{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "713e6fe0-322b-4792-9a5c-fac5d5050664",
   "metadata": {},
   "source": [
    "# Designing a power divider for wireless communications part 3: Full divider structure"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9fe60469-a879-4902-afcc-8aa312633c5e",
   "metadata": {},
   "source": [
    "The power divider is a key component in modern wireless communications systems. It is usually subject to key performance metrics such as low insertion loss, minimal crosstalk between output ports, and a small footprint. In addition, low pass or bandpass filters are typically incorporated in order to suppress unwanted harmonics and noise in wireless signals. These filters should have a sharp response, quantified by the roll-off rate (ROR), and a wide stopband. \n",
    "\n",
    "In this 3-part notebook series, we will simulate various stages of the design process of a Wilkinson power divider (WPD) created by Moloudian et al in [1]. \n",
    "* In [part one](https://www.flexcompute.com/tidy3d/examples/notebooks/WPDHarmonicSuppression1/), we started with a simple low pass filter design and improved its filter response in order to achieve a higher roll-off rate (ROR).\n",
    "* In [part two](https://www.flexcompute.com/tidy3d/examples/notebooks/WPDHarmonicSuppression2/), we added a harmonic suppression circuit to the low pass filter to improve its stopband performance.\n",
    "* In part three (this notebook), we will implement the full WPD design and compare its performance to a conventional WPD. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1d1c69ab-6f16-46f2-904e-f6df58776919",
   "metadata": {},
   "source": [
    "<center><img src=\"./img/wpdhs_3_render.png\" width=640 /></center>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "525e3c0e-715d-4f47-baea-0d457e483bbc",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:13.449642Z",
     "iopub.status.busy": "2025-12-05T21:51:13.449527Z",
     "iopub.status.idle": "2025-12-05T21:51:15.499027Z",
     "shell.execute_reply": "2025-12-05T21:51:15.498409Z"
    }
   },
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import tidy3d as td\n",
    "import tidy3d.rf as rf\n",
    "from tidy3d.plugins.dispersion import FastDispersionFitter\n",
    "\n",
    "td.config.logging.level = \"ERROR\""
   ]
  },
  {
   "cell_type": "markdown",
   "id": "669d4cfa-accf-4445-bad9-4db91e516d29",
   "metadata": {},
   "source": [
    "## General Parameters and Mediums"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e726f0e0-b69c-453b-9235-1893fbf07d89",
   "metadata": {},
   "source": [
    "The simulation bandwidth is chosen to be 0.1-16 GHz. We also include the target operating frequency at 1.8 GHz. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "c2e50ea9-983b-4f28-a47f-3e90d809b292",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:15.500861Z",
     "iopub.status.busy": "2025-12-05T21:51:15.500538Z",
     "iopub.status.idle": "2025-12-05T21:51:15.503140Z",
     "shell.execute_reply": "2025-12-05T21:51:15.502775Z"
    }
   },
   "outputs": [],
   "source": [
    "(f_min, f_max) = (0.1e9, 16e9)\n",
    "f_target = 1.8e9\n",
    "bandwidth = td.FreqRange.from_freq_interval(f_min, f_max)\n",
    "f0 = bandwidth.freq0\n",
    "freqs = np.unique(np.append(f_target, bandwidth.freqs(num_points=601)))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "847528ab-16de-452f-92e7-18e16824c66a",
   "metadata": {},
   "source": [
    "The substrate is FR4 and the metallic traces are copper. We assume both materials have constant non-zero loss across the bandwidth: loss tangent of 0.022 for FR4 and conductivity of 6E7 S/m (i.e. 60 S/um) for copper. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "a4fc1703-5f78-4651-8e91-eec76a135460",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:15.504412Z",
     "iopub.status.busy": "2025-12-05T21:51:15.504300Z",
     "iopub.status.idle": "2025-12-05T21:51:17.485389Z",
     "shell.execute_reply": "2025-12-05T21:51:17.485059Z"
    }
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "77f81e7442b044de998c986fc504b227",
       "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"
    }
   ],
   "source": [
    "# med_FR4 = td.Medium(permittivity=4.4)\n",
    "med_FR4 = FastDispersionFitter.constant_loss_tangent_model(4.4, 0.022, (f_min, f_max))\n",
    "med_Cu = rf.LossyMetalMedium(conductivity=60, frequency_range=(f_min, f_max))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "29a7eb69-b5df-43c2-8d5b-97944ae693a0",
   "metadata": {},
   "source": [
    "## Building the Simulation"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a8b70301-2f12-422d-8e12-1cddef56529d",
   "metadata": {},
   "source": [
    "The full WPD shape is shown in Figure 7(a) of the reference paper and reproduced below. Both arms of the WPD uses the low-pass filter with harmonic suppression presented in the [second notebook](https://www.flexcompute.com/tidy3d/examples/notebooks/WPDHarmonicSuppression2/) in this series. Please refer to the previous notebooks for more detail on the individual structures. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3ef95f6a-448f-4ef0-b7c0-0cb7ef73d83e",
   "metadata": {},
   "source": [
    "<center><img src=\"./img/wpdhs_3_schematic.png\" width=480 /></center>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1daf92b0-2c47-49a3-971b-433d0521a4ef",
   "metadata": {},
   "source": [
    "### Structure"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7794728a-dc03-45a8-a4b7-802962865242",
   "metadata": {},
   "source": [
    "All dimensions are taken from [1] where available. Some measurements for the overall WPD are not mentioned, and are instead estimated visually. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "87b7a4c0-6035-4c48-a25c-4122ae35c552",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:17.548422Z",
     "iopub.status.busy": "2025-12-05T21:51:17.548334Z",
     "iopub.status.idle": "2025-12-05T21:51:17.551218Z",
     "shell.execute_reply": "2025-12-05T21:51:17.550931Z"
    }
   },
   "outputs": [],
   "source": [
    "# Geometry dimensions\n",
    "mm = 1000  # Conversion mm to micron\n",
    "H = 0.8 * mm  # Substrate thickness\n",
    "T = 0.035 * mm  # Metal thickness\n",
    "\n",
    "# Resonator dimensions\n",
    "MA, MB, MC, MD = (3.9 * mm, 7.1 * mm, 3.1 * mm, 2.3 * mm)\n",
    "ME, MF, MG, MH = (0.6 * mm, 0.2 * mm, 1.2 * mm, 0.5 * mm)\n",
    "MJ, MK, MM, MN = (4.8 * mm, 0.3 * mm, 0.1 * mm, 0.7 * mm)\n",
    "MP, MQ, MR, MS = (0.1 * mm, 0.7 * mm, 0.4 * mm, 0.3 * mm)\n",
    "\n",
    "# Suppression structure dimensions\n",
    "SA, SB, SC, SD = (3 * mm, 11.3 * mm, 4.4 * mm, 6.5 * mm)\n",
    "SE, SF, SG, SH = (2.7 * mm, 1 * mm, 1.7 * mm, 3.7 * mm)\n",
    "SK, SL, SM, SN = (0.5 * mm, 1 * mm, 0.5 * mm, 4.6 * mm)\n",
    "SP, SQ, SR, SS, ST = (0.8 * mm, 1.5 * mm, 2 * mm, 5.9 * mm, 4.6 * mm)\n",
    "\n",
    "# WPD dimensions\n",
    "WA, WB = (1.5 * mm, 0.6 * mm)\n",
    "WC = SK / 2 + SN + SK + WB / 2 - WA / 2\n",
    "(WD, WE, WF, WG) = (0.35 * mm, 3 * mm, 0.8 * mm, 0.3 * mm)\n",
    "\n",
    "# Lumped resistor dimensions\n",
    "LRL, LRW = (WF, WA)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "77ea2065-171d-46f7-af65-29a8d0d6c15d",
   "metadata": {},
   "source": [
    "The low-pass resonator geometry is constructed below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "952bbbc4-efb5-4d43-a1a5-0d78f5ae832f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:17.552290Z",
     "iopub.status.busy": "2025-12-05T21:51:17.552198Z",
     "iopub.status.idle": "2025-12-05T21:51:17.559315Z",
     "shell.execute_reply": "2025-12-05T21:51:17.559008Z"
    }
   },
   "outputs": [],
   "source": [
    "# Resonator geometry\n",
    "geom_patch = td.Box.from_bounds(rmin=(-MA / 2, MH / 2 + MK, 0), rmax=(MA / 2, MH / 2 + MK + MB, T))\n",
    "geom_hole1 = td.Box.from_bounds(\n",
    "    rmin=(-MH / 2 - MN - MF - ME, MH / 2 + MK + MS, 0),\n",
    "    rmax=(-MH / 2 - MN - MF, MH / 2 + MK + MS + MG, T),\n",
    ")\n",
    "geom_hole2 = geom_hole1.translated(2 * (MF + MN) + MH + ME, 0, 0)\n",
    "geom_hole3 = td.Cylinder(center=(0, MH / 2 + MD + MQ, T / 2), radius=MR, length=T, axis=2)\n",
    "geom_hole4 = geom_hole3.translated(0, MQ + 2 * MR, 0)\n",
    "geom_hole5 = td.Box.from_bounds(\n",
    "    rmin=(-MA / 2 + 1.5 * MF, MH / 2 + MK + MS + MG + MQ, 0),\n",
    "    rmax=(-MA / 2 + 1.5 * MF + MM, MH / 2 + MK + MB - MP, T),\n",
    ")\n",
    "geom_hole6 = geom_hole5.translated(-2 * geom_hole5.center[0], 0, 0)\n",
    "geom_hole7 = td.Box.from_bounds(\n",
    "    rmin=(-MH / 2 - MN, MH / 2 + MK, 0), rmax=(MH / 2 + MN, MH / 2 + MD, T)\n",
    ")\n",
    "geom_line1 = td.Box.from_bounds(rmin=(-MH / 2, MH / 2, 0), rmax=(MH / 2, MH / 2 + MD, T))\n",
    "for hole in [geom_hole1, geom_hole2, geom_hole3, geom_hole4, geom_hole5, geom_hole6, geom_hole7]:\n",
    "    geom_patch -= hole\n",
    "geom_resonator_modified = td.GeometryGroup(geometries=[geom_line1, geom_patch])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "32c0a144-c272-4ad6-ba2d-e64ecd7bbe83",
   "metadata": {},
   "source": [
    "Next, the harmonic suppression geometry is constructed."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "a7c1fe9d-698e-4b6b-885f-f82202c29967",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:17.560307Z",
     "iopub.status.busy": "2025-12-05T21:51:17.560207Z",
     "iopub.status.idle": "2025-12-05T21:51:17.564833Z",
     "shell.execute_reply": "2025-12-05T21:51:17.564500Z"
    }
   },
   "outputs": [],
   "source": [
    "# Side patches\n",
    "def create_side_patch(x0, y0):\n",
    "    \"\"\"create side patch geometry with feed input centered at (x0, y0)\"\"\"\n",
    "    patch_vertices = [x0, y0] + np.array(\n",
    "        [\n",
    "            [SK / 2, 0],\n",
    "            [SK / 2, SP],\n",
    "            [SA / 2, SP],\n",
    "            [SA / 2, SP + ST],\n",
    "            [-SA / 2, SP + ST],\n",
    "            [-SA / 2, SP],\n",
    "            [-SK / 2, SP],\n",
    "            [-SK / 2, 0],\n",
    "        ]\n",
    "    )\n",
    "    patch_geom = td.PolySlab(vertices=patch_vertices, axis=2, slab_bounds=(0, T))\n",
    "    return patch_geom\n",
    "\n",
    "\n",
    "geom_patch1 = create_side_patch(-(SB + SA) / 2, SK / 2)\n",
    "geom_patch2 = geom_patch1.reflected((0, -1, 0)).translated(0, 0.3 * mm, 0)\n",
    "geom_patch3 = geom_patch1.reflected((1, 0, 0))\n",
    "geom_patch4 = geom_patch3.reflected((0, -1, 0)).translated(0, 0.3 * mm, 0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "5cd3f6e7-9e89-4b10-97eb-c2ea0dcc86bd",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:17.565655Z",
     "iopub.status.busy": "2025-12-05T21:51:17.565559Z",
     "iopub.status.idle": "2025-12-05T21:51:17.568328Z",
     "shell.execute_reply": "2025-12-05T21:51:17.568016Z"
    }
   },
   "outputs": [],
   "source": [
    "# Bend feedline\n",
    "half_bfl_vertices = np.array(\n",
    "    [\n",
    "        [-SD / 2, SK / 2],\n",
    "        [-SD / 2, -SR / 2 + SK / 2],\n",
    "        [-SD / 2 - SM, -SR / 2 + SK / 2],\n",
    "        [-SD / 2 - SM, (SR + SK) / 2],\n",
    "        [-SD / 2 - SM - SQ, (SR + SK) / 2],\n",
    "        [-SD / 2 - SM - SQ, SK / 2],\n",
    "        [-SB / 2 - SC, SK / 2],\n",
    "        [-SB / 2 - SC, -SK / 2],\n",
    "        [-SD / 2 - SM - SQ + SK, -SK / 2],\n",
    "        [-SD / 2 - SM - SQ + SK, SR / 2 - SK / 2],\n",
    "        [-SD / 2 - SM - SK, SR / 2 - SK / 2],\n",
    "        [-SD / 2 - SM - SK, -(SR + SK) / 2],\n",
    "        [-SD / 2 + SK, -(SR + SK) / 2],\n",
    "        [-SD / 2 + SK, -SK / 2],\n",
    "    ]\n",
    ")\n",
    "bfl_vertices = np.append(half_bfl_vertices, np.flip(half_bfl_vertices * [-1, 1], axis=0), axis=0)\n",
    "geom_bend_feedline = td.PolySlab(vertices=bfl_vertices, axis=2, slab_bounds=(0, T))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "9eeb51ae-28a0-44a6-bb59-5d2fb1709157",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:17.569128Z",
     "iopub.status.busy": "2025-12-05T21:51:17.569036Z",
     "iopub.status.idle": "2025-12-05T21:51:17.571679Z",
     "shell.execute_reply": "2025-12-05T21:51:17.571315Z"
    }
   },
   "outputs": [],
   "source": [
    "# Bottom middle resonator\n",
    "bmres_vertices = np.array(\n",
    "    [\n",
    "        [-SK / 2, -SK / 2],\n",
    "        [-SK / 2, -SK / 2 - SN],\n",
    "        [-SK / 2 - SF, -SK / 2 - SN],\n",
    "        [-SK / 2 - SF, -SK / 2 - SN - SK + SH],\n",
    "        [-SS / 2, -SK / 2 - SN - SK + SH],\n",
    "        [-SS / 2, -SK / 2 - SN - SK],\n",
    "        [SS / 2, -SK / 2 - SN - SK],\n",
    "        [SS / 2, -SK / 2 - SN - SK + SH],\n",
    "        [SK / 2 + SF, -SK / 2 - SN - SK + SH],\n",
    "        [SK / 2 + SF, -SK / 2 - SN],\n",
    "        [SK / 2, -SK / 2 - SN],\n",
    "        [SK / 2, -SK / 2],\n",
    "    ]\n",
    ")\n",
    "geom_bottom_resonator = td.PolySlab(vertices=bmres_vertices, axis=2, slab_bounds=(0, T))\n",
    "\n",
    "# Group all harmonic suppression geometry objects\n",
    "geom_harmonic_suppression = td.GeometryGroup(\n",
    "    geometries=[\n",
    "        geom_patch1,\n",
    "        geom_patch2,\n",
    "        geom_patch3,\n",
    "        geom_patch4,\n",
    "        geom_bend_feedline,\n",
    "        geom_bottom_resonator,\n",
    "    ]\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "07b4c832-bae8-4cd1-9a89-554ec4ec8608",
   "metadata": {},
   "source": [
    "Then, we create the feed lines for the WPD branches. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "91bffb4b-f49e-4876-8a42-7c2d3711a0a1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:17.572650Z",
     "iopub.status.busy": "2025-12-05T21:51:17.572508Z",
     "iopub.status.idle": "2025-12-05T21:51:17.579856Z",
     "shell.execute_reply": "2025-12-05T21:51:17.579495Z"
    }
   },
   "outputs": [],
   "source": [
    "# WPD feedlines (top half only)\n",
    "half_wpd_in_vertices = [-SB / 2 - SC, WA / 2 + WC] + np.array(\n",
    "    [\n",
    "        [0, -SK / 2],\n",
    "        [0, -SR / 2 + SK / 2],\n",
    "        [-SM, -SR / 2 + SK / 2],\n",
    "        [-SM, (SR + SK) / 2],\n",
    "        [-SM - SQ, (SR + SK) / 2],\n",
    "        [-SM - SQ, SK / 2],\n",
    "        [-SM - SQ - WD, SK / 2],\n",
    "        [-SM - SQ - WD, -WC],\n",
    "        [-SM - SQ - WD - WE, -WC],\n",
    "        [-SM - SQ - WD - WE, -WC - WA / 2],\n",
    "        [-SM - SQ - WD + SK, -WC - WA / 2],\n",
    "        [-SM - SQ - WD + SK, -SK / 2],\n",
    "        [-SM - SQ + SK, -SK / 2],\n",
    "        [-SM - SQ + SK, SR / 2 - SK / 2],\n",
    "        [-SM - SK, SR / 2 - SK / 2],\n",
    "        [-SM - SK, -(SR + SK) / 2],\n",
    "        [SK, -(SR + SK) / 2],\n",
    "        [SK, -SK / 2],\n",
    "    ]\n",
    ")\n",
    "half_wpd_out_vertices = [SB / 2 + SC + SK, WA / 2 + WC] + np.array(\n",
    "    [\n",
    "        [0, SK / 2],\n",
    "        [0, -SR / 2 + SK / 2],\n",
    "        [SM, -SR / 2 + SK / 2],\n",
    "        [SM, -SK / 2],\n",
    "        [SM, (SR + SK) / 2],\n",
    "        [SM + SQ, (SR + SK) / 2],\n",
    "        [SM + SQ, SK / 2],\n",
    "        [SM + SQ + WE + WF + WG, SK / 2],\n",
    "        [SM + SQ + WE + WF + WG, SK / 2 - WA],\n",
    "        [SM + SQ + WF + WG, SK / 2 - WA],\n",
    "        [SM + SQ + WF + WG, -WC - WA / 2 + LRW / 2],\n",
    "        [SM + SQ + WG, -WC - WA / 2 + LRW / 2],\n",
    "        [SM + SQ + WG, -SK / 2],\n",
    "        [SM + SQ - SK, -SK / 2],\n",
    "        [SM + SQ - SK, SR / 2 - SK / 2],\n",
    "        [SM + SK, SR / 2 - SK / 2],\n",
    "        [SM + SK, -(SR + SK) / 2],\n",
    "        [-SK, -(SR + SK) / 2],\n",
    "        [-SK, SK / 2],\n",
    "    ]\n",
    ")\n",
    "\n",
    "geom_wpd_feed_in = td.PolySlab(vertices=half_wpd_in_vertices, axis=2, slab_bounds=(0, T))\n",
    "geom_wpd_feed_out = td.PolySlab(vertices=half_wpd_out_vertices, axis=2, slab_bounds=(0, T))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f009750b-f57f-498d-b947-47004510c3d0",
   "metadata": {},
   "source": [
    "Finally, all WPD geometries are consolidated into a single geometry group. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "4b4e15a0-da34-4b0d-8fed-fec1f6d1609e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:17.580884Z",
     "iopub.status.busy": "2025-12-05T21:51:17.580787Z",
     "iopub.status.idle": "2025-12-05T21:51:17.583906Z",
     "shell.execute_reply": "2025-12-05T21:51:17.583622Z"
    }
   },
   "outputs": [],
   "source": [
    "# Create WPD branches\n",
    "geom_top_branch = td.GeometryGroup(\n",
    "    geometries=[\n",
    "        geom_wpd_feed_in,\n",
    "        geom_wpd_feed_out,\n",
    "        geom_harmonic_suppression.translated(0, WC + WA / 2, 0),\n",
    "        geom_resonator_modified.translated(0, WC + WA / 2, 0),\n",
    "    ]\n",
    ")\n",
    "geom_wpd = td.GeometryGroup(geometries=[geom_top_branch, geom_top_branch.reflected((0, -1, 0))])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "807803a5-e042-4de4-8ac7-594c14e7a5f4",
   "metadata": {},
   "source": [
    "The associated simulation structures are defined below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "639b109c-8eb9-4f14-a6e4-0fff619e35a3",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:17.584807Z",
     "iopub.status.busy": "2025-12-05T21:51:17.584711Z",
     "iopub.status.idle": "2025-12-05T21:51:17.587334Z",
     "shell.execute_reply": "2025-12-05T21:51:17.587075Z"
    }
   },
   "outputs": [],
   "source": [
    "# Structures\n",
    "Lsub, Wsub, _ = geom_wpd.bounding_box.size\n",
    "Wsub = Wsub * 1.1\n",
    "x0, y0, _ = geom_wpd.bounding_box.center\n",
    "str_sub = td.Structure(\n",
    "    geometry=td.Box(center=(x0, y0, -H / 2), size=(Lsub, Wsub, H)), medium=med_FR4\n",
    ")\n",
    "str_gnd = td.Structure(\n",
    "    geometry=td.Box(center=(x0, y0, -H - T / 2), size=(Lsub, Wsub, T)), medium=med_Cu\n",
    ")\n",
    "str_wpd = td.Structure(geometry=geom_wpd, medium=med_Cu)\n",
    "\n",
    "str_list_wpd = [str_sub, str_gnd, str_wpd]  # Full structure list"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8171fce4-e997-4d61-baf5-67382a6a48d2",
   "metadata": {},
   "source": [
    "### Monitors "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8caab278-1747-4034-b24b-c21546b2712e",
   "metadata": {},
   "source": [
    "We define an in-plane field monitor for visualization purposes. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "bb9fc740-6781-4328-8f4c-d4417df9e0f2",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:17.588199Z",
     "iopub.status.busy": "2025-12-05T21:51:17.588105Z",
     "iopub.status.idle": "2025-12-05T21:51:17.589990Z",
     "shell.execute_reply": "2025-12-05T21:51:17.589678Z"
    }
   },
   "outputs": [],
   "source": [
    "# Field Monitors\n",
    "mon_1 = td.FieldMonitor(\n",
    "    center=(0, 0, 0),\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    freqs=[f_min, f_target, f0, f_max],\n",
    "    name=\"field in-plane\",\n",
    ")\n",
    "mon_list = [mon_1]  # List of monitors"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1ec1d73c-eb91-4d92-a380-414752a02aee",
   "metadata": {},
   "source": [
    "### Lumped Ports and Elements"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "10da18e0-b496-49b2-8a1f-fca8f302c175",
   "metadata": {},
   "source": [
    "All three ports of the divider are terminated with $Z_0 = 50$ ohms."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "0215caba-0788-425c-a5f5-3c01995b766d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:17.590924Z",
     "iopub.status.busy": "2025-12-05T21:51:17.590835Z",
     "iopub.status.idle": "2025-12-05T21:51:17.593136Z",
     "shell.execute_reply": "2025-12-05T21:51:17.592866Z"
    }
   },
   "outputs": [],
   "source": [
    "# Lumped port\n",
    "lp_options = {\"size\": (0, WA, H), \"voltage_axis\": 2, \"impedance\": 50}\n",
    "LP1 = rf.LumpedPort(center=(x0 - Lsub / 2, 0, -H / 2), name=\"LP1\", **lp_options)\n",
    "LP2 = rf.LumpedPort(center=(x0 + Lsub / 2, WC + SK / 2, -H / 2), name=\"LP2\", **lp_options)\n",
    "LP3 = rf.LumpedPort(center=(x0 + Lsub / 2, -WC - SK / 2, -H / 2), name=\"LP3\", **lp_options)\n",
    "port_list = [LP1, LP2, LP3]  # List of ports"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "efd44ff1-7444-455c-adb4-649d247f53fd",
   "metadata": {},
   "source": [
    "The WPD also has a lumped resistor bridging the two output ports with $R = 2Z_0 = 100$ Ohms."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "269af117-f9f5-4212-b4ca-d86bbf13e9bc",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:17.593939Z",
     "iopub.status.busy": "2025-12-05T21:51:17.593830Z",
     "iopub.status.idle": "2025-12-05T21:51:17.595845Z",
     "shell.execute_reply": "2025-12-05T21:51:17.595544Z"
    }
   },
   "outputs": [],
   "source": [
    "# Lumped resistor\n",
    "LR1 = rf.LinearLumpedElement(\n",
    "    center=(x0 + Lsub / 2 - WE - WF / 2, 0, T),\n",
    "    size=(LRL, LRW, 0),\n",
    "    name=\"Resistor\",\n",
    "    voltage_axis=1,\n",
    "    network=rf.RLCNetwork(\n",
    "        resistance=100.0,\n",
    "    ),\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "be336cae-e4af-4650-931e-62e63085665a",
   "metadata": {},
   "source": [
    "### Grid and Boundary"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "176c6823-24b9-44d7-b38c-306165129b2f",
   "metadata": {},
   "source": [
    "By default, the simulation boundary is open (PML) on all sides. We add wavelength/4 padding on all sides to ensure the boundaries do not encroach on the near-field. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "825df94e-1935-4929-9bf9-46f8aea4daeb",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:17.596680Z",
     "iopub.status.busy": "2025-12-05T21:51:17.596592Z",
     "iopub.status.idle": "2025-12-05T21:51:17.598159Z",
     "shell.execute_reply": "2025-12-05T21:51:17.597889Z"
    }
   },
   "outputs": [],
   "source": [
    "# Add padding\n",
    "padding = td.C_0 / f0 / 2\n",
    "sim_LX = Lsub + padding\n",
    "sim_LY = Wsub + padding\n",
    "sim_LZ = H + padding"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dc3b6009-8701-4e44-b03d-473e8bac0395",
   "metadata": {},
   "source": [
    "We use `LayerRefinementSpec` to automatically refine the grid along corners and edges of the metallic WPD traces. The rest of the grid is automatically created with the minimum grid size determined by the wavelength. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "3f75a82a-a939-4391-83d2-76f5610c0cbc",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:17.599052Z",
     "iopub.status.busy": "2025-12-05T21:51:17.598959Z",
     "iopub.status.idle": "2025-12-05T21:51:17.601048Z",
     "shell.execute_reply": "2025-12-05T21:51:17.600746Z"
    }
   },
   "outputs": [],
   "source": [
    "# Layer refinement on resonator\n",
    "lr_spec = rf.LayerRefinementSpec.from_structures(\n",
    "    structures=[str_wpd],\n",
    "    min_steps_along_axis=1,\n",
    "    corner_refinement=td.GridRefinement(dl=T, num_cells=2),\n",
    ")\n",
    "\n",
    "# Define overall grid spec\n",
    "grid_spec = td.GridSpec.auto(\n",
    "    wavelength=td.C_0 / f0,\n",
    "    min_steps_per_wvl=12,\n",
    "    layer_refinement_specs=[lr_spec],\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6fbd0a93-e0db-4698-b701-a1528c8f6768",
   "metadata": {},
   "source": [
    "### Simulation and TerminalComponentModeler"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "75ce5eda-ebc3-418c-aeb9-e43f4a002bf2",
   "metadata": {},
   "source": [
    "We define the `Simulation` and `TerminalComponentModeler` objects below. The latter facilitates a batch port sweep in order to compute the full S-parameter matrix. \n",
    "\n",
    "As noted in the [previous notebook](https://www.flexcompute.com/tidy3d/examples/notebooks/WPDHarmonicSuppression2/), the device is highly resonant at certain frequencies. To accurately capture its behavior down to the -70 dB level, we should increase the `run_time` and lower the `shutoff` level. Conversely, if we were only interested down to -40 dB, it would be OK to cut off the simulation at a much earlier point to save on computational cost. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "eb39cb85-4b58-4201-bc07-95436c914512",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:17.601842Z",
     "iopub.status.busy": "2025-12-05T21:51:17.601753Z",
     "iopub.status.idle": "2025-12-05T21:51:17.671658Z",
     "shell.execute_reply": "2025-12-05T21:51:17.671205Z"
    }
   },
   "outputs": [],
   "source": [
    "# Define simulation object\n",
    "sim = td.Simulation(\n",
    "    center=(x0, y0, 0),\n",
    "    size=(sim_LX, sim_LY, sim_LZ),\n",
    "    structures=str_list_wpd,\n",
    "    lumped_elements=[LR1],\n",
    "    grid_spec=grid_spec,\n",
    "    monitors=mon_list,\n",
    "    run_time=30e-9,\n",
    "    shutoff=1e-6,\n",
    "    plot_length_units=\"mm\",\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "7b146e9e-8674-4e8f-b0f3-388618d4dfd7",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:17.673354Z",
     "iopub.status.busy": "2025-12-05T21:51:17.673234Z",
     "iopub.status.idle": "2025-12-05T21:51:17.675374Z",
     "shell.execute_reply": "2025-12-05T21:51:17.675059Z"
    }
   },
   "outputs": [],
   "source": [
    "# Define TerminalComponentModeler\n",
    "tcm = rf.TerminalComponentModeler(\n",
    "    simulation=sim,\n",
    "    ports=port_list,\n",
    "    freqs=freqs,\n",
    "    remove_dc_component=False,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "336db26a-5992-4540-ba50-0a21dd612513",
   "metadata": {},
   "source": [
    "### Visualization"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4b28dc6b-3077-4ddc-b3a9-aa10be3b1657",
   "metadata": {},
   "source": [
    "Before running the simulation, we check the layout and simulation grid below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "19f44e16-2357-443f-b55a-17999b28abb6",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:17.676491Z",
     "iopub.status.busy": "2025-12-05T21:51:17.676384Z",
     "iopub.status.idle": "2025-12-05T21:51:19.670012Z",
     "shell.execute_reply": "2025-12-05T21:51:19.669464Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# In-plane\n",
    "fig, ax = plt.subplots(figsize=(8, 8))\n",
    "tcm.plot_sim(z=0, ax=ax, monitor_alpha=0)\n",
    "tcm.simulation.plot_grid(z=0, ax=ax, hlim=(-20 * mm, 20 * mm), vlim=(-15 * mm, 15 * mm))\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "b44e5c51-d5ed-485e-9d88-210f3f183555",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:19.671890Z",
     "iopub.status.busy": "2025-12-05T21:51:19.671739Z",
     "iopub.status.idle": "2025-12-05T21:51:21.149163Z",
     "shell.execute_reply": "2025-12-05T21:51:21.148644Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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lypV0d3enLdH/6KOPAAbtL6CuhHjuuedyvJP8obm5mXA4zLRp0/a1KBo0aNBwwEJzxjVo0KBBQxKiKHLaaafxt7/9jdWrV/fbNz7UstVjjz0Wg8HAvffey1e/+tVk2b/85S94PB6WLl0KQHd3NxaLJW3v6qxZsxBFMbn01+VyUVxcnEY/4eAMtDw4gWzqnXXWWbz22mv86U9/SjuaCtS9vrIsJ6NwX3/99Sxfvpxnn3027etv6rOwWq39jm4bCAsWLKCsrIyHHnqI73znO8k9x//85z/ZuHHjgOdZDweJr5+pXzvD4fCAe6atVmtOy9afffZZnn76ae69916uvPJK1q5dy0033cTXvvY1Jk+enCz3xBNPDLlvGkhzfAd7wZIt2tvb+y3tf/DBB2lvb+erX/1qWv6mTZuwWCzJJd2/+MUv+u2RXrduHT/72c+47rrrOPTQQ7FarYB6jvlvfvMb/vjHPybPGQ+FQjzyyCMsWrRoyNUVhx56KH/+85/Zvn37gM7/vsann34KwGGHHbaPJdGgQYOGAxeaM65BgwYNGtJw++238+abb7JkyZLksV8tLS0888wzrFq1Ku3orb4oLS3lhhtu4LbbbuOrX/0qp5xyCps3b+aBBx5g4cKFfPvb3wZgxYoVXHHFFZx55plMnjyZaDTK448/jk6n44wzzgBg+fLlvP/++yxdupSxY8fS1tbGAw88QE1NDYsXL84oQzb1zjvvPP7xj39w2WWXsXLlSg4//HBisRibNm3iH//4B2+88QYLFixg4sSJ/PSnP+XnP/85RxxxBKeffjpGo5FPPvmEqqoq7rjjDkA9BurBBx/kF7/4BRMnTqSsrKzfl28AvV7PnXfeyUUXXcSSJUs455xzkkebjRs3jh/96EfDbbY0HHbYYRQVFXHBBRdw1VVXIQgCjz/++IBLkefPn8/TTz/N1VdfzcKFC7HZbJx88skD0m1ra2PZsmV85Stf4YorrgDgD3/4AytXruTCCy9k1apVyRcWw9kzPhgef/xxduzYkQz49/777ydXUJx33nnJVQVjx47l7LPPZtasWZhMJlatWsVTTz3FnDlzuPTSS9NoTps2jSVLliTPgR+oXyX6+8KFCznttNOS+YsWLeLMM8/khhtuoK2tjYkTJ/LYY4/R2NjIX/7ylyHvZ+nSpUiSxNtvv93vhdD+gLfeeosxY8Zox5pp0KBBw2hiX4Vx16BBgwYN+y927NihnH/++UppaaliNBqVCRMmKN///veVUCikKErv8UsDHX+mKOpRZlOnTlX0er1SXl6uLFu2TOnq6kr+vn37duU73/mOUldXp5hMJqW4uFj5yle+orz99tvJMu+8845y6qmnKlVVVYrBYFCqqqqUc845R/nyyy8HlT3beuFwWLnzzjuVGTNmKEajUSkqKlLmz5+v3Hbbbf2OwHr44YeVuXPnJsstWbJEeeutt5K/79mzR1m6dKlit9sVIHnUVN+jzRJ4+umnk/SKi4uVb33rW8quXbvSylxwwQWK1Wrtd3+33HKLks30/cEHHyiHHHKIYjablaqqKuW6665T3njjjX7yeL1e5dxzz1UcDocCDHrM2emnn67Y7XalsbExLf/FF19UAOXOO+8cUq7hYsmSJRmPR0u9n+9+97vK9OnTFbvdruj1emXixInK9ddfr3R3d/ejmdpWmZDpaDNFUZRAIKBce+21SkVFhWI0GpWFCxcqr7/+etb3dMoppyjHHHNMWl6msZVo975H9vXtJ4mjze66666s7mMgfrFYTKmsrFRuuummrO9FgwYNGjTkDkFRBgnlqUGDBg0aNGjQoGFU8K9//YujjjqKTZs2MWnSpH0tThIvvPAC5557Ltu2besXVE+DBg0aNIwcNGdcgwYNGjRo0KBhH+HEE0+kpqaGP/3pT/talCQOPfRQjjjiCH7961/va1E0aNCg4YCG5oxr0KBBgwYNGjRo0KBBgwYNeYY4dBENGjRo0KBBgwYNGjRo0KBBw0hCc8Y1aNCgQYMGDRo0aNCgQYOGPENzxjVo0KBBgwYNGjRo0KBBg4Y8Q3PGNWjQoEGDBg0aNGjQoEGDhjxD2tcC/LdAlmV2796N3W5HEIR9LY4GDRo0aNCgQYMGDRo0aBgBKIpCT08PVVVViGIev1fvwzPO/6vQ1NSkAMm/2cxW7uIuZTazFUAZy1jl1/xaGcvYtHJ7U6eKKuUu7lKqqErmOXAod3CHchiH5cy/L70ELQeOjHUy/Z3Mycpd3KWczMkKoCxikfJrfq0sYlHOtIbzty/59+Wdb/6HcIhyF3cph3BIMm8Sk5Rf82tlEpNGjM9I9hftT/s7kP9Sx0oiPZWpyh3codzFXUoZZaM6diYxSbmLu9LGfwUVyq/5tVJBxT57LvtCrsTzr6ZamcUs5S7uSnv2mh7T/rS/gf/yMefny37J9Lev7bcDyXYeTn/J5AfNZ/6I0crkB/UtP1idpqamvPqY2tFmWcLj8eBwOPj73/+OxWJJ5ne83cHu+3ZTfGYx/mf8zP/rfHoKewal1bdO7a9rMU8xZyxfW1vLpnc2se3H2xj707G0/a6NcfeNQ1+iH5JWbW0tTU1NafR8X/oGpDVQnUzpBBrvbaT7nW5MdSbYBqWXl1J0QlG/esCQ10OVGSi9L/inPqd//fhfI8Z/KHn68m99oZXWR1qZ+qOpRIoiNN/cTPXyaqyzrWky5sJ3oHSm/jIQ7Uz3MVh+tr/vbfnRonGg0R5t+vui3fam7+WqE1J1detvWgmGgtRcU0Png51D6tqh+A3F3/2xm52/3Mn8e+bj1XnZcdUOxt47FuMYY048s3k2uT6XL577gp2/3EnF9ypw/9k9LLlyfRatv2zFeYUT1x9dBMNBDvvrYXRFumi8snFQPTZcHZZtmb0pP1o08kk3H/T3d9lHo58MZ6ymXieQ7Zy/N+OztraW1fetpvWRVuzH2om8HUnaL/mwnxK2Y9UpVehqdLQ/0J7RfsvVVsyFf8J2rLu5Dt183YA8h8N/qDbOZDsnkIsfkItPkUAm3yWbvtcXw/Gp6h+pH7BOUVERRx55JG63m8LCwow0Rhr75TL1+++/n7vuuos9e/Ywe/Zs7rvvPg4++OCM5Z955hl+9rOf0djYyKRJk7jzzjs56aSTkr8risItt9zCn/70J9xuN4cffjgPPvggkyZNylqmxNJ0i8WC1Wol2BakcXkj1sVWTJgoHlvMlLenUDu2lh07dgxII1OdTIh6o7Q+1crk6ydjMVswYaKgsoCql6pUWtcPTctut2O1WtPoWRdY02gNVidT2v2lm4YfNcAcMGGicGIhE/5vQkYawJDXQ5VJTUeaI/uMf+Leq/5WhVkyEyY8IvyHkieR9u/2s/2G7ZgPNWPChMVowXiYkbK3y+iLXOVITRsV46D9ZSDame5jsPxsf9/b8qNF40CjPdr090W77U3fy2a8pOpqg2BQx2WRhfHLx9NwfQP2Mju1L/U3ovdWTyTSYVeYpnubsB1uw4QJq9mKoc5A8VvFw+KZzbPJRa6Jd0/EYlLnMMcYB+PfGj9qzyLRFqYZJgQEYuti2H5kgzvBZrGhOBTmvDRnWM8jm353IOmx/3U9M5r0R6OfDGespl4PZSMOZhsOxaev/TLur+MwG1QbxlnnpPInlRn55HIPQ9lPfW1Xi95C6eml1Jxek/V9jiT/hO04duzYpO8wEvwzXQ9lu2fzDPbGp8jkB0W9UVr/nl3fSyBXnypRfsKfJmAxWgasY7PZAPK+HXm/c8affvpprr76ah566CEWLVrEPffcwwknnMDmzZspK+vvbHz44Yecc8453HHHHXzta1/jySef5LTTTuOzzz5j5syZAPz617/m3nvv5bHHHmP8+PH87Gc/44QTTmDDhg2YTKac5Iv2RAkHwnj+7SGwKYC+Rn3749/qp/7YesR7RSJVEQRBQCqUkMMyKCAaRbo/6SawKYBxovo1ILAjQP2x9Yz52RgKZhcg6kXkoAw6EPUi3vVe2p5qw3WSi6g/qtbZHWDLlVsoO7+MwKYAhrEGNX+XSmvcL8bhWORA9ssIZoGwJ0y4PYzOosO32UfbU21UV1UD4G3wsuXKLUy6dxKGUgN6px5iJHnJEbk3HZaJBnrTHf/ogBAQf+/g2eqh/th6Cr9RSOW3Kulu7cbn8qn34fYimSTCchg5IBMMBRH1IgFfANEgEpbDRL1RRJNIMBAk2h3FW+BF0Al4W72IJhGvx6umzSq9tr+3qfyb4/y3q/wdZzuovriaYDhIwBdAZ9YRDAWJ+qIEegIoEYVuUzc6sw6fywfRMF6HEyWioMiKWiaqECgLoDPqCAaCIEBYDhP0B0GEjv+n3vumJzehmNWFJZ4t8fs/vZCKcyvwFfnwtnkRDSK+Ih9RbxS/249UIOHr9iFZJEKxELJfJhQLgQKBngA6q45QJJR81n63Hzks4yvy4Xf7UcIKHe90EGmOoGtU36JGlAiu11zs+e0eqq+rpuTIEkSTiByWiQVjyTaLhWLojDoi7oharzhCLBAj4o6o7dEWSEsn+ktNlTpJhTpDbDluC1P/NBXzODORnghKTEHQCUR6IgiSgByRCbeHEc0iYU+YqD+K3qZHiSnJfhjqCoEMRqcROSojh2Qkq4QSVZAjclJeOSojWSQi/ggxbwydWUcsHAMZdCYdka6U+wjGQATJJIEIgiigM+qI+qOIkohoENW0XkTUi0R9UQSDQMwXI+aPESoIIUoiEW8EySyp9+SNIFkkECDqi2IqV437qC+K3q7eU9SvpuWo+qz1NjUd7goT88XUvtQWQDJLyJH4PZkl9T5ioDPr1PEuiuhMOmIhtb10Rp16T4KajgaiCKIACoS7w2ntJErxe/JHEQ0ioqTen2SX0Fv1RHrU+0i0k2SN35M3imSTVJruMKJeVO8pEFVljykE9gSQrJLaTmG1PRRZQdSLSBYprZ1ioRiKrKj3F4qpek8vqu2dck8J2YNtQdCBzqDenyiJGIuN/dpJNIrJttGZdIiSmJQv0hPp106SVb2n1L4X7Y4iFUj92mmgvhf2hImFYsl2irgiiEaRYGcQZIj5YshhmaA1qNaRwd/op+2pNrpO6SLSqvbLnvU9dDzSoern5gANP2lg8h8mo3fqEQ0igk4gsCdAtDuKoBPwt/hVnnH6Sq0CgspPtIgoskLUp+qFxL0nxornYw/dq7qT85GCgvtjNw03NjDhzglY6iwQA9EiEgvFkIMyoklMtlNfHRELxlAEBSWsEHFFQFTHWaKdRL1IpFMd85GeCFF/FDkqJ9spoRd61vbQvaqbjjUdyTk00BKg8dhGxv9qPLYpNuSgjM6iI+wOp+kIOSQT88UQ9EKyXfvqiFggrhfi94QA3k3qvFlxeYWqm9/1wLvx+TsYxbfZx5dXfMmkP0zCNsWmyh6Re8eQXt0nGAvEkvcU7gqjoCT1RbgwPKCOkKySqlsQku2USUfIIRmdSUfUE0WJKkSKIxl1RELvmUpNA+oIADnY235Rf5RYMKbeU0qb9dURibGlyAp6m76fjujb9/R2fXLM9R1DqToicR9Gh2rrZNIRckhGNKr9MBaKIQhCUpfrDDpigVg/HSHqReSIjN6uH1JHiCYROSoTbA8OrSMCUQwFBlWeAXSEHJGRI3JS70X9UQRFUPVCn3YaSJdLBRKSUerV5Yk+Fpb7zU/B9iCCJKS1U6a+p7PokIMykk3VzXJA7tf3lJiijqdgjGggSrgjjM6sI+QKqf3SF0OOyMk5v6q8Km3On/LgFCwTLWqbxeWNBXvTYU+4l05QJmQP9dMR4Y4wokGk690u9WPK6w3IJlXWnu097Dl2D2U/KqPkhBJCsRCBngCCUcDr9hLzx1TbLKbg0XuQbFKabSRHZXxtPvQleoKhYLKdgqEgROP2W1DV3wn7LWG7yjqZ7Q9ux/Och8LTCyn/Zjm+Ih++Dh+I4CvyqbIYBNVWjbdTOBYk5g0TDAcRJZGAN4BoFPF7/US6I+jMOgI9AWL+GN5CL/5uP3JApv2Z9nTbOW67eq7wYFpqQg7JhOUwoUgIORxPh0PE/DH1XiOyalf0BJAjcro9K6vyKjGFYDCIaBAJ+AMgqs9ADsq0Px/n35TO33mWk+pvVRMLxBANotpm7WFEY0raHNeNvhiiWSTQFFBtxHGqjejf7WfLlaqNqC/RIwhC0o5IzNld73WpvtOYuO+0XfWdSi8upf2pdmpqa4bsewkbNumH1aq0fF/62PWbXapPNbMAQRLQ2XTJej2f9RDYFGD3v3Yn7yWws9cPcxzsSM6r+cZ+t0x90aJFLFy4kD/84Q+AGjittraWK6+8kp/85Cf9yp999tn4fD5eeeWVZN4hhxzCnDlzeOihh1AUhaqqKq655hquvfZaQF1yXl5ezqOPPso3v/nNrOTq7u6msLCQX/JLDBiGLG+oMDDjbzNoeayFSEeEMdeMYdeDuwCoWVbDzrt3EovFcL/lRjdWR6wxlpUcUrVEdHeU8beOx3G4g7WnrGXyvZMJB8Jsv3I7Y5ePpXB2IZ+f+jkz/j6D9eesz4ouwEEvHkT36m48L3sY95txdLzWQejjENW3VtP2bBtKo0L5teW0PNZC2/9rQ/bKWdEVpgpIp0t0zevCfKMZ84VmdMfo8J7hJXxhmOKTiwl8LYDhDgO+v/vQv6MfmigQPjNM9LAo5hvN+M73Yfk/C4jg/4ef4uZiAncFCNwToPjLYiL3R1Ca07u6aAbzBJDs4PlPb75cIqM/To/hhwa6b+xGKVYovLaQnh/0EJsSI3JyBNPPTZiXmvGUerD8yEI2UIwKvid82L5hw/SSiQ53B7bzbZjeMYEPgqcE8T7rxRlxErpYdWDwZ0UaaoEmKDqpCMWrMP7m8bQ81oIxaKT40mJ2PbiLgoICZt04i1cPeZVIZ3YKp/bqWtqfa6f6smoM4wxsPHdjsu99ceoXTPz9RMzjzNQfW8+Eiyaw/ZHtWdHVmXWc/PnJtP6rlXW3r+OYfx7Dmr+uoe3ZNo5/6Xga/9HI7n/u5rBHDqP+pnp2PD3wapO+sE+0Y59op3huMRO/M5EPL/qQqhOrGHfWON478z0mfmci1SdW886J7zDth9P4+IqPs6ILcPz7xyMg8MaRb3DaltPo3tLN+2e+z9fWfA1XvYuPr/yYr676Kq3/auWjyz5SX8RlgZpTatAZdcy9fS5f3P4FALNunEX9jfWYKkxMu2oaH1/5McVzi+nZ2sOOZ7J7FmO+MYZ5d8zjlTmvcOQzR1IwqYAXJr3ACe+fgGSTeHXeqyz9bClRb5Q3jnwj6+dQMLUAnUnHkmeWpLXT1oe34qp3cfB9B7Px3o0E9wSpu6iOFSetyIquaBA5Zf0p/dpp5o0zKT+inNcXv87B9x1M8dxiXpr9EoqsoASzm75Ek8jsV2Zjd9nT2mmgvvfOie/Qs3XwrUYJ1F5di3+jH32JnsoLKmn9TSvCOIHIoRF6ft1DaHuIKQ9PYdtPtxHZGUGJZj/dprbTQS8eRGVRJW8c+QZz355LoDHA1h9sZdaLs2h7to3mh5qzomkaa2LiuRPZ9cEuxt88Hv+LfoJ7gv10RP2N9RiKDGz545as5R1/y3gcRzjY+K2NjPnpGKzTrcn5aeqSqbww6QVm/H0GwY4g267cljXdyosq8f7LO6CO2Pb8NibeOZHIOxF2fbALnVVH5z87s6JrnmFm6u+n0nxrM8aDjZScVELjtY1M/M5EotOjbLx4I3NvmUv5EeW8Ov9VIt3Z6UzrLCu+L3xD6oh1t69j4b0Lsx4fgiRw6sZTB9QRllMtNCxvoObwmqTe6/i4I2sdpDPrWPLckgF1RGrfO23Labx/1vu46l1Z0Z3zyzkAGXVEx9YOxlwzhu4nunHVu+ha05UVXUOxgdm3zh5SR0y+dzJFYhH//s6/s6Jrn2hn7u1zB9QRzf9sZuvDW5N6b+szW/Gu8WZFF2DSJZOY8eMZSV2uP0bP1uu3Und6Xb/56aUZL2XddgvvX8gn3/+EpZ8tpXFzI+vPWd+v72345wYaljdQ9ZWqrOcP4xgjE+6cwKaLNlFwSAETbppA9xPddHd3U7OsBtf/uQiZQlReUMn2H27Hs86TFV37fDuBHQHEX4m4HC6s51kJXBDA9JAJERHf//lwTnQSPCaI/w4/lhuytK8EBd8zPtXeezKC6S8muh7pQvq3hP2PdtwPuNFt1hG8NojhaQP65/UIsey+fsamxIh8JULRRUUELw6iP1ePYVwPoR8bEK8xIB4u4TvRR/CaILaXbMgfZdd2wcuCyC4Z8z/MCDcK+K1+THebsP7TiutlF4ZHDdies+F62oXxUSOiK7uAYsIEgdD0EOELwxT+tRChTMD9VTem35jSbNjooVGURgXz65mXdKfCUGngpPdPSupynUXH56d+zkEvHkTMH2P9OevRFekY+5OxNN7amHwxlA2kCRKz/qjOZ74NPiqXVWbse5+f9jkxb3Y+U90ddTQ/1Ez1ZdUULCxg3TfXcegDh9JT3MPaU9ZS84Madv5qJyjgOMrBnnf38DN+hsfjoaCgIGv59xb7lTMeDoexWCw8++yznHbaacn8Cy64ALfbzYsvvtivzpgxY7j66qv54Q9/mMy75ZZbeOGFF1i7di3bt2+nrq6O+vp65syZkyyzZMkS5syZw+9///sBZQmFQoRCoeR1d3c3tbW1PP37p7HYLES6IzT+vJHaa2uxjLMQ61HfJtWMr2Hn5p1IBRL6Yj3Rnig6sw5BEvBu8dK4vJGJd01EsqpvNAVRINKlvhFHANkvI1pE9WtVe5i259qYc90c2lrb0Fl1KCjq23RflK0/3sq4m8dhm2RDiSjJt69ySEYJKwg2gRKlhOadzUh2iVBbiNYnW6n6blVyCYbOqiPqVd/UGmuNyD0yYyaMobmjmVh3jLETx7KrdRfR7ijjJo9jV8suoj1R9ny8hz2/3kPw0iDMQj0kzw+Y1HSxvRiXxwUCFNcUIzpFOpo6wA8lU0vUN5RfdoANSipL1Lp26FjXAT1QXFcMUXDtcIEVip3FuJriaUcxrnddmP7PRPDHQZim1sUXbywrlBSU0LGnAyxqWo7Ian0fFNcWgwH0DT1UW/SELSK7FT2YBVztLghByfwS0EHHpjiNMSXJNJ+D6Q4T0r0SXocX2lDzZSCopovLinE1utR0aTEEweV1QQGUOEugEDq2dUAYSqar99+xowPsUFJUAjFQggqd21TD0lnnpHNrp/qcO8D0WxPBK4MwHoptxYw3jcdcYCbaHUVn0qlfk3qijJ8ynqbdTWp66ngEncCXH3yJYBCorqlWlwa5W0GA8sJyWj2toEC5o5zdzbvZ8/c9VH2nClOlCSWmEPPHkOzqF6oqZxUtnhaUiEJVSRVI6tvM5sZmdHYdFcUVyBEZQ6GBqC9K865mJJtEWUEZklnCWmsl7Fbf8uvterZ9vg1BLzB+6njCXWF0Jh06kw7/Hr/6BUWvvqHVmXUIOoGmLU2IJpHqWvU+JIuEaBDRGXRINglBUN/I6+16FEUh6o2iL9CrX3m8UXR2HdtWb0MOytROqlXvLxBTv2JF4l+xCvTJLzj2yXbkgIwSUTAUGZIrAwwOA+HuMACGAoP6hc8dpqWjhWhPlOox1ejMOiIe9QurzqhT35ybdOpXOBFMxSb1C4InosquS0mLApFuNR3pjhDsCKa1k2STQFa/8kg2KXkfpgoTerOeqC+KwWEgFla/rBiKDMSCMWJBNR31RdU3zTr1q5ESU2jraSPmi1FZWal+DeuOIOgE9cufP4q53IxkldLaKdylftXUGdSvnJJV/VLj3eFNtlmivwmCQFlhWb+vVeZyc7920hfGv1wl0lGFhs0NyCGZytLKfu2kL9SrX5xS+l5rdysGp4HKosq0dhqo7/Vs61G/zMXbqdXViqAXKLOXoTPraGltIeaLUTOhhlZvqzpWZYXmh5qZe/1c2jxtbLl7CxOWTcBQYsC/2Y+xxoggqSsx5ICs6vKYQnlROW3dbcm03q5n145doMDkwyYTC8bYsXUHugId1SXVKBGFlu44/6oaWjwtRFwR/I1+mh9qpurSKowlRsZMGsOOTTvUr2smMTk/CWaBsePGsrtjN4JeoLKwEskq9dMREU8E0SoSag+p48wsUl1dnfZVsWlbEzqLjqrKKqL+KC69C0ERqCqO64WoQqA5QNPdTSz6wyI6PB3J+SnUGkp+0VOiCpJdotxRnqYjANq620CEcZPGDagjmtuaEY0ilQWV7O7YTSwQI7AzQNtzbVSeX0nMF6PtuTY4Hqoqq6itq2V3y25VjzklJKtEVVEVu7t2gwJVxVXoC/TsaNxBzB9jwowJ6lem1iCKoNDc1IwclBkzecyAOkJfqLafZJWoO6huUB0h6NTVO5s/2IwgCdTW1WbUEQm9Z62xDqgjmnY1EfXG2y+u9yK+SPLrbyYdkUhLJkn96t5HR/Tte4YiA94d3uR9J74i9dURYY+60sZcZkaOyBl1xO7O3QiS2g9lRV3pkNDliPSm+3zRVmQFa411SB0h2SUqiyoJ7AkMqSOUmIKx2IhoFAfUEeGuMIJeSOq9pj1NyF5Z1Qt92imh61LT1vFWdDpdUpfvbNpJzBdjwrQJ/eYn3w4follMa6dMfU9n1iEgYCgy0LCpASWi9Ot729arL79qq2sJtAZoaW1BZ9FRaitF1Ivsce0h1qN+edzz1B7KTi/DVGtCX5huw1YWVrLbtRtBl5IWBUr1pSiKQnNLM7JfpnZibT8d0bStCZ1Vh7/Jz45f7ED5o4IXr2oz2YBo3H6yQ0lZCR3bO8AExWLcFvS5IKDaU4JdSLONlB5Ftd1qVHsPSbXDOjZ0gAFK6krUtAnYAKZfmgheEYTpKbZqig1bXFWMa7tLTVcW4+qI2241JaqdaVUo3+JH8gl4JhrwWiU6tqj2bLGxGHrUe3LtUu3J4onFuHa6IALsBNPvTQQvC8LhqCuTYlA6vZT2Te0AlE4tpX1DO+igdEo8HYbiijhtA7g64/bs2GKQwLXNBUbV3iYCrqgLdFBSWAJW6GjuUGXfCqZfmQheHYQFQBhm+WdhtplRFCU5P1WWV7Jr+670dKGOCdMn0PhlI1KBRLgzTPODzdT+qBZRJ6JEFKRCdXVXLBKDCEk7oq27jag3SqgtRNPvmqi5qgZzjTk5Pwk2gT1/2UPF+RUYS4xJG3agvhdoUlfVhlpD7LhjB2N+MgZTpSnNf5ID6oorXYFOlcsuEWgOsO26bRz2xGF4oh51bNmlpP8EYNVZOfLrR/5vO+O7d++murqaDz/8kEMPPTSZf9111/Hee+/x0Ucf9atjMBh47LHHOOecc5J5DzzwALfddhutra18+OGHHH744ezevZvKyt49KWeddRaCIPD0008PKMutt97Kbbfd1i//1/w6uQRtMLTMVNg1H+b+HT64Egp2w/RnwBCFhgVQ3gBbD4eDXgK/Baz+7N7QRSQFKQqbFsPUVdBaB5tPg+mPQ0kbfH4K1K6F9snQPgUW/yH7fQ+rrlBY/AeBL6534vF1sPgPAmtuLiGwp51D/yjw2e1lxDa3MvfvEIqBNcu3il1jfbx323rGPFNEyc5CPrumkan/rxr9boGPv7GJhSumA7DunJ0cfe0MCjqsQ1BUoaDQLfn47PytFG41Mff9KWw6qJE132rgG7cs4c1lq+mu8HHO9Uez7qydzPzHmN7KOiAG0/4AgR3Q+BuSyzVjUoyX//wpZV8UMuPxal675mPqdtQy4ZUy3vr+pxz2wHTG7Chn81FNyLLC9PfHZiVvxBilZbILz4wg2766h0W/rGPnQW20nNzDkT+fzoZDGmg6qJ2lvz+Edec0sfD+ieiDuqxobz44wuSPJQQE3rtGwdKh9r3Pby1H+KKV6S/D+hvLsX8ZYvwTbqRIdm2noNAxATZ8Haa8BuUb4eMLYMynQJmVL+f6mP4yhCba0QVlKldk9ynfPdXA9vMdzL6tnc2XFREsl5h3Yxv/vkTBXFHKnOUdrLm5BF1IYdad2X3pAggViEQKRb5cVozzkwBF60JsvchB2So/1p0RGs4tpPJtL/pumV0n2ZizvGNoonGsubmEiY+4aVtswT3LxLR7Otl1ko2eyUZm/qqDhnML8Y3RM/u2diJWAZMru7fCMT2sva0M684I45/0sO4nJdi/DFHzmpeNP3Ti+CJI2So/Xy4rZtL/ubDviGZFt+VoC/pumUiBSMuxNsY/6cE3Rk/bYgsTH3HTNdNI50Izkx90EaiUKP04mPWz+OJ6JzGj0K+dPru9DFNrlCkPdbH2llKK1gQY/4/svjLHjAItx1j7tdPO0wuoflWl0bzUzpjnu/HqA9R8ClI4u368+ViFPbPh0D/p0topU9/LFk1zFYp3woYTYcHfwFcqsPEEhQV/g64iKOpS29ddDs5dZDV3AHRXKGy9qpyJj7hpGRdiz0Ew/x9q2zVVeVjwKOw+2cFup5tDHwBDIDu6foeCxd2rI+Y9JbL2ltJ+OqLmNS+bLyvK6VmsukJh3L9Bb7Kw6RA/k98AJQKVm8E9RsQ1XmbXApj1Vyhqz/5ZxCSFzd93DthOq65Q0IXh0D+q9zT9RSjdmh3dXbMUfBVQ2Wik/pQQNauhuNNEw7mFFL/cirEHWs4tp/rVHsx7ohRsy+7LeNSgsPl4CB1WPqiO2HyZGixp+u+z+8ocMwpsvcgxoI4wfthK7aew9crypN6z7oygC2Vn3rUvMtF0akE/HdG377lnmZh9azu6cHZ0d37NxphXvBl1xKorZAp2w4xXdXQuMGU9f4SKRNb/uGRIHbHjMJj3rD5rnRko06ELKhl1RKre+/clCof+MXv7as3NJRRsCSd1uXVlK6VfQuOl5f3mp9IPA0hZrvrxVUl0LDLTudDMxPtaaZrfv+/NuL2VDSdD7RYzJauz0/ONhyr0lMLMl9Q53xBW2+nf34tR1AiT/iXx8XlRSjbDxA90GLuy/BqsUzDGYN1ZLgq2inQXu+ly9HDEs7PYMnM3n563maMfn0/jlN10jOlm6e8WZUU3oo/y7C/e55zrj+b139YTNcf42rIFPHPbe9jtBXz16rn8/c4VzP9rHZPWjyFKDH2WO3Xbx7p5+/LPmFk/keKtNrquaOfw5+uIdQlEL+5h3d+DRH1h6k/eymm/Woy5a+jVswAfnbGRqS/XUhC2su6kBupWVbHq2+vwHyyz9NJ5vHn5p0RmC5x24cFsXLyTaavGDE0UiBpiPPPz96jYXMz81yez4vZ1lLxlZuq/xrCnsoMZH03AZXOx6setHHJfBeUd/WOLDASfUyFcacLlDKq6/G9Q1Aqrvw1T3oGWSTD5ffAXQsORMPPl7MfHloUKEz8hacMWb8nc92a+AGKW/kfrNAVZB1+eADOeBecO2HamHevGHkJ28JSqftjuaSDqoGydzE/4ieaM7y/OeKYv4ydfuBzRYlK/nIRVQwvA2gyzX4RN37XhEbxETSDrQBeBmBF1H1EUYgY1LUbB4IIFT8JnZ0CoAoQYCDLI+vS0vaAEn6sDWQLJAwe9CPXngGwERQBFAksTzHsGVp8LYScoovpXZCihx9OBogMxDLJEUnYhCLP/H6w7GUIOiJnUfEtFGT2uNjVdWUZPZzxdVU5Peyu6CMhCFK9lG2JEpKewhaJ6B0e/MIt3vv4FnlkerMU2vJ4ehKiAqdJC1CITavYhyAKGWgtiRCDY6iOml7EWqQEmZINCrEHd12OssiCGRQIdXmRJwVZox9fpRUmkXV5ixhhiTCQmyRStKeS4f8zh7W+spXNhF/aCArzubhQR7AUFxHQK4d1+pJAOfa2JOqGQ42NjCBoiWHUG1vu7WCk1EWzxIcoi4kQjQgzCzQGixhgWp51Qi4+YQUaMCsn7CDf5kIIS9g0FHPP/ZrHy1PW45rmwFtkItPmQ9QpWhw0E8HV5UUQFU4UVWa8QbvKjiArGaiu6kIivswdFp2ArLEDWy+jCIpGmIDEphqnSSmRnkKghvjc6qCNqiGEJlWMrcGD61MnC5yTWnAY9dfH+FklpsyhYKsshphBobkORwFZYghiDbm8HQgzshSXJtM1RQk9Ph/p+QlT7od4Nc57p7Xu2kjK6PW2IETUNoPPLyf5WYCtB1gE6ATGs0N3dASIUWJ3EjCKKSUQMysgGAUQB/+5WYgawO8sQQwqyUd0jLQZk0AkgK4gRBdkogqwQaOsgZlBlFaOodGQFJBHZICBEFXUMxdPIoCTSijpuAk1t6vgtK0WIqHt0FUlIS4thBUUHMYuIGKH3nkIysiT0TwdlUBS8XR3owmAuLwFADCuqjIl0/D5QQLbqIKYgRuP5fdMx9T7EgIwYUdLaSdGn3FMiDcgm9Q1x8p7CCogp95SaVhQEJS6XBF53XPayEhDj96dX20kMK0RtIgikt1NYUXnKSm86IiP55eS9itH0/iYbBISYghC/P0US+reTPt4e9KZ7XG2IMbDbS/q1kxLvb6l9ryvQARIU2krT2mmgvif1yMhxvS6GFbp9nSBDgd2JbBTxdrSji4K5opRudzuCArJB1dkFjjI8PW34Ozpw6EqY/SysORMEBWY/C1+cCjGrqoeFKNiKS+jp7kCMgrW4BEUS8Le2I+vAUlOu8ne3oeig0F6GrIMedxtiGKxlZfS429AFUds5MSdJYCspJbahndkvwGdnQsyuzlWKAPbiUjy+dpCh0F6KbBL76QgxqvZV0S/j7+hQ56HCkmQ7CVEFX2dHcn5CAXco3q7FZXR3q3ohMT8V2Mvo6VL1jqkV5j8Fn50FUXt8rorri1QdIesFvO4OkMFSVTagjvB41S9JhTb1nsQQSGF1nhVDMOdZWHcSzHwhxrpTdRgmlhJqaOegF6A+zj/RZkIU7EVlKAYBb2srggLWinKEiKL2RQH8be0oAlhLSwfUEYpOwNfeTswItrLyQXVEQheEdrYR06t9IZOOSOg9WS8MqCO8ba0IclzeuN5DVvrrhT46IqHrZKOAYhD76Yi+fQ+doI4PndJfL/RNx8ezECOjjkj2w4JSFJ2AEJZ7dXmK3kvVEUJUQREEZKs4pI5QJCiwlCLGlCF1hCypaWBAHZFMx/Wep6cdXRgKbM5+7dQvHYWoXVRtv/h99G2zVL0nBmX12aW0U6a+l7h/RRLw7WlFEfv3PX9LKzFJ7es6f4zuns7ecWYQ8Lo6VFs1rvd0EYiYQeeHeU/BZ+dC1KK2k8fb22YebztCTB1/igi+9nYEGSzlpf10RMKGRYaYPkp4ajvBZg9+8x4sTWaWPnQwr33vE3om+rA5CvB39KCICoVmB7Kk4O/0oguJGKvMKDrSbCMpINLj6SFqiWEvKCBqVFeaRnaq9pu5zEakKUDUFEOQQRdWP3IIMbAW2ZHe13HM/5vFuyevp3OBC4vTRqjFT8wgYym24Xf1EDXJWIvtCLLAycZxjAnZCcQimC16ngtvY3tbG7JepsBSqM4JeoXwroBq41VZCO8KIIsKiqSgC4vIOoWYMUbxp8Uc8/ws3r90E+3V7cQkGVOVlciOADFDDFOljciOALIoY3XakYIiUZNMoNWHFNahH2MCGSK7gkRNMSxOK8gC3QEPQkzAWmwnZpIJ7vYhxoQ0G9Yol+FcLXDYy1PYcKyAZ5I6V8mS2mZeVweKpM6zXrfafjZnry4XI736W4yo/WXOP2DtGRAuVH2ehB2RsCliKT5ITA+mPTDvefjkmxCsjOcbQerO3PckPyj6/j6TeQ/MeQHqvw6hUjVfFkAQ4mXi7+Rs5eXqWBHA2KH6YZ+eBaFysOisPPW77+fdGd+vAriVlJSg0+lobW1Ny29tbaWiomLAOhUVFYOWT/xvbW1Nc8ZbW1vTlq33hdFoxGg09ssP20BvBNxw8N/g398GHNBdB/+6GuxOK+HO3n1EsQQJEWJ+OPSPah3ZAcEKWHV1RhEgqL4Z2nGeQiT+sThWBp98T+V/6KO9/P21A9OKFuiIxl/oxxSY+bLqfMfsgB0+viS9fMwIiOqEEzOi9mKhz30YgUY44blJrLpwM13lMdoP7eSFeV8gKCI6ihCNDiT0IIFecKAPgBJ1A2AOOFReMTf6GBhj6jUB8ItuEEGPAwwgSnpEQDQ60EnqTCEaHTh36jny0em8f+EG3OPBPwNevG09IGEKlqIvcGAMq0LrCxzoYyALbjCp8sw0FKNDRI6JxESRSbZiPg1GiejUpT0JGWXFjRQEU8SBLLvRB8HRAEc+Op1VP9iNq9gNBvDOgRfnqPvzJYrR6R2IejcioDM44vkG9UVD1AFRUGQ3yL28ohEjRMBQ4AB1RSMRoxsd6vOImNxIgLlD5pgHZvDaVR8QdciEi2TkcfCva1IaUuzTZokXtTqBaLwvyVYdMhCL9PaVRDpm1xHr7u0v6CHiiPe9OBQpbrjoe9Op/S1a0PtVXzal8CmUUvJ790Al5RUEZFP8racQd1QT5VNuMRwPLCpbdGn5qfIpKem+cgO9z8IkqkvYEkhJy6nplBfeslEcOB2/p5hfvSejWZVfTtmWlZpOQicgx43B/ulEPRHZTFo7ZQvF0Hvfcr+0+qwS9xoLxGW36NLuCfo8j9R2SqTFlPbTi0QLU+qS3t8GlTe1zfTpaUVSJ/XU+5cztZkJdXkgA7cTpPe9tH5rhlh8Ak/025gZYoDRJKLo4wtqgjDjZdhxXgyCsODNAjacDp9cDEU7oWtM+tgBwAgxm45YSOUfs8UDMtpSZDcIKLredG8+ScchZgK8sOAJWP1NwKzem3csfPAD+kE2iepyRTHlGfTREYm+J1t1ROIf0mLW9PaKxN9VJ+QmrDreibaS9XG5noLNl0VQ4sM+WD6wXKn6J/msA/EfEwGv+uoIX/o9yUYIK+q8ue5k+ORcVYetOrULY2UJkkkkWJY+7yWeqyL1jhFFold36IXkPUUy6IvU/hZN2eI6lI6AFD1m1mXUEan6bSAdoTqYcXmTei/Lr1IpsvfVEQP1vah94PvIlFYSIWAG0hGJfhh/NoqUrsuH+tY6lI4AUMwiid2lg+qIAZD5/lTZY6Y+81kG2ZNpHUld3rfNUu8pOaZSkKnvpcmbEm4ntb8lxraiF4gWSv11mimuR4Ipc74E0YI+Y8UogpfeNvOSfFENvX0/8axSdUQiTQcc/jeRD34CfoOCLCl4x/t5YfkXCIoFU9CCQXYQjaqDXXQ4EInbT0aQdA6VdopthBmkHj1SMG7vxXkpuJFCYA451HSK/ZawHUWTA+8cd5r9JukchA2qvSVJDiQMSEHVdisSJGoVBxExiiyI6BQds8QadsXUgItSgSqfDogY3AhxGSMGVd6+/L2z4cXZ67GUOZDaYkgR1SZUcCOFe9PIqu2KGfRARHSr9iwONcBm3D6UdA7QgSn+dd6gOCAASsQNQMkmmSWPzOTN760iXAOdCxTemxxD7OMOxmw6oon2s+uIxm1SxdA7tuSY+pV63cnqGJIL0+e5mK7XjkjYFLjh0ITvZAffONV3Iggzn433PQbve9HEHJlKywE9E+K0+iCpy71q+XVXBJNjpa8fFrVmb1ONJPYrZ9xgMDB//nzeeeed5J5xWZZ55513uOKKKwasc+ihh/LOO++k7Rl/6623kl/Wx48fT0VFBe+8807S+e7u7uajjz5i2bJlOctoLy5DbzJjaw6gD/VQ6bPjrTNjWRdkypPd7P6+BarLB6ybqc7mcwvwz+yvXU0tEYp3duGVSsCpNpVhT5QZ97po+KoZfSgwJK3C8up+9ErFIoJOfZLW+quKCVdIA9bJlHZ+2IFIjMrGUrqO8lL3jxJmvjaeTce2seuMGLZKJyJqp7ZVOgGGvB6qTGra2agG+6hurCC6KELNczqmvl2WFf/qshJqfBKRaAxRkohIIlZFYJazjNVxA2Yw/tUr9YiIjNlWRniqmpcL/+E+j0S6dJMeKaaj0lWJZ7INW6WT4rftTH4uyJbTbXgX9FqDmdpvqOvC8uoh+8tgtDPlDZaf7e97W360aBxotEeb/r5ot73pe4ONl1RdbRIVSlpcVHQVMPnJHkLFOrafVcC0h7qy1rW5Xlu6Qlg8HsojhfidRnX8bg8z7c9uNn7XQXCCYcB6Q/HI5rds5CqNFoNTlWEk5MqmLUoVB/btEYp3+jjuyRLWX+XEXF6dkx4brg7LtszelB8tGvmkmw/6+7vso9FPhjNWYWgbMRvbcKjrgq0+dDEfFZ1OwrNBMXupWFXAoj9PYc15bXQcNrr2U8J+S9iOtkonY54zDGq/paZnBXUYwjqCioyIiKwTmSTZWF1WSgA5Z/4J23H76WG2Hzcwz1xt5cGuE/zHNo6leZ4hzl/PjsUGXCc5BmyzTOnh+BSZ/KBtJ1oo3unPqu8NRSuTT5UoX+51wFj19751zAWOfvXygf3KGQe4+uqrueCCC1iwYAEHH3ww99xzDz6fj4suugiA888/n+rqau644w4AfvCDH7BkyRLuvvtuli5dylNPPcXq1av54x//CKhnxf3whz/kF7/4BZMmTUoebVZVVZUWJC5XeA8yU39Q76trf4n6pSZYaSZTCOxMdfwlA/MIVuqpv72MwnIrtLoB9cu8v0rCPc9M/ZH2rGml0ksgQStsy1wnE9pPcfDl+euS150Tu5AZi7cuuwiHe4sdZ0fYcXZL8tpbF0N+W86K//iIiISAP/G+TABFUZgYFvmU3rdoQ/G2VTqhJXf+e4vWI4O8eMInAFgDauN5y9TlON7+p/8NGyPZXzRoOJCRqquDRjfvXwN2ox5/lcTmC9WlbqM5dvwTjWljFSDogIhVIOgYHZ7ZICFXYXkhtHrzIleiLcSwQtHLXtZeW8SEv7oI28CMpsc0aMiEfMz53YusfHqIkci0lqT91F3jQxZl/DWjbz/1tR0he/tNUmBCRCSWYiWGBLAqAnU6E+tiQ8c8yGS7uqfmeCPDROPZQTZemLAfa+L8wZVd6KM0DKe/ZPKDuidJ1B8xMrQy+UGJ8oXlTmhtzqpOvrDfOeNnn3027e3t3HzzzezZs4c5c+bw+uuvU16ufm3euXMnoti7/Oawww7jySef5KabbuLGG29k0qRJvPDCC8kzxkHdc+7z+bjkkktwu90sXryY119/PeczxgF6XG3ojSZM7TD/Sfj0XAiWAnp16Z1d7KSns3XAupnqgAc6Pf3KS16Y9f9g63ej9IR6g1itPgdMuzqzppWQJ0Hvi6/3LvNYfQ4Q6lTPHRygTqa0bUuUo18qZ9U3N9Mx10ugGl66bYP69k3dhou/zZ1Gc6jrocqkpg3vuVn81BRWfXMz7mngr4Ldt8V/H4S/XhAYZyolQgw52qt4/YBdEHF6wuwM+dPq9E07NsLip6bw2aWt+KvUvGz553Kdib+pKcbJf5nPK5d/gr9MzZMsIquuloAe6OxJo9G3Pw52nZoO7Ggdsr8M1Ncz9f9M+dn+vrflR4vGgUZ7tOnvi3bbm76XzXhJ1dWBzk5mPxNh/ZmdfHoWOD/vpHNidro21+tE2tAF8/4On50D4aL4b0oX/74MULqgTwzEoXhk81sucq3/fpgepffYquHKlUtbfPF1WHsSzPqri/8c24ExBLRK9IQ6h9Rjw9Vh2ZbZm/KjRSOfdPNBf3+XfTT6yXDGaup1NjZiJnthqOtE2tIC8/4u85+fdOI3uQmYvATM8NIte2c/Zms/Jey3hO0I4K9yD2q/JdKTdCZM+kL8Srr9GBNEJst6PsnCfu3LP2E7WsocGe3dXG3lwa4LNsY49qn5vHneGvwT3firwHtNKSIKZGkb7o1PkckPkrweZt3jycnezNWnSpT//PIgPfr4733qRIKBfvXygewOrUtBKBTi/fff5/HHH+f//u//eP7552loaBhRoa644gp27NhBKBTio48+YtGi3miK7777Lo8++mha+TPPPJPNmzcTCoVYt24dJ510UtrvgiCwfPly9uzZQzAY5O2332by5Ml7JaPJrQYnMLnVa8cmOPJusH2euSEz1XFsGri8FAR7GxhSjrI0tal1Chtzo5VKTwqm0zK1DXm7/WBrBhER504HANNfrOW0W2Yy+VVH7sSGAedORxr/ya86OOWWaUPyn2i2YUEkpKTvRosBIgLTrUMHbEjwtm3r3VuSLf+RQEG7BVERKWrtXY5eukZty5I1I8dnJPuLBg0HMlJ1tRSEQpce22444h4Y8x81sMxojh2DFwyB9LnC1hifkxpHh2c2SMiVmKdg9OVKtIXeB5Wfq+njnixJPntNj2nQMDDyMeebO0BURCy7eu2nMf8p5bRbZlL1SXZniu8N+tqOkL39Nk2nfoXtG8sgqMgU6w3UGoeWP5PtOvZp/eAVRwglcf7lO6xJ/kfdLVH9Tu60htNfMvlBRRtGjlYmPyhR3pJySEg2vlM+kPWX8Q8++IDf//73vPzyy0QiEQoLCzGbzbhcLkKhEBMmTOCSSy7hsssuw263D03wvxSJPeMxJ9QfEs8DYlODRN/pRjerBrsw8FFMmerEphZgdw7wld4J9ber+y3srfGmMkXpruvBf4Sd+q9KQ9JK22cRp6dH/UvQ0o+xo7fmtme85xtR3v6uukzdbLbRdXgX8ocybYeCpcyRtrclNZ3N9VBlbJVOWs7rpOU8damPBQdth8Lkj4fmP9tQhKATEUQh+SZKZ1DvPapAna2AMn0YKooy8m85D1rOU5epW1rUt6PZ8h+J59H91Rgvfr13mZGt0klwlh353SChmTbszpHZM+5h8P6i7Rk/sGmPNv0Dac94qq4Ot0q8f00rdpOT7g09bPumHR3kpGtzvnZC/Rw1ZJc9/ptnYphQcTfCxALshftmz3hCLnUOi8sg7b1c2bSFIaxQ8pGHtT+2Uvu0C/0Yp/pcfNnrMW3P+OjSzQf9/V32/WnP+FA24kjsGQ8fBZ9+JUpkWhhLSwzF7MU3N0D0FRn/bAOWMsOo2k8J+w1U29FW6aTt0M4h7bdSQaJcbyQigE7o1eEJ+1EXUTiopISPS/o71YPxT9iOnUcVYCmL9Cs/2LMYzvPYfV6MbZf02o8qf4Hu+QbsTkeyXFZtPQyfIpMfFDy4gPoTTVn1vaFoZfKpEuXV+Uhdpt63zr7aM57Vl/FTTjmFs88+m3HjxvHmm2/S09NDZ2cnu3btwu/3s2XLFm666SbeeecdJk+ezFtvvTXacu9zmHYHmfPTNkyNbgpX+8EKX9xcBhWZl75nrDOQIw5I3VGm39UB7iBEo5iawmCEbRcXYfJEc6KVSk/qCqbRwpr7bgXLZ26OWVaBYwVM/3Ml7mp4+8HdhPO078XxMUn+dY+ZCFfAigdbB+VfKkiUinrCwsC7wsOAAYFJuoFCXffnXfg+4M6e/0jBshVOuXABls8tVL5lUtfYl1tY+/MyKB+5N8sj2V80aDiQkaqrpa4gix4CKRxl+7lWKt8LIIjyqI4dQ0eYg25tw9DixbYxCOEwFBrYcG0JpDi8+UZCLvb4IRxWZTMzqnIl2kL0Btk9T8/UP7vZdByYXDJEo2CVND2mQcMAyMecb2r0M+8GF5YNgB/G/NOJvwRW3LubcM2IscmIvrYjbghPHdp+mySZ0SGQ6cT6sCIzVmfCOsQRAJlsV+YM84ZyhONj1X50vGVL8q+/oxjqHDnTGk5/yeQHSXppxGhl8oMS5Wn0QjCYte+UD2Q1wpYuXcpzzz2HXj/wMooJEyYwYcIELrjgAjZs2EBLS8uA5Q4EJPaM63aq5/EZ/h2i7oswDZsVxq33sO1MPz1jegasm6nOuhPBNb1/eVMHGLvUvbtyRyfTnxRYd4LCjDfgyyOzp5XcqxGnJ6z3MP21Xlqrvw3+8oHrZEpbt0cRkBjzjo5yVxUF6yyUu4v5cn4rm05xAaO7Z7xyMwgIcf7F2Dd2UuIZnP+0sB6dXiEQUdVp6p6fBKKKwCRZz9qWTuQM/Cs3OxAQED53M65dx4S12fEfqT1Ptq1G9d7fsDF1fTHrcCF2tTJtpcSmr0DbvHQaw90zHmnpHLK/aHvGDzzao03/QNwznqqrha0eTD4B44ceJn+g6im35Gfqu0Pr2lyvkzE8dqnns+o+8zH5A4EvaULweZjzPKw5HbrH58Yzm99ykSvU0IrY0cXkFwS2LFKY+NHw5MqlLXT13Ux9R0BB4bC/gICbDcsg1tPFgr8Nrse0PeOjSzcf9Pd32ffHPePZ2Ih7u2fc0Kiu4JE3uinZE2PuW3UUrNVTt6mGz05sYtch6l6b0bKfEvZbwnYEF8URkcmflme03+SObuoqignHYsTiWxz72o+RaIwCnURVZ5D6qC9r/gnbcdtiF23H9S+fzb3lcl2x2Y6AwOTXnVR1Jvh30jALmo5P5zGUHzAcnyKTH7RpcW59bzBamXyqRPnItlYMHR7q3hT61dmv94xfeumlGR3xvpg+fTrHHHPMXgn13wD3JHj/GvWQegBfIfjt0D0m8yPNVMdVNXD5YIlaPvWIgKAV9kyDPbNyo5VKL+RIp+UvzPKmU7D7KHjpto1016rXruJuYsTYM8uVO7FhYNsJ7jT+bkd0UP5GBKZa7ESUwWOlB2MxCiQ9Y8T+Z8z35b3rjF5lPBT/kcSeeX6eunMl3WN7A821j4GwEdrGjByfkewvGjQcyEjV1Ynx0lMOnfHxGLCP7tjx1sbHamlvXncpeCrU//sKCblSjzDz2UdXrmRbxMN/rDkRWqvCyd/9hZoe06BhIORjzu+cBe9eE6XjsF77yVXsJWiK4qrzDlJzZNDXdgTYM8s1qP02yWzHJOr6xRrqixgwRWce1LHKZLs2zw8NUmvksPUEN0/duRJ33H5M8G8aRhit4fSXTH5Q25SRo5XJD0qUTz32LBvfKR/Yq7UnXq8XWU7vnAUFQwfA+m9GYs+4aUeQqf/XTcOREhDFXGFn89cs6r6G+F6EvshUJ9MOe8kdZdoDXey82UmoMAy4sZQX0bLAQOmOIFPvHppW6j6LBL2Gr1sBb5LWYHUypQs+7mDCC1NpHONWaVdJvPPjFkQcWBh8n8tI7Bl3rIL5T1Qk+esq9az8SRtk4D8pLGL2ifiUWHKPTwKp1zGiiILITLuDDks0jUYCCd6bL4+gM/uy4p/L/Q/1PEwbYhx+3wy+PFINnGgqsGKdUs76W6Ss23Ko68Ly6iH7i7Zn/MCmPdr0D6Q946m6OqbzA14KrHY6jxYpebQbq7OQlkNNIzY++14b9oSZfr+b7V81AUHMjmLslSa2X8Ve8czmt2zkarilkJg9CHRjqSxk+9Gj9ywSbbFjqQXwMXOlyPrjDVS8BNbiUoJWAy3nkZUe0/aMjy7dfNDf32Xfn/aMD3fOz2V8Wrb4mfyIly9uc6Kzq/aTVGvk/fP2jIj9OJT91Nd2lCxWwoscrFyUwX6rcDK7S0EQRES90I92qv0YRqFQ0jPFXkqTvtc3Gox/wnZUYxD1Lz/Se8YLVsVY+MQMto9rTvJfc1kZdiXdLs6mrYfjU2Tyg4py6HtD0crkUyXL32gDmzpP962zX+8ZT0VDQwNLly7FarVSWFhIUVERRUVFOBwOioqKhiZwoCCgLrUxxV+4mxqCzL2xDdOq9pzrFK7OcDZhGCSfgtT7Uh9ja5S5N7Zh3BnNjVYKPSLptExN4cx1MkDwqMsvzfGXeUUbrBy/rEbdg5MHmLuENP6OzXDsssqB+SswMSImkpkPEo/nhxWZiqhAQYYjJxO8dSlx+gblP8Kw+CQEBAj27g8vft/P3BvbKHp/BN8sj2B/0aDhgEaqrk6Ml5Yokx/tBsAw2mMnCEIMpEhvlm2jOifYNgZHh2cOchlSVv4Zm8KjK1dCb4VUhS4FFWa/1PuzKc5f02MaNPRBPuZ8n2oH61JOniraaOH4ZTVqDJxRRl/bEdS925nst/KYQLEgEVRk1UYcyH6M58VQ760uktm1ymS7Vt873DvKDZYu1X60hqQk//k3uCh/ZhirOofTXzL5QZ/5R45WJj8oUd7X24hZ+U55QM7O+Le//W26urp4+OGHeeedd1ixYgUrVqxg5cqVrFixYjRk3C8RnGqi/vYyglXq4A1WgrdWR3Bm5kjymep4Jg7cDNEyifpflhGt7FUQoULYs8SMZ2FutNLoFUlptIKlOXcDuo538PaDLQTie/66qnxE9FG2LcmP4ddyspLG311ORv6FsoBdFtRIw4IOmyJg7LPaSFTArgjYBR1GQUQAqmIDP5cE785zevMG4z/S6FgY5cVHP8E/vld5uKZDwCnQNT33tsyEkewvGjQcyEjV1Ynx4quV6DhI3d4VKhZGdeyExxmov72McHnvcnBvrUjXDD3e2n03XpNyTbQl80JORlWuRFvECtV2+PJsCy3Ten8PloqaHtOgYQDkY873z7Hw6R3F9BzZm9c1xo+3NEzL3NG3n/rajgDblgQz2m+VUVF1ngURqxK3Jfs45GZFtS3tgnpcW2msv42ZiX/Cdmz+2kjc3dDYfbJqP/bURZP8oxK0Lsy9jYfTXzL5QZ3zDCNGK5MflCx/kKM3LwvfKR/IeZn62rVr+fTTT5kyZcpoyPNfA9OOINP+r5vtRyaOHDOxZZmFQocJMsTZyFQnEyR3lOm/d7Hj5ynLTEwSLSdY4rRcWdNKpbf9LFsareHA8ZGb+S9U0jCmK54BK+/dg4hu0HojBccqWPBEOv/37h14VUK3qLDKHCXSqQbWO9jqoFBOX24koi4x+iDSTVCRMRcX0KobWJsmeG+6POWN3SD8RxqWDXD8fQvZfOT23swSC5uuGdktIiPZXzRoOJCRqqslr2rkSFFwzTNT+nkEQa+j5QTrqPE37Akz4z43205K+bJjM9D4rX0XSR165dp+W8rGP4uBxm+N3hewRFs0nqY+74nP+/niRKjaGC9gkmg54cA9flWDhuEiH3O+ZYufKY94+fy2lEwrfLi8LS/2Yz/bEWBcZvvtS0OMZo+64rDUUcCckETfxeoiAk1yiA1RP+biAsKCQqj/ivaB+TtU3rZKJ+Qh9rVjFRz/xEK2jduV5L/258WISs7u4LD6SyY/SHJHmX5b24jQGrL8jbaUzKF9p3wg56e/cOFCmpqa/med8UQ0dSU+bpWeCCCg29TDvOe9bDvdT8/4gaOpZ6qz7niFzln9y5u6QIyAb08rYU8XICBv62LegwLrj1KyppWMfBin5+/qSaO1+lwFX+XAdTKlDW1RQMIQUNeUFH5h5YRlxWyZ3cqG09X126MZTb14j+ooJ/gXbIDjllVl5N+Tcj2rxoJd1KdFwxQREASBzW3teGNRLHIoI//iParTG2nuRArosuI/nOtM/E171OBy0W6Vd7Dbh/WfrUx7X8+mIxVaF6bTGHY09Y7OIfuLFk39wKM92vQPyGjqKbpaTo6XHqZ+qFpkcoOHeY92D6lrc71OpC0dgALhngAgEHC7EJs8zHlBYM1pCp663Hhm81sucgVa2on2eAABcbOHeY93D0uuXNoi0OUFBISIwpyX1HbwudqRG7pY8OTgekyLpj66dPNBf3+Xfb+Mpp6Fjbi30dSFuB0c2dWJ3BMDiimsNzDv6Vrqj2ti52LVfh4t+ylhvyVsx6jfx7iHdExaWz6g/daWkh6jxDjIWIysyGn2oyzo6Pb7We9qTdqO2fJP2I7bD3HRdmL/8tncWy7XRXvUF5GmgJDkP+E/LhqnK+w4MZ3HkNHUh+FTZPKDNh2m5Gxv5upTJcqHWjqQvT0D1tlX0dRzdsb//Oc/c9lll9Hc3MzMmTP7RVk/6KCDRky4/Rne8WpUPucX8esSaJ6h4JkqQoagiJnqdE4auHywCP71I7A7JdgTz3PAxhMUOqbC+/Ozp5VKz9qSTss3jKi27YfCSydsZPrzTmiHTqcHo2Bkw1c6h648Ath1ZDe7juxO8u8qiiCJ/rzwT/C2lDkY95Cal0/+HTP9PLVgJXXvVcAaNW/PDChuUmidMXJ8RrK/aNBwICNVV8txXe2tgYb5CuM/FQgUj+7Y8Veqc0vhtt48Ty00HKLgqc1cb7SRkMvuNCDG9Yi3ZHTlSrRFgRrfkrWngLmxm6mfq0awr1TTYxo0DIR8zPndU+DdKVGiE6GkUc3rrOrBqHSxc+7AH7JGEn1tR4ANX+mkdIc9r/ZjX9t12zH52eLZdKSbLcdvYfbT46FV5W8gwo5Dc/8yPpz+kskPap0LrYeODK1MflCivN1pwtDsyapOvpDz029vb2fbtm1cdNFFyTxBEFAUBUEQiMUyRL06QJCMpr49yLQ/d7Pz8HgUP5ueYImJwupq8GQ4cD5DHbtTBFP/OpIryox7XOz6pRNfIpp6oR3FKVHqCTPtUf+QtNIiH8bpbTvLBniTtOxOESRpwDoZo6l/0EHdq9PYWa0utZEsEq6yEJZyBzhGP5q6cwXMfaYyyV9n1uOqDGbFXzIZEGMCoqJ+WdYZJERF3TduLilAVuRB+Sd4b7o43BtNPQf+e/s8bF/EOOSBmWw+fCegRlO3l9jxTxHVtrT0LrnZq2jqQ/QXLZr6gU17tOkfUNHUU3R1iHg0dcEM5SLgx2q1EqswZK1rc7027A4z4w9udixNiabuFIlMklWeBsOA9UY9mnpcrp23FBJKRFO3m4k4DXslVzZt0XC6FfAx+1WBLw9RvwZZi0sJGkWUCXJWekyLpj66dPNBf3+Xfb+Kpj7MOT+naOob/Ez5m5fPf5oSTd1upGuWrNpPltG1n/rajpLFiqXcgWvq0PabpdSB6NMhCmIy4JbOICHKApLZiKXMkTP/hO1om+SEQP/yIx1NvXhFjHnPzGRn7a4k/+5io/rRz+FIlssqmvowfIpMflCRTmbG7/1Z9b2haGXyqZLlr7cStdkBb786/zXR1L/zne8wd+5c/v3vf7N9+3YaGhrS/v+vwtQCdc97Ma3O/s1eok7husHPLkyFsROmP+jG2Cfw4d7QMrVkXycTinZbmfCfYupezE809b5wtPI/zb94NYx/3U/R6r1vy0wYyf6iQcOBDmMXjH9NDbJocOV/7Ni2yUx+vBvbtv1rvBpbyYtcQjQeZUmGqR/0buA0tciaHtOgIQvka84v2mFh1vNOKj/YN/ZT3YumfWa/JWzH6r/mnXWSf029TPlbe9/Gw+kvSd9lU3qdvaKVgx80nDqjgZy/jO/YsYOXXnqJiRMnjoY8/zUITjBRf7spHg7fS7ASto23wQI7eAZe6pKpjmdmhmjqxRJrl5dRWGKCRjUv5IQNyxwEK0XqD7FlTSuVXuKogFRaucK92MHbX1unHgXRrEZT75kM207Nz1KbzqPh7aNbkvzd5eCe4soL/wRvW6WT8vVqXj75d8+CFx/9hDH/7H3j6VoAgmKha8EIRlMfwf6iQcOBjFRdHY1H8faNldh+spUJL/sIlQqjOnbCVWrUcvW4MFUHeetEvjyvAG/dPoymHpersNwG29X9fqFyRlWuRFtYv1Sfw5ZvWYi0+Zj5puqQBytFTY9p0DAA8jHn+6db+PQOA5FpLdjjQRW7xvrxTuxkz+EZ9niOIPrajpCwW/NrP/a1XVvPtya/jI8mOo6GF5d+wvQ/V0KTyt8/TqTtuGFEUx9GfxnMD+o8qmDEaA1avtwBW9Q9Ctn4TvlAztyPPvpo1q5dOxqy/FfBtEU9my5kDrPtdLUhbQ3hhB2UW53owOWljihzbmpDag32GhDlIubWaM60UulF9XIarcHqZIJjpZtjl1XiLQjy5eImNixtwbnFDCN4zPVgKH+dJP/th7jYtjSYN/4J3kXPqUo83/yLPxM49cKF+AsCrDvdRfvxQBQKtg/e/rliJPuLBg0HMlJ1dVQvIwsKUYOMqMRwT5IIVAijOnYM8bOzw6YoX55XQHi6FaJgbRpZnTBcuQwN3t6XAxPEUZUr0RYhu8LWM6xMetKPsRs2fM9GdIwJomh6TIOGAZCPOd/yhZ/5N7iw/htaDg/y2dnb2Lmwk5LNBsjDUc99bcfm8wEvebcf+9mu7tHnDVDxumo/djsCSf6OBnlYbTyc/pLJd5HaRo5WpjqJ8sb1bjwzxax9p3wgZ2f85JNP5kc/+hG33norzz33HC+99FLa3/8MElvdbCY8CywUbjVQXh/GtG6QZeoZ6vRdnpGEBLJePQMQSSJYa8DUKTL+eS9Gb460UuhhSqdlah/G8oz4tuRQKWz4bgvTP6iksNNM3Tv5WeYTsvXy33ZBkLoPTHnjn+Ct2AFH/vkHTeryy7ADWo4LggWK14DzyyhFa0Zwqc1I9hcNGg5kpOpqk4SsB1O3yLhXgkQKdZi6dKM7dvSAAJgNeKeZwGDAtkOm+t0gth37cLzG5QobAIMqm22XNLpyxdtCkCRK1oVRRJj0H0HdwyhJmNplTY9p0DAQ8jHnx00kxQJYYOeJnYxZ76RyvZ3K+vzZbwnbEQfUvZN/+7Gv7VqdJ/cpaFPtx2AKf5sbylcOo42H018y+EHW7fKI0croB8XLh0wCmHLwnfKAnJepX3bZZQAsX76832//CwHcEgiOVZc7JOBZYOGzBRYKy0uhtTmnOpkQdUh8fksZhc7es8uDtQY+u70MgPqFvWflDUUrlV5SnhRaucK9yMHbJ6xLXm/4bgsN3yJv54y7F8Pbi3sPZdx2QZBtF+zOqq4C6BQBm6DKKsgCAhARFPXHLHmnnguZC/+9hX+6ukwdwBooBsB1pAX3ESN7zvhI9hcNGg5kpOrqaFTigyvB7rTw2e29Onk0x064wkD9L9Ppe6eZ+Oz2/LwczYSEXIXlNmj15EWuRFsIUQVvnZGGbzno9rRhdxowoukxDRoyIR9zvn9S7zL1hP2088RO2o8y5MV+7Gs7Qm72m4yCWREwptiPYhZ2Yyb+Cd75OmfcvRhePC5hP9rYdkEQ16nDO2d8OP1lMD/o86N6bdi9pTVY+cLyQmj1ZlUnX8j5y7gsyxn//lcccQDTJnW5g2lTfF26O8ikBzvBnXmdeq51pLYoc3/ahtSS8nswSuUbPZjWeHPmn6TXFk2jRTD39RlFb6rL1CtfjgfGaYSvXFWR3Ns+2qh8WejHf8lVpVnx/8IY4zNTjE+iXj6JelljjFEf//Mx9NuxBG/n31Myc+C/tyj5ROLUCxdS9u/elzF0+Jl6dzt0jNw6r5HsLxo0HMhI1dVSW5Qj7wapKUjla92Mf7wLoScyqmPH0BhfDt4Y7s30hhn3RBd4w5krjjKScm1NWf85ynIl2kLniuGabGDOLe3UvUHvs9f0mAYNAyIfc75ljbpM3f5+SmYHHHZzGXSMGJuM6Gc7Qtb2m1tUWGNSbcVU+/FTU4z10ew2fGe0XfMU/7rqZdV+HPd8cZL/7J+5oNGdM63h9JdMfpC01TtitDL5Qcnyn7t7M7PwnfKB3F+F/I+jx9WG3mgiElE/ovZEPAQ7PTi/AFsTtH3QRM/4gZeqZ6pjWOOhc5anX3nJB2ETeLpb6YmpQeGsLVDxHrQflz2tns7WNHo9vk6inb20mqv9+CoZsE6mtCBGUdDhEX0EWr3Mfmk8+ojEuNd1bDhdldXf5k6jOdT1UGVS07LoR0HBI/rwt4WZ/roza/5b43+Ja0vUkRN/j2hQeUudybxc+Gd7nYm/Lqry98a6CbSpv9V8ImLulLCs7qF1YXr/S22/oa5T0wFf55D9pS+tTHmD5Wf7+96WHy0aBxrt0aa/L9ptb/peNuMlTVf7OgmZZORdHipWwa65IG93ZaVrc71OpA0hkEXoCXURjscPFTd0UbQedk4K46nLjWc2v+Uil8fXTk9YPcqncBvDliuXtvC5O5n6FkT0UL0O9hzUicckIW/tHFKPDVeHZVtmb8qPFo180s0H/f1d9tHoJ8MZq6nX2diImeyFoa4T6VgM1X6KqPZTwOSl7r0KbO0GSt6PsXOxar+Mlv2UtN/itiPAuNd1g9pvqenVffIS9uNw+Sdsx/J/dNF24sA8c7WVB7tO8HdL3Un+UlSheFWIHfbsbMO98Sky+kFboznbm7n6VInynmAnPZ3q733rRIJ5iKI3AIbljH/yySesXLmStrY2ZDn9S+Jvf/vbERFsf0ewCv51Te915yx4f5a6NJHOgZ3xTHUyIVoA/7kc7A4J4gaWr1I9tB7gXwdlTyuVXgKptHKFew68fOSm5PXasxvYfKo3b8vUOxaGeXlhL/8Np3cmlWi+eFvKHNCWf/6eugBP3/kuAJaguqxnz0JoWziyfEayv2jQcCAjVVdHY7DiXBfWopK08TKaYydcAqt+lJ7nqdv34zUhl91pSM5hoy1Xoi2EGLRNh9YZ4O3uwFpUgh1Nj2nQkAn5mPP94+C9a2JEJ5K0n7Yt2UPzolhe7Me+tiPsG/uxL+9Ue3I00b4wwNNHvAuAJVjBhtM72XVsMeIw3MHh9JfB/KDWFBt2b2kNVt7uNEHcGc/Gd8oHcn76t99+OzfddBNTpkyhvLwcQehd6pGaPlBhLy5DbzJjWRdkypPdbD63AP9ME3QGmfaXHnb/2AnOgetmqrPxYjs4+++hM+yJMuNeFzuXF/fS9EUZ86qPjgk6pjzvH5JWYXl1P3rrryomXCElae1cagWrNGCdTOmif3Yw7l/T2HRsG5u/7cWxHhbfNY0PftBGeCrq/pc4UtPZXA9VxlbppOY5HVPfLmPTsW3sOiOGYRMc/vuyvPBP8N5+epjtx6l5I8l/KHmcH+qY+/hMPvruZnrmF2CrdKLfbOeg/wuy7hIblPfuf8nUfkNdF5ZXD9lfBqOdKW+w/Gx/39vyo0XjQKM92vT3RbvtTd8bbLyk6mpDJMqRD8P6Swup+DCIwSez/Qw7NW/5s9a1uV6btoeZ9mc3G7/rIDjBoP7mCTPpiR62fMsOhYYB6w3FI5vfspFr13UFvXPYCMiVTVusv6qYyDQ44h4XbeNLaD7XqZbLQY8NV4dlW2Zvyo8WjXzSzQf9/V320egnwxmrMLSNmI1tONS1bbWfSc972XSVk13TQDF7seyEJXdO4z8/aiNcM7r2U1/b0VbpzNp+y9VWzIZ/gvcnt8agfHCew+Hf97r6OR3T3p7JupMa2HOyKc5fz+cXG6DOkSyXTVsPx6fI5AdtO9XMjMf8WfW9oWhl8qkS5Xd/3wLV8Yfdp465wNGvXj6Q857x3//+9zz88MNs3LiRd999l5UrVyb/VqxYMRoy7peQi0ER1P8ABTtlTG4F0/bMZyNkqlOwc+B9yrIFQkUiUWvvSw6TW8a5JoQk5UYrlZ5sSadlcuceRTBQoS418taqcQIqPqlAh47qT4050xoOvLWxNP7Vnxrzxj/BOzSuNy+f/H1lYRQUukt799IUbQV9ABxbRy4i5Ej2Fw0aDmSk6mrZAoEC0AUVnF+E8Y7VY+gZ3bEjF0DMoP5PwLZHxrYrhm3PvhuvCbnChb1fvEZbrkRbKJLC+Gc9hG1Q1kDy2Wt6TIOGgZGPOT9aoi4VDlf05hVvLsbg11G8JX/2W8J2hH1jP/a1XSs/HHXWAPTUqvZjZ20whT+Urc29jYfTXzL6Ti55xGhl9Kni5YPF+mReNr5TPpDzl3FRFDn88MNHQ5b/KgSrTKz5Ze+bl+65FurnWigsL8kcTT1DnUyIFkhs+HEJhY6UaOrVBurjEQbXzOkN4DUUrVR6SXlSaOUK/zwH7xzdG01904V72HG2kL9o6gfDOwfvSV43fCtEw7fyEIoyhXdq9Mt88vdPhJceVXcuJaKpdx1uof6wEY6mPoL9RYOGAxmpujoakvjke2B3mqm/3ZwsM5pjJ1xi4PNb+0RTn5IeaXZfICFXYbkFWrvyIldSb8UUWpdYcU830uNOiaau6TENGgZEPub84DgLn/WJpr7rOBedi435iabex3aEfWM/9uWdt2jqB8NLSxL2o4OGb4VwLx1mNPVh9JfB/KANh6aU20tag5VPPd0jG98pH8j5y/iPfvQj7r///tGQ5b8KlnVqVD7LungEvs4gs5a3wZ7MEfky1ukcuI5hT5S5N7YhNacEFPBFqftLF5bV3pxopdIz7Imm0cKXe6RM52tqNPWa51Tl6VgPxy6rwrBpiIojhJrndGn8DZvg6GXleeGf4F321968fPIv/dDAqRcupGJVivPd6mf2z9qgdeSiqY9kf9Gg4UBGqq427FGjqRt2BKn7k4vJ93cidkVGdeyYtqtRy03bUyKUe8JM/00HePZdNPWEXIbNKXFURlmupN5qj+EvlZj7s3ZmPk7vs9f0mAYNAyIfc75ttRpN3ZGykNayE46+qgrDrhFjkxF9bUfYN/ZjX9uVNaPPG6D2OdV+rPtHSZL/3BtcsM2dM63h9JdMfpBhs3fEaGXygxLlTZ919WZm4TvlAzk749deey2bN2+mrq6Ok08+mdNPPz3t738F/hKISep/AFuzghQE005fznVszQMfUhi2gb9KIlrQu6TC1K1QsC2CbMyNViq9sC2dlqk7h0MS43CNBRkZb5261KZsTRkiIpVr9UPUHBl462Jp/CvX6vPGP8HbPbU3L5/8fTVhZFGmu6a3rxU2gBiDgsbc2zITRrK/aNBwICNVV4dt0FMGYgQKGqJ0zTJh8I3u2Ak6IGIVCDp68yztCkaXjKV9343XhFzhkt7ln6MtV7ItDAp1T3oIlAgUt5F89poe06BhYORjzveWgSyAf0xvnmObAyki4tieP/stYTvCvrEf+9quFauHqDhC6KkLIyPTObErhT+UbMi9jYfTXzL5QQaPMmK0MvlBifLByt4Va9n4TvlAzs74VVddxcqVK5k8eTJOp5PCwsK0v/8ZVJj4fHkZtjaFuTeqIRDrby8jeHCG6G2D1PEeZB64vE1i8xXFYJcwtUTS+cyy5UYrhZ6pp4/MlbkrIGWGgxUPtlK4Wc+pF6ohEN98cBc7zo7kTGs4cM8hyf/YZeq5B28/2JIX/gne4YNh7NP55+8fAy8//CmOBjvHLquk+HXwHGKh/vYyuhdZR47RCPYXDRoOaKTq6h4Fextg1bHpUgc1r/sQYqM8dooNrPtpKRaXOlYNGzz4Jxqpv70M/8T8xPEYTC6cBixbQ2l6ZNTkireF0SNj6oix4+sFfHweTLuvC2mnj2ClXtNjGjQMhHzM+WMs1N9eTHgilL2fbj+2HZk/+y1hO1b8GXacHcm7/djXdt3z3VFnneT/8qOfUrbRmeT/6R3FdJxclDux4fSXTH7QwfaRo5XJD4qXp9KE7fNA9r5THpDzJoHHHnuM5557jqVLl46GPPs9EueMOzbBQa/C9pkgIBDe3s1Bz3bz+eVBevT9z7cDMtb59FwIlvYvb2qDgx+HjVdG8He6EBAINLuY9DQ0zIKD3smOVuJsvgS99SeSRuuLr0PUNnCdTOmqd6LMX1NJR1EHAgJsUzh2WRWrvrkZ9zS17GieM17zCEz9uJe/0CBz9LLyvPCf/KqDqR9XsuWoDoQuecT4Z3tOZcUnZo5/ZSFbpu1AQCDS5iPW3crcv0t8dg749+Ic49R0ZGPrkP1FO2f8wKM92vQPxHPGU3W1vFXV1fI6F+M/U8dOaGcXE//f0Lo21+tE2tYI856DLw+Nj9W2DkJdHub9HT47B8J97Kx8nTOekGvzd0IEXW4EBII73cwYplw5tcVx6rOY+ic3XksUAT2+tjYCchez/t/gekw7Z3x06eaD/v4u+/54zng2NuLenjNesgamvwOfn9ON3BFEQEC3Mcqxf61ixcWb8deq5UfLfkrYbwnbUenwYXjPzeKnpmS034Zzzne2/BO242eXtuKvGpjnSJ4zPvHVQqZ/vJCW4l7+c29oZ80pIt5J6TyG8gOG41Nk8oPWfxUOeiU3ezNXnypRfss3A4Rd3QPW2VfnjOf8Zby4uJi6urrRkOW/Cu4KiBjVqLkApgDoomDpyL2OyT1w+WABuMZAsKA3mrohCPY29bdcaKXRM6fTkoaxVWJ3nbpM3V2gRiB0eCyIiDh3OnInNgy0TXen8S/oIW/8E7xbZve+Rc0nf/c4L1FdDHdR7/5wSweICpgH6X+5YiT7iwYNBzJSdXVivCgCWOLvZaXw6I4dbwn4CyGQsjDG4AVDQP2/r5CQy1/aO4cZA6MrV6ItwvFPDd4isPl7vztImh7ToGFA5GPO76iBmE7GPaHXfrL6LIiKSEH76AfS6ms7Ajh3OvJuP/a1XW3b8hP8uG26S+Xv8Kbxtw8cd3pQDKe/ZPKDCI8crUx+UKK8tzrlhKosfKd8IOcv47feeiu33HILjzzyCBbLvo9Al28kzhnHCetugcLVfsCLMMlO/TkWCsursWeIpp6pDoA9A78dl6ln9IVcMuBGN7aI+tsN6IF1C4em1fdsvh2XgaUp3I+WPkOdTGm5JMqKY9dR95gJdoB3Wpg3v7ULER0WHKN+zrh3EaxY1Jrk75us5+0L1FCUo80/XKbytlU60X2k7tseSf5DySOXxXj1L58x5p9qnqnAinthOfVHqcM5U/vnes44DN5ftHPGD2zao03/QDpnHAbQ1VOK2DxeYepfPEjjHNTfbsxa1+Z87YTN14NtYxDoxuwoxltpon4OCAxfJ2TzWzZyFZZXE9stA93oJhRSv9S0V3Jl0xaWLeqzaD6tEG/Iw4InwVpcSrDWQP3tZKXHtHPGR5duPujv77LvT+eMw/Dm/Fx11ZpfRDFMi6LfqNpP/pkx3rxiFyIGLBhG1X5K2G8J21GyWGk5M0jLeUPbbyNxznhf/gnb0VbpxNISG5TnSJwzHi6L8fJRnzL9z5WwXeX/6alOREXKSh/vrU8xmB+046js+l42tAb0qRLly6uhYcuAdf5rzhm/9957+ec//0l5eTmzZs1i3rx5aX//Kyio96tR+XbEX9u4g8z5aRs0Zn7dn6mOaffAr35MzWokWimVpjfK9Ls6KPh3d060UukZ2qJptKTu3CNllj+vRlMv/DKe0QLHLavG8XHOpIaF8U8Y0/m3wjHLKvLCP8G78oGUzDzyr1xp4dQLF+LY3PsyzNLoZ86NbZgaRy6a+kj2Fw0aDmSk6urEeDE0Bhn/lPppXOyKjOrYsW1Wo8QamnsjlBs6whx0axuGjn0XTT0p1+fu3kzP6MqVaAt9p2rYTnmkm5nP9f4udWt6TIOGgZCPOd/xgZf5N7hwvpLCt121Hy1bR4xNRvSzHQHHx/m3H/varoXvjz5vgLon4vbjJkuS/7wbXJg+c+dMazj9JZMfVLDGO2K0MvlByfIfpiwhzcJ3ygdy/jJ+2mmnjYIY/33oHiMSdAgE4zHrTF4QFDC5IngyvLjMVEd0AVX9ywcdIp1zjERLTBDvO1IIjF0yweLcaKXSCxek0xL9QI5HVLfOhspPYnjKwOmCQq8BAQFbkw73wbGhCewlmueHGLeql7/VS974J3i3HAblr6t5+eTfNclP0GrH7ex1vHUd6hcwqQMYNzJ8RrK/aNBwICNVVyfGi6wHQ/zAAzE2umPHWyHirdERTomhKnaDLqz+pyRj1VFFUq4aC7g6ATD4R1euRFvETGp03J4qEfvuXp0s+jU9pkHDQMjHnO+eKBIxQ+dBYH83zqfbgoCApU2Hf2J+7LeE7Qhga9Ll3X7sa7saG4FJQ9UeCf5+xn1QiLvCT1mHM84fLHsgV3d0OP0lkx8UjTJitDL5QcnyE2zwaVdWdfKFnJ3xW265ZTTk+O+D08TG60zJ5RHBGhP1p1koLC/KfNZzhjoZYZXYeVYhhbbeZoo6JepvLwNg43W27Gml0DM1hfvRyhl1DlY+GF+mDngmhVlzq7pMPR8IT4WVD7Yl+fvq4O3lLXnlbat0QtwZzyf/YA28cf+a5DJ1gJ4FFurnj7BlOZL9RYOGAxmputqk6utotYnNFxuZ+hcP0RL96I6dQgNbLnfGl6mrJlVwgmHfj9e4XIXFhmRWuNJA/e2j6AXH20Jdpg67T7All6kDhCs0PaZBw4DIx5xfbuHzmw0wptde8tb5efPi/NiPfW1HgF1nxNh1Rn7tx762q63SCXkQITgVXnnkM3WZepz/p1cXIyo5u4PD6y+D+EE7FzBitAYtX97b9ln5TnlAVk9fURQEQRi64P8AEtHUnV/AjDdhx3QAAWVXD3Oe72HTpUF6bANHU89U55NzIDjAGxlrC8x/EjYuC+P3dAEC4eYuZjwKDQthyvvZ0UpEIEzQW388abRWfxuiBQPXyZQe+88o8zdU0lmgvl0SG6Ict2ws//7adjoWqoNpNKOpj3tIx8S1ZUn+8o4IxyyryAv/6c87mbi2jIZDuogFIiPGP9tonLWrbMx9ayHbJ+8CINjtI7a6lXnPSXx6BvjHpdMYbjR1eV3rkP1Fi6Z+4NEebfoHYjT1VF0tb1N1tfhFF3UfAwhEd7iZ8eTQujbX60S6cBvMfgG2HazyC7hdhLo9HPw4fHwehPt8gc5XNPWEXFvOC+Lv8QAC0V0eZj/hGZZcObXF0QACUx7xEBZlQIfP1U6grYsFfxtcj2nR1EeXbj7o7++y74/R1LOxEfc2mnr5J6rtuv50H5EeH1CMYbvCcU9X89752+muG137KWG/JWzHqN+H5VU/h74yIaP9NpLR1PvyT9iOn35rD/7JA/McyWjq054vZtLahbQV9vKfd0MHXxwj4J6TzmMoP2A4PkUmP2jdcTDrrdzszVx9qkT57af7CXh7BqyzX0dTnzFjBk899RTh8OB7vLZs2cKyZcv41a9+NSLC7c/orFUj83kTxkRIXerBIO2YqY4hQx1fEexYCMHS3mYSomp5T2lutNLo2dNpScM4WrFhOoSlKF1FamVL2ISAgLU7P2+YNszrTONvjZA3/gne25b0LurJJ/8dUz24nV46q3qSeUZ/vP1Hbsv4iPYXDRoOZKTq6sR4CVnUKOoAsjC6Y8dTDm0TU+YDwBACUVb/7ysk5apNMTWioytXoi3CcVXcNgYMci9/KaLpMQ0aBkI+5vzW8eAtjNIyt9d+EkOSulTbO4yvszmir+0IYI0vk8+n/djXdjV35eeD5/p57YSkCJ1OTxr/4ZxuMZz+kskPihlHjlYmPyhR3jMxZT7KwnfKB7Lq+ffddx/XX389l19+OccddxwLFiygqqoKk8lEV1cXGzZsYNWqVaxfv54rrriCZcuWjbbc+wyp0dQbrkqJ4ldnp/7soaOpD1QHMkdTd309HqG3XY3Qq0+JMNgwf2hafSMQur7eG61Qv5fR1N8/JiWa+pQoby7PXzR1Dob3D25P8g9M1PP2z/MTTZ0ylbet0onuPXVT6Ejyzyaa+nt3b+wfTf2IkY+mPlh/0aKpH9i0R5v+gRZNvZ+uriti88VqNHXDmNGPpt78nQGiqR+076OpN38nHk29SY2mLo0rpP7E0Y2m7vo6WLaqz6Lr2EKaginR1K1aNPX9hW4+6O/vsu9v0dSHM+fnfPLDT6LYpsno61X7KTgtxpvL8hNNPWG/pUZTbz8zyNvn5Ceael/+CdtRjaauDMpzJKKpy2UxXl+yJhlNPTBRz6fXDD+aeq4+xWB+kIvs+l42tDJFU2+4Kk5r65YB6+zX0dSPOeYYVq9ezUsvvURZWRlPPPEEV1xxBd/61re49dZb2bJlC+effz67du3izjvvpLCwcGii/+UoXO1n3o1tmBrib/c61KixbBt4ifpgdZKRAPvA1BRm3o1tSNt7X1lJ3igH3dZG4bvdOdFKpWdsjabRkty5R8qs+Ieb45ZV4disXou74PhlNThW5UxqWKh7zJTGn91w7LLKvPBP8K6+NyUzj/yr3rJw2oUHU7QxJZr6FjVKpGXLCEZTH8H+okHDgYxUXZ0YL+aGIJMeU+cDfVdkVMeObWNQHatNKdHU94SZ+9M2DHv2YTT1uFyGNV3JPNE1unIl2iIRlXfqw93MebL3d8mt6TENGgZCPub8ove9LLjBRekLvXmWFtV+tGwYMTYZ0c92BByr8m8/9rNd3xx93gCTHrOq9uMGa5L//BtcFHzkzpnWcPpLJj+o8BPviNHK5Acly69q783MwnfKB3I62mzx4sXcd999rFmzhq6uLoLBILt27eLll1/miiuuoKioaLTk3O/gmSrSOtdA62EiEROEStRHaQwqOdchg00SLBVpON1GtMpEsFjEU6cnaBMRI+CbkButVHqeSem0GIae3XM0eJwBvjglSIwYwRp1jYdxGEtdhoNtxwTT+Aeqgnnjn+DdfAo0Lco//91z/eya086WrzYR1cdon0dvGMwR1Ccj2V80aDiQkaqrPZNEuosUempFhBj4i8FXMrpjxztWpPkoE51zRYLFIuExVogACur/fYSEXOGJVrxVqmzBYnFU5Uq0RfcEdU5sWmxABDzVAtEyk7pMXtNjGjT0Qz7m/K45Ip2TdbQvhs5pQSL6KD0VcfsxD/5QX9ux+cheuy2f9mNf21XoGaLiCGHLMT7cpT2sP2NrGn9xGMu0h9NfMvlBIRsjRiuTH5QoH5xpxzM+e98pHxAURcnsPWpIoru7m8LCQk64Yjl6owmC4NwCnZOA3sB82J3lmQNtZKiTEVGwtoM41UmPp3NYtNLkidPzlTLoBoXUOpnSsjtKzWoXG47uxF+xBwBTsDQZDdNS5kgGjLCUOQCGvB6qTFr6SzfTVzjZcHQn9FZPYjT544bpK5w0fjOGP+zuz3yY/IeSJ5GW/TGqv9CxbeEeLGIFljIH0tZSxAEatW/7AYNep6VbWwftLwPRHoj+UPnZ/r635UeLxoFGe7Tp74t225u+l814SdPVnZ2I27qQ64pApx7jFTMQDyqSjlzHZ0b+YShsAk8tYBh8HsqGZzbPJhe55DlF9PR0MRhG7Fkk5rkS9dmbPNCm78BaWjLgc8nleWTT7w4kPfa/rmdGk/5o9JPhjNXU66FsxMFsw6H4JHn4oWx9lF2ntuP3uvGbRsZ+zNZ+SthvCdsx7bc4+tmbOdqKufDPhudw+Ge6lt0xprxnY+0JDVhMFQAUdE/qZz9m4wcMx6fI6Lvk0PeSyNWnipcPH1JIj2/gVcwmawHPLr8Mj8dDQUH+zr7M6cu4hl44t8DMNwWcW9RrUxMceTeYtmd+tZexTtPA5a3tsOBJAVOLnMyT3LD4HihfkxutVHrW9nRaknvo++2L8f+GSWvLmb5C3Y9Su6qY026ZScWH1tyJDQPTVzjT+Fd8aOWUW6blhX+Cd92LvaM/n/zHflbIwa9Np+6TimSedZva/pZtI8dnJPuLBg0HMlJ1tbUdjnilmIJt6nhZ/AcBY/vojp3CJpjzgkBhiv43tKo6wTC6QaWzksu2rXcOG225UvWWfQ8s+LvA8X91Jp+9psc0aBgY+Zjzy9fDtPf1VH7Qaz+VbLBx2i0zKd40+gHU+tqOsG/sx762q3PFqLMGYMaKUqZ/Np7Zb4xP8j/qbgnHJ7nTGk5/yeQHFa0bOVqZ/KBE+cJ1vfNRNr5TPjD6oQsPMCQCuIUPCbLNJhOeKWI3mTB51GAxVqeTYOHAr2gy1bEXFKB3DlCnMMqGZTLGObXYO9VzWiUhCoKL8HwL28rFIWmlBT2I0xMrReySlKRlLyomWiwNWCdTuuPkDuSCDhpPjWEut6G3qUpUX6DHUjb6Adwav9mJzuyi8dQYFocDffwFVj74N34zhs7sovUyK5aAI8535PgPJU/7V2N8VryN3Uu8WIUabJVObHY7EMRus6Fz9k5oexPAzRMdvL9oAdwObNqjTf+ACuCWoquDrSKrz+3EUFYIQjfrrizCYgCErqx1ba7Xsj3Ml3YZuU7EbjBQWF5NYLcaCMfucBB2GgasN9oB3BJy6Q6rxd6lzkuG0N7LlU1bSEUCs2/vYutZdsb/oxt7kRNreTWSK3s9pgVwG126+aC/v8u+XwVwG8JGHIkAbv4j/Wy3Run5hhWLx4Fi9mJqiduPRQYsZaMbwC1hvyVsR1ulE32BuvJ0KPttJAK49eWfsB3NBU4sZYPzHIkAbg3fjIC9iS+/0Y7VWBPnL2C3GYg5HclyWbX1MHyKTH6QVGthwzJDVn1vKFqZfKpEeY6pxR5fbdy3zr4K4KY548NFFGwNYTxT1QYPTjBRf7uJwnIHtPpyqjMYD3NrFDllz0S0WGLt8jLwBrE1BLOnlUIvWGoAKYXWcBAF5xYz27zqSoCWE9y8eeSu5DKjUYc3hb8DOo+Gt49uySvvVjdgVLPyyt8PZZsL2LmwE+Ivcv3TLdTfPsJLakayv2jQcCAjVVdHwdoJgYkSa28rRd8jE7WLozt2omBtCuMda4K4fxuuMlB/+z4er3G5gin78UZdrhS99dnNxRStC7PqB2CPG4eaHtOgIQPyMedHoXBbhNaUWLOdc/y8+WCe7Mc+tiPsG/uxr+1qq3RCPkTwQtlmBxvcLVCu8v90XjGiMgx3cDj9JZMfFIxStC48MrSGKO9NWcCcle+UB2jOeI7ocbWhN5pwfgHl9QLtpSE6Z3mwNcC852HjRUF6igfei5Cpzmeng3d8//LWFhj/vMCG8iZ6LOp+O1MXLHwUvjwke1qJfRYJep0mBV9lL61PLoRg0cB1MqXH/jNKYaeZca90s/pcLxNWlnLw6zV8dkwzu47sBui3D2eo66HKpKbHvaJL8t9weic17xcw753qvPCf/oqTwk4z5U+5aDtRzRsJ/kPJk0jXrrJRs6aU3VXttCxS85wfiMx9RWLN16B7SjqNvvtsBrtOTctbO4fsLwPtS820VzVjLIUsf9/b8qNF40CjPdr090W77U3fy2a8pOpq2dPFtDcE1ug7OehVEBWB1d9WmPfk0Lo21+tEunAbVL8r0O4I4KlTf4uta2XBk7D6XPBX5sYzm99ykevL2iZ6ytR50dLCsOXKpS06DQqmbhj/msBY4JPvtOIBIltbh9Rjw9Vh2ZbZm/KjRSOfdPNBf3+XfTT6yXDGaup1NjZiJnthqOtEuvwTcH4pYH/NR9tsNwGTl7IvCjn6bzV8eOYOOmaqXvpo2U8J+y1hOwIUPysPar/laivmwj9hO35xagtt8wbmORz+ma6nvVKMo93O5JdK2XKqO86/kw2HQceh6TyG8gOG41Nk8oM2HAXj383N3szVp0qU945vome8GjGvb51IcN8cOJ6zM3700UezZMkSbrnllrT8rq4uzjjjDFasyNPGh32Mzlnw3qze2HfR+BdSDAOXH6xOsm4f+CrhvWsU7E4DxOO3RXUgS9A5A947NHtaqfSSdeK0osN4GdlwIqw9u/ccioBFDY0bMAeRiSX/gKz/D1UmNb3u9E7Wnd7Wy98czBv/dae3se70NixlDuS22IjxH0qeRLrxiC42H7sVAEtQ3TceyaL9c8VI9hcNGg5kpOpqnwVe+047hboSZD38+wJ1DI3m2PHUpY9VgKg+/f++QEIuu9MEnZ68yJVoC10I5jwP/7lAYf6TClGdgB5Nj2nQkAn5mPNbF0LLwgjRiUGIm3Axk2o/hszRUbefEvZbapmAOQRktt9ytRVz4Z+0HW2ZeQ6Hf6b/685o5dNzVdvdEqwgGOcfNZMzhtNfMvlB3hGklckOTpS3Oy3Q2ZNVnXwhZ2f83Xff5YsvvqC+vp4nnngCq1VdJxsOh3nvvfdGXMD9DYk947iDTPq7jy3nWMFhAifUz1L3RthbmweunKFO4lD7fghGqXwvgP+slMiYTvj8VjBnSSttn0WcXssSM5ikXlp92GazV0Te0cHh907ivavbUcZ6cZ8S5cVT1AgQAiBU6xHM6hsmoVqVaKjrocqkpVsDnPjLufzzp/UwDjrGBnjxG6688KcRTvzlXN67ZxvCWDVvJPgPJU8y3QEn3bWIlT9en9zfpFtQTv18CR1gpxd7s2d8qP6i7Rk/sGmPNv0Das94qq4ORhn7PrhOdPL5zTqK2mMES3V8fquQta7N+dobZtyLPhpPtYJN3TPuAepvV3fSGDPUG+094wm5ui4p7c1z7r1c2bRFyxIzn/8Exr4X4MNL/Niry5PlPr81Oz2m7RkfXbr5oL+/y75f7Rkf5pyf0/js8DP1MS9r73BCGShmL/5yeHHx3tmP2dpPCfstYTsK1Xo6vtE9qP2Wq62YC/+E7WipLkBozmDvDoN/xutGOP2mI/jnT+uxlDvwL4VPD3ciKlJWtuPe+hQZ/aBglDFZ9r0haZHBp4qXb/uhExJb6fvU+a/aM/72229z6aWXcsghh/Dyyy8zbty4ERZr/0XqMnVbExjWeOic5aFgG8x5ATaeH6SnNPMy9YHqrDkNuuv6l7e2QMV7sHF6yjL1Tjj4Udh8WPa0UpeUVLwHzdV+dRlInNbHF0LQOXCdTOmx/4qij0iMe133/9k77zC7irKB/865ffdu732T7KYXQoAQWpBEgoYSRRD4aIo0aYogoEhTQEFREAFRBKQIBDWgSCeQ0BJKAunZZHvve7fdeub74+w9e+/We5Psbkjm9zz77Nxz3pl5Z973zJk5Z84MnyZ3UfxGJgvensFnS7ZRcqK+VUVvQ/imjaP9Hk0mNDz15TSsPjNTX07ji++WjWv+816ehNVnpvAfsXx2Si3APsl/NH2C4SnvZRLfEEP2O05jmnraGpV5r5r58hvQPjM8jb2Zpj6av8hp6gde2mOd/oE6TT3YVmsdbRR8Aq70Fua8ApoFNpwBC54dva2N9nfodPCkLVBZ7DWmqYsvGzj0Ofj8LOga0I8Zz2nqSVug+dP+aerOGvZYr2hsUZPVQ2yLHs58D9Zf2DdNfWfDqO2YnKY+tumOR/r7u+776zT1aO75ezRN/VNwtEDca/3T1LM2JLP4uXm8d9YX1M3XB8Vj1X8K9t+CfUeA3KecI/bfou0rRpN/sO/4xam72Xb00HnuSf7D/Q7Nv+S0dgreTmTemha2L4TGY8LziGSaerRjiuHGQduPg8w10fU3ox1TBeUbP+ifpj4wzkRNU496n3FVVamvrychIYHvfe97vPnmm6xcuZIZM2aQnZ1NIBAYPZGvIMF9xn9/0vdwWAbPRXe3gu+DyeQtbafd0RpRmsE4lqNLsScPL5cdl0xtp56mvwd61xbiOLYcc8guEMOlFRp3IMOlFRpnuHBAFWzODlltYksihWtmU37cZpjVTnJyHK2turMnJ+vP20b7PZrMUOGJyD9I2LF9kP9o+gwqMzCvOpvsuGR27W4lsG4ypoWlxoqcMNh+wIi/hwoHGegvQ6U9VPqjHY/0/N7Kj1UaB1raY53+RNhtb3wvkuslSPBYY3cHyUqCcb1AZG3taPmNln9ouuU1rXjWTMZ2XCnW+PBzo+URSd3sSb0AeF3ssV7R5Cn8Ct2rC7AtrKDnwzxij6skPyOZyobWUduxPW3DIpXZG/mxSmM80x2P9Pd33cfCT/bkWg39PZDR7vl7en0GVEHt7K7+Pk1lDIWvHEr58s8hv2fc+k/GubWmEftv0fYVo8k/2Hd0LSuldXLtkHnuSf7D/Q5lXnU2naXAlskwq5S4yf3nIhkHDCSSMcVAhhu7jOR7w7EnY6qBcRLtsZy18r79f59xRVEAsNlsPPvss1xzzTWcdNJJPPTQQ/tcuf0Zdwd0vpmPu+8luD0Z4k4JHwhFGmc4p/G7oeezdPwhK/+ZYyBuWTl+X3RpDZVeMC3zHmzt2FMP+Q8fBeV9B2a1U375+zCrPfrE9oTyCcx/YN7jnX8z5D+2EJr7D8Wkj+5/0bIv/UUiOZAJvVb8brBsKQAVnF8vR3HbMdnH9trxdkHXmhy8IS9DrPEQd3L4gHe8mQi9grYI+AX2Y8vxlaThWbjJqHvZjkkkQzMe9/yeNuh5ZVJY/4X8Hr3/lN8zbLx9RvkE998G5h/M+7BhButjnH/cZL3vGDoQj5Q98ZfhxkHmmH2X1nDjIEO+vf9YJGOn8SDqaeoDX6TffPPNzJgxgwsuuGCfKbU/M/nyFcTGxtL8VjNVa6qIyz6C1udaST0vleanmol/6HBipvqHjDtcnMLbCkk6JmmQfNfOLkreLCH3/MVYOxrZ9v1tTLpjEmU/LyP9onQa1zSOmlZBQQExFRVh6WVcOpfyO8qNtKb/ZTqOSY4h4wwXLruvjHbaKd71NQKvBjDNMhHYEiDpzCSyf5BNQUEBFSHxgFF/jyYTGn5/w/u4cE1I/lV/qMKFi1mBk3F73bQ81rJP8h9Nn2C4cVUjTd4m5nZ8k843uoj702EklNVT/dtqcq/LJe2k/u8zB9oPGPF3aFh7c8uI/jJU2kOlP9rxSM/vrfxYpXGgpT3W6U+E3fbG9yK5XkLb6sAXFfS+WU5C8WzqH9KnPObdlEfV3VWjtrWj5Tdc/u3r2ylbXUbyjGOpe6iOjH8dR6Csll0/2UXR74qImxcXVZ6R1E00eqWvOB5zbyslV5SQdU0WdffX7ZFe0dgi7cLZVN5VCYCjdgGdQN5bS1HKqtl+8fYR27E9bcMildkb+bFKYzzTHY/093fdx8JP9uRaDf09Wh9xpL7haPkEw/X/rqfu/TqOTD+bDqWDujvqiD8lHtd/XGT8JIPUZalj2n8K9t+Cfcei64poaWmh7YW2Yftv0fYVo8k/2HcsuLgA5xnOIfPck/yH+x2af2dJAOssK94tXlLOTCH/knwj/UjGAXsyphhuHJR5SSb1b9ZH5HtBoh1TBeWTlyxB9bdTdkPZoDjJycmw8r5BcceaqAfjZWVlpKWlhR07/fTTmT59Op9++uk+U2x/JS8vj7i4OAouKmDBRQso/2c5rc+1kpSYRLOpmWmLptHlHPx9BzBsnML5hSQWJA4RAWaVzKKoqIj1/1zPtsA20tLTaMhr4NDvH4r9RvuoaRUVFQ1Kr/WLVsoD5UZahTMLsafbh4wzXLjg/gK4Hz698VOqS6px2B100UXBogIKJxVSVFSEVbWGxRvt92gyYeH7rROWf/H9xXC/fuy57zwHsE/yH00fI/8fF8OPYedjO9n6xlZi3bEULiikmmoKFxSSWpA6qv1G+x0Mj+QvI6U93LGRjkd6fm/lxyqNAy3tsU5/Iuy2N7434vUT0lYLv6CccvLn59OW1oanyUNaVhoteS0Rt7XR/i4oKGDeGfOofaeWOupIsaRgnWulLKaMwrmFOAuce5RnJOci0auoqIg1j64BICk5icaYxr3SKxJb1K2uo5JK5t07jy2/3oK/xU9GfAbmmWYq8yojasf2tA2LVGZv5McqjfFMdzzS3991Hws/2ZNrFRi1jxhJ33C03wU/KoAf6cf+d9P/qKOO5LhkfYB4WDGpk1LHtv/U138L9h2trVYKFhXQ9kLbsP23aPuK0eQf7DvOPGEmtkm2IfPck/yH+z2o/HYrXrzkLcoLG+xHZOs9GFMMNw6avnw6R15/ZES+N1paw42pgvJFRUW89Zu3AAbFSU/fh9NLoyDqwfhwT+VmzZrFrFmz9lqh/Z2qqipiY2Nx17vZcdkOks/S5zb02nqZ//p8upxdxhOogQwXp4MOOio6Bsn7u/yU3VGG+89u6ur177PbPG1Me3waFWUV7FgWWVpBfYLppZ2ZFpZWQ28DDFA5tAxDhds3tlN2XRks0I+bUk3Mf2t+mMzAehjt92gyoeEvXvpiwvIPln3h0wvp7OrcZ/mPpk8w3FPZw45LdxB/qj7Ps6mpCds8G/Pfmk833XRXdO9xvqHh3Vt2j+ovkdThaMcjPb+38mOVxoGW9linPxF22xvfi+R6CW2rq3ZVAdDU0kT2T7Ipu7GMtp7I2tpofwfD3lYvO6/ZSdq5+rVaU1uDb4qPuS/PpYUWWipaosojknPR6LX4hcU0Nurb+fSoPXusVzS2SD5Fvzfu+PMO7D+w0/WbLqoqq+hM7By1HdvTNixSmb2RH6s0xjPd8Uh/f9d9LPxkT67V0N+R9BGH6y+M9ntg/+XYl46lta3vu90496D+y1j1nwb2XV0dLtLmpI3Yf4u2rxhN/sG+o63ANmq/O5r8h/sdSd99NB32Zkwx3DiopauFT7/7aVT9zWjHVEH541YdR3Nz85BxOjvH6XOBAUT9zbhEp3tHN1qXhr9en5LevbObDUs3UPPmMNuajRCn7f22IeU9jR66Pu/CXd//0bi71s2GpRtoWdsSVVqh6fk7/GFp9ZZFv3pg+wfteqBvccOObR1sWLqBykcro05rT5jI/IN5N7zVv7LjeObfuakTfKA1aMaxptea2LB0A02vNe2zfPalv0gkBzKhbXXweukq6aLsRn213t6a3jG9dnorevHV+fA2eY1jnV90smHpBjq/mJjORahe3WX9Dwi7y7rHVK+gLXxt+t7F7l1uun4TsjJx2djaQiL5qjIe9/xg/6X983bjWPe27n3efxmOgX1HgMpHK8e9/ziw7/rlvV+Oed4j5b8nZd8TfxluHNT0atM+S2u4cVBQvnNr/70nkrHTeBD1m/GDHWOa+vkFHHr+oZT/s5yN/91IxuQMOuwdzPzaTDrMg5/IAMPGKTxy+GnqM0tmUlRUhPZPjRJKyJqchWumi0O/dyj26+yjpjVwSsnMkpm0ftFKFVVGWoVzCrGnRDlN/Z4CuKdvqkt1Nc40J12VXeSfkE9BQcFeTTkcTaaoqAjuYcLyD5Y9OE29g459mv9o+hT8sAB+2DdN/f2tpKWlkTwlmerfV1N4zL6dpj6Sv8hp6gd22mOd/oE2Td1oqz0aVVQxadEkut/upqe8h+yp2fTO7I24rY36dwHMXTGX2ndqaX6imZzsHOLj4qlMrqRwQSHOnImZph7UKzhNvZxysoqz6Eju2Cu9IrFF3bt11FHHvN/OY9sftuGt9pKXn0dMbgx1M+siasfkNPWxTXc80t/fdd/fpqnvyT0/qmnqff2X4DT1eupJKUyh84NOo/8ypv2nAX3X+IR40o5Io+WFllH7b9H2FSPJP9h3nHPqHJQCZcQ89yT/gb9H67uPlu/ejimGGwdN/9Z0jrzuyIh8b7S0hhtTBeWD09SrqR4UZ6Kmqcs343tI++52Xp7zsvHW2p5p59RNp5I2PS3qOIlTEoeUd7e4WX3aarqa+5/q2xPtfO2lr+Fud0eVVmh67nZ3WFqhF02kVLxdwariVbSXtwOQWJjIipIVFCwZm8VS9qf8g3mXvFJiHBvP/Ju3NLNq+ip6avtXHk2dlcqK7StInZU6Qszo2Jf+IpEcyIS21cHrBWDuLXMBsMZax/Ta6arp4n8L/4e7tT9vZ46Tb677ZtiAd7wJ6tVW2f/WwZ5sH1O9grbwufU34yUPlpBzZf+G5vYU2Y5JJEMxHvf8YP+l7vP+rXFjsmP2ef9lOAb2HQEKlhSMe/9xYN+1eHnxmOc9Uv57UvY98ZfhxkH2RPs+S2u4cVBQvml7/wyMSMZO44F8Mx4lwW/G2z5uQ3NrNJTqcz3K3y9n440bWfDAArSZ2pBxh4uT/4t8UhanDJLvLeulY2sHO9bvML4ZL/usjDXfWUPmpZkRpxX8ziKYXl1peFpTH51K7OTYIeMMF658R5/S0tWkPyioXldNdXE1Sd9KovCKwkHxIvk9mkxoeCLzD+a96eVNxjfj+yL/SL85anq/CQLQUq5/b9nU1ETJQyXU/r6W7B9nk7E8Y4/zDQ2Xbyof1V/kN+MHXtpjnf6B+M14WFvdd72Uf1xO41/176TLPy/n4+9/PGpbG+3vYLjzi068rV7qSvS8a2praN7eTOn1pUy+dzIJ8xOiyiOSc9Hotf397cY346UflbL+0vV7pFc0tqjbrddFT3mP8blAVWUV9Rvr2XnJzhHbMfnN+NimOx7p7++674/fjEfSR9zbb8aD/ZfNb242vhmvfL+Srb/eGtZ/Gav+08C+o6vDxXs/fY+2f7cN23/bl9+MD9d3LbywkKRzk0aMG03+w/2OpO88mg57M6YYbhyUfml61P3NaMdUQfmtq7ca34wPjCO/GQf+9a9/ceKJJ5KSkoKiKGzcuDGieCtXrmT69OnY7XbmzJnD//73v7DzQghuueUWsrKycDgcLF26lJKSkmFSi4ykY5KY/9Z8YqfqTmLONKM6VeJmxkUdJ3Za7JDyjkkO5r81n4Sp/R0Wc4IZ56FO0r6RFlVaoenZs+1hadnSbdEVHsi/JF/XbUafbn3jv8SjE6NOa0+YyPyDec+9fm7/wXHMP+2kPtvP6Ld13Jw4sPT930fsS3+RSA5kQtvq4PUSWxSLvUgPW1OsY3rtxM2L09uESf1tgqPAgSXLgqPAMULMsSWoV9oR/TPGrGnWMdUraAtbml7XuTflYppkMs7b0m2yHZNIhmA87vnB/suk0ycZx9QMdZ/3X4ZjUN+R/n7bePYfB/ZdM5ZmDB9pHPLfk7Lvib8MNw5KOTZln6U13DgoKJ/z9f6ZUpGMncaD/erNeHd3N8cccwxnnnkmF198cURxPvzwQ84++2zuvvtuTj75ZJ599llWrFjB559/zuzZswG45557eOCBB3jyySeZNGkSv/jFL1i2bBlbt27Fbo9u+k3wm/H2re28++13Kf6hPrUktyiXYzYcQ1FREbt27Roy7nBxhsPd6GbNWWtYuH4hrZmtlFBCXlEe856fp6e1bPS0Qr+zCKY3+xa9XoJpjRRnuHD5f8vZ+OONOBfoUw1zC3M57LnDRo0Xye/RZIqKiiY0/2Demf/IJM4ZRwcd+zT/0fRp/rSZ989+n8JzCgFIS0sj6dgkZmydMWK8aL8ZH81f5DfjB3baY53+gfTNeGhbXWurBSAtJY2Mn2Xw8fc/Jrsgm0OfP3TENPemnegq72L1aauZdsM0AHKycxDTBcVrBk99HM9vxoN6zf9iPunp6ZRTTm5RLkesOWKv9IrEFtOvn0455TT9tYn8a/Ipu7mMvPw8kpOSmfL8lD3Kd7Tj0crsjfxYpTGe6Y5H+vu77vvTN+N7es+P5voM9l+KPygmOSmZeurJLc5l6tape532UL8HHhvYd4xPiGfqaVOZd1r05dwX+Qf7jqFjh7H8Zny0vvNo+e7tmGK4cVA0vjdaWsMRlJ/16SxSU1OppnpQHPnNOHDeeedxyy23sHTp0ojj3H///Zx00klcf/31zJgxg1/+8pcceuihPPjgg4D+VvwPf/gDN998M6eddhpz587l73//O7W1taxatWqPde2u6YYAeNv01WtbNrSwqngVW5/dGnWcipeHnlrkaffQU91Db0v/aoKdpZ2sKl5Fw0cNUaUVmp6/0x+WVtuW6FcRdG1zARDoCADQ9GkTq4pX8dktn0Wd1p4wkfkH8278stE4Np75d1bo02h62vq/GS95qkT/jv2pvZvxEcq+9BeJ5EAmtK0OXi+urS4+/v7HAHSVdo3ptdPb2EugJ0DAFTCO1a2tY1XxKurW1o0Qc2wJ6tVV27/uSduWtjHVK2gLb7t+b/Q0eSi7uWxQ/rIdk0jCGY97frD/0l7Sbhxr+qRpn/dfhmNg3xHgs1s+G/f+48C+6xs/fGPM8x4p/z0p+574y3DjoPJ/l++ztIYbBwXlXRUu41gkY6fxYL96M74nfPTRR1x77bVhx5YtW2YMtMvKyqivrw8b4CckJLBw4UI++ugjzjrrrCHT9Xg8eDwe43dHh75CeleX3qmIPzKeJZ8vofLlSty4IRNsWTacs520dLYMmeZwcezF9iG/U1CzVJZ8tgRbnk3fNgc3AWeAzG9kknpiKkvOHD0tl8tl/A6m17a5LSwtLV4bNs5w4UmXTWLSZZPYcNsG2na16dOMKiH1a6l0dnYOigeM+ns0mdDwROYfzHvKlCm8eN6LuHHvk/xH0ycYTj0xlSUnLmH3U7txv+qmy92Fc64TU7wJ51zniLaMpo5H85eh0h6uHCMdj/T83sqPVRoHWtpjnf5E2G1vfC+S6yW0rSYV3LixFltJOCKBhvUNiCQRUVs7Wn7D5W+fYWfJ50uoX1OPGzedPZ2Ys83EzYrDnG2OOs9I6iYavRKnJNK9oVu/VyWyx3pFY4vGDxoJEGD23bMpe6GM9g3tdHZ1osVro7Zje9qGRSqzN/JjlcZ4pjse6e/vuo+Fn+zJtRr6O9p7/p5cn8H+S+GUQnbethM3bpRsJaz/Mpb9p4F9xx5vD6lfS6Xquaph+2/R9hWjyT/Yd8xcnjlqvzua/If7PVrfOUgk44A9GVMMNw5KOi6JJedE5ntBoh1TBeUzp2SybeO2IeMEZ0sLIQbFH1PEfkhZWZkAxIYNG0aVtVgs4tlnnw079qc//Umkp6cLIYT44IMPBCBqa2vDZM444wxx5plnDpvurbfeKgD5J//kn/yTf/JP/sk/+Sf/5J/8k38HwV9VVVX0g9e9YMLejD/zzDNceumlxu9XX32VY489dqLUGcRNN90U9sZd0zRaW1uNxeUONlwuF3l5eVRVVREfHz/R6kjGEWn7gxdp+4MXafuDG2n/gxdp+4OXg932Qgg6OzvJzs4e13wnbDB+6qmnsnDhQuN3Tk7OCNLDk5mZSUNDQ9ixhoYGMjMzjfPBY1lZWWEyhxxyyLDp2mw2bLbwVfwSExP3SMcDifj4+IPyApVI2x/MSNsfvEjbH9xI+x+8SNsfvBzMtk9ISBj3PCdsAbe4uDiKioqMP4djz7Y5WbRoEW+//XbYsTfffJNFixYBMGnSJDIzM8NkXC4X69atM2QkEolEIpFIJBKJRCIZT/arBdxaW1uprKyktlbfGmbHjh2A/nY7+Ib7/PPPJycnh7vvvhuAa665hsWLF/O73/2O5cuX89xzz/Hpp5/y6KOPAqAoCj/60Y/41a9+RXFxsbG1WXZ2NitWrBj/QkokEolEIpFIJBKJ5KBnv9ra7OWXX2b+/PksX74cgLPOOov58+fzyCOPGDKVlZXU1fVviXLUUUfx7LPP8uijjzJv3jxefPFFVq1aZewxDvDTn/6Uq666iksuuYTDDz+crq4uXnvttaj3GD+Ysdls3HrrrYOm7ksOfKTtD16k7Q9epO0PbqT9D16k7Q9epO0nBkWI8V6/XSKRSCQSiUQikUgkkoOb/erNuEQikUgkEolEIpFIJAcDcjAukUgkEolEIpFIJBLJOCMH4xKJRCKRSCQSiUQikYwzcjAukUgkEolEIpFIJBLJOCMH4wcx27Zt49RTTyUhIYHY2FgOP/xwKisrR4yzcuVKpk+fjt1uZ86cOfzvf/8LOy+E4JZbbiErKwuHw8HSpUspKSkZy2JI9pLLLrsMRVH4wx/+MKrsn/70JwoLC7Hb7SxcuJD169eHnXe73VxxxRWkpKTgdDo5/fTTaWhoGCPNJdHi8/m44YYbmDNnDrGxsWRnZ3P++ecb20mOhLT9V5/RbDgQ2d5/9bn77rs5/PDDiYuLIz09nRUrVhjbxo6EtP2Bx69//Wtju9+RkLY/cKipqeHcc88lJSUFh8PBnDlz+PTTT0eM8+6773LooYdis9koKiriiSeeGCQT7b1EMgpCclCya9cukZycLK6//nrx+eefi127domXXnpJNDQ0DBvngw8+ECaTSdxzzz1i69at4uabbxYWi0Vs2rTJkPn1r38tEhISxKpVq8QXX3whTj31VDFp0iTR29s7HsWSRMm//vUvMW/ePJGdnS1+//vfjyj73HPPCavVKv72t7+JLVu2iIsvvlgkJiaG+cxll10m8vLyxNtvvy0+/fRTceSRR4qjjjpqjEshiZT29naxdOlS8fzzz4vt27eLjz76SBxxxBFiwYIFI8aTtv/qE4kNQ5Ht/YHBsmXLxOOPPy42b94sNm7cKL75zW+K/Px80dXVNWwcafsDj/Xr14vCwkIxd+5ccc011wwrJ21/4NDa2ioKCgrEhRdeKNatWydKS0vF66+/Lnbt2jVsnNLSUhETEyOuvfZasXXrVvHHP/5RmEwm8dprrxky0d5LJKMjB+MHKd/97nfFueeeG1WcM888Uyxfvjzs2MKFC8Wll14qhBBC0zSRmZkp7r33XuN8e3u7sNls4h//+MfeKy3Zp1RXV4ucnByxefNmUVBQMOpg/IgjjhBXXHGF8TsQCIjs7Gxx9913CyF0W1ssFrFy5UpDZtu2bQIQH3300ZiUQbL3rF+/XgCioqJiWBlp+68+o9lwILK9PzBpbGwUgHjvvfeGlZG2P7Do7OwUxcXF4s033xSLFy8ecTAubX/gcMMNN4hjjjkmqjg//elPxaxZs8KOffe73xXLli0zfkd7L5GMjpymfhCiaRqvvPIKU6dOZdmyZaSnp7Nw4UJWrVo1YryPPvqIpUuXhh1btmwZH330EQBlZWXU19eHySQkJLBw4UJDRrJ/oGka5513Htdffz2zZs0aVd7r9fLZZ5+F2VZVVZYuXWrY9rPPPsPn84XJTJ8+nfz8fGn//ZiOjg4URSExMXHI89L2X30iseFAZHt/YNLR0QFAcnLysDLS9gcWV1xxBcuXLx9k06GQtj9wePnllznssMM444wzSE9PZ/78+fzlL38ZMc5o9t+Te4lkdORg/CCksbGRrq4ufv3rX3PSSSfxxhtv8K1vfYtvf/vbvPfee8PGq6+vJyMjI+xYRkYG9fX1xvngseFkJPsHv/nNbzCbzVx99dURyTc3NxMIBEa1v9VqHTSok/bff3G73dxwww2cffbZxMfHDykjbf/VJxIbDkS29wcemqbxox/9iKOPPprZs2cPKydtf+Dw3HPP8fnnn3P33XdHJC9tf+BQWlrKww8/THFxMa+//jqXX345V199NU8++eSwcYazv8vlore3d4/uJZLRkYPxg4BnnnkGp9Np/AUXbznttNP48Y9/zCGHHMKNN97IySefzCOPPDLB2kr2NQPt/95773H//ffzxBNPoCjKRKsnGUMG2n7t2rXGOZ/Px5lnnokQgocffngCtZRIJOPBFVdcwebNm3nuuecmWhXJOFBVVcU111zDM888g91un2h1JOOMpmkceuih3HXXXcyfP59LLrmEiy++WPbz90PkYPwg4NRTT2Xjxo3G3yGHHILZbGbmzJlhcjNmzBhxNfXMzMxBqyM3NDSQmZlpnA8eG05GMv4MtP+HH35IY2Mj+fn5mM1mzGYzFRUV/OQnP6GwsHDINFJTUzGZTKPa3+v10t7ePqyMZHwZaPvDDjsM6B+IV1RU8Oabbw77Vhyk7Q8EIrHhQGR7f2Bx5ZVX8t///pfVq1eTm5s7oqy0/YHBZ599RmNjI4ceeqhxr3/vvfd44IEHMJvNBAKBQXGk7Q8csrKy9lk/Pz4+HofDsUf3EsnoyMH4QUBcXBxFRUXGX0JCAocffvig7U127txJQUHBsOksWrSIt99+O+zYm2++yaJFiwCYNGkSmZmZYTIul4t169YZMpLxZ6D9L7nkEr788suwQVp2djbXX389r7/++pBpWK1WFixYEGZbTdN4++23DdsuWLAAi8USJrNjxw4qKyul/SeIgbZ3OBzGQLykpIS33nqLlJSUEdOQtv/qE4kNByLb+wMDIQRXXnkl//73v3nnnXeYNGnSqHGk7Q8MlixZwqZNmwY9kP2///s/Nm7ciMlkGhRH2v7A4eijj97n/fw9uZdIImCiV5CTTAz/+te/hMViEY8++qgoKSkxti9Yu3atIXPeeeeJG2+80fj9wQcfCLPZLH7729+Kbdu2iVtvvXXILS8SExPFSy+9JL788ktx2mmnyS0vvgIMtZr6CSecIP74xz8av5977jlhs9nEE088IbZu3SouueQSkZiYKOrr6w2Zyy67TOTn54t33nlHfPrpp2LRokVi0aJF41UMySh4vV5x6qmnitzcXLFx40ZRV1dn/Hk8HkNO2v7AYzQbyvb+wOTyyy8XCQkJ4t133w273nt6egwZafuDh4GrqUvbH7isX79emM1mceedd4qSkhLxzDPPiJiYGPH0008bMjfeeKM477zzjN/Brc2uv/56sW3bNvGnP/1pyK3NRusPSKJDDsYPYh577DFRVFQk7Ha7mDdvnli1alXY+cWLF4sLLrgg7NgLL7wgpk6dKqxWq5g1a5Z45ZVXws5rmiZ+8YtfiIyMDGGz2cSSJUvEjh07xrookr1kqMF4QUGBuPXWW8OO/fGPfxT5+fnCarWKI444Qnz88cdh53t7e8UPf/hDkZSUJGJiYsS3vvUtUVdXN8baSyKlrKxMAEP+rV692pCTtj8wGcmGsr0/MBnuen/88ccNGWn7g4eBg3Fp+wOb//znP2L27NnCZrOJ6dOni0cffTTs/AUXXCAWL14cdmz16tXikEMOEVarVUyePDmsrQgyWn9AEh2KEEJMzDt5iUQikUgkEolEIpFIDk7kN+MSiUQikUgkEolEIpGMM3IwLpFIJBKJRCKRSCQSyTgjB+MSiUQikUgkEolEIpGMM3IwLpFIJBKJRCKRSCQSyTgjB+MSiUQikUgkEolEIpGMM3IwLpFIJBKJRCKRSCQSyTgjB+MSiUQikUgkEolEIpGMM3IwLpFIJBKJRCKRSCQSyTgjB+MSiUQikRxEPPbYY5x44okTkveNN97IVVddNSF5SyQSiUSyv6EIIcREKyGRSCQSiWTscbvdTJ48mZUrV3L00UePe/7Nzc1MnjyZjRs3Mnny5HHPXyKRSCSS/Qn5ZlwikUgkkoOEF198kfj4+AkZiAOkpqaybNkyHn744QnJXyKRSCSS/Qk5GJdIJBKJ5CvG3//+d1JSUvB4PGHHV6xYwXnnnTdsvOeee45TTjkl7NiFF17IihUruOuuu8jIyCAxMZE77rgDv9/P9ddfT3JyMrm5uTz++ONGnPLychRF4YUXXuDYY4/F4XBw+OGHs3PnTj755BMOO+wwnE4n3/jGN2hqagrL75RTTuG5557bB7UgkUgkEslXGzkYl0gkEonkK8YZZ5xBIBDg5ZdfNo41Njbyyiuv8P3vf3/YeO+//z6HHXbYoOPvvPMOtbW1rFmzhvvuu49bb72Vk08+maSkJNatW8dll13GpZdeSnV1dVi8W2+9lZtvvpnPP/8cs9nMOeecw09/+lPuv/9+1q5dy65du7jlllvC4hxxxBFUV1dTXl6+d5UgkUgkEslXHDkYl0gkEonkK4bD4eCcc84Je1v99NNPk5+fz/HHHz9knPb2djo6OsjOzh50Ljk5mQceeIBp06bx/e9/n2nTptHT08PPfvYziouLuemmm7Barbz//vth8a677jqWLVvGjBkzuOaaa/jss8/4xS9+wdFHH838+fO56KKLWL16dVicYP4VFRV7WQsSiUQikXy1kYNxiUQikUi+glx88cW88cYb1NTUAPDEE09w4YUXoijKkPK9vb0A2O32QedmzZqFqvZ3CTIyMpgzZ47x22QykZKSQmNjY1i8uXPnhsUBwuJlZGQMiuNwOADo6ekZvZASiUQikRzAmCdaAYlEIpFIJNEzf/585s2bx9///ndOPPFEtmzZwiuvvDKsfEpKCoqi0NbWNuicxWIJ+60oypDHNE0bNl7wIcDAYwPjtLa2ApCWljZS8SQSiUQiOeCRb8YlEolEIvmK8oMf/IAnnniCxx9/nKVLl5KXlzesrNVqZebMmWzdunUcNRzM5s2bsVgszJo1a0L1kEgkEolkopGDcYlEIpFIvqKcc845VFdX85e//GXEhduCLFu2bNB33+PN2rVrjRXYJRKJRCI5mJGDcYlEIpFIvqIkJCRw+umn43Q6WbFixajyF110Ef/73//o6OgYe+WG4bnnnuPiiy+esPwlEolEItlfUIQQYqKVkEgkEolEsmcsWbKEWbNm8cADD0Qkf8YZZ3DooYdy0003jbFmg3n11Vf5yU9+wpdffonZLJetkUgkEsnBjXwzLpFIJBLJV5C2tjb+/e9/8+6773LFFVdEHO/ee+/F6XSOoWbD093dzeOPPy4H4hKJRCKRIN+MSyQSiUTylaSwsJC2tjZ+8YtfcN111020OhKJRCKRSKJEDsYlEolEIpFIJBKJRCIZZ+Q0dYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJBKJRCKRSMYZORiXSCQSiUQikUgkEolknJGDcYlEIpFIJoh3330XRVF49913J1oVyRiwfv16rFYrFRUVE62KwWuvvYbT6aSpqWmiVZFIJJKDHjkYl0gkEolkjHnooYd44oknJlqNPeLZZ5/lD3/4w0SrEcZjjz3GjBkzsNvtFBcX88c//jHiuB6PhxtuuIHs7GwcDgcLFy7kzTffHFL2ww8/5JhjjiEmJobMzEyuvvpqurq6Is7r5z//OWeffTYFBQURxxlrTjrpJIqKirj77rsnWhWJRCI56FGEEGKilZBIJBKJ5EBm9uzZpKamDnoDrmkaXq8Xq9WKqu6fz8dPPvlkNm/eTHl5+USrAsCf//xnLrvsMk4//XSWLVvG2rVreeqpp/j1r3/NDTfcMGr8s88+mxdffJEf/ehHFBcX88QTT/DJJ5+wevVqjjnmGENu48aNLFq0iBkzZnDJJZdQXV3Nb3/7W772ta/x6quvjprPxo0bmT9/Ph9++CGLFi3aqzLvax5++GGuu+466uvriYuLm2h1JBKJ5KBFDsYlEolEMi50d3cTGxs70WpMCMMNxr8K7E+D8d7eXvLy8jjyyCP573//axw/99xzWbVqFVVVVSQlJQ0bf/369SxcuJB7772X6667DgC3283s2bNJT0/nww8/NGS/+c1vsnHjRrZv3058fDwAf/3rX7n44ot5/fXXOfHEE0fU9ZprrmHVqlWUl5ejKMreFHuf09jYSHZ2No8++ijf//73J1odiUQiOWjZPx/DSyQSiWS/pqamhosuuojs7GxsNhuTJk3i8ssvx+v1AvDEE0+gKArvvfceP/zhD0lPTyc3N9eI/9BDDzFr1ixsNhvZ2dlcccUVtLe3h+VRUlLC6aefTmZmJna7ndzcXM466yw6OjoMmTfffJNjjjmGxMREnE4n06ZN42c/+9mo+kcSz+PxcOutt1JUVITNZiMvL4+f/vSneDyeQek9/fTTHHHEEcTExJCUlMRxxx3HG2+8AUBhYSFbtmzhvffeQ1EUFEXh+OOPB4b/ZnzlypUsWLAAh8NBamoq5557LjU1NWEyF154IU6nk5qaGlasWIHT6SQtLY3rrruOQCAwah289NJLLF++3LDhlClT+OUvfxkW9/jjj+eVV16hoqLC0L2wsHDYNBcvXsy8efOGPDdt2jSWLVs2ql4jsXr1alpaWvjhD38YdvyKK66gu7ubV155ZcT4L774IiaTiUsuucQ4Zrfbueiii/joo4+oqqoCwOVy8eabb3LuuecaA3GA888/H6fTyQsvvDCqrqtWreKEE04YNBAvLCzk5JNP5t133+Wwww7D4XAwZ84cwwf+9a9/MWfOHOx2OwsWLGDDhg1h8YN2r6ys5OSTT8bpdJKTk8Of/vQnADZt2sQJJ5xAbGwsBQUFPPvss4N0S09PZ+7cubz00kujlkMikUgkY4d5ohWQSCQSyVeL2tpajjjiCNrb27nkkkuYPn06NTU1vPjii/T09GC1Wg3ZH/7wh6SlpXHLLbfQ3d0NwG233cbtt9/O0qVLufzyy9mxYwcPP/wwn3zyCR988AEWiwWv18uyZcvweDxcddVVZGZmUlNTw3//+1/a29tJSEhgy5YtnHzyycydO5c77rgDm83Grl27+OCDD0bUP5J4mqZx6qmn8v7773PJJZcwY8YMNm3axO9//3t27tzJqlWrDNnbb7+d2267jaOOOoo77rgDq9XKunXreOeddzjxxBP5wx/+wFVXXYXT6eTnP/85ABkZGcPq98QTT/C9732Pww8/nLvvvpuGhgbuv/9+PvjgAzZs2EBiYqIhGwgEWLZsGQsXLuS3v/0tb731Fr/73e+YMmUKl19++Yj18MQTT+B0Orn22mtxOp2888473HLLLbhcLu69915A/+a5o6OD6upqfv/73wPgdDqHTfO8887j4osvZvPmzcyePds4/sknn7Bz505uvvlm41hbW1tEDw1iYmKIiYkBMAamhx12WJjMggULUFWVDRs2cO655w6b1oYNG5g6dWrYABvgiCOOAPSp5Xl5eWzatAm/3z8oH6vVyiGHHDJogDyQmpoaKisrOfTQQ4c8v2vXLs455xwuvfRSzj33XH77299yyimn8Mgjj/Czn/3MeNhw9913c+aZZ7Jjx46wzxgCgQDf+MY3OO6447jnnnt45plnuPLKK4mNjeXnP/85//d//8e3v/1tHnnkEc4//3wWLVrEpEmTBtVZqB9LJBKJZAIQEolEIpFEwfnnny9UVRWffPLJoHOapgkhhHj88ccFII455hjh9/uN842NjcJqtYoTTzxRBAIB4/iDDz4oAPG3v/1NCCHEhg0bBCBWrlw5rB6///3vBSCampqi0j+SeE899ZRQVVWsXbs27PgjjzwiAPHBBx8IIYQoKSkRqqqKb33rW2HlEaK/LoQQYtasWWLx4sWD8lm9erUAxOrVq4UQQni9XpGeni5mz54tent7Dbn//ve/AhC33HKLceyCCy4QgLjjjjvC0pw/f75YsGDByJUghOjp6Rl07NJLLxUxMTHC7XYbx5YvXy4KCgpGTU8IIdrb24Xdbhc33HBD2PGrr75axMbGiq6uLuNYQUGBAEb9u/XWW404V1xxhTCZTEPmnZaWJs4666wR9Zs1a5Y44YQTBh3fsmWLAMQjjzwihBBi5cqVAhBr1qwZJHvGGWeIzMzMEfN56623BCD+85//DDoXLPeHH35oHHv99dcFIBwOh6ioqDCO//nPfw7zDyH67X7XXXcZx9ra2oTD4RCKoojnnnvOOL59+/ZBdRjkrrvuEoBoaGgYsSwSiUQiGTvkNHWJRCKRRIymaaxatYpTTjll0FtDYNCU3IsvvhiTyWT8fuutt/B6vfzoRz8Ke9N38cUXEx8fb0wzTkhIAOD111+np6dnSF2Cb4hfeuklNE2LuAyRxFu5ciUzZsxg+vTpNDc3G38nnHACoE+XBn0qsqZp3HLLLYMWYNuT74Q//fRTGhsb+eEPf4jdbjeOL1++nOnTpw85Dfuyyy4L+33sscdSWlo6al4Oh8MId3Z20tzczLHHHktPTw/bt2+PWnfQ7Xbaaafxj3/8A9G3JE0gEOD5559nxYoVYWsGPPPMM7z55puj/p1//vlGnN7e3rCZF6HY7XZ6e3tH1K+3txebzTZk3OD50P/DyY6WT0tLC8Cw36/PnDkzbFG3hQsXAnDCCSeQn58/6PhQ9vzBD35ghBMTE5k2bRqxsbGceeaZxvFp06aRmJg4ZPygbs3NzSOWRSKRSCRjh5ymLpFIJJKIaWpqwuVyhU1BHomBU2OD+y1PmzYt7LjVamXy5MnG+UmTJnHttddy33338cwzz3Dsscdy6qmncu655xoD9e9+97v89a9/5Qc/+AE33ngjS5Ys4dvf/jbf+c53RlyZPJJ4JSUlbNu2jbS0tCHTaGxsBGD37t2oqsrMmTMjqo/RGK5+AKZPn877778fdsxutw/SMSkpiba2tlHz2rJlCzfffDPvvPMOLpcr7Fzod/nRcv755/P888+zdu1ajjvuON566y0aGho477zzwuSOPvroqNN2OBzGugQDcbvdYQ8Yhos/1Df/brfbOB/6fzjZ0fIJIoZZIzd0wA39D5/y8vKGPD7QnkPZPSEhgdzc3EEPgRISEob0h6Bu+9vichKJRHIwIQfjEolEIhkzIh20DMXvfvc7LrzwQl566SXeeOMNrr76au6++24+/vhjcnNzcTgcrFmzhtWrV/PKK6/w2muv8fzzz3PCCSfwxhtvhL2RH6jTaPE0TWPOnDncd999Q6YxcNA0UQxXxtFob29n8eLFxMfHc8cddzBlyhTsdjuff/45N9xwQ1QzDQaybNkyMjIyePrppznuuON4+umnyczMZOnSpWFyTU1NEX0z7nQ6je/Us7KyCAQCNDY2kp6ebsh4vV5aWlrIzs4eMa2srKxBC+EB1NXVARjxs7Kywo4PlB0tn5SUFGDwIDrIcHYb7vjAQf3exg/VLTU1dcg4EolEIhl75DR1iUQikURMWloa8fHxbN68eY/iFxQUALBjx46w416vl7KyMuN8kDlz5nDzzTezZs0a1q5dS01NDY888ohxXlVVlixZwn333cfWrVu58847eeedd4xp5MMxWrwpU6bQ2trKkiVLWLp06aC/4JvrKVOmoGkaW7duHTG/SN8+Dlc/wWMD62dPeffdd2lpaeGJJ57gmmuu4eSTT2bp0qVDTquO9s2pyWTinHPO4cUXX6StrY1Vq1Zx9tlnDxooHn744WRlZY3699vf/taIc8ghhwD6dP5QPv30UzRNM84PxyGHHMLOnTsHzQRYt25dWPqzZ8/GbDYPysfr9bJx48ZR85k+fToAZWVlI8pNJGVlZaSmpg47+0MikUgkY48cjEskEokkYlRVZcWKFfznP/8ZNFCB4aflBlm6dClWq5UHHnggTPaxxx6jo6OD5cuXA/rWUn6/PyzunDlzUFXVmDrc2to6KP3gIGmo6cVBIol35plnUlNTw1/+8pdBsr29vcbK8CtWrEBVVe64445Bb5NDyxcbGzto67ahOOyww0hPT+eRRx4JK8Orr77Ktm3bjPrZW4ID41AdvV4vDz300CDZ2NjYqKetn3feebS1tXHppZfS1dU15Arne/LN+AknnEBycjIPP/xwWFoPP/wwMTExYfXT3NzM9u3bw9Yc+M53vkMgEODRRx81jnk8Hh5//HEWLlxozHhISEhg6dKlPP3003R2dhqyTz31FF1dXZxxxhkjlj8nJ4e8vLwhr5H9hc8++yzsu3WJRCKRjD9ymrpEIpFIouKuu+7ijTfeYPHixca2X3V1daxcuZL3338/bOutgaSlpXHTTTdx++23c9JJJ3HqqaeyY8cOHnroIQ4//HBj0PbOO+9w5ZVXcsYZZzB16lT8fj9PPfUUJpOJ008/HYA77riDNWvWsHz5cgoKCmhsbOShhx4iNzeXY445ZlgdIol33nnn8cILL3DZZZexevVqjj76aAKBANu3b+eFF17g9ddf57DDDqOoqIif//zn/PKXv+TYY4/l29/+NjabjU8++YTs7GzuvvtuQN9G6uGHH+ZXv/oVRUVFpKenG4vBhWKxWPjNb37D9773PRYvXszZZ59tbG1WWFjIj3/84z01WxhHHXUUSUlJXHDBBVx99dUoisJTTz015MOUBQsW8Pzzz3Pttddy+OGH43Q6OeWUU0ZMf/78+cyePdtYCG+oLb729JvxX/7yl1xxxRWcccYZLFu2jLVr1/L0009z5513kpycbMg++OCD3H777axevdrY133hwoWcccYZ3HTTTTQ2NlJUVMSTTz5JeXk5jz32WFhed955J0cddZTh59XV1fzud7/jxBNP5KSTThpV19NOO41///vfCCH2u++yGxsb+fLLL7niiismWhWJRCI5uJmgVdwlEolE8hWmoqJCnH/++SItLU3YbDYxefJkccUVVwiPxyOE6N/abKjtz4TQtzKbPn26sFgsIiMjQ1x++eWira3NOF9aWiq+//3viylTpgi73S6Sk5PF1772NfHWW28ZMm+//bY47bTTRHZ2trBarSI7O1ucffbZYufOnSPqHmk8r9crfvOb34hZs2YJm80mkpKSxIIFC8Ttt98uOjo6wmT/9re/ifnz5xtyixcvFm+++aZxvr6+XixfvlzExcUJwNjmbODWZkGef/55I73k5GTxf//3f6K6ujpM5oILLhCxsbGDynfrrbeKSG7vH3zwgTjyyCOFw+EQ2dnZ4qc//amxxVaoPl1dXeKcc84RiYmJAoh4m7N77rln0BZc+4pHH31UTJs2TVitVjFlyhTx+9//PmwrOSH662Fg3fb29orrrrtOZGZmCpvNJg4//HDx2muvDZnP2rVrxVFHHSXsdrtIS0sTV1xxhXC5XBHp+Pnnnwtg0PZ4BQUFYvny5YPkAXHFFVeEHSsrKxOAuPfee41jw9l98eLFYtasWYOOD5Xfww8/LGJiYiIui0QikUjGBkWIUeYUSiQSiUQikUTJ/fffz49//GPKy8sHrR5+sLBkyRKys7N56qmnJlqVMObPn8/xxx/P73//+4lWRSKRSA5q5GBcIpFIJBLJPkUIwbx580hJSRl1Mb0DmXXr1nHsscdSUlKyzxbf21tee+01vvOd71BaWhq2Ir1EIpFIxh85GJdIJBKJRLJP6O7u5uWXX2b16tX85S9/4aWXXuLUU0+daLUkEolEItkvkYNxiUQikUgk+4Ty8nImTZpEYmIiP/zhD7nzzjsnWiWJRCKRSPZb5GBcIpFIJBKJRCKRSCSScUbuMy6RSCQSiUQikUgkEsk4IwfjEolEIpFIJBKJRCKRjDPmiVbgq4KmadTW1hIXF4eiKBOtjkQikUgkEolEIpFI9gFCCDo7O8nOzkZVx/F99cRsb/7Vo6qqSgDybz/7s2IVl3GZsGKdcF0m8s+JU9zBHcKJM6LzI9XbaGntjfz+IBvJXyaZ4h7uEZlkjov9oslvf9Rtf7DrvpIdeG5f+dZQ6QSPZZIZ9n8kvYaS2Rsdx9P3Rqrb4cowVLnHy0bR+Mn+5sd7Kj+e7Uu0ee3Puu3rv/3BZyay/V3OcmHCNC71d6D/ybqI/q+qqmpcx5hyAbcI6ejoIDExkaqqKuLj48ckj927dwMwZcqU/SrdaOOPJj/c+YHHQ38Hw6FUVVVRtaMK951uRIdg0mOTmDx/8iC50PgDw9HoE2059yaNaOviw/9+SO/tvSSdk0TbU204bnSQtygPgLy8PErWl1B5RSWmU00E/h3AcpUF/9/9Rr1ZUi1GWlVfVIWllXdvHo6pDvLy9PSqqqrCwmWfleH7pQ8E+1TWXeem8vJKEJD9m2yc053GeUPXqiqAQbIzvj5jUJoD62+ocDC9zi86qbulDmYA2yDtqjTmfm/uoHqPxJ8i8WMjPyDx8kTST0oftqz7g27APrPrULYKs2uI3y74+wISZydGLNuZ0DlI11DZoa6XgelYLrHge8w36HoITXe0OhwuT7/Vb9QbCsZ/0wo979C8QusNFUyn9cvUd9YPqv/R9BvOn6bdNg0xXwxZb0FZ63wr3g1eLOdbOO5Hxw0q81AMZfs2T1tYWxNkKHtwAvAmOL/ppOt/XWGyxEDv7b2GzfLuzWPqkqmj6jTwuh9Nv5H8JBp/G8pGQZ8OttWRtL8D2/09aX8H6rDztZ3wsF4/aVelkbQ0KUwmtN6C4SDRti9rnliD7wGf4U/B/IbTfzx0C+a59b9bw3x9oG57mlck9TKe99X9sv29rBKArF9lETcnbtC9cDSMcvalk3l7JrNOmTVIbqz6hpHIjGc/eaB/DNU2jnffeE9kxzKNIC6Xi7y8PNrb20lISNjr9CJFTlOPkODU9Pj4+DEbjMfFxRl57E/pRht/NPnhzg88Hvo7GA4lNjaWuIw4Yu+LJbk3GUeOY0i50PgDw9HoE2059yaNaOsiriCOuL/FkZGSgc/mwzrJSmxsrBE3pSgF99/c+N1+vClerLOtqPepRr2pZnXItJwZThJnJGK2m418Y2Njw8JJU5LwP+IntiR2n8rGFsXS9UgX3k+8pMxKCZMNEizjQNmh0hxYf0OFjfSOiiXzrUx2b9mN+59uUhenRuRbe2K72NhYYo+Kpfv+btz/dJO1JAt7rH34su4HuoXG3Vu7DicHul1TXk+hYncF3hQvWfOzMNvNo8rGTokla34WWoM2SNdQWb/bP+h6GZindYEV89HmQddDaLqj1eFweZrtZqPeOvI60DZpTFoxiZqaGrwp3rC8QuttoIynxTOo/kfTbyh/Ul9VmbR8Eg0dDUPXW5+su93N7gd2Y18w2E+HYyjb+1v8Ye2WOkdF26QNb48CL3kn5VGVXYU6RyWhKoHuSd2Y7Wamvz7dsFnijMSI9Bp03Y+i33B6ReNvw/lQ0KeDbXUk7e++aKsH6pB+ZDru6W7UV1VSF6cOut5D6y0YDhJt+5K0IAmehJTYFOr+WmfkN5z+46FbMM/MozIJPBkYVrc9zSuSehnP++r+2P52/VnXL/WQ1CHv+6MRLGfnw5141nhInR/ZPXJf9Q0jkRnPfvJA/9jT/sK+Ktueyo5lGgMZ78+R5QJukq80WrdG2+1tqHb1oPZmf5Ofxh804m/xY84xD3rM5q530/iDRmgHc44ZzTt8vYWmZS+0j/rIzt/kp/XKVkxxpn0q665303plK2qsuk9lI6F9Uzsblm6AarBOtYJ979McLT/XNS7UeHXUvPZH3cbSrhu/udHw25HkQ2VH89ug7FDXy8A8/e3RXQ/R5BmsN82v4brOhebX2PStTUOWN1hvmk9j87c3h8lEU/8DCfUn52zniP4UlHXvdu+R7w20fWhbo8aouH7kGuQXRr2V+ul6vAt/R79ssLz+Jn/EfrKn+o3kJ9H4WySykfrbWLTV7u1uXNe4sCRYxrxtcW9303hBI+7d7lF9b7x1a9/UHpVu+5r95b46Ee1v6xWteD/zomnayAqOonvbVW2YEkxgGV3+QGZv7g+S8eEgHr5IDhi8sP0H2/G3+Cdakwmnt7yX9tvb0SqHvon5a/36+Spt1HrrLe+l5MoS3Lvco2esQfmt5WMi67rfte9lI8S7zUvXX7vofLdzn6U5Eu7/uiPOa7/TbazsSr/fura4IpItubIkItmRrhfjWqnWDNmIr4do8tSg5g81EICeJ3pA9Oc9KC8Nep4cRiaa+h8C7zYv1b+tpv6V+lFluz7vouuvXWif7EFneQjb95b34nrABUI/N6Q9GvwQgK6PuwzZ8lvLw2SHrbd9oN9IfhKNv0XqQ2MlG6mfND3fNG5tS9fnXVT/tjri/PZn3fYp+8N9lQlofzXwbvDi3r2X93INOh/ppGdzz96lcyCwl/cHydgin5FEye7du6OeMhMpFRUV+2W60cYfTX648wOPh/4eKk5NTQ1NXU3wI0ixpdDgbsBaYR017ZHyieR4pOf3Jo1o66JFa4E7wZXiQlwpaLO1Ya3pr4uWQAviTkGHvwOuhI7EjrB6U2vUIdNKvDWRFkcLHTUdxvmampqwcIvWAr+EJE/SPpUFEL8UUMsg2aHihMoG6yj0/Gh1WVFR0S+fDOlPptNQ0QAOcBW79shWI+UXVoZkEHcI2KTn5a3xDl/W/Uy3vbXrULYKDaf9JY2Gmga4EtqcbXRWdI4qm3RrEm3ONj3ewPKEyLr8Q18voXl2ZnWOeD0MV5+R5ImGUW9tpjZohJT5KbQ0tMCVg/0+WG/J85PDZFp6hq//4fQbyp/iMuPwzPbQUtMydBn6ZN1uN0ITdOZ3Rnx/GMr2LT3h7RbpQCMj2qN7TjfCpssmBZKMesz4S4YhE+pXoxF23Y+i33B6ReNvw/lQUDbYVkfS/u7Ltjoo05HUAXdAXGXcsG1RsN5GOzZa+9KR1AH3gCfBgzPOOSi/gfqPh27BPLuTuxH3iGF129O8Rso7VIfxuq/uj+2v+JWuX1t8G5010T8ECStnBbQltUV0j9xXfcNIZMaznzzQP/a0v7C3uu+t7FimEaSzcwIeuiHfjEu+6vQA90KgNqB3bA9WmoEbgXqgARjwsttf79fPN/ed72L4egtJy1/jH5TWkHnfDN6t3n0q66/3w83ArsHl2RvZSHBv1qdPsgsoBcb4YbJ7sxtuATaOntd+qdsY2rXx+439fjuCfKjsaH5ryA5xvQzKs5Horodo8uyrt571PXAb8AW0Xtw6ZHmNetsIrZcMkInmGhxAqD95d3pH9CdDdgu67w09FhqWQbYPbbd2ofvZAL8w6q0EeBCo6Zc1yttMxH6yx/qN4CfR+FskshH721i01SXALeD+2D3mbQslwE+BLaP73njr5t7sjk63fc1+cl+diPaXnwOrQPTs+frSRjl3Ar49TubAYC/uD5LxQb4Zj5IpU6aM2QJuQYqKivbLdKONP5r8cOcHHh8pHa1Ho83ZRse9Hcz6xywKCgpGTG+4cDT6RHt+b9KIVMeKjApaba0kiARaV7aSODORnJwcAAoKCnA3uWm1tRIfiMe10kX8jfF0O7uNerOm9T+V9jf7jbTK/lpG8SHFOKc4w+o2NOxv9tNqaqVnZQ85i3P2mazb6qbV1AqvQcrJKYNkQxkoO1yakfpCh6sDFy5i2mLo/ayX+K/FU/DNyH0rkt9D5UcJxFfFkzYrbdiy7g+6wb6z63ByQdl2WzvOgBPXShdJ300ieVry6LJ/dZF0UpL+PeIIskNdLwPzdP7YSZeta9D1MDDd0a7xofJUM1RaTa14X/WimBVYC9ggIZCAa6WLlMUpRl5Gvb0Pil0xruWUxSmQwaD6j1S/MH9a04vtmzZyDssZFD9U1t5qx/WZC+f84a/J4eog1PZk0N9uvdaqryj/GiQuHGwPh+Kgm25iG2JxveYCBXpW9pA0Mwk1Qw2zWcrilIj0GlgnI+o3kp9E4W8j+VBoWx1J+xva7u9pWz1Qxp3pxoUL/2b/sNf7SG3LUMeG873dmbv7/WmNi/Qj0ge1fROhW0FBAR35HaPqtrd5jdRmjNd9dX9sf1tNrVANyf5k4nPio2pjBpXzXUhanjQhfcNIZMajnzzQP6Kpi2h0iPb8nsqOZRou1+ifV4wFcjAu+Uqjxqik3JFiNOQHK+ZUM+mPpJOYk0j6k+mDztvT7KQ/oh+3P6mvRGO/wz5kvYWmNf+t+ZHl/df0iGwQjaw9zU76X3WdnTnOfSYbCQkzEpj/1nxqamqI+04caTlpe53maPkF7TZaXvujbmNp13kvz6Ompgb7k3aS5yVHJDvlrSkkFyTTWTH0lLOgLDDoehmYJ0DMIzERXw+j6Tcwz2C9BadWBsP2J+1h9RNabwNlOmo6Iq7/gYT60/RrplNQUDDstL+gLABfjzqrQbbvqOkYsd0KxgnaI3ZxLJk5mQSOCgCE1Vuozfa0DYhGvz31t9F8KNhWR+JvY9FW24vs2J8c+t6wrwnNK+fCCNqOcdQt2O5Fqtu+Zn+5r05E+5v+mH4sPmfPX3yFppOQM35bVO2PROMfkolBTlOXfKXRXBrN1zTT8noLmvfgnafur/XTeGEj3aXddL7Qid8dPhfJXemm8cJGfJU+Ol/oxNvkHbbeQtOq+WsN/q6R5zUF5St+W7FPZYM6dzzWsU9lI6F9nb5qdO+6Xlpub8HdOLZzFNvX6Sv3Nv20adS89kfdxtKuG76+wfDbkeRDZUfz26DsUNfLwDzdZe6orodo8gzW2+7bdtN4YSOtf2xlw9Khyxust5b7WwbVSTT1P5BQf9p+5Xbc9cP7U1C25b0W3ffao/O9gbYPbWs6Hu+g8YK+c0PYo/fzXhovaMS1xWXIVvy2wqjHSP1kT/UbyU+i8bdIZCP1t7Foq90b9U8RtlywZczblmBeLe+16L43Sn7jqVuw3YtUt33N/nJfnYj2t/GCRpp/0oy3JcrvYAbk0XhBI20PtOHrOLjnqe/N/UEyPsjBuOSrjRnUDJXKeyvxdxzEjYwVlDgFf7Of3ld60WoHPJhw6OcD7QH9fLM2fL2FpNX4XCPu6lE6IVbADq2vte5bWYcu61nj2beyEaDEK6CAv85PoDRA5+dju6iHEq/vaSkaxKh57Ze6jaFdTYkmw29du0eYQhYi2/hcY0SyQ14vA/LUOrTorodo8uyrN9f7LrCC/1M/apxq5B2WV1+9BT4PYHKawmWiqf8BhPpT7/Ze6j8YfjX1oKyn0kOgNIC2KcoHoANtH9LWeN71gEU/N5Q9tG79WM/2HkO29bVWox5DbbY3NhpOv5H8JBp/G9WHHFG0v2PRVve9LPXWeMe8bQnm5an00Lu9d/T8xlG3YLsXsW77mv3kvjoR7S920Jo13LV7cS/vS8f3mY+e0oN8NfW9uD9Ixgc5TV3ylUaNUUn+WfJBP/3GnGom7Y9pJOQkDDtNPe2P+hRjY5r6jOGnqQfTinjq4yNRTKeLUDZ0an1E09QjlI2EhBkJzH+zbyr4iv1jKvj+rNtY2nXuyrkRT5MMykYyTXLuyrnA0NMkQ/MEiPljTMTXw2j6DcwzWG8RTVN/ZIRp6hHW/0BC/Wn6FRFMU39TrwNxQvSLKw20fUdNx4jtVjBO0B6xx/ZNUz9y8DT1UJvt1TT1CPXbU3+LZJp6pO3vWLTVEzFNPTsnm+zzsiOWH89p6pHqtq/ZX+6rE9H+pv85ne7uAEpWDJ2dfjqifNHS2ekHu5nY+1KIjTXJaepR+IdkYpCDcclXGl+Vj7ab2+AcyDo3a6LVmTD81X5af95KI41Y5lqIuzR8+73esl4aL24EwDLXgv0UO513dhr1plrVIdOKWxhH4U2FmJ3DNxW9n/TS+WAnnbM7KfpV0b6TDdHZeZ+ThLnD31AHyhL9ei9htL3fRvlt5foPJ6Q8krLXaY6WX+Ntuv5cBTmnDX/T3B912xu7jqR7b1kv2y/eDuh+657pxp5oH1W2d2EvGQ9mRJxu6PUy8JzjFAeuO10RXw/R5Onb5qPzwU7aitrw7dKnUjbSf51m3JFh5BVabwNloqn/gYT6U3NCMwn/HP46G+h78b+I7pvOgbb39/a3NWqBilahYSo2kfCjhLA4wXoDwmQ7Z3fiuNwB7bDhgg1Af53sCSPpN5KfRONvo/lQUIdI/G0s2uq2Z9vwve6jydHE9L9Mx5459PW2L3B/5sb1gH5tqQkq0/40bcT8xlO3YLsXqW77mvG6r+6P7W/jxY0I4IPTFPyT4khJiW5RrZaWLszNbtKfbqEbiL03do8WgTtQGOgfkv0PORiPku2fbcdhdWCOMaP5NDS/htkRHg54Ayiqgi3JRsATAAEmu0kPAyabiYA7AIoe9nZ60bwatQ21aG4NT6sH1aLi7/WjmlU93ONHtaqYrCaEEJjsJlSziq/ThznGjGJS9HCsWZ9y2OXHFGvC3+mnoqQCU4wJb7sXf68fi9OC5tfQPBrmWLMe9mrY0+0Iv0DzaXr5vHqZappq0Lwa/l6/Xj5PAH+Xrs+gMqno5fBouFvchr5muxnVqpejuq4axazg7/aj2lS9HF0+ahprEH5BT10PZoeZ6tpqAj0BvB1eqqqr0Ho1VIcKAjS3RmN3I62trSgoNP6jEf8CP8IvMMWYEAGB5tUwOUxoPo3SHaWoqoqn1UNVeRWqXcXd4oYA1DbXovk03E1uTHaTbscYM9X11WgejYAngMlmwt/rR1EVPdzjp6q2CkVV6G3sHWQn1azi7/ZT21SLYlKMMlkTrWF2KttWhhqjIjSBv9uPJc6CCAjKdpQB4GnzoHk06lrrEAFBb0MvdS11CL9A+AWqXUXzabS0t0AcKJ0K3i+9tOxowWQzQd/Lq4b2BkScMM57i716vT3biG+GD1OaCeERYEJPywlKl0Lnuk4qP6nEOkVfbT3QE6CuuU4Pdweoa63D1eVCQaF3cy+V6yoxpZv075IE1JTXEOgOIAKCmooaXK39slVfVGHJsxDoDWBymKiuqA4L+9v8iBiB0qNQ/3k9rhgXvnYfaKDaVDSvRl19HYpFwdfoQ9gFiluhYVMDZdPLUK0q1aXVaD4N1aIS6A2g+TSqaqsI9AYI+AJUlFQQ6AngafNQU1dDdWk1ik3B4/EY17zoElS8WoE13YqCgtarYYrVfczX6aO2tVYPd/mwOC2Ul5bj6/Dh6/Tp+fX5W6jvaT7NKEdtfS0evweBQEGhZUMLHAaaRwMFVKuK5taora8FAT1dPfqq00LXrfKNSixxej2qVhXFpBDoCeDr9lHbXGvUv2JSKN1aiupQEULg7/JT01IDAjytHmrqa/TrxqMZ11BNZQ1ej7dft89a0GZo+srfgObTqK2qDfOBqi+qsORY0Dy6XNXOKnxtPlSrSk1FDf4OP8IhUHoV6jfU45ziRHNr1DX1+VVvgLrGOhSzgrfVi5KoINoF3i+97F63G+d0J1W7qvC7/CgmxbCZv8OPEq8gXILOdZ3seGMHnSmd+rXl8mOON1NdWY3w6mUMTbdlWwsmiwnFpuBt8hrpeL/04p3pNa6tznWdVK6vxJxlNsqPhm4P0K9bVbdZoDeAYlaoa6xDeAS+Vh9KgoLo6MtzUws0g4KCb5cPYRUoXkWfXtkL3i+9VG2swpxpRrEr+Lv6640YoEeXqfy0Eld9yDW4thJLsd6O+Fp8hr/1NvZS11qHYlJAQ29HfAK33234k9ahsfut3binuBEIAt0Bvf1p0K+z3q7eMN/r+KiD0umlBHoDmBPNqGaVQE8A1dbnh90BVLsertqlX3eG7TfW053WbbQ1gYoACgr+Ej8tG1vAB6pdxd/pN+ot6IdB2d7NvfTs6IEYUBNVw56V71eiKIqxHoZqVfXrSQXVoocVm2600u2lhr/52nyGfg1fNtCV1RXerm5qAS8oNoWAKzDI31zJLhRFL7cp1kR1VTXCE+5vnes6qfq8CnOOGcWq+63wC+rb6vG1+6irrTPa6lB/87X6sCRbqC6rRvNqqFaVFldLmG9WfVaFtciqt3UejfrmenwtPt0Pm+pwNfT7ScXaCiyTLSgmBb9L7y/U1tfi9ej3BtErqHy7kpjFMSAwyuTv8tNT10N9W71+T6rvNfoRlaWVmBwmPK0eNL9GvUv/5MHf4zf6EWi6XTWvRkdA3w9bQUHr0Kh8uxL7fDu+dh+qRW8vjHB5Dd7eft2qVlcRc1wMmlsz2rdATwDNr1FVU2W0e0II3E1u6lrq9BX463owx5qpqqxCc2v4On1Ullfq7Z7TRF1THYGeAK1Kq+FvWodG1eoqHAsdxnWv+fS4FaUVoIGv00fAq28VWttUi+bVcDe7MdlMVOyqQI3VH3j7e/1UVVcZ/aGq2irj/qRaVBSzQuWWSlzNIdf0R5VYJlnwNnlRbSp1jXV62K7q9+CQ+2rl+kps02x6W+7WqG+vN9r1uoY6vI1e415Zv6GemJwYVLtKTVWN0V7UVNagqAqaP7yd3PXRLmKLYqlrqjPuT3VNdWjdmu5nfddp57pOStaU0G5uB7PuO4HeAPUt9agWVW8LQ9vf7S2YnWa0Xk1vI/r0c9c30xPjQu30I6wqaALFL4YOBwSa0wwBQUdrHXgCJJk1rH6Vxs2NlM0qC/O9QFdAt99ufRaQr9NHxa4KUPts2Ruguq5a17fTh8lmGrUPa7Kb0Lwa3g4vdc11/X2/mL5+ebdf7/sJqCipwJxoRgQE/h6976f5NQLugNGPCLZfmk/D1+VDNau6vwX6/a26shrVpvdng2GhCV0vq0p1WTWujpD782dVmJ1m4/6kqAr+dr/RBwj06v0h1axSvqMc1aaX39flwxJrwRJvGdSPMDv1MgX7sOWl5QR69fodaqwROn6qa67Ty9etpx/wBBCaMMYaQ42fPC16f8lkNYXZKawv3jd+ssTrfZGBdhpq/KSYFFztE7OauiKE2PON/A4iXC4XCQkJ3MmdWLGOKh+TG8OJq09k2wPbcNe7mX/XfDbdtQmAOT+bw4afbcCeaWfG1TNYc/YaWj9tjUiPuKI4fJ0+jvjjESTPT+a/h/yX41YeR3xxPKuKV7FszTLMTjOvHPoKJ645kTeOeyPiMi7/fDmN7zey62+7WLxyMeUvlFP7ai05t+XQ+GIjolxwxB+PYNsD2yh9shSfK7JFMRJmJTDpnEkUnlnIe2e8R8IpCSQtTmLXZbuY/bPZZBybwWvHvEb+z/NpebWFlldbIko3ZkUM3WndKH9R6D3qC1SPDfuWIpxfL8ffGINnSwqxX6siri2Dus/tiB5LROmaYwLE5fnwT63G/UUa8fFWUuf2UrPWiSPVT/IMN1XvxBFIb8OU7Kbn3fyI0lVMgqnfbWPHs8lMXtGGahHsWpmM86TdpNuTKV2VxLRzWvG0myh/o+9JsT+yZR08zg7aCkrI3HIY7vhWmmd+SUb9VBSPlaTD2mnbGIenRxDbkknA7MXkH92HARynOPB+5sV5jpPJJ01m81mbcV7upHBxIV+c+gWJP0+kpa4F5UEF65FWvB9HuOCKRV9F2rPJg2elhxmPzWD3v3fjf8fPtD9OY9czu/B84sFzvAflQSWyNINJz7SQflw66d9JZ8uPtpBxYgap30xlx1U7mHX5LPwz/Wy7aBtzr5/L+ivXR5zurH/MAmDL2VuY/9Z8est72XXNLua8NIfurd1U3lnJSe+fxKYXN1F6SynCF1nTaltk0wc6Gb0oKxUssy0kXZ9E4LkAllQLWRdkUXZHGf4cP/4aP+41kX3zlf+dfFIuS+GLU7/g+BePN9qIWf+YReG0Ql459BXmvjSXQE+ALWdvibgezHlmsMKcP8+h+X/NNLzRYNjJMtNC0g1JdP27C4fHQdrpaWz/wfbREwUww/zX5rPjqh2YTzBjP8JOy00t2L9mp/uZbkSsYNrd04idGcvGkzcCINyR1bFqV5n333mUv1dOx4MdpP4hle43uvV0rxTQDpaPLCTfkkzLTS0EagMRpZt3bR4923qwpFo48pYjefeid4mdGUv6d9LZdcMuEhcn4pnnofWOVtRkFe8nkS9IJC4UpB2ZRvNlzaQ+koroFbT8WG8bHac76P1nL+JKgbPVSfez3RGlaS+wk/KNFLq3dmO9yErXv7vQWjXMU810/bULy2wLs/8wm213bEOJU+h9pTdifSfdOonEYxPZfNZmJt0yidiZsXxx6hdMfWAqjkIHG5ZuIOX3KTRva0Z5NPJrOub0GNxr3GhNGuJIgfKxgjhDoKxUME8x47vUB2vAWmrFtzXyhZriFsSx5LklvH3W2zAXHMc7aL2jFV+xD+U1BTVNJXBqQP+GO4o2yDLNgm+Hj/lvzadiXQVtv2wj7c9p9LzXQ9ffuki8NRHRLeh6touEKxJo/Xlk935MMP/1+Wy/dztOp5Pcy3P5/KbPAVA+0a892zwbMSfF0PtAL12buhDeyK+PqQ9OpdXSqu8jD8SeH0v337vDfG/+W/PZcfUOerZG9g1u3rV5AHjWe4x+RPfWbibdMom6J+uo214HhaCs1Otba4pwDQI7xF8Ub7QRhVcVEn94PJvP2syihxbRmdxptHu99b189P2PIku2wI7jfAddD3eR9LskGv7agLJWwfkDJ6pNpee1HqPda3unja6NXZHpC6Sflc5RvzyK9VetRylUSP9OOjW31WA7wmbcn9K/k07S4iQ2nLQh4v2g46+Kx/VHfQAR/+N4XL93kf5kOsm+ZHZevZPUh1NJ7Eik7I4yTDNNEd8/TNkmUu5OoeNvHXje8yCuFKTX6VPKlVMV4/6kLdVovbUVf3lkCltnW/HX+In5Vgxdf+tCWARcBRnzMmi8oDGsjag6SiXvw8h8QihQe80k7Du7cXzSRNlyG3EftpO/007irYnENsSG+V79s/UQWTNP8qHJ5J+eP2of9og/HsH2B7bT+H5jROnmXZtH8dJi1pyxhpM3nkzrhlbWX7Xe6EfUPFLDSW+dRM2rNWy6a9OIi2uGYi+0E7cgjtzLc9l2xzZ6e3vD2ojii4qN+5M1zcrum3ZHlG5MXgwnvnPioH7E8s+X4+/y8/pxr7OiZAXb39vOzqt2ovVGvqZI6pGpHPPUMez62y5aN7QaY42hxk+vLHgl4vHHor8tYvNdmwfZaajxU87yHHa/sptf8As6OjrGfBvrUORgPEKCg/H6snpirDFYnVYCvgCaV9Of5nj1t27BJzuoEJMSg9/jR2gCi8NirBhptpvx9fpQVAWzzYzH5SHgCVBRXYG/18+UqVMwWU34uvW3SSaLCW+XF7PdjMmqv+00O/S3EB6XB0usBdWkh61OKyjg7fRicVrwurzs3LQTi9NCYWEh/m4/1ngrml9/022N6wu7/TiznPqTOW8Aa6yVgFd/e1hZV0nAE2DypMlYYiz4PX68Lq/+hjikTME3xxXVFQR6A0wunmy8nTU7dN293V7KK8tRLSr5mfn6G3OzirfTS3lNOcIvyE7Mxhxrpry8HF+Xj6lzplJaWhr2VNHf46ehq4Hy9eV03NaBuaAN6/QWcuKTUS0gNBABUC2Q60yloqUZVMiJTaGqowXVrIeFgNqeFkQAcuJSMJkVtIDAZFGo6W5G80N+YiqqSSHgEygqRri6sxkUyLSmoJhAVRX8PoEaDHsFtT0tKCpk2VMwmcFiV/F7Baa+5wLlLc2oZshPSCXgA7NVQWiC8tZmAHKcKWh+qHO3IDTIjk2hrlcPCw1Us/5/c1kd9s9n6m+WnJ34DtlJWnwCoJCTmERFZSe97+fr52O78BVU4tg6k8SliWR/X69vza2BCaq/rKb9jnYA7FPtTL59MtZkK4WTC40ZDIWTC/F1+qhpqmHXql10PdyFNc/KlLunoJpUCqYWGE9/C6cVIgKCil0VlL9VTvdj3VhzrEz70zRMDhO5Gbm6vXeXk5uViznGTNmuMnp397Lzyp0A5P48l+QjksnOyAat/0lpdXU1qlWlZ1cPu36yC4CCOwqY++25mGwmSreXUji50HiiXTyjmLKKMvzdfopnFrNz80783X6KZhZRXlFuPAnu+KSDyrsrdSNZYMo9U5j1zVl6/YXMYMjPyqeqsQrNr1GYU4g1zsrO7TvxtnkpnlVMwBdg947dmB1mCvIK2L1ztzF7hgCYHCaqaqpoX9dO5a/0/FIuTCH/3HxyM3KN2TPBtykIaHmnherfVRu6Ff+hmKmLpg6alTFt/jQq6yrxdfqYNncaqkll24ZtmGPNFBUX4e30UtlQCQJyknOoqKrQn9KHzJ6p3F1J55edRl0kn5dMzrdzUMwKk6dPRvNqlJeWU/q/UsMHpv1xGqpVJT8vH9WisnvTbnJzc403RO5qN7uu1W2Vd3Mec789F3+vn5q6GormFYW9eeje3m34gKnAxJLnlhCTGkPp1lJys3NRTIpuM7uKu8pNydUlANiKbCy8fyHt/nZEQJCXn4c1waq/bfBoeBu8xjRJ0yQT8T+KJ29yHiaHic7Nnez6ka6fKd+E/Vt2uu/XB7u2KTam3DHF+Kxj8szJCE2AAtNmTWP7pu1hs2dUs0pVnf5G2F3hDitL3FVxeL/w0vNUz5ADEdMkEzPum4GqqqgxKr1lvey4ZMcgmem/mU7Zf8roeaoHa66VSbdNwpZm09vSzGxj5lZBXgHVjXq9Ck1Q06i/qWz7sM3wPWxw/CvH0+ZpQyDIy8oLe/PQuqY1zPdib4zl+G8dj7/HjzXZisliGvbNQ+nWUjwNHqMMebfk4dJcdPxKfztKCtACaqZK3I/jyM3PxRRjwl3rZuflO8PKraQpiCaBNc+K80YnolnQdmubYbPi24qZcsiUIWduBd+mqA6VmfNnsv3L7cbbyVB/K7i9AJfqou0XbWE2y8nJQbWpeGo87LxqZ5i/tfnaQIH8vHzjDZHm1vA29vubfaqdoruL9GvVqpKVmGW8IcrJzKFkbQm7rtsV7m82ldzsXOxpdspKysjPz8dkM/HeM+/Rdpuun73YzpQ7p2BNtpKTlkPAHaCmvoas1CxUs0pNfQ27/rmLnr/3+cmtk7CmWFFMCrk5uVicFiqrK/nyl18SeC8AZpj6p6nETNbfjOek5mCJs+Dr9JGblkt1UzWaXyM/O9/oR+zatgtzjJmC/AJ9tl9bLQCFBYVGPyL0rde7f3qXzoc7Dd+b+sBUrElW3fZWvb0wwiUVbH1wK9paDcww/a/TceQ6CPQGKCwqNN56TZs9jdLyUqPdQ0B3fTdVDVWgQF56HpY4C6W7SvH3+Jk2bxq7d+7W+0PxVqobqslJz2HLS1uMTzIUm8K0P0/DmmI12r2AT+8TlWwrgQAUzy42yldZq5d10uRJmO1mSraUYI43M33WdHw9PkrLSjHZTORn5VNeUW7cn1SL/lavZEMJZa+W0fN4D9Yc/b5qSbCQmZRpzBrMTMrEHGOmprmGXSt36ffVfCtFdxdhy7CRn5uPv8dPbWsteTl5BNwBqmur6SnpoeRHejuZ94s8Zp40E7PDTEVpBTlZOUZYURV8Lb6wdvKEp07Anminur7auD9V11fj7/TTW9ZrtOu2IhvHPHoMDU0NKGaF/El9ujTWoliUQW1h/HXxFM4oJNAdCGsjGk5KJlDoJNmZCTYzaAJ8gZCwBjaTHvZrEG+DgEZrUxWmDi/pT9ehAIV3FjLntDlhvudz+SieVUzJVr0uimcWU7KlBFQonlGMr8dHeUU5JquJyVMmG/3vkfqwZocZv8ePp81DVX2Vfm2l6dcWiv422xJnAQE7N+3EnmKnaFoRvm4ftnhbWL985/adaB6N6fOmE/AF8HZ6Uc0qu7bvQvNrTJ09lYAnQGlJKSaHiYLcAkp3lWKymxCaPnvWZDNRtrOMXat20f2Xbqx5Vop/V0zx/GLj/oSqz4ybMm0KFZUV+Hv8FM0oQjWr7PxyJ6pNpWhaEV6XF0ucBXuCfVA/whpnBQHeLi+2eBslO0rw9fiYMmXKkGON0PFTVX0Vmk+jeGYxVqdVHzMFhDHWGGr81NPUY7TroXbKy8xDtahh4yd7gh2/2z/ITkONnxSTQntrOxn5GeM+GJfT1KPEkewgLj5udME+zLb+Kjbb+8MWR/9bWlu8TT/WYcESZyEmNSbs+MBwKMPJBMP2RDsxWXp6jiQHJI2sr8liwmQx6WGrSR/8ozu9JcZilMmcZh42T6McaTGD0rfGWlEtekfW6ux/O2uNs+oNgxnicvX6tbTo6dgT7VjjrVjjQ+QTrKgVKopDf2Phr0zENrUNta9aFVX/A33wbOpT0+pQsXj7wwAmH2ABW0zwLXT/WxDVrMfX66b/uMmioJj6yh3b//babFXCwua+J69259AywUG5oiiYrUHdFeO41d6nYzCdWBXTUA+g7W40Ry+m3hhMXU58HnuffvqzNsXh6z/fHYuvr3LaV7eTc0kOplgTpli9QGqaipqpotVruHe68Xf6saX12dZpQWnR9bfEWVBa+6bMAt4qL4GeAPbJdsNW1jSrfvPpCyuJelxvjRdPo4fYybH6AxZAMSv6dC70qaS2TBtKkoJoEyiaginWhD2l/3s1S5wFS7eetqPAYchqvZr+EAh9sBscOJljzIZvm2P1sCVO9zFHsgNLqwVrmq537JRYvXX0Az7wtfpQVdXIF0AxKbrPN4JqVvUbEnrYnmY3rgdHuj61MSY1Bke7HrbQf/2bHCZiC2ON6b+B5r4BhN1kyJgdZqMccTPiwnTz1HuMcoTWjTXWaoRV0wDdFV13pVFfHTsmNQZLe5+dEkOuszSrXhfBacxtGua4/nZMtaqYHKYwHwjaNai/JcmCPVW3myXZgqIqhq0IYOhu6bUYdgpOg7dl2rDmWvFWewlUBPA2e4lJjcEUazL0DNrMnm03ZD27PKiaavi0NcFq2MwUY8KSZOlPtywALt0OAI5cR/+5Sn3QFrwePLs9+Lv9xGbEGuUPxewIae9j+sMmh2lQWZReBTVdj681acaUZ1OSiUBbgEBZAG+Tl9jJel7WZKtRb6ZkE4FWXcbX7jPS8VZ79Y5YX7mDvgfgzHJi7g6/5atWVfe9oD95oHNrJ+rMfn8Jtc1A31Nb1MG+5wz3Q6MOYk1hZcCnv30L1i19E6K0eg3Vqxp2taX111sQ0aS3a94qL6JVoCQrYTbT/NqQ18RQYXOM2bgnhbY5mltDyVYM/YI2C+qFxiB/C36rG9pGmGLD/c290423pd+utmS9nTD1mrAl23AUOob0N3ua3bBZsH1TUvr1c5e48bX7sCZbMceY9fau02T4gKnThJoW4idCYI7X9Q1eH6A/6ADdxu5qt3H9B8tkibMQlxuHxd3nEzn9/SFHRl9bl6I3CGp3372+ry0K6h0MK/kKmNDfUHr68wu285ZkS384xYKaoaKhgR96dvfgyHXobby5z1+dlv5wSLsXlxuH1W01wsEyWxOs2OJtWBOtRnuimBQsTguOXIehm/AII7+gDVSrii3eZugX2heydOq+F5uu2zhoOwBLjMWoB2usNez+FMSabEVN7rNVjZeAO4A9u78vZ+owGWG1Xe2/r1Z68Xf7sWHTyxFngVb9nqQ6VVSbij3X3n8N+vvbCEuiJSwMhPl4oCyAr81ntH1h96c4M458R9j1EOgOYEnp9xlLnAWzu6/fOKAtpL3PJ/raCBKBdphZZCNpSQJ5eUMv7jgcVVUd+Nv9lP+nDjr0+/dA3zOlmXT7pfbbL2gnW7xN/9012LYj9WEBrGYr1ljrIH8DsCf0+4FhP5NqpD+wHxH0ZZPFhCNZt02wvTD6+B19i4ymxRjhUFSbauwM4K3y6p/6Ee5vjnQHMSkxWNr6+0MAjkxHWH0EGdiP0H/066SYFKxx1mHHLaEE+3DBugwbMw0zfgodW4TayZnlDDseZCg7DZQx6jMwfutChCK3NpN8pQneyGKXlKHaD959xrGDd6b+nbl7wVaIC5/OZB54PkH/JnrW07P0m1+obLyZ+Ev1J4LFDxYbncbhCHZA97lsopmEq/WFnOw5IzeQ0chGgr3QTu6PcgFw/sBJyuKUvU5ztPycF+k3Euf0UVa43Q91G0u7FtyoL7yTeGsiidMTI5ItfrA4YtnEWxOx5FuGPeeY4Yjqeogmz9B6S/ixXidZF2UZMqF5hdZb1vfDZaKp/4GE+lPudbnkfSMvIlnnD5zGN7SRMtD2oW2N8wdOo0zD2SMoE/xf/GCxXo/x4XW7NzYaTr+R9IrG30azkTkx8vZ3LNrq4AJdudfljn3bkm3H+T1nxPmNq26F0em2r9lf7qsT0f4mXqPHTZ7uJC7OTEJCdH9xcWaS8uwk/khPJ2bS4BdDBxN7c3+QjA/75WD8T3/6E4WFhdjtdhYuXMj69SN/17ly5UqmT5+O3W5nzpw5/O9//ws7L4TglltuISsrC4fDwdKlSykpKRnLIkjGCc2lD8DdW1PRDuJtxum0Y/9sJgDWrZNgwKdF/nZz+PkuvXGueaRGn54egq/SR/vt7QBU/LoCf/vIFeuv18+X3V62T2W7S7sNPfxd+042Elrea6H6t/p03K7Hu3CXj+3enC3vtdD1V/37Q3fTyHntj7qNpV1LrtTbatefXfqiixHIVvy6ImJZ159d+F3+Yc+5t7ijuh6iyTNYbyW/KDHyCNrW9WdXWF6h9TZQJpr6H0ioP1X/oZr23e0RyXY93hX1PsADbR/a1nS/qH8K0PFAx7D2CPphULbs9jL8Lj2dsLrdCxsNp99IfhKNv43mQ6E6jCY7Fm21e7dejurfVY9529K7rtewafUfRs9vPHULbfci0W1fs7/cVyei/Q3q522JfI2NofIIpuPriHwtiQORvbk/SMaH/W4w/vzzz3Pttddy66238vnnnzNv3jyWLVtGY+PQCyJ8+OGHnH322Vx00UVs2LCBFStWsGLFCjZv3mzI3HPPPTzwwAM88sgjrFu3jtjYWJYtW4bbPb6Nq2QM6HuwG6h3RrzY2QGJzU3AqXcc1F4H+AdMD7L7w89r+rSljo87CPSGr2KiJCuYJulTurzVXnxto9zIEvV//ib/PpW1pdtQs/tWoHWNfAOJRjYSYqfFGqstE4De6sgXstrT/OibRRdoG3lVmf1St0T931jY1T5Vv8i1eg1PiyciWW+1N2JZrV4D1wjnLER3PUSTZ2LfyTaMKcTmDLMhE5pXaL1ZsizhMn3pRHQNDiDMn/x6JzYi2QBQF1VWg2wf2taIdn3quWgTw9ojSFDW3+QHl95mhdbt3thoOP1G8pNo/G00H7Kl2yL2tzFpq4MvgMXYty1KgYLxxY4/gvzGUbfYabHR6bavSezLeoLvqxPR/ipZehszsG8SDbZ0G0qmns6etgcHDIn6vz25P0jGh/1u9HLfffdx8cUX873vfY+ZM2fyyCOPEBMTw9/+9rch5e+//35OOukkrr/+embMmMEvf/lLDj30UB588EFAfyv+hz/8gZtvvpnTTjuNuXPn8ve//53a2lpWrVo1jiWTjAXGNPUTyg/uaepW8E3TF2FyL9gKzvAbodk+4Hy83iDPfGImlqTwVebNTjNx5+vfORU/WIxj0shTUYPf8uxzWaeZ+Iv1KZj27FGm00UhGwn2TDs5V+n7aTt/4CTpmFEWW9gH+QWnRMZOHXka2f6o21jaNe9qfdp04q2JJEwdfg/sUNniB4sjlk28NRFzrnnYc/ap9qiuh2jyDK23+B/qdZJ5XqYhE5pXaL1l/F9GmEw09T+QUH/KvS6XnK8Pv8f9QN+zL4juWhto+9C2JnSa+nD2GGqaujnXPKhu98ZGw+k3kl7R+NtoNoqm/R2Ltjp0Kvi4tC0X9E8FHy2//Vm3fc3+cl+diPY34RI9bvAb/T3B7DSTcKmeTkzhQT5NfS/uD5LxYb9awM3r9fLZZ59x0003GcdUVWXp0qV89NHQW1N89NFHXHvttWHHli1bZgy0y8rKqK+vZ+nSpcb5hIQEFi5cyEcffcRZZ501ZLoejydsr2GXS390t+XDLSSkJuj70nX5htw/0N/jx5ZkM/adHrh/YNi+ez59pUFFUQbtHxhcbTm4d6XJru+ZbY41D9qrfOAe2KpZ1VetbHJTW1+LYlbobegNW205dN89s8OMJcGi7xkYsle52WmmorzC2KIguCeioir6CvJD7B9YWVaJ8Atjn2XFrGCNtxorjQZX8Q24A2H7B1bXV+N3+Y39yUP3fKwoqQBT3x6xbj3N+rZ6Wna0oKDQ8VkyvhkVCE1fuE34FDALFAUCPqjrboWAgq8HGnr11Wd9Pfpq63WuNggoBHz6yuRoYHZATUer8QY5bPXyAAgB9b2taH7w9YYcB1QTaH0PdBt72hABBb8bFBMoCvre0Sb0VdK7W1FUPRxcdE7zQV1Pv76KCRq62xB+Bb8XGrr0MKa+jRACCh31ATK26tPQzV9OoWHmp/pMAbOG0KCp1od9g37e8sUUWgp24AB23LaD+Mvj9QWzAvqqsU2fNsFf9b1fd/18F4k3J2JJtxh7Xg7cY7RtU5sue8Mu4n8ajznFrO9P7NZXCA7dY7TtS1225IYSku9K1vfE7NsjtmpXlbEydfXuavz1ftpu1+Vrt9diV+14m7z9+8h7NBo6GnSfLPXT/rt2XXZHLc7pTmMPbMDY3xagrKRM3ydZCHZ/oW/pEdxj1NhP+YNeup/S3xB2/rWTnck7EV/XF3UK7gUb6A3Z07Zvf1vVrFK6tRQhhLE3Z+j+tnWtdfpCaO7+vbxr62rxfOmh86+dKCjUl9Tjmekx9lwXfoHm06hvrUfr0ej9MFy3krQSfAvC918HCHgCVFZUGusRDtzfNnSlb3+3n8qKykF7lde31uP+1E3X410oKNRtq6M3rxc1Xt9jVOvRqGuro21rvw8k/irRWAxN82pU7ezf87e2shZ/o5/2u9oNu9oybRCA+rZ6w07BPbB95T7af9UOQNt9beyYsQNrnJXautpBe2D7dvno+K2+Mveun+1Ctau0+FsQbmHsy1y1qwrFquCr8tF+a3+6XIbhe97NXiOdtt+1wQrg6f7rIf6n8ZhiTah2VW+Dhd5Oaz6N8t3lRlj4BSaHieryan0f4iof7b8MyfMHwG493ZJrSxBefU/j4DTwtvvaUGIVzCn6gnbenV7a7mwbJCOsgvaNen2W/LSEhJsTsCRb0Ho1/J1+UEDr1fC6vFRVV6GghO2B7d7gpuvPfdNxf1eNY7KDNlObsXd7cA9s4Re417nDfK/T0smu2F16m5lkNrbzM/b1VvrCbo3a+lp8Nb6wa7qrtwse0+ug8ynd/9vuaYNLINAV0O+zZT46ftNh5Kmg0Pl0p+Fv2tUatEHjI439NnPob/00T/91pnk143oSfoEpzmTsBlDfWq/7W5nPqOPanbV00QUP6PoFbRZwBYb2N5tKS0DfH134BYpZoWp3lS4b4m+7bt5Fwo0JWDL0h6DB/aJr62vxNnn13Szubu/3txvi9X5A357t1WXVxr244eMGeLjfN5PuSMLk1FeLR4Oayhp98Umbvnd024a2fj+5KQFLmgXhFUZbU11aTeeGTsPHOhwdOIocCI8wyuRt9eJp81BTV0Ogp39PYl+Xb9DeytWN1Xp9CGH0I0yxJmMP7IZXG+A5Xf/q31XTZmrDnmXX2wu/oLa67zr3adTV1NH5Wb9urjgXthxbcI1So90DKNtZZrR73k6vvrJ7Qy2aW8PT6kG1qFSUVOh7y3f6KN+pr2iuWBRqa2oRAcGuf6Xo6YkAAQAASURBVO0y/K36d9W0W9pxTHUY7Z7iUPB2eKkoqcAUY8Lb7jV2ogjuWx7cZ7mytBJLisXYn7ymqUbv+w2z/3r17ur+e+VPS0i8JRFTjGnI/ddra2tp2xzS/t6RiCXVYrTltfW1BHoChg94tnnouK8DBYWaL2r078YVqCmr0aetC6gpr8EUZ9L99vb+Nmv7pO04ch1UV1b3+0yF3o74qn103NV3Pfxcvx6ae5v19rZdvz/Vt+rbifnr/GHtOlfri+ShEtZG1GyrwRFw4O/wG/fc0PuTagsPm+P1vkddax2+ipB0Smpw5DnCfA/A0+ahcnclphiTHi6txOQw4Wn1hO+B3bcK+mh9WJNNjyuE0P3Noxn92eC+18E9sGvra1FjBvfFgztRlG4tRe1bwNfX6UMxK2g+jYqdFagOFW+HF3+PX2+bA4Keuh4jLAICS5K+40t1eTVt2/r9I+mupLD7U6A3gNarl7GitEK/V3X6wnarcTe5Qe0b1KsM6kcM3A2gdHup3u51+oYca4SOn6qqq9B6NTRNG7RbzXDjJ2+b1xgPhdqpt7F30G41mPRx5EA7DTV+QkBbbRsTwX61tVltbS05OTl8+OGHLFq0yDj+05/+lPfee49169YNimO1WnnyySc5++yzjWMPPfQQt99+Ow0NDXz44YccffTR1NbWkpWVZciceeaZKIrC888/P6Qut912G7fffvug4/dwD0rIatvDUXBGAVO+N2XI/QMb1jaw+a7NLHl1CTWv1rDt/m107Y5sv0pLgoX8b+cP2qt8/VXrSZ6fTNH3i/jwex+S/Y1scr6RwyuHvhJRuqDvM/7Koa+E7VW+/PPllO8oZ8vZW1hRsgJXiYs1Z6zBkeWgc1dnROkmzErga6u+ZuwfmHFdBnVP1mFz28L2D4z/v3i2XrgVT/Xw05tC6fhGB7aPbNjb7XitfgIqbP+WCVc2HP1H2HA29KTC4t8p7D5WMGVtZHvFambYeEc65s8amPIu7PhJBomb3KS/38POy5NJ+aSXpM0eNpzqYdJ7kP9pZOkGbAquYivd+RYaj4mh6PF26go91M+FBS/ox9rn2JnxhxZKjvUz8z9g9kaW9nvHVDB1ewpZzU4EgvcX1XDkp9m8eV4LWb2pTP+nRltiN9mN8QhERD4MIBDU57vZsLSLuV+kAvDlvGbmr0/FEwdbZzSz4N8xZLTFRp3ueyuaOfqVFDaeoxh2+ugSQcAKxzyo8M53mpn3Vgwp7dE91XY5/Wy41ETml5C81cfWsyzkfgrxdVB1YQbJ/2nA1gkN307jkDuaI073/SsFc/8JVQugeRoc9gTUnpJIbUo7R/4Zys9NpjvfwtzbGvA6IKYjQr8wCd47rZlj/p2MVZjYPrUVV6HKrM8S+PRCSN0BeZ/B+99o5shXEkhuiGyP+LoTYqCxG08ctJ6SwaRnO2hNcVN9GMx/2UbbbBvlk13MfxY8eQ7S1kf+2c47323BmpbMMQ8qvHFuM/YdPRz3ST4CwScntDF/bSIfXq2QthVmvhpZPfgsGpVHKcTXwSfHNFP8eQx2l4rFrZJZa0MgWH8B5H8GXeYeJm2Nifj62LFUUD8PjnhYY8MJLrri/ZzwbCpmFMNv3/luC36L4MSnUyOuh6r5guRK+PRCyKtNIPXdDjacA5lfQtpO2PQdSF/bTWKjhS6nn+LNkS+eIxA0p/mom+qhepqbRf9ORPUGSOi248ePGTMCgc8ksAYim+TWkyiIaVd47ycCpbSNRf9NZO0pLRz9chI2v55eyULI2hHgo5Pbo6qL968UFPY9M999PEx9HTxxUHEUzPwPNCd2U1XUy+Lnk7AFIn8PEEDQluYltan/05ugzQSCd4+p4mvv51Of7SGzdvTVe4OULxIomfHEfe7i4yXNTNrsILHWgrnbT1pbLA3pbj46opIlbxcQ1xt5uj6Lxs5lCs3T4NDHAmw7oov2VB8nPJeCWVMRCPyK4KMV7QAc9+/kiNL1WwWbTofpL2msv1wlqRwKXvXS7fQY7fp7K5pJbrKTW+0kvi7y+0fNPMGupTD1n148nT0UtiTpvjC1i13HuFn0n0RqF5ppngZHPwBmX2TplnxNULxaYeMtqfTWN7HoUd33Ypph/j/gteNK+PrqydgC5qjvH+u+1kxKWwz2HpXSU+xMeVc/13h6BlnPNhjtXvGfW4mriOzTpe4Ugdqrsf00lTZPM8f9KwUzalgbEWz3PrpEsOjRyPeff/9KQXZLAunv9/DZmT4yv4SschsbTvUY96etp0DBh5D9mcDqjeya7kjxUZPYzszdaQgEWw53UTnHy+KXUtl9PFQnNLPkhVS2ngKpn7nJ2xnZm9GSQ7qpy/Jw1KtJRjvptcPHV4BjU4dxf4r73MW0T53EdppGTROgJzZAQ64HR6fJaNdfX1rGvF05tKf79DbiuSRsmpnNh7Yy+/MIrw+z4INr9H7EO99tgYDghBf19mvTYW3M+TQpzPcg8uujK9/MzsuSSX+/h9hKH18uc1PwITh9Diq/HU/OK3pfuGZ5HLN/3YzVFdkszR1fF+R/Yab6m046p9qY/etmys5JMPoRG84G07QMDv1ZIw1H2cn4MLJ7dMAseP8aSCqHSW8H+HR2FV97fxIAyXcmE9sSS/t77RT9pojK+ypp+V9LROnGFcURVxSHUqiQ/p10am6rIfsb2cb+60XfLyLnGzm8tvQ1si7Mouz2sojSBThxzYkoKMZe5cGxxlDjp3WXrQt7+DYSuafq26oO3Kt8qPFT565OSleWciM3Htz7jO9Pg/Gh3ozn5eVRvbWa5MxkVJOq77s3xP6Bvi4f9hS7sdfdwP0DB+615+/R314M3D9QC2hYYizhe3N6A1id1kF7lft6fCgmPezt9mKymPR9U+u7qaiqQLWo+n7OQ+y153V5MceasSfa9T0DQ/Yqt8ZZ2VWyC3+3nxnzZ6AFNHzdPuPN+FBlCiuHN4DJYsKWYDP2D6yordD3LZ88OWz/wPLqcrztXgoLCjHZTJRsLgGTvufjzs07w54q9qg9vFr+Km1lbbS+LKhc2kV85yTiUvPBpKC6NTSrAqpCYnwmHc21KAFBQnwmHa56ABLiMxEOE676GlSfwJmXCwGBEtDQEqx01Faj+gVx+Xng148Lmwn8GkpA0N5ej+LVSIzPRFhV8GkoAoRVRfHpDUVHWz2KTxCXngUWFVQFoQIWFcUToKO5DmFWSEzMRJhUMCso7gDtrXWoPkFCfAbCouJqqUP1aDhzcnA162Gtb4s01Suort+B2QuHrU3l0+Oa8Vsh3plKwAZxien0NDbS09LM/Hfi2bLIhd+mULDVQdPhMWgOUAKgaKBZoLelBUsvzP00hS3fABz68fj49L5roVEPK+DqaMRX1cy8NfFsO82KGRAqxKaloXoFnR3NRtjlasbb2MK89+LZepoFLQFMHojJTAdVoae2QQ8r0FPXSMAKnrpmDn0nnu2nWMEK8XEpaDYVNIHqE7i6W/Q3Cn5wt7YwZ20c20+zEluYgeIXdDU3Epuph9EgPi8XV001CIjPyaGrtAqAuOwcOmtq6GpvRphA9YFwweEvaqxb0oY6KQVHbjqqDzQTuo95NOJyculorjXCmBQ6K6pACOIzclB6A2H+FgyrXmGUo6u1mYADtN3NHPXfZD6+QIV4SIhP02UCAjUAHZ2NmNx6WbVuOOI5jXVfb0OZkkJcfKr+tt+i6GUFnPm5uBpqQYH4nFwUj0ZHc22Ivyl0tNShenX/7Kyv1fUyA6pePldni/4xU0krR7ydyPqzVNRY8MVCXEo6qkfQ0dVk2GnLd3Q7mXwQk50BPg1PTROOzDTQBD2NzWhW8NW2MOf9eLafaiEuIxUlAK6uZmLT00EDV2cjih8Uoc8ymflPL18sdpE8bxaKT9DZ2kh8QhqKT4TbzAvT/udj50kWYnJT6epoRvWCPScNLCo9dQ0EzOj7Tbtgxmvw2bHNoCrY0vUPUi3d+kyV6f/xsWVRJ544gbkXDvkoha3fRC+fHwJWiE1JQwE0m0pCSjaddTVoVt0GigaaVaGroUFvF5S+PN+AjYta0CxgdsPsD+PZ+Q0Lno4W5nwYz86vWShe7WXDEheO1FSEilE+d2Mzh7wXz/avW5n+hpcNJ7iISUrFV9fCnA/iKVlmIeDsK58XHBmphr85c3NwNdUCCppdpbOpAZMPAjagFY58SuPjC1TiCtPpbmxEs0CCIxW1zzZGG9ENR7wA65a00JsCGfn6Xs4Bp4rSN+YRFgXFp880EGYFxSvobGtEmMFf1czc9+LZcYoVT1cLqhfmrU9hy+wWZnwez5fHuRAmBVtKsu57GgQEzFzlZethnczemMIXhzUz98N4tpxupbu3GbNPwZaQwswXvWw9sgtTXjLOxFRUX/91pvp1ewSvp0CMSnxGNp11tXSE+Ftvs95Obj/NSqevGWs3HPpBKhuPbEEzgyMpZUh/i81NpbNDrydHdjqYFLrrGvqup35/23wqmBQI9H0dlGRN0f2ktZl4Zwqurha89S2D/M2RmYZmUehpbCQmKwMCgqadW1ECsGBtKlu/AVqc3pbHJ6aDJuhuasKZmIqwKHQ3NeGrb2H2h/Hs+IYF7CDMenviyExDWFW66xvwVzRz1P+SWX+2ikju973YNL1M5k4NZ2ZW/z0pOwdMit7WddSDqpAQl4GwqXS01aEEIC4/l476Gr19sffZwyuord6GoxWO/l8qH58NaqyuT0xmGgQEPc3NxGSkoQQE3c3N+GpaWPRaEp+cqeLPwrBZbGaG7m9AfG4ururq/navJwB+DVdbvX4dZGaBWaWrugbNBPFZOXrYrLfrXa1NxKSn09neCDtbWPR6Ch+dByaHfs0H2z3NConxWXTV1KDZVOJTs1A82pB9iq66WvxxKgmpOSgBTe87+AUJqVlGGA1EX9vRU9eIp6mFuWvi2fFNC8Kp10tscirCrNDT0ERsih7ubG3C3dTMIWv0+6SI0W2W4ExDMyt0tjca4e6mRsxu/R4/9329vXAU6G1Eb0Oz0V70NjTjc+j3clMXTPuvl42LXaRNm4Fm09uO4P2pq7EB1QcooHTDtFd8eruenkp3SzOaBeP+1NnZDH39DOGH2S/B50c36/cTZypCob+NWBPP1m9ZsWgQk5qq33MH3J80ixIW1mJMqG6Njq4mAPxVLcxdG8fWb1tJSE0L8z2A+JQsumr77JeSRVddLZpVIT4lC8Uv6OioRwkI4rKyEQ6z3sfToL29TrdfWnZYf09YVNROH0KAa0DfT/FoCBNg1sMdrXUIm0pCShbCohrXkLCqRj9CsyokZOXqx1VQAkL3VatCfFq2nk5nA2iChIRMI6xoEHCaICDobmykt6WZb27IYtqt07CmWsnLykPz6zNZfT0+Al0BimcXU7KtBDQonlWM3+2nrLQMk81Efna+PtZwmFFUhdKyUv14Vr6+HXLf/usmq7418vYvtqNYFQpzCocca4SOn0pLS/F3+5l99GwUFGOv8uBYY6jxU09zjz42GrBXeUFeAZZYS9j4STEpKKoyaK/yocZPQhM0VTWRMy1n3Afj+9U346mpqZhMJhoaGsKONzQ0kJmZOWSczMzMEeWD/6NJE8BmsxEfHx/2B/qemo4kB7Z4G3G5cdgT7dgT7Ho4wY49UQ9bHJYR9w8M7nsXHKja4m36HqPpetoxaTE4M51GODYjVg+nxhjff1gcFmMfPktMf9gaa8VkNaEoCs4sJ7Zkm743aHYcjuQ+3XNCwrl6mYy9h1WlP6z0OXLfvoLBMlmdVn3P9Zw4bPE2PZwdN7gcqTHYEvQ6MNvMxl7lJpvJ2GvdbO//dtKaaCUmLUbfOzDdjj1F36/Zke4wyuFId+h7glpA8SvM/TiPRU8V6FPM+/YE1+z6wBdAOEwIq4rmMKElW/X/fWHhMKHFmPAnmHU5pxktuOeqSdE7cgBmRR+IA5hVIyysKlqCRY8bbzHCWrxF/7OrBOL0c8JhQthUfVAOCJsJ0befsrCZIBi2m/S87SpaklXXya7qOsb2h4Pl8CeYiWsx8fV/pFJ5OBz3r2QsPX2d7L5y2Fvg68+mUjqnhyNfTcbSqVD0ZQwzX9en3PtjwOfU49g7VRavSqHycDjiaVD71q0RFgXRt9e6sCiG7rYeE6n1Vo56XJ/K74/R698fbwoLBxxgcaskN1lY9Hcwu/p07LOTEVYUAjaIrYev/yOVhFaL/rmBA73cdtWwWcCmH7d2wddeTCGx1YLa93hRmBU0S39Y9D28EOa+cigKAaeJgNOEcJgIxOn6BmwQXwZH/QN2zerh6NeSMbcDiqJ35oM+ZlOHDtt1XxND+FuozYLlCDggZRMcvyoVq1/F3gOo9PueSTEevATsum5HPw27Zvdw9KvJWFr0G28gzqT7W1+ZsKhhdhI2dYC/9e1xbVXAZjLspMWYDB8LOCBxJxz9ejIWv4oloPsJSl992FVQwNFpIqXBytF/AXNXiO9ZVLxxGGX1xYG9FY7/VwoJbWbdrrEm3T9sA+0EjmY47k9QOqeHY15Kxtzu7ysTxrUVtJm1E456HHbP7WbBC6D6BAEb+OIwrrmAVa/b2Do4+i9QdZh+vShe0VcmPZ2jH4Pd87pZ+HoicXUqX/tnCpUL4fBnQPGBN07PU9jUsDZCC/ExLaQcmgVimnT9Ko+Ao/6bhAgITD6VlAYLR/wdjv93CgnNZhY9B6VzezjuX8movXrHGvS6WPpcKon1Fo75u14nuu5g/n/23jw8jupMF397VasXqTdZkndjyRhveAdbtgCDDQYCDg4kIZkQyE1yM5AJCZncO/eXyczNzXMzmzOZTJi5SSYmCcFJIDiEEAwG4wXLeLfxbrzvstStbvUitVq9/P44Xd2nq7uWo67qLln9Po8etXTePt9b3/edr6q6v6qKk3kW/JboS9YQjXS+pa1GpCwktgDxQ7KG5F77C8CZGX1Y+nPAcnkAKTPxRYqKTcKay72L80ByryedzT3odII1Im0mMbNdA5a97IUzs6bNET3uXJ+pNe+54OkyYekf3UilU0jWZupREGj/T+DquBja/+TBtWlA25/dJN/+i3x4UhvUkzyZ1Yfb3nZCN4BsjcjWizqy7dw2pY06wKjPi1Otj9RJp98EfQpwdBlw9+9IXV38hgvpVFow33SZfEtYkasFRfLt9rWAboD8H3pka3nSQl5bAiiabykLqTFJrjHGoIM1YMDydV5cmg8sfJHU1LSBrOmURU+0ZupCwopsvt22DkCSbMegjezHAJKn9T4DzIN6LPkVUJM5bEqZctuUcOjz90l2Y67WZWpHym1G2mZE2qTP1Ahy0pTLPfK66aQBd77mxcV5wJJfAqYAWa9cnAbtmXWeee0I6GFK6LF4HWC5mltbYvuntDWzb87Ut7SD7IsTdQakbIbca6sBqRo98a9BR9bFnzy4OA9Y+nPA5OfVPb0eaZsxm2Npm1HwmCJRl7lGjTqOSPNfU7UjYSX7Sk8XiZVugMQpaSf+HbTnXqdqAEvUAO81Mxb9AjBk7r9YbP+UMgGmCMmv+h4jUjW5GkHXi7iD+NZ2neTt2Rl9WPqaG/rM5Yr0/iltIPslS09mPdwaJXmbSGePKbgawe2vrd2krl9aACz9oxumSOYEnaoR3k4zavrI/iZlK75/4r8GkN0n2TqBZa944O4ywRRDQe6lLCSPs/HLxIl7nXKasrmXrjVm92dpbruNuuy6SZv05IQaQMphyuYbfeyXcpqyuZdymkjuGXXZ4z2AHKsKHcOixoC01ZitF1y+cfWNfp20G7I1ImUGakMGJI4ncPyp44h1x6A367PPGTdZTbCMIsfZFo8Flgby2jbKBovXApPDBFujDdYGK8x2M0xWU/aZ7dy5Rva1ibw22ozk3EbgXIM+fzLXmWFttkKv10Onzz23XOz8KXtu5LHC3myHyWFCjbuGnO/wzp/MNnPRc41i50+mWhPsTeKPllULmjoZN5vNmDdvHjZt2pT9XyqVwqZNm/K+KaexaNGiPD4AvPPOO1n+pEmT0NTUlMcJhULYtWuX4JxVDB+kHCnsuucMbD1m6Efw/dvCdUmcntmHATtQE9PDwOvKi7pAxq0J1MT0SBpSOLQ0jNoACvxGz2XuB4wSN98M1yVxcUo/DHFluVEXcHFKP4yDOkW5cuAfBwSbgEh9DDroYFb5Rrr+cUCkjgRNypYWtakZ1wsLkM1biDzphuaa+yGPW2S98G32W9jWA4vNrN9SwNXx/TAmdbg8M2ebtpX1W1qHKzPyOSz+5yM/nwCI5BPHjbrJdb41jE8e4sc+r9bE9cQHg7qi8ej1EmMJc45riCPrRzpmpcRISJ9YnrDkm1QOZWu1DK4atbqzKSm7FpWKzqYkejzxTD5J2yunNv84MGlTGlrZr1ai/l5sJc7WldC3G3UBl1r6oU/pYBr6E9JuCITrkqhpryH3fipzHlchD5q6gRsAfOMb38ATTzyB+fPnY+HChfjhD3+IaDSKJ598EgDwuc99DmPGjMH3v/99AMDXvvY13HHHHVizZg0eeOAB/Pa3v8XevXvx05/+FACg0+nw7LPP4nvf+x5aW1sxadIk/O3f/i1Gjx6NVatWVWozq1AKRuD8NB+uL43DEZlUaTWVgwU4taAPNpcVG54i10HbiowDyI5f8Q4guNAhOte25+TZProkivMfk3Et2hC4R5dEYXNJXLvK45rE2dJwAoc+A0QDwIbJPthcXhTxlHJwAu9/IggA0tuqRW0lxFU0VhbgQntmW5/yoWlUoyzutucAh8cICF0Kl+ECKFwvPJsAcKqRYT1I6KNtAjm/RQNRfAjiE852nr95fsvjBBj8z4czl0/b5gMOjwXw94pyAWBDI9kG4f6yIuCv6UBh3foQ5Ks9oXjYXN4s97SrFrHM/Xb4nCHVABn6iuliyTfJHGKpv2rU6nqy3iXrkBKoB3Y9HILN5cW2qfL4ZdPmZNSmNMq0X9Vi/T26NIqjS2Xs9yW0H2mP4kh7VP19pNZhAeq/UI8x3xF+UkYVlYXmTsY/+clPoru7G9/5znfQ2dmJ2bNn46233kJjIykCFy9ehF6f+0J/8eLFWLduHb797W/jf/2v/4XW1la89tprmDFjRpbzrW99C9FoFF/60pcQDAaxZMkSvPXWW7BYSn8EUhWVhT6gx6d+dDuCzf04+IlKq6kcHF0GLH3DjUOr0lj8Zw+2fNwPuHLjtmvAHesasPvuAOZsq8eOFQHc8WcPwqPSOPgokLIUn2vam8CuJ4CEyKUzHD9pSGPnU8pxOc0JQwq7GLnZ59EOEZ7DwIyNOpyYacHNh+3Y/enS55Syd8dGcgOe3Z8GYqOHl7ZS4iqm3XYNmL9Oh913GzFnWz2Ofz2BhLP4bovmzv01cOxZ4Zs2cdxi64Vvc297EIs2yV8PLDYtfRm/IQ0DGpDQp2BM5Wzv/nzOVtZvSMGIfA6L//nIzyfg+JdjCAt06nHcs7elMWmXF1vu9wEtbD6gY0/XmrY/eWBM6pEwpLB5dWE8Di8wY+aeehxdnkbbe4SbNKTx3moQP67N98lQ1oSYPrE8Yck3qRziNMjhqlGrm04aMLfDLasWlQrOFsknSNorpzau7snVpjTKtV/VYv29Y10DAGDnE2kMDPF8nJsnpUtj55Pi23mjw9FlQNcTXeg2d2PqL6cCEyqtqAo+NNWmzuGZZ57BhQsXMDAwgF27duG2227Ljm3ZsgW/+MUv8viPPvooTp48iYGBARw5cgT3339/3rhOp8N3v/tddHZ2IhaL4d1338WUKVPKsSlVqIyUI4XNq47BOKDPXis8EhF2J3FwSS/66wFDQlfYpt4AHFzSiz5HAoaEDklzCrtWBGGIo8Bv9Fz6BGBMSts+NjcCXVpZbrQBODY3An1KpyhXDvytwJXpaQS95O6lRnk3+C/JXmeTPFta1KZmXI/fm87mLURuikxz9QnI4hZbL3yb/Xa29cBiM+s3AKenEZ+casvZpm1l/QYdTi/J57D4nw9+Pom1l3LccOYLshp5N6ku3IZUTnfWtykdPsr4oFg8/E1xpJBG3J7j6tLI+pGOWSkxEtInlics+SaVQ1ytlsNVo1Z3TkjKrkWlonNCEudbotl8krJXTm3+VjBpUxpa2a9Wov4emxNBCmnoSjhDiTYAx2dnfMJYp240hN1JWB+1Ip1Mi9b3KioHzX0zrnWcOXMGDoc6DS8XLlzQ5Lys75fiC43z/0//zR+LJCLoudaDoD+ILkMQbzwegi02Fml/8W6HsP960dfF/pb6v9zxUuYQ01jsPX2hALpNJgym41i/mvRtWqnHJUYDPsRNEfRikIyngD6jAVtWDQIxkJ8ic731+cw/eXPRr/tCAVypj+D8Z/sV5SIBxOsjOPbwVVjhyuMWvIfHtfkL5+Qg5Muw/3qOHwOuOw24bAvg8icCsNbl5hSbT+rvYrGLBnxADDg3Oobt8/thdUpsq8a0lRrXYrGi4+ozGeBDAOtXB9CgA+CX5r71ecCmK4w/nxtOJwvXC88mEkBSZD3QEPShgE2EQPz2eD9M1yI4eNNVNMKbtZ2X95zfHizkiPlfSF+xfOp5CrC5RPyW4Xbakzj1CWKkQUYdzM7Bi31e3Xo4gPpeEw5NuQroi8QjHcCmuyIYdNhxJsM9Pb8ffX0BIJQfMzqvpJC37sX0ieQJS74J5RDH5Wq1nPqrZK2mOedGx7B/mQWwFHJov0n9T85+61pdDAF7H648JU+/2troOIhpG6otMdu0hnLtV7VYf+P1EXz0QCfMqBeMsRi47bzsiuDoqquwGuXtI5U6NpTDKdexIZcf0bFeeH7qgR/+IR2Dy/m/3PGhctWcg0M4LO+RzUpDk9+MV1GFXBgjRnzy1Xbc/+tbYZT/mOQbDvW9JizfPAkNV4xY9YcWWCL5n7M5egxYvnkSmq5bseoPLXD6zHjwzcloX+8q+MSfnmvFLz2wSNQmjn/fi15FuZzmj/+xRVGuHDRdIO2Qt3zkwurft6LuWulzStlbtH8cVr8hbUuL2tSM69I33Nm8NQblcVf80iOLW2y98G2O6qxhWg8sNrN+W+clPnmjJc82bSvrtyIcFv/zQefTyrVeWC5JcycftmD171vhvC7/+dt52/DHfN0NV4xY9XpLbqxIPCafc2D55klo/ijHve9Fb9aPQn5TTJ9InrDkm1QOcRrkcNWo1WOu1mLR/nFYuc6rem3hbE0+bMHKtdL2yqmNq3tytSkNrexXK1F/l2+ZhFV/boEtoBMXKKF9+eZJeOS1VlhFtIwE1PeaoPuxDj1f6kGie4S3CWgU1W/GGTF58mTVnz3X0sJwEV4Z52V9vxRfaJz//2K8cCIMd8QNpIA/f+Yg2jbdDJvLA7un8AYj9Y1jJF8X+1vq/3LHS5lDrsbOcT68/2APzKNcANKwOhwwZG5+4vA0IjwZeP/BHgyaM4+KaLBh68f9mNvhRq3Tm3fNeDSB7Fw6ADV1XhicZB4O9OtoAthzdwBztzgV5aYchDtnS31RLg0+t1ZgTrm5EJ4NHLGlEQKAjwCTwwsrQ27J+Ztv72QojCmH7TA5vLC5hLdVC9oA5eIqFCuOu/fxNOIxkrcOlwcJt1GSq4OOcNPi86YsTvDXC99motladD3w55Va48VsxkZl/LbJiYOLApixqx4HHkwjbiS2aVtZv22qx4GPpRE35Ti9tYX+l6uPn0+OunrE6ov7jeMO2O3AYcBitxbNPTEf0LHvrc3VGujSOLAogJm764vGIxQ1InE8hcRYJ7CHcGftdmb9SMeMn1dC4PtEVJ9InrDkm1gO0bVaTv2l6/5QazWfE5jqw8lB8fUuVluK/U9wvzXVh/21PUg3uoDDKFr7KqHN4WlEeDawH+LaSrUlVjPKtV/VYv3ds4zoM7o9ovtCMaQcwN47A5i71QmzwwtLBY4N5XDUPjYESH7Ufa0O4f8Mo7GpERMmFF40Th9nyzkGF/u/3PGhctWcIxQKlTzHUFD9ZryK4Y0UYBw0YOuXziExwu/H5wgaEHMAG5/wI1bkSgpH0ICYPTduTOix/zP5N2/jz7X9WSDhlLZtGtBj+zPqcDd+xq84Vw5cV4Cgl9ztNTZOmTnFUNOvx4bH5dnSoja14mrzI5u33IGgFHf7s5DHFVgvtM2Yg309sNg0Deix/WkABj02fsoPywC1vTxbpgE9Nj7uhyVeyGHxPx9cPm17DojdJF5IXVeASDPJvVAzuy1+7LN16zN+6AxkrGg8bMCRxWH0jclxtz+DLDcvT5zsuiT1ieQJS77JySGWfFOjVtf067HtaZSltriv1yDSnMk9Gfa0rE1paGG/Won6axrQY9vHAyXvy40JPd76Cx8Gy3Dzfa0jFU1hxvoZsDSN8ANljaJ6Ml7FsIY+rMe9L8/E8h+2wDiCn5/o6DFg9vZ6uM8C973ghSWYP27rBmZvr8eoS0bc94IXdV16tP3Jhdt+hgK/0XMt/VfAInHNFsdf+iNluZzm+170KsqVA88pYMxRHVo+JC2K9nOlzyllb+JpG1auk7alRW1qxvWWt3XZvDX6RO7QS3GX/itkcYutF75Nz0W29cBiM+u35zM+WefNs03byvqtCIfF/3zQ+dS+BrCcEr7eh+NO2AmsXOuF8zK7D+jY59WtF725sWD+e255W4fxJ8yYvb0ejR/muEt/hKwfhfymmD6RPGHJN6kc4jTI4apRq5suGDDxtA3tz0P12sLZmrATaF8jba+c2ri6J1eb0tDKfrUS9Xd2Rz2WveqBrUtcn5T22dvrsfJXXtR2D32eGwGOHgMi/xXB4YcOI3ZlBF/PqWFUT8arGN4wA6G6fvTXJ5Aa+uVFwx7hUUm890g3pv8JSBrSSPI+lI42A+890o25m51IGtKIG1OI2BMYcKDAb/RcKQOQMIjbHjQnkUIaKaOy3GgzsG1FN7kbakQ5rhz4ZwL7Hkmj9Sh5xlOC7dLYIdnbv5AcMVgK7zmneW1qxnXXU+ls3opdWEVzUwbI4hZbL3ybIcb1wGIz6zcTsKO9GzoAH67I2aZtZf1WhMPifz74+QSzNHfCPvL3AOOFbvzY59UafRoppAXjMW1/HRKGFKZsyXFTRiBpJPPQMSslRkL6xPKEJd+kcoir1XK4atTqmC2JNEh/sdq1pfPmJHas6M7mk5S9cmrzzwSTNqWhlf1qJervthXdSCMNXQl3/o42A+/fQ/ZbxujQ57kRMGgmt83X1ehE63sVlUP1ZLyK4Y0+oC5Ui70fv1y03XrEIAa0fGiDHjrsvC+IQf5zgnnjaZMe9ogRx1YWaVOnuAcflX5msanPQLgPKctFDJh4xgYddEhLHfSzcOUgCNz8LqCDDgfaAuo/XzYItB6tJ/ql8liD2tSM67gPkM1boWfc8rkHH4VsbsF64Y8Z2dYDi82s3+4Hxl4hPmn+iNreuvz3c37jc5j8z0cwl09HVwCxCSIJGMzPvf4mdh/kxZ6qNYfmB8k23SMcj+6mWB734EMgXH6elBAjIX1iecKSb5I5xFJ/VajVFr+B5EJ7GZ6r3QvM7KjP5Z6EvbJqC7JpUxpa2a9Wov5OPJ3RV8oZSgyYcI7MkyrzBylag6mPfEIz8f9MhKVhJB8oaxfVk/EqhjX0UZLCd/30Jhj7KiymgnCEDBh3phYAsOQNV2GbegB543Xd5Ovw+S+hwG/0XPPWARaJRwTZMndknfeqwlxKsymoHFcOPJcAW+Y+HnM6XKg7U/qcUvbsURMAwCLx1BQtalMzrs3Hyeslb7hg7BJpfaS489ZBNpe/Xvhj3qts64HFZtZvf8z5pOE8xfHnv1+Iw+J/Puh8mr4RsJwQaVPn5Z7zIpstfuzpWjNnF7kb15K3hOPRdCWfO+/VTJt6yJDv2xJiJKRPLE9Y8k0qh2gNUlw1anV9pnV5+jaoXluaOg3Z2jJ9o7S9cmqj654cbUpDK/vVStTfcWeJvpohruPsPJntNJcwz40ALj/OffMcYherbepaRPVkvIphjVR9CgAQGN2P1AjO5vCoJLY/SI5U4uZU0TZ1erzPTlr9wk0o8Bs912ANkDCJ245m7mirOLcZ2LmM6JD6BJ+FKwf+mcDRFeR1GmnEa0ufU8re8emZI02JT/G1qE3NuO57nLyOm1OiLXY0d7AGsrn89cIf62VcDyw2ab/tXUxsnGzPcWhbtN/4HBb/85GfTwBE8omfewOMLY/82NO1JmEktVwsHhyH+z1Yk2tTp31bSoyE9InpYsk3qRjRtVqKq0at7s3clC8NqF5bOm9O4kBbQLa9cmrzzwSTNqWhlf1qJeovpy9Zgs+jzcCuO5U7JhjO4PLD4DCI1vcqKocRfPpSxQ2BQfLr0IPXRnSbujEGtO63AQB2r+gt2qZOj3O+Onl3YZs6Pdeh1fLa3gDg0APKcyedIDoS/O0phSsHQaB1K3l5sC1YlpbISaeIQ2JOaa7mtKkY14kd5OXuFb2SrY8c99Bq6TZJet6CNklqLG1kXA8sNjm/3Q2MO09sjPoox+G3qXN+K+Cw+J+PYC6fjsloU6dzbyht6nTs6VpzeF4vAGB3u3A8ep2JPO6hB0ibupGfJyXESEifWJ6w5JtkDjHUX1VqdYZzbLH6rdmWIHDLHiLkmJxW8DJqQ5BRm9LQyH61EvV30vGMPquEPjHEgIkfkXkG60uY50ZAJj/G/3/jq23qGkX1ZLyKYQ19f6ZN/T8nj+ibdFgiejReJR9FL3nDBWtP/ri1F3nj9kzb1sIXC9vU6bnmrZO+oVhtptDPW68sl9ZcE1SOKwfuq4B5gLye0+GC81Tpc0rZs8TJdV2Wa8NPm5px9Vwgr5e84YK5U7j1kebOWwfZXP564Y+5r7CtBxabWb+9mfOJqzPHoW3RfuNzWPzPB51P0zcC1iPCbYz83HMz3mGaH3u61mTb1N8VjofHl8+dtx6w9pB5aN+WEiMhfWJ5wpJvUjlEa5DiqlGr64Lk9/QdUL221Pn02doyfaO0vXJqo+ueHG1KQyv71UrU38ZrRF9tT5E3ywS9nUOtBzcKuPw49z/Pof/cCH7skIYxwps32HHmzBk4HEUe4qwALly4oMl5Wd8vxRca5/+f/ps/FklE0HOtB5FEBKMxGlfHBxCOxJD2F//UL+y/XvR1sb+l/i93vJQ5xDQWe0+32Y937wph+eZJ6K9JIJgIwEw9tiRq9uHduyLZcb8hCMCDrtEDCIfDSA3kuH3mQG6u2iR6+wNI0HMFfHmv46YIALfi3KgZ2LIogrs+mIRIPIBoIFmw3dx7+Ny4v3BOKV+G/ddz8zUDg20GzO1wI400/Gk/DALXnUnlk1TsogEfos1AYkoMcz4ah3hKYls1pq3UuBaLFR3X7Q8asPQNN/prEugd8CPhl8GtTaJ3wI9oJD/+QvPS64U/dtnhR0BkPYj5V8rmoMmU9du+qZew9MAkHJ4XwKx9me3tD2Zt0X7jc3Qi/hfSJ5RPvbregnUjxPUZAnDIqIPcHPzYd1lzdStmTqA2bhKNB8fJcmuTCCYCSFiA7Q/qcnnSH5R9vWneuhfRJ5onLPkmEKMcl6rVEuspr+6XWH85Tnd9DC3I1ZYYQ64z77dG+TE4tw+L9o8rao+vvxzacrnuQ2RuTFDbUG2J2aY1lGu/qsX6y+kLCewLpcBt59bbIrhz1yREEgEMyNhHKnVsKIdTrmNDOj90Th26+rpQe6F4r7rYMbic/8sdHypXzTk4hMNhxeZiQfWb8SqGNzIfvh5cfAGpEfzIBmMMmHOgEQDQsfgyEkVaz+nxVOZjuBPzogV+o7n77g5JtrIZM5cK7GtTmBsDZh4nOvjbUwpXDixBYOZO0tu2a+4VxBpKn1PK3vTT5IJIqTZ1LWpTM67TPyATdiy+LDo3zZXK24J5LcJjANt6YLGZ9dv8EG45R2xMOF18e2m/8Tks/ueDzqeDbUHERFrPC3LPyWaLH3u61hycSr7u37VAOB4xcyKPu68tlJ1Hbp4MVZ9YnrDkmxyu3HxTpVZnvkU7OC9Yltoy7yCpLQfbZNjTsjaFoZX9aiXq78xjGX0lHNMZY8CMk2SewVLa3W8AcPlh+7INRrHLB6qoGKpRYcTkyZNRVzfUC9LkoaWlRZPzsr5fii80zv9/MV44EYY74obxIknhB9bNQceXB2D3NBZw6xvHSL4u9rfU/+WOlzKHXI06gw+eIPm0857NE7F1lQ86lxcA4PA0wtIFeILIju++g/R/3fGaGx98Of/aLLsf2bmWvOHC7ieAmJfMw4F+bQVp5VvyrrJcWrMz5ULKlT9Og88dFJhTbi44rwPGzAfyt+8fi0NjgWSL/NyS8zffnonckwp1IRfCItuqBW2AcnEVihXHdWW+0bhn80QcnelBvMkoyV3yhgtHb/IARbQWm5deL/yxPXf6iq4H/rxSa7yYTRvnt/ddWV5drynL2T0+Z4v2G5+jL+J/ufrofJrT4cLJCfW43lz4fj739v1jsaveB/Pc4nkq5AM69mlTMuvb2w+NBQDcuV04Hs6IJY+75F0Xtq5KQm8AXP58n5gE1g8Nvk/E9InlCUu+ieUQv1ZL1V+67g+1VvM5nkHyFeWcfS4cGgMEWws5YrWl2P+Ecq920AdTimia0+HCIQ+xJ6S/XNocnkYYTuTqnpC2Um2J1Yxy7Ve1WH895JYQcCfE9/tioLfTFXchXoFjQzkctY8NgVx+RP4xgrE/G4sJEyYUcOjjbDnH4GL/lzs+VK6ac4RCoZLnGAqq34xXMayRcpC95cVbg0gN8Q66NwIintwdeCN1CcR5nwTHRuWPxzI3NLk2HdlvyYvNFXVJf3rOfTumOHcUsPOezJ2MFeTKQXBq7q7RSV2K+RvAodg7cCvRH5O426kWtakZV+6uu5G6BOIi37bQ3KgLsrn89cIfC45mWw8sNmm/7V1CbBxtz3FoW7Tf+BwW//ORl096oM8rk6tLoc8lzC0GfuzpWtNnI996i8WD43C/oy4gbiXz0L4tJUZC+sR0seSbVIzoWi3FVaNWR0aR30m9jJtJlgjf5Nwdy+XYK6e24FQ2bUpDK/vVStRfTl+shJuxxkYBuzJ3ZR8Y4d+Mc/lhHmuGyTWCD5Q1jOrJeBXDG3Hy6/Ri34hvU5+9jdzL4GB7uLBNPZI/zp2AX16Aom3qHPfESuk7rhozrYMn71KYGwFm7CY60lLtdAxcObB0A1PfJa8PLe5VvyWyG5h1KPMJiVOaqzVtasZ16gby+mB7GLALN3PR3BMrIZvLXy8FNsG2HlhsZv22CJh6iNiYdIDi2PPfz/mNz2HxPx90Pp24B0CTcFAKcs/JZosfe7rWnJxKfH1koXA8OHDck3fl2snzfFtCjIT0ieUJS75J5RBdqyW5atTqSEbnfJSlFXzWDlJbTtwjw145tXUzalMYWtmvVqL+ztiVuS9TKW3qEWD63sx2jvCTcS4/xjwzptqmrlFUT8arGN7Qk+fd3v18K0yRSoupHMx9gD1kREKfzrtbOgdjjIwP6lLkbsPBFNJIY+ELZKclNNe8daTdSwwJfRJppDF3vbJcTnMaaegkbgDKwpUDSxAwpEhuzelwwXmi9Dkl7aX1SCMNo8T9Q7SoTc242gLI5e21QVnceesgi1tsvfBt1l1lWw8sNrN+ezPnE2uY2t6u/PcLcVj8zwedT9M3AvZDwkHh5573DLsP6NjTtWbOPhfSSOP2dwXigRSsUSMSyHHnrieX1Zj7eHlSQoyE9InlCUu+SeUQp0EOV41ardMRzvTdUL22WAO52jJ9o7S9cmqj654cbUpDK/vVStRfe5jo05fwhBx6Ow2VuSeXZpDQk2uLzv3Pc4ieHcGPHdIwqifjVQxrpBpSeOUvd+HEsi4kFfhGdLiizw1seMqHjq8AvuY4Yrb88ZiXjG/+tB++5jjCTcDbn/Ph3OLCtjZ6rp7xQEziFgnhscA7j/sU58a8hOtrjiMi8YxXFq4cBFuBbc8Bmx/xIW5KIShyUyslEGzN2bo+bfhpUzOu255DNm9jdTpZXKJDmltsvfBthkazrQcWm7TfNj9CfLLtaXp789/P+Y3PYfE/H3Q+DdYAkTHCfuO4274AxE0pRDzsPqBjz69bnA+KxuNxsr0dX8hxe8YDMRuZJz9P2HTJ1SeUJyz5JhUjrlbL4apRq6/NzeWC2rWlZxLRv+0LkGWvnNqCrWzalIZW9quVqL+cvtB4cX1S2t/9lA+97kGExg59nhsB4bGA+3k37HPtqBlVU2k5VRRB9WS8iuGNGLDgvZtw5jZ/wbXPIwnGCHDHyy4YE8CelaGibep3vOwCMuMpPTCjw4Erc1FwG0d6riOPApDRytb2uou0pqnAPbA0pChXDiydwJIfABgENv1Fj2TruBL27viDBx33SdvSojY147rgZ8jmLWzirY8c98ijkMUttl4KbCbY1gOLTc4Xp5cCt2104fD8EBa8SNnm6Wp7vTiHxf980Pn0wTMAPCJt6hmuJUZybyht6nTs6VpzYGkIt20kY8XiYQwD1rABRmOOe2Ilsn7Mi1kJMRLSJ5YnLPkmlUMs9VeNWm3pJuv9wCegfm3pBu59wQNLLJN7EvbKqq2TTZvS0Mp+tRL1t+2PLnSNiUNXwuXNxgiw+A0Xdt/TC4z0NvUIEPz7IMZ9axyMIpcPVFE5VE/GqxjW0Mf1GHvGgwf/7y0wj+Q29ThgjRhQdxVYudYLuy9/aRtjZNzdbcTKtV7UdevRdMGMJf+OAr/Rc7WvAawSj9Tk+It/oiyX07z8Za+iXDmwhAF9Ghh71oKVa71wHyt9Tml7Otz1J2lbWtSmZlxrQ8jmreVKXBa3fQ1kcYutF77N+i4903pgscn5beFL5Pddf/Lm2aZtcX4rxmHxPx90PrWvAeoO9ElyG0+QbRh1mu0Qgh97utYsf9mbHSsWD+91I6wRAxqO5biLf4KsH4X8ppQ+sTxhyTepHOI0yOGqUautEbLeF74E1WsLZ6vxBNEvZa+c2ri6J1eb0tDKfrUS9dcaNWDaXjtsneL6pLRn68nloc9zI8AcB1LdKRz/1HFEPhrBB8oaRvVkvIphjVRdCn/44h4c/Ng1RZ4vPVzBtSv2jAeu3BRDzJ7KG+daH3uaE7hyUwwRTwrvPu7HR8sL76hKz9V5C9BXL237ncd9inO5drUrN8UU5coB1457+eYY+mxJ9CjQ+i5lb/MjPlm2tKhNzbhuew7ZvI05hXdZNLfzFsjjFlkvfJu9o1NM64HFJu23zY8Qn2x7OmebtkX7jc9h8T8fefnkAELjhf3GcS/MBvpsSYS8KUGukA/o2PPrFueDYvHobCHbe21Kjtt5C7J+pGNWSozE9AnlCUu+ScUoW6tlcNWo1T2TMuvdAdVrC9emfmE2ZNkrpzauTV2uNqWhlf1qJeovp4/1Mhi+jXc/5UP36Dgi7qHPcyOgz03a1F13u2AZPYIPlDWM6sl4FcMb/cDiDVNwdUZoRLepmyLAsnVuGOPAoTsjhW3qITKuS5DxtB6Ys7kOXVNQ0KZOz/XR/ZBsZTNFgPb1bpxdoizXGCLc4/MjinLlwHIVWLoG0MWArZ8MqN8SeRW4c70Hu++QtqVFbWrG9fb/QDZvRVsfKe5H90MWt9h64dvUJdjWA4tNzm8XZwOL33Tj1NQIbl9LbS9PV/v64hwW//NB59PeL0G8TT3DtfSR3GNuU+fFnq41x+dHsPhNMlYsHqYg4L1qhlGf455dgqwf8/KkhBgJ6RPLE5Z8k8ohrlbL4apRq2s7yXo/8iBUry21ncB9az2w9GVyT8JeObVZrrJpUxpa2a9Wov62v+pG1JGEroRjOmMIWPqaGx8uCY34NnVTBAj8TQBN/62p2qauUVRPxqsY1tAn9Wi45sD9378Z5lCl1VQOhgRQE9OjrpO0fTm6DHnjxkEy7uLa1DsNcHWZsOR5wBwWnqt9DWC7Js/24p8py+U03/OyV1GuHJj7AR2AMRdIK7jncOlzStvT4c43pW1pUZuacTX3I5u3lksirY8Ut30NZHGLrRe+Ted1A9N6YLHJ+W3hb8jvO9/05tmmbXF+K8Zh8T8fdD61rwHq9wq3qXPcxo/INjSdNAhyhXxAx56uNfe87M2OFYuHx2dETUyPhuM57uKfIetHIb8ppU8sT1jyTSqHOA1yuGrU6po4We8LfwPVawtnq/Ejol/KXjm1cXVPrjaloZX9aiXqb82AHlM+tMFewr6c3k7HxaHPcyPAkADSoTSOf/o4IieqbepaRPUjkiqGNVL2FP741D5M6BmNuLVhxH4AGnOSljpbrRenZ/YhXJcEfUP1mIeMIwacntmHwKgk3v2kH+OCXsRrhee6sACIumTYftyHaae8ynI9hNt62IqoSzyyfK5DfGpJhCaTNrro+Rg8nWb4x5lLnlPK3obVPty2pQ7+ceIPV9WitlLiKqY95sls67UETs/sQ6xBuG+R5l5YAMQa9IDAU1w4Lrce6PXCt9k9Jsm0HqT00TZhyfnt2HgfWj+y4mq7FdEAsU3nPe03PifWL9//fND51OC3o7dFDyTFuQgCjvNxdDYlwXKTaX7sY/35devUlD60fmQVjEdtfx+u3WyFrpdwp130Zv1Ix2yoNUBKn5AulnyTyiGuVsvJNzVqdXA8We+LOrzwjxOfr1QEx2f067yovwJJe+XUFprMpk1plGu/qsX6y+kLNwz9iC7mATZ8yofp+2wIe2tV3UdqHTEn4P6JG8bNRljGVtvUtYjqN+NVDG/0A3e+Ng2+SX0j+qMlUwRY/qIHxjhwakFfQfuZMUTGTQkybtADt71dj+A4FG1T5+a60A5ZLXLLX/HgymxlucYQ4Z6/pXB7SuHKgSVzQ6TafmDXw6GytESufNWLQ7dJ29KiNjXj2vbvyOYtLOKtjxyX5K00t9h64ds0JdjWA4tNzm/XW4Dlr3tweVwf2n5Gb2/++5e/UpzD4n8+6Hw69BkATvE29fZMm/quh0MA47XZ/NjTteb8LX1Y/nphXnB+qw0CE0/UwqjPcbntNUX4ecKmS44+sTxhyTepHOJqtRyuGrW6tpOs94/uQlna1Feu9cLSx+WeDH6ZtFmusmlTGlrZr1ai/i5/2QN9EiW3qS9/1YOP5kSrbeoRoOfZHnge9lTb1DWK6sl4FcMa+pQetlANHvj+1BHfpm5I6FDXCdy/tqGwTT1Jxl3dRty/tgF11w2whg1Y+ryuaJs6N9cda3SyWuQMCR3afqYsl9O8/OUGRblyYBwgv8dcsOD+tQ2qtyhy9u56U9qWFrWpGVd9Atm8FW19pLh3rNHJ4hZbL3ybzi4D03pgscn57bbf6GAY1OGuNxugj+ds57WpZ/x215sN0A/mc1j8X6CLyqc71uhE29Q5buNHZBuY29R5sadrzfKXG2AYJGNF4+E3wjRI2tQ5btvPdFk/0jErJUZC+sTyhCXfpHKI0yCHq0atrkmQ37f9Rqd+m3rGVuNHRL9km3oZtdG5Lkeb0tDKfrUS9deQ0GHyMVtJ+3JjErl6Um1TB2KotqlrGNWPSBhx5swZOBzqNLxcuHBBk/Oyvl+KLzTO/z/9N38skoig51oPgn1BvLvqBJrjjYgPupD0F/+oN+y/XvR1sb+l/i93vJQ5xDQWe0+PPoD1qwOwWl3on5vAdWMY1kCu1zQKH9avDgAJIDU3hiu2MK7c50PzYAN64wkgkJurj5orucSMLmM8bzwa8OW97tMHsP7hAFp8jYpyowDWPxzA+IsO+IzGPC7/PXyuzV84p5Qvw/7rufmcwIangL6uAPThBC56E9k5xeaT+rtY7KIBH6JO4NUHA5h9qAEXvQnxbdWYtlLjWixWdFzf+jzQ1xNAam4M/eY04JfmGpfo0WtOF8Sfz0UCBeuFb/OiM4wLq32C60HIn3JsQo+s3047r2P8VQd8M4zoCxHbdN7n+Y3HEfO/kL5i+WQe0ONys4jfMlzEgES3EWddPjTIqIPcHPzY9/Hq1sXRYYy/6hCMR3xuDL7xRgQz3JZgI64bfYA+P2Z0Xkkhb91L6BPSxZJvQjmU4/pk198eBWt1llMXwKsPBjD/xBhc9PYx5TprfemuC+DVTwRgNbuAXmuBvQL9ZdCWy3WfqLah2hKzTWso135Vi/V3/aqMPkvx/b4U6O2cfKYenRa9rH2kUseGcjjlOjbk8iP9v71wXHTAb/IP6Rhczv/ljg+Vq+YcHMLhsDRJBVRPxqsY1jCGjPjUy+3YuupEpaVUFJaIEfdtnIgBcwq75l0qHA8DK9a3oN84iD0LrsLcp8e9mydi9729onN92CbdbmD3GXHvlkk4sDioKNcSBla83oIB4yA6JoaQcMrnokFyelHUXQPaNniRggcHpl6BIr3vEvZWbmhFCmlc7PYjJnJ9oha1lRJXsVhZwkD7eg/6DXXYs+AqxL6HpbmHlwpcrMjjDpgK1wvfpiVixH3vyV8PLDY5vx2eG8SqHS0YwCBqDpjQbyK2AXve+1e8nuEcNKHfmOOw+J8POp+OzgpCrKczx01nco8N/Nhb+nK15nDrVax+oxUfzL9S8J729R70p+tQmzJh4FAKh28hXG57LREjVvwhFzPab0rpE8sTlnyTyiGuVsvJNzVqdePZGizZPx5nb1L/GzTn9Rrc/f54pJDO5J44yqmNrntytCmNcu1XtVh/V/yxBWldClvHBRAf4uPN6O3sbg0Bo4Y2z40Au88IfAdIfSFVPevTKKphYcTkyZNRV1enqo2WlhZNzsv6fim+0Dj//8V44UQY7ogb+qt6WOJm3PvyLGz/cj+snsYCbn3jGMnXxf6W+r/c8VLmkKsx6fBBBx1sMSOWdUzC+w/2IOUid3JxeBrRHyR3QXbEa7CsYxL2tPegZtCIpW948MGX0ohTzR7JMLJzLd7kxt7H04g2kHk40K/NMEAHHebucGHvROW4Rh2gTwO2eA1GR7zwT8ofp8HnxgXmlJsLpsyxngF6zD8xDkfGpxGfIT+35PwtZO+mK15cmCW8rVrQBigXV6FYcVw6b4/NciLWaJbkLt5Ug2NTnIBLfN5i64Vvc9ddPUXXA39eqTVezKYRZK3N2u9CSpeGLV2DFNJZ23sn5Gxl/ZauQUqXzxks4n+5+uj4zjrkxpkWOy5PKu43fu7pPT2AQJ4K+YCOfVd9rtbcfng8AGDx3rF4v6lIPFI15O+EPsudu8OF6INpDDqS0EGX5xO9DF18n4jpE8sTlnwTyyG6Vsupv3TdH2qt5nM8AwHooMPksw70t9jhn1nIEastxf4nlHt9dvJNKZd7+qY0/DOF9ZdLm8PTiMHMPlFMW6m2xGpGufarWqy/+jSgTxvRHPHC1yK8LxRDdjsHazC214tYBY4N5XDUPjYEcvnR9/M+jJkzBhMmTCjg0MfZco7Bxf4vd3yoXDXnCIUqc71r9ZrxKoY3MncC3/zFM4gP7cuQGwIxB7DjftLPtb+tB2F3/u2QE8788ZA3DQDY+3gacVseNW+uIytyB2xCSGT8rjjXCXTcS3RIPc+YhSsHsXHA0RXk9ZmbeuBvLX1OKXsH5hH9Ee/w06ZmXA98krze39aDWLPwLovmHlmRls3lrxf+mH9ckmk9sNik/dZxN7FxbFmOQ9ui/XbsrnwOi//5oPPp/LQ0emcI+42fe50TBG67LgB+7Olac2xmDwDxeHAc7veRFWmE3UnEHPm+LSVGQvrEdLHkm1SM6FotxVWjVnNr8vy0tOq1JdQMHGgLyLZXTm2xcWzalIZW9quVqL8d9xF9/UP8Vjw7T2Y7+0qY50YAlx9jvzkWlpbq3dS1iOrJeBXDG5l7Ddn94o+DutFhCQJtfyafLFvDhQ0vlkD+uDFzbxVrUGIuGR8S1mS+LavrVJZrCQBtb8t7ThMLVw7s54DpGzOvw+rvvOzngDn75OnXojY14zr3N+S1NWwEEjK5Icjn8tYLf8zSy7YeWGxyfnOeB9o2ERvT3hPWxflt2ubi88jxPx90Ptl6IOq3UnOPH3u61th7ybbU+2oK3sP5berhfC63vZagcDyV0ieaJyz5JpFDebVaihtUvlZbMtfouhS4EaYUnJeBOR1Ev61Hml9ObfZzbNqUhlb2q5Wov21vEX06kTmkoPQxwXAGlx99J/tE41JF5VA9Ga9ieCOTwQvWj4N5BN8kMmkEUnrybffUQ3Vw9ORf3ZUw5I9bQzoAwLQ3dTBHhee6aacOtm4J25kYjD+kLDdhANJEJixB5bhykKDOBxq7rfCcKn1OufbshfecE+RqRZuacU1lUnnqoTpYulOyuDft1Mnm8tcLf6w2ZGBaDyw2Ob+N/UiHdIbH+Wbqobo8W7Tf+BwW/xfoouLb0KlD/QkRv/Fyr+kC293U+bGna834i+Tyr8knbYLx0EOXxx1/SEf8aMz3bSkxEtInlics+SaVQ3StluKqUqsz218f0KleWwao87CGThn2yqiNvy7UtseHVvarlai/WX0lfPhJz2OVeTPHGxVcfvT8qQex87HKiqmiKKon41UMb2S+nHn7Gx8hru6l/JrGoB34YGUQAPD+gz0Ij+K1qdflj4eayAEc/3px/lx7H08j2ixuO5G535Pi3LpcC2ZMonWbhSsHsdG5dtz9bT3ZaxPVQmx0riUyMnb4aVMzrgcfI6/ff7AHsXHCHTA0d+/jadlc/nrhjwUmJZnWA4tN2m87HiA+Ob48x6Ft0X47fk8+h8X/fND5dGRFGr3zhW/gxs+9zpsZ29R5sadrzf428vWjWDw4Dvd77+NphEclMWjP920pMRLSJ6aLJd+kYkTXaimuGrWaa10+siKtem3pb8rVFjn2yqmNrnvlsMeHVvarlai/XC3sL+Gma/Q8fU1Dn+dGAJcfrT9uhX3qCL6eU8OonoxXMayhj5IUbj7qGNHtN5YgsOQN0pI14bgF4H34afHnjxszT2/wnkSB3+i5Rh9AwVwFtjMdCeN3KsylNGNAOa4c1J3JteO2HrQDwdLnlLLHtURK+UWL2tSM67x15DXJa+FFTnNJ3srj8tcLf8zSxbYeWGxm/bYlZ4OLbTFdQhwW//NB59PEnQCCwhMU5F7hwxhEwY99Xq35iHyy2vKhVTAeXB5yXG57LUHheCqlTyxPWPJNKodoDZLcoPK12pL5FnHyNqheW5wXczEluSfOL6c2uu7J0aY0tLJfrUT95fTpxW/KLqk9u50j/MtgLj86X+pEIjKCD5Q1DE2djKfTaXznO99Bc3Mzamtrcc899+DUKfHeoO9///tYsGABHA4HRo0ahVWrVuHkyZN5nFgshqeffhoejwd2ux2rV6/G9evyno1ahbaRMpBWqJlvN8HcV2ExFUTSCMTNxBfjztTCEeK1qZvyx61R0r/VshUw9wvP1XwcsEk85zORqSINZxXmmoCkgXyDb5F49CMLVw7itci2DdujJngKnxanKOK1uddSbepa1KZmXAcz7aLjztSKtz5S3ObjkM3lrxf+WG3UwLQeWGxm/XYVSGbajROGHIe2RfstacznsPifDzqfbCGg/rSw3/i519TJ2KbOiz1daxq7SaI1XaoRjAcHjttwFnCESJs67dtSYiSkTyxPWPJNKofoWi3FVaVWZzbREoPqtWXADKQzGWULybBXRm0k1xm0KQyt7FcrUX+5WlhTwsk4PU+xe+OMJHD5Ef4gjNjlEf7JhEahqZPxf/qnf8KPfvQj/L//9/+wa9cu2Gw23HvvvYjFhJNn69atePrpp7Fz50688847GBwcxIoVKxCN5lbx17/+dfzpT3/CK6+8gq1bt+Lq1at45JFHyrFJVaiNTJv6xm+cGvFt6rtXkK+ptj8YKNqmTo9zbeo7v4Sibeocd9/jkN0ipziXateU004nlysHsdHAsUw77oG2gCZawbWsTc24HlpNXm9/MCDZ+shx9z0O2Vz+euGPBSYlmdYDi03abx/cHwQAnLw7x+G3qXN+O7Esn8Pifz7ofDq6ApJt6nTuDaVNnY49XWu4HBOLB8fhfu97HNk2ddq3pcRISJ+YLpZ8k4oRXauluGrUaq4V/OgKlKVN/WBbULa9cmqLjWbTpjS0sl+tRP3lamGpbercPNU2dfK72qauXWjmZDydTuOHP/whvv3tb+Phhx/GrFmz8Ktf/QpXr17Fa6+9Jvi+t956C5///Ocxffp03HrrrfjFL36BixcvYt++fQCA3t5e/PznP8cPfvADLFu2DPPmzcMLL7yAHTt2YOfOnWXauirUgj5CUnjibhf0I7j7xtqTa8lq3W+Dkd+m7ssfNwfJ/0cfREGbOj3XxA5It71lbrIyebPCXJ/8NjMWrhw4T+XacW/ZU6d+u+YpqhVc4kaEWtSmZly5dsbW/TYgKtL6SHEndkA2l79e+GO2a2zrgcVm1m8bC1vQW/fb8ts3fcIcFv/zQedT61YAfuEJ+LnHerNEfuzzas0R8ozFabuE45FtG85wJ28GjJl58vKkhBgJ6RPLE5Z8k8ohWoMUV41abc3cAGzKe1C9tripO5a3bpW2V05tdN2To01paGW/Won6m21TL+GmvHnbOYK7JoFcflx+/nK1TV2j0MzJ+Llz59DZ2Yl77rkn+7/6+nrcdttt+OCDD2TP09tLPiV2u90AgH379mFwcDBv3qlTp2L8+PGi8w4MDCAUCuX9VKE9pEykFWrKdm/BCehIQtwM9NeST5cbr5phieQv7YQlf7wm82iz8bsBM89v9FyeC4BV4rrQROYDcOc1hbmWXAumRaJdjYUrBzFHrh3XEjfAfbX0OaXtZVoiJfyiRW1qxnWAnHeRvA6KtD5SXM8FyOby1wt/zJTUM60HFptZv/mAwUwti5tzHNoW7TeuxZPjsPifDzqfzANA3UVhv/Fzr87HdgjBjz1da1y9ZCPc3cLx4MBxndcAS0SPuDnft6XESEifWJ6w5JtUDtG1WoqrRq1OmchvUwKq15Y+e662mAek7ZVTG1335GhTGlrZr1ai/sYztbCmv9i75YGex6rApWvDGVx+9B/vR+zqCD5Q1jA0czLe2UkekNjY2Jj3/8bGxuyYFFKpFJ599lm0tbVhxowZ2XnNZjOcTifTvN///vdRX1+f/Rk3bhzD1lRRNliBAcsg3vrrk4iP4O6bhB3YfW8AaaSxdZUPEW9KdDzUlEK8JoUdX0GB32ju7ieAvvwlWYABe1IVbsIOfHB/D9JIIyrRZsbClYNYE3D4IXIwtusuH3qmlT6nlL3dd/mRRhqhycNPm5px/fATyOZtbIxI6yPF3f0EZHP564U/FhybYloPLDZpv+14gPjkxH05Dm2L9tvxe/M5LP7ng86nQw8BoTkibeq83OtqET7gFvIBHXu61uy6yycZD47D/d79BBDxpgp8W0qMhPSJ6WLJN6kYsdRfNWp1aFQymwuq15aGXG2RY6+s2prYtCkNrexXK1F/P8jUwshocX1S2rl5whKXft3oGLCTD+ym/mwq7FNG8IGyhlGxk/GXXnoJdrs9+zM4OFjynE8//TSOHDmC3/72tyXP9Td/8zfo7e3N/ly6VOa7d1QhG4aEHi07vCO+Tf2O17zY/2lg+q66om3qd7zmRccDQUzfVQfDAKBPAuP2oGibOjdXC0Pb69S3lOVymoOeQcQk9h8sXDlwngJmvQ4cXBTEnO3usrRE3rbZi4QhhWDD8NWmRlwX/hLZvJVqfeS4LZshi1tsvfBt2q4NbT2w2Jz6BrERqh/ErNep7eXpuuM1L4IiHJY1yIHOp1vehmSb+qzXgWP3AHO2u4fUpk7Hnq41rYfJTT9ufb++aDz2tQdx22Yv9n88x536Vq5NPS9PSoiRkD6xPGHJN6kc4jTI4apZq6e9ibK0qd+22Ytj94Dknkx75dDG1T1WbUqj0vvVStTfO17zImlMI14jOIUkuHkijgRiwp8vjihc+JcL1TZ1jaJiJ+MPPfQQDh48mP3xesmdJPh3Ob9+/TqamqS/6nrmmWfwxhtvYPPmzRg7NvcxWFNTE+LxOILBINO8NTU1qKury/upQntIWVK4MMWPyR+4YRjB3TdxK9DrHoQuAXivmQvazxIWMq5PknHjIHBt0gDG7kfBiTs9l/ti7nojMdtRRxJ115XlJiyE6/SbFOXKQcxJ7lRsSOhhHtTDKa85pyR7KV0axqS0LS1qUzOu4VHI5q0llJbFJXkrzS22Xvg2jWm29cBiM+s3P9BvTaKu14SIi97e/PdHHUk4e02IuvM5LP7ng84n0wBgvyLstyx3EDAP6mH3s/uAjn1erfGZEa3NjBWJB3cH+dpwjlt3HVk/5ucJmy45+sTyhCXfpHKIq9VyuGrU6j5XZr0noHpt6XMBCUMKhkHANCBtr5zaYk42bUpDK/vVStTfqD0JQ0JX2t3UM/PYw0ZYh/h0hRsFcSugH6VH/8l+DHQp8OzXKhSHsVKGHQ4HHI7cbZzT6TSampqwadMmzJ49GwAQCoWwa9cufOUrXxGcJ51O46tf/Sr+8Ic/YMuWLZg0aVLe+Lx582AymbBp0yasXk1u33jy5ElcvHgRixYtUn7DqigvzMCee87iyCd9cEQmSfNvUCQswI5VvbC5vNjwFHn+FH2ZZcJOxgFkxw+PiuDsQxbRubY9J8/2tkcDsLmkb2POxLUTLgBJPp9rkpYtilgD0PE1IBqI4/JMH2wuLxzSbyvJ3ttPkjMbqW3VorZS4ioWq4QdOPAXQDSQwIanfGhqFu7BpLnbngMcHhMgcLLIcQEUrBe+TYBtPUjpo20COb9FAzmfcLZpf/L9RnMSAfn+54POp0A74PDUAv7iR+kcFwDOTibbwHJVCH8bEoHCusVBKB42lxfnx/uyc0QzB9p8zlBqgBx9xXSx5JtUDnG1Wk6+qVGrY06y3oeSS6yIOYF3nuiBzeXF9fny+GXT1sCmTWmUa7+qxfq77TF5+30x8OdRcx+pdSQsgPefvRgzZkylpVQhAM1cM67T6fDss8/ie9/7Hl5//XUcPnwYn/vc5zB69GisWrUqy7v77rvx4x//OPv3008/jV//+tdYt24dHA4HOjs70dnZif5+cueH+vp6fOELX8A3vvENbN68Gfv27cOTTz6JRYsW4fbbby/3ZlahMPQhPR798ULMfq0Z+nil1VQOdj+wcq0XjovA4tfqC9vUu8i486oRi1+rh7UHuO8XXkx5GwV+o+ea8yJglLijKcdf8HNluZzm9ldcinLlwHkCaF8DjD1sxvJfumHpLn1OKXsr13px7wseSVta1KZmXNvXIJu3EGmxo7lzXoQsbrH1wrdZf5VtPbDYzPrtJ+T3Hb9z5dmmbWX99ptCDov/+aDzqe3fAHSKtKlnuI17QXIvyO4DOvZ0rVny+/rcWJF4NB03khp2Ksdd8HNk/SjkN6X0ieUJS75J5RCnQQ5XjVrtPUM4S34A1WsLZ6txL9D2b9L2yqmNq3tytSkNrexXK1F/V6714t5feGEu4Rttbp671rlhGuINHW8U2P1A1xNdOPrEUSSC1TZ1LUIzJ+MA8K1vfQtf/epX8aUvfQkLFixAJBLBW2+9BYsl9+3dmTNn4PPlPkH/z//8T/T29uLOO+9Ec3Nz9ud3v/tdlvOv//qvePDBB7F69Wq0t7ejqakJ69evL+u2VaEOUpYUPpp9DWOO1ENf+m0Hhi1iNsDXHEfaCNT3mGDmPcojVkfGUwYyrk8A56b1YdQJFFxrT8/l6CpsYy9mO+gZRG1QYW4d4drCBkW5chBsInesThpTMCb1zCcdQ7GXMKSgT+skbWlRm5px7RmPbN6aRQ4eaa6jC7K4xdYL32YabOuBxWbWbxEg5ByENWpAsDFnm7aV9Vu/Ab3N+RwW//NB55MhAVh9MrgmwJjUM7d/8mOfV2tCJgTryVixePRnvjrTx3Pc2iCyfqRjVkqMhPSJ5QlLvknlEFerZXFVqNURD7feoXptiXjIHa+TJsCQkLZXTm3BJjZtSkMr+9VK1N+gexD6FEo6puPmscT0MI3wR5vFbIBxkhHxK3EMBkbwgbKGUbE29WLQ6XT47ne/i+9+97uCnPPnz+f9nU4LX5fCwWKx4Pnnn8fzzz9fqsQqtAYz8OGSS/jo4d4R36a+Z2VIsE0dmXEg1xZ2clQfLt9beGcTei65rY8fPNwru51OLhcZLiCjXY3HLbVNHU7gg2dIy921W9RvBYeTtEQCMrZVg9pKiatorCzAkUepNskmkVsFU1zSJmkUbJPkuEBhmyTfJgDsGS1/PUjpo20COb9FAzmfFGtT5/uN36Yu2/98OHP5FFoMODwWwC/wVVKGCwAbxrO3qfO3IREorFschOJhc3mxYXSuTb0v84EAnzOkGiBDXzFdLPkmmUMM9VeNWk23jquNmBPY9BfE1rZb5fHLpQ1ONm1Ko1z7VS3W3w9WydzvS2in5xnpberuv3dX29Q1DE19M15FFazQB/X45I9uw4J1Y0d2m7pPj5Vrvai7ANzxcmH7mfU6adlyXTXijpddsGb4014r0qZOzbXgZzJa5DL82/9TWS6nedk6t6JcOXAfI2104w/VkPZslW/e4z5G9N+3VtqWFrWpGdf2NcjmrTEk3GJHcxf8DLK4xdYL36bzEtt6YLGZ9du/Z3zya3f+9vJ0rVzrxbJfFXJY/M8HnU9LfgBYRJ5Dy3Gbd0PWJRXFfEDHnq41d/7WVTQvOL+NPmbCyrVeuE/kuNz22n16Qb8ppU8sT1jyTSqHOA1yuGrU6lGnCWfpGqheWzhbzbtBck/CXjm1cXVPrjaloZX9aiXq78q1Xqxc60VNj7g+Ke0r13qx/Feeapu6T4+uJ7pw+NHDiPkUaB2sQnFUT8arGNZIWVP4cPFFeC/YRnabuj2FKzfFkDQD1ogBZt4Jdl89cOWmGBLGNKwRA/SpFE7Mj8J5uUibOjVXbUhG25s9ha4xcZj7lOX21QNdY+KoiekV5cpBz2igzwHEaxKkPTtc+pxS9gbMKeggbUuL2tSMa+ctyOWtSLshza0NQRa32Hrh20wZ2NYDi82s3+KAf1QcNXE9uiflbNO2sn5L6OHjcVj8z0d+PgF6kQPgLLcW0Kd1sDKe9PJjn1dr+gzoaiBjxeIRdWSeRZzOcc19yPqRjlkpMRLSJ5YnLPkmlUNcrZbDVaNWh7ypzHqH6rUl5E2hz5bM5JO0vXJq6xkNJm1KQyv71UrU367R5B+6Ei5v7qsHuprjMCZ01TZ1ewqmWSYkAgmkw9LdxFWUH7q0nD7vKhAKhVBfX4/9+/fn3QVeSVy4cAEAMGHCBE3Ny/p+Kb7QOP//9N/caw6RRASbTm1CsDuI/ee7YHHaYesbi7r6wjYch6cRYf/1oq8BFPzNQej/csdLmUNMI/eaRveFUwAAa50LfaFA9jXAtbT6sv+nwXFo8N/PgWsZiwZ8ea+L8ZXgFtPCb1vjeHxusTkB8VwI+6/nzSc0Jw05+SQVu6Fsa6W10fpKjasYj7+tDRNaZXG5ebkxIa7QttH/51BsrQjlFg0xm/TctA4pTXL5YvqU8hsXEykUi32x1xyGsu1Sa4KPYuue1cesfuODn//cepJTf+m6L8UVWqd8Pmsu0fuuUvZbSuhXQpvcOAzVlhy/lHO/qsX6K7UvlILYdtJQ69hQDqdcx4Zcfqxe2IrGRvKeYu3q9HF2sWNwGkM9xi+Vq+YcHMLhMObOnYve3t6yPtK6+s14FcMaxpART/zqbiz7/TQYR3Cber3fhNW/b4XnkhEP/GkSLJH8pe3oMmD171sx6qoFD/xpEup8Rqz+fStu+3M9DHHhuZatc8Mk8e0Xx1/+okdRLqf5odcmK8qVg6aTBqxc60XrkXo88vsW1Krcoth0kuhf/ftWSVta1KZmXFeu9Wbz1ijyXFyau2ydWxa32Hrh2/ReNjOtBxabWb+94MHq37fi4fWT82zTtrJ++30hh8X/fND5dN9aDyxXpbkT91vwyO9bUOdjO4Tgx56uNQ/+8absWLF43PSRHat/34rGj3Lc5S96sn4U8ptS+sTyhCXfpHKI0yCHq0atHnO2Fqt/34qVa72q1xbO1sT9Fty31iNpr5zauLonV5vS0Mp+tRL1l9vfWAI6cYES2lf/vhWr1rfAPMLb1Ov9JuBbQNd/70LCV72buhahqRu4DQdMnjxZ9U9LWlpaNDkv6/ul+ELj/P8X44UTYbgjbiAGnJx1DRPONsDmMMFe5FPG+sYxkq+L/S31f7njpcwhV2Nnsw+nb+nDmMtOWAYAq7UehswnwQ5PI8ITgNO39GFclweWASOMNgfO3dKPMRdrYXd4kaDu4xaNITtXTQyos3oRc+V/Qku/jvYCvc5B1AdNinJTtcDFm/ox/mwt6oyFXBp8rklgTrm5EJ4KBE8CYy85oYMOTrMXaYbckvM3317kYAL2qBHOQS/0ItuqBW2AcnEVihXHvTAH2bx12DxIeIyS3JqYnnAN4vMWWy98mymPreh64M8rtcaL2YzZcn67OqYfo6/U4nJrzjZti/bblZvzOX53of/l6uPnk8NUX/T9NLf5rB06AHZjPSwi3w4V8wEde38zVWsGgV77IOojpqLxcAXqAQCjrxZyY+78mNVZ8/NKCHyfiOkTyxOWfBPLIbpWy6m/dN0faq3mcwLNPiR0SRjTBjjNxde7WG0p9j/B/dYkH3rOxbP5xNkT0l8ubQ5PI8JTgZ5j4tpKtSVWM8q1X9Vi/b04qR/jz9XCVuOBQWRfKIZULXBpYj/Gna9FvcELQwWODeVw1D42BEh+GMYakLqSQqOrseg3yPRxtpxjcLH/yx0fKlfNOUIhkU+RVET1m/EqhjX0/XpMPTQa2750Lu+EcsTBAnROHsDY4zpsfzCAmLP4+KTTNmx/MIC0TY+bjlux/zMo9Bs1177HgZhH3LRjwABn0Kw4Fxbg4rQYdNDBIEFl4sqBE7gyF/BEa3CgLYDQZCUmFbd3anYYOuhgkvoyQIPa1Iyr7xZk8zYxSuTzY4q773HI4hZdLzybsUa29cBik/bb2TnEJ72TKNue/PdzfgtOyOcw+Z8PZy6fjq4AYlMtklxXSIcDbQEEx7P7IC/2VK050BaAM2IWjsd5Gw60BdB8Nsfd9zi5w3ZBzEqIkZA+sTxhyTfJGLHUXxVqdVPQAFPaiKMroH5tqQcuTIvCFdLJsldWbU42bUpDK/vVStTfi9Mz+ko5Q7EAF2aQeXQj/GtHx4ABqcsptP57KyzjRep7FRVD9WS8imENfS9J4dt/PR76EXyTSEeXAUvfcAMAFm1wFrSf2a4hb9zqI2dVM19Fgd/ouWa/DNF2MwCwZS71nPM7hbmUZqm7vrJw5cBzGJixkfhoTodLtHVXCXgOA3M7iH6p59lqUZuacZ2/jmzrog1OGIPCLXY0d/bLkM3lrxf+mOsC23pgsZn127qcT7jYLtrgzLNF+43PYfE/H3Q+Td8IWC4IF1J+7rG27vJjT9eaW3c4AQCL33QJxoPLQ44753eAKTNPXp6UECMhfWJ5wpJvUjlEa5DiqlGr66+R39M3QvXa0nTSkI2pHHvl1EbXvXLY40Mr+9VK1F9On7nwNjeyQc8z0u+mzuXH6a+fRqx7BB8oaxjVk/EqhjVSNnKHXWNcD/0IvhVh2J3EiVlkL6xP6WDg7QejDcgbT5mIswyDKPBb3lxJwJgUtx3N3M9Ql1KY2wCcuTlK/kgpx5UDfyvQ3ZRzjHGg9Dml7AXrMkYkngqgRW1qxvXs7WRb9SkdIHK5Wx43Cflc3nrhj/Xb2dYDi82s3wBcmER8cmVyjkPbov3G57D4nw9+PkHk3ht8bg3j5Yf82NO1RgdycK5LQzAeKaTzuSnCDbuTeb4tJUZC+kTzhCXfJHIor1ZLcNWo1b3U/crUri2dE5K43pC71bWUvXJq87eCSZvS0Mp+tRL198wUoi9VwhlKtAE426rcMcFwBpcf6VRatL5XUTlUT8arGN7IZPD2z59HorayUiqNPgfZo3U8UKRNnT+eKc4HH0NRv3Hc/Z9G9rpCKex/VHlur5ccASVk3KaBhSsHUfKhOg60BRCZpMycYvB7yYFDrEGaq1VtasS1L8PpeCCAhFe835Dj7v80ZHOLrZe8sfqhrQcWm/sfAfyjiU/6PRSHZ4vzmxCHZQ3S4PLp6Aog1irexkjnXnAsuy1+7DnfHlxIvr7puFc4HidmBvK4+x9Flpvn2xJiJKRPLE9Y8k1ODrHkm1q1+mg7ylJbIg7yTd3RFfLtaVmb0qj0frUS9VepfXlwFJlnsIR6cCNh0ppJsIyptqlrEdWT8SqGNWz9ZgDAkl9OVOT50sMVjp5cu9/iN10Fz0S1dSNv3J5pU5/9SpE2dWquOb8DjEFx27aMrbmvKMylNEu20zFw5cBzCph4jGoFv1T6nFL2Jp/NtIL7h582NePKtUUvftMFY49I6yPFnfM7yOby1wt/zH2JbT2w2Mz6bX3OJy27qe0N5r9fiMPifz7ofJq+EbCcFWlT5+Ve3TU2W/zY07Vm9m5yxNz2tnA8ph3O5859hTz/2dFjyM+TIJsuOfrE8oQl36RyiNYgxVWjVtdnWlqnb4PqtaXpgiFbW6ZvlLZXTm103ZOjTWloZb9aifo7d0emTV1iW6S0c9s54tvUM/4999w5xDpH8IGyhlE9Ga9iWKOp2YIJfw0YayqtpLIIu5PY39YjOB5tQN543EJaxJJFPryWmqtgbq4FSkY1YeI2AEfmy7v4k4UrB/5W4Py08l334G8FLjdHZXO1pk3VuK6Qt61KcfljfU629cBiM+s3AMemEZ+cmyWiK+O3szMF5hnCHp0ln0rNPX7s6VrDzZrWFXlPxm/JDCvL1efmkRv7oeorylUpN+Xmmxq1ureM3yJ2TkjizE3y9ZdTm78VTNqUhmb2q5Wov/OIvlQJN16LNgBH51bmzthaQ/YyBv3QHxVXhbqonoxXMWxhTAONNbXQGQD7Xw8gMcK7b6xhsufacX+uDV1oPG4n/zv8cSBVxG8c98AngYRTnv0Dq5Xncs+OT9iV5cqBLXMcdqAtgNg4ZeYUgylBdpRy7gStVW1qxNWaOZ7acX8ACbf40RnHPfBJyOYWWy/8saGsBxabBx4B9Bm53PWTO+4PFNji/MZdF8rnsKxBGlw+HV0BxG4SL6R07oWa2W3xY8/59sNM6/mOFcLxuDg5nMc9sBpZbl6eONl1SekTyxOWfJOTQyz5platPtqOstQWe5jk29EV8u1pWZvSqPR+tRL1V6l9OVdLB+tLm+dGwcTvT4SlaYQfKGsU1ZPxKoYtXAkj9BE9zv8DkPqeHQ3Jkfupn6PHgKmHyAVWbX92Fdz12taNvHFHd+buxL8BjP3Cc839DWCRuKMp3SKnKJfSLHmHWAauHHhOAQ2duXZc+7nS55Sy19hNnjFn6R5+2tSM6007yba2/dkFo0+89ZHjzv0NZHP564U/5rnIth5YbNJt6pyN8ccoTiD//UIcFv/zQefT9I2A5ZR4mzqde87LbLb4sadrzexdmTb1t4TjMelMPnfuK+QO/44eQ75vS4iRkD6xPGHJN6kcojVIcdWo1XQruNq1pemCIVtbpm+UtldObXTdk6NNaWhlv1qJ+jv1MNFnLqExgd5OUwl3Zb8RkG1T/+tziF2ptqlrEdWT8SqGJdLpNLwJI0xuYNL/BIwNwGSXIk+YHpYIj0ri/QfJniulTxe0n0ebkTfebyMtYjEHkOJ9hpE3lwFISLg1mmkdVJzbDHywLLM3lqhULFw58M/Mb6NLqHwZhH8mcGx6Rr9Jmqs1bWrGde/jmTtp69OAyJcteVwD5HN564U/FmJcDyw2s34zAnsWExsn2nMc2hbtNz6Hxf988PMJZvncAcY2Un7s+XULAFIG4Xgk9Ckel1xqEx6VzPNtKTES0yeYJyz5JhGjvFotwVWjVvdS3Q5q15bOm/Pb7KXslVObfyaYtCkNrexXK1F/OX2pEnwebQZ23qncMcFwBpcfuhqdaH2vonIY4SlaxXBFItKL2rQeA/EU+s8D3mcHMXmUASbdCH2GRQyYcJy0H32wMohBfnsXb5y7g/qx+4u0qVPcg4/JuKNp5gPwgw8rzI0BYy4QHZLtaixcOQgCE3eSlwfaAoiNVmBOCXvjzhPhxe6Ez+dqTpuKcR19gLz8YGUQCafIER7FPfgYZHML1gt/zMi4Hlhscn57AGi8Tmy4L+Y4ebYovxVwWPzPRzCXT0dXALEJIm2Mwfzc629itMWPPVVrDi0IAgA+WC4cj+7mWB734MMgXH6elBAjIX1iecKSb5I5xFJ/1ajVmS/OjrZD/drSC7QeJE49ukKGvXJqCzJqUxoa2a9Wov6OOZ/RZ5XQJ4YYMPoSmWfEt6ln8mPi9ybC0lBtU9ciqifjVQxLxHquQ5cGEqE0On+bxtW/NsHUp8NYy8h8iKIjZMC4M7VII40lbxRpUw8gb7yuW4c00pj/EmDsE55r3jrpu3vbwiDcVxXmUppNQeW4cuC5BNhCROucDhfqzpQ+p5Q9e9SENNKwXB9+2tSMa/NxZPPW2CXS+khx562DbC5/vfDHvFfZ1gOLzazf/pjzScN5iuPPf78Qh8X/fND5NH0jYDkh0qbOyz3nRXYf0LGna82cXS6yTfw2dcpvTVfyufNezbSphwz5vi0hRkL6xPKEJd+kcojWIMVVo1bXBzK5sA2q15amTkO2tkzfKG2vnNrouidHm9LQyn61EvV33Fmir2aI6zg7T2Y7zSXMcyMg26b+zXOIXay2qWsR1ZPxKoYdEvEY4sEeJHVpGBrScK6JwtiSgs4A3GSNIXev3ZGD8KgkNjzlw44vAgOWVNE29Q1P+fDuYz4MWFIINiWx8bM+9I4BUnrhueK1QEKibbrz5iTefcynODfajKzeyBjluHLgnwlsew7Ycr8PaaQRV/kZ9v6ZOVv+acNPm5px3fZcji/WYkdz47WQxS22Xvg2exnXA4tN2m9b7if2dnwxZ5u2RfuNz2HxPx/5+QRAJJ847u5PkwPpAcaWR37s+XWL84FYPHZ/OseN1+ba1GlOKTES0yekiyXfpGLE1Wo5XDVq9ck7k9lcULu2dN5M9JN8krZXTm3+mWDSpjS0sl+tRP3l7IUmiuuT0r5ptQ8JY1qRY4LhjM6bk3CvccPgMojW9yoqh+rJeBXDDlH/VaRSCSQBpOJAfJ8R9i/GMViThtOYgNck/InsjQpjDJi1xY6EGXjv8Z6ibeqzttiRNpLxpAVoPleDox8rbFOn59r5l9Jtb8YYcMteO3Y+pSwXGe62R3qU5cpBEJj/UyBtAd56yl+WlsiFW13Y8ogMWxrUpmZcp7yJbN5KtT5y3J1/Kd0mOeVNFF8vPJtpI9t6YLGZ9dvjQOsJO3bc34ObtlPby2tTv2VvcQ6T//kI5vLp/eek29Tn/xSIWUnuDaVNnY49XWu2PdKD1hNkrFg8DAnANzqOmDvH3fkUsn7My5MSYiSkTyxPWPJNMocY6q8atdoSJOv9/S+o35ptCQJ3/M6FmDWTexL2yqkNjNqUhlb2q5Wov7fssePDpaHSLjmLAVMP2LH5MT8Gy/hIPC3CGAOir0Yx7YVp1TZ1jaJ6Ml7FsEI6nULEdxk6ANABqSjQt64GgecsiPcCBl0aE2pHXhuOJaLHmLMWuC8CK9d6YeXdhdTaCzJ+zYiVa72o69RjZocDbf9R2KZOz9W+BrD45Nluf15ZLqd5+Tqvolw5cF8FrGFg7EkLVq71wnmq9Dkl7UUNuGu9tC0talMzrk3Hkc1bc6fwB200t30N5HGLrBe+TfcVtvXAYjPrt58Tn9y13ptnm7bF+a0Yh8X/fND51L4GsB4Rrp8cd8JBsg1uxjtM82NP15rl67zZsWLxGHXehDFnLWg6muO2P4+sH4X8ppQ+sTxhyTepHMrWahlcNWp1nU8Pa9SA9p9D9drC2ZpwkOiXsldObVzdk6tNaWhlv1qJ+jvmnAUL33HCKnHJlpT2bD25NvR5bgRYInoM7BjA4VWH0X+uX/oNVZQd1ZPxKoYV+nt9GBzog85AerGMLsD5gyjMc5KAGRhM6zDOEkeNfmTdyC3iTWHDUz6ERgN99iTivBaxvkbSctfTkECfPYmIM4W3P+uDr4XcyVlorv46SD6/PeJN4Z3HfIpz+xqBdx7zoc+eVJQrBz3TSBvd5ZtiSOnSRZ/briR6pgGbP+aTZUuL2tSM67bnkM3blMgNfWhufx1kcYutF77Nnka29cBik/bb5o8Rn+z4cs42bYv2G5/D4n8+8vMJSLmludenAildGn2M31zxY8+vW5wPisXjassg+uxJBMfkuP11yPqRjlkpMRLTJ5QnLPkmFSOuVsvhqlGru1pSmfUO1WtLVwvRT/JJ2l45tfVMA5M2paGV/Wol6i+nL16Cz/sagXdX+xCvSWGwlBvB3QCIeFNw/5sb5iYzdI6R+whgLaN6Ml7FsELEdxlIp6HTk9RNxYHYZhNsnx2E3gLEUzqY9CmMtwxUWGl5YYwBCzbUIWEEtj4WKGzvyowjM56yAJOO1eLkCiBlFp5rzxel77hqjAFz3q/Dnr9QlosMt+OhIttTClcOgsCiHwMwAW8/6UeMtR13CPba3nJj68dl2NKgNjXjOuMVZPM2USfe+shx93wRsrhF1wvPJoxs64HFZtZvjwIz99Zh14oApm6gtpena877xTlM/ucjmMun7d8AYqPF29QX/RiIWTK518DuAzr2dK3peCiAmXuL5EXGb8YE0OdIIubMcbntNfLzpIQYCekTyxOWfJPMIYb6q0attgTJet/+FFSvLZYgcPeLbsQsmdyTsFdObWDUpjS0sl+tRP2ds60OJ+ZHSr6b+uwdddi6umfE303dGAPCPwnj5v93Myzeapu6FlE9Ga9i2GAwFkV/rw86fa7Ip/qA2J/NCDxrQSoEADqk0zpMssagG0E3crNEAe81s2CbuiWUGefa1K8DrQdsWPLjIm3q1FyyWh8zfFntdCzcjGY57XQsXDlwdgKmgfK1gjs7AfOgXlabuha1qRlX90V5bZI0V6pNMsstsl74Np1X2dYDi82s335Oft+13ptnm7bF+a0Yh8X/fND5JNWmznGH2qbOjz1da5av82bHisVj1EUjvNfM2TZ1bns5Pwr5TSl9YnnCkm+Srech+fmmRq22+8l6L0crOGdLbit4ObVxda9ibeoa2a9Wov56O82Yu6W+pDZ1ejtHfJt6FBg8NlhtU9cwqifjVQwbRPxXkU4loTfkTsaNTtKmbrkzAWQ+8IundKgzJDHKPFgZoRVAxJNrbex1DyLO+0Q5NirTpt6cQK97EBEPsPEvfLh6a5E2dWqu8CgZLXIe4J3HfYpzY6MIt9c9qChXDoJTM627N8eQMKSkn/2tgL3Nj/hk2dKiNjXjuu05ZPM2LvJNDs0Nj4IsbrH1wrcZHM22Hlhs0n7b/AjxyY4v52zTtmi/8Tks/ueDzqekEejzSnOvTwcShhT6GG+MxI89v25xPigWj6tTMvEYn+OGRyHrRzpmpcRITJ9QnrDkm1SMuFoth6tGrfZNJrmYNEL12uKbnGkFnw5Z9sqpLTiVTZvS0Mp+tRL1l9NXSpt6bBTw7qd86LMnqm3qHsD9727UttTC5BrioyaqUBXVk/EqhgVSqSSiviuATg+dLnfNSyoGxF43ofbhBPSZduskdNDp0pg4gm7kZowBi18jvVg7VvUW7GSNkfzxlBGYss+K823F29Q57gGZLXIL36rH4Y8rzI0Q7u77ehXlyoGlG2j7N/L6nSd62Ntxh2Bv6R/deP9haVta1KZmXOe8SF7vWNUL2IVbH2nugb+AbC5/vRTYBNt6YLHJ+e34fcDcLfXYf2cvZv6B4tjz37/wreIcFv/zQedTx9cANAkfoRfknpPNFj/2dK3ZfV8v5m7JjBWJhzFTzhO1Oe7hjyPrxzzflhAjIX1iecKSb1I5RNdqSa4KtdoSJOt93+NQv7YEgeW/JDcp6PiatL2yautm06Y0tLJfrUT9XbihHhem9SNZwmO4jBFgwcZ6dDwUrLapx4DQv4TQ8g8tMIrd5b6KiqF6Ml7FsEB/sBuJeD+QSiERjyE1GAfSmWvGt5kR+JoF6RBQq0+hVp+CHsBoyyBq9clKSy8LzH1AfY8JdVdJ25fdnz9ujJFxrt3M0QVMOG4lbeoR4bna1wCWLnm2F/9EWS6nefk6r6JcObAEyaOUsq3gJ0qfU8qeMZlpBZewpUVtasbV0UW1H18T7nahue1rIItbbL3wbdZdZVsPLDY5vy38Ffl913pv/vZ25b9fiMPifz7ofGpfA9gPCbcxctzGo2QbvGfYfUDHnq41y9d5s2PF4uG9bER9jwne4znu4p8g60chvymlTyxPWPJNKoc4DXK4atRqa4Cs94W/guq1hbPVeDTTCi5hr5zauLonV5vS0Mp+tRL1tz5gwqztdajtFNcnpZ3bTuuVoc9zI8DcByQuJHD4E4cRPRuttJwqiqB6Ml7FsIDeaILF4UFNnRs1dieg00EPwFgHOP8litqHBmGxAQNpHXyDJlyPm9EdHzmfAPa5M23o4wFfcxwxW/54zJtrU/c1xxF1A+981odziwvb2ui5esYDMYlnkfa5SVuZ0tyYl3B9zXFFuXIQbM217sZNKQRVvnlPsJW0X8qxpUVtasaVa30kfOE7wdJcokMGt8h64dsMjWZbDyw2ab9tfoT4ZNvT9Pbmv5/zG5/D4n8+6HwarAEiY4T9xnEvzAbiphQiHnYf0LHn1y3OB8Xi0dlCtrezNcftGY+sH/PzhE2XXH1CecKSb1IxytZqGVw1anXPJJKLgzVQvbb0TCL6L8yGLHvl1BZsZdOmNLSyX61E/eX09THWF76Ndz9F2t1ZL6e50dDnBtzPu2Gfa0fNqJpKy6miCJhPxgcGBrBt2za8+OKL+MlPfoL169fj3DnGu7hUUQUjaus8aJq6EM1Tb8OolrlAplU9FQP6flMDy7Ik9GagP2nAlp56bOmpx/ZAPfpThgorLw+MEeCOl10wJoA9K0NF29TveNkFZMZTemBGhwNX5gIwCs915FFkr8UXs932ugsnVqrDPbA0pChXDiydwJIfABgENv1FD+AsfU4pe3f8wYOO+6RtaVGbmnFd8DNk8xY28dZHjnvkUcjiFlsvBTYTbOuBxSbni9NLgds2unB4fggLXqRs83S1vV6cw+J/Puh8+uAZAB6RNvUM1xIjuTeUNnU69nStObA0hNs2krFi8TCGAWvYAKMxxz2xElk/5sWshBgJ6RPLE5Z8k8ohlvqrRq22dJP1fuATUL+2dAP3vuCBJZbJPQl7ZdXWyaZNaWhlv1qJ+tv2Rxe6xsShK+HyZmMEWPyGC7vv6QVG+DXjxggQ/Psgxn1rHIwilw9UUTnIPhnv6OjAY489BqfTiWXLluHZZ5/F//k//wef/exn0dLSgtbWVvzzP/8zwuGwmnqrqCIP6T4dBg8YEfgrCxLBSqupHMxxwBoxYPFPMm1fvvylbYyR8eUve7FyrRee83qMOVODJf8OmPlt6tRc7WsgeUdTV6chy1eSS2v2HFGOKweWMKBPA3f9ifjLfaz0OaXt6XDXn7wY/9bw06ZmXGtDyOat5UpcFrd9DWRxi60Xvs36Lj3TemCxyflt4UvEJ3f9yZtnm7bF+a0Yh8X/fND51L4GqDvQJ8ld+BLZhlGn2T7P58eerjXLX/Zmx4rF464/eQu4i38C2H16mOMQ9JtS+sTyhCXfpHKI0yCHq0atHn3SAH1ah4UvQfXaYo0ga6t9jbS9cmrj6p5cbUpDK/vVStRfa9SAaXvt8BwW1yelndvOhoNDn+dGgKvTgFR3Csc/dRyRjyLSb6ii7JC1J33ooYfwyU9+EhMnTsTGjRsRDofh9/tx+fJl9PX14dSpU/j2t7+NTZs2YcqUKXjnnXfU1l1FFQBIm/rEv9bB/vgg9CP4088+N7D9wQB00OH66Dhi9lTeeMybP97nBnTQ4exSIF6kTZ3j+icAfRI3P4nVQR2uF9h+D9HBb7svhSsHwVbg6AqiNWZOomd06XNK2Tswj+iPSvhFi9rUjOu+x5HLa6fwLovm+idANpe/XvhjvaNTTOuBxSbtt+1LiY2j7TkObYv2G5/D4n8+6HyK1wCh8cJ+4+deyJsS5Ar5gI59Xq3xxiXjwXGyvycAMXsKfe5835YSIyF9oroY8k0qRnStluKqUav7GnK5oHZt6ZkEHGgLyLZXTm3BVjZtSkMr+9VK1F9OX38JN16LeYHty8g8fSXclf1GAHc5gn2+HZbRCrQOVqE4ZPUrPPDAA3j11VdhMhXvGbnppptw00034YknnsCxY8dw7doIf6hfFWVDqg/wvQLUfjlF7qbOdmx4w8AUARZuJHuuU3OjSFgA+sogYwiYT42nMvtJ32QUVAF6rvNtkG5ly3yRdvlWhbkhYP62zN5YQa4cWK4C0zaS18cXhACnuhedWa4Cs/c5yR8Sd7jVojY14zrrVfL61NwobGKtjxT3fBugtxmBmLx56fXCH9Ml2NaD3G1JWABj5gZFna3AwoxPbt6Z48Biznv/fAEOi//5oPPp1B0gber+Xknu8QUh9jZ1XuzpWnN1QhReXw3OTRWOR33QmMe9fCtpUzdFgFl/zGwDz29K6RPLE5Z8k8ohulZLcdWo1ZYg+X3pVqjeml3bCczuIEZO3SFtr5zaLFfZtCkNrexXK1F/528l+kpqUw8B87dntnMEf1ED5PLD+7C32qauUcj6ZvzLX/6y4Ik4H9OmTcPdd99dkqgqqpCLVBKIXQL8z9Ug0VNpNZWDIQGY42Q5L3nDBUdX/rXyxkHeeA+55n7hLwAz78oSeq556wCbxGdrxswHILe+rjCX0mzxKceVA3M/wN1+Zk6Hq6R2Ofn2iEX75eGnTc24mgbI6yVvuGC5JNL6SHHnrYNsLn+98Mec1w1M64HFJue36e/mfGKM5zi0LdpvfA6L//mg82n6RqB+r3CbOj/3mk6y3ZODH3u61szcRz5Uuv094XgYE/ncW18HHF0GGBL5vi0lRkL6xPKEJd+kcojWIMVVpVZnHkAyeTdUry018Vxtmb5Rhr0yaqPrnixtCkMr+9VK1F/zYOn7cno7rSXclf1GAJcf5//2PCInqm3qWkRJd1OPRCIIhUJ5P1VUUU4YHcCE54C6Lw9Cr8BdtIcrYk7SrggAlyb3I1yX/0i3mCd/vNeTBgCcXA7Eec/ypOe6dgsQlfjiNZb5tlRxrgfYfh/REZNoM2PhykFoMmnHBYCIbRD+caXPKWXvwDyiP+IdftrUjOu+x8nrS5P7EWsQaX2kuNdugWwuf73wx7rHJJnWA4tN2m/b7yE2ji7LcWhbtN/4HBb/80HnU7QO6G0R9hs/9zqb2B4dyY89XWs6x5BHqonFg+Nwv6/dAuJHZ75vS4mRkD4xXSz5JhUjulZLcp3K1+pY5g7W0TqoXluC40kruFx75dQWmsymTWloZb9aifrL6et3iuuT0r79XjJPXwnz3Ajg8qN+eT0sY6tt6loEc7/CuXPn8Mwzz2DLli2IxXI9KOl0GjqdDsnkjf1c5zNnzsDhUOcClAsXLmhyXtb3S/GFxvn/p/+mX6eTCSQSCSQTSQyGk+h6Eah9ZhA6vR6J+ADC/sI7mND/448X44v9X+54KXOIaSz2ntTVXtz+ziQAwMnx19EXHwQCufH4JR/u3ODOjicjKQAeXLP1oD+cEpzrzOQAov1JgHr0cDTgy3td648AcONCs7JcUwS48x2iuX8ggGigsLZw7+FzU/7COTkI+TLsv57l13YC0zeSM88jN19HNG0BeM9uLzaH1N/FYhcN+FDbCczZR+zFk+LbqjVtpca1WKzouLa96gGgw8nx12GO1gJRae6ZyQGkooXxF5qXXi/8sVRPUnQ9CPlTjs1avwmAG1dcAdy+mbRUTt2SznIG++1ZW7Tf+Bwx/wvpK5ZPH80MIJwU9hs/9/p0/bLqIDdHQeypWnO53o/mK1acGSUcj4ZrljzuheYA+uIBWHr0mP1OzreD/XbBNVHMJ4J1RKSuDjXfhHKI49K1Wqr+KlmrOU5dZwyAGxfHBRBNJ/P2I3y/Sf1Pqr4Yz/ZiTsdkACT3+Pb4+suhjbOZOu7DnI7cuhCyx2pLzDatoVz7VS3W3zs3En2xvuL7Qilkt/PdzHbGc9vJhxrHhnI45To2pPMjOS2J673XYbxQ/NRP7Bhczv/ljg+Vq+YcHCp1E3Lmb8Y/+9nPIhAIYO3atdi0aRPee+89vPfee9i8eTPee++9ksSk02l85zvfQXNzM2pra3HPPffg1KlTst//D//wD9DpdHj22Wfz/h+LxfD000/D4/HAbrdj9erVuH59iLdbrUIzMOr0MOj0SASBwF/bgKDwcy1vfOhhSJHtX755Eur9+ZeVGBLIG3f0kGsq73rNg5oIvwzk5lr6hrug5Z0PY5IU9kXvKcs1JABDkmizCRx0DYUrBzWJ3OtF+8cxt+OWYq9eos1Qi9rUjKueylupll09lbdyufz1wh+r66lhWg8sNjm/LdjhzvqE5tC2aL/xOSz+54OO79wOt2g7Lj/3xpytFSYXQWHsc7VmwTHy1eNdHwjHw5i52QXHXfSeO8PVC/pNKX1iecKSb1I5RNdq6XxTvlbr0mS+aUfdqtcWfSJ3bf/cDml75dTGXxdq2+NDK/vVStRfQ6r0fTm9nY7uoc9zI4DLj8i/RRA/K3z5QBWVA/M34x9++CH27duHm2++WXEx//RP/4Qf/ehH+OUvf4lJkybhb//2b3Hvvffi2LFjsFjEWyv27NmDn/zkJ5g1a1bB2Ne//nX8+c9/xiuvvIL6+no888wzeOSRR9DR0cGscfLkyairU7cfuqWlRZPzsr5fii80zv8//+9UKonLfZcRC8dgdOgx4RtAoH8AA3YTorDC4cnvXKhvHCP5utjfUv+XO17KHHI1Rkf70PFAEEvfcOPErBAGx9lhc5FP9R2eRoQBdDwQyI7HJliBfcChVWkYx7hhpM7Ho0B2rrO3p5Ga7ILNSObhQL/GKLLHVJzrAjruC2DpW26kxrhgc/HGafC4QnPKzYVBF3AUwIyNwPWGPoRnu4raZsknsRwYdAEH/AHM3edG/1jxbdWCNkC5uAryMtz9nwbmrwNOzApB3zIRDotRknv29jT0LR7YovLmpdcLfywy1YKOUYXrgT+vZB0oYtPSY8j67Yo9gKXvunFsGTDjPcKhbdF+43O45TsUfXQ+dTelEZ9fD9tAcb/xcy8w1YImoTUp4AM69np7Mltrzk0OYdKZOtF4cBzu99nb0xgcZ4femO/b1OTia4KPAp+I6BPTxZJvYjHi12qp9UTX/aHWXz4n1RwAzpJcCM92wWYp5IjVlmL/E8q9zik+HEgHMLfDnWdPSH+5tDk8jQjPBA5ExbWVaku0ZpRpv6rF+svpS46X2O+LwQV03BvA0rfdSIxn20cqdWwoh6P2sSGAbH40fKYBTQuaMGHChAIKfZwtdQwu9X+540PlqjlHpS63Zv5mfMGCBbh06ZLiQtLpNH74wx/i29/+Nh5++GHMmjULv/rVr3D16lW89tprou+NRCL4zGc+g5/97GdwufIvmOnt7cXPf/5z/OAHP8CyZcswb948vPDCC9ixYwd27typ+HZUoT70egNcU+fiQ2s/tp+9jjN/B7x+7Rp+c3YAe3pH5jMsLGFg8Zsk9/sciYJxYzB/nLsBVLLIx3F5c8n43MmYuR9IQsY9Hpm4QWDxRnkXf7Jw5cByidy0BwAiDoFbwioIyyVgzj55+rWoTc24zvkded3nSIh+fJzHrYN8Lm+98MdY1wOLTc5vSAKL3yM2pr0nrIvz27QtxeeR438+6HyKuiHqt1Jzjx972reDRrIt1Jel2fdwfht/xpHPNeXmEYqnUvpE84Ql3yRyKK9WS3DVqNXcHcuTNcIcpVB3jdwIEMjkngTKqc1yiU2b0tDKfrUS9Xfx20SfroSrXpU+JhjO4PLDYDMM4SvYKsoB5pPx//qv/8I//uM/4pe//CX27duHQ4cO5f0MFefOnUNnZyfuueee7P/q6+tx22234YMPPhB979NPP40HHngg770c9u3bh8HBwbyxqVOnYvz48aLzDgwMVG9ON4yw5JcTYa7eJBIAaalz9Ai3qs3tcMMaIi1ic36vgzkqPNeMjTrYZLZ4TXlfea6O3GcuexCmFJcFk8+64ZF/tUzJsDPcQVZr2tSIK4e5HW5Yrsl7duGMjTrZXLH1MrfDDVswN8ayHlhs3rRHl/VJnm2erSwnXZzDsgaLYeIxHeqPyPPb5LNuNF1gb90Viv2Uk+SMZ8beOsF4GDJ3t+a4U97XFXCL+U0JfWJ5wpJvLDmkFldOnjRd0JW1tkw8Jt+elrUpjUrvVzmUs/4qtS/n5rHKvH/EjY7On3Yidlr9D/CrYAfzyXh3dzfOnDmDJ598EgsWLMDs2bMxZ86c7O+horOTPHugsTG/laSxsTE7Vgy//e1vsX//fnz/+98XnNdsNsPpdDLN+/3vfx/19fXZn3HjynwrzSrkIXPJ4uYvnkFc4vnMNzJiDmDH/aQVaX9bD8Lu/I+UE8788ZCX7KX2Pp5G3CY815EVaUQbxG0nMn5XnOskbWYAJJ9nzMKVg9i43F2jz9zUA39r6XNK2ZN7N3UtalMzrgc+SV7vb+tBrFl4l0Vzj6xIy+by1wt/zD8uybQeWGzSfuu4m9g4tizHoW3Rfjt2Vz6Hxf980Pl0floavTNE7oLMy73OCWxfXfFjT9eaYzPJsynF4sFxuN9HVqQRdicRc+T7tpQYCekT08WSb1Ixomu1FFeNWs2tyfPT0qrXllBz7o7lcuyVU1tsHJs2paGV/Wol6m8Hdzd1j7g+Ke3cdvaVMM+NAC4/xn5zLCwt1bupaxHMJ+NPPfUU5syZgw8++ABnz57FuXPn8n7LxUsvvQS73Z79GRwcZJWCS5cu4Wtf+xpeeuklyWvKWfE3f/M36O3tzf6o0ZpfhQLQA33WAZijI7v3xhIE2v7swuVpaeiThd/eWAJk/FxrFPqkAUmkEKtNwlTkkcL0XAYZy3IQSaSQhqVXWa4lALS97UJ344Dk41pYuHJgP0facf22ARgG1e+JtJ8jreAxQ1zyETpa1KZmXOf+Btm8hUgHMs01DEIWt9h64du09LKtBxabnN/s14G2TS743AOY9h61vbz3t73tQrdnANM253NY/M8HnU8mCb9x3EB9eki5x489XWvSKQPZhrC54D1zfwNcGhfF1MMuXL6Z4ma21xLk5ckQIaZPLE9Y8k0qh7haLYsbVL5Wx5BEGmlFboQpBedl0goeqE+T3JNAObXZz7FpUxpa2a9Wov62veVCvyWJ/hKuOuS20+9V5phgOGMQSUAHDF4fFI1LFZUD88n4hQsX8I//+I+47bbbMHHiREyYMCHvRy4eeughHDx4MPvj9ZKvXPh3Ob9+/TqampqKzrFv3z50dXVh7ty5MBqNMBqN2Lp1K370ox/BaDQimUyiqakJ8XgcwWBQ9rwAUFNTg7q6uryfKrSHlDmFmG0QbesmjOg29aQRSBrT6JkCzN5ZX9D2lTCQ8e7xcczeWQ9bxIABawq3vlbYpk7Pdctm6ba3pBVIGdJo2aUsN2EAUvo0Gq7XwCbxtAkWrhwkMucZ3TfFMfGSTfUWRc6eJWmGR8ovGtSmalxNyOatpVu49ZHm3rJZJ4tbbL3wbdaGDEzrgcUm57eJH+qQ1gHenhqkDDnbtK2s3/yFHBb/F+ii8mnMKR3qT4j4LcMNTAUmXrIxt6nzY0/XmulH65FCGtMO2QXjoYcOkcYct2UXaVNPGvNjVlKMBPSJ5QlLvknlEFer5XDVqNUD5Al7aLimfmv2QOYz9MBUYMwpaXvl1EbnuhxtSkMz+9VK1F99GrUxA6wlHNNx83h8NXCU4cMbLSNpBWAErr94HbHz1TZ1LYL568Rly5bhww8/LPmudQ6HI+953el0Gk1NTdi0aRNmz54NgNzVbteuXfjKV75SdI67774bhw/nP4flySefxNSpU/E//sf/gMFgwLx582AymbBp0yasXr0aAHDy5ElcvHgRixYtKmkbqtAAaoGNnz6CWk8dHJFJsFZaT4UwaAfe+Qs/bC4v3nyK7I3p7vNEHRkHkB3vGBvM3cFUYK6tz6ULxovxNz7hLzpXKdxEHeECkOTzuaXexi82Gtj2HBANxHB2QUyROaXsbXiKXJAtta1a1FZKXMW0J+qAjq8C0UACbz7VjaZxo2Rxtz6XhsNjFnzWNMcFULBe+DYB4J1J8teDlD7aJpDzG/cMXvKa2Kb9yfcbzRkMyPc/H3Q+XV9hh8NjBfzFj9I5LgCcmE62Qfgj7ULwt2EwUFi3OBSNx81ke8+2dGfn4J5DTMdsqGtCjr5iuljyTSqHuFotJ9/UqNX9TWS9DyWXWEHburREWn85tXF1T642pVGu/aoW6+/Gz8vb74uBP8/IvLUvwaAdGPVfozBmjPTd36uoDJi/Gf/Yxz6Gr3/96/j7v/97vPrqq3j99dfzfoYK7vng3/ve9/D666/j8OHD+NznPofRo0dj1apVWd7dd9+NH//4xwDICf2MGTPyfmw2GzweD2bMmAGA3ATuC1/4Ar7xjW9g8+bN2LdvH5588kksWrQIt99++5D1VqEN6CN6PPTzuRh3oH5Et99YgsDKtV5YuoDWPVaA9+GnxU/G7X4ybuwFlv3GjcajKPAbPdeEbSiYS8h260aFuRnN07fbFOXKQd0ZoH0N4D0D3PbHOiBY+pxS9lau9WLp752StrSoTc24tq9BNm8RE17kNJfkrTS32Hrh27R0sa0HFpuc36a8Tn7f+q6Nt7357xfisPifDzqfZr0EICg8Acd1nsjkHmNbPD/2dK25Zbu1aF5wfvOcz3Av5rjc9lqC/Dxh0yVHn1iesOSbVA5xGmRxg8rXaudFwpn3c6heWzhbzhNc7snjl0MbV/fkalMaWtmvVqL+rlzrxR0vu6AvocuNm2f2JjtQ5HK8kQRLEOj6fBcu/MsFJCIj+EBZw2A+Gf/v//2/4/Lly/jud7+LRx99FKtWrcr+fPzjHy9JzLe+9S189atfxZe+9CUsWLAAkUgEb731Vt714GfOnIHPx3C7YQD/+q//igcffBCrV69Ge3s7mpqasH79+pK0VqENpAwpROpjmPPaaJhHcMFNGoEBSwo1EaDlsBWOEK9N3ZQZ7zOi5bAVtrAB0bokbn4LMPcLzzVhDySvz0sagYQpjebDynITJsId/1Gtolw5iNeSG1bbey1w+83wqHzLiHjmRoT2kFHSlha1qRnXeC2yeSva+khxJ+yBPG6R9cK3WRs1MK0HFpuc35pOAUlDGqMv1mKwJmebtsX5rRiHxf980Pnk7ATqTwv7jePaegC334ymTsY2dV7s6Voz8SMrEjoyViwehjhp5KvvznGbDyPrRzpmpcRISJ9YnrDkm1QOZWu1DK4atXogc8m+LQjVa8uAGeQa8B7A2Sltr5zaSK7L16Y0tLJfrUT9TRjTsEYMsA7hHhj8eZovWOBgO2W44ZA0ArAAPW/1IHa52qauRTC3qadS8h5XMBTodDp897vfxXe/+11Bzvnz50Xn2LJlS8H/LBYLnn/+eTz//PMlKqxCc6gF3vvEsWqbuh147/Ee2FzeXEsxNZ6oI+NAruV419hewTZ1bi6uJVXKNtcqqSSXbq2X06ZOc5VoU38/07p7fq42WsG1rK2UuEq1Se78S9L6uOEpH5rGNcribnsOkm2SO/+SvOavF75NAHhvkvz1IKWPtgnk/BYN5Leg89tx+X6jOXQ7NSvofOq+W7pN/f2MDz66hWwDa5s6vQ2DgcK6xaFoPKaQ7T17E93ST9rU6ZiV0qYupa+YLpZ8k8ohrlbLyTc1anW529TfeoroubJYHr+cbeos2pRGufarWqy/73xOmTZ1ep4R36b+/6pt6loG8zfjVVShJehDenz8J/PR8r4H+hHcfWPtIS1ZtmvArC12GPlt6j4y7ugyYNYWO2oDwD2/9mDsbhS0qdNzTXkTkq1sHH/6q8pyOc3z3q5TlCsHzlOkja7ppAF3/M6lfrvmKaJ/2a/d0q2aGtSmZlzb1yCbt4iKtD5S3ClvQha32Hrh27RdY1sPLDazfnuJ/F74p7r87eXpWrnWi3lFOCz+54POp/k/BeAXnoDjeg4Dd/zOxfwcYH7s6VozZ6M9O1YsHqNOGwj3fI47/VVk/SjkN6X0ieUJS75J5RCnQQ5XjVrtPkc4tz8P1WsLZ8tzGCT3JOyVUxtX9+RqUxpa2a9Wov6uXOvF3S95SmtTz8xz++v1I75N3doDdD3RhdN/c7rapq5RDOlkfM+ePfinf/onfPOb38Q3vvGNvJ8qqignUuYUuseEMO3dUQUnoCMJcTPQZ0/CEAfGnLXAEslf2gkLGTcmdBhz1gLTgB49TYO46X3AHBOeq+k4JFvF4mbSKuk5ryw3YSHcUVfMinLlIOYAUjrAPGCENWqA+2rpc0rZSyONmrhe0pYWtakZ1/46ZPPWEhRpfaS4Tcchi1tsvfBtmpJ6pvXAYjPrt04gbk7B023GgC1nm7aV9Vu3GQP2fA6L//nIy6cwUHdR2G9Zbj9gjRpQ52M7hODHPq/WXLZgwEjGisUjrdcBIC3KHNdzHlk/0jErJUZC+sTyhCXfpHKIq9VyuGrU6j47We/mGFSvLX12IKVLk3wKS9srpzaS6/K1KQ2t7FcrUX8HalIwD+hQW8LJODePy2eCvWfo89wIiJsBXb0O4T1hxK6O4ANlDYO5Tf3//t//i29/+9u4+eab0djYCJ1Olx2jX1dRRVlgAbY/+NGIb1NP2IGtjwWE29Qz40CuLWx/U6hoGxg9l5zWxwTVKqkGF5DRps7jltym3gRs/wYQDQzg4qwB9VvBM+2agIw2dQ1qKyWuom2SdmDPF6k2yTEibZIUV7JNMsMFirRJ8mwCbOtBSh9tE8j5LRrI+aRomzrPbzQnEZDvfz7ofPLf4RBvU89wAeB06xDa1HnbkAgU1i0OReNxE9necxPoNnVy0E/HbMht6jL0FdPFkm+SbeoM9VeNWh1ryLVnq41YA/D2k8TWtYXy+GXT1sSmTWmUa7+qxfr73mfk7ffFwJ9nJLepJ+xAw48aqm3qGgbzN+P/9m//hrVr1+L48ePYsmULNm/enP1577331NBYRRWC0If0+MR/LMC0jaOqbeprvbBfBRZsqBNsU6+7bsSCDXWoDQArfuXBpK0QbFO3XwVmvALZLXKzf60sl9O86I/1inLlgGvHbT5uxN0vSreOK2Fv5Vovlv9Sfpu6lrSpGdf2NcjmrZzWx7rrRpK3MrjF1gvfJtemLnc9sNjM+u0X5Hfbq/X521ukfXNREQ6L//mg82nRjyGrTd37IXD3i+4ht6lzsadrzW2v12XHirepGwn3bI47+9f5berF/KaUPrE8Yck3qRziNMjhqlGruVbwxf+GsrWpez8EyT0Je+XUxtU9udqUhlb2q5WovyvXerHiV8q0qS99xVltU8+0qZ94+kS1TV2jYD4Z1+v1aGtrU0NLFVUwI2VJ4cIUPyZ/4IZhBHffxK1Ar3sQugTgvWaGJZo/nrCQcX2SjBsHgWuTBjB2PwpO3Om53BcBS0jadtSRRN11ZbkJC+E6/SZFuXIQc5I7kBoSepgH9XB2lj6nlL2ULg1jUtqWFrWpGdfwKGTz1hISft4vzSV5K80ttl74No1ptvXAYjPrNz/Qb02irteEiIve3vz3Rx1JOHtNiLrzOSz+54POJ9MAYL8i7LcsdxAwD+phF/jmS8wHdOzzao3PjGhtZqxIPJKZPr7acI5bdx1ZP+bnCZsuOfrE8oQl36RyiKvVcrhq1Oo+V2a9J6B6belzAQlDCoZBwDQgba+c2mJONm1KQyv71UrU36g9CUNCh5qo4BSS4Oaxh42wKvCEleGMuBXQj9Kj/2Q/BroGKi2niiJgPhn/+te/Xr0reRWagT6mx9izLrz93EcYtFdaTeWQsAAH23sx5xVg6yofIh7euJ2ML3rLia2rfBiwA40Xa/DBl8mY0Fy7nwBio8Rtm/sAW9igODdhB/bendmLSlQqFq4cxBqAo/cDM/fUYdddPgSnlj6nlL09d2bObCSeFqVFbWrG9fhKZPM21mySxd39BGRxi60Xvs3e0WzrgcUm7bfdK4hPzi6ltndU/vs5v51Zks9h8T8fdD4degiIzKqV5N68Fdh1lw++yew+oGNP15pdd/lg6zcIxmPhe07susuHW97NcXc/AUQ8ZJ68PCkhRkL6xPKEJd+kYsTVallcFWq1NQDo0zocegjq1xYnsK+9BzdvhSx7ZdXWwKZNaWhlv1qJ+rv3HqIvzXwhbfF5UjVDn+dGgLkPSHWlMPVnU2G7ySb9hirKDubD1m9+85s4efIkJk+ejI997GN45JFH8n6qqKKc0Af1qImZMPPNZujjlVZTOdj9wB2veaGDDvPecxa2qXflj1t79DAP6NHyHgr8Rs81/XXAGBG3bfMZoIMOs9Yry6U1GyXa1Vi4cuA8Acx6HdBBh/lb3LB0lz6nlL3bNhP9BolvYLSoTc24LvwlsnkLkRY7mjv9dcjm8tcLf6z+Ktt6YLGZ9dvLORtcbOe958yzRfuNz2HxPx90Pk1/A0CnSJs6P/eC7D6gY0/XmlkfOKGDDgs3ugTjweUhx521nnT22P0835YQIyF9YnnCkm9SOURrkOKqUavdlwln5utQvbZ4z+Rqy/Q3pO2VUxtd9+RoUxpa2a9Wov5y+swlfKOdt50K3NR1OMPmI5+in/5fp5EIVtvUtQjmk/G/+qu/wubNmzFlyhR4PB7U19fn/VRRRTmRspCb9zSddEA/WGExFUTMBgQ8xAH2kBFm3jVSsbr88XSmHnvPoOBae3ouW6Cwjb3AtoX8toQV5tYB4Xoijn/H91K4chBsAhKZb4ENaT3zScdQ7CX1JJct/cNPm5px7c3cM8geMsIscqBJc20ByOby1wt/LA229cBiM+u3fiBqJz6JOHIc2hbtt2hdPofF/3zk5VMKsPpkctN65vZPfuzpWlMbI1+D1fYZBOPBgeNawuRbn5gt37elxEhIn1iesOSbVA7RtVqSq0KtjmRySweoXlsiHtIKDpDck7JXTm0k1+VrUxpa2a9Wov6G64g+YwlfsNDz1Izwa8a5/Eh0JzAYGMEHyhoG88n4L3/5S7z66qvYsGEDfvGLX+CFF17I+6miirIi0wm16a9OIzGCu28SFuDoIrL32/5gAH1uHoE3HsvcpHT3U0CCdwt6eq59jyPLFUSm0KvB/XAp+eh+wKkgVw6cwMm7ycsDbQEEWxWYU8LeoUXk4/tYszRXc9pUjOvpzLZufzCAeJNI3yLF3fc4ZHML1gtvLDSacT2w2KT8duBO4pMLi3KcPFuU387fzuOw+J8PZy6fjq4A+mZYZHEPtAXQM4nRFi/2dK050EbO7MXiwXG43/seB/rcZB7at6XESEifmC6WfJOMEUP9VaVWZzhHV0D12hJzAodv75Vvr4za4GTUpjQ0sl+tRP39sD2jj38cwwJqniHXgxsFmfxo/XEraicJX4ZUReXAfDLudrsxeTLjhWJVVKES9CGSwrP/OMLb1H16LHnDBQCYt6muoFXNeh1549bMczdvfrtImzo114w/Sre91QbJbzktcixcWrNR4pNtFq4cuI8B0zeS17M7nLCofPMe9zFgTgfRrw8OP21qxnXeOvJ63qY6GEPCLXY0d8YfIZvLXy/8MecltvXAYjPrt5dzPuFiW0yXEIfF/3zQ+TRtI2AReQ5tQe4xtu7yY0/Xmum7ydeeCzfWC8aDy0OOy22v3acXjKdS+sTyhCXfpHKI1iDFVaNW12XqybSNUL22jDqtz8ZUjr1yaqPrXjns8aGV/Wol6i+nz1xCezk9j2mI9eBGAZcfZ//mLGI+BVoHq1AczCfjf//3f4+/+7u/Q1/fCO/7qEITSNWSNjL3ZevIblO3p3B9NDmrru03wMw7we6rR954irgNddeKtKlTc9VEpdve+jOfuppiynL76oGeBqLDIPFBCwtXDnpGA/HMTV900MGiwHXoUvYGMy2RZok2dS1qUzOu/gnkdW2/AXqR3Q7NrYlCNpe/XvhjKQPbemCxmfVbAgi6iI1eT45D26L91uvN57D4n4/8fAL0PXK5OlgZD3L5sadrjXmQ9L+b43rBeHDguKYYYM7MQ/u2lBgJ6RPLE5Z8k8ohulZLcdWo1SEn+a0DVK8tIW8KMXNStr1yausZDSZtSkMr+9VK1N8eL/mHLimuT0o7N89IftIOkMuPZDiJdFj4LvdVVA7MJ+M/+tGPsGHDBjQ2NmLmzJmYO3du3k8VVZQVmTb1954+M+Lb1E/NJc8BEWpTp8e5tq09ny/eps5xK92mfuw2okNOO51srhw4gVN3kJflagU/crv8NnXNaVMxruczT9KU0ybJceW0SdLz8tsk6bHQaMb1wGKT8tuRNmLj8rwch9+mzvnt8lwep8Q2dS6f5LSp07k3lDZ1OvZ0rRFrU+f8JtamTvu2lBgJ6RPTxZJvctrU5eabKrW6zG3qxxeE5Nsrc5s6kzaloZH9aiXq77HbM/pKbFPn5qm2qZNf1TZ17YL5ZHzVqlV47rnn8M1vfhOf+MQn8PDDD+f9VFFFOaHvJSm84HdjoR/Bn346ugzZlqyFG+sL2rJs15A3bvXpAADTXkeB3+i5Zr0KGCWeRWrL3MRp9ssKcynNkneTZeDKgecwrx33aulzStnjWiKlbhSkRW1qxpVrZ1y4sR5GkTvB0txZr0I2l79e+GOuC2zrgcVm1m/rClvQF26sz7NF+43PYfE/H3Q+TdsIWC4IF1J+7tUytu7yY0/Xmpk7yQ1gF21wCsaDy0OOO/tl0oLq6DLk50kJMRLSJ5YnLPkmlUO0BimuGrW6/hr5PX0jVK8tTScN+a3gEvbKqY2ue3K0KQ2t7FcrUX+zbeol3E2dnsc00u+mnvHj6W+eRqx7BB8oaxjMT/H7u7/7OzV0VFHFkJCykfZZa9AEfWrkPrIhXJfEpcn9GH/GCnNcDwPPFVEX8sZTRtKqZAkB+hSQEpjLNAAYBwExz0Yzd382JBTmuoDOcQNovmSBTiK0LFw58I8jd6y2h0g7rrkfULO5yz8O6K9JwjpgBAaGnzY143rtFmD0cdK+DJG2SpprGgDhCjwXnT8vvV74Y/0WtvUgd1sMCcpvALobBzDqugX+0YD3KuHQtmi/+UYDDRSHxf985OcTgH4AdjlcHWoYLwnhxz7szPnWmCQfrBqSOsF4cMhyE+QnXJfM861xiJcsiekTyxOWfJPKIbpWS3HVqNW9rtxrcz+g5qF7Z1MSEdsgHFEzdDLslVObfxyYtCkNrexXK1F/O8cOoPmypaT9WtQFdI4ZQPMVZY4JhjO4/EgPpEl9r0JzkPXNeDpdvcagCo0i83HS1i+fK2i3HlGwABduIYcK2x8MIOaUN77/s4Vt6jR33+NAzCNhOxMDxbkW4PSt5MKzQaeCXDlw5u5YfaAtgJDa96x0Aifmk680Yo3iVE1qUzGuV+eQl9sfDCAxSrz1kePuexyyuQXrhT/WyLgeWGxSfju5gPikcwbF8eS/n/PbdT6Hxf98OHP5dHQFEJsq3qZO515wPKMtfuypWkO3qQvFo1ibesyJQt+WECMhfWK6WPJNMkYs9VeNWk21gqteW+qBU7Mj8u2VU5uTUZvS0Mh+tRL19/TsjD5XwTvlwwKcnkPmiQ+1HtwoyISi9d9bYRkvUt+rqBhknYxPnz4dv/3tbxGPi38MfurUKXzlK1/BP/zDPygirooqpMC1qd/+6/Ejvk196RvkAit+mydAWrboca5NfearxdvUOS5Li9yc3ynMpTTLaaeTy5UDz2FgxkbiozkdrrK0RM7tIPrltKlrTZuacZ2/jmzrog1OydZHjjv7Zek2SXpefpskPea6wLYeWGxm/bYu5xMutos2OAva1IU4LP7ng86n6TLa1OncG0qbOh17utbcusMJAFj8pkswHlwectw5v8u1qeflSQkxEtInlics+SaVQ7QGKa4atbrcbepcTOXYK3ebOos2paGV/Wol6i+nr9Q2dW6eaps6+X3669U2da1C1sn4v//7v+Nf/uVf0NTUhE9+8pP453/+Z7z00kt49dVX8V//9V/4xje+gYULF2L27Nmoq6vDV77yFbV1V1EFACDhTeDauAAMgzroR3ADR9idxKH5veizpqFP6Qrb1BuAQ/N7EbUkoE/pMGBNorspDn0CBX7LmysJGCXuaOprTGLAlIAupSw32gCcnBlBGmkMStxzhIUrB/5W4NqkNJKZBn6jROu4Eva6vTGkkUZU4kaEWtSmalzvTGfzVqz/Mo+bhCxusfXCt9lvZ1sPLDazfgNwegrxyblZOdu0Ldpv527N57D4nw9+Pom1oua4pGjUMLZ/8mNP1xoddBjQJaBLo3g8jAmkkEafmeKmMm3q7mRezEqKkYA+0TxhyTeJHOJqtRyuGrX6wuRk2WpL54QkLo2NZvNJyl45tflbwaRNaWhmv1qJ+juD6BtwiOuT0v7R9Mx2jvAvg32NSaAWSKfSovW9ispB1jXjd999N/bu3Yvt27fjd7/7HV566SVcuHAB/f398Hq9mDNnDj73uc/hM5/5DFyuUvpKqqiCEVZg1z1noRtfC0cf6619byz0NiWxpw2Ihn0AAP55U29TElunBciqTwGH2sMwjnEX/UiOm0tOhUjYgd33hpCa7JLks3ABoGtCHGfm9MPWIH07VJpbwj48C38rcGCRH7AANpcyc4rh0s192LMiDFuz9LZqTVspcZXSHh4NbH2M5G2TV7yHn+PaGrxweIyAX5y754vF1wttEwmgNyl/PUjpo20ikfHbBBf0F+L4aH4/RsGL47OJbZsr399dE+I4MzPDuTXHSSTY/M8Hl0+2Zi8cHgvgF/4qyd8KfHQ/EO0n29DEaCtvTXdTdSvgg6PHgLA7SbaLeg8XD0fIgNRkV5abmuxCLAwgkR8zm8vLPWiDGYL6RPKEJd/kxIel/ipdq2MNwIdtQYRnu7Jt4Wqie8IAzj5slWVLy9qURrn2q1qsv10T4rgwI4aa0aX1l1+fFMfpecodEwxXJOyA81tOjFs0DkZjiTuxKlQBU1SWLFmCJUuWqKVlWODMmTNwONRZ1hcuXNDkvKzvl+ILjfP/T//NH4skIui51oPIuQhWvTAPIWc/Oh70I5wqvtcM+68XfV3sb6n/yx0vZQ4xjcXeY7oUwdLNk7Dn7gDatnjw1vLziFLj+jMBLH3Dje2LLuP23aOxpe0i7t42EZG6BHZ8LIBETfG55mypx7ZH/IhRKR8N+PJec/yULo0tn/ApxuVaMJO6FLbyuPz38LnhInNK+TLsv57lN500YEaHG7opwLSPvOhY6UN4WqF9/hxSfxeLXTTgy7ZrpjvS6FjpQ6jII8S0qq3UuBaLFR3X+W+4sX3RAG7fPRq7Pn8dCacM7ktp7Pr8dUTT+fHnc4utF77NHQsuYenOCYLrQcy/UjZrBnTEb0hDDzeSSMEAXdb2tkdyvsz6rQjH5BP2v5C+4vkE7H7sOqL24n7juCevhTHlsBebll5E2CVdB7k5+LHndO+5O4C2zR4YU3okdSlsuLcwHgemJzDnaAMO3B5A227CTenSePPeMGoGdJi/uSHPJ3IfC02ve1F9YnnCkG9COcRxuVotp/4qWas5jutEDHP3jxOtRZzfpP4nVV84WydDYUw5bC+wx9dfDm3ZmB0MYG6HW1DbUG2J2aY1lGu/qsX6u/TPpL186yofom72lkd6O1NIi9YDNY4N5XDKdWzI5UfwV0EEDUG4/1H4eXFix+By/i93fKhcNefgEA7L3XMoC+ZHm1VRhZaQsCfwh4/tQMI0xL7EGwS99YN4565zCNcX7w0Lu5N4565zCNaTHqWYJYW3l59H0li4o5Oaqxh/+6LLSMm4ToCFG3YnsX3RZaR10hpYuHLQOSGJ/W09uDaqPLce7ZyQxNEp3bK5WtOmZlzff7Anm7dKc4vlOH+ekD3JtB5YbGb9hjR2z76KtA7YdVfxbcj6DcDuZfkcFv/zwZJPHNffPLTrDvmx59eanXMK84Lz25XmfiR0KfRRXG57e+sHZce+FH3FdJWab8W4cvNNjVp9ZXS/7FpUKq6M7scHcy/JzqdyauuckGTSpjS0sl+tRP3dfvtlJHSposcnchF2J9Fx2+Uhv/9GQm/9INJPpKtnfBpGtV+BEZMnT0ZdXZ2qNlpaWjQ5L+v7pfhC4/z/F+OFE2G4I24gAVhrdXj/Kxfh6J8Eh6uwjaq+cYzk62J/S/1f7ngpc8jVGO32ocFnRu+4Omx8wgc9HNkWV4enEUgA9WfNuDoujo1P+KFPOWD3G3HwCSNq9F7U0JMlkJ2r41nAAC9s3DwZ0K+RAOw+Mzqe0cFgVJhrCGHjZ/2wNRRy88DjCs0pNxcQAxo/BDpvTWLDUz7SCl7ENks+ieZADLCl+rDhcR9szRLbqgFt4OsrIa6CvAzXex0INyax8Qk/miZPl8XteFYHh6cRCb84t2syCtYL36Y+4UDD2cL1wJ9Xsg4UsWnl/Pa0DvUf2rDx035M8nvhH0Vs21w5W1m/PU44Popj7S70v2x9VD5te468xybktwz39Gxgw1gfACvcQnkq4AM69tbuXK3Z+FkfRp91YONn/dAbi8RjVBJH2sJITPViYyPhdjyjgz5M/Oi97srGTGhN8FHgEzF9InnCkm9iOUTXajn1l677Q63VBZwYYEtZse1pABbpXCqWV7L3W3U+NJ+w4sIiK7bNBCClv0zaHJ5GIAY0h/pEtZVqS7RmlGm/qsX6azeEsO2RAAzjvbDpRPaFYkgANlMIb33OV7CdHNQ+NpTDUfvYEACQABwmByb9YRKMFiMmTJhQQKGPs+Ucg4v9X+74ULlqzhEKDfHunyWi+jlJFcMa+rAe9748E8t/2ALjCH5+oqPHgNnb6+E+C9z3grfgrte2bmD29nqMumTEfS94UdelR9ufXLjtZyjwGz3X0n8FLBJ3NOX4S3+kLJfTfN+LXkW5cuA5BYw5qkPLhxasXOuF/Vzpc0rZm3jahpXrpG1pUZuacb3lbV02b40+kTv0Utyl/wpZ3GLrhW/Tc5FtPbDYzPrt+YxP1nnzbNO2sn4rwmHxPx90PrWvASynRO6mnuFO2AmsXOuFk/GLJ37s8+rWi97cWDD/Pbe8rcP4E2bM3l6Pxg9z3KU/QtaPQn5TTJ9InrDkm1QOcRrkcNWo1U0XDJh42ob256F6beFsTdgJtK+RtldObVzdk6tNaWhlv1qJ+ju7ox7LXvXA1iWuT0r77O31WPkrL2rL00yhWTh6DIj8VwSHHzqM2JXq3dS1iOrJeBXDGilXCr//8m70uQaRUqhFeTgiPCqJN5/qRqgJSBrTSPJ6XqLNwJtPdSPQkEDSmEa/PYW3P9uNmBMFfqPnShmBhEHa9juPdSNlUpYbbQbeeawbSWNaUa4c+GcCW59L48oEsuOir6lXA/6ZwOb7u2XZ0qI2NeO69bl0Nm/FerlobsoIWdxi64VvM8S4HlhsZv1mJj5OmtLo+GLONm0r67ciHBb/88HPJ5iludenkL8HGHvr+LHn163N93cLxuNaSxyDphR6m3PclAlZP9IxKyVGYvqE8oQl36RyiKvVcrhq1OrOm5Oya1Gp6LyZ6OfyScpeObX5Z4JJm9LQyn61EvX3nce6MWhKYaCEJ6NEm4F3V3cjpQcSI7wHODwqCfcaN/QWvWh9r6JyqJ6MVzG8kQBGXa5Dx+cuQODebSMDMaB1jxUJM/DOX/gxaC8+PmjMjFsAzzUzPlyNQr9Rc3V8FUhIXZURAyYet6Lji+pw33nUryxXDoLArJeA/lpgw1M+xEYrMKeUvV112LBahi0talMxrhO2IZu3CafIURXF7fgqZHGLrheezUEj43pgscn57S+AsZeseOchP8YcpLa3Lv/9E48LcFj8z0cwl0/bngNiE0QKaYYbs5Lc62e9lTo/9nTdetRPfPCoQDySwPmp/Yi5c9yOLyLrx7w8KSFGgvpE8oQl3yRziKX+qlGre8l63/YFqF9beoHb/liHmDWTe1L2yqktyKhNaWhkv1qJ+jvxmBUfLA8iwT+OYUEMmPCRFW9/yofBkf6QpxjQ/14/pq+bDkvDSD5Q1i6YT8aXLVuG//2//3fB/wOBAJYtW6aIqCqqkAt9WI+lf74Z9/3LFBj7Kq2mcnCEDGg5bIX7ImkfLWhTDwAth60Ydc2IlWu9qOvWY96mOiz+CQr8Rs/VvgawiDyehOa3P68sl9O8cp1XUa4ceC4Bzk6g5QRpBa87U/qcUvbcfjNWviptS4va1IzrhD3I5q2xS6T1keK2r4EsbrH1wrfpvcq2HlhsZv3284xPXvXm2aZtZf1WhMPifz7ofGpfA1hOiLSpZ7gTDmba1C+y+4COfV7dWufNjQXz3zNhDzD+nBkth61oPJrjtj+PrB+F/KaYPpE8Yck3qRziNMjhqlGrmzoNcPvNaP85VK8tnK0JB4l+KXvl1MbVPbnalIZW9quVqL8tR6xY+qYLNnkPahC0wW2ntYR5bgQ4Qgb0/7kfh1cdRuxitU1di2A+Gd+yZQt+/OMfY9WqVYhGcw9Pisfj2Lp1q6LiqqhCCilXCq9+eQ96xvchNYL7PMKjyM28Qk3AgCVVtE19w1M+BBoSGLCk0O9IYeNnfegdjQK/0XPFa4GExAN7w6OSePcxn+LcaDPw7mM+DFhSinLlwD+TfBtyZUIMaaQRL6FdTq69Lff7ZNnSojY147rtOWTzVqzFjubGayGLW2y98G32Mq4HFpu037bcT3yy44s527Qt2m98Dov/+cjPJwAi+cRxr08B0khjgLHlkR97ft3ifFAsHtda4iQezTluvDbXpk7HrJQYiekTyhOWfJOKEVer5XDVqNWdNycz6x2q15bOm4l+kk/S9sqpzT8TTNqUhlb2q5Wov5y+AZvwHFKINgObVvuQMKYxOMJbs7k2dYPLIFrfq6gchnT68u6776KzsxO33347zp8/r7CkKqpgQBwYf8qDvY9eHtFt6sYYMGuLHQkz8N7jPUXb1GdtsSNtJONJC9B8rgZHP1bYpk7PtfMvpdvejDHglr127HxKWS4y3G2P9CjLlYMgMP+nQNoCvPWUvywtkQu3urDlERm2NKhNzbhOeRPZvJVqfeS4O/9Suk1yypsovl54NtNGtvXAYjPrt8eB1hN27Li/Bzdtp7aX16Z+y97iHCb/8xHM5dP7MtrU5/+UtKm/9ZR/SG3qdOzpWrPtkR60niBjxeJhSAC+0XHE3DnuzqeQ9WNenpQQIyF9YnnCkm+SOcRQf9Wo1ZYgWe/vl6EV3BIE7vidCzFrJvck7JVTGxi1KQ2t7FcrUX9v2WPHh0tDJbepTz1gx+bH/CO+Td0YA6KvRjHthWnVNnWNYki3NWhubsbWrVvx5JNPYsGCBXjllVdwyy23KK2tiiokoe/RY8F7NyG5PYUd/y0OjNCia4noMeasBU3/CRhSXmxd5cvzhbUXGHPWgsZzNTCmddi1rAczOxxI7gZ2/TcgYRWaC9j9BBDzCtt2dBH+mOeV5XKax5y1YP9qIDJRPhceYa4cuK8C1jBw13oi8NBDQLLEOSXtRQ24a70Xx5cA3bcNL22lxFUsVtZeoOk44D3hgTGtw9G/SiDeVHy3lc8Fjv5VAhD45ofjNpwsXC98m/vu6GFaD1LbQtusyay1MWcBgPgEyNmmbdF+43PMDP7ng59PJx+PIdwszm3/OQB4sesuH8DwNBl+7HWD+XULIONF43HcAyN0aHqePMILAMY8D2xdBehT+ryY7X4CQ6oBUvqE84Ql38RjxGmQk29q1GrvaT2sUQPaf05qS7BVeL5SUefL2QKk7ZVTG1f35GpTGuXar2qx/o45Z8GYcxYcrAVCQ/Q5vZ0HHwbSKu4jtQ5Hlx4DOwZweNVhTP3ZVKDwyWZVVBjM34zrdOTWyzU1NVi3bh2+9rWv4b777sN//Md/KC6uiiokUQPooMP1yRGkFGhPHq6IeFPY/mAAxpQO/bVJxHltWX2NwPYHAzCl9eivTWLARvzWM5HchVdorgEbkJD4IDVh0UEH5bl9jcDOewLQQQdDUjmuHPRMA46uID5KI42Yo/Q5pewdn070Iz78tKkZ132PI5u3Kas87oANsrjF1gvfZk8j23pgsUn7be8S4pPj7TnbtC3ab3wOi//5yM8nIOWWy02jj/GbK37s82pNTRI6iMQDegzUJGFEjjtgA+JmMg8ds1JiJKRPLE9Y8k0qRlytlsNVo1YnHLpsLqhdW7paUjjQFpBtr5zaeqaBSZvS0Mp+tRL1l9OnK+HSw75GYNcyMo8+PfR5bgQkLOS8zegxQucYwY8d0jCYUz2dzs/qb3/723jppZewZs0axURVUYVsDJJfx5ZfR2oEXxdkjAHTPyBHxvvuLtLexRvnPrg4sxQFfqPnOvIwpFvFMvcDOXKv8tybDxBSQmTHzsyVgyBw8yby8mBbEDHWdtwh2Gs9UQ8ASDmluZrTpmJcWzLbuu/uEBJ14q2PHPfIw5DNLVgvvDEYGdcDi03Ob3cAk4+TiccdEdbF+a2Aw+J/PoK5fDq2AoiNFm9Tz8u9BkZbvNjTtebY7BAAYF+bcDwGLKk8Lre9RrF4KqRPLE9Y8k0yhxjqryq1OsM5thiq1xZLEJi5k9SWYytk2CujNgQZtSkNjexXK1F/b96f0VdKR3UMmPIhmafgsr2Rhkx+jPvrcbB4q23qWgTzyfi5c+fQ0JC/B169ejV27dqFtWvXKiasiirkQB8jKbzs+RYYoxLkGxiWKODykzPsJW+4YO3hjYd445m7qN72i8K7qdNzzVsHWHwStjOFft56hbmU5pqgclw5cHYCxsy3BnM6XHCeKn1OaXskly3Xhp82NeNan7kT7pI3XDB3Ct+hl+bOWwfZXP564Y85r7KtBxabWb+9mbNh78lxaFu03/gcFv/zQefT9I2A9UhMFndOhwvuc2y2+LGna82cXaRPdcm7wvGo683nzlsP4sdovm9LiZGQPrE8Yck3qRyiNUhyVajVdvI5B6bvgOq1xe7P1ZbpG6XtlVMbXffkaFMaWtmvVqL+unqIvtqeIm+WCXo7h1oPbhRw+XHuf55D/7n+yoqpoiiYT8YnTJiQbVWnMX36dDzxxBOKiKqiCrlIOcg3JRdvDY7sNnUPaW0EgEhdAnHeJ96xUfnjMfKBP65NL9KmTs0VdUl/Oh1zQh3uKNKuBgBxBblyEJxK2nEBIKlLZXWrheBU4MCtRH9M4m6nWtSmZlz3PU5eR+oSiIt8w0Fzoy7I5vLXC38sOJptPbDYpP22dwmxcbQ9x6Ft0X7jc1j8z0dePumBPpHrTfm518d4jw5+7Ola02cjB+9i8eA43O+oC4hbyTy0b0uJkZA+MV0s+SYVI7pWS3HVqNWRUeR3Ug/Va4tvMmkFl2uvnNqCU9m0KQ2t7FcrUX85fbESvtGOjSJt6gAwoES33DAGlx/msWaYXCP4QFnDGMEPg6rihkDmGtbTi30jvk199jZyUdvB9nDBDtkYyR/nTsAvLyjeps5xT6yUbnszZj51PXmXwtwIMGM30ZGWOGhg4cqBpRuY+i55fWhxL3s77hDszTqU+YTEKc3VmjY14zp1A3l9sD0M2IVbH2nuiZWQzeWvlwKbYFsPLDazflsETD1EbEw6QHHs+e/n/MbnsPifDzqfTtwDoEk4KAW552SzxY89XWtOTiW+PrJQOB4cOO7Ju5D1Y55vS4iRkD6xPGHJN6kcomu1JFeNWh3J6JwP9WtLEJi1g9SWE/fIsFdObd2M2hSGVvarlai/M3ZlLtAv4ZjOGAGm781s5wg/GefyY8wzY2AUu8t9FRVD9WS8imENfZyk8N3Pt8IUqbCYCsLcB9hDpMguecMFuz9/3BjjjXeT/y98gey0hOaatw6wdInbNmY+EJm7XmEupdkSUI4rB5YguTsxkGkFP1H6nJL20iSXa6/K4GpMm5pxtWU4S95wwXJtUBZ33jrI5vLXC3+s7irbemCxmfXbmzkb1nCOQ9ui/cbnsPifDzqfpm8E7IeE2xj5uec9w2aLH3u61szZR75mv/1d4XhYo/ncuetJq7O5j5cnJcRISJ9YnrDkm1QO0RqkuGrUamsm/NN3Q/XaYg3kasv0jdL2yqmNrntytCkNrexXK1F/7eGMPn+RN8tEXr3sHvo8NwK4/Dj3P88henYEX8+pYWjqZDydTuM73/kOmpubUVtbi3vuuQenTklfqHPlyhV89rOfhcfjQW1tLWbOnIm9e/eWPG8V2kfKTo4MTy/2ITmC70vR5861KwY8g4jZ8sdj3vxxrr304rzCtjZ6rt5GICbxLFJuXHGuF9jOtatJtG6zcOUg2Jprx00YUgiqfPOeYCtwYB7R3y/hFy1qUzOuXDtjwDOIWJ3wnWBpLtEhj8tfL/yx0Gi29cBik/bb9qX5Lehke/Pfv/2e4hwW//ORn09AZIyw3/i5F2F8XBA/9nStCdWTg3exeHAc7ndvIxCzkXny84RNlxx9YrpY8k0qRnStluKqUav7Mt8AJwxQvbb0TMq1gsuxV05twVY2bUpDK/vVStRfTl9/CXewj3mB7cu4S2CGPs+NAC4nLFP+//a+PLyN8lr/laxlbEu2vG9JHMd2ErJBEiCEJFAgJOzQ0lIKbWlLgbaUW3qhUFqWFtqyFHop0B9cSqG0hcuFW0pbtlJ2EkJYspCdxEmc2Il37fZYljS/P0Yz+mY0q7U6/t7n8WNJ36tzzpxzvvPNSEffMHDWOvNrDIUiCupi/J577sEDDzyARx55BOvXr0dpaSlWr14NllXfUMbr9WLZsmWw2+145ZVXsH37dtx3332oqKhISy7FBMEo/69zoTflt8+TCbYQsPgNvuJuWxpSbFMnx+NF/Os98wDY1Ll7TgOg18qWmEb7l2aYGwIWrxVWkcxxjYDpAea8xj/ecoJft3U8E/qO+SShRKfNsBBty2Zc5/2df7xtaQgo1W59FLh7ToNhrny+pOiMmpsPZnQKfutaCCz+mNfR/hGhW2aX4Dc5x4z/5SDzaddpAKo02tRluTeeNnUy9mSt6WzjW3R2LVSPhzOxYafA3b800aYuj1kaMVKzTytPzOSbXg6Zqb/ZqNWMj/+/ezGyX1v6gWPW8kp2naavL6e29ZizLdMolHU1H/V38RrePksaP2+2hYDF6xLHSdvUAQANX2+ATePnAxT5Q8FcjHMch/vvvx8333wzzj//fCxYsAB/+tOfcOjQIbzwwguq77v77rsxdepUPPHEEzj++OPR0tKCVatWobW1NS25FBMD1jE+hVc+1A7HZG5TjwDFI/wV9vIXK+AakE5tGysbF9rU/4gUv5GyFj8NlPRq6xZaoI5+IcNcwma9djUzXCNggoDwuf7CtRWo3J6+TH19vMbS7olnWzbj6kx01S1/sQJMt/pN2Enu4qdhmCufL/Kx8j6rqflgRqfgt7mvJn3iGElySF2k3+QcM/6Xg8ynua8BZRuHDXEXrq1A7R5zpxDy2JO1Zj7Zpq4SD+eolHv0C4BrwApHROrbdGKkZp9WnpjJN70cIm3Q42ajVlsT3cVHfYis15aSULK2zH1NX18ubSPrnhHbMo1CWVfzUX+L2YR9aeyCTh7neOvBkQKxTf3mfQh9NolPlAsYBXMxvm/fPvT09GDlypXia+Xl5ViyZAnWrVun+r5//OMfOPbYY/GlL30JtbW1WLhwIX7/+9+nLXd0dBSBQEDyR1F4ENrUt63sTe+elBMcZLtib2MEbMIvAsjWx97GCIYr+df3rkjdUZWUNdgMDJdr6xZaoDLOJdvpdNrMzHCNgGzHZR0xDDWmL1NPn9AKHtbxSyHals24Cu2MvY0RsB71JYvkDjbDMFc+X+Rj/sa4qflgRifpN3mbem9jRKJLqU1d4JjxvxxkPkWcQGCaut/kuReojqtylSCPvaTWVPNnjFrxEDji/2aAdcUlbepyv2XKPk27TOSbXozIWq3HzUatFlrBI05kvbaQbepG9OXSNrJNPRf65CiUdTUf9VdsUx/nPBblCG3qabS7HwkQ8sN1rAtM4yQ+US5gFMzFeE9PDwCgrq5O8npdXZ04poS9e/fi4YcfRnt7O/71r3/hu9/9Lv7jP/4DTz75ZFpy77zzTpSXl4t/U6dOHddxUWQZcWDMFkP33MCkblO3h4Dj/12OODhsPyGQ2qYekI6POeKIFsXRNwspbeqkrA4DrY9cJIY4OHQuySzXFgCOf4+3I+bJHNcImEN8Oy4HDhs/581+S+QhvhWcA4dRnd8mFqJt2Yzrguch5q1m6yPB7dBrk5TJlbRJysYsUXPzwYxOwW/dc4HjP+R1zFxPHK/MLsFvco4Z/8tB5tPWs6Hdpi7LPdNt6rLYk7Vm75wA4uDw2Tz1eLgDNgm3cwnfpm4PyfIkjRip2aeVJ2byTS+HyFqtx81KrR6LgQOHPUuQ9dpSnGgFF3NPT18ObWMOmbQtwyiUdTUf9ff4d3n74mlcRNsCwPFrE8dZOX45RwK4SAwAUPuVWtqmXqDI28X4U089BZfLJf6NjanvvKiFeDyORYsW4Ve/+hUWLlyIK6+8EldccQUeeeSRtOy76aab4Pf7xb+DBw+mJY8iS3ACcVscq37bDsckbl4oigKOUSu2nQuc8nw13H1FknHbGD++4RQfTnm+GqW+IsRtwAmPAY6guqzjHwdKD2vrjrr41tVFz2aWK9hsAVCks72DGa4ROEZ4O3fPDWHpa9Wo2pK+TH19fEukU6eLrBBty2Zc7SzEvGUOarQ+EtzjH4chrtJ8kev09BaZmg9mdAp+W/By0if20aRuUhfpNznHjP/lIPNp0fNA+cfqbeoCt3MxsPS1atTvKlLlqvmAjD1Za457txoWACteU47H1uN9cESs2LM8yV30LODuK0JRVBqzdGKkZp9WnpjJN70cEmwwws1GrRa+RZvzLrJeW5wRvrZ0LuZ3AtfTl0vbhLpn1LZMo1DW1XzUX0eEt8+mfmMHXUjqZVCXfkRDuN3d3uv2IrSTtqkXIvL2Ecl5552HJUuWiM9HR/mduHp7e9HQ0CC+3tvbi2OOOUZVTkNDA+bMmSN57aijjsJf//pXAEB9ff245DqdTjidqbsOdnR0wO3OTs9LZ2dnQco1+349vtq4/HXyuXwsFA1h6PAQfCM+vPmFnZjunwL/qAuxQeWPhYODvYqPlZ7rvW50PB0ZWjYqvWfI6sVfv+hFiaMCRbMs6LUNocQbE8fD1gH89YteIAqUzIqh2zWE7rMHMN1fBy8bAaJJWcOELGZ+CfowDBC3QAl7BySPh61e/PUCL47uaMooN2wF/nqBF3N2VKIPnIQrf4+cWzqYKlPPl8HB3qS8SuDwt4DhPi8qDjXhgHtYlKklT++5UuzC3gGEK4GOc7w4eS2vS/NYC8y2dOOqFCsyrq98Cxge8qJkVgz9VgCD+tzy+Q70W1PjL+eCRcp8kevsrBhC5xcHVOeDln/1dCLhi6M7mrC5uRtzdldi/2IOw8O8bjLvSb/JOVr+V7NPKZ+qeprRVRFU91uCCz9QurcEeysGUGOgDgoy5LEfltWt7e1DmLO7UjUetlkx7K/jEE1wj+5sQq9tAJDFjMwrPUjmvY59anaZyTe1HEpyBwzX36EM1mqR4/Hir+d4ccq6ZhxwB0zlutn60u9J2M9VwL2/LEVfiv05sC2Z6wPo0LBtvLq0dJM25GpdLcT6K9jXY1Ne9/UgHuf5XizcXIOeoqihNTJT54ZGOLk6NxTyg7u9GiXrSzBoHxzXObiR142Oj5ebTRkCgsH8fHKTt2/G3W432traxL85c+agvr4eb7zxhsgJBAJYv349li5dqipn2bJl2LVrl+S1zz77DM3NzQCAlpaWccmlmBiwslasen0x+qYE8vjRUv7BhKw474VW2KPA9vlDiq3n573QCoa1Yvv8IdjiVpz87hQMNkRSuKSs3ccN67a9MSErznuxFfuPyizXHgLOe7EVe1t8GeUaQXEPcObj1SgLWfHOad1AGr9dM6rvwhfbsfHow7q6CtG2bMb19D9XiXmr17IrcPXyVuAqzRe5ToY1Nx/M6BT81jV1GOe92oquBh9Of075eAW/KXHM+F8OMp/Wnx/QbMcVuMUj4HPPpC557Mlas7fFh/NeTYwpxKPMZ0VbRwXsRUnu/qOGRT8azZPx2qeVJ2byzQjXaL5lo1aXDVhx4Yvt+HRJIOu1pWzAigv/rx3FI+BzT0dfLm0r7oEp2zKNQllX81F/z/tnK2xRK6xp7KZuDwHnvdSKHbMHJ/1u6kzICvwSKD61GDZmEp8oFzAKJioWiwXXXnstfvGLX6C9vR0tLS245ZZb0NjYiAsuuEDknXbaafj85z+P73//+wCAH/7whzjxxBPxq1/9ChdddBE+/PBDPProo3j00UdNyTWK1tZWlJWN8yamBtHW1laQcs2+X4+vNi5/XYkXjAZRGaqENWyFe7gEX/zv47HmqhGUVNWlcMvrmnQfKz3Xe93oeDoyjNoYKxmALWZF/Ug1Tv9nDd47ZwjxZn7HYXdVHca8gC0G1I9W4dhXK7Du9CG4hp1Y/ZcSrLuSQ4Ro9oj5IMqa/6wFH1/CIdzAyxFAPhb4pz9bk1EuA97mc15tU+SSkHOtKjKN5oLLx/+f3l+HmW+7sXUVh0ib8dwy8lxJ36q327DVwWFwvvqxFoJtQObiqhYrgVtE5O3273rATnXocx/nuajQkaswX+Q6P/rckOJ8kMvVm+NKOsdKYrDFrDjl5RrEwWHV222IgxN1k7oEv616uw1xi5QTKEn1v1H75PnU8QUXulqU/SZwW3qrcconNdiwbAhYpJynaj4gYy/YXT9Sjfmv8j4459U2xXjUjlTBES1C86FqzFzDc09/tgbvnVOEsZIYimIWiU+sKvOHhNwnWvZp5omJfNPKIUmtNlB/ybo/3lot59j56YVTXq7B1lXK812rtii9ppZ7dgf/TWlLbzWmv2wR9anZnyvb3FV14BIXk1q2patLq2bkal0txPpriwEzOyoRXMwhNFV9LdQCA8AW5Y9zw5c4wMQamalzQyOcbJ8bAnx+WCIWDF03hPaH2sUvK0mQ59lGzsG1Xjc6Pl5uNmXka7PugrkYB4AbbrgB4XAYV155JXw+H5YvX45XX30VDJP8iK2jowMDA8nWl+OOOw5/+9vfcNNNN+H2229HS0sL7r//flx66aWm5FJMTMRL4/jnNzaifrQWcVfDpP0AlPUAr35zAKXuamxa7kewMgZyo1S2gh9HFNi03A9vQwxvXTSEukg1IqXqsnas5hCuMaD7awNo6a3OLLeC5zbudSBco/0BmJyb7g9JQi3Au9cB4cMsHKNWDLaXpC1TT98rlwxgzoclGGzXzuJCtC2duGrZzlYA7/0QCPdHsWm5H/Ea9Z14SO6O1RzYGisQ1uYK84GcL3Kd/dNipuaDnn2kTtiSfttXNYDGAw74F5ch7OV1k3lP+k3OYYPG/S8HmU+lcME/2wqManPBAvCH0dMcg85+gyk+IGPPBqV169C0CBoPOFTjAbsf/qPLMAye2zJYLfqRjNl4a4CefWp2mck3vRwSarWRfMtGrfZN4ef70ZurMdiuLS9d+KYAr3xrAKXF1bCznK6+XNoWajFnW6aRq3W1EOvvq1/n7Qs1jP+LL+E4m3c6EWxwZ3WNLHSwHqDykUqU7i4FM51e9xQiCmY3dYD/Fvv2229HT08PWJbF66+/jpkzZ0o4+/fvx89+9jPJa+eccw62bNkClmWxY8cOXHHFFablUkxQDAOr/nceYnZzt9g50sAEgVVPVoEJAkFPLGXc5kuMh/hx2yiw7B8exBXawEhZ4SqDup+qQjR1i4W0uDYfzx1z6sfWDNcImIPASfcBngFgqE7lyiSDYA4CZz5djdFiffsL0bZsxnX5/RDzVuvjY5IbroIxrsJ8kes0Ox/M6BT8hjFg1f9WAdE4lj9IHK/s/aueqgIXi2P5Q1KOGf/LQeaTtwmafhO4rsPjyz157EnfRhwxrHo6NS8Ev5X3AfPWlkm4wvEyQVmejBNa9mnliZl808shsVYb4GajVpcd5ud7pFhfXrooO8z/7MF1OJF7Rvg5so05aM62jOsvkHU1H/V31V+qUN/phCWq9G5jEI6TLRl/PThSwASBoe8PochdVGBfwVIIKKiLcQqK8cA2VoTT/l8bHHSTSJQMACterIR7SHmXY7ffxo97i1AUteC4Jy1wqHx6XTIAHPu0BaX9+nqtcQvm/yM73OPeqMg41yiqDjNYtLYSVbszJ1MLs7a4DesqNNuyFVcgmbfMYf0TSLffhmOfthjias0XQWepr0jkGp0PZnRa4xYc9aYF1rgFx3xQIdUt02WNW7BwnTLHjP+VUHWYwbzXLCjfqu+3ygPAorWVqO80t5s6oBz7kgHg+DcrYQU/phSPUp8NNs6Cin1J7vx/WCRcNb9lwj6tPDGTb0ZzKFtco3nS8rElZ7Wl8gAw7zXj+grZtkyiENZVIPf11xq3oP4gg9LU/VdNwRq3YPE7FXCP8+4KRxTiwP7b9oPdk4HbzVBkHPQzEoqJjRLg5a9uRoWjEnbL1Mnbpu4GXrtsEKXuarx3zlBKm3rUw48jCnH83S94UeFQaFMnZH18iYHWRzffDlYbNdAiZ4Ib9fBc91AR4jUVprjptqSxU5Otu+GyMQTb05epp++VSwZQ31mEYLv2sRaibenEVcv2qAdYcy3f+vjeOUMobVBvkyS5H1/CwdpgBfzaXHI+lCrIEcbMzAc9+0idQpt6bbQafRiAO1CEeGsFwl5eN5n3Er/JOEKbuhH/y0Hm01iDC5F5Gu2lU5Nt6l7nkOk2dXns2aCsbpXF4A4UqcYjWM3/trS3nOfWohpBG+9HMmbjrQG69qnYZSbf9HJIqNVG8i0btTrQwM/3aQPZbwUPNCRbwcOV+q3gubSNnWrOtozrz9G6Woj199WvJ+yr114LtSAcp6evCGMN2V0jCx2sG6h8tBJVI1Vg2mibeiGCfjNOMaFhDVtx9l+OhmtgHP2ZRxAYH3DGE9VgfIDbl/rtDePlx0sC/LiNBU56vgIlCrf7IGUZuT0Q4wPO+HM1PAbuLmGK6+W5VYccGeUagWsf345beRio7M1+brn28e2XjR36HycVom3ZjOuK/4KYt9BoWyS5pYMwxFWaL3KdjN/cfDCjU/Bb9U7gjP+pRv0+B1b8ljhe2fvP+HM16vY6sOJBKceM/+Ug86miG5p+E7ieg+PLPXnsyVpT2V2EM55OzQvBbxXdwLIXKyRc4XgZnyxPxgkt+7TyxEy+6eWQUKsNcX2Zr9WeLn6+1+3Ql5cuPF18K7jnYCL3jPBzZJtrnznbMo1CWVfzUX/P+FM15q1zw5pGm7pwnNXdk/vcEOD9PHTlEIIbg5pxocgf6MU4xYRG3BrHmD2GZX9qntRt6jEbELNxKPYDx6wpT2n7ihbx4yVBG45ZU45SXxFidg5H/zW1TZ2UddS/9NveYjYgbuXQtjaz3GgRz52zwZVRrhEIv73zDDCYvqc06y2Kgr76HkZXVyHaltW42iDmLdOv3vpIco/6l8UQV2m+yHUWB4pMzQczOgW/Td9gAWcB2re5EC9K6iZ1CX6bud2FuFXKMeP/FLuIfGraZkH5Tg2/JbjuXmD6nlLTbery2JO1Zu7GcsTBjynFw8naYIUF5QeT3La1lqQfbcp+y5R9WnliJt/0ckio1Ua42ajVo4l+yZqD2W/NFnS5e4Gmbfr6cmkbmetGbMs0CmZdzUf9tXKoGLSjJI02dbFebi2d9G3qMRsAK9Dzhx6w+2mbeiGCXoxTTGwUAQfbhvDPm7cjkt07zhU0xlzAW18aRNMG4LVL+hGslW5aEi3jx1u2l/Dj9TH0NI/inR9Ib2sml/XO1cnb36iBswHe2rGMc6NlwJtfHkR/wyjCOt1qZrhGwDYC714OtOwswZtf6BdvoZMtsI3AW18YwKg9hsGpE8+2bMZ17RUQ81a4rY4e952rOUNcpfki1+ltiZmaD2Z0kn574+IB9DeMYu03krpJXaTf1l4m5ZjxvxxkPr1zOQf/seodEAJ3yibgzS/0o2eWuc2R5LEna82bX+iHt2FMNR5T9/L5XrM/yX3nag7B2hjGXNKYpRMjNfu08sRMvunFSKjVRrjZqNUcA0TscbxzOZf12jJSz9eWKZtgSF8ubRPqnlHbMo1CWVfzUX/fvJi3L1StbZ+e7YKcYO345RwJ4GyAvd2O+S/Mh2u2K9/mUCiAXoxTTGjY+mw4et00NH9UManbbxgfcPrT1ag6YMHs9aX8rYfI8UF+vOawE7PXl6K434pZG1xo3IQUv5Gy2t9Eiiw5Kg4VoeawE0e9klkuaXNpT+a4RlDWAZz0B8A5VoTj/lUO+NKXqafvlOer4Rwr0v0GphBty2ZcT/odxLwFqz7JSS6ft/pcpfki18n0mZsPZnSKfvtb0icn/YE8Xun71Thm/C8HmU+LnwPgUxcgcB2jFj73VH4TquUDMvZkrZnzXilqDjsx/z23ajxOeV7KFY6X8cnzxJxdRuzTyhMz+aaXQ4INhri+zNfq+u1FcI4V4finkPXa4jnA1xbHqCWRe9r8XNom1D2jtmUahbKu5qP+Cva5u7Tt07NdPM5J/s14xaEijG0fw/679yMamsQnygUMejFOMaERL+Jboeb/qx6O4Twbk0fEbEDEwftiakcx3AFZm7pdOl4StgAA2t4BHCPqshp2AKVebd3RRBWp2Zthrh2IFXEA+FtzZIprBJFigEs8doXtqDqYvkw9fQJcOq15hWhbNuM6lmgXndpRrN36SHAbdsAwVz5f5GPF4SJT88GMTtFvh4CYlfdJtCjJIXWRfovZpBwz/peDzKfSAFC+R91v8tyr7zHZpi6LPVlr6vr5RKs/6FSNhwCBW7MXcAf4NnXSt+nESM0+rTwxk296OUTWaj1uVmp14hAZFlmvLaMOgEtkVGnAgL4c2sbnugnbMoxCWVfzUX+FWuhU2UjSCEg5Jb7xyzkSIORHcF0QbBdtUy9E0ItxiomNxMaQr/3n7knfpv7hKv5rqjXneBXb1MnxQD2/SH1wJRTb1AXuJ5dAv+0t0dWacW4ZsO5MHwCA1WlXM8M1ArYR2L6Kf7xxmTcnLZEbl/FnUaEpE8+2bMb10wv5x2vO8eq2PgrcTy6BYa58vsjHvC0xU/PBjE7Sb+vO8gEAdp2W5Mjb1AW/7TxVyjHjfznIfNq2Crpt6mTujadNnYw9WWuEHNOKh8AR/n9yCcQ2ddK36cRIzT4tu8zkm16MyFqtx81GrWY9/P9tq5CTNvVNy3yG9eXSNrbRnG2ZRqGsq/mov0ItHEmjvZyUM2zmlg9HIIT8aH+onbapFyjoxTjFhIY1xKfw9A8r0tp5c6KjZAhY/iL/A7D2DaWwydvUB6TjDh//ulKbOilr+lrot70F+P+tb2WYS9icSa4ReHYDc1/jHx/1UVn22zV3AwvXJuzX2YiwEG3LZlwXP80/bt9QCoQ1Wh8J7vS1MMyVzxf5WOlhc/PBjE7Rb68ldQixbd8ga98cUOeY8b8cZD61vwNgUF2APPcYnzld8thLas1W/uZGc9arx0PIQ4Hb+hZgS8iR5EkaMVKzTytPzOSbXg6RNuhxs1GrSxKbes18E1mvLZX7kjFtf0dfXy5tI+ueEdsyjUJZV/NRfwX7rGlsyis5zkncNQkk86Prd120Tb1AQS/GKSY04na+FWrmmuqUC9DJhIgDGCnmP12uO+QAE5JO7SgjHXdG+NenfQg4ZH4jZVV1AiU6vwuNJj4A9xzOMJdJtmAyOu1qZrhGwLqT7bhMpAiVh9KXqa8v0RKp45dCtC2bcR1N3IC27pADjE+j9ZHgVnXCMFc+X+Rj9pjV1Hwwo1P02wAwlqhlEUeSQ+oi/Sa0eAocM/6Xg8wnxyhQdkDdb/LcKxswdwohjz1Zayr8/EFU9qvHQ4DA9RwGmJAVEYfUt+nESM0+rTwxk296OUTWaj1uNmp13M7/t0eR9doy7ErWFseovr5c2kbWPSO2ZRqFsq7mo/5GErXQOaL0bmMg5ZRk4KdrExlCfozsGAF7aBKfKBcwbPk2YKKho6MDbrdbnzgOdHaO4yaxOZBr9v16fLVx+evkc/lYKBrC0OEhhML8R6d//+YGFI3VITbIKMoODvYqPlZ6rve60fF0ZGjZqPSeQNyLtSeEcPpbLXj9lP3wO8ZQ4k0uhuGxAcn4aHEcQBXevGgIo2NxgPid2TAha805XgQdMcl42DsgeRyJhQBUZpwLAO8u4+3w2r0Ie1NbYsn3kNz4YOq4kv/kjwV+2AlsWlaERWsr8cGiLngbGNX7+Orlk17swt4BhJ3A+kUslm6YCq9H+1gLzbZ046oUK/LxR6cUYcWLlXj9lP1wMAAG9blrzvEizqTGX02ufL5IxsrGED4hoDofSKj5UE1nedAu+o0N+3H6Wy3YdpwXi9bynDGHS6JL8NvWY6Ucu4b/1exTyqeNy7wITlP3mzz3umtHUGOgDpIyyNiTdeuDRV1YumGqZjwEjvB/zTle9DkGgbjUt2MOl+F7wpPzXss+LbvM5JtajEQfE7Vabz4FMlirBY7DyQLgc6GnwVyum60vQ06vWFuU9Mntz4VtyVwf0LRtvLq0dJM25GpdLcT6++5y3r4hp/JaqAfxOBNyBouTxylHNs4NjXBydW5I5ofnNg/8pf5xnYMbed3o+Hi52ZQhIBjMzyc39JtxigkN6zCfwnM+aprUbeounw0r35oOAFi4sS6lS6BkCJLxkiDvt9bNJSl+I2XNXefS7ThgQvxneke/584ol7RZr53ODNcIyPbJxZsaTLfjjkffCRsSP8jWsb8QbctmXIVWw4Ub6wy37M5d5zLMlc8X+Zinz9x8MKNT9Ntb7uT8XKtulxrHjP/lIPNp/gfau/Onm3vy2Etqzc4aAMDxHzWoxkPIQ4ErHK/LZ1ONZ6bs08oTM/mml0OkDXrcbNTqsiH+a7QF68qzXltquhgxpvM/0NeXS9vIumfEtkyjUNbVfNRfwT5rGl1ukuOc7G3qifwI/D5A29QLFPSbcZNobW1FWVl2dwpra2srSLlm36/HVxuXv67EC0aDqAxVwtrLX1S2ba9D7woWpVV1Kdzyuibdx0rP9V43Op6ODKM2jtYOIFQWhTtgR5WvGJVFFeAq+N1Z3FV1GAlBMl5q43N42m4G3Z9jECX29Bhlk9yKQTvKi6rBVvByBJCPbeX8x/Buvy2zXDswUhJDybANFfYKxGVcEnJuREWm0VywRIGYFbDFAXu8CFWj1YiZyC0jz+X6OHCwwILy0QoENY61EGwDMhdXtVgJ3HAF4PICVb5i1FgrwVbZdbkVg3bUWCsBBVuV5JLzRT5WXOJWnA9yuXpzXEmnrZzfRdgdtoFlYihmbRgpBkpGeE55UbGoi/QbWwIUDyc5cQX/G7WPzCdbzIqGcBkONyn7TZ57tWMVsKnkqZoPyNiPVMRE37qH+d77spBTNR4CBK7bb0NlUQXYWqlvy4uKYTdgl9wnWvZp5YmZfNPKIXmt1qu/ZN0fb62Wc0YTnKK4FVWj1fDp5JJSXhmtL77GAcQscdi4IthiSX1q9ufKNndVHcamQte2dHVp1YxcrauFWH9HimMoGbGh3FGBqMZaqAVSTlVRBdg8nBsa4WT73BBI5kf8UBzV9mo0NzencMjzbCPn4FqvGx0fLzebMgKBQNoyxgP6zTjFxEbitzD/vnY3xibxJpFRBth0Et9es+YcL0JVsnGXbJz/Ygnrvw3Jhbhc1ieXAKzOjqbRxC8DMs51AZ+cyhdG4aQxE1wjYGuAnSv5xxuXeeGbnb5MPX3Czr0jjRPPtmzGdeeZ/OM153jBNtgNcT+5BIa58vkiH/M3mpsPZnSSfvt4Je+TvSuSHFIX6beO5VKOGf/LQebTtlVAaEGxIe7GZV4MtJrTJY89WWvI3dTV4qG0m7rgR0mepBEjNfu07DKTb3oxImu1LjcbtTqxHmxbhezXFg/w6Yl+4/pyaVuNSdsyjEJZV/NRfz85LWFflcKbDYKUM1wzfjlHAoT8aH+oHaUzSrXJFHkBvRinmNCwJtqt5/6rDtZIno3JI1yDybavY95NbVVj+qTjxT7+9RnvIMVvpKzZrwA2nR1Nhfa9uf/MMJew2aLXpmeCawSencldoxe8Xw6mP32ZevrEHct9+txCsy2bcRV23T3mXTeg0WJHcme/AsNc+XyRj5UfMjcfzOgU/fa31J3Sj3nXLdFF+k3OMeN/Och8mv06gB6N3dTlueczp0see0mt+YTfi2Xxm2Wq8RDyUODO/Se/m7prUObbNGKkZp9WnpjJN70cIm3Q42ajVrv6+P9zXkPWa0t1BxHT1/X15dI2su4ZsS3TKJR1NR/1V7CvKJ3d1MnjnOxt6j7+/76f70PUR9vUCxH0YpxiQiNeEkfMEkf9LjesY/m2Jn9gSwFvdQQcOLgCNjhkiw9bJh3n4nHEwKG6Aym/GSdllXqh+xu0kdIYOHBggpnlsmVAoHwMHDjYdD5oMcM1Al89ELXx7dlFnDXrvxf01QMxaxwcODh08rgQbctmXP31SOa1xskZyS31wjBXPl/kYxzMzQczOkW/jQAhF++TUHmSQ+oi/SbnmPG/HJJ8igMlqXseKnM5K0pUNtDS8gEZe7LWFLM2/v9wkWo8AEi4TBBwDPNySN+mEyM1+7TyxEy+6eUQWat1uVmo1b7KWOJnKch6bQlVAWNFcTH39PTl0jZfvTnbMo1CWVfzUX8DZbx96ewDRMqR3zFmsmGklN8EL9ofxZh3Ep8oFzDob8YpJjTi1XE8d82HKK4qgzvUkm9z8oYoA3xwXgClFdXiTqKSZqTEOIl/fWsApYnfaanJMoJQE/CKiqx0uGCAtRfybYK6fBk37fsdeID3f5DclTUjMnX0vfaNIVHXRLMtnbhq2s4Amy9NHmt9vcZvBwluaUU13FU2QG1H7QQXQOp8kekEzM0HPftInUDSb2Fv0idkbMn3k34jOeEiE/6Xw5PMJ95vDDCocn+kBJc8hnozumTHEPWm1i0BavGQH/tw4gMBOUe9STY9+5TsMpNvRmwwmm/ZqNUDc4FX5o4zl0yC9QCvXzZkWFcubYPHnG2ZRq7W1UKsv2u/aHDd17GdlJPVNbLAEWoCap+sRVOT/m/cKfID+s04xYSG1WfFlx9YguOenjK529QHrDjz8WqUdQInP1uR0qpW0guc+Xg1Kg7ZcPKzFShJ8Oe8oNCmTsg67vf6bW8C/4SHM8sVbD716cqMco2gcjtw0n3AtE+dWP1EFZie9GXq6Tvz8Wqc8bi+rkK0LZtxPek+iHlrC6h/VUJyj/s9DHGV5otcp+eguflgRqfotwcTPvlLpfR4ZXad+Xg1Tv1TKseM/+Ug82n5bwBG4z60ArfhQ/C5Z7J1Vx57stZ87pkKxbwQ/Na43Y4zH69G5c4kVzhe14BV1W+Zsk8rT8zkm14OCTYY4WajVtfu4Tkr7kPWa4ugq+FD8Lmnoy+Xtgl1z6htmUahrKv5qL9nPl6NMx+vhnNI2z492898vBqn/6kKdp17rx/pcA1Y0XdZH7Z8aQvYgUneJlCgoBfjFBMa8ZI4Np94ANWdpZO7Td0VR/cMFjEHUBIqgkN2gT1cDnTPYBG1cSgJFcEaj2PnsWF4uhTa1AlZxQEDbW+uOPqaInAMZ5Y7XA70NUXgZK0Z5RrBUCMw7AYiziisnAVMlm89OdQIjDrisEBfVyHals249hyFZN5q/PaP5BYHYIirNF/kOuNF5uaDGZ2i3yLAYG0EzogV/S1J3aQu0W9RKwZkHDP+l0OaT4BV4wRY5BYDVs6CEpMXvfLYS2rNcBH6avgxpXiE3Yn7EHNJrmMYoh/JmKUTIzX7tPLETL7p5ZBQq41ws1GrA9XxxHxH1mtLoDqO4dJYIp/09eXStqFGmLIt0yiUdTUf9bevkX/Bkkab+nA50NcQgS1qgX2S/2acdcVhX2BH1BsFF+TybQ6FAmibOsXEhgPYeexhdK4OT/o29U8/F0JpBYNXvqXcpv7p5/gzZ2E8VDuCvpNTd9YkZb17nTHdn6w23lZplIsEFzDWpk5yx9WiSsIDfHwlEPbG8MqsgZy0gr/5VeNt6oVmWzpx1YwVA3x2VuJYvzWg2yYpcN+9Drptkp+dxT9MmS8ynQDwaaPx+aBnH6kTSPot7E36RNAtb1Mn/UZyol4T/pfDk8ynd0+Abpv6x1cmjmHK+NrUyWOIelPrlgC1eJRWVOOV+tQ2dTlnvG3qevYp2WUm33RzyET9zUatZj38fM9Vm/o7X/aitKIa7843xs+VbfCYsy3TyNW6Woj195MzDK77OrZ/cmZSzmRuU48yQMV1FbRNvYBBvxmnmNCwevk29WWPN8M6ibtv3H1FOPPxapTvBU59uhJ22TdWpYf5lq2qgzac+nQlSnv5traj/xcpfiNlnfD/AJvObRcF/rIHM8sVbD79z1UZ5RpB1Ra+jW76BoZvzz6Uvkw9fUJrnp6uQrQtm3E96T6IeWvT2AmW5J7w/2CIqzRf5DorOs3NBzM6Rb/9V8InT1ZJjzcgff+Zj1fj9CdSOWb8LweZTyvuA5hO9UIqcJveB854vArFJlt35bEna81pf6kUx5Ti0bTVwdewrUnusgch+lHNb5myTytPzOSbXg4JNhjhZqNW1+/iOSfdh6zXFkFX0/vgc09HXy5tE+qeUdsyjUJZV/NRf8U2dY3NJPUgyFn9xyrYTW40eaTB3VeEvsv6sPm8zWD7J/GJcgGDXoxTTGjE3XGsX9mB0iEHrPF8W5M/BMti2DN/GKMuwMlaUSRbB8MV4MdLonCyVsSK4vh0RRDFXqT4jZTlGAFsOu3/wbIYDswcQVEks9xwBXBg5ghsY5aMco1gcCq/m26onIUFFjhG0peppy9UxgdNT1ch2pbNuHYeBzFvobEvBMl1jMAYV2G+yHWOMObmgxmdot/iwKFpI7DFLOian9RN6hL9xlnQPU/KMeN/OaT5BEAjnwRuuBKwwAKnyX065LGX1JqIlffBmEUxHv5qXlnUkeQWRSD6kYxZOjFSs08rT8zkm14OibXaADcbtbqnPma4FqWLnvoYhqoiiXzS15dL2wanwpRtmUahrKv5qL8H2nlnW9LoqA5XAAfbRmCNW2CfxPsJAXx+OE9yIj4S16zvFPkDbVOnmNiwAfvnDKB3RWRSt6mDAXYfN4zSihLVNvXdx/E/nBLGu6tH4TteoXmLkGWoLZcBti0PY/+5xVnhblseNtSmTnIz0ab+6aVA2Au80pqbVvD3vugDYKxNveBsSyOuem2SnScljvVbA6iv1W6TFLhG2iQ7T+IfKrVJkjoBYHedifmgYx+pE0j6LewNYzPCiRZ0hd2RZX6TcLwm/C+HJ5lP7x6r36b+aWIX5FfqxtemLpnT3tS6tRlhAOrxKK2oFrl7KorBJr71knPG26auZ5+SXWbyzUibuuH6m41aXc7P95y0gpcD68/n26vfnW2MnzPbPCZtyzRytK4WYv3dtiKMbSsMrPs6tm89KYytJ4UnfZs6GKD88nI03Urb1AsV9JtxigkNq9eKix84ASc/0jLp29TPerwGFR1IafME+Jatsx6vQXWnDaf/uQqlvVac9XgNFv1ZuU1dkGW0Re6sx2uw/P7McgWbVz1prJ3OKNcIqrYAJ99nwYyPGEOt45nQd9bjNYbb1AvNtmzG9eT7LGLe6rU+CtxlD+q3SZ58n0Vxvsh1VnSamw9mdIp+uy/hkz9WSY9X1qZ+1uM1WPV4KseM/+Ug8+kkA23qJ99nwdQ1fAvoeNrUydiTtWbVk1XimFI8pm5x8DXs0yR3+f3JNnU1v2XKPq08MZNvejkk2GCEm41aXb+L5+SqTf2sx2swdQ0M6culbULdM2pbplEo62o+6u9Zj9fgrMdr0m5TP+vxGpzxRDVtU0+0qW86axNtUy9Q0ItxigmNuDuOty7YDtuoFdZJvElksDKGTcv9GCkHiqKW1Db1GmDTcj+G3VEURS2IOeJYv8qHoghS/EbKskYBW0xf9/ZFIVi4zHLDNcD2RSFY45aMco1gsB3onsvBV80vXLbR9GXq6eupN6arEG3LZlx3rObEvIXG7rok1xqFIa7SfJHrHHGZmw9mdIp+A7BnDu+T3cuSukldot9gwZ7lUo4Z/8shzyet9lKBG0x8QeY0uduxPPaSWhO34LOED5TiMVgfQRwcIq4k18JB9CMZs3RipGafVp6YyTe9HBJqtRFuNmp1T3PMcC1KFz3NMexvC4v5pKcvl7YNtsOUbZlGoayr+ai/2xeGEAcHSxpXKOEaYMcxCZ+ksSv7kYBgZQwlXyoBF+M06ztF/kDb1E2io6MDbnd2Gl46OzsLUq7Z9+vx1cblr5PP5WOhaAhDh4fgG/Shr8iHFy8JoJSdAm6QUZQdHOxVfKz0XO91o+PpyNCyUek9wwEv+u12jHERPH8h/zFwCfFpcNg7gIg9BD/G+PE4MGwrwtsXjAEs+D8FWa9+I/GiTBb5eDjgRXd5CPu/OpJRLqJApDyE7ecfQgkqJNyU98i4pYOpMgWo+TI42Jvks0CvpwhdpV50fdGLkrKkTC15es+VYhf2DgAssK+RxZpjR1Di0TnWArMt3bgqxYqM64C9CAPw4vkLvaixABjU5776DaDUkhp/OTfIxVLni0wnokBMYz6QUPWhik4EwPvtkhHYD4ewacYh1KFa1C3Je8Fv56RytPyvZp9SPg19Cyit0PBbgtvjimH3F3klNQbqoChDFntJ3Trfi3K/HZ/OPARYFeLBefHGKSGMuV3oSHD3HDuC4WEvEJDGjMwrPUjmvZZ9GnliJt/UckjgCrXaSP3NZK0mOfsaWWw4lQGYVA7pN73XjKxbh8tYeF3D6P6WMfuzbRsZBy3bxqtLSzdpQ67W1UKsv5HyED47uwcOlKvGWAvCcXZVhLDtgkMosRlbIzN1bmiEk6tzQyE/wlOqUfVoFQYxOK5zcCOvGx0fLzebMgQEgzm+h2EC9GKcYkLDFrDhy389CQHPCNaeMwiU59ui/KDcb8fpb7Vg67EBzN7QhldX7QfKkuPuoSKseKsFG+YexoIddXh72QGsfG86QmVRvH+uF1GniqyNLrz7hUGwGp8/lQ/Zcfq7LYhbOLz9xYGMcQWb45Y43v78IFiPcS4q1LlGUN9ZhEVrK1FVA0zrr8DaMwcQS1Omrr4NU8Ft4LD21AEEpk8s29KJq1as3ENFWPFiJTbMHcWCHXVY/00g6jHA3VmF9d/Ql6s0X+Q63z/+IE76oNnwfDCj0zls4f0GDlbUII44rLCKut+9MKlL9JsCx27C/3LI8+nDi4CwS5vbtTeMpsPVeGPFAaDZpA+I2NvJWvNJG2ycFTFLHK+s3p8Sj+3To5izvxY75gXQvo3nxi0cXl4dhHPUghVvVUp8Mp4aoGmfVp6YyTedHBJsMMLNRq1u6izG0i2J+X7mAAIN6vLSRdOhYizdMBVdh8NoOlyiqy+Xtgl1z6htmUau1tWCrL9v8/v/vHPuAMI142t5FI6TA4d3zh9I+5xgIqN8yA7LCxYMFQ2h8u5KgP50vOBAL8ZNorW1FWVlZfrENNDW1laQcs2+X4+vNi5/XYkXjAZRGaqEdZDvY+IcFpRWVMFVlbrBSHldk+5jped6rxsdT0eGURt7pg5gw7IhLFpbiZiVQ4nbjaLE5ifuqjoEW5EYb0DMysFZmlit7UUo9lQjTjQUhKNIyiri4CyrRpGHlyOAfGwtKQIAcFZklBt3A1uPDWDex2WojFbDXyEdJyHnxlVkGs2F4DHAfi+H6dsrwYGD3V2NEhO5ZeS5XF/X3jCmHC5Fvb8aMY1jLQTbgMzFVS1WIncVh0Wv8XnrrqhCtNKmzy1KcDltufNeK0uZL3Kd0YYSxfkgl6s3x5V02pHwG4DtcwKYs70M+xZwWPRpYp4Suki/7Z3PYdGWJCceTPW/Ufvk+eQuKwdbruy3JLcUHDgwrhLF3NP0ARH7Q1OJWiNsnWyxKMZj3mu1iIHDUVvLRC5nBUrcbrC10pg5y6pRbMAuuU807dPKEzP5ppFD0lqtX38ldX+ctVrOcTqSX0Xa3dUoVZjvWrVF6TXVdWv2ADp8Q2jdm6xlpRXq9ufKNndVHYLHAB2HtW1LV5dWzcjVulqQ9XdxAPM+KUM5qgCNtVALcTewbVEAczeUoSJajVgezg2NcLJ9bggk88NitaCuvg7NzamfoJLn2UbOwbVeNzo+Xm42ZQQCGdh0aBygvxmnmNhI3Jbrg0sOIKrcoT5pUBLkF8n3z/IqfjJOjkcS33xt+TwkF+Jy7sYvq38SLsfGCzPPtSV+3xRV+aZuvFwjKB3i/29c5gU7NTMytWCPWgAAbJU+t1Bty0ZcSxJr4/tnecUTQT3uxi/DMFdpvsjHxjMfzOjc+AXAmjBX+P3k+2d5U3QJfhN+6ynnmJmDJIR82rYKYGdoF1Iy98bzTaE89oJvNx/PX2i9v0o9HgdagxLuxgshciV54jFvl559WnliJt+M5JCZfMtWrd52EnJSW1xBPt+2rTKur5BtyzTyva7mo/5mai0XaunYJO2YlGP6ndPB1E/yE+UCBb0Yp5jQsIb5FD7psRbYJvH9E91DRZj9Kd+xseylCjA+6XhpPyTj7n7+4mrR/yDFb6SsRf8DMDq/2SpN/MRm0XMZ5hI26+76aoJrBFW7gZoe3kcL11bAtS99mXr66vpLAABM/8SzLZtxnfEBf6zLXqqAbUBjh16Cu+h/YJgrny/ysaoD5uaDGZ2i355P+mTadoLjlb5fjWPG/3KQ+TT3NYDZrbGbuiz3PF3mdMljT9aaY9bzX3Mue1U9Hi0dUu6i5wDGx8uR+DaNGKnZp5UnZvJNL4dIG/S42ajV5YnX576LrNeW+s4isbbMfU1fXy5tI+ueEdsyjUJZV/NRf2dv4e1zDGnbp2e7cJyTfTd1IT/2/Wgf2G66m3ohgl6MU0xoxMv5r8ZHyscQt+TZmDwiWBvDe+fwK1fcyiEm+1A63ADJ+Egp3z/GupHiN4msIiBapK07nGgVzDi3AVh3amI11qlUZrhGMDifb6MTQP6mPhsYnA9sn5uwX+cGyYVoWzbj+vEl/LHGrZzmD6sk3CIY58rmi3wsYHI+mNEp+s0GfHQir2PnSUkOqYv0m5xjxv9yyPMJDuPcUZM/dJPHXl63ACBepB6PqDUu4wIxGy+H9G06MdKyTzVPzOSbTowktVqHm41a7Se6HbJdW3pmxbBhWfKKS09fLm0bnA9TtmUahbKu5qP+CvbF0/B5uAH44HOZOyeYyBDyw+K0aNZ3ivxhkqcoxYRH4sPXjy7sUmy3njRggeYdvAPWnenDmLy9SzYeLeZf3n6WQps6wd10ERDV2yIhEYNN52eYywJNnbwduu1qZrhG4AOmf8A/3LjMC7YxAzJ19E3dzxuutVGdwC0427IY18aN/MN1Z/oQ9Wic4RHcTRfBMDdlvsjHbCbngxmdgt/OBup6eR2VB5IciS7CbykcM/6Xw5fMp22rALZZo5D6pLk3Um9Slzz2RK359DgfAGDd6erx6G9gJdxN54PnyvMkjRip2aeVJ2byTTeHzNTfbNTqxBdn205C9muLH2jfxDt12yoD+nJpm8+kbZlGgayr+ai/TfsT9pXo2KcFFmg8yMuZ9G3qifyY/ovpYGom84ly4YJejFNMaAht6qc8OgO24Twbk0e4A0WY2sFfYS9/UaFN3QvJeFmiTf3Yp5DiN1LW4qcBRucWQUIL1OK/ZphL2Gz3ZY5rBFUHgdJEC9/CtRUo60hfpp4+V5j/2pnRuWtKIdqWzbg27OAfL3+xArY+jdZHgrv4aRjmyueLfKz6kLn5YEan6Le/J31Ss5/gDErfr8Yx4385yHya+xrA7NRoU5flnueAOV3y2JO1ZmGi9Xy5vE2d8Ft9t5S7+K+JNvVAkdS3acRIzT6tPDGTb3o5RNqgx81GrSZbwbNdW+p7isTaMvc1fX25tI2se0ZsyzQKZV3NR/2dupe3zznOeSzKSRynIw05RwLENvXr94E9QNvUCxEFdTHOcRxuvfVWNDQ0oLi4GCtXrsTu3bs13xOLxXDLLbegpaUFxcXFaG1txR133AGOS7bSjUcuxcSA0KbubRxBvKCyObcI1saw5hz+TCXiiCu2qZPjwy5+fgTrkeI3UtaYE4jqtE0LLVAZ5zYAH5zK28HptMOa4RrB4Hz+2xAA4MAhUpy+TD19O+YmzjR1WvMK0bZsxvWTS/jHEUdcs8WO5I45YZgrny/yMb/J+WBGJ+m3j0/kdew6KckhdZF+k3PM+F8OaT4B0Mgnee6Nmmx5lMeerDVRG1/LteIhcIT/Y85kmzrp23RipGafll1m8k0vRmSt1uNmo1YLreAckPXa0jMrho3LvIb15dK2wfkwZVumUSjraj7qr2BfLA2fhxuA9Z/L3DnBRIaQH0XuIs36TpE/FNTlyz333IMHHngAjzzyCNavX4/S0lKsXr0aLKv+Sc7dd9+Nhx9+GA899BB27NiBu+++G/fccw8efPDBtORSTBCM8f8+PefwpG5Tt7FA+4ZSAMCHq/yKberkuOCrXaeltqmTsj690FjbGwB8enbmuS07eTuMtNMZ5hqBD2h/h3+4aZkvJy2RLbt5hxhpUy8427IY1+lr+YcfrvLrtj4K3E8v1G+TJOXK2yTJMc5mcj6Y0Sn47TRg6n5eR+1nSY68TV3wWwrHjP/l8CXzabuBNnUy98bTpk7Gnqw1Wxb7AQAfnqQeD78nKuF+ejbfpm6T50kaMVKzTytPzOSbbg6ZqL9ZqdUJzvYTs9+azfiAoz7iDdluok09F7bBZ9K2TKNA1tV81N+WHQn70mxTn/4ZL2fSt6kn8mPaT6fRNvUCRcFcjHMch/vvvx8333wzzj//fCxYsAB/+tOfcOjQIbzwwguq73v//fdx/vnn4+yzz8b06dPxxS9+EatWrcKHH36YllyKiQHrSKJN/eFW2MJ5NiaPYEJW1B3iP4pe/mIFSmS7kJb4IRl3Jdq2jv9zaps6KWvx0wAzoK27OFHoFz+fWS5ps9OXOa4RVB4CHKP844VrK+DJciNN5SGAifA77zCHJ55t2YxrVSf/ePmLFXD0qLc+ktzFT8MwVz5f5GOV3ebmgxmdot9eTvqkoifJIXWRfpNzzPhfDjKf5r4GlGxV/5BannuVJneYlseerDVim/rr6vGoGpByFz8PlAzxckjfphMjNfu08sRMvunlEGmDHjcbtbrMx/+f+z6yXlvKBqxibZn7mr6+XNpG1j0jtmUahbKu5qP+1h3m7StOYzd18jjHWw+OFAj5se/H+zCybxLfdqiAUTDNG/v27UNPTw9WrlwpvlZeXo4lS5Zg3bp1uPjiixXfd+KJJ+LRRx/FZ599hpkzZ2Lz5s1Ys2YNfvOb36Qld3R0FKOjo+Jz4UbwHR0dcLsVbuKcAXR2dhakXLPv1+OrjctfJ5/Lx0LREIYODyEUDaERjTg0zYtgiAU3qPypX3CwV/Gx0nO9142OpyNDy0al9/Q7BvH6KQGc/lYLRpxR+KJeOIjbeYQdA3j9lJA4PljkA1CFvsZRBINBxJOpjmGHNymrOAb/iBdRUpZ3QPI4Yg8BqMw4N+wA3l4awinrWhCKeBH2xlKOW3iPnBsZTJWp58vgYG9SXgMwtqwIi9ZWggOHQW4QRSq/O9PLJ73Yhb0DCDcA0ZksFn42FZG4zrEWmG3pxlUpVmRc15xThBUvVmLEGYV/dBDRQQPc4hj8o4MIh6TxV5NLzhf5WJd7EF6N+aDlXz2dY3a76LdPZh/Eio0t2LLYiwWfJI53xCfqIv0m51g0/K9mn1o++S3+lHmjxh0o8sJtoA4KMuSx7ytJ1i3WEUVxxK4ZD4Ejcotj8EW9iDLAmnMsyTwZ8Rn+valk3mvYp5knZvJNJUZJLlGrdeaTpO6nWX8FTn85izYkawtrItdNr1u1gxhbNIylG6Yq6pPbnwvbkrk+gNAiVtW28erS0k3akKt1tRDrr2BfQGUt1INwnO8sCeFz61sQinoxamCNzNS5oRFOrs4NyfyweCzoG+5Dcadyr7rWObiR142Oj5ebTRkCgsFgxmSZQcFcjPf08B/119XVSV6vq6sTx5Tw4x//GIFAALNnz0ZRURFisRh++ctf4tJLL01L7p133omf//zn4zoWiuzDZXPh2LJj0evgi09NTTdO7Yqi1pv6rU6j24tDwSHFxwBSngtQe93oeDoytGwUHpPYcfgwqrcfDQAItG3GsQMhVA3zRaW2348+rx+WDa3i+ILBCIBWeBp24eRD0k+wBwMhUZZlzi6sGGCBAV4OAPSF/ZLH/kMcgBZYZmaWiwhg2czbfIz3MBBnxXEBfeHEcxm39rOhFJly/yk9FuUNA44PeR8MTd+OpeFR1H4m1a0kQx4r+XOl2PWF/by+3QsAAC1RL1r2+9SPtQBsA5CxuCrFioyrfdNMAHzennHIY4hrmbMLZxxyimN6csn5kjLWE1acD6RcXR+q6LR5XbzfZuzCcbuaAABzdjhFzooBi6iL9Juco+R/PfuU8ml01j6sDHDqfpPl3jGhARz1mbEGO6XYT/UNiL4N1+5Ccdc8BKarx6PIwgKwi1zLzF04dqAfiFpQv7NB4pPakdQ5IUfKvNewTytPzOSbWg4JOU3War36S9b98dZquQ3hQ04AUzHavA9Lwz4gLOWQfhMeCzC9bh08jIbNJwLgc0/Qp2Z/LmwT49Dvh2PjAlXbxqvLiF9yua4WYv21bErYN6S87utBPM4tvJyj/cnjJJGtc0MjnFydG5L5UXpVKWxaPx+gyBvyFpWnnnoKV111lfj8pZdeGpecZ599Fk899RSefvppzJ07F5s2bcK1116LxsZGXHbZZeO276abbsJ//ud/is8DgQCmTp2K1tZWlJWN9wdpxtDW1laQcs2+X4+vNi5/XUtOdCiKQQyi+MP5KD1tPxrdnhTOtPIa3cdKz/VeNzqejgyjNvb1jMI5XA777B7UbVsM9vhtqC3luwQa3ZWI+mwYHi7HSEsnP75gJzhwot+sTDwpLMiIsvDJHBSf3AlbWRSN7kqRQj5G6Sgva3NmudEx3mYOHMqKS8GUOqWyCMi5je7kHCXfYzQXWC+DsXgRRjwDqNo/F46qbjTWp/6AzUw+aeUA62UQ4Wy8bxxOuEvLVY+1EGwDMhdXtVgJ3JGQS8zbymYvGI8+t/iTOais8wKl2lyl+SLXyc7drTgf5HL15riSTpRaeL9tmwMO/KZotuESUXdJdVIX6Tc5B6XhFP8btY/Mp+JdM1BS40VthbLfBC6qvKjaPxds6S40zlDOUzUfkLHHKETfVu2cCw4c6napxKOhC8zhJlim96Nq/1zxeKuO3wZYLLARMSup7pTklRrkPtGyTytPzOSbVg6RtdpI/SXr/nhrtZzT54rznM4ZsFd3g2lkUzhatUXpNdV1azQOK2cDqrwo3jUDdhevT83+XNnW6K6x2t5fAABLuUlEQVQE28XXPS3b0tWlWTNytK4WYv0dHuHtcztdKNZY97VAHqfb4UKjQkdrts8NjXCyfW4IACjlWx9Dd4cw5fdT0NzcnEIhz7ONnoOP9xw/XW42ZQhd0LlG3n4zft5552HTpk3iX3V1NQCgt1faZtHb24v6evVdYn70ox/hxz/+MS6++GLMnz8fX/va1/DDH/4Qd955JwCI7zUr1+l0oqysTPJHUXiwVdrAnrQB9ul+wBbXf8ORCjcL9tQNsE0NIe4KA7ZRybDNEwV76gagYYAfdw2r+42QZS1jAYf6b78AAB4W7IkbMs61eaJgT9yAuCsMW3HmuEbATGHhPrcDmNGJuDUGlGR3s0dmCgt20QbErTHYPdq6CtK2LMbVfW6HmLc2jb1nSK61jDXEVZovcp0oD5qbD2Z0En5jF/E+KT6d0E3oIv2WwjEzB2Ug8wnWOBiNpU7g2ucM8rnnNLdRR0rsZXVL8IFiPFp6+fdN9YtcaxnLc92sNGZpxEjLPrU8MZNvejESarWhfMtGrZ4WBLtoA2CNZ722oIGfW/Y5g8b05dA2ZgprzrZMo0DW1XzUX8E+u2tM0z4929kTNiDOsLCVjF/OEQEPi8oHK1HcVgx7xThvNUGRVeTtYtztdqOtrU38mzNnDurr6/HGG2+InEAggPXr12Pp0qWqcoaHh2G1Sg+jqKgI8Th/gdHS0jIuuRQTA3E2Dtu+JjhmDcI6mbtvWMDx4SwAQOT4XYBsIYzKx21Q9xvBLT25W3NRFfmfzoJzSWa50QQ3smBXRrlGwPqA4EstAIDI5zaL3wZkC6wPcGw6GpFj9HUVpG1ZjGv4Hb59O3K8Np/k6uWtXC45X1LGYHI+mNGZ8EXR0d1wfDYLkZm7MLpe+XhFvylxzMxBGch8cp+9TzOf5LkHDa4SUmJP1qUFu3gfLFCJR+JayMYkuc4l3aIfjebJuO3TyBMz+WaEazjfslGrffx8ty/TzoWMwAc43ubb7PVyT+TnyDbWrG0ZN6Aw1tV81F/H5lmINvaiyOStE+U6HFtnIbJoO+zp7Mp+JIAFAvcG0HZXG21TL1AUzG7qFosF1157LX7xi1/gH//4B7Zs2YKvf/3raGxsxAUXXCDyTjvtNDz00EPi83PPPRe//OUv8dJLL2H//v3429/+ht/85jf4/Oc/b0ouxQRFBLB11SL8aivibMGkc+4RdcIaKgU3VAzmzUVAULYSRmywhkqBQBk/7i9R9xshK/jPVkR9OsU7wR/5d4a5CZuZ9xdllmsEwwx/A/b+ejBvLgLblYErfB191ngRmA0GdBWibVmMazzAiHmrtmGTnBv8Z6shruJ8kemEt9TcfDCjM+G3sfdaeZ9sWCTRLdEl+E2JY8b/chD5FPxnK3z79blcl4c/hsMmNzOVx56sW+8vEseU41HJ+6rLLXJH/t0q+lHVb5myTyNPzOSbbg4lbDDEzUatHi2FNV6Esfdas19bErq4Lg/vQz19ubQtUfcM25ZpFMi6mo/6aw2XwvHZDES9aXyLSxzn2OAk/zY46kS0M4otX9yC8N5JfNuhAkZBXb3ccMMNuOaaa3DllVfiuOOOQygUwquvvgqGSU7Ujo4ODAwkd2h88MEH8cUvfhHf+973cNRRR+H666/HVVddhTvuuMOUXIqJCWuZFeyKjXDMHJrcbequUbCnboClcgQxTwBwSlvqbGWJNnVPgB93D6v7jZBlrR4GGJ0WOdco2OUbMs61lUXBLt/A25tBrhEwjYm216YexIv4dtVsgmlk+ZY6A7oK0rYsxtV9boeYtzblTWBTuNbqYUNcpfki14mqsLn5YEYn4Tf2BN4nxacTugldpN9SOGbmoAxkPsEe0/wGUOBapvr4fCg3t/NsSuxldUvwgWI86ocQ8wRgqQmKXGv1sOhHSczSiJGWfWp5Yibf9GIk1GpD+ZaNWl0XBnvCBsAey3ptQV1ibk31GdOXQ9uYRtacbZlGgayr+ai/gn2W0jTa1MuiYJdtQLx0GCie5G3qrlFU/q4SrkUuOGud+baGQgEFdTFusVhw++23o6enByzL4vXXX8fMmTMlnP379+NnP/uZ+NztduP+++9HZ2cnRkZG0NHRgV/84hdwOBym5FJMTMTZOOyfNcM+wzvJ29RtcL4/FwAwtmgPIGvvirLgx+M2ftxqVfcbIat06WEDLXI2OD+eC+fCzHKjLOD8eC7G5uzPKNcIWB8Q/OcMIMIgcvKnYMrTl6mnz/nBQkSO/kxXV0HalsW4hl6fJuatXuujwNXLW5GL1Pki14m4yflgRmfCb0VHHYZz01yMzegCu0b5eEW/KXHMzEEZyHxyn7Ffv039nzMADoic/Clgsv0zJfZk3Zqzn/fBnP3K8RhmYGWdsDmTXOfCw6IfjebJuO3TyBMz+WaEazjfslGrfQycHyyE/YT9Wa8t8DFwvrkQ4MDnnp6+HNrG+mDOtowbUBjraj7qr/OjuYhXBdJuU3d+MheRo/fQNnXWBt/PfJh6w1TYXJP5RLlwQaNiEvQ+4+nzM3GfcQDo7u5Gf3c/rH0ehF6pAnvip6o6yVs+yG//oHQ7CK3XjY6nI0PLRqX3+AMjqGOdGDrMgdm6CL3zPgJqk7cDGfKzYFgnQn0WVO9ZhP6ZG1FN+o34hNwfGCNktYE9djtQlvzkWrw9SeKxwB/+d2tGuQg5wbBOMO8vQJ+Mm/IeORdDKTL1fCm5xdFQKRhYwHaXwLNhDvpm7wHazcdKS5/kGBL6mA1z0De8B2hM3dGzUG1LO64KsZLEdcQu5u2BFZ2weaK6XOb9VkRXdGLIrnJ7uARXcb7IdA60bgGjMR+0/KurE7zfIu+1wgKA2TAHcUDULcl7wW8KHD87oup/NfuU8imwYTrYY7oRqFTxW4Ib2F8M5mArBmdswaFS/TooypDFXrCb9wl/Gynm/QWK8Qj3W/k4dNjB7OW5w/9uhT/hRzJmZF7pQTLvNe1TzxNz+aacQwJXqNVG6q+07qdXqwVOIFCEWlgQea8VgdnKtUjwm95revUlEBhDbSKfIgcbwcr0ye3PhW2CzsBQVMx1JdvGq0tLN2lDztbVQqy/o07YO6agv2wHUDGS4h89pBznwp3AFP01MlPnhkY4uTo3FPKD6Y9hx8U74Pm5R1Unvc84vc84BcX44AIstxehrKMMNSeehqktU1Mozc3NKElMVvljACnPBai9bnQ8HRlaNpYoFJ7Ahg0AgKbSJRh8bBB15x6HutY6/rWmJhR3d6P3i72oDs0H/gnUnLsQcED0m9WRbJIR7jzQVLoE4afCqLp0BWwuG5qa+A1Xiru7JY97e3uBEMC8zmSUCwC9Z/QC/wSavinlChB4cm7zrOYUmXL/KT0m5QEAtgH4PVD3zcVoXdya4ncj+aQXO/FYt/WKuph6RvNY820bgIzFVSlWkmO9GkAHgH8CbdedC5vLpstlXmfQdt256PX3pthKcqOhqpT5ItdZfe58wJU6H0i5RnyopBMuiH5jl7PAv4Gqb1cBvfMleS9A8Jucw4QHU/yvZ59SPlkft6Lt+tMxGBtU9xsAtqcc/rv8qPrifLStWpRyzEpQij0TTuhJ1C2cDuDf0IxH3cXz4X/GD5wOMGsY1K3k/VhXVydyyLzSgtK817JPzS4z+aaWQ0JOC7XaSP0l6/54a7Xcht7eXmCAzwWl+U76TXgsYLzrVh13FIK/DqbUPkX7s2ybJA69vaq2jVeXEb/kcl0txPor2vft5Yrrvh7E41zVCzwLNH7zREyfMz2Fl61zQyOcXJ0bkvnhfN0Ja3VBNURTJEAvxk2C3mc8c/xM3Gc8PhxH4NEApv9sOmylNlP3T8zlvRSz7YvOzZ3w/tyLuv+ug+1a6QlWc3Mz2H4W/b/oR8VtFbBda0vxG4noQFSUxdye7DUjfUs+jg5E4b3fixn/PQNMDZMxLtvPov9+3mbhhEFt4ZJz1WQazQX/Dj/2/sdelN9cDuZ+/gQs3XtzauWAf4cffff0oeyWMvHCWu1YC8E2uX3pxFWNJ3A/+95nqLq5CrZrbWidq6xfzm2+nZdr67Rpcmf+v5kp80WuU20+yOXqzXElnYLfmn7ZhH0/3Qf3D9zw3+wXdZMnoYLfFDmbkeJ/o/aR+dT6TCuam5vFbxrkfhO4Mx6YAeb+1DjrIWVOb4boW3yVf1xxWwVs1baUeJR/vxzBjiCapjXB9lUbvD/nj3cwMojoQBSD1w5KfGLELrlPtOzTyhMz+aaVQ2StNlJ/ybo/3lot57B7WATuCaDlwRaUH1WuyNGqLUqvqeVexzsdCNwRQPWD1Wh9Rnlu58O25uZmvu7d0KdpW7q6tGpGrtbVQqy/ff/Vh+JTijG1ZSqsDqupGiM5zgcSxzmnWVFGts8NjXBycZ4szw96n3F1TLr7jFNQZARRYGz3GLacvwWR/ki+rckfIgAX5DCyawR9l/UhslfmixF+PLo/yo93RNT9RsjauHIjQjtD+roDHHZ8ZUdmuSM8d+i6ocxyDYALcPzvYj+OoO+yPvS/2p+2TF19AAJ3BHR1FaRtWYxrzBcT83Zos0ZrH8HduHKjIa7ifJHpjHREzM0HMzoTftt7zV5wAQ6BOwKIeZO6JboSfgvcEZDYF9oZMud/Gch82rhyI/b/db8uN/BeAH2X9WH4vWHTPpDEnqg1Q9cNiWOK8eiIggtw8L7hFbk7vrJD9GOKT8YDDfu08sRMvunm0IiJ+puNWp14ee81e7NeWwRdgfcC2Lhyo76+HNom1j2jtmUaBbKu5qP+IgiM/GMkvbWcOE7/xtSfq00qpLE+UOQG9JtxigkNa5kVVb+tgrvLDVv55E1nW6MNtX+shbvcjeKzi2FtlH7OxkxjUPvHWkTZKIrPLoat3abqN1JW7cW1YKZo7/Jia7Sh8r8rYXvLllEuM41B5X9XYuQfIxnlGoFniQcLX1+Ijm0dGNs1Bvei7OwTQeor+20Zwr8N6+oqRNuyGdeF/16Izo5OFJ9djLJW9a4kklt7cS3KWssQHFT+/ZfAjYaiKfNFrtNxtMPUfNCzj9RpY5J+Y5eyGHttDG1XtKG7txvFZxdLdJF+k3NsfuP+l4PMJ8s+C+qX1aN3tFeTy/ax8H7shXW+uc/z5bG3+aV1y77KjrHXxlTjwfk5VJxaAf9hP+yr7GDWMYg2RmFjbJKYpRMjLfvU7DKTb3o5JNRqI/mWjVrNHMMAvwXGHs5+bWGOYcA8yaDKXoXwp/q1L5e2eZZ4UPtkrWHbMo1CWVfzUX8F+0pmjH/nNWYag4qHKzD8P8NpyTkSYCY/KPKDyXv1QnFEYKxnDN4bvaj6Y5Xkd8+TDdGBKIZ+MoS+0T5U3FEBGyOd2mw/i74r+4BRoOKOCnA+DgM3Dij6jZQ189GZurtvjnw6guB9QbTc1ZJRLtvPYug/hoBRYPT8UU2+nIu5mqJ14d/hx95r9gIA3N9zg6nN7gLm3+FH4Ad8e1R4R1hTXyHalk5ctWLF9rPY+c2d4FiOz2udHBC4Yt4OGpRLzBf5GEJA33/0GZ4Pho+FsYl+m/rjqei7gZ+fW/69BYgg5XhJv8k5I+8Z978cZD5Nu2Ua/ztclf1wUnLPYy735LGPBpO1pvjrxQj8IAD3dW7VeMAO7Hhph8ituqsKYSaM6EAUm67aZChPxmufVp6YyTe9HBJqtZF8y0at9v7di7Hnx1D7zdqs1xZ2D4vAHQH0oY/PPR19ubTNv8OPvmv6DNuWaeRqXS3E+jt0zRAQAUbOGoF71vg+BGH7WXiv9QKjQOSrk7hrEubygyI/mLxXLxRHBLgxvpVs1zd2Te429SiAxK00vbd4U9vUI9Lxsb38E0W/EbI+u/Iz3bYmbpSPwb4f78soF5HEH4Dhz3TaYc1wDYAb5sTHwf8XzH5LJKHP/6F2S10h2pbNuApz3HuLV7v1keB+duVnhrkp80U+ti9iaj6Y0Sn47eBdB0WfCP+9t3ilugi/kXM5tDNkzv8ykPE9cMcB7TZ1We6ZblOXx56oNSN/4ndNDt4XVI2HnLvvx/t4blTq23RipGafVp6YyTfdHCJqtS43C7VaiHHfE9n/CQyIzdwP3HFA/yc6ObRNPi9y3aZeKOtqPuqvYN/IZ+Z3UpfIGeUfhrZM7tbsdNYHityAXoxTTGhYS/kUbrmjBbaKyfuJn63eBs8tHgAAcz6T2qbexEjHp6v7jZRVc2kNmOk6LXJVtqxwmSYGrp+4AAD2envGuEbgWezBlOunAACs7Va4T8hyS+RiD2xf5X1jb9e2vxBty2Zc23/bzj8+n0HZLI02SYJbc2mNYa58vsjHHPMdpuaDGZ0Sv93Ay62/tl7kkLpIv9X/QMox4385yHxi5jKoP63eENfabjXfpi6LPVlrHCc5xGNSi4fAEf7XXFrD+7HeJvFtOjFSs0/LLjP5phcjslbrcbNRq4U2VmYuk/Xawsxj4Pq2y7C+XNrmWewxZVumUSjraj7qr+unvH2OqeO/0TjTxKD0J6VpyzkSkM76QJEb0ItxigmN+HAcAGB1Wid1Nkf7o/D90gcAsNXYUn6AwvawkvF4RN1vpCxng1P3xyxRH3+P8qLSooxy2R4WobsTn+JmkGsEvi0+dN3bBQCw1lmBLK9fvi0+RP8S1SeiMG3LZlz3/HAPT1XIazWuXt5qyZWPRX3m5oMZnYLfuBgH9j7+a8KeB3pU7RL81vNgj6IcI/6Xg8wn5xSnZj6lm3vy2JO1Jm7na5LFaVGNR2RNRMIVjjfaHzWcJ+O1TytPzOSbEa7RfMtGrWYP8XloLc5+bWF3sgg9xvtbL/dybZtvi8+UbZlGoayr+ai/obt4++JcXNtAHdvDd4f5J+l/Pj+hkc76QJEbTOLLF4ojCR03dCA6aOxi5khH6LEQ4gfUF7HQYyGAP5fX9VvXvV1g97Cq4yR6Hu3JPDdxGGNdY5nlmkB0TRTBt5U3oskGxnYbt7/QbMtKXBMIPRZCYJux24503dtlmKs1X0KPhRDvSo6ZmQ9mdA48MwDEUjkpuuLaHDNzUAn+f/nR81KPIW50TRTxj8ZxsqwS++gbfB0aeXZEvX7FpdyeR3tSuIp+y4B9WnliJt/M5FC2uEbyZPjj4ZzWFv+//Ib1FbJtmUbe19UEclp/hXneneY5XUJOys/2JinSXR8osgd6MU4xoWEt4VO4/aF2sRVnMsJWY4Pnpx4AgOvbLlinydrU6xnp+Ax1v5Gyplw/BUybToucx5YVLlPPwHVTop1uik47nQmuEXjmJ9txbcttcH8uyy2R8020qRegbdmMa9t/tQHg87ZsrkbrI8Gdcv0Uw1z5fJGPOY5xmJoPZnRK/Ca0qf9HvcghdZF+q79GyjHjfznIfCpfXY76szXa1GW5Zz3OZJu6LPZkrWHOY8RjUouHwBH+T7l+Cu/HGpvEt+nESM0+LbvM5JtejMharcfNRq1mGvnXy1eXZ722MLOTbepG9OXSNs98jynbMo1CWVfzUX+FNnrH9DTa1OsZlN6UaFOfMcnb1NNYHyhyg8l79TJOdHR0wO3OTlHu7FTZwjbPcs2+X4+vNi5/nXyu9J7u7m4Mdg7CAgsObz0MppiB1ap8cqgly6g9ZsfTkWHWF73beoF7AQssCO4NAtMAmy05vTs/6YT3Dm9ynIHUbzaroqyB3QMYbh+W7Hba3d0teezt4OX2b+jPKDfaE0XwV0Ge39+PcHc45biF98i5go9ImXq+7OzsFPnsVhaBe/lP9scOjqG7oxsMo7yI6eWTkTxmt7IY+8sYLLDA5/PB2p2ax4VqW7pxVYoVGdehm/iNgIJ7g+js6ISNselyB3YPoLOjE72D0lt0qckl50vKmAvAA+rzQc2fRnSiIzEP3z2M6EdRWGBBz/09Iqe7s1vURfqt57dSjpb/1exTyqfg3iA6d3ViMCzdBlkt9/wH/YbXB6XYBw8FxVoz0jHC16et6vEY+ceIhNu/oR9sGcvveH9vn9RvNmOnN+S817JPK0/M5JtaDglcslbr1d9M1mqBE9zFH39gSwBcB6e6Y75S3E2vW2t6gceS/u3u6Jbok9ufC9sEnR3/6kDwsaCqbePVpaWbtCFX62oh1t/gL3n7+g71IVyRuu7rQTjO0K9CKccpRzbODY1wcnmenJIfKrUxl+fG4+FmU4aAYDA/HTD0m3GKiY1EBoceCSEeGP/viyY8bACK+IeWNy1An854YqNTRb8RXPbvLOKHdPyaqOujb45mnitUKOXbHo+PawTEOZel04L4liznFnmOt984t2Bsy2ZcE1/eWN60gN2v0WJHcNm/s4a5KfNFPjYEc/PBjM6E32IfxpI+sSY5El2k3+QcM/6Xg4hvfHccwQ80TkZkuYdd5lSlxJ6sS9ss/P8PNOIBi4Q7+uZo0o+Eb9OKkZp9GnliJt90c8hM/c1GrU7I4w5x2a8txBez8d1xfX25tE02L7KuT45CWVfzUX8F+9LZwJ6U05WGnCMB6awPFDkB/WbcJFpbW1FWpt5+kwm0tbUVpFyz79fjq43LX9eSEx2KYghDmPs/c+GocaC5uVlTntpjM/aYHU9HhlEbu2d1I/KTCHw/98FzmweOGQ40NTUBgOiT+E/i4rjVY8XQ00m/ySHIan+oHa7ZLokc+eNIcwQ+ZJ6LJiB+M29zwzENcDW5FOOrxFWTaTQX0AT0j/Sj694uuL7tQvvF7aZyy8hzub7dh3cj9FgI9SfUo6apRvNY820bkLm4qvIS3Kr7qrD7+7vhuc2DuavnGuK2P9SOuavnip+Y68kl54vSWKQldT7I5erWASW5e5N+6+/vh+/nPkz5zynourcLnts8aFnRoui3KT9M5cj9b9g+Ip+mXD8Fx151rKbfyNwrWVGinqcqusjYl7hLxFrj+rYLocdCmvEQOML/9ofa4Xfzt9srv69c9G3LihZDdinNezX7tOwyk29aMZLXar35RNb98dZfOWe4bRiht0OYcv0U1JxRo8jRrJ0Kr6muW0u6MRwZRugxqT41+3NlW3NzM3Bysu6p2ZauLq2akat1tRDrb/wW3r7GxY3a674WSDnHN+bl3NAIJxfnyfL8SPd8wYhOI+Pj5WZTRiBgbK+DTIN+M04xoREP8Z/yed/xijuET0ZED0Xhu90HABh+fRhRVrrxCXuAlYxHBvgNTZT8Rsrq+3sfoiGdnbQHEpspPdWTUS57gIXv57wd8uNJh2sEvvXJXaNDfw+B7cvupie+9cmde1mftq5CtC2bcd19zW4AibzWkE1y9fI2RS5hh3yM3ceamg9mdAp+6/p9l+gTIbby4yX9JueY8b8cZD71/KUHbI96PqXknk6uyiGPvaRuJe5ZHv5HWDUeQh4K3J6nekQ5RvNk3PZp5ImZfDPCNZpv2ajV7AE+poceO5T12sJuSu6m3vOXHl19ubSNrHtGbMs0CmVdzUf9FeyLBMa/8RopZ2w4s5u6TjSksz5Q5Ab0YpxiYiPR23HokUOI+idxkXEAlhK+dTOyNpLailQsHRfa1BX9Rsjy/9sPtkvnJCQRg+C6YGa5xQCc/MOxHp3F1AzXACxlluSTfiC4Ibu/IyL1jR3Utr8gbctiXItcfG9qZG0EgQ6NT60Jrv/ffsPclPkiH/PHzc0HMzoTfhvZPJJs2U34JrI2ItVF+M3itEg5ZvwvAxnfaE8UPWvVd1OX557p1l157IlaE9/FyxrbOKYaDwECN7guyHMdUt+mEyM1+7TyxEy+6eZQsYn6m41anWiUivviWa8tSH45z/9WWE9fDm2Tz4us+0KOAllX81F/hThH+9I4pyPkRA5O8t3U01gfKHIDejFOMaFhq7ah5MISHP3y0Yrt1pMFtmobKu6pgGuRC5W/q0zZPZSpYVBxTwXsc+yo/F0lmEWMqt9IWfNfmC9pZ1SCY6YD9jn2jHOZGgaVv6mEfY4dFcsrMsY1gvKjynHUX44CSoCyu8skLZHZQPlR5Si7uwwoARq/1jjhbMtmXOf8eY6Yt5VHVxrizn9hviGu0nyR6yw5psTUfDCjk/Rb5f28T476w1GiblIX6bfZf5gt4ZjxvxxkPh31l6Mw/cLpulyry4qyu8tQsqLEtA/I2JO1puzuMvGY1OJRdneZhDv/hflwzHDAVm2TxCydGKnZp2WXmXzTi5FQq41ws1GrS1aUiLmQ7drCtDEou7sMVpfVkL5c2ibUPaO2ZRqFsq7mo/5W/hdvX+Xn1GXogZRTdVrVuOUcCUhnfaDIDejFOMXEBguMvDKCvuf7JnebelcUQ1cPoeFbDQg/FU5pRRrZN4Khq4dQ+qVSfnwgquo3UlbXg136bU0+YGz7GPb/cn9GuYLNRna2MMM1Au8aL3Z8dQdcl7gQ/HVQs3U3U/oCNwYMVeSCtM2XvbhuuWCLmLdabdEkt+vBLkNcpfmSovMz1tx8MKPTx/ttz0/2YOjqIcTH4tjx1R3JeSqza+jqIUSj0VSOz8QclIHMpz3X74Gv06fLbfxO47hyTx57staMPD2Cse1jCP53UDEezAoGgRsDqPlyjcgVjjfaFZXELJ0YqdmnlSdm8k0vhwQbjHCzUqu7AQwDu767K+u1hf2EReDGABq/04g91+/R15dD24S6Z9i2TMNXGOtqPurv0NVDiB6IIs6O/5xOkBMfjYOLceOWc0TAN/71gSI3oBfjFBMbDsA+y47DfziMaGASFxkXYK2xIj4cx+j7o4gPSBcxi9vCj48kxoNxdb8RsrxveMEe0jkJcQGWcguCHwUzyrW4LbCUWzD26VhGuUZgr7cDViAeiIMb4BDaGkpbpq4+C4AQdHUVpG1ZjKuj3iHm7Uj3iCGu9w2vMa7CfJHrjI/Ezc0HMzoTfhvZPgJLqQWx3TEUVRaJukldgt+4zzjYqm1Sjpk5KAOZT2M9Y/Bv9utyo/4ouAEO8b3mTpZTYk/UmrHNY0ApMPbpmHI8ivjXIociIjf4UVD0IxmzdGKkZp9WnpjJN70cEmu1kXzLRq2uAmAB4sF41msLqiDm01jPmL6+HNpG5roh2zKNAllX81F/UQZwIQ6jfaOa9unZjjIg1hHDSKe6LZMCaawPFLkB3U2dYkLDyljhudaT3IlzksLmsaH63mqUNZWh9snalHGmmkH1vdX84yf5e7YwsxhFv5GyFr6+0JDumgdqDMXADJepZlDzAN8a6GrSab0zwTUCV5sLC19biO7ubrjOdqG6qTptmXr6av/Ix01PVyHals24zv3LXHR3d4N5kkHFXPW2SpLb+norKporEOhU/t2iwAWQMl/kOgGg5OgSw/NBzz65TsFvwj14hcfMk4zEP6Tf5Bx/t9+w/+Ug82nWlbPQ3Nyset9WgQsA8eXmv7WSx97f7desW8J7hHiULilFbVMtxhbxv3Ul/UbGbLw1wIx94803vRwSarWRfMtGrWamM2D+qLw2ZBrMdAbMEwwamhrQ8OUGY/wc2eZqc6H2iVrDtmUahbKu5qP+1j7Iv+Zucusej5Y9gpyypuzeAanQYSY/KPID+s04xYRGPBBH3xV96H60e9K3qfdd1ofQthC8d3sV29T7LuvD6J5ReO/2InIoouo3UtbuG3br7+Sa4O+8emdGuYLNQz8byijXCLxrvNi4ciPCb4XR992+nLRE9l3Wh74r9HUVom3ZjOvGlRvFvNVrfRS4u2/YbYirNF9SdH7GmpoPZnQKftt6+Vb0XdaHgZ8MSHTL7eq7rA99P+5L4ZjxvxxkPm2+YLNum/rGlRvR/2L/uHJPHnuy1gzePqiYF4LfhtcOo++yPvg+8olc4XijXVFVv2XKPq08MZNvejkk2GCEm41azX7C5/umszflpE2977I+9L/Yj80XbNbVl0vbhLpn1LZMo1DW1XzU377L+tB3ZZ9415fxQJAzcMMAxvyTfDf1NNYHityAXoxTTGw4AGYJg/6/9k/uIlMG2Jpt4KIcxraPgRuS/kbKXmGXjg9z6n4jZIU2hPRbxcoAa60VI7tGMsq1V9hhrbUiui+aUa4RFE8phsVhARfhgGEgvCuctkw9fbACiOjrKkjbshjX4rZiMW+1TohJbmhDyDBXPl9SxmKcuflgRmfCb2OdY7BUWRDvjsM51SlySF2C33AYcExzSDlm5qAMZD7FQ3EEt6vvGi1w46NxYBjgOs39FjMl9kStiXXEgAogui+qHI9i/rXIQETkjuwaEf1I+jadGKnZp5UnZvJNL4fIWq2bb9mo1Q0ArAA3ymW9tqABgB2Ij8YRD8X19eXQtuIpxeZsyzQKZF3NR/211FiAUSAyNP6LcXuFHZZqC+K9cbDdk7w1O431gSI3oG3qFBMaVsaKsm+Xoem2yd1+YyuzofL2Srib3IrtnjYPPw4k29SdbU5Fv5GyDLU+ltlQ/etqY+10ZrgengsApU2lGeMaATOdwTEvH8O3gq92oaopu7uxMtMZ1D7Bx01PVyHals24zn5kttgm6ZntMcRtfb0VnmYP/J3Kv38WuEBqm6RcJwAU315seD7o2SfXKfhNqU2d9A/pNznH1+0z7H85yHya9a1ZmNo8VbVNXeACQPQE8x9+ymPv6/Zp1i3hPUI8Sp9MtKkvSG1TJ2M23hpgxr7x5puR1nOj9TcbtZpp5FvHc9Km3siAeYxBXVMd6i6sM8bPlW3TGdQ+VmvYtkyjUNbVfNTfmnvT/8mZzWNDzX28nHTa3Y8EmMkPivyAfjNOMaER88XQ960+dP66M62dNyc6xg6Moe+yPgQ3BzF061DKpmzhvWH0XdYHdieLoVuHEDkYUfUbKWvnd3Yi6tM+6Rb42y7bllGuYPPAjwYyyjWCwXcG+Ta6f4XQ9+0+sPuz+8n64Dt8223fN/V1FaJt2YzrxpUbxbxlB9WPleTu/M5OQ1yl+ZKicxtraj6Y0Sn4bfPFm3kf/7BPopvUJfit79pUjhn/y0Hm06azNsHX4dPl9v61l889k5sByWNP1pqBHw8kxxTiEX6Hf6/3Pa/I3XbZNtGPan7LlH1aeWIm3/RySLDBCDcbtXpkPd/eu3H1xqzXFkFX7197semsTbr6cmmbUPeM2pZpFMq6mo/623dZH/q+1YfRw+P/FleQ039NP8YGJnebejrrA0VuQC/GKSY0LCUWFK8qhu9tH2IjsXybkzdYKi2wz7HDYrMg2hkFZPumOGud0vEoVP1GyhrZM4Ixr/ZCZqm0wNZiQ6Q7klGus9YJW4sN8b54RrlGUDqrFFaXFRaHBRgDRrqyuxtr6axSwAEgrq+rEG3LZlxdi1xi3o4Oqp+ckdyRPSOGufL5kjJmh6n5YEan4Lf4QBxFTUXAEFB8VLHIIXUJfoMXKDmqRMIx4385yHziIhzCe9XbcQWu1WkFxgAcNu8DMvZkrYkfjgMNQLwvrhyPCgsAIBaJidxId0T0I+nbdGKkZp9WnpjJN70cImu1HjcbtdrSbOHneyz7tcXSbAFKAKvTCi7C6erLpW2ls0pN2ZZpFMq6mo/6WzS9CIgBsfD4z+mctU4UNReBC3Bp/fb8SEA66wNFbkDb1E2io6MDbnd2Wl7UWgPzLdfs+/X4auPy18nnSu/p7u5Gv7cfOAWou7gOfcN9sHfadWVr6THyutHxdGSY9cVgeBD4BuD3+MHdw2EQg7B1J6d3r78XkW9EEEEEuAfwwivxG4aVZdU+WYshDPH3d01AaAsVHg+GB4HvAnV1dRnlAsDYd/mFY8gh5Sq9h+QKPiLHlfwnf0zyq39Xjd7eXuAeYLhueFyx0tInPwbuF/zv5obrhjHcPazKKzTb0o2rUqzIxyU/KBGP1ef0wdfp0+XWPVkHn9OXEn851w/l+ULq9MOvOR9IaPlQSSfCEP3W29sLAHDXuUXd8rwX/Oaqc0k4g151/6vZp5RPdU/WIdoU1fRb9e+qEUEE3D0c/PAbXh+UYj/oldYtAVrxGK0bFbmi38JA3Q/qJD4xapd83mvZp2aXmXxTyyGBK9RqI/U3k7Va4PgtfuAXPGcYyrVI8Jvea3r1xW/xAz8DInUR1D5Zm6JPbn8ubBN0DsYGwf2MU7VtvLq0dJM25GpdLcT6G/0e/+2tt9gLb7c3xT96EPREr+bl+Nw+Q2tkps4NjXByeZ4sz4/xni+ka3u63GzKEBAMqu+Zkk3Qb8YpJjb8AG4AfPf7JnWbOroA3ACw21jgLvB+IRDZHwFuALAb/HiCr+g3QtbA9QbavhP8/v/ozyhXtPl2ZJRrBMPv8zs34y0ANyLrLYrD7w/z9t+gr6sgbctiXPsu6xPzlh1QP1aSO3D9gCGu0nyR68ROmJsPZnQm/Nb3vT7eJ7dBopvUJfrtVgWOmTkoA5lPfd/sQ2iP+v2UBW7opRBwI1Qv+rV8IIk9Wbd+AXFMMR7v8+PhD8Iit/8/+kU/qvktY/Zp5ImZfNPLIcEGQ/mWjVq9gef0fSP7P4ERdIVeChn6iU4ubRPqnmHbMo0CWVfzUX9xA4AbgbGe8X+LK8q5BZO+TT2d9YEiN6DfjJtEa2srysqye8/Ctra2gpRr9v16fLVx+etacqJDUXhdXkQ/i6K+sh7Nzc2a8tQem7HH7Hg6Moza2DmrE8FjggjcE4AFFlSWVIqbdTQ3NyMaiiJ8TBhjv+cXpTJnGYKuoOg3e0WyoyAaioqyAKC2pBbFTcUS35KP2T0sAgiA83MZ5UbLowjNDCH6WRTloXJ45noU46vEVZNpNBfYFSx2/e8uxF/hP6io5CpN5ZaR53J9O57cAbCAY48DTcuaVI+1EGwDMhdXNZ7AjZ0YQ/D3/KfV9e56lDeX63LjiKPeXQ+mmtHkKs0Xuc6yhjKMHDOSMh/kcvXmuJLOqDWKAAJAGLBNtyG2PwZmFgP292yKLtJvztlOjP5+VOREy6Mp/jdqnzyfPHGPuHGS3G8Cd/jZYVhgQRlXppqnaj4gY49ZkNQtAEAIyvF4gY9H+OGwyOX8HKpKqoBGYOzEMTFmtSW1huyS+0TPPrU8MZNvgn1KMSJrtZH6S9Z9PS6gPE/lHJ/bx3dQcXxtqWiqSOFo1Ral19Ryr2NhBwIvBTD8LP+Ns6BPzf5c2dbc3MzXvad3aNqWri7NupujdbUQ62+wPYjY7hjKR8tTfG4U0fIogm1BxPbEUBZQrlPZPjc0wsnFebI8P9I9XzCi08j4eLnZlBEIBPRJWQD9ZpxiwoMLcTjqsaMkF5STDTaXDaXn8zujem7zwDbFpj3eaFP1G8ltf6gdxS3FmrqtVmtWuDaXDa6v8BcFtnLtzw3NcI2AqWfQ+O1GAIDr2y5ULK9IW6aePtdXefuZOmbC2ZbNuNZfUg+Az9vymeWGuO0PtRvmyueLfIyZyZiaD2Z0kn5zX8b//Kn63GqRQ+oi/VZzTo2EY8b/cpD5NOX6KWg6XWOnbVnuMYu1c1UOeezJWuP6tks8JrV4CBzhf/tD7bBNsaX4Np0YqdmnZZeZfNOLkZn6m41a7eAcAPhcyElt+bLLsL5Cti3TKJR1NR/1130JXwvtleM/p7O5bHBfystx1DjGLedIQDrrA0VuQC/GKSY04j7+25x9t+9DNDx5228ieyPw/dwHAPDf60d0QOqL0M6QZDzSyW9oouQ3Utbem/aC7dduz4t28+/fc/2ejHJJm/U2HTHDNYL+V/vRdW8XL/uxEPw7lG/Rkin0v9qP0GN8e7DeDtWFaFs247r7+7sB8HkbPqy+uRjJ3XvTXsNc+XyRj41sGDE1H8zoFPy2+9rdog4htv57/RJdpN/kHDP+l4PMp657uzC4edAQN/RYCOwec7rksSdrTehPfI757vKpxkPIQ4G75/o9iA5EEdkbkfg2nRip2aeVJ2byTS+HSBv0uNmo1exO/vWue7uyXluG3xsWY2pEXy5tI+teLvTJUSjraj7qr2BfOrupk3Ii/ZN7A7d01geK3IBejFNMbCRuQxk5HOF3952ksDZa4VjGf/rLDXOAbO1hpjDS8cQHzkp+I2XFQjFAbxPZxK2nuVEuo1xmCgP7Qt7Q2Kj2rqpmuEbgXuSGrT75aT0X4DTY6cO9yA0kfv0SH9He+6AgbctiXMtP579h4YY5Td+Q3FgoZpgrny/yMYvHYm4+mNEp3LY9ChQdVcTzFjBJzoj0/YLfiucVSzlm5qAM8nyK+NRPXOVcqP+8XBHy2JO1RozBKFTjkTSS/8eN8n60Nlqlvk0jRmr2aeWJmXzTyyGyVutxs1Kr65MPs11brPOtQI0JfTm0zb3Ibc62TKNA1tV81F/bMXyNiXPj3weImcLAdjQvJ8pO3i9qAKS1PlDkBvRinGJCw2rjU3jWw7Ng80zeLRBsjA0lK0sAAJ5b+TZ0ybhLOu5o5E/glPxGymp/sB3MNO1WVBtjyw7XZUPpeXwLJlOfOa4RMLUM6r+abI31LPGkLVNPn+si/pOlktaSCWdbNuNae34tAD5v3TPU72RBctsfbDfMlc8X+RgzgzE1H8zoFP32UDvcFyXa1FdVJ3UTuki/VZ1RJeGY8b8cZD5NuX4KGk5uMMR1fdsF5hjzbepk7MlaI2lTV4lHSpv6g+2iHyUxSyNGavZp5YmZfNOLEVmrdblZqNWMh399yvVTsl9bPAxc5ydbwfX05dS2WnO2ZRqFsq7mo/4Kfi9uHH9Ltc1lg+uCxLo1VXtNPdKRzvpAkRvQi3GKCQ2hTb3jpg7app5oyZK3eQLSli3fXT6xTV3Jb6QsUy1yP8wsl7apTxzbshlXoZ3Rd5fPcOvjnuv3GOZqtUX77vJJ2tTTafNT0im2qV+T2qbuu8un26YucMz4X46CaVN/ItGm/ksDbeoJ7p4fprapy/2WKfu08sRMvunlEGmDHjcbtZq2qfMomDb1PK+r+ai/tE09s0hnfaDIDejFOMXERqJNPc7GgfS7kycsrI1WMOcnPvEcAyD7XIKZzkjHE52hSn4jZXFjqS3vKajj/3HxzHKZ6QycpzoBALExnXY6E1wjcJ/gBjM3+QkyN5zllsgT3LA0JnaT1jn/KEjbshjXmksTvaJjABdRP1aSy41xhrny+SIfs1RbzM0HMzoTfgMH2E/gW0fdy91JTkT6fsFvZSvKpBwzc1AGeT6NhdVP0OVcmDyvk8deUreEjtQ41OMBSLhcnAOifM2S+DaNGKnap5EnZvJNL4fIWq3HzUqtnp58mO3aYp1vhbU9eRqqq2968mEu6p4p2zKNAllX81F/HafwJyhxaxpt6tMZOE7m5UQjk/eLGgBprQ8UuUFBXYw///zzWLVqFaqqqmCxWLBp0yZD73vuuecwe/ZsMAyD+fPn4+WXX5aMcxyHW2+9FQ0NDSguLsbKlSuxe/fuLBwBRc6RyODW+1phK5u8beqwAbYa/vg9t3ikv+tUGq/jHyv6jeC2/7YdTJOxtqaW+1oyy7UB9hn8BQpTm0GuETCAcwp/wuL6tguexZ70ZeroK5qR+M1wi479BWxbNuLqbOCP1XOLB65mlyFu+2/bDXNT5ot8rNE2rvlgRufUe6fCOY8fczYnORJdhN8c0xyKHDNzUASRT1Oun4L6E+sNcV3fdoGZZ1KXPPZErWEu42W5bnKpxoM5j5FwW+5r4bky36YTIzX7tPLETL7p5pCZ+pvFWl39/eqc1BZrHb+IT7l+imF9hWxbppHvdTUf9Tcja7kNcLTzdbKkaXK3qQsY1/pAkRMU1MV4OBzG8uXLcffddxt+z/vvv4+vfOUruPzyy7Fx40ZccMEFuOCCC7B161aRc8899+CBBx7AI488gvXr16O0tBSrV68Gy9J2jQmPxC0BO67vQDQ0eT/9jB+Iiy11vl/6EO2X+oLdw0rHO/lxJb+Rsvb8cA/YHp150sv/23fdvoxySZtHB7S/LjbDNYLg20H4/8W3JYYeC8G3xZe2TD190TV8HNgD2n4pSNuyGFexJfuXPoS61HcMI7l7frjHMFc+X+RjY5vHzM0HMzoTfjt4/UFRx8BTAyKH1EX6LYVjZg7KQOZT171d6Pu4zxA39FhIbBs2CnnsyVrD/omXFbozpBoP9h+shLvvun2I9kcRPxCX+DadGKnZp5UnZvJNL4dIG/S4WanV+/l/Aw8NZL22xD+Ki7Wl694ufX37+X+5sI2se4ZsyzQKZF3NR/0N/4FvcWe7x3+OTh4ne3iSn+unsT5Q5AYFdTH+ta99DbfeeitWrlxp+D2//e1vccYZZ+BHP/oRjjrqKNxxxx1YtGgRHnroIQD8t+L3338/br75Zpx//vlYsGAB/vSnP+HQoUN44YUXsnQkFDlDolvT4rTk1448wzrNKm5qpASmjZGOJx4q+U1PVgoSLVAWq4EYmOAybQyKLzK2gYsZrhG4P+dG+Wr1+6RmGu7PuVG0oMgwt+Bsy2Jcp1w/Jadc+Zil0WJuPpjRKbSpWwDnOYlvis7zqL5f8FvFebJ7HpuZgzKYyad0c08ee0mtEUy3pr5H9JswluAKx2udZjUc+3Hbp8DNVm4azbes1OrpxsWlC+txVtiWm+hom541U1Lg/pzbnG2ZRoGsq/mov8yX+G9v0zmvY9oYMBfSb4EBpLU+UOQGE76vd926dfjP//xPyWurV68WL7T37duHnp4eyQV+eXk5lixZgnXr1uHiiy9WlDs6OorR0eSnhn4//21AIBDI8BEkEQwGs6IjXblm36/HVxuXv04+Fx6TCIfDGBkeAQsWzTc1Y9Qyqsgj3y9/bMYes8eZjgyzvhgJjiDSHQELFuXXl2PMNYZwOCy+N+wPY6R7JDlePCbx22h4VFFW669aEXPHEA6HRb3yxyOjiRjc2pxRbpSNIhLk7YiVSrkChGOUc5Vkyv2n9FiQx/pYDHcOgwWL0q+Xwj7Dbii3xhO7cDgM1sciFoyBBYt4XVzzWAvBNvK96cZVjQfwcQ0dCIl5y5VzYpy0uK2/agVXziF8MNVWJbnkfEkZY8YU5wMpV8+HajpHeni/Nd3cBN/HPrBgEQkn5zGpi/TbaHhUwlHyv559SvnUeE0jimcVY+DggKLf5LnHNXOKx6wEpdiTtYb5MgP2aRal15aqxoM5ngH7QZLbfGszhl3DiAb5b8dJnxixSz7vtezTyhMz+aaWQ0JOk7Var/5molbLbYhGomDBovKKSthn2HVziVy7TK9b3hFEu6Ni7gn6VGtHDmwT4zAY1rRtvLqM+CWX62oh1l/RvhLldV8PwnGODfPnOXFPPKfnhkY4OT1PluXHeM8XMnVs4+VmU4YAQQbH5XiPCK4AsW/fPg4At3HjRl2u3W7nnn76aclrv/vd77ja2lqO4zhu7dq1HADu0KFDEs6XvvQl7qKLLlKVe9ttt3EA6B/9o3/0j/7RP/pH/+gf/aN/9I/+TYK/jo4O8xevaSBv34w/9dRTuOqqq8Tnr7zyClasWJEvc1Jw0003Sb5x9/l8aG5uxoEDB1BeXp5HyyjMIhAIYOrUqTh48CDKysrybQ6FSdD4TVzQ2E1c0NhNbND4TVzQ2E1s0PhNXPj9fkybNg2VlZU51Zu3i/HzzjsPS5YsEZ83NTWNS059fT16e3slr/X29qK+vl4cF15raGiQcI455hhVuU6nE06nM+X18vJyOrkmKMrKymjsJjBo/CYuaOwmLmjsJjZo/CYuaOwmNmj8Ji6s1txuqZa3Ddzcbjfa2trEv+Li8W2+tHTpUrzxxhuS1/79739j6dKlAICWlhbU19dLOIFAAOvXrxc5FBQUFBQUFBQUFBQUFBS5REFt4DY0NIQDBw7g0KFDAIBdu3YB4L/dFr7h/vrXv46mpibceeedAIAf/OAHOPnkk3Hffffh7LPPxjPPPIOPP/4Yjz76KADAYrHg2muvxS9+8Qu0t7ejpaUFt9xyCxobG3HBBRfk/iApKCgoKCgoKCgoKCgoJj0K6tZm//jHP7Bw4UKcffbZAICLL74YCxcuxCOPPCJyDhw4gMOHD4vPTzzxRDz99NN49NFHcfTRR+P//u//8MILL2DevHki54YbbsA111yDK6+8EscddxxCoRBeffVVMIzx2x44nU7cdtttiq3rFIUNGruJDRq/iQsau4kLGruJDRq/iQsau4kNGr+Ji3zFzsJxud6/nYKCgoKCgoKCgoKCgoJicqOgvhmnoKCgoKCgoKCgoKCgoJgMoBfjFBQUFBQUFBQUFBQUFBQ5Br0Yp6CgoKCgoKCgoKCgoKDIMejFOAUFBQUFBQUFBQUFBQVFjjEpLsbHxsZw4403Yv78+SgtLUVjYyO+/vWvi7dQEzA0NIRLL70UZWVl8Hg8uPzyyxEKhTRlsyyLq6++GlVVVXC5XLjwwgvR29sr4Rw4cABnn302SkpKUFtbix/96EeIRqMZP84jGc8//zxWrVqFqqoqWCwWbNq0KYXzuc99DhaLRfL3ne98R1Mux3G49dZb0dDQgOLiYqxcuRK7d++WcMaTFxRJGImdkXkkB41dfvCNb3wjZZ6dccYZuu/73e9+h+nTp4NhGCxZsgQffvihZHw8OUBhDnoxkOO5557D7NmzwTAM5s+fj5dfflkybmQOUqSPn/3sZylzbvbs2ZrvobHLD959912ce+65aGxshMViwQsvvCAZH6/faf3MPvRiR9e+wsWdd96J4447Dm63G7W1tbjgggvE22MLKOjzTG4SwOfzcStXruT+93//l9u5cye3bt067vjjj+cWL14s4Z1xxhnc0UcfzX3wwQfce++9x7W1tXFf+cpXNGV/5zvf4aZOncq98cYb3Mcff8ydcMIJ3IknniiOR6NRbt68edzKlSu5jRs3ci+//DJXXV3N3XTTTVk51iMVf/rTn7if//zn3O9//3sOALdx48YUzsknn8xdccUV3OHDh8U/v9+vKfeuu+7iysvLuRdeeIHbvHkzd95553EtLS3cyMiIyBlPXlAkYSR2evNICTR2+cFll13GnXHGGZJ5NjQ0pPmeZ555hnM4HNzjjz/Obdu2jbviiis4j8fD9fb2ipzx5ACFcRiJAYm1a9dyRUVF3D333MNt376du/nmmzm73c5t2bJF5BiZgxTp47bbbuPmzp0rmXP9/f2qfBq7/OHll1/mfvrTn3LPP/88B4D729/+Jhkfj99p/cwN9GJH177CxerVq7knnniC27p1K7dp0yburLPO4qZNm8aFQiGRU8jnmZPiYlwJH374IQeA6+zs5DiO47Zv384B4D766COR88orr3AWi4Xr7u5WlOHz+Ti73c4999xz4ms7duzgAHDr1q3jOI6f3Farlevp6RE5Dz/8MFdWVsaNjo5m49COaOzbt0/zYvwHP/iBYVnxeJyrr6/nfv3rX4uv+Xw+zul0cv/zP//Dcdz48oJCGWqxMzKP5KCxyx8uu+wy7vzzzzf1nuOPP567+uqrxeexWIxrbGzk7rzzTo7jxpcDFOagFwM5LrroIu7ss8+WvLZkyRLuqquu4jjO2BykyAxuu+027uijjzbMp7ErDMgv6Mbrd1o/cw+1i3G69k0M9PX1cQC4d955h+O4wj/PnBRt6krw+/2wWCzweDwAgHXr1sHj8eDYY48VOStXroTVasX69esVZXzyyScYGxvDypUrxddmz56NadOmYd26daLc+fPno66uTuSsXr0agUAA27Zty8KRTW489dRTqK6uxrx583DTTTdheHhYlbtv3z709PRI4ldeXo4lS5ZI4mc2LyjMwcg8koPGLr94++23UVtbi1mzZuG73/0uBgcHVbmRSASffPKJJFZWqxUrV64UYzWeHKAwDiMxkGPdunUSPsCvXQLfyBykyBx2796NxsZGzJgxA5deeikOHDigyqWxK0yMx++0fhYW6No3MeD3+wEAlZWVAAr/PNNm/NCOHLAsixtvvBFf+cpXUFZWBgDo6elBbW2thGez2VBZWYmenh5FOT09PXA4HOIFvYC6ujrxPT09PZILcWFcGKPIHC655BI0NzejsbERn376KW688Ubs2rULzz//vCJf8L9SfMj4mc0LCnMwMo+U3iNw1N5DY5cdnHHGGfjCF76AlpYWdHR04Cc/+QnOPPNMrFu3DkVFRSn8gYEBxGIxxVjt3LkTwPhygMI4jMRADrW1i5xfwmtqHIrMYMmSJfjjH/+IWbNm4fDhw/j5z3+OFStWYOvWrXC73Sl8GrvCxHj8Tutn4YCufRMD8Xgc1157LZYtW4Z58+YBKPzzzCPyYvypp57CVVddJT5/5ZVXsGLFCgD8Zm4XXXQROI7Dww8/nC8TKTSgFT8tXHnlleLj+fPno6GhAaeddho6OjrQ2tqaFVsppBhv7CgKE0rxvPjii8Xn8+fPx4IFC9Da2oq3334bp512Wj7MpKA4onHmmWeKjxcsWIAlS5agubkZzz77LC6//PI8WkZBMXlA176Jgauvvhpbt27FmjVr8m2KYRyRbernnXceNm3aJP4J7QPChXhnZyf+/e9/i9+KA0B9fT36+vokcqLRKIaGhlBfX6+op76+HpFIBD6fT/J6b2+v+J76+vqU3fqE52pyJzvU4mcWS5YsAQDs2bNHcVzwv1J8yPiZzYvJjPHEzsg8UnqPwFF7D41d+jASzxkzZqC6ulp1nlVXV6OoqEg3VmZzgMI4jMRADrW1i4yZ8JpRmRSZgcfjwcyZMzXXNhq7wsN4/E7rZ+GCrn2Fh+9///t48cUX8dZbb2HKlCni64V+nnlEXoy73W60tbWJf8XFxeKF+O7du/H666+jqqpK8p6lS5fC5/Phk08+EV978803EY/HxYs6ORYvXgy73Y433nhDfG3Xrl04cOAAli5dKsrdsmWLJFjCBwFz5szJ5GEfMVCK33gg3EKroaFBcbylpQX19fWS+AUCAaxfv14SP7N5MZkxntgZmUdy0NjlBkbi2dXVhcHBQdV55nA4sHjxYkms4vE43njjDTFW48kBCuMwEgM5li5dKuED/Nol8I3MQYrsIBQKoaOjQ3XO0dgVJsbjd1o/Cxd07SsccByH73//+/jb3/6GN998Ey0tLZLxgj/PNLE53YRFJBLhzjvvPG7KlCncpk2bJLclIHc0P+OMM7iFCxdy69ev59asWcO1t7dLtqfv6uriZs2axa1fv1587Tvf+Q43bdo07s033+Q+/vhjbunSpdzSpUvFceHWZqtWreI2bdrEvfrqq1xNTQ29tZlJDA4Ochs3buReeuklDgD3zDPPcBs3buQOHz7McRzH7dmzh7v99tu5jz/+mNu3bx/397//nZsxYwZ30kknSeTMmjWLe/7558Xnd911F+fxeLi///3v3Keffsqdf/75irct0MoLCm3oxY7j9OcRx9HYFQKCwSB3/fXXc+vWreP27dvHvf7669yiRYu49vZ2jmVZkXfqqadyDz74oPj8mWee4ZxOJ/fHP/6R2759O3fllVdyHo9HcpcJIzlAMX7oxeBrX/sa9+Mf/1jkr127lrPZbNy9997L7dixg7vtttsUb4+lNwcp0sd1113Hvf3229y+ffu4tWvXcitXruSqq6u5vr4+juNo7AoJwWCQ27hxI7dx40YOAPeb3/yG27hxo3jnHiN+p/UzP9CKHV37Chvf/e53ufLycu7tt9+WXOMNDw+LnEI+z5wUF+PCLZWU/t566y2RNzg4yH3lK1/hXC4XV1ZWxn3zm9/kgsFgihzyPSMjI9z3vvc9rqKigispKeE+//nPSy4yOI7j9u/fz5155plccXExV11dzV133XXc2NhYtg/7iMITTzyhGL/bbruN4ziOO3DgAHfSSSdxlZWVnNPp5Nra2rgf/ehHKfcZB8A98cQT4vN4PM7dcsstXF1dHed0OrnTTjuN27Vrl+Q9enlBoQ292HGcsXlEY5d/DA8Pc6tWreJqamo4u93ONTc3c1dccYXkxILjOK65uVkSX47juAcffJCbNm0a53A4uOOPP5774IMPJONGcoAiPWjF4OSTT+Yuu+wyCf/ZZ5/lZs6cyTkcDm7u3LncSy+9JBk3Mgcp0seXv/xlrqGhgXM4HFxTUxP35S9/mduzZ484TmNXOHjrrbcU1zshPkb8TutnfqAVO7r2FTbUrvHIc8ZCPs+0JJRTUFBQUFBQUFBQUFBQUFDkCEfkb8YpKCgoKCgoKCgoKCgoKAoZ9GKcgoKCgoKCgoKCgoKCgiLHoBfjFBQUFBQUFBQUFBQUFBQ5Br0Yp6CgoKCgoKCgoKCgoKDIMejFOAUFBQUFBQUFBQUFBQVFjkEvxikoKCgoKCgoKCgoKCgocgx6MU5BQUFBQUFBQUFBQUFBkWPQi3EKCgoKCgoKCgoKCgoKihyDXoxTUFBQUFBMIvzhD3/AqlWr8qL7xz/+Ma655pq86KagoKCgoCg0WDiO4/JtBAUFBQUFBUX2wbIsZsyYgeeeew7Lli3Luf6BgQHMmDEDmzZtwowZM3Kun4KCgoKCopBAvxmnoKCgoKCYJPi///s/lJWV5eVCHACqq6uxevVqPPzww3nRT0FBQUFBUUigF+MUFBQUFBQTDP39/aivr8evfvUr8bX3338fDocDb7zxhur7nnnmGZx77rmS177xjW/gggsuwK9+9SvU1dXB4/Hg9ttvRzQaxY9+9CNUVlZiypQpeOKJJ8T37N+/HxaLBc8++yxWrFiB4uJiHHfccfjss8/w0Ucf4dhjj4XL5cKZZ56J/v5+ib5zzz0XzzzzTIY8QUFBQUFBMXFBL8YpKCgoKCgmGGpqavD444/jZz/7GT7++GMEg0F87Wtfw/e//32cdtppqu9bs2YNjj322JTX33zzTRw6dAjvvvsufvOb3+C2227DOeecg4qKCqxfvx7f+c53cNVVV6Grq0vyvttuuw0333wzNmzYAJvNhksuuQQ33HADfvvb3+K9997Dnj17cOutt0rec/zxx6Orqwv79+/PiC8oKCgoKCgmKuhvxikoKCgoKCYorr76arz++us49thjsWXLFnz00UdwOp2KXJ/Ph4qKCrz77rtYsWKF+Po3vvENvP3229i7dy+sVv4z+tmzZ6O2thbvvvsuACAWi6G8vByPPfYYLr74Yuzfvx8tLS147LHHcPnllwPgv3X/yle+gjfeeAOnnnoqAOCuu+7CH//4R+zcuVPUFwgEUF5ejrfffhsnn3xyVvxCQUFBQUExEWDLtwEUFBQUFBQU48O9996LefPm4bnnnsMnn3yieiEOACMjIwAAhmFSxubOnSteiANAXV0d5s2bJz4vKipCVVUV+vr6JO9bsGCB5D0AMH/+fMlr8vcUFxcDAIaHh3WPj4KCgoKC4kgGbVOnoKCgoKCYoOjo6MChQ4cQj8d1276rqqpgsVjg9XpTxux2u+S5xWJRfC0ej6u+z2KxKL4mf8/Q0BAAvtWegoKCgoJiMoNejFNQUFBQUExARCIRfPWrX8WXv/xl3HHHHfj2t7+d8i00CYfDgTlz5mD79u05tDIVW7duhd1ux9y5c/NqBwUFBQUFRb5BL8YpKCgoKCgmIH7605/C7/fjgQcewI033oiZM2fiW9/6luZ7Vq9ejTVr1uTIQmW899574g7sFBQUFBQUkxn0YpyCgoKCgmKC4e2338b999+PP//5zygrK4PVasWf//xnvPfee5r38L788svx8ssvw+/359BaKZ555hlcccUVedNPQUFBQUFRKKC7qVNQUFBQUEwifOlLX8KiRYtw00035Vz3K6+8guuuuw6ffvopbDa6hywFBQUFxeQG/WacgoKCgoJiEuHXv/41XC5XXnSHw2E88cQT9EKcgoKCgoIC9JtxCgoKCgoKCgoKCgoKCoqcg34zTkFBQUFBQUFBQUFBQUGRY9CLcQoKCgoKCgoKCgoKCgqKHINejFNQUFBQUFBQUFBQUFBQ5Bj0YpyCgoKCgoKCgoKCgoKCIsegF+MUFBQUFBQUFBQUFBQUFDkGvRinoKCgoKCgoKCgoKCgoMgx6MU4BQUFBQUFBQUFBQUFBUWOQS/GKSgoKCgoKCgoKCgoKChyDHoxTkFBQUFBQUFBQUFBQUGRY/x/RmYuDG/SCnkAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1000x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Cross section\n",
    "fig, ax = plt.subplots(2, 1, figsize=(10, 6), tight_layout=True)\n",
    "tcm.plot_sim(x=x0 + Lsub / 2, ax=ax[0], monitor_alpha=0)\n",
    "tcm.simulation.plot_grid(\n",
    "    x=x0 - Lsub / 2, ax=ax[0], hlim=(-7 * mm, 7 * mm), vlim=(-1 * mm, 0.1 * mm)\n",
    ")\n",
    "tcm.plot_sim(y=0, ax=ax[1], monitor_alpha=0)\n",
    "tcm.simulation.plot_grid(y=0, ax=ax[1], hlim=(-20 * mm, 20 * mm), vlim=(-1 * mm, 0.1 * mm))\n",
    "ax[1].set_aspect(10)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "48d2ed75-27b4-4837-a34d-57ce95009ad6",
   "metadata": {},
   "source": [
    "### Running the Simulation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "55b9afeb-42ba-4611-abd7-c79b54c01d25",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T21:51:21.150498Z",
     "iopub.status.busy": "2025-12-05T21:51:21.150358Z",
     "shell.execute_reply": "2025-12-05T22:13:49.087070Z"
    }
   },
   "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\">16:51:22 EST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'WPD full structure'</span> with resource_id                 \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'sid-721a33d7-79f7-4aca-914c-6ce91f6770ce'</span> and task_type           \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><span style=\"color: #008000; text-decoration-color: #008000\">'TERMINAL_CM'</span>.                                                     \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:51:22 EST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'WPD full structure'\u001b[0m with resource_id                 \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'sid-721a33d7-79f7-4aca-914c-6ce91f6770ce'\u001b[0m and task_type           \n",
       "\u001b[2;36m             \u001b[0m\u001b[32m'TERMINAL_CM'\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/rf?taskId=pa-127abda5-38fb-4b2e-bb97-a09af1d5a493\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/rf?taskId=pa-127abda5-38fb-4b2e-bb</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span><a href=\"https://tidy3d.simulation.cloud/rf?taskId=pa-127abda5-38fb-4b2e-bb97-a09af1d5a493\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">97-a09af1d5a493'</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=566708;https://tidy3d.simulation.cloud/rf?taskId=pa-127abda5-38fb-4b2e-bb97-a09af1d5a493\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/rf?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=502729;https://tidy3d.simulation.cloud/rf?taskId=pa-127abda5-38fb-4b2e-bb97-a09af1d5a493\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=566708;https://tidy3d.simulation.cloud/rf?taskId=pa-127abda5-38fb-4b2e-bb97-a09af1d5a493\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=718399;https://tidy3d.simulation.cloud/rf?taskId=pa-127abda5-38fb-4b2e-bb97-a09af1d5a493\u001b\\\u001b[32mpa\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=566708;https://tidy3d.simulation.cloud/rf?taskId=pa-127abda5-38fb-4b2e-bb97-a09af1d5a493\u001b\\\u001b[32m-127abda5-38fb-4b2e-bb\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m             \u001b[0m\u001b]8;id=566708;https://tidy3d.simulation.cloud/rf?taskId=pa-127abda5-38fb-4b2e-bb97-a09af1d5a493\u001b\\\u001b[32m97-a09af1d5a493'\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/f89aec3e-3357-4624-9c24-096a87582f12\" 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=631894;https://tidy3d.simulation.cloud/folders/f89aec3e-3357-4624-9c24-096a87582f12\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "9a54759ee41249f2a6f899c0314170e3",
       "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\">16:51:36 EST </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">19.145</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> after run.         \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:51:36 EST\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m19.145\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 after 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\">16:51:37 EST </span>Subtasks status - WPD full structure                               \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Group ID: <span style=\"color: #008000; text-decoration-color: #008000\">'pa-127abda5-38fb-4b2e-bb97-a09af1d5a493'</span>                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:51:37 EST\u001b[0m\u001b[2;36m \u001b[0mSubtasks status - WPD full structure                               \n",
       "\u001b[2;36m             \u001b[0mGroup ID: \u001b[32m'pa-127abda5-38fb-4b2e-bb97-a09af1d5a493'\u001b[0m                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "79c0e1e3964a40b8affccc59e97602c5",
       "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\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">             </span>Batch status = preprocess                                          \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m            \u001b[0m\u001b[2;36m \u001b[0mBatch status = preprocess                                          \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\">16:51:43 EST </span>Batch status = running                                             \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m16:51:43 EST\u001b[0m\u001b[2;36m \u001b[0mBatch status = running                                             \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "tcm_data = td.web.run(tcm, task_name=\"WPD full structure\", path=\"data/tcm_data_full_structure.hdf5\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bfb6a752-2b6c-4492-ad32-cc08f6257c64",
   "metadata": {},
   "source": [
    "### Results"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8662c649-1947-4f09-b662-f38822d2cb9e",
   "metadata": {},
   "source": [
    "#### Field Profile"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "047d370c-d0f8-4139-a59f-c61239002005",
   "metadata": {},
   "source": [
    "The simulation monitor data is stored as `dict` values in the `data` attribute of the `TerminalComponentModelerData` instance. Use the port name as the key to access the data associated with the respective port excitation. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "a66c6566-8a7f-47b1-b02d-3f4daa1146f8",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:13:53.760570Z",
     "iopub.status.busy": "2025-12-05T22:13:53.760055Z",
     "iopub.status.idle": "2025-12-05T22:13:53.765798Z",
     "shell.execute_reply": "2025-12-05T22:13:53.764311Z"
    }
   },
   "outputs": [],
   "source": [
    "sim_data = tcm_data.data[\"LP1\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bc102cf0-0e21-48c4-9448-8e300de675a8",
   "metadata": {},
   "source": [
    "The field magnitude profiles at `f=f_target` and `f=f0` (within the stopband) are shown below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "adee3033-e433-4fb5-9e1d-bbb3bd125ebc",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:13:53.770104Z",
     "iopub.status.busy": "2025-12-05T22:13:53.769744Z",
     "iopub.status.idle": "2025-12-05T22:13:55.206166Z",
     "shell.execute_reply": "2025-12-05T22:13:55.205846Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Field plots\n",
    "fig, ax = plt.subplots(1, 2, figsize=(10, 4), tight_layout=True)\n",
    "sim_data.plot_field(\"field in-plane\", \"E\", val=\"abs\", f=f_target, ax=ax[0])\n",
    "ax[0].set_title(f\"Field magnitude at f={f_min / 1e9:.1f} GHz\")\n",
    "sim_data.plot_field(\"field in-plane\", \"E\", val=\"abs\", f=f0, ax=ax[1])\n",
    "ax[1].set_title(f\"Field magnitude at f={f0 / 1e9:.1f} GHz\")\n",
    "for axis in ax:\n",
    "    axis.set_xlim(-18 * mm, 18 * mm)\n",
    "    axis.set_ylim(-15 * mm, 15 * mm)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f9f29770-ab79-46c5-9b0b-48aed007078e",
   "metadata": {},
   "source": [
    "#### Conventional WPD Model using `scikit-rf` "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "351d256a-f546-424a-ab54-f4165ec5acb0",
   "metadata": {},
   "source": [
    "As a basis for comparison, we implement a conventional WPD using the `scikit-rf` third-party package. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "53eff55c-a3b2-4472-92c8-6409caa9a612",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:13:55.207535Z",
     "iopub.status.busy": "2025-12-05T22:13:55.207400Z",
     "iopub.status.idle": "2025-12-05T22:13:55.402963Z",
     "shell.execute_reply": "2025-12-05T22:13:55.402404Z"
    }
   },
   "outputs": [],
   "source": [
    "# Import necessary packages\n",
    "import skrf\n",
    "from skrf.media import MLine"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cb08dc81-324a-4b55-b762-a415099b58d8",
   "metadata": {},
   "source": [
    "The conventional WPD consists of two output ports, each connected to the input port with a quarter-wavelength line of impedance $Z_c = Z_0\\sqrt(2)$. We construct this circuit below. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "67f44fff-7e54-465e-a811-adcdfa9834cd",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:13:55.404559Z",
     "iopub.status.busy": "2025-12-05T22:13:55.404448Z",
     "iopub.status.idle": "2025-12-05T22:13:55.412232Z",
     "shell.execute_reply": "2025-12-05T22:13:55.411871Z"
    }
   },
   "outputs": [],
   "source": [
    "# Frequencies and transmission line parameters\n",
    "freqs_skrf = skrf.Frequency(f_min / 1e9, f_max / 1e9, 601, unit=\"GHz\")\n",
    "mline = MLine(freqs_skrf, w=0.5e-3, h=0.8e-3, t=35e-6, ep_r=4.4, rho=1.67e-08)\n",
    "# WPD resistor\n",
    "R1 = mline.resistor(R=100, name=\"R1\")\n",
    "# WPD quarter wavelength branches\n",
    "line1 = mline.line(23.7, unit=\"mm\", z0=50 * np.sqrt(2), name=\"branch1\")\n",
    "line2 = mline.line(23.7, unit=\"mm\", z0=50 * np.sqrt(2), name=\"branch2\")\n",
    "# Ports and ground\n",
    "port1 = skrf.Circuit.Port(frequency=freqs_skrf, name=\"P1\", z0=50)\n",
    "port2 = skrf.Circuit.Port(frequency=freqs_skrf, name=\"P2\", z0=50)\n",
    "port3 = skrf.Circuit.Port(frequency=freqs_skrf, name=\"P3\", z0=50)\n",
    "ground = skrf.Circuit.Ground(frequency=freqs_skrf, name=\"GND\", z0=50)\n",
    "# Circuit connections\n",
    "connections = [\n",
    "    [(port1, 0), (line1, 0), (line2, 0)],\n",
    "    [(line1, 1), (R1, 0), (port2, 0)],\n",
    "    [(line2, 1), (R1, 1), (port3, 0)],\n",
    "]\n",
    "circuit = skrf.Circuit(connections)\n",
    "# Network and S-parameters\n",
    "WPD_skrf = circuit.network\n",
    "S11dB_skrf = WPD_skrf.s_db[:, 0, 0]\n",
    "S21dB_skrf = WPD_skrf.s_db[:, 1, 0]\n",
    "S32dB_skrf = WPD_skrf.s_db[:, 2, 1]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d4c24c06-53c1-4669-9d16-0ce8d4d618a0",
   "metadata": {},
   "source": [
    "The calculated S-parameters for the conventional WPD will be compared with that of the modified WPD in the next section."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c776e503-518a-4404-8853-41c058ba6c30",
   "metadata": {},
   "source": [
    "#### S-parameters"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "35e943c8-1bb6-46d1-b830-f2c4ea25fab4",
   "metadata": {},
   "source": [
    "The S-parameters of the simulated device can be accessed using the `port_in` and `port_out` coordinates from the full `smat` matrix. Note the use of `np.conjugate()` to convert from the default physics phase convention to the engineering convention. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "9ae6cd83-7bfe-4682-a3dd-6f59db17b888",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:13:55.413394Z",
     "iopub.status.busy": "2025-12-05T22:13:55.413302Z",
     "iopub.status.idle": "2025-12-05T22:13:55.628068Z",
     "shell.execute_reply": "2025-12-05T22:13:55.627579Z"
    }
   },
   "outputs": [],
   "source": [
    "smat = tcm_data.smatrix()\n",
    "S11 = np.conjugate(smat.data.isel(port_in=0, port_out=0))\n",
    "S21 = np.conjugate(smat.data.isel(port_in=0, port_out=1))\n",
    "S32 = np.conjugate(smat.data.isel(port_in=1, port_out=2))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "96952871-6c70-41f7-8916-7d12f6f1234c",
   "metadata": {},
   "source": [
    "Below, we compare the performance of the WPD with its conventional counterpart. The return loss shows greatly improved stopband performance over 2.3 to 14 GHz. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "0178c57c-4d38-409a-9034-41d2e86c4795",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:13:55.629369Z",
     "iopub.status.busy": "2025-12-05T22:13:55.629266Z",
     "iopub.status.idle": "2025-12-05T22:13:55.816287Z",
     "shell.execute_reply": "2025-12-05T22:13:55.815909Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(10, 4), tight_layout=True)\n",
    "ax.plot(freqs / 1e9, 20 * np.log10(np.abs(S11)), \"r\", label=\"|S11|$^2$\")\n",
    "ax.plot(freqs_skrf.f / 1e9, S11dB_skrf, \"r--\", label=\"|S11|$^2$ (conventional WPD)\")\n",
    "ax.add_patch(\n",
    "    plt.Rectangle((2.3, 0), 14 - 2.3, -60, fc=\"gray\", alpha=0.2, label=\"Improved stopband\")\n",
    ")\n",
    "ax.legend()\n",
    "ax.set_xlabel(\"f (GHz)\")\n",
    "ax.set_ylabel(\"dB\")\n",
    "ax.set_title(\"Return loss\")\n",
    "ax.grid()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4eb9a26f-68ad-4b4e-b0a6-601d2a3abb8b",
   "metadata": {},
   "source": [
    "The insertion loss is compared below. At the operating frequency of 1.8 GHz, the proposed WPD has IL = -3.9 dB compared to the ideal -3 dB."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "24d9b071-c82d-42a8-b3a2-8da5e327e7a8",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:13:55.817582Z",
     "iopub.status.busy": "2025-12-05T22:13:55.817479Z",
     "iopub.status.idle": "2025-12-05T22:13:55.901740Z",
     "shell.execute_reply": "2025-12-05T22:13:55.901307Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(8, 5), tight_layout=True)\n",
    "ax.plot(freqs / 1e9, 20 * np.log10(np.abs(S21)), \"b\", label=\"|S21|$^2$\")\n",
    "ax.plot(freqs_skrf.f / 1e9, S21dB_skrf, \"b--\", label=\"|S21|$^2$ (conventional WPD)\")\n",
    "ax.axline(xy1=(0.1, -3), xy2=(f_max / 1e9, -3), color=\"#555555\", ls=\":\", label=\"-3 dB @ 1.8 GHz\")\n",
    "ax.axline(xy1=(1.8, 0), xy2=(1.8, -10), color=\"#555555\", ls=\":\")\n",
    "ax.legend()\n",
    "ax.set_xlabel(\"f (GHz)\")\n",
    "ax.set_ylabel(\"dB\")\n",
    "ax.set_title(\"Insertion loss\")\n",
    "ax.set_xlim(0, 3)\n",
    "ax.set_ylim(-10, 0)\n",
    "ax.grid()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "483b9e6f-313d-4f1e-9b95-fc47fd71c607",
   "metadata": {},
   "source": [
    "Like the conventional counterpart, the proposed WPD maintains very good isolation (better than -20 dB) between the output ports. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "722fd6c3-c574-4cb3-b14a-4bde36659d8a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:13:55.903010Z",
     "iopub.status.busy": "2025-12-05T22:13:55.902916Z",
     "iopub.status.idle": "2025-12-05T22:13:55.986675Z",
     "shell.execute_reply": "2025-12-05T22:13:55.986193Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(8, 5), tight_layout=True)\n",
    "ax.plot(freqs / 1e9, 20 * np.log10(np.abs(S32)), \"g\", label=\"S32\")\n",
    "ax.plot(freqs_skrf.f / 1e9, S32dB_skrf, \"g--\", label=\"S32 (conventional WPD)\")\n",
    "ax.axline(xy1=(1.8, 0), xy2=(1.8, -50), color=\"#555555\", ls=\":\", label=\"f = 1.8 GHz\")\n",
    "ax.legend()\n",
    "ax.set_xlabel(\"f (GHz)\")\n",
    "ax.set_ylabel(\"dB\")\n",
    "ax.set_title(\"Output isolation\")\n",
    "ax.set_xlim(0, 3)\n",
    "ax.set_ylim(-50, 0)\n",
    "ax.grid()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "89602822-e4ef-436f-9b95-e9f9f1498cda",
   "metadata": {},
   "source": [
    "We note that the WPD performance metrics presented in the reference paper are generally better than this simulated device. This is likely due differences in geometry due to omitted dimensions in the paper. The authors also note their use of parametric optimization in order to obtain the most ideal dimensional parameters. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "04a3798c-b038-4d95-8fa6-68c56f68f476",
   "metadata": {},
   "source": [
    "#### Benchmark Comparison"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6e5777f2-e2c5-4e7a-80ca-2e2ee94af3fc",
   "metadata": {},
   "source": [
    "For benchmarking purposes, we compare the computed S-parameters with results from an independent simulation run on a commercial FEM solver. We find overall very good agreement."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "327e87b6-8567-437f-af1b-ff5549e8cd79",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:13:55.987967Z",
     "iopub.status.busy": "2025-12-05T22:13:55.987859Z",
     "iopub.status.idle": "2025-12-05T22:13:55.999937Z",
     "shell.execute_reply": "2025-12-05T22:13:55.999469Z"
    }
   },
   "outputs": [],
   "source": [
    "# Import benchmark data\n",
    "freqs_ben, S11dB_ben, S21dB_ben, S32dB_ben = np.genfromtxt(\n",
    "    \"./misc/wpd-part3-fem.csv\", delimiter=\",\", unpack=True\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "651fbe75-daff-475a-a590-a675d84f7e34",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2025-12-05T22:13:56.001331Z",
     "iopub.status.busy": "2025-12-05T22:13:56.001239Z",
     "iopub.status.idle": "2025-12-05T22:13:56.113358Z",
     "shell.execute_reply": "2025-12-05T22:13:56.113023Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(10, 4), tight_layout=True)\n",
    "ax.plot(freqs / 1e9, 20 * np.log10(np.abs(S11)), \"r\", label=\"|S11|$^2$\")\n",
    "ax.plot(freqs_ben, S11dB_ben, \"r--\", label=\"|S11|$^2$ (commercial FEM)\")\n",
    "ax.plot(freqs / 1e9, 20 * np.log10(np.abs(S21)), \"b\", label=\"|S21|$^2$\")\n",
    "ax.plot(freqs_ben, S21dB_ben, \"b--\", label=\"|S21|$^2$ (commercial FEM)\")\n",
    "ax.plot(freqs / 1e9, 20 * np.log10(np.abs(S32)), \"g\", label=\"|S32|$^2$\")\n",
    "ax.plot(freqs_ben, S32dB_ben, \"g--\", label=\"|S32|$^2$ (commercial FEM)\")\n",
    "ax.set_xlabel(\"f (GHz)\")\n",
    "ax.set_ylabel(\"dB\")\n",
    "ax.legend()\n",
    "ax.grid()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2e6721b8-9e7b-4ff1-9e3a-41b6777251e5",
   "metadata": {},
   "source": [
    "## Conclusion"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5e3ff89d-34b8-4550-b13e-70b377920d71",
   "metadata": {},
   "source": [
    "In this notebook, we simulated the full WPD design presented by Moloudian et al. in [1] and compared its performance to a conventional WPD. The improved WPD features much better signal rejection in the stopband while providing comparable performance at the operating frequency. As noted by the authors, harmonic suppression is a particularly useful feature in modern circuits featuring non-linear elements such as detectors, amplifiers, mixers, and phase shifters. \n",
    "\n",
    "* [Designing a power divider for wireless communications part 1: Low-pass resonator](https://www.flexcompute.com/tidy3d/examples/notebooks/WPDHarmonicSuppression1/)\n",
    "* [Designing a power divider for wireless communications part 2: Adding harmonic suppression](https://www.flexcompute.com/tidy3d/examples/notebooks/WPDHarmonicSuppression2/)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c2e87202-e068-412d-892c-40cb085ee013",
   "metadata": {},
   "source": [
    "## Reference"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d2a2651a-6e0b-416f-b6a2-d39505d9ff34",
   "metadata": {},
   "source": [
    "[1] Moloudian, G., Soltani, S., Bahrami, S. et al. Design and fabrication of a Wilkinson power divider with harmonic suppression for LTE and GSM applications. Sci Rep 13, 4246 (2023). https://doi.org/10.1038/s41598-023-31019-7"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "936c3cea-ce7c-4c89-984a-77ef26a763c4",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "applications": [
   "Microwave and RF devices"
  ],
  "description": "This is a notebook series that shows how to simulate various stages of a Wilkinson power divider design with harmonic suppression. This is part three of three.",
  "feature_image": "./img/wpdhs_3_render.png",
  "features": [
   "Lumped port",
   "Smatrix plugin"
  ],
  "kernelspec": {
   "display_name": "Python (dev env)",
   "language": "python",
   "name": "tidy3d-dev"
  },
  "keywords": "Wilkinson power divider, wireless, communication, low-pass, filter, microwave, circuit, divider, harmonics, stopband, FDTD, benchmark, Tidy3D, lumped circuit, lumped elements",
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.13.7"
  },
  "title": "Designing a power divider for wireless communications part 3: Full divider structure",
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          "text/html": "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">Best weighted RMS error so far: 0.003 <span style=\"color: #729c1f; text-decoration-color: #729c1f\">━━━━━━━━━━━━━━━━━━━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\">100%</span> <span style=\"color: #008080; text-decoration-color: #008080\">0:00:00</span>\n</pre>\n",
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          "text/html": "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">Run Total <span style=\"color: #f92672; text-decoration-color: #f92672\">━━━━━━━━━━━━━━━━━━━</span><span style=\"color: #3a3a3a; text-decoration-color: #3a3a3a\">╺━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\"> 78%</span> <span style=\"color: #808000; text-decoration-color: #808000\">0:10:25</span>\n  LP1     <span style=\"color: #f92672; text-decoration-color: #f92672\">━━━━━━━━━━━━━━━╸</span><span style=\"color: #3a3a3a; text-decoration-color: #3a3a3a\">━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\"> 62%</span> <span style=\"color: #808000; text-decoration-color: #808000\">0:10:25</span>\n  LP3     <span style=\"color: #729c1f; text-decoration-color: #729c1f\">━━━━━━━━━━━━━━━━━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\">100%</span> <span style=\"color: #808000; text-decoration-color: #808000\">0:08:33</span>\n  LP2     <span style=\"color: #f92672; text-decoration-color: #f92672\">━━━━━━━━━━━━━━━╸</span><span style=\"color: #3a3a3a; text-decoration-color: #3a3a3a\">━━━━━━━━━</span> <span style=\"color: #800080; text-decoration-color: #800080\"> 62%</span> <span style=\"color: #808000; text-decoration-color: #808000\">0:10:25</span>\n</pre>\n",
          "text/plain": "Run Total \u001b[38;2;249;38;114m━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[38;5;237m╺\u001b[0m\u001b[38;5;237m━━━━━\u001b[0m \u001b[35m 78%\u001b[0m \u001b[33m0:10:25\u001b[0m\n  LP1     \u001b[38;2;249;38;114m━━━━━━━━━━━━━━━\u001b[0m\u001b[38;2;249;38;114m╸\u001b[0m\u001b[38;5;237m━━━━━━━━━\u001b[0m \u001b[35m 62%\u001b[0m \u001b[33m0:10:25\u001b[0m\n  LP3     \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100%\u001b[0m \u001b[33m0:08:33\u001b[0m\n  LP2     \u001b[38;2;249;38;114m━━━━━━━━━━━━━━━\u001b[0m\u001b[38;2;249;38;114m╸\u001b[0m\u001b[38;5;237m━━━━━━━━━\u001b[0m \u001b[35m 62%\u001b[0m \u001b[33m0:10:25\u001b[0m\n"
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