{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "a2d55732-599d-449a-9d20-5df20c5520fd",
   "metadata": {},
   "source": [
    "# Multilevel blazed diffraction grating\n",
    "\n",
    "In this example, we compute the grating efficiency of a multilevel diffraction grating whose design is inspired by `M. Oliva, T. Harzendorf, D. Michaelis, U. D. Zeitner, and A. Tünnermann, \"Multilevel blazed gratings in resonance domain: an alternative to the classical fabrication approach,\" Opt. Express 19, 14735-14745 (2011)`, DOI: [10.1364/OE.19.014735](https://doi.org/10.1364/OE.19.014735).\n",
    "\n",
    "Tidy3D uses a near field to far field transformation specialized to periodic structures to compute the grating efficiency and its accuracy is verified through a comparison with the semi-analytical rigorous coupled wave analysis (RCWA) approach using the open-source library [grcwa](https://grcwa.readthedocs.io/en/latest/index.html).\n",
    "\n",
    "Grating structures are ubiquitous in optics and photonics. In another [case study](https://www.flexcompute.com/tidy3d/examples/notebooks/BiosensorGrating/), we investigated the possibility of using a grating structure as a biosensor.\n",
    "\n",
    "If you are new to the finite-difference time-domain (FDTD) method, we highly recommend going through our [FDTD101](https://www.flexcompute.com/fdtd101/) tutorials. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "4963c7fb-8d1d-4b15-8794-65a5798d7c5d",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# basic python imports\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "# Tidy3D import\n",
    "import tidy3d as td\n",
    "from tidy3d import web"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7d4f0faa",
   "metadata": {},
   "source": [
    "## Normal incidence\n",
    "\n",
    "We will first analyze the grating under normal incidence, as also studied in the paper. In this case, we can use periodic boundary conditions in both tangential directions."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d12b5401-7572-40ac-ab0a-d563a572381a",
   "metadata": {},
   "source": [
    "### Geometry setup\n",
    "First, the structure and simulation geometry are defined. The structure includes a dielectric substrate with two dielectric patterned layers."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "995e5434-94a2-497a-ab6a-91392c0348b9",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Grating parameters (all lengths in um)\n",
    "index = 1.46847\n",
    "period = 1.866\n",
    "width_layer1 = 0.519\n",
    "width_layer2 = 1.202\n",
    "height_layer1 = 0.333\n",
    "height_layer2 = 0.281\n",
    "\n",
    "# free space central wavelength\n",
    "wavelength = 0.416\n",
    "\n",
    "# Simulation domain geometry\n",
    "space_above = wavelength * 3\n",
    "height_substrate = wavelength * 3\n",
    "space_below = wavelength * 3\n",
    "\n",
    "# Define a buffer to make sure objects extend past the simulation boundary\n",
    "buffer = 0.1\n",
    "\n",
    "# Simulation domain along x and z\n",
    "length_x = period\n",
    "length_z = space_below + height_substrate + height_layer1 + height_layer2 + space_above\n",
    "\n",
    "# Define the medium\n",
    "grating_medium = td.Medium(permittivity=index**2)\n",
    "\n",
    "# Create the substrate\n",
    "substrate = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[0, 0, -length_z / 2 + height_substrate / 2 + space_below],\n",
    "        size=[td.inf, td.inf, height_substrate],\n",
    "    ),\n",
    "    medium=grating_medium,\n",
    ")\n",
    "\n",
    "# Level 1 grating\n",
    "center_L1 = [\n",
    "    -buffer / 2 - length_x / 2 + width_layer1 / 2 + width_layer2 / 2,\n",
    "    0,\n",
    "    -length_z / 2 + space_below + height_substrate + height_layer2 / 2,\n",
    "]\n",
    "size_L1 = [width_layer1 + width_layer2 + buffer, td.inf, height_layer2]\n",
    "grating_L1 = td.Structure(\n",
    "    geometry=td.Box(center=center_L1, size=size_L1),\n",
    "    medium=grating_medium,\n",
    ")\n",
    "\n",
    "# Level 2 grating\n",
    "center_L2 = [\n",
    "    -buffer / 2 - length_x / 2 + width_layer1 / 2,\n",
    "    0,\n",
    "    -length_z / 2 + space_below + height_substrate + height_layer2 + height_layer1 / 2,\n",
    "]\n",
    "size_L2 = [width_layer1 + buffer, td.inf, height_layer1]\n",
    "grating_L2 = td.Structure(\n",
    "    geometry=td.Box(center=center_L2, size=size_L2),\n",
    "    medium=grating_medium,\n",
    ")\n",
    "\n",
    "# Collect all structures\n",
    "structures = [substrate, grating_L1, grating_L2]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b690f441-06c1-42b2-902a-9518762c80c5",
   "metadata": {},
   "source": [
    "### Source setup\n",
    "Next, define the source plane wave impinging from above the grating at normal incidence."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "d384ea06-0bf1-440c-9dc4-5a181b02af93",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Central frequency in Hz\n",
    "f0 = td.C_0 / wavelength\n",
    "\n",
    "# Bandwidth\n",
    "fwidth = f0 / 40.0\n",
    "\n",
    "# Run time\n",
    "run_time = 100 / fwidth\n",
    "\n",
    "# Time dependence of source\n",
    "gaussian = td.GaussianPulse(freq0=f0, fwidth=fwidth)\n",
    "\n",
    "# Source\n",
    "src_z = length_z / 2 - space_above / 2\n",
    "angle_theta = np.pi / 10\n",
    "source = td.PlaneWave(\n",
    "    center=(0, 0, src_z),\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    source_time=gaussian,\n",
    "    direction=\"-\",\n",
    "    pol_angle=0,\n",
    "    angle_theta=0,\n",
    "    angle_phi=0,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2d5cd1e2-ee5e-4d22-a2b4-8b18c9f0081b",
   "metadata": {},
   "source": [
    "### Monitor setup\n",
    "Here, we'll set up a field monitor to record and plot the frequency domain fields at a plane in the `xz` cross-section. We'll also set up two [DiffractionMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.DiffractionMonitor.html), one for reflection, and the other for transmission."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "89f43cc2-6d96-4c0a-908e-9bbd62840f34",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Fields\n",
    "monitor_xz = td.FieldMonitor(\n",
    "    center=[0, 0, 0], size=[td.inf, 0, td.inf], freqs=[f0], name=\"field_xz\"\n",
    ")\n",
    "\n",
    "# The allowed orders will be computed automatically and returned as part of the results\n",
    "monitor_r = td.DiffractionMonitor(\n",
    "    center=[0.0, 0.0, length_z / 2 - wavelength],\n",
    "    size=[td.inf, td.inf, 0],\n",
    "    freqs=[f0],\n",
    "    name=\"reflection\",\n",
    "    normal_dir=\"+\",\n",
    ")\n",
    "\n",
    "monitor_t = td.DiffractionMonitor(\n",
    "    center=[0.0, 0.0, -length_z / 2 + wavelength],\n",
    "    size=[td.inf, td.inf, 0],\n",
    "    freqs=[f0],\n",
    "    name=\"transmission\",\n",
    "    normal_dir=\"-\",\n",
    ")\n",
    "\n",
    "monitors = [monitor_xz, monitor_r, monitor_t]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "383d61f0-c458-486d-9573-e52847faa88a",
   "metadata": {},
   "source": [
    "### Set up boundary conditions and initialize simulation\n",
    "\n",
    "For normal incidence, we can use periodic boundary conditions along the `x` and `y` directions. More generally, we need to use Bloch boundary conditions as will be illustrated below. We can also use Bloch boundaries with zero Bloch vector for normal incidence, but a simulation with Bloch boundaries uses complex fields and is twice more computationally expensive than a simulation with periodic boundaries, while the results for `bloch_vec = 0` are equivalent.\n",
    "\n",
    "Along `z`, a perfectly matched layer (PML) is applied to mimic an infinite domain. Because the diffraction grating introduces waves propagating at various angles, including steep angles with respect to the PML boundary, we use more layers than the default value to minimize spurious reflections at the PMLs."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "0de6bd71-4044-4999-a2e0-5868fdec613d",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 500x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Simulation size\n",
    "length_y = 0  # grating is translationally invariant along y\n",
    "sim_size = (length_x, length_y, length_z)\n",
    "\n",
    "# Resolution\n",
    "min_steps_per_wvl = 60\n",
    "\n",
    "# Boundaries\n",
    "num_pml_layers = 40\n",
    "boundary_spec = td.BoundarySpec(\n",
    "    x=td.Boundary.periodic(),\n",
    "    y=td.Boundary.periodic(),\n",
    "    z=td.Boundary(minus=td.PML(num_layers=num_pml_layers), plus=td.PML(num_layers=num_pml_layers)),\n",
    ")\n",
    "\n",
    "# Simulation\n",
    "simulation = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=min_steps_per_wvl),\n",
    "    structures=structures,\n",
    "    sources=[source],\n",
    "    monitors=monitors,\n",
    "    run_time=run_time,\n",
    "    boundary_spec=boundary_spec,\n",
    ")\n",
    "\n",
    "fig, ax = plt.subplots(1, 1, figsize=(5, 8))\n",
    "simulation.plot(y=0, ax=ax)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "005b6b43-4988-4134-91e1-c90da7319aed",
   "metadata": {},
   "source": [
    "### Run simulation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "4bebcdbb-af7c-4c54-a22b-083681d1e0cd",
   "metadata": {
    "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\">09:54:40 CET </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'GratingEfficiency'</span> with resource_id                  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-132a45b6-60d3-40d7-af5f-b484664f348b'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m09:54:40 CET\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'GratingEfficiency'\u001b[0m with resource_id                  \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-132a45b6-60d3-40d7-af5f-b484664f348b'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m.  \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\">             </span>View task using web UI at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-132a45b6-60d3-40d7-af5f-b484664f348b\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-132a45b6-60d</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-132a45b6-60d3-40d7-af5f-b484664f348b\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">3-40d7-af5f-b484664f348b'</span></a>.                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=726254;https://tidy3d.simulation.cloud/workbench?taskId=fdve-132a45b6-60d3-40d7-af5f-b484664f348b\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=238987;https://tidy3d.simulation.cloud/workbench?taskId=fdve-132a45b6-60d3-40d7-af5f-b484664f348b\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=726254;https://tidy3d.simulation.cloud/workbench?taskId=fdve-132a45b6-60d3-40d7-af5f-b484664f348b\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=703404;https://tidy3d.simulation.cloud/workbench?taskId=fdve-132a45b6-60d3-40d7-af5f-b484664f348b\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=726254;https://tidy3d.simulation.cloud/workbench?taskId=fdve-132a45b6-60d3-40d7-af5f-b484664f348b\u001b\\\u001b[32m-132a45b6-60d\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=726254;https://tidy3d.simulation.cloud/workbench?taskId=fdve-132a45b6-60d3-40d7-af5f-b484664f348b\u001b\\\u001b[32m3-40d7-af5f-b484664f348b'\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\">             </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/514fae1d-02fa-4a01-866b-fa885e2a3625\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=181972;https://tidy3d.simulation.cloud/folders/514fae1d-02fa-4a01-866b-fa885e2a3625\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "b443ae4d1e6a4f91b7278aa6c48b6a17",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">09:54:43 CET </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.053</span>. Minimum cost depends on task     \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m09:54:43 CET\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m0.053\u001b[0m. Minimum cost depends on task     \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \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\">09:54:46 CET </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m09:54:46 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "f7213410f8b64cee84bbfbc646640734",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">09:54:57 CET </span>Loading simulation from data/GratingEfficiency.hdf5                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m09:54:57 CET\u001b[0m\u001b[2;36m \u001b[0mLoading simulation from data/GratingEfficiency.hdf5                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data = web.run(\n",
    "    simulation,\n",
    "    task_name=\"GratingEfficiency\",\n",
    "    path=\"data/GratingEfficiency.hdf5\",\n",
    "    verbose=True,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "46b6d225-91ef-4545-917c-e1005acf5be3",
   "metadata": {},
   "source": [
    "### Diffraction data\n",
    "Now we can extract the diffracted power from the output data structures and verify that the sum across all reflection and transmission orders is close to 1. We can also access the diffraction angles and the complex power amplitudes for each order and polarization."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "de81f913",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Total power: 0.9984229082058051\n",
      "Theta (degrees): 63.09, 41.98, 26.48, 12.88, 0.00, 12.88, 26.48, 41.98, 63.09\n",
      "Amplitude data: \n",
      "<xarray.DataArray (orders_x: 9, orders_y: 1, f: 1, polarization: 2)> Size: 288B\n",
      "array([[[[ 4.82707098e-18-1.13725488e-17j,\n",
      "           2.94735525e-02-6.98504640e-02j]]],\n",
      "\n",
      "\n",
      "       [[[ 1.26261105e-17-7.72004153e-18j,\n",
      "           9.87966863e-02-6.04301546e-02j]]],\n",
      "\n",
      "\n",
      "       [[[ 3.74459762e-17-2.01307984e-17j,\n",
      "           3.03921978e-01-1.63371959e-01j]]],\n",
      "\n",
      "\n",
      "       [[[-3.59023258e-17-5.03054639e-17j,\n",
      "          -2.93074674e-01-4.10650162e-01j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.00000000e+00+0.00000000e+00j,\n",
      "          -7.96726994e-03+5.36927344e-01j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.00000000e+00+0.00000000e+00j,\n",
      "           2.22596874e-01-2.80736493e-01j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.00000000e+00+0.00000000e+00j,\n",
      "           1.22424393e-01-2.43568990e-01j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.00000000e+00+0.00000000e+00j,\n",
      "          -1.61577594e-01-9.71059308e-02j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.00000000e+00+0.00000000e+00j,\n",
      "           1.29551725e-01+8.89499237e-02j]]]])\n",
      "Coordinates:\n",
      "  * orders_x      (orders_x) int64 72B -4 -3 -2 -1 0 1 2 3 4\n",
      "  * orders_y      (orders_y) int64 8B 0\n",
      "  * f             (f) float64 8B 7.207e+14\n",
      "  * polarization  (polarization) <U1 8B 's' 'p'\n"
     ]
    }
   ],
   "source": [
    "data_r = sim_data[\"reflection\"]\n",
    "data_t = sim_data[\"transmission\"]\n",
    "total_power = data_r.power.sum() + data_t.power.sum()\n",
    "theta = data_t.angles[0].squeeze(drop=True).values\n",
    "\n",
    "print(f\"Total power: {total_power.values}\")\n",
    "print(\"Theta (degrees):\", \", \".join(f\"{t:.2f}\" for t in theta * 180 / np.pi))\n",
    "print(f\"Amplitude data: \\n{data_t.amps}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ef82d3ea-d0f9-44af-a9be-29b35ff529ea",
   "metadata": {},
   "source": [
    "### Reference results\n",
    "To validate the accuracy of the results from Tidy3D, We will now compute the grating efficiency using the [grcwa](https://grcwa.readthedocs.io/en/latest/index.html) package. Be sure to install it in your Python environment first: `pip install grcwa`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "b5608dc9-3a45-4258-bd34-5c5068e54fbc",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "import grcwa\n",
    "\n",
    "# Define lattice constants - size of the domain\n",
    "# grcwa requires a finite non-zero size along each dimension\n",
    "size_y = 1e-3\n",
    "L1 = [sim_size[0], 0]\n",
    "L2 = [0, size_y]\n",
    "\n",
    "# Set truncation order\n",
    "nG = 300\n",
    "\n",
    "# Set up RCWA object\n",
    "freq = f0 / td.C_0  # grcwa uses normalized coordinates where the speed of light is 1\n",
    "obj = grcwa.obj(nG, L1, L2, freq, 0, 0, verbose=0)\n",
    "\n",
    "# Set up the geometry (the layers are ordered top to bottom in grcwa)\n",
    "num_patterned_layers = 3\n",
    "thick_top = space_above\n",
    "thick_layers = [height_layer1, height_layer2, height_substrate]\n",
    "thick_bot = space_below\n",
    "\n",
    "# Discretization points along x and y\n",
    "num_x = 300\n",
    "num_y = 100\n",
    "\n",
    "# Permittivity info\n",
    "eps_background = 1\n",
    "eps_diel = index**2\n",
    "\n",
    "# Add the layers to the grcwa model\n",
    "obj.Add_LayerUniform(thick_top, eps_background)\n",
    "for i in range(num_patterned_layers):\n",
    "    obj.Add_LayerGrid(thick_layers[i], num_x, num_y)\n",
    "obj.Add_LayerUniform(thick_bot, eps_background)\n",
    "\n",
    "obj.Init_Setup(Gmethod=1)\n",
    "\n",
    "if structures == []:\n",
    "    eps_grid_substrate = np.ones((num_x, num_y)) * eps_background\n",
    "    eps_grid_L1 = np.ones((num_x, num_y)) * eps_background\n",
    "    eps_grid_L2 = np.ones((num_x, num_y)) * eps_background\n",
    "elif len(structures) == 1:\n",
    "    eps_grid_substrate = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L1 = np.ones((num_x, num_y)) * eps_background\n",
    "    eps_grid_L2 = np.ones((num_x, num_y)) * eps_background\n",
    "elif len(structures) == 2:\n",
    "    eps_grid_substrate = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L1 = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L2 = np.ones((num_x, num_y)) * eps_background\n",
    "else:\n",
    "    eps_grid_substrate = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L1 = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L2 = np.ones((num_x, num_y)) * eps_diel\n",
    "\n",
    "    # For each layer, we need to create a permittivity mask\n",
    "    sim_center_rcwa = simulation.center\n",
    "    sim_size_rcwa = [sim_size[0], size_y]\n",
    "\n",
    "    # Create a grid of all possible coordinates\n",
    "    x0 = np.linspace(\n",
    "        sim_center_rcwa[0] - sim_size_rcwa[0] / 2,\n",
    "        sim_center_rcwa[0] + sim_size_rcwa[0] / 2,\n",
    "        num_x,\n",
    "    )\n",
    "    y0 = np.linspace(\n",
    "        sim_center_rcwa[1] - sim_size_rcwa[1] / 2,\n",
    "        sim_center_rcwa[1] + sim_size_rcwa[1] / 2,\n",
    "        num_y,\n",
    "    )\n",
    "    x_sim, y_sim = np.meshgrid(x0, y0, indexing=\"ij\")\n",
    "\n",
    "    # Now mask out the coordinates that correspond to the dielectric regions\n",
    "    center_L1 = grating_L1.geometry.center\n",
    "    size_L1 = grating_L1.geometry.size\n",
    "\n",
    "    center_L2 = grating_L2.geometry.center\n",
    "    size_L2 = grating_L2.geometry.size\n",
    "\n",
    "    def get_ind(x_grid, y_grid, diel_center, diel_size):\n",
    "        \"\"\"Get the anti-mask indices for a given dielectric slab.\"\"\"\n",
    "        ind = np.nonzero(\n",
    "            (x_grid < diel_center[0] - diel_size[0] / 2)\n",
    "            | (x_grid > diel_center[0] + diel_size[0] / 2)\n",
    "            | (y_grid < diel_center[1] - diel_size[1] / 2)\n",
    "            | (y_grid > diel_center[1] + diel_size[1] / 2)\n",
    "        )\n",
    "        return ind\n",
    "\n",
    "    ind_L1 = get_ind(x_sim, x_sim, center_L1, size_L1)\n",
    "    ind_L2 = get_ind(x_sim, x_sim, center_L2, size_L2)\n",
    "\n",
    "    eps_grid_L1[ind_L1] = eps_background\n",
    "    eps_grid_L2[ind_L2] = eps_background\n",
    "\n",
    "# Combine the three layer masks\n",
    "eps_grid = np.concatenate(\n",
    "    (eps_grid_L2.flatten(), eps_grid_L1.flatten(), eps_grid_substrate.flatten())\n",
    ")\n",
    "\n",
    "# Apply these material masks to the model\n",
    "obj.GridLayer_geteps(eps_grid)\n",
    "\n",
    "# Set up the s-polarized plane wave source\n",
    "planewave = {\"p_amp\": 1, \"s_amp\": 0, \"p_phase\": 0, \"s_phase\": 0}\n",
    "obj.MakeExcitationPlanewave(\n",
    "    planewave[\"p_amp\"],\n",
    "    planewave[\"p_phase\"],\n",
    "    planewave[\"s_amp\"],\n",
    "    planewave[\"s_phase\"],\n",
    "    order=0,\n",
    ")\n",
    "\n",
    "# Run grcwa to get the reflection and transmission efficiencies by order\n",
    "R, T = obj.RT_Solve(normalize=1)\n",
    "Ri, Ti = obj.RT_Solve(byorder=1)\n",
    "\n",
    "\n",
    "def rcwa_order_index(orders_x, orders_y, obj, rcwa_data):\n",
    "    \"\"\"Helper function to extract data corresponding to particular order pairs.\"\"\"\n",
    "    ords = []\n",
    "    out_data = []\n",
    "    for order_y in orders_y:\n",
    "        ords.append([])\n",
    "        out_data.append([])\n",
    "        for order_x in orders_x:\n",
    "            order = [order_x, order_y]\n",
    "            ords[-1].append(obj.G.tolist().index(order))\n",
    "            out_data[-1].append(np.array(rcwa_data[ords[-1][-1]]))\n",
    "    return ords, out_data\n",
    "\n",
    "\n",
    "# Extract grcwa results at orders corresponding to those computed above by Tidy3D\n",
    "r_ords, Ri_by_order = rcwa_order_index(\n",
    "    data_r.orders_x,\n",
    "    data_r.orders_y,\n",
    "    obj,\n",
    "    Ri,\n",
    ")\n",
    "t_ords, Ti_by_order = rcwa_order_index(\n",
    "    data_t.orders_x,\n",
    "    data_t.orders_y,\n",
    "    obj,\n",
    "    Ti,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3646f5cf-4815-4c7b-bda5-21f70ab69da3",
   "metadata": {},
   "source": [
    "### Plot and compare diffracted power\n",
    "Since this is essentially a 1D grating along `x`, we'll plot the power, which is normalized and corresponds to the grating efficiency, as a function of `x` for order 0 in `y`. The results are in excellent agreement with each other."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "b565b58a-0f4e-4bc6-a192-3f0c28b6c145",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 2, figsize=(10, 3))\n",
    "\n",
    "orders_x = data_r.orders_x\n",
    "ax[0].plot(orders_x, data_r.power.sel(orders_y=0), \"o-\", label=\"Tidy3D\")\n",
    "ax[0].plot(orders_x, Ri_by_order[0], \"s--\", label=\"grcwa\")\n",
    "ax[0].set_title(\"Reflection\")\n",
    "ax[0].set_xlabel(\"Order along x\")\n",
    "ax[0].legend()\n",
    "\n",
    "orders_x = data_t.orders_x\n",
    "ax[1].plot(orders_x, data_t.power.sel(orders_y=0), \"o-\", label=\"Tidy3D\")\n",
    "ax[1].plot(orders_x, Ti_by_order[0], \"s--\", label=\"grcwa\")\n",
    "ax[1].set_title(\"Transmission\")\n",
    "ax[1].set_xlabel(\"Order along x\")\n",
    "ax[1].legend()\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "25dc4a93-6acd-45e6-affa-f7c347dae7dd",
   "metadata": {},
   "source": [
    "### Plot and compare power amplitudes\n",
    "We can also compare the transmitted complex power amplitude for each order and each polarization to those obtained via the [grcwa](https://grcwa.readthedocs.io/en/latest/index.html) package. The power amplitudes are complex and provide information about the phase difference among different orders.\n",
    "\n",
    "Note that grcwa returns fields in Cartesian coordinates, while Tidy3D returns power amplitudes in the `s` and `p` polarization basis. Therefore, we will use some convenience methods to convert grcwa's fields to spherical coordinates before comparing the two solvers."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "6acbd424-181c-47d6-aa4c-b78591b2e493",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import xarray as xr\n",
    "\n",
    "# get amplitudes from Tidy3D results\n",
    "amps_sp = data_t.amps\n",
    "\n",
    "# get amplitudes from grcwa\n",
    "\n",
    "# we're sampling near-fields in the lower-most layer\n",
    "layer = 4\n",
    "# position above the simulation domain's bottom where we're sampling\n",
    "z_offset = monitor_t.center[2] - (-sim_size[2] / 2)\n",
    "amps_grcwa_xy, _ = obj.Solve_FieldFourier(layer, z_offset)\n",
    "\n",
    "# Extract grcwa results at orders corresponding to those computed by Tidy3D\n",
    "amps_grcwa_xy = [\n",
    "    np.array(rcwa_order_index(data_t.orders_x, data_t.orders_y, obj, amps)[1])\n",
    "    for amps in amps_grcwa_xy\n",
    "]\n",
    "\n",
    "# we need to swap the axes as below for the data to match Tidy3D data\n",
    "amps_grcwa_xy = [np.swapaxes(amps, 0, 1) for amps in amps_grcwa_xy]\n",
    "\n",
    "# to match the format of Tidy3D data, add a frequency dimension\n",
    "amps_grcwa_xy = [amps[..., None] for amps in amps_grcwa_xy]\n",
    "\n",
    "# convert to spherical coordinates\n",
    "theta, phi = data_t.angles\n",
    "amps_grcwa_tp = data_t.monitor.car_2_sph_field(\n",
    "    amps_grcwa_xy[0], amps_grcwa_xy[1], amps_grcwa_xy[2], theta.values, phi.values\n",
    ")\n",
    "\n",
    "# make an xarray dataset for the rcwa amplitudes\n",
    "coords = {}\n",
    "coords[\"orders_x\"] = np.atleast_1d(data_t.orders_x)\n",
    "coords[\"orders_y\"] = np.atleast_1d(data_t.orders_y)\n",
    "coords[\"f\"] = np.array(data_t.f)\n",
    "coords[\"polarization\"] = [\"s\", \"p\"]\n",
    "amps_grcwa_sp = xr.DataArray(np.stack([amps_grcwa_tp[2], amps_grcwa_tp[1]], axis=3), coords=coords)\n",
    "\n",
    "# grcwa uses phase convention where the phase origin is at the corner of the simulation domain\n",
    "# In Tidy3D instead the phase origin is at the center of the diffraction monitor\n",
    "# We apply a phase correction factor moving from the corner to the center of the simulation\n",
    "phase_fact = xr.DataArray(\n",
    "    np.exp(1j * np.pi * np.atleast_1d(data_t.orders_x)),\n",
    "    coords={\"orders_x\": np.atleast_1d(data_t.orders_x)},\n",
    ")\n",
    "amps_grcwa_sp *= phase_fact\n",
    "\n",
    "# finally, we can compare the complex amplitudes for the y=0 order, as a function of orders along x\n",
    "pol = \"p\"\n",
    "fig, ax = plt.subplots(1, 2, figsize=(12, 4))\n",
    "orders_x = data_t.orders_x\n",
    "data_tidy3d = data_t.amps.sel(polarization=pol).values[:, 0]\n",
    "data_grcwa = amps_grcwa_sp.sel(polarization=pol).values[:, 0]\n",
    "\n",
    "ax[0].plot(orders_x, np.real(data_tidy3d), \"o-\", label=\"Tidy3D\")\n",
    "ax[0].plot(orders_x, np.real(data_grcwa), \"s--\", label=\"grcwa\")\n",
    "ax[0].set_title(f\"{pol}-pol, real part\")\n",
    "ax[0].set_ylabel(\"Transmission\")\n",
    "ax[0].set_xlabel(\"Order along x\")\n",
    "ax[0].legend()\n",
    "\n",
    "ax[1].plot(orders_x, np.imag(data_tidy3d), \"o-\", label=\"Tidy3D\")\n",
    "ax[1].plot(orders_x, np.imag(data_grcwa), \"s--\", label=\"grcwa\")\n",
    "ax[1].set_title(f\"{pol}-pol, imag part\")\n",
    "ax[1].set_ylabel(\"Transmission\")\n",
    "ax[1].set_xlabel(\"Order along x\")\n",
    "ax[1].legend()\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "033a8fd6-03c5-427b-818a-9f7a23b12b0b",
   "metadata": {},
   "source": [
    "### Plot Field Distributions\n",
    "Plot the frequency-domain electric field components at the center frequency along an `xz` cut of the domain. The `y` component is zero everywhere because the wave is entirely `x`-polarized."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "1b736593-d3e0-4c46-a4a1-bc642ce9ee29",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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te+ONN2LhwoXYe++9AQCLFi1CFEWpbTfbbDNIKV3Z2L///e+y/VvhoVJpmaWW7Q488EDMnTsXv/71r8vWXbZsmesIOXHiREgpMW3atLKsJ//8evXqhQULFlQdk2XbbbfF4MGDcf3116fO4W9/+xveeOMNd326ihWb/DEWi0Vcd911Zev26tWr7pLFQw89FF9++SWOOeYYLF68uGJnw+Xx4Np9990xYMAAzJgxI7WvGTNmoKWlJXV95s+fjzfffDPl4fbd734XcRzjhhtucMva29tx0003Yfvtt3eZea2trRg/fjxuvfXWlBh1yy23YPHixZg0aVKH57/22mtjnXXWqfhvBNACo8/f/vY3tLW1NaSkMctLL72E1tZWbLrppg3fN8MwDMMwDMMwDMMsL91eonjxxRfjoYcewrhx43D00Udj4403xieffIK77roLTz31lDNxr8SgQYNw9tln44ILLsBee+2FfffdF2+99Rauu+46bLfddk4IefTRR3HCCSdg0qRJ2HDDDRFFEW655RYEQYADDjgAADBt2jQ88cQT2HvvvTFy5EjMmzcP1113HUaMGIGdd9656hhq2e7QQw/FnXfeiWOPPRazZ8/GTjvthDiO8eabb+LOO+/Egw8+iG233Rbrr78+zjnnHFx44YXYZZddsP/++6NQKOCFF17A8OHDMX36dADANttsgxkzZuCiiy7C+uuvj8GDBzvDep9cLodLL70UP/jBDzBu3DgcfPDB+Oyzz3DNNddgvfXWw6mnnrq8H1uKHXfcEf3798fhhx+Ok046CUII3HLLLRUFlm222QZ33HEHTjvtNGy33Xbo3bs39tlnnw73v9VWW2Hs2LHOrH/rrbcuW2d5PbguvPBCTJ48GZMmTcKECRPw5JNP4tZbb8XPfvYzDBgwwK177bXX4oILLsDs2bOx2267AdAG7ZMmTcLZZ5+NefPmYf3118fvfvc7vPfee7jxxhtTx/rZz36GHXfc0f2ef/TRR7jiiiuw5557Yq+99up0rPvttx/uueceEFFZFtwbb7yBb33rW9h3333x8ccf45prrkFrayueeeYZ/OEPf8DBBx9c97WpxqxZs7DPPvuwBxfDMAzDMAzDMAzTs+iW3o0Z3n//fTrssMNo0KBBVCgU6Gtf+xpNnjyZ2tvbiYjopptuIgD0wgsvVNz+2muvpTFjxlAul6MhQ4bQcccdR19++aV7/1//+hf98Ic/pNGjR1NTUxMNGDCA/uM//oMefvhht84jjzxC++23Hw0fPpzy+TwNHz6cDj74YHr77bc7HHut2xWLRbr00ktp0003pUKhQP3796dtttmGLrjgAlq4cGFq3d/+9re01VZbufXGjRtHs2bNcu9/+umntPfee1OfPn0IAI0bN46IiGbPnk0AaPbs2an93XHHHW5/AwYMoP/6r/+ijz76KLXO4YcfTr169So7v/POO49q+TV5+umn6Rvf+AY1NzfT8OHD6cwzz6QHH3ywbDyLFy+m73//+9SvXz8CQCNHjux030REl112GQGgiy++uKb16+GGG26gjTbaiPL5PI0ePZquuuoqUkql1rHXIXttly1bRqeffjoNHTqUCoUCbbfddvTAAw9UPM6TTz5JO+64IzU1NdGgQYNo8uTJtGjRoprG+PLLLxMAevLJJ1PLAdBpp51GkyZNoubmZho2bBhde+21dP3111NLSwv96Ec/IqLq/4bseX3++eep5ZV+H9544w0CkPp3wzCWavcfZvXg+eefp1wuR++9995KP/b8+fOppaWF7r///pV+bGbNge9hqzd8D2PWBPg+tnrD97Ha6BECF8N0xtVXX01CCHr//fe7eyjdxu67706HHHJIahkAOu+881bK8U8++WTaaqutysQ/Zs3il7/8Jd10001ly1eFoOq2226jq666qruHkeI3v/kNjRkzhgqFAq2//vr0i1/8ouZt29ra6Mwzz6Rhw4ZRU1MTff3rX6eHHnqo4rpPP/007bTTTtTc3ExDhgyhE088kb766quajzV+/Hg67LDDal6/0Zx00km09dZbd9vxmdUHvoc1Fr6H1Qbfw5hGwvexxsL3sdpYVe5jLHAxPR6lFG222Wa02267dfdQupXnnnuuTLVfWQLX/PnzqVevXquEas+sWDbddFOXNeoTxzEtW7aM4jhe+YOqkb333rvmrNGVwfXXX08A6IADDqAbbriBDj30UAJAl1xySU3bH3TQQRSGIZ1++un0q1/9inbYYQcKw7As0/OVV16hpqYm2mqrrWjGjBl0zjnnUKFQoL322qum47zyyisEgJ555pm6z7FR/P3vfycA9Mgjj3TbGJjVA76HNQ6+h9UO38OYRsL3scbB97HaWVXuYyxwMT2WxYsX0+23305HHXUUAaB77723u4fU41iZGVxMwuLFi7t7CN1GtaBqVaAnBVVLly6lgQMH0t57751a/l//9V/Uq1cv+ve//93h9s8//zwBoMsvv9wtW7ZsGY0ePZp22GGH1Lrf/OY3adiwYaly+F//+tcEgB588MFOx3rSSSfRuuuu2+3Zm2PHjqVDDz20W8ewusD3sHHdPYzlgu9hfA9jEvg+Nq67h7Fc8H2M72MrGha4mB7Lu+++SwCoX79+9NOf/rS7h9MjYYGr63z00Uf0wx/+kIYNG0b5fJ7WW289OvbYY8s8AB977DE67rjjaNCgQdSvXz+3/S9/+UvaZJNNKJ/P07Bhw+j4449PeQASEb399tu0//7705AhQ6hQKNDaa69N3/ve92jBggVunYceeoh22mknam1tpV69etGGG25IZ599dqfjr2W7trY2mjp1Ko0ePZry+TyNGDGCzjjjDGprayvb3y233ELbbbcdNTc3U79+/WiXXXZxX7wjR44kAKlHZx6Ad955J2299dbU1NREAwcO7NAD8KOPPqL99tuPevXqRWuttRb9+Mc/piiKOr0GM2fOpG9961vuM/za175G06ZNS207bty4srF3FGDtuuuutPnmm1d8b8MNN6Q999yz03F1xP33308AyrIin3nmGQJAt9xyS4fbn3HGGRQEQZmH48UXX0wA6IMPPiAiooULF1IYhnTGGWek1mtvb6fevXvTkUce2elY1113XTriiCPKlle7/4wcOZIOP/xw97P9N/Tkk0/SiSeeSGuttRa1trbS0UcfTe3t7fTll1/SoYceSv369aN+/frRGWecUTGAO/XUU6lfv37dHtz1NPgelobvYRq+hyXwPaznw/exNHwf0/B9LIHvY7XT7V0UGaYa6623XsVOjEwCX5+u8fHHH+PrX/86FixYgKOPPhpjxozB3Llzcffdd2Pp0qXI5/Nu3eOPPx6DBg3C1KlTsWTJEgDA+eefjwsuuADjx4/Hcccdh7feegszZszACy+8gKeffhq5XA7FYhETJkxAe3s7TjzxRAwdOhRz587FfffdhwULFqC1tRWvv/46vv3tb2PzzTfHtGnTUCgU8I9//ANPP/10h+OvZTulFPbdd1889dRTrlPtq6++iquuugpvv/02Zs6c6da94IILcP7552PHHXfEtGnTkM/n8fzzz+PRRx/FnnvuiauvvhonnngievfujXPOOQcAMGTIkKrju/nmm/GDH/wA2223HaZPn+66uD799NN45ZVXUl1y4zjGhAkTsP322+PnP/85Hn74YVxxxRUYPXo0jjvuuA6vw80334zevXvjtNNOQ+/evfHoo49i6tSpWLRoES6//HIAwDnnnIOFCxfio48+wlVXXQUA6N27d9V9HnrooTjqqKPw2muvYezYsW75Cy+8gLfffhtTpkxxy7788kvEcdzhGAGgpaUFLS0tAIBXXnkFALDtttum1tlmm20gpcQrr7ziOgFX4pVXXsGGG26Ivn37ppZ//etfBwDMmTMH66yzDl599VVEUVR2nHw+jy233NKNoxpz587FBx98ULF7bb3Y3/8LLrgAzz33HG644Qb069cPzzzzDNZdd11cfPHF+Otf/4rLL78cY8eOxWGHHZbafptttsFVV12F119/PfWZrMnwPYzvYdXge5iG72E9H76P8X2sGnwf0/B9rE66W2FjGIbpLg477DCSUlbs0GpnJuyMx84775yahZo3bx7l83nac889U14H1157LQGg3/72t0SU1MzfddddVcdx1VVXVexm2Rm1bHfLLbeQlLLMC8B6Djz99NNERPTOO++QlJK+853vlHk3+LM01dLis7OGxWKRBg8eTGPHjqVly5a59e677z4CQFOnTnXLDj/8cAJA06ZNS+1zq622om222abji0A6xTzLMcccQy0tLamZ0XrS4hcsWEBNTU101llnpZafdNJJ1KtXr1RpRKXZ1EoPf4Zt8uTJFARBxWMPGjSIDjrooA7Ht+mmm9Luu+9etvz1118nAHT99dcTEdFdd91FAOiJJ54oW3fSpEk0dOjQDo/z8MMPEwD6y1/+UvZe9pws1WYNJ0yYkPpd2mGHHUgIQccee6xbFkURjRgxouLvmJ1RveOOOzoc85oE38P4HlYNvodp+B7W8+H7GN/HqsH3MQ3fx+pDLr80xjAMs+qilMLMmTOxzz77lM2oAIAQIvXzUUcdhSAI3M8PP/wwisUiTjnlFEgpU+v17dsX999/PwCgtbUVAPDggw9i6dKlFcdiZ8/uvfdeKKVqPodatrvrrruw8cYbY8yYMZg/f7577L777gCA2bNnAwBmzpwJpRSmTp2aOh+g/FrUwosvvoh58+bh+OOPR1NTk1u+9957Y8yYMe76+Bx77LGpn3fZZRf861//6vRYzc3N7vVXX32F+fPnY5dddsHSpUvx5ptv1j12QH9u++23H/7whz+4TMk4jnHHHXdg4sSJ6NWrl1v3tttuw6xZszp9+LNgy5YtS81K+zQ1NWHZsmUdjm/ZsmUoFAoVt7Xv+8/V1u3sOF988QUAoH///h2uVwtHHnlk6ndp++23BxHhyCOPdMuCIMC2225b8XO3Y5g/f36Xx7I6wPcwvod1BN/DNHwP69nwfYzvYx3B9zEN38fqg0sUa0QphY8//hh9+vRZrhsMw9QCEeGrr77C8OHDy77YmMby+eefY9GiRTWn144aNSr18/vvvw8A2GijjVLL8/k8vva1r7n3R40ahdNOOw1XXnklbrvtNuyyyy7Yd999ccghh7iA63vf+x5+85vf4Ec/+hF+8pOfYI899sD++++P7373ux3+HtSy3TvvvIM33ngDgwYNqriPefPmAQD++c9/QkqJTTbZpKbr0RnVrg8AjBkzBk899VRqWVNTU9kY+/fvjy+//LLTY73++uuYMmUKHn30USxatCj13sKFC+sduuOwww7DHXfcgSeffBK77rorHn74YXz22Wc49NBDU+vttNNOde+7ubkZxWKx4nttbW2pQLHa9u3t7RW3te/7z9XW7ew4FhtYdoV111039bP9/V9nnXXKllf63O0Y+DtYw/cwDd/DqsP3MLgxLl68uOza2v1mlyulUCwW3XL7x+fAgQPR1tbm/njle1jX4fuYhu9j1eH7WALHYrXBAleNfPzxx/jpT3/qanYbTT6fdzdB+8W6sgnDEGGY/Eq0t7evdI8nIURK3Y6iCFEUrdQxAN37efzqV7/Chx9+iBEjRqy0YzKdU+uXTyWuuOIKHHHEEbj33nvx0EMP4aSTTsL06dPx3HPPYcSIEWhubsYTTzyB2bNn4/7778cDDzyAO+64A7vvvjseeuih1GxldkydbaeUwmabbYYrr7yy4j6yX2jdRbVz7IwFCxZg3Lhx6Nu3L6ZNm4bRo0ejqakJL7/8Ms4666y6ZmGzTJgwAUOGDMGtt96KXXfdFbfeeiuGDh2K8ePHp9b7/PPPa/J96N27t/OaGDZsGOI4xrx58zB48GC3TrFYxBdffIHhw4d3uK9hw4Zh7ty5Zcs/+eQTAHDbDxs2LLU8u25nxxk4cCAAVA1u33jjDQwc2Ipnn30BG264IYDqAVi1z7jS8kr7sGNYa621OhwzUxm+h61Y+B6m6Un3sLa2NpxxxskAgL322qviOpdccgkuueSSsuV/+MMf8Ic//CG1bI899sDQoUPx7rvvprJh+B628uD72IqF72OannQfAzqPxf75z3+if/8+ePTRJ7DVVlsBWLNjMRa4aqRPnz5oaWnB5hsNRyHX+MyaYkRYuFT/429tkciHK18VVUT44is9hnwo0NrSPRlEC5cqFCP9D2pgHwnZDQpxd30e7SV9zD59+qyU463JDBo0CH379sVrr722XNuPHDkSAPDWW2/ha1/7mlteLBbx7rvvln3xbrbZZthss80wZcoUPPPMM9hpp51w/fXX46KLLgIASCmxxx57YI899sCVV16Jiy++GOeccw5mz55dti+fzrYbPXo0/vd//xd77LFHh7Mto0ePhlIKf//737HllltWXa/WGRv/+tgUfMtbb73l3u8qjz32GL744gv86U9/wq677uqWv/vuu2Xr1jvbFAQBvv/97+Pmm2/GpZdeipkzZ5aVRwDAdttt52ZJO+K8887D+eefDwDuGr/44ov41re+5dZ58cUXoZTq8DOw28+ePRuLFi1KmZs+//zzqf2PHTsWYRjixRdfxIEHHujWKxaLmDNnTmpZJcaMGQOg8vUEgJdffhoDBvTBWWf9CPfc8wSAZCa60dgxbLzxxitk/6safA9Lw/ewctb0e1ixWMSnn/4b771/J/r27foE9aJFS7HeyANRLBZTAlet8D2sHL6PpeH7WDlr+n0M6DwWe/XVZ7HWWq04/Ywf4eFZL0IIsUbHYlwDVSP2H2MhJ9HSFDb0EQYSS4tAc16iOa9fh0Hjj9PRo6kQYFlRIBdK9G4KoEggVmKljqGlKUSsBBQJ9G4KkAsllhUFmgrBSh1Dd34eVjztyWmfqwtSSkycOBF/+ctf8OKLL5a931n24vjx45HP5/GLX/wite6NN96IhQsXYu+99wYALFq0qCwLcbPNNoOU0qUq//vf/y7bv/1SrJTObKlluwMPPBBz587Fr3/967J1ly1b5roQTZw4EVJKTJs2rWymzT+/Xr16YcGCBVXHZNl2220xePBgXH/99alz+Nvf/oY33njDXZ+uYgMcf4zFYhHXXXdd2bq9evWqO03+0EMPxZdffoljjjkGixcvrthNZ3l8H3bffXcMGDAAM2bMSO1rxowZaGlpSV2f+fPn480330z5hnz3u99FHMe44YYb3LL29nbcdNNN2H777d1scGtrK8aPH49bb70VX331lVv3lltuweLFizFp0qQOz3/ttdfGOuusU/HfyNXXnIhcLsQjj16Fhx9+EU899RT+9re/oa2tbYVk/7700ktobW3Fpptu2vB9r4rwPYzvYbWwpt/DAKBv7yb07d3cgEf9opYP38PK4fsY38dqYU2/j3UUi/32t2dh4cIlePyJX2DOK//AAw88sMbHYpzB1c0USwrzv4qRCwQG9tU3hy8WxZj/VYy1+gD5FZAtlkUR4YtFMUoxYa0+AfI5ia+Wxli0zGQTtSxfumq92GP2bZbo0xK4a/PFohgD+wYrJZOrJ3wezMrj4osvxkMPPYRx48a5ts2ffPIJ7rrrLjz11FOp1slZBg0ahLPPPhsXXHAB9tprL+y777546623cN1112G77bZzX76PPvooTjjhBEyaNAkbbrghoijCLbfcgiAIcMABBwAApk2bhieeeAJ77703Ro4ciXnz5uG6667DiBEjsPPOO1cdQy3bHXroobjzzjtx7LHHYvbs2dhpp50QxzHefPNN3HnnnXjwwQex7bbbYv3118c555yDCy+8ELvssgv2339/FAoFvPDCCxg+fDimT58OQLcHnjFjBi666CKsv/76GDx4cNmsIADkcjlceuml+MEPfoBx48bh4IMPdq2p11tvPZx66qnL+7Gl2HHHHdG/f38cfvjhOOmkkyCEwC233FLxS32bbbbBHXfcgdNOOw3bbbcdevfujX322afD/W+11VYYO3asM4it1KJ5eX0fLrzwQkyePBmTJk3ChAkT8OSTT+LWW2/Fz372MwwYMMCte+211+KCCy7A7NmzsdtuuwHQpqCTJk3C2WefjXnz5mH99dfH7373O7z33nu48cYbU8f62c9+hh133NH9nn/00Ue44oorsOeee1Yt2/HZb7/9cM8994CInPi+cOFCXHTh7/GbG8/C2msPwulnHITTzzgGf3/9Q7S2tuKZZ57BH/7wBxx88MF1X5tqzJo1C/vssw9PAHjwPYzvYXwP6/weBqX0o6t0cR98D6sM38f4Psb3seWLxZYtW4apU3+LSy45BkOGDMA5Uw7FmWdOxvvvz1+jYzEWuLqRrJhiBZyBfYOVJqpUEreARNRaWSJXVtwC9Hmv1QcrTeTqKZ8Hs/JYe+218fzzz+Pcc8/FbbfdhkWLFmHttdfGN7/5zZr89s4//3wMGjQI1157LU499VQMGDAARx99NC6++GLkcjkAwBZbbIEJEybgL3/5C+bOnYuWlhZsscUW+Nvf/oZvfOMbAIB9990X7733Hn77299i/vz5WGuttTBu3DhccMEFzvyxErVsJ6XEzJkzcdVVV+H3v/897rnnHrS0tOBrX/saTj75ZOebBOggbdSoUfjv//5vnHPOObose/PNU0aeU6dOxfvvv4/LLrsMX331FcaNG1cxqAKAI444Ai0tLbjkkktw1llnoVevXvjOd76DSy+9tMOAtR4GDhyI++67Dz/+8Y8xZcoU9O/fH4cccgj22GMPTJgwIbXu8ccfjzlz5uCmm27CVVddhZEjR3YaVAHa4PTMM88sMzTtKscffzxyuRyuuOIK/PnPf8Y666yDq666CieffHJN2//+97/Hueeei1tuuQVffvklNt98c9x3332p8gAA2HrrrfHwww/jrLPOwqmnnoo+ffrgyCOPdIFyZ/zwhz/Etddei6efftoF69MvOR6bjh2FvffWv8OnnjoJv7r+zzjwwAOx3Xbb4bTTTsOjjz7asKDqzTffxGuvvYarr766IftbXeB7GN/D+B62asD3sOrwfYzvY3wf65xKsdhVV5+MoUMH4MDv/QcA4Ljj9sMvr70HV155LOJ49Bobiwla2S7iqyiLFi3CmWeeie3GjkBLU9d1wWpiiqWa8NRIajlGJeGp0XR2jM6uVSPoKZ/Hp/8u4vSfnI+FCxemarkZhuk+rrnmGpx66ql47733yrrPrCnsscceGD58OG655RZ8+OGH2GijDTD7sWuw7bZJZ6bf3ng/Lr30dvz97+9Wbbu9vJxyyil44okn8NJLL/XoWUOG6YmsqfewRYsWobW1Ff/+7E/o27dXA/a3BAOG7L9cMRrfwxima6yp9zEfPxb7/PPPsf76o/Cney7Cbrtt6da5687Z+PGPr8Pbb7+HXr26ft/zWVXuY1xv1Q3UIthIod/LBQLzv4pRLDUgtdqjVsGmT0uAvs0Si5YpfLW0884U9VKLgKYzuQKUYj3mRmc59aTPI27sbhmG6SJEhBtvvBHjxo1bYwMqQJeQ3HHHHXj//fcxZcpR2G+/nVLiFgAcfsReaGrK47oZP27osb/44gv85je/wUUXXdSjAyqG6YnwPaz74XsYw3QNvo9p/Fhs2rRjsMsum6fELQD47qTdsPaItXDFlSc19Nir0n2MSxRXMvVkI1lRpdHlcfVmI62ocsV6ssNWVLliT/s8uqtzJcMwaZYsWYI///nPmD17Nl599VXce++93T2kbmX77bdHsVjE//7v/+LOO2fjtdd/V7ZOEASYfskx+MER03HE4Rc2tPRh8eLFDdkXw6wp8D3Mg0g/GrGf5YDvYQyzfPB9LI2Nxd555x385jf3439e+FXZOkIIXHbZcdjn2z/BMUdfjCFDhjTk2KvSfYz/ml6JLE+pXaMzh5a31K7RmVzLU/rY6Eyunvh5hEHPVsQZZk3h888/x/e//33cdddd+OlPf4p99923u4fUIzj99B/huOMnYr31hlZ8/5vf3B6bbzEaF08/fiWPjGEYH76HeShKjOa79GBXF4ZZmfB9rDI/+cmPcOihe2KTTdar+P4uu2yO3XffGueff/TKHVgPgTO46iCfzy+3qNIVH6lGZQ511UeqUZlcXfH1alQmV0/9PCKuUWSYHsF66623Qtorr8o89NBDeOmlt/CHP06tuo4QApdeeizG7XoSTpj8wRpdSsAw3QnfwxiGWdXh+1g5zz77LB566AW8+datHa43/ZKjsc3WR+GUU97CRhtt1OG6qxucwVUHUkosWqrqFrkaYZLe1cyhRpmkdzWTqxGm9V3N5FqdPg+GYZiVQRzHOOOM4/DTcw5B//59Olx36603xP7774opU45aSaNjGIbpgIZkb5kHwzBMN0FE+PHpR+G0H38PQ4cO6HDdjTZaF0ccsRfOOutHK2l0PQf+q7oO2tvbESvUJao0sgPg8ooqjRZTllfkamRHxuUVuVbHz4NhGGZF87vfnYNFi5bi+OMn1rT+tAt/iLvvfhxz5sxZoeNiGIbpFBa4GIZZDbjnnnvw7r8+wWmnHVjT+udOPRyPPPISnnzyyRU8sp4FlyjWAZE2AV/cTjWVxzVSTLHUWx63osSUessVGyluWeotV1ydPw9mzUIphY8//hh9+vTp8Z1MmJ4HEeGrr77C8OHDIWXn96ClS5di6tQbcemlx6JQyNd0jJEjh+L4yRNx+uk/wqxZL/DvKVMG38eYrlDvfYxhGg3fw5iuUO89rFQq4Sc/ORnnnXcEevdurukYQ4YMwOlnHITTzzgGzz37+hrze8oCV52EgcBafWSnosqKEFMstYoqK1pMqVXkWhHilqVWkWtN+DyYNYePP/4Y66yzTncPg1nF+fDDDzFixIhO17vyqpMwbNhAHPi9/6hr/2effQg23OC/8OCDD2KvvfZa3mEyqyl8H2MaQU33sUZlX3EGF+PB9zCmEdQai824/nSEYYAf/PBbde3/1FMn4VfX/xl33XUXDjywtsyvVR0WuJaDzkSVFSmmWDoTVVaWmNKZyLUixS0Lfx7MmkafPtYDSQJYM2ZjmEZCAJT3e1SdefPm4bJL/4CZ9/6s7iyJfv1645wph+KMM47Hf/7nOwiCFfMdwKya2N+/3285GS1BoZtHw6xqLI3bcdicX9Z0H2OYFQHHYkzXqD0WW7hwIS6c9jv85sazEIb1xVK9ejXjggt+gLPPPhX77bcfCoXV//uWBa7lpJqosjLEFEs1UWVliynVRK6VIW5Z+PNg1iSSFGMBDqqY5aWWVPULLjgG48ZtiXHjtlyuYxx33H745bX34KabzsaPfnTZcu2DWT2xv38tQQG9wtU/4GZWDDWV3FCDMriIM7iYBI7FmEZQyz1s+iXHY9Oxo7D33t9YrmMcfsReuOaau/HL636M0069drn2sSrBf2l3gazReftKFFMsWaPz9pLqFjElazy/MsUtC38eDMMwjePtt9/GjTfej4unL383xHw+h4suOhLnnXcTli5d2sDRMQzD1IYg1bAHwzDMyuSjjz7Cf//iT7j00mOX20MrCAJMv+QY/OyiW7BgwYLGDrAHwn9tdxErqhQjwvxFMUKJlSamWKyoEkpg/qIYxah7xBRf5FrZ4paFPw+GYZjG8JOf/AiHHTYBm2yyXpf2M+nA/8DaI9bCFVee1JiBMQzDMAzDrAFMmXIU9t13R2y77UZd2s83v7k9tthyNH528XENGlnPhf/iZhiGYRgmxauvvooHH3wB553/gy7vSwiBSy89FpddejuWLVvWgNExDMPUgTWZb8SDYRhmJfHuu+/ij398BBde9KMu78vGYv/9i/+Hf//73w0YXc+FBa4uYj2e8qHAWn0DRAr4YlEMRbTSxmA9niIFrNU3QD7U5XHF0sr9IvbLEv1yxZUJfx4MwzBdZ968eVh77bUwdOiAhuxv2203wuLFy1jgYhhm5aOocQ+GYZiVxPz589G/fx+MGjWsIfvbeusNUSrFWLRoUUP211NhgasLZA3MCxkPqJUhqmQNzAs5mfKAWlmiStZzK+vJtTLgz4NhGKaREGc+MAzDMAzDdCcci9UFC1zLSbXufFmj8xUpqlTrzpc1Ol/Roko1Q/mVKXLx58EwDLP6MGPGDGy++ebo27cv+vbtix122AF/+9vf3PttbW2YPHkyBg4ciN69e+OAAw7AZ5991o0jZhimx8J/HDLdjOjkv5W1j1VxP426Pj1tP9x5c8URdvcAVjUiRViyLMaXS2KEgUDfFokoBgBPOBECrc0SXy6JMW8BoX/vYLm7HlSDiPDl4hhRTOjfKwCEQDFKizd9WyS+XBxj3sII/XsFyK0Ak/Mly2IsblPo3SRRyMuyMRTyEi0xYcESPdZezY03nS+V1GrzeZRiTn9nGKaHQGjcH3R17mfEiBG45JJLsMEGG4CI8Lvf/Q777bcfXnnlFWy66aY49dRTcf/99+Ouu+5Ca2srTjjhBOy///54+umnGzNehmFWHxolTrHAxVRECxbk/e3hRBD390bHf4MJKMBMwi/vfgS8308it5/yfdS4n8x4OhpL9vyXZz9Z4Sh9Hcqvz3Lvx4yp7Do3aj9uTJ383U0EIOp4HQvfe+qCBa46WLp0KaIIaFMKhZxEPhRoLxGAyqJE76YAxUhh0VKFfCjQKE2FCChGBCn0MWIC4mLlX/xmIzotaVfIx4BsoMYVxYRSTOjVJBEEAm1VxhAEAr2aJIoxgZZpIapRKAUUo9Xn8+D7F1MfHc8kZYMNf6v0gk7+MVTIfKx531W2q2d2r+7j1vKPu9Zszo72ldlHeXC3/GOqdJ41fW6djKluukng2meffVI//+xnP8OMGTPw3HPPYcSIEbjxxhtx++23Y/fddwcA3HTTTdh4443x3HPP4Rvf+EZjxswwDMMwnSAQAgIQFINATiwRCAAhAUgIIQEE5llDpADE3uvIbJ+IORCB2V96P+XEZh/6u5YQpwUvSLMf/ad/Mo7AbZ+MQwGkQIIAKC/2SPbhj8M/J/+8kvEoPR6CE36ECCpeF2FEIbLn4fYVmf0QBMVl10aIsOJ+7L6yY9Lj8T+voOKYsvuxYyIquXNL9lv9/PzrZNcliqBUO2qC/0CsCxa46uD//b//h4uOvhC9ezV191CY1ZTFS9owubsHwaxCiHKRo4pw0+HslAtOsgq4/cIGYL+QnUBVefbKBQupgyc/+4FSbaRnJO0sYaWZu/LzqW2/HQpTlfZHyXWpOKOXmdVM76PKNTavU9c3+1l2MrvY8ZjgzX7WQaPKus1+2tvby8xNC4UCCoVC1U3jOMZdd92FJUuWYIcddsBLL72EUqmE8ePHu3XGjBmDddddF88++ywLXAzDpCFK7ttd3Q/DZBCyGVqcst+5WuAQooBA5iFECGlEoawYpFQEgoJSERQVQVQCUQRCSe9bBBAihBA5SJGHlCEEyvdDpNx+AAVFkdmXMvvRQot04lTlffjbgiKAbAxjxxDq85HeOVUQpRRFUKpoXrfrfUE5MUqKAqTMQwgJ6a5P4I0ldsJUrIogihCrZQBF5jgSQuQgRA6BzEPKfGo/vphk9xWb8cSqDUq16/0QASKAlAVIUYAQodlfCCly3rVL9qUocuennEjVbq6fHpfeX3J+la51rIooqhrM3on43lMnLHDVwdKlS9GvV4C+ffiyMSuGsOKsDMNURpT9vpSLNtVmEoXIuaDEBjvJa7MP9weBcq91wFGCPzNnatm8GceORCdP/KkgRBGlBR8g0DOJIGdXINx5lc+MpgO/akKXPzOYBGVZRJXt/fWpyh9N/ixiLeOxwWlqllGo5NzdmJLz9o+jMbOESDwP/c/QCZVEoFrT4hvM1Vdfjcsuuyy17LzzzsP5559ftu6rr76KHXbYAW1tbejduzfuuecebLLJJpgzZw7y+Tz69euXWn/IkCH49NNPV+DoGYZhGCZNGDTrbBySIFJOdAmDFoRBMwIRIpAFhKJQFmPFVIKiCCW1DFG8DFHchli1ue9+KwbZfYUyD+mEprQgpIWXEmKKEKt2I5pFKZHLxklWKHPbm/hDUQQoCYKEQmDmUSWkyCMMmiBFiFzQjEAW9Di8GIdIQUHpMah2lOJlUBQhikMoKuoxQCIImhDKJrefUPj7CvS5mP1E1I4oXoaSWgZE0l0bCIlANiMImpALeiEXNCGULfpaI6dFLkgtbNn9qKVQKkJ79BUiSMRxZM4vh0D2Qi5sQSALyAe9kJPNCJBz41KwMVqMiNpRUnpMsWpHKVps7HGsKJlDIJvM9cq5zyx1naiESLWjWPp4Rf5qrrGwUsMwDLOKImQeQggvpVxkUsr9NGkdcMEENtmZLllhNg9IApbymSt/ltCkawsgEdkqp3n7Ylo55cKTFnp80SYtZGVnRm0QISsKQMm+VfZY5IlC5r2swJUVwmoTt4Kq4/HHYgMePyAlM1OpU+F9uibmESnEcVuV9dNn3OgSxVNOOQXnnHNO6q1q2VsbbbQR5syZg4ULF+Luu+/G4Ycfjscff7wx42EYZs2BPbiYFUgYNEFRBKF0fBPIPHJhLxSCPijI3ghFATnRghwVtGhiBJNYlFAS7YioHe20GO1yEdrFIpRiiRKVACrp2C1oQiHsg3zYV+8PWhQKKZmoJChEwgg5aEdEbU40i43wZcnGJjYeUsqsIwEiCUE6UyuQeeRkM3JBL4RSn0tetCBADgGFkAigEINEMoaSXIp2uRiRWgYhJGKlJQcpQuSDXqlzaYJ+luY/JRRiRGiXS/W1kYvRFn/pYt2I2iGM6JcLe6Ep7Icm2RcF0Rs5KiCHAkLSx1NCoSSKaDfjKdFSCCGxDCazTBURyGbkw95oyvVDXvZGk+iLJvRGAc0IKHTJBxFixCJCu1iGNrkYbbQIJbUUbSIHQCJWS0AUuaytnNQCXk42Q4ocApMRRhQjRgnt8eLaf8n43lMXLHAxDMOsogiX9pwITIJM1hPgUsFtWrmUeT17JvOQMofAbC9NNpc/G2ixqd3KZG3FFEGpEpSIvJm+CCRkSvBJizxJenYlfwQgndouhHk2M2Ya3zcimX20aeSpc3Hijz4fKy4lolbsjpkIP77/RHWy7ytP9PJFLD2GrLhX+foqikCIoVSIWETuWrsUfzML6a5tRiz0yx46uq72mRChpr62K8BkvlAooG/fvjVtks/nsf766wMAttlmG7zwwgu45ppr8L3vfQ/FYhELFixIZXF99tlnGDp0aGPGyzDM6oMi/WjEfhgmg4CAFCEgtYBjs4AKsjeaZCvy1IwCNSNHeQQUeAJXjHa0oYR2QABKllCSyyBV8ue5nYwMZAF50exEnLzZnx/fxIjQjmWIRYQilkJIncUkqR2Rkm6iMjvx5otcQkgIkoAwx5ahE7esWFcQfZCnZoQIjcBlzyeCIoUilgECiGUJBIXATNrZGC0Mmt255KkZBSTXxlISJQhIRMghFiUEoqCvMZK4R8oQocybMfVGE/VGnvLIUyG5LqR0fAgJEjqmtBlwQGBKL0Mt3Ek9pha0ooV6o0B5BAgQmn1FUIgpRk7kIYXObpNSIg50lhlRhJiUNwFryy9zOkvNjklIgGDGUCMscNUFC1wMwzCrKGHQAsCKF/lUKjoA9+VqPQUCWXCp8i4tHDrgCJDMBEoRQHkiUIySzi7yUsZjpf0GItXusrqyx/a/5H3BqaPSRN93wc86cmPzBC372k9v989FmhT1smNBQdnjIHap5/b4QFq40tuUS0Jpb4ukZNSm2QcItchlxqLXSWZb/THEiFwavaKSSV8vujKDxFsDKbHQ93aodI39z8SJlSpCqXsqFLuEUgrt7e3YZpttkMvl8Mgjj+CAAw4AALz11lv44IMPsMMOO3TzKBmGYZg1CSlzIFKufC+UzegVDEQL+qO3akWB8mgSeRREgEBqrwUioEQx2lUL2lFCIHOABKKgHUrpzC2idi2+BM3IB73QLPujrxqAPBXQjAJyIkBgvBsIhIgIRSqhiAhtchmWyhYsEwt11hKWIFbtiJHEOTFUKh7TZX0BZKAzjWxpXT7ohSbRiib0Rh7NaFbNKFAeOYQQQkCa6chYKZQQoV006WwlAX1esHGRjtGaZF80y/5oob5opmY0URNyIkAokm6U7RSjnQpoE8ugpEIk21GSSxDJNgiVZEiFsgVNoi96Uz+0qF4oIKevs5BQxiO2RApLSF9fCOjsMiMckpAITZljs+iPXuiPvqoVvUUTmoIAOSHdZxYrQkyENlVAsyogJ/NYKpt0bBzqzC1EcJUFNmsrFAWEKLgMrphKUEIiFMWV8eu5RsICF8MwzCpKKAsQInACk6DQ88ZKxCUrboUyj0AUEMoCQtHkvnD9NHMB6VzIycwJxiJCLEpQFCMS7ZCUQyRyUFTSqeeupC5OiVH+LKGUJgOrgs8ceR1o3L4QO88tf1+BDRqMWFfpPALkECLUM2RUboCqhPGJMMKWPUf9XuzEJ38bO84UzhMsEa+kCHQJgjmuLUeQZAQ6sjN4yRhilNw1jqhNlxhQO6RoRyxCRKKor7XJ5PIzuLJlmdlMudR1tiWRooRl1X6psjQsg6u+zIezzz4b3/zmN7Huuuviq6++wu23347HHnsMDz74IFpbW3HkkUfitNNOw4ABA9C3b1+ceOKJ2GGHHdhgnmGYcrhEkVnBCBEgECFyQW8UZG80oxV9qR/6oBcKMkBLECAvJQLz1awIKKoAbXGMnAqglBZx2mQzIrksyVYXOkupIHqjhfqiN/VCk8ijSQYoSInQF8wUoahClCjGYhVACgklY0hIxNL4clkPVVtKB8/WQchUXBEKPRGaN1lNTdSCAhXQjDzyIkBOSkgIk3UPlEihRAEkCVeCCQFEoh0ktZhm91mgFiduNYsQeRkgEMm5BCSdxWs7tTn/smTS0mRwiQIKSI+r4O0rJoJQMSLKo0h5RCiYmCnJsNdlhC1oQSuaqQW9RRN6BSFaggChFAjNISOl9xdEAoiBSPUCJFASbSgFS53dBKBFTydyQQtd0sSKJFSqZLQm+N5TFyxwMQzDrKLkgmYAAjEFECRd1pPvIWUDlUCECETBzCY1pTwcrPeB9SywQooVYQLKITK+CKZNEABAQQISECR1dpEIoaBSQotfMgiky/SSUkHpMpkChObYMpUhZUUyP+iSQo89J5qMt0WIkEIECF0ZgMx0GlQgKFI6wAAhRgQlFCLSAleMkjt3vX7siVy5ip+DgIREAEkSgfHEsNdTJ7cLCErKAQCUjSFChBLaPYEqsDplkoUlkcpss8d2r73SSPtzZqB6W1lrB0s0vESxVubNm4fDDjsMn3zyCVpbW7H55pvjwQcfxH/+538CAK666ipIKXHAAQegvb0dEyZMwHXXXdeYsTIMs3pBDRK4GtGJkVntcLGKzOuJNxTQhF5avJEhmgKJ5lAiL0UqG8gXdPKktwuQS313J3FPEwqqCXmRQ5MVzAKBnNmfIiBUBBkDgRKIFKGEEnJUQIR2vQ6U8/kEoH1ZBVLxlYDUYozIIS+aIZHTflTUhGZqQg6hE5FyUkC4cyBA6XHHxrfKCTsiBylKECIw2fY5E6eFCCERCIlACJ3BJQRipafyAiEhSZg4yrdjCFysI81EYkAhckIiFDI1LiggFBKhmXQsz+qXZrK0gBzyOjNNShSkNNcXCIQW8QJBiEkgJoESBSjEOZQoj5xsQigLerJZauFKTyjr8/djRBtbApUrA6rCAlddsMDFMAyziqJbJEM3yBMSSpW0x4DfMccvE/RmrOwXri/G2NcaCUEKEgqRiIyPgy5flEasIePVIBA4zUQYnwXffyrrhWVRIm3uXn5+iT+EC2ZcsKRnxay4lUPemYHaoMmVNRqRS4EQAIgRQ5FOqne+ZcKYvSPQuhLBBSJW8Csbn9u/EbdM0CYh3VgESWdQqntK2n3p9PnIZqqZ4xEpxEZIi0UOgkqQMoRSSouYZaWTygla1uOi0hiz17Snc+ONN3b4flNTE375y1/il7/85UoaEcMwDMOUo0w2FKAzugORQ6BCXXYnBUKphah8IBAY3SUW+ou/qIBQCgQqcDFSsi9hMsNNvEM55ITUQo4UTjCT0JlFesJTQBHcxJqd4yOKoVQJsWozsYKWAKzdg83ut+P3J0FzKCCHHALo0r/QCFK6PFE3zo4hIAQhgF4eUJhkSIkclEgmCKUIXKUAANio1IlSNZCaDEwtt/tEKlpS5oB2MpUodjGTm0QlPSkaCPuAe9bXSkCRFibtmANK4j9pvLzsxLL+3EIt8nlZ/LGJN2NaNbwinnjiCVx++eV46aWX8Mknn+Cee+7BxIkTAQClUglTpkzBX//6V/zrX/9Ca2srxo8fj0suuQTDhw/vtjGvGpEuwzAMU4YTfWRoZuByScbUcgoZrpuOLd/zZpv818kYkpk0K0BlxS1pZsgSoS0RrrKkuzZmPL1sEGL+s0GDcIGJNJlSJiiEsPN+VR7lGV6VztWWLGYflUQvIClDtOeor07gxuS/DhGYZSFChJ53WADr5ZW9VgTbrjrpvpi6bplZQf0ZpR81QZSU9jTiwTAM0w0IpRr2YJgssSoiVsVUzGK/+8OUWAJI+4B9TmISQH9fu/hHeDEUhWZ/2hMqEMI8w2QXiWR/IvkD33mNUuTGqUhndElP3MrJFtMdsRk5NCNvuj6GKBgD+DA1Th+q4kBgIrWy5cqb2FRJRAMi/bD7tK+tnUNnKLOdIvua0vs3Ma1f6aCvuY1hK2V4pfdf6XxtrBtY+wzjcat9bnNuMllk47gOJnhTdHMstmTJEmyxxRYVJxSXLl2Kl19+Geeeey5efvll/OlPf8Jbb72Ffffdt+7jNJIeJ3BNnz4d2223Hfr06YPBgwdj4sSJeOuttzrd7q677sKYMWPQ1NSEzTbbDH/9619T7xMRpk6dimHDhqG5uRnjx4/HO++8s6JOg2EYZoVjO/f4IleqK6InMAHp7oE+yn7pe+JW9n33muKKgYYvXlnfAXvsrAl7pf1aHy7fw0CPuYqo5gUM0j37P5UHYi6ArPLV57osGmcshVibgToz+PSjQ5HLE9uyx7evXdlmShArN8b3r5vfDdE397ciV1KmWh44+eJgrQhSDXswDMMwzOqGUpF+ePYQVs4QRngK3DOcKCVM6ZtFQmZEDy+u0vlTEEa8CqXtJwiXReVHPArG60no7oqKSlqEU8tc5lIoCwhlC3JSC1t5oUWuAlpMZnwBecq7iTg/hrGCVCL6JMJUlkoxl++EGpNCTNokX5HORssKU3rfqixTnSg28ZpKbRMrvS8iIDaCViQi3TQJ5SJXJchcR/sgIrPMG5uJnRNLkNCJW84f1njDZuM7QhVlsALdGYt985vfxEUXXYTvfOc7Ze+1trZi1qxZOPDAA7HRRhvhG9/4Bq699lq89NJL+OCDD+o+VqPocQLX448/jsmTJ+O5557DrFmzUCqVsOeee2LJkiVVt3nmmWdw8MEH48gjj8Qrr7yCiRMnYuLEiXjttdfcOpdddhl+8Ytf4Prrr8fzzz+PXr16YcKECWhra1sZp8UwDNNw/I55NmsqSXGvnKnjdyb0/aV8cce9L9Ihg6riF1BNMKokblU0mfdEm2RZnAr0nKDldQz0j2PP2xeO3LZ1pL0rxC57y78WhNg9ukK1jLEsWXHSJyv6JcJWWnysJA4yDMOscRA17sEwGYgiIDM5Z9GN+8q/96Wo/LoSftxkTd0BK5IBHYU4yivHI4pcDGM7MLtseOgyyJByzm7BWld0RrXMptQ5iEz2EpQTh9L7Mu962Vt2m1pQRG4cSfQKF8XqccadxkfKE5/8f/rKuxWojEBlyzuTEsUAEoHLYnOTmj1PfmkoCxcuhBAC/fr167Yx9DgPrgceeCD1880334zBgwfjpZdewq677lpxm2uuuQZ77bUXzjjjDADAhRdeiFmzZuHaa6/F9ddfDyLC1VdfjSlTpmC//fYDAPz+97/HkCFDMHPmTBx00EEr9qQYhmFWABJ6tigm3anGfmkGCN0MVeVuekmHQuU8uxLzS+s/5aeFZ0WfbBZX2uw8ydyqJGilxoK0uGWFmtS+/TbWtrwvEzgA2Uwom+6fPFOF6MulrWfOx8/QIqSFo/QVDaAQd5gVZWdz/bHZwMgulxC6tFHoLK4Y6Q472c8xFZwZDy/KpN4LETiPLt/bo67gqptM5hmGYRoGd1FkViCKYv0dnI1d7Pe7EaFsWSIAxJT+WQiRiUPi9KQlko6F0uzZ354oea08gcfGN5FqT0oTZQGBzCOUzbo0Ec0ooAUhFRAiTKwfzDFteaI7XxCIBHTkSO6YfqlhZyWFOutKrx+BEFBGUAIhRmya8XQ8sejEMiKQ0PuEGY/NBovMhG5MpZTNg46dg9S+3BhJNwOwFzZ22WX+tbWxnO1EmXMeZrr5UeLNqq9JDiVj+l/XJGRD7z2E9vZ2LFq0KLW0UCigUCh0ac9tbW0466yzcPDBB6Nv375d2ldX6PES4sKFCwEAAwYMqLrOs88+i/Hjx6eWTZgwAc8++ywA4N1338Wnn36aWqe1tRXbb7+9W4dhGGZVw6auuy4tIvHg8rOnKkHmy96W4in/P0/c8jO3/Iwmi/WJsg89E+iZwmf+qzoWV55YWdwSnheFK0ZM+W+lyxM7oppI52eqZcWtVGmiL/yZ8VbyJ8tSvVzRF/Bs98kkY63652hmZMn35IqduGlnasuD7ho9uAATtTbowTAMswbyy1/+Euuttx6ampqw/fbb43/+5386XL8z2xWfY489FkIIXH311Q0eNVMrRCX98GIKO+Hmm577ZYQd/QGeCB9JZr4f3wjRedaXi1YohqKSsTOIIEQOUuRNeWLBiVt5NKNATShQAXkqoEAFbWpPuVTTHkBnSTlxypQVamELLvOq6rm5bPgkyiTSGVuxyb6yopdfolgt6yrxjU2ytayoZccTm67Vukt27CwdkBHOkgnXxMuLoEsTbcmjFb2Sa2DLUgPTsTzp7h1CN0DKkX6EZPxyMxUJNdHgWGzGjBlobW1NPaZPn177eCpQKpVw4IEHgogwY8aMLu2rq/RogUsphVNOOQU77bQTxo4dW3W9Tz/9FEOGDEktGzJkCD799FP3vl1WbZ0sVtn0HwzDMD0Ja+zui1wpL6yMqOSLMzbwscvL3vPEnrToU3kmzYVfIun4kxW/7HpZst5bSZhizlN48pUzYA/SkhaV77ej0kQ/tdwKeva15+LgroMeZ1boq69kM0s1IU5WPBd7LX3vCStqRZ73VuUyCbePesStRhqbcrkkwzDdRTcaNN9xxx047bTTcN555+Hll1/GFltsgQkTJmDevHkV16/FdsVyzz334LnnnuvWbmUMYCebgHRcIEWSweVjf+yotDDVDdtlxQtnUm/9u6wHV/n2NsOopLOWzP6kbEYYNCEMmp3fli9uFSiPAvLIIURO96Uuy0LX+4cTpGJKMqXI86aqlsXl+77GIkJkI00iRKS0IOUJSKrKvuy1tu/HNivMjCciG8HqDC7rR2bjpmrYqI9gPcG00OWfp91vdsLXdp/MkfYv0+JWDgEFruwzMEJXXTT4Hnbcccdh4cKFqcfZZ59d35g8rLj1/vvvY9asWd2avQX0cIFr8uTJeO211/DHP/5xpR97+vTpKVVznXXWWeljYBiG6QgvgTwRQFI/p1tOW5KvZp2urdzMlllm5s6cuOWJPpWyrNLlb0Fa2PJm/rKeYJVm5Fx5HbygDoETd5yxPOlZsM78t5JjWT+H9OxiykC/gzR4J27V2vVmOciO3Z07Kn+O6fFVyeKq6AnSo7/6GYZhGks3ZqJeeeWVOOqoo/CDH/wAm2yyCa6//nq0tLTgt7/9bcX1fduVjTfeGBdeeCG23nprXHvttan15s6dixNPPBG33XYbcrnccl0WpkFQ9QyjVLa2pxFlxS2/Y2CyThID2Ex1O3Hnlyda/NJEBUr5qCqKAEgEsgmBLCAntal8Im7lUUBOC1sicI8Q0nWjtvsmaPHIilt+tpQt3+sMhRiRiJxIFBsxykpGNuL0qwj8CUd33UwVgl1bC3ta5LJiW2zLE1Hy/Mgqx0dWINNZW+b8CIgUzM9W6NLinDJG/loENBlclNOZW7AZcIGWCo3IFcB0G6/Rk3VFUCgU0Ldv39RjecsTrbj1zjvv4OGHH8bAgQMbPNr66bFR7gknnID77rsPs2fPxogRIzpcd+jQofjss89Syz777DMMHTrUvW+XVVsny9lnn51SNT/88MPlPRWGYZgVghWRrBBihSXbWbFSeZsv1KTKFI3IlZQsJuJWR9lbfsZYStzKpLRnxZusGXol7y1///45Sm//NtupFtHGBl32mbyywqRsMTlXV5rYIFErlTVmAq8svt+GxWat6dfpzzTJ2EoCto6yuOznU/uguy/zgWEYZlWmWCzipZdeSlmkSCkxfvz4qhYpndmuALrC5dBDD8UZZ5yBTTfddMUMnqmdsknE8u87V6pYg6ahjMTjLAucCUN10/pkW7/ML/LK8QAhcghkHrmgCTnRgjylxa2CCJAXAQpC5+CHEAiELMuGjzyRK3IdEFUqq8mPb7LxWbZqIEqiLUQw4pH133ITrB3HYTpWJURQeh/evhRIi2mU2HEkXqWybB82c0u5DC5KHspkh3nyG6BtJaQItFE/Ci5zK4R02XB5hAgoQIhQd1cUdQjT3RiLLV68GHPmzMGcOXMAaOunOXPm4IMPPkCpVMJ3v/tdvPjii7jtttsQxzE+/fRTfPrppygWi3Ufq1H0OIGLiHDCCSfgnnvuwaOPPopRo0Z1us0OO+yARx55JLVs1qxZ2GGHHQAAo0aNwtChQ1PrLFq0CM8//7xbJ0slZZNhGKYnIUzGkvOmEn5ZYHnWjy9+JF/ysc7isiKXiFzauBW3Ys9bolp5XlbcquS9VSm7yt9PNihMhLO0yKX3H3hBX2LU7j8n513JXD45n3q79HRGpf1kxa2OSDrtpM3hEweOtDdXkrmVLqfMilx1lSe6k1GNezAMw3QHDf7jMGth0t7eXvGw8+fPRxzHdVmkdGa7AgCXXnopwjDESSed1JWrwjQIIXTPtlpNw6uJXDYmS++7fBLPmtbr99P7sOJWSkQyIlcg8wiDZoSyBSEKKKDZiVt5ESAvAxRkgJyQ5lm/Dr3MMTLZTVZEIidIGRmKEnErZTWRiT+sz2ksItjywnRpoi4r1CJdOp7xY0kb9/jCFbmsMjMm4UtoSQZXNRSsqGWeVUbkMgJcbGQuO6YAOa80MeeELZsNF7hMLpPFVasHF1G3xmIvvvgittpqK2y11VYAgNNOOw1bbbUVpk6dirlz5+LPf/4zPvroI2y55ZYYNmyYezzzzDN1H6tR9LguipMnT8btt9+Oe++9F3369HE39NbWVjQ3NwMADjvsMKy99trODO3kk0/GuHHjcMUVV2DvvffGH//4R7z44ou44YYbAOg65VNOOQUXXXQRNthgA4waNQrnnnsuhg8fjokTJ3bLeTIMw3QVKx4pQHffIwAiB1AJZMQgMp14fBQUhMveAgSU68QIAEokXlNlZuuU7iioD10ubmWDGQmUbeebvSeZZSrtOWHLE42Bp4BESDl3HECbuVYTt5JzTgKuxB8iKQnorEtPZ1TyzfLP0wZk5SWSlcUu11ZaBJAk9efp+XAJSBDpoCoJIhOhKxG/YmS/6rszLZ5hGGalo6gxWaSmBixrW3Leeefh/PPP7/r+a+Cll17CNddcg5dffrlDn0lm5aEFriSGAdIZ4vWS8t/y4ilhDOYt2ajDjyas4YQVdABAyjxCmUcoCiigRXtuGXGrIAPkZFrIgtJhoSIdwdho0KwAgkCMxO/Uilt+ZlOlcyPoTt62wVEsYigKILwMsAiJlUb2umR/tplZJJQzf5ee0JcIflbcilFuMO83W0oEshjCiHiEkiKUSKFEynl62fFJ6FgtQKhLExEiEEkWnCICRAAQUPJErlWB3XbbreJEsaWj97qLHidwWdf93XbbLbX8pptuwhFHHAEA+OCDDyBl8s96xx13xO23344pU6bgpz/9KTbYYAPMnDkzZUx/5plnYsmSJTj66KOxYMEC7LzzznjggQfQ1NS0ws+JYRhmRWJFroozf1S+nCgGRGie9fu+UJIWTTSVvA/0usuRFZQaS+dBYMpnywQI/nvV912bmOTe97zGaqGr5+6O28nx7OeY8lVzxQpJ9lmlMtDs1REiqKPkskF/FAJcosgwzGrDhx9+mKrsqOZds9ZaayEIgrosUjqzXXnyyScxb948rLvuuu79OI7x4x//GFdffTXee++95TklpgvomKn2oqiarNwysVFn3aHdvqETfoAku1tBmQZAoev0FyCnRRYhEQqJQAgExrieCFBCIBAASJvlx1Q9C1163l/kSUQdnp6XYWa3ld5rAK47tb9ebdcgsaNIjlJenugmBf1KAntMY7knQVBCeCWLaRN9f3LUTfCaSVcrbkkISCFAFENC6Pe95ku1nRTHUPXQ4wSuWlTAxx57rGzZpEmTMGnSpKrbCCEwbdo0TJs2rSvDYxiG6THYLoqAljpIBJAEkPHDKjdwj51QQqS9DSQBSkgAOoXdztPp9b3MrSrZW/rY5dlbWbGlI/8Ev7TOL0lMPwJjzJl0VLSmq/ao1Qzmfb8rlQq/lAugasU/T8D4LnQgdCmTS0cV5KbOAsCsQb8gW4oaQiEyYpcVMTNeXF2YPfYGWGMkXgON2g/DMEy9ECV/9Xd1P0DN1iX5fB7bbLMNHnnkEVcxopTCI488ghNOOKHiNtZ25ZRTTnHLfNuVQw89tKJH16GHHoof/OAHy3FSTFcRIoRAyf1sO1RbMQRVxCn7K2nFE79RjCaJrYB0V8ZstKPMfmxZns0wsg1nhJDOXD5njeWt75aUyAcCOa92MlZwc2gxJQbz6awouzyxS7Dij14eV8yOt6WYSuixxYj0uVEICaHfFVaQqt69O9mXcseOEJt9yEz2VhLHVipRTBl3kPYFC0joKM10iywpPZoSIkSmRNH62IaUgzSZWXm/LNETDWFixdCZzdcjcHEMVQ89zoOLYRimpzB9+nRst9126NOnDwYPHoyJEyfirbfe6nS7u+66C2PGjEFTUxM222wz/PWvf029T0SYOnUqhg0bhubmZowfPx7vvPNO3eNLCSBGVHLlfJ5XU+rYtpsMlaCoBOvP4AIOlNyjmrhlg41qpYkC0hluShGk1k2uQXmQ4b+WZuy6LFEHA4n3VnJ+lajmd5U1PvWlro7EJtcRUqSFu2rH18dVXpBXHpgk5ZlUtsySvXa+2Jdkc1X3N6sGd1Fcc+jp9zCGWd057bTT8Otf/xq/+93v8MYbb+C4447DkiVLnBh12GGH4eyzz3brn3zyyXjggQdwxRVX4M0338T555+PF1980QliAwcOxNixY1OPXC6HoUOHYqONNuqWc1zR9PT7mJQhhDEMVxW+2/Wx9LPVKbI/V8L5b4kAwjXUyXqMwkUOSbNPLTLF0HEeYDyiRIhQNCEnmpCnQkrcykuJnBTISy10hVJncFm/Lxs16PJBXaJX1A5ZKCEyoo8p3QN1OnmYZFXFztxdme2tZ5Y3Fdlp5rnN0LL2E9Yhy+90SNZyw0wGZiHvqLYs0T5KxmesRLEbY4ySO0/twRUa2cp4l5lrmTPXVmfJadP5kLT9PLNi4CiXYRimCo8//jgmT56M5557DrNmzUKpVMKee+6JJUuWVN3mmWeewcEHH4wjjzwSr7zyCiZOnIiJEyfitddec+tcdtll+MUvfoHrr78ezz//PHr16oUJEyagra1tucZZ3mknEUL0++lZopQppydyxcbSU4cdkZudsuIWdTCTlhW3/HF1RjZwSXymAleeqD24rG9BaLK3ZMp/yyebteWLWza1vHyb9DhSpu6eoOZ7jHV2jn6w688i2mXJePyOQ0GqO6T7PH2Ry2RyVeyUicSLq1bT2+on0FhzZmblsqrcwxhmhdKN97Hvfe97+PnPf46pU6diyy23xJw5c/DAAw84I/kPPvgAn3zyiVvf2q7ccMMN2GKLLXD33XeX2a6safT0+5juXJ3ubuyjqohZXqEcrGdWtrwvZS7fQZmiE8yMOBPZjtAmI8xmcIUoIE/NLsvIZm7lJFLiVijhyhbtcZ1Nu4gQixixiFESJfOzfiSle9X/rfgTrbGITD6U3ie5ToYmTvW7XZtY0XmMWr8zz69LpSKtRCLTXcK9mKiswsFmiymXm2U7RJaUMt5bsRbzRAklFF33cf3Z6Hg1RzmXuRWa65cTwoldVuQKoMtFa4ZjsbrocSWKDMMwPYUHHngg9fPNN9+MwYMH46WXXsKuu+5acZtrrrkGe+21F8444wwAwIUXXohZs2bh2muvxfXXXw8iwtVXX40pU6Zgv/32AwD8/ve/x5AhQzBz5kwcdNBBNY/Pz5CygZMtVRSkAEQpPy33xW58FXSKOLQpvZAQpCAhnYiVzdjyjU99rAmqFbeyWU5SaPNRH7/8sWxfmfJEay6vG1enuyd2lo3ki1t+wGMDJzeLWENJX9INMi3kSUoLYJXGUG15R0Ggu67m8wxEDgSFQChdmaiUKTeVZZ2UfNKdjGp18rCDZA+uVZmefg9jmJWCNdRpxH6WgxNOOKFqSeLy2K5kWd19t3r6fUz7KdlOikn8RCBPeNLY3yD3s++XlclUSk1odZQxbrK47PEiF/eUXPwmRagFLlFAXuWRF7lU1lY+MJ5bdkxSIFIAeR0b9bjJZTC58ydZUeDLCnV+FEBkxaw4EbIogi0tjETkMrw6yrL3qwuUUBCks7YESSe2xbYTozXdz+wrEcpMXGg6JfreYzGpRNwSRcQomQy5GIH5jPQEbIAAwmVwBULoLDgSIAHXlTJHusdizXAMVRecwcUwDFMjCxcuBAAMGDCg6jrPPvtsRX+MZ599FgDw7rvv4tNPP02t09raiu23396tk6W9vb2sLbkl8WYo972qFhBZU01Fkc7cMi2kdRZX8tDrlDosJbTdDrPYUsJqx6+0zG+HnXRN1PsPRM4FUX72ll6/sv9WtlQxSV9PxK3KxvlJhpb0/rOeZ76Q15n/lp8tljU+zY6tElY4C0QulcXl5D2TxZX9Ou9y5pbeCYRSDXsw3U933cOAju9jDMMwtdLTYjEhAkiZ5Iwkk4SJNxZQqUyRUsvd9nYysUJckxabfKGMEi8vIkTCZOGbjH0pc7p7IrWYLn/SZG4lGVz2EUggEEAobXmi6awI5TK1IkQooYgSivpYIkplXXWYwUXO7cpkTJkCR+GVFPq5WDU0xvG3sbFXUu6YlCam49m0bYbdhy4/jBGT0sJWKnOrhBLaURLtOnY252njxBDGtD91bb2yTylMd0WdxVUbHIvVCwtcDMMwNaCUwimnnIKddtqpw1KBTz/91JUeWIYMGYJPP/3UvW+XVVsny/Tp09Ha2uoeSYvycv8lJ8DY90y5H4DUl3sicpVcqriCQkxR6uFynGwpYwdCTC2ij08yjrRg5jK3rLBlMrcSn6+kLLGz8kTyQx4v9V2vVz7LmD6nIPXwz7Ps3LNloJl9+gam/s++GbyfReb8xoTnp2ayuaTIQcoQUuZSmW7lIlet3RKZNYHuvIcBHd3HGGYFw+U9qw09MRYLvBLFSl0EbWaVL3Ypr6TQPWwnZ38S0fmOiqqZ2jZB0fpF2ciNKEZMkRuj7p4Y6jI6qTOM8qYcMZd5BMI+dAaSP1YtbxmRxwg+ESJEIjKZV5m4rkpM6GJL4Ylc3vXT2VTpCgKNTF1vW17oT15GNjPMjTpdMUCZzHqb66VtOsh5i0VmaRERSiihKIooiXZE1OYmgvWIJAIKIGw5orDliOlrGZgsrsB4yzIrBha4GIZhamDy5Ml47bXX8Mc//nGlH/vss8/GwoUL3ePDDz8sWyctMFlxq1JWkxWsIigVucwtm81V7VFpFs0XXpJlSdmezrSqLYvLH2vKb8qcl92Xy6aiJK/KF/gqmcqns6XSs4uVOvzY61npYa+xE6CowjV25vLJTCKllim3zHeNqIbvRWYDab+RQJLF1fl1rhvbfazLj64Ng+k63XkPA2q7jzHMCoEFrtWGnhiLaZP5tC+UNU63WVp+SaJ9KK+5p/XgSmfId9TIxjy78kS7T3JZUbHpjm33FaKAHOWRQ4ickCarSAtaoecZFQggFIDwxK1kjHrfJdGOErXpZ9GOCO3Ow7XqRKiQnoBlJ1hjIxTZK2C9YJPyxGr7c5OU5HtweYYU2Yz9Kh0UUyWKTuRSTuQqmuytoigiQjsiMudqJn4BuMqCEOY6WpHQ+m65a534cIVUo8BlP9xGPdYAWDpkGIbphBNOOAH33XcfnnjiCYwYMaLDdYcOHYrPPvssteyzzz7D0KFD3ft22bBhw1LrbLnllhX3WSgUUCgUqh5TIigTaoQIACpV2UKjoCDtd53x5Uq2l2WeWwSl16kQdPklkpVEn+xxq2GP5XeD1MNLyhPdMTsyXPWO4WdvpZal1uk42ylrnF9N3KqEAkFCpLK1asWeNyF2n6m+NippJECREwQbUpqYGjx7cK0OdPc9DOj8PsYwDNMR3X0f6+ge5n//Jr6n5DobAvrZF4xsRFJWoujFJjIT9/hUspWz9uyVMsEEpO7yZ0robJdEm2HkMrVIQAhyU4fCSx1z4hFZo3jtD6r9r2JIVCutTMekRAoQZtLPlAfq7YPUccr200FujkIMAQklFCTJTicy09ctdudkM+ns9dWG+rprYiS0rUfsulP6n5XQ/wn9LE33ycDE1wLwlle21qh+chxD1QNncDEMw1SBiHDCCSfgnnvuwaOPPopRo0Z1us0OO+yARx55JLVs1qxZ2GGHHQAAo0aNwtChQ1PrLFq0CM8//7xbpx46Kwes5I/llym6UkRVnsFlDTmzPlwdCVQd4c/sEZLuPhbhxKx098R6zeX9LoVp36tkhs9fN2swb837/Ucqa8sTt6qVZLoAKTOW8kflIC7VSVEk3l/6WmQ6KmYeZdej0aIXs8qwKtzDGGaFY1WGRjyYlU5Pv48J0wgHsLFNnMol0okzXpkivAwspOMTv1O1/31ebULPzwaLSUcTEWJEwnYNjF2mdyByCChECFMq57y3bHYRIRCUKatLjmWzoSJR0iWKtNRkNLW5LCybddUZKnWFku2cebuwIlr17t36/JUTyfwsLuen5WWHdZQN5rqLeyWOtlNkbP3GhM7eso+kPDFwsWkopPMvc90oJcyzML5m+rclqNHOg6kfzuBiGIapwuTJk3H77bfj3nvvRZ8+fZwvQ2trK5qbmwEAhx12GNZee21Mnz4dAHDyySdj3LhxuOKKK7D33nvjj3/8I1588UXccMMNAPQX2ymnnIKLLroIG2ywAUaNGoVzzz0Xw4cPx8SJE5d7rDqLS8/AkeugGJRnMhlRyS4XkKabTdqk3p8xFEICAm5/WT+FSiV7fvfGLNlSxzKDeSfWBC5ry5ZeJuWJosMZsJSA5JuPpoxIO5/V8zO2stfGF7eqjaPjPomeGJfx39LXWbrP1Z6//ZwCJB0V9fmVdNegjHjXZTiDa5VmVbqHMcwKg5R+NGI/zEqnp9/HdNZOEiOUe24SFOlcH+EZziuyWV6mIU2FEjpRoYGQJSWYOZHLWCBAOXsJ26gmRwVTnhiYUjmYskQgFKS7/QEgCcQ2i0sk2TDauD1yAo+ikh6baIKgki6DpFwq8rDiTxJLSZf9pGCyoIRpGiSSWKuj8sTsRJ41q7dZYAIyLZ5RnClPLPdItfuxJYrSdKhW5pytuFWipe7cASBAbMZtJx61GBmY6yY9kTAQQAwrHEoIVUdPa46h6oIFLoZhmCrMmDEDALDbbrullt9000044ogjAAAffPABpEy+bHfccUfcfvvtmDJlCn76059igw02wMyZM1NmqGeeeSaWLFmCo48+GgsWLMDOO++MBx54AE1NTQ0bezYgSnVBRBJAEZRLrbddCYUIEFsBTMhUGWMtnRprSbtOuuhkAjnrv+V3K7R+W5Rkb/mzmRLCBZJlx/GM5Wv13kqfX+Ipll2nmriloCBNmrzetuNr4Xt2ZZEkoUQMKQL9GUEhQA6x0IKWEwPdZ1c+lsA8CxME1pwWTw3MWODMh25hVb6HMQzDAD3/PpZt5gMkJXa+DaVvR+mLUvrnpAGOLt+TFeIRr1SQAPsjEbnSRG2QHmvzdpN9bxvSBMjp7n0i6ZyoM7nIeG5pUYZAkBn/LX+MMUqJwEUSkHD7V0IhoGRyzheT/ElXK14JJ2SVIKFjT3+C1HU/rBCz+cutOCW9bRV06aPftbEafkaZdgKL3PXV2WptTtyK1FIdj0kvzoNw11b7byU+XK700/fkEgJhPRlcHEPVBQtc9RIvBSJWUZkVRNzW3SNgPKgGM8bHHnusbNmkSZMwadKkqtsIITBt2jRMmzatK8NbLvxZLJfFlRFHrKeAn91lu70QFFDHpFPq2EjaQlfDZm4lJYqJubzwsrfs+Pxuik7I8rK3gLRw5ItqlcoTLdUytrLvVc8gU078q3aM7PqVxqC851QWFykdVFOQLBMSoAZlbjGrBavjPYxh6qZR5YX8R2a30NPvYzZeARLRRZukJ05S1gzehk++KEVevOJnGHWUvQWzlp2Hcl0UvVI/pSK3rha3Qu2/Zbv72dI581oAIKGThQS02OX7bwHQ+6USYtWOWLVrg30KEJoMtEDk0teGkkZBlkTIixEDENDZX7HJCJMCrjzRx58E9SHyfLNMFpc9jkK6zNHGwNntbWWDIu235c+ZRqLkstZKahkiVdTCoTlXSdJMONrKAt3x0vc2EwBi72c7lcusGFjgqpcv5wDFXKerMcxysaRjU3CG6QodZXEBngeWJ3hZ0UTZTK5Ovo+rl+qVlyWmDVAT/yhdpmhN5pMyRa9IMSVuVcI3lq9UmtiRCJTN2qpV2Mpmsy2vV5ndvx2jNKn7MEalVjzTWWJJt0mXiZcN/mooxawKlygyDMMwTFV8/0tnBWHij5jImc1rUUvHLVaUsmWGdgIwiRt8/63qQle2O6MCIRJJhz9rASGN/1YA4XXy06WJTogx+4thRBmvPFHB8+Ay4lak2iGhhR6iuCw+9DOysthJVn3Mko5qzDWMPb9Xa2mRtcbw9+NiO4r1uXqTi66zYmZi135uZfszMaK/D5utFpE573iZjre82MpNyYpENJRO3BKQ5jrrEkUtgLHJ/IqDBS6GYZg1CPK/6DNeBFSWyWUypmToUuatgSpE+ddHLV0FfWGr0kyagF+mmAhbibl8fTNefhZXVnAqM5evIWursxLNekStjozy7bFswGnFRTLdgUgEkMg53wvdMah6J0U9O6mFsroELxa4GIZZ1VGqMfcgvo8xFfDFF2d6Lqz5uRG3jA+XTYiyJYsuy0ukhRigsgBjsXGBFs2S/UTGQ0pBQSk9ae5PD4ZCetlFifBifaIkGWHLC7WSMWvxJ6YSSmoZYlVEAAUl86nYxwpyviWCbR6kkC4tVKQzs2xhYGdFe3bSVV/rJJbR1QZJFpe+Rl5nRKiKsZHb3ohpJPT6kSi55bYkM1Ymgytug5RJDJzEp0a8gt+dUv8ck77W9trWFc8S+N5TJyxwMQzDrMLomab6OrEk2VvZL3x/5tAEVsJLuReVJRkpgqpjsAGGPxOnl1cqybPZSKZE0fffguczVaE0MX1MSj97QpYzLq1R3KokbFUTpurN2Mqub/erg8Akq86KXDDBojC9dwixK1MUQpk23FFqny5Ydl4dcX2zhjWUhtS4owbth2EYpk64RJFZgdjYxYkkpEsUteBiBCznw2XiEiNu2Q6LevIpKZVLZbRnJ9Iyv4a6PBGJWb3pfq0o8jL0AwQUJB5QMl1CJ6HFl9hkIQlQuQeXUMbbK0KsilCqaKwsKsdz2mKhcrdvt42AyTbTcV4skLbE8LDiln89bHmhztaKocg2RZJegWj6uNUy+F1zAIq9Mklt1h9TCZEq6vOmom7qQ76ol5QmWmN+vSQRC2NKyhWtyFUb1MBYbM2ABS6GYZg1lKpf9GYGz32fNtAmoJrRp9+BSB8ySAlMvqBVeb/pL3/KCFhZQ/vOqCYCdZZ1laVDv7EK2V+VRC53bGM4rwO3OFnPm9GslsHFMAzDMMyKp7Kwop+V95zK4MpMAgKdxxtZo/rE0yudsZT1rbKCi/TFGLsMZErqYLZNxpmcX7mXq49IxTFwnbDT1yPT8VnYpjhB3ZOFiam8Mh6ygStZ1MeyoqNvi1E9sCWzD3uuztnVediWQJR362cFvKxvmY/01uloPaZrsMBVL/23BHpzlyBmBZFvA3Bnd4+CWWXouCNgZ9smmVz+9oHxRQhdYONnAFXck/E9gDDp7ZAVgx4/uOgoMMoGdTajKhF/qotdZUIXKreZroYfiPnZW10VtlTKqyFIrdORmKZM1pYrVUSgZ4WtyTxkqpuiFier+UrUdy10VMsligzDrOKoBt3LOIOLqYA/QWfjKp25TnBG8KZE0QpHtmeionRTHN8fFUjKH7PxDhGlBBIisz9TXmczuFwmmAgQIjAlc9p/SxhHsJTXVqY80ScRehSUKkJRO4RKpARrJi8zMZMrUxSBm4xz/mAm+y02dgvkZWBVvNYVJgb1dYsTHzMTM5b7mnWOE8v80kYvI06pIpRqRyCbU7GWNse35hpJmacUaUHRf64LjqHqggWueglagLC5u0fBrK4E9f0RzTC+x8Hyds/LlikKIaEIRuRK0ryz5W4djQlIDD792cxkBszOrCWp+GXBgsnisiKOXQ50nNq9vObuvodYNXGrFs8t/3OoJD4ql33VeWmpL3IBscniSjzKhBun9bfw2mub0tIuZXQ16g86/sOQYZjugksUmZWE+951U0omqyrzK5iYzrsiRi/rKgaMH2nHx9L+W2RKIL2CSBev2ckv5xNlTNB98UV65Yj+GEXmWLYMMKYIitpBxhLBGrs771TIJJ5yok4ibiUZYMaHS0WQQc51QwzMRKuPPYZCkqmeinU8Kw3bCTzJvorTMawj7Z2mM+NzLkM+u50r+aS0ubwflwpPxBLuWZuo6hJGMuvWU6IIvvfUCf81zTAMs4qiqIJ44rVHrkS52GH3odyjsi9X1yCKU8FC5bHYNtBBaibQ0lkwUJ41VV/mFpCeHezMUL4zFJLPIiv0Zd8vG0/mP73M8wkTgVtuW2d3RNIGOwaxHxbDMAzDNBS/gU8S75DXKZHS3RPJRV3Q/qBxBREmHXtkrZiU24/u1qg7KOqMI/I8Od2EoTE9tw+bbSTcet75ZI6X7UgIJL6pwnixBshBkkSA0GsUVN4FkijWGVFet0cnRmVi29TkZ8bOwglbKTkxTpUW2vUagZ7kDSBE6J13uqt3pcrDtGk/lyauaDiDi2EYZhXGmmHa10DHXfL8DjSaAJVFLN11r2J75xqEI+WMTuNkNszvoJhNw/fabGfJprvXQrZUsWyfFTo++qWJvoeE/1z9eMl56Z+ri1fVShOrHcu1q0aS2RabfdhrY2c1ddli+tpqXwvv+BWE0eonxiWKDMOs6iigIX/g8n2M6RjyxBollCtBJLIlikkTHP/hMoWM5OVnXtV0XOfn5ZURku5K6Jc52r3Z7C2/PLGa7GJFOHt+FiFykCKEFCEChAgoNBFKaAQfmYpbbDmiPU+XZQYJJUJICit26IbZR/Z6+FnqrgOiyXJPPoski90a+Nuu4H7c2dkkoR2DFCEgC2Wfj83ect5lne6tTjiGqgsWuBiGYVZRfK+A7DL9ujbvAR1wZJd2XD5nSxW1MbpGIa74rZ71fvLNT/0SSyBJ9/ZT3ZP3Ojaar5VKHmFZ362uUEncsl0bKwlr1dDliOXdHmNErjzRelpUC4Ld7KURLHUwWeM5NrI1NQdnDMMwzGpMNkvI5RSZAMtmctnXtoOiE8M6idf8xJ+sWb0+ni1R1GWEvr9qyoJhOUMo33JBiBwCmdcPkYNEDgFyCEmLW4JMNCUqTxBaAQ7QdhipzP5UtlMA4Znlg8qb6fiCmRLaaN7GRElmlz924/VVB07QEqEuLxQhpMh1OAG7vNe5IhxD1QULXAzDMKsoNgU+68GV7cZTKeXdzeUZI/lKGdOdzRxaccvOQfrrK2f4maSMJ+nn6WynlYlEAKUbYVd8D0h3AOoI5V1voPr5+CKVEqpM5MoKfIBnrG9ELrs8hnLdFN32XtBXnqHn+1MoMxZOj2cYZg2CPbiYlYIu28t2bfY9sgIIJ3S5rCiT8e6yjaz5Ony7ho58R/3uibGLAX2PLOvBJYTp4Gem+jo8G1taabLQfLS41YRQFiBFDoHQ4laSySXcmKwnV7rUUpnxSSgVATKTHZaJa+1knoR0UhWRMtcu8YfVMaaNbTvOVndZYTaLq8LkX5I5FiCQBRNLhQhkwVxR/fkIYzCfvX6VRC4qn1FmGgwLXAzDMKs42aytWnFiiCj3dUjStZfPd6oSWdFteag1eyuxGU0btVcToTrK3Kq3PBLomniXFcAqZXIBGb8wz8C1cTToj0KA/zBkGKb7YIGLWUlk7QGSiUcdbJV5aGW+uLWA0rXfMxd/dKEst9Kvui35A6AzmaR+aHEr54Q4+9D7McJW1dAtPVHYEVqAiqq+r+0YjDDWmbjVQUmiSHmGKZMtr4UuKcMy8/5a6NKtg7q6gzUPFrgYhmFWUXQGlQk2EKRMNRMj0PIv+cQHwWRu2ZTvzOxZLZ4EfpmkFOlZN+u/lfZAqDwmew62U071c6Y6RC6Z8qqyIldHZ1Upe0tBlW1VLRjLCnxlJYZV0uJrFdH8UsoYpQ6DKxdoCzvTaT6LehK4GmTM2rD9MAzDMEwPIukOrSCEF+dYf1S3HqCELVe05vOeB1fK36qDOIiAQBgTeJsF5nVRBOD2Wtd5mLFaLcWVUFI6kyoQocngKiAQBZ21hZzL3goQmDgtTtlOJNfLxKmuRLHaxKM0OXHSZW5V9OFyXlzaisFmvfum9ZWbGpU3FXIxlgj0dUYOJBSkyCGUeXfMUOa1ob4IXJfv7LVMXgvzTF45aedesam9cQxVFyxwMT2GLxdFKOQlWpq4uSfD1IJNSJeQKb+tjmauyo06JWz4JcqCjI5nqPyWygKyzPA+aZPtdbexXgk2pVwfuK4sqXpELt3FB16gmS6lzJZWVj9mNUGrvDyxluwta7rq47fWzo7Rz+IS3memf9azmtW8tXSgHbp9UV0KF8MwzCqOUo3xsGEfHKYDsvGEtXwHEv+twL72BCllJwQp6WYNeKWFnfhFZbPCklLHtB1DR9377C6IrHCmSwztOH2EkAhkATnZjFAWEIom5CiPHOUQQiJ0x9QxSQnWZD6JUbQwVXKv0/tPukRLSJBIDOr9oRCU1n6swGjKFYWb2qyMzuZPLCn8Y/mCnBRGTESIUBRAIoaQejI5ELo0U3hbVbqmtkwx6XbpC4iclbWiYIGL6REoRXj9n21QitC/b4hhg3IY0DeAbKhDH8OsXuhsnER6qWYwX6ls0fpvAb5hZ4XOghXSsK2RZwCpWz0L6Uw9k06OSZtsN1byM8vsbGd9wlYt9ug2cytVpkjlKfJZscvfvrbxVO6cWHVcFcSrrJF+9v3suGpJ489iA2jhNQaoGS5RZBhmVYdLFJkVSCqu8cr4kveT3xtf01AVBA4tTBHqtYeohM3gcpn13vFsrpfOKjNTnZ5xvX2QXcc7BylyyAUSOdmMnGhBnpqRozxCSOQQIrBxHdkpWFEW1/geXBZ/AtYXw4QtE8xUFiS+W5V8ZtMkPlt+TOt3UTRNe6Czt/QEZOBEtUBEIFlATAGIYu09BqlLMzPBJXnXz75D8ERELIe4xfeeumCBi+kxEAGxIsxfEOGLhRGaCwLD1spj8MAQTXnO6mKYLAoK0kuDt0GVX55YKZvI/6LX26WFJpeKXkeARa5UUqZN5W2ZoksVb8wMeGep3YKkTis3Ke42C6oR/uq+QJQVt7LXu5qhvEx5PKSzt7J05B3WGfaz9bsM1b4xuIsiwzAMw3RALR2rFUiX+5ksKhvD+OWJ2cnIStlX1ZKwXG68UFC262CVgEeLK8IzkU/yxmISTqDxM83seHVmUwiYrKYQBeRQQECBE7cCN3sqoYh0CZ9dhMBcKx0fZs9HIN3sB/Ayq2zXaJHNBPMmT5FkrGfRIpYRtlLilp+5FejSQ/I6eYtETBMogUSs10GuLE5OlXeCdCacJ3jFys/mqkO04hiqLljgYnoUgRTIhQJKEZa1E/75UTve/6Qda/ULMXStHPr1CTpMsWWYNQkbVElX069Sy7M4Ecsr2UsthxFEshlFXhCQrJd4Heg8KemCMz9Iy2Zs+V4VtuNQLeh5wMAryuz8PiBIQgrb1UgTkCcWVcjoqnbsLL7g1FnmlhuPJ25Zsi2m6xEVO8OWS9igTwnrYlHHMTiDi2GYVR3O4GJWIElMEyP7p3UlEcP6b5EnStkJwMTrqjxeSO2jloGJ6jnvqWwtbRwGG81poSspp/OTjSQkApGDEBI50YICWpCjPPKeuBWKxOg9kYkq2F1Q7MZoBSy7rsyIWE7cQnZ5Bf8ru769DCKAIP/nJHvLf9gxSpIIkDNrB0nMTEAgQheFBiKHgHIpAQ9IxMJ0BhclQiIBcYXOlB3C9566YIGLWeEUSwqvvLkMUdzBP07SZYq2IlFKgYLUXwJRDHz6RYTP/h2hV7PEsLVyGDwgRD7HWV3Mmo01Do8RO5N5uxxI0rYr+RtU8mvSs2mV/alEB4GSLVMErKOXb3Lqe4Ml/lvwlmVRKfFI/xcgQDXvrVTqvHvfmMobkUua7eGOnBa7rClppeOnzrWKsNVZhlWlzC0XyGVKF7MG913B/wwr/S4wDMOs9rAHF7MCcdnqFAGiUH09Yw6fbFcbHU18VdI9bAxhM7hS9hVe6WHslyAKnbkVk11O5rWN2mxWWIBQFCCEfg6pgBzlkEOInJAIhDD2EARBAoGQkBV8P223SAGkBSYRuMwoHbfFiScWpIs1E/sLvzy0XGD0Oy/6YhYQuv0mWWOBFu/87C1z/a2IZRsoSRGY8sT0JGVizC/MNdZ/28YEREYstNc0rqPrOVMfLHDVyTLVhhz/PtbF0nbCsvZYC+AdJF0IoYX81A1fAEGobQqVIixeGuPtD2L8ay4wsL/AoIEBerd0bJy4KrFMtXX3EJhVCJ29VW5yngRbFVLeO2qNXJbJlZ3xKj++MBlBSameFdZsiWJSpugLXe4YIhGVshJaKigTCiBpRC49f9YRWugy+zYBoBS2o2K52CUJZR0PK5Ui6uW1C1vA8otbWSoZ2uufyzPnfCHLmq8KBOaa19G5p2Elijz7yDAMw6x+ODsIWxrY4YRgUpqon71GPHYSSggjxGQb0XT+t46LKYQEMhOWdnrRmp/r8jmCdcJyZXQkEBO5TDNFpGMw2BLFHEIUUKAW5E32lhW3rMAlAJCQqSyuLNlyQWeqbzywrK0ECW0xYf2wkni0ckyUZL/ZaFGaDHYJEjkoRLrc0LvG1uNLQh87ROiupZsAJXMdzbXQZYr+hKQRA02ZZ6yAQBrRUCXiFtnyTy5RXGGwwFUnby17C72DfHcPY5UiasuhRMMhpIKQHf9jjnwXvkqE+qbQHkvM/Vzi4/lFhE1FFPp9hULrkk7339NZvKzY3UNgViF05pRCNuOnmvdW1qS8mpiikPg2VTwuYpNLFbj1pfFFqHRc3/sp+1x+TolpqDsf6N5DtkyxVuwsoj1v28pZe3Ol3wOQ6lSYHb+lK+JWMq5qvlyNz0r1RUSbaRfUcQ25RJFhmFUe+xdlI/bDMBl0+Vm6tLBsHc8aYuV9HVaJ8bzjEwEkMoby/sM4SaX3qkUoQVoKChAYG3nz0OoWOi+k9IUtXVnglwkCNi6rbOOQnshLT+amuzDqDCxfIPO3tdlj/jGsBxegs/0hIgTIGSGzlGSVUbllBiGZPPWvtS1PTGoZahStrCLJ1AwLXMwqhxCACM1MRxyguKQZUXsOFAdoXmthdw+PYVYaOqgyJYoicF/wrjSxQvqzS7n2A4ZM5pbujqi0QWgHgpj14dKd+QCZ+iL3jebLH5XPJ9N5SCgXH9kOinbGS6KCV5jJJKs0y5nK2spkdFmPrmrinD5+uYl8JTEMKDeWl0hMU/10dj+A6kjcSnfHTMaTlHtW2S5TqmqNUqkRTvsMwzAMw3glcsaI3csM6ijrys/iSuMZrFdoPlOtwbx/rGzHQXs8XT5nSuYUEAkAOmkMZMro4szDWMKnsqtyVECe8ro8UQTISYmcFBDCmSIgEAIRiUQIkkFK89Km7zkncgUiZ0SuJJtKITY/V7bWAKpPmLrsLOPJpY8RQokSJEJIEaa6hEsRGMFKLwv9iUmyJZJJ7BmaMsf0WBLfsoiST1KVXVcFqjmbnqkXFriYVQ4igGIJIgkhCPley1wGF8OsSejOMVHZbJQvbpX7b6UFrmzAoLOwYrdPJ3ZVOLYWtozJvUiXFzvDVK88Mcks84xUUS54WY+DQORcOrggBSkE4AV7lbo9pmb3MmJXkrVlxC4y6eueEX1yLumsrVqErSw2QEtel5cl+sJWNhD209f9Y2aPb69z8jq5vr7IpZ/j2gUugiu56DLs/cUwTHfBJvPMCiWJbVAlHqmGLf0jU6aotxOp+MBKLrWixZwAMPEHkTJG9goR6YwsRcKJLUBSohiZ8sRYwTynzdCt+XqIAvJUcN5btkRRiCSWiQSZuK3SGCWE0CKTFDlIoX23tHF76I5jY1B7PVIdFDNxjts3AuM1m7GEEDmdwS9yUCg5U3t3zaywRaHOS6MwORfEkEIgojjZxohgdh1rIh+T9i8TplQRsGWK5K5pVK8HF8dQdcECF9NQ3vuyHe98kfaRKqgC1o8U8qGE6CS9W0hV1aeLlNDCFgRkoFDo+xUKrYsRNrd36O3FMKsrRKWKWeBWXErWS6fOu3RwkXxJp7eXTsDqfAwxlEiEIXu8lNG8J7p0ZnTuhDChoBCbh3LZWyITQEoI+EbqPpWWBchmaknEFbKgKqWOW2Gpo66JlUoos+JWOuiq/ealr6qXpYc4lZZfJhR65aBksuFIKMQU1XxMLlFkGGaVhwUuZgWiVASlIoAo1Y2v4rrmV6ir1a429HPNuUwskZrw8zK4dCxFzhvKGsjHJojUhugCkXmvZNZTIMRGIJPWxxPS894KtPeWFE7gsuNzJYtV4hwpChAiRGAfyLlHaCQKZeI7KdLZX6lY0h0zcKJVagJR5HTWP5W0kCYiSCSZY1bckl72WEAhQvjxmkBkzl3HpyZbj/xrbDPkhBG4kiHHRCgpJMIhKcSi1lisQfevNQgWuOpko+aN0Le5qbuH0WP57ydewv3//Dx1K+sd5vDj9Udgo/59kQ+qz2bEsb4ZhF6LESJCHBujPgE0tQgMGSgxsL9ALtcLwOAVdzLdwKKYTeaZ2vGFo8RnqWOPK1/cqtoh0YpV9vtUlJuWu/fNsxIAyJh5etlaikpJJlcF0c0XxSplctlZTetWIIUw3/PVxaHscpu5ZbGjdD+bTotZsYuMoGSzyCqVKVoqBbNJmn1a3JJewASkAyQgmdGtRlZgS3zKUHad7YyyX6LYuS8GwzAMwzC1oCeNfHN473vffs+nuid28h3sOv0tH860HbZYUMcxkRG5tGgFL4NLd/yLFBA5IYZQInId//x951BADqZzIqTJ4BIIpf/3GyAFeYJXxlJChAAUAplHIAta2DLZW36mO0QSSwmvhFBT2YZDiACB6cSoKSEQOShhssJEiBiRWbdyjKYj5SQ7K4kklRG6VHI86AZIiggREUIiRDoodltrATG5pjFiRKhjspGpCxa46qRZNqE5aO7uYfRcSCAUAsP7tLhFy6IYl/7jRTx04B7YaGDfipspRXh6zhIQaetqpQilSN8awgAYNDDEsLVy6NcnWG06Jlai1HiPaWY1RgtJ+ku6kqCl/C9gL2CygU86PdsTyIz3lg2KrJBVLkDFZWJYjIwPGCUCVbp8LgbMbGC6hXVsUuljKGP6btPrJRlxSigncun/p8sQ/Wd7vwhcCrkN1ALYjozSE7Z0QJQ+z0rilvIyp6Qx169WKumns6cCXpKp9115AsmUyKWPn9iS2uPbzkv6vFQFAVEZk3kdbLpS1noC50bNGrI5M8Mw3QWpxnQh4zIhpgJEMRTpXoSVvK+qTcYRUaqpDmC/p9OxWq3otYMk0vAzuExmvC2f0+VyuhxRkTaGt++VFJzIZcUYG+ME0CV8OcohENJ5bwUSCKU9lu4eKCgdjyXjTGJS6ZUpuuwtChEYiUJ42WPlflf+dQtSnRhd1heQxKdG4FJe5lS2miErbgUpg3uB2HiKVSsvJEqy46CEy7CLiRApMsJhjAgKMUqdfqYOzuCqCxa4mB5FrAhxUc90NDcJDFsrj8EDQzTlWflhmCz6y13o7KkaEf5MmJvlSzK4rAeXdFlZnteV5/WVysDyyhP9sSU+XL6w5QsxMezXkM08sqV3Oi09KVOMECEUIQTpjCRdsli5q6KEcMJWma+V0GKXFbpis47N4sr++ZI1eFdUHtQoipNAqmwsiaG8DZyywlZ23Y4661gfjeSRlClmRTA3bvK6YtbS2CjZsnGtqbnFNcMw3QWXKDIrEGXiFwFR1hGw020rfCGLLmZw2X3YSUAbW9lyQy1c6eqYkgACkc7oipQRY4hQoqQcz56P7ZxofbfsQ0CXTAoAypQ+VhP3BCSkDBHKgs7cQg45KkC7X4UIKLAruuyqrGhXaZ9amtLZYM4D1XRPDIywJUXJ+dRm/WglpPPeCoQ+Y+EmTvWEZpzxNrUQfI8tgESSuRdTcj0jEGIRIRZ1eHBxDFUXLHAxPQYhgEAKDOgbYuigHAb0DSCrtQphGAaKIkgA2fbIgNc9JjX7lMxU+eJWNghTemUncgmTxeV3OcyKJkSxCxB8DzBXrpjqoBi77dPH9cQwkWSQ+aWKtq+jFFoosoGXLy/54lY2FJImsdz6htlyRT+Lq+w62zJFqlyiWG2G1Xk3eL5bwkuvrxT4ZYNde96+/5Yyxv1ZURDI+G552XHazL/iMKvTyNbU/IchwzAMsxqiKAJRyZUW2iwi/7u/0VT7RrUijx2H31VbTxWSJ7YICKWFGCDpoFhScGJMbLLwrQdpSFp8ygktcOWkRCC1jUwgbexlBbEqYxRa3JIip0UuUUAoCtpc3uw/dM2AgLiCsGWz1P19pv23tEm8Hofp9k0l/WwaGFk/MTvxK2FLIL2lIvEQUyDtJW0EM+XZXxARlBBGRKSkq7h5VgBKTjSMURIlqFozuBoZi60hcFoM0yOQUmDT0U3YdtNeGLtBM9bqF7K4xTCdkIgb5cKM31UvixO/kOkgI5IZrM6OW/EZcZkIli1B7Og8Ko0f8M3dlfeaKnpVZUsU9Xkm/1Vbv1aqnUulzC69/8pdEus9rjtO1bR4VfZ5ZN+3wWBnn0dPYPr06dhuu+3Qp08fDB48GBMnTsRbb72VWme33XaDECL1OPbYY7tpxAzD9FgUkiyuLj26+0SYnk3XBS29feWM8K6QjZ8UaVGGSAtbCkl5nTIldsr4b9lYK9vVUXdM1DGWNK/t2Xf2J1ziE2aN4ZPSysSmX7hXepusX2xSXZCUZQaQzqsrMY2XJqvO9yfrMBvMmygVJhNLOsEr/X5yjZNrFjn/MtNZUVnvM5X4ulaJG5muwxlcTI+hf1/+dWSYekiJGl4ZYbJCuYF80mo53XLZBWXWENRkZkkyXRUrRPYKys1S+RlZqS6KfpaR9wyTUeSLVHaWMclXiiCoBCEkYpQQIOeyuGwYZcsUCQqBF/zYqyBMQOLGTHZ2UaSyuACls6sEVZSQ/EDEX8MPuPQ18rvxpH0dhFemqMeYKZ/soHYwXZaoUv8l2XG+wbx/reGVJtb5F1o3ZXA9/vjjmDx5MrbbbjtEUYSf/vSn2HPPPfH3v/8dvXr1cusdddRRmDZtmvu5paWl0u4YhlmT4RJFZgWiOyhGEDJvBJYcpAjMd74wwk/tk1qdlScqKheQhMh0UPQy9pUXN8SknB9USRmRynpUGQ8u/R6hBGXyvpKYJ4DuLhhAey4HQiCUyHRQNAbrXole+TkGCJ3BfJjK3sqZ/oXa+j42cVMyMWshz8Tdz5xLujEaHy/ojKtQFEzmVU53MDQxsh+rJZKaQCikri4yJ5G4cUiAbF9v4x0NnbUVC4L00+WtHQYRSkqhRApFRCihiAjtHX7OKfjeUxesKDAMw6yivLrXruiTy4NIQCmhBSMSiJWEivVzrKQ2ElUSsdIGmbqFsUBsvKB07G++toVJLRdAILRBeSgUQqkgBRAGMXJSIQwUhCSEQYwgIEhJkIFeX0iCEJlSO7N/8sZJyhq/J+vZ7aUkCEkIcgSZU5A5QAYxZFMMUShCNkmIvAQKIURTCFEIgTwBuQBoygO5EGbA+iFkOiJUZIyHCYhi/SAFFCPdSiiOTUsh/Ux6urP8DyUpkv0KARHKZFkYmAsZlK/rjyOK4aZRIwUqmtaxxRjUFoFKClQkUDGAam8GFZuhYkCVAFWSiEv6Wiol3PX1r7keWjLmr0pFbPDnW2v7JesmD64HHngg9fPNN9+MwYMH46WXXsKuu+7qlre0tGDo0KENGSLDMAzD1AtRBAJBilwyebgcmVx28tEvnVuufXjHthNgMZUQiwglRIgpMIILOc8swJYnEopGiIlJIfLEsdB6UyFAaP23bHmiEbNIVxWWhTpZI/3AGMvr8sQm5KiAHOWQNwKaEMJkaAVG7MpeU5sblZRjWmFLktRCHIUQZoK2aBolkVCIkUOAkvFgNVlpInDlhMIsteJWKIQ7oj0tRcaAnhL3U32iyr1PnlAZkUIJ+nrGIkaMkmlMUCON9OBaA7QyFrgYhmFWUaJIomR9r4xwZQUOZX4GtLgRSJ31JIhAJIzRunLrqIrle+TaPBMZbwGlv7BjJRFIBRXrWbsgUBDCCF2ewOXP3gmZ/lbNCmJCAjIgyBxB5gERQD/nBESThAgFRCGAaAq1sJUPgKacFrOaclpIypufwzARl6TUDyAJEuJYv1YEFEtAaEQuIQEZAZEARGxEqRjCK1MhT+ASVrTyRa3AHC+U5mcjdEmZPPvYcSgtrAkrspUiiGIEatc/U1sE2R6Diko/SgTVpqBKAEWAKgmoOHmQ9/tgxS6lBOK4+9wJ2tvbsWjRotSyQqGAQqHQ4XYLFy4EAAwYMCC1/LbbbsOtt96KoUOHYp999sG5557LWVwMw6SgzH27K/thmCyJ16WfIW9L7tL2CFJ0nozTCN8uPwuMjG9nrOUtlEihpAihJJRUYqKeZHZp/60SIu0VJZLzCyhEkDGXt9lbUqRFoCw2E14g0CGS0AbzOSogpNBY1wdJ50IjIAUUQgrpSg+9EwOE7zsWaMN6Sjox6uwqibypGFBQphogl1QsCD/732ZzWUlN2x9YwctVLQhpun4LN0vrhC4ClEiaGQFABOO9hQglUUQkSvV1UWTqggUupsu8/e9FWFzU/0gXl6qr0W98sRBLzPtjBraiJce/fgzTFVxWlJ+pY5zhA0EIZOyyeZS3jhM7Ki2rsH8fPxNIkYCKA13Wp4QTw4S0wph9QIteVJ6hJQNyopYIoTO1rKgVGmErJ7WoFUqdqdWU05laoRW4comQZDO2ssKWjxW3bOZWHGuRy2ZtFaPyDK5Y2ZNOolMpQDGAQCZCl48ykazUs4wpkcvPKFPezF8U67ErAkoRkIsg8hEQxRCFENQegdqM4NUeQ+QUZDsZgYugilQmdKlYAiDv96X8klSlbmf6jvdz9dVX47LLLku9dd555+H888+vuqlSCqeccgp22mknjB071i3//ve/j5EjR2L48OH4v//7P5x11ll466238Kc//akxY2YYhmGYTiAiLWOJEFKGWsChxI7AUpu1sDSlfZWztyipk6taeSs96wlFEQgKMUWIZAmxiHU2ESnklCu4M/5QQEkptKvYGaFrY/oo5Y0VQpRlb1kPLgidCeaP17dfSBocSZ3BhYLuoIgccjDiWVIICAgJScIJT6lrAXJeWlKY7oumNDFAiBzlABhHMwHkkNem9aKECIHpyu1f+XQDIOGdlxB6PwQBRToWFuS8H1yXSvtakERsBDIrfFnBsIQiImpHXE8GV6NisTUEVhiYLjH3q6X4zp8ewyIjcBGhzBw+EMCSUoQTH34BABAKgclbb4TTt990pY+XYVYnhCciAZ7vlHdnl5K8db1tvWyqbKlgtuQxmx0GpMUxiyIBkPHtMgezmV16LN6YjbilSxAJMqfHLZuEFrfyQpcg5kzGVi7Q5X/5MBG3bOkhoAUrKYDIvs44adksKcoIW1lBqxiBIgWUYp2tFSm93JQo+vGQcFN6AiRNeaJ9CKEzzMJAj1easYcyEbekrCCKVSh/DGTyngogFOnjEZnAVOnP3GvbI2RyabTfmXBjr+aJUQZViZ6XB7OfU045Beecc07qrc6ytyZPnozXXnsNTz31VGr50Ucf7V5vttlmGDZsGPbYYw/885//xOjRoxszboZhVn2IGvMHIv+RyVREZ387casBGViV6Mins6OtlIpAFOsyRUSIESMmhZKy49T7dV3+oNCOEkooIRKRyVDzugsKiUBqkUs6A/Ykw6nS2SvPb1UY/9dA5EwGV95lhuUgEZrgJSLl/MskpU3hrb+o894SgRMWQ9LiVmhGTFAA5ZzRvhXBrJ9qpYw52z1ReBlqRIAShEAKxLExnCeBGEn2lvaF1ZGZL3BGiBGLGCVRRIzScpQo8r2nHljgYrrEsN7NWLdvL7z82RcY0qsJAJDLZEzkgwBr92kGEWFZFKM9Uthh7UHdMVyGWa0IQ4UwtF/yepkt95NBUvZnS/8gbYYVgJQAorECCEXm74HIiFsRoGKpv9xjacrchBO/bMlbpdhf+xSk3xACLnNLBDpzS+SNMBcACI24FUgtGiU700JVyRwsirU45WdPZUsRXWmhMttksrKKsRaxitoHi4oKFBEoIiA2pS0RXGqbE4lcqyDvegY66wyhyT4LRSLMhTL92pYwCq9k0a9dsOO1Hl3KjD1WyTpGXBNSgJT5rAMrcGrxy45XabMJSGjRsbsoFAro27dvzeufcMIJuO+++/DEE09gxIgRHa67/fbbAwD+8Y9/sMDFMEwCm8wzKxghwqRDnzDd+ki6bnu1TCxZsaZiLOWJWwQqm2TMbmNFG9vcR1EEZQSrEkooUQ4BKSiVZBnFpEsTi1RCSZRQNGIMgJRhuxa5rFdrInJlcROiyMaAAQIRIkQBOSogoBA5hAiNsXvgdqbLAH3/rfLMNtvYR7ryxMQIPzAik4SWmAKQK13MQYjOBSZvHlPLfCR05liSvOXOUTl/rdhsmxW4tLl8SbRDqRKIuERxRcECF9MlpBD4r01HYc68f0MKgbBSORAS0Wv+0nZsulY/FrgYpgEEoUIQVvaxEiFBGrHDih76tZ5qE2GFkjrAtUKniEAxGbEHUCWlha9YIC4JxCUdhMWRRGzELyt4+diMLSmTzC39QPKoFBgp6JCrqMckFOlYoj0jaNkxZ57JZl0pAmItWkGRNmt352a9q9KiXlLWB6i4vAw0fW6Vrr3+TLSPWCl17UXeimDSfBbmdUqkq3xuZEUupcePyIhxilKBlhXciPTvgH9NSRCCsA6Bq5u6KBIRTjzxRNxzzz147LHHMGrUqE63mTNnDgBg2LBhyzNChmEYhlkOtP+TzuCynfg8X6cKQU61bCxrMl8NBXIlfC486GBktpuyMtlbJbQjhzxKiBCQhCKdiaRM5laJYt3lz2Yaicj5XtmukDpjSzt32ewtG7bEmdOy56m8UUrb6dAIUjbbKicC5+mVbJ+UKPrXFIApC5WQMgcpks6JOcohQICcCEwuFQAKoYxnV9Ec216TavihmO7ITc5jTHqyW1rcily2mr1uSiSdwUui3WTSlXT3zZpoYDb9GgILXEyX2Wf9Ebj0udexsL2Egc3VS01i8wfqf236tYo3e4Zh6sNmQqXEFQmXFSVzRkDKJ+IKpJddJDKCivkCpZggIisKAVQiiGLi8wQjUNnvZiG0eblOOiJku/dpPwn/uYMvagWXrURSQEAlgpU/Vm+8TvABTMdDAFb4ibVYp4p637b7YCJkJYIWEcrEukqlmBbbcdKeUxCks+dsllqQ09dM5sx7ISDCWH8GQSI2ChslmnOsmGHnjO4z5+hlmmVjYyGhTfKlDsxqmLT0rnH3dFGcPHkybr/9dtx7773o06cPPv30UwBAa2srmpub8c9//hO33347vvWtb2HgwIH4v//7P5x66qnYddddsfnmmzdmzAzDrB5wBhezAhHCsySv4p1lqeVXyGZyZfGztJx1Zw37s50UiWLdRVBEUESISQFCgkgLNzEpXb4otPNWLCIoxDpwIDgPLpuZ5Hy3qp2rPb555cz4TZabFaR09pX1HkuLZf7xKlwo91JCGt8zmRKfhC1SNOWEgqQ2rEfiU5aMtzxO8cdjRa6YqvupWTHLvvb3HaMEZcz+OxIxyyA0LhZbQ2CBi+kyrYU8vrPhOrhhzjugJnLpuFkWthfRv6mAfdfvuMyEYZjakKFCkDMCl8nYgkTiZ5U3Akpe6kdgsoV8ryggnUJFOltKZwdp/ykqKYiiAiKCatdZVaqkoIpAUCKoWLmMLisU+aSynGygYMQhMpV4sGWAoRarRGDFN7OTJFJKizkmA0vFiWgVlyTiKNAViZFEFAd6uZL6Qfq1IiAmmXSdRLkJu39ppG+UWqFLpIQRtoyQZ432A/M6kAoyIIRB7DpPBqFKBLEQurOkESoh4T5ToFzwch+Z6ZZN5L2uJHJBC2OiG0sUa2XGjBkAgN122y21/KabbsIRRxyBfD6Phx9+GFdffTWWLFmCddZZBwcccACmTJnSDaNlGKZHwwIXswKRItQlisJ2TrRZXI3x4lJQriOfdS4IhC5VTNYhJyD56BLFyAkskSghIm12LklAUeC2LxlRq120IUK78YmK4etLwvhRBRJVyy/tXJwbr8lw0utqc/cAIQIKtV8WQgTGuD40GVwK+hwVyHQxzJRkGl8wAYnAXPsAOe3lhQA5oTPCkg1ixMZ5K6TQfDo5oMZOhsk8sCv+TJUpklDOkN+WdRJU4gEG6M6JVNKZY1SqKKj1RJ544glcfvnleOmll/DJJ5/gnnvuwcSJE937RITzzjsPv/71r7FgwQLstNNOmDFjBjbYYINuGzMLXExD+O5GI3HLa//CklKE3vlc2ftEhKWlGAeOWQ8DOsjyYhimdmyGEKRXjigScUvkhPOzEjmpTc+lAPIBRCCTbKHsVFSkgJwu7YPxpxJBDIoJUgJkSiB16SNBlPQ4tF+Xqipy6TGrlFCjywI9b6uSXZcS03uVlBCqkoSKhC6NjKQTsEqlALGSKMYBirFESUnEpJ9LSiAmgYj0s67oE2V/q0ihRaCkaw6Z1HvSKelGvHLn5DrmeOn0FfZp17X7DyVBgBBIQk4qBEIhkFoAy0mVEsKCQJd3yiAthNmsPX2QbE1AhXJKTySTtcZUVOGElpflKFHsiHXWWQePP/54V0bEMAzDMF1GiBCBzBuhRUKgchZX9mvQL1N0/l021drgi1auSx9puwG7rOPvyxgECaVKiCly5XEllCAgESLZT0mUUBJFFLEM7VgKRdZ/S/9dl2RGCZMZ5fm/IuWUYPryUKqzoCUQOUjkXPfE0BjLW3ErEEJPyAmY8kSTMUaJF5c+pnDZbgFCcz46JywwXl7WHB4IjPBGrtuiFIERAJOmRMrrhugfB/DiOeGJe7ZcFAQltIhYEu0VxUZXmmgkv7roRnF9yZIl2GKLLfDDH/4Q+++/f9n7l112GX7xi1/gd7/7HUaNGoVzzz0XEyZMwN///nc0NTV1w4hZ4GIaxGaD+mGboQPx9Nx5FQWupaUYTWGAA8eM7IbRMczqiaiQgOVPGJIiiFRZG2mvJ0UgYV5Xwjc7tybmobYhRV4aA/Qko0lI3VmGyMy0hbpMsFIGth0zkTmGKW300VlduuufLSG0Xl9xLFEsBSjGASIjZrXFIdqNqFVUEu1KoKgkIoITt2JdbVmWnSVh21wTQvOckzrrKtD6IAA4o3zlpaZbkUyRMFqQFdKS95J10pfX7tM/rj62Sj1CqZAPY/1eECMMFaRUFYUv0UmmV3LedQRK3SRwMQzDNAzO4GJWIFKEkDJ0XRQrZW8RISVc1UviZaV78aQypEgLNzZTSlHsevqR6dSnSHdSVEaAyaGQzi6C7vBXQjtKoh0RtUNRCUIECM06MiP02NcZlwuv27YeV4R0V2thDOHzKumeGMpE3AokIEiABBCZiUZBsvz6CdtjUXdQDE1WmBW3rAE+hL5wAQnkRKA9ukTil2YFro5Ep7Jz9q6H/lyMz5aITHZWeWaY/mxKKUGtZrrx3vPNb34T3/zmNyu+R0S4+uqrMWXKFOy3334AgN///vcYMmQIZs6ciYMOOmhlDtXBAhfTEIQQ+P4mo/DM3M9RihVyQfrGvqC9iK8PWwtbDRnQTSNkmNUP1/WQYHLCk/cUtNeTXm4M12OT127KFCmU6egkmepyPljO/ypS2ucqpdSY+EKZ7DFljqsAEgB5EUFZ90Ekxu2qlKyjhS2hPb1i4TK07HPRE7VKSqItlmg3zyUl0K50plZJQWdrIW16qjOxjKgFLWLlJCFnhK2cJOSlQk7oTKtQKISSEAhjHJ8qCRDat4t0uWPJlD/qZ6CEZBwRwcseqzQeLXTl7DEFkJcKhUAhX4oRSEJBxsiHMUKT5ZXPxZBSd9LUfmxG7FKJ8Ji95vXRoD8KAf7DkGEYhlktkTKEFMboXOjMoCoe8ibjqvq+hJBl2zoPK5sVZTKb9P46wZQoaqP5CDEiSCqhhHZIz9A+EhGKWIaSaEeRliKidhBiBATtw2XP1T6L9OSqHbINRWPSXRkJBBLK7cOKf6HX7TBnsrdCKVxnRlsCmGSLZQVD38/LdFBUtnuiFrdy0svgktqwnhTpjDEKESLnygkVJSJXNaHLxmtZI327fmzKEyNocVBpi3wzzsAIjMqNva4S1gbHUO3t7Vi0aFFqWaFQQKFQX5XVu+++i08//RTjx493y1pbW7H99tvj2WefZYGLWfXZ62vDMbRXE75oa8egliQlMVLa2ea/NhlV1Z+LYZj6IdIikNAJVRAxtAG8KVN0hvPSGJvnlOug6LooWnPz7L9NorSpuTWc94zbbZZWNiuKJJmQhBJhK0jGDHjinCdqWXN3na0loJQuQSzFNmNLol1pgauoAiNo6awtK2YBOgjJSSCXSv/XJYa5TJZWwQpa5pEPkteByaAKpC4hFJlSQDvmUhyAjLBlxxgrkRqjFr6EyyhT3rWw1yWCzmiDlIhNRGarBANFoECLavkgRs5sG5oUsyAwERyU9siQ+nMT0nSkrCAsMgzDrAkQmYYcDdgPw2QJZB6hzHvW5mnxwnbv80vfVIXfpWxpIyHWRuXOx4pM6Z/OmgeSMkCCfU4LNASCILt1jJhKCESIWEQoUdGZ2Ucuc6sNEekMLjOo8nFm4kWb2W6zyXSzIT3myBuXxZYnBhQgQNI50WZc6blRgRja68vqa6JMENLilhQ5V54YIEAoJHIyKVF0GVxC6OwuClxJoy1TBLSQ5643UV2akumjiJhKLvvNClxatCxBIEhlb1VqJLCymDFjBq655prUsvPOOw/nn39+XfuxDYCGDBmSWj5kyBD3XnfAAhfTMFpyISaNGYlrXnzTlSoBwIK2Iga1NONbo9fu5hEyzOqFimE6GfrBhvEFkF4GjzGhd2VsMjGkt2bmqe9Z11dZY43L/de+P1bqPbcPk0XkjY2UHktWYPHFLRULJ27FcWIKb7eRxssqFApC6r3nBEEFXkYY0h5agcnGsiWAoRWwhC7/y0mFXC7Wglaojd+t+bu0fmMiIxLZa2AyzVQE5wtm/cBKppSyFEtEyvqBSZfpZX3BstfDH7cT26xZPcgZ3FcjK8Slr3Xl0tHKK6MhfxTq4/IfhgzDdBNcosisQEKZT7K3ICsIMVrsCUzWd1JumJivW4SXVeW2FcpkYFn5SjjrTZ2cTyZzKsmU8vdBoKSTImJnOO+LcH7mVkktRUztOisNEmS6AVr3rUqUlUyaTDWdcabMOcQ6f0sE2mAeAXIiEbhCmWRJ6WuhQ0lpOiBmsZ5lNiNMkL76en/GCN+O12ZwEZzIJUWQ+qzIFRpSysC/7Lie45iTFIX+ZGJogStW7eazkxCkM8xSZv2QEKLc0qcajY6hjjvuOEybNi21rN7srZ4MC1xMQ5k0ZiR+87//wFfFCH0LORAR2iKFIzdft6I3F8Mwyw8ZcYSMqXilyWVnACoTgUtIpMSulHhTS89nlIsktUxs22yierBijxCEQOqgKY8YgRCISSInFZTNCjNZY9YM3hq56zJDpYWxQAtaYaAQhnGZoBXkCDJHkDmYbDebDVceXJHJbKOIQDGgigqqJJAvRVCxRFTSIlcU6ewzneEVaIHLeYNJREqkjOoBuPMIhD4HCXLjDkxHRmtMrw1PTaaeCwxr9+TqkEZlLHDmA8MwDLNaErhSOQCQVUzm/a/BDgUU70tbVfBrIiJAiJQ05meHUQWRy/5MpHTJIJlsJXOMxLcrNn5dRn4TtQdtXrNrr3tieXdHK0pZKVBCZ1pZcUsIAUFJU59sB0VfFPSvlc6WEqnSxlDCWUPYYgW7Pz2OwIy53MwfqB66lHeOVE6IJIpBiEGkTJZYDgoKgStX1L5hUlT+PSnDXtAGUigU0Ldv3y7vZ+jQoQCAzz77DMOGDXPLP/vsM2y55ZZd3v/ywgIX01DW798XO40YhFnvfYK+hRwWlyK05AJMYnN5hmk8JnvIZj4Rae8qmw3VUSmaNRoXIhFFpBHB9PIkE8hfBiRimX6dzhSzyzpCCJ3PnvhyESgW7hi63E7psSmpRSon4gknaFmkMN0Fhc64CpwvFSXiVWi6ThrxyglXOVOuGQqIUOrXgdQ+ZX6XyazAZTMCMh5lVFRARKAoBpUiqCKg2k22XUkiLukSTFLaX0wpgSgKzKynQKykO0//etlzDCQhCPS5SfPadVcM0iJmNVhrYhhmjYIzuJgVSCDzCEUeAXLlZYakm/pYk/nOPLjS21oBKskq0sIRYDOInNcVEWIRuywkSzbjSntAxSDT8Q/Q/lMRdHli6f+z9+/BsmT3XSf6+f3Wysyq/TyPbnWr1d1SD7ItYRv54hkbGWJGnnGg4ZqHwzwdRGDjgRnABoQmAJuxsfEMoQACIweW7evgYQgswETwCkyY6xAYh0FjjSQLLgbLFpYlWVK/z2s/qjLXWr/7x1orK2uffbrPkU7r9GnlV1Gqx67Kyszavet3vuv7SKfEtCZawCuovTBVkGyzLlqjXpPVHK40qpsScTw3SlZwZXui4nRjT3Rl0DSpLYlWXnN2no1UYlElWx49ikdyG6PmqIqauUqSUhyUI+k9LpNsNiETJZEsjWcwE11SyMgzzoPJZziG+xeLYrQ1IfV5v00RdePL6zlwQg6uvc/xxBNP8PDDD/Oe97xnJLSuX7/Oz/7sz/JH/+gfvWf7NRNcM+46vuGNT/Cejz3JOkaurwNvefwh3nD58F7v1owZrzhs2/oyWRKTZstcIUusWOHSGcJr2gYIGxJlvA1FHbQhjkYiaSRZMjmlulEPiYLYtoJoijETSiY7kLJl0hJju6NqJbTOtO/IRI1WgtVdk22E6sjkVQvaCjiQNgfqS6NjuD71IpnUKtKuDZElOQcL2Ozj2ZqgejvGHOqeDEIsRFcaQ/qtj5uA/pCw3rAQMhkWwPpMfpEgDZvmyLPZZGfPQT6XN7cn3opkrNu7Y9ytf9DNrNqMGTPuFWaCa8ZLCC9dblIsWVBbpAk2kiXCVNm0CTSfqrSmzYawbZsLWMnnzM/c5HIZoT6vZEiNWU81h2KCNOZx1feIJBsIKVvrQlqTLOTw9vLc87Ah7Tb3x4D5lI8iFktkPSZBR3vipu0wj2T19ngmxEZ1F9ysjJtaFGv+2bRB0enEgKiWe5ZM8MWi6M0zlG0kBhJFxSZpJCJfiILaVs2l3J5oAymF0aJo0qCFbpFCqok4oLmzXOp7+Lfn6OiIj3zkI+P9j370o3zoQx/i0qVLPP7447ztbW/j//q//i++4Au+gCeeeILv/M7v5JFHHuHrvu7r7tk+zwTXjLuO/+l1D/P4wS4fvXqEE+Eb3vi6e71LM2a8opHVWhtCJKacXTVUgivVvCcdlUKGbBcijqtLG2vc1CJXya4xfL0opLxPmBrqcri51nFAZQw5P4vzSC4hr3Ke99yppVJcDsyvKixtBekEaV1WX3U+3+58IbIcNG5DYNVrqQ2SZ4isF8IWuZUmoRNpouhKG8IrJcSstFFOSK8pARYS9DGH+vdptDzmIP+USbBQyMyaf3YHi351FhZkZDXvqOtjblGcMWPGjBkzbgkv7ZhX5aQZKwWrkqqSUFpJqTFL64W/FxNptA5m5ZWRpAQalJdGM+IkXH4kacaWQU9VOp3ddn2ktv8lC0QLxNSP2zhrczyLKQkUa+ZWIfGiJQKRSBhbCiETVWK5OXETMJ9VTeMCHpP1xtKjeBZSyCKR3Mfo0Zu2p5Nn18ecCJ5Kjm1Is3r+Mrllm+vSgF3HxKm9dJp9VkmuTBT2ef90Uzqgxa64aVa8g7noHs5Q73//+/nqr/7q8f7b3/52AL7xG7+RH/mRH+HP/Jk/w/HxMf/r//q/cvXqVX7Tb/pN/MRP/ASLxeJWm3zJMRNcM+46Wuf4hje+ju/5d/+Rxy/s85ufeORe79KMGa9I1OwlVSMl2eQwpY1lL9bg9UKCRdMiI9cNP8OGZAK2yC0VwyWjUcEVy2K1CKozJFbFUA7dNJNxOy+47xOSa4whcNs/nzZCbhFajSAL3RBaC58JrdZnMmvRQuMzmeUduEpw6flEVj0RKZ1PXNWfjc+fkHgASfO+nxenMB0OC/ElaUOISYwbAqyPmfzq40h8jbbHNCW+bJvsqiH/duYtUx4SLW2aLW9FOs6YMWPGKxZ5BejubGfGjDNwNCjNSMLU65x1ZWixKQar5kIbGzlvlXFl43OL9U0iwRLRco1O/U2sNsBAIkgg2jAq33MuWFGViT+3ta9aFqOFoj4aiKnPP9F2e5+mOVWF2BLYBN6TSa5qm0xYUUNNyK1JwLyTbZJLclpEOf7twPkXQlXN5UXWbE/MtsfJ61O2LCar75VtilPibEomjgquM3860uRYqxrPJgHzqRCEKfVoOX9yxkrpSrh8ukVW28sNb3nLW16wQVZE+J7v+Z6bQuvvJWaCa8ZLgq//wsf5/3zol/i9b3wtC39//Ac8Y8b9Bi35UtW2l6KgMautQnBoNJImQlJcsqLoSgRTYrJRxXVeplV26xUboNjWSlN9vOKOVqEmOJdomYbe6zaxhQNdKNI5ZOGhKrV2WuiaTGJ1bSG6mg25pbpNbhV1FQAxloCslC2GcXK7WBDH54+TzTnSt/G6KsPKQdT3nz5nug+pSLNCfk8JEYZ8bX1EhrixOQ4J6xNSVV5WyK5Qt1ku5e2sPCalFdO0qOD62w0AOXOsnw1mBdeMGTPuEe6oPfZFtjNjxlk46UbS4qyNLhMmwpSWqpbFquAauxHPDEU1rDxKIJXQ95DrjUllYTIUpVSUMFoBpxlcKh7QMQR/2pw4ff6G5Aok68v7b1oX6zYrOVfzwAwhSSZ7YjJCmpBcRRtWjw82AfM5f6sQTTkxAj9VcNUxiptV51VZJro5Jin5W1MFV41UHT8nk9yorYKPklsXJbc6BlsjJIIMubHyjMLubDrFFAnbvM6Gcg4DUvLLstWz5IRJlxsfUYLdwWrjPEPdEWaCa8ZLgkcPdvlb/+8382svX7jXuzJjxisWrjGcN9QnUgDzgk+JlIQmRmLMlsQQXc7pSpqzuSb5XMk22Ux1YFKqAqy8j+bmPpFNgHu1LPrSPrjJ4bKtLKgXwiZkfvvxkdxyxZ6YFfY5T6tVaF0mtxqXyayq0KqqraliqyKlMlUmyknJt4cB+pCvC8nEEPJjU0thKDt7dshQ2eR51dvelUAJt7mvMiHbanC9K0TX1DK5IcyyJq5kkxbLJ17Gx2wo+1IILNLEygg3hUeMg6O/B7L4+R+GM2bMmDHjFYjG2jFnqWKTm5W//NSENGFqNtTSrb8cN8/IJFewhLO8ajXaCy2VnCsjMuT2vkmDn4if5IO5LZJLUeJIXG0siWY5fH68P7VaMklksEJEFTWXsSHAsj2xkHKSVWVjyLxtUrOc5HnGFTKqzj1eoJdNDtfNIfP1CHIj4ZjppTWsPm+vZnqlaoGs7yVa9mMzJ1oh44KEQlZNlGhsFoOtWjGrhbEquGzIJGHqMRsQ2UHEZVuiZHKrsa4o/hS43fnqLmUIfh5hJrhmvGT4ykcevNe7MGPGKxraGOrzSOHaiYw63RxWXlsWLeWmxbNti6n8bIraolgVXDXY/byAeXXVqnjrgHm4eQXcTLa+uAXJQfOAFeJGqjKp2PTEldZClax48gr9GXVWnAasTt48xA2JFSKsB1gNWSU1RGwVYIikVW1DNGywm/KvKgmXCbgSaO8FWbhNoH1VmLXVKqkb2+S5rYyFSKsZXcny7ZrVVfXydb+KeutOM7puP4PLsLs0VN2t7cyYMWPGHWMOmZ/xEqKhQ/BjK2FVcUUCDkdCCCR8Ueykmpkl28HwU5jFUREUGQgEogSiaQmRl0JqRXpC1kpVpdeYv6UoHlWPK0RXJrncFrGz9b5jflfayvIyNqqmat+LReVdx7g6vgQrgfgSMlk0VZQVW+DZMHgv25bEtJWfdR42xyhoUWNlw+Go3pJNK2MSy4SXCZtIesmFAFKPL9sUE5Wc2xxrzuDaVnSlkfzKWWnV4pksjASjk3zuPZncaujw5out8gUPcPtzmf/23BFmgmvGjBkz7ldUdVPByFuUL0JNpY46TVv52CK94Py2PjPZUmGdbe4bCa2q2HqBBr/zMG3022r3S6M+CUJ+XwvkJcJyLT4TPgKYyPZx+2IzdMUmUJVPNU8rxKLYytc2ROxkgHXA+kRaJWxtpFVxLg5gQUaycOv0+5KB1tTge0PbVELvFV0otgrZTul1ozirenw9c6KqHbKox2yIG3IrZHui9ZVw25BbtYXRCgfGGaKyTlGbz/DFP58ZM2bMmDFjxouj6pEMN+ZNjZY+SSRTlI2tcEoUTXE20L22F24C5OtrIpR+w5oBFSSMz00T8geKLVD9SGwV7VT52cY6uP3mm30xiySJk/uU/ZjMcbBFCG2OM42kkasKrqogq4L1eh6LJbGGuFeb4qYEaXsf6/FpPS6p2bTZ1ihs5kMthJnC+LyzqjCbfDJ5/9m6ZrxfraXl2bJ5TSYFh9ESmgk4l/fRXLFn5oh7exEKb8ZnjpngmjFjxoz7FOpKRtVETbT54eR2IbzGFaBzwsm37p8JLX8xnKcI2nptksk2J7fPVRpJJstiJthStHycIVvrZB2xVULamBVTrWKNQ9rakjixC9ZjHpsMDesjto7YKmK9kdZGPIV4KsRBGNYNfe8YBkdMSh9daaWUcTjNp3fTLulLs2TbRNo24JuE7xKuHXDLAbeznR+GV8RnldfNuVyWCa1kWVEWJu2Kg2H9htSyABYnROUZ9dZIPJYcLlO7A/XWZJ/uBubVxxkzZtwrzAquGS8hGmvJQ9j240ECYtV3t/knd7YuxkkGVhyD4Suqeioy4IlEBgbpMzVlfqRiooSxqTAyFOVXCZlHUW2KemtzXUku2LT7wUYNld+/KMhGs2UxS9omgD1aJrlqXGeyach8VqZl2+Qkf6vYEz05f6uGy2d7opSRSIiS6Z+RoJqSaRbHYafu88byOG1LzGMWgJUipqrqqs2MMjkXZhGTOFpC63Ga5QKlGixfjz2VzymUcx+tBPRbAFmO1tBqTexsgcPTWJPf/3ZD/e5mHurnCWaCa8aMGTPuV8gmo2q0yY3LVLIhvF6gOdDS5nYmviZhCmzuT3OdzmY8ndfeV/OgqpqoqrSmCjIbf3bOoZ1VjBW1lPisHhNfGxYj4od8/OWcjOReOY6plS+uIfZKWCthUPres+49q+Dpo2MVHH1yrKMymDCkkllW8srq6cwZD7lpstNEo0arkYWLLHzEu8iyCbRtoO0CzmfSS7u4HZw/3d+KuDnvqYc6y51Vk6WSsWa3sJdWS6m6lCO+HHAn+VtzyPyMGTNeAZhD5me8lMgNfr5QQDpRXEEseU65xDiTSanYEzOJErcsfBU1/ypaILAm6ECwkF9fcqmATK1IvyFYik0SQMRlUkv92OCX96BBS321WUJkY1usqqM8WyRSyrleSRJRIsmKZY/6tW454oKcV1WzqWIhieq96TFKaTx04yy1ycaqontXVVZFkXUeRnVUjqzPxNXEmui10m+MxNdmm2fP9yZMv6rlcr6WlcZIyzlqNYeM7ZyxMVw+BYyYbYna4bTDky8NDY01OFwh2OLNB3UrzDPUHWEmuGbMmDHjfkdZ5soh55LJHhWkTgtTjTdsqZu27H2TlkCLmxTRkQSrBFjcJr6kXkuxy53BVLE1JWbgZnvkll1xgtH+eIb4mj629Z62sWHGqOOlD44+1ouyjo5VdKySMiShT8o6CX0SglHIre3ZonKIrqwGNmo0Aq0mOmcsNNFoymTXhPBa+EDTxBzMr4bzaSSfzkaFwc0kVs1RO5ufdt65EjGcK+RgEpxPWAIHY4HkjBkzZsyYMeOzQ4snmSPhR6tgtirmgUgl52Y5yVqs/PMJmVLIlYpqVcythgNRPMHWBBpUMkGmJc8rSM7fCpIJrmko/Ba5Naq3Gpw0aLFTSrHMOfETW10DrKkmw2hZoVTi7gmWsrK9qK20kEDRcv5WJX7CuF8hq65k06KosgmZ16qqmtoRTbYyr6aoyVdSCDln2fLnNCu4NvlbNtV9UUbkMsNV7VbNRdsQcUkSqTYpVsLOBGSq6GJU0EUysZhswEooqmqLqs/qLVnQppbGGhp8DrhHRpvojLuPmeCaMWPGjPsU46p0mBAkJcNKioqrXmRqhyvXW9TIhNwaL8UqJ5YDzcfGv1DzsMiB53BTSMHZ7K8UyubPqI7qbeBc4iadIcDSmZ/l95Lx7c1qWyREy9bCaMKQlGiZxFoXMiuU+0MShkJmnUdqTUcs2ZxiKO+bEkSBwZQ+wUqVRg0fHJ0ancstlK1GOheLpdHGdkqnpWVJti2E02Ouxza9P4WOZF+2TooaKRmqCU8CFFUD0i1JxHMxK7hmzJhxv8Ps7vwNul3f/ozPK7iiIorEsZmwEiU1bDxJ/i6uxFS274XxOWexUQUNRGsIsmaQJhNlNGP+VGQoDYvr/Pxibdzkb7lRveUm5NbYIChFxcWm7U/Fk8SNYelmkWTFtmelp9EK6UO179lI/ISzkfRnCDzIBJMIE8VVJqS0qLliCYyXyfU28jFqOZ4cWr9pT/SlQbGOxgbFDmljmH1VwY35WcUSmiRuVFwTm2KsqjmzTPKVTzrIQEyBkHqSrcfmSifdaE9syORWIy7H7Mt58v0XwDxD3RFmgmvGjBkz7lOkHpIHTUU+DVmiQ8pElGdUcRnVvjgZEs6zLk5Rfx5toxufwEZ1FxNLYg093ya3XoxUSRMr47TVMaZMWFmxCZ5HXkWbPFashJms2tgLtx/fkGLJNgSWEyure/mRPFRZdXwCG7n77Z02YZ1gMFe2rbjgxyHOSSq3i5UQ2yK5dPJe08D/cV/Ka8fb4/NSzpV3QNJSKJlGG2M8G0L/Qrhb/6Cb/2E4Y8aMe4VJxuRnvZ0ZM87ASQ6Yr4RJIhIkZ0/FolqqyiqZyLVTydYqlNEYKg8bi2JKgciaIB6Hz1bHQpQlKZqqYk2sKqKKTAD5Ub0lJeI8K56ygiuTQ8W+WJ+rLUQtLY4hX7aaHNNoR4wlFD5R1VvlcYmjbXKqjoKz5Na2VREmtkXZhMJPYaVRJ7dEZgWaZ9PIWMkyNxl5U9q0NJ43+lrJRJNyPivxOPZJmowzmRlEjGwwDfn5NlFwicdpi9dqTSzqLXE0pT1S2c51fVHMM9QdYSa4ZsyYMeM+ReyV5ARzhsScNZUzuQxpBPGGKaNlMfcwT77db0VwVQWXFQIrpHJtG4tizbVKJSNqvH1+Y+N5eVuiWRFWLXVjTpcZJCVpLgA0MYZCemVhmU4UWTrmZN2K0Dq78KWAqiEYXsFLKpJ2oyl5Wo2mkYByaii2RTJlgiwry4JpCR1VQtkXQwhpQ4elsv9AWfUsUv1xxXJ6vX37LAmWynPH8zght3RCem32tRKMllVycW7umTFjxowZM+4GXCErxkB5KNa+TF4JLrcpFmJKyjd5tsLFUXVVXzcGzKeeUKqyg3icNkBWbQnZ9mhk1VGwdbECZjKp5lOJuJJTpZnIKuRWtibmbSAUm2JD0i6Ho2s3EmzJyvZlYGDI9kNLBBM8kES2bHuh2C+rbXIk3YTyrptA+A3RZWP8Q84u22Rl1efX81NRLYrefDb8jQHzskVwJRujaRFqy+JmiEoWR6WaFVXbxkBajkusqPatBMxne2IvPYE1Ma2JqcdswLmDTG7JgkYWNKkt6i3dEFySHQ0zXhrMBNeMGTNm3KeIvTKI5tB1BXUGmlsHcwi7IZ5c7uOLgquoomUkuW6x8TOB82Pm1pTUqvcth5+fJbWAWwbJZ7scoLb1s0qGpZTJmKSCJkOCEcUI07CqIlRLoiQTfCXJpIaKQlPrprFxiGpGIivRukSnka4J+bEm0rU5FN75hGtKqL07hzQqge9xUFISht4xhO0GxqGScamSbjISXLfCWXKrEmzV1lgJrfF2Ib+knFOVaT7ZRhGWc7wghtscquzuhSrP4cwzZsy4V8hq489eAXE3tjHjlQeZEDCwIbcCa8wiIo5ow2gR3DQVJtKkZXAbG5ILQNXTmyORtrZRbYmjgmiiAhPRrMhiE8aeA9n9GHYP2fao5La/KAOukFzRTmGSwTXImoaOaJGILy2KeSGy7DGxKNU2AfP5XIhs501t2xO3CSmxjQLLnTMuWQl9Vc3KM0FpVPEKjU4aFCcqsEqYbRVXT6yUsYTEi7itz6MGzZtJuSbbEy0Rikot20hzwDxmqLRjuLwzjzOXrYmyUZnlGe72FVzzDHVnmAmuGTNmzLhPkVJt1JOcuRQycWXOkAGkXFNCzCtJk/O5bNKyeN7G81W1II7XNiG5bkFs3U47Yt6PSj5tYKnsWxI05UB1iZnEidHQaFvbksnQkspQFCdqKWBDFNXWQxdpXSa4Oh/o2jCSWk0X8YuE60Da0nToyBlmeWObwP1g2JBIfSINkNaBsBaGtScEHcmuPmbCa0p2GecoywqxVQmtKcFVyaya2VVJLefSFpl19hzDhEys5/hO/o02Z3DNmDHjfsdsUZzxEkKl2M2mi3VEzDIBIpZKsLqSTIGIiiNZJqPsjIorP7at6EopkGQglYHtbDj6lgrMtq2QWcWlo3ps3O+R5AItSq/cqKiUKp1Nk6JVOmhb2WRQFE9202yRlVHFmmiM5JtQQ9bL/rGZ4+rtKW6yKE5VXOLw5sbtTeNnR9V7UUzdTsTEuO/lOLfetyjUbIy5n5yTVO2JsgnrR3E5Vr4UE21aHu8IxjxD3SFmgmvGjBkz7lPEoISbVsU2JMdIIJ1R+IjYVnPf+JpbCHvGFsRbKLSmQfF2Tr7TtPGw3tcJ2Vb357z3TMXyGEPJ4QpKCJqzuKIwREdIupXNNUVVPnkXc9C7jzRNoO0ivon4ZcLvgNsVZKHo0iM7DbJsckrpogHn8u2KauGMEVYDtg7QR+xkIJ1G7HQgrYx4CsOJEnolBqXvC/EVXbYx1qyxalkc1VgbhZbThLpiPdSEc5btleWcniUMp+f/7OfyYk2V52ImuGbMmDFjxowXRSWMkmTVU7YNZnueSFVfBRx+tO3FYugzO5O/VQmruBqD6gFMEyrbiqgcAh8KqXbGwndOU58WsgvAFwtkY4nACi8dXluctiTrS9j95lhqqH20hlAzxSYKrtx7lBsU0yQXTKUpz6nNkpvkDD9RXZXuolHZVSMbxrB4qySZw5VcMmceJ0KjkgPmR/VXyaY1m9BpdTsbm2Hex2zFVPNbKjggNynKJn8rQW6TlMAga0Jaj1llIk3O35q0J7oSgu+LgqtmkN0R0TXPUHeEmeCaMWPGjPsUMQpBdCuUHW5fOXUrK5tOiLBb4SxJks4QW1vbSHk6yURWJreqrVLqtZ/s55SjSmWVMKXRDpkGHYPrUxRSzBbBNCFx6rE4lwmiajd0bcItwe0I0gm622ZCa7fNZNbuApYddC20DTQ+X6vmS0rlYjAMsFoj6x76gJyu0eMVdtxjq4A/HmhOIuk4kAaIpwNhnUm68/a57rcW8koLmaUujRbUbD3lfPXdSD4yhvzn87NpopwzH2bMmPF5B4M7EG+88HZmzDiDbE+UUQ1Vg9+D5WwmyHZBk4hph9GMBFXN6aqE1lSFZbbOhFBijGfIJJkfM7YqGTN9bX2/8TaaFVqlObEquRRFLKevGwkvi7L9DqctMflNyHyxXA6yZrCBSIvhsk2xzFupkEbAqGwarXvKRi1GzsDKdr1tO2LOO81N1sILWRRrg2KDRzO5JeAlx1U0pTRo/IxGhVjJI7XNPm4C4itFt8F4POW//WpPHGRgoJB+k/wtkQ7vlmN7oivNiTV7qx5z/lzuVMo143YxE1wzZsyYcZ+iNg7GqFttg6n8bKoOOs8OV3FWOTS9n5+7Ib+m5NgUWwotsZHw0kpsVRVZVY8VokZbEFczwkog/lmSCzaWyWiQ0sYyWTPAzlpQqi1Ttq2GunBIUWnROGSv2ya1dhawXGDLJXgHTQveYa58XaaUB8KUoB9gvUbWa1it4XQFx6fI6RpZD3C0Ro/7ouhK+FWiWSesT6S42Xem5KBOCCyl5KlNjqeen5t+Gc7mpBlpAA2GRSEOmeiCdJNl8VYw5gyuGTNmzJgx48UwJXZqsHpMa4Z4ipGygsmRv6MljeoqI47h8JUAykRVtvdhiSibL1C1QBI/sRLeDD0zQGUVVtwibwq9BSiYJ0misY5ExGtH45aEtMJitkeG1BNsRWRJkEAyI2CI2SQA3ooyKrc7WiGPQlrj4cz7l/mMTV5WUxdcMZwIXnNLuIzbT6MVU8SX1scmmwBFaEoG10YRVmcd2TojVb01tiCSM7QYn+3G87NpxqyfrxWFWiRKVraN7YkknC7wRcHl8DTWjMqtGqvxmRBb8wx1Z3jZEVw//dM/zV/5K3+FD3zgA3z605/mn/yTf8LXfd3XveBrfuqnfoq3v/3t/PzP/zyPPfYY3/Ed38E3fdM3bT3nXe96F3/lr/wVnnzySd70pjfx1//6X+crvuIrXroDmTFjxoyXGCLb1j8o0uma81Sa/mLaNP6dvx3GzKd6W2q4eXmPsckv5WsrjJeU50xtdmf3cev+SHhNCChfLk4ygePLNYDKln1x/JKvjF0qTY/nMHhSwhjESyazvMLCI53Paq3GZ2Jrp4PdHWgabLmARQddl0mttgXvtyRwFmMmuFyPqGKqiHOZzYN87V3OYlCB1uGWEVsFdB2xftJGmbalBTcVAfjNcYzHNJXj2eb4LVhuugw5GEN6w3pIw7YdVN1tTkpmd08WP1dcz5gx4x5hDpmf8VJiJD8kNxqOIfOpzySRJVQKgeIyUaM01dBYcqo2SqzxiVCIE8vZXRGSeFT92CB4Vqkl4kgCYgmTVGyLeu7CmJjiyBliWEsqRFqQNYOe4rQtyrBASpkECrImEgjE3Jwopdl5GrJftrMh+voc3m6R3KS4sehtAuZryHzOUfUlM6tmcm2TQilbAaXJKilRvEoJmbetoHnIY8xYtlPUW9GyPXGQNSFmpZ3TbnyHsyRh3k4m9WIhtwZbjZ9ztid6nLY4KQ2KqcWjONFis5StzNg7wvy3547wsvMqHB8f86Y3vYl3vetdt/X8j370o3zt134tX/3VX82HPvQh3va2t/GH/tAf4l/9q381Pucf/sN/yNvf/na+67u+iw9+8IO86U1v4q1vfStPP/30S3UYM2bMmPGSw/usxvE+4n3Oa2pKbpOrNrdCXOmERMlNfrq5JGFISrASgl6VYWkT1j61JNY8L5kQYKqpXGy02Y02xTPXIybfQFJDFgq5JV6QRpHOQeeRZc7F0t1y2W/z5bDDXezQMxd3sUMPO/TiAjlcIPtdviwbWLbQNZnkan3O2Kr7US2IISIxQN/nyzDky3oNfY+sV8gwwNAj9ecxlnyuCYHklRwKodBm9ZjuOXTHobuK23eby6FHDz3ugscdNuhhg+43SD3W/Raplsp6WTZI55DOoQtFFoq0gjSCtpLVaw1oY2iTUM9NjZAzZsyY8YpGuouXzwDvete7eN3rXsdiseArv/Ired/73veCz/9H/+gf8YY3vIHFYsGXfumX8i//5b8cfzYMA3/2z/5ZvvRLv5Td3V0eeeQR/sAf+AN86lOf+sx2bsZnjWS5PTAQc/5WyXQK8ZQQTwjxhJhWxLQuZEht3hvK7bBlMRxDyqVBxCNIVnjZmmQ9Ma7K9vrxssntiuO2zIpFkNzWGGQYM8KqSdHjaKyhsYbOFng6Wtmh1T0aXeK0LccYiCmrlXIOV2Rq6LspkL2G36dALMc8hZJJrEpENVtWRZvcli3HQc0ZU/Go5BbFRrSot4SmvL7RTbHQWceBkQmugaGQVGtSCmPWmZMGNR2tlJvXZYVaKBRfYhgVXABa7ImN7tDaMp/Xoi6TquCaqN1mvHR42Sm4fstv+S38lt/yW277+T/0Qz/EE088wV/9q38VgDe+8Y38zM/8DH/tr/013vrWtwLwvd/7vfzhP/yH+YN/8A+Or/nxH/9x/tbf+lt827d9290/iBkzZsz4HMA3icZFUhQ05iD1lBR/xrIYTcYQ9qrqyuKczRf3eeotp2kr7Hza2rdFYN2ivQ+4KQzdEpgKZgYBTEFSXhkXkZwuqjkUvWaoSl3yOtvxPLn9goLvqqSqiAlCIlcfGoSYySnnYN0gp6uswPKF/NLttSAJxVvYF9KrH/I21n2+rAYYAvRhDKAfg+nLKpz4TWbauABbKyFLoL143T7mrX7ribqqPl6yzqbLg6L5HKOFT0yG83cwWN0tWfwsr58xY8bnIeoi+w/90A/xlV/5lbzzne/krW99Kx/+8Id51ateddPz//2///d8wzd8A+94xzv4rb/1t/Lud7+br/u6r+ODH/wgX/IlX8LJyQkf/OAH+c7v/E7e9KY3ceXKFf7kn/yT/Pbf/tt5//vffw+OcEaaqHpqqHrNZUrpFLOIiI5EVs2kqhbFSkRNg+ZVfJ6FrNl6rzEnykAk5OeVL3jFg+TtJhJKzAQaSpQGz3bGVDZJuvF25VwiA0FWDG43mw2LQqmSW0EGkm3aFF/43KRMyiU/WjCl5FBJGXf8hJQq089oW6yi9rPHr5JtgK21NKq0TkZ7YlPsjpt27cn+WB7/oiV66XOuWFwVBVYmtxxNDq/HFdVVtSmWFsVCYtaMtZTy56Da0rpdWlnS0NHis3qrWCTHUW0cB+/BLPZ5gpcdwXWneO9738vXfM3XbD321re+lbe97W0A9H3PBz7wAb792799/Lmq8jVf8zW8973vveV21+s16/V6vH/9+vW7u+MzZsyY8VnCtYnGx7HVcBokbgaxXKekpBrIfk57X8U0c+s8QivfJoeey3YrY8ULtSlaIWByPpSizkh9tthpKrlc0ZCUlUcoiBVrSbXoVdLnxXBGzj3em/ZHU0gkXyyFKpvGxHJfRG8mlixtiLE+FMIs5ibFoVwny9dxQ2ydzVCo1kNj24ZJPd6zkvTp/XGbZVpLhg1py6ZoySixEJv3dJsGy9vB3bLkzNaeGTNm3CvU9t+7sZ07xZ0usn/f930f//P//D/zp//0nwbg//w//09+8id/ku///u/nh37ohzg8POQnf/Int17z/d///XzFV3wFH//4x3n88cfvfCdnfFYYLBJFCQSCrUrjYMAsYGeUS2aRJDncvZJNo+KKjYILPE785HWZXtmovYacPypZzZQSiGblVyXKKpEWqHZETyRnQ0FRUaFFpZRD6L25bLHUQK+nWYlWrkcibqS2EkwIslQUT2Ib62Qm9E4xXYzHoghSSCwnhlcbSanxnI6KpwkxNLFxqng8HQ1NVm4ptMWeWNVblRwbTFCsuBeKestStmLaCSGeYhZwVRVmHme5+dCVHK5K5OXsrsgg61GBZ+RMMK8LGl3SyA5NarN6i03+Vh7tJhbJ2yW4bJ6h7hT3PcH15JNP8tBDD2099tBDD3H9+nVOT0+5cuUKMcZzn/MLv/ALt9zuO97xDv7CX/gLL8k+z5gxY8bdQG0jxNWg9ZIDkRJmgoupEF9pq7HPpiTXGSJq23ZoW41+02sZQ9zPkluZyLGxUvnm96j/SJgUX5PIJFd5BpDKVJOg5HOhMpJdclbNdRbjubCt+2dh021V9ZQUIg22FVTTbSXDqhIsJKxeV5KpBr6X6+0Pjs22fT7nViyaYjY+wcp7iZ49f5P9CGkk0UZya9iQW2Or4tb7z4PSjBkzPo/wWdgLb9rOHeAzWWR/73vfy9vf/vatx9761rfyT//pP73l+1y7dg0R4cKFC3e2gzPuChI2qrciYczVgqymQmpcuY7tiRU1XL5aCytElGk0ukkmwRRIhPK9XsLoSwLWSJiRRhUXheSK1pAk2xNTtUIWcmt8J3Fg0JBJHi8dQwlzn+5nsmzFvJV466b8qjMNj5NY0dKcWMuNytPJRJCesSfmI87HLFKaIVNtJ8zb2dgSJ+L3uhvlLJkVokoGYrFQ1nNeFVz+jHqrfs71/OactTAeV1ZwNag0eCvUlshNx1DHNzMIczbpS4aXXQbXywXf/u3fzrVr18bLJz7xiXu9SzNmzPgc46d/+qf5bb/tt/HII48gIi84YFb81E/9FL/+1/96uq7j9a9/PT/yIz9y03PuNI/jVtDGcMt8afYS7UG+dBcS3WFkeSmwc3Fg52LP7qU1+5fW7F8slwsrDg5PObiQL/sHq/Gyu79md3/Nzn7Pcn9guT+w2At0+4FuP47v0+wl/K7hd/M++J2EXyRcl/Cd4RorJFwa1V4pCjEocVDCWhlWynCihBNlOBKG6xBuQLxmhGuJeC2SrgXitYF0bSDdGLAbPWlysePNJd3oSdfWpGtr4pU16cqa9Nya+Mya+PSa8KkVw6+uGD6+ov+VFf1HTll9+ITVfzlm9fNHrP7DdVYfusbqA1fy5f95ntXPPsfqZ5/j9H3Pc/q+5zl53xVO3neVk//nOscfPOL4Q6cc/8c1Rz8fOPqFxPFHjONfhuNfgdNfFVafhvVTsH7GGJ43wlUjXjPijUS6EYk3Iukoko4C6SSSjgN2nI/TjoetY003+nz81/IlXhtI1wPxWijbSsQjIx5DPIW0htQzkl1wvpX0XBSe8V5m18z47PFy/zs2Y8b9huvXr29dpo6PKZ599tlbLrI/+eST577mVgv3t3r+arXiz/7ZP8s3fMM3cHBw8BkczcsfL/e/YWt61rKml9PcNJjWpNLKJ7rE6S7OLUoAuR8JoDEjK21yuCCTJV4XOc/J79L5fVq/T+N2cLpApUWkKcRRVYltf8maRVLKDYZDXBHSCYOdjCH4kJVUDUonjlYdnTiW4lnYgh3bp5M9Ot2jccuiDNsot9KZ98sJC4IfqTyHUJoeJxL1/LgUcququLJ6azs7q5BfW/lbGyLQaUdj2Qboq4LLbeyJUxUX5AXVrJyCwYyBwGAnDPGImI6LAmsHT0dnCxo8jVTybNOmaCXDbAzQt4CgeLekdbt0skfLks5aGpRGqkKuLEQbhGQMye6M4JpnsTvCfa/gevjhh3nqqae2Hnvqqac4ODhguVzinMM5d+5zHn744Vtut+s6uq675c9nzJjxykctvfjmb/5mvv7rv/5Fn19LL/7IH/kj/OiP/ijvec97+EN/6A/x6le/eswEvNM8jhdCDg8vSqoSwzC28J2FbSt/itp9c33O9+xIhNT5ZDqnbFnqylukTKRIpFjk6o+FGi0xtVKe9146tUFqVqmJN9QVC6NMj/X8fRmPKUCK5XrIFs04OGJQUhJiFEJ0+fFi44wTdVvd36n4a2rrTJMTXbPLsvsxWzxdua4FAN4nXCkGUJdwzebY0M11PdewOcZNe+TmdmkQHx+zKKNddfqauo2qvLsj3K0Fxnmh8p7h5f53bMaMlxp326L42GOPbT3+Xd/1XXz3d3/3Z/8Gd4hhGPg9v+f3YGb84A/+4Of8/T9XeLn/DVvrioGBtR0xpFOGdDq26nltM7GlHV5bVHKmVs3eyoqoMBJiWhRTXjucdiVjKyPqmpAaNHkIiWBDIbdqctUZ1Rcl74tMeKk0BFkRyf++daI0mkkcL5UAUiQJ0RasbY8oA2s9YpDTsp00Nj5WVH0akrNdHS5nWEmTj1mXqGZiT1B0QmzlgHkbGxAhx4k6yXlcgo0EUZKNjdMVi2IrDZ3L+99IKi2KmdwCSoPi5nZMEJOxlp7eTunjMSmd4prLtLJkwR6ddXTiCjk1nsy8Dax0SBZ7YslXa9yCVvdYsMfSlrTSjOe2fiIJyxbJZPQpsSqf+W1hnqHuCPc9wfXmN795q10E4Cd/8id585vfDEDbtnz5l38573nPe/i6r/s6AFJKvOc97+Fbv/VbP9e7O2PGjPsIL/vSCynkVpstfNKWnKqJ/ntKaGxIkjOZUGFSoV4fm36ZTogu4HzLXAIxMC3WOMnkklgeUixVeTgjuWRnyKSKapGs4fRns78q+TW1SIpOiB8TUshZZCllxdgwOGJU+uDoo2MdHENS1tHRJ2Vd2iOHlC/RJAvhC8F1draouRBTSbxXaDWV1cNEq4nORVqX2y1bF/Eu0jYR1YRzNhJeYxj/9mLnmfPMSGDZ1G6apquDJVtsEvw/PW/qzyczZ7xy8bL/OzZjxn2GT3ziE1tqqVstiD/wwAN3vMh+q4X7s8+v5NbHPvYx/vW//tevWPUWvPz/hh3JNRID63REH4+JKSv6nLZ4t8xkjFui0qBoCV4fsu2w5Gql1AOK8y2qTWnjW+JlQUmQItgKlVMCStJQ2hM36i0RzTa5MqyFoiQzy8/12hFdIElCkhZSSGlU8GWui2ZIhBg71rZDlIGV7jDoccnfilvqLS0ZU05KP6AqTXI0lkPgnXR4t4PTFhGHFporv8bGgHkvaSS1al9O7d2ZoqrcnJaAeRSvQudK/pZs2hPNNvZAK+qtrOBKrGVFH48YwgkiTVbJyR4LdlnS0qqj0byfqb6v1UKB0p6Ych6Z045W9+jK6xe2oNNMkDmVkSSLBkNKmdxKgRM7X/k547PHy47gOjo64iMf+ch4/6Mf/Sgf+tCHuHTpEo8//jjf/u3fzic/+Un+7t/9uwD8kT/yR/j+7/9+/syf+TN88zd/M//6X/9rfuzHfowf//EfH7fx9re/nW/8xm/kv/1v/1u+4iu+gne+850cHx+Pf9RmzJgx427gc156UYgKUUF8DWEvt51OSK5Ceky2acmQabOflQwnmCi8bhWwcCa3a1QRWalALmH15Mdz+GnJlxrJmKKaisIQXWl33FZIVZKm1jxLuVZnN5FgU0yD9UNQQsykVkzCKjpW0bOKmdRaxXw5icJgQp9gHaFPmzDSswRXJbe8CI0anebTvVBj4ZRFWUHccYlFUhYp0mhiSEqb8v7UZkp1NdB/Q0hNj6Oeq2lmmo0f081FAfW81fPkNKGqeJ/GzI7zXnMrzCHzn3+Yy3tmvOJQ7dZ3YzvAwcHBbRFKn8ki+5vf/Gbe8573jP+9wfbCPWzIrV/6pV/i3/ybf8Ply5c/40N6JeJz/Tdsla4y2Ip1vMEQjksG1sa25rSjleVEvZXJKrP8PLNMcqlkg5/XdiRMvHRoCXIfWOG0oZeGaIEQT7aoJqcdjS5H1ZeqJ1lgCD0x3aCPC6INIDknqxFH64RWlaaMjNGyGssM1nFJInEqe6z1OimdsSUWKk0EnEoOZE+WbY/W0eoOne6x9vsoOeTemx9JnzFkXiiXvAzqC/ml1JkyIxGxMX/Ll4B5LbbE/Pqq4PKStV7jWAsY2RrYp5jtpPGUmFZ4t0/nDtjlIjtpl4V6Fs7RTkm/M1bJak8Exs9rwR6LtGQpnrY0O1ZrYzRjSImQjFUKHLPiWI9u+bu2DZtnqDvEy47gev/7389Xf/VXj/dr0OI3fuM38iM/8iN8+tOf5uMf//j48yeeeIIf//Ef50/9qT/F933f9/Hoo4/yN/7G3xgZeoDf+3t/L8888wx//s//eZ588km+7Mu+jJ/4iZ+4yeM+Y8aMGZ8NPtelF9V+Z8FGNVeedqrf70yA+gQC2018yRBJhejKsnBDxrD07Te2c2yBky/famf0W3Hp+VYy0iSYPhblVExKTEK00vw4IWF0qkbCcLohu9yE+JoiJs0KrLLdPjqiCavoWRdyKyu3hHUS+iQMBqsI6ygEq1LyzYBUTilO8hHl60zoSdk/GZ+zsSxOUYk8kpZTaYQzcZjTlss0uR/ThtBKnNkwG5uk02KRjEbjIt6XFU+jNPncPsF11/IaPk9yH14JmMt7ZrzSULNv7sZ27hQvtsj+B/7AH+A1r3kN73jHOwD4k3/yT/I//A//A3/1r/5VvvZrv5Z/8A/+Ae9///v54R/+YSCTW7/rd/0uPvjBD/Iv/sW/IMY45nNdunSJtm0/+wO9z/G5/ht2Ep4lpJ4+HGHFmtj6vZzJ5A7w0tHKDo5McEUGBCVqGEPnU1ojmhVYTjIhtuSAzpao5RmhlyWqDjFHcCf02lLdgqqexi3G91OUMFEIhfXVrPgqL/BF+bRwWkiuQnClPMcklFXyRFvQ6g6NLkk25ND8gqzE0kIy5bnCOYjm6GLDwnYZZEXn9vN7yiI3FBaLop+QXPUCdVHzzIIfNlouRRq8djTW0IjSlvLrKblVt1VD4pPBkKYKrhOGlG2XrT9gqRfZtV12pGPHORZOaMoANyToY529Ug6nLxlcAF6XWb1lu+yyKARZVsZJmaZjzCTX2iLHrLih17hhz97yd+0mzDPUHeFlR3C95S1vwV7gG+S8kMC3vOUt/NzP/dwLbvdbv/Vb74ol8R/+7IfZWb78s7l+/298473ehRkzZtwlfPu3f/tWq9L169d57LHHSAPEahtMhlomuySVvKqYsKLkEq8v3jpoG+WWhaLoyste2xbGF8pxmuQ+GeeRXGljpQuQtJBb5ae5WSaTUnYOieMkIWlDdJ0lvOQM0aVimAiNJtQECDhRfHIMKdGqsnTGTsy2xMHINkWT0rSzLWRTma46Wq6lLquGrSY6NTqX8LJtT5xmcsk4eNmZrC8ZyT4rhFYsjydkPCdn90eoxw6+yulQVNNNZNYd/UPP7k5uDdy97cy4f3Grv2MzZryS8WKL7B//+MdR3XypftVXfRXvfve7+Y7v+A7+3J/7c3zBF3wB//Sf/lO+5Eu+BIBPfvKT/PN//s8B+LIv+7Kt9/o3/+bf8Ja3vOVzclyfj7jV37CT/nmS9cR4hOoOXlu8drRul4Uc0MiC1pb48s/uQEBESTLQiy8B7gOQ7YyN7rDkkD07ZGndmKu1th5VRURZ61G2/ZU5yRUV0Y5eZGF7NLQECTR+BycdIa6A3OrozNNKkxXnTli4HNAuCOYMp4KhrKInRMv7Lh2DNDk0nqwAc7JpMGxdJZIEc7BOnp20S9TA4E4xizTW4cyNa67VgugmC5YAsbYgMimxhkwqVXWcLGjM05SA+bP2RCdGnMxXoz0xGWsGBk5JKeB0wbK5xC4X2WeXPW3Y8Y6Fz8dV5yWnghaSKzcornOrZfm8FrbHTtplRxuWXgvBlV87pLwQOqTE2gJHeoPrPM1RfPq2f/fmGerO8LIjuGbMmDHjfsXnuvQiDYp5IQ0ltwDLAeykbAVMAj7nc1mymyyL09D50ZYYUia3esOijWHt53253jKwvOZjFZKrqrkkGZpKcHywErZuuJRyuLuUrIIJAXOzKltz+bUIakYSQSw37kzefrKThriIK0SaK/lYTUpEUxZJM6HlSgZXIZlCzfOaEEobMmmz4tgUgsurjaRWowmvicZlUsu7uGWt3BxbSdaIRdU1DbC32vqzIbnq9TZylXayqhqrH/M26adaAvqFMbNrxozzMJf3zHil4W6HzN8pXmiR/ad+6qdueux3/+7fze/+3b/73Oe/7nWve0EhwIzP/d+wHBY/gG3sc067rFiShsZyM5/HkTAUJdKxlgZVXwis2qDY5HB2skKplWa0uWEw2EBDh5duJJuAQvp0tLZkYTssbUHCME1EN3DinyWlUKyCDb7kYHnN6icvOa8qmZTQd6FRxUfB40elGWRyq6rKNnla1eIIIeXXttHT0NKwJMlQ3tchJXh92olU1e/19q1glhApYfXU7C/BSZqQZdvbyUr4EjBvRiBmqybg3YJGd0pzotIWYqqp81Ldt8k+JKsFAQlRVz4vjycTfpV0c0U9FsvcZxiRbI/s4xFDPH6BI53x2WAmuGbMmDHjLuFzXXoR1so6uUwSNYY2JUy8NcQZ2gIakWY7o8sm4fNTxRZFtWWDkXpIQyG3Ym4grM+/qZVPNxZC0dLsuCC/L0ALqTfEgegmDMXF0igohgxGiC6TMRhRzid1pkqlnOGwIZJEsiVvE0x/s6ILzs+0StPHRhvgBnW4mZJGroTDV1WWczY2JE7D8OFMCH4Jik8xB+DHEoYfgiNUSR6KRSNOmxoFpuxfJdyqkq3RhJ8oxpomh9p7n/BNQgqhKHeS5TBbFD/vMJf3zHjFoQpb78Z2Zrzs8bn+G7bTXmJIK4Lu4t2C1u1me6LssWMHdLZgaR0Nnhwrbzg8UQO9HjG4FSINUoixhiW7tsuBLFg6jy9EyTq5UUV0IkucVrJNs2JM9jhMlziQHS60LY0IV4cdnrY9Vu11+nCdVvboLNvodryw48kqrrIIFg00CkMyFk7oo6dLmVCr2V4lbYsGLWSOlLyp/J+IkG2KfWpJaY+ggV5O6dIiNyxKzi3NpJZtclYn8029vTEP5HD33FqYGxRziHtWb3nhJntifX3K4y2DQR+NXtYEW6Pq6fw+u3qZw3jAftuw3yi7zcSyWRYbXcjHZ5JIbPK3nHgalizSkh1pWXotCi7G85HYhNUPMnBiV7jRf/r25fR3K0Pw8wgzwTVjxowZt8DLvfTi+LhDm7YEiRveFxKjkCyusUI4GeINbQAFbWV7SSqBxdJ+GCCtIa6F0OsWCXO2pW/acCgjyWW0y8hiH3QnTwgW8v4Q8/PEG+IjFiSrmtRwLhFjJAQlJmUYbXp6k4rL6YZkqmSO9wmt16WdUMTGcyCuknFTgm6y0XPUaFsKtQlRtdUmKWfun93OSGoZRIr1s5znIZ/nOJRzHCLD4HCDy+dAFVfC8RNy0yxUCb4xc6sQfE0Tx98H38aR/FSXlXTN0e1PSrNF8f7Hy/3v2IwZM2a8EF7uf8Me7N7Iyq5xGq8CueGvkz1aW7K0JQtblODxrIIyA5+UlBJrvUHwa1a6i6qnlSU7HLJnOxy0Lbs+K4qSwaosgKW4y7Ec4rWFYnF02rFgjwPZ4VLT8siu4+ElPLfu+MVrF3neHuZEOna5yJ7tsusdu15YOtjxlgkdrITMG0MSjlVondLFbLl00mwsgji85Byv1gldUYLlfNJscRxSAxEG28Xjaa2jETc2Lk4VXNMEjbOZqmaWL6V1UsVnZRyuEGwbYkvYZMgaWYUfTQgmhJQYLNFLT0oDnd9nx13mMD3Avms5KOTWrhdazdsICQa1QshtcrhqU6aqp2OHJV0hDZWdqeWTXFTktBJexipe43T9FI8evJnj1X990d8vY56h7hQzwTVjxowZt8DLvfTiqeu79F1TlDuxtNmULIPS0KeSyaNKdqgzXJfQBnSjOM8qpj6rtYaVMqwdfe8JQemDp4+uxHRtCK5KrNT3BQhJWQXP/+sbDuDZ69iNFXbUYz6ORJcMmWyzYLgh0gyJOGwUTSnKSKjVNsQpprY75xKukFpbx9aU/K9OkLZkkHlFmnJdM8m8gkwyylRAJ3ll06RTPcNejeEQU09lKiezLhvGbPuMCfqI9RGGiPWJtEr4tZFWRhoScS00fST0rii6dGyanCrLxnbJcvyqaVSPOZ9wTTkfTVbxaZdJTWkE2XHsLDr4O3f86zbjPsXL/e/YjBkvNe61RXHGZ4eX+9+w1hb0coLTjmRZZbS2IxCIGmgtK7Ka2OBwGIm19KzkhEjIWU6aywHW6YgTd43rsocblD7mnKlk0KfEtXTKkRxzyjVC6pHSzDikU454jufYJw0HLNdLntiDL78YePLEs7++xEL2uJwuc9Et2GuVvUbYb6w0QJf8K7Oc8ZWMpc8FPA2exjpUGoSYyaXU0Dql1UzoLL2MmVNV/RRSzttKYY+TlI+9QW+Kg71VPGyJgM22RxLRBswSTlsa6/Aq2Uo5BtbnuAgt+VvJ8nkbSsD8OhqrFFnpEYKycBfZl1dx0Q640HoudMLSCbveaLSEwkfoEzQqObDeyA2KqS+Nlzu0LNnRhl3v2PHC0gsLlym2WMbDPikL9SNZKKK8Jr2ej/P/vePftxkvjpngmjFjxoxb4OVeeiFPPIYuOlRTsQlaHgYoeVySyRCvRtRIdIZzEe8z0aRaVE0l9ypFSElIwZGGfDHTnGSfFDWIVkkew9RAjCR55Q9ya+G6b+BhgSEgqyEvZcXyL4MkeWppcxOjFoujOMOi4KKRAqSJYuxsZpSUUPlqA8wKpZw/pg1oC9JlO6YsHNIoMtbsuHy79Xmqajz48jOppJfbkFxVxvViAf2Q//UTYiG3EsQIfYA+IDHl2+sAqwBNQjVgmkAT0pfzUOyOKSrOpy2ybzx+oWRq2aiAU5dQT1ZqFfJSPEgL2imyyOSeHHTIweL2fsHupix+/ofhPcPL/e/YwRc8zG67/Ky381Lg+oc/da93YcZdwL1sUZzx2ePl/jfssS/Zw3RBsMulqdAQBFWPqzlconhpcJb/6R3F05uwThDiIevwIGaJrjmgdfvsaMcOO3TWIWVxa5CBRowDjMN0mUcGR4iZkPO6Q9ccsHRKKwZxj0+1u3zsvz7NaYws0pIFS/Y02+h2HLRq46UrKvxQgtgblUIa5aZExaFoqbBxOf+qZE15zduqBJcA0cHC52bsLjqiNYgIXjSfm8lIdValn2xTMjSOV8WkOOZe0ZQMrqpmz1m0U5tjDqYvBULJCMkYLOdvibhiId1nR322Fjphxxk7rto18z40UbZtj6XN0btFtiham/PKVOjG87pppYyWFWELpyxSy64+wO7iUZ5x2xlwL4h5hrojzATXjBkzZtynOAmONnh8CdesCqvMS+QvZi1jglfDa273885oNOI1rzCpVh9dHkZCEobkCFEIlu2CIQmRklMFo2rLsR2cPphyFBzcuJZ3aEz7lLESR1oggDgwn1VGOci+hN0bWEl5tyKIYkpy1cD0Gl5fyRyfc790oUg7IbM6jywKkdU1mdyqxFbTQNvk264QW/U2YFpYuLPqrZTGa4mlAzKETHDFmK/7AYYhE1sxwmpA/JC16kPt9o6ogjmDkpGljZFiwoIUgm/7rUWLRdTbhsiSDaElLp9raTWTfI3m428dsr+AndskuLh7/6Cb/2E4Y8aMGTNeiTi0hwhu4DRdpZcTzCLJwiQI3eNlwcL2aC03H5oZK1nhtWElN4qVLeDdklZ32eECB2mfhfixGKhPsWRYeYKsSK5HisLcSYvI5p/1QlY3rRK0Kjyo+4jAvvfstcqOF/Z8JnMWmuhGBZcQzWij0LraTqi4EjSvBs48DZ622BMXTkabI2S1VM2vUpSQXG7NxnAi564XJgOb5EaUYu9iE8z0llm2KHpt8WRlW2613pTrTF+/IbeyCmsVE2sGEgO+2DX3bT+rt1rYb4xdl9VsCgxmKDmPy4mMYf/JBpL1qOzhZUGXukxeeaHTfC4WhTBMmleQew+7jRKtZTU8zrI94DDu8RFuD/MMdWeYCa4ZM2bMuE+xSspJUFR0lHHnYSBXIqepnVDAF/tiq2RbYwkorwGfQJF059cH05JbIASrWQbbNsXMWW2+eYMJp1Hh+etw4xQ7HbA+YkPaWqYb86rqil9TfmCV6Cp3K7lzdolvkoklXsDla/GSya3OZ9th5zeKLVeuu3Zyv9mQXKpY02xILpkQW/V6QmxhCVLCkocQNnHwKd1sd4znfIAqmYzylYwE06JEK7loYOM5yMQWm5ZKX25XQqscP16LMq/cbnMghDQOGndeNeWMGTNmvHJRW4XvxnZmzDiDA3Y5sZ5ejhFzo9IoEYjicJZweFprWdoCV5ThXWrx6lD14BKDndLIkoXssRt32dWWpdPclIzho5KK522te0QCTjsEh5aWw2iBwIoggUaEg1ZYJ6X+k3+/UZY+524tJuRWWxY6o2WSplMrGVuF3LHcXIiAIyvSOicsHCycsXRZBSZALHa+rIAy+qREs1EZVhdkkzHmZOXZc0OyVYIqP2e7+VClobE2t0CWEWpLuVWIrUxuSSG3YJUCKzklEmhlyX465NB1HDTKQQMH3thxiYXL56JmnlUirbZ8RxtIaY3XDk/HkpbO6XguppbPZGBOWCbYawRwBNvlYtphbxHh+kv0S/l5jpngmjFjxoz7FOuUBxcRy4HshdQKFGn1yBPl9hdqRgEUOXVWYOX4KduuQaaSXXUI2Wy/DiVMcqEgPxYMVlGwp67B6UA6HrBVzt8aNwxbYexnw9lrkKclm5BGk50ztnukK8lVSSXYTE8xQZCsomqBfvJCf5Y0UyQlcC6TVuWxm7T0Z9VbIZS8rQBDyMqtWBVc2aJYr20VSgZXzJlcQ8rnZnJexOfjnSzGboLx/SbYXjRPdlKVcb5MYLq5yPScQLGKBm4Xc8j8jBkzZsyY8cIIDPR2SrKeZAHDiGmdLXXOYWr45OnE0WhuEhySQ5Kg4og6QIJGOrx1LKRh6ZVdXwgusxL+7gjW0NkSk4iow1uDoATpWacb9OmYI73GYIc4snWwc3myal1WdNVg9kaNRvIF8ijWFLthJrdAyQSXlpYdj6cRlxVcurH1LTQV5VYluLJpcBVg8IrEzZxp1HytDRmlZZ6s94PlhduYIEqxJ5ID9Z05nJY2RtkOrK/B8kMS1inniK1C4tQCp3qMWWQplzmQHQ4az0ErHDSJwyay4xKtJgxKfphmBVdd48xaO8yGUgqwQyuOzlEIrpxB1mol6/Kl00wGJhNC8hjGTvO5L/z5fMFMcM2YMWPGfYpKarlqRxQAw1vOC0gCUwqn8CKZEKNkoRcZOQhMBpxMiBkq+XlqeZUsmo2rYznvq5Br1Crmova6scZOA+kkju2BW6gEjeTVuSrBv4n4AkZPJEXdVR+bIjNy+XirAiwU1VhIEBPSR1iUnKwQi0XRZ/LJ9SWLK9sUpVgUb7ImQia4aph8mBBcw5DvD8Wq2Gcyiz5ky+WU2IqG9QmC5XMzUa5NB5mbWhvdVP0mI7E3KrbOaP8tGVKtnyEhIW7y0G4HcwbXjBkz7nPMIfMzXkqsbOCEq/TxBiKaL8VOF2yNmieWhSWvWvKtpIShe6J1NLogyAonXQ5wF0c3PrfMVppf76KieFp26NKSxnKAe5DAVTWO43PcsGc4Hh6ljTl/qiZGnCfglomKP68fbtoIa89ONujluciZxzvJsaaaIzA6NRZuQ3AlUxZqRM2kWlP2o6KuP9YRLbmN6yCxCZjPSi4jTYYILf+TshxaM2Btsu06pw5GCYpPrOkZZA0Gno6FOhZOWBaCLqu3Iq2mQpApjRh+NBxsLIqQcNJlu2bJ3/IiI2nox1HMUJFMxo0/3+R73Tbmvz13hJngmjFjxoz7FNX15sSK/bCuYtkYeVVRvxurj7/+XEqtssNGK6NIHWy2J6Hz7ItD2qySDUjOVjdI13rSaSKd5PD66ZdzzYyi2PGq1W5LmQTbB8AZcssm94car8/4OtGUOTsfxjwqVDYtiq0r90vA/Bg0L4Xkqvsw2YlRuVXVYbFMZik3JRYijT7mfZsSWakQWYXss5Rzx84dWib2S2Oj3uK8eaicA6skYLEvyGS3rc9WxTHxVG/Pomh2FxVcsytyxowZ9wh2Rm382WxnxoyzeEo/xo3TX6VxO+y3D+NoiS6wilc4HZ5nbUcMbgWAl5pbpcRkKB6JwirtEWSNt4bGGhondF5YenBk3XUwwQfBi6O1loUtOJAlC+/oyvZ2hgVPa8MnT3+OTy4fY3GSOI2JISUWTnGiNJpzsuIkzB02BJgTKxcZiR0t/w/gcTSqRbWUyaGly+onlbwIKhiDCQlhGYRThbXIWDJtVgLtJ1ZC1e1g+JggmOXHpLZNerx0eNNxrJmu7VXiaLCNemsdjdOQONFj1naEiGPXdtkv6q39BvZ9ZL8JLFyg0cSQtBBkecG4Zp3VgHnB4bWjY0mn2Z6YrZ5ZDeekkIrnDm6ZtFudXfi9Fe7iLPb5gpngmjFjxoz7FEpeOVu6xEITCx/xkmhdwmnCFSKjxAYQUwmJL0PHWXlXDqTPrXyuZCk4SaOyCyAlJSH0wRGSsoqO0+g4CcoqKbFklNjaSCcQToQ4CClOcrv8OSHpzsZcKVMb1V0jyi5YspEYsgQWyxd/vT8u4dWTlEogfdpkV9X3rNZGqRZHNmqoW6SgWlGKkdgoryaElcUamA8WpexTuU43/yNLxDZFjfUcTM6FCBsFWzLEy4bYUysE2MQmOl2e3bI95glQ+4g18z/SZsyYMWPGjLuBq6tfoW13eHX7xVxOl/EirC3yvHuOZy2wGq7Rp2OiRLzIaFfDSbH9wcmwZCULHB6Hw2sON184ip0RVpOxSE3ZlQUXu5bDRtgrOaYX+iUHq0c5XV7j46v3kVavY2DA4TkIu0RbkExZOmXfG0PKyqOmKMrqwua4YHpGGO6kwSVPI9meWHO8dlxixwecWCGZPH1KRIOFU1oHLgjBrORxSVkkNdZJ6EzRwuLUhdNQ7Ylpo+BSaVBpcOaKyqxOuBRiLd8bqjUxwkmEkxQ41qv08YilXmTPdthrlf1GOPSRwyaw3/Tj/OxjLlhaJx1D7Ks9MVpAtKWRHRZpSdtosWtm9ZYrC841RyyMKjLLWWCFcIsza/WSYSa4ZsyYMeM+hQCt5JWzw3Zgpxlom0jXBXwTUb8hT1IULEJKQopKDEJMOq5smxXlluRWRRXDeUM0oaW1EIqtMQkxOEJQVn3Dcd/gaPApDxUqmYRJA4S1MKx9ft9CfjmXMpkjhvMJ9aBNGpsA1TGqjOr+b8LmsyLMQtmXQUkBUtRybEKMWmrhN4RSlb7X4U3EyoVyfPXxcm61KqNkPG6zfAzTbdf3SrY5nxu13M1kVlXNqRhO83nwLmbhmE/5fLhyTpxlsitOA+bPOy8bZduW6mpLNWdoA7ZK2PL25VRzi+KMGTPud8wWxRkvJR5dfDmvdo/wmkXHfptJluMAuyctQ7MmWSSkE8wZToXOCXtlAcuV5pij0NCQG44dSqPKQmFZBOVKtvpVJZGi7DrP5YXwQAsPdIFOjaOgPLf0uKtfwge6wM/ZzzHEI1QaDv2jDP1/Qx93WLiGHS8sndBoDoHXEkExFdFnkisbFFUcmqe9QsBlxdKiWPu2CS7okzKkTObVTK8qdK/WwVYZ3QA1fzUWp0AsKq+pRdGJx9PhRHElsL6s/+VnFPVXn5RVFFZROA2R63bCSbrCkE7Zdw+zow27Hva8sd9Edn1gpx1oXczzmXhOQypqrHw+zCBIIKY1Tpd0skdHm9sTHXQKzRk12VByaU+jcDwYJyGTW31KrO289qHzMc9Qd4aZ4JoxY8aM+xQqOSB+6SI7zcDe7pp2EfG7CbdkEzoOELNFLg1gQySslTgIlippM1FYqW2RLOotZz9NSa4+kgbFnyaELCGXwThxgg8uN/thxKAMgzIMfusLWl0heNTwldRxNl6yimpDrNX3pZBYldSKQQlBiTFfQll1C9ERUw0q3ZBQua3n9s/x9DX1OpX8sVBIrlsWPZbBq7ZU1pW9ViNOjUYTrYu0LuI00TYRF1I+H+Gc8wEbe2El3lIhL0elWPk8CxGXP1NG4qzdS8T94Q5OwF1Se83tYzNmzLhHuFt26/kfmTPOw2/YezWv2VvwUBfYcZFgynO9o9WG4+uPMDQnHA1PA7mRb+lgz1OIlDxjLHuHj54kEUcONl94WKqNzzsOUpIIEolE55RLLTy8GHh094T95ZohKEfrjsNml+b5X8+zAk83v8JTR/8/bvAp0t7AaXody/Vl9hrPvhcaFRYquMmiXI31nH5zC5rD5hGakr/V1fwtH1k22wTXKrqszlLFi0KOZ8cM+mj0iWwhTNBOCK4hVYJLMLNROSWiqHqcNHiTMdmiwkxIYqM9cRXhNBrHQ+JIb3A6PIdZorMdlt6x64U9n9h1kf12YKcbxgXH/Fk1eK2qNiFYYpA1Ia7wboeF7bEjDUsnLArZ1+hGvZX3QTgOcGMwbgyJdUwkjKV37I314S8GmWeoO8RMcM2YMWPGfYxqKWx8wjcR1xZya6mI15zjlCjZUFmtFFMmmFKAPIfIZvjXjUIJLNsThS3LXF10Ekn4EGmbSBsSfWnlcSVLC62qp0w8pYmiSqKNNsqUIqo6KrsqwSbVLlhQV+Gnaq0QMpk1DI6YlD46hqT0UYmWya6hEF01dLS6DGv2xJSYmj5WHzeyxBymtdUbomu6jbpyl+2dOWh0Q2wlGjW60mBkbtNm2Fi2B4hYUbopVYJVP5v8WVZF2YbMSrGqyfK5nqrK8j5lErFpIjCQbjODa8aMGTNmzJjxwviig8Br9064vDzF+0Q/OJYnOxyFBRd8x/PpIifyHGo5NL51sHBpDCIfktA6xQdPL3nAUsnh8q1LeDGI+bW1mCdJwouw4xIHTeDSwQm7D+TFqwvHK1SM07jPrywe5pOnh9hu5FPX38vz/a/guwVHwwVOCwFV7YAN22VEeT/KfcvDmJBzvFSyddIJNJroNOK1xGOYMEQtbYw2WvwqskXRihVx0zRYibFNDleJXK2LdSgqTWmNlC375FkFV7SsEhtSDphfyRF9PMZpR0M7sVdaDpZ3kcZHvC82yZDnNhntj7lUaZA1yXq8u0hnCzp1uZnSbWY9YVPGtE7CaWRUbkUzWqdc7ByHrcLTd/3XcQYzwTVjxowZ9y1GAoOivHIlX0ql5E5tnms13HyA1GfrYBhcUT+5rWI97wznIk1KaADf5XpqDEqJTrHLgfP5uU4TXjYDm3gZbX6xqKriJKNLix3SacIFRzPa9GLOAHM1O2tjH6ykjhmEkO2AIbgxD2yImeDqkxuJrZyhkFVcyRjJrnCGpNrKrzdIlDBUGAkt6u3J41OMii3NQ2KjQiNGazlYtr6DF0ENoilmaVSBVQIwjSt1itnNx1/tnlPVWkz1HAsh6SZnLW8lK8V8ZD8oIuvb/h27ayHzd7idd7zjHfzjf/yP+YVf+AWWyyVf9VVfxV/6S3+JL/qiLxqfs1qt+N//9/+df/AP/gHr9Zq3vvWt/MAP/AAPPfTQ3dnpGTNmvCIwh8zPeCnxFa9/kgdes8Bd6rCYSNfX7H10zWl8gCdPG64cXeKq7tDRstvAQWNcbGNu1AtKwrPjlWbt6VkjkhVSO87Y84lWEq3CcczWRcNYyQoR2POJS8sVB48F/K85hJ2Obgj8mo9d5fDnV/BI4iNHuxw89xv44GHHp4//A1f0Yzynj/GqoWEVhd7JVqtfjVNwwkgkAWgZABXBlX3sNC/etT7PGN5HYlLapLRDpBFXtpMRDdalsGcds7WvjzCoZCKsPGecvSbkliuKJ0eDFz3bQzQeQ0hZPbWOwioaJ2ngWJ5jPVxlr3s1i7Rkxws7DnZ8zg5bdANtF3A+z2R+0HH2SpaJuLUFBjshxiM693r2bJdd71i6TDQuyrkA6FFWKau3rvbw3CpwkgKdOC52ji88gNcuV7f9Ozbbo+8MM8E1Y8aMGfcpIqU6OgkhCmEQ1Avx1HAGtsorgRaM1ENcSc7E6j3rtWcdPEPUQohQshcMr4Yv9rnGJ5pVwLcR5wzXFlWXFQXVkFVDVqx852mDqiJsSr7ULKyco5Al7U6MmATvEynJuRlZmxysmnm1eZ8cimo4SQTysJRKJTMpEXOSPloPocjZk1UlWyGZBMBuIr0qEuf/I0dLe2XJrc+rlxNrYldXCjXlFU8X6fwZi6JLW+RePeYpsVdVWn1wmdArdswpsVdXD/M5zu/bhfz70Lnb/+q/W/+gu9Pt/Nt/+2/5lm/5Fv67/+6/I4TAn/tzf47f/Jt/M//5P/9ndnd3AfhTf+pP8eM//uP8o3/0jzg8PORbv/Vb+fqv/3r+3b/7d3dln2fMmDFjxowXw85bX4t/9CFsdxc9Pkafu8Jh86u8+voJF48O2T/tWNohu9Jw4OFiE7ncrvHO6PoGQ3jG53j5bOHLc8vSJQ6bAa+JLiaOg7L0iqKcco0hPUynxu5ijXt0B77gcdKDDwLgnniWhx78KF/z5Ed47Scv4+WA+MyXkXYTp/EKR3qDk3BAnzzRbFSvqxhqWWXuR5WW4HHFnuhG8itfctyC10TTBJwzNBltUJoy60xD14eUWKWIGayjYx1hnXLroUuMFsdoRalWzrGieOkAaGhxsq3gyhESeWYaylzcp9xUeErPOl4npVO8W7KkY+mFXZ9YumytXHQDzSK7CFIkH8cm4SOTZvSs7QiAXXeZA7oSVG/susSujyxdbmBMBn2C0whX1pGn4xGKsO/2eM0O/LrDU17/2KfgA7f3OzaT63eGmeCaMWPGjPsUObtAWCfHad/gT40UA34dx6ZCS5JzsNaOfvD00bEaPKvoWAVHQMYvY8jDghejkdLKqDk8tF1lssv7gGrZtskYNF+tgbHa+mqzYCFbRnVSURYlk6wKA0ggoqAJkqLRAM2DlmaySydLdVqD1iWSRHPGVErEpDjNK4cLF8f8rZrFVfO0qs0QNiq4u2HaG3VXZZgTMrHlNZNudRBsfcyPuyyH966Qh74E+o/HZxvVFrmVERhVW6FYMleh2DJL409fPs9YwmLrwBhMaYeEnd5u7sO9w0/8xE9s3f+RH/kRXvWqV/GBD3yA//6//++5du0af/Nv/k3e/e538z/+j/8jAH/7b/9t3vjGN/J//9//N7/hN/yGe7HbM2bMeDmi5BLeje3MmHEW6dd9MelgDwB78EF46CHc9VMu/eJVdp8/ZOGU3XCRw8ZzuYs82PU8uH+C00R3usCAT3lHI0oiRxc0RZ112PV0PjBExzoqB75jRxuO03OchBy97r0hF3dJjz0Gbf5+Twf78KoHuXT6FG/6d09x8gHPtWGXG899CU+6T9NYu7VwV+eVRg1INKp4zUSbE8HhKFHzo6rLiY1zTeMiTZOzPlPUHIswIbcgWxNDMlbWk2hYj4p7KSQbW/PZFFOCy5lHlHHOqhjzUotKPyQIyVjLmiGd4t0+Cz3Yys3acZGFD/gm4dqEeGCwcc7MMyMMyVjpKavhKt4dsMcDHDSegwYuNMZhE9kpTeZOcth/THAS4PlhzdPukzwQX83SK69ZJt7wqmfZe8sh/Nhd/EWcMWImuGbMmDHjPoUZhCSsk7KODt83hCi0IZNDBqSkDEEZoud08AxJOQ2OVbHuJctVzcnqsEAeakQICI1k4igkxcdEExxO46YCOTnWwY3kykhyTZoOXwxVnXWrx89tOZRqfwTVhJ+0Gsa0IdPihFjL5+zm3K0p9My/X6b7prfYzxc6nvNaE50mRGq4/jRzLGejAWN2mhmkYIhmT2huVDSI1dJIUc7V3IliwUybwSyVFVhXLJs+nBX23wJ3KZgZPvvtXLt2DYBLly4B8IEPfIBhGPiar/ma8TlveMMbePzxx3nve987E1wzZswYYXZ730W3s50ZM14UyyVc3KNdPEcrhldhN+2y3woXmsjhYs3ufo/6nNV0Onh2XFa0x0JweYWFiyzbgcViIEZlv284aDt2vSOerjhhYEhlwaptRnJrxN4efNkX0V075bUfuc5rbix5+GhJWj9MJOJVxiytTV5WAtWsPpdN+6GeUa7XSIaqnM9lOEV179KYKTrNyMrtiZGegFhubozJJgU+jI2FkO2RVRnvkkelQcXhzd20P1MkSgQFjAH1AI3fo5EdWtVsr3RFfeYSrkloW3Jmw2RbZbFwSMaaU4Z4inc77Ngeu42UJsaUWxhLiyTB48uYFQ1ObM2N+CSX5SEWTrjUDlx4ZEX4ojfc9q/UbFG8M8wE14wZM2bcp+gT9CacBsXTEE1p1KN9zsxKZDvfVN2Tb5ObBstKV+6HyXJwYcyVR5NiImU1TPPKVEx42Xx1ZILNcxqVVVT6EhqaVkYapASel2B5MZzmKup8n6xs0pLFdYYEqllc6my0K1Z1U0XDds3yi63ST9VR+X65TO5P2xulhOWPt9mQbON7TkPq80Q13j7vH0Rnt53ff/M+IxKkaJkojIKsq2Ux/zgmJargUrZkjuGwGCobuf5mEC15Ei8wGJ7F3Sa41us1169f3/pZ13V0XXfL16aUeNvb3sZv/I2/kS/5ki8B4Mknn6RtWy5cuLD13Iceeognn3zy7uz0jBkzZsyY6TAnQAABAABJREFU8ZngYB/XZqLHi3DBLXl4AQ/vnPDAA8csHwNUUb8mRsfe0Q6NCsEGEkarsN8M7F9Y0eyX7/50xDOrBc8tPV2/z9P6FDeG19L37pa7kb7wC9GTUx75T+/n9Vcu8Mm9JcouxyGy2yhLZyVsPbFwgUYTwXLUwcI5WnW0KjlLi20CrSrEx9lNDdckUhRU09aCoQGDGWuLnOgxZol16hiSG9VbUwg1q3VjkWxkgZrizONqZpfcvDBZybKa4SUordtF/QX2uMyOc+yMxxyztbJLJcMWZMizYo3uGAzWMXHCFdbDVQ6Wj3ORfS52wuXOuNwOXF6sWPiIiNH0iePg8epR4ESPuXL8UV638yaWXnhosWLxBQuuf9mvu73fpbu42Pj5gpngmjFjxoz7FHlFLCu4mpSJEK+6ySQo4eihhKzHyQqZaqJSClJW8LQEi6oYjkxGCRsiCgqpwiagfSjZT6sorFIO1RwShGMIfWk7HNv8IPsRGe+7kt1QGxVrBtXNjYobIkr8hiA7S0BVomhKHuXrLE8Tv1l2lHrtyxSlm4vU5TeVvHxZWCmZTlJVxgbYmD5fdPHJsKyPx+Jm2rKanHqLYcW2gr9AS36aRUOcoX0hCoeJLL/kl6kYGl1eBS4S/TqAdprG7C93m0q0lwLvfOc7+ct/+S9vPfZd3/VdfPd3f/ctX/Mt3/It/Kf/9J/4mZ/5mZd472bMmPFKxBwyP+NzDufGNmMBHlh4Xr0ceOjBI5avU9yjh/l5co391Yq95yNelSGsMIzWwV63pnsVuEsLcMqhO+Gx42OuDfu8+voX8rHwczzXv47rJx0Pnfa33JX0xjfQvv7nec1/OeaRo45gyvVeuNDCYWPs+8h+M7DXDjhNhJiLeyr51TqhkZz9dRZVpZ6LjsqslmxrITAVi18fE6esOZG8yBXtABuXWDdqMJBJ/hc0qjShobUlitLgR3LrvP8iJ6NcDsO3hj33IF4WHMRDll5YOHI4/mitBG03B2XFCTCYsI6wiolVuk6I19n3D3HJt1zu4FVd5MHlisv7J7RtRNRojzqOQ8O+b1l4wZmnH55GTFk4OOh69NUHbGVvzLirmAmuGTNmzLhPMR0g4phtZWXlazNgOGe0kwh4lfwcJ3mFTdVwlGDzorKCquoq25/Y/kJRghkbi+O6WB6HRM4+WOXcrxAcVkLlExv5udOEQs6fUttqT3R+o9pSn2174mxb8eQm5JU/Q2D5TFqJl1xp6DUTVl7Bldsq4F1l2fKgUR/z5U3yydk8rz4Gm8EkZTJLLBVyK8Iw5Mf6AEOAPmSia4g1FCITWYUIq5IsS3kwzNvNZJgEQxrDoqENiM/2xprXVa2PfXQ0IRNY2Sa6yVWrGRmdi+w2A7QT/f0L/4bd9ZD5t73tbfwf/8f/sfWzF1Jvfeu3fiv/4l/8C376p3+aRx99dHz84Ycfpu97rl69uqXieuqpp3j44Yfvyj7PmDHjlQG7SxlcdyXHa8bnB1Zr+hPHKglO4cEFPLp7zPIJxT1xCV7zEISIGwLdtWvsfSLi1REsE1wLTezuDLgHl8hDB7BsaRZXefjKDY6Hhl+zuMBHjyLPrIynV0te/9y1W+9L16EP7XNx7zoPdoeskqdT5UJrXGojl9qBg65nf7nOBFfIxTW7rmHHKQsntKr46AkSOKu3qkqrcRFyshBYLX65PTHmHCu7TkM3qswF2SjBxvzSSm5BI0JHQ2cLgNLMmBVcfqIiq+r1GoLfKiy8sNcvOeRhurTgUJaF4DI6l2jKzCmem1T0NfKhT8JJCqzCVUQa9nkVFzvHg20qeWrHHL7qFL/I22iuRNaD59Jpx8W24TKH7O98QQ7qF/CaYH95R79OM7l+Z5gJrhkzZsy4T+GETOqUL3cvCa9kK6EmfPEaaiG3MiGyaRpULY9pGjMUgJHosprxZEKMuS0xhJz3pdEh0QiSpfFWLtHKZdAxDyuLluoKnY376zRthaxXtZbzaQzJF1+siX6j0KqDiGghtBwbQssr4gRal4ms1iEuX6MKjSskViW3JrdVJ/d18/NKckF5fOJVNCskV8rkVozQDxuia91ngqsPyBChD9gQkZBAJau80sQ2WbK3UEFSWdtUyLEcRj3b2S4ZRruiC2lcRW2SEmzTMCkCnUa8S3RNwLrbI7iMu/cPurqdrus4ODh48eeb8cf/+B/nn/yTf8JP/dRP8cQTT2z9/Mu//Mtpmob3vOc9/M7f+TsB+PCHP8zHP/5x3vzmN9+VfZ4xY8aMGTM+IxwdsV419CmTMBcb4+L+Ke6hXXjwInb5IvQD8vxVdO8GrUYcQrSeRG4wbBYRubAPF/ZhbweAxcNHvOrqCQ8vdzhcP8q1PnJ1cMTn1ujxCezunL8/XUPbRXZcYr+o4A+bxL4PWb3V9SwXA6KG9sZyCLl9WT2tCl5yIlbF2RxTPRMfUZ9Tl1aHBAMp51ilE6ILYJXcmqi1xEiSS5TGxxUaURrLFkkvklsUKW3bbNTqBiNR1qjgFXbUcxAPaPDseE/ncplSLf+p2WGiMqroq/quknODxRJUv8te2mevgf0mctD27B2s6B4QZKnFbRA5PD7l4tEeFxrPhablUB7FpVtbSV8Id3MWu1PEGPnu7/5u/t7f+3s8+eSTPPLII3zTN30T3/Ed34Gczet4GWEmuGbMmDHjPoUXaMXo1HLVsYu0Pit1GhdofEI1bZFHIln9NAaCOjZkUVVETSyOJLAIqYcUhNAr3dqxXjesgscQBkuoZLYtWxchDMoQHCE6YtoMRZXcalxEndH43CTofELUcI2dr9g6az2sqq1KbrWaCa7GIa3bJrZaD43fqLOa5gzB5bcJrlG1pdjZn4tuk1yQya0YMqkVArJe59vrvrymXNsawsQOOb5+W8U1QiWTeZXwUsPUQKfnKOB8IgbF94kQlCG6rXD9mm/W+shiMRAW27llt8RdCmaGO9/Ot3zLt/Dud7+bf/bP/hn7+/tjrtbh4SHL5ZLDw0P+l//lf+Htb387ly5d4uDggD/+x/84b37zm+eA+RkzZmxhDpmf8bmG/erzPHO0wyrAwsMjyzUHjwV47cOkxx7NAfCAXLmKHl5l6QMqMMQTcNBpotlLcPkQe+hB7MIFZH8ff/2UB9bP8PrnB15/9fVcCz1PrnY4/oRw+Ku/SvqiLzx/h1TwTWTXBw68slDlUht4cLHiwnLF/sGKbj8gCmEVSUnYXXfsBl+yuBSPY6AkKLzAfws1f9RKgdGQheusrOdUrtOnI3DgJYe9N5rn2K4E3YcErRqdE9ootCq06uhi9hA24kq7I1sqLi8ARueMRTSWDvYbOG092u/SqLDXOHa9lPdKY+nPWfWWTUp7csD8QIgruuYiF2SHSy082K15cP+Yndck/ON7yH5Wo+vhKYfhhEdvHHEalcf3Oj71/K9lKZ5k0EcHJ+s7+326R397/tJf+kv84A/+IH/n7/wdvviLv5j3v//9/ME/+Ac5PDzkT/yJP3Fvduo2MBNcM2bMmHGfojbfLFxi6SL73UDjAstFoGkDvjPUWyaDmmLrkxJaoBSyhg2pVXXmbFr8AIgJG4Bg+NOIP8mkme8TZjmw/lSUmgCRDIbBZbIlZRUXTNx9RS2WlVuZ3HJNsSV6QyekG2xbMa1EeFkAvOVodaVY+rLq6aalxSmhJGemmFQUWHkjk8fLeaDYNH1hmtzEmjgluURhGnifEoRCelWbYh+wdYBVwPqIlanPwiR3CzaDVs0Jq5+Hl3Gl0ryVc5QzL1zI52/oHT4mkgkpbk6c9znXrGkjtnz5/yvtB3/wBwF4y1vesvX43/7bf5tv+qZvAuCv/bW/hqryO3/n72S9XvPWt76VH/iBH/gc7+mMGTNe7pgzuGZ8LiG/+qv0HzniydNHGAwOG3h49xT/+B72yKtHcgvA9vaQ3SYvSAqEeAouz3ZuV+BgH7t0KWd6Xb6MPPEIzema13/kOq+/fpn/fC3y3Bqeem6fw498Em5FcJ32mAkLFzlsIonIA92aB/ZP2D9YsXwg5vcD9DixXA/sHg/s9A0LB15zlhQC0RIvEic6EkRDUgYTVtE4lRWn6QpDXOG8p1WldTkPa1Fm2UpURRNazU2HrRM6VZbJk6C0IEppfiwNkGK0msb2xB0n7DeuqMeUtjRG7nph12cSrDoJzo6FJMb82JIqwSADAMvmEgdNy8XWeGDnlMPLpzSP7yJPvAr2d0AVuXqdNj3FQ9eu00fHa09anj494DTks3U8NNizR5/hb9fnFv/+3/97fsfv+B187dd+LQCve93r+Pt//+/zvve97x7v2QtjJrhmzJgx4z5FbucxGkksfGTRBLpuoNsJ+B1DF8XC10i27cHGVgc3E0EFklND82uhLJPljmdXVsjMIiLQD442RBp1eDVcYaNCcPQxX2KSYos0RHQr5LwqybQots5rE0yVN5rwR1KEUeIt51QNAi6hC81d1MmyWitZJr2GmO/3oXRe14wt2ZBeVaU1vXYO8UX9JZKJrmphnJ7PalEcBlitM6l1uoKTHo5X2DpgRz12GrBVwgYj9bUhcXJctcXH58/OikJts3/5/IhJPvYI2iREBCuMpIuJGJWkm3/UaWk4ErWbh7kXwN3O4Lr95784CbdYLHjXu97Fu971rs90t2bMmDFjxoy7Bvnkp5D/+Es89St7PLnyqMClNnHp4jE8/Ch2eLj9grbJynNS6ag5QRG8GrJQbHeZleUF6ZHXoEcnPPCaX+KJKxd48rTlNBifON7htb/wKbrX/+JNKi55+mnsygkxKI0mdn2gc5EHd0+4cPmU7mLCP+iRZaYFZDHQnQZ2r/XsrDvaQiQBJBKBvLg5klyWCSFLYGXuiCUqYTChj9BH40RusA7XMYt0LFm4HLq+44wdn9hxESc2KqcWUVmp0GkmtVrN52HhlNZBp9nS2GgmtzpXZiDJDYiDCZqrkliWxcmFM3ZLg2Kj6cwC6gswdkDjdljoAfuNcthELu6fsng1yOOX4XWvwQ4OwLusygN2r3ycR4Zr/JrjHZ5dL3nyVHEiXO8bwiePkSvP3/bv1b0i17/qq76KH/7hH+YXf/EX+cIv/EL+w3/4D/zMz/wM3/u933tP9ud2MRNcM2bMmHGfIp1pnnEuZjVUa2gL0ijSkIPVp4qsZJlUqTrz8Qu9ZECJgOd8Ukw3Fkd1icanQmxtwushh9KH6EYFl4qRSkaUaQn8dWdyBc5kOOTGwY3cPe+7bD1XXSGDXFaqEVMmvIJl3XpIMNTgeNkEzFcSawqdEElSfu6LXdG5SQi92w6hh2JTzBlbY+7WaY+d9NhxD+tAOorE40RaF8vnkFVW9XMRLee1yceiTf4cKQKzFyOmagaXiKBqE4uAQFJEcn233W7GPHc/g2vGjBkzPtdISUh34W/Q3djGjFcw1mvkv36M4Zev89TJq7g6ZBJmz0fagwQHu7d8ac0xTSlb1wTKHHImt6ltsAsH+AeUB9qBw3bB8WBcGRxHT7d0H38KXSxIr318fIk8/Qzx2pqhd6hYKZwJ7O2uaQ8T7qJDDztk2WDJ0GS4ZaRpIl4TzUQEbyQikWh2rm3O0qbUISYZG50HM3o5pY/HOO1orC3qLaEtBFVb4hSiSW5OVBtztLzmJkcot8t41mjNn82Ww3zuhKUTgiUUJSE0ZWHVaya5XJmXRpR5cwoV24yDCI1b0soOrQo7LtEtB9wFD5cOSA8+CBcv5nPQLdCjY9yrn2Pnyg1e9eSKV3UdJyHv9yo6hmcN+eSnX+i36cx5vYt/ewzW6zXXr1/ferjruptKf77t276N69ev84Y3vAHnHDFG/uJf/Iv8/t//++/e/rwEmAmuVyh+9N/9l3u9CzMKfv9vfOO93oUZr1DUdpoqxKoEx2hB1EwMSUykQA4qj0YajNSDDflLM0VhWoojWqyNTSFdGjaqqrRRHNX385pysL3oSHCF6OijsgqOYIqQh4+ElOLChKjD+zTWMVNshxQCJmeA5f1LoZA1cdtqIsXuOF4aQ1vLqiYP0oRNs6KynX1VTqLVZchyfDdZBL0iTSa0ar7XFlk23dYQoY/ZgnhaSS0jrWE4UfrTlmHQXMMddDyW2l7pfR4qnU80i4RfJLQrNlNvmxDUlG2a+bJ9XqyspoboSFHGDDQRy49/hkGnM2bMmDFjxoxtyJWr6NUr8F8/wep9z/DJjx/w4RsLrq2N1+4JF9oBd1FheU5zXj/AKtAHx5AMs5SjF14I+/u4B5Y8uHPKA92CYMJza/jYc4fs/YdnaE/W6GqFPfwQPP9x+KWPM3x6oO87vCZal7iwe8rupZ7mIY9eXiKXdqH1uQDHDLff0zSRTuOovo8SWMsJg+yXQiHJIfKTQiJSnjNiKvbElFsIVzGyStfoh+scLB9nz3ZGu+CeT+z5TLopVl6ndGqF/FIWHqLlWWbHC50KC5dYqLF0iYWLLFwY12ObQpYtXVZ+rXxulvYCuz6ycHFD2tXMsAnB5VxWeLWaWDhhx5bs+gdZ2gGtgx0f6S4k9IED7JGHR3Krfj722seQp5+jPep55Fev89jJklXqGJJxEpWrTy7Y+y8f/Sx/8z5z/OAP/iDf933ft/XYd33Xd/Hd3/3dW4/92I/9GD/6oz/Ku9/9br74i7+YD33oQ7ztbW/jkUce4Ru/8Rs/h3t8Z5gJrhkzZsy4T7GOsEpCnxwhKSF4fMgElqwMTWls5UtDJrRSEMJaGXpPCLnpcIg5p8AsN9IohncJPwmAr+HviIEJsRdicJl0ouZV2Tgw9NFxEjw3gmdIkhuBNBEtoeTcAyhElxRSzRXrXW1wTGSCJmi+jloGJ91azRK1MSi07u+U9BJ/RoZumRQyy8RZ3r7DDGLclknVpknnY254bAxXCSdHVlhNyb9QznWAsFKGlWO98gyD53TwrAfPOrlx+IPNKqHXxMIFFj7S+sByGGiHQDOkTNw1jMq1Gvw/nChhyERWHexCUIbyXn1R0ZnlVch2iNjpbYbMc+9C5mfMmDHjbmEOmZ/xUkI+8J9IA6x+qeeXPvYAv3y05KM3jGDGnjf2mgFdeOzsAhsgV6+Rrq44CQf0MaG6QMjKa1sl5OSUs792JoouWvZ2jjlsEtcG5cYAv3K84OCXD3nVtRvs3fgI+thzcPWTpF9+lvUVJUSlcYnWRXb317SvEvRVu8jFXbi4l9XpfUDWA7o4zrNfnTnMGBhY2xFruUBIeT0wlhkwz2xSZs48p+UMLqFPxipFTuNVQrzK0v069qRlrxH2fWLfR/aagd1mQMUK2ZeJqU4l53ApRJcXSJce9ryN1saFy7NT5+M4W3Yp0rnIkJQd5+mTEsoiYCPGwm2em6LmRuuymCsefJNYNoE9HzlojEt+wUF6mM4WJdg+4XaBi7vYww/f9LnapcvIqy6jz91g/8HneOT5U64Pnhshk37PXNuj+y93oOC6y397/ugf/aN8z/d8z9ZjZ9VbAH/6T/9pvu3bvo3f9/t+HwBf+qVfysc+9jHe8Y53zATXjBkzZsy4+ziJsIrCSRROgqcb4kZVFRO6yt+IKQpxEMLgiFHoe886OoboCIUgSybjECVkssWX1avWxzw4uIhzeftVGTQE3bJtZKIGVsFxbWi42vsiNzcaVUKRf6nY2PBXZeLqMjEFG0VSDEoISghutD3GYrubKrnqdmpoqCt5U/Xx+tyYMlmWj10ZouassFTslCaEVNsgN9lhTZG/txppXaRx5fz4HJRfz3vNnkhR6INnFRyr6AlJWUXHOirrlFc9q2is1lt3mlg6x04MtCG3Ty6jkGLAt5lcE2cjQTesHKtTz/Fph5lw8fAEM2G1blgHz3HfcBwa1jHnYEBuZlJ5gZCJM7hXGVwzZsyYcbcwh8zPeClx8sEbrFb7fOzKg/zn6ws+cWw8uVrx6uWCXZdnBgBZ91tklTx/BZ58jvB0z7Wh4TRGvFuiCOskxBsJf/UacuHaVnaXnB5DiGgJZm9EeS4kPn6iNLrPlXXHY8c3uPjU07QH14lXBlbHLX10ODEW3cDiYsQ9uEQe3IeL+7BX7JPrHpYnuZm6zGY5qB1O5Aan8Qord5FoeYarJdBVxUXK19OA+T7mBsU+HiM4lnqRPe/Yb4yDJnHQDOy3PTttDnL3mhiSsgieNiqtwsIB5MXS/UbYaxJ7PrHrIksfWDaBzgecGs7lop3dMqf20TFEzQvBRQXWjLNhsTAPgnaG+uxaaPcC+8drLgfPQ13HQzueZ68/jJX8MaNk2y47OIcYym/SwO6C5qJwee+Eh9YdTd8wJOFa33L4sdtU09vd/9vTdR0HBwcv+ryTkxP0TJyHc46Ubn+OvBeYCa4ZM2bMuE8xRFhF6JNm4iTkfAXVlNVYmsBy9kiMwjB4QiF0QlL6mLMJkgnRMqFT1VghCV6VoCkPBVHxzuE1jkWCMeV2mmQQax4YsHQwvO4JUt/QFfLLl2achUt0LuJ9wPmE+IA2AXEx52iV1UJJAiZIFDQ6JCiKoFHz42zbKnOZYk6xMM0XyG5HwbKMHggxDzghCsHyeeuTY52EUFYbQ5Jpnj0O8Go5u6JUWXtJtM5oJOafqZX3z9loqWxnsKyuMgRNQmOCTKyEIuCK8i1L8TfkmTYhWyy7AXMJGsNKraNFSCtPWLWcrjpuhIYnXvOzXPnFhj46jvuG60PL9cGxKgSXFaLRyeKu/y7OmPFKxMEXPXKvd+HzDtc//Kl7vQszZtwRnntmh3U84KPHHZ84Np5arekJtC5/56qmrBA6Okaev4Lt7sAwIM88Q3r2iPUV5cbgWFmP00yWDEkYjpXu6hFy5Qq2swNNg1y9gly9gZ0OxJBnC8gh7lfWiU+qskodfVIeHTx7Oy0fe+6QT7YdpxeFRrK97oGTwOVfPOXgkyuado1rV1iCOAinJ/s8d/QQn3ILnr3sebYDd+GIR2i40F9it13QsM+NxT5PdkLo4FNFSSXAoMLRReXKrnCth3ix54Ic8WuPHyOmB3hw9wH27RJhueRqK7gOrrhEW+a2PgmnUbkR4DjASW8QIo3lzqPklROvPOvhyMPzDhaa8GWxMJeF23hu6nxbFy/rfOcoi4vOWA6JxbWY41oxhiQcHXhu7CgnB8rhA5FHQ0MvKyKX+cjFV7P/5CO89j3XuHjlZ9Bf9zrskVcXIvII1utcOgRIJyy6gV0/sI7KMY4+KUc3Xv6z2G/7bb+Nv/gX/yKPP/44X/zFX8zP/dzP8b3f+7188zd/873etRfETHDNmDFjxn2Kk2icRDiOyjI62tCUFTWhGcJIRNUVqmiZgnFqiESasqpYg8iTZZKnSsuN/Jq+lhImxauOkvVkMKScsWXl+RQF13++0Y3PyYqwvPLWpxw4GhG6lEYiqHOKc3kQHFcNTUhJiYlxUBlhZLm5MR5Xfr9CHk2en1cT8/YChXgqhFafhL4QW8kYjzWesbQ4lXIcOcNBpYSbsiG/XBmq6vvX/H6bqOMgnw8pz3dYIZ2gkYRXcJKKwo1RcaeaCH0970KMjtXgub5ueXbd8vzgsME4PW15/nTJlb7huXXDtaCcBliXxbZGwcvtffXX35u7gTlkfsaMGfcKs4JrxkuJj93Y43pa8pHrxq+c3uBIj3iQS+z7PCdggh1FePIKEhPSNnC6xj71HKcf7nnymQOeXitHekTjliSM46jcuLpg+SvP40JEj09z4+L1G/DsDcKnTrlxesAqCoPBaYw8M6w5GhZ86sTxia7lP11ruTHA9T5xGjMBtNc4dr1nv/XsHi1YPJcfh0KqGRwF4XoPV/rE9aHnGa7wLL/C0erThHgDEc+T3UdZ9Q+zu9pl33UsXJ4Ps73SWMfIUQwcc8rz8iTX+l8lplOcLhlszRW9ip4K1/qG59bKwilaYhaGZKxi5DQkVilwIisG6RFTPJ5F6LimnoUqTgWvgiv5riqSi3akzGrAOA4ahHJZR2NIKS+UCjTqWbiGRqFz+bWpPPdoMNbJUJReVvyy/VdOnnuMZ1d7PHxtyRc+vea/ed/HOLj8YRZfvIf8mmL3vJGVdtIqi73A4fV1nlH7lmTC9VV7279j96rg4q//9b/Od37nd/LH/tgf4+mnn+aRRx7hf/vf/jf+/J//8/dkf24XM8E1Y8aMGfcp1jHRx5LFFZXTqNQ/6zEJ3uW8q6zqMrwGVBPeJ3wTsxS75moBKSgpwNB7+t7nHISieKpDQDIZQ+atkEXRdKt8JlledQspDwdmlocQgaUTdr3n2BudS+wGx9L5LLPXRKNZdu/UpjNJIeGm7yFlWCmy8yREMmkVClkV2SjTKsEVqbXWMlZcR9sWg9WSxfOQDArPRJ9q9tgkD+zMdsbtkW2ZvhBjQla1NWq0kwagbA01HAmVEqoaoAZ9Bcu20CHljLOrg+fZ3nN1Dc/84pJPXNvnEydLrgzKc+u8enoSIZST16qw8C9SxzjBnME1Y8aM+x11AedubGfGjLN4tvdcDfDsqidI4DAd8KpFx2ELraa8UHgF+Pg19PljANJRYPUp+NVPX+Bjx0s+fWLc4PlRYX0UhKePdtj7rysWN57DPXuEOCUd9cQrkauf7HjqeMm1QTkOcJoGnnNP8YwFmrBgdzhgYR2NOBzCjvdc6BwX26yy3/OJhTN8sen1lmeoPgknEY6CcTRETlLPyp0QCTR+F+cWdH4PUAKRXgbWyRdiC8ByXlcyBgsECUQCZgmnS7xf0uouC1uwUE/nhIXLNkQlF2VvOn+MhGUtlimNNbQ0LNSzdI7WCV7yBDad2fJ8lfuAPNC4ovwq894q5mcNCXozYjR6NRSHE6HVfI5aNRLCfiMsncefHtCFlif1Ezyvz3K5X7LX5EVe7xP+AOSB/Xwg127A8SmsB1DBLxL7y3XOkCXbN/t4+4U/92qG2t/f553vfCfvfOc7780OfIaYCa4ZM2bMuE9Rv6zrilRIwoDQSF7RgkyqNE2kbSPNIuIXCb8nyJ5DdxtoXG4IBGxIMETSUU+63jPcyEHp65Vn3XtiyeqKqaqTJtlblJD5woSFBKtonISUm4EwVIRWhV2v7DZCp45d79h1nh0fc86CRlpndBrG4HU9U+csZMKOJJWbG8mtPgrr0twTyERfsHyusoGxbqMqy6oqy0YbZSaY7CaiK5XtVOIslArsfiTbNmRZsnpONm+4IbnypSuWxM7lFkrvSt11kflX3VdVqA1BWSfHOnpWUbkRHFcHx7NruLY2fvH6JT52suCTp8r1AZ5blQE1ZkbSibDrHfs3RdbeGnMG14wZM2bMmHFrhCSkBAvneJgDdr3j4R3hYhNpNedBnd5oiH1ANBCDcHy04OnjHX75aMmnVsKnTk85tmfodJ9kiRsDfHrV0T19yN61NbufHBCJrFYtp33DU8dLPrFqubKGoyHSM5AssErXWHGNtR5xIA/ygF1gr/E8sHA80MGFJpXWwYTDCIVsORmEkyAcB7i6Nq6sA8/bEad6zGArOt2jbXYQ0UIEdSQLDNJznIQQW9qkqChmRsAYCESpuasO75c0usTT0FiDczKq+8d5q66WGgRLDASCZKufmuLFsVClq6SY1FgNm+SaGq487hS6Mufl5+W5bB3ze/QxcmRrfHI4OhrnUYFdZ+z5iEh2CyycA/G41ZJrYZ9n06/wZLrAzvqQo6DEmJVjLBqsU+T5q7AaoC/H30C3COyndc5KDY7T9LmfxT5fMBNcM2bMmHGfoupwNkonKSSOjI87VwiuZaA5NHRHcRc75HAJ+8sseW+b/PwQYD3gjk7Qqyvk+RX+KKHXA3oCISSGwQE58F0tk1mCFcudlAyEvHomZPVWnwJ96V/2oiNBs3A5SHXthbV5FproHeyYkVwOAYVMcrnSNEix7pESqOJIRBMctkW4ZdUXo0qrklvCZv9UjEagLVXTXo1OcoV2q7lC+my2Vpi0A/VRWZvSx43dcSg2T8p7V3m8k2xnzGH1meBqJGUFV1FuNS5le6KmkVhLBikpyZSIEpOyivlyGvLK7UmA05D41GnH0yvlmVWW1F/tA8cxMFhEEVrJn92t1GkzZsyY8UqEJbkrNunZaj3jPHg1Fg4OW4dTYdfDxdbYb+IYZj4MLjccB2UdPFdWCz69avnUSnjyJPKMPkPfH7PjLoHBaYSrg+Op1YKjoWGxCgCso+ckOJ7rHVd74TgYIRkOx4I9xGVV0NL2uWCHXOgaDhrlgQ4ut5ELTRjzQxOZaBnIofAnAW4EuNZHnrcjbuhVgq0RhIUc4GnGY06W9VU9a5IayRLBGpwpDiWSsFoghOC0xZKh4hFx5fGNAn6ceajWQGOwSC89PWu0UBY5N6vMmioom4XFYDZmm+bPJWeOQZ7BHKCaCSsv+b0GSxzpER7HMjXsJkPI2WlLn/DYuCS4KoVEe/0Bnw7HPN8+yeV+j+Po6AdHCrYh6EKEIWAx517kZsZI1wa6Pn+WIby8g9rvZ8wE14wZM2bcp3AquFvY6QTDaQ5zbxeR5tDwD7ToQQcPHsDFQ+zCPnQd1pWgyyEg6xVy4wi5chW/ew27vkbbNXploD/NlFrqhSQ57H3cF2y03C2c0LtCCJnL6rI40BNYW88qOk5TQyeO0+BYtUof4f/P3r/H2rKdZ93g733HGFU1L+u2L2cfH1+OHQeSfJ2LQwtM1OJuMNDIROlECUICZCnd/f2RtHCgFYMwAv6glTSBhvCBGhC2CKEDahG1uIRIiISkiRoICMJHAgTiS+Jz2be11rzVZYzx9h+j5lxrH5/Yezv7xD7e9VjTa+25ZtWsqlVnzHc97/M+T+2UoyCFqhoLIz8m/rmRaFIpI5U5K0ZmSIoXw4nDZ0NF0VQKm+K1BenaRN7eMD6ojVHRpZO58ANeM00YqKtICBl1Y3KhUsY4TQ6JlDkpw6D0vaeNnj65UvyMpFcxNL0y3xdsJNb2BFemdmNK5ZjKGFxJZFQtVF3h8ZSUwJKgWEl5tEKkdVnYJdjG4q/xSue428FFn9kMmV2KJMs4UWbimXnHceU4DvEx77Cn41sDU/dxwoQJXziYPZ0Rn2nUesLr4SQkZsGYeaF2sHCZW9XAWd0zDwPeleCfdvBcthWrGHilDfziTvjEauAVHvBK/7PE1KJ4MkX9fr9TYg40zuOl+DX1uTTT1gOsIwxW1PFLranyTTKGF2XhPKe153YDJ8G4XUduVh2LKuIkYwhdHNOjE2yTcD7A/TbyKXuZc/slyEotS47tFos8J4zEVLTMTlq2sqZny5YLnHhqWVBRU+UaHVuwzhxeG7zOAA7klmGjhYSNYUeUxuCohh+y0UnPTtbsWBGkYc4cKKqtPblVrBwKudWlMjGQsdGfq6ixmmvKLs+eHCvPRRIre4VEZGZzFqk0AmvNzF2icQkVoxoTrAXHw3bOL8oN7rY/x7I54353h8u24exiR7VtkRpYbbFVi617rB/r2GCElFjMOkKfSDo81v21t+mY8PiYCK4JEyZMeJMiqFC5q1G4PI4N7lVcRYEEGjLaKLKs4HgGJ0vsxil2elpijPeYgeUlBI+YQR/LqNx2QLcJH42+K8k0OY/G9PkqxUek+E3MVMhB8KN83IujTkKfA31KJAw3bpPNGJIxOMFb6SLuI6f3vgpO8yG90bk0RjuPqYCpJDwGl8Y4aGXm3GgaX5IS03WzeCmkWRg9r2pfIqabaihKtybhZxk3A/ECtSBeEQUrjvHYYDBEcmekXcewU1J0dJ2nGzxdHFMqc/EHu/7+exm+l4wbPcf8qNxyrjzn/NVIZs574/3i/1KlhBc3jlCWTuP1DmhQaJwAWjqmZvhxLHTmhRu1cOQfv2v4tDxnpj7lhAkTJkz4UsRZiJhGhiDUasx94rRuOZp1VHUsn99JsV0hWYxCVG0jrHPHWh/SxxXez9AxBCYmYxdLU67LV15TGQ41Re0AlORglpRoZVsvwiIIN2t4rk4ch8TtpuWo6anroYzdRSHvSnMzWiHMHnSRl/NDPj38DEPccnv+FZzYbW7LCYvgCCokjC5mXFJaWiID23i37MedEfUIFUdtNZUFHI5kS5IMZEkYiWQdvfREa0ijZ+qV71apC6MlOunYsaJNDzE9YpBTEuWY9z5be+QMuxTZ2kAnHbPYYDSk7KhECCoHUkul1Kv73mdnG7bdXVazt3KWZyUcSaByiVmIBC2hTPtjfDj3vHD5a/gf7pxL7vKge477Xc3Ni5r53RXSddirl+T7O2ybyLtMHkAUXMjUFvE+E/vHI7jg6XgIPkuYCK4JEyZMeJPCj0kxMEYg25iCM5IrQ3L4lLD0GvdNdSPz9Tpm4yrlU1jkSuddjKdIUYjR0UdlF/1IHhWlVElSLAVDUGPOKA/XYizfZUfM0GdPynYYFwxOmDmY++KT0GiJiq40HUzna5cIviibnLPxsPYEUCZkqJIriYxJSabEJCS0EHFXLz94YXktZFLtElUVqaqE8xnfjOTWTJEgSO2Q4ECkKLkykDI2ZGRI6CzjdpncZ8IuUXeRvnfFCD75YtKfiwn/ngyUvfH/tcueX5vyNUZdF/8xRYglDTIL0SLgabOy8MLGC0NSXmgiTjyNU7oE/ViNOYG5Fxo1TqvMzCUmTJgw4VlBfkp/IF4fg58wYY/TpkMlkLIemmbHy5bmaMAtQBzYkKhWsQT+7IxdVFbRc9E1DPF52tmKaB3Orv40Lz6kY23kiurcjbdgMhj2SdAZdlHoUqkDvcLSw7E3TkPkqBo4anpm8w5f7VN1HCJGzGW7bYJV7LnUe6TccTJ7B3fyi5z5GTdrz9zv1VLCRoXYQcgBBNrhgmwDvplTscThqCXgoAT75MygMzpZE3NPnze0uqXPC4IqMRterv7bOpSeRJL17IYHZB/p/E1inpOvSynHUjVj9JbZ6ZZzXkbFkeI7iDajdoHgyqjkPqFaKFMQHocnkHJLL1v6lBiyP5CIex9b54yUe7LB843jvD+m77+WyMAmZu73jrvrOWefekCoXiV+ekdcGbkvCnzLkMdaXJ2hLlG5xyW4JjwpJoJrwoQJE96kcIciADoTNCnZRoWVlXE4gKpN+HVE130xlF9ukaYG77GmgVCVyqUfoG1htYLVGlY77LIjrTLd2rHbVqy7itVQsUs6Elty8LoyZPQ/MIKCWilaalfG9fbSc7v2R4KXUrzV49jgwmfmLjJzicpngi+klmpG97yb5mvXQFAVnItF0ZVHz6pcCLeD0mx8zz2JJDIexTjumMZqRtpyRTVltBJsMKTKiLtG+O3nXQ6OpqWAVW+4lAjjNSjv49BkxDFpMptdS/QyhuywKDjNMOyPL6JOUVeUW2jGh/L8PgFSKGRml4WdF8wcX7bcMHczToMrPl1jGIATo9Jian8UEkEeUxZvT89zZvKumTBhwoQJX4qYVz2V9CRTah+p68jsZMDfVNxJVaTVgN8MhPs7lg87giZElqTsqdtjcvdu7ukvIRQPq+CUowC36szSZ05DpPGRSotOP5nSJsc6ejZRuRgcl4PQ5usBOnZ4OFcSqvcK+H1DsMtKb8XOwTBqFrxl9nXcTnd4vplxUgmnFTQ6elZlAGEXlZACXgIighKodEZtC+bWMHMeN44PWqppaRCUlHsiHbUe03NGk/1h9Hfvi+VFCOoIucZJRc6Rdrig8xs6OSJaXTi6vTk9paHqpFznNl0UUqxJ9PmtVN0ZXhxUHIg0Hd+nUc9SniM2HYor5vgGQ75K6IYyPVD7xFGO3Kwib517Yr7FLmYU4XJQ7rU1dz5dMV9t2Tyo6HtPtlLfqRreZ0RLSJK6XMjGx8RUQz0ZJoJrwoQJE96k2JtxDnkvtVaSGbmUCPjRaqluA2GTcOuIhB5ZbaEqRQntDkJdXhgHpO3gcgXna+xiR7roiSuh3QU2XWA9BNbRHQiuvbnnHvKa7/1o7Fm5PQnGwQRUKPL7oEatZWyw0dGbakwW1Gt7tzzafmV9JFUROKi6VAWhqL32Y4w5KykDVlRdez8DA3IqirKYinzdD5HQZ5zPhbCqM+IzGihEluyJssLq5QFsgJwgx+LNldOjaqx98VZ+X3IIA8hWUiAz4Mdj3ZN/zhKeYnK/j4pUZ3hnVD6RTWjUMXOZmXd0GW4vt2SEoBXbVEiuOL53GL2/5i7h5PEVXE/Lc2byrpkwYcIXCvZaheyvYD8TJrwWbgyKIYH3CR8SOgNd+hLo0wTwDml7QrNF5x234obd4LkcFgymPOzmXMoMrBiv125vVp84DQNnTcti3uPGZL8UlbYNVLuGIJ4hK7tUCK5sJS0wZjk8UnLklIBMzsIwOPpU7BxSLjVJLY6TfEaF51Zdc7ORgxIsaFF7KcW43akQ8Kh4glug4mjkmFme0ainVkFFig1FVvyoTMuWiHlH9C2pWNEjY/CP01LLVk6oVKlTTaUznFYM6ZLetnTSEW1JygYqh22DCLU4qlzjpWYYzlm7V/GhZhWXzKPinVArh1FPr1CpsEwnDK7FW7Hs6FMZIe2S0mRHSlosJKT8nuc+cxKMW7Vj7RQnMBiso+Phek738pwH6xkxKyKMdhiRuop4lwihEF24J0lRfNp37Zc2JoJrwoQJE96kGLLRplLMdAphNFevk6NzVkYCU2GSVDPiOsLQ4szQdoDVBql88eEaPbfoB1htyfd3pPs9w6WweljzcDNjPQTOB89qcOzyqMqivL+Ta13DMfGwGICW7uH+zwIZR/P2I3pey4e/x0bz90zQUkiIFDVaymCDL6RYKh3IK4XU+HW/f+VqlPCR18hBOXUYGzSKsspeOzq473rufbIy3pUOXEk4fLTS2BNmOZfRyJyVTCkaU74aUdynL+Y9ubYXgGU9+HKFVIzzg3PFb8vHUbk2jhu6hE9SRjt9Yp4dC18Kz5s3NsirRrNp2AyBXfJ0SQ9pjk6M2mUyU6U0YcKEZwdmT2dEcSK4JjwORAwNgi5ruHUEywU0DVhGLlb4izXL6gFvy5fskidTc7+ruNsvyUScKHMPN6rEC7MtZ8sdy+d6/A1Fi/EWuUvMHwzU9yL1uqHNjvNBRyuI0vj0KjTD6MulRkoyjtrBrg+sBs82KV0uJNFpVXFKxSIoNyo4rYyZy8xdacu1WSFq8bMSUJTK5iz8LSpdcppuspSaZXCjF2gh2XpzVLHCqScTGeKKVPVAUeE7Ae+Kmh/GUcisdGlGzDdYVTcZdpf0ecXOr+jy6cFvTASCgxnCkTlkWNDai8R5Rzucs9ZXue9OqfubCJ6ZL961ZoWka7zjLC/x2SOUYxmysY7C5eDHWtaofRqtNUo40VlI5Jlnk4Q+lRp0m4SXdjOGuze414WS8C3G0meOQuQo9NQ+sah65taT7XVsQiY8FUwE14QJEya8SdGnkrTTjYbyfiw6Gl+6TxlHQvC9EbTG+4ylSC09DBnZdoXgcgLZsCHDkMiXHeki0z5QutZzua1ZDYF19KyjsknCJpZxw2TXCC6BIFfRzIXsGjtzI+nlKARYMaAvyYteMl4pRutjamJCsWzkXDyogEdUW8UktBBnwp542luHldfZOD553Zery6Vr2SdlMKUbx/z2pvTXtU2O/TGOUv/98aqV1Egt57Qnxl7vT5+9Uqt8f2WmaiakUcm155scgldlyIpLmToqlXeEcbRANZNzSa9UKdcraCaIUqlQ3TKO2hbLQnAZ1xte3EjiXaVtxvz4RdVTM5mf/jCcMGHChAlfgmj7QJRAGrX0IWQgQuVhucBOj7HjE3AeOV4jpyucwXJ9l9urHZvoWPpA1VVspccBMwenPnLjuJBb1Ysz5OayqMGyodsObdbY0JOS0OwaVAJtgss+kc3osyebYzOOIi59wGsmm7BLjsthVONbMayvnBIEjgKchMyRT9Sa8aN6a8hyaDwCOFEaa0DuME9zTt2MuXMsglKN44YqUCXBldYmike1jB4G8+M4otAoNIW7I2ipkdrkSP2CS3eHnbtPN1yy0wU7u8OQA3mMK6rHWlNFaZwi7S28eu7Xn2KwjjX3uJ9rpD+iz8oiaHk9JZTnpPLUcU4cEyljhssI1eDpR5/ZuU/FSsJKzTfzmVMSTRLasWGaEc57xyubhl/cKnG06TitjBuV50blWfrE8eA5SQ6pH9+Da6qhngwTwTVhwoQJb1JsUyIP+ZAG41XwKmQUD0QvBwIqZyElIUchtRmqhIqM841XBJcNibzNpB2k6EjJXaUk8pnKpYO31vhcHGXmXvapfiWSudJi7hlECGokCnFU6kGFnDFRkmghuV4ndi+bHNRTV8SWjYoxO/z7yni/FEnRxnHK0Xy/TY5tKmb8uyzFnPVa1zNmro1ejuTh4XzGYmo8x/qa8Wu4RoLJSOrt0w5V9sc8Ek3jbKIBaby+0ZSUjZQFp0pUZciZoFrOU8sR7c8lmT6SNqm14qtcRiSiI2gmavEXy2Oa5ICwjY//0f+0FAuT8mHChAlfKEwjihPeSDzYzVBtSAinQVDNzHcD3jJ4D3UNsxkAduMMqwK63qC3Llg2HcvtjMYH1HT0lVJqhWUYmB33+JsOuX0EN0+grkpxs16jfcTf76nWCa/j00PiwdByrg852pywHRYcV8plHTgKnjB6cEWgS0KbSr3TjAqqmTeOfGbpE7NxLC+b0KNEk9HYHqKVyjBYoLaKpdYchaKQmvvSIIz7BqjKSG0Fgl8golS6pMqe2imNL+/fuKLsj6PXaBeUZJ7j4QaX4ZR192m6eME2bOnSvBBzjOnRUki6LoEXT+jOqIaKtV6y5ZwLvY8koc8NZhXzoFQ6JnWPxNiQ7FB6biPcB7ajJcfSZ5qR7NuvAvXY7AxqDLmsMYMJdzvhE+vEekg4Ec5qx63GcbtRjnzmRuXZxEDTRR4LNq09T4qJ4JowYcKENym6YvwEgJd9d2zsrI2jgtXovVT5TAgZVxlag1RaDOf3bFRhgxDT4jlVGT4kchaqIVHHRFJh5oqxfDJBM2OyHwevp2glrjlJUXVFK7sfrBh69gKVlYcTIVohiLzKtdHFRz/IrydX6Ui3ubHIUDOSWCHFBPxrjAriaKY6WElx3Ku2hqwH74lo14i6XOTpMUPCDr4HInuF1RVpFxzUSahURi+Hci7VSHSF8ispk5IH0qucjVGKsmQlGCBlwcTKaCNj4s44PhmzPEJwYYzdVD38LpKBDXbw/zIbz+1aqmaJFxe22T32PTYpuCZMmPBmR+Z1eyaf134mTHgt7vcB0XBI56tcJnfb0jHLr3PXVHXxQa0cPvTFDuHaj3XfWHOGViC1gzoUcquqiiFpO6rvrwmys0HKxlZ23M+fYK3H0L+TbWoYsmcdhWrvI8rV/ewYx/y8MdMylljvrSLYp3TL6EslDAniGMzjcVSizJzSOKHSQi640rc8NBwVwUvxx/IuUNuCShxeBM9e7b9X5Zf9VA5qVRqrCbrAzBjSlrZaM+QzsvlDInelhqfUZgDJHEOe45IS3cBgLVtdQ4aQ3FjH7Ws68GONmgxiNoZkbCjnOuSiJps7HQN7ysTA/lFhqBaikFyU+puYeDldArBJc/pcE03ZhLH2NGEeZ499j0011JNhIrgmTJgw4U2KrXVEK0af4GlQnAozBwsPJz5xWkXOmo6Tox2zGxG3FPSsRo/qUjAFBzqOAHYDxIwsOnTRo00kbIqpqdfEfAiEvqZWo1ZHl4V27AAOxV+VODrJ78miPfaeXE6LGWhwI0mko/KJQm45ufLpgr0Zffm3jKSZFyPl0jlzysG0HSvHsKe49p5b6ZrXVhz/LaOqat/Ba1wpSpJxIIzK9mPM9d4ofhz125caZd9AHovSscgRGYs8MsGVMcwwGtG6aymQe2+YfVrPnojLe+VZuqItr49eJoQ+K+uobPe/g4dGu6nYthWbIbCNnk0sHht9LmMIQxbW8fEJrgkTJkyYMGHCL4+PbzxZdEwNDDiM26tAve3RXVu8Ta/DPrMGSECWzF5D5EfvJznIvhkZrFQeMWJdKiE3I6liMCYaKkPacrH5b7TzhyzsNq/ubrPYzmnU46X4aM2csgilZvTCFbkleRT2y2GccTU4LgZlFWE1GO1I3NXimI1jiTMP1dj8u95rLMFCgrdAI0eIOuZpTh201IJ6Vf+plAajV6GSYjjfiKfRY1Qq+viQXb6gtbcwpIo4en2VejKTR+N4J4KIp+5mpOEm9/TTrLlP53ZoUrzMCc7jKXWgk6uphC4Ju2RshszlyFo2Tpn70uQ9CsrcFU9Tv1fwi+HNcCKHUctzvcfKXuUlqbnfvpOH3SnHwXNrptztPEvfPPV7cULBRHBNmDBhwpsUnbaIOJw5vCi1VxZeRv+ExI06clJ1nB1vmd+O+Ocq9LiGG0s4msOsgeBBx2okRogR2eyQ1RY53+LWPe5hT3iwo98NVOtErRW1Btrs2ESldaWzVxRSlI7XqOzqjSL7tqtu4d5c3o0FjHdjKs/YTfOjf5eTQnyF0Xy+dPmMIHn0vzLcfjRR7GAWD3tlFMXofW8wTyHLKhUqSoKNcDVOWCYmr+TnhbeSR4ixOCqqjHGMceyqyVjk+FEx56V0+WqXaVzCa6b2icoX43hhNMOHMjqalX5MNWqTI2alO/iEFXP6/Xvuj2fIwjYJ6wG2Cc5fbni4nnPR1WyjYx0dm+hoRyJyGKPAV8PjdQL35vlPA5O8fsKECV8oTCOKE95I/NxFj6lx4isa51l4R9sGji5bdLNDVmtsPi9jijEil5ew2mDrnq4L7JIryX3SY1KYqqIsV1IHfjPAagfOlS7hEOFySz5vGVZC1wVSFoLCceUY8jHJv4eHR8/T5UvW6RVW9hIiSrAFNUvO4h1u5SOCC1TuUa/UhECCwRx9FlZROR+Uey1sonHZRzpLYwq2o/FFERVGiwootcqwt30wI1nGS6BiTmU1c2nwIlfcHVJSwO013qRS3qO2GZVfsu0u6dIFG7dllxrq7A4TBDoq591BxSUoji7P2dopD/In6FgjTqjjW2m84kVx44jk6NZR1PcIXTa6bKxSRyRRE5g5z2nlOauFk+CoXVG91VrsQho1ToJxHDxVNyNax73df+Wy+jQPwpdxNNzgZnfGjVCzCI9/j01rz5NhIrgmTJgw4U2KTC5SbjyNKnOvLDwsvXESEidVx/G8pTmL+NsBfX4Jx0u4eYqdHJeCq6pK0QSlyzgMyGaNrNbI/AJZ75B6jWiLW13rQgpUqZiY10noRoVQn4Vei6fVUBKpx+TCTExGb0a2vbvV6M/lSjcxaIlwrh3MfJGLe1dG8xpn1JJpfDoQRk7tUVVTvvLbKmyaksVQA5Miwy+jhvmQkug1U2ui8hmniSoknCteXjJ6VRz8y66RUNGUPip9dgfCaz9KWZRlRqWZ2iVqnwiaqOuBUCV8MNRbiYmmcIuWhNgrfedoukAbPYrHojCwv7ZlvHJPJnYZ2lS8InYp86nLE877ilX07JIU8jEXddd+m2jG9rqT/ue8x54OptGeCRMmTJjwpYifzf+Oxh3z7vS/IWZfxvmiI28zXGyg8qj3WBWQfoDVGl5+wPBK5Hx3xOXg2AxGLzsAMkY02EZPuwpoNSDhEtl2gEDM5IuW4W5mu6rY9mVUb+4ytxtl7j3H3S1W8YzL3LF2ax7ap7noPsUqfoK6uoWrA0d5Tsp+9CotdYLISKwh7GKpOR728KAzHvaRTRro6HE4lloTdBxL3BNbuXiyDlbqkzZl+pxLvWpKJTVVrvFS3stGIqxLgOmhWdmN+9kr4kOuCX6Bj8f0acsmXLCJR1RO2Hll7koNuU/Brg0WvgQN7YJj1R5xqXP6eJdL+zSNW7KItwhSxgWLV6yN446gUvxsAdZJeOBeZZcvCFZzo32B54ZjbjWehRdOgrD0xZMr+MyRzxxXjtu7m/T6djbuHg/X/ytr/xJ1OOOlcIt5uskynjzW/XV9nHTC42EiuCZMmDDhTQpFcbgxhaak1gQtUulaM5VLxXerBpkFmDcwb7DlAjs6huo17aMqQBUwXwgvicXfS7Yd0nToYGVc0RWCKOVcigNVIOOuGZ4zxi1bLJJvL0IWsGzEnElje84hDGY0qqPUXIt3g5XJSa9Go5mFS1SamIdI4yPeZ1TzNRKqpCTG7BjiOHKZwUQBYx/AKGOCY62x7DtEmhCpqogPCd9ktAL1ICPvZwa5BxLEVhk6R4xC13u66BlSIbn2Y5D7RMX9SGLQhPcZ7w0fDFdlJJT3oFw6LBnq01VS5FjkRVM6U6Aox/o9YZWg3RNcQ6bNmZd2DavoPoPY6hL0ufiJRRsLyQkTJkx4RpDt6XjY7EfVJ0y4jt1wznH1PHP145heUYdbBNsNyLoFf4F4D10Pqy35/pbdQ8eqD6yiso2JwVqCNMVrKsMuObbbCnUZ0YjbpML2RCOujfbCs2srhlzSBGcucxLKGN3MCYvBM+uVZazwFpBG2cYlqhXOPKU64qAO760EEUEhqNZR2CZ42Br3u55zNrTaArDMS9yowJLR12tfWsQxtKdNmS5m2pzopTRIxUrdKlLIp2xGlwUdze5VyrhlP9Y5MZemqIweXsHPyZbobUdrkTZ6dlFpPfhcvDB0rC/3XqmVE2YaaGRJKw9p4yUb95BtOi2156jwd3slPuUylzVDaWPFKh9xaS+zGV6l9WtSeje0Z/TBUcKIFLPSjHViNA4WLnCSb3BRvYWUO9r+LjFt6IaHXOinqNz8V+cGfQYxEVwTJkyY8CaFM4c3T3CupNQcEmGuXiNiiBtn/rwvJFZdfya5dR11jc3nyK4txVjlR915Piia8miSWTwfxoTBvZF6LmqpwYovVSG9SsIj4+v7lEiUNEUxK/HMucis9t5YMzWWPnMUEsehYxYiTT1QNREX7DDiZxnSIOSk9L2jF49EiGOROZjDRtWYSvHDqlwmuFwIrmagWkRcDW4pyMwhjUOcsm8x2pAgZvw2U20Hcgf1JtK1nq4Lo6KrjBbusVeZqVoh4zSjfjSNDaDh2i/LDO0NcRl1Ee/L8eZxFDGbZ7fvbKZCUm2isYmZbYy0Fvkfm4pNhDYV8/4uQTIrvmLX/jJ7fH7r6Yz1lNOb5PUTJkz4wmAaUZzwRuLLqvfyNn2Ody09d+piD9HUQ0m/20bQLdLHkla97sgXLbtPwasPjvmlXcWrnXAee6K0VMxIGLsED3rHfLtgOwSOtj3Bl6ZjNqEf3CMNtsplTqXUTNGEXSoenReVsonKoj1l2c+5dGsMo8kNlfMIhZAqaYojuZVhF+F8yKyHxL284oF8mjavcQSO5DZ+bK66kdyK1xKo+2TsUmYTBzpLbGVHLz1QUhfLOWSGnCEWO4k+74OGRg9XG9VfyRhyqVpqWZJ9YkhrYt5yoecQT/H9DBVHMqFWOaQxwj7tGhbOcRRPad2aTfcqF8Mvsghn+OGM41izLKapBM2l/jSoRFl6JajHb2+h5rgfPsW97c+x9fdYN1/B2e42L8QjhuQ4qgSvxUTeiXDkPUN/xMCvoZ4t2dUPSTaQrCPmnj5uHvsem9aeJ8NEcE2YMGHCmxTeAh6HlF7hmJgHbRa2ydFGT915mnVEtz3S9YWw6vvPvfO9mWlM0A7YLpE20O4C675iNXja7GiTfEZnfK+SEtuTX4LT0tHzomWkUcf0QDNEhMoJQaSMJzqYO2PuE0sfOQo9R7Oeuo5Us4ibjSSRY1Q/geuMHI29VCubIHtfrpxLMuG1NMa9gXweo52xfbYhiJNCbgVFVLFcjtE0IcnQKKPiqqjMVO0R1iiPsT55PzaZtHQDUyZHQ2MxLTU3knQiIII40MrQmPEZqqDUKVEnR7RMrUJ7zeA+W0l87CzRSscrLWwG6HMeC81H5QYqJQHSPW6d9JRUD+VYp+JswoQJEyZ86eGrF2e8del56yzywqzluGmZHw1oAxYzrHts22O7SHyY6S+UV+8v+eRmzss75e4us9IV2TKOMm64jfBwUHRXMe8987YmqB2Cd2CfOl2aaPMQcWRs9A1tk2MdPbV6Nk5xolRacxwD0QxHsYfQIghjE6+Ipe2QuRh67so5l9zlYvgkMbYsmjvM5IRlPmamAa/7kUYr/qvZGHJmmyIb61nrJZ3uGKwdUxQboMHj6c1Bivjs2KWruiQzWsJaJlouCi8GsiaCNKDgJGBkdqxKUnUvpFzTZ0/jYOmLH5lQCDev0HjlOM4YeI5tdZf17pM8cMeoCsv+FgvvOBojGCvNVJpZuGK/MXPFSL/Z3eR+d0y9POKV3X/i0+t/y2XzFtr0lbTbm5wMRZa/6R19LiFIc+e5kU5p8oxBBpDS+HXqya7np7r/5bHusamGejJMBNeECW8w/u7/92cf+7XbXfcGHsmELzUEPE4KUdQnY0MhdJwIDk8lNdmE8DDhZj3SXCI5I3UFwWOnZ6+/435AdpviE3GxIZ/vGB4Ym4cVDzcz7rYND3p38IPaJwt6ATcmIu5H7RzF14B97LNCl6WME14znt8byxdyq0jtG2fUOnpYhYQPCVdbGbksEUMF0ZAEkg3nysO74lCmasjIOJntTeMdeRz5O6jRohDaRNUnXDegTUICSHEbxYaMJbBdJq4h9Uq38+x2gd3gGbKjz0oyHRODIErG29X77mEZ1BsuGuLLAyh+ZREYt1Ep5vnFJyxTaYmobnwpb7ss1EnY5aKT20ZYDXkcRxzJOimF477LKlx5ZUyYMGHCs4BsT2e8cBpRnPB6+IrjxPPznjuzHTeOtzTLSDg1dOlKEytn8jYTzzPb+4HVpuHl7ZxXO8/9zrgcIj0dlcwJVmNm7GLmvFNiVipVGueo1IrP05h2OHOJJqTR6zOWZhsQk+CHopQaRlV5n0uETu2KKbuNzUUoCu9dhl1M7FLkASse8Iuct5+gH+5Th9vcnH85Z/YCizznyNXU7kqV36ZMl4xtGthKy0rPWed7dMMFyQYEJfgFjR6RiSBKIjFYhYzEjWEkSSQSUSKRHpMMAiUXUsembqCSGVEGskV2rIhuYJuOWG+XLJxnGVwhudxVmdg44cgHcjxhG95BH9ect5+ABpb9kmVYcBSEShUlUWti4Uum5dJ7Ft4z957TuqJZv5OqmfNS/zOsth+nrzfs6l/LWXubLh+xWhWFfcolTOmIwNx8IbZEWATlOCjBdfzU5a/abfpMYSK4JkyYMOFNCk8xiYqWyKn4FERTQEvE8lCW+GbTUD1M6LJFVZHZCqkqTP2YpHhtXDElZLtG1lvYtrDtyKtEt3Fs24qLPvCgdzwclDaWlERgTBCE2o2GozIKkyhfvYIW4RJOYBhl6Hvhk+NqNNGPKYRuJHj23UobzSJsL9QaN7Y0GrXvHyNrtk9F1DGVyCipigYM2aFSTOK77JglR90lmm6g2kV8PRrB+3x4jxwhdUrfeYbBsesLudUmxzB6cNnhfAyvpbRSgLi/FsUzzKWE5SuzedFy3JaF1Jdxy33Hrsj2i3Fq0JICmRzUGXqnzLInpgqlfSSau8SFl26hjiTXa0dYPxemEcUJEya82TGNKE54I3GjGrhZGyeLHbPjAb+kkFv1aOQ5RkznHvresxs8u6TsEgxmZMt4qQDweESEIRu70WE9aElwnjvBScZbsVpoXGLuB6qQqKpYlOJZEFGGVDTre+16sZGA7MDnsj8oqqs4klsXsWelK+7ZJ7nYfYJsLfP6bZxVL3Irv8Cpm9GoUruiSt/bH3SpJA2e6wUtl6zjq+yGBwxxVc7JLRFRejwmGVFHJpIlITY2ESXT0xGlp7cdMW/JWFF+6ZxGllQ2w5mjoiGTDq8frOVSOnp6NnHOkBdEcyxNx0Tucv61U5bmOUk3WVfP8XDzv7LuX+G8eSvrvmFTORpXkrdVjcqlcSLBDufrxdEnT7u5RVd/Gefi2LS/yLnUDGFLHN7Kg1VL49xopF88cgMQxmmF00q4M4ObVXzse2xae54ME8E1YcKECW9SqECyzJa+JNQkwUfP8dDQJU/Mjl3SotqRjLotVbspXbec0RixpoHFDFOPWIa+RzYbuFiN6q2WeGlsNzWXfcX54Hk4KK/sYBsz25gxbPzgLkmOMw8zV4oyPxJfOsZPqxMqg3gtSnrPySiF4BpLwjHZR+mTI/R+JK4iPhZiaI+cIEclR4iDO4wfQinudHz/bKVwKWSUjO8tIxkFXoxKE7Ur8nTVUkSWY4FEMbJvk2fIQpsdfS4d0sM5iFGNI5rVqNsSRqVaBMMTo6Lqca4Y5es1RZVlSFnJWRliSWrM++OUkszYqKCjIqx4mzkWeUb4n+bcGlVxth+3pJBce7JRBfrYwic/9/1lPD3FwqR8mDBhwuPg+CteeKzXuX4HP/0GH8yECY+BoxBZ1onZMhJOBT1yyLwqnb2csT6BJhg9TPf1hwC1CnPnOYsn9EQchTwacvHYBCWPjUOnxtxljkPkrB5TsmcDbkxmtiz0OyWlYo/QJmWXSuhMHBuATkBdaTj2o7F7lzIXsecV92ku08tcbn+BprrFrfo93EjPcVvnnM48c78PERp9QAejzZnztOOee5mL4VO0wwUxrfFuybx+HhWHisfIxLwlSUtvW2pdkuUYT01lFc7CQakVaRlsx7a7jzHQhJsQnqdhTm01jVQ4K6nQPZGVXrCyu6zyywjKQ3kLz7Vv4WaYMffK3AteYRGE4DzWHZHSl5PmLavdp3g1/leW+Zhlf4xX4cgrR17x1YDXxEwitUs4qZi7QCaQrcI272AWjnhZlE33Cu1wzoX/RewrE3U4JsgMEY+TMrroCXip6fKSjiM24fSx77GphnoyTATXhAkTJrxJMVgmS8ulPqDLK5L1eG3YcIfc3SC4CpAi2W5rmosBpEcWO1xQUEXmHQx9MaBnTE7c7GDXYV3EYi4E0l49hZSEnGRsYuJ+XrOTDWqeKlUc9XOOfOAoKLUTZq4YfFYqB6JLRjUXjF5YPPrhnYA2K5kMBJIVmb7XQNOVBEXnEtf7WXns0O9N8Bm7Xd5dSb10pH2iudGvTGiz0CU5EG1COHT7VMo2+yjrPJ57sitizq6NZ1YOZpqpXFGdecmj0XxJnYRRQSausFCvad5lK6ReuSZlhDJlZchavjcZScC9m1gZP6xEiOOxXY3ilHOCKwLRRsP5XZoCpydMmPDsICOPjIn/SvYzYcJrEfPYcPK5RFlXDmk8eFe8TAFpFK0TVYjMhsjSZ06D0SchqKcalG0MB0P1bHZQcQeFIw+3qsSdpnh8nZy01GcZnY2y7AHixmAHMTrWQ+DhELjfO9ZDSV0ei5wDSQWFSGtz8QC7TC/T9g84nr3IW/SreLve4HTmuFnDkTeClF20WXjYw2qANmceunvc6/4rbfcqdbjJ7cVXcyS3aWyOIAzSs5FLVukV+rgi5XOoYKYnzGzGMTNqV1IdoxmbdIOH7pR7jWfb3WXXv0LljkCLNceR8zTeXb0+NtyzOa/oL7DqX2LdfZp+9hUw/BqiNQT1pQ4d61EvHtpTsnwVYbHgYvcJXp7/Ake7r0KoOPKOY++YR8WHjPOJRiIpC4rRJqFrPG2qkO4GfXgXZpl2OKfr7iLqEXWI93ij6NDGVCQxIVhg5j1zP/yq3J/PIiaCa8KECRPepFjpikFa1vFVNt1dRJQmnDDzJwcPpuswwJIU09MhQ4wwDDCEw4fvlaGWQ2qPNBG/jCzWAyk7TofAtlJ2SQBP283YsGLNKyCwlmM2wxm7NGfhHMvKsbAiiw9aTM7L2NxBYnXFwFAMTmMq5E6rQpuMTVIuB0/QTJBMGJVVOo4y7r2qRKykFlJSC50kgowx0TmXpKGUy+gjnhZhyI5ksI4wpFIEduO452dewr2vVVFO1U5oFGYenCvR4HOXWfqiApv7SHCJoLmMSe4N8LMWAisp0fTgBRatjCWmkehKo1nsXmkWM6SDcquoxBoEH8brtk8xGn+NaXwuU8YIyq/dnojgmkYUJ0yY8GbHfnz9aexnwoTXYhsd7aDEVqmK2/pVLYVDKpBZwi8yzTICLUN2GKDiWccy9nfRC+uhfE5D2XzmhKMAt+rIW+Y7nj9b0ZxFwnMePZ0h3mExY9seHXpyUrZ94H5X8emd46Vt8fNKZlROmXll9FIvITUps0uRtT4k556musEL8pW8M9zg7UvltDJuhMTcFeKtN+W8d2xUSdnY5p5LXmGIG24uv5pTeStv4RbHwVNpsYRoY+b+cIRp4kJadsOnmVe3WdoJN2TJrcaXBEJKlbWJgQddTWNzHsw+zd3tf2FIa7IaXpRFcJzWQq0AJTHyqDtj0c64W9/mlf5nWQ0v87C6iY+3OQ4ORUqtJsXr1YtHdjeZxTnMYBvv84p/gGtvchwCC++pXYUhzMcJBO8yVc7MfGbujWUQ+uQ57s/Y+ZsYRktkNIY43B+ZDNaDlImHVhv6NKN9/EjrqYZ6QkwE14QJEya8SbHlgpRbtv19YjpnVr9A7U5Y2glLX+Tk5ZGpXSKEjKsNrRxUvqi2fGFnzCmIglPEDGYRuh7NhttFmk3pNHXR0WalzQEVYcgVQ3+D7BKtrWltjarDZYdZhYqgUpJ69n8bhLEo2ZNbe9WRwUF11AMuC50Iu1zIo5ICVHyoghaPrj3hVWnCq2GWqVzCKeP4337EMJGz0g8ZJ4VwCuIK+YMj2uj0lQsZ1OZMykayTKJETgslAno/jgmCH1MfZ95Y+MSRTyzDQO0SsxCpqohzdjDdz6mostI4OppjUZvlcXRysCu1Vj6MG+6N6q/SH40rby6lFIaHeiqXy1uKZ0gj8RXN6HOmTY/v+/C0FAuT8mHChAkTJnwpYp08bRSG3pN2PdIkLCYkjXWVgHiHNEJYZLDI8dAdmnlCMYHvktCOivJshpNilD53xpGPnM5aZjcj/pbH3Z7D8bwkMMcEOSOuJyWhT45VVB508HLbsbEWh+PEGlSK4kvgqulFR6RDtWKhN7lhR9xolJuVcVYlzqqexqXSeEye7eirEM3opCemLYv6OZ7jXdzmhDvzwEkYJzQNVoMjWcUqn9G6C7Y6p5I5C2YcVY6zSjitoZaist8mwYtj2B6Tc2YVXibZQCbjKD5WS1+uiwocZaESQWkI3R1i3XOZXmaQjp54GActTVajGmvQ3jzSzdmld3BPP85OVqzSkoshsBocS++vwn5cHpuSZVJg7yfrVAh4vDR4rfE6B1GCm+EJiHiKbX2kzzuUFlFhYwtm6fESf4yphnpSPBHBlXPmx3/8x/mJn/gJPvGJT7Ddbrl9+zZf//Vfz/ve9z7e/va3v1HHOWHChAmPYFqPYBVfJtqWmC5ZNO/grHonZ+k2L4Qj7swdzzfGWSiS9hvHu1IYnSl6Yw4nczhewqzBZg1UFeZcqUaGHuoKCR4WO5xz1G6FfzggusJpJuicY+9Lst9uwawNrK1jrZdkMp10qAkhOVwsnlF5NNe6Imc4kDhpJLlSLpN71zvlKuCQUkiMSYyVGkGMxmXmzopHhSX8SGp5H/HecD6h1z7p9j5dyy7QRceyDxz3gUtf/MouvbIJxbeizzAkI13zs6p0NNIf0x6PgnHsE3NnHIeB47pnXveEkKiahKsycs3D3wZIg5IGYegcrguFntp7eeUrj7B+T3Rxfczw2rkgj6jf9ob+8hricMhGl0u64jZFLtg89j321BQLk/LhdTGtYxMmvPHI4+j309jPhEcxrWHwoHccd4HZOhKqCGS860tjrBoLEK/IzONOIuIyR7k9bF9r8XTqk7CLSsqJAfBSbB6OfOZG3XF8oyW8UKG3lvDcKcxnkDO0HdJHxO/IWWmT42JQXtoO/Dd+hk18lZPqHbj0ZTSu+FypQJcz2zyw1S1dXtPoETfseW43Fc/P4C1Nz0k1cFx3OGd00UEPvvfk0burlZZKFzwn7+bd9U2ea4TnG+O0SqgYQxYeDsWHa7s6odM7tNUlcznj1AduNcpbZpnn6oG5T6OCy7NwAcTjt6dcytu41/08iR4oTcVjb9yoIrWWxOyzSlkGz2ldU23eyaf1iN46jKLIBynpk1pM42euJCYuvEM3t/AWuOQBF3rJvbamcQGnvowjJqV2mWyjtUUa67PMuO+ixPNSU4djVAK1LvHUiDiyRbJtiXlFzB2tXGLBkO75x77HJvXok+GxCK7dbsdf+At/gb/21/4aDx484D3veQ8vvPACs9mMn//5n+eHf/iH+fZv/3Z+1+/6XXzkIx/hN/7G3/hGH/eECROeUUzr0RV2w12wllnzVk7C27iTXuDM1zw3dzw/M97SDJxVPbeONixv94TnK/S0gVvHcOsMOz7C6gYW8zJjN8KyQbODqkJmW3AOVUFmOxa6g5EgaVwDVKgoQWtWg2c1VLRWFEIeV6KfsxFN0FzIl2yls7cnPcyuCK547fvrvlxeim9XzJAcFCMJqEzIo0+W19Jlq0IiVAlfGb4uBJOUuUgsQhUzdRdJg7BsPaddYDsE2ujYRs8mOdq8V1QVxdUeTq9UY3NnzF1kESKNSyzqgdmsp5onNBhuBlIr+JF0ohBcfsjkDsIu47cZ32aqwR8EWNE8OVsZS7SSdrQfOYTP5Ir21ynvxxSvfd8lo09GmzJtTqzZspL7v6L7bsKvHNM6NmHChDczpjXsCvc6YR48M9dQXySWuWWuEczQed7L1pHg0KaoyquUWeSOOKp4NslxGT3BCZKK8afIVUNvVg2EY0PPZnBjCacnWFNBzIgq1OsSkwiH2qG3RLIeQalkRi0Or3JQ1KdsdPS0XJJyR+NeYGkzTmrhNKRCbjUti3lR8NsOvHoy0GfoLJGk51Tfzjv8Ge9aCneayFtnLct6KMq0qCzahiHXPOwqNt0Ntv4WR/mU08pxo4Lnm57nFzvmTQfArq2odU5nDdk8L62f44H8AlEGsHKaRz5xo+qZ+YgfybeFrznyHhEP65s8jDscSrKiDHNA0MzCZ8yESjNz51AcbE94pQ+00nKed1Q7BRyr4NlEx8yV31syYZ2Uyx7W0djGTCc9ybqi3JIFtSypWVBRI1lJknAaMIvE3LFpP1l+L/p4Cq4JT47HIrh+7a/9tXzDN3wDf+Nv/A1+5+/8nYTrkfIjPvGJT/CDP/iDfNu3fRt/8k/+Sb7927/9qR/shAkTJkzr0aOoqlvMwy1O7Danvuak9pwEOAtFVn46a5mf9vgbit6cwckCbpwUcuvkFKrPvH6owGJeiBTnkCFC2yPZ0M1As44cdR1mJaVnyIFsQq2OoEobPYmi0vJSlFfCFWkVAUtXpA9cKblEShGyV3fpOMnopZBiQaFRaFymVmPmMguXmLlI7SO1L6OYvjJcKOSW1iDFMR5qIIGbGXkwqqGn6SLLriMOSj94+uTooyOOBu/J5DAmKFISKZ1kvDOa8T29j1R1IswSfg5aCTSCVloOfHR1lWhYzMgso3VGQ8T5TNXHMjo5Gsi3WbHRg2tP+g3jqGGRqxdcV3YZpZkbx2s5pBLf3eZCbrXWs9U1vW0f694ynp5iYVI+PIppHZsw4VcP9pRM5m0aEzpgWsOusBqMh71w5APNbkYyRWRLkxLuxJBKEa9XNgIKWoGvMnUVaZKjViOUaUYA0hgKA6OKXUG8QCjWEuY9hBroSoPSOcQJ3mdqjSw8PFfX5PbXkb2xpOKkccx9Ibj6DJsBokQG2xFzh7dAo56Zg4XLxWYhJJxP5Cxj40zGcUrobMBJxR27wVvnjnfMB56ftTx3uqZZRizD0CnyEC6i56RyXA4NF5wxp2Hp4XhUp52ebKmPEijMNhFDuBg8bfKcrOd4rRlsS8JwCo0zjuqBRdNRVYk4KMElZq4hWU0bPXnXFNN+20cNlbHCWvOYSi00zgBPxqEsyngiLQ+Glmw1K++4rIRGHU7LlEGb4GIwzvuBVW65dA/o8w4sU+mCGUfMbEFtFYJgZtRS47WiqhYEN8Ms07N7zDvs6ShQnyU8FsH1oz/6o3zVV33VZ33Niy++yIc//GH+2B/7Y3zyk4+RPz5hwoQJnwem9egK3i2p3LJ0i3KNH5MK9z4DQRPeJ7QCqVwpjCoPVTU+XofcevQNRl8ut3dWL0oox8HQ3R88sIToYGaC4ogH2XYZ65PXJPfY4f8KihXr+NRIasnICzm5IrgqNRq1awRXovGRWYjj+UbUZWRMawQK26PXvgqIK2k4poWwUmf4mPFDoo6OGJWcS9x2NB3TDRnPqZy/l4z3Ge/SmLRjV0otMyQLlkHyeLJj3KKgSEkPx+UMlsu/0zAmRgqSPDELUYXeSlpiTynSkpVtX5s+mRnTHsfCeMhGNLvyEpOEHaixx8HT+aOwHNtUnF3HtI5NmPCrh8lk/uljWsOukAwGg11SttER+kCzCzhvIBnXGNZkxMmhy7e/l2QMyBGxA/9lZkTLB/V7Gu0bbN8lTBlJCUvxkSJAnJTEv9EP9HbjRjLFCCosfKkPDWAo/lEkSERyHgBltOh65LjMBMtKyqXx1+USAJRIBAsc+cBZBWfVwMmsY3464I8ES4bbJhbbgcU2UztHrUrIDUGU4MZmpR+bg0sZ68vMfNOxWM9pnC8Ji9kTrb82Elhq3BAyoUk4n1mkgZSVI+85Cp7zXg/+pfsAHhv9uCpNuNEftvfCNnh2lZIt0A+ZVjrOI7TJ0yVP7a68ZNuUWQ+RczZs9JJtfki0Dk9A8QSrqa2iFoeKYmZ4ijdtLTMqvyBah4vVY99jUw31ZHgsgutzLWDXEULg3e9+9+d9QBMmTJjw2TCtR1dY+JsEP6dihkPR8QOw1EBCopA0h0919q7lI8lxSPn5ZdD1MHTQddD22LYnbzNxq3S9p4uumKJfI36qUW4VTA7PFSUXB+Jqj+KKcEV+CVeE1p7UcmpUYgdz+VqNxiUqzQQthvKNj3ifcS7h/VVBliNINiyCuH01+Zpz3B+7N0QN9UKORkiQcynqcpZCKOVCdO3TbA7FH5CSQl8urWUr++uKSkvCOKbo9UC6WQZxQCWoldHKhjgeotHGDJQEn2TQUTwfYG8YXxRa2Th4hO3/iMsUOVcyG9Vf5fctJgRpqGT+Oe6sCW80pnVswoQJb2ZMa9gVKhUc0JuwSQ4djLCtMRNmscdXGTfLxQ90bLblDtIgpORK8Myo1s7j53ZrA9vk2ERlE5VdH0hr8Jdt8fWa1UhOpY7rOkgJVKlmA0dtx1v6Ci+BbdynNWac7Mm4UpCtBsXhEJSUeyCPTbIyiheTEqNHgCF6Nn1gNQQuB2EzRKJE5jbjtHacVZGbsx1Hpy3+tqLLAENGqsjssmd2mWhcKL6tqcKrjg1ZKyqxBmTpxhopUV9E5j6ycIGZU3ysiXlHL/HA6TlXfFbdzHDZmOWenIXjruIoeGZOidnGtEjoktBpaSLiodaEk0zyQpeVLpcObm8VXew514cA+BQIsUJMMDE66djKOZt8nyFuibmjcnNwNYGGYIEgjko9XkCkqLjmeLLNiPm42HeMnmITnj4+rxTFtm35j//xP/Lqq6+S86Pd4A984ANP5cAmTJgw4XHwLK9HjTsjaI2Y0jOwSzUhCpsoXA7Ksg84Ms2qx11EZNkiCMxqCBX4AE39iP/WAes1sloh6w08uMQerMkPW/p7mdX5nAfbGasYuN95LgdlG6EbiRe4IrZUrh57MmuP6+SWk4PACa8lTcer0WimckajqRRCLtG4RHAZp4ngM06LAkvGrmPOQu737/C5cf2YDh36kcjak1spOcxGU9GsZK6Irj1UDKcJ7+xAtjmf8PVIeIWMhnHM4Jq6TGRUq4VMqBONDahYGU/MkMyjY3rPkGHYb3pNpWVmXE+c3p+HYYgIHgWr0Kxku/FY1+WR6/ErxKR8+Ox4ltexCRPeaEwm8288nuU17LSChS9pz2YwmLKJAXYQkxRf0F3G+XSoN1JUus6z6QK76Efjcuiy0ebIRjdoElZD4NwrD7qas/sV/niHs3FYdtmU4mGI0JUGmWuM2bznuWHL3Fe0yZFHm4Vs0CbHNklRJXmhagNOK4xIJzuGnOiSZ5eUzRAwg+AdbfQ87Cse9I7zHi7jgInRiB9HDROz2UBYZHReIU0Al6BLqMt4LQTb3nbKKM3Bz6gNxqQcdaBqeDG8KE4qdvGcLnT0+ago21Kp0fbqfFXDuXxI2vZjA7fPkc2grAbFq7LMSpVcOT6Kf2vjMguvxAy76NjEmjWXbLmgy5dkGzDLmGWidcS4I6YVIkrlz3Ba46UpBBe+BCMJuNGmQ0Vx4+9eKOq5GB+zMHpKCtRnCU9McP3Ij/wIf+gP/SHu3bv3GT8TEVJKr7PVhAkTJjx9POvrUW1z1JQoxVtJkzLkGpFi/K5S0WdFzw3VNXPdoX1CvUP2VdZsVlIU/fhxkDPStrDeIA/PYbXB7l2SXtrRPzTO7855dTPn5bbmclAedMJlhF0sSTVmpYAJ44f6vmH5y3FN15Vbe6VXJTYWKJnGFcXWzBUj0dolgosEX9ISdSxqYFQvZX1EbRWTPEJIZWNUYZX3318GETscz3WkLIc/juJoOF9GFvdm+FcblKKlHLdiVD5Tu0TtI37vDRYSripqsevpikVlJ2VMQQznDK+ZxmUGK13VQYXBjV3eBEOpA7FcyK38OhWQjEWW4vCieFOyPaaCy57eH3TTH4a/PJ71dWzChDcahjwV/6zJg+v18ayvYaeVcRIytSu1C1BG+ZLDeqGLmdCNNct4C8WkdNGxGio2sRiZbxO0MbOznrXcY9CWk66hUc/dquJktSB8+pJmtyN0CT2uy8xhNmwXsSEhAcIss0wdVR+J0ZFzsVroo8MNARHHKhqVCEE8QRoA+rxmYz2bWOq7RgNtUvxQxi/vdZ77vfKgS1zKGpOMxxFcIYn2dVTxT8jYkGAwciqjjTFDzEaUgS4nuhRos9IOnrQT3CZhQbAuE4dy3OmgmPfEvKOVLbsE26hsh0BoEz6UmipFJSUthN7oSxrN2FgPA8yHBhVo1CECcyv+sMOojndSRjkrJ8ycp84zetmys4Ftd5+U1yU4wDU4bZj7F/CuptIjGj0mWE21992iWEUIhmO0D3Hla+WKUX5+AhZmqqGeDE9McH3Hd3wH3/It38JHPvIR7ty580Yc04QJEyY8Fp719ShYIGNki2w5J7qBLi+R7qSYWaoCnsY1zNeRcL4laI80W6QOiPeYlcl+8754bKUEXVdIrl0H2xZb9cSV0a0Dl1196OJd9nCvMy6HRJdK97AkKiqVCsEUG2VcPo+dO3tUMQWf+e/y3JUfxf7HyuhT8ZrX57E4sTyOZiZHSnLws0pZiVnHlEYlmT6S0mgjsVSO/zX7Pox7lkIr5v0YgYzm81fH6KR0G8MYQ13nTK+lyA1Doh4iVVDCkFE3enYdyDnBEuRrxVnZr+GwUeVmuNHTLBtEN6Yr7h35RR4huQQpzdBxNlRNUIT+YE424YsBz/o6NmHChDc3nvU1bObywRfUq+HHyiCZ0mfwoxpcpKjlS4NMaZMr5FZStkloI7Qp0eqOXb4gycAm3mE1OC6jct5VLFfFWF58jxsSUo8K/JixrthQiBYDe+CgBtdYVOg+5tHSAiiWVzg8QmCwjk46NnHJOgoz5xhyMaXfJeViUFY9rIfITtdUNhtrjHGsMRX1fG4jakbuEnln9L2jy8qQS3JjT8dgiT5Dm4R28PQ7RTcJ9UbaQd95+uwOoTkAKfcM0tFFG/3OPFUf8LsS0NP3ji56ulwU7zEbMWe2uiXnzFEf8OJY+DIemU0O16fLVzVdCRMSaqvpZE6lR1iVyXZcmoauwUtNJTOc1COxVaPmUCv1VQKiFWmZy0YWOUw1BIHGQZo4qzcMT0xwvfLKK3zoQx96JhewCRMmfHHhWV+PFAdkIh2b4S7JBiq3YOffTt6+BaGhz4qXQK0NwUfm1lPPWlwTILixzwRS14WByhn6fnwM0EVyl4it0veO7VBGEi96eNAZr7Qd9+WcrZxjGBUzlumERSqR1DOn1E6pnOCsjB++HqEF+24bqIFmwUQQyagoIp5spQtsJrh01Q0V2ZurX40Ppixj909HUkrHVMS914KMI3/la0lxlINNGVwRYPuEx3Tl73qAjCOVXqAeTfBrl6myYe5qv1H3RFvCDwmn4FxCxR45/5SKwX208tgbixZyq+x/39EsWwqSlKhGTEXJdV3H9YjnmZRn3GMSXMW17elUYJPy4ZfHs76OTZjwRuN6Q+NXup8Jn4lnfQ2bqTF3RpCM11GFLVaSkdmrb/SQRFiIL2UTHatYfLbOBzjvExdsueQu2/4u0S259GvmQ+BB7znygWqzoIue06FlthpwTWLkzbAEFiHHEnCDGOoMxtTqfT2SEPbZN4LgLeB9Q8xb1uGc8/6Yma/IplSqI8EFDzo47yKvykPW6VWO9S0kM/oE2+RZ7xpUYaE9EjKphX7jOd/MOB8cqwjrFNnKQ7xWXPZzzoNyr6upLxYc9S3qjBiV882Mi8GzjsqQEpDJeUebL7kcUrkebcWQS3K3l0yfHNvoy3sNsI2ZjfVcyl026nGDo7cZUEiwRVTc2GQcsrCN0ObibwoQ8MxtiYoSww3EBDeayAcLVBZw6NVEBJDIZDKdDQwmKMqQHRmPyphy5PZes4+/oEw11JPhiQmub/7mb+bHfuzHvqTNAidMmPDmwLQeFew9Abr+HoMu8DrjklNOhoraKZuk7JKnHzxVG6naDH0c3crH0QHVkkPttMy/1TU0AfoabVr8vKdqi/9V4zJBleBKR6qXHav4Mt1wiWpgFW5xJLeZ2ZLjuGRpnoRSq6BS1Eki5a32I4owEjwG/Ug6eTGG7Oiy0CSlUscuFS8uL/ngz6BSBlBgb99QFE/qDE/CZyFbLl265NBkGB7LsDNhG0thMxh0afS1OqQU2pVx+wgn5TwaJ8z8WKgo1GosfWLmM0HyeJ0yQdN4vmNXNztSBok6nne5AtkKMRf3pFxWuqT0VrqRcOVXFsa4ahwoI1nHmJo4avNLqqIdru3V/fL4RdXT+oNu+sPwl8e0jk2Y8MZi8uB6Y/Gsr2H7ntfeosBJLl6c5IOFAhS1eZcdZtBnpc3FQH4V4aIzLoaBc73HJt6j7+/RLE7LdiOJtInKxRBGlbfQ9566HlC9pgbPV/6hKV0p2tvo2Q6edfSso2Mbhd6KF5biqdyCmDp2+YKHrPG7Y7roCKNxVJsyF33k3DY84FNs4wNm9Q3aFFnHivu9Y7aZsRs8x7sO54w+OnaD56XdjLud47xLXLBmM9xFg+Nhf5PaBRY+AHOOugqnmZjLed7tPecDbFIiWcTyQJcuOLcdd9slQT2r6DjqPV4ZFWHKw0E572EVB1a6YhvvEnOHVYk23WHYnrCJgYUX/ChBy1a2H5KxS5lu9JELFvCjcqvC40UI6g42HIqMkxRlHLJPiZ1lOunopZjIV1bRDXOyVURzeJHS7H3M9cSYaqgnxRMTXN///d/Pt3zLt/ATP/ETfM3XfA0hPBoz/53f+Z1P7eAmTJgw4bPhWV+PMomM4SSw8LeY+ZtUOuOYO5zYnHlQZg6asejyPuGCIbVC5aEeTebrGmtmUI3Xr24g1IgKhIDmRJUvUT/wXFyPiiihcY5sDWzfAh4u5RVW7S9yHi8Y6g0zd0bmeUgnqAQEIeiV6mlP1gh7tdCYDpj3CYtlxM5HR1DwYlTqDmmKhegpZFLtMl4ylSvfVz6NRu/5mkeXMAxK33vWQ0UbHRdD4KE4DMUibK34ie1SZsiJSDFwFyleDY16Zq4UJ3MPJwHOqszcZU5CZFkNLEOP95kQEs5lEDuY1qdYlFwpKTEpQ9bDCOVeaZZGomswHck+itx+9JRQKSq34CidWUcZARVBi+VF8SEzO5CG2WwswjLxiQiuyYPrjcazvo5NmDDhzY1nfQ3bJWWWCllS6Wha7iOVS3ifDhYIKTmqwdPHYpWwjSWFus+wS5kVW1bpFTbdq3h/xtLd4TgvmQWlcoCUvmSXle3gC1EWHU6u6oxsUlTjaVSCp1JXtNGxSY5VVLZJuYxF4dRbJkvGSUOWyGA7zrUEBazbOV4UAzobWOkFa7nPun2JmFv6sGYtGx50NY13RKtZ9oFF2yBYUUUl5X6vfHpr3B22nOvL7IZ7OK14IBt8u8Srp0sVCxdQKSr1dRQe9HDeZ1a5JTGAOPq45v7sFea7QLKauRfmrhBcMZf657I3HvaRC9bsuGDIO9r2JYxM69fs9A7n3SlNWxcD+7HJuK/3Iok00paCUBMIojTO4VWo9w3esayxMfBnyKUh2qZILz1bHtDbDoCZO6VNt1ikGUMOheh6gntsqqGeDE9McP29v/f3+NEf/VGapuHHfuzHHpHliciX/CI2YcKELx486+vRIAMOj5cG7xoqK48TlpzWgZMARwGWPjH3kaqO+LkhMw+zALMGaxpsNoPFNePxEIonFyDqIGe0i3jZsex6bg07+uzwYnTZE3NN3D2P15pc96y7T9MO5wBUfsEsz4nmqUbaynM11rcvEPYjJIlCyMTx32WL/WulGICOo4DFx0BonAIRHNQkgkvU9UCoEr7JaFVIIMtFvh/bgdl2oOs81a7BS4UTT1Atqid0JA4dXc4YhhPFqTBzylFQGg+nAW5WibMQWYaB47pnueio57EYyQeQ/adshtxD6oShU2LvAE8yZRi9vfpc/C56Kz5cfR6JrSwj+XdluKqjd0beK7kUNJVknpzApFy8ci0z0TLZjESmO+QwTvhiwLO+jk2Y8EZjMpl/Y/Gsr2GbqDReS/PNCjHiJVOFSKjTqLCCnCK+TYTBM2RH5Vxp9jEqiKRnGDaktGHZvJ0FZxz5wDK4sVlZUqW95EIEoQwJhtGxtCQvXzXL+qSHRlk7kk2bKOwirIdiaD8QgYyTQFKPWaS1FQj0skTxZDJROzb5AV26YEgbAHrbsnNrLuMRVVvee+aUxmkxbzdoUyGc7ncD53q/eIulHTF3rMMldayo2tLkW3hBEBKwi3DZZ1YxFg+t1COixNyyzQ+5L0fQnjBznsYXkipTPL62KbFKHa1uSfQoHueXxLhjx30ykVYvCTrH4VG7ShI3yZTBQk9lFd484PGqeJXiMetKs/Z6/WqU6QS39z0FBusY8oY+bRjchuwiHWcwnIJBNdmhvmF4YoLrT/7JP8mf+TN/hu/+7u9GdfrNTJgw4QuHZ309itKjKI0taXLDkTTMneek9tys4VZlnFaJ55qOs+WW2VnC31D0pIHjBbZcwnIBy+Vn7jwE7MYZtlwiwSOq6HJF5c654bboS8Zy2+BkhhePk4Z59xzeOV5tKrbDPVIeiNaSKGOQglC5kiDTjF1ORxkpjGNKIQmyFNKmvzYuuIdXCCo0XqgVFt5xZBkvRdkVfKZpBuanA24JeuTRxeg3poLFRNVGmstI3vYsH7QcXzYcbWesYuDI+2KkOji6XDqr+6LFa4kCP/LFVPZGlbhZd5zNW2aznuYs4k8VXQak8kjlSgWUDYsJ20byNuIvE2mX0bWRt0InDqP4gbXZ0SY5EFsRCqll+5HJR6XqKoX8i+O1IUPcq+LMiJbpc6JjIErpKu509dj32JeqB9ef/bN/9vPa7rf+1t/Kb/7Nv/mpHsuzvo5NmDDhixOPu05+z/d8D7/lt/wWftNv+k2IyBuyTn4x414HjF5VM5fIJnifqWeR6nhssnnBslHteuI2omrELKxjMZsPKmgSjIx3xyzCHW7aKWe150YNt6rMzTpy5CO1S3jNOLXRe7SMPvbJ0SWly8ouKW1SdlkYciGM2gSbaPTZ2MTEOvW0uiPKgFrxOjWL9GnFIBvW+w6dZVLuidaRUo+IoFIT0441r/Jpl7jsTlmMii8/+nxGywyW2MiWldxnnV6lSyuCP0XF0XLJfYWhP+XhUFHrlQl/Z4mttWx1y5oyYijiSGnDqvslYthx7s6obEbVzwkWrtILJTFoy0ALKDN/SvALcu7JlujjitbOMYvkfOVcKuJwrqJyCxo9YaanNDanykWRqGMqtQgHw/hywBz8YFUEL0qwQJCaQXbE2LJrX2Lr71OHYy7Dc5ym51m01WPfY19sNdTTwgc/+MHPa7tv/MZv5AMf+MAv+/MnJrj6vudbv/VbpyJswoQJX3A86+tRaxuceBa54kgaTquKRVBuVHCzMm43A8d+4GzesjgZcGcjuXU0L4qt2QybzT/7m1QBOz2FlBDn0CFRxQuO+x3epbFTOGPIDqeeYXNK1LehlSNbwkmNwx2k+/v0mOJPNXpoAYlC6OxEIAopF3XSkIuvQZF+l1HBoKNP1dhBm+mVEXvlEtUs4Y8FPQnoWQPHc6grUJAM0vXoeodtBnTZEu5uqR9Gjtua2a5h6QOXviir+tEU1o8eWjM1jkJi4RInVcfpcsfitCccgbtZlfdbNmXcM7gSZzREJCZk2yHrFnEtWmcsR1IqvmBRBcGNBrTlWnQmxQvMrjy09l+vEiDL1+vF1nVPs2xFsbXWNb1s6W1Da+vHur+epu/DF5t/xC/8wi98Xtu95z3veboHwrSOTZjwRmMymf/88Ljr5DAMnJ6e8vGPfxx4Y9bJL2a8vI2YQKXKkXfMXBlL9E3GHSk6V6Quf3K7LuI3CZGWGJVVDHRJWQRl1s1p/BmVW3DMbU584EYNZ5Vxq47crDuWVbFAcC5hJsToGJIjDUprV02yVVTWUdjE4i26t17YpUSfEzs6Wm1pZU2ygUQ8nE+2RM7dIdhnDxHBuYrAHBlJrD5vGGzHJZ8uLzLIFss+xq9mEUERdTipqOsTgswQHFF6LvWcNf5Q4GQig3YMtiVaz5A3I8HlESL98JCUe1p3idca72Z4qfHSFEWW+GKeT42nBrckkzBnmCUiA2aRZD2JSLaBlAeylWuQc2SQDmebYq0hFSGXOrbQXIArlhB7pGyM3vQ4hLnNMLlNrUua+QltvqCPK/q45t5wn3P3KWZ687HvsS/VtefFF1/8vLY7PT39rD9/YoLrD//hP8wP/dAP8Sf+xJ/4vA5owoQJE54WnvX1aMgbkhWCyoujUqFxxRtq6RNLH5mHSNMMuJmhtUcaD96Bc/C4f087D1VV/LqaCpkF/DJSd5HFLrIcEsvgGDIsg+eoP6F3Ldkitc2uGXMWBVdQo3FGEKNSQ8RKoaaCz1IirEUIe18pEfpkJIq/gZfifaBalFUqRbLvNONcxoWMzF0510UD8wZmY0okQBfAKRJaXMowdMzjgHOlgnBiVOrpc4n43kdJOynKraWPzHzkaNbTzCLhCHSpyDKU95k1xeNsHPPEu2Lmb4YMEZl5JEVcnQltpnapdGCdx5vhspFGn609XbUnmw5E1/hNsjFBks8sgDJjVLVEonT0tmGXHrLpHz7xvfalhr/9t//2F/oQDnjW17EJE95oTCOKnx8ed508PT3l9u3bz+wa9mrcUHczToKnrZVhHHkTB9IoMq+QRQDnkHZA6oE6dSzbjpOuZpeUI+851oZjuUO0jqO8ZNEoRx5OfOKk6jmZdcwXHS4Y6jOWhNgrcXDItijhu1z8vVSuq4o+M706SybSE61lsI5oHTkXU3QVh9caRIsXKu61p/y6sFGtr6KIxcPon4xJ2J6AkwovDUEavNV4c6g5dD9mSSaKkkmH0UuzjI3kk7o5XhvqcEylR1Qyp2JGzQw/qrgkS7FpgDEnvEAQnLmSfDj+b38tBhcZZGCQgSjlegAkiezYlX2mhnq0kghJUeWgGtv7nmYzvCqzHGjshMQJyZ6jo6etCqG4TvfY9C9z3n5+jbYvJfzpP/2n35D9PjHBlVLie77ne/hn/+yf8bVf+7WfYST4fd/3fU/t4CZMmDDhs+FZX4+GtCHaEVEG8iMf41eQ18YQ55ERGSL0A/juylz+l0PfQd9DjJDSPmv66j0opJCK4FXwOCpriDLgLRSSSq+9FnAYXq+8JIxCZIFirphKedkrs2DQMrY32k2VUcdxPG8fy63j+cre0OJwvqMMan/Q103WtWjNxdmYyliSDyvdn6CSbUxl3BNpkg+pjTBGcyeKcVhM5TpdR8rleqfRPf9q14gazhk+GyEmKhEGvUpVzKNx6t6MbE9oHQiv0bcsjy79+5e+1kc+kzDLpDyQ8uaz/76v4Ut1RPFxsVcNvpF41texCRMmfPFjs9mwWCxe92fP+hoWJTKYMRhjAjLkXIoeUUrREhyog4bygd30+DrTuMTMZWoHM6fM4pJBAkE8QQWvRuWMZu8tOku4GiSARUN9wvWFYElWQmsURzLQkcrpR2uHoI4QhS4pRIgy0OGKmim1ZEuF3HIzKpnjpTmooQwjW6Q4eZZ6QqS8l5eGyuZUVuFwOHOlXtFEIpUmGz1ZRgLMHJXVVLmmIhDE4UX32iiiJdq8ZKNztroqY4WyLdtKoAmnLN1zHNlNmtwwl0ClnlFURjYj5sxgeTzajFJq0zJN4Km1pCCKjHVUNrpsDDmxyT073dKxI1EahFst9cCQA5V5quzGmrXgtURa5dxowbGv5yq6PKdPJ1zKCRfNkkt99bHvsTdrDfUk+OQnP8mdO3eo6/qR582MT33qU7zjHe947H09sR7+Z37mZ/j6r/96VJX/9J/+E//+3//7Rx5PA3/1r/5V3vnOd9I0De9973v51//6X3/W1/+Df/AP+Mqv/EqapuFrvuZr+Cf/5J888nMz4yMf+QhvectbmM1mvO997+O//bf/9lSOdcKECV84/GqsR/DFuyb1aU2bL9jKil0eaGM++Cy0uaTmdNHT947UQt4k8raHzQ42W2S1Ri4ukfOH0HXXyCuDYYD1Grl/H73/AHlwDg8usIdb0kVP3AjdztNFR5+VYUz7G5OV0dG4U0w/6wdNIccKSVVpptHE3GcWPnEUEmfBip9YA7cbeK4p39+o4LSCpc80Y6KiipGzEjvFdkZe99jlDs43cL669ljDwzV23pIvO9LaGHaOvndlXDCXFMMSLX9FJmUro5Fd9nTJsesDu22gv1Dig0y6uyO/usZevYBXz8vj3jncvYD7l9j5hnzekrcR22VsKIWViOEkU/nMzJfxx7nPzH1i4TKNMyo3jkleq3GyMXp0Fe7sYMw/PpRCJnrzVNaUMAKtER7f92F/OzyNxxcr/sgf+SNsNp9J+n384x//VfGRmeqqCRPeWHyh17Evhf/+7ty5wwc/+EF+8id/8jN+9qzXYscsCFLaXsOYgDxEJXVC7nPxWhjSoUASFcQrLmQql2hcZu5h5pVjW7LMxwTR8plPSZD2LuNDwjXg5oIuFXeshBOhOsksTgZOj3bcnG95frHjrfOWFxcd7172fPly4MuXiS87Ml5cKm9deJ5rGs7shJoFiNLFFUMqJNJMTziTF3guv43n01t5S3orz6W3cGK3mXODMJJfM044sTu8Nb+NL3d3+J/mt/ia5RnvOT3m60+P+frjM752cYuvqu7worzArfQcR/mU2mY0ecaJzrkRGl6Y1by4rPiy48CXHQfefdzwrsWSt+tNXshv49jdKYoywLuGI/8W3pLfwYvhBu9eHPHlxw1ffux595HnXUvP2+aB203FsQ/MNFDhCeKZOc+RD9xsPM/NHW9bKG9fKC8ulRePHO9Yet62qHmhXnDLTlnYMd4qetuw5i735Zd41b3EK/IqL3Gfl/NDXsnn3M2XPEgbLlJLmwuJ16hyXDlu1I7nGsfzc8/bFxUvLme8u77Jr5Wv4Mv4use+x77Qa9ivBt75znfy637dr+O///f//sjzr776Ku9617ueaF9PrOD6F//iXzzpJk+EH/qhH+JDH/oQf/2v/3Xe+9738pf+0l/i/e9/P//lv/wXnnvuuc94/b/6V/+KP/AH/gB//s//eX7f7/t9/OAP/iDf+I3fyL/7d/+Or/7qrwaK+eFf/st/mY997GO8613v4k/9qT/F+9//fv7zf/7PNE3zhp7PhAkT3ji80esRfHGvSdkyXVyzlnt4rXDDbaIFnHicKF48CSFsE04z6nv8aBAqULyhZjW0cySsseD3O0ZihLaFrofVFi422Lon3evo7sHqvGG1q3jYVZz3jtUAm1iirlvpGGhJEvFUxGzlYcU4vndFRg8ZdQq5mKVCIamq8flkRq02pgeC2ZVuaq8aC2rUrqjAsgn94Oi2Hrk/4LYRv9sgsxY5RBWBDQnbZtLOGNZKu67YtDW76NkMgW28Mnrv86Pv6VWokxLUsUuezeBZtJHaR5qHA9Us4pu+mMqGUsjuYdHIA9gAOQqxE1IsEn7VTNAEpfFJyIaXMiLpUzmOXgSSFBP+a2OJe5+uaIzX2cgYGUYfiqKoQ8BcIlb9Y99jzwL+w3/4D3zt134tP/ADP8A3fMM3APCxj32M7/zO7+S3//bf/oa//1RXTZjwxqI0K37lCojPZx9fKv/9/cAP/AAf/ehH+e2//bfzzne+kw9+8IP8oT/0h3jhhRee+Vrsdl1zXHuq8faIWWijp995/PkAuS9DfnUcG4gZazOW9yr1TCXGzAsz5yGBk9I0jIwJylnI+Vo6pROkEiwYWhkhZLQuNUiOwllUUlLi+HU3eDZ94GKouBgcc68oNbv2lE43mCVA8G7GklvctBOOQjionPpkbKJnmweyRqIIs7zkmCV3mpo7M+FmZcx9ZuYyCof0xoe9417reWUHl1HZyI6AZ+Edp5XjVgMn3pj5oo6PJqyi417wnHeObneLC/dpdv0rOAmc5Js8Vze8ZaYcV3DsM/Wouu/Hbc87wXDYAH1OmJUpg+CUZSgp2EtfvGCdlN/ZNgm7JFROMQsM/YwoAxsb2Mb7ROsQFCcBp9VhhNPh8TqnkSXH6YzaFmPqthRlni8Nyj26rGyjcuw/hwfuM4iv+qqv4jf8ht/A3//7f5/f8Tt+x+F5e+1YwueA2JNu8cvgE5/4BN/7vd/L93//9/+K9vPe976XX//rf/1hPzln3v72t/Md3/EdfPd3f/dnvP5bv/Vb2Ww2/KN/9I8Oz/3G3/gbec973sNf/+t/HTPjhRde4Lu+67v4Y3/sjwFwcXHBnTt3+OhHP8q3fdu3PdZxXV5ecnJywv/zr/3PzGf1595gwoTPA9tdx//xf/5rXFxccHx8/IU+nDctntZ6BF+ca9J+PfqG3/AB0DIO14RTjv1bOcpn3NFTbs88dxo49sbzTc/tWcvNky31cqC6pbibNXIyg9pfeUY5VzqMOUPbw66HridftOTzgbTOtA8dq8uGB7uGVQzc7Tz3OuVeB+s+cXfY8UDvseMCs0ylS07zLW7IkoV3HFc6Kq+gVqNxmUrLuKKTKxH2/oPJxrHE8n35uleFF2P1/Vhh+dr4ROUTtU94H0vR5/Jhm5yFFJW+9/SDYxsD28GzHdOHdklp85hguFdEXbv2heQqk421GJXLzJ0RNI9jBpHGpdJt1YR3hmouo5Ovd25ZyaORfcpFPTZkR85Cv1fhmdInoc3KLgltkkP89pCgyxwIxDQSXCVBcZ9ilOmspCjuZMdlfJUf+cn/5bOuM//8n/9z/vDv+xb+1tf9nz/n/fg4aNPAN/7b/zv379/nxo0bT2WfTwvDMPAn/sSf4C//5b/Md33Xd/HzP//z/NN/+k/5vu/7Pr7927/9C3Zcz0pd9aPf9j0sqtmv6BwnPHvY9Dt+1//r//pZ17H9Pfb//t9+iIX/ldfum9jxf/jp73uiGu2L9b+/zxd3797l7/ydv8NHP/pRfvZnf5b3v//9fPCDH+QDH/gA3j+qm3hWarG/9L//fzAPMxpXSJOlz9yqe240LcfHO6pZxh8ZWo9VQIK4NnbngfsXc867mk9uaz65FV7ZRrYpoqLcqgNvXwg368TbZy13jjcsTzr8wnBLRerRXMtKsWIDV4XSoXCCHI28g27tuLiYcdlV/OJuxsfXjv++irycH/KL8T8gohz7F3ibvZPbdc1JEPzYdNtFuOwzl8PAq/KQVtacplvc8kteXHreMc+8MOs5Cj3LukfVDjXW3V3DJ7aBT6yNe93AfbtkYXPeNptxqxHeNk/cqQeW1YAjM2THRR94qa242wn/fRX5z/lneXX97zievYuvkF/Przme8eLcOKsiZ9VA7dOhbnrYV7zSen5xC+ddqUsTmTM356RyPD8TbtWZ05AOtWM0ZR2VbXQ8GIRXd8Yru55zNrzCL7DqfoluuA+AaoOIjCmMA6qBJtxm5k851bdzx25wo665UQszB8sAjeYDyZWsEHHnbcv/6f/zf/ms68m/+Tf/hvf/734bf+/XfefnvB8fF7/3//d/47//wv/gne9851Pb59OAc46XXnqJv/t3/y4f/vCH+Z7v+R6+8zu/k1deeYUXXniBlNLn3smIJ1Zw/bbf9tte14/ipZde4qWXXvoVLWJ93/PTP/3TfPjDHz48p6q8733v46d+6qded5uf+qmf4kMf+tAjz73//e/nh3/4h4GSAPLyyy/zvve97/Dzk5MT3vve9/JTP/VTb/gHwYQJE944vJHrEXzxr0mVX5Dp6eJDNl2Z5R9cS5Uq6m7BzDkEYRkdR9HRdR7nE77NaBuRWRzn2Ibx5GIpimKEdoB1i3WRfDkQLzNxo+y2Feu+YhUDq+hKQZBgO2Q2KbGTlo41bV4V7ytgJwu2uUaTUCVhHUtHMJqQKEqtYBknYwQz9giJ5UYfsavnxn+zH+8rz2eEPinZhCEqqh6njxJLMSkxl1juISvbVNRau1RSE7tUiK10Tc792jaQ0/LerQo+OTZqeHHULlOrp1YjSCY4I0iiGhVmboz1VopnGK/xR3OSRyP8RELJQHBKSoZpSZPcG+zvNy0knI0EWSG3CsFVnjcr5+9xYNDQMHD02PfY01Kzfz77+Zf/8l/yvd/7vfz0T/80L730Ev/wH/5DvvEbv/Hw8z/yR/4IH/vYxx7Z5v3vfz8/8iM/8kTvE0Lge7/3e5nP5/y5P/fn8N7z4z/+4wc11xuNqa6aMOGNhfF01rIn3ceX4n9/t2/f5kMf+hAf+tCH+Ct/5a/wx//4H+cf/+N/TAiBF154gRdffBHnijL5WanFlr6E++jYyEoGbXRsh4CuM3VfQnl8XT73LQlD59jtQmliZWX/p/v+syBaps/GNgqNUzbRs24rqioBEdGMmkAo9RQqSA3itBRLTsr3gKaMdQm9SMAOXWXWQ2AZHIugLNo5c18S/eacsnSeoyAcVSX5GooCachCnx0+eUwMHb1SZw6OfOK0bjmadcyXA+qNoVXqXaSPytI7ald8tqJEzIzgyrbHPnNadxzNOlQzKTlUrdRn2TNzis+hBPWIo1JX3jMUK4uTpqP2iZShi54hK+fq8KOCvpeBQXqiNZg5dPRvDWrUmvGa0VxSMAc13BhuJCJgoCiqgSqcIeJxEhBRkvXkPJBzwsglkZFIonhy7atPxcb3ywfLjsqE6K+Z2X4OfBFPFj417DVXf/SP/lG+8iu/kj/wB/4AP/MzP8NHPvKRJ97XExNcr41+TSnxP/7H/+Dnf/7n+ehHP/rEB3Ad9+7dI6XEnTt3Hnn+zp07/NzP/dzrbvPyyy+/7utffvnlw8/3z/1yr3k9dF1H13WHf19eXj7+iUyYMOFXBW/kegRfPGvSL7ceLdxtTAdUHO1wzq5/iIXMeVgyixWLQQkibJPSJk+MSk7jnJ5IYWnUjamKoyxJDNKY3JcNSxkGI/cQe6UfHG1ytElpk9DloiTqR0PPXlp629HHFTkPJNcjoYwHDmlJ7mZEc8SsVI4i4dYiCfdi46N4cjmKubsbHyJX5JAKB+Kq1CBFBdWbo997ySMHQ/aYhURRZnVZGEbfsMGKjP46qZUO2z+KfSmy//mQr8YWVcBHN5rfFzVa7YxaPZVmvGRqVwqpSgvh5V0u57M3tBdDzCg1acYjpFy6fqaKz/tzL++3R8wwZCu/g2wkK5EDV4bzdjBYxaCxN4csfrPZ8HVf93V88IMf5Ju+6Zte9zW/+3f/7keSvl5rTvo4GIaB7/7u7+av/tW/yoc//GF+8id/km/6pm/ib/2tv8Xv/b2/9/M+/sfFVFdNmPDmwmvv3bquX3ft+WL67+9p4ZVXXuFjH/sYH/3oR/nEJz7BN3/zN9O2Lev1mn/7b/8tH//4x/n9v//3P1O12FFIzHzeZ8GQTdgkR+pqttFT7RLVOhNcPqRGD0nZRc/lEFhHZRdHc3orWYSdDVz0QtCqWE1I8c7MWVi2A/O+o5on3MyKHUJQpFGoHFI5pPZQB/Cu1ErtgC5bxO1woaUdAg8Hz73K0cWaTXobgnBmS85qz80aTkNR2AOskxJNiNlRxYpskSSphP5ouQYn85b5aU91sxBvYZcIF4mu9yy7Gj+6wLeyZsGCSmDujbOq4+xox/ykRwLkHtx5oo2ONgtz76iGOUZCcNSqLDwc+chJ1XG8aAlVIiWh6hJd9DQuoOJIZmxkRceGo3xENI8hONnXmIWG2pdUya5qqmJSnxDxzMOtQ/pjsBrFk4lkSQzWkog4PIonWSYmo0+FIIwmRDMCHNItPWWcc8Lr4/f8nt/Dv/pX/4oPfOADn9Nr7/XwxATXX/yLf/F1n/+bf/Nv8v3f//38wT/4B5/4IL4Y8ef//J/nz/yZP/OFPowJEyZ8Fjzr69Eyn4JT6uqIPvz/2fv3GNvW9KwP/b3v931jjHmpqnXbl97tdne7DcdtB4KTNiK2JWMQBgsUIfuE4EPAx5GCZSsBBx3ZMbFwQiwjzAGZSzCxlOMkEhYh4qLkj+ADjdwSHMmhczBgfEJsY4y7e9/WWrWqal7GGN/lPX98Y86qtXt391rda7t79x5Pa3bVmnvWmGOMGvWNdz7v8z7PnkqKtCzLCa26KYEHGjUazTRNInQZXSqybuB0CcsOVgsIod51DwbzXV89HnYDFCOUEZHEMo4MydEnRzHYOWXhoPNKMkdXljSyYJBAZmBIV4goeCXrCOUOeWhJ2ROc0nuhc9DmShQFERoFp4aHKWmxPmpKo+ExnNlRnXVwyTr4cME1uZUNktXCrJgwlkOxcU1gebk+dIAnTMSe3vPmqGRVmzXTPjfOaCclVyW4Mk4KwV8TWzeJqpvmn2byGMN2c1Tz+Nzh55hSg8wYLZOsUP93vYHrsG+lsc+QmnnzPZ+Bbw18dt413/zN38w3f/M3f9rXtG3Liy+++NnuFgAf+tCH2O12/PRP/zS/5bf8FsyMH/mRH+FbvuVb+A//w/+Qv/yX//LntP3PhHf6OjZjxluN2gD53NeygyLjPe95z2PP/+AP/iD/xX/xX3zO2/9Cxt/8m3+Tn/iJn+Cnfuqn+Mqv/Eq++7u/m//gP/gPuHXr1vE1v/RLv8QHP/hB/sJf+AvAO2cNc1JtFmzyxswm9AXGUlXuTsIxCOeAVKq35j4ruyxcJdgno8+Z3kY2esmeQO7P6FOgmCNaw1CU9Zg56wMnu5Gui/im4BcFv55SpA8NyzZA8FUZ3nhEBdcnmhw5uRw43S+41TiG7On3ZzgR1sFxp4U7TeF2kwhSMBO8OIbgGbLQ9oFMYpCBNKluvBRCm/FL0JOAtI7iIz4nujYS1EBqQuKuPOBM7uK0WlUsQqJbRcKdSowxGCUl1tvIOgZa5/A0cGjWqdCosXCZLkSaLuO7go6CldpIFLn2Jt3aA/b5nN69SCwt6VAHIkgRsgh9dmxTtanYJNjGzM56Bt0TpGPNbdbllJZApx6nclTKD5YZLB6TFBVhNKPPlfKs9aXW86g2jUU+nSbrWdViX8j4hm/4BprmOgTpK7/yK/mZn/kZvuVbvuWpPbiemuD6VPjtv/2385/8J//J57SNe/fu4Zzj1Vdffez5V1999VMWsC+++OKnff3h66uvvsq73vWux17zxq7pTXz/93//Y9LWy8vLT7qhzZgx4wsTz2I9gi+cNelTrUcrWxJKi1Fn96tcXFk7z63Wc7uF28G4FRKn3chyHWluGe7OArl3AvduwWKBrddY23JgW2Qcod8jJzvY9+jyAllucZcD2ow4b/grYzE009igxyapeupXJJ4j+gERZcw7imWS9UQJDDIQzOOLToRNvemnyoERBEadVFFAo4JTI0yjiMHq940audTkRajFlYqh+ngRCbWQwaYI7Ym0SZN5fEbIdlB6yZFkuvbJevx3cZgkO5jcH4pWL2Xa/zqSeCCybvpwqRjqHt9gyVNaY9H6PXW8Mpsy5JpQORY3qcxkIuoeJ8P0sEPTfqdjLHfCpCCmOOq4qrca+f2keFb9xbeqT/nTP/3TPP/889y+fZvf9tt+Gz/0Qz/E3bt3n2obH/rQh/gLf+EvsFqtgDoi8n3f93180zd9E3/wD/7Bt2K3nwhzXTVjxrNB4dmsQYdt/Oqv/upjnjmfSjn6hfT397niO77jO/j9v//38w//4T/ka77ma970NS+99BL/+X/+nx///U6pxVJR8qF2mIiIMjXSDi24Q0jOMRzGhFiqt9VocDUaVymzsYGNXnJhr5ItsnV3uUp3GbenDNmzz4GV99yOnrOxZb2PLHxi2Q0s+kSTErqulg/i3DSuOO2cCgRFgxBCZuUTKx9YB+FODojAOghnwTgNmVMfaVyhmCBibLOyD1qN8A12PGKbbzGWOhZoRQ7OFACIXtdMNimjBsts031S+LJpVNBq829hyMIjXjGX8W0muFIbnFpJowN0Io2q9QPX9Y8dSKfJR7XAWBJ9uaCPF0Q/ksyqh2kRtklptP7u9lk5H5XLBPf7zP2055G7T7FEZ6fcLre45Rs671h4OfppFYMhe4bcEEsdK81WyMXYxkwsOqVvw94JjQqt1ubtmD5dxvjjeCdovd4srOLu3bt85CMfeeptPfmZ/Qz4+3//7/ON3/iNn9M2mqbh3/63/20+/OEPH58rpfDhD3/4U3ph/Dv/zr/z2OsB/u7f/bvH17///e/nxRdffOw1l5eX/MzP/Myn9ddo25bT09PHHjNmzHh74FmsR/CFsyZ9qvXIi9CJZ6kNp67jdmi50zTc7jy3GjgLxonPnITIsh0J64KuFVm3sF5gq2Ult07WsFrCYlEJr7Mz7PZd7O5t7O5teO42cu8UfW6Ff86zuBM5XfXc6gZuhcRZyJyGWhitvWdRlnR6SuNOCNrhNOClQcXjcDjROmZHvQkZk99Vqd22WGDIMBboCwyTwfpQqkfWOHU+D8lCMJFMajVyOySWIbJuRtbtwJ1Fz61Fz93ljnuLPc8t97yw2vPcouf5rueFrudeN/Bc23OvHbndRG43iVshcat5wyMkbjeJu+3InWbkbjvwfLfn+WXPC8stL5xuee5sy3O3t9y9veX23T1n9/ac3htY3x1Z3op0J5FunWrXsck4Z4gYTMeTTRmzEosyFGUsQpwKtqMv2I3ro9ptTJ4R03OGkSUzMjDInl56ooxEieSnKJVqwfi5P5iK/mEYuLy8fOxxc+TjafC7ftfv4n/4H/4HPvzhD/On//Sf5iMf+Qjf/M3f/FRGpAD/7X/73x7JrZv46q/+av73//1//6z27VlgrqtmzPjCxBuv409FcH0h/f19rnj55Zf5b/6b/+ZTklsAi8WCH/zBHzz++51Si/Wl+n8eGmdwXZPctFgocExn7jPsEpNayNimwi4ndrpjzxV9Omc7vsJVeplzeZXztOfhkHm9hweD8ProuT8GHvQtD/YdjzYLtpcN47mSzwvlosc2PewGGCKM6TpymVo3KLVh2DlYeGHpqydWq0anmW4K7Gl9onOFzhmNVq8qh2ewLXsb2eeaDDiOjjKADQkbMmUslAg5u2Ma9kgkpqvjOT02DQ/Fy5swE29sNJZJK1VMyAVKqsnUOQopHeonqdYNViglHb3Nilkl2rLQZ2Wbqrn8RVQeRTjvjfNx5NzdZyhXFBKddaxc9Sw7CcKJh9NQHycBThth3Sir4Fi4mrJdMPpS2KbM5Zg5H4zzEc4HOB/hIlaC7UnxrGqxAwH7hYS//tf/OuN4ne79sY99jFKu69TdbseP/MiPPNU2n1rB9WY+GK+++io/8zM/wzd+4zc+9t//5t/8m0+7ef7YH/tjfPu3fzsf+tCH+M2/+Tfzoz/6o2y3W77jO74DgD/0h/4Q7373u/lTf+pPAfBH/+gf5Ru+4Rv4s3/2z/K7f/fv5q/9tb/GRz/6UX78x38cqJ3Y7/me7+GHfuiH+HW/7tcdY2Bfeumlx8xqZ8yY8fbDW70ewRf2muREaZyjU6V1QuuEzlfD0zNv3GkTJz5xqxtYnkTcmaKnLaw7WC5gvcKW6zqe+EY0AWtuw0mGRYcsOrjc4IJHmivUjzTnNcHRqOajUM3bt7llayeYZPDgpWHJbZZlzQlL1s7TeUejHMco/WTcfrjdm1GNOku1BEtWu3aNk2qqTqEFnBMC0+iiFroQaZtEmIgj1xjq7XrjkzFVyWBZalGUhZxcJdiSr/82nYoneSy9UcSORvHBF4JP+Cbjg1WJ/AK0rfHdEuqBHYxeLRdIhTIWGIy8L+heGHdyfM+YHbvkGbPSl/oYclWZjSaTtL7WqMLBKLUWLFWd5ii5msuPMpJkJFkPgOJpZInKM+ttPTV+9Ed/9JMKlc92vOemCfBv+A2/gd/4G38jH/jAB/jpn/7px+KlPxX++l//6/ze3/t7j5L4j33sY7z00kuo1vOz2+34S3/pL/G93/u9T71vT4O5rpox463Fs/pg99ls4+3+93dYJ5fL6t34Zuvkb/7Nv5lf/+t//WM/906qxR6NQhGhc8JCy2QLUR8HRXmx65HEUeo9PRn02dilwkUceaDnXNjLDPmCfbxPKRGvCwa55ELPcVEp1rJNjm0SroLjxDtaNU5D4FZsudX3rK9G1ruBZrfDnY3Vj8spljJlk8h7I6d6LXuBVqHz1Z2hc9C6OkYXXCFobRhFn+m0sHDKwilNXnCRPsbD5jXOhxMejp6LbVcbdmHELUZKD+OlsunDNP5X6LUn5+1RSW6Tur6MYGMBM6wvpEEZkzIWJZaqTOdIUtWacyiO/Rho9hkfC+Po2Q6ByxS4SsI+FQZGVD0Ldw9vAZFaR+3zNDZIbaZejPBanzhPe17Wf8nl8Alaf8qZvsSJLTkLnrMpFXHhqkE91LprzNWHbHCCE611XhJ2JVIo5FxwUQni8Qidc3Re3xmyrCfAt33bt/Hyyy/z/PPPA3U08Wd/9mf5si/7MgCurq74/u///qeqxZ6a4Do7O3vT5964sH22+Pf//X+f119/nT/xJ/4Er7zyCr/pN/0m/s7f+TtHE8B//a//9XFRBfjar/1afvInf5If+IEf4I//8T/Or/t1v46//bf/Nv/Gv/FvHF/zvd/7vWy3W/7wH/7DPHr0iK//+q/n7/ydv0PXdc9kn2fMmPH5wVu9HsEX9ppkkxY8qLDwwsrX4uTEV3n5iU+sQ6RtI74tSHAQ9DiKWMmez3CHdQ47mZQW3iNmaDF8ugRNnIw9++hZR89YhE6FoIrPHq8tDYmWNetyyko6zkLtgi19HUds3NTdpD4OaVdvVCmVyb01TUGDUqoCLOg1AeVdoQmZtks0q4K2oAtBGp2M7vVw4rBUsGzV62EolCGTRyGNmRRdNeQvWruDRTEEmXyznIJzmRAmz4lFQTvQpaJLj6wD4l2tGG/EpktKMCRkF7E+AQmL12mKqQhDduwnE/991toZnpRbaZL45xvJjk6pRJ8Igh69trQI2TKRnpHMWPb1PXTAy5NfZ896RPF7vud7Hhthgc/OGP7N8GVf9mXcu3ePX/zFX3wiguutKKo+G8x11YwZby2e9Yji0+Dt/vf3JOvkz//8z3+SsuudVIu91hsJuNNCp5X8OA2JlU+0PuEmMiQmZZcCu+RoxkA2ZZtq024rey7sZa6Gj5NKj3drlt09Vu4ura1YliVeHMmMPmWK1ebX1gnBCZfJcxkdV9FxMnTcGXpOtz2LRxHXJbRaWFH2MG6VfgiMxR1HKx0cQ33g2rKhmFR7BSaVvBqtVxbDmpi3XKSP8Xr5El7tO07Dklgc9/KWpsmkWN/n4dByEZVtTPSyoQl38earpYJJJbJ2Dr3IiIMywH4TuIztZMBvjLJDJoPUZMY+w2X0tZzdVu6rT45t8twfPI8ibFMmSqSTMxpds8gdbmqYbhPsp5pyG42HY+Rl7vNIPs759l8Q3Clr9zy38l3OQuAkCEtXa+xO7ZjuXQDctXIvOWEsyiC1EbuXnp1eMdqWQgaUYB2L8YR2fHIa5vPJhX384x/n+77v+/hf/9f/ld1ux5d/+ZfzEz/xE3zoQx96Jtt/o7/W0/ptvRnEnsVW3gG4vLzk7OyMH/+x72K5eDbF+IwZb8RuP/CHv+vHuLi4mMc3ZnxKHNaj//vX/iluN6ecNI5bQTlpOEYun4XMWRhZhsTZas/q1khzT9FTj95bw91TuHOGLZfYyUkdT/xUyBnZbGC3Qx5dwOvn2CuX5IcDu48Lrz044WPbJfdHz8d2wse3iZftAVu5pFhixW3u2C1OnOes9ZyEqjILkwG+oyqjoHbIM9PIIm/iNzV5NoQp4nnhCmufOAm1kDxZDCyWkea04BaCrLT6OjTumuCizkFazNg+YXsj7WpSZNw7UnTE6EhZyMVVj6wjoVT9tpwzgk80BzJtAbpWdB3QdQuNh9ZXg1eRWlnGSnDZbsB2kXIRSY+M/UWg7wMXfcvVGLiMnr7U9MthSqo8pDu+WbJj9feoo51jgT4XhlTY5MQVOy70Adv8gFR29RhswYf/4U982nXmwx/+MH/wd/8+/uvf8F1PeXW+OYYc+bZ//CM8ePCAO3fuPPXPiwh/62/9rU/bWf/Yxz7Gl37pl/K3//bf5t/9d//dz7hNVeWVV145fnA7OTnhn/yTf3L84Pbqq6/y0ksvPfXI44wnw2Ed+3///h9h1Xya9WfGjDfBdtzzTX/tez/tOna4xn7y3/p/sHSfe+2+ywP/t//v//MdVaPN6+SnxuH6+s6v+xGeX57y4kJ516Jwu8m8sOi5vdyzXI24xhA1ShKGnWe3D7y2XfHxfcuv7JTX94VfHh/ysfxPudr/Mm14jlvd+7ln7+aMJY16WlfN1d/ooVlTp4XW1brqNBhLZ9xuErebkXUzVlV7qL+flJRx9DzqW14fOl4dPJsIu1zrq4WDO8F4rovcakZazagaQ/I8HBseDJ5f3ir/x+WW/yP/f9iPr/Klq6/nq5ov5ctPlLtN5rk20vlELso+OV4ZAv9qq/yLyx0f13/JLj/kA/Jv8VVna15aGF+26nlxvWWxiIgY4+h4uF3yK5sFr/Se/9+jxD/L/4zXtz/HndVX8EH5N/myk4Z3LaoNx8pXI/xdFrbJ8VovvLwvvDLsuNBLMiMrO+W2rFk4x9JrJboKDKVwFSMP5IL79q8Z0gWqnjP/JbyQX+LMN9xuPWcB1qFOGzRSlXmHejUVmew0qqfaVax+aldppJeBjVyw54K+XFHKSC4Rp+GJarF/9I/+Ed/0dd/I/+vf/J5ndt3+Xz/6w/zSL/9L3ve+933G156fn/PVX/3VfOM3fiPf9V3fxXPPPccv/MIv8IEPfIAPfOADz2R/3oo15omoQzM7zq7OmDFjxucT83p0jV4GBsssih7H1sqUHHidHqik5El9wm0KaEKaHjkYyg9jJV5WPbZYVhLo5shiztAPMI5ITPW10wgc5XpkwyYj1ao0KiQi0XoOfSeP4LQmJLbT4yDh91p/uiYf2mTCOo0i3jBmPURwH1IL5Yb0PxUhFCFnRykJy2DZkMNJKcDURSXZcVzQIpSxklt5UFJ0jKNnTI5UhFgcpVwnGPqpsHG50E5PiiR8KYgrmM+YT/V99cZOA8Rcz1+c3jvVgjenyUei1JHIQ9f0kAJpN3y3DvtxoOoOgY92Y77TTMAryTwxt/S2oJdAFiXmPdneHh9ENpsNv/iLv3j89y//8i/zsz/7s9y5c4c7d+7wX/6X/yXf+q3fyosvvsgv/dIv8b3f+718+Zd/Ob/zd/7Oz+NePxnmdWzGjF87vLFR8rlsZ0bFvIZdY7DMmAt5skL3YnQ+0S0i7e2CttMcYDTcVcRfZmL2XCXP0imdmwJgRAn+Dl1zh1s8z21Zc9Z4Oqc0B/H9pOY+mNUL1/5V2WAs1QB9nxUfPQVokqfx06hhUobiuIgNm6T0uXqd9vm6rti76g8VxJOd4rQwZleN5JkCGsXRuBN29gkuyis8GF7kNHQkc2QTFs5TDPqiPByVq9HoZaBgBF3hrdpCjEXYZcfl0JJy3YM+ec77hovouIywzYnBtqjW2jRaYZ+Z1G9V8V5M2GZhn+FRhE3MDFJ9nVoWdNbiVVGqAiwZjNkYcmFnkUH2eOnwoSYm3s53uB1aVl5ZeAjHYgsSwCGwaPp9DBnijd8NgJeaWr1gjZOGzp2SdCAxkGwkp/TWXZTPCH/6T/9p3vOe9/ATP/ETx+fe//73fx736MnwRATXV33VV/En/sSf4Fu+5Vsei298I37hF36BP/fn/hzvfe97+c/+s//sme3kjBkzZhwwr0fXuNJzPA0hndaxwIm08qo02fDqMARliq/OI35Tqi/DRY8+2ld107qDVYd0HTQBmgZzWiNwmEbr+gGGAa52sBuwbaQMVgmh7I4G8EM29iWy0XP2+QEqgaI11e6QfOOnBJmgRtBCozVn6FrFdS2Pv5lmeCgajuOC078zwlgcJNDxsJ2REAsuFlwfoU3XaT4ZGI0yGmlXVVtD7xmjo4+BPjtS0ekh5BspSCKGo5JcQY3lkOj6ROszi81Is0qEk4S0ii4VGve4B9eYKX3BhkK6hHGvxORJxR0/PB3SgVQEJ9WD7HAODjZicF3Y6hSHHQBxh/N8IB4bUj4luQhAygNDvHzia8yeInHxWW/nox/96GMGxYf0qm//9m/nx37sx/in//Sf8t//9/89jx494qWXXuKbvumb+K/+q//qmY08vpWY17EZM37tUFsoz8CD6xmth18MOKxhX/d1X/dpX/dOWMM69TiVKV25pjq3PtOeZPw9jywbZOEhG3o54FeRUrZsR8+D4NkmYSkdC71L151xIi/wotzhuS5wq6ljcUGZyJlKZMXJroDpPYNC66DTQtB6pSZTttHTC0hkShWs9dpldJxH4XyAbTL2KaMiNEkophSryYitFhpXm43bVH1BARr1rLnH2F6xGV7mVxe30M37eDQ0PGyrT1eh7ufFaLw+DFzpI6wkOj1FijBaNdp/MHiyCY00FKpP2f3R88quJhq+Lg/px0c47RCUwSKXY0BxNE5wckikNPbJuIgjl+xJEmmsYWEdCw3H5MOUjdGMIScGm8YYbcWZ3aGThlMfOOmUVZDHrDSSVZV8OfihMjV1y6FvaYzFGHOhmOFF8dJwIm2t5wCk+svGUtiyfcIr7NmsXzdxCPy5ibZtP6l++p//5/+Z3/k7fyf/3r/37/GRj3yEd7/73Xz3d383/9F/9B890/35qZ/6qaNdwyFA4ud+7ucAePTo0VNv74kIrr/4F/8i3/d938d3f/d38zt+x+/gQx/6EC+99BJd13F+fs7P//zP8w/+wT/gn//zf85//B//x3zXdz2bkYYZM2bMeCPm9ega2/wA5xzOHC6uUTypHG6CtYvWu0LMQp8cq+hpXabbRLpVwq92uBZktUHXAekC0jpoG6SppqTA9XhdzNhmwC578kVhvFT2vWefPf00SjcUY5CRvlywG+7j/YKhfZ5YSu2alYO6TPBmE5FVk4aUOqpY033K8XZ+IL7qrlSyKVNNg8v03DDFdJexqq6G6AmbTNsmfMg4f72NnIQUq5l8PwT65Nknf0wtjFNCYzW6lyO5dnjvA1SMRgKNM1opLDeJ1UVk2aTj+KJv87XJPYBBHoWSDmoxR0xKLpX8C87oqBHftVC+kRqpU1F7w4zhJvF3SAO3yZermJCcsioNqZwhImQfGdP+ia+xZ6VY+Gz8I37rb/2tn9aL4ad+6qc++x26sY1nWVQ9KeZ1bMaMGW8XvNk6+W3f9m38wA/8AC+//DJmxp/5M3/mHbuGvbhoWDeOzoGTqZ7RgjYgrUdWAdYLKAWdip3ucmR1kVj6wtI71s5zO7+Iw3HLVjy3CDzXwe1gNK7Q3EhhTKWa1BeqWswLLFxh6TKtK3gp6MEEvVQlf5+VXVKukmOXhUcRHg3G+ZDYlpGd7FGULrYMqWWfPJugLLzSKkcP1D7DmCvhs863yOFLuJKX2ZT7/KrzPIxnnI5rOvUUjGSFrfVcunO25SEAwVoEGJKxEUGleo4yNeu2qSYNvraPPCgbHtmvkvKO1p+hKIMMXMVAKrURaFaJpV2JDIyMOkzv09BaQyeeoDp5fhmxGH1JDFQT+NaamkbeeJZeWQdY+Tr+eWggjpMxfcywz0afbVLtQS5Gsjz9fmq140Tp1NGochIqWbaYiDKdzuWj4QnV9M9IgXpjc/zYj/0Yf/7P//nHnn+zwJ9/+S//JT/2Yz/GH/tjf4w//sf/OP/oH/0j/sgf+SM0TcO3f/u3P7N9euO2vvM7v/Oxfz+tWvSJCK7f/tt/Ox/96Ef5B//gH/A//o//I3/1r/5VfuVXfoX9fs+9e/f46q/+av7QH/pD/IE/8Ae4ffv2U+3AjBkzZjwN5vXoGjFv2ZVHeNfis0dYkEy5nlWrZE02SAjJlMZlFtkxxkS7r+RPWGT8ckAXY03/a30lug53Yqhjfal6VpXLTLwSxv1B8aSkyafqwEcoHhFHSj1j2LCTnpCm9B1XO51JlWRGO6m5DoWan5KHaley4KQcVU11V4RclGwykVFVnt6bYyzVZNRLwCuEbT5uD67HGaM5YhYGU8ZcEwof89qSw9fHq4oDOVdHXmqH8jAy2Wig6zsWrtBKYXGI2Ha5Ho/m4+ms+wJY7cw5NRpXvS5arcc0ZKV3jv0Ueb3PQo8wTvtRjsTbY/zZjZhymbw5PItUTXOTi0T/5ATXFzuedVH1pJjXsRkzfu0wjyh+bvhM6yTwjl7DvnRlNP5afZ0Ncp6SAWNB8mSiKRxeBA6clKOnaOeVW/mETj2nwXG3hTtN4SwUGi04jMxU82it67xwJLVOm5F1N9K2CXUFESMnR98H+uh52Hdskh7Jrdf3hdeGnvv6Gjs5Z7AtXlo6PaHPz7PfrdiGQONqOuSB6MlWkx+zwdIWwHOE0DHalmQ9V5LY6gUAxRJJIoNdksY9qp6gKxSlmLHPtYJKJlwKR8XXNtZUydflERu5T58uCX5F49eIeEZGLm3PNk2m81LfJ02Jj401LG1RVVuqx6TpWIyxJHYW2Wv1JG1Ky1pbbreeu62w9LDytS6F6q+1LzUp8SrCZsycx5FL2bDXDZlEIWGSKdRiLEjHWblLayc0TjhthLst3A6JVo1WCwXhvP/8jSh+13d9F3/yT/7Jx557M/V7KYUPfehD/PAP/zAAX/3VX83P/dzP8Vf+yl95ZgRXKc/eQv+pUhS//uu/nq//+q9/5jsxY8aMGU+LeT0Cd/Qj6BlkYCwBnz3RCUMR2nLoPk3dPhNKmZRPVgMUrVQ1UUkFGY85MJU1cTfaV3lKHuwLeYAcpSYN3lA11dpNasdM16Rwxph3ZBvZ656m1PQgrw5BiHpQGQltOST0FESqZ5eo1QLQTcbuU8ERrHYli9XUwbHAUBQrwnCMg1dEQPCPkVSHaO6bXdDMRBJJvSn6yResEm52HG08yNKHyfNsLLX4qaetElC7DI0qQYwuOTpndJrxCq0m/HRMqobTmkzkZPIp84VsStL6e/LqcKkSaIMcxgbkGH4Zb/iu3ZSWHbw5qv1XlcU3ohRraG1Fo09ujvz5HFF8q/FWFFVPi3kdmzFjxhcyvhDWyS903GsyzmWS1XTnYsKQPGmv+F1Cwog4AVFsSNWqYIRsep0CLcLKeRbe1cQ+X1VZC61NOhEgQ5pG3QToXGHlE6smcmvdszgdCScgvqrEyhAJjzLNzjNkx2Wsvlgpwy4VzvURF+UVhlQJKe8DJsYoI/vSQASflUb1ujlnVQVVR/AcS1vgiiOxJkqkkEiMjLZnLFti3tDHC4xI628TZEGRQiITi6EUCtfeWLEYu5S4ZE8vG3KJeG3xsqCRJQ5PZmR/iN6mUCaNeENLsIYVC5be06kes4VSrmqywTJXesUgW1pb0LGgdco6CCcBls5Y+ko81hFQpeRa521i5iJFXtNXeVQ+zjBcYjf06VYqwdaFW3gXuM0ah0zp5pk7TWLhEp3PiBitxie+xp51DdW27RMFZbzrXe/iK7/yKx977oMf/CB/42/8jWe6P88aT0VwzZgxY8aMLxy07jattjgJdfQNjgmEcEgcrGmDnWaWU2T1qo10XSR0GddYTQBsBem0FmFeq2/URG6ZUvXUZXqTG+byAA6rhI4TVl449S19fgkfOnb6gIKx4yFFEyXdZiwd26R0k7nqwkPnhFaFpROMgjpwkxm6l0LnUyWFXC0mctZKAiWPyw6SR1BSluOYYeam2uqa9Mk3vL3cdI5aZzRiLF1h6QsLl2lcrp1Tre9pJqSi9NkxZGWfHdus7CaFVTzI90tNOgpZ6dRondKIsfBKp/VYGgpeM94VvK8KL3U1lacUKEWJ0bHXTEhVJQeeYjJtf5LN59qVfKNfGUDGSMUmU1gl4FmWJZEn66Ybz06x8E5VPsyYMePzj9mDa8ZbiXcvd4g6LmIgllqDXAwN4eGCW+wJlz3uViW5rC/kjbG/bLgaQq0fpn7iyjtOGuE0wIkvrH2hcQUnRrJpxG4KopHJ62vVRM6WPevnR8JLDXp7AW1T67f9gL+/o304YgW2MdA5h6rUMCAZUIRluMda7rK2M9rS0IpDpEb/9CVzlQciCZuahc4cAU8jStDAWhpkspvIVuhLYis7rvQBPUIsPSkfyK9IkpFRIn3xFHMkq39Zx3E/DGeOVTmjkSVLd5ssVe1kGInIaFWJruJpbcG6nHKi3UQQ6pQ6WX8/Y4YrK8RU2MqOR/ZxUt7j3ZfiqamKJ9M5X/lCN9WZ+6TH8cSr0TgfRx7oA+7HX2QfH9L4E1p3gtcFWCHanj4+Yh8f0rnbx3HFVmu6+e12YN2NLFcD6qHdDk98jX2+aqiv+7qv41/8i3/x2HP/5//5f/Le9773mWz//e9//2ellP+e7/ke/sgf+SOf8r/PBNeMGTNmvE1xyl1aFvgS6Kxl4WrHqnV11n/ljKXP3AqJs2bgdDnQdpHuJONPBFk7pHPVe6ub8o+9u553ywalIDFhQ0KGTGFEk+F6I+RqpLrwmVV2FBPOmuqBlfsT2tzwUD07O6cvG0bZM+iWK05YjmtaGlYusPKOVVA6B6MXCorDEFFarcbuqob3Ge+rwsssU7LgnOFTQYFQKglkVs1V7WAEOpmAHgibw4RA9a2okdprn1m4zEmo3dBlNxBCwTelemhRVVM5Cim6Sj6Ngc0Y2EbPWKqvRZ/r6CTU03hUgil4qql+q5ngC21INE0dE1UHoof3qcmK3hcQmz5UecZi9GpHA/lS6qhAn8vkAVGLv/reB5P5KWDADh3OwKIsn/ga+2IluN6qomrGjBlfeJhHFD87zOvkk+HO2Q6JgWzK+ejZZ2XoG/rk2MSG9cORxWsR5zM5BcbR82DX8drQ8igq21SvrdYLK89RvdVomUYehZiFbXZsUh3pa9VYOalBPV3C33Xoi2fw3C1YdNVDdd+jy3NktWE97Liz73l9CGySY+Udd8fnuM09OgJnPnDaOBqpP5rt2rT9PMKVbLjkVZKNNLrgzF7gFicsVFl4R+dkqs0gloZd6rhMJ2xlz3l7xia/Rsx7ShkZdcsga9rS1NqNatLfSB3dXJkjWSDZklyMwTJ9Gel1z8CegQ2FjKeltQW3yx3uhpZbrWPhYe0rqQS1/ruK0Ofq1TXonk3/MkbhjnsfrdR9X7iqiGu1BgnVFPI6DbFNVb11JVsG2XMSXuSF8JXcKmeTv5ejWN3Pi/aKC3kVxdck8OkaCVJYNpHFcqS7U9CFsNw++YLy+Vp7/tP/9D/la7/2a/nhH/5hft/v+338b//b/8aP//iP8+M//uPPZPv/3X/3331WP/e+973v0/73meCaMWPGjLcpTsoJbVnQiNJ6z8o7Fl6mTpRxGjKnIXGrHbh9smd1e8Stwd1u0NsdnC5rp285pScGf0xOJOdqLJ8S9D2y7WFIqFOgJ8R62+7GSJc8q5TJBqvi6YMwFIfElrGcEaVnsC1jumJrrxF0QevOaGXFSbnL6bAmloalVwShUaFVxReI5ijl2qdA1RCtSYnmBecNFzOKMWZXR/7weIWh1IJpnEY0p5m9yfPCaJ2xmiT+p81IFyKrZaRdJfzKJlWbIFM+tBWwVKBP5D5ysh+4taseF2N07FJgTFr3efpAVQVx1fS1cZUQ7JqI94XQJHxrlUBzHItDi1ZHGUodz6x+ZLXQPSZNUgu3WCrBNZTMaOnYZRUTlHo+6/9ff0gJ863/LSuqZsyYMeOLBfM6+WRYnCZ8P7CLgfPR02dlm4XXB8+qb1j4wuqyEKRgVJuDR9HxYFQeDNVsvQALgUahnewRgGOa81VynEfHZayNu4UXFs5RkNogW3g4XWC3b8FqgfmADAOiiqgSzntOXus52y7YBeVe62h1RXB1HPJOw7Xfl0AswiYrV1FZ9h22u8VG7rOPD9mUAekc67JCgJUX1r6mDVYDdWGfHatR2aZAEwPiHVe8TCoDQ9kwulOMNV4cnVeWvjY5J3uyqsDPTEmLjk10PMyFpJFq7Q4da87KLZ5rOp5bKHdbWGhtWB7cNfqiFFO2SfAy1UXqCLKksyWt87SuTjq4yQesmvJPx5+Ey9HY5YSi3M7PcVtX3Gk9d1qhdfV3lgz6FDgfW+73t7goe1QOqraaxg3gfK0tde1R/4Qm859HfM3XfA1/62/9Lb7/+7+fP/kn/yTvf//7+dEf/VH+wB/4A89k+9/wDd/wTLbzRsxV7owZM2a8TRFEacXROMdiGvfrXI2UXjijc4WFSyybSLtI+BNBT10lt26v4XQNiw5bdNB2mPfHsUQpCcYI44g0AZyD/YDkjIwJt4hYKpWo0UxQo1Ems3i5fphHtd5qso2M8ZwoV5SQyS7iXUvIgUXx+FwNVA/eVtdTkXr0DjMTVKqKq5I9BW/QlDrmdxjPc8VoitKqHmOdoZJIldyqxeYqJNZNZNUNhCZfq9tWDgkO6aYoHUCKQSxYm5FFRtuChoRvCikK3RAZoyMVd/Q5A3BaPcS8L4SQj6mOGqaUJb3mFe2G5+jheKsCq3qdHUZDD9vOZqRSSFbYS88o42R4WnB4FI8zh8cjJjjcY2TXZ8IXqwfXW1VUzZgx4wsPs4Lrs8O8Tj4ZJIDPGSc1/TkaXETYJ2rQizqW3hH02qh9k+ByNK5iTZhuVACHcJ0cnYscCbFtVi6j8HCsY3zRhFtBawpzmu6vohA85gM0LVYMaRtYNEjrCW1V3C994aRx+Em5dOKNu03mVpOOXqFjVi5TYO0cxRy72PAw3WPvL3i0/RhD8wJpIppUKrm19DWYxwyCCiKCU8dYWrZ2ylYeUGxLLgPZpeoRqkLnlJW/Ti70E9E0FhgyKErKRpMDu0OIEkpnSxYSWAXlNNQxwJWvvmVOjbEokmHvauBOUEdTOhb+LkFaFtbRqOClKu4PtVaaiLFdquqtfSqMVljQsXKB5xeBFzq429RxxqBGLFXBv/CKSkD7Sm5VRVslDFNWyoHTEkEOM5RPgM9nDfV7fs/v4ff8nt/zeXv/zwYzwTVjxowZb1MEcXTO0bp6U62y9kpuLVz1kWpdpm0TflEqabNuqnLrdI2dncBigS2X0HbcjPgzmAiuAZodogqqEBMyJNgldDScv04pPLic3HwoguLQiWxR6RBx6PQ4KI0OOPpkUf2zxlJ9taJzkAynBRFFJ48EEUNdJY5Uq3l78IUxOVJR4pS2eCgOampRoXV1TLALia6LNMuM6wy3FnTlkNZD6xDvriMVi2Faqj9ZUNRlxGe0K4QIzZApsRYwB2LqQMSpA/U31FoK4jka2FflVn3kUUlRGEfHkBxDdgyl+n4dUjHNmBIcr0cRi2RG2THalmwJo5JcTgKNrPAWaKzjOhbgM+OLdURxxowZ7xzMHlwz3kqIgjomxXUlSTYRXtmPbMqAYbQEGp3U4Gb0luhloFBorOGOXx7rn8NonFFDdPZZeTAqr+yNV/uBaJk7oeM0OK5iw63BYfupKRkTkjM22RIcOmgSFN9EOp9Z+8zdpgYPnfiq9L+36Dlb9oS2NuBSFHbblsuhJegCw9Nf3gNg35wz5CuijyRbVIJLYTWRPYKxcIoTJQjE7Nn0ax7pgp5zxrTBfK41rCrrAHcbWPtCqwWvh7RGZV8EFWHIik8Oj8OsHAmqdeM5C1V9drtJLFz1mwXos0Nx7J2ycMLSOU7LmqTvo7GGU9excEqYStChKKMdyD3h9R6uYuFRqmbwd5uWO63jPSvjS7qRe13PIiScM2JS+uR5re9oXUNQz6Nh8vLKcJUcm7Gh3SWabU/oEpafTMH1LP1Q3yl4aoLrt/2238Y3fMM38IM/+IOPPX9+fs63fuu38vf//t9/Zjs3Y8aMGZ8O83o0+TxJ7UAFgaC1++WmuGqoo3UYWJ5ahzFDzkguWCmf+s7ptCq3fADv6whj8FXyfqPOr8btMhFSNW1myEZfqqooWTXSDG5BcAu8LljorceMQZfO0boq93Y1AGhKAxTG4mhyATwawUi4Ikfy6KBqUqkm9N4qeRSs0BQ5qrqgjjh6NYLLeJ+rz1Zb0GCIm44nTy03M3A3EqSKYblAKli2Okp47MaBNhyJt5u/IJkij46EllINXM2wXFVblqBEIfbKODhi9OzGwC56tsnTF8cuK8PUXcx1M9W3wjnIkMuSolYVXBQG2xNti6CMssVrx0LOcDL3tr6QMK9jM2bMeDvjnb6GlQFymszfsan2EvqSeFn/Fdv4KkO6QjXUUCCgkHDSsPL3ONHnWOeWITv6LDipjcG9GGMRdlm438Mr/cC/kl9gtC1j/AqeH25xGT2bfcfZ+SXu0QY5uajWEouh2kxstrDrsTFjRXAUOi2c+IJX41aInLYjd25t6W5n3GoqJmOhe7RjeTmCQZ9XXEVP2d3lsn0vu/Q6vfQkWx+9Tb0YrV7bKhxSCBdeWGjA0wKQSg+Al+oZu/aV3LrVJDoteK2J0rvk8FkZsiO4mh55gJd28s9SFr6Sawdyq/W5pkWaEFTrfjlYBiVZwKfbeFVOg2PlpY5VmtCXOp64S/BwgNf6xFUa2UvPbV1zr3U8v4D3dCNfcrLh7NaesCxIqNdA3CvtozwdY0MyZZ+MbYKHo3I61OMPDzLLEsnuhmR/xjPFU1e5P/3TP80/+2f/jH/8j/8xf/Wv/lVWqxUA4zjykY985Jnv4IwZM2Z8KrzT16Ns5ajFUblWAxWqqfqQFS+Ofgj4qypNJ/Y1YroUiBHpOmS9x5YLaBrMuUpqFaskWEow9DCOtViaSDHLYBlycvTJs8uObapmqZejcRFHLtlzKffpywVGxktLoyuW3GKZ1yxoWbrAcvJfaKfxykarzP1aOFWVXAAi1d/KaSW3jp5U0zhfLsBxHNEmEuzmOZp6+cKUWCikUcAUGQw3GOIz4jK8UT1eOB43RlVqZcFMryMMD++h1TRewvScXpNblElxFSuxlQehJGEcPMNQia0xO3bJs82uGtZmYV+UIV8b5h+6psUpXgSXFV8cjTT0ssNLx75ckMqO0Wp6EQpBnsxk3qZr6VlgDpr/1Hinr2MzZrzVsGc0omjPYBtfjHinr2H7S49JIBaHCDRqrINwN7Sk+D6uwm024QFD2VAsVl9RA6cBEaVQiFYYsrFNtYk1TGnMQ4ZtgvMhcV8ect7/EjFdcWv9Ept0xkV0nPctt+873CeucM7BelNHE3OByy12uSc/jAz7hmy1sGldJbrWzch60dOeZPxdhyw80rjaDHUDC5+4Pey5NzQ8aFuG7Lm3fzevuJ7MyFgysUxB29S/s6CGTaOGXuv4ohdFqWnXZhmRaqIQnNAok6VGoXV1RDKVQio1ldrLdTlWMAoFNYdXJahMDd3rpm4xKKXWd3n6m1WgU7CgNC7gRVj72lStvmEwWLXIuBgrufVyPmfrLuhszcI5Thu402Tudj2nZ3u65wu6VKRxlCHjt4VSduyj5yI6LqIjF9jFwutT4mSfhQLcHXriUxBccw31dPis2rh/7+/9Pb7zO7+T3/Jbfgv/y//yv7zjzARnzJjxhYN38nqUsRp0yDTaNwm0isFoQl8cmsFHQ7eGyEAzZig9GjM6RFi0sOuRZQddi3j/mBcXVpAxwjBCjDDEyVDAKjmThZSFMV+nzWxj5sp6rtwjtvkBKe9xrkPE07JmYSuW0tHptXdY62rqzcHHywlTkuJUnRy8EXItc8r0aUXFJn+qgzeVHIub43PTV50GVVSNkupoZM4FjQ43ZlRB99N7TuQYTB9qbvph5Ws/LHuMTLO6DTVEC84ZmupYojiOCrHDNi1CjkoahTQ6+tHTx6raGos7klv7VGPEx1yNTMuNgs2p0BioCAqoNLiihBKq95nCgBBtj1mqndObO/LpYNeeX58rntV2vljxTl7HZsx4q1F4Nh8Q5w+Znxrv5DVst2soviHlep/zUpP87nQOpyv2ecE+32MkMWokaSLKQCbh8ARrKRhjKexSVcNPOT4MuaYl73Miy0jj1gS3wtNgExG2y47dtqV7fYeES2TdV5uFbJTNQLlMjI+Efe8ZsiOVa9W7V8M5qwpzJ4hTxDtMC9opNlQLiOrdZSy8sLIFjS7Ikuox5eoJFovgxXDlk0eCRUDNIfLGzuFUy8ikfqPWatz4+cPfbwbK9Fd4CNE5vsYmQ34pII5ShGiOOKUhGtVlI1gdeXQCwVUCDmptNeRpnDAWLlLPub5Cyjs6XRN08rjVQuMLvjWkVaT1SKhGGyUavrEaJqRGq7U2iyVzOULrlGIeLx2lCKLxia+xuYZ6OnxWBNe73vUuPvKRj/Ad3/EdfM3XfA3/0//0P/HBD37wWe/bjBkzZnxGvJPXo2SlxhCbUZB687ep4zURQdW0XemTYzk0tBeZ5flA90oinFziFqAnHl0FZBmg9UjXgp/u/KJ1xnFM9dFHrE+UaORRGKNjKJ6+KPss7JNxlRPn7nWu0stc9R9HpWHlOoK0tCzorKVz1XuhcVJHE6cuX6vVBD5o9XLwR7l/RTEhpusCyZDJFLSmJGa79twyuxZW3UQ1ca3FlJsUXSpWxwzf5PWlvtGRSDN4jFQ7/LwyjT9qxrv6NYSM99UbTF15THFWspKSEKMn5uq3tU+eXXKMpuxzTfIZrBru3yS3oBZrTQF1Qgsk52iz0WZhNE+XAy0tG12w54pkdSwgl+GzveRmvEV4J69jM2bMePvjnbyGvbJdsm66agpv0GrhVoCFE+61SjIlFn80TU9GTT9Ohb4UEgUT2OZELIZOthNQX5us0FuilQUvhK/AE7hrZwRXFUdX0fH6dom8Auttj2t3uLaqzdNeGXvH5bbjUd9yEQOxVGqo1VIDfZJiEUpfUM3HSGebOqiqtSbr1CYvq0Bra6L19NKzSwu2ybNwWmubyaphnMKCamCQHdMPq0VDxsSmUcL6mmxCLDo9p4zFVduLwkSiJZIOx8LOMFI5jHEqITliETTZlISo9EXYZiWWg6VHLW391FBVuXbu2GXYRuPBOPKK/iqP+l/GuwVePI1KrUm1jl8CkK0mazMlbE9PqxjNFLzkBKIZl+PAPgceBccmes6jI8yU+VuGpya4ZGppt23LT/7kT/JDP/RD/K7f9bv4vu/7vme+czNmzJjx6TCvR1Wubceb/bUZ5WgCWYnFaocvHWTZRrdfsLhMLM8jjcssFpFm0RNO9uiixhfLItTYaeeuI21yxsZU/afSm3eUqpLMMMsgWjuNbkErK7x0+BJwoqi8obs3PVQML9dKrsYVGpdptBxHC+v7CIWqHqvFY43SHq1+TVbJrzypkN5IdB3eXaZRyEPnUOSwH3ySGXsl06bzbJAnEq2avdefddixCGq1Rm63LuO14F01uOeoShPytL+5KGOuhTDT9hw1kbKRanBxeO/HTPwV/EHRZdWPLThHKjWVqUmOtjRsdMEgeyI9SX7tZfFzGfepMa9jM2a8tbiptv1ctzPjk/FOX8M+vm85Kw2NFtxEoJzptYH4oRaJpSrdD4TMVVQ20dimwiYmtjbyiCus+hig5nA4nDkcyi07q8nZKqyDYzV9iu+zcj4G0tWa1b7Fa8GpkYvQZ8eYHVfJs0nKkJVMbSSCp9EGAP+osCSiuxFtq7Ko7I20g3F0R+LJSU1IDLljzxVbveAyrVkOjiDC6IXBHIrRZ2GfaxpiLJky1R5mRiIylMyQPftcSSifPEELDmM05So6Nlm5irBL1dM1Wj8NKRZiyVXtngQvSrSqIBMqWdaXqoTbJxgnEq0q3Wv9dEhXLVaVW5exsImZh/KIy/hxxviQxn9pTQOXus0hK7sYWG48ohFtExqgRMg9DLvAkBz56EsGgrCVPed2wf2h5eG44v4QaPXJaZi5hno6PDXBZW8YQP+BH/gBPvjBD/Lt3/7tz2ynZsyYMeNJ8E5fjxxazUj1QIgcfAgOEu9akKcCRYTRKpmzz8pGHcupmFgOifV+ZNmP+LbQ7CN6mtEUkMYhjZ8ylOv7ioIGUF9oQqZ1iU49CyesgnCWGsb4bpZ6i/3iCoBgLY21ePMYRiwFVNFsU3wzOKvjhCIFL0ajhc5lWp8IWlCdbvFWSa2UlSKukkPTo881qnmYRhVjuR7bvIkDkXXs5klNPwpitK4qx+p/szoqeeNn86QaGwtEZJLCc5TBy/S78Ho4BpvMVwuNTqmTaseRyQNqAlMiSCXvOqcMpXYhYxH2UruRwjQlyuOeMMff/UR0OanXh8stPjt6WzDIQG/bJ77G5hTFtx7v9HVsxowZb2+809ewT+yF3pTTIKx8VTotXaGdmloHFXqySjCNxXGZlE5dtRcQx1iMi5y4kFerd2beE9yatbvHqpxxxgmnPnASqjH70sHSV78vqHVdMuEy1o/2B2VUnyvx02dhKFWpJAKtE6IJxRp2yRGz47QfCCERmowI5KSMo+dy33KVPMNEGB1+38l6so2c65pmdIgElllYuGk0z6BP1YNqsEySOKU7ZpL17G1kmzwXo8cdCCocInXkcZuETYKHQ/V13bmrarNghaKZoWS2KeOHOh7ZpOpbZnBUjlV1WN1fgVpvAuh1aveYYZuMqzFzUfZs9D4x72jCHRp3gjNHKrBLcCmOB31LMWG9GyeFfqEUJSVlExsuhsA2K2kqCFsVQg5s5ZKtnHMhgfP+Dsv8hHYRzDXU0+KpCa5f/uVf5rnnnnvsuW/91m/lK77iK/joRz/6zHZsxowZMz4T3unrkZdaRDjkSG64I2HDFNdcDdsPI3kHrwMnj98tD4ac2JS6eLNdJFQll5XqzdA4pMm41gihklBLXxiKchJqxzDZgi4H+rIiSUJMjp4JmVILqykZUdJkQDoZfcKUiCh1zK91ddRPtUxdN8Hl2iE0g1jqlmFKc+Tar2rMkLju0tVtT+cAMFcJIQ4JQM5YuEKneVKQVULKy/UJSaaUG6OffakEVF+UoUweYFCVZMWRrNCIkVzt4rYUtFR1mhPDO0OkHEk0A/INVddePUPRWiSn6p9RBKJBmQq4w3FV/4p6PGFSfWUTijmkNIgJVp4smnrGrw3e6evYjBlvNWYPrrcW7/Q17GK0aqSuUpXTU33lpN7ndbJC8NTGlptS+8ZstCpErU0pMSETGdOG/fgKXfM8Cz0DwCM0TlhMnqVLD52ro3CHQJ5YhIGpsTnZVfR5IppyJbfSpCwap5FAcIwmZIQhu1pvuYxTI2UlFeUqBq6iY5er6X20mtacbcQss3XnbMqKNlYVerLqSZWtjhbuc2GQEbOa8GyWSTbQ6559btgmh9faONSprh1yVV5tk3EVE1vZM9qWbCMAhcwgIy7r5HOlqFa1VDEjFyOZHf9mvcixJjqo8Zn2sc/GNmU2ZWCnO8ayBVEat8RLBwaxGLsp4dKPYVKYhSkQySZSTemLsk3KLmtVjAl4J6xSQ7RTnHgG9mzlkmjtr9Ul+o7DUxNc733ve9/0+a/6qq/iq77qqz7nHZoxY8aMJ8U7fT3y6vBSCwKvECZPgW5SDbValUNeyuQbMD2m0bnGZ7xm2ibRdolmVdAF6FrRdUDXkxdXF64VXCEhxdB1ARJtn1gPI/1EOGULCEqnnr54drFhLIVYjGSZ0QqRRE/1gQopMOYGkQAoK1+LM4fRaKbxha6NhDbjvCFqWBFSTLRZ8X2odhEACZLCWBwqhzHCg/8DxyjrAxHktXp+rZyx9pmFL6x9Yh0iqzYSfKLpEr4rqOdo0GURShLioIyDZzc09NGziYFNqsbwY5HJC6wWnSYCFBQ3Sfxr0dv4QhsSzmW8r+b0k/0FJSsxOvZjoE+edgwokMxRECxX2X2cYoJUqum8PnaNCN30TE1aFOQJRxQPI6/PAnPz8VPjnb6OzZjxVuNmg+Nz3c6MT8Y7fQ0bS2GfjTYJndZ2W+OMxoxgE8EloDapt22qzdRqCqDWhlRLQ6snZF9JnMavCdLhzRPUVSWQY0qcNpauemN5uc4FSlODrY4UVqIrTuRWX6qayaZaaMiVAGvVcRUdnfO0asegnzwp0/dJuUzCw6GO8W1zpNcNY9oQ8w5rCs4HSC+wzLVe8SJkM5LBJo/sdU8u40RwJcZ0xVXzsNaWwxlDDlw4xU31TyWUMn3JXHA1JXJvKCQ8gWyRrVwRZWSXGyQJJkYmUySTyCiKN09rLZ0EOvUErWovqL5gyaqB/5X1XLpzersk2UDr1zR6QiMLMlUpdr+HjVPOR508ZMNkcVHPJ9RzdpgaOPh+rb3ipWGdPEM5pS+JaJloT+6HOi89T4fPymR+xowZM2Z8/nEgt5zKtXpLanGycIWVyzSa6Xym9Zk2JLzL+CYT2oJrDW1AF4IsHLpooHVI18AiQBOqcssdmJ0CfUSqPAnJhlskusXIySSLP3hINar0uRYDfVZ2sVTSJyf2JDZ6QbQeEWGwe/h4hqMWHtmqN5YKND4T2kyzzEgA9WDF8AlKLKgruMm83au/9taidgT9oVM5tfFEKhHYuSnK2xdOfOYsjCxC4mQxsDyJNKel+pGdBGTp65jmdZsUSxnbJcrVyOnFQNor26uGq33LJgb65NgXx1hqt1CwSVlX8FoIE8HYNZG2i/jG8G1BAsh0Z7aYyX2i3SWGwaMYafLuGEslz4ZUu6NmhkwdyuvY7Lq/VdVXv29wpKeSxT8bzxmbq7MZM2bMmPFFiLV3BK1BP30BUDROoThZqgpcS/13EaJpVUMd/ULr/Xqpgbv5BdZyi9QkFKHLC1oqkXIgao1ay3idSC4pBFfNz2uStDAUZZeUNjkGJ1wlIEKPkEo1dx9yla9HqWRM4xQv16XOgTDbZ9gmuBwyVylyoZfsyiOGdEHOVzjXMOgVV7ok2YKUOlRqjZKtemeNsiNzaK4pMW3ZutfJbmSUgau0JsSAIhSMKJFedozaM5QrxrLDpmoK0ToeKYkdYCQyI6kM1MglxeuChd6iZUVjTVVYWaHkqnJLlhmsqsC2csVOzunzFaWMqHiCrmhlhTNPlMhF2bPtqxfaYXLCidbfgwheq7qrUSE4oZFaOqvAysPKC6V1k9LLkwpsxjeLNfpkGM+uFnunYCa4ZsyYMeNtikO6Xy42pfpVDysn0Eihc4nOZ9bdyGI50q4z2l4rtGQZapR021SVVtvUO7L39aE3qpySISaOmuspYFE8OGcEl+mcsnCZta/74rXe/KuaSihJkAxJItvykCFfUCxjwVjlJZ0qqbhjp0rVcC7jgtX9bkEO0UIZSjJE89F4PoyljmBqJZOGIvRafSYOBIsINGJ0rtBqVW6dNiOni4Gui3RnCX9HcbcXyCLASQerDtqW48HkgqSE7Af0co+72BM2I+FhT/costq27EbPdgwMZRoppKrSgqu+XI2bSMc20SwKrjPcQqATZMqttlTQfUE0IWrE6NjEQKPVH6wYDKVwlSLR6thhK47WeRoRvKtF2E1Un7YnL5RmBdeMGTPe7nhWatR5HZvxZnhhAY2f0vgm76dhGlVr1dXwnMkr60By9UXYpZrcN+ZKKq28Y2FLsi2meo6jclyAsRi7NBn6a/XhClJY+sRJG2l9wrlSRxRTNUO/ig2b5FiMjkeqbFJVlacyWVlMOUKt46gEg3oMY4GhwCbC1Zg5jyOXsuHCXmYX71PKHudOaFwNEdJpZzMT0UYhUxhlJFvEpr8gEU8uW/r4iFxGkuvZ6RIv4XhO6whkpFjBKDhpqEYXWrdrI6lckcvImDfkMuK1o/FrFv4ua+5ylk9pxNO6Ou1QqKqtvmQ27Lh0D9mXC3Zj9dxSDQTtpmCkNV5aMBhkTy/bmvpIRnF4CzTW0ZSGTho6qyb7IooWKE4IUqcqDinhjdg0rlrXksvxyVeUee15OswE14wZM2a8TXGQVx+8puJUoBwIFQS8K4SQCV3BrUGXip51yLqFdVdVWou2klvBgzpMa4cMK0gxSKlmW9vB9KlUFVMsdVxv8p0yu+aADj5fblKZicjRJytNBqNDuqSURPL3pkycT+9xInKjtYihCNYYLhohZcyEtqR6/A681KImTuOCwOTrdSC4amHY+UTbJnxbcAvQhavk1rKt5NZyAc1E/olCzvWhtZgTK6hTXO5pc8bKeDTE12SM+dqmPkiuxJ1a9RRTQ70hDvCV3DoQXPUHQELBecM5uzasnSqkXIzeIr30ZMm01rJMHVEdnek0slg7okwjmzaXSjNmzHgHoSpfPncFxDyiOOPNcKcpeGdsUjVyH0pVcm04BL5c+6QexteGUg3Y03Qfh2r87lSPbaliNinQazDPMEnRDaVzcFIEmXy+Fk1ksRzxTUG02igs9pFml2nHALTT34Acw3cOavagRjdZWogcvLOUba57shfIZgxEetnS5wtiukJ1QevPWLjbLDhjWZZ4HEGqSjxZJbtuQlBE/NGPq1gmEREbQZicWh2CI0xydpFr1blZJjEwWiTmPansJ0P+FevmBTo947a9wBlL1sHjneCnpt6YjbHU/RllZF8u2KeH7MdXEGnqSKhb00odDRWrY4+JgWwDGDhp8dZyUk5Ya0vnlM47WlcnBrzU0tDJIQ28fl1ooXNleq56ri4kPvuLcQYwE1wzZsyY8bbFWDIuHwzDpw6VQaNCl5VVqUmDVkDUkFaRVajk1q0VnK6gbbFFd03gHJALjCOUVJVbwwj9CJseu+rJFyNlU4gbpd8H+hgYsmPMMqXXVFLpUMxVlZmRrJBlpFiklATUjlc1oa84RLpX43vFcp2OLKmOLR5ILrNK9KgvqBO8y7ROKZPKyyv4LCRV8g0F181Ew6CZ4AuiBXV27JbWT0QTmZdL/V4E9EaxplofwSFNQTvFLQphqL+TUg7eV3W0sJhUcos6UmkmWBFKBslM5g2FGyfik2b7VOwxj60M9NKz0Uf05RInDUs5o7Mlq7SkFVeVdAiGkc0Yn8Jkfk5RnDFjxowZMz41XuxG1AXc4Lk/KrFU4/l9yiQ7eGTWGqcw9QrNyFbwqngRFt5xEiZVlmPywBL2GXZJeDQYVynyKGUWMSA0nIRaDQSXWa4GFs8V9NQhTrBstJcj7cPEchOOdYNXR5zSmJc+c+ozrSusQyS4Wt+kLOxS4FEMXEYHKPvkcEkxMca8xcrAsvsSVuE5bttLnHHC0nsc4Cb/rbEYgynJEr0GasahIuJQCThtCW5BKytaPaGxDk/AW8Cbx010F1SiLEkiyshWLhnYkMtALiNtuMWt5j3cK1/CGUvutIGTRlhNgwhCbQLvsrBLQiyGMzf9XhzL9iU6d8rS3aWxjmDXyq3EwFg2AKzkLqf5Fs+HFc+vHLdbWPqamHkIFkhWR0/HIqSprm20Bhi98Vxvmv0TX2NzDfV0mAmuGTNmzHibYm+RYiMxeZIZhpvS9mrsdNAq9+6Gagbvh1Lv8jl/elOkidySfQ8xwmYLj7bQR8r5nvwoEh8J486z2TZshparGOizY5ur78NuiqTepfrYp8I+F3oZiPQABL+icSsWnNGKOxqkG5CoqThjdDV+egcuFqwxxFlNejQoI5SoWNGjLkmkjjf6UiiqUAoilTQ7oPoxKLE4hlTQPkzpgglKxFJBNgO6G2G5ux7fVL0mnmKCfcT6EdtFSl8oEaxcv9dB7n/UpBvE4rBUyzYRAzF8MiwXNFZFF1QCr/SQ90IalZhqOlG+MXZ4KFqzDezTQ7KN9P6MTk/o5TZLWxNyoJadVb012pMRXMcRiWeAOX1sxowZny/MI4oz3krcXexx4klFuErKFbCJmY/bfS7s5aOZuLsxgmcUGllwas9xlk9pnRJUWAeOIUHZYJMUTyW5drHnvn4MLx2+fx/3Ol9TpdUIi4K77dE7yxoOlDOyGGgZQCLrYWSf/eTRBa0r3GpG7i57FouR7jShLaC1rhovlUePljzqW4QFfVEuYsuurAm6gPY5VuEFbvE89+SM0+BZej2K7JPVus9lIaWWnTUI10ospw2tP6XVU9bcZZ3XLKShEUfjhKB6EMljBmMu7HOmLw1JI3s8iOLdktPmJZ4vX8qLzYpbjeNOC7dC9aJVqRYe+6w8itWjdMyO03FN1neT/HN4GlZlRVcCXhTD6C0RJZLtksG2LPUWd8s9nm873rtWvnSZeHHRc9JElt2Ac0bJQj96LvuOh2PDo9Ezlhv1mtRk7mUzsugSLj0FwfXZXpzvUMwE14wZM2a8TTHKgIkQcaTckEpgcA6jFjGKZ8yVSFE1xPU0MeFljx5iBhcjEiOEcM3GxARjhF1flVsXO8qjnrJLpIeF/tKx27bsxsAmBq5iYJOqmfx+8pXY5+pFsUvGNmY2ObG3kY1e0NsVAI1bsXR3WNkpravpNjVrsCYAjUXZpYDuqzGoD9VUXqcayQrkLOTkiNGRco25TkXJZSKDikyx1Yd46BojHYsgAkNW9rkmFLaaWWwT7UWk7RIuRPxyRDuq+s0BTg/Tm2CGDYbFQhkg95B6Zew9MXmG5CZVm1IQslU1nYrhSo3fjlNSoveFZp9wvo4jVkJMyEkYB0eMnl0KDHlSo1nl2rwIrbW0ssZpoB/OiWnL4FeMfs+gZ7SyoqFFTHE4eul/ja/UGTNmzJgx44sTq8WI5sgqhmMtAzDKnm28z5g2qAa8tgCkMjDGc7xbUxaGiuO2NahA64yVKyxcwZDJF0u5TErAcxlfZkwbTrs7vCfdYTTFTGpATesnP9VQvUJjQdqIC6VaImDH8bizZuT5ky2nLwzVd/TeClm2tWvWJ5qHO5qPb1g+GInm2KSOB8Gz7Vcs3G0aXXGL57llZ9xqA2c3FFM2jWCq1IbrmD2eptpKUDDLqAZaXbPkjLNyyqnrWAWlVaF1QtDHkwn7rIRR8VnpyxKvHUE7nOtY8xx3/JJ7neN2A/fazK2Q6Vw95mzCJnkKDhVhyEqyhibfQanG8MvGEZxMai/jMjp2pWEjRsp7vHuRu03LuxbKB9aRD5xdcO+lXT13Z7UBailTzvecfaKnfbDGbMWjWBu/kpSFc3TTiKTzdXpgxluDmeCaMWPGjLct5CjfjiS8OaQIIRYaVVongKOLgbZv8VcZyxFxEWSPZoNugNVYvbiOBFeeCK4B243Y1UC5SKSdHcmty6GlT+5Ibm2yMuQqp99n2KdaJOxSJbc27Nnrlj0XxLLFrNSCTzpCCZNPRVVf1ZQZGIsyJqWfup4+V9P5Y1evQC5KzkrM1cw95koqxaKkIlUePyUVVdNTjuoqEavpNxkadQQpNLHQDZl2lwhaaJtECBnnS4339hm5MSNYslCSUso10TbG+v5xIreiuZpGNHXyhOqbkY77poScGaMj+IJz+TjCWCYV25gdQ3KMxR2PQ6gJmi2BzlY0esLgNozxnDFmBAUPppkiKzwBI/A0OoRnlX44pyjOmDHj84VD+tyz2M6MGW+EqOEpqNQP1l6qCfxJukVp3g8Nx/G7RCbJwLZ5SCxboCqrD9dWDYKpXqFKobiqhlp6ZSEB7xbshldqwmC+U2uILNWv4JNgkI2ShFQcebJ/8FJoNdMt4kRuLZDnz2DZ1SJsiNX2ob9iMUZWm0jnGjqntOJodE2xxKIsWTjPwldya3HwgbVrv7FcauCQKwcVecFsRFAcDQ0tnXhaJyy9Vr8qV03vD9qnWOr30R3qpYCTBuc6gixY2IKFU1a+jgyufWHtE63LIDAmJanQqTKq0Lp6PoPKNB4qdB7C9Ib7XN+nGRpUhFQGvDUsnLIOcLcZuHWnp/nSBr2zgjsntfk5RnR9xSJfcbIb6PoOTVptOxAWuZ6/VByYcEOM/xkx11BPh5ngmjFjxoy3KZa2oLVFdSmQKv5WhGLGPhlXWn2wBE+hIxVh1SfOxj2LzUh4FJGFIAuPdP5oml7NBzI2pDp2tynEKyEOjv2uZTsE+uTYJ0c/RV3HIsfEnTHDPheGVNjkxBU7LvQB+/KIXbxPyj3BLWl0hbeGBn80ojeDXITRBM2KP5qVKo5q5CpyfafPRapaayK0ojlivia24iGWu9QI7zwpuW5+UKkd0urv5afCspGaxBi01AhutWqarwWvhmLIDaLIqB5b6eAdhhz3KVGLymxMIdf151ypCqyhGCoBL6Vu/2AiTzXwP5BgQ1b6LJOfVy0gOycsXaDkFYM+h4XEVoSU9sS0q6lDXlD11Csh4J741j+FFTwDPKvtzJgxY8bT4jMFmDzNdmbMeCNKqvdoqLVE64STxvEeOeNL5exIohzIn1iMi/E9PLKBne3x5idPrmueyk91x+HOeSsod9uGdw3/F7r1GZ5QzeCL1LTmXgm7iFuMVYUfC3Y5EB8Zu6uGi77lInrMQL0QfKFZF9ydJXLvFJ6/i62XIFrtKRTcZqTZ71nfH1m4Ba0qjXMsygkAa21ZB8eJp5JLrt7pi8mk3IJRhSCCw4EoZlYbnOJwEgiloVHPwikLV03vK8FlOOrfXCoyBVgLxZQuBVpWZB0JsmSZOxa+/vzSFVYus/CJxtezqdTmYNBCUKFzQg51HxuBdYClqzWeUcdCiymPxgYvHTn3KMrCCye+cGvR030J6Pvu1fN2+zbmPTL0yMl9XMqsz3e0FxkIXMTaN87mSI2w6Ftan4nuydX0cw31dJgJrhkzZsx4m+LMNyxCO6UW1pu1E/AqNHpTKi5skqK0DMWTsrAeIovNiG8Lfjni2hHxUuXpU4yOJcMylKH6SmGCaiH4Qjf5ON286dakmkpSxSIUVdyUwlMskW0kph0pnaMayEwpOoeEv2JkZCoA67GMxdXjSILTalx68z5/kwDKJoxFiaWSbulAbk1fi02pPp/s3T75llWC0GsluryAE6WZ0oVUwB++x46kGFxbbEEtwgDyRGXVrinHJMXD12xGQcmlPuO4TlCSA8E1EX6ZemzJhOtYAQiTnL9YYCinJDcCMOqWXCLetYh4vLQE6+jKAn3zVu+MGTNmzJgx4ymxGVqCBPZZp6YinAW401bSZeWMtU94vR63exQ9r+w9D/qWvpTpeRiyEFUnkqjQTMbvt4Ly/EIZyh3uxEowidT6bp88+60n3B+xvEW8Yn0hPiicv7bk/nbBx/Yt56OjdXasL8RfjzVa10G3AMByRryvEYD6+LEq0FhDsMAqOBZeWHjotPqGiUxB21YV5v6Qom2KE4+TgHMLVD2KQ254ox5SuL0wmdVXkguFxgTvoClCq46uLEk6VmXcjZTKwyTAoZFoVpuP+UaSqsq1SqxzcOYza1+bmZm6/bE4HvrAKp1hJMbJ2sGr0TYJd9LAnbNKbt25Xd+LEygZuf8It9iiWv2/Lkfjfp+4ip59pwRtcFIQGZ/5tTijYia4ZsyYMeNtirPGs27cpDSaCoIpnthPEcXuoEY6JLwU2CePDJXkCTERxkxoC66xWvCE6wIIBW3Bu4JrCr4ttGMkjtUXaj89tsnTF8cyOjZOaVTYO0E1wLAi2z3UeazN7CYTq1wGovYMjAylwZsRb4wTmtmxY35USwk4DlHZVeJdiSk7Fi9VWyXHNMabZNYxhHFShwtTQaW1mPLUyOygpUY+q9FIVW0J4Cf/isP+HAxMD++bTVBXz61YHTN0YhSpKYaHfain1o5G84ekn0NhZjdYvINBcrFrBYHK5HkvEFRJaixKy2gnmDO8dmRLOGnoZM2ynNBay0oa1D15UTWPKM6YMePtjjcJpP2stzNjxhtxf9fhXcfD0bHLtTpYBzgLhXtN5CRETtuRJuTqFZo8D/uOlWtpnOd8MLYps0uFq6h4VVbF0VrBS0G9cWa1eWfm2CRHn41Gq4LrMnrON0sA2ouESCGOjvOrNZ/Yrnh98HxsL+wT3GmFRmpozSGsh1SQlLBxBLOq4Nr12NVI3sAuVvJuKJDMUFM6CbSujhTWZuB13VgDaq6bijb94TgJBL+avu8AKFJIVoimjLlOIng5OGbIjUroQHpBmLxHR1seA3SqDURtjo5ZGNSRrRKFfXbss6vHkOt+Oank1toVboXESYh4Z5QiOOrxnjSO07jG65J9uWDIxpiVnF0lAeGTCEB8gMYzZTyRinA5Zn6JX+J0uMcu3SI4D3Q0xCe+xua15+kwE1wzZsyY8TbFcpKFN656B1TVlh2LjUaryqiZRu1aLQStHUGn192t669VHSVCVXM5OfpNaa7sik+FMELTF/KYaAdP23uasaFPDi8BJw7EERQKSimBFE9wxZHdQAmJWPYUyyQGokRiycfRu5vjg06qbLxxBSd1RFEnss6o6iYVPTI/2aCIkKvgjHxQZWEUDiotKjFGPVeV0DKCGK27Pk9eC42W41iik+rDdROlyOSJJaRci6lUtCqvJlVZJdse/7kDkeWk0nE6jSUeaqUyHWAyrbHaBZJYVeq9ybVQyTHBWyDQIiIUEl5aOluysI5GPJ1z6I0ko8+EOUVxxowZb3fYMxq3tmewjRlffHg4BpxzXMZKAgnV6/3EZ253I2fdwPqkx3eFkoQ4KO7S6LPjMgXGXMmnIRW2SWkd9F5YuqpaUozOZdZeGBqPV9jlqnJPU0LgxdjABto+Y8BuDLw+tPzqLnB/gFd3iQy0zjM2U+hNBBsTMozQ94iVWoBdbeBiS34U6a8cm2OQkBFLxuHwolXtfvBE5aCOn1T1pZJbBw5NUZy0BFkgXo6JkplMtMKYjUENneo0QY417YEsO8CJ4HF4HGJVk56KMRahL8Iuu6OPWTGhL1oTvrNUlVyB9tDUVKNxRuuq6fth/5fes/SOpQu04ZQhX7BPxr4offTYfoB9Xx+nk2dEMUgRYsJyPXADohmX6RP07oo2fQV3hxNWztPcSNX8dHiWidbvFMwE14wZM2a8TbFwleRqHXRa6FxVarVq1TfK2eTjUMmaMJFEwReCT/gm45zh2oLrwHVV+iWdIo0iwdU2l94o6pNhY8IPGRuMdjey2EaWm8g4ehb7hs61dNHYOqVRJajitGURPZoV8Y5NfpWY9+zzOcEvWeUlTXGkqYg5FCedFpYhsfTxuN/qrsm5nIWUqgl7TNWzy+Wa3uOlGoiOByXXDdVVM6mmOlfoXKF1qaYohkTbRpo244Lhu4I21IQifZyBsmSUCBYhj0IalRSvEx1jruOgGYWb8ni9HnH0rtTvtUw+ZEzHBikr2bSay2dFcjWJraORh9FPqncHtUsqIjS0qHkUpSkNnbUsNNCq0nlFypN9SDuoxp4FZnPmGTNmzJjxxYhf2TrUKftU781LD7ca4yRk7qx2rG+NNM8JugpYNtp9xr+yZUyOi+gYi/Kgh6uccEM1LFh6x8JVHy4vtdl24jMFaNXRJCEajAUuk5L2DQ/GgGAkE66S4/UefnWbuJ82PNCXea68m+fLKflAQvVKuRhQVcQA7yBl7NGW/LEdl7/a8Prlik/sW+4PcBUTg2UcSquK02uFVbRqdm/UMcttYiLtjGTVfbS1FU49yQZE6nhilsyu9JAgmWerwro49g46rZYbcuCODnWEUAk2CxNBlthGz6X3HAwf+snmwgz2WblMwmWsY6BmQJiU9kzn1xfakGpdWYR1ypwGx1njOLEXeWX3s7yuPfeGJa/vFjz/8hXLjz9ADsVN20FOyKNLuOrJ+9qgLFTFWaMrxnzFhT/nQb/Aqz+qzz4jnlFIxjsJM8E1Y8aMGW9THPwGmonU6rQWQwuX6Vym9al2p3x+nNBqDA2GdtVslE7RRqsXQ1Ck8dD4WuwcZuEASoFsyJiwvrpmSjsiISMa8fua/id7pjhqR73NKCA06rBhRSrPMeqOXCJ9fESQBTu5TZc9xeptKUx+Dp1PrMPIcjniQ8a3hhzVZ1CSksZEGB0peXw0fDI0eRoVhqKEIsfOu1A7dq0WnBhLn1iExKIdaZpMs0qEE9BTh7QeWQaka2qb0rtrs61iMJ2H+sjYNpO2mbRT0ijEMRGjJ+Yp+XBq8qlUNZhzhvcJ7w3R+u+DYs7K5C8WHcPgGbNDh0AyZZ8VxcjTOOeYC2PODEQSqZ4/CwQLtDS04qo5rCpBBJtFCDNmzHgHYR5RnPFW4le3iSQ9oyVOXMu9ripzWk20XcKfGO52i6yb6m+6jzRDz+nlwMl+waNYyaJN3hFjQ7aOlfesnKPVAq6azjeusKr5yGQc21QVSfsE52idNpwUSo+GxCv5io/Zz7PpX2HdvUgn76fz0B4sK6Ijn0cs7tCr6ltR+kJ6UHj02oKPX57wWh/41Z1yf5/Z5ohhLKbxxEO/byyT1ygcvcT2CTaphg3FklGEhS3I1lBkSTGjkCgkNnrJjh1NbmhSwyo2rHw4Jh0erMAOBv3YoaoUTAp7ei6Tw/XCkJWhCJ26o6iqL7CJsBkzo9mU2u0YQ/VqPey7SA0xCq6wcIWVN04b4c7+RV7F87L+a862X86vLFruvXzKu5eX+M2Abnaw6qrM6nJDfn3LsK0jkl6Ms9bzgfQb2bmetjSgsI1Gmu1Q3zLMBNeMGTNmvE0RSy0s6s1aCCq4gwJq8pFqQqZtE6HL+GVVI2krSOeQ1lWVVqjfEyZSy7vJzOtGd6mUg6yommiqYCKIqwmOooY6cFpoJoLNEKIvpGnUDmraz75fceVOibplN7zCXhf0zY5YVpjVMTwvRqM1CadrI+0y4dobpBxVsVSGghvq8bp4/emjTB1KocYz32j8VdJPM40rR3JrsYyEZcGfCnoW0NMWlgFWC1i00ARQdy1Dx6AfkP2AbHvoI6Xp8a76X6irM5KlFEoRQK+NXbG6vy4TQsE31WNDw+SBduATE4Sh4FzBj46UlT7XcUlyNZsfsrHPma2NbHRDIaF4AnocIwjq8CLXvmpPgWf1eW7+XDhjxozPF+YUxRlvJV7Oj9iER/R2wZeUr6SLZ6RSG1ty8KZSqTWVFkiKBsG7TCul2kkg7GTDI9kR04ushjNWXmnUsUJYuHoDd9gxCKfWVJVM2sbCNmUuyp6NbnhkH+fR/pcRHGfdl/Bevor3LDvutXAaMt4ZKQnjpeL29S8k9co4eM6vFryyX/CJfeDhILzaFzYp4URpcSx9bSAeyqF95kiujVZVW/tcGHIhWSZTRxQ7azEMMyOSGHVgZGBgy2AbimVUHAu9xUm6zWla06mjU8VPx18mH7A6AWgkMkl3jDYyxhO6FFiPntYrMqWKD7kmem/YkcmsbEnQBWeN0uWaUD0mh9d8HFjwUkmutXfcdWvOFu/lfPwV/lVzyp3NS6z9CfwS3H59x+rV19BTByJYXxjvF/a7JWbQOeP5DrwsiKWrhvvTe+zTk1dGcw31dJgJrhkzZsx4m2IsMBw6QKJoBrNCkGryXnwdzRMx1BnqQYMgC4cuPLII1Z0+eAgTwSVyTWwp0yeDMqm3CgwR+oQNCRsyZVfIvZFHISchF61+CdNuVbVSNQ0NkzloECVYi0oDQLZIkVzTFCe4SZ3m1XDeKgHU1P0nTGqsDFoMS9RjK2Ua9bNpDBDUDKfXyYaHYvPgefVJ0OnhpBJawYH30DSV9JsM8uts4HROxgjFKlno02SI9TjZVibZu0htPZZybYJfd6ySWxpApkJOXCXSfKokWXD12A50XTGIpdBbYq87Btlilgl0eHGoyTEU83pfanH4RHiGsvhZXj9jxowZM74YEWWkz+dshk/QL9/HWE6r2sgcOTlKLFjMVf1eb9xYsU8iLZKMbPJ9vGvZxDXb5NklN6mVKrlVE6M5JgOOGfpsXMbIAy55KB9jFx+w7T9GE+5wr/v13Csv8VK34rkObofEaUgErcVjGoU0OkpWdvvAfgzc7zte7yu5dZlgzIZXJVAbqQunhKlOyQUiU8M1G7EYfamq8jSRWVATqQ+lSLFDDVNIkjEysWzp4yPMjN4/IoYdiRdY5iWr0tCaPyrGYjGyFbJkConRtoxsSW6gsQV9WtHmgEzvtWdgo5f0XFIwTJ7nNLfss7LIQl8cfXIE51Ex0lQvusnbdhWU0/EFtrzGhb3Ma/vn+HgbWLgV++h5Lm5YrBPqCiULw66pPl1AEOM0VNVYnEKPstWUyd345F3HuYZ6OswE14wZM2a8TfFoNEYzGicsEuy80jllKEqc0mMWPqFacL7gFpVcEa8wRUPX3OXDOOKNUUSzyp7lAmOq43hjwvpE2SVsWygjpJ0Qe88weGJ09MnTZ8eQPTHL0XcKKj/kVQjqaKwlSIvTGktdyBhGucE7HRVPcj2696YO6zBFDb55sTAp2uvLTIgZwJPtuh8vYpSSQTJeEuhQjfWhRvPkXIk/P5F/KUOMldyK0/kZMsRKuJWopKjE6BhSlaqnyZBetY5JdpaOBKQH1BfMT8cvlejSA7k3+ae5iTgrSP3VFGMrO654yDY/QBCWegeHJx/SJg0yVvk4MYY06xBmzJjxzsEbw0s+l+3MmPFGLMqK2Nwhh5pQnIvRZ9glx3YXcI8y2o61RgCsL8QLGIbAYEoyoVAoltj0n8DaxH25y6o/IagwFM9Qqno7W03m22VhP5Fb25S5YMe5fILN+BqFxN31b+BFvox3u1NuLR0vLuDFLvFcO7L0kWVT7Qzi6ChF2Y+By75hmzwPxsDV5PGlwElQRNwxpOdgLJ8KJK4VW/tcDeOjJQqTYTyKF8VR1f7AdKyK2uSbOpnPR92Tcs8QL+t59Im9O6W3UxapJiYqQqYwEmtAkQyMZc+YrzArqHqCLPCyRBGKZMayZxgviHmHdx3aCCfphKvREUQ4dw4vDQXBS62PxqIINaxp7ZUXhufpm/fSlw0fs1cJFy8Sc+C1zvP80HLrUaR1GSeFjJJynSBYuowTI3ohcyAllW0W+ifzmJ/xWWAmuGbMmDHjbYrzYWSXHX7yV1o4pfXCqVc2bU2MOfW+mpwD4kawgjSpjiTmXGXzZo+rtGKe/KVGGDJln7BNrkqtvTDuHMPQEJPSx0CfHakoqdQY6zQVbNlgKMJQ6ve5XBNNYoqTgPcLFH9M9jukxeQp8jkVIUUlDYqf8njEWfVUSdXgPQ1KHBwpCTE6Yq5kUi41xbCYHLueBy+uvhgijiY5ti6wGAOtT6x2kcXVSHs+4JYDut6i6+Za7ebctbIt56pk20VsyNi2kK6MYeOIg6MfQo3XTp44nZs8xV57KfTJ0SXPOikhZLoUCSmjTSX0RKGMULJgpRKWVdMlU8JiLaQH2TOUS3bD66gGXNOg6ulkyWgeKRmbTGQNo38KgutZec7M3jUzZsyYMeOLEc/5FetywmW4x6qscF7oC1xEx8PdglwcJe8JXSW4chS2mwUP9gsuo2Of671cxGGW2Q6vcX/5CVbD+1Bp2QRh7ZXmQCxNY4GbCLtUGHIikQiy5G77ATpb85zd4vmu5YWFcNYYz7eJu83ASRtpQ8K7jCjkLMSkxKSTKbrg1Vh7q5MA8Fijskzqoz5PUwSpEmybnBgskplSFnE0oqgoTqT6ZWFks6mSs0p+WWDFKa0uOGleIEuiWDqGAplldnLFqMNUK9aTUEiM0lMsgRWKZYZ4SbERyIh4ZKI5ikWsDKhbAh0FY2Bkm1qcOhongKfPUk391aaarb7XwsOdpmEc3seVbkiM3E973HbJZXJcxcDt4Fn4OtbYyGQlwSGlOx+tW4sJvXP4pOyfguCaa6inw0xwzZgxY8bbFFsb6TGsGJqVNlZD8cvg2STHrvVcBsdQ9DgSt4gjnWS8jqgI0pTKJHmZGJOJtNlGyiZR9sZ4qQy7wDB4tkNgmwL75BhNGXNNKTyYqN9UShl1k2OpRqijQcxGsoJNXTInDU4DMhVQuar36bPSO8c+ekJfRxn9UJVo4qjxywVyqkqpMXpSVsZcExVzqcVankilA+F2+FpMp268wwkE9XiB5S6zuMqsHkQaX1h2A00bCd1Qjfkb6vvDNcmWql9WHpQ4esbRMx7UbMnR56qoG7KSJpJNUHyCLk1E15hZjp7FMBKmMABxYJkpmbEWW6lM4wk3roNjwWcDOfVEv8ZLQy8L1BS1llzsyMsN5cmcTQ9k47PArBmbMWPG5wuTa+Iz2c6MGW/EWeM5oWWdG8QJnSppSjd8tW/ZJs/VEGhcvROmomyT5/4QeDAqF2NVYzvxNOGUmLZsyn1e1TW5v8cyepZeabWqoMyMoVQ19i4nRisEAnfzCyykYeU8dzrPvRaea2v64u0wsmrSkdxSZ0eLBBXwzliSaDSz8rXWOFzvuUitYYrQZ2WTlJgrYTOUQp8zyTIeRyeBTj2tk5qAOBFbKRt9MYoVRkuMEgHw5llYRyNVzYVBodaJvVWVVs//n71/D7Zlv8r64c8Y329f5mWttS/nsk+uJBAMP0H5iSVE8FVJinCxJELhi0UptyLKKxQIJYokBiNWALUMSAFKWQoFFBYWUuKFtygsRIuYH4TLSxIMARKSnMs++7Zuc87u/l7G+8e351xrn5yT7JPswzk76WdX11qr55w9u3vN3T3WM57xPGs6Ton0u3OuOMRKMVbrAic1lZuTLRBSUYKZJUCo3AJf30ft9qh1xpKLOBwhG5uYORpKA3GdPLUao80rgwmxePyzqJT7bcZ+ahlyRLUkJPbROFZh6zEbfPFLa8lUkscg8pKanUzJZlRkaoXa3fkVZaqhnh4mgmvChAkT7lEIgjNXfAgk09ETzUMARfBSbtq1OFotCiURw9cZ12bMDZB8UW5t4wFDxjaBfJKIx0ZYK+tVzcmmoRs7Vavk2KSiSBpGYms7urGVsMNo32Ul0SeMXhHRSuESR88tFTd22nQcUSz+B8GELgmb5PHRoIMqZryP53wchJyVGJWQXUkVzKN6a/Q6ODtXxnb4MZuMaqpSuGUKSaRiHIujdpm5q6k1M9u0zH2krSJeE5XPeJ/PjGPZJnQJKQkpOULUUshQ0htVziy5jGJ+bwiBbUevKuSVCcmUNkacKyQXUI5vPMaY5baiVEXwVuG1xeuckFakHEqik+vKGKg5avMlFAA+IrP5CRMmTLhXMY0oTngm0SqYCjJ2v7zIznz9MDq6rKPavqjPowmbpBwF5XAoiXq9JRCoXQnbCXHFSXUNRJmlGfPYUqvDydbHKRMxohV7h5qKRhx7vmLmlT0PS2/MXKbRoiiSrcWBCaQzwlbVaHzx5cr+9gJhW7NsomcVPE48XS6ETso2NjaNSlwhtlSYeR0JLsAKUbQmw2gQ38vAIAPePB5Pq56FL2nPWwP2YEYXPZtUgUGvG4a0IVlXGoQ6o5FlmQSwBQjM9ALReoJuGPy6KLcso1pTyYxW92lsxjwvaaXCjQMMQ4ZVLFMGXst+C4zNUEhALbCsHK0rPmiCUCtnKY/jfidjN0bqdBu7LTsFfsyys6uYVFnPHCaCa8KECRPuUVzyLY2fFbm3jcadI+mRMboMLsFJVFrnaIcaM8H7jPqBigR1Rlst/ls5YyEX4/hT6I6Lt9bJpuF4qNkkx2lU1tHRnyO2sp3d3OGM2IJSOIRUyK0+lTSbwSJRe1IufhW6lZFjZeQuwSoWS1WlFASdd/ixSHPnelmGFFP7kajaVmxu7JiJKM4Mh+CRneQ8j55diaIYi7Y1gwcVtzPGrx20mmmdUYnRukzrMl4ylWYqLWlEImX4cWsAr2LFj4GMy446Fx+KLju6UVGWTeiyMpjRJaFLRfXVhkitGacZp1ZUaFnpoyPYWVfVKzROmA1zBr1IX59CUJINDHlV1HHiRyJU8WOqouid3/onk/kJEyZMmDDhqaEK3hVCw+ysibSOEFJZr3JWe8QxIGiTjJNQvKvW1gFQyQw8DGnFSXiMjd5CtcZLg6fFW4WIw1PhqMs/q1lIzcJX7NWOmYe5h1pt1xAMWemiJ2XBqeElj2nOGecSTWM4n3CV4WorsqVcVORho2zWNX41gwEOcTuFvpnROM/MKXuVsvCwV5X3hkLmrSKAsgqZSOJIbxCsYymXmduMhXdcahwLz44s6pOwGutN7ZXOOk64ShcOyTmyaK8w14vMbY9FXlCJh5H46xnotKOTU7JFRFwhttKShpqFq2id0qjuyKxhHGaAM7XUectXL+WcqpRasnIl78jrOIY4BipVWr4aQp/PtpBMdnVmn0vt16U76zZuxxsn3DkmgmvChAkT7lE8OPMsar8jl4xRTUS5YVdSQgB3hcbWJys4YqdIlXGpmI/jS3eNYFiAHM+UQk6NWtPOv6pRI47dp/OyaWPbWSwKqWJhKgzpjAgLeeze2YpoHdlG01UyiVTInlwKQxtzg6KVlBsvRjV6G2wl3wI4yTtn+uJ7cM6pnrQjv/LoDxayMLiy3T4L/ThmmbIw5DOCLto4IpiVYMUIfsjl2CpVWpfJgEiickblEt6nsl86Gten0QssKX309NGxihUhCZvsyvtZIbzWCaJ5+qwjgWY7U/lkwpBGM1o7C3psnbLUBssXCK7HLNGnE0LeoOJxrqKSFgw8wsw5dJuSeQe4WzXVVJtNmDDh2UJR2d6d7UyY8ER0qai4FMYmY/l+mzCY42jbma00/XJmyEafIt04rrfRDYmIk5qMUWkm5A2b4RbZBnLuirmBm+O1pan2mbnLLOUy3jwqSqWyS6AGCKNSLGxrqFBqqFLTZeY+sGgCTjP1LFIdGNoqumWaomEh4Y4Sdi1QdTVOqjNyC8OpsHDKxUa4vzEWPrP0xYcqIfRJuaWOIQu3BBKZVbrBkE6YVXs4in/sfgUHtVGPRFHIwokTVk6I5jnt9jiSGR2KkfHSsMgH7NuSPV/ROEVkm49Us0ktJ7klSPEFa6xhIS0L51lWjrkXGgfbaihSGrFDhi5l+phJlN9jrcqiUhYOZg4WHpZjs7NSw4uNlB+kUa01jGOdYfSh7VKpL9OoGAsZTnvuGNOl5+lhIrgmTJgw4R7FlZlxUNvOFHOLNI7MybajJMbCJVofqVxC9axNZQZiBmMsMk6QynCt0RDxVaKuE4ugpOTKGN45FZFtlVxZSChDVIbs2CRHl4QTSmHj0/YtjSiBZIGUe5INZGIxFpVMyLkovUbWrgRLK8lKwdeoUlGKM0OoJBX/CM2oGG4kv9zo8XU2Gzj6hCE7RVS2IhUfsiONBFc4Z5Bfjq90Y/3uXGZql6k10bjErIrUdcT7jK8SvjG0KgyUjPJ8S2VJgzJ0jq6rGJLjdKiKT9e5scpCAgpRHNEMHWk+AwYrvh4GZZRBoXWFtMpW09k+g54W/4m8oecErzOyRISSXrnwSv00ZhQnBdeECRPudWTujofN5IMz4clwNCQSmVqFqsh3UD0jurYNPpPt3XybbgyDBIIMDLImWG6EQXwAAQAASURBVEcmo+KKX5Tbg60RuWUSZ+brnmqsj8aHrRi4Jyuq+TUjSSSjTQJl8Vqanns+cblWKp+pq4hrDHfg0HmFLGuo/Bg2FLG+Q7V4doU8kjcZHELjhQu1cKU1HmgDSx9Z1gNOjRCVTfRAwzp6Gq+4qMS8ZjNcx+pPQkVonDD3sOcz7ajUD1mR0aR+FUsjbyGXiHVHtsBS7+Mg77HnPQeNp3WF2EsGfVJ8EAiwNkdPjzdP4xytV/Zr4aCCuS+NSxEjmLCOUpqrJqwMTlJPJFHhidbQaGHEZpo5qBL7VUlO9HqWWN3nosSP5umisE7FY+04wElIDNkYUiJhxHjnDNdUQz09TATXhAkTJtyj2K8yF+pEq4lKn+AJNT5HKONytUvMfKTxcWdgLm6U0ovsjNNxgCpOrRBd0ahCpklgaVR1bcmfvA1gFHJSUhL6wbMZKnys8OJGZZLD6e1jjIlItkTOASyXdB0S2TIpF4WY50xNVXRZpThUirLJj2ST10zlMm6U3JelFBxbz4ktzOS2JWXIefTLGkmuPJJhcJYepDq+r5bRRO8yVRWpqoxvMuozrgFtQfzYQj1vRhYMFzJuVYiwMHi8ZNaa8WPK4jD6cG1VAtkEE3ZKumzFMH8LHccoiweEo8o1XlpUXCl200DyA1kyThQvZaSxmTy4JkyYMGHChLuC4xDIElk4ByiVK6TSdoRtS2ulDDMvDMmxiYaLkGJTSCsBs4hZBFFqmVHLgtpmKILiMIwgAShkl1CsB0ysECbZ6JKNCvSyD9lut42oR2uD2HgaNQ5iaViKAym+B9B40G3SNmBGGkN8+qz0uWxva5OwV8GFOnGxHljUgXnbowrD4NHBWEdP6xyNCrV4vM5x2qLmin3EuTG/ahyfRKFRYVArdYsqbZ4z6AGZxDzvMVPP3DvmHuZjPWujZUbISpccLm2nBKyMF4rQaCG39n2iGUcKowmnqjROSQirKBwnY61rAHy8wH52zEaWu5JM40vjuBk7uCmDRiPl4ulalFzF3+tWH7kRN6x0xUZPigH+ZIj6jGEiuCZMmDDhHsW+i1ysB+Y+UvtUioLzhM422lkMp+B9xHujahK+yUg1kjEecIo4KWQXgJXUvSedydhWEYAlw3rD+kAeIKwi7Wmk6jJ+qIimbJKyGjubXhTZ+WBFUh6IuS/fSxoTAm3nKwZbIsdo1Gg1M/OJxieqUUXlffGQUC1ElIjdfh44qyO2hJfIqLB6wnoo6+1cq162RNVoLC+lhkU95RxWCl7RunyVaqy0zhNcKaNDQucJv8nUm4F6FWk2gbarGZKji44+e0IqRFYZOS1qMmP8ameElzB6f4hQiVBbRaUtqh6zTMprsl3cPdepFE+xO6ypzkjFjx53azsTJkyY8HQxmcxPeCbxAf0D9rifi+ESF61lYY52VCUtfKldas3FU3S0RjiNyq3B0/bK0eDprGNtNwi2oWJGK/tcSpfZcw2NCn6cO4y5eJVuUirjjQRMjM4CORp9zqXOkuLL2uVEb4GNrskYe3nJgW/J5lk4R58dMXrMhrOiKwP5LFE7nhibdcPxUHEUHKexjCjOnLCs4HKduL/puLTY0M4G6nkhfPymTAxsgmc+FPP7pfMc5Cu4tmJuS2rn8Fp6q24c9Svm72X0z49EYeOURVzs6qoDluxXjr1K2K8YFVzFs1QEhlTqIocSpRhmmM1Hawe44BOXm8B8nGwwE9bBFzJOK8DRp5ZN7rjGHxKkY9a/AC+eS2OXsNJSizZNQNXIWXA9pKycRo9wZs2xSZEjvcWxXeWke5hhuA6yvOPP2FRDPT1MBNeECRMm3KPwangtXaSmilRVup3gsXM3RLGdcstVGfFnRA2MJE7JM0acbufyAEFUdo+dsT0UFihkbEjYJiB9AslYisTkiEmpNVGrK8k042YcDseYnGiF4IrWEWXAxgJLGU3eFVo15j4zH1Voi6oo0bwv5Ja6otyC27i3HRG0OwXnCCr1GXWU81CBetkZl4kDnJ6dlzN27PZfgFLOl4znZnuOtudsbJ9aNvBlnQJZwXsDzYgriroQHH6o8NHoxRWvsCREYRyvHJN5RmP8rart/B9cgiAmCEXajyVyjpjL555z5s9xJ7hbf9BN3jUTJkx4tjA6M96V7UyY8EQcDQ+zsZusqyvk+AnAjIPGM/fG/U1k6ROLcZxtm/Z8NFQ83tfUqlRScbrZ4yZGH09xVcvcllz0DZdbz8wX76eiTCrJ1KfBc9Q7jqOypuNETwDwOCSXlL9BBjZyxNpucrJ+GMHx4PyPI/GFbJIvdgi5qO9zL+QuoxoKe5Uy6WQgH2dW12uunc64NlTcCjqaxheiaL8yLlSRvSYwmxdyy81GhX/KVDFRj35VC68sK8d9mweYyZIlc2otTdXMaMSOlLRFSqNvW714EWZSIXmJQ9mrKhaVMPNlP2aaixJLSsph48CNNdsgGwJCyHtkc1QKM5/ZrweW7UA7G1A1YigWErPVHCctMXlYX+CmPcr18Hu0foHrLnKx8WxqN6Z3x7FhWuwxvI9Uzu8Ciebm2KuFITdU4SE6e4BV80ls2hVH8Srw3+/oMzaR608PE8E1YcKECfco4uglFbNQZSkFxXijLTfcc8SGbEcSz/wfLADZxuIiIxnEFeWQ+DKzuCO33Fhd7eYMDbJj53j+BDyRXNpyP14Ebx6nFU6rcZSueHFFHUhjOVNG74pXxMxllj4xc5FFHZg1A1VViC3nzxnKWymqchYsaxmfTLIz3QdQZ6jLeFMslVFHcZyRW7WWpRoNHVTPyCrYVRmWxz+Ztvp/2Cm1xl3ZPd9sfF4yLObiZmqFPFOfcWMsdz6XuONSBnwxuR/VXHH0DIuj/0VIJfUnmpEo5q1p7FTKTmoGJkYe47xThjsM7pkwYcKECRMmfBhcqF/E2q5xff071IsZTXoB4JmpcbEauND27O9vdsqm1CsXThvakwXJWsyU632DZiGmU6juY2YtB43nvhaW3li44jMastJl4VAF8HQ5szZYc5Mun6Li8FJTybyY0uOZ6QHNfJ9WltyXHuCib5j7MhYIlIZap+hhwm0GxAVSZwxHymbd8Pjxgoc3LVc75XCAPhozv1WoZeY+UfuE87ZTwJdFyKl4nzqBRmFRCZdjwzxV1FpGD6EE+KyTEo3dyOA6lqTBMBZUlTrESsjP3Cu1KxOVtVhJjBQgl5HHsddIxhhsRbJAZ/cTrAKESjLzupBy7YWEtoWQm28C1Y1SR3V5BuK5dfxi3mXv41F7Fy79X1zoLnGxcuz5CkcuPmb12edBxWg0sldpmT4Qx6VaGHJFsoohtaziRa5vLvL//SP5hH78YSK4JkyYMOEeRZcdXVJcPEtSdDnjkqBuJLm2o3diqBkixWtKrcQFiism85rAfMY8SDLwhlSKaYZKy7qtUykUMimWXGXrInmTsD6Te4jBEWJJbIymZezwnCmYQ3HS4LRBtSLbQCSQ7cxAFTkzd6/VqCRRu1JEeZ9xPpURwR1hVwi+lIQUixl+zlr8wYyR+Sujms4lUizx2JYzLmUsGzrupCiYltKwlEd6mzjc8shojV1OS2P04hjVZdvvt2SYsW1PQoIcDYuMaZW6GzuUMRVSsXFU9Iya2z4njm8bDYJtd8EIORMljuew7J9qhYiSiCQy0YzBSmDmnWIymZ8wYcK9jmlEccIziSv5hdyoG9b9I6zzLXp7kGwtXo2Zj8zbQqL4vVLYWMiI6+mCZ6+vOfZKo4qYJ+ceRahFaV0ZcVz6zJ5POIzeDJ9KmE8dRpWSwZBXrIfHqf0ScQfMqFjYPpVVOBQvjlYce60vY30eWs3FH8yE0Dv0xEib0Uy+85ycNpwONVe7lhuD43CATSwVhleoR3JpG+qTU0ngVowchThoUfOPdZjXQnLNRmMyr4WMylaSBTdJCNmhUnxYuyR0qajW0ji6CFoapSpse5NQSix9iv+fyQJ9PqHXgZjaEtZjZZTRecPNBFmUHdHKmA+BC13PfUPNJnou+TkLeYCjzR9yc36Bw36fw9ZzMfriATuceb5uG5XeGfOcqCTTOttZTWRjNLRXWn2S7vBTYLr2PD1MBNeECRMm3KM4DA5xFV12bKKn0YRXo9KEd+fSBEdiRzUjMq73huhoyu7HkT2/NZ8f/bl2Y3ecmdBzO2Fjg5F6SBshDo6+86z7mtO+YpM866gM21RCK6mIlXgamzHIHK9z+nCNEFeEakEg7m7k23G6nZm8y3gfy0ii2+6LlITCVIzuQ3BlyY44Jj6W9MQCpSQuOi1R2V4TdZWoqkKa+cbQJuKaWPzJKkEquX08cSSvLAGhjCBaopBW27guO+tgbv28tvtqJjuVWc6yI+Ni3O7rSGoxpj6O5vIhl6VLZURhk2AdMquU2OQSMx7pSTmUY5UGEcUsMRDok2MddReYeSe4WzXVVJtNmDBhwoSPRbx0MecgfCL94pSYN3TakW0PL8asirSLiL+kuAttkaf3CZGe/U3HwXrGcXA0TnG5RqTGSU3jPIsxWfDAR/aqgArFOF0cm6jUThCERKJPJ/ThBrP6Mgu9xAPpQS7WNXuVoxm947fjfI0Ye1Viz0ecZlIW1l1NN3gwoU+O06Hm1ui5da1XrvdwOhQF2swrrZbtFCcGYYgOt6lwQ7nbpyRs+kIQrYIn2Na3ChZecFrCcFSKIv0kQBcL6aQixHEUM+ZCqsUx2tqNkwBw1jccTNA8jjqanKVNwxhgFFkPNziZH7JKCzbJ0VsZzbRMaag2DqkcNks0BC4Max4cKpK13Bw8104+iSPex7X1u/jA7EGW6/tonafPpc7ciw6neWfs78jsVQNQyK5KS3MWypTBeqi44O6s23i3Rqw/njARXBMmTJhwj+J6L0RxnETHTB2NK6aclRq1lKhlHQkiN0YvOwqp5dVwmnaKph3pJVa8BNTOmatzW3LiNjUxZyFGJUQlJE9IShcdm1SWPgvr6OhTKTgyxRS9EqW2llqXVG7OED0hrRn8mkF7Ql6W5+8mAEuqYSGGlJyMSC5+W1lII7EVk9BHT0iOIZVkxJj1g7yqzgvRCgloVCPZ17hE5SKVH8/ZOAqp7twoJJwbhywKLHb7N46Ksn1MblORZRPsnIF8tm2yIyTGc5qFaDqeAymKrVzUW8NY9PWpFH2blNnkwErWdBzT5RNi7kvhqBUi5TYfJdJbYh0zYSqVJkyY8HGEcs396GezJ6PnCU+GFy6N5VBzcvLHeMy9ByMTx1AYxFBvaOORRVXsHnxE1oG6TdRjCrYXwVNRuQWVzMbxvaKyalymcWk0joeQBZWi8M5mRIkkC7TNA1zQ53NfeoArbcv9rXChpvhfuaIkqjWV1EIpDVHVkva3DhXDqAw7iZ7DwXEzCCcBjgZjE0uGc+2UxgntqKA3YJMcdDWroTqXHljqwd6UdVRWqdQ0AN5BTTmObMY6jn3D8XxmM8yK/YKNFgx5688q4zFnox8tKAyIqjtyqc8QU/lexkHNGI84TY9zxEVOQs1xcJyGmmYTqDcDupehcohTZK40e4n9k44uOR5oPQ9t9rk2/2Sur9/Bo/YulpsFjZuzSY6QhQvRUWuiGZO9a820PlJXiXY20CwSbjE2izOkNbhHnoacfsLTwkRwTZgwYcI9itPAGKUMp6pUOna3tMjGq9H0cvt9o8XDYXsD9urxkvHOoRg6dp+2YqVdoE4+U0JtVVFbAimMHmCD6UjMlHjmMBIyfSoxyZmtcXzxT5jFlsEWNG6PTpek3BHSms6tGfIBIReCbBgLpSErGh0qFTkrqttO2EiwZSXlsl9lLPJM+r210LJzxuxxPJ5kxdj03ATlSHiVNJ/K2Y4gVEpKo9uNANp4vsqfPYKNRWdBskKuxVRIsLQ7R3pGdNntnbkd4UXZxz5L8d4yRnPaItcvHlyZIUfWsqGTFZ2dEOKKlLrxuFsUj4grhBxllNHszruG04jihAkT7nXcrWvZdBmb8GR4qAk0Dq53C9bpQdQcIRl9VmJ25CjF0iGM996xe5fTWULy9q5cuTkVLZVqSRcUdnXFro4wJZgwJOgtMegGQdmrrnA538/luuG+VnigNS7VkZlLJZxHE5XPO5o2mxCSjmSU5yR61km4NTiOAhwPRpeMkAsB13qldcJeVYRoZkKXlGgVx8GP4nUZzetltFGQ0Su0HP6ucWklETKY0cVMN6ZCRlKxWyCjKGpKhUdRvCgOwdSRYyaa4KPQuTLq6MeyLybYJNuRYrXMcW7JOt7kVnONm/0eNwbHxa5BMepbCa0imoo9hKUyzdDUkeUQOKhq7msdV05eTJx13Fq/i/cvDvCrl3Eaa7qknNTKTD1Ln0qogI+0PuJdolkkqsuKXqiQuvjZutPAnp3c8WdsqqGeHiaCa8KECRPuUSQr8m0VyLn87AS8QRTBZ8GpEcRozEgm1LeZFOQiqUrgXYas5NseFVIuCqSQ3eiTULpVYUfWyM78vHhtFWIrjeqkbdqfQvHf2hrN46itxusc71uGMJBsIFjHYJk+GyEJfSqR2l0sM4nb7qCOnUMbC7SYdfRxH/0PJBfCydkYdliOO9tZ4RVGsi4aDCNRlyj7u/V28LqNqrZSQIlRSRlvrPSsU6diVC6DnJGEaomcBVwhp1Lavr+OiYi3j09usSUWk52d062Sy2Akq0Z5PqMEXyIpD6Tcky0g4hAUlZJYqejYx3x6CgS7S3/S3a3tTJgwYcKECc8lLH1kILOsHYvVgkQa64oyuhd6R7uO2DyUcJ4+YZ0Rg2fIhaxK2TAM51oc9S67p4zh6a7JuG34dUnok9FbIFiH04pG91hYzcIrcw9zn1mMAT0zH2lcwrlxhDBDTn5Xk2ySYxWVdRI2CTax1JQqwswJtSuJhbWUMUcvJS8nZoFcasVo5TVhHC3c1ikwjtmNtcuW8BqyMaTMKkVO2XDiDhlsRbB+JLRaKm1pbU6dG8yqkq6YjZDLuVARuih4J1QiOxXXkI1o27HGitrvEfOGTT7kOAcOe8et2lNJzfykwVUdtSXUC2bFJxW2hvHGzMGetuxxP0fyPk6GR7hWX8b6SwgN2cp5CuZICF5LIEA2QRSkEaStkMYVFR+C7t25B9dUQz09TATXhAkTJtyjKAk27BJj3MhdnC+MsGLEmUYFz7bYEApZ48hULuM03abeShnICloUXHBGtBTlk+wImPQEFZKDIssH0DKyl7XsT9RSKNXJMcsttc5o3B4pDZgZ0To66eljzUaFVRQapwhF6h6yUo3GqILtxv22x+Qk410ZNXSSaeqI92X8sBiAFs+rfvD00bMJnpNQcRwhm9InpctnnUYdC6ZqVMa1Y6pj64y5i8Vg1GUqF5m1EV8lXFWINSgpjikIKSp9X7EePBqMPntiKgVwHEmsJ6J41d/e3RUKJ6m2JQoFh8NZ+c7I5LxGtRl/Fx5vDY3VtOKZOR3N8ydMmDDh4wOTyfyEZxLzKhIksVcpS23Y5EBImZPouNXX1KeJ+vopde4QL1g0+hvK8arlcPCcRmGdItE6vDTUViL5YoYuCU60kDtZOInFluIwwNGQONJbbPIRThuW+QKzSpk5oXHQbBtxznbjiDAqwbIbfTk9m+Q4jcppUvoxnblx0LhS/zQK9Wgqr5QAo2TCJpZm4SZBF6FPY1ozhozJiU7A6TayZxyxTEafin9olyMnesIhj7MartLHE0K8iXcHzOpL1Log6gGtLhmokLGJaZJ35lRqDh88DTVeitILIFomk6ltzry6j028ScgrHnePs9w8j8Z5utyMjVLP/rrDVwlVKzXb4ImmOCn+ZfuV53J/PyftC7i1eTePyTs4ra6w6l/ASVgyd44LjXK5cZgxNkGNeR/wYdxZKQW7NA5tplrsmcJEcE2YMGHCPYrLLezXRiVj8fKEx7dklaOM3FVq1JppNNH6ROMTlUtUVcSPpvPnxxPPm6DH6HZKrvOKqe044NYvKu3GFos0fchCL8UFASDoSMyIjiquOZUuqH2/2+8gA13OVFHZOOFEBXB0yeicUI9KKpEyRujHIs5pLolFdWQ2G/BNplpk3ExKu9FTKqzBSJuB1Andqed01bDX16yi5zh4TqNjlc7IOzgbc3RitM6YaWKviuy3HcvFQD1P+D1Dl4o2rjipAkTD+ogNkXgSWBwr61XDZqg47mvAs0k6dhzlSXt0W/LLb8dPR8KwccIsO/rYksn0umRwC0I8wXJJUxRRKqtoxTP3nmXtcHeq4rpLfxSWY7g725kwYcKEp4utT8/d2M6ECR+E0cuzeGYVhdUm5dGgvZBVirFc94U8ScrJuuHR0zlXe8/1Do5SR6Cn1gXOihHCkGEVHdGElZTtHgXlNMC1TebxeMoxjzKkExb+PhprqFTZhvPFDH0addsGQ9QxyU8Yko7ElmfIsvPIckIZQRxN5Lf2Ftu0w2ywTsoqC+sI6wQnwehi2uU+F58uqFTwpRtJzCXxuc/GOmZO4sCprOh1Q8cx0Toqt8S7GTQPILiiOxdPpGdNLE08SWRKMzRaT84D2RJOK2rdo5EFLfvMbIazovxvrQV5kLqak4gE6bke1/h1MZxPuWGVHJf7utTGLhUvr+jZJM+Qy3G1Tli6mn17iK4+Zt09TBdu0TW3ONSHWIYL3BcP6FNFMoeXmmxCexzw8w6pe3SRkcZjMWHDnXtwTTXU08NEcE2YMGHCPYoH68ClVmlcph4VWLBVbp2N60FRO3m1MlLnE7VL1FXEVxlfZ1w9JieOxUhBKuNwaVwMLAmWpcRBj0mAKUqJgk6lC9ZHR5ccfVLWybOKxa8rU4onobyPjKOKlTQktwcUKTlAsMyQM6soqBa/qkaLJ1ctRj2ODtbO8CT8SG4t24HF3kB9kNG5ohcadF5DW51J20LCbQLWReqjwPwwsH/s6bqKk03NcWhYR8eQhTAawG9HFGeaWNaBmY8czDvmB4H6EuieQy/MYNnCrIbKlU5dytAP0A+4ww5/s6O+sWF2OlAdJ1zXADWCkqx4V6Rzv+Nt1xOKVN6LULvx92RCNke0Gk3CIJcY3IrBnRLTMXlMU3Q4ai3qrWUFzdP4jN2tmmqqzSZMmDBhwscihujLqB6lrgHocuRm75g7ZcgNQ3YsNjOclNG1o+C52nseXsO1LnDDXSXFDs8FZBxZXCdBg+BHi4ZNYvTGSjw2rHhUfp+T/lFUq2JMb2OoTIYuwYmM43KxEFXAaN6+TWRW+nN2Elv/1rnPLH1i7tJoSn9mHL+JjsGEGAq5tQpFjeVEWFTKzAv7VZkwqEdriMGE0wCHg7CJxnHsedw9yjrdIJvR6pIL8nzmNt/5bUUSvfQMMrDhiD4fE2xDzmV20DDMMskCKXVk61Bp8X7GzF9mrhdYykUqq6msorEL7HGwG/XzODYxcxMAR5c9x8HRuszMZZxsm7RwEh1bLqoSYZH3WFZXyBYZ4hFH63ezqW5yXF1g419M2DwENHjxDCZ4WSBi7IUet4hoq2BGvHXnBNdUQz09TATXhAkTJtyj2KsSB3VgVkUqF3HnJFxpTPjLlHQ/KGboilH5TOUjVVPG6XxTyC1tQLazjk+Ug+2MFM6MtcwyFhI5Qu6FHIWhc/R9he8rvDrMhEHB5TMV186LwYwsVobspEJRnDRILm9efKpgSGVEsNgpFE+rrWt9PeZa1ZqpNNM0ET/LRUm19OheU0inph5n+4CQkFlAuoBUHVQ9Mx+p1qkYgnaJdawYohKsSM1lTKMsCrGBto5n5NblGl02cGEBe3OYtVD5keBK0PfQD4j35XeUO3CJFAf65Oizx4Aw+mxxzvQ+ccY3yihEywKmJYmoMaHJQjbPzGasdYF3LSl3ZEuk0Uhiq/5qFWZy56XSs6ng+uVf/mX+6T/9p7ztbW/j0Ucf5T/+x//Ia17zmt3jZsYb3vAGfuRHfoTDw0M++7M/mx/6oR/iZS972d3Z6QkTJnxMYBpRnPBMYh0dHWcpgQADkVWoOBxG1RSeWVSUotY+icr1Dq53kRv5lLXdAEBlJHjM2Iw+UEKph1bBOBwSJ6nnmj7M6fAYOUcav09Fi8iZP9Uqlld22e3U57b1SbWiDku2tWIoI4itFAuGAx85qAPzOuDHtO0QlXWoiHk7/lesHBKl8baslfsa2KuMS1Vi4QoxlgzWyePEsUmCKvQycJKusgm3aKsLzLnA/XaJvaqiUkEEYjJWqWGdB5IOrLlJH47JlqjcnMYfUEkzJkVnYu52BFiy8n0vLYqjpaERR6VuN6VQvFkFJ4XEOg5l7LJJjsbprsyMJnSpEIZbXzFvvoxM+os4qeioyDnSx1NWepNj9tgbPMvK49Wx9DXtaoaI0Wwivi0flO7I3fFnbLr2PD1MBNeECRMm3KPYb3ouzBKzWaBqEuoNxIqyZ/R+siykpKR0NpamYvgq4/zoFeVAKxBfzKbEK1Ic1Us30pXvQQoBNsKyQc7YkLAuYV2mOg3UJwl3mqj6mpSVTS5DcUYh3oZkDDnSE4gMAFTSoHgam+Hx4/NtLNZKGmNiO3YpOAd524kbfbCaOuKbjFuAzj0yr2HRFsKpGeO5VcpO1AGagHjFVYrWPW6d8fOBdhXZ6xwxCjF60mjkr2pUVaKZlQLFXxD0Yo1eWhQSbX8JywU2n4Hz5bylDKFHugG0jAq4ZKA97RBYBkdIDrOKXpR+9BRLJmctOynjDdvv/SjrMi1+tWmMDlqEGRsusPaHpNwT04ZkgSxj6qMIlcLM3RvR1KvVij/5J/8kX/M1X8OXfMmXfNDj3/u938v3f//386M/+qO85CUv4fWvfz2vfvWreec730nbts/CHk+YMGHChI833AwVA451gpCNSKKTjsME0s04jcrRoNTOkUeD9ZOQuTEMPC6Pc8I1+nRC4/aobY4gDDlzMsAqCNmMLmeOUscNd5U1Nzhav59sgb32+czdJWa2RIAhZ3IwuqQcnnMj2HpjxZxHwtdQEeZjMuJ9bakN9qvE5bbnwmJDOwuoA8sw9J5wqkgsXmDFq8twCBda4flz44XtwKW25+JyTTsr7FyKytHJjNnpnD419Emhh024hYiw1Pt4Pg/y0KLiQl3cHYSiVjscHEeDo4/73OID9OEG3u2xrB7gMi/kgCU1DhUhSGLFwKZac8LNMsIogUjEoywrz17laMbm4JbAMs4I8JMBTqTUSttzhkGfoUvGJib6XOqn2mYs3X1EXdL6i5hFEKWWOTb+vk6DjXWXB2Z00e3sQQTjxjr80X1IP84wEVwTJkyYcI+icYm6gqpN+HlG60IAlQQYw/WQoyCDIXJGchmQksIAmnK5EWRDzdAEVpcbuKiWasPrWfKLd6PCa/R1SBkZIrYeoI+gAxYzVZ8ZQrmJ550kvkQ3r1PixDrWuqZnRSKWpD/xeKvw5nHnfLvyqOTSJ+nCK9uRx+LJVV7AqMPPMETwYZz1y9sTVIinMWFHvIPGo8SyTjLqiwdYjnFnsi9CUby1GW1Baimv3ardinEZ5FTUYk/suKkW0qtSpFa0znhfkhgrzTixkX+T0dNsfNlI6p3jFneeYJUUn4tGlVYdbZ7TyIKgK4Zwi5BOGapuNLLfOmTcWStwq7S7G/hItvMFX/AFfMEXfMFTbM9485vfzOte9zq++Iu/GIAf+7Ef48EHH+Rnf/Zn+fIv//KPZncnTJjwMQQb/92N7UyY8ETc6B0DoxdVjgQiQQImGYvGKlYcafGUipYYLHMqK07kBut8SLaBxh8w14u0uUUR+pwIuTy3Z+BEDzniMU7XjxLTKbU/4KB5MfvyIHNbsrAZToQ+Z7pkRErC4nbMb5A10TryaIJQyZwL6T4etD28erzA3BlLH9lrB+bLgF8UX1aLkGLGrNQm/UhwASwq4Xkz42XLDS+6fMTivkB1pUL2ZsWDdBNoHz6BD8Bh9KyiY24ty+p+Zu4Sz88v5PnLihfMjUt1otKiNDuNjkoVJ46jMEPxOLdg0TzAA3wCz6/2ua9xJdFRIWbPaWw4jQuudfvc0Bv0bMhkHMLCK5eaEsy05/NuZDMZo51GGaPsclHKbaIRch6VaomIEaz8bqMU8q62OTUtKp6SV+1pcs1CaxbeUY1FW5+E4+DI1lDFjB+vJDe7/okfpafE3arFPl4wEVwTJkyYcI8ijrHRt9XcCttwmS1sNIoPwROTjkN9xZdLNVP5kWipzkYWdZbRRpA6IjMPVIi3Udd97tYh43vq7QbpOQs5lxG/IReJ9yrCKmROUs+JHo6+CqcIrhirjgk5DkVEdlLyD4eiDCtG+LFPuNOMuAh9QoeIzHukcmcKrmxldNDAhoh1EesTFgoxiG09wuy2/RCxM0+yALYxshtQBekjhAh9j7RtIQJ3Tq8RhgDrDlY9tg7YkLFQOLdtdLZRjO23EdpnSY7jaZaz78+bJuuo6qpEaKymdksqv0IGZUindNUpXY70WUtqo9x5cs/d0nrdbc3Ye97zHh577DFe9apX7dYdHBzwmZ/5mbzlLW+ZCK4JEybsMI0oTngmcaMv6qiTENnYwKA9mUgk04uSSPS5jKNFiUQN9GwQcSzcZRye2ma0qaWmQhCCJQYCaz1lwwmrfIM+HtH4Pfab57GnD3KQL7GgLqN3FKVXb4nOBo71kBU3WMXrRc2dA04rKjencktqt6C2ilq1JCSq0eoYPuQjWuVdqZcHiEHpYjGlPw7CKhpei9/W82aBF1w45uCTE+7KPjzvMsxmEAJyuqaurnPxdMXF1YzD2nFQ1TwQP5FLeY8HZzUvmBsvmhX1l9NMzsLh0BByQ8hCq57KGmbVJfb987gie7xw4bjSZhY+06gRTTgcHMdRabSF9WVu6I3d76hS4aAyDqrE5TqyrAIqxVusS47DoeKm85xEKWmVljmMAxvpWMspQXrM0pjdLah4amuprKG1loXU1M6x8I6FFxZjynntYKaFUEsGOSkdELJwI6Qn+TR9MIy7X0N9rGMiuCZMmDDhHkWIjiEo9TCOJ47xzTB23IKSghCC0vcVXSyRxzELOQsqNo68GZWW5BjvM3Vd/KiqeUYqww0BjRmrHRIT0qSRLGJMJYwlKbCPWJ9JvRCjMiTHkGTX7RsydDmzkY4NR3TpiJA2eNdg1mAfxhvqyfiuQggpITmcGq73iBpmCdcYthmQ04hUgjg5i5Y0w1JZCIYNhqVSyOVQ/MRSHA3187nxzmRFoBXAYsaliMWMNg7pI7LuodkUk/mtKVrKEBJseux0IJ9G8joTOy0jkFZSKdPoj5G34rNzKi4Zrce2JNd2s4nb/+hSdOwjVqjOyDkSbMNgkT76QnLdKXP4DKDve46Pj29b1zQNTfN0rO/hscceA+DBBx+8bf2DDz64e2zChAkTJkx4ptEliGS6XIzRIwEjAx5BECuZgAAyqtQrqUszzWRU/zj82HwqnpxFBTZIR7IBQVhUDzDXiyzyAft5ycJX1Fp8pJIZQwaLRpJEkJ6UB7ybUbs9al0wY4/WFlRWMc8te96zrJW5K2pwHX1ay04IORpkSIPSDZ5V9JxGZZ1gyEbjhNbBvg/MLwy4+/fgwQvYfZdgvoC+QyqP3jyhXvTMXKLVzMwpF+OSi03NxVq4VEcutAMH8w6nmZgcyZSZr2iiw6kg2dP4A5b5Agdzz6XGuK+J7PlA6xNDVmqtqYNjEx1HQ8VxaoqSDsNLIfHmztivB/baAe8jZkLXV/idlYNjE5WTUOqkQQbW3KJLJ5hFBEWlptYZKg5PhTdH6xytVw4qYa+GPW8sfKYek7e3298mjfeUyYZ7Dd/93d/Nt3/7t/NN3/RNvPnNb362d+cpMRFcEyZMmHCP4mioaLsKTGhDwNfpjL/JhdgKwbMJnk0sy5B1XNgpuRwlIbDWTK2ZRhMzH5nVgbpKNG2knke0ibjFgLSjR9c47mcxY10m90Y4EtYnFSebhtNQcRodp1HZRNhEY5MiGz2lS0d04ZAhHlH5PaT2iClBZkRryOawcymQW1LnfDlQzFKFPis6phiFqHRDRb1KOJdwznAuI1rUaufFS7ZVT5nuiKycSoR2SsVcPmch2a7kKx5akkHsCcq3hG8C2oA2xahfKnaKMTOgN3JvxJUQe2WzrlkPviROZiXkkhIZRvVWSDDYmTTdjQfvz52EuDXiP6fa81bhtaXyC2LcMNiala6ok+dkcMVr7Q5xt03m3/zmN/O93/u9tz32hje8ge/8zu+8O280YcKECU/AecXrR7udCROeiGRGNKOzgU5XRAk4PFWumFlLLZ5GHdVoal58NT/4PhzNCNnGkbjyuLcah2dfH2SRFxzQ0lbKsnLUetZn7FMpHDYiOHPMbI+lXGBhc2ZasV95FpXSji4TjjE1UUeVkS8ETMzKEDxuZWiXsSxsNjU31zOu9TXXB+X6JrNJmYuNsnDGQTtQ36dw/z5cvojdfz80DazWkA1ZtujsmNpnWmfsVQo03N8KD7bGlbbjvuWK+YUBdRDWSozKomup1eGgqNz0IpfyHpcbuNJEnr9csWh76iaRk7J32rLsGoY04yh4bqxaggTiWER5gZlLLJuBvYNuZ/Y+7wPtScCfGo3WBKvpkrKKFX1qOVYlpg1duEHOAdWK2h+QqggKS5Z4LX5m+zXc32Qu1pF9H6h9pnFppxaLSVjHCg0Vh3ca+HOXFKgfLX71V3+Vf/Wv/hV/4k/8iWd7Vz4sJoJrwoQJE+5R3Bwq1DUMWZmHitqnXfctU8iekB2b5NkkZRWVkJVNLhHR8Rwp4uQsIrpxmYXLLIZErZnFOjA/DVRVpG4Svs6oT4ij3HgTpF5J0dF1FaddzdHQcBodq6T0uRA1abxDOzxeGpw2iAgxbQhxhXjBa4PXiip7JCcaLeb2sB0bZDw+dt5eXSpH3SelSx4fM4qhanix0pUcCwkZfa7OIxuYyTgqKDviDGNHbuUndNq2nU6vhteMG320CukVi92WK0TYNjbcspJSKdxCVLpQsQ6eLrry+xjf06wos6JBSEaZmhz3H7kt4DJTzuu2MM5jvKSnoXF7CIph9GzY2IyTUPE0QhTvugfXN3/zN/Md3/Edtz32dNVbAFeuXAHg6tWrPPTQQ7v1V69e5dM//dM/4v2cMGHCxx6mEcUJzyRmrqi9AQId0XqMBscBM6mYOceicrROaEanhO19fKvCHlIhqTYxA46QMo01NNZQ4Vm6mv3WsVcLrULryzbO7AwEp0ItDqhZWM1eVXGpcexXcKE2DnykdWd+pXGsO2y0QgimrKOHTct6qHBqxCSchJqrXc3DG+XxjXF1WONxxTdVjdonpFWoK6yqz+wZoHQSk2GRXcHZOFAVLrdFhXVh1jG/MFAdUOolyVSrhJe8q9dUPIt8wNJ7DirjYtNzYW9Dux9xS7CQcD7hjhOHoWK/q2il4gTY0NPn2VkT0CdcnXHLYq+hIQOBGHuyCafRcVJ7LkaPDEssv4Cqblm5PUI6pQuHbLqHyZawKjKXPbK1KDB3sF8l7mt6Lsw7miZStQn1mRzLVEW3qWjWMzbDnV9Qnm0PrtPTU77iK76CH/mRH+G7vuu7nt2duQNMBNeECRMm3KM4Cg7nHDELXXTUrhiVy+gSUMYRYciOLgnDqBIKucQibwmurc+TyzCI7MYYowmNGiErXXI0faLuMrUv6qhtkZRzIWxidnTRsw6+xGYnIYzEkBeonTB3FUM6IGnE1y0qji4cMcRTMhHxDnVFvq/WEs2e9I+KbUc+2Uh/JcVJIYP8OH7pciGinNioutpGQ59tMJsUsizL6IE1Elx5TDNEsPE5WyijPxfgJRfPfTFqTfhgOKlQNZzaSLSNrx63nUyJSeizI5gr77G11B9HED1n44hmRsw2/pF2tidbL/1sRrJMsMwgAciIOCpdoFKXKG2UJIkhZ1bx2auUmqZhf3//o97OS17yEq5cucIv/uIv7git4+Nj3vrWt/L1X//1H/X2J0yYMGHChDvBfg2aHNXgyUSGvAGFTKZSR+sdy0rYq2A2ElxOirJ7yMV7cz0WAEMWnBmVKJ6aWj0zp+zXykENe76M2jkpba8uK30qqYMlsU+o8Cy8475WeGiWuVAl7mt79uuBph7TDZOyCZ7ToaiV1smzicoK5TB4nJwF/JxEx7VOeP8q8XhY8Zi+h/vtReQ8Gy1NBesybHrkdAVtA97DyQlyeIwdrggnW0VUqXXmrpi971WBWRtxLUgzjnG6s0ZtHht+AK21tF6ZO2NRRepFxO8LuuewkKljZhEDy1Vi7quR7Muc6jHruM8mFcV/jG4kJLeNT1Cf8T7R+MjMZ/YqY9MIXj3VsM9+nHHC/XRVx3F1jZPhETb9oxznQDs7YJP2CbnEHtWSmVWR+aKn3s/4PUFaV9T8Q6Y56vA3M6eD+6P7kD4BT9cu4m//7b/NF33RF/GqV71qIrgmTJgwYcIzhyGX4qjLgkohSs53vLKdETiwJXtKMKIiRLk9qU8FvBjV6Mu11SwZ46ieKKF4s6NRd0RRMiUkJZoyxEKipVEN5diSW2VfgldCrol2gIgS/UCywBBPiLEjyCmDLggyMJgnmt+ptZ7Ywdqqrs5LknbEk5ZRQq+5qKwk79RbW2LOTEh5JLRQshmG7tRa+Ry5tX3vneE8ZbSzKN/yTs3lJOPHDult5NaToJRC4/NGIq4WI46G/dWoUHMZTAqRVc6FkcwwMxJWfiYzlHwfEqWAdVLjxONp8NR487vf553gbhqbfiTbOT095fd+7/d2P7/nPe/hN3/zN7l06RIvetGL+OZv/ma+67u+i5e97GW85CUv4fWvfz3Pe97zeM1rXnOX9nrChAkfC7AnuX98pNuZMOGJmDuIQC2K4Mg2FNsAKb6oTqDRsszUdvWVUequIQt+FD2NE4w4UVTK2NvcK3sV7FWwdNvUZUbltzGcS1kWwKkw88JBDZfrxMW6577FhsWyxzXlbpyDUq18qaOoWCdYJ2XY1kWcEVynEa53mcfDisf1fZwMj3GhvlLUYyb0yZFOM/5oBd4hWpK2OTmFW6ek6x2rk5rT6OjH5mEJxim1maoV+4ix2LJUGqdxTG1M2TASDsWrFNW8jCb44/iBUEgqdflc41HIluk4Zh3zbpphEzyLTtFN8a+1BDnqWFMKDqMSK8o8ABy1E2bR06UZDQ1aCyn3DPGIdT5kzUCXfCEsEQTDVYbWoAuHzCqgKM08gVkILI7jHX/G7rbJ/A/90A/xfd/3fbeteyq7iJ/6qZ/i13/91/nVX/3Vu7wXzxwmgmvChAkT7lHsCCiTkZwp3zOSPG7sEqolaik33a1CKW+T++x8QTUSNlISX6px9G5rQr9TJD1BAXW+5lcpfl6VFXrEHGQUQWgUVBSRCjcsqXOFaSb7REwdMR3TBXCupXNLvFTEXJMLi7Xb39vOgRhKIeRqyTQu07rErIpUmophflV8ssSBjp1By2O6ZBRicITgiqoqekJyDEnJCDHrE45vVG2NfmW1T3hNeGd4l/BVKbBEKAXbWMXmNJKE0e1GFH3ankuPJMhOyGQSpbDdHqsihK0ILNlYA1pRbI2R1ZFIkJ4ooYxHmBXzU2lobc4iL5hJReuU6knt+p8cd3tE8eng137t1/iLf/Ev7n7+lm/5FgC+8iu/kn/37/4d3/Zt38ZqteK1r30th4eHfM7nfA4///M/T9u2d2enJ0yY8DGBzN35A3FKMpvwZFj6TBaYOY+zipQHgm3o6w3ZLgCldqjVqF3Gj7VWtDE5WeRcPVe+OhVaVfYqZeHhoIYLVWI2vr5A0VHetCWCRIRKlaWHi1XictNzcd6xf3lDfVHKKCGQ1xnRQAieITlihqOgHEc4GYwujbYHVrxTb3HK4/IeTrqHy+spj6+jcKtrufB4hzbHuJsbZO8QUSEfdaTDwPH7az5wtM/VznOzF/oM8/GcIKMSfQBxmRwgrJRVXxVD+whdjmSNJWF7e54QLLFNGhpDg87On8rWJjZzEh7jhnsBN/oLNOrZ8y1ejWXocT6BCX3vOe1q1sEzmOKkEJe1lq9h9K/tk+cgVCyGGW7WcBTez3p4nJvtddrhCiexZTOGLO1UYl6Rxhdv1lSolyoOLG6FO/6M3W1y/eu//ut54xvfeNu6J1Nvvf/97+ebvumb+IVf+IV7qraaCK4JEyZMuEexGFNa5s6YadqNKDodC6DzPMZ4c3wyLykEHEV5pGK4kbBRzcVryhU/q9vMm8ZOV85CSsWUvYQFenwq8vpgblRPGQ5HPXpUZFNyBmJDb/v0ekrv5mTrybYhpY6ohaxJZqQ8xisbu68j54UClRpzl2g0sagDy3ZgNh/wbabaA10qMvOI09uSDS1lbBOxTSCuB3IvDBtl6D1DcKTsCEnPCqax81q5hPeJuk5UbcLPS5dOGh0N+P12FpJtJKKFYsSfNom0EWIv9J3HdXU5/+KwCNkc2QxHIbxkq6zLgkpZJGUEKZ5mxo7c6jgdya2MSPHh8tYwy3OW2jBzyl5VDFvvFM+mgusv/IW/gH2Iqk5EeOMb3/hBRdqECRMmTJjwR4XGZVqgcUodWkSUbrhGVx/T5wcI2Y2NxVI32Wg9YKPKPmboM6PBfLFaKGp7ofUw8zDTTKuZRnLxxhrrqaKiKv5dQz6701YOWmfMqkjbBvwSdM8hjcfMUAJulYtXKDCYcDIqtR7uVtxwVxlsA4xKKBLkzKK+Qq0L5nlOn42TKDzW1fib+9zXrZm1kbpZk3PxmjrtZjy2nvP+dc0jG1jHQu7tVbJLwe66CneScRsjRWF12nDYNxwFx3GElWxIFsijYr1PwiZ6+pVDXMLliKVCjPVdxZCLPQeAoKyHa1xffIDHN0sUT60NwZT9rsZrqTFCVtaxBP6sUrHpqNWogaUfPctG+4qTqLSuQTYvpPELHuf/cJQfo9EZN7uGG43n8lBzsPJoNeD2IlZ7pC20izgtnrP1nbNWd5tcv1O7iLe97W08/vjj/Kk/9ad261JK/PIv/zI/8AM/QN/3OPfsjVo+FSaCa8KECRPuUVyoEpeqyMwnWpeoXFFZ7STfH0KoI2K7xY0ElrqM84aOi3hAQPw4mrf1Dd2mD8aihMpDkXfnCDE4hsHTBV9USlIhlDFDSaUD1rhSuFUqVHFM/HOzUsDkgKrHsF0xk0YPKidC1FLQZRPSSLh5NRpNzKvI3qxneWGgvgS659ELM9ifwbwtFd/W/DQmJERY93Daoac9ton4k0SzSoSNkpMSQxlZ3I0+VhnflMUtQZcO3WtK4TJvYFaX99ne8FOCIZZlfB93GPDrjB6NXhgbBSsFljfDZyNL6RxuWUrH1rdDcKIMqSi/LEMgUJy3ivdHJqLmUS3R441UzJyyqJRlBfVd/AxOmDBhwnMdk8n8hGcSWyuGSoXaWmpdcJp7unzKhoFN8qyijgbzQpVLTRFNWMeiaNpEWMVMnzLJMuJcGW8ct71NUTaKOfxgSpeUTRLW42tPU8Qj1Ko7pX620WM0FgU4KZcaLpUlJR37cEKfYB0z191jXF2/nZQ7ZvV9LKsrLLlMK3O8earsmWuFGawiPNopmzzjsa6hGZua0YTTWMii6z1c22SOhqJY2q8qhiRsknISKupNS0gOoXi+HvUNj3U1N3o47BOnekRIPZFEn41VUo76itnxnDD01CcJy8J6XXPa1xwHX0ZErUTuqNQch0d5xF8hrg/IVBzHmoWvdkRICfaR3f9xL0atRqVGq+X7PJ77mVMqVURa2u4Bso8c50c54SY3+gtc7BsuVDXz0wVmgvoenzp0XpqfNmRsMHLiOY9XvvKV/PZv//Zt6776q7+al7/85fy9v/f3npPkFkwE14QJEybcs5i7yNw7Zj7S+kjlM26MIxa93WsKChkF4+gcjCRYIbbUj/4FvhBa2oCMVZVs2ZXzjJlZKZYiWMjkPmMRtDvvU+UJeeuH8GSh2GX8TnGo1HhtyOJQqbaW62RslyjoxrQgLzCMyqadv5ga3mXqOuFmhu55ZL+FiwvYX8BiDt5jTpFsECOEAFWRjStgTjEb2A60pACidpuCy1WGmxluNpJbB015n7aB5QzaFpoKdLzp5wT9AF0P3hVJfiiVl9tkXGc7Fd14Wj8ITsB0JBMV6vHsFANWR58rEg0q5Zae84BJJFlD3o6raklYasakzDvC6PN1N3C3tjNhwoQJEyY8l5BhVGJDbTVe5zi3R7aBXnv6VNMnxyYJTmSsX4r1wCZCl2AVjS5lulwaX96KejxTlOtp9OSUcX0/+q9uYjGY38TM2jpqKtrsGLIyZCGkYsGQOnCrMspHBttk0qDE0T91q+5XoLEZi+YBBMdMDziw+9lnSasOL4KXM0V5SMbRIPRZOFS38wIbUiG/umQcDpHDtCFKpLGauXmiwSaVccpqKKorKI2+m4Pn5qAcDcZJDHRyTB7tGIZkrCMcBk/bNQxRabqEIayGilX0rMf0boDKKmb1RULecCzXcdmhmz020THzxfvszG6+1JWNlmTMLVnXuKKeA0haEh2TCZtKSNlxurmP4HqyRVY2cNTXHNaOw67GkamqzEwDfgiFsUyQ1pDC+UzsD41nq4ba29vjUz/1U29bt1gsuHz58getfy5hIrgmTJgw4V7Fe9+PmznqpqeZBXyVyjihO7sRWoactHTwsoxmu2Mho4ao4XyGypA6YzXoDGhGrwavSOMQX77fVS9wbvwuoX3EBkNOMhwL4ahC+opwOmPVt9zsK46C41ovPN7B9S5xHCLX7ZgbepXT/DghFzl8qycstKe1Iy7kA/a0ZeE9tQpzLyy8sKyEuTMu1MbQRFzb4Wcd+fIpYhGZL5BmATmCF6xWqGrwDssGfYekHuwEhmPoT4vC6nCDHQXkxNAerBdyKscszpDGkAUwEyQ1iJ9DuwfNHJxhrZaYJD+ep5jBeiRtgGPobyEnR8itDnskER+vWR8tOBlqbvU1twbPKmkpXlMZXQi78cxSEA/ZxsLYWMXM4RBYWc8NvcFNez+n4So5B2bVJe5zR7zAXsjz2paLjUILB9Xmjj5ext1TLEz81oSnwvG7HyP5J09umjDhqbCK/Z0/+S6ZzN9xQseEjyt89gv+H/L7Fvw/N69wer3l+OgCv2tLbrBhbiuW88BsX3hwHrlcDzQuIxib5Lk5VMX7auPoNsYmGo2Deau8cJl46WLDA4s19186ZbYfcU1Rz3e3lGuHe/zu4QF/uK5576FwfdVzoaq4vHR80v0b/swnPsKFP7NEPvl55E/703BwcNt+z09OWL79nbzo9/+AT/7fN3n34/fxh6sF95/W3Ow/kUqLFcb9Tc+lesWej1RagoxKuraWkb7oWCdhFZUuwVEQjgbjRp9YxchJ7nA4rjQzLs16XrB3zCcvO15ycMz+Xsd8MeAaiB0Ma8/y+h6ntw5Y36q4ehT5nfx+AO73K+qDnudf6vjjD17nvvvW+MsOPaghG/nWwHA988DjS5obF+mOW4ZTuH7yCdyQq6w54UbOHLpj9rxn5kvjrxJYVHCxhkt15qWLjpdePOLBl55SPeRxn3ARLu1BW0NMcPOY/N6bHP//Eo9t9nnb8SV+83DJ9S4jesLs4JQXXT7lU1/+KPNPqtHP/ETsk1+OPfDA7tzXMXLhnb8L3//hP193sxb7eMFEcE2YMGHCk+BnfuZn+OEf/mHe9ra3cfPmTX7jN36DT//0T/+wr/vpn/5pXv/61/Pe976Xl73sZXzP93wPX/iFX7h73Mx4wxvewI/8yI9weHjIZ3/2Z/NDP/RDvOxlL3va+5jPyalhNIsfPbNkVPzgQDQjqRA1OSlgO/8sMbDssJyxDBoMy4aLRcou1ciuNCXiWGpXiK6ddl5LYg6AJjQY2lsZ5YtlZFKwnal9NGHIZ53KUz1hk2+xCTeJuUe1QlC8NCjKSmokKzkYrXOYOURkTCwsyq5kgiGkPBJ5A1gXkfUAmw5OVqVD14zR1YAMQ1FwAdQVzJqdwszVDl3GIiPvRq+uOCrfFLRRpB4lZDFTnPF7cKdlG8OAeV/GIXNG+h6GUMYVGc9ZrbimmNI3PhKSUqunUkPGpxmF3NqmUoZshfDK2/UQs2HbqGsUJxWVzjAtijhBMbOzUQXKOZvw8YF74To2YcIzjclk/t7Gc/065v8/X8DBu/+Av/Azf4D+1ovYqxrCtZdzkgaev6x58VL4Y3s9n3hwzH0XV1RNucl3q4rrRwuub2YILU4KabTwxksXgU+7dMgn/LFbNC+u0Zc/Dx64BE0N/UD72HX2fvtR5r86ML92iev9guPBc99Meeky8X+/4CoXv+RB8l/5gqfmZff2yK/4THgFzP7iB/iT/+PX+L/+z/v4s+/2rE4bvE/M5oH5A5HqoQo9aIoFgxl2OpCu9YRD4+Rqw9VbSx5eLbg5eMCxSVCrgPfsy5IHZo5PXBrPnw388UuHPP8lR7Qva9D7l3BxWeqpW6fkayvqtx9yMtS8d13xaKX4oWE/X+JFS8fLlpFPe/A6D33WgPu/PwEeuIxdKMSdPzzCX7vFC3/nES78xsNc+MP7ed98zuV2zgdWL+Z4SIxCMYacGYbi5Tlzyn6tPK+NvHS55tNe/hjLv3g/9v/6c9jznveU/+8PHnmEC7/9O7z4v/wBL/2tK7x3NecoCJ+03PCpn3iV5V96AfYZn0Z+3vOe5EPjsU948dP6nD1X8Eu/9EvP9i58WNy5Nm7ChAkTPo6wWq34nM/5HL7ne77njl/zK7/yK/y1v/bX+Nqv/Vp+4zd+g9e85jW85jWv4e1vf/vuOd/7vd/L93//9/PDP/zDvPWtb2WxWPDqV7+aruue9j4ao9H7SFbB2fghaogvRNdW1SXCLuEPxlS/Ud2VopKCkoKQeyH1kAfDgmFx69twZmQiKoXYkhLRjFekUqQS1J29jxu7fXD28pSLp1YYzdH7fMqQVgzxlBBXxLxhsA0dp3SyppOOziJdSqUoSYXoSVZSIbfbNhtJvADWJ6wvvldsOlhtkNUa2WyQzaaQW3FkkpwrY4WLFjmYoRdn6OUZ7v4Z7v4Gf1+Nv7/CXfS4A4/MXVG1qRQ1WIiw6ctycgqrdXmv1QpZrct4Yj+cvd943qQG32TqKlH7ROPyKIk/Z3c2EllDNobRiHbIxjAaykYz4uhXBuBpqHSG1zleWhwVMiYypnPLnX/G7t4y4Y8e98J1bMKECRM+FJ7r1zE5PIJVhyXBidE62K88S63JBkMWToLjqGu4dTjn8EZZrh8tuLqec7Wrud4rN3o4HoxVFNZJ2QRPOFXSUYAbJ3DzEB6/AddvYY8fE64ljtcth6HieDBuDQO3+szNQblxtCC/7yby/vfd+YHszfAPzth/UeD+F59y30s37H1ion7pDPeiC8jzLiAPHiD37aEXZ7gLHr+gTAEAwcqoYp9LyVipsFcpV2aOh2Zwf5O4WEcql8hBSLcG8mMn5D+4Rn7no4R33GT9zo5H3n/Ae0/nPLyGa91AZ8cAdBGOonLtZMHm9xP5nY/Cb/8B8vbfRd75e/Cu92G/f5X4SEe/Ls3MVjOX68yDM+VS61lUSrDM1bDi7ek9vC29g9/qH+Y9J5Frg+M4VMSNlnotxQ95uuzgAO67SH3Fcd98w+U60DqjS47jmy35D64jv/v7T+uz9JTvdReXjwdMCq4JEyZMeBL89b/+1wF473vfe8ev+b7v+z4+//M/n7/7d/8uAP/4H/9jfuEXfoEf+IEf4Id/+IcxM9785jfzute9ji/+4i8G4Md+7Md48MEH+dmf/Vm+/Mu//GntY1HkyJnHlp2ptnZQgx35Zdh23E6M8zGLNhqRigo5gWYrpqRqSDQsU7yrngDR8v6icnbjPOfx9SH3HyOTMDLZImaRbEqySLZAkkAiEEnjP3ebWfD5r1s1m5lgmULKxbHKGiJU4Wy8cms0v00cUgFfFGrUfndcxFzIuyGV5fzxq/BBzF0IZTs6FLXW1nwzxPJe22V8vaiMCZVj+qXkYvovho4sZNG/2UgMMiq5II0JTGn0ydoSXIKOHmYJh0c/yj7W3ZLFT8qHZwf3wnVswoRnGnaXRhSnUetnB8/569imgz6Qk5QkaoHGFbN3p6U2CSZ0ydNHX5pxwCpUrKPjNCrrJHSp3M+HXJTbISuxV6yPWD+q0r1CH7B1IG2gi54wkkq9JbpkbFLxo8pHR/gbt7Dnv+Cs7vlQ8A5mFbrnqKqMtIouPHrQwqKBWVO2EwL0FVQOqSLOl2RHJzaa7UPrizrKC+zXwkGVWfhE6yLqSk1pvZFPE3RFLd9fN9a3am51JUFxFYzO4ujEWuqfIQur4OlOPc31oUwWxFxq0NVAPhmIK4hRUYxKMzNnLLzRJQBlFZRI5pQbrMI1en/KaXiAITlCLgFDxPzhC6CmgaZBZp55OzBfRSqpir9YX5FvnaC3TpGbN7BLl+/88/QkmEYUnx4mBdeECRMm3CW85S1v4VWvetVt61796lfzlre8BYD3vOc9PPbYY7c95+DggM/8zM/cPefpIGQlZD0bzbMzsgu2I4vcpuIqS1FXqdqOhCrE0KiAipCDlJSdeDtZZONN357sbqtn0iPRD37oyWBkzDI5R1JeEdMJMW0IeUOwNT1reukYiARLBMtjwuITt1OOPaWiQLMuY5uAnfawOlNxlUK0LwXamXt8kf3PG9ibw8GiSOYvLpALc+TiHL08Ry/OkP0GWdYlNdGfJTLSB1gP5T2euPSjgivEc+9ZRjy1MqoqU/tE7TKNZqrR2HR7yrak1pCNLhb1VpeMPmdCzkQymYyOI4q1zKikKLi8ebb2/mZb1dsdfLgmfNzij/o6NmHCM418F5cJ9wb+SK9jt46wow2xLzVBo8bcC8vKUY038pCFdXQcDzWHfcOtTcutvub64LkVlFu9catPnITMKjCmI3q6jSccQb7VYTdP4cYpdmtNvtXTn3g2W1P1ZBzLKTdDz43OuNq1bP7Q4Pc/gP7e7334Y4ipWDUczHAPLfAvXOBfsIc+/wCuXIT7LsDlC3BxH5aLonhf1ujSUc0Ti3rgoApcqCP3N5nnz+ClS3jpnvGJi8gLZwMPth0HbU9TR8yEeALD9Uz/gcTpHyrXH17ygesH/OFqzsMb5XoXuaWHJIqdxJCNkwDX+5qrN/Y4fo9j8+6B8K4jhncdMvzBmv59kc1NzzB4VIzWZS7WiQeazJUZ3NcIFxvHUloAVsPj3Orew3Hu6XJRoKWoWMoljOhDwXtsb4lenLHY67nQDMx9Jppyq2vZvN/Iv38NedfvwebOvE8n3B1MCq6nif/3Z/4x9vdmz/ZuTPgYxfHJhtc+2zsx4SPGY489xoMPPnjbugcffJDHHnts9/h23VM958nQ9z19f2aoe3xc5NrJhLTt8kVHlRK6VVTlUX0llHFFit+WZENEELWSHPgUZIfls4WtMmyr4ooZVHapjDvCa2vydA4iRYME5wRUI/GmCI4KFY+qh6Tk3BNTR3AbRBTvWiJzgrTU5ovS7An7fPbWQkxuHLPMSJdxmwBtX940paKgqqpRaaVn6i0cUG0ztUuxZ6P6K4TyNWYkxPJ9tkL2bXdgO364fa13RcGlMs5P5t02tidBvKCV4etEFSK1S9Q7guvsfJ1Xbm1HNJMZfU4EMomESdmutwqTFkGprKGiuq2TlZ/miOJdU3BNpNo9gz/q69iECRPg5s2bfOM3fiM/93M/h6rypV/6pXzf930fy+XyKV/TdR3f+q3fyk/91E/R9z2vfvWr+cEf/MHd/83f+q3f4ru/+7v5X//rf3H9+nU+4RM+gb/1t/4W3/RN3/RHdVjPGp6J69hTXsOuHZFvdYTBka2MKS58STtsPVRanDL7keRyUpqTR8FzHJTDQTgcEsdhoBJHpWVEcRU9q01DexKpboXireoUC5l0lOk2NevoSlpiNjpZc9My17uGx7qKG1cXzH//Bq72yP4+duXKk5+svi9kTlXBsj3T9s+b0vzbW8BiVjxMtyr0fkBmFbKoqJaRxWLgcuioNNNqzZAVJ0VBtfCRvTqw1/bUdaSqS70UOyVHGDrPyWnL1dWC633NI53n6iZzM605dYeIOYRC4m2ScHPwPL6eoTeM+UlgfmtAXd7ZVAyDJySHE2PmIxeMUV3maVUwlE1suDW8FOYQbE11bvQh56Lgl5SwnD+0+m02g72Wev+Q5c2eVhecRMfxUHHr+hz3Byvm930AbRvyS19yu9H/av3U230Cphrq6eE5peD6mZ/5GT7v8z6Py5cvIyL85m/+5h297qd/+qd5+ctfTtu2fNqnfRr/9b/+19seNzP+4T/8hzz00EPMZjNe9apX8e53v/sZOIIJEybci/iJn/gJlsvlbvmf//N/Ptu7dBve9KY3cXBwsFte+MIXAhCtFEkxKSkLMSoploJhSz7tCCy1YkDviz+WalFynXlzlURFOa+0Gkkty1acyWM+k21vx//SuXW2JbrOv/+Y2ChlILKM4pWo7ApfSBid47XFuwWCkHJHTJuyWEeQniRxVCo9+V2+mMyX4iYFJfclBts2AVsNsBmKwqofzvy3toWac6WwaxqYtbCYl4JuuYCDJewvi7JrbwaLFmY1tBVSj+mS2/MxxKLk2gyw7s98ufqhGNHvRhXPVFziy7n3PlPpuIhRjSb6W2xN5rfeW12ODJYYrIxwZqwouKiobUZjcxpmVFbhRjndNm4821PI6Z70vN6tfxOeadyr17EJE55p2DjKfTeWZwpf8RVfwTve8Q5+4Rd+gf/8n/8zv/zLv8xrX/uhW55/5+/8HX7u536On/7pn+Z//I//wSOPPMKXfMmX7B5/29vexgMPPMCP//iP8453vIPv+I7v4Nu//dv5gR/4gWfsOD5aPJevY091DcvXTok3Il1XsTV/aJ0x8zBzQq1lXUlCVrrkWCflNCqnEVbROA2JY+s4zj2rkFlFKaOLQ8VmXRGPIB1G8lEgH0XCKYXIyUoYy4ogPTflUa4NHY9slA8c77F5dyT/7uPI/3k38vAHzuqeLVYr5OiohOFAqYW2Svb9ZamB9hbYbIY1TQnraeqyzBpkUeMOlPnFgcsHK67srXjR/gkv2T/hJQfHvOTgmBddOuLBSyccXFyzOBio5wkRIwVh6Dynq4YbmxmPdzVXu4prnXA4ZE5lRbKAlwaPI2ZjHeEwKNf6msdWcx47WXD15h43bi65dTjn6GTGpq9IJniXmfvIQT1wXzNwfxN4sE080BoPLZQXuUu8NP9xXsincuBqarWzaYOYSzjQNozoKWBVBfMGv4DZLNC6RDY4iZ7rJ3NuPToj/N4RvOt96O/+Hvq7v4s88gjy8AfQp+GPdvdqsY+Pauw5peDamgj+1b/6V/m6r/u6O3rN1kTwTW96E3/pL/0lfvInf5LXvOY1/Pqv/zqf+qmfCpyZCP7oj/4oL3nJS3j961/Pq1/9at75znfStu0zeUgTJky4B/CX//Jf5jM/8zN3Pz//+c//iLZz5coVrl69etu6q1evcmXsmm2/Xr16lYceeui253yoRKBv//Zv51u+5Vt2Px8fH/PCF76QYLIjuYbk8GkcPXSKaEbZJv+N/kwKZEO9IJrJSQDDznl0bZ+3TQwEzkiuLKMJQuI8RVKM1hM2ZEiQE7uUxvPQHbkFlSqVKI211DKj9oviyJUHzAIxdUXBlTdE6djSW3n0ntpyRGaF3Mrj+F1Irhjm92X8T7qMNhGpwnYnxpnNUb3FqOSqK1DF3FkXT3IubzAEqMckRD+qsoZRur5Vc40ysvMKt91zt4jnvLx2JNfZ+Kh3iWrnx1UWYSSmRmP+IWc2FkmWCcTiTyaJPErnHH7nvdVYQ4XHiZwFC9iUovixinv1OjZhwsc7fud3foef//mf51d/9Vf503/6TwPwL//lv+QLv/AL+Wf/7J/xvCdJYTs6OuLf/Jt/w0/+5E/yuZ/7uQD823/7b/mUT/kU/vf//t981md9Fl/zNV9z22te+tKX8pa3vIWf+Zmf4Ru+4Rue+QP7CPBcvo491TUsPd4x3KxZDxUhKyrQKODLuGKj4LeK7NF/a8jKkIXN6L21HlOlK6uZJV/UW0k5CRWzTcPsKIBGtDIsQVg7hugJJmSK9xfAaXqcq+4yVzcL3r+e8dDDezyoxyzmDyMxIUfH2GJRlEc5Q98XcmvTlc7ktm6pKpi3UFWFxNmq3nNJRsS70uib1+hBTd33iA7M+kAcSvGoznCVoZWhFcjIOliE2EHelMbseqg5DRWHwXMcheNgbGIiS0bF0bDEZV+U68k4jcr1wZGtZu49y5iYuUjjUlFqudIsdC6hYjReaFLCa6YNfjT+9/TJM+sXbOKMi41j7qDW4oVq2ZAYYRhK8/Op4D1UHp0pvio1nCGcRuFa1yICs/cE9usb+CEW64u9eXnttaM7+CRP+EjwnCK4nvMmghMmTPiYxN7eHnt7ex/1dl7xilfwi7/4i3zzN3/zbt0v/MIv8IpXvAKAl7zkJVy5coVf/MVf3BVQx8fHvPWtb+Xrv/7rn3K7TdPQPMkNNmShT0pwSkyOGMvNPCclJ9sRWrclKyplfFHOfLLO+2lt/brEPXEOkMKM+OJ2bsP5xwwbMjaUxEWLFC+vLDu1kFDIGh0NSGsVanW0aUajezRuH7NMdB0xnZBtIGVPyj1R+2I4L+m27pONu7Ult5IpyUrBlIOS+ox2GdqI1a6Qcl6LkfxWSaW6Gyc07wvRNZ4YKycHqoB4NxrVbx30n2Awv1WwJYNESUncEl3nz9MHpVGC+OKF5rbL1mj+7GUYRcEVRtXWQCRJInHmEaGmKIqgeByVVVTicCK37cadjiga04jivYR79To2YcIzjfM9hY92O/DB47Uf7Wf7LW95CxcuXNiRWwCvetWrUFXe+ta38lf+yl/5oNe87W1vI4Rwm4fUy1/+cl70ohfxlre8hc/6rM960vc6Ojri0qVLH/G+PtN4Ll/Hnur33D8Ow2nDaqgK4WSl1JCR6GrdNjzm9polmOyU2b1F1nqMp2KRZ2xiyyoWgms+RBbrCldlXGXkJITeMSS3+0w6EWqb0acTbun7eWzzfN6/rrhyvAfvh+e3xzT5UWTVFYJlMTsL14mxWDjskp7P6qIzO4dtOM/4ht5B5aGpkL0Glw1pwlnqtoD4krItW8+FPNaIm4yZIaelGZqysEmF8OsTxFyCcyqrmbGPoniUaEaf4CQY9dig7LIWQ34vLEyoXca7jNNMU0dUS+M3JaXuE63zGMVrK2RH65RVVPYqWPjMbJxsACBEJAwfWvOUR1LQC25U4meDTVKu9xXZhPZ6RN0Ri+EQd+EUOWhBhXxz9WE/x7u3mWqop4XnFMH1keAtb3nLbWw6FBPBn/3ZnwU+vIngRHBNmDDhyXDz5k3e97738cgjjwDwrne9Cyhdv23n72/8jb/B85//fN70pjcB8E3f9E38+T//5/nn//yf80Vf9EX81E/9FL/2a7/Gv/7X/xooiTLf/M3fzHd913fxspe9bKcofd7znsdrXvOap72PIZcCaciOISV8cqgYqjqOG6ai1sqMI4rjC50hjqcctxBhHJ3jTMVl50YV4XaZexzJrWDkrhjU51TM78+b3m/JLa8lPrpRZZZq5rZHLyeYywS3IeeBlDcklOgGovUkjSVdkbMEwe0fLcmEaELMowdXKslD6ozcjyquKpaRwDh6ZN2WiKhn5FZVg3fYSHKJZXAe8w5x/W2v2XlvxVQSfMI58mqbKvkkaYv2JOk8omVE1EnGjzL5J740mdFbopeBQGCQwjJukxK9FfWWs6LjaqioRPEiCFI817Cn5cF1tyZypvSxZwf3wnVswoRnGjYud2M7wAcpD9/whjfwnd/5nR/xdh977DEeeOCB29Z577l06dJT+kE99thj1HXNhQsXblv/oTykfuVXfoV//+//Pf/lv/yXj3hfnw08169jJzcbJLSsYkXI5d5faekHts6odWs7UBpXZyRX+UwlMxKJ3k4JKKeyxyrscRKFVXKchJrlpsH7jK8SZrIbTzRkTAuExlrMMsfhUR7hkIfX9/NA22IIzR9GLtuaZhOQvWImz6wePUg5KzjkfBPw3HLeZ3Rb/21VXMsGUUHm1W0WDFuWb2vlYKGo2LMf0CHiqrwLOjrvmeSkJFDO4wxnZf8crgjqc2YTHSdaappk5asTo1alPkdutbOA84WwykmoqkTdVSRT+pFQq1VZRWgdLFym1lT2aUv8defqvifD2CwVL6g/q7PXSeizI5hQnS4QMe6PpzR7gWo/IB7CyfChtz3CmGqop4t7nuCazFAnTJjwTOA//af/xFd/9Vfvft6S4ecL2fe9733oOfPJP/tn/yw/+ZM/yete9zr+wT/4B7zsZS/jZ3/2Z3fj0gDf9m3fxmq14rWvfS2Hh4d8zud8Dj//8z//EY1LR5OdiqtWR50yA6MsPBbPLci7JEW4ffTwyZyYds+T8rzb0hBHFZeNBE5ZN3bkgmED5AApjCqqJKP6SHYBi0Iht2oHdVJqcbR5RuP2yJqp/Skxd6S8IVtffLh8T7COKAtSzjsvqWSFrIk7kmsc1wyOJiopZPxQ1GWEBIOekVvbAk2kdClHcsuqCup61620XAguUcV0zCPcvnYktwhpR2pt/ci2BvRy3ll/O8oYc1F6ZTsz6qeMcBavMtsp3nanfjzeQKSXnsBAkB614rslo3LLmaPG43BUUsZAncium7zd1p3iqTzPni7u1nYmPD3cC9exCRPuNbz//e9nf39/9/NTqbf+/t//+3zP93zPh9zW7/zO79zVfXsqvP3tb+eLv/iLecMb3sDnfd7n/ZG8593Cc/06driaQW44jY5+VK4rhlPwYjTnCC6gSOhHbO/HGSNbYLCetZ6wivezispxUGbOsQoV9SZSxXKMQ3Ckrb2EFFX8wmbUbsFJ9whX6/fx8PoCl9uabA2tK+bmF/o19YWAu9yjiwpmVSGgag/VqNiy0VjdF4W4qJ7VPWZnZNdWxbVoofJIGtfLaNFw3qYhJqQP0IVCSHUZf5Kp+kTty2hfrUbrhEUF+9GTrGHInmAZJ0qmWDV0yahTqSVFbDSOl52pfesLudXMI64xxJdDcpXhfCZloYtF/eUEGi0+aUufaV3a2XWQ0of14JIQbvNW1THle0gQrIyiKk0pD5NjedwzvzXgfOaku/PP2FRDPT08awTXT/zET/A3/+bf3P383/7bf+PP/bk/92ztzgfhTW96E//oH/2jZ3s3JkyY8Czhq77qq/iqr/qqD/mcX/qlX/qgdV/2ZV/Gl33Zlz3la0SEN77xjbzxjW/8KPdwlHabjN3pIvNOKrvxQLPtMpImI7l1G4n1ZHgSMmz3nrkkMm5v5pbLSJ5FxtFEdu+Zx/c/O/YtgQNOwGnx4vLJUVnDQIVKSVUUUcwi2SJmGSsOXGSK0e8Y7jh6cN02Jbjz/8pJyAlc2qZAjh5ZT8bwyDZR0Zdle3LOEV0CmA+I96XwUTnz8jo3A7gb+cznyMBz69iNKT717/b8SKGdL4Cx0XkrkAhkUcQUd+4XJShOyiLyIX7PEz7mcS9cxyZMeKZxt0cU9/f3byO4ngrf+q3f+mH//730pS/lypUrPP7447etjzFy8+bNnULpibhy5QrDMHB4eHibiuu8z9QW73znO3nlK1/Ja1/7Wl73utd92P1+ruG5fh3bBI/gGbLuajIZywI/Nq3O2w6cv7/f5mJAJlpPz5o+J4ZUMWQpfl1JGaLf3c9TVvLYBlNKPVVLRaWzsk/5FicWOB4qjivl1lBxsG5pjwMQqDWc1US1K6mBrS8Fh3djAy+OnqMB/Eh65VzW75Raoywfz45W8DqmSOttBNe5E4bUJWTH+YzXTK159CsrSqzWQ5sciiD57LW7Zl+WsdE5/i6x0ec1433G+YxrDG1A61KfkjOWoa4SrU+0mulVSE6phOLbNQYynSn0z2wgnhTnz8UIMyEadEnIZpw64Sh4WleP1yLB+8y6f05l/X1M4VkjuJ7LJoIwmaFOmDDhuY9gow9XVuqkeHVIMrwWw3mXMiJS/ASywOgrsB1BvI3I+lDQkdhSKWTWuRm3nedWgDxA6pU4uDIqOBZg5/zUR4N52/lwNao0qaKxliRLel0yuBUhNmUkMQ/Fh4uyBCIhGylbSY4cz0FRbxl9Kr4UMSouKjkk8mDomABpMRfz+N2xjeOJ3mNuJLeq6vZY6LFQM9Xy2m3BM4RiMl/5UuAMWwm/PfVfVLb1KTvzK+ODzPif5GUY2YwggUE2RdFmPY4KFYeOMv6txbxnTKpUpdJi7H9u2vSOMY0oTpgw4V7H3Sa47hT3338/999//4d93ite8QoODw9529vexmd8xmcA8N//+38n53zb30rn8Rmf8RlUVcUv/uIv8qVf+qVAGd173/vet/OZAnjHO97B537u5/KVX/mV/JN/8k+e3gFMuCPc7BtUPKex+EFlYzc2V51TbzkpLqJqt6vaZdRgAwxpRafHrC2wig2rJJwEx6qqqENRsCsQsu4UXE6gVpirZ26XOfVXOez+kIfnL+bS+qWAo9UaLwvMhL3Tnv31hnYV8XsJaQRdeFjWUMWxETiOIoYITTpnMr9N0h7roK1Kq+GM0Nqa0m9De7aqL++gHpAhIuuA30tYTMxPB/aGmv3oyeZ3KjhwbKKwCkKwjBkkimdZdDamQhf1e6XG3EcWdWA2H2gOEtWBII0gXrAMUifEZ2bDwLKv2AuFBlEpv6t2NKff+tcSExICNgxF2f9E9H1ReIVY6rlMqXmBIQsnoTR1kylmnpCFha84GGoqzazihxl/PIephnp6eNYIrueyiSBMZqgTJkx47iNtjUrHDl+VFMVRuUyMWry4BHKynWlmMTU/I7hkK6l6Mpy7odpWjQSUVMWzrzlsFyUF3Y0nptE89PywnRuTFKvRh8ur0KqnzTOiRGqZ4bVGtS4+XHlDyBuidQTtCRLG7h2EPI5pjiRX0BLBHZISo8PHTA6KxYxFQ1LeSrzODmxrnrpVbz2R3IKyfnye5QxhKEcUmlL8hWLQKl6xcLv0aqsc22Ec6SSPROF4Du2cIf8T/4ja+XVgJCLBOgIbkgVMMo5ql5yoyE69VcYTGZMr5WmPKBofUmT2tHC3tjNhwoQJH2v4lE/5FD7/8z+fr/u6r+OHf/iHCSHwDd/wDXz5l3/5LkHx4Ycf5pWvfCU/9mM/xp/5M3+Gg4MDvvZrv5Zv+ZZv4dKlS+zv7/ON3/iNvOIVr9gZzL/97W/ncz/3c3n1q1/Nt3zLt+ysWZxzd0S8Tbgz3AoVTjxDFsJ4syv3XnbElhfDqxFzGavbqbpGCwGHw0lFyj19OubUrViFBSdBmTnhODhq9eO28y5UZ7udWpWFdxyE+1nXD/L4ya9zLf0eH8j3Afs0zuOkIZtwKXhiUvaHjtkm4GYZ3wc0ZKRxkDISU7FcqMO5BGn94A6cCriqfK2rM8sH73ep1JLz2aifdzBEpIu4TYQcWax7DgbPkBQvtsuEhuKRBbAKMFgerSnOvES9QK3G3CWWdWA+G2j3I9UlwR1UULtSm8WM+IBootkk5puBxVCTx1RLKAou71IhuMxKbdf1sNk8KcElq1Nks4GhEFw5aSHhDIZsrKMRM3SpEJLBhIVznARH44xNunN5/VRDPT08pzy4nusmghMmTJjwXEK0MxVXyMV/yokxRIfXjM+ZGIsE/DZsRxUrKQSX8kFpf4V4OSO0tiiKo3Ek0caxxCCkIIXcCkpKSkijisvkNkJFKQWJG/1Hay1ETIWnsZZK53id47QmaUNKp6Q8EHNPlI5AoLdEzCUeu0+F6OqzUGUlmhKzElMh2lIQLLHrrskT2Z1xvHCn3vJPcVtULVHROUOKZQQhhFL8VL50JzWcjSvGIoXffT1/XmOZq9x6lu1GSvPZuXriV7MyohglFiVbXpMsgM7JnMn3BcWN6i2nslNvbcclJkyYMOHjDWWM/6OXQDyTIoqf+Imf4Bu+4Rt45StfiarypV/6pXz/93//7vEQAu9617tYr9e7df/iX/yL3XP7vufVr341P/iDP7h7/D/8h//AtWvX+PEf/3F+/Md/fLf+xS9+8dNKrJ/woXFrKETMNoNnqwjaqrj8+LNgeB0trsb7cmlAWUk8xmOWGdKKtT9hFS+zisppEFbeMXe+EGYj6ZNsDJiRYmY/98pBf8CJe4Bb/iJHm/fx6PIKDJ9Auz6gUodKRZeVNHqW7oeOpo20Q8QPEZ0lXMowJGRIZXyx9qXOqf2ZEf1WubX9WlelRvIOG7/iSj1llmHwpTGoUgiuPqB9UYG1XeQgbkhZqTSPrxGM4iEaszKk/z97/xZq27rmd8G/53nf1lo/jDHnXGvtqtpfxaqKN0bx9EHQMp4QCYoXBjEg1EVEES+kIsQgxANSpTeFN6JgUd5ocmOhESKiQkBLjQYMQhXfBxKqKCUkxPqqUrX3WvMweu+ttfd9n+/ieduhjznm2mPsPVbWnnu3/6bvcZhjtN5663P1/sz/8z8YQ6lzkBnFXPkW1TiEwrFJHPc9h9uB9jMhfNahL3d+/qrIkDAVYCC+S7RtZheT57aWeh21eBnPNKcNCfoBOZ+xly+vn/RSnPg6X6AfvWQpL23eY4FTKlxy4ZSEVALJhGNU3kZhF4yxfF/RMD9Q+L66st/vIYIbNmzY8P2EYq76WeqmneAaSyV5kiJicx4X2Bw4L0Hm6maJqyB0P3CVZ+OEDIaYLMqjKWsrgWUnt9KglKyMY2AYA6nK57PprEyaS3oEoshsVWxU6EpktIbGOldxhT25DOT8hpwvpHJm0DODDIwlM5TCkN2iOBRqvbQH7k82xZiKk0cDkJkD4K9afqBmSMRFTv9l6DosuYTfhhHZDdAPnsnVRuhXeQ1TiPwUzF+Dw2Yp++jX0bPCZL5eU8T8lK3mmWNGtkKWRLKeZD3FRsQCJoVp56kIsQbLz+qtlUVRPijXewD24abNp+K5jrNhw4YNT8XXZVF8Cj799FN++Zd/+YN//vt//+9/73V0t9vxi7/4i/ziL/7ig7/z8z//899Tu+OGx+H16CHlKlMMw7IX9JlnaUYu5jmmC/EFUYUGJcoOESXlMyc+5135fdylhn0Q7rJyzErUSGv5KtpTxGepfRBeaMer8qN83n2Tb7/9//L5+FfQNnBz2bELOxrVagGEVIRclOMwUPLAbhwJe8PGET0W9JJcAXVokKYSXVEXsqup6vaAz08xeFFPDHMjNbDKbK2pYcnD22VIqAoxnTlYwuxEd0r1V4RkXqDTF7hLwilDKa7gAr/OXSW4XnQ9x9ue3WeF8I0O/ZEj3O79PEWdqKJaR99mmi7RxcSQAo3GaiudzrMSXP3o8935DHd3cDwuT/rdHXI6w+mCnQZsgJyUVK9tNrjkwts8Ymb0pWEskX1UbhvYByfCHoVnnMV+WPB9RXB9v4cIbtiwYcP3EyYpdK4k19Qk6NZAJRclWsGKVBvc6peraktiJbjWSeTqljnB1UeS7uVu2fvkVk5OqKXkyq0xayXa5CoEHhaiy4Pm3abYiNJZQ8eeKB1RW5K2iDQU6xnzmSb0DHqmZ6QvLW1W+ixObhUnzfqysilmPy/LMpNK7/0LRdW3jBPJ9Z1QlVxWCjIOvr1rGh/YgiLBp1ybps+atbUmtiYVXBmqrbNeu1xJwWlASlOUF4uCKzNSbCSXnmwJlQZbKbgUmQnEIEvOh9ZQ//VQ/Bg81z/ovsp/GG7YsGHDhg1fF16PsA/+vtsFJ0pslXTgyyWrQegyNyZP9kUnxZTW9qg0jOXEpbzhRM/duOMYlVMWzjnQqKuXGjVyzfKKAp3CPsIxBl4Nt7yIP8679rd5e/l/EFGO8RW78zeJ2tJnRSsFYAjnMTLmwE1S2nOi6zPxlAk3BWkSck5IFzyEvqkfS43x0Up4TZ+vZypVTBTRArQe8g7V/ujt09JGnAY7cyMjzeuM1VzVS3HK6c0YaOpC0jDMqmhMjV0wjjFxu+/ZfVKInwUntz67hRc3y1x3vsyh+rLvifvsYfTqwfSgc35WyYoNGS4jnC9uQ7y7w7SG548jcncHd6eq4ErkHnKu87d5l9BQCifruciZu9wxXA7sQ+ScAvuoT1KEPucM9cMwjn1fEVwbNmzYsOFpqAIhUoFRhVBVQGNR2uJ2wVIJLljip0SltiSumI8V+yGpYKh/nJJQYSbKbFIdVYJmHD1UPs3Elq5It+scLm9RtNW2U2pelNJYS9RdtSleEOko5VRtiicGPdFLz1B2DEWraksYCjRS24aKMuRAk8ucB2ZpzRg9kME15Ww9Bm1b8xkG6FrYtYuCK15nVFgxLNuVtXNSv83WzqSUe9csz02UrFojC0lGso2kMlBspGjr7ZJSUBMvFaB+nDNA/CZ8OG5tw4YNG35QcT968Xs5zoYN93E3GqVAG5zACkJtOHz4L4zKRHhRVezUJd+eJuzox9cM5R2neMc53XKXlFOCU1wyqaDM6vhQ8712QTk2yiW3vLIf4033TT6/+w3eXX6Hbx3/KodyZHd5RbaJMHIa4FKJmVSU7pI4jgPtJdFcMqEzwrmg+4wc8pLRNT0QFZ99cl6C6VfbVJk+V3HiqwXKykHVtYgIISoST+guYeVEyso5RbIJ345Kqz7bTEeelHKHYNy2I4ebgfiZoj9ygB95Ad/4BG5vsBA8A2yKkhgTuj+hTSaGTNCCikddmHk7ZU6K9QnrE1JJLs7nGumhfpy7u/r9HrskyugElyEUpobHQi89r/X3EJShfMohHbjkHTcxfvDvx4bvHRvBtWHDhg0/QJjUUrZS/kDNM5jeS1dd1XL1uSxvtyqIWc0seD/1fCa6bDr2ZLNT/9wWu92H4M1BLtcXgVibhAINihIkohIplimWKCWRGatNz3MYfIgwcoGsi5rN2xuFUpSSpvN1q6DA974OC2HO7ZJpq6cronB1rabbfWvnbE3M4kRkvW6T0Kwgq+fTbYrgRJdZppSE2WJPfOj6yipcXu99fAzKMw1gz3WcDRs2bNiw4fsJl7wU6OSaDzXNYGuoWB09ZB4Vlj2jEHJEpQEglYGeM6MVUrHaFC1XS7A1oriqq1WhDUo3dnThBTEcyeXiirDghNkuCHdJOUbhLgXnqFKkUSfNwmWl2E81W4Ey7wAlKjTZ2xVTmNVYFG+ptonoKnK9OFQFIhYz0jZwqETXzQ4ZM3Ia0WQ0rzO7bmR3SrQaadQJrTWkEokedVGIbUEPEdk3sN/B8YDtdxA810ymJWQToQ1oqI3iMs1VNT+r1EzUhDdjjwmGERkGt1+qQk6ewTom3y7ngqU6v63I9HkxaRcKhVN9boMFNAvhkdHxfvW3Geop2AiuDRs2bPjIYXCllppyr2yyKmYPML/CNFWJp71Lnbakqrgsqsu5I1iqJFedU5zYmggaP35KHiw/hd1P9sRUB7KyGvbmwW4Vfu6WOqUpnsMVpSNoh2oLIuRyYSxnRjvRy5mLDTQ1b+uShUsRYg2b74syZKXRUBVciuWy1BGW+6H78rj8rTVihN3OQ1W71ge8Ji6BqxOLNNk50ypza1SsQBqUNLqlM+VF/bYMsJXcmk4bI5tbFIslijnBdR+yGprn4VkqoSiQHzknGc+nWNiUDxs2bPi6YNiz/APxOYLqN/zg4d2YwQqCeju0yByEXh4gujw+vZJiWjNJRWisodE9QVvGdMelfcepJE4pcErCpfEYBhWdfx+mGcrJrX2EY1Zejjfc6o9yan+X0/C7nIbf4/P9b3EoR0p/Q6MtwWX89HVOG4uyC5khB/Zj5DCMNDHTXRLtTaJJBe3rfao40QU++zTjtVURgBbUlnkoBijVuhgDNA2y37kKvmnQqMjuRJfuuLn0vDz3XHLkEBoaXTVB1+vXqbHTwk3X074y5NODWxO/8Qn26afY7W1VXCUQRS69B9zv3iAthOCh8lMe2Siu/u+HSD732HlETgPcnWF/ck2eqivCzpdZwVUuxeM60vu5WkkSvb2jz28Y9B1nfUEv3+Bit7Tlka4BthnqqdgIrg0bNmz4AUGpaqoy5XIVpWhZ1FtFlrDzCROpNQ0qleCSVJzkSgVR3Ka4RD1VRZRvukrN+/L7lHskzdpyJ1cOQWFpVAw1MyrgTUITwRWmHK5yJuUdYzlzCe/o5SWNRfocZ5tiFLjkyaYYaEthzMHl5glstCVofoLIYlN8KroOdh3WdchUo72ye86qsYncqpbESbmVxsBYb0MlB6ct7TjlOJjXTLtOq/5/mcit5N+zTJF89Q84WROIXJOKT8rg2hRcGzZs+MixWRQ3fJU4lYTmTFRhF2RWl3/ZXxeZWxaXoPmOlkYOxLCnHz/nYm84Wc85NZxT4JLdTqgUvBvIyRTB5hyuXRCOEY4h8jJ/xl3zYxQKl+FbvEu/zbebl1gpNJdXBImAcskwWqDPwiEGLjlwkyL9GOmaxCGNHIpgKRGPRpTk6v+ofgYxLMu9nKtKvvi8OVkTY1xaFwneurgvWMrQdUhtXpQmEobM7u2J29c9p6FhHzraEKpFscZoCLQKu5DpukR4qcgnR/j0pZNbn3665G91nf/W+Yz0A7Jv0G5FmNWiJstKECe4xpPSvsvIcUDuLrA/+/3G6ITZ6QKXEbskbCiU7DEdk210nr1QsiUu42t6eUsf3pBiT6+fsOfwyL9hz0PQ/zBhI7g2bNiw4SOFyMPfN9ZSaVlua2LrIWX02sN27yaTHGj1JmsGpbi9Ls8k19KeONsFP7DFXN/tVJcdWeVwSUcMe1T35PyOXC4M+Y4xnDnLicYaLrmlz4E+uz1gKHCubYqtLm2SZaw5XHOw1T2i67shuFSxbudS+7apGVzh+okpU1Minre1DpXPylDJrSEFhhKc3CpLSKkPyd4a5G2J2TO3SiKXAbNC+aBFsYbbVvXWlH12X8y3YcOGDRs2bPju8M4uaGnpsjKaMtb37rJa7k1xDSqGIYuCa7bZQSeRVg40Ycd5SAzlHRc9cyk7LjlyycpQjEY9hF2ltifXwHoPXYehhs2/SEdeh2+QYs+Y7jgPn/Mm/P8ommlyQ7jcANBnP8+hBA5ZuUQPeO+zskuRlINnmRahzQmRgsSMhgEAmcgtqFlcBl12W2AIWFtnrbbBRD3HdF3qs987yaUCTUT6kfi65/A3Bm7OI4dQaDUSVCB7E+V03VotdLuE3jbw8gifvMQ++eT90qDjEW5vXXW1b5FW0ODXzx+7MmIIkfMYGc6R3d2AvB0IK4LLVWiTgmuAPmHjuq18mmdZcmWlw6zQj99i1HdkS6TYM8jNM/9N3DBhI7g2bNiw4SPFJHP/Mr7CXXnXhMsDrjbHOpxpyuS6nylVsQ6tX/K+pJJby63A/PFBqb4wB6MrblOMBALN3Kao0pKBUnpy6RnLiSGcuUhLb7tqUwxENS6Z2qoodMWJozEF8ijEZNhQsFSQFbll8l2QWxO6DrodNoxIrceW1TWbWhPLqORRSeMqkD/pTG71JdBnpS/KaE5yJWMmuqYWRVdsTcFeGTOX1a1zuHQd6L/iKaNOAf+Pf3ibRXHDhg0fO6ZXzOc4zoYN93Gn74jWcSiRIbtVMNtEci1/b4p5gyJwr0lR5rKd1vZEdWXPkO84hbecyy2XbAzF6IvQFheju/LdjzeRZa1Cp8IhCsfQcFs+YdQLl/gF5/Fz7sbfw2Kh0wMhBbjsOUWPRxiKcBfgkgPnqobfhzwvKkV8qalhQGKBmNCq0pqzTdsIg+dWsWshBM9zBV8EqnrzdNsuF7DrsP3eM01jhLsz+skd3e0dh7cDh1Bo1FhPairQiNGFTHvIyIsDvLzBXrzwuewB2O0t3N0hhw7ZBTQURLyNss8+URvCu7HldGo5vB3QLqFve6Q7+UFmgqt3BdeQsQFX5k/nhhHFCwG61NLpDU08MqTPGcdv+WKyjIzx/Oi/Y9sM9TRsBNeGDRs2fKRYkxcP8VC2IrasTCquGqhZ65I/6Fe7f7AHmLTp+Eve16TY8uyttFJwrZsBp0ypBx8LIKYEiwQagnTEsCPlBiyRsmdx9fqWRjouZZg3m1E9i+uShUtWOjX64jlceVTKWFzFlYtnZk0p+d8LYsSaxlVcMTiLNNk962RrWSiJmdyaCK6J3LpUe+JQdFZwjVOeWrFKbNmVUsusYJbqnzjJNf15LeJeru1884H6KY/4uWTxW3bNhg0bvi6YGfYM/0J8jmNs+MHDSV7TyI5L2THkSArTks+qor7OPPVtedJzBbEaDu9jQ6tKV/a0skclkvKZnhMXuTCUA5fsxNZQYDShMVu9twuNGp0KQzC6IBxC4CYfGeUzzs3nDPmOfnyNWSG2nRfkpM845IZsjRNa0cmevijJhH1YlEkqkIsQYkHiiMQMyVDtPc5iSE5wdSPsBhg7J7PwRabt934B7qurANoWe/XKybK7E/J7b4gv79h9PrILmVYXcfw0TwTxgPmwN+TYeWvi7e2Hn6j93pVc+w5pFA0ZrQTXUDyLLBkcxsi7vuX2bSR0ifC29/B6VX98pUA/YmOGMXsExnyNKtEYYBeUQ+448gnn+CmpOTNIQ0qfzzmqj8VmUXwaNoJrw4YNGz5SxHn7Z3VgsrkRZg0nt1Z8Trn/5x/oOpztiQsp8iGxU1mTXbX9b50HNoel12EProkWrUouQWYFV5B60w7VjlIKpQyM5cxgZy76jrPccCktl6w0qnUw82HlUowhO5GU1zbFKYfre21SnLDbQd/7IBeuQ+a9OVFmW+I4BoYUndDKgaEG5ftw5SRXMmGsG9ppC5xtobnMsiu2rFSiq1AmJdcD/wC7IkHhyyV/GzZs2LBhw4ZH41Le0OkNvb1ktJax2Nx4mOYZaKK1PqTggkaVJnsOl2pLyhcGe8dZzlyyh7/3BdqVSn6dLDHNg60KuwD7qBzGhr4c2elLzuHbnPKJfnzNO4lIGzAtHOyGcbhhyC27oAytMhQ/72P0Ah6RZlaLxVNB1dCQCKkAIzIWZMhIG5BuhL5xJdeu8ZNrG8+u6roPR0K0LfbqE3j7Dnl5INwGukNiF3JtUqxzJj7L+D6xoB2wb7HjwQmsL4Edj8h+h+yiK9HEKOZz4zkLoymdRl4NDedTQ3xbCG8Ssu9dnT9W6uQqf2s5vpNuRqvKLijHELlNL7mEHyW3I0E7Ligpfc5lI8y/MmwE14YNGzZ8pJjCSac3+lkB9YFNz2wrnPwaV33GlfB5wI4I1IPXcE+tt3tkWmEiuZzoWtsTJ9VWrnc5UWr3399VBDUhEmebYpCISouJtwemfGYMJwbp6OVCXw4M2bio0We3KV6K0GbPlBhSYByVdhRsrBbFlGuN9TOYTpqawTUHrS7DmxmUBDkp4xgZUuSSAqk4sTUWdQXXaoPYFyEValCtVRUXFLk+V8PmFsWJ/LqP9fAreAb+Y302hlGeaQB7ruNs2LBhw1PxXPuM59qJbPjBwqW8pdN3rrTKO8agjMVmcss+MJUJrvaZVFyNCJ21RO2IuuOSv81gZwY5M5RciTNdCDQVgtnyPk89jkGrUlVEgWPaVRXR5/TpLWN+x2n4FgC5GTnJC0Z+hCHdcshtJencrjcWD0pvJNCp0wYxZGLIiBpNnam0L+glI1GQLiCHxhVdo9sU2XWQH6FYihFevoAXN8htSzye2cVMq8vjnKYdwQhqaCuw77DDl5NbgBNgx4MHzTf++wVXxb1LPoM2EvhiaHl57miaTPt6QA8DGhWG7PEdY4YhY4Mr9UsNNw1iNAKtGscojCXwIh8YyjcoIRPV7ZNnCim9/s7nW7HNUE/DRnBt2LBhw0eKKUTcyQurn1tV61yruWa7Yqk1erYQXes8qi8luah3+B1gLJlb031PhBes8ygePrSgqCmKIhJQjahGijWYjVWxlCg2kiUxkhitkIuHuybzFqOxWiWzKaWoh6QmFmLvuf61EiMWanbE/GBWGVxz0P9k1fS2RN/uLmH8k2JryjRb/6PsvjxdVk/E/ZD5+3OQ3JNsfaic4CE8l7Vwsyhu2LDh68Kkf32O42zYcB+l9CR6EtmXUtWaOGdw2b0sVK5V1VMRTFDP0IzWIBLqrDOSZJybGZcl4TWkRhOs50IPYlcaURra2k7dkkucS3u8yEc56c5bFQ2aFGhVuCQhitAXZpV5My8NI83gGVYSrA5wBQmClPpl1Kp6Sh4L8ciZayrvkTagDTTqrZEyL0YnFZzPugTqgvGRtEbb+LlFkLq4dZuiK+IuBc5Z6cfIMERyPxAvBbsk1+DVhnHL5k3ZdQRbrrtVRR40KnQS2JU9nRwoMjKEO8ZwR07vMMbHXZPttedJ2AiuDRs2bPhIsbYoLlbFmu/wAIkxZXC5XXGVwbW+qVx//UTcNztOAatuWXz/0PfFRFPYvKBuUySi0hC09eZAG8llIJeeQd2m2MsNQ+lqw5DnR1yy0KlwKcqQa2thUmzIi0VxUnE9B9oWC+G6TagSiJM90dVbruCaMrf6VfbWouDinkXR82OKlDlUfrqDxbKYKVLmLd/7JJfNA+/TUrg2bNiwYcOGDR/CkE/05R0XPdHbS1IJc5Pi3CSNjx3rkhcnt6wSIh4030pDpKMJOyDPivXRMkO2uryDVG/B3PZoyEz4hKoI67QquTSwy3t24SW75hVGIQ+/y2X4XYol+vCWoTkz6oWT3JDKNyjDAZWGgjpJU48D0GpDqMRQMypdSsRLITSGNoZ2mXAoaDZ0yEgb4fbgFsXHzFzHI9wekWOL7oU2ZKIYUX0+HFeTYxBDotTsr4fD5e/D9jtk36INBC0oMBrcJZ+PBbiNkddDS3vOHN4OxGNC2tEHs6hQvLSIvMxb/lwWuuBtlofoFtUhR9Kwp5Rv0OoeIhiZnAfG9NuPOucNT8NGcG3YsGHDR4o1sTWRXVHNVVzYB4VYi0WRmW2aCa/7eOh7s0Xxy9VAUzLYdJgyZXMxicgmMub6Ppzkmv7fbYoqzUrFlUilJ5SeQU+c5cS57AlFuWSdbYqdVtIo19yrIVHGERtXIfPFEHuGvfxkU7yfwVU8gyulMGdurUPlp7ywsXhA/lDcEjAUmS2K90PmRcK961xW/3tYqTBtipWnhsw/D7b2sQ0bNnxdmBYsz3GcDRvuI5eBMb+jDyf6kuhLZLxHclm1Kk5NimKuso+yXlZCg9LZjiAdEEilJ1lPz8BoB8aCtyyXiTzzgPkJgs9lQTySoAvCrgT2uWNvL+jDJwCUkujHb9EPf4NRD+TSk5ueIbwCBS0/QjMoxaBTZReEXdDaXtjMbZDNGBnHRNMkYixoMGKTac6FJjkhpPsGOfVI9rnrMf8d2fGAHHfoQWljolFbZXDZ1WgqUd5vZvwyHI9w6AgH8XMWIxc4JxiKURBuG+WLsaG5FG7veto3GWkzOhiyWwiuMhgU8UyyGnrfauEQCjfRbZ6pKIUGhiNdaSlayDGR257XjyC4PL92w1OwEVwbNmzY8JFCxYhKfeN3cmsivCaL4tpRODUpUiXVlqqsPBqSavfeFTlzzxanMsu5RWz+XGUh1R5KmphVXCv11kRyzUouu34Dn+gtlYCIErWl2EgpA2ZlVnElcyVXz0BjoTYqOkHkMnMnkIYcGFPwoPmhwKzkeqaxIUYI0T/Kcv3MIGclZa/h7nOYM7cu2QmusTZOXrIw1HMfi/kAW5hJrqvnQpyumkLmbU1vrVRz/vwsQ6+Iq/kfi+ey5GzWng0bNmzY8IMIs0IqA729o2dgKC1D9rwstyy6kmfdpLjOTJ2C5qNKDZpvaPRQ7YQDyXpGGRlLmYmzZE50NeIz3XqhOS2zoojPiCLsJHK0I4N+AgFK69a4Ib3BypnL4PEPOfZIGwja0OUGkZZDEvZJOQSfKBsN6NhQTJzQSYFm8BD6oIWmyez7kb0NNCXTHHukH2AYfbn4GOz3cGiRfaRpMk29RgpkMnk9Uqh8OLj+oedrf0D2HdIJsclzeP5QjLdjYSwerv+qiTRivDp37N6NaDMSjgWts7ON5g2KdYyUSnDttHAIxiVO9kcodfJqkmL5E0wLY3PmsSlc2wz1NGwE14YNGzZ8pIj6vkUxSCHoNck1EVFQM6GKt/vR4kxIKr7uK8Zq/nrPpjgRXusmRVWrxMnDDY73sc60X9sW70NMUdHZqqjiN5EIJIxCKj1jOTHKhYueiSUw5IZLVi4ZWnWyqF/bFGuTouUaNJ+f0aYY4ypofmpRFEoRcj2HSw5circ9Lgou38T2hZp1UcmtScFl9kCIvNbrWTAyZpks46zg+lCbYpCHoug/jIeO893guY6zYcOGDU/FlsG14atEqAu40U5c9Exve38fr1mgY83kKrOKy39vWlKGMqm4vCmwJRKlQyS6OqycGePAUIrbFOM6wkBqssQ9VdOUwSXQBmEXAoe0ZywvUVGIzPEPqVwY0zvG/A6jELSjiXveyZGQlcMY2EdjHwCUpg6J2YRGjZgKUW0Ofd8NiXGcVmkD8W6E8wDj+Oh5y/YHpGuRXaRpxrrI9T/zGefe7BifsLrb7+F4QA+BZpdp6hzbZ+MuJc5JOEbl2603Kn5x6Ti8G12ZVgohGRJrS/a4ZNxOs3cXCvuQOUZBZClgUgKNCgx7Uv6Ekz4+ZH6boZ6GjeDasGHDho8U3tZixLo1ClJqGKeTXFJJrgnT+6NVvbOlGjYQBXKNhlfB5gypyb74/n1PLYoTgTZxXiof6gtaFFr+E/ZePtd9qLmCy8mtSNSWrC0pl1XQfGLkzMhALwOX0rkVsLgiarIA9tktgnlUbEw+Hc5Nis9E4jQNIosCDnzw8fB7nW2Jk3Lrkqsl0Vyp1ZdFvTXWHK5sRr73jzOpDKMHrvq1yIxO+pHnQXfNT04qrinQdsOGDRt+WPBQKPd3e5wNG+6jDQdyjU7ow5mLDQy5W72PS21TvMaUmaq4ndBDyZVAIOKB8CmfKDYycGa0Mh9zNLxIxwwxV73fV26rLMftVNlJZLSDJ52KEoITaWM50+uOVC4AnnFq77iTO5rScMqRcxLugoccBBEKgT7L7CCYFGlBjF2IDDnM82H7diScqoLrMU2K4HlaXQtdJMR+JqEEIUualXHf9Xpyv0P2DXE30momiP/3fSmJnpF9H/iki3SqfNo23F462ruE2UhjGW3w9sTsTdnggfUxFFrNHIKSrFRbpTKtjqMqxSJj2XMqn323Z7/hO2AjuDZs2LDhI8Wk2poGDCe5atj86uMVyVWAIphV4iobkgy0YChinicwh82bvafkWkOmFhsqiSLX0vv7WLcD2vrwH1IdrdoURRQVb1ScrHluU7zQ64mGlr5khlK4ZKVVm0Pnx6KkHGrQPE5wPWeTIlQFV3Sp/IpFKlnIRRhKqCHyTm5dilsSx2o1cNuBVZui1ZrxdQbXIu2fSK7ZomiFogWTwqz3uvfQFvfp4x6z86CbRXHDhg0bNmz4EJp4i+QT2XoGOdPLQF+KRyOsSmNSDZxfZ2apTOHkzLdGAo3sCNoxpnekMpBkZCyZVKzOC0I2I5lAVYD5fLWQPlOxTFRxFVcJWO5oLBIJNNLRhAOjnmh0z1D8vkSUzMggZ86y45J3nFKgC67x16pKGlTmcqPp/hTYBc8ZbbQQY+F4N2J9QsYnWBRjhNqkGNtSl7l+7UptlPQ5Ur67QqT9Djm2hP2JXcw0dUvbM/It/V26oeGT/sguCJ8PkdumZX8eZ5I7tn6Vp5Zsf/zVohjzTGhG0WoZ9WTZVgUzJVvD6XLz6PPdZqinYSO4NmzYsOEjxdqaOJNbOt1KvT1sHZxsiqJLFpdQMBUkwhRwYBMjBfdCsszzuqjDmRak6JzD5blcMldXP4T7m7eJ6LoPIRAkUqRBtUEtUUj1GMU3p9bTc2bkpg6WxhCmTCutOVxuU7QElgoyZXA9t0VRZb42nmMvZFuaEidy65SYQ+WzuS1xLBO5tVgUs5U5YB6ohJ8n/Vt9/NlGMpNF8Z5a7+pafujZeBgbwbVhw4aPHZtFccNXiYO+5IyQypnBvPhmKC+rTVFntdUUND8tmSbF+5SZFcSbFANCMFetiyjFRs/hIjGarUguSDqpuW0u8Vm/78+kmQqHUHOgSiCY0pWWTnb0cqEJBy76hrGcyOb5XJmRXi5cSuKcIt1cAenkWiOCiMz70On+dsGJvF1oaS+ZV+/OdKcRGZI3KT4WTQNtREOdddWVapnEWFzBlYvWOfWJc9zxCAdvadzFxE69pRHgLb/L72jDZ/2OXQh81gZeDg372FHMbYdtTmjwB13yMgvHkGmLkot/r9EwLxdVlJhc0Tda4O34yFB8tteep2IjuDZs2LDhI4UyVUJ7C4z7/yuxdY/UkvdUXMvnMlkWi6uurKwokIfIrfVxV/lec9j8vft+qM1x+omJP1sPZFd2vFVMfo2dv/q+q5cyk5EvkWtulR93qtIuVvMvpvsqtpBbz0Vwqdbb9QO2er+lBs3m1W1SbU3nuvyZbyhnokoePsfp8QMUy3PUPEzj7pT9wHwlN4vihg0bfphQHijq+G6Ps2HDfUQ5EORM4kyxkSwj2QrZapdNVRpN845wPSZM6ndwsirKkj06wciz0j2bv7/PGVy1NbuYXImZZCbSllbFxnwRWYqTXcWs2hs96kBUGe2EECjmc5UTa6XGLAhNMUIWyjrftc4aHkAhnNQzR4cUyKN4DkMpSM6P/y9xWhjGmilbv12kUGxqkeS7U+K3DTQRaYVYZ+aogiIku3DWN5xT5pIDpyxc6pJ0yIGclZyUaTCeFFx+rWvQvpZ6fkKnwqiu3toF5lv3hGD8DU/DRnBt2LBhw0cK5b49cQmYn9RbIRR0PYRY3fQVqLwIpj5xCWBVybWGJfOAeeMqj+sqh2u+LWHmTsC9f97rWcTMqqVuqn5+SMGlCOHKpjgpuPx4yTd6UpuGrHgYawkk84bC0RabYhnwYWuePJ+J4AqhVhXqrOKaFFy+xXVbwaUIlwznTG1auia1xmpPHEshWSFPg219XqSG71P7hAzPIzMKWRJWbCb57l/vL8tIex/LfX6veK7jbNiwYcOGDd9PuLGXFB0ZyjsGOzPomXNJ9NkYijGUJYog6xIKD1M+prdQh9p6GESIFgnqQfNmZdWk6PPBkIUx+JKsegaBJXh+UVS5jbCtw1gQz/lsilsWuxIYraMpDVEjPWcu0pHo/XiM9DJwKi1d0npcZSxuGQS/61z8XV6BY+Nz24smchgbxj5QLhkdn6jgihGaiIbJsVBD262Qitszs6m7EB5rfayw/QE57tBjZN+NHEKhC5FWGsZy5vP8V/ld/X3s+1d80UVet4FjcMVVo8UbJHOe5+tSxCNBgtHW4Tqo0YZCk5b4kEYCZp7Jets+ftu4zVBPw0ZwbdiwYcNHiqjXrYlNKA+QW2XVdOi/54oiJ7lEaqPiRII9tFBaKb4ewpTD5ZTLZFHkKnh0rSCaD7siYMysBgHXFsB7iiWd/icNqskVZ9P2jDxb9LIkxpLr5nSR8XtehVCyYNmbFH0F+Lwtihaj2xPvBc1bHTo9Ewy3KWbjkv08y0RwXVkTl4D5cu8JWDK4EqUk3xozUiikquIye/9pu785/k7YLIobNmz42GH1f89xnA0b7uO23JBC5k6+RS49vb7jIhf6vGcoej2DmGdIeZbU8mYsMjVjV6tiaYniQfPgRFNeKammY6Z1kwyu+k4r9fek3moUpBJorQm5RiG09RhNVkIJXKQjSMNF3tXJo9Bz4VJa3iUlWcDMc72mWWIsbpucCK5LVoIorxrlRYxc+ga7jDCkJxFRFgJSYzOWeXKxKKZKFJF5MsHFfg+HDrlp2e17bmLhEOGgkWgd3z7/Jt++/RvcjHteD4EvRuU2eulRo3X2LDLP2ROCltpQaWQttDWLbJ7T1ShE+iKPJrimuXjD47ERXBs2bNjwkWKdvxVX5FYMZX7TlRpgurYSAh40n+pAouCCKENMXK21ZqNqNY+V9xkTEWYCbSLW5lyJq6B7ubLG3VcXTflbfldO0BQpLKqlsDT/SMSkVFVXJXpwm2Jyk6Krn4ouOQ1VwZWLOsmVDMsFecYWRcAl9dNNl8tX6jlk89ytoTi5dUk+GGabsrM8WD6bK7g8f2tl2awqtulWyugKNqskl6Sq6LKZ5Lp6ruRpBNeGDRs2bNiw4cM4SMdoL3mjN5zytxjLibOeueSXNQdUFgWXCWpLDhdcF/OICEGFkAJRO4J2FBsxKww6MFb10mie19mXpY16OuoUeWA1nSuIgBqBZdzx/CoYLZCKEZMQktCUMJ/aIOdqXOw5y4VggZyt5m/5gFMwhlLoLTNaJqL0pWUXGu52yl0OjGOg9AZjgnF0FVd8BAWhCjEgYVro+mMplivRF0hFKUNdVj4VxwNybGn3J44xcRNbjjGwt08Yx2/xOv8/fC6f8MWw480YeB09T6utszVALJkYxXNo67zbxIyFJYA+joEYMlEKTYrzsvN2Y2G+MmyXdsOGDRs+UizqrVKJrXyl3AphsQ3ez+Cy2lwsK6si4EouBbFrFsSKeTh7WRx90zEnAk3K0t44NetMAapzyw4LwXI/CN1mkuvDhNOa5CqU2ksTlvNcqZesZkGkqp4y1oGk9qXtkN811jlcKjOxaLhlwG2KuIorGX0u9KXMj32+BmaMVY01k1ZSwDx03y2KASxXFVdVsDH676wUXPdVB4+1KHo026bg2rBhw8eNGjP5LMfZsOE+bmNDToFWbzjxLcZy5hTecC7f4JIbhkK1KXpcgphwTXEty6cpFL4lEumI2nqaQqWaspVZMZWKEyVzaD1LrmleHTzU9sH7u61sngE6FiFUwipkwdKBgpEZQSBL4sIJRRmtYczN/PPZCmd6TnrHKD2BhpQ+48UYOSfhkpVLipQeV3ANo5NcjyW4VBCt825VcRmFsZQ5esIG/Lil1I3tI7HfwXFHc1O4bUZuG3jRBl6NP0bX/b+4pC94233Om/FT3gzKm0YrwRWra8FoTTwHtfElr04zeA2gtyI0TaYdAwpELWTz4qMXzZef3hrbDPU0bATXhg0bNnykUIF4lbvlb6zTzeOgViTXqlHRTJDib5rzOFBqBldksSxWzMH09xVcOuVI2Hu3qIaWaXCb7uceccZCak0BqpMl7z1b3pTDZQFVECuLmmlFcjEds/JX80azeLrY8ljseUPmAUJckVvXfzQNncmsDryFU3a12RS7OgfE1+sw5W+VlWXTH3NAJbqF0dKs4krqKi4PuPXrub7mH8pF+xDuPwffLZ7rOBs2bNjwVGwtihu+Stw0QiotO24QgtsU7R0XG7jkjksKVzZFD4Z3XIfCL22KgUAjO4J2mE1xDFPge6TPRh+EWPw9fvn/JfC92PJ+P8VGrGMKXOklpOIkGChBhGwNY+7oxe97lJ4imUKmkY7RdjWY3siSOMlb3uHKtSgdUSOntOdSGvoipKyefTpkV1o9NodLp0zTRYEuIhQpnrWaoc9K7oG+Emdd9+jnzfZ75Lgj3go33cCLWHjVKp+9/YQXu5/gkr7gbK+5KyNvxoY3o1svdxqIdZFb8OytkAsq4svl6LdpBrQCscmoFmLfkE3ps3ITH/96ss1QT8NGcG3YsGHDR4ogBZFQrYFlpdzy7dGa2IJrFRdMrYkyk1ymq0ZF5T2CxsrUQHj9/dkGWT9OWzZhreaSqxyw+ySLtwwu5NZMcVXV0gRFMYneRCShHquZlVzr1sWpMbHYMvBNknGbrIlrkus5Gm1Ul7D5quCajjqpuDzf3hiyMZTMuQbE+/OwXJiCkZiaEatVc6IJVzZFs7GSXCPZxvo7diVSWz9ljw+Z37Bhw4YNGzZ8GfZRGHPgMN7S6J6xnLmUN5zkxCUfXcWUlXFWS8ncdD3NBVBJKJ3IKKWxjkb3mLlavUhVdVeb4pCNRr23sJig9yqSJzLL5zDP4Wq02iFlyusyUnGFl5kTSKkELqWlsdbVW/auqsN7BmkY2aME/56MnMvnvBt/hz69pYlHjt036MuP0mdqDqpSRsHGjAwJGYcnTSHOcdlMABYyg430BYai5EHhMsDl8iSCa8rh0qNy6EZeNplXjfJp0/FZ/im+FZ1UvOPC3bjj7SgEgZ2GueDJkEVdVuduDUZoDG1snqPL6N+PsZCLckmBF82WF/FVYSO4NmzYsOEjhcgi2w5qvh2KTm6p2pViC64JK5ubd2wmuaQmhK6JrjXMVoWDRa6qkSeb4pS55ecls2JoDpt/IANqsuUBc8D8On9r+ujklhNZayoqSESlIUiDmlNdynXmlx/Hs7CsyKLgMs/hsuciuGKYcyNQmTMZ1o81mRc4jlY4W+Iil5nS00rVTZg2pOvtnUw/JREhYFbmoPnC6G2Kc/Pi92KreT/s/7s/0rZ93LBhw9eDqa33OY6zYcN93DYef3AzHGn0AHybMb/j1Lzlkj/lkkNtU5SZ4BKmNsXrY00KrgaloSXKDlNXqxeyF+lUm+JYqiiq4ISLruIgal7V9Hmj0Cm0upQAATWflNpO6HbHS1B2OdDljl4ubla0EyMQrCHJxWcPMqn0nPMXnMfPGcbfw/hRxvbiqahmNXvMs08ZsqushvFxF3Z1cVS8tVGqRXEgeWlPEVKv0I9I3z/pv3LrOmS/Q25bDoeBT9rEqzby6S7yo2+/yRh6z/uSkVPO3KVAo/A2CE0luQCiRtqY/TGCz+CNEfZ17lbQZEjIaDBucs+QAzeX8CVnd+9cn2kW+2HBRnBt2LBhw0eKtRJHVk2JcyaW2HsqrPswW0guU5f6zIkOH/hdu6/gumdnXBNYU+D8/e8/eNwHRpPCw8Ghk3oLqISXn6zeO2l5gFD7KmGiSCXKZKWCu6+aMqaWxOyx+OKSfTOlrB7LQ7L0ddC8+0krEWiL6q3UVsrrpkr//LHXY8vg2rBhww8CNovihq8SjRitCo0EAhFFSWVglJ6xxgXkOaJgUZUXu7YUTtCamaXmeaPpXgzD9Pd5Oi7IvJRcL/Y8YH455qTkCpUs8p9xH2NjTpLFqvLyBaXMM1W2hFmeiRaVpi7TRi/5sTKXAT0Ez2/1rNbvJhZiVv/Xa5Ul18cvlCK+NXys9XFCjNA0SBuITU+rmX0oHELgKB17e8EgZ7dpluKq+yyep1aEoSiNGLk4wXnVihlXN13ma7NC02fakGmfMJxurz1Pw0ZwbdiwYcNHCp1yt9YWxWpP1LCQWyJ2pbaaCKqZqFLBMouCy1zNZXyJTfEeZMrZmhVcnsEleZ39IHPw/PQ793FtUFzILUExMkIgCHMmxazcoqGxjmCRQKgWALkic+7f3Txs2Xc3cD2IKWA+TjbFJZNszsewKY+rMMrIRU4e5opbDwNN1WhNLUWLmm36vkqDSkSkwWwEytykmCTNw+/3mqO/ZXBt2LBhw4YNH8YxOnF10EjHLUE7LsNrTuVzTtZzyQ2XFOgzpOhB89GcfLqyKFKXlFQVlzU0cpjfP5Uwk1upBs33WYjqRFeqbdVKtSIGT+aaiC5XcRlNvYHzQtkEQecynnOCTpWGSLRIkUIuPWM5O+Gmbp2cSDch0DUvaeKBXXzFjptZPQb1MWb1Oxtqk+JjUMrVRnVa4rqqavAMriIMfcDOI5zPT3viug72O+S2o33xjlfdwCdDy6dd4Ed2LZfzN3gnJxRhpHBOhUaVblRa9WskGLscOGQlB/V8WwUNoK0gjSCteCRIU5DWsJQ4XAZu2i2D66vCRnBt2LBhw0eKNamkajOxdZ/gAieVnJzyN991G6IVJ7Js2gJmmdVfkyVjymsA3J54771W1Si1RXFN6Mwfmc5V6vlcY2r8+/LHG9xSWMPmAYI0BKKHsVpDJPgWVaXmgPlgt6jIHhgoygdYu+8GUwaXCkRFA7U+egpIXR5vwhgZ6eVEst4fI0ojO9/c0szb0Ins88fu6i2VSNCWXHx7Oim4MmO1Nbotx2xL3dqwYcMPLzYF14avEsdoJBOO0XO42nDkTb7Q5zdcwplz3jGUyFCUvjh5FWuglDckcpXDNdkLG/PFnUmhWEZN54VXskJfnNDKNi30rDYmAghBl2MGgSjGLhQnuOoyMquH3gOMphSDXYQ2LIo0wAmudEcSpYsQpSNIg0hDCA1tODrRJTfc2Eu6oDTqq0kXbQk2FhgTMjwug0tSmi+MYlcRFz1n+oJnm40RO43o+YKl9LiGRoAYsV2HHHc0L4XbXc+rvuUbXcO3O+WcdnQpcLYEAn0pnJLQBWMXYBcEEeWQA30JtCVTSp2fI0gnSKtIF9wZ0RbklGmGwv4ycny7ZXB9VdgIrg0bNmz4iDGFu6vW3K0p6DLalULKrO7xyrWay//MFVyAK5pwSbVYVXXBlV1xIsruk1zArOBayLdlYJsCQh+jyv7QtmptQZQ6fEXZESzS0NJYU9Vba5m9y+7jbNv8AMn1HFC9Jrlq+0+UslyHmeQyBh0YzQmuKYPLKARpwKa8rbUd04mvLImoHUnbag1QzLIHzWsiWfYmxbJYIr6bR/h82Vnb9nHDhg1fD6b6kuc4zoYN93EMRjLjEJVDf6TTGwAu6QtO8S3ncsslG0PNzRpFSGpQlvKbCYIHvUcRGiIdezDIkgjW1OgCmzOuhmyV2JKayyrz502BaXwI4qqtVp3g6tTzWz2DSynB1VA5CJ1KtVwqoQQQSKVnzO9QaZ3MEqWRg7cm1mVcoKGzHZ9wyyGGOoOtZr5U/NYPbif8TkTUOmdhujZ1PTpKX4t6oB8jdj7D+QJ3d/Dy5eOfvG4H+w69DRxvel5dOj5td3xjFznlSByEMOrcTN3nwjkJ7+p1UpRDUG6zMmadd6USWcitnbdrSypYEEIaaS+J/RePO0XPUt1ee56CjeDasGHDho8UOln9VsSNRpBoaOCKlJLi2+eZ5Fq3CpZrKTmAWLXv4Yqv+8KntQJsvg+ZNm218aYqp5T6sQ5dU7PPlX1wDv6aHpvOBsUpVL34F1ffUxoCDQ0djbU0RBr1zWEQoanEVlgpyd7Dc5FbsBBcKsik4AqlDp5LRfdMclHIJAY7U2xEpanf70Cgse5qrFEJ9TGPqLqCq5Qld2LScFmlCAuexTXlfTztkZq3WD4DNuXDhg0bNmz4QcQhZgYz9kE4SEcnt6i2jOkdF95xkQtDPjBkGAo06mHz6FSus9xgFTQvgc58FkiWiMQ5g6pgjKVgdZ6YinWiCFEFzUqrbn9UIIpnhU3k1i7kmeBq1GeDoSjJjC4wz1DTpGUUSr5DgqIa6eSGI5/QlR2tdbREGiKtBG6bhttG2AejU6sOgroUnSyKff+dCa5hhJSvZk2fHQPJeoZiXIpyHiPlrhDuTsj5jD2B4LKuQ4579LZl9+LEi9OFz847Pm8Dp6Q01S1wTk5wjcU4J2+v7NRVcrdZGUogFaWUSTYHEgVpA7JvPAokFZ8Ls9GcR3b7R1o1n3EW+2HBRnBt2LBhw0eMyfonwlxRLFUqJbpYC42pXrlmYdk1QTVtncxcXm1ZELlPdi2ZXIu98VqONRE3IjZLyqUqufx8K9FVo+xl9Tv3ySclzFXUU3Oix4R54KqgBHEJf2NtzasINOIEV9QlTDXI0vAoYvX6rM79ORVcMdSbIhFUC03dlkZZVGzT9c02XuVbEJyomuyI0Zz0UlOKaNV0NQTpCDpgocyZZGZObiVJ5FLItiqMfJ5HuGHDhg0fFTaL4oavEnstpGAcG+GgkYPd0sZb7i5/nd7ecZYzl1zoS3AFV4GkMvFb5FUJDDArsRpRutICzOH1wRaSyzCSlas390aVVC2LeRVPIDBbE1sttKEQpVBMqjpJuORSlVvT/CTEOpl5DEJCJBL1QCe33JRbdrbjIA27EOhUiSocG+WmEQ6h0GohTA80mZM8lx7pL9jx+OGLOlSVV8pYglJbJ6exbbQTl2xcMlxyIJ+M5u6CvH2LffObj3/ydjs41ByuVydu3vV8+q7nG2PDOTeoCNkWkgvgkgsxCbsAUYVTVM5Z2edAzksOF0GhDfUWkZpBpqmgx0T7aIJrw1OxEVwbNmzY8JFjbk2cSK3IlYJrIpFqhrwP6Xml2rJrJdes4qrKsInsErXZyvjoc1uppt4nsFgRX1L/p3NzT0FRU1TCrFIPc6ipk1vRPIMrEly9NZNbrt5q1HMnptD7oMVVbvd9ks9FcLlfdKXighi9BKCp5xDnzajM4fnFRlI+k6d2RK0ZFzQUKahNzYqu4IoCWUeKJc/esnHOJSuWq5LLsNqyVO7dHgMvZfp6QuZ//ud/nn/33/13r773B/7AH+DXf/3Xn+V8NmzYsGHDhufATZPIFPZBOYTAYTjSxVtOoozlxBDO9CUzZM/haqpVUfDcrGxORhWbkw0WkosIBoFSV3thpeKqJTS2ELhjUToJNEVrw6JD6xzUaKELmU4zQa0W3ihjyXQaGNRowzQ7+YwiBI9C0B0x7Oj0hpvykluOHELkNkZ2UeiCz13HKLxojGOcMr+Kz4/FIHsO13cMhO97/7lc3ks4ENQVXLlwyZFLjqQT8PYMd6enPXlNA/sd3O4JL9+we5t49ebCZ0PLKSkigbEI2dx+2JfCaIVzFu6SEhXOWTwLrCgp67I8jlpJrghdA43591JBb0bisX/0aW4h80/DRnBt2LBhww8AJnvgvBLU99VWU7j89POi8iBhZVaVX0VWrNSSFzFlWFkRJ8feU3G9z6BMSi4ReS+HaxrW5t+32iC4tiPKNTHjVr3gtJbFeaupyJzBNd3mgZGl5RHueSSfG5MPUafmnxq+zxL4uib8nKRKiCmlJEyqzdCy53FN18H8sZstCq8g/lYu9Qmf8mZKDXf17y1Kvqfg62xR/Dv/zr+T//F//B/nr+Njg2M3bNiwYYVNwbXhq0RUV0N5JILUqIQ9Kh3FkrcQmvnSaM7EFAyjmDy4dJqC5oMoWETqe2hE6xwl8xLLM7nqMGcwIuRi5OLHhyUaIlSV/9zADZAXlXtYzSnT/YDPF6odQTsinQdDSGAXArso7IOwi06K7WoI+2SJDJO9bpKTp+y3UnwZ+BBSWhRcK4XbNLVlGxltsg0KuVe3P/bDlx/3vQtdM1PbiHSBsM+0beIQE4dYuBThEJV347KYTObXdixuOR2NFUl5b55VqZmsuiyd24AEea+l/MvwdRFcv/ALv8Cf+3N/jl//9V9nv9/zD/6D/yD//r//7/MH/sAf+FrO57HYpsUNGzZs+AHBZE+clFzzm+nk7UtArMHxCtwjt9Y2RSe5JvWW//z6e8vv1E3iPZJL55B5e7i5kIn4kVUovRBNGStVFYkerGmQZCSI50BMwevBIgG/uXorEK/UWzJL8ptqE5zbJeM9gus5LYr1SZCoSBA0LBZFH/aUoBDEH+NUtV3KAEAqLaqRbCNROr9W9TF7ZmwDApEOU29QlKrwmlVccw7XMuT6bCmzQu/7HTFGvvkUq8GGDRs2PIBS//ccx9mw4T66kDiEwiHAIQo32rLjJU28wciMdmG0TF+D5jsTxmKzUsvMy2BmO6FMTYtCJ4E0hzRMyzonx0AYKWQyvQwUDEXorKUrgWzBSbR6XMUzSRstxJBp1C2KIkYqShcKl6I1t1TqIm4huILuaMORPS+4sQMv2sgxKi9a4bYRduoq9UMwjrFw22RuYqYJBZ1tigXGEel7D4b/gE1R+t7JqqFaFFfEkRLI1tNb5pLhlAPDOWJve+TtHbx+DZ988ujnb2pSlFc7wjlz/Hzgk/OFU4oIDZfccMnKUISCMBS4lEyThEaVU3IF1yXXHK5cIzhqmzZRXcEF/vmYkENDOH7/z2J/4S/8BX72Z3+Wv+/v+/tIKfFv/Vv/Fv/EP/FP8Jf/8l/m+GUW068ZG8G1YcOGDR8pyrzTu8Y6g2sKrjLq90pVcpm/+UpxVdWa3FrIKv+oat6oKG5fXLcQTiqu6Xc/BKmD1zTQzUHz88dq2askVyZU0dgU9lUfc7XrTY09rt7ydAq3J+psTWxncmu6uVVQJpLrftL9M8FU58FGoqDBN6VOtvm5NUJtKIq1alsxK+RyJuiOUjqKjpgsLKRUg6JamBVuRsG0kM3JwHXLZKktSwZkszmH67EWRXi+5p7pOH3f8+bNm6s/67qOruve+53f/M3f5Md//MfZ7Xb8oT/0h/iFX/gFfvInf/JZzmfDhg0bNmx4DuybTMqZfTD2UTiEwDF/wr751N/bKwmVa2TAWMsE3QK4qKvXEQI+QgitKcHkPfWgGYxVgp8ojIwMMswtiztrGUsk17lsUm8FKQQpleTy9+WUdc7kasTnlDlGYbYpKk040IYjB7vlNrTc1qytT1q4bYxDKDQCu1A4hMJtk9jHRBeTz41GzeAa4XRG7u6wGOH++/8wuIWxH7AxU0YnliZoVbpfdOCSD5yScr40lLc94e0ZefcWewLBRbeD4wG53REuie6TEy/uLpxHJ6XOOXApwjl54+RdyuRSOOVMGIW7JFyK0BdhzE5w2XrQmnJZVaEEGBKyb9D94yVcX1eL4p//83/+6us/82f+DD/6oz/Kr/7qr/KP/qP/6NdyTo/BE8RxGzZs2LDh+wn2AFExkVrLR/Eml+jZXNSMrsk29yGJ9CQJN3N1Vs5KqWSWv3nLYlG09z9+GYky8UpTNpgghJpLFWvGRLCaq2UtDS0Rz6NqzD964part9qaveWhrEIbasW1QqusyC0jxlKvw1ek4IJVBpdCFELj99tUkqtVWxRmNUNMZ5KrJ5eBbOlKLVCprfkxRzoP12dPowca9bruqYURlgbFVAnOKYvr8QouH8uf6wbwH/6H/yEvX768uv3CL/zCe/f80z/90/yZP/Nn+PN//s/zS7/0S/yVv/JX+Ef+kX+Et2/ffi/PzIYNG34IYWKYlGe4bRbFDe+jbdzStguFfRD2UbmxW/bhFY3ukUo6TeRWNiPZZG1z9VYuy3vzFGPgKnShDepWwHqbwtyD6KywSpIY5MxF7jjLid4Sqdg90qzaENWIoRBj9ltYFF2T2jys2hnB1eFtPHp7ou05xsBNI7xq4VVrfNpkPm0zn3Ujn7Yjr9qB22bg2Iy0TSY0awVXgvMF7u6Qu3duRVzj7g65O8FlxC6JkoVclowyP0xPLwOXZJyycukbytsMr0/I67dPmums6zyH6+UBebkjfhY4fDLw6njm013vj6cp3DTCMQqdKgnjUjKnnDknONUcLldw6aoSs86aMUATPfOra2HXIF147Bk++yz23eL169cAfPrpp9/Tcb5qbAquDRs2bPhIUUwqqfQwYSETizR9ruav+mWxMYrVTK2VxXAiqdZfixi5hs2r2hW55sSX1CyJ5ffufw2rUHm5r+Ba8iYCRmMRNamaL29OLLLYTKJFVzRZcEJMXMG1DpdvKrnVavGMjJBRNTR4ffPs53xuzOTWpOAqaD2HppJbbYBWlY6WKDuCdohMb8keGm91Ozsp1ubHTN3mrS5tkEjCA1GnazYHzWPk4tbEbEZ6Apf33AquP/En/gT/9r/9b1/92UPqrX/qn/qn5s//nr/n7+Gnf/qn+amf+in+7J/9s/xL/9K/9CzntGHDhh8O2DNlcNmWwbXhATQxk0N2m2I09lG55chRv0Fvb2lkB7hy3mZSS4jFG53Lqu14glSLYBuuVV3gs1UofqxeBDWhUBjsRGYky8hFjoxl7w2Nq3NVqdlboRDj8v4eUrhue5b1vBYIq/bEg7QcG+FFA7cRPmkKL5rETcy0mtlFJ8u6mGijZ1ppmKX+npV17pHzGdM6jB4OTkqlhLx76wTYeYA+kUeZlWjgavZiibOcOOfCOSt3Y8P42givL+gXr5EvPsc+/exxT2DbYscDctx7y+EnPe3diZvTBYBTirxNkdeNMhRoeycWR8tcsnDOkUsWLkXpcyAlxRJYqZSl1JyvGP0x1tB56R5HwxjPr+B6ipp+QimFP/En/gT/0D/0D/F3/V1/17Oez3NjI7g2bNiw4SOFsZBK75FcHtSw6HRLJXWSk1xSJT1SVmqulVURPmQ5nIiu6WeYSTabiK4P/u41BM9+CFUOXxQaU4qZZ8BbFcabkiVRzGaCS2vbYluzt6b2xHVzotsArzO4wqTgEqmk3z0V12ODSb8Tasi8REHCouByC4BbE6IKjQRa29PKnhh2jOnh4WLqloxMG7/gYfyVoEsyzlleQZrF0mk2lxClwoMhqH8z0XUdL168ePLvvXr1ir/tb/vb+L/+r//rKzirDRs2bNiw4btD2yUYclVwwTHCjTbclk9QUaJ1cwN0oRYDVuUW9f15UVg7FJ9lwjp7aia4YBSftZqiDJOKi56xnDAt9NJ7CPv8vr+o5oMYqksuVoyFJnirYqhFPEGMZcXoGVyt7Gltz04jxygcI7yo5NanbVVrxUwbsqu2KonWdAltPOfCCjBkOPfw9s7PXAXG0e9oHJC37+DuhJ0GyqWQhuAthvO18aKdQc5ccuaUA3djZHijtK8H9PUdvH4DjyW4msZtkjdHSBn5pCecRnbvBuDCq0vLm6Hh8xi4ZGEXhTAIJxIYnFLDKUWGIgwlkLMTXNfyOXUVVxG/vzbC7uujYX7pl36J/+g/+o+uvvdzP/dz/PzP//wHf+dnf/Zn+T//z/+Tv/gX/+JXfHbfOzaCa8OGDRs+UuTisu3FLnjP918hWgNJK8llpYa6B7exyYqweojoKiZgXmdtNZD0PhGWs1coFxNy0ZoPJjMJt7bFCZ7JBeJSfBVCVZGZCgWXd0cRRhOEUjeU7xNcrt+amhNdzh9klcGlC7kVQ0FDJbiiXpFbYs/cjzWpuIKiLWiwK4tiF/CbBBo6ong7UdA999MDpD7aWK2bs2WApW0yWINKoJCrndGH6Um54EOuD9SP3QMaqwy07xHfazjzu3fv+L//7/+bP/bH/tiznM+GDRt+eFA+mFj59ONs2HAfoSm0MbEPhV0w9kHdwtd7CLe/f2udrbwqJ1clF0wRAjKTXFCJKGRlFeRqsahiZBM6DQw5oihmmaG8I9vIJdwxlMxo18owndukQcMSP69hyudyBdcaxTIqDVE69nZg3yj7KNzGwm3MvGxGXu16jruBJmaaNhPiUuoT2oJ21ExYw8aMXAa4O/tjLQZd73eWM7y9g7cnOI/YuZBSM5N04LOPUejtLRfL3CXh7dhwvmvZfX4hfv4O+fbn2KtXjwubjxF2HRwPfv/nHjkNxLvEjsLt3YVXfcvLoeFSIofo4fIlGz0jl9zRF+OUhT4rKSkl837gqUhVcgVX+DePtSg+3yw24V/5V/4V/r1/79+7+t6Xqbf++B//4/x3/91/x//6v/6v/C1/y9/yrOfyVWAjuDZs2LDhI4XhpFaesrDuv//pZE1cte6UmsVVqj2xOPlipdR8rWtyZVL7WBHyFDB/TwFkE9FWa5KXLK5Feg/vEytTzoRvKr11JlbZmVY7ndT2oGw1w4J7oeuixKreipXciiK1rXDJ34rBt4mhsZpJVptt1oqt51Jw3fNhSoAQa8bFFHo/K7iUruxqjtaeIezmx+Z2Qyer1JRg3hY5EVyBwGieXZFJCEpm9IbJ+vbuajrqMG3zIP042Pec1zDhqcf51//1f51/+p/+p/mpn/opfuu3fouf+7mfI4TAz/zMzzzL+WzYsOGHB1bXI89xnA0b7iM0hjZuzzsE4xDNLXxjNw8+rYRKUvn775SH6e/LUrMyF0JEASq5FQWCLuU8xSDUTKqhKG0JRPP3/FQGEgOX8K4quJwIc5vbAtWpddswmxqvnTh7qGtZRImyoystu6Dsg3FTCa4X7cDtvudwHIhdIbS+SJSpVLpmwMo0Gw3Z7Yft2eeuUqCv+aHD6MTX2zPlbiSfjDEFxrIQgE7mFQY7c7GBc95zlwOnc8vNm5728zP6+Rvkiy/cAvny5Xd8Dq3bwfGImMFlQC4j4TxCuXB8O/DibuBl33HKyiEqnSpkGGXknBOn1HDJ/nyMOVBGXKqXyjKcT/OlTpbFx6vpn2sWq4/20Wp6M+Nf/Vf/Vf7r//q/5n/5X/4X/ta/9W99xvP46rARXBs2bNjwkcLJo0pATUTUh2RIa5Ir169lyeK6+tGasWUrcmvC+vP5e7MdbhncHsrfurqPJR5sblWc5PBSia/5xG2qfixAmKuwFQ+ll2nDWYfAJdPLZfZz1pcWf6zTlMjq43NjOiGVOuTZXNEd6nlO1sxggWgNKhGViFlBxDd7Mj9SXX1Ws9DMMJRiAQTiVSj9uk2xEl1cK+a/n/HX//pf52d+5mf41re+xY/8yI/wD//D/zB/6S/9JX7kR37k6z61DRs2bNiwYYY3M9ucYdVobUBUpavEU6NehLOGh6bLVcPxNE9NPxrvzQvgI4wv76alni/ARAKluNUvM5IoMyl0fx7zkiFbPq+3+yPRmtL1gp+waqoudKGwqzlbzS4TOkM7ZoILWJatFVYMScWzuGbrXt3Spgz9CEPGhkIZvdjo/fNXio0MJMYCfRaGHBgvATsvGV+cz9jt7XdeXsYIMWJNg+w8BJ5dRA6BuBvpmuSPV422LlQVzz5LtUAgG4x10UtxO+acw7WGip/PV5EB+8z42Z/9WX75l3+Z/+a/+W+4vb3lt3/7twF4+fIl+/3+az67D2MjuDZs2LDhI0U2rTbF2nBYcH//WjYFKxLHFVEEXCY+NSoWQ6NL56FgNrFAC+4TZ+thYwqYz9WemE2r3H5RdJWZBLs+rTDdqoILBDHIUiX7xQhWw9ErQZcqwQXM4fKhBrJOqq2oLrMPYnPAfAjmg+hkT4xVHj4NPs/RpLg+hioSFYmgEWLIVzXcXYA2CF1qaWsbYgx7ShkJEgkSUXH1VmQJ04+eXoaJITSIKdnyTIPByr7IFGxrFBOvJ3/CTPXcIfOPxX/xX/wXz3K/GzZs2FCkIM9g8dksihsegrYQ2kwbCvtg7INxjMJNM+VuGc3cfLiKRl0tnGaSi+V7UVxoPuWLei6W/1yfhRyMXVBSMbqxJUqHURjTiaG8o2eojY1Wia5KkMmK2JpFRTart+7Hk7qpUr25WQKtCodg3MTMMY4c9z3725H2laF7QXZ6xd3Y9KBWCi47j056jdlJrWkeSxnuLpTXF8rbTDoplxQrceSPfZpthvKOSzxzNxp3WXnTt9zetdx860T41jv45AufFNsGe/XJl5NcTYPt9/7z4+gqrlOPFqN5nTh+3vPybuAuRY4xsAs656pdbOCcdlxycKItBfIoNfi0Bq7dmw19Bn38MPZ1qUd/6Zd+CYB/7B/7x66+/6f/9J/mX/gX/oW/+Sf0SGwE14YNGzZ8pHDJtt9KEUpWrOSFjCrMk5ToVEHtFj2s5h7gJJdmq9umRRE1qY4ykzLrOsx+ti9O52BCypV0M51VXGkKT71qwXFold+bgKrMuRKpOKn1ENEVVkL7RtQzvETqR+pGs244xYhSPDx1CpifpsZpiwY+fHxQ/vYE2D0GT6U2KXo195TD5QRcDcaXQGMtrexpdE9GUY0IYWlPNM/waHBL5rTdDea2ztF0bp00mXLKFkVdXt3Sox+mUeyZLIrPdJwNGzZs2LDh+wkaPYagDZmdFnaqHsLeCBB8bhGhCzU4fk3+ML1H28yFwKJIn8itndo8thRzsssQ+gJjUXbJCS5ByeXCUN4xhJ6xLEUza4pkLSYTsWpZXKyKE6Z0UhGPPugksIvUrLHMsR3Z7UeaF0b4JKD7gOziTGZZKkgq2Lg8OMsGl+Rftwm5jAvZkwp2N1DejqS3MJwDw2xR9BlWTVGJjPnCqXnLORlvk/J6aHlx7nj17TPxWyf05Ws/98btj/bipSu1HnwSFfZ7f7QpIcMI5wti3sy4ezFy8/nI7Zg4xoZ99NkN3KZ4yea3ogw5kAbFhmpRTHkhudY2xXuKvg/j+Waxp8KeYy7+GrARXBs2bNjwkSKbMBYl5TCruEr2EHkr9zVYVQ2tgiWDANp6cLsWoJkILs/iCgZmOpNSZVZiLaTW1JZYViqtiXBLRUhVyeU5E/LegOU2xRowT80EM1dwBbFZFTaWa6Irr95wJ+VWXFv+qjXR1Vuu4ArBG4O0qW2Sa1/jc6PYaohx/6U3KeZKctWGR4VWhU4CXemIuiOoh3yKKEEaojUEoiu4at7YJI33x++EYDCt187VXMC8XZxOaWlT+opsmRs2bNjwfYgtZH7DVwmJnsPVhswuZA7Bc5puG6DOPx5RUAmu1ejhyq2qsMJ3ZFOo/Lowpw3+ceLGogjFjCFCKsJ+iOzshibsOQNDuqOPF1Ixxvre73PbsqicIiqsLAvNhzgXq/lP0SKNKq0KOzUOMXFoR7rbRHyphE862DeV4FIoldzqkxNafXI1Vyo+p44FuSRszdwVo9wl8uvM8E7pL5FLjgxFSSsCUEQZ8x29veUuZd6OgTcp8qZvOb1uaH9voHn1zielpnFFPTVra79/WM0Vo5NcpcA4IucLFENenmhejNwcLtwODbex4xADe4m8tcDIyJALlxyWJsWk2JixIbsdM+caTFsWNddztXZveA8bwbVhw4YNHymSKWNxxVTJy83ribmXKLpST9VXfsOc5Crm5FI2Ar6xKXlRca3xYWLLWxTHUs9pVmGtyK174iapW00Dz2gwiFVhNN1PNh/yxuL2xFGmQc0PNrUnzlbHq1slutSc4AqewbWEzAef7r4yi+Ki4JLoG9JGyxI0XzM0GlEaIq3taWXPoC7BD0QCzVVbZFRv75kGUZvsm+bTseLNk/Mp4BvYtYprfOTD9FDar8eiuGHDhg3PhY3g2vBVYlJpN5Xg2oXAMRiXGiI+tSV6dpZchcXDkr01Ka3U0xoIIkQx2qrganVpOGzUzXpDEcYI+xjYjweacEPQljGf6OVEX8qVentqu16yvmzOx3KSy2rLtc+IZkYWL7MJxNpWDbuavbXbjTQ3oC8b5OUO9i3s2uUBDgmJ3pBoxZAx+5g0lHofrDybYMkoZ2N8I/TnhtOl5Zwi/SpkXlBUGob8ht7e8c5G3o0Nb0bli6Hl7bsdh28PhN89+ay0axBVD8GYCKzj8UtJLsYBbo+u5nq5J7w8sdsnbk4jN7FwjJFdUJqx4axnLiXR58glC5ccGMdAuQyEMcOYXMW1tmLCkxas2wz1NGwE14YNGzZ8pBhnhZO3tuSshFzmRkWrWVwyabk+QHJJW9sUGydDNBsaClrbGUXNs71gJrdy0dl2mM3VWlaJrmwLyTWatwMteVzL+U85D6GeoYkTMTUijMrZMIoQ1Ic/qa1D08CoSA1aldl5GNfklhSCVvVWbfJZB8A/u4JrIrimj3UVqwFvcaw13FMO15yvUQINHVE6CqUmaDXeFGnR7Ylab/V6TKUBuQjBavB+kUpq+XM5PffTNVtXkz8G9kzNPdtwtmHDhg0bfiAxq7RLzeEqHIIxRH8H9uyoSiLVjCsnt5ZcqbRScJVJZA6rQHfP9mqq4n0sruA6Rp+v9kE5DHs6vSGGA0N6w2gnRiuMxWaLX1op868ewgdGoYJhVRWueBREFKNTo4uJps3oUZCbFm73sO/g0PnyMGdvRVTxSIwhY1WGZaNRBn/QU8mgZbAEuRcu7xruTi2noeGSncjzOWZabkZyOTPkO07a83bc8yYphyHy+tJx+3lLczMQORGaACE4kZczqHq74vH48INuW+x4A32PpAy3b9Hbhu72wuFu4Bgy+2B0QelGtz+OVuizcclCn9UJrhG3KQ4TwZXqRS1PXqg+1yz2w4KN4NqwYcOGjxRjkVkxlYqSs3oOVxLPOLjnCVwabcSzttate6tgekuGBie6SvFcLFgyt/KkGkNq3taUucUVsZWvblOAqszCMoHacihLy48swrMpl8IVXJDlOqPLKoGzBNX78BjEt5xromvKl5CH8reeE/cGF5mJNB7I4WJuW2pQGmuJuptVAm5RdHIrrIL0owpRmcdlt29OA6p6SL8ZxfzawrS19ev4hGbqDRs2bPjoYa5jfZbjbNhwH67S9iVWp5ldKBxjZrRqpSu+TFyr2LMtxA5UBde0uJtC5uuM0FRCaRcKrfovxfrePhQ//iEKB2nYyQu6eMtl+F0GOzNYZih2tWScFpX3ofL+9qtgZEbMsi/cZNWgWJsT9SYitzu4PcBxD/udz1fj6AQXuIrp7O2IFCiDkc84CZSuXQhpDJzPDe/6lrvUcMqBvviy1MwV7qoRs54h3/EuvuXd+IIvhsghBL7dd9y+3dN9K7EjIc0d2tZcsJQREYgBixG67uEndb/HDkf/+dsDctsRby/sXo9uzQzGLghtzeHqGelzR1+UvghDiuQeyqWgQ0bG5NdgvrD2cVRaf6TYCK4NGzZs+EiRitBPJFd2gislJY9CSDWHa0ownVRcU810wLsI1WknSm1THMCaRcUVjJnkysA6a2tuTqyKrYngGk3mbeFYFrJrksev4QIqq2TXtWzfmO5jyppyNVcqVJqs5lCprGq0p83nOjDVH4tEW6m3ViTXtLp8LovirN7S+YOoy/9DrRGfSDgfFt122OSGxjoyYw2XbwgWF3uiyNKmVAP1rSreJnUbFLQoYzHKfXspk03hCcGmz/QPus3as2HDhq8LhYw8gwKibCqKDR+ABlzBFTO7nDgED0YXIKtcZWz5EtAXUSq+1fM/m32D/gFf8LWV3NppoQu+JsxVfX6MPl8dG7iJkUN+QRdeVGLtxCipKriY5zWrxURWYBXV6Y9jFTI/z2LmBLGyLNqaqZ16b8g+wrFzcut4wPY7iBEZBugHVy/1I/Ku97wtwAbIZyENShqCz651jh1S4DxG3o0t78bIKSmXXBed9RqpNGDGmO84yRvu0jd5MwYOQfiibXhx2bH/YsTKBd2N0L5Do9Zg+wbaFrodhPDh4PnDwUm64wF5sSMc39LuM8cmeVtmVHYhEHMkkRmLVYuickmB3CvWF+gTXAbomukiP0nF5VP6NkM9BRvBtWHDhg0fKTxma9rKuZrKqm3Q7ie6w3uh6mKugXKip9ZFR5BxImQ+EDg6Bc/jw1Iq1wHztlJuTUuqteWwWI1cWJFZYXU/0+e2EvUXEf+OeONi0SWHS1kiHKpYav64zhET8R+Uh6yJz7VJmwaWaVBdKbhkfW6yqNe8+1DQ+v9BfAgS02pVFGJVcAlLW+R0DaXejwfVuqIr+OWq10fmhzhVkT8WWwbXhg0bNmzY8CWY26p9eeUq7UKjSlfjAdI0I+EzSSlyNffAOkC9HlZAq6VxOm6U4iSU6dIUXVuZowrN1KYoDUYhMWVwreexp2U/FQq2ai6aZ5hgaGDJNG0bv+3comj4nEnb1PwInfO+zCCPQk7KOCrjGGsLt7cQXnKsoe1al6TXpgRBQQKlDCTr6S0zZLgU4ZTUc7uGSNdH8rsBPSe4jNANripLyW9fRjI1DdY03sLYRKQVtMmzCr9RV9JN7dWThXIiEvOoWCreJDnJ6EtZBuFHNxTaNkM9ERvBtWHDhg0fKYYi9FkYg9KXwD4HUi6UnLC5TXHJYZoxkTsavN2lXYese9Og5oImV2+J2CJyqi08ydymOLUleh6EzOqtWcFlQqrDyTRg3T+ViZx6qNQwF0jVpphNGOq5SFmC6Cd7YhCZh0G/Wf26/s5Ebs13fM+m+L0quFJCrCAzybW2KtbhV5ccriA+HMUpbD5HGjoyLmNv6GisoZntiTI3ME0fwWekZAuRBZCFuXFIZQqalyeFzPuxnymD62uquN6wYcMGe6Z/INqT1gMbfqigoGq0MdHmwC5ksgmNLvlXk6o91b9Gk8IL/H3c5s9doT5ncM0WxUwbnORKpvMxsgnHaByjctMf2YWXxHAg5TN90zOWwlim3Fa9XoZOpJpe/91eBzgUGzGyr+CmSAgphFiQFuiiZ28dD9jx4NY+VWQcsBiQYYSuhTY60YVnbaUx0F8ip0tLnyJDVpIpQ1YuOfAuBc45cJeESxZSKeQyZXA1qHbkcuZcPucNJ94MHW1QvmiU26Fhf95TTIhtRncj0nnoPPsO2e/geMTa1tVcDz6nCgdXpMm+Q44N8ZDZNyOHUNiFSFeD5rNkRssMBbcoZiWNSu6h6VfkmhUfCMf0pMXqNkM9DRvBtWHDhg0fKaaBxYPc3SYYk5KTUnLBsi2NihO0NghWmIqTXDC/2UoxdASNoNkIwRjHJZ/B236WwNIpCywZq6+lfi2zND7VjIlZ3MRCagnXqqv5/MTJm1SJrmnoU7GlcYj79sTJwric8zy8TRKqrwK5tuRMVdATZgXXZJtkIbhma6V4kLy1M8H1Xv5WtSZOobNXqjebHpZ/cyKx1oHy3ogks8R/w4YNGzZs2PC9QxQ0FLcppswh1kVVCaRVVINnZvmEMtQ8zWE1ghVb8lIX5ZbRBQ+wP8SEiNFaQbE6ayk3UdnXHK69vaAJR1Lp6eXCUArJFqLNLYqKlZXUG66WmRN8OTZSSqLopJqvJT6xoK0guwj7HdZ13kB4OEAI2NhCiHDpnVBqFoKrZMhJ6YfIaWi4Sw2X7NdqKMqlqFsTi3DKwiUbfV4siiJK0D0pvabPb3jbvObNeEvUhm83yjEGDsGJq+5Notmd0P0AKuhxB7cX6HvP4PpQ2Dz4n+/3cOiQQ0M49HRtcstozeHqaDlxJuFW0EsRLjkyjoF8FsqlIH1C+ppHpuqzYt5Iq68KG8G1YcOGDR8pUt0GDlPQfFaSepZBSb4ho6nVzOtfXFn0pNiSZlVqDHyuKq6xZldJzepavRfbyp44zhLyRb01TjkT89bw2qa4thRO5JTWvIk1/1TMyZsoTpBptfWRhRBc+u/5XfJeKeL06WxTXN/pJOm6j1K++/D5KVOhlAc3c6J+/kFK5dmmpkepN8UTt/ytOdSvnNyq+VtVvRVrDsaUWRZkIfVYa/aKXangsxn6SH7LtgyuDRs2/ACgSEHke38N2l7HNjyI+tdCa9B8GxNd8TmiKWWelZIp52x1ngk0cj3zTOTNNLFNy7tGjSiFXUh0MRG0YObq+qEExqLsQ+AYlUOI3KRbunjLafg9BjnTl0yfYTTPbp0yVKfG7fuQe0pFs0K2JSBdBIJ6GZE04sqstvFg9v1hCW6P0eep83lWcEkT/IEVYRwDQw6cUuTtGD1MPvtM2xepRBFVwWWk4hbAQiHQoNqCKEO+4675nNflM+IofDE09Vp43MPubsfu9Ug8DMQ4oC/PcHdGzmfoOuw7zX27DvY7ZN8ge6VtE4eQ2QWc4JLIBY/NGLJVd4WTd2lQ7Fyw04h0lXYJoTZMPv71ZHvteRo2gmvDhg0bPlIMZbEp9tltirEUUg6ziksTTkxNhMvi35u/Fq2R7ZOCKxnSGtIbGsUbFav6CNymmFYWxNH8HOavVwTXZIm7yt+qdz2prXyIs1Xr4fXjnI4RDPw3nJJLK3m/1GNM6q71fTwaEzn13RJcKUFOX05yyaRas0pKrSyWCMEicSK4LFy1J04/N5FbjV6Hwcp8bUBkGVHzai4qdq3q+k54vmrqbVO5YcOGrwceMv+9t+ZuIfMbHoJNs5MYMRZKyextJGidx+bSHSVI5FKteJc8Laf8vXsaGdbxTEE8Z6sLmTZmutYJrun+Unby7CZGDlE4Nsox7Wj1hhO/x2AnBhtdBV+mGU0pWd5rUlxiHa4jI8yKq7jWzdtMua3iyqyaV0XTXF+crsP2e2TXLQou9cc7B8rnyNsUeTMqQxGfaws1WF44JeOcrCrRSj3Xhqg7ku4Z04lz+Zwv9DUhBY594BCVQ1CgYR86ju9GutcJaTPhbY/cneHSu4prHD/cpghY03oO165Bd0rTZbpQ2Kmxi0InASnqjZN1Xh1qltjYB/IpE/qE9cnn7DZCylh+PGn1fLPYDwc2gmvDhg0bPlKsLYpDUVJ9Q03VpujVy4aW2qi4/uVpggEPmGdReklryJjRFizbylpXCS7vKFxIriv5/bVqyzO0roPN1yTXJMGfyK1GpvD15edTVSiNs5zePy7fu7Y5Tr/6UOX1B/EM+VtzYOkcJGpXJNdaMDYRe1pJK6lB8tGUhoaCEQnE2p74fgaXB5xOh/TL4NdmyolZhtdlcLZneKgbNmzYsGHDhopVcbKGQtP4+29QI4dMLurzUQp1seeqq06VRq/D5rMZob53i7DMRlrYxeQEV6wkjxop+7GOMXOMgX1UDtrQcQNAoqeXgaHYquFaXcE1NSk+gHlGm0pqSsKkXO3tRGwp7ZmaCR9qJNztPKy9ja7iin5Mz3FVzll5l5Q3SRkynLL4+RYYi9Fnc4tiKYwsjY5RO4LuyOXCJX3B2/ZbRIncDC3HpmUffNI6xoabS8fh7UDoLsS3A+Guh/MFOQ5YSl9KcBGrQq2J0EVie2EXErtgdKq0qrTFH/dYqoKrCP0YGYZIPg+UU0a7EXY1c8MMLunD97nhe8JGcD0V+eR/MTds+CqQL1/3GWz4iOBbIldxuYpKiaq+McxKHgVtVtKpCZXcmrO4JptiG/xjLEgjSDAkuAxd7/napja+6+BUf1MfSw04hzlcfo0gUz7WIsGPleRqdLLtLfcXKlk2tQ46xF+K1WbCLApP29FPk920Kn1CbfP1xSiQM2KV1EppIbnuQXQdfG9zA2SsIfmBQLCIUKo9cQmYn1RcE7nV6ELmGcy2R68VsFmtNTVQTniSgutD0+8T8VzH2bBhw4anozxTC9n2OrbhfViuUQBqM/nUkshZ5zD3XJRGi+ebYgzFiZFGlFhbls2msHlfVmmNHghitKHQNJmmzYSmOJmmRs4D2YTD0HIIxiEI+xjYpxeoRMZyoteePi8ZXKn4+Uzntm6aljp/TdEPgiKi5DJQsPkcYbW00/oAHiK3wFVdu84/hjATXFZzXC9ZOWXh7QjnDKdkDAVSsao8My65MBQPci9aEAJBO2LYUcrAkO842+cEbbjJR1dxhYCKcDtEbmPLy3NL+zbRvc3oaUDOPfQDDMOX53CFMBN00ga08eejVaMLxi4oTYr1MTFHh/QlMIyBPCjlXJCdz4bT7G3jY1VZts1QT8RGcD0Vn/9/YGi+449t2PBd4W78us9gw0eEKcB9rDbFIShN9jyunJWStQbNV5JrFcYka6tiscWmCJCKk1zR0Bb04gTXxC35ADa1Iy7klp+Lk25jqT9TrtVbky1vYmYmGfyypbRag72QVanWLk9bTa+4nrK4JvXS2v7H/HPTQ76S4q/1/xMJVe6RXU9BKVXBlf3jFGxRWyy/rClnOmepnwdR1AQl1IB5J7eiLk2Rk41zuk0YAQo1CNbD5M2EUsP551N5tG3z+TK4torrDRs2fF0olnni+uNLjrNhwz14ATXgOVxQnO9pyjJqZCWGXBXxHqjehUjU61iGaR85vWNGhUYLMWQnuHYZbayqxYycEikpx5g4hsIhRvZB2Y9HonaM5Uyv55UiqrZg2/sWRVgWj3GazSrBZZbIpFk/VVipv1QwVc+WeggxQtNWlVf0YaYuTXPNbT1n4S7ht9HocyGb1fnPGEuht8xYS3iCNDS6p4TRyTdL9PkNgYY3+orj2HEclaDC60Z5lSLv+pbulDi8PRHuBqQfXMXV91/ejxqj30KAJqAtxJDZB2MXoA1CI+rPXQ2a74twSYE+RcaL0twVpEnoqrnc+se/nmwZXE/DRnBt2LBhw0cKY8lUmkJDi4nnPUybw/JwiOj9HC5gYYfqTSLIsGzp1jXS66yIArUhsdoS5/N5Xy00ZU4VIFBzHFhvDZeWQb36LT9QrASPiKDmc9Ic8Cp+vPeu0/StsvzsQxAr310J/CpcXu6rwObp9gPPwwqTFWD6KKsAscnSONkwl3D+yY7o18bq3LhulQwqc0aI/+x39Sg3bNiwYcOGDfdgCWyak6ptL2i5es+fFFoxF5pcaLTMc870/u4KKZuJpyVuoSq0g82LR6mxBCF6c2Ojpaq7q8KbBtVIsZEsiVxsVtyXqtwqZTVjiCG6xFEsizdBxYUdRcpqafjEi6QCMSzz5YpbM8TjLAoM2cmtSyW4PNeqkDAymVL/5+esqDSoRM8JK4mkPb2cGSxzSUYfpTodXFGVklIGYMgwpOvs1O+Uv1ozayUwz6uuqvfl5PSEW83iylW555EhQMYXznWWtrTNYl8VNoJrw4YNGz5SjMVcOWWeedUXoalZXCn7m2oeC7GquOYcrpnYUlZyp6VRsS3IWJCLq7hEXMGlqxwuuGdPrMHyQ90QjsWzJNZv307OSKW0Fkn8lMHlm0qrzULLfYWq3nKyrFBMZ0seZZF6PSRMKnVQvMqamKRMM0v3CPbpy5DzQnJZPW7K799PPY8JUwbX+hYRMr4FjVRrojpJFXSyMi7kVqxDqAmIGRShqNsa/PmploKrjI/HPzR7JsXCcx1nw4YNG54KeyaL4qZE3fAQLNcEzMpUBXUS44rEyYb2y9+f3RjpZlJqIXx8abjkZobavBxDJsRC6EA75gVkO2ZKGdmfEodQOETYR2FnO6IeOI/fpre3DFYYViTXbFEsHkcBzDOeMCnqhQYnkYxCIpHNaiu2K8CuRqcvIYisaZEQoIlIVD//ubjIGx69MbHwehy5WGKsijFwBZNJIVWSS1Ci7DAtlHjLmM8UCsl6zrzhnbziLrW0o/B2VN6Myt0YuRtaXp2U7pzR81AtiuN3DJqfCbp67k3IdGq0arQqtOph//PjqTbFSwoMQ2Q8JbQpaDJkMFCwyxNC5rcZ6knYCK4NGzZs+EgxtbWMNYcrmdZATg8dTUmJWbG1T/ChNkUR3ygV1w5ZVCQIEsUJrrhs9pgP41vAVFVaaT6XJRx0ak6EmrWl12699XZyypmYwlSnoHmPTF9yI1yj5f/MEOrxi1DqfVxvBZdznbMtqm1QZvJppbj6bjK4arC85LoFfCBoflLRfRmHJiJ+88SL+fMpYH7KKlvbE2PNLluupz+PpV7ZaRDNRrV32tX1/06w+Up/79j+Ybhhw4avC0bGnsGiuDWZbXgIZVzysyaySCJo8I/gs4c2BiTMhK5JtL3nOIV1tAJ2ZR2cVO0xFmJbCHuQTpBWsaYQk9HmzL4ZOcTJNiccpKFlz52NDHamJ9cCILxF0a6jG9b5W1Gn4h9oVGnLHkHJjNUyWFX6iWWh950wBbVXkkiDE4G6IrmGmrV1Zz3v5I5eLvUaKLr679dNkoFIB+rkl6xafDIjZzlzKjfsknLOboE85cB5jAyXSLkbsJrDJeczdrl8OcE1obobNPis2gi0ATp1DZ5S28NN6IsylEA/RHZ9IJwMzUbonOAql8cNZMY2Qz0VG8H1VHzy/4ab3dd9Fht+UNFegD/7dZ/Fho8EZtRsAieX+uyEyFg8aL4UpRShTLLoVFxLvSa5RHzrVooPHuAyoahzarsG5ibFNcnl5+Bv5qksZNt0mwgupeZkFbc5ltVQdR2yvqi3Gi1XBJcUmXPCCpCKVwhmc1Inm3h4+3R/szNw2lSKn0Tmmti6IrpW3/9OUvUJU/7W+lipKrry+vh+rfya1C1fPcRM9OEKt1AHuTgHzC9V4uvGyVnBNYX2m19oEwOVRSJvldiaWigfS3LZFjK/YcOGDRs2fBlKBquLQtFKbjUgLUiQyX+IRKMpBbPE7pzYhUwjNrcjwzI32WpMC1IIWjx7qxP0EJBGsSiQM3Es7LqRfUjs1DhEZRcCTTlQSvKgeUkMecrggmw6zyTAvMQU8RzUKDZnSzVyQLV1q+M8c9ac16pWl5yxL5ud5gyrBpqARAhhWWYCc6D8WXre6Lfp7R0AgYYoHdHcKil1RgrSzA07odoURZwMKxRGy/SlcEmBSxEuWblkV1SV0wB9gssI/fDlOVz3Fp+TBbVRqyoupQ3i9FZ9LNmmfFzlkiK7S3QFXjYseUlAHh7/d2yboZ6GjeB6KsIB4v7rPosNP6gI3/uGccMPD6aWwrVNMZlWJZcruNz7L1W5hCuX1phsilrJrWJI9cKJTsOZNymKXKukDKmxVlLPRa5UQ5MVLgNT9GjgWsWlq62hE111K6al3l+1KYpXW/spCl0wyJDVFuKGZQs6/dzUElSyVBXVyjZYrIbBl+uTegrBZQ+QY1aqbXFFbhW3AkzntCb5YIk/1jq6CXIVmh/qAOxKrmW7uh4OFasHEsRs9XxMQfNAkatsrw0bNmz4QUf5TgGMTzrOhg3XyL1SqtKapuZXtaCdIq0sZT7RyY0mF9o20YVMF3yxNzVEF4xcFr3O/J4fi2dvtYp0AWkDtIYkIwyZbpc4RLcp7oOyC0prB7cWljN9GOY5Mdes1vtzSAhG0FLnMCfe2iDsyg0x7MiMjKXMBFdOio0JxinLKn+4STEELEYkBrcotqBarhT70ywzysDF3nDOn2NWCNrRyp5GDgRpCDSoKUo3f92wp8iIEIjSoXVetGp/7LPncA1Ts2EPdhq9SfHSQ3+Bvn9YxZXztUpNvMFyKkbqArTqroYgUpfPqzbF5CqueCmEVIjJs23HYfs331eF7cpu2LBhwwMYx5E/9af+FH/33/13czwe+fEf/3H++X/+n+e3fuu3vuPv/uIv/iK///f/fna7HT/90z/N//F//B9Xf365XPjZn/1ZPvvsM25ubvijf/SP8ju/8ztPPsdZMFSWN9Plpoy5Bmpm8YDLqT3wPZJrsitW5dYcCKVIlFnBpWoPnsP0Zp5tsU1mw0NNyxSa+n4o6ULMLBbF+1bF9S3Wj10oNOL1zN00ZFTL3npcc9JN6zZUluswpZmmvKit1rdHPwE1WL6SZDINeCsll6Xi+WeZhWwzV6LdbzBaGhXFlVyy2BWnvK6gS27ZQ7dZASde1NPUANRGmUmxp7zxu7XnOW7bPwz/ZuNjeA3bsGHDhi/Dx/A6VpJS0hJDIBGkEWSnyD767dggh0A4CvFgtF2mrbNMM9kUmVTetiirai6WqqEN6E6RXYR9g+wiug+Eo9LsCvsmcYiFXYBdUHZ2RFCGfMcgPUNemhS9BfE6ZF7VCGo+a8mSLbXj6I2FlhkpDEUYTRhHxQZqWHttkf4QVKs9MUAbkUZomkIMNYdsXtpNEQsjfXrLefw2p+F3uZQ39PaOZBdKtQoHGhrr2NkNB15ywzc48gkHe8He9gR5WFE15EC6KOWcsfMI5x45X+ByefgxpOTz3Wp2doLLyblWXe3WBW+8Fplyxdym2GdvU7xcGvqLWySHcyQNH2idfA/2jLPYD4fNeiO4NmzYsOEBnE4nfu3Xfo1/59/5d/i1X/s1/tyf+3P8xm/8Bn/kj/yRL/29//K//C/5k3/yT/JzP/dz/Nqv/Rp/79/79/JP/pP/JH/jb/yN+Wf+tX/tX+O//W//W/6r/+q/4i/8hb/Ab/3Wb/HP/rP/7Hd1nlYdZ0u2QrUo1lsuleCqNsUvVTlPlsVqUZyl9erbpocsisBSa10JLqvklkENI1125/e5NWEdB1aJmjpkebBqvVVyqw2FKIVWl8Gw0YXg0XqONtkADW+xyQvB5ddhRfbNKqwnklz3f2c6zkycTcevCq6Z3KqNl8x/vDwFldzSmsU1KbcmJVfNsEVgDuZfCMF7NzHa4DldUXzwmo73OBhm5dluG/7m4mN5Dduw4avGlCf4vd+eEGK44VnwMbyOpbGqmUy8dVpXSqtDM9/02KAHRQ8Qm0wXU51lFmIH3s8vFQENBWmBLkIXkV1E9tOxA/FQ6JrETgs79RyuznaoRlK+0MuFsazb/db2RNDoNsUYc10kOnGzi8Ku7GnCkcLIaJmxGENRxjG6EuqSalj7l3juVP0WalB7q4RYaEOm1YmUE9qgdObKrGIjY3pHP37BZfyCsZwY7Ey2EZlSuGzHzg4c7IYbu+W2vOSm3HKwPXuJNLqkd01t30MKpEE95P2S4NzD6Yycz67iWqMUpL8sKq5Vpu0yd0GnruKKKqhMi19fOF9q9td5jFz6hvO5pe8j/eXxRrptFnsaNovihg0bNjyAly9f8j/8D//D1ff+4//4P+bv//v/fv7aX/tr/ORP/uSDv/cf/Af/Af/yv/wv8y/+i/8iAP/Jf/Kf8N//9/89/9l/9p/xb/wb/wavX7/mP/1P/1N++Zd/mX/8H//HAfjTf/pP83f8HX8Hf+kv/SX+gX/gH3jyuZY1T4O/iZdqg/P2wC9pEITFjlce2Oyo3PvSZtvgB88Hf/+f7sJW35+Ps/pcWFVl1+MrNpNe8y+UQkaIamhZFF9OCr1Pnk0KKZvbfmRh4yZya1Jhle/xjf+h363X2Waboryn2noIWu2J60s/5ZFNn9//s/k0cOLLbKkWj5PNUTzD68G6yQ0/cPiYXsM2bPgqYZbnpcf3epwNf3PxMbyO5VzzqOpyTOpScFkWVrtcMSe+QiE0bgeclnJCVf5ghHt/V5Vqe1TPIpWoS2Zqm5AgaMNMTvnSTwgWEBSzRGZcGhDhwf8epiWmMi3NXAXeEj3vCg87X5NkZaSq4hOS05fncMlCcrk7wLPFmnm5KTQiBIsEiWi9z1zO5HKgWLpShGtdBTbWoCixfh1RGlHidLyrEP/VTJgNGzKSshNYYyXpum6xWk4ZqynXSIuViqvOoEJdHhYfr6Yr6wvMWpJkno07wQxSeqyCa8NTsSm4NmzYsOGReP36NSLCq1evHvzzYRj41V/9Vf7wH/7D8/dUlT/8h/8w//v//r8D8Ku/+quM43j1M3/73/6385M/+ZPzzzwW0xu2MamlfFvkH5WU/eY5XKwC1j9AUE02xTmXS+bAVNHrhsI1pjdxe6Cl78ta+9x2dz0szEou9eFvtt9poQmLVbGdrYuLgiveI36gWhSriuu9wP1pqLmv4rrvpfwy3M/fSsuWz4r5AJWcOyxlaYPMtYVyfVcTsSUyfb40KK6VbouK62Gb4rRVjFMbkkJbt4yTVfGx2LaGP1j4fnsN27Bhw4an4vvtdWxMHgdha9lVVKQNSBdh18CuccXV3lVcoTPaJs9q9Lj6F3k2j3aYIGKu4Joq+9oIXQNdM6u4wkFo28wuZFdxRehoidqRy0DPibRScE1LUKi8UzBCLMRYaGOm00KnsItwkJadvqBQGEhcMpyz0KdI7nVRcPU9jOOHL9Q0X0ZFGiV2Rtd62P4+GMco7KNwIzsOfEIXb4nhgFnPmN8x5DvGcibj9xEs0lhDR8uN7DhKxwvtuA0tt7HhGAO7KLRhUa6XSVk1BMoFrM9wHuB8Qc4X5HQHd3f+WM7n5TaOMCQs+2znz4vPZE1Vb7XBP5/m0Gkm74tySYFTipzHhruh4W5ouaRNwfVVYVNwbdiwYcMjcLlc+FN/6k/xMz/zM7x48eLBn/m93/s9cs782I/92NX3f+zHfoxf//VfB+C3f/u3adv2vcHsx37sx/jt3/7tB4/b9z39Sjb95s0b4Drwvdgkv15sihPRVYpgWdyaV+15MhFdgetQ9ZlFEdZSIRGbW3Z0sgI+EOx+H1dKI3hPfTQRN1LJLambypnc0uKWQ/M2xBiKNyOq782aYuTaopgw1GTe3ExirWxu01xbFGtdT71wSwuiWJm3sE/GOmT+qkURKOIE22RRhLkRcm3h9Oskc6D/+qmYiK1p4xt1pX6TK6YMig9aE/Hpgf/eYBmfsNp6rlDlLYPr68fX+RoGH34d27Dhq8YWMv+Dg+/HWWxM4UrFJSoe8dBUMqqJc64pY0aGTNhnmmatuLKqRHeV9RRfMC3+pMqxpQl+3J2rm0gZ2WdkrzRdYhczu1DoVNhLJIa9E0ScGYvVJeh10Y2IeZlQFDTYvETcBaNTZR8ind1ytteMMjJk80bC5FlSdldzrE5n7HR6OKgdlhyuNkIbCPuBts0cYuImFo5RuW2E29DwIr/iXfiM0o6kfCKXMymfidpiwS3DitIS2Utkp5GmWgSbeptIp12QuvSb8v7rPNZDOWX0NCB3Z7g7eQmPKORFuSWXGkQ/JBiyL4wrpuzTVv24yTwSwqMyfC6fbIqGkLQQxEuU+vIlmWX3sL32PA2bgmvDhg0bgP/8P//Pubm5mW//2//2v81/No4j/9w/989hZvzSL/3S3/Rz+4Vf+AVevnw5337iJ34CcEn0ouKSmTDJtqi4cm1TvE/u2Ey+PPymKWtya5XB5eTK8nPT/TttI7Mt7iHF0dXxZSHnlt+xmsNVZql80DKruWKYhsF7N1kyp8KK6Jnl4UVqDpdiWSCDDR4AP6u41mHz8LgcrvXPvtfOWO2JaVJw+UCVq3prur2X91/F7bOai+kaykx2ra/nTA6ytC2F1fVoBDo1Op3C5o3myxjJDR8tvp9fw+DDr2MbNnzV2AKaPx58P7+Ofeg1bC70WYW2e0mPutKqKrhmxdUuojshxLIiuPx9HpzkWo8GruAyJK4VXK3fDh0cWnSnxL1nWnVqNUPLGwVBGcuJ0RZ7oeE2vXkOC4uKq42ZLniW1yEahxA42C2BxhsOs3HOwjlF+j5S3mW4u1QV1PnL56fJoriLaAdNl9g3iWPM3EbjphFetIGX3PCCH+UYf5SueYVqR7FEKgPZJgVXIBBoNbALyiEGjlG5aZQXjXDTwE0UjtHYVbW/7/98JiyjYL1hdwO8u8DdCd7dIXd38Padf3135x/PPfSjz44D5DzNatNctSi5piXipBZLpgxFuWTl3Ri5Sw3nFDmNm87oq8J2ZTds2LAB+CN/5I/w0z/90/PXv+/3/T5gGaj+6l/9q/xP/9P/9MGNIcA3vvENQgjvtfD8zu/8Dt/85jcB+OY3v8kwDHzxxRdXm8P1z9zHv/lv/pv8yT/5J+ev37x5w0/8xE/Uxpn1UFSl50wkly7kziiLTXFNbpn65x9ad0zsk9r7pNT0R/e+nhRHE3kzETNBr4mv6c/84yL5ph7T1VsefCqAFJdpBxOCKpFCo8pY87hQeS8Ky9VRC8GVR6EMhZCrwmpI87WQlGpe1veg4LKyBJGmAsncnphq2L0pqcjCgzG1K67tCNM1WAao+elYjb2TemtWdd37WVdwGcmoA5eHyp4fyW/5uT2TguuHRBb/deL7+TUMPvw6tmHDhg0Tvp9fxz70GnZJgSEpJQ+rdHipSqWq4IrBN4VDgi4hnRCbTBtyXUz5r0zU1v00CY+LkEUB1TTLoDUkZN8QupFddMvfLkCnSmMHVDuS9ZXgsjmn9frYPl+EbDRNYhemRkZlH4VDf+RtaMiW6HPhlJVTCpz7hnx3onnXOxF0PLil73i8vnilLMNgDEgT0L0Q94VjO3AbEy+aSF+EV61wl1reDZ9QNNO378hlIJeBYiPFRhDP4GokuMos+nl2Cl0Qulqw06ixC7APS5wF+NIxj0K5GHZOcNfD29N8YaSpgfkpwd0Zzj12HrE+e9RFVcBpfe5cweUW0Gk2n57Hsfh0lqaZuPgycsiPpGHMthnqidgIrg0bNmwAbm9vub29vfreNFD95m/+Jv/z//w/89lnn33pMdq25Q/+wT/Ir/zKr/DP/DP/DAClFH7lV36FP/7H/zgAf/AP/kGapuFXfuVX+KN/9I8C8Bu/8Rv8tb/21/hDf+gPPXjcruvoHpB8x5rR5KGWy7TiGyNIRUhlseeVDFptijIRMHEVtg5fHppVoRhra5wPZx7kGRSC6+rn0Pvpzd4VRjKHck5kzX2r46RKAie3gvq5mfgxowmNFsyo209XQwEUuX4IxVaqqbxSsg0FGXINR60qLlvbFb8kKHW+EKs/X1+/ej2tBsy7gsvvOxeZbYMP2hMFsEWtdeUWXf3MNUloc0D/8hz5/025aNOftAhtfmzGmD1bqPI2nH31+H5+DYMPv45t2PBVw6w8i016ex376vH9/Dr2odewPgWGXFXi9a+ITJbEEKBt/KMqjAnpR28RbDJhVp8v7+nTbDBBq4WQoE6WNY0fcyK4xhF2kbCHpnH1VavQqtLkPSotufRkKXPT9RQyL2rzApMI2hSaptBFz/I6BHOCSzoa6yhkLrlwSsK7FDgNDemdUN726NsTsn8Ht3fYOqgd6mxlmCoS3WKph0A8JPb7kdvzyMuxYSzCuzbwdlQ+SQdK+ZSzvmGIbziPn2NWKBSKFG+axm2JuyAcoyuoDtFJraYG5bdqtV2y0NUm7v9/e28fZFdV5vt/1tov5/RrQkhMiBLAcXi9YBQEM1OWlKQmjpSAIgNeBB3xdcR7BacuUJZEr9dhrlJXC+Vl6pbKDDe+MdcZdGCY8uLLKAaQoD9RkMHIm0DIa/fp7vOy915r/f5Ye+9zTrqTdKdPJ93J86E23X3O3muvvXdnnae/61nfxzqFSTU2tbi6wU0kqP5m+8ZHed+N8QLXRBNXT3FNg235SdNiXtJncXmLEJ0LXIXXabFMEatICbri3dRN32ReClzMDFmiKAiCMAVpmvKOd7yDhx9+mA0bNmCMYcuWLWzZsoWkoxTyOeecw5e//OXy56uvvpr//b//N3//93/P448/zoc//GEmJibKSj6LFi3iiiuu4Oqrr+aHP/whmzZt4i//8i9Zs2bNjKuPhfmHd9i5VNG1M7mK1OjUBF5gSSmXKbrSf6pYmtcxpVdU/puCtg9Xe2lcIWB5o3fVNjPPK/AEqv1zKXYVws1u7XdmKJVeXx2bDopli95sPlBt/4pi233Zpsn9u4xVmKy4D669RDFN86yrrO2fNRN2X9ZY3MvM+uWQ5fJEjUWRdSxRdKhJM7WA94Ho+LonVIe4VYhenfcizO9PsVSx8IqYLg7bs004sCyEMUwQDgS2h//NFTt37uTSSy9leHiYxYsXc8UVVzA+Pr7XY5rNJh/5yEc48sgjGRwc5MILL5yUtVSwY8cOXvGKV6CUYmRkZA6uYG5YCONY03QIXMVneRHkFBlc1TgXp3xWl6oEBBVXWi2EqqP6Xl46qLMIjSrS34sKilHova7iCCoxqhKiKio3bc+oaEccKCr0EwZVjMtIyTCWSfYISuUZXBEEFQhjn1nmzd8t/SH065AQL+61nKGeOcaygLE0ojkeYkcTnwE1npu0775U0XQINIH3EVOVgGBAUelLGcyzuBZFhsWRY3FFsTiKOEINMMiRVMPFhEHV3598iaJGESpNrDXVAPpDxVDkGAodQ6FlOLIMh4ah0DAYWqqBIcz9ryAv/NNS2IbFTSS4WhPGGjA6DrV8G52AsQZurImbSLENS9ZSfklqPrFaxFsV7TO5Ik1XLGqcomX9VjeaCaMZzzQT2fSDMYnFZoZkcAmCIEzB888/z3e/+10AVq9e3fXeD3/4Q84++2wANm/ezPbt28v3Lr74YrZt28b111/Pli1bWL16Nffee2+X2ekXvvAFtNZceOGFtFot1q1bxy233DLjPvqKeD6hvYh9IF9alpcmLrKXskzjMpV7cLV9uFSmIOz4wCuqCcKkHHml2zNPRQZXkVpfiFimMEbtOFR3LKUM8yp+xdK6trl8m06vL9Xh+eWzuixOK0LtZ+AibUmtz+KyVmOUoshXUrmpepnFVWSzpeASB6mBpFhOmHX7cM3WaD6/dz6LS+Fsh8jWUUFxKh2xXPrZmdG2j9MWzwTaAiKWjiwui8rvRaynm8ElLGQWwhgmCILn0ksv5cUXX+T73/8+aZryl3/5l3zgAx/g61//+h6Pueqqq7j77ru58847WbRoEVdeeSVvf/vbuf/++yfte8UVV3Daaafx/PPPz+Vl9JyFMI61bEDL+DgLq9oThGGQb2GeyUVZAVHFATqCMF+iWGRqg7cs2D272y8jzMWtIissDH3sEnmPL13V+bJHS6wdcaCJ6SMM+rA2JcP65Ym0TeZ9ASEvcKF97BHGlkqc0R8a+gPLQBgwEAb0Jf3U1ThNl1A3fUxkmrE0ol6PGRqdIBhtoPorqLFxqFR8RBLH/gKK7HjwmWxxiOqP0I2MeNAwMN5iUSvGOMVEFngBKNYYFzGWLGZcH0FTj5DaRp7FZfL++9izEij6Akd/4AWu/tAb5Rcm8FGRvZULitC9TNGOG3TU8kUAMuOfE0BmcM0MV2thxw1mArI0IMtN48E/t0jhM+Gc8ks9O+K2wtTfuLZPLvhVFsLcIAKXIAjCFBx77LFdvkh74umnn5702pVXXlmmwU9FtVrl5ptv5uabb55NF8s06K4gqGPdf1GxzzmV+zwprMmzs3bftGsfDLCPay+yq3zWkM/cMmX2kBeZVLmvF7cC1a6S2BnMTQetHdaqspqjLissBt3+X6Xc13EpKGx5H5Rfx+h8spavKGm7steUs9N69l1Y233PSgWL8v7boi9FgNmx21Qo1IzSrDvvp3X5s3HKZ3Ll/mSFIDldxINr4bIQxjBBOBA4Zzo+kWbXzlzw+OOPc++99/Lzn/+cM844A4AvfelLvOUtb+HGG29k5cqVk44ZHR3lK1/5Cl//+td505veBMDXvvY1TjrpJB544IGuLKRbb72VkZERrr/+ev71X/91Tq5hrlgI41i7aMxkH1CUbotc4L/XugxaylgK15WxvddL1sq3oZRvNwzKoEoHrsM6AkIXEqgQQ6vMQGyHO8Usmt+UVjjtBa+gI0M+UhBpReACUJBhSYwjybOS0jTAtoBWBs0UWgmkKSpNvMildffEodZ+CzUq1ujItJdFZr4KZDXwWVk+Cy0iVBW0DlFWl8UeFNovU9SqnGT1SzO9uFXJDfxDZQm1rw4Z5kWM/D32MaFNwaUO18r/fYfa23jgY0Ry7y2XOmySFw2iHWcXBZK0U6C6LTfK5wmlwX+a338zTYGrl36ohwvzZolimqZcc801nHrqqQwMDLBy5Uouv/xyXnjhhX0ee/PNN3PsscdSrVY566yzeOihh7ren0kKryAIwkKhUiwDLFOiu993+BkiY7XPbsqN5l3qcKn15Y4LD6osN13P7GTxq+NztVgy2L0UDsKuKjLOl2fu2CpBu9JMsZzR+3BNpjDvLM9ZLIvMfSKKJYpBXnExLGbp8jT/ztTwIgjpzGTzRvMOl3RcsymqKXbMMu5PFleuWPnMLb8k1GbkSxcUmVVldl2nN1bxVSmVb9M/Zaf3Vi5pdlRT9FUmQ1UEfDNZouiNTXu1CYIgHArUarWurdVqzaq9jRs3snjx4lLcAli7di1aax588MEpj9m0aRNpmrJ27drytRNPPJFVq1axcePG8rXHHnuM//7f/zv/8A//gN6Xr6SwXzStJrF5Vo/rmHUsS0mrtsgVRfkyxQAdQxjaMo4qnk65mMztLkIpn72VZ4S5OPaZXHEE1dgv+Ytcu5KihoiIUPcB4AoPLjpijqJKdqAgAB0rdMURx4a+MKOqLX0h3sSdChExLdViIrOMplBLQ2qtCq0Rjd3VxO2agNExn8U1MYFqNFCtJipNwFk/oagVRKGvKNkXEQwpqoMpQ30thuOERVHG4sgyHCuGI81QEDPoFhPrQbSOujz1VL5CoJJnb/UHlsHQ5qb1KYNRylCcMhgl9Ie+YmOkLVr5SVOTaUxLYcYdtpZhx1LcrgY239yuBna0hRnNyMYgrWuSJCTJAozT5WP2AlsuBnbExwr/DDMHLatoGqhnMJEpxrPp/45JLDYz5s1IV6/XeeSRR/jkJz/JI488wne+8x2eeOIJzjvvvL0e961vfYurr76a9evX88gjj/DqV7+adevWsXXr1nKfq666iu9973vceeed/PjHP+aFF17g7W9/+1xfkiAIwpwSaZf7KrVN3AsPK+sgyzO4jM2FnSwvi5x0eFCVS/RMx9a5xG7qc/sZK9rp34rS36kaQDVw5eYFrzzY6lyiWC5PbAs0tqwIqSbNYLZFrrYXV5QbhkYdIle5hLLDi6uspGi7jeZJDKRZee1lNtd0lilO9cdCcbxr3z/n2h5c7ZneIm2dSY4InWbyexK6Jnl2Fcb/yhEWGW55BaEoF7Z8NSH/vSAIwuGCdzTqhX+NHzuPPvpoFi1aVG433HDDrPq3ZcsWXvayl3W9FoYhS5YsYcuWLXs8Jo7jrgqAAMuXLy+PabVavPOd7+Tzn/88q1atmlUfhT3TyDQNo0mtxuZWnkCepRR2LFGMymWLKgpQoUJrS6DbmdU+u9uVQlQXhWAWBrg8c8tFUSmaqTggiC1xaHzmkoaKi4l0PwpNhimtEWzHRKL34FKoWKMiRVCBqJJRDQ39YcZAYBkIoV9HRC4mVQkTWcZ4BqOZZqQVMzFWIdtlcLsa3reqQ+Si0YBWy8dZxX3Jl2rSF6EHA6JBR39/wnC1xeI4YVFkGI4cw7FiIAwYtIPEepAoF+tsnk2pUWXmVlX7pYkDYcZQLmwNV1oMxgkDcUp/nFAJM+IwQwfe48waRZZosroiqznMLoPZlWF2JfmWku0yZKPQGgtoNSIarYjEBGU8B0UsXEzk+u87bUOMU2QWmlbRMDCROepGlijOFfNmieKiRYv4/ve/3/Xal7/8Zc4880yeffbZPQ7M/+t//S/e//73l6aBt912G3fffTdf/epXufbaa2eUwisIgrCQqAZeLDJ5aeLCtL34yHQdZuaFsOOzuPLspdTgtPKeAx3tujyryZkOkSv3kYJ2Sr03Mc8/0J1fGqiUI7Pt9O1OilmuTt8uNTmE2yNe7PFp/H6JYt4HbQmszT3AVF4Gujtw8B5cvpqkF/oMgQGX5H4Lhcl8kcWVZT4gnQmTKil69coanwZv8uytLDd59ZWMuo1kS3FrL8tpbH55e/LvUrQrMlnnciHOop1P6K8E05/B65Uh6eFibCoIwvzDZ3z0YomiH8eee+45hoeHy9f3VB302muv5X/+z/+51zYff/zxWfdrT1x33XWcdNJJvOtd75qzcwjQtJBYTWY01ujJk2NaeUHKWlQQeHEn1BBAEPgMa58d739HHXZKH67upYkBBKH3UA3zNsusMJMv01PEKiJWfSgV4PJFil3m9YUhqvYiFxp0VRFWHJUooz/MSh+u/iCgL63QUHXGbUItialFipE0YqxRYXhnEx2nqMV1VH/FC3mZgb6qr55o82z5ov/VGJUa9FBKUDdUmynOKobTiEVpxGjqzfsHY81gUqFPLaKpa1iTljFFEVdWNFQDS39gGIgyBuKUviglDC1ae2P54ro7VwkYo1EJOKsIjUUHDt1wqDAXKi3YVJHUA5qNkCQJaWUhiQ1I81gXCrsQR2fUqIr/5xOaqYNWnsHlaxBNN/51EkPNkHkjcE3F6OgoSqlJsxMFSZKwadMmrrvuuvI1rTVr164t03P3lcK7J4Gr1Wp1pRzXarUeXJEgCELviPOqeKnzXkvQbTYPRSaXn1nMMk1ofFlknXqRSynjgy9ol5zObLvKYr7MrjOTqzB+71wKV9HedF67/IN+iswkoKy6WFQ+LCYkC4rZRVf4WeTZT0GQG8crv2TROW8y75cragLlsKXo1vZX0Pk96MziKozmbeIITEcWV5HJVVRSnKkPV3HD868uc1iTC40mr6Boi1wrphQBi2ssHgd0S3U+w23qUEerdhZXfje90OW8n5dxCgXTz+By4sElCIKwO8PDw10C1574+Mc/znve85697vPKV76SFStWdK08AciyjJ07d7JixYopj1uxYgVJkjAyMtL1d9JLL71UHvODH/yARx99lH/8x38EKL2sli5dyic+8Qk+/elP7/MahH3TMopmkcFlfYZ4V5WdwnMKfDZX7svlM7jcpCWK0I5b/PcdUUBne2EANsRFESrPCtORX/YY5RncFRUQqX5C7c3enXNYVFcMoXJxS0UanENljqDPUq2m9CUR/aGlP3D0hZpq5tupqwa1pJ+RKGBXErCrUeWIWgMdtdCLGgR9kZ8kzIv3qDhqe3FBXkkxhL4YNZASDKdEjRRsylCrxXASsygNSaxiKFL0BSFVO0Cs+kgZb/twKVXaZMTaepErzOiPU/r6Ep/tHxZ+Wj6etEaVFS+dgzTV5XJFpfOVAjovEOTAZH5ZYpG5NZGGtIwuK2JDe2KxeERQmMk7VO69mlpF5hwt42gaV2aETgeJoWbGvBW4ms0m11xzDe985zv3+CGyfft2jDFdFTHAp+f+9re/BaaXwjsVN9xwgwz8giDMawoTTWVVudwNOn0c6KogmJkAk1lMS6GbDhVZv6/2wkfxqeyyPLsr8yJNp1F6gcblvluWilO4wvupo1IM7DnLqMj+2l2Mg1zcYrIXV4HKZzoDbbHaf420xaIIrMszuCYLbMV9MKZdUdIlRTXJjiyuzmqK+0OXaT3tIMnmwlZHgtfka+v+2tVs/rUtX6lSCAxUuzGfydf5s/UVLFHe+iKTQEkQhMOJ6edK7KudmbBs2TKWLVu2z/3WrFnDyMgImzZt4vTTTwe8OGWt5ayzzprymNNPP50oirjvvvu48MILAXjiiSd49tlnWbNmDQD/9//+XxqNRnnMz3/+c9773vfyk5/8hD/6oz+a0bUIe6ZuvL9Sar0VhHN5AZtih8JUHl0uMUQrLyoVtgt0FAnq8OCaMg7SuXFW5xLIKII4QMUQhDa3JoBIaSquH60irLKTYg+lXNvfK/TRo4odumKJYkMlzHxWVOgYCDVVHaCdpqHqjKbDDCSakVSzM4k5cqzPn3tHih5ooOLQZ2yB/xpF7ROHIVTzCotphmplBE0L1tA3kTDcbDHUimkazUAY+iqOrT4i1Y9SbSnQT5oqonyitRpk9EVe3Kr0ZwSRQ+UTpM6ociWDSiDLdGkfUa6e7IilfNEARWY0iQloZiGJ0dSzkKbJM7g6dEygKxYr2oC2yXzLQNM4JlKL7dGoJEzmoAlcGzZs4IMf/GD587/+67/yhje8AfCG83/xF3+Bc45bb731oPTvuuuu4+qrry5/rtVqHH300QelL4IgCFNRDSyRsoDGOMg6BK7d1/4Xy/MKk/UgdT6LSzvQxkc8oW57b5XiT56FZLsDrUA7lG0bmVt8kGGdKz2m/Pnbx3QGAp0eXt2zlu2Khzbfdk84amdxFQajfrlihMVonyFljSoDlSIxzRbm7vm9sGku4CUd/mP5EkVlMtz+ClzlxRT3rX1dNhfvdheriuvC+eWJ/h75Z9m5T9GW/zo5k6uoxqTzLDuAAIfOM9iAaS9RdLnJfC+Q2UdBEA4Wfvzp3RLFXnPSSSfx5je/mfe///3cdtttpGnKlVdeySWXXFJWUHz++ec555xz+Id/+AfOPPNMFi1axBVXXMHVV1/NkiVLGB4e5qMf/Shr1qwpV6fsLmJt3769PN+eVscIM8ebhysSG2BMRwbXFEsVy+yrwItcWvv4pSjeA4UHV3uJYrdxvS6/uiD0v9W5r5f39lKlwBVqiANNJa0SaL+MtjCYnyScaYXKBS4ija4owoqlEmf0h4a+wDEQeT+sSlJlVO9g1Dbob4XsSiJ2JiG7mhXCmqG6M0MPNAniwFcj1CrPjHe+n8W9iHIZIs1QQxm6mYF1VCcyBusJQ42UutF+eWSoqDarVNUgYyoqK0IWTQXKUQksceD7HFczon6LroDKT+MShzUO1VDtbK48HkzzAgHF/S5XEDjIrKZlgnJZYstqEqtJbZFh58PnYlVDEXMCWFWIZqq0E2kaR91kGKbvMi8x1Mw4aALXeeed1zUr8fKXvxxoi1vPPPMMP/jBD/aaArx06VKCIJhUEbEzPXc6KbxTUalU9rimXhAEYT4QK0usHVpZEqtRti0olYFS/kFtnCY1AaGx3oOq5bCRXyhXeqWbjuV1iQVDbkifCzU2F5zwGUKBdgTWp8GDzc+jylmp3UWuzp8L7y2FK0s2F++1RRwfhDit8mDMdWQ45VlcgSWweTaXwy9XdG0/rt2xuR+ZSTVhZnGJN9tXaSFuGZQxvjR04cUVTvOj0rp2EGfzSoquXYradQarTGEgixe3psreKjO/iu93e69TSCzErUDZMtAKAjBOo3HEeiZZCL0KqmSmUhAEYU9s2LCBK6+8knPOOQetNRdeeCE33XRT+X6apjzxxBPU6/XytS984Qvlvq1Wi3Xr1nHLLbccjO4f1jSNI7HKL0EzAdYwOU27Q5gqvRm0QuUV/QorLACL9Vnfe8r27hDKnNU+oylf8qdCRRDlFZQ1REoRuwqhqqCd7kwuL2ORsopiqMsZQVU1hFVDpZrRF2YMhpa+IKA/1FRaMYaUmh6lL4vZ0QrZUQnY3qoQKMfASELY30JVm2jrvHBWlGu01pvtF9lnAH0VH3s1M7R1hEMt+moJQxMpDRMyEDj6QkW/iojpQ6uoLPwAbduLWBviwBDHGWGfJRwCFSlU7AVCFztU4iMmayxZ6u+4sT5DKzGBX7JodRnPGueLAxXCVvF950Ru0DGZ2p649TGrUaqMzoriQomx1F1K5pIZ/JaJwDUTDprANTQ0xNDQUNdrhbj15JNP8sMf/pAjjzxyr23Ecczpp5/OfffdxwUXXACAtZb77ruPK6+8EpheCq8gCMJCpMyest6DCu0zqHYPhgrRqPSCMhpnDc7k4lXmIPccgFzMypcnFhlIU6XJl5lCzuWG8V5cKVKybZFFlgszgSp8JTydlQ53pxSB9qKLaO2wtshWyv28aPt6FaJQu03aolnuvdBWjmz30sQZZm+pvexv7eSLnOq6tGprjGoa2QZTBb6lf1d+H1Tu7eHvpwWtCaSKoiAIhxHzPYMLYMmSJXz961/f4/vHHnts6aFVUK1Wufnmm7n55pundY6zzz57UhvC7Mmsz6A3RXyRdabwTJHJlaP0lC/7w/JIaVrFEYqssEI0U7b0Rw00hAQEKiqDr6nsEdpt+Uwu78vl4ywvlhUVsRWRNzwgo0WDhGbWTz1TNExA0wQ0mxED9YSwbnCVDNVMoS8v4qOVvx+FhxhAbCAOUdUQWiG6khDG1otV2ni/Wa0IlSZ0IZrJN65YuRDo3Cg+KipD+uqQxUVrfCaXDtoTpm0rD7/MNO2oeO0FLU3mvJ9tUSSo9N7qELPKfgBWOXBqUozrnM/OS8lImInAJcyEeePBlaYp73jHO3jkkUf4l3/5F4wxpUfWkiVLiGO/Tvecc87hbW97WylgXX311bz73e/mjDPO4Mwzz+SLX/wiExMTZVXF6aTwCoIgLEQqgSXW7cAptQqDQqt2hlRhZF58aAfGm81niUaFRSaPQ1uL6zDvcsZhE7ApuCxf0tdRSVHllRSj/PyBy5cGTiGuFSWpvZbkM7xcV3DQvW/mNKGzZfVHbR3KOIKArmyv4vhimaLTlkgXSwFhT7UIfWlojU116TfmlynattG8yZcpGjP9DK6CPHurc8KtyKQrUuDL/pOX6MaLWp3LFKYS//bm39W+J8V9cQQdvx/OKQI3swyu3i1RlD+qBEEQhEMP76vk4yxfSVGVVahLClFHqbYYRfuzuqvYjrK53YPLs350XtFvN7GsFLbaApcKFSrMbRsURLkgFVJBdQhDU2aFhRoVaFzoUJWAoM8QVQ19UUp/YBgMIwYi6NcRoYtoMMourdnZGmBnK2Z7HBCqmKF6lepIStDXIiJBxYH34wo1UPUxVaDa96PoUJKhrEMPJ0SDKf3VhIE0oj/w2WPVQBOnFZ/B5UwpApa+rrkfaxgZgj7QAxpVCSAOfFZabLBNi84MuuXQgUUpjXOKzHpvrcxpGkbnhvBe0EpLsasdy0Juj4EqPU+LFQlFRp5TflliYTlR+HClzlDXE7RcnekiSxRnxrwRuJ5//nm++93vArB69equ9374wx9y9tlnA7B58+ZyDTnAxRdfzLZt27j++uvZsmULq1ev5t577+0ynpcUXkEQDkUqQUalS6zQ6NybqXPWz+HTrDOjSbUmzQLCxM9ylSqMdW2fgrxyok3zzSgvCHVkIhUBhVUOtO2u8rMbrqN6oM1nOTuDBN9esayxI9vMaqy25TJFazsqOKq85Y5ligBG5+KY8hlLRSaU7oihSg+rDGySZ6sZiyrErcJovvg+itrC3oE+AAA2f0lEQVTLCzopMr1cl5K12z5qr1lonfez+KqYPOvXmflWLFP0tv4qv/ftkxTZW4G2uR9E+z1jNXE43UCpd6WpZ1ItSBAEoZfYjs+C2dCr8VA4tCiWKBZG89YoP2GWe3q2C8/sVp1ZKe8VTyGO+JctDpN/arYz8OnOCivoXPJYVGYMIMo//0OtqaiAWPWDK2KJPMt+9wtReQZYFODiAFVRBH2OSpwxEGYMhJaBMGAgDKlmA4y6LVhl2WGXckQr5IiKJlARw1GVvjHvgwUGVW2hKyGqEvm0tSj0W5HFVcRXSQrWoYdahEMp1b6UvmbKYF7FsRJo+lK/3NK6tKvrWkGoLGFgCSsOXVGovjwrLM4zxZoZWmWQOXTDlllcFi9OJlbTNAF1o2kaTSsv4JS67kJO4KuFhxoiRVnl268iyGNjp8oM+t2rY2Y4mkzQYHSav2G9i8UOF+aNwDVV6u1UPP3005Neu/LKK8uMrqmYaQqvIAjCQqCYrbJl9lR78V/xvZ+ZUmTKB14qC/K0dYvSzgdi1ubLFH3sUQhcLq82kyU+68sY7c3qO/pQiCdtD4J8JqtzeaJThFqV3gba6Q5vicKfy5vCF2JcmgeDmdVoUyyf9Ib6QW6S3pUFphwuvy7vydXOoOoU3wrhLMs0odHY1OKaFpoZVDJoJdBKUK0WTisvboUhTOXJaAzKZF3m9N6g3wezzhRlpv3sn9utNHd5D8t7yZRCoXWAavs3FPc06zCh7byXXW2r9oxica9CM/1ASTK4BEFY6CyEJYrCwqVlXC5y+WrVWRLgkgySfFlekvr4Igw7bBD8h7mzk4Umi8U4i7HF8sei8nNe8bnTSqGzajN40Sz0n/VRkcWlAiJXIcQLPcVEo3M+O991CWZ5XBVqVKzRkfe0qgaG/sAxEDqGIk1/MoBWmqatsT3YwqJmH4viKgrFUBjRF1Sp1lKgSdCXoSpNVCE0VeN8WWI+eRjn3lzV2MdVAzF6oEncZ+gb9+euBlANFBUVEBBhSTtcuNqTrkFg0ZFDxdqfrxKW581DKVTLoDpWBLh8GWIhbo1lOhe58owr215hUJwnUhCjQDsi17YH0bodC+uuGLV9i42ztFSdut057d8xGXtmxrwRuARBEITeUAQvxhV2B7qcCUytLk3PjdWEgSFLLEFo0R3V9YqMLWsUaRqQpkFpxJka7Y03iwoyeYp2Z+W+ImWbItvKglUqn9kqwozCAivPvjLF++1rKCsPOm8kH2gfwHQGJl5481u7CiNldpO/boXN+xJkjigx/vtxS1CxqGriZ1HDIK9upFH5bCImwzVjH5xqXQaVqtWERgM1MQGNJkw0YKIJjRQ3kWLrkDb9vctMQCtPe0+tKlPeHa7LSLbIdLL58yu2zDlS6+9PKy+3GChFonRX9ldmXX7vfeq9xmdylVUb95JpJwiCIAjCzJgwhkYGdaOoZyGtVoiZSAgmEtREA4IAFYY+W6nR9FsrxSUWW8QvZSEan62TYUktJFaTGG8rQSuDVpq30UAVmU9p4kW0zPiJtY7ifIGGUCsi661+ipjDOOVjuVT7itmpL7ZTSl256KU06MDbUcTaUtWaSqDoVz6Tqm52sIvneEktYqixHOcC+sOQalChMmbIMo0OJugPEwi95YTP2lId1STz6yiM6EPtM9EiQxgaYm1LH65IBYSqQurqGJVhrMsrHVLGi/vSglxeytoaP3GbZEGXuDWaaiYyaBgvbhkHxroiwY1IQ0Ur+vGZWqHyZv5aaVILaF+zujPu6lqtiiOjRSubbgaXMFNE4BIEQVigNLMQgpCW8TNPrdwzoBBRig9XP9ukqQSOSIVMZCHV1FBtxT5oCQ2htpP8moqgKzWazOrcj0B3LTeEYlld7jugfPU+6M7iMs4fVxh2JlbnaeHd1WjK2THtiPKyz6GyVALTTrkPbNeyO+uU971AkRidtx+U5+s0A40yRzMLSIymkhjSLCBLWvS1MsKBjGAiRU+0ULUJ6Kughvqhr4qqxO1U+mLGNE2hngtbjRbsmsDuamB2JGQ1R2NHyFityq5GHxNpyGgaMpYFTBhFPYN65qhnkFhHmm9FopNSrrwvxkGqFUa7/HocifYiWSF8RVqTWEvLaKqBzktmt+9Z5wxiPZlJNtVMKi7uDcngEgTh4OBcb8axXrUjHFqMm4RaahlJNbtaMf0TfQzvaBK8VCeshNBMfYwQBtBMoNHC7apjRg3NRpVGGubLG70/U6ITWi6haRx1o5jIQurjMQM7GsTbagBe3Go0fAeSFHaO+hiklpHWNa0s8HFgEVs5jXIaYyG1jqbRNLKQZiMkHLMEo14VU5EXm1zLYCcMpgFpEnRVpY40RGhCVQWg1nyOl/r6qCZ9pHaQSEdoYhyK8TTCWM2R6QQDzQbBEQlBI0U1WjDUyLPkAx9XtRKoJ7hGimtabOrFv2JJZWFPEboIgAxD6iyJ9dlzjSyklYSkdU00YVHVFJVZqIY+q76Z4RoZZtSQjGka9YixRoXRJGYkjdieBIynipEUxlKYSB2Zzb3QKJYfKuJAUQ0gsT6rzE/UalLnsAHErigaVExoFiJZO9nOYWll4zP4LZOxZyaIwCUIgrBA2dKsUtEVEuu9ApI8QGpZVVb1KSj9AjRUtKOqHbG2hBriQjhSbecuB2R5pldRPabIqupst6xcU4pb3hkq7EgUslCKNalVJFbnH/hFQKdKjylVtufbquSVe6JC9NKu7Cu0jTuLvqZFQFGIaa597sLos6Id1aBCNbAM1vsZrKUM72zRF2UMDLaoDo4RDdfQfQo9GLR9HAqfC8gNUQ2umWEbBtewZGOOpKapj1VoNCNGm1VGWj5wqmeakVQzmipqqTekrWeOZuZoGuur6jhbLi3VSqFRBEoRaVUGVbH2X6M8q78aaKqBI9JQ1Zo4f75R/nx3v18AE1kwzd8wJ0sUBUFY8Dg6/CZn3Y4gdLNd72CwOcCWRpXFUYx1ivgFw8uyGv0TuwiGauhFFQg1LjHQysi2pYw9F7K9NsCOVoVappnIHC0SMlo0dUgttexIAgbCiJdGB+l7NmUoGCXY1UDvGocBLzCRZl4we7FO/Q+KXdv72d6sUss0jcyLNODN6xNraWSa0UyzvVWhrzZAmoaYtEFlKEV77QibQmssoFmP2DnWz0hSYSwLqBtFkmstARFaRSTpDnbwO8L+Ck3zCtzYMlIbUTcRS+KQWhqxollhWa1Of3/CwJHjREsmCBaHfglhNZcjEoNLDGZXQrLVMbarj1q9ylgaUjeqFJsKWqpJ0xrGUhhJNTtbMQpHtNPgXIPKREpQSVGhz9qyLTANRaMWUxursr3ex2gS81IrYmsrYFsTxlPY1TKMZRnjNiElI1Xe7ytwASEBVRUzqCMGo4BqoJiIFUORpi9w9Acqn2Rsr0RoGL+l1j8Ll697sJ2pdvtAlijODBG4BEEQFii7kpBYh6QOEuuDjtRBy/jMnk5TTG/AqQgUVAJ8qWetc+Eo9+UqlxcWolT3Urli6V+XBxe5qKW8iBbkItlkgcu3lTrIrKJl294GaW7kWfzxEOT9DIoKQLmYU/geFKJNZ1+L6oTFbFlmc2EuF/qKkMi36wOQinb0BQFDacB4GlENDIONCoO1hL6dKXElI6pawmozLzlN2zDL5gb8CWRNTZYENBsR9WbMWCumaUJGk4jRNKCWB4W1VDGWOsZTR8tAw1iaxpBYQ4bDOFtWBcJBiEYpRWQ1Wikio4kDTZR5T7NKAA3tJycD5cWusoy3hkjp0oOjs1plYwYeXIIgCIIg7Jk6I4y5l1FLKuxMNLEOGar3Ee/MgDrxoCEcq6MCX13RNqG1SzNWqzLSqjCWhUxkkBhHqlJS1UI5TdMYJrKAWqoZSSqMjPQRvThO3GoRtgxqoMjgMpjRlNZLjrGRfkYbVWpZ2M4QdwabV2b02VuOiUwxlgbUEr90UWlHlqR5ZUHIUk2jEdNIQ0ZblTwDXdMwisR6BywAhUbrPjJTp25HiIJ+dpkh+lqaSPssMohKI/fhVsLipMHAeItKLUVXUnQld2I3YBNHWoPGSEytXqWWxIxlAQ3jq1UaZ7HaYp3FkNJyGS3jGM8Uo2lApCP6G1WUgv4kIYwNOvBeZ2krJEkCxhoVdjWq7GhVGE0DtrUCdrRgZ8sxllp2pi3GmGBcj5GqFoYU6wyBjohchT43QGIGSF2V/iDAEeActAJFGvpJ5jwRDuP8hGYrj88LgU6jUWqK4kVCTxCBSxAEYYHy61FFrApBx9EyfnYrMT4byJeYdh3CkUbjxREvbikCXQhKimC30n0uN810eKHIS1CuIxtKtbOttCrFo6KSTOcSxSw3Ry/6WizJK773KeDtmbkgz2CKtO9vrDWh9ucKtW6LcR0JVYX4ZvJzZNYHE5l1uQhWGK0rIlWIRJq+MKAv8ILRQOjoC3yGW0U7KkGeCZUbtXfeIZNnjCXWLwttGEWz+GqgnikmMkc9c7SMpZFZ6iaj6TJapLRUi1Ql3keCFKsnC0/aaQIiH0Q6TZTGhAQELiREE6soXyqgibUu71chDAbK37fOZ9KyMwmqeiWGSeaDIAgHh95losrkgDCZHclmqEAwcRKJHWBrNWBHMsgf6lWW7koZCDP6w4wwsKWh+UQasjOJ2dKM2Jkonq/DjqTFhBqlaUdJVJ2X7GIGxpfQNAHG9TGahiwfH2QwShisJFRinwFkbES91c9os8K2ZpWdScgfGprnJhzbmgm7GKfJBJnKGDMDBC1FNQixLmQsG2Aw7GNofJBqYMrJw9TqsprgSBqwM1Fsb8F4atnWTBl3DQwpke5nsHIUmW2R2TpjbOEPgWU8eRk7kkUMBCFHVkKOqMQsiWMGI8cRkWVxlDEUpcSBpRpkvjAQYKyiaULG04idSUQt1Wxpal6sw64kpeaaJK5O5lo0VI1R3cfWRoVQx2QuZFsSsLUVsWhigP7AEBXtOuXtPKxmLA0YSTXbW4rxzLGjadnearGDMcbULsbYSt3soJWNYWyCtf4+BzpG65BKOEQ1OIIBdST9ZpjFE4sY0l7s6g8D+kNFHFDGqamFlrHUEstEZkjIUASEukJr2r9lMvbMBBG4BEEQFii/qo2iVQOjMjJM/jUjo1XOOjllMOTeCmg/a2QDQlchdF44CYgICdGuW/iwylL8B90l0lWeDxQS5mJLgHKakADtpa+utgzGl75WGSkpmcowZKSqReqaeUWcdk0clQs7gfVb5CoEhIQuJPC5TSjnr6fsLxanbF5iO8MqS0qCISVT6aT+a3xloYqrErsKMSGxinxJba1zEVAT6oBQt5dPAl3Cn3GFsGhzPwjvC9EipaGatFSzfCaJqpPRwmEwLsPaFOd8jws6/4jqnOFTBCilUWiUCghUiCIgUJG/JzYiclWCLCyfaeRiAhcUTx6NInPTD6n26dY67XZE4BIE4eAgApcwl4w3/oCxCVm1xWjrOI5oLOYPE30cUQlZHIdUA0VfbiUAfhKuZWA8g5EExhPLtqTFFrWNUbeFlvE+Wy+FESSwKxlkpFXluXrEEXFENYD+wJXijXV+cm0ib28ig+1Nw7akwTa9nYaq0XLjRPSxQ4e0skHSiX5qaciLkaYaBFSDkEAV1ZwLUcbRst6Lqp5ljGUpdZcwriao6zEy1yRQEX3RkvLfhlKaph1lu2oyoqrEto/++hCDEwMM6wrVQDMYBQxGFQbCKpUAqtqVE3GFYby/Hu9TOtqy7EwStjLCWLCLhtlFZutMAE4btNO0xo9gVytmIPTt94cBsVZlzOYN+332fD1z1JKM0Sxl3DXZpbdTYwsT2TYSM0GajWNsnh2Xx13OWTIzinOGOhatB4nDYaJwgIFoKQNqKVUzyGA2RL/ro6pCIu3jLouPEZvWT26O6zEMKaGeojr3lLjexWKHCSJwCYIgLFD+wz2EJvQCibNY58US47Lye+uySUG5UhqtwlIs0TrqEoqKD3OgLW5N0Qb4NGutw0nii95N4LJYnDNYm+HwX4t+Wpt19LMs+tzVT/81F3WUzs8VdPWl6KPDtO8J1otI2PK1TqFLq9BvOiJQIVpFBLpC6Cpoo/3PRQaV6vauss74djH+PC71Yppt4fKfM5uU5/fX3u5HcWcKdr/Hnf2cClWmuOvynkz1XHd/PjPxfRAEQRAEYS+4jGbrRbbZhIl4G1vCxTxrljI0sYTBsUEqRMQqINLtuCi1lsQZJmjS1A3G9E4m7HYm0u1kpuFjOduiFY2zVQ2zpbWM4cYQ/Som1gGR0mXWvXPWLz20GXWX0FAtxtUo43oHTVvDWD+pFqgKadBgVPexyy2ivzlIX6NCQFBm+INfBphhaZFglKGh6iSq4SfoVAvjUpzzcVYRf3VOxmWuReIaZVGGInaL6Cc0FapmkL7GAFXXR0RIRYVEHee3uWVDyxlapNT1BON6hIbdRSsbp5mNYmyLQDfJgjpJ0GBUH8FAtphKWqVSj6kQofKVAGV7pKQqpaHqTLCLJjUSN06zOUJq6lib5P0NicMj8tjJx7TOGazzsaoxTYydoNl6nlYS0gx3UAufJw4GqATDxHqQWPXnE7NRXmfcYrSfbG25cZq2ht1HjCfsPyJwzYD+/n5GJgwZ8seBMDeMT0iVDGH61BrPdv3susQogyuEDGe7zHEVypdi7vIA2JPx+L4yi9rCSffrnQJXt0jmBRbTFrTK/tl2po9Svn8dfW233+7rnjwMusWiqc5V9EtPuh9KRZPEo6nOVQpqHWJVIaC1n0GnaMc+Z+G6TYw7j9tHBlSxHnSK66FDCFToSULa9Puz/4g5syAIB4t9TRYc6HaEQwwVAoY03cGYbTKhtlELn2dHMOAnzFQFTUSQZ82DN3w3pGSuhclapLZBZhpkpol1SS5wNWllY4RBHyPBM4S6n5g+lPM2Bcr6z3aHz9Q3pGS0MMa3Z2wLY5PyMz/QMU09SqBCRnWFQFfKTPBiUtJnwvsM80IY65yoKy85F36U0l1+UsXEYuekaxEXqY6JyzA/v1Yhoar4e9MxiegwGJXmmVMtMtPIrynB5teUqTpJFtIKxhjXLxHpPrQKCZQ3v+/EkmLyCdXi3mSmibVJGZN2x355bKemmuAN0bovt74wpNkIxjZoqRHqegdhUC3vrVbRpElYY1sYl5Fm9Wn/ikkMNTNE4JoBF154If/y8wmCwKctOgdJ5nDOEYcarSEzjtQ4okARBmofLfaG3c9pLSSZRSlFHKr23z1zyO7nhMn3Zq45FJ6HEfNnYQak2Shqyl+o/PeoQxTp/nBUeclC1bHLVP9Ip/h9dEU1ns7zdh+rmNynfQk3kwQ45wBDu1Zi1+77YLK41t2ZznPmzl/On9dBl1i0p+spm5oUdOxDlNrTALDbvnsLZnbvj8N1HN++nq59Vec9nO5Y2JvKY+22BEEQBOEQw2X4j1WLMeNYFJkZo6midlZ1/rXrsDKbu8i2T/3EZC6EZK6FsQ2SrJa3085gh7ZVRHdmeCEu+fY6yXKxRZWTeV4GmJQF39FO54Rdm6kmNrvjrqkn++jYPyjvTWcW+t7vj82vyU9WFhN5mamXwln3xG13W5Pvje2adHTKZ6RZk3VdX/l+x2Stc2nHsRZrWygSrG2QmXDSRGk3NhcwU6aP/H04E0TgmgH9/f0EAVTj9i9qNXbsGjeMNw1xqGiljsGqZqBvumXYe8NEwzDetFQiRZI5wkBxxIDewx+/c0OUwq4JQ5aPgcbCEQMBUXQA1K2chf48mokMYMJMMDCFWLGvmZ7yfdcpKk0+Zq/tuMmCVSGm7Omo6c5ATdpvxv5NnbOMHcLOjO+LbYte0zluOvTAi2om55vqWc9IbOqZd5YIXIIgHBzEg0uYSxwGVX7EFRNzBud8rcH2RNNufw91iiudE0rF564Dp1JA772djra6M9R32yUXvLomyTrbmtSfqduZzuTf3tooLs/u3s5070/ZSLFEs4W/RzO8rs74RilwBuemO7G5+0Rye0LW3+fWPu+Pncl4Ij6mM0IErhkS6naGkkfxssWKF3dmpAb6K5ojhg78bY2HQqzLaKYOpRQvWxyiD6C4BRCHAWGo2F7zCteyRQGVAyhueRb288iyA/vMhIVO75KWe9HSfEyhnm2f5uM1CYIgCNNHBC5hbrG43cUM50WQrkmyvc0Z7unNGbaz17ammrTbnz5Nc/Jvxu3MtC+7TdLO6rp6NbHZ0Q77ELhk4m/uEIGrB0w02h94rcyRpJb4AAs7SWppZe1/KBMNy1D/gc1ass5Rq7fvRa1uOXJYHXChTZ6HIAhCb+ilhCoIgiAIhxPzzcdS2jlwbe27nf3IxhemxYFOrznkGKsbag3LcJ/mqCUhUaDYPmZI0gM3y5Oklu1jhihQHLUkZLhPU2tYxuoHzrDcOseOmiE1jmXDAcuGA1LjX7MHMK1SnocgCMLsWbJkSf5db8fvarXa0/YEQRD2je3hJgiCcGA44ogj8u96O9k4ODjYo/bmJyJwzYJOMWWoP0ArxZHDwQEVVTrFlCOHfR+G+oMDKqp0iltLhwLiSBNHmqVDB1bkkuchCILQG17zmtfg0+t7MW76ggGg6O/v70F7giAI06es5NaDTRAE4UDxqle9it7FYlAsnVy6dGmP2pufiMC1n+wuphQcSFFlKjGl4ECJKlOJWwUHUuSS5yEIgtBbfv3rR/Hi1GzHbn98rTY62y4JgiAIgiAcNvz+95vpTSxmAce2bVtn36l5jghc+8GexJSCAyGq7E1MKZhrUWVv4lbBgRC55HkIgiD0nlNOOYXZzxx6g9xbbrmFoaGh3nRMEARhBjhszzZBEIQDyXHHHUevYjHQh3z2FojANWPqLbtXMaVgLkWV6YgpBXMlqkxH3CqYS5FrX+JWwaH+PARBEOaC55//A7ObOfTHve997+tVlwRBEARBEA4bduzYTluk2h98LFavj/eqS/MaqaI4A8IwZKLlWDIYTKsiXiGq7KgZto8Zlg4x62p+MxFTCoq+1vLqgrOt5jcTcavAi1ywfcywo2am3fe9MV1xq+BQfR7C4YcrRWKpqiLsD/73xk1jsmHlypX4mUMDBOy77PXu57H80z/9E1EUzbybwiFN8ftXN62D3BNhIVL83kxnHPP7zH5iczrnEg4fJBYTZsf0YzFf+EdTeGjtTyz293//9/T19c28mwsQEbhmQBiGDFTUjASJXooq+yOmFPRKVNkfcauglyLXTMWtgkPteQiHJ2NjY/l3slxC2H/GxsZYtGjRPver1UYZHh7GB0kzGbP97+f555+/X/0TDm2KcezyX958kHsiLGSmN475IhezR4QMoY3EYkIvmG4s1mhM5ALVTGMxP269613v2q/+LURE4JoBWZbRX5m5GNILUWU2YkrBbEWV2YhbBb0QufZX3Co4VJ6HcPiycuVKnnvuOYaGhlCzzIScDbVajaOPPprnnnsuF0DmB/O1XzA/+uacY2xsLM/O2jdDQ0PceuutfPjDH2b6M4d+WeMDDzxwUH9HhfnLfBjH5sO/xz0xX/s2X/o103FMEHrNfBjDYP78m9yd+dovmB99m+kYVq1W2bBhA5deeikzi8Us3//+99H68HGmUk7ybadFrVbjv/23/8br/tMr6K/uny64vwJRL8SUTvZHIOqFuNXJ/l7TbMWtTubj8wi0430f/SSjo6Pz7sNAEHanVquxaNGieff7Ol/7BfO7b3sjy7J8maFmevad3mPQOZnZFuYv8/nf43zt23zt11QUfVVqsCcChHMO58YXxLULhw/z9d/kfO0XzO++7Q1rLUEQILHY3jl8pLx5wP4YnfdaTIGZG533WtyC/TOe76W4BfPzedRbh9cAJAjCwiAMQ+666y6KMtN7x2dvbd78u7nvmCAIwj6xPdwEQRAODlprfvjDHzKTWOxXv/r/5r5j8wwRuA4wMxFV5kJMKZiuyDUX4lbBTESuXotbBfPteUy0JKFSEIT5yVvf+tb8u339kedNUF/5ylfOcY8EQRAEQRAOH84++2z88sTpxWKnnnrqnPdpviEC10FgOqLKXIopBfsSueZS3CqYjsg1V+JWwXx6HgMV8aoRFg6VSoX169dTqVQOdle6mK/9gvndt32hlOLBBx+kmBWcGj+ruH37tgPXMUHYT+bzv8f52rf52q+94mzvNkGYZ8zXf5PztV8wv/s2HX7zm1+z91jMv/eHPzx34Do1jxAPrmnSCw+u3dmTgHQgxJROphKQDoS41cmernmuxa1O5sPzqDcz8eASBGFeo1TxebD7mOzwfg8a5/a9/F0QBGEuKXx2oNIzDy5oSYwmCMJBZ9+xmDrsvLcKJIPrIDJV5tCBFrdgcibXgRa3YOpMrgMpbsH8eR6CIAjzGe+tNdXMof+50Zg40F0SBEEQBEE4bHjhhefZWyw2OjpygHs0f+hNKpKw3xSiyo6aYVvNz3jH4YEXUwoBqdaw1BoWpThg4laBF7lg+5jhxZ0ZwAETtwrmy/MQBEGYr3hvrcL/oRiffSnqO+64g2q1etD6JgiCMBnvRTN7ZNGLIAjzg6OOOgo/rhl8LKYoYrGbb775sM4ylQyueYBWiuH+9qMY7tcHRUwZ6Gv3oRKqAypuFcSRphK2r72zTweK+fI8BEEQ5is7dmynCKQ8/g+///yf//PB6pIgCIIgCMJhw9hYLf/OdX19//vff1D6M18QgWsekKSWHWOGKIAogB37qOY3FxTLEpWCaqRopm6v1RXnirG6oZk6qpFCKfZZXXEumA/PQxAEYT6zZMkSfAhRlKq23HfffWgtYYUgCPMNB64Hm2RwCYIwjxgcHOTv/u7v6IzF/umf/okoig5yzw4uEokeZDo9npYuClm6KNxrNb+5YHfPrSOHw71WV5wrOj23jhwO91ldcS6YD89DEA4Wzjmuv/56jjrqKPr6+li7di1PPvnkXo/51Kc+hVKqazvxxBO79mk2m3zkIx/hyCOPZHBwkAsvvJCXXnppRn27+eabOfbYY6lWq5x11lk89NBDe93/zjvv5MQTT6RarXLqqadyzz33zPpaZ9uv22+/fdK92n05X6/6dSBoe215M9M3velNB7M7ggDM33Fsvo5hM+3bwhzHXE/+E4FLOFDIODYzDv0xbM+8973vzb/zf7Off/75B68z8wQRuKZJUWyylVrqzawnW20i5aWRFJylL3Y0W4Zmy9AXO3CWl0ZSahNpz8431TbeSNmyM6GZGAYrkBl/fYF2VELHzvGM7aPJnPah3vTn2DmeUQkdgXbUmxmZsQxWoJkYtuxMGG/M7b2YD8+jkZiu3zdBOJB87nOf46abbuK2227jwQcfZGBggHXr1tFsNvd63CmnnMKLL75Ybj/96U+73r/qqqv43ve+x5133smPf/xjXnjhBd7+9rdPu1/f+ta3uPrqq1m/fj2PPPIIr371q1m3bh1bt26dcv+f/exnvPOd7+SKK67gF7/4BRdccAEXXHABv/71r2d9rbPpF8Dw8HDXvXrmmWe63u9Fvw4U1WqVDRs2APDoo786yL0RBM98HMfm6xi2P32DhTqOuR5sgnBgkHFMYrHpEoYh3/3udwHYuHFjTyrGLnicMC2ee+65XnwyyibbtLbnnnvuYP/KC4cZ1lq3YsUK9/nPf758bWRkxFUqFfeNb3xjj8etX7/evfrVr97j+yMjIy6KInfnnXeWrz3++OMOcBs3bpxW384880z3kY98pPzZGONWrlzpbrjhhin3/4u/+At37rnndr121llnuQ9+8IPOuf2/1tn262tf+5pbtGjRHtvrVb8E4XBlvo5j83UM25++LaRxrNFouBUrVvQ0PluxYoVrNBoH9DqEwwsZxyQWE2aHVFGcJitXruS5555jaGhoXiijtVqNo48+mueee27eVkmQPs4c5xxjY2OsXLnyYHdFOMx46qmn2LJlC2vXri1fW7RoEWeddRYbN27kkksu2eOxTz75JCtXrqRarbJmzRpuuOEGVq1aBcCmTZtI07Sr3RNPPJFVq1axceNGXv/61++1X0mSsGnTJq677rryNa01a9euZePGjVMes3HjRq6++uqu19atW8c///M/z/paZ9MvgPHxcY455histbz2ta/lb/7mbzjllFN61i9BOJyZj+PYfB3D9rdvsHDGsWq1ylNPPUWSJD1rM45jqRQrzCkyjkksJswOEbimidaaV7ziFQe7G5MYHh6eF8LM3pA+zoxFixYd7C4IhyFbtmwBYPny5V2vL1++vHxvKs466yxuv/12TjjhBF588UU+/elP84Y3vIFf//rXDA0NsWXLFuI4ZvHixTNqt2D79u0YY6bs129/+9s9XsvermN/r3W2/TrhhBP46le/ymmnncbo6Cg33ngjf/Inf8JvfvMbXvGKV/SkX4JwODMfx7H5Oobtb98W2jhWrVZFkBIWFDKOSSwmzA7x4BIEQTgM2bBhA4ODg+WWpul+tfPnf/7nXHTRRZx22mmsW7eOe+65h5GREb797W/3uMcLnzVr1nD55ZezevVq3vjGN/Kd73yHZcuW5RVwBEGYKTKOHXhkHBOE3iLj2IFFxrBDHxG4BEEQDkPOO+88fvnLX5bb0qVLASZV03nppZdYsWLFtNtdvHgxxx9/PL/73e8AWLFiBUmSMDIysl/tLl26lCAIZtSvFStW7HX/4utsrnV/+rU7URTxmte8putezbZfgnA4sRDGsfk6hu1v33ZHxjFBmB0yjkksJvQWEbgWKJVKhfXr11OpVA52V/aI9FEQ5i9DQ0O86lWvKreTTz6ZFStWcN9995X71Go1HnzwQdasWTPtdsfHx9m8eTNHHXUUAKeffjpRFHW1+8QTT/Dss89Oq904jjn99NO7jrfWct999+3x+DVr1nTtD/D973+/3P+4446b9bXuT792xxjDo48+Wt6rXvRLEA4nFsI4Nl/HsP3t2+7IOCYIs0PGMYnFhB5zsF3uBUEQhPnB3/7t37rFixe7u+66y/3qV79y559/vjvuuOO6Kka96U1vcl/60pfKnz/+8Y+7H/3oR+6pp55y999/v1u7dq1bunSp27p1a7nPhz70Ibdq1Sr3gx/8wD388MNuzZo1bs2aNdPu1ze/+U1XqVTc7bff7h577DH3gQ98wC1evNht2bLFOefcZZdd5q699tpy//vvv9+FYehuvPFG9/jjj7v169e7KIrco48+OqNr7XW/Pv3pT7t/+7d/c5s3b3abNm1yl1xyiatWq+43v/lNT/slCIcz83Ecm69j2P70TcYxQZh7ZByTWEzYf0TgEgRBEJxzvjTyJz/5Sbd8+XJXqVTcOeec45544omufY455hi3fv368ueLL77YHXXUUS6OY/fyl7/cXXzxxe53v/td1zGNRsP91V/9lTviiCNcf3+/e9vb3uZefPHFGfXtS1/6klu1apWL49ideeaZ7oEHHijfe+Mb3+je/e53d+3/7W9/2x1//PEujmN3yimnuLvvvnvG19rrfn3sYx8r912+fLl7y1ve4h555JE56ZcgHK7M13Fsvo5hM+2bjGOCMPfIODYzZAwTOlHOOXews8gEQRAEQRAEQRAEQRAEYX8RDy5BEARBEARBEARBEARhQSMC1zzBOcf111/PUUcdRV9fH2vXruXJJ5/c6zGf+tSnUEp1bSeeeGLXPs1mk4985CMceeSRDA4OcuGFF06qCjFdbr75Zo499liq1SpnnXUWDz300F73v/POOznxxBOpVquceuqp3HPPPbO+5l728fbbb590/6rV6pz3URAEQRAEQRAEQRCE3iIC1zzhc5/7HDfddBO33XYbDz74IAMDA6xbt45ms7nX40455RRefPHFcvvpT3/a9f5VV13F9773Pe68805+/OMf88ILL/D2t799xv371re+xdVXX8369et55JFHePWrX826devYunXrlPv/7Gc/453vfCdXXHEFv/jFL7jgggu44IIL+PWvfz3ra+5VHwGGh4e77t8zzzzT9X6v+ygIgiAIgiAIgiAIQu8RD655gHOOlStX8vGPf5y//uu/BmB0dJTly5dz++23c8kll0x53Kc+9Sn++Z//mV/+8pdTvj86OsqyZcv4+te/zjve8Q4Afvvb33LSSSexceNGXv/610+7j2eddRave93r+PKXvwz4EqxHH300H/3oR7n22msn7X/xxRczMTHBv/zLv5Svvf71r2f16tXcdttt+33Nvezj7bffzsc+9jFGRkambG8u+igIgiAIgiAIgiAIQu+RDK55wFNPPcWWLVtYu3Zt+dqiRYs466yz2Lhx416PffLJJ1m5ciWvfOUrufTSS3n22WfL9zZt2kSapl3tnnjiiaxatWqf7XaSJAmbNm3qakdrzdq1a/fYzsaNG7v2B1i3bl25/2yuuVd9BBgfH+eYY47h6KOP5vzzz+c3v/lN+V6v+ygIgiAIgiAIgiAIwtwgAtc8YMuWLQAsX7686/Xly5eX703FWWedxe233869997LrbfeylNPPcUb3vAGxsbGynbjOGbx4sUzand3tm/fjjFmRv3bsmXLXvff32vuZR9POOEEvvrVr3LXXXfxf/7P/8Fay5/8yZ/whz/8YU76KAiCIAiCIAiCIAjC3CAC10Fgw4YNDA4OlluapvvVzp//+Z9z0UUXcdppp7Fu3TruueceRkZG+Pa3v93jHh+arFmzhssvv5zVq1fzxje+ke985zssW7aMv/u7vzvYXRMEQRAEQRAEQRAEYQaIwHUQOO+88/jlL39ZbkuXLgWYVN3wpZdeYsWKFdNud/HixRx//PH87ne/A2DFihUkSTLJY2qm7S5dupQgCGbUvxUrVux1/+LrbK95Nn3cnSiKeM1rXtN1/3rZR0EQesdXvvIV/uzP/mzOz3PvvfeyevVqrLVzfi5BEA4vZBwTBGEhI2OYMB8RgesgMDQ0xKte9apyO/nkk1mxYgX33XdfuU+tVuPBBx9kzZo10253fHyczZs3c9RRRwFw+umnE0VRV7tPPPEEzz777IzajeOY008/vasday333XffHttZs2ZN1/4A3//+98v9jzvuuJ5c82z6uDvGGB599NHy/vW6j4Ig9IZms8knP/lJ1q9fP+fnevOb30wURWzYsGHOzyUIwuGDjGOCICxkZAwT5i1OmBf87d/+rVu8eLG766673K9+9St3/vnnu+OOO841Go1ynze96U3uS1/6Uvnzxz/+cfejH/3IPfXUU+7+++93a9eudUuXLnVbt24t9/nQhz7kVq1a5X7wgx+4hx9+2K1Zs8atWbNmxv375je/6SqVirv99tvdY4895j7wgQ+4xYsXuy1btjjnnLvsssvctddeW+5///33uzAM3Y033ugef/xxt379ehdFkXv00UdndM1z2cdPf/rT7t/+7d/c5s2b3aZNm9wll1ziqtWq+81vfjNnfRQEYfbccccd7oQTTjhg5/vyl7/szjjjjAN2PkEQDn1kHBMEYSEjY5gwXxGBa55grXWf/OQn3fLly12lUnHnnHOOe+KJJ7r2OeaYY9z69evLny+++GJ31FFHuTiO3ctf/nJ38cUXu9/97nddxzQaDfdXf/VX7ogjjnD9/f3ubW97m3vxxRf3q49f+tKX3KpVq1wcx+7MM890DzzwQPneG9/4Rvfud7+7a/9vf/vb7vjjj3dxHLtTTjnF3X333TO+5rns48c+9rFy3+XLl7u3vOUt7pFHHpnzPgqC4Nm6datbvny5++xnP1u+dv/997soitz/+3//b4/HnXvuue6v//qvu1574xvf6P7rf/2vXa+df/75Xf/mjznmGPeZz3zGXXbZZW5gYMCtWrXK3XXXXW7r1q3uvPPOcwMDA+7UU091P//5z7vaeeaZZxwwaXwVBEGQcUwQhIWMjGHCoYYIXIIgCMJB4+6773ZRFLmf//znrlaruVe+8pXuqquu2usxixYtct/85je7XptuULVkyRJ32223uf/4j/9wH/7wh93w8LB785vf7L797W+7J554wl1wwQXupJNOctbarraWL1/uvva1r83mUgVBOESRcUwQhIWMjGHCoYR4cAmCIAgHjbe85S28//3v59JLL+VDH/oQAwMD3HDDDXvcf2RkhNHRUVauXLnf5/vgBz/IH//xH3P99ddTq9V43etex0UXXcTxxx/PNddcw+OPPz6puMTKlSt55pln9uucgiAc2sg4JgjCQkbGMOFQQgQuQRAE4aBy4403kmUZd955Jxs2bKBSqexx30ajAUC1Wt2vc5122mnl98uXLwfg1FNPnfTa1q1bu47r6+ujXq/v1zkFQTj0kXFMEISFjIxhwqGCCFyCIAjCQWXz5s288MILWGt5+umn97rvkUceiVKKXbt27bNdY8yk16IoKr9XSu3xtd1LUe/cuZNly5bt85yCIByeyDgmCMJCRsYw4VBBBC5BEAThoJEkCe9617u4+OKL+cxnPsP73ve+STN2ncRxzMknn8xjjz026b3dU9l///vf96SPzWaTzZs385rXvKYn7QmCcGgh45ggCAsZGcOEQwkRuARBEISDxic+8QlGR0e56aabuOaaazj++ON573vfu9dj1q1bx09/+tNJr99111185zvfYfPmzXz2s5/lscce45lnnuH555+fVR8feOABKpUKa9asmVU7giAcmsg4JgjCQkbGMOFQQgQuQRAE4aDwox/9iC9+8YvccccdDA8Po7Xmjjvu4Cc/+Qm33nrrHo+74ooruOeeexgdHe16/dxzz+Vzn/scJ598Mv/+7//OLbfcwkMPPcQdd9wxq35+4xvf4NJLL6W/v39W7QiCcOgh45ggCAsZGcOEQw3lnHMHuxOCIAiCMBMuuugiXvva13LdddcBcPbZZ7N69Wq++MUv9vQ827dv54QTTuDhhx/muOOO62nbgiAc3sg4JgjCQkbGMGE+IhlcgiAIwoLj85//PIODg3N+nqeffppbbrlFAipBEHqOjGOCICxkZAwT5iMicAmz4itf+Qp/9md/Nufnuffee1m9evWkahqCIByeHHvssXz0ox+d8/OcccYZXHzxxXN+HkEQDj9kHBMEYSEjY5gwH5ElisJ+02w2eeUrX8mdd97Jn/7pn875+V73utfxX/7Lf+Gyyy6b83MJgiAIgiAIgiAIgrBwkAwuYb/5x3/8R4aHhw+IuAXwnve8h5tuuumAnEsQBEEQBEEQBEEQhIWDCFwC27ZtY8WKFfzN3/xN+drPfvYz4jjmvvvu2+Nx3/zmN3nrW9/a9drZZ5/Nxz72sa7XLrjgAt7znveUPx977LH8j//xP7j88ssZHBzkmGOO4bvf/S7btm3j/PPPZ3BwkNNOO42HH364q523vvWtPPzww2zevHn/L1YQBEEQBEEQBEEQhEMOEbgEli1bxle/+lU+9alP8fDDDzM2NsZll13GlVdeyTnnnLPH4376059yxhln7Nc5v/CFL/Cnf/qn/OIXv+Dcc8/lsssu4/LLL+dd73oXjzzyCH/0R3/E5ZdfTucK2lWrVrF8+XJ+8pOf7Nc5BUEQBEEQBEEQBEE4NBGBSwDgLW95C+9///u59NJL+dCHPsTAwAA33HDDHvcfGRlhdHSUlStX7vf5PvjBD/LHf/zHXH/99dRqNV73utdx0UUXcfzxx3PNNdfw+OOP89JLL3Udt3LlSp555pn9OqcgCIIgCIIgCIIgCIcmInAJJTfeeCNZlnHnnXeyYcMGKpXKHvdtNBoAVKvV/TrXaaedVn6/fPlyAE499dRJr23durXruL6+Pur1+n6dUxAEQRAEQRAEQRCEQxMRuISSzZs388ILL2Ct5emnn97rvkceeSRKKXbt2rXPdo0xk16Loqj8Xim1x9estV3H7dy5k2XLlu3znIIgCIIgCIIgCIIgHD6IwCUAkCQJ73rXu7j44ov5zGc+w/ve975J2VOdxHHMySefzGOPPTbpvd2XFf7+97/vSR+bzSabN2/mNa95TU/aEwRBEARBEARBEATh0EAELgGAT3ziE4yOjnLTTTdxzTXXcPzxx/Pe9753r8esW7eOn/70p5Nev+uuu/jOd77D5s2b+exnP8tjjz3GM888w/PPPz+rPj7wwANUKhXWrFkzq3YEQRAEQRAEQRAEQTi0EIFL4Ec/+hFf/OIXueOOOxgeHkZrzR133MFPfvITbr311j0ed8UVV3DPPfcwOjra9fq5557L5z73OU4++WT+/d//nVtuuYWHHnqIO+64Y1b9/MY3vsGll15Kf3//rNoRBEEQBEEQBEEQBOHQQjnn3MHuhLBwueiii3jta1/LddddB8DZZ5/N6tWr+eIXv9jT82zfvp0TTjiBhx9+mOOOO66nbQuCIAiCIAiCIAiCsLCRDC5hVnz+859ncHBwzs/z9NNPc8stt4i4JQiCIAiCIAiCIAjCJCSDS+gpc5XBJQiCIAiCIAiCIAiCsCdE4BIEQRAEQRAEQRAEQRAWNLJEURAEQRAEQRAEQRAEQVjQiMAlCIIgCIIgCIIgCIIgLGhE4BIEQRAEQRAEQRAEQRAWNCJwCYIgCIIgCIIgCIIgCAsaEbgEQRAEQRAEQRAEQRCEBY0IXIIgCIIgCIIgCIIgCMKCRgQuQRAEQRAEQRAEQRAEYUEjApcgCIIgCIIgCIIgCIKwoBGBSxAEQRAEQRAEQRAEQVjQ/P9h9dpjhZfA0wAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1200x500 with 7 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "data = sim_data[\"field_xz\"]\n",
    "fig, axs = plt.subplots(1, 4, tight_layout=True, figsize=(12, 5))\n",
    "sim_data.simulation.plot(y=0, ax=axs[0])\n",
    "sim_data.plot_field(\"field_xz\", field_name=\"Ex\", val=\"abs\", ax=axs[1])\n",
    "sim_data.plot_field(\"field_xz\", field_name=\"Ey\", val=\"abs\", ax=axs[2])\n",
    "sim_data.plot_field(\"field_xz\", field_name=\"Ez\", val=\"abs\", ax=axs[3])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e6fabbff",
   "metadata": {},
   "source": [
    "## Off-normal incidence\n",
    "\n",
    "To study a diffraction grating under an angled illumination, we need to use Bloch boundary conditions along the `x` and `y` directions that match the incoming wave. The Bloch vector can be automatically computed based on the plane wave parameters, as shown below.\n",
    "\n",
    "If the illumination is such that the angle is non-zero along y, a slightly special treatment is required in that we cannot set the simulation size to zero in that direction anymore. Instead we should define the simulation length to be a small finite value, and set the mesh step in that direction to the same value."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "93287773",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Angles\n",
    "angle_theta = np.pi / 10\n",
    "angle_phi = np.pi / 3\n",
    "\n",
    "# Simulation size\n",
    "length_y = 0.01  # needed when angle_phi is not zero\n",
    "sim_size = (length_x, length_y, length_z)\n",
    "\n",
    "# Angled source\n",
    "src_z = length_z / 2 - space_above / 2\n",
    "angle_theta = np.pi / 10\n",
    "source = td.PlaneWave(\n",
    "    center=(0, 0, src_z),\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    source_time=gaussian,\n",
    "    direction=\"-\",\n",
    "    pol_angle=0,\n",
    "    angle_theta=angle_theta,\n",
    "    angle_phi=angle_phi,\n",
    ")\n",
    "\n",
    "# Boundaries\n",
    "bloch_x = td.Boundary.bloch_from_source(source=source, domain_size=sim_size[0], axis=0)\n",
    "bloch_y = td.Boundary.bloch_from_source(source=source, domain_size=sim_size[1], axis=1)\n",
    "boundary_spec = td.BoundarySpec(\n",
    "    x=bloch_x,\n",
    "    y=bloch_y,\n",
    "    z=td.Boundary(minus=td.PML(num_layers=num_pml_layers), plus=td.PML(num_layers=num_pml_layers)),\n",
    ")\n",
    "\n",
    "# Simulation\n",
    "simulation = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=td.GridSpec(\n",
    "        grid_x=td.AutoGrid(min_steps_per_wvl=60),\n",
    "        grid_y=td.UniformGrid(dl=sim_size[1]),\n",
    "        grid_z=td.AutoGrid(min_steps_per_wvl=60),\n",
    "    ),\n",
    "    structures=structures,\n",
    "    sources=[source],\n",
    "    monitors=monitors,\n",
    "    run_time=run_time * 2,\n",
    "    boundary_spec=boundary_spec,\n",
    ")\n",
    "\n",
    "fig, ax = plt.subplots(1, 1, figsize=(5, 8))\n",
    "simulation.plot(y=0, ax=ax)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "f75e1cb4",
   "metadata": {
    "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\">09:56:18 CET </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING: Simulation has </span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.02e+06</span><span style=\"color: #800000; text-decoration-color: #800000\"> time steps. The </span><span style=\"color: #008000; text-decoration-color: #008000\">'run_time'</span><span style=\"color: #800000; text-decoration-color: #800000\"> may be </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #800000; text-decoration-color: #800000\">unnecessarily large, unless there are very long-lived resonances.  </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m09:56:18 CET\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Simulation has \u001b[0m\u001b[1;36m1.02e+06\u001b[0m\u001b[31m time steps. The \u001b[0m\u001b[32m'run_time'\u001b[0m\u001b[31m may be \u001b[0m\n",
       "\u001b[2;36m             \u001b[0m\u001b[31munnecessarily large, unless there are very long-lived resonances.  \u001b[0m\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\">09:56:19 CET </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'GratingEfficiency'</span> with resource_id                  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-6a155fe9-aaea-4360-957f-ee03927ae4d3'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>.  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m09:56:19 CET\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'GratingEfficiency'\u001b[0m with resource_id                  \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'fdve-6a155fe9-aaea-4360-957f-ee03927ae4d3'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m.  \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\">             </span>View task using web UI at                                          \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-6a155fe9-aaea-4360-957f-ee03927ae4d3\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-6a155fe9-aae</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-6a155fe9-aaea-4360-957f-ee03927ae4d3\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">a-4360-957f-ee03927ae4d3'</span></a>.                                         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                                          \n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=471941;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6a155fe9-aaea-4360-957f-ee03927ae4d3\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=914084;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6a155fe9-aaea-4360-957f-ee03927ae4d3\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=471941;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6a155fe9-aaea-4360-957f-ee03927ae4d3\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=262029;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6a155fe9-aaea-4360-957f-ee03927ae4d3\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=471941;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6a155fe9-aaea-4360-957f-ee03927ae4d3\u001b\\\u001b[32m-6a155fe9-aae\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=471941;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6a155fe9-aaea-4360-957f-ee03927ae4d3\u001b\\\u001b[32ma-4360-957f-ee03927ae4d3'\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\">             </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/514fae1d-02fa-4a01-866b-fa885e2a3625\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=595359;https://tidy3d.simulation.cloud/folders/514fae1d-02fa-4a01-866b-fa885e2a3625\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "fff4f9793e9945f48b813c973ec079c4",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">09:56:23 CET </span>Estimated FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.612</span>. Minimum cost depends on task     \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed  \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>FlexCredit cost after a simulation run.                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m09:56:23 CET\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m0.612\u001b[0m. Minimum cost depends on task     \n",
       "\u001b[2;36m             \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed  \n",
       "\u001b[2;36m             \u001b[0mFlexCredit cost after a simulation run.                            \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\">09:56:25 CET </span>status = success                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m09:56:25 CET\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "1bd0ebd7fd3a4ae891928c4d9ab57513",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">09:56:38 CET </span>Loading simulation from data/GratingEfficiency.hdf5                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m09:56:38 CET\u001b[0m\u001b[2;36m \u001b[0mLoading simulation from data/GratingEfficiency.hdf5                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data = web.run(\n",
    "    simulation,\n",
    "    task_name=\"GratingEfficiency\",\n",
    "    path=\"data/GratingEfficiency.hdf5\",\n",
    "    verbose=True,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "395b366f-b2fe-4b38-9ed4-67f656d7e2e3",
   "metadata": {},
   "source": [
    "Let's look at the same data as before."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "5862a5ee",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Total power: 1.0007346889466473\n",
      "Theta (degrees): 59.97, 41.10, 27.56, 18.00, 16.04, 23.30, 35.43, 51.66, 85.40\n",
      "Amplitude data: \n",
      "<xarray.DataArray (orders_x: 9, orders_y: 1, f: 1, polarization: 2)> Size: 288B\n",
      "array([[[[ 0.05531912-0.05417336j,  0.08858685-0.03380261j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.03266681+0.14873557j,  0.07454002+0.24880032j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.08411118+0.16702349j,  0.25321336+0.37821249j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.01372185-0.00665791j, -0.44071368+0.21674084j]]],\n",
      "\n",
      "\n",
      "       [[[-0.08340345-0.2496669j ,  0.08988524+0.31049975j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.14262824-0.20820839j, -0.05146589+0.06993867j]]],\n",
      "\n",
      "\n",
      "       [[[ 0.01142729-0.08431685j,  0.02077642-0.01558795j]]],\n",
      "\n",
      "\n",
      "       [[[-0.03352889-0.1695317j , -0.04690754+0.01519587j]]],\n",
      "\n",
      "\n",
      "       [[[-0.06649755+0.07790905j, -0.00993715+0.00622976j]]]])\n",
      "Coordinates:\n",
      "  * orders_x      (orders_x) int64 72B -3 -2 -1 0 1 2 3 4 5\n",
      "  * orders_y      (orders_y) int64 8B 0\n",
      "  * f             (f) float64 8B 7.207e+14\n",
      "  * polarization  (polarization) <U1 8B 's' 'p'\n"
     ]
    }
   ],
   "source": [
    "data_r = sim_data[\"reflection\"]\n",
    "data_t = sim_data[\"transmission\"]\n",
    "total_power = data_r.power.sum() + data_t.power.sum()\n",
    "theta = data_t.angles[0].squeeze(drop=True).values\n",
    "\n",
    "print(f\"Total power: {total_power.values}\")\n",
    "print(\"Theta (degrees):\", \", \".join(f\"{t:.2f}\" for t in theta * 180 / np.pi))\n",
    "print(f\"Amplitude data: \\n{data_t.amps}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6c21f383",
   "metadata": {},
   "source": [
    "We still used a P-polarized source (`pol_angle = 0` in the source definition), but now we also get nonzero `polarization = \"s\"` amplitudes in the data. This is because the input polarization is at an angle with respect to the `x`-axis, and is not preserved by the translational invariance along `y`. Similarly, now there is a nonzero `Ey` field component in the recorded near fields."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "ec58bb76",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x500 with 7 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "data = sim_data[\"field_xz\"]\n",
    "fig, axs = plt.subplots(1, 4, tight_layout=True, figsize=(12, 5))\n",
    "sim_data.simulation.plot(y=0, ax=axs[0])\n",
    "sim_data.plot_field(\"field_xz\", field_name=\"Ex\", val=\"abs\", ax=axs[1])\n",
    "sim_data.plot_field(\"field_xz\", field_name=\"Ey\", val=\"abs\", ax=axs[2])\n",
    "sim_data.plot_field(\"field_xz\", field_name=\"Ez\", val=\"abs\", ax=axs[3])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9cd70d4e",
   "metadata": {},
   "source": [
    "### Comparison to RCWA\n",
    "\n",
    "We can also compare to RCWA results as before. Note that, because we are injecting backwards, we need to add an `np.pi` to `angle_theta` in the `grcwa` computation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "bf5f39aa",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Define lattice constants - size of the domain\n",
    "# grcwa requires a finite non-zero size along each dimension\n",
    "size_y = 1e-3\n",
    "L1 = [sim_size[0], 0]\n",
    "L2 = [0, size_y]\n",
    "\n",
    "# Set truncation order\n",
    "nG = 300\n",
    "\n",
    "# Set up RCWA object\n",
    "freq = f0 / td.C_0  # grcwa uses normalized coordinates where the speed of light is 1\n",
    "obj = grcwa.obj(nG, L1, L2, freq, angle_theta + np.pi, angle_phi, verbose=0)\n",
    "\n",
    "# Set up the geometry (the layers are ordered top to bottom in grcwa)\n",
    "num_patterned_layers = 3\n",
    "thick_top = space_above\n",
    "thick_layers = [height_layer1, height_layer2, height_substrate]\n",
    "thick_bot = space_below\n",
    "\n",
    "# Discretization points along x and y\n",
    "num_x = 300\n",
    "num_y = 100\n",
    "\n",
    "# Permittivity info\n",
    "eps_background = 1\n",
    "eps_diel = index**2\n",
    "\n",
    "# Add the layers to the grcwa model\n",
    "obj.Add_LayerUniform(thick_top, eps_background)\n",
    "for i in range(num_patterned_layers):\n",
    "    obj.Add_LayerGrid(thick_layers[i], num_x, num_y)\n",
    "obj.Add_LayerUniform(thick_bot, eps_background)\n",
    "\n",
    "obj.Init_Setup(Gmethod=1)\n",
    "\n",
    "if structures == []:\n",
    "    eps_grid_substrate = np.ones((num_x, num_y)) * eps_background\n",
    "    eps_grid_L1 = np.ones((num_x, num_y)) * eps_background\n",
    "    eps_grid_L2 = np.ones((num_x, num_y)) * eps_background\n",
    "elif len(structures) == 1:\n",
    "    eps_grid_substrate = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L1 = np.ones((num_x, num_y)) * eps_background\n",
    "    eps_grid_L2 = np.ones((num_x, num_y)) * eps_background\n",
    "elif len(structures) == 2:\n",
    "    eps_grid_substrate = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L1 = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L2 = np.ones((num_x, num_y)) * eps_background\n",
    "else:\n",
    "    eps_grid_substrate = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L1 = np.ones((num_x, num_y)) * eps_diel\n",
    "    eps_grid_L2 = np.ones((num_x, num_y)) * eps_diel\n",
    "\n",
    "    # For each layer, we need to create a permittivity mask\n",
    "    sim_center_rcwa = simulation.center\n",
    "    sim_size_rcwa = [sim_size[0], size_y]\n",
    "\n",
    "    # Create a grid of all possible coordinates\n",
    "    x0 = np.linspace(\n",
    "        sim_center_rcwa[0] - sim_size_rcwa[0] / 2,\n",
    "        sim_center_rcwa[0] + sim_size_rcwa[0] / 2,\n",
    "        num_x,\n",
    "    )\n",
    "    y0 = np.linspace(\n",
    "        sim_center_rcwa[1] - sim_size_rcwa[1] / 2,\n",
    "        sim_center_rcwa[1] + sim_size_rcwa[1] / 2,\n",
    "        num_y,\n",
    "    )\n",
    "    x_sim, y_sim = np.meshgrid(x0, y0, indexing=\"ij\")\n",
    "\n",
    "    # Now mask out the coordinates that correspond to the dielectric regions\n",
    "    center_L1 = grating_L1.geometry.center\n",
    "    size_L1 = grating_L1.geometry.size\n",
    "\n",
    "    center_L2 = grating_L2.geometry.center\n",
    "    size_L2 = grating_L2.geometry.size\n",
    "\n",
    "    def get_ind(x_grid, y_grid, diel_center, diel_size):\n",
    "        \"\"\"Get the anti-mask indices for a given dielectric slab.\"\"\"\n",
    "        ind = np.nonzero(\n",
    "            (x_grid < diel_center[0] - diel_size[0] / 2)\n",
    "            | (x_grid > diel_center[0] + diel_size[0] / 2)\n",
    "            | (y_grid < diel_center[1] - diel_size[1] / 2)\n",
    "            | (y_grid > diel_center[1] + diel_size[1] / 2)\n",
    "        )\n",
    "        return ind\n",
    "\n",
    "    ind_L1 = get_ind(x_sim, x_sim, center_L1, size_L1)\n",
    "    ind_L2 = get_ind(x_sim, x_sim, center_L2, size_L2)\n",
    "\n",
    "    eps_grid_L1[ind_L1] = eps_background\n",
    "    eps_grid_L2[ind_L2] = eps_background\n",
    "\n",
    "# Combine the three layer masks\n",
    "eps_grid = np.concatenate(\n",
    "    (eps_grid_L2.flatten(), eps_grid_L1.flatten(), eps_grid_substrate.flatten())\n",
    ")\n",
    "\n",
    "# Apply these material masks to the model\n",
    "obj.GridLayer_geteps(eps_grid)\n",
    "\n",
    "# Set up the s-polarized plane wave source\n",
    "planewave = {\"p_amp\": 1, \"s_amp\": 0, \"p_phase\": 0, \"s_phase\": 0}\n",
    "obj.MakeExcitationPlanewave(\n",
    "    planewave[\"p_amp\"],\n",
    "    planewave[\"p_phase\"],\n",
    "    planewave[\"s_amp\"],\n",
    "    planewave[\"s_phase\"],\n",
    "    order=0,\n",
    ")\n",
    "\n",
    "# Run grcwa to get the reflection and transmission efficiencies by order\n",
    "R, T = obj.RT_Solve(normalize=1)\n",
    "Ri, Ti = obj.RT_Solve(byorder=1)\n",
    "\n",
    "\n",
    "def rcwa_order_index(orders_x, orders_y, obj, rcwa_data):\n",
    "    \"\"\"Helper function to extract data corresponding to particular order pairs.\"\"\"\n",
    "    ords = []\n",
    "    out_data = []\n",
    "    for order_y in orders_y:\n",
    "        ords.append([])\n",
    "        out_data.append([])\n",
    "        for order_x in orders_x:\n",
    "            order = [order_x, order_y]\n",
    "            ords[-1].append(obj.G.tolist().index(order))\n",
    "            out_data[-1].append(np.array(rcwa_data[ords[-1][-1]]))\n",
    "    return ords, out_data\n",
    "\n",
    "\n",
    "# Extract grcwa results at orders corresponding to those computed above by Tidy3D\n",
    "r_ords, Ri_by_order = rcwa_order_index(\n",
    "    data_r.orders_x,\n",
    "    data_r.orders_y,\n",
    "    obj,\n",
    "    Ri,\n",
    ")\n",
    "t_ords, Ti_by_order = rcwa_order_index(\n",
    "    data_t.orders_x,\n",
    "    data_t.orders_y,\n",
    "    obj,\n",
    "    Ti,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "c94e365b",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1000x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 2, figsize=(10, 3))\n",
    "\n",
    "orders_x = data_r.orders_x\n",
    "ax[0].plot(orders_x, data_r.power.sel(orders_y=0), \"o-\", label=\"Tidy3D\")\n",
    "ax[0].plot(orders_x, Ri_by_order[0], \"s--\", label=\"grcwa\")\n",
    "ax[0].set_title(\"Reflection\")\n",
    "ax[0].set_xlabel(\"Order along x\")\n",
    "ax[0].legend()\n",
    "\n",
    "orders_x = data_t.orders_x\n",
    "ax[1].plot(orders_x, data_t.power.sel(orders_y=0), \"o-\", label=\"Tidy3D\")\n",
    "ax[1].plot(orders_x, Ti_by_order[0], \"s--\", label=\"grcwa\")\n",
    "ax[1].set_title(\"Transmission\")\n",
    "ax[1].set_xlabel(\"Order along x\")\n",
    "ax[1].legend()\n",
    "\n",
    "plt.show()"
   ]
  }
 ],
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  "description": "This notebook demonstrates how to model a multilevel blazed diffraction grating in Tidy3D FDTD.",
  "feature_image": "./img/blazed_grating.png",
  "kernelspec": {
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   "language": "python",
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  "keywords": "blazed grating, diffraction grating, Tidy3D, FDTD",
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