv8Cgljcv/WtRnJBKGjRewrBulawTkm2ILwAIRDQAsArgI4FsB/E3/9/8ZwP+GioS3wYSI6Q+lSIC09Ka0oYUyOUEvKThO3rMgK1Iocq3gV3nSNLPmlCedEMgRFsyfWxMYaEVIgEB+FK3EH3bPtRN2kYOEiJPTorkU9rpzHlyxfB0VzgNxOeCxqIAgBbHs5/Qypxl3DMQiMJLu25uf/29KCKv3ZZMosiEvIqH7JdYgEoIPJHrRGRsXT/EUh5DA8edFVuzZJc0h1zzzfzmACd7t6AUuxqJlubkHf4efpWzImUBkl9Id8sQtMMb+nIjuiP34+wF8xP/3fwbwpwD+if/z/8K8XN6niGg3ER1hjF0sPDkO+hIBOUiA8NIItSVQSPlfx43zGJKIhcQ0gAQCgPn0arQoR/Lt8gYvH4kwdn8QGKAMYkMww8gL5i0eJMGKGlvPuEc6PrekcZl3sGMkWAje8+EL1eVF0E+A+BceUovxCcKm+Pyu8GcpJEBaiGgqeZCAeH9JBrQwFy545sG/fUKgskJMIuEb7NUSffKCG4iuV6CIjRTF2FTiUxNs48zxObIoDaIUHhb7XeQ7wVnKWQJZwBccEuXw5/aqxIiRXEX/Qo9LetG/YB5JShCvpInepbpQV7FAxtgFIvo3AM4B2AHwx/BSAW4xxob+ZecBHCs5AYOqkCDzEy/PEQmQq8BoDmM6qU5R3jHyjD2J8iwsApuCtGiAvDUFcsv5FLkDTHbfY0MxNnbuAgXO3jTSpQbjJo0MEJ7RbLyeUPirCcaKjlsm1DraJosgysr5z1METyo4XS0tH182RPPiCYoyzzrp2cmAhK8GHOKM+0sADvn/PgbgHe66QKeYQSKgQNiYSODk+dSgqCpuPAKA7yvKaMeMf//fQR6267KxT7fFETf8xTUOfEM+EEJpQjlOUqRFAPDGP++Zj2FUKMYGExRky44hFkQSBOMBiEQR+Gs5ogHgsZo5kO5tRuTLBELBUCCULbXKr2BvARgvypfDwxIoIvHh+D3FF/3jawKEk2GO/3PfwBOlKiRGiKTPTxSxEBiG/D3wHua4Uc9DSMABITlkJzHMwXUFntNYW8H9iBAnqOKEACH69Ys8MoKvMSCq0hwqbP4cy8iduBefH7eK6ICQiIrdR+Qb1E0x+3b5iAAi+ji8cLwAn2CMfQIAiGgPPLb+TgC3APw6xsP9DBRDVl2AVBIgw7uV6LxOMaaz6hQJ+8tJbuapBSI654TtcqQv5MrtT4uwyDgSilYYL0ykZMg7fr3CvRJ/tAXHjNyTiJDldQBKrxGTBOF+5ZwF8U/pBbpD1JESFBPmcsBDfZAjqUHZERP83LJuxe9/XO8R5I3HiesUb3okvz6IbCCr9BoXBe8oSFwtX9fm8/HDX/H6Xey+g+t5XdfTxwRfP4gPiRQKnFsnYFx3I4Kn56QsXaIDLuKs8vZRwDVEIj6bInIsq5Tu4Nso30tEP8f9ONQb8oAxxojqqkrhQUsiIE8BnqjBjLEDdSISQORdjwweDWsP+g4M0bxh/7kIiPCGcuSyCQVnhvGfEM4eD29OTimIt3P9k9cF+MqzORhD/nNr3v+zGviHIRBGEmR5jhlDKBSzDsnx+Qn2WgKDLTpgM40hQehjkkfWGytH6kRooXOHOj9OMFaKQjLWZYZhmOgZ838RN6iz03u8+WQZ7Knrm6HY5jJUufkH4YSJZABFUxWSDAneSx/a1aJ3P8cc84QUC6MDgjHiYwLhuPHogLF0Ds7rlKeoUV2YJCLAF95JAvzbALzFGLsKAET0WwA+DGA3EbX8qIDjAC6UnIBBg8gkZgt66RPfzQzStygJUHj8ou2y3tuc61JmPklksAhFiJlJUBWBmfXVBNH1qRXng7YJka9Ahjc9FuYf/6RceJmvLzZ9nvOyhtelxgr5xYx6/gZYvE2cePEN76IoShrkup6T8bxRLLzO/5s30j17IkEnTIoAjHcdX9sUhO9q/N5i9hAgIHFEUZCJN9wMwpz/4g0B4HcZYz9ZsOXlIOSfiI4AuOL//AKAE9x1legUWhEBfDGcPIIxDwmQVA8gFwEQDsR7QseN/yD3P4kA4Au0RSr4cx5/IemQSrULEFkcblNzkQvMsqMe9IA+jHcVztce6y/pYPMquNueiR2mUxAY7PExuKiKyI+TQpZFiHlXgnx4YPx5h/OLtR+7kwRFJ9FzJCA5GPf32FPjoySCH6UoA94/RiTHKNVhdB3P3o/GdNPp9/iYCYRQElhs/ABJ37EFxg16Pjoj9LaIokj4+eYNQUsJux+7l6QuEs6B+D7L+rxU4loFuyPmpU9UAHJ4sIDR3g2Nfl454skJXpinpQv4c+PJgEBxjJAescgAGShLBOTI9TsH4INEtAgvNeCjAJ4F8AUAPwDvywF/F8DvlJqAwUSIRyKJ0rp4Iiy4LqvP3I6IvIhFVYnOhtTisXxXeTz5qaR9DhIgJc0iUaQnycoE2Zr4xad4FKFAl8vyRsf3Qq4Uj7zkSEp0Q9b+yJOmx5PnqRy3YE/xDgmhIcYYgmhMZrVgkRcZEJABQTvbJwKEukxecPoykJBGBwhTDnhdip+PWA8b96bLTg/gyYxgPmTFUzkZgsjNwiH2zPVkXmx/jHLsx5uk5vznJA1yTw8p+4YxeHrqqF5D8MnrpuHpdPXUCEjAp+HpC/8SUb3h0wD+IRF9EsDXA1ibtD4AoBkREKCQ8C1wSJciAYI+OO9pPALA63u8TUAAjDHdSWkHeZWKnIdFnBDxho6SFiw2ZvAJwuBljIcoRSr3c78jIoSrQV7RNAY7srZ5EFn/JFJkNJtRO/iHTsD8+vcRDylP9IhySFQWckZHFCE3kwpGjYVoU7R2guiwjDC6ZIFfn6Q9Iwrxj6OoHI0r3MBozcLpiT5okkQCcP+PTyVRcE4ozET7MPRKgJs/8cksgn4SogGAaORAPDqgiEI/PvdxQmBMt40RAqlkABAKa1HdgDEyIKuvGmHVVCyQMfY0Ef0GgK8BGAJ4Dl70wO8D+CQR/XP/Z79YbgIGVSGrij2QYqwCmaRoXoN37N+x+aWRAJHu8uoFGe9boTDbFAIAKEECZA0n0MVEiOtyyQX0WOTfhUhuzjiNEtnJ3vciiJMpY6RsMK4gPUs4x3CCyUb0qM34fFLrC7CEo7HkGgidSJzcL5U3HvOmj/2aYZTiUAB5oiDKEA2Jayq6NqkDb/Sx51DGiI6QLAESnm9qrYakPYQYMZHyLGQFBliWVUp3oBzPnoh+DV5hwP1EdB7AP4NHAHyKiP4+gLcB/A3/8j+A9+nAN+F9PvBHCk9KAC2JAB7jBkWGoElhj4GMYoAxiAxpYGRMe/2Ork8K+w+EW1jFn59YEgQvZaLRGJlzVMgEXn/XnyhjLDVygTEGIhJew7eN/9oTtt6/XYp/ps6KHCAipSdYp9BQDDygoUGcpam70TbcswsNOIEwFXYllr2p4I11vgptNAIkNo4gfUVY1CcQdMH9xL6wEPmsnGUDLLYG4STFOf4ihTSAqBp/8O8swi78v0iZEjfNRuy+EpWz+P9j1+Vm30WEgD8HLwTeVzKQbYAwNp5nF/GOcBcLiZKC4AkBUXRA5P/xcWOkl6h4IU9MxcmAqu6hKOoqFggAjLF/Bk+I8zgD4ImSgxpIQKphLYgijPw6pjeI2ich68zN9IznGCPpmlyGcEHjP2yWR04Kzsg0YiaP0R3XHyL95ETSM46To6l51knrInp+wTrw8hvR586Hf4fNkr6+wutIbJS3HyAIFU/MsYfvMPA9y4H+wt9SUHnfc7SM5CYjQlAQG0hJYYiF4HtEesJ1we9ieeNBuzEjWuBNTzUmS3jcwz55/Snoju+auYnXx4tXR1IuMl6gNLLBG9Mai4QYvzD/ffOpfelpwCyVxInPJomQCb+a4Ec2lOAyJkfJrwbkWVfG2A8l/OqjgmsZgB8rPpF0aE0ECAUFUJgEAMRGZ9BXYqi2IAIAiG7wpGr/vPc/PCAmMf5zGHHB5OLzdBlC731S5II3PI3dU1IbEfj8pPjBFxQziU7V+wGBCxOLFx0TvWhpTG3ccxwREOPCNO2RjHm2/UNsLAc6Ns9UgRj8M0YyjX7OGVFstHfGSA7/0OK90RHvgn8YZ3lD0kiA4GeJLDCNjNtMxJShxE//hMJRHB2RC6Lrgp+JBJxoHsGv4nPn5hQK+7j3RgBRWL3wupiHCCio3ArWKl70SuiU4cblxwueR9KXDPj7SYxwaBA1fz7QQAPE91xub3BKqPcYJvC+x/tONGiLRtTkjPrKgzyFmoEUHU0wr0SiNMMhI0JREqBIVIDo/MpT90QoK1PaxKMa4kZu4pevMs5XilnCkbzxILKVOdz8rNCgzPpMXJFoiDRjkiFm4AoiAPmQ99R6SMHCMXGYPD93iukhQPGc/yIQPQtCShRBjDQJf5zDQE4lQJJ06YJILf4n6D9uB2ShyGecq4SErwY0Cm2JgCpJgKR+RX0l1RcQkQBhn/7fmQSA4BCKTEpg/AuNfpZ8ePE/jYf/xw1xi8aNf9G2Do37kBcW9+XdSrSHpBQEAHCYd328+r03D0H+fgCBR9gbRPDvmNHJKwSF7KuYh0D8lYURc8CTCOOKaUKkiX/ICvcoYwhC/Qn+P8lLgYi8HmNkC6VIh/xIVLbyrmWaEEoIaczVNuHaRKUzwUs9lrPJE1LhRePnBW8gp06LSyUAkJpOECegSpECMUIgHh2QSQYIvr2cRQYk9tWgYK+xRoCBpsiKAOCRlRKQp6+yla4nIgESIIUEEJCRk1b/zoq2qvWMSXIA5G2eYRADHBlAXvj02BdkgIiBOOakCH8RzbfmMcpPh384F76V0kjNSw8QzjfdaK2igGEucmJSJBj1AGfYF0lZCEicoP4Txw7ECYciX3IoijQywHOcJBNKRSIhmkTZYoF5UgNUgJZEgFDgZoTh5f3SQBL7XIQA4A3/SL/MQVj4L4sA8F+IzK8bpBAQaeANdSICYwy2NW7084ZnVmEbbz3yjT8ScOI5BbDAPIKBIwPiXu1gbB7h4w4+axh6ZV2MEQIBGQCM1rmEEEyttB7zCnsHIqK/j9zA+NcmAC9ywg6L6ARtgw3hhIIgOPeDz/8El+VhU5OKUcWr+QfXpimocQNXhLgClRXlkpUfmOV5B1Ker2CejGHsBQs//0fRVAuR8pEU3RC55+BnsfVKmieLvL/czwXzj6xHXLEYi8RgwvFFKQrxwn9x0o2/F1FkCf8uN0UGlE8NMJgGTLLPiqYERN77HI4IoujfY78X9D+aW8aZyfWRN+VN9F7mIQEyowBy6GVjOkeaUyZlDhOlT3D9jKmbbHRBlgMggDAdNMOgT4WIUGGxs1pAHDD4hg0bVZIPPy3HOHlcwkMcl3XxooSBES0Kk+eNVZcBdrA1xqL/RhEKdRf/C7dProtzeOtjZIYwJTT4RwIJEF+nUDeO33aisyNt/tFnHrdlhM2I0nXLhGiOeD2KyLNLIUDqJDGSULZYYBVRFk1ATyKgQAQAkE0CZAmNvCRAMgGA0aEf8eByY4kIABrPRwxz+cV3nRtJhwZv/I+RF/x8I3P2vYpkecIkw0PJkxlBCUE+miAL8S75A4ghamSHz8KyEdQYSPPg5kXSWTRWaZ0fp2gIO0YkQIS4AVcdl2eAw0l4kifMrRKlPIjuKWEOgfIYdCHyVosUm3CcHN5+JvgZkP3uihAa6Um/jxm3Afiw9axrg0l7X8LwSCm+hkVRRGojCAxy0fz5/6feb/x9TBKynCIQNxgSvwLAv3vx58yTXwIDgif2mkL51AA9mH2DZNRFNkW2hsBID3+VgwRIHKMACZCadpBBAuRBmiMl/HfBtc59tsfPGBHBmkJMi/v0zrEkXYXvUygGYmRA0rzyQuQdjxvS0V9GDbjQ1IxfzxneqXnjcb0iY3Mmyf74fMS/ZAhqEARGNF9nKmpEZ6VeeORBpE2KMZw2r0IFEoN7iF2fla4QjGGRpwXndaLx/Ue6LBgJkZoqk7VACeD160jxyRgBEiAgosBdFtYJiEdAF5h/5SiZGmAiAmpC3mKAQD4jIo0EiOcJiz5xAqQQAC53OMYJgADB5ooZ/yHREDMu0g4LUT2C6O8TDsWY4AyLFmYKUs8DTXAiB+74IRkdjLh7DQrb2RQVAPG+4l5q/jnEDeXI8EGdAd9oI0vsweW/+iBCnvc5YotzBs5YGHVJZSEo1DgmIMNJJnvfRcUKk9ZZpEhFvjaQtRi8lwNIJiNyePlFnmTE5h5HQASlfWYrT2RE/F0XtXADog/c/kIOIZUQShp6hYL/x1IV0gr7JQ7F6XKpUSv8/7MMeJ4MQEJf3M/iX1GIr/+kocF5QXZ9xQIN1EVWaDqQfw8SYcw+ihudaboDEA2fHdNBkpDmFSdxmmDe1yq4p8jPCijakYiInIivCd/X+A/TQ8GFcxcR05ycj9feEebTR4jO8bSp8N+hI0VMTBS1WXIbYrGN6JG1o19bgZ7AXC9iEADIk/9kt0O5zpgXeUnw0gMi4dm+vhYU/8uaVm4jOtS5BQQMN58xY5q5AKMIeTA+CStKzORAxFEXGqN2RL8cn4t4NYT6KG8L8PK3yBcQOMSjOUY34pM4CdMcm5roXEl6yCmED99/5FOOZCGsOYFgndMLGCbVawj/W5KoKAuy7HK6gyECqkfearx5Cr4J2esUciGJBAgQz//3+o2HoQukMxf+zyzbIwDcdON2fGy/K24uwttIEtbx+WYwvACngITXCA7+REHMQOSGh0RQVZ2404yfZtQwHf1w3DMa/QH/dYN4nYHAOB8rtBNbuzxejjQvS+5zIMkwG+uTM84CBhhAePBnsaiEsS8XBIgUWIqQALGwQkQVqVwROjmQ27DN+ft4cToeSUVnIs/bV+BSi/cF12JECoRRAing91+qYBWE7scL+6VGA8R0LaKY0psWHYAogZO0DmnkQjzSIYC8oj+mWOBMI8lrWVBhy+39pnECVJRDW5oEyEg5EMnRxKmW3OMRvSJnCH6e9c5ak0nIw1xtBWev92+R7lG9zh+ckYmrECdTffWI14M8I3H0DAIdL4n4iPwkFuEQOqcESDKio/PgB4oaxYFxCG7+ga7DfOcR4CALVUuUQoRMbA4BmRFJceAM4kgEHtLrcAXXe9PJqCuQ1Dz9DkbX+YRPHGWifMbmE/yQ2x9phQLjzlFZKFsskBLOP9WgFRGQCAEJkBUBAOQjAII+k0iAaBg9RsavkKygqKEW6991GRyOoR01CxRxQZeieYjeYuYiMcQ/vMZrR+5w/Boar1eQirFUCO7AJwvMagHM8QgB/l4izzIwLGLGKFlh7ruFEasYD8Phw44CQeQwFokOiDP+PESe8THEjDNvrFGfceJh7PM6fFcxgzoo6uMK9gI/fsTI4voeDydFSBzwnxhMu9/4Xg7lYuydExqWCd6qOETvlojMCtZC1FOajBgjwARCJfEzjv61WWQA/xv+k0/pk8qXThD/pCJvnCcZJFnk1NgzCy+Ikj8h8ZOwDnx/o4nYY+9MuI/IAnzCE6g+p9PAoCgmMSiznBOiVMLIJWlGtN9H5O9gzsHfgv5FFfMT5x3rR4jYec57uEe6T+zcKKkAJzkrinxlYfwCd6S/JBgVke5TiFEgeh7yax71do8TqfH74ZMhhfVVaDx6yjtvA0PbfxCM+XrVKLTeO7ejconc4egMdh3AcmGRHepPvJNh1Cj9ORIhdCQl5b/zOlgQcUBkAe5gFAHHouPG0wPC8QTOm2japGiSFrIiPiNgDKM6S/Yo1J1FoyYIiLwb3r3Y4bWj+QmiGvjpFfRuk08kpn4OkL8dzrCPEzJ50gjCKNECc2QYFZ/0nH3u6EEGtgB5Omlkj/r7Karvj9cgMDpDtdCfCBCFeTVAAogKv3j9JpEAUQIgIozYKMQ9XsE/eGktCljD8RcgnIOb4IEH98Izd3yB+D4TGH3mK/D8z4TXh7C4fH0XUcMxnkvMG8BcCBGJ+w7OpEBYUvxw4661OXIzNWdLMBVArORE7oMPfeae6WjMWIEc/29mtcLxQg8RRQv7MPhsPvk5ZEnGpWCveiF8FB62o0lH5zt2r/w1CQoRYfQMI4aloJJ85Nu6nPIYR1xJFn0hITBE+ev594EP4ReuVOzeeWM97CY2f36d+O8582eCSEaKvH5xgmhs3USKSsyYzsyXEyigSd9xFhJRsQgBvs4ETwaMTTPKs8TyA2OGBBvlwDZd+Md8NWCGIQg1rYQEEP5y/NwLkKQ7FJ/A6AzOim5KREjQJxQRFBioiRX6E3WHQP4VsSQ4T3SCc6fso4uvV+QMSngWWQRH5LzPjOrj5k7iyERvTDZGBkSMK55cxcig9IwwzhESJzmYC1gj1Z8xJtaNYuc2n4aZeK1/g3FZxac1jt+nCxaka8a+xhMpGjjW0Ere92507oXhszpjhBn/8Hh9DgBinnqX+Vow+VENgvlH/iuaRhDxGdHfPdIndfvHSB0+ZSR1TZF8niRFCYcphAKyIUKOZSBNF+AjY2RI4vLFAvXQG/QlAiaNAgAyDHZxn8K8PiaoBRDpa9z4D8L/gZFhK/rknm0RbPK5Y9+rz/ftd+azvSx6eMcPn4AEEMzRux4Ao9GhHLCoRGBWa5S6wBlpqQVH3CEYc0e5ady8ApbWWzdvXmEkQrBmcWM1NHa8SAJmtUKvedh9XLkiC64vSAPBGKQJFGEVkwiW0Q9GjDz/LMcOXE5wM+ZFKHgMvsc9h4c+Y17tBcuGZbXgIho6FrlPf285XERJMPZYlV7iBW16OkKkerDgmlBgBMah/1yJa8/v+0hebMxyjER2IB5p4wtcTim0Bf1YhJAsie9R3hsSN2zDabjOWIgjv07ho3RHlAxx7wT/JvAkRpwcAkZff+AVwviZQ4QRSRAa+H4/ZEeu8xqOzqHgmixEjsM4cSQYk0cioRPsB8v2nEPhueN4W4miFaKbhEkNmGHEveoJzoNEfaFA30H/fPM0OVW0+N8ot1usJMdlc5KRH6lJIjpTuLnx5O/4fKLnZjAmY+B0llEUEk88jOkTgnMszXgPiFlRtfzxqEZPTsbl8xghI3J2BOvl6x0BmSkinuMRVaI4trGUqthYwEhO8bn5nt3Fhfu7Q28czrh3mKcLEABm+zLZHYKcYSjXPT0l0D98A9Ffi/DMDmSSv8iZ6aq8vsCiEQeOr3w5LhslksbW1jPuOUcYE60uOL2Chc4z71PT6Qd10uscMdSDObnwn01AhPi/5qfh3ycBnq6LUd5+9Lpx3TzUj1g00s7i1jzqxGH+vvaq7vMDRIz7cE2jVji/TuF1vGPQshGQK2PnScY5GEQpiPRsK7AjYnUCRCkOI12NjewEfy0dlyH4nHgRgqEKlP18oCEC6kSJKIAiXxqYmATgCQD//6JPwfHMmWf8eIYM818m8g8nC5whw78gvLc/LkAFHnjPyBw3ypnVGgmjoI8gVIu8MH4XhIHDH7rewRM3eCLhO3bbM65i4eLMao2eHbP8exPkf9FoDpFQuODXPusc/JjIN+Y4QgFkwbJaAEVDqZIEhjC8Mm4cxpncYB7hQT36HfPXJfrJyEBgeII1EJAEX0D6h6EXcUBjAtXyFYjgPkNlCYiw+w5odNTye5R71pF7xMh45+efVAGbJ7NCw1ZwneNGv9YwFjaeoCjx9xjOBeNKEz93yyd+xrw8AmM0Ptbo2vANHVfwmRvdX4BH1iAqyCOKOE8ABjI3gYyKK7Tk31eeEL74J5lE3+vl5xWPGAjHTCB+kvoJfuCI9oOIMONIs6ZhZYUEJUIPgW4wGarS29IiDeLvTh4SQGSgh20QJZ4j5GfQZ9zIZ6PUveCMCRB+zSMcgCMEOe8wMDqjIucmIVTgx+RpxNjmc8jFn5aLe6PD7uNEB/d+ppH8LDDS2MhDPUZKUjTqIRLp5hvJvMwVhlvH5h9ZM15vjc2TTyEMZbVv4I+McE/PsLmxyB0Crg2iln9/3pUO92+v6ejTwryRFRiS4bN0HYQeegpHFSKPbAoMY+YTQBFPN3M9kp+5AI2uC1YknHfMmRFdEz9qNtj73LW8Q8LTp6MphsF+4eVsGAnHXFiWp3vxens4Pf5Z88uctSDcnIKLhSk9gTOCN+7hhoa34xMhFBjh4QSC60dkVah7wNcRg/54B5FProgcWcJzKhjL18N5h074ScoxkiW6pyLvD2fLIPhMJNkjcshjTVIjGuoAUTndQZdIQj2JAGSTAImsfk4SIAlxEkDUh9dPzBvqRg+SsAk8r//oPkYh4DZ5vyNnADiDkcFjtSAyUiIHpf8CRYxuF36uTnTOzLI9YxSARbbH4HGCzAVh4DIMI0x68Pay8GANXuqw2AsAW9DfkLuGALSsFmdM86wpl9vFG2CxwyR4LqEA4Dy7HnsPwGojjjhLG9qC4JSJ2DMeyzULBIc7jAhtABgrFsMdcME4oRffZbCCCwPhyBJCBgkgZ0QMkQUweIelw0ZC1/ZN55AoChqHHXFKRwzBvg2+shASUTEE+4bIv0+BEckLIcAnuXhBDYwZhkTwwvu4uccN+Ci5glGUCJeDPpoE96x9csVbMz5KwY1ex81p9Imp6DXkT2zM4OZJDLIA7ru5Y/uCg8u4OiFBLmKodPgkUlzJTlLGBYh4IX0ChhfGYT5jjr4ie5TPT/UVk0jFZ35NuXetaVBpIsBgmpDLiVByk2aRAKMLs3WR+BRC5x1njHo/Z6GnLzx7XO9rPp6UDt7PuJHvGxZAeB4G8o8sguXGiFGMRz+N348dEsUOd+7bvjdzdL2AAI6f6cyFy8YN7jjREXhI+aMyfo/h3AOy3DeoxyLGYuerHeaD+2enC8COeomD/HcL4/NPS+cai5bjIxl84pr3SjsuA/P8QLADWRvIGasFq9UGwEK5bAeEM2O+zuCvBfMKBjqOG17LfI86OcNwPTxdM4jIiO6zwCERGvUY6TYBYUKW7TslRmtFDIAVjWiFNVozlwVPi9MbgrX3ZY4bkBic44P4fREhnGLEDiGiswbr2gp1O48EISD08vNzCca0gXBOPOKGtEXkPUfeMRBzDsbTIINb9t7fmEfdXwveQx1NWYiRgME1sfsgbj393SJ8zqEuFvTDk5WhTuX6z3Vcz2HMf0djxR75saJ6shvq08wanW+jreDptU2CLCqlO2gSEKAnEZA3FaAIAZDV71ifHHMYnds4AQDEjSEPFgEtAmjYC+dCdjv0rFlEINfxSIBh1z8wvUOXtebCUH2LN6CDv60WmNXCkI2MtbZlwybXO4mZCxDBtdvoO56RD3jCrGMTbMsGuU7o0e073p/ggOjYBIsxWNaICQzIgkEwHgNaFtC2CBZZkb6C8WyLAJs8MsBPIQjqEThW22MXmU8oWPBIkfA+vUPC4foi5oKcPmjY965rdbxDyG57dqV/YIbGdJC2YNmA1fYZdBaSMwBG1/iRGMNAGSPvvhAqXZ5aY1ltDF3XC81jzCN0/HmNWH4bLlr+enl6hUVA20J0/sFawApDo4I5hf1ZLZDV8kgFX/myCbBtP/SQi5JgdhuMLLhhxdZAmXDC4VzLDkkf7/F490lhioe3xxyOeLDJu8+IImR7wjqYE8GbE5jr7Wl3GBrusO1QKHjP0RNm5Aw4BY1GBEXgvQjuzV8HL7RtFD1BzD/kgvUPiAe7E6ZlOMzb8wTEUgjsEUkWzCu4JozG6HhKjO8dCreJMxyRdyE5ZI2UCBq93zyJxPz9zDBK7QjuM+gDZHmhn/6+b1kBJ8ei92i1QmKBN8jDd8jf8y4Dhi4LScmR4ssRJ/7+CkRwK1wHJ/T6W2Sj7wTFn7xB+WcZvttAZF6J+ck1oOx3fXUR6AbpSPqiUPz55iEBiuzZMcdETH8QRQIEU4jXGyGCd7bYbYDs0fnKmHfmu8PwfAVZYLZHgg9CBcT3HPpnjydvvbXgz/2QIOXfXds/90NLhzt7gvGYG/YVnPuwCC1fFvGebp74DD91x52JwRrzcq1lcffon6/M8s7fgeOTjxZG9xgY45ZnqEbJckT6CtbKYQwDf2IdwMsRZqM19UIibTA2mhd42ezLtoAUCQlz/7JAlpI/H4cBQ9eFbRHa5D0MGnbDZ2615tF3XPT9fjoMaNkeQU+DXrimlt0GY96zDtZ1IfCBuI7Xpy9nhr4u1nV8kob86NNhD/D1D2p5OgNPoASRA7yBGH4OOgjrDsYjK4ziY4xh4P+qbVme9uZ4Mj6QV8HaDx0/YiN4LdwhMOx7z6jtjTXwdadwjYhATi+i0zHfkeW6sVRBeMYd79wCgBZZsDhyhQBQa85/zsy/NfJ4IMa8+QfPuuX93vF1CgBoB3R7oO8E0TkxHYuP4mG+Aez644XOMj7a1ddFvfXyf8R8e8JfK4T71tMVgvff9gkfOCMdkuyOp3uwkcPPJoZ2y9P7IjqDv6YAPKLHGYz0R+YCdhuOMzqTLArpocT32qKYnuwMPbLIasGlFhx/T1v+cxuL4qkZRFROd9BEb9CKCAgMAaAACVCAAEjqd+z5C0iArDSAAPGidp7R5x3kzO6EeV4jhtl7eWjY95lAG25rHows7oWFJzz4+RGBWTb6AzdUuL0/vkDzPaKBwO47wSEBtO3As+ACzCceuIOQAk8zBYecdxBa5L/YgcGNILTIN/58Y8l7qb1rWvAEeytgiAMjzGpFohA6NtCxbe9ADZQn/9k57ihlwQK8Q4RXOGw3NEgZvAMzNJADwyncV75gcD3haPGML42EuuMy2BaiBiQCw7AdhvxHCuT4z9ETGnNgYL4C4AuQgMgY9gFnEDKujCz/IPcOzE6g7A37nuBodQC2AIDCAxOW/+nE4GB1h6GhzEeABCGGvNEXN95dC5gjjNhjPhfRZeB84yPjkLm+0LBDxTEMxXSHo/nbLhjNh30xf/O3bfIp46iRz9joyw8UeCLc4YixZp7SEuSBRvYyJ1xCb4h/jyysbuNG1spxR6RVuL+C9xHwje65cExvz9NImXWHfngbAVYnEiJJgffFGXCRJlZIRrlEaFn+GcBFuARrFShBRCMSDKGiakX2KguIIXfo7Qd/r5Ld9t5tXhvy1z7c05Ydec+ICC1C5P0JFWOAUzi4dz9yVnLvEI3IgCZQPjXAQHcIc+0F22FsLwZyJKMvEbIIhoi3OIEECP6OkAFO3zduBbKGV6btVkjihedrIG/984KA0Rns92Vb5HuS3fAMJt+AZGx0JloEtFoWLI4c5Q38vjN6x0OiMjDeWRsOsyJ9BfoOhv2RIeD3FaTQ2fw9+p5bCkndwDBiHqnOXMDp+3OfC4nWQGaFxANP0tuInPsWeWRr5HxNmBcF3sxgXX3DPOqsGOVBe8SDxdX3YbBtyzOIhv2RrtmeBwN8ZwyAFrDQtj35MeyC3CFcskDtBQAtDF3fcCJE9AAa9sF88c07eNqW54QAY6BBN9Q/WKsT7gtP/8DoPniShdOhIjoAALs9D8u/P9e/xw5j0fUCwv3jRObuG33u0NOTQ52I4LiuR2AHpHpMJgXzcrh3KCSwQ4LeCskcWATb/1Z8EHHJQgcIwXF93cOfV0Cqh8+SuXCZZ3APnZEzKdR3gn3o618Dx3sfW1Zs3SwAzAr3lkWAZVvRCASf2GKMQnlLgMdsBWvKGJg9sicCvTys+R3aFUHUylyEMOCJQD5VNYgQBjwnHzAak8GzYXidwiKgbXPRK/5zcS02IgvJ06W9DeA/a8sG7A6Y7c0rIIdsa3SONulAKJUaoIkHQSsiIEARj/34hWKBnkUAiPpNE+JJJAABUWayvwWrtwUwF25nCaw1B4dZoQC12/boEHSHYK15jw2Fhc2+6xk7FrAy14Y92PEOerKAtmdg7gwZ+o7rH0oWOpY7ErS+0Os7DDtDr6+FloUFANawBxrsgKwWWp0lUHjwjjyQcxZgddc8haOziFZnES6AnuMLLyJQi2C7A9CwB2a1YLfm4TAXO0PX88S6hI5nCYRRD9Ty8tu3B05IUDBGsMmC7Q6BQddTEuy2f4+eod+ygFarBYu5I+EIAO15DFyGnuMpC/MtYM4fj/o73oHTWYRrddB3Rgx/x8aIRQfAWvNw/PEcF7AtBpssWK4D6m97m6g9hNWaw9D1mHbAu6ZjAdTfgTXY9ljqVgeu3UZ36GJ7EERhMIBcb937O4Btw+kswCUbWwMHfcdF2yLM2QR70IXV2/Ced3serL0Ih3XQHXrPCC1gzibQsAfy9xfrLIBZLfSGLrqOZ2DOtQKlY3SPruUZmb2hCyLy1svGKFKh1QG15kJFwoWvRMAfb9AdvR9W21v7IfMYZsvy1rS/7e0Ju+MJa3sufD5ty5uX5Q69dQDA2l5/O0MXA5+kWWrbnjIx6HlCyG2DtebDfR8ohq2O7QnhIPLGaoExoOvwwsUPnh32PcPcdoH2AnoOQ3foGcALbQutVstXvry+mN0KCbee/862LIaWO/Tu0Rl4yqDVArOAvk/6eGSO461Xfzv0hrj2Qhgx0/KJpjbz+oLrAO05sPZC+Hy8N83y+nP63nqRBcxZY4qebTG0nEG4H9BZANrzcPy1AID54Dgbdkdnid2B4zL0hh5x4s3LgjXsjrxR84Bld8Jn7c3Ke4dG8yLA8qJgekPXj4TxSYWGYFIDZhOlv1s/AQmQ2LdIN4mQ0SMCIED8SwNWdwPuPODac+jHzldyBqD+DmjY9fQFq4UhdbA98M6LeZsw17G897K3FSrmjj2H7tA7e2xiaFk22ox5fblDsNYc0FlC34F/vjIAFuZaAAZdWIOd8LwYUgfdIUPPcdEKIoP8syfoi1pzGLoUnq+A5XkgB13QYMcjPe0OHGsuPMc6th8RMOzB6m54cq29ALQXMHQJO0PfSWAT5i2M5IzVAtkduH5fA5ehY1tYaJF31vnzcucB1ppD1wG2faZ1GRbmLQBOH1ZvK6ypxLj1alk+8cmc8KxmrTmwzhIGvi5gwYsu6JADGuz4Rt08WGsh1BeGFgFwsegOQf0t7wx2BmCdJTiup/MNXYYFx8JCy0LLGcDaWYO7tQ5r9SBYZwEOrWC952B74GD3Qgu75zwCxtpZA9vZgLW4CndxD7oOw3rfxc7AxVLHwlzLhjXYAfU2vHO91fb0D7uNnZ6DocPQsv1o0CHneW8vYMAAx3FhWxbadgfWcMOTpf7eta0OHNfXO8gjyzuAF4nR3QC12nAtG6yzgr7jYmfIYFsMcy2fOOltec+bCI4fNdtzGLYGnk5ktwmWM4DV2/RIDLsN1prDkAHdYWC0Am1yQH1f/rXmQa2RLLUtAmOEBbK8+3P6nq7Smgeog57jevqhS2gHTpvBtrdW7TnQ/AocBvSG3l5tWQwLLduT8d0Nb3/5e7XnMOwMRvrVPIbenvD1K9ZZCt8NT2S5WAC8NR32gNbQixRlbfT8d5G1LCy2vAhV6m+BHF//nVvB0EWoJ7sAluG/G8FakAV3bgX9oTcvALDaFizm7VUadMN59R031BeYTViAr28PeoAdOEhGunRw5lDw/pAFzAFoLaDrv9c2AR2L0CHX34Nbnv7b6sBtLfk2irembcsjZ3iHVN0wqQEaoa4ogDz9xoV4vMvgQAz6DgsNDrxDwuvGexyBcdu2CG3bZ04HXe/g9Qvf9f1D0GEMCy0Liy6DzbGmjC2HRmtvyNCyGeZtAuCEBoprt0CdRU9QDT0DpW35YVOBAWnZfujvfMgy236xDhr2YO2seQSFO/QOX+aFbHmGOfMOzF7wYrdhWzaYT3QMXQa0MPIS+wadC8DtsPAeAS8fbqGNkUFHlmf8ut7B5fjG1VK7Bdt1vL6cfhjyxJMdtmWBLI9xp4FnhDG7BdZeiigJLgsMup3QC8Af9B2bsNACOsw33t0hXOYC86vheIB3CMLyjCts3YLVaoN1lsAWltF3GdZ6Ayy2bY8RtT2hh5110NwiwDzDd3PgoDf0BOOya2HOGXiHan/HMyiXhhiyNnr+/FuW5RFPgy6s/ibgup6gJULXcbE9CBQ0j6zgwwvhKyaBMLbIwpLt9UW+AkCdJTDY6PsRIMFJQoOuJ1wAUKsDtBf98EMXNhHmXGCRuaP91XHB2h6p0PUNTRYyw/7z8V8aZtno9hz0/L46tu+Fcfre+9H2zNi+w/XFCEttC+QMQxKGDefgdDzlueuTKwsueSTMsOc9JzYf2TcO8/b9Qssjo6i/7d/jXKiU7AyDeTF0/HeR+jtAZwHkDjFwWCi0bfL3oE/oMLsD17IAeyEMAW0zwhLzowsGO6PoiPnVkTIO7x1jzH/WwT225/y96gltZpOnsLtDT3lxfA+Sz9zzxjsA/93YAZEFp7MYkgVDl6Fj+Ws67I/2lt0GOktwXPjkEEMn8K4E7xlZYJ3FkKDoOgzzLcJcg8Z5aSJAF4lukIrCqQBVkwBZ/QsuHdMbAM+wsNtgcyNZYxN5MtJ/x63+DlwAjC1h4HrnheMb3CtE3vvb2/S8hpYNt72CnuOiO/Rk27LvuabBNmg4CCPC+g6FsrRt+VGCgbFj+eS1tYie42Jr4GLetjBvMxDzz4vhAOgMgYVV9B0rPF9bXny9Zxz2tsK+HGsR3aHrkw8eEY6hR2KQ0w/zyQfuSOZasEAtNiLVW22QuwJGndD48E4pj3iwfEONWa1Qfge6R8civ69eaLQ6dhtOi4XG4ZxNmG/ZvizyHDKu/2z7vtEXpF2BOSPioeOCWh75G8pksrAIePK9u+l5pJf2wWFzWO8Nsdl3sDrXwt4Fbzx37Tqcm1c8WbiwikF7GTe7A6x1vXDuw0ttbz63rsLd3oDlOMDuo+gNGW51B1jrDnHEmoPj2oDThbV9C+7OFqyVvZH5O8wjiqmNkPBnrY5HTDueDGxZALXI04mGvj5nt2DPe/JoZ+jCAmHOZoDt60Q766DOvGdwA56B33fQtgnLbRvkDj0Df/sWqNUGze8KdeTtgYu5FmGuFeybDdBwADa3NJq7vyfQsrBguSGx5bourPYihu6IeLDJwgIhdBIxZwg2vwLX9gzbjZ4Dt2Njoe1FK1q9LbDeNiy2DJe5oc7ddzxdDfAM7mDfB1E1gWFLgXMk0MsHO2BsCdSaw8BthXO3ycKC5evcvU0wdwi3PQ+X2ug6LoYOALhw52zYQ8/g9tKHWv674RFbLmMgPy2UBjshmeb4a9/152WR5zALScWB5+hi7UUM2Igks2BhwfLeDau7Dtaeh9vqwLG998yLoPDtI2fo7Xsir8aDf3ZtD4Kzi3l6Zn/be9adedDcCpy2pytsDRzMtwI7YMClXNYPLxOjjA6gh94gnQggb1c+C+ACY+x7irf3/04z1hMIAKCa6AJRKF94CaIRAF4IzShU1t66juHFM96/j92HweoxrPUGuLI1wFLHBtDCvDMEtm6C7WzB2nMIzupRrHcdnFvrYuAwHFruYHXOhrWzBmvrhpcb1VmA0+7g5s4Q17b7WO60sNSyQM427M1rYNtrsHYfBmsvoDe0cGmzB5cBx3fNoQWCtXkVuPoOaGEJtHoY1vIx7AxdrHWH2LvQhr1IsDZuApffgru9jtbhO8Da8+i7y7i+PYDjAkdWOrCdHqzNq6Bbl0ALK3CYC7T34VZ3gI2eg70Lbeydb4EGW7DX3gUbDmCv7AMW92G97+Dddc/zeteeBewGYG3fBG3eALXaYJ0F9K02rm0PsdYbYs98G0ttCx2nD2xeh7O1AetgC2z5ADb6Di6se2zlsV0d7LEcWNs3wW5c9O7RamHQ3o2bPQdbfQe751vYNWeBepuw1y95ipK7D469jLWeg2vbfax0WlhsW1hw+qCb78Ld2oC95wDcpX3YGlq4sN7zchb3LGBX2wKtX8Xg7KtAq4P2ffNw5w/i+vYAr13bwupcCw8cWAZZXTiX3oJz/RLs1X2glYPYsV2cubGDa9sDHFzqYHVuCSvddQwvvAln7TrsfYeBlYPYwRze3ehhe+Dizt0L2DPv7S/33dOAZYGO3I3e0MWtroPLm32szrdgoYUV6sLevAo26IGt7AfmVrE1cHFps4+2TTi41MbeljvaNwsrYPMrcLCAmzsOeo6D3fNt7J23YXXXwG5cBFwX1iELtLAbm30XlzZ7mG9ZmLfnALcLa/Mahtcvwd5zENRewI7FcG17iO2Bg/2LHeyeZ2j1d0C3vLXHLo8gu9Ed4sb2iDhZIBfW9k24G7dgreyGs3wAmwMXV7YG6A1d7F1sY3XeRqe34c0LgHWghcHcXtzsDnFjx+troWVhmQawN6/C3VqHvbIX7vJ+bPaBdzd6GLgMx3fNYbFtodPf8vqyLFDHIzpudh1c3er78+pgadiHtXnNez57DsLtLGGHefc4cF0cXGpjNdiD186D5uZh7TkK1tmNtZ6Dte4Qy50WVjo2Fodd0PoVsK112LsPwF3ej+2BhUubfQxcF9aueax0LM/jc+MiqN0GtebRb+3GWs/Fte0+9i620bEJi70t4Oo7cPtd2AeOw13ej50h4eq2927sW2xjv+t458jmddD8Etz5FfQxjxs7Q2z0PC/TypztrcO1C2D9LqzDgLuwGs7LZQzt1TnsnrdH79ncPKi9gC4t4WbPwY3tAebteSy1mvuCQNbnpZKghzg3SIOIBChdEJBrVqo/gU7CNxVVEOdrCzjnT8G+7QEMFg5irefg/FoXcy0LC60F7Bp2QbcuYXDtEloHj4E6S9i2FvH2WhfdoYvbVudxYLEF6m3AvfQWqNWGdfA2OPP7cWVrgGvbA6zOtbDcmcfioAtcfQfO5i1fzhzC5sDC27e6GLgM9+xdwN4FwN6+ieGFN4FWG9bt8+jbq7i+PcT59S4OLXcw15oDDbbgXnoL7tYGWgePASuHsN6nUE7etWcBq3O219fFM74hsIyetYpr20Nc3urjyPIcFtoWrP4WnAunwHpdtI7eCVo9iu0BcPZmF7ZFOLoyhwMdBlq/Auf6RVjzS6C5FQzmFnFlq4+17hD7FzuezNq+BefiabCdLbTveBDu8n5s9AhvXvfI3vv3L+FA2w11NWtxF6xDHfTbe3Bps4+Nniez5luWZ8Rc885X68BtGK4ewUZ/gEubnmyw0MIKtmHdetc7z/cegbW0H1tDF2/d3EHbtnBidQ672y6Gl9+Gc/kcrOXdsBb3wGkfwBvXt/HW9S0cXZ3H/sW92NPbQvfMK1h7822s3ncdc6sHsUP78OKldZy/sYMHj6zgrj3zoN4GeqeeQ/f6GhZvO4HW0ffgZn+Ik1c2cXmjh/ce2YW9Cy3YW9fRf/NFsH4X7RP3ge2/C7e6Ds6v92FbwIHFDg6wIey1i6BhD+78Ctz5VWwPXNzsOWhbhL3zNuaGfU/32LwFe/chsNY8uo6F82tdOMzT5/YvWbC6G+ifOwXqzKN9231wdx3H5c0+Lqx7+3m5swLYA7Br5zG4cBrW4grsB/ZiZ8hwabOPixs9HFyaw1LLgjVYAy6fhdPvonXwBIarR7Gx4+LiZh/zLQt7F1pYtXqwNy57Mn7XfrhL+9Adunh3w9MzD690sLpgARvXMbhywZNZc8vA0nI4r32LHcy3FrDP7WJ46Szcteuw9x0Bdh/FDmN4+1YXm/0hDi7N4cBCC9bWDbiXz4L1u7BPvAfOykHc7Dp4d6OHtkXo7JnHbmcb9voluGvXYe09AtZZxPbA0yEBALvmsDrnetEfV87BWtkNsjvodxZwYb3nkTkrc9i70EJnsIPBO2+AdbfQOnIHaPdx7AwtnL6xDZcx3La6gKPLbVib1zA4fxoA0Lp7AUPLxq1uD2dv7Xg60d4F0HAT9tq7cG5ehX3gONjcEjaHNt5Z8+Z1LJjX9k1vXksrni69sIQrW967cWRlDnvnbbR7G3Au+uMduh20chjXtge4sN5F27aw0F7CHouB3biI4cW3QPNLsO9bQa/DcGVr9KwX2xas4Tqc1hya+vpQnk9TitvVMJkaIJ0IAPATAF4FsKtowySDPVKplTPWeUxUYyCBWOBJgOCnwu/jhvnYDO7aNQzPnwYsG/aeg+g7Lq5vD/HG9W3sWWhjobWI/czF8MoFuJu30LZssMMPYHvg4MyNbQxcz8N4x2oH1s6a92JbNuylfXBbu3F5q4931nawZ6GN47s6sPobnoC5fgmdOwBaPoCuM4d31rxw7v2LbdBwCLp1Cf23XwXNL6Fz7xywfAxXtvq4tu0p+cd3tWF119F/5xScjVte5MDKQXSxiIu+4bR3oe2xwrcuoX/mFVjLu9G6ew7urn24tj0I+7pj9xys3hYG5097Auj43bAP3Isb2wO8s+aFhh9ZmfPCC29dwuDds7AWlkC7DsPprOD8ehdXtvrYv9jG4eU2dg+64Xp1VnYDANZ7Ds7c9AT76nwL1PbIlcGF0968Fnahv8Dw7noPN7sDHFuZx7GVNqi/hcG7Z0G2jdaxFtjyMVzc6OHCRhercy0cWfbY9uGlc3CuX4K7swU6eC/Wu22cubGNrYGD1fkWjq0swrl+CRuvn4LVbmH1wDE4e+7FxY0eXnhnDUd2z+PIyhzI6mJw/jQ23noHS8cOYP7u92HHcvHq1U28fW0b9x5exgMHFoGddfTPncL2xetYvnMH7bsew6bj4uytHWz0hlida+HYSgtYu+KTD23M7z2MvsNwebOP0ze3cXBpDssdG+TueAJtawPt2wBr753YGbp4Z20Hcy0LSx0b1B7Auf4unKsXYK3uA1aPYmAv4OJmD5v9IRwXuG1XG9i4juGF02Cui7ldnkfh+vYAZ25sY7Ft48BiB+T2MLx6AcN3zwLDAaxdB9G1XLx1awebfS9P8LbVNqzeprf2loV2Zx4Dx3s+Fza6WGzb2L/YAlouhlcvwL15BVb3IGj/Xdga2Dh7awfbAwfd4TxOrLQ9heOC9260d+2HswzvOa53sWu+jSPLHYD6GF4+5wn2A11g/11Y7zGcW+tie+BguWPj4GIL1vYt9C6cBrXaaK8eRG+B4eqWt6bLnRb2LbZAwx6G1y/BuXzOS3dZOYQd5uLsLe+dXWzbQMf19uA7p7z3bGEFzi5vXle2+tiz0MbRlTZo0MPw3bfgbt5CazgADtyDrQHDO2s76Dou9i60AbRGfXXmvXkNXVzc7OHc2g4GrqdkW4NtDC6+BXdny0uvOXQ/doYuzvnv/5xtg5YI7OYlDC+fg7W0C7TrMIa0gnNrXdzcGeBgv+MpEt0N9P2+5pZWgD0nsN7z5uUwYO+iV6WK3brsvWfzi7B3H0HPHj3Hoytz4oO4JpjUgOnApA4EQCDjY975ODK/KFQRCRC5NK6PwNNvum+exNK+wxju9t6lV69uYtdcC8d2zYEGOxi8exb9C28DrgNr7wlsDl28cX0Lm70h2hbh3r1zoM0b6J99FTQ3j87SLjirwLm1Ls6v7eDA0hxu3z0HGvYwuHAawxtX0entgI4+iFvdFs7c3MbOwMH+xTaOr7ThXD2P7psn0VpcwPyh29GfZzi/3sXrVzfRcxZxcKkDq7+J3tnXMFhfx7zrgI49jJs7Q5y5sR2eY8dW2nCuv4v+2ddgzS9i7sBt6LcP4fx6F29e38LAcbF/sQXqbWFw7hQGG9tYbHeAE1+H9Z6DN25seZFntoW7l2wML53D4MJp2Cu70T5yD4Zt7zy/vNnD9sDBHbvngM3rGJx9FYONbVgru4H9d+HyloOTlzdgW4RDyx3QvAPn+rvonT6J1t4DmFvdj/6819e17T56/rys3gYGFzw9prOwBMdlWO85OH1jB8sdGwvtJZC7g8G5U3DXrqM9HMA6/AA2e56Mty0v7PzOvcDw/GncPHka8/t2Yfc974PTOoDXL2/gqdPXcfv+JTxxfDfY9hpuvf4WLj79Jtz+EIfvfx922nfg6dPX8e7VLfSHLv7y3ftgdTdw9fk3sH3xBvZ3+9jzxADn13t45uxNnL+xjb1LHTx6aBnsxkWsn3wNw24f+5Z3g7XmcHNjgJNXN7HSsbHcaYEGPbhX3oa7cQuto3cCe+/A5sAjMjwifB57XAfOtXcxvHwO7eEAtLQPveEKzt7awc7AwWLbwt3LHbgbt7Dz1hlYnRaspV1ghx/BhfUuXnp3HauLbdy3fwnUHmJw4TTWX3sD8/tWsXz3o9jquDh7cwdvXtvC4CDDsV2dUB91d7ZArTZw9L1Y7/fxxvVtj8A/sAyyPf3KvXUFrSN3gg7cjZ0h4fTN7bCg4B2LLQyvXEDvrdfRWlzA3JG7wZaO4OJmDy+9u4479i/h6K45EOt5Otil61i+s4vWXY9hm7k4c3MbN7b6cA4ADx1YALt5Cf0zL8MdDLG47zBAFi5tbuO1a5tY6bRwdGUOlrOF4cWzGF46h7brACsHsTVoh/Na7rRwW8cFu+Xpc9bqPrQXd6Nv78fZWzu44uvc9+6dB/V3MLhwGr2bG1iybNBdT2B74OL1q5voD11YRHjowAKGl99B961TIMtC6+idYMx7/1+/uok9C23cvjoPa7CBwfnTcK5e8A6fXYexOZjDG9e34DCMz2vPQbSX96HfORS+GwOX4fbVDqzeFvrnToG5jlcg+vBDuLjRw2tXNtFpWbhj9wLQcTG8fA4br5/C3O4VLN/xILq+fnLqymb4rKm/BWL7wq+h1I2yqQG6MAFSiQAiOg7guwH8CwD/9/ztBD8UFPALf5UhbOP9FiUBkvodjwQIPn83ajC8egHXnj8Fsi0cOnoHuscYTt/cxl+8eQ2371vEoaUO7mj10D/3BrYvXccuANa9H8KNnSGeOXsTO/0hrHsP4EPHVzwD8uUXYLfbWD1xL9jiUZy9tY1n37qJ2/ct4usOr8Davont117AxrnL2GdZsA/ejRvbFl44vwbHZTi41MGDCw4G50/j6tMvekJodR+c/Q/h7M1tnL66hd7hFbz34CKwdRM3X3wV25eu42hnHp3bHsS64+DFd9fhuAxHludwn72N/tnXcPXLz2HxyF6vr5W78eb1LZy5soWHju3C40eWYW3fxK2XX8Bgq4vdwwHorg/iwnoXXz13CwBw774lkNtC/+xrWD/5GuZ2r2DltgcwaO3H61c38cqFNdx1YBmPHl4BdtbRe/tNbF26jr279oGOPYxza3089dYN2EQ4vDyH98wPMTh/GjeffxnLxw6gdfg27Cy5eO3aJi7c2MHg2Cree3ABtHkD26++BABYarXh7n8QZ25u47lzt3BkdR4PH1oGDXvYfO0k1k5fwN4HNrD04IdxcXMeXz5zA1fWuziw2MED+xeAd9/Cu19+DZZNWLzjDgxv/0t449oWnnn1CvbsXcBd+5bwRHsH1772Ki499zb2P3AYt394B5vk4guvXsGlixs4f3MVf/nufRheOocrz76Gtbeu4eBWF4c+1Me5tS6eOnMD1zd7OLIyj0cOLWJw7hQuf+UkWvMdHL7tPuzsfhBvXN/CF9+8joeO7cLtu+dh9daw+dqL6N3cwKplge74AK5u9fH8+TUsz7ewOt/G/XMDDM6+hrU338bysQNYuPNR9DqrOHVtE5duddE7uguPHFrE8NI5rL18Ek5/iAMHjoGOvhfvrO3gy2duYN9SB/fvX4aFbfTOn8a1509h78NdLBy/D5vk4rl3buHKRg+4B3jsyBKwcQ0br7wMq93CytIuOAcfwRs3tvDc27dwcGUODx1cBtDH8NwprJ05j9W7jqN9zwdweZPwwvk1XN/q43237cb7jy5jeNmbF1kW9uw7jOGe+3Hq+hZeubCOI6vzePTwMsjdQff0SWycu4zd995C654ncHGT8Nw7t3DDN8zv3TuP4eV3cOslb033Hr8b3eW78cb1LXz5zA0cXJnDe/YvgfpbGJ47hZuvncVeAO0TD+Bmb4jnzq9hu+9gsW3j/uUOhlcu4PpzJzG3exmrq/sw2P8QTt/cxisX1nHXgSU8emgZVn8Tm6+f9Pbzg1to3fdBnF8nPH9+DRu9IY4sz+GePXPefn7xVbSX5rH3jgfQnWc4fWMbX337JrZPrOLE6hxoZx3rJ19D79Ym9ts2rAe+GTd2hvjauVuwLcJi28bDqx0M3jmF9dfewMKBPVi8873oWvtw8vIGzlzdwnuOrOCRQ8shsdW9vo6Dq/tAx9+LCxsunj+/hp7veaTdHQwveO/Z3O5l7LnrvdiyvPfsxXfW8N6DKzi+q91YscDyqQHVzsNgYpR2IESQEO0X+dxYTXtzkvpEF7/8Mu64/R50D78fb9zYwudeuYx9yx08fGgF1nADW6dew9Xn38AR18Xy3Y/i8mAX/vS1K7i1PcBCx8Y337aC4aVzuPilF9BZWcLB5d0YHn4Mr1xcx1feuoG7DizjieO7YPU2cfP5l7Fx7jL2P7KFXY9+FOfWWvjSm9dwa3uA46sLePjAAgbnTuHdJ19EZ2URJ+54AL3l+/H61U187pXL+MCde/Ge/UvAxnVcefYV7Fy5icP9IZbe9+04e8vBn526io2ud449sH8eg3OncOnLL6OzsoSj9zyCrfm78NLFdTz5xjXs3Lsf9+9fArt1BZefOYnerU0cn++g89h34/x6D1949QpaFmG508LX75vHzulXceXZ17BwcA+OPvRBdDtH8bVzt/DqxXU8emI3Pnh81ZOlX30d3etruOPgAdj3fhBnb3XxhVevwLYId+1bwgeWhhicfQ3vfvFF7LrzCA4cuxtbyy6+du4WTl/dxAfv3of79i0CG9dx84WXMVjfxsH5JTh3fgPeurmDPz11Fcf3LODIyhwsbOLmiy9i453LOPj4NjoPfgRXtnr43CuXAXj1Vz60dx43T57G2c+exOL+Bez6wIfhLt+NJ1+/itPPv42rh/fh3KNH8Z6163j3S6fw1JPn8fhWH/s/fA6X2+/Fyy9exvW3z2DQewjdb7wDw8vn8NYfv4YrFzZw/1Yfe3+oj1PXNvHVly5h/cYOXjmwjI/dsw/9My/j7Oc8fWfXnUfgMAsnr2zij1+5hNv3LeHYrnlYtIadV7+G7UvXsfp1A7A7PoDLm318+a0b2LvcwepcC7fZXfTPncL1F17H3ofWMXfoDqz1F/C0r58stG18w9FFDK9ewKVnTsJqt3Bi1y64D347Tl7awJdeu4L5hTY+dNseoN3HrVdex7tfOoVdx1ex/PU3sdZy8PTZm3jh7A04Dx7C1x1eAbtxEVeffhGD7R0cXdoF5yGEa39kdR77Fzu4b2EH26++hI1zl7H34Q107v8G3OraePLN6+h78fV44tBe9M+9gcvPnIQ938Ft9zwCd+99ePXSBr548jKunNiNu/cu4sHWFq4+/wZuvXkJB7e6OPDBAdYHDv70tSu4tt5D/34XH71zNwbvnMKlp14Gc1ycuO1esLsIr1/z3tmDu+bx8MEVWIM1bL76Im68ehaHXQed4w/g8uZcOK89C228d9nC4MJpXPzSC1g+dgD7Dt2G/uJd+MrZm3jj0gY+cOdefPjEKrB1E1eefQ0bF27iOICVrx/i4oaLP3/9Knp9BwsdG99x9x70z53CxS+/DLIs3HnfwxicYHj50jq+8OoVHN+7iPcfW4W1dQNrJ1/CrTfewREA7dvfi/NrbfzZqatwXIb9i228dwkYXDiNS0+9hOVjB7D3wDH0Fu/G187dwqnLG/jwvfvxoeMrcNeu4fJXTsLp9nAEgPXIx/Dm9S18/pXLmOvYePjQCt6zZGPzzTdw4YsnsXRwBYtf9w3YXLgXL5xfw1NvXIPjMjxyaAW0fhVYPQbY458FrwNEpkZAnfh3AH4SwErZDkRCWlTBf6xdwgPKIgHSIgvioSNECCurRr7LHf7SwrUnn8LnP/EUOhbhOw7vxdq9H8MvP3kWz332aRy8+z7sXergsd1X8NIvfh7vvnYdD37HWdzz4b+Ol6908Yd/8BKGO5t498MP42++9yAu/M7v44VfewHz8y185NhRDL7xIfy3L57F6Wdfw77bb8O33rMft598Bs//H5/DK6/fwEf+6kXc/54P4JnzQ/zOZ16HMxxisWPjL++y8c5nPo/f++XncPdyBx/stLB+z7fjP33hDC6cvo7b7t+Pj9yxB4vnTuHZ//AXOLnew/et7+A9j30Ef/FuB7/66VfhOi46f/1h/KX7ujj36T/B7//ay3hg3wI+ND+H7ePfiE/92Vu4eOYKXnjgCL77vv3ov/5VPP2zn8XV7QGe+O5zuPubfgi/99JFfOnPvbSJh47twof2uTj1a3+A5/7oDA7uXcC3PPAItu+7E7/++dM49+JLOHTvA/i2ew/g2GvP4qVf/AIuvnEDH+oPceDhb8ZnTl7Hp3/zaVitDnYvfj0+ugyc/8yf4Kn/+jzueHA/3nfgEM53HsR/+oPXcePiTXztsdvwsXv2ovfK03jqX30GAPDIj9yE/eDH8Kt/8RbefOYV7Dp8HB+8fQ/ubd3Ec7/wp/jSmZv40B2v46Mf/Sv40zcW8Znffgo3z76M7e4P4ptu342NP/wyfuHXXwUA/E8r87C//u/gvz/5Nr72m7+K+dUDOLjr/4K//nXr+P1f+DJeWOvi7i+ex0/8jdN4c+UQ/uxX/zu6a1dx5sjduPTNd2Pli1/Epz7xFZzdHuC7nn4X3/13fxS/8dwW/vA3/wI7Ny9jZf4H8B1378Fbv/4Z/PonT+LwfAs/dN8JXDz4l/DLnz+N1598Bi8/9j7cf2AZ9737HJ75N5/B1Ws7+Pq/eRnHPvyDeOadW/itz7yO+cUOnL98Dz6yRHj9Vz6HV588j9vv34cPvv8juLJ0AL/yx2/g+sU13P3IUXznPXux+RdP4qv/x5PYHLr4jt3LWHrkO/Cpr57H03/0LOb3HMZ9h5bxaPsCTn3qT/HlP3kbH/iGc3jkrofw0vxB/Prvv4bNy+/g7W95HH/tPfux88KTePpnP4fWQguP/o/bcO7/Dvzan72FM189iV2Hj+OJ2/fgwdWbeP6XP4s3v3oJ9zx+GI9/8LvwpbM7+O0/fgMbVy7j1cfuxV95zwFc//M/w5P/7k9hE/BN8x3s3Pkt+NRfnMVbz72OvSdO4Fvv2Y97nUt4/hc+i9OnbuDBDxzBYx/+Pjx5hvDpPzqFravvwrY+jG+6fRVXP/8FfPE//AWWWja+9ehB3Fh9HP/1ybM4+edfxa4jd+DR46t4z/ZpvPpfP4+TXz6P93/vRdz/4BN49sYcfu13TqK/tYG1734UHzt6DNe++EV84T98EQdW5/F+28L2vd+OX/nCGZx76TQO3nUCf/me/Th25Rye+4XP463z63j0g2fwdd/0A/j8qR4+/Uen0NtYx+6FJ/CNt+3Cu5/5E/z5f3kOBxbb+NY7b8PFRx7E//mnZ/DmMy/ixfc9hHv3LuH2t17BV//9n+KdtR6+8a9cxV3f+nfxlQtr+M3ffw2WbeH/z957htdxHPnev56ZMyfjIOecCAJgAJizqESJonKOtpx9vQ7rvN7k3fXe9d31rte+65ytnCMpUSRFiSLFHMAAggkEARI5x4MTpt8Pc9IAULCu7Xu9r+t5zkNOo6emp6dD1b+qq0YuL+OazFTOPvYqjdtayCr0sXLuEoay83hi61k6T5/jUHUF11Rk4G7Yx6EfvcnF3nGuBrLnXcErjQNsef0coUCQ/FQnS7NstDy/hd3PnCQnzcllVdU05xXw6LZzXGhoZHFJKrWZzpkX4z8AfdCsAX8i+/n/L+iDGhAsPBLc7KfStD1eRAKWyXdOczmj3DDFGzFRVnkvEOC9jiX+8tdH+HxhFoNVN/LQlrMcfu4xvDllLCm7h7qJJg794HVeOt3Pbce6WTZ3MTsHHWx++EUmBroYvf1uPjYvk+6tr/Prn+wnXde4MRgiNO82nnz1NC1vb+ZY5SJumptDaf953vjem+zpn+C6shauvPEBXjo6yStPbGW8tx2v437WlaVw9vFt/Oy5U2TYNT5blkd7+koe33KGxleepm3lDczJTaKy+QDP/nA3p0cD3Hmki5W3fJLH93fx1rPb8A/34nXcy9VlKZx5YhsPPXeKXIfGx2cXcWHxPJ7cfIYz21/g4pobmJ/no7BxH8/87ADnxgI8eHGE+bd+iVcbu3jt10+hOdwMjl/NXQUFHP7RNl440kltkp37Vi2nf1YlT710ko7DWzm56Grunp+HfOttnvvJXk6PBvhcWFKx/Gae2HeJt371G1TdSX7qg9zqlZz87RYefuUsq9NPcWVeBi2uep54roH+s4doWXMldbk+Chp2svk7r9MzGeaW8Qm8y+7l8QNtbH1yC8mFVXju1ljgusD2f93Crr4Jbqg6x5qr72d/W4jtv3qEcGCCjvW385GaZRz+ydu83GHGj/qbeRuRn72Cg89vxD/UQ2cDPDc/h9UTx/n5K6a79fHtFyhY9TZvL1/Gme3PAdDf3EDffXWk7N7FE0dMoGH7s6f44b+O8OjWAY69/CQAbzhv4YtrSmj8xSv8crMpc30hPwlxVZD//copDj/3FDl1V1KR5WFZ+DA7/+45WgYnWXtbG0Wr7+XVpm4efnwf7tQUwjdVsyCvn9OPb2PL5vMsndPE4pwSznhWsfm5txm6eJqe627g/rlZDO87wC8ePo4q4J7BCXLX/QXPbzvH6W3PYvemsq/mU6ywT7L/+2+yqXOUAqeNL17XxL70Mp574QidDdsZvPY2rqzIIGPXNh79/k6GQwYfmgiQsuajPLKvlS2Pv4qvsBr99jmszOtg73c2s6d9hMvnnmL52js51uVg41M78A/1cP6qK7h3bhann9rFM68141AEnynLQ5ZfxvPbmzm5+Wmaq5ZSlOZitessr/xkLw1Dfta/fYnr7v04B7o1tjz+KqNdLXRfdSufWVrAuSc288QzTYQlfL4wC8eiW/j1a2c49spL+PIrWVWeTk33IfZ/dzPbmwe56WQnC+at5I3zIV54ZDOhiVEC993ADZkZtL64jYd/20Btkp2rvW661y1i48tH6WzYzvkl13FffT6pzSdic+O2E72sufOzvN0yzpsPP0VoYpThG27nL5bkc+LX23nk9RZ8NoUv1lXir7mOxzafoWnLc6SWzmN9TRaVTbvY8782s71zlLub+6hbdBWvnhzn5d++hBEKAjdzQ0YqF57fwiMPH6M+2cHlKV7akxby5AvH6Wnaw7nlV3JHbTb2xn08/eO9dE2GuP1UD/Nu/EueeauFIy88jaLp1OZ9kiuy0jj6ix08caSLXIfGly87zAllDk9vOsWFt1+i54pbWF6cSuHhHei51Qjtj+NRqCgfTHYQfyKSw7v7wv0BSQixAeiWUh58j3qfEEIcEEIc6O3piW3I0d+7UWIE/+jP5Bnh/R48RNSVHywggJTxX5TftOBDUzfzGUAAKRQubGtiT/8EO3rH6djdSN94kMbdZxhsOc7pbc/y1ukeQhfP8tsdrWztHuP1F04jJsfY29xPZ8N2ek/v58yhFlQhOP74UTZ3jfHChSF69zUQMiRNOw/Qe3o/p7Y8Q+uQn76Dx3h0XzsNQ34OvHSGcF87W0900bZ3I+0HN7P9cDticozTL5zk5MgkL3eMcGlnIwMTIY6+8iqX9m/i6ObtDE2G8be2sKlzlJbxII2bm5ETI2w83M6Ft1+ibe9GthxpR0yO0vjiKU6PBnjhwhDtO4/RNRrg2Ksb6Ti8lcbtbzMeNBg63shLF4fZ0z/BzpfOIEJ+Dh/uoP3gZtoPbubtM72IwDjbXjrLrr4JnjvTz/jJo4xMhml87SWGWk9yetuzXBrx03vgOA/tamNr9xjnNh1DCU6w53A7PU176Dq+gzePd6JMDHHy6ePs6B3n8Z2mhbd5YJwTm54y2/XWMQJhSfe+Y7xwYYgXLgxx6pnDSAlNOw/Qd/YQ53e+yPGuEcID3Tzd2EO7P8QzTX2E2pvZfaKL3tP7CQcmOLZ9P0OTBmdebY4NgSPPNzEZkpza8RYA/qEeDhxqJ9TZSkPETfvcmGntbuwawT/UA8BIxzk6Ric5t/EoLeNmMKBNnaOIkJ/du1vpb25gYqCTw0c7UQS89fxp2v0hDg366drXyJm+cY6/tpXhi6dpfG0j5wfGGTpyhGea+tjRO87RJ46BNNhyrJPW3S9zetuzvH60A8U/wqbXzrOjd5yHdrUR6myldcjPsZefpP3gZo5t389Y0KBlSyObOkfZ0TtO2/ajIA0a9l2k7+whLu3fxO7mfkId53n9tfM0DPnZtP0CodbTHGgdpHX3y/Q3N9C0+xQAl948wssdIzzfPEDzxqMEDcnJN3bG+v5s3xgMdfPM6y3s6B3nmddbkINdvHmym+YdL9DTtIemnQcIhCXNG4+ytXuMzV1jtG0/ykRQ0vj6m/Se3s/pbc/SMmi60z6y5xJ7+id45vUWxGg/Oxu7aN39Mn1nD3HwaAdhA868dJTtPeO83DFCx9sNdIxOcurtYwy2HKd198s0XBwi2HKSV7e1sKtvgr0vniHUc4mtjeY86zq+g7f3toE0uPB6I7v6Jni+eYC2148xGjA48dpr9DTt4cSmp7g4bLrmPnmsm/0Dfl7efgExOcauhg5ad79M1/Ed7DjWiQROPn2cPf0TvHRxmL7DjbQMTnDyzbfpb26gcesWzvSPMXLyJC9cGOLQoDn/hTTYfKyTtr0bufD2S+w+0o4SnOD1jefY3jPO4wc7CLScpGs0wIlNT9F39hDHNz1Hz1iA9p3HeO5MP/sH/JzdeBwRmmTP4XZad79M+8HNpoXLCHPwOXONe+5MPyONxzndO0rj1s30Nzfw5qnud13Df98UzdL4u/7+RPbz/7/Qf2IaEN4heM90ueEd6yXu8cRlhsT9/X3Tu3gjTv3/O7c7AaR4R6BCYShocP7V4+Ya/MpLgLk3vHWqh/FTjTzT1EfAkDy6r51g62m2n+hivK8daYQ5+cZOhBHi1HNH6ZkMc3JkkqanjzIeNDj3xvOEAxN0Hd/Buf5xghfPsqN3nIAhee5MP4z0ceBgO8MXTxPyj3Jw/yXChuT1184TltDpD9G2/SgtgxM0vvI0AOd3vsiRi0P0HT7J6VEzFskTR7oQwXEa9l1kpOMcwbEhDhxsx5Cw7ZVzjIYMTo8GaN95lNN9Y5ze9izSCHNm+3Mc6xima18j58ZMXi/saAVg16FLTI70M9bTxsl9zYjAGI8f7GAiLNk/4Ge0qZFLI34u7d+EEQrQuvtlLg77aX71RKxd+zaeRQQnaNx9BmmECflHOXCkA6P3Ii9tPc9EWLK5a4yufY2c6B6h4/BWJkf6Ob7pGVoGxrm4/RB7+ic4NxbgxJPH8YclByPv2LZ3IxsPXSLU0cL2HrNPn27sQR3rY9eZXsKRDDknNj2FYXPEQACAE4+ZYnJUDgDYs+8ifSfOW8bG+dca2XHSuqZ2jQZiVv7YGJoY4cSrL8auz731CgJ45LW4jNKy/QJn+iY49MzjGKEAl/Zv4nDrIMMH9/LChSEahvzseKYJKeH1g5foOr6D5h0vsPHARcIDPbz+2nnOjQV4ZM8lhg8foKFtiL6zhwj5Rzn26kYmw5K2N5sYDRkMBQ3eeLWZsJSc3vYsAJMj/ew41WPKHp2jALRNBBk9c5atjV10NmwH4OTm5+gem+TcywdpGQ/SHwhz7IVTTIQk+95uZbSrhUv7N7HtaAfBi+d4vnmATn+IR/e1o4z2su98P/3NDYz3tXNs8xZChmTL6y30B8K0+0O0bm0gLOHkZnM89zTtYfuJLgItTTFZbVPnKIwNsPNMD6NdLQCc2vIMYQlvbTxHz2SY/kCYC6+fIBCWHHvlJUL+UfrOHuLAhQEGDjfwTFMf/YEwz2+/QKj9PNsbOhi+eJrxvnYO7GlDhPwceb6Jnskw23vGadl8iEsj/lg/tO3dyMVhP4MnTsXmxtONPYjAGG8c7yQ4NoQ0wjRueQUhJS/saCVgSHomw3TsPsFY0ODk5qeRRpi+s4do6h6l8+0jvHRxmNGQwcat5wn3tbPz0CXGetqYGOhk/96LKP4R9j9/ip7JMJu7xrj0ZgMtgxO0H9xMcGyIU1ueYTgQpvtAE+fGAoyGDJ564wIiHOTUjrcwQgFC/lF2NHQgQoEYYNXuD9F9qIl9LQNceNtc405ve5a2oQk6dh41Myz8sUj895Yb/q8BAcAK4AYhRAvwOHC5EOLhqZWklD+VUi6UUi7MSE+PFFo37hkpgsZHI/hPi+KfsNn+Lq5/icACxDduISUKchooMO2oQhQEUDQMofLQrrbYn/7r0RMc6him6/iOWNkbGw9waeOW2PXx4UmU3ha2b22KlXU2bEdBxhZLgNd+uMsMOtZ6Mlb25IE2dvxwV+x6V98E/pOHePNXD8XKDj3zKHKwmxcuDMXKfvFME2+c74ttQmM9bexqHeDcS/tjdbZ2m2fp3/rVr2Jlex99iFBXG5u7xmJlDz/RyJvNfQTHTP4jHec42z/BkZ/H23Vo0I8yOca5N56P83/uLZTxQU5GgroAHPnpdpp6x2IbKMCbZ3p54X/vjF0/uq8dMdTJiU1PWdo12XSQly4OA2ZKt0M/fIvf7mqJ1ek9vZ+RQJiXf7wn3n/Hugkb0tKnv914imDzCRKpc9NmDj71SOx6sOU4hzqGLd9ne884HaOTjPXEv//pbc/Sv3evhdeZZ3bw4q4LlrLdzf08sueSpSw80M35nfGN/eTmp9EUwaFBf6xs428b+PXO80wMdAIQ8o/y7J5Wdvzb1lid6Lea+h2DradomwjG++etXTx/JN6GwZbjdIwGLOP5x8+eQkiDS/s3xcpefWE/7Vveigle7f4Q555/ixc3n47V6W7cRVjCj395OFb20K42RoNGbJMFeHbXBSYadjEUiWA7FDSYaHibtx95PFZnqPUkY0FjWrtahyYsff/0wYv07YyPm6GgweSJvex9ND43Gl95msmwweMHO2Jlj/z0ALua++g7eyhW9tL2Zk4+tD3WX3v6JxjcvYvXH4/3w7k3nkcE/fxme/zb/uSF0zT2jFqEvS1N3Vx8Jb4edPpDhDvOcfi5x2Jl+594GEMSG88AW/9rJ88fucRIJDiPf6iHx3e0cOhHb8bq7OozU1i98Zt4fx17+UmUkW7LPDv39OvsbR2IXRuhAPsuDvKzR4/Hyp440oUyMWSZZ2899AQi5GdH73is7PCP3uCpt1qYHOk32/ncW6bS9UfMB/xBfn8yO/p/c3q/BoREuSE9I2NmXjMp7jMZDt6PrBABFN4vqDCVz9Rnian8ornaFTUm2zy0q40tTd2E/PF9ZeuTWzjy0+0W3ueefp1dv/l17Hq0qwURmuTpxvg683zzAE29Y5b7Ht15nuZnrbwCpw9b9uXzO18kYMjYeg7m+vro3lbLfc++corXEmQPADHYadkbzr3xPOGpvH55mCffarHc9+SWszz18/jn7w+EwQhb1p7Ohu2IoS7LfQ0/fZNXGq1l20738Oi+9tj1nv4JxFCXRQY7uflphve+Rac/FCt77tdHeOS1M7FraYR56sBFvv/z+D6wqXOU0YBB6+6XY2Vv//Y3dGyPyxQA43teZf+L2yxlPeMhy/VzZ/pj+eajdGb7cxx86JCl7JE9l9jz2BOWsn0XBmJW/iiFui9Z5KZwYAJdVZgIx8fl880DfHeLeaY7StvfPM+zf78xdn0oEjQycT/a++hDTDQesnzH1/9lM6/tiIMWwbEh+ifC/GprvOzkyCShsHVe7Hj8JQJT5KsTj+xhy2+fjV1LI8yu5n7LO27tHuPSyKRlfO1++Ld0vPaGhZf/2G42vxTvw4mBTtOgMR6XdX7ywmmChrVdu37za049/palLHD2KK8+NWW+hGUMLAD45eZmRgJhy5x9efNpdnw3fl9/IEzvW7vY/0RcHWrbuxEx0sv2nvhe+pMXTvP6KSvIue10Dw0/f9tSJgba2f3wb2PXwbEhkIY5b6LteuxELE5QlJ59o5mHf7wvdt3uDzF+dF/MiwTgwtsvEe44Z8oSEfr+Q8d4Yn+bhdeRjhE2/TI+Z0dDBop/2CKDHXrmUcTkiOW+N36+j2dfsn7/pw5c5Cc/P4QSsK5Xf0j6wHLDn4jY8H/taICU8q+AvwIQQlwGfFlKed+73TM2Ps6hQ4eIq/ViRrc7iAiWEowECEDB/DBm3cT6MwYdsPx9Rn6WZ8sZ+Mj4Ri4lCBE5tiAIR+7oIS5wZ9k1uk6fQI73xspUY5STgyOWegeONaEFg5Z6hw/ut9QZUlROHTtiqRPsOEOfPWypd7RzEJsaxj8cr3eo+aKlTolD5+Kp4xZe508eJdtuWOo1dAxa6gAcvtBlqZOi2+lpbrTUa25swOORlnoHj1rrqOEJDh4/aalzXkzSd8baX4H2MwwpAUu9Q42nLXXsSWkcOttqqdPug/F2a70TRw9P43XqeIOlznjHGRoGpjzv3EXcybWMtp+Llx06aKkD0D+lHwBO+7Ms9VrUMOGhFks99/AFLk7hdajHb6kjVBsNu1638KpNdtB3xvpM52grZwLj1vYfPoISGicciG86R1qt3/FYZx/S3WzhdbzhiKWOS1U4dOiQpY4SGqZpdMJSr5kQxtCFaX0/ogQZCMc3q6aj1vEcGjhPg+i28Dp8vh2Hw8noYAKvhsPT+v7SlPFMTzMnh6zz7HBbDzYlTGA0rgQ3HbW+Y5oGAy0nrbxGL3AmaH3HY939aNJlqXfweJOljk0I2k9b2zXc2sTpQNDarnMXrXNDd3H8iPUdh3UbgY6z1rnR10yrHrLOs4bjaAQIJrbr5FnrmB8dZfTiKQuvrrMnUO1GLNsAwIETU+eZl0NHjlp4tdoNgn3xcaOGJzh86NCfzIb5Z/q/TlEDwnrMbGZJQoiH3012GB8bi8gNcZpJBoju8daKU+tGvAKjdS1xhd6Dn3hnOWXmZ03hBbFn9jBJfbKDydFWy5zLLVnEcHIKPUfiinhXTjIF2lxa970eKzvYcBzFHqZr0lQ4U2wqw+et61ip1kNXXqpVXhgysNtV/AOR8+yeFI4fsa6Jl+UloYguXk/gleUbxLUglZ4Exe/g+S6YHEKGTaXLmZrL8aPWdezqinS6bT3sS+CV5+4jZ24y+/dcjJUdOtJAUlo6Q21xA8nBc+0WXqPz0kkfa7PupUMteHzCoqwdbO6w1EkunkNTyLpurpiXQZbew9GEemWii+oiJ6+3DMbKmk80WN4xpXQeHdlDVrmpZ4yiWaUcP38g3oaDh6btWS0nrbKHw5eB7YoCeh5riJUtTnFSPKeKs2/FjUcpo60kpyjsG4graw2j6jTZo+Vkg+WZqzM9dEwZXxXZo6hFTnoG44aiw4cO4fK4Ges2Qe3kwhpOBHQLr3BtDkXJg5xN4NV47DBziq39NVW+ylu8gIY+v4XX2LxMcmQezbviBpn08TbGPNA0atazK4K2KXt89tzVXEy27m1HB0NkZxt0HYjXOzZlL12W6pwmSxcuvpz+tAl6iIPhR4cluYVeBpvi9U4ft86NNdkeGhusvLJThqAuhZ7X4nJGi9NJWlExvSd3x8qmjuf6ZAeTk5esY2KwhcnFGfQ0d8bvO99FQa11/h86bH3HRTXZdE6RpQvd/eTN8tLQEOfVGLThTUll+JJpuLG5fDR0DFp4rS3wYRNdbEngNXKhidQFqfRsb4m366j1+2TVruRg4zkLL+fifDJTR7mUUK9S7aai3M3BE6cJu6xj+M/0wej/pkfA75WkEJZflBRE7PfOG+1MJGK/qdaqGD+m8ptJGDCPAEhFRQrVLEPEal1bmxmrvXJ5PgXJTpLyKmNl8+fnklxZlPBsUFxJ1NVmxcpSy+pBSsrceqys9PJSnJqC7kmJldUVpVB6VZx3pceOlltC6aIFsbKChWuRrmTWZHtiZUsvLyLP57D0QbbHTuaimtj16kwPIjWH4mVXxMoKF1+OSM5kRZorVrbwimIKkq1nglMdOgWrq2LXuQ4NabOTVbsyVjZrXh7S5iLFFo8Smresgtwk6xmhmhwvVWvi/bUm24Ph8FK0JN6uypVL0VIyLf1VsKqSuqJ4XwnVhk0RVF1WbGmXUzUFliil5XhRCmdb2uDMTGb1VQutZTaV264ssfDKdGlkz10dK8tfcBmOyrmW+9IX1rJqdqalrC7ba+nTDF0j5Mu3fOtFN16HMj5ouW/2XYvITk/oe0VldWUGBQljMN9hQyIoXLgs3jcL1yJSsi2Lhbckn3n5Pgt/l6Zy0/L82PWVC3LMd5gd5zV/fg6+qhLSdBODTLGppC+spaoqPVYnuXgOGpIV8+LtWpPtwakpaM6EcVmehppdaGmDLSuP8sVzYte6JwW7JriqPDVWtn5eNikuDXtSWqysrjAZV0mZhZeWVUj58njby1ddhUNTWJwS78O6ywopTXfjSInPx0WzM8mcXxq7ztA1nEXFlNSVx8pSSuchNQfr52XHyq6en0Wu12GmS4w+M91N8pz43HCpCiIpnfJVV8XKZl12GQLJnKT4HC25ehZz8n2oujlOhGpjRWU6ecvi71jpsYOqUbJwfqwsr34Nht2DS41/7bTaUspT3Za+yU1ysPTy+Dy7vDgZqTspWLg2Vla2sBZUGyWuhHm2upLF5fF+nzUv748KAiiK+EC/90NCiGQhxNNCiCYhxEkhxDIhRKoQYosQ4kzk35T35vRneieSUv6VlDJfSlkM3AW8/l4GBEg8phf5Z5oHSnzfNiIZ5hP/FrfOW/lMFSUsXgZyJl7Rm95dBpnqXUDUUwEZu/XQoJ/tTVY38Katr7DrxZOWsrMvNViUAAARDsRAAICBYJhzA+OWOm/uu8j5V45ayvxnG2MgAEBgdIBA2OpZ8calYbYfareUHd2+m6cTQAAAOdAZU5ABJvrbMaY4abzW1MvbB63eb/t3NvFiAggAgBG2gABALF1slPY+38jWk1aPgK0nuy0gAIActPbpYMsxevcetpQ9//ZFdr9uBZd2NHRYlFqAiZBheceB5gZ6j1jbefGVnZx52+olcLJ3urVTD1nb6R/q4UyCJx3AvoEJCwgAcKZnzAICAAhp9TgA0Mb6rO/TPcrrL75hKTt2tItNCYohwGRYxkAAgMHWE4yetFpxn9newuG9Vq+ErtHgtP6a6jlz5o3NhNrOWMtePEHzrq2WsmOXhmMgAMCkITk/5Z07j+6gdesRS9nIsQZObLNa8ceC1kG4u3+C0JRx2brvdc5ttM6NyfNNNL62yVIWnOLh8GbnKMMJlniAY2/s48nXrH3T+fYRCwgAwGi/5fLQoJ/d56yK8LbGLva9bB0TRu/F6fPfsLZhU0MnZ/ut83///ovTvvVIY2MMBAAIjg8RbDtrqbO9bYjth63z/2DbIM8lgAAAYnLUct11fOe0spe3nOfYa1ZvmTeOdPBak3lU+I9FH1RueD+OjkKIWUKIIwm/YSHEF4QQ3xRCXEooX/+Her//28ECAZBSvgG88bvdldDDM+2pCd6ccSHgnSpG/vxuXy1yqyW/7/uIURDjH6lqRISAKJd53/ois883IoSCrbiK4RQH//7F9bQOXU6qw0ZxsgNt0sYXv+vGGB1CS88h7M3gwwvdLC7+H4QMSa7XjlRUbv3xFwl1XUBodrTy+YzrCv/yjXvpHA3g0VVqM92k3/lhvrJyBeGRAWw5xRhZ5XwtzcbJhfmEgfJUJ+EkO8t+/DcsvHgWxeVFZJfi0N188+8+Re9EkAy3zqw0F2raer7yy3zkxBhaXinB1EL+6tYsmtaYCm9Vuptwso1VP/0GS9vOonh8iNxy7BFeA/4g6W47aS6NpPV38+WqKuSkHzU9l7Ddw7ceXEjrUC0As9PdGG7Bx3/5FULdZt51tXQemtvG9779OQbGA/gcNmZnuEh68EG+dMVpMy9w0SzC7nT+8e5Mzq6rQFMEs9PdYAxwy39+kmBnK1pqFkrJHK7Q0vB8/WP0jQQoSnPh1BSyP/JxPjd3O4GhUVy5WagTg3z/r++goXOEvpFJanOT6HO4+drT/8TEkd2E/JO4Ssr4em0e9y74Eoc7hgmGDbI9Orl//2987VMnCXe1gaKgjHbwyBeW0Tq4kNFgiGSHjYBX42sv/yeMDyJ0B6HkAq6ROov+84toisDnUEn291Dwb59k2eQEWmY+obQSzg0G+NxnbyMsJZWpbmpSNWTrUT77jWsQmoa9uIJA5QpWtw6T8z/uB2BFcSrV6Q6462o+Vn0CxabiW7CI8bDkLzbM5sDcHFy6Sm12EuFknS/++DMEO1tRnS5sNctY5PXyL//4GbrHJ/HpGkkOhay//Tpf7WrBGBtGyy0hJCX/+enltA3Wo2uC0mQnWtjLR39RRHigGy0zHyOzlAcDDlaUfoqQlJSluFFCk1R/4UHKz59A0R3YimYxriv8r7/9MB0jk3hsKvOyvQip86Xvf4RgbzdaSipKcS1/XZ5B8+LPMOgPke6y4bapLPjOV5lzvhEAW0EFky6N//yb++geN/M7V6Y6EXIJX/mlG2N4ADU5HZlTyV9v0Lm4uoSQISlLdeJUwlz2n3/BykvNYHdiq6jD5XbzL1+5g/bRSZLsGnMy3XhL1/OlwiIz7VZeMaKghq9VJNMw55P4Q2GKk10Yqs7cf/giVeePI4SCll/GhEfje//zM/SMTeK2aczOcKHmrOUrv0zDGB1CTckk7Mvhm7fn03ZVJSEpqUh1ImSYa3/wBa7qumDm3y2dx3LdR/Y3P0LPaICcJAclyQ7Ssm7nizWVMDmBll9BQKh85ZoqTizIQxOCklQnhkvlMz/5LKHOCwiHE9usRVT6HHz3f36WrtFJvA6NqjQXaZ/+C75yUzPG+Ai2vFJCzhT+5/2ptN4wG0NCRaoTqQpu/+mXzVSEDhdK6VzW2zKo/p+fpW8iYGb5+CPSB80a8D5PLnwPeFVKeZsQQgdcwDeAbVLKbwshvg58HfjaB2rEn+n3QzFLviCq5McCDE+hd9vjDWTMIPB+KGo0iCr4cuoh0nc6dSBE7Ihj9LlR6u2erjBGzwdH6Wz7KORb60xVBAA6pyjE/a3NXGwdtpSNtk+3wAVn6KP+S9Z6ieBBlIzxkWllM1H/BauiMdhybFodIae/T3h00HLdNDrJYK9VeejtHsMKs4P0T+/T/rPT3zvR4w+gr31wWp2ZPql/0NqGU3vbmcxKs5QdaRtiKimj09twaWK6Qj+tnf7pdQzdPa1M9F+cVjb1u00MTI/pMj5FcQYYm2GcDEz5bj2jk9PqzLTOBoesfdE4PAmp1jpdw36mIqy9Y9P5952ygh3DFzoJTVj3oMnwu8v1UWrusCqtEz0D0+rMxGlwyveY6G+fVmfg3ABTE6LIyYlp9Xr6rHO2p3PEAogAGMPT28UM83/q9xhoOTGtznhnP2A15IUG+6bV6++y9s25nlHSptRRgjN8/7B17RoPG4QmrLwGus1r8UeMEfDBswa89z1SylPA/Eh9FbgEPAc8CHxXSvmd3/nBvyP9PwEE/O403Uo/Y60Ea711830fPGZwEZzKc8YK0dunHCWQU2pFPRReGc3glc5K7DaVm/JyWDZ6iaJdm9B2nsRbkEL65avpLFnJ46F6WsfGmJeWzK2al4yWvVS+/ArhYIjMBbOQlz/Ao+NF7O7yYFMFd+enssAzybwjT5B3vBl3dhqpG25nnz+VTe15dPSmsMSWzjVpdkrb38a99XVkWJK5ZilDnnW81pPMG6fz8SXZucbpYW3qAIv3P8bwhU58JTl4r7mLM8EkfnMhi74hP2v0ZK7wSGa37yZ1m3kOOeuy5Qy4r2RLfzpvNIdI8Tm42m3yWnrkSUYvdpNcXoA9+y4Oj7t4pK2Q8Ykg9Woa9xYKKk69TMqB4yAUstdfy7BjAQ/15HC8zYHbpfNgYQo1/j7Ktj1E/6lLeHJTSbrlThrIZ9ukg4tD46wNZLIKneLTG7FvNxHWrLXLGJm/gV2OeewM5VEYcrMqnEq10UnyyZeZHBjFV1MJxTeyJ5DOdudaUtN0lhWlMNffTfbGX+Ht6CV9Thn6wgd489IYj+0KAYtYUZ3JA7NcdHz/n2h/8wIFXp35X7qV/uSr+YtHGrhw5CjujAI+fWcdV7cf5cxf/TM7TnSzMMtDwWfXcbj8ev75N2fpPXOAtPI6/ubDuSwOHePEZ77Drr5xSlw6N//9zRwsW8+PXjlF6+EdeHMv8ek7F3CT1kzzb56g5UAHrYtzKb7nFo7X38PP3jjHROskC/ou8qml+awdPkj7q9uweZywdAEjtet41baAlt4xKgwPV0nJMrWdOd1vIBSB0zefvmA9r1DDOaWIYq+b612ZpPefoeb1F6kYGSetpgSl+D4eP6+x85QP8HFnWg4rFIX0bT8jsKsJPclO+q3ruVi4gpf7cjl81kH5eBIb3DaqJ8+gb3ya8Z5hMuvKYP0DNHiqeTbsgwlYFkxjneFn3pEnKDjZgu7zkHn9zXQnlfG0MZ/zxhgVmpfbHFlkNW5B3XuQwPAY6XPL0a+8j2cHUtl6qQJNFdyck8ea0V4KtjyM90w7ntxU0m+5mwt6Hr9ozaajN4niHC8fybdTcH479h278feNkH1ZHWLJBjarVbwy5ENTFW4uSGOF3ovn+Ctk7TuJ7nOTft11tGXM5Q3dyYnwMAvVFFZrKeS17ELb+johf5DsVQuZTLuJrSOpvNpZSbrXwVojnRWjnZS+9hhpLZ0kFWaSevO9nJNp/Px8FgNDPqoKknkgTyf/5EvY3z7E5MgE2etWwIL1PBMs4fV2F06Hxp3ZPhaHL+Lcu4nehmaSK3JJWXMlZz2zeGxM0jXkZ1lKGjcbUNF7EN/27SiaSkr9XEZr1/GMv4IT41nk2Jzcbc8lb/ACJZueIKO9j+SyHJJvuJ9tQ162XshheCyNa5OyWJtuo+DoU9h2N4CU5F57JaHatTw2nMeeNp0kj5378pKZ5z+H/uYr9B5vJfue6zFmr3mXVfz3Sx84feB78RXCB6wGPgwgpQwAASHEjcBlkWq/wQS8/wwE/B7ogxgQovuxIhMNAO/uGDlTLIFEfr8LGPBeFM1Q8G6U+Lzf53gOTzkHLY0wf6Dp8juRnOomMHOlD8R7xv6bYTwYwfdWDs0o6lbS1en8XZnJluvzY0EcKVkWpftc5zDFU+6TvdMV9TynRuvE9OcmUmaSnal3Gt6p8AcEL56ZVjaV3GlZ08ompprLgXBgepuEopCI10wa0/tUex8+ytoMn2ymfp5qjYcZhskMc23qPAAzavxUUt+PDjJDWej9jOeZKMFTMMZ/Srveb7gzMYMOM/W9xQwvLWboZzljf1nrBWcYI8wA3r0fmqldf3BSPhgQ8AHoCuCclPLC+wERfl/0JwcEzKi8m8C+9dqsPe2MvslDmcmL/51JTAcV3jegwHTYQBHCdP0zDH7wyD76z5kuZm0tl7NkxRD/9e3NkZqt3NI+yL57qnn6Z2bwuX3Amu9/iYGnnuexl82F2/7iKT699n5++O+/jD1jdHQ9i9an8/1vxV2VPpfu45ejizm2yQz2cvxVqPzWZ+j89kNsOWu6Hc177SxVT1zJz3/6Yixo2aVlV7B6QTc//t4bEU5NfLm8gm3BWt547BkATu9Mo+6bD9D0jV+yu99ELuu3nKXk0bX85AdPExw3Ud1LK65k9bwOfvidqLvPMb42dzGPHNHZ8/RzABwFbvvJV3nyr5+KuS/e3DaA5+/reOzH8QAqNvVW/mXWMD/9QTTI23m+WFXM9y7W0LTVTPl3ND2fOX93J/u++XgscN7aQ53o//tKvv2dR2Jo4/k7b+Ubo5v5USxoyx6+sv1KfvTKqZir3YvFc9j0P6r42Y8jQY9eOMVfOnROeS6PuYQ1vgZL/+Mv2fTsSdNS0jvGtr/4OV/dspSm118FTAT4299p4oq702KuV29cGubCP77AwL+spveUGTCw7/QBXj5eTHnnNnb1mVaE8+MB+k+c5V927rfUG5mcxzOf/4+YNejAa8187RM+vvzNX8TO+g92zuPzyef4t0/9INaH94yM88RYDc/94tFY2VU//SqN/+sHMffLNdk7yfzVz/nxf/wqVif77z7FmtO7+PlPo+5rDXzt5ct4+IkjDLaaSHJ36xqWf24pP0wIRnjLxIvsu6eah39oBuE7Adg/cS/enY/w6PMRl8mt5/nKdR/m3547Tstuc5zszS7hmm9cZhnPn3Q7OLniIzFeu4DZ3/oM7u89w2unIyj18018dfkGfvyr1xntNF1T286s5LK7fAnjppnPFWZzqOQGtj1qRgZuBNZUfIaL/+vxmPti1duXuOGZq/nOf22Kofhd7VewtL6b733zpVi7HpAGTy/IjM3ZtwDP332K/B88wcbD5vfO2HSWm1+7kR8+uj82/4/OX8OK9cTHF+f4YmUxOxwreOsJc54dB66v+SJH/uFJDkTG84r9HSx7bj3f+/eHMCIo+/DweuamH4r3/WvNfCwY5lc5jticPQzc+LOvcfTffsOrJ8y5Pufpo8x5+kp+8f3fxN7H+5kH+Kg8xi9/GQ0cdI4v19by87eSaDtgzpdzh8pY9Dc3s+kfnuN8JG7A1af6KP/JWn72n7+O8QobN/M3Q5tifX/D2LNU/McfDwiYmuL1dyEhxCeATyQU/VRK+dPI/0uAHuBXQoh5wEHMXPdZUsqoj3InMF2S/jP9P0HR9IAxkCAiV0ihJIAB7xBLIELvBSq8E1kBBWGRL5j2vzh5phzZA/O41UAwLmQXePRpdeQMSkWK21rPnVlEeocTEjwF7D43YLXQqTO0zJOWTH+CwVzMkO9bSTjmFas3w0u6s4osVtPEo3nvRorDavXO0DXcU/prpv4TjunWclfG9BSnQrVZ3P6dvuneTU7b9PGQUlmAuTyYpArIrZ5D866EIxeTM3g4DE63sufOy4IpLtdTqcDnnAYEDAantyvQa3U9z3VMVw+yipKnlY0HprfV5nVNK/Nml1iOb0wNfgigzTAAbEnWfi2fYTznJDsZnlLmtk9vvzvTBd3x8etImf7N1BnaNdMYz0txcDrBim73eWBKXAd1BsVZV619b3P5ptVxZ7vBGm8TYZ8+VtNTrGUur50Slx7bg9/pvpnIM+V7e3PKp9VxpPmY+o6ae/p88aY4SfQlSfVMT/Mnlelrwkxl03inmnNRqn889VURH0x2iCjz1wshvptQnCg3TKW7gMcSrv9CCPEAcAD4kpRyBveO/3P604wRENmELWkE40f6Y3+zUEKgvnc6u2dJJ/gO39xqHUgQCmaO8YMSySQZ/SlEcxKbKQWjSgCY546MAWsU0JaGLvY1W11v+saDXNoXP/82E7La3nQBZcp5m54jZ+iYcqaoZywQAwEAGob8BELSErm848QRxs5ZzzCNtzRz4lJ86Z0c7mPYH4qBAGCeYRoNhGMgAEB74zFGzlhd/UKdrXS0WZfxsCEtZxiPHOqchlheOD9AuN96hmn0UhetR+IuaOO9FxkJhCzR899sG6JlcMLictRyrp/O/VZXPzE5TuvheACfwZZj0wS985sOMDZl037rfP90d8lO6zsHx4emwdPnxwN0DFndvy52jNB/ynpGMjQ2EQMBouTU1GkuodKTZgn4N9DcQM9b1oiyA+cG2DvlDKaKYPO+eNmbnaMMT1rd2Q63DTLUbL1P9l2KgQAA7UfeTDgEY9KZw10cu2h19Wu6NETbTmuUWSnUGAgAMNp5HhGw9k3P0QtcmOJmebZ3jLebrWulCIzFQAAwz6JNdZfrP9HMmSnubL3j1jOMTaOTIMMWofTikQNMtFl37M5D7TScsc6zU50jHGiMl/UEQiCxzP/2I29OE/ZGzrZyot06Nwb9oRgIAMRAIiPB1a696QIDTS2W+/oaL3Hm1HRhcltCu44N+5kMWcfuoXN9BLqt8yzQcZFLDfGxNNp+jsmQtAggO8/0x6KhR6mtuZ+ehnh/HTvew/uL2fL7IRFB9n/XH0JYItFHfombuQbUAz+SUtYBY5jHAGIk5fsOUPNn+j1TFKxPjO9jOboXIYssYblfmbb2J/KyUhxISIxPNJ2XNZaRta3WRihCTONlE4IVlfHYKmDGmblsSZ6lrPSaWZa4QwBSna5MlaRalbeaedkUra2wlLnKrHFUAGxTTLSFThtza6wW58rVl1vitAAoyda2w3QgYJ7Pwaw5OZay8qV1rM6cAiIo2jSLqZpuvW/VsjxWzLJmkLhsdsY0IVj4rO1SdRfZC639d3lxMuWrLreUFZenUei0KjJJ6nRLqK1ureW6yqvz8XWzLGWaplA1RXkyphx1ACi54xorL4+dqsutZdUZ05XyS8NWZW7O+uuYHLTuf7d84Qqm0gNLCqeVhWYwQ/uKrX0/z+egpM7ah5lu3RLrCEBMyQiaPXcVWp51zJVfO4uU0nmWsppsqxs9QO6U/nOkZJG/0jqek2eXWeLtANinKO92RWCbgpsl5VVSus4aG8peWEb+gsum3ZtI1V47KVPGSOXKlVyWZ21/zuJZKDZr+6V7eniZpSVWh/v68jRL7B4ANSOPtEprzCozXlmc1mR7KEyygl219fmWuEMA3tlVTCVtSpymNF1jUY0V756T72PDQuuYkLqVtyMlC2m3jof187KnfZ8l1ZlUe+1I2/Rx/Yei6NGA3/lnfv6X3kVuSHyGDtwARNOf/Agowzw20AH8+x/q/f6kPAJcbjf19fUx43787L8R85GxZBGYlrpPiaX0iQqoihBWXhFKtPInPifRGyCKqifeOpXXVG8BISXCCJltkxLhim86rrRcFtQVkkE83cyKsmwOVdYiXPHUOzVz56OUZnKyO45GL6hfYOGVVr2UBdXpZBBfTOYXZZOVVEdfW1zhnVdXj93htqTGWbiw3sIrtWYt9eVHLbwWzS6h2l7HkS3xdtUvqOc41sVrarvS566jrvgtC6/6iiJy/BW0HmuIt2FBPS8m1nG5qK+3titz9hwWzOm08FpaN4ukoXImxuOK0px59exL5JXsQFbNsfDKmz+fmrFX2JlQr27xEuwZDQSNlni7qoqn9EMebxVXWXgtWbyQA1P6YeGayxH/3mApm+W0WXgBuObWsdUVD16TVlHDqvRqdmyPAz+zXC5cebWxNIAAScVV03gtrCyytEsoKkvne9j423ik29m+JNIra+g4HVfga+bNZ4nba0kht3LJImt/VdSyzD6LTQ83xsrqZ5WiZ7TFUkM6U7KZV1dnadfK/HTaquey0/VmrKx87nzm5afR1Bsfg3ULF017xwXz51h4LazMZXheHcIVt8aX187D4/FagJ8Fc2ssbdccHhZO4bWgopBj9fW8+Hg80NLc+XU4HG7aE+ZGfZ31eb7yehbX9vIU8VRCi2fnklZezdl9catPSfVc5iR5Lel/6urqLO2ye1NZMK/W2q7KAmoL6tm7Kc5/fl0dRxPqpOrqtLmRXLmYhZn9vEI8sM+i2XmkZdXQ3hT/1gsW1DPf6bakS5o338orraKGxVlDZBAfl4uqS0k57qK/OT6m59fVsy2hXfM8DubXTeFVXsNCdw47d5r2gtVJHurr6mZ0x/1D0AeOEfDeVS4CF6WUUYTuaUwgoEsIkSOl7BBC5ADTD9n+mf6glCg3JAJTqiIQRnj6scGInAAzywUz8klI+yejqf4idaMiwLRnCQUD6/l/MYVftD3RZ0fLM7CbBo20Usv8GuofJa3Nb1lDCifCjAz0W+otmD932n6RUjLbUmdEyyN/JGCpNy/VbqkDUDNnvqXOxAQMOvIt9caMLMY7g9Z9vyx/Gq958+stddqHJKNKjqXeuJFN16Bh5TW3BuGwKkr1s0otddLaJgmkllh4OXMrSZsqs9TMstQxgCK/tU8vtQcYnUyy1LvQ5aFqQrHKB17/tHf0LbjGUudsv8H/vqySbyTUO7FjL5u+cR3/8I14qr6d/3MreXd/i/aDm2Nl9fd8loxPxz31+kZB8RVbnrmuItkiS+U6NL69echS5zdfvYsf5P6LpV3L/+o/EK9+2dL2j1+9aJqMt6XfO+0dk461TfuOI4EMa98XzKJ1BOueXlNpqdPf0U5dyTLreB4PM9h5yVIvq6Jm2nj2TpHLJifD5A9PWOrNcqgMj1nHdGn1PCsvAxZM2V9HBvopCYWt8nVOEiMj45Z6dfXW8dwzAtnlVnlkUsvhYrd1bpQJBWnzImxxj4WFNbOmvaO70DpWu+x55AxIS726/HQGOw9Y5/8UOWNkCAqnzH+/u5DO4Sm88lKnfev5uSnWdgVgMsU6BkOpJSS3TVq/dVXZtO+zYE61pY5+0c9IjctaL6WYnhFYUFtJKLWYPwp90KMBv5sXwbXAISllF0D0X5ON+BkkKIa/Z/qT9Aiw9G3M9d/812rVVyy/mTZxC0VyBUfzBVt4Rask8uS9z+Qk8hFG2ApOCMGC2++NXc6/7ir0ivncXGEi59kOjXkfXcPahKjxrrRc0l061fcuj5XdWORDQVK0/PpY2Q1XliPtHopdcfQxZ8VcbllbhjPFjFReuvpGajI93LQ+jrjetSAHn12l7ua7AVB1J1ddU4unqjpWRxXgKK/mmposVN1EEWvW306mW+fBhMj4968oIMOtMWfDHYCpgF23rpKk6jiq6FQFWlYh96yK31ew5DqcNoWbSuMb++I7a0myq2TVxqPsb1hSgC2/LPaOPpuCq3Yhy6+It3X2uttIdmh8+vY4envdF9aQl+Qge56JzKeV1/OZqytJry2I1bmpNIV+xUtOdV2sbNGd9xE4a40UW/HFL3CqbdBSdl+tdaH80NoidgZykFIijRAyNMlX//YTtF7oZIwQo4QYIcQd91XjC/Qg/UNI/yDSP0ipc5SxRSsYJshIpG7H8Bif/+wNyJAfGQ4gjTAPv3Kab3zdamnof/4hKtbebClLvvsvLNkShCr42u3WTAW9EyFu/2rc2rE+20OxT6dw2QbzHkVlUXEKySvXkh1xJytz66gpGay857Z4f92yHkUIbquOW2HmPricyyozSC42g0AmF9eyfk4O1XcvjtW5Pj8JqajMv+7qWNmsq27FcPhYlOAKV3DVUqozPGgO0zqkaDo1mV6u/HB9vA0pDgxHEvNuuitedtstiNQcKhNcDDNWLGRRQXJsPLvScqlIdXPLLXFLzceuLUPqLkufLrxqAc6aRVyZGXePK79lOdfU52H3mvM4rbyeBQXJLPvoklid26oz0BTBojvjAc8X3Hw9tvyymEumKiBpXh1rKzMQEdAxubiWTLfOR9bFsxLcfcsspKLFvg/A6lXFpC1bTH2yI/Z9Cq5ayrXL49aCgiXXYVMEN9wan4/3ryjAoyux7wNwfV0ueuV8MuxmG1J1Fb18Lkuvjb/PvJvuwqMr3Ls0bo288u5aVEFsngFcvbSQwnXLY2Ow7qNL/mggAPzhsgZIKTuBNiFEdMBcgXnC5EXgQ5GyDwEv/CHe68/0u1HMzXMGSz8wbe+PZSRK2O8VIaa5i07lFXuMlLFnzfi8yM/CL1ovQbZJpOvzk1hdbrUI1q1fy9wHl1rKSjcsoWb97dZ2Khor0uIWwPpkB7PSrS6+1y8rpHTDEkuZXj6XzOoVsevU0nnYNYVEI+q9S/O4dUmB5b41l5Wy/s5qSxm+TDxZxbHLzOoV02ISfHxDBVcttvK6cnUJd95otS6jaBb5x+HLQCZZvRLmPriUNRXWvXl5cSprEyzmxS4bhtvquVC4bAM5axZZyq5fkc816+dYyvLK0vjSp6yW1+D5E9z2l5+2lD15tIN7FluPN1z6j2+y6sEHLWUX7vkni9zSPRliz7evQoaDZM5ewtoH7uRMzwgf/czimBxx74Nz+NLVWcjAKDI4zsKbNtB99iSf/7sruWlJDvUpOp8//gwXdsWXoeprbyPnqX+0PPtDa4v4p11dlrKP/vXnCb/2c0vZX9xTw9C4NR7AvJvuIqnI2ocfWVfKvDqrRbg0xcXdCfsrANJA0eL7cv2NN6DmWl3USzcsof7We2LXiqZTneGJ7XUAS1OdFE/JTjV73W0UrbN+R+/cepZeZfUucNmU2F4HpvwzNS5B9bW3UbRhtaVML61h8XXWMtuUAf3JGytJd1m9ca69rJQ71lm9HtKX1lOw5DpLmeH0WeT5FWlOFuYnW+qsn5dD9b0rLGVqRj6L7rjTUiYVqw341ntqKEu19tdty4ss+zmAXlmHLyFLlierGFuhdS7eWORjw1zr+F5YlMLCj1nXJWl34/DFZcNZV906LYjlivvrWL3OKp9umJPDA6sLkTMEvPxDkSI+YNaA3+0xd5NwLCBiOIjSzZCQq/L3TH9SHgGJG+GMAXUSPANiRQkb69Rb3vXMxxQ0PvH/UZ7vCgIkKPwzBhuK8LpxWSEj/bcAcF19HmGvxoK/WIvnyX1kzc/Bu3gVFR43czbcQX/XKKW1WXh0BW/dIh688gATA37Kr6tFGCGuv7qCHel3YrNrXFGZgbQNcMOtVZzdcp60shRsxbNZk5nG/ruu5+KFQa5ZXkSqQ8OzfhE3H+vBCISZfcdCHDaFO9eWEg7fiS/NxfqaLDRbOR/fUEHHwU7yl+Wi5ZZS5XCz9O47Gege5YbVJbhtCum3L+PmC0PIsGTWHYsRNoXbLy9DKHeSluXhupostIkSHlhdSHtTHyWLc1F86SzUfCx/4EOMDU+yan4uNgG19y1EffIQQlHIXVUHmsKGG+vYU5iFy2tnWVEKhkty6wPzuLT/Etnzs1CyS1ivpdJ+z/0M901w09pSPLpC3q2r+WQgjCPFQdYNN+OyKcxbXk5KdhpXLCtkVWEytmRPTChY9o3rODk4icNtLry5C9bx2Wtn0f/SU7FPWJ/soD9/MecOxY/0FCy5Dv9z/0EAgzCSMBJlaQlNjSdgIn7E47U9J7iuohKnvoO+gGlx7usfIUc3EAJk2CzLccPQ0CBBjJjTnGPVfA4cPwOBuCufS3TRneJmmCAqAhXBr/7uZf5q+xf4yPbnIkMyTJNM54Z7avnuz0yX9IHmQa4sSaZo+fVcePslfIWzOds3TvVt93DrI/s42zFGbl0W+sAFPnnnXJ7O9qJoCmkuHdLm8sCnFnPx7RYy52QidTcPrsggbHyEseFJ7ooIcPM/uRrXM/txpTtJXrGaslQny69bzpnGCmrnZlGb6SW5vp4HVjcw3jtB9d0LkRJuXFxA98Wb0Gwq164qRuouLv/IIkpeO0VSvhe9fC7ZXp0ld95G+7l+souTyU9ykHPFCj7V2sfghWGKLitH2uzcurqE4ORtCCG4a0Ux0hHk+vvmcmHHBVJKk9GLqyhJcbL83rvovjhMcXkq6S6NtPVLeLB7nPHecSpuXYZUddatKSEcvhG708aN83MR6S6Wfmo5aS8eJbnIh3POUuY5fCy4+Xounumjtj6XQp+TzLUr+dDeZvwDfmofWI6qCG5aVsjo4G04PTq3LS3EcAW4495aLu6+REZNOrbCSqpcbpbddx8DXWNUVaXj0RXSb1nKAxMhAmNBSm8wQcGrLi9ju+1GnB6dK2ZloHtruOqjiyh9pYnitSXYZy9gqZpK3c13MzY8yWXLCk0A8dol3HmsG82hMeuOxUibwqrrV9B0vAJvqpM5WV5wFnDvfXNo39dOzoJsRHo+N8xPofeu+xkdmuDW1SXYVcHsu5dyL3uQhiR/3QpCquDyq2vY40vCk+xgWUkqenA+N394Pi3bz5Ox0qpo/KHpAwfgeX+3fRZ4JOLi14wZ9VcBnhRCfBS4ANzxwRrwZ/o/JSF4x8B+MynnU735poIAFiXfAvC/C7AllJicIoWIHRd8R+NE7OFWGcJnU5j/sWX0pLqYd9NdNDz/ON6cMm5elE/62FJurtjPi2f7uXNRLs6aRdyQVcK5XRn4h3pM8FFRWfnhhTR8bxfpusqVH67HcNkoWXkDLW9vJL1yEQvzk3F45rM01cme/gmuz09CyShk7bW5vDLcw1h3GyuuW4pNgU/cNpufPn2SDLvG7LuXYmR6qb72NhpfeZqSlTdwTU0WhbblVD7RyOnRAHctyMGwe1l605XsfnYzkyMDrL12HgJT+f/lxjMUOG1U3r6CZSWplK6+keYdL1Cy8gbWVqZTduMyCl4+S9tEkPtXFCAVjfVXlvPLY6koms7Cm67FcHi5d2keLx/sYLbXTtryZZSluMhbtJ7Ohu0ULb2a4hQH+gMLOPvDPbRNBLn53jlIu4cFt9/LwafMGC+LlxagV6Zya1UazzT14dEUchYVc++CfJ5IyY55rbm9OmVf/iqzH7k/5k3X8eZ+fvrPn6LhyM2ciezDv33uBJ/espWv//On+fa/mp5x3/7XN9m4cSnXPPAhdv36F9ReexOf+9l2vvLZf+ELHz1J744tdB49y8GvPciuv76GkZxaDneM8szu42jLPszadZ8ky60j7QqVgV52ffsm5HAf4f6DnG9UUMuqSf72nTT2GHz06UaqVy/jivm5XFaezezxUxz64SH8hPn4dRUUr5jNhbv/kX+9+Sux8bbu0x/nf1d0sXnDb2NlNxb5qPjRQ/R+O576MHfBOr5zXz3iv34dK6v06Mz51PVUOePu7xlVS8n26GReWY/n6SZGQwZ3zs8CobD0nrs5snELiqZz3cJ8DI+de5fm8cqhThalOHDWLuTW0mI6W9bR07SHxbfdTKrTHMOn/2sPqoDLP7GUUbdO/a33cOiZR0ktncf1a0qwJ08wz+egYcjP2gwXtoIKrvNk83pGAWM9bZSuvhGnpnDP3TU8+tgJJsKS+R9ehAgHWHbfA+x78inSyuu5dkUx9hIX1+cnsat7jCtnpSGTs7ltoZcj2xfhH+qh5opVKEg+vqGCl7aeJ0lTqLxzNV02ERvPaeX1XF6ZQdn1i6jf2cahQT/3LM5FL63hisuT+c1+FWmEWXzX/Ujdxc33zuG7PztEgdPGivvrCPrsMdkts3oFVekePAuXszbjRfb0T3DDnEwMp487V6Zx6u1aQhOjzLlqNSgqH7u2jE3bL5Dt0CjasAbhslG6+kZa3n6F7HlrWZTno/zWhcw72UfDkJ9P3TILmZzDomtXsPUnZorSRTdcgeFJ5+MbKvjZy2codtmY86HFdGV4yJ63ls6G7eTUXUlZiouM1cup/8EuTo5McuP8bKRmZ9kdN7D/xW0YoYAp49k9PHhlCU+9cYHZXp2cK1awIS+Hw5fdROv+7cxdv4HaLC95ty9B2t5f7IPfBwkhPpjs8D5vEUK4gauATyYU/6sQYj7mccKWKX/7vdKfFBAQJcuRgHehmRT2xCMBkODKH0Pdp7gJznDsYCrPWLvegdfMbTO9CupyfXSsMK10szO9GE47vmVrmON1o2flQHYpuYqda5cX0THkZ2FxCk5NoGUXU3nLEoJjE6aF3Qhz1awMcpIdOHWV0hQnUo5RcOUCXDmpuLNT0TLyyEuyc8fCAlrL0qjP8+HUBM6qucx5oA8ZNkiurycoYEGuj4nVJaR77FSkuZEynYpblpGzpAdfWR5hdxoeVeX6BXl0DvpZUJCMKsBdt5S6T4whDYOkBUuYUAQL85MJry4hx+egJMWJsGdSeesiclq7SakswLC7yXTYuHt5MQPjAaqzvCAN0pfUU2Mzh6hWWIkMT3JDbTalGW48do2CJAdSOMlft4LUmnZchQWE3WnMwsVty4sYGg+ypjQNj65gK62h8s4wakomRtFc6If6ohRKMzzcPCeHDEbo9QfILUvBm+vBs2Qtx7tGGB30IxSV9Lxk6nK8tGyJu1U7VcGrZ/vpOr4DjCCEg6jBLk77yvEroVjshtNvnmDeFWNUX70+FlTQCBswexU3PXCENx47RLZDw1uYRVKynUU3Xkf7hUF8aW7mZnkRI242LM6j52w/efXZqPOvJPhWD670fMZ7L5I9dxVfvbyMc9/5OZMRuEAB6j++iEd27UP6B0GxgWqjZ8TPnNlFgAkEbG4fYd3wBTILfFzUnYQmRmnsGmH9ohpKriiDbedQdRU6zrKuYiWBkMHFSH7ecXcW+bfcgK/sIPYUr+nhkpMEq0roHQ9QnekhLKU5npO9qE4Xan4laXYbN8zP5UxOEnNyk0h3aWj55cy+azmBkTGSFy4iKCVzs5O4enUJdk1hZVkaUtHIXr0IV2YyjjQfIiUbj03ljqWFNBWlUJrpxqMr6KU1lN/Sx0T3AJ6KclB1FhfYmFhTiqoI5mV7MWwT5F25FE9hFq7MFPCm49VV7l5aSNvABKXpblw2BXv5XCpvGSc4NoGzug4pBJdFrEouXaU604PhlKSvWIo92WO2Kz2PQtXBDQvzacrzsaAohSS7il42h+p7V5lztm4RkwLqcn30ryrG57IxJ9OLofspvHYlqVVtuHLSMFwp+Owqdy4ronPIz6xMDw5V4KqZz6zbg4T9AeyVdYSAK2dloKsKXodGRZobw5ZGzuXL8eSl4ykrQSZnU6Q6uGGFOTeWFJseN3r5XKrv7kKxaXjn1uNXBTfNz+NYhgefy0a2x46heSnasIb0uRdx5eVguFKozvBwy/JC+kcDLC5IxqYK9Ln1zAZk2MBWUkMYuKYmC5/TRppHN600Rh55V68kqTgHvbSGP14SoD+s84GU8giwcIY/TT9s+2f6v0q/q0w3Q8gh89/3Gabbkg1ghkGYKI/Eb3pnA8JNKwtIrath3KaypDabwMRteJIdlKW40HwlVN5Qw127mim5uholJYsaWxLVV16FfzzA6jmmR2DWompuXtKCI8VB5sIqhjSFBYvycCXdQlqOl9wkO6qWy+Lryik91Ufe0kKk3c3KCp2W1UuYGK1j7exMhBDkr67lrrZh7D47nqpqMtw6y+rzEOJ2Zs9Kp9DnwFZYyeVXl7Dw4gil19QgbQ7Wzs5k6PI1TE4EWVmRgSIEhZfXcs+AH1e6E3tJFXleB/ULcrHZb6W6OoO8JAd6cRXrLitkpGOU4quqQQgWFqWw58p1CEVweU0WUnNQdt1cbvXZ8eZ4sOWX4bWr1C7MIy3nBirLUvHYVHx1FVy54iLjveNkL6lGKhoLZmXQuWg9mk1lbkEy0ueh4oZaFnXtJTfJjj3Zw6x0J3XXr+PU28cQikooZNCbXsPtX72cvf+1g/0Dfi68cY6c137MDz9zP/f19NF1fAetu1/m+u8n8fw3fsiGx5fxTOsAc5PtbP7hY/yvv/g8J771If7h4SP0nD7C545X85V761mWV8DQxsO8vuU8tdvPUHP/Cmou+xA/3n2BprN9GIakrjqLG2qymTV5kfannqD7WCdCCMo21OG6bCEvtPj5zQuNjHScJaOsmoW5SWS1vMXGL/+IPX3jLE5zwuULeKl0HS8/shk5OUzZmhvpOnuKp+8o58mKNeyIpF+8rTqD1T//Or9tGqHnvBmKMK28ns99aCFLMzXO9Y1Qm2SnPxBm/Z3V6PPX4jyvkj1vLf6hHiqXVOG1K9hz8riuNoPAWJDiKyqRisbKqkwmRtagaAoV6W6krlN23Vxu9OiklqehpmYz2+Nl/tIiOgpTuXJONg5NIWlxNbeuuoSiKmQsmUtIEyypyWJs+FbSc73U5fvQ7Nksu6KI0mM9FK7Ix3B4KU52Mmv1KkYH/dTUZqIqkLtyLhsujhCaCJE2twyk5Or5uYyP3khSipM5uUnIJEn1nfPIamwnq74YaXNRluKietUcJieCXDU/F6RB4eW1bAgb2H129PK5aIqgZl42dudtpGZ7KPQ5cBSXseSqEkqOdVNy1Wxwp7C4OJl9624m6A+zvDoTqerkLKvlrkMduNKdZC6sYlBTqF+Uhyf5dlKzPGS6dRQtn/pbqyk81UP+8nKkaqMq3U3NmoUEJ8NcMTcHKRSKr5nPdaqCM8WBrWg2DlWhfkEunuSbyS/wkeHS8VZVsvzq08xuHqRg7VwM3c3qWQqtV5jGy7WzM5GajcLLa7mteZDkoiRS587C71CZvbgUX2YqucXJeOwKtvwylq8vo/biCAWrKpCqxro52YyNrCIcNpif7wNFpXT9fG4HkvK92AoqKPY5WbIoH1/adVxRl4tXV3CXVyBV/X1lj/t9UIIT+O923/tsnpRyDKwZFqWU9//uT/xg9CcHBPwuGy+8Nwhg5f3OG+97gQC/C8mEUZXl0akvTCYspYnoqjaU9HwclX5UXxqG7saJwtw8H6UZbgp9TnRVYNjdOEtKcQT8qBl5GEChz3TtsakKLpsCIRW9sIJMux3Fm4zh8OLUFIqTnXh0lbwkB6piuuanzK8FI4yWW0JYCNJdOlWZHjy6hlNTkMKNo7IWPasPNS0H6fBiCwtKUlykuXTSXTaEECgZhSTNNV15tOxiwAwKU53lJdVpw2VTkHY3nspZODNS0DLykDbznYqTnWS6dfK8DhAKWl4ZKaEgGKYCH5KSQp8TRQgcmoJHV5CGhq2gEk9yJmpKBmHdRVJIozLNTTgV8pLs6EYAxZ2ErbASLSOPcUcK48FhnLpKqkcnx6ujDl/E3zdEOGiYiq8njdPnR+lraUIaYcaGJ1GF4NyJHsJIghi81jfCDf0X8GVkxaLhdjYepeWOu7n3w4vY+WQD58cCBCdCyDP7+ct1q/iJ28bo0CQFGW66gho5N9/NdbnphCb8uIpLQYT45MoS2ueZOekzXRqEkym/cy3loSC2ktn0CC+FqeMMLq/H61zC1dVZ5AU6ODUaINehMWnAhjvm4Lnxo+x9tAmMkPkLTXD0aAOe0QlGCWFDwTAEysQQY8N+woEJxnraOHFpiMCyAlSHnXDAwD88SajnEqklKvnJTobGg4wGQgz6w3gKZ+OeGDNTukhJqlOlOsND91iAZIcNQ4KSXYIDEJqOYffiUBXKUlx4dI1CnwOnJsCZhLOsAmcogJZdSFgIMt06C4tSsKnCHBOAllNMkqKiOFxI3YlDE1SkufHoGukuG3ZNgDsFvbASLW0YLSOPsFDIcmvMzzOj86Y6baAGseWXk2x3ori8SN0V45Xm0sny6OiqQE3LxllWgSPgR8vIIwjkeR0sLExGUxXSXDakpqNlFeA1wijuJAzdg0tRqEz3kGTXKPA5sWsCw+nDUTYbe8CPllVAIDL/5+X7sKuK6TJoA1thJUnuJBRvcmxulKa4yHTr5Hjt5pzNyMNdOQKhAEqy6V5X6HOysCgFu6aQ5FAxFCdaXhleTTfnme7GKRSqMj1MhgxzvZAGamo2SdVVCEVBy8xDFVCc7EQV4LSp5vexObAVVOL1JJtgms1BskOjMt3DuC9MltuOKgRaZh6eyjEwwoikdFRFUOhzECxKwWUz1yUp3dgKKknSHRiu5Gnr6x+S3o+b/0z0x2ndn+kPTe85zN7D68/iuT+TQWIGeSFKU1MDRrMUTJdD3kHASOBdfe8q9Mo6nJpgdUU6XoeGz2Wj0OdEGlnkXL6cpOJs3OUVGE4fVQ43t64qZtQfYmlRHACsuqsfzWnHXjkfhybYMCeHqpwkspIcJOkqBikUX7eczIW9uIuLMOxu5mTZuXlpIaP+EHMyveY6UbeIakBz2tGLq/DoCmsrM8j02inP8JDh0lGyiim/ZQX+viE8VdVIVWdBng+WFRIIGczJ8iAEJNUtpMqmYXM70fLKSXGqXFubQ1Gam6psL+kuG1pOKZW3r2BycARvTS0Ihap0NzesKEJVBHW5plKRtnwZnrwMbCkpGN5MnJrChnm5tBelUJ7hwaEJ9NIayq4fIjA8jrOyFikEK8vT6BgqIGxIcpIchJOTybnqMpZ3DxAYM13h00db+av1s3k4w82xxm6GByb42YFLfOmL32FdxfcJfPYhnjjSxZt3/4DP/0cX//D5/8GnPvEWMujnxKbnucfo4ZuP/oglH/4EW872s3PjGa469XfM/8m/Mz7YT3B8iN6Tu/n2L8d58euXIcPP0zUZouv8AC3//hq3Ll3Hpb5xmneZmWGGuuZRlummdKyFrc+fjMW2+cSaMUKONH797JuxIMOGUUWZOszer/+Yt3rHADg9EmDZ4uv5q799jtF2M46UjRGe+ptrefGumzkwMk6SHfomDS5/4X/zrfMp/PPXv4U0wnhzyvj0J67is1U2xh77V3pP9VGR5aZwRT7ln/0f9KRUMHqylcLZ+djsRdy7vIgUzQBXEiVXV6EopvIuNTt1+T7ChozsHU6kppG2dDGuzBT0FFOOLXU7ubkuj+6KSepyfeiqwF61kOp7/QhFQa9aiF1VWF2ehktXKUxzUZnuxggnU7phCZl1PSRXFGLYvWSrdtYvKaBvNMC8Ah82ReCsrqPylhAh/yR6aS2GNFgWmTepbp3SVBeGSyHnylWkz23Hll2A1J3keu3ctbiAoCGpSDNd130LlzArzYfqdCFyyrApguvm5nAmy0thmotkh4otv4ySaxeRMbeH1IV1GE4fs9I9XL2siMmQwbKSVFBUnNX1VN81hM3tRC+twWVT2DA3l7M5SWQk2XHZFAwtlfxrV5NR14mjsBhpc1Dgs3PXsiL8oTBV6R4QCkmLllOVkYLidENmEboquLY2h5o8H4UpLnx2BVue2a7cwRG8dYuQuot5ObaY8bIu14fUzTlbc18AZ5oPvbQWt03hlgX5nCtIpiTDbeoQvixKNizD3zeEq7gYFI1FecnoqxUmAmHTeKHa8C1dSXWaDy3JB2l5ZOg619RkUVeUTE2mlyS7iq2wktD7SLX6+yIhPpjs8MdMAfh/Qn9yQMC70rtswmA9CvCObn3vwu/dxtz7+d4zBSPy6CoVkcipyQ4NqagYrhTUXNOlWWo6HkVhdoabQEialkVVQWoObPllyHAYxZuKAfjsimlxF+DQBFI4sBVUoPrSEE43ht2LTYEMtw2vXcWjm+0JezKwV85HGgYyKRNDSpw2QXGyC10TphJjS0LLn4WWPYlhdxPW3ah+SY7XTqrThs9uQ0pJOCkTW0UdQhqEPelIKXHZFAp9Tpw2xQQxHF700hqMsUKUpFRCdg+aEOQm2QmEJB67GUSJ9AJ0uxNCAaTHPHOW6lSxa04UYZ7lIqgh0vPRUk1wwtBdOAPBGGCS7dZQRkzXPTUlE8OTzqA/TN94gFF/CKeumovUYBe9Jzs5fW6A0okQNYExjl8SDF80g60173gJ+0ey2dQ3RCAh8HfeiZf5wVeu468fyaPjxCF0dxK/3tfKZ+79Mrfc0MLwrtfw9wwy0tjILOC7Vy1iSE3i/KCfpt5xzgofmYvvIctjAyWMOtTOrJF+ZgUnEcKJHMsg7MlgaP4NdI8HGZ4MYfRPsKYsjVtrs0gL9iPbjzJy6BipVbncuKQC74Jl9ObM57FTfYwP+3Gl5+POLOJjt9SypG8fO7+3hQnCTGBmO2jqHqP5rS1IKRFC0Nw6hAB6jl9iX/sIs0Ymqe1uR1MFYSnpGwvQNjhBcbKTnOQ8tKwujPERRMiPR/rJdtuxawKbIgiEJeGkHJRIlGpp9+BEkOu1k+qy4bEp2DUFw+5BL65ChoJInxlx1qubwp1NFfjsKhBGTctF6A6E3Ymh2dFVQX6SnRSHzRxfisBwJKHlliInx8GVDELBZ1coj8wzj01BqjpqVjG6NxmhOwjZnGhKvF1OTcGmmMq7rbASQgEMpw+EQqoTqjM9KELgsakgNERyFjabHuFlx60olCQ7SXVqJDtsOFSBobuxFVRAOIjhSUcRgiRdpSLVfEePriBVG2pmEaovDWlzEtZd6IqgwOcgZEicmoIqBIY71WyXEcZwpYA0SHNpVGd4UBXMdikOSMtDdych7W4MuwenoVCW6iIYlqQ4NTNgmSsFvbjKjLrtTUNVBDleHa9dRVUETpvZLpFZiC05A6k7kZodl6FQlOwgbEi8dsU80pKUgS0SRFg6vAgpyXTr2BQFmyoioKILJT0P3ZtMyOH7o4EA8MGDBf7OJuQ/0/9TFFW6p5aZ/3nn44SW+lO9AN5BbphJXnin4TO1Xe8HBJASXHMXI5My0VRBWYoLmyJw2dQIOO7GVjwbrzcFNSOPsM2JT6gsyPMRDEsKIinzRFoe3nkLQDOND5oimJXuIcVpw6Nr5r4v3OiVdWj5w6gpmYRVnQyXzvycJCZDBtleHUUItJxSvETAXk86DlVQmebCq6uku3RTQXH6cFQtQPePmaCqopLr1SDSrky3jpDStNyrKkJ3YDh9uGwK1Rlmu7LcOm6bQtiVgrO63gRoswoICIU0l8bC/GTUyDqOENgKK1G8yShON2GHFw1BRZoJqmZ5dFQBWmYB3upajPER1LRswuEgFaluVs/KYGg8iE0R9AYUsqqXU3j1JboPnsLfN0zg7ZdYe9WH8a0q5a/7Jzh3tJ0f/ryFo23z+Y8bP0dh7auw/QKX/EG+9+Unufln2fzrN+7kK3/9X/j7RnjrkVZeKfw4+Qk51rec7adq2xMkZc5jsMUsG2huoNV/JSnlqXDcjDV6biyAvHQajyt+Fnusu5Xe0fnIUMAS4Fb3uun2h+k9E8+A5Et3Ezr+Fm92xo8XFrg03ro0HgMBABweHU/zLn60OV72ub9Zz9d29vKbp7ZgBCdAsZFcWMXXF6dx+M472LnrIk5VYcHSXMo+8SHaC5az/Ww/F/rGKC/wMbfAx5riVNTBi4RDAVIqC9DT0tAr6xjHBMSrc5JigLYUCnphJcLuRDhcSM2BT1epzfQy5HOQ7bGbMSoyCnDNXYxQVGRSJjYFylJd2DWVVKdGil1FBl2mQStvBC0jD8PmwC0U6vOTGQ+GyYnwUrNLcNcGkZMTqOm5GEBBkgOjMAWbIkhz2pA2Bb1iPlpWIYo3maCq4xEK87KTCMvI/gpoeeUoLi/C6SbsSkEVUJHqJt2lm3KLpoA3DUfVPPS8QWyFlYR1FxluG0uKUwhLKElxIoWCklmIb/580HS0zAJ0VcTmhsum4FAFUvWYczarD8WXRlgoJOkq9TlJ+EMGGW4bUgjU3HLUqPzjSkFTBFXpbnK8dtJdpjwlkjNxVNZin/Sj5ZQSVG3k+1RWlKWhCshPciCVELb8MlIXBRBONyI1J9auTLeOz6FFjJde7JV12MZHTKMdkJekoypmu5IdGlKCmluO0+VF2J2EHT5cqjn/87wOsj26mdXBm/ZHjS0Uyx7035T+tIGA9xgI7+S+H/v/FBDAck7wA4AAMwYWnKG9iTydmkJGJHiIy6aYgoHNjrS7zYAeQjE3PodGWEocqkCRYVBt4E1HSIlhd4MQpkIVeZQqQGp2wp4MhMOLVDQMRxJCCuyqQBUqmiLMAHZOH9EEeNLhJSxBVwQeu6l0qEJg2ByEvRmIUABpcxBCQQiDJLtGWJemJRaQdi9hrxk92XAkEZZmwBSP3VSsFEDqbsJJ2Qh3KmGbE8PmhBA4VAWbItEVQSBsoLnTEKqOMEJmEBEhcGoCVSioisCumH0aVdAMu4eJoIEiBE4beHUV3T+AOtZHaKDbzCucDP6w5OLgBMcvDZE2ZOeqsnSyVZVLR7o4NOjn0KCfhW9sZGX5A2wJ+SE0iTSC3PrQMf7r5e9y6Av/yK7zg4SlpPHnm6i4pZeHPnE/b16cxd6Wflo6Rvj7jU2UZnm55fKPUTbZyvDOzZz86fNI43lyl5Qw/+5P80JLkFcPtzPYM0ZuUTL3Li5kYWiY1ocfp+90P0kFSZTefzPDpdn8aPcFTp7qRXdq3LaymKVpktDbT3Ls8bcJjAXJX1FMzm130+Up5pHjnRze00jYMKiqyuDqW2qZn+XBcexVmn69kU5/iDRdY9ncDGZ/8jZ+fWqMie5zgECqOs37DuDoTOGXm82Uke3+EFcOj9E/EWZPcz8nzvYRCIUpT3Mj0z1gGMiJMYyhPhTvEJ6kHCZCkrCUTIYMAg43No+CCAeQioYzkkfXZSimRUYVSM0eC9Jk2M1IuU6bKdypQpigD2EMuxuhaKCqpiVeEXh1FbtqAg82VSBtdnNM2N1IzRGbG0mR6WnXFFBtGE4fwmZHKhpSd6FGwCV7pE1CmGMVTyQaeCQ4jTuSG1pVzPGIoSB1FwIwVA0UDacmTNdHzfQs0BTTqm64UsAIIW0mYOfUBClOM0uxXRPmPHX6ELrLbJdqQ408Mywl9kjfSd0NXkAa5vyJrh8Q8ZgRSDSk7sZQNKTNiVRt2DDBx+jaA2DYnKg+M7CWoXsQUuK2mQHAFCHQFWHOL4cPoTmQmtlnuhoBVQBHJFqY1N0QOQoabZfbpqAIDUEEoESP8eKPeM4P/nQQ+j/T75+mKt1TLfRTaUb54d1AgIT9/ncxVL1jvKMpfBODFSqZRYSdpvUyya5SlupCFSZoL6UDmZSBZneZsoGq4VIVCpIchKXEY1MAieHwouWWglAIO32oAlKcKg7NBNF1xTQmiPQ8tGA6hm6uIS6bQq7XTtgAd2QNCbtS0HJKkYpGWHejRdplU5yx9VTqTpT0fFTDXMelouGxSXK9dgwZWVelgeH0xdul2dEVEWtXIi81q9iUDRxeEApODQp8DhRB/B2dPhRVjxhVHNgMyHDruGwqXt0Ufw1XiukJOdSH0GyIyVGy3OlUprnpsE/iDxtcGPJjS8knfdGVeDr76DpwmpO/3UJRRxcLb/0YK2dlcHjTdka7WniuaQ/nmm/nxe//G6Wr7mLv4AT941D03d+S+63vWj7zo6+c5nuL8iEhTe2FrceovfFKWvfF67UO+lm6sAqeb4oPkcAk1blJNJbOY6C5gZTiGjK8dtRQCvXJDg4N+qny2LHn5hE2JJ7Mwlga3YUV6fjbdlraUr40j5+csAYIvKo2m+bf/MJSZsvO5deP7WawxUzTXLTkKl764lya//ELMZkBYMPCEjpnreOvNzVxpmUQu1PjxsUFXFmWTpEyhNFyDGN0ED0tDVtJDUZ6McOTpvyW7rLFvFEBpDMJNSMPYbMTUm04NUGqU8Wtm15mQggMhw81u8Qcjw5vbAyWJJvjxmlTkIYNLbsYGZwEZxJStaFL02ttMmTgtasIIZCRuSGDpuELwKMr5CeZEe3tmojL13Y3hqqDULCrgnSXhiS+v4ZdKSg2u+nKrrsRhiDDbSPZqeFQTRnIsLnQMguQKZlIbzpSs+MMKxQnuzCkaQAEUz7X8ssRioLh8KJG5oauOUyPvIgsJZMyURxepGYDoeDSFNJdGmEZ36sNVwrC5ojJB4qEFKeG124axzRFIO1u07NXGoRdKUih4LZBWYor1icoqjln88sRupOwIwlVmAZHl03FETFeSN1lGu2CE6Zchimj49EJGhKnZsZKCbvTUGwOM7Cq7kLHNAR5dAWPTUETYNhcM8Z1+UPRB48R8Kchb/xpAwFTaBri/y4o/DtS4mb+LiDAu7rzvUfgocSqDs0MF6QIM3+pMEKmx4Cqmw+RBjYME+mXMpLyKIBUNQy76eIjI8qMKjE3SQmGBMNmB6cPEXaComHYHBAwIpFMJaoQhCUYuhshFFN5tzmREbcsXRGoikBVIGRIFD2iWKk2whJUxVRkwjKqOAnCig3V4UVKaT4vaKApAl2avADCqh1cKQgjhFR1QihIaaApIKQZiTloQNiRhBIBAqRqM624EuzCVPpEeBKkgbQ5kJqDoGpnYtIgaEgUATYFFP8I4Z6LBFtPozjd6O4kbBl5NPeMcaaxh+P+IBVZHr5UW8Ge/gkkkgCSvZv3kvHAFRTOX0zrvtcBOL7lDb7pvZrP//wn1HefoOvll7j09nkO/3A73hcOsOK2JVy28lZ+dlTn+ef30HDpNDurV/CN++pZUF5F/y/fZnf/BEpDF3+39jJ091z6eg26m45x6dgk86o+wU35Po7v62ZP7zi1XQFWPhgilJbNkcZGQhNhJvxwpDvInZMH2POLN3n1/CASyRc/fjln9AL+7jeHuLB3G7onhao1K/jLy0pxvP4bWr5zmM4z/fjSnCy5qpT8m6+nK28hvzjZw/MvRTOeSdLL5/O9zyzj4EtPMkoIOwo2FBxpPh49fIlXNx1jpP0sqraGyTk5iIkhgpfOER7qQ4aCaFnFKEgMKfGHJGEF9KBBku6MBcrSZQhVtxE0JGo0robNEc8gbHMghAlGKZFN3qEJCBlImzmWpaKBalqQHJpAVeKgFapujmkjhNTMDdqmEAOrVGFGzZUOLzJsN9ulmkEho/MnOlajAWkkIHVz89EUgTvSLl0VYIBUbRBR3k0+5oapqxKbEhFepYJhc5qggma2XVcFrkjyFj2ar97uQYYD5nuqOsKICB4yAigktEVII6ZMJ/aX2S5hzg1FA01HKhqajFjlpcSmRJQL3YURyZYiNR2kEQELTV42VSBRTF4RoMPsUwk2BSmxtCsWEC2BlxAKCtF6aoyXVK05lf/Q9OejAX+md6P38gaYVp6QTjh6/4x6vfwdZcLoHJqBDCkxHEnm2oC5NghhAnc2RSClhrS5MMDcrxUNW2SvNjBBUQib4GtEiZaaHUUI7KqCwEBVhBnBX6gmOKjqSM0eW0udmoIRWb8ACy803QTqVQUwTDlCgFR10xhhhGK8NNXAKSPrn2rKJdLmNNcjoSA1PeZJJDDQ1UiGAlXHcHjjRgJIWJcjYK8MmnKUbj4bRUVEZBV0FU3FlH/sblRXMkowgAwFEYExUr3Z5Psc+EMGl0b8NHaPEgxLlubU4M7PYfL14+x8s5Wzey+xom+YdQ9+m38b6UeGJiE8yZltL3PiirvZOzgR+24vH+jgy27rIOhq3E/G/TXwVDwguH/Qz+KiFDYl1NM1ga2oisuLkzl8cYS6NBeerDxyjWQWXjaflpISSkvTmFuaT45mY+V1s5l1upeU8lRSyqoY9HqoXL6Axu0TeLNLmZeXhH3ES6HTRuuEedQhe+EshsesEVvqsr2cPdxpKVPL5jPY8pvYdV9bM93d3Wz92U76CWBHwY1K5uVr+OzWs7z06+cxQkEq11xOZbqHilQ7HNyM/7T5zvaCEkjLI+zNYnQkiCEldk3B59BwqAIRDprW8AgQRcS7zKEpKMLcXxWBKUOEPeZEU+NjUGDgiCi2qJppTNDsGHaPKTcLczzrqmkkUyJGNMPujox7R2x8RpV7mxLJIqI7zT1b0UwPlIgHXbQOSKTuxFBMw4VUdRQpsasiBraZMovNfJ7uNEF7RUNTwGM391ddic8z4fCaz47IP9E2AabCHVHsEYr5f2Ea4UxjgnWvlqoW0zdEyDQ0Gqow+90Im3PW7o7ILOac1RXTa1dBxA2ANifCmYShmcebhTD7UkSMibG1xO5BUSL6TUKfaoa5lkTlLENRYnKZmiD/6FEd6Y8sNwjx/rIHTb/vD9CYPwD9twAC3q9rqUVZfx/xAN6XR8H7bNc7VVVFFAyIbIRGNFuBiAkDwgiha3akjJwnNDCVBM0OigKqjlRUCBuxWyWm8m7T7KDakEIhZMiY+7eqEEvVYyBQVZs5CRUVI2xGrrcppnIfXWakoiEii4sSsfSHVVOp0FQRSyEUVYZi1osEXgBhKVE0O0ibaUGIvLKqCDCk2X4pCYQlNs2BgmnJCUeC76kCFBlGhIOx7yhVG4GwZDJsMBEyYiAHRghjZIDhlg6MQIhURcWXv4DuYT/txw8w1tPGr1SFpfnL6QgGmSCMgeQ3z5/kM0te4ocfvY1vFfpo2nca/1A3+3c08rXuca6uz+Hmj34ZRfsuB585ylsNnRw9tYmr7+ngmju+yEt2NygaA22n6FVWY1t7P6HJX5OGzg05SZTKYRbVzubVk0Fs3kxSc7zUzy4hKyuFZRtmUbDnEqnlqeRU1RLOzmLOqlpaz/bjS3dx3coyyga6GSpIZ//5cWZ7dZr/Yxsbv3UznWdOgaoTGBtmQ30ensMv8eS/buaiP4hdEdx5TSU593yI10dT+O2Tx+ht7WRyuI/02cvIK0vnr9ZVkrnvMV75t82x4wMaCk1b9vGbYL4ZGBEYHfTjs2uo3SfpO9ZIaMxPmm5umCEJEyHJWCCMw6bgMiIRsqWBCAfMc+mqYVpqzI9tbvARxTaqHNoiA0qNbpaRsTc1DZdqmsFjyppUNISmIw3FVFojPGwRgEwR5pgXqi32d6lE3NKEOW9jY1mNp/qJPjtilEcRJl8p4s+JRpVRMDc2EXm2Ep3PqoaUhllfGqiKgi4Txn/Cc+JHiEzQTiJjczb2jgnzLdpfijAFglh7VC1WJwqQGZjAnJSAYirmRNsV4RV9lqVfp/S7IQSI+FoS6y9pTGtX7FvJOK8/pnsf/J8cDfj9tuPP9P8GJXoFvG8Q4H0EAwZTYX+neEQzZiWa9uDpRonYtd1tCsmYQrsa2dN1VUDYNA5EFZQoeGm3AIAKwuZARoEMW1zZURUTtFOViFeR3Y007KbMEeHl1Mw1RFMiMkkUyI0I+YoweSkRgMJc22zmsSJpQFQRUERs6dSiilM0fVxkXVWjSoWIgL2KQGIzPb4ivKQQ2BTTqhgDjsPSlH3AVBykgU1RTU+HyJrrD0ncDh8iOIkaGMMYGYRgAF0oFPiKCIScNHaNsPV8P3ZNoas+n1sXr0N9fBsnRyY5OQJb//E1vpTi5V+/fD1/+fXvATDe28aOBCt/7Lsd3my5DgfG0eauotr7PI2RTAP5K8soyE8hu+5KOo/tpHTlBh46MsHH7prP2RHQQhrHugJ8yN/JqqW38PjePZzdvZPxwDp6V/jICTWx49Xz7OqbYH3bOLP+aRaN47m0Ne9ncjKEQ6rU1Mxh9F/+lv4JydoUDyPhMN7cXMpGk2iItM2Zmku+U7I/aB3nF4Q1BaM7NQdHy4FY+8cJ84l/2sC3e/P51be+g4h863DI4LKiJHj1R5x6YguqTSV9binuRYVMppVxaSTIpeFJgmGJz6Hh1RU8uoqYGDL7TrWZ+5RiepdFFdqYYquaYyL6fyUiW9sUc8zaFGGOYd1tesLqTqSioiqGVdGE2H4oNRMwi84NE0wz99ewIVEiQFuUzLkRN9qZ49kRkdE1U+5AWsACJTrmpTtucFBUbEoYh5oAkkWAMRl9R81uGlZMAcgq29g9CDXeLkWGcdoUwoaMyeGm/qCZFn0EipAxg55NASHD5jpCZP2xOZBRIwMRg4MSb5dh95jHC22OSN8rKOGIsQciHhFODKHEFsQor5Ah43KGzWnyAQzVhopEh8iaokA4GDPw/LHIFFU+CBDwpyE4/EkBAdFcvr8rvWeWgfd5DGDGIwAzbOjvFqgQrMEKNUWgYk4UTQBGeBo/jDBKBBWNHk83Ee4ommczlXzMaPEGpsITNiRCUVAU1XS5MaIggESRIjZBDSkRqs10nZRxxV3BHMjRegjTDRhpoAoVXY1McERss1ewdp4aecdY3wlheisoqnmWS4KURmzxiaGHEAMuIm8cu9/0BghBOIAIh2KW0bBUmQhKukZNVNumCJJ0NzLgp+vAWbqO9ZC29yx1lXV4HQ7GetqQ0qB5++PsW+Xi0z/4CC9/7Tc0jU4yaUh+9TdPs6z6Tf7107fSedm1PHa4ndde2sWJ1zZy4jV4+bJ1/OwjX2N259c4uukc3f4wBx4/xie+XUvqrEFGBwdIKa4lJzeXOXmp5H79Ki7uPIWvMBlb8WyqM1zcf1U5b5/ppTTDYwZLcQmKrlmGr6wVd04aSkYhDk3hxro8GrO85CQ7WFOcgs1bSfn1dXwm14O3MIOCT32eyZ40mi5s4PT2V6lcew3JhRVU5Q7R738EDYUCp0b2Rz7LvxwY4uVf/TAyGFXqrt/A362rJLP3OGe//XV+s7ONgaA5DlekuVjw6cvYv+Bu+v/5MWTID6odocDiPC8tf/NjTr9wEneWG29hFja7l57xEM0DExhSku6y4bOrCCOMCIwjQpOxzQIiyDsCodkj4y+epUMQFSYTxlVE+Y2ixdFgWyrxDQ5FRco4aCWF6TIfG8fRMR95JpibJwmKtohY9kyAIq6gRzdMIlaIaH5wosBDlKSBpqgxV32FiEkwAgBElWktYXMRRBQTRQUpYv1gKvbmgmFiZRIl2i4pzf4UCkKaSre5tcqIGVKJ/zDnqCbN2RSd+0pMeY+bLVUhQCEGZGAQA2BidSKCjiHj/YUS3baJgZkqAtQEXuHoN5o5p/ofktQPsJn/mf570/sFAN716F9C3B9gxnSA7zfb0XuRErEGygQvG1Ux14gYAKhoSI2YoK9EFGVDRgB5IeJeTEKJCd42BRSZkP866p2YAE7a4inWYyCfVDQTWIjwElFeEflBESBRQIsCjqoJuCaCqtGHRt4txldYQU4RKY/xUm2RpUugKQlA6FTZzAij2+zoqiRkGISlZCJkMKKqJLlTUfzDGD2XMIb6oKsNb+UkJWmVOHWVpmNddJ08xNvbSkj9u+uoWzuX8LNNjBPGT5iDz79N0leut3ynR147w1/VZPDqiZ5Y2cCho8xaew2ntpuAQOHiy5GuVObNz8Z2qIeWsSAnn2jks9+vJa10gL4LZ+k6d5q7brkPpbSINZ9ZSeaTh0jKT8KWVUBekp1bryrn9az7qSxIZk6mF41SVn54IbVnu8haWEbYk0GOamfWshoySooor0yjOjsJ5Y7FjLa9TsOQnwcerKfw3r9k75e2gSMZjBAVq1YRtDmpmZPJuT1mZoCrylM53DFsec81y4toeej71jHq8fHa4RaYHI58Kyc1VemMfO/L/PKfXqNtIsiNRT7S55YSzp/Dka4xzvSN4w8Z5CU5cOsqKQ4VbaIfxT9iynmq6SEnVT0mZUbHVnSsoMbjfqiR8ZAomyaCXlLVzXFD3BMwBipEvOgwDIhYzU1+IrZ3mjwS9mFAGGF0VbUa7VSbCbgpGkYEILBFeNhUEQPgo8qt1Oyx8axH5lpMTogaAMFsF3EZW0pTmQ5LGTPsRcFKYYSwqTqqGl+zpKJFwD0R0w00JWp4wRQSFA1pi/wbmWeqItAh5i2IYcTbFTE6ROUtPTapI/pbxLsiavBUwkH0CGgTsfPF5EEgpo8oiXJNpB/+mKQI8YFkhz8RHOBPCwj4Xek9PQDgHUGAd8ow8I7BBRMUmJn4vBNZ0hiGg/H71QQL45T2ysRJIMzAeoYRf45CwuIYaYMkqtQnWCmIWyujfRUFJ0TEOioiyoeqCIsFXlFAEQpaBNmM9osIx4PUKKoSAwGiVn8lceFOsISKiCAQfYvo/AlHrLhRQCC2sEuJCAUQoUlTodF0dJuXoGFwadhP33iA7tFJUsszScrIo7epn+fO9MOZfm4++3lO3PJNZGAUQpOA5K//9r9Yccct/MMrj3Dd4U0c/f7zbDnbz6aGTjZ96gfctPwFvvzFT2JsWM4Lv7wACM68tZ3Czy9n1odu4Pi2HxOUcM3yQtLDg/zl3fN5uToTVTGj309IlfQrrsSdk4bmcqClZeOzqyzM9eGz2/A5NDLcOlIHvbKOtLRshDsJw+mLBV5Jd9nwOWwkO1Rwp+CrX4CnKA81I49QWjGZEwGW1eeRnnsHNy3I447qTEI/2c1ct4t2f5C7r6tisnAeL3/+S+ZCaoQoXbaW720o4/RX/pJHD7QzaUgU4LK8JOo/dy1DC2/lp4fbefabvyQ0EQksJMYZ6eqm5b4b+dmLZwAo6B6n3u2gT09jb8sgDReHyE52YFc9pjI/PoA6MQChYMSdTjGD4RmScOT7qopAoMSE2ejCG5tziUqmomKotpiXSCJJoURAprjSGs37rSbMi7ARnwtGbPzHBU5DSlMpj8xBI5LvO/GRJhAh4hZu4hZ6EbEIiuimGv1bZK0Q0gAZf9/oPYlZRaJzYeomJKPtSshJHr1DJACK8QCl1jkvE9YlGQEoYm7OMYu/2XYhpdnWBIEnkZeQ8f5SIgpDosu0CdTEecUZCKatb3+mP9OfGs2w788UmPjd6B0DGSZcR0FPKYnNnSj4F7UGChH/W+wIVWwemsqQIuJzPvb86JolBGoUdI/+MQpMRttCwtqcUCcG2QslIjgT8fBLBBYEiPiaqghiAoEiRNxbaErnxWWVeL1ou6RQEuS1uDxhISOMCAdQIgFmJ0IQDkPQMMx77Da8jiQwDAJdHYx19uEb6sO3VCXfl0Zfy2nGetoY62njrx5K5we3foj5xS/zesTqv/GtVj7zz3bLIztO7Kf8+no4EfcCUB121szL5dy+FEKBSVobDjKZey9XP3g1W9/6LToKS+Zkooz2csvaMjY6THChIMXJeEiSvmwRswIhbEku1JRMPLrCgoJkAIrSXGS4dYywl6xF1XgLM3GXliJ1J15DY/XsTLrzfcwvSMajK6glBdSsL6N8eJKC669gTDgors6k+3gyqk3nxqsWMufIr3hoTzceNBwaVFxby4UpXXttVRbN32q3lGlVizn+1LZI34dQCfOl4iEOfG8/rRMBBIL24UnWFGRzIeDkpRNtXBwYpyjNbWa1sik4DT/qWB8iOBlT4M1YD3aCobiRSCSOwwSKyZQi4lGIjM0Lc7Co8TEjTIQpGhcHRY2AXxEvOYtcEAW2SADZE7yEpGl4iO35Ue8+RYXIsVUtMpZVIRBRL+CoYS8CGCSCYzGZOeLhF6tPVEaXEWNGpF50P4+qKhEZSkkALGcyWEZBAFUR5lHMBC/AaLti+z5YZBei7vwJ8psRkSdjz0nsVzB1Binj34eIHEFcLos+wTRITJFr/ky/F/pvAwS86xm890Dg3wkEmEpTQYAo2vZBBmXcQp7AO0oRJS3RmhdbTKIbaaS9ppIfXxQTN+hEt5QoQkeCQhFdiEzrYWQhwwzEp8TcqCMCvBE260QX33AQhIgpP7G/JfYPATTVjCqcqMdEZZUoaRFrYgJ4GAEwTAXRkOYyKyOFigCbMBcFEfTHABSHz4mqCLpHJzl8YQCANJfO5YVzCEWi6IaRnOsf4bvXpfEd9/Vsefip2DN3Pfksn+5ex72rV3D1dyoRX/03XjvdB8Dzb19k1elv8/lXnuGFh72g6ticXg6Tw3WLruDOO3Yw0jFK7pJSRMjPwtw8DCmZCIZJd+kEDTMSrTNktlXq7khgGRuGdGJXzTRtUtEQyZlodkcsAr0qzJR3NlXg1TXTtVF3oWWb0WrV1GwmdRfpLsmCwmQqsjwmwKAZBPMyWLu6AIBZd19No9PD3Fse5NjLTyKlwd9/5HJOffweXmqKWy2urcum5gv3s9ddy/d+dZC2g28hoyCVorL0lhv412tL6XvIyxghXKi0TQTRS2vY1TrE4/vbGBjys7wq00z3oquoA70wavalUFTTPU/VCYRMIADMsWyLIPPTlEaim2BUsTXPzsWAo8QBFZs3CdfEN/F3o6mgb1Tojs+16RQVXKW0Kt0yUQCOtcPANLVbFYXY+iWn1o9YAGd4ssnfaom0KO4zvp/JyyI0xITqOChqabclcJmIARCKUGMCy/Q2WdfE2PecIQjaH5M+qEeAmFHU/DP9d6Hpa827fO8oABf9/7vUf1cDwrvcO1MgQ0u6wQQPn8S9M3bMIXZUSVjmYtQjz0zPlmDaT1TME8BTGXlWYguVhIUq0YhAAj9zvsctmeY9SsI7x72+LFMy4lEQ65OENdCyOEa9ExMULEv/SWJykyBsnisO+lEAtyOZiZDBZEjSPx6kR0rSXTqlydk4XF4megZoevIAk8NvU3b1Pq7994cIjAyYe2BonCNP/JSnSz6GZ8Afe96kIWHHo5Y2hCZGca26j4U/fpMDg350FLTTXXz6b9fy5CtnGWo9SXrlIoYCYVxX3cmXP9PE0IUBsheWIoLjXDsrF5/LxtB4kAKf0zzqOWshWZrN9LpIzcGpKZSnunDZVHx2jSRdQYbjmR60jDyCuht3GBYUJBMMm2ljbQK00hqK1ptttdUsZzIsuWZ+LprtDvJTXdw9Lxdbt4ub8n28dHGYW8vTuOxTn+ZD/3QaNCeEJ0mrqKc0WeNkyNr/DZPJjPdejF2HA+NMnj7Arw+2oSBIUTTsikC74n4+8fBhTu0+gd2XgXpZKTleO7lOsF06SaivE6HZUNNyzfhVdi/jIUnAkLFxHzNmGdP3PEUIqzwfBawi4L35X9NABgn7Q0TxFdEjbsKMPREF02LjLArIQVyGNkIJAHx8jkebEZXFzXhfplwdA+AjAH/UUyHREBfjFz3OmDBnE+eRIUFGjkEkrjvCCEVkFcWi8ySCaIKEOS0UEDLm5SMVFWlYvSbNaRmtq1jmq+D/Y++8wySpyv3/ORU6TE+ezZnNCwtLzlklCCgKooIBE169Zgxcc8AcudfIVa9iAJUoiggSREDCkll2WcLmvLM7eaZD1fn9UaFPVZ+q7pmFxfW37/PMMzPdVSfVqfO+7/dNMgIUhIYCw6nKJ1Ii3Irvkex/RIIHtSrXqGfXbiAvV9roZYA9RWr4twEC4rx0rOEASS780fq/ycBCmgBhxL7TeiwElkyVkRteWUEpwXVrVYKAB5rKCxq81J7FrnqHupm9Q8J/KVUF3megBnggqut/7zrJc5du9LfPqAUlTGFg+C5IYb8+sqe2Z8balmaGivRK1pUcz+WpjKdK5TKeZVgUB6hs24CwMlilYTrb5tE7VOapFdtY+/BSHnv0ID534SEces7+DH7zdoZwuK27xM5XvYmP/ccJvO9HH+Nzf3map+9eyvCOjTxz51/5/J1w9Wln8IOf/5hJ3/8iv71qGTkMJmBz+KLZnPye9/L8sq10TmzGcSWlyfsy5y2vpbhuFfb4iSAMJhVsDp/aTm+xTFeTF/PuNo/DmuqtpZstYOHSmjEwhJf0qWAbYPjZXDNewhhp5RDCKy2XtewwM75r5zFax2O0dOFkmqm4ks68HZa1m96aRZT6ycyYz4I3uJj5JuzDTmOo6LD/ogmUiucwfXYH++4zja5zDuPuL99KEZezTprOpC99i0/f+ix3Xvn98FnkOiZy5rkv580HT6Hptp/zy5d9lm0lD1wZwaUZk60LTuXDH7mOzY/dQfusxew782VMbM6Q3f4M5RUPIEsjmB0TMJu7kFaGEUcyVHbDmLuMKTCl5/Uh/L2WxFADACwAi4I9H+4djVU68HLx9mX0fTTiDEv5P82px1Pga710apKGBVZ3txJyh6iArmvcRfiggRljKeHxRmCaiN0qvKoeoPQhXYRhetb5GLQQWhkbId8LIQh3UM9MD5xJqI0u3ZqzZnfTmIGAPYWj76VEGk1YYb28AWnx++ElOpA/YUzxSxK7jckMQgEVQ6FfsVAGsoOr85zyAUDVG9BEaA0h8bPKFCICXuoqLtXkR3CjiRWDayLnRwA0xs79mvZSzmTHlWCAYdoIK+MZVaSLKA0iKkUsoNlupViR9BYrrO31Evr1jrRy5PT9MHO3c+tT29lRcuDHS/l4139y9dc+wKvf/W3KRQ8Q//Ufl/M/J87ksRueDvtdee29HPTq/+SRG24AYMqBJzDUNZez/uMEVn3tDgwE5o4S83NDvP99r+K2xw+jtSVLk21S6ZzF9NeeyaRNq7E6xoNhMbnJ5ohp7fSOVJjc4nkbuM3jsGfv78kQuRZsw8uobhs5LMOrtCNFBmPcVMzKBFy/YlTWdL0SdNLP9C5dRNdUMpbtlWlrGQ94deGntuWZ3JJlaouN0TWJ/c4/iNlbd7LP606nd/rhTNuvwtYV9wEF5h51GBO3L+eECw5hxU/uBeCMgyZx3ZPRBIPTDz2J5T/+lTcHJN1umUXX/Den/d8T3PPbqjGm+dQPMb/dQjx2M31PPISZy5CZMtOrklHoor8iPJlBekkCLcsIc0YRGKsSAOZQaY99HfVKUfar4lWoKt1xEF2owKCm/7gsoBrXhGJci+QFiinn1bZFzbsRDN9Rj4ZgXAEA538opOsDIWZkTOGUY4bBoD8vl1fVGzIMGY40En+3o69p6EFhmFERwPcKUM8CVUarMSK8BAYEY4xAQFzn+1elfxsgIJHUl1T9DD0TrlHW1c2uEWDjikqcklwEa4SDwOofs5gF8TvSlVprZuhqr1jx1JdZODElPzL4hHkJicCpDlgV4nXX6z7zkxzKoD3pVr0H1HviCoJbCeOHhJXBtryyKyXHSx5YciUlx3P1arOySNelsv45BjduJdf1KBNf/kZmdTWxY2M3A1tW88yW1Tx0zETmLjmEI6Y/wB3regG8MoFf+ytHXX4X//2Vt7P1tPP56K8eYfU/PXe2J//6F96f7+BvZxzHyhtXU3Ilcw+ZjLX1GT556gLuXjAex1e+B0ouHQsPp2n8VISdwbVyNGe8ci2FjBFmonWzzeCUwyoIwq2Qt6vJ6DKmx3BkkB3XtMLsqFlLYLnVPAoEiZ4AaecQeCWTMmYGUwhaswaMuFiTZ2E0t3t1btunkeuucOzcLuZNbOaomR0s7LDpbW3i2M4C24oOhy7Zh20TZ3HnHy4LxzVuwRF8973HMvmfv+a+c2/jgZ3VTMgArzp6KvPf/UZ+fttSNj1yK8Kw6Fn9JPMmvpr5BYeBP/yO7iefJ9veQtdRBYxsgVK2jR1DFUYqHsIcZO01AwbpeyAIUU06F4TABN4i3tZUcgPEt6TirRJ4usQ9073tGbO8aQ78+OtaRd89aVgoCHUA2EWuR4RgwKgYmnQRAVMnqnRowUu/HyGD9qPvpfDHa/gCfz3AI7A+BoxZDWuQvpVEdeMLrQvozz3t/GJeDS8m7c0R8P8njXV/qSUHI0B2vfviZ0uCDALJQGNaecOIYq59cRUvwvrDjVCNASQml6ieCWlrkSrvxPqLgA8pIEuNUhBrOzx2/fxItpkBq+KFEJaLCDkM0qXQlmfY9pSbFRv7Wb9ziGc2DzD1uFlM3XcxO0rXIJEM4fDzy27nqJPfRnmoN+xn21P3MPWSV4ICBJT6Spy5ZDKP/7UFx3HYuOJxHq+8hve/7V288eblDG0fZtqR0zGGdnLSnEm0NXmhbW1ZizIGhZkLEfkCRs4rrdhkG3TlvRJsQYk8mWnySuP6lRcMvKo5Unql4yzDyx/hZpoRVsWzogsRVnoIeC2AzBYQ7RO92Hu7CdOFKa1ZOvM27TkLszKC0TWJCQcvBDyvgd6iw+wZbWw/6kzyzVk+c84hZH51Ndf8ZCmt2IzPGcw582BGytUQUYCzTtiHm367KfJZv9HE8n/ciRzphYxXFvjo2Z0YD93Iuquvp3/9TiYcNJvOCVNw8230lKG/6FByJJZZdWO3cBFO2UtEHHiK4CebS9v8gZVfVvl5sNvCijyK4t3weyT9jEMxg0AkeWhg3a7xLKq+r2oYgvoW6DyQhXJWBF60hs+7kU7N9QHFDZ+h3qAa9MJ56CwOMeOdanjxxyRRQxt8L2Iha8/EYC6Jo432U6/86wtJe3ME/ItRXaQeDdMJGFkDKH7ktsjbV920NS+i9sVscGzxscTc/pHVGOpo+9Gs3lHkTLHy61wSa8YUe5mDOcWYc/DfaPZ2iEBSq5SEYQYKCCAqpWrCRLcCbgU7Z4WW3GJFeqWFgJZCB5a9keFtO9hw91NUhivMK1c47qyPk2kqIF0HygN855OXcu+5r+ErV/6MA+/8NX/+2l9YOeBluP3njmGe/cBPOOv8+/n2mz/GR7BY89A9YGY586QDKBxyNK/7z2fZ+fQmxi2ejigPM2dcDkd20DtSoS1n4UiJ29QRejRI08YUQbk6P08CeEhoUC3Bj/OyDBEmVAmzzJoZhJ/kLqjQYAqBYchqMhtheMls8Kw+hvCyQlvSc8eyfSbg5loQtlfbtSQsmmzJ9LY8U1tz7NOewxjaSWHqeI541TysXIYZb3kL/+h1aZ97GD1rlkF5mM+94ygm/v3/+O+vRTMed9gmb/zQSYycdhFfuGc1t/76O954rDzYTZw6dzzunb/g4e/filNymXr4ZMYdZ+M0j2fHiEP3UIWy6/r1gr3kUpbAF9iqa+nNtxYEACIx/T4elmot0gqnMq4sB3/UKt+K8SBC6quiCyEI496E5zof3pd6jilnTth/uityMBahUd4J/zYjCvyoSD3rFIuklFGBPp5j5V+F9noE7KU41Uv+G6fUd7aB80XXju59GWtyQdU44VkXo0di0isgpAwTlkb6jzQeAIEaGSuhzfA+iHpp+aBkcHYAWs+kJFk/5BGA6bstO3hJhgHKLmBlsYVAloYxnBJufw+ytB67OMi4cbOZ2JzhmS39PP3weu5c/QQPLD+Jq979Oj71P09x8ft/g4Nk+YDDq/ufp2v+oXSvXBr2v33GUcB3w/8XnbaYc46Yxs8PexUbH/orbTMWMVxy6J96MEd+6S0MPPMsTZO6EE6FuZ05mmyTgVKF1pzp5cppmYDpl42Wpk3OMmjJepncLSMoweiXaXQqIf8PMq97ySLx5Ay/OoO0cmGCt4KfzynrZ4LzyuN5lZukaWPheRe0+XXkhTOM2TUFkclhFFopd82iMgTHzR/PtI4m5k9s5pjpLQy2NnHaxGbu6R7m9S+fw4L3fYE1n7qF9pmL6VnzJB2zl3DufuP5nvLsWi2T65ZvY/vTfunikR6++b3PcE7nDn50wudY3l9ket7mDdM6sMZPZWduAk9vG6K3WKHJNpncnMW0vVJ9xkgfVPyyh6YVJpt0FO/ZgP8KRY4NeKHKtyKhLhovF5X/J54CCggX9B35WlCtDqZ68WjOFUMEsr5IlWvi1wPVEL/AwyDl3ApzGblRr70gLCLwBtCCARryLPwgRUI4ZuCpoAAtcdkt7g0QCcXWyGYvJpnG2GSHvVUDXgSKuudL7SZIRIgSQIA0l7zRhhfUHYsmPlYXq6OA2iG6p5IWAHCdqgt/khtuHQtkjXdDfF4BSIEmPkcnTMX7jR9G4YGlqCTSjxlyvINdVrxMqtlMG4Nll96RCjtH/Dh7WWBm5wyk6/LA7Wt4uGcE/vIcX/jWAHL4ABjZGXZ139XXcfLVcMAZZ/Ltm97EkT/8AtdevYyBisu2UoUrfvEw3/jSXCbtW6F35xC5Vs/iv4E2Zrz1bUxc+QgikwMrS2feYk5HnsGy69WwFwKZKeAEh6hfRzlnVisvGAJPwfct+dW5ellmq2ixEc0y64lmYdb4MBGSYeKlhfbWN7AMuEE1CD/HhMy24AoDmW2m7EiylmBaa46MKRjXZCH6y2RmLWTWa9oxOybgzD+GkSd3MOewg1jX1MbCoxZx/OGL+drZb/WsyP7ufMc7j6TzTe/jM3es5873fDP6vCvDzDj4GDoY5MOv9sABU8A753Vgz9qXlUMGy7b2sXO4zITmLFnTJGMKcobEKA4gyiPVpDgKI3IaeQ9SgC+dwK/1clGUZm9vevtTGFF0H2pDCiD6/qrjVMEAldTXIoixj4wneJd9QDMYUyBEqxTsozBW359PjQAOiYJBZJl8wTxoSwUnApBPdU8OPA0i41EAkAg48RKQNVYg4AUex1566Shx+78Ye7JOm2MyaGkMG5HvgraFiMgVjZ6XKlDZUJ8xqpGHRgtkNLAmqqFD+InHTGHiCIkLVBzphxQK8pZNc74NhnbiDvRQWrsS+fSjZGbMY7/DXkt7k82mR/6GdB2W/u4KTlyxkt+fvRBH0UqeuezHvOXN/8V3v1YFAlbuGOL8Vy/gxhufxXANfvvf9/G90+/jRx99Nb9dOoeeoTKTW3PsGK4w/aCTaZ843Sv5audoyRhMLFi05UxyviHAzbWGCyCtDAZejXgvwbOfDyKolmBWn4WgmnwuKFMrlYoKUD33BEEFBhmWtFPL4gZeA1lTQAnP+yBbwLHzlIwMplFh3/HNLBhXYEpLlsxQN8acmRzytsM5BJj2tnfy0EiBnu099GzdCHYTRx63L9mear4AgNe/80guuOruyGcDO7Zx9fmf55H+IXJ+3qG2OVNxFhzLTU938/DaHpoyJkumtTG9LUvBFphDXlUBpOtXFPDL4QkPXInnzlL3jwwALSFCUFxnSEjLAVbP8BCqENovY6Cjr+Cq/DMM8xX48n3ECgJU8/7INCalyNqBl1C0H6JeCopQEpZ4VnQRswGGKILxqzkVpCrvxwyQmkWKgwDhtbtZwQ4qRoyW9hQHxD0KCIhTo24hSZtGB5LVrTTQIBKlQ8K9+1TLXNXlSLUiqsibCgJU0UGq8f+NAACRcaeEMgRzUq/VXFfXGyOuZCnrELQfGYfhVtfDn4soj/gVAYbBrZAzM+TtLEXHZdXOIVZs6uepriZeMXc8+x90GI/1XgNAGZdbf3c3v76wjeWv/SCfu+JhNj/+j7Drx//8J874+z188AMf4L1vGeG7r/wgTZhkMOj6+0/5yZs/xDUHTeX5bYNM72xioOxSmXYA2VwzuBXcbAHTKdKWtf2aq37ceVA+yWdIUC3V5i2tp5xJ01ZQ4CrzCZOqSOWwVmI7A0amxmVJxc1cuBUsn+l7z8ADHhBeeUnXyiLLLjnTK7+YtQQ23hisSbOwJs7Abepgp2MyoZDh1MOmUTpoCq8/cAoLKuu4YN54rn2mmxFcPnj7T/jBE0Nc+9k/MrB5VeT5Lzz5ND542gL2XXs7/7fv0fRSpgULpKBr0VTWtC7g+39fxfPbBpjW2cTJC8aTtw3acyZm7yZEechryG4KmXpFEvGKCRPoiGosejDnRKEzbhVX96cCzHhUZdBVjxZCQKCahTh6W42LK1FGoLOOh8dEum4eHTeECrjUqKg67wMtKF/HOyni5q8CC1TXTgUDAnfhOBigpZcgzg92JTRgD+Hoe+mFoQaV3iRKlU12Ze/XCUVMvE35O8nSBlTDE+uADHHaFcE8MFimUTyMyevU56PSm4thgmkY4Hig8YjjIitQdARmvkDBr7/et2oTPSvXk2l9ilkt7Zy8aDHXuQ6yPAzlIdbf/xfK7/54pKu77lnPeZ/vUuz/MGjkOeG8Uyjes5V7uod4+YQC7mAfB01upnzwNNb2DjOh4JW6c5vHY04ogZS4ZgZLePH8QkhMw+NpmHZYvz4IITOFgW/Ir/KSmvKyUW00zA8jzEhse1AFKmgmlB/8sDZTeF55wjc4SMPCtfPeGZ9pwpUeoDC+kME0oCNrIkbKWJNmMP4IE6O1i/KUxWxfP8L0xftiGCZtU2Zy2btOQvz5MqZkbTb6ORY6z3wdfbf/JrLG+09q5lf3rsPFyzvUgkXHKWfz57XD/PivKykXK0ye2sr+U1ppts1qVYHSsDeXXNWLsuzK0DNEQMR0peNdOsYbhgcE9/nLnLjTYx4EqhdjQK6MJtCLNh7/qArepPYVuz4EhBLuCcYFVIF58N8lV/syNqRppQImCaum6gIKJXkoqDrT7sQCxpojYK9HwL8IaTPyJjkNjNIDQItgidp2aqxoKS9MkvXfazuqAFWTjbi1yfcilgEVcRQ130euic0z7vLsfaHPnh7ejlc+SCiJiHSuPUH+A/xswpatlDOqjCCKA8jSCKI4hGlYtHXOpMk26B0q88iKbfxzqMQja3byizecTbP1STaVywxS4boHN8CDl/OGV97OVZ/6Oj99cBa//vFvwzUqDezkm1/9GUdf9R3esXAS16zo5rCOHOW+Iea025y+YAIrugbpyNsYCMpWHqNlAqJSDBX5jGWEIQq2x2EjmZoDN8vg8AhjpMKEcdUSSvE4VJ1FJrhflz05/NN1iMRz+sCDNDNhmT3LFFhAxhAI6XjMPtcChoWbb6PiSiY2ZzhwahstWYtZbRlYvZVJB07kqO5hJnflWTJjPNd//U8MbF4dGeO577qADy22WP+TS/n29SvCz3f6YMDUN7+Vd9zyDLffsgzDylA6cCpnLp7k1Qvu3YTZvwVZKUO24Fk0RJCkhnD8QQmpsNqFW/uONRK6U704xVoVusG6kfwdNc9HOQ8CMECidyGsxxfSLPA6SlO8VTfbyJhTzjfVXTegGmAhtKbEvBZSwID4vGhgbi8G7Q0N2EsNkQbwbwSsG6txIp5LSCuLjNEdNjHvUdxoEPMcUvtqJOEhJKyRcnYmyT5JU0o+h/z7pBdSCB4Ybtt5MoagJLycQjuGyjhSMlDKMLdzH3KDOxjetpNbr1/J8v4iB//mcd6y7E/M+8kHOPXNnw37+vXjW5nfnA1DCLeVKhQ2PMrc40/h2XvuBLuJy69/nrf/9wc5Z9I0jrjhJsxcFqOlg06GOXBSM1NbcmR8j0En2wwt4xGVEtLKINwKWbNaJtFzo/at/QoQo55XAe8PLKpBnHRwoIbPWSjJa4UXB28iQjbolWHzF92XQwKrb1AWzmvQRGaaPHzdyoKEnCkwsya2Ac0ZE4q+IWH8VNyWCexwLGzT4JQjZ9CzZDJn7DeJGd2Pc8+PbqZUFDRjcepxU9menxJ5zgtOOpVxT/01tBGXcXnXT97Jfzwg+PUPvoRTGibXNp7saacyvS3PeNmLufE5nG0bEJkcZsd43Hwb0s5TlAbFihvU56lW0hJ45a0bCP8J91/smngYgXpdWhWxMGY/TgoKJpXnUO3Pv6zOuaLuo+q7Eb1H9QZIbS08cwJDSJ0M/ULUygNUPRVcqsbLiPiq6CUqOKEdT3iwpA/lxSJTjDVZ4IswmBeB/q2BgLQQAIgyn9GAAHH3YEiOhR2NsCtQ3IiJKpCCGJLvesn44jkAtO79wogo3+G1Ce+dTuFXk7NF/k+ch5fELajLKpTyZMH8HFfiuJKyW203Y+bIFTwUmuIg7nA3zs5tGDu3kikOMqNtPs05i3XLnmfbivt46i+QNf+Dt75xEX/6wxMMKnnsrrrpWbjpHM4/eyFv++mlXHz9clb84wFGBvppnrqQdSOCi/7wDeb+4he45TLZcZ1YPeuZ0zGVJtvEkV58XtGR2E0diHK1cUM65CzFpV8qyRUVpF6FTDwdSylLk8CI4kBT9ZBXatILA4i6cHk3xeKohIHr54gXgO0zetsUnhJtZXBp8X5nCphlGN+UoTNv02wbNJX7ANjn9MOYcdISCgcexqOZeWRaxkO+A0qDnHbB2Xzw2FkM/fTLfONjj9TMZ25zhjM//1rW5mbwm298KURJ5x74dhZPKDB+eCPOsrupjAxhNLVgz5jvW0fyjPhJIiEGAkinuv9BD3AlMfoIWKJ66OhBMqBG6Q3/FF4tbxVkU5PnxTNnq8xZZ30P7xcNuNLLaoy+2qfad9isKtCroIY6l3CytYxfBwbE10b1DIDaM1EFAyL97UYyjZfGE2EvvbSUFEo46nZiTdRV/EdruVfbrwMCxLtu0NCoBwGCNjUggPp3WpnFiDOlz5YSE3olAQKaSenAgICHAuBUPF4AGE6JpnwHjjToLTpsGSyxdbBIqeKydVIrR0w7mNZZk1nefx8A9/UMIU44m31/eXmk29/+9g7+/OlX8Z1LvIz2XRmLXKGZT739SD5vT6F3w3NMWzSd53eOMO6wVzGj0Io72IfZNQlZGqKzUAizImVMT9Yx7CYwq8mBTUNgo8hSvleA+lyEr5xXFza4Vu+tGbQTB6uFqHodxmPgpSKvqDwrqCHv/W1iuEG+Am9OpltGWhmcQpcnZxQ6KZUk45psjp/TRZNtsv+EJioPrWXikkm8YnUvsw6ZxOIvfZTL1htkW7so9nklhT/7msUsvfB70XlMX8R13/4jlYFtYBcY6d3GzCktHD7BwvnbFfSuWouVy9I0b4G37rkWBl2T4YpLxZVhiT4L33gWK4ENUc+XiCglDD3PpfG8N3UxwdD7RmifpVrOL8n4o/4dAQEE1TwEynWqwq1189cMOjBqqf3U9C+qYYjxudSUJVS7Uyz8RGephCqoB8uueWqNlTyPgNH3u9cj4F+c6oEAaaXLoE420oYGUIs0qu3aapm/EMFXwgAg+oKkKP5h6IH07qlXSz1OaoKQOAAQBwi8IQjfmunBoBLplT8TUYbmSi+hj1cRwMXxUdOMIehsnoAoDyOMbZQ2rGFgwzay7Q8y5ZWv59S58/lGyVPKpVPmd9/4Ns+deQ7vv/bjvHbplfzgs3+krIznt9evYNrNb+Q3f7+Cs4Y72Pj4P5lx0GH0DpcpLjmG6W8codK9GaOlHdwKBVGmq8miWJHhIekYthdu53oKv5AuhjD8Q1HPWL3nFlvLQMFLELjilFR1IuxPizJH2w4O/hBUEr5rewBK2F74gDRMLMOlJevd32wbiMESFDpoOvBojLZxlCcuYPXz/UxbPB9hmBTGTeK7bz2aB845g2se2BAZxpK2HCd/7DRWHnAub7jiYTZf/iEwbGS2BSEMXnfYdGZufYjtf7qGvlWbaJ4xkfb9FiCtHE6hi0FHMFj2vS4Uhm66Za/6gqrEGlaITDeUu0MYUUW0AeaiAwPU2P2QCfr9RgQvCXHBXmd9B31cfWCtS55PFISIkwoI1GQCV0MOlHEFVv3qu66J94+fmZCYvyAch8ZLYXdl/93rEbCX6pLmLNDqsmPcszJ2psex3HrtjvVVqfHOSzF6xL0B6+3/pHddq1glnM81cljCWRRUajEMyytpDN5v16sOANCS76DXMqg4Ls9vHeTxdT0sXbWD7Uum8LpXnInkWoo49ONw87Pd7L/8Lqx8M5XhAQAGt67BPOL9HDfuJu7ePsQ40+L2C77M+579K90XHMhdT09lcluesusyQJ626YuwR/o9DzthYOGSt73cNuGZE9SwV+eM4i0YGApQ2HoA9kZuGiW4FH84ccNRrL1IYj3V4xBFsTYEVLwQBpnJg2HhmFmgQt42mNGWJ28LCpQQts24A+ZweFcbE19xEgPzT+D/rriVYrEChkXnPgcw01m/K48AAQAASURBVBzgxm1DkXGsN8fTu87zLMw2t2Pk23n7UbNw/vq/LP/FX3HKDpMOmknTgn2R2QKlTAv9w05oOMiYAssHAwy83FNhIuqYjKTYvqo8UreWYuzvX7QhDdDQyHNVD4zY9RGDUYJhs6q/eDJ7IKs3NGRR9efTezfUhljEIAzvsxrwsTaEIvhcfQ+8m+t4J7xINObQgBdhLC8G/X8LBASU+MLUuM7rrXf1KC0MIByDsltqUNswBi4BAIDqC6gAAG7AOGU022dSCcLoeETN/8H9QUmT4AUP/1euCfoxhNevi1e33FQPKBEktwFHSiouDFdcyo7ENgWOhEktE7EHtlMeHGbjvSsZ6h5m+urNLHzfxcw4YBHdT/8TykO4wAPXXs+br4U3vffNXHzdMTxz2Q+55o7V3poi6B+BOc3wow8dz3dvn0J7k824QoadIw4Tp8wn09YFroMrDIRTJm9lMKgqSK6UGIYVfbEb8PbQxY03aplKtOaQsK804ILadegip7at7JngmpzwnqcV1KLO5BHjplJpHk+fY2KbBgctmsCM6W2cvngS+5Q3sGbIc/sbxEEiOe+U2cz49Fe4/OGt/Pqjl1UH4ZZhpAeZaebCxZ08fsG7WH7PetpyFovOzdCxxMYtdIalgsq+FcIADMvzBCAoFRSQ4gYZzN0DvfRrGlq3SH7HtWtOLRPzvlBCCDTtJlrffUF3V+L81TEGbvkQfe6qK2NdQUdW6wzrKDIuGQAHsTWRbl0wINVa+CLSmIGAPYal76UxUwrPhxRlXWOlGo33gc5bKMkbQGeIqHH9T3unZG3iraAPnfEgaD/pnR2Vp0Uj4Lc6PllNjCoRYcUYT4EBUxhYVtYDAMrDiNIwojSIMbQTN7eTKV1zmNCcZbjssHLpKu567A5u6prC6v+6gA/f/DW+ddbHwAtZ58HP/R9nf+iLXP2/1bj1LU6Wl3/2HJZ94Cp2DEtOWtiCu/xeXn/Q2Rw4qZUdw2XasjbDZZfmtim4uX7P9dzKIKRL1rRwAi82Q4BD+LADwDVeaUUY0fCpYB106xgHayK36M7WNO8PDRiNwk9AkR+kDMv7SsPL0o/heVBapiCPgWkLCrZAlPoxuybTctBhtB1VwJl3FM/sGGH8tFY2T5iJ1dTKpz9wCvbIMrKGYMjX09945jw+f92ysO9iz2Zu/c7byH7uzXzkSg8cmJKzOH/uOOxpcyiOn8fanhI9fiLptqzt5UEyBFkDb3/4XiORvW6YNXtdv6C1ZW5HAw5rKw2JKmwft4yrFHcIiMj6Nf3EYusjDVXliEBWlzUopNAKGqqbv/qZp5wEvi+E41INUKE3QOClkBCaEakGRUIuhcBLYDcDAmMPDdgz5IY9DghIRJHr0JifR8phGVDc/Vd3r4607naq0qBT/ONCh3IoBIeaI2UUBEiamv9bjV9SQYCoC1D1H1O5zxue72UQQxe1S+4zegHYhgWmoOR4MX1DZYetgyWGyg5NtsnIuCZmTd6PbMdtrHxwE3dtH4IHNtJy2d286sqfs+6RJWxf/s9I87/+4a+4fsoczj3no3z8EpvV7/sMtz/TQ4tl0n/3LRx77nyaTl3Apv4ibTmLiitxWichrayXA8DKAtWSPGqdeqlBYdMonpHWW6ua5UyMPR1NwqlGvAoCtz/PUyHaaSCYeJ4o/jWVCtIvUeRaGZx8O6VhhwmFDGcunkRzxuTgSQVKf7sWM2uR95Muvvndh/KHg97E/773RziloZrx7H/66Vx0why2PvhXfnLDyvDzJa0FMgsPY53RyTNbhxipuLRkTCY2ZzBtg6xlYBQHwCkhnApBZQHpA2HBO+Bo0K5IeapgzWI7VBej5jFAfz0aiNtXkwuqn3kdKtZzFDBA6OP8QzdYv3+EmSrchSEKUH2uMUAgAgYELv6BdUI5W0IvAwX0i1iq/LHH8wWo+RT+FcGAsScL3Ev/TlTXwi1qz+zwXp3xQHl3RhuCUDdBcYzSDBH1QABQwLuIYq4HAYL+6gm0aZbS+DteE/qma1o9TwzLzzfkyRqO9M5qQ0BFCHKZgpdcuDiI09uN070ZXIfsjM0cOuso1vZ2cNXGZwHP0v+1L/6Yo758HvsUbHb2eJrnnRv6uPioqVz9MxNch3znFC7+3Tpu+MKn+N64FtbdtpRcVxtUSnS6/Swa18LOYibk7SNYZPMdnkeCz4tMQ2AEc2zwjKs5mxuk1OeT1o6o5hlIyjMTAari3iSGl2PANW1cx1PecmZQFtnfUy3jMAvtuNkWemUWV45w8gGTWTL7PA6b1cEFkwb41vzPM1T2+l/SlmP6+z/Kivf/tDo/O0th29P89vqn6MelGZONIxUmHbWY7kkH8fCaPp7fOUTWMphQyNKes8lbBk1KeUEhXS8BcVCi0bDCEoOBDBx6QwTLkxL3H9eha5ZWw9e1CYOVdy90Lo1fX+NNU72nodh6Av6uV6ClTJDXY5RYOjE+ruCI9K8NZM6qLCRRQzOCUarydhrtbv167MkCX4TBvAi0RwEB2sR/YxQkG1WydH3qku+ktduQYBAHABI8FXQhACEAoNT6bAQAiCv/8ZdcB3BEGLoRMPSqohkeO0rnQRbT8CDw3boFRTKGRUsmixAwVDYZKjus3jHE+h3DPNqa5ehZnZx0zKswxVUAOEjWVkosesfbufqSMxj+8Cf4z18+xPP3/C3sb2Djc/zi+6tY+INLufADpzDrhqVYOQszl8HasZZFk5fQlbdx8SwLJWGRUXIAeAn9HGzDVErABYuTzKAbSYQUcUFLoMR8FWkW/wQkOYLoB++KVNqOu5cFIEFQqsawkBmvznDF9TIcTyjYTCjYtGRMCgObqAAzT5zLe2a3M/vMI7Bf9wlecdS7cWMgwNzjT+HHbz2IbV//L66+7FlulZIcJs2YWEIw+XVv4Jnm+fzu4Q1s7SsyoTXLwdPamW4K8pbAHOlDFAerQrcvaGCYSDMT5p2IzCd5mYHakn/eZ97vwFvFg4REKKDVKMQKxfeAtjyh/3+gYKtx/jowgKB/qIICBMq6UXN2xPMWqO2qYIAgphTElXmqHi3x+cYFVq1nQDjGdDBgd5LWytAA7SkMfS/Vp7E8y7Hco+553f2jkVuSZAitESLB4q++47qEqnEQQHfOJbnvNwp+JCVvrhl/xOvABRcMYQKebFPxZR1DAJYgn21GlIeRlTKlTesZ2LAN88mn6HrZCKfPPZEvzdqf4e71OEO9DG7u5e41vSw+bR4PX/VE2I+x8l7mHf9ynrvvnwwPj+CQ5f4NPcw/6Y3MbOlAFocxWjqgOEhrWxuOL3OZhsd3KkJgWdkooBrwU42Hh47ScrHsborkuInPQSGpKH5BmWPb9DmlMJCZgqds59sol6E5Y3HI9HaabJOFXXmcx+9iQUuG1UNlFrdnmH7KTDab7ZE+5h93Epuvu5q1w57Ff0aTRZNrkT3lQn6xbAv/eHobFVdy8MwOxjVlyFuC5oyBOdzjeYq4Fd97wQqV1SB3UigzIxoqi5dESTyw3j27QloPAlXhHg2FukWCHEv1TIhY+IOxxMCJmqHFdZv414qXQnAWeV4T1UTou7peYyWDsckOe3ME7EZKAgOSGFSjyWsSXYUbtNyOJlmh104sbq8eCGBY4QvjyGQQIE3xr0EelXGF84pnZldiitVxGSlWhZp5lkc8lz4gY+doz7VRrJg02SYDIxWeWL2Dwb4idz29jcnnHMABZ8zl1l88Ri9lXCRP9I3wxCevYf/WP/PrK77Ijw98C3+6+Ul2PPewh/hmmnlg3RDvv+Bilsz9IyNrV2NP8DLV5mSJlqxFxakycceM5gAI1iFSXzb+HBqgqit/tJ26MmCKC3r4b8IaR55ligU5XimiZr+LaiUE6YdFZAyBYRtYhqDJlBjlIYzWLiYeti+Tji9gHv1ablndh5lvx3Ulwhlh2oFH89Fz9+cwYwN/fOUFPNVfDLsYwcFF8u5DZ7Cs81A+df0ynl+xndZxTew/t4sjZnTQbBvkZQljuBf8kABpN3lM3cwgzYxfYjA612ilhXBKqWuv4ghheAsJcfsNkE7RDtY7Tup+SwQEhN5NN6kyiS70IAQDVGAj7mkkkxMR1g68CgZEJx+ETNSCAZGkVLvRK2CvR8BeUmm0+65eUuGkikJxZVfbb4PCe5IhIlFZi53zaWPWAaOp44wpvTorv9Y4EogWMWAyHKN0qv24IISLYRpenLLwkgyPOF7eo8EytGaytLVNwerYSrGnn433ruTJ+zfS/O3bOfj8Jdz77nex5NNT2DmwDYDvXXEPf/zkJXDVBeGY3J5t/O6j5/K+P+7H2qe3M2PBOIbKDt35SYw76GSMwR1g2p6Hf3mY5kyekUp1bk6gDPvl+BrOyZBGKYYHqOVnNbJbWhuxvRAPY9RZr2vmEQBMBJUPPPkyuDMsYeznEDAdh+aMwaJxBdqyBu1uP+7IIIvOnMek53cy6eAZWB+/jB/e8mCk30vPXcwvXv6l8P8pHVkOvf5KTvzflTz4h99iZvLMOe50Dp7ZweTmLJOabewdazzDAYBlezKDMLxnaNiU/WTVAQUgQKDgNqpMh8kZY+9FnH8GbTd65oTKdtiPUtVDo3A3wtm8/glDeWsU1cDNP+DZccOGMq4ko2dga9JWSoicUbVVCRKrK6DIq9IdXUjSC0DmGD0CXhrYYvS0RwIBOktSGhgwqrZjDauMTXvI1jlgVYankirQJ1I8BMD/TAUAXMW1KXTRJ3hhg1ur5TvUwyU6D6falRtj9MFEVMtj/HtRLWkjfHcxQxknBAemf7lTRpSHMErD4FaQVo7JHdMYGdfEpv4iPduGWP7XqwE4+tpJrPrwKzlx+Sauu399ZIme6BvhibM/ztlHT+Oid5zDD90PceUPfg3A1p4RVgznWXDMebTOW+kpK9kCwilTsDOUDBl6UZRdiTBtRFBb11+f8PHo5LYkoChlH6qAQBKaW/1bH9MXSQAZvz/4HbNEJLWV6s4aMAXFOpwx/SQ8uBilQaRhYc+Yjz1tDk77VFa7bSzfuoUpB53Iuvv/Qsusxdz83kX86dXv5mvdtWECAGedNIMJn76EJa/8IEGW4qmHvZJDFoxnTmeejlI3Zv9W5FAvIldA2nlk1kTaeVwr65UKkipaTVgGKb7fVYu6lDrhR59HA6JggNZNX1nHiOdMsJw111bf73iMvyo8xN101e9rnpoC0kkgKfQgCdiIoO6KMBMfU818qd5TM540MACRfga+wDT2HAF7aU+mXa1zX/+i+iGE4aVpgNooqIaPp8giafPX8iHl74jgr/EaCsagnl/q5/H/g7GoXkreUNVwJQ+BjXg5USLjh+4JIXCky3DZpXekwlZT0J6zmTPtAJr3WUpp8CHu2+F5+N3wvbt4Z3OeyXMPY+fzjwHQs/oJfvrYQZz78n24+m+raDIMfvaR3/GD/Rby27e/gT8+vY3hssPk5ixDZRenfRoyU/Bc//3M/rYA14zmRpLE5NMX2qKveZ4NGabq7K1AHknzdtW1GS9hWC2X7HMgw/Q8VoWBK73Qw2bbC5toNhyMvn5E1yRmvupkZuUKGAefymXLdvCT3zyAWejCGexmwUmnMv7Jv0S6nnvGftzxzBYeuOJyyLbilIaplB2OmtnB/uNz2M/f54WIGAZmWxe0TQgrEZWFRcVPTh0onhF5WbWoxwFyn1Q+rDPoxcPjaihlX6Tl/IjLgJEmE1vU9VGtTKZ9xL6xMeiL2N6IhImEHxqhXBrIUK6krpdFvCpBcJ9A+sZFMbrJvQg09tCAPUNy2COBANCDAbvUXh3rfUBxpptUv7xecsGauDsRczmOIYHhNRoAwBtzYDHUK/7hi5tUdQCIaEgqxeeqosKxA00IA9xqibwgHsvxNTVp2Jim68f8ubi926ls24AcGcRoamHOvkeTmzuV345vCtsc2r6WA3/VxZKzPsQnvzmNHb/4Dj//+QORfv947waOfOJnfGXN+3FzrWzcMczi6e1sHyrRmcszfvxcL1bMZ16m8MrghFOUEscNFMgEpUZ5BrplCpYwAkrF14fq4ZpkQXkhhYca1/QEL4DIXHxFF2lE7jPwkxm5jpcsSLpIO49j5ZB2luFsB307inTkbU4+cTZdZ3yY1+4/mUm3fZfHupXkfj69+/3Hs/309/DVPy1nxXt+5oUhZFsRwqBtXBOvXTKZfUZWU3rsLsrDgxhtXdjT5iDzbbi5VkZEhlLJDT0BDLzYxMAiYRqiGuYQroeyBjEFN3hP6zGu8NHqWKjyXSioh8+8jnVHBYGoniGJ+QN0Vv1wHNHQA4moAT10bqg6q374PsTOyJo9o8xVZzVUwQBdEs3dQdaYqwbsGQx9LzVOjXjyvWB96cD3XWgn/L+OhwKQyq/qkc76p8sHovVw0o0tRSGVEm+ChuUldhMylDUCQMAAsmaGiiUYrgjKjmT7UIntQ2VsUzA8sZUlh53GpIMfRN61hgEcRnBY8fv7ee1nXstTt1T7u/eJzbzjzBOY+Y+NDBQls5syjKx+jgkHbOakfcazZaBE1vK4Q1lY2NlmhKmIzNLFDCyzOoCzZkGSvcAaOgvrKfOj2M+6hI9J4l+j46jyG7Xvquxq4MlcluEl8ROlIU8W65yE2daFW+hki9nBtr7VdM1ezMDmVRz8hndw4ESX7f/8c6SvrrNex5V/XuUZsIq9yGwrsxeN55jJOcTDN9K/7FGEaZAZPwGjuR2sHDLTRNnIUHSingAo8rJpiGplAc07pXrN6KheeMAL4vmm6hn+b9WSHsm2H+nbBWkoZSKV7/yHV5PAMGHPhiAdJL7/afH+1VxKDSb9S5CddpsnoRBjkh32FAfEPRYI+FcDAYL/G41hSUruEnfXVscXAABQC5DF3f1DBu4qJQd1KJ7ap6okJYxNKIph5MUMlS0XTI+RV4UEr2yOd/hKLCPjMVW/1I/TvYm+1ZsY6e6j/ZmnmXbSGbz9xDn889cgK0Uo9bPpsb+z6TG4/doOzn/bW/jE71/JAxd/lzvW9WJj0IqFkIJJmx7kYycfxGOb+wHIWQZlV1K28tg5/5kZpseARYxpURVG4i7XSc+1xtNDRYhT3PuTLCjatW2Qgqbi1ptG3FjjdezDccVdw1S03LCQdg4MC9fOM1x2MQ2Y2prj5QsnsGh8gQX5Is/f8zh5TCwE+3XazDtzERNfdwGXPW3w+w99p9q4W/EqCmRbecvpCziuZYDtv7ycvlWbyHW10XXQIkQmh5NtoWRmGSh6IICUnnBhGL43gPBBANfR7/WEZ2Aq6zFaSvL4gSgoECTrqZfRGYgo4GnJBFONNoE1TSTPK9zzaVZ9ZTxxECtswx9rPHdBTRsKGPDvRkIIE1gKbJBSnimE2Ae4CugCHgLeLKWsRcX20r8MjdrttI7VvREQIM27rG54YxKviAG9ujMqTqkhgnW8yrTj05wl8ZwoVWVGhpbHoEKPBK9CjHS9hG/lEYRp0Zwp4GQMSo7JUNnln891s2pTH05F8rpjZ3LRF37ABw/5KZ95s8dfblnZzSUtO7j65NNYcfvNAAwPFOk55q18+feTWXX1rQBYhRxGz0ZmzZxCs234VWsMHAmWna+ea74sZJpeclo1v1LohRbIU7p107jlJ1Ls2ob2g0Z2DK+NGyvi96d5jygyoG4eafMXoloW2/A9UGUmj2NMQGaaKGVa2NFbYmpnnuOPmwXHvZ8PnTCb6ff+jPuUMZ0yv4vrtjez4vYrw/m+/sJX8b2zprLibeex8YGN5DpyzHrZfCa2tyPaJlBpmcCgtBn2ZQYDvxSiUTUaRGQGHQigWKYDwKMxHizTw99Uz5qYcWisim5VoXdrGH+oyPv/x/ee1vAYGhoDtEEjWyqyfqS9BseslieMfuF7ppJ83uzpJIRYDfTj1RapSCkPFUJ0Ar8DZgGrgfOklDtfjP73SCBAd069EMhQ4nuqsdaOJhlHvdir8JCIxWkHt8QTb8QT8UFM+ZcS4ZZD5V+4Ff2LG8T2oVF0I94KVdROYoaAAlA9NEWtl4BwK55rGGYY0+e4Xis5K0ehbQq2H8PVt2oTj16/gif77mVW0/W88X/fyacWHcGWh6JIcGlgJ7/4n19yVcdELvzUV/nwoXP41aFn0WQa7De5meKyB1j4in0ZP7uDnSMOpuEd8hVXeow8ACioIsBJyGVS3HXwbOKu+QFjCJOKBO5hca+RBATV+77KMKpx3skAU3zUNQe1to8qA9fNI+ICT4LQKfz8AaaNNDOUJUjpUrBNZrbnyVuCKTkXc/UT2IUcJ41vorfscuwb9uc9417Nw1/8GyO92zSDc5l35FGc/+Tl/OTM63myr8iSthyHHzed8UcfitM2hYFsJ90DFUqOl+wxY3oMPWDsFi6iUqmVflD2erh/U9ZUI+CrTaZZBmq+iym+NUn/gi5jjDUon5UEBgTjq0liWOMdoG8jXknAm399QCDJ46laWrB2TjJB4AnmsDtoN+QI+CCwHGj1//868F0p5VVCiB8D7wB+9GIPYi+l0y7LCw0IoxEWGleME7wH46StLBS5IBkECC+pM9VEeUq9rw4IUO/9jZwB/nkUeFQFOmPQnSMlLmCatudhKF2EUwrLBCJdGNpJe1MH2ZY2trXl6Bkq8fyjq9ny5F3cf6Xkm/MP5JqL9o2M4amvXMaXvvwdXv+PO3DLRTY8+TBfvHkJB7z37Sw44Hgqzz6CyBcQlo0xvJP2XAclRwEqEBimHZahCyrteDJE6vRTDTyRdUoBjeqGImq8sECRI0PPuaCTIHlwstei2ndNGdvYea4LHYuPMyJKm7afjLhA2cgwUHYxEOw3oYX9JrQwuyPHrJ5lrPzLXVz7qyexMMiYcODn38Nnroh6hJ42fxy/P/Y0Hlw9SBaD8ZsHuOiMxWRmLaI0aSGbBsoMl73nljGF9yPA9j0ULEHo5RiXG1R5SReOGackWW3MuXC0Hji+QQHveQRsLZQ/VQDK/18dVxzwqxmXBgQIvwqMQZG1qu63yDP2vQAjnUlFBg08fYQZlieUirdCUKnLy2EU3V+7u9rQbqgacJKUcrvy/yXAbVLKrwkhLvH//8SoB9EA7ZFAQECNuEK9UJulXjv1PAF0SHv0/ihym5SBv9qe3xYx9z3X9RV/3/qvggCRCSnKYPB3cIDE55M0t/AwcKP9xa4J1q7ieGDAcMXFcSU5y2Dy+AU0799NYcUa7tsxzLAj2VZ0mP3jP/KH15yE/M9P8KEbVvDIDTdEmh3ZuYUf//eVHPmrb/M/d32dLX+9FcO2ENkcZu8mOjumk2/OUfITApqG50aNkgNArY1am9RE59rcmMeHlNRhiR6lWp5CLw23RugCPeONCxHx+C2oPuu0PAMQjd+OCKN+CIuaYbYi/ezJApoznvW5NWNi9G5AOg6TjlzMqfvNJj97HlsOfh0PnP4JKv21wOaHL3kn50wTrP/Bt/nNp9exoq+CieCx3hFOHJfH3v9Y1ogONmwbprdYock2aMva5CyTjCnImgJbVryqFPGawRheqSPdUid5TsTXPXhHYEzu7TrvEa/dWLIhFYAK/jesZEVeF+vv/47H8QZt6Cjg2SowqfUggohlPz7HpKzXgTtgHEjYnTTmHAEN3CaEmAacAXwZ+Ijw0MWTgfP9S34JfJ69QMBLSi+GANlQzHaCohZ+FJfFx/qKaBTNJG+AVG+FRE+yF8YiF/Cw6Hmmdi8xhYkR5AUIEgwXB3EH+zCz2yk0d7Jg3CwWTW7lwUrJUzxKfWx57DaeKy9hTiHDc4OeA84/H93C24ubmH7Icax55AGE6ZXGXbljmLYpC8hbNkZpGGlnwXWxcMH3BgiPDaGEPQYfxZWdmolq3KYb2S8J16sWY2WxkvunfjnIOFCjeszFxxACxTFKBb50+z1MRGxSKrtICVlLMK01S9b0DAnl1csRhsHC5ixPD8AJ+3VSmnEgO5//etjOPke/jHnWTr6xugeP61iAybgjD8aZfwxPd4+wvq+IKaAjb9ORtzCFBwZkLcMPdazoX8A6gFojnhyJ+ZfSQgiSxMLAOBAy69prAvlTdfNPaz8JpIzLhw3JtAEyoRuTKkdpANFqGynrFQM0dhcFeadGS7sYUvhq4ET/718Cd7IXCIhSo/FQ9RD1ukh2wtfazZgUTxP/LDaWJBAgKWlZsB/NOAAQV8qTAAD/d3AQBwpSxFIcG1MwLkA5GLzrTdMvDaiEA4R9uw5CVDANiyDBT89wha2DRcquZGMhw2Gzj2bCKd3M+u5dLO8vUsbl+397Bv72DHA53/zsmTzxlffzvRueYs39t3nt2k0Iu4mf372a09/2Kia3duJ0b0bkCyAlRnGAXCGLZXjKUbV0XoCuegepkLUx4bsiKEbc4nwa7cEVV7zjlBZWoM0cnQIC1NyvzCNxXIrFwGvC86iwDO9AsU2BWfGENqPQSnb+QeTbuihPXMgty7u9ZJLZVvKFZvJt45i5eDrfOGshGz5zMd/4+5qwPxNBOzazmzLMevVJrM3P4tbndrB9oEhbk82s9iY685A1DfKWwHZLXriJAgKEv4WSAVcBWaqTCwSWiG9EuCYRS5aousYnCQJJAIHKVBupzx0KUClW/XDYivKd6EGiCK1a2T8cYLL1QgeIxeeVVGonAgY0JFq8sLQryQKFEBcBFykfXy6lvFz5/3vAx4EW//8uoEdKGaCj64GpYxrAXvqXIJ1VL02GGGuVgYZJPct0CmeK8hKxBI7CwzHJm0FVUJOTN/sKJ1Uw0RQirOfuteOXCAQEEtMwyGSavLOjNAgjg5TXPcPIunW4jkPHwn356PGvZ+WWftbMaOax671Sw1+65gl++tnX8J1P/A6AbaUK8tmHuf+7n+DTt5/AivW9zJvSSu9Ihc0DFaZ3zcYY7PbG6Ic3WmYmAviG3leKNTPMf5JAjYCeiaEedcAi3dp6fWr2QnBdyn26vA81fY5VuVGVP0UOKfteF6aAgm2QMQVNtoHZvYqK6zLugDm8bkIH4w5djDz1PzjruzdFmr30DQfy7Fc/4c9RMqfd4tXnH8Taw9/M1Q9s5uE1O5nclmfhlBaWZFrJWwbNGYO8cBDFoci44kYxVWYKFrBm/XTKbwIIEHkv6oABjVCSt7HqJRgfU+SjhPdfnW/4GR5vF4YmFML3EpCYEQNbbYeKm3+NV0KtgbM6nmoy8peCxpos0L/lLCHEd5WP43IDeMt7ixBCAj/xv58opdzkf78ZmDjqATRIexQQ4LmkjI1jNlJiMBmFU+5L2YhjiuWLIa9pFsb4S2KgAQD8fkTNoRuzasYOubj7GLI2HEFXmhBA+FZ3Q1hYto3hlJGu46H3vkdCxoK8ZVJyBEXHZcXWAZZt6GVj9xDTxxd402En8s6fvJkPnn85vUS9Cv77i3+iybyJ/37b4XT+6L189hGXO399Nc0TZ1EqVnh48yDHLDgeq3cTRmnAAziki1EexjZt//8Yo8QTROJufemHevTZN1JuR0sNHmbx/ZQY0xe5KUEYSHNHVP6u67kiqSpwCphgCDBMT6gzpINwSkgzg9vUgWyZSLFtMuv7yqzbOczMI1/OtmefonXKHP58+AqWXf9L/uebz9T05SDppcKHbvoqf5/0cj79g38y0DNCW1cTxy+ZzMJxzbRmTTrzJubQDkS5WBVgDBNpZarhC34Fi2AOQlBjsaaGKQbr5yaCAUmkyzfgShlxgw3BgAQLetVEH038FwcDatz74xUNgvPBpwDI8eakL+unAguS6LsTtBlmRFa7CtqVtQJTXFkJwJTdSbsSGuAz5zgDB0AIcSawVUr5kBDixDF3spdeVHpBQggbPOcbyeYPtWdEWtbw5M7SQw0SY/8Vt+M4JXkFJlVWUv8PwYAYMBlJNIgn/COqfFggcXz3YMeVXmb3isQ0IG8VyBe6MMtF5PAgG+5+gvX3bWTtjhtZcugVfO64eXyx8yQe88fx7D9uZcPrLub8sx/jt9evoNOy+OmHruLbrVm+fO4lrOgeZvtQmXFNNi6SwYqk0NQR5i7yJuMlNg5sq+EZi8I/Up5vvcTC4XPw+0qjpHV+QSjmhRZmp4/JhWnVrhrJe6Oui2qMEHgu+hkBOVNgjPR5QMzE6bS0tNPRNYn+qQdzzbJtLP3bQ2DloTLMvqe8kqnLb+I7igFhxuLx/OHod/LlV7wfYZi0TJ7D/q84lnmTmhlfsBnfZGEO91RLCwrD8wLxSx3iVzmIjzVO8fJ+NUuqua8GJEuQBSNrHAMMVDA9zcMv3n6iPBkzGqpAfTD8eFm/pKSIQtaWK470H3opKNZ9f4yqPK1LUqozVO7OZIG74BFwo5Ty43UuPVZKuUEIMQG4VQixQv1SSil9kOBFoT0KCIhQCmqaeEuKlStO9UMBapHwEDFMOOC1zBaqiHJMwI9k9fR/hwAA8dj/KFhRVfxFRJGVhhl1+ZHVBISJcw0VDsKkf274ndeF4XpWYduQWIaFZfpKk1NCOBVEaYjmTBOZpgJD5SymIVizsZ9H/3Qj9w728jvg0HPfwPe+28vyK+/gjw9siIxhyHH52U/v46IVW7jxL3/h6wfMYcWmPqZ1NDFUdtg6WKGrZRKZUj9USmD4h6fraF334opV+Hns4ElKFqizCNc8d/9ZpJEuPCBJaEirRlB7Q7rVBpJLBVX7SL43DliF3ik+AAQgM3kkedxsCz0jDsMVl9njCrzxlQvobN6f8/adwMZ3/ozr/vS8dgrnnTaHmR/7NPfmJ3Hm6z8RulnNOOpMJp2wD/M680zKOpjbn/PKUALSzuLaTUjh5S7AtHFN27M4KUIHslohIlBeq/VzVQE4ybKd8s4oIFxwt1QYdqK3QIRR+uNJICGi1Q4iCnxs3Loax5Hv6oEBUnkXNGEyAQOPz0pVBIL10M1jd9LYQwPq3ncM8CohxCuBHF6OgMuAdiGE5XsFTAM2pLSxl15EGo3QOOqEgS8QjTaB5lg9GhPzkmgvTrBuNrCcamx5HBCIZx0XwkAYAulWVQnHlZRciVuB4bJLW7aV5nYwx0+lPFjmvo39bB6pcPffnuW4Td2c8uXXc4PS/5WPbOCS885lxs3fYGAEJmUt+lZvYlLfGvYdN5MtQzZSQsbwMv+7wsQ07RrQEuqXjKvOWW9Rr0m4FlkojVU+gRryJGuUUp69zio8ZqBKQyrPCKpdmYIwOaQ0M4i2CZjtE6m0T2V9X5lNvSN0zj2Y4Z2bMXMtvPaI6az5+S8j7e5z9jF86741UOxD5tro3/Qcln0CczoLTGuxsbtXYfgggLSzSCuHJOutuWHWGA1IkJl0gJr3gT6HTkMlwxWq8t9ko48qv4bYQmCneQH2iM4uVv3SQC07Hn4siFj34/dU5a1aiocs1fRHFWDZncfz2MsHNnadlHKD/3urEOI64HBgixBispRykxBiMrB11ANokPZMIKBBdxrdZtGBAaM9yJLc5tMO+FRmG2M6SZbmECGTihdAfCDh6VRr8XelRLoytO57444OJfQ6iBx40Vq5wteCvTYB6aW6NERoD8QwTUxheB4LlSKiNARDO8lmm5nRNoV9J7ZwR2uW8mCvPwWXVQ88xDum7MO57z+Rj7tP89t3f4/1I+Ww3xYs/rl0K8fe+D9c9MoPs3TjAMWKQ0fOxpGS4YrEyrYgjGGNBTN2ShJDVpMeTYJVJNYUNcmVIm2kK5ONCJ0RK0uCEJeUwClte0eZGTUMTTe2xL0ZgACBMu2Hn1QwcFwHyxDM7mhiXlcTU1uydK27j3v+sY4WLCSSoq/4nnHQJBZ999tc/mg3v/3Az3DLRTCzkPU8rls68hw3s5PJsgdz/SqcnVuRlo2RL0DLOC/UxcogrSyuMD3Xw9j+NQNrtNCAAZEF0nuDVBddh4pXBdxqYsoqw06K8xeCkFESjqe2v6TwhLjAETyXcB6acCEVDEs8z0SCMi/1Sb9qhqyzHkgXNQnp7qIXK1mglPK/gP8C8D0CPiqlvEAI8QfgXLzKAW+FiJ6yl3YTjSY0UD2X61072v4abU8LKqfcq2Fv6WOqI5fEM4erfTRCquxVE1suXSLAojIOIQxsw0L48XolR1JyJIMll95iGVMIOpvyzD/0TGad+gS5W1eRsSTbKhVuXraNT5SeZdyio9i+/J8APPLYJionHc+lf/w8a351LQCFSV2InRspZApMKoynWPH6DkIEpaFUPdJQqhcXekU+KUa/VhYdu6t4zTmrnM+J+WxU0ELWWmnjY6+5PVW40ITgKRQpYyc8d3NLEMoP0s7jZgrITBMDIkd/aYSJLVle8fK5tJ91MWfvP4mZq2/n149uCdt87Qkz2XrA2Sy7/FveB8U+ZLaND71sHqdMMeGhGyjv3IqwbMzxUzHGTUPaTR4YYOdxEV45YsVoUN9gkvAOyfq5GZJCeiKXiFrPPDWEQ1feVzcW3RzSSCgMPeINIL331BOf9Hw9NX+SIuPEPQTDv+Nrm+CdsbvA2jEDAQ2EPwohCoAhpez3/z4F+CLwRzyZ4Wu8yLLDngkEJFCS9VJ3XV1GHX+5NRsxsbb3GNEq1XKtxtiGY3XrAAAJyn9gDVXd+pMqD3hNiZrPpBCY/n1euRwvri9QRlz/p+IGAIFLk5VFlIe8mO3+7VQ2r0WWRsi2dHDafsfTcdpCHvzjLPo3r4JiH9tX/JPtK+DS2+FS4LxLv8n7D59Gdtnf+NF7fkoOkyk5iy0PPMWsI5Zz7PR92TniUHG99XKkpCwFtl8doOH4K91hHPs/NexjlK6Bur1RrRRQiySD3oqQJjSk7VMdsKRtT1az1tcTWsNMsmH/VXTdkWCZguaMQXMmS1vWpGloG8WnH6FjWiudO0eQJcknH7mOp7b086Xrl7Hiou9FO3GKyJJB2+yD+NpbDuGgnQ+y85q/UB4cId/VRn7OPEQmB5km3FwrbqaJYsXFkW6418Nawb6hoybRni5mL41Jx6w4iZ+rwpaoxsXGn08ATASu/drx+O3HmX8ACATeAQHpsviHYwws+6CN2dclItS6A4oquJG0S3RgwEthdX0xkwUm0CeAq4QQlwKPAD8bc0t76QWl0e69Me/XUcS1NioMg17Gicse9dy1E73e6rhFp41bHYvuIjX7vCfPKMYNAFHGNkxMO4sEhiuSouOwumeYJzf00TtcZmZXE29//ae5sHMc117yMzas9hICPvLp/+EzX/sen/j684zs3EKlAmd/5Q5u/O93ctiXD8VZv9LzEswVEJUiObeIncnh+GdXoPzEQXU1P5IgPQ9K6hpoL6oT2x/rR1t1SgnBqDlnRZQ/6MrFCZ0MpKGIRTxlcvXyHKntBWMSAnAdD5Q2LGS2GQwTx8xSKjq0ZCz2ndDM4oktzOvM0bHpEW696Ks8sdN79q2WydxPfYp3XPNE2H6+fQL3f+98pj30Y57+4v0MbR+ma8F4uvabTXPXZGS2gMy3UbbyFCsyBCZMUTUYBGtYM+9dAG0i94e8WO8dqoL5oZEgLm8EXsXBRxpdqMZQkKAHBTKBqtAnPmmdl58/aF3IgpqIeLQydTycpJH374WioCT1aKnBWyYC1/nGVwv4rZTyZiHEg8DvhRDvANYA5416AA3SvxUQoNIu7ZEGXnBV2K5aE1OajB3Qqcm8YuOoyWqe5AHguzRJX1mPx/UnVR8QwW8fAAhQ0FBRVOdhCKThKd2uIcI4vqCeewAIOP59hWwLslKCcpniulVsf/xZtj25CSv3M/Y99UDu/PmnOfGtX6N/bXfN2H5/+W/4/eXwg+9/lh//Ps/av96LMAxaZkzE6d5IoWUC2ZYJDJRcghKAjuslMzFNu8Zlq5H1r36fbnFJiq9S29Yp41qgSHUl979UGbc6hrr7WgGB1H5rLlNAgKS6ufUYeLydcJDBvf6Pged6mTEEtinIlvoxhnZitHSw+C1Hs2+pQscJL+N3lS7e9qFLq8n+YjRx4SFc/ZU30PW99/LdXz1OxhDsO7WZheccSGHxgYj2iVRaJjAgbUojDo6/4U3DZ+gagCsYclDOT5JQWUAnCOgU9QTFPejTE36D9ak+Z1AUb6rjicT7a8AGFRDQ7Rmt9apGAPEFSEWhlwn314ABMprEsGbqMSG1uogx75rRmBt3gXYlWWCjJKW8Ey/DL1LK5/Hc/PbSvxClKfRphoIXCrxKyxof9ONdOHZlo+HY8wQAAGqVCKifRyaxn1CLCZTEoD+X0BtN4admpUgh20IpYzBcsSg7ksfW7GTDczv48/rVXDV9BqcsnsfLjp8Dqx8C4JaV3Xy8qZ8DX3Y09119PVtWPsa4+Ydz//oe5h0wh9ZcG8bQTlzTCi3/hnQQfsJkbbLd+DwgOQ+Kep3HULRAfEPrlhCOGOkjpijWnLOxe1NdryEah51wJEfkwhSXeK+95NxcqodcZA7C8NLzCAPXtCn7ZYKbbEHeztBsG7QObqK48lHsnEUzFi6Slx05lUcG8zxz951hP9MO2J+dS2/lBx++gkpZMD5rcnbOoms/MDvGU24ez4iZZ6jk+oYtgW3gyZAxECDpfUoKH90Vqqe01/QVA3LSzqlGQ0uCeH+ddV/npaALn9VR3fMzJlOr7cYTlu8uGntoQCNgoXweWKL5vBt42ag7HQPt2UCAskFGy5xHky9AR+rLEe85MhRFWah5eXUHh05xjQjeMRAg5gUQZN8NgQD/Ul0IgFD+Nv1MoCoAIJxK7Zj8cRvCAMPANQzPEu+AIz2PgHIADrgSbJNCUwd22zgA+tZ285e717F5pAJ/eoYvHnMG3//Iqfx66b7c+us/1K6HmeWb16/jrC//J/MPOp7iiocQlu1ZfytFjNIQeStPxa3OMZi/IUSEwUfWP8bAIo+gUYuLdGufkeaZprqHaZBd0DP9mrHErTkp7ogBRQCeGiVWAzCF4zJrhAktqUh06BbvVRIQ4JVkcitI08KeNof28VMRHZNY0zyHb33nH5BthZFe1Niz5kn78K4LX8a5E4Zxrv8m3/jxg5j+7u3cZrCkvRlr6lzKnTPZUbEYLDvhc7INz5MlQPfVfR4nR4eUhZNR7tGcHTVWlURLfthcokt+QGp5QYLr422r1oAGrHdhSaEYGDAaV/1grnEX2NQ9+wIKSbtCL1ZowF7aM0mLqY9RLtiVUAJtGy82CJDi9ZZ4JsVAgLTQheA8qOFDwVlqmCANL5xMVMcrykUvTtytYAztpCvfRlNbG9uHmgDY9MT9DO3YRPdTf6dv3ZG88aJ3wRUPhc1v//0v+MB5F0PLe+jvc2nrasJxJRsHyriFcbTmWhGVEX+cRqTksT7Wf3QhTDpeHFBdi3qdczK4vWZJFUtrnD/UdR3XuGrr8gOkyg7qWOLTUr0D/DEBNeMKvSKDsoK+PAseH7ezJpYhyFcGMfs2UwFmn76IDx4yiY6FM+g99ETedPNqL5QQyLWN55JX7csTH/kRm8olWrHZVoS2mR00H3wkxRmHsKG/TLFSxkWSMT1jhWkYoVeAaQiEWxsHPxbSrZ+uSkNwbU3unwBUV9YwQglgQBJfVtusAfj99gL5OQ3kj3guBjKfpsM0j+1Gjspw+9S/9AUnQ7y4OQJeatqjgIBwIzXgtq1S0qaUSYdykktujOJZLiHhwY/GzTz8XwMCqB2EB7bHdFwErltbdjCwQgboppoDQGv9lw7C9a2GqsU4NpYAEBDCwDRMbCtDRULRqSb4GalI+kouOctg8pTFNB2whdbHn2XzyNMAVJC89+DzkUgmWiZ3fvMC/jn5ZH5xx7NsWrmKvs2rINNMz/pnuX7FQbxy3mKmHDEFY2gnAK4wEE4J27QxTC9PQOCRYAjPK0HNsxl5RkKxAGieTZJFvV6in6SYr9AYUnt3VPiAiCt+PeS2poybSC4NqLNERLwBUvrSMRWtIKiZe3CAhuCSMJDZFuS4Am5TB9vLFreu3M5Az4gXe5Zt5eWvO4VJLRneevAUtnzlE/z+7b8nqBxsYdCOhUAwe+E4xp39Rja2L2TTzjI7hgexTUFLxqIla2IbwstGbApsw2d50iWoCBBfr/j7462b91sFcSKCV7D2sXVIChfw1sJNBAOCPwN31VBwVgCIeNtBCEdgma/rFaA54+IJS2XK/REPpzrCZlqG393lCRDQi5gscC/9q5O/78cS855Eo8k90HAbuwIAqN0mtROz+gM1SdHi1EiSNBUY1IWTqc27nhuWx5NMGxHeB1BElEcQxQGc3m6E69JcaOHY6Ut494lzWP/M4Yzs3MLGB//Mlifv5pqNC3nz6xbzqz88CcDG+1cx8b4Pcfsd1/LgUAub+otkLY/fD5Vd7GyGXC6bCABEPLj8caXGPBMF5ceydkkJGavj02tOUlaNE5FcDAlgcaLFPsWo1kgoYVpOhIjFP82rDc2exOO/Gb8ikemWvXxTVhZ76hymvnYqxpQ5bGudzdt+cC99O7eH97/9nWcxb82dfGul5206IhwWNWXZ52OfYk1hNg883c1AsUKTbTKpJcuk5iyGLydkTMMLlnPKNUpurcxV33NSRzXx/g2Q7nlFL6hVyAO5La3SUFIOgqr3Y0xGCQXaYEObdc+x+JmQtEdqPFT/BYwI5q6VD/yXpz0KCIjTWACAem1F3H6T2lVQ2bhyVU8w0DHc4BBPRIhjymU8kU+gyARKTJAYrb7S77/0rvLiKahtBABQX063+l3ALIVpYZsZzEwTroRyyWGw5LC+b4SBkkPWMjh4xvHM+uhszvzdedy4qY9+ygTqRl/F4TsfvgK4gk+eNIv93voa3rXqFfR2DzNuaivDZYdNAyVaOsdRyLchRvq9ygDCANfBMCz/QKsFQ4J1qFGsgsVPeW5xiihF4WFYi4iq1yeSRnBIUxCjF6bHEqaBVElCSG17hvb7pNdO5/ESea8CQdzK+T9ZekouO0Y8gWzRgZMZP+0CZkxp4VMnzuThc07nfz60Kd4NFVwGcbhgZhdHXPVjrt7RwR2PPkep4jKtI8+iSS3kLIOMaZG3BAXbwHTLUC5X5yOE99vfN6OBmeOCV3W+McuRVND7JEEx5lpf44IHkZhUqe47tWtZW1Kopi2f6YdCQp15Jn6vc0FNETbDS2Kf724QAHZvXOFe+vejRONBvfsU8DT9wsaV95pLGvFoSHD9T6PRlB6sSWKmnEWBUQLlt+MDAgIDy8p6HbgVKBnIShmnezMja1dT6hskP+EfvObUt9L7unn84A9b2Oi38Ydbn+XcN7+N4+74LP/YPsjdy3ZyTHuByn1/5OCXv4MtLVkGyy624ck+ZRdMA0zDVoBhjQISzilaEq3mCcTPwwR+msh/gzXR8PsI2K7IGHFgvmZ/aTwD0sCAeqQ1IGgoyQhR0566XhrjScQuh1Ity3WQwsDNtUAmD5kCO3ITWLqhn74dRZ5feh8Ik459FnPufuNZ/v4/hu0c0pGl67dX8KttHVzz1yfpHywxa2IL+01tpaspg20IspYgbxmYTtHLVxAOwgCRIBMlyFKq0ST4v5EzI7gvKTQ0DVgPn3vCXkmtXCQ0OQhiHofBONQxhWOuJ0tLVwsQ1iM1dPElcQfA95oeg+zQSLLAfwV6yYAAIcR04Aq8RAkSuFxKeVmj97+QIEC83bR71YO0IcZL9IDXWmoVF2CtxS1w//f/VtsMSv+prQbWq4Ys/pAofGiTyETAAUno7lwpIowRhFuhkG2l4o+re6jEExv6WLahl3zG5NT9J/Gee3/FlfucSSXhrb72jjXsO/lO/vjD/+SuNb1s6h9hcksOUwiGKxI7myGTa0E45QgzCer9Bglf3HDNlbUWVcUqFa2NHeL6i2IuVfXc+tS/45bdBE8CdRwhAKXZozrBrm5pQ1LQ7NF6sdQBJoJrpH+pNCyKLlQcD1iZ2prjvEOn05wxOWFmG32Xvoc7H96mHxtwxNQC8+76C+fevJYHb7sHw8rQNX0C5oFTOGBKKy1Zi5aMSXPGwCwOgFOq3mx48aEYELh+Jll81JwCaV4/ur0SxPnXJMcKliNFaJaRdqjGpAqi+y7mpZMEBuiqACRlmQ7uDe6LzFG1SGhcCXXCZlwYeilprGW39gx2/v8HjVl2UMF0vYE1lZePNTdAXHBONBzo+HADBonIZw2CAKnySBywSzF06ELjdCFDOjBAzWEEUAIMYZNt6gTAdBxkpcy2R1ay+s5V3PF8D9tK/8fpZ83iwrd8io/d4t23/qE7ufPV7+WYS17F05dczWQrw9zprYxs2EjbpmVM7prFULaZEac6dseVuCJw//aTs0I0bEqzLvE652mVgrS6ViAzyWhIn86TTxdCGCZyA73XRdoZ3QBYGxlrjfIfHXutgaoKqFfHqFTFCduJAkhqTqVwDlC71q7fr53DtTJIM8OwyLCpr8zWwSITZ7RRPObVVIrDHLOfjXPTT/nzI5vD8R36Hyfw/UdXc8OvLkPYTeQ7JiFedRoHTG9jSmuW8U0meeEghnsRjl81wrQ8eSFmfIusS0rVKe0yp3j8xJ9NGr9qCFhXvC5U4MiI8+dAttHl84l7bojacMZAXggAAZ3nojYRJtU9Eija/0pVhgIy/FwJo6WXWt5plF5Kj4AKcLGU8mEhRAvwkBDiVinlU2k3NSJgJsbHjcL9pqYttZk6LjBJ/ekSXWiV0gSEOcLANQAAqCEASqy/W44q7jrkOxZq4H0mvORpcS8B4anwXqk4EE6pWju+PIxdHqGzqYORJgvbNHh+2wCP/vVu+tav5K9A/1fez2tv+Q3T3B088dHP85cno+UxWzD58W+f4ttnfpfXvOxNbJo2gaGyGx4UZUdi2VkvT4HKVFwgBgZU1776d8jwNRTGqYVgir6Uo0ph3LWyfvH7hXK/VoDQgQAKkptEDVuIJKmCZqNCbqOusFISzjHCHHxQy0UgpYtlClqyBvuOb6LJNugwyrh//z+u+9/7yWFSRjKCh8y3Wibv/Pob6V5yFpf+9Rm+/4VreX7pg9U4NvvlTG6bzaLxzUxtsckXd2IMDnoggDCQZsarZGDhhSCg5I9QkuIEVQXUGaUleFIFuJrHKpV3kVrEPeJO62sJOmt+IsWEvXgVAHX/qt4sYWWCmslEaxPXy/zbKBgQfq3bE7uRzMa2+V7616YxyQ6wC8q89tx/EZIKJnpnjdLwkcjfGwMBanhHzYAakK0UC6DwLWpq3174ntd82ZVUHC+3EEWXvNVG68QOspURcvc9zOZtQ3SXKvRR4aabn+Oii7qZdsiJrH/oTgCuuOM5TnnHeVy26l2M3HolzkiJ3NQpyOIQxtBO8i0ZLDtLxa0CD9J/RqHyrIZNxddXo0Bp10KjKAb31yTnjYEmcQBYVaCjYVj+n8o4G6oUo6EaT4IESstnkObWniZrpY0HNCEJ4Fci8qoRlSUMFr11mdyc5cJj96HjFfM5aFIzAz/6GHde/WDY1mtPmIl76ju57TO/h/IQ0rAZ6d3GYXO6OHl2F/NbDcyeNQg/v4C0s2BmkEaQg8urZBCE4EbGGIxTGXxcjox/7303SgAhYZ3Um+J8OanMYM1xIZU20MgUapuKt6oqW0AsDCRsXNnrUKPQq4aO0NNWJ1sE4yERf3vRKMgZMVraU8SNlwwIkFJuAjb5f/cLIZYDU4G6zNy754UcS/Xv+CZOdHeJbdJGM9LXG3ZSzFagWCUqHP7viPXfdat13QMG5CoJAGuABh8EECJU2GqSn0kXXAthVJBuBVEeAdfw+nLKCHcQioOI0iCTO2awYFyBmV0Fbtu+0b/d4bMf+nw4g1e//RI+vr/J9mt+w/p7n+euFTvJYjI+a9Kzch0T5y9j4vxj6LMyVFwZvoxedQArilBTVabM2EGlggKNvJzxrLY60mZE1zz7tCzLjVaT0PVd85mGqacm9hHReNm0MoNhWyljSXon41awwHJgGoKMJIzjz5f7sbatZefq1UzM2cAIzZh85LILqLRPZO3EQ3jtZXew4yffUgZpI7OtCCEYN7WTk+eOY06LwOxZjejf7pWKynihCAgDaZi1e5tkQS/NGqbOHarvZNwDJYiH9RIV1noHxK08SRb5cI1FLKYvgWmqc4qDAaEirqmDHcxVl2goeJa7Aga8lGTs/vKBe+kFpl2VHeKkPd8SFML0gY3unnr5VVJB3noCUCMeWjHSKl6QzD+o8qu0UrYRBSkcni/TGOA6XsWhIK/QcNnFlZIm22Ta5CVMPP1U5t//PNmNPfzuqc3sLMO2a37LG065iO89tZTK8ADdm3o57J0/5G/Xfoejz3g7xo51yOIwItvknZNOCcu0wTA88CE8D0FQVbjTYv0jc4qvUXxdEsCTaPln/X4Jchzp7k+7L3GsMct76hgbIO0aJYVDkO49MdpM+wHfrshqct+8ZTCjLc/szjwzWjNknr2HO37zIG53Mbxv7jvfyC+XbWFg8yoA2ifPoGPOQbzjiOnMFj2IFU/gDvWDZWO2dSEKHZ7hQBge+GBmcBFhNaxgbio/1c4/CUBJWb+x8s2IN0hkDP7z9/sJZNsoKKfIMWlgQIPjqBm9smfjoTaJlCBLp5UpfrHIMMSYZIc9JbfQv0SOACHELOAg4H7NdxcBFwFMnz69fltJ3gANUhJCmlwGJSHOO+VglMrfUKt86JL4pJXNUA/bRABA/Ync7Fuw/VhpaVge4ur3WT0sDH+sXj4A084hXAdhZhClIQzpAQFufw9ObzdUShiFpzhknwOZcMI+3Pf4GTz+x99BeTAyixt+fiU3AOMWHMEp//kOvufexca7l5Ep2DRPG487Mog5sI2WtimUMcLDX1I9sAKFSEXaAYQwqgIHwTxksoIbB3c0CdB0Sm3cNSzJIhD+nYYMx/bNqCzw6OekLW8oavNLQFQIURPKRLrTCCKNWJnUOQk8YdDys/IapQGMgW24/TvIj+/kwHcdyeKREpNOOJJH55/Nq973A3au+nbtQrhlcIrse9abuOK9R7Nw58OM/PFuiiMlrOZmjLYurInTEe15pJVF2n5+AtOOACGAYq9X2085R9IAv0DQpFqy0HFlNXFiQnKeALn3hFJ9ST6o3ftRQSI9z4TqyqezAOhcAb05Ef4OwIDwugQwILhdZ4F4KXjk3hwB/16UJDvo5AYdYFmPB6j3qfdqrV7B7/gZLlLOZw3V628sXjQ6npQEeuri/9N4VPh9mswVay+UfQwLYQokMFLxqg5t6B/h2e5BtvV5itwxs0/ghO9MpHLTNXCJV1nout88wrteX+Kp887gpl/+ju3PP0nz5Hlc+/gmJh49k2kzJpId3IbjlP3qBJ5MZJkZABzlXJV4Z6IwqmeqjrRHR8qc4zl60ihwvFDDGUMLZORsVg5O311a5d+7ero1BDDVUQobTayY5m4fdqcCLhGvFu8zLwmwgWkImkUZe+1DDD78D6Tr8kh3iZwweO2r5vFQYT+u/Nmfw3aPPmFfLs3fTf67f2bF6i3YhQydC2fSvM90jKYWsDKevJAp4BheImpHkQXUvFtjojpKdaPng85bNQngr1rkdeCTv1dTwpRVQCE1MbGok8tI6EsVVy/SlyWMe27WW6cXkgzfuDha2lPEjZccCBBCNAPXAB+SUvbFv5dSXg5cDnDIwQdL77OxdBSLZYqMId6nXlDVx2bXoqNJdVyThPqkzaIqV4nMCQUEcB1F6VdAgPDiqBU0tIz6rlb4LttB6cGgFKE3hqpy441Z+CU1cmSbm8DKgGEhhnpxe7YysGotO5avoTz4c9rnTuGf7/0k+255Gavv+J12HtuffoDfrnma06/4Kme/q5PMuoeRpRFEUxuOYSEqRWw77yn2/rwjrkTholVd50LLpMJA4i9zKnAUV4i8iddelma5SRP8GrDajOag0wmnjVg3VAEE5e+IF0V8nYLfCe6JwTPSd+jda/i5KoRT9jxLAKOlk+x+hzPl0JdR6ZjGHdssXv8f/83glue1TVn5Zl5x3llcMe1+Hj/7Un7xzA6mtGaZsP8Epp+wL637tmAUWnHybbhNHbhWNtzXQgLSU86Tkl+lkY4hSn/d3CQFXj1XRC0YEKyPd654YFZcgQmXWQgQXgku7dgVN/+4h4G2LFFc+A+6icUXqmNo1LNgL+2lF5rSZAdVbjj4kENkPXDWuyn9vd8VmbPRVyDJu0oLnNWxyjYc7tUAeBwqbmmhZLrM4bE24rKJoIgtDCw7jytNgjD+Z7YMsHTZFp695x6+tXUtLeMmcO3nXs+h7TeytGeEnWWH9T/5Pu//0KVsHjyfEaeV5vYcLTmLLQMlsqZgYvMEzPKQX57QCPs1DRPcFOVZBTWSDDoKv1BJF+uvpdEiocG6Bfei9woIQI00pSUpf0FNfwkyc72YeCnTvSC99mo9KGscZER0T0bAboJM7mAKL7mfMbAdd7Afs9DMovMO5pK+QVqWzGVN53w+feMKBjY+B8CMw0/mvcfM5M4LvsgjG4bJYPDyCQWOmNRFa76AaJ9IpWUibqaJ4bKL41Sfsyl2LRN8Q7kZ6hgz6wH8UUNVVD/RGQlqPAYT5ILoRNww/DB5IkbdvBsQff9UbwKdbqXbX3tp1+klBQKEEDYeI/+NlPLasbfj/25A2RpLkhT9RdUXpFGXmaR2kxK/pbbl/04EAcK2NC7r4WeCwBtACuErSDIEAgIFUUqJCz6DC/4PEEQYcSSFTAsZK4tVGUHkCpT6hlj7jzVc/3Q3jlyG8cVbuOre37D6nIv53DVP8vQdf41OKNOMMCx+fPuzNGcWcsLMg8mO7PSStliZcMxatDlujVAPPv//QLFqxKVOW0vY7yctEVp4f5L1Jg7KhH2MAWlMUbASk8ZorPhJAouKdgsBiTkGIvcoSG3SRaqyKd0wM68UBthNuGYG2TwOp2Ui6/or3PTUaoa6NyKsHNLxrP8AzVPm8KX3vZLDczvY8ac/8NBjffzhAS/8JN9X5NXjmsi0FjDHT8VpnUSldZLH1Esu0lf+gzrBKvNJyhwdIcUdNg4GQDX+NXKLugQhgCVrwIDw+hj6nuSm712sR+/jiQi1gkMaiCWj+QuSwlFUYKPmPUzxCngpaOzJAvcKHv9KNFbZQXteN2B9q7t3NRbxpHembnLhCCib8I6mnFF18wnodPgkEEDHN9IUySQgOw56uhVwKwin4p0zpSFacy3YeZsZbTm6ChnKxQqD29aBU6R/3XJuef44jj33QJb+9D4AVt65mjPetpK/f+RUbtlisKm/SEvGJGt57v8jFZcmO+/liPEPKu98N+parUfDn+u5TddTzFPbDnivbnzC0D6HMZ9xcXBD8+yhuh61LujRnEYqb0jPMdBgtQRlPOocTbfsGROki1FowZ4xnwmTZmBOW8C29rn8+e/L2LTiV+H155w8m/bV93PXhj4Egg5sTAHt86eTmXsA5a5Z9Lk2pWEHKWVo/TeFN7DEKlyjJN2cdZQUOqpa1WvaTVPiYdRygaqUR+QCzRjiySG9C5V9FDNQ1Iw/Js/UrMdLwIrHnCxwD5EbXsqqAQL4GbBcSvmd0d1bC6iONd5utEp4xCugUQAg6ZDQvaSKsqkKz/FR1YQC6BQYQ0nKEVj/w78Vt3CpJB+UVRAg0hQQFFNx8Vz4HNdL8iMl9BgOGdOgq3MuzYtcOvp7KA38M0T4+3H4ytGvA+AQy+An33wTAwedxa3PdnPlzavY9uzjmJk85aLDk5v7mNGWY3JzO4W8gSEDZVHUDCxQ4hJj+2KuiJHbE55f/NALPovHPtc7++shu2lZciF24CWACA1TyHT19wZVFuJZ8sM9luYqil7RS4o5jXupSEDYOdxMExgmJSPDloEKz+8cZrjsMPv4V7P9+eU4pRH+eukZsGklj3/qG/zl3Ku4Q+mvHRsbg7xpMO3I6bSe/CrKkxaxpWQy1FsKx5IxBDnLIGsKTP+zyDukTiRyyCSsu4y685sN7I2AWQM1YQJR4MmNgAGgyeUQJIdqAAxIYtpJgkOSO6G6VyPAhoaS8g28FLQ3WeCeT7siO1Tb8H8nndG7cMamXlJj6ndRFSKVdIpqoiyhaSPxGEsCilPbrQ0nA2qs6mr28Ph4vDPIwJMg8ECAShFRGfGStPVuxLKy7Ns2mfMPmorjSlY/MJXBdY8DcMUfn+KsD3+Yc577BNfcsZqlPSM8++rPcelXlnL6Oz5Gz7QJ9Iw43hnvhxu4CC/8IMiNpKxHkofmaCjNe0xdG09eVUO5YoCJACFr+bC+0xTwNhyXjIA68cz8tX3X8mf1HlVGSSu9rCbJS1SQYyBLqkIcVz4VXqbOE0BaWZzWSdA2BVno5OkBwXVLN3DZD29msNsrQzz3uFdwzhTJ4xf/kgBqf+3LZ3Loq48gc/YHWFOy2b6jgiNHsA2DQsYgbxlYhiBjitCAEJWNaqeoo3oGpECnScq6H64DUXkgCdRSwwd1bYXrtwtyQSMKvc7QoVKigl3HM2d3Jhoea7LAMXCRl4ReSo+AY4A3A08IIR71P/uklPKmRm6uy9h8Gm3CHV22z9G0mdpHzEWntt1aZVPHsCIHkNSAAEJUFf+40k8Q9iwjrv5u/DBG3fwivMaRUPF1JQdJxZXsHC7TW6xQdlyylsnsjn2YfcZ/cvT2Hdz43qtwkAxRrck6UHH5zoevAK7gtEXjWXHf3Vz/bB9L1+ykqznD1LY8ZUcyXPHmlLMMD1H3x1hTX1U9cGLrHFn7eGyainjHEMt4EqRI5lSNlTMxHjBmYdEl7FGFKkF9S218jwRjiaxHuI81R1Hgbi6ja6lWnAjaTE02GDSXsFeTrAEqIOWtq+3tS2FSdiVDJZeSI8lZBsfNHcfhszqY2nokLxtX5p9vewv//afl2nEM4NCO4MNfexVtF36CB/oyrH5ugGLFJW+bjGuyacvatOX8KgM+qi+krAUBwsGnAyjVSQX7xL8tXISoAJZm0a8Kif4+U0AslenGSzQFyQgNIcJKGqOJ6wvGIvzxahl3ggUhqeJJZF0SwM1gXXYrQ9+bLPDfgcYkOyRuszrn2wuxPRv10orTWKxQiVhBgixSc38MVE86+2Tsb5V3aaeLQJh21PugUoRKGXfnFipb1uL291AZGmb25GlcesBRXPiDN/HyT/+RzY//gy1P3s3lD+3Dez7yAfZd+l+s6q8wJWvTt2oTXc88QMfsg2jumM5w2VNSLEM5wxMskvHjvnYtas9t3bVh7LNMToQWxk1rvEdUMmJ8uKZjX7aLG0aEepluDwS8SCbIK3FvkBiNLkN8OmAFehAgvCwGZHifxSrsKG1K00bmWsEwKQuL7mGHZ3cMsLWvyIQFS+jf9BxNHRP5r9csZv2PvsDNy7zSxGccNImO/7qE65sWcNv1z1GsuMzsKrDv5BamtuaYYeUxfWApYwps4a+Tm/B+NAAGxvlnQLp8TGnJK9WkfzUWfBVUUBIURy9SnpVICB9UwIC4XFAPDAgNBAl5N9SE3DX4aCAXxA1OL5ElwTDGKDvsIXLDS1k14G5egGUai1uf9vCKXDC6jNeJh5mK7sUsqukN1grPYZsKABC2F7ewxgCA0NVfKqVz1HEqfxuC0PUp+E49ZFwpqbie0igElBwvk+rO4TKb+kZYv2MYgHmTmnn9+Z/hXTc9xPdvWh4YAWroH8t3ctxH3sL5n/kCx8yYTfdQBUMIChkjFU3TJViMgAHqWiZRAkoexsBpAIHwGs3+iMTFNXBgReQy5fcLdnbEBQ6NFR9SlHdln4XjrMPoamSXmpcv7qlT3adlV/qeJhLbEIxrytDZZNOZsxgve9nync9x5Z+ex8agrNlQFVw++LlTWH3OZ/n5bWt5as1ODNNg9qQWDpjeRkvGhKy3dy0/UaEl8BNrxkCAmCVMS0nvtCrgy1hYisa6EmeYaZUAQAOEUd0zafH6alyfNi5wF5XyRu+vwcp2o5a9N7Zwz6ddlR2SAMrqBcnWU/X+XaZRgACpfdYZbw01IIPUnPMabwAdxb3ZarwHfMDRtLIYgOtUMBzPW8vp7WbHslVsvP95tq/oZuKx11E8cB7HHnEM1yyzkU6Z2+9dyyvmH8IRr5zPK9YN0TK+ifa5Uz2PrpF+zJE+mrItVFQFP+VIasSgtKu6R+T2mDFBpdRwhQR+kFTpp9H8QPoB144vyQOk5j71NyTu8RfizA/4jfSrRyEMyhJGKpIRx8U2BAsnt+Acvw+vOeUT3P/EMywwd3DN31aFbSx4/XEs7c3wiU99i+JIkfELj2THEQuZOa4J2zTIWoK87XkFmG4ZHKc6P5+fC+rICbH5xsHwREoDjGIGKdAo0yoYECjVCbJKHFRIU+gTgQmN0RISZJLYHtNth91tJEgjMdbQgD1E3HjJkwXuCmnd+lIscHXvDUhjcdVRErIHenSvpg9lvElU16Mg1k5wIAX1Th1ZTfqn1s8NylpU0WcPAIi4PblObfUBwBYGecumybawDYFLhq2DJXYMlHhw2Raef+hRetcu52PAHVf+lHdfvJLKPdfys8/fSF+l6hlgIshjcNPvnuLc8d9j1jvezdTJ+zGCRcWVYUIYgUZ5SLCshsnTgrVRFHkdcqvdJ4EwowEE4u0GNKY4To1QlcpgR0E6RDVpL4d4rXRDTl83AWajSK1mn6tr7lmzq/vUlWCZgmbfBa85Y5Lpfo7Kk/ew9s6VADRjUrY8zxKAt194KM3vuIS/r+nl/8ou33vVhwkSRLbPWoxx0mEcOquDcU0ZOvImbVmTJksggtjRiGeICBNnplosBATJsULmGL6TEvxwljAuNbC0xyxRqnVFIhCGGYJmqndLxCVQx2yJIfhx/EVx91QBoDR3PvW+OCVZILyb0r0CXkoaa2jAHsLP99KukkapTtqyjVZ0GfUQYoL9aEAA3ZCEqJV3kvhhEkWqq4hqCS8VhNSFtAWKuMQ73x0ZyCESU9jkCuMwM01Y0sXcshan/AyPLd3EQz3D9FzVzXH3rOI/fvt6nt5wCk/c9Gc2Pvp3vn5TgYsu+jbvOmQy1rZncft7MAotSMuGSglhFr1SgcIIz/eaTPUkPL8EuUwfChVb56AfUZsRXc0TUGPl1QC02tjzeJiG+hWNxavHgRx1XPHShqGCG9yb2CoNKazhR5q9WtcLMt6sf22YlFeYOFJSdiSOlGQMwcz2PNPacpw2t4tpcifFvie55/f389ygBzydsnAcQ0eexw+vfIyRHRsg28q2Ffex5ITFzOksMKs9x5RmG6s0AMMlL1+VMHzzsOXLCaZ2XHGKexoHYEDSnFX5LW3d46EYoJeNpe+9ocq01YsCz8OqbBLsw1RjBTG5RDMXnWdCVI+JrotuHeLXvhS0NzTgX5RGa3EdTWKseD9jYex1XWYjilEdhqwDAJLaCUAAX7mSMhkECDKgqgCAgUS4Za/PAAjwk/qE//tjMAyLTLZAS1sbttGC60ruWbaF3rXLw75OPPtDoVI0/byL+cBr9uPoXDeyfwc/Of/rCAT7T2uhPDRM6fll2FaOpkInbq7VK/EWHIPqtGOW1WC9A/foQFEShqkcNOnMKKIQBQe0CghoGJ2KomopCdFVxqKri1qXoTdoAaqJSYsJltoEUSn7K9GDIgGsShqTuubB3pSymmDPNrxYPBsXc2Arom8bsjTC5MOmc4Hj4pRdpn/6Qm5lDlc9tJ6zf38t3Pv1aidWDjLNAJhWhsPndHHMjA5mtNrkKSNK/YiRGFM3MyEIEJbPVDJLR+YLkT2SGJYiXaqsoFaw8psBwPH3gIEAQwEYdP1rBM3ai9Jd/NX4wvCrONPWnIlJe77RI/KlBgP2egT8/0ta62+KEUHbxouk/Ktt68K9GkmEXJeSPJiEoVXO4mMI/k9SYEKe5UbXVLUwBmBAyVfY3BEH28jQ3D6H1kNbmNzUysI7n+GeB9ZRweWOdb3sf+svuOS0N/HuR73M76sffYrvOhPo6OjgqOn7MWUyuMV+rz/DE2mFW/EUNXX6Idib7uEV/q25LhojrzljlbCDwPsh/CqmTOnWL2lt4zKiLl9SZAyqUq/u61AxjPEWDd9uNAl2KjXYRlI+oZrxxAD6KKjhybO2ITAzJm1ZyNsG9o41lO65gad+eRtX/fVZAMZnLJZ8/M18/Z9ref5+L/nkIWedykCpg4++fB5HT2nC7NuMsbnX0w0MywOarBzSylbZehCm4efjioAzmiNBp7jH76vON2aQqrlA0Qtila10RsrASBBeH/Ma0RkqgvsjpQl1AFjCvcHcQrlC9UyIGOrSAYFq3y8NGOCFXY7hjN9D5I09CgjQbpKxuj/VtD36Qy84uOu3XT9mu6H+EuZaU49VRnmEhxYrg/Y/M40gG2qs8oDruT8FIACuDwo4Jc+KWil7v10HDBMzW2Cftqk0z2xn7RHTefymTor9O/xsvVUPgHVL7+BjS+9g/L7H8I33n8xPn76SbddfhVOqUJjchcjkvD7KwwjTQrgZH3WtMl5IPrAgFnMVWFnrvIs6dzy1FEs91yZ1H2i36BiYYaQflUa5T7UMRrXexoUGzURUBqxtQzPWpKSCAcWVWBWcMgVY+PGjThlh2VgTZzDl1BzTzm1HzDmEzy0d5psf/bT+/a8UkXYTQhgc9LKDeeuh05idK2HuXIsoF70xWTau3QSmHe6xAASIe9DEKcgtoE2oIwzADzNIAvViVoTwq3ibkkTrUVKsfz1qlGl7Fye7JiadfTWeKAkC9UtF5t4cAf/fU70M5gHFz7jdETbTcD+Nygz19m0MBKgXs5zWpi6uG+li+OdrgK27rqTsejmABksOxYqLIyUTC51MPfQ1HPLhNdgrV3PVV29m/UiZldfcz5JDTmThEYtZet1zDPX1IITg2e2DTG3NkbPytOU7Pdftep6WL9BZJGNKvo7qVibQkHZt1XM4IUSjxniQcG43PB6dUYwqgKBLJFzv/ppLGpSfQS9HxMPjDOE1avpjtGUFMbAD0beVcl8f2dYsc/NZni9Jjj18Cr37HM2Df7qX8lAv2dYuzjtwAm/er4NOawPlux+iUhrByDVhtHVhtHQg8q1IC894IAwwzBAEUIEJQ3mfkoAN9bM4KFA79wTDi7ovlP2hgvXabP6J729yzH/k3iQjQ9CO5rlq5cXYuIO5jQYM2F1GBcM3To36vhdhLC8G7VFAwK7QqNCcBt2e1Rc4nmhD25/mMNNlEq2x2Gr71iDERJl5UM/cFNSEAwRAgHeQO57FX8fIheHtZldUX1a3gtvfgzvQg7NzK+5gHwDj2rr46JITmfeDj/COD/+QwQ1Pace+7al7edtHlvO7976bH7zzq0wubcEY9pFXO+v14bthBWhsqGChMqRaZUZdscDKGlpvSTiM1HUNpo3m4NQoRro8DtELkj1B4haAmueeAAKM9vBLjCOMU405qDbfhNpeGA8WO5yTEvzEKXiO8XwUhnS8ckBuBQwTt2UComUCxsJjWVvKcvWTm/nWZ74DdgFK/bqJsM/hJ3LFp17FYe5qBm/6Fr09/WRaC9jt7ViTZmBNnIEwM7hWFmlmkGYGFxHJpxEZa2zNAoFIVdzxYxX9k0C/xhAy6sBiFH/LwzYVz4DIWsbAgOCecGwxy1MjyYYic/PvB7TWiLp7PnLxC+dl9ULQ2D0C9iIB/3aks5iiV07SPAgiTSYJvKSf27sKMoz+nphnkqwFZ1W34DRLrdeA4m0g3cgiCh8MyJim56EooSQ874CtgyU29I3wyNoeVm7oZWSwzOCOufzgnBN42TPr+eWvH+HmZdsofO/7fPrT3+Bnky9iJNvJ5PY8E1tzlF3JQMnFFJC1LGwzyd6evF6JGfMVl32VojlVomDtaLKpJ8kSunGNhvdrz/tGXfxTwF8YHQigrVAgZWSeWqUxyXCWAILoxiUqRUR5CKM0CEBu5hzmnVPgQ685BjltAct7K3zk1mfY8uTdACw68RiOze/gL2/4BBufG+SgqS1MOWQS044/gMLiAxFtXbh2DpktIK2cl5xQ8RyEmEzQqNEyUNyVuYd/Jz2oYO10+zZcj+j+Cz7Xhg9GPAv8NjTGijQjRb0QgXA+qqGgAQ+cNAPb7qQxlw98qQfeIO35QEAMLY18pTlkUhU2hRIP5BR3HNAnXotTRODQHGoRS7Ty0jQc405VbA1c/qEWMRaVqvLvzVNxE/IVwJDMDNKtICpZhDAQ+SIM9FDp2cHWh1aw4b61bF3dy9qh7zK/Jcvzt/6Eq589ie/+aTnP3nVLdHB2HiEMHvzrA/xqThfn7j+JieMnk3dHEJWR6vziY0ihxBIqRA/nGiuPiII4WtAy6QBLiX2W6mGdtrdU5V+SzITrCAK1mfmTDyBtnVd1MH5/SVUnIJ3h6eIx42NSQyIiboFq+IkwkJkmXMPCzTSxdbDCA+t7uOtpL+OvsLLIyrDntQJ0zT+US956JEfndyK2reF/Zx3EL/xZnjS+if1Pm8OEQ+fTOmGap/hnCshsM66d85MUasI/RDVxZviZZk29x+fH+Esj+Z1SKJi3uq7Bfg3aVL0NIusqXYQE4T8fXcnCeLx/9Eu9R4s6n8gZFF+XFFQ+svcT6KUCA/bmCPj/m+pZTBsGAYL/NW71NTwmVGoatHQ14AU2mkSGaVVbdGe7rs1EpS/Sj2Z9wAM8XQchDHKmTcY0MQ2vvF9b1mID8MzGPh79860MdW9EjvTwk6mv5wNv/g+O+cuHuad7iD/9fQ3vOvRyfveO/2Bk+kGs6ytTcaWf9NWDXR1XhlbhOKieqmBpzrh6tdKrF6YrzlCnPFr8owYAofglhnreasM+DO198bGFip1mf8QTV+oSYMc9ByM4RpyHpn2pjF2lxBxHKgDgeLKD8D1ZpZmB1gmYi8Zh2Hn68hO4+qlt/OLBB3n0zzcC0D5jPz768nms+/HnueGJLbRis/G5ChfMbCPT3ow1eRZOy0TcQieOmaXs19eWFTei6Bkiyr8jw03aIzFgUccXk/SD8LZReGJKlLwQKZZ91VgRH0twryqT6O4dK7aplaeVM/WlCBEYa46APUVu2POBAEhVFgMhV8eYdfdqE14kbbyYO06alUy3sUGfjVXrwpMwzqTDPcoIpX84xlzA49b/sG3F9cmwIoK9cCsIO4dhWFiGgdO9Cem4rH++h7u2DwGwcqDE1ldfxMZtg1x68ixmfONCbhkYz9UPrKOpOcsDf74TgML4aWztK7Khr4htCLryebJWFuGUaxHCcEIabw0RTXDS6BGhPjP1/rFQkmLTGIIfFQBrDvMU0Kem+Rg4kSbERCwTNe6HySBA8kSqbTSSiKomLtDVlFo0LFw7x3DZDctJzh7fzIJXnMPmp5+iZdwkvv2GmUxxu+m++gp+9rof8Q///gIWTXjI9pN9RfYHsu0tmF2TcAuduE0dVDAo+eWmwuHiH/xGFSzRCXPxckoQS/oHEVAgslTKoaR7Pmk5TbRWK2UfQ0yR1yUI8v/X3Rt+rQMDNBbRRvZ+Epiwu8GAvTkC9pKO0hKDqpQkaCfdG7XaycbO8DrjfEFojC7yaUlka5QCYURyCiFdhFPCEAbNpk2mKQN4nnuzJ7XwqGEinRK4Fe57dBOnLlzCgrP25Z5fLKXoSh79338ypWeQfd76BuYuPpkBo4mKb40NwhyhNqwvMt46z1gXipVmHU18GorX1u7QWURoyn1hqPFyufH9UN3f8QSLNYpxCv9IcgHXgSARYEL1RrEySNNCGi24mQI9JZdHNvTz67ueZ+kNf4LhQTBM9jloLrPcbdzzj7UATC6YzMlkmXLEbHIHnUB5wnxKVp7hsovreKGuBlWP2iDPFhAxbARza5g0spvudm1IYnA/hHJYUmLhYB3Db2LGrXArCVMrE8cNFLo5pE5TZ1RLoKQ12N1kiLHJDnuKuLHHAgGjirlLAgFi7UHtptMj7DFlJTgUUyJC4oh0HABIuy/pQExy+VYPxoirnqr4J7mdG1YIAFQkVPykPmVX4rggpcA0CmRbmmnqmIHd1M5UYNqD68EHAkq4/Pm5bgCeuH4FXH8JABcfO4NjP/MBnr3wm9z57HYAZo8vYArBSMVz8ZO2wDKz1bAF3VjDxVDWXVGqoIG18e8PyroJf211llV17dMOsNEqNkkAQFLfqcJmXHiBmqRwSSCHNonSaEEA5T4dM9B5QVTHTu1eFb4QZXgVJBzp1fLdd0Iz09vyvPWw6SwadzLm7T/n0te8hRWDxZqhDOOQ98W14/dpZ59zX0HmgOMpT1xAX8mlNCJxcUKmbvrKv5o7o1pRwVEGHbXCq++y4/8duN0ZogoKRIQVlPNC0xboGX7cHS/oNwkMUBc8Lellmjtf4pbWAKFJlOZZsDvBgL05AvZSPeGz4RrrSSFPMWt03eGkvWPqdYnAYIOnc4qAroLoKvhZI0uAXtgPwWojcpaH55V0EZWSl/PFKSHcCpbrMiPTxLTxHcx42Vx6hl7J4qYBvvXNK9iy4jH++/YC33/L+3jF3R/hb8/uZHlPmSOf7abrofvpaOuiZcIc3Hw7rp3D0SR0ia9r3PgSzl2nVEHoFRCAtvWqrKTFTL8YlKqYqM8jsNL7Q4+D21H5stYbINJsYHmP7QXVg1SVGULDVjBWjZyS5lWZxB9qlO3Y+6nm/SljsHPYoWfEYW3vCKZlMGn/E9n88E3sd/LL+PSp89j800t5rHeErozFCRceyuJF+zDuws+wok+yY3sZGKLJNv1SggLbEGTwyhAHXoNh9YVRvv/RSdd6mcYNXMHMA2Ven0fIlwsMMzGxcFKIirqu8VLD2iEnebY0AoI1CAYkfrebUIKx5gjYGxqwGyjJBbUR11Td9brL6zHpuHXO+3BscbFp1sf4OJPquoYHtVIbXfiu0+nxXJ4HAMLANW0cv6Z7yZGUXSg6LiMVSclx6S86lH036s78VKae/G6OWXgoky+7jG//eCnDOLX9ANfdvZa/n/pJvvCluzn+Pz5Fj91Bb9Frx/KXrOz67keymssAjERFPvjdiEIfQY4hwszUWu9BG6mUJATGnrNuT9UDl+L9JCUHSmsjHksuZVI2YlEDYIUCQAIIoKLe2mUSyXFi3jiVFtVnEb4/orq+/nPJmIL2rElX3iIrXDKbl7P2C//DZd++i52Ofr+5SEZwueiYWRzx+5+y2p7Cpv4SA2v6yFoGLRmLnF8jOC+E72bqMflI9Yy4+U4NW4kJiKo8agg/T0Ww9jHGG76XflsCEEb0WddF//3noYIBwX3hONRcDglJL1UPBe05OArgNd5G3VdpN4IBY8QB9tK/ATWyf0frEVbXk6AB199G+4EG3qsUEDZp/gF4GOcPiSBA2K6i/KnrIEyCij1C+Ll+HK9km3BKiNIwsmcrlS1rKW1aT7Gnn1bH5Usbu+k76838+cRjWXbbHTz7wOP8Zv443vSZdzDnmhvZZ/p4WmZMpGniOGRxBCOoFCBbEVa2RnmNr0+adVG1kKZ5BTQEqKt9Jjxv3Xlaz4NKnUcwZvX/tHHEKcK/axh8MsAVMTrovEljMoMKLAVzSguXq2mvnsysHb/HowNj1kjFk2VdKZnckuWNR8+ifOQMFrafwtDG5+h64HfccOPT2EJw3KGTaH7jhzn1qqexv3I3TS1ZFs7qYOHkFhaMb2ZGW46c5YW2WIbANkU12XYol+oGmjBPndwX48nhc1YuieSpSKpaRFUhj4NYNeUs9aNL9ZatByQE92unre7/MXgn7e7wAIOxyQ57irixRwMBASUlJdFfHGWUcQZbT9ny7qmNi6npIxxIslu0LiY9KXGcThBIfA3Cgzrl0FZix8IwgAA99o20rvRj76TnDVByXHpHKmwZLLF1sMiOgRLdAyVMQ7B46kxO/NL/8eUTf8hX3/5DVg2VaoaVw8REsOw3D3DcwTfSecDxtIybw1DZjSD6Ei/eT4oqoiZRyqvFDoEahV6xtEamrLsn9n8VWEmoi/oCHECNWIDqMcjRlMOsh87WC1sJ2/R/14ae6NtqRGitSUwZtlMVMINDOGuAUezHGNhGacWDbH1sHcOOJIvBIAI39kac+/J9mHPKYWw/8794/c1r2NG3hXzOYuHkVhZMamFWe56JZsYPAwDb8EoPGTLIUxAVgj1wBRCS8M8U97tgSxsiyni9dYu64kX2bg24EAUDdEw/SNaT6MYaPP86YEBDAFgdBD+J0t6d3cXUzXrzS6A9haHvpReGdjWEpJGY+jhp3w/1TGwUcFBknMh5rAEE6oU01pCGL2lzyARnn2FjiKrHHk4ZIYrISgln51a2PPAUGx7cwJ3LtvH0yDD/Uchy3uGv4xuPTaN33Qr+9PdVHP/WQznkJxcys7gOuX09GCZGoQVXGFVDh+t5MaregfE5AtpQubhSleYVoFOKGrKspizwaOSM+FxqL4iNIwbKp8X6x/tXAema9yHhHjdWcSdMBOwr7KlycwLF55wEgETHEoBCEunz3oJtMqejiUXjCrTnTDrXP8CdP/0qj92/jucGSxzanmOfVx7Kbat7ePpvf4RMCy2T52K87DgmtGQxJggypkHWNMiYgowpsAQgHS/sVum7OvgUz0gpq98nuNineaPoF0sxNMRkgpp9q8gD1fdW4zGoAQojMmzCHMbqJdjIvbubDCHGJDv8C00hlfYoIGDMwmLCSzaqJoJNK6ouug33HYuFCjZHHIdTN01t8praFyO+x6KoZPRgEigHVMCYRVIsuAwPclMIbAOkCWXXIGsZuFKyuWeEh9fs5LllW1l975+RrmeVPeWCV9H2xW9w3MwOjs5uZ9UPf8jWJ7YxYb9x/O2W9QBkW7MMr1lDoWMFtmHR3DIRN5uj5HiHdtC3KwEpfctqAAposp4q840oVZLa56zbC7E1jVjT0SjKLwIaWVXa3chz0nkDQGOCapURRC2+2v6V5pMy8oIqPJAKeMWXJ+i+XrhHTSnMoE/X8TIBj/RjFAeRrsv4xVO5oLfIk8u7WXTSXPKvOQMmzuG2HRl+dduzvOUft8JPV2Ff8wUqRS90oGXyHIZecSzTOvPkLIO8bdBsGzTZBpYAURmJxrXG1kEqTC+0xCvud57Sr51aNC5PXQNl76Yq8/F9HzD92BmjJvmR6v2pkpPeCvHvRi9WjgAhxHTgCmAi3rJfLqW8TAjRCfwOmAWsBs6TUu58UQaxl3aZGskTk1RJpa6XFtSck0lJbKP9aSq2aJT66E0xg4eiPMX5Vyov0yp8ev7kBGdOpD2JEAaGkcHKZTHMDNLKYrkVzG0bcMoVVq/qYf1IiRIuj/30Lk644mz+cNB8ntiylvUP3cmnmtuZ/KTLpa/ZnwMWzidfGUSWvDBEaVo1a6qbVzQv1FhLr0bBAG+uMYWoQUU3buDRURoYkHpviqErvCQJBEiROar9j06ZrwkL0HjOxscZNzSoc049wjV73jIETbagOQNZU5Ad3IZYtYJV//tTrrxqBTvxjFaLX7Ufxolv4ve/etQrjV0epjiwk+kTm9l/SivzuvKMz1s0WcIvo+3U9i1EVE5ImB8QKW2tzeMTygVV4wAkewt6Nopa3SYtH1HEOABRU4oiAyfJBPUs+/X2apoXTCP37rbQADHGqgENmBBSZIfPA+8CtvmXflJKedOoB9EA7VFAwO4gnXtcQBEwoBHSKRMqc6q5Pvm+uJCuCizJpQqrLm3ST5oWKP9h6RMpfTfwuKIJphlY472yanlLULANcpZB2ZF0D5ZY6bghCCCl5K//+3+A5PdhS50sPufNfOOCI/n+fz1Jae0zANgTpmBkcojyCKI4gCFdsnaeihShR4AKCATIsoc2RzOXRtdQUaqC7+MIbVyB1XgHNOKy1giaGfLAqBwSbUMZQ9zdMo0iirV/b5rbnS7XRJzq5lZwa2Nl4+scFyIaOUC1bqY65N+0cXMtZBcewvTp85h5UYHDJ+/HN+7bzP98+zfsXPWzmrbLfdsQ2VavLdNk/tQ2DpzcypyOHG05k4xTRJRKYfWBkJQxRTxo1EukCzLq1i9IzqkgawAs9Z/AO6DWKwDUJFjJTD+gugpN0rsTAAqi5kjQ7tc9jczReyECqRhaQBXgYinlw0KIFuAhIcStwIXAbVLKrwkhLgEuAT4xtlHspd1BSWFPSTwhIphHBNvd+440ksiwBnBICUmrCQOIfa/zBFCBfI9XB395v02RwW7qQmaasPe1mLZzG/Of2cG2x0rc11tmVW+RQx6+lXMOeSWbVx/C5sf/war77yTTOoHHtvQxvmDTlW+ipZBHVIrVsTbqeh14PsVinxOVKrWdFJmgnmwYGoF2RXGJjaHGW1Rpv55nXjxEshEPxFSLqOb+amhnHbBJM87EblIsxfFqRUKAiQATMvj5f0b6MPu3Utq0mlLfME2GwaBrsKgtw8Qzz+LeTYN0b+4j09zBtAMPIzdhFm89YiaLJxQYZ1cQIzsQw9WQvhCIMix/lxs1gr0OBIh46fmD1XmsxkM8vR6igICqzMvY/d4F1aTAUCuPhfen8PY0Q1IjodgvKvC1GyjwGh0tNTjkJNkB4LtSym+NvufR0b8tEJB66OoEeqE/MHXtplEUeW5g54zFVUrjqqMVWmIHo8q80+qlByUHvTjpioeOSpe8YdCWM2nPZWnOmEwoZNjUM8zaf/o3OyXQqEBP3vxnzntqHT/61ns47dDX0Ny7xrPqCgNpZbxDy62AU8K0st5zMEAo4xtL0o1EBidiB+YovUMCasTVOdWNT22jDoKcBlBF72tsLo0crqnJJ8OGonusITlHJ2AqHgA1QAICDBNh2rjZZoSdwy104UxrZetghZ/fu56vXvINZHlI359TQkoXIQwOOf043n7EDBaNy5Mv7kT0DXt7PFD0/USZGL7Vz7DC8UVddpR11iD3DSvhWo27NuOvpCpfNJKgKuwq9r8HVKRTQ+7CdfZZMK2XkHfvVpJSbgI2+X/3CyGWA1OBVwMn+pf9EriTvUDAS0L1FDHdq6i9PuYNEFBqGbc6pH1PNN4DWoqHWAUfp3gSRLrRnccaq228bR0JX24IwQDfU6AcyTkkcVwDOzubrjMv5pDT3kHu9htp/8IPWb2mj5VX381JXziW0tn78cuWNvKdU5g6uwNTCPqLDhlTYAiTvN0UKY6aOKaYUiSFQZDANe2sTgoB1e2ToH/dfgk+r+fq761XtQ9tm5rnoraRFOantqlTOJNkJZXvVOdjVEPTFIBc7UuNpxa+q1s0D5DeG1WXBDBCAZATf9YaT91AebX9sYpSEVEaAulitLQz9YQlfGRyJ309/fQvmMNSaw7/d/uzVIYH2Pfk47j4ZfM4eOlVzNywA/ncIGRyiJYOjLYuyBaQ2QKQ98CAYAwxGSEt9DheVUEN2wv2XiQhsKz2oRoDa+6HiHyrAxNqRA5J+F3EO0F5XmOy0GvAq3+XcIEXilJkh91GexwQ0IhVs/YmQ3uA1lymvsOxzZiEsMbvbyjhi8YCnUQRxqy8jDrJQeei4/oMLzhoHbfqfh+MLrC4C4iCAOVhz1W6XMQoDXhJfspFCsVhmk2T2U1tnPjG/fjTEZfyzot/wsD6ZfpJGBaD2zfy+Z8vZfXZ+3Lu4mlM7bIxiwMeeBDOUWI4ZS/Wz/C8EBCiJiFiDaIZMCZlnSJrF16nPmDTP1h2zbpZNxFTA/t1NIdb4h4dC+ikYar6GEJiZaCUPRhZb6HDgWrGXful3rpUtSz5YxAWWBaOhKGyy8ZtIzyyqZcb/v68d6GZhQQwYMkZZ3Hjx05jQu+zVJ65AfexftxMDqPQimjtxGjpxM3kkZkCmJaH8Jt2FAhQSVnLOLMWwvBqCmuUhXCd1D1LQmypL0CF96G3XNXc5wtAquVABXUkY7dMpe33+F76V+TZYw8NGM07KmYBBwH3AxN9Rg+wGc/9by/9i9NYt0n8na1HqaXGdgGkjsgAcVkmBQyMGw4ghW/FQOqAUwdeT9LTVnD9g7zkSHYMl9kyUOLZ7kGWrtrBc6t28th1v+ZjF7+es95/HuZPrmHlih00XXYZp7/77bz/okmsm3EcvSMVcpZBS9bEFALXBxdUq3MwIDWHTXWwynkNIBNyAGkUsuj6jK5MtPr5aM7cuiBqPQ+Fel0lgEejoiTvB+VvI5h3YiigJjlu3OgRs46rnofeBRoF1v8deN8FiXmllcEpdGHMaqGwzxJyr5/EYL9g8Pmn+dYP76Z79TOMmz2fi182jxnP3MK3vvAnJpq3cMKcTuacvpCJRy0hY9kYmbxnyDItMDNI064BN8I51nkWjeTwCY0AwTx1IB8iDDeIJCVW5RONq796f/Cd9iyCGpkxDjRp5YMU3asR46tKLxUYMObygaO9Pio7HAO8TwjxFmApntfAzlEPogHa44AAlUa1KdKUQhKYsHJv0JcO2QMibj4qmqttO9JvAyCAZvxpbUYsq25VsQq9AEiOY/ZqooJwKgi3gigXEeUhxHAflS3rcLo30f/sarqXraJnTS89z/fQBDz36bNYueiDrO53+eYtT7Py7vsZ6d1GrmMidssEBrZvIpu32dQzwtreEXKmoCVbIGvnEU45enj7FlorJoho0fJ4bFOCC6N6f7hOQYyWUMq7NUApWEzswnRXvrS2w3viwHcDzz1O9eJIVbcv7dwiTCk+wGjpIJVqGboCVMUBhBjFLUoBlV2ouF6pyd5iGUfCxGlt7FhyEpsfu4OXXfhm+vr6mTWuwPkHTWH8zqfZ8bebmdB6B1/ouBiARS1ZDjtoIjNOXEDHwplkZi9Gto7zGLqdQ9p5pJnBRYTlAF1XSXwEmH5W7IiAqVYB8H+L2P4LlloaJsgAqU8mNaloFSCJVRKAyPsTf6aJOYFTQLBGE1w1kstE/e6lpl1JFiiEuAi4SPn4cinl5ZHrhGgGrgE+JKXsUz2ZpJRSCPHSL8JeqlKcr9bbHmNVzBulFHlAtQCOlRq+P4H3Ri6JNWNG9jrgn5/BpxVXYBtejqH1O4Z56qltPH3rNeAUue4fqzjj7Scz9ejHeGz5/fz972spbv8hs95yAvtOm0Nl0iz6K157Bp7BwptPbTbvMIQqPmBVu1YspA3nC9gVYOYlJp03QEP31fleV54woBCQcWOehDGZQVcaz2s8ClYkei0EPFWkuLcLAwyQdpP3Y9r0leHJzUP84dGN/PP+51m39A4MO8v0WYezjzXA2pvvortSgYrB42t7mTk4jLAziEIrbraAmy0g7abQi7AR5T8pZK/xHD7JYRw6QEFS1THUnFFp94MiW8c9RlLegbrg1VhojJ5JLzSNNVmgfzadJYT4rvJxjdwAWtnhR8CX8N6sLwHfBt4++tHXpz0aCIB0wTPNVSuRdIy4AQYQeYliL0SN0FzHCp0GACSOMXatal3VKf1qUrMAVa8pjxG4OgVCgePgDg8ysGEba+9Zz9/X9LKj5OUHuOpdv2QALz77gq4mlrztKAqv/E96jQJfebCIlcmweHo7+05p9XIM+G6Ctm16VQvV+OyAAfgMI62sX73YvDTXLO8LRWFNs87UoUQXvhigFLSd5sIXXq6z/usYHMnW56ChRAYZByviferCAWouTAcBQs8CzbjDYUjNswGEEGF4iLqPTQPGNWUAeOtRMykfMYMJhVM4sLKaZT+/jKe+9SA/3zwQaauTDCaC5f1F5jyzk+nHuYhMDqOlHZlrwc214GZbqGDguOC40ToEwTsihPfyeAlk/DVVvSWkQ5g0CCLxecElwcJ43+mfS1xQrTFyBQw//mwVMGBXXPwbAVp1gMC/gsKfRLuiRPnMu4aBBySEsPEY+W+klNf6H28RQkyWUm4SQkwGto55AHvphaG4+zu7ZmlqpLpQElgKoxOe6/VVLzSs3v5X728ktEDlS7oSgyaQMQyaLIucWS25tnVyiXvylne2V4psfX4Nt62aw2mnn8v8Pz/J7at7uOXhLUzsv5OjO1rJLzma9snzcZs6cK1sWGWoCo4G81PnEsvHAv6hWSvPpblZx5WRF8QqqfDdhttL8GzV3dtIczX7M4V0Xpj1rkvl+4oXYF1uEZuzdl/6Rp1Emd/37HMRjFRchkZcNg2UeWBdD088t4Nlt3g52Dr22Z8Lj5hB8Z6r2Lh0M7YQnP/qubBuiKkvP5LMAcfjtE/BzbZQlp5xzfOYBIh6qCTlGokD82mZ/MPQ1UDGiLn5B7KBjLWVpLQGYEDcq0AdS7CW6j3hvUr/SR41iXsvJpeMil5iEG4XkwXeKKX8eOp1GtlBSrlF+f5/gT+NegAN0p4JBIxiUzSy4eJKljYZWh1qLCGaIjRrYpqqA9JbSmutb7HYvgbWRWWUAaoeWK3UQ0waFpguZJuRVgaEgT0FhGnSsrmbfMdqep/dEbY1org339M9xD3fug2+dRtTMza//eTpTHjLf9GdHU+x4s3Bi/Pz66wbgUXeP+zC5+EgcCJgBDHXK4+RRJlPnHQggLqScdeogKEk0ZhlgATmX09viif2geQ9meipEmOQcaGxJqeBjoFLNwoMaZ5FeLkOxNBQPCwhUHiDvSmVxoQEQ3pJiyzDpCVjMq3FpjDRxlrzEJt/93s+9/mb6aa2dCVAEZcmP2nm9GOnMf7YI8jMO5BK1ywq2VZKjkupLHFxazwjDHxQAjDxnp0rJcIQIUiFnzTTe1YGQfK/EAyIW55k1WqizRocrJ1IyBgcf7ZxMACl3dh6NxTCxAsk9Gr6f6noxUoWKLxD9GfAcinld5Sv/gi8Ffia//uGsY1gL73gVE+ZihxotRtHiJSzO87f6wC2dRNtxe7T8rlYX4ntBYdS/L6EcepK7UU79kEAP5dQlY+74FTC/wtAk2ExsaWJ6ftNYHZHE/cdNo4b73iYzat38pcnNjHj2H048H2ns/Hz1yLKBuMWdOGWK7h9OzDberyzNtOEYWVxTdvLdySr1VoCDwFtQuE6L3GiDKd79qosMdYzTeNurdtTEeX2hVKG0uRPn1LXo46lNgQBVIBIlRuIgv9xz45Ew4dC+kS6sTEq+9lxJRXXpeRKSq7EkZLJrTmO3ncCnH8hA1vWcvoBnexXWsUzf38Cq8ni9a9dRO6/vsVhXYLujnlsKLo4RYkolbENH9gyBJbhySxSeEkJw2FowJBQxg7k7hgwEAcD1Hu8tXEjMkXwvSSQNRIAhdj9CBMh0vNkeOOsUy5de8+en1hYpRczWWCS7BAYEPx/XwM8OfoRNEZ7FBAQOXDHgqgGt8YYaqPxWypD1ibdSRiCrj+oFdLD6wMmHB9SyjjTrAGGcirF0cqkcbsIXCMDRgbsAuQ6sDpmICYtomOf/Tl80SIm33AL3/7xUhwklYQ4596S5Euf/ysf7+lnxoUXIifNw2mZQBlDcf8GDNMD6v3eiTACo8bKijD1Vv6EZxPMWXfgBYdnUimnRrOWahl2HQs8pAuUusQ+wd8R643CVOMgh249Insl9i4lXhsTGJOAjKC7RrwY4vfUd7/yEy+5FURpEGO4F3fVY6z+/bXc8stHMRBkMChp9uMIDk2YfOk7r6H9je+jp2kyAyWHYlFCsYQQXv+mz8wNfKauez9kFayITCJgfuHC1D5vdbkcKT2AQwUEdMp8gtAQtpl0NjRgzaoHCjTqGVDvDH2pQQB48coH4sXzvRl4QgjxqP/ZJ/EAgN8LId4BrAHOe7EGsJd2P4WvvG5bxd/7ejJDHYE53tdoANaGqA4IEB9LoseYdL3kv66LcMpenqFKCVEexu3vQZZGaHEdXt4xganP3cCCV5zFt25dSc/2Ia57fBMfPPYczv5smfmdbVhNOayJMzBaO/0FCNq2EMLwksj6VuW4R6OUvlIUALV1lNc4jUouVO5R+w/WalTtpQFMmjHWG1dkTA2CCuGYY3OoXlALoqW+C7pxJ8k8vpCnVT41vDSxu5h8FJABZAxBR95i8YQW5nU18foDp7Jt+zTadzzDxp/9gb51fXTs086088/niqWr2XTkIdz5yPNM68wzvT3PuKYMEwoZmmyvD1MQmbgOLKsZXkppvohXSsq5kKTIJ4bHqPe+ACD/aPZq0v3pF7x0XgAqCTFWj4CGKEl2eKMQ4kC8bb4aePeoB9Ag7VFAwL8qjUZpVA/WOGOIxPanWXY1h4MOBNCVGKwycEfv+eAreK5Us/xC0XH9v00wp9F86BuZduJbuOycK7ny/K9x4za9FTbrH3Z9a7upbHiOTHM70s7+P/beO8yO4zrz/lV33zQ5YJAGGQQIAsw5SBRJiSKVo5UtW5Ytax3W9uewwf7Wu971Z3vXu16ntayVLdmyLFqZIhUokQrMOYBEIIhE5DwAJt97u+v7o2/3ra6uDvfOIMk4zwPMzL1doaurq855z3tOUSj34lk2npTNmOc0MCDDA64ip3pytPD+pDnmOk1MlOes2OmYJ6mNOOxWFMQZS9pia4rJU4CqpGMC0xIEBXUYm0vxBKiMEVGfwpoaxZo8Qf3EUbxqnaGS7+0vG4CAN108l1XvvpbhX/wjHj5WY+vL47jeXrrKDnM6iszpKNJbcugs2pQdv2+25YMC/iZAJDQgPM5SQnicHxCZt3r/lUmnhjkEHqzEjTugAjYqMSkNMU9IMF6QyBYyeRiTlNWWlYYWle7TJacKB5BSPkzyvv/6U9PqeZkNaUcZVt+H3IYPM1OaE9vK+Y5llc3Tx9z5BYTPiPIr9BD1aeqH91LbuYnjW3az8/sb+adHdnHhnALX/ddu3nftdfztvZt54rFt/ObBMX77vZ+gsGIxFw6WERPHkG7d93gGx7UR7AcWdpBYmLhhGMQ6q5+nhWmApjMo62EeQ16fF1LmN45bmVN5AAD9bxMbLOt6k26bJlkgVVJugGA/DeeXwXmg6ri5cjpo/bIQ2BaUhKDkQG/ZptDlYY+fRG55nI1/8VkeenArm0amuHhhN4tvu4wNxeXc9ZXv86m//Bc65q7gkjtu501XD2MNCeZ0FHxPsRC+rmCJ8O+mnk0TLFPvS2FkqDT92GlJQoBQ8gmpNH2aTgI9RKA53uknDKmMw6QQhSzmSPbgt1a21cSap0OEaFN3yLM3JOsO326jxbbkJx4IyEx6JRWjXDu6A8wGtl6dyXgJk9ilAAJBu+pnkN+zG6PsqFTvxiZkN1bYEL13643dKZqIRQorRNilXUDiJ2abrEsm6x4Hx6psG5nglYNjPLblMHteOcrIzk2M7t/Gn3zmMwzsOsSFQ13ctKCE9+x3qB89wtgzW5HPH2PBVfNZ9LqL/WNXhOV7Crw6wrFpJITHldI/81UHAxJYE5FxSPg8tik1PrATPB46eJDMvsgAe3SDOEcctqmqmS6Gxt7pwEQKPTYRpPLi8zO0Q3VPkSJJoQSR8dY9TDGrt5FM0vVPMZCWgz00zPAbrmdg3XKuP3yczkVz2XzJ2zk4Ns2Pd45w170b+eamx3DuHqf+1V9FFCoALLzqDhZfOJfbLl3ApQt76ChY2JZN0RIUG/GsweZuGks9sU6obAraNoTVdSjyfgbjmxDbF27cRiM+nugnFUxIkNmM7Uv0NJ1iSUycmCGnuZvnZZYlL6tLlSyFtFUGTCZzKtZAe8q3iWkV/m1oKy3JWeaxtQ0QlFAXsZHSgyC00KuDEHjCwu7uo+4UqY5OsHnjYTwhefLYBAvu/j43/d7tfGluJ4defpGXtjzNLz63hdd+6D386i0rWTvUQ3fZosMRCFdzODRAUtuK7ukxwEIzJNX7zvJk6x510MZR20/bAk1beNa5QICEPR4MQI/pngx/t9qX5jWG0JNg/ScO3uTJJxR+1fgZMurS3lcBjhAIz/X1z8lR7LEjuHu3cODe7/Dde7eyfmKCaTxuv3IBxWvexN3PHWDs8Kvg1vzk150FlvR3sKS3TH/ZoatoheEBzfabAIB/P/HcGU22HxGDPtjoJQ3dtOG8MtH8k8CAJInZC9q8S2QJp+iMwbWt7uczYSPMdrhiHvHhmjYA43NEczg3gYAci2arnly9bmn4LKl+k1EdoVsLw+JL9OWJKeaGroVxb0GfMpC6mFHWiOMTAb1OBS4CI036lDtb2NhChvTnmic5Ol5l0/6TbH16K4c2PtK4B8nv/Pafxnrct2QdV775ffzNP97IcMnFGj8KwqJuF5DFDqRdDBPFNL2jChggrcbpAUSMqiw0HwybQrhwBjfbTDyoggKJ6HcS2JJjQUqMuVcks56cz9p0XFzwXaw+Qx+T+g5RkCq4E1OCprCJDBZDbK/X52kao0BY4BTxLAuKndA9F2f1jRQLnbywb4xf/T+Ps+XP/hTc6Uix+uQY2EXABwJG921FrprLUE+J4Z4yczoK9JZsKo7AETSPTFTmjQnM8Oex8HNdyISQEIKxCpJSxb+LvN/hQDUVBogqDcY1xQBops0b/SzjSPMpm39uSQEBzoScbuDhvJzbkmf9TisX/p0AAkQ/zOnZT/S2mid33hCCRDwiC0zQYr/VeoWUPvDq1rDsIsXVLvM8l4ueepWnH93JwmKBiSMTFA9v4baL53Fg54VMjY5Q7BpgfLzK/rFphnvK/v4mLEpOyTfkNINGXRPjDpNmX/Iw8PLE/4cgUY7QP2gCDTP1dubSYXP2KbVvOdb+do0xPSxAN+ajHgZlbonk0wmiDcT7Hklq6dYQbhWrNglTo8jJcayiwyUDFV6emGJ1T5H5t9/KAaef3YcP0bdkHcVKmevuuIm3Xb6I6xf10le26SpaWPXpRnIKFGQvDjolD4YXhq8E96I6AgU5aP4ynjww/Mrg2dd1M6Fs/IlTM+N+2pkKae9Z3hxGp0vaZgScI3JuAgGaZFGddNENb907b/LiJi56Bs9nnuyaal9MfdLXQzAkflOROkPctd5PpIzH86nfN/qOV8eyoGhbuNLCA+Z0FBjuKbN0sJMNfQPNcl7d0FM4vmsDP/iH/Xy0WuQXb1/FTUvmMlC2KdoqLUxGKNL+7w0wQAjfqyCVM1QTFiP1jmNnCJs802G5Jt06rCtr0dE2VWPMtfocRdD3dIUyVzxfQqy93paa9FCvP9LPFle2aHIe8zUR5cgA4Ojxp6EBmqcDwRxvJJeUVifSspmseRyerLNx93H+57c288oPvw52IQYEAODWkFIihGD5NVfzxisXcsOifoZ7CnQVLAruNKJaBfU9CfpuNeNSUY4LSjzHVx2DYGy0zVodxjzHB0WGI2EdC/usgwAzofc12s+Nxp9lIQGBmACYXPITrAScF1/yKKaxdTTDYEoDAPIa6FnXt+whhkhfTdWGekmA1mf0U8rmOuhK/8QVV/pMv7or8ChCcR7FZfPpWvVarr/mdrqee4bd997LxKHjnHz0Ad71lo/R++6L+erKJVxx5YWsmtcVngwThCnalsQWdnhai65rCZLHQ9179PuMjBXRz/RyuZa/POA+ZBrper/UerP6ZGK1qntvIJnx7AZ2W27dIUlnE3F2luq4ijSvge96v6NzNcUBIaOJLKWwEOVunIXLmfuGCrddczm3lDp4Yct2Xl36Wu553s/T9o471nDnhUPccORBhvpuQx7Z6uemKFbwihX/2GGn5B89bDlgETHug59C6Yexb0ryv/Djxs8gMbGRFaDM/0C/iFUvEmj+2r4emwptAqFqWV2S3rOkciZQoB2G10zEByLbK3cuyDkFBOgTqCV0tDHZg3KhgSabP3WjLXfd+u8GT5yutAefmf7WM4RD8lEkeRbnmHfWtDirn3kuwnMpCIuCbdPtWAyUS8zrLHDlwh4uW9zLX/aV2fDtL4NXM7bpZyS12PzwE/xTd5GOwnLWze2iq2BRKVhh7LVJIgnUVC+r4T5N1MUI+msAPtQFWT2e0CgZnm1I3/R1tkFeuqkxnk/YmUACqPdnbiPNC5R36kcy/BI9MzhaoXlcY9nvheGop4gRK0JAQVo2bkMxnK66nJh22XR4nCdfHeHgruONDhYSei6Zd/FN/Pa/uY0PXjyPPjmONbYXcWy62aYQfiyq5fgbe2D8N07PkBT9MbaccOOW+PMWIJb8D5pAW+PtFpbZox8TDQCKZAzO8laZwCNNZjN5Xtrc1unKMfbBaZJzZWM+L6dXTLRo0/uV6DUN/s5gbSW1p9bfipjW8ohhpPQz71FxJsMqVlZjRalHFfvZ2WUjtNBjouYxMllj78kpth4ZZ/vhcbbvOcHF3UP8zIc/ydRD32DvQy/RufuPufU11/HLH7oVe/UaTk571D0ZJm+1EzTxsG/B31pYZp511mhEJnnCDYBrYr0GvS9PG5F+tSEtZ3nPWo9bBAGS9oKksBU1nr55rXmugSnnlWGeas6x0Ii2bKQog+XgljqhbyHesms4NCl54eAYP9zzHPfe9Tz1qsulF8/jQ5fPh/v/ge/+nweZW/kCF7xpFQPrltO1Zi3Oogug0uPrCV4dP1+QbQYvZJMpnPR8AoDEGO8fOgG1Msr8N7EFI4yPhNOJgmeQhx2ql0mSTP1kFuR0sQUE7ekO54q6cU4BAaq0TJFSqfoyntAFcm4YSc3mCVcworYGdAxC2nqS5DU8/WtDaAFpF5QbNsQxq8ZzvYqoTyPqUxSnxymfPMbgxEmWT0/x0+/sQ/zSb/PNreM89MpevvXITvZvWM/UicP0r7iMkV0vYxcrXHDd1awb7qVgWyGDSs24noayBZSowMsaG6ek8dRjs2KDpM4FJX46UpEV/ZkhSXMqbFIDmoyhBxn0PcA4FolhDLFOZsQKJtQZAGcmgArioRjG44IUNkBiHJswxNkrNDtp+SdFuJ6k5vpHAFVdietBR8Fm5VAnN920lK6+n+Lo3iP82tsW8OzOoywZ7ODmpf3MObGV+oFXmVvbzPr3/BkbFnTRv6KPORcvoW/1YpzB+diD87F7B6FQQRYa3bAcwE5U9AMFWP80SPYTGRcFfBIGL0c43glHB8WGTJtrkU3fwGxKKhd8lkdmI0ZPVwJPF7Lffo6Ac2VLPy95ZCZAVCtAm0liQIJIN1xzqTpJzKCwzdb6mZTnxXRaTXKfJFLCdN1jtOqy49gED6zfz44Xd7P/me+yffVlvG7FdSxbfSlT9zzNhqf2s+ChVxFrHuKq//JLzFt+GW7vQqrCCdfX1LVQRnOhqF5O3RMeS2yr1AFE6jHfG5G1PfplBhU/h5Gs9ytL9Gdujge3E8vn9n218NLkvTYRWIMoAGF4L7L0vUgIXxC+F7xvlKhLmHYlh0frPPzqCF949FUe/r+fBa/GwPLLWDe8mvK+l9hw79Pcd2iUPqb48PP7qcztp/OChhPMsggYrKHjQGM/+u357YuGkW860s/ECjCNiV4+dkm7esFp9rRnSXxen5lEghbt6Q5nxyhmyzkJBJio2LnmbQoYENTTkij021iOgOB7ra2waIbxZjpaMO3lTDI8Q6Mip9IipIf0XIRbRXh1rNoEjB+ntmcroxtf4sj6bWy69xXuOziORHLTDXPh+YP8Sm+JJa9dxoK3vxW58EIWrP43PHEMyo5Fb8lhqLNIV9GibAsKFjhW/DgOlS4dGIQq7RpMCo5+4wmbSY6Yt9zftymZ89SgQBj1DAPYE5YnvkGYYjfzggCRvxtl1QXR5D2KtZ0HBAgrbBrAwYYa9Nv1ml6n4BrHElQKgsW9ZRZ0l7h6uJfON6xiQZfD7s//Iauef5Yvf/EFPuM2+7aqUuL4JHBwnK6XDvOekSnscpHeYhm7f26D+t+g/9vFRgJNnyGQDtY0DH4hwmQ/ppj/4BN/Myccn+i4ZWfsTfRa6pt+gmSumYbQoyxpd6M+bcj+ubIzn5dZl0RDO2PuqV/nMsoNFyV56dPaSm4g3zsphZ8YLe379H1AC/HKaNNnhvn/BaergIdbsql5DgOdPs1/4uhe8Gqc3Ledh3euYvHFV9C7pJfNzx1g21iNysQBlj34YwZqNewLLqfUNeRTr+1iDkZdPDFqLtFAj6TcKknH8UY70br+kGl4acxWHeBQ60k6ci4ITUvE4VMA+jx9bBXQzXoXTKwT0MI/pZaRX9N1YjqHbP6ouZJpVzJW9Xj1+BQb949y8uiEzyasTzG4eIibFvcy/v2vMLZ/nBoeZQvmXjKPgbUrKCy7CK9vIbJYQRY6fCebqut4ca9+jOmqg23SwxIWQjkJI5CsXAE6WzATDFBFGzv9WaaugRlMmtxlE8qpevMZyxcg2tQdzhF945wDAtJozTExGb8aGKDWmQcQSELWIkX0CZ2APuuUX72f+kakggN5xkHtq9/HJiKclPRNCAvHcfyCXh1ZtRCeizd2nJFNr7L129u47+A4ADUkdz+2B4BdkzX48kvw5ZdY3lHkxAT8l//6Zua/7yO43cN4Hf1I2w7vTUi3uSg3DL6ALq0nSwn6m4TiJypVEWp5zs05V6iFecDTQk/ifUuP/9cX4qTjJPWF3XxETL7jX7IW+GD+RS6T5mtNtD6TqM80vE7xXITzQSoggPTposISWDZ0FR1KFljToziHXuHgV/+Zr//PH3D/0THGqMfa3DpZZZACAsFY3aNQdugaHsJZuAxr7hLcjn5/U3eKDTYAzXkhBGGIghCRF18IEYIBRgnGyHPxvUleE90nTn/027Ljc11fF1IYKKYYvzTUPykRWKTujB2xLWXwNEnbOQLOy0+EpE63WHifOf9LHpBNlbwgQCCtxG9ngYF5WQvB/qp7WfMyHlTjTDTW67IF3QWbvrLNUIfD3M4iwz1lHlszl2/dN4SsTXNktMrW4zUu/Kn3cPuGT/HK7nGuvHkJnfMHEYUCol7zmYkBKKyAw0DmvqYbzTMJhdLD2ZqNtMcMCSQ3CBD8nhuUTb4uMZlwglGn702R28/YW0yGYGbYiuZRNzkQUnVAXQcnqCfoU1OfEAJ6yw5XLO6jo2gzNP8XObB5E//2jRcwdHQjhw+NsPDqBfzSB6/hip//Dbp7+/C65jAmitQbFQrA8mjEkjf7ZcqlJPFDX20t5l+n+NuW2XmiMgYTQwxS1gX/ggQwQBm7zLUlSTKYNK2un7naPMViiTZzBMx+V06JnHNAQMsSTMiUxbQVQECdjHr8dmZX8oIAhs8jHv0EJcUk+kLqNv5WvauqWAKqQMEuUqgUwXKw7CKF5VXmXn2U8UOj8LWXAahh7veuiRoDFPn0H36fj09VGXrNdRRXX4nbORgaWCpt3N/kfWqVMAACyTcX94AnGf+JYExS1SkbWVYCFRMgkCktehFyeSYa0goIkLRBAzF0O7W9DLpr2qkG6pzVN3AINtDGT8/Fqo5hjR9FjOzj5KMP8MJnHuWRo5MUE46elEjqSDoti19430Ws/oUPYK+5Dq9zkOliF1WFPSBE9GxgiG+QoSfMdDNJEu6ImhdDQ/D9/ioKug4CKIquqXz4uWHjnc0EQHnljCH6Qfunudx5OUekXUMugzWTBK7mpaCH9ZjeG0O5rH1hpueBm2Kf1XVRePVGjqG6HzNdr2K7NcrSoxdYOlTiirnDvL3nAn6wa5ydI5NsOjzGwOLLueL3P8HS//0F1v7KB7GHhhE9c/DK3WA75n6bdLvIzUZDBM6kJBnOupgMbWN9KSCVf0EyOKECx6me1ow9PLGc1qfkLzNCOBuSpgeackCFoYQyWYcQQmAjKdoCS1gUuooMVgpcu6iHn75qmPG93dS3PM7xR36E5djMv/ka6te+k7v3WXROVygfm6S/XKev4lC2LSqOf+SwbWHMf6WyBYPQWCkhKeY/AAMQ6cn/pFKm+aXi7DQ4CSJ15FxXzjo5zX0U/GTrAD8RQEDMkDBN8DzGkK7gt/Dks0CD1LJ6PJexb+15dSOGAf6CFFCrA+qRp10nRCNLryWwnS6KfT04Hf10DSxg7ZpL+Y3Bu/iz//ss9QTTsNAwwHoci/pUFW/8JHJqDFGsAB1+KdtptGU1vK7+cYHScsI4KfUolRgbIG0TMW1gkXEQiRtzFtMiFZnMiaiqbWVtpKonIxMYIT6X9DCVpDailWQDU6Z2mxcmKxCpxxoqkrSBW4IQBLDcGrg1RG0KUZvGm/SZKj2LuunadYKxusdgweZoLUqPvba/wo23ruTG//LvqS+9isM1h/G6hzsJTFYbm7m/sRcsgS38EISCLZqJEZV7SMudEJEE5Ux/t5PYH8GApSU2S9v4W5XZVp7PNAgAs5sc8bycO9JOsqvEuvQ9YKYKad7yyp7XqkGvr8+5323d+y4MzCU0EMCtNtbkSaypUbyRg9QP72V00yb2PbaZ3ZsPM7m4wht+7be5nwo/euUw972wjzm9/bzjL+5i0fJB5ncWwmNcTUCL7oRJ9G4qYABav+N6Y7oe1jz6NWXsMoznPCBAsz+tG2pN41KmglRG/cdA084KH4mVa5RtBXyJHXObI5QwwloxgGk6Ww+aYH2wh4OgbPvsFas2hVUdQRzdxaF7vsZf/+d7WdJl0zVQYe1HbsK6+i380QPbeOCuu5l7+R0suWQlr79iIVct7mNRTxlRcfyEljRABtVhCHiaGek74Rqhg+pzCt7xxjW5kv8lrAepISS6Z17XTc4yMOBMb9u+Q6j1TiQlRD/b5JwGAtLGOBftFYzGW566wu80j3sgxnO5I52JotmxMIAWPBSmNtS47qiRn24peBKkJ/GAes2j6voJ2U5MCUamhhjr6GfqE9fz1t8oMTy2g6mJCewDLzP+/BNMHDhK58I5PPoXD/GWN61i4Q1r6F53Mc68xdDZj3TKjdjr+L02zP0mGtpIDJdmOGbFwqsbiXrHovFBWHeLL6uR3qQvotBUQEieQ2lgQMu0RmHYFFJCHfJ4KcKjb/LOxwRFUW/T38iJvX96H3UQIPDMC89tep4AWShhDy6k66qbuHLZSq6YOIl0Xfb2LuFQxyL2jNb47uZDrH91hG01yd+OORz4hbsZWLGT4QuXsHpFP6vmdbN8sJO5nUV6yw49JYeyI3AsQbHRBz9ztb+Bh+EY4a1HQSTdWJDhtVGFK0mpD65X82QkTYGWWSgpVMo8Clyr6+TZAAKcl3/dcrqnYNr+n0XbTjI4Y8eGGcrGC2VT102gZWy4DHTtxONfwzCoOu7ocWqH9nHgyZf5+j2vsGNqmsJmyUevvZdV13+Y7248yMsPPsomCS9tGueln7qRd16ygMW9ZfrLNhVHNIys6NoWdXI0gdCYYaMxA4zPJGPvTBwnw7VJ+2xWiJcqqbqjVrdRrVUNPPV6dZ/Q+xNeFAcBshwyrfYvbCchJCBJwhAUvU6FYRq7Z628hQTp6w6iPo2oTWFNjODueZmJDc+z6YtPUREWjx2b5LaeEqXVl7FtHDZvPgzS5fDmx+lbsIBq3aNgW5Qci6Itwn+OJSLj7L8fZgZu8O6YkjtmgQHBAEfyiSWEDuVyEBjWiVzlZxgak9idrDbPy6zJOQ0EqJLk1VUlldKdRu9rUemFjJj2SOUazS5cQBJergSDKdZGiCzqx5VJsPxYZmH5Sc1sorFTrhR4nqTmSY5P1dk/Os0zu49z/zN72fbUc5zYtcmnOk0e1XvA8hsvZ/B3forFb7mUniW9FCuNc1Ub3oJI32KbgDYOGfeoLp5JaHKaVzmiyMwUuDM9Ly0fRbtggP9LegeTNv5ET1gaCKAi7BlAlcnTZALHIu9CYx7Ewg6MilejDMrpBJ7bLCss//zeYgduzwLcBRdzcLzGhsMT/JcvvcDzX/o7qE/GB8AuIko9HNr4CIc2PsL0m95Lte7R21Ggv1KI9j3WJxEqQZEEU8F4iMZ51sHRgsG6E1D5WtjEmuCB6cvWPDGpDJQExTQKIqb39Wyg4GZJ2907u2/rvJxGadUBES2cT2lOPC44pU+tGIRpEvMSaoahujaqx7/6eX5ASgcKZb9MqRO7f4jCxEk65/f5LEEkfbbF5OER5lQcVs/r5nnboTp2knp1khMTVU5M15lT8+gs+EaWaBhTARiq3qtqpEY84pGbSg4TSPSKpkie55JoxGgARXZjSUyy9hmHeXIstSIRYKpdb3IC8GICIQJJYxPo9QANEMDzQQDXzz+BW0O4NWSthrAtehZ1c/TFAwAsun4xcuEa9hyYotJZpHfRapy+RaxaO8TVS/tZ3lehu2SFx2ILz0XUm3mJAsZrkPxvtnPUBPMdSHzP08IHIUMv0MrnAlNn2Ug/G1QKQXv9OAu6nkvOeSCg1RilmCfXRIkxfR5WkI/2nUdMnlOVtm46OSBJTJ7ppqe9iSraCB+dFAI9q4GfiM3PIyAEuJ6g0PDej07VGTk4xoldm2LtqLLj0QfY8dxz/Ppjz/HBj7+Nd166gEU9JfrKNhXHoWA1iP9eHZkZDpE9xmmGqHpfqe2cyre1BTAguCZSFkIFRr82qY7Y5wnGXOq7kxZSYPJGaYCWMbmPaLapx/bp6Hdwlm4g+hGFIUDRyNTrWgUm6x4HT1R56NURvvjoTl74xl0+A8UkSjZtYdl09pQZ7u9gQXeZOR0Fuos+G6BoCZxGiECQMEYIwPNi96Deh0np9JVlA41Vk0D5aXlaziQmNgMEiFx6Dnv321VRzpUN/bzMvqgKcCuvVeK1GZRtvS0d/I5V1+L7ngccVvuq6ilJVG0p8U9XwUZYDrJQgVI3Xkc/omcB9oLVLLvgUj62+h5um5hk70vbKfV20XFyF+++eBFH3nkb3/7ne7jjPTdz65q5LOop0Vm0fO8qQbKuuDc/CvY3mVOhp9RAd04CAyCuc+l5oyJD0846aHAWqIliY5dnGGlB307nkhzZh4kC+v4H5lU2kYmhiGkcdFBM191NOYlMZUPw3qs3B8yywC7glbspLLkQZ858Llm+mv9685Nsl2Df8A5eOg4jkzXecsMS1r5jLRevXcfyoR56bBdRn/afad2DmvJOiyCMpuGsshzsBss1NfkfGHV4nRWgg18xu0atR2Ommp6DEQwzADp62TxAY+qalgEaZC1rp8vxYNGe7nCu6A3nNBCQFNsULPRGhNz00qRszPEKtJer0Y4ew53FBkjdXBv1xTzk5Jv4ES+lV48g+/6mGqUSxY4Jsiyk49BZsCg7Fp1Fi5on2X54jNFD13Bky1MgE44lEn7yv9H923js+X0sGqhQW9DD0r4KvSVC+lTBKkQWZ70O/b5N7eR9ZjoKK8LPzYyDtM1fl9g8Cr9ISN6iG4d52AgxYzN988yjFBjfHYhtqEYQwWDMps1nPRt1aECru4PKQGgk3jQqAOp8tWyksPCEzXjNY6zqcmBsmpcPjDLSONkiMYmndJFS0jGwgLf/3Lt5/1WLWd5Xoa9sU3b8GD9bmTgRRoKU0XuIgIeu/0MdS2lmR5gU/eCzds+7D+vJMg4SgM60sA6jaMpCUrtpCu3pZBGcKzF75+XUSuo0MBnb+h7ShuUVAXszFOd2pC2PVYqBq+9TWTlqgpxDrvRzDNU8mKxZTNaLjFd7OehW+P78D7PYO8QN11dwdjxFbeMT9BWf5/fWreXT9/4BvXOHmfKC9bG5Dvtrf+OkIRGnSgOJ7Km0xIz6/tZyWFRCaFvW9MiT5yGXbpAh6rqbB1RQy6kykwSUefWorHLGvucY95ju0fhQWv6RwLIAVHqp9y9h2oNj8+u8OP+NPP3cCzz54/2UCjaXDvfypjVzkN/7HH/z9u/yu798Ax03XUphyWr/yOGOPv8YQcsBu+AfNywsHxSTVhjCiGVjJ9gm0fDBYFzMQGFgb+isVuMz1myWJP0zZtRHAImZOT5nY9s9ow4IIX6idYdzFghINGQMKJZOLTIusKbFLI0qpqDLKhgQFtWVfIPRGmyupukdnBka1NXWS6gZ+NEYpGa/fITUA7fuX9PwltpAWQgGC0WWr+jk1mWXceBta/nsk6/lifXb2P7USxx5+YlIk10LVjB+/DgLr7qDtRfOYbi3QkfBxhLgStlQEvxrA4q+1TDWTIZRqqhjmYAkJ4IzKZ7x1IQ+CUZOrKxhMU2sU7WHDQt52ukRSXWlJa5LfHfCNhKO7VHnuGkcZrhOB8qRHhai9jfmhRdW2EfbEszpKHL98gH6Ogrc1/cRtj+zkQtWd7Jv1wmEEPTP6+T2i+dzzcIebr76UvqOb0eePAJTRxBHC4hKt7+hO2X/7OpCuaEw2EQQftPYRcCMKAigDo3b8PaHNNfGM48893Y3nazY0yTgqt22crR5Nsn54wPPi3GfMa2lCe/gTBXSVgyyrD6203auttQyKV3VDUSJDwJM1SXTrsfIpMvO4xO8cmSc+17Yz44NB5jY8yK/+IHreOuC5Yw/+SiH17/K2P5vUbhpBd1vuZmey2/G7Z7rr712MTT8/U4qx63OECyN2Us5DO/ZptTnloywhbR+x1hpGOZVTqdKpJ0WQ1fDS5S2281Ho0peECDWR8v32tclTLuSsQmXkak6j+0+zt/ft4Xn7/o0XXMXsfzKtdy0cpDygU089Y8P4wI//uf13Ox6DN/i665OsYx0CmAZTKqGc8PXG+LsDyn9jgZGeNLd6sa4rt9mzt8ERowRDMjRfljeNKdSpJ3180yzENs+PvAc0TfOWSBAl/Yy6ZonfVrogCkWKjOePcE7nLufs4AMhxUp/QgNGq+OcJWMv24VXBdRn8IbPwlTE3gnjtI5cojFJ0b5jV0HmfrQr3Psgj1YpXfg9i9i1Or0kwpaHTgDC+go2AxUHPrKBYq2oGz7FGtb+FQ/KWWYSVXSNIyA8GZbNcgDUb+yk56LXnXejTBjE4stii1QOZOes5oLIWn+tQwUpWzigegGrCBfXoWsuL5mhSoaE02aZ8x3kWCAW0JQtH2mS9EWDJR7uHFRD798/WK6uJIX7/k8x0Yf45V71vPivjFertYZGKhwz7E6RSxuHepgzS1LGbxoEQNrV+AsWondPxfR2Y9X7oFCCewi0i74fQiof3lZRA0JQlQsQZg1OJYAMLhX0kGusN02lNF26KYtg3RnqZwrG/N5mX1JA39VOVUAQFobMSCwzXqCuvJem3Z9kiRTtaMhTZ6EadflyESNVw6OsWvzYfY+eS9MHedbzy/iluUXIz2PPesP8eTIJEd3T8GJaVZ7HqV110L3IF6pG+n4xxhLywEhQ8aVsOwwhGy2nkzSvpboZZ0lUR1KsT7pnlqtXNYcaFdPgeY+kOvdyQABkliEkLHXZAAOid3RQAA9r5G0bKqupO5JxqoeRybq7Dw+wdM7R9i/ZTdYNpPHDtLXfSUr+yvUnlvPniOTuEgOTzfyHJXKWOVOZKGCLHREjsc2JS4MQkGCmwxvUTZvPBYSrHnm1bLmvAnt5QIyOkdzMv6CdsM+kjJPEqTV9en0Mgl/snWHcxsI0F5w1UhK8tRDkrElEv8OX0wT2KCCAQn9yxIBMYMrq7+xpgyIYqSY9OLavWpYhVRnLwQB3JFD1A/uZnrfXvY9/CIP3/MKzx6fAuDEH36XKvH7+5nrltIvbC79+VvpuukOvI7FeKUeZKFCXQYGkA8EBGerevjx13mT9yUhwImbVSubdp5rDTR/fSNrFSWNdEHE47VaBbmMYQ8i3h8dQEvbWH1PTLKo0yuN/u5/oLaZno8g6KfxGulhAWU8wEXUxnBOHqC2/UU2/c1dfOprLzNCjbo2Vx87NklXY/n74eEJXr7nFW559QQAgyX/dAun1OGDYqJBI5QyDEcI+mIEJ1SFyDCWnkxAlzXAI1zL0qLT2vQSmuZnzDjJu/FlMHPOJjmfI+C8tKNYtuvtSgJ8oTXFMuu9mhUvW0KIZSBZoVqWsPyww8bZaZawGOoosmqwA1vA1r0nGN17EaWyQ193mePTdYYvv4IlL+/l2ft3cuWCbnqXz8Xq7PYZWJ4SPtZox0Tvh1P7fp4K8LOdo6ATr5tB//KCwsa2tHtoF2hK/VpGE/L67cRBgNR8QhCrA2Hher4O6jX0zbJjMaejyLXLBzh66zqe9qrMnW/xoasWsbDk4jkON7xzLW/srDBvosrSD70Xe9k63Eo/stQV5itS+25sW5rzQoRTXc0TZgCAgvdSV+djkuIoMBn0gd5tdIS2oGfMJARF72M75U6F+I7K9sqdC3JOAQEtJY5LEJNhkoRMqoV0wyzasOFF0VgEev8CoMJ0BnmrGYP1+wgMB5m2KEkRbqqRDbZu+/Qm28bq7scaPY5VcKhN1dkyVg2rqydg8F9/Yi8lbLa8/BXu/LXDDN12K4WFK3C75yLKPUinhGfZuDKaxC8wjozHJqlU6wQQQBUTCpyWh8CU+C4VEMiiXyuKXtKimLSYxxbjtBADA1IbDJ0JYTf2NYsBAWZgKen6LG+KMB+XZ/KQpUn0XfL8zL/VCeyxI1S3vsCRRx7nB9/bAfghLnVDHa4yhy/sLjJwQT/dS+ZhDy7A7h1shAiUQopqsNFH+ioTno/hHlXjXxDPnRDei3JfxrjWFscqTVrZUNPAnLxtnWlGwU9ynN95yZakUL20nChpMeHhxwnArynePiyTBHjnCP1S+5dHMt/zDNq5Dl5EQADpG+wCF4SgICwcx6HsWHQULHpLHazsr3DxvG4evKiT0cMHcWzBdF0iV9/Iip/p5ONzvs3NP/1OrN5BnHlL8Cq9fnhWoeTrI4Z9Q9WhVL1BX1NNCYXT7jXWxmxKmxT/2Vo7TSBULjAgcz9Ofn+aF8Xp+ant5XTgJIV/xtqE0Esvha8lCwG2kJRtgVWy6CiUmN9d5Jbl/Th3LGXDlleYVx9BHNiHGJjPgvdegZy/mmWXXsaJmocrpf8ee2B5IIQM81rYwvLzDMkUg7zxbsVCORV2rIkZEToHDMyCNL2zLTlHwv5OpQjRXo6Ac0XdOKeAgJg0FtU0YybTMFFE/TjxSJo26LhZ/VNZC4noa1hX9swyXhMkTVMMF9/osP3s/XbB/7jQ4ecMcKuIQgeFYgWrs4clU1Xeuv04dz2z378uoe1gAZt0JdXRCbzxk8jJUUSlt+FdtbCcgBolI3Rp/6emUGWMtfGYxgwqeVivCQDQf2+lvKE/eSQJ2c2bXCqsR6YnOsw7pnp/gqpSc2C0KDHFwcCoUN83I1ijFBVKYVEsUx7s4aLBClvGqnTbNtNu/J6DJt+5op/Lfv5G+tZdSHHFOuieg1fqCnMFYNk+ENBYCzwvrniIxukEpvHQY/mSJAZaCe1oJBIMCn3+K7/PyND/CZS2cwScIxv6eUmWLOMi5iDXDXVD2bzvV+5wMEMYYRL4bQQSWjC2jGW0tnWAObiXGAgQ5BkCP9TQ87C9OsXaJN1To7jHDjC45Xk6t+9jfNEKvAtuYsvINN/eMcFkfRkHbv51hq+4ia6iRVfRipzHHiZaSxAhiORTyqKuJ9URub8smYlxNEMWV6y6JPajgbkYXqbNndy0bgNIlcQijLRhmGN59qeYNz2H5HklAxCpYPn/hADLrSFqk9ijB6m/8hwjm17i6Ofupzbcw8BFy+i45V08Mlrh7z73DFPWPq6/YTGvWTXEcE+ZeZ1Fuks2RVtQsi2Ktk+MKeCHpwrLjq4/CayAQFQ9Mi0BYFCHSYeUwnByhmGsUh1RCWM3Gx75s509qIpFmzkCZr0np0bObSAA4oZ52mKfgOzrE9t4Tq4OBrTar5T+RCZLaBiZPYxZHgbTPejin0hgg7D96wQhZd+VEmkV8UQHOH1YnQuw566lcukd3PTew9w8spuX/+hP2NVZZucDm7h/85GQdH3TYAcbj9b40LULWXbbhQzdcAXOgmXQ2e9Tqxv3Jbw6wi40jzLUxkAEbmiDUqRK2j3GQAB95ws9QZbyu8HT2gbwkxrioNyHyXCXMo7at0K5y63EZLwzqnKl9iVsQ28mbYxMSoMBBQ9ET6Kn1xNTPISNVaiAZePaDvaFHQwsuZDXX3MjtxzcxciCi9j55EPgedh9c2DuUtye+fT0DdA5bzGTdclJCyat5nGBtvAzVvvHBQr8Sd5496QM0WFX+mcDiwaYp9L61HHTMwWnAikZ64uxiDZXVIXudGy4M2njdPUR2t+Yz5UN/byYxUQTTqMYZ3kWg3Kmz4yA6wy9anr/8vZxtiVzf2nkGxK1SUR1EjlygKmt6zn6wsus/4en+Oc9x7hqsMQNfzBOZeVtfOv5vex6cRsn9r/K5gMWt1+7mFsumMOy/jKdjn82e9F2fGMqxcjPu55GQNMWvP9JYGuSmJazvOGCrTqAEo22HMzF2BRK62PGO5A6N9Heuxbp5s32mh59vYvq8ZI66GcKPxTSP/1HSA9Rm8SaPIE1McL0hsfZ+sXv8vdf3sQud4prtx3nsgVzsLvm8C8/3MzmH3wXKgM4xXfTVS7A4j7KjkXJsbCFwLX8pNi+AwAEjVxAhvvRWS3QdGyYcgiZEkfrYEDsuWY5tc4C0XXeNBbWmQIQfpJ1gHMWCIjFsWjfqZIaL64aZgme2fDSBhgQqzNJ8ix0Wn9MCKgpU3waIKAuKP7f0e9dpe9S+ouW2zjup+5JplyPqisZna5zcKzK0YkqG/eP8tSWw+zatJ99zw0ytHwNR22Jt3qarvnLWX7lWpZfPJ8b1l3MghVz6azYCEfgBuesBn0XfkiCHhoBJC7iSZLpaY2Mm2h+hhkAiFUVPGvyL6S52AAaGKD2wQQI6JJk9CX20TQPE+ZmRGGO9Dml/ixJAHFMt2ccPQOQEJQP8k34dRZw7QKTpS7GxDxe6lzI/dWVfPk//gv10UNMnTgcrdcuIEq9AKy4+R0svXAOd1wyn9VzupjXWaSv7FByfI+BY4nwlAu/IzJEiNUcF9AEMmI04ciYGIYpab3IsQEaQaegeMpa0Y6cio34dLERzp8a8K9YDPHGquRh7Rir1ZTYoK1Y2ykewFMpacm9EsFuQ9hZvHwY2Ii0HN9zbzlIz0M09no8F1mvUh0d55kjE0gkO8arXLV/D50XWnh1GD+yB4Tg+OFxth8e45KFPczrKmILgWM3kg/aYCNi+leq57rVGPYc4V16Pe2sW+3G0kfqSFnv80pa+ZbivNNUsJy6XHI/LEyhtarEcoDlYIQE9xeekuXVwasja9PImh8Ce2FXkV0npugdrNA5PIfRaY+626y7q6/Mgt4yvWWHrqLdYLH4oL/e09C5Fbm56BwN9Nm8jzUtQbrRs5+k84mENSy17dMH3mf143TI+VMDziExTcxMI0m5Liifh8qbJ9lWUjvmz9tbLFUlP3ihc/Vf+rT8JhPABwiqrmS6Lhmr1tk/Os32YxNs2HuS59YfYNN9XwlKc3jjI2FdYwd28OK3d/Dit4HKAGvvfB933LSUt62bz5LeEl1Fi5ItcASRZyC03UzfkLM2AEjOpxBuIKZcADnzDcQW0wRAJlfilljl0b7pC2tafYmLdgthDLmVkVlEkVUjPhA9NCRveRUEUIGsybrH/tEqLx8Z43M/3M4zX/sK9YkRqI4ZKmz2Y/uDdyO9t/NcT4mekkPBEpQLFo5lNbz5zblq6muQ4yL4KtdcTvo9gX6pdbllaWnzzoiFbrXds0XO5wg4L3klBPMMBqLJI2kyzoz5gVrdKwxiPA7WIKb8R8ZXIKd3Vs9dE3FSWLb/u+Xg2Q7CKSHmOZScAsO9g/x0ocA3/v4xBi7sx+nqZKAseNNVC5HczME9YyxbO5crlvYz2FGkaFtBzkGAiGdVvYk8+l2u/A9pISMZ3ni1nlb1weSKzXoGNO+jHTCgletnGmduNH5baRtDWGBKjocI+J4A6kTeByFAWAjh+acCFSrQPYfShVdwwftt+lcPs3jXAQauuRJr5eVUPcmbLl3AosEP8I5brmX5UB/zuoqUbEHZsUJngS38faZ5PLYOVChefQhPEciruxvv3bC3G8GAhDKmIc16/mn6xNmQD2g2RYh2dYdzQ984p4GAlhbanAZNUKWV8wFm9SHRy6x6XvXYYGjJixupT1FQgnXY91bq3fBP4g0NGOHHwdgBotn4B1Ctu0xP1lJuKlIzm+77CtXpd9LbUeDWlYPM7SzSW7IpOwJHi5VK8rbHFKhW8kCoSooiMaWocRuJFHUhzGCA3pyMx1Emdzb7GaqLs961SOxYxkJvEpNiGLQVvTBqwMbryTBiDWKiwekJ9GLXp0gAZoHP3JcyOAqozpHxKscPj+NWJw01x6XcO0Slu8hAZ4mukkNHwQ7jBwsWOJbAbmz0qqgnAIQgQPDiqXG02j3q9MjIOhLk82hTYspxDu/ebErmc5uhR20m0i4j4NzYzs/LqZIkUDqNDm1aO5O96/nWcFOeFr+CdG92Iqic0m6akh+pMwwxtEDgpyFyKnhFoGMI2bccVr6Grtf8DLd/eBPjh/cipsfg+F7esaSXN6+6BHoXsGj+EEXbomAFydaaBlWmtAACJJVNczyYymcto2mgQJ69N/w9B70/zVmRt4/GfuoeZdOc1hxQreZISu+gWYdLBHUSGJFqSGJELBtp2Qi7CMVOpBDU+5cxufh63NdKDj/+FK9WXYpTgrld8OYlZd4itrJy6130iouxxSK8UidSdvpJhS0HhI0UjtJ3SSzUNeia9IxgQJKoDIk80goY0I6kzvEW9NKzHZ8X7TICZr8rp0TOKBAghLgT+HP8xN6fkVL+cWaZhImXuVC3ELMfL9yapM395uYpFMMv7r0OPvevTVnQdQO6AWEIKxr3aJtuJ1hU8VFMzxIUPUnJho6CoKfkMKejyIqBDpYOdvL9vvez5cc/YHJkf2J3hBB0Di1m7qIe5nWXKNl2+guUx9BM7nrz75QNLRwHHQ3JKXkM7tmkX5tYHoGkbrJJczwHA8J0j6bkdWn1ggLsqOUMYkK+YzF+QR1au0FZ2xLY+Ma4LcBtGOsXDHTQXylQeddavrmklwc/87f0r7iMke0vROpZdfPtbH/2BS5/x3u59YqFrF3Qw8qBCoMdBSqORcWxKDuiQfWLzy/ZaDcxrtgkYRKupqcjKdkSGOZ542/9emPT6vNrFQwwKcM5QKRWQIAzIaey9Xb2s/PSnpzKsY68xy0o3f4+e2pmmL4PxNbJyMWtxdK2806qzK6AneV6PlNLDTOcrHscHq+xd3SKJ3eO8ML6V3jdih5uWbaU0s5nmXr0u0weOcGirg6G3/lWnIUrcLuGkOVupF1AWsXU9dHvQHo4XB5bJBnwnp3nOSODq9V4+jYAAPXzTDAgRdJOvEp0HuSUNP0lLRzAlAOkWan/w5VQdSWTdZfD43Ue2zPC15/aw5ZHnmNgbgdXXjDIT10yH++lH/Hcn36FF066vO49FzP8usspDK+ksHAZXkcfstCBLFbALjZABid2v0ZjvhE6RMo9qomT08ICkiQNDFCv0cuYrjNJ0tzJU/ZsF0F7ukMu3+BZoDecMSBACGEDfw3cDuwBnhJCfFNKubHVulIN7yxUKkestFpXO5LkNdDpT0le8MyQh0gnFU97o1yQqCxNYS80kAIprMZ42rhSMtxdwPUq3LSkl49fu5gTP38dD76yl/2vbuO5V0fYs3eU2rRLz2CZy1cMsWWin7deu4i187pZ3l/xmQC2oNhIwKajtpn0/4REP2njoG8Yes6EsKz2dyoSm9P73vaCZ2CDtB12kFN0A1afI3p/wq4a8is0v1MW/hQPApiTERqpfaHx3OygWjbwHAkp6XQE/UVY0lngisFBPnnpAOPv/q9s2bYd6jcg3Dp4NRAWVrmTy//gTv90ALtIkMPCnykuyDrUDZ42IcByEA0lQ00EKESKZ8IwhmlKSmLCSRKeEynzr83kTMaqZnEunm4KYfveqvRys7mfnZd0OR1jHb7HJBuJenIvaKyhs9UJQ58if5vWShMFWlmbsiTp2iSg25WEzKwgvLDuSqZcHwTYd3KaDYdGefDlwzz5/ec4/ML32H7la1n24StYNXaCl7/yFA9vG8FxbT65fi8r3nw5vde/BnvhBXjlHh8QcEpIy8kGBPR7MaytSScMNcvEnS9tLU8p+3ns0py6RbuSK2dWxt6Q5VFOnVu6HqDN0UC/SaojzeGnvqd6DhATe0ctHuz00AStxqoerxwb5xvP7OX57z7Iye1PMzZvCaXKpXzg8gWcWL+BH+w8Tg8FFn9vG5XBXgYAUSrj2AU/p3DoYCs2dARtTmn6vnpMsJr4Tx8DVadKchLOVFfMAwq0Ey5gKpsbHJslvWUmYiHa0x2y/C1nid6QCQQIIX4V+Ccp5cgst30tsFVKub3Rzl3AO4DEAUjzEuaSPGWSFHgRP10gsRnNa6d6P/WM8iEYQGNRyhEXbNo0dGVFAiJkHzQWHalcKz2/YpW+3Mj4i1tDuFWs6XG8E0dwj+5Hbt7I6P0vsPHh3bx4dJwJUadHStY2mlhSKXDLG1cw96TksgveRnHgUpBL8UQvUhRB2uDFDcpZAQBMMdWKAhBcaaJxpyLYSTaVvilm0TIT5kyUgaJslsr9qCEfer8ijiuRHLqg9iH3JiGsxhwybKwifqSVfo5zUn8iczbSQdKNZxUMUMvKxikUbg3cKtbUKOL4fmq7trD3Oz/g6S+u5/uHxxihZqx2iBIAH3vDcoZvvIDBqy6hMLwSq3cQWag06X52AWk36H6W09RcGmdcC7TnrFM0U+L+g/HTlRTj0ZitSIs00XZowucSGwDyGUPmgplXtLyf/aTL2aQ7BJIWb9wuSKSWCnFEmp6/rOM/o5Xle2fzgAB5WDtJRpZqmKUp75bwk6UGhS18UNYWkoIl6CjYdBYdussO/hGr/nVjVRerp59CZ4GSJfBcqE/WqU9VkdNTCLeG8OpIrw5eY90Vdj5Dpy1vc9xbnfasWpoqswTCmvTPtH5kzrWMEAR9/mR5lFMBhwydqNX5GZMUEEBlr4RtNH7aDd3csQRlW+A6ggVdJa5fOcjxa65me/Uk85YtYs2Cbiyga8UiXjunkxMTkkU3DNO3ejHO0DB2d5/vTLCCudp0lsTyGgg/PDZUzxt9V8EA0xiFxnQsFWH02lO9zc4mYJU0d7LYt+Ead7p0CtHeuOYoclboDXkYAfPwUYpngb8H7pNyVmbBMLBb+XsPcJ1+kRDiE8AnABYvXpy7ctMmBhmLe4ZhnQcM0GndQCTuR12QVDDAL2xHvks6Yk0/UsTcD22RV39XAQCvDm7dz/jruYj6FNb0OHJylNqhvUzt2MLRl7az6Ssvcc+ek+FY1LR+7Zqs8YW7tzBAkaFH/4b3vetCLvjgnZTWXovX0Y9X7g7PZMcEAKRsFIkeDQO9Sq1HN65UEEA1Wn3PgD6C0QaljCpHqYthCyg7pBhQBkAgDX031Zc2V5MUX9WIj/TMQGXXj9qElOP/1HvSJFcuAq2OJoDlgltF1KYR0+PUD+xibMvLbP7aRn54eII8y/Fn79/Be/acZI3rMXhFFWfuIuyhYb//hVLo9ZO203iHPP9OvXpI/4tt0Or4JYVVpCgpiaEShnoSZRbog3mUT+Nzztn26WYFnCLJtZ/9K5MzqjvEJEd4ICh7Qobo4U2m9TRvvHmsn2lfJ60FOUS/r5Yo6xozK8j1YvkbKpaUeFJgW1Cw/LPUHUtQsLvprxTYf3yKBcMWK+Z2MVApQGU+K950OZ1DW1i7cgHzVgzTs3YNzvwlfty1U2oYVhnGYI7nmphbwVQXycB5bmNA75Mydpksv4z7yfKgq/1vV2LLeQ7WQp53Jqtfs7oPBAa4/gwbP23LvxdLgCOgWLKpFPwjK+d0DPPaFYN8qnuca4YrzO8qIhA4l97Mtf+pm7lToyy58TU4Q8PIYqfPKmwwV3CKDVDATmayBA5AhR2gggEmUEbVPduVs3WvzQxJ+cmVs0JvyAQCpJS/J4T4f4E3Ah8D/koI8SXg76SU2051B6WUnwY+DXDVlVdG7ZKERTXLUDLNrVzvVopya9pggzbV/uXxOuhGVogc6tcoi0kuCUAA9W+lwmAxQnrIWg1Zr1GfnMadqjJZdZv3llR94+fhaZexg+N44yeR1Sko1xsFAzq0lTiOeeLY84gQhIqK7mk1nTdrQpNVZDZTecj5DEzzVKd9xQs1512eXAR5PRlpSo7Jo58VcqHPzyzFAZIBAL89M/0tLKfOZ2H5G2+hhN07SMeCecy7ZAj2nMR8UCGRk32HSjalnhJ2uYgoFMEpIJwC0rZ9ZdSym/M2xnJI9vqZ0Pvgmtj4J4xDquI/i5R/tW8zqyDez6w6Txey365iIaSMgNIN+XRjfzovBjmTukOqAyHF8xn9wkAb18omJkgz0KGNzLYsp22SlzUBEEyjz6exCDJFY6vpuYj8yMLmsanCc33HglVniV3lqo467373EC+8MkkVG88pMObOp377x+l5A3SuuoCOgV6kJah5brRtYT6lwXyT6d78GLCqGV5JHugkj7Uqsb0up0GfeB8pDoXYdEsZHKMjpQ0QyVx5a06PJGklZ0H4XU7ALlKGpv4npES4VX+eulVEbYpCfZrOqVEGD+9h+Z6t9I1vQU6sQPSuYEwM82K1n+09N9B1wUKunbuYpb1luooWFUeECYUj9y393FS6jmQ1XMym0GC/YPy40SxQKnUOqPW0YWCn6t4JOkgemyyz3bMEDBBSzqQfbxNC/Jny91mnN+TKESCllEKIA8ABoA70A18RQnxfSvk7bba9F1B36EWNz9qSvC+FyZMZUPVbNqz1tkzx0IEhkIFq65+1dISI5rlNNK6EhZ9fHcDyz/5tvMTSssD1jR0hLIRdpFAo0FUsUxkaoNDTSddX1vON7SOJBsvKzgLHx+EX37GaFW+7ltKaq5F9C/CKnX4SFbuQqBAFot52lrdFv189zir8XqujyQKIZ3VXrw9YIIl9bXGRMqHsQX9ygQFhB61Iu2lxh2nSqhKq9ll9Nu2acDHWSsSYbirdkWcZAiHNM6wRNtKq+Mf/lHsQ3fNwll7GFde8kb/Yu4WX//nL7Jqq8sxX1/PCiSnAp7C+44ZFPPb4IT5w3TAr7ryYvtWLKSxZjTNvCbLUiVvo8L1StuOfjx2h+wUaZZTdooMlwanAaWOdNLcjio7KglDHSJM8YSizbXTH3oFZBiZmVWagAKugtEFmdT/7SZEzpTuoz+rKq66SacCmKqZXIyspl5G5E1aYbJhmGZez9Z6q+53fVvp+GSlrKOcXDoyX5vovvLrvUKhPIabHsWoTcOIQ1Z2bGd++nW33PMuPn97FqtcvY/hnPs4rYj6fe2IXu3ceZ+zko7z7p+/gdavmcMncbvrK/rnsRdvXoILxScxnk2PNyfuMkgyumJ5nWvf1vUoP+dNYpfqwR3SKDDq98V40aZd10LKkAAKtGLN5GW+tvqdGwK7hSBBeHVGbwpo8AaNHmHr5OV6990Ee+sYW7j9+kluW93Hhe6+i8I5Pcs+GA9z/1e9Rc+HaD/4s77h+MRfN7WZ5X4XukkXZNgMCzX74Pz0pjWBAK6K+A1nzQAdU8sT7p7VnDI9tdd9vIWxRl5aYTLMisr33xR+je1L2urNCb8iTI+DXgI8CR4DPAL8tpawJISzgFaDdzfwpYJUQYjn+jX8A+FCbdTX7a/J4axNNN7JNiH5a8r7sPijKevCZ6hlMUAoSkXzl93g/TQpOyiKvby5Bf6V/jEmkE3OApX4c1YK3Wsz/fYtbhMXU1BTPv7SRaVcy7Xq4nt//gmWxfO2l9BQtpm0RZnH3+91sUH1GSUZQO2epRm6zsWrpiRKFD9E2n5HOkhAitqilLTpZsfmtSKyupGeY0r/I9Nc8AVkLd4yalfIIsmixRnYBRO4tgoIbQACjYqZvnI1/deln/Z2oeYxMC/ad9Hh0Z5kfrB/i8YdKLL/qNexbNcD02HE6Bhaw+JJ1XH7rhaz8k+XYi/uY7ioyWrAoGo4JVIGktI03iTHhf5g+RrqE4SrKHGgXBMj6Lo/MBJU/G3IDBNLK0UstyinZz85lOVt1h5a9xeEFUYMx0/mQ4iU7FSBAHq+50NaTvMaH6QSZGJDrub5RVa+GYEDtyAHGt2/nwBObefCxvTwzPkX5kV0sfM8IR6xBdm49yt5nfwzFbp7ecDmDnUXmdhYpOWXA8mnbVvNM9rA/KcOTFi+dlQOlJTZFhvGTBu7n0ikM/TP2KafkcQ60LBnMhTwx/lmhLrnCKQz90scs5ghS70Hte73G9Mlp9k3VkcDewxMs2n+UIekyUa1THRuBUi8jB8fYc2ySuV0l5nUWKTkizJGBJxvHckf7oOapOiViGsM2nVlGun4eB1MeI72d9+gMSsiWbrVcAhtVkbNCb8jDCBgA3i2lfFX9UErpCSHe2m7DUsq6EOJXgPvwj034eynlhlyFM+hf/pf5J5qxfn2TzGrThJqjbLY56N3qQpfqATegyPGL7NTNJOJ5xwJB5Biguudn/h2rehydqLHx8Bh3P7eXLesP8Oojd8PUSKzJ3sVrOHHk77j+wx/lziuHuWFpP8M9Jf8YNlvEzgZOWypMx8slSZIyo24giRv5LEjehSppI0tEWtMAgXYp4Un3r3kq8gx97rhLDAi06R1T+mLKQ2Bk7ggLD0Hd85h2JSerHluOjPPEzhG+9p2X2fXYvSAlOx59IKx+4sgeXv7hHv7zjx9AlPvoW3Yx173pBm6+cIiL53Uz3FOm5AiKlqDQAAYcy0+AZYngjOt0UMA0d5POWM7MERGOoXms/O/M73bSc2kFUf9JAQGAGbzzWZ63GexnP7ly1ugOaSFVqVN0hl7ZLEMor0e3lT5C8lpz2kRY/skqpTLF7k7K/Z0MFC3EOHQv6sbq6IEpKFUKVAYWMjl2kqF5XQz3V+guOtgCbF8tCXWFtMS+md0xOYiCfgYfG/abiCSEEOrlw6p1xkLAPlT0wDQwIE3y3E+SGAEKPdxN5NtH8rZpLNbOc0wqk9IHM3vA1yGkXQjD/qTtYBU7KF1is9qy+ciCXr795ecYWD1Ax1Af1sRxbr9oHjtveD1j4zZLVw+yZkE3czuLlAtWqCsAERAgy/AP+uL/ccqA6vT2sxgFrYAwMygT9inHundaWQEKM6rFghnVnh16Q54cAb+f8t2mmTQupfw28O2Z1KGKiUarLtZ6kpt4f/CNDIOH17ShmxZ64xmhYcHoomui66Yp7s2Lo2US7Qjd1JbNBHqehODYH4lv/LsSap6k6kqm65KD49O8cnSC53cf58FHd/HKD79uuPGmnNi9GSoDPPHPn2dq4gN0lR3KjsVApYCFRUn4Udm2jtLr3UwAQ2LNmpgP+oZmmBPq35GKE6jpeSQv1So0+FMuM9ILwy/TAa6kxVftVywRpgZUZYnRm5U0B3VEWb23jPh5Pb9DTLkN3qPGpisax2TUPMnodJ3xw/uCGpPuBIDjO1/isXuqHD50NYcvW8Dli3oZ7Cgyp6NIZ9HCsXyKaqEBCHhSgg0i8PKneeIjLSktJ4FTeSTH2qT+neQVyxMu0C4I0CrIcFo39FNW9ezuZ+e6nG26Q7txyrnejYx9yGRUJVHNk9hdQuQHndsBAUx7R2gwQRhGGP2+yZYUwkI2EqSJQhmv1I1V7qZr7mIqF1/NO1b/mKtrdaaXrKU6tJJFJ2t8/I7VTL3+Am6+ZBUL5s+j4lh0FqwG8Jps/LfyrLLWWbVMLHFrsE6neAQzQetT6c3U+9SO00stngHun7J7acfb2iKTRt9rPAQefmifa9l4hTKy0IfXOYwcvoby6yXXfOBZrNFDWNVxmBzhdf39XP8LV/PYZD/vuWwxFcfCtnzWrN1wEqhOrpbfQ4P+GjizoAVwJkVMdczI6z7LYSZGZ9mZZgVI2Z7ukKPI2aA35MoRcLaIFKJlhTEpE6fRM2d4KfIo2TrCmkm3M6Cweb2CzQJRD26a91z1rqte//B3KXG9xhnADSBgqu4xUfMYr9aZrLrUa2oCnzQmhmTooutZsriXRT1leksFKo5F0W4ulPoGH6dUtqCw5R1rNANYN/pT6mtlzpni2VsBfCAKNCWCAjmphpGPEql3zTmbRsNLVGBpjq0+lkF9xsU94fSLAASIX9+MrRON9oX0EEDJcigUbWwhuGpBD3M7ixTt1/G9B5ew9ftfNN63Oo17h1fR2VOiq+xgWc13ypPNPSAAzxACT8YBLXWcArDRdImqXEIcmAnv1xCSlDe/RpK0QgNsVc46779J2lVYzqAOcl5OveQxLBO9VBkGZiow2y5zUdNpssIdZkOyGEkS/9Sj0CguSmTHILVuSX3OOsaX38rerds5PjJCYbRGf8VmWRHs4/uZu+sAizsv9k8LKHYiix3NY1uFBQmgcbR/Z3b90U/QSTQCc7ICZiKmfVxtphXDqhWDW79Wz4fQki2VwvQ0Sat98qTv/Ap03vGax2TdY9/JaV45Ns5Lu4/zwrOv8P6rF3Pp3AV07V/P1NMPMn7gGO+bN8Bw55uxF63GK3UjS11Iq4AUjtb3bLA9+C7P3jzb4IzJUZC37VPFJMjsn4Fdfeolnkssn5wbisM5BQTMhghlZqWha63ES0cb0Ay1JG9u0jXad4lGQkI5kwcyDSRQT3OyGuUKloCCxZyOArX+DoqOxWS1jue9jVcfvQchzJEv8y+9mbHjJ/jNX3o91wz3saS3REfBomA1jmrBlLE/er96Irw0acWLafSCN9pLq2smYloos2L/dC9QWE73BmVQ4WZzfYwxAFLmphEQUMSUpDOioLTa70ZsqlWfxpIevUBvEZbMdbj+zlX8zi0r2PzRC3lk4zZ+9PJh9u87yejIJJXuEuWeXqbcXhatGuT6VXNYNqeTBd0l5nQU6CjYFO0mgOUnACIMa7FENPtwpEuNzy0DDBD3bJkNgXbmZxp4k0dmopS2U+5MIPzt5wg4Nzb085It+prTatx4pLy2FmbRxaNfztCL1gYlO+vY3lbaUsfHazAKg7DCquuHFp6Ycnnl2DjP7jrOV7+1GUeexHLH+MAtK7hjgeDYXf+XzV9fz6ujdX7x/Zcy/LrL6Lz8Bqy5S0IDizDJcHLfZ3v/ns2wihgVv00qvVFyeGMT8Ygc3vNWJUnnyXSApIQpmJwrpnYhZf/TWMLhiVBS4nq+42us6rJ/dJrHXx3hW4++ysbvf4va0Z2cGLmDn7vtAm52Cmz/7nPc98wBemSBTzy7k4t++laKKy7Gnr8cr9KLdIpgF8MjhVW2qYAI0zSJLWnWX/MBCkl5TWYiufSCFkMzsnJLmPoANMvM9nuUo/22dIczyWJoQc5pIEBHOvVFKE/suP55UI/eRmZfYpXZ8brzULxNHuwM2qEuak/0DU0991dKibB8oz44/qekXDvU4bCirwT08P518yi892JKzpuwJ47x4ve/QXXkMNO7dzK+7wjCcehds499/+s+7tgqKE0vp7BkNV7XHGSh4iP8jQ0dms8mpkClMCBUSX1GhgXVpEREKH1e/EHnTQ6n9yFxzTQ8R33OJRnxMfaJQTI3XI2xkpUsyqgsp4VYBG3klMBror7Hwf0HLBaB2QSTQmB5fqJH4dUR1QlEbRIxeoTari1MbnuFV+5+kocf2cOzYxNM4tKPn7IcYE1XidVzOrn1A9ey4IZ3wNJhvI5u3EIHVdcLQ2bC2yJK+wtiAVVgpHltYMSnAFUpSX1UECBPzobIc8pA90+FzEaugdMGCpyBGMzzcvZIzFAweeZbiRs3ScaaagrTajVjeKzeDA9wWr+y6OCm91tKCEIN8X9Vwgthsi6ZrHvsHZ1i04FRntlxjOO7NnPy1fV0Dsxl+rXLsceOcPD5V3nhxBT1umDvU/voXbmQyppx7FiLp0fy5r3RE9qm1hNRDjJ0N4MOam5fcwq0YFS1JC2EvECyjpLIWEwZm1bBHfVdjYWVKvpKEOJi2wUk4Ejf+VW0LbqKDgNdRcodRYqVbmpAvVrn0MQ0cuEgpe4StYZe4nmS+sQUzuQ4tltDuLUQsAqNftm4L+ni5zYi1MGSTuvICjM1Oh5amGO5ZIaGdtLzzuvMCus5W0iGQX6P1gvOeldOhZyzQECq3mgyuJNix03FcyBgqZuEqWp9Y0h6CRSDOC3fgJCNLP/CNlKRk6j3VmOhltKnOqtiCT8aUNSn/XNVp0axx4/iHtnH5MZn2fLlR7j7Bzs5PO1yjCpubJI/TjcOD/zcP/KeNYNc+cu30XPda7GGluBJDwK6n2U37ysJENAlCS02KGoRj40BIQ0BABnNmaCOUQgk69Skdml9pudoYEFkUb9bAQMiZVWvRKPtvNTz1BjLWVI8TMZscOJDIDqzRVqO/5y8xvPw6nijI0xue4Wd9z3L39+3HcAwT2Hz2DS7xuo89sc/pPd//piPffRShm++nMq6ayjNXYJX7EIWK0i7CJYdbvBhH90UOn8AluSgsxrLQxyo0u7dFDubxDaZEXUwZa6pbaTJGY3t0+U8I+C8ZImmBLeTtDbzvTiFgFSeLakdD3rWMFjCf0v8hKr++t1RsBnqKbFsbhd7Vq7j5K4X6Z6/lCW9ZbyJMbrmdnLNgm7keJ3FNy2m/+JVOPOX4ZZ7feeBU5oxSBJKhvfcBKLkcSzp49JKUsMkb3fLuVMMfTPpArOZk6XVZb0VkENvI1YkQR8M3lVjaIb0lE57WG4Nxy40mKoWtiWoOIKC3Qevgd6O2zi2dwXz+yp0FR3qXXNYevtVvH7bCCucCivefAXllRfhzF/ih7Q4JaTtxJ9FOOcs/OOODeyaLEdSFiCT8JxNkuRsMraZoeue8dj90yVJzps85c4BOWeBgETPqa78ptDuzRVnILZZ+3uS4p4QD53ajxA5JLHP6gtqQrONiW4adVqKUSik5x+rV5/2vavVccTYMaoN7+q2e57iH+/bTrVhMdsIo4EVfHb4yCTuVDV6P4HErOvGxy1u+KaxVjeAmPGriQkE0CUCpOhecNUwzLu4mkRTPNPqmikYEHyfF31PpuKZQao8Z27H2khhXQilbyrVXspGQcvxVzHp4UmJ3TtIae4cuhb0hNea5in4cxjgRM1j9yO7KXZ3ML+ziyJg9w3hlbuRTtlnstgOwnKa1L6IBa48OxVgyeGlSaK7poEAJsmiE54KOdMxuW3JeUbAv0pJnasabbi9+tOV+1bL6pK2RqaWixiy0TFIMrJMZUxrkSVEVOew/LTXfiiVTcmWVAplFnaXuGFRPz977RL2f+Qixg7tYW1nDU5Msegtt7Hk/b0Uhy9g+TWvwS10cLLByLKEDyYEDKwkQLpl77lhjNqhruvt5gFn8/bZ1DdTHZkx2jl1hESDO9Zo3JBNzIeQYLzmAZb1SyIqY7t5NdQyEsDF8lwsoCA9OqgDVRYXJ7lm0QTvY5xdFw5xvDjA8WmXV0am6Lvmfbzm1vfRt/pKuio2eHXqiW3M0v7bxp6VFU5xOrbudsGDs1KtOM8IOHslnbqV4tlUvXYmarrBKMta3NX2Eo8Oa4ABphfB2N8gjqnR51hfU/oZAQBCA1Y26lUT/6EAAXVEbQpRHceqTuKeOIp34iiTR08wOTIVggAADoIqcakjuXWog5v+zU0M3PpGWLgat2FQYZkJf8ZkfUkvXc6FPwFrUNgQURBASol+5musXYPkUiIg0xsR3JcettLuXpKlQOStI/lLQ8xmWl1KkyalIyn0wAccguut6PMLlFMcrGI3dqkHr3OAQt8wKy97DX9y9b289A8/Zoc7zdcf3R3rUwAELCw7DFwwQKmv26+vOoWYHMUSFp70EF4R6RV8BoLtgOXEYwCDe8sCHg3vbrR8suIdiJHtMwtsjZkonCY5Kz0F3vlkgf9apd3p2MpRtml0cfN+FN370mj67Rp9fjtxo0/9OwY0aPtRYpvBGiQ97NBQhorlgZAIq47wxrAYxT24hdGtG3jke48zPn+ArkuuZPLiN/Ls/jHu+vYu5r+yiWtXzuHKRX0s7SvTVfBPECg5FniyCQa0AdZkGkZ5nm8CABCMg7EuAxjcKoA6k7281TU4SW9qBSSbSX6BoA+BpCVdjCU51nLyRBILG8r6F9V9vbc6iT0xgnt0H+Prn2TzXY/w4FO7GFjWw9pPvpOOS97A1zYd59uPvsqu9c9z3Ycl77p2MZfP72Gos0hX0aLi+PmwHEvgWMT1bzDO3aT3MZZbInKRF1kvTEOeB+BLlCx9Ve1KG/pBK+Ejxn7NdghMlkjZnu5wjugN5zQQkCbGeamzBdSvUhY64yapX5MQ75PZz7QNOmARCLvxkuRjK0RikFUQQI9lVv/26s3v7SKy4GH3DyE9l4HOboo9Hfzamlc4+OJhHt90BCyH4Uv7ObF7lP4VfSy+9VJKK9dRWXQBfZe+jsm6ZAdQtAVFISji/7RF4zAiw+IYGb/GPUfuwXC/UuZX1GL0KXyvgycJk8A1PxcRJUcdr1YMYKM3IgPkUCl0OiAQMaizkNUE1D9NUj1PCcqMeqlp84nVlaSUqeOs5yIQjSOs/OAV45GXVVcyUYND450cGlvEjmUfZcPH3swbh6a4anSaOR1F5nUVGCpbWLVJLiuNIUaPIYplrEonolhGVDoRhRLScpCNkIDYTSr30QQEMp6tJmlxt0miM36y3o/ZlHj+lRbXuqTQnpQ1+VTI+WSB56UdSXz3VMnj2Z/Nci1IsBfoAGMslj2nt1XfH4VXB89t/Kwj3Dq4NaypUbzDu5jetYWdd/+YP//8euZ0CdZeNZ9V19/CxsMTfOHRnbz03W/xysKtjNxxB70dBXpLDkW7QCXjvmaqc+Ud18T1mnRAO6meVA98huHYtuis0BbYBmk6Ty42QEb9Jkmj+QtFPwgdZQLjMi2FIGDBggfqcZhqffVpvNHjnNi6l2ef2s+zJ6Yob5hm4XMvMLDiCsam6hx4eTP1qQmeu+c+OipvpezY1DzJwm4/u5YMjhKyBLZlg7RCQCAN9GtZZjgvTM/+VOQaaCl8Nu/1pxsEwJ8f7egO5rTqZ5+cU0CA0ahoSB6DJwnt9Mune+qSPJZqWdFoIIjXVyVvFlpTSIFfefLmlUz/SomH07+zHJAesmAhnSLCKUGxC6trDtYSj75Lb6bvvQ4XFCpc0THEpn3H+JcfP82PXjzAzvWbGf+XXVT6X+a62/t5/s8/zZJL13H7tYu5acUgS3rLDJRtn+Fgg7BEJH5ajdkP+5eBiKqe8wAMiHxvRLWbZdScCuoxcDFvq+F5J9WbWxJjyIgoXyZAYDYl9YijBMnyWAfzNa1a43xNGufwWi9MHCgsO2QJeBLqrp+YamzaY9vIBA++coSnNhzkua9/EelW+fL0yVhzPYsupDJ/DW9719X89NWLWNFfpqdo41THoDblK7SKtuYfZaWwASw7DBOIKJakAAIa4JVHB02a12kMCpNkJWrKM39VRSHTU9gGMHda5HxowHlJENO7E+wv6t/RC8zAlgn7TFOy232XEmODcxqTqYnVIARfEeYjYCMggFsFt45wa4jaBKI2jTx+iPr+nYzt2M2Rl48iEGwZq3KRK/H6FvLchhMcOzAGgOUUAOgs2PSWHf/YYUtQsBrOA09hMmYYUknx6LoBnscgTdMtYyCAZlya8kZEsG9dJ83BPGxFEu/vFHhVEwEyMDp79L6ZdLrcTJyG6GWaTNzAkdD4TzaPu8Rz8Bo6prPQo/+i7Vx0wWYObJmmaEP15BhiZC8XzVtBuXcuEydP0DVvGUXHv6ea6+FKn6HoyuBIbsDz3y1h2UjsxDmZS1rw0AeSOreEOS9VOyGnWeUS+5dQJhdIoXx+WqTd0IDT5OCYqZxTQECa6EaTyVAJM5SLhiHaZkygbqyoqKTaVqycwduqI/WBhOZPuLErdSZt/mFhhVYdfuiBsMOBiccmCwK6t7RsXC/wsHqM1z12n5jmR1uP8P2nXua5r/9npPRg8likiokje/jhF78C5X6O73wJYX2AJYMdDFQcekvRsIDIpigNFOjgflUwQLk3deyS1oK0RUYIP/4wsYwX3dBjY9YiKyBJjPeWY8FW626FFZBHssA2qTwv/crQ06TnxEhaRFUATqYkyJSSAAzAA9uyG6EdPmXUFv7xftN1j1ePjrP35V2NDrnxuoCT+7Yxeuwof7fxEe6/8W28980Xcu3SftbO7WSg3OEnDZK+VyuUIGmg5URCFIJ3yhIiZPHEAIEEECANMNQfm69oBuORkZ8hBxX1tG6ikNqn09eXc2NjPi+nUXQlW1vbje+hQUyGnmnPN5XJLJfFoEuTvEaf6vUK2Wlt5k0QFlg2Vmc39tAw3cCqd9b5xQVdPPv8HlZ+8E4O0oUnx1m0op8lF7yLj91+JXPnzefSeZ30l20KeAivBnUNkCU+1knjrO5/qQZ4cM/6PSjXp95uTqfB6ZA0h5cuRqNLLZ/xbuRrJP98zXLwmMt4EbagCUDw8A1yZHQPcj2JtMCzK1Dsxe5bQnHhOm6882NUvvMV6gdexZ2awj16gBvWXchvfPR6ivPeR09nJ8M9ZeZ2lugsWnQU/KOGC1bzeGFoAhFAM3RBn7Mpt2hklOaUVP0rZU1oNxRwNqUVMOC0SVttnxv6xrkNBBgW7pYMn4S8ADNRSkXKKpxqsAnzPAs+EpiPWzNXpt5LDspyA10PzgCeqrlUXcnotMf+sWl2nZjkh5sP8fCDO9n71LcbbVskHu4mXcBm3ao5rB3qYn5Xke6iRaXQMGo1wzaI1490KagqAG4SFsNZiV3WKWL67eQwsNpmqgQMhATmg2pEJc3tvGCAPsfysCjSxOggAmLVpLBooh0w5cRQku4EYECjnoKwsB2Lgi0p2oLOgkVxYQ/2NYvpKNp8feMj9C9dy8jWpwxtNYGpwy8/w5MXzqGr7NBd8pfETseio2BTcJwIYBTkJjAdNxlEKVoYACz1ugQQIOyaSanNpFrG56hp7s3E3k5iIiV6JbX+NPt6BpgAYePt5gg4Nzb08zJDSVG2W/HMQ8K7ZlDAE52oJhBAr84AHqSJaQ9INIiDvkoP/TjkZoVW45/0WYUE67dAOmVEoYzV0Ye98ALmXvIa5r2vTv/efbws57Bh3yhDPSUumt/NlfO7WdJXZfnABNboAeSE44co2gVkoRwysYT0mmBA2iuZZ99swWDOK1kgQLvLSKtr5mzcW2qMOtG5lAv0J2UfyvG8mn0i0WFg0qNVvVnNI+B6kprr67yTdcl4zePkdJ39o9NcNdTFZ8eW8YEbr6ey53nq+3fC0/dy27K1XLZmFaKjE7fURV3RA5KGOynPT95ndLrD54I283rrs6RdNktWv06rHtE2I2D2u3Iq5NwGAnRRadUZ9KIkpE1XnvO9qHHj1PjyJtCF1evV89NN0gqdW4+5T7xONuKtlVjr6bpkouZybLLG0fEqR8eqeHUtPaDlZ03VZfjK1/Pud13DJ65fwqLuAgWvinCnkVUr9BSEsdWcoXfFhN6neARa9sLk7UZjjmVtulnJm1oBA9S2ITrHW9lsTDBQIjaVphzEXG6NnBhhfWqeC79F0Zh3duNfEQmWx0CnxYo1g9y+coCfvf6P+NQ9D7NhsIdXn3gg0oRd6gxqZcEl17J4Tie9HT411fUaeQc8vw+2iI9J7LjJHPMia+6oSnlb8f85cjgkrWkz2azPtPfgvJyXPBLoBMZpngFWGffxFMAtVs4Q/pUVsx8rp/UvhmfroDk0PfrSi+Qx0vWirHdYD3sMPZ1C+ACA8MMHsAtQ8HUiKSzqWEzWJWNVlx3Hp7h3w0GuGLiA//7FB5k/r5MPXrWItZ01jn7uj3nox9vZVengovddyeB1V+EsWIY1sABPWMhCMNbRhLHqmMVyHChjrUo7IXHGMVHX6hyOltYbaA2USvLstxMeEHtPkkJms3QH5R0x7UOxvgV6mSEcJeyTMVS0yQowheeqzzxwPAU5hqquDwJsH5nkpQMn+cqPtrPlB/chvCmOjL2W33jNFYhDe9j4me+xedtXObH0b7jgLWtZ8MZb6Fyxzj9dqNSNLJQbIYSFkDXoNhQF1aGnj11eyrvJptD1Ol2na2Vv1su26oGfbY99u7rueWldfrKAAAg3PCBcSJIW/UTUMW3BasQaZUluRV4x8II3MO389Hg8X7InWt0sjc5o5XNPRo0bIaBgC3pLDov7Kty0ag59HQV2X7SAw3tOMnroICsu6mfdoMXCvgrXDffQVxtBHNtD59EtlL7/HXpeWYC9ZjXW0DDW3CV4lV7/bPZCR0NxsI0gTUtbZsYGnFbGdKJCePPBpVoceEzRy+isvpgZ0eGU0yRakSzkWI8JbxUA0HMsQDLaLUTa3GyGA5jCDcI6tGQ7EUDAc8PnJ2pTiOlRrInjVHdu5uhjT7Ln4S08/tAu/uNf/hxP/uAfka7H4puWMPeqiyhedDUDV97OQa/M6LSLbQk6Cj4DoFJoxqUGAJmnPWRLHbeU8cp6noEyrh87lUUzTcpnkhQPmya6UmGqR79uJnJG2QBke+zOy0+2pE2/pLmZdy9P9M5nlMt3PKiZop+mG5jKBnqGrhcFnlb/onwU5AAMkAjf0WD7zgZX+p7WqieZqNU5NF5j14kp7tt4kO9/9yX+8tn7YPoklXe8gxV9ZdyHv87jX32RTaNVBhnjVzbvZuCyNX6/7CLSKfqGlV1AWnZsrzDdb/O+ctKpUwAXYxu6oaWEtkUvTA8vMNaT0YdWYrgj+ivJceYmT3pbYtyvMgAv6cWfWaDHmwCvxr1IzOu5ClolicA/ktKTPpuw7Pg6QNGxmBqvMXlsL9QnefHlw2y7eD5rFq1k/NAEeybr3Ld1hNJD2+iY20cv4AwNY/XPxyt3g1OCQtm3rCwnBrg1nRtKX1OYzaY1xZRbIfy8ze01j7NAbe9UePiTEgonlTutImWbusO5AVicc0BAkrETO79bYwbkrj+Xld/e5pIVbydMbz0YF7QshSZ8t4gekdcsH3gGmuUs4S+ORcACrJJN2Smz0CuxaqCTO1fPpexYDHXYDB57md3f+zI//tz9fPPxPbygtL+2u8ThUbiou8RbPrqfha+9glJnN6LcHdIG1TE03YqRsjhbkifxSsOjkeS5CfoYk4x4ukSGirr4tpEYplWZqWEXvFdpuTBUSZv3gWKn9siV0meb6oCAV2800Bgj6fmgQG0a98RRxrdsZuNdT/PVzUep4fHfP/FXzUq/utH/x1cZ4Pf5zY9fwZXvvgPnsltwexbgOmWqrhcm/PH7Jkk6WlLQZANYIvjb4NVPGDuInz3dKgiQRHlNkjzv1Gxu9KqcaRDA70S779W5saGfl/yiA6MzEaORN0vgmdD2lFx9TQozS9NdRNy4yjKkdUeDJ6GuMAsnaz4b4ORUjclqHcsphiEE64Z7qIwf4Oj2vdhCMKdoMyBs5ly6nMLi1TA47DsPChWkXcRD4HnRfUIfiTzKei42gCFPhO4xzVvHTOZWatkEBmOrOm+rSeDaBYrNSfxM/UnWk3U9KdaqwbGmd03dc23RBAPs/godBZs9r10Gk7czeuQEdsFm5/FJVi1ZxcKr5+N8ewc3z+mgf0UfTke5cTNuUzeRBT9/VhLgguHEjZzv24wM9IRcD2fFnpxDTO/eqdJTzB04nyzwrBQd4Yy9QBozIFedGc8sb7KT+GcJfYTmhhMDDZrfizxtJ1Dgwq+lDI0bSxAxbgRQsATBtlqSEgr+gmUhEfVprMnjWIe2Mb3hSZ78H9/krmf2U8djhBq6bBydpp8Cm0aneeP4FDgFREcvbsFnA6ibeiC6QeSPgZkyFQVMso3mJEQ9TKYoPa3hOAigKjy5lx6Nzq8az0kejcQQgZSNMbwkidKVA/TIKxEkOuki/dZa2IT00HuJBggEVXh1n4YnLCh4yFIndu8g5cFenLK/rNUSjDcbgY3gf//d8yz+5w184Bd+zPCbbqO07CIK/YtC5bMm/TABTxKj9tlWwN5JMOYzRL91HRXPAgGSGCp52srTx4iXoYXN7KxXLM4zAv5VS9ZcbpXxlSna+5zHQ60aCWE1OfMKSOlXoO5xSW0Y6zAZV1odKsUams6GQMdwvaauYVv4rMLeCretmcv83govXLoQ99guPnz5QupPfJna2DiX3LaMN95yPcMrVjJ48zsZszuoNW7fkiDqEktEAVlLfzZqbgNDv01j0Ipk6Sat5ELJrEspn8g0MdU7S6yAM7aMhzpTkIDbjs3VyBxPAbxEys0IKRFuHVGfBrdKeXqc7uoEi6TkspuGeH/HPDZNr+DH246y48g4jzg2r/mt3+OXyn/KVb/804hSGaujB6u7D+mUfaarU0LaTlMvUdsztJ+YnBNS9b3I7Wh6lc7qm0mywWjD+b31JpmJ0d4KW+GUSbtAwDniQDingAB1YcyzsAWSJ5EbxDfHpAmXtAmHfYohqMl0sXhf44uanxilWS6RAq7FV1kI3IgHW+2r78W0A3QyoFp7Lk5wFnB1Eqs6BuPHqe3cxIGHn2DH9zdx1zP7AXCw/Fgsw2TvKlh88HXLWfmJn0Esv5xq70KmPV9ZwJU+vVxpP7wfz/AstfuOJekzbQYJsWmNmw9BIt2w140tk7c6UVLmoR7LlUZbi4ABbUpsA0h7R1pd5JW6EhXcFua8sYlG370w464PCNgBGKAaw4UOqAxg9S+hMGc5r1lxMUvv+hKf+7+PsWE8nsOioBxduXuyxsHn99G78mW6LJtioXEesPQoFCoIy4qwanTPv7+hN04mMAEg6p+ZSGMSPTXOAsjDUGkHADC3nw8MOOtBADgPBPwrFeNemdO4TpPcSQIjF0S9+mknhfhtzECBNzUv4/li/HaCjdhOfN/VMuoRvJZorNVSNkBS/2fRtukt2SzqKXL1wi4+cvEc7JMVdj21he1f/ysOvHqAruE59N/5bn403s9ffH4Ld4zv5upl/SzurbC0zz/WteQIio1jBAPdRb+ndsfC/8WKzYlWPd9Z618i+JtSV9Zt6Uc95jIgU/SBVvp4JiSSMDt0ZBmcaREdhfi4NHRdalNY06NwYDsTG57i4JMb2bF+L6+OjLH2E2+le+0b+cen9vBPD+/kSxWHGz/8p9SWDrOkt8ScDoeirIeMgCBPRgAESCEiOkHEYeBpIEDws5V3PSfjJ8leaGu/1pxbprYiTo1ZXrsCCdo4ffNTtqk7nF3vT5KcU0CAKjEwAHK/GIGYJnMr74bpaMLU8gme0Jgxq7MDIIybiiCdGeIbKsomrUgMBFDOAhb1Krg1rOkxGB/BHTlE/egBpo+PUp+MGlYFBNPaZH/fG1ew+jWXsPbX/5hdUzaTdQ/7RI2iLfx4LFtQtGku5AaKVCAmJUgFeo0e9CyDKUhyBGGsWXPQomWTQICI8pb3eahe1iyCRxLYo9eZd75mgQEZ3gxTKE7zYs8MphjqMTYtmkqlJXyjWwgRoeV7jXnsNs7mlYgwweVUcMxlzePYRJGpvhvp//WbeevbHuctB3dw8Nvf4sGvbWDHhJ/s8l0rBrh/+0kA3jC3k4FVA5T6uhGNc6x9JaGO8Oo4DfaKLZp9DYx/4RlQ4nD+xBXLRMkz7w0sgNQ42RbYCXkkCwyYCQhwOil+7eYIONsU4vMyA2lX8U6qLsfUmBVjXg2nU9hlkUuEdn0OVplJTOt/7B0QIsxnFKzdgYXuWE1Hg+3VENVx7KMHqG18jD0/eJR6V5kn/+FxFq2Zw/zrL2FvaZjP3r2eQy/9mHvrLkfffANvWDePOR0FugoWIMLQxbB5lFCsDBBWF+NykxcESGG3pTmJYvWEjZmB+ETWR05gthWZ6RqcyGRUJJEJadDdTKKXjdgAquPE1L7+rjeMdiz/M686xeiug+x+5FX+4fm9CFvS8fUfsOL/vZmuksOhPcc5suVptjy7g/0feTt3XDyfqxf2MlC2KTlFyo6IH0ctDQktRcpeojBRT4XMuk6ZJSk6kGor5Zk7Z1pEgn2SXe7c0BvOWSBAlVQPatLDC+KpEhbAJFp6kuhIZWRiZ20WWQt7w9AyGVjGctILUVC7kfRMaDtlQPvH85oggFcH1z87XbjV8Ax24RSxeweZc+kFlAd7+ZVL9jG6fwzLtljyZ3/MqwePckB28fCrI3zr8d387rTLGmuI7938/7D8NW9n2UVDvPPKYS6b381gR4GibSMaSoSFbMRWBcqZYuUrVCnZ8ASbaEKtetDVs139dqInKvjEhPi4Bk8/MQ48q32VsaF+nDKv8iYKSitrpIYlKIiptMIkBUb93VCXQX+M9qvxYaBUCmSYS8LwGMLN1fPJJUzWPPaerPLSoVG+8OMdPHnX55FujWLBojo2Ajiw6DKW3/h6Lr9oHrd+4k28c3wfcs/LyHoV4RSxegeh1OlnAC5WwjhWpBc+rTC5pAG4am7gysanvPepY6dLAiiTBgC0E56QJbG5kFORSJO0RFenRUyMo/Pyr0dyOAtyZZVvV1nXWUJ5PbCG9gIwwFRP1p6YRCE3XhtBeTVPKyCEhdBc9MJzEW4NUZvAmjyBGD1Cdctz7P3ew2z+2ibu3n+SY1RZPVCmcPFNfHPjQfa+9BLSrXFs67O43vX0lgr0Vxx6SjZFW+AobcTu22icN8P7TPeTlKRMX28jxlvKuq2vz5lrck7DQq0v09kkPUx0+pjkMLpyscCy+hPUI7ISdwf6uJIfICEkxdR+ZG9S7s3EmPCCEwWsIk6liHTKOAur9F24jb6l21j2yiF2T1c59OJhlm18mGuWvpbHnt2HxGLqxBF27Rvlhd4KXUWHlf0d9JRsKo6g5FjYDbAqYA4G/Y7MgQTnQXQ8DExWWjfSNRUrrDsA9qQ2RyNt5dyTk9YgU33nBGvQJJ5sT3c4DwScetE9w4HkiiFXFIDICxGxNOPxN3nAgIhkeKdBOXc8yIRqaDvJyxrPIKoZZ8JCCMvPC6CPUWDMqP2xLP/4k8CwKZSwOvspzltG8RJBV6HMUO9CXj7h8bmndvOXH/7vMHU8NhavPgGU+9jx8DcR1jsYWzePkm1Ttq0GI0A0mQiQ/sIEYyjzszDUezUZTuHmaqDo69frC7o/drTmbUmgrfn1JwNFeRborMXV+G6kUMj0PoS/6wZtDmXC9MyiFwQbdtCEFWGwhKCAIkEdlvD/VQoW3SUbSwhGDo75F3k1qmMTkXI7Hn2AHY/ZfOOL32NgxWX8/M+/kVsumMPqwQo9RYuiben8EOUd8d+TELTS1waayoxJATVmx9UlgTGUtZcYvQ0ZbWRJFjjVjuF+VqDjZ0MfzssZl7SY/baO5w3qTQPiEt7vZp90xDQbME7rajarSxqvy0qIq8c1q46KcK0M2IXVSazpcbzJcfBcSn3dzL98LtdM1jjgWSx6+x3sLs7nhZ2b6Zy3lPlrLmLdFav59dev4qI5FXqtGqJ2HGqA7Z8eEBw/bNLZIs9TRBP9GsdCWyeTrjfdf9YpDnnaS20ngfWhSjjmWlu5kv/N0PMc3pLJIROLfW+CAWE/DeyVJBAgTz8S+6CJJ2UkoaUri9jdKxl467/l4ktvovrs8+z8xy8ytn+ckWfXc/1HXsPRN67iHwsDrLn2Ai5b3MfyoU46Cs1TMlwpqAe0xcbPIH9Q0r6cFE6ZGWKSMUGTHDAmXTlpDZiJ5A4lNOnuBhZBJqh1OkTKs6ATp07OaSAgEH1CGT2hraKfCZ4D04IWSB4FwkQ1V8/kFbKxuBs7GacHh4tfQq6EyBF5ujci/FwAFtJyEML/6bdR8csIC69QYdwVHJt0eWjTCH9990ZevPdLCMtp0qB1cWtgOcxb0svF87qZ31Wgp2T5cVW1auZYgXmzDUQFXuKASHMzTEvOZ6pTl0xEN9LfBHZJoDDFFI90CnluxD2h7bT+RRUoMwhgKh85ukej9UllM0uqJ7wnaYiTa5S3Goqefh6wurEKr44tPQoFB7u7yA2L+3js6mFe+SH+3DOJ7dP/j21/gX/66nxeun4p77tqEWvndtFTsv0jhCxBwW4wVoL7C567DgKE49KgGioggK70pG6QOSmmwRhEiiZ5uNqUvPOoFcP+rAABYAZjc5b0/7y0Jep8nfERkq0YUHmMeZPukSO8Km/uI/VzU5ksB4eUTeeE0Ne/CEOgyepTr5N2AauzG2fBcuZcX2Rg3XJWvWeKHbsPcnDNLTyw8RC1KZcL1s3nHZcu5I1jT7POmofcfghR8BMNe8UKstQNxQ6/r9KLMeuiN5UMApj6rkueY+7Cj1PaiQzrDMFZvc1A59PBjzRpax3OQdvPo6dAstPGxF6J6CoJdedyWEAErALfVq+6khPTHscma+w+McnhiSrXzVnC+o4pLvvI+znyg/sZ23OErh99hbe+5u380v96F0emJVM1D0sIio7v0Co0jP6gj4GDIuh3ls6YBwDIZafPANjJ1CEz9NSffDHrfZlytug9GXJOAgGRtVlGf6rXJNGF/A/ji455k4xTi4L6k471a2ex9aT0Y4yCRSFWsTlTeASNVQ20JFAgdt/RmCSpbKCu9BHTqbpkdNRlx8gkmw6P8dVHXuXFe7/UrMQqgDsda2/xVa/l9371rbx11SD9U4ewxg4hxy0/y6pTAttB2kXCeC3lXtW+JW20eYCXPKh6ksQ8rYmKQPuhH/oZzzONtVb7EfYvAYXP21Yk7KVRiZpbIajFhObrpy0YWTMqK6WReE9ILwSlhBV//sKtImqTvsdp8gQDE8cZ8Fw+c/N8/s31f8Kn7vkR3/jaw4wd2BEtaBXCX0/ueZk9u/t4fl43jm2xqKfEUEeRjoKFK6Hs4FNehYXAVRpXNsUA/Gh4qULqoRbTEDkqybAWmeZO3kSAJgDAeCRRTo/DT7K0bQSeG/v5eZmB6J4n42uS8g6lsQF0oNVYd4KRGZSJtWGaywpzMUknipVNcXCEa7/J2aB3SmlICgthF5ElC9cpITr6kQNLsdbeQt0usfXoNIXqKP/+L77N8cPjDMzv4ldvXsHSI+v5zm//HS/a/8SF1yxk+ZuvpPuKa3DmL8MtdDT1FWXNNOUIUnP8BGKp1yvU8Qjb0nT/iFwnBSW2BYnPKkmCZxgMbaJKmeLkUudz1pKfa09QnGEtgU1aSKSpbK5cQlq9wfgEH8fCc1V9uNEP4dVxLAfXEgghmKp77B2d4kvP7OHx7zzB0U0PM3/dtfzXn7mKtW+ucORP/5aH/+J+5n/+UYqXDrP2Vz6IvfZG3K4hak6FqisjepBtxZNwo/aBqM4deb+1tSdzSNo0ytNyXajPNvYsM9pLXdeyymaAlMFzDt+HFh0RMxURgJsty7mhOJxTQICasEaPbTHRYILv0+Ll0mj28fa9hkETKNYZ6L7hBQi806ZWggUMtQ2lb+qCF6lTMzICoysWd++Xbl6nbKhu43xez4O65+F6kpoH067HZE1yZKLK/rFpDp+cxrIFQ2uu5/DmxwFYc8d7OL5nD5YluPGaRfzcNcP0ju5G1KfZ87Y3sWF+F4uuX8z8Gy6muGQVhSUX4nbNQTrFpgEVG8h0oyVPTLTIuwsqQ2TK4BwNo0iO7zI9nwhjQd+YEkRXSGP3A6n9SN2osxRd4u+UboSG87SRXTp2tJVJCTU3pXVOVTIB4WekDsJbIikJA4ZFbQJ37xaOPvhjdn7/Jb704C4Wd9m8/pJBbhyZZP71S5j3Ux9mb2mYkakav//lXdTGT9I9fwnzl/WxbEE3wwP++cH6fUZsedFkzUT6IKJZgv33KHrzqfeeMX8gx9GaWQCA0s6pAgHSPApnDRsA2kP1/YKz2o3zcvrF398x0ql1Me4rJv3BZKAb2lWvDX6POA1yepp1ZTvGMNP6mSu+XDXURJyFFe1T8pG7wfd+g074e11C3ZOMVT32j9TYePgIf/+jbTz6+c/B5DEqAwt5w423s3xqJy9/6p94cmSSDdTwntzH4lvWYpU78UqdyHI3slBp7gP6/SSscaE+ROP64JklgAF52YNJElmvJREHgukIWFV0VmNwP+qeHHH+JOi1YR157PtZ2hMi88sEUKis2oR2k/QTI9it6OH63qmG20YYffi5K8qWjV0qUvccxqolussOx3e/DG6VA+sf4u8em8N/eP2F9C0f5JuP76HjeI1te6f46Jy7Wfr2UQpL12APLaXY0d84NrAYBaaCZMJqnzWWT2D8pwL+Lc7FtlkFCca6MWTaUG+7r0yr4EHi9adaEpyrOQrOeldOhZxTQIAqrca25I5bURdX6ZmVhgRk1KicG0IKTFT1mLFlMr7S+h2goI2+R8CARIuvaby4EqT0f9Y8ietB1fX83xuNdxUdls3phLXzWLagm+odlzO/t8InrlvE2Pc+w9FHHuEbv/s0n6o2TxbowKbzwDg37T7JrXP7mTN3oR/f5xT9xbORlT3skqGr6r0nGuopkiemytSuuvlEQADDauTTFRM84ETrV+dUVjbp3IveKaBtpS3w4ecZHdTnei4WR6CYSQ+k0Ch90h9cu4DllJFOGYDxvYd5/tmDTLqSjeNTPPLwLr+yDYfhH58B4KOvX8GWX3kvY7f9IpuPTHJi2p+n3UWb/kqBkiMoOYKCRSO+L+hQgOB7hIklNSBNSv9EA7+P6v2n3Wg8jCILBMhL/08DAUyewtmSsz4h0Exp4efl3BZlXzd+nTR1U9bXPIps6haUYJAGkrl+5lj7TUysRNCQHOF0KcxClVHoNmKxp1zJiWmXHccneeXQGCeOTviML7tAqaufm5b1M/7YvRzYeBiAaTxWrJlD76WXwMLVuF1DVO0SrutbT36yYaLeemUcAjZA0h3E8hxoonp525EQ5DGxCBMYYJHHoxiPelK3iJrZgme07bjtyAXN8UrSD1L7lGLgZfZFG0sd9Ao/Ixpu6zsSPB84ahyNjedRtCzmlzrpGOrg/Vct5vhH3snzD61nZOcGDuw9yXP7R7n1hqvo+NKLlFyLZR0FpOvhjh7HPnkMp3vAdwIU6+C4CMtu9kdnzoQOoeZ7ouqKoOiLuvFtZPLm0KPSDPQW98G2PfAaIKR7+NMbzc4VcNp0jRBIaqPcOSDnJhCgLZL+72YlN2lhS4qJjiGtKUoDGBZX02TRwABIPke+nXmjUqJkw+gMqdsqkKFulIoBI2mCAK4nG6izX6ctoOIIil1FhjqLALxx5QBzOhwqx3dx+B/+gv/y7m9xkhrTxO99Go9O/OzuPcsWUFh2EW7fQqrFbuqexKtLLNE8GzhIGpdkMCZ6RYP7a0NSYw1NTIDQKrNSF3bVE9Esmy+uL3N9S6EEAjHlAdLnVnLsevy9ih3FGL880mai8S+UOerVIaAOqtdISRifJexwjrp1iSXKFHsWUl5ls/B1O7no8d0888w+RupurCmArz+wi+888Oe8bdFnueW/v4/y9W/G7Z2PV+mhpjRqh++oDDcAn/7fyJ0hlKMlZfOECal6c5R7TksYlCat5KYIhyuDBZC1vuRNRJnOnGoNDDitwIFnnhvZMrMNXQjxP4C3AVVgG/AxKeXxxnf/Afg44AL/Vkp534waOy/5Jc/ernvdkwA1/R3VFNl0z18cDIgYfMT3kig4HTcWWvFsR9iOisMibD9wNGA1QdqwsKWtiT4A4EmfCTDlSqbrfmy1LWCop8TaNUM4hfdzdPcBrl9bZq08wMs/eglXwtuvX8RFv/5zXPjaOzneOZfjUy7eOBSsOqVGXHbRAttWjg5sZe9Xx2yWJU9OAWg+W2MugsiFTbaGaR0P9FXIXpOzJJzu0qwHtywt6Cip1eiASjgmROYs2vviSomQYFt2Iyy2UU91Eqs2AePH8U4cpbc6xR3lDlZdJlh/4TX8f9/u5si+Ub72zB4ue8udvPPmH3LLu2/CnarSsWCQwrzFWB3dfh+8OtSrjXt1Ivpgkqh6N4S5BX3/hqorJKwlreyX+qWtGPOaaRWv26BjJlfWvqNKnyfq/DxtIt32dIcZAgFJeoMQYhmwCXi5cenjUspPttvOuQkEBJKAmiZengPVMi6Caltq2/rETlssNVqU3tNWlPWkTSMGCFgKdVvvr8n4xDdgbCS2LfCACn4sVcGCsi2wpkdxju1i6oc/YMs9D/EXn38RgBK2EQhwkQyULN736Y9j3/mLHKhaTFQ9RK2OLaBoWxRtgS381TA4dkX3YCR6/1Mo8vr3iZtyjrJ6DCI00d28VPi8ISomMc7bLDZBAExkLNZalc+wAAEAAElEQVRpIQd6GIzejTRFRkjZ8OYngF5CoHrYm6BLHLkQ0vMRd3zlcrzmMVbzGJ2u43rdLLjl33Dj6z8Cn/wZ/vLLL8X7gqDYuJd79pzE+f2vcenH9tN3yVqKF1yK0z0HWaggC2Wf1mo5BN4EKSykZUcUXa8BlunHG6oMgEisYE4QQJ/zMVZKbAyT3+lW1hQwz7F2PfypsYYJfTwdIts9PnDmwP73gf8gpawLIf4E+A/AvxNCrAU+AKwDFgL3CyFWSynbRSzOS15JYMrkeV+NIMApENWrLVFyCUGUpj+LkpQvwG8z2IibR+5K6Xcu6Ksn/X9BcVsIijb0lR06Cl2sGuzkthWD9LzFZq5TZcPD32PbX/0fjm09zvC6IS78rV/is/u6ue///SGLL17JtRfMYc2CbtbM6WRuZ5FCQ0+wgnVFpd5rfZvROKR8l7r3C8OeqtHCQ/C48VkkF4Hu+Q488Ia1OMnRFTHSWgABsurV689kBeQEA9I8xEFIj/9H1Dj29Qt/fCwhQvZqsC9bosHUswsIy/HLWFPgebhH93PiycfY99hm7r33FSi53Pybd/Cbb/wA/983N7Bv62F+9xse//S3/8RGu5cr5ndQGj+MqE+D9HCVEyxSdbEUNoCqPwTDncQkCZwmYFh/kvRjWttjM/OQafUn6QenO4b/VIv0ZHu6w8zHwKg3NL7bJqW8fKYNwDkMBESo1Qb6fXhdG3qmjjhlxWH5hXJMkrQFUUmkkrQoJoLGyrW6tzZgCATx3Oa2aVLtZNP3EHzmCLCq44ixE9jjR6m+8jyHnt7AvmcOhHUUEQjtsLeVnUXe+ImbWPWuD/KDOdey5dlDFB2LBV0lhnvK9JUdbEtGciMY+6cvcknjaHpGSRuRSnFTqei6YaWGh6gAQON7Y5yf8ntWyEeazNZCmjuMJmmcaHokhMAYQxoDbiIGLIlKd9hMA7hCKoBAACw1WAHCc7GFhRACV8LBsSrbjk3w8CuH2brrBAB//Uv/D7/9byzc5+7ngT/4Ci+cmALgyu4yu0ab91cbqzG+9zCVwb1YHd04C0GUu5GlTrxCBREksrQbCp/0PQwqAKDegkDNFGw4OijJoEjyuKsfp3iW/IujSmak/owplKZAzERi/ThbFIMzxAiQUn5P+fNx4L2N398B3CWlnAZ2CCG2AtcCj82owfMSk7zx+2mSz4OZL+xrVkVbA9p+1VKo37pxqOsdapPBKWq25a+BRVvQUaAB/guKUyOIbU+z9f98hm3P7eHxLUdY2llk/jUr2dWxjHt+8BQHXnyYAy8vh/e8k4GuImvmdFKwBE7jn4VsHj+sDkWowMWN+bQ1KAjvg2a5kJWVMZ4m9oXO2AhzyQRbI01vsLlDgV7rGWnwWXK61ts0I96/INthkUkXV/Uzg1OuMRtClkAw/wJDW3q+U8IudjQ+kFjlTmrjUxzecIQtk9OMTdaZ84VHuPy6t7BsUQ8HX9nBpgee5bWb9nDJHa/n1++8kCsX9DOn16GAh6hPR8N5hJWAyuR/N4O5lnSaUpok6vcmY93A6gn7eJq36SzQ6ayQM8QISNEbZlXOWSAgEJMRl8vzmSGqd0B/idrxzmZ5poOFPglhiyjs2gsceF0DAy3ondvwyCIbBmlCvRZC2YyU49ncKqI2DfUq1vQo1vgx6kcP4J04imVZDK7q5w1HJnhqZJITNY//77O/zPHOOYwMrePuTYf4/Hc28anHdjOwfyt7N30Np9TB6lvfwjtvXUF/pUB/xfGVAltgWyL0dOj3bLpvU/IdSHhWukGvXB+pwyS68R+WiSuQJgZDmiQBVnlyGhi7mlEuLyCQND9VdoDpWL9IO7rxGoy/QnGMxXCGSpiFbfvAlfDq4SIsPJeCZWMVSlRdScESHDw5xaMPv8ruJ76FdGtc9w8nmvXNu4Q1H34Tv3jbBbzv2lUc+ve/zOj+MQplh96l/X6oSrevGMjpSaxCCen6ngNpKQpYo69ZIEAQ3hJhAXgJR0YmzDkT6JXKBBBmymgeMYIAhvdjtuL+dQ/VGckl0C4QIEEI8QngE8qnn5ZSfrqN2n4O+JfG78P4G3wgexqfnZdTIab1P+mdadXTngXYtSmBceOvM8mGhr6uqHH+pnJpSRNV4yy8XsbHynzcLpHQKNsSCM9F1KexJk5gTYxQe+U59nzzPv7lro28OlXlJDWuuX6Y7tvfzZ8++ioHXnoEpEf15BH6ukusmtPJcHeJwYpNQdbB1d7jcDFLvv88Bn2iGDz0wZjkEl1/gBibLLHdGQBKeQHYljz7iuMtjW2YS29WvjOBAaqRmJrks8EYVPWSAAyQUlL1gt89oESxcx4dKzuZ87pRFm7Zw51d8JUn9/DUthFWfOuf+cDtn2DLK8c4uX8HE0f3seeVo9y39BCWEFw4p5OeokVHoUzR8XXXlpmqDQmdB0QZLkl1qCE4zTrUl9TcbjC+LTk3NTE64nKyscNyyvWxZ50y12JVnW7wwPPa1B0kwNuEEH+mfDgbegPAciHEc8BJ4PeklA+1USdwDgMBSYuCaVImUV79ejJoSdrnMaaAsW8mL7GGwMUo2CSivqFR0SgXIs2qgdtARFVR0WZT0rpImELg+ZVew+jyk6qI2pSPfNamkZ6HVSxjz1vC3NcNMve1Lut+e5B3rLyK+4938YF/fJwXv/p3wLci/dh7bB8Uu3GrgunJGov7KyzpLTNQtulwBMKtgrSQNBWZ2Bir/UsQo3cnqEc7czeWmCnFqxppI6jbhAVFwJqc/VPqzbWWGoy+5kZpmJcG1Ff9PnKvJsAk+ErxSgQeF1N+gLQNsanQNudqiNgr5YQQSM+nwFqW44cFeB64VUS9iiUshoodFOZUgEG+tbCH3QD1KX242Hz/d/iNByx+o9zPb/3h/+Dj1y5mKSPYJ/Yhp8bBshFFP+mg5xT8oy3tQhge0Myl0QwJCO4FmkpvwADw8woYMgY3xk4mzDMjEJQGAijvie6ZS0vIGHMMJM2VUyhndTLBFGls3okbuBDifmC+4avflVLe3bjmd4E68IVT0snzYhQTK8eUpDMpdl83/mLZ+I1terH1rlUJjNlEp3EKoChlCjgdrB+xglEA0G+jaezpa40qtnJdCAZ7dUStBm4Va3oca/IE7tF9eCOHALiyr8yhAzWGOkqs+Ol38UK1nw0v7aDcPcCcC9bxnz9+M6+97EKGSy726F6Y8vy12Sk1Th1ymie5GMYiNTltAoCillX3tDig6zMIWsnFoLIOYt1RvcE5DUkjmGtqM+OadqUVkDiy3+lGZZqBKCHMT0H8XROhzuLrJbbyXgskLn6FYUhh1WV02mXaFcy74E0M/OntrPzhl3j9f/hLXto3ypa7n+faW3fx0TtW8eeHRlh46TXMWdjN3O4SNU8yWfN8oqDwmYkFS8lx1eiT1QhP0Ycm4vxRPg+BKs+Qk4roe54130xs6VPG0NPDXjQH6oxyTCgyW86IMyT3SCl/J+nLNvWG/cASKeVRIcRVwDeEEOuklCfb6eA5BQQ049OiRp0urcRH6ch31rsRRSjjbaQldImBAa2K1LPXK0lThBV6912lP0lggNHAlh4EXlivDm69eRO2DeVurGIFMbAAWazgVXo5LHr55/X7+f1//4fUp8aSX/r6JKLYwRtuXs7rVwywsFjDmhohpMw5RbCbxwnmimszeEVVxU49Mikc/8Y9m868T4xlT1F+IDmpmw426Al/TMpnlnfW1CcdEEiUJHRV3RRyggFBe8bHpM9T9XOaczVQiFQDWxK8k/i5A4XADtpz64jqOFZ1EurTDBY7uWFwIX/w/st461f/Cdxp833bRYQQ/K//9Gc8/tM/ze/ceSGXz7+E/qIf8kK92nxWttNULi07zA3g32+YgrP5t4ieGay+R8qF0f6kIPFp4S9Z8z2QpPwasTYilWcDbPpnM437PxObu9Q9iXnL5XAlSinfkPa9EOJngbcCr5dN5GsvsFi5bFHjs/NymmQmx8VlAW+qZGbiJ6rwm4z5iKh7bQIjLqgnUVqgHOtGWgw0UfZAn8nV8KI1AFwanwmniNU/l7lXraFj/iBX1uq8/NIOTiy/kS//aBuTI4cZWnUx733DSi46+DiDP36Q6vhJnIEhCguWYfXPw+3oB6fYMOJF7D7S8hz495LsXc71PE9V2IfRC2wGfTOranEdTnOIBX1JKp/WXtpW2LwoHoKYBgb47WogXSNEwK8n6LLAarAChPBZskcmamw7NsFj247yyq7jHHv1Vf7DW9ew9oPXUf/7h3n18ARLvvZl3vjx3+Rdf/drbB2ZYtr16CjY9JcLFB3fCeI7B8CVItRZAp0gxsZt3HvSO210ooRfxp+/CRDRHQe6/qk/h7bAgJk6CzI8/GdNCKEm0vPa0h3y5BVoR29ohBJON35/RgixDVgNPN1yJznHgABIQZlMG0GssPl6faMLL89gCeiAgP69p7y1ATU/gmq281LpRobfUnMRFI2zkonHnsU2uCQQQO2XZSNFyU+kJixwirjlHo5O1Nk/VuPuDbv4wtc3+CAAgFOG2kSs21e87S186dfewqIj66k+8C1cpwD9c3EWLkd2z0HKzgaybycuFpGumwx5GTeIQMlsH2oqycmEkp65Wm+4EWnXRCjx6thqnmC9PnNHNPaIwfgz9T1zMVXGNgJaqYajkr3fqCwpG26qlpkECjXKW8LPKRFE+KlggCvBcyWeBVgFbAeoTWHVa7hH9zG95XkOP/cKY3uPsrSzyKYv/Gcef/U4f/bAFtZ/695oe40jBqXn8tIPn+Avyw7vvXoRl8ztpr9SoafYScmxInH9wXh6Cn/TEs37FWgMgAA0S/LkBHPA8BxjQ5hAQzUpBEnAlF5v6nzQ5VQpuWoToZctXYmcdTlDyQKFEHcCvwO8TkqpLpDfBP5ZCPG/8JMFrgKenFlr5yVJko7oi0mLe3MW0J9l1Gd59oPfQXuXcwAArSYQy6IA60aaDoIHrMKAERCUl3YRr9ILpU4Kc4ZxLrmZUvdc9k1Z/Ob/eADr7g3seHYjhY4e3n/7BbxzgcdTn/xr7j44xYpyidd96FIWvb1MsXcQ7IKvk+iJ2nTwWjT3xciYac6ApPFLStyWWxJYh5BAC0+4ttVwUZOk6QWmUJA85fQ69P7qxcK/tTrVZI+JDpMg55WeBDvSQFSnDWopWw6OZVFvhBSOTFR5+tl9vPz9L8PUCH9Uu52//djPc9H4FJs/9TD33PUC7x3/bwwND/GOX/5V6nNXMeF0MeXKpm+sYfg3++mfNOTK5ud+eEIOYF5inmeK3pAkqSACCUC+/k5o9WU9btM6qgM3abrobDkBThto4Hnt6Q4z7F+S3iCEGAKOSSldIcQKfL1he7vtnHNAAGhgwCxKbFJlGF56OdPiJZW/g3NNkyhOMxGVhhgsOqY4oqx3L8xELCzfM9r4DLtATThMu5ITYzV2n5hm28gEm/afxFIRB6fMpXe8gepElXdev4S3zptm9Htf5cBjn+buv/sjNh2rs7Ds8PY3r2TxrZfS2zsIPXMbND+7QcdO8JAHfQm/bA0pn401Q68icuarCgJkuOl171DkstmkaOegZcXGJTR2rcj96jH/ifFhwoqDJSZ2gGVjN1JMukprQQy+xD8hwPUkBduhWOnFq09jVTqZPDTCi194jm8fGMNF4v7DWzlRd1kG/M6dK1n+sx9m/5x1FCtdvOOX/wqAzqHF9A6vZHKqzvbD45Rti/ndJeZ1lugoeBQsP1+FE5xeIUREWYMoXVR4NUKvVzA+EaDFDAIkAv85PAIQB7xUiXgfTOySlPpNkhom0yZ6nxaqdcrlDCULBP4KKAHfbyiJj0spPyml3CCE+BKwEZ/698vnTww4NWIy5tR9Og7str4Oq57mPLlAzF9qTo0UQC8tVCzJoNevz9Uvbb03GzOmo3YbekTDiSABLAev2MnItMemAxN8d9Mh9mzczOT+LVRHj7Dshtdzy/J+xu79FA+9eoK6hMOTHq+p1rF7B/E6B3E7B6lhNYwvhZVlOAo44txJ0R3bWYLSAP3YXFD7pPyelr8gEgYmE5LyGtljcd01ZpilMA5nKibQKIk9E3vPFKeW2n+V5RkJ+VTKhfU19mUflKojgKKwGOzooeqVODKnk0LJhvokAHvWP88Pd6zgzbfeyeJ/eJynj0/x8v27OVk6QO/Kr9F73WvpWrKOStcQrlMOEwcDkbDGsCtSRkACdVyMkuBA0Nkg+nzLZK9oc0cvp+/hpud2ujD6s1oUPa/FgjNt2ag3ADcDfyCEqOFn1f6klPJYu42ck0AAxCewETGNGfYJC16CVyw3ZUppL+iHbuhJzGCA3mYmSiYsItnUU5BiNYY70zsY1CtspLSaIIjlIC2bqiuZrnlMuX6c1UTNfymWDnZy4uJ5DC36ELZj8YYrFvKhV/6OXVv38OVPPMx/r0az+vZRYN9UncmRKQqdFay+IeqVXrxSN56wG2PU7HMW6JM1XlkLZWJsqMYMSYvVDDZxIx2+hb5lGYKtSIzuDxEj1SQmBoUxnCJsJA4GhOEyCqvA/1u5HdmM6RMQ0vcCAEBI/8gf/53xaXZVTzIlbLp7F4Kw6Fq5HNvx25jCZaLeXKS/9N1t8N0/YHVXiXe9ZQ07fvBVPvfsXjbsPQHAUHeZ3o4CANN1fy7blh15H23LP0bTHwMtXtRreLqSlF8UBc6yw989BGpMaWJIiCo5WQBBfalGQEr9upzD8XipItsGAmbYrpQXpHz3h8Afnsbu/OuVIDwJmK1j5jKbTHiX0vSTRDDcYLyZvK5hccXLGIkZTlhLQv1E89bGTmciwagMCwkgAECF36blUJMwVZccH63z6okpfrT1CI9sOMjYgZ241SoAd96whO713+Hxzz5GTUqu7Ctzx8duYNmbb8e95HZGqjA54WELSdEWlGyBsJs5ClJBaoOcibXOeEys5hHWwWPjuq8av0GZBEn0Auccr0wdO4FBokpmDpsMxk4Sy1NlCUfCPrw6ojqJqE0gatM4bpWlhQqLlgzjvXcdP1r8Ib701Sc4vmsDX3hgK0vfcwkXv30dL/zjc2w4UWX5ghKjuw5RGXqJUrGMPVRFlHtxCmU/T0UD5FL1lUCCnAF5Tg8Kh1C/9yQgMTJm8bljrMtUjwEUatXumS2JzE/VgaXorae7T6F4bnu6www7m6Q3SCm/Cnx1RpUrcs4CAXCKF3BDzBKkoO4ofyd4/UxggLFpw8ZuZBJEkO7kOKmwcV10z6V6eeMeXCmp1TyqnqTq+v8A+isFOgo2y/oqfPjKRSzuKTAwupMXf+Xf8qd3v8wxqsZ7m8ClF4t1P/06Om5/P6P9K5ioeXjTULDcxgkCRE4QUBWOJJpTIEbEWcSvA3NctREwCcAdAwwQay5UmPLPzYj3NolantZmgsQ8tjk2WPV39fhJFRDI27bfZpzGJ3TjucFCsRr98xqeeE9C1ZXUXcmUK5mse+yqS4rOAEte/wvc9jc2mz7wv3l83DzXto/V+Pt/2cytP7iG3/rS7+K97z3sH6txdKLORM3FEoKyY1EuWJEx9YDARAg2cgsZTeSjswCU8ZUNACBQfr0wk7GMACNGpShWV9Szk+YRSJpHpjOp1TbUdk61nPH4v7ZDA85wv8/LzCXn2jXTOZqlgBv3jLBsAjisrJ1ZBn24Juhhalrf9FNbjCC3iXodKOVZwLXw25OWjetJqnXJdGMdPzntcmKqRtGxWLqwm/rb3sPEWJUjW17kgxcPsfGT9/LksUkWlh1u+fdvY/fV72PvvBVseWo/laLNkt4Ky/srdBUsirbd7I/BeNAlz1oXWUtTJCvvg2ku6N7WvCBARPej2b8k5kqSFzhNdOM9M/5f1zHCL5LHP6YDJ4QP6kCdev8RdgAoCnlD37CcRvitA0JgVSdxj+6junU9R9dvY/zAUbp2j/DRf/c7yHdfw+c/e4g9zz/N/+4q86mf/VX+4m0bkNt3ANA5PITdP9evvjaNZY0jgzxadtEPVbCLRsBGBwGykv/qYxv+bhjiPCdhpIJI4UXJTM8k/TYLrFHzcxnba8O5dUYTBnryjIQGnC45p4GAQGLAerAPGhYp40arGSnNa63QsFYz50bKQmwhC2hN6lEm+nQIjPu0e9EzE/srSuOs9STJ8kprBobeZtCulD4l2214Z91GlbaAzoLV2IAteksW5eO7qH73azz72e/z9/dtx0ZQxmaKOIJ2y+p+PvT3f8BT817L9n0TWAcOM9xdZkF3ib6yjWMJbMPQZCWiMX3dfD5ELgo+DjbxRM98OCcIjdU0VDxEoiOKXTQOMWKXZ3lvcxhqWayYtDALVVSFJrgqgr4LEXtXTJKmmIaxfUQNaKEhrbbwEwT6OSMEdU/g1j32nZzmuX0nWL/7OLsPjjF38Gp+7+n7uOFbf8WP/tvXefZ49NSAjoY5/8PDE8z7rb/i2t/exbIrbmbRvAuZsDuYrPtz3KNBL7X87P/BT8dqHg0U5s5QlM3QC6NmrVa8X1KIhqdAxjwFwbgYjfccIIAe6qPGGap9izwbZS6q9c+2nNENO0POFCPgvJxlcgro0KY2kvKBpMXtJ+1pQnm3W8ki3mzAi4EBLUtGWX2N8RAN/aGpS3gSCragv1Jg3fxulg92Yl+ygFWDnezYtxLvgT/n6S3HqEnJ1ZfOQ7zm/fzt/dt44Mt/zQW3f5Alqwb5qasXsaS3jG35oVyOoJmPoI17zBrCYG9PqzfPCQXhn5F1O8GQ10CAWHmprPNtGlfGruaYT+ocjdPLvYjunOQYC+tSPfhK+cCpFujR+uiquluEmICvJ1u21TRcCyWEZTNx4ChbvvkSX9p4iGPU+MTaf+Jd7/lVvrfmUl594gG2P/0c9998Ae9+7c+z8k6Jc3gbTI/7/SqUkE6hUWfDsPfqDYCiCo0EwzoTNzVsJjIO6fYA5ExkiRlc0IEkVZIYJWn69b8mkbI9RoApbORslJ8IICCvpGa/Nhg46sKfR7k1LYCmRSwTMWuI/tLH0M9Y+8mghn+vVmTDMBkYPmvBn8CebFKdfONFYNuCggUlx6JMHfv4HtzNT7D/0RfY+/zBsJ6KBgS8786VLP2t/8h+r4vf3DjBXb/7p/SvuIw1Vy/lp65eRG/ZYaBshxu7buAmOh9iypK6I5ipaioin+ZRjYBCwTWkG1FJ1K5MwygxRiwbANA/y4vet0IBC4CoPGBAJqCgegFSkHJEjZJTQjqCmmdhW4Lth8dZv/4gWx74GlJ6LKi/mx9vvYB3/u+/5LdWdHPwL/8bz9+3laGiw4tHamFVI3tOcujZzcx1CpSBzr5hKh39uLZ/JFCwYOc+CQBtsw0AgIYHTEo/0aAbTCdpjhlsVpbs1VHHEBLyACQwACJ9hVxA4Gxs+qb18oyzAaD9HAFnQ9/Py6xKBJQlp4fNoJgbvcd5QAAF+DPFdIdrbrAGBWVM3kPlPmJtzECbz21QG4waKX1GYWD8SymxLUEZKFg23cUyFw52UHEE3ZOHqP34/3Lk3/0z3z9ygsPVOksqBS785Pv4y8f38Mh3HoL6JFt/+HX6hj5CT7nAQMXXGQruNKLugwDBaS+tiu6lTx0L7V4TdQhd30pZD01sgPDvpE6rc0L/qpXlKieFPGmORp1jGkgOIGyEIOIYS5NYPgVhZmOaJABNPBmEF9rYThflwU7sQgddK7dRn/oRk7hIJD/87BO8eW4/H7r9bfyP9U8weWwfn/vefr78zMO87/YLeNe6CxieW6CMf2IRbj3WppAeUjbADA+E8j6nMQHCe9WcREnhqup4NNtuAklZYFWETZLGUjCsMYn63ykAVI0sk1kEutoSr80cATlZaGdazikgQEiZ6QHVrzddG1uLhEo9NxwrkzYJtYVPz36KiJ5rmiUhmyHhei/w/GkSnkoQGDSGTcLkDdDRZk+rO8iUbjfK242EavbUSazJE4hje3AP70W6HnOW93HRRJ1t41Uu6ixxw4P3snnvEf7vozv5yFe+Dr/0qWbFpV6mThymf/576bhhKYOVAn2NTR23Md6N5IF5xEShjEiAMmvZ7tWNzAgCKLRKiAMC0U6YPfhSEntmSUacWk+qImk0nM1orlo2VkSpPNhs9c06gryrm4FWT+Sew7L+z+BIHbsBBgQMC9S8aKHB7flHBTbuscNyqJS7YbDCuuEeHgkqrU3yt//zMwD88Q/gjwGocP2v/Cd+4U3X8nvf/9/s+N5GauM1ehZ1Y1kW1aPHsHdtwfE8/yjCQgdOsYJ0ygRxrWGmQhWsUCVQNEU8CaAnJVJRfHVR4wb9EwcwPss0xaC5iZM839He9RwAQJK0a8CfFYa/Lu2GBpyXc19y0FrDSxPeScL1LAWMU/eBpFcgwXhLpXIre1KWZ99fpxO/jokKhBj3lxzGrPp9cC/q+u9YAgewHB/sL8g61vhh7GOHmHr2R7z46e9w947jTDYcCDfeupTdC6/je3d9j6mRg5R6Bnn/Jz/CutXLeOOKPjrH9mONT/jsq0IFWSg3ExOK7HxLMRq8Ptz6XmfQAzOxlSxHQJqRKJPZHmlrazBPEynqjXaN5XLUH4ievC8MXY051MxONL2cSRIp6qa6FHE9Pwxlqu4xUZPUPI+CNcTy2z/Ba/6mi+6nnuKv/9PdbBmbZt6f38+b73o7X77mRrY+9AC7nv4BQ2uu5wcbupnTVeLqhb0MVGx6Sz1UKhZWfbqZiDDsgAdShPlHMkMpk3SH4GtSwlVj9kvTME9joAaSN8GgSfIkCM6bmLxdyeO4mnXxPTvtlTsH5JwCAkJpAx0KFhSjh03zVKadMRuvWPOOhjE2XnRBaPGtiG1KKgpruD5X3JVWn/nosWYHhLKJByCA8Fys6UnE9Dii7lOx7aFhFr7OZv4NF3NN/xD2lW/k8Yk+Xv8z/42pQ9vMHaiNI61e3vra5dx5wQDdU0ewjp7wN3WnjCx1Iq1KrK+mY1gSQYAYI8BrINQpMVD6s1R/VxHXFKRfNfxNMd2RyzNogWkSY3w07s1Yn4bcm8JZRKNdFX3X6XdCZG8GQZiBDjCFR+kgfGPaAyF8Yr7/rih9kx7CrSGmRmHyJHJ6ikWd3fziFZezpLfC+x74cpjxV5fHv3o3j3/rQf7dH/0Ov/abSxnY8yS1nZuQ1Slwin726vGTWE4BWa8h3SrSmfJBJ9vxKX5EN1X/Z9PrH9vAZdT4jyUNajANoiBAvgQ/SYmlIAMASAOmcsjpMuTbPX2grbbaOAvYL3hubOjnJUPy6A2mdzKrXKxMVNeIKN8JFP/wa5rl7Maakzs3i+nDFM05l1ai7HM6uGzK36MaNZbwwwMACpbPtLKki6hPYU2ewB47TP3QbqaPHMMuWFzTX+bJkUlW95ZZ/K438afP7+P4zhcBWHz5VXxsTYXLlkHxya/gTo0ju/tx5i3G657rAwHhGm0Ow4PoutYSiy6n5zxNYvtwGyIa1qaenybXPIWYXgTpQEVwnWrQe+E+ly/5nx8SKELdIFZOn+PKfWSCHjTHNGAdBHps3YOD49O8fGScXUf909e6qqu57eaVvGbpj3lgxwgPHRnnige/zjtvejt/tXkp/SuvYt7yefR1FZmqu4xM1Sg6fpigBCpOCcuW4FaT94UkG0UD59PCPyLFMpXB9OeepkOYxKR/RuauiUE9CwZ6q+/H6QpBlK7bnu5wjugN5x4QkLEhxoxDg5gMYBWdjHkNkowrkwKrGImh4UkTEEibuEl9TqJv68ZGYGQF3gJhWlgDpNzQlNozS/hx0tBcOIRb8+kxXpOGJzr7KSzppLBsLV65m7GexXzxpUP86ed+xPTYCbCL/oKpSbGjmzV3vIX/dOMQ8ol/oT52HKtnkMKilXhdc5B0IoWlJFrT+prwnHMBOOHzaW5sxrFvkQKlVpFFgUvz6qtzRM8TkXfdS9yftDkbATYgZLEEdeSNSfPranZQ3ZCDeaqDAUL4sfSigabLRu4LIRoeAs/F8urUDuyiumc7J7btRVgWb7ruKn7n3/8Mf/8vT3Jk02PxjhQ6EELwmc98j2r9DfzKTVezYGgF9ol9yKlxpOsiCsXGgHh+ZmG38X6GN2NFvW4KCKBS/yXRUBpddBAgyDkQY53kUTK1R5EFArRl/OdYP6PttWbEJ11/2nIKnLnjA8/L2SIJe2DEY5qnGkWhToqx1fcBnbHXBKd9lpHeupQ5jfXETgb6iAJiNkTPkSMEsXwtYT9ENOlYnv0o8I7aogl+ivoUwq0ipsexpk4iJ0ehXqM0dw4r33YNS2+/lA8uWsCJ4Yt4aLSHBz7/NQA65iziN956ESc/9z/452+8RMlzuPrOFSy+7Qq6Buf7GdwLFWpWsQHEyxB0jfQpw8OelWcnrWyzQFRn0Jl9EUBd86Krx8XF5mfjfjKNOM3Jk5W1PgvgCe8pYY+KOKFMwxvoWyKuU4R6t5Tpe6DKbFX0c52ZKaSHBTi2/3nNE0zXPR7deoTHH9vNzoe+RmdvHzvffwsf+4138cT/8znG6h4P/8X9vOe+n+e/fPU32FjrZcvRCequR6VgU7L9UwGqrsQWEoFHwRY4TikatoPJeaDpFQnjZ/re9Nwi4GGKXRKOh2Y3tLrNZoUpmHTpVuSMePfbEdluaMC5cHPnIhAQiGwm8QsmU5KH2P8wMDLisUqp6GTCYh7UpS7mftvRBdNoaOW4N1WCZHVqzoG06RXQAqWIRlalxQ7FacdaVvRA4QlAALuAtAtQ6UUWOhinyOHJOj946RB//ZWX2P3Et/zKC50RIKBr4Ur+66+8mWs6TuBIl1/uu4qVHUWuv2gOl/zsa+ibO4y0i3jFTv+c4IZ1FSgTWYZKBACZAYKvJ/7LG/uflBwy3MQTjDlTkpbUOToLooezAOHxfWHiuzwSCT9pGs7BXLU1ncY3nv0XVljR5JcqMCMKHQi3Cp7L8S27+c5fP8Kzx6eY4tu88dZF/FVvmUX/8a08VL6Y//mFpzm69VmWXPN6Xn3hKQCObX+B7z22iuGBCrevnMPihUOUauM+y6A+hQyer7CMISiR7P8zAABsdUNXcw6Y2kug9EWMlAQQIXLmtKGONEnymOVJbpQKpmnX6r+fdjmfLPBftYSGlsFYSrxe89wF12fF/6r7dOjdB3RPrv+Z7zH1rw361Pr9GYto64Me4hDuqSajxnDvwf2YjOxAH1NzI4UJV92qv57Xq6EeISrdOMUyzoJlFMvduD0LWH9c8Iuffhw5vo2xAzsAuOK2a7lsbCOf/cenOVyt00OB1XtGKXR14g0sZqpziMmah+d62MLPY+RYmk6ji0k/bNGgSVwr9abSvKto+78eftD4acxhkfJs1TJpgFXQNzWXT3Q/iIe7Jsb7C3N4QJbkyYWk7nnB1bLRZvi5W/PnVm2KDsuiUujAndPBiqEuHpyaptzRwfihV/na1x7jLf/x7bzh2u/xjUf38OzxKbZe91N88g0rufK//RoXrbuVE67DWM3zI1UFoWPMlWB5wdxu6C+a3h8LoTHo/Ul7tKormtYYnUmUCVTFdM5oo/rcM9WXV/+cqWF/JlWDVPHc8zkCzgWJTSD9Acho9n+TJKGTJhAg+FsFA4AoIKD8rh7v53+YYKQmUX5DVNVfiFX6k1GEmdmg3r8pzlG49WYfTZ5L8OPwnDJYNjXhcGLa4/BElW3HJli/5wQAnUOLGT+8G2HZfPuLf0Jp8hj88PM8+D+/wQ/fexc/bPShhMXOCUHXK8e4ur8bb2gF093zGat5SOlhCyjaDbRZR7WTjPOUYTGWS/iunezKgZdF3a/1x5QH0T9TEtv0SfaSGNkYIRUQhLD+f/bOOkyO61j7v9MwsAza1UorJssyyRizY7ZjigN24jDfJA7jTW4SJ/nCzA45aDtgO2YGmVm2LLSYebW8Q919vj8a5nRP9ywYda/qefRoZrbhnO4DVW+9VYXQwkqkf4YPBvglCsFLLGU7SplKg5qGqTTM02jt3sWuwgM4SAaxufa+9e6Frl8BwJcnN3LQe07gqZNO4tf/Gs9Q1zZq2yaSrUuzYfcQyxsGgDoa01ka62sxnSLCKhDkJfCNaJViqekhBcuOAABQycoBT/FF2cwdmxCV039ugQYeDjeoKlHDI0YR9MGKqMSF1YTf38iUWvd+IxsTrzaR+8oH/p+Vat7W8kFx4TojL8EVYhEN2yCJGx+VfLwjJUJzvflCuc9IZSTZ7iFm7kcMxWj8MlSCk1HPYEU4hHIPqRmQqkGaGTccMFNPv17Hpr4iv39sPUtvuw6n5IYejtv/GN551GQ2/e7r7Cq6AMLrTp1Ex2HTSB91JruyHfT0u4lh07oga2rochgQoOJBlfs8Ju9mwntJYveNVGIrG1W517Dj1BMhnaCyTTSfQPS40DlAtKwfhIGuqvcdpYc6lpng/x/R0QNj2y6iFfrRcr3g2Eyub+fiQyZy1bVPMG7Gfmx+eht9W1Zy1cKtfOLNpzDlmavZnrNJo7Hk6W1Mu/8extU30TxuGnX1HQyWHGwpkdJ3SHn3pGwzVJQ6jHEYQnksJgIf6mdV/04A5JOcBqFrjEGipyXmK/E/K3M/tmuqc3UvFCnlmHSHvUVt+F8DBCRJFAH16cvVMpiORqFVwQCgAhBIPnFkdOBwjJbjxd1VGlixkuTBiyxSFQtOEgCgGixGGkvCUMlhqOTQX7ApOZKmrMmUWS20TjiZhvo0nzplFidaK/jo0Zewu1SZcbWAQxGHg+e2kj3ufLaZbfT2upt61hRkDQ0hRJCfIPQ+k57hKA34F9tDqYIB6m9RpaQCnU+grPrnR0VlP8Rl2h1uCFfLhRGXT6Hy/Ph5EvVWRwGBKBjgiyNdtD1vS/oLDv1Fi4Ll0FE/gelnvJcLLryf7161CCfmAd23qZdHv3Eb/+8zeS7+9m+4c+0eFm7oAaC9wa0M0JMvBZt4rWmSSqfdeNWIhy4u4Y7KAlDFv57v/YcwA6ACWEuSGA9N8KdhlNkkz50L5sTcahhWzVhAgL1G9jEC/m+L0JIN2wQPpy9xwG5oz1RZL3EOaKmcGxjQckSGelKbVO977HH+tROYQrH7f4xU3Uq8c8vPx3VWVDRJCDcUzACpu0n9pJ7CMTP05G027MmzaHs/K7f0UtM6kcFdm5B6mgvP3I8Dh1by01tXB5ea9ObX8feOUxm/s5VNKzbS2ZxlcmOWWS1Z6lJuQmMDB2Er+2Oc4yDGoKno3igM15FIXJK9uPv7e3gcEzKWuZGgD8a+X+U+lfl8IkZ9FfaKKmp/4sbLSBL/xW5JIhJyEBzkPi8HEQDfhm4iLA2tMEhx5TP0LVvBnhUbyPfn+dOBU7ll8rn88OkFANx508O86+sXcdrFy7n+z4uYWZtiyvhacl19FNcuJeXYmI5NQ20rTiqD5cSz/+LaXJGDjLCdoIpaujnEGnWqzMkEpk4I7B9OAYwb65H2Dec8GJVU09mrHf9qkH1VA158EUL8ADgPKAJrgPdIKXtGdvLIB1M8mhkOEQi3q/IaI1F6Q/MtWLH1+BCFuPNVtDBp8KseB8qbbVIf4pL4RNsa/FwNBICyEqEZ7maupyhJKHmeWwdJxtBor01xzPQWTp3TxoS6NLPTA2z86ke59FdPUKwS6Xj87EYOu/dufvzUVtbuWsOExgzzOxvZb1wNdR4jQLMK5cYLLw9CkNStugIW6usIRL1GtSSFEEZ41d+jtWTVY/13OZI8FOq9Q32IMj5GoUgOx2BB+U1V7hLBgFA5QMXoFaIcXhFhs0Rfk9tHifSUn95CiRW7B7ljyXbWb+zFSOm87p3f5R2NX2fxPxfy6J5wokCBoBad7/3oQb5kfox3f+CjnDFjLjsGLXYPFdE9Kz1vudRRWwpSusTUBLrQEcKoZNgEkH8lAOCXAvRj/0GN/7cRTng+hU/2wi5imABV9+4KT2UMYBHzbP3nmzQOgzYlyShoiLHNfjUBB/vKB+7V8oJ0h6rXpVLx9ve9iLKdOBJClj4h4HBYmr90XJ0BP49KUkMTQtXw75PMnIszHCrCFSJGlhRlI8vP8RLcJ2JgBupEAjgvNcPLC6MH3wsO5Ao2vQWb3ryFLuCQaS3Uv+ksUobGoZPqOD27i+e/+B0KXjtef+wkNk87gR994+8MDQww4dDTOOWMA2g9sIOsoVGX0tCKQ26Nd81w+6+H2W0vOnMpQW+LMiRG47iBGF0jbg+IOBBUADh2XCeI+n5jRZarVVQFoCo6kcwsVN9DHHsC/FCFhJADoWFLScmWWI5bojebbkTL9uPkBtn66Aouv+55+igx5/bnef0153LNMaey/tF7GNy5gW/ftYpffO5HXP61QfKP3kypfwizvgYtU4MsldAKA6DpCLsGzcwiNQOnii6rtt1/D0khFxAGe/zvIbAnpr8yAQSIfa5xuocnVfOVjcCRFJIqNllSwk0VGHrVb69jDQ3YS3ILvVKMgLuA/5ZSWkKI7wH/DXxhuJOCgRtZWBT7MHJ8fClANbdAnCQmlKkyYIMJqUxq/waxpURiFkeVVRAsejGodQAGSFzjivhJPSIDOcGTICPfVcPFT+AncY2fjK5h1ghaawzSusa4lIOxey1dV17BP694BnBDAFJoFHH70pYyePMnXsvAmR/g3jV7+N33bmbhTbdTP2Em804+lrnj66kzdRpSGlqux63f6mV0l7oZonlGuxC7OMoEgzp6mAxfI1CLKjam6s8x9OcQmh2P7sIY0NhhFvWq/YyMTRkZZ9W8VFEwKS7pUehAaSOES0XUYsAAn+2hOxam0BAZg8GSCcCKFbtZfsc1SClZ8/AspH0gne88ne+8/gCKV3yXR65bwoahIqajB+DL8msXkWn9GxPf8A7a2mezu66WgZKN5xzCQWJ5Oq8l3NrWupCoSf0g7O1Xv7vPrfx+ggoAdjKYFgJsPM9YKB9AArIfxwaIgj9JIEC5H9WTRbkXUTbyUTJq9sk+eRllTLqDL75hO1r1rKpR/yJpscLf2AmXGR2JDHdcdI0I70/Je9JwbQ0ZK6q+olClpQRJOB+MFALLS8Bm2W6n69M6nQ0ZWmtSvOHgCUxrytC5/n42LnyMvy/cDsDM2hSz3nEuX310PUO7N4FmsO3Ze8meezBTGjO01xoYfdtdpV3T3fADPRV6Bn4Hqjpeon0diVS5VtTgG63EJ1gNv6MRGeUR5kr53JjDEq8Rfr+xMpLnGtWZvLYpqnRgSAvNYwUIjaDkcLCfadgScpakaDv0a9DeOInMtP3JND9EHpsCDov78hx709+58KS38avFzRQHulmzeAuvueTb/Ovv3+Z1532MTNd66N/ttieVCZIWYxVBM7w5GR/Gl6B2xrPyEhxIVZ2HCftz2VkTvbnnPIzR5UYCzscd8lKF/iU2J8Hx+2ryLfxvkFcECJBS3ql8fQx404tzXWWAKB7TeG9neSJGf6sm6gAcDhQIvMLqppPQ7uhNQgkIoWJhGC4J4Vgyhrvt870IuvJbGHn2PQQCrzawJoI6wRmngLFrPdbqZ+heuYmUojV98JhpyBNmUnfEcSxwpvLua5aw/SM/LN8/VU//tjXAscxsrmGcaaH17nbLFOoppEwjU0bQruFAgOgCqVLyot7RWCAl8jl6xEgZH1UlBgQYCUA1Ui9rtXN8Kl9wrAJYjZSq6j/LgBmgKgCh56IFHhpXIYy00y4hSkOIUoEaIZjW2EHRbqCuKeMeUByga+XjAOxZA+feeguzX3s2H/zTx3nL9BZ+fcQbAWg0NbLNGQo9A1hbVmOYaca1TCOlG+QsJ4jzD8YEBLRDgfT6IwKvXNkDlmxYV2XThDpZmXegKqpf7RVX8fLBMG1VZDSU5LjxM5JhOFzM7VgzDo9FxpojYO/A9f/3y0uhO/je7SSa/4gMrJdQkoDAqklFY9ag6N4o8LsaMdoiDhdfVDaAe5EIiyDWwFQaqH70vLhSugBsWhd01KWYUJeiIa3TkNuJs/gOHvnCr7jyiS104xp/p7//WNZNPYkFP/uZdwOL897zRj587DTmpvrRlj6KdGy0+mZk/ThkqgY0HUfo2IreogtRGdo2BgC0gmEQ59VP8Hy+kCUvqV68OhxGAjokOogUUGokEnuvKo6K5KpJkVh773/bkW5iPgcEdlnvdSx0PQ1IcpbD5r4Cu4fc5NRHTDmRKZ+q44Mz/8mPvvQfAK777SO85+a388TrTubhf11H14YVCCPND29eDufuz/yOGUwcNwNtqBvsktc5PbiXy4YosxzVfVgFe5JCQ4O+U/m53Ol4pl503ldNGq6AAP7/1dYNqByP0X25qn1UJaQm0A9HsY4OxyIYUZteRBlrjoBXP9XBlVdDjoD3Av8c7UnVqLTBIIrSp4MDygjTcAOp2t+F0g6VJqV6kUOxYBUbejIVykfQRRyCH7QtEi8f/GH4ch5x7An/XPX/6HNWs/jrXhpVXXOp+6KYQx/YhbNrI3ZvFzXtzZx22jROHCzRfsgkJn71Zxx52e0s/59/xDeqOEC2bTJfOHce89mE9cQzOI6N3joB2iYjzSxSN3GMtLup+4CL0pk4+t1wqKz/ObpZx+2F1ZKmxHqAk6QKkyOufUmStKDHJX9Sx0RgPAYeKG/MiTAgEG1P7Jj1PR1CgGa4BqdjQfQ6gbKtoQnhJuBR+qDl+xF9OyltXIko5jmwcyZ/fM+xXLhlB6vvvLqin6sW3MHnFtxBy9zjeWL3UjrX38+e++7ELllkWxuRhRz07kQ3MjTUtZHNpF0PlCOxZdjDp76GsjeuDAqEMv/71H+/b4pSE2tox7AAbEcGCQdDz5hhaPwx81Id71EAILhGNYAi5rojkRfDdi/TIF+mDXNf+cD/TTI63UFoKEtePBU6YRyGEoRSLq07ZvE3mphJVDGH45qUQCOvlh0e71JVKeDDeDkDP0uwlsdtQJV5GKLir7265vYxY+gYmiAtHIyeTdgrn6Lnicfo3zqAQFCHwbRGndo3X8qn/vZsMI87Dj6BL+zvMH7hP3n+yutJ1WeYcMyBZOYegtbYgTSzFIVByXKC++nRRz8Cb2k13U39nsgmlcPHx78UUtGehAbEhqNUA7SD88IOjHjmQliHDHvAo4xdj33q65vKHi0lLk3fsdz917HABl1KskYaQxPsHCiwYNVuHl+4ldxAHq24kz+942Jm1t7CmsEiu4oW26/4BZ96//+w6KE5DPbsoX7CTBxH8vyuAWpMHVqztNS0kRYOwiq4uowfxke47WVnk683l+2B0LGRvThRYgz/6N+SgP9oHqr48sIJNkeCcZ24L48RNItjgbyqQgeTZMxVA/YOveElAwKEEHcDHTF/+rKU8gbvmC8DFnBllet8EPggwOTJk4dFlkIeyipeePfg0VPiKoyjmHJpqoy27JskwigQwkVJZdjYj+Y/AGXhqBKvE2p7DOJWgTZKSZQSKYiUBCqVEMUhd9EsFRBGCqN9Em0nNjP+nCb0SXNYYUxl7mfvZPMTd7nGolOZOHDWiafzw3e+hvnXfI37/72QxqmNdBwxg7bTTkUYGWSmnrxIYZfCmzpEDLmgDFP4XcTSrdXnqISMqOWPqp4fPMtKxkb5mSYs6DFg1og2jIQNYdjMrkofg5+9/22vr8GY844dKdvBBxU04VFAQaGNKv33fxM6jgTLkYCkxsygaQayv5tdDzzCc395ksV7cnTW6Pz82it49Oj/4gc/u5Z8767wjY0s3RtXcOY37uGr7z6cN374RMxtS3H6e7yHors1qzWDVLoW00jjpNMuGOAl/1HfpAoAqCUrg8R/QR8qxw/EAWplACAIqZGVSYdUKnDS+Kw2bsrXiYxRGZ/0M9rWOAbRaPfnV3vFAOAF5Ah4cZuxT5LlxdAdonpDVGJj8EPzRItHj19MCVlEI9NTQon/knR0pR8BjhBD5VZPjzInqwHZo/UWx4nmL7SemJpAt/Jo+T60oW5KAz0ITWPi4R28sc7ErE3B3CYe2tzPuiefCM47/jVTKDx6M5/75i2kbYPzOupp2X8qNakMTraRQUen6IG2uhBonoI4nNEa6m8cYJtgwFQDBMbKQg1fRKtYx0N/HuFl4t5vBeMjes8YYzg4JOHGSd7n8EFKfzzdwHcUgAvA+SNZx0s4aZfc8V1yHVCpVJbmTAMNGZPeoSKr7r+dUt92NCG5/5RpvOb0GazxKgwtuX0VZ79tE8v+/WX++8517OzL096QIZvSKdgOQyVJxnCQhiCdqkHz7hXbb5WZqzhbYgkSCQ6DJP0w7lm6H5RDEx5pLOhfBUiIa+NI2vRiyOiTUb8C4IF09iULHItIKU+r9nchxLuBc4FTZZxrrHyd3wG/Azjs8MNd23SEgyCWjjQKqVjU4yZxcHF9dAlUqBzQMvK/X17NPVjJLgsV+3BS+MNoYsejIIAd0ZYcXO9oQKV0LHdyeLXekV4ceEMLWkMLMpXFapnG2kH48b2r2fLkrQghkKl6yPcEvRh/4PF89q3zOWZoCb3//iFf+MXD1GFw2KY+TpnajN7YilU3jgFpkvdAgJQu8FWbik3d60ccABP6qQKNdiqAnbjz44y0EVOsh6FnQRSRHSOVeyQbTvQUymMu5C0JjHetIo7PP8+XYMwq9XWFYymGs+tJEpqOlG6MqO3FirbUjcNsbqfYP8hNm/uQSMy0wbJzLmHmtEbu/X+f5tfra7j+uofc+tKaAWYNADuWL+RfT49nv3F1HDDxIPT+nWi5XpfOB254iRDgWGiOTUo3cQwzMbY+ZJA7Efp/5BkHzyn4LMrv2SvRJKULtjjBY/BQ+wB0GQYEiL4rpRlxuSQqNvQqoFISsJDgsIy/zN4AAgDS3scIeLXLi6E7xOkN1W86coVtuMR/auK2+L8rRrdiXEXndDXvnn+PimS2sWFZI5RIPG60H/4aFVw/Gk4gyonMouVLVZaDL7rv55ASYeURhQFEKQeOjd7cRsM8jfq5czAnz8ae+Rouumopm598nuJANwBzTzmLjx3TyW1n38mg7dCQkqzqL3DG/vvjzDicLVaWoZyFEFBratSYArUCUajffn+jj6QKIOtLnNM9ZMREDPexrJVJVGlVotnnw+dXajPq+00a0sFY9cdpTGx84p6jtLMix1LFjST4afg8VoBaKUBKj8UnwNR0hG56TqghtKEeZDFPU10rx06aw/b+8Vw30AVWHgf4+T8Xcd3HvsDpSz7DXav3sLAnz2v/8hfsJxfw2898j415k019eRwJNabb5qItvX45GJqBrovK/vndHCZMdzgJzh+GlZc0bOLA/4pzh9H9gltG9MaR5BZ4Mfb+Vz0YYDtj0h2qmLavKnmlqgacBXweOElKOTSqcyOoarAvJSitofcQRWKjlHr1PNVAVwZj1LsWJPRzcBdJRNUFOTi3Iv6uMpt6lB0gQwZauCrBcAh+1MsXR3XzjSJbEngt/aNcb3EZTffLabhggOMah3oKmTFAN5GpGob0Gtb3FHl8cy9LVu4ut0fT+cufv4fs2c4sexuP/9dlLLiujweV9phoDFgO44+aR2HmcazuLjBUylNj6tSYGqamoQuBIXDR4aAfGr4Jn7RQRBfLuBCL6DXKzzrxMVeXpFCLJI9+FU+uen7sreLGqhhZPenQ9aOLcAQMiAO9JB67QEbYAT4YIB2wHTRACIOS49BfcNiTK1Fj6nS2HUTnmSfBzx9jAJtHut14v5VLdnLb678IwOVnzGDm197CJQ91sP7R2wBonDKP3oEiS3b205Buor2ug2wqiyjmXBAAEFbBHbO2hTRS6Jpbwkr3s1irsWhR6r//OTigTPkPvkNIWQpABn8uJby0KPMgNtHgCOP71DUhrvJHteuNpc516J6jlFcEPBhjjoB9OMCrQ16I7gDuGE/MyA+J+oAmqMwWHj1WiIr1VWXRhTzpMetFRd6UmLXAPadK4j+/XcHcKhtX5Zr05TZVSJTRFHdIyCCNABpeWEBwLFWYdNIJqqsIjyEoNQOnpgl9Uh3aVAOnro31pSy3L97N43c8SdfqpwGB0A2++voD2H35t1nWXwCgMaVx4RUfZ/dRl/DA+h62D+ykoy7N5MYs2YYUpqZUIPKbEKk8NCI2lAqWDLcuxIGxY/SuJrEN/P0YwpR0d0iVq/rEVSnynVeh60XeUxxzrAL8iIzVOD3DH6uh5H/qxTwwwHfIuOGKLhtA3UNtR5LSU5imBLqxdm2huH4Fvau3UNPezNteez5TfnUp533kxzilAruWPcwfl83i/f/zXu569w/JoPO3a1ZywdQdnHTgH5hx5Bl0ds6lO29TtB00UWaa2q4SHrRd8xx+Ud071jmoPGf/2DgZyf4elRGB/+r1lWsnMmVjQMdobgGonCNh+6hsoA+rRoyQuZwkL6v+IJ2x6Q77gICq8ksgDdzlecQek1L+13AnVY3XHw4EIDyAR5K8ouL4uMzogErBcz2dVTK+R4EEpeZutfIyo65KEBG1DUlIdVSiLRGijOSqHg10A6l78c+agZOqYajksHvIYmNvnu6hIq3ttRzy+regCcE5x0zh4vH9vOPYt5MnHmXrx+KS71/I7td9ht/cvYaeXIkZbbUcMamJyY1pUrrAlBZYpRCiKjQVvBgjMqs8GzHcPI6EVYSvVwm2qDKyLL+jW3xCyqZ6vr/oepusH/QQ0k1HcoMEMCBQO5V7257SqQsdTXPBAGFbXmxfkUyqlgGhMVSyeWxTNw88vwvbkfzXiRfyjktu5C/XLCFfrGzCv+5cS8OdP2DxXV9nyzd+xt+f2cq23jyttSlMTZCzHHoLNma2CV1PoRV0sN1xIqSD9D67iQu9TdjLCDzS3A6qByyqIPnGv/88YnMBiHKFAk14K0tC+bLg0ScBWzEsgvj4wLBCJyVEqxVEr+tea+/YzEYk+3IE7O0yJt1hxFLFOZB8zvArZxy4Vi1paOw6Hl0PlP8rar+/AFEZCn6bgn0/2i6oWAcr2AD++uTE5CnxQAspNIRuIDUNaaTBSCHNLLsKgsU7+nlqXTeOYyM0A5mqZdoRr2Fabh3//s/S4FJzD25jQWYev/3ZPQz0a7RMqOP8oybT2ZAhY2hkNOmWg/PWfj8JXNAUGf48Ui8phEHU0TCpxiLVYq0T7ztCg6sCrFHOrwoCRA+XfrnuyuR/Av/5+gwUEbqof67QdHRPQ/HBANuROLghhWkjTTbTCI5D37ptLP7rEzy5tZ/p+9/FnG9+ngkHHc2WhfcDcPv9a3nTpcdwQksty/e4jiOzNsXAhi3obUtJpWtpbZxIQRoUlSSWvvh5NXzGYyifUgQMqNAj40CR2N8qQXlfhqsglbRHj7a89HAM1MQ5EmnLiL31LxAMeNnEGWtowN6hN7xSVQNmvZjXG43BVbFQx2z8UVRuNAu7is6q5yXG3vh09BhEdzhQwKdwjygfgto+776xbfAWPFuGDUM3JCByDbyFQk/he0cdI81QyWGw5FCw3PwI7fVpTt6/nbr5E5nXVsdxNd3cfNi7qUOnhIMdo2R/4KPHsW3qYVz4hZvp2bCUSfOPpnjYRI6a3EStoZEVNqLQ705Q3XAVhIB6F6ZqlTsfD5iMJnN63PWSYv1HS/FKvEfMYhnZO0fcVvX8uFwKsSUWo88yAmJFwQAoG7+2xE0RIHR04Z1XchPwSKtIQ20bPXmdzXtyPHP/MnYue5i7flXg5l9+mfdfsoVFX/gWty8N5wXIopNG4+73/IRT/+jw0WPeyrJdOQaKFmnDrXFsO5K85ZBN1bibWynvAhBRhcPx2uclBBLKs47zoMQBAK6OWwmGJDEAYkEAGQEBEqRCCYuAAMMBAO73ZIVDvS78LwMBALkvR8BeLS+W7hBV9Ecq/rxNMohDX9XPCWwfty3JZf2S1gR/3g5b+z1G/MPjkhGGvH+R/iVlhvfXQodwaUZ/fQv6HVl/y4uMAKEj9Vq3T7pJwXIYKDjsGLToGipSlzaY/Zr5FA4+gPYJ9ZzQ4bDhj19izaCLFLelDOZ85J28//aVrLj7Nkg3Mv6g15I9fhqdDWlaGUTr7nL7ZmQgXYv0mGAOIgBER8yGigDqY5XROKR8qXBkxVDSo4zWahLWUf2TwmB00p6hhopUA7FD/VE/R7zpQZuk41YIEBpCc+8tpcQGciWHgi1xpE1zppm26QeRXfIs/1m7h14snn1mkIt++Qv+613/w1cXPYK0S2x/7kH+sWgGX136OO+/51fsWbIOgHRzPTI/iNa/E11oZDP1pNP1WFJgR567P9ei+ZTiwIByR2J0iKDzkTCc4D5j2JOr6bQJ7GP/s7o2xd84HqysNldeKHV/pE7bl63akLTHpjvsJfrTq6FqwJgkcTL43kogGssM4cV+uPIx0bgmf9IHG3bCxImis0mJ5VTU0F/EAxBaCLfETczi69+/IofAKAddlM4k0NA14ZVqCcdoqZnTg0ZpOkjPMNIMLAnFkhPEfRuaYEJdmgl1aWpTGp31JjU7n2fdt77NrdvdbMANGPRgIZEc1ZzllD99jfvy43nnXx5jz6eupGbcZIYGB9m6ZCHZoyczpyVLuxhA3+XWFZZmGidd727ufmm2Ks85oHSrUo1JkbTADmdUyQSjmrIRX1XpEAr7JM4w9aTaNaJxgeFnU0apRuNJCj0Pf74pm7VL5iPIyi8B25boQpLSTQxRQNhFtFwvzkAPNQ27mdU+m9kddexc9jDSLkKxn3M/+H0AJh/xHn71iyNpWHgdz/7yNkwLnt7sMoLv2NpP52//xbz6Jo464GT6qGeg6C7WuubWqS5YDul0HZpuuuWAHIsQzUtLYMNEkfQIAODThP2Eg1Dd8IeyEeG3z9187bICFaMkRwGH8HXVBlcpDRj15sh4ZSM6XhNzFYwSOEsExLw16+WM9Rtr+cB9SMD/LlFzc1T+UVPmXxlxVcG7uHNUanxUYa5G81eN5zgwoJwB2QmuD2XA0ZGUM+GXO1ihhPrgb8XcH8X8jhoMUSZABTYicJkAfj6h6D083cGvpGJLsEoOuZJDzpI4UtJRn+H4WQan7tfGge11THN2ctsRr2fpwGBwuTd//CQez+zHirt/CUA6naJlYjPn79dGZ/8arDWLcNIZ9OZ2aO7E0QyknsKSIKuY8z4TNBpKGDgdxgjIJ4Welu8xwnUxIfSgIv9UDP6i3iv2ekr71DFdMUYT2uXqyGGwRPWsC00pOUzlff190Z8zGT0FwEAJtvYX2NJXYKBoceiECRx60cd414oN/OjnCwD41+1r+ML7N/Pw297A7X91C4vct7CfxV1P8fePfJIZZw+gbVqCM9SPMEz3flYeChoaYJpZDM3AoZy00JHl9ksU/VskhF8oz6+yb7JiLIxkHFU12CF27sbdP0k3TZLomlbRJgi3K2YM+m2psFMijq6qz+EFhteMVaSzr3zgq06SkviFPsfQl0PXkCObBGUvn4wHAxKkmlEe64GOTO6gtrm3yareWx/ED8CAJGBjFBLQsTwwACo3jwAxVhc8bxP3s7D7KKqpCfSUoDGtkzEEdTKPsXER+WfuZ9eyHaQ0QdGRGGj8fOWdLFi9mx/e+Tz/8/lrQ+0a2r0JNINJBx/KJ0+czvg191JavwLbNDGn7o8Y1wlmBsfMYDuyjHAqSkc0GYv/rMoH6PGLE8mItX+NKAigjotqHgb1ZxX9rLxHJbJbjSJe9XzlGlB9jPr3CbFNVNQ78EIQCwiggWO7RrItJUUJJcehLl2HNtSN07eH3OLH6Fu3jdoJrXzw4k/zkyPPYOP94TKBm566j/Ofug+AQ9/8Oa42H6Lx94+xqLfAYU0Z7KJDYdVials7aGqeTG1dO4MlJ9i8Sy6PEENLoRtphJ/XIqKYxxr+3vfYuH/Ccf8qGzZgziief/d3NQFhAgDg3zvhvv51Qu8wCQQYBQOgasnCYeQFZcF+mUXa+3IE/F8V1ahPlOi8938mPASElAnsm7AnXfW6V3hMFaMeKr37YdB1hAqLP+99yrXatph2JSUjjEqUPRBXl1wSLvfmHhcuMxhabxUQQNUfSh79WwioTelMNTPoQjAuq9Pat5aBO//JY7uG2F108wq0pQxqz3kXl1+9MmhvXcdU/vS6DE1P/JOtDz2CXbJomz8bLVOLbDWQZpaCQ8AMUdfpFyqJr6nK/j0aMCBuKFTkOapiWKnnj3atfzHFB66qOizskgciWQirQNbMktY1hkoOy7b1sWDRNv7iSE6YYfCGN36Iml89wJC3xm/8819598e/yZ1Xp3GkYOuiByjmjuTWlbN43Zw2pk8/Ar1vG8IqeWEM3rNzrCCUUNNTIMK5NUYsUQDe/1kk63BxUi1/UOh5Jem3Sc1Tx0ASk9Dvw3D73yswfl5OkY4zJt1hX7LAV0AqEna8yKhRHBjwYkqsYoEHCnjxbHFl7V7M+wf3wwUhAolDw0S5JrqPloLrndB1NztvWheYdgGjdwvW9o2U+oeoG1/L6w9oQ+iCeW89is2ZSfzXt35Hbtf62HaZmVrecWwTkxb8hqcuvxVN15hyyjzGdc4EI4OdrmPIqyZgaC4IEcSfRaSadzLUNSXvwnDlXVQQwP8/7i5xRlJcXN9IQz1iHVMBqjCCsV+FChZtD1DhGVGvEQUEEAJHc5HUou3G9OUtByklTdlGdNOkd80WFl3xOBv7ixxy7aO8+W2f4wZ5OqsfuDO2Wc/cfi/PXfUD3vy+LRz3l98yuK2LbGsjmmngDPajZXsxUjVkzdrgnlJKSo47Z3QJmtDQ9XRAx6+WXCdqSPuxr77CGwUB4gCA8CZuxychDD376iCAeliSyIhCUA3Nr5bIayQSh/iPRl7WzL+MHQhIroi+T/Y28Wuml+cr3qIdWd8i66A6n0P7YRU2QCBVwn5UA/pFF1HO5E+wTqkodHw4UaIox/t5ViA+CaPmP1jlePANDDexooPHBPBAAL9SkS4EWUNQa0JaF9ToEmPPeopP383Op1YwLqWzp2hTj8FZF8zlmjVDrFpwR3Dvgw6fSu6Rm/jvb9xMsahxWlstZ3x9AtnGVvINE+jO29hSktIFGd1ds3XF0pOy0uD2QfCRMPMq9voq3t/QqTHjbzSsg6T2RUHkUN8ibAe3nS+S7izdCkGa51n3H3GgK0V1aWXPcx06Lgig5XoRxRwIQVvjBCY1pOnJlXjmP//GzvWwyNBo/eI7OfOYSfznoY0AXHPLaj71pqfY75SzWf7AgxiZOho6JrJiWz+TGrOkJtYzYdxM9MIAojgUAlCCakPCQtOMwMGRtI8GzJHIb0AFCO/DHhVgjveeK8ZSHAiQ4BlXc/+o58d9hspxGnU8jWZ/HgkY9aJt95Hrv+Riy7HpDi/Zwv7iyl4HBAxHqfJF9XDHsQJiB2TM4PJ1BNW4k+4KkZiMLim7a+LATTCu/H4gtKAqQbQvo83wrRqZEsJKgL/Q+O30MvlWiOItCUgCQXvKm2paA63Qj5brhcEecGxSzU1MPeMIZr11HOm5h7Ok7kDO+vDvyA8OgJ4Gu5zRN1XXzHs/+HreMWGIHdd+j/t393PjfRsA+Ny88WjtUxlqnMT2vhIOkoyuUZfSMDVRVrxijKoRiWr8es/G77v/HCtOiXwfiZd1rHF9wflVmSfJSkfIExRRPlQQLXR5EWHDqMastL3+eNR8IdD0FJoQFG1JznIYLDrsGCwxoa6GCRP3R2gaN23uw0ay/P41THnqUr5/7jyyv/tvPvDbx9n89ILyvVP1CD3Fpd+6iS0fP50PfP7HdKx+FKdvD2gaIp1xlfNSHsPMInW3nSVHIh2JBeiO7/2RLljlJQr0FXxVHH9gE0Z149Z1X4FUs3GHqP+O8oyT3tcwDITYU2I8BMG89JKW+mEAodfo/R8GKRje+B+lx+HVKGMODXiR9nMhxGeAHwJtUsrdwuWo/wx4HTAEvFtKufDFuds+SZKqNdMhMJ5jyTpRwEzZE6Ix8kCFVzz0xwQp7xdjHHhKP6IARUWZ0hiJrjvDHT9SCZhKQkNqOk7EiSCEwBSQ0tw1NKUL9HwfWn837NqEkxukpqOVsy7cjwuaa+k88yT2tO/HF369JLhH65wj+OzJM7n3gsvYXrSo0zTWDBSpnX8kfR0Hs2zHICVb0pw1acno6KaGgYOwLAKWgqdjRanfw0miUU94Px5RckHp5SEY41orpKyodOGzFOOdCCMDAaq2JsYI9Jm5orylJobk+OwQH2hP6Wl0x0aU8thbVmJ3bUcYJgcccTbnH9jBbfNew5bH/oNVgp9e+QQ3fvHTTL/o86wbKlKSkp77FvDwhaez+NM/5L41XWzryTOpJYsjJX0Fm7SuUWvWkKnNIqxCUL0iaL/0wlqEBh6gMRKJe9e+xDFF1XDmisdSQelIdspF76eOr6rzt8o7jzutGkshCkZVND/BbosNJUiaGy+zSOmMSXfYWxwIex0QAGF0KS6GKypqiEDF78McH/W++5PYBwOqtjNhwFcs7B41PWSYh85TqhIowEZwetTYjGtLxKDDu1awMPuLtxzGaIkYq/5GDgoIIMAQoBUHXaTVLiI0Db21A725nUxDC6X2Oawc0vjWbSvo3bjcvUCqjoNPP5+MUeLTJ8+k8fbfcuWlH+N7Vpnmn0ajHoOJpx7L2uwMnlndTa5kM7kxw8T6NPUpDd0pufHgAHqlUaUuwome0iqJGKPvbzj6fxwIUJHQUIRjqoazF5OuO2xyH6pkFo6RpDwZ5c0+Ql/1NwXHQpRypIwMWSNFbwG2DRRYtLWXouUwv7ORC97xAezLbqeXEnsKki2FEo/+9Wn465u47OhJ7P//3s/a+rm847OXI4w0AIO7NvLvRzYwu6WWo2edQLbQjTbU7Y5jzzslHAtdTyOQaICNGt/n1ge2Ad1fR3B/d5/vyB6OJlDmkf9beXMUdikClMRv3lUBAIWBUG5nshIfCgdQFIIoCJAEAFTNGFwFANubZMyhAS+CCCEmA2cAG5WfzwZme/9eA/zG+3+fvMSiGuqqqPMoKTlWHIAae4/Ak6B48hKOlWPUekPMBkVZHQm1d6QJ3hKPlw7RzPAhiYKUChsg6kQAj02oCUxNoEkbrZBD5PsRxRwS0JvbaTmkltYj52MecCyb62ZyzncW0NdddiCcd+YB1D93G4t63bKxA47DBbf9lK79TuTGpbt4fns/+3XUM3dcLW01Binp7lUAUk+BZgTgqQ8GjOatjAZgiTcKhzfIQ86oarpvhE1QEVamXrMK81GIcHJhlUnmlygM9NeEdleriqX2y5G4eaakpOQ41Jo16EYKu3sXXU8vZveSjYx7fCGHvend/NfZE/jKY+65XSufYmHpWE5+y3zWXfEEGoJr/vIcNc/v4dh/nMTUw2bxfNcQA0WbGtMds0XbQdc0dE3DNLNgFxOVr2gi8BdL1Pfgf64a/hwcPDKnQSI4Ncx8j9NzR5JQM1puMPQ3dYlLYO2+GmWsoQEvlBEghLgM+ADgZ8z+kpTyVu9v/w28D1ed/biU8o7Yi4xA9iogYLRoUbmEScTLXwW1DdGDIosfhBfSkRhrce2PPS/OwKqy2lRgCaNYmfznpoIoQex33OSMUxSUz2qNZX8jDxlCQkOmahGpWqSZptQwgS0Fned29LOjO0dN60SGurYihKB+wmR+7PyHe9/6/3h0T66i7QUcxqeh94T38D83LGfrrkFmdjZywcETmNyQIWtqiFyfe2895SoaQgSUw6hU25zU55Qkw+lt1cq6VaNSqRLKAxFFd6uMX//cEKSUpNgEz0DxcPm3iJzr09crN30nUHpFKY+wS0gxSLammayRwpGSx9Z0sXLxDv5laPRetD/Hz2/lxme3VfT5xsc2c+NFl3HxvA4++/0rufo/i+leu4jmGfMRmmB9T46pTRnaa5qobci4gBOA4SYUEt44lLgGtYYCBgCOcH/wafzB8Ajmebg9asI/iDf+kTZBLLCfoyLBYx+AACMAANT7hSRBYVQV/+ogQDwAUNFO9bqjlKhi80rL2HMEvCia30+AzwM3KL9dAPxVutbQY0KIJiHEBCll5aTYJy+KROduMGcVUYFUqZwTzJu4OeMZttFQofIBcWt12YgeFoRUAAr1+sG8TnA6+AaCuo5XSxA7opjgoP0JAIja5lD7vTVPYQP4ffHXYkMTaFbBjQ8vDiHsIgiB1tBCqqEFaaSxWqayuA+uemQDmxY+Qq57O+hpmibP4X0HNnDPhVcFt52SNdlME6d/4PfsWrOY9v2P5cI3Hc1B4+toToHesxUcC2nWILOuSmxLQvkDKjtYyRipqleOVWS5olO1JSgul5G65o6KOVoN1CI+uXBA8U/QH6MOrIpQN29OaR6YbzmSgaKbeDqlCyY3T0GkMuxespHLr3ueoeuWcfjlCzj6mj+HrvODa5dw5fsuZcpV76c/DzqCTau76bv1aiaceh4tUw5n56BFUSkJYDuQtySOLjC9sMGAGaCGwUCZwTmK5xnVMeNy/ESlaunruP2eZOZf4n0ibKbE2ylgUgXLNWmcR3TIUVXkeBWKHGNowIuUI+AnUsofqj8IIeYBbwEOACYCdwsh5kgpx1QWaa8CAqASUa1I4DcMOlpNVC9tdMKPlBLkt3G4e0WTywUGlmZ494doJlV1MYpN0DUCtC8ap+RuzB4jIeh7cHRgyA8noZhox3YNIem4mfzNrPsvVYOTrmd3zmZTb56uoSLjm7McdOappLMmHz5pBudsuoGPn3M9PZQq7mEKwcd/8i5Kh5/Lvx58hut+egVCaBQvfCtvP3Iy7bUG5p4NiFIeaWZwso1IrTZIROSzFfxuB22PSSapMj9GbOzHSYyXdTQxmeUyUTELacSQq+ZBiGa7FZGqEEmdVBVb97tEx83BEPysxJIJxwbL/V8b6sYZ6MEwU0yYOI+B5hr27Mmx7qEbkXaJnzoncsbHL+MTc1rZ9o3P868714bunUHn3mXd/HjgBj71o4/z9+eOYMW2furSBrqAPbkShiYgk6GmNusqjN54FdKl//tanBrTX+5ygpIXOQYi4zsExCTE/Se9m5AybISRfBlPJIsHHUZOD0w6P8mrGU00qEp0qFcHYis9HdFrvtxAgWOPrXzgC93OhRAXAFuklIsiBl8nsEn5vtn7bR8Q8BJL4lxSqPQBPqj+WWXM+QCtKLPj1NKEUiaAeN594iSIrY82Nu4SxJQgjVy/7N2OgBNxgEbkHP8ewfF+p7w2uWuI5u6VXgLVijVVZY75654Hmvhrsr836z4IYBXAKrp6hGYgUwZOpgGZqado1rK5v8Tjm7tZuaOf5hmHYK3IkemczXEnzyV/11Us7MkHtz/lzQdz+aMb2bXkfhA6O5c9zKSWk5k3Lovx/APY3TvRahsQnbOhtoWSdD3SmgDd19CizzZBogDrqGLth6FYx54SceYM2z7ViAt+jDcsy+1IcJRE94bg4nqlTiodhAQ1+XXglPCAc5eCXyKVqqFgwWDJZsXuQQYKFtOaazjxiLNpvHMBAywlh80DOweYf+cVzD3tbLdkJLDxiXtZ8uaD+eoNX+fZL/yG/u2DtM5sJtfVS3btUlLZBjpappGTOnlbYjueXiQlluP+b2gCXTcraO+BY5GyoZ4UBqxWDpOy0ptesQ+HnmOMY8jfj6MvIS6EM3pItfsQBj1D54n4z3H9jV5TlUQdVm1PxAE7Uvv55UpOLB1nbLrDS9e+C4B/SCkLwDohxGrgKODRsVxsrwMCojLSBH6J5VgUBDM0iL2BGcRS+z8nMAJGGrNfic4rtUml501PqEqgKujDxg1VQetD7fXuIn3KuNBBKvFRMZRG9TnF1iQNSrMZSNPzduomJS3FQNFhoORQciSNaYNT9h/PuMNN9m+rY+7AMu74yOVoCBox6cGN/T+utYbjf/N5HhHTOetH15H79ffc6wsdmW6grinDsZPqSa1YQGnTSvTWDowJM7Dr2sjbMkB/UzoeKi3LFEpRRqpjs7KPxNAZJfpfbcMebTm10SgOqpIm/U0ZyvH+kDhmgsR4CJdyr67nwo3rK9nu1VJGlpQxhDPQQ2ndUvpWrqWmYwFzT7qQkw+ZwBNXFaHQz9Lbb2Lp7a6bdPZrL+H3Dx2Kdfsfeeby+3l8d446XG/Zg1/5NycYJh8+51Ke78qze8gFiUxNw3IkOcstd5nyqwJIN67P0Ax0zVUwXUVYhMCA4TxwFR43f/N2IkZ0lXEQqlYhhJtcK+L9j4ItVe8t4++TlNgnDgSIejv889X2jqSkUdLjG25zjjP+X84NfWwnSoQQHwQ+qPz6Oynl7/wvQoi7gY6Ys78MfAk3LGCfvEKiDrHY+uejMtqqj9ex0vwrzlC04mjSP6EcEluVQGlmVYZqpK1VuxZS3itRjlDVA0F4n1X6oLIBfEBW1yJOBO8i0kgjdQNp1pDX0vTmbXYNlig5DhOasgzM7+TYEy/h9fM7Ob/3ARb8akvQhraUQfvF7+Teby3w2mxz6cffxHkzG6hdfjfbb74JszZDw7y5mJ2zsfU0g0Uby5YYunABc1+nSXi2L0SS4vVHIqHXpnriqzFgGblhX3lAxDFFlX1ClBkqcWWq/YBb1zj02m4X0awiwrHIpuoBWLN7kMfWdJEr2nSdMJ3DzzqXs59axXX3bwDgkV/ey0f/9FY+5gEBAM8MZOmcczanX9FB/2MLGNrZTU17sws25PrQhrrJZhsRRipwEvniVjlyP4R08QRwp5q+FgcGeI9mxFKxR8aANrFGvP9/FFMchnkK1cNHktsZzxZWZa9mBDhjzBHgPr/zhBA/UX4O6Q0jkEuFEO8EngI+I6XsxnUWPKYc4zsQxiR7HRAQB5b7Epsv4IXEtlah7KgTPLGtMSihb3TaMrz4qAbacKDGaCS6UEVpSiFPuLdYVYACMehkHO0s5CkNjB7X+2lrJrmSS/WyHagxNTrq00wzNCY1pOnQhhi65052DxQBl9LViMFHb/sRy2UbF/31abYs/GW4c9KGQi8fOLYTbv0lq25+ACOTovO0ozEmzMBJ1TAwZFFyJCldI6V7yoZVCHZRt416qB9+X0Yko6RXx50bJ9HNI/H2I2QYxHm+1Yy9Y12iXZRcx3YkBQ900QW01o1DT2cpdnWx+sZn6dnQy/STn+a93/w13ysNEp3EqxbcwVnPLOSE817Lpdd/lOXHXxgEMAz1Fdj91FImHfIssyYeQnPGYLDkBDRScLNN2wIMX6nwwACBC3i4nigBJFMso6yQinGtAgDVQKDQXBHlNUhlACQAAO59vVOJYyBUv1+0b3EeiKTrJCXVjI1jHSMIsDeLt3knbuBSytPifhdCHARMB3w2wCRgoRDiKGALMFk5fJL32z55ESWO7l5O4lcJdqtedFDWz6gXvarLPyLDxMRWxPorxnA03Kt8jiiDe/66FPXUKp8d6YbvDVs6lpi+V9vHhK7kMYrft9TEhYFn1V+fICjtqr4TaaTcED8jTR6D3oLNQNGh5DiMq0lx7IxWzj+wg8Mn1DFux7Pc9abvc92qLgwEFpKLP30q1+7IMLR7c9COCXUm67/6Pq78xzJyluSiE6dw8OTxOHVtbB0oMVRyMDS39LFulMMUAKRugnCrHSTRvSFeH1CPraTGD79uJumbI8ljVHGfKKiRYNALZdxXeJRx9WFHMeqD9+rpLpqyH7tgqltpwkELwi/QBCYgSgX0wS63SkBNM+OynezsK7DokdVse/ZeFv6njdPOPIz3HTgZPCDgqZ48n+9dxKmXvIl7rroGUnX8/ge/56kL30rn+49hv7cdRcPm57B7uxCG6batOIgQGplsIyXdwBIeY9Dvl6czB7q4jNGzqgGHqnMmIZSggolURceW5ckSOn+4hNVBuFAM+2+kCYmj/fHbFvtZPUXRIUaSG+J/udwkpfx80h+HcSD8Bvgm7vD8JvAj4L0vdgP3OiAA4geWv//FlfFIktgybXHGf2TCunVPFS+frGJERkAJNymgCDZNX3wwIByHHa5vHzvxRzjB1E3Eb6v6DP1PPkAh1GOFPjw9PuQhVqjFmmskFi3HK+cGKV3QWmOiC3ezbSzuQdu0jP6NO5g6s5msrtEyvpbjf/sFfpGfxxc//CWICX2ZOP8kPnj+/swcXM2lb/o5KTSObM7w1tcejl3fzobeIntyJdK6zrgagaFpaKU8wvJog753FjVO01+k1f6EvSWVCHvEuKoCmoTOSxinUSQ59LeRKJ0yHJM37CIs4kEn91n4jJWYe3h5IIRwSwbmLJvtA0X6Czbj61LMm7A/ZsOj3PP0NrbmLQb/9gzv7fwK9//hM/z9uZ38/qd/Dl0y37uLu66+kXzDVO5c+FtW/fzXbH5sCw2TGrBLFsXVz5HJ1NPR2MlgKkXBa5Qu4iivEhxXeQv0WK+voQ4qv2kVwI23iUap/9WMcdXwj/Gu+96HaqEKFQCAEw82RcsEqhL1Pow0HCBJMYjLNv1CjP7gmSieo5dDXolkgVLKxUC7/10IsR44wqsacCMu4v8P3CSBvfvyA7w04hsqsUvoWDz4o2URAGqyPL9NUKWKgXdOrBENYcdIsDYpVPzgT96+HjImVEDTBTSi3vry+dXxjoCVoHxPTJRcAVb6IYXK+io00DWkBwKU0AJHgpTQmDZpyZpkDI3OepOajU/Rddt1bOvKBYzCxqwgc/a7uepnT4Tud0JnDX+6ehFdRYt6DAZ3DJGecyjLhtI8sXkPmiaYO66WlqxOWjiIXL8LeOsG6GaQc8jX2fz3oBp3Scy8qgC/sg+PNqxAXUer6olVmKNx634oH0AFI4DQOI6CR0EIondx4Vie7gyanibn6YS6kDSkspDrxd61mcLq55C2w8TjXsdxMyfx543LSBnQv3kFd9wwwGcueyf86qGgHWv/fi3v/9x3eeyBAxjaswOA/FCJ+9Z1wfRW5kx/DXrvVrTSUJAzTDgWWAUMU0PTdbe6UMyep/v7efR9RAGUpH0swixOPC6RiVnJ3vXtnOBUZUxFww+G8yb611fXFP/caEhB3HisFuYXZ3MMa0ckABwvt55Qcf+XMFlgkgMhKkKI3wM3e19fVAfCXgkECFGZxA/CYAAkDypVKuKhVOMsAdVVkxD6Xv4Kg03ZFIKJ5P/NK0PiTtrK6wdggN9ZpX/B9aPnRb0NMfSl6Dlxz1Adt0HIgtf4uMkcMjQi9/Y3TNtTXoRwPbiGJjA1SBsa2VI/Rt92rL491LQ3M/v1h3JwayMNp72BK3s6+NbXr4BMIxT68MsZNk05gO99/DRmPPZ3Fnzkl3y3zzXsa9B5ojvHe448nWfyDdy4bCvZlM688fW01dZhWjm3Hq1ddOmGqRr87MWBoROz+PkUuNGsQ3HxVxXUK2WcRmVE5WTiNqjocUKgV2l7MFei494DE3RNBPkVpJQBWi6kg7CLbj6G4hCZbCMA67tzPLWxh+29Oc4/ZCJvOO2d9Fm/oZcSRRx++d074Lt3cGJ7HQ/9+Tv84LkS993xNH1bVoKRQaTqeOTvV3HTqV/jnB//jmkP/ouhjZswsmnQdLShHtBT1Na1kUqlA6+Crgn3uUo7UCYDL5nfp+DBaBX/Sw/MSHrmsQyAiPEvQ9erjP3351YcAADufNMjAECSZyl6L7WJ5et6/0fGtNr+kVQqcNsWUwpzjPJKJg58hZMFxsmtuKUDV+OWD3zPS3WjfRKRKLtntOeORoRWAWbLCNIbKOFSJsxVEczPiraMoj2xOQhiRMbtQWo/FCBVfYTDsdiGzWyurs+ajiN0SpaDP3UNHep0jYyuUZ/SyPRvp7RxJYWeASZ11HGYI5mYNTn58g/yWKaZHr8qEdB52ElYC66iq+jqEuNqNDJHT6Rv9kn8+OaVbNo9yP6djUxrypI1NLShLrR8r+s0IIsUWohO7lDOO5QoohzOGaeHxUkSmzDOOVA+Z+zrqnpNde2PBYAioFl0OEnpli3U1LZKBzyGniQFuqtb5i0Hy3uvTela5GAf2x56jl3LdtL60HOc9oWvc/XXzueCD34HgKHdm3lwT4pDGjNBVYje1d1ctH8nN/3+s3zp2ufo787R2FpD71CJLX15mjI67Q0dyHwvouRVl/B0J+FYaLqGLsAeJS9yuOcdqgyljIHyAZUMoWqAfLW8VVGAKQzYJ+kQlaBc+IDknBVJxvpIZG9kDUpnrMkCX9h9I4mDLwT8Oqk3AlcJIX6MmyxwNvBEzCVGJHsVEOBukPFxN3EyloUxlPwjOlEVj2+0IoHfnkRvMeWJFC1PWLU9SYu+AnqEDMMEiTU2cc/32xE9IpTRl+SFqFq2YvUvuhBommu0pXWB6RQR+X6wCmCYpDunkJk+B3PKHLY178+19y5mcNcmN5Y93cDcE0/io6dM5tDsIIs/+2l+sWRn6J5D2Jg6rEjP4LP/fo6dG3uZPa+NKU1Zak0NvX8XWq7XpWj7bACPsVBuuFOOoQ6eUSQuK9L/UMWF0AOOp3OqCG/FO4zIcIyQintGDF/fwPffdbQf5etUghJ+/Vxd05GOpOR4gI70+uxYiEI/mlXCsQrU10xgqGSzcG0Xzz+ymEcf6mDbxXPpbNBYtye8iD6wc4AHXvcxPvK50/jcf1/EM9rb+Phnf+E13ea2ZTuY1Tqdua85j4YJi5H5IUQq455sFxGlIUxNR9dNL+GPqFBIQs8kFN/lfdaUnBvece67jgACMSBX8Pc4YzrG+HcvE6cAx7AAvIoDFd577/4jBQFUL1BcErEkpSPaytiYwQTQ8dUuY84R8GK2QcppymcJfPSVa83/Ham60/qedGWJjCb+G40ElHd1TVIM56jxjHpIwhj199NqVQnKeonu9SF8k9gQh9EyGxRrtKrXWsbnX9BEODSyohs+o1C4jABb0U1MTWAiSOmC+pRGqtCL3r8Dq5gn29bE3DfN58gp46k77kyuL83kLe/4MulMOrj2l94yn6sv/mnwveA47LnkMxzz6b+z9slHMGuaKL7hQj507FRqezfCjnXIYh69bRK2mcXWTPIlB9vzFqf0coLkkOe0CjhfVS8dwXsYs70fdUxF7hWnA7rHKYmFo4PWCwuJvlMpXQcQmsu0EwC25VaC0IpuEmlpMFBy2NybJ21ozGqpYWJjK2vvWct1q7rofHoLM1d+gGnf/nHolj+68imuuewiFn3qr2gInlo/yLNTTuWnd3yFv7znIp7a2s+G7iGasyYlR9JfcMjoOnXZFnTDq0IRdNpGCDefUNB2yvtxrCTtu4oeV5FTwJsDcTH/oSca53X3/0Q4TK9CZ4w6NRVnpHrt6PiMvvOQ7gAhuyfUruq3T/xtr5Qx5gh4ERwI3xdCzMd9TeuBD7mXlUuFEP8ClgEW8NGxVgyAvQwI8CUOWY0zwkcqce/Kj5MfSX3UESG9gWFWNqaE0BBavCIflWrxaEmGZMXvsaAEXgx1maEQ63SgvGEnegZjnpF/ji682EShkdKFS9EveYuypqM3t2O0dWLXj6e/roOnN/TS019g3Jwj2bXiMaYeez5/+uzJ3Hbg4Xy/v7KsIMBFZ81kyhe/wVeuvIuH/n4TQk9R0/gWmo83aezfhLXkIbCKGBOmQ00zjplloOgEHuWsIVzj19vUXbDA61rcMxFVMvZGDKyKxda/Rty4TaCeDwsKUDb8g/Hm0fHAHXMqW8PX5xwFsXEzUHvj3bERsoTQdAwjTcmWlBz3n25qpISGGNhDaeNKAJrnHc205nb69+TYveppsHL8ungMn/jd5Xyu+0mevOwvLNjSF2rvr39wN3U/WMBvhlbxh/MvZsuyVaQb29jWk+PxTT00zGxjwpxj0Ya6EcUhpKa53hnHAbuEJh2EngIU1EkIXKVeeSfq63EcFwQYqVSge2Fj3I8XDRIqynij371U2fsPEQBASoStshhUACKZdRDX3Go5BZKYC3FjdESJCkdhSLzStD9njIyAvdCJsU9iJDar/Ysoaind4DYxXj/fGydD54rYeRtNsBfrqR/BAI0FNIZhEiSCIN56lMRUiMsaH7dGVFYY8NZucI1F5dq6hpf8VZAxBKnSIFq+H2mV0BtbqZtbQ8ORzciZR7DaaeDX/1iEEIJioQhmDfPPPo35Yjt3FMpA/1GHdXD1M9tY++CtgKDk2Bimzn6ZHAP//gsDW3bROLOT2tYOZKqG3oJNznLfcK2puc4NaQc5BND0CoMv9Dwin1UZi+Pqxaq6IgQVuatiW5lASXD3iPL4t/0cOLZEN3R0TXe978UBd/91bFI14xks2jy8bg+rdvQze3w9nzvxFLSay5jSoLOwb4hF92/gU/f9jY6DT2D7cw8CsPv5xyl97gtcePjd3P/0bnRvpm255S6mzT6U1pn7s6G3lu5cyaXL4yYUFsKhLlWDZumBjud21AWrdE2v3HIrrF3FgFbA89EmwpOSYP5GQ0Srxe1XqxwUG2qqAA3RcJPoPaLgR6wjIqF9qoMw+sxeSgbgy1ZtyJFj0h1eaPlAKeU7qvztW8C3XtANPNkrgYAgBtr/OpwRPkKpQM9jqhGMpvRbrMhyeT4fEEBoIVQ8qTLBiC4/DEigTm4f3JB4qK3mTWbi65EmZhONsiYirAfwPgsvX6xVQFh5hOUiszJdi8xo2JlGCjWt7Byw6M1bzJzQQM1JBzLjTUfzudfOoG3B5fyh3yGLTo4y+HXRGTPo+Mr3+fED67n1gz8tN8XIUtuQ5qSpjez80WV0Ld1A47TxdJzfjqxpprsIfUULUxPUmBo1AndD9xkBQgP0CkVHXfSSclL47yEJZY87vqoxpMbyJXiB3TbHoNKeZx9UdDmsrPi/B1l8HcsFaawiaJrXQ5OiLclZbqxme7YRLTfI7ocfY/eSjdRNuIOTvvZDDtqvheeu6QOnxPpH7+FTj95D05QDeM83f8DnzXU8+Imf8eieHAJBPQZpNLq//wmu+8SPuPH5OTy+povGbIrBks2W/gJGY5bmpjqM4gCUvPwOurJ0qUqmcMtTuZueguKoXvFySgjveSqggeq18/8Wer7hkA/3/YYV9KjHLlqC0P2sbuh2OCt1rHu/knkQN7BC0z9iTKh9SAoFgKQ2VuYpiKOvjnVjfrk29LHnCNiHBOwTRWKNWteQUuP9k5KzQXKCrrjyhL5EFUt3v64uUWA/xFJQr1WNURhzjhRhMFJ1FkBlP/xSgzKhxaGEbFFDGo9RKNzwQhMH7KK7rptp9NYOhGFiN3TQZTTz/NZ+CjmLdH0Lhf49tB1wEm899VCs568JXXfW217HXdc97beAEy48g48eUc/AP3/G49+9FS2lc+DbNGpOzJAzatndV6RoSWpTGrUmGDiuPuPtsdIDL/y9oaIqQIJ3NfQcIsZo+Xkmr0FxTIOK4SPKToskPTb6moM4eeX8AASK3FvX/LEgsSkD4nnLIWumXQdDMYcz0IOeHaCutoWMobFoUw/P3L+Mh4HHV2zi65f/ktrz3hZc/+mf383rv/F9LveAAIBtRZ033vAPJp79Nh5d3c30WhMrV8TevJKabCMT6iaQNgSW7QJI4IYiWI7E1Ay3nw5BP/yxGR8WGAXyEmj7vr2Q8JqiwH3weQRAeEWr4vZjiB9Xynv3v6thARVYXAzI4La/rCdFy5+HQmuV9vm2QEjX9I+LCY14tYq0x5Yj4IUCAS+X7H1AQAzCPFJUNDF5TYJESxMmxWMnerlUACG2PeHcAcHvMZUJqiGOcf1XnQaxRmbw3Qm832qCOb//kJB4LLjOcB6FMgU+yG7slwcSfjKgDFI3kdlGBoqukVljahw6tYmjprfwmkmNTOpbyarb3AQxdRiYCC685ADGn302j2b257++/C8Gtq8L39zKcWRrnsLtv+WX37yTcSmdk15bYuJFtex2TDb0Fhgouont0rqGZpeglHe96JrhZisWWoBuu++m3K/gEfjPJ0ZJ88+Jnj+WUjJxXpVE8Eoq5yjnqlQ1/30jw15sN2bOAwOsckydZrpAwM6BEroGUqaZXN/E7iUbueW2tWzKlXjDkkvYcNKHyNQ3ke/dFbSrZ+NSfvLdpdx11jl8699/4fTcBn5+7pcwvbG+/am1HDK0gXNmT6ElY7InX6LG1BkqOQyUbDQBjek6dN10x4/XptDjCQaojiS+lnHoWUauUa0ETnRuqQb0cCBAlPoPhHMAJAEA7gViQYCkCgfBtZPmZQyTYCQgwHAA6CsZ9z8aGXuOgBe3Hfvk5ZdgnkbAviRRvfuJIkSsThBrEAc/lMMCEqsSBGuXDP4rg7V+MjbK8ek+w6AKLV1tVyhRoCJhI7TMbIilGYtyfh1/HawMV1D6EayJBN7jygZqgFNe8/xnowk06TL3DE0gSiXXsyw0nHQtZBuxU7Xksq3s6Cmwe6jIlAl1mG84n0njavjy6XOo+ekn+Np370Z4ro5mU2fd9JPp3VSmnpdsh0kbHuJjH/krGaljorHfUJ7S+P14essAy3YN0F6bZk5rDWnDRMt3I4o5l71gZpAiG+QQEB56ouEnzKu+/6iPKxqGOaKqAlXAgKgOGC2VHU0uLCuuUaa3B+dHwAA/pFLTDBxNYNuSvC2RlmuAN6VqgpLCxa4uag7uYvq80+npzbNj6UNQGqJ3TQN7Dn4nmaY07B4E3DDCz81K81vdRNol0FO88zO/5UNf+RQ/vf1vHPTPyxncvodsawPOYB+pvu00ZhvRszXkLBmEcWi4yXoNw/UExBnXvoOkapUe9RS//6EXES456P/mSxy7t8Jh5+nNjpTxe7J//aRxFNUHEtaEuPLf8Zmjww6Q6CGhc/0QJWXMDAsGjJBR+ErJWHMEjCRZ4KtB9j4gQEWRIhNtRFlT435PUIwDpEsFA9T7VomZiXqLQ8p2lNITXWxkfGUC9drV+pWMOlYcGhwQeI2FmzRNChHKGBvNpF91gVRZAXiLZNToEZqXhdcIygPlpE7Rm2wT6tN0NmRozZpMyZQo3ns/+e4cLSmdPUWb88c3cOIPLmfqxT9maOc9FU0Yt99r+NGHj2Pqc9fx9y/dwcZigd1FnUM39+FMP4wbVuxm8eZe2hvSnDZ7HONrDLShbrR8r7uApeuRuomFmxwICBLS+YtxBTU76sWospjHPrYRIqUVi6ryt2im2/jzywCUQEMTAstxsKWf1d4hbZjojoOW70dYeWRhgExbPbaULNnZz9ItfUwdV8OHjzyEQl+RdbkCA9hc+fA6Pmj+hu9853+47KHd3POP/5QNd2DJ7bdwwV13cft/fsnn3ncN11+9lDpDQ9MF9oonmHRwLcdNGceW/gJDJYe0rmHZkLMcdAFZM4VhlGMy4wzkymFeRsKDpyZGTufzY/6jzzsu+Z8mysY/RJL/+Z5/qG78QzCWpBe7KH3aYhUQoKrCGMNkCP1ZuVZwnWi1ggRFMAqSvJoxgbHnCNg7NvR9MjKpSNQ7AkU0UHR9YzXmmhAB/RLGW2wojqqEhzxqDkLTQ0MwDAIozBx1f/W9CJSNeohZI0SCJ5RyRn+kHUsVjmaLD7XLF3/dGM77l2AUuGwAwPM6C9+RoGlu0l8zi0zVYJs19OYshko2jWmDU+a201qT4qDxdUzb+ih3/P1p0ujoaPRjccFb5/PN+9aE7vW2Iyez9ldfJS8d8ji8flor4048mt8u3MbV961FOpLzj5vK/m21ZIu9GLvXuWtKbRO2kcJCI29JL9wQNL08DmJzCFQB9yvKtsYAShWPcDgwIKrDKtcertJQmLHhji/bcduoSRvsUlCyN52qxRKCnOXQl7cxdYHeUEeTrtO3ci3Lrn6CVO39HPqJFZwy91R2HH4k6x66nXx3jl8+tI6vvPdk7vrStcG98/f+m4PPPptFd9yDMLMAPPbcNp458ijmv/VSmjYtxe7ehVbfhHQcRK6X2vo0ZtqgaCsVHgJwJQxkqO8kOj+qZc0PzifCnog7JqKfqPZFrE6vOOW8r96FYqr/qPdJ0EuTdINh9SDFEQHVmExhp0HI0ZngQK0GUgTHqTrFK8UiGGuOgL1Eb9j7gIAkGSmqFDOIogtgHCgmJRAzcJM8Yeri696k7KGMBQUqQI3KygShNg+DEMfH76g142M8Al7YgotmVr18qK3q+bGfY86Reqr82UhjSSh55eDShqDdSFFrajRldIztayiUSrTMmcjbL05R1zmOiR/9LBffvoOh/j7Q02C7nuuOg0/ge+89kpm7FnLbW97DtV5FAYACDuk5TVy9psDXvn89jmNzwElHcPZ+7TTqFtqOVTi5QfTGVux0PSVhMFRyDeSULtDBDW2wrQCokcqmqTIfoPzuK2u5K88nYkxVBQOiCpIyUFXPkuJ8CT/zEIJfToqo6SmEENi2Q96WFG030U+9bkC+n9LWdeDYGLpBbc1UHl+7hzv+8wi57u2s/sAbeMfkerpxYyRLFlxz9zq4+3184PVz+fpPP86vlpX491+ux8oNgFmLMLN88R/P8eAvruYjx32HrqXrMGszOEP9mD1b6JjYjC7SDFpOiNpXckD3NnVT0xGaHgJk/E02VKIvfgR6z6dsDERjYYeLI1aB3qpx/45dWX7Q/6y8G+ViIWNbaq73Ig7kCNkxKggQ54H0x1cCCFA5Rp3KtSkCAiSFqMSBAS9WLOsLlbEyAkbgkNsne6MIjYos+BFRQ3piz1c8/KE/SVlW2EeIkCV56uPalNyeMktBvdKwuRGUc9S1TPX0xfVDZUQJkVwNyb24g5/IMPbPMbT1KNsp+LtmuP3UDKSZ9TLQS69ccIr22jSTGlJMTJUornwWPeXe10AwQTPZ7/jD6H54IHSvQ2tzfP/udcH3UrPJr4dm8eUv/g/CyFDTOpGBwy+hMa2jb1tBYe1StEwNxsxDQDMoeKFzAFnhMgHcPUAJN4zqqYruGqVch45JfGgJe0ncoVEdVjHaAr1PqWrlt0loYUdSuCKUG07oJg8eBOmgSYd0uhHLhjXdQwyVbEp2PYc2dVDoHuCfz+7AQnLzM7/mwn9O5pfr1gbXfvi2B9F++A6gDARYu3r5x9cu4O3N01h003+o65iGrmus2D3IjNkTaJiqk2rejrRKiFTW1W+sAqapga7FJtj0x1pFMuiIdz54tDKciHMkMhx4UGboRPZuRe8POQFHsRENl5Tan1YK7lApVZydcRLnNABidYVqy6GCYb4qZKzlA+U+RsBLKEmoUAINJfYSKsoXg4aqZ6vI7GgU2YqBHAUFpBKvFWU6JCDGibT8Kv0OaGaiHK4QgAGh9inxUkl9qkKfTgQFoscI8AO1pWZgSbC8Oq6G5pbjMXRBnamh5/sQVh6tvonWg2cy7ogDSO93KKtTk3l+2QMuspuuR1om7//Im3n37BRrvv3ffP++9RW3Pv/YTvTzXsfXf34TXaufRmgGPfP2p73WxNy6iKFFD6NlahDT9ke2z6a/6ASJgXShIXThxs07tguqGOl4D7S/uXpjytedQgaWHxqhPLcwe6M6Uuq/a5Xa5ZftESQoYorxJmynnDBHSnQ9jQMUrHJCwLpsLTI3SGnbevo37qC5mKfthLeysy9P1+qFSKvAtnWr0N73BT4y7nJ+/YO7Q7e76voVtN76cd73xbN4568+yR9XFLn2l1cA0Ld7iIU7hnjNaW8m1fkETvdORKYWWcyjDXXTVDceoyQoWNJF2rWyl11KD+H3mDqqqJ4p31NVLXFf8Mj9TVP4ymz5uLhnqf6metPBBYtCcf9JBrr3TrzGxBraySyH8j1Dj6AKeJS0scYlBKzwOIwQBIiTaKKsVxIM2Bca8H9XEqn+Ea1TjlQL9cDV4ctwhf/oX39EVQmkg79XukZ5OeAwFE4QaVfMbb1zPKteBfeUtSeObVQGNPx1zEWa1ec04iSMwxiqlWzJsjEUYkwozgSpmxQcV4cQ4Mbvp1LUmRptpoW5ay2FgQE6j5rAu6Y2MP6QTiZ99cdcdO168vZS8Nwfc085i82//nHo/tnWLA+v2gnFAaSVZ3CXxezxdXT2r2Hdr39NaTBP26GzaZ55CFa6gR29RYq2Q9bUyOgCA4lWyrm6np5Calo5maRwDe/ACFfYoyqzIgR+UF6DQ89U0R2j+X8gjN+EaOOUz1WrJRFJnBe8G6UdluM6DYQQYAjS0kEb6oZcn1vhp2kS0MCja/fw9MrdZGpNLr/4ENr2m8Ix7Rlu3NlL9xDkHr+b+vHz3BLCQL57B39YuJMz5rRy58ou0mj86/dP8/Xpl3H7J3/A9w6dyMIN3bTWpRgq2WwfsBB17dSZGTd5pPQSPTtulQLTSOOofVbGUSKzLQEM8N8HkTmvgulxErdGBCCAArRFvehxTsDKBpUZQdXyF8SxDqL51eLDp5U9P6YPFeynqB2jrEdjTa74SsuYQwNeTWhGFdmrgADpG7NJHtMxSFzMtBanLDA8qJ+kPwSTMkAlhVuVwPdoeu0YzvALN0ZBchModf4tBZUhDuWFZgTPULm2SseGSmCkTGuqfD9SLdHiLVi2lAGyLES5HE9aF5hWzkWYNQNjwjTMSTORrVMYaJjEYyt2oxtakAzo2Hd/kB+ckuW9cy/EjqxWc+rSXPCTD3Jv7aF85cZlbFnohhJII4O0LTo3P8LS7/6UXUt3M/v8g+iYNIsho44NXXkGijbttSnqUjqmtNByve65ZsZlMjhl2pmuizL6Hxj5YfTYrW3vKWJCIjRwvE3XHye6Os6V5xU83+DdE6D3frZfGTW0fEVKaFgSj8oHpmagFQcRpTwCMGua0YXJYMlmY28eUxPo7bV0pjP0rNzEk799hJT5IEd/YS0fOPbD3PWzXnBK3PanK7n7n40cfd5pfPu+d/L8f3+JGx/bHNy+q2jx22/cyh+OP441B57MQweeiF3MUd+SZdnOAWbPnUnTIXWYu9YiC3nQdERxkFSxn6ZULXldo+Q7gIRfeaKsSEUlUPZjJqI6Gv2ZUk2Bjf4uQn8LKxY+9d99LwoAoMyBkPdBpeMq1DuV1uc4yQBAiHVQDWiA8DUjTKFw+2NYAH5bqQQoql3P7W+yIhWNYXz5sv/uCw3YJ4pB7EsA9GuR45S5FnJnaaH/EwHhEEtOkqBajFpiyxMGPyjti5OYdaIMaCignXq82hcVXBxVo8sGQex5VXSR0JYmtLKfRGg4Qg9ou6YmMDWBoQsaUjpa7w5kfgCzdRxTzzgCo6GB1NHncMNmh+eX7mTHkoch0wTFfj5w2iyeeve60H1nvONN3Pbd69wvjsUBJx7Ha/NL+OP8T7Gwp8C0GpM31WZoqG9nTU+BJ7f0UpcymNlc44Ub7nHz7Gg6MptCanrAfDQ1gSY9QF54xitaABCVk91Gnr2yBqvrf5x3O/b5RQwyzb+HX7ZWeVc+u04Xwt0fvOoIQk/hSBgsOVgOZA1Bm5lB9u2muPo5rL4+0tP3o/2wC1myqYcn/3UV0rE5d9npfP+is+jVrgrac80P7+Sdv3sD31l4f/DbQ89u5b3vOpFHvnwTWQ8I23T/cuYffyOXHnseT0xtpq9gUZfSyVsOvQUbs6aRlJFBWPnys5IOwi6ieeWi3QdA6HkmgtoiOfGf/+xiafIRerxfMjwuSWawrkTA92BaJ7xPl5Ea/p7kOKi4a5R1QFm/VO2r4ea2CmSE2E/BAWUWaiI4EW0TlPM0RNS4OHDmZas25Dhj0h32Ehxg7wICfAmMoqR4p4RzkgCEaMy0UO4xUipL9Jg4Rdn/ZHuMg5BhngRsxC0EyiIT1/6qzAbKIIR70vDXD/1pOI+gOlljKFfBQqV4RBxPP9KFXx4ITGm5C7p0cFJZGDcZx8ySrxvPtv4SQyWbKTOaaR5/HofNaOXrp8+k9wefpBmTAWzy2BzVnOW1P/komyccwdv//iwbHv9NqD117Z28/bAUd3zum1x/10Z0BB+eu5XOcRN5fMsA96zcRTalc9LMVqY3pdD6dqIPdrlMgJpmnHQDedtBSjd0QAgQXq1cKTSEbuJIPSjPZwj3gblggL/x6wEg4hulUoK6DIdivrzNyQcUhHRwdBMA23/sAfpjlxMfCo2iJSnYEiHc0kdp2wU2RGEAUcpR3zKN/oLNQ2u62Nw9xEn7tfOembMo9g1yx45Biji0bNpBw8A2Zp94CqsW3AFAaaiXB/95Lafd1sr7PvBlPvPDcez4yde48trl1KKTRef5X13F+359DPWfPo07l+9E96zsrpxFqq6DGnDb4j0bURhEkw5ZM0s6lQ4UEogxgL3uqlUvNF0o48v1/EcJfWVPflmxVimx/r0iw9t7xmXje1jqf/AetTIAMALjP46VoLZLNeDdNiksJwjNU1WSQlVi4w7j2hnZ1KPXDD2fV5nsYwTsk0QZxlsN4T1RVXLVOVsRIw+JQL17fsTDoHreYs5Rk/hVE8fbU4Lzkg6M9MM/xwVd8ZhNwxubvvg5BaLXB4ZnTyRIaP9Td0eVLSkEhu4araYGuuUm/hWGid7Wid7WidE+me6GqaxauQXdizkTms7009/JGQdP5wpl3ZpTl2bP5KOQ9oLgN9uy2XTXf1hVzDOEzZoh9/jtWhM3LtvKk+v2cPTMVqY0ZshSQu/fibCLONlGqGmmYLnhd6an5+ieoRp4ToUW6EQ6BDoFjo3PpvRp+e6e5r4kzWOflQ1Id7eL1p0P9DavP0GVIMWQkwCagyNdEN5NTCnRHdtNpiwdhGYAKXKWpGvITezb2Jomkx+iZ/katj2+moZJy5g+az6WZeMUh8DKsfWZ+1l8XCO1Vvk5b81bvHVGEz9pbAsSDKdrauDNX+Gzi9dz4w2rANBNndLm1bQd0MtB4+vZPVSiZEtMXWBLyFsSI5VB03TwyzmqDqzooIqw5WJLdItw4j+VvSEpMzKr5X6quG3cb3F7b4wEeR4UNvFI4vfde4QdE3HAXviEKo5J7//gOVVlEZfnvK+a7nUyRkbAvqoBL5EENqY6mqp5xJXjVUQpsYSKDIcXjHhyR7y3/nmJiVcIe+mBEE0r6BcQ9Z6NlA2RiFii2CsxyUhUilo1pkLc4iklYTDAPzaCVqoggC+6h+ZrSLDKWYGl4XrfZaaevoJD3nKoSxkcN3sc2ZTOKTNaqVn7CKufWYdfki6Dxtm3/43P3Lqaxy+/mtyeraH2HHDGOXzxnLlMePTv/OHetQzhkEbDMgSl9jn88urlrFvZRdukBo6e2ky62I+2ez2l3dsxOqZAtpG85ZDz3NW6N2aEVQCriDBc9N+RbsZcIYQHBDjgG7veJuN4rAj/JYRoVkILgAJwN/7AiyAdpHcdTZQ9CcJ9Ga5RXcq7bdFNLMdF8F2gAdKAKAxQXL8Crb4JXU8BTTyxejcblu9i+fO7OeUTx5Ga2Uk3JSwcfvj9u7joubX84X++xx8PGM9ff3Nl4Eko9HXx6x9dwb/2P4affvqHtFz7+oBdM7Q7h73sEU46/CIMXaM7V6IhY1JyJEMlh0xNs/tMPDTfbzuAJiWapiuMkrLxqooP4qmAAEKElNuoROP6vVdQIWXDv3zfcB3iZAAgSv+voP4nGP9JbYw14KuIOhVj+xgHAlQJU0iSWBBgGKZTcO7LtGFK2x7+oLjz9iEBe72482fkimhIxVDX5IQx7ShLxFhEyip6CT6TMAKISllxfJx335dqDIIocBC+aIQtJMNPsVwyMXyOeh8ptNAa4gPfFf1Qnm+0FF+gX0RK9rrAssRElCsLFDxmXroOvWM6MlNPqaGD7X0WtiPpnNFMXdMlnHjIBD5+3FS2XHweXYMSE40SDmd9+nR+/OiG0H1OOLiDx758D2uH3NLH579uBtqb3so7//QYz962AMcqkX73Gzlv7niMzYsoLH4Uka0lPe815LUUvTmbnOVQZ2oYmk7KKnisR3d/szWDkuPu436pxKCksdCQWhbbkQETER0Mz1vvDiA3qY6qM7hgjl3W5TQdRwmlQBeYAHbRLelspEDTsaVJwXJwcPfWlGOhFfrRCoMIq0CmaTI9+RKPbeqmaDmUZo3jyNp6djy1ht/fvAqJ5F19n+XHH/8ab376CDY9dR+5PVv5/c3L+cXr5vLgX58Onqt9398496IzuOb3V4FZw/KHHuaLU2dyz2/+zCfP/x1bH3iWdFM9AEb3ZiZNOIC6VJqBoqvP6MLtT8FyMDQDw6icR7EgXoIXvcJjHSP+FEssqx1zvGoPxCYUjYKCys/qhUJVzBQgDyLTW72PJHatqLiXAhzFSSwbMkYC3SHyfH0wIFiLlLUlCWRMeCwvm0jbHpvuMGYG4ssrex0QoEqIKhJFnaPHSgUMiCBqvoRo9lCx2YyoGoF0wucp3vmKNqGAAd6x6rmJZQk9MEBFKivu73s4laXM3ejj2+H2xf0/MDaIoQclUJAE5c06SZJAAN8j61LlXC+2cCw3KzAm6AYyVUseg6JtoWuCKY0ZpjVlaa8zmZ7KU1j6BABz6lJkdY0z3jWf5fWzWHDtr6A0FLShbd5xfOPdRzBv/d08+5Gf8e913cHfCjjsbqnljkVruf2Xv0boJt1zj6bx9QfA4rvYfu99SMeh7eTXIsZNpytns32gSMbQSNWnEKWcGzpgF5HpeqSRpuAl39OFxEzpGI6FKOVBSm/RSwexdgApwBQEHn+pmzholGz32Rma5ynwN21/3Btu2aKSI0kBNQiwi2iFfii5jICSk2XnYJHevEVnQ4bG+jrs7l1sv+cBSn2DdL52JRNOuZQNy3ex+Ylb2GwXeObkJqa2TmNOvcmyfjch479uX8Och97GG99yKG/77Wf5/A3LeO62293SPprB7rXLuGf72fzsps/zzA/+ye6Ve2iYXI+1awvtpV0cObGVPTmbgm2jISjakmIqTTrbCEXTzT7sKTbCKnqDxADNDozpWFFodeA+p7J3nGHP8wezGMniHZwjK38T4fkfa/x7rBgYOUgxEgAgygaI26NDm3fcdRRKH8KLaVUU+CiqP2yIQsRwekVzBIx1Y96HA/yvkkqDWAsprqrEZm5XxnRVAzru3pEbxOYIUMDDpPKEYXCiegOC7P/EGwPuWuHNbzlM3oJIO4LPKtPICYMAoVhhymtecL76XCMSJIH1QO4gM7t3rOaxrPzHFFQWABwzi9BNpGYgs4302Tolp8j0lhoaD51IS8bklBnNjFv/MItWdGGi0YTGqTMaqDv+XNZeH3YgvP3gdn7UnQu+92zsZbHdypLbbmZw61owsvQMlZhVL1n7jZ+xc/EOJhw5mWlzD2fnkMXzu4fIWw77t9XSmNG9SkX9SDONk66jaLvAeKgfpbwLBmg60sy6+6Ujg1duaMJ1DNhFN3GibgYhl/7fhRcvj9DAdMEEP5s+gAkIy9UXpJXC0QwsYdBbcCg5DlIa1Okg+ndTWP0cemMr5myN/kI91z28gZ0be7h7bhu3ffBoSpbDEDYFbP58zRLe+8FB+nfuDJ7ZloX30/brj8Bf31d+jqs2c+67Z3L7nfMZ3LUJgL6uHI/v0TnqnI8wdcrd2F3b3TxCpQL6wC6a6towNT3ohxAuK1JI0JRkwiMBy8tjDW9MeUNMJFXbckDoieHA1WQ08fFxAHxFFTPCXvfo0gYQYgMkMAHUfkQdp+rv/rGJ3YgyEmU8OOG3JdYGe5WJlHKMusPeoTjstUBAyLAfxutd8V2ZRKEBGkWmIh6yaDxNUuI+4VjBYI4ryRJtbRTtTmp/+QbDx/GoJUh8iYICcV5InwYWWzIxId7H79Nwy5smyrHs/r38UmtunVePNq/WiTcMpJ7C1kwsy0ETgoyu0VGfos7UacnqGFtXUnJsWvfv5Jz2OjpPmk/q7Pfz+evXI4yMm1SoNMSPvvF+jjG28cQnL+VH63tCbTuutYbjfvZJri1O5YrL/gGFXqRmsHPxfcxtfgsPnf9jHli1hyPH1XDKkfORteN4ZNkuNuwZYnprLRPqTPSBXbBrg1sqaPx0ZG0rfUM2OUuSMQRpQ8OwiojiIEI62J6Cki+6zILAk2EVEKUhV8lL14HuAgq2I0npgrSpoRVzaMUBz8vigJElZznkLfeYhpSOXszB7k3gOGhtk5E1U1m2c4DFW/pob0jTdngnrcU8S/62kJu39TPn78/xpsu2Yw3sD/lukA5v++h3OOLCC/jRbX9n/g+/wj23rWZHwWLlQIGVf3iM8X97Cz/6wlkYf/wc/71gF4/+8zqEECxcuoOeT72bozpn0r3gDoSuodU2oA310NHRQUrXGChpwbzIWxIjXYemGW7fbSu8cXlliaRmuF4PFRAI0d1keC4OMyaDcRb7+ygNVp/2730ezviPo42ppQcrAAC1nF+S9z649xhAgGFYANHLxeUYSHwunuytVQP2lg19n1SXqBLq/pjghaK8foQ91kleu8ieO1aFVmiEqPWeJLJxRmjkgDr3k3SmMhiQOFcVoz74yVu3hHqP6LWFwHEqQRPVMxh6th4o4wMH5WSx6ntxqdqa0BBaWC+TmoEwM27yOD1FURhYjoOpaXQ2ZOhsyDCxPk1rsYvSplXUT6yjZecgtbrGSR8+mcu6pzBxKqzw7lUzbhLyyZtCbW+e1cJjm3rp3eQe1ThxBp88JMP2K7/LDy5/Eg3BW/IWUz+ZZdH2ARas2k19xmBKYxYTB7FnM1ZvF3pzO6JhAjnbYaDoIIQbdy+EFeTykakakA5FRwuYiIYX4imsPMIqIo0UmFlKdpmJmAYXKCgOueWaNR2JSc5yvHehUWu6egeDPWhmGmmksVO17Bgs0Ju3KDVk6GhOYXfvZPdjCxG6RjtQ03k6659ZTtfqhWx8pMQ/D67lwA+/j8FbPg24OYJY9TjNkzro2bg0eG7LhtLU6BpDtoOBoHHnIEc/eyVf+cql/OR3D1Ia6iVbl2JTb47pTU10zDgUrW6dq1tpGsIuoRUHqck0IHCCMSK8sWvLctiE6tAK7XeeMZ8kw5UDVEMtxrKtxXrT1QtFGDTVdGw/qWBiuWoZozco4jdDtUWifUpKMBg+KKKLkLxuDcccHC3A8lKKtMdaNeAlaMxLIHsdEDAaBC7pWNXgVg3d0SJR8ckrYuL2JQjFSKhGrw21UZGot71q0kRlUoUTHIng2n7YQCUoEQMG+PchjDyG+h16BhHPoBrHRzh7sw8CCIEbC6cqXEJzkXwP4QYP3RYuFb8xraHnepDFHFptA01zJjOubn/SR53JRqeenoGi120Ns7mTS3JP8NF3/AYrUi3hXW8/lPGXvJerNhn86U+3lsMIHIvZJ57Kqsfu43eLt5BBY+vmEqdqGhv6ivz14fUUchYnHDie02Y0w64NFFc/hzBTpFomYKGxJ1eiO1+iOWPSlNbRSjm0fL+7MafqkEIwVHLIlSSGLqk1NbdKQr4fpINjpJB6mpzlULQlaUdQnzbdjT/XVzYOa9sYLDnsGixSnzIYl9VJWXlKm1bh9HeTKuZJzZ3Gsm39PLRwC44jOWRiI2c3t3Hztj4GsXl2qMRxbVM58fBmblzdGsTrPfWfG/h46Ty+8bFv8I6z7ufhL13Bo3tcr8iOgsV/vncn3/zcT9hz7YKyV0gTrOzK0TL7GJqKeezunWi1DQjHQi8MUJeqRUqXwaBrLkBUtCVpI+2N32J4/MR42cvfE/J+JHmZovM8ZKiqf1Mo/UkS2biDa8RQ/wPqcAIAAJHkZMMBAIqMFAQon1DpJYm7Rmy9c6V9brvKIEA1it8rDQLACwACXkVKyT55kSVCRY96sMLHlg3pat6rqiX0PEmsYgBhMCHCUgjmn6wMC/DPkTF9CBgEcUwi5eDYBKoJTodYcFDaZaPePy7SpijrIK4qgdsWJZcQZZDUzc1ilc/19wh1DdNNpJc/xxE6Ja+sX40pmNyYJqUJxmUE+tatWI7NlNfO5n1HT6H98LmULvw893/tHlbddwNkmqgbN57TzzyczXf8MtTfKe94Ox/+/RPB995NK2igwD2/vZ0uiqTR+MvTW5jfOpuv/3YBmxc/R+cBB3Pmfu0YPTvoWXA71lCexgPnISbPZ2tPkY29eepTOo3pOoSTQ+zZ7JY1bunAbuhgoOjQm7fRNUjpGppdcvPrlArIVBYn00jOcssYmpogawh0K482uAeEwK51cFIt9BVsevMWLTUmLdk0RjFHaf1yAFIzDsBpa+PZbX08s6GbGW11TDtmCvXdO3nwt4/yZHeOC25Zwtzbz6DYv4uWSTPoWvkEP7z2Cf5wblvoGT37vSt512U/4LJH7gl+e3DtHt54wX5cd90qsmhcdfs63tFvcel7G6m99GQeXdNFytAoOZLdOYum5kmkNcN1fvj5EEp5NM0gm6oplzJUxpWfm0nXqrGAfY+iP35jBrk3fiv3y7DT7kXb3kRlNZJg3jA8QKHmLYBhQHrKa55aLrKCtaDoYrHJfaPrQxU9BBgROOG3xe/TKyr7qga8eqQa0jzSElUh7zvEAgLxN4mPC0xkJERoyj5qLYVws8IPp6hH2pzU9ooyc1Uodm4SuXIyRB89dA3/+HsPJ2qTVfQxFPcDFcwIP6GS5jEBAgVFBQG8eDap6ThBpl1ICY2MUa4qIDQNY/wUjPFT0NqnMDBuDhu3DzKuIc1+p7+RdNbgs284kMySP9KMSQGXunbS9EYO/+Vl/Gmdzi1XrGX7cw8GfWmdcwQfvvhwzhrv8Oyl/00Jh5IHIGwSdazYvJMHrrgCIQTy4rfz1VNnsOP6a9ny6Cpa92tn+ryj6MnbPLRxD7v6Cuw3vp4pjS1o/Tsprl+B0DT0uU0UbcnOwRI7B4s0pg2a0y5dkJ0bwLHRJho4Zj1dQxY7Bou0ZA0a0zrpfD/F9SuQQ32Yk+egtc5kXXeOxdv6yKZ0WmvaqbdKbLvnYbY9uYmOw5cw+evH8vTq3Sy++V9I6bD4uDam1QyxC49+78C/P/wzLv3Re7noO+/ia9cvZ+ndt4Njs+jmm3jzgoeYdewxfPeav7LfFd/mkWuXsytnky8Iur75Ua7+zM/51LQmeruG6JhQz7aBAlsb03TOPIJU71awS65iVsqTMdLYpk7B9hU9N8YPBKlUDZptusyQqMfa84CESih5c9PdVCKetLiNJmEu+9cIXTvGuxer/CuGhOr9r2b8u5cve9KgEgAYNolQhHng3ivuPt7/CUpBtBLISECAOAAgrn3+NZOkGqtrn+yTF1tiPXGKjASoVyXKdAvfzPPuq2yhivMJx8z650FgEFSrIFJxv7ifoz8E+2zZIxqnA0jpGUEoLD1RjvdP7EMIuSivLVEmlJo1Peo48MMVyuViI9aWupYJiZ95X/ql74QevEuVJl+X0jE1SBsaep9be15vbqfjpKMxxk/BmXoI92/uLzMMNIMDz3odvzy/meWbJ8Hta4ImPJ+eSffaG0LPTF/xALc8sx1www3f/v6j+Mn197P0hj+DnqZv80qaPnEchQX/5o6v30JjxuDQD1nUv/bd3LlyIws3dHNgZyNzx9Wg5bvILXoYp2iRmTUPOeEAtvTlWN+TI2vqNKbrXU/+zg3YQ30YbZ3QNImevM2OwQL1KYPGtEYm34+9aQXStjGn7IdsbWZl1xBruwaZ0JCho7aVlnw/ux56nKGd3Uw8fiup1x/KLc9sZfF9T6IbKfbvuJDXGynu2+0mDr5l2TbS1/yCCdPaef4+N3HwirtvY/PrPxN6Hnet3sPnJupcVh4Q1LeM49QrrmPi4Bu44o61tKR0tzzzioe4YO7pzB1Xy5a+PHVpg5It6S04tNa3IwtZRLEcmiHsIlrJTcys6zq2Ezaahffuo2BAVKKOsRBzKE4UdqwqoRLdI3AHV5b0VhwJyh6sgnOxoUqUdWwos39Da0qk/Ukx/Ilrhf85AgaEnJIJErUTKq6r9p29xn7+XyN7FRDgSxJlJfa3iHIcTaDnTxhJOS7e/WHk6E+1vAMqIOCzA6opBUH7RbjNsfdVmA1AeDImKeh+GyOGeVxd9Nh2KRQkiGSlVYyDirgfCCVzC13PPz6gHmnBM5KaETwHgbuR65pw4+ht14CVqVq09izSTGM1dtKVsxgq2RzQ2ciMtjrmdtRzwX6t7Ll+C/vXp1neXyCNxiEHTuBDdw2x9NbrgvY0zziEU089kI8dM4mha3/Fk9cs5L5NvQDUGRqXfOhYHnUm8aVvXwe5LqRmsObRJ9n1znn88Tt3s6Ngc/ST25j24RIrunL86ZYVlPI2Rx7Ryetmt5Bf/CjbH1pIqqGWiVPmMFTn8NTWXlZs7WfuxHrmtGZh+1oGnn4Yu1ii6ZRaZH0ni3f2s3BDD5Naskyo66Bu5yZ2P/wYA1t20TZ/K3VzjuPpTT3c/NB6igWbSY1ZprSmWXjVIu7eOUjd45v57Ce7KfTsQOa6Qdp8+7Lf0P3hC/jsrz7IvV/+Kwt78qwbKnLtZ67g0CNv43cffQ9PnfJRfnP3KlbcfRvFgW6W3Xkb5997L71/+Sgr/vMpupF0ZAxyO7uZK3bzpbP2Y/GOfnJFG1MTDJQcCo2tbthNKVceD3aJjGkicbAdiQOhygC6MNBNM4j1LA+YGKTZi9VDeqNSCqTUynWRY8J8Qv9T3oBi6f2RY93jw7MkoPDJF+j9l3Z8FYLyyeG2RYx3SEbRKxN4hlkVKoMBwvpDLFCREHuZVLUgsiS/IuKMkRGwTy/53ydJITaqxL53H0j0zxf68N79yNzzwYPhWAOxt6/4YZSjM+F4TZQrz1SIEJQZUpWhAe75vgdSWb9GQBH217kkNpEjy//7sIX/7sJ11/Wge07MOqwJ1zusCTBx0AoDCLuEMNPorR0Y4ydjN0+mx2xm52AXTW21zDjxAhpba/jV2w6j7uHfcvUvHqMRkyFszji0nSe39ITa2jh5Lltuuj30W7F3gFsXbQErD1ae497yZozd67nvpzdz7+4BDDQmPbeeoUGL6+5bw651m+k6bDbvPXISctsaNt39FABTMink4RrLdg3w1PpuJjVnOaSjDpHvp7j6OYrdPWRn5WHyYazrGWDl7gHaatNMbkxRXxhkaPlzlAZzNFhF9LZ5LN3WxwPLd9LelOE1kxppzg2y5vZlLF/dzWHrupn/hk+xYcUuutc9B47F7Y/vx9wj5rN/q8HDXUMM5Cz2PP4Uefu0UH9vXb4LDUK8S7FlBZOOPJXNzz4KRobLf/w3zjhiHmd95/PA9xncMUjT1Ebs7p20kGN6c4a04SawTBuamwhQ6mRSte71rGI5/Naxgk1FV0oxS8pggK8rVyTklk6FLgxj80BHWQHDMYwTj4+wAVSJa1W0BPpokpwPW8VjBEw//zpx5a6jElfxKUlGxJx+mZQJx3HGpDvsqxrwEsloa06r2f/jwAB14quGdQUgEOPZUhVbGV1kEujK6oStJupkrjaW1MUklLsgev8Qcuh91wz3s0ql8mS4cij+30LIY2wDy97aMuIYZjCEFDLFE+uj+75h4ucU0AVlI0/Tkamse2wqS15LU7RLmLrG9NZa6lI6c1prMbs3oaUMDpnTQsfGXl7zniOZ8JWfs/L0r7h1hEs50rV1fONDJ3G42MKyz36SB5/eRnfJptnUec2cFmZfcDj2me/n5zcsY9fzT7r3dywOOrSDLTf+liWFIQw07tljcb6oYcHz21h22zUAGKk3UXvh/my6+zEWXbec1ol1jD+3i95Gm1sXbWPrxh42d7dw3pw2iqufY92tT1HKWxw8azbO5KN4YOVunnluO01tNZw4vYWOHRtZd+cyVj7fxUGb+zjswm08sHwXS2+/HrtU4KEjOxjoyHDPzl5KOOyyJEt//U2On/tmVrRNYnDnBvK9u7j23rXMu/gkTvtZIwfcfBuP37aKlQMF1t2/gUOe/S4nfeI0fnXJu3lPb5GNzzwCZhYhNHL7ncy7v3kOj37/LtL1KczaDFrPVvbv6CBjaGzrL9CYcWmZeUuSyjQghFYurehYaNLG0Lz37YQ9N1IQgEfRTTnOOyakxy7RjGBMBZmzE+izFYNZpfaHvlfOebUB0Rj6avH/kEz/D4czVHPrj6ykn3paYiK/4HphcCUKAiQmK6xYHytBgJHshS/Xhj72ZIF7x4a+T14ciSYNqyaJXreKgyI/UTZUAs+4IqrHTjVqxwIeAPGhBN491T74+2wFS8E7UGUpVMT7R7370sE33yWEWFKmh7mKaLiCco5aicHvttumuLrrOgjXeLRlBFj2y/VpAs0uuaC0l4jWSddCthE7U8+A2cSuAVe3OGpuG8a8ds6Y284B9kbW3uuGAKTQSKFx/ucvZq1oCPX/deccwV1fvDr027hDZvHsX28Mvj956730HzjEgiXb6KbEWbNa2V4qsGXZepbe8g+EZtCzaTmp9x3Jjptv4md/fo5GU+PdQNPZDlfcsZLNS1Yyce4szt1/PNrABpb96Q76tw0w+/xdtB57ETcu3sYTz26lqa2WIzsPZdyebSz+0/1sXdPNIeevY9Kxb+H2xzfx7A3/Qmg6x87+PLMyNv94ehsOkifuXsPXHrqRj5wxhS/csweA265/mLfudxoPd5WTL99y9bNM/+Kb2PB4ub93Prien16wH1fd8Lz7nhG0923hyx//CB/50KLguLtW7OTQ157A/C/30PfMkwjNZfxp/Ttob5mGRopBqzwuirZENwxMM+smD/Z1QOm4oZb+gZoeGPU+GBBXBSCOsaqydaMGa4VeEAO8JwIOVaTCdoiRkKMuBohXw5Sq2kjqPh2wdOLZRn7f48H+mL09bo0T4dxkFW2v0PsrQyKqgh8vk0jHGZPusA8IeAllWDAggvLHsQOizIBokozh6C4hpTmwcD2aT2Dsx7VdQbATO6iFlYIY72O172rIgCQykaXEx2r9pIZqyEJleysNiGhVhOhxcQnIwg0OswWi1wpipDQ9qJfr/rm8mWO5AIM0Ut6/DE6qhlzBxpHQmDaoMTVaa0w6ak207d3UdbYx+7yDObC5jqY3vp+Hd5RonnYgu1Y8Bul6Tn7vu5h99bf43r+W4N91StbkDV96HUMnvJ071/dw41XPsnPDdurap9LUOYlLTpvF66bXsfarvwHAwuGAxgwrt+3hpjvWIIe6QNNZduOf2P6ODr51+ePoCPSdA7xm40qu7ZvLE7c8QN/mlaxr7mDw3Hns+svd/OE2l3742Vl303js27n92gfZs9bdRD9vvYPfLLqLvz62GRvJA3es4ss3X0nv5v2w+3eAtPnPv+7j9R87hhPnNnPnit0ArLjmaS7+6enM/+Ib+ck9K9myaju927bylb9YzD2gjQsu/jxveMtGnvjMD7l3fQ+LevMs/sYtfGTRWi799OV84RPu/TsOOZmntg5wylsv5TjToH/TTmo7WnB6u2iZWEA0Z2hMmzi4iQttKXFSGbfsoZUPwkCEY5Ey0sHrj1aTcGzpKaXljdAJzbvyFyHc0loOoAklY3BkvA2XuC46l3wvf5JE/1KuAhm+dlXvf5znX5UxAAAVLB2oVDSqsAnU1ieyACLXS2IoJHYrYAC9fBSBsScL3Cf/V8WREqEpRkTMnubObdVYj0EHVIaRch6UDe6RZjevJklG+khECFGhvJZz9gjUnAUBJhryRkSYgKNR1qNGgf8zHhsgukwkhBPYjgxixsvrLhgCNxGvX+LXsVwHgpkFM0PBrKV3yCJvOYyrSXHcjBYm1Kc5uL0G67FnADhxXA0pTXDUe49i8wn/xffP/XTgSMAucN688fyjaIWaaRz7evjrr4LvpdwAPQ/eyzqvBOHtq7t4/ylzuPyWJyDfg0Sw38knMLB+Mf/5yb2UsNldcvjH1Us582t5Fl3/DwC6Vi9kzZsOYu6iBYG+cPTGh7jw85Lrr76XnvVLAFh55n5MWb+cKx/bAsB9f3yWX1y2joXX/g2kQ23rRP507SMcePE8OhsEz/a51YFW3nozv8+dELR7z5qFLNp+dKhvOwoW7zhyCgsU7KOUH6Lz9WfRdusaciXIoPHzj/+b72/+EPd+6sM8+fhmNE1QtB1W78nRdvBpNNU1Yfd2oWVrEVYJbaibpppW9KIoOwekpGiDZqTRhQaOEcoTIaXHxnVwQwhlGWwLhkyM0a0yVt0fht+PonH1kBBbD7HrRWxSvhGE9aihNFFGk4Dk+SZGFsOv6iih9SjC7oF4OyRQVZS9verjjGFlSpns1Hilsu/JseYIGGvM9csseyUQAGEwoGqMaZwB602AEYMBVSQaZqCGGIRKESaxA4ZpcxQUiE6suOZFmQ0BqiYdAmqEEGWwwp/kwxjtFb9FAQuFPjSSeqWhYyM0bH9Dj3pCgoVWaG41AM3NgusYaQqWg2VLTE1Qn9YxNIPmjE7GzoF0SE2aQWv7RMxp+9PTMJVtu7uZOHcampGipbOdr55zMC0rWmj18ggcPS7D/O9/gCuLs/nLF/9Obs9WzJpG5hx/POcd0clZs1rQltxLz5ULyfcUOGVaE01TG5n1njfz8C6Hof4CINGNFEeefyY7Vyykn7KS8NSSlTQdvIneVY8BgqF8D+tWr2LDExvpo4QEnnhoNbNWPU/XsvuD53t0Wz87J7XSQzGg3+0aLHDCnHo2TJxJ35aV2JbNDSt2ccmPv0bH3/7Azue2Yhds1l7+eyYcNJ3fnHouy06ZxZVPbeLRWxaw4LkuFlwN8854HX+8/P+x7oLPsKfgkEKjwdZ46yETueV972Xb2m6ax9fRnS/RM2ECLaedT83q59xXYphouV6aGjqQ0kXwXUTYG5Oa7r4v7xkIu4QmNFJeQifbcee06gXyY0NtWTau41BWP1OwEHGUW5WBoq7N8XN7rB63uHNHZPwnGOiB4g0VAEAcfd+/X/B5jCBAuS/DsACUa8XlKYgyjPw2AcOuqy+VyETu83Anvrjt2CevQvFo/qqoBqgUGkJUB+3UfB+BRNh5UTpuRcxsgkEcbpeyxql7erRLspw8TYph6qIHlxPBXls9l0KCxyuGeeCzs5L04livY9L1Y0Q1IqTi4fTfn4ByRSLHKuscmoZM1SDNLLmiQ9FrYHPGpD6t05I1SA/uwhrqJ9PayAEnT2XcAVPouPjt3LKpx227ZkC6HilrmTtjCofUZ1jUnwfgsKYM2+1sqK2Nk+ey4d4bQr85xRLrnlnt94bFt/yH3rPezxA2Pd5+efbp03h+6RLqWsbRv3UNCNi1ZSNbU02cMLMeq7/E3Avmsm37dg45ZhYrsrXUNaYZ2rmFxU8vpcfTKabXmDyzZDkHnHgcS++8hcGtffRPmkhNaYBn+/JBmzY9sBJr/rGhdt61fAdhDgTMbE6TaR5PvnsHCI05rzmAmRecxAXfvJobNvQCMC5l4Kx4jA8ffxYttWnW7hqgKWvSX7Tp1+pp7JiJWd+EtEruM7VLmNIia+gU7XLIisQrI6mbrl4B4f1IMVjj9PsKZ1eUsSpikuHFsHtHJGM9TxG1DyOuABD11qtOzdG0JwHwV68du8erDpoI2B9lWIRCDmJCIqo5U19WseWYdIe9hBCw9wIBVSVpwAc0snBSjTj0aTRggC/BhPWy7Qf34gXokSMABWInpT+FfJYCETBAvX6Euj/qtsXFVo7CExBHJ1aZAFEJMTyEjtRTWE7ZEDQ0iYEgY2jUmBpiYAiE5pboMU2c5kkMFN1ShLOnN9M2vo6jZ7ZyYHuWDYN5BIIMOsv2WJz46GNc/sgzYLsoeU3rBD5y2izmi+1s/dnP2LVsB0bWoOPQSbQceRjajIPZqrexcuUuGlqyzDjuNObOauXiQzspLb+FQxozLOsrcNzEerKHHMvugTyaYeKUCjRPPwStlCMzpY5C1wAAZmctVn6IjgOPZftzDwCwZU+O+iOP59yjlnPHU1uZmDHJb9/OWWePo/DGY7j/2WnoumDVjn6ebpvAoR/5EhO2LKXr3rvYuGAl6x9/mKabnuXAD5zFZ0++gA89v5stC+8HPcWyBQ8y41u/5czp3+baFV0uAyOl0Vrs4l3HTuPB9jrAXfT7izZNLZNJTSvi5AYRtQ2uklXKUWNmXaUZl8HhbsJ+7gcl7MaxEULD9JMAShlBwP1XrdLLqgMCUBnrGmISqGMp5l4q6EDM3+POrTw24pFXqf8eoh8rwufLxgMAvhcibm747amIwxslCJBUFrBq2cKIh6FafF9lpZXRhXu9EBlzjoC9ZUffJ6MXnyVXZc+Ssvp8Byq8jxAGut2DynTc+Bu9AI86w++7ocR/MeKzGgSemqCClgqg4AOR5SpDMR77pDaggA7qWjgqIyXm+XlhAY4sgxR+TgBdE1CyPTBAMT7MDNLMkrfdqjUAGUOjNqVRn3LLE2vb9yAMk6Y5k2maM5maI17LwOQj2LhmHe3zjqNr9UI6DjmZr3zwKOr/8BW29ktaSJHH5pi3H8XqwVKomQceOYsn7+0O/dYws5OeR5aGfmPnOpb1F4KvSx7YxNpTdtC/eUXwW7te5Onf/ZPr1risv9v+8DgffPtWFvzxD8Exfxwv+MakKUGy41VDBaw1z7L8vvJ1Nj5xL33vPyJ0+1sXbaf97HrWK7+tXL6brx3aESRDBDDzPcw58SSeu/120Eweu/YWrjr5UD56ww9wzv0si/fkOLSzHmvbOo44uhZTn8Si7f2ubiGgt2BT2zgRXTcRxUHv/bo5hTLpeoQQWE75vQaJH3XTDTd0rNB4cPcpDV+TUIdl7DxW52eM5zskLxMd3c/F5TssoXI/jrZLnfsh/5znGKzGcE7UHWIkjg1ReVCy3eL/hrq+VXmuo8kr8FKJ48ix6Q57id7wvwYIqECcqnjj3Y2o7HXTht3iyxLNORBFHaFctkQTZYYAQifOez4qiZlcUTAg1AbKoERQS1X11o+GpTBcuxIYBaqCP+ziQtmTqCL6UJmVuJxQUMNBYDu+0QkZoaELyJoaWnHIjUvXU2iN43BSWZzaFko5SWPa4KT92mnMGBzUXk9q1yoyrY28aV4bhb4Cx33lXOy3/g8dH/kXO5Y8gHQsjj3nJA549K/85kf30Ge5CtUbT55G67s/yT9XDfDYgt1YdjeHT2vmfSfMYG5rltrBbdC1CKtU4MSPvpaTs2nS+x1KT/Ms0vkBjrnwHGxH8poZLTSmIHv2fN7QsBynZDPx+EPQigO8/4L9uX1mMwDTxtXQ297J/l/5DLOWPU6ptxejJkPt2od475QpXDL/UJbszPH0ph5+c/cqpO0we1ozH3vbZ2jv+ip3XrsMunPc9ZkrOb75P9z0xD0c9qbFCKFR2zaZjf0WJ/3uc9R97TdYOYvG6e3ofds5fsr+NGdNuobcCgdFW2I1dmA4NlphwHuPGsIukjazYGjYjgy8SxL3fQkVqJOOywzQwdR0V4GLvHdIUMKFqBgn7hiSod9kwt/VmH3/+Dg2QFwiTZUCGLVhhW+xS6cy8V9kTapIUhhH/yc+L0LoniSX9IuTOMM72qeqoQAxDJ4kSl9Fu9RrvUyKlS9yL6Hq7ZMXX1QDtPzj8OMhOCLY4yrHrq8HhOahJKR7VMuIHYrfD3QYiGMpjEVCtxQCqtCgtehcDS4StqLUdXakIEBFu4ZhKYxIgvVSC2LCo2Fjau6CQM/R3dLEJemy12zp6ktpAzK6CMoTC7uIVt9EKpVBb+3AmnQw2wdLpAyN6fNnMH3+DC45YTpvOaCdNT9yS+7qCGoxOOnTX+D9314BRgZstyTuuQd1sDrS6cyBRwPXhX7LP/9c6Pv2vMUzq7tCvxUsh2c8yj9AScqKCharnt+Nkw0DDz3PLsEphQGhDT0FonLmgR08oTRLaDDzvCPgmZsx0cigof/yp/zix1fz2rvuDY5bsa2fvjOP58RvvYGpdzyJkXVZf+aeDcxumYwuBHtyJWpMnZIjGbIFtbWtaEIDu+TeyLEQVoGUmQH8qkIeyB9UgXDnRpAzyhfpIJRcASOWKP19GAM66rGPtiH4P3J+YjLCKNt2JPrzMPtwKHdBwv4cF9YQjeGP5hWACKgX4zgIWNFxzy/mWY9WXi5wQEo5Jt1hb3Eg7FVAwEgGStWEeZ5UJK6LUmmI3R+V84cHAyBijEcuOlyywKR2A+GQAyVLaNyi5ydJkYggblqdnFVpNiMNFVCRyOizVA0wROJzVT2Jag9UQ7CCqijKSYv8Y0wvllPXBCYOwsq7yKNhIrUs0sxi62l0UWJ8Xcqj/5lMqDMRW/pomtnJnPM1su1N1J95McsGSkyc3UnvpjYyzeM5+5gDmP1QE6al04BGCYcDPvAW3nfjWhbdfBMALTMP4zOnzmb6zqdZ8f2rye/J0X7QeDrf+la6muawek+OnrxFx548+7XWcMJZc9ALfQirCEPdZE57CzPPMNzn5ZQQtsVZbRZnnj4BJ9PA7rzD4p2D7B6qp27ymcw6pIZp1nZ2XfN3tj11NULXmP+Bc5l0wOnccf9adix5iOeBZxadzN+++GNqrj2HFBoGgnMuns8uo46px55P9/rlTJ5/KNv6C8w76BQO+dA6etdupqa9GVkYYnytieXUsCtrBJvGQNGhobYVaaQRdgmUjdnUzLBhLTQ3uSOEY/u875pGkK+iYoglLKhxVHQ/vEBDhgCFuPj9cOk+AlqsP57Kx5VR+Yo2SSo8ee7vEcU+ahREQgD8vBhxxr+6B0WBiaoefPV+EMwZtVnR/lWEAqhtH2GoQtTDEDyvVyjGzxdnX2jAPqki/px+ISV1RyrDAhNVvJOhHAQvgbLpXz+o5qO05cVSvoPnq/bxhQCDQquYp+76SHkt840TzVu/NCOoWgNgaK7ukDY0TGkhSi5VXqtpQDS2Ipsnktez5EoFWupSHDKjlda6FMdPbSbVvQHd1Gk0NXpLDu89cwbbm/ZDirWIlMukk47FzKlTGdfZyE1r9+AgSWsCu769ojuD2/eEvremdPr3DIV+S+kaG3NhxkF03A7u3l3xXAe37gaaQ79t688Tlf3G1Za/aAannnoI89qyjOPOIPWezNsc1p7hyIvfzrJ776emtRNdCHYOWcw+4rV0DuYpDebc+P9ijjrNprXGCBmeliOxDRNhZsrMVY+NotkldGEgRZnp50gQ0sOmvPdYAQaMRIZxXiWeFuOxh+HtBv+cWIkJcaiaRyekd1fG18euL9FLKDaM/z20T8fYUKra40ssiIACBgTtjB5XpX9EkpZLp7q98hKKtOWYdIe9BAfYu4CAahI14lVKf1zM+phLbkQm6HAhBlAJCPjti5MQo8G/n39rrx+hyRVpfxIY4N8/WiYxcZwmbcjV6JMRAyMu5jgCclY9HsoLmR64beMXAiECzgO6JjA0gSiV3OOFBnrKSwyUwZFuHoFaUydrajSmdTLSTdyT7uigtb4GY8J0rJapDO6xmTSpAfukU2gdX8fJ01vQnjCYW5dm5UCRwxuy7D9pPNtvHoJUPTgWdqnAjEyBRd//M7cvdT0E5zakaO+Yx3duWs66pVvI1tfxgfP257AWweANv6dv7VbqJrXTcOYbWTJUw1ObeyjZklNnj2NGymbwnmvoXr6Bmo5Wxr/hbTw0kOL6B9bRvXUnHbMm8a03HECpu5/bluwEYOAb/+CEn41HS9WAWQOayfGvO55jxGaGZrfzn1V7mJgxMGqz7Nea5fRTZvLc6ibaxtUAUEjVk517OE3ZWoRhgqajW3nq0yYlx3Tj9ATlRIDgJgIELw+Av6n4Hnkv4ZbQQEh34w5tfNIrAxTPLEnaAATevBAamjevXMeVB9ZJggSEQayvMq7ijP84o99tgyxPmDjDP/J7hVIfnFAJAETzYkC8IRIFKZIM7eE2zFivpNrfKAgQVTpivA/RS4YUpFcBCAC8gGSBe8mOvk+qiustVhRkhU7n76vR0n6haSHK/EGZsFaVD46JrfWA6xicPFFUm3/YY6XjZs9PPEA1ukWw3qpLW4Wo64CM11tcz5dIfB7DgQf+Gp4ksXlbomwqwmumD/gKiA1rCqoS2U6gl5hCYOiCrCEQxZzLJtQMtIYWZCqLU9fGQNGhZEvaalK0TG+hsyHN9MYUYv026jrHcf5RnWSaMxz4iUt4uGuIuqZyjoBpx1/IORNtLl07QCspLCQnj6uhJWuQbZlAbs82AKa+5lSEdn+ou3MObKsYUlkzzkCMPFtpo7eEgYZSzqJt3nHsWvZw8JtlS05sr+OBnS677/y5bRw6s5MTP3gpD/ztKoTQ+NuvruIb9/6Ciw/6M/9a7OoameYMqW1L+fQ5c/ldQ5pi0aa9IU1/wcaeMJe6I/qwu7YjMrUIx0IU+mlMN7ntcNy4fVtC0XbQzaz7nmzPUeAltDYMA+mhc0G+AOmFg2peAsARgkh+wkBJeZ+MY+GVn6figIrx2EdMgfi9LgHUi7XvYzzpVUv/eu2JZttPFMWGGZHdE9FRki5ekcQwweOvPq9qAEDFtV9BkY6zL1ngq0lGErMf/Nmb8EBl9nwqwQD/+uFjYpR51QhQKHa6SKbHQjgZYaJE7x8pY1gNDPDPj4IB/ifboy76YQtCQEXIgn/OMKtD5cIU45kN9SMhU2rctZXP1eqWu6qHFngvfJphUCIoqCMvkLrpVhfQU0ggpQuEEOgaNKR0RK4XdBNjwjSEpsP4afSSwpE5jpzewoGdjezfUc/UxhRWUz0nnjCZA1Z3c/B7joEDTmS/16xh57KHgDQzTziF+XoX7W94DY8uvQMbyfjGWh7cZfPU9TeDdCl5TW8+GPvxm/j1D+4GYHrNai467Xx+cfcqlt15KwAr33Qh3z9zOs/88WEe3ZMDVvGufAHntR9i3SP3AIKejcv5XlsrXxl0qMdAR9Dd63DAuFqOOfMA/rNiIQDPr+1m4MKTOeGbb6bmpzeTbkxTP6WdequPNx4ykbkT6rEdSY2pM1B0yIyfSUrXkaUSIpVFWHnq0mksW5L3MvrbjktPTJsZ9z04dmgDUNkyUoLjx/VJB+nYkTmlgbTdGFZ/gFTQUyvj3dXjhbdpaUI1VMvjJTrG4mnrdsUJsYZ1NcM22m5FWY2j/ztSBoBFRdZuH2wUlUCFn38gsY2EDZakbP7Btbx+xVX+GEm+guhzVdkFahsrsqe/XBS/MTIC9hZkf5+8QPGo+KOwvWP3/JHVyfaZB5GqBDHie7ar6pUKwuGGYkliaxep4Q0QUu4rwqOi81ZqwfXdbbfcoCCBYQXSP3oFOiiFpgA14Bv1wygQhNdMd19S2uCxAfDYV9Jrsu7pAylNYOAE5QUxTByfTZiuozhQwtQF7XVpakyNjroUqUIvslSkYfoEptdmaJg+Ae3AE+ndbTFuYj3d846jubOD91+wP3LLcwFrwEBw4geOZVnrfPL5f0C2BRybd775WCYvfp4zxtVzz+4BbCQzzz2Cif1NbH223JUaQ+OQxgyLesvefD3yzlunTEIf1xD6rXHqOI6dO4Ublj8KQqdu4izymSZOueRIFv/0YXTg0RV9vK1/NTMnd/Cg9z6aph3I2u48x3zjrTT+8VZ6N/TSOL0Dp28PR0yZR+9Rk9nZX6C9Po0tJYV0I9kJMzHrm8EquvqrVaSmRqPkSAqWOn5A6gboqTIrQPkn0MphHupYkYpDIATQy1h9OHRuDK3ebYvnPPv/7b150GXJVR/4O/e+9y21V3V1V5d671a3uiW0oNYGQiCBBEbYyMYByGPwGsPAAGNP2EEYMzMRMzHEODweM56xY2IUBkd4bIbBFmYZzGCEN7wICQQGCYERAoyEhJaWWlKru6q+d8/8kcs9efJk3vvet9VXlb+Iqu/73ruZefLevJnn/M7Jk0Gv1e1Kh2BlLFrbbdWQNgn8mifdiiaubc0LbVr5OIIT0UK4n1r+Qb2Ppa1QkgzQ97ZmB5gOmAmZDhu82kx3OCl6w4kjAiRKSaYSgzuywunxGfl5ujNCcYzykXMwCIEgyzqw2Mik/tJLIF7sGikxehvZ3LJQlUWItE4SxSmEiTFjAYWhU0pUFq6T0RYkDcyuA3dbbqLvt8A+Q33fuUV/0RH61TVgGMBbu+gu3wtebmM4ewXP3hiw3fd49PJpnFr2eODCLvrPPwW6fAX3vf6FuOd1A+78yjfjc1sX8ORDl/DRN/wxUEf45jc9H4s7z+KTv/Q72EKHx85s4cmvfBk+eu8DoN2LYGacu+f5eN/1C/ga3sN5LMEAPvMs4/4HH8KnPvVe58UH8NTntnHvw4+i3+txHksQgCfuuwK88gvx957/apc9GMAf/4on8WWv+EZ8/Jf+Nv7tJ5/Flz1xGeh6fPOrH8AH/+hb8exnr+NFj17Gp55b4f5XfzVe/Gc/ixvPPIvTDz4AuvYMHr10BaeWHZ5+bg/nd3y45KmLoAvPgW5cAy+WAA9YYMDu0imS4Wms2IX2LfstEDnyRY9RhieiGIjH+4WFO4SfJgVsD7L53sr2iCMxEDxMXdFLNSRGamxXDqxNIYz+WHXF+HdN5+9TiFaQC2587wYjVK7gvXe/l0kAWb544sdEFIBJUkxsUzhqbLw14ABARN8J4NsBrAD8JDN/l//8uwH8ef/5f8XMP31sQt4mYO8Nd4n88nUnHD1WLl/2kCUefLWlJiAekcr1UwkmPfwGiBmspI9/Fd7tQcxDLllgMOo7QCcX9GRJDVYUJpCTGcyh37lHN06hcLezFBWQnlgSDLhQh7Yq/FzYLQDqRLSk+2/ZEZY9gVbXRx2v9w6E7TO4vnLEZ98RLp9a4vSyx9mtHvTcc6DlFnbuvQ87997nIgrPPw/9U0/jJQ9cxNbW43jNI3fgjQ9fBn/gOXz1S67gvb/5FF7wvDO4+vXfiF9aDViePo8bzzwN9B0eeN7duPH9H8AvfeI6LmELDMaLHroPv/x973aRh2C88uu/AS+4Yxt//+kb2PFjZADjxvIU0G/7G0j43V96D+7+7u/Cn3nyPrz9Fz8CAuG5f/bbeOSPfQFo92cAAM889XH8+tM9HnrF41jg3wEA7tzusXr6k/gvX/sa/OIf/gZ84sNP4e4H78Tnb6yw9eQb8cS15/DUr30Q5x686q4/tcBLr5zDR05fQ08u6eKzNwZs+73/UY8A0K1uYKvrgYVzJoTHNIDGpMLhkXkdoe978MCloJT1obzuAYHcjs6rsKW1YjNYWfEnm6/0oxZOP2vrgv+pHWlORqEziYjitIIutTWMaIlMCu0oFe9mQHjfdE6CdZyRR00CAAAPm20N2C8TQET/D4AX+D8vAPg0M7+MiB4E8H4Av+G/eyczf+um7Zw4ImBuxmlrf/6kMW0gMXjDxJG0Pw5+t/j56wIjvUYqnFIofZAfSAkBLUd8sYUMkg2VtTPSe5SR+AUiY87xijJxkv48874CxfCkLNQoiSkaRq8N9Um9cqKjfiv+jn7pQwE5Kl/LjoA9BroOw/IUsNWBl9vY2zqD1ef3sLUg3HNuB2e3Fri024OuXUd38S6ce/wGaOc0cPX5eHaP8diVM/jkq+7F+d0lXn3PBWDvk7j3dY/jT33mGu568d249GVfgXvO7uCxr/g6fOK3fwv3veQJ/BevexR33/EkXnPhHXj6xoA3fOl9uHT3vfjyN2/hZ2mBa597Cm98/Ytx8dIlvPkbX4yn/69fwU5HuPqih/DMHefwiq95Pd77c3fi3N13497zu9i68yV43Z9/FR781x/APa95ALR7Gi+88xT+6Jc8iA996lk8euUM9gZgdfFenP7C12D1qY+jP38HiAec3+6w4i2c3V7EaAle7oK3zwL+HgIADXvY6rcwcJckJRoYGIjQdYtc2YTO2q8IgWGVEj3yfQOS+nJPsjI043sAAC46IcuSnXgNrPDd0K6QoRrCokPguuw7K/HfRgSANv6NCIlEBhoX+RoJUArdt4gE69SCTE5PsBS3KIg6jzLsb+OtAfsUkYjeAOAtAF7KzNeI6C7/+QsBvBXAiwA8D8A7iOgxZi6ndm84dJSO7VoHJe+YBgOzTiVwsqwnw7pl5HGD9gXunaau91ux1NxO5ciGKTGyExbWKAu4eSfMmcGQc1u/9IWBOEidQz2Rz2RPKcFMTifgfonVwDEX0bJzWwh2Fs6TQVs76O+4Cto5Bbp0Fc+tGGe2ejx+9SyuXtjBS6+ew52netDWDh54/fNxx6OfxOWXPAR+3uPYfqrD42/4KvzBBz+Mq4/dh9fcdx5nvvAhPPKO38FvPXMdf/JV9+DcF78ZL/3gJ/Cet/8gAOB33/8xPO/iC/B1V87jp//AZdt/4uw2vuglL8Di7F1YXX8WAPDom/44Lt/3MP7Nr3wiEgZPfMVDuPyiq/jHr/4a/N7P/yTOXn0ED995Bqde+mb8qS99B/7jez+ORx67BOp73HN2C2/50ofwzt86h3svncKyJ+ydvwfbL3oV7tjecSH/yyX6G5/H5VNbWPaEa3sDll2HFQO8dRrDas/pBuH+Dyss+4UjeKDGXNeDWe3558HpdjDInQOAtbaFMSRhEtqqnrnrWeIRF4Z36SjNRI7CLagmL1TyF+UKfSjMV9bcOJUIXN9bKVkpgXDppIHw+1HqDptuDdhvcmJm/sbwOxH9LwCeFl//FjO/bF8NeJw4IqAEHW4TUIoOAGAqvhbmDjhrq8GUV1FWa517GkOTtPFtGElW2LwkAzbQZTJY2UVd2+UEilNniBfPGrVIAAEWE0YpmUqcrLseg1/I49eSgOgW4MW2yyS82MF1/9IvO8LZrQVOLQk7vetcf/YCAKA/ewGr3fMYGLjrzDa+8IELOL+9xB2nFuBnljj7yAN44Muv48Jj96G78iAudUu85CVX8OGrZ/Dk8y/j0k6P/uJd+OI3P4LnPvUc7nv9C4HFFl7x0EX87pMP48a1B/DS+86DAVz9oi/Am//Tp7HcWWBx5z24uLPAV734bqwGxl3ntnHl9BZ45zLuesWL0HWdC03cOY3z2z1efPUcLp/ZxkWfuXfYOo3lnfeDtnZA27t+q0SH3cW4l74jx853PmOvNNJ7Iiw7RscUj5qyEDxT4Xt5tB8RRUKg73qAu/F5Qxu3hvcpjpmcnEuKWgmEau+9FXomx1bN6BffZ/kyRDK9OQQA4BRSkwCYNK7nkQCxWOXd0nXM2wpQ3qqgiYXw86gW9GHDhbl+ZsMsfBuAv8bM1wCAmT/mP38LgB/yn/82EX0AwKsA/Pv9NthgIzlPfGL+SNa6ArGlFdyaUV8d5/HdsNc715Zh2BeUn2AIZyhtIQpzql9PY9TExD0y+2GSrwXnS3CccD6fSrJBG4BTUQcyEewoV0GEQLwKnWCMVCCnH3QL8MqNiYWvatG76EsQgRc76M7fAdraxWr7LFYMnN1a4O4z27jr9BbuPb/jjjPeOYVLTzyAM/dcxtknnsCwex6nlnt4waN34MKdp/HkQ5dwcbvH7kNX8SWvuooX/+5n8PjXvxKr83fj8YcH/Mad92HvuWfw8je8GOgWePhL7wf+0fsBAK/9knsBAM//sjfjN37m7QCAxx6/jL2B8Q1f9Qj+wU99AFe2F7j4xP3YPb+NL/6SB/Bze1+FO66exwOXT2Hv3EU88jUvxbl7P4hTd50Hbe3g7JLwsnvOo+8IZ3YW2Fl0GLZOgS/cjcXVz7r7t3MatLqOU8sd3BgYC0+UAG47YLd1Cux1Oe6d2eGIl3FAh20yfRwTaj2D2PIinm+M4JkYo8Ws/hOYMnTtQsqjXoFe/6y1F0i3KyQkgsLk6T8zMLUmT5IMKhpgMjJ6Jml6HFGEgD8+cKNTAw6mfXKT3zcA+PKDqTHFiSICSsfvaaM7eOFlGIr8PCMEZoBVGYbN+Be3DBQ7Nb5QwYAOcOF6KRng6haedRhMoveWR5moA3X2VoHSMSYlYiW5RjF5+jn0ckISXkK7si57vunEQtn14WceOqXCDMkdMXhjNYZidySUJCIXKri1cITBYhurGwOIfC6BHjiz1TsiAABOX8Ri9yyG7dPgrdPobgD3nN3B+e0FzmwtcHarB984ha2HvwCXL96FxV33YHXmMi4MC3ztS5+Hz13bw4MXT+H8To/u4hU8/LVfgtW1a9h+6HHwchcvvJOweuW9uL434NFLpzEwcPplX4wXbi1AXYfl/Y/h7FaHL77/Iu44tYXtRYcrZ7YwLM9j+4kncdfps6BT59Cdu4RTyw7Pv3QKl08t0ZHbDnFtALozl9H3zsDmfol+uIFTSzcdBDJgxeyS91AHhER+PKDjFRadi34JHqToeZFjxnuO4O/3ioX3iF2IHxGBvZclEgJiTFkJZ4rjREcUGO+FLGePJTF2vCIcx1RBnvi7EEtn0Q/31V2niDBh/Lv7EI67WrnjB3W/xoKJTOY2gEBEGF6CRMEphO7rvX2a0S9GK1hKgahTducQHDxFbJoj4AByBT4G4HVE9L0AngPwl5n53QDuAfBOcd2H/GcNB4yMCFehwXrdyLa5yKJrRBUGrV0mIwzGTEDcXx8bCCSZ3UZ2vYKei7MTd6RMYutBPFmFwyXOELb2X49zgK8yEaDLXpkwV+TfjGVK+kFoo8sWGVWFuD4mC5T91nM7j4RJ/Bmu7zqAexc54LcSAD6asHPRA8vObTrlbgHe2gX1PVbLU+Btd0rA2e0eD13cRUeESzsLdxLBucvYffwl2AWwuPownum2cGEX+KoX3Y0VMx65eArntjp0Dz2Ox7/+Oaxu3MCF170Jz22fxxc9cg0f+to3oe8I3/yaBwA8g/vf8FL8yd/7DHYv7uD5f/TVICK86bUPYHvXORPf+MIruLFiPPFNX44/d2YJ6ggXnng+VqcW+MYn78OZnSXObi/wwIVd7J2+hEtveBPOPvIf3S04fwf4+jN4wm+PXA2M89tLXNsb0J++A/2VG6DVdedE4QG7C8KKu7j3n8hvG1xsOyIg6BH+u4XYK0JizBOpM+ZFGeJxO00c13LdMd6Zahh6CI9fI3o3KU5qy5101k0Y31ZUQPxdXFNyEMYmC8zAZJJeykP+fRdMMkDbBZr8T2RXdWvdoURS1LZFxD5Vvj8M8LCh7nBwDo7XAfgDZv5N8dlDRPRLAD4D4L9h5p/btPITRQQUofbqWF5pIE9SsVbiwQBBCMSBbUw+SebPEoTxK8Pj4zpUGeRRLqJIBqQXBOMcWXRAJoah6MhTCIDUkEjEMowrmXixatzHtlKFTH4e762aINN9gbpD6USyGtzZujEZm3U9cSQEVkPwjBPQwXvA4bPaE3i5DfASvDzlst/TgNNbHZb9EtsLdy33S/TnL4OWS+DMHcBiC9sD4cELu7i2N+DKmS0sMYD7JRbPewj9aoXFlftwvVvg0u4S95/fxY2BcX5n4Yzti3dj6/7HnLw7Z7HVE+7YXeLBC7tY9oTdRedC+M/cgcWV+4HF0ikmwwqnlx2AJdj3iZmB5Q6GvVPJ/Q05E4JxPwQPTbdQoVxuv14nDHu5IKcEWYe+I+wNnjBAuhe18wmtXOJBTpJYAkiM0OQD3ybC9gIdReIeviccQpSOPUbkeMqMf+W9jtdHQkPJh3x8aSK5fHyhN6rlVglNfkpF1vdjDgGgUXyH4wV28iSgQAJYhIyvp1TncWDYx9YAIvoWAN8iPn0bM78t/EFE7wBwt1H6e+DW2ksAXgPglQB+mIge3kyYhv0ieO1LXuWN651ssLy/vhZWP+v6GUoxyTlFhS7oxHxFskESAmE9CV/5NSPbjuURCOGsDeoAXmXzMhltJKIYRl/p+iTR2BwSJ8yt/SLOXQR2JxgN7me8Pf0C3LtcRG4Lolszt3uXq2bZhS0EA3i5jcWdjutbnbqI1cDY6t0WxGVHuHJmC7R3Dd25S9h96GGg60GX78HewLjr9BZe++hl7G71eOTiKTA9i517nod7X/swts6ews6Dj+AGAS+8ehZPveBOrIYBd5/ZBgNY3P8Yrjz5UfccLtyFjvfwwIUdvPLBiwCAi7tLXF8N2L7rASwB8N4NYPs0wANOLZ2zIcg6MMCLHfD2aWCvd32HI7G3OgL3YX0PSQD7eE/8Q/JbOYxtoeH5dFCWsoM8954Idg6p0iMNCrFxbdB3ZY6Amg4OlA3RTPdVhv0czFkrZRvrRC1MkZi1iIPS53Iunao/3tcZkQraYXBUxn8iw2rYSHfwsv8RIvo+8fFsvYGZf8z//icA/N/iu48AuJ+ZP0lETwL4USJ6ETN/Zm0hcasQAUBmhNaiA8y99xMvkRlV4DPuJ4RAEKcWhqaiBtxnGFlPlA2PzKMPimQAKxlcwTw6wDwZQZWbynVQTQQmn0Vh60IGfb90aJX6qQ0eYCR3oiyMaNSHY9nM0MpQOCxAnnFedi4D79IfR4hhcJ6BxY5bS7Z2wRT2CnbY7t2xhH1H7pjC3fPA1q4jDPotnO47XDntEgOeWXbuaKLlDhZXHwSow7B7HgPcsYb3ntvBihm7i87tvz99Cf29j4F4wLB9GgsCzm53eB62AQDbC3cywnDqgptkuw7D1hkQD9hduOceFnHAERXY2gUPg/d8OMVm2TFWIhvPQD26oLfKiJNhFSNN3LMVxmBQNonikYCLznkTVlnazhRDiBwJTfpnxvH9dZ+7Zse9haNB3aHr+szb7Txfqh+Gtz8zfqPBX1BEiz0Zocdb0ZAexL2TcsaCqTfLOvKoFL42JxJAtlEjAYq5AIy6NGGnvRsyK/NRYOOIAAB+8X5b5fs3lr4jom8D8CPsBvK7iGgAcBnAhwHcJy6913/WcAiQ4ze8vHqNkeM+9SQO6dyhjHp9CoCMEHQVhzXYra/WKQDxeMJaeKx1vdpONWkTCLI0GGQy54vcHhCPfFXlO+qTMgmIgLD+s8vb4whbTYSSiwxTZd297sRHlM6jgbwv3CfZRtYHSe6ahAG5SLZhJAFGw9XpBtQ7TbPv3D3ifgtYDuBhCSy2AK8XnF522PH6xFZPbtfH1mkMfqvBcOoiBgZ2+g73ntvGoiOc2+pAq+dA5y5judwCbe1g78yduDEAV89uA/ecx6llj8unFsCqx/KeR3Dli66j2z2N5f2P4QaAR+84ja5zR1Xee85t7+vvfgjnX/YZ8N4N9BfvxLB3DZd3d/Hiu87i8zdWuLi7xI0BWJ27gq5foLtxzRn6AE4vCSvusefD/jsCuFti2D4N8gmY0S1AwwrLvst0LWa4vf/y+Xn0NK6jYTwgjGuCuc7JNahEAujEtqWz7gHEXFPxu+S63MGRkO96TZM5t2ZGDU3ty5ewtuFlMOopHTlYWpOzKoXT0myP7eSCNf0hcx4oJ17iBxHkRHE78CGBB97w1AAGgJ8IiYEL1xT1BgAgogWArwPwpChzDUDYZviLRPRbcFGHv7C2kDhmIoCI/hKAvwHgTmb+xHqFC952gxAI0QFAHm6/LnSCvXAmKTDPKEjD6xR7JhY1K5leMcpBkwGhrlhBulhaoVFaNp1RdKPbNYMEyLLLS2LGnMzSo8sC5hxL6K7z8nhvSokA6sifLAC3UDkvAJzR3PVONp/8hgDPkvvIAWDMOdAtXAQBERZEPuM+sL3oQHt7LqRwuQvu3c+BGYsOOLXsMYDjXkReOvad2UURgAds+WRFA7ynv1s4AmJw3hjul2Dq3H49HpMhUVDSugVAQ6LoyON5xm0UgRCSY2gYI02AnARwFQDhACsfGYDBTeBSAbaImfB1IAH0EYArDuOco5cphhbCGaiR0fdRA0D+XkUxMWbxD+3q8bApZFHr6L8sUWLBQ18iAKTxH0nJQpvAPBKghGIugAkSoERk3kb4UQBvAPAviOgxAFsAPgHgxwH8IBH9TbhkgY8CeNdxCXlSsC/doYJwCsCsPa0iom8uNjkFYFNIycrefW/klJL/cSAbyh7+AcoDP+kNXC/XQXbSAAlPvGrL2nYxBfNYRhk1II3WjtDzSOQk1/dbAI2h7z05B0IPNx+HrZK83HEOhd7pCLxykXi7iw5bPWF70QHXB2CxBHbPYVhugxc7AAOnt3pcObOFU8seWz2BeYH+7AUs7roXtHMK2D0HwHn3r97YxoqdLkEAePs0+ot3gfduoDt9DsOwh+0F4dxOj23f9op5TBLcLaKnf9G5HEk3yG0vBADuesAfxxzuAfGAvuvRE8etFpEMoM7vrpARJYhrtb7/st7MeRX+XMMQjtDEtdS5KY2alYShWZWYK6LuvSamvO/ylZjam286IKV9IT5by5BWtkm1bOHeR25EkxiaBFiToLgN8EYAv87MHwofENGdAJ5i5pWPLHwUwAc3beDYiAAiug/AVwL4T+uUywzFgrE5KsRd9LBLQiBe519CHcqjtxloBG+hW3jScOaiciAYs6J33ApZYkSGlImS8CUti2OyDTIAo/GWvKgGCRCvFWQAoO69JXrBqx++qx0hliU1M54TYO+9JlUkOc7FfycX+7A4dURwB4QG49UtDn00Gt31PYk+dwuwN+bZEwF9R1iIazsi73E/BQx7MWSwJ7gQfgDb4Vb1SwzbZ1w44dapmLiPMQAgbPWdU9D6LfBy142hxRaIByz7Bba5A3slb6AetHV6vKd+X2PfOatjYB/l4Bc37hbRYx/QK2UwmPJdt8gMvsTLboEHOK/QyrP7HRY0LzxcJ6WrnaEdn6svIYlbvXYEpcSVGQkPWY95PShTXEvLkva+x9+Z3XgD8r3/JeM/VEJdHG+Df//B9RR2swkA0ZaVXHAy+VCmYCgCoGBYmWGhh4xNIwJKoclr4AcA/AARvRfAdQB/2kcHvI+IfhjArwHYA/Dt7cSAOjbVHTSJXoJU7JPEggFeaZB7/ldiDvE5ZfP5wX8YPPBT+/zHaL55XkW7L+5n73UcCKM+krne+05A3L6VwCCCgdRICiRsEuqPISkjIw90v8uJ/9Lrw/OwjlqsIV6v5NG33xHPiFvi9BzdU49FN84HnX/W3C/jPB3m0g7sEuv5fndwOisvdpzm3fXYc/HvWHYu38BWT0434MFd59d97pfAntMfelpiq3fXghcYTl3A4qoLzx92zoEAnFp2uOfcDgZmnFqGKMVd9BevOJ1kuQvAHfF3etGhp/Eer/ptYOccqB+z/C8wYHvRYSH28zPDOTuULkfktxiG+4ywBo2OKp0AMH9eBOmhl0RyXNesZ+/XH52pvrrM+Pds/kliMqLEf1apW8o2r4GRZAzr8aYJAKXBLvOVTSURNiMOhMEuZbOiGWS75QiD3IGgn51djuPPmz5HwMHsOnsr0m0BAPClAP4HIrrhW/lWZn5q0waOMyLg+wB8F4Af26RwMvgMY9NM2jcx+DX0i2gNTL3VIJAKVl2SmZuadLKzvIFsIgnrcJjoxjNPO3PyK7KFhclEJ0RaiwDQv1t9pq44IZXIl6lHFyfIJCdCGpLedy7Tb4cQVhYmvC5mme+oB3yucJmgiINBDMTxFMIFQ92xbyHBUNdHhTGe8BzGZ+/2zfFiSxALwMKH5y+7oGQReLEFrPaSSISegBWch2TF7I7oWWyPDJeQL0Q2dGIBi4abvIclZVBFliRkjn++Xh307aeEU8xHEMP+7IgPYNyrFzxO7rP1JuKBgRAxEBDm8iwkV5WV745O5hdgsvOZ4Y+cbJPKpfw7FlQEgL9n4T6kJKCUZ5TRTHQ2oTRMYRMSQB9dOhJzR08CAPvIEbBPMPN1AN9U+O57AXzv0Up0orGx7qBPAQDydQ5I5wPTqK8glg1G4QHwOjp0f10kJeX8D3gtNw/1dyfCqD38oQof2WDdl6ncBYI/2D9mTCJTzy/PXcNpFJwYJ9T1cc1NK/HPWg4jHtCR2z6XGFVdSEDYY7UaDWu3faADra65bYhhLu0X4K5HR0PMxL8M+Qm6hd+r77Ytsg/Td959pzcsQyh/76MTV4uYub8D+2vHW7lids6Qfivp+9JHjSQh/1IfQtDBOdGXM+eb1ikrz3CjSDJf/xx9sVpNEKtCnB9EhJu5RksPPCGxL2oGevhp2SBzjOa563KeoHvmyWpafqFXWqcMFEkcpYseNjbPEbD/8cHMf8b47O0A3r7vyj2OhQggorcA+DAz/4f9nAmaZPKfMmZVmLt8sdx1hrIcQv9ENMHUi1/8Wkcy6LYmkIRii6iA2C7GFyZsVzBFKbw8GyVNkiRCgQ2MlxqnJ1ih2QFTYUA6tDAzUgKrGhf0NEqACEDcky33kLv7MCoCqr9yn2GYqDESAHkYHGXXBkPcXbMYvQ8+EiEmJ6RAWsA/4M7tWRT3qPPysL8newAWYgEPE3SQb2TnXX26L0l3hZcn7HkFlOKsIzuAkQwAhLHrF/zg5QJMNlhGv4STLoJvYWoh01n5g9JSiiQovqpIt5CMGaVH49osFwx/0Tf7xAKDZEn+TgkA7d0oRS5YRvZk1mDRfomUK9al3v0pEmCUdbyB1X2Hh4CNz/U9MMulYT84CN1BKt6THrXwUxu3wbrkAVbyv8TbHxSOkmcsa7SgyyBd8+YQFDHaCWHrnLH+J+uuEeofBaB8csA4zyZVztQnsogLTdRQnxEHsR8VJ0a8Ntar+i3IDwZjJY1b+OetoxrY5caRToLQB+rI75Efj6sdIy5Es2Gu9Dlz5FrV+xMIRuXUKwHduObLEwvcPn1H/DOH/EUulH/ZEVa+Q4s+JQ1A1/02BidL31ES5TCwr5duJGu1i2gYn4bsd+hv7DsZp0btE0G3MKN05BqEfJhOtT77BJCCXBp669ym9cvI5Py7erRB6RW2YJ5CoJ2qE30w9f45U7QmYYMeZ106R585BDDzZrrDAYz7o8ChEQETGZT/Klxo35x6Yqbm++5zOZWye+vDiEqJ+0pkwCTCiyCiCays+xpmGGwolyx6uQIRFWPZB/lCBqOR8i0CjDRnQLgnSZcqRrq8d9ZLz9bErowIoDD2LYZyBtsbikkihpF7P8eEa3uxYvL73zv/LxgoRBCZ2ceEJZEMYG+wdv04KYUFWSg44R7JiIHRCPNGdrewQ52oc9sBgjLjvQQEFwXQecVz2buwvujKlqQCIe7pZ7iEiOHG9N04trKwskF4qBThEfdYWuNceP6L0Rwyiz+rvXjhYstDRiQiLUZywT3fNLLAlAsAd+E+y7Ecmp03IWvvf7on3stdqCpLDBZ/r7QdreyyMZ3kSIhjeySeNAEQcg+YcgHpuz2DBMiOCS0QAICP3hCkRaynJuMRMvvDplsDDliOhjIOQnew9Ibq9caaJ5P/xXB0/Y7TmPxPYwzFB/YVI1ogG9ZFMNys5H+B/B4wkgEjqW2fZmAlGQQEQRENaVFGW/XJl7lhX71eg8eEhBLZdgVBAoU+h5MGmDmSJnHrXJz3OZahzp1GFBBOvOn8doKoUwRiQMyV3Lmke5KkJvgtiMPeWMbrBNrhQOyiBsnreFjuuLvcuwSEHbncBDt+G+IyRAFSF/MWxTxHPLjcQZ1rIbwBMWFi8IIOKxDtuf75Zx50jo56/5ymo0dNh0Ph2rAmlRxepfqZXJLE2XO2WAOlKBPBCmNxIVd2kkG4JuiW/l6ZXdbEwVyv9wQRHzAVwTjKyuL3QrQiyg4DWUctMXlyioevOzw7DXlfg1wh+uQoMAy8ke5wQniAwyMCSpkQiejFAB4CEBj9ewG8h4hexcwfNeqJmZpf/uST5m2NzkYaj9LLz72V+/On95Ykxh6P++TlaF/nIVtbCHQ9oQ8AokffZNV5DH0PiVYsMkDWlxQ3iBS5zcI6M90KBbJQ8u7rftfuneV5Db/rSIj4HUOF+SOwKa5bQMwXob22c8DsGnJEUjo5EyHJFCtJEu3NBVIPu44aCPUsKIT0kzPcVfhder9Sb7gkPOS9SzzW8gtVp3c6iN/lg8gNx+x8eQ7RCt34/sQojcIqmHw2jHUB4nkOxrW+H17h5m4RIwlcHfaCVIJp/IexJWUoLdB6TCXkT8WLoZSRoMhoAsBVk5IAlnE9K7qH0hDCmqilXCJzowCg5QxROEdIAgAAb3x84AlZ0W8BHITuMEdvmDoFAJjY84+g4LsyMgJpP8lFfQcQIqgC2VC1bOL4HKJBLK+X64KZ/M/fh9IWhJqHX64XsaTlrS8QGtHDP2POCvpNXD+F7BLVBIOhUaRRAZL8TtqQuQhCBCG6xDFBvgzCugc1VwqjjsWcHkTMxkvX+d2Ko74RTywgCIPdzb/kIwHCWOnFQwnbFkOCQudMkqHYHI8VrkbZxDVc7N1H6nyam8nedCopD7dzcNDs3B7WWhLexdBaZjhSGpIOjLp6IvfE2MzW4SjUeiHs60TlZsf1FdbhEok31jM9WXHh2VmYPNJQ3M/SiU1Sn9T39SCPe52NFW+kO2wcgXjEOPKtAcz8qwDuCn8T0e8AeMUmmX+TycEbH8FY8x/lg6bwYpb2uJi5BuLvafkAfWShBf2VPKpM9iO+yMIQGRlIl4ndYv9kG9r4to4glAkPS2yeRWJY/dH1y4l1imW1jiaL8N7rXjG3rmLlSZDPzT9yDnXI+uBD6ioG3qBmJ72PKiYdMuSVhnLwIBA5LaXveoDTRYYIcR8gEVzkggg31PLJYIGOkC3kcxbmxMPPY+SFuc9cIPTNIkqdYuXvleini2pR96k0sLThb0UYiL4wde5++WgIps69rXMX4ujFGcy203qMsDxTLlIKUEqy6Yz6lvd/rConAFwoqSArahETRtuyi1Lk+LsaP6VoAk0IxUuQExUWQXtUzP7GxweejPX8lsZB6A5mWDEQ11VwlxnDiXGrvMoA6p7xGUZEpqzLNkqEe7GykPdmTP4nQ77dnv/OeYQHqHnYGXnSsE8gPfzBIFaEQyJKwVDfb74DuzE7sWIwBCMBkhC6ehtgejpNfH7UISYV9nmEHOE89j1sLZBkQE5cj2uItA/CrU62DFLnrH0ZEUDOc5+cWBCeZYzUc3rssid0PupgzFtEbktAN8RyITq2c+c62s8+6Jzs7lfod0K0+IwRo8FtR6HpNScOb0U0B11N+g2S+zQTVUJOkADagC6dLJY7YSi/VuspQXdQRFBaca6/ZnlLAjdIqcNz7Et5Hc5ICqHv1tZea70v9gEFw9+8UPVN6fTyWWvnwXFg0+MDT4recKzHB26KklMxYyZp3fRiiGxVkQEvsuLjRBfkmzthafZu8khARQbIbQIl1N5PGa0QJppa2Sljvgbtpdb3KalXv/hyQp0QYHKPIon7CuWpUAyxvnUy4iKRDWIhU+XTI5lG74wkrmLz4R6xSGYY5JI/4/VpRggCksnTQmmCl2NXylGC/EYariG0VG9VicSHfD6lR1l7fsZ30WnmYj3zrQa6rGXAG96Jaqhe4T4mzanFWjajT8GokQBmBECNHBEy1WQoobqoq3qsuacoK5A/gyPCplsDGk4+4jrLasqRlkbBax3D6iv1F6exiudai1Gr3zSgE4NzGP/mNPnfwG6zGhONWxZUFn0g2sNr4SAM+2QbRfS6IxIz6yR+K3qQpVEf26FIaMgtBYE0SZ55vNddJFv0iRG+4jGawFqnaCTwo+Gs9Rm51mcE8Pgztqh1Al9nL6ulbnR6KB1nNLx82ZnPsxpFYMzxkvSOOmeQYUP9djLxNoQ+UyKtlAG9jno75TDZZI0rbb9MdO+STlKteJ5jtCzX9IlPWTsT9ZciDIr207p9PgAMq023BpwMfePYiQBmfnCd68ewa3tyCIZH8HBniQQNls1XN0YFCDKgLovwlMXPEBe0WSE32sj2P1fMnvkVoWZAlQyQnvJsXSmQJ1PyWLC6pQ17nTG2aFQalSX7/aVQnrEOfU7ub7hHHfzizsL4oYz5dZ+L/exAsnDlDPHYlDRwnUc2N8ainMaexVAfQRFX8v4kyh0h5hzwikHc5uLlCfeR4PcRhhwIApYxaGE03ABTeVUKRAjD1ApB8MaEsezunSMEnPMjz2GRCizIFa+AjeRNWSZXVjIv6daKWvKbKfJIevh1SKHZhZmGf9ZUpvyl2xVi1IKpeNgyziEAsvdU349CJEP82v+0EhZmhAV1k3PsQYOHyvOtlTshC/rthHV1B2B876LhaRDN7j1LQ/1jeHXiVWboUPwpD+SUXFYYstx+AKS5CyzvbTBUKWR5x0gUh+PxoqcbhTlEVhmur8yN47q8HhxJXojSWEemwrMIz4+kcS63RYgIipgfJ0x9vtqYGT9ZU4aENJLzw7g1L1+TdLQG1DOM0QBRX0nXGJm1P7ljkQDiSAIB6dF53C387338m31dHOZq8vkEpMU8tcax21aRkA7GWJH7v8Nz7zwxFXUkQ78N93i9SIBUB7XIaKkTrpVTYAJzj8Wb2x+LPJHOTld/Wpf8K/a/pBMKwzo5Itzw2ksUo0aLzqd5/TVtBulEOGKdAXBjfCPd4YToDcdOBGyKkM1fkgFh0jP3+ExAesM3yeyvcwqEkBtzL1RSMCc0YjgbpCdCkQGyT1xOgijD/KW3F6hvXZjX57R8KRqiaFxU7lGqbEH8np75Ohr16h7p0O1C6FQgW4iAmHDSmLBq59inN4FNciPJ90fpmfST57sHMiB4qops/rjgWUZX+FlidfXE634vkAn+ennMXw2j4TtqWU7xsguG5+Gu7YQhSWA2lNLaO17oy/QZvCoCwxsPmq0vlmcAYuGfMv4DrPwMHXgMqy8RAIaMrh8UZQmwQh+LZF28oE4CjPLnYYjF8XjEaBEBty/kHFQyPIOhZpWN3kvpVRaQ3mGz9oInS+cUsKLZwn5pWaYnQWgYe/7jlrWsPfbGn29H3QvZD/m2WHmXwJ05hyfGnQFlapbB+faDYjll1OvtHePzo7ESERWQnlvvjNsYFaAjCYxTkALMYxdltIaHNMBdufHYQitPUyAPOvBosBvjMJJAUPdAEMRZGUk8E2KumSShm5fLWh5SfcbWY8TSH3/OIYHkyV1O1urlQqZ1aakCZtoACYQdUHIYzNl+UFtn56CYtyDIKH4m+YKEc6pWd4YZJEDNWalRimo9egdCSxZ400APCh02JMdREpIMTA5qIDUqx0YKXku2tw8kYcRBRlEm7xNANGahZaSsb1jAckM3by87ok/fK19WntUev6/MmdaLaxmvVkJFfa0ZRQFrIlJn0leQ5ldIs9a7Bkbjd8XpHmzyXgDwaHhpNnVkcKtijHIKwkKGNvaigthW0IiKE6ixiIj+yMk4MRaTkwEoKbdS7Lc0OGeFcMuxRpQs5PJRWYnj5O/VcNIw5kLf/HONMkrZDPncdWMkgWzbjAjI7rG8Z758yD0QjPuZs3yNAJBGv/tbMexe0UsIAIsEMUiKqETMYLCKZF2oP/SlQgLMigLw9WkypeUIaDgKyD3jlsc2EMjV8HLDeI5fY8ZQMYxbJ5s3Oi09xKoGoh9EQIh+DHOe8Azrc++joa48gsW29PUCNKfTPK6HJnEQ+mFEaAAT2w+0kaPub2rU9578EPOoJxB09F6WYJHG+wogKRNyMegtGAnxEKI1hj30/RKrwQ6rHz33/m8VERAiI2v3PRBHoZ6oD3dpDiiCuxXBm58Zd6SOGLai6KQHV3pNgwEv1w+M62BMMGk9+wlMrRemQ0zpn0C6ntXamTqqL60zEGzlI4BTHd6eZ0LOptRJaJMH0oGVnRJVW4ujzGqPfiAZS/IhvVZfU8pxoP82n9MEdL6JowCvNssR0JIFHiJkQpG5e+TXgR6g5hEYNG4fKJIBSaV5aHL8yvfDOh4PsHMG2IJXJlLDC19k4JD2ufiy6vYs8kN8N+c+mUwkkWl0ae8+YOxJV9eOf3P8KY9K0s0CI2EyOb4sOQU7r09SkJN0Wk9qeFmwblHiMS4gcCZ6q4N98cR48mNJb4kI8ofs/bVM8hqleVOSNUJyeYH7xD93pyTJSALv8eF0y8gouLznOVPODBXWKKSQ1WRy27C8/smCOigypmagCxIgIyuATPGAahNQC3CFBLD7YshvvO+hPq0cHeF6vvmpAQ23FEpHygEY5wrYkWDreMaTOmPddlSA3s9dn8dH4zbxPMsqhEEsnQvrYt3Q/Xh9oQ/agE2I4pn3NsvqH4nvcf++NRdHo74QQZH3BYgJFvU99mWKJy1w3p+xXxy3IiRlvI6XjJGCF97VM22g6vk/6FhBDzTPkI/1je+CuZWOxtw1YwO28ybfxqvG/CGhmjDZuh6pk8Z6flMEgn2CQXrU9366Xkz6Z0VOzFyHg4zdxLos1dzkGkGQzd2GmvVHQzoOa46bQ4ZLFriB7nAyeICTSQQEhLM5JRkAlFmzdVC1+YLiWzidoBa2knlagehFCGFhpcQ4zIhkwLpbFqJcNWM9KZcTAqkwldBxrewUCIPiwhWMeGnIYSxTOiYGGPdOhtDzAoeQtsf5HrfkCBQvkz6tICo0UuEpsLVyfGqvafEewJZdj+9ggJle4zjZl89ozeUtGYLCQBaEQzF6gLoY7bIuIQCMZA3gEyvNeKdXXsGPWz7UyQxZNEDB0E283syZ8R9kI6Kqgi11Xsv7n4wFbfxLQeRnBgFQ2voSi6p2Q/HYtm5DlzfGY8nz4Oq0x4SZqwOYpSwcBDbdGtByBNw6yMLqZxirB4mw578Yvi7XE2aEta8kU5L8TxPEwlDN5qgK2WA2NcNrO2ngCJKlXpFtiYQ5eF0DMiVOjAgKcpn3w1GCYZqIUQGlexyIfkpzMWRInukYtUBsD7OSDpmsHaYnuXxjLEKHrPvsdRrrWQYvtZNhlCnIk+oOJOb9XBHT43GMAh3/nmtIzsHUVsCEhys5aRQm9/sba11oSycwtOQrRt0xUtmEzp34N6yIBgXtJJsTdVDTq62xq4kGKWc1ClHPOccQDQAA3JIF3qSIHsmUDADSkPcStFd86nlZRxXKhITmoqn/1hEEsU5/pna3QGcYTqH9eARfIANKKC3u0giaSySosP2NQnjnKBCU99ky5OT1iJPL+MJJ777M7s88hnuGRVtCnrBjhpHFSVadve4XwJCNt3TSBMlRWTjrfY5BF6vQk3UpqoBEokSvdIT7FUP6QhG98EnSRfU7kFF2yPpqVJp825IQkH3Q6GmUMciXRG+kr6EJt8i6Zzkm2wv5FWTSLU7lqZAk1oSuE/q532fMPXGMGcf+1d4vGuc4SQAMPtpEHhMWUI08CNeV3k216Nb0TvOdEcpJRgCId33dRGH7QdsacHtj3A6G4p5/bajL9SSG7q+xhorGfQOIoduzrgeisZoYSl6HWQ2MRfBYJyHv0wanRkmueK+Azfoe+9CZXvRsW0RoFGkf4ldBJt1vHgC/518a9TJkfwCh6xYuGTGPbVmh/kn/M+MkjT6w9IoYTm/u5edsC0ri7AmfeV3HPKouViZ1ki7RjwL09r9YVOl4Mk9W6fx4KUE0TuW2gMQazXXVJIpOsU6ls+UnsYaXuJzraPq4unAfihGi674fpXZmPD/t2CjluEpkC9cL55BsKiFElBCaDLCu0W0FmCcLlcgW6UwsjMGjxMbHB56QAMSTSwRo8HTCPA1rUCdVVp57lsHTMMzzTJ5dlDU26j2OIDIjHPTLEwhc64VIQrrEBDE3WsHVMZjXhXulT1aYjcAw62gBgVqYfxIFocqHBVgba4nH1f+MXnnkk19k2aWBG/s/jH1ATgYgfl64L+qzxGOq+qNJgFoYf1y09Ifx93TCHy8ZjdhYRFVTXZD1M5F9ilW50MJQtSTrANsAHHVl0X+MhEApaaP2ygfFLxBDOnSzdEzfXMiEjwm7j/F5FN9RRj7GqgTAaPy7em3CSN8XS77qaRBJm9NKlSYBSnWUzmpmwDA5DhcHtX2s4WTCPKaNh3EtDh/PMdQrqI4yZaBPVzYmwdPIohuMIwGBSs4DIRPB6wvGWhAvK0RQGCKrcHGh49TmlpnGnHm8n2hLbouwysVQfyrMXWYZ5Ea9f5Yd9Ubou0jKqJ5LuA+1ey0hnRnhbzBGL7qKAJwDucU2EDSSDLAQumhGg2UN2NGbFjkd6y/oHJNRvjM8xdnYzfTIQlnDKJ21jBh9lw6D4n2rVSnGS/YeVnRr2fdSVF7WVvhS3bNJsiFpt5yYOom6LURq1sbhUXICA/NGusPBnUVxuDh5RIARsiQXl1mZ+pOy0wp4QsyLr2NYUNiTrqAnsRBBgMR7HLypjv3WRpMORw/1huZS2YQxIkiHTTJs6gXbzChKhUA44T2WspYMZT1ZpF5fd/Rc36Vkiz41Qh+hB4jJJmG/nXzUpc82Y4Gllzveh8KJBVHW9PSB9MtCyHS8BzKEzr4XtQU01EHqb2vCLxuIeRSE3B8ve9THPAzpApMvTmpcW4uCLO/b7QTZNb5Hro4+/O6/0HsNR3IjvUfa+JfHRIX7UStfCu3PvPuxY4YikHjr5ECXysZo+FsRGdH41/3gMcrDPHawFoliyGwSGZJjUorCVIRLiAI4zqVx0/POT8Zy3lCDHM3ZkXKBDDDKZM9+JgluerllNUF/EOTmeEqQgjA42ROcMVIKYZ0NRqAmnVNSY9Ntk+ZJAD5SwTppoLj1QkUpJAkcgdTYNkiQ2G8/r8Tj/SQxzeOpCSHTvk7klxEnPICGVbY9QPbfIluIB7HdIJ3f0j3/tkNm6nlMGV5h3dTZ5oN+murKSseBGOMzjdxsDdDrikEAh37qI/2kTGOlOWkMVMgAZTRK+YPTLDgtqtt2lTzVdfIAUIw6MCI6inqaIin0ODH7bjgRYtOircRhgXL/Tedg4drs+RWiIUK9gD0ej5IEAIABvJHucEICAk4WERAHufQuJxeMoWflSsqsWfzeQ2ZGn50wLlQjFnb5Uyf987UmZWVkQGn7QkmM+Hk0imdOXsqYm5r0ipEBymApylSYMLRREz0e7MrHRSM8Z7IjJ2refcmah1D/TcdMNh44JKxTZJRxn4rh/Ek/xNeib052YYxRPtkDOcki588aCSDJDsvjTAjbLqSSI4ghadQangEzV4YeE+IZuT/HcdVTSgwA08mwStEEpK7JoiXid+N9d/Kyva/fqDdBxXue3C/9DNXCrYmNKglQWXAzGbA/EqCkcAAwlY6GhsNGLanbGL6t3l+TBdik8VB/atwy5cfcBUQvclzv+ujlLhELmeG9ieFiGPaT3eM8esJMMOhJ4ZpcIZO9hXw7wUjmZMf7Ffb8S1FK7bg5E8n2AC6VCX0qRCCM/ZqzYbVu4FDQg2Kdo3NErrulbQHJeJ6Mgsj1KSlfMWE0kOkgwCj35LnzBRJAlh0rnQ6nl46oOYaqCbUuWrKZcim9MTtS26hiLbKhZEArIsT9MiPCDzN0hin7qaJD6DFU25J4M5EAtwNOFBEAjINr1r58C3NJAG+Mh7bC6LOyv0/KLH5fsfNwx/3vQ91gkPu3zHXVQ8ukje8p1CIIii+lQTZkXstYPxIjueTdZ8/cS29s0mwwPIY9T1o4Q5GUBVj07rsvPasP702APS6IAEEGlaBvi0xWGMrqCAq5RcI6IlCz51KEcQFVcnTpKQnyGquuxJA1PNly/5j0wMfvwnNLIlyEDNrTbEVFaGVAKHSEVUqoKPk6rXAYj0iPXQr7RLkQRQA7zN/J6j8bhPyycgmiGYumtKzLWXytvf9pNfk2hQ4M8MrJWiEeNOEwB5YCZ0UVlEgASayEcXhUe/9aioDbG5IMLBp3GyIo9zJxbbX+YLB6SNK7ZHDKbPNhy1QwiKPhba3fSlcw83IIgj0cPVcd9xPzWxalEAhL5eHXfUhIkNAOp0n52M+LMSoglhkb13v+w+ob5/4CQYMBSeRFAqM/8Suu7/lnXY9C0cimMRzbJAOCowGAJv4zzDDuSvO17GeRALC882HdLBHosryuU8kgjdQSLP1c36dMRtk3A+YxzqKNKbnkc1uHnLeT9mniJNUbpK6XONBiX8rOoUw2wzmT6VQk7u9MWEkMS/qPvBfZO3JEGHgz3eGIxdwYJ48IYDHw5nq71wQpg4UhjF1K0r6Fj0RZe8IGUgVBnuuaZsdXKEQ56DbkApQkFuRUvuLA1BOlWhz0iymPGNGTgNWGu4eGEmIoH1JZy46mQeH5lIx5TQKEzzy5k0U/BGM9elaMcLeZyBI8ygU76ZBtiOXhc0C20FgLL2Yy+oVoidqiN/ZtNJ7Du1gikGLVhVM20kJq4TG9Bn4RCUdAKYM6bTMoiW6BCVttCPn9GRdBI8w/U54qM7xSyLNoCHW5VqBWhWMKNepbFRQJJmWbIAFMj0L4e2pl24AEOEpsujWg4eTDjbd61NAU1iUOsmPu5HxG+R7x+Ks2UuMFo3FrHgloRDYcRD9KsKIH5x5TWDw1odQO+uy74p5/HgCmhDiRinx1C4Z/LvIeyzJJ1IW6D0S5s0iSAUlTppFnrHdSRxJ6XyheIlF1csE5Sd0KPgZ3mTJ2LSMuyFNsShvABpkk1w1g3jhdK6kgyvfMMmhLWy4AZahrvbRC9sxF9vwMh01JNlP/FHLo+xX7YumFCpsuo+us+aWoi6PWGQBHAmyiO7QcAYeIkgEav5dexP0MmvBiQyqyY3SAnIzTxBcjVRYWBSlFWCh1MryipMZkWSMcsuLG92YEgbyfk4YgV8kAUw74exkWexVSLY9PnEyKJ6M34CddeZ+SCTP1iBTlCxOuDLfT98Ga3FGvXt4jAEVmWoobfxeKgZlZVsikF4JMTmshX2Oyl1Ea+mQGK7GWTE6YnLLBEKGSXjmeEakzlV/BYZW/K+L0Avd3GkGSGf/aeF4HggSwQiSjvJpoC4bzkG7D0GH/wAQBoCM8JjwctRC8tWAQUiVlLvOgGETnYWHjiICTsZ43rAE5JrP8JrxmiLzy7gMTHn4lRzFPQFi7PHldOtEAGNtJ+qLnHtFvaw//uknsQt+tkwmKxnYFbu0XJEgg7X00RNa0X1zNLQXB6BRRAdklmqBBWAM68x6PF/mogKSyfAykbY06Um3NnwuhZmZ1SQdRvEbevgnCKFxeEquUgNoKndfGcqZ3JNGRqa5WIrmDDPvdt197tTMHUUGPlLqpmQ+jkMTcbE95xGUbxa0ESjbruWn7ROZtsPphwvDWSxtgPyhFNQRkjoOpaMsDRosIuEmhjavidSbDZ5eRSTW0UiCNTf1il0KCdPb/0Xjy1SIlA8wkc779Yv1AfAtLu9Ai0SdeYIksf8EGo3ecCP3CPLMKfZ+7bhHD/4rXZ4bakJMBYWEJiYQ6pGW8ElQLqwL1kxPc3D3OCYeh+6bEcv1UBEDFsxvqr+3DNj3FGup+hO0NLoojv1z2XbetPdlhF2mIgqFAjhnelbRgUASRRxJIgkAuClpJcQXjdhCQelPkvTUIl5JBb0UiFMMjdTHq0/eR7S0Y7vqJEwrCFgDZd6tRY7yDy0qbSUglddoertK7bxIW0ETO4WLziIATsqI3FFHNEwBMGkdFCDIrhu2LNT7WHYxHYTQwcvIgbCmIeojhBHDr9Kj0Z3vALTHVz7FC1W9l0Eo9hcxr6+/vmNl+hdqeenkCgkWCgAf0XQ8eUu8+w9+vsNbLZZKHNNRflmOMWxfE9gApnyY3mOGiOAfbSJbbHKHKWfqqORQtz/Kahk9RLaH89CbLmATKRri5XvvyMpotIB7LV5l71wm9n3NqRSgXxVt33lf33DLO17kvJdRyck3lI1vnuGlXQOg/hvVeT164RgJHI4Kl2ocJlI5NPEq9YeCWLPDEo8TEZs+VjGPqDLbc/W4PCn2EmiYDGHnYXHLevRz0sdKCglJ44UoMXWCKp44SssgTyTJPwUriN2uCAuLe/05MPAmhrD3JWeP5efeRwLEMvMJEumJO8xogv6dzOIB9MYIlEqBWRPwexJu1iFK+JUCOF/lZ1mZCbIXPFNkEMqNggHExMCN5EuIiPXVibRI6amND+plsp4RIBlD6t5A/UxrYXsytxKPy3sUmI2tvEDoyU7PVn7SiKulldlcTUhOobU3J8lKsocwdNFqOgAZtLzPZmf2tJHjx+vhHMMrLimnNMz7lgdPkQXQK+GiFyeTFBS913KK3KfkBJH2XHnRX/4wcCRi/C8mBo1FvEMRye4BM5Jfke6F8e4AV6p+TIbaCE+6xn86T+xYNamxGZu5LNyhA7wW3L6rnK8i2FFTmbcuLvXa3KvdOG4Fz1o21vNz7lGsdlPTy+kBivwAAQlxJREFU6jHNVj0zx1oxd8E6pJKhF2aXyD5FR8SaHvsJvUSSnMehO6zQIgJuKoT5uvQeaqdpCabCKjzzcd/+OrIppTyyrtTFcOSaAp58rI0iaQBpphgQRtXE3ttgXKCsRGQkgCAarPwI5r6xmX0uevdDnyqLmdy/XzNyone/yyMuNAlgncUeSIFA1mT3qMAExxsULhNF1k04WUQhZC3U2HeUL6KS6ILyCOjq9fMdxr7GBUKTPhmJRBn5xYxEyZZJ8dI+dOi63lRGuLQg6LE2NVkY9STGvTKk3feV51ph5gn5uxD+Ckpq729WZvzr5H8T77j1fB2HkMsX2grF1yUAtDgWeTRnf+hhox0f2DCJwrhMyQNhqDJDe5EDpJFqbj9gl9m+lA1/jF5K5+wSSWEZS6Xkf4mRPkEIFMe/6Dso38Of1B2UNx6PBJSJD5ndz+qe/2EVowLkEYpZLobg0FFtpZGZhXsMxDIhKiGxdRgIRHbJoJ5yyuwHxWlfrWc6iXOyvle2MABW1Nm08WV5pOUalm1NiLLZIfFShux0nol1oyr7ZARLnlxPYlOCBFDjQb5zSqZZp5MVnFi53mCfCCW3CJQi/mrOskRnmDlGSv0oYdNokIPGphEBJ0VvOFFEQAw/34/dJAa/RvRW+kaq+/ZhTRghBC5d7LVh29MM1i+wXyTaoXTrQuKFENEBaUVKKSgciWgao5LUENshygvRIOQYkj5LAiFZFEiE5cWOj6H+8nmxeibWU9STFZAa8mGfur6+hGriI01+yK+ijLnhOIXsGUrSQ3xmJqPxP6vkgjQQgXjagGU/1xLPxb333SIqTNa2Dh3WLqEJGE7q988d6UkbjMoWGin/5KIRvk/vx9j5rniPBs0YIZ30LUKpBPlVMBqK+/5rE8cGBIBVhZmwStQbMGdMV0mAY8CmEQENtxY2VSGKGfchjEdUTicI652wCIK3WiKWmTDQD+L4Tcv7bqGWLA8Y1/XQ94zQMEiQkkEa8xcg1Q3CPY62VFwjxP2KAgndqNBWKON0FZj32oq8kGRADdVluKRLCT0v60uhftMQKxFaQreckjfdWz5t7Gp7fwo1EsCSwX1grNdGHzY1Tvebr8byoGsdu3SKgW56nffbvHKm8ZxGTefjztKr4yXGGMkSR29AiOm+H6cDYdMcAbVkzzcTThQRANgvaRJSbEyulocbmqnzP7P98sZEz+qFBoSBbb104WWMLHfnDV3bm5YUjRZlTgZUoSMTxOeOsBi97WFZTd47YeSWciNIJG0MK8RwyW4R24r2hVxEpaeg1p2oVFH07FtZ6mvJ1sI0FozKgLDQO0PV6FvWVzXxWUpRkAkYCZqgtLA9wUcvgnjWsSX9vIVnOohjhsTJEHIBpi4atytlIIZaeqJx7A4rY0zAHb4w7AHdAn1Xz8jvygpiRyu/nO7hhPferNg9v2LiprGl5Fl1vn815aYWzZGw4ANvNKlbif0smXL5DALAMsyF8V/K3CwJANkHc8sBo3pPQt2m3Oa8MJIK+tgjV9dRRwRsVm6fumHDTYZo+BWQbANEatxEg1OS2MEzjsrWO+0Zx0ge6NwCsa1oEBuf18Zk9Ar7vqr9+G6N9FsWMn0pDfWPYf6h77Evq2IZ2U7seyJferzf+PF4JCCF+S1876MCZK4Aeb8iUdEt3Jqk9T5yK0SQL7kH6PIx4XUeHfGWXKKcQe5eTE8WXFgHMgNRGD2ziFe9zgOJMReQOL2UHKX1MZurVRSh1KPC36Fu7TAL5UO/4lrFa2xJEDJocsOMUhXltENwXSPV6pOcM6ykuUWH29y2ZpIacj23ToUaZU5lCY4294cad3qOEO0EnaFEOEi9n8gmQbT8sR2r7zN0kYPGakMi4KSoDUerhR0SrP3s5vgQLwUxu4VBvwzyd7Zflvid/Efk/43Gvi3rEOVwLypHWbTM+giaKItVd629rO9j+0B6vyx2T9ZRWuSyRSJRdAoZf5P7ReaDk8bYGHo+3m99XQ31o9jITWxA9i9+ZxAlRWjvh4DsaqHbY//keArsedeP483SN8l+jmPdvh4eSYDgwTH3T8q6szEhDT03jvvO3a++c/86MGhYgTyZQMMqXjsFSegwM1ZD/d+eTyQVjntZGWUGkAsrJXL3Uv0bQNhjYG9g3Aj1DRxlCP8kOrL/yTHUd2F7Dafvvvrn7tGeU2aHVZ0EoA7cLfw/Ny5cyOz4zmgSQMqW7SP0CzoVFva5C2/six8bFhJv0JEt6LzRv/2CiF5GRO8kol8mol8golf5z4mI/jci+gAR/QoRvXzfjTXMQjAEyxcMyRwV5sakTDZxj2Us0jJZJ+UcTTkxEdsxwqjlNbPCiIG4vlWRRRCGduSHY1ShK1NvP35tRbB546hT93kIhpqhS8U1CJVIK6lTiLZkn6R8Y9RhPUzZMuRmzV1C7wuylHUpaZWX5bF0tinI8WLuxZZzdknHEfO2RrhHcV0h5OuAmve1fjcFqWNP6X1T3nDdhdq9LOlqiVxAQrxsegReaaxNXV/MC1CAtGFSAXNnCJDqM7EfM6MO1kXsvqmHHHVEwGZ6w36PDySiryei9xHRQESvUN99t9cbfoOIvkp8/of8Zx8gor8yp50TFxEAwFSKrWSAxTJxIcnZ3lFpHo/GyIxTwV6OH/qXoxvzCxRD6IRhPTKUGBcv34b0LGRH/BVeBM22MdRkKORifw/mMs2lcJ9SsqUszJ/E5Gjcr1JYkXw2WRI/xR5mJzSIZd86ktD1jbNrzP3ypclbsvfy77nlFRKySe2jD19kYVMJEz7KYh7zQ50zhjnPVG8dsZTKpsLG5PXBg+LbzTLZy3I8JFEEAPuxXW3eVcdGVu5QtbvAy4qsTyHngyxMSOuR5INFHnU01hkMavd75Zl4D7/7eyaJZClQoWIfAcBdL96p+rJjnTwgx0stkSQwrfBObUua8igdBY4xWeBfB/DfM/NPEdGb/d+vB/DVAB71/14N4P/wPxuOCG4dUyH4hfBTmdk+D3dnhIR2+ui5kvddhq2HqABTxrmKr9EPNyd2dk6BEtjO6j8V6q89/K5cIVmiKiMTADKCgZ7v+Yc/SlDu+ZfJCZOs/iqKjfRkj9E7HsaAvtc6ms+8XdIw0n20+m08T9FMVt9RzJNV49FYA0p8WLwHg1GXmPOrhrJhzJpRAKIOfUxhDVY0gElcU7o9tYqC8RxgZtcX5cwq1zDq9fVWNEDtlKzEvlDQtkhoy8rdUDsGMYN6F4KNUCO5ajmtDgubJgs8gK0B7wXwdQD+T/khEb0QwFsBvAjA8wC8g4ge81//HQBvAvAhAO8moh9n5l+rNXIyiQCNwsRqQSfa02TAJkPLGdQi3IoI4SjASIYXXmRLHivcKmnPeFnN7QrJTC0UhMr9suo2rxttUvfSkgytmzdp6QzyMvmhnkikRGM76aQBjGRArF9+53+WWFP5LBJlphSBoZSGKJNh8JiwDGSF0qkL1uKXJQuyxlyYQFWFRQJAhrPKAKI4U6tcBSrqxDZmh1hvzJsB+5hCPf4DtdT5MFpDr/Pl7O5Ye/dZfS6zUVt1huSH0qCWIDlojaia9OIZ85ZBAITnKLd1TOUlKI1/Uzb1XK3tHKbyFwtU5gClMB0lF3AQ3v0NwQDO+d/PA/h9//tbAPx9doPunUR0gYiuMvNHjkPIWx2WIVi8ll24u0YwUrPtAbFcIZFfvKBcJognvW4lyLUhGrOliw3DHrIfFRJE5zuIfSj0Q5aJxIk06uO622X3WK5Dbv0OEQGeDCj0RxIuyWkIxvwqTwJI7gWpU6PEvQjG4NRcVdOfrOMAtZEZimpCIKmnIoPM9zCXPIprQfGCPNzdkqemf1hOJPNEncI9Lm0FqEU11HIaHDjWvdeF9y0YwuH3rLxBVM2Vb51Tg7TMwTGZ9UP2oQCTqKmUmRrfxwGXI2B93WG/2gYzvx8w9fO3APghZr4G4LeJ6AMAXuW/+wAzf9CX+yF/7W1ABACzyAA5McTJEjAjA+bs5Q3l5U8r4aD83pIl/K3JCY6LXLpQjF74lC3OxmkwsMOf9a6osunxOCVkxnxoJzHobWVKlg9J/KaS7xTFFZ0nuHtiJWVMPee2ESRPPpCyys+y37HmJLWOp2CiqmSMFkgAvQiWEr9IA1eWJSAZQDoMTrZfJAHi706xG5VeVz+FbPnJQxvJnGg4gmMUig7RD5iKbAiobxfJ66wd5ZfJYEQhZbCeeUK+jJ+Vkv+VohaA1Ph3fQhjH+mz0u0n7U6FX84gASZIhaPCfiICiOhbAHyL+PhtzPy2mVX8RQA/TUR/A+4F+GL/+T0Afk9c9yH/WSMCjgDmcFDslN73DiiSWWrv4iPrDHqS77YwWBiIhu0667RlzCLM1wbxb/UlrcD1vbTnP15iFA06zOw8AfECd3KCzJFQjbwIbYnICy0frHLB0RJyIpXugSZGYpvzPMMJGVCo6yBhJa0uwfLsjgVT3UETwZbxbdVR0xnX2Vo2RZoHHaZUY0aKGGREicSw5CnKXrhPEom+MIESwW7l2CmVK12X5D0Kl0xKlLdjbgkQun6NbDD1hRm6syaDjhKbJgs8RB3nHgDvFH8HvQHI9YnJCMMTRQQke+TXeGED05sYtpGRTbPbS+MxmyRiI+6LQBykZosM4RYKeEhcpjy8mpwokQHV+wHYDCmPmdZDdEItq6fsn0xWV5rYQ99XnGZ116H+mdyxfPAc+IUpRFMo1M5L1gyr3D84GrDSk4DcWI4/dRtpXbGKGYaMzeYqZdEy1o2okCgNp8Zp6Yif0nYAKbe8p72qM5PfT/BT/Q5ETpVAonQ7QXz/eFDKa/7OkZejS4xTqismAqVj+8yOyD9heNFL2x7WQTKmKlEkyhhfiSRZ1ikLVrSCDNesZu4XhIOTq5zIKal3RqSDHj/j+Du6RX3j4wMd6fQ2AEXDn4jeAeBu46vvAfAVAP5rZn47EX0DgO8H8MaNhGnYDDzAyhxvZsNnBgrH4hWNVCLIUP+k6fBTlimsdabcEPqB1TUIb/gEAgGb6C2FvtdC/ZF4+NMyVvg9dT78Xnr3/bwf2jFPWyCXB4WGvbQfkbQQ9ze5wF6LiNKowXgPPIEQt1YaRMqsff3ib1nXpt7M1Mi3n2+S6K1Uj/LsWrrDWF/uga95kIvh6L4O+dOqy0oQWOqnNmRrKOk/8XtBBtTW8k0Mz1rSu1q0RN54QWefkClLYCi2EVr3LiEq1oyEyfSVifGylt4k38VjigjYNFeQ027xR4jo+8THiQOhpjcw84+t3egGOFFEACDYzwIZMBXCml4smChhgJmMnBiI8uWw8gtIljIxcoHM860XKr3YG86GWQgyWB77sfKCUiEXRMyYqDAqIsW2ZLNQSghyVlLeY224AvPCm+NJDcYivN9jzEziRUDneSYSYzfUoTwWU2FfpWP4rAXGyswr5YauIzPskJULR+aZi4jvc6wxKnxAVPokkSdkTBNaqucJjNcSIx5ZKEie1HMvlAhF3vTGPZhCcl9Kx/hpRntq1VT917JKmePvYgGXOR3GJgvRCp74mhWdoKIOZLvm5TNJgNK+UmA6/PmgcZjHBzJz0bAnor8P4C/4P/8RgL/rf/8wgPvEpff6zxoOGebRsGSEu/sFq2SkpnPdTBj6i95SIBVzmaQ1zBuW5z0azqJMLG/kCSjmLlCwQv1NB6T31JMqE/bvj0csi9MWfD91f2ROgphDSc9jPrdCmhQ13SaRkhypk6WU/K9GBqyDKX11XdQ808U8BbK8Klrcgw0cmdFVIgESfWiCkKh63A0SYNMM/jWw6EfN/jjIxHpTuox+ljWH2lhIO0vVCQsFoibRHQpyFZ+v6lP2aI6JAAgYsK+IgJ9g5u8qX1PWGyqo6Q1r6xMnjggA1p9co2ErvZXS2Nae+KwCYWT5a2VyPxlFUHrREiNWhcKHb8wwtgIbZ0UpKBsu365gsMbFxCby+ol7LLORZ20V2Hi9f9/qm8zyKw254j3QBhrgFA6i7JnLo6HGClE3aozFqDQ3aNIiTG567JbOcA7eDu25KIV4uzI5CTBrX5/0cHuMdfSzjVB9FJM5eauwLh2pUvIqhOcXCQGs0tWitiJS8EQJRdSSz3oO0vNfI1zC+FJkR3JNUvF0hMUgYv7Hd1l3rbxdwfTOGHJEGVUUwGQUDlB8X2rGf8BRkwDAPiIC9r3bD78P4MsA/EsAXw7gN/3nPw7gO/xevlcDeLrlBzg8yCRzQGqkZmH7PJ5bXwqpL4euW4btmJSOYRvSVQhiW4a4y34khr1FNmgWPn7RpSRIpe+syyBdd62+x/6HvpMow2n0gUW4WAkAQ1t6W2eUU+ggOo+NPD45FDOnI1Wu9L00lrJhEtbsGR777DNjzM3ZEqqvr4akV/pV2xZWNL4zIng0EMOltrccOWldQaghk0OWV+3qMVJdgoy1rCqPGAMlZ2Jpy+ZaUDpU6Zp0e25uHyT3z3DAyFwWpfq1M6OWKFHOPcVoYR5/Ws4zJ5ciJY4A4dSAdXGI0v04gB8kor8JlyzwUQDvgnusjxLRQ3AEwFsB/GdTlZ04IiA+ixlkgJkRcyp0OWswD+VJ8gsIQgBIPcE6yVkmlzKYLaPQYoBrg7+UCCeEDU4lAwwKStGgN5SQsY2UDAge27jQq5B3WcNUIhG5iFYnQU3HWn2URlq3yBYOu975k3VJuhoZkF44MrFhXJkkiDUmDQY9QLPgtXA+AjK5Agmgz6LXfdSEU8bGD4LUMAi6qCSXnktUiNOF3z7uroPLOG0QQqU5ICHkcuUiayfecxrJCi1zlCc3kGshdOm8IZqk8citQAJ0UARAif0RspVIo1mJnOaSsBUUvTi3Hv5zAH+LiBYAnsOYa+CfAngzgA8A+DyAP3s84t36CNuQQti+NDgDsjVYGakSSSh+QQ8p2d26Tfez7EmT8oQ6g0xmkblOEiD17sv1s2KgmycBMGPOdgrLIJakgzwJILRlJQDUz3MKWbQll8OeTT1pat0ooGbU1OWtk61T7c0Trk4ClDCHxJ2zp1sb8LUEx9atmyIBJOYmx5Nlte6yMXdd1E3C75V2lFEfy0x1p/Actd5NBDPP0caJCS1RQqNrED0NABH9MQD/O4A7AfwkEf0yM38VM7+PiH4YLgngHoBvZ3YsLhF9B4CfBtAD+AFmft9UOyeOCJCwIgMsw9kyvNlaKCvMl4WMEACE5zGPFAjvbc3YnnrxSosDeY8GC3ZczxO1BUJ6SSa9FTygow7UuazlJc9+tvDxEOUMieH0xGcmIfFlRy++ZWAlFEz65YTRIxWJuRN9uF+ly6cWysgcq0zIye+BDEgKlg3SuWF0YeGkYW80GLMFtHzsVHISgzBIoxyeDJCGf5Aiyc4PlVsi9IkJbGTrzh5O4oUSnnvRj1FZ7IRGZrzPpVW1tIBbxv+GXv4SCOl7aJ2oMHpTVv55qvlByanlT+QV48X0GpQUrijwvDwSyd9HTAIclwrCzP8GwJPG5wzg249eotsXRE4X0N76Woh88HLrVZX9eqbn5WCoh+R/spTMWTQWGue7TF9hZGtDmJv1MYWZYZ8IOyRrnY4isCMbnIGeVeXbyUL9fZnOO0dkAsBQxj2AxThfCQIhlJN9guhTyVkio+cSOUu6VdAXYRtL+rNknpLPOyEmKmH7ggzI6lsXQjeYas8sqzFBWAdY+YNyb23q4Z4bkeh+n+ctr+U40A6RdfIbjB/YJED4veqHYiOM3kDNYWO2Y9zT/UKu6Zn+JHSaXHb7CPNaNABQGfNz70G4vDLuDwsDNtMd9qvdMPM/AfBPCt99L4DvNT7/p3AOhtk4sUTAWqynR2J4KwLBetHiwKV6FEESThM/83X6urRxro1tuWDNRTZxAjHkTYfKlQzTsIjGrqI8ePXxN4SRwS8OeGOSj3ICyUM09x5pD4AVriQNnLhIqhCn5LrK4uA/svbPaxTvaWVcJvqEVgy0x8HyMJVCqiokwCSxMwHyg6KjSA9E6FMGQt81AWZtKRgwbinoQC78UyWarBFjYySDfTJG8tznPpSskQIhoYzqeM+NPAq65TkEgIQ1zqJRriMATEWvQlaI56TlkyRA2oHxnbaiH6ZIgOOMANh8a0DDiQfb5Ga2PYC6zLCVW8mKY8FwGtQS3a6FULeh+FgyZVsWhPEow/bNvqtQf92PJLdCXHNpNOrDe64EC3v+k2hB0dbUfTaTPvu+zUmuXMOUcWHphHN0NRmFt45hcyhz5AwSwLoHJZlrdc1KqDxFAoi6poiEdb3MU1n858g/hWr+BaBoAM/BpnLVEhiWxrOWMeitpXunT6aQ7Uw9J10uFSTV+49Sj9h8a8DJ0BxOLBFgQhqNhMwYBlIyABAGKfJJUBtpo5FfHsyZwSsIASux4LhvMFSwHhngKhuNX4sMyPaVhzK+Pb3PbspolJEQgcGfm7k9lGfZ9sz+ZR+bK5Q/IaFyvTaSgTTPAeBPQkC6vz82McEIW+++6XFIrEVFCFQ8/3nddXbZLlSos2B4h8m95JWOsjNiuGXKpI9KpCvnPsvIACKAejB6X64gJiElDdg1mC60QbBKlE1QYuegZPx7BViPpdjPebWbhrcWLb4v1hYAK8IpkADdwss+w0Mifp9zMkVATZE2SQCDhD1sHGaywIZbCNqwZTsbfkBxWx+CnjEP8r2UOQXy7UrDpEyu4Q4mcWe0Wwv1D+1Y2wOySIIwL1GaNBAQoiZOGErKUtebupvZPS4nVw7rdtXJMtOjHy+XBlAkZ5SBImSYmwdlbS+n0nU3sonW9DKb0YkFIkE6AgJMPRQVEoDsLQVaj92UBEj6YcDkOg6KzFZ9W0d/rlY7U67MOFcREVZehwCL0KpFkJRg6lGl/qxrEx0wVryZ7lA7nvpmwokiAojZnvQsdhjIjO+kiFgk9Od5wylpoLcVlDJyy6z1oA7wCxxgD3or5MYiJ8zcCDHUDRkZILqQXusnABfeZ0cSjG0a/cNIBlCXs4Z5ByX5MKRKgfydRb4E0yM7bz9z3r77kWYYTi9JDFUU9tXr/kjRCouaHJPmIincKHMTYVrs8tgPsdCGNiglnDh+l4aM6q0UgSgK+2GTyZmRJBqUiTTTDNgE5jTcU28rGAKREP/2darnmybI6xGOx7Tvkb0YRaM2YZgNRbkQJjgwJ/kSLBmTv00pHKqnN6i9e1kIn0HshYq4W2QLrZbTkm9O6CVgK2wl5enmWdA3W5mP0PnQcJjg0bAt7XuPhm1Bua0aqGr+KDkkqiKK3xOZAOhIBbmvXjoXiscIGn03s/prTz16MwGgWxrySIKpPf9pn5TOxLkuYp1IVMqnZOmIWW6CwjykDXJdj9QZk3VaRFyUZJhCknDQIhwqZXR7kwZrYV3TfU3qmCBSakn5dJ1WfaXIzVr5KSM2wPSEW30qkA/JJTPJ7OwZqu/WIUumUOyTGpNmH5KKchKgFOqfFFPvjXUSRMl5MOWYmLVl9pBxEyYLPFCcKCJgNpSCv9/wvFhUTiYykiB8Jg1/KQsQQxKDITgukONEXJt/EvH9BGNmnOchIwMsZMfWievlXruqXHPaSpj/mdEOggwwvxOylbL3B49+QLjP4fqRxCizdro31kRrstGa8JBkUAFhLDBjJANCdeo5W8fO6QVdh2eVUMxaqxVai4HXxiipI5uEEtwRzPGhP5EkQDC09eNxY9+TCyLPgER834WCLAkRhsxLwOO9gK0c6ZD/EgEgUTruMemLXpwZptEdMRXJQZQs5gOomKNBygcUCADRZimRUxTtJicBgM0jAk7Kgt4wDzpEPiAxbMU8F9ZvK14uIcorSOaACS+9DL+PMgVyIiMdkQ3QpIxoM+ohJVDFyPYh/WHNjPLRdCQBkOaWCfJFMlp61nkkprWelDQj71vFKz9eXzbM5mJKH7IML7E8rteWJhxCGwq1pIcmZpAAuTD2GmCP3XStNPWoGVEA0lAuHZecVmwY4waRYOkyuh81YmS8aDoqzgqhnyQarHYq43XdcZXUGyuxtyysazfJ965qz5T0TuTbCezy6yXe3C8G7Ov4wJsetwYRQF3yUgO5cWqd666hH5p1BNxYv5iYOhGOHhdbYSQRuc+HPbdQ0JjUryZPSa5oLEItpAYkU1dNPIf0nmUDWC/aog5Z1g7Xt49tDN8BxuRI87288irt0Q99C4uJyWYW1PzalgqLgMkFFVEacWyU9zImxJD0YHBhL3bFcxHkz26rJBi6NNty1ZDjGXvR4b1Cqq8yaWaJlU681khJACvUfmCXGSDkLJBJqYCygR7JA1cokgIBtTD/OXUHGYPxP+mZER5/M+HhFLzhD4yLa3ovOcvPoI8cjNXEMZ7KUDyNoeK5yetM3xvL+3MU2DQioOHWgTa+LcM28VarNWuOYyFvQxkyGN8Fmf3e2r9fjVQQRnMV0oLlAR31ahuCWweTowch5iO2tyEETz2H5H+VqIBQlCG3IthHKcrcRXrNroX6J/qOIgOI0nmmNCfX6gCESkdG9J7yWFoG+roGjEkIGDLLa812NiA/aiH8WkZtOGpHTLIeJGXttWTOO+Z+Sdc/XQ+AdB0u6XAz7o9pnE6sYZPbQlGPwnMFbKKrRNpvAlt/GCF1mtIWYzPywCJ91iAbimTNEekMgN8asIE7YNigzHHgxBMBJWYo8XIDs2gzPemnCXLKD7SD9zAScuO80q5+maeQhZJbZEBlMtuURduUeEjapK74ShSZaXVjSvvopENEZ7Cn+HmZMe8L7Zcm2apndI3FRUcpmAqPsfhPMfklY7tWRzFbfBhnlqFXilKIH47bdKJIgx1iToy4dWZgdsaqN2KT7QRBLhoNbye/r0so0Ro6L0EgiKIc4tq5pIKsO8iXLJZGf6uoXWeGH6aeFGYA7AxeK2pBkwAj0ZO2PScppfu7TALoPh03CQC0iIAGDx5D5Bnj+5uF1evIKMMwDNcx1njPhRzRwPcRB/JtCMfuRVkKRqc0tqWhHesGED31IlorJ1CRRxKE5nmMoiidFJT1jdM9//LWMecEgCxrkeaJvlSRs2Z8RT6kog9N7dmv6m3KOApthXrnwNJF5tQxu/4JHSK9eGItENAkWTU/lSFTjQTQ9ztESs5ek2aQGrNI7QlYBEQNkyRAAVndG5IA2f2z+i/ltJ6jYXvkkRDTRMtkcsENI3n2i4GB1fRlGU6K3+FEEgGlxbgUKj93T4lmsyw22jIcAoOfHIWWJDKzw/Cr+3ak3HoxRGHPnLgPsk+hL5HFLhj0eouAZOtKbaU3cLAnkzCBmMf+2QZp6KicJPXCTITsiEYNa69S6Gsqh4jPiEa96Je6toi5rLLodz10X5EDXtMrHtFSYb6tCV9m9ddIlD1D6cqiFIgQw9LjRUIGqZDKcUedJxsG51nqCB0jiwjQoeyJLP7nADINd0kcBEPYKg/k96Jk8I+faZZ85fImJAuloTnqsVIhmGoRIXH8qy0AmgAAnFGhiQrr6KBELBU2aLVtYWoMHiUBENAiAm5jhDmsYEAHBGNYGvbrnqe91vXi/QtGc/HYPUvHKVUbDO3g3WcGmCPpEAjeEBERlzujHXkkIslrYez5R1pO7/lP7rXUKUrOBUPfK5HkY7t2eL78fcq4Jnkh7Lmu6lwR+tB+w5i1zPupL4kaKOjSydTs35vSVk09j9uZ6TGxvpX1uNq2ADMKQOqtGXuQG5dWToFExBqJscZ6qOsM12c2wETkRVbXRKPFddZ0LFC8f6HWyLuFX4bCmm7UZea7KkQDWFunSvVWibhDwMC8UUTASdE2TiQREN9JZdyGyapEBkwhY2/1HMJ2WKA0VGoGutWe+ZIqxj/5Svy02horFwYDpz/nyKZRakszstUwqMKbWzPk5d75ImkSjZw1jplRYyTZtlBa9DTmKnsVr8XcyUz2azqUSvU1fl7ej+rayA1H6SFLEkmVkguWjNvwc1hFWeIlAMK2grB9Bl0fn2fwiCXPMpQVC3BMSgVCT2N/LAJALjrypAxGmjfCjkbQIf+GQW1qjROr1wyPf6gmCKuJySF5LVICI7D6nZR3wqiYQ0Bk3TC8J6XElke9oLeIgAagPBeui5jZf8Z1gN+KRCrCyr8EMirAKh8jFYRiXepHrN6KVIhkyDiHmxERBY+7zq0QiIpsz79oz806wSEwtlXUX4L4Yp009b79GMTW3KMMlpIMuaD2vTpoFPs+Q8etGbrm51WWN2/LqqcaBbAGCWCtKaEOrQNYcpUjI5V+beiPc8PuS7onYOss8ppS/ilr/Z2NNaODtXGunR1SzrUjn2bIBKT3e92TiQ4TK2x4asCBS3I4OFFEQMnItMiA/MLU0KvB8ly7z107Pdl7aEYGf0xg1gUP6dxBbZAYOqN/jQwo1V/dVjDjpQ5tBS+9zotgEQ/ZpI5xUl8HU8lipFJFmSGKRGlyn5UMtVUULhqGhjfUfZ4bQxYLTQRk+Q6CPJUIieSzmSTAyL4XCI8QSgdkSuDAqeE4fkeJZ4n9T1lnyTAkwriXkzqTBBg7OSCSAQBoZZB5RiNEhBCF0Amm2X+byOLalm9P6EIqfzgmsRhlwRhPSrDkKoWzeVmBXAExr4ciOoSVP7UmFbcq8GokAMwHlpM6WS6Kmn44pThlz+jo8DBOPflRPIe7sbNWuWewN5swbThB4DRs3bxkDQ/8nO0B0dDWOgEzQoK9cCQv5obti35IA13uw3ftTZ84UGyHRaJBT2Skuo+x59/PM64nqN5rc99/xbidQwZY+/T1pdV6RIRUNcKg4vlcF7NIB7Ng2Su7Tttz6p9Mdqfm/1qCwVJdk+HyM0iEDDqSoFBPbEKKZhFvM8vq+1qNIInX5HbMWuT5DNnkmJfPwUo0TQSQ1N/0u1kg963IHd2WlqsWtRHqr56McsB4LS5+2+/jOVzB9lrlBjA+hmsA8NuHItgB4kQRASVkZACwvwm5spDHRDrCMLcyz0dzw1okZkUniLAbQQZYSnhCBmiWTzB8YYGew8SbfYEwkBlje+uGTaqJLCx6es98QOn4vpJBeRCengyFEDDr1AJ5YkHnc0dUFQ3RhsUcS6WgtAdv7e6wS5knj3fKrgk/CW7vqnjW2kDVY4iQEk5jvgxjvElDGTAUZJiLg5OjA4hB5Bcm6gwyyBvvhfLynQaQH5MoQ+EKhERxzhD1JtsmDCM7k80b3aWTMSxYUQ9hEc8IALmYGyTApuGOse7sgvyIy/2cmbwuPojPP/EsVu//I7gyw4c74t34NF6O84coWcNRYB2j3jRMp66feFHC+hmIVUseaQA4Es9qKz92TyIeByjachUq65LLCQDN4/1EJEGJQAgkgWsvnYfDljhNBiT6gEF0TBnHU/d+KvlferFNtEgyINRTLG8g29Y4Q961yYCJNq12NqlnltE7RQIU1pfZx/wpaB1X11WSwf1dJqY3CdXPygNr6f6JjL6MvldVMmBCt9CGuoXSc5iKIpwlXwW1ZJLWdoKjwL/Fp3buwPK5x3EGu5iRmNXjN/EM7sYO/oCvfegQxTsQnEgiwJogM2Z3yuO2RmhLNpnBEQJEHagjrAZ9Tq6xTaDCisnPtPJhZR9exzDI2kCQkXNDLelzzK2eJONjjAp8QgbIssKwn/vSSqbdzOxfMjKM55hcao0Dcp7n8SLNTCiv7UwSwDqaLYaOTngvYl+EvCUFpnR/5uXBEPUXnpPJ0iI3/oEwHvz3zEkYvhxjyf5RK8u1abxzSgDIRUgoy567RogmMBU5696QOO4QGAkBUUcxiqRm+Iv6w2dF47ryyOa+53I0mJ4UuQ3AUmz889ELrmx4ymhP2jMvyCOGjhrM/OsvpLP4bXweD+P0rDKfxHV8Fnv4aXz8ENjFhuNGzNcyZ0xyYe5aA2H9ND31zIBx7F4oB4Q1RPdh3FIQyIPqiQOhHbITDY7EgaUXuLb0PQv9CtEODGR6k4R9HGDBsy7b3wcZEK/bxMA2yADdvmzH+m7u9YncFVlrfV6bBCg4zrJoMKstto324vOfWAuStWTCCNeGoe51lKsQpWdFFJQSS5dC9UvEyNykelWss25ORKxq+aSMlp6pnwMZYyTTGQTWIQPm6q/HAWa+9ka6E+/B03gtLs0qs4cBv4LP4CncuOOQxTsQnEgioARJBtSQGOWlMF7LmIjlhTFCHfqu98x77hkNckmDuTS5lsSOiXoYMbM6MHOvuMHAA8Kgt8iAsOgRxizuSHWl7Ki7yBimbHbNqDcT9AT5rHJzJwprspXe2DmTcSksegNIMiBrRkZ+GLJZ4Y15HZwpstW9ZcGIZhG5kNQtF7B0cQkLbyAAwjF/AcHfHzLzxzEWEmgqmJ6SEIYK3/4coxsYFVz5t6GUjGTISAhFKfSiXfNIFIz+pA3NZBvGfWm2qg036fVI3yffZy6QGNoz4Y+Q5G4xyilIHilbtkWn4glKhZ0O4zwqJeD9+NzVj+P6Rx7AKfQzogLehU/j93HtVVw6OqLhRCAa0IV5v3ZePTAaAbU1NbseyIiD6K33OoFbZ1OSsRS2b4bDhvXCIA/CiQNO5C5eF7e/hT7pxR1IoxZCO6JNQnlbgbXt0EpEnLVXceTM8cab++aTSjYM8V8D0sCvbfOL7ReMeSsH0royzLvYjqp07eZGaC1aU5atRQIEGUtGqlxLatsKSsjWxAkSoOgEUWXXjiTwfZgNo2/rRuWtgzS61n6/1iEB1o1UNS+xnnclGuCo9IafxSf6K9hePY0bOI/l5PW/is/iMZzBv+ennjoC8faNE0sEFJnhGSxUMvmWJhZNCITFIWnUGywDkqPPZrWLXH5zEeXRUJGKSMnIHisbGWypuMx+bTjPTTB3ebES4ennMjVRkjJA0y+7/Lno7zFOIlkdSjmzkqYkfxduWlCEbGM6va4k/9xtDGtNeOswzhbBJb8u1Fk7ZUAeURfrYWRJsKRhPNYxnroRzqXmbjGSAwnr7Z+v9R5oxboG637VykSFQHn8xXeJ0TvYuUTiueWwyQCtn0vjP2m+QHiY2xik7CIKYAAlBECsotJubHsGLOU0O47oCMDMH30lXcD78Vl8Ac5Vr/0QnsUSBGZ+9xGJ13CYmDDwDmObioyskxGDhEAOhzUqj1qyDHT3heqHWOvl8X7jqSuFUP9Yts+iApKohYwEQCQQtF6hkyfa2x9GHWYdlIxriWpkQCHEX+omVTKg4ECwdM6pXD9FPdUwuCwH0nGgpNuayy+po/2AaNABtk41RQJY9QD5e7spCVDrj8ZcIsOSXdYR5Sy0AdRJgNraWZKvVC6LDqjaMtPh+jXH1fR7fHMF4DHzQESvfxc+/S/fhDur1z6LFX4Lz+CTuLFeMqJjxIkjAuaEeE0tMIF5ntegOAoQQLJgMwO8iut42Cqg26+9fIDKKCzIAMn2xwUYzkh2i3GaTT+bgCKJkBr0um2dJThO4J4MIMDsV+yfwcJnifCsyaUSQpYaQKkxHxZqmajQ9PiqMOc52xQ6Ilv5yrsCYNxPPmfMpR8UlNLaBDjToK1FMRSNR9No9Jmsqcu8WzLBYMjqr4/WKx296RRNwHKyEokj7vplwkgnBmop4iEoEASEiIYkWadlCGsZ5HsXb1h6SkIp1D/20f+0CJOsPf9zyhDJ3nPr6D8J7X7ysgPu/rGPZHKKPGeyypMGQjVZ9MkMwqS2F7Ro7BwifgFPn7mE5ecexRlsFxLDMhjvxqfxMVx/+GilazhMrJX8b18NpUnyXJJdmVDYMNAh3mXDQAeQeuoViRva0on8OJSjPJGfdBZYUQHJti4jKqAYcSh0mOw4WeXQyG5dxZhfyyiuGPPaGJFT5VRkgC67qX0eb3upv4oUMCNKD4scMNZFmcMpM74N+dfyoM8gAaaMw2R9UrqlTlBoyVGLBhi/KCe7TW7JRGScxGSeIANVH2Dhy6KdIGRLvhfXZPd+ggRI6iq0k11nfrF5xMFBg5n/1YN0Ch/FNdxdSRz4HjyNl+E83sEfv3aE4u0LJ4oIsEJZqi9EiRgusbGlMjSRYV8Z6VblJdlle3qCLSYTAuILlTVlGNdSLr2toLTXP06g4W/Rr1lstjK8qnvSDNSOd0oWYYyGjXWdNNCkBNbxcOE6DSscOsuLUJDPkmkyGsUsWPbcm31XhmlAeP7ueRcKRUM4fdA6uqQnjIolbI9xVjXyLQVJHWCs/Ns05hfowegTBaz03oRogjGCIPTHG/KVaJGoaIX+6j4YBJP2oluGvz7G0N2refdNwlSUkndOvZiS4JN9UItreCYS4b2YDLMsCpuOyUnvyRGCmZ/5MroDv4yn8WpcNK/5TTyDK9jGH/C13z5i8RpOOuS7qTz1AXKLgHkSAJBEEyTVh7lblgvzndhSoNe2Un6BMK8VtyJoAiGUA1DKmZA5NAoIc8u600DNqzg3F49VR2acy8jQfXopS46rteuZ4VGdX9n62yBK28NifQqTa/aUAY187U2aLBi4U4SfZViOZMJ6JEC8ZOIBl8indVDSQa3rdBvFaIXS+C5E3NZIgOSUov1givg5Bt3hd/Hsi65jeF8p4fDTuIGP4zrei8/uL5nMEePYiAAi+k4A3w53RONPMvN3zS4sWWX9lZqk1iEDMq9eqIdFyDIwelDjS8UI2wSi0Q1jQZLGHPIJLbSdHe9XuAelOrSREBdwchnVWRACU5CEQPTya+NQ902yiNoTGy9Kw+OnJu1SmJRUlGrPs2SoWWHaQNlIK4ZhCwSPjfsjDwVbZxFPSIMZC7aeoPXwT8imqagErwRmXxOSvarjGFjZJAWNJNTKeCFNTgnu9AUwkhD5aHhrIiYarvBe7B7hiMtRlnEMhaMw4wdASiYAkDkNMlJJEhlWn5J5iMxoiWxxHurPt2j8jw35n4ocs8IhCwSAky3cQ0oUo0kCShv/cz0Tx4B/jacWd2Jr73PYwxm1DIZEP588IYl+GuaBxZq6CeQ+d7nupEmBVZlhD9wtoqdenzBUCtu39u8zUuO8tL+7dJRgZtTLMqpP4ZrRSeDX6eyejORwaCfLH1Q4FrC279805g3nQs2rDwidZYKMSNQ0VnVIQkD0u7aOl7YbloiPyfwEB0BEmO0Bs+otdbUePp7qbDWPbjWiwMtYM6JrepkZIYqKg6dCAkhoMqNoZE9ERBQdawaqBn1BV4u/l+RTZbOtAca6XnrsWmdw9RSiCixU2sqe1zGoD8z8ay7h8LN4GKey79+FT+MPcO31zEcRdnZwOBYigIjeAOAtAF7KzNeI6K4Dq1sp/qWJd+rFY/V7kvRsCAvplOJukwDh71JonUkGrOGJy66PC2+a8GgdPVxGImykwFsLmWDb45FJlX5aC4pEjdwI84ZWxLTXRP5pkgDhulpItqgn3LNQfmrvYCwfxq2hEEnipJYUsPSU9D7OsXxpAeuSPqSNiIz0ujPkthZwt4hjPSrDhkouTxzQ/bCiCJKy3gOmkxQmCrtx0kFAKAOkUROxS5wnSSxB98MilUohjJPIlAy50pejHZinoxekvH3nx91Q2aup2o0i1hRk/dUBK7hzwcyrN9MVvBufxhtwOfnuvfgsHsVpfII/9dSRC9YwiX05ESZwIEdaBmPOr7M6+V+1zIx3IRjnekucjAoIJwiwUS6LBAsiUGXPv2GgWgkAk4hGaeDMDLNP+mmRAb6ftTV1lmE1ca9lHZMRBgqz9l8b8h1EssJS+6beMcMYn/OdhRoJkNRbMKCnTmwqyTbnpIISaiRAlEv0x5wnihENm80pVrGqQV+qZ2YZa9tJaTuOlTiyRAJMYZ13bL/T834xJhzeTRIOfxTXsAKDmf/VMYq3EY4rIuDbAPw1Zr4GAMz8sbVK65e6aIwJz/wcRlMsZlbILINBDPQy/Hitl1ExlUHGmWRAWlk5BCuJJFBhijpvQMJVqLZK2yCKIUT++/KRfYUJkXox2ahFsLQ9QFeBdLuDRMY+I5/Aku8nJt+MBLBYJkm+GP2YmvOmvBulrRCJGKiTpvF5l5TQGkssCYAS+8uujugVQ4fe55roM0LGfkGtBJfyvSwlaAzkXfgdokweTUAxVDeMo7BlRuc1KJWXshAMox9AOCaMBjV+NGpKixFlUzqbWXr+JSwiLMgc5R1WKcGjZCgpakWxJzwTx5EI66fwse4e7AyfxHXcgS0ALtHPB1yin90jF6hhEofpRAjves3DP8qBOLFIR0FmMDMDGEDDHrpu4dZc8UZyuKRg2JcS+SWJBi0ng0hebOkOjHGutiIdMr6u5pQQTg3TbpcGbujXhDGflfVyZ/qMKE/Csx/lMNbO5FYYZWPbE4SCJfecKIbQr2p/ayRFjWgtGdzKQTa33tlbOq3IR4MEKDpXprzobNczJVfx2N7QjJSj4sHWXvBapKjuR7Ym1+pIZK+MrYN0OE9EW1hEG5CftCJJgFr0oH4WpeFsjkd1r45Db2Dmj76CLuD9+By+AGfdZ2C8C5/CR3DtRUcu0AHguIiAxwC8joi+F8BzAP7yvjIzkz3J1/aCAfkkJJPwhUXUMjQis64TkQlZki0KfmKvGdiSjc/aIxVeV2FJg+FY3Vag2vX2QlIWKBiRxgsd+6i+t/oRf88seVFXIYFXkLXkWZm71zo7ginUH8dDpbB8jhC/FMiL0skFluKRNaXXuhlKQig3tfUjm+Rnno9tMrdEQCTdOvU5EnmJOb5jfVKXeBfF/er9AkzwCpsyxqe87/LoS5ngEPE6uxyMeuJcYBAuxUVdhPtXScPMqz5BBqjfa8qXHgm9+sDKA2DKugEBUMUxRAJIMDMT0St+Hp/6hTfjCgCX6OelOI+f5Y8/d6zCNZSwPyeCgdJefPdlKcKuN9chDgY9gNJJADKZ3+T6XJEtacswcN0ik7bBXG+zpIckOs9E+SoZAJjv/VpkADDbEEr0mom1s7YmlzyWs/frT2xr0G2Fa44CJeM4v3De1kSNtY6cLRjfNQM6bT93ZqxDAmR1GFsCNIrPyYgkqJ5wUKh3lrd8k/XYKDNnyMn3xHR4VNqrRXZklyuS7hhs/iJ+EU+fvYTlZx/DaWyhw+/gWVzAEr/Pz/3accu2CQ6NCCCidwC42/jqe3y7lwC8BsArAfwwET1sndVMRN8C4FsA4L777oufm2zZmoplaXEIxgp19Qlk/KAeGqs9upkNLAZ8Lya/qXaK8kCQAXNCojYwOEt9BMoTQm1PoNm+KisLloz5KRkOBNoTu2k1G0xstfucLByHPWlKo3AinM4sPmPxlM9cPm/38VSUD0ciQWLqXS55TmaPt+zlVqTQIUATTMC0vBaksp1FiawR/i/rKoWkHmd+AAlm/sVH6Qx+D8/iHBYnMtHPbYZZToSS3pAhOAsmyNM8S78z0E1SmgQJT2P5AFkmMQzINrKlbFlIcihD49Y/CcvwcNsGyga9dS+SamYQ0QeNbM4wdLZN1705esnc+WpKznVgbwvc/83VJMTsKtfsy+x7WYtu9XWE8Vhcr0uRoxP93G+ehKlnvd9xFQ3ngxpXG7y71hisjhk9jxVICpMUWkOu4wQzf+5LfcLhJ3EB78HT+ASuXz1uuTbFoREBzPzG0ndE9G0AfsQb/u8iogHAZQAfN+p5G4C3AcCTL395cbRMsajF/dkzlNI5L8daWONl3KSdWpnSQlIqU4qkqC1QtZCmOSFqNUwx8HMn1nXKbcwIzyi/n7IlUmCTMbPOs5i7KO33vhXLVYx36/PZysCM8nPLBhzkeFt3bpsqN0nmzdh+MtVObd6tyXaU+ACeefAzuPE7p7HAK3EBP8EfPVGJfm41HIQTQeoNL3/yScWYzifU5fXayK6SblQm4QPhn3w2YZBYbekyVvjtOsZPaZ50HlNTrHqk5ZrXThm9U86G2d75NbHuXH1Qc9smfTxOknXOvZ8jWy0kfL/1HHQd+8FBj6ujGvuzbKlDJgtDW8epP/wcnlpextYNxqfxAHbxcb720WMTZp84rq0BPwrgDQD+BRE9BmALwCemCjHR5GDf5GVoZdY3BA+r7v2UOY5yx1n2MOo5yvZulr4fx/O72d+Jm7nMQYOZf/dldB6fwg38BH/0+AW6zXFQToSk3AbK87plDpuAv5nlOsg2DrrMSSq337JzcVikyRRmOd4OQLabYV2ZQu1ezN4qo8qE760y8prDamuqnZp8B1XmqMDMe19Nd+Ff4yl8HquzxybIAYBq2a8PrVGiLQA/AOBlAK7Dhff98xnlPg7gdw9Xun3hMmYQGjc5boU+ALdGP1ofbg60PhwNHmDmO49biIabF0T0rQCex8z/nXci/CyA+61thaLMza43ACfj/ZxC68PNgdaHmwe3Qj9u9j40vWGfOBYi4FYFEf0CM7/iuOXYD26FPgC3Rj9aH24OtD40NNwc2NSJcLPjVng/Wx9uDrQ+3Dy4FfpxK/ShoY7j2hrQ0NDQ0NDQ0DAbzHwdwDcdtxwNDQ0NDQ23Ao73/KaGhoaGhoaGhoaGhoaGhoYjRSMCDhZvO24BDgC3Qh+AW6MfrQ83B1ofGhoaDhO3wvvZ+nBzoPXh5sGt0I9boQ8NFbQcAQ0NDQ0NDQ0NDQ0NDQ0NtxFaREBDQ0NDQ0NDQ0NDQ0NDw22ERgQcAojoO4no14nofUT0149bnk1BRH+JiJiILh+3LOuCiP5n/wx+hYj+CRFdOG6Z5oKI/hAR/QYRfYCI/spxy7MJiOg+IvoXRPRr/j34C8ct06Ygop6IfomI/t/jlmUTENEFIvrH/n14PxF90XHL1NDQkOJW0RuApjscF0667tD0hpsHTW+4fdCIgAMGEb0BwFsAvJSZXwTgbxyzSBuBiO4D8JUA/tNxy7IhfgbAFzDzSwD8RwDffczyzAIR9QD+DoCvBvBCAH+CiF54vFJthD0Af4mZXwjgNQC+/YT2AwD+AoD3H7cQ+8DfAvD/MfPjAF6Kk92XhoZbDreK3gA03eG4cIvoDk1vuHnQ9IbbBI0IOHh8G4C/xszXAICZP3bM8myK7wPwXQBOZBIJZv5nzLzn/3wngHuPU5418CoAH2DmD/qjsn4ITkE8UWDmjzDze/zvn4VbRO45XqnWBxHdC+BrAPzd45ZlExDReQBfCuD7AXf8GjN/+liFamho0LhV9Aag6Q7HhROvOzS94eZA0xtuLzQi4ODxGIDXEdHPE9G/IqJXHrdA64KI3gLgw8z8H45blgPCnwPwU8ctxEzcA+D3xN8fwglcCCWI6EEAXwjg549ZlE3wv8IptcMxy7EpHgLwcQB/z4cp/l0iOn3cQjU0NCQ48XoD0HSHY8YtpTs0veFY0fSG2wiL4xbgJIKI3gHgbuOr74G7p5fgwppeCeCHiehhvsmOZ5jow1+FC+27qVHrAzP/mL/me+DCzf7hUcrW4EBEZwC8HcBfZObPHLc864CI/jCAjzHzLxLR649ZnE2xAPByAN/JzD9PRH8LwF8B8N8er1gNDbcXbgW9AWi6Q8Pho+kNx46mN9xGaETABmDmN5a+I6JvA/AjfgF/FxENAC7DsWs3DUp9IKIXw7GB/4GIABcW9x4iehUzf/QIRZxE7TkAABH9GQB/GMBX3IwKVQEfBnCf+Pte/9mJAxEt4Rbzf8jMP3Lc8myA1wL4WiJ6M4AdAOeI6B8w8zcds1zr4EMAPsTMwavyj+EW9IaGhiPEraA3AE13uIlxS+gOTW+4KdD0htsIbWvAweNHAbwBAIjoMQBbAD5xnAKtA2b+VWa+i5kfZOYH4SaEl99sC/kUiOgPwYVmfS0zf/645VkD7wbwKBE9RERbAN4K4MePWaa1QU4T/H4A72fmv3nc8mwCZv5uZr7XvwdvBfDPT9hiDv/e/h4RvcB/9BUAfu0YRWpoaMjxozjBegPQdIebACded2h6w82BpjfcXmgRAQePHwDwA0T0XgDXAfzpE8Qo30r42wC2AfyM9068k5m/9XhFmgYz7xHRdwD4aQA9gB9g5vcds1ib4LUAvhnArxLRL/vP/ioz/9PjE+m2xXcC+IdeOfwggD97zPI0NDSkaHrDzYOmOxwfmt5w86DpDbcJqK01DQ0NDQ0NDQ0NDQ0NDQ23D9rWgIaGhoaGhoaGhoaGhoaG2wiNCGhoaGhoaGhoaGhoaGhouI3QiICGhoaGhoaGhoaGhoaGhtsIjQhoaGhoaGhoaGhoaGhoaLiN0IiAhoaGhoaGhoaGhoaGhobbCI0IaGhoaGhoaGhoaGhoaGi4jdCIgIaGhoaGhoaGhoaGhoaG2wiNCGhouIlARK8kol8hoh0iOk1E7yOiLzhuuRoaGhoaGhpuPjS9oaGhYVMQMx+3DA0NDQJE9D8C2AGwC+BDzPw/HbNIDQ0NDQ0NDTcpmt7Q0NCwCRoR0NBwk4GItgC8G8BzAL6YmVfHLFJDQ0NDQ0PDTYqmNzQ0NGyCtjWgoeHmwx0AzgA4C8fwNzQ0NDQ0NDSU0PSGhoaGtdEiAhoabjIQ0Y8D+CEADwG4yszfccwiNTQ0NDQ0NNykaHpDQ0PDJlgctwANDQ0jiOhPAbjBzD9IRD2Af0dEX87M//y4ZWtoaGhoaGi4udD0hoaGhk3RIgIaGhoaGhoaGhoaGhoaGm4jtBwBDQ0NDQ0NDQ0NDQ0NDQ23ERoR0NDQ0NDQ0NDQ0NDQ0NBwG6ERAQ0NDQ0NDQ0NDQ0NDQ0NtxEaEdDQ0NDQ0NDQ0NDQ0NDQcBuhEQENDQ0NDQ0NDQ0NDQ0NDbcRGhHQ0NDQ0NDQ0NDQ0NDQ0HAboREBDQ0NDQ0NDQ0NDQ0NDQ23ERoR0NDQ0NDQ0NDQ0NDQ0NBwG+H/B25TgC1FXVEmAAAAAElFTkSuQmCC\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# visualize normalization run\n",
    "fig, ((ax1, ax2), (ax3, ax4)) = plt.subplots(2, 2, tight_layout=True, figsize=(15, 10))\n",
    "\n",
    "ax1 = sim_data0.plot_field('field', 'Ex', val='real', z=0, freq=freq0, ax=ax1)\n",
    "ax2 = sim_data0.plot_field('field', 'Ey', val='real', z=0, freq=freq0, ax=ax2)\n",
    "ax1.set_title('Ex')\n",
    "ax2.set_title('Ey')\n",
    "\n",
    "ax3 = sim_data.plot_field('field', 'Ex', val='real', z=0, freq=freq0, ax=ax3)\n",
    "ax4 = sim_data.plot_field('field', 'Ey', val='real', z=0, freq=freq0, ax=ax4)\n",
    "ax3.set_title('Ex')\n",
    "ax4.set_title('Ey')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Analyze Spectrum\n",
    "\n",
    "Now let's analyze the mode amplitudes in the output waveguide.\n",
    "\n",
    "First, let's grab the data to inspect it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T21:05:12.801587Z",
     "iopub.status.busy": "2022-07-21T21:05:12.801430Z",
     "iopub.status.idle": "2022-07-21T21:05:12.807991Z",
     "shell.execute_reply": "2022-07-21T21:05:12.807674Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">\n",
       "<span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">ModeData</span><span style=\"font-weight: bold\">(</span><span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'ModeData'</span>, <span style=\"color: #808000; text-decoration-color: #808000\">data_dict</span>=<span style=\"font-weight: bold\">{</span><span style=\"color: #008000; text-decoration-color: #008000\">'amps'</span>: <span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">ModeAmpsData</span><span style=\"font-weight: bold\">(</span><span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'ModeAmpsData'</span>, <span style=\"color: #808000; text-decoration-color: #808000\">values</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">array</span><span style=\"font-weight: bold\">([[[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-1.36748595e-08-3.54299805e-07j</span>,\n",
       "          <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">6.67187296e-01-7.32922290e-01j</span><span style=\"font-weight: bold\">]</span>,\n",
       "        <span style=\"font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-3.91183705e-07+8.80675735e-08j</span>,\n",
       "          <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">5.30794930e-01-8.35484975e-01j</span><span style=\"font-weight: bold\">]</span>,\n",
       "        <span style=\"font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-7.61546932e-08-5.03426656e-07j</span>,\n",
       "          <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.88862407e-01-9.08825832e-01j</span><span style=\"font-weight: bold\">]</span>,\n",
       "        <span style=\"color: #808000; text-decoration-color: #808000\">...</span>,\n",
       "        <span style=\"font-weight: bold\">[</span> <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.31547302e-08-4.17567149e-09j</span>,\n",
       "         <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-8.79975414e-01-4.26730958e-01j</span><span style=\"font-weight: bold\">]</span>,\n",
       "        <span style=\"font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-2.83325274e-07-1.08636654e-07j</span>,\n",
       "         <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-9.25109939e-01-3.18559222e-01j</span><span style=\"font-weight: bold\">]</span>,\n",
       "        <span style=\"font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-6.25343250e-08-2.55287750e-08j</span>,\n",
       "         <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-9.56228774e-01-2.08281329e-01j</span><span style=\"font-weight: bold\">]]</span>,\n",
       "\n",
       "       <span style=\"font-weight: bold\">[[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-5.21015333e-10+6.64221637e-10j</span>,\n",
       "         <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-6.40159271e-06+8.28102695e-06j</span><span style=\"font-weight: bold\">]</span>,\n",
       "        <span style=\"font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-3.41120027e-09+5.05742228e-09j</span>,\n",
       "         <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-9.31455451e-06-1.61433922e-05j</span><span style=\"font-weight: bold\">]</span>,\n",
       "        <span style=\"font-weight: bold\">[</span> <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">2.37012830e-09-6.24865849e-09j</span>,\n",
       "          <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">2.39816467e-06-1.55517018e-05j</span><span style=\"font-weight: bold\">]</span>,\n",
       "        <span style=\"color: #808000; text-decoration-color: #808000\">...</span>,\n",
       "        <span style=\"font-weight: bold\">[</span> <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">2.19387902e-09+7.91885295e-10j</span>,\n",
       "          <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.57870538e-05-4.19278858e-05j</span><span style=\"font-weight: bold\">]</span>,\n",
       "        <span style=\"font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-7.99745318e-09-2.91163112e-09j</span>,\n",
       "          <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.09425509e-05-4.27140064e-05j</span><span style=\"font-weight: bold\">]</span>,\n",
       "        <span style=\"font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-3.55634820e-10-1.56853308e-10j</span>,\n",
       "          <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.17555646e-06-4.32657027e-05j</span><span style=\"font-weight: bold\">]]])</span>, <span style=\"color: #808000; text-decoration-color: #808000\">data_attrs</span>=<span style=\"font-weight: bold\">{</span><span style=\"color: #008000; text-decoration-color: #008000\">'units'</span>: <span style=\"color: #008000; text-decoration-color: #008000\">'sqrt(W)'</span>, <span style=\"color: #008000; text-decoration-color: #008000\">'long_name'</span>: <span style=\"color: #008000; text-decoration-color: #008000\">'mode amplitudes'</span><span style=\"font-weight: bold\">}</span>, <span style=\"color: #808000; text-decoration-color: #808000\">f</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">array</span><span style=\"font-weight: bold\">([</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">7.49481146e+14</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">7.49106593e+14</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">7.48732414e+14</span>, <span style=\"color: #808000; text-decoration-color: #808000\">...</span>,\n",
       "       <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4.99987423e+14</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4.99820705e+14</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4.99654098e+14</span><span style=\"font-weight: bold\">])</span>, <span style=\"color: #808000; text-decoration-color: #808000\">mode_index</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">array</span><span style=\"font-weight: bold\">([</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1</span><span style=\"font-weight: bold\">])</span>, <span style=\"color: #808000; text-decoration-color: #808000\">direction</span>=<span style=\"font-weight: bold\">[</span><span style=\"color: #008000; text-decoration-color: #008000\">'+'</span>, <span style=\"color: #008000; text-decoration-color: #008000\">'-'</span><span style=\"font-weight: bold\">])</span>, <span style=\"color: #008000; text-decoration-color: #008000\">'n_complex'</span>: <span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">ModeIndexData</span><span style=\"font-weight: bold\">(</span><span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'ModeIndexData'</span>, <span style=\"color: #808000; text-decoration-color: #808000\">values</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">array</span><span style=\"font-weight: bold\">([[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.3983288+0.j</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.3546187+0.j</span><span style=\"font-weight: bold\">]</span>,\n",
       "       <span style=\"font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.3982598+0.j</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.354504</span> +<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.j</span><span style=\"font-weight: bold\">]</span>,\n",
       "       <span style=\"font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.3981907+0.j</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.3543893+0.j</span><span style=\"font-weight: bold\">]</span>,\n",
       "       <span style=\"color: #808000; text-decoration-color: #808000\">...</span>,\n",
       "       <span style=\"font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.331268</span> +<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.j</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.2425503+0.j</span><span style=\"font-weight: bold\">]</span>,\n",
       "       <span style=\"font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.331204</span> +<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.j</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.2424469+0.j</span><span style=\"font-weight: bold\">]</span>,\n",
       "       <span style=\"font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.33114</span>  +<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.j</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.2423441+0.j</span><span style=\"font-weight: bold\">]]</span>, <span style=\"color: #808000; text-decoration-color: #808000\">dtype</span>=<span style=\"color: #800080; text-decoration-color: #800080\">complex64</span><span style=\"font-weight: bold\">)</span>, <span style=\"color: #808000; text-decoration-color: #808000\">data_attrs</span>=<span style=\"font-weight: bold\">{</span><span style=\"color: #008000; text-decoration-color: #008000\">'units'</span>: <span style=\"color: #008000; text-decoration-color: #008000\">''</span>, <span style=\"color: #008000; text-decoration-color: #008000\">'long_name'</span>: <span style=\"color: #008000; text-decoration-color: #008000\">'effective index'</span><span style=\"font-weight: bold\">}</span>, <span style=\"color: #808000; text-decoration-color: #808000\">f</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">array</span><span style=\"font-weight: bold\">([</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">7.49481146e+14</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">7.49106593e+14</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">7.48732414e+14</span>, <span style=\"color: #808000; text-decoration-color: #808000\">...</span>,\n",
       "       <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4.99987423e+14</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4.99820705e+14</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">4.99654098e+14</span><span style=\"font-weight: bold\">])</span>, <span style=\"color: #808000; text-decoration-color: #808000\">mode_index</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">array</span><span style=\"font-weight: bold\">([</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1</span><span style=\"font-weight: bold\">]))})</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n",
       "\u001b[1;35mModeData\u001b[0m\u001b[1m(\u001b[0m\u001b[33mtype\u001b[0m=\u001b[32m'ModeData'\u001b[0m, \u001b[33mdata_dict\u001b[0m=\u001b[1m{\u001b[0m\u001b[32m'amps'\u001b[0m: \u001b[1;35mModeAmpsData\u001b[0m\u001b[1m(\u001b[0m\u001b[33mtype\u001b[0m=\u001b[32m'ModeAmpsData'\u001b[0m, \u001b[33mvalues\u001b[0m=\u001b[1;35marray\u001b[0m\u001b[1m(\u001b[0m\u001b[1m[\u001b[0m\u001b[1m[\u001b[0m\u001b[1m[\u001b[0m\u001b[1;36m-1.36748595e-08-3.54299805e-07j\u001b[0m,\n",
       "          \u001b[1;36m6.67187296e-01-7.32922290e-01j\u001b[0m\u001b[1m]\u001b[0m,\n",
       "        \u001b[1m[\u001b[0m\u001b[1;36m-3.91183705e-07+8.80675735e-08j\u001b[0m,\n",
       "          \u001b[1;36m5.30794930e-01-8.35484975e-01j\u001b[0m\u001b[1m]\u001b[0m,\n",
       "        \u001b[1m[\u001b[0m\u001b[1;36m-7.61546932e-08-5.03426656e-07j\u001b[0m,\n",
       "          \u001b[1;36m3.88862407e-01-9.08825832e-01j\u001b[0m\u001b[1m]\u001b[0m,\n",
       "        \u001b[33m...\u001b[0m,\n",
       "        \u001b[1m[\u001b[0m \u001b[1;36m1.31547302e-08-4.17567149e-09j\u001b[0m,\n",
       "         \u001b[1;36m-8.79975414e-01-4.26730958e-01j\u001b[0m\u001b[1m]\u001b[0m,\n",
       "        \u001b[1m[\u001b[0m\u001b[1;36m-2.83325274e-07-1.08636654e-07j\u001b[0m,\n",
       "         \u001b[1;36m-9.25109939e-01-3.18559222e-01j\u001b[0m\u001b[1m]\u001b[0m,\n",
       "        \u001b[1m[\u001b[0m\u001b[1;36m-6.25343250e-08-2.55287750e-08j\u001b[0m,\n",
       "         \u001b[1;36m-9.56228774e-01-2.08281329e-01j\u001b[0m\u001b[1m]\u001b[0m\u001b[1m]\u001b[0m,\n",
       "\n",
       "       \u001b[1m[\u001b[0m\u001b[1m[\u001b[0m\u001b[1;36m-5.21015333e-10+6.64221637e-10j\u001b[0m,\n",
       "         \u001b[1;36m-6.40159271e-06+8.28102695e-06j\u001b[0m\u001b[1m]\u001b[0m,\n",
       "        \u001b[1m[\u001b[0m\u001b[1;36m-3.41120027e-09+5.05742228e-09j\u001b[0m,\n",
       "         \u001b[1;36m-9.31455451e-06-1.61433922e-05j\u001b[0m\u001b[1m]\u001b[0m,\n",
       "        \u001b[1m[\u001b[0m \u001b[1;36m2.37012830e-09-6.24865849e-09j\u001b[0m,\n",
       "          \u001b[1;36m2.39816467e-06-1.55517018e-05j\u001b[0m\u001b[1m]\u001b[0m,\n",
       "        \u001b[33m...\u001b[0m,\n",
       "        \u001b[1m[\u001b[0m \u001b[1;36m2.19387902e-09+7.91885295e-10j\u001b[0m,\n",
       "          \u001b[1;36m1.57870538e-05-4.19278858e-05j\u001b[0m\u001b[1m]\u001b[0m,\n",
       "        \u001b[1m[\u001b[0m\u001b[1;36m-7.99745318e-09-2.91163112e-09j\u001b[0m,\n",
       "          \u001b[1;36m1.09425509e-05-4.27140064e-05j\u001b[0m\u001b[1m]\u001b[0m,\n",
       "        \u001b[1m[\u001b[0m\u001b[1;36m-3.55634820e-10-1.56853308e-10j\u001b[0m,\n",
       "          \u001b[1;36m1.17555646e-06-4.32657027e-05j\u001b[0m\u001b[1m]\u001b[0m\u001b[1m]\u001b[0m\u001b[1m]\u001b[0m\u001b[1m)\u001b[0m, \u001b[33mdata_attrs\u001b[0m=\u001b[1m{\u001b[0m\u001b[32m'units'\u001b[0m: \u001b[32m'sqrt\u001b[0m\u001b[32m(\u001b[0m\u001b[32mW\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m, \u001b[32m'long_name'\u001b[0m: \u001b[32m'mode amplitudes'\u001b[0m\u001b[1m}\u001b[0m, \u001b[33mf\u001b[0m=\u001b[1;35marray\u001b[0m\u001b[1m(\u001b[0m\u001b[1m[\u001b[0m\u001b[1;36m7.49481146e+14\u001b[0m, \u001b[1;36m7.49106593e+14\u001b[0m, \u001b[1;36m7.48732414e+14\u001b[0m, \u001b[33m...\u001b[0m,\n",
       "       \u001b[1;36m4.99987423e+14\u001b[0m, \u001b[1;36m4.99820705e+14\u001b[0m, \u001b[1;36m4.99654098e+14\u001b[0m\u001b[1m]\u001b[0m\u001b[1m)\u001b[0m, \u001b[33mmode_index\u001b[0m=\u001b[1;35marray\u001b[0m\u001b[1m(\u001b[0m\u001b[1m[\u001b[0m\u001b[1;36m0\u001b[0m, \u001b[1;36m1\u001b[0m\u001b[1m]\u001b[0m\u001b[1m)\u001b[0m, \u001b[33mdirection\u001b[0m=\u001b[1m[\u001b[0m\u001b[32m'+'\u001b[0m, \u001b[32m'-'\u001b[0m\u001b[1m]\u001b[0m\u001b[1m)\u001b[0m, \u001b[32m'n_complex'\u001b[0m: \u001b[1;35mModeIndexData\u001b[0m\u001b[1m(\u001b[0m\u001b[33mtype\u001b[0m=\u001b[32m'ModeIndexData'\u001b[0m, \u001b[33mvalues\u001b[0m=\u001b[1;35marray\u001b[0m\u001b[1m(\u001b[0m\u001b[1m[\u001b[0m\u001b[1m[\u001b[0m\u001b[1;36m1.3983288+0.j\u001b[0m, \u001b[1;36m1.3546187+0.j\u001b[0m\u001b[1m]\u001b[0m,\n",
       "       \u001b[1m[\u001b[0m\u001b[1;36m1.3982598+0.j\u001b[0m, \u001b[1;36m1.354504\u001b[0m +\u001b[1;36m0.j\u001b[0m\u001b[1m]\u001b[0m,\n",
       "       \u001b[1m[\u001b[0m\u001b[1;36m1.3981907+0.j\u001b[0m, \u001b[1;36m1.3543893+0.j\u001b[0m\u001b[1m]\u001b[0m,\n",
       "       \u001b[33m...\u001b[0m,\n",
       "       \u001b[1m[\u001b[0m\u001b[1;36m1.331268\u001b[0m +\u001b[1;36m0.j\u001b[0m, \u001b[1;36m1.2425503+0.j\u001b[0m\u001b[1m]\u001b[0m,\n",
       "       \u001b[1m[\u001b[0m\u001b[1;36m1.331204\u001b[0m +\u001b[1;36m0.j\u001b[0m, \u001b[1;36m1.2424469+0.j\u001b[0m\u001b[1m]\u001b[0m,\n",
       "       \u001b[1m[\u001b[0m\u001b[1;36m1.33114\u001b[0m  +\u001b[1;36m0.j\u001b[0m, \u001b[1;36m1.2423441+0.j\u001b[0m\u001b[1m]\u001b[0m\u001b[1m]\u001b[0m, \u001b[33mdtype\u001b[0m=\u001b[35mcomplex64\u001b[0m\u001b[1m)\u001b[0m, \u001b[33mdata_attrs\u001b[0m=\u001b[1m{\u001b[0m\u001b[32m'units'\u001b[0m: \u001b[32m''\u001b[0m, \u001b[32m'long_name'\u001b[0m: \u001b[32m'effective index'\u001b[0m\u001b[1m}\u001b[0m, \u001b[33mf\u001b[0m=\u001b[1;35marray\u001b[0m\u001b[1m(\u001b[0m\u001b[1m[\u001b[0m\u001b[1;36m7.49481146e+14\u001b[0m, \u001b[1;36m7.49106593e+14\u001b[0m, \u001b[1;36m7.48732414e+14\u001b[0m, \u001b[33m...\u001b[0m,\n",
       "       \u001b[1;36m4.99987423e+14\u001b[0m, \u001b[1;36m4.99820705e+14\u001b[0m, \u001b[1;36m4.99654098e+14\u001b[0m\u001b[1m]\u001b[0m\u001b[1m)\u001b[0m, \u001b[33mmode_index\u001b[0m=\u001b[1;35marray\u001b[0m\u001b[1m(\u001b[0m\u001b[1m[\u001b[0m\u001b[1;36m0\u001b[0m, \u001b[1;36m1\u001b[0m\u001b[1m]\u001b[0m\u001b[1m)\u001b[0m\u001b[1m)\u001b[0m\u001b[1m}\u001b[0m\u001b[1m)\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data['mode']"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "As we see, the mode amplitude data is complex-valued with three 3 dimensions:\n",
    "\n",
    "- index into the mode order returned by solver (remember, we wanted mode_index=1 for fundamental TE).\n",
    "\n",
    "- direction of the propagation (for decomposition).\n",
    "\n",
    "- frequency.\n",
    "\n",
    "Let's select into the first two dimensions to get mode amplitudes as a function of frequency and divide the results with a ring by the normalization."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T21:05:12.809662Z",
     "iopub.status.busy": "2022-07-21T21:05:12.809502Z",
     "iopub.status.idle": "2022-07-21T21:05:12.813482Z",
     "shell.execute_reply": "2022-07-21T21:05:12.813243Z"
    }
   },
   "outputs": [],
   "source": [
    "mode_data = sim_data['mode'].amps.sel(mode_index=1, direction='+')\n",
    "mode_data0 = sim_data0['mode'].amps.sel(mode_index=1, direction='+')\n",
    "transmission_amps = mode_data / mode_data0"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now let's plot the data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-21T21:05:12.815104Z",
     "iopub.status.busy": "2022-07-21T21:05:12.814973Z",
     "iopub.status.idle": "2022-07-21T21:05:12.887106Z",
     "shell.execute_reply": "2022-07-21T21:05:12.886727Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
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       "</pre>\n"
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       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 72\u001b[0m\u001b[1;36m0x360\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m1\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m\n"
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    {
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   ],
   "source": [
    "f, ax = plt.subplots(figsize=(10, 5))\n",
    "abs(transmission_amps.real).plot.line(x='f', ax=ax, label='|real|')\n",
    "# abs(transmission_amps.imag).plot.line(x='f', ax=ax, label='|imag|')\n",
    "abs(transmission_amps).plot.line(x='f', ax=ax, label='absolute value')\n",
    "ax.legend()\n",
    "ax.set_title('transmission amplitudes into fundamental TE (forward)')\n",
    "ax.set_ylim(0, 1)\n",
    "ax.set_xlim(freqs_measure[0], freqs_measure[-1])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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          "text/html": "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">% done (field decay = 9.61e-06) <span style=\"color: #f92672; text-decoration-color: #f92672\">━━━━━━━━━━━━━━━━━━━━━━━━━━━━╸</span><span style=\"color: #3a3a3a; text-decoration-color: #3a3a3a\">━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\"> 72%</span> <span style=\"color: #008080; text-decoration-color: #008080\">0:00:14</span>\n</pre>\n",
          "text/plain": "% done (field decay = 9.61e-06) \u001b[38;2;249;38;114m━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[38;2;249;38;114m╸\u001b[0m\u001b[38;5;237m━━━━━━━━━━━\u001b[0m \u001b[35m 72%\u001b[0m \u001b[36m0:00:14\u001b[0m\n"
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          "text/plain": "\u001b[32m🚶 \u001b[0m \u001b[1;32mStarting 'with_ring'...\u001b[0m\n"
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