{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "0623544a-5d5d-499d-a1a9-723eb3de1dca",
   "metadata": {},
   "source": [
    "# Topological edge states in a photonic crystal\n",
    "\n",
    "By engineering the periodic structure of photonic crystals, protected edge or surface states where light travels along boundaries without being scattered by defects or sharp bends can be created. This topological protection enables robust, loss-resistant light transport, making topological photonic crystals promising for next-generation optical circuits, communications, and quantum technologies. \n",
    "\n",
    "This notebook showcases the simulation of a topological photonic crystal that supports chiral edge states, reproducing the design proposed by `Sabyasachi Barik et al., A topological quantum optics interface. Science 359, 666-668(2018).` [DOI: 10.1126/science.aaq0327](https://www.science.org/doi/10.1126/science.aaq0327). The paper presents a significant advancement in integrating quantum emitters with topological photonic structures. The authors demonstrate a strong interface between single quantum emitters and topological photonic states, creating robust counterpropagating edge states at the boundary of two distinct topological photonic crystals. This approach enables chiral emission of a quantum emitter into these modes and establishes their robustness against sharp bends, potentially paving the way for quantum optics devices with built-in protection. \n",
    "\n",
    "<img src=\"img/topological_phc.png\" width=\"400\" alt=\"Schematic of the topological photonic crystal\">"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "0d2c15cf-bf8b-40eb-91c6-14f1c1d5333b",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import tidy3d as td\n",
    "import tidy3d.web as web"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "209302e6-763b-4e02-aca6-8ee4d81549bd",
   "metadata": {},
   "source": [
    "## Simulation Setup\n",
    "\n",
    "First define the wavelength range of interest."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "b0214e3e-7ee5-4b6f-abab-df1e78541800",
   "metadata": {},
   "outputs": [],
   "source": [
    "# define frequency and wavelength range of interest\n",
    "lda0 = 0.92\n",
    "freq0 = td.C_0 / lda0\n",
    "\n",
    "ldas = np.linspace(0.84, 1.0, 101)\n",
    "freqs = td.C_0 / ldas\n",
    "\n",
    "fwidth = 0.5 * (np.max(freqs) - np.min(freqs))  # frequency width of the source"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dfe84064-e3cc-43b8-9c00-03452510e1d1",
   "metadata": {},
   "source": [
    "Define geometric parameters for the photonic crystal. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "f15ff6fc-26db-4a62-bce3-acd68038a691",
   "metadata": {},
   "outputs": [],
   "source": [
    "s = 0.14  # edge length of the equilateral triangle\n",
    "a0 = 0.445  # lattice constant\n",
    "h = 0.16  # slab thickness\n",
    "Nx = 20  # number of unit cells in the x direction\n",
    "Ny = 16  # number of unit cells in the y direction"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "43bc62fa-b04a-4948-9b2e-c2ecccb4da8d",
   "metadata": {},
   "source": [
    "The photonic crystal consists of unit cells with slightly different geometries at different lattice sites. To create such a structure, we first define a function to create the unit cell geometry at a given center position. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "ada913f7-fb82-41fd-a36f-5e8dcde8f9f3",
   "metadata": {},
   "outputs": [],
   "source": [
    "def make_unit_cell(\n",
    "    s: float, a0: float, r: float, h: float, x0: float, y0: float\n",
    ") -> td.GeometryGroup:\n",
    "    \"\"\"\n",
    "    Construct a unit cell geometry composed of equilateral triangles\n",
    "    arranged around a central point (x0, y0).\n",
    "\n",
    "    Parameters\n",
    "    ----------\n",
    "    s : float\n",
    "        Edge length of each equilateral triangle.\n",
    "    a0 : float\n",
    "        Lattice constant (not directly used here but possibly for future extension).\n",
    "    r : float\n",
    "        Radial distance from the center of the unit cell to the centroid of each triangle.\n",
    "    h: float\n",
    "        Thickness of the slab.\n",
    "    x0 : float\n",
    "        X-coordinate of the unit cell's center.\n",
    "    y0 : float\n",
    "        Y-coordinate of the unit cell's center.\n",
    "\n",
    "    Returns\n",
    "    -------\n",
    "    triangles : td.GeometryGroup\n",
    "        The unit cell geometry\n",
    "    \"\"\"\n",
    "    # define vertices of an equilateral triangle, centered at the origin, with edge length s.\n",
    "    vertices_0 = s * np.array(\n",
    "        [\n",
    "            [0.0, np.sqrt(3) / 3],  # Top vertex\n",
    "            [-0.5, -np.sqrt(3) / 6],  # Bottom-left vertex\n",
    "            [0.5, -np.sqrt(3) / 6],  # Bottom-right vertex\n",
    "        ]\n",
    "    )\n",
    "\n",
    "    # angles at which to place triangles, spaced by 60 degrees (pi/3), covering a full circle.\n",
    "    angles = np.arange(0, 2 * np.pi, np.pi / 3)\n",
    "\n",
    "    triangles = []\n",
    "\n",
    "    for angle in angles:\n",
    "        # create a 2D rotation matrix to rotate the triangle by (angle + 90 degrees)\n",
    "        R = np.array(\n",
    "            [\n",
    "                [np.cos(angle + np.pi / 2), -np.sin(angle + np.pi / 2)],\n",
    "                [np.sin(angle + np.pi / 2), np.cos(angle + np.pi / 2)],\n",
    "            ]\n",
    "        )\n",
    "\n",
    "        # rotate the triangle vertices about the origin\n",
    "        verts_rot = vertices_0 @ R.T\n",
    "\n",
    "        # compute the center position for this triangle, offset from (x0, y0) by distance r\n",
    "        centre = np.array([r * np.cos(angle) + x0, r * np.sin(angle) + y0])\n",
    "\n",
    "        # translate the rotated vertices to the correct position\n",
    "        verts = verts_rot + centre\n",
    "\n",
    "        triangles.append(\n",
    "            td.PolySlab(\n",
    "                vertices=verts,\n",
    "                axis=2,\n",
    "                slab_bounds=(-h / 2, h / 2),\n",
    "            )\n",
    "        )\n",
    "\n",
    "    return td.GeometryGroup(geometries=triangles)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5a1f388f-0b0c-4c85-ae7e-23d916ad5af3",
   "metadata": {},
   "source": [
    "To verify if the function works properly, create a dummy unit cell and visualize it. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "ec69ba94-abf2-4922-929e-ee83357df1dc",
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "r = a0 / 3\n",
    "\n",
    "triangles = make_unit_cell(s, a0, r, h, x0=1, y0=1)\n",
    "triangles.plot(z=0)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "01742971-d5be-46b9-b85f-00d7cb939411",
   "metadata": {},
   "source": [
    "Next we create another function to calculate the centers of the lattice sites in the triangular lattice. We will also separate the sites into the top half and the bottom half since they need to have a different unit cell geometry to induce the chiral edge state."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "5a668d2e-d607-49f0-84b2-537507f14ca6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def generate_triangle_lattice(a0: float, Nx: int, Ny: int) -> list[tuple[float, float]]:\n",
    "    \"\"\"\n",
    "    Generate (x, y) coordinates for a two-dimensional triangular lattice.\n",
    "\n",
    "    Parameters\n",
    "    ----------\n",
    "    a0 : float\n",
    "        Lattice constant (distance between nearest neighbor sites).\n",
    "    Nx : int\n",
    "        Number of lattice sites along the x-direction.\n",
    "    Ny : int\n",
    "        Number of lattice sites along the y-direction.\n",
    "\n",
    "    Returns\n",
    "    -------\n",
    "    coords : list[tuple[float, float]]\n",
    "        List of (x, y) coordinate tuples for each lattice site.\n",
    "    \"\"\"\n",
    "\n",
    "    coords = []\n",
    "\n",
    "    for j in range(Ny):\n",
    "        for i in range(Nx):\n",
    "            # shift every other row by a0/2 to create a triangular lattice pattern\n",
    "            x = a0 * (i + 0.5 * (j % 2))\n",
    "            # set vertical spacing between rows\n",
    "            y = a0 * (np.sqrt(3) / 2) * j\n",
    "            coords.append((x, y))\n",
    "\n",
    "    return coords\n",
    "\n",
    "\n",
    "lattice_sites = generate_triangle_lattice(a0, Nx, Ny)\n",
    "\n",
    "lattice_sites_sorted = sorted(lattice_sites, key=lambda xy: xy[1])\n",
    "\n",
    "# split into bottom half and top half\n",
    "N_total = len(lattice_sites_sorted)\n",
    "N_half = N_total // 2\n",
    "\n",
    "bottom_sites = lattice_sites_sorted[:N_half]\n",
    "top_sites = lattice_sites_sorted[N_half:]\n",
    "\n",
    "x_bottom, y_bottom = zip(*bottom_sites)\n",
    "x_top, y_top = zip(*top_sites)\n",
    "\n",
    "plt.figure(figsize=(6, 6))\n",
    "plt.scatter(x_bottom, y_bottom, color=\"red\", label=\"Bottom Half\")\n",
    "plt.scatter(x_top, y_top, color=\"green\", label=\"Top Half\")\n",
    "plt.gca().set_aspect(\"equal\")\n",
    "plt.title(\"Triangular Lattice Split into Top and Bottom Halves\")\n",
    "plt.xlabel(\"x\")\n",
    "plt.ylabel(\"y\")\n",
    "plt.legend()\n",
    "plt.grid(True, linestyle=\"--\", alpha=0.5)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "821d2f8e-8933-40ae-ac1a-28e126407635",
   "metadata": {},
   "source": [
    "Similarly, we can create the actual unit cell structures and visualize them with the color denoting if they are on the top half or bottom half. The unit cells on the top have `r = 0.94 * a0 / 3` while the unit cells on the bottom have `r = 1.05 * a0 / 3`, as discussed in the [reference](https://www.science.org/doi/10.1126/science.aaq0327). The top and bottom regions have different topological properties and as a result, chiral edge states are supported at the interface."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "bd9f13b9-5b19-45a9-b4bf-2b153f12f1b0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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REyZMEHnz5hVWVlaiUKFCYu3atZ+V+7DF5+bNmwnef/HihejatavIlCmTSJMmjahcufJXf6Pbt28XxYoVE9bW1iJ37txixIgRIi4u7oe/gwXzwHIWrgULFixYsJAMLM9ALViwYMGChWRgcaAWLFiwYMFCMrA4UAsWLFiwYCEZmI0DnTRpEpIkMWDAgETLbdmyBTc3N2xsbChSpAj//vtvgs+FEIwcOZIcOXKQOnVqatSoQWhoqAEtt2DBggUL/x8xCwfq6+vLokWL4penf40zZ87QunVrunbtir+/P40aNaJRo0YJNuRPmTKF2bNns3DhQs6fP4+trS21a9eOP2rLggULFixY0AcmX4X7+vVrSpQowfz58xk/fjzFihXj77///mLZli1b8ubNG/bs2RP/Xrly5ShWrBgLFy5ECEHOnDkZOHAggwYNAuTzOLNly8bKlSu/mW3eggULFixY+F5MfpBCnz598PLyokaNGowfPz7RsmfPnuW3335L8F7t2rXj8yrevHmTR48eJdhgnT59esqWLcvZs2e/6kBjY2MTnNii1Wp58eIFmTJlSlY2DAsWLFiwYFqEELx69YqcOXMmmhjiRzCpA924cSOXLl3C19f3u8o/evTosyTC2bJliz9U+sN/EyvzJSZOnPjZKSIWLFiwYCHlc/fuXXLnzm2Qtk3mQO/evUv//v05dOhQgpyFpmDYsGEJ7myjoqLIkycPd+/eJV26dN+s//TpU5o2a8qVy1egAFAFSK8Hw14Ci2D37t1UqlTpu6sdPHiQ5s2bQx8grZ7sOAYEQ8lSJdm6ZSsZM2bUQ8Of07VbV7Zu2YoipwJtdS3k0k+7qvkqBvcZzO+///7ddaKjo+VMGg2R/64/SixwGrgoH4S+fu16SpQooYeGP2fBggWM+HMEIo1AU0kDhfTU8HaonKMyu3buSlK1UmVLEWobCjX1YIMWuAyKUwqssGLWzFkGezxz/PhxOnbqSOSrSEQ5AWXRz6x5EaxOWvH0ydMkVRs4cCAr965E3VH97cLfQwQojyrRPNXg7e3N5MmT9dPuJ9y9e5emzZsSfCMYigCV0M/c9BhYISc2KF68eIKPPozftGn10dGXMZkD9fPz48mTJwkmEI1Gw4kTJ5g7dy6xsbGfpVnKnj07jx8/TvDe48ePyZ49e/znH977kE7ow78Ty35gbW39xcS36dKl+y4HevfuXa5cvoIivQJtWS1k+2aV70Nnkq2t7XfZ8YE0adL8V18f2iQHUBYUDxRc8ruEWq1Okj1J4eChg0gqCW1pLeRHb8vcJEnCxsYmeXanQj/X0QYoA9JDiYd3H3Lnzh2qVKmih4Y/5+iJo6jfq2XHXwSw0lPDSlCpVEm+jkqlEpTo5zoCFAftEy0xl2M4e/4sPXr00FPDCblx4wYvX7wEJ6AUYKenhlPJv8mkXkcrKyskhaS/6+gKmkgNHIKDRw6yIN0CPTWckOjoaIJvBKPIpJsjv5wiN+noftd2dnZfvZaGfAxnslW41atXJyAggMuXL8e/SpUqRdu2bbl8+fIXcxSWL1+eI0eOJHjv0KFDlC9fHpATKGfPnj1BmejoaM6fPx9fxhAUKlSIs2fPUsy5GKwEaasEkQbrzri8AGmTBKuhdKHSXLhwAScnJ4N1F3AlgBZNW8BOUC5Xwl2DdWVcYoADIC2QyElOtm7dSvv27Q3W3dZNWxk+fDipLqVCNV8FV5FPk03paABfUM5Vkjo0NZMnT2bh/IXfrJZcBg0axPLly8kUlQnFPIUciYkzWHfGJQxUi1RIhyS6d+vO2VNnDdZV+fLlOXbsGAVyFoClwHYg+lu1zB+TOdC0adNSuHDhBC9bW1syZcpE4cKFAejQoQPDhg2Lr9O/f3/279/P9OnTCQoKYvTo0Vy8eJG+ffsCxO8jHT9+PLt27SIgIIAOHTqQM2dOGjVqZNDvU65cOXzP+7Jq1SoyP80sD7ajpNzBFgscBsV8BdmisrF+/XrOnjlLqVKlDNptnjx52LhxIydOnKBgpoKwDKRtEnxfJizzQwv4yRO+zWUbxo0ZR2hwKE2bNjWoMrazs2P8+PEEBwVTv1p92AbKFUq4b7AuDU8EKJcoYS+0b96eiLAIhgwZ8sXokb5QKBR07tyZiLAIBg0YhOq0CtUCFVwj5QqS56DYoIC1UNa1LH5+fixevJisWbMatNvKlStzxf8KixYtwv6uvTxHngTef7Oq2WIW+0C/xp07dxJkf/fw8GD9+vUsXryYokWLsnXrVnbs2BHvcAGGDBlCv3796NGjB6VLl+b169fs37/fKM9ZFQoFHTp0IDw0nKGDhqI6o0p56l/3fEk5T4mVrxV/Dv+TsJAwWrdubdQVyZ6envj7+bN06VLsH+gG23FS1mC7DcqlStgNrRq2Iiw0jOHDh5M6dWqjmZA/f362/bMNHx8fXNO5whJgB/DKaCb8OC9A2ixHQUrmLcmFCxdYsWJF/CMbY5AuXTomT57M9cDr1KlYB7aCcpUSHn67rtkQAxwEab5E9jfZ2bx5MyePn/zs2aEhUSqV9OjRg4jwCPr37o/yuBLVQhXcIOXMkR9hVg702LFjCfaAHjt2jJUrVyYo07x5c4KDg4mNjeXatWvUrVs3weeSJDF27FgePXpETEwMhw8fjs8SbyzSpk3LhAkTCA4Kpl7VerL6X5kC1P9dXdh0BzSt05TQkFBGjx6Nra2tScxRKpV07dqVm+E3Gdh/IKqTOvUfiHkPtkhdGH8FFM1ZlLNnz7J27Vpy5dLTiqhkULVqVa74X2HBggVkuJ0B5Tyl+av/D1GQBQqyRWZj3bp1nDt7jtKlS5vMJGdnZ3bv2s3BgwdxtHGExcAu4LXJTPo2WuCSLIpt/G0YO3osYSFhNG/e3GTb9DJkyMCMGTO4FnCN6qWrwyZQrFHA1zdLmCVm5UD/13BwcGD7tu0cOXIEFzsXWf3vxPzUf5QuTLoMCmYqyIkTJ9i0aRN58uQxtWWArP6nTJnC9evXqe1RG7aAYpXC/NR/HHAUFPMUZHqSiVWrVuF73pdy5cqZ2jJAXvzj7e1NRHgE/bz7ma/610VBVPNUWPlaMWLYCMJCwmjTpo3Z7MuuWbMmgQGBzJk9h3QR6WRBcgbQ0+JYvXEblMuUsAta1m9JaEgoI0aMMGoUJDHc3NzYv28/e/fuJZ8iH9JiCfYAb0xt2fdhcaBGoFq1aly9fJX58+eT4VYGlHOVcArTD7b3wHF5wrd/YM/SpUvx9/PH09PTxIZ9GWdnZ/bs3sP+/ftxtNap/92YXv0LIEDeKqM6o2LooKFEhEXQoUMHg23g/hHs7e2ZOXMmAVcDqFqyqqz+1yrkLQGm5q7uWe0OaFy7MSHBIYwZM8ZkUZDEUKlU9O3bl4iwCLy7eKM4okC1SAXBmF6QRP4XBXHP5s7p06dZt26dwfZD/ih169blRuANpk+bjl2InSxIziEvGjNjzG90/4+iUqno1asXEeER9PXui+KoQlb/QRh/sAkgEFQLVKhOqvjtl9+ICIuga9euX1z9bG7Url2bwIBAZs+aTdqwtKZV//d14fl/oF7VegQHBTNhwgSD7j3TFwUKFODA/gPs2bOHvORFWiTBXuCtCYyJ/igKkrEgx48fZ/PmzeTNm9cExiSNTJkyMXfuXK5cvkLFIhVhAyjWKyBpWzz1w4coyHw5CrJy5Uou+l7Ew8PDBMYkDSsrK3799VfCQ8Pp0rYL0gFJFiRhprbs61gcqJGxt7fn77//JuBqAFWKV4GNRlb/D3Xhzy1Q26M2169fZ+rUqaRPr4+TH4xHqlSp6NevHxFhEfTo1APpsG6whRjJgFfI4fil4GLnwpEjR9i+bTsODg5GMkA/SJKEl5cXQdeDmDZ1GrZBtnKE5DzGUf/vgROgmKsgw/0MLFmyBH8//yQdHGIuFC5cGJ/DPuzYsYPc73MjLZBgH/DOCJ1/EgUZ8tsQIsIi6Nixo1lGQRIja9asLF68mEuXLlHOrRys1a0afmZqyz4nZV3Z/yEKFizIwQMH2b17N3lEHln9/4vh1P8b5HDnYnC0dmT//v3s2b0HZ2dnA3VoHDJnzsz8+fO5cvkKFQpVgPWgWGdA9a8GTsnbUjLcysD8efO5evkq1apVM1CHxsHKyorffpMjEZ3bdEbaL6FarIJwA3UogOtyFER5Qsmv/X7lZvhNunXrliKiIF9DkiQaNmxISFAIEydMJPW11LIg8cVwguTBf1GQupXrEnQjiIkTJ6aIKEhiFCtWjBPHTrBlyxZyvM0hC5KDyKuJzQSLAzUhkiRRr149gm8EM2XyFNJcT6N/9a8GzsgTftqwtMz6exaBAYHUrl1bTx2YB0WKFOGoz1G2b99OrrhcSAsl2I/+1L8AgkC1UIXiqII+PfsQHhZOr169UKlMnpNBb2TNmpUlS5bg5+dHGacysEan/p/rsZNHoFitgM1Qs1xNAq8FMm3atBQXBUkMa2trhg4dSnhoOO2bt4e9uj2sEXrs5EMUZAk4pXHi0KFD7NyxE0dHRz12YlokSaJZs2aEBocydvRYbPxtUM1TgR/yYjNTIyx8RlRUlABEVFRU/HtarVb4+PiI2NhYg/X76NEj0bVrVyFJklBmUwrqIQDh4+OTpHb27t0rAEF9hCqLSkgKSXh7e4unT58ayHIhYmJixNGjR4VWq/1mWV9fX/Hs2TOD2fLu3TsxceJEkTpNaqG0k6+jKq1KjBkzJkntfPgdUAmhcFQIQNSoWUMEBgYayHL5d3b06FHx7t27b5a9deuWuH79ukFt2bRpk8iZO6eQlJLAA4EjonqN6kluy62Qm6AwgpIISSEJJxcnsW/fPgNY/R+XLl0Sjx49+ma56OhocerUKYPacuHCBVGmbBkBCKmgJCiHsLaxTnI7vXv3FqpsKkFNhNJGKdJnSC/mzZsn3r9/bwCrZe7duyeuXr36zXJqtVocOXLEoLbcvXtXtG3bVgBCmVMpqCPPkRcvXvys7JfmcX1jcaBf4EsXfvbs2QIQDk4OYu/evQbt38/PT5T3KC9P3j/iQEFUqlLpu378yUWr1Yrt27eLPPnyCEAsXrw40fIXL14UgEiXPp2YNWuWiIuLM5ht9+/fFx06doi/Fn/88UeS6sc7UBD5HPKJ3bt3f5dASC7+/v6igmcFAYgOHTp8s7xNahuhUCpE//79xYsXLwxm19u3b8XYsWOFtY21AETun3InuY0P19EunZ34+++/Dfp3f/jwoejUqZOQJEnkzvttW2vUrCEAUderrggODjaYXVqtVqxbt05ky5Et/nokldatWwtAKJQK0a9fP/H8+XMDWCrz9u1bMW7cOPl3plCI27dvJ1p+3LhxAhBuBd3E4cOHDWaXEEKcOXNGlChZIv46WhyoGfGlCz958mShsFIIhYN8J1Krdi1x48YNg9mg1WrFmjVrxKTJk8SbN2+SVPf169di7LixYvPmzQad8AMCAkSValXkAe2sEJJSErNmzUq0zunTp+UfvTMCCeHs6iwOHDhgMBuFEOL8+fOid5/eSb7rVavVYvOWzWLkyJEGjTw8fvxYdOvWTUiSJFRZVYKMiObNm3+zniRJgrwIpbVSZLDPIObPn29Q9X/nzh3Rvn17cfPmzSTXDbgWIDp16iSePHmif8N0xMTEiMmTJ4vUtqmF0lYpyI3IlDXTN+t5VPQQZEWo7FVCpVKJQYMGicjISIPZ+fr1a9G/f39x6PChJNd99OiR6NK1i7h27ZoBLJPRarViy5YtItdPueTIg6PspMLCwhKt98cffwhlGqVQ5lUKQDRs1FCEh4cbzE6NRiMWLVok/p799xcjNhYHaiK+5kBVtirBKAQtEapMKqFUKcWAAQMMqv7NkWfPnonevXsLSSEJVRaVoA2CUQiFleL7HWgfBD0RynzyYPOq5yVCQkKM9A3Mg9jYWDF9+nRhm9ZWKNPowlF/IiQn6fsdaD0EAxEUlye5AoUKiCNHjhjBevNBq9WKHTt2iLz58wpJIQnKIhiCoGoSHKg7guFyHYWVQmTMnFEsWbJEqNVqI3wD88Hf319UrFRRFsWuCkFfBB2/34GmypRKniObIlQZVEKVSiV+//13ER0dbaRv8B/GcKCWRURJRQIKgNpbjaayhtkLZuPg5MCiRYvQaMx81+8P8v79e+bMmSN/3xWLEDUE6p5qcEG+LkklB2g6aqAZHDh9gIIFCzJkyBCio/8H0jR8g3///ZcChQowaPAg3ri+QdNHA+WQU34llbTIOUu7Q8irEKpXr07jJo2JiNDnihXz5Nq1a1SvWZ1GjRpxV3kX4S3gZyBNMhpLBVQGbR8tL3O+pHv37hQvWZyTJ0/q2Wrz4+nTp/To0YMSJUtwNugstAVtay1kTkZjElAE1L3VqD3UTJk+BQcnB1atWoVWaw4rf/SHxYEml1SApzzYIvNE4u3tjXsxd44ePWpqywzCwYMHKexemF/6/0K0Q7Q84Xvw4xllJaCwbrB5qpk+azr5HfOzbNmy/0lBEhQURO06tfHy8uKW9haip4B6gD4O2skFms4aaAJ7ju7BrYAbf/zxB69emdvZkT/O8+fP6du3L0WLFeXklZPQGrRttaCPhCLpQTQR0BWuP79OpUqVaNmyJXfu3NFD4+ZFXFwcM2fOxMHJgeXrliNqCTQ9NaCP3W1WQFV5jnye9TmdOnWidJnSnD1ruLRpxsbiQH+UdEAjoBsERwVTrVo1mjRtws2bN01smH4IDQ2lXv161K5dm/CYcOgBNEB/iYU/8In679atGyVKleDUqVN67sg0vHz5kl9//ZXCRQrj4+sDLUHbXo/J1z8gAe6yIHlf/j2Tp03G0dmR1atX/0+of7Vazdy5c3FwcmDh8oVoq2lRe6vBleRFQRLjJ9B00UAj+Gf/Pzi7ODNq1CjevEkhB7V+g3379lGwcEEGDhrIa5fXPxYFSYwMIJoJ6AxXHl7Bw8ODtm3bcu/ePT13ZHwsDlRf5NYNtiaw+8huXN1cGT58OK9fm/qg1uQRHR3NkCFDKFioIAdOH4DmunBrDgN3/EH9d4HAZ4F4enqmaPWv0WhYtGgRDk4OzF4wG01lDepeaiiA/if8j/lI/T/L8oyOHTtSpmwZzp07Z8BODcuhQ4co7F6Yfr/0+y8KUoEfj4IkhgIoBpo+GuJKxzF+wnicXJzYsGEDQpj6wNvkERQURJ2f61C3bl1uam4ieugxCpIYeUHTTQMNYPPuzTi7ODNu3DjevTPGUU2GweJA9cnH6r/ceyZNnYSDkwNr1qxJMepfo9GwbNky8jvmZ/qs6agrqlH3VkMhDDvhf0qe/9T/tv3bcHF1YfTo0bx9a4qDWpPH0aNHcS/mjre3N5F5ItH20YIn8t22scigU/+d4PKDy5QvX5527dpx/76559b7j7CwMOo3qE+tWrUIexsG3TFMFCQxrIEaoO2t5XGGx7Rp04byHuW5ePGiEY34MSIjI/ntt98oXKQwR3yPQAtdFMR4aVVlj1MC1H3UxBSPYdSYUTi7OrNly5YUKUgsDtQQWAPV5MH2LPMzOnToQNlyZTl//rypLUuUU6dOUaJUCbp168bLnC/lCb8yxp3wP0an/tV91MSWimXcX+NwdHZk48aNZj3Ybt68SZOmTahWrRrBUcHQDTnMn86ERuXTqf/6sHHnRpycnRg/frxZq//o6GiGDh1KgYIF2H9qPzQDTScN5DShURlBtBDQAS7eukiZMmXo3Lkzjx6ZbyLL+CiIowOz5s+SoyDeaiiIcUXxx9gAtUD0FjxM85AWLVrgWdmTy5cvm8ig5GFxoIbEHkRzWf373/OnXLlytO/QngcPHpjasgTcuXOHli1b4unpSeCzQOiiC6Oay8lqH6v/9I9p3bo1HhU88PPzM7VlCXj9+jUjRozA1c2VXUd2QRPdXbS5ZJBSACVB01dDTLEYRo4eibOrM1u3bjUrQaLValm+fDkOTg5M+3sa6gpqOexdGNNN+J/iAJruGkRdwZota3BwcmDKlCnExsaa2rIEHDt2jKLFi+Lt7c3Ln16aJgqSGJl0q33bwfng85QoUYLu3bvz5MkTU1v2XVgcqDHIJw826sOG7RtwdHZkwoQJxMSY9lTkt2/fMnr0aFxcXdi2fxs00k345pFH+3MygmipU/83L1K6dGm6dOlicvWv1WpZs2YNjs6OTJwykffl3qPprQF3zGfC/xgboDaIXrL6b968OZWqVDIL9X/69GlKlCpB165deZH9hTzhV0F+pmtuKIHSsiB5V/gdvw/7HdcCruzcudPkguTWrVs0bdaUqlWrEhQZJEdBGmPaKEhiOIG6pxpRR7Bi/QocnByYMWMGcXFxprYsUSwO1Fh8UP99NMQUjWHEyBE4uzrzzz//GH2wCSHYuHEjjs6OjPtrHLGlYlH3UUMxUsYvwgHU3dWInwWrN6/G0dmRqVOnmkT9nz9/nrLlytKhQweeZnqKtrcWqiHfNZs7mXXqvy2cDTpLiZIl6NGjB0+fGj+R5d27d2ndujUVK1bk2pNrchSkqRlFQRIjNfAzCG/BXeVdGjVqRPWa1bl27ZrRTfkQBXFxdWHX4V3QWLe1yVyiIImhBMrKc+QbtzcMGjyIAoUK8O+//5rasq+SEqbL/y1SE6/+H6R+QLNmzXB1dTVa90IIcuXORevWrXmc/rE84dcgZUz4H6MEysiD7W3BtwwZMgQbGxuioqKMZkLv3r0pV64c/vf8oZMuXG9vtO71hzNoemoQtQTL1y0na9asRn1ev3fvXvLkycPWvVuhIWi6mnEUJDGy6vaitoaTV09SpEgRpkyZYrTu7969S9q0aZkwaQLvy72XF/8VJeXN8raAF4ieglvaW3h5eVGufDlTW/VFUtql/d/BHrT55ZW5oaGhRu364YOHAIj8KUThJ0ZqwETZm86elzeEa/JqjLuS0RAogfwg0snREGMKkTt35S1KmswayEvKnpUkIBeoc6oBuHTlktG6jo9kpQIcSHmi+FMy/jdHnj9nngswU/JPNeUSCqpFKqSDEj169DDqA3NJknj48CGdO3dG2ifpP0ehMXkKivUK2ABVq1fl2rVrRs0pefb0Wf766y9srtrIeVzNJUdhUnkD7AFpkUQ+u3zs3buXWrVqGa17757ebNy4kexx2VHMV8AhwLzW4nwfH3LvzlOS7nY65syZw9pVa43WfZ48eTh37hwli5SElSBtkeCl0brXHwK4IefeVR5XMmDAAF68eGFqq76IxYEak2e6CX8dlHMrh/8lfxYtWkSWLFmMakb27NlZvnw5Fy5coFS+UrAapE0SmOdv9HPeAftAWiDxk/ondu7cyZFDRyhUqJBRzbCxseGPP/4gLCSM1o1aw25QLlXCLaOakXw0wDl5wrcNtmX6tOncCLxB3bp1jWqGJEm0bNmSsJAwRo4YibWftZw02Z+UIUgEEKITxYclvLt4ExEWQd++fY2ebL1s2bKcP3ee1atXk/lZZlmQ+ADmvRbnPx6DYq0CNkGVklUIuBrAzJkzsbc3z2cjFgdqDGKAA/KEnzMmJ1u3buXEsRMULVrUpGaVKlWKs2fOsn79erJFZZMH22HMV/1rAF9QzlWS+lpqJk2cRPCNYBo0aIAkmW65a65cuVizZg1nz56laM6isvrfKkGkyUz6NmG6Cf+ARJe2XYgIi+DXX3/Fysp0y13TpEnDqFGjCAkOoenPTWEnKJcrwZwPofoQBVkPFYtU5MrlK8ydO5dMmTKZzCSFQkH79u2JCItg2JBhpDqXCtV8FVxFdvbmyFtgrxwFyUte9uzZw8H9BylQoICpLUsUiwM1JFrAT57wbS7bMG7MOEKCQmjatKlJJ/yPkSSJ1q1bExYSxp/D/8TK1wrlPCVcxrzUfwQolyiR/pVo31yeHIYMGYK1tfk86ClXrhy+531ZtWoVmZ9mRjHPDNX/c1BsUMBaKOtalkuXLrF48WKyZtXHKez6IU+ePGzcuJGTJ09SKHMhWA7SPxIY77Hst/kQBVkokft9bnbs2IHPYR+KFCliasvisbOzY/z48QQHBVO/Wn3YBsoVSjCnQ6g0wHl5jrQNsmXqlKkEXQ/Cy8vLbObIxLA4UENxSxfO2w2tG7UmLDSM4cOHkzp1alNb9kVsbW0ZPXq0rP7rNIUdOvV/18SGvdCFl1dDqXyluHDhAitWrCB7dvNctaNQKOjQoQMRYRH8Pvh3Wf3PMwP1HwMcBGm+RI63OdiyZQsnj5+kWLFiJjQqcSpWrMili5dYtmwZ9g/tZUFyHHhvQqO0JIiCTPxrIiFBITRs2NBsJ/z8+fOz7Z9t+Pj44JrOFZYAOwBTJ+kJB9ViFdJ+ic5tOhMRFsHAgQNNGgVJKhYHqm8ideG7lVA0Z1HOnj3LmjVryJUrl6kt+y7y5s3Lpk2bOHHiBAUzFYRlIG2TwNgpOmOBw6CYryBbVDbWr1/P2TNnKVWqlJENSR52dnb89ddfBN0Iol61erL6X2kC9a8FLsnPOW38bRg7eiyhwaE0a9bMbCf8j1EqlXTp0oWb4TcZ2H8gqlMqORwZiPEFyU05CsJeaNe8HeGh4QwdOtSsoiCJUbVqVa5evsrChQvJcDuDHGk6ifEFyXNQbFTAGijjVAY/Pz+WLFliVlGQ78XiQPVFHHAUFPMUZH6amVWrVuF73pdy5cxz/9K38PT0xN/PnyVLlmD/wB7FXCOpfy1wWZ7wrXytGPHHCHmRTuvWKWLC/xQHBwe2b9uOj48PLnYuxlX/t0G5TAm7oGX9loSGhDJixAizjYIkRrp06ZgyZQrXA69Tu0Jt2AKKVQp4aITOX4K0WYJVUDJPSS5cuMDKFSvJkcPQqYn0j1KppGfPnkSER9DPux/K40pUC1VwA8MLkhjgkBwFyf46O5s2beLUyVMUL17cwB0bDosD/VEEcBVU81SozqgYOmgo4aHhdOjQAYUiZV9epVJJt27diAiL4LdffkN10sDq/64ubLwDmtZpSkhwCGPGjMHW1tB5lgzPB/W/YMECWf3PVcIp5K0P+iZSFwVZAe7Z3Dl9+jTr1q0jd+6UcBxN4jg7O7Nn9x4OHDiAo7UjLAZ2AYbIGhgLHJGjIFlfZmXdunWcO3uO0qVLG6Az42Jvb8/MmTMJuBpA1ZJVYRMo1ijgsQE600VBVPNUWPtZM3rkaEKDQ2nRokWKFMUfk7JneFNzXxeW2wb1qtUjOCiYCRMmkDZtWlNbplfSp0/P1KlTCQwMpJZHLVn9r9aj+o/WhYmXQcFMBTlx4gSbNm0ib968eurAPFCpVHh7exMRHkFf774ojir0q/4/ioJkepKJlStXctH3Ih4eHnpo3LyoVasWgQGBzJ41m7ThaeVw5Bn0I0h0URDVPBVWF6wY/vtwwkPDadOmTYqf8D+lQIECHNh/gD179pBPkQ9pkQR7kVfF6oM7/0VBmtdrTmhIKCNHjiRNmjR66sC0WBxocngF7ASWgIudC0eOHGH7tu04ODiY2jKD4uLiwt49e9m3bx8OqRyQlkiwG3kjfnJ4DxwHxVwFGe5nYMmSJfj7+ePp6alHq80Pe3t7/v77bwKuBlCleBVZ/a/9AfUvgABQzZejIEMGDiEiLIKOHTum+ChIYqRKlYp+/foRERZBz849kQ5LqBapIOQHGr2nW6m6AxrXbkxIcAhjx479n4iCfA1JkvDy8uJG4A2mTZ2GbZCtHCE5j7xKNjlE6VZOL4fCWQtz6tQp1q9fz08//aRP002PsPAZUVFRAhBRUVHx702ePFkoUysFNRBKa6XIYJ9BzJ8/X7x//95gdty9e1cEBQUlq25gYKB48OCBni36j7i4ODFr1iyRNn1a+brURihSKcSsWbMSrXf69GkBCKohVPYqoVKpxMCBA0VkZKTBbH39+rU4e/Zssuo+f/5cXLp0Sc8W/YdWqxW7d+8W+R3zC0khCUojpNySaN68+TfrSpJcXplXKQDRsFFDERYWZjBbNRqN8PHxSVZdrVYrjhw5IrRarZ6t+o+rV6+KylUqC0AonBUCd0SmrJm+Wc+joofAEUFRBCAKuxcWx48fN5idQsjj4O3bt8mqe+LECREbG6tni/7j8ePHolu3bkKSJKHMqhR4ytflW7+tP/74Q6jSqwRVEAorhciUJZNYvny50Gg0BrM1IiJChIeHf/GzL83j+sbiQL/A1xwoIBRKhejfv7948eKFwfp/+/atGDt2rOxoQJw5cyZJ9X18fOLrTpo0ScTExBjIUiGePn0qvL295ckfvt+BgqjrVVcEBwcbzDatVivWrVsnsuXIJgAxderUJNWPjo6Ot7Vbt27i8ePHBrJUiNjYWDFt2jRhm9ZWAN/vQEG4FXQThw8fNphtQghx5swZUaJkCQGI4iWKJ7m+jY2NAETlKpXF1atXDWChjFarFdu3bxd58uURkAQHCsI+k71YvHixUKvVBrPv9u3bokWLFvG/q6TSr18/AYj8jvnF7t27DSpILl26JCpUrBBv6/c4UECoUqnE0KFDDeq4Xr16Fd8f8MXflMWBmogvXfgHDx6IoUOHisDAQIP1q9VqxebNm0XO3DmFpJQEBeQfR1JV/969e+UfVkGEpJREnnx5xPbt2w062K5cuSJ+//33bzqZt2/fivHjx4t9+/YZzBYhhPD19RVly5UVgJAKyo5mzJgxSWrjw++APAhlGqWwTWsrpk+fblD1/+jRI/H777+LK1eufLPs6tWrxbx58wwaBbl3755o27atAIQyp1Jgh6heo3qS23Er5CawR6iyqISkkIS3t7d4+vSpASyWeffunZgyZYrYsWPHN8ueOXNGjBw5Urx8+dJg9rx580aMGjVKWFlbCVU6lSAHIpVVqiS307t3b4ECoXBUCEDUqFVDXL9+3QAWy3yYk2bMmPHN39nt27fFkCFDRGhoqMHs0Wg0YtWqVSJLtixCkUohcJHnyIsXL35W1uJATYQxLvynXLp0KV4JK1wVgn4IfvlBB/obgj66cBaIKtWqiICAAAN9A/PgwYMHomOnjvKEn10p6IBgNCJV+lTJd6DNEAxGDq8qJOHg5CD27NljUEFiat6+fSvGjRsnbFLbCFValaA+gpGyKEu2Ay2DYASC2ghlaqVImz6tmDVrloiLizPANzAPtFqtWL9+vcieM7tQqBSCigiGIfgZYW1jneT2evfuLVLlSiUYhaAVQpVJJRRKhfjll18MGhUzB86ePStKliopi+LCkmAAgp6mdaAmXWGwYMEC3N3dSZcuHenSpaN8+fLs27fvq+WrVKmCJEmfvby8vOLLdOrU6bPP69SpY4yvkyyePHlC9+7dKVmyJBdCLkA7XZJjfR2lmQW0bbTQBk4FnMK9qDt9+/bl+fPneurAPIiNjWXy5Mk4Ojuydsta8AJNd42c1kkffJKjsF69etT5uQ43btzQUwfmgRCCrVu34uzqzMjRI4kpHiMnWy+JfpYcqoDych7XV06v6D+gP4WKFOLAgQN6aNy88PPzw6OCB23atNF/7l0JcAN1LzXaqlrmLZqHg6MDCxYsQK02xN4o03H//n3at29P+fLlufzgspx7t5mADCY2DBOvws2dOzeTJk3Cz8+PixcvUq1aNRo2bEhgYOAXy2/bto2HDx/Gv65du4ZSqaR58+YJytWpUydBuQ0bNhjj6ySJuLg4ZsyYgYOTAyvWr0DUEah7qsHJAJ1JgAuoe6oRNQQLly/EwcmBOXPm8P69Kc9F+3GEEOzYsQPXAq4M+2MY7wq/Q9NXA6WRc1zqm2ygba+FluBz0Yci7kUYMGAAL1+mxLxRCbl8+TKelT1p3rw5D9M8RPQSUAuwMUBndkB9oAeEx4ZTp04dvOp5GT03riF49OgRnTt3pnTp0ly8eRE6gGgpIKMBOlMBFUHTV0Nkvkh69+6NezF3fHx8DNCZcXn37h1//fUXTs5ObNixAeqDppsG8pnasv8wqQOtX78+devWxdnZGRcXF/766y/s7Ow4d+7cF8tnzJiR7Nmzx78OHTpEmjRpPnOg1tbWCcqZUyocIQR79+6lQKECDBo8iDdub9D00UBZDDPhf4wK8JDVf7RDNL/0/4XC7oU5dOiQgTs2DNeuXaNajWo0btyYu6q7CG8BPyMn2TYkElAA1N5qNJU1zF00FwdHBxYuXIhGk9x1/6bj6dOn9OjRgxIlSnAu+By01UVBMhuh8xyg7aiF5nDw7EEKFizI4MGDjZrQW1/ExsYyZcoUHJ0dWbNlDeJngbq7Wn9RkMRICzQEukPIqxCqV69Oo8aNiIhIecl+hRD8888/uLi58OeoP4kpFiPPkfqKgugRszFHo9GwceNG3rx5Q/ny5b+rzrJly2jVqtVne7SOHTtG1qxZcXV1pVevXt8MV8bGxhIdHZ3gZQhu3LhB7Z9rU69ePW5pbyF6CvBCDg8aEzugAbL6jwmnVq1a1KtfL8Wo/+fPn9O3b1/ci7pzKuAUtNGFqY19lGYqwFMWJJF5I+nVqxfuxdw5evSokQ1JHh9HQZavW46oLdD01ICzkQ2RgEJyOFLtqWbGbNmmZcuWpQhBIoRg586duBZw5fdhv/O20Ft5wi+D4UXxp+QCTWcNNIG9x/bi6ubKH3/8watXpj45/vu4cuUKlapUolmzZjxI/UCOgtTG8KI4mZjcgQYEBGBnZ4e1tTXe3t5s376dggULfrPehQsXuHbtGt26dUvwfp06dVi9ejVHjhxh8uTJHD9+nJ9//jnRgThx4kTSp08f/9L3Zt+XL1/y66+/UsS9CEcvHoWWujBgNr12k3RygKajBprBgdMHKFioIEOGDDGYgPhR3r9/z5w5c3BwcmDh8oWIGrqwtwvyJGwq0gKNgO4QHB1MtWrVaNykMTdv3jShUYnz77//xkdBXru8lif8chh/wv+YVEBl0PbR8jLnS7p160aJUiU4deqUCY1KnMDAQKrXrE6jRo24q/woCmLKg3YkwB3UvdWoPdRMnjYZBycHVq1ahVZrTjkK/+Pp06f07NmT4iWKc+6GkaMgP4DJHairqyuXL1/m/Pnz9OrVi44dO3L9+vVv1lu2bBlFihShTJkyCd5v1aoVDRo0oEiRIjRq1Ig9e/bg6+vLsWPHvtrWsGHDiIqKin/dvaufHF4ajYaFCxfi4OjAnIVz0FTWoPZWQwFMO+F/jAQU1g22imqmz5pOfsf8Zqf+Dx06RGH3wvzS/xeiHaLlCd8DOSxtLnyk/vcc3YOrmyvDhw/n9WtDHNSaPIKCgqjzcx28vLzkKEgPAfUwfhQkMdKDaCKgKwQ+C8TT05OWLVty5475ZNZ+8eIF/fr1w72oOyevnITWoG1rgihIYlgBVWVB8jzrczp16kTpMqU5e/asqS2LJy4ujpkzZ8oRhzXLEDWFPEcaOwqSTEzuQK2srHBycqJkyZJMnDiRokWLMmvWrETrvHnzho0bN9K1a9dvtu/g4EDmzJkJCwv7ahlra+v4lcAfXj/K0aNHcS/mTq9evYjMGylP+J7IKtsc+Vj955DVf8lSJU2u/sPCwqjfoD61atUiPCYceiCHn+1MatbX+Uj9vy/3nklTJ+Hg5MDq1atNqv4jIyP59ddfKVykMEd8j/wXBTHPtKoyP4GmiwYawT/7/8HZxZnRo0fz9q2+DmpNOmq1mnnzdCtely5AW00rT/iumI8o/pQMulWrneHKwyt4eHjQrl077t83bWbtffv2UbBwQQYOGihHQfpqoDymjYIkEZM70E/RarXExsYmWmbLli3ExsbSrl27b7Z37949nj9/brTUQzdv3qRxk8ZUq1aN4Ohg6I4c3ksp58unB9FUQBe49uwanp6etGrVyujqPzo6miFDhlCgYAH2n9oPzXTh5pSSQcoKqCYLkmdZntGxY0fKlC3z1QVyhkKj0bBo0SIcHB2YvWC2eUZBEkMBFJOfM8eVjmPcX+NwdHZkw4YNCGHchKCHDx+msHth+vbrS5RDlDzhV8C8oiCJkVe3irU+bNy5ESdnJ8aPH8+7d++MakZwcDA/1/2ZunXrclN90zyjIN+JSR3osGHDOHHiBLdu3SIgIIBhw4Zx7Ngx2rZtC0CHDh0YNmzYZ/WWLVtGo0aNyJQp4WbJ169fM3jwYM6dO8etW7c4cuQIDRs2xMnJidq1axv0u7x+/Zrhw4fj6ubKnqN7oIkunJcy8mh/Th6d+m8IW//diouri1HUv1arZfny5eR3zM/0WdNRV1Sj7q2GwqSMCf9TMujUfye4/OAy5cuXp3379kZR/8eOHcO9mDve3t68zPMSbR+teUdBEsMaqAHa3loep39MmzZt8KjggZ+fn8G7DgsLo0HDBtSsWZOwt2GyKDbnKEhiKICS8raXmOIxjBw9EmdXZ7Zu3WpwQRIZGclvv/1GocKFOHz+MLQAbQczj4J8A5NqpydPntChQwcePnxI+vTpcXd358CBA9SsWROAO3fufJZNIjg4mFOnTnHw4MHP2lMqlVy9epVVq1YRGRlJzpw5qVWrFuPGjTNo1vg7d+5Qqkwpnr94jra8Fioi34GkdBRAcdAU0KA5qWHcX+NYvHQxfr5+BrujL+dRDt/zvkhFJER7AekN0o3xyadT//6wYccGtv6zlT2791C9enWDdDdw4EBmzJiB8icldANSfipQmYy6PZUR4HvQl9KlSzNp0iSGDBlikO62bNlCm7ZtZGfZDDSFNClTyH2KDVALRAnBw0MPad68OfUa1GP3zt0G6S4oKAiPCh5EvYlCW0krh2pTopD7BJM60GXLliX6+ZcW/ri6un5VKaVOndokJ5rExcXxKvoVkrUkn46RUkI630sqIANIVhKRkZEGPXzh0eNHSEoJkV4YZgO/KVEg/z7SQOzTWIMuLnrw+AEA2nTalHmn9C3SgkgrEI8ET54+MVg3LyNfon6vRplGKYu5/wXn+TFpdL8RSR57hiImJobXr18j2fxvzZFm9ww0JeLk5ERoSCgtG7SEXboEsrdNbZWeuAnKJUrYC+1atCM8NJw8efIYrLsb127w5/A/sfK1QjVPBZeRExyndJ6DYoMC1kA5l3L4+fnRsGFDg3W3bvU6Vq5cSaanmVDMU8BR5ITbKZ13wH6QFkrkfp+b7du3M3XKVIN116N7D06cOEHBzAVhmS7xe8o74+FzNMB5UM5VYhtky9QpUzl94rTBuitWrBhBN4KoX70+bNPlXDXtGia9YHGgeiJ37tysW7eO06dP457NHVaAtFWCSFNblkxegLRZglVQMm9JLly4wMoVKw2+GMvW1pYxY8YQEhxC49qNYYdusOlnZ5HxiQEOgjRfIvub7GzevJmTJ05SvHhxg3arUCjo2LEjEWERDB00FNUZFar5KghATgCV0tACF0E5T0nqq6mZMH4CwTeCadSoEZJk2NtCT09P/P38Wbp0KfYP7GVBchw5IXxKJBxUi1VI+yU6te5EeGg4gwYNwsrKsM+dHBwc2L5tOz4+PrikdYElwA4gZZzx8EUsDlTPeHh4cNH3oqz+n2RCMT+Fqf9Y4AgoFijI+jIr69at49zZc5QuXdqoZuTNm5fNmzdz/PhxCmbUqf/tEpjnGQ+fowUuyRO+jb8NY0aNISwkjObNmxt8wv+YtGnTMmHCBIKDgvGq4gX/gHJlClP/H6Ige6Bt07aEhYbx+++/Y2NjvBi/Uqmka9euRIRF8Nsvv6E6qUK1QAWBpBxB8hykjRKsgdKOpbl48SJLly4lWzbjnuhStWpVrl6+yoIFC8hwOwPKeUo4SYoUJBYHagA+Vv9Dfhsiq/8FZq7+tcBlUM1TYXXBiuG/Dyc8NJw2bdoYdcL/lEqVKuHv58+SJUvIcC8DirkKOIF5D7bbujD+LmhZvyWhIaH8+eefpE5tuvPIHBwc2LF9B0eOHMHZ1hmWAjsxb/X/8r8oSImfSnD+/HlWrVxFzpw5TWZS+vTpmTp1KtevX6e2R23YAopVCnhoMpO+TQxwSBcFeZWdTZs2cfrUaUqUKGEyk1QqFd7e3kSER9DPux/K40pUC1VwA/OdI7+AxYEakLRp0zJx4kSCbgRRt1Ld/9T/A1Nb9gl3dWHSHdC4dmNCgkMYO3bsZ2cMmwqlUkm3bt24GX6TX/v9ivKEUhYk1zGvwRYJ0j8SrAD3bO6cPn2adevWkTu3+SyBrVatGgFXApg/bz7pb6WX1f8pwJwyYH2IgsxXkOVFFtauXcv5c+c/O3XMlDg7O7Nn9x7279+Po7UjLAZ2A29MbdlH6KIgqnkqrP2sGT1yNGEhYbRo0cKkovhj7O3tmTlzJgFXA6hSsgpsAsVaBTw2tWXfh8WBGgFHR0d27tjJoUOHcErjJMf+zUH9R+vCosuggH0Bjh8/zubNm8mbN6+JDfsy6dOnZ9q0aQReC6RmuZqwGRSrFWC4xYPfRxxwVJ7wMz3OxIoVK7joexEPDw8TG/ZlVCoVvXr1IiIsgj49+qA4qpDVfxCmFSRa4Aqo5qtIdT4Vfwz9g/DQcNq2bWs2E/6n1K5dm8CAQGb9PYu0YWlRzlXCGUwvSO78FwVp5tWM0JBQRo4cSZo0pjyk9+sUKFCAg/sPsmfPHvKSF2mRBHsB0x069V1YHGgyiItL3gPNGjVqcO3qNebNnUf6mzr1fxrjD7b3wAn5+VyGexlYvHgxly9dplKlSslqLrnXIy4uLlmbt11dXfl377/s27cPh1QOSIsl06h/AQSAaoEK1RkVQ34bQkRYBJ06dfps//L3kNzrKIRI1taijBkzMmvWLFn9F68CG3Xq33C7Qr7OPV0UZDs0qNGAkOAQxo0bh51d0vfgJPc6JrduqlSp+OWXX4gIi6BHpx5IhyVUi1QQkmwzkk+ULgqyHApnLcypU6fYsGFDshJkaLXaZCfnTs51lCQJLy8vgq4HMXXKVGyDbGVBch551bAZYnGgScTHx4dMWTLRtWtXHj9OepxBpVLRu3dvIsIj6N29NwofnfoPxvDqXwDX5QlfeUJJ/z79iQiLoHv37iiVST+A8sGDB7Rv354sWbNw+nTSlsA/fPiQ/E75qVy1MleuXEly3yBn3rl+7TozZ8zELtROHmxnMc5ge6ALx/8DdSvVJehGEBMnTiRt2qSf2fj27VvGjBmDfSZ75s2bl+T6VapXwdnVmV27diVLkBQsWJCDBw6ye/du8og8SAsl+BfjqP9oYDuwFNwyuHHs2DH+2foP+fLlS3JTWq2WtWvX8lPen2jZpmWS648ePZrMWTMzc+bMZDmAzJkzM3/+fK5cvoJHIQ9YD4r1Cnia5KaSThxwDBTzFGR8lJHly5dz6eIlKlSokKzmzpw5Q4lSJShQuECS9yvv3r2bjJkz0rdv32+mkvwSVlZWDBw4kIiwCDq36Yy0X0K1WAXhSW7K4FgcaBIJCQnhdfRrVm1ahYOTA1OnTv3m2b1fImPGjMyePZurV65SqVgl2GBg9f9IF+7cDDXL1STwWiDTp08nQ4YMSW4qJiaGCRMmyGeSbt9AdFR0oof1f4nnz5/z4O4DTvuepniJ4vTs2ZOnT5M+06RKlYr+/WUh0K1DN6RDOvVvqNSmr4FdwBJwSuPEoUOH2LljJ46OjkluSgjBxo0bcXJxYuz4sbx7/w5/f/8kt3PJ7xK3H9+mYcOG1KhVg8DAwCS3IUkS9erVI+h6EFMmTyHN9TRyhOQChhEkuiiIYp4C+7v2LFq0iCv+V6hcuXKymrtw4QLlypejffv2PIl+gq+vb5Lb8PPz41XsKwYOGkiBQgX4999/k2VLkSJFOOZzjG3btpErNpcsSPYj72HVNwK4Joe9VadVDBowSHY8nTsnKwpy9+5dWrduTYUKFbgafJWw4LAkn5V7/fp13r59y8LlC3FwcmDOnDnJipBkzZqVJUuW4OfnRxmnMrAGFBsVkHSfbDAsDjQZSEoJTR8Nbwu+ZejvQ3Er6Mbu3buTpf4LFSrE4YOH2blzJz9pf9K/+n8D7AFpsUR+VX7+/fdf/t37L66urklu6kOmeGdXZ0aMHEFM0Rg0vX9sdtW21CJqCZatWYaDkwN///13sgZblixZWLhwIZf9L1O+QHlYp1P/z37IvP9QA6fljefpI9Izb+48rl29Ro0aNZLVnJ+fHx4VPGjdujWP0j1C21uLMtsPpKGoALSGE5dP4F7UnX79+vHixYskN2Ntbc2gQfIk3LFlR6R9EsrFSv2p/0+jIL37ExEeQY8ePZIdBenQsQNly5bl0t1L0Ako9gP25QXRU3BLewsvLy/q/FyHoKCgJDcjSRKNGzcmJCiECeMnYHPVRhYkF9HfwSAfoiBb4edKP3Pj+g0mT56crGxSb9++ZezYsTi7OLP1363QEET95IfElDZKNH00RDtE80v/XyjsXphDhw4lq63ixYtz6uQpNm3aRPbX2ZHmS3AIeXWxqREWPiMqKkoAIioq6rPPFixYICSlJBiN/OqNUDgqBCBq1KwhAgMDk91vTEyMmDJlikhjl0YobZWCighA+Pj4JKmdvXv3CkDgiVCmUQq7dHZi5syZIi4uLtm2XblyRXhW9hSAULgqBH113/9P2caVK1cmqb2AgADZxq66dgYjKIWQFJJwcnES+/btS7atWq1W/PPPPyJ3ntzy36o8QmmrFGPGjElSOx9+B5RAqDKrhEKpEP369RPPnz9Ptm2PHj0SXbp0EZIkCWU2paA98b8lVR6V6Nq1a5LbtEtnJ6ipa2cEgpoIpY1SpM+QXsydO1e8f/8+2fb6+fmJ8h7lBSAkN0nwE6J6jepJbsetkJvACaFwkMdKnZ/riBs3biTbrnfv3okJEyYImzQ2QmmnFNRDMFJ3DTwQ+Z3yJ7nNevXqCVx1bYxC0BKhyqQSSpVS/Prrr+Lly5fJtvf+/fuiQ8cOAhDKHEpBEYS1jXWS2+ndu7dQZlIKSiCQEC5uLuLgwYPJtkur1YpNmzaJnLlzymOlAoLfddeglTy2nzx5kqQ2J02aJFS2qv/myJ4IZT6lAES9+vVEaGhosu198+aNGDNmjLC2sRaqtCpBednGixcvflY2sXlcX1juQH+UrKBtp4VWcMz/GEXci9C/f/9kq//BgwcTHhpOhxYdkE7/2MpD6bREt/bdiAiLYMCAAaRKlfTTm58+fYq3tzfFihfj7PWzhssUbwvUA9FDEPE+gp9//pmf6/5McHBwkpuSJIkmTZoQGhzK+LHjsblig+bND9wpX4JKxSpx9cpVZs+eTcaMGZPcRGxsLFOnTsXByYFVm1YhfhZoemgg6ZHfxFEBFeRsG1EOUfTt15fC7oU5fPhwsporUaIEp0+dZuPGjWR/lT3ZJ0JJSBAG+ZX52bt3L/v+3Yebm1uS2xFCsH37dlzcXBj+53Bi3GPkXLul0G88TQIKgNpbjaayhlnzZ+Hg6MCiRYuSlWg+Z86crFq5ivPnz1PipxLynvBkonmuIV1EOubMnkNgQGB88o2k4u/vT0XPirRs2ZKHdg8RvQXURP9nUOfQpSJsBvtP7adAwQIMHTqU6Oikn4qSJk0aRo4cSWhIKM3rNZfXPJgQiwPVBxLgJg82bTUt8xbPw8HJgfnz5ydrFVv27NlZvnw5vr6+zJ8/n4oVKyapfvXq1ZkzZw7+l/xZuHAhWbJkSbIN79+/Z9asWTg6O7J09VLjZYrPrktx1AIOnz9MocKFGDhwIJGRkUluysbGhj/+kLdCTJkyhb59+yapftq0afnnn3/YuXMnhw8eplChQkm2QQjB7t27cSvoxtDfh/K24Ft5wi+DYRMH2yGn3OoOYW/DqFmzJg0aNiA8POmxWEmSaNmyJWEhYcyYMYN5c5O+0GndmnXMmzeP69euU7du3STXBwgICKBqtao0adKE+9b3Ed4C6gCGPJ8iFeCpSzSf5yXe3t4ULV70i4kuvocyZcpw7uw51q5dy+5dSc98MmLECKZMmUJEWAR9+/ZFpUr6qexPnjyhW7dulCxZkgthF6A9iFYCMn27brKRgMKg7qVGXUHNtL+n4eDkwPLly5OVaP6nn35i/fr1nD59miVLllCsWDG9m/w9SEIYOSttCiA6Opr06dMTFRX12fOEhQsX0rtvb8SfiVy2V4APcBncCrgxd/Zcg6WtMgT79++nX/9+hIeFI0oIqMrXk91qgHGwcuVKOnbs+N19XLt2jSJFikBX4Gsr7N8DZ0FxWkF6u/RMmjCJrl27JutZmSm4fv06/Qf05/ChwygcFWhrayHr18urlqvoWLMjS5cuTVI/adOn5XXZ1/Jz0C8hgEBQHVHBaxj420CGDx+erBXDpuDZs2f8+eefLFq8CGUmJeqaanBJpMJByP8kPxGhEUnqp379+uwJ3QOtEyl0D5QHlGjuamjStAnTp01P1ophUxAXF8ecOXMYNWYUMZoYNJV1d+5fG05BwEbZ4SZFhE+ePJkR40agHpzIzUMUSIclRICgaPGizJszL9krhr9GYvO4vrDcgRqCtEBDoBuEvgmlRo0aNGrciIiIpA1oYxMSEkJdr7r8/PPP3HxvBpniUwGVZPUfmTuSnj17UrR4UY4fP24ig76PFy9e8Msvv1DEvQjH/I9BK12YPxHnaVA+Uf9TZ8qh5JUrVyZL/RuL9+/fM3v2bBycHFiyaokcBen5DedpaHKDprMGGsOuw7twcXVhxIgRBk1N96MIIdizZw9uBd0YPGQwb9zeoOmrgbIYNgqSGOlBNBXQBa49uUbFihVp3bo1d++mrKwRFgdqSHKBppMGmsLeY3txdXNl2LBhvHpl6iOIEhIVFcWgQYMoWKggh84dghag6aAxn0zx6UA0FtAVgiKDqFKlCs2aN+P2bfPKGadWq5k/f74cvl88H21VrRz2dsM88khaAVVA21vL82zP6dy5M6VKl+LMmTOmtuwzDhw4QKEiheg/oD+vnF7JYe/ymEceSQVQFNS91bwv+56JUybi6OzI2rVrzU6Q3Lhxg1p1alG/fn1ucxvRU4AXYC4HEuUBTVcNNISte7fi7OLMmDFjePvWzI8g0mFxoIZGAorIg03toWbK9CnyQpJVq0w+2DQaDUuWLCG/Y37+nvs3mkoa1L3UUBDzmPA/5af/1P/OgztxcXVh5MiRvHlj+gNIjxw5QpGiRejTtw9R+aJkhV8R85jwPyWDTv13hquPr1KhQgXatGnDvXv3TG0ZISEheNXzok6dOoTHhUMPoD7mmRTcGqguC5KnmZ7Svn17ypUvx4ULF0xtGS9fvmTAgAEULlKYY37H/ouCGDfxyvehAIqDuo+a2JKxjB0/FicXJzZt2pSsrYHGxOJAjYUVUFUORz7P+pxOnTpRukxpzp41zTKyEydOUKxEMXr06EFk7khZ4VdCDpuaMx/Ufx81cWXi+GvSXzg6O7Ju3TqTDLaIiAgaNW5EjRo1CH0TCt2Qw/cp4fFiXp36bwCb92zG2cWZcePGJXnjvD6Iiopi8ODBFCpUiINnD0Jz3WIyw6af1Q/2IJoL6AiX7l6ibNmydOjYgQcPjJ81Qq1Ws2DBAhwcHZi7cK4cBellRlGQxLABaoK2l5ZHaR/RqlUrKlSswKVLl0xt2VexOFBjkwFEM1n9X3l4BQ8PD9q1a8f9+8ZJ0Hj79m1atGhB5cqVufHyBnTVhUcN84zdcHxQ/720PLF/Qrt27ShXvlyyTqBJDq9evWLYsGG4urmy99heaKoL1+cySvf6QwGUAE0fDTHFYxg1ZhROLk5s2bLFKIJEo9GwbJl8iMaM2TNQe6rlCb8Q5j/hf0p+0HTXQD1Yv209js6OTJw4kZgY4+z4P3r0KO7F3OnduzeReSPNOwqSGJl0q4Lbg2+4L6VKlaJbt27JOjrV0FgcqKnIC5pusvrftGsTTs5OjB8/3mBhXbVazahRo3BxdWH7ge3QWBcOTfoZ0+ZFRhAtZPXvd9uPMmXK0Klzp2Ttw/1e1q9fj4OTA1OmT0HtoUbdWw1FSHkT/sfYALVA9BY8sntEixYtqFipItevXzdYlxcuXKBEqRJ069aNlzlfou2rhcqYfxQkMRRAKZ0gcY9h+J/DcXFzYe/evQbr8v79+zRu0phq1aoR8ioEugONSBlRkMRwBHUPNeJnwcoNK3FwcmDatGmmtioBFgdqSnTqX91GTYwmhj///NNgajUqKoqxY8cSJ8WhbqeGovxv/fXz6xY+ZYZVK1cZ9E505OiRPHvyDG0DrbzFx8pgXRmfTKBtroVCcObUGdatX2ewrhYuXsjVy1ehDIhGKTAKkhipgTogagru3r7LX5P+MlhXR44cYcf2HfIK4XYpMAqSGEqgDGhaaXgb85bff//d1BYl4H9pCk15xAKHQLFMQY4sOdi4cSOpUxtmV3jGjBlZs2YNWTNkRbFEIe9TTX7WJ/NCC1wE5XwlNm9t+Ouvv5J9KPn3sGrFKooWKwr/6FJHRRmsK+MTAaolKqTrEp07d6Zf334G62rkiJE0adoELujOdDX9Gib98QwUGxSwHypWqsj8OfMN1lXjxo0ZOnQoqscqOdF8AOaVaP5HeAfsA2mlRJ7cedi6daupLUqAxYGaAi3g/1+m+JEjRhIWEkbLli0NljhYkiTatWtHeGg4w4YMI9W5VKjmq+AqKXuw3QLlEiXsgdaNWhMWEsYff/yBjY2+zyP7jwoVKnDJ7xLLli3D/qE9inkKOEbKFiQvQNokwWooma8kFy5cYPny5WTPbri9TPny5eOfrf9w7Ngx3NK7wVLk1GZJP+HNfIgBDoC0QCLH2xxs2bKFE8dOGPSknLRp0zJp0iRuXL/Bz54/wz86QWL8NUz6QwP4yskbUl9LzcQJEwkJCqFRo0amtiwBFgdqbO6AcrkSdkKzunKm+FGjRhktU7ydnR3jx48nOCiY+tXqwzZdImPjrGHSH5EgbZFgJRTLVYyzZ8+yZs0acuUyTvxKoVDQpUsXbobfZGD/gahO69T/NVKWIIkFDoNivoJsUdnYsGEDZ8+cpVSpUkYzoXLlylzxv8KiRYuwv6sTJCeRT6JKKWgBP3nCt7lsw9jRYwkNDqVZs2YGE8Wf4uTkxK6duzh06BBOaZxgCbATOQVfSiJCJ4r3Qvvm7QkPDWfo0KFYW1ub2rLPsDhQY/FRpvhCmQtx8uTJZGeK1wf58+dn2z/b8PHxwTWdqzzYdiAfQ2jOxAE+ch7JzM8ys3r1ai6cv0C5cuVMYk66dOmYMmUK1wOvU6diHdgKylVKeGgSc74fLXBZjoJY+Vrx5/A/CQ8Np1WrVkab8D9GqVTSo0cPIsIj6N+7P8rjSjnR/A3MX5DcBuVSJeyGVg1bERYaxogRIwz2OOZb1KhRg2tXrzF3zlzS3UwnJ5o/jZySz5x5AdLmhFGQFStWkCOH+e5lsjhQQ/MeOK5LHPzQnmXLluHv55/kA+INRdWqVbnif4UFCxaQ4XYGOWehOap/AVyVEwenOpeK3wf/TkRYBO3bt09W4mB94+zszO5duzlw4ACONo6wGDnxtjmq/7u6KMgOaFKnCaEhoYwePdpoUZDEyJAhAzNmzOBawDWql64Om0CxRgHmt4NBjoJslWAFFM1RlDNnzrB27VqjRUESQ6VS0adPHyLCIujVrRcKH4UsSIIxP0ESCxwBxQIFWV9mZd26dZw7c47SpUub2rJvYvqZ53+VDwd4z1ehOqViYP+B3Ay/SZcuXcxiwv8YlUqFt7c3EeER9PPuZ37q/74uzLwN6lWtR9CNIP766y/s7MzveJpatWpx7eo1Zs+aTbqIdLIgOYN5qP9okLZJsAwKZirIiRMn2LRpE3ny5DG1ZZ/h5ubG/n372bt3L/mV+ZEWSbAHOUG8qYkDjsqiONOTTKxcuRLfC76UL1/e1JZ9RqZMmZgzZw5XLl/Bs6gnbADFOgU8MbVlJIyCXLBixLARhIeG06ZNG5NEQZKDec3k/ys8BMUqBWyBOhXrcD3wOlOmTDFYRgB9YW9vz8yZMwm4GkDVklVl9b/WhOr/FXJYeQm4pHXBx8eH7du24+DgYCKDvo9UqVLRr18/IsIi8O7ijXRYQrXIhOr/QxRkrgL7B/YsXboUfz9/PD09TWBM0qhbty7Xr11n+rTp2IXYyYLkHPIiE2MjgACdKD6jYuigoUSERdCxY0ezE8WfUrhwYY4cOsLOnTv5SfMT0kIJ9gGmOnL2rk4U74DGtRsTEhzCmDFjsLU1VeaK5GHef/WUxmvksN1icLJx4uDBg+zetRtnZ0Mn0dQvBQoU4MD+A+zZs4d8Uj5Z/e/FeIPtPXASlPOUZLidgQULFnD18lWqVq1qJAP0Q6ZMmZg7dy5XLl+hYpGKsvpfr4CnRjLgQxRkgQrVSRW//fIbEWERKSolHICVlRW//vqrbHu7rkgHdIIkzIhG3NetbP0HvKp4ERwUzIQJE1JMSjiQV+I3aNCA4BvBTJo4idTXUsuC5ALGEyQfR0EyFuT48eNs3ryZvHnzGskA/WJxoPpADZyRJ3x9ZIo3ByRJwsvLixuBN5g2dRq2QbbyYoTzGG6wCeAGqBaqUB5X0s+7HxHhEXh7eycrcbC5UKRIEXwO+7Bjxw5yv8+NtECn/g155OxDUKyWoyC1PWpz/fp1pk6dSvr06Q3YqWHJkiULixYt4tKlS5RzKwdrdXstnxuw01fIK1mXgrOtc/yhBeYeBUkMa2trhgwZQkRYBB1adEDaJ8mrXg2ZbfE9cEKOgmS4n4ElS5bg7+dPpUqVDNip4bE40B9BACGgWqRCOizh3cX7hzLFmyNWVlb89pt859K5TWek/RKqxSoI13NHj3Xh4k1QpWQVAq4GMHPmTOzt7fXckWmQJImGDRsSEhTCxAkTZfU/Vwm+6FeQvAF2A4vB0cqR/fv3s2f3nhQXBUmMYsWKceLYCbZs2UKOtzmQ5ktwEHkPpr5QA6dkUZz+Vnrmz5tPwJUAqlWrpsdOTEv27NlZvnw5Fy5coFS+UrBatxdYn6dgfhQFUZ5Q8mu/X7kZfpNu3bqlqCjI17A40OTyVBeOWw8VC1fkyuUrzJ07l0yZMum9KyEEUVHfd9xNVFSUQQ4Bz5o1K0uWLMHPz4+yzmVhDSg2Kn58sL0D9oK0SCIvedmzZw8H9x+kQIEC+jD7M773Or59+5b37/W/FNna2pqhQ4cSHhpOu+btYK9uz9vNH2xYA5yV9yGmDUvLrL9nERgQSO3atfVh9md87+9Mq9UaJP+tJEk0a9aM0OBQxo4ei42/jRyOvIS8OCW5CCBIjoIojiro00O3krVXL4OI4nfv3hEbG/tdZb/3t5tUSpUqxdkzZ1m/fj3ZorKhmK+Aw8irY3+ER/9FQWqWq0ngtUCmTZtmkCiIEILoaBOcwCEsfEZUVJQARFRU1GefzZs3TwBCUkoiT748YseOHUKr1RrMlqtXr4rKVSqL1LapxYULFxIte/LkSWFtYy1q1q4prl+/bjCbtFqt2Lx5s8iZO6dAQgBixYoVSWojICBAIE9XwjatrZg2bZqIjY01jMFCiMePH4uuXbsKpUopFixYkGjZ58+fi6w5sgpnV2exf/9+g9kkhBAXLlwQZcqWib8WTZo0SXIbH+pKCkn06tVLPH361ACWysTExIhJkyaJ1LapRet2rb9ZvkqNKiK9fXoxb9488f79e4PZde/ePdG2bdv4a5Gcqa148eLxdWvUrCECAwMNYKnMhzGU66dcIk/+PEKtVidafuzYsUKVSiV+++038fLlS4PZ9fr1azFq1ChhZW0Vfy2ePHmSpDbGjRsX/3t0cnES+/btM5C1Mr6+vqJsubLCLp2duHbtWvz7ic3j+sLiQL9AYhc+KChI2NrZikmTJomYmBiD2fD06VPh7e0tJIUklPZKAYgdO3YkWmfDhg0CEEp7pVAoFaJ///7ixYsXBrPx7du3YsyYMSKDfQYRFhaWpLovXrwQZcqXEY0aNRKPHz82kIVCxMbGimnTpgnbtLZCmUYpJGtJDBw4MNE6d+/elSeADJIARF2vuiI4ONhgNmq1WrFu3ToBiBMnTiS5/oBBA0SOnDnE1atXDWCdjFarFdu3bxd58uURklIS2CFKlCrxzXo5f8opSIdAQrgVdBNHjhwxmI1CCHHmzBlhZ2cnps6YmuS6u3btEoDYvXu3QUWxv7+/qOBZQXZQGWQnFRcXl2iddu3aCSm1JJTWSmGfyV4sXrz4m073R7h165YoV76cqNugrnj37l2S6gYEBAgrKyvx999/f/N7/QgPHz4UnTp1EoBQ2CsEIHx8fOI/tzhQE2GMC/814uLixKxZs0Ta9GmFMrVSUBvBbyTJgTIEQQ2E0kYpMthnEAsWLDCo+jdHtFqt2L17t8jvmF9ICklQRr4uqbKm+m4HSlsELRCqjCqhUqnEwIEDRWRkpJG+gfkQEBAgqlSrIk9UzgpBHwQlkuBAPRH0QCjzykKwYaOGIjw83AiWmxePHz8W3bt3F5IkCVU2laAdgkbf70CV+ZWC3xBSUVnYFXYvLI4fP24k682HmJgYMXnyZJHaNrVQ2ioFXgj6YhIHatJnoAsWLMDd3Z106dKRLl06ypcvz759+75afuXKlUiSlOD16aHhQghGjhxJjhw5SJ06NTVq1CA0NNTQX0UvHDhwgEJFCtF/QH9eOb2SE+KWR07pkxRUQEU5J2Fkvkh69eqFezF3jh49agCrzY8bN25Qq04t6tevz21uI3oKqAsk56CdgqDupUZdSc3MOTPJ75ifpUuXotGYYiOicXn+/Dl9+/bFvag7pwJOQRvQttVClmQ0llOXcLwp7D22F1c3V4YNG2aQ56PmRlxcHDNmzMDByYHl65Yj6gjUPdTglIzG0oFoLKAb3Hh5g8qVK9O8eXNu376td7vNDSEEO3fuxLWAK78P+513hd/Jc2RpTLaax6QONHfu3EyaNAk/Pz8uXrxItWrVaNiwIYGBgV+tky5dOh4+fBj/+vSHM2XKFGbPns3ChQs5f/48tra21K5d22hZ4ZNDSEgIXvW8qFOnDuFx4dADqA/86J7itEBDoDuEvA6hWrVqNG7SmIgIQ65XNx0vX75kwIABFC5SmGOXjkEr0LbTQrYfbDgVUAm0fbVE5o6ke/fuFC9ZnJMnT+rBavPj/fv3zJkzBwcnBxYuX4ioIVD3VIPLDzYsAUVA3VuN2kPNlBlTcHByYNWqVQZLJG9q/v33XwoUKsCgwYN44/ZGnvDLknRR/Cm5QdNZA41hx6EduLi6MHLkSN68MYejmvTPtWvXqF6zOo0aNeKu6i7CW8DPyHlXTYhJHWj9+vWpW7cuzs7OuLi4xB/Pdu7cua/WkSSJ7Nmzx7+yZftvdhRC8PfffzNixAgaNmyIu7s7q1ev5sGDB+zYscMI3yhpREVFMXjwYAoVKsTBswehBWg7aEHfZyfn+k/97zm6B7cCbgwfPpzXr83xoNako1arWbBgAQ6ODsxdOBdtVS1qbzW4IU/a+uKD+u8K119cp1KlSrRo0eJ/Sv0fOnSIwu6F+aX/L0Q7RqPpowEP5KiGvrACqoK2t5bn2Z7TqVMnSpcpzdmzZ/XYiWkJCgqidp3aeHl5cUt7S46CeJG8KMjXUABFZUESVyaOvyb9haOzI+vWrTPISnxT8CEKUrRYUU5ePSlHQdpoIaupLZMxm20sGo2GjRs38ubNm0TPlHz9+jV58+blp59++uxu9ebNmzx69IgaNWrEv5c+fXrKli1rVoNTo9GwdOlSHJwcmDF7BupKatS91FAQ/U74H/OR+n9f/j2Tpk7CwcmB1atXp2j17+Pjg3sxd3r37k1kvkhZ4VdEvxP+p/ykU/+NYPuB7bi4ujBq1KgUrf5DQ0OpV78etWrVIjzmoyiIIY8bzgCiqYDOcOXhFTw8PGjbti337qXczNovX77k119/pXCRwvhc9IGWoG2vhyhIYlgD1WVB8sT+Ce3ataNc+XL4+voasFPDolarmTt3bnwURFtd+18UxIyOyTW5Aw0ICMDOzg5ra2u8vb3Zvn07BQsW/GJZV1dXli9fzs6dO1m7di1arRYPD4/4Affo0SOABHelH/794bMvERsbS3R0dIKXoTh58iTFSxane/fuvMz5Em1fLVRCDhMagw/qv4+WZ1me0bFjR8qULZPoXb85EhERQeMmjalevTohr0OgO3K42lgnqymAYqDuI6v/8RPH4+TixPr161OU+o+OjmbIkCEULFSQA6cPQHPQdNToPwqSGHlB000DDWDz7s04uzgzfvx43r0z5FFN+kWj0bBo0SIcnByYs3AOmsoaOQpSAONN+PYgWgjoCH53/ChTpgydOnfi4UNzz62XkA9RkH6/9CPawUBRED1hcgfq6urK5cuXOX/+PL169aJjx45cv379i2XLly9Phw4dKFasGJUrV2bbtm3xx3v9CBMnTiR9+vTxL0Pk6Lxz5w4tW7akUqVKXH9xHbqCaCLAVOfLZwDRTFb/lx9cpnz58rRr14779807s/arV6/4448/cCvgxp6je6CpLjxtqgxSH9R/Ly2PMzymbdu2lPcoz8WLF01k0Peh0WhYtmwZ+R3zM33WdNQV1ah7q6EQplH4CqCELEhiiscwcvRInF2d2bJli9kLkqNHj+JezB1vb28i80TKE74nxhPFn5IfNN01UA/WblmLo7MjkyZNMut1IABhYWHUb1CfWrVqEfYuTI6CNMCwUZAfxOQO1MrKCicnJ0qWLMnEiRMpWrQos2bN+q66qVKlonjx4oSFyadKZ8+eHYDHjxOmD3n8+HH8Z19i2LBhREVFxb/u3r2bzG/zOW/evGHUqFE4uzjzz/5/oJEu/GeaPNqf80H914eNOzfi5OzEX3/9ZXbqX6vVsnr1ahydHZk8bTLvy7+XJ/wimEdIJ6NO/XeAi7cuUrp0aTp37pxo5MNUnDp1ipKlStKtWzc5CtJHC5Ux3YT/MTZALRC9BQ/TPKRFixZ4Vvbk8uXLprbsM27evEmTpk2oVq0awVHBchSkEcaLgiSGAigFmr4a3hV5xx8j/sC1gCs7duwwO0ESHR3N0KFDKVCwAPtP7YdmJoiCJBOTO9BP0Wq13320lUajISAgID5jef78+cmePTtHjhyJLxMdHc358+cTfa5qbW0dv5Xmw+tHEUKwYcMGnFycGD9hPHGl42RlWgzzu+oKoKQ82GKKxfDnqD9xcXNh69atZjHYzp07R5myZejYsSPPsjyTJ/yqyOFoc8NBp/69YM2WNTg4OTB58uTv/k0bkjt37tCqVSs8PT259uwadNFFQczxfPlMoG2thXZwPvg8JUqUoEePHjx5YvpElq9fv2b48OG4urmy22c3NAFNFxNGQRIjNVAHhLfgXqp7NG7cmKrVqxIQEGBqy9BqtSxfvhwHJwem/T0NdQXdWpDCmIco/g5MOpUPGzaMEydOcOvWLQICAhg2bBjHjh2jbdu2AHTo0IFhw4bFlx87diwHDx4kIiKCS5cu0a5dO27fvk23bt0AeYXugAEDGD9+PLt27SIgIIAOHTqQM2dOGjVqZLTvdfHiRcp7lKdNmzY8zvAYbW8t1EAO95kzNkBtEL0ED1I/oHnz5lSqUokrV66YxJz79+/Trl07ypcvz+UHl6GzLuycwSTmfD9KoLRO/Rd+x7A/huFawJWdO3eaRJC8ffuW0aNH4+Lqwj/7dFGQLhowvzzan+ME6p5qRB3B8nXyZDtjxgzi4uKMbopWq2XNGlkUTZo6iffldFEQd8x/ws+i28PbBk5fO03RYkXp06cPz58bMpXN1zl9+jQlSpWga9euvMj+QhbFVTBPUZwIJnWgT548oUOHDri6ulK9enV8fX05cOBAfBqwO3fuJHgA/vLlS7p3706BAgWoW7cu0dHRnDlzJsGioyFDhtCvXz969OhB6dKlef36Nfv37//swAVDEBcXR8NGDSlTpgwXb12EDrqwXkaDd61fMuvUf1s4F3SO4iWK06JFC6MeHjB69GjyO+Rn486NUF8XZk5pKQNTAz/L6v+u8i6NGjWieIniPHjwwGgm/Pvvv2TNlpVxf40jtlQs6j5q84yCJIYSKCsfDPLG7Q2DBg8iR84cRl1ZHxoaiourCx06dOBZ5meyKK5GipvwcdEJkhqCRSsWkSt3LubNm2e07t+8eUPt2rWpWLEi157ooiBNzTQK8h2YdF3TsmXLEv382LFjCf49c+ZMZs6cmWgdSZIYO3YsY8eO/VHzksWunbsA0DTRmM1epWTjDOq0algIW7ZsYcOGDUbresyYMfL/NELe3pOSyQraxlpYBFcuXzHq/tvVa1fz5vUbqIA84ackx/kptsgRkjjBiysvOHL0SKKPZvTJvXv3CA8Lh1wg6gs5WpNSUQHlQWOlQbNHw8hRI+nTp4/Ruj948CAAmqaalHdz8QkpeTiZHalSpWLr1q3kzpMbaZEEB9BvjkJj8hb4F6TFEvkc8rFr1y4UCuP9XC5evEi58uVgswFyFBoTDXBOzitphx0zZ84kf/78Rut+xrQZtO/QHk7r0qbdMlrX+kUAwXLuXcU1BX379qVXz15G675s2bKMGTMG6+fWqOapwJ8fS5tmSh6DYo0C9kCt2rU4feq00bpOkyYNa9euJWv2rCgWKOAIP542zYRYHKgekSSJpk2bEhIUwrgx47C5bCMnTfYj5Qw2DXBBnvDTXE/D5EmTCboeRP369ZEk4z3oKVmyJGdOn2HDhg3/5Sg8RMoabKGgXKREOiDRtV1XIsIiGDBgAKlSGW+5a86cOVm9ajXnzp2jeO7isBKkLRK8NJoJP84TUKxTwAaoWETOvTtnzhyD5N79GmnSpGHkyJGEhoTSzKsZ7ATlMiXcMZoJP84b4nPv5lPkY+/evRzYfwA3NzejmSBJEm3btiU8NJw/hv5BqvOpUM1XwRVSzhz5ERYHagBSp07N8OHDCQsNo3Wj1rAblEtTgPqPAOViJdI+iQ4tOhAeGs7gwYOxtjbN6idJkmjVqhXhoeH8OfxPrP1SiPp/pku2vg7Ku5Xn0qVLLFq0iCxZknMKu34oW7Ys58+dZ/Xq1WR5nkUWJD6A8dfifD/vgH0gLZT4SfMTO3bswOewD4ULFzaZST/99BMbNmzg5MmTFM5aGJaD9I8Ehsl1rR8+ioLYBtkybeo0bgTeoG7duiYzyc7OjnHjxhESHEKDGg1gOyhXKCGFHUJlcaAGJFeuXKxZs4azZ89SLGcxWf1vlSDSxIZ9ygtdmHQ1lHYoja+vL8uXL09076wxSZMmDaNHjyYkOISmPzeV1f9yJehvu65+iAEOgLRAIse7HGzdupUTx05QrFgxU1sGgEKhoH379oSHhjNsyDBSndOp/6vIIVJzQQP4gnKuktTXUjNp4iSCbwTTsGFDo0ZBEqNixYpcuniJ5cuXk/FRRhTzFHAM8xMkYXLYWzog0aVtFyLCIvjtt9+wsjKP1U/58uXjn63/cOzYMdwyuMFSYDtguMPg9IrFgRqBcuXKceH8BVatWkXmp5nlwWYO6j8WOASK+QqyRWVjw4YNnDl9hpIlS5rYsC+TJ08eNm7cyIkTJyiYqSAsA2mbGah/LeAnT/g2l20YN2YcocGhNG3a1Gwm/I+xs7Nj/PjxBAcFU79afdimEyTmoP4jdM9q90L75u2JCItgyJAhJouCJIZCoaBz585EhEUwaMAgVKdVqBao4BqmFyTPQbFBAWuhrGtZ/Pz8WLx4MVmzmufKxsqVK3PF/wqLFi3C/q69PEeeBN6b2rLEsThQI6FQKOjQoQMRYRH8Pvh3Wf3PM5H61wL+oJqnwtrPmj+H/0l4aDitWrUyywn/Uzw9PfH382fp0qXYP9ANtuOYZrDd0oXnd0Orhq0ICw1j+PDhpE5t4jxL30H+/PnZ9s82jh49imt6V1n97wBMkaLzoyhIqXyl8PX1ZcWKFWYTBUmMdOnSMXnyZK4HXqdOxTqwFZQrlWC83Ur/EQMcBGm+RPY32dm8eTMnj5+kePHiJjAmaSiVSnr06EFEeAT9e/dHeVyJaqEKrmN6QfIVLA7UyNjZ2fHXX38RdCOIetXqyep/pRKMdQTtXd3dxk5o+nNTQoJDGD16NGnS6DPPkuFRKpV07dqVm+E3Gdh/IKqTOvUfiHEGW6QuHL8SiuYsytmzZ1m7di25cpnjcTSJU6VKFa5evsrChQvJcDsDynlK46n/WODwf1GQ9evXc/bMWUqVKmWEzvWLs7Mzu3ft5uDBgzimdoQlwC7AGLuWtMAl+Tmnjb8NY0ePJSwkjObNm6cIUfwxGTJkYMaMGVwLuEaNMjVgs27VsPmdimlxoKbCwcGB7du2c+TIEVzsXOTBtgPDqf8oXbhzGRTMVJATJ06wceNG8uRJCcfRfJ106dIxZcoUrl+/Tm2P2rAFFKsUYKgEFHHAUVDMU5DpSSZWrVqF73lfypUrZ6AOjYNSqaRnz55EhEfQz7vff+r/BoYRJFrgshwFsfK1YsQfIwgLCaN169YpbsL/lJo1axIYEMic2XNIF5FOFiRnALWBOrytWxG8C1rWb0loSCgjRoxIEVGQxHBzc2Pfv/vYu3cv+ZX5kRZLsAd5NbGZYHGgJqZatWpcvXyV+fPny+p/rhJOob/B9h44Lk/49g/sWbp0Kf5+/nh6euqpA/PA2dmZPbv3sH//fhytHWEx+lX/ArgKqvkqVGdUDB00lIiwCDp06GDU/bGGxt7enpkzZ3It4BrVSlWDTTr1//jbdb+bD1GQHdC4dmNCgkMYM2YMtra2euzEtKhUKvr27UtEWATeXbxRHFGgWqSCYPQnSCJ1UZAV4J7NndOnT7Nu3Tpy586tpw7Mg7p163L92nWmT5uOXYidLEjOIS82MzH/OyM/BaNSqejVqxcR4RH09e6L4qhCVv9BJH+wCSAQVAtUqE6pGNh/IDfDb9K1a1eUSqUerTcvateuTWBAILNnzSZteFr9qP/7ujD7NqhXtR7BQcFMmDCBtGnNIe2GYXBzc+PA/gPs3buXfIp88sEge5EP2Egu0Z9HQTZv3kzevCntjMbvJ1OmTMydO5crl69QsUhF2KDb4vT0Bxr9EAWZL0dBVq5cyUXfi3h4eOjLbLPDysqKX3/9lfDQcLq07YJ0QEK5SAlhJjZMWPiMqKgoAYioqKgvfv7s2TOh1WoN1n9gYKCoUauGAITCUSHoiADEjh07Eq23YcMGAQi6IBT5FAIQXvW8REhIiMFs1Wq14tmzZ8mq++rVK/Hu3Ts9W/QfT58+Fb169RKSQhKqLCpBG0SqrKnEwIEDE6139+5d+To2RFAcgYQoUKiAOHLkiMFs/WBvcviRv8H3EBsbK6ZPny5s09oKZRqloA6CoogSpUp8s27On3IKyiOoilBYKYR9JnuxZMkSoVarDWZvcq/jj9b9FlqtVuzYsUPkyZdHSApJUBZBbXlsx8XFJVq3Xbt2QplPKWiKUNmrhCqVSvz+++8iOjraYPZGR0cne3w+ffrUoHOkv7+/qFipojxHuioEbeXr6OPjE1/mW/O4PrA40C+Q2IU/ePCgAEQFzwrC39/fYDZotVqxZ88ekd8xvzyZJ8WBgnB2dRYHDhwwmH1CCHHhwgVRslRJAYhjx44lqe6dO3fibd22bZtBB9vVq1dF5SqV4/v7bgcKIoN9BjF//nzx/v17g9l39+5d0aZNGwGIiRMnJrl+2nRpBSCmTZsmYmNjDWChzOPHj0X37t2FJEkCkuBAQahUKjFo0CARGRlpMPtev34tRo4cKQBRrGSxJNfv3bu3AETPnj0N6khjYmLEpEmTRGrb1PG/s+9xoB/KNmjYQISFhRnMPo1GI1auXBnfX1Id0D///CMAUaNmDREYGGggK+U5csuWLSLXT7nibbU4UDMgsQu/YMECeULIqhKSJIlu3bqJx48fG8yW2NhYMW3aNFGtRjVx69atRMuGhYWJKtWriNmzZ39zQP4IDx48EB07dRSAUGZTCkCsXLkySW0EBATIP3ob+YdfuWplcfXqVQNZLA+27du3Cw9Pj286+zdv3ohmLZuJX375RTx//txgNr19+1aMHTtW2KS2Ecq08nXs1KlTktv5MHlICknkd8wvdu/ebVBBcunSJVGjZg0xZ96cb5YdNXaUqN+gvggODjaYPVqtVqxbt05kz5ldKFRy5CVr9qxJbqdWrVrybzq1UqRNn1b8/fffRhlHnbt3FhqNJtGyO3fuFBUrVRSHDh0ymD1CCHH27FlRomQJ+Telkn9XT548SVIbEydOlOfIzCqhUCpEv379DD6Oxo0bJ2rWqSkePnwY/77FgZqIbzlQSSkJ/kTwM0KZRils09qK6dOnG1T9mwPv3r0TEydOFKltUwulrVJQD8EIfsyBdkXQBqHKohKSQhK9evUyqPo3B7Rardi8ebPI9VMu+bfkgeB3hCqPSnTt2jXJ7dmlsxPURNBLF/IHUaNWDXH9+nUDWG9e+Pr6irLlysoCoqAk+AWBByK/U/4kt1WvXj2BK4LBCErKoXsnFyexb98+A1huXty7d0+0bdtWFhA5lYJOCFolz4FOmjRJqGxV8txQE6G0UYr09unFvHnzDBrJ+RRjOFDLIqLk8oUchQUKFeDff/81tWV6RwjBjh07cC3gyh8j/uBdkXdo+mqgFPpJJPxRjsLFKxfj4OTA7Nmzef/ezI8hSQb+/v5UrFSRFi1a8DDNQ0RvAbXQT3qsbKBtp4VWcMzvGIWLFGbAgAG8fJmSTo7/Ph49ekTnzp0pXbq0/nPv2gL1gR4Q8T6Cn3/+mbpedQkJCdFD4+bFu3fvGD9+PE7OTglz7+bTQ+MqoII8R0bli6JP3z4UKVqEI0eO6KFx88DiQH8UW8ALRE/BLe0tvLy8qF2nNjdu3DC1ZXohICCAqtWr0rhxY+6luofwFlAHOVm0PlEBHvJge+X4iv4D+lOoSCEOHDig545Mw5MnT+jevTslS5bkQsgFaKdLWq7vhCIS4AbqXmq0VbXMXTgXB0cHFixYgFptqI2IxiM2NpbJkyfj4OTAmi1rwAs03TXgYIDOcoC2gxaaw6GzhyhUqBCDBg0iKsrUZ0f+OEIItm7dirOrMyNHjySmWIwsikuif6+QFmgIdIPQN6HUqFGDho0aEh4erueOjI/FgeqLbKBtr4WW4HPRhyLuRfj1119TrPp//vw5ffr0oWixopy+dhragLatFgydUMQOaAD0gPDYcOrUqYNXPS9CQ0MN3LFhiIuLY8aMGTg4ObBi/QpEHYG6pxqcDNyxCqgImr4aIvNF0rt3b9yLuePj42Pgjg2DEIKdO3fiWsCVYX8M411hXRSkNHI0yFBIQCFQ91ajrqRm5pyZ5HfMz5IlS9BozGAjYjK4fPkylapUonnz5nIUpJeA2hg+SXgu0HTSQFP49/i/uBVwY9iwYbx6ZYqzI/WDxYHqEwkoAGpvNZrKGuYsnIODowMLFy5MMYPt/fv3zJ49GwdHBxatWISooZvwXYxsSA7QdpTV/8EzBylYsCCDBw9OMepfCMHevXspUKgAgwYP4o3bGzR9NFAWw074n/JB/XeHkNchVK9enUaNGxEREWFEI36Ma9euUa1GNRo1asRd1V05CvIz+o+CJEYqoBJo+2qJzBVJjx49KFaiGCdOnDCiET/G06dP6dGjByVKlOBs0Floq4uCZDaiERJQRCdIPNRMmT4FBycHVq5ciVZrzjkKv4zFgRqCVICnHI6MzBtJr169cC/mztGjR01tWaIcPHiQQkUK0X9Af6KdouUJ3wP5bsYUfKz+PdXMmC3fyS1btsysBcmNGzeo83Md6tWrxy3tLURPAV7I4X5T8ZH633tsL65urvzxxx9mrf6fP39O3759cS/qzqmAU3IUpI0WTJlQJB2IJgK6wo2XN6hcuTItWrTg9u3bJjQqceLi4pg5cyYOTg4sX7ccUVug6akBZxMaZQVUBW0fLc+zPadz586UKl2Ks2fPmtCopGNxoIYkLdAI6A7B0cFUq1aNxk0ac/PmTRMblpDQ0FDq1a9H7dq1iYiNgB7IiyjsTG2ZjlRAZXmwvcz5km7dulG8ZHFOnjxpassS8PLlSwYMGEAR9yL4XPSBlrqwfjZTW6bjE/U/edpkHJ0dWbVqlVmp//fv3zNnzhwcnBxYuHxhwiiIuRyT+xNoOmugEWw/sB0XVxdGjhzJmzdmdFAr8O+//1KgUAEGDhrIa5fXsiguh3GjIImRAURTAZ3h6uOreHh40LZtW+7dM4fcet/G4kCNQS7dYGsCe47uwdXNleHDh/P6tTHSNHydqKgoBg8eTMGCBTlw5gA0B01HDeQwqVlfJ71O/XeB68+vU6lSJVq2bMmdO3dMapZGo2HhwoU4ODowZ+EcNJU1qL3VUADzmfA/5iP1/yzLMzp16kTpMqU5d+6cqS3j0KFDFHYvzC/9fyHawQyiIImhAIqBuo+auNJx/DXxLxydHVm/fj1CmDb/VlBQEHV+roOXl5ccBekhoB6mjYIkRl7QdNVAA9i0exPOLs6MGzeOd+/emdqyRLE4UGMhAe6y+n9f7j2Tpk7CwcmB1atXG139azQali1bhoOTAzNmz0DtqUbdSw2FMM8J/1PygKaLrP637d+Gs4szo0aNMon6P3r0KO7F3OnVqxeReSPR9tWCJ/Jds7mTAUQzWf1feXiF8uXL065dO+7fN1Zuvf8ICwujfoP61KpVi/CYcDkK0gDziYIkhjVQA7S9tTyxf0Lbtm0p71EeX19fo5sSGRnJr7/+SuEihTniewRa6KIg5p9WVfZGJeRHXzHFYxg1ZhTOrs5s2bLF5ILka1gcqLGxAqr9p/47duxImbJlOH/+vFG6P3XqFCVKlaBbt268zPkSbR8tVCZlTPgf84n6Hz9hPE4uTmzYsMEog+3mzZs0btKYatWqERwVDN2Rw/Up8Xz5vLq9f/Vh065NODk7MX78eKOo/+joaIYOHUqBggXYf2o/NDPzKEhiZNTtRe0AF29dpEyZMnTq3ImHDw2VW+8/NBoNixYtwsHRgdkLZv8XBSlIyhDFH2MD1ALRW/AwzUNatGhBxUoV8ff3N7Vln2FxoKYig079d4LLDy5Trlw52rdvb7C9erGxsbRq1QpPT08CnwVCV104NL1BujMeH6n/x+kf06ZNGzwqeHD37l2DdTlhwgRc3VzZc3QPNNHdDae8PNoJUQAlZUESUzyGkaNH4uzqbNBVprt378bByYFpf09DXVGNurcaCpPyJvxPcdDtTfWCtVvW4ujsyMKFCw3W3Y0bNyhavCje3t68/EknilNKFCQxMulWCbeDC6EXKFmyJD169DC1VQmwOFBTkw801TVI1hLr1q0z2Ok7b968YdOmTUipJTQ1NPCTQboxHRlBVBdIWSTOnT1HcHCwwbpasXoF7+Peo/b4H5nwP8YG8AThLLh/9z6Hjxw2WFc7d+/k+dPnaAtpoTwpf8L/GCVyOLK0hndv3rFu4zqDdeXn50dgQCDkBqoB6QzWlWlwAnVVNUIpWLlqpamtSYDFgZqSFyBtkmANlClehgsXLhgsi3zGjBk5c+YMxQsWh5W6RLyRBunK+MQAB0FaIJHTJidbtmyhevXqBuvu8IHDtGjRAv7VJYY23M2ucdEAvqCcqyT13dRMmjSJ4X8MN1h3f8/4mz/++INUgalQzVfBVfSXbNrUhINqsQrpuES3bt34Z/M/BuuqdevWLFu2jIwxGVHMU8Bx4H/lFMynuvypG6Fyxcr4XfQztUUJsDhQUxALHJYT4maLysb69es5e+YspUqVMmi35cuXx/eCL6tWrSLTk0zyYDuKnKA3JaIF/EA1T4WNvw1jR48lNDiUZs2aIUmGuy3MmzcvmzZt4sSJExTMVBCW6RJFp4wzHr7MTVAuUcJeaN+8PeGh4QwdOhRra2uDdWlnZ8dff/1FcFAw9avVh22gXKEE469h0h/PQbFBIYtipzL4+fmxZMkSsmY13OZVpVJJly5duBl+k4H9B6I6pZIFyTVSriB5B+wHaaFErthcbN++naM+RylSpIipLUuAxYEaEy1wGZTzlFj5WvHn8D8JCwmjdevWBp3wP0ahUNChQwciwiIYOmgoqjO6wRZAyhpst0G5VAm7oWWDloSGhDJixAiD3cF/CU9PT/z9/Fm6dCn2D+xTpvp/CdJmCVZBybwluXDhAitWrCBHDuOt4smfPz/b/tmGj48PrulcYcn/sXfW0VVcXR9+5s4NCRJIcJcoTnF3LQ7FirvTIqU4FClaoLgXL+5QnCLFoUgSIIq7eyC5d39/zA1WCLnJNd6PZ62z3vWGO3N+czpz9p495+wNrAccN8fDf4mKgkxXSP08NStWrOCfA/+QN29em0lInDgxY8eO5VzAOaqUqAKrQbdQB9Zfw2Q5jMAJbY6MfzY+I0eMJOhCELVr17bZHGkOXw2orbhqCveth++qfEdwUDC//PILCRPaZ2OWq6srI0eOJPBCINXLVoc1oC74Arz/R6bw83zIkyYPhw4dYsmSJaRPn94uclRVpU2bNoSFhNHzh57oD+jRz9BDAI7tkLwCdmtRkJQPU7J06VKOHD5CwYIF7SapbNmynDl1hhkzZuB22Q11mgr/AI6cA98I/KtN+M7/OjN0yFBCgkJo0KCB3SZ8b29vNm3cxPbt2/Fy8YLZwEbAvtvOP09UFGQzNPmuCSHBIfTt2xcXF2sn6Y09Xw2otXliCu/Ng+zJsrN//35WrFhBxowZ7a0MAA8PD9atXcfu3bvxTugNc4ENOJ73/xr4G3TTdCS7k4wFCxZw/NhxihYtam9lACRJkoRx48YREBBApaKVYJWDev+mKIh+mp54x+IxoO8AQoNDady4sUN4+Hq9no4dOxIWGka3jt1Q96qaQ3Iex3NILoM6T4WN0KB6A4KDghk0aJBNoyDRUalSJfzP+jN50mRcQ101h+QQjueQvBMFyZchH0ePHmXhgoWkTZvW3so+y1cDai0igH2gm6rD/YY7c+fO5dTJU5QsWdLeyj5KuXLl8Dvjx/Rp03G75EDevwB+oJ+uR39Iz8+9fiYsJIwWLVqg0zne7evj48OWzVvYtm0bns6emve/CXCEDG9XTd8Y10OdynUICgxi2LBhdouCRIe7uzsTJ07E76wfZfKXgRWgW6KD2/ZWhhYFWaNFQXKlysXBgwf5888/yZDB8Za2Ozk50a1bNy6GXqRj644ouxTUmSoEYX+H5J0oSIoHKViyZAlHDh+hUKFCdhYWcxxvBvrSESDANOEf0NPzh56EhYTRpk0bVNVRElB+HL1eT6dOnQgNCaVL+y7o/tahn6mHC9jnYbthCiuvgWplqhF4IZBRo0bh6ur42QoqV65MgF8Ak36fhGuIK+pUFQ5jH4fkCSjrtChINvds7Nu3j5UrV5IpUyY7iDGPbNmysWPbDjZv3kwmMqHMUmAL8MIOYl4De7UJP+mtpMyfP5+Tx09SrFgxO4gxj2TJkjF16lTOnD5DiZwl4E/T6ta7dhBjBM5oc6TTUSf69+lPaHAoTZo0cUinODq+LLWOzk3QLdLBKqhUrBIBAQGMGzeOJEnMz1YQVSm+StUq3Lp1y6xjr127RsXKFRk7diyvXr0yu++kSZMyadIkzfvPWwaWm7z/O2afKnY8RQsjzwHvhN7s2rWL9evW4+FhftVkEWH58uWULF3S7GxPERERNG3RlPbt23P3rvkzjZOTEz/88ANhIWG0a9EOZaeCfpZe8/5tQQSwX/s+53bNjdmzZ3P639OUKlUqVqc7evQoZcuXZeGihWYfO2HiBKpUrYK/v7/ZxyqKQrVq1bhw7gLjxo4j4YWEmkNyFG3rjbWJioLM0KM/qKd3j96EhYTRsmXLWE34V69e5fvG39OtRzezj925cyclSpVgy5YtZh8LkCtXLv7e8zfr1q0jfUR6lJkKbEVb9WoLrpmc4nVQs0JNggKDGD58OIkSmZ+z8dmzZwwcOJDqtarz4MEDK4iNAfKV//D48WMB5PHjx//5txkzZoiiKsIvvG29EfIjKIi3r7ds27Yt1n0bjUZZtWqVpMuQTtAeXdmzZ49Z59iyZcubYzNlySTr168Xo9EYaz2bNm2SzB6ZRdEpQiGEn9+59kFaPwsWLDDrvH5+fprGNu+cayBCBUR1USWJexKZNm2aRERExEq3iMiJEyekSNEib8Zi6NChZh0fdR8AkihxIpkwYYK8evUq1nrOnDkjpcqUEkB0PjqhC+/dR/qMemnTpo3Z502UOJFQ8Z1zDUFogOiT6kXVq9KrVy959OhRrHVfu3ZNmjZt+mYsylcob/Y5subIKoAoOkW6dOki9+7di7We27dvS9u2bUVRFNGn0gvN3h9HiiFZvLKYfd7q1asLvh+cqz2iZlIFkBo1a0hwcHCsdT9//lx++eUXcXZxFkCcXZzNPkfnzp3f/HeoVLmSnDt3LtZ6Xr58KaNGjZL4CeOLmlAVqiEMfufaG2n93Llzx6zzjh49WvQJ9e+PY0+EPNr5cuTKIXv37o21boPBIIsXL5aUqVO+GYsTJ07853fRzeOW4usbaFyIBA5rG89dQ1yZ9PskAvwCqFy5cqxO92GleJrEUV8zuKpepXbt2pSvWJ6AgACzT6EoCtWrVyfwfCBjx4wlwbkE2vfRY1jO+xfggubh6/7W0aV9F8JCwujcuTN6vfllOG7dukXr1q0pWLAgJy6egObglCQOaW6qwjOfZ/T6qRfZc2Zn69atsTpN7ty52btnL2vXriXdq3Sa978Ny3r/t0BdpMJKqFikIgH+Afz222+xioKEh4czcuRILcfw+mVaibtscdCWH6SCMPOPmXh4eTBlypRYZd5KmTIlc+bM4eTJkxTyKgSLQbdcB/fjoO1DnqGtXJ0DXgm82LlzJxs3bMTLy8vsU4kIK1aswMvHi2EjhvEq/ystY1AscUrrBA1hz4k95Mqdix49evDw4UOzz+Pi4kLfvn0JDQ6laf2msMW0CtaS1RYjgAPa4j/3q+7MmjWLM6fOULp06Vid7tixYxQpqqU9vZvsLjS0oNbYYDXTHAOmT58uuXLlEldXV3F1dZUiRYrIX3/99cnfz549W0qUKCFubm7i5uYm5cuXl6NHj773mxYtWrzxSqJa5cqVzdIVozfQxoiaQhVFp0jHjh3l7t27ZvXxLnfu3JF27dqJolNETakKTUxe2w9xfAPtaXob+R7RJ9eLTtVJ165d5f79+7HWeuvWLWndurUoiiJqKpPWuLyB1kR0Xro3bzYBAQGx1hYeHi5jx46VBIkSaB51VdMb8i+IUxKn2L+B1jP99+iI6Dw0rVW+rSIXLlyItdaXL1/KyJEjxSWBi6iJVKE6ok8fhzfQ4loURNEp4untGe1z9DmMRqOsXr1a0mdMr93rRRH6mMYgexzeQAuZzvETQj4tYuOT1Ud27NgRJ60rVqyQtOnTalqLaeMQ6zdQT4SKWhQksVtimTp1apyiICdPnpSixYpqb99ZFaGbaQy+jf0bqFM6J+0cAxDKIzpnnbgldZOZM2dKZGRkrLUeO3ZMChYqqGnNrgiV4/AGmkCvRUGSaVGQHj16yMOHD2Ot7fr169KseTMBRE2jCi1N49jh//EbaPr06Rk9ejQnT57kxIkTlCtXjlq1an3yTWnv3r18//33/P333xw+fJgMGTJQqVKl/5RfqlKlCjdv3nzTli1bZlHdYhD4E4rnKM7pU6eZMWMGyZMnN/s8/6kUX8kKleIVwBciO0ZiLGdkxtwZeHh6MG3atFglrk+VKhXz5s3jxIkTFPIsBHFN8bkRMhozsnHjRnbu2En27NnNPoWIsHHjRnyz+dKnbx9eZH+h1ZEshGULB6c2lYZqALuO7SJHzhz07NmTR48emX0qFxcX+vXrp20hqdsYNkPktTisMDoIiYITMWH8BM4HnOfbb7+N1WnOnDlD6bKlqVevHjfi30A6CVQGLLkzIxFaqbJ2EPoylEqVKlGjZg1CQkLMPpWiKDRo0ICQoBCGDhmK87/OEJdsb6Gg26OjU9tOhIWE0aVLl1hFQW7fvk2bNm0oUKAAx0KPQTOQRgLJ4qDtQ5yAkmDsauRRxkd07NiR3N/k5u+//47V6QoWLMjRI0dZsmQJKR+mhO2xlxb5IhJWQoVCFfD382fChAm4ubmZfZ7w8HBGjRql1Vld+ydUNyXqzxx7bRbFaqY5lri7u8vcuXNj9NvIyEhxdXWVhQsXvvlbixYtpFatWnHSEJ3nEhISInXq1pG1a9fG+ruiiMhff/0lnt6e2nfFAqbvqL980CzxBvrhOd/x/n2z+crOnTtjfQ1Go1GWL18u39X7Ti5dumTWsU+fPpXWbVvLuHHjJDw8PNYa/P39pXyF8tp3RU+d0Pkj12ypN9B32zvev3tSd5k1a1acvP+jR49Krdq1ZN++fWYf++uoX6Vjx45mvym8y507d6RDhw6i6BTRp9C/jYJ82CzxBvpuG6KNr95NL3onvfz8889xemO4cuWKNG/eXGbMmmH2sZs2bZK639UVf3//WPf/6tUrGTdunBYFSfB+FOS9Zok30A9bO0TNoH2vrVO3joSFhcX6Op49eyaDBg2Srj92Nfu7f0BAgNSuU1u2bNkS6/6NRqOsXbtWMmTKoEUWirwTBXm32fkN1GHqvBsMBlatWsXz589jvDn+xYsXREREkDRp0vf+vnfvXlKmTIm7uzvlypVjxIgRJEtmGdfP09OTtWvWxvr4wMBAuvfozrat29B56LRK8bYsdhvl/ReAkO0hVKxYkRo1azBh/ASzv+8oikLDhg1p2ND8DxGJEiVi3px5Zh8XxYMHDxgyZAjTZ0xH566D78HoY7RdZZQo7z+PkYe7H9KhQwcmT53M1MlTKVOmjNmnK1SoEOvXrY+VlP59+8fqONBWGk+bNo1BQwbxMuIlUlGILBRp2Tf36FCAnBDpEwmH4Lfff2Pe/HmMHT02VqtcM2TIwMKF5q8SBqhevTrVq1eP1bEiwubNm/mxx49cungJKSBQBkgQq9PFjnSm0np+sGn3JjZn3Uzvn3rTr18/s1e5JkyYkGHDhsVKRvbs2Vm3dl2sjgU4e/Ys3X7sxv69+9H56JCOAilifTqrYvdFRH5+fiRKlAhnZ2c6duzIunXrYhzG69OnD2nTpqVChQpv/lalShUWLVrE7t27GTNmDPv27ePbb7/FYPj0ipdXr17x5MmT95qlefToET179iRHzhzsOrrL/pXi04KhpQHqwdYDW8mWPRt9+/bl6VNHS0H0PpGRkUybNg0PLw9mzJ2BsZxRKxzsi33KiiUG6gBt4cKjC5QtW5bv6n3HpUuX7CDGPLZt20b2nNnp2asnz7yfYehq0MqK2WO7cjygjFZo/kHqB7Rp04Z8BfJx8OBBO4gxj3PnzlGpciVq1qzJZS5rE35VbGs8o1CA3BDZOZKIIhGMHjcaDy8PFi9ejNFotIOgmHPv3j06derEN3m/4VDAIWgMxsZGhzWe4AAG1NfXl9OnT3P06FE6depEixYtOHfu3GePGz16NMuXL2fdunXv5Ups1KgRNWvWJFeuXNSuXZvNmzdz/Phx9u7d+8lzjRo1iiRJkrxplswoYjAYmD17Nh6eHkyaPkmrFN/JQSrFR3n/nSKJLB7JuInj8PDyYMGCBQ75sO3evZucuXPStVtXHmd5rE34xQFHiKOkB0MrA9SBjbs24uPrw6BBg3j+3BFSEL1PUFAQVatV5dtvvyUsIkyLgtQAHCEhURKQ7wRag/8df0qUKMH3339v1QLpseXhw4f8+OOP5Mqdi72n9kIjMDY1gvUKr8QcZ6CcVmj+XvJ7NG/enMJFCpu9F9oWREREMHnyZDy8PJizcI4WBekQCT72VvZ57G5A48WLh5eXF/nz52fUqFHkyZOHSZMmRXvMb7/9xujRo9mxYwe5c+eO9rceHh4kT5482gUK/fr14/Hjx2+apR7Wffv2kSdvHjp06ODYleKjvP/ORu6nuk+rVq0oULAAhw4dsrcyAEJDQ6lVuxYVKlQg5EUItEMLQ5u/99q66IA8Ju+/cAQjx4zE09uTJUuWOIRD8ujRI3r16kX2HNnZeWSnFgVpbscoSHRkBEMbA9SC1VtW4+3jzdChQ3nxwh4piN4nMjKS6dOnk8UzC9NmTcNY1hQFyYr9neIPcQepL9ASTl07RZEiRWjWvBk3btywtzIAtm/fTo5cOfix+4889XqqLf4rimM4xTHA7gb0Q4xGY7TZc8aOHcvw4cPZtm1bjOpnXrt2jfv370dbnsnZ2ZnEiRO/1+LCpUuXqFe/HmXKlOHCowvQFi3M5+iV4t1M3n8rOHv7LMWLF6dx48Zcu3bNLnKePn1K3759yZotK3/t/wvqmcLOjp5j2hkorzkkd5LeoVmzZhQpWoRjx47ZRY7BYGDOnDl4eHnw+9TfMZRyoChIdOiAvBDZJZJX+V8xbMQwvHy8WLFiBSL2SeS6Z88ecuXJRZeuXXic2RQFKYHjT/iZTatXq8Oydcvw9PZk5MiRhIeH20VOUFAQ1apXo0qVKoS+CoX2aFEQR3OKP4NdDWi/fv3Yv38/ly5dws/Pj379+rF3716aNNEyCDRv3px+/fq9+f2YMWMYNGgQf/zxB5kzZ+bWrVvcunWLZ8+0Oj3Pnj2jd+/eHDlyhEuXLrF7925q1aqFl5dXrJMbmMPz588ZNGgQvll92bBzA9QxhfXsU2kr9mQyef81YeXmlXj7eDN8+HBevrRNvi+j0ciCBQvw8PJg3MRxRBaP1Cb8nDj2hP8hUd5/C/j36r8ULlyYFi1bcPOm7Uq07N+/n2/yfUP79u15lP4Rxq5GKIXjRUGiwwWoCMZORm653qJRo0YUL1Gcf//912YSwsLCqF2nNuXLlyf4ebDmFNcCHD8t81t0QAEwdDEQnjucgYMH4u3rzdq1a23mkDx+/JjevXuTI0cOdhzeAfXB2MIItis/a1HsakDv3LlD8+bN8fX1pXz58hw/fpzt27dTsWJFAK5cufLeZDNjxgxev35NvXr1SJMmzZv222+/AVptxrNnz1KzZk18fHxo06YN+fPn58CBAzg7O1vtOkSEpUuXal7dmJG8LvSayM6RkAcHfMePITogn+lhyxvOkKFD8PLxYuXKlVZ92A4dOkSBggVo1aoV91Pdx9jZqK1mjGe1Lq1Plrfe/9I12n0yatQoq3r/ly9fpn79+pQuXZrzD89DG5A64vhRkOhIZtpL2QyOhR6jQIECtG3bltu3rVei5enTp/Tv3x/frL5s2bsFvjNFQdJZrUvrEx+oAtJJuOFyg++++44y5cpw9uxZq3VpMBiYO3cuHl4eTJg8gciSJqc4B1+WU/wBdg08zJsX/TaGDxf+fG5lY/z48dm+PQ67f2PJ6dOnadq0KSQBOgFJP3fEF4QLUAkkn3Bj4Q0aNmxIrly5yJYtLjndPk35CuUJfx0OTUG87F1vyYJEef85DLxc/pL+/fuTPHly2rVrZ5XuWrZpyd7de6EcGEoYvlxH7mN4gqG9AXZoc8iLVy/4c/GfVunq999/Z9SoUdr3zbp82Y7chyQ3rXI9C/vX7adazWpcvWSdxVoHDhzQ7vVkQBe0ufJ/gP+lx8pueHh40KhRI3gM6loVrthbkYW5COoaFZ5Cs+bNSJ/eejHpn3v/jJPqhH6zHs6glT76X+EBKBsVuAxFihaJ1X7RmNK5Q2eSpUiG7h8d7EcrxfW/wktgFygnFNJnTE/LZi2t1lX16tXJmTsnXABliwKW3+FmPwzAMVC3q8RPEJ+fevxkta5y5MhBzVo14b5pjnSMNUxx5qsBtQBJkiRh2bJlHDhwgBzJc8AfpoK7j+2tLI48BGWVVik+b/q8HDlyhEULF1m1HufQoUMJvBBIzfI1YZ2pALR91jBZjlfATq2OZOonqVm+fDmHDh7C29uSORvfp379+oSFhNG7R2/0B/Xop+vBHy079JeKETiplWdzOePCiGEjCA4MplKlSlbrMm/evJz+9zSzZ8/G7Zobumkmh8T8HPiORRjo5+hRtio0b9CcsJAwfvzxR6t1lyJFCjas38CuXbvwTugNc9BKFjr2tvPP8tWAWpASJUpw6uQp5s2bR9JbSbWHbR9f3sP2GthjqhR/PwWLFy/m6JGjFC5c2CbdZ8mShTWr17B3716yumWFucB6vjzv3wicAv00Pc4nnRk8cDAhQSE0bNgQRbH+h5/EiRMzevRozp87z7elvoXVplqMX6L3fwnUuSpsgu9rf09IUAj9+/d/bw+4tVBVlXbt2hEWEkb3Lt1R96voZ+jhHF+eQ/IAlBUKLIL8mfNz7Ngx/vjjD1Knts1epvLly+N3xo9pU6eR5GISrbLTQexTaN4CfDWgFkan09G6dWvCQsL4qftP6P/5grz/dyvFH3Gi389asvOmTZvapVJ86dKlOXPqDLNmzcLtisn7P8CX4ZBcAfUPFTZAvar1CA4KZsiQISRIYPv0NF5eXmzcsJGdO3filcDrrff/zOZSzOeRKQqyAL5J+w1Hjhxh8eLFpEtn+1U8bm5ujB8/ngD/ACoWqQgrQbdIB+bVu7cPr4BdmlOc6nEqli1bxuFDh2O0FdDS6PV6OnfuTFhoGJ3bdUa3R6c5JBdw/DnyA74aUCuROHFixowZw7mAc1QpUQVWg26hDmy3g8E8rpnCpeugZvmaBF4IZMSIEbGqFG9JVFWlffv2XAy9yI+df0Tdp6KfqYfzOObD9tgUvv8DciTPwYEDB1i2bJlFs1vFlgoVKuB/1p+pU6aS+GJi1KkO7P1HRUGm6Uh+LzmLFi3i2NFjNouCRIevry9/bfmLv/76iyz6LCizFdgMOF7SKc0pPq2FveMdj8egAYMIDQ6lUaNGNomCREfSpEmZPHkyfmf9KJ23NCwH3RId3LGrLLP4akCtjLe3N5s2bmLHjh14uXjBbLRCvY7i/T9FC4/OBd8kvvz999+sWb2GLFmy2FnY+7i5uTFhwgT8/fypUKgCrADdYh1YbweDeUQA+7QJP+mtpMybN49TJ09RokQJeyt7D71eT5cuWsHyTm07ad7/LD0E4hgOiQBn34+ChIWE0axZM7tEQaLj22+/5XzAeSaMn0CioERaOPIIlis0H1eumqIg66Het1oU5JdffrFLFCQ6smfPzs4dO9m4cSMZJaNWaP4vwP5Jpz6LY92R/8NUrFiRAL8ApkyeQuKwxNrDdgj7ef+mSvHqNBW3K27MmjWLs6fPWnVlqCXImjUrW//aypYtW8iiZkGZZWfvX4AAbcLX/6Pnp+4/ERYSRuvWrR1uwn+XZMmSMWXKFM6eOUvJ3CVhGeiW2tn7v276RrsWapSr4TBRkOhwcnKie/fuhIWE0bZZW5QdiuaQBNtR1GNQ1iowD7Iny87+/ftZvnw5GTNmtKOo6FEUhRo1anDh3AXGjhlLgnMJtDnyGI7jkHwEx33C/wfR6/V07dpV8/7bdEK3W4c6U4UgbOf9C3Ae9DP0qPtUfuj0AxdDL9K+fXtU1R5lOGJH1apVOed/jvG/jbef93/TFJZfBVVKVOFcwDnGjBkT51SQtiRHjhzs3rmbDRs2kMGQQfP+t6JtFbEVUVGQOeDr6suePXtYu2atw0VBoiNFihTMnDmTU/+eomi2orAUdH/q4J4NRbwTBXG/4c7cuXM5dfIUJUuWtKGIuOHs7MxPP2lOaIuGLVC2KqizVQizt7KP89WA2oEo7//M6TOUzFUS/jQ9bHet3PFtU9hzBZQvVD5OleIdgXjx4tGjRw/CQsJo07QNynaT9//pugGW4RlaGH42eLl4sWPHDjZt3GTVbSnWRFEUatasSeD5QMaMHkOCgATa99HjWNchiQT+AXWqittlN2bMmMGZU2coW7asFTu1Lnny5GHf3/tYs2YNacPTosxQYDtgzZSzUVGQGXr0B/T0+rEXF0Mv0qZNmy/KKX6XVKlSMW/ePE6cOEEhz0KwyLR6+IG9lb3PVwNqR3LmzMme3XtYv3496SPSW8/7fw5sAWWWQhY1C1u2bGHb1m1kzZrVwh3ZhxQpUjBr1iz+/fdfimQtAktAt8wK3n8kcEgLeycOS8yUyVMI8At4k3ryS8fZ2ZnevXsTGhxK8wbNUf5SUOdYwfuPioLM1KPuVenWqRthoWF07NgRvd7Rs7J/HkVRqFu3LsGBwYwYNgKXMy6aQ3ISyycGeScKUrlYZc6dO8fYsWO/qChIdOTLl4+D/xxk+fLlpH6SGt10HexEW1XsAHw1oHZGURRq1apF0IUgRv06ivj+8d96/3EN6xqBI9qEnygwEeN/G885/3NUrVrVAsodj2+++Yb9e/ezevVq0rxIo3n/O7CM9x8E6kwV3W4dndp0IiwkjK5du/5PTPgfkjp1av744w+OHTtGgcwFLOv93zattFwBZfKVwe+sHxMnTsTd3d0CJ3csXFxc6N+/P6HBoTSu0xg2mfayXrLAyZ8Dm4DZ4Onsyfbt29m8afMXGwWJDkVRaNiwISFBIQweOBjnk87op+nhFPZf+CZf+Q+PHz8WQB4/fvzmb//8849kzZ5Vfv/9d3n9+rXV+r5x44a0bNlSAFHiKQLInj17zDrHli1btONdFFEURdq3by937tyxkmKR8PBwGTt2rGTLkU2OHj0a7W9v3LghBYsUlG7dusn9+/etpunFixcyYsQIcYnvInpXvQAyePBgs84RdR9EtTJly4ifn5+VFIsYjUZZs2aNZMuRTRYsWPDZ39etX1eqfFtFLly4YFVNy5Ytk9RpU4tOrxNAChUuZPZ5UqdNrd2TOkU8vDxk8+bNYjQaraBY4+TJk1KiZAnp0LnDZ3877rdxkjtvbtm5c6fV9IiIHDlyRAoULPDePWUubdu2FUDU+Kq4JnGVyZMnW30+at6iuZQsW1IePXoU7W937Nghvtl9ZebMmRIZGWk1TVeuXJFGjRppY6jTxvHEiRP/+d3H5nFL89WAfoSPDfyYMWMERZsAvHy8ZOvWrVbVcOzYMfH08hTA7AnSz89PAMmVO5ecOnXKOgJFm1w3btwomT0yi6LTjP2kSZOiPebgwYPaRKoqksQ9iUybNk0iIiKspvHatWvStGlTAWTDhg1mHfvixYs3E9369eutOuGfOXNGSpUp9WZSqF+//mePURRF0CGqXpWePXvKw4cPrabv+fPnMmTIEAGkZ6+eZh9fq24tAWT8+PHy6tUrKyjUuHXrlrRp0+bN2CRLmeyzxxQrUezNRFyjZg0JDg62mj6DwSCLFi0SQNKkS2P28XPnzhVAOnXqJHfv3rWCQo2XL1/KyJEjJX7C+G/GJiQkJNpj+vfv/+a3OXLlkL///ttq+kREDhw4IClSpBBALl++/J9//2pA7cSnDKg+oV7oiOiyaJ74t1W/lcDAQKvpMBqN8vz581gd+/z5c6tO+AEBAVKhYgUBROelEzojuni6GBtQWiDkRVCQrNmzyq5du6ymVUTk2bNnsTouIiJCwsPDLazmLXfv3pUOHTqIolNEn0IvNEYULyXmBrQKQnlE56wT96TuMmvWLKt6/7Edx7ge+zlevXol48aNk4SuCUVNoArfIpQ2w4DmRqiH6N31onfSS58+feTJkydW0xuX59Oa42g0GmXt2rWSIVMGUVRFKILQMOYG1CmZk9AWUTOoAkidunUkLCzManoNBoO8ePHio/9mCwP69RuouaQGY3MjNICdh3eSI0cOfvrpJx4/tnzmeEVRYr3pOUGCBFbJNPLgwQN++OEHcuXOxd5Te6ERGJsYIaWZJ0qEVpC4LQQ/D6ZChQrUql2L0NBQi2sGSJgwYayO0+v1VqklGxERwaRJk/Dw8mDuorlIRSGyQyT4mCsQKAnGLkYeZXhEhw4dyJM3D/v27bO4Zoj9OMb12E8hImzevJms2bPyc5+feZ7tOYauBiiM+Ss8ckJkp0gii0cybuI4PLw8WLBgAUaj5UsCxeX5tMY4Avj5+VG2XFnq1q3L9XjXkY4CVdBKGppDejC0MkBd2LR7E75ZfRk4cCDPnlk+e4xOpyN+/PgWP2+M+7dbz18yCpAdIjtHElkqkolTJpLFMwtz587FYHDgXb9xIDIykunTp+Ph5cH0OdMxljMS2TFSq5MYFzudzlSg+Dv4a99fZM2WlX79+vH06RdepiEatm/fTvac2eneoztPvZ5qE35R4ladN7GpYHZbuPDoAmXKlKFe/XqfraH7JXP+/HkqValEjRo1uMxlpINAVSAuiXbiAWU0h+R+qvu0atWK/AXzc+jQIcuIdkDu3btH586dyfNNHg4GHITGJqc4RRxOqgNya3NkRJEIRo0dhae3J0uWLLGKQ2IvvhrQuOAElAJjVyOP0j+iXbt25M2Xl/3799tbmUXZvXs3ufLkokvXLjzO/BhDFwMUx3Ll2BUgl8khKRbJ2PFjrer924ugoCCqVa9GlSpVCIsIg/ZADcCSLxRR3n8d2LBjA75ZfRk0aBDPnztiotbY8fDhQ7p3707OXDnZe3KvFgVpaoRUFuwkCch3Aq3A77YfxYsXp3Hjxly79qXX1ntLREQEkydPxsPLg9kLZsc+ChIdzkA5MHY2cjfZXZo1a0aRokU4duyYBTuxH18NqCWI8v7bwLmH5yhdujQNGjTg8uXL9lYWJ8LCwqhdpzYVKlQg+HkwtEULu1qrHGg8oOz73n+BggU4fPiwlTq0DY8fP+ann34iR44c7Di0A+qbPgOksVKHOiAPRHaJ5HWh14wcMxJPb0+WLl2KiL3X/ceeyMhIZsyYgYenB1NnTsVY1khkJwtEQaIjExjaGKAmrNqyCm8fb4YPH87Ll7ZM1WR5duzYQY5cOfix+49aFKSLBaIg0eEOUl+gJfx79V8KFy5M8xbNuXHjS6yt95avBtSSZDB5/7Vh3fZ1+Pj6MGTIkC/O+3/69Cn9+vXDN6svW/Zuge9MYVZbVZBye+v9n711lmLFitGkSZMvzvs3GAzMnTuXLJ5ZmDhlIpGlIonsHAk5sN6E/y7OQHnN+7/jfoemTZtSpGgRjh8/boPOLcuePXvI/U1uOnfuzKPMj7SwdwmsN+G/iw7Ip0VIwvOFM2ToELx8vFi5cuUX55AEBwdTvUZ1KleuTOir0LdREFulG84MhnYGqA5/rv0TT29PRo0aRXi4NVM1WY+vBtTS6IBvTN5/wdeMGDkCLx8v/vzzT4d/2IxGIwsXLsTDy4Ox48cSWcw04efCNhP+h2QCQ1vN+1+xaQXePt6MGDHii/D+Dxw4QN78eWnXrh2P0j3C2NUIpdDC/rbGHaSBQAs4eeUkhQoVomWrlty86ai19d4SFhZGnbp1KF++PEFPg6Ad1o2CRIcLUBGks3Az0U0aNmxIiZIlOHXqlB3EmMfjx4/p3bs32bNnZ/uh7VoUpIUVoyDRoQMKgKGLgfDc4QwYNACfrD6sW7fO4efID/lqQK2FM1BB8/5vu92mSZMmFC1WlBMnTthb2Uc5fPgwBQsVpGXLltxPeR9jFyOURQur2hOT92/oYiA8bziDfxmMt683q1atcsiH7cqVKzRs2JBSpUpx7v45aANSV8ARMqtlMTkk1WDJqiV4ensyevRoh/T+nz59Sv/+/cmaLSub/94MdU3RHdvX0f4vyUAaCTSDYyHHyJ8/P23btuXOHccrZGkwGJg3bx4eXh5MmDyByJKRWtjbVlGQ6IgPVAHpKFx3vk7dunUpU64MZ8+etbOwmPPVgFqbpCbvvzmcuHSCggUL0qpVK27dcowy9teuXaNJkyYUK1aMMzfPQCuQegJu9lb2AS5AJZP3n+AmDRo0oGTpkpw+fdreygB4/vw5Q4YMwdvHmzXb1kBtMLQ2gP3raL+PChQEQ1cDL3O9pP/A/vhm82X9+vUO4ZAYjUYWLVqEp7cnY34bQ0TRCC0Kkhv7T/gf4gmR7SORKsKCZQvw8PJg/PjxvH792t7KAPjnn3/IVyAfbdu25WHah5pTXBr7REGiIwUYGxuhMRwKOMQ3eb+hU6dO3Ltny1I2seOrAbUVHqbYfzVYvGqxFiYdO5ZXr+yTFfnly5eMGDECbx9vVm5aCTVNbyeZ7CIn5iQD4/dGaApHA4+SL18+2rdvz9271i5l83FEhGXLluHl48WIkSN4XfC1tiDjGxz76XrH+7/mdI06depQrkI5/P397SbpyJEjFCpciBYtWnAvxT3HiYJEhwoU1hyS51mf0/vn3mTNnpUtW7bYzSGJioKULFmSgHsB0NoUBUliFzkxxwciO0QiFYU5C+fg4eXB5MmTiYiIsLeyT+LIj/j/HlHefxcDL3O+pG+/vvhm82XDhg02kyAirFq1Cm9fbwb/MpjwvOFEdomEfHxZd4OX6WGrIvyx9A8tRDVhgk29/5MnT1KseDEaN27MbbfbGDsboQJa+P5L4R3v/x+/f8idJzddunTh/v37NpNw48YNmjZtStGiRTl94zS0dNAoSHQkAKqBdBAuc5nq1atTqUolzp8/bzMJL168YMiQIfj4+rB229q3URDHraP9X/RAUW2OfOr1lB+7/0iOXDnYvn27vZV9lC9pyvzfIQHwLUgL4fLFy9SuXdum3Tdo0IDrV68jrQUqYX6mEUchyvvvZODZk2f06tXLpga0dt3aHDl8BGqYwvRJbda1ZVF46/1nFKZPn27Tlbqr16xm6dKlkMsUBclss64tTyrTntSysGvHLn76+SebdX3v3j2GDRvGK/WVFvb+hi93hk+Etjq4CQQHBlOlShV7K/ooX+rwftkYgGOgrlRJkCgBI0aMsGn3gwcPxiWBC+oyFU5g+RqFtiQY9Iv1KDqFFi1a2LTrieMnkip1KnRbHatGYay4A7rlOrgERYsVxcfHkrvpo6dsmbLkzJ0T/EBZrcBDm3VteaJq7+5TyJApAz2797RZ1wkTJqRWrVrwHNTFKlyxWdeWJxI4COoalcRuiZk4caK9FX2UrwbU1oSCOltF2arQomELwkLCGDBggM26VxSFoUOHvq1RuBmtaPIlm0mwDPdA96cOlkLRbEU5feo0CxYsIFEiW21og3r16hEWGsaQQUO0GoVTTTUKvySH5AXwFygzFTIYMrBhwwYO/nMQDw8Pm0nIlSsXZ06dYcmSJaR4kEIrmrybL8shMfC29m5QIiaMn0BocCjly5e3mYRkyZKxfv16/vnnH3KmzAl/gLJGgUc2kxB3BAgE/Sw9uj1va+92797d3so+ylcDaivug7JcgcVQyLMQJ06cYN68eaRKZcn8YzEnbdq0LFq0iCNHjpA3fV5YAMqqL8D7fwlsB2WGQtrwtKxZs4Z9f+8jd+7cdpGTIEECBg8eTHBQMPWq1YMNoM77Arz/qCjINJUE5xIwZvQYAs8HUrNmTasUIfgcOp2OJk2aEBocSv8+/XE66oR+uh7O4PgOSQios1SUHQptmrZ5M+E7OdlnuWvx4sX598S//PHHHyS9lVRzSPYCjrE4+NPcNTnFy6BErhKcOX2GKVOmkCxZMnsr+yRfDai1eQXsBN0MHamfpmb58uUc/Ocg+fLls7cyAAoXLszRI0dZtGgRye8l1x62PTjew2YETmgTvssZF0YMG0FwYDB169a1y4T/IRkyZGDZsmUcOHDgfe/f8kV64k4Y6OfoUbYqNG/QnNDgUHr37m2VqjPmkihRIoYPH05QYBA1K9SEdaAuUMERk1DdA90yHSyBolmLcurfU8yaNYsUKeKShd0y6HQ6WrVqRVhIGL179EZ/UI9+hh780d7yHImXwFbNKU4fkZ7169ezZ9cecubMaW9ln+WrAbUWRuAU6KfqcT7pzOCBgwkJCqFhw4YOMeG/i06no1mzZoSFhNHv5344HTF5/2dxjIftkinMvBka12msvaX074+Li+OtfipRosT73v80B/L+H4CyQoFFkD9zfo4dO8Yff/xB6tSp7a3sP2TOnJk1q9ewd+9esibJCnOBdcATeysDwnkTBUnzIg2rV69m/9795MmTx97K/kPixIkZPXo058+d59uS38Jqk0PiCCloDcBxUKeqxPePz6iRowi6EEStWrUcbo78FF8NqDW4YgrjbYB61eoRHBTMkCFDYl3b01YkSpSIESNGEHghkBrlasBaUOercN1Ogh6awsoL4Jt033DkyBEWLVpE2rRp7SQoZrzr/f/U/Sf7e/+vgF2gm64j1eNULFu2jMOHDlOgQAE7iDGP0qVLc+bUGWbNmoX7VXfNITkA2GNroBE4qU34LqddGD50OMGBwXz33XcOP+F7eXmxccNGdu7ciVcCL5gDbAAsX6IzZoSZnOIt0Kx+M0KDQ+nTp49DREHM4asBtSSPTWG7PyBnipwcOHCAZcuWkSGDo6WjiZ4sWbKwds1a9uzZg29iX+1hWw/YqkTna2CPNuEnv5ecRYsWcezoMQoXLmwjAZYhceLEjBkzhnMB56hSoortvX8jcBr00/TEOx6PQQMGERocSqNGjRx+wn8XVVVp3749YaFh/Nj5R9R9KvqZejiP7RySS6DOVWETfF/7e0KCQxgwYIBdiznHhgoVKuB/1p+pU6aS+GJi1KkqHERb9WoLHoCy8v0oyPz580mTxh5JeePOVwNqCV4De0E3TYf7TXfmzZvHvyf/pUSJEvZWFifKli3LmVNnmDFjBm6X3VCnqdb1/gU4C/rpepyOONHv536EhYTRrFkzdLov91b19vZm08ZN7NixA8/4nppDshHrev9XQf1DhfVQt0pdgoOC+eWXXxw+ChIdbm5uTJgwAX8/f8oXLA8rQLdYB9bMivnItLVmAeRJm4fDhw+zePFi0qVzhKS8sUOv19OlSxfCQsLo1LYTuj069LP0EIj1HJKoKMgMHSkfpmTp0qUcOXSEggULWqlD2/DlzkqOgAD+oJ+hR39QT68fe3Ex9CKtW7f+oif8d9Hr9XTs2JGw0DC6dexmPe//uilcvBZqlKtB4IVARowYYdNtKdamYsWKBPgFMGXyFBKHJdYckkNY1vt/DMpaBeZB9mTZ2b9/PytWrCBjxi8pHU30ZM2alW1bt7FlyxayqFlQZiuwGW0PpqV4DfytOcXJ7yZn4cKFHD96nCJFiliwE/uSLFkypkyZwpnTZyiZuyQsA91SHVgyJ/4HUZCB/QZqW+gaN/6ioiCf4n9jlrcHN0FdqMJqqFKiCucCzjF27FgSJ3aEshuWx93dnYkTJ+J31o+y+ctq3v8SHdyO44mfooWH54CPqw979uxh7Zq1ZMmSJe6iHRC9Xk/Xrl0JCwmjY+uOKLsUy3j/EcA+UxTkhjtz587l1MlTlCxZ0kLKHY+qVatyzv8c438bT6KgRJpDcgRtcUpseScKoj+kp89PfQgNDqV58+b/M07xh+TMmZPdO3ezYcMGMhgyoMxUYCva6ti4cNXkFK+HOpXrEBQYxNChQ0mYMKEFVDsG/5t3hDV5hhZ+mw2eLp7s2LGDTRs34e3tbZXuYpuQ2lqJrLNly8b2bdvZvHkzmZXMKLMU2IK2Id8cIoED2rYUt8tuzJgxg7Onz1K2bFkrqI7bOFpjLJMlS8bUqVM5c/oMJXKV0Lz/P3UQm5z4AaYoyAE9PX/oSVhIGG3atEFVVYvrjstYWGMc48WLR48ePbRrbtoGZbvJIQmJxcmum75Rr4XqZasTeCGQkSNH4upq+eKjjjaOiqJQs2ZNAs8HMnrUaOL7x9e+jx7D/H24T96JgiTNzr59+1i5ciWZMlmnUoVdqwiJHZk+fbrkypVLXF1dxdXVVYoUKSJ//fVXtMesXLlSfH19xdnZWXLmzClbtmx579+NRqMMGjRIUqdOLS4uLlK+fHkJCgoyS9fjx48FkMePH7/525gxY0RRFVHjq5LYLbFMmTJFIiIizDqvOVy/fl1q1qopCRImkCtXrph1bFhYmKiqKo0aNZJbt25ZSaHIq1evZPz48ZLQNaGoCVRBQSZNmhTtMQcPHhRAdAl1oupV6d69uzx48MBqGp8/fy5Dhw4VQA4fPmzWseHh4VKoaCFJlz6dnDlzxkoKtXt2/fr1kjFzRlF0iuCC1K9f/7PHKYoiJEAAqVa9mtn3ubkalyxZIoDMnj3b7OMHDxssgGzcuFGMRqMVFGqcOnVKSpQqIYCQAEmWMtlnjylWopgQXxvHbDmyye7du62mT0Tk0KFDEi9ePKldr7bZx27fvl0AmThxorx+/doK6jRu3rwprVq1EkVRREmoCCAhISHRHtO/f39R9Iro4unEPZm7zJkzRyIjI62m8dKlS1K6TGlJmSrlR+e5j83jlsZsA9q8eXPZt2+fRTrfuHGjbNmyRYKCgiQwMFD69+8vTk5O4u/v/9HfHzx4UFRVlbFjx8q5c+dk4MCB4uTkJH5+fm9+M3r0aEmSJImsX79ezpw5IzVr1pQsWbLIy5cvY6zrYwO/ceNGSZAogXTp0kXu3bsX+4v+DC9fvpSRI0eKSwIXbRIA2bNnj1nn2LJly5tjE7omlHHjxsmrV6+spFjk9u3b0rZtW0nomlC2b98e7W9DQ0MlZZqUUqFSBTl37pzVNBmNRlmxYoWkTZ9WFFWbAAYMGGDWOaLuA0AUnSIdO3aUu3fvWkmxZrBHjx4tCV0TyqhRoz77+9z5cou3r7ds27bNappERI4dOyaFChd6MxY5cuQw+xwJEiZ4c3yFihUkICDACko1jEajrFq1StJlSCcVq1T87O9/7P6jJHFPItOnT7eqU3z16lVp3Ljxm3GIzftLs2bN3tyPXj5esnXrVisofcvx48elcJHCkjFLxs/e+8uWLZMECRNIr1695NGjR1bT9OzZMxk8eLDEc473ZhxPnDjxn985pAGtVauWODk5iZeXl/z6669y7do1iwpyd3eXuXPnfvTfGjRoINWqVXvvb4ULF5YOHTqIiPbgpE6dWsaNG/fm3x89eiTOzs6ybNmyGGv41MBb0wgZjUZZu3atZMiUQZvwiyC0j6MB7YRQUHvYsnhmkU2bNlnV+4/p+Lx69cqqOv79918pVryY9qabVSd0Q5ySOMnQoUPNOs8bA1oHoTKixlfFNYmr/P7771b1/mM6jgaDwao6bty4Ic1bNBdA1DSq0AIhO1K+Qnmzz5U1R1ahEEIjRJ9cLzpVJ926dZP79+9bQbmGOfeZNZ/tFy9eyLBhw8QlvovoXfVCTe1+cnZxNvtcnTt3Fqd0TkJHRJdFJ4BU+baKXLhwwQrKNYxGY4zvM2vPkUuXLpVUaVKJTq8TSiC0tK8BNfsb6Pr167l+/TqdOnVixYoVZM6cmW+//ZbVq1fHqfCpwWBg+fLlPH/+nKJFi370N4cPH6ZChQrv/a1y5cocPnwYgIsXL3Lr1q33fpMkSRIKFy785jcf49WrVzx58uS99jHixbNOZd+zZ89SplwZ6taty3Xn60hHgSrEvcxYfN6rUVijRg2r1iiM6fjEixfPKivw7ty5Q9u2bcmfPz/HQo5BMzA2MkJcU2mqaDUKu2o1Crv36E72nNmtVqMwpuOo0+mskm81PDyc0aNH4+ntydLVS6GaqcyYJdZ1ZYXIjpEYyxmZPmc6Hl4eTJ8+nchIy29ENOc+s8azLe/U3h0ydIhla++mBmNzIzSAXUd3kSNnDnr16sWjR48soPx9FEWJ8X1mrTnyxIkTFC1WlCZNmnDH/Y7D1N6N1X/GFClS0LNnT86cOcPRo0fx8vKiWbNmpE2blh49ehAcHBzjc/n5+ZEoUSKcnZ3p2LEj69atI3v27B/97a1bt/6TfD1VqlTcunXrzb9H/e1Tv/kYo0aNIkmSJG+arRIf3Lt3j06dOvFN3m84FHAIGpuKG1s6lWZUjcJGsPfkXnLmysmPP/7Iw4eOnjk+Zrx+/Zrx48fj4eXBgmULkCpCZPtI8LRwRwnRahS2h7CIMKpUqUK16tUICgqycEf2QURYt24dvtl86T+wPy9zvcTQ1QAF0ZwIS6EHimtFkx9nfkyXrl3IlScXu3fvtmAn9uX06dOULF2SBg0acDPBTaSzFWrvKkB2iOwUiaGUgd+n/Y6HlwezZ8/GYIjLUmTH4ebNm7Rs1ZKCBQty4tIJaO5YtXfj5AfdvHmTnTt3snPnTlRVpWrVqvj5+ZE9e/YY12/z9fXl9OnTHD16lE6dOtGiRQvOnTsXF1lm069fPx4/fvymXb161ar9RUREMGnSJDy8PJizcA5SUYjsEAnWLMGooHn/nSIxljUybdY0PDw9mDFjhlW8f1sgImzevJms2bPS++fePM/6XJvwC2PZCf9D0pi8//qw49AOcuTIwU8//cTjx46YOT5m+Pn5UbZ8WerWrcs1p2tvoyDWTLTjCtQC2kLw82AqVKhArdq1CA0NtWKn1uXOnTu0a9eOfPnycTTwKDQF4/cWiIJEhxNQCoxdjDxK/4gOHTqQJ28e9u3bZ8VOrcurV68YM2YMnt6eLFm1RIuCtDOA7arsxQizDWhERARr1qyhevXqZMqUiVWrVtG9e3du3LjBwoUL2bVrFytXrmTYsGExOl+8ePHw8vIif/78jBo1ijx58jBp0qSP/jZ16tTcvv3+xsPbt2+/SYYd9b/R/eZjODs7kzhx4veatdi+fTvZc2ane4/uPPV6qk34RdG8clugB0po4chHmR/RuXNncn+Tmz179thIgGU4f/48lapUokaNGlzmMtJBoBpgq0Q7CpADIjtHElkqkolTJpLFMwtz5879orz/e/fu0blzZ/J8k4eD/getFwWJjnRgaGmA7+CvfX+RNVtW+vXrx9OntsodGXdev37NhAkT8PDyYP6f87UoSIdI8LKhiMQgdQTawIVHFyhTpgz16tfj0qVLNhQRN0SE9evX45vNl379+/Eyp5WiIBbCbAOaJk0a2rVrR6ZMmTh27BgnTpygY8eO7xmdsmXL4ubmFitBRqORV68+Xkm3aNGi/wnz7Ny588030yxZspA6der3fvPkyROOHj36ye+qtiIoKIhq1atRpUoVwiLCoD1aONBee4qjvP92EPQ0iPLly1O7Tm3CwsLsJChmPHz4kO7du5MzV072ntwLjUzhafuUVX3r/Xc18ijdI9q1a0fefHnZv3+/nQTFjIiICCZPnqyF/BbMRiq8EwWxR4IYBchlckiKRTJ2/Fg8vDxYuHAhRqNjFwT966+/yJYjGz/1/kmLgnSxQRQkOjKAoZUB6sCGHRvwzerLoEGDeP7ckqmaLI+/vz/lKpSjTp06XFWvalGQb7FuFCSOmG1AJ06cyI0bN5g2bRrffPPNR3/j5ubGxYsXP3uufv36sX//fi5duoSfnx/9+vVj7969NGnSBIDmzZvTr1+/N7//8ccf2bZtG+PHj+fChQv88ssvnDhxgq5duwLax+7u3bszYsQINm7ciJ+fH82bNydt2rTUrl3b3Eu1CI8fP+ann34iR44c7Di0A+qbwn+Okjs5nelhqwtb9m7BN6sv/fv3dzjvPzIykhkzZuDh6cHUmVMxljUS2SkSsmKfCf9DEoPU1bz/cw/PUbp0aRo0aMDly5ftrew/bN++nRy5cvBj9x956vlUm/CLYbsoSHTEA8pq4cj7qe7TsmVLChYqGO0iQHtx/vx5KlepTLVq1bhkvPQ2CuIIiXZ0QB6I7BLJ60KvGTlmpLYobOlS+yYe+Aj379+na9eu5M6Tm3/8/oHvwdjECCntrezzmG1AmzVrZrE6jHfu3KF58+b4+vpSvnx5jh8/zvbt26lYsSIAV65c4ebNm29+X6xYMf78809mz55Nnjx5WL16NevXr3+v8OrPP/9Mt27daN++PQULFuTZs2ds27bN5rUjDQYDc+fOJYtnFiZOmUhkqUgiO0dCDhxjwn8XBcj91vsf89sYh/L+9+zZQ+5vctO5c2ceZX6khXRK4BgT/odEef+1Yd32dfj4+jBkyBCH8P6Dg4PfREFCX4VqUZCagCOmG3YD+U6gFZy5eYZixYrRpEkTrl2zf2Xthw8f0qNHD3LlzsWeE3ugIRib2TEKEh3OQHkwdjZyx/0OTZs2pUjRIhw/ftzeyoiIiGDKlCl4eHkw84+Zb6MgvjjeHPkJ7JrKb968eVy6dIlXr15x584ddu3a9cZ4Auzdu5cFCxa8d0z9+vUJDAzk1atX+Pv7U7Vq1ff+XVEUhg0bxq1btwgPD2fXrl34+Fhzdc5/OXDgAHnz56Vdu3Y8SvcIY1cjlEIL9zky73r/Ke3v/YeFhVG7Tm3Kly9P0LMgaIcWdrZ8ZjXLogO+eev9jxg1Ak9vT/7880+7eP+PHz+md+/eZM+e/W0UpIUDRUGiI5NpC01NWLFpBd4+3gwfPpyXL+OaqNV8DAYDM2fOxMPTgykzp2AobSCyYyRkw/EnfHfT6tUWcPLKSQoVKkSLli3ee0GxJTt37iRn7pz88OMPPPF44lhREDP4mgvXgly+fJkGDRpQqlQpzj04B21MYb0vLb+8G0i9973/pk2bcv26bSprP336lP79++Ob1Zcte7fAd6ZFJl9aBako77+T5v03adKEosWKcuLECZt0bzAYmDdvHh5eHkyYPIHIkg4cBYkOHZBP2/YSnjecIUOH4O3rzapVq2zmkPz999/k/iY3nTp14lGmR9qEXxLHd4o/JIvJIakGS1cvxdPbk9GjRxMeHm6T7kNCQqhRswaVKlUiNNzBoyAx4KsBtQDh4eEMGTIEH18f1m1fB7VNYbwvq472f4ny/mvA8g3L8fL2YsSIEZ9c5GUJFi9ejKe3J2N+G0NkMdOEn4sva8L/kKRvvf8Tl05QsGBBWrZqyZ07lqwb9T6HDh0iX4F8tG3blodpH2LsYoTSfHkT/ru4AJVAOgs3E9ykQYMGlCxdkrNnz1qty8uXL1P3u7qUK1eOwCeBWhSkNo4fBYkOFSiorcR/mesl/Qf2xzebLxs2bLBal8+ePaNPnz5ky56Nbf9sg3pgaGH4MqIg0fDVgFqA8+fPM2zYMF47vyayXSR8w//OyOqA/JohDVfDGTRokFVX6rbv0J679+5qK2vLooWV/1eI8v4zwcIFC606YQ0YPICzp89qBqeuQBKrdWV7kpn2VhaDgwcOMnrcaKt1tWjRItatXQfZvtAoSHTEB6po0aYrl6/Q9ceuVuvqxIkTjB07lkjXSG2OzMmX7RSb+F+Z5u1KtmzZGDJkCPFexUOdo8JpzC8B5KgYgZOgzlVxMbgwYsQIPDyst5t59qzZpEieQqs1ugetsPH/CmHaOCpXFFq2bEmtWrWs1tWvw34l9ze5YQcoaxT4cnM8/Jd7oFumg0NQolQJ+vbua7WuWrRoQd3v6sJ5U21L+69hshwvga2grFLImCkj0yZPs1pXBQsWpE+fPuif6tHP1oM/cat/6yB8NaAWwMXFhV9++YXgoGC+q/IdrAf1DxWsm9DI+lzSJnw2wfe1vyckOIQBAwbg7Gy9BJTNmjUjLCSMvr374nTECf10PZzly37YHoCyQoFFUCBzAY4dO8b8+fNJmdJ66/SLFSvGvyf+Zd68ebjfdEc3TQf70Apvf6mEozkEMxTSvEjDqlWr2L93P7lz57ZalxkzZmTN6jX8/fff+CbxhbloBeAda5eXeRiA46BOVYnvH59RI0cRdCGImjVrWq3LhAkTMnr0aM6fO8+3pb6F1abaqzes1qVN+GpALUjGjBlZsWIF+/fvJ3uy7DDPVFj247npHZdHoKxWYAHkSZuHw4cPs3jxYtKls038KlGiRPz6669cOH+B6mWrw1rTw2abNUyW4xWwC3TTdaR6nIo///yTw4cOU6BAAZt0r6oqrVu35mLoRXr92Av9P3rNIQngy3JIjMC/WvF1l1MuDPtlGMGBwdSrV88qRQk+RpkyZTh7+iwzZ87E7Yob6jQVDvDlOSQX0aJkW6Bp/aaEBofSp08fqzrF7+Ll5cXGDRvZsWMHnvE9YQ6wEXhmk+4tzlcDagVKlizJqZOnmDt3Lu433NFN/UK8/9fA36CbpiP53eQsXLiQ40ePU6RIEbvI8fDwYN3adezZswefRD7aw7Yex/f+jcBp0E/TE+94PAYNGERIUAjff/+9zSb8d0mcODFjx47lXMA5KhevDKtAt1AH9tnBYB6XTVGQjdCoZiOCg4IZOHAg8ePbPj2Nqqp06NCBi6EX+aHTD6j7VPQz9XAex3dIHoKyUoGFkD9Tfo4dO8aC+QtIk8Y+q3gqVqxIgF8AUyZPIXFYYs0hOQh8YWm5vxpQK6GqKm3atCEsJIyeP/REf8CBvX8BzmoTvv6Qnj4/9SE0OJTmzZuj09n/FilbtixnT59lxowZuF02ef//4JgP21VT+H491K1Sl6DAIH755RcSJrR/ehpvb282b9rM9u3b8XT2hNk4rvf/yBQFmQ950uTh0KFDLFmyhPTp09tbGW5ubkyYMAF/P3/KFSgHK0C3WAe3P3+szXkF7NaiICkfpmTp0qUcOXyEggUL2lsZer2erl27EhYSRqc2ndDt0aGfpYdAHG+O/AT2nx3/x0mSJAnjxo0jICCASsUqOZ73f90UHl0L1ctVJ/BCICNHjsTV1bHW6ev1ejp27EhYaBhdO3RF3etg3v8TU7h+HmRPlp39+/ezYsUKMmXKZG9l/6FSpUoE+AUwedJkXENdNYfkEI7hkLwTBUl2JxkLFizg+LHjds9l/TGyZs3K9m3b2bJlC5l1mVFmKbAFsH/SqfejIMfiMaDvAEKDQ2ncuLFdoiDRkSxZMqZMmcKZ02cokasELAPdnzq4a29ln+erAbURPj4+bNm8ha1bt+IRz0Pz/jdhv4ftKbABmAM+iXzYvXs369aus+oKW0vg7u7O77//jt9ZP8rkK6N5/0vs6P1HAPtAN1WH+w135syZw6mTpyhZsqSdBMUMJycnunXrRlhIGO1btkfZpWjev71KmwrgB/rpWhTk514/ExYSRosWLRwiChIdVatW5XzAecb/Np6EFxJqDskRtMU69uCaacXweqhTuQ5BgUEMGzbMIaIg0ZEzZ0727NrD+vXrSR+RHmWGAlvRVgs7KI59Z/4PUqVKFc75n2PS75NwDXFFnarCYWzn/UcC/2gr8NwuuTF9+nTOnj5LuXLlbCTAMmTLlo0d23awefNmMpHprff/wkYCBAgwTfgH9PT8oSdhIWG0bdsWVXXAukufIHny5EyfPp0zp89QPEdx+BN0S23s/d8wRUHWQLUy1bhw/gKjRo1yuChIdMSLF48ePXoQFhJG6yatUbabHJIQG4p4Aso6BeZCNvds7Nu3j5UrVzpkFORTKIpCrVq1CLoQxKiRo4jvH1+bI49jP4ckGr4aUDvg5OTEDz/8QFhIGO1atEPZqaDOUq3r/QtwAfQz9ej+1tG1Y1fCQsPo1KkTev0XloDShKIoVKtWjQvnLjBu7DjN+5+qwlGs+7DdBN0iHayCSsUqERAQwLhx40iS5MvNVpArVy7+3vM369at07z/mQpsw7re/ztREO+E3uzatYv169bj6elpxU6tS8qUKZk9ezYnT56ksG9hWGLas3rfip1GAPu1sLfbNTdmz57N6X9PU6pUKSt2al2cnZ3p00dbi9GsfjPYYlo97GDVFr8aUDOxZHWS5MmTM2PGDE6fOv3W+7dG7P+2Kcy5HMrkLYPfWT9+//133N3dLdaFueNiyXGMFy8evXr1IiwkjFaNW6FsU7TN2qEW60LjObAJlDkKHk4ebN26lS2bt1i0WIGImDU2lhxHRVGoXbs2gecDGTliJPHPxtfCkSewbGKQqCjINJUkl5Iwbeo0/M74Ub58eQt2Yt7YWLrqUN68eTmw7wCrVq0izYs0KNMV2IG2l9VSCHAO9DP0qPtVunfprjnl7dpZNApiztiYe/9+jjRp0jB//nyOHTtG/sz5YZFpNfEDi3URN+Qr/+Hx48cCyOPHj9/7e/2aNSWHr6/s2LHD4n0ajUZZs2aNZMiUQRRVEYogtEcA2bNnj1nn2rJliwBCJ4SCiKJTJLNHZtm0aZMYjUaLa9+yZYv4enpKi0aNYvT78ePHS5oUKWTmzJkSGRlpcT3//vuvFCteTADRZdUJ3RCnJE4ydOhQs84TdR9QB6EyosZXxTWJq0yaNElev35tcd1+fn5SoWxZ+SZbNnn06NFnf79r1y5JlSyZ9O7d+z/3qiW4fv26NG/RXABR06hCC4TsSPkK5c0+V9YcWYVCCI0QfTK96FSddOvWTe7fv29x3Xfu3JEO7dtLupQp5cSJE5/9/dWrV8Unc2apW7u2hIaGWlzPixcvZPjw4eIS30VUV1Woqd1Pzi7OZp+rc+fO4pTOSeiI6LLoBJBvq34rFy5csLju8PBwGTt2rKRMmlQWLFgQo2OqlC0reXPlkv3791tcj9FolKVLl0qqNKlE56QTSiC01ObIj/13/tQ8bkm+GtCP8KmBT+HuLq6a3yc1q1eX4OBgi/f98uVLGTlypLgkcBGdsy5OBlTnrJOErgll3Lhx8urVK4trPX/+vHxbubIA4gqSMXXqGB1Xp04dSWgax9zZs8vff/9tcW1Go1FWrFghadOnFUVVRNEpsTagSjzt+I4dO8rdu3ctrvX+/fvStWtXUXU6cVUUAeTy5cufPW7ChAmiA4mv00nKpEll3rx5YjAYLK7v6NGjUrBQQc2ZcIqDAY2n/TcvX6G8BAQEWFznq1evZMKECZIkUSJx1WnPztKlSz973LFjx7R7WKcTZycn6d+/vzx9+tTi+q5evSqNGzfWxjFe7A0oes0p9vT2lL/++sviOo1Go2zcuFG8MmcWVVEkvqLd+zHB2cnpzRzZsEGDGN3H5vLs2TMZPHiwxHOOJ0o85asBdTSiM6C/giwHyaDXi5NeLz///LPVvP9mzZtJFq8sZnvFFy5ckIxZMkqbNm3k1q1bFtf28OFD6d69u+hVVbLo9bIWZKCZBvRbkKMgRVRVAPmuTh0JCwuzuNbnz5/L0KFDJVWaVGZPNuHh4VKoaCEpVaaUnDlzxuLaIiIiZMqUKeKeOLEkVlUZB7LJNPnE1IC6qqpcAWlsMrz58uSRAwcOWFyr0WiUJUuWSLoM6WTEryPMPr7rj10li2cW2bhxo1WiIH/99Zf4enqKTlGkI8hl0ziaY0APggwGcdHpJE2KFLJw4UKrOCQHDx6UvPnySuVqlc0+dsmSJZIydUqZOHGiVaIg/v7+UrF8eQGkok4n/iD5nJzMMqCTQRaApFZVcYkXTwYPHizPnj2zuNZLly5J/fr1xSebj1y/fv0///7VgNqJ6AzoSBABeQ4y1OT9p0qWzGref2wnG2tMUpGRkTJz5kxJ7u4uCXU6GQXy0jQeg2JhQAXECLIEJK1eL85OTjJgwACreP9xGUdrjOXOnTslh6+vKCBtQW6ZxmN7LAyomI49CFLA5JA0atjQKt5/XMbCGuN44cIFqVqligBSRqeTM6axeBELA3radOwlkAYmh6RQ/vxy+PBhi+t2tHG8f/++dOvWTVSdTrz0etloejYlFgZ0qum4JyD9QOLpdJI+dWr5888/raL9U+e0hQH9uogoliQABgOBRiPlHjygTZs2FMqXj4MHD1q0n9huerb0Zum9e/eSP08eOnbsSLWHDwkyGumLVqIxLihAEyAwMpLeERH8NmoUvp6eLF682OILZGJ7nCXHMiQkhFo1alCxYkXcQ0I4gZahMJUFzl0MOGowMB/Yu2YNWX18+OWXX3jxwnJ7e+IyFpYcx0ePHtGzZ09y5sjBuV27WAPsMRqxRFr5TMAKEfYBr0+fpmjRojSzcEF5RxnHyMhIpk2bhreHBwumT2eU0Yh/ZCQ1iHu1MVdgJHDeaKTg7ds0btyYksWKWbygvD0TQ3w1oHEkA/CnCP8A+PtTokQJGn//PVevfumlWDQuXrxIvbp1KVu2LPEvXOAosABIa+F+EgHDgQtGI8Xv3qV58+YUK1yYo0ePWrgn+/DkyRP69OlD9mzZOLVtG8uB/QYD+Szcjw5oCQRFRvLjq1eMGj6crF5eLF++HBFHSNkUNwwGA7Nnz8bbw4PZkyYxzGDgfGQkdbF8eclSwAmDgdnA9uXL8fHy4tdff+XlSwfe2W8Gu3fv5pucOenWtSt1Hj8m2GCgN2DptPIewFoRdgOPjx+nUKFCtG7Vilu3blm4J9vz1YBaiOLAMYOBP4A9q1fj6+3N0KFDLer925Jnz54xcOBAsvn6cnjTJpYABw0GClm538zAShH2AuGnTlGkSBGaN2vGjRtfZt0jo9HIH3/8gY+HB1N++42BkZFciIykIdatJ+wKjALOGY3kv3WL77//npLFinHy5Ekr9mpd9u3bR/48eejQoQNVTVGQfsQ9ChIdKtAOCDYY6BQezi+DBpHdx4fVq1d/sQ5JaGgodWrVokKFCriFhHAcrUqbJaIg0VEOOGUwME2EjYsX4+PpydixY3n16pWVe7YiVgsOf8HE5BtodO0xSB9T7D9DmjSyfPlyq8T+rYHBYJDFixdL2pQpxVmnk4EgT2NwzbH9BhpdiwSZBZJcVSWhi4v8+uuv8vLlSyuPgOX4559/JH+ePALI94oiV2JwzXH5Bhpd2wmSQ1VFURRp3aqV3Lx50wYjYBkuXrwo9erWFUAKq6ocicH1xuUbaHTtAkg10wrf0iVKyOnTp20wApbhyZMn0qdPH4mn10sGvV6Wv/OdM7oW22+g0bX7ID+AqIoinpkyyfr16y0+R379BvqFkhgYDQQYjeS7dYtGjRpRqnhx/v33X3tLi5ajR49SrHBhmjVrRvG7d7lgNDIcLbxqD1SgPZr33yE8nCEDB5LN25s1a9Y4tPd/9epVGn//PSVKlAB/f/5BC/NnsKOmCsBpg4GpIqxftAgfT0/GjRvn0N7/8+fPGTRoEFl9fDi0cSOLgEMGA4XtqMkX2Gw0shW4ffgw+fLmpWOHDty967iZz41GIwsWLMDHw4PJ48bR30ZRkOhICkwCzorgefUqtWvXplL58vj7+9tJUez4akCtiBewXoQdwINjxyhQoABt27Th9m3Hqnt048YNWjRvTpEiRQg/dYq9aGHUzHbWFYUbMB7wFyH7jRvUq1ePcqVLc/bsWTsre58XL14wdOhQfL292bN6NX+ghfWL21uYCT3QGc0hafniBf369CFn1qxs2rTJoRwSo9HIkiVL8PX0ZNzIkfwUEUFgZCTNcJwJqwpw1mBggggr5s3D28ODiRMn8vr1a3tLe49Dhw5RuEABWrVqRZn797lgNDIEbRGkI5Ad2GY0sgm4dOAA3+TJQ7du3XjwwFFSDX0Gq73bfsHENYT7sRYBMgXEXVXFNUECqyU3MIeXL1/Kr7/+KgldXCS5qsosU9g0NtdnjRDup9pfIL56vbbnr0MHuXPnjpVHKnqMRqMsX75cMqRJI/F0OumDFsaPzbVZK4T7seaPttcPkIrly4u/v78NRit6jh49KkUKakkbvlMUCYvltVkrhPuxdhekE4hOUcTX0zrJDczl6tWr0vj77wWQfKoqB+LwvFkjhPux9gpkHEhiVRX3xIllypQpEhEREesx+LoP1E5Yw4BGtXsgXdFi/95ZrLexPDqi0gZmTp9e9IoiPUEexvG6bGlABeQ1yESQJKoqbq6u8vvvv1tlY/nnOHnypJQoWlQAqaUoEhzH67KlARW0b2AbQbz0elF11kuv9zmuX78uLZpraQNzq6r8HcdxtKUBjWpnQMqaHJKqVapYJb3e53jx4oUMGzZMEri4SCq9XuaBGOJ4XbYyoFHtFtreaAUkh6+v7Ny5M1Zj8dWA2glrGtCo5g9SwfSwVapQQQIDA21ybQEBAVK2VCkBbTHEBQtdj60NaFS7A9IBzfvP6uVllTzFH+PevXvSpnVrURRFsquq7LDQ9djagEa1cDTv31VVJWmSJDJ16lSbOHYREREycuRIi0RB3m32MKCC5pCsAcms14teVaVHjx7y5MkTq4+jiMjq1aslY9q04qQo8jOxj4J82GxtQKPavyAlTYlBalavbnamsq+LiP6HyQFsNxppCuzYtYs/5syxSb+zpk/n7/37aQdsMhrxtUmv1iMFMBOYJsKFkBB+6d/fJv3u2bOHeX/8QV4RjhoMVLRJr9bDGfgJ2GUw8PLxY7p27WqTfu/du0f//v1xDg/noMFAe7TFY18qClAXOB4ZSWaDgYkTJ3Lq1Cmb9N2nZ0+u3rjBchHGoC1m/JLJC/xtMFAb2Lh5M8v+/NPOiv7LVwNqJ44DJVSVJcB3derQsUsXm/T7Q48e1KxenTlAaZ0O2zza1uMa0ERR6ATkzZWLsb//bpN+K1WqRPfu3TmrquTW61mH9srzpfIcGIJ2T7ilSMHChQtt0m+KFCmYOnUqkjgxBVWV3wDHWoZjHkZgIZBLVbkWLx6DBw+mQIECNul76qxZ+Hh6Ul9R6Azcs0mv1uMfoJCqsh5o0rgxLVq2tK+gj2G1d9svGGuGcG+AtORtJRJzK61Yiu3bt0t2Hx9RQNqB3I7jddk6hPsCZBhIAlMlkrlz51qlNNrnOH/+vFSpVEkAKafTydk4Xpc9voEuBUlvykVsrUokn+PevXtvKtJ46/WyiZjtUYzu/gDbhnAPgxQ0hRwb1K8vly5dssHIvc+7FWncVFUmoa0XiMt12TqEexmkoSkXccF8+eTQoUOxGouv30DthDUM6EuQUSCJVFWSublZrRamObx+/VomT54sbq6uklhVZTzaSrjYXJ+tDKgRZCVIJlM1HGvVwjSXLVu2iI+Hh+gURTqjrcyMzfXZ0oAeBylmmvCtVQvTXPz8/KR8mTICSGWdTs7F8tpsaUCvgTQ1TfjWqoVpLlE1URVFkWx6vWyL5bUJtjOgz0GGoBXoSJ08uSxYsCBOBTq+GlA7YUkDagRZB+JhWlTQvXt3efDggZ2u7OPcvXtXOnfuLDpFER+9XrbE4ua3hQH9F6SkaeFVjWrVJCgoyMojYx6vXr2S8ePHS+KECWPt/dvCgN4EaWXqJ1e2bLJ7924bjE7MMRqNsn79evHImFFURZEfQR6YeY22MKAvQIajRUFSuLvLnDlz7O4Uf8ipU6ekdIkSAkh1nU4CY/HcWduAGkGWoUVB4un10rdvX4ssvPpqQO2EpQyoH0h504RfuUIFOXfunJ2uKGacPXtWypUuLYBU0enkvBnXak0DehstzKyAZPP2lm3btll5JOLG7du3pV3btpr3r6qy3UEMaDjIGN5GQaZPnx6nfXbWJjw8XEaPHi2J4seXZKoq09H2U9vbgBpBVvE2CtKrVy959OiRDUYkdhiNRlm1apVkSpdOnBRFeoE8chADegKkuCkKUqdWLQkJCbHYdX9dhfuFch/oAuRRFK5mzszmzZvZumMH2bJls7e0aMmVKxe7/v6bdevWEZQ+PbkUhR7AQzvpeQ1MALxVlVWurkyaPJkzAQFUrlzZTopiRsqUKZk9Zw4nT54kRZEiVAZq6nQE20mPABuAHHo9/XU62nTtSnBYGJ06dUKv19tJ1edxdnamT58+BIWGUrNZMzoD+VSVPXbUdBooq9NRH8hVqRL+AQH89ttvJEmSxI6qokdRFOrVq8f54GCGDB/ODBcXvFWVuYDBTppuAW2AgsBjb2927drF2vXr8fT0tJOi2PHVgFqQCGAK2oS/JGFCxv32G37nz1OtWjW71qwzB0VRqF27NgGBgQwfOZI58ePjo6rMwrYP219ALr2e3opC0/btCQ4Lo1u3bjg5OdlQRdzImzcvew8cYOXKlZxJnZocikJv4LENNfgDlXQ6agOeZcpw1s+P33//HXd3dxuqiBtp0qThj/nzOXbsGIny56c88J2iEGZDDXeBDkB+ReG2hwdbt25l05Yt+Pj42FBF3IgfPz4DBgwgKCSEyo0a0Q4oqKocsKGGV8BYwEdVWZ8kCVOnTeOUnx/ly5e3oQrL8dWAWoidwDd6PT8qCvVatSI4LIyePXsSL148e0uLFS4uLvTt25fg0FCqN21KRzTvf6+V+70AfKvTUQ1IX7w4p8+cYdr06SRPntzKPVsHRVGoX78+F0JCGDR0KNNdXPBRVeZhXYfkAdAN+EZRuJwpE5s2bWLbjh1kz57dir1al4IFC3LwyBGWLl3K0ZQpya7TMQB4ZsU+XwMT0Zzila6uTJg4kbPnzlGlShUr9mpd0qVLx+IlSzh06BD6PHkoBTRUFC5bsU8BNvI2CtKyc2eCw8Lo3LmzQ0dBPovVgsMxYOTIkVKgQAFJlCiRpEiRQmrVqvXZ9FelTd/oPmxVq1Z985sWLVr8598rV64cY13mfAMNAqlh+s5Zslgx+ffff80bhI9gNBpl3bp10q1Ll1inVbtz54506dRJNm/eHGc9Itp3ouhylMb1G+gDkO4gekWRLBkyyLp16yySCefUqVPStnXrWH9/fv36tQz75ReZNGmSRVIFXr16VZo0bizw8Rylcf0G+m7O5cQJE8pvv/1mkZzLN2/elK5dusjWLVtifY7lS5dKr169LLKI7tmzZzJo0CBxiRdP0uj1spD3U9ZZ4hvouzmXO3XsKHfv3o2z7hcvXsjw4cNl4m+/xfr+Pn78uLRr08Yi2csMBoMsXLhQUidPLi46nQwGeWbhb6Af5lwOCAiIs26j0SjLli2Tnt27f/Ib5//8IqLKlSvL/Pnzxd/fX06fPi1Vq1aVjBkzyrNnzz55zP379+XmzZtvmr+/v6iqKvPnz3/zmxYtWkiVKlXe+505D21MDOhjkN4gTooiGdOmlRUrVlhkwn93IQ8gmzZtitV5Vq1a9eYcVSpVssgCJqPRKEuWLHlTK3QAb2uFxtaARoLMxFTzM358GTVqlEVqfr67kAeQPn36xOo8N2/efDOOllzAdPDgQSmQN6+AtuftsgUM6E6QHHq9KIoibdu0kVu3bsVZ57sLeQApXrhwrM/lmSGDABZdwHTp0iVpUL++AFJIVeWwBQzoBZCqpgm/TMmScubMmTjrfHchT9T9FNv5omXLlgJYdAHTkydPpF+/fhJPr5f0er38ydt9uLE1oPd5m/fbK3Nmi+X9PnHihBQvUuTNOH5q29D/vAH9kDt37ggg+/bti/ExEydOFFdX1/eMbosWLaRWrVqx1hGdAR0BMg8kpapKfGdnGTZsmLx48SLWfUVx796997aSzLOQAV2A5bfQPH36VAYOHCgu8eJJWr1eFoMMiIUB/RstcTggLZo3l+vXr8dZ24dbSSaDZHJyirMBHQ5SyjSpVq9a1SJbaAwGg8yfP19SJ08u8XU6GYK25clcAxqMlsgekBJFi8rJkyfjrC1qK4lnpkxvtpLUsoABbYF1ttDs27dPvsmZUwBpZkrqb64B3QvSwxQFyZw+vaxZs8ZiUZB3t5L0sYABza+qMoK3W2hmz55tkS00oaGhUqdWLQFtj/DxWBjQ30GmgiQ1VZ4aO3ashIeHx1nbzZs3pXWrVqIoiuRUVZnx1YC+T3BwsADi5+cX42Ny5swp7dq1e+9vLVq0kCRJkkiKFCnEx8dHOnbsKPfu3fvkOcLDw+Xx48dv2tWrVz868O+GhBt//71cuXLFvAv8CFHJDNwTJ34vmcFNCxnQR7xN4pBQp5PkFkzicPHiRalfr9574xITihcv/ub3RQoWlKNHj8ZZi8inkxl4WsCARmXGeXf7wk8//WQx779v374ST69/My4xMaDjxo0TQOLpdJIhTRqLRUH8/PykQtmyAkglnU4CTOPY0gIGtI/pXMdAilo4iUNkZKTMnj1bUri7i2IaxyVLlnz2uCgDCkhCFxcZOXKkRaIgd+7ckfbt2mmFDlRVtpqufa4FDGhxvV6E95M4fJMzp1kvH9Gxe/duyZk165txbNy4cYyOixpHRVGkTevWFouCjB07VlwTJJCkqirT0D5VBH41oG8xGAxSrVo1KV68eIyPOXr0qAD/mYCXLVsmGzZskLNnz8q6deskW7ZsUrBgwU8ajSFDhrxnBKLahwP/Y4cO4uTkJAcPHjT/Aj9CdOn0LGlAo85prTSCe/fuFUD69+xplrYlS5bEKdNIFOfOnYs2nZ6lDOi739eiNtBbMo1gSEiI5M+XTwrlyROjjeSnT58WQIYOHSrPnz+Pc//37t2TLl26fDKdniUNqPDfNIL9+vWzyAb6R48eyY8//ihAjL4T3r59WzKlSydVv/3WYlGQ6NLpWdKARrVDWD6NYEREhEyfPl0A2bVrV4yOaVqvnrglSSInTpyIc/9Go1E2bNjwJgrSDS0sHHXNXw3oO3Ts2FEyZcokV69ejfEx7du3l1y5cn32d6GhodHeBDF9AxURi3j4QUFBUqNaNQGklKrKvx9M+NYyoFHtGEgR08P2XZ06ZpcJ+hjmjoslxvHBgwfSvXt30auqeOj1so6P50+1tAGNaldBmpi8/3y5c8uBAwfifE0i5o2NJcYxIiJCpkyZ8iYK8hsfT+loaQMa1Z6BDAZx0ekkTYoUsnDhQos4VrYeRxGRv/76S3w9PbWFR3w8paM1DKigLaJaCJJaVcUlXjwZPHhwtOtJYoo9nm1/f3+pWK6cgLYAKeAj4/jVgJro0qWLpE+f3qyJ/NmzZ5I4cWL5/fffY/T75MmTy8yZM2P0W2sN/OPHj6V3797ipNdLRr1eVn5iwre2AY3y/peApDV5/wMGDLBLEvHYEBkZKTNnzpTkbm6SUKeTUWhh6o9dpzUNaFQ7CFLA5JA0bNAgRuFXR2Hnzp2Sw9dXFLQixreiuU5rGdCodgmkgckhKZQ/vxw+fNiCV2pdLly4IFWrVBHQimqfieY6rWVAo9oTkH5oof30qVPL0qVLbVLb1RLcv39funXrJqpOJ156vWyMZo78f29AjUajdOnSRdKmTWv2ooz58+eLs7NztN82o7h69aooiiIbNmyI0bktPfCRkZEyd+5cSZk0qSTQ6WQYWhjwUw+ALQxoVHsKMhDN+0+bMqUsWrTIIt6/tdizZ4/kzp5dME3oNz5zfbYwoFHe/wKQ1Hq9xHd2liFDhlgkrGotgoODpWb16gJICVWVkzEYR2sb0Ki2DySvySFp2qSJXLt2zYJXblkePnwoPXr0EL2qSha9XtZEM+HbyoBGtVCQuiaHpFjhwnL8+HELX73liIiIkKlTp0rSJEnEVVVlHFrqyeiu7/+9Ae3UqZMkSZJE9u7d+96Wk3dXtTZr1kz69u37n2NLlCghDRs2/M/fnz59Kj/99JMcPnxYLl68KLt27ZJ8+fKJt7d3jFeCWXLgDxw4IPny5BHQwn1XYzCB2NKARrWLIPVND1vhAgXkyJEjcb52SxIWFibf1akjoIWfj8XwumxlQKPaE5C+vPX+ly1b5lDe/+PHj+Xnn38WJ71eMuj1siIGE76tDaigbW+aA5JCVSWBi4uMGDHCIqvdLUVkZKTMmjVLkru7S0KdTkYSfRTEHgY0qu0GyamqoiiKtGrZUm7evGnh0Ygbu3btehMFaUP0UZCvBvTdzvnvwh3gvT2dpUuXlhYtWrx33IULFwSQHTt2/OecL168kEqVKkmKFCnEyclJMmXKJO3atTNrNZglBv7y5cvSqGFDAS28d9CMCd8eBjSq7QXJY/L+mzVtapFFFXHh6dOn0r9/f3F2cpK0er0sMWPCt4cBjWohILVNDknxIkUssqgiLhgMBpk3b56kSpZM4ut0MhStfJQ512RLAxrVHoH04u3WklWrVtndIfn7778lT44cAkhzkOtmXpOtDaigrVqdDpJMVSVR/PgyZswYi2wtiQshISFSu2ZN7RlRVTlh5jj+vzegjkpcBv758+cyZMgQie/sLKn1epnP+xlSHN2ACpr3PwtTcgMXF/n1118tsqzfHAwGgyxatEjSpEghLjqdDORt0gZzmz0MaFTbBZLTlNygdatWdvH+//nnH8lvioJ8ryhyJZbXYg8DGtUugFQz7cMtXaKEnD592oIjFDMuXrwo9erWFUAKq6ocieW12MOARrX7ID+gJTfwzJRJ1q9fb3OH5MmTJ9KnTx+JZ4qCLCd2xdO/GlAHJTYDH5VaKkOaNBJPp5O+aOG82Nzk9jagUe0hSE8sv7H8cxw5ckQKFyggoIWVL8bhGgT7GlBB8/6nYfmN5Z/jypUr8n2jRgJIflWVf+I4jvY0oFFtK0hWU3q9Du3by507dyw4Yh/n2bNnMnDgwDdRkMXEzimOavY0oFEtAG2PLyAVypYVf39/C4/af/kwccgvmB8Febd9NaAOirkD/25qqdqKIiFxnCQExzCgUe3d1GZlS5WySGqzj3H9+nVp1rSpgBZG3msB7YL9DWhUuw/Sjbfe/4YNG6zikDx//lyGDh0q8Z2dJZVeL38Qtwk/qjmCARW0PZW/gyRRVUmSKJFMmDDBIvl+P8RgMMjixYslXapU/0ldGZfmCAZU0N76NoF46fWi6nTStWvXWOfe/hzvpq5s9E7qyri0rwbUQTFn4MPDwyXq2+1OC9wUUc2RDGhU28Lb79SWSKz+IVHnnoEWRraUbkcxoFHNHyS96fuoNYqsNzHlhu2ElrPZUrodxYBGtTsg9U33zPAhQyw3gCZ2bN8ugBT4SPGEuDRHMaBR7RXISJOmtKlSWXgUtZBt1LP9YfGEuDRHMKBfy5lZAHc3NwCm27hGoS0JAqbrtNslTerUVumjTu3aAMxSVQ5apQf78xCYA9w0/X9nZ2eL91GqQgUA1un1rAWMFu/B/kQAy4CdqgpAnvz5Ld5H8hQpAPBXFP4Anlu8B8dgF7DAVFKsXoMGVukj6j6foShcs0oP9uGrAY0jzs7O3H/wgD///JPjqVKRTaejP/DU3sIsxGPgJyCnouCfJg2rV6/m+o0bVilsvXbdOg4fPky8PHkojfVrFNqSSGAGWl3JefHj8+uoUYSHh+Ph4WHxvtq3b8/ly5cp8913tAIKqyqHLN6L/dgO5NHr6a4oNGjdmtu3b1OjRg2L95M3b16ePn1Kr379GOfkhK9ez1K0157/Bc7zfu3ds2fPMmnyZIv34+rqyosXL/jjjz/YnTQpvjodw4AXFu/JDljt3fYLJrav/s+ePZPBgweLS7x4klpVZQGx//Zk7xBuJMhs7LMPL6pGYdQK3I/VKDSn2TuEuxskl2lrUKuWLeXGjRsWHrFPs3//fsmXO7cA0tiMfcgfay2xbwg3CK2aCSClihe3SO3dmPLuPuSiZu5D/rDZO4T7bu1dj4wZLVZ7Nya8uw85o5n7kD9sjhDC/WpAP0JcB/7SpUvSsEEDAS3B8+FY3Bz2NKD7QL55Zy+ovTLBfFijcGksHzZ7GdB3M8EULVRIjh07ZuERihmRkZEyb948szJhOZIBfQTyE1rt3Uzp0tl1L2hsMmE5igGNRFtfELUX1FK1d2NDcHCw1KpRQwAp+Yl84F+CAf0awrUCmTJlYvmKFezfv5/I7NkpCjRTFK7bW9hnuIwWNi0NxMuTh8OHD7No8WLSpUtnFz2urq6MHDmS84GBFKpenSZACVXlhF3UxJynQH8gu07H0ZQpWbp0KQePHKFgwYJ20aOqKq1btyb44kW69OrFcL2ebHo9q8Chw5EGYB7go6pMd3Fh8LBhnA8Opl69eiiKYhdNZcuW5eSZM8yYMYNNbm74qCqjgXC7qIk5fwP5VJVOQI2mTQkKDaVv3764uLjYRY+XlxfrN25kx44d3Pf0JD/QDrhjFzWx56sBtSIlS5bk+KlTzJkzh+1ubvjodIwAXtpb2Ac8B4YAWXU6DiRPzsKFCzl8/DhFihSxtzQAPDw8WLNuHbt37+apjw8FgdbALXsL+wAjsAjw1euZGC8efQYOJDA0lMaNG9ttwn+XxIkTM3bsWALOnSN35co0AErrdJyyt7CP8A9QSFVpC1Rs2JDA4GAGDhxI/Pjx7S0NvV5Px44dCQ4Lo223bgxSVXLo9azH8RySi8B3ikI5IEG+fBw7doz5CxaQJk0ae0sDoGLFipwJCGDylCmsSZwYb1VlPPDa3sJiyFcDamVUVaVt27YEX7xI5549GWby/ldj/4dNgD+BrHo9o/V6evTpQ2BoKM2bN0enc7xbo1y5cvx79izTp09no5sb3qrKWOCVvYUBR4CiqkoLoGSdOlwICmLo0KEkTJjQ3tL+g7e3Nxs3b2b79u3cM3n/7XEM7/8K0EhRKAnocufm4MGDLFm6lPTp09tb2n9wd3dn4sSJnPXzw7tsWeoAFXU6/O0tDHgGDACymaIgS5Ys4dDRo3aLgkSHXq+na9euBIeF0bxTJ/rodOTU69mM/efIz+F4s+T/KEmSJGHcuHH4BwSQq1Il6gNldTpO20nPCbRwaBOgUPXqnA8MZOTIkbi6utpJUczQ6/V06tSJoNBQWnfpQn+djhx6PRuwz8N2HS08XxR4nS0b+/btY8XKlWTKlMkOasyjUqVKnAkIYNLkyaxydcVbVZmAfbz/F8AvaFGQfcmSsWDBAo6eOEGxYsXsoMY8smXLxtbt29m8eTNXMmUij6LQBbhvBy1GYDHgo9czIV48fh4wgMDQUJo0aeIQUZDoSJYsGVOmTOH0mTNkLFGCGmirhM/bW1g0fDWgZhAZGcmJE3H7Aufj48OmLVvYunUrtz08yK8odADuWkbiZ7mFFv4sCDz18WH37t2sWbcuztspjh8/jtEY8x2Hx44dQyT2Ji9p0qRMmjSJs35+eJYpQ22gkg29/5fAr4CPTsd2Nzdmz57NidOnKVWqVJzOGxYWxp07MX8XPHPmDC9fxv6jgJOTE926dSM4LIym7dvTW1HIpdfzV6zPaB4CLEcLe4/S6/nx558JCgujRYsWcYqCPH78mPPnYz71XrlyhZs3b37+h59AURSqVauG/4ULjPvtN5YkTIi3qjIFbc+qLTgKFFNVmgMlatXifGAgw4YNi1MUxGAwmDXnhYeHc/r06Vj3B5AzZ0527tnD+vXrCU6fnlyKQne0PdQOh9WWJ33BfGr1FqZVX5aqUfj69WuZNGmSuLm6ShJVlQloWUGssQo3HGQMSCJVlWRubjJ9+nSJiIiI8zVcunRJGpgy38T0dqppqsBgqRqFRqNRNm3aJF6ZM4uqKNIVLW2eNVbhGkFWg2TW60WvqtKrVy959OhRnK8hasVx1DjGZKvLH3/8IYBkSpdOVq5caZGVqWfPnpVypUsLIFV0OjlvxVW4J9CqcABSu2ZNCQkJibP+qNq7iRMlEkA2b9782WP8/PzejLulVqbevn1b2rVtK4qiSHa9XnZYcRXudZBmpnPmyZFD9u7dG2f9Iu+vOO7evXuMjokax7Zt2sjt27fjrCE8PFxGjx4tieLHl2SqKtPRcks7yircrwb0I3xq4JMmTiweICn1ekng4iLDhw+3yN7Iu3fvSqeOHUWnKOKr18tfFjSgD0HWg3ia8l3++OOP8uDBgzhrfnfPaxq9XjKBpI9hGrA6deqIM2/3RrZs0cIieyNfvXol48aNk8QJE4q7qsoU08NmKQN6GqS0aR9itW+/lQsXLsRZs8FgkAULFrzZ81rE9N/98uXLnz12woQJAkiNd/ZGnjp1Ks6ajEajrFu3TjwyZhS9okh3tL2DljKgN0FagyggObNmlV27dsVZs4i25zVvrlwCSF3TOC5duvSzxx07dkwAKcvbvZFr1661iEPy77//Sqnixd/8dwqyoAF9CfIrSEKdTpK7u8usWbMkMjIyzprDwsKkbu3aAlrtXUA6duwYo2NVnU6ygrirqiROmFB+++03i+QpvnHjhrRq2VIwzRu7vxpQx+VTA5/C3V1GYr19aWfOnJGypUoJICVM+wfjakBLmCbXShUqSEBAQJw1Go1GWbp0qaRPnVqcdTrpj5ZgexBIxtSpY3SOOnXqyLf8t0bh6NGjLVKl5NatW9K2TRtRFEVy6PXiptPF2YAWBdEpimT18pKtW7fGWaOIyOHDh6VgvnwCSANFkUsg2800oK6qKmI6LrupbFq7tm0t4v2/fPlSRo0aJQnjx5fkqiq+FjCguUBcVVWSJkki06ZNs0gU5PLly+/tuz6Ets/VXAN6GuS86c0bkHKlS8vZs2fjrM9oNMrKlSslY9q04qQoUtACBjStoryJgvTs2VMePnwYZ53v1t5N907t3XxOTjE2oM5OTjIV5B5IF7TCCd5ZssimTZssMkceO3ZMihYq9N4c+dWAOhifM6DvbuSt/k6NQkt5/2vWrJHM6dOLoiiyb9++WJ1nuykRtlfmzBa7eY8fPy7FChfWPHxFkdB3xiI2BjTq2AcgP2L5GoUnT56UEkWLvgnNxYZ79+5JfGdnSZIokfz+++8WSaJ/7do1adqkiQCSV1Vl/ztjEVsDKmhVSiaDuJm8//Hjx1vE+79+/bq0aN5ce/OuXDnW58mfK5eoOp1069bNIlU/omrvusSLJ6n1+vcyf8XWgEaN5RYQH1PZtM6dOsm9e/firPfFixcybNiwN/dTbO/x7t27CyBVq1SxWBTk3dq7g3g/81dsDGjUsX4g5U1zZOUKFSxSPCHKiU+XKpXodLpPZqT6akDtREwNaFTbCpJVVUWnKNK+XTuL1Ch8+fJlnN8Y/f39LTKB3rx5U1q1bCmKorwJn3w4BnExoFHt3RqF5cuUET8/vzhrNxqNcurUqTgZ5CtXrljkv+mLFy9k+PDhksDFRVKoqszhv1Vn4mJAo9pdkM6mN2YfDw/ZsmVLnLWLaPdTXCIET58+lcDAwDjriKq9mz516k/W3o2rARW09QjjQRKrqrgnTiyTJk2yiAN19erVOEUIDAaDxQqKx6T2blwMqJjeYteDeFjhM1J0DsRXA2onzDWgUd7/JJP3b80ahbYkPDxcxowZ89EP+NYwoFEP2yYQb5P336VLF4t4//bEaDTKqlWrJFO6dOKkKNKLT6dYtIQBjWpnQcqZHJIqlSrJ+fPnbXC11uXd2rt1oqm9awkDGtVug7RD+2abzdtbtm/fboMrtS7v1t79RlVl3yeu3RIGNKqFg4zG8gsZP8XXVH5fEE7AD0CwwUDjZ8/4qVcvcmfPztatW+0tzWxEhA0bNpDD15f+ffvS5uVLgg0GOgF6K/etANUB/8hIxoqweOZMvD08mDJlChERttoQYDlOnz5N2VKlqF+/Prlu3sRfhN+AJDboOxewy2hkHRC0Zw+5cuakR48ePHz40Aa9W5Zbt27RpnVrChYsyOMTJ9gFrBXB0wZ9pwRmAyeBFGFhVK5cmZrVqxMcHGyD3i1LeHg4I0eOxMfTk63LljEbOGEwELfNVzHDGegDBBkM1Hz0iM6dO5Mvd2727Nljg96tw1cDamGSA9OBUyKkvXiRqlWrUu3bbwkMDLS3tBjh7+9PpfLlqV27Np5Xr3JWhN8BdxvriAf0QnvYvnvyhB9/+IFvcuZk586dNlYSO+7evUuH9u3Jny8ftw8fZiuwyWjEx8Y6FKA2EBAZyXCDgTmTJ+Pj4cGsWbMwGAw2VmM+r169Yty4cfh4erJ+0SKminAqMpLydtCSF9hrMLASOLN9OzmyZ6d37948fvzYDmrMQ0RYs2YN2by9GTJwIB3Cwwk2GGgHqDbWkgb4AzgGJAoKonz58nxXpw5hYV9eNeWvBtRK5AZ2G42sAc7v2kXOHDno2bMnjx49srOyj/PgwQO6devGN3nycPnAATYB24xGsttZVyq0AtQngKShoVSqVIlaNWoQEhJiZ2Uf5/Xr10ycOBFvDw9W/vEHE0Q4azBQxc66XIC+QLDRSPVHj+jYsSP5cudm7969dlb2cUSEjRs3ksPXl359+tDyxQuCDQY6Y/0oSHQoQH3gQmQkgyIjmT5hAj4eHsybN89hHZKzZ89SrnRp6tWrR44bN/AXYTzgZmddBYGDBgNLgaObN5M9a1YGDBjAs2fP7KzMDKwWHP6Cic030OjaS5CRWH6/liWIiIiQKVOmiHvixJJYVeU33iZzMKdZ6htodM0IsgIkg14vTnq9/Pzzz1b9vmEuf/31l/h6eopOUaQT2mIec6/Rkt9Ao2vHeLvH77s6dSQsLMwGIxQz/P39pWK5cgJIRZ1OAmJxfZb8BhpduwrSxLSdIl/u3HLgwAEbjFDMuHPnjnTs0OG9/eWxuVcs9Q00uvYMZDCIi04naVKkkIULF4rBYIjT9X9dRGQnLG1Ao9p1kOZYPmNIbNm5c6fk8PUVBaQtyK04XJstDGhUew4yFCS+TiepkiWTefPmxflhiwsXLlyQqlWqCCBldDo5E4drs5UBFTSHZAlIWr1enJ2cZMCAAfL06VMbjNjHuX//vnTr1k1UnU689HrZSOyLLdvKgEa1gyAFTA5JwwYNYvTfz1q8fv1afv/99zcZziaiLXKM7bXZwoBGtUtoe6IBKZQ/vxw+fDjW4/DVgNoJaxnQqHYEpLDpYav/3Xdy8eJFm17fu8VsS6iqnLTANdnSgEa1KyDfmx62/HnyyD///GPlkXufhw8fSo8ePUSvqpJZr5c1cZjwo5otDWhUewoyEM37T5sypSxevNimDklERIRMmzZNkiZJIq6qKmPRVmzG5ZpsbUAFbQ/qfJDUer3Ed3aWIUOGyPPnz20wgm/ZunWrZPXyEp2iSEeQOxZ4zmxpQKPaPrQ90oA0a9o0VqlTvxpQO2FtAxr1sC3mrfe/bNkym1zb/PnzJZ5eLxn0ellB3Cf8qGYPAxrV/gHJb3rYesYwZ2dcOXHihCR3d5eEOp2MRAvTW+Ja7GFAo9pFtL2AgBQuUMAiySw+x5MnTyRn1qyigLQhblGQd5s9DGhUewLSFySeTicZ0qSxSI7fmNCkUSMBpIyqWuxaBPsYUEHbIz0HJIWqSgIXF9m4caNZ4/F1G8v/MDogH+BrNPIqIoIrFy/apN/LoaG8jowkm8HAN2iLIr50fIECpgUcQQEBNunzwYMH3H/0iHSKQiG0RTpfOmmBwiLE1+kICgqySZ8RERFcvHyZxDodhdBWsX/pJAIKA6kUhZt37vDkyROb9Bt0/jwKUMhgIG61lRwDFSgAeInwIjyc61ev2lvSf/hqQO3AA7Q9o7kVhSsZMrBhwwZ69+1rk74HDxvG6tWrCUyblpyKwk+A4y/C/zgRwCTAW1VZnm6O6H8AAGVsSURBVCgREyZMYM3mzTbpu2LFihw7dozkBQpQAaijKITapGfLI8BmIKdeTx+djjadOxMcFmaT+pFJkyYlKCSEWk2a0AHIr6rss3qv1sMPqKDTUQfIXq4cZ/38yJs3r0363nvoEEN++YUpzs746PUsQKsP+iVyB63Iez7gkacn27dvp2PnznZW9RGs9m77BWOtEG4EyDSQpKoqrgkSyNixYy2SPD02vHjxQkaMGBFtWjlzmq1DuNvQ0icqiiId2re3SKq92BCTtHLmNFuHcM+BVLZw+sTYEpO0cjFttg7h3uP99ImbN2+2SQj8Y1y5ckW+N4VzC6iqHIzjs2bLEO676RPdXF1l8uTJsU6f+PUbqJ2whgHdBZLTNOG3btVKbt68aaere59r167FOKVXdM1WBtQaCfwtwYeJzefzNrG5Oc1WBvTdBP4eGTNaLIF/XPkwsflA3k9sHtNmKwMalcIzqnyXpRL4W4IDBw5Ivjx5BJDGiiJXY/nM2cqAfpjA/+7du3G6/q8G1E5Y0oCGgNQ2LcywVAFpa3D48GEp9EFpLUcyoI9AemH5EnKW5vLly9KoYUOJ8v4PmXmd1jagH5aQGzNmjN2iINHx9OlTGTBgwH9KazmSAd0Oks3kFFuqhJylMRgMMm/ePEmVLJkk0OlkKNo2MEcyoOewfAk5ka+LiL5ongL9gOw6HSdSpWLZsmX8c/gwBQoUsLe0j1KkSBEOHz/OwoULOZA8OVl1OoYAz+2sywDMRfvOOcPFhSHDh3M+OJh69erZ5BuduWTMmJFly5ezf/9+DNmzUwxoqihcs7cwYA+QT1XpDNRs1ozgsDB+/vlnnJ2d7S3tPyRKlIgRI0ZwPjCQIjVq0BQorqoct7cwIBioqdNRGUhRpAgnT55k9pw5pEyZ0t7S/oNOp6N169YEhYXR9aefGKHXk02vZyWah2FPHgI90NaCBKVPz7p169j199/kypXLzspizlcDamGMwALAR1X5PV48+g0aRGBoKI0aNXLICf9ddDodzZs3JygsjJ59+zLGyQlfvZ4/sc/Dth8ooKq0Ayo3akRQSAgDBgwgfvz4dlBjHiVLluT4qVPMnTuXne7u+Op0DAde2kFLGFBXUSgPuBYowPHjx/lj/nxSp05tBzXmkSVLFlavXcuePXt47utLIaAlcNMOWh4DvYEcisKZ1KlZuXIlew8csNkiobiQOHFixowZQ8C5c3xTpQoNgdKqyik7aDEAM9Gc4rnx4zN85EgCAgOpXbu2w8+R/8Fq77ZfMLEN4R7ibTaSRg0b2jUbiSUIDQ2VurVra+FnVZXjNgrhXuKdbCT58sUpG4kj8PjxY+ndu7c46fWSSa+XldGEIy0Zwn0C0g9tP2L61Knlzz//dMiwd0yJjIyUmTNnSjI3N0mkqjKKT++/tWQINxJkLkhK037E4cOHy4sXL2xwxdZjx44dkt3H500Wsts2CuHuAcltmiNbtmghN27csNo1fg3hfiFcQwvTFQMM2bOzf/9+li1fTsaMGe0tLU54eHiwZt069uzZw1MfHwoCrbCe9/8cGAJk1ek4kDw5Cxcu5PDx4xQpUsRKPdqGxIkTM3bsWALOnSN35co0AErrdFbz/o3AQsBXr2divHj0HTiQCyEhfP/991+eh/8OqqrSoUMHgsPCaNutG4NUlRx6PeuwXoTkH6CQqtIWqNiwIYHBwQwcOPCLiIJER8WKFTkTEMDkKVNYkzgx3qrKeOC1lfq7CHynKJQDEubPz7Fjx5i/YAFp0qSxUo+24asBjQMvgeGAr07HTnd35s6dy/FTpyhZsqS9pVmUsmXL8u/Zs8yYMYNNbm74qCpjgFcWOr8Af6JN+KP1enr06UNgaCjNmzdHp/vfuUW9vb3ZuHkz27dv556nJ/nR9rrdsWAfR4AiqkpLoFTdulwICmLo0KEkTJjQgr3YF3d3dyZOnMhZPz+8y5alLtreSz8L9nEFaKQolAR0uXNz8OBBlixdSvr06S3Yi33R6/V07dqV4LAwmnfqRB+djpx6PZuxnEPyDBgAZNPpOJoyJUuXLuXgkSMULFjQQj3YF7vOTqNGjaJgwYK4urqSMmVKateu/dm6mQsWLEBRlPeai8v7eWBEhMGDB5MmTRrix49PhQoVLFr8VoBVQDa9nuF6PZ179iQoLIw2bdqgqraurmcb9Ho9HTt2JDgsjDZduzLQ5P2vJ24P2wmghKrSBChcvTrnAwMZOXIkrq6uFtHtiFSqVIkzAQFMmjyZVa6ueKsqE4ib938daKYoFAUiTVGQ5StWkClTJsuIdkCyZcvG1u3b2bx5M9cyZ+YbRaELcC8O53wB/ILmFO9LlowFCxZw9MQJihUrZhHNjkiyZMmYMmUKp8+cIWOJEtQAvtXpOB+HcxqBRYCPXs+EePH4ecAAAkNDady48RcdBfkPVgsOx4DKlSvL/Pnzxd/fX06fPi1Vq1aVjBkzyrNnzz55zPz58yVx4sRy8+bNN+3WrVvv/Wb06NGSJEkSWb9+vZw5c0Zq1qwpWbJkkZcvX8ZIV3TfQJuAlDQtua5RrZoEBQWZf+H/A5w7d04qV6gggJTX6aSBmd9AC4G0Mn2nypUtm+zevdvKih2Tu3fvSudOnbQN+Hq99DLzG2gCnU6GgyTQ6SRl0qQyZ84chymVZ0tevXol48ePl8QJE4qbqsqYWHwDHQSSXq+XeHq99O3bV548eWID5Y6F0WiU9evXi0fGjKIqivwA4qOqZn0DbQ1SyPSds0H9+nLp0iUrq/44/+/2gd65c0cA2bdv3yd/M3/+fEmSJMkn/91oNErq1Kll3Lhxb/726NEjcXZ2jnHC9ugMKCDZvL1l27ZtMTrX/zJGo1E2b94s3lmyCCAZ06SJ0XF16tQRQJK5ucn06dMlIiLCykodn7Nnz0q50qUFMw0oIE56vfz000/y6NEjGyh1bG7fvi3t2rYVxbQIzRwDCkidWrVslvzdkQkPD5cxY8ZIovjxBTDLgALyTc6c0c7jtuD/nQENDg4WINp0YvPnzxdVVSVjxoySPn16qVmzpvj7+7/599DQUAH+k6GmVKlS8sMPP3z0nOHh4fL48eM37erVqx8d+K1bt8qUKVNinVoqNpw7d06+q11bli5eHKPfz587VxrUq2fTN+NXr17J77//Lrt27YrR7wMCAmTYsGHy4MEDKyt7y71796RLly7St1evGP3+4MGDUr1KFdmzZ4+Vlb3FaDTKunXrYlxw/e7du/LLL79IYGCgDdRpRL3pNW7QQO7du/fZ31+9elW+q1XL5m/G//77r4wYMSJGb5GvXr2SiRMn/l97Zx5ew/XG8c/cmURsIXalNCGJ2Hdi34pSRVFL7VqlKKotqkRLSWv7WWqpfVe0KFpqX2MXS5BEQu37vkTk3vf3x01SsURyc7e083me87RuZuZ8z7ln5n3vO+e8J8nj1xrE/dJr9M47SUocEBUVJZ9+/LHdfxlfvnxZAgICkrzh+ooVK+Tnn3+263cdHBwsTd59V3777bcEn/+nDKjRaJSGDRtK5cqVEz1u9+7dMnfuXDl8+LBs3bpV3n33XXF3d5fz58+LiPnBB7wwPbpFixbywQcfvPSaAQEB8R7os8WWHf86bt26Jb179xY1NlxcpWLFJJ1Xpnjx+F8lX375pUPb4AxER0fLhAkTxMPdPf57TQq9e/eOP/79Jk2S/AD5N7N27Vrx8fKK75cdO3a89pzly5fHH1+qWDHZvn27HZQ6N8ePH5c6NWvG98vIkSNfe86VK1fij8+VLZvMmTPHoZvIOwPXrl2TT7p2FUNstKHBO+8k+Pt/ahlLjx49OH78OEuWLEn0OH9/f9q3b0/JkiWpXr06v/32G9mzZ2fatGkW1z1w4EDu3r0bX847cNucmJgYpk6direXFzMnTWK4yUTLZF6jPTA4JoafxozB29OTmTNnYozd7uu/xIYNGyhZtCi9P/uM5vfu8X0yzy/s4sJCYO+aNfj5+jJo0CAePHhgC6lOzalTp2hQvz4NGzYk79mzLLXgGn8A2okTVKtWjVYtW3Lu3Dlry3R6bt26Ra9evShRvDhnd+xgNZBV05J1jYlA9Zs36dixIxXLlSMoKMgmWp2Z6Ohoxo0bh7eXF7/MnMlYERo6SItTGNCePXuyZs0atmzZkuxp4i4uLpQqVYrTp08DxGdXuXr1aoLjrl69+srMK2nSpMHd3T1BcQRbtmyhdPHidO/enUZ37hBmNDKA5O81mRYYDISaTLx9+zYfffQR5UuXZufOndYX7YScPn2axo0aUbduXbJGRHAQ+BlIbqI1BWgDhMbE8NXTp4wNDMTHy4t58+ZhMqXWjaKSzp07d+jbty/Fihbl1KZNrAA2mkxYkmjNH9hjNDIH2Pbrr/h6exMQEMDDh45OFml7YmJi+Omnn/D28mLulCkEmkyExMTwLsnfjzc/sESE7UDMkSNUqlSJdm3bcvHiResLd0L+/PNPihcuzBf9+tHmwQPCjUZ6Ay4O0uNQAyoi9OzZkxWxi/U9PT2TfQ2j0cixY8fiF+R6enqSK1cuNm3aFH/MvXv32Lt3L/7+/lbTbk0iIyNp1rQptWrVIkNYGPuA2UBKlxjnBRaIsAswhIRQtWpVWrdq9a/1/u/du8dXX31FYT8/gtet4xdgm9FIShOtpQe+A06ZTFS9cYMOHTrgX748e/bsSbloJ8RoNDJt2jS8PT2ZPmECw4xGTsTE0ISUbcBuADoAYUYjfaKjCRw+nEIFC7J48WJEHJ2Z1TZs3LiRkkWL0qtnT96/e5dwo5EvANcUXrcqsN9oZDrw1y+/4FOwIMOHD+fxY0cki7Q9oaGhNHznHRo0aEDuM2c4LMJknGADdpsFh5NA9+7dJVOmTLJ169YEy1KeTZPVrl07GTBgQPy/v/32W1m/fr1ERETIwYMHpVWrVuLm5iYhISHxxwQGBkrmzJll1apVcvToUWncuLFVlrFYm/v378vXX38dv+PEwlekeOuQzHegn7zkGkaQ2SC5NE3SpkkjAQEB8vDhQ5u2z17E7TiRI0sWSWswyHexqdye74PpyXwHWsTF5aXpyLZh3voNkHZt28qFCxds3EL7sWXLFileuLAQO+4uvqT9Jy14B3r7JdeJAGmaCnYqsoTw8HBp3KiRef6CqsrBV6S2y6ZpyXoH+vtLrnEH5Aucf6ciS7h9+7b07dtXNFWVtzRNfn3FM7KJg96BOtSA8pKJO4DMnj07/pjq1atLhw4d4v/dp08fyZcvn7i6ukrOnDmlQYMGcujQoQTXNZlMMnjwYMmZM6ekSZNGateunayZirbueKPRKHPnzo3f83Awie95aA0DGlfugQzAnB/1zdy5ZfHixan6Znt+z8NzibTdWgZUMOdH/Rkke2x+1OHDh6fq/KiRkZHSLHZ5UUVVlb2J9KO1DGhceXav3E4dOzrNXrmWcPfuXfnqq6/EVdPkTU2TJa944FvTgMaVZ/fKrVa5stPslWsJMTExMm3aNMnm4SHpDQYZwavzHv9nDaizYsuODwoKkvJlyggkfd9NaxrQuPLsPqWVK1aUAwcOWL2ttuT5fTd3JaHN1jSgz3r//UA0RZG38uaV5cuXpyqH5Nl9N9+I3XfzdRuBW9uACv/sU5pFVSVjunROu0/pqzAajTJr1izJmTWrpE3GvpvWNKBxZR2In6aJoijS9eOP5dq1a3boAeuxdetWKVGkiADSnpdHQZzFgDrFJKL/AhcvXqR9u3b4+/sTHRzMNuAXEfI7SE8BYIUIG4A7+/dTrlw5unTuzJUrVxykKGk8evSIoUOHUsjHh62//spsYK/RiKMSrWUCRgPHRShy6RLNmzenZrVqHDlyxEGKkobJZGL+/Pn4FijA6JEj+fLpU0JjYvgQx0yM0IDuQLjRSKdHj/h6wACK+PqyatUqRMQBipLOrl27KF+6NJ07d6bWrVuEmkwMAdI5SE894EhMDP8TYemsWXh7eTF27Fiio22VKt46nD17lhbNmlGjRg3cTp1iD+ZNEd5wtLBE0A2ojXn8+DHff/89PgULsm7xYn4GDhiNVHO0sFjqAMFGI5NEWDlvHj4FCjBq1CiePLFWqnjrICIsWbKEQgULMnLYMHo/eUJYTAwdcY5B7AusMZn4E7i6Zw+lS5Wi2yefcP36dUdLe4G9e/dSqUIF2rdvT+Xr1zllMjEMyOBoYUAWYDxwVIQC58/TpEkT6tauzfHjxx0t7QXOnz9Pm9atqVKlChw/zk5gkQhvOloY5lmpn2F2SNo8eMCXX3xBMT8//vjjD0dLe4GHDx8yePBgCvn4sPv335kH7DYaqeBoYUnBZr9tUzHW+OlvMplk+fLl8lbevKIpivSLDfe9LhRhrxDuy8pNkF4gqqJIgfz5ZdWqVU4Rjjxw4IBUrlhRiA07n7awfbYI4b6sRIP8DySzqkqmDBlk7Nix8uTJExv30uu5ePGitGvbVgApoaqy1cJ+tEUI92XFBLIapKCmiWowSM+ePeXmzZt26KnEefjwoXz77beSNk0ayalpMovXh73tGcJ9WTkKUjP2/eg79erJyZMn7dBTiWM0GmX+/PmSJ2dOSWMwyCCQ+xa2rwl6CPdfw5EjR6hZrRrNmzenyKVLHBdhNOZwnzOTBZgAHBHB6/x5GjduTL06dQgJCXGInitXrtClc2fKlSvH3QMH2Ig57FzAIWqSjgvQm3+8/y/69aN44cL8+eefDtETFRXFiBEj8ClQgD8XL2YacNBopLpD1CQdBXgXCImJIdBkYt6UKRT09GTSpEnExMTYXY+I8Msvv1CoYEG+//ZbPouNgnTCOaIgiVEM2GQy8RtwatMmihUtSt++fblz545D9Ozbt4/KFSvSrl07Kl67xkmTieE4RxQkOTj7956quH79Ot0++YTSpUpxNSiIPzGH9XwdLSyZFAHWm0z8DpzZvp0SxYvTq1cvbt26ZZf6nzx5wqhRo/ApUICV8+YxSYTDMTHUtkvt1iMbMBk4LMIbZ87QoEEDGr7zzmu37LMWIsKvv/6Kn7c3Ad98wydRUYQbjXQFUtOme67AF5jXjza7d4/PevWiZNGibNy40W4aDh06RLXKlWnVqhWlr1whxGQiEHBMyhXLUICmwImYGIYZjUyfMAFvT0+mTZtmt0xlly5domOHDlSoUIFHhw6xBVguQvIzADgJNvttm4qx9Kd/03ffFUD6x4bxLAlFvKx0wD4h3JeVKJDesSG71s2bW9KdyWbM6NECSH3MYWVrtcVeIdxXhSPngRhA3kzitm8pZe/evQLIW4oiJ63Yj/YK4b6qHADJHjuDPCm71lgDVxcXSQOyxortEOwXwn1ZuQhSIfa7XLBggR16UaRWlSoCyDDMS8Gs1ZYm6CHcVE/Ltm3JmjkzP6kqY4AoRwtKIY+AH4CfDQZyZMlCizZt7FJvzVq1KOzjw3qgP3DNLrXaDgEWAQM1DRcXFz7q3t0u9Xp5efFOvXqcFeFTg4GjdqnVtgQB3VSV6yK0atmSrFmz2qXebt27E2Mw0EfTWA0p2kTeGfgb6Kso7AXKlS5N+fLl7VJv286dyZQhA6NVlYnAU7vUajt0A2pFWrZsSXhkJB/16sVgVaWIprGS1HezCbAU8NM0hmsaPfv1I/zMGZo2bWqX+kuVKsWRkBAmTJzIr+7ueMc6JM49Cf/l7AcqqyptgYqNGnEyNJQhQ4bYpe5s2bLxx7p1rF27lkuenpRSFD4FbtildutyAWirKFQCjIULs337dhYvWUL69OntUv/48eM5cvQontWq8R5Q32DghF1qti4PgQCgkMHAjmzZmDt3Lnv278fb29su9Xfq1InwyEhaf/QR/RSF4prGOrvUbBt0A2plPDw8GDduHMeOH8enVi2aAnUMBo45WlgSOQxUV1VaAiXr1yfkxAl+/PFHuyfY1zSNnj17Eh4ZSfvu3elvMFBU01hD6nBILgOdgPLAQ19fNm/ezPLffrMo33NKadCgAUdPnGD0mDEsypABb1VlPKnD+38MDAN8DQY2eHgwY8YM9h8+TNWqVe2upUiRIqzfuJFVq1YR8eabFFcUegP2mRmQMuKiIL6aRqCm0bd/f0IjImjfvj0Gg33NQPbs2ZkydSqHDh8ml78/7wANDQbsMzPAuugG1EYUKlSIP9evZ+3atVx46y1KKgo9gJuOFvYKrgEfA2WAmwUKsH79elatXm03z/RVZM2alYkTJxJ85Aj5qlShEfCOwcBJh6p6NVFAIOCjqqzOnJkpU6Zw8MgRatas6VBdrq6u9O3bl7CICD7o3Jm+ikJxVWW9Q1W9GgGWYY6CDNM0esRGQbp06YKqOm4KlKIovPfee4SEhjLyhx+YnS4d3qrKZMD+84KTxgGgiqryIVDh3Xc5GRrKiBEjyJgxo0N1lShRgs3btrF8+XJOvPEGRRWFfsAdh6pKHroBtTENGjTg2MmTjBo9mgXp0+PtZLH/aGAM4K2q/OruzvgJEwg+fpy6des6WloCihYtyobNm1m5ciXhefNSTFHoA9x2tLBYBFgJFNE0BqsqH/XqRXhkJN26dUNL5p6PtiRHjhxM+/lnDh06RE5/f+oDjQwGwhwt7BmCgRoGAx8AxevVc1gUJDHSpEnDl19+SVhEBE3at6enolBK09jsaGHPcAXoDJQD7vv4sGnTJn5dsQIvLy8HK/sHRVFo1qwZJ8LCGDpsGNPc3PBRVaYDqWEHY92A2gFXV1c+//xzwiMjad6pE70VhZKaxl8O1CTAGqCopvGVotCuWzfCIyPp1asXLi6O2l0vcRRFoXHjxpwIC+P7kSOZmTYt3qrKFBzr/R8H3jYYaAp416zJ0WPHGDduHB4eHg5UlTglS5Zky/btLFu2jGO5c1NUUfgCuOtATdeAT4DSwPUCBVi3bh2/r1nj8ChIYuTKlYuZs2axb98+3MuUoTbwvqIQ6UBNTzBP/vNWVX7PnJnJkydz6OhRatWq5UBViZM2bVoGDRpE6OnT1G/dmq5AWVVlu6OFvQbdgNqRHDly8PP06Rw8eJBsFSpQD3jPYCDczjpOYg6DNgLerFyZ4CNHmDRpkt1mNKaUNGnS0L9/f8IiInivXTs+BUqrqt29/5tAD6CEonAuf37WrFnDn+vX4+fnZ2cllqEoCs2bN+dkeDhDvvuOKW5ueKsqM7Cv9x8NjMX8wF+aMSPjJ0zgSEgI9erVs6OKlFG2bFl2BgWxaNEi9ufMiZ/BwEDgvh01CLAKcxRkkMFA5x49CIuIoHv37k4VBUmMPHnyMG/+fIKCgnAtWZLqwAeKwt+OFvYKdAPqAEqVKsXWHTtYunQpR3Llooii8BVwz8b13gb6AMUUhfC8eVmxYgUbt2yhWLFiNq7ZNuTOnZtZs2ezb98+MsR6/83s4P0/BSZifuAvSJ+eUaNHc/zUKRo2bIiipGTLaceQNm1avvnmG0LDw6nXqhUfA+VUlR12qPsPoJim8aWi0LZrV6ePgiSGoii0bt2aU6dPM3DwYP7n6oqPqjIXMNm47uNAXYOBJkCBGjU4euwY48ePJ0uWLDau2TZUrFiRoH37mDt3LjuzZaOQwcAQzLOInQndgFpAVFQUs2fP5uZNy6cEKYpCixYtOHX6NIO//ZZJadLgrarMxPrefwwwFfMDf2batHw/ciQnwsJo0qRJih74165dY/bs2RYnnhcxZ8o5cSJlCwLKlSvHrj17WLhwIXtz5KCwwcAg4EGKrvpyNgAlNY3eikLz2Cn5n3/+Oa6urhZf88mTJ8yePTtFief37dvH+vUpmxKUN29e5i9YwO7du9FKlKAa0EpROJeiq76cU0ADg4GGQJ5KlQg+coSfJk8mW7ZsFl9TRFixYkWKUk9euHCB+fPnpyhVYPr06Rk6dCih4eFUb9aMjkBFVSXI4iu+mptAT6CkonA2Xz5Wr17Nur/+onDhwim67oEDB1i3zvIFJg8fPmTmzJkpShVoMBho3749YZGRfD5gAD+6uOCraSzEiWbi2yxFQyrmdRksxowZI4B4uLvL+PHjJTo6OsV1njt3Ttq0bi2AlFZV2fFMlo0OWJ6JaDNIMVUVQDp26CCXLl1KsdYnT57I6NGjxT19egFk8uTJFl1n3759AohqMMhnn30mt27dSrG2Bw8eyJAhQ8TN1VVya5rM5Z9E3ynJRBQG0ig2GXfVSpVe2MTdEkwmk6xYsUK88uUTQNq0aWPxtVxdXASQdxs0SNbm8a/CaDTKnDlzJFe2bOJmMMgQ/tn0PSWZiG6D9MG8f6rnm2/Kb7/9ZpUNCw4fPizVKlcWSFmmp9o1agggRQsVko0bN6ZYl4jI9u3bpVSxYgJIW0WRC1bIRPQUZCKIR+z+qaNGjbLKhgWXLl2Sjh06CLHfsaWZngICAgSQ7B4eMm3aNImJiUmxtoiICHm/SRMBxF9VZZ8TZCLSDehLeF3Hjx49WtIaDNIVRAHx8/aW9evXW6XuXbt2SdmSJQWQVooif1toQCNB3o9Nd+Zfvrzs27cvxdpMJpOsXr1avD09RVUU6YF555affvrJouvFpZr7GCSDqkrWzJll8uTJ8vTp0xRrPXv2rHzQooUAUl5VJchCA3oX5EsQF0WRfG+8Ib/88otVHvjHjh2Lf1jXMxiksKJI69atLb6ei6bJ+yD5NU1cNE369esnd+7cSbHOe/fuycCBA8VV0ySvpskikBMWGNAbIFNBsqmqpHdzk5EjR8rjx49TrO/q1avy8UcfiaIo4qdpUh8kb86cFl+vVvXqUh6kUqzT2bRxY4mIiEixzpiYGJkxY4bkyJJF0hkMMgzkkYUGdANIkdgNsz/q0kWuXLmSYn1RUVESGBgoGdKmlayqKh1iv+OzZ89adL0hQ4ZIVlWV9rHPoBJFisjWrVtTrFNEZPPmzVLMz8/8owDkkm5AnYukGFB3VRUBOQRSLfZma9SwoYSFhaW4fqPRKLNnz47f3R6Q0iVKJOlc3wIFBJA0BoPkyZlTFi5caJUH/okTJ6RenToCSG2DQY7Fen4uVjCgR2Nvgk6xN20xPz/ZtGlTijWLiGzbtk1KFi0a71En1YD27NlTAMmhqpI2TRr57rvv5NGjRynWc+PGDenRo4cYFEW8NU3WYM6TW8tgSLEB/Sn2oTwcJJ3BINk9PGT69OlW8/6bNm4sgGSNfSgmx4Dmjx3HHdq3l4sXL6ZYz5MnT2TMmDHinj69ZFZVmYA5//QQKxjQ1rHfySKQvJomrpomAwYMkHv37qVY9507d+SLL74QF02T/JomgIwYMeK158UZUCV2DFfx95eDBw+mWI/JZJKVK1dKgfz5RVUU6Q1yC+QvKxjQvLERnD2xTiwgLZo1s/iaz/L06VOZMmWKZM2cWTLEXrt2rVoJjtENqINIjgGV2JttKUi+WO//yy+/tMqXdvfuXenfv785vPfBB0k6p1H9+gLI4MGD5cGDBynWcOvWLendu7eoBoN4aZqsjG1vXNutZUDjrrcvNjwDyPtNmljN+//555+TZUCnTp1q7vfWreXcuXMp1hAdHS0TJkwQD3d3cVdVGQPy5Jl2W8uAxl3vAuZwISClihWT7du3p7gNIiIbN26UrFmyCJCkUHFcmL54kSKyd+9eq2hYu3at+Hh5iUFR5FOQ68+021oGNO56D0ACQNwMBsmVLZvMmTNHjEZjitsQFhYmjRo2FEBWrFjx2uPv3LkTP36XLFlikyhIyDPttqYBFcyvUeaB5NY0cXN1tfrzCZBePXsm+JtuQB1Ecg1oXHmEeZeBdAaD5MiSRWbMmGEV7z+57wat8S7x6dOnMnny5HgPLxDzzizPt9naBjTOIVkIkkfTJI2LiwwcONBq3n9yHn7W6EcRkb/++ksK+/iIgjlcffUl/WhtAxpXgp7x/j9o0cJq3n9yvo/bt29bxeicPHlS6tetK8T21/PjxhYGNK78DdIy1iEpV7q07N69O8XtEUneGIuKipKHDx+muM5XRUGeba+1DWhcuQ8yiH8iZAsWLLCKM/CyftQNqIOw1IDGlfMgH8bebKWLF09SqMuZePYdQyfM4dVXtdUWBvRZ739IrPefO3t2mTt3rlUexPYiPDxc3ovd4q6aqsqhRPrRVgY0zvufC5JLVcXN1VWGDBliFe/fXty+fVv69OkjmqqKp6bJipc88G1tQOPKdpBSsQ5J2w8/lAsXLlixpbbl6dOnMnHixPgoyGgSRkHsYUDjSiRIMyvP0XgefTuzVEpeYIEIuwBDSAhVq1aldatWnDtniwUB1iMyMpJmTZtSq1YtMoSFsQ+YBeR2kJ70wLfAKZOJqjdu0KFDB/zLl2fPnj0OUpQ07t27x1dffUVhPz+C161jKbDVaKSUg/QYgPaYN6TuGx1N4PDhFCpYkMWLFyMiDlL1eoxGI9OmTcPb05PpEyYwzGjkREwMTTBvDu0IqgL7jUZmAH/98gs+BQsyfPhwHj9+7CBFSWPDhg2ULFqUz3r1otm9e4QZjfTDvFm5I/DEvJH2ZuDhwYOUL1+eTh07cvnyZQcpsgzdgNqQSsBeo5E5wNZff6WQjw9Dhw7l0aNHDlaWkAcPHjBo0CAKFyrE3jVrWAjsMhop52hhseQHfhFhGxAdHIy/vz/t2rbl4sWLjpaWAJPJxKxZs/D29GTSmDEMjonhVEwMLXDcA/9ZMgIjgJMmE+WvXqVNmzZU8ffnwIEDjpb2Alu3bqV08eJ069aNhnfuEGYyMQBwc7QwQAW6AGExMXwaFcV3Q4bg5+3N8uXLnc4hOX36NI0bNaJu3bpkOX2ag8B0IKejhcVSEzhoNDIFWL1gAT4FChAYGEhUVOrYTVk3oDbGAHTAfLP1fvKEkcOGUahgQZYsWeLwm81kMjFv3jx8vLwYGxjIV0+fEhoTQxuc44H/PNWAA0YjPwPrlyzBp2BBvv/+e6fw/nfu3Em50qXp0qULdW7fJtRkYjCQ1tHCXoIX8KsIm4B7Bw5Qvnx5OnfqxJUrVxwtjTNnztD8/fepWbMm6UJD2QvMAd5wsK6XkQkYBRwXodjly7Ro0YIaVasSHBzsYGXmKEj//v0p7OfH4XXr+AXY5sAoSGJoQDcg3Gjko8ePGfz11xTx9WXlypUOf0a+Dt2A2omMwEjghMlEmStXaN26NVUrVeLgwYMO0bNnzx78y5enQ4cOVL1xg1MmE99hDps6MyrmbdfCjUa6R0UxdPBgCvv48OuvvzrkZjt37hytW7WiatWqGI4fZxewUIQ37a4k+dQCDhuN/CTC7/Pn4+3lxY8//mhxZqmU8ODBA7755hv8fH0JWr2aBZijIOXtriT5+ACrTSbWAdf37qV06dJ80rVrijJLWUpcFMTHy4uJo0fzTWwU5AOc0yl+Fg9gHHBUBO8LF2jatClv16rF8ePHHS3tlegG1M4UAFaIsAG4s38/5cqVo0vnznbz/i9evEj7du3w9/cnOjiYbZjDo/ntUrv1yASMxuz9F7l0iebNm1OrenWOHDlil/ofPXrEt99+SyEfH7b++iuzMYfrK9mlduuhAd0xvx/t/PgxXw8YQBFfX1atWmUXh8RkMrFgwQJ8CxRg9MiRfBkbBfmQ1PdwqgcciYnhfyIsnTULby8vxo0bR3R0tF3q37VrF+VjoyC1b90i1GRiCJDOLrVbDz/gT5OJNcC5nTspUbw4PXv2TFHqVFuR2sbov4Y6QLDRyCQRVs6bh0+BAowaNcpm3v/jx4/5/vvv8SlYkHWLF/Mz5nBoNZvUZj98gTUmE38CV3bvpnSpUnT75BObef8iwpIlSyhUsCAjvvuO3k+eEBYTQ0dS982UBRiP2fsvcP48TZo0oW7t2jb1/vfu3UulChVo164dla5f55TJxDAgg81qtD0uwGeYIyRtHjzgi379KObnxx9//GGzOs+fP0+b1q2pUqUKHD/OTlJPFORVKEBD4HhMDD+KMH/qVLy9vJg4cSJPnzrLbsqgL2N5CSldxpLcchOkF8nLlJMcTCZT/LX7gdyxkm5bL2NJbokG+d8z/WitdZzPUj82G1MTRZHTVuxHWy5jSW4xgawGeSt2uYa1skI9y7w5cwTMeZq3WrEfbb2MJbnlCEjN2CxMvbp3t2IPmjlz5owAksFgkFn8k/c5pcXWy1iSW65iXkMNiEfmzEnSoC9j+Y9gwOy52gMXUvcvpcRQsH0/xu3S4YI5/PlvJK4f48aJmKy/GZcp9poa9hv7jsCFf9qXkh1eXoc9xr4jUfmnffYKiSeFf+uzNFVgBH4GfFSVaW5uNptRqigKDx8+JCAgwLxHoaYxB9vvUWhPNgGlNI2eikLnTp24fPkyHh4eVq9n/aZNzJs3z6n3KEwJYUAjg4H6wJv+/hw+fJjadepYvZ4OnTqxY8cOlKJFqQy0URTOW70Wx3Eb6I15793TefOycuVKfpo2zer1vPXWW0RGRlKvSRPaAZVVlX1Wr8VxPAUm8M/eu2PGjOHW7duOlhWPbkAdxDagjKryCVC/dWtCT5/m66+/xs3NNivd0qVLF79HYY1mzegEVLDRHoX2JBJ4X1GoA7iXKcO+ffuYOWsWuXLlskl9BoOBdu3aERYZSb+BA51zj0ILuAt8ARRVFI7lzs2yZcvYsn07JUuWtFmdVapUYf+hQ8ycOZPNWbLgazDwHeBcq6STRwwwBfMDf1batIwIDOREWBiNGze22Wbrnp6eLPv1V7Zs2cIjX18qYF46d8kmtdmPv4ASqkofK+69a210A2pn/gY+UBRqAGlKlmTPnj3Mmz+fPHny2KX+fPnysXjJErZv346xcGEqAW0VhQt2qd163AcGAn4GA/tz5mTx4sXsDAqibNmydqk/Q4YMDB8+nJOhoVRs1Ii2mL3//Xap3XoYgRmYH/hT3NwIGDaMk+HhNG/e3GYP/GcxGAx07tyZsMhIen3xBcM1DT9NYympzyHZDJRWVT4F3mvXjvDISL766ivSpEljl/pr1KjBoaNHmTZtGn9kzoyPwcBIIHWkJPiHcOA9g4F6QPaKFTl48CA/T59Ojhw5HC3tBXQDaiceAkOAQgYDO7NlY968eQTt20eFChUcoqdq1arsP3yYGTNmsMHDA1+DgWGA41MSJI4JmIs57P0/V1cGDh5MaEQErVq1sssD/3k8PT1Z/ttvbN68mYe+vpQHOgGpISHZDqCcqvIxUK9VK8JOn2bQoEGkTWv/9A/u7u788MMPhJw4Qcn69WkJVFdVDttdSfKJi4LUBjLERkFmzZ5tsyhIYqiqSteuXQk/c4auvXszRFUprGmswPkdknvAV0ARReFIrlwsXbqUrTt2UKqUM6Z/MKMbUBsjwELAV9P40cWFzwcMICwyknbt2mEwOLb7VVWlS5cuhEVG8unnnzMs1vtfhnPebEFARVWlI1C9WTNCw8MZOnQo6dI5fqVbzZo1OXT0KFOnTmV15sz4qCqBOKf3/zfQUlGoBmglSrB7927mL1hgtyhIYnh7e7Nq9Wr++usvbhYoQBnMiTOuOVrYS7gPfM0/UZCFCxeya88eypVzfBLMzJkzM3bsWI4dP06h2rV5H6hjMHDM0cJeghGYiTkK8pObG4O//ZZTp0/TokULhzjFyUE3oDZkP+awXlugYqNGnAwN5fvvvydDBuda6ZYpUyZGjRpFyIkTFK9Xjw+AGgYDwY4WFssFzGHmSkBM4cJs376dJb/8Qr58+RwtLQGqqvLJJ58QHhnJR716MVhVKaJprMQ5HJKHQADmKMj2rFmZO3cue/bvx9/f39HSXuDtt9/mSEgIEyZO5Fd3d7xVlTGAM8y/NAHzMDvF41xdGfDNN5w6fZo2bdo43QO/UKFC/LFuHWvXruXCW29RUlH4FLjhaGGx7ATKqyofAW+3bEloeDiDBw92SBTEEhxqQEeOHEm5cuXImDEjOXLkoEmTJoSGhiZ6zvTp06latSoeHh54eHhQp04d9u1LOO+sY8eOKIqSoNSvX9+WTUnAZcxhvPLAAx8fNm/ezPLffsPT09NuGizB29ub39esYd26dVwvUIDSwCc4zvt/DAwHfA0GNnh4MGPGDPYfPkzVqlUdpChpeHh4MG7cOI4eO4Z3zZo0Bd42GHBUQjIBFgOFNI1ATaNv//6ERUbSvn17h0dBEkPTNHr27El4ZCTtunXjK0WhqKaxBsc5JHsAf1WlA1C1aVNOhYXx7bffkj69cyfBbNCgAcdOnmT0mDEsTJ8eb1VlAuZZro7gHNBaUagKGIoXZ9euXSxYuJC8efM6SJFlOPTu2bZtGz169GDPnj1s2LCBp0+fUrduXR4+fPXCgK1bt9K6dWu2bNlCUFAQb775JnXr1n1hZ4769etz+fLl+LJ48WJbN4coIBDz+7nVmTMzZcoUDh09Ss2aNVN03Xv37tn0+OepV68eR0JC+N/48SzNmBFvVWUs9vP+BVgG+Gka32kan37+OWGRkXTp0gVVVS2+7oMHD+LXHyaFlPajn58ff65fz5o1azj/1luUUBR6APZMSHYAqKKqtAHKNWzIydBQRowYQcaMGS2+ptFoTPQefZ779+8jYrnJy5o1K5MmTSL4yBHyValCI+Adg4GTFl8x+VwE2ikK/sDTwoXZtm0bvyxdSv78+VN03eSMsejo6BTtUuLq6krfvn0Jj4zkg86d6aMolNA01lt8xeTzCBiKOQqyNWtWZs+ezd4DB6hUKWVJMFN6r1qMzVI0WMC1a9cEkG3btiX5nJiYGMmYMaPMnTs3/rMOHTpI48aNLdaR3ExEJpAVIF6aJpqqSp8+faySBefBgwfyzTffCCCd2rVL0jnNGzcWQL777jt59OhRijVcv35dPu3eXQyKIj6aJmufyxBi7UxEh0GqxWZuebdBAwkNDU1xG4xGo8yJzXyjaVqSzpkxY4YA0rFDB7l06VKKNTx58kTGjBkj7unTi4eqygTMmZPi2m3tTESXMW+GroAULVTIatmEtm3bJrly5BBAwsLCXnv8gQMHBJAypUrJwYMHU1y/yWSSlStXile+fKIqivQGuWXDTESPQIaDpDMYJLuHh0yfPl1iYmJS3I6IiAh5v0kTAeT3339/7fF37twRYjPx/Pbbb2IymVKs4fDhw1KtcmXzvWYwSJgNMxGZQBaDvKlp4qppMmDAALl3716K23Dnzh354osvBJB+n3+e4G/2yETkVAY0PDxcADl27FiSz7l37564ubnJ6tWr4z/r0KGDZMqUSbJnzy4+Pj7SrVs3uXHjRpKvmRwDegykduwDv16dOnLixIkk1/MqTCaTLFiwQPLkzClpYq9dslixJJ3r7ekpxBq2/HnyyNKlS61ysx09elRqVa8ugLxjMMhJKxvQqyBdYx/4ft7esm7duhRrFhHZvXu3lCtdOv7hk1SfsUePHgJIVlWVDGnTysiRI+Xx48cp1nP16lX5+KOPRFEUKaxpst7KBjQK5AeQjKoqWTNnlsmTJ8vTp09TrPvs2bPyQYsWAoh7bD/u2LHjtectX75cAHnDYBBFUeSjLl3kypUrKdYTFRUlgYGBkiFtWsmqqjIF5KkVDagJZBnIW5omLpom/fr1kzt37qRY971792TgwIGSxsVF8mqaADJixIjXnnflypUEY7hmtWpy5MiRFOsxmUyybNkyyZ8nj7goinyBOdWnNQ3oAZDKsWkhm7z3npw+fTrFumNiYmTGjBmSI0sWSRf7jKxZo0aCY/5TBtRoNErDhg2lcuXKyTqve/fu4uXlleDhtnjxYlm1apUcPXpUVqxYIX5+flKuXLlXeo5RUVFy9+7d+HL+/PnXGtC0BoP0ADEoinh7esqaNWusYqj27dsn/uXLCyDNFEUiQTqAVKlYMUnnlyleXD4BCQNpFDuwqlaqJIcOHUqxNpPJJCtWrBDPN98UTVGkD4hqBQPaHcRdVSVzxowyfvx4iY6OTrHW8+fPy4dt2gggpVRVtoNMT4YB7d27txRxcZFbIH1ANEURr3z5ZMWKFVb5ng8dOhTv/TcyGKSIoqTYgLYAKaBpohoM8tlnn8nNmzdTrPPBgwcyZMgQcXN1ldyaJnNBQiwwoNdBJoJ4qKq4p08vo0aNkidPnqRY36VLl6RTx44C5ry6Da1gQCuCVLdBFGTu3LmSO3t2cTMYZAjIA5BsmiYjR4587flxBvR3kLUgvpomBkWR7t26yfXr11Os79GjRzJs2DBJ5+YmOTRNuljBgGZVVekS6xQX8fWVDRs2pFiniMiOHTukdPHiAsiHiiLnQZqANHjnnQTH/acMaLdu3SR//vxy/vz5JJ8zcuRI8fDweK0nFhERIYBs3LjxpX8PCAhI4N3FlcQMKCDu6dPL6NGjrfYg6NihgwBSXFVl8zPhFEsMaNy560H8NE0URZGPP/pIrl69mmKtjx8/lpEjR0r6tGkFSLEBteWDYAZITGxfWGJA4/rxBEi92Idq7Ro1khUleRUmk0mWLl0q+d54Q4AUG1BA6tapIyEhIVbRtnDhQsmbK5e4GgwyEORebF+ctMCA3o499wZIz1jHy9vTU1avXm11xzOlBhSQQgULyp9//pliXSIiQUFBUr5MGQGkpaLI2WfuT0sMqIA8ARkLksmGjmdKDSggWTJlkp9++skqUZC///5bWn7wgQBSVlVl1zP9+J82oD169JC8efNKZGRkks8ZNWqUZMqUSfbv35+k47NlyyZTp0596d+S+wv04cOHMnXqVKsao+dDUc++Z0yJARXM79omgGSO9f7HjBljFaN/8eJFmTZtmsWhTaPRKIsXL7ZaKGrp0qUvhKKe7YeUGNC49zhrQHxivf9PP/00Wa8GXsWjR49k6tSpKQpt7ty502rGaP/+/VKpQgUB5H1FkYjn+jElBjSu2OrVx5IlSyQ4ONjia5w5c0ZmzpxpFWN04cIFafvhhwmiIPJcsdSAxhVbvvpYtWqVxePp3r17MmXKFKtEQR4+fCgBAQGSNk0ayaVpMocXd535TxpQk8kkPXr0kDfeeCNJExLi+OGHH8Td3V2CgoKSdPz58+dFURRZtWpVko63R8fHhUO98uWLD4feeskNZg0DGleug3wa+4vPx8tL1q5da7P22ZNnJ0M0em4yhDUNaFx5AjIGc9jZw91dJkyYYJUHrqO5fPlygnDoplf0ozUMaJxDshLz5DvVYJDevXvbZAs6e/Po0SMZPny4pHNzk+yqKtP5JwpibQMaVw5j/bCzozGZTLJ48eL4KMgA/omCPF/+kwa0e/fukilTJtm6datcvnw5vjw7e7Rdu3YyYMCA+H8HBgaKq6urLF++PME59+/fFxGR+/fvyxdffCFBQUFy5swZ2bhxo5QuXVq8vb0lKioqSbps3fHHjh2T2jVqmL1vg0FOvGJQWNuAxpWjmCetAFK/bl2reP+O4OrVq9L1449FURTx0zRZ95p2W8uAPuv9fxzr/Rf28ZH169fbuMW24fkJOZN5MQpiCwMaV6JAAkEyWHnik72Jm5DzVt68r4yC2MqAxjkky0DyW3nikyM4cOCAVK5YUSBpe+/+Jw3oy947AjJ79uz4Y6pXry4dOnSI/3f+/Plfek5AQICImL2/unXrSvbs2cXFxUXy588vH3/8cbLCY7bq+Bs3bkiPHj3ME480TdbEDvrEBoYtDGjczbYCxNPKS2/swbNLQjKrqown4ZIQexnQuHIIpFrsLMNGDRsmK5riSOKWhBTIn19URZHPMG/u/rr2WtuAxpVLmJfeAFLMz082b95sh16wDsHBwVK9ShWJWxISmoT2WtuAxpVHIMOw/tIbe3D58mXp3KmTKIoiRVRVNiSxH/+TBtRZsXbHR0dHy4QJE8TD3V3cVVXGYA4DJmVg2MqAxpXHICNB0hsMki1zZpk6dapT32xr164VHy8v8ztIzGHppLbVVgY0ziFZCpIv1vv/8ssvbXrjppRjx45JnZo1BZC6BoOEJKMfbWVA48o+EP9Yh+T9Jk0kIiLCDj1iGdeuXZNPunYVg6JIIU2TP5PRTlsZ0LhyHqStogggpYoVk+3bt9uhRywjKipKfvzxR8mYLp1kUVX5icSjIM5iQJ03j9e/hA0bNlCyaFF6f/YZze/dI9xo5HPAWXa0cwMGAGEmEw3v3KFbt26ULl6cLVu2OFpaAk6dOkWD+vVp2LAhec+eJViEn4BsjhYWiwK0AE7FxDA4JoafxozB29OTmTNnYjQaHS0vnps3b9KzZ09KlijB2R07WA2sM5ko7Ghhz1AO2GU0shDYu2YNhQsVYtCgQTx48MDR0uKJjo5m3LhxeHt58cvMmYwT4WhMDPZLGPp68gLzRdgNaCdOUK1aNVq1bMm5c+ccLS0eEeH333+niK8vA/v3p+OjR4QbjXwKaI4WlwR0A2ojTp8+TeNGjahbty5ZIyI4CPwMON+OdmbeAOYAe4F0oaHUqlWL5u+/z5kzZxyq686dO/Tt25diRYtyatMmVgAbTSaKOVTVq0kLDAZCTSbevn2bjz76iPJlyrBz506H6oqJiWHSpEl4e3kxb+pUAk0mQmJieBez8Xc2FKANEBoTw1dPnzI2MBAfLy/mzZuXrHSMtuDPP/+keOHCfNGvH20ePCDcaOQzwMWhql6NP7DHaGQOsO3XX/H19iYgICBZ6RhtQUhICPXefpvGjRvjdf48R0SYAGRxqKrkoRtQK3Pv3j369+9PYT8/gtet4xdgm9GI8+5ol5DymL3/BUDQ6tX4+fryzTff2N37NxqNTJs2DW8vL6ZPmMAwo5ETMTE0wTkf+M+TF1ggwi7AcPw4VatWpXWrVg7x/jdu3EjJokX5rFcvmsVGQb7AeaIgiZEe+A44ZTJR9cYNOnTogH/58uzdu9fuWkJDQ2n4zjs0aNCAN86c4bAIk3GeKEhiGIAOQJjRSJ/oaAKHD6dQwYIsXrwYEbGrllu3bvHZZ59RonhxzmzbxipgvclEEbuqsBI2Cw6nYiyNnS9fvlxyZs0qaQ0G+Q7zy/zkvA9xxDvQxMp9kG9A0hgM8kaOHEleBpRSgoODpUSRIkJs2y9aqT22fAeaWDGCzAHJpWmSNk2aJKVuswY3btyQxo0aCSBVVFUOWqkfbf0ONLGyDaRk7PvRdm3bysOHD+3QkyL9+vUTTVXlLU2TX0na5L+kFFu+A02sRIA0jX0/WrliRauk10sK8+bNkyyZMklGVZUfMc/AtkZ7mqC/A031LJwzh6s3b9LHZGIg5nBeaiYDMAT41GTi0rVrLJk/3y71btq4kSMhIdQH/oc5vJyaMQDtgTExMTx58oQpEybYpd6IiAhWrV7NW8Bso5HSdqnVtlTD3JZswPwFC7hxwz47W06cMAHVaGRqTAzvkzqiIInhBUwVoQKwa88e9uzZY5d65/z8M7fu3mWA0Ug/II1darUdugG1IpOnT6dzp04EKgqlVJVNjhaUQtYBxTWN8YrCJ127Mn7yZLvU+2mPHnz//ffscHPDR1WZjnnX+tTKCaC+wcCHQK2aNflz40a71FuuXDmWLFmCMXduihgMDADu26Vm23AD+BQooyhkLVCAtWvX2m1T9R07d1KybFnqAy0UhbN2qdU2RANjAG9VJczdnYkTJ9KyZUu71D1n0SLatG7NIMwbae+yS622QzegViRXrlzMnDWL/fv3k6lcOeoATRWFCEcLSyZhwLsGA+8Aufz9OXT4MFOnTSN79ux2qd/NzY2vv/6a0NOnqd+6NV2BsqrKdrvUbj1uAb2B4opCxJtvsmrVKv7atIkiRezztkdRFFq2bMmp06f5esgQJqRJg4+mMQdw7DSc5PEUGI/5gb8oQwZGjxnD0RMnaNCggd00lC9fnt179zJ//nx2Z89OIYOBbwDnmRf8egRYAxTVNPobDLTr1o3wyEh69uyJptlnzuubb77JwkWLzJPqihalCtBGUThvl9qtj25AbUCZMmXYsXs3ixcv5kDOnBQ2GBiI83v/d4B+QBFFIeSNN1i+fDmbt22jRIkSDtGTJ08e5s2fz549e3AtWZLqwAeKwt8OUZN0YoDJmB/4s9OlY+QPPxASGsp7772Hotg/+JcuXToCAgI4FRZGjWbN6ARUUFV2211J8lkPFFdV+ioKLbt0ITwykr59++Lqav8pUAaDgbZt2xIaEcGXX3/NaBcXfDWNBTi/Q3IS8ybkjYB8VaoQfOQIkyZNImvWrA7RU7lyZfYdOsSsWbPYnCULvgYD32LecDs1oRtQG6EoCq1atSI0IoKBgwfzP1dXfFTVKb1/IzAd8FFVprm5MXTYME6EhdGsWTOHPPCfp0KFCgTt28e8efPYmS0bhQwGhgCOnYT/cjYBpTSNnopCk/btCYuI4MsvvyRNGse/7cmXLx+Llyxhx44dmIoUoTLwoaJwwdHCXkIY0MhgoD6Q09+fQ4cO2TUKkhgZMmRg2LBhnAwNpdJ779EOqKyq7HO0sJdwG+gDFFMUwvPmZeXKlWzYvJmiRYs6WJnZIenUqRNhkZF89uWXjNA0Cmkav2D+tZwa0A2ojUmXLh1Dhw4lNDycGs2bx3v/QY4WFst2zOHRrkD91q0JPX2aQYMGkTatc02BMhgMtGvXjrDISPoNHMiPsd7/QpzjZosE3lcU6gDuZcqwb98+Zs6aRa5cuRwt7QWqVKnC/sOHmTlzJhs9PPA1GPgO5/D+7wJfAEUVhWO5c7Ns2TK2bN9OyZIlHazsRTw9PVn2669s3bqVx4UKUQHzUpFLjhaGOQoyBXMUZGbatHw/ciQnwsJo3LixUzjFz+Lu7k5gYCAhJ09S+p13aAVUU1UOOlpYEtANqJ2I8/63b9+OsXBhKgFtHej9/405HFodcC1ZkqCgIObNn0+ePHkcpChpZMiQgeHDh3MyNJSKjRrRFrP3v99Beu4DAwE/g4H9OXOyePFidgYFUbZsWQcpShoGg4HOnTsTfuYMPfr1Y7im4adpLMUxDokRmIH5gT/FzY2AYcM4GR5O8+bNne6B/zzVq1fn4JEjTJs2jT88PPAxGBgJRDlIz2agtKryKfBeu3aERUTQv39/p4iCJEbBggVZ+fvvbNiwgdsFC1IO+Ai46mhhiaAbUDtTtWpV9h8+zIwZM9gQ6/0PAx7bqf6HmJemFDIY2JktG/PmzSNo3z4qVqxoJwXWwdPTk+W//cbmzZt56OtLeaATcNlO9ZuAuYCPpvE/V1cGDh5MaEQErVq1cvoH/rO4u7vz448/EnLiBCXr16clUF1VOWxHDXFRkI+Beq1aEeakUZDEUFWVrl27Eh4ZSdfevRmiqhTWNFZgP4ckLgpSG8gQGwWZNXs2uXPntpMC61CnTh2Cjx9n4qRJ/ObujreqMgp44mhhL0E3oA5AVVW6dOkS7/0Pi/X+l2G7m02AhYCvpvGjiwufDxhAWGQk7dq1w2BIvcOgZs2aHDp6lKlTp7I6c2Z8VJVAbOv9BwEVVZWOQI1mzQgND2fo0KGkS5fOhrXaFm9vb1atXs1ff/3FzQIFKAN8DFyzYZ1/Ay3joiAlShAUFMT8BQucPgqSGJkzZ2bs2LEcO34cvzp1eB+obTBw1IZ13ge+5p8oyMKFC9m1Zw/lypWzYa22RdM0evToQXhkJB26d2egwUBRTWM1zvHKJo7U++T8F/Cs91+8Xj0+AKobDFb3/vdjDnO2BSo2asTJ0FC+//57MmTIYOWaHIOqqnzyySeER0byUa9eDFZVimgaK7HuzXYBc9i9EhBTuDDbt29n8ZIldluLaA/efvttjoSEMGHiRH6N9f7HYF47aC0eAgGYoyDbs2Zl7ty5BO3fn+qiIIlRqFAh1v75J2vXruWSpyelFIVPMa9ltRZxURBfTWOcqysDvvmGU6dP06ZNm1QVBUmMrFmzMnHiRI4cPcpbVavyHuY11SccLSwW3YA6Ad7e3vy+Zg3r1q3jRqz335WUe/+XMYc1ywMPfX3ZvHkzy3/7DU9Pz5RKdko8PDwYN24cx44fx6dWLZoCdQwGjqXwuo+BYYCvwcAGDw9mzJjB/sOHqVq1aspFOyGaptGzZ0/CIyNp160b/WO9/zWkzCERYBHmB36gptG3f3/CIiNp3759qo6CJEaDBg04euIEo8eMYVGGDHirKuMxr21NCXv4JwpStWlTToWF8e2335I+ffoUa3ZGihQpwl+bNrFq1Soi3nyT4orCZ5jXWjuSf+eoTaXUq1ePIyEhjJ8wgWUZM1rs/UcBgZiXpazOnJkpU6Zw8MgRatasaX3RTkihQoX4c/161q5dy4W33qKkotCD5Hv/AiwD/DSNYZpGj379CD9zhi5duqCqqvWFOxlZs2Zl0qRJBB85Qr4qVWiEeS3hSQuutR+ooqp8CFR4911OhoYyYsQIMmbMaF3RToirqyt9+/YlPDKSll260FdRKK6qrLPgWheBdoqCP/9EQX5ZupT8+fNbWbXzoSgK7733HiGhoYz84QfmpEuHt6oyGfOsY4dgsyy7qRh7JCF+HdevX5dPu3cXQ2zC5+QkkwdEU1Xp06eP3Lp1y8ZKnZsnT57ImDFjxD19eoHkJZOPO75Rw4YSFhZmY6XOjclkkpUrV4pXvnzx/ZKcZPKAFPPzk02bNtlBrXNz+PBhqV6lSny/JCeZPCDZPTxk+vTpTr3xvT24fPmydO7USZTYZ6QjksnrBvQlvKrjN27cKFOnTpWnT5/aTcvRo0flvYYNZe6sWUk6/ucpU6RJo0Zy4sQJGyv7h+joaPnpp59k27ZtSTo+NDRURo4cKXfu3LGxsn+4evWqdP34Y/m8Z88kHb9t2zapV7u2rFu3zsbK/sFkMsmaNWtk9uzZYjQaX3v8rVu3ZMSIERIREWEHdWaioqIkMDBQWjRpItevX3/t8X///be89847MnnyZLveN8eOHZMff/xRHjx48Npjkzt+rYHJZJLly5dLvdq15fDhw689PioqSj7u0EH69etn1/vm2rVrMnz4cDl37lySjl+zZo3MmTMnSePXWhw4cEAa1qsnS5cuTfC5bkAdxKs6PruHR7wnvXnzZgepcy7Wr18vft7eAki+3LmTdE7Tpk0FkBxZssiMGTP+8560iMiJEyek/ttvx//K+Pvvv197ztixYwUQV02TgQMHyr179+yg1Lm5ceOG9OjRIz5ys3Dhwtees2/fvvh+/6BFCzl79qwdlDo3T548kbFjx0qmDBkEkG7duiXpvDQuLgJI2VKlZPfu3TZWmTj6dmZOSGsgQ1gYtWrVolnTpkRGRjpakkMIDw/nvXffpV69euSIiKA5mHfmSyLlgHq3b/PRRx9RrlQpduzYYSupTs3t27fp06cPxYsVI2zLFvok8/x0BgMDY2IY98MP+BYowNy5czGZnC1ZpO15+vQpEydOxNvLi/lTpzIsGWMxjoHAzhUrKOTjw5AhQ3j40BmTRdqeP/74g2J+fnzRrx8fPniAdzLf93cETEePUqlSJdp++CEXLjhjskjroBvQZFIM2GU0shDYt2YNhQsVYtCgQTx4kJr2ZbCcu3fv8uWXX1KkcGGOrl/PMmCLyYRfMq+TDZgnQhDgcuIE1apVo1XLlpw7d876op0Qo9HI1KlT8fbyYuakSQw3GjkRE8M7ybyOqigMBUJNJqrfuEHHjh2pWK6c3fZ3dAY2bNhAyaJF6f3ZZzS/d49wo5G+FlynJRAaE0O/6Gh+/P57fAsUYNGiRYgFxjg1curUKRrUr0/Dhg3Je/YswSL8BGRM5gzpssB+o5GZwMalS/H19mbYsGE8fmyvdDH2QzegFqAAbYBTMTH0f/qUsYGB+Hh5MW/evH+t9280Gpk5cyY+Xl5MHjuWgJgYTsbE0JyUbS5cEQgyGpkLbP/tN3y9vQkICPhXe/9btmyhdPHidO/enffu3CHMaKQ/KdtcOB+wWITtQMyRI/j7+9OubVsuXrxoHdFOSFwUpG7dumSLiOAg8DOQIwXXzAAMB06aTFS8do0PP/yQKv7+7N/vqGSRtufOnTv07duXYkWLErppEyuAjSYTxVJwTQPQGQiLiaFnVBTDAgLw8/Zm2bJl/yqHRDegKSA98C1wymSi6o0bdOjQAf/y5f913v/OnTspX7o0H330EXVv3ybMZGIQYK1EawagPWbvv290NIHDh1OoYEEWL178r7rZzpw5Q7OmTalVqxbpQ0PZB8wCrJlorSpm738G8Ncvv+BTsCDDhw//V3n/9+7d46uvvqJI4cIcWb+epcBWo5FSVqzDE1guwmbgwcGDlC9fnk4dO3L5sr2SRdoeo9HItGnT8PbyYvqECQwzGgmJiaEJKXOKn8Ud+AEIEaHE5ct88MEHVK9ShcOH7Zks0nboBtQK5Ad+EWEb8DQ4GH9/f9q3a5fqvf9z587RqmVLqlatihoSwm5gvgi2SrSWERiB2fsvf/Uqbdq0oWqlShw4cMBGNdqHBw8eMGjQIPx8fdm7Zg0LMb8GsFWiNRXogtn7/zQqiu+GDMHP25vly5enaofEZDIxa9YsvD09+WnMGAbHxHAqJoYWWO+B/zw1gYMxMUwBVi9YgE+BAvzwww88eeKMmVmTztatWylTogTdunXj3du3CTeZGAC42ag+b2CVycRfwM19+yhTpgxdP/6Ya9dsmSzS9ugG1IpUw+z9TwfWLV6MT8GCfP/996nO+3/06BFDhw7F19ubbb/9xlxgj9GIv53q9wJ+FWETcG//fsqXL0/nTp24cuWKnRRYB5PJxLx58/Dx8mJsYCD9nz4lNCaGNtjugf8smYBRmL3/4pcv06JFC2pWq0ZwcLAdarcuO3fupFypUnTp0oW3b98m1GRiMNaLgiSGBnQDwo1GPnr8mG8GDqSwjw8rV65MdQ7JmTNnaP7++9SsWZO0p06xD5iNdaMgifE2cCQmhgkiLJ89G28vL8aOHUt0tDWTRdoRm83vTcUktoxlhHmu6WvLHZB+IC6KIm/lzSvLly8Xk8nkoBYlDZPJJIsWLZK8uXKJq8EgA0HuJbG9g0Hy5cqVpHqaNm0q7yTxuk9BJoNkVVXJmC6d/PDDDxIVFWXjnkg5QUFBUr5MGfPSCEWRs0ls7/pkLmPJqKpJuq6ArAPx0zRRFEW6fvyxXLt2zQ49kTL+/vtvadWypXlphKrKriS29VFsPyZnGUtwEq99AqSewSCA1K5RQ44dO2aHnkgZ9+/fl0GDBkkaFxfJo2myAMSUxPaWdnFJ1jKWSUm87g2QHiCqooiPl5esWbPGqs9IfRlLKiYTMBo4LkLRS5do3rw5NatV48iRI46W9lIOHjxI1UqVaNOmDeWvXuWkycQIzGFVR6IB3YEwo5FOjx7x9YABFPH1ZdWqVU7p/V+8eJH27drh7+9PdHAw2zCH9/M7WhhQD7P3P16EpbNm4e3lxbhx45zS+4+LghTy8WHrr78yB9hrNFLJ0cIAP+BPk4k1wLmdOylRvDg9e/bk5s2bjpb2AiaTiQULFuBboABjRo7kq9goyIfYJwqSGFmBSUCwCG+ePcu7775Lg3r1OHnSkmSRDsJmpjkVY41foM+XP0EKqaoYFEU+6drVabz/y5cvS6eOHUVRFCmqqrLJwvbZ6hfo8yUEpG6s91+nZk2n8f4fPXokw4cPl3RubpJdVeVnkBgL2mfLX6DPlusgn4IYYr3/tWvX2qGXXo/JZJLFixfLm7lzi6vBIANIehTEXr9Any1PQMaAuKuqeLi7y4QJEyQ6OtoOPfV69uzZIxXKlhVAWiiKnLHwnrPVL9BniwlkJYiXpommqtK7d+8UpyHVMxE5CFsYUAGJBvkfSGZVlUwZMsjYsWPlyZMnDmljVFSU/PDDD5IxXTrJqqoyGXO41NK22cuAxt1sq0EKapqoBoP07NlTbt68aeMeezlxKdneyptXNEWRfpjD95a2zV4GNK4cBakV65C8U6+enDx50g699nIOHDgglStWFECaKIqcTkG77GVA48pVkI9BFJDCPj7y119/2aHHXs7Fixelfbt2AkgJVZWtKWiXYB8DGleiQAJBMqiqZM2cWaZMmWJxpjLdgDoIWxnQuHIdpDtm79+3QAH5448/7Na2uKTgBfLnF1VR5DOQm1Zokz0NaFx5AjIKJGOs9z9x4kS75lsNDg6OTwre0GCQU1Zok70NqGB2SFaAeMZ6/3369JHbt2/bvgNjeTYpeBFVlQ1W6Ed7G9C4cgikqqoK2H8TgsePH8v3338v6d3cJFsKoiDPF3sa0LhyCaRT7HdYvHBhi1Kn6gbUQdjagMaVIyBVY73/0T/8YJe2DRs6VACpbTBIiBXb4ggDGleugHSOvdkaP7cjg63YuHGjGBRFCqqq/GHFtjjCgMaVxyAjQdwMBsnm4WGXSW83b96UjOnSibvBID+RsijIs8VRBlQwOyS/gORRVXHRNAkODrZ5P4qIVCxdWhSQviC3rTgmHWFA48o+kPKxDsnPU6cmqz/0SUT/YgQ4CZw1GHDVNHLlsdXqyoTkzpsXTVWJNBgIjdWR2vkbOBGbrzOfl5dd6syUKROZMmbkKnAcSN2rAs3cAI4pClEmE/ny5bNLnS4uLuR54w0eiHAMuG2XWm3LI+AYcFOEbB4epEuXzi715vP0RIDjBgOpewW6GRNwAjinKLi5upI9Z05HS3oB3YA6gENANVWlFVD6nXcIOXmSDz/80C51d+nShWPHj+NXpw7vA3UMBo7ZpWbrcwnoAFQAHvn6smXLFiZMmmSXusuWLUt4ZCQdundnoMFAUU1jNanTIXkMDAN8DQY2ZcnCzJkz2X/oEIpi+3maGTNm5OiJE4wZO5bFGTLgo6qMB57avGbrI8BCwFfTGOXiwucDBhAWGYm3t7dd6l+ybBm///47Z/Llo4Si8Blwyy41W58goKKq0hGo0awZoeHhNGnSxLGiXobNftumYmwVwr0C0gXzRIMivr6yYcMGB7XQzNq1a8W3QAExKIp0x/xu1tK22TOE+xhkBEh6g0GyZc4s06ZNc+iWaMePH5c6NWsKmGcIpyQ0bs8QblyoMZ+miYumyVdffeXQTeSvXbsm3T75RAyKIoU0Tf5MQT/aO4S7D8Q/NtTYrGlTiYyMtEOPvZyoqCgZNWqUZEyXTrKoqkwiZaFxe4Zwz4N8GLsVXalixWT79u0W94P+DtRBWNuAPj/ZZdKkSXad7JIYz+77l1lVZTzm2cLJbaM9DKgJ5Df+mezSt29fu052SQyTySSrVq2Kn5zVC8smZ9nLgD472eW9d9+162SX1xEcHCw1qlYVME/OCrWgffYyoJdAOsbW5Wz7BF+5ckW6dO4cPzlro4VGzR4G9BHIMJB0BoPV9gn+1xvQESNGSNmyZSVDhgySPXt2ady4sZw6deq15y1dulR8fX0lTZo0UrRo0RfWsJlMJhk8eLDkypVL3NzcpHbt2sl6QFjLgMYtt/B+ZrnFjRs3kqzDnly7dk0+6dpVFEURP02Tdcm8AWxtQJ1puUVixC0PypA2rWRR1WRPjLG1Ab0K8hHOsdwiMVK6PMjWBjRuwtWzyy2cxSl+npQuD7KlATWBLAXJHxsF+eKLL+TOnTtWafe/3oDWq1dPZs+eLcePH5fg4GBp0KCB5MuXTx48ePDKc3bt2iWqqsqPP/4oJ06ckG+++UZcXFwSLKgPDAyUTJkyycqVK+XIkSPy3nvviaenpzx+/DhJuqxhQJ11wf/rOHz4cPzSjHeT4f3byoA+u+THmRb8v45nl2YU1bQke/+2MqBPQEbzz4J/ey/5sZS4BBXpk5mgwlYGNG7Jj9czS35SuuDfHphMJlmyZEl8gor+JD1Bha0M6GGQarHPSFss+fnXG9DnuXbtmgCybdu2Vx7zwQcfSMOGDRN8VqFCBfnkk09ExDxQcuXKJaNGjYr/+507dyRNmjSyePHiJOlIiQG9BfIZ5vyOBfLnl1WrVjl9DtznMZlMsmzZMsmfJ4+4JNH7t7YBjQYZj3MknUgJ+/fvl0oVKgggTRVFIuxsQJ+PgvTo0cNpoyCJceHCBWnXtq0AUlJVZZsDDOgxzMu/AKn39tty4sQJO7Tcujx8+FCGDh0qadOkkVyaJrNBjHY2oFdBumKOgvh5e8u6dets0tb/3DKWu3fvApAlS5ZXHhMUFESdOnUSfFavXj2CgoIA824DV65cSXBMpkyZqFChQvwxtiAGmAJ4qyqz0qZlRGAgIaGhvPfee3aZzWhNFEWhefPmnAwPJ2DYMKa4ueGtqswAjHaofz1QQtPooyh80LkzYRER9O3bF1dXVzvUbl3Kli3LzqAgFi1axP6cOfEzGBgI3LdD3SeBdwwGGgH5qlQh+MgRJk2aRNasWe1Qu3XJkycP8+bPJygoCNeSJakOtFQU/rZD3TeBnkAJReFc/vysWbOGP9evx8/Pzw61W5d06dIREBDAqbAwajRrRieggqqy2w51RwNjMT8jl2bMyPgJEzgSEkK9evXsULtt0BwtIA6TyUSfPn2oXLkyRYsWfeVxV65cIedz64Fy5swZv9VV3H8TO+Z5njx5kmB/vzhDfu/evYQaRYgCEn4K24ABBgMnTCY+bNmSgKFDyZkz5wvXTQ7R0dGcP3+eAgUKWHQ+wOnTp8mfPz8uLi4WX6NXr140a9aMgIAAPl66lIkGAz+YTC8k9X6C+Tt8vs9extOnT3nKi/0YAQxUFNaLUKlMGbaPHk3x4sWBF7+LpCIinDp1ikKFClnsyFy5cgVXV9dEHbvX0bBhQ2rUqMGECRMYN2YMs0wmvjUaaUXCtWQPY/97//7917Y5KioKEXmhH28DgcDPQL433mDRjz/SoEEDFEWxuB/BPJ7y5ctnsSPz6NEjrl69iqenp8UaChcuzPqNG/nll18IGDQI31u36C1CH8wb3McRt4Hgo0ePXtvmBw8emP9LwjH5FJgJjDQYMLq58d3XX/PJJ5/g6urK/fuWu0BXr17FxcXF4vEkIoSGhlKoUCGLNWTOnJlpP/9Mx06d6N+vH5VDQmgBfAsv7PdrFCE6OjpJY0dEeMyL9/ZfwABVJdJopEvHjnw9aBBZs2bl8ePHFm/3+PjxY65cufLK8RSnV0Qsun6SsNlv22TSrVs3yZ8/v5w/fz7R41xcXGTRokUJPvvpp58kR44cImJ+RwrIpUuXEhzTokUL+eCDD156zYCAACE25KMXvehFL3r595SIiIgUWKbEcYpfoD179mTNmjVs376dvHnzJnpsrly5uHr1aoLPrl69Sq5cueL/HvdZ7ty5ExxTsmTJl15z4MCBfP755/H/vnPnDvnz5+fcuXNkypTJkiY5hHv37vHmm29y/vx53N3dHS0nyaRW3ZB6teu67Yuu2/7cvXuXfPnypShy9DocakBFhF69erFixQq2bt2apNCOv78/mzZtok+fPvGfbdiwAX9/fwA8PT3JlSsXmzZtijeY9+7dY+/evXTv3v2l10yTJg1p0qR54fNMmTKlukED4O7uruu2M6lVu67bvui67Y/BYLupPg41oD169GDRokWsWrWKjBkzxr+jzJQpE2nTpgWgffv25MmTh5EjRwLQu3dvqlevzpgxY2jYsCFLlizhwIED/Pzzz4B5AkyfPn0YPnw43t7eeHp6MnjwYN544w3nTAWlo6Ojo5MqcagBnTJlCgA1atRI8Pns2bPp2LEjAOfOnUvgQVSqVIlFixbxzTff8PXXX+Pt7c3KlSsTTDz66quvePjwIV27duXOnTtUqVKFdevW4ebmZvM26ejo6Oj8N3B4CPd1bN269YXPWrRoQYsWLV55jqIofPfdd3z33XcW6UqTJg0BAQEvDes6M7pu+5Nateu67Yuu2/7YQ7siSbFiOjo6Ojo6OglwqkQKOjo6Ojo6qQXdgOro6Ojo6FiAbkB1dHR0dHQsQDegOjo6Ojo6FvCvN6AjR46kXLlyZMyYkRw5ctCkSRNCQ0Nfe96yZcsoVKgQbm5uFCtWjD/++CPB30WEIUOGkDt3btKmTUudOnUIDw93qO7p06dTtWpVPDw88PDwoE6dOuzbty/BMR07dkRRlASlfv36DtU9Z86cFzQ9v+TIGfu7Ro0aL+hWFIWGDRvGH2Pr/p4yZQrFixePX+ju7+/Pn3/+meg5jh7blmp3hvFtiW5nGN+W6HaG8f0yAgMD49f7J4ZdxrnNkgQ6Cc6656gtdLdp00Z++uknOXz4sJw8eVI6duwomTJlkgsXLsQf06FDB6lfv75cvnw5vlhzP0NLdM+ePVvc3d0TaLpy5UqCY5yxv2/evJlA8/Hjx0VVVZk9e3b8Mbbu799//13Wrl0rYWFhEhoaKl9//bW4uLjI8ePHX3q8M4xtS7U7w/i2RLczjG9LdDvD+H6effv2yVtvvSXFixeX3r17v/I4e43zf70BfR5n2XPUFrqfJyYmRjJmzChz586N/6xDhw7SuHFjGyh8OUnRPXv2bMmUKdMr/55a+nvcuHGSMWPGBEbX3v0tIuLh4SEzZsx46d+ccWw/S2Lan8cZxncciel2xvEdR3L629Hj+/79++Lt7S0bNmyQ6tWrJ2pA7TXO//Uh3OdJrXuOJkX38zx69IinT5++cM7WrVvJkSMHvr6+dO/enZs3b1pV67MkVfeDBw/Inz8/b775Jo0bNyYkJCT+b6mlv2fOnEmrVq1Inz59gs/t1d9Go5ElS5bw8OHD+NzQz+OMYzup2p/HGcZ3UnU72/i2pL8dPb579OhBw4YNXxi/L8Ne49wpdmOxF47cczQlJFX38/Tv35833ngjwSCpX78+77//Pp6enkRERPD111/zzjvvEBQUhKqqDtHt6+vLrFmzKF68OHfv3mX06NFUqlSJkJAQ8ubNmyr6e9++fRw/fpyZM2cm+Nwe/X3s2DH8/f2JiooiQ4YMrFixgsKFC7/0WGcb28nR/jyOHN/J0e1M49vS/nbk+AZYsmQJhw4dYv/+/Uk63l7j/D9lQHv06MHx48fZuXOno6UkC0t0BwYGsmTJErZu3ZpgwkKrVq3i/79YsWIUL16cAgUKsHXrVmrXru0Q3f7+/gm84EqVKuHn58e0adMYNmyYVTUlBUv6e+bMmRQrVozy5csn+Nwe/e3r60twcDB3795l+fLldOjQgW3btiXZEDkSS7U7enwnR7czjW9L+9uR4/v8+fP07t2bDRs2OF0+8/9MCDduz9EtW7ZYdc/RVx1jLZKjO47Ro0cTGBjIX3/9RfHixRM91svLi2zZsnH69GlryI3HEt1xuLi4UKpUqXhNzt7fDx8+ZMmSJXTp0uW1x9qiv11dXSlYsCBlypRh5MiRlChRgvHjx7/0WGca28nVHoczjG9LdMfhyPFtiW5Hj++DBw9y7do1SpcujaZpaJrGtm3bmDBhApqmYTQaXzjHXuP8X29ARYSePXuyYsUKNm/enKw9R5/lVXuOxhG352hS3yfYQjfAjz/+yLBhw1i3bh1ly5Z97fEXLlzg5s2bCTYfTwmW6n4Wo9HIsWPH4jU5c3+Debr8kydPaNu27WuPtXZ/vwyTycSTJ09e+jdnGNuJkZh2cPz4fhWv0/0sjhjfryIpuh09vmvXrs2xY8cIDg6OL2XLluXDDz8kODj4paFiu43zpM+BSp10795dMmXKJFu3bk0w1frRo0fxx7Rr104GDBgQ/+9du3aJpmkyevRoOXnypAQEBLx0CnTmzJll1apVcvToUWncuLFVp51bojswMFBcXV1l+fLlCc65f/++iJhnsX3xxRcSFBQkZ86ckY0bN0rp0qXF29tboqKiHKb722+/lfXr10tERIQcPHhQWrVqJW5ubhISEpKgbc7W33FUqVJFWrZs+cLn9ujvAQMGyLZt2+TMmTNy9OhRGTBggCiKIn/99ddLNTvD2LZUuzOMb0t0O8P4tkR3HI4c36/i+Vm4jhrn/3oDCry0PLuWqXr16tKhQ4cE5y1dulR8fHzE1dVVihQpImvXrk3wd5PJJIMHD5acOXNKmjRppHbt2hIaGupQ3fnz53/pOQEBASIi8ujRI6lbt65kz55dXFxcJH/+/PLxxx+/sCbN3rr79Okj+fLlE1dXV8mZM6c0aNBADh06lOC6ztjfIiKnTp0SIP4h9Cz26O/OnTtL/vz5xdXVVbJnzy61a9dOoMUZx7al2p1hfFui2xnGtyW6RRw/vl/F8wbUUeNc385MR0dHR0fHAv7170B1dHR0dHRsgW5AdXR0dHR0LEA3oDo6Ojo6OhagG1AdHR0dHR0L0A2ojo6Ojo6OBegGVEdHR0dHxwJ0A6qjo6Ojo2MBugHV0dHR0dGxAN2A6ujo6OjoWIBuQHV0dHR0dCxAN6A6Ov8Rrl+/Tq5cuRgxYkT8Z7t378bV1fWFnSt0dHRej54LV0fnP8Qff/xBkyZN2L17N76+vpQsWZLGjRszduxYR0vT0Ul16AZUR+c/Ro8ePdi4cSNly5bl2LFj7N+/nzRp0jhalo5OqkM3oDo6/zEeP35M0aJFOX/+PAcPHqRYsWKOlqSjkyrR34Hq6PzHiIiI4NKlS5hMJs6ePetoOTo6qRb9F6iOzn+I6OhoypcvT8mSJfH19eV///sfx44dI0eOHI6WpqOT6tANqI7Of4gvv/yS5cuXc+TIETJkyED16tXJlCkTa9ascbQ0HZ1Uhx7C1dH5j7B161b+97//MX/+fNzd3TEYDMyfP58dO3YwZcoUR8vT0Ul16L9AdXR0dHR0LED/Baqjo6Ojo2MBugHV0dHR0dGxAN2A6ujo6OjoWIBuQHV0dHR0dCxAN6A6Ojo6OjoWoBtQHR0dHR0dC9ANqI6Ojo6OjgXoBlRHR0dHR8cCdAOqo6Ojo6NjAboB1dHR0dHRsQDdgOro6Ojo6FiAbkB1dHR0dHQs4P+ZaBAYJGNT0gAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1)\n",
    "\n",
    "r = 0.94 * a0 / 3\n",
    "\n",
    "lower_half_geometry = 0\n",
    "for site in bottom_sites:\n",
    "    lower_half_geometry += make_unit_cell(s, a0, r, h, x0=site[0], y0=site[1])\n",
    "\n",
    "r = 1.05 * a0 / 3\n",
    "top_half_geometry = 0\n",
    "for site in top_sites:\n",
    "    top_half_geometry += make_unit_cell(s, a0, r, h, x0=site[0], y0=site[1])\n",
    "\n",
    "hole_geometry = lower_half_geometry + top_half_geometry\n",
    "lower_half_geometry.plot(z=0, ax=ax, facecolor=\"red\")\n",
    "top_half_geometry.plot(z=0, ax=ax, facecolor=\"green\")\n",
    "\n",
    "ax.set_xlim((2, 4))\n",
    "ax.set_ylim((2, 4))\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7c22fa31-f637-455d-9a6a-c77325d07899",
   "metadata": {},
   "source": [
    "To perform the FDTD simulation, we need to define the material property, sources, and monitors. \n",
    "\n",
    "The slab is made of GaAs. We will directly use our [material library](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/material_library.html) to define its optical property. \n",
    "\n",
    "For the source, we want to create a circularly polarized [PointDipoles](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.PointDipole.html), which can be defined by two cross-polarized dipoles with a 90-degree phase shift. For the monitor, we will add a [FieldMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FieldMonitor.html) to visualize the unidirectional propagation of the edge mode. Additionally, we will also use two [FluxMonitors](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FluxMonitor.html) to measure the transmission power to the left and right. This will help us determine the topological band gap."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "4c0532fb-d7ad-44dd-bf24-722ad8c7e99e",
   "metadata": {},
   "outputs": [],
   "source": [
    "GaAs = td.material_library[\"GaAs\"][\n",
    "    \"Palik_Lossy\"\n",
    "]  # use the material property from the built-in library\n",
    "\n",
    "# create the GaAs slab structure\n",
    "slab = td.Structure(geometry=td.Box(center=(0, 0, 0), size=(td.inf, td.inf, h)), medium=GaAs)\n",
    "\n",
    "# create the air hole structures\n",
    "holes = td.Structure(geometry=hole_geometry, medium=td.Medium())\n",
    "\n",
    "# Place the dipole source in the center of the \"shrunken\" site at the interface\n",
    "dipole_pos_x = (Nx // 2 - 1 / 2) * a0\n",
    "dipole_pos_y = (Ny // 2 - 1) * a0 * np.sqrt(3) / 2\n",
    "\n",
    "# create a dipole polarized in the x direction\n",
    "dipole_source_x = td.PointDipole(\n",
    "    center=(dipole_pos_x, dipole_pos_y, 0),\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth),\n",
    "    polarization=\"Ex\",\n",
    ")\n",
    "\n",
    "# create a dipole polarized in the y direction with a pi/2 phase\n",
    "dipole_source_y = td.PointDipole(\n",
    "    center=(dipole_pos_x, dipole_pos_y, 0),\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth, phase=np.pi / 2),\n",
    "    polarization=\"Ey\",\n",
    ")\n",
    "\n",
    "# create a field monitor to visualize the field distribution\n",
    "field_monitor = td.FieldMonitor(size=(td.inf, td.inf, 0), freqs=[freq0], name=\"field\")\n",
    "\n",
    "flux_monitor_left = td.FluxMonitor(\n",
    "    size=(0, 4, 4), center=(Nx * a0 / 2 - 3, 2.6, 0), freqs=freqs, name=\"flux_left\"\n",
    ")\n",
    "\n",
    "flux_monitor_right = td.FluxMonitor(\n",
    "    size=(0, 4, 4), center=(Nx * a0 / 2 + 3, 2.6, 0), freqs=freqs, name=\"flux_right\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "842fb85e-3f55-4063-8f55-3865ca4447d6",
   "metadata": {},
   "source": [
    "Create the [Simulation](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html) and visualize it to ensure the sources and monitors are set up correctly. In this case, we use the absorber boundary in the x and y directions since the photonic crystal structure is not translationally invariant, which might cause the simulation to diverge if PML is used.   "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "147f9269-56c8-4a9a-8e4a-15f15ce74fa9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "buffer = 0.8 * lda0  # buffer spacing\n",
    "\n",
    "# create the simulation\n",
    "sim = td.Simulation(\n",
    "    center=dipole_source_x.center,\n",
    "    size=((Nx - 4) * a0, (Ny - 4) * np.sqrt(3) * a0 / 2, h + 2 * buffer),\n",
    "    grid_spec=td.GridSpec.auto(min_steps_per_wvl=20),\n",
    "    run_time=2e-12,\n",
    "    structures=[slab, holes],\n",
    "    sources=[dipole_source_x, dipole_source_y],\n",
    "    monitors=[field_monitor, flux_monitor_left, flux_monitor_right],\n",
    "    symmetry=(0, 0, 1),\n",
    "    boundary_spec=td.BoundarySpec(\n",
    "        x=td.Boundary.absorber(num_layers=60),\n",
    "        y=td.Boundary.absorber(num_layers=60),\n",
    "        z=td.Boundary.pml(),\n",
    "    ),\n",
    ")\n",
    "\n",
    "sim.plot(z=0)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "04238258-e655-4653-bffe-34235c96122f",
   "metadata": {},
   "source": [
    "Run the simulation in the cloud. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "a2d1aa38-17db-4cc4-b9b7-5ba8beb21c89",
   "metadata": {},
   "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\">13:26:45 CEST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'RCP'</span> with task_id                                   \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-10f91391-0d82-4828-8e8b-92f901b96a11'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>. \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:26:45 CEST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'RCP'\u001b[0m with task_id                                   \n",
       "\u001b[2;36m              \u001b[0m\u001b[32m'fdve-10f91391-0d82-4828-8e8b-92f901b96a11'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m. \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>View task using web UI at                                         \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-10f91391-0d82-4828-8e8b-92f901b96a11\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-10f91391-0d</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-10f91391-0d82-4828-8e8b-92f901b96a11\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">82-4828-8e8b-92f901b96a11'</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=502521;https://tidy3d.simulation.cloud/workbench?taskId=fdve-10f91391-0d82-4828-8e8b-92f901b96a11\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=124858;https://tidy3d.simulation.cloud/workbench?taskId=fdve-10f91391-0d82-4828-8e8b-92f901b96a11\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=502521;https://tidy3d.simulation.cloud/workbench?taskId=fdve-10f91391-0d82-4828-8e8b-92f901b96a11\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=408780;https://tidy3d.simulation.cloud/workbench?taskId=fdve-10f91391-0d82-4828-8e8b-92f901b96a11\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=502521;https://tidy3d.simulation.cloud/workbench?taskId=fdve-10f91391-0d82-4828-8e8b-92f901b96a11\u001b\\\u001b[32m-10f91391-0d\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=502521;https://tidy3d.simulation.cloud/workbench?taskId=fdve-10f91391-0d82-4828-8e8b-92f901b96a11\u001b\\\u001b[32m82-4828-8e8b-92f901b96a11'\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/9b36e144-ddb6-41f8-8dd8-30b62b26a870\" 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=267952;https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "82a0444c6d05448d8d912919e8368bfd",
       "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\">13:26:50 CEST </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.615</span>. Minimum cost depends on task      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>FlexCredit cost after a simulation run.                           \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:26:50 CEST\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.615\u001b[0m. Minimum cost depends on task      \n",
       "\u001b[2;36m              \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed \n",
       "\u001b[2;36m              \u001b[0mFlexCredit cost after a simulation run.                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">13:26:51 CEST </span>status = success                                                  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:26:51 CEST\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "e4daff472ee34d6a8553c1c60dcb2e79",
       "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\">13:27:00 CEST </span>loading simulation from simulation_data.hdf5                      \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m13:27:00 CEST\u001b[0m\u001b[2;36m \u001b[0mloading simulation from simulation_data.hdf5                      \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data = web.run(simulation=sim, task_name=\"RCP\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "48ccce9d-9f57-4ff5-b144-3367b46af0ef",
   "metadata": {},
   "source": [
    "## Result Visualization\n",
    "\n",
    "First let's plot the field intensity distribution to observe the unidirectional propagation of the chiral edge mode at 920 nm. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "6d73c66f-6a72-41ea-a38a-5e4fcd6f6a0d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# plot field monitor data\n",
    "sim_data.plot_field(\n",
    "    field_monitor_name=\"field\", field_name=\"E\", val=\"abs^2\", eps_alpha=0.2, vmax=5e6\n",
    ")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c6257f8a",
   "metadata": {},
   "source": [
    "We can infer the frequency range of the topological band gap from the region of frequencies in which propagation to the left is strongly suppressed, which appears to be around 900 to 950 nm."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "ddb3bff6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Extract flux data from simulation results\n",
    "flux_left = np.abs(sim_data[\"flux_left\"].flux)\n",
    "flux_right = np.abs(sim_data[\"flux_right\"].flux)\n",
    "\n",
    "plt.plot(ldas, flux_right / flux_left, color=\"red\")\n",
    "plt.xlabel(\"Wavelength (μm)\")\n",
    "plt.ylabel(\"Flux ratio\")\n",
    "plt.grid(True)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "19496484-7c21-4542-8852-d32b541b8ee6",
   "metadata": {},
   "source": [
    "## Final Remarks\n",
    "\n",
    "In Fig. 1C and D, the band structures of the TE modes of the two photonic crystals are shown. In this notebook we did not explicitly calculate the band structures but they can be calculated by using the approach introduced in the tutorial [here](https://www.flexcompute.com/tidy3d/examples/notebooks/Bandstructure/).\n",
    "\n",
    "We only simulated a right circularly polarized dipole source in this notebook, which couples to the right propagating mode. Similarly a left circularly polarized source can be simulated by adjusting the phase difference to -pi/2. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "65c8b5f7-6d41-4390-8e4c-618eaaa42ebd",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "applications": [
   "Photonic crystals",
   "Quantum emitters"
  ],
  "description": "This notebook demonstrates how to model a topological photonic crystal that supports chiral edge states in Tidy3D FDTD.",
  "feature_image": "./img/topological_phc.png",
  "features": [],
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "keywords": "two photon absorption, TPA, FCA, free carrier absorption, silicon, photonics, waveguide, Tidy3D, FDTD",
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.12"
  },
  "title": "Topological Edge States in a Photonic Crystal | Flexcompute"
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
