{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "03658363",
   "metadata": {},
   "source": [
    "# ECE 606 Lecture 2.2: Applications of elemental and compound semiconductors\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 37094](https://nanohub.org/resources/37094) — [video](https://nanohub.org/resources/37872) · [slides](https://nanohub.org/resources/37871) · [YouTube](https://youtube.com/watch?v=hfQxe5XZDEQ)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- elemental semiconductors: Si for transistors (a \\$260 billion industry), Ge as its larger and heavier neighbour\n",
    "- SiGe is a random alloy: no long-range order, interfaces that are not atomically flat, and bonds that do not all have the same length\n",
    "- strained Si on a SiGe substrate: the top layer is forced to the lattice constant of the layer below, the bonds deform, and band gaps, effective masses and mobilities change\n",
    "- III–V compounds (InP, GaAs, InGaAsP) for light-emitting diodes, lasers and detectors: different gaps enable heterostructures and \"artificial atoms\" with designed wavelengths\n",
    "- II–VI Hg₁₋ₓCdₓTe for far-infrared detectors, IV–VI PbS for the first diodes, and the materials as a Lego-like toolbox limited by lattice mismatch and stability\n",
    "\n",
    "**In this notebook** relaxes a random Si₀.₅Ge₀.₅ crystal with the Keating valence force field and shows its three bond lengths, computes the band edges of Si strained on a SiGe substrate with strain-dependent tight binding, designs the emission wavelength of a GaAs/AlGaAs quantum well with the effective-mass Schrödinger equation (checked against the analytic finite-well levels), and maps the HgCdTe gap against composition and temperature as on the lecture's slide."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "f5f13510",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:38:05.878690Z",
     "iopub.status.busy": "2026-10-24T22:38:05.878598Z",
     "iopub.status.idle": "2026-10-24T22:38:06.403203Z",
     "shell.execute_reply": "2026-10-24T22:38:06.402612Z"
    }
   },
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import opennemo as nemo\n",
    "from opennemo.visualization import style\n",
    "\n",
    "style.use(notebook=True)\n",
    "from opennemo.core.units import HBAR2_2M0\n",
    "from opennemo.models import mechanics as M\n",
    "from opennemo.structures.structure import Structure\n",
    "from scipy.optimize import brentq"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8b0ef9a3",
   "metadata": {},
   "source": [
    "## 1. Elemental semiconductors: Si and Ge\n",
    "\n",
    "Silicon carries the transistor industry, which Klimeck puts at about \\$260 billion a year. Germanium\n",
    "sits one row below it in column IV: one more electron shell, heavier and larger atoms and so a larger\n",
    "lattice constant. The two are completely miscible and form the alloy Si₁₋ₓGeₓ, and the difference in\n",
    "their lattice constants is what the rest of the lecture keeps returning to."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "e57854db",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:38:06.404960Z",
     "iopub.status.busy": "2026-10-24T22:38:06.404783Z",
     "iopub.status.idle": "2026-10-24T22:38:06.411269Z",
     "shell.execute_reply": "2026-10-24T22:38:06.410837Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Si: a = 0.5431 nm, bond 0.2352 nm\n",
      "Ge: a = 0.5658 nm, bond 0.2450 nm\n",
      "lattice mismatch (a_Ge − a_Si) / a_Si = 4.18 %\n"
     ]
    }
   ],
   "source": [
    "B = nemo.structures.materials.load(\"boykin2004_sp3d5s\")  # sp3d5s* + spin–orbit, with strain tables\n",
    "a_si, a_ge = B[\"Si\"].lattice_constant, B[\"Ge\"].lattice_constant\n",
    "d_si = nemo.structures.lattice.from_material(B[\"Si\"]).nearest_neighbor_distance\n",
    "d_ge = nemo.structures.lattice.from_material(B[\"Ge\"]).nearest_neighbor_distance\n",
    "print(f\"Si: a = {a_si:.4f} nm, bond {d_si:.4f} nm\")\n",
    "print(f\"Ge: a = {a_ge:.4f} nm, bond {d_ge:.4f} nm\")\n",
    "print(f\"lattice mismatch (a_Ge − a_Si) / a_Si = {100 * (a_ge / a_si - 1):.2f} %\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "346cd1f5",
   "metadata": {},
   "source": [
    "The 4.2 % mismatch looks small, but it is large for a crystal: a layer of Si grown on Ge would have\n",
    "to stretch every bond by that amount.\n",
    "\n",
    "## 2. SiGe is a random alloy\n",
    "\n",
    "In a SiGe crystal the atoms occupy the same diamond lattice as in Si, but which site holds Si and\n",
    "which holds Ge is random. The lecture's picture shows a few Ge atoms (dark) scattered through the Si\n",
    "matrix. Klimeck lists three consequences: there is no long-range order, the interfaces of SiGe layers\n",
    "are not atomically flat, and the bonds do not all have the same length.\n",
    "\n",
    "![Slide 4: SiGe random alloy below a Si layer](attachment:slide_004_crop.png)\n",
    "\n",
    "*Slide 4: a random SiGe alloy under a Si layer. The Ge atoms (dark) have no long-range order, and the interface is not atomically flat.*\n",
    "\n",
    "The virtual-crystal approximation (VCA) replaces the alloy with an average crystal: one lattice\n",
    "constant interpolated linearly between Si and Ge (Vegard's law) and one bond length\n",
    "$d = \\sqrt{3}\\,a/4$. The cell below tests that picture on a random crystal. It fills\n",
    "4 × 4 × 4 cubic cells (512 atoms) with Si and Ge at random, $x = 0.5$, and relaxes the atom positions\n",
    "and the cell with the Keating valence-force-field model (bond-stretching and bond-bending springs\n",
    "fitted to the elastic constants of Si and Ge)."
   ],
   "attachments": {
    "slide_004_crop.png": {
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xGI+TBuWKZpN+cFy69c4CoesQuzuGmXbz+qlkc3cDkk/kdIOexaXKlvdOJXk9NckPz5s9PKw7T0ILm/CDQsBiCy08qqrCaYTyimFeG3ljWIkXMt08yFKTp5zHmt3DNMXDw/wVKIrr3mwj9URqNcL5wvPr52Z0nuqq60KXmMD51XW7nSgaLlbT5O+upCJYsEpUlGvLAAQOCkMnWQxuKggvzlc4lvOBfec0Pa3xtYYBQQQvOel+z6Pz/gjyiqffP5c1rcweJobm6SaQq7UEx+pBAj+51TP5Wugpb7mJD6BXujz9wNhPezRN5eBJpZYfa7w2heWdmdEs65Iz4w+jid1hQlgTvvy36cYknwUij7tNFp9kRG85UFVb7uWktRcS7ZZDlm+CcAOfq5dCEqEXw4ti9+CUYne7Zcc7kUP5n6+kcjFSKdXxyGJkFfyWH4cIRWjo8ReOPzmhidSUhvPFNLbCWuflZJ0XOdUJK2RGwTOdGF8BCAt9QfQ9D1qB/u/eKCWWP1b73QbVsToHHDOBR02qhaX5A8WOT8WBfDjPPe4SFCZpbbftnIQgtLLbxbS6PN0KrHjRlyjyMp1l6XwNhfVHhgG4L4ggsf+MjYbtf0ro2K0Wi9lsQYPdx800r3a+ed+EoczucbXI0my22gK5ljqRzxjklR40uoFIp9eLKR6tqfFl58wuOKxorEFUmdWoR6+MS1PtLVs68Xgy/ivHF0+H3HOGTztcSmB7TjvUl5XUku0TvmslOgnOkyym5sJv9AkUxXynA7hV+ictwf/pbq6qFsQCZh8TfGBzk+rwWAzHInyEzSVLmscnLAEFHW7ncyDB+KSQEGPhrYNQ6nOnyQ3vBcDOI/QbDAMmG+oPqVKLUseCQU/wFHHGTHhWqevpTYkh68w7fdjXm7lwyNvtEqvMBl3oO+8XIbesxWqVvUSi0gqnXNNZj0WY+ZYpmncsIP8PN2Ncq91k0CUZV7Iboq7+PcpN6rP/bfck7D+A90uPs3J7+QJN+UG8qKR6w+HQM8MYsZ+z5dILTjC/ZECnMjzQL/xuCKKz1P6nGWA1xO9bNm5j7M9bdtKYxuC/DqL6JW8b/6QvBiLPrgsdhlLENefES7nsMnzac3VzAso0YGuouY4OnS33rHdIWqok+8ul8S5KtfpTlUIiCH/yjlEKfhA3vi5Ra8UySOQikZKlSoHbc6JX7sMVPariPHhiFrWVBCub06UnFWA+BlWdx1Xs3goEomlHAwnnMx/k/SGLHxUqbBF8kffr5Rq6/jEqci/5IPPtbhlbW4+B73K/exKk5ggiFKnZF9/j+PM64/8SgtTMJxcOt4E6qbgqMyzcGekh9RcIgmSDEcq2m/fbA3yEj9thqSTwcZSwvHKRoh4xU5HMRHH50MSxLyQB7590hsQ2BFdIm1ygIGLIUw1dM4UVmxrvHCuz8Rkvm7N+B1nJ8sAhgdkVXsI0Z7sdtwxDS1nvbbqluusm11D3tfztfLw7gswA3rDywCf2sCoFAQJQNArrL/kgq0dFjYFnO9XicV96spccQeMYK3ynIwzOMcg25ifRRYN9yVZITXxifEZbunGfaKHnCEIWB+2hZsbQYv8FpY6VL/cHcYDqriZKUtL84WGXwuFObDKDpsfU+naRzOxOS68BDKse15GZGUqRFYqYyIgXYhwSYdBPnPX7ieu31l7liaRbKntbW4ictc6Wbw2vDg0Frx488R6nYSfqq57xcPWO+BpWZwe0f+JY77ekpyOvfJzj48VHjzg4foEgwUL1sYkXiwBfW+y3funUvhB3IVoxCkK+bBv+/z+MoxuUzggiCVKUMjYiovIz6rLbwijAf4kghBXayq0EAKKOAH1mXOC15Xq9jOo2ncsJf78+RUaR0fzBzoi0ZIkAFAnNGFyNqFR7UjYJkP/i0UxUrJHDGAW+74vcYWawwgwEerwwvRNXxX9FWKbuECOnvAYB6x98MP/0n/aKfGx0D+sSrSx8J1AAu09Ul8+tmH/gwIUPuHdssH1hCwi3+w2+ejlZt0SPntluZMksvgyfZJ1144MIQbrf+YjDM4J0RA2F0zZstDkrE1htILUiRelFHYSwskTZZKhVj4cvse67fGpM77vEumwmnhwN6OWtGoZoooGsYkqous7Zi/FOKtlAsfoGqS//vVR3MQdT3U43ZspB59ztnjQP9lznSlJe9c1Fa3qvVhGfQjIazSF8TWA9zP2ntp8+utZAP4Q0zOVA1kEADFOrwXk1/wNHtEHwh49qiBylxs7cBg3/6JU6yALbHhv2KJBbBr7zntDa68YHYSMGCNJJvtfRBdekE5yzmI6MWroggCxVAwGIrAEQz6nkOYIQUvwJCqRzW+D1Outeiju6oHIYgpA8zgggiLbsxaS1khVVwsDm2AJvhtvkqc9H5Efoqi6MVSL0MnV2qr7rYXOa8m7Xq/XOWXoHrzJHIzRz0QOOnJGZb7UapMRr1kOi0+5xrTTFzdk3Jq1RZ/jC62fh73/iiDdMhsEIwqfrA9Q7WyBI8LIXEyx5d852qoAjWkQi+nRyylgsqoMQQb5nCJKcEUSMMs7BcliqawUMSLbsF1Z4fCUGAYYErJqjYKGAZLxj242hSwfl821HmYUcT/lYEFnxzdVsGLmf5lsrBV3etf+Mx5GC1pUSasz9Ut0Y2RrStz0akPY2Y0Qx3tB3WxjwUkcghgKvuKiLQc3M8YA0as4C3+bPG9qoIG86uE0j78AusKHiM4S8/7HZ4Q5UEW5KZlKCD5FR5CvT/WwgjreqpyokeYr4DkEsBkm+H4KA1Z50ojOCRJpLCkAzfxhLoTBAfLAfaPuOXtZBLEIgjbNv5pdko0U2SZ8k/X7kxmvklos/WTgnJRWO23Fgmvwcy5vv9+vgNMzBLTMH2sSBo72bFQxDIj48ZPb7uO3b41PwSkAyqb069Y9NSXbeBK5p11eRVCUPcFLntWcIAjOjTcm5bdowuK9x8DOAvP8RoMy+6HpT3JOSaMBnwzwleqUOwm3PG2I2ZjslT2lHmmrpOasd28erCIJpFmQ2cScRBvQ70DrBlwwokhhaBvw7oCF5K6v9jCAxWcSYZ0f1dKUAo45Fz3KEJ5MpX20REjQcgih1SVA9XYiDHKMWuXxFm906tXV270lTB2XtATMqQ8+taNZB5L5tRpYkqoWsxURGE6qr5rpa2oHYKOgwMDKLTZ9wt+NgXliqvYIg/gSv6dHI8QAu5jBMTpCbzcRfUQ9IMgV12MKzTHPKLAy84JTheD7e7UgQW25I8MPoQ7xAR2abspD1og6y3KOByA1rpXR28bB7OtP/FQQRcAAk0NgbJl02VDoOWQAboO53iS1nBPlmBAlA3lJGU4sp4OLnrV1bVdGxDsLgpGZpDBmKAyUx/ut6D1IIicZLVEO0pBEW9O3HzVUHUazBs/gMBEib11Q+2WYotSD/0UjNdoLO8txGeBQYMUXez0r+6y5DvMmyxcYNfwO3pGSVIwhPxt6Q2Y2vH58nUxI3is7L2fsHWNrcbPCxgTHE2wq0HqB5VHutFyMjdk/TGMvlw+6pA/tXEYS1kSRNs0E/6A/Hk37ajVUW5TEcD9MhBgj7yRlBvg1BvLGYV2R7YNX1a6xjJmjGU9q/qxJG3s0VrKDxuudYZI2VhK73kqnsO1dL6Ez4cWc423D+FZ2ZtY34gxm/5ipO3LQWW69EkI5oQghgsi2nth5lYcVwA5IQa+YiAoMAAeyy7nveF0THUAyN+tMVgIsn3U3Ync1jkKATgTAQ+wkLvSu+jCc/QzlddB6L+UdqqRyd2q2I+APofqBpj+3lpePUcrcFRiCKDII5AWe/859wE7+axQgpppgnX3Tni9V2tRrH/U6cYFw/6c4gXLSaJYxFzgjybQiCUvjjquSTcbpfa766u97YsWKQcEAQZQ7JjpM0WG6IPJevTb6RhlrXFGXN6OfRdLlhKLKOmTbMERugKROvtpstf60AOOAkov4iiSqEqAukL/x/C0YJbgn0YrdzfGexwHcpALB8Qrr3nit+KJTpLzac7NuzNZ3HIDOcDWfcbKe4AJz/eTqvW5LxzZlQ9o+4HnqdbNrvqC+3mo9tgOHlXAyCjih3fp9sucV4TwQg3oQgHPQkgizXQJAhevh95jYJs6ftcvzmQsgZQY4IUgKvYxvXa/GOPVUenKtVNWFzUgepGdU9YPwPjvngYfeQBV+IBcyDSuUUxS6dBUf3wQSq1WcotONpqYQ59iy8wAAE+DI15rmfi6WB3bYXrX3zqJSGyZACk8e1c/B+0YsRZuVj1zVqf+xWFEQzBKmDScDJT0ptis2/7dYOjRjdlmmaxmcX1n9G3Fk180hUxcAym+CVXswWUa9Xi23MDuHozn/Kav9qFoNKCKJiIEhnkKKqsp1ZbQTJTLzEBjPPOm/XBzkjSI4gYBHvsYD9DI2TRLyIwXqrY8Mg46QXoxhhtldHFc34XfDqMDwTH3+QdKym6qbhpqCdbMg6nT/siSDJyk6xRT0z6O7IJvWs1JmHAR0KD2D9s4O7227xC//z99UXkhgkXZHTZQw4UVpDzYRTnnkMMt9sLQihBhs5s1PPO1VWBsmMU4Xn4x+IQjTfrU+eU5o+FcvCF5XUetCx2nhH+0WCgnv0xC7mzQiyWoA9uMTdMB+yM4vUZdhHCLIZDztJp3NGkG9DEJQPQRVeQYMSSYzNnLg5NEhEPOOk8kMG8x3LPWYS8/pKxqdcSpEHDQ0NupZfoEW3Vx0EZY3Iz8fona7RmnN3NSfkXBOQ1FCeobFQCapjywFr5Mmg32GIiXssfIW2ESAvmpFOUnetXp+5cnaspNaYc0H4jO8kHm4fHpZPOi/+XIBzTmPeHz+0zbA51wmcYCbj0FeUlkMNWkZugLP2TB/kLQiCOsicMUg37iCr3S2yrh6YTDLsmuu+KqtnBPnGXgzzSzBUA5DC51JvFyvVigS+5x8RpK7PusbpO3+IjskAoearCBIqSUk1P8eqOqMRdmy7op88rkWar3MWr2QrFtXSh4l0ikrKgdjlRYtoP8SrALosWeEMFNzQXrMePG3D5tP8DGRqeWpd8sKhTds6BMEzazgfZvVUE8ajNQ9UO9Vt28XheUG/45HtNttXD95qhzpIIL+O+GAlclAbkZGH730bgqQWg8TJbI3CxxR1VPJDprP1dr1OiCDnOoj3VadsTEGyRSqeFzlVhINZhm8NXm1nLqzPlgNEyronUIXjLXVHID9ELkYnD0Js8YuaEbZELa+xZ8xmBxHkmKrkeqtIYzYJae+hVd19r4/XBINlDmRizkoUNzI5BukYf8+VEU91RgA5KKqoNyS58RLkk/b7sTq3+/kxaPE1p9udAqDmfIElp2SQbA995vPxTjfibL8TZejpge9RZjc4IoiPZY17ogPmV/dU7zjhnlL/dgSB6U3cHS8QdSyQtpAQskAZZLHAad5KZf1fRhC0XcDN2UujTCyvALv043r5wFG415ocWMPbpHQ6xvCwAnVrkZtGRGKD1zUUUxdd1PdN3oNgECva7GIGeMXlyW5ueEopZUs/AunjcWmOV6E9fk3BU6x/P0EBdah8CgkRhFn3mYuO4Iv4ZD4SAh/7ca3kIADPQNjD3CgC535Wfxol4Z7cqBIS2ZSgH1DC8WESnGOQ9zym29f0mB922w62Bj9HEDAFUb8a1PzFs4hlswkCL/D+CoIAiAZjlNVWTFtAU12vt5t02um/eZzmfxhBlEIsncphYESqOQlYD5QEeuW6cHOXeGB+LDl+Qm6ocTTwL4M0TSLnXWVqZ2MO1g09rXz0Qyh6uJPcz5xZzGkPx5dsLilFK0gQxaqTecmavDIgCJrN6x36v9RUxN2CagpyIPwtHg7TzlN5xYhRy1R/07uYsReDv4XAx9mTWUHf5rhAf08Vk7ANMIFs/aZ7Vih71zvRj2nY81y9p6RbID5mMaC9Pz5kumtdP84dO++JLuW3IAgrIqjNrzsMOzpdUguStGPUkDOCfMXYp0QQQAxSyg2za90dmYDUHIpeeTyik13n5OvxjqRRUxWJrASxe9hCplh+miW1WhmE7DczSuIjWx0vNVBJFUTN5j5JY0jDqGXUOt7Mk4iSZwlsSR43WwdSuH0eAS4RGziPGg3mVBXlGJ9kwaEgY7sY6CVFA/mqZVTmJYL4T8wlaoQ9VH/wM7pRvVQPUs717iduKOd8vGMX13+J2mimUVomR5BabQpuEjjNc1j7oES/zo8NRni/jZMqBNmym0sthw2YIcMMjPb+EAiyTtiJ6Z7rIG/B/toKkWJkCYcGRlbMRlev6gzXWAc5QZC6LI8xHVMvmWMdqO5gjG0TMYyp76CiZ7LmjwRpB9ywDcfyN6lqFGiQrJ+oTFJeEc+YkgGGoGG1XGNCApLrg+WjIQjJzI9bqLgvt5RiV+mCoQzJK6dKzEhbSGaHDAAGa9ZSX5/xHdXBSZuezBrLUYnCAWup+q5BVNvwjGrlnukg7+pKIwfD5z4lbmM79GIi2k910WIjTToOw4NYWNBRbeyvIggmsLab+RxxB763XS+7hh7nbq73BoPZlRVHg7wYOSNha+J5rypvMOUZnBjdElI0oaugA9/pOH2QkqQ9iEiofunzJ7WcYy7AktQiTro9RPWnTFKbu13T5YUqQvhtvwjIn59QrAhCvFjeILpz2gUZkPp5LJwsgqd+MpAO2O0OEe6ergGB5xSGTuevrDkYkUr3KGLbA90o6DFwlih753zaew2066SmnvrmloKDFXzdP/ZiooO1yDciCAuoFAmazzebJaghHQxw7VbzruZ0zwjyFtdcf75aLzu+c6nG0gc7Z72KXWv++eNneHDyRJwfD17afBvF6WDdBONIwQK/WTI77dDLMJ8iKilG/OeeG4zN1is3aXsENIQkjHGm652WNMyf+rgJ8Mhh3cHO2rBls7CSauSN1+uHZXCadQSw5MUrQU9aZkjIZ/ri1ENDeb2aniKIC4FASR0ud2Y4td8sk6jme+fRunfdygYcYFgsnx+LpYpZhzpILS9/W+3+1DzC/wuVVMYbNK5MZsiOVktM9WdAkOWUrdxO9zyb+3Xoly4GVrjKqOZYZ41X/7XhdstUTlpmkizUH+YqR4FU37FT6yKksmIaSzdkOsU8y3w6rIuhEVhllRYLpw5VAVFHNdHBdL5c0JxXgUkcm5M8ntTJ5vSiSvhSNb0SYDBiWXoioGzD/HE2wykXswwDxIHelKSgj7wPTgSXzOKBPZ/JnK9w3BWNJfZK5zTGez9e0lT+MPsHsw18kBoEI9BHfszBK551nlyw4AQxWSznXdLgfe8vV1KTQULyNR45hXvrvP+NrpfnD/DfGkKZ9IA/fpwGwZm/8a+GkBlzU/VXWNUWjPA7OxohhuFL521vvIJUO2JIuRpuF6Zl9VcRBON0K1RQ0+FgwXnL7hlB/mcMGVm9Rc0jfaq3ej7+dUd3PptP59PpzI45f8MX87l6Zi9Z7ezRzei2Sidm/Jo+LYR9O4IswEudjrPlbr0enxHkfyUGkeldHx96UAvOvZN/eTRp9JzaSY3KokoIwryc7k+EGlDxR+6zxJD+4zbUtNNfRpDOHPN0SJuXu9XyjCD/U4IS0Xy7Gn6jM/f5+A+crzBHb4xBBPIWlKMlCmsRWIYvECTEPPh6nsh5CiIxHng+WemvclJNNxUl1O1qCbGhxSztnBHkfwU/JFMSO27cmUX6L85HTbJb/D4vHkxncw7te+qwgYn4og6yoeQ2nrKGkGonhknmfln/fyAILWXmJMevN7vxMDnHIP9LO1doLZr6WZTwX5/FlDSQmVKS7uFh6k83i4EoIS+zGH9LF4haONyY0UC4fTYK+a29GBRC0M+l5sx2+FYu6hlB/jtCENqq5q3l8/EvpjZ6cimLZuQkPu4wCDUBNyfVJ/sCQaAELgWoyW4vg+PhGgzl2v+jF9NJIvCKNKI3SM4xyP8WHVqbV2waiufj3/5xUiXvAR1VyLlMQUnejl/VSY0wYhnAzX2h4agYsu5AklMD7K8iCI1hho7VHoNA1ukOwWyHbS+UhuJzHeR8nI9/5RFyMns9iGD0MPZr6ZpaeejYv8xiNg8a/oSD2AAiEPQFWQWnw7lfj0HwTcdqx2BdQnGhbErhzOnbyahnBDkf5+M/66iBmorha+hn7lIwibvosYwxWvWiklqbU0Qmwqj4hk+DW/N+4te/mZM6ZQwCNTJqFA0Tfrlbk04WnxHkfJyPf+Wx3iNv8aNsS9+iANqHEKMqxfVX+CAYl9yCBj/jbBa0+DEdWns7o8wGb5NhOs2GEWVBKG84SObZNINpTP8cg5yP8/GvPIINZKMi2dVN+HWMwgQauvFLrfbZTix4OIRQrY7Ol1Jf/pYYhCN1feUvsKeD9WUSRpz0T851kPNxPv6lB2QzoaVdD4Y7iPOzsLF+JKJ0XsQgfmm2gmruAlIT8RSCEQvP+1ZWO8OOOI5iogbyGEYefRroJt3OOQY5H+fjX3mgkLrhbPRwyxikFsCIewVZoeiVyTqYpSZdWaTH81lMKcRv9awDTihfUfcWOALw6A+SbpKcK6nn43z8e+sgGQjGg+1+EkKzaiIroujV6X4J9VOIV8aqkfeNjDLZSXVyKUO5biedyGRBzlnM+Tgf/85jgtJGGHt9mnOUfIQg+yx+zTf3a8ebejF/03FGkPNxPv5TshgqaK/HcQpGWRBMaQQvDe8zgpyP83E+3nIgf8HcPmKP1Uqa/XRcj/wzgpyP83E+3nLIbYPqtrKDWU1l1n7OYs7H+TgfbxuWDPwM1NAHwshm3mGlNK4HZwQ5H+fjfLyhDkKfodjrTCDLnUUmVYZpl+iMIOfjfJyPN/mPdM23oybHUrBMQ4BG54wg5+N8nI+3ZDGwQw0l2UAXRWe9Gp2zmL98XD7578Xx4cl/33xc6DjftufjP8r9Mk6Ox7BLAbr41HGqZA6tynj0p2yJZBzknxHkGX48O14AyA9P/vvwNsS4uCg8Ob6MIhfPjv/fuyl9de+4ttNc/9Xzfcvrpc/Z3/v+3vT+n1yE0lnZ9aX75QLqQtvjselAAvFQB6nXIZqaj/H7ZvDBlKcOdaGaF51jkG9GkCfHh29cYYVCsVg0DHkHBCn9ZyEIY+F3RZDSFxHkjCPHI1ptH+U8lR8PWJ7RMQbx5aRK/20/MIFcZD0ITDprRiH1M4J8I4I8O/6TEaT0FgQRdly/D4J474sg9v6fXgX7+zkSOTlSGtBt1sdjRSHlQx0k8nO7Uh3wiKnJgHu23iG7Occg3wtBcnvifKXU7PgpP760dvIkJ893Ss+Or53v5HH4vVYrfQVGKoYglWt3XD07vna9Cs+OLz2PL4V/5NdDJztBkK+dr/TG4+lTarX8zE+vjLsuJ4/Pv37+/kv/z+Nrr/8/IQQBiywZoA1jBzMW/9R5W65Uualz0Icq4RhSZnOou3vf7ll3RpDvjSBIOmt/D4JoAdX48/4UQQgh15XvjyB1pdK1i4sKjouLakVn/o4IYu+faMEr8BRA6v4ZQQ7HlmJj3hFTYxY3wgOrPZCHuvxlEHsECXhnj5sZbKf2a+JKdEaQb0MQ740I4hCj9jyL+enjx49/hiA+ClcMQmpfOL52vvwoaQHhM8fP+7P7tCrsqHBBv3p87Xo9P++XnsdtjA+vNv12229Wm1We+XgVvna+2huP0xXL94/fdQUO10UIAqfHZ49//vrzo/b/PL72+v8DYhC6OHRPeyr8+0kMUpeUYVSTx4wfo2pCj24M4MVs/Z7rIN/peI4gbosvfg1BmlpatlN/y4p+vgKwfVYq1WrVF4T8GYJgIVf+OoJ86XnP6xwl3FjcxyqGIJX8fX4rgnxthT+JQLBr6ncAxwmCMAR5M4J8K6J86fp97fX+kyqHj8vYO8YSAXu2kX/kpNoA72Qx7dKdKuwE0HOHvQyrJV79zAd5LwSp2nH7dQRp/k0IUnEI4v85gjAUwAPfC0HwzppN/Gv+Pr8fgtQcguC3+hFBvDOC5LGHQw1/xXF+/tXuk0C/jjEISarRAj4yj9slohF4bU937NzQhBsZz/vzQToJRIri0rf2DkqnDf6vlOBreelYvSbcMLw0vs/v15nR1Y+l5foX81aJMeH6fCWpKXnPu4P8GYr7tOFVXJvDAORaWUyj8QqClKzn7jexuq4vFBpwZTfQvSmzwHDXuru5KV8/SedL9j6YsvBN4QeUPMJG5fISNytebsX7Yr5NUhDi1YtjN5f/+80rv6m6hHfVxF+ar13eWs3qLK4Se12t6A1WrqvNZuG2US6Wy2w58bh+VgopXQNB+MuiMuAJTlHFr7zu8HJl56+9ZCablWYV76t5GV5eBpUqPtZ66SUDBB85T8Z8xWMtBGXAuqurWnnEZXm1ugOb+rHyelWpNhUh5Vktr6S7qlW/bsmYpUallwjk8dF4bJWv8bJid03FPg3+mAOyucPXzeMHAT6PkoWLNZMULNW+r6MXzmnOl9PdbmouYtb/ZhZTP073Iz4JYPTAfu92xfsNaLJf47dtWv9218u/4YA2Yjep63MrOevmUu1YbDrN408Pl8DWeVvUfYtF66cVsvxhpZJuiaCOxK2k8g/3IFyVeo0G5bYn6xblvVD7cgmsxFuzdliPFcMAuJwfeoSl1xDEbvia7hOcLO85XFzrJiwXvxSDaH0xJgCCVAAi11afuAF2NIoF/HdTxlGsHLsruia4B+q4FzhfyTfk569TL5n7/Be6MSXRCj0fqIbX1mw3q/gpzSZ+SqXpVXyWNJtVvJxX8YPgjCvJ8gJO1Wzh2VVGFoCQ8u1t8QRBiqdhBK5HvXndbF40Awt8uNKqgXdV9YKvIYi9yVqdy5vnBIJglSIb8p/WeZ4hCNylsXX4gV6vO+x+OH1KzWGL/rSCLh5XvapcebqKOFqtFv/weVsIsOuvxzDCG1R58PJaeJlKD/Fl5TIPDZ8hSI4YBzVS3jQ1H7fq90YQXqqAbyBePayHRmkvMWiL4ERXD70jJ7U02O9383ROowevu3rc79Ydb/EAUwjPe38+CGWZ+0mUPQWVN6NPkuR/JO6LFw9xMIU3MRhGunPqrhelKcQItZ8agljcVkHtZY28dkw/mIH4+e6RH9yUm9ipq6wFXr3yfO2UJd/tUfWKgglCSIVrtXgrBHmFD1KqazvF+rpoY41VrVVBAkmrZQuSCHJbreVrynChbhlCIENb3Ninr7UaYHOv1V6tpDJK4hbiQpAmFkrAyKBJ1MBCuSKYMRR5YfhusW6+9VsnxxrC+K3aIoDclovPEUQbPT4Hiz8sJlOUX8EuVvlTBNGTcX8qDbp0QcFlwL+1rgxBTrMXhyA4FxGEey2JlH7d0K/2WiNXPRv77PN2EAC1yc+5YhkewwfisYCwru2n/qTNlf9QhB64NYJWwJcJoBNIVhUP8gd5zxFEcbDbgWr4G1YwXmotsBrD90SQwI+SARTTk6gPeZDFbJCYdiksGJjjdA+cVOQwj7DU9WJ/+7Cdr2HRvbTkZ4cW8D/Bao+7g7i/eeBBVZM9CrsP/P0tBwlzb3sww66H7TIjgGD/AsUOIvMxLMlRhME7xS9+p156npfW86PAexA8PD6LVyYMAx7YmXw8vapYFxByjIlL+fNLpTp/vA57Np7aCvFHux3e33/86ZRRdgI+XGCVOA4jKuLzuXhC666llx2GrbtG4+bmrqm64LMYCKeDIgwfGEdhC/dsK8AzgjAKLp88/snJeH+W4naoM9nLrF43A7xhvM0rZjBNpDKlV4I8vtUQ78c9KwzbeCLfIM+KtKvRKB+OwiGkYznT99tx53BCXtImL3HkVZ4jyBHRlYugjRi7DyLglWxVwyb+FqO1owfUjyQYF6tyKy8xO4nojuaeHIX4TPkDosBFo083j3qdCMIako9LGXM54Ym4+NUq3l/MD9JXHOz5L55uzeBLvk6uHlwg/MIFCfWiXaWp+gqCcB8Laj5P19GlifgKvzuCgEq22Wz533b7uN/u6YCt/zdbOCKXopNu7goOMnhB/uRhv8Mx51blTfb7pf9PsNrxo5MwMRJtvtZde+jRffWV44glf/KQPdRSHnfLIfNfAkiapWk2ztJhOqTgPD6tZNBniPbsOIS6NcFArz/Es/Dc4XAAp5xeT1r1caCEHIH7lcpyLifmbcu7ww/jTn+Q6omj0bCf9Lpd/KB+rxN32+37j68hCNYBgM5v9vvJIMuycZryibiluv0Rdwfex+HdXavpKqP5GqtjnQSQzR+MJ+MxX6edrYefg9/jy/zxL2MlfOL1AD99PJnwielwwApVt5+mCTGrWsEuXKm8VidCkB0k/SHeIJ84GvR79CzEG+SCuy8iaDpiyAmCcN0FvWyCV5plvJw96HZ3uv1+Ooz+DEFKPF+UpJkOfBK4Mj2cqYfXAP6TK47mndqnCOIHIZ845isd4tokXN0wGBhEQpHAPwUQbhwEEMBSECOCTccTnbBPfyQ8iz8gxqwq62l2k7zIoq+acX84ynBN8cQ+PoQeXiUOvN6w+hqCWPwRIGQeZpPpWOej/UGkylb9O+JH3YPdJbbZR1MnO11QEfekQy8m9FBrjQh0/vKRIoiEZS/obpnG1N4dQeKBQqXtPg9BFIXs98e/v37sj0HLyfHw+PRB7ifoTxSPgSDa+bDjjaeTyWw+n43HuJPSIW4iYgma3V86Cj42nWSQjmfz2Ww61SobDYdcpIMunbpYb6so+eCtVLMgHeVa3LURzf3G0xmeyFsXd3x/lI6zYdJLwqCNIOSnn17EPiWGroGP5ZHN+ESu6xFuvT4WwAA3YkwEuWn5R0RQU4H1nSjB65ov8O74MnG2Ad5ihpXdjy/9A+I8Ox/qJ4hjB+lkPucTpxMuFTwzm06GAK6QhRG/+lrvgMsy0vtzZ+SpuGwyuge1i+UwaLU+2nF7eF6NS90P+lOdb66V0ucJ03Qyib3nCHLCbOEFjeLhBNcTz5y5C5Mko1GWIV6qG8PD8V4OlDHbBRAvDiZ8oXqlOiXPiCcqCAqCPMmzde37yGGu8M5DLOgMN4xdmNEAiIxLijeaxMIs/ngNjLxoxcTYcnS+GdwdccMMR6mAHR8gilMvEIQ1OaTWnU4/c8/Cyxz0B3HteyMI/C03a/yX/+Kx2fDvayb/x+l+AMd+l3AcBp65D9ukJADx+vCVcZYP74sgdIkYAL9OIooc/R6+HoPgLdhTlP38SZQCBEH5BzGIchEiyFQIYvstPlLcRthswxfI0bADq5yRBBYKl/NTBOl3I1CiWkGresnyINZ9PQeQgLs7UqV+jiCKDLDCsMDGIyAIdr57VlJPyno6fCIIdsUR1oUQRGccMiLBgukBQVph+6bYaGtvPZROMJhdA08QiEGgm9mTcNeOtFkPu0QQ/zUE8R2CDMdalnim4gJETkSQLhAEMYhfebGi+YK5onElJu5l6g3ick7G/W6nFxYbSGuC5wjCAKuEd5hMAR/z6cyQdUioS8fjP0MQBoNY7kN8CIcLMxoAJlNcUyYWdUsA6w5ZX0GQ6Wx+vDZDff6dFwgiAME7ZnQZBEIQ3i9EkHTU5wslciWRqHE1Xx/78bq6j7N5GTOWMMTivTIiXGUjQxCWUp8jiNhtQJAkm+YIkuFFUmuw5NVL31NYyOsoNURIrfw3dqlewqH9J9P9Mdy2p93pWotqLiV3r5buGZmcBCEHBPkEMsn3QxAGhOjm7p7GDQqjvlrZ4IORnKgQsttZtHH6r8KNQwQC0dj9ss/aBbNu3H3Yi3TD40ZigoEQddCJnwPITx/tP3Q/2rgOoyOCGPTwLkQoG6jQwL7iEwQJWBGsIAbpZ+PpIZTAUhmMsMBw//Vxje9v0bBouuOAIAWvEOD6424FgkztlIxekGWMiSDRXatVLN6BjuXXC94F/2MFNQj9Cx+ZQH/Cp0yn9jKZB2W4eXsV3NQs17zgI/isTZaiAYIQPQ+vk9HZkEAwTIggV2jMXL3geyDRajIGGRBC+DS7oLwyeJ0obgNBgJLh3Uf9d5ufUK0UnwjCNzeeTHIoB9QhIvgigrAXoirWUCeb6DeheZoNiSCcHXU5xVMECYQgccz8Tq90ejgn3qdWC4tkBwRhO4nFUqjCoMNjMQg+P1xSZr+8ogxiuvCHDKx4/SqCtLoARO5Vui5j+yywE1hiWH0RgzDgaVawhHvpxN1pjOrGXV8I8j58kYh1JhVdrDyGEKt2QBAQx3z0bnckgWwXy8ftzEIYVFKXeGztQNWuG4IE4aefo0OTI3nS8Xj+99e7Iaf/+uzI6yBJZwdW2++o32xYvZEmgTu2Xz3e8DjIHbAMwhgEN9En3IHdsS0U28eE9dPZZNjr8gas/eS3GXdgz7wHX+Oex8fyR8QgSIazyfF5+I2xOrJp16JBxc1uHDRn8HuFNK5LIEinhyiAMGC7pnv+ZDAasdR5VwYa3PD/ChHhvnlbKVfL17dhHN0igk35Wmez/KlYMSlKG6F4Ie12q9mo3lZvrwsX5Uqx2m42mo0gwR6Jt3N8pVPe+8iH4ovrVuUCDWJ2jtQfbrINgt4LGkN+2IwG/YzLcmYvdcoaxXgMYI0OiIE1VeWbYkMSadslWA54nTGDc1uX9jp1ygxI1ioUorgdtduNYrlxV2hWjPqBV9BE0Tbi+bDEJvkbxJsbjvqRl/e8cgaYr825hDbqJZpEeOLAwMMOe7XYA3odhNl+FKLcI6D00BO6uOYH0mZrqYlwcEi4muUfIZ/GSoMIGOIREG6AHEQPxB7smDSxEnqINvVSx/nFmfO14qWyhce9IlCbr3mLM903Ud7CZ3jvtyoxCkkIJ4g9iHyEd+MMeS9w4tgka/ruL+jWVFBmj7AuRsI5Fy9NE/+DX//w4T0QhIwPwUaHAzC+RMsAKAdGGTpZyYJJw26VehmmaCakrC4xWTcgE81IUqcIEvx8yGI6+dE9fHlqgvnllu3L4/BNud4hBsH63m4Y0c4Xi/nxWDz56uWxODzuz/59sVwDox52y8SS6E6PxTTWDHXr8vPlnjRi1zfwmVYQNdo4hB4fP5bb9208rT9iOc3uWbdPp9qhLx3HFPeCAITFN78qjmcVK6XLJH2i9TU9ItdkNEq5F6GtgiZLIwjuyo1W675xi4pju9Vg1yUcISoY2/m0MrWkh524ExbKt4XCPR7Hh9+2EchAJuAeDYkwSvCsyWx8fB7fIs6WdcuVdhX0NIII2slcVteGIOi9IuSJR8Cr/Hn5/odyRhTkCNLUu6yQ4iAEqWAnZbzLzVW7rHuLM975Y+Rg7cJNFLMJAYxst8qageERtK/brLfifKxsGgrwhKi+9ALPdXePCMIGTKlEahZeJ+4pAcF4nEOIoU/GGjODTH4EFSFItXld8dt4pzgzSlnAcvvk87eI5IKlSjZVHL9MEYzRaABW/CzxBhPmq3x/9gb1awJQHuC9+V6egpYuKoVyC59FAx/jfRulqrjHvCXHVhfyjhK8yNcQhOMEVT4LCDJ0t6hdFkOQH3703kEm1aM0uziq/dli1hexPT5WUjVXly2Wywmt7KZYuevlihYzSxZqajnN0hAkCpqo9gNBUMfn0T2JMvR1z/09/07+je7po/j950SPw/esGkKS7G6zin78VrWXNz241BmKhrtfJh985jDdJNNSdLc8N4iJxSAxYus2IOSjAUjYFoB8/JgjSJqN81tWRcM0Rcsi8q8cdGB1CED0ZdWGUXAD4n5Aku4iCJ13IgRJMyIIyKV3AAx0PhmINMieKDcat/dcmSxFuLViqROX9EAVytt7NErbrftbZkHt+1sQzcptNQsRg2CLtvNYxD4BSAJBOgXFIEIQULjwaEBHE3Q1jrYplBik46dHyl7MEUG4rNpNkRpIdVBQwtc50pUZj+1y2iY9Q9oFBLkLY1zIMMA7DO6wkrGUwXJpB1Wf7ZMjghDo8EqHuEtCyyDw4w8IYow/vM5LpOi4f3RZxooI8xgECMI2UIg7tym2lngcIMn57WrYrlxXEBoAyzN+6OMDgoxZXeoYgniOpcIn6VMMqg5BekNBJHI6fowIQJQCo+ATUzCjZp2bWqlwgc+gfVu8xSfIfnZMBMmysYuThMncdDrI/kQKMWYqodhFsZcVPg0LCaWy7IAgmEEhgvz4DgjilaLhfD0FOHjLHXst8xILpQcEYRuXGqqkcxNMQCUDtQxpzRrMcoQtuRSo9mpSAvBJRp1nSHBEhhxBei9R4enj7MG9p186PggR5A8hyM8/Whmh7n/DUbeKg//q09RRDZIx3qe6uR8C698JPTJls7oJtbpHQMqYtImfChx5I4YIPvCXKGTkMrDbCIfCUdQlACBAHZAqFcg2jbDYJDNKlEX0/dsEkL5WmB0WyQpBsox3fLuFCOSGCFK+ASAQQG7v7xttLJTO6PDEidUMEV4Me/hkWuX7+2LhFgvyHgnXfesW9PFy22gnaPiO1M21bWxqYTu+6BXb4DIErXwsB0lBlZFE1Y9EiOmg8GHvz9AHADJgkzvycwTB7Y6wtMrNEnsnkhg+ER+ze5lZdhIVTAk/Id5XHLCaKgQBtBJ3qhekZSTqSeEycnvn58BuKXrHsbZ+BSE5grARAV5mE6y4GOX33oCQPM5yvJu4igF6wl0yKJq5QECz7fMdXiOHqZLq0h+wF2Lv0MA8I4DEgZPeMu4wYaPFLCbEryBUb1oFGj5Xl5QfIC4pCiF4tX7g6q6IXYqNAJWtRuG2zQuDPXekmomil4lVl3C+yBDEoYboiMYzq14SkFnIGuqJKTeeiSFI7cPPP77HfMwETpfzju/NyaHac+CFAiEnk3Wcaaq5okxJD3982CySp3yVUv2TqC8k8IaORRUd/vzyEX/py9gd0bOfZLSg7R94pUCQTx++i+BcN1s8CkFS3A3o/g/YimMBrc/umlUaWWVHDwEkiDgoFPIoBISv4sd2yPu9h15u5gpvfBYL6t2EJfwPoACzvoKb0FamVhq3MIQEMbkfvP/QaugTSez+BYKMgSCkBpAqdlO+QYxfuG7cAUButH+hcNtPjEMyEpCw9I8mDLhi5fvgHiCD/CVkq5THHUDoBkEz0AqtYzVfcEbQT0YqFk6VsQ2MvRU1Wo07DNVcl8utG2yWNw3gKnCul1hPapi3KIYD1EBi/7rpvY4g1cuI7TS0RF1Jst93vQ2L3LHYcMYwDlstvDsUeW6KN3c3iJUa7e5wNHKVUzan9Q6xOSdJVOEATr4nn8QgNfIzK2GITmpqbwpJBD9LnnFq6xOvG3DQIUHnyoYJWwjNbsqFOzSVuwO7+rg6A3a47SBrRYSyuhuBwGHUc36AwuReXzcMu/ADtnHVMeKew3gwIeslIFGPIFIp3raDBkLIQBvHQJ8bQhW2je3UfVSVUKg8IIjiuopiHnyFaEnEFl4PcI50OvWK/A8og3x6jxiku0FMMUcMgsxktcQXGwDGSRbjl/JJPNV/YA6RIuPqkPx+MtLLjvqnT5/I+MPW+ikIsE+22vZX7rWcC2i19Y1P9q38+JQfwZuOUCTG5haFTogd/fzzJ8cdfKqt9ZKH/Rrz/LXH1dWnRAzCDvFumWFZ6q7LcgJCQobPYKTNUyE7KjNhw6ogJJ6CrvER2wmZQNq+eNvySfghABBUXj8F+Gjrun1QUrf7gQtNQbDdR7ZYhn07rLuqDBxl2L4w6O7umnXGQhnrCwFwELobt6/WH+4mvsaRKFohypIFazEj7uAr5GfBQKZ8E3Z6ZMYRQdidGCSDRO+vP2DZL0N7FUEWEOTm5vq6AAC5I9VLT4/F5eo7HOCzBkO+wR5uAc67nSBIm00n3fXtdhUIog0zy5/IC6MLPBGAjBHy4UU2Gq07VAhaZeAVFjMAEjjQ54sckV0Bxhsu52DA1R9dN/1KMx8eONZBSKBH1yeOCJG6hniBuqYEA1Up2BwZ9tmY9fOUq9K4E4IAukLuHfoI2U7XoXo+Hx+4RnrtqAtjI3GKCBIRajL30fPC4BsMCl0Eg/Kt468VrgsFppO3Zca6yWCkoBUFV6Ak0hJCiUptV4csppIP6THswpREJcAN0zdwG7h3h+sZ198LQfz5AzKXYS2aQvIDzjEADgQhQekEQdxgdRDmcocmOQSJQ99/EoQAQT6dIMKn0yN4+uVfP7DXfiKC/GEI8qMNktTerNl0fNSrD9fcm48YhB3e3SpjCDLkDY4IeODgoy9sGFsbEvy/btSOWm07gCDlBtZzj4mI9hNjefLWYxrGt/DzDz/87I76la0zhSCMQYgDvNtHpwBCZhHv9wyJOxp7QJCb1s313Q1CkJsyW7RMhTtdIggXGe57ri8gCHpFeGVRUGyXmbQA6IgfBBP+eXMHoCNndZhqbSIpSwQGeC72aNzMfMPccjXde41Qp32DORtApTKRA4IkRAVCJJYXuBzX183KCYKgvOgQBNAfdbX6h4qUyNZMdErWN5QkTOAbgAStjQhJCIJzcjFzTKnXG1h0xa42Lyd+IcCKWTMJ3fSJu5CVKxAzWGMKmcL0e4KO4dCBgIJKBohjUi4GqM3HvmWTRJAGLuhdEXsVslDGOqlDkENJT3GZK6D6+V136d5rM9KFYdJELEfYSXovXmrCFtmYZVjAMghBTc7IXF1XqXxbKN6XebpEIYjuNDwPX/GKkk4c+IdKqqYh+KfaR0gMg27fBUhugxtwG4iwR70PgtTQls0YS6x2jxOPBpgPK3CFTpSWbWHpj7qMqWzcqK6uzXEJfvjxZ7fGf+Fx/OtTAPjl+fE6TvzyJwfXIBDkgQjy6cOzAumXQOQ4MptPppZqrwn4aVPxLYvZA0HIDk3zddKxSZU4ElfMcn/sYkl0H7IHw835/iN2zIiJ6UAx98i42ge6TV0A8sMP+ONnRlA5gujWYNun23d5BMq03fhwJLq1kDelIzKyA9ZAbq5vkM0UhVjIfYhZA5e78JnkdQHTyveMQYrY6YoNvkLkIziQxDTu2jGpmakSHkYt3ahD9jtfBZieqAHq+70kbjf0nIaG9Dg0ExFKiXNMDLSL52+wXEUNsnoag7Dup24u8pkmUxgR1ox9HR+yVUEIyo3oQqEQEgNBrm8AcmWs5gKXV9/lVzjpAKGOu6Z4aIjSrneopB4QpHrFBg4RBM/kah7ofLqkeL2JmheM6lKu0shBSJPn5P+safYPSUxfwOHyaIbCdRsVdvNxNcGVgsio66JGPHGo80VujAfk4HGqZhyAHr0clXea7XIBE9MNvlAFrdp0Br3jBx9HbdJAACJPEeRSJfgKysCJnQ2BixKk2G7T2nshSLB+XDMXiTeP2y6s67qbxzVJp9/iOCXdiw8/f3Xp/23Hp09QSvsDdZAffqjXan+zWCRZwnkdZDVNhm6agi0U3DwYRUczox12kqHaLFPuGNwG74o3LKJiP2mH4pS6sY8hQtYr36ZgUIGs/WgHAQSXq36ZF9ibCoCxYw3TzJGIsPc03UznRSthtRM34IShUB9jVy2OjYApgXC/xfsmcTf8mBAT3iFsAMYw77hVtxetW0yZIEDHc6RICvS5QTdWNx9uXABFN8SibfCBrXa/lxpNgx3WXhuN1Tse7SKyJpZcRhZwi8rei65NrR1TtoWiNV99vttmvWpRgWlcNPGqBcg28cP4vCVRACiw33MeBB2gmRjjSXx9hxzt5q58U7wLi3exakq6LgA6rq+7sumqlm+vSdtg8szrRJhqVRXtkygRsKgE1jszgz4jFjcb1/TwWhJcKzbVlMlEMZRNKn4V7xFnDNs8o5UmCSA9IqvL5z3HzrdhaN/46WxTI8CKNQmlShkDly5ZZ02rr3gi0akfxMVuI4zAVWYxLIJ0LOvlGdG8RZ4KWQa03u9uNbLMkjsZq5cGVLiXfDabw4BVVItbxFuNOP8LLh+FDGo1WIt8fyVVqhyiTVsabh/WJKN2NvtN8I2ul1wAV3UDkF9/fX3R/6rj/40d7id82hmCeB9q3w9BmMVMh3a7Y9nidkDRpX7fapRvW0HcI02UzT1sbx0yRdFZ/YjPvMVShtYls5yR2ISoOXOTAmHsgCAGIJ/8VpPFIfQ7rauvEtxYk2Po8rRtn6IaV6vX77GbMOaSHvRBmWhzRWO7DMObiKGy2zAR9nC7xAq7BoIUWX0iB6TFUPn+ttg+HMgMol5qq4QZDEdnGu0GWSLl+3YSD3Czi+aFqAcNEiFICwWYIvFKT1REgI29E7WrzvShAv0AUSsqVwy06yovovyhdq56G4eQjhFBGJAB3ryCbEHEhhfLxeAy9Pox2tSEwGucDnlYx+CRMQ+2eO60CFGk+lgsUlJADE9dLMnziIgiYpdqNSh3MDJjUZmg3BSCIFpAsYJdWsI8RiV9zBNXLm4IkxGLJ32XMg0MesLAIYibXzIBVaXPNfXjQw5uc+9Q1VwrWgmI8Vkg74cyRzaxll46xL8QY6t+o9EO1LdjbucKvglrTwHLami6qQXmS7YoZ4QQkwE+TYcgNjvDMlQc6zo0yXR/LwTxiBxhVJqTYwpmSLx92EBI583O29QKFsnFdwjyZMF//vwcAj6//NYbj8/u0Bc5gnjfGUFmQ801senXiT79/OMPtcY9FMLu24AQI3+ynqqYOnSdIuazroHC+z2JhCCc3cLoSj2v4n5weXST7MegrSH5HqtuhydyeMYVzqgkiDMwKde4Z5YyTWFJWRSCMO7nNx+2aJLm45CdE2zhKFqovHtP5S+ET0jxG6ppK97pDcbcLUeavGN9VnUVrNzGfdzusGc6tck3N9vLnAE0Mq4uLUpWJDr4B9yzuSrh7S1frastVqmzJWGLS5Vq1PaxCggTLfK0K6LSISxqI7lIeToyN9NEOgN8f+hRs91sa7k/Um0XP4u9oTIhskDdQ0YBFu6onaKKe6iiLZtEY71Sa6G0INnRJHevwopF4jrfnLlmDzpoGicj4aXmGQeWEYYkmNU0kWyjkH7N3Xj8nRT4yErZ1hVhG42lDCRZgZgDAQVm8BAXSDGUYgYXuQwn7qnwba0iNZhDSTkAQG4aEob1Fcg4EhnDEf5Q9tOPZ+zrirZahDN1et4rBoHiB7MYKAdlFPUboiNzqlH2rQjyFCX+RgT5fIogeRbz3WMQIAhblMAPrJRPP/74g3ktoCQJtuLAkRnSPkd18oy+w4KEi38HTLGj0FNvUZpXHKbkf96HkoZhDAOU1HfV5LGuI/c9VgcvnWRYpYAuLEb+B6I3YQat38uLJF2ykEa2RTOUSHr4mSggoHOCQKTVlrAIyqjF4n37vmCoo2XC7dmlE3j17fINEwPJ+oBxFt7GQKWxRumRATBAdnd7pCYnd1JWJDpR5SgFjT+KZYqc5pEpczeS1kI1i3osgLiROC7Lqt04gtHiPR42YgtZNO4Rs3mdLuQs5YB1DF7NQaLuEps1DRHr7orX4tHkCNJUshSFqh3Bw5WVBY2aESLbSHI440Olnysu6Y4iPpskYdc0UkUpGalQIy6NxR+tu2az5rQC6vlEozS5GIjU2fKJhVdWyh6Z9gA/wWr9gCAYOOsOHLWE2V/P0aytgmVQrgoxnsjPD/ElPrZb0WOBICeEVM1qsXuf9DR6l7oYOWCThjqVNddx/PHH748gIYKPVRLOIFvIJnoX9jELKLvF34ogldrPhiCfXzuefvt1VHj2rS8cLov5/nUQMcpWMyM58OOJWPz8EfAh0hhL58boJi2EEXLk1rMqYhZIsLbVRXTr1S0GwW+YhdJ/uIUBKNxf8hXNcDR/IgJgDqcZl1PHDVY+IYY0RzQF+wpZTxHEYgLOpkGcBnVWhiBAkLsWOCbte9TrRCcrtBWUkHbSM3qWq8BFWJN32NQLhA9UTqJWjJZOpg4Qh+FZKYhDsXHikSFIOuDGHjG6hsBYxbTToVwiNT5PBBDxqwRhoZjehiAjI1WEyjo4GYTLgKnh+5C8vanx0qjkJF5RC5SVuM/XgHpMr68AHz8RoRSquw3wOatISnzs9dagMAQhzTQigqjNxBYqESRkGsAOCF4eMCcQgqRWm0gzSncEVSHdgAgytuvZk0IQEKR+MrZL2JBOUCB4kOYQNpFkyPavmrh98eUp06ahQE6LYBgkGTq+2Ng0SvCsWE20ke05avn0BFmqW7OlzZqSKjxWTKJ0QL4L4LN25eWhiiAHBCl574cg4IE8Pq7RiHlc4O+LFTbeoff2LObDhx+cR4r3s4Ugn99wvAoXb0KQX57WQX788fshyINDEN0OHQIIq58/FYsfqRPGifFO30ZKtXn0JAwGVmhPWhepMnZ+MxCC1Ny0+MEZidtzcGTQAQhAhFaPgsVJE+lpNqtHBGFZMEZqMSJxgj/eRSFdpTfMhHFG1EA6MWojjAhuQN4osAMLACHjoHAfSfPK0hFDECVMDH+pZ8Y+DTMY8lzDRtTr2VIiNiE96rDGz7u+a3glXGGrACv4+tqaIUSQXMCUU3RhlKulxeJp6g0ytdPOzmTeYpB2gNpLodFDoIEJ3ckUegRcSBaDAJ5RQx4QQZB5ARwYg4AnwvY0elKoBrC0wWImB1kOIR1yH/HVSCCDTApm09pV1fx1/aVuFiH9G7i+/BhdXXKN8iaMpZLu2ghB1LmrmyCUZM04jx6bgFnHYpARSxIkkvX4PL7BK+kbcRURQTrqtPGELu1gqNUh5d4xAHHNOwKQtppmpBszM7u6Eh0E14pvz0TTDghCKlnfYhCVnRCOcUUgPK///PP3R5AauKh7DpFt4qCUcIBuyTdb+0sIYqXS41J/HRteS06+kLno18tq6q+fwGongmBJf99ezEwVPxZRDUB+ZgwC7noRpRA2ZPqYFSUBmeMuiWPi6yZh27+j3dIGFq3157vurWbOEfr2BqIRsp+IJxotQ5JWvG0ZgBxikELrBhlIO0TEqwYCdWQSMU4dgrDIiNPjIS30UkT/ajWugSANjt4VC6iEoJbXyYlRPSOs6Fm8ZVFtvSEHA9MzqLI2bkPgTUDCGR4jZr2WU4+xQw/FWgVYPB1xzqf7go9gG4O0xXLVhMp543OyVURJXhoEBOpvW5saUMYaSVW0BiAIqtOFIgEKywgTR+wAJdqeGWCxnYJC8ohaFEjMbsqtRkHvDghyC/HqC4+DzVVfhN5E/BsOSIhIAzxmW6sbVSt5WQl13qrPdozfJI2LI2kYO0Kqk1g7tOeYoUhh9FGgaF2oVExyW+qGkgEAgvgs7ZB+gcfhxAhKR8M0dR+gAZZvExR1GbeVAl/8IsclUpGWLxRXRpWzYc/OhgAS4QdbZkXoG8jTItAbhHJRPrdO9CGCWACishLqUZdGa+ELfC8EQTl5DiLqdp2AMJbS04GyQf43V1K9HEHeHoG8KVx58bRf2e45Ish37ubOU2MxowsjAPkZZVSEzpDig+Bxm6VBxvMmeyUEMU4n7lyxlzE13r6APDDkvn1T+746AAgTiWEmXhXpQ8CQASkPI+0mmK+oiuYoxip+K4M4wD6IEEQYwjPyxulpGksRN1IoPOoGs2l310VDEDZz2c0tgKqCRkjfeIuOWMt8X5kIyGXY8bCtF0myRtZzG91iSTdsBE4jKBkTpx5VxHg2nq8P8LqLfIQfVY6zasznonHfNEERD68drRBxrclVFU9NHRx2YyPmNwhAghxB7ltBuRjFrQgvaDZn/xUj7TGFFtH2EYIgpIhQbkWTs0wEuWmx3xmE5eugfQHjqyv8MCP0ksXFyauEFP0R9eR6UTUOVYIMxNvAX5FXVMOq1PjERME5mUSIaUJAVv+359o30G69uDYJDw3l20RMqRRIv4HBBGoaJOcp4BmqSIqapuSnA/vkNehH9WX2nHI64siUK9lxNhmQrjImJJNk65SLNy3UwNnm8q7U0/FZHXYI0jsgiOp0Kqwri+FwJs/3XgiiSVTsoDEnbdPFIonkTRc8mYvxnK9DcFQUkldE/cTn8cOnkzrIy6jjWA9x1VT878ojx9/zJz2tw34+fa4wBIwyGthsVh8+nLor1A6cMPJK+dH5B5nvw+OodUWlceev8mUEoYDzap5pR8Hk1ZVrimCyHcPfZFu0RCPEzZYyd6eiIEJQS2p59FT7V3cUkb1N4rLHqX2waQrBJGJgowQXg7sY9kvumWKgUYkHjyZVyieFq3F7c3/3kVN3HQIWxuzGVAtBkaCjTZObGJf3Hc+HQZk7TpbQ5iE/gAoBa4PgrmM184QsFOLVkz0S0lXmFo0NkBPY/sWYHkgvrQYLkkxj5kQQQAZeZYezX6SuGbPtkGYBBtpYnI0GVeLp9XCJOCPOyKkbgJeXuOBsOFAVNUasretRcbo83G/vVSxJEmiQUZUAp+sRE9iCmYwZpWlnx8oCOGKV3QL1EF6Zjj3uSEzh9pkpDXs9idH2JA45zLrqehj9oukApEqBJwoxIt/B56U2Mnpqmt4UaZZaUC4XYRKIqwNsbFSK5r4BfPQvq6SJDVnEVIOZYMegB9SamD0fir1cHeTOHPyAJNuL+xObl+yPJIBKWm5fHJKRZTB3ZNVzUAINNIjdQfVfmgHICnlGnBL7wJAq6dgKbOwqia1RrTqIU4unp+oPP/z9nYYXrHZq2rOP5XG5If6QdOsxBqG5QZ2Edj+Jnz4x8kFACw+aBbUvI8gpDOQIcgITr6Q6Dj++iiCnSsMlVcVBvq/JOon5qv9SYMXPRxlKvl97A4IYFRURt2urIiXlrlnhNIqmqMjs5hT2SD3Rrrjliiu6ZH0Fdx+LXNLlHEFy45gKOwHdiY3D9ylyAA163Bi4OTpSSSCAmAedNj5Q0Vv35Xvm+azfSgEIGmJdNRsJWiwTREIQHCAp3befIgjr9yyKktTKFcZwGnfjgHp9YcAVgrIJyiVYKWSuBhj0ub9t475kfD3nWB9WRiIEGbCxOsKGCcq8sfEdzQm/398bN5QIguUvQbDRuMeRIA2AcZqli9fpuwuSL2riLOb/UC7u9TTVjvdH0w21SFEHAdC5ag370o37Mgu+HPU5IEgYXGJkK9XskEoMHSAALmlqeoRwXpCel30IIrJVMImLljGDggkhORNxXfTehOBqAtVBS6DMkQBJq9B/g0Jylz56KRjnmbDTQ+1NIQhHHhLkf37TdOJz9f589htRVJSwn4b3yDiOMNx1KSX2cQY8N+yo2/kQ8AJBCoYg8LjBRaQ248iaWeLKMwQhN4+Kaf8IghxnW/CXeuA8YI69GNMuw3dm6wVS+oMuZ7RczxCIlL4dQVz8cUCRQ4ySP/ckank7guQTgESQEu1PuO5kHG2844MaIIua8kZ5E4LMODZBuYsTBKGaWJWpAab4MfGFLZmT9+q8IFzpOHHtJOb4fevuIwkWxaLlp5Wrg3+Mz26ICfGm7LyQ9YCCGPIisoIkiekZggBC2kELYX6bU23tNgUrqKOJmj6HSjqiJaJW2Gdx4caG/Q0HThAE1KNOgtfJSmZP7A+yHigAzC4nWiG2QGgqw+diGg7VECBW644NFIguTYggrPORdYkEftCndvNNJceAqo2mEUH41VWzQpDilQGX2xBS43C4OrzdGSCqx+AQxK7Sx0YZ6OJ0MYZIDNQ0gkNQlnYjUVIIIETIsoMQUGzFhb2qYAn1JeMxGZq2OYkkCSBZ1gxq4KIPKiGhKwWU/A4KTHcAutGEMUjmxubU6+5pIgisjHtFkTznPXURGvZWfXZWUAWj+qV46AyRuqoV9VC0DWm3xX5N7k2Xt4CRarW6mYngMpbr5oQQDjLhkgYt8lx4wp9oTQgEqRVqdV4i8PJiNeM44ovbkjsQ+tykj2AaSRjZJPv3yt0574YgmmJkjiYTCxrV+E9ikCDQWK63JPv9ZJKOSsto+34rghzyGPf9X3/97fPnX58gyJO/vzkGyfFAvTPZh5sD4Kt2Sdwc/C/I0D5FEBKecb9fnSBIhe010/X5yI7FcDQz6iY2y44NqLAmEqGfj/nZj2XZJ+UIkl8uSlsmfSkUp6oo4HZlDNKjFi8ojNaxccsTNx+gI2zDsQ6USXIKhCBo6iYa9sfUDCCrH+MxuUsCEeHeEEFHkQmCYnWw3knK4lB4wgFi/LWh4V2CYrEoQlmbDY8WZW9uytiMx1Bum6YQKur17G5HwaBPiAzK14cowmKBxm2e1VSomwXo4UixzaP1NL6LwCKgCoQBSP5sFntpinWNF5bHIKS2sEvVofIfuWyUm5cbVVnGdmo7l3MlI3xMQ1M7S9XLCtkpxSzAkEtL+zJjEFMic8ZyRBIM3YDpxToI1UJUgwptvIBI17pT3MHhNyLrvVnPSUiOCDIYT6VoihqoIUiiSgqqWBycwy1Ws8ZNqeZGaAoXd+0CaktCEEaExiPSUGQftWOrgjCdpGCEDu5+vEI4L+4QSc6Ts0xZE7RkkoH6xr64qCaRgt94078bgnjONy+oWbghzn/wxHm7NOgOk+V+PegMOrlk6XgNLqt34nH2NgT5fIIgrIn+ymmwZPDbZ7VxnpdNvoggn14gCMVdqWsH8XF6gvsqW9ZyCd2TGETBCpgv1tAvfRlB9oYg+FTJu84RpMo+rBDklvZxjZAtT+qmcj7GKuQ9F4OgDYLJDgqO4w60UB9xc9Va+1DgRCtRspsZCxjco9m2YAxC4Rkn7+WyA6ojoPTI+L1cYK+RCMJSAc8oVwn6CXA8J0cM7s8qoeZfs5vKUEKqqRaDsKTa51APOqmGHsVTBCELrXBzTbESaEdC4XX0BEF6EXQWy1bUISXErDmLqhQgUGtWEkMQaoHZSGtCp5aEEBn4riniHWIQHh8R/RiCUH8sA4dMrRG88iyl1jzk7fUyy0QQhUt42bZuoHwWhkPTZ8ykhCzhLk7xE0E8AUcl1zIUglSUG1yXqfssFbFpKv5H7MYUcWUQEShX4sAuznbPENC3XlPzEmP1CS0WOLPPLK1rVxQpojgyhiDO3bKeI0il3BCCUJ6TPd2eO9uAA8fopKEGgvuGbdyfHIbUfResVSucHZIaZEafAPaPSbodMGw1OK64KQiu4fdCkIPLjnmZBjWbwT3GIKEXjmVMBV3jkwMEkpWsD78ZQfIE5dfPv82WPBbUNj2NPV7vA/85goBTlJuHMy8LPckS+KVX7Brp1xjk9pJfQxBEi/wEjwjCwSV8g3cV53EDVuAprcpiKmleuh3ILcR4qRBEyXrRzbdc5flwM+yAoMgn4gYc5AjSp0IHPd+arrxwIIRgfCIMPmK69rpA1QphFmpxqsmLFJ1YFuMIYcVb/XF7ONrYHwcMJTBJhpvc0ZiYtWPspEgE0b53yGICLtbGbQGAhUrPMwRhvwjxQRn9k6p7hXIIx1wMvbAurpUmYEmkC4M6LC7ywsTSBYJUOSeiKOAEQWyLD44Iwo4ugUehRBpfI7y/K+fZS8HZeJbVPeYYDML4A4KMRrKMwyVGKRezdE02a/Si8iymcuW48NQQCIUgwCyMpPSsEAJOzyhmFKl8UOJMdmHaJqmKLlKID3oCwV18gGneBu4PNelLEUjLYnIVgDyLad4AQYY5gowMQRiC0Ayo0+ZYDi4+ql63PxmENJyQLucvgSByhZnkuw6yGFO9swJxJcdzyLO9K4JIbf7JIjoiCJ24p1Ql21HC7GixsqfksgmFGIj8+BRBPv8Jgtifv03ny1xhfbWcIwp5+fhXEcQxyp4hCF8LjRPpsscvmGrz/7wDl3+IZCsGYgTVvCeWWS8R5HG/mgJBkMweB1SYPXNyicP8yIs/tsgjklsTSmriSKheSLemhmUxDWUT5hRt2ux6Pchih6m5NXFNY+dCl3RwiiAH0RsetygztjmFVXYIMqfrgZRo8sJLEgNlVEW9zVfXEUEK2JEZg1Aoi7udCSBx4wMQFPBCwTgrKDOwSio6u1DwbBVuThGka8QO6laAKRIUGq2irX+5fMvil31P/hULdKjghRY7E5wb+QGmUFQrCq+4vq4cddVlMQ0rM6D6Eh0QBKVilm4Rq4+yuECSXNGQ5v6+kEPIrT3fp4+EQ5DxkIrUMdV6R0IQ+oEfVpdVUvkCAzJZQR6/C/tSOKdOa181X80pDpCH3rGiSTVruejdsj6tgjjy/ADDtukUCMJP3qwIwUnlCDBjkLyS6nwdDkf7rlUA29eAAHeMau/adBgZQv2tQRClDNT9lxBkwW2A7lxsWQ8ksobpb7Jxr/L36L8jgvhOLIkmhs5NC6ofRwQJEe8Pucghjbo5PdZzmrcLQuCQcfnhCYJ8/uWUyf5qPPLrb/PFCk5Xq9WK/y8nRwT5/AxBfvkiglwejFmJhREr0xnsshE4DUkLHY/zSaYnB9ttlsS8CUFQM5GX/RMEMS0QTK7BC3yU+72ZlhVbMQOuZ7CC2ncfrR5x4RDEfcL0pcsRxFwOuGNTa+RQSTUPZ8MP8MOKXFwszl5bFiOfp3SoMILjWLidomvcnoYgBYv2T2IQ3t0AAiEIcMcaiCzAAggK+Mkqmtw28m5uEYhSBgu+dYOXxixmPmFDdySBHpw07nUAL8Ae3t2a7K/qL4WiVUbQrEBfVekP6Ct9enYSQYZsygZe03XHD3XYipqXuJ4Y6heC8P2RxzYSewWkti4VSlBmNIS7L+QQkiMIGB6IQWhnN6e6mugnUkAigkjE0KlaWzeXPTUhCHitDSDIfCGPlsziMrJ0YMzQoBzKLV/ZrQStUV2CW0aTk4PQX2Ur1xBkOqaCUSJ9dmk3wyqnWTMEwXYW5hCCEUroRxfZv8PZFqwyqzklSSgiiBQopRYaUr77BEGaQhA5g+GMADvELNKfSkVDa+adPml2N8UHeS8EYYPTP3G+YVfXP1ZS6RRMFC2hkso9PVcbjGTXmWcBQJCfP72Yi3nBTz3gyi+ffx0QPzbIYWCtsKJr3sAg5JcXldRnxZCnCGJ0cdU8MBaIKzzAgCAqIckkM5KOsyU6oIeUt/qquNb+NIt5OGQxJdKjXDhQtVJqwHFXRiEUkjDHSG1h7DUM3DxFC8OwrZuPeBT6B+QQcNVI4gFD3WRbDcb2RCGIKJsjEdoxmH5QKraKKvZ2TJ61PjbYzOTgXg496hsrF8bOGRU4/VK8ZQihFYb1hZfAFm3hFjGKQgk8yST7OMExoCgIpu8wMcMmqXVzuZhbLDEwDrlD2aVvQIDbfThSvMNZvF4nBOP1xgDg+qJJYxegJLMYgqXnMwaZLmyBDdVgJWYNwJiJvKvA1UGuciTh3guqb/EOI4QMQbjTstVNSThemqx3TUXAO8Q9sKpoF90MIF6wSVVDBzAIiCDc2zO2VdBvJihnKRoAV4ZVqjeafAnzGDbVQOBtN+SlKU9TsxjlkiZjDkFk0VVQg/Yt+81AWL5bzOUFlQiFb63nqd5gYn6YBALUWcmCt7vJdL1rorJCkzm4a9EKwj1xYnKUA9H1wNQtgOLCkWT0nFQEgcNPUL9gFg0BGThi0iJQCAKJet0zuOOhsBZVm4fDd9ppAJAaKdu10vdOY+qeI40dhu0QmDxRGNI1WECd/cmK07xhrhDy4a0I8tk9YDxbrdeLWe+337B/jubL5Wa5+nxSBPkCgnx+hiCXVq7S64+yNZyi1ushqNa1FWs1r5hJ7fCQzWoRvRVB+p2AO0m1kg/JKp1uSnODS436nWPnUpN7VIqtDP1Oqpi26eeC4/raEARKU9I6b0b49PVEy4DkI4Eno4cYVUUJf4ogxZYQhKV6RAKZnrfQEw0fZUsHJjsrf9wzcwS5bUGhnYVANE+IIJZWOGcRJjTdEBoitJspCkFcK1hhOyKScut6yF7MYmlh1tRAGFVG3u4FdkIsBtBY3QUFO+x1e80K9YzxvIX6MRp/xRmJICF28Cv37gxJmP0gxoJbLmh6EUMQvdDcN5gc8x7U6QFZVBUtIwQ58FwMQRDFo/KRmhPQTN57mgkk2wYkhCt10UwO2fIZ78qVxK9vIMTRnyzcGXNfOvRwkggaJZYKkgVblp4RWPuqVnpBNQZgYPtb8pOXxbZG5lAhoha/5mOdgnDdbXIsql4D0GmnPJsfb5mxhAQk0AKSHOsg9ORQKxeOPn6h4BCk2qWJKp/IkNCcA/A/NBMlVn9EEOmD1AAhP/783fEDCUvJK53EIDWFJUeVQ3PFwKtI0oQPzPM5ZjCBF7wZQZ4y1H/9PJlvVqv5KKbuEFxpEZAAQXKOyDcgyJUzZ0e6FU2gv7zfrBM2lDBjTNO53FD3YIkJ7UKkY0syjP03IMgUnRE8ymrcVSMReKzii12E+IINhsli4damLJCcAGgEdjkVjbGCi417spAIPT4lQzGQKnG6ydw90YxhhCB4YvXq6BKZIwhk0YJ7NmlvGihfZO6MtGUdm5QRQCuiKpkUlcEocGUCxh/6H7WPkTub3LLoAzzLkFNEcMcq4o7l+jDqA3dd3sQNmSBhF58scoicSSEHGzX5orSEQsDhGtVqxlyAL6E6QfXqEo+b5kjHgF1uVtBy7yCLCfIJw6p7Lq4RwqX7j3dx94AgcvSemoRJCl1A6Haxq4ooCzEVm0cFYRj10HBfkq3rvMQO9o+a6yeC5D0Yz7Vi9Ie2gobZcjuzstzkiUxadnPbwg+dJ+9VVeTtQ8YcIGPmHM7sbIStPssZ4MNcHXV7jQ9CLhIcpkLWQdIcQYRZ5sKp+W4kvlSTvEESKRczJDJglAFBeNs0YaU5NrM0bR40BSKCdIKo+fRQ1VZZzDuw2sGuIo3z8GXE7zybi7GQo14PjqEK3TA5LpQjyA9vQxD356+/LRab5WI2+JXf+LWTzhbr1folZeQVHYDnCFKyahUDqfEWnrebTZ8YuKK+x55enc8O2OVuN0vJ032NUfYoBEFZqFbNmZdNTYfj1ivyhoKtA/Q7R5P8fjfbRwlUIRlpMw3AvkqzgpZtfRSbutTUe8TOxPQABIpB5Klrmp0vYhCkIwzyi5icowfJwt1GYykA2cBrLyxc81zkXB26uJI2JIJAHHCUn437M2kaE8hwdCPk+Jy7U4xedgCCnInaZrSlw+uauveHmzaPQbpsHsNYzgogdFyqqJ4qRhmLDJUmJRkX8wMQyANymshxqWnBq3VUxSUpKyVsfbzGAsTD8xhkYkFW2k9JLkMHpqBfHBS07lG5cKEQKFBv9QRBZnLQYhlFCOKImlfyleJ5zWAKNHzOJowm+RMNCZzCAjWmy4ZUZsmD7la5KlU5fDREkOn8iCC2pDmu3NJGowH7XKTXqAVAEAjBwRoX3sYOQcyDhlsAKfRIe1HzAh8E58TwJlmpmHeuVzw5/uUxyMzCOmc5HEdV8+wzKM8zmXqNCPIOUzFumCTnS7AMUgep81gHcW4PNWQJk7nbNPXuNSzz4YMb0X0dQX552VsRgsw2q81s/NsvghSEIYPFer3+fKpJ9C0IwpQEU9/ZerfbrlYJX9GK+YoSmd3Tg1nMehHX34YgkySmtkflBEFcXQJLk2MqaG2mk+OOOZHYBAtyYLVjWK1ggj2YqbCfIBULOuPG3E9mizyLUf7Dnc90QZovYpCySOfUKOWSHi/y+88sEhQIs/LXIFyw5HfryCBCEGhvNFBXTJ/EIBPaX3F8vty6PSIIGw6sVWLULaT5SdShBMohSzNjO8ZK9G/EPM21Cqf+Qeu8QZVDaWhFgJupe39TBi/CAvI1sR6qFgq49B0xCHqqt/ckjWHJs6GyOIQSWiqQ7yCH/lrXQDqMDkKKRBBKgqBPgbqSZTE5gtBzvNtlqNw8nM6VszmohtfgV1sRjfAOCJI760o+iXqzB6KuVZhbDQl0sKOXEFtVyXIIoo8QKQWIpVVDEHPINmdtq4hAay7kE3Pf1ZkzJZSvOjJDZEtUp8Rb4wQnHBB/YmSHNPqyGuqMDkFmU+dHRcHEZuDlrSZnpRrkCPLdkxiCQDeTlbQ7iAxoi54iSEk15WzNbf2YDTyqZOIQ5Ie3I4gwY44uzMgiEIMQsDxIEXmGGW9AEME8lXvwBzaFSTpWXNShaMzYbdCWL7q/0QUs8UTwKX2Fkwq/mE5EZZmrZp7FXF5VLG8vU/3L5iynrjNidutjtzdIKfnGESzubXfwyeFt0s856WeyaJ+7bN80VTU81mSM/QJBrDxxjxYeRY0spZhNxnlNg4E3uQXwPiOX9D6fyWVP5ZaW1QiMxofiiV4h2yKo+4MNclto51lMznMpFxoUNMTgDesl7mVODEEIWyOeDrP2Vl4W815UCWQVVckJdbvMk/IUxgSG0XJmo/PK01vkivbzFAi1Gggd0l6BgfqcO/R0cuJWC/kO6HdArhUFXlRCWKhxFNoK1GRNsDCdmvexqi5cXNjYcUmYcVev1Izxc6jjgAxZIiTW0QN8Nj/UsZyNntHEiAa3NK2R2RHSLCIImyUonEomVx7KZk+suAVklzY7r/lEZ/1IZawp2aaCIq7gfJZ/8pl5mk7ZSu5Ki4Rz0kXqR6C+fQ9OKhAEltyY30nto5gf4Ip6ugNNtVmOLIA0povLYr5/JbXmpXTBPYn2d4jb/acxCItCww3rCifZwI7WduoZfSOCoBHz62K7WY9+PUzlOlx5IRzyFgTJeR1h7ENHi8o/NQw2kU4Em0SKv0j652DhrSGkOFCt6dVLe8Iog2cdQjIFOYdKasXu+DKXCV0tx84COrd64jD8mDbWmppiVw4GMq12np9e0vMAzu4Q+aX1rpUYU/p9mHImtrcr7xUEAR6wKBGhD0LHXv6XHs7o7nnKraMXGN4r4naUVPxBZdOEr8paRhOJe5heYKEVNgqIPw6V1PuGYU+BwqUY9oPkz4Qb+szM8KhGkMk6iRzwQRICNSqMQ5qGIFV0neQcDgK7mrI8HUOy4dCEPENMtaKQjPTBelouca/ixAWw3gbie1ttOXVKRlxkoKqbnSaaFNAlQwfWdamhQo+eLPx7hwx5lC9BfJ0jwAMn9xWhqusuZ7XZzBEElQWwbiCA0h+Zm7p140kLlj8mw7RUI2shAcvEqVkVL1775KHrA7Skh/2+oWR+mPcgWDC1C4s+cgDRGBZJQAPeIOYVbBKTVGjnR8pWsj6TgMUQWHMAssgJqfsXF0C6EHpqY0OsKV+n+eeRhxIwBrGqjtWgOP+TV1J9Nxf2HSGkszoNLR72D48wqwnD55XUAIIZ2/VieoxVpl5oxpcf1Hl+I4K4mGOxWa/6v548+DCK+4RH9oZKat3mW2gXrmpNJBPxiJAChoiUtUunfjFB7r+X9+v/HEHyUC3v5lYch5seLWhPZs6B1dIIDlhSGhDZquQlsIUhtb2l5obvaCCXFO7qKHKZ2ZZOTgfnT01yLAwhY9ZsniAIdc+vr0m24pBIOna3G6kEA3MYGpmL7MR0nSV5ilYz6nFCkDv0i0CxYul0LmkiyZJpgqeD/i+bveVimHdzUapVdnBzS48ndkNnfIdjOnzyZCSUjQ1BSJ+KJAqCg9P9vH9vyhg6g5vOeDwk8LDfg1WZ9DTf36V/I9omvpU2qZ6hnAf/Y4av0MbgDC7djJdmJJFZzvBRHzVlq1wLDJUCSCY0MEGI/9D6vMPlRA0Eq3iq5zGFJHOe/fGu3Ohwl4J9ouIMKtRUMlc5yqswF0HPNzsCyMCkl+RIyAE2FHzwkiEGg/6InLpuEKld+FQ4Hg4zs/odc7o/t7SjKS76MBXoObtKqlvANQa9Hq3DR4J7RY/sGFv7P7XoFd117joohuCzyBGkAQTxY/HxZOKNhw5zNzLNSpPcdkzSNEEI9oXr5joq7HdEkGCKhGSzOB7LOZzrjkrLOjeG7YLN/mF26L2AFs5eKNYu0BYByA8fPLlefjqdr/38LJJwAKBvLTab5ejXJyDzigjiK2pmvxyUlg1BKo61UwqUkVEPTC57ZvcbyDAcpQy8AY4/1zkM6LRNgq/P5sJ523hdFTdOhcGMSgUjbuZcgHENec9rMxlQOJcCWX129QQNHK+L48oFACdsQlikcnHtQ9gPtm1MYeSk4CztOrkYYGAwRVU7/mkFEZ2ZihbQlkCeJuK2ld66ZNGD3IrbcSZTeRndXldaxvEiw+uOI3UofjKSGGtlDt3aQnwEQjtJl9heUaW8JYkEvjCIP5A0FSI64FE9yUoKA422EOWSzFy2s5EUScCyLIJ4Bju7aw2VXlz0hl14Y+GFqkgzJDZ28vd3xfk20swx5OZp7MenQFH1ut2+uEiYeZKuT/IayxAdSrdxup8DiBIN67Tg/gCuG72o6GqH8RT8XMzN0DXT9B+HuCIHy2UVpUk74QrD6rpsQW6ZNjxNqG0EgbxWppZmOVW0riBEqRqNLtBihfQSFEloU4yhltuLazp+yudX8dzAWdnpmkYmynDlokfVanErytgbqmgdllwmuWe4HDZieeqNU1NrxV6CQNq/iKKLiyi4CAtFlM9haCeDLEGdGO3djjulfGxk/M19BwBpuxybRbBWBc3zy9Mbf9uxftwvvJMmi/4aneiDOM7H7nEd0BOS8/FGIuEiNAT5EQhSOUGQVxRQPz9tyyAGIYI8S1i+jiC/PEMQr6IAzSdwyCHc+YPzy0h8FV+EuZBN2ZoCydgaULXgCxDyFEFIzbhyI1nsHLQoThOolOHsHnQbcYQ3lP5+h3I/GTNVMrfwEbevoQIYNM2UqdmiOKdFwCQWDiUHSq9hGgNU6CCdc1Gt36gOB9MnGOFx/N9tmGS9SkMxkEaJObazMM91jjlOAxAc13ih3ZFl2rN0nOpOp2qOSR8VrM4LZ8x7SLmDOg+xQ5byoHIW0+1BNzsbqinVQPA+8NiYJRWr+aTSFUci1KJDJVyiQDzHQEzaJ3oQeWgszHtIpMymJNJNHcEDM8ajuhl9dPAO4Rp13eyzYSMESTtsM6PWRNMG7PjidljDCePxCJEwtQMh6TuIJ0c9TufrhfKa01KSm4WNr3hNm6e+smV95V220UZpN2l6H2IUSQngTNOuJAG26d2i8njmylkUCggkqsgaJ0m4TbjXJByyn0nUYZiY1m0oqdYru1FsFFh/EkFoqicePIggY2vb4Br2MNd9F+Gjoh1OyuALNLEEymyd6AL02nF60Q3uiw0U7FvRwICO0aB5kUlrOQx0LxK1dJarKzt7pf6OCBJtHrbxU3I3kqjSoQ5iIQjWxu5xqVyuZItU+hs17+0IcuSlG4KshCBP0eLzi6Dk6wiiCI0gAZkCn+MwB2NftJtBaPZKcUyd23pN4toUEKHVGBEk8EtfR5Cq2a9pkJTVuGvEIFzw9L3MP1SW0SMSre81jd5LTFqUHGew28PIv4BoJkOCiq8aKuOImWbcWPtQhkP8q9ptd8pbuHLz2lLwQ+SSMX1EDJyQsoY6W7vM4ghsIFJnzECbEtxfQg9NWNDBN9OkyRSiWByXR6LtDN84JW/dF3CtscGi7moeCm1ODlM43WVoiKwwQI4oAbyNckQteiOIjVkpgIlMme7zZYjytRibjfgy1SxI6eDqaY4+X1ZWPwVpjsvNbxqC0G8Wcn/pVIjMt4Eu0L1oGAiiEGOMnaJ6OqIgEgrZFGpv3CGwDCnFOjYCyJiyGchq/KCSf5p5TJd306u02A3a8EwIQC4fKsJC8oOSB6D8nkEUBpDo5OFsIMjbZS2EPF+w6tsFXEAwedLpxPo9fP9VMoRce8mZbnpXjizHESC+z4BvsOcCHiIT3kj3rhhH4+VqQ6rjyhq7I014h83FHw+bYXgBJVjMSUdd23L4WWDP6eAt5GZDUljBHYraNFrqlaZTgQ2EILX3QJCQOh/xMT1R+F+rHeogZFvU9LjdgkBDhl39WN7134ogvzyd7H+BIL98fqFa9hqn7AWCWB0E6SZfZhArRQFiYwIDOAKDIOiUof85J3ee5f1s3PEYVcXm4vGndZAHIUjT7S1VIxAgjqhSq8OV8LVQMpo3RyhFFjXTwEYfu0LKZDS2ALYbRKugAuiHvPvstsWCGKry4TedAl6z4m53zqyezPcziSH3lQGwFtgk64g8AARBwV6WZ4lJgMuAjQ0decWpJzKQiJ8WGIJmOeS1jSeLafX2gTlSMKbF3Z1o1eg1UBN+NlMAgvcHlgq0kSs+yq4hxcUzFQQncsjrxhhJv7thbQji02D5U6SDiil8g+CPeRI1sBLmlc3Yq6PF3JAqq/gLfKWofTHXskzpkoc4qQh45Hwf9IVHI6UVFDToMSjglC6qIOByxIOxbc8CrE4MjOBYiLt8B16NnZ7FUym7swnDDEYhJHCCPDAQbsr3ui74GDuWyiizkBlGm+5PEELAtVZA4MzGEhPAONTZVc8EmOT0DCaiHObGlQFgmTUwW8WIzOKwOFpuoPi7e8D/f/yxXy+ygYxEOSu3/uOP1fVFHMhTfTCxUg3/jbUdVpBs2EZvSrP9+HxwF7WY0XAUpwRPs9qPP79DFrPbL+omC1I71mxPJ+soKIr4f6UsJjoUQvSqSt+MIPYNdHM3q/4RFjASsxAn9fMvX5Jl/gqCoOkfQvnWD/qIl7I52GqekeFi3MGLDall+4fdejnveyyZ+NSt+vNuriEIq1KBq8JxabNoWDVCmIsrWfBghY+b+i3tX9q37Q6bNNYbTOlkFMSyX8dapy2uZHAUobAa0TRiJtsD3pUruIAV7hREdUfQYw5FxUwCOjMqpcuRmXm5DOgIFWxjKAwBVwMZgGIQNEUILdTwU60fT7pRs9YUB6SzcZQkUvOXrFb+OAzD2Mu0jgQVUdsoETZB4SrTTTJj1wRvAqsWiw+6njeICyLaUQ0YEbD8iuom3Dlx/SscW3HD9ZYSkvTuiWV+Lbov2pw98bMUmlHDj50PcOpDWIvjHUJeMRVfi7QJKnlBSRTT/neU6WIGo4ncbExVEIQdHmN6z8KA/DBvbmiHBbK9hHwj6FmqZRDK0ZlGSBe2PyK8bDckYNlxGcdYPraUYSrzytyAfzbMVNNkJ3bI4vCVOyGZaqpncvr/AF6qZzGOsL1DuR3INOU4Ksy2+4c/dMBIfrf/Ay6rqUk8d3rz3R/7+UVbpiL91HJXy2Doe+PnqnAMXkNNYvrmCd7S28Rcx3shSB0Tc13vqDlcYxujfsIoywfwsu3jQmN40luifUHNZuq+MYs5IMh6dIogU4zJTH89mc99I4LkWQyaLFFAWQRW8YBGq4VUCsDZD8dT0Mt2+/2OEzHLeYpHh97RSPkrlVTGIFVHXqBWGGJgbvrdgRVDOZ8wpJSbEoNiAwR29EZjCjAb2zClr1so5Su2kQ14rOc47MmYWSZqiuwPFKuqbBk1xkgeArNeaAbrtsUTUWVkGfRWHDAU68FzYsN24CqcHDCPOFyBEgJEQTJL2anFh3zDCfPcipCFL/IsBhNrYFrccyqPZjJxOnIb+1g0Wfq9NZGyV4AgReZGKeYCWX7kYHu/274hmTKQkPuIvEl2GyiSjitFtpPnxDuvbKAf15MCIbzX0QXmGohUn3VnRP+lS/saqJO04XmArAr78CgnosjQGqUJYicJJKmQjuIeQhD96OpBh+zKKdOiBRRosankhPXM3oY14vkZMWwDi062whSsv2fSmDoDPVOXh7YCi1WsWYytAze27cE/pExXhvxOQTEPfFrKQclBZpWHoAQUjKJCuNgRPMCj3hNC+Gu3QXEdMS1K3eF6/8e2VzBXosyKLlJz5+Kz6pxn19Dlv03mpxQG0OUM6h/q74Qg3d3DLDrOxVgZ8hiDoC2kqkLJm++28250qD5KBx3qf19HkF+eqxwCQWYrcFIPPZtff/ttvl5v/hKC5JVUFjgQcXSWqx1cs3bbtcppQT2abrcAj711rDEUs04Cr1MHSHul0tfrIHKGrmhG25yh5GXUZUphRRBwepKooQlYDMijVg9xDuxgyALETWK3diBLBnJSQApS5U4FdYTjCjFE6WQkeqUbwoKQKyMuRc7PLu7hTibyECAQWfBOv79tUPkQCIJp1Yg/O2PrRESKRM0ISnRxH+UTyeS4oY7qrZHTHP80r6QWAsO43LdzkgdY8HLrwAM89KVtAKNoxiCwgeIKVJg/spZMHEk3cTCWdQJ6CxnTG2y+nKVid4CBnG78KyIINyNn+Bmr5zKcuNeJvAg5Uwi5eMzPocGD+UTOrqDdovotbSB6ueVnMhpKZ30qddS0h1WED4w92/xw9YgmPS7za0m627DvkkkyuQYqZzeAIPemcI+R/4hLVwREaikbWYdPHagx7oggVCsNfW0Czs72ylG7JKmY3zKhbhiVpRXxJDTaac2BGIxBcK+u1wCTB/yd7gDKnAYxgpA/lrTETBVkEbDoIxGw1486tBO6tzCEr8Dsy0zmFdOLHFZ/nywmnux386MMe90JsR+6uUHC7JQSTuCkbleLA301i6lR9mYEOZVO/uXX6XK5XS4+/5qPyaRLkFQ/v2I383UEKeUIUotKYbrcou2MDGS78pjc+PF8/QhXvh3ndIEjmJbbL8Yo/NjMce2rCFJ1n08UmSYUO6iS9xq7yhZu5w6GshkLkAwKLpfKIVTFUaFf9Y4Evd6upDWsAAdyBe0bAzrNV+UpYiWCY+XPvJzFhqP/QAIt1jE/BD4R/1SQ7A20zbE1Yta9qAomLdOMIDnJqOPNBuBEFCR6Q+DrAkTFbMqjmJdS825uSM5dT65Z0ieQVA/iHYzjoyRRkbU2yhUhuWaArSBuYy2xljzhACzJWx05NemyzOYwJOhH8IICFxtTsyYk7lJBIgjqaiCS0u6p27MzDtKpcWWxWMN2pHlAaRzRCAuF3usuasQc8psIDAeyTFHFmqw1IV23H19it6uqAZdXGr1cbDZSR7kjNwewRcZK7eb8dAjlGARqfYSUtcxyyJovEJRxQVVkmeS984QBiJ5ILEOoEJoNUD7OhnkZNX2avhIXnY4CqqIeatVYUhTFd4XZjlHHH9slJWDj7nwD/MA3VrIORmAbcU50Aq4Jq1iuiQuUvyJ6NIMDgjitNRiJxzL+6LLTC92od0OQwBss9vvt0nr3zKQnFF0+dnPhaafx1keSzR4fjhple8HN1xHkl0Mz96QXY7O5C1JCEHj8Nl+utvPFr7/8+mcGdq8iiManTfAUlLLSbI153L1Ms4EqILuHKyQvfP1AELxm/Nt+NfalbkJFka8xygZXFWPpSDXPJP2hStbP7M4lfYnFUAnQlGn3xhJlgz1BjtwxAGA5ZMDdSv7sQxeOgr4Y0ePtkjsXA2uCiGqmVe1hrKaT1iDhVT41NdieomcQ3tLxUVE8br2Qf20UQ6mlDoFQUzpSpcmIAjTTqZH/8KkmMTSPrqn7KeXP4kEVtYF1A9pbQncESp7RzGHkTieLB8zHNK9NsdWH2HNR8xq46xOIhYiuDjOX0VCOBZlbJ7OUbhd4c5f5Tsxc3WIQLmmGsNWIPLMu2q9ItQZaJ2xzkleLXLAorZMGgnKbVm2gc5KQEss8J5W4Lp42Iv0XBHFKDzNKaF06wYBmrmOjui22AS/ox+ZkJ7OtvtrGAgKWXzFdKBUGaqS13MQNqLy4HhiT1PbPwEHaKCy+mtCgzqiRIDr3+ko2Q83UYVEzwiJCShBfOiUT+wARXjCcaUYbAcY6vUB/Gfgcxss/6KO2m8t+HPA0Y3G1nw7URxsjeaX2lGu+BG7XyUcKwDiJyA6BvH2HWxX8nz58qn34+Qfz6PyunnXzLVejG4N/ZJwP1DjyQWql+Y7oQdo7M7YDq/1hxxrl1V9CEPyaL4QgmO4HcEIfZLWZzz9/ftHCfQOClMQcrnHEvzNc7FCRQqayXs0BhHUv6a9RAXlE/WPGiYIlnvewmXu1uGYSdKWvIYiV2SGTTdFNipHipmdImhFBJuwasEZABLnl8FVA3RD2OFiDGJAERGbEkNbqNBai1DYD2SF+SkQjV7sBAldOx6mMNHF1hWU3kGqqtmgq7E4lYM6VifM0GOxA9wbxQQOnAyMcTT/eOgxBUMZEtxDktmRsjG3SlzoIi+Bcd+fo4E8QBGWagFrhfSFIn8TumSIXQzpyvtw0SZAjCGaEu7gWYyNY4vX1xMSyGATvGPt665J9lqYTpXJZjCSF8G1mQtR07A14YUA9zRTgo1fWjUFV0aAfZ3PUA6GjXkShVbjiWMSB6gxean9gjL4ZaHKJ+FyXuXJ7rkJx5fScq9EwkZabU4Vk1QVPzRhkid1PadJbmvJQD0pTv5ybTAxMnckoQzRLQ8kFlFNtlWPJRH+n7JMjiIYnecahNCWHoqRPj3rwF1hWiEDWQzDH/GtQyC4qvSVrIZgHlychylpbZDgzsOmmVm1jChOIluTmiZydoWi9yMydFyER+QWCfE8QWT46XHggQKD/wIm56NDNjeoDN0l+nMt1Yhhqf38FQZ74zv1ycIrBaMxvyzXrmpyAmAE/1qvx68a6X6+D1In/mvCfLdeU/9iulsu0L++K+YyRB7KRRI3qISISBCHUHbMUxv86gnhS1MTNgBI8CNo0T0qYoZi2GPujIQqQuvvQiJElEr6AWROSAmbuc7Yn0aAzBFFxLtX8A2qF1WvTzjL7JUOQquJS7F/shpKyKhvNoU17jRGpgtV1b+O3zpWBLpzQOxK5jKUCbsoIHuiCNxS7UtLDdxGc6eii6/wL7GAZ5Za+CBkH0YYjnY7ZlvhUA9ZAmFhdOAAJcwTBW0b7oiuqGghuIwrAA0LQNVDxkaXHKgOsS1dOJIAQPKxa7PuUT6ZQwCAlggBLUpsTYZcJHSJkhZoJ5DTbnfIY1mm6YG9KUgPZHNQKKA8n8uiE+sghSs5U0bBhgEMTxngalasok1wdLTFxkFpDvKLdHLzDQRSzBremiYqmgCZHMQRWM8uTRjKn7cplFxA5NKtr0Yabho5Ow079atQBNBOAz1CLuj+UNypKoR1RgMjkRFUgA8kwRAAC9nB4kWyZ1uzmbGTNMDKwJMR0NbeTmhxq02VJrtNzdWXa/7zEHg0wMRVA6dsnCGIqpt8xi5ksl6tlflCwdBlirQXHLEalkUBtmKea50iwaO76thjkdCxGCPIZQu2rzepw2umvX7Ph/lIdRDKMLIMgY+GM4GoqNfY66u7eesWqyHpqXlpePJuvkLOZRpl/KPv8KYKQVxhGrFLyHuedi8wWS5JFRGUw6mIIQBjHtinrjQrlLWtxg0zWLqwUuBhE/Rmafcgv8vri0rVtnXmK9XWZkfRZ0rASA6c8htKygmRfFNxr8K3MO53UDZ1UX/BvLN8C66c2RdKjFwWndhPIobYbrNXcuy5MLvFFXUMkSx31VagAabMhmqMbdcEJbdLm8cJ8LY8xCNpOiL1Asqfq+IxrkRUNJBaifdHGyhDEDfd4uaSPJzvxpo98Yqi6MOoXCCYSgS2XONLFMpowNKWjUmtAC3tQVKCsVL6B+lDfppLnI1rfdeRwi9E9+tTKpfzSefpcHdsjVdFgr+KJDWgPNKADNg8BJePAL6rfZSFI+TCtx0+QDSt6jw+EICSdsdYjMoi4qgICTlqT/HHgAuYidtYNnphQIxGELj+qurNPUvc6ivyXdYzRNCE7BABBsXrGeuofC+WesOeZ4MvdBGwyVNsSjhX69uNPmtQ5eOFFoJk1oVfn4CmC1L83gnARoWAQ5GeR/HDoP9Eoq+VUVSDJ0eHJE7h8C4L8ctrW/dxB7CHNZozpLucQWv7lr8QgV57JYTNwSjaPtKSYxJw0om1M3dsyBdtNO8h1IFUJymp3CVoIyqzsWPveG+ogKFZ5CEnZm5WnPBAEU7/IUHhvhCB6UHWmaDLe2KNbApD7lm4/VVMl688bl1K8w8ypD7WcC++ltf2qzu7DEIStxGFqZGtmTj0RWTXCC4SiHaWNwdHZRVPn92Urid43sO6FIHIUYWmNqQXtqMICHOgx3vEMQSipfM8KiKr9GH+RnTeG7CXAGhdDx8c3VtaxDlLguGA5TvX+WAMdMONncVNjqsZayLXRr47dTr5RthIQzGfKDibMC9EwRteZBo4jpG/oaBUoIgkEoZokEAQ1H4zB3MCZu+cQBO+zw546ngEUAl2jBekmRXHVfKDZuUoZHcPvzUzDYyiX2y5NyDFvyFE4TgBc5Nff7GHuWVxGoIdAK+4fEETiC4kp76LeQEoRNSsJGyrYEiWdnGKF9lrZxBF6VQpBpkdWPhwxwX70xmQo7cZe++KadIGLMEChOtoyj1mJ3gI0GK75VTQgpw9uekjSvGrOXLNbRaGr6TRVWKR3b5BFZYcgTki99L2lliVBZqrFUi/0a8fp/kChvoxk6s8WHVbpN8YgJ8yyX8eT5ZoHMpjF7PMLC903V1LNI7fuRWN42jys131YqHJIFx9UwLLq464jsiqp78hrWOIGOc5/G4KQqAFhYCGItLU1wk32Be8NsNcwS8/lKwQhmUD6Pi21WgN613OFYffTjdujo7MpyTTpfoZb4dLuvUrT6XeSF1LFLMuAaRIHUqmoizs+gdAfShsD9l44/22KhMXboza78TwMQebWhtXclhCkD1MHWNCDFPUsiwH+FVu9Ab2hlB0M5B+OVyrN8k6RVdRrVS6u9ecBQejAWYwoG7/QTD0d5niMqPs87FIs2DSVTEM8p2dwoB/chQBh+VgmO4YgWGOcnEMBBi2MW3RDKGQN6okQ5I5VY5zuLozuuk7LhggS0rW4nyNILmX7NIuRoBwlwhNHtKczccwYT0bgCAZ9Gd1IsgE/4dYElhhOkrEHXkiSI4hausQeGGcNUbWkiwSt5K4cgjgtfuulEWm05TgEYSbKmcZexJ24XptLhLML7Q/oKCONiS7aF1V/A2bZH+vxfCoEGTCN2fb50RuC+Fd+7lxWdfWzPOuFsDU9bwxBsOPkCJLrLH5PiaGa5+wf3WlQUqjFxxhEEQhYZiw1cNrVHXReeRuj7JfXZubEAjmwPxh/HIbvvq2by0qqTU978WKLqulymZDZjrgKmAKyC6o7qPmCxa4x4ygiguzW5h1T+jqC4GaHNggRhI1RZMOyU6XHE8vzrL+3aO9kGlbcOBWQoLZZ1HwF0t8cQXAPYCRLGqoonsjT6e7GxIaNuWglMk7hBEy3OQIDWgVjkA51cNDIQVMmgioy4pAWLWMl8lcUk9T823DmI4KM0X2hISYIDPSoDKFJfg3p1meVVJBRi210VYasbCHj7msIn8IF8rDCIFkVKUw7zPfoI4IghSpH2FcdggzoXoL/bNadnjetasUhCJ6YKysTuMmwwg47MQSh7Lv8vFOppCP7u0WkA6NgIkirpTIIri3dn0By786MTYD0BQM5MRYnTaVAyEGtRpzXfBzAHQIuZKHNZG6KZ8OEERK9s5AopiRdMxS81nwfIMTxY1gKD5BMoS//DEE6tOyTJ55P1Vt8YJUrI5AdJMIYjAhBJAFF4o/6wHS8gKYpVnvJry1Zd9yEtWab4ggVTHDH/nWwZiFkk5kd1bA/JuV9zk8Q4Z2EH3wBlXPqchV4/JW9vOFUUmlj2padIIj33RGEiUspmVktossSiM85mSMnFT6SRJUZYoW1/s+P1SKrN1+d7v/lNSx4jiAvrel+OVDMXoOQ59P9v8txygIQhGp+vbNEmXQ3HoPsIYJI4HeHO1JBNpEJwFLQxJus8b0Ncti6l08JnhwfXiAIfEgg3h+T4007AIQEnOLGJ8pxkaaqmBD2YhmE05vFluyeGuQUNAKNvLFMIGanfArli9ihs0vAcfHCkfrsqEgsiISc5R7LtyCTnSVZ63SSQSGgfHEbNCq3zftm+aJwYYRSxD/Fslluk2KFIaCZQ5AwJBUBWUwPxULYJxVun3Vzi+U7IcjA2Sv0TWqgw9sd43QFmcFQg6Nty+OIIFhe5YjmVwvJdJHnRs4c4x3c7vnQV4slVJdeyKmJ06Q+OK2ygmBQ0OcsPp1q+6w29zGdeItIzjiphQOCBPQQvQtbHTZviSBDIQhpNtiiw4J8e8WPsKTwRF/Fu6Tddd/prA171GekRyAKv0MOx2M4B2/RgqwKSTIUg2uzywVSSHBEkJGjlbGgBWGwkHWeS0OQ6kGy0SDkUgiiLWeSqQArI7ye8muOkEPHF83Ple9fYHAbFZAmspjmhc+0BQ1etg2zGeou5Iis6O6BK4vGcZXpwFEl2iFItSnyIcWbZckxMATxgCD1D953RxAK8mSwk3oQ2WO7Gkplw3/i9qDiyIodGzItjBNCbsXj43pc/xB9+PDpwyev/ukUQX55bUruxDXqzyONp9UT998LBAFH/ecf6lJa5vCfn2wQcSDeIOJhngvBVTrfcxhmBcp7jeknlQkyllvXQ1Ilw+C0kGpCSZhoBB9YCIIyFhCEfAKwdcbOw0RCO7KH4mw7+yCM18sH94HcoQiEBtbysX+wM+KETJVRMMiMC3fqUdLHuZqPrYqqXG1VqkZ+p/Iex00xesoG8kDBCzxnKwehNDgfXeSOUqaiWixyUNXWNBMu9mbNSaAf3oSt4rEA4hypgCTYb8nWYsMNrefUSvmoAqYM9/1cCUjDQd7VtUEWHKxQ0AULBUlEbn5lFVieDggSGrmlHWjMzPOOw2dM2QHJ9jpJlaKJFeIXmsn00Yi8p1qZTGsIxUgN727vuJwB1NQUiqfm1id5jUQkPcQxEWZ1MRqMZrqIs23flFuhm1aFsMrlJbSPE/c6JTiALBGhCMLISHMFZqauWCl3sgrJLcNgDgZ2plMnYSk9a7xWxC4poadqWZnGHvKyRJW5Kf7ndKdeqqQf6IPKApH6vyruLjmPC8uAGvEfUkJojzeCLuZkHv5YjXin4abpJUpjKG2dMItpc5S5elCdFwcFSSEouED4OJ2Z0Ktk5hPSPeuB9x5H11va2BllzNFfmhMjS/ELBJlvtjK+JEEc63KPr9gZnfMRdMg60Sj75YsI8vmXVydwXxESyr/4ssKQEOTHHEFK4OcLQTBNjC0uol2nly7IcF8tNXAckIRa9w8IwvqrFJJOEATR1A/PEAT9sivGIBMRiciBhpUIcB6l9bQX5IXMY2lS9UyjJHGCF5u7Q5BUCJIOVZArlDGhTkldhyCHJl21enHNiGMkBJlJIkD9GPbqsLcIQagm07RbqZpDiPneXvQdgkxkh0YwkNoX1nQ5YOrxHEE4Jw+2lmIQIAh97wdCENZtB3G16XQ3Rbqn2oABCKyskLwVYB1rCILobESPOFKw8Dr7IcvEDEGcsIrN0R3qgE3QT+i3JYqVdLpYlMiIIIiVniIIqS9i7xdoQKk6iAmxyyDQxoGiawgj3TA4wmmBIG2CiIrSQOU2EKTZFILIIT0jSg5Yrsmy2BCkevB8u3A2GS3WskiWCXvTfLA+0/bRSxyCQLDh+tpmvJuVwyyuFUNgR5VmsyOC4FMnT49MEGpFIBZDTBEz4JejA0AkLnQL/d9ZSV1mJsMPBFnwJpyrRdaTAve11dwd8dX8MFmYDpovEATz6kGp/v0BJAjmDNfBuMrQGtkiDBkH3nO3hxJjleHmkax9jl4u0PRY9LP5aoeHexLv/wKCvFIPfWlD98sXq6jP0cgJiXz62dVBPkjClQiCIKO7JZlM4zoYRaf28nhNTFwsAjPz1G8Z52Y2GYdmfNM3+XMEUQwSxqyP83PNJGQ4Uk+P+uGBFLyP3Q2lCOZlgjoIid7IKUTOQieYcnYp3Z2BIGXIvUNA2XlY5aP8OJchiGLg+cz8jwYiNerOj6jYKgSxJke+KhWS0O76iCBU/pUKJ0kQQJBQ5ddnCHJXBm08hpeMEMTGZ+hmhxfKbP+grCQzepsdpkcdSo/4RfPpkdKKuZ7IuqY5T0SGINWWE3dr5hNuzl4+6NOoa26ubQO9v1QZG7MtdZhzBGFqCAhh1Yft6t70YOUgw8gR5/4ncRv6qUgMwSqHWhEdBWWQzW6yIQgIPZJf5Xwr5/VRdMFlGWeciawSQYwm7nkXzgGYgVJV+Vtv4kbrnZjygFiXaaoa7yfPJA6zuOgok5QSs5Bl4s040YgSs7TNUtYkPx1qloHbz7vw4qLe9gsQM1z/zptumjobiNFoytm7FXvlDkEO3r/5pKerikBoSYZ9MxPMwyfHdDyo+e8QgySkWPUjNWv9CTEhOnW9PMQgXYz3p+xpkEPRnWHMDityBt0hYqBXeiOCPC9s/PJinv9Lj36BIH+YyqFDEIQUHSLI3pfCIXUpg9IUiPiwmYw9QwsqNwFBgCqbMeM/yhJ9DUGq5lwQmzaY8yMynWy09MgrNTrqoTvqAASkKMl2JMxiOJJJ+QqqhlANM0GFklI+OKrVPHMXfEBFpFLVrH46thjEGRJlmvqGXo+vDT2X5b468gIYtEO2b8hKaq6OzieaHRURBAY2LxAEOUyrxRhkZq4nGd10R5xiS9nNrZh0b+Wgn5O7M1yApor5FeyuTjr3eDpiT2z8OMQgTiC24nyhrSscIP2h+7Rm5FPZvYmr0et3iSBQjz9BEGcAzPFBFD6ky2GChk59H28VhaIQJRMsZr4yruq277pbzQqYImy+zPJPUE8koQxY4pKRaj6B7RmAkKqDt36BmnackL06cZZgB+3/LiWRc49JefZZ05oIgvmhJhFkKqxzHx91HzPqyrGBw8nCpnQ5qZyByDi4CIKL6QNHZTb5UBLPtUVvZgsNhQOCHPSU3UehajEGj/1YI1dTh3RZFwBSCrx3iEGixcN+WXLSQqBcYXxuDNR4iSBLdq8FHxy3xJebLiypl39supdUgnwDgjxHiddLrs+e8FYEwWvpIM/aP0AxNarRUw+ztwivgCB9ejuUPFNGrU8Ql0D+yYUgta8hiApWgIKxk7ecjvNFjdg05vprlK2eYAdTGE296n4nF1FjUWKkc+yIKw0iD2VxLYkgFUdn9I0ajbxddRATLZ/aSTWRmlGMohM25ZrUdEMRpwgihT5aYkqJ2Rm7UIeRZKgkKLZfy2IwzA+h4j4nXCQnJFUhSQdRcjW4OMRIhiAHfxdSKDiiO9BMbe65N9ZqQzgSt074LUyCnPyevknJaFL+nR2M0xPUjG+30ypCwLDdeBKDcBIQsR3lTnrmbjE28bT8pBGYbw3VlXIE8a25QvkRcPfI49BzpjPnDaXRWkz/AUEEyEcEsWxLJDqTnaf04ulhtjCUhkKc5YJBzwEIqrbgpaDfTktM3S/uJZp0C5izoTuRdMwq1H3z2/WLiyC6gOXi70xahhLP1HXJWFrdzcdskcV0ubrINVgrB2V2yJNxsr8zGE9zrUccSZO76HuUQfzV4z7xosPA/ni/XwUnCkMHBFlDy6yEZnZJsodevHtcYBuf7Xcjyts3va8gyGsw8fkLxZIXLLTnCPLLqzFIsmaJBpKGUmon/W3Buu+m2zFOHE00fG9K14p1lyaEb0EQSjCEpJjrPncboElDoLlCo8bb4hMEObg2her8kbs6mThRTU7JaM6ze0cEQS2kmPdgOEqHehxmOqttjdnScsC527oAOiWPgfp9FRMrtmKqO7SxA7PId+ItrtWlwX7HyAYn1cx0nyIIFFERqA845TrVq3NWDhQaRIR/faheVE4coqpkqV5A4pjzuRoEOx6S8kw7nPm5MEM7Q5BmJa/0EFpjpEiSMLKZfoqr0dYbJPoG6KgN5CRHBFGKCDZtA4M/3b4EU+2TGOdj9mPGIHc01SnnWYwDkGtYt0AbiRw5TgA6tJtKYcyG8wOHIC6LydNJdnYqMHYAfTUbTdznYEIkU8MCsnXZw7HKZsXVwzGYQ0OxiKxlt+vMzFGG90yXIkC+5GJBi5EkBVIYn2L3tWz9++/IYlYQiRyZHDPumBUnZRbsQWOsjuRgz+abGevkXD1UQgLK82bjw8ucTvvcIOvvgiDbxyW6t7FhCCgT28cNkOJFLybZovfEbig7GNjjwcpdAePS/S5tyh7j51d7MV+CiJOq6OuPfV5TfVZJPbg95AiC+CJZsnc7TgNx3PHiBks6X67DCK0aq4KgQDLnoMyaYRRHc0tfR5AqR9bYKZADtHmgzDjbImE8pSwnDC0HIHCNlMwGBk1YQXNyPbwBVeLshTYypjv+WlqhQBAwP326yeCuHaR2ZC5HmGrHpOQq71ZUIg1Bqgf6ZVNyAFDsoscsGNsSFlBYyx40uFpRC6JmL2OQOyk4s65Dx4Hp2JJp8tRBuOXcRyW3hTe+SjXPn6hsCpV4FBPMMyl/odbu4NJs5ZUBRkd+09qtrSaV00A8S2VxYBOyJhXZl5BPGQiCuChHEJuZRQpDWSPy+zOrKFg5xIwCxxM22IM7js/klVT5+AJYL1DUpGZjP8lMsCV/nVPqCCgVMelWV0nN61FNCZ7jlCjRoF5iYYFNOiuV7WkqxuqaBxSnLraDSJJ6lXo6bxjzA8GwkIlFgBdzRWIdqwK+TGQxaYf974/1FELWIxRpGDLNZksKiKxmhnZW9hCV+cLOjCuKTCug5OtAXNlsPDkgCJoLXukdspiNkIC/BCIsdzDEeI4gARGkLo1R7ehEFO7of+wG7JY9RZBn2mR/enwNQZ4a7h4Q5HfxQU4QpOZ1F4hM9stFIu4pIpEpppf2O7492j2QOAeq1pINm7Vn0sxvqYMEHHHg3SAE0T42MWEy6NTlGoHHORNjlLVZA+mrgcK+zUib5tgmdWlOpnl3zoNeOwS5BijglodgaMS7ltUIq9mNne0jqo0Q4I2aVo0wUYoTBAlsmJzMTlIm05Ht01OrxzKvwMvF3vwii+F6lpEUoW48Mq10rOdRt3wBTLs6Dv45RRuDED+01cXlxSWdukDEjQITC0Iq7nFhUbez7RCEXrzk4/H94VemuTFZH/SIyGEE1CgzJ8kRxDQZOTaIQB3FU5o7UUV+PMkHj/GRUKGe+uWUmLZurqIkRlDtFt45RwYzaiyM3GAcfsMWQN/OHEFcNzfPvLAsJdUzpCsOX2t2OKEQRNwQpiTO41hhYNU9MWZzGhXi4fEDpDUGCszNq6YhCMv9nsw4WbeLEjnFYyh0FgPZUMzuM/KZztiM+WM9M0lM3jR5FikBXbzHNvAqgkSkPKh0m1pS2Pe1qN8hjwGRdh3n0kI4a3fzuGa8/xxB6htSO+tebvUw2yN28UqL/TamyoX3hA+St23z7u3n15KbPwWSQyLzy4k44vGRQpAdEcTLZ2x98McgJfS4WWcUQq3jBljz6/XSN2cbfjMcz5C1aS6mJlL71xAko9IHRyE0lkKRcvZG0B/tS9aKnDD6w5XlV802J5qc5CMRQNTSYOSCjojmqhRTqBZLO1d6NTQYo9+a68ItnSZFWOIEBcdI3T3BmgspIUkHgt82mea83pgFA1BY1pdQIIV67Jz6CTzlMHPGeH2wxNrSP+dhkCfjPaZaKYfvJNvDs9FHDflE67rtXxwGXJm8N3Wqq4DqQDwdERKvDSUh4I8s5hg0ST80kYEnB4dxSrBmCupOte8jcccIqgQtMjVH8semzmBMqVI3dkwBR3PWxgwhKiAUCOoM1AcbGYbwhBbGUGJZY2+xdNyJxtdYWpx1QXbDKyqI5Gw/KtR4wSpiJfLnUE7hXTWdu8aV5Vq+4IOCIuYOx09eW3xmEqkgx2NIjgK4VIQGP8/5ld/fS+etR+8xaQmgNaa9h9q1QLlARJ4r+cXiZEF0ZYtuKQUN3KwzysrRsndI6zKEvJQM2aDlzQZSh7dcxDkKR1qhQHYx7IqXqy3HWm+8MNjqtUN+yZnxbzxWj9upjb0QDOuwplvUa8fp/kM3d4r314X1J4XJvDhDyaGLt779Y8UkptJ8jiCfT/0sHSzkLPZf/yS9eer2cBQWOX73FEGM087fCblSE8LQywxskCDI+ju6+y6nqOrUPKPadtds16xm09jqqlKK/lME4QpjgChWBeVpzK2pTWuAW7OrFhf1vmXGiA1BygFB5KUKVnOHDASbmnfzmn3aMJEUf0/upUwt728ZgXQFICN7HnWNes6uSSrCEumpOH2IitmxIRquCOmw6dmd1O+bthnzIe2dJFf3h2HcdsEHCGhEPFV7E7amwThQEkFZNLCpWJqEO1v7Im9Skp0ugj/sImkzSdoq4Y0LkgPlMV+sfC5Yn2DaZCbAuiLlFj1geZEaTkRRK6wvAj0EIaPGbdwqQiWhSCp7QS7jDEL4GjmArJfZpez8cCAoGNLGqqPpAmnGj81Ii9eryVpSGwjSxMham9KNMorj08iwi3VKODSIMiuOvXWpnUWDCTz5gfTMKPNm5pJ09uqZQNHAlOcmTsQdK5rvkf1nzWarfj6yg1ogUqWKzeElbF7m9SsqgKMqzrGzYMadDoSs3XpGcVb1w83eC5simzECZQk92I+in+69+QZDc5JiE9L0HuodGm8WwWqp/i4IUptCfycNiIkcGxlvHnfD1yqpfgds8M0i6/j1KBkvMVyyrEXLzePDlCEIghDHav/1BX+dymPzxWrlpuhIh8cBA/IjlrySzPz66xdYIb+eIsgPH2rmkC5ci9CLprzQPNIbA8qhXLIcS4qAU8UREQSPWM8zfMdc976CIBC86dpOO6IgBG6OxBybAhq83UrWsEVNmlupjUJwkDsttvaOmIuZRnG5Mrs9o2ya4jhvaNZRWA5p3AtB0Kxsu5BgqP2OijK6Gbrae7AtBoYgV4eeCP5KJ28Yafra2nnG1NaSqYF2KSgsrxWZ5aIQW3CkS7xylIFDka0ZWUkwGbUL7eOYCqFu4wXF+hwjrEKLFwwZ4rNGD4ascPpWCEEGpJvEvCp88da4yAwBucDaRBBACNgogBEnMthPRb7mYsYKA4K0yN6CNtlt0RCEAkOMy3htWnTN4sTwwHyCOaXYE/oAtwZCkFQ7N+cF0B5hdeCC40VBILVYSwrFBqOuIhehY2tW5IN15eWumFdX9Ly9NH0Wstf7Sg/6JsYoKIf4PdmF47ETT8XbbhElaTRD+OBLHShGYoylcUM+qindNFhRWAWrKYoS3VJqICiJEY5Z/wRkf1EFbIqKHSRDENPsdhhJzJLOLU8KZ59EGqyKHXlhYrqQEUHAlXqXGISLarfkwE/cIVfiYVUKXmGUQZ1nw1LPjnKjJLGugm4Hz1zF2AI5HaPJuuiw8H+17OPXxXItoXSpF+H43R0ceKN2KeBkuZg/CUMWlFpHZxbJxvyzw5JfD6CCeTx0c48IwnoGXqSGmCeL1YNklolX0F4jnsw6nAbEnMIUP3ZL2u1mHut7Emv/cwRZTagYZ7E6o8jcnBJrj0x2G+vXbKwVFdpSSLcNOk9ihv2eUxPmDpYaQ0Mcd/0DeQwU17tvK3A2lVKtk4RrRD9N3GuUsLG/WiXey5siNG+ExERM8/o+t8s0R5CDRDO258z6pZiuiIw1ixXLbjO3Zxs7h9Zal7Nbbd2fUD+7bd0XkGxf+E7flOmSJ6u5ZiCpaavcaXlxhxbMcUXLc1YiITS/4osvY9QlLJP/zyZTn9G9bdCKefgiQ1yA2zKkEW4NQWzuGBcVCtZoizO8kgDXQCEIF2bPaTsD30dmDJUahNBklGQVZGDMRCjcxbSHL2fgPohIJnqk6VeM/K4ELY9ByMpBLMHr2RdjbSgxocMhMyrzAhqpFqvykl42I0/q0+YhiCbx3AlRVyY7ppobRfmsgWBKRuV/oAemPcedYZYo6eFH3+G1iTobCDDvZkPxj+g/TJkQZs8tlpiR7cUWeY4NQDh7JcV23C8lTcN8fwTpYCpGEuZbrFn+ZTUgOr6ciwmQrW0fd6Zott8t8L0hlmoHszvhFaTK0EwIgCBPihmLrRDDgAPXSdL2+AqUdPxpSPLHwfNbKGO/4/vobOFRu+Vnwcev7tDfPokPYghSF4IQDNBnScZwhsFrfKSs8gMbMatVX2M+Xme2Wm8UokAnVeSyg1vFlxEEinPUqctd0rWjtqUAUqait3ONVCGVmoNtEx8/3ESHigmeeNeSyQAH5AxZyFBljBurAKj1boKG+fl020ZiKhgJkanLAUFyG72AGuSa2LPn0X1elt9tNgUwO8wBeCIIy4edpNPi0BiQIgzkrO3u9RG94LqYGGYY1frIrjQKEnTZy9UJ2S6iUxNCcVRQe/08AJH0QCyXgTbaLKwBDEdGEeMaojNW6yNwiV5c3C0Ho0OE32O+pPyGMtXowbCqJHkVByNks4fmpzVQ4AEEcdtsrJH/O9hXxBLFzyzcG/RRleOcWiid406nP3LhAGsu4nPxaqKY6dotgTCkkisDVdgKC4R0djnto+gqc+DMf2BppuqqOiEDEwGEUteeJmDceySeRYFzJDQgBnMjZ4EF3lXkNadbifhyW0N6BJ79MJUcGeodPkSqy6EQZJoY5Y6hsEA5aOc3Tb+vgpfZqeOO4QCkKt3Nmgbq3iEGAQVkZSMxEjuES1v0GqsdgkJ+PJwjoEAYsl7gUbHXmWcffvj06QP0sUnEU/n6kGx8GqA8JLz43aGIrHWEI3+4v/7+u+lT69s5khyjlAfgCFRNf/0E0DhJb6JPfgXBnc3mym6KJrk1+V1CKJW6CwwLH2gRk44jceWiGXnwHP7ZwO2Bg/0mvPInfBBp78+0rTMA4e3g/G1xt7TEWy9qVE26HNQ9lry6ejDa+IaHhYInwua1QRChFKCymzEHSBiKhwYtETdaTqQMD6k3N5umm364spDbz7MY571CBInVvXG3+2hoQ+iq2nOjZf4EG19pVaAYy3iHYQaiDSqKZWl+sBUComwoLEAAgrel1oLfNFa7T1e0oCnPm74ymFSzM0QQ+ltdouh6cX3HuuXQWKY0DmQRIGjJ31dAMDgsaAUo8NzV+e4bllwBQRqsSJpoAdIeFRY6XLPisOPgAB/WFx1umYWFsXyKxYDhio4h1tNusoAaSdrWFbM17ienYWpaa5DFKqjW07LpAFmP8qVCbWAwtFJ2jiCMAqXpAnYQC0c6XepqVQxKWy5UUoSVHiBSMvUB9U2NBna0wMKHGM13qoA8bBYWz1lYl58Pd01rTfFlIIjxAzkjRbdtRD2BbVej1HF/qCavO62qGIri0u+DICWSJYZLWqog+l/0sdxiyp4/R5AS/wLQgK0hbbrY++XGH/346dMPAXg0OYJ8csfP081zSPj9wUUkvwtFGGv88cfvJ4f8d3KoEa487BGKLAc//xz97A6mSvjIlR5SH6RK1Y+aisD4+IP+bEP9j0dyy4B1G/CiAB8Yy003Cm5oOtWnppJCEGitfQ1ByK3gotReg/uEKUBBO6TI7BTju3VVVDG6FOBLlV3bpYUuofyRuIUFHdXZ+LEzDGE47mxaGHGrds8ggiG7Nr6qXp5F2VzBwbGSaj1WIQiLmgZ0Az7ZCooscIMtQNZGSkF1yokOME3MQCFiqZS3e+bW1wh7W5cIcvfx48fGRymFNkQFM9K3hl0hp6TMAO/MhLoQblscj7v2kkXXqpWC2dshgqDnlGg/1fg+r4xSO4JBIpwLWzduioiVGRV4EYsgKqFcU4sj9pEyA/YlhB8SQELoEsEFG2ZUZekZcxonzw27ALnQrHZiCsXqDXJRs5QhISJzvzIfcPSV1KeuXMl4FE/z2e5AsUTXc8Dr6qLPNtvDKK/Qcz1xUocUgrOEUSGBS0EHeaolZyx8ZFRBdOIhzdwEixlMvMItTnLBEtNmRKWh3WtQXoS3XkXSQxtO545lkycZ2YxacDEDJUtSDUGkaas7tM3PvdkKPCFI7T1iEJ+NadDqISuPTTySSS546y+ymFAKG545vZXwnIg0iw/Rjz/+SJtSIUhoCBJ9CsMFAERZ0SNDDeCAqh7uYCXlwfy6DugiALGAhGtdXhp8EC00Bh/iHwkfP/5ICAmFIPs/LAbRCwy4c9TIJEOXYEptVLZhNovYBzkuQpU4mGIYEIC/Wo4DVrC4GOp/nsUgv7IYxD5UfjxcWeV7Btzt21urZIGTdW8JirX/XNnOFe5kjRQF8GxmyHKNaTplD7l1Nccoe65GQvukVDs044+e9Hgx/en0/FXuYyku7+aGRz+qLrUoVKvpy++lKzcB2+1AGCBzNKNYAFSASGvlns5VDz4pFQLtlWJuBpcEnpeNj8TDBoVf2/LLE4JocQkIkBnobBrfktcbypXwdUAMAqL7tQUNLB2JUZ+5nMNMpZS/qbZMvTZEXxEKz2XO+bYokm5G24XiPcMS1Q9imdj0jY0zUA6jIL5YaMHKDp2wu/D6htVgFDxTJ4OKl2it39jUV20mH80p/LTw7q4pTx7EdJJScCpfFVVdtSb1WgHlUjUdcmzYPsKIEzekfVxQhT3uDlNXJ+fW33EVEmMPWts40YJuVAgDVX5s1sXNBaUQMfdXXAC4yZBd6roMhchdiySAIJjyqQhBUmMkmRU4fngnt+kiM8+iLH4UVDThTtOiRxoRpPYuCDKeZpEXmwwJmWPU9oJb9VHl0FRESALh0jt9PXUvNHUhHs3SB0Qen9B5+fRzdClDP0tiUGFZr2h7LZEokvqo+k595fWG9VJVWH9X7EHk+N1U47f8t8ffH6SJv+r87CIbAdQPXh6DfPgAR726COscT5JwITwfZOs0n6UkffkShYYrDl8EVCxAasFFrXnq//55N5cIwo29T4sgbkMN6X803PA+e7mcpDOSJTN+CN6gRJCODUHUb4ysdN4omtETHKpbNILISesyxWT9gxIgqeOa5O1bUrJOJD/VZZQFSyVI5H0i1T2ctE9Kl3j2nbx01/Kpc4PAoMyyINgFxmVLKayDZzpLbjJDFbLgZoco6K2oGyrM5D4kfpO9nq7qwJ2OndVWD1VNZRh80CGzBQlNQUbz6dBsgznswsa1QxBGJolqxDKzluH37b1cMmTkC4ZMoccOEbfaDt151NngYLMm61U7gVASKyV39zfFspy5Y4EF+X4gXuCq6Iw9eVSNaaIZd43hdlMwpj3B0c3/y+w+UNHE3qMJGWbWnlLTmJkPo7AWEx56A2DDQh5nLdSU1ayeNX8dc5m9KT0N3hpWLaOUYa4Yy4G6K7BdY2x0vIsXScTJaw0+Qb6BZRVKjqIhGkQln7W7bXJhfqLEELadzBhMVTOLISWCGNznZkWYK3yX+odVUje73UBm1KeudeGBDwLLFSx4IEw6nxnj2TBgPqMxrS9NHjdUw+WNWicKFfF0Q/wgx265EHCMD4NQNiswNcYkfxbRhL2TVX4slwudYAp7FyDLjh4ayS+/5cXUXzuffvYdgjj4qhP0aiq+K9sSTxVMao8hvi9kTGYLKBNY6lWTMksocPw6ggysaac78KMY6+zeCkEYfNPqPjaVYTYmTfBzpL3J0QCY5986Dugtxr/a4n6lDkJG6hM6BFHMzXw2di5NpwjCZCKoVNl8iZTnMNOhsOABQdSisMjE5jyurqtYYG1WU8ca+M965kvHnIKsLr5O3uuAnIJapyY4T25nUwo2TSKIL5m+rjuc1nDqnE/8A4I0rcNB9zSgxcB8gzOKuBs7Ja8hs1MpALm/NdvelkRWdP/D0LcgOUi8QVxPoGsyNARRC7fHVBJppPCYTTBKpdGZG10uZE40FRZ5g1jgEIRxEP3q2GMqF0h1J4LkECJNwmqo6FEq7t3uCYJYTyTKq6H4w8bCUM8SFc7GlShB2OmoLZ63hHp2PjfTgyN3VGcJFUQQkaMZYG9mUQdDL1k+OimvVorZUDskqMdbzoHGF/hEqHcnJgDfUWLqStTaFGQx7myzwv/xnrly+/79EASs9l1yojmMZYgXf5LFeHMEWgNM4Yp2q4Dh0fpP/lMECZG9fCId5LffxhsVOPbb9fJgL+MO97fF1w57xHK9s87NYjB1vd7ffvutE306IIjlMCEkXOs0jqHyGCCjLvlCjMHE6NmyV1NHLQD3cuRkEQ1HvqYPYghieSlTXdqZ3WtSg9jRIO26eN2gjpDKD7yTuMBG4iZofybbqN02AQCblykbhMCDyEWlI0s9jjGI4x5ad+MJgrD5CARBRB0zYR6waG+n5FaYDnt5ZyfIRSsojYwUAW5N3cyGRKli2ktOEGTIgiYSBzksoJLZshgkd3FEzIPWhmUQyRFBmLFzeUVsMauvoflgjgdeVNqmWWiDgWNpkCmGSaw7lTE2Uz0aV1DFJDbBeXHJJEMjRn1bBEd4cxaDsAzSN8CEeult2Ww7WTUpkJFz22AIgVeU0U90OLJUziEIRuqh7GaAhcfbEKJP/FBblbMwVyg3q5fVN+aoEIRbfdfYFwHVjImPeEZNPgXtoCNqme0BFJQ1Nzxd0CHzGkWe+MxRVtLm4cRb2Q9HEyYIm5MtE/btNL6M+/wAVeNQCsbh1ZoQxK8Ntrj/1/5F8+4OJfGRLiiFQ3JTDrIDFAt2aF6I8/wECEE3vvF+COKBhAp7t/Cp/0N4zGI44PqQlrylFA6PnnV7avnU6kcEiVgE+ZULfbJEMsI2ynI+mx8Om+XOY5jZKZCcYsrJ9/jbisUU9F1mR77ICYJ8+ICuSh33B7wb0F5hehIIxdGZkRy0ryIwtlXmYCTA0+Sh7tRRa/XSVxFkKOJh2MQd3uI9f39QIBMVtXjNSbiRiMsuBuhx3oO6/uKL3TQ02OHqrq02ZMkgxxfGzlaXk/eql/RcHUSxC/CDhVc/l0A8SWNwJ4Li3c0UQCP5JQMg7qaiLWCcLWrmmhXOgKaJaeECNdtGdICdTHiPJ/Yky2JkHt0IWJEQOf+jUSud7wRykir6t4qOWGYBuqkOwgqB6gN+0ykXOussjr+QwYG8QbP+jAr4UGYHPetOpWS54OKVmQ7m18XRG6R0P9I4yXiENWmi1qhcotLLAARgVyyLtnpLxbKG9KULNCpm8SLTVB+dNRIBgZzBUrRkKG9PO5hywYKl5sGam4O5V814oDyCHzafKCYZHMBj68Y6Hzq7oXgbAYCogp9Km2TC0SczyO1TvY7BkwKQW2VljcZH7h4XF6bogRKnJ7utNc2ltnNQD/lRqIbK0RdxDMiRJIJAD4sEhBXGCeBWjLeoO0ZuxoZ1cUcEZBEGFIIAQT7ifvvpp3dEkM76cScKCBlsXIBcaif6IF4fK7kLZZ7502MBOcSSd4xBfDViFINMN7/vEIEAQOYuHzkehADiyOd80vH0R57EKjZ4ia8pKfa4/3312xFBfj3og1j1hlpBEFtWFuOZ84OzvimV9KnjH+3Tl6MFmXoeb36y0L5WSXUAcsFw+yP7FE5OkE4tHOG442hrZqoRqoZToZC9BthaiuQudRwzM5LkOBDkGvKbCEppqysT7r7dDXJY0MBNiz2J24ZlzkfnE3ZVQQCmk5pm8Gld1SMAxKz2YnQXmVnlKh8vNYaDTwPJVtRqIWPW6TIGBX2WDPvsGoBBAbgqMjOgtqvZzgC+bNIUP4i8Tsn6iIQptrx2a+sIaMicK9KJlGgmtsB2ShSxZS3vXTZ6REGnTCzeYhjcthVDmJaKyHjm9EQPvWJbwyeYBQGuGk0G0cugE6n5CwF1po90zqLKNYtSqmffh4jGUsmZKqzT+brs5tIWrNAQWx6nyD3eDpZ26OhWmt1UWTUghNUsailzSZsvmBP+MAQhOkMXAj1dpBUctGRCDhxmAaVjnryJJvbuJaWP0UADxtuLCxN4g+0cDIOT/mwvh8uhOlVqKHHwiXSVkpyM6rRFwOQqh9AX0AAowvii3eNnqEHEoVW82Fnv580iiV0CQT7+9NN7IkiAkvBuvegfAxD5SnUPMQiG6QLPFKaBMgE3emULbNyg0ntAkHr9U/SzEOTzfM/eynbpoOBPR3MdqHzO0eXkIPDMFjMqFe5/3538KyhlRwSp5XBRkuCcihwRSyB45ZBXJnLUnPaJi5U42sO2v+KTP0WQ3WqqiAB62rkCrwMQhCBtVTdayPlZuWWVYah6nRBEmlJo4d4UjNlQdvl+G0nMzfX1TeOOIsyc+R9r4Cbv5qrJ2ZZiM/gYqP2fIIj0udGqA89h6MS2hiyKMqnp01YGqqZB7mnmwAcIcktOaKGIRciReITBRwTR3RcxeynTnQIC87dWreGeaQ4vFYoNDKYaaafKIl6nEITGv7gNLp1kiGmQVY3OxHAGbFIO7EpaIFOr2CwkOBwEuFLjpWXiHwXjn4qZV4ABTqihfwgMEEHC0Ii1I8icR3ewB75l+gj8bjkEYQ+Hw4ltRDkjE2FJLQyIe2KUsf2Eaq0qV43b3LUi1yJrUiGw2ZOJLpT4h24UibNQQwBB82CXVVGRpyq7Ne/iAhEomlmpPnlqbjMzY9Gmb5rILevUmZK+u54mxY8YBH304ZJyZDskyR05uvcFyl0VsCSlx9IedHypcLOfes2Lm7v23U0s+ShOyYyMJqvIy4G5Jp1uHYAU3jEGSRegmj5uT0wcOILrH7MYvpIoN6fy6s5kxYaHAz9HkKsS5vsdgizZW/l9PZ/PP3/zkQOFZS1AkOlyK+fv5RME2eUIYi2VGgMOJiXq61pDml2YUm4nI5gpcRfBTlaq1V0ZpOa/BUGY3OdT/HZnUPomYGAMBEFHbTo3aWMbZDkgCPQqHILYJOwtlcexvyOPwd1ABKE3WT45E3bsbuhELVXfitQOuThFEN6DRBCwFaTASQRxMYhMwYEg4VGzzLVHhCABEAQdSoR1jLp7ymJo6IAbvhdybLZMh6yWQxAObF077LokXW1okq3ocwhBOIxLBJHTgRHDg9ztEUVKnzZYIJVkhiBcYKhndCzIosQHKrZtFkLZgbl3wosabgWcAMnCialaj5ltaVQNCQNUz8LwGu4PMvpFA5hNMPygW7xqRVBtxH/UbMUKywaGIMidDgjCDA2Ifp9P4x/8AQGylSZjOqpFo7jTs1mkviFI+xAEqtHUvLLYFghyV8YHLTFbOjrYjCA7SMygIo4Rmm8EkpiPvHEuLsyUiqPUAbIydmnh65CqQg8Km9o5Ee5Gx5Yoycw1pMLNNvGqF8h8b4pEEPnZUWIm5lM6ZiYe03SEl7B8bwjynlnMkkx1mTjowGJ9orQciAJiE7lqlSr5VdCBdRscshgUqX/8ZFnM5w0JHrvlFMNzs8//32MxXYHb8cfvm+cxyKPxQeqe+80zlhhiwhpjQF/cQyFIKYc8kkdQXFXcYhDjvSkGQYOBWwlvBe2Z8rgMcwRJRrzfHYKQ3qUsRgjSussRxOb3kdZw46WVND2dx7r/MvGRsTJPEOQjO79UknmGIBgf8MHpS+cm4ivOp/QvEIOAj9mKqq7mrz4DVwhqlYVWULjF/LsQZJojCCICTtcDQTDHhmC7xVqIan9Eydza+ZKB8lCno6hSYgiC/oMQJBDV/QRByBwJGkWl/0CQiTxvhCDdEwRpFANcjRbbjhaGUKXJxk1R5ogYDhiC9GPjTaHZ1AGCACeIcrTDbIj9TkH8NqirrScIMj4gSDdHkFu2fXD5W7l+qunKop5KT90DgjASMASxGCQKDr4zSmKqngY56+CPNAxBzPNzrNLtAUFQJ7b7pHGfV1INQUhF9a+i/nC8FdFpSW1aFgidrpPmthMJjsKVqh7E9OfeIm6B4RZMzw8IMnF1IfBSNJAba+K/IJXNd8tifPOK8WZsq7iplL3onCh6dF8yyrCz12BTCZfbbpDO+25e/sNpDOLqINOtEOQvhCC/jX97GZPMIRyElHF//GkgubM4AgS5vq5ZiHHQc8t9fTXwjw+99Oyg3Q+TTWU3r9RBfsb7+eATQf4QgpAKHaEWbs0Uo7Cbx5MhSEhva9Zrpg5BlO1rX9DUN3uOnL8zAQnrlbZoBHuNNmXq7r+R+sXMotkUBrGroZi+4uRJTQBHXofojFxSR4jsGjrId5Ouc2LkckMMUn12+CrjNu4LpKKbmDIQBB1cJu1ErH58SzWO3DUcL1HyE/I+oZbWJQdpDbDkmgUTt6Gqqh01OXNvXDI8zVQb7w9jLmGxCCrXmM41KIqKpIFSMeogqDG0C5QLoR9cKOqpUhky2BlggAPvSENjQJxNs1HBr9OKgsL1Xdk5W7iySVGqARToCFBRGJlIGlXcHceL7Z+4RSWGosUgJuJOBNE7DoAgKOYkOiXLsGYqZbMvJJLl1r/5+0QRxOdow01wF+GDnsqbZybBIc3vkrPCChjnpsonzl5O1NRjJTXKkoWjVL44VPYgG4Q2b37EViRcZaKLVqN9V4QKrvzs7F5j1AMjcO4DcYN8GkbHrKSikFpwhtvfcTaX5Q4WaxAHEceSfIwIgw7oV7/UB6G4xmrLubrdtD5/3C1MtT06QZC8mzsjgmCgcD799ojjt5ffms8xFIyq5uIFgqxXFxXnWee9QBCvpHrNcwSRKIhqOgKQA4LUdYD3inFfQ5CHI4IETxGEEMIN7R5/JYKkRBBsJBkZ5SImGoK0GF2XDUFULsQ2y04pGZhhm2LKCz2RMw18IjdMIAjmZz+S63BrWcwBQWzCLWjCfCTVE+W1Iu78MNPqBqv8OYJUXPZVIBDoSdiiB6Nebg6F3Ic6NUQO5BQsMtx/5J3IBSP9z0ucIrPTZTS/Ih2TUQVnG1xjI0eQK4ofgiuBFAU1lSIeNWFpHPs7pwhpXcM3CAPOYpsDRbAmD1qmTE1xN9n/FW6h6cHljDNOTS+eKAcuVRdVVCqhniJIWQiCwAWgh+g4ImfJEsPUWDYSBoobIbXz5QXWcD2qa+f4BgQBvcbvW9QzEQ+1q7lcPpFd11yfTcZ7V1c1IUiAWWPYbUEEFx89SyEcm9UwL1vJqIOEZOcxrMqLYDmCVK7CqzjtLYyS/QRFRKoEX2IBMgUVfQFvaMU87GdYqdW7G1gOksM+c+GnMmUkmIYgt/cmyFT4KPvm+/vvjyCO0F5y8obB6aSM94rKoef1NzYFtMu8KesSMQVFwkMl9YAgUyHIfjudfv5bjul0vSdNffkki8E3iCBVTeaKwGvHCYKw5lt/gSDUW/ON7asCmQ4+0hDkxx/Qof7UTYkg+1cRxCAElQOxPEISi+e2ntl16B/nz4Egd9QbatxaP0aHyBogY4YtZjGL/IkDkgqo89UBggBxityZmcW48oKf61eAjA0y+dCeqDXNPi5n2Lo9pNGHHkN+XDhn7gJ10hZ2u1OcRPPDqagMCI8KjZwp97FxQBCN8F1eUhPZTscZ+j535zFLh3Af0OhN1fb0innuIaEBgkBvnTGIIYj5ZOeThj3GIGhRFYgZ7Om6MrNgGfs2Ch+yB8RLzaSj4sQeu4hOAHU5gjiGTdkQBOu1LQQR7RF501jQo1HgNC63rZLK1rE4ZOSmO8ptVaMxDkGmNAYb9s0mGzpfUZBTaw6TjLipfHZziy3YbQ2EIHNdUspH4ZWOOJGA56n3A+kY9u/4knOHMOp4xUOZ0T3sX4lDsMQWEvWtkWKxoN9RB3WX5k0R0v6QUKUb1cJMOGWoPpIfWVy0kjT2nnt5oLXfIQZBhQNtIwonC0vq7rD0xn+ZxURIyXbLyXy3y0pDqjrSx+mYxTxHEIwk/10I8nklHturCNJUpFEvvUCQJ1+cHHWHIPmjcgRhFlOr/fjjDz+AAy8E2R8R5CSLcVEI+VdccOUQnINs7jZ3MYwlLcPafJtlEG58t65dyedTHbWNtdAqnyKIKGh0ehrFDEnxQCYfMpE6bPNXsnnAkj5BkDEnVFKHIF0gyGn7l8f1NYsvjHCJIMYpJiekb/PDgxxBEDKIrS+SRdE4lNJErTTJ1DLoobPL0ISThnh/QpArZ4jrm4Iq+8hBq0DTixaymMlifkAQp3qCGEQI4kxgDnmhmXaVb5FDHBFk7PStadByxxL0EUGsxUExd+pKomONXkxqTACKxwt6TOGDCKLmKotYkjS9kAiziUZ74LtEbDYZgmjeh5IOQDwQdYMDglxZTllSIaTZvGkrBpm6zYPDCCaTYH18IQgCu9YBQapmjeyFVSDIYGUxx9MQRL8RQbyaanSBxzLICnvkxcVd8abIGGTsSJkzzfsQW3nGmFI1EqkRH6T9HgjiDOsCb7pdxf7xHPFyuyRevJjuz1C6zLxouEcMgmmaLesl0QkntVbKEWTqspjPf9exVI139aQXg2+gDnJhMh/4UJ8jCLr29ddAhAMDKKha8aTu+ycIgu8giXkdQapHBLEwpGjihsWI4sbuQ53mLk+pBAMxd3pXuMFdxGdarF4oBCyCtPFPZRTkJ8aAMVcim4gngoANrXXVPJqUScOCLVq/csl5U84ZWRmWPGcjRHfDVxDkQvVDkCY4n2YLjIUJN/PO/RZ1kAYATdWdBhvOLaZcFrODT+anaR6DTI3FzWHQofjsgLM8unfEbxDKKs0GEaTVRpOJMchCRvT5cDo8vvvhbVA09Cg6Z4xWS3ES4RbJ/cwhyMS8ZGRilcU39Nc5IMh9wwho5XvHZLnHvGAqDhHNO2eZjb1RgRVdHNpHqMlETqqGbHN1df+KQ3xD4yUdXKU05zwMwc9rmaiY7LOIAvm+gzwFdRC6XS9cMStzHz35XcxwGYPcH2KQal6ajipXkG9e7k4OGzbNx043czYTaTfnd1E2eJwBQa4v7gqoy3ePCCKNen6QhiBl5xnAbu47IUhQD2N1JBaPGzZXDjHIar+pdYPgFb8Yg47dNuOQLuKreXDKaq/VPlk3lwgCUvvuz0OQ2eS3MZugb8GZ5f5VBMGg/kU7MBKf/xxB9GZeQZD6ycEoNkcQY7l8+nTMYl5HkFziVtNguENi+rY6JtzREY06MOFd+Q6fuwvVLQJBifHuRqu0cUNrXMehmx18l1I2V1BJEM1KztHOmoxFCU3Y+xUyrpeHJ8pJIJM/lBDkeRYjTgK6KywNGuV3RmIjbz4bIsXt3r4V3ZYIQoI56aLkg9CQFQiiZCQ/m9lY8XRscqOK5PbmwOkNUF8Qzwdbo4X1NHUs4/xlpsqbwjKSgBZjHZHaxWBTlxx5DQZGekIQmOpqQFK4BWWduHxzXb47IoijaglBmP+0Or2OQ5CZXLPM649vMORoreOkHpwZDEfQHIGSRTd/okmxiz2H5lYrVD/Lz507+YfdY9cX1H4e0dgy/+gnDiLFMUca4SqpOYIcPhAqNGXDfLjMGUHg80ucmEMg7pXPQmqdjmlbyBGjm4sgC6YVYMocEESn1JSMGReJuCa1ZzIN3ikG6TDV2m26FC53B9xxN6/FIF2gIzui6W434VscQusrOunmPkeQxz+NQX7jziIjApS9Br8daCC//fZqQ5cIsl8fuCLKYiC8slkVyFFX1fR5JTVPZV6kMfa9mgtRDgpDQhBO/z6tpM40lxtc+AcEcRDCOiCPGCOakyOCzKRImnKBheVrQ5B2o+yEzDRQqulX3C0DQ5AD9Gh1pj0REsKPDO3FKm+alQk9CZBxUi2VWhGLk2eS6zXk9HpAx9Znx4VIsVhi9Ox18wJTZ4qpku+gg3fRaDlflluLQcq3ggWxqGjO4hDE3p+mQzUuUiGCXMmujVmMsA5edm3pHZBamiPIYWEKQaJGSAtcdF7K97dWmLYpxXuOCCSJm9+eO2sXxut07byRktkpgjTI80V1BEKl4KT2e2k+P0FvHl0XKgmQC68xN57F2bpU5IcFBKEeRBcIshB/Wl5ALG2TnZpU1dnSB9A8ZGu4b0qliwuO/gCFZ8eRDeczqokoylCVjZrnjpwC22TPbcxQwkUviiUY9FDOgcLxJTQyKB8OWjuTmCWCkdJ15aYMah0FHZ8iyNi8UDsm08QdAGEPg5B3QBAwxTLGTsi8+MchpIKGRvSK0nIJDrlcp7CYGssek64QEYOQD46zVz9FkIc/Q5DfwI6EaOnGCGyYuZ8IJzChO599AUF+P0WQXw4IcuE4694rvZgXeJJXWPUPwpGnmtMMSj4du7kOQSjGEFaCI4IYhKj7SK2NkSHIwhH4ucBQqCS5sFgAgjCiJILkXb3rhhP0jqkQnNP4c+tZjl1y+iNCQbNxD8J4U24tRBCq4ZB8xCfyjMvFMXdiJItsHnWJygsIub25vaM5JzsoDkFmMqw1mb6+zcUAQe6UVrhu7jU8V0DhJuMa6wSvc3nAq6khCOfNLo8Ikndz20gMKKCFi/YMQWZmuzQw6xqu6ZviTStfYTYoQP+8fl+tGIYEdl3IuUt6gRDkJkcQ5yNDxGvcIW4KIppKEQbskk7N1wUTeWzshpw0wuNvio5MZrZNQBCM/aDzkul5C5vWIoKQM9etyn3GxowO71MVUSEIRwfzGMSgYCKPYlOXw7s79RFyuFWlmUxXQDBfnOawmCOMJI3gm34NOrhBTE3RjJqjiOug6NgZKQZxQyXmqkwEQf9Yc5iNBnhGH38qFn76qfEeCAJJQLZWqNIofUP8TfYIj1OPqsvPECSmRx22QKDORKKp+LqUO3NS3xp5kWOUQZ2M47RfRJDffktnnOe3Uf7NarmajT9/BnVgtZrNXwtCFjsWVtYnWczPHHoGgtRrTxHj/318+PEH/1Ot3mEvBqzj1YxquknsG7OoXCmbXzaOBrYZDJXT5NQFpHN3zyoTBgGoELSlH6IezOFOglwZIhdU7DGKPnXgYfaq8m+kPAjlPUhmvcbYDYohbWpfQtX7knM/4DqJ821AkIfc5BQ1qaSeD4w1tZ65AGAXWaDp0oB33yGFnk7yysTQJvlCbfCs/DZQy8DKghcrdH7AIcvkWrWYz/KECftzv2t5/enUjg2cQJyZqwsE735m1FIXYdF0gr+xh2BrunXN3orVU9H/BUmEhLzUSFOqSjizLdL+o4ClyTvVatRXMZV8kMmucaVjMwqdzPXM2dQcRvFU+P9Sv5EzNSCdoQB77Tz4aFgJUWYjyGW8oFqS7j2OxG5HVnGVxx7mGyxSMNGnyknjsTo4syM8mhuvwlaoJRRv2F39aDjSvKbSHGRYUfEejh1nzgUv8gNiBydPlvB5Y3NuzqmSBzFVj2JDEYepx7L4y7OtiVwGUTTW8HEAgbmb8p0ahg1koR90fFd9w2AIFR+IArKGsyFVjH9uVzON9byog8DrgTpEk912iBpPPMEGnf+ky5cI8vvjFxEEAJLNV5uNdEAYeKzWiwm+iTnc1fzNCPIoBKl9eF7/+KtHLaem/YhZnw/GKPsDxhFcL4NuqHiWZXwQ0nHc3FzTbxZka5M5UcDs6mhQtwAhoJ0jiOvi5k5xBUjzYWdHiwAmtRP1YfgsVv9zLcwBoh5WShpwglU1RNOhSFE4ImJ2s/JqM52w4dDGanxRpnND3aqc7XhHUmEoppXURMMmJmzO3qqMMbU+pdOHXABDw7j5cDbc7YHoxxwwm5gu1NhkQzX3Kl3DZwhSsebNBab76cGAroRZ4ipkGbLRhMrx2NVCukJJXEsTu9fQChAET+tPtErYFRlpEG/QN5GfNrXxG7cHBClbfQeyb63CDU26aMdtq0rWHH36zHHTHmsesBOVb8I7aJtVjL9C48jri4iMCqosMCybuLc4dDphvvW/DEGcxTl7YVW6cqSEnTw3s6Kt6TXo/amX32ixcmOk9jI8s5EO0QRP03E6JJCcmkyCO+EBQTDB64MHJTII9ESkHSnPTkJjZrZSlKCfsBQyGlHSjmKtKLPxPvvpJ0OQH374jm0YRg8xRnGXj/Csi+oIyPG9sI5bEbWc6EUMEmHGZwknye7j41BGVfvHccm3lOBbESQjt3W1tGAM2QykB7FDwiT0ue/DMwSZniAICiNAkOhT6W86cgRhXedDNJzKbhAIon0aSUkgOjR0/CgphM8JmsLc1ycuWsacPefXOyYqBI+UVlAukhiR80Bcr7JBrXNKS6TmJQdiunY7CRhTg2qq8RPQoqnadXON4oAzpwsqlwhAull+Rk3V5fYTCA5l5+xVnGzflU2C4pk3+NlUkaBGGWCHoufSTqORDG9IyaThh9yVG4XrBuo2FAmijZV2S6X6FufY0A8lkxnUv0AQWYdTmPWiSilirUqr8XY60vcBHpkjo7oH3KVxLcvG8+LQCkIETK9nlipRREe6hJLHB99eg9CacXaAc1t2/JxC+ybklbOMB1lLL0K7nBN5yXAwZqcV6qlY0i1MKANBnAQBXXWBdQPZCE6FdMNBbs7AepOUQ7wTBLFxZyCILM6nLv7I3EwCM1qqmU4OmQzSirvyzX1DsxC3uDA+44i+fYCar5V0m42JmNziCYIgzM9AxN6golD1QPDkJZ26oskoEWBI2XkyVhbrhMCRi94xoHsPBMHaJzMzgD7IugtyiARNvFLsdIde+sWghLqb+/UMfJAA0szQXjsMvH4rgkxnRA21zwGfCD02i+lvMpf97fOfIMh0+iQGoX7Rp787SlNl+EM4mCx31GVeLcYa2xcuIMjE5Po1Z+OQcLIJOHI+qrxnuI5D5QPYotBrwGREGBQcW8q1LjkUE7SY6qeaX2fZlRJh8pqOaETC+wGDlz24I1AihGM1jtsVNC8jhhJ2xtS6L5ETFAJoiB13dSUr14oRWZnBV+SsrXF57ZeoFkjAqBV2uaep9kJSfYwuM8of1CgTElSAID0DGVUi0sRs15q8Z4AvzxGE8zF43tU1GCSxTJkOT2RNCAJG7XbXop6xypuM86/LjmsOSgf4FQ3661nSk3bFywobEkgAw9UxgYu3OSfVHJcQNt0B1AywWEmiwgIHf2/LcJMdDCbianASCHEkznjjXHUJH9joO0MTEmC6BLJcHJgdBJlxYr4TRnIEEfJc8dtUP5m6dCLVlGx4z7oYtIZNx0kmGPhRjfJNmxCCl04XGsrxDyazvLjTj9gkoig7CyyyNa9cHYyAoqsVSn0TZwFNWu7UDMNT3msxQbeNZNFSp6w/kKZAq3F/Z8Pj74Ag0CHwzaZu6DhmNrFP2dGw/pJRhhE8mtCikT0fwwfmcT8JnVn3NyLIZ2T/qKASQdB6mSGjWW7m2RTD/F9SAljsKPL+FEH2cr9afqcDoovQNUIdZC4dqlROPvyorwuYzKfuOofee6nLge1TDVscDCaCYFbjHrVXShcXHAVNCIJhGtzLI1tdFv+O+JNb97h1uaMMFeirME8ZLwh3HBAENyTGDyQBi8gB2UUiiXBjPEkNkQruFUMQN0wD8mSVocTIWcjjhF1zJ5AuEuNpp7JFB4UACRYRpE1mRwjVncEwkyIlbe5ZcOUhBMF02BcQBICFYih1C4R0Y6vURmwRh0QQl6iNhpT/AhLfEFapdsigIaJuoK7nZBTT8gbKaUIQ9FuKpGepqeUQRP6YiFxaIXZxGVESQKjR0qGXRQiHXrR1KHFEvULS8SEKDQSRJiMjkMBEgsyfXCFBh6rcoYkmOXpL9SWCUBKx158eP3l9VvIKMtUoOi8M9bmG9N8hgqA+3aQWK0joFkJOM7XPpEWncEdZJ5D/gCAQF8LoXYWvBnvAUA7efKWZ1VlCWZuhDy0zeEiU8A3y3mtJgvM9EEQNCYjb835Ix305Ry5mRJOIBk0vshhQQHaUPgUblX9sFtQNKZX+EoLM6FQ3Sn+zxu5yuaEF5nzK/t1bEQR1EMi/b7bf40B5aEv5ACKIpGfgA2TKfNCKumY/1nyu++OZ2zFRWgzvsQ9h2wG5AvQeWjg20NC9lRSAC0JugTuwY5paS4QTlokpmaEgGNy3pDMzlkf8eKgoHhCUZzFNRLxI9TJNZk7HGFCLm/JLcmyFKlsnmPLINbV4xxNcWiCsKJbnC81ofBnRSgF0FryBZEjFePV1B/JeaBXu7s20rcvAJbWe6CRD2BzJKgfJElsFzcpLBOECw1ydXPLGCkBwu0NGOhagtm6DMkaID/Kwfefj1DDRtzLefb/H1af27biPBYmrgmywxRikIdGillhTRu69Nbvh9l0EmS5hsrR+RuxkYXGRRMayEbETMEgJfBZUyy0joqKi1YwoVmuivVbLxAXwnSYZYxAi8LGSeshiKkFMp808ksjNZNps99BTPHWZmrzHNa34UUKwCFFoijuxTAQfoLQzfefce2UhyNGMkHWCP7ZDIEiVthwG5Yw2VHPVTCLjl5DM5rHl0T1LwNqCkHeog1Dj3FgUGeKKBYOleLffLjNJib7ieunV5iu6W1ALAFQrzz/M03wjgnyezaDevhpPLGcBcCyJDXPUQWbzNyOIvPP+/mNvMrAASUzz7ZbwG6QtazaW+0foV8sopt4R/iF6g9q/yGAZZ/kbtJlv3TqlL9zbjfsDgkj6Ahk/nodq5lI9KCII5bPat0HYYBBflGlimo6tVpZKbeQur6QG2FBT3HsS6gDxLOrQh9uz6l5Fpqw+taVtfdiS5gQYeYyYQT8UCcCWLJhiV5tuvukodaaReIPYM5F2sUsB8lKC1aUAH28+FdlEjo1XpgzTfIEgWmZNn551maUUY4YSNNpEraLBZkuABGqUmuC2xnRlBXcvwl0bF3TgasRox/TKQA/ABzpJ9xQDKbDTS1KYI8Pjexx8lu69BS7c2IHIKHcEUF9FWfYWUUhIZTZ8gJwFZE/trl1104DIOAcmMeb4NLST9C99vS9NwMkA8+pFJRVB3SB1XCbEWDa9wLeHnYMCuKOxkdlGA9sDIM8t/XTGmMOxBZ/YkRjSXl7WLyuaYGRoY6c5IMgECuOcsQvocAXq2qE7Ld8Rma4SRHG9+fY5nWmOwDhho/wudRCN5lKoMOV+vpC6PB201l3lMq9N94PTvqCB9mo+DFQEKf2lLOa3yWQDLshk9pv7MpuaXe56Pf8GBKGWyd9+/E5bKorA7s15e8ZuLRmc6kDADQ2jGdc3RBBVJ+dOuwufKlAAM/Iwcb/XtLkQJKKCRcGJ5xBBohxBkCnNuMAQp6M1g5AAOrlyqB/R5JbRscl0gv5u3dyAdAfc7DYRMWC/EOUIWs1fGWWBAQLM4A96Fg5BIOCXsYrKKGSC8S8uvCJjXUgfRm2wWWSqSz6CpokV/1406c6ZMvpgxwBDN0ZXo/QySrqog9AZ7RmCqN0JDXIO3k2snYImARGEEEqAxChaHA5y2xOj/pN6JVRArTAdueICaPRdogcGb2/lKIy6EvWf4aHrVCOFIPcC3d5AgQubFBNUTBHx0H6XkIUpxrZsNaYHBLlBDIIaSJWCmJ2hZTBCkAERBIM+NkEnYbKrJ1lM3s2F04s6+HOHICi7tOX7cQ9hZbJ1BrJkMATpMCkCgph1FmYSDwgCBcUQ/Xn8ohZU1alE5jNQ/Nb6D5RRm/IO7yAyfYYgQUCnUHyKSNUMQSQRYbbc97fvhCCuaLqlf3ammZgpbMT3axpJvoxBOmTXgryqr2qmMRR59QOCUKg7RxBpuX9puH/622SEBgzauVhIZB5mv/0KtPlNfJA/yWI2h5/3C3sxdOlEGOJ0kf7fh/sRv8Oi5uHRODJgtS/TuG9W2UO5mVISO2bGDuEJWycQxMJALfJSmr8WmNQbWxuf8T39X3H/07WxK8tG1BUW8slhJ3uCNmq74FwgODbTMI3zQabEIZMgcov1S1pEoX2YcgxAIQ+kCQNnxJrf2bkbAcIDGAg3qb4JJcdkwMhZRRB4ITDOECGORV32NP6Pu//gTyNNs/9hDLPr+bklWkIB0UBVDZnFZFDu8ft/V8/5nusuhILdPTvT3ufzZ0K3g4SAuk9d4YQOnYxNXjEYmNE6KIgeOscgtjciT6rvFl2NbIwzPuZ0hbfCmkx9S4X4tMwBE/pBZfpMwb3hC+VdP8jNp8P+lKGFqKpDTA0sdfHGoii8bhnSoq38c+rHJe4CVngtOSDySOo7NTPVqgcyXedDieI6X3vLtNb+WAjVCb8RPKObnk2IcLpkTz5PriFdHTE2UYOJJwubmCyw0PYLNHPM5q8pBVPE3MpZXsTsiDy7GEkEj0PcHXDNbs+eCncjsc/U/2VkBmHyr1mNLO7pGKlZtdzuh6oIaeIBgaOT4RnzvLWlh5GMVzXOfOm5NMJhJtB4qrSbB3eD3Ds83wWck0ePw4/76W/Xf/vbb//11zsNFWuVHdqu2NW80pvfW/7yvgbJlNi0GbtpKaxFCbfD4l9HEIVBLBKCECYj8Fx8BUG2ZpT9WQRxw2Hr+P8Yhjj9m0jO30nMtLp/vyAPbh6Jg4SkCueHWPiO53H5rVcWyHdJMeE6t0gslOvYhzQbCmjEEcgBUzCsoL/Ahdlt5fAwyOolgnDZc8lrSDe3o79J5+EOqAZmOHLHTgGixfGgX0Y5h1orTI4DQVSA6+JkcViQgBDGmkI6EKLHYOVwImUnhIvxfOm7phBm1nO8gaKTtCWM0SQpNHIxynk6PuWD0M83aD1+qbCI5uYLOWs4mPBjanIEXjnLuxmqc5dimgfozSCLZZm4ZXou32S9ZPI7CgWM9ZQrkxdOpxUfDRyImg0naPYcEIUBvRlW+iBIpc4x1E+y3SbBFfq7M2ghS1sFONlFzZu6Rb0x2JIZB8jzKEzS/xIN2WUkZTBZqii+Nu+VOTzaa8V+ypWLbvt51rZxnWV7+tgJ7HN+HhYI89LzWT5vk3kEJDl2btxPiHz2DkHYlKvAXOsek59dqhYcQD1cx8bPO9tuUiD42rnoYmkVGZzzWZimkn1RVP/W+jkIUrn99rTInE5NTkVlA+0j671nlO2f2Z/upr0rWwbKK1CJkkfb3FcI8vwDBBH99KuZZFGG+Has35z9awgCfDw/PTw8/hUPaP7fiDzez83emMW8EcKRrEKFH1QgIaNb6hD0JRULR91mQpC6B4R1jPwwZV+uEwdxt7/341bQSQt9fqhBQhHb9O41pQiwqRkS0oKZ2JQVDLfoKQ17cXZTliBnadIa8g3pN0QFIyFuoAyTISY/Piar1ZgK//xAtOaANTiLOG0trPDVwJS5YJ8A+qmvdspt+G3FzVncMM8OjIWAMA4Z5n48n/6pQmse8kISEKzvOU8J5fWwQm0In4JuFkJCvTS+cMq0N35Of6Eyp20aT56MM86r3oRjRdbzjmUElXtooAsP1yVZWhhLRiBHEPm0AhHxbzRzbAwcGj2zsgWVZzVZJkJYpAY6lk4hf19K0rsRxNSRinc2hFHB9xmUHCDXUCOCcQ88FYdQdCJui/mSt3jh9CDTRDNYvcWdAlgSYygp9uz6LYLInrJyA5IP8gFbYzHqlhGTohoq9jvSPb8gSLWJ0OaQgEiyH3EVo971VetvVz8DQa4fnu6kjWfK0SL3TSFZd9nVB9rc/aPNVJXhsB4Vbl56FWdhfg9BfmDSrjJku421qceKkosuZv9qDSJ/kD0zm5Orq//Um3HV+o3Um+titLjFreFxP9Ho3YVpyL7JhAk3scUqiU25h3bkr4GzBpcudiAgiIORxP3QQnGzO14Tk86303RWFXx+WjtGEG7THUZ80xjHMWFR/hQIMp26YcdpcNCTXOUsxqW/RPardgaldlTXvL6egKipzIpgZVL/6gAp6LLAPL5egoi6aI1eCtn+TmIHqQ2P7tL9A4JQb7Pm1YrzSzy4whOE2DQNljYkFawLZRQ6IvYkGPOqzMRpwbujNAAJC61ql55FC4RVFOb6MUmjEr/SCKJToC/UOqHhpkcdUErnMYKg2MnBRiiuI78xa5dKEHuZSjNxBUBCJxh8s/M6XtiYe7E00/sgrCNy3K3I2ksTO+GmgOIjd7fIlfml4IURKTZyLubUX7d2tqAm3fykRpB2223sKdE1pGR5Ir626lYAq3c0KISxjNWxugarrm/eIoi6UDG+VajpUxHZUJQWMUhsc6BLT/eOLsOgYwQ5p8wid5d5nTFkyAXTk0fF1U9BECHGbc/GjOVY5OleAQ/vPcpGy93dY6hoHrTkLMIePf8AQTYPf4QgDENMKJOCyqWIIGSmf/2XahBxUvfFte1QW//+w2J/+JZ/R1k3Xu3I83jcjy9bscZfrkKjofSjYTDCkrrV0lYN7giQ6SYEgWdpFZ467j6z05fHfSCIvpQvvOiWCOIgPDir5qB7HGdiAQxwrD18pFUI2V0wy32ndAeTEKT0CtN70TO/fopRAIELq9CoMgBQm3SRIlq0LdItHXEPwWeeKYZ5GddfIIh9WFVgqYz/clN6v5cm5y1y6KWdKQjgnI4caJcQZBVRl73ur79eGD040UEAA0FYeg7HRhAZLs7mYBZDHtsTLha6zdedMqyhgo5LGfBVt2q4WYdQMyGgT+VSn2/jrol1tFivsnRyqGAgSEBW8xTfZEHGNixbVRFQg7jsWpuWoUX1zU3gYyRRlQgSb2nPAJ7i15UbF2vViDeWkVB4n0H5sDOTuIEs6mJRHKWKEWSaoJyYYuartnfTNfceQbKbHJ/nORGLvaAAWbY9cxoRV8lrBJEnHMHIETxhhpGq5p+IINQgakZa9l/TeZSC7q71gbofZ9Wsv9g9PDw5sO5ut6wQy/I9BPkjj7KvpK4h9RLB/f4OBPlXa5An62L+05zU7Lfst7+1RivpYp5cg5iCOJp6ar/hFqJGZhIJpuJLEbfS7Fgg1rZrsO+2NdJf2ekqW2Wxi8LDwcB3d/ehRsYO9UJGQ92jOYibIAjZUCq8EY0rjjvg3Pd2DpjOrLDuS+IdHRCk3KfqIhulQDvdzUmpDe3LJK9r03LR9cDFyU51fIz0I+i+SsmNMgSmK7akRhBqLpHPe5mY8mdxssp9ARii1a02u+Tl6TlwbyeqMhCEgQN7JCK6zrGX7nYiGIbKJxdPRi/Q8sDtSg0U0yWHU+F0PCP+oNqwmNkuiO1mswyl4ht11XRN6UmIsVIbExQ1MqaGnWZePT8n/Y5Hs5mCfTpV3Rf0V2csT/SsTgkdxXxcECkAkSiRBuZL0vGXEBKbEXirfsKI7BsxBqEcnURCx3k9Mh1oCm2XXoVwCPUjeIMux4Z0MZqie+YCr0hAFQjSeo8gbIkmxCBbpaMbgRFk4f1bzqVWfYUgp+ei270Y/6+MWIzmfloXU7l7epyYyx4dyebx206Msnec1F6RPFR76/2dNyEP7nx+gCDfRQ/pJ3XpLG0G8nUhGsj9frc2gqw2/xqC/A0+Zmk49m890Pbz/3/775YmUH2UdcxBxuw25XUwdvMrTzD5AuouPfLogIu/L82n6tda+OQkBDGoyMKiK87BKiY+ZRoPwTwa/HA3qV6cVy9KBCkVeDIEaKKRgZS1NcnSXb/uRPDM5LynnxUeQQRbmkDQShIwW3po6zxdmWO54F8toKNjH4ucJa3oeSdu6jX/yFoZnaNrZRRnr3KfDAeBW/Q17X/Ji8svAFY6VF9+SZl4ojwJQTJo2mx8YTpZHjgzqXsCl+qC5AhuztFTuMRqs2YVEhRLUyrW3rwM3GUs2TIJ6YoclXCkM3Q65fsSpk55Tt7n0nySudqYwcImiHOWLIAFi2rwqt0uLdBOxZ2XwahaQ89LNptJDFGmxIcvF45mQBHoCiQR9DzsCQ6IeDZD15tqlCI5eAKcKMEczqzs02NeA92+HQgiZQCdhZnHGC4mBMENm73WEBeGODEqQT7oYgoClCk/9YRTPOMni5XFgsO8+2tYzBzPQcIZgS9abpLx/5jIiZ83Sb3W6BRpXTxLIdG+djEfOi2fsLq9tiBve6896lOlcnUkzr3BoKcAQbZCkN9/gCBLzC10lSc6yHILgmwX239pmyvRCjWIVVAnB6/1//0Dx2bxJ377LzzKrtWyxRxkdFk9ZTQxSrJqcgvIoSdj2U5kPWyFdb06VFdnxdQPIQgFu6QuKs5VeEjyHDXI7a3+RWPUhVjcEoo2Tzsv29xoLi70e0aQxTqcKrT/H9Dxo8fUGS188V1/CfvOs0o5SS2dgLFkZ/nixGkmgBipIhY9rzLquygnBE3WGyJy6erLMfy0pF4nhVsr25EZRn/TgSocfbSXXy6/xJTRuwoTUoUg2tBpRxnkMa1stIlR3x5r2p70Pxyv8zIHpgztq3eIjeoUNpiSFaoOcZ9VBUteFthjudnLRlmjaSY1dP1JEVOP9ezIS18NXKfO1sDFcBbDKL3hKgCylOF96A5z2ZJVRTUdJVX8JOY2k4k/QYKuL5kQn6UKpISQFBqqCnQUWjgHHPed6oOhsn7oDG4N1BTye6v2w5WBtIKRT4UgQ8bnkctApA8vkA+Q5Y1Kfg+mz/BbfYsgv1BOBDF3Ppr0ptGKLuwElXVq3vPhanBAEKNWhmxxU7KTGEoVnyra5rb+9hNqkN4tFPV+PlAXM9mqR7n90Ku9dWLfEwUsahwC30pWZhLnVUoLAkV/ZSWCIIT7/eG7y9zVXpvh7XY2X3sgIi2VEWT3wy7mWQjyWptrdf9vWRph/G81ufH5SZt78rfr1m+tI48yM8pm+oyw3hu+IIhjEbmHaWggZkgbO0xHJdhl1BlsutdyMeVV3U026lx4BIBgqyQEmbnOPm+cv1zpTds6QBI6z2PHH9akY2eTDWhIpsqyankF+AVLRhAkbR9LJ+CbGwyU7fymo8lXDjlgmkrIoad70biotqMtONgbn5522VZMFnEHW1k/IgRRY635cc9c9TOXmB79XZYIcoNtxdmNjlMI45feynIrDATRQRaLTHrb5PTskC6xvS4Ih+p0ULJoCIbAXeYdiOzHHDBVP6KPid3b9MSwHblS4eCqyY14DoPgoa/Hjgxn78GIgYbi0u6nug10AQC5oUrIj/VQV3+gie84GRaBpqM+hT4QEpmmZ5c3b42ZnFNMWVKMVl7cr6zZt/IABEFRe9M4q6cCpJnyLWPqq2JpMIsii2QXQZ3qgjGeA2LISHIkFXU5kX7NyJP015S8RFMZEmFFwNcCQWTRal9WI0MiCknrbRrY3ms+PcDtiLYJt/jhKP+EH9hVpfITcnOX99DUtdi4e8Ch7G7OyOODOUgr78+3tw9P5mHor29ZxrwkTl3hEfhnEGS+ZJ6432ufxq/lNrRTRvdm9uMa5C2C/NMeZVe/paiY/7WqP1YawPTfgJC/v0WQOnmy3aK/tHnnZgmAdM0eJTJdn5yI4B0DSDtcKn3RN72V6eVqTnf3Fu/cpxqEJma7mVQhNzgC7whB6GUUv3bBMFUIYvuZxagX0ngntOsWdnN27exnj3+tP/eRDu7kzY32iEs8RvHF4CrvwE+QT9BIIjX5p9eb5SQ11QZUBLkI5TYI5GRaeFfIvFGeyDMCl64jRVP/INqhHINo5Kf37Ub4lPJLhjYeK2C5asEN7QlHj8xz1LYvd7YpAg8hSPOigHmLZetyKdGsFEQO1dWUc9gWgiArItrSWJdqEMI79RQjCiz9R7lGTsRk4Tld9JyOToQDUQcUFPZC5VdZpoxcSZ9LBJnQpfUomBgBh14yQPF1zk6SwtwU42AOBoJkn86YrI+9cQapXIDAXEl2JW7WhJVwU6kibUqtuQ/pV46lMoKcVcrczQOH+JeEzUimTVRZTh28p+piQjvT10BKf71qzhFXT6Ifod0EQXq+B1ikxeY5/wR8XP8UBKlMbnEne7JF2fPttGID5neMssnu1uMP/TVNUSetoJMV30WQ+/V3Z6hbnar9Tkyyuda6OmN7TQY2i+2/VIMEgvztt5NK5d+CkGMEee2TKgR5ogapyS037yUEWY1dyvbMEpuN1HC0jSB5+3C/jIuJ2tIIsr0HQu5jB3OXEGRWK9MNDgjSCATJOvYuEqVgEV6Y06GrHpSyAoKhpDksDFppe2sVbhJt+Mqfz50hoQUgziN9JO4zVtDyGdVdvXNwnPeyVBe/9LinzYEkb8lMjBtfz+x6cVEmuRsW7yguS0ZZopRVRHCvtKaRu6czrVoJ0hU190QaNoKxtaLK26noSZl9equEWRf1PLwTHRgZEdKwRFgJSxBTa4MgzsKslhCiOANo/0KQ0PiYFA/Ha0CfhuXZjc2DQJDL07M0B0WPokBOeQt2DzUIORdMeoZkwkSkqR3WDhuYQMxSP9MbQ+QDyydI9v3RqyqAPc7bAD7y4iKw/CVPCOeRlcs6ti8Dk1dIEdItQOrEyzIg/fB84UQilB7YRwgbfqzZtP7RHmc6NylHL+vUrAH7IaSoYU/sCTKb0jRZLcy8hi7GgbV//UP1cDHfJ9f521URwPBuktra07mIwrUXswA3enwAWt+rQZ6RsfzIH+SWKsSWe95UALk7e5T9qwiCYfK/43J4cFqW+bLWMG8RZK7D9mtdGA8LAJPiqUPNtFCcs7PsssmtsSVIt/Z6mvxJmtvo9Iv5KwThoX/udSOsptHioQZpN6IgVg1yLmUpcY1hgqdi1pcgXYxKdtmEOH77y1k5jjCEJIHM2S9aay4w34Tz6aPCImGibat2RrrYEkc8LUv1Q55SFwtBxslwce5SW8RYKftG49wB97C7A0C+lDaK0pO2jCCRqStnBgEOVmCsVcbMCByMDVc3iq1QB3H1a+J5WsW/WZs4qgngbdRz/hXkK8K1OxImtsOZuszngVpmLomtHRkTUK2LS+KPAgRpef5pexO7KdsjOQDlMgdByhfoRDBCQImls7j+kDz28ijdfvJAEP2cDG21Qfamijy7QJBgqVTN5Xkhz9WqQhDiqJgyQ5qfMAwnW2MgPTXPViL/SypyNDJCEGqebXBcnI3OzBc3qYygCm42IIj1VjW/seSV6zocB4I4pUsrwkCQn1CEILREY6ud0Wre90ySEuS9P8ie7cd+cuXfcEycfERaHyCI7L1+iCCYlO3skxocK2ipa3Qxu/8VgjAHubr6qxBkRt8JgkTVvd24mR3CadKCLxCEBMZIN6w5jTFSCPQBv6lB7mMgcr9XDV6N7S2piOUuxqSkuuYg9aypCeVsFp7juJL6SCvMSM1IQpBEEfVcIqLlceHUTkaX3cJJCVxK/KhwrMXXmBTag1RrpcwkYsA53dguihM6TVavumod4Kh9qZ60RJDsHYKcBQFAo5lUg0yHE4apEMinrHIbvByFe3ai2vL1rpd83jSCdJMu0UXBJBAEEn9voLm0EqIaTFJr9TJcwxz8GmLb4SZl41oNBz8YPhxdTBfN/idhhhHk8rBakSu7aOL5AUFsRomXLRFRqYsppbfHCBLM2xcE8XJqdEAQ5iCX7xEkHgqHwjELiMRyYCJFAWMQioPssgV4lAhSXodJzmcEWXsmGkIK6MhK+xOTFgT59Cm1ys0EIBjQCF7bedEer0AQ6x5QAJ3yAV3/lDaGgiLMxnBDusqMEO8nqQqIeXpSyNN2cC3iCMLeQuf2+rsIcrv+bgbd168brNrTibpN3oZGkN36X0OQv2NH/e+UasfJ20q9/O83c5Cp8lY02s8xSF+Hq90igulcg+TMQWCmN0rnm3Kixq29l8MpD9go4cM1yHJsngO1yxsEqWmbew5FSAfKcpaIbVMdi9JVt/ki8/YW1nVqKoJYduNshtaNrtNF8gw2Q3EGXUMM0YkYoqjey8isIG6q6DltXnRgXFk0yp02YuIcPCEEeRHBvO5iLrXM1e9rqBhx3jLr8hvj1aMGBrikNOu4pASfowz7O72onnYvTnMIEjHSSKafLGVFtRm1u0aQUOw26mU+jxJlNAehBikRRE+nr2NRoRpE2BLmpx79BoDEvptYhxu0Ar6xrzb2IfSLZC0bwVlaaB2QOD3iZUvcLASx9Ld0YJ37MXUNInR928UYRLRv1SzckQ5r0+Qk6yOoC2lVjiHlL5WyiymfN8g2es4hV9qmTI/guXihyG5vPrkGaaTrKyrYdj1VZ/LV22yTjZS+bHBJcObVz6lBhCE5PngajPYFFshvW+8chmRseIcxmAoRmTGPCpI9rz6cg/wRgniDu4niI+li1sES0TTkX61B/n5wL/k3EeSErdLVf/3XMYI8G0Ea8JhIF7JPj+3D/SDuFidPFBH1RpDCjCAeiQh0pBcjQNq48VCiiF7uVvQF+3x6EFZuc81JalS9zdXSUsQpm+omE3eeDgbnTBc8HJisTIOO3aMiFm6gvhUZ40HRHpbLUGOZ6bzQRMRzkHqzWpLMY3fUbJ9r6pJTZGM1Hlx6vga/Vn0nxT4mklWy1zlMUnEi0VfqZr5OXxP/1TEhLUfWQTUu80bppJzMHhunTeY8nWJkZruexq/SOTQuwMe5qg/MPRrBvSzzeWSKVEU0NNSR3MRTmbYLcVwJt/Qi1EufkuEzKRld2Rn61GEKNBiv8StbOY1qbYdYZE3jCBC/aR1OcvlqLwNAtFi3FWkwUf2cCPexdGNae/Z2kmp1jLbO/bEnogkKeMaVdUakcnRPL0/LSeoLYl3aB1HeAbZHWK2Sj53dqRcw79kunfrjc7sUSCLiv95VlI2QXpflxbke3oAgP2cZc10Z7B+0n33cVBa3uz6lyNUH/iD6gXorTVNR1X97Ui0yx+/uwy7m+Y8QRBCy0vWz2kZAUyKGDErPoX8NQf4zNci1HNqvrl8hyDNd26dq0+4wWPJyoNfr5ADKXWnO9LBDBHeTot0D8kAQtTP6mrGkdHvXHXbCv0/xOJoBdkvB6SsE0X1WBt8Sj8lYTH476UyvN6U7+5SzAoLcZKHuF3IkkzJ+T4PGYiwx/sqsq9JKUXcwCFc1HJDqyeO83bYRjZ7/QjqOAgSxOVoAFhd9xOv2iiMD4EvvfNI2FzW3rnedJaS9a/u5r0P5sZiK7i3XpFTUQ0x3dxc7lc6Fxs/oFTHXksuiTRs3ocslgVypBaKGJUZZt1Pm8whB5Auq7abT/bxgTadaN/apxqWklOtnZJwKIhhBukYQjUFEjBkv7aVktFrbth4ZDloTDVDke5IepcrBujoAZMAXLvzFViuvLcYbaeODVeLZ220uO7UmvPYwQvFbsg6c1FNqGotDoUEu6YvSw85wuEeMgnu2TBa8EVoxp1aSPfTlafQuFjp78ZfDnWvkMHjgOPopeWNGLU525WdMUovKhh2LcGFVWX57vp/oNGWtd7uYq+gWrkeT7R14g9NycZx6WWn9XVMEJqn735+0i9n/QfA2axhrkhclbHz93l+10/Lvd5sjBHkUgqil+tu/zbk77mJwZPmv/7oWo+xQg0x0XZK7NHB+fBjSJJN/SEZ9M8pUyXaZodatV0Mcw5K+GGk8ubca9y5tdO89P16r36+aNtI4XApqKopCQktCqjps8Eq7vNCPRPyjwGDRk/V/BTWSJhGavN38kuHRUWldakQXMnJfgItkPbwJsYtqYPxLap7gY87TxL8kdkYsOMi4XywXUfMYC+CLivbZIeciQ6AqEoPBqsIkUJd8cVZIPArLgeosxcuFNEOM1IJzZbZm6s4ktlUbVW+fyxvZWjBGp8uoP4w+GsZuF0NRbKTf13oBh1jeHSYMVaoZjo1OmL0PSleyZD0sz2K3dWdH21HgpMVi9/STYv4GzCMXdliITy9GDeuoQcJVMFEyktfKJXqBtOrxo3w/k6GIEURwlSGGwpNOHVsGExnJc462judbrctHfIyL5CPWrMlUV04LbWVA5GE+AoYo8hOPt/hRX9KE6H6wFQIey0lLE7MVvVMQj1zwYr24PPjhLoctFjE/ZQ7SWghAdHUri65YSX97P+196FGWWh4u3t5Gf/vbo0qk4oAgEpWrBvltpAN++6cQxCDy9evXP5GbmxBk/bMRhDnIKbIYPJBnETm9SgWtRQ9zPHax0KJ2TS2w25OGkh7EKVrsbpOJQSmMuWVNohsfdYungyWCaCGcUSPA1xwgpuNIL8tnTDWtXDcGmW5hkuaCINrEnGGajkDlUotGdBsTZrxOgY6CAidPx9JZUdFwseQo7nbHF312ISkbhMmZv8QXIQ8CumPQI0qExF7y3zFfUz08sTTYGPXGVq1DeFqnr4JONsWQqCi32iWCkPbEKBeTaki94q+HEw8mkktHy2y2C1HbQB+9DzoZnEUotHwbiXLZ+ErXuIiM63AH4P+m+LDfHJRw5QwDKohs25T7CWNtzAa2fFfSQTOCwGqPPi2awvguIEgFz1eJameLmEaUHcLS8nzaJiHIpfk1kYDV5t6hFgZH1JGpsukFvnyCspK3L7P0PuL26+/WKy518hxrbN23LWDwtbYMC+hIEBqPok+7PCAI676u6WQNLlAIa3N/7sv4EAc3RpCf0MWcZPIDul3354/Pq8rJ5k6UMjUn7zPrdNe5skVZX7qYR2ghDz2SIksEuQRBihcEed7/z3/s8X+IILOWL4fp0WPiaRp3wZVlFYSoeO5XT+RJ5KEyIcXf+Nb729syXBU2tsTdurirlvHChq7Fl1lXoX52CBNkEdo4DfHNvfaVnyxLoV3IJi07zVun3a6QhHmm+OWFFhqcEcaSeKFzZPjnLNKW7Cpac4PFOtANDEy5HgUI7My5p8NedfrKj8RrtipCkO4nr0nx6Lrx2kcFt5wyFv7RxKqY+OtmPOvAeW31TlnVHxBEK0eWFs5VgYo+jS/R1y4wKDF1fGlfIoEyVgeqWZS/m0Et0zerKh9QG27D4yx+ypk192M0zpc3iQCSGi4rFPToCvsykcf0NkzS881jEp6cERVy2zetRAfUmTc3ZVSurGnpKHj7/UlM490hry8MjXWgNQcpGXqlfMeO+8Z+R+hOZ2n0Sg8MS2wScVZFLgqHapDqzWXMsuwJIPWdJ/WsfSl6eY1jE3QK5sQanlzWXx7NsKvPfX+Lz212eL7+jdesPwFBipUAZJBXBkrU1lP2756/TdWdvM/NBUSKuVoYUcoYhMiSOS8qr2uQQJA7xiD/H0GQeUbGxxSRCMIq3ePTVSHvW90gsD6kLM3artktCkW2oGXKkOD6u+Czp8l6xEArjqqRVaGw2nQryep8E5O1KmmK3EzsUTYZvxxvN8QLx8toCvJJRmSKuFaPf0bPLqcwbSgtTltEGcDGeeYEvW4jt3urVwQdD/G9fqThgkc6jpcz9RGz6IMyJnKdZyr/8QNTcqtqewYtIoL8oiGD5CFjvLP0d3Q2xyxWTZrt5fgc1JmgAlf1Wokg2C7RjBA1PCpPMy9QiKll53RWqvv1AvOuWy5ERuxK+WnbVbl1iaTiczz2RpXXKMF7v2BYGsdZZ/E0WY1CTPVQhKyVcYoFtPxmBqdsEv3MajoODzFSn3SWQRAnO0DZ00LMDYVPNKgXlDAHRDl+jCNtQXbTFQG5hFV8kcN6dpFUslwvXqYxQiGX29lk3baDRqushC89j7QT88GtcGils/42HgKtCPll/Fp/CRquhamRvAB8lzGA+J0FV3uX5oP8hCamcvf8OJfbmAKl1qxzV89PSrMsTt7NQXpQ2j0vwapsgiGAfrt/mKR6DhIIIsPi3592fymCPPykOcgcurV1nFNuH1Ch4+a5wPbYTphubLvOUVPN3WXo1+7kqggwP8G6wAiyjiCiIRHQql5rTAob5VKOu1inpqlYrRhB5pKdDEBgzIqbJx55tknzKZULZt7rSu6hRaXyHQT4Z5nOQtz7NIeYEDUgCOFQ97uqd+o5F1vjCEGq/nFVzXRHVB8LiXITYo2tI40c8NmEq72Xf/rUuiFihc0nNKAMhTx9twaw+oHjcI5t9dtxVnDzLYKYJaHfiRok3SkxAdTEgK+dLcPMQIpbgnJsG9sWiii1SV/cLhp9I4jhFEppmYZZUCTdnLY+ccSEHeVJ48fVMESsfk2lxyZn8fkZvHjCWST2zf1Dh8d5KwnqImpHfdoAXyBHC3OiDZEDf9iqx05NmxfM5K6SFAUuep7oQVkv5juRfjnw+2kowJNq5ZSLofOvtICt1TrNLvWOQFllv8MgnILKVtt1L3jDAOTMU1v4LmUXU08z6rZuOuHMaghJpaC8I85OfhaCPDzfIdwfPTiiM5M/yD1p4e8ZZXBSkdTvN4NEly2OdjEvk9T1HSXI4/8HEMQ+qfbNSfG0vl0NeOgQuEVF1T6yS56cN+hnxeWAoy0bLBhT7Kw1OxWhyFRjlCPeL4i2XT9MUoOKplKBSLrtxpnuW+5X9odn/6A7nxWaK57Q4xiUGTrRl58oDSvFeLDiq0TQY7MhFOJnwI1L36BdVbeUh++Rl0buYppWmWjLCfUJbsQIRli8vr7OuH3NFuHDo4Mmob8icX3GKjf6tvN4OjGm9Gyzkd+TyNAzRtVqb7sYCi3bjdoEMFUghhyMZwdOSSCZJyy9+mTHEQSn91Oalm4xpKOYzONGqw+Ct4Tn68hTWsLaT5+OEMQP4etNt0X05RCKDC3FdGKlGnXEIAwaOOfcGEbRmBDukCxXHB7OIU4IMkBJE4kfjK5vWuUe1rQ88FHUF0XwKCPDnx9B5XJ46w8H6TFM+D53R8pQfKIFe7N6po4wo1+ar+KTD0uR9FW8X1QgpyFZeIMgJGAg0LJPKqUSLY8fQuFPJ+jNfwKA9O6/7XUJZtOHx/W1bme9u2+3Iqm+m4OcyOVQvkLbaQ9XsKuUeNm6eqlBykmqwh7+egR5/DkIcruyCOJwN7Bftw137awTyS6lf2XHXt6aEGArNiWVyNlSMono9CIPUzfUXgaIqO3BlCZszIPL2G1Kr7reyfaRieuOgauunosL7II5R6I3C7RInDJQaKJCNNspdMBKX3GziV2jcctKlzsjRM1m8SuqEWXStVINp+I0SVWGXB8TvbHMjGBXSWyqcsWxnDkmR54Y4CXKQhr5wVSJC90meQ+F3pHN4ek2o55WIcwcOhyq82ZE5LybpBoH3OtMYohhg/Q8l+pN75yecWw/v1VMAQa8W+aQOVhpwAcwnaWWAoks4Q96/fVP2Q0R2iWCtHzM9Mj0X1Lk5BVIxQgMJISkhmD/4XSo5KHtaUh2E5OUG39hVJ7Br5s46K+wfu/GDcUZPx+jEPihPOTl0MxVlm12ieXEJzhKGVCeIQ0of6ya4wNk19Vr/1q9IexPplAr32306e+J0hymQFMZCLQCHoP189LFeFBEJDLXp+8tc1dldobXz9r6dPWzEOTu2x1KmMmjtrkCit7jI6PU99vc3f3tqkdIFQe2lVR5rYO6/5Lc7kCQh/89gvw4N/d/3iFI5W9/aRfzdLuZxHVklzvujJ/O+EQl1SIqLYKypVfRBa1Fg0zHGhe1fMAQgsbAIbBb0TWrIhFZiUIQLrcPXXDtRpT5CUEuimZPV9f+7vY+DAA2Cye91mrnF3qcd3V70fPN1yiJbvewwfFIrJ5W8qwyXK93d3YRuMO9SWCQd2EP6AetakKjb0PsZDRN3uaile8KQdRBSAuqyQBy9VGvXr1gdoAUDZ8bfMPsia1Qjt1MhboKl7PsC8r8nVn6d3f6OQfFMP+URaeu3UQ3qrHjba54axryXDQIsp2My5kmxYbwQf4rp7VOXcDbl0B9aURWtSDM5B3VcU/plGrkTK/1KFqskmbzQgauqq5uPnWzT6clgnDSTgNB8gi8p6oXjKAwcZxK51cczqs1Ocsng2IskYjpZRDixE9qyOhcZ2xGpo6Dy5Hp5d1WkM1SCuonDBnw09bP0sjHugXYc++AIITQ+J25RCQ9nVmwu0+3iEGmuLFWJ7spJhJdJQvdA4Jk5vcg6/Eb60mqtMCN8/iP5kow7Ngax7WGUIhiWO+1EPLypyFI5e7b40iF8Oj5eSmkaK0fPQd5n/ZQWYeftwABAABJREFUFNmPCCotpccUMgAAQRS58vywXf/Ha5AXBPlNJkYgyJfKX4Ygz7gc3q7TjSicdvWxnlW+oD+5QVQ+8SyRQEVVC9Xz7vmF4qs7thJnuLAsBQ7jvNqJG8dFOyXG1SyqVAhTtXZaO60r9Vp3KQ339mlysuf60+Ve99WiL2V0qQtlrhrER3qznZHs3bnUrfZTf7OKL3xBkIP8pR4OoxrcKU+P7Z/2JB1FglflL6Ypi7MJ5uhiNfHAmUP1w4WCxVV3q5pWEbWlDxOCTGJ4otPTU7uxCwC5V9WtFy9eQvyUAg34ESpW2ix/lN8nJyXsFc/rzaKajT11jWGGQ1r0M9XOm+e8M5yGxDiXieRQFBu8iIpcsZbaF80TQZ9htMI1hLdCKP1pI1lbVz+dQopR0D17WdHv5Ruk5M6BYWfG/BUBXz8y5PBx0mgISU3iJIml3u/dnGr1q9m0181Y4c4MIEaQvjOK+Y+zWmDv9AqFI2u5JDcGhYapHuh05GRnBLm98/5tLomsCHLhNp8j/RFiAcqp1Cia51USRmXduNZv3nrfvydyKywWeNhvxra2lsLI/6xel35b2e/1+gWMWbd2Ht3OvJruYvDWza/S42fQQb7hUZaPtIs5ObkeaLe7JNDy3RzEYRDfp3+Kg89Ir6c+/D+PIGyHxSj7AEG+nP1lNYgRZOOFoWM4GMITphDZpnWxLygKPJpgwq7GuYeLQ9o0zMvloW6afQU+JmswDUzZUsJhbOi+G9xMTza0zExe7s6/INq9w1ShjGcoTE4Yr2JFrMttv7J9JiPW7e0+Umhu9/qJ5hof1l8QJDKrNekjzKSw4wQbYVyMqAS8gRlw7RVFvZpsP6VOx1y0h8MAlgR6ut0qeZIu1y8/516Cj269aLdrB88svTq1Sea0153Xoh7E445BQUw02xS2sF5qdNMYqOm2oiCH0o2FXkM086gGIMnNoIHGg7xZifOMIELFX38NlYi2MbhMlz0mSya+MOpHPeFUVoNkLKiB05dIj1Srw5GfOMkjppAMH9ys9KHj6Nbh6TBBD306H29cwqKUZq+NC4EOv6allEdm30ScmLST+gRJStUQKjftXM+GsFhDtTlNjApNcDkYvGyyt8nFn/YGc7Ii7FHgwoS3mxq9nDe5pttGFrYhODoNLTCOrbFDRBH6/fpZP9tPRJC+MONuWdEcZKsKRMvcW5T7xUcuh5UfKnVI52n1ltikKr3pYf2fnYM8v9QgX0GQf/7VNUhCEBpoLiSyBvPggaKduBTldNSXmsi0UcZYI86JgyDmSZ2Wrj593hpFJJsM1es6V136CBjsZNQF21F3Jt+FoK3qxj9nFNBAeFcu79qaI+gQQDIJpY1HHrp/Sjkqz7c7W97v9zoSo1otP0hw7e0NpUID3EagB5EwAERQpXSnnZINlaMzrqMTNIJoOan79WLH03knzU0TBqnoqnYp8M/JjFgee3XKm9cIEuLCpqOosPlTmAwJryoxFqTgjXum8yIsrWOx1YNgKXPRmC2RhYEPkMcWQwOsI/yGXoTKillTI72wNrEy8mIFmj9ppnzWojLA/UkLGPHkVHyYWONlDzOQ7JfT5q9yb9UERV+iH7PoDyPxjYzA2LQ43MMD63kAiFc+3VJ3G/IDRR2H93wjl/oZ/GC+QXsS74xGzMJJEX+qBF4wRTabj8XeGgSxXe7dbptEM/7C+3hL9YWjXqMa/vSWNGtwhR97FhLgLNq6oY3rRiMT17xdckpvW+bWv/L5/TwEka5ftmOPcFJvoYp9e5ieEKH7DkGuHFL3/cN6LfKwaCRiMz4S/3a//o/XIOV3/NovSgSp/AwEiWE9PSmOf860vrls6zj3RqZSBISMhxFmN56U4zf4Cr6r5fZyt0WXw15BENr8bj5lTRtZVLjW48Ssy0g3fuUniVglpV2KP+kwCxVNrafOiCMtjryRZsNgTsx5ePNGEG0Z+kKQxhGC+JTWtRtVRB1bgUHPZkADS1uNkIOeV6gquDu1KEEkY2vrJc+lA+Hm+MA3t52L/m93hCDqRZTAoAr7gCBa/HQYhejgkHbBuJbRp+Yq8lAN2gLXO0AA1jTj/tyD8tZlfhninMXQVR+riIGNy5dGkL7pX9r1dvFcEMzVS/8QEAQiZLnC0HOCIHMCS/n8XF20fvkUkZ/UIDWdNAJFx/Mg40YX8IIgrkEiaEolSL1MvqECUUuvD1LaHYiDExt6eJESXvyCht1upY9ffU0NbhySKb6yLQSZMAfhY/YbmKiGbn3S76w0dBG+UX7A/4uoPxCkSwPasdG9blSjYWzpzDnU+hcyDlmgtc9CkM+fBW7hoPUzZDGVzd0TJDHy6p8f75YqJQbvuxjcSH/44whBNE7qa6b3SCr2fw5B5D0ES15SPX9LEeEVuPH4sxDE/tw9cmNtbIwq21p3TSJ5uQ4XWiZqiLb4fLipf0FOmWuNahvlpm8kOcOIKuxn2ZBn7d4oBpXlI+rY3XqMiF8NO/fyzF+lb6ThSZ0lQW/IKP/IN5EBfnQwG11M3IXhWL9FkCpFhVikqnfx7ARFJkFA4vVlZCm2G6UNEGraTk2m6ZquDng649NtmZp1Hx2MxLtjSVUoCMgITgiCUyOCDZElqXPcycnoT3DLeFmVWWoocgv/Y+uLMIAtMMsFR4GvKFVm3tZkEihC0w3MyUhssy8Xt/VOO2wD9D0uta3QVpsKcBaMi95QKxYWaUECxZn6rPKptCoJGw+NM6SiHTuaYRVJvjw87CWMfOSfk6172LlQOxKmWfQEmsoGHC7A7/QhvPSgpg7SdiStbpsmhBRUZeiJkrJKzU76AKMpdOszH6uDoXdt+HNrJlsE9aGsprwOhy6vHw5uASgLu2USpKTMeixBSBMA+WkIYrcxmSeDH0rdRpsLlucfcFL5cb5fFZ2EFvrr160cE5+fb79+LTvXyeGhX/xDj9HLw7/N75V//u6h3052AcKOyT+w/Oz9dvmg8802929/NYIEgETQtB3RKUHEHNBEFHpUE3rUMmKYZ+OU3GZWj1oDfer1i6BHVLuxlO1C7OpAj2hk7f4kxdiBHoEgXE5rrQ369YhH8Vd5osaSVGdTd3PkevYsur+LkYi9VvSFK0IdcmeA1991Mfp9TE7mjtJkPSmHnQkS4KFZ72GKVLdaBwRpd9CxwP+iOnoFWOXPuSTQri68khz/CEEaEKssTtblbnY+pvZDNj+sRHS995lSNFOVDg0vCOGuDS5YWq8jElM/n24WModVUBx+sUUzXlgShiAvixeqn/lMnDfFPk8RqBJdwy1abQlZXV6khAD2knVoLb7c5gPskVWV+SlJHzft1K7IgJY++m7bLkehaW47SQIEwfEtFyaudwk3Shdch6rrfPf1ifkjqx0QxBHCmWqy5d72OPd3BwwRoDywNMfXXZoZXlojPrcIrQB7NAYhMtTcD/zcSEOVkbtdiIauzMJA6vOvlCCuyX7Ko8caJa8sIBpof6gZ6rWLkI8Q5IfWraQl6GL/xz82QpB/Pu/FCvrtP/AQTa2wbeLzXp+KfynL2RJBdN7/6hokSpAsC7urFPF0c5kzRhO1gx3dIiGILr6+VXEqLScgCCGFTBXpn+F1QF+smmEukUjRHYz3+7R88TV4n+xDCor6LgwKPJwzY4h9Qzmb3WItD7IwHDno9Qjt2u8W8uBrMOOTQO/tJFXpecpaWTlSXidEVcDQrHdUn2Q81XBqVaHUbKbY2Q5IpztwzojGwuIDgnjkou0MN75z2QY0qt1DfknDfqZ5g55JOxSAwAgyMmuM4RAIImOmBBsJQbjb+ube0bgEAm/i5CICEnZMl7Bjet3TiwtPMhuxm9B46NfkjiDGxGWlHwHApApSZKkOAUEG5qxnwUW/DLCyhhqGTPcUQewsZMWaCXEPGHq6YNDqUQoyN03NT9YJFWQhhM1AkDTBiDfHU1S9M96rCpv0HhpBmm1jD3eEC10Vimfcue28LzNAaEyhDtFHZVDUSBAJ5/8YpTJ7r2ohF9N7EGSEgHsEyURXG54BhVpHfszPn38ugkAsBUIq6lG01D2J8LoP0h4iK+bqB3arYvKRObV9goy1H/xrCBIeCTetD/6o2D4dEOS3v//3b7Tsj4Eg//3XIUja5o7T9ZcS4ioJQc40O8zqv+awpEhKcL6H2gNufeY/q7LMz8l4qsMd476HELbLjtPbXKir08Vtef2VHqrwCCbqs6GNdKEicb3S/+D6J6cuhaTl4rqWxmfpEmQPw8JVZQbbFOqjd9tcKgJckRTWpB+Zqe/Es17oWRmM8xDvIgt0/91BU9+onl8cEKR8MvAKBNE13M2rBfdZFR0HBKkZQfQNNLSYRWCj5HIUAgRLMSny2qdN36K5S8O29t3M+ZHVxrkIavZCWS1jwyXOqnJ15XumAhceiKl44DCNkhhyv9qwoHnziRuffUNIsBuHQboRRICVfcEyREveymWK5q66v6tVFfBFa5BSselEjT0k6MxlP9/rJMdn9xL6INjF8OPWVaDp6G5dPtynlgQjS4YbI/otaWQkn2vakrZNvKgtkquqMcYsdEGQozcVBNmuke2art4tuxgPXtoxQWtj+mB5jfzqEoKgfuJaK7AMEKJ+To+/HkEAC/azh8y2q2iagAjJZD5KezgYP59INIzzQHgj2ljV3maSFvz2j3/IDvH5+ZsQpP/bb/3fMlNVf/vH//shfmSHx7s/Ugtr8/dnxWxHUUJFkGqQ//7vvxhBVgPsubNfXlIf/S83TjWyU49inW1Xji+GZ3/9aKXH/SzrmH5BqHa4KVv9za2oWZc5j1zw7hIPLNXAPpmbkWRa9U562J24a0qpI5d0keCS8x5BdNCHtV9j+1t9sUNN3t6dBjFZIotoGTvpgRry4Rub312IIWv7w3rJRA8XEWr1bvO8qbO8fbg/3DLvfLnv9XQ9+ZulNt3ysnopPHcn1WnAq9sSJrNeD0xU7+HGrvmfLMpeJ22lSt06eZV14f2hoIvRuB9G7vJv5pBkp+KqhJd17ejBk2qbe1MZ2mpkCydtAA9ddInFdNprSTrzJWxDvrzxZNdTX2CUFP4m/vnIuhh4Qol/s3cv5mSEy9oLMjcL8fv2d+GC+9Lfabq96nVwH1STm8M9JiOq24k1sGhw1Yu+xt8vwJP6V75w3vM4iLYnkmdCY8SjQ3HZc70bVqhD1s5CSd0DNK5hkMWdqvFZk9SfU4OcSJVr07c3j/Vqi+T/vVc7+KHiJFLrBDQJPmSR2EpAQp2oLkaOYhqE7Prauf69+Pt/pIthkvqkGiQhiKJL0i7mpyCImOqmgMSV94Ig5iLkuKHjBINqiihELj9XIT0UMHVMEjuhf7EGV+WzShHtLxKCHKdRlQiirjnulG4omt7G4ETlLWLzAwTRV97qqhyKauLLDtLzawRpN9g0C+l0C5sUMAdEaGHToNfXIeOpVtoflsHcVl20xXZT2715eP1seL0GgpxHFl27pLvwhQ3morrFG0Eix8o40NEBIKplKP538/sIctGzoykIwrzGYiQl9g1ocUSoSmZn7xBEn8wvI6/FhSAKgmEnI4ZJIIizbl4hSPlovkaQYYkgmq5OWG5cNFKqZdi11o+eUwiyKRHk7gVBdCmo6lHt0WS3EL51zu80grAv10Jte1y6lAiymhXY1FUpGgNBagcEaWts3FaSYIkgyvSyzCghCDM2O0z8PAThzv7M9PTN4/nxuahA632DINfJYSjtba/d8qgYuE4ool+oBMkK5p7wQfYekE7+obyLfxw/+vFI//zHHz/kju1dzPNeo9n4DsVvrRJB/uunIEirUqbFXoYHxU0rTowGlPABEoJAXQwE4dEjfw5+YDcCVcMZ18YwmqnhvLreHV9FwUlE1pImfX641OHeF0V0rqxdLDffIsjdXoSEflzZPNHLCbOpcvsFQZbrMdq//KLH1JCtSDtrHyzRD2mKpNAL6eR49AZB7hKCbDY9+HHnEQrVTGEpDfPDun7l+KwhFdONiiVp3tQeAdncoKv973cRRH2R0wHVFxJwGxwNrc17WtR49BEuje8Q5EyiuBJB5HtoLklWjL+HIKUfakcIkh8hiNWP5qROWKd0z+vh13oIyUgPEW97utvePrwaMgME6jGg/+ojhOweIcXtKEGghAiw5Ra9vb0/GmV5Ob5DKVPgmIk5UjJDPSBIk39LCAINSNR+I4jZjkKQjEEZc9SfhiBa4jo/6vnNQ7+RAQrvupgsMslsx0KxwezUDBHnb2uYkpsPIoOh59+//f58+58jlH3dHxuvaiMjiE/b3L98kroeDRyV/EuZLvnLC4L4SuoyHYclEWlhVmF6oD/SLVq+67ocGOdHZcBMn5IALkMuJsiuPJhx8d3bjGg91kisWjLJgonmL/Q6WN/zDYLEBRgI8mutm1KuD6fLxq06cQlBVObP0ZkOOZWKvlHCqhGk/u7RcJDBaVXbFCNI+LwaRA4IclFrJiSN/Ky4XcaP0IDvaZXqZjPyhGjoAeDgxwgipv8mWBIrRoSgnHi+CqrNqEHOUzvYeYUgen7ZHBhB+EIRX+e9COqaQljPfowgeldjDrIln1ZbUjO1xJWDz4H9Pue/RKry3cFzUe3d7f1hRJQeQpA5TZoNl1kF2xk/4or1CjsS5Bp6ona5PwCI9AjLSe41GDP0MpGsvJM4obdv/3eFha4ipzg86Zj1t5NC+CciSFYZaadkQfirh36jKD7wSW3tbPVZPh5547Q+zM0oyaIyaV3DB7mVPcjz0/4/yCjbQwd5vj3S5v6m7fO3n7HNXY+GrkHOUrjkJe4zDEPKT7hDRErIuT2JM8HYFjGFMuOr55CBmrUy3aNsZnRZ5mIi7V6AIP3TCJI36ocr1TZ/LgkCQTSLIxS+dH8/PNTFqP2RuNZ//+VeaZks8xfYblYK71Y2vRGNBaKnfk7vDN7hh7nbzfrFRdQgdy8IwryQsUvv14tuzTOCalnu6JnS7VbLEhGul/HGbCPlaeYoTiFI4wddTKYaJBBkrX1IMPNYkPedrPEdBGk0ZVbfukwIAqF0bJuMsSUveXF9/V0E0TgcBPEzWtd3eFCDXBwjSK1sZXh/6GIUOVAiyOGTRJCg2bstkti9NVLRlBI8L7LTCyHIxgjycDxEV7unLuaiwcoHI/3GgS0XCKJf9hKCbCJYKjIrZjiqVMsm8mciiBa50YS8+wOdyPzDxKlvGJi783kmPVeR3ZteaZ6qIcn1iWoQI4imFv+5GuR/VIO8QZC/P/wsBMGhUghyk/I9RGu3Z/mNL/z6r8xBfKcNBJmXBnwqvwvFuEtuFwhyMOkv5yFt5dmtd/dvHpgRLUdZ8A8OCBJpeNHFnNarSO7j8vP/XhBkUK/XXzKPyro75qPV/ighiO7tKfDGVPFAkJeTXHYzjjKqpzmI3eYfEtCZQK/v0/9Vg9uL8lUlXgaXf9Pi8zob0RJBUMaBWcuxBs3d+vcR5DQ/7QVJd7uxhSKpWfiXs8A5f9/FeGajQ3eDKyqj4oQg9mRAFzMlG7f1XQS5qP+qD3gWT7k6QhB1XEKQzksXE6hanmhVJ1IYGkGC2FFiiNLEhSDY09eIvilzfyMqW11eVyGjugUcEOQAIe5icjtw4xxU5qO/1CCNBgiyMYI4kCpkSm6eD3eAn4cgLac6vOxitI05SQCCsO7dHORqub9/xKHsUU7tanZUhDwqZ/fbzj1PBSUxvc3gL0CQ9Z7v+Hx7rM0VQ+TbT+GkqovJQJCUT1ghdF0t9w0f2a8wA+TeGV2MRyGlE6ea0wK6wkXXc9MyUTeyTtmtVJWCtzlGkLgh3eL+izVEeeV0nQvl0+VJajUQJFm/H5JoHryLkUbk1bgvOne7dNQGBwRZ2+fVvrxKthwWmIE1yglqOVGFk1C3+EM35s39gb5Qljx6yehn6+f1Q4EViACRljKh1oYtnhCEJ3PE01wIMpDQsP49BDnvZb3E8ieWe5aM00Yz7cRAkLeT1ECQdpewnGIaxQvOTxb9TFnmflyDlI+LOtb4RhBR0dfLA4QgNBGCvExSPTDulp+LPklKif3d8Ud4QJBeFpyfRvXFPTeGsfr8znuvESShSOxisnaklpU1y5EwqtMVwd81CB9iiSDQX6SqLvudnzkHISPlhd4BZwoQufK49P0uJqss7r897ld9JKLw4He9wXL/8O1pjg9BJSOeR6OSUSDIf9RgKGqQp2MEKWuQfx9BXh5/M4SQXPcWQZSvEGHutlIiM+XyJiSTsr+RkD+6GG8dwl5dxbcmqSDIeUKQZipk9UHLMyhDGYvEqmwKy42M6IzKa6odTVLNgmxHFg3b3GbWeSFoHNLwpJLRjzDXzhTea7tRf4Ug0s83zqVOmezCPivFQ61MLhsWWrxWa+UWt9zq0olTvfd6wor94+F+WSIIqroChkY5vK2n2DYhyEX9vC0+Fbbh8cbsgjQOjIjLNpACpvo9BLmAdBsIsvXMMH0dDgo9lfJvt7l+/gYeG5p/zkO6QxTHMjLfNEidaA5yffadbe5Z51cc2eebwKzws7UAUNDFwLmdtrmWp4iZU34u+qKpmH139PMveYSaZ60nw1GW1XhPG81aaaTdiC6jjiC4Pws+yOPxh2gqmthHUuDoC8V6kZ9KvX7eeLFF1e1jhIw3EKT8SRd4U0t/kJ6n+XMR5BCcO8GX4m6U99aD+K3++9zckewPJ/oj/0Zv+fisrW+2fHi+xV3oRq4Z2sTIYWhdmhz+B7W5noP8/q8hCFNexIBv/e7j11ffi9r9G9+xcgWCaKws1BKNrRWhjw54whRX3sY3p1kVk8u8jUZ+FR8qn6qt9kNhoRrE0g0v8do28YJXmJ9XteXLexMkMY9vAWRLsCUBKSW1i2jbBltcJ0kgpsm51l/fvyhgxG5dCSR0csUZwUUxkie0UBZpSk86Gc2mDL5cFDihRSdT2bj26CARKhCgDHTOpSpF2dLr64sIZof/dJdqkfsHSPQLUV8k/NH2pJkfdGd6W86rTW1usx44tU/Yuok4xjnhV/3cRkfhDxvVmd4grS5qpAmPlU9ZWj0a7MKheGl6F42hExW4T3OsmbfIpCw7y88G44HS220UeMiSWUlyNsJINUJ/v5DQdYO4usI9QdnhSrvIJZ6b+1zuIsAzoAfrOQxhrCnKq1i72ZeM9Cwhq5wgF3pjpDl8PAQSmusvh7heZPP49UEGcc3ZrUJjrXVUC87jC/kMH15GKLDaJ3DR6NWU7NfpXNRPJTeoJYmuttljoldfbldkb+kH1axf7wfiPQ2ufg0A+ZkIojy2vVyGtNhdV9ZP99tC3NS88i718mT3/DgSBySLmEz98mmK9+G3+/4vGUHQgpbWb/9tBGEn/J9FEC13nt8iyB8p64Ihd1LSX/704xWCrMo4EccRRVIy2txTrS/atV8zEGS+ig/VRzMiRVCU9+oRlJTo0EYQ5eJm57LqkFPHhOzgR+5gkcsdmqyN2grdUGSvEQnLnGjbZ3QTIkgNuk3KusMU9vYuOE1rbTE75oQ0qi53EMWAIBrfVdUIzDAs3Md2hLQb6bMQ5TZqwUY38TKqAfFcpHURtVWbTZQfLwhSXvbSciwlUSJfTry57kGbe17V+uZU5qadHpk6+wRa21h4izOjHX5+SKpm3hNzgg7GbexAx4MDgtguNgIu5wsQ5IIvrBtBHDjN+KUqQ+VPLQVvjaajlTcD6dnMKZlTZJETf0iZJPGmpWQHqZxI6srPuzhWls/nFPF1ktnBDUk5uGrz2plTITqBW8P+aIHk8D2C6B1l7lRN5nN28JexFOxCvb6OBA8o6+69jTieh3MD4Tk1vT09Pa8LQZrnWufxFjlvUMZHk+WyfGfSxbYOBMlqBAurYP0/QJAebu2c+afHRWX97flh3/OU9d0u5uHbbWFKmbmoJ+OHbzsxrVZPj9OzXAhC2kOeapBv//wLEORosvLnEOQqaYkJ2zv+K+LfX78CmR8hyDJFtJvS7oXumfe5Gmh2c+e44tqe5iDrlGZkv5CpEt3yRvSzIexH/cqk85wKZLrkZHIfuisFVlz6ax1pbUbataME77iJ1S127cqyfBdX7n25WQVBHvgOCrGeKwCry2GMdG25IKr6xVkok/HXvLz2fCxhjY+1GO/66DfCTr2a+v1OJiGw1ofS3iE95ZwkIV9o/Q1Ymqfo+NGSyP4wCDLAQITS9YYgSGpGInptEXZuItFT68R6tBw1it0qeY2musI1RAJJ9x7huEsnxw4H9HBiulWhZVWbkUUlly8la6vVlGX86lCDlNnV5JLmN4EgHp+SdnNGoBRpuVokoruxLqG8BaSPkCWON2oyN+w0vGQKBJHOnzX32BLbqEEO+iTQeaYqopZen3tICEHYzfPuKuFBU7JNIMjDyw4Y/OHLNUcbaYd8fnpqBLmQWxyOVIrlkK9QH02MESTw2DXdZGraiuuPJvZCPx1Brnq32qqorX18XheDW/FBdjpfvXddTO/xaV+4PfDxuxo8PN3pd+ePKkWoQQjmKIrfRM25e/6nPIq3fymCsM39LoJY1dy6FnKoUzm5um5dH02MK1dorK6YAX3HgaVEEM2L5dWuzTbR7jcvaWhhmu0BHAQHzMypKRcpiiDCFRdWdvZNnrGCKwimchjqkCjCzfIuJXHrykWuotbbavaCYh47qmbzwEbCTUdHBmd1CXPv3EZ4FLHdOI51Z7UbnfQWnVydfCcTIaUbQcAuO4kR1hzOko+TPHaCa+HCKMXslVscc9CkdREVfZWSw8O1ZLvyyd6VzAfcU2eTtmR0sV/i+zQFWUQwJomt1SaRZWKqRb+AmV9tNkt/2HJjKSqVOFrS8OoEUz44dEt7BjsD4t8xxdNVMmIbIbVN3IR9lVUvu2cyjdYsYzldxnjA3h5hdK8Bq6dYXsanrNpf5AtNIMyNhndw/XETMMKhO0RVPYt4O/+/82S0PGpHzGQ3t9WbCsGt80xB1b3vH47zEOBqbtsta6t6uNJ6nd9G7SK2vIoy6ejCYcg0Inj4e0tq2OiuZ33yBVWFNClBiCLTS5AoFwWMlJHQVja+RTnvAr4dFwvUZ+Qz/xcI0n/89rAuWkKEpSzaZQ/0OBB77B2jrHh4vKv08B7Sv+cnJ6PwU10+PU6EIBItqQbxHOSvQ5A3fJDvI4h+77po2TXt2qruE/+9QIyT+A2rba9/VIMYQeaagJQBIs5Ci47m7Ex2OIP+ZLmMfPZN3NGtl490TADBpuIaxtWqaVJIlX8uy90pd6G7aF72qPLmOBs45YBTL5VbSSGooeLi9/RNGgoToKewvdC9v3Bljz4RmyBJP9g0TCzwdo0ahCMmHzTJ3PKhhCIpbHbhGc3IrmSqr+vlOCIhyIHTqs5Ef0v2iancud8T+uA0vXVS81Cz65zVHB1R1i4qzqqWlYi0H5H3C4wiJ2aG4VLgAqIZY7/Gy/oYAYnEymph1oYdPEonmPyQP6tv5dGmKPE9yO3kcjfNoVL/pNScLqtqcqfpzbTJtSeU8ZvP6xfiQcv9rT52QQd2qopZuGzJY2NWBgwHrprRM4/4P1L7UBKr+WiEF6Nok43mMYLchxLGO5yJmRmNDEZqO5HIYBDamSETbHa1VXLhcv9IySLJUMAjBtseaQlS8EbMz89Pzy9UiQhCqvgyyEvNztcrPOLQgZNzY9ekTvsQ/vN/VIOI5/G0Y9Py+LRkCyNO+rb1UW6uZiWL4LVjdZjtnr9tC776YVTpMKRScSLRykh0yT9EkK+kbq+Wfyozt0SQ318hyI+6GNUe19etIrvCsaQVQPHmLzD+AUI+nKYeEETTnP30FwLhKmcvCKL/0shgv9V7QRDdI3UuOSi2nbNvnlABFq/Hao3DZK16qiIEUbiBQK2zzpm9dHBBKzqlIw0Pq3qZoZDOoKMnBOmr3NAa/dFqXJkq4zK2IHuBAQWDFBMUqynVQUHyMvTOOkKQySIQJGKelEdh/rZGcJ6A1Btpl9IsqSQ6L2JibKOD4Y65BxNnomgtNmmpGz6pc91e6fLTyPBUQ44eJvBKWsGHWo0EphvjhCBy2mp75OETFrMXs7T0omsKvxpPnDzvIQ2BmNNI7FMwLxF+VBVqJlQGdKrJJKhd/aTwPnmIqJSIDCk8hRwAowmq7m1RQZ75TpI5S1e/3SJY6iY7u1Fi5OzwEUKPwVLVT5q2arP5QPfTyMW1l2uGwepggKWhP0Fs11fOCbRVelZjBtK1mjZZq3qL3y6wgtTVkWYgDM63NqaaO+TDHyDCXsLA8wu86M9PNcO6wBvKF9uY4MyVax0Yc0AkFWsnzA//Dyep94/3dCeDh29Ke+idKHlK8473CHK9fVIoN1lUCOn664dvj9NWNn/4ti9u4AyXNcj/CEGef4ggXx1/bP7V4l9CkP/5kwgCgPhqUQWCKUSLXx92NNcxCzGy/BBBNBx63E9Uf+BMFu1LAhHZlIlWKfLzPNW/mNMMw8HY4n7lnzpTfuLAtw7r0aBStjEOhcQaOjo768qKz+GNeFFYCgpfKSvnJr6xq1yXVwR0gBkuvbrW+ELuRHbDmSzDInEPSUNKF5l6NC1C5+6HekLeZHMHOq1XY9O2XQ7YrARTIRIwk6Nvt1yu6qCqh5ABqwUcPB1VM2yOIeOU20TGVxnOq652E12im2lyMLNb8poahH6ijzNrMgvsEl2jqWAtNXUBWCCInIh7JHh7FCGf1AHmqkMc/TSNmEWoN2FR+ms5/kdJBtxVaoP4BfOJY0E1WRwNIoWOv6eK4TJ2Z+5Db8JmSFkWLba5uE5PIsLFIxMigQZ2pnSUjJ322USrsiycVe4gFqFlX+hIust9WKI6oGIcjriS0qGnzJrl55e2uGoK1RsWQquwUn1gZmKHbt12pnMmzkyZVIPoBciLPmfwfl7XHl6xFJhGK7HCke/OBrB7gYcyma8um0eoMRSK/HwEKe6/3V5LnD9VXoxKfBKoyI95r+4v7vBAXAuStTQTH+Rpl+W3IphtKuBHdkCQLQjy/Lj9IYAY9MX6+fqn6pC3CPL//ghBGL5r7oXcTzBxFXgRjxwa7rXiG1vfU9QcIciTEIQmGhJI2uYmBMlwWZ+4K/UMROWGGlFpai+gFyh5aB2bB+wmFGoiaWXMQ8UkU7293acDKO37XHNVnXZp7HEnpPvQyWpTIsFtbpSZaDVG8avke3x3RzWha6jpg1eMVgvcvnewygZ2KAYeGnAp8ZQfLzdOnuMQ9vqWN2W2LzJpweaGzZLf0kkjUZXq+oT2XjGY8Gr/xF5Hc4ievPi23iFjrLUXSIyaeXgdtNs9Xd7rWIxK+L2kX3IQV2GTLvGqqFh0wtzElMNb1jLKHNd6ykaspMYAvRIwN8V6ZfC8SsHDM+1yBkXTfBB1e3zfITXf2vMggeSoaJF3l0nO3/riCb/g/zKYPDELOfMkVYUIOZpLJ37bW0j9kT5V8iAC5TfhQIkMea1pJQb7iFbEZp+IlHEXDLu93llDB8e5g62ymg7BfdU1pN7I+PD0ZbrnFMPV1jEZ7leWy2GK7M2LqThmYJIaU7JiOuc2tJO1glbjbbXLyiiOSmm9kitlTwAs98wmtone8te9jjeK/N8gSEWnSn7LK+7USqC6r3zgtHxSmdw+m9T+9Gh2+y67HuiXOyl5v3zRf29uvIsxgnz7LoL84+t4GyaR93aI3Gz+BIYkluuf2uaaBuLEUKVP4EFwgoQ4Am28iwZLbIPiXW/rRwjyTA1yFgyyuAp/Ofvlhny+T1kz09SDIZhnIOIvavrlFr9L3oNjli1/4gppx/bSmtWOsk/W5S18r+2JYodw4W4fhgKNJMuM85U443VFVpt7nRggOKLJaQ/fACFAT3cxr2m31CA246A9kZO4smFG4x6GyWTVK2+mGZ7xiQHGiNcCuqqHCjy1LknaDJEPcLF4YGZ7f6uKftiGx1JlzSsuhDqZW69k5A4/nUjp4hwcJO9aYXgDo1uskuhxWeaPuo1ElmUi6cs+j+TGxJ6rNXq6I2/xKt9u1SpNDTk8mkyOxvF+MgNWh9SjdhIRRS1M0auPdFd2MI/GxFPZ7J1l+WWQPy5jaMUnJ4tUkZb47y/WWJ/J21PBgsvDDIQ1Ko5w9oBqYAuw3obzD4NSzUepkxoqn0T2mG/kjs/+S8PrzXLaJz0vo2epW9LvYF3aGOuh6u5CNcbSAHasWAeghyjllb6nEnF0exEtURs9CIZ79TX6SWS4UNciRtruJlMxNJEUSkCk/phMB8CiNGKo24AIZ0uTeT7bsSkDQU5+jle7iGID7SYmj8qJ0d15LM92yVz6H6j7iy05Dkj3nx81fK2cLB4f8FUtvnzpvEaQ37+LIF8jsStpoQW6uz8xDvmXEOQkLFslDtQQRM5rHoJIAJRpCdPKT5iw6k6jX3nAevLHCII/amj6KUBwjdF/dCfURABelk2+VWl0zEC1OwbZ0qWFe4rLtd2p1dgkMEdqGb6YwxFuXW2DSz05dEREUc2zOydXQuzqyYtKjGZGsAggBxhqVu3jq41vMRQsmciw0QRyQlBCYUNE9kVqppbM7JCEj4fnib1eMsjalnHV4iSHJ3jmrBWejRgkrXz2W1XafY0TNTZhdysToKWN+ryHhkZO/MCAhBfRXDaOxNJx0AB0RinRDP/VmNjihmb1f67RAO6hmOv2eDsdbnVr+0S1PtRfbHh0ks7rcltGlWdu2SS5guIEKePGYW+uGYnLe4UDCl1aX7RjYbQfCNLiv9q+XFYuCbimk7GTlTyyZeROwwQykfedaXrZ7HjDo9qGGOydZxa0mhL5jQdRTGkoTbmQvKc3Koqw4k8GKQAGnsru56wP8iLfmnZNlxdOvKSB2S0mUuRnIo1VT4UVsrKfLNzZUw2NI809sm/I9ZnOVzEAsdzP0NRsloQ8mkeNd7rWcLrTgpZcrbKT/BkI0tvKT0z4MHl4WpyoFlE87labiuJ9DXJy3dJ2DxqvpOQcxEoxH0OwEp3s5g2CPH2MIF+XK7rHiFHchy/oav4KQTbrfw9BIpSzsP1rq0fLwpsIXf/a1H3soPv9jElI62Pz+TcI4vLjl1+48CIWyZ8rIa9ardGWqgfmA4d6AQOU2rJLg70IKvfc1EZ/pSYnA4+ANkGhXi0H8Cyb7PtzG6EyuggZTJAJOtAgcWvpj5ZsObdoSDXAX9e99cXAiPI1cy4TAYgcMzkdjSLVXqPXMSOEtZa4qHXIWSv9g9Ll1z1ER9uWLGd1qBmdQuLWKdxBXedcPZtu/O2sY8JHVm1rhrzYhzua/rFbhJxE0U4bAdydfZ/3MwFWtRyXljYXIAgtFFzWXh4pTOxbZtvSZ3S/AwSjv9HPp27gVC+wOdIz4GHI9MfVfx/oEUAvcEFjjqH0cB04IQdjDyOIiTyam4qKqoTrVkUDkPgQ9c7oyHJfN10Nn1HEfowvOfGoFfRpORzKrA1SGDCx1CzoxV+MGciSL0TJkqzhvL3FArbjW4LdcUWvUyMit+hlKIC3CH7EX4ftQQJqNzq1kQO0HYhBUEhKlRLSsW/Tswoop/KMEMfNHtGHOwElSJY50llvVuZ03277mmPxUxCkogHI45ZtrjipmpCqR9E2t/fOaVmzAwaQ19iB4AlyXclzzMzkvVCR2OCAIOsfIIhWMLQwrAx0aRrhVYUsv76saL7+2zWIfjahhd5GlRh6GRVu3/L8JzhkoKDwgThUApdeC0C8vvozCOLlix3aze5wU690tbmd+DAFsQTL5mCnHS56gkFkAOaFjCBk6iIkstBGo+WqZEshGxO7qkFGUzfo0jW7gaPMbMeSjnSqJimMvSHOZC7Vt8qoXAQ5kiUhKjNRLHokbS7xnJM0bxjBJwY6FSdcfhs0agKkUmnRDBJIM7OMJtyAcRCmclE1MS4HiSDIYsaYtx2GISK76VUOdJBBEN+Jb7fjQ0r1MraVt0aQyfAwKi3nJDYq1po5L6oFgv2cd4Wsup2/G0PbHQFftbi9MhASzfsir2pkwchT/lwL72Q0e9ZPpVkkJBCmtvqMh1qbGEFuWqawC0IYpEb7ouY1RiT+LEajsoVBJw9xrKnV6cX5ue1Nmg2++TohSMxC5oSEzoYrEm6NIFAAF2FD1jj2hIvQcb+pndx0YsKFNHb3O0ozIqdkieECQeT/oFblFGeqEYQPtpSsy3qRnqWOcc5yCtzBQpp2ypVno1RSxwRb5Qc2ZRr3mvemXv0qmaP/9W6He52V283u4XEzWd9Jsb/RlvODOchVJRmVMZhshbchFHf+AeKXCCI+CAiy+2iGKl9Jlx0rtNMi8uzcSSbY0K1Ai7TV6j2M/EsI4m0LBkjGvX42mLv5RDUpxFjoc1D9VFS8r7n+QwSZ/mIEUS994/i1XgpFm9rc3n7Aon0UIhBWT+UnZO65C0xdowKtlXeE3vP1vKaZlGG6GonpetD6zWVAN0+LEdww2zh7O2DeNxQlq7kG8WWkO9FKvJFR1zQTQY7D0zA8Flt8agLnehkx9RqG9HWw4Wdxq8Xkp3qeXYQJUDsYYE07AHMpes/gu14OGE3WpjohUGPN0Cj1fW1M00SOKvTtIkjGt+jlKghYor1apfNIjzZRq3Vx0YhW3eIguK5dNwogS1f7J7mZCuVwGojocJNaVMuMYp2t3ZX+IS2MLDy0312HcfMMd8Y+pb6AbBFssCWUs96XlvJyvXL5EjT2ywOCXIL+3kH5hU6nnqHamFnU3KCS60RfNEzuZ+aRI0IxATfAgmXUhIFT8hcjg2uRJ3/SklvbSH2o/eUyh4wWpA3KqmTtewd7/hHR6Bfn+F2ysD1nhKaXWFAXLbHDJsMyPg35wS/TrAZrQ+WDOyi4/uIlF70vKcKsgspPsesK+2cgiIB5j+OH/qcJ6dPj4y3n6+ojr3Z8DXvZ8eyxR2EiwwwFHR8QpNTFfNTDQH3SxoBF+/98/Z+vM8TRt7tAjFTbSwqx/PrvIUgrAn4HgyybcBOxH4Fe323rqiXMkhC+r0gtjNb+BIKUroauIAhP1MZvRIGxwEN44SiUgdhC8kbWFl8zLtsaIsbqT9j0x/xvAkGVICPfT1hDTWc64UW1HolkciSNNrqWYlmpc4ZY69ATE5E9WcWRno1nYoIpTdHpIKpfuIg6OZKLWk+3LlQkLoTxtxiKrhEHbLHkstJ1epEy8Nph26l7fNtHXIU291gmOn0dlVnIQ5ZqKKQN6VbTxD+Gr2QlKBRpoYrAnYdHBeFPRXweDzCSJqXKNAAECcsA+LVOnW06EM8ysfSVt0njI1SGCdcJ8+baBRoRIQhf0NOa2Bw1p0GNiVwy690rTqVVDwrXH7DGWqX29oyAMHUyl9q+y55+FJE+UHSBZDTyLDfwxoeNT9hTmlxrNix7ERfN5vPfhv/Wbh/bWDRMHOnYaRHzmUqslDXX9oBniGHueOgEkEUsIElwV/0l/0OJXlTzSECnWaqYeE19wRAwxYtdiltZkA0g9xJHxJZJMTg9j0yJkWkm88v6YZnVJPGdl+Z9dD/rtn4Sgugpsu2t0ENJczpnD7urQvyy7AOvdvm3kI1zeOx7oApUCxWMrxHknx8jiIqOaFtKiNh4UpdaGMi9+73D7t9AyO3v/wqCmMyuhksE2mv16g/fPPuVMdKt1jP7h8dvd9vBqNIr3lPNPkYQ7XG1vNVF4EpdG3ylrk2x/tPHijYtR3WuXlZkjo4n66odVKUzjJwuzMqEbzSy09bCMz/VH7r4RU4qqs2UO91xXVCnx1Vvq0vZmXJiCjClJXVLex8bYU9HM6pUxpMMFew8UyVDXqil5r6HXlN1Dm4ck74RxByC2YLaSU93nmoBT1voEqJ76ii6TUuVKcmPCmXQbmcdNO2JNPwNUdFtIuQEJczHRYroNPUmLPcwzkCQ2xRpdxv6GZFVltzvs05yKU6CG5sU0KppOoAg9sUcL3JjpbZZrhxzbU4ukjJlxEhD4ERE5eqq5GAQxEBVZ2Vs9T9cjqlCHTQEsYaJWWkp379UEamxSH6DsfRkPnUO98QUXcBWGVj0C1lVBNALxkAOxKOL0W181GfBvE9RljHDvk3aIHggWjv1IotDd4CyRQNf2cdTOZapthMiGRYB5TCVe7naJqlfnCycRZKQLh5BjkqORfgL6DrTKxTZx4Fm9G5DSRLrzrmAZ9gJG+6SACgtASmfE/5nkMpaZfTCX25WppWnOJKoLtXuFaGcu36HIFctkcgEMzYoA2u+PbbCtx3zEHWfinrJfyt+jCCy1BFGfD0qShiIfA0w2e/LDMDN6+GqEOTbv7LNtaZOLyHrraRhJY1PpZWKrFshsn7jG9S/MWbRJx8Geb5GEKR0dDDKVxWC8PEYQdS4r40gcgCWofep5PNywLzo1p19gn4i02hsAi2Tzx+/EJUwHAD74c8Qxufncv5XD6HjQUCcQyC8Ezl3SzEg5J5sMooXEMSMKcWpUADo3Deyrre9IlV1KIJAkH7B6TJoYTTCEM4Mz4Wd9wqlo5QeXy8IwpFRJC/ZRXHxEQw138aWaTKQQLDa9YjQ6xsY5d5a16ukBlsmfBRGFVx9XDJGU3kENjvJ3CIJbsKr51yXvkBwkSI/D071IMhe7mKueBoBqRfnGtXA8c5j6IrNn14j8XxQv2jajCDKudYO6YvmHyoYdSKTA8gXCMWitWc3eBJPZRcydQ430GMEIZPGA2bGWPjSNmohB1BqttrA8aoUHd3zg+5jwUtLrBIEZoZrTn1w6UCTBYRdk7OAFWfoS4aPbzZ1sqG4M6gZqyIOaXCLY5QoMhcalcjzDAgZGEHciorWq2tGzm4rpqhzpj9aXjlvSMCKbwzPefAPaWgBzX2DiTauZT8PQQ7e7bqzlYkwin55V4MMdBeXaObl8UDkA7488TWXkNpVg6jnEB/8I4+yr9piCkHS3ENjU1VsermrFb/aGOoFIDSd48nX113MWwT5LSHIp0/f0+YyRZ3ucFVTEwNj+NvTrfhy6mKAlPsNW+jW1VXrDzip04jjY7unioJRzRjvvKkDt1FSDQudd8T0urtrMtZMq4YOtCQZBCNaUemqsyhpFBgUeY5D7nbNxIWImTqnmp2INg8dbLgHg6W1GQSw6bjMvG5YLvuOga6V7XY9DDi1/qmZ+lyQa2nDRTFNBrj8LSLUd1o0Sao9eLFb9ksKHrexvNftIXnhftl3XNZ8E+qLGOw3YseQdWNT5HZLTzceTpNViaWp/m9i15sRhq1APVkUlw47kv/XdAw6Wkpa23pX6lpLpY0CIQRYoSqxQk3uSDxh13sb6WbMHFublsnAl8njWmiiM3PD/kWIQb1S5vtUgg6SV4rFFLnccoz5ob5w6anlyGR7FUS8Gefu8RLNQtUBc6j5PImOQr5/e5cyBjUOVTFxYS9I5pcvPqqBtNV8UIxxgpOqeOYsZYpBwbrSw7XCtsrhghxevIR03fAqMRooRjEK2SCzGTuFmT50Tg6zmyyDsDzfzTikZ4o5eLM6IvCTSEKSTIfFWejor05+HoZcvdyRP0CQ1v752/2OIjAeOk+V/KryG65eIZp/QRAd+A8RRGSGe91BYm7K2pF1xJKeRdgigEfmsQLmV69tmj9AkKSsq1a/hyCa0PTuBBvP9/vpoKI53TM1SDbKlne4ND6MWhBGKpU/hyBF4bGoLl05UGn4N5o6AFk3oYHiL7u1g0i9GforO3xRlM4os2CDjsEEdaleWEx6ZpA51/Aw1Iyq3QgibuRo6lHEksRpZhMDvk5VMdsE3dg76Uqvl/6bMRRp1pCh2X9GxHCkroMR801VxEWNuPnDDL90XFQN3ZbWbzDysG4lTucQZsfEysBxH2l7rR6tlWMq/LSWmmp00iWY4eE4Osn3a41DRnRmmu7lZfFRuvxddM4FZee5iiQPXZM1SiL5C/uKpoYSte4LgsSJrLGuUh0yTn5FE3L3tOBQh6CqhYapJVbBF49O6SOtQmAMcgkJVZgyXIcqbYyklUnqhI/CCNmxD0vtqDjjJYoOTCsyWCUEKRNGo2bSXUC3XM1o3E904zzz3iYnbZHExmzRhVQjjZQ1B0PBpB6xQKhXr6bA8BQJFDMNMqqKcmQud4EhgeWRlMt6KtewV+b/bQ+WDp5y9TCv6zbG8KCxRHGfVJzSIJz8VATh7PygBnl4fpwXbzKrskr+FkHscigEuf2ITWYESb9AugSCLIwgsqzVRGT19R+uRbabr/8ugoiHenX/oHLofjcfXUvJpkmqqg5RWkgZ//Zt0rNTyMmfQBABT9ErEUSfj460YuGxQ+VatDvGi8+FLdUd3gG1jOH6znZSk148HMo97tV8rUECStXoQYKFPF6UFc3UXEoAPbCmSwRRAIlK18RAY4CWnIGqaO90DKB474wgMkeytAQE0bHJq7HtSdHVteSMrJtaozNQ82J6/nozUiEduIMKpXd+XhZKKZgugmEY3Krqrub6ijA7ejgqJcT2GQWntm0EqUcCbPy8mRr+7kWhgnt3d0j8TF+Is0e3avOPEkHKm7rgsYHx6GgbK22Zj+lN6aPd1Y1ey/uwIbtEiQuf0AxAI4h28dL4/zIIBNno3WfVrfs7cy0Inh65JEny4UjDElOnKAhZxbQ4/Zwp7PxWI/SCruKCFXcbQk+K1q7x3VSC9Kclggzj7oHid8QwNINUU9q+lzyZsF7VxTNU0YhhmgpHfk4ZU8+hj4hB2GVucu5cB19y8fBlJw5sQ7N2m9TM0BX2i08npl7/RAQ5uXqxTf0AQYpHncBK79BX+f4t/cx7BNk/QUr9DoKQzBXuybep7r0DGdCs73ZwC2eMrtRk/rsIUsmmE4lYZV0sqKisd9pT314rzrNSmezuRc3XsrF1VTn5EzXIyYmCLHoL84HWmHiIw0BUmGPvUVpVG2kcTikRczg4nuJyaPjv8wyCDCy7G9jFd6JROcJbGKEBIO16ydlE2UnTJAd4+h+gx6FLbm9HY8JmNadLGRK1epmOCDGJ+6bK5lVIS1bEXeO/RQU8FoKggqkmAHkxAkEWK4VIIMiKSExp6AcjmLa63jupBgmFX2LEuyup6gbdLJR8UiLIbRkCTiTmsBoObe2gvqYIGbaenbpWyqe5yrLkEnuUhCdK+6ao5VD5SwQpNc04HjTURw0TgmirwhsjrFMkzKJH1WEmO8JpsQ1uDlaoQIk2aa1R8h1S8SHaOIsuuhqarW67nWItwxguQKRuwZBWQMtXCBK5YLd71ZGsmWsX7dA/OlXd0Az4QROez+DhaNA7HJqOjOJSdxxVUlI7Nct00pInE5x/FZcDOMt4TSnfGA6AoEfFCzTjHP5IJIbXm2XyhD2stJxrNnk6vUJ9GQHwxadKaDt+ag3ycojeI0jv4WnXqxw59Xi/W7n+AEEeQZC779QgOzPIaGgONa9+ybQKKZb/t9eg+99HkOstEeBKQebfVdk8Pd/KwDHT/GN6yyTkbtW6qvyJLkarnZYRJBkJSQVSGEEgXejO04Z/XquXPhe+vccJlTVH30AAgswsNmXPgZFIL8t8IUQmXeIn+xvQxQA901RKLEGQfhQvE7UXXTZ5tEpvESRuSM0SQcREUWsC+Zth3tBdTKfRLkkEh94ip6JRDTJNPmuTnsN/hwhvQBC9wCiwm9FvlSFxUp82OtW2QN9dzMMxguzW2z70Wg6Ht7lR2vuAqsY6RQ6ik/UKQSK2TUU4TgHN5hsEwcFZjDYR3obJvIxo3J5NCpSIuSguNcS7OTOR/fIQcexdDAgCL2MS3o5rdeAaXumTGOA8AoK0I8fn0Ij6pQpWnJLebM5jT1Qaivll7veYUerRMT0uJXgEPSMieyTlWWwiTpm1m95TlUsgSNQgtUYAcbXkyZS+0wcE0SXjyD7VWfroBSSi3cvz0M8HqSwlQZjl5wJR1m52iHUXoxqkghfO/x8hSOtO5PejwYE2vtcFBufvEETjyychyPrjOYhqEBBk7dXtHuSQdc0Szfphr8e/rr7+u11McbvXinpcXJFms9jdahejuSnQV+y0mnm4X+ll/YkuBqlvHl2M79KyrZJcTOu5GcMtqaMSAbH0uUhXUxO3BhGJjCDI3GP0x6YUEms3dB/cWJNVeTos9YQg6tLNBNN1NITCQDMiFc0oh9NVb7zrYsrc69lLF6NnVNPdNztEtI46G8PmUaql00/E66i1B2rKwlxUFlm62/VFh5tbXtOkBuEFleOasnjuYFdabQpB7iOK7LiLWW8H7CgyZK5e9ljlYxFOvSMmlSzLNandv8pL4bvI032l3TQm9wcEcVqFbQaR4uZlDYJFxtBTZq0gVqIpmfd3jQ7GA5CkxD0zmihArRhvgiSHf0i0FazG+ibbNo5SFRKMaDrUxQu3eTFLCBKi6NLPUKWo1szk3eV2QUwHunRxaCcEYYw9Zg7CUFs/MrIWeOnVNG/1pwBBJ/U/jXNdaatgnulTw8qFm84MOyHVIM2U2/6SixwCPgzp5nZqVPU5wyBFCHLycxHkJDlrfA9B8t23ew0nj2oQh11m7xFE+jshyMPmAwTZ0avEjEMKO8Sk9yK2L/9nArPskJnH3n3z7yKIvOXvn2R9cpJRyq1kJg0CXmetXu9kfXsn8v7240HqOwTRtETtaMy35PElCjQrgcnYNQhaTlMYS5+LkmRsPVWP+9wuriOVHipDRmH3J+Chi2EMkYQq5WHR9sIIMlssyyhNSKGjofckYsmpAKE/fztJtRmnLl+88ExdxV5LJ+WihyAmuhhVG/UDEtRSgA3FkmqQiVPitC0YwgiRMjAEeh1PdJqH0LVDopXdnGsKftw8BIQks1DkdrvVpmeJIazaIhAkDKczbbA7F2pkZORu64AXp1CmqjvBdLeRwXp4jSAxmdCgMR9YDr1BrTOVt7IOGPum4hfUWV/Orm9sACJXOav5XYLol/oAB9NIo4Kkz4ySLkYIokZBgxCSzQ+pCkmyrOGCJs96DYv97SEn5xWCmIUGMV9f3HhJh4qKQJYmRLuwwZ3o7Z8ZQeaaZki/ooKq1jjAlhHE2crO5+nZeJfPQuZuOLWatEsNkkPPTekhZTNZBXXC3SkQBMM7zbBmPTzBT65/IoK8eqYPt7n32Bq+OPW0oLNm72uQ/9mQxPD0sP0YQY7A4auwVVWJTDK+Mkc1GYTRyP52u/+3dzFCkIenxztsoyXD1dxfXQzT1auiqKxuZbj2tHXO3h8hiN1GhCDwKsx202XgUkJLAFXDmaXqSVQVEBJKp7SLUa+dYiBAkD4Iwgq4l6cupnmIiktKMoIZogZZhL353H6YwxE+eiq9OzZFbnTfbnPrZiLUOyp5jSCEwUyV35H32UGreOkiyPJ8wZPCcmdAJlLbXcxrBJkRu6d1pTirjj/qvEEQnQLVILmmQw7EfIUgqkGGZWwsCFIzEQommZIopD8RiaJHDRIBNOEz7PS9nfZzuq2KIdd9iyBOTMHyNSGISi3lV+DXCE2sII7DYjojSHyQyc+FSao+wElCkLm7Ok2URrB6hvaqD61yvTyVbie1fNKbpJ8jEOTuXQ3SU9rWOaprQ2Q5X2oGZU6MZGoQI8iUCfh04p2Y5qHhpZ9ibxqHW058E70zcHi2vEgtYPRzwipT5qeKpUwU1mqJIIetepo3aVuYuhgjyNwIUvkpCHJNanYgAw7FWWJTYLr8uBn0D11MS4lTt+PscONWAyB1yRGCXP2mxz+EIHcmne0+QJANnNTEYt8ilFlB1FmuJyDIJr3h9pJ97TD0DanNy2zkhwhyEltpSQWx0/ewJmupTfpGsg2Tj1axAE++bUn8/UN1PwiCPGVmub6JmksSkJziCLMwOfJEs+8wKXUiTQai1ogjhzgEPFl7icVUvwlpyQfxaLQZAZWiYeFwY/O9oJEtzdVQUdHvDzvNCOCtJ38vaOK+9HObgVdh3KMEP3jGY42HNWpe65STuySzp25hfdyVATxftFkH/32JceKcLBmlZl14WYgR+CGRKkUYtFHs6Gtex3baQE3TJxaWVRacCSJLhyWtWrTO7chndHOb8iIPcU13Gz2r+GvdxktCk/suGBBa51Z1jKQSiUQNa2GWfldXy95NGqSe3YQX1C/YGIIiUsToGlATMA8d3bqk/c8d3CcySEw1G6kaKG1aVGDVteCQAZpcxfxDHkV8CUME53JmAySdbdlO5ZzNFjRk7vRdSqRnXEaI0AL3oKITa5cIpCsD/4Kdrrf1gviQpTWbfnErPnjzVryL8efNF3XSM7bdWTbybm/mp1tH4M1q+MlNwlX48J38hTgiRLiqZG8WoeKqj6IGyV4SpzT5UtblC6l9T77d9QcIoq+UM/IHhBDvbO92L6T15QYW0WLlRAFpZbzlnYiV9xZBnr79+RrkJH6rL+7Y44M0gICI2NeKbsCyrOUAz7vnp+cNL/uPHYYqHqQOgkNWPjjTRpAii4lEtUQQSccU6tLBGBVhFeeZS8iX7zr5iUjJ1fDCV8VnqbZ3I5OU2rknrgvDzqbMUUsIwhzN283kPNQNs/VGXTwzjVfzke2NVvY0NMFjnWygi6YCFduHwW24jzCEUx2OMXI4lqfrdmlvj4Gyf89Nd+NkJbDzM7sZgievQv0o8TGyfB8kOZuKrd12nGY5d3HsgX7aakdEknyAU+Lr8HDNUNaa1xB1dYQgNjbTL9oN8Te1pUSQyY8Ir2y9jlCH9bIv0zmpsy7PyhVMQhDRiVsyE/pF4vpwQXRc3zoFzsqGtRdpF7XYrh+2zjWMm9ri3mj+uWU6fJemPfdl+qcsRQaiwtfskC4D/hQfjAF0vUEmIRqoTeRqxB1kaREVPU8gSGT0lTHF5qEgkJGh4Wxuxv3K8SF8kHbSVRdzcZH0himHN2GWfKp1hc68rU7X6DIhyMlfjyDGjxMq/XiosEcqM4ouZvCCILdW34XIRA9xPfmD/D2CEHOrruODZQxiXHXJm1kSxnx1eP1+uf6K6aTqL/2eHOR2t9vt69zcb8/f/pUuxvOc/q1iLB6zE2S6+VqYQQ1il5OWku/1KraV1p9xGDKAQOhahPI1CSUd6UreYFrjJbco7S6yelSzbavjhphapK/zBW8576ATan7P1NMcJIQjurkbQfAX8TOlECSY3JqnDeGqlQOMWtoiggkyu6rj7QGCrNIzBvfKrddUk9Qui+By82MBn6exJYIsl+WLYyeo3AP8BJ0qeZxOWY3yhZYpEGR7dxwde68N+sMtNYi0Orj9HU1use+xRo8ogOS1GrgT+lcxCVW1SzTIvOYFQcKuWAPWrhBkMJrHnTnBYyLPKezThDKXIRblpoQwbXJ/wddXt4A4Wwl1kuPo1Fb6tTK5s53kfDxzO6xQNCAKG/Xy54x8sFsjCJEuKOI0ME4/rjgr6gs1P+4LCJaH59tE3paMjIwgriEbySwuBXM3I6u7WiB+WPrW4ZmxK8P1jD3w+Wn9/CKVkMmHCjV3aLj7vgfEjUNPOjoNOexfjyDXLbNAro5CMElJOBGCyGhs9DIH2SO9e7LNIQ8hiAhllQ+6mPVOf+v33+8/kvcjxt2j7p8LRNjHcOWo4uBy2u+RmczwwN69yqsSgnzTfvhfmIOAh/29WLQPg6sKZkhlF3Ni8f+WEcnj9k9pc69YxPRhWC2WLxASmhHMssKhp6zUm6wLQgsCGQk97ywFJPuiTbEiGlBEjEzzMAdJVWwTrQS7RjHg42vKQlgIxmKXwX+jWVoCtdsOfIGlzszBnkKTZEySqvZN6HKk34FKXWskGn04OvPkNlBB9MfCOp4O25MFHLj8PDUuh01FmJs1aeaRG9vi+ZDc+FKDKOlpoEu7qB3l4rqYOJcRU29YjLxzexU6Tt6btM9yFG0eIYi5GoCPthDVIcKYaAqiv9uk6KUBkoyAEE8/RCyLgDByYfKbG9UgccBWbkXXERipKYpqyHq5C0/E/dhYa8xTg607wfro/u51DaJfS/o2rCLRlz4JJ4ZyKCoEMbV0KK1fumJKwHINgptCsodLH35iIlKYqJbo4DTE3Wpdwrkrw6n9dhUg0wnmcjV9jmGeCXV2NAl/ouUqIYigI/sZCAJ4XGeZc91OnOGmcyUK1UA1x+N28LLNHaUYlEU89Cv99vVHNcj2kSLl4XsOQ2AFI600NaUG+R8lZtxDRd3YBPEuGpqjLkYI8vufnIMkBMmy9QbvpA2LvpOVa5CrKy1jtFDaPT58u7vVNje7+kMEOXEFYl1uvPBwkdJSFoKHZlvpHlKeErw9ur4ncA0BiQSJYD/le6fN6hZJbwL6lCe6pGiwwRHbRNyBmXWdNgh1hNJkNrB2tBYsc5cGrBzD8RxSJE5YiLicfTVzXkso+7DFRxHqC/Wo6NF3yLpYRoc7kANSnNcmQuq477TeMr/7ACExv+3Kl3im7xqO5bcvW7RwgL0j/RrD1oOPhS1J9JOibpktZqtSSle6AsjxcbHoX2Q9LXLFPqmVCBJBNk2rYjoa+Aof7YfmuUKUadTsOLeIR6aE7RJBqECQ6aoTERceYI3gqxQmNbXop3fZaR4YPAcE8cS40yk4lc7Ifri7e+EalFEXu62c1cZNsiZZiteDIBjmkuRDWX65cO3KT4zFmUL3whKultKCI9uuXk+xhtSsY4vjpkb0BdodfEW0AnQYjfAnRtrBHjGCdCzAig+P4ZzJ3qvhqQ7GT0GQbH379rFfj/NKD1/l413MVR4bXB1YrMqywjY+H9UgWsb8U1aq64+KkFXQPTZ20/SlpxqEicjeXEbHd2mo+qEuZvOvdDGtykDGjc/39yu9jd7mRg0ih93d/fPjN6UXaOX0x+p+DZXlDjNPozfDSApg0w0/D8oT67h6ORiHL6itwXA0DaQVfliq5jvEculeVf23Lnh2iAe/y3KSmiGqw0kkPVDz2qOcuab64PNasF7TdPLQDiN21dx2XH7dDDOjhCAU0EuFLvS6TsM88Nqr9hHoj8O3YDaLQKmUWz8oTpvdcx/hMluuHvodWCTdftbDtyJlT+0iHnd3KCzY1OstGhxqkE4sV6q0dsvNchtly+1uX+bqroaiachmhygIJWaVCGJ2fK0b7k5yHdABwbJp7JXlbJFaEnK2QJCzQxfDEOQSnb8QRGaIGjDrRUrNNQ0EkUByOtDY+9NlPRJ8j7qYqAm6iKsViWw/IcZ+Ka/24BMui8PlbMguuBEAa18Xe6nC/wilPZ+EL4KRTbebpus7pjjZPJU7PCkc8P8no4+/7gsg6t6l2SFzR+p2LkoeSGzj1Wm1cXaZLiLnbG61BXPwwScdguzkJ0xSiZhK9skx5Xh81BLmdjMRBev5tdOyzAOz4xxrbWPyDxHkTgjy+wfLGCDERca9OYhOit3d7VeCC9G1gjFMfLEIh8d0kPWDfrTfj5J4/8wk9aR1VaCAedqNNE/SAMYIgm/BVOpc7XIXg1ar9cddjMhIbgwWTrX0p8o/tagXuT2vXYQXX0IQDzYUeisT4YGt+6gFABBXtOGGE34huuKRxJD/2DzwmZhMdG37h25vHkXI3HcWadBlyiUvmrpFI92YbDaa7dJzvc0MZOLKJRBEplheU6SiHetDkaeqLwDSCOmO9o6T9KpiPaGjKZsQdUSn4kp3zkMUV9L2m2EC2Mn63UIMu63DIAACo8DODkMBDTJMnvRH1aMaxKz4jn5OI8h9+dciiH6z7I3RGF3opgpn/oAgdbcFuBoOinnkUWqzNI47+4LZkv4zBUJk7Xf2pZykGkEAEL3AFwSZHhBEZ7wnruqns1rwMMpJahgv4Tcqvx+5++ytNr4LBME31gjyAKaozlrIJYIBBpsbACiZsA5dQk5JMPRNAAQZkQjUoXxrO+ErifjKQsuCTO1hJvNY1+nfDgii+yquZXbLzOysn1pYl2dF2ETaJG7urEBh6wIEaeVCkb8eQbYafuFPxozDTjxPQMrjVmLW523vxR+kwlLDi1LbarQqOdkQR+r+EkFYxvzz6UN1Lhvd5TaKQWc9oI7YJfehfbhFqMVZLl4J62Cnv3I9e0GQD9T9aZsLE1XpblLkkuGjaZh0MXbREePtUU5K65Ej3d9iyN/eIojdigEDe4OQbIm/hCgT0mgrILW0/OqUs3jdFfD2mEQ/6vqBvDZST11SxK5jXkYGtZtWdtMcXJBamAWARBUxNt3BcCW5tpjKtfOOl/9dFh3hc9pIa0hu0uMEOnbAGA5nUVZEZ7JC0+70qzR00TOeQ1mRiJSANngn8GVDG66Qa+U3XjRPzyO3qgy4bXK4pEbvZPoLayPInW3nNuF/tHH62l1KxNSrFIKcpxnRRScKdWnVtqttGBHtN7GuUOUz7Q4Lq+reIIiYKBf0BXpbenwKkUnH2zKxSN9DR917yZlC1Z+2uSWCwK8dDCk5HKY7prec8rcHcjSTye9Z9VPtsn3TuKyf1S+bN+oqz6265+cU6Kyi5gAg0zxqE7+DWYi8jqSV9gi0Y8JcF2co1ZB8frz5E0zf9GlOcLKXZVvusUXHsJgQpHSFCCPdSTQ9cHHwBpkBRIziN/Pyc6XYCiM1ClDpb3rj+TJl3vDOSFaNHmE6+KRWobhu/fUIUlwPFB91x7EVHf9eIUuyjrq1q4b4ICNScieDMeNsEeREZCC/EDs1+e/Bp4gTyAhc93dRyqhB1vvftX39/X79ncjLyKxb0CZKJI/fYRLrer4uAJ2/tkq9+11A8PvRguaPHIZaKF4KdWI7DMoehVRqZvUilwtqUlJvHvbEUbVedTF/46GK6vr6b9dGECXv7Zf9kW9cXLcTx5L54JNlohMY3UcNRmG9GfMIsQYnFL+UuzjhaYw+hvxe2pBChFyZUaLrf5Ar8UD2nBqyw5LgRqsrLoYn01G/Vz6bams/n65uFHsZvwzOle59onlY6jdxL0ztQvRafKm+uE86eCwTF5Jn1M/PASGFKWbo9bi+nd0q06/pKGTAxeHVNc6bSX7DAWkg8VfbQ56B7s9D5ph2hNqtI7GNr53pRn0bpl7w09S1dIxEHRHFOnCzdQlJs7N10v1+pYlBP32lSnTmQZ08cwKbDhdDg4sLxbI1exzEsSc8E5OCnRCY24N6Yrt1dYYTpcyMejI5PD29+aQ0Xf3/TR8/sug/9Y8RzsXxCnHgh3BmB7rs5jSlefCMGlfmnkjoc1iFC+NWfBxkilpPKTxuFyxVfMoWQznTIY+5OM+yC/mwckAmxu2FG49eenHh+GAGh6lANVcsuMQgrixcY1HrOnF5GnEPOOfb6YyLZh6z1diriU/0ucrkvD2J+Dw+BbjHfi47gmetn8VGzWRxaP0qnqeT7fPDmmQYzTF00jayGs10z35YKCgXv9Ejf6HHh7xc4XwJBJFH2d9HdB06uKKAPe6+rr8TfWnW7kd8EWD+nUvq0+8URbpd/TmXQ6v2PbORTeqdtfyPmqlqtesVjCos0WBVf1y5WFHg7xGC/JcerxBkNUrXX8pFjRNNFnZiMdsSk2PWsEGmro2Mu0Yi53PnmjgCOsujwo1QXWYiU5xMiZ07ld3d6bkI0kaQEQiift9/GGAFVBwmi2o9QJB6mlGKhnouN5ueRydzxhgLrqP0c+qBX/sisZrUCGkhKGKSfC30dANf77OY8WjP0Q/M4eW1S751O1J1S2a6HD+yrqFnPMJ13tX9VtrYXgqmG6qpSDoSTMkzEOT8XM+ouqJj5xFZE4o2qJmrsGae+WgZDS1pk/takdctd7YtWk06PL0ByNKihmO0IOHOgIyUdt0IslyFbdN0MVEYVutGaUtnQpDTm7yVD8u+ZWEESW9MUv+fpRxTIYgJrOp9PtXPa+cXGJFYgbBYG0F2G6mEGMkrekal3jZaG+fFaJsji0m9QOFkvRiEM6rDjOcefvZ65XsaSqYqAuNm7SBtBM7r/ujNBJ6bpzIZup7CgJX5OLmYS+wdrbjTK8l7n7vVQBAtqcEzlUS4Lg6MHbjRZ93rnwQg11sFxLyUOdnu28NEarS9Qx83Mn6qqIn4tiBj+5vNx55iXqI/lfavODlCkFb229/7xgfVML8//f6w/Z//wGP/+Pvv+nZM9993MR8nb59AI5VbdHE1wprfFoegCHl7Sru53S0nOUGYegHXP0KQ58fbddk+O2+2l86XO4iw0dJh6zgwwUwwLoQJ5FrPdETP33jTKKO+ZqQQZXbrjLZB39gDwLjXMH+jOudWO4UFPSgguB44r+VGFAmM+p2gv+rPdeJ0wEblCdPV5pld7rWh2hylv4hsFHQq9U55PBx4MPaExjf2yLwxvzrVNolGmtaNDZuZeM9gZbxeBaOIJc7Y6/W0gGvN3bTd0+uKdpSoTPk7D8iVUt9zrh8TJQAjXh0HAnPkJZCXxMxqBE60RYvL8B5JLy8FdQ29nNCbgmXg2BbOZsqzgSL1krWFvuligOEC0pPMR09tQSog53yCkkRzvghRv4xAO1BEJrgaoESo7s1ZJzxqB8OYSi/NhFeUFRZomBX9IvNMBC9Rg+zXJE9EQiU0Mr+hMf3wLSddMN3I8PBNQKwxeP4hn8kLe/Ln/iwYnkS3MnQouqu/ZjNjU6s/WNlVFtzdjOwrIfwf9Fdbb5tpJeHMt7P2r79SobZCef4T6pATUi614mSxSVU/evy2Exhs8Ad82oqMX1kK4SSR34SbR5I38wttSU8ONcgXbYF/++2/A0HsLkgf849/H0CALPkr7o+Klv/3IwQhpE6WQKTLSRXQq4y0L3gE+kyG+/Z8v1vk+ip8rPTzX30fQZ7+KRrrRvCPmJbRgAvL2KZJvOHzZEK0dzFYwXgRRweD37DdeNdonHLFUx7U421VBZrq4ZGIDdgo6lyyqIYx/SD7gImLEgh0iZXKu1qsQazjw0yiHXbuXL36qYZp/aJrsBex2r1usquQn2DcpiFKS+yZjI6w1kirZoa9Ik07lr5RysPK8UqnlhiUdl7sRwQSB4RJnw7J0jvRLNkwc8lLbShDP4Iv1Tst5PGKGQJIoImLjrowZMIIdAm9RQr55NFWt0qVb8JyVP4nvLiIlQVYJwvvYGICNSwabHttF6rtNnMO5ge8wtlCg4IBX0kkh15W8tSb8IWafFRK3yECgCzb1QCPm0kZZZeXy3R/FC7QKF9kFpt5Naw/brUGQqWdt0jb5RQ3Dj2lv3A0S+XqxJ8go8/MpFo02GWkeYxC8dPNDy9xPJunddg0vuwQA/a5+jmnkVHCWdjEU/WF/b/3e/vbQ3yeilZJij7Xap/1jDEM/ClpD1K7ZC8Lluvs7km5uVfzEkF6WoBmJ7kgRlNVTWVOIlMyt8HyyxjkuAaR7vZO7uqwynZf/z382N4+8p00BdkdFTR/BkEEh07HavVZGz+UD43ANuOcYG5ncV9V/ghBPABR/+J61POB4G8EgqSPGSvxFJykBWMiS0Uurow5uuRHH7ZwSnBnxu8dySJuU5BHhhyDRdAyXBOMeplDuEvNeUpQdNXL7L/RNYK4RB56FO+tj+S7fd8UgyfiuFYhiClYRwgCG2yWBq8M+jQYVr8hHkY9JW8mJR2st9B8aWvY512A3smQcJZWlVOMirtFKQ5UIV+I9GWPHBVgGkMPimjpbTqywB+TGmuJd5IytFOcbnJhtr0GAMlWg2cbuD8DmhcGXK00BAQ6kMTOiCGnNyRmyHOHRqoGM4LYUUXz01GaYPkL+4O80volPdj1AiEV0iD0L8YUNjcgSNjWT9nCzzx31bV/CdaQyHVzqVvApEQQ3juwybxQ0zI88uQZ8W7NSxeHA50Gt8aGNcDNLMYyvUDARZqV0itLopCa1vbnz7pXMCOJoe4DJCrzGbkPrdYgyJ0tqtVQ5Z+rvxpBPn++qv71TLJ45A9GkIFmB8QfXPcfnu41g1mCIOxiRADRgKSI7MgWxYoDLwmVKY4R5PIMJTfaXBBk9/C7HpqFQCSFfopx2/4lVWS7+VP4sX/gm8ip/f7VV/y/H6c9uIvJKUIy/8DsjHRVQ2LuZ07h1hqJFoZxyR8iyCLN+SlIu0lSbx+QpnOa7ZdMRzrEbw/u+cZZbnFfwLSyjRKzUfrwahSf65YC55AQ2MnI0WuMBgfjRDYxhQQvGoKamknEGXSRdsf0BdGf653I4fX9dpyoJ8jA+3YOtvrfO0PTIYKXJASJYSk998ATW75qaoDUArNupW4sGu36WYuwKD1dzpxXCDKgWJp5IyJwlPNFXxyHTiwXDQDEaQ88I1k7DgPibs/5axqiCkGi5tHrVj5U1SzZ6pHfEZ0QLaGWvoVhwMgKTcoIwk7DnkB2eMM0XsqbLnvsmbP5YNIOIbIxnxXNamoAoAeNL9TFEPiBf4iLEIYgrbNgrzrBt3Aw2DQtxDVeBgp69i8CbOh4bqDuOdtIZjczl0WDmJOPYiOOrccg3XIig6p9cA9wGIjgr+GI24Tmw0nsmNnBDHyhdQ8+JZ8/t81QHCy2pqaAIESFEwWissvsFKUP6Frr82xqYn5tNj/rHf1psv67bw/ztFQBJQQdt63iZGuKiBDEJ05wkZX8zavS4tC/3zogyC/Zb8VvgSAalN4+EvHypGEk1jPUAI+PT6Go8TTi0Tt2mRl+PGuNKKPH539qnPK7VievMefFq/37k1TLicOEoGXxMa54EhOr2Tqh/Yo5SOXkBwiin/R264XRKBYU7V9rpblc3C0zby0aHcT4Kydmbd0iK9idCmS3VVjC4GCoEftQTTB6GPjY0n9hr1VdQuIrDhJvLTyIEI2y30l+HvXS19QZ7dzJoL4zONFgZTBOw17dwZhwwHYNVx7HPseogDM9W2BzxoOsFZNNFp7Z6q1pNL1FTRTbgy0hmdKNcvqBq0bMB6AqEGChqYG0eZkCZFD68oQIZvpdphZyjlraY9xt2oAoFLvPLzySkAVjDdv5ki0fZUjHu3G9Oro61Ru2qQ+Gyzx2G3o9tbB8ZRElpV49b2daYTGfla6MOoXnwttrPk/O4BMOtN6Zm8pNWYOchfSfelrWRCSa0kriD2g+n6BOHHQVUJ6etwg9jQe8tUsl1B5FZrKzpSscDrwt4jMdxGqZhPESGpN+oUlQnd5eQ46ezJ/9GHqviS7Jr8QUAcJ16tq5qKRQMFgx2Zgea8bvzuMZFn7JPk2/M88/k+DuJbER5GdByPbb812fhGq8MvKRNGcblSR3TmnaMkm9yqzdpWvp9xjw9nS8JTkrLMn7YA5CEbKVrO0JCNF3ef7+4+npIc7a4QGpPTLm/vnPJ/1XAKIKZPdKa/cjBDlsc1uFAYRhyDVElszAlyHPJaiT282fQRDzFwnwiVH6QY3t5rYbi1ZRKswcDIKlbS+cLr7ZUsLrEm80E4I0EFHQ1/qeCuvcsxAuIl32ZjPPomnXjyeRp3y5gjRQKxGB2Pa2AaTvsb/ulzo9M89QcPQwgLQbh66nzXMzwuSK16wxAcjIYxeJv5Ye3KlnAEFq1tKWhGsPQtRQaLiI6ztchIERZBo8E32f8QXnGQkuCSayvnB+sCLgVJYrasXjYpc9LBpAEIjeCl9jwS2Lnk6jDEyqe9MpiHT+tyO1eWGjaSDIxJZwtHwCLNkY2Fy9yUyoIPizo6JgtLIuVY3hmEKpb5+1NEV1+LnkbzcvXcxZykJmfOpAU62lPLrgVZnPB4JMh56en1UuFZ7pISzMJ9mNFHCFnXmndxH7wiFpcZizuNuiEBRlp+1EKEvo2u2khaux9q+TaDVgQ+3PHgSZ2wmqD9Mw3N244Bwk9lkgIv+PMemtxPh6jbxLaX/JtER32Emm+Yfhqe3L7achiGT8T/f78YCo+/n+4YkSZHP/7dsDrHbNjUqn5Uq2kZep/rV3x1DycZeZZvaCIDe/tf7+2z/StlZSOe1QnrXP0OOf6gf++c938PENBEn//nv5KH9DX+CHyK0BuccI8vePuhh1L/qFmLIZpRFqn6sTImF6FRsdYmOQZ9ctO5wovkH+yQKXP+piXIMwb2fD2VSFaK17F46CTfb5wPJM8c/M53ehDkm3BSGIshPsBX4kwqzi5U4Y1ZxMXSS+46gk7Orj/oCaux/GFY2XOUjy08SLWSPWntWYbIjGk8REnfv2GykiTkN0Bg2HtKvn0wHb0GRxpVNKDG2XNl/hZqiGSWms+H1WDxI6lyGsqquFAAtX45mUpdjDjqIGUQ6F7rTmNiT5W8cIgieyEvBk4Gai2CLKnpEP2ILMFn2hnp/xaj18WxtlzQNEquGrqlyACMzJdFhTLJmkiRl6QgADJw96bCc81BxprFeHqcYUvpIQSvWLPjnGEuTZMVuA9V5hkHoZWxhalxYDUnXgIoyO4Z1NaJtGgSDzaGAieib9Twma5I/l3blzd7FTWTD1MBAMGS9rvCkEQfNbT36XzYgZbURIQyxym/r5Jkqoc9KoEcs1yDDSJ7r28PcgK3zkNX8vRkaQlPm9L+NCXe7i0iVTfzEJ1CK1f+UZPn0qGdZXfzmULO+JZbqPTkPMTVUXMgK5u3t6hSCivwtd1uLJSqXyLKbWwxam+wuCXGYKvSzS8oUS6/ZBRI4Q8n5YfeghhIg/k5+IYeQIXr4ZUMQeNfP51dxEfJAPJ6koA6kvSHjJrDEGTIrWyZV2+dn1tSutVjl1j9zcH21z/xlzEGKse17INX+Nk9kOBRYkRGYhGVmMu0QBiYQzUxbXEqNknSCC19JJgUrIPX08Xa5tkFMiyGiYqMnu9pnB1YPKVUsNTLoSlatZtHMBgagVqgrgyZYiGk7mRfLfLNMLsAuuc8LI51kvSIucGK+IpmMtwuyR0eQbBEn+afpOOCbBJFQ1wdFMG+eEIFkE1VtaqIJHsZ81yhimrj00iHhMY0XIjVYblRcE0RwYq7+qC/ZutxscWzkxywBg6OWD7+0jE0EmEZSrtLdeZj5ms3vAVL6BuaALYgQ34eBEA6TvMbJgREfUcWqAwC9exVwmL2aku2KUnZ0pN0JesTQ9LtGw6HCYh7LfpPnFLMAEEiBEIKRr54ZXs1zZkGmG32W4ic1MyjEQZM3awb058nTTNp5O1vF7M82LeH1sfxdUIRI7oN3F5CzZ4msq6p6k2f6c9UVOSXaLZfrs3rNVS9lWk35BpaJbGi3M55+HIBqBjDW0gN8B2epx31cr8/R8t7p9XYOcjOG+z7PKQJr53UZa//ui5KQmBClafy8RJCKVhSHvUaPEE+ODWpyoNJ7++e2f/M63BChqgJ6oSB7vrEfYHI9Lvv7j74ddzN/evkNsWbJWluzI/DuTkXvTsYWSid4xLfot+rPrH9UgT4+3K/Osbj5d2mCr/WuSJDTjnqnNnMeipWDTqWYOFBHPeyrzCPGM/LdkBhbC3U4kBLFH0Xla2pRu5jlf7spEh1Pk7mbD+blJqffKA1jbQDUFY2xnltxwBx7GDSFoqFTq90sv9fJrvC1CHQ9ngmEq2UWDQRGRKeOYU+C7h87vSMVf6s26DVI37XmmyHnmqHRP3KV9Ti7ocjxWbiSeCkEXVdQvxSK9QMzRcW/WrHhMETPMcWlugsCN6kEXEkL3pkis+dy8Xaj/414MG0UMw51W+b3mYFXrjVLp57RQ5pSavvTmlu/rXSHpXG1eX7MQCpD+L5fJ+bBymQzcSwhRhaHLpU+a4HJFlsygF7NU7WLQoQhAlGElq1UHSFj0+wvOifBpZvZU8SiEnRHJ3nSVU4/Nuu7QDjlCSQqJ/Bf/lxG0bCA2KKuDMd3hRO8MSRFcYId5myDk8+fP9CV5PjbT6O444OuWDma9UE+ocUkXAPn1M43PT6xBVOAXKxLuxfuU0v6aJct21e/ZYegFQVp76e2WvUpLN+ed7vXyDVsUR5zUL7/oLv/fJYIEhKiVuQsea1h5H16ztUmPuIh8SxDyz+cEJb+7+NAM5ZkhbJqQrP/nDYKUXczfPkAQWiuxx/UDrMfkUciKokwieHncKXHEk58fzkHEScXhNhc9mvscs9S0OKiHRbqueKIXbw/pa+n1iUq2mWl+0C3Cd7fTiNTYTidyVLSx6GiloQOmTz8I7PhhmYIwKOplbiwVR3q8GBwLaUZzjDS1y9Ets+c0SPrwMSHgcb22242Dp5jVtPUqNzl9TYxLBnDDBm7c4TG2DTLtdwjiakY386nlK6qT+46uAUE0mejZTUmzVGYSKiK6yPKDINbsypQQiejWa4OpNyHIkkZQXzth79gWu+YlOKnsnlwuWVQ0VzUQZDsRXpyxoUnN+YFYkbZblhlqFlPX++Bo0DCnHpoVwppXOujey/VxlhYvZaYdCJLlI0+l1gEgfj8Zw/DJd4CMM9UgrUiQIENTXPhPyp7o07Gs4x5AOJTWTS4qCAHRGNV+yLWjSbEn6YyLuFdgAAWtg/el2+zFfAmKfDvYioft/2d9fJqE6CIquqMwxTjYHLkIUQAnbo0MSzThFVP3VyHOT0SQa5+jVh9B8qhPDyD/U4U0C0HEBymOMuseHwZMI2VzPtfBXEggf9J6hyD9EkHW2+3uMO45mpQeJqaRg34fS5o09NDqNvFG70s5tUWfr9nxX19Y7R8hiKakIq+slSl/u9YPny3IzA39sf9rHfKTzBXlD/KjSap+KHFSR452v3HAetgjJy+JtLDvyt9rlRDk/u4QKoKlry6H0+5F0xOGMrq+4/WoLoyuUlXny3D/mZKeiRzPTMZhoeln6SraKR+Hq7Cd94eDmdNjFSQQ6S5sZUAQfWznbnYSbyUyjZxoUiPHO8JwJz6ZWUE9EAjSrTbr6dp9ueJjnlrFnHQk9Rp54UPi1woyrIUgorwJh1imkquiuWEHipcVo3qNGo5oALpwxM5iNoyDObbmbyRbpobKBn1lu/o6aaFOYHUvHJlWU81OhB6aJLFMYnKS1ZvnLv/qtYM5dYqTsRpkhkwv4rSDqtfH31gv4MwMdmqIs9J5KKoQJHhqa+VjvQgE8fsZCDL1J6/tTQxA1AJ5h2NAOdWJ7rPh0ixENYhqpTwQJMbgMOc7Hu4cELlMJGOQxV0HBFnMgr8OqRgyj8pPfFC9/U0XmsBALRCNichiIEgAyAuCwP1dqM7qNolq5onbPxdBWrAjmDKesLLQiDFMvbL+nRllBwTJHp7uWL70H57voZINZNJTya5fEOSsdTQHkUCXdITdn3nsU/hUab8a0PECOqStvNbm9YvfPkIQT1ItuNXNdi/J8e2KP5k+3GMe/2SXxsdnK2MUw72b4k/Q+oM5CAiifZ+7GMbj7bSSqUXUnGoD3U/WR1kAZQ0CgnQ6pxZ8kIJY7jiCDa99rDgMIAiSSm8pC+5MiHH76EKqIYbXCOLo4Sl7Pesr+gGJhE7L1KwDB2ChXb3IinIy+eJripmhLkZIUvQUsluF1unlA3dMsmsIbmh4edg8GoN47FJv629FDSKrvSEr8f40ZMMagqim6oAgtY4RhFKCOBO9YlkQCEGWETwxHwWC8IyaLXRJcyCaTyVM6VdSuv5VyZkMb7a5Kp1QlRTqQzWUlgqxiW62034xdivXwFrwNjuTMISce6cCU3SguYuSLXtnNxXRP3Ad+iWZH16mWcgvFRGZsjGiW7HzTThxDTIKBJECz0tf/+VIoAn4kacQWV4kTWrhNHENAofNWpicUWgngoZL/5fIVm/W1KZg5MLpwPLZkt0OHDWNVXtMzVI6aDJ+UQHCp/kZi6X2CCXSXQkgZcGr6Av5ycmuDiYvm7ifiyCVojgKe/DOk9/Eq/352GGo/6Cag/xILWsCQYwohzmILPWzDAiJx+QfYfGxXpfufseP8AwNG8/NZvvyePlFcvczYkwY3/E9//GPr/7eB07qMYI4l4HhqULpGOw8PasnE1F/aldU+Rd8ewogYeQjlvy816pUfryLUQ2i6YI+lctuSjNLvqQclFCQFBoqbg9OfXfRonkOQhfTjM2qM9+Sw7EvJIQRWqUsU6qZ8g2HpkJOyGvvRYhR1BxlF+Nn83ZQVc9YITRiM62dxhuEeNJ88+pppxyYHHukc+KqyLME6ex0dbkOWQZP7DuQV4Pj2rbt4hGCuAqq1rFHKtOoHMA5gD/POkWOhToRSrVDRSsyWNPdWRcSCzwSbbEiPk9+ggNYa3YqwKlLrBGHe3YbjZJRVo/ocTZNPSdPw/ecz3oMNvvDqZLfVPEoZfLcb5/NFsN9Nb3Ymr5pd4qScUtq2whO2cAG2RLtFL/APb0J7+WKIaRktV+yl8vHa+crBHnQvFQjiBO8nRhxmQDEehquMi2+czWdK5ubmNtvkl7kGHbZcDedx31I8rYLGVQXKRM1ceX2ilkmwysrDDRAJ5a7RI5SXCA8YNSTjPiVdnBIAU85vigYSQEXd1BvKbM6xibNn4cggo6peLEPB8Pth3tPIvtMUjfHublPt7q7X+/kfQhHdUoN0ir9Vb/oPxVY7b8dPXTWS2k15lC215hMvh49wrwi/CvCxTK5aNsezvIQ4KI4+p76X/H3D+cgeChDOe3t70ELYcV+caJfG0G0sNaWlQ21tkh7RR8OzJU79hh6q+7/p3cx0qeolv10mtw/6maWMUQN0616W7SD7f3BwjtyH6lBQJDs9ILRYt2Zb6GnMVO0gYhdksvIRWQfQ/GMAESNuKnQjZfkkiNzQaSdNRAELKAG0SyC9DUuXfm4Fxg8v8haylLCpLIOeptA5rlLiTjPeuJCDhyNvPoGQVI8gzIdYCpsGWav5fQ8MoJo/ioE6V1U5VfC5W15cqNtBGkjayFFoqr2bMUUXBsL5gu6K2nHwX5DnNJawwjSyZMspszlNRlkDQxsQZB5IuHLA4OGpnl6kSzOq6lLS5m8rIz0v7EZfduFp8V9hqmBIAqDuMSQWLrdyIAQcJSs9sqNCv+EICxu3INIIy344t5h+f9NqaVRjDfUMpiEOQgyCyAAIhEmqIgkAaTIYSF71+9YZH7WZFXf1cCoLfNVEARqqT5BIjHFu7Uyn7olyRHS3CyHlCogygqhyAj/leOble9Xm50YNhDmmsKtz2l28vMQJK9s7JucBLcMCvAEKd4lTj08PWj22JI9z6QStcj+2J/nlxNMzbP/joP+d7CED6LvhTc0wfQYpUfAyUE6OT+4rwa7cgq7R0xCBOf6fq1jZCp+u7om1Sq2udBAroMllsEiyzLEuM+w8m+X6gwr83slbUtQp6PNHxCG1b+md7vS377+kcOQvsPa7NDs7BPLTS7YUFqKdRyTx1pVsaabQ47IXemzpoMzU0rcOfv82AD7Rhl5us4XyRGBJw9vtQeDGN9xx8W9uWyDk6K/mriiqn2aVZgjW0tbNQfJ8KwQtwM2d16abtYbh1TEGgwtSEqaeEQpsZljH8J59ns87vHTdDHs7dhv5JBjojJCDUnOh+N12IoaJGcTzQ1TtVIHM/Y2XsW1tgHAdn8NvzN60dp/LS3B1QGD2elnpDjoOpGu7USq4zQIuqZqfq40Kpeiy1lpsIFh00AsjMZ5sjl68ZZNebPEVDWqEwOIRKoQaiyrYQ+svguhvBCk9uny0l2MepdQxlxefrk0gvCcBEaOyxpE8AVXPRBEhQi2Z2cxEbEwTMsfAh0CWxdjjKG8m+11kSjWYtlPaWayTLXuLQx89m6tJwKgoUdvzSjaH55NJmx5s10KIJJpK7ngoEouzUt1eIwgh6w/+iirPjP9VXQxmql2fwYPJD0WkEAej50/+hp3ZG8RpNjI7mswksb/Fo74WJSRdcHQspzIXhMvW2SHR0hH+8aQQXye5aOfHjB6WWIFkiQFg425nDicPHLs55AlUjH1kdYWxeMRgjAAUZyl6g00O6v1vS1B7rbr6QCVv2oQLZDvUK3Id+BeHiG325Vp+n/scqguhm2uBiG1hCDhownRIsLDct0ety+RBfGZqgbRtQFWcCN3MnMj3TtBD+7VtRw/uujctK7QrdLEbZeykKGTFrxeLZ2Om0EpkLGH/uYizAGxz9QYBXb6DHnti4LrGEHEo1Z7rfc4fZX0Z4tpCMlx+yp0eKvw5HOYCGWOSTh3Cq+68Me29uhazoKbAQfCCIJlexO1Xy2oGWQfmUqvoUitpgnqyqt4ho3cFWamy2mS2kR/S2h0s1YuKoJAq8ltcdFzL6sDFhbFM1NglwPYavVq6P4aRxPfuus7NRXt6tSTNymi1R1YkMsPOy+6Akl5OGnsctpkretx6C9pHPLlRlfYeG3scSxyeSVKRXVUg1ymGqRMRdEcp9B3X1vJoL1RSXybu7+Lgs5r/Hb0JfH61KQp0KE3LREEb6Qp76l+Yl30RZ6MD2v1CPVq1JiLmhJCGPh4m7qYo4gvdjGrOWIhrqvmZ7EeWd78RAQRJjwsXk617hQCDDFs3tYgfe17NT94fl5XitEt2dU9XA5fOaTrDOsnvyJXl3cZgRalSKEZa9gy3NyEkeQBHHpFCTQJYwaD0tYJ5FD1gdxP37PEEGGVfqbWUQ0SLUxOthRVCJ5C35SbtqYe0d8FQVR43NGCVbKViG5Clz1OLFeVDyGkRBC2uSAIE/nWJSuAX+u/NstJl2M6xIcs5Bq+vS9TAPh/2pm9mE0KfsRKvZuFUUekvEgSV2OYIV9TIloONqHhkYP0w9TtrnNwX6VMphOuUerMRYG+MFnv2YCV3r84WmvUjvadDDdrWGelZ0tMKBuUMAeRX5EdU9sxVvABhcbCOKbamUwDQcidWUYWnq57h6jpO1ft2ldrlG6IETxthpnqyUCQ7WaVIp6MIDpgQh1OfrNWGheRSU8IV/VceQcgyC7atGX5lYs+eNOoptCIei2NlF4mldpJTz2C3xOQYHvZucnpeT23zYENwbRRKRFE/2M5IwTpTQOztmXCXNi599D0e2Jyaf+hmIFEtnfDCIIDUSjsFslIV/wTmcw2zM5revydFkcAJhk0IIh0gHQxcfewA7eNbNVZH3nU+5ZRbZvd8Zm7UbdZzkEidaIcqFKDaJ/G/PRz91d7jnyu/kQEUT718rp4lVgn36DWWwRpVdY6empzbjX6WHJ+1ydvXEaZQ3hkUZYhVPv6FTWEf4/33onU0ZqUpUry/3spOcJcKwqP7OVfA5jw/qhcvUWQSvQxlWxqN7L1vF9cp03R/E4eqc9CEBUpJ0U23+FYdjvI4gv+DILwk0dNGWbe3HDtFCPWRUIQfZilf8ADZtG6f44kQddWTvK7ro9kswwJEpebODtNM14hiM3H3R2EOvMYQcRS1BtF2FRxWkWoekAQzjU0KnGrhSC15Gx8xJeAha+TWSM9Po2rI5NuoSJIxGrRtHBQa7t7rx55iHMAGprNTlyDbCOZZe38Rk1uhkYQleTx3evlgDiFbKN8Y9l5QBC4qNQhaNW6Vc9b7AqSOhFR4TMD1oUmOwcEWR0QZDrv2zekXuYFR76X58uNgFjx4qZok0CQtRFk7mDBWX6eK3rvPONdzTo3IAG6Ojhm4qOqi9FnsSon+RFr6jkciyBSd9XtGEHcw3AtaJn7Sa+UIXqJIE6DYVeNnmeUO/vSTqalxBkmPlN49YaqQUoEiYBjvBe0mR9IXFtLOXaNkqhrkZygQZ9QW12MjDNSSvF9WYsYQbAGqWIEgMCYe8HPQ5DegzzM80oZF3MSh0qs5LcIov5AqplbBWEWlYVO5Fbj1quXIkR1gbOzRm8fk9FkfPTL0HW9fkQjMx6HUmz03ccg/Z/amMe3CFKJDMve3E5Cm2kraesqzEH0O7fa3OZsXwYb/YWH24G/4PoHmXW4EmmSOrKg4pJupPlrQAibVt9T9HF1ZaezjdrjIf7fUkH5igzwImxYs9oIQnM7rHR070WaP31VgzhHc4ZJrjlih+y0WFmi0ifiuV7vdS4QpZRfaAm9L3q9b2orauUW9wVB2CPqXoaLt4HACAJDVcgAsRqHwm6mfWzXsq+YaDpFpWmbdP1Uy6hBnFThOkSuIHDhG4xEw8o93TMjv1PHRF8sBFmXr28ZaSaYD49gXnbCAv7o52zEkWlqgXKEIIZWtGozls7NbqMMfEx9D5EZ+j5iuWeDXnv2CkEWZpzb4klb9SYIoprgJtxRL72auZS7+w2Zpi8Isg4EwdSs5yam8stl2cKEGYARRPBKwu1qWyLIchHu+lzBRTOowA0r6sKdoUZNB4IwByEdPWqQdYrBWpJ5IxpayV0NXzPyCZvsVtjFND+PhDt3cZdKCVgwNbdwUnUjAGraviWr9fl5CHJy/7jPsqObcQ6PM383SVWyg3StGlTzd/qbafbGQ019hiQEWW/+9vH15V+jUXz9mL76VRhMzg/ZLG/+sk4Z+xkxNN4iSPgdafGyRbUjfOjZGYRVdUKQk2tLZUTckuvy49M4q2RZ5Q/mIEIQKMpIslLMU62cg4S/Q3+IefPt42EIwi6GolZ9mYy7mtV6nMPEJ9MBUfmuAy3bwx6GqXHZOgI2LaNgNDIHOVTqkVvbdfPPjU9xK/rLcW8HQdaR1Y51UI53V7PMdzlGEMWf4MiebpjUznyhKgqfE3mMef5RDy1eWPLV8YTvyhMV6nYAVsR9YrQyG1kZpwyHRM8NuoMDhGFR2SqQoIKolVJ2YwTyQmYtChsKhfQspqKx7ux2xM5MyvXtOmW9MWoegyDtLN5FWgRqECbaYDruA4XMShZBY+TJFmHLRgyi+uLzjqh9tIH1TsnvaOEZdIOqfxRr9ZcqhJ9yykAqzy8vg0EW6TPxcBfDMkswHI4OBjvIbGsmItgwkgzmgFDPhciIce1UqyJRksO8/XISKPsGUHrZveT7xeiM18s+14nB+FM/HLNBTC9zdI0uANW63vx2kcb8PAS5enjeH88zTgiSEoa872JaJ9G09IvQ00g5/2qV0cJxqJi+PN4c/xg1lX84efcXX//52++SvsB+UyLiP7ydpBL/qzppfavF0v26b14LZiBXlfnDvUiod/iWydjVGVuih+zWo9bVyY8QJGqQqba5YgWclghymIOoL5FfoaaTh0/1PjHndUSXsrFQz9sBQcx/b4T5hQZDRhARuqUEW63jXIIgPtMwx4UgpkUkZxqfs3bXMgtqCU2KYHxzLFNAJRU3QxAVLiqW0+DuBUGiHWk3mH+WHL1tSnnH+Js1iX5O6iQOdXBhVT4hnddJ7w85iumrXHWvKNcVF0PdXG/WU/J8rZ74HA1Oi2PbOFBlt+XDuQ5LlBkEdRyJPBxIrpER3SW6hNqO8jCvy4RRGSIq7q1NrGwSqZXbThBE0w3a4JkHt+xiqGGWKbRc15X+7LyZnddhqpyzVvE8HnvlisyCLG8J8mO8L0AIFh993YSys1jB/HKMIH70MJpbrZMnzDbFk7LP0RXK6KyTcsQI9bJPe9SGAqzBLN6Y/eHpMC2UZWwnMeTsA+NZlAoQEESlRTMfLBylET3MgbsYyrodocqF2ai/enXzE2uQq/XzA8r+sovJDCLX77e54EahvanFa+pfdnfb+M0SejIMzXrvAWD6FkRmH4NEGmaLJpIwA7yYv/17IEj2ag5SbnNbIMkWffHdABBUS1OAcUIQbXNvYcthEFLJ872213dQ3q9+iCDPVvdDN5S8ilh3TVJNZ0pRjLIgZZQRCHL/ovsxgqi/aeC+U6tH45IID154NhmDDPDv35VzgvU6TSihJHW6kVivA5IRyouVUUGmgHBEo08Jgde+70UsLjU3hZnpBPUPEQRm2KH3Se3PKkRhITyuSk7h1IpaJxCkY8RinzbgBzvi/OmL9Bn09eKaEVvlVJcXBME6rIb6eMipcgGSzqbLLPoDspeITKnauDxk7Gl/rCxNjYkPT7VJqZbStqhvBJJfIQj6nw7qY1H9e7MV76cRhFXwcuX5y9zGjlpKX8iKUq+LBqYVjqhudGVwLdNay7i2JcUR7r+ANf9ykxDEKd6XqQCJ4Zz8ByIT6ACsiS2JcyWUEHvo8pqY+7kB5U6QKUuzPyPwdxdzkBKxZtOimzfA7UAQT6NJKm8Ggqh2DgS5D0ZZyeEuaxCBbObWM0ap7Z/YxRR3z3eIbK99Fu1AhlLgXQ2iP7qO3UWmEWUmjurt1VHzAx2kdf3SxbwBiUP/8nGhMT38UYkg7/7C4e9N50V2fehibAV5ZYdG/ezXSv2WAjC5qKk6UeExVhejsJhkzUirs0N6o1SL1sl7L+sr3oPWaLGzMb0s9CNAfSNu6lCo4Ekvgv1uF245H6E+UJj4KrbH8CxymAfdOP4wuUrD41R7iz/R45Jdu3FZyhrYHs7q/geuigEHyOeac4rsiZswstm2FVmScskoaMFhlDH5DOPA/MV9MfgmnsAeRCOI3NRf622bpJLZ5j7+ogEJAlvuolsuYcoHfbnEuDqlMiurF7MxNjorsp91rNlS6ufsJN/Ppk9uzQy0iN1s2n9RnoeNgfqJBaKzdSh6/YQaBfatKFaKjD7NIvaP9eTPLJJ4Xm1KxTJz5bFeaHpWdHivExc3/i5RF9b3p5RQ47jy7glqc++yEtZoQEPiXM9JzwyZ52xKe+d15AJfND39pXKpsvJMXWw+tUUzrcR6GuKdwmMvNS5fQu4V+XdUId7J/HIDYxtcdVge1QqUDgxkSUsnoxTgI5RhiflBtZZiK+qdaiEvtdlKf2Xr3HDeGZstW/yDqr8sdGvppfFgsYKh0WIXXn8IP1jD9x0kM9nflr8rR/lFv5CBDcaqxKmdRH7jX6/un99qLNpL7vAqM3zK3tUg+tPV9kXAIt6nOamvdrkgyPTDx+w71cf7v/Ih/pQIMnFVIgSpHBDEYeFEbRtBWjv467fXHo+Q1Sm0Y5v7DIKceNyj60bJ209GkMq7zLoXBIF79ni7C3LTZjs1guDfifOD5mLt4XDhqlJghPxPM5xh4Tyxett5uJHukEKSqSQakZBd9FX+btyl63ZuR7yIOhvOHCXtcaeO2UxjNyvs4aNK6tqu9zTukKuICRZGEFUPRYi4monGUTvodnzqmNmOQJDZeBNjwmE5qZUwjEHFAUG6BMYJRmTw0eRur0HN1Op8Ch1dwIjOpN3Bd4ubf81qn1paU+uZ4aFiPqARz2g2xsxoE/PFkZUtGmPU+zREOmB6qyYgCB17NVUwjWogyDIqeyHIqDhnwBsxCansY0VBWEItJpSa7+DLWM3xTywRhLFOrS0p5MAxTSvaPBDk4jzvnmbQO84qZwxE8/yXYmqkQ3i8msDq894N8DgLBDn7JRUgfB33qcuWAh8SgtibYRpm2fZXnQBHVIi6aNSb4FhoFA+Fo4AAN0xBqPfUSxhrmbW5dKncaULVX9aOnqBXadyEIGpBb+8TVuwwhJCMUjHr48j1ZXq/M4Lgk0ofk3V9oE9+Qi0y3d0ih32hud3Kkud9DVJRg2BOuGJXpDpB47otWkdtjOuAXJls30eH4+nH/G0X8wpB5h+jTIkg+dEcJIYZamSuruUvJATRILXluuTKZqjZ1F3GrUR3GZWU+rCto6e2wMfJjxCEGmQdvOU1JjKy9vmVOz7eMXlXCtntbfjAE9UZs7Dcnl1sVcNSrFPWIBQSjCv1B8Ukxnxu8VHK9mKdPZrbwT06BRXDNRactkJjGKK5imb4IAhfqHKFs+IYhaTUCYXIgdOYuKzV9sA1yDwNQlMNktcafS7mrRFLTzeX0EPEVNvqqQ/RjKMD0QnuiI6m+GckdwtBzsttL2e4Xk82hYwMvQu2e6ly3WTUtSgRxOI/Sf5qA2f4Wh/sGsRrlFhYQ0uXBEdI5bJ+vRyy0cjy8yBUBMFfuKEFchahwXGPrplJn4091NSx3Whu2i/o+tr1PnkvEEaJ0xoU5AmqWzszFYRV7o16WsgukSy8niFLyfMoQRKCoJ+J8gMaKxNY+R1SgwyX6QOcuw80pylqkGDkaz0yV1hO9zAN1wevGmSANdPaEy81WEOrIvFD7GbNNI4uP7vIAGh3La4uuozBPQJ5YFLPnLfXzkGQl/Ar0QupQT7Tx8CHiJLgJyDInkCmCFMJb7BvxUes9usB1NUHjpXoFErEfNh7LPkaQYq3u5h3FUjsX/TPVJC8HbXOv/cI0IkuJr96qUECQa41S9VCGQSRBEa/VCd2oi5X7+LAYd8biC6imEED2aL3f7LH2g8QhKxecUs39i7c8YlDuooPFxsL2A52Orm/x4AAJDB/HIfAhtOT2vY8jwPgWzb9ulIt15YTOomSiMqUiVnAkuYGFY4Gm7Wq6vDPgCTQ1mRvLgTwgHENO3Ro64xOSohKGph24yXzPgaUYs+P5lFZQ/LEOphSSTM9cRd0417i7qpLnnKarLiaA+MU/jbeeI7h0kX79ght6JmG0W6kTU14uHrl0zCo1Dr6W/gWxGgR/64+DIUeFImet2les+rncMdXj6UuI1IxQOeRMy1kW2pbnHci6i1iex2P3ezYH66LkQA/qdbCksqr//OB5gVOVN1b6d+sFrJNniWmjSzjc6mIVUK2hARsYbhYi4FB21C+EhDkjv8y+dEIorVNLGIuTSrT/59VpK3BsM2DWtVK83BvDeNkYcjU0XL+CHfzcRHhe/o51WopvmLhj55XyBf6g+AzhHnYjCVMchZKSmktgNus3wrdyOyeeXdPDuKU+b7aYZWF7HejBlEbs+5bGEMb002hlz9B3S/zQpmHPSb/MGzUCzxG321zdVO+1QUsgZ0ukB0pM9krQlYwQv8IQRhzfDUcvH8kAvMfIsg0P+piPAchAVcVhx67b7i+6jeIc1A3rIFI7jqpV8HtUJpA0WZ3LwjS+hGCqIshKJxZByC/w2rLK0fd4qBnid/6yFjrVp7/o/xU8bcd7qveayZBfjfEX126DeWo9YbUNM7D3KkTQZxfKC6WzETmJ2pwBHd3XtcJ9KQnsaEA16dSahmk8ZWCHsx3CqXfnl5cHDS/NjftJLlZsxFK0Cwf6GJlqLheyYx3PHEpRFuuKWa1NtJBv+XZpM+SzUTe7WVyNVFfJG2KM3GJR9c3gLp6fnEhargz4y2OtVN9qghYUPMdxXUQ4SOdE40g5o6jUpUgy6GskeO4LHUd45CZW/k85HR65ZmImpPIiFDS8Hx8rqA7+K55WFzHMMiUe/Q0GmXqxXXqeKFNVqHzNjFXP6cGkpoiWLxYVUPlWQ4/itTzqk96mSapckZF+jKdLnyeBQQqbwsx3Lsh2E1djEkj5rPftPIsaXkFBBNHPMe8Srqp/JBXoRVUf4VTbpjV7RQXxEskb7zXm0e6i3OGsQTqURU109SjYVVSPdkQqYAldq9pdkeuCdl4F7n0qnUlvKEwgTqD0EbujGHY/oCb39zvKYHqrWqcjZ+h7hf3aTAdBZ9L4onBXGncrd57Zd23x6VJ8PfqBrL54+NKK5Hi6g2C9D+cdhzNQIwgL6Dysql51fB8Z1Zi/cx4qp/p4QhBTnjuoKVKOoz2ln9X3lTmRBvH21w5meIKYGmdgCDfvu1aHzJSjyapmqhs54EgDL9BkCJxzGVQZRvHRx92eYHiFCgk6FyUvqHJ/7MciOkK0TWt6lf39XQZKSa7F3aonkRqWZD3jUs+0XdCkOU4S3ewru5CCUFEmFpRluenF6f27Ao3w0ji7JbWHjGLa2b1nrNiELhtN/qAS4+1+LnG+l63pjY+6EgsMDXUj5OJaruKcGyCHZcIt3r56enpcbCLlXFO2PVv+tup/SlUYC/Ds0GDWn1hHDC6lK4UTT1HSQoD9RmLy9aMiaGWPrWe7iCxEV1PR7PRaVdK3PrFBVUIry2syKhEwBsNchoYBFSzdj6lbSD8SbMXoZJYmUm/qFaro1XtIhgXIEgkPqCqY4+rOKpluV4aB4KU89OEIFq8VExgZQRigyH8qyT4XXoZRtEz8idv/ZKlB7VlQpC7hCAuI7sa+swiSsgf/Roxb69eLUm5jWa5k4pIEO+YMGyS83RXntGTnW3ZCRAR2zqrdjNcQyC8S34c3t4P+PmR7su0XqXWp7RW/MsRBGIm08WTCMm75sxJMvKui8nkOag/yVfPjyaPKF83y45v4Vex4/oIAWZvEOTrK/7H67HHHyPIZKp25OFVDVK5biVi+07C/sc7QpJZ8Wr2kZ9kXj+TnHXtv3x9okmq+rU/gSDa5nLeqUH44PHtNNOQsmCsWkLVwqNrEMZpSk7VXfM8FQNxjlMKrY4bXPZ69xWCSA5na+6LC0W/V1GPKhdy69EY97C95gX9KgcUkVVXs4GdT/ReWx88SlXkX1QvzpPZDtcfOxKPNlV7QNVQzoRUZRj40TQtNys5FzdDZc7mT0ZhaFKRAuoZ9ZdmOgKa4yiARfG3gSC6clWvLynUVe5cnLtbr0cZwpK4HZ6N8gbxTT/TBmeE/1asUrVRgiyJrw4YmuNvpr0lHtNTvB1FpLdmR3wOIch0uo6SQM5EkwvdhCmwgjDiih4RAWRP2KXK10Om3Ba0Tdc2s1IuB8bziLlh3chVVF+m5O25Tu6cRkZUNVVYzn65dA8jBMFeIewildWVZ7Yyi0eUIC0QJLJ11diwydUQZKjx69pMW9u2CQfpXtmB6wfrr5NbPzZTawWA5Y4YVEqFyMtrcm+FAvqJVLXik1I1c70djtEvPBd52enNhPOrjkRa6Ol2FwiieZsqqVCMIKD7XBwQhBpEa6H8V5mTqN9ucSR/Sg0SG02WualvEmZcZ/lbBOnJ1VBH7mTx+DThvj56+CZhzDEfJBDko23uq0XM13nZDR/NTl9wpPy75dDkNbXksIt5eDMHsa+yftad3Aee73WpaCyCLiY3IlZMBbnCtoBl/v5JusDHTYVZ6/cQZO85iILAxhvsXn1Tsa7Vxvy6nXg3D3zo9ieCA5afKFnDHqzdDYYEyrrcxtwTx7ytIhLzzuGno3G/nlOsV+un1U52ob0DV8vKmHXvYOftsuTlrvQVuLjoN62+09edy+LrovRDRSgMJavROG86UCIcivW8TEIhYpApO8ojsESk2Co2YRqSDHZ+tgfdHncQvhxDRXTnbcQK7KkIhETnDB0oA8Ks3tmvhFGRTZC0kvgPjXSMdaAtOmWGmkM805eI2CCGWq1baC2CjfLC0a/hn8pkUkTNxTwZLvULKUsuuh2JWS6SfUidQgzfQBDOYT+MFXDmmVBj0KUR+dkvnHsj5rgQRAdXqw4t3Rd2YMYLfej8F55QE4u57VhtEqd90eDmsnt2c/k9BClnHa5cPF3WHmaBtU/B5qrpaHRhW5Wh7t4eD5QMpgzPGdeavBxZLxvYO+bldht2ibYsoJ4+yXrjAl+QpBXTvEjqm4X3gTt2Yv1cO2LpZAiSEeFMP5eKU4c+2HTZC2YdnoIT8NciSAuP5WB0tK5f1SRETL2bg/QejCCVycO3Jfve3v23fX48ST1Ju5jvrGr57zgQQjt6rwVmy/GS3AAJ1Efz8QLHodli+rYoeUUnC4ba8SS15LW3AiU2Crr7dr8paFgorq4d6WBJr17X9VWBhyov7f5+HWT947hMb8+PJ6n78aeeUk52QRrjnrwNFaeuBmvoBCua3kn92VT1ccHyJKR3kBfYTNQvVFjoBQZtOmWMeXnD1gC70CZOqoq272LBpXPS7AEh90FSuw0O+iaS8MSW4ysHurwk8rtontcZaUQRUnqtV6UEhguhzEd5Hy7MBrO3IbsULrvEBu9GoFE1r4vA5TTFwKzyBeqXjw+P/A4Xe7V6npCpzNWtBf+LaaeekvAJNFCz4SJ+3AV+r9UXYlutzK+RIXKP0FzoMM7SnqGU0kLDFBk1FCLeMBXS8+kZL5rp6USW1SHtogPWccWTR54aEsmHVhitzkLQgJF1qGC7lhHxrw11MjNvkReW2IBZ8m00oS7WKaS7fLmxk/KXL6WLu0moUN9VeWAAUCLyeL4M/sgKOfSwqMeIvOpFkT590ioGm713dIQG7W0LxzuayGD6nZU+ieQCl+UBIY1yCKL6Qa2bll7EfY6wzp3zfHRaMIHrGa2L7ds/22BC7748oTc26n1wJGbYwo0/mZNdaUXO6/Vf0r0oP0QZdH2/r+tl+Zhv7HL4gcPQnfQyrez+ed+CH373rLVvq/LnECRAJABks78tfUX326GkT/pQ9CcgyNdxlB4Exf0QQU7eIIj8yYLVvry1CZnsoq+viAsXhBhBJNs5SfyXa/2dx6e7u9X1G0rqGwR5Jvti0upPWMXfBml9b82Fs6USgtztNK1o29qn2YlqNm6VupLrJjAAIfP1ukQe84L4RhOSccuQSblcanOLqU8+1Bu0Lw2LEoJsjCCyfgVBIFi0k2ri4ElWIsi5CnjVCqq1x/pfIMhWKhGM1mXDWUtuYCHbYjvUFlP1LjwJ7vaJZQ+C3IEgqrn3fa2Y6p0IVsjy8ulCraNvI4pIkWMvqrulcnnnnqLu8A6VFxl2hy/e7/y8BOKmlATKUIYTeJCNx4t1DEQVfUvmUu1VxgXg1cUXoeb1NQji0IlpGNy56BmCILXgu9mXBb6K4iFY9XLDigxO9RXYiYEgmxi7YDRYfNGcg8iS0oH54Ogu/5CbL2fZZWCIYHK+Cq49wxMhyHk7eDH1kE8X7SKv9o8QxN5MpgSEqPYBBFHL2whhVQQM1g4CIT48wXXnoks4hvJMtXRbxvPJcEke1dbgYhfS/GwD1fxzNppONneBT560e6o8+iTDHNLnW4lc+RdAyFJb2UUl0+SA9Wz5ENlDlPD3uxjl6z5hTpaJwso/BvdYDWV/HkESjGyYJvlmpzdZ+4YNknbJggJBbE+mhc0f1CDZyePbOcg1NtCtyngLEUwxnllxkiXLAQDmmpxwTVb1i2J/L5sC0XKyN5TUjxBk2k0IUtYgm1jFMkV9IBOYGmSq/jo2LuEoQ/fS8Ciz3q2e2sMu6ANxbzeBRH277tIxtnAfjAmAbmPnxYj9cVi/3+4PTOtw2NUmbLfXECSvlw3zIaQyIYi8Wbt0EwpeA0EWyxJBIB902uUU1D8ml6wEcCjG770+2L+UPH66J2H8jqjaZmaVhu6ZZRJSOwloqnVZgJFXg+Ra1hhzbtBbGw2SAFt/67oI8wqCvQWp3MZt9Sqe/CIZ6Ip5Iiho115YLWHoREkBEb6TWQZDbOd4NAs9ohXK2hoLL0xSgV9rQSPWA021chQp8pVF/TwgonignmmV7HuXWOWLBcIQlfgYOpmzNA/R+vZLnjJrUlMxCypZcpbL+QjUvrDgxmOlqGpiPljvEoLcRtqRC9DbkOWrNV3pvfEoOgv7/2Do0yM2mGE0SbxQj8buaBgIQs1DaIYsX7ufnWMHVZVCpP1Z9KLFNviq7jptV7KafJIPho6k4+X/mvFHay3j4WUuire9h0uXQ8lBpM59v4tBNn+37TNCfdyo+dk+fdtVjoUlf4wgTlDesSRkorBxo73bqQiRJeWQ9MavXx0bO3kjvHuFINM3CELQZUTUWd1f9O9xSb3dS0SMn6VKuUS2TftxHVBZJT0+bRb97E1x91EXM/0kjVBLfIP93SETRnhvQ2VVCPPZelC3Da5v69yNkndn117/KkZnXsOlxBrbMOvrVl5RhHC/jLrWaEEbUmJnZfO7NYo8pPyIWyuqfH3Me4OXGG9HoCWv4YQguoiHC1vySPE9ZGZDu4DXH2dQi9NO8nEvUzirmuEQuHd4cSHYcjL6fp6NZ10MSttBUojcLSruLA/D2AKFINYEU0dyj+dhliT+LsPOxsEpupzX1EkeF+TgiYHHmpLwhD26iyzXMYTRH8r4/SgTJl6fzmgdbZxbQj3HxO6Zs+hhHE6liJo6K9Eay+pqkHGsSNSNfjiYOGIH2oddmEd8F2TGBOHpyv1iJqp2Ljc3JXZEoMyXsx5EsQhgx51iGqa+2MFTcnRMFNRSm80JmYQI+HHT35lvHiPVpGC5pyTRNF6eTtWSwBMcYv9b5tRAhkLTRaiYVaGBIGuT8EReLsQL+gyrKBT8FCE0okW1WEzhrD68JAYsRHBgXnkd9ParvyTtUq9qVCnWZYTegbDOGPe9sq6n0MunfeVKFssPukdpubvIjquj7yBIOdLwsFQYQrSDHBzUqjGhvN/fzoYObFTt8TWZHE5eJqhHA5FXCPLCB7l2L+LMGwY4rf5ew1Rx1ndL/VFxHQaMJ+pyTuxRNh1t8TB7epABVVb5YQ0iZZ0QRNHd3U+iALjzejjYoSYE0Qdb4Bgcs3jvTUJB1S2sx5QP8uz29igM4s4OZts5XMoGp7CcK4San8mCRGB5IY3YPhnJpGdkrqnby0DDWoZ6jWMfkDjdRhCGhEGRWupWy6DajmLjsV1v8J0oxbAx8+8quLrKUvP+4bX/pqciC/kJV7Nu9+D73vYGly1HnlvJVS+g6ItCNisRBEKt3pUQznUSsa59yK85B23Pc2joGhEsSgSBPYrj9LitDJrwxSijpQLtAkHaHqLg+uxkjAmKYwHBWIY2tZpKpW64GSglo52ESZpM6Fh2YdpgY7jR9JaorYW/UsPlXpa2t5Gm+4IfEQbx5XJAuiUoHP41s7ACZwJ8oW3YAUGayWA9z3xrmFGm3j0cpYD4LdXUvadpdNEuDepdgtRiJsI0vFpo/rF0UbWYjCKjmDH4mHielDtG4iE1CMUIpjxCJMn8XhCEJ1wXme+PDAJP/pIuxpvY9H+VY2bVlVOo3iFIXlmIhnWrdfsukle+YUxU+X4NcmB8zF8wYOYx9V5O37MlyLHTC97oX40hU1uFLtJ65g8Q5IXVfn1tCjvVCGapldEEsgceQgX0MfPNqEZOIIX0FD1Kd/KwG9AfXlf+uAbhoRUTY/TSFCrVIDrRGhAXuvHpXmsDIbzbk6YOvy3Uu8Oxc8XuysPJ/6sTtpylWyJOw55dnlGYOtLrwTt7OBhi3kWRqgjy/QTidc2m7GUqQPiMJgRhqLCyJ9hCPrTyDp8ToKJJZ8ddVb178C5KKZxI6ei0j0ME/Hx3GsfMpO8R2CVfdL4kOCAmrLVtvoij2EZtyYQIen1+cfH36Thqne4hc69Ut4O1cENlaSKUJEJvyLph7Fod7qj+tOqs+6DqJ69pKDFob+q9BfRaIYjvNTM7POJZ34eiqyar4VLAXiqJNQstVESUmQ0RVmtxrjRgGMf8ZCnr5x7Rua0v5qzDZj8ASAqpGy4MIHP3aUPsdsEQcwG7aB+ji2nWQwOt14x/VD7e7vd3h0/wCEGGPQsYPVlGe538mdqRLqOKSf2n3kQ3LQxuo+PTy+1BLvIIFaWuEetzZBlq+a43cBdD+oQi69wVyF+p6k8GO5oOXMf5iwdokgu4PlD3j3YPDB6mtzA6H/bz1yPeNwgye3kcMAA41fBjL83DVylZZQShTkY9Ork9q2UYU+nym00m0+mPu5ijbe71YSCqjbQ4pwOlxegP7281TZIPjnuVlhn3g9FgLqCW1P/xYVvE3OTkj2qQ6+JTS5Hok7KLCQSJQyaOGR+suNmN8POIiUTTprpWm+FeE8l85d3d+9/twtbd3CHLW2yai0pBp0PaK3AFewiyaMIeahD9pkJhiBpol/VHWVOUCMJig8m9rjxJ9kbMAMoahDap9qYGaZvrBpf+4aMaZHZeKL0BoU/SpjSSdVbdSXhNlgYIUbXhnES6NiUCrqasenVnrr/qYvS0pxfaxl6ochF/TCSVmTUrSpPRSAOuvpqRoqi1w9vr2K6+SWwfHHYLg6RiiQxwroqlVa7DrKs5SDsi3xK66idVPVCnMQRBgqAvGFAWBNm8FC+qQRihngVkUIucHQAkBiLDZRgdzR1HNxgHF8GyRn0O5SQ1dlPdxLCTrbqJPUdthT9BjSgGAxmR5dV2sm8IyTEvzxJkEszGHrWgKBpOApWXeNf1uOMwZwNCqHA9zdKPIPOyrtIpjCDpGW9vV8Q1Xmetv5IGQglxfXId3O7rF2Rh8vheF5OFvI6hwvUKYmQIXb+HILOPEWS5gRYzxFdjSQ1C6qeuJXnFrfR/KEK21lJM538aQa4CQa6c1wlc5D2zwTQtvd9LSN5vxR8PtCS1i7tamNtdvM5XlLh3CCKKv2qQ7JOAKZsmkkb6fDzVUDeiDakOpRYomW2Cqy9RjLm9NWbqDx5iplYG9oYO2+Y8h/MR41S7ul/ohDWFIP7CdKDLtGHmqjJG1oXUTqMQuglqgpc5iApfu5oyi9DGk5Rucqymk4JwuWaJIFHwOIpC93kO0wGsynDjvU74uKkmhhok5KX6ouQ9juoPU0s+RPig61VkgIt0OgZLuhgbq85qvJ2knp6fagrY6UEbEcFBpxFhUGR+Ymrdo62HrtY46NtD50Odp4MzgK2GWpisWlTxYuEtoIr1EAWqqifqqRlsT4JwUNxUz7WvnTgRRhbMfKXF0DC1euRaauOZt2IQ8pLLXfJCLoehgHGoT6HBqon5MoDXSv2ie1Fuc5OG35UFdcWY/e394cYRISBYmmoWKmpd2woqqLPxNQQLhti4h3+z1ymE7UV+noYu+jCxoQzTw2C7Z3ZNZI3X1IfU3aRSN+Iwl58gP2WmeV1d/SWrGHl1TeR3qRO50GB6Eoo3LGYnVPvvdzG5TNLNH7kqAoGuE6r8aQQxmrKAmcEmm0IFAWvVzkgLst8dYi83uPvP528YZd9BkEpS5obE/wooLCYalj6VAbxl80CBJxNmrWrut9NedIfCnx/tYlSDTK4+fepWP+WjfRqMHQ40Z2zrCGsa4ajzyygCKJTo43McRiPQ7u4YQcT+rEf4Q7XsDpqH3UjWvZAWc73dv45o92Zmsx3UcPsTb6TtvIQ8pMK1evoeDQUvOh9qya5AwvFzycDE3BqNsqacwBudMn0zhqkqwdldaJe+uj/CRzOiGHePO+fJZD789ugJ2vYFYT2jcktFB4Uj5iixsuirgBSIeDpErGUqeGplWE6HbDuxZEQ4E0jKA4D6gZbAFUwKLWjY/qxdysy8DQb9+GuWzkjiY2Ga3A1ySV8moqq1w6ixtHJnlOJdkf5zobLtdJjWWqrHiCHUvorBjS7wSGx1AfLFCYa/OJwOFR2ckGwYRNmVw6gyseFFMpd9c965OJdUqMznOfjTOg9IeoGEIHfl8N0PMRKLvmK1igajUPZbnbTMJVqGxqs6nJs8pLdUjGUIa0PEJugQuw3XgDEijo0afJI2DY0cora3L6lF+9vVJ9JMrq7/yrzcNabm5m4/W55LLjVxDk8MD97zQbhdI08b9SvXPatyC6wO/3QXM/ZvMQe5DbNfEtOmxGz0ZpwWU73D44s+JsHFHyLIScTV4Y8U7DHdTk7G907HRTFotfE3B+e6MtGLvVtmJZX1x3yQp5iDZNdCkF0I7I6syKhBiPiwWXitRJAybpLfEoKounr4AEHmtdJzvJzJl/sRhLo664uEIPdHJYgyJDYbEERmq91mSDfznt2wmHDEilbeHIsIq12I55A3L7TX1R1Myr9mgbH6USRmGC8yrtFRWt6/dOwRCQ+CjKoR4pCyFbRwarbjnusFb62tQUsgCOxME0UnpOpOihoSWm9/UthBtEE1/N0758184VDdhCCYFBBVy4FBzlLveMJTP2akvUEQOaKrgypEfJeR0BR2+AFB2oEg9kFSkVYXC01Vz6hEEDpPhxnpaOqQZmxxL0PSHwhScT7uZZijKrM3HGIkuoEKrPpBDOOpEaT2gnBllVUL0XK7MTGH7AhBbgNB5kIQOaZV42OrN8J3F0yghGx2z4dhVBAIMsgL84pn5J51wse2nEwbQWKnK/1TkR8jiLqYT3/lDCQeGwp6u4HqqESgvUX+T0xI+u8RZFBpLXhT7sbZZD2G5Xn1Zyapr2oQuRzs01prv4udOgiCmOyW/mU20x/vJXicvKOlfg9Bkp6n5YiaazYuItsjT4uIbUADv8L4V0lpVZ0PNBf5oK77EEGuPsn/tVqM9re3dy+7mFSabnWToNWPkIVXCML/FUaQVIO8RJ2qi5lVfRw7pW9zuxN2zM023fW5a5Dd26e71wprO5TVoWabvvKaKQatkezcWXxMfW+3dcDcxa9t8GVwr/mKjAK9zeVRTwsAop8a8O3v0xzuUHO7BkHyQkhW1gjhnvesntfUM2FCZ3qoQYjlHvZsDDYFQXh1WbfcylZtpsw9NCGIlqMgCMERI6L6xJ2a2W2p00gIUj82a9QMUe5nRG6uw/twgTmYTha0TfkVyVHIyt162JcQw8fr40eUVqkmk8RhEGscfkU0oPay7LgDQW5KY6FAEIfD2N9QgphUg2AFIgwB6BjTIcq/OKqRjmoRDDHrcnTaHu9iyhpkXvT08+V1qxBwSgrDpg6tF/GCTRDExghaFI1nsY1h3EwNUi9VjTw+2ykPetlnIlQyI0gapN7erT+16F6u/koEmaZb/p5Apkdo9dT+D/sliVPv/UEqlfHeiTGS6G6fGEUeq2K+u809UsmBIN7mRr1BIeJV7jAQRDR31yggyHj+ZxHkKhDkKknpXCxlmbIud5DAjSJP/h+P58f7/aqQb0gvO/lzNchc5DoJDfNBWYMcLUhUTHVQRSgWptktESRRtRoM54uOBj/bl3yxZJILgoTsLvIN/O/uh+uM8c+bddUgWnb76Y7iyYwg/QZzCaYMHtY2UpidPcFBBy2zlmV+RPjb638TnRchSLsW/IzEKfUCINdz1qWEWR+/uOCD6NtMuKWKrZb3rK3X2aAusKRfan3Rn2ZRg2i6uSTsRoDlbIZJr+5VcecllC7Cr5od6Qibp+fZwtOvsPma428+w3Kebh8VYpeNSuMAyfy8Ymp1GF4kBAmhC82uiabhRNpIviwQU9NOBuO1iwsN1IdOe48wB03a9J8Z+yq6GOEEfvyXgSBuYs4cSyVfEM1Z1uvkUo/gZJLS/tBE0secv+TzpAyshkXaA33R/i59godNnBAkK/ShdetlMkZpyG4QIrRnlBAEvt18mRILZrDLSByrOlb7czxAkM9o/R0Gsbk9REDoCTdVONrXf2EhImjQwpgn2GrkuA2z9tFe/z6nXXk/ByFZRhWLiawb6Jq9zI7L/xInVTee2SY44vdGL40EdBGqYtfcHyxxDSIoWfzZSepVghBKD2+SGJGeuJvJ+stE6wnDDdkyTItRiwXwFSmd129ERx8iyKdP110R7Mou5uGwLjOCdHEpbmZHCNJJQ3WmZColAIJjAAkEWc2ytwgS6nyYzkhjCu0bdvdvHg/qYra9mnYj9tW0oUQdF2Z8OuppTqEb8jLleS/LzbjYr6NB1kAQn0a9aYtsEa/m/7pSV/evojvZ5oIgVUZ89u8I5Z63pYTZiV9OTraOUwRBwPecwoDSokJVRQG5nM12ELaJ04ztj+zSm4j0dBoTgqBsYySBk6IQIm86F4a3hO9R3nHVFSnyQDVOckVnw+lhGrsR0+XMf623w3Gk3I1ILttQrcAXgh4mdy4dnDdGmisxTYaETilmrbS8TQ8KEVT9Bc948F8GQSytXJQIcvHCy4kShE++TUj2qxrkvqxBlmLOEgJSdnepqwwIwkdknBDEuiGBx8IqxPEQ44+a06dAEPNRpY+BOxNWBp83t/dHn+FGNchfW4HEKlaGqOOH5/sRAw6dnlZPebj3vcoHfJDK6PZBnl0rJb4tMpDmcYcNwL/IamfuoTWDfb/2UYvoQliCIFs4IUODyep7hu4fIEhoiuVveJIkMhBpMgwNNZ7XLnWerJJFeLQyhNeWmDatgyD5h3MQFSH98WIf67i4ItKW9W6v89qTZMNxrgcEcZeqDjcf9AkkeoUC1tbI7ab2tospkacDn2w4hA/y6utshqm3TYcsRygfu0AeAEjzMEm1NGW9SWFNKWpSr1yiLJUgnVo3DAfS2EVXnnYfHVmHbN/hlRllaFLbjUiANcTlkUZf79RyWijdy4N1H8FXZmnJpWOUOzxC+1cvKttpmcuPeB4IItBYsJVdbVLKpG2HNPFVJGYTNUtOC3SEIPiHQWa1lfF6Xerp5k7k7WHmxfmth7NkVHTOsMrF1+loZzbaRAJevCvLFIYnQzMLYlpBJEt27JeRM6Uxaoah4TKF+aSvBEjGZRdzUebzpC4G3p5Y6QXAevvSh6YrRmCrtWyP1MKQBxwmv0Z1EGTkNfPR862sAdbn4L1v1WqYhCC64bSdJ6Mrfby7fal2AkFK7+O/yhfkKs6/WOrryoEcdq3piAwB309Sr+diaU1IlXxaksMtZuqocswp+zGCfA1jkK9zk5/hD22D7X2HZmNL4SHfcpVrK/GYqEsmfxZBInbuhDdLA9Vr7ECwX5S3CraGRxDRyjEQyXAv0KDHCRFXJ384B6lWdRuSaOOw60zcDLect7KKGWoVWPPc72UXoysDUf9kYnL6q5hklE+yDq2+naRaIyGZ5rk2MVrAvv/CEObcqvvHOi85n2kE3y5zH0MeLrn+1JKT5SqdbF3wTDnbpCV06ylWNH9JrdDKdyu29UPJdDlUS3q2dR/7i4bTNIN7n6flU1b3tlYThaWveKtpHIy5oGmCPql7ba1D55N1X+yS2cV0tItRwyNRy8KnM4Q/RDTogxdVQnNQOK/O4z3MGXI2m31yrBbLRXgTxhMuUOdxoG1mbWCOIsT5N+r49FGMxiol4isto4mcbYynWa+wjTEnpJVMDm/sKsSaFxmPzAHYUVpH43vR3O4KMUktz385SUWR3e0P+zYaOkYQv6m6fahSGzgP1gSyRhSiCUF4umFEm8dLXDsHZEZIV5Z87T8bM0oEaWe4NHcxTHDPdJiZqYtRiORfCSHJDeT6+v75zllMOlgcwx4a3Oy903J2+/y01AlcPD4soF2IL7Fr/Wl1//TrxCCwSPZkGNJuXIbcc9lsGH4sZ6K1jzd7TUSghEz+HIK00jzXRBVDBBZqNizI5aDWIl/berpK8gK5hu7b8vT1Teblh9vcT5+uuvKu2ITtT1oMJwS5k/vOcqS9vMYQ50aQ8yhpIZbqhjmbfgdBxoP6221uRmeCHk9sK1ECyi88MMruHxOC6C4tvgR1gUuQsnwJpUxN8bhIAR1ua+GYpkuTCQEtlM5tOQDZTJhCJLkzC0EK8o/u3yLInRFE+jj5VSQboSh5RAg7160dTkWuPc9qHubBYftnCWl/0C4RpIElQBbVFk+XMV8VHXxiWRzqmJQK45AXTSdypgiNGrnm4W2WyBY2Mx5gkr4scSAkq6rwx0XXGRxCkCQ7jlWwPwjxAbUqHo6NIPOEIOFWCoulMIIYRW4cGRlWyw6YIoR2MCRjOIVCbDaBIAMjSF1jkDKfp9zmVtsXIMhg6Q/w4YgPmIS5sj3oi7JikyB9BtYa61vZ6zBDkDubHxCECm3t3D2e77zqJoZVD/BRNYJoCiLBvzysV68RZI2yLvvr9zGabkhjC3CQnUKpMbr7dqdz+K4Gubp/uhfx7FrJ1oharyaP+rrrP9bFfP16MGfHp3ppMe5YaSiaiEjHznhwGDUInctorKN6u/lRF6NHr3V9tIspo7JyxjdFYfa6XctQ5XI9WP1/yAUmGMJwQ31y9YfqfjFSi5bsc2/vk5dXgg/+KwQRb6sLmal6Wj2Vr/iFvILOQ5/dhG0VQPBwd/cKQcSdyDsxhHfISt2+mLrLMGioa+wnZ/WSj3QAn+cQB8/6E8k8KEM4pFrsyqGjpxSKU07KeX4O8bqUvDuoQfRoUbV6aS1SjTx01U1dSoNcg+DBoL7Z41Hz8uIi/hdWwWA0I6eg2sEC9oLpRzVTE6IhcaHVSI4uf7acU+VvnKK3dcnTQ1VXt7i+aiszugnVMgI86Wyq+B95kLlalbXE1qZfyniQtL/ANV6bB9xc2xcXek+lO7mwMdCwP47Y8PkqHWcJbuGRZCWHtZy8lsijSeppM9PqZe6mx4i12iSra+jwQpCzqEFuIgUema5mqGcAiqqX0TjSV0t//Q0ileHA3LP6Wb2TKL58jk4c757nHbFlV/t9klIlkUDcAmS2Ox8Bkm0iDbGDcBMq/0iZoZxniJxnyYErbgHJ2n7oWbHdGMKdzP8QhhAi0VYa1SL565aAtYlg+dZP8CjT4KMIBVqQ1x8UrXLyPi9mIIchyV1VgzzOmV8OSOxufZ8P8g5BwlxIylyJm1Gdf1WasszONQAZuwZZ2TVVXcwrBJn9WQQhks56fnzo0rvXsrGyepVItfMjGpcT5q1ZcZ2d/JiTeruUJ9V6HVNU28XEVG1jryD9AJrP6mMWIMjtRyqr5vkF/8ATZEinFmvR2xT56NBYQunsXIiS6jCRiCuwTpjdcLEOIyLz3y1A54K/C2cRnXUMVgkp6pbBS03xWIt0RpaOq5/MIs0cIoijFprdZtjYlN1Emqfq2+gOextyrNuUi6uCYmsX+kdsDtmbQvVQ6ptOs+wYL2QfNkAiy13dmq+ZYm8mrHwGI5uOBVufVJ2uJX/sRCgn5N8xmKHRnlunPYEpNXTw+hQFqtYyy4WMP8T3bIu3HwiCteI5JtT6mxP6XxIyZimnnQysHhuMINQcIUjDu068RHIk+aRnwUZVvTLhRzWlXQimG9uIFItc5uxWxpSTVPCqDx10wsBV7gNWjJMPz0xTIJMe0Z/ZHQYvAwmPRcARRO1idb8vP8HtxvlyGofbuxoyrJQ+8no9PZfFlBZUNiWD++Hdi16gnhkePWESsmhpH/LNA0FsM6SSRHp/rWy2ifO6D+q+0HzxqUU3f/3XI0jv7tvj2D6ATq4stpLPcbjezUEen/esOOQqsvLa5gF/kD/e5h5tZQXdWtbKkofMUb1RhP+x1dWt+vbBCLIAQe72/xsEARIcfdkz9+2q5cwKJq2v38FD8Cmc/NYfIch+NWYU61AOEAQDHITzKwgnEYHMNaL76sU5vsCibKsYUZvfo81nGu/LKHaW2nYOsPHEBZkNju1lyjQDL2QIwxxOCJi4C3uQHbGNU9YUy9vQ12CNoMJCZhgQxHDc0b5Bq5HCKnDvHDmZ8YBF2WvWPZSo22W9WXJDdRXq4ofcvdisbj3hUSepRDydEx22TdiRuJPRhAoxqNBRrmhCEN13TwcuJ2EtzGUtODRJQja/Qho4DSJxRVaWJ30eazY0spHkpTO0KNarZonXh2G9wVFdkB2Ml9oYHx2cTm1tKPxQWad2YoCQDgtGtbuKo/KrYxyhiqXerVdL6e8LgPCGyguygO2KqHMRPBAO5TztOFTALBKEeJd7FnwQsrYtShgF2MBwwX0C8LCz7eWnTyWCtFPgBTQXYLkJgqy3zmYIAFm5glGX8ZIuF2y/bgh0dbmw5PbIJVqYhT2E0ysURUYXSq20gzeNrB0zkM/s+6o5yehphGpbRb3D681EGwDOwE+oQeRufjc1gDB4VJjl80o36ve7GFHEeyKKRA3SKlYy6Xl9/v4kgtwnYzLtbsfLPVJ31SBpASME4V//NwiCSE4SwYn9gddkYU2mr10LXj+2m8Fbp+WPtLmL3gh66F1CEExyqS9tqJF81kSHUE3fORd0nFq8znVUkHlgg9VAEPhIuq8Mh4EgEKuoXzvNg9ItaoJmrz9ebZNXL6+Es0ZJuwnTDhoZjq0MR0lmYzmq86wn7kHXU2lPFov7QbvvjwYk0Bekr9oJsW0rHE9eXBS0qUE23gNSLIn5wI5Ul/wmMp7D8Hkx0+WNIq57cZrL4UcC9gHWrUIsPZuSXbA4hDtvZYxopViX2w5Ag752Soxq2K6dn5PQpRWupfoBB3gc+mddxtSXnkTSXXsDCEG653pfZXoo3Yy1v9MwTR7zFWrY+kVfphlkaqRCrnqwNovZJJvvgd0DuH6kHx4grJsCKG71BCDgei93G9MysSxoqaKv9wdgzwFBpq4JwJvs5vI0PUrRsfkrcHW19YFN5k/QGcrWScu7gG1eypwT1WNQdL1b0SzknO+jLqaZ9fx0sewZ2Y0E5lvfsXbQ5JjctkFlSpBuIMjnAgQJ4xnXIIIQVZGT6pVlYn89guQyG/t2v+vLjyS7GuzFwNI2N3vvk9raa3+rsYHnIAxWvz0t88q/wAexOTsTSS1wV7pDS9Q/prLbSmIn7k2scA0m6mLG/5saBHHdYv+My+FAAp6VQO7bt+dvrx/p18+3Iou9Sb18hyDkxUwWCP5CGov5k2sQKRf4vVCw6neLpueLdbUyulN3kE5xJHa7kODtF442G8NobOIVTCyABXHwOw9EZay+C0Sqm92hBvb9yALUfdhNONl7u9H6rq/+wK2BZgt90x2YJyBZH/ug+JANVfVkBZkBqYtJ++OGCZDqDfoDLVWj1xJYLO0apuuXkuchOO6MHDXT6VVPxQlxdoFgQq2d47i1A5ChxRBDLelhBpxnahCCxpuRMReCsSZjG9UqvVnMI8lm0FB4FBWILH9602Xsg1mQq+JhiAKCcMJU0iFGgd1teBsTMsVhBkKAR00DSjPWgzeiEVNrGE702FlEU82DBj6YAgPTnjmsc3oT2cZnkajNGPXSI9S+6aeWi9Gf6YG638dZNUiJICWfrFq6s0q9Ow0EwaJp61uHtyu7l+AhJ15CtmP5r4vmPDkrU4PwCi08dn83Tk0haRCuVT9bvCAE8XiJidJosw2nZfW5Ye3MCxs4veBndDGV1kZM1G94xcumCpviaVb5oItp9fWX5KoxFR/kqjLegTSvTuD3apBX7iB+H4FmTQ/swoXDkEggaQ5yQJD/RQ3SIo6stdjrJTzsMChby1aeVuTZfP3yYbWMYOR2P/Vi5vsIgjjv/jaxgmyxrftPVoXkIMJ6p8crSJUCoc0sA5iA5A4v46olI2oHc3suFUTWqDrf0TlNNsjsJIPeMC7lkuXKRsCsY+n2WbmIjW5K0azOJtP1/rAhVD49pKZqTfSRvDNerXeBZ1J/bkST6heuM4LchJi32XX+RKPWCKugBmNJ6ZL8qTC3JSxhopegmIg6pcJ0OA063kNyqZ8JhvAAhmIV0TX2cVULV2CfyCrSEY32gG/WHPd5UPKpn3Auw2a1LwUBAhHVLBfnztNSZyDMVdkGQUQ52eM+ylrbsqNBpZ9IEglVr+NBl1FyVFHYsuvtaVZfhLx+AOP0hBiN0jK74ul1lHqD4cvpaetUkrV58DuY9GDijlcqRFRd/YMoOSZp+kGKQsuS/zN//cujpJN1wrC+j6HCmH0PYaIzOU3mZvHm7WzCvmRv2ZEKBblC2CrVI5CeX6B7lwWe5PJ+lhxQL+7AeU1+KS8I4gwAFUkr+1+6PRJ6kNyc/apPvUteDIj4MxKnKhvRw+wZxP35fmPDr3e7mJbiMTl3CsncLreqWx622SsDkz9EkCmjj9ne4MzeD3MQU1HfIcj2BUD+NIJkgSBTI4hmvpWr5aKU1b0uQkxv1yuZX/1BF6O/JmD1jowh+m7DWPJcJbrIgUqvhBeXhGgT+uMXBBn4gse7C76mKnY5orcZdeBCYwdgwuW9rGwc/E5l/gmC6AVjG2iDXrG8q7kDrWXBrhe/eUEQnfmVEER8C6UPSYTBVishyHYpyRm7nnbpVQGCtMM1tFmappOfh4uCLCaXxFztSLg3IVuU+W41l1p7H80UKKm/MBeCKJRCPUVPydGcBEPLbqsXnEl+gky4wfKFbBjx3UNrmqxI1ETpr800T9wnpRn1nCoQQZst+zq1Qu3BHO8PBYiOp4MalobsNx3bjQiOYkyVnPZ1PU1/tA5t/v/YOxMuNa5sWSNwW72uKaSiBIgGklzMPJoZal5X//9fvfhin6QoSZaH66HdJrttayjIJMkTZw+xIzxaLCYZn+9zBOm5qOR1CUrqQ2pfH5SvrR9kFPgwnKS4Z23RZJKTH3gO3kvJeeL8exYWZ8IsXcUHPySGjasPHwsEOZ3PO8fIsoQzvScNcj3S+o4gxUlSvT7RqVJerSByNurbWEgPDdXzyXQRvh4uhJvfoqCR2V8LYcrFI4YXkBJpedynF3sOtiNGkEcWFVCXuUoCJTX7QxCEEdvB8eHRntqPd9q91dOQWeQXdZBqEwh58s/pH6U0bWzgfjKLWZwQxLXw3caGKdEXVdxMvLECQXaBIHsjSEEo+/kIEp3Z5myrUuNhjYXuZKhfhUfT68NTOZvdoCQZp29M9wM2usIwhXQNBDfo6zpGaWr5jzCjikD/qJqgvjnsTW76vaKorvrJjhhELYZyhlCWBmONFxWcoCwPEU7L5oYAPLRPiGK1FVuyXxozZSvbkWbPZgsjSLTsCArqGBYpE85b0y2ZsIsurEDFIL2oAhBca6ol4p/Q0Cq4aDnRvXogc+MVLZftTOAhLpyqI+W+Ou636Wxu0mjIDiQq926EIILGuxgX1gdUxgbfCQ8ZbcVFDELkXfHIcpQAtaT7U0NP4ncTgzDrYU4t+qCKQdYYfe9xfhloBi/rGEH090YQp48zukxDebKpnCvimU6ndYg8/ecIohXnlbkAPvjXgpyp1hV+ZL33kmx40xtZJNF1rdXU5Q2lMLLYfq8YZOwYJEhJupwJe3s7uGbvlbu8/1AgSDojjpeGkAF8eepWuqdbT+5FFajWQ772GJEb6gTpK4JV0gULqNRyPYEgpqC6TWPaX7TEPQTu/DC5jusDuutzQpCJPHRUYBGEoPDZZlrsd0OQJAEPP0LTMZm3oe2kXYp5uezL6X51R3d3T0mS+fF+mZdKrxhlbUQGsx9FkDCVkvc8u8whlrK29QhNVTv0YK5IAhtHf4uT4+78DIAK71x9k1/WQVCUlUXdHFXJiQvD2CqvbLy8PjGSoSVuaUOi9dD+VgzyTCX1IR53m9Wu6DVk9BfISXME2PfxMVR+VA1AFYd+8hQhY9eOEhRoGS+J3JAcWtCt8CPXN3/RBARFuhkWSoynLrxKUPZFw1PJSCuVWanrITd2LNyoZMi5WtEP1djLNpQU0fUQ3Xsly4EODx3ina7xdXBOcaLRN5OU7cs5E6X/2Tx09ISCnfKpkSGFRPV2sNcLwQkhPANwSz7Z0acjo4eU6w0z9MapA+jMOrHo7xkmoCKkTWIb17lQpkrjyUfm70CHwveXwVtxf1XDVZlRKceAtUB7QimhYjohgO4nkvADVwayRAnvFIpJ8Un73fC+CiNsRR2pb+ySEGFizYMvSkXev7myda59wCioLinixGvhiPtxUzOEUhKnPAkfUm6Vve6bj1dXvas3YrCyY1g1yL3Y5dzNdL77FUjQSsMLMr4cWgBVYosQABbuy2nWGJUTRIscYrEEuNAc/2UlOGQxKesU7tsTfWBfDZXIBab64sI/BPWAw5qXamt6R65TTHv8rkMxMCaqdDzPVVKjI1qtfokg5Dbrw21olDdMY30FSV9HkJdeDI5SyepyYa8wOMz4qE7hTjhZ1WgWSrr4EH0LQfpfQRAioAZKQzFjF3Tehg1tzuKMLESSGDrCVDcYJD+CIIgfPCYPbBnYfoxtx+KWVq7R/8WKSFoOelzmaHO5oQ9ncsmmp2evb0FLiBcxC5cQBAFQtWDVxpjaEZoK3cRdW62sIeU6pShlFyDT1JWqAhU1QdwidiZzGw7xguP9Makg6g/U4RoLb8qfIwjDV6onjIZD3n2EWQKrSyec8jjKu6YStOk0sc4lZ/259rW7RKekWHLwkcYv8BWQP5SMLronsYAMBOlCz/cHHgoPNzC/rGB5TIw8LptVx+lOCFJTIKIiwmRj0rqMbNUjcacGREaTSlcLRPdRJEgcUGudJwRRQFITtw6+B1VWvY4qqG7nksLyyLDTva4UCJJdXWWWCxolefmNQo4RBVNh6zyavXNU3QcDF1lDsAwXmTME+XBFGZkC6yhKGXx97JPhgkMJ5LoVJNmg14qHp/bOmq3NZBhdmvUCgEc+IVJkAzPMbjiuXxAE1VkFOhX8s1aJhndIDmYE8xpRhVOg9ty7dzBWf38E0dIZem2J+pohVBNsvGapbxPM0Zd1EMNOA/p70zzxqp1YfimChKzywrteIatMn0IJzL9xe5ierDC/jiDLH0OQduKa+q4JIBjK5+NVs+HAXPe+P0Juzns+0iRh+zPW7+ecVCqwlgZSgDR36izlqpjzYNRcQ1RDoR6K45A9eOTdQTWCWCIM7jNM0wqcJ6+oJBFosoSKpMQs2vq0fkdGEEdLq2lsv32o8b3UfRVwtTBU1hDc/qTSGu4u+nfqC1Fc4KxQuRGv6Vm+rEAQBfyu9YEgKvVOglcl+4NxdGHVHqrXe0U20KIk0ll45M7whMTi/gQEYBh/Mjc/rhblPrOdWnRguDmUOgcvCLJ/mRWk54j/pDbaboEgusBaBdmwTdBFZvMCQaYhOE8SI3aYdHasAdZKDucxJsjrVTPWXw9Tk8b+lDNStBXreZSbyt+6pgwiBLlSIUOwkBUIotInxhMTENZSqJhPqEA+MoAAHSEYUsIKs9c2gryXQCJ3cjwEaIaxeYT3RARK4t75bkABK4pStYlCPquvq+lkjskYwaKwzFhQz+3fXEVP6fr6DEE0E9lnBqE2Wbprvwnns8PdyZlsJUUFEsm37yi1/gEI0lhGJhsNxxcZz7u7jNrI5wgi0Z5DjhJplnRHmTgJx+ufjyD/ns9WpzhkgUKMJNqZt3PzBYihMO4cZvkjdRAQJP9aFqOLyWCwaxrK5Zl233sH3BV+TxLrjk3muERbPD/4TVY7Emduv4nDtdIGZhLAdUyHdBF4kJbDmunbHR07b3wQI+AwcrCjDXgi3AXJsqCgxgQeIWkXBNHzKgQZemas2PrgPbH1adpGfJFO+IkgJcFs6g5/qGCQHgsEcbdZgYljkMlkKO4WBZfOOYLUskz6GuQEvPcQCocSzKUe+CnCw6KF6RMWdQT0v9H7FFcEhSSrhRxRXzWCHNJoEOfXxQ4yZndTUoGzbs0iGWofaGpPEu5rz+f4tWkokcjJdDD22oQgzMTJ3UvDDobf1Qxnbq1MoQjVoTWslBWRWReaWq3g1raSj0TNRtxGkJl72Izx6oU8UGptQ8tSC0xFBwuxf3BH5aNU4wfgRYwR2bqGknj6IjbriEFytEM+wjIDQq6SJjMIoiBNN1JnIwQxgZXsZRUIkntSpxvVp24rCtit+mBGYETepCck+u0UeTArxtcXKG8BHCIXgSE3BYIwFlChojWGT7OJKMTfhf1K+SpGyC8LQN7Rrvn9EUQaZU/PLoymFoX7FqgcftKyGnyh1Z6rYZOXDB9egtXY7386iznNxQSCnJpyy+iTLxKC6A/4e/+pEWT5JYIU9ZSvxSDVAkGCWjuIgTvN42YIAudx0VYQEXAod1WpJ29/K4uxaNsDqiKrzTD/WDTxbmKUreNQmkmohb9OKFKLMJIez4JRKN+87KYbs3Z0VbvmVhXdVCn05IgEm505dWAwCe2JBU5GPSvVdFLxpMJUPWJClbJ+rqCznQQXaWrhTykv7wm5dRcxw+BZnxCkQ7rtx5The2+utk9arVDg7LfoLVtToxj8ZxvsINW8tx3Vw4u6oxmsjP6rNHntrrQmkYtR9U7SBerREh2uDqlCU1ymXbMWCB4pVjdZLCFIh2Kv5uNyW1luiUR0nVZhhsBBM3Yyo3Wt28A5ikm90EtCRU21R2VBTiRUwBja1GHC4zTGw4/JNLFbyyGj/P5KYQjVEN1gaFz6GraA/tQELlJLN2Gcw8Afs/6yyqg/CEGQUP3wQUHMe9y9aBSvmLUjYBKEQDtxgSdjSsr1TpT7nSG6pqqK65RYc23HPtTfaf3TwVH+FRB5VfsSQfQwSHlqPFKr4fhq049Rq4kMEK/0TQuulMUoGPwDEKS6xbbx0frDKo2qavj4HEYrbNlfqBxmWrMz9JkbISoYZYafroP8++RgGdP9ARGLedEtWy3D7DIhiEuoesr//WMI8mOVVPSYqICAcQ1AInfmG1O6lDwG1pHmK2ugwVZyqFJtfwtBUHWXO9R0mefFvMTH6+TpwAqAsdSXWN4q6JQ4igyicUAkPbii2FHkwZ69r1i7L0oGKqQP55vknwhVCQ71nNh2gE1SzXQoNUqJI/QbmjeQ0fSXiNqf5vsKMyPi2Anxb9321B7zspVJQpAWqu1ry3TJyYhindhk+hO1C7Ken+4Ksqt5uDloZjRNnWfdjcWOHs4gKwVAElxsVW7qwdwKGaGQSQmqlMhxk+3tbcH+vwuxe3IvGdpl2mZh5WYvCOKZXDv2bTa+zmUUFQdkMtgdjKZM6tdeIchJVxKSbm+8xF7URFNeqMiKFEi5D+OvLMmrcuGMCyVMbVntDH3FKkpkkO6dew6Adjx9Mf9az5BZqh+ooApCaMSgQyQEwUt3agNv+c64wkQpZOpBP/RbmDa4TqYanRjoR0yuVxk5SRJxR0EIEBmzQUSwIM81RPfa51mM8phaWVnesmDpJD3UO+KP3boL0/lKe4ZGmk1Y/f0RRKUBoHq+muwgpR5hW+5wlD0qhxl+RWlZHLJDM2SNkxNn85Uj548iyPwVgvx7GSydBByL+SmLiT8xg0cv+veXCJJSopkQpPG1OkgTbFN8YqkydWK0FtuhOiTV+9GucDLdDxrSNVEEIv2EaumnY5DVdJ7pgaOLpxjkOtmodSypqzr8HG1tl4UXfuIHbqnYIQhjl26n6L1VYoI7tRq19w2l5IHylaKCcQSzNFcXzOKruWELmCyaogon7F/VQ9Kuvz28yBa92KFR1qSwoNJJnpnVXbNvSlEHQXoCbR5WpqicYp8rDjGC9JEFK9sdoecnvWsKQxcF1XL3WrBzeNEuKxBEpxvW+lJbzHrWJThVfGNOVSfE3NKto6S++oIgAznGeFyu37s5Q5CuTD8V9gyNICLTLKCcsp7RTiQ+mPZu8G1DQdL+lrXKizt3uS5nCU1sqspoZxdStZBMWw60vAgImD+5OSEIky0fNd3YRQxdZjUW/1bsorqHGPTEIDN3meC5RwiijQsEecOzoJ6MEETK9NRLqHwQRFIUWZh/1otWrYKQm6Q9lxSIhNKD2kDNZfI6EItWzNjRixFEE9DXhCC1zyup6r9XAkGSB+KLQykmS05+bq5x/+lQSW39EVmMYwmMqKX0MUjOkUuRwvnNl6z2avXu6WFdart+Kp+Z9ktT+OchSEpnknt2wfdQZJGymDDctuPlCUt+DEHa1S9ncxtNQ0VOKYSGnEbO5wO3ZfQnmjjYx/CHNk9JQpi4rzys2vwGH4TROvpOikEy84io46eBi4o5W9h8TAJBKI3F0ARNPWY4B11L6dCXwIsuIUhBVtAEzNhG9xpjWDGiGhK+gSDKYnpYnWS4GwaCIJMMH6zb6tuj8u7uFYJIk1CWrP3rGtICOFcX7o/nCCK+BaTPpWdapeDGrPxyKTdFOFl27e5btYJqTQ/3RmHWlRBk8zmC0I47HKVrACLChOh303B9qqJU0NlReaCIQe5eI0i5W1GAHlYVCUE8aIwIku7fZp0QBJpXgSD69USlp6wSIzaBIEXnSKeTYknFTuNbZzEpeDGCXNEbVcpEiwndICPI+w/CgvdXauAwebfF8wwEiRhkQnt1xkiRAw9qIEYQ7STpSQgEUcvbQWTKQ6mmqm8tX+1rqXlUNKV942+illxxFZqV64P6ANNeXIORDrIhTBGD9K+7vk5R91I3t1CuMlFPq+szBAlOznaNr8cNfePKO9VBJB7yxyCIF/7qkyy0bb3E3t24fXqeI6vxpeNUdnx6PCxHEeXhLU4/Z/Cy/LRwBTw/xkl1ITQNOJ3rMFsNeDlf/Mg03mdJTMCIltjjl3WQdr8a5Zn2SPUlGO3HtRIVTG3aRySXpbtsA4hPt+u5kLBR7WffVBiKLGar9SwKooPX9yBIHH20wQUn1wwa793R1eAWYe+A7h5jp1c3N8HrCnn+utXKi+n6jlhL8yXCGKHfMZC4hyzKlPNT0wxnZsuvJwUb8adwiNP6vmI2+OHkyp02olslGyMY6WiYCtmiyIjPi5sknZZKfnOtXpUJ8CGhXkMpSsCl0X+RP0+qe4lFbVdfre/rK63BXUIQm1UYCI5acur5SAaEvk03iHGGEAXwaimqsKmZ0dXxJCsbEfe953+1XZZv7LR03Xo1COdh41zzAtY2xtllSA1DK1NV1GvGn8vXZGe6K5ExGSeD8K3mdWUW/SLsdz3zy3czXxAKoMAkXST10TqBc4WflfJFYevCemcbf4MSmdH3N3Pz+GOGb4yQ5qNjjw8fex9bqbAlf0oxMiCv+xscOo3BWQPTCgz2avUbdGKTcl33pC3Z8hSkYpADRa+hs5gxJR/pwZGy+jYAOJqEfpFB1MvqdXGP2QhPWWFYn4mFPBOtUN+YDLBC+azVErOh0fjuu+9+fwTJ7jTg4uF+1zbampy7paHxRRajKbgH7BJOyll37c9Ez0CQwfIbR+Qqy3Mn3c/+tkCUrxyW5Y5/Bln2ZQzi5hBOD5lmnQUYworbTRuJlVJ+uHvC1UKYgGyQcpOjPle1/Rml7EsEeQZBBkaQmOX+8CFNYpaxWecx7GF9Rk9kzXCFdq1UBxnJXE6V+Jp9GFo2MYlp0aiDCEGgSdFNIXiBOSVNkfAmy/EOOf1coaKXOKWqHNDuDEfMcwTRkh6LBJ3biATF305xSi+yGvxMIQixuop3CtZHc7sXjDxi0ioqqCdlnnJoAZTLRpD7cwTBeELzGMMr/CuZ4QdBEgxUKBtK+UL5Pvy3V0hnBJE8XV+V3iQu+qJiWAkTPm2+eSiibIUg85ERZKSm1xClkBvVP8Ibw8pMEe6gCd8FQWoJQVB85lVKDGlZIzDfKhhvvc5ZpESPrHylcszUAkciIoEgPQ1WO/3JM8UaHz6cI0j75CylO6oQGl2lDTX0pFEwJRCVwEmW1n7SjgsNf16KPoIRZAeCKNEeFBACgihorbsG3ktC2oWAtoRdVP7R+OT+VAU52QipoDLV9GSd6p+rtnheBIL84x9/gEiZVA0l7xVNlr7Yqfef7hpf0UktHYPSztD7p+Qrk+zrTggiIdKfUFr+UnrsZx+CnVmKRQZfqaSG9phl5o/3ttF6ej6um20bY92nyR9duU1ynu9HfWxFv61RFjHITghCyBqUovf1pENR+JGcIwg7WAxx4ICSX/ey65ty5TMESY+uxsATgqzDJ0VsqYmWtHjRORIQaXlUWoXFdnRKWCvwCQLHT56YTObv9hONY1kwlLJoK4U9Pp3yGBRL8KcMBCGLQW5hBILQSi2cbU/4Ye1mOOnaKHcPRRxxVxhwCkFG4lRdB0feCBKgwPi55Ro7SpgOBYLcFghyIAbpsMJO8sRnpk2V8tVNrX9CkBkxkglwikFAEMlo9FCGTeS3pIhAfYicrzY7WDoVYSUAJCEIbbOWHfp6iWtfYA8rtXaddTMQBA0XTKVG9INsBZFL+/ANLRsqruayf/xY+P9K5EBilK8QZBQIooQ0N3cjZpJfjE39OhV+QJAVbA5VfKnXxJWqOAWCOIX0J+o4PkPmhOjF/r9CkF3iExZfRCDITHLZEnsBQbqdd38sggykXpiXTj3a0lAIAh3kiyxmHzryD2F5wKfIsnPfXO3p/Wbzp2KQpWOQ5ZcRyClG+fGjyG9mKoJ+iSDCQBVMNd8/wffmE56XhyXuepr/UJtJNhb3jvnucdey3Q1ijdWfzmKEIG/aHwoj5sJfG1d6eh09NshDeDyt7JgyQVuKWEJlBTTb/QiYCFKPwCAsmPqE5gfrR6j0N6OUKoCdqQWa0wtN+t2VF/1NWiw1mTXViizmzJMVu51AkL4BJHSXk5NmxDLqTMwYZ0MWEH2N4YR5VW1/gSAna9v0AfX57MRbK4vAs3tVB7lLWczIuRVLFz/GhACeFmOjr/dUkTi8ZDGgCAiiC1CZuBckkBc/3fDtq6jyWOsn1WZJb4u5qRRvCL90cKVubOvGMYgqxOVT0TZ9UF1u2Qiy30MQH5uew3jBUjez4myCEeFuQpCwr1H4IgO5Xn+RVJuxkhH4wGrVk9j/+D/0bN68IIgYhekQ9GiSZ741Hcgv86HLZbyh0y3GA85ndThUrTghCBMXs0kcln4YSEHWbTu4tkWvqRWxoC5bCLIrGMmpCMKdpbuGor716vX6d7U/FEHy+6eHHG97ez9kpfmjlJaVj3wRg+RmEMBJQnJBX+uodD5apwqrqpjNn4xBlv8+r3J8reLxo/oiRVVlmjeqX0cQ/i/V8acY3bnb6hKHymEOAhCBxhI5lPlOktFKxiY5FdZvTda9QpBk5v7+ffg0KRqm2tBCQpwYJHmmFGoeiwJBtFuGJUM33FlMTLXiTiuyGGaDtvRjLOarl2vPzTU90wst9dMiE51M5VU9GjetK51h82J8lfq6KBSORSPoWXk1Ah3OXUTDLcZOTEFT3q6wAo1J1RwZN+M5r5/HAmBjlka5bsrLQJA440OSDT7VQVRIzXoOyFy3Lbv0Yt2TniD18BCiq6EXahqakFacjlB+Z8z0BUDctpIzdyAI2LpViUGNKgi00ie5NlPTlY/WS33gZNaiv5kGbRb5VY+YzLwlofreSaFYWHjS6EqdI0mLwN7fnb5C+sbzIISAIPTgAkHsJfP+dJvUWRZCbYIYbFGOxHQygkRMF85eBUkvkqcrxSBzm2tzvv0q5B616YAgUHSjBt7ttE53xu0cVbZk52011McXAfhAkOW0jzItcWPn5l3tj0WQkqSCjqd6aEPKQZ8kJPRlJRVup/nu0g9koq6aN0h+zuUD+/mPZDFFCHEWY5zFIL8IQTzv9DVOaqnfIKgYrPAAflSUPcUQXlKo7ZluubDgMIEDMmhmc+c029UA287GtybrqINoiF4I8vEDNiIfE4IwQNatB8nwDEH2WwvkxGCEzi7OiILKJOzvLTCD3W6DVGmPjxOC2LGgmPtb6jHqW4kqBS3FAytifJ5p1QkkUgzyGkKIQcZXaJdwXTEQywiPqfQsNKQrsJcTgkCBEukTThMIgmlMpXyah0m7Oqp9daTAow5y/xmCaJUPcKekONMJZ25XbJTPMHwsQ7sOCHJy3XtIj7xGFHVHZZsVCHJCrlZQ7upiUuWJb7mj88x8kcWFBrQ3rrwS6xHauT4Qqo2m/feEIB4X0fewmQWCwC4VyaXeKQofVh7SKi1aR0KQnDpIQhB4PQotGM2dzvtSLotK6tWHBCBXvksw9mXGSwySRgvWMZuPNw8I0jv1mIrspchmyprHGyC1lc4XkoYsDY0qSZHyOiyXw/z3rJKqukutbASRik8EIYWdKmN6+ozAU0XK1LU/GEEyKXk97zWU28ZOWxJfz4+SN/pyNjcvpmmIOkZZKn2c+cWo5JB/JYt5SVbmL5XUbyUqX0Wfl7eiTa+K7eOXMYivcbpGguDhoPDDOqj6w60Q5enTHfXXzOOEB7FeniW7T8zyLQRRDCKezErTlxqh6NmJSPLcJl52PeVQt6jYbHGOIMsg5kMugyXZCjPKVitF0VkRE2iaXZTrQzyAm+R/pKdJ9PIOshomatdOCOJcgQqDEAFxMDl6Ft55/sfd3CUtHahZEJdC/Tf1ZnUd4+loFpe5syLzkqH3+dAqgZ2CsWLxwxgg7zDbAm1EUy2HM6/PO4vW05SdWeIIX92i2GNvujoa8jRTZUmXKqln3ce9vkM1Dvpl+z1WTppiwAE+mdcqRe9i5AOLbS6VeWV4YXlGezO61KcTxkBOF4K69EUO+4CezVYDmh7LVRqkskwna7VS5mLvzXqlcMDKbhgtkJFiFGF3qEcvV5YimYvPp+5LT6wzEIRE9upN4U2nsauBLowLdRtnXYgV0UfO8CAMeCwqqEVF9VrViomFdkP5wRqIoaQoMO+KCVIxRS/NT9W5J9jtWEhlGQLfj2ebhzi+K41HZ1KwqiRdWadnf2AMQhAiVa/tNJdXi7otzwf1P/P2l7O57dJUw+OaxyvNVEkbRfzRPNcHyauNwbcPZq4Hv+5g3MxjJBqUq36tDkJdt708qgTycOw3qaASI2WDnW1zb63fLspKqbm+VTn17nYNA+ZHEeSIYbf0UrZTtCQwRwgESVsKg3U1j1VAo04IYqfCDdYHGN6gSnNduU57c8FFLSbCekMcSI6OQfY76/q7joIlnenrRXfzVJwg9UG0DwtfNdYfXwohIMi9uFtoJSjVwSyu7Im8hEBkCNl0iWYQQzQH2yQgVzCziF7tHEHip1V8FLVApDDNLjHL/5SQIE4FYCHBrIC/LwRphfF3K5V41MGUnqGUi3SZt48vEAIXZHdYaV6llpVPldACQQonccgYaf6GgAKRc4QbkQVUk6qLzqsFMoKn6W06sXdVxFx7evhIdrCNr2OlGiUOF3nBHykQpDD9pIA9na3T1HGkJDjJqC6+8DyeCCHvzxAk7lKrJbyCnB4XGgrpWxtVSieaIdoiwCq6uEVXVzHraGFvDJ8NtDOrVTQdDetqGC85nCdyb93WHDAJ+yg4o62Tspj07euCh9NQYuazKUat/MEIksnOEmv7J4/EKLw/5qWvOU5pQdLN3SnRKQ3Z5velV4VU2CRY3LQ/O7LsX+nQb3ofPzT/+c9/nR/xMzLxTUfxuqTH8LH4vb3E9O6ackGZ5IQgIoU1AsA8u79G6fVhL5DhSsCL4d6CSMe+yXByxcmmt6qr3t3JOKv6LU4q3RwhyKz35kPWvirqIBELI4qlLTMXHM5OG4of2c3WLo4LRPpzGzLgP33Gs2AkrwY1UU5o25TF8NTa0FWCnQMwoFJLg1hFb4SGrM0nReVgSatdfYYgd+HuslPo3nfjt5b6DXoZVKSahjTEVltZkyVWJo+s28g5hs6Vk68tXFsinY6avBI7FLkBCZSHxEwP981kerzV/n7N2RCft9NTl7Wtqb5Weagt3MquQUiN1pE0EQ9rFdKkuJakxw1Zlo7tlBkHFHNf1bZ9rK+wkTG2CkGQdc9u5O4lfMTtN1yuK5KdzCq4X+Xz+WST1qXLonubV4udmlvEyO334NjVbRKKYL7WJQgyXaWZQUMBZ7QxhxLK/AOUMmGIn0llMa5uC2JJCpUGFi8zJoMgS+QLo6eatNJs8Ud1SqOU6slS0V5vT58w+ZPCxVcppB+N7RbOxAZZSdy3BH+VHmnoaPcaQe6NIHje0P4P7tEN5lWVt2/fvPlOIPLPf/4RCFIaHB48XKdNV7TTfhWR+MGXjLIjK3HjoRn6Gfe77NVonVjl2OxlXzkSVgDnH7N/vT4yAKSfffG6FwSKAyk8fisg+SqCNMUQE6NlRxQl7fmSh2Q4VkelI7KcbYSllgx2M/HLPj087H5K5RBGyX416b0RbH0MUDOjLKykCcMl6zGirlkgSDgEbWK2iwZtK1UVpNh38oUh+UbiZ4mQ1bF4aP3ULnB36Ye2lxWYHXuHsJmVrjr1bNA6nBAkmSre3oXDHCJAPRCk0q0w9o6TPSRwEKQHgnC64sHdBYLkYWJZK3x0ESNi1xNjXaHzYJb3ON3Dq8g5JI6O1Bo8zaLqbdZKMQhFS10rpDojyOPZC0l9FookK6DMiU3asgpBz9LsCvU0kpLkRPbFLSU/kHPsaCj6vdRIWoK4Wvh1RdtJLFx9DhWHt/sT9Fi2RbGghuMyhgOykJrusrARTuuilq8OlcaD8HJ+iUHOIIShFSmamYaayPDvbTusL8YU381mV7yucCpeilKMuEGhA9MzuafFJhKmOerdwqE/vc7Iow1EmpbziYJWHpCO5wQA1zDqKsOIk3jS1iqXD49FcSkIqYthn3a1+1LisbbUzf0jEQRWRGmqwWvbGayzVFT9optbmipOuV2P3Pad7O6eP90Nslesdi/zrPrZwaL8Xsc/v682VIr6n/f+/T99fP/9P75DmvKH99W0fHUkH44f0vF67kURBC2frP/4giBB3wXAYnrn0+Nt0hkyKuzvFGHJgybZ3qCtLPdwhVz79jc1yuybeytFXElB9EAypzEfwgda4YAYAf2RduHwbNx4si4s6P3A4x7LSChbvEkLqStbC11MVeoYrqJ2giG8BpRmoYYVikT1jrUAOqkjEx3hzP7Kx0Oi9FmzfWsLx5B2R355j6CF5uhgwlpWs4Xh7BA3BWSu6eZuqPbS0PUgaBaO2vUXX1sTPLrlDBeYrU/n2OPobB+xj30yYeNPtAK1+hE7fiGWqnE8xQUvhUjHnRXkkVBWp3vc7eUwQdNAHIs6Q0PFhWkR7ceqCbiwsNm4SxE0Q5i0KotCY4EXoSn3ky+MCgQVsXknkhZkSACBoln0Vd2qxo2qjrUsUUH0e0DLsk9YrjHJgp6LE9BV0VBZxpeI845u50cY8AUfKOkLdhDFNm9la3cNi4vRgZPqicOOQgcGNG5Z/YCERLiDyNs2/AQt4w73xPP6trGwoBFedskjA90kzRxoZnC5OxzTYMZtypqAVkQS1MPtd6JrD1lG3+jb8h+HIFpVJncjy9rOwmFWXPUv6iDVW7k9DIwYjlH023V+XgchlEAV99sHqnD8jBWN/uX/962897MO/ZzSEySRXhCkYQRpZLZ7qNJCeTyGVW7J87qqmxJLrD3L05QoW7u0f1DD92kf3nXfdt5eDbIrZiHepzrIlbniLGmUTcmEw4x5Qd6iftyYHm34wy/heAySJnu5KMh7tmricTwDAEpYE0tTeSL85qZu9cxeDKuFSQgPBo/fRM+6yh3s6+w+sGBhT64Xu+AGWDRsOhl2PZvfcjFFqZbk/lSs45r02K1st+KBrp5ygmJ6vHXqTbh8AhdVdIcZkuwpa9lDoNQUmhRybsNMRiBxUN2mZ2nlFwQp9ybkS7e3hB93yq00OWTZg8nwqk/t1Vtq5yQj0MlATegO3bGaEltriWytn864kOUzmJeLPxnUk/6RW9YMHGm15dMlL8RyBsHJgR8VRuQGCsZaiDZ3oqDcgc7K6pZmvogl5b7axCtih3DqSqSO2AXsMciVtzUT8zHJo34IF5w8hxgcq1hVc5XnLAiiScEQP1VelnRgSO6IsxRPoIeoWajVKjYdTwDy1WsEJxSfea8QKrSebcpf9XatgR6qg5kgD3YR2to+BBrbNXln2WUkz1u5WN/5IxEkergZ7FJaFQovVAj5iuuluKoPaodq/cYwzBrHqVdv4oRD7ZgvD+KNf/2z2QxW1scP1e+cwHz/j/a/cOeQtm1kLC6LFIKU6Sjeox0yhu2+z3FWSTWCWM6Qf7B5eTi6hkq8or9Sdfj5WRG3AMayjmpHixyn0g8I8k1GGY5Ty+zjVcjRJF0a1hpTrBIHMYKEv7U2TCa1Pae9CFnWlYmK/evYslovbHE1Kl4QBBvniZW47JyGBbMdMT3eEjId0dyDUzTQ+JVE0i3tf2fTXvbM1Wa5TzQvIYj4jYN6PQtlLC8Z+kXo/SkI0BlhUo/HdouUKEg3sqpaPRHYjHSuUGS9gaBtf3tMI81QwZaitarBsbmLcTnsUIh4yuQ89XrUC9VTLWtNHGKkzvJMuiFTW9iMpKei/m+HMs+LMhCLrIZnX7k8muOUQEd2u/C0kIfOEATdeosOBEmzdbFF4/dQF4IoGLQfLtNxg5BNZ0apC13OKJIq0jE1ggR1gJ2/ru02IcgkFM6mCzt04xcox64PsMr48qmmMqSoOkWGumyyCJwmocNhKCkmgZRCB6YTKvnaDZT/5GS99vDeFJBlw62066xQmMmDitNJwa6vM1PfLvjsRhA3nYMImyK4ToEgPTP3/1AEMW4QWyCisdEG90kqz4Mvu7n2yW2nn1el1f66570MIpgsn352zF4sGC3JlMSvsS2cJA1efmr+8mNfP2ahnW0K3ytOaqNRCA3gYcnCF4KcBn0apTvGYY6jIXoGpeCxC0HoOb0SafwR5+15j1lOWQO89yakbh7WC7KsbPWwYw2xqK0buNa9nIZufxjYMlpKCFIwvHh2EQSwnOHWj+3GG5F1PcNaCPUAL/9uJDAFgsBnh4d+vEveiVLWRc7Nzte7W+v4gCDSqBjIOaIbsZK6gpkVjNkxbVVNi3NsHZP+9dX1VbkIH2onX8W6XX311BYIElyOA2BnjufmNsyvULYREEl1WpW+YnyjLgEPPe7HMwTRriuC1gyV5NGAWboU5kQIQiUVNaWeuspTfaCtL1RiCTM7toV8xmITWYXqohKtFqW1ZwEBvP9qKmePkaaOpgbZjpgV1hnsdjOCvkrwY6Lworta7/iETKIJelabYkFjJWAEQTB56QY7kwqDvjoAb3CKAUEIgLR3DBHqBEE2UOH1kkFSgKYEas5aKk3X/LxQHKJhNLLv79Y1k1W4kJmPqhDWQmkOLBhtqocxmHm6qkflTOLduhMm3NZwUyHJPCqog0UWEzbnrT+wDkJZcmCeRLY8MtH66Vmlyi9VDoeKOeh+ZrCwxC373Hm7Ya3jr6kcfk71CGbYbL48scQW32SEfMkLOZ+saxhBBB4NxvgbB+HFw7HJPB1kkPZwcI/Qx77NiK4llvV5RG/QH+LA981ejBFEErsKYT/0rhIpkWqmngakITzW7yLI3AWMDA/sHuoSPCfFM6khiY4Fv1pmoqH7Sdxs+FA/dZC3MNwN1X/rhkbdo+CkF/MbaLUvtmFxq12Iff3qOrvuyn5BZnBLO0FQQZTm5lhhWpqrEbXUzUpTTuQksJxTGKD4eO3x+n63mGsr+Cd+GPUgDnMmju9CaVrOl+sRjsCizSsBoOjgpulhP2WF0XIqEMQSSDLrS1IK4q6NynKz714pGriCVmoJVbPMjVyuu7Ci1acerpBD3OEsOmMyNUIiiQfAoKBNvnYmhaZa3+N8/ruxpYcRPiGZHGquRrQttYX0My1VJiGWn4hypujVGR5BloMqVlGRQNRWn7Bs3nkfkRdQV3HXcmqtVGRCQBBpGaCjSkQH0iE6gKByGVGPqxODvdYqdGBs8yW6mwqhuEvE+dCWnKBGZtTmfER3K4chMV3VsUEdujB1dFZmYfUeqt+rRX8kGZie9Ita7jKh+lBUUrseoei0/sAYJNyns7kGWp8RO3y6z6S2/KU+yMPzvQZfBR8ep8uWQpRzhS+Ei9vNfDj/scH8dIjHJ7af7FGDoT6ZpYHbn8FJLWhlM6UxXyBIlD7aRSWV1Ex0NxHc4Lg/bvUxqpHbZA3P+ss4q/Ta9PKrvrlz4g+JQWQxV/XxI/wHKOaW19y5oiV3Ce0/vUAQNM4tux7FEOXuQyo9GVpllHv0+Yk/jCDb1dCcERBETCDJSXRbRRfQA2NBba7fwFuQ9sQKB/g7W+AosJ9oZV4rlZdWj+bMV4fQMaVKikxzt3Pjnk/uZhGtl+1qLaKlXW/FJZWVkTIONWPrYcZtc0qmXFF3Vmg8yBeHcA5n06MgoPlxxEe60MXgbplWkgqy4ou2bjrMlfb1+zAMxtPhgORa90o8qetM8uP0fbVsdMJe0c3VMkBlpVvGm2Fj0v2Oioeu75ph3O4NsywDJF2DsGchOFUndZ03fL58srQsMqpE6+kSBMGpSmh1HbJnhm9kZlseQDZ7tUc5G238oqaJ/Xb/poLjT9cucmNXQ1jSc86ITogRpKZ+OrKtsN4UuyypZN5cy2jLi7fbddv9TAeG4eprF79G1Dtce4UDz/kgLIsxhOKdalU8Mhb9n7kjp/rrtb4HSUZJlwFXwaMFDY9bFZTLAyecV9Q/KhbDPHVz9b2/45O+eaOloez/9+ziOqK3LEhjcrgLMsjzw2EtWZ7Gl5zUpihW27YZXH65Kqk7Yc9Pul7Ol69RYDabx/iAlVIVFlsGMSGIdQ5PhnXnv3xxnFqitFz6glHWJIqqCkFwtCTaaKhckzd3eyHI88Oa3Iv5XeRC2kezX/Z8/uxb3VwQpFEOkfb3kBNVxGFmX24GEuhdR2MCidSJ62gZAKDpytzaG6vkpzgL+48aLUVagEKQjVsoFOGGqdJKJG/FjLL3LIcdXUQvuzQhb6hRa60KQWwsrmgD+c/8GsDSzynOmK33SRuDNavZJeGR5oL7w3xC3hHtEK2TsTet2N8jbWEIrIPEl5Rb+50+ymEu+Q0xDL61FytAsBz35d2IaThOlKNl4oBPUfUa5Aq9Klc9FX2umYxXd5ssBu6aWqzhn1dJA7GKORC/UCmV2kfdYvZIDV2PMAvaeUELrybmR0m0TE0JLKdE4I1ERiP/U8UgZTmACyW0P/dmK6znyAoVg6gGwqyOPp98JGK8OKVnFbW3ugz6lxFWq4lJxjexiTHgENYHctQOFYBAUIMznAx/xijZ9yqKbMRlH5hEaODRV68xph7ISYcAOfiUE/IddoBjtZrUyecLHFswmvOZexwinB6mRWtpOHHcavrtHFaQvlhJtuWoRRJEHnxL8V6VJ2bfgnIUzZCzVnObUrSTJSTqiGTr78uF6sXvWD91WaOdqTX7GGrL97dryBasrMbnCNJYPWgrn5gYnmXLg2Zdp699q3/E9XL5GZ5Y68PDAHCOLWI2Oxc0+5UI0g6VpD010tuBa78UfDVVp89xv3UNmIawQpARQgUPD9tSu/1tPggIUgZByvIou/rInFqWl0EC6Vq5aaB9iF1KfMmIJimzVvzEzyMo3axCfxmXJ+p7QxqFW7jTbv/yFAUp3POzigEQv0h8EAtbpYhAjy3GXHs8rtS03aI+3jF3tdbr0CRkFbEYLPtrm0ZtY+iQOcH25AamUqNWEhM7TaR1oSvUPGZr8yu7LklzZ7qOs2GFth0xKCgSf1bLcJnr5tOCBoXHyVQD8X4hFrf61nZ+IaMz6xHJgSvDNrtgCLhCW7NDMRSCXG4DLP1rgvSfY6UNIoUpe2OBdVLNyT4yK4lyUE/JPSckXB3gILYNSzHWcz/E4mvhA1GIKlQsapsxJ9S1hO7IcWJCctFGyFTqiBdJKf0G79KRJRK9CSyiaGmzrkzRSZROHBIRLXTCXDzGF4r6TsUSy6pq9u2TTDHKNVToHyv3i/rBfDexFttkN3U9YcnpcMAVF4TZ/xlbAFxbXDK2XGpf2VEEHqhtilfAjLQVZDr9uNPdD+8bv7M+GXPvNGa3t4+Mjaja+Hg3rSZuWPsrnnVD+OIyK1xjXH+Hb267lLV/EYIo/iAGsWq7RZfni9PU/unnzlDjl8UgYEhpc8c0y7bd9hxPPri7Q5zsMC+sO2Hsi8zy9Ixvbrvd/kkEEXyYpPIx3CxVnkN3b4hhnamkqPqO8zR+ggS7gkrl4EN3dV0NSZO6IUAzjV0I+FDhddDrpoppPapgnsUzgvBrVnKcFE8uIYQp16q6yFRKQUvFro+giMr8LpjqFhFqEOqFA4EUijfBWcLUwZKJqQDRi1YPY/w1REtE5uriXTNAslUZ+3q1TVS3ifRGlRa0rJEmrpNATm0h1I9tb8P4yUzqOOq6auscTjfbaKZIMm00HZVhV8UAUfQp6rahEI9e60cfcDgIgdEhTmObneebIZ3l7LIMtPTwvmOscLK0QdYGNy/FsaiGONabbhJtVZ3gUeaxRdIU7iYIUk9d6oIzEBMS4/Hc6srw1+GdjN38ov6j/VsQ0upeo5S5SOwe13DHFvIACChJ25FCwUnw9tBM86xfK8b9mIexs62/P2TycWJ3/zechEb903dBB4tJ34HFHON8WhljbzwjKuW+UMesGp2xHGS57HZdh4G7sh+DsvWu83he9Dk/fmxWf38iSO7WSwi0b9VbcT/Dhgntr0zW5bDakQr08PzDvs8sbPbLEIQsZhaay2CIrVVc3vh3Mbn/axGEixQ5brlHG+R+vRwQSY1UrZEs0pNsMDGI4Z4qAL9HbUjurOo5NRs/jSASppflkFMQG2zHghaVfe/5CeHDsJ8sl6idV6CtY6I6XUYtjszW/gpIKUcFf4c3xGQYU+Ah4mELiU4nzexpxWa2hxqFhpWUPFmZ7OrB73YYiw5h5rhcTw9GCVoLrvKzqY69wNbLRD7YuqirlAkGBpQl9FupYfY6rhNIDL6PvyReVCh0me7mZhGqlval7cR2avYXi2K2hFS1ieAGYUDVHEcLzobn73qjZGdIEVjVxIhBPM/sqQ3FCAJPPehDKDScc0BMB4Io78t79p22/mpOu5jYHEk1EAQhVPQ/bEelJTffxnViAjeIeRuCuahHhGgJy7RfoEcgMuq2kb/IFkYzTC3DQMcxCirQkkno9pOHVPR1yUY55cJ9eFRVlxhXlkP3qeVGaoxhh4de15FHQkjtJ4t1ENDwGdWfZAHh3jfoD5UlMQ1vx71lSsYTmsSDyEGjXo+L5lDVqA4zlnBS5ESE0WC0B2kR5cXUmeYp2r83grTx205CGtIClU6IurPNPNoqgoMvp/vz0pbNG/kvxSvb8M39yTrIyS8mUGAVouz/T4c1mBMF8N9JkBl71XM1kZ+PIFV86tqlkefoHray9aVhJNaKsprH+SRqP6KUlfL5g5gez9vZaFD9iW5uQhBPRCjPHdhCilkY/FjXJwQZi23draVRLXJ+wvYo1OHQmxBkOAj7RiMIyu6S1hwwhBXDdr2kVWy6iSPgnAVtloG1rwoEWdnPKCP7xYfNxDMAhMRe/AVvYbC5Kf8J6Pz8UbldhD19XKX1CXgdDEYAqFUb4NZkwWckztlnDQSbNfJ7IpNXwjAYm2sl3TnWbpLHpp0JgvAiKC2jWTzurARCix58BUSjO0l0sZAwQtJ1CBY75BG6JYanVpjkcgYSIap7jQhBWphz4UY1MyZvE4IMjSCCSH0RkbvNBowBRR3C0zZFW5WbnBuKh7HERlF+9ewvgkujHmKJFn4JCFFe0evbjjLYPctlQhAbne52CUEk8GZ9g27ichVC1fgAZ1S/xw4lAkF27hpr5HDqTnPKeLqRjWhcQYkVvJ1ArJXJD4OxHnh/g+w6sGyFpS5lmanfCZ0T5rSkSkUAMoSDF06dRpDfE0WyHXqF8nnY4lOdqet5Fzuy9lwVfr6ci1Hic/LNlbiGL67501nMyS8mUpYCMP6dQMN+XTMbPPC7xfy1EPPPRhBP0qhZNNHw8/OTqtbii0tMgWmfh4ehqzf0pHe74x1qyw9rPlnW/hkIUm5CcyMQXZp4qr0BLzQe3O1S+jcDq9zGftI9zWRC+4Dv6CZkCM/glbw0gWQDmXRgY0sr85x8C5IYjap++gamKFzY+3GKo0nM7eGC1JEAq9IPbTTUTrTT5R2WdQf5J2ovG3TvFJqrOmeLRJcImG2VwkY5DdCZ5R0kTdw1+z0lIfglmaEwRb6PAB/qiPIWlfVYJDzsNUsGllE6GUwGk60feHlULhKVYundcq1FMim33HR1NtEyGQb9kE43Bj5a3WGQ1k2hUdklFTOU8vVbNEgrKDQp+5AAmpLDOiKCMMIj0+HHBFt2kNQNXXqqWes5hl7M6lWVkiwmxYY1BuiSkA8EPgMDEcHSpWC3UjqdQJCWG2PqugyGLpZ4asH8X6Fk9GF2dOrpwLnc63guejFFFuN6uoj4cUY+4dqJyBIZEAW0yerTcrRhtcEeICBeuNWvYgklVYwFQRClWvJAFGO+H/qwJK5ZDDQly5xKHdeKmbsTU9vKN72Wf0ceSHVFuL8dxDmyCTGI6iKN8Hr7AkHkxp2Z/xECxe2SB9x+UR1kcdJxivKHFtTCAAKCnAoh573fX4IgfTtuN0fHo+cEpaYs2tMTMHB7Kz2kkvXTthoSe0Jr+XbExWff1CgDQWZvymXSmN7EzXwG8O3WSTVeo1uo6rYK2d/Q2fJDJK8DGBxmuLv9v9aUDD4ywUdci9UgGZBu4SBdCP9a1b9in13TwOwwZ+fYuaqMkJDWaDnrcVEro0WFoGbjPEGYEuIWmxCQRedlSZo+XYR9o/U1ehZdLDSzCg2tFgaVVFwWoVIhDDGjCvKZKhJKyDRIq1BAGueuS6ggAoK0EDkfZAOVS3w2CwHxjYrSIZ/yhWzD8zIL0uVMyqfRS631rImo571PNTaqCfhvLoKUuVQRJOftaYsw2UPzt4UQEHUhBUnLmLbbBWK5TKxbSoCQ1RkpqrU8DlR3PlIgCAqII1fw8Z2ZsW05wUSd3ay/6IEhxQwKtG5MILlySXyxTgqIGl+C2rjamAlCg0YgVTa9JBCklaIKZ7QY+IJvIA2QbAQBQHQ6faTyCUEqxfy1zqmvsj/1F6gBJqZmxvbDpPKumDUPTkBGi6cfxNqK1eBabgEO5uF1wQDRJBCk2mz/nnmMlHc0K7eb4/2o1uf9812pb8M3UOILjTI1l6VpqCWXSgfNYFM0fxmCLOzpleTguD0OOmjq6lZ/pXnz8xGkkYWCWkme4aHUHuXhx6f7ybRk38s9wzT6Q81rHPQhRbKu/jSCqBdTbrR7GdtrlEVZ0nwE7WArjcEMBBjlcqtycpJC0aErVjiaN/O1v38ta9UIUgzCu8icUmtM33uvcIEodDLAEZMeZUXiFEiGB3oh6Q8k9vVQLFNNztXwU2CizQ4rfSSF8FDpDTYuSMqKBIcVqkqwDLRFL6XxJaaVXBYSYqUaATk0jtzD1cY1KVtBM62qJSPFtExjc1kZBXWhlXoxqoDqjFoANTCi01+6QURyPx27zrPUdMp6LOKaEKSLokkPpwNhAgfa9gQVDNHl+WwbSQQFIuEzZxeSKOJp1eGSdlwo6EB3UJKnTyvWxGg43XlwHwQRfJvbJSyYOrHTGGErEKTWtQl4LcTgQfbyEPzAm2fCHjB1yVJQPh0GBTS6x71+OD3Vrm7oTMuOSrUJTwPojs49fxBkwc1MaamCpORP3Gu1Ug216OaKxeHvLLj4pCQw8w1Y8O/KJuAltWn+1aMb2w8EcSl6Y0e7SbLzVvYv8ZCWtGLlpEGSWwmWXN1yZtTgVeBD3mrruUJZIn1seNLk90SQ9b1ly1VEVfOzLQS5dbFDo2dVbOs+QxBposIgyc/8WarR/vgFCCJrYYgMRJHjaUDIbEkksuBvlvNwmjqLQn4aQbzuuRpFIILcrJGNJGuDtsczGKJG0/1sWhpCKtxbYx4Jg3vpOioL/4np/ohBaMaIrT8xgZFvcuYHglrjZolzDs7aKQMJ4SzidtcOxevURe/NfZ5BBZkF0YxSRvjh1moFo6tQzIFspUlL5TwTA8jaC4wSLAUV2SflDMN7Wy242RQcTSulJ+iWTYEgXPTCer6LWS4PXzkNxOBGpVYEPnRV6xTgsHuLDpE2d5VIoWNKIP26XvhbWy2r9yITSqe1v0RkB8cKBdm27VxBs1JN86TPGi2qVqHEXEy70zCOvEWdy5EHBIlAJGGprmrPVDD3qSLpIrCrw7saTGPkf0dhWHd0vTKEjN2MZWWdlJDtm1I3JxzuRDlfR6NjMnUqurJQ23Zqcw1Yw5X4lHZ6EmE3vkiNX48XRiykBJ05LZy3bTyxIOvf61PYEQrVhcJyV59paUqQ0zSCF72QSAKT0VaFWILGXZqgqXg+TjtHViCIvm1XpOZh1K2On56Z67IrvqornewxbJ+jZ6ACb3dlcSv1igf9N/A9236if6diiDRN1cmlFSNNr1U7v5PLQwFZ2ZdZjJioq7uHl+Px8S7/OXyQ+b/PUhLt4BHUL0IUTrd0+W99n9rPN9owZ//+fy82u1/jpH41Bolb1Gb6Ttm5kqv2/IAH8DN6Jwo3Vp6SUZFrT1ihuOR+N8pxt0PXoP2TCKJFpnm+fOkxXFUGlnPyWjJp1cvF9cLYoB7+kkk23APdlEQGfW0gq2g2Kga1KyKin7IkQkMsOQ44HD0hiJoUGhHpQYn0C9f2LYDSrjPLU1H+qFCm3c8Iz4OORaxc1RBsLV1aBEEWbj8qG8I/bzzpl6FK4TQZ0JUgRKNmlUysx1nBth7xIlUaVdlA3vgk9msI6Z5WqHIwLeregll8qZVr2CZ6HeNwX+uf/E7qLwLw7NAUG6k3aFWtdtaFHEYLUq3oBVNRgjgN+1YchFjNo5ZGalHIUFPX2h+7vZCORs2U7FJPRKgoMMGWVnHXp+ee9OqG89HOpdoNoQt+dkoyVDYYxDR+L/XEVKdp4RWnW9UFQlTPFqPcMch2CRnWRDQPxAmy8MH7HEFqaV8YROUDxvI0qqlUZacYWxJWoeKEaVml9TIfVKO7VhuvrGC2d/SZp04cQgWKNEmvPkOQsCCiyT4Lnv0mGvn9N250VH8/BNHqkausxrcf3O+8V2PmDsFzUcb6DMl9wUktHR/NWi2OT0+N14zOn0CQVAG5PVOpYTqMTHEtfYuDdve5OjTLxS9DkGa6Q57kR31oqGhpHgy+W/yhR3BD+iDI7hHdcNVYR6Umnpeqb3yzm2sE0Z+UG3qOPJtmBNFmMHKndDEbyXUtOienae5Yx/CgNOrRgVgWQlSiZlqlcWJL50GnGIaNB/cFQZTYsFIsomrdgNnI3TkBgaKf2RTXx1b9JEsahimhHe+lLq81EnfVeN2zYaaCmb/JWMhzTYOBWsbJ5YmKXKdm72kIrbG3mqABzqm5UTuZnSSXi5MqoRxzZKIg2SLGY1QfGlvZQQjChjsfFH4np5glIM+KO8wXIpCyLxCEYvDErqGTSacTZZBy8syqpBgIcroW3Sgigr2WZV/0NlnFTRTCyoHGQ7M4foeqYCt9H5jZBPndL7OZjN29JrxOyrLit1herRuYDno4/ugaSBQsTQJBdhDY6a9MPcLLVItmpcqv/G5arVZh+jlQWmYbK6UV9jnPqUrJV6rPoI7KSf1CvyGOWqFIN6JU6zrIHA+h8cBBodQ9B/K1JJSzWF23dsqAEHTCCH7hGQsln27GCEGarNrfD0Gy1OkZzFEoe7Iw+TrklNXl/BJBSkv9/vHxLAq5S2/zU72Yf58hyHJhbxMNGdr5TBPqyPIv1OE5Mm6oGOSbczFfQZB2GIQKQRrVwieU5Cpn8m02IPrIE9StLM6yUkKjN0Ax0e2Zn0CQpmjtCgoGy3XURE3CHIed/GJc60bvP5zlkupW1/RmlUn7dRUiloEgeCfRKVXXQkFXXmmFe2LFBcZa5SUG0cB6RwgyX61j6IbTjfB9VA6ozA85KuFTt14/K8G2vC79NC3gkO33Ji7FhcL91Ykp+ml8BRLsKTawqK90CaWUNA8E2ULtwPQGJ0chyI0j5TNXl5cYRE9/rbcwgnBfZsHQUI5ALTYv/E7SqFnZTJfE2ISDqfuwict0C3lsBOFyIYRbLiSJlkSmB4FOzPt+b+TJGWUx4o8xJKA7KsWkvJNkCmoBIIU6Oj516L3Sa4o2894TsWEOpQgRSik8snCl1B1k4tDBhzsyteuWEcTdFzfUBq5piFmf3VxdaYqmqEyfYpBKzCTkgSDEIHM+4YgtYKUz9xku6lTMVXXkY1GgnlGE8u3YCKIsZr0I1QBfqWMQXVtoX+r9k1tF3ZM/ikESglhvda7rzN9Q4/s9EQR3hBK8VP1ndnx4psoojfPl0HH9l/ogpdunT/fzQeOkQpgPs6yU/2QM8u/XCLIGQY4+buOXStzoER/4a/0wzsW/DEFCi6zg8OKUmwMFCi+qXLx4Y2Rleo3MqGTGl4ezltVM2j9dB/FYTFs9jt2ukARysK0gQVjSyrqRO7s0noR8u0QEEMP6NSofTty3HpiifrLEGC0vh5duq54sdU8IIqIEjb2U/riLOLUAxXIVCNKpedKikDyrFKW75EOdEMRj5yFgw7CWnsJ+WbazrUoRgxQIpJpcuSMNszmi4wrzdXV8vBmcJgFBrMICQiovFV91ZOgkoyi2M6NrGboMNNWU+PcLv5PCnbJAkJoN9TKywi2m86K6ESJNcpAOYhpT+/KnrhTGuJXC86DiLGYc9JYdM3YYZKvWo1/mhR9LrXXW3OLcggLYrVk/YpD93gzGiSsaChCNIO5HpaiuQBBiEP36untCkDUQ7toms13SYbhiFvJzBLFCk7I0NIHSA4O/gNKXWcpish4Q2ekVnuwWtjbj3/fqBUFUIZxS2FYgqy/QCEKhveUqWOEkRgGn7hHKVajUU8zSjcyvYuztd0QQUUBC7aM56JcoicAVkwLxYetW7RcIokGYwVnIEWyy4S9EELKY29vYDBi7uL2/g12lYfBjavK6VfOLsphS0fe2uLJJ+Q3scxWdIFkyzJAlG2GoNxxoVlENa/2DIBiNp/bPqKQ6BoEvWdiazX2RzLV0+9cWLuy0Tl50yUEFVOhXlKQnBLFajXiGdLRV6ep5jKLbCZuU4mmgkioEaeXoVqyc1SLhbUaBPSQWM1FCW3Qtk+9sKG1UyiedjwJBtiftGyr5KgIKQZi2C7uaVM161g8AAPVpSURBVOG095pqokKQBaO9QhBL9gnrQBABgX3nYXDUz5ZzIAi1hhy5ctd5NqsQ+mMcTQ/+oPA7iUceplxkMcbNiOl2oTJNmwG+3cKSa2O21W7qbVVe/KT4hBBUxyFLDYcMxRGosEqE81rB1n85IiphIq7MqNw0ZTHuOLm4KfTbjI0grZiMB82LLMbVEJAkn2wTgqzA5Oks/OP7Pdyxwp3lPIuxgh0CmMtVMbrN/Nc0KAAgiEgy+pbNRU2JVjiYWZNSPaNFIAgqjzrfwnJHlh7qGZBrru90kqOdG0/48/Tz9T65l1FunA4+MEb/eyJI40VdKHQOBxtFGXikPFjo4wt9EHo1/VeFlMHP4YP8+7ySCoIgbpEaMuPNEe+ihCCpyUtnZvELKqnJMM8AgiNM29pCWdIt069zoEKM0r7h0qohOXkan+znIIhbMYMoU8U4FQ5BaqyuAkFc8/MqS8JZdafyepRUB5m5F8NcCmO64odZUVMxSDQYWvWYxzpHkJbrIItAEBMwWdEz0hIhCB1ceCSFaFGyaDjVYvX2a68Ub34oHnnibOJKqoSRuqleUDgiKSapZJq+sGk1okfs0RouCATJkb+y2lFhEPeSxWjnazkGgali2ial0JljpWm/8DuJ5gGcyaikgiD0jMgKHXVj1pRYbEYQYpBOOfKQM7fIEHdT2hIIIhXEDSGZOGILLe1BEkKo1QthsEK1UQFbhR5HeqEQxON5wdEoYpAzBCkqqcQi8C5UgGKCkm+Qb2BhnSu9Et49miCfV1K5vZJB7A/1BYZyANiqhAk5GSHICFdu9omOu82V0AdCV6wW0voELwzeMN+kzWpuBIHEP+gGgvgp6RSuIXXrJyGWtIqNIxQCloOPyHpmv2MvptowM6xqy3uEg7S0BntLDLW/xiiTMukuhw2SDjCoGoKHP1FJDQjRxvsKQbit47URZFzEIOYPJ5bZL0KQBgpDyWgizDslZqjEBg8bYC8blqh92J9CP4KXXcnV1J+ug0BJZWLJ0+PbTcjbQqJeuhfTjfGSTishiCubzOnTraMXI+2f8ICwlO5qYc6FKqkSBUE5IuZhzhBESYqIRflMO+SOwovpaAiL0cydzCa9KH5WXhAk7OsLaT3dvkL0IqSDPbqiaDjHMbN300ll2zSOo55At9YXgkxjeiaU0SFXIxE67t8UPvKvDOZcSWUgL9OV+RqD+Lou1NlmeTGPQrOxm9TguUPyXJJaQc4gXZA0PaZst9BQRqW90DqZY1cKmq7QB+GVwcT4weyPWJvh1gSCZJETXNcrye+mQHTZQGpaOl7Ix9uZzYHb1gK+HgO+dcy1iltSdHMpgTCiKyoyqmmmy6bvHmbamlaMkebzbm4aexswnJ30UCGy8c2r5iOyaLcHQa4W8zDh6mHm3XU0V4aL0ADYhA/ZyizENTFIRhbjpKVy5jskK2FdtUxQsOKFeRSGI8Meep6/J4J8BVNQOpxJKUTZzVc4qQ+fjoUkj3sfroE0fwYfJBleQqfSrVcWcxzbuk7/3hxOMchhEyPh6kOuCWh/PqMsoIPRfUsup6OpCqv+qhlz/v2k46pP08/bRcW19A0+yJGu0+Nx+oaKq56jldkEITHFN+WHQkO53XQUlVS+5SsV2JhBY7oujWalF4YxzGo+zHpWUC2nWaxQFnQlT62BPEa9PVW7K/6lk0P7RIWk10uFw8qLfT0yevQtFzHMGboXRbbIEh1chzJop1Y5FU1wzrq+qVwPRLXeEEmsPbZurNzE2Id98jCeTQytMi5sMOek7SGy6sJMXVbW9nS6w3Y57zNr46k9SGW2lMHLTtiApMnNdb6gLMBCXu2ihyDGA21gaV+gmFqEMC1mgtEp1IWLBDseTgMD1mnkOMl0TLXWRdh0XwIVU12s2fBSbZX2bPlaRdfJRv2pjTOE3S5BwnoGm0w/1aoUYpLdiEGuyWEYjRtDADF0xIBseu2GhqkKwi2pEtmwq5LsMCus8tp1xTNxa340UVpNLhte8/NdG5uHc5aRSpICIpUKlMU6Hc49iXD6aFuHlApcNb+p9623TqbBrsHWLIpkSRqfAo0H6lK4UDa/a35X+sOOZmJ9tIdrZyhfIMjh8WGJOQuYFsol7cb54M63EKTwrKQXc+8YhA1noSzmzgiy509vb1MDFvmc6S9FkPbnCMJ1AiSKM5oyqao2/CMN0d+bnyksf0snddawH9poHGPXBRBsvRfNRn1XQpPAXyCI629X8K36nq5fmnZdrOddciW6kUJhWXyC7KYTMYhJ0d6/bnrWhFh4EuZ07NxcmUxN1e7WKy+VzVTHA0H0ZM6noaJ4Op9zaljtdUsWmYWmddaNSb4KNlFdyQWMk1z4CUA2VkYvw6vqQ2nvxNBwJTR7gC7p/OSLaWgSn+7MzoTYWV52l4BdtpeH5YnZtl2EDluafHUm6M15GwvTyqjY1xtqTiqBvZo1CpVuyVtKCCIgCARxWJcW9FqtEXVXYdtDlYEgY6YpLpM9AcvNyO4uaBMmpNtGSDiT/FHdk3GFjm2t5mIqenEkW4MkShnk+fQ98ls6tOqO3yQEqRSmHJBZpVsoUGaiJSFImN4IQUb03JN2VHRfaAmz7dwg4SZs7Y/TMF/aA/Rx+S8S/P3gsCYVxRT0sIWZnycOs3EuNBI2o/Z34jf8659/HIK0Sy9G9tIH/DIGEeXsdvRSNiD6aEIp+dkI4jAkshj41uKRuQ5yUD93f8RPoPAB3b/M5P4sBDGENA0Z1TMEMde92Y4qSDv+tAqQCFK+OnD09bmYRpYQZBWj10Vk6mGuXuXkW5IQxAwfPRV+/kbTUJg4CwmMIDNVUvvdaxUxb2qppFY0O9QfFvKM55bNPDtkMakZsOEwhLeU7XRaZ7VNyyL2EBdjNmUdPorpiTeCiC1eE+4EDFScTUTDEz1R7FZmybp3m7Tn7XczzCsxyuvKn0uw0UC0QFGWt/K59UTXoRy9jcl+HBcGeDgwMAJTvF8vxKY1xSNBAhQzxD71dJEQBMXHrUXWx+EaXLedA0ta+UidPF8fVziUaVp5uk5ppFeZ/TvTlEBWE2XTnCviur5HVzXyKh1I1GnHfiGpyG5bSA2qSZozOJydcWSuvKlHN4a9YzzxRHA6YQE/5CMqbfZzEASeeZoxkgK0to/rzAM1i2XQJhPmgCDjvhGk7rk45qcquuAQWRUgt5xtOVRfFw/NJjBP3RXxqnutFJxVTqVbLlP0BMYOTdv/UxGk0W6E9PLXOKm5XHM/3e+XLh5UG/aVyUulnx+DLBKCRAwSh2KP++OGbi4GSsd9UvFbT38hgghCvnS6qlrI3QjSzE7csaa9IX4aQY6WBZDSsigH0/nyNFac5E953PWddl4YU2cIgoaxYUffakwRrlIus0nGZpNBKLOXry2H02tFcaLT84g24uSeiQvUCrlEHlltrBHbK10ppshTbS30bIaj5UkVZ316Cp2KS7Uso2rHTL/5WdG9sQuSgS6kWnx9lHgmQ1ZlOVpNeLyhMdbp+mxWExA/DiBYrlIVI8RQtkaQxciCHH3GTToAELWBLjOI8OrUGZrEkCXFpLULIfBJhnxAO0iHF4NrMFZLEN9h4BfS6wmBu7ipEU6sgi+h/oiV/+zXB+TRFSnLJW4w83gJr1yuC49sJJRzsrFOqAsFHhedGCs8MZw79a1Z0l632vM2MqD5NHTLAkEqMVWnGOTarxsNLeLp4ePgtiN0hiAR14R8ctfTLD07i1F0odPUxz7Pud18VnyNq7WDNDrzw9DS7LhwXk+uhl2KSkwBh+ifJynB1GFPy7n5r3/8cQjSsHdTI6mv51/GIBprFaPshVJ2f6e1mec/D0ECDRCKBCEiBxXxTs1c2YlMqYMom1E6s14rr5F74/QXIIjXva+SX58QJNFEol9UbZwQxN4Q1Z+OQZ6tMLR8M2C03kNf82nxBTPqYOnCF47myaNMW9D1jWWIPBXl+W69xaoIYrxEZwNTpLOrmxgrhyZRd1tPjFDqmov5yxSzR86Y5tUKThW/qBW26qksqifKzxHTF2G8Niuc10JRA7KpMgSMq21wHT51doLG0ZnOdHE+d43N22yRFrhZ0EKREDq6qoC1IDxIaEMGMOO0PXiFeonSYFnPRaQdIsWRM9UfHnhaILyFhmDGlNHdsqGTMue2zBc2CVXeATc9fIMDQboO73poEQ2Zo/ILwzpkkeI0won51JLq3awVDU8QSCY9FdggEzqpvpEe64zdYJpsFXQnup7ob0VU1nIhlR5VbkI55RqL7hsRXrYCPwQ0SOpGkE6YIyPrMogvkI4ITbRJvJKJ+35fWtOgBx/T7rh91FUVjaKKJqbzNLzrkGsfcebYfEK8UtMUvqNZ2GVUEqdHs0lDKy2lb9CAh/+yVuN3jX/+gQhSirF+JSdNjcBkXyoMHZ9QF9L/TWzX1Mlj9dVYyY8qLZ8UDINRhjMSpme3dkI7KASJXozwYyx5W0oih1Ma83Nnc+PiS2fKstVq8e/4VaN0hiBfL05/jiB2e0AKnNhwaS7jfBFClujbDazP8TmCdK+YCutaVcY+IAumwlEvWMW2GQ0nMY9zcczLtTTkdqrFFQ9gOmYRwzCv3c/19CUdi67dW4upNccg/TjjKeCLxbZeBoAo7B5OBvWYQPW0feKkZvLSxABLw3fL2PlOCNLhssIg2OOgGDO06u421P0Bp0gR4dWBkImD7yVUdfvGEVEMGTpBSJpPqskNnGMHVkDzbsngjT6hR+5nNtxSLBY3tFIrspiYYM8QShtZM0wL2h8vKvPrkBzSyJDDukIj0sEZNl+iu2TKmJeOduzWF+tybsc3YxYBTq9e5ISgB1loLyEIK5LPN5kVdzT0O0LyZegsCPWBXtiF9ntGcpiDtNDQ6pgubG7pUTyGD+qUPzuh4oiqpaSmNbCU9RFoCSkGfZoRPLIIC1dJWArPT664cpIU4ZHp3Wj4bzyNQBCmwMIRk8f7v/vuD0WQMwPI7GuMsoNUNTxRVxz3+at6wjcQJLq51gdZUe64Jfa4i6rHfh0xiJBES20iw1X94XrxJSXkJ1UOvxBxPP2n+vpTvrK6/Ik6yHbITP9mY0upSQy+z6ZhMKevvlb/vA6iwr/+XHlp2K0tA24828DEyCyeQZgPQytVFTyGciXkiAf2MQnVFNsRxSEdNDyYO0lSr9Mr/HudfVtSdTgcn6BnbmcuZmX9UHqYVJ61WR0OJR3LmnMm8nWdzjIiWp0QNRGJk4rRMFlyV+qxIN0qInAxibLn002IA8wBUQFjbOekiTTKtu4Gz+wHO1WXJ7cxlECk0mV4nRlgpMgoDFsMByJr6GpZO9T5QK1SVFLt96Yh+8EoPo+oDjDWNL7HlP7Mkisbrx5dPeIpvRga6tDnqveQGVTwuJyhjrecxWQjk0m6ZIRBgiFLpThBKmUQE8msphrKHgtze/l880Wolm0pSzE1gPQsSFWHm5x0Sj1M7VCA7rQH40KyEJ3WrsUOkFh3Q7fLCN+N9MnyYXhRWbpbnln+sBG/8ufWGRk70etZY7kIQgRZzEqswKs5xhTMuwuP5YjS+O67PzKLYQHh/NZEHbD9JYK0B21EoEaF0qS+09LPc3soFr6jskW0W0xr3x/RoCDwkpjYESLD//v3evELEaToDH2OIdWXFnUpZTmR8vxII+ZrfJCnJ43huUcE+X5pP9YuE1HqpmLUiMjc5wjSFXpoPdFq8DY5Qz20j22D63t5PPJrx+KoXMUUnv6+78KJn7Zl5DCxSSbpvL4QpgILo+Pp+F4xRY4WRt/5umWaFka6UWx3IIvcwedW9tTk90pTcyQxzA6b1oX488TbujhL4ymCFywCoKpGgSYFzFRuK0n7nFlgSr0kIGyQFtDxJ5R8uNhbeVAtaEEeMPoWH7Yf71SuSKJjuY+BhlsMOEd4R7Vy1X9RNm1Rp+XtYWyX6ye1BIB1MLGAGu08LRE/hP3M6unJkM8ecIxN9/seM6A/og+fj0BjEAQYUO9sgMS7/iE0qllekAqNCjVFLJl4ZDl4MUtpZJL9ssOzFvtktkwut4It4WzH09n1etzR0+tW1q/D8IUXaorb84Ihl1JpxXw134ZoOpIXW24OvjFqRWpVDEOZGrNkpiznq0USFCbb07vJ970bT1T07TDssxp03gtL6l725rvvvmv8sQjyykj3pDDUN8kz+0r3V0y0/k9P1p0fRK6w2teF3z1iBkphqagKQeb/ZjRXCHK7SIWQV1Z3P4Igvx1j5rMsRmd4pMmMZYoQZIUXSf+qIDBHAy+ZaYc9YST8fQ+Ou4o2tYnnxFaoISWFoV3U9IjFmVcZoM4uCysAZGJzT8cQ3k8Iy29Cu6aTXKoxBKl1IcybQqnCSct6g5PJbHF63rEbsea4FsO1MsPp2nd7u54MxpqjyxS2VzpCuvB3hDTNKIWddBkZzTCUY+zLNHREjDr9CiPyIl+JttBhIHZ68hmcMfin4KZjL8tWPpurODLbFcYUUvMSwNUlM9vJBuqCYKh7i/Xabr9SknNDN9tTRGk2VUb1atwKiEWyQtysi4qjVsmpmj1xvqJraVG+UBg1tohS2Htp89ad7Ol0HdTPMRZ0MXsWY3sGgQxeS7lAfgs/Y5pRt6wLIwnoOw0mruY7QxOBFZF2fReUvPvMbDqwYxsIP7FOS8JrwqOBA7EUCOpxFQFVfBuPSd3gaCca/LXhTZ+0Z/dvbRDX+prF5dh5UkwQwgC4q9j2LbRQFZgFynvEiXFiCm6yrmBOyGHxEvkpuu8Dy2/ryXgDgnz3j/8ABInpsy+1jqyf9nP0QV5DSOrFTBd2hNQvtG/O14eEIP/WqAONXX3dPzsG+R0R5LlAEMUgaIgL3T8U0xcFgtTCSikp3nbwdhl7OUdB3duXnrKeGyhs32OnyOJT2iVB/Ry0jl24c7w7OzWqZo6zr2Neq1XwDdBKJ78vVyIG6RlBED2KkgSFfLAHVynNwfRueKpXCUGmwzFs2XrWV32jH5EyQdHSmgVal117olC9DARRmbCG+k7XaXsXKqokkFAVL/bnpeuJee+EIPq8IMjBAgsYcUqGaejIhhk1ydRyQ+9AkCUnTFtpz2NCLG0FD9LgEWr10E+n1msEmaWavFMHoFX4KE1khVJ2vTQTwnmDzqMOh2ZPXIyarhYFglgXJM8skv4KQRLDxS0q87vcVCUDDASxQS1tl2s7TkH3WwVg2S+GG9bqmfjGeiZLir6ImsV9awvYwwO1AGZ+rcQKwbZbwU0GR4fRgFkmWx+rMqjBgukgc9PF3VoiPnsxR8hn/FTkopILCOKSq/s9S9t2g0nd+tu3/zkIQpQBB6v92eHRukb1FyCIVpS2ZuZxIYzx1aDaTrIXCDI1giwguntG5k9GENTMHnFKt23bXiGIyAPZm5dJjZjeqtWSrBDihnZ4YTG7ueFhVdSIyF1N6namTPlxFW0SDWJP3BGgk2KJr2jB+JXR7amlE4TiOK6UNdazz+a6Ca3DcVQy2TTJ8d2VEIJoeLR1g7b8YhPMeuFZDzEaolwYC6wQ6gP6KsaO7zVFwhaWEISooFsH4DJdfAeBztwRT6jbLl1wSfW9TtIMUM9kpDxqd3Bj/lZAslalQ0uZxs3Bdph30Y/bLjhh6BbhVZ8mDAWPikEQeTOpw5QMBfncGQOWe77oCV21ujeaNtZQzySoEJ4amGLY50geuy0RSrEnX4RitWKeLE0If3bQjk031CIn8pM5yfkWCUz3ymwx3YOxOy3uc6lBEv4sPkaztAHMEEITkOt0KQY5RxAqxkpnKqRZA8b+52FJRwRyi1zTNGpC7s/VEc0dT12nDpVGgCIOx0qF8XSYI14TKFXK/0EIIilA7tA0/+zQE4/uYfaLEOSFD5Isp4wg0xUIslYfQRC7ORaEkT8/BpFkyj3W0yAI3UaZXr4pmOTFnAc5TCeedDsnjW24ukr6mKhhhQeqR9WVKl/3eB7mC2vXeeew/8AwNQ5XUVnQQ2L2BxrAIZBRiRCHhi7rOZ1tgEIgVrwUqW0iP0hME/Ukr6A7VtRF7U+iZ7GxkDHECs45iWWHu5G9aBU+tWrXtVaM3nHNzG2JkyXRNK4lvnU1VRPniUlBtmd4IioNJoE/pSuyiRls5KtLrRwNmCBlikkBpnBDQRDlcONa6/qmksodhfCwqj1129iFdZ4LtpDkCmRltvX6qlUzglxDxaJ6iZwji1qfkAHoIYVsK7iQ3agLr9gA4MnkBPMihnxSRVD80T23k6GXsiza6JRc+0gO3ZSvWiDITZdaafBYNjR1ZIcxssbJKHr2S5OFKNZkKHqUqQJdu8FzZfkYa7lgHSLiNYt/S/zhzoKC3YPNvLu1UMFUm5jWi8qSphTAkhf7f5pMukbuUweUp+50q3IdjZr/oBiktIX8cf/w2aFno90v/bIs5hxBZO/ArVZYMp8Sg8ALmVpsiG7udPofkMVACHnAgf5WqSnfj3zrPp6KH/WkEaYVVzx+8lChGJo8c1mX5khhThZpvghO1+gFY99gcXLIUGQBuMU5VPW4jRPaAdXJVhLDLLIYIQgkByub+rEd2IZmHk8u+2zh4ItasI6Kw5VxYWS0Wgrj0Ct6QRDkOIPboheZn+bxLRCECiqzGkp4igq6luZwYrhiNxR+DElgKklrDQ670Ed3g+m+Ow5FlHsLj1Ba9R8AyAdYQMNyUimv1ApvOZoale4grZABSDAKBFlaI1PQ2ofioWWpoUTJlIoK3tN8ioKwOWJ33M+pe18KXKiAKN2wH8wQwlm/WytCuhOPp26lfZtDcbIRYmCpp5XqLlRArm+u4JrijCHoInKASrd2F8h+HAiOFAjCFxFOp4IPSPzESuXT4exXRuMwA0z52zsyu0d6S3dG9NNhDhE3Rp5ccOuYG4tplQvGyNaJbjNMSGdZhUk0i2tGkMp/EoLkjb1JIF856Ps2flEdRKFhZDFLFU3/vXScQSX1kKoj+t6OBpNxgSDLPzOLwWqGfQHrWEICRaAfb16YR0YQVbS6WWEV5iVmKRmvzNiIVNirWBi5hQAizlUktlhJmz+EghXUCRycVo5BZpOEIN3udRLaQpOsluT+4GzWx6EI5qWmzcw7ZoEgqjLiumaONgiiYiNmbx7NEBGFrH5k+nT4O8wcKdE0sAGmqx+tmDl2aVM82Ny+UPbRjBjEe+ckHLgcb7cKdR01a2C3LXfbfQDIPZlMDMwcyAkTgohHP1BVpWwlZ2UQ3aQ0qyXTG3pNclc4qZXqsaFwNVSV0r7USYUgYn+S/5SJ68YLEAT1ayOIsUDyh1AYrVk/skkLldda4nKeemgUQer9aEtNHEkMQto6ahnUlDSc15VK+tV1T3xBQRdunbNo65q8MYwYRETU4IBFbcgIomiJ60Se8BoN+CQM1+ogoZcowyDIrRHkTrdqyymF2kWuHIaEFK9FSwRBghkCwDoGWZpwxO0iZK1VaA/X3rb+k+og+0esI58/O+TalLV/QSV1EYXUUwzy//5ttxjiuGlM1ok2ox6N6kkmmf35WQyGEQIQ7I7FeDJ89PofYiKNuZRQ64e9PZiEPpfCWfOeHOXTd6PfaMukWugQWpjK3UlEx3CC2FqDbOT9z+kPNIMBJdSc5+46AMR1gnoahYCXlbtQCytqlPKKhR9lZzBdyv4eEGNGTHz33sBS4SuYE5gmCXRSMmLSAqqaREo3INY1OgX1AkEQFxNyWmuVvvQwxSCqt6ivqsfYRRyY4RbloJhaprMkHt5sdRT2EppTUY3DAd3xdqtrEQEir8nw5qYeijyhW2IE6U8s5FOEEtZdBR4LCk1f4UetdYWtHNLEPfWdXPLwnLC+qrmJE0OILlNrMIzsRoVHsSrLSTH6NBHZsfjZ0GecTQNFHINQknajup/d1G6Uh7BbtDTMdOP28mjiHpA+yjwYO0aQIJePUyop0BHSqQ6ihOvG0qvXN3UbGg6gZB9Px6k6JAkRwkHHuCFXYm3lvneKyXJzstiBGjLCoMoxiOl0fMDatbny/0m9mHYjW89X89Xy82OFBvrP7+am1tiCxoZjkH9Hn30OG2hvpuoRe3JIZl8VGfoTEOTZCCJGcf7mzcc3H3ofAZE0j1IgCCTScRQ+igLGZB6tFLzXXTIhDwlSeEZgW7tym0C5/cryhybJ2+7a5eUZyxLFTJsQudsI/BS6o9rTep1R8mfSKhuypt3/xRfXlo1UUK88IKYZU6mBgwL51H5vW74JG1QyvWdMH/PEXlMkvA4TVpPIQoIPBNGzOXbDdxnMKqBnhroPuFP2w+6yEBs7wXrGXFx/0BtSN1X6683Vx+1DfMtTW1kqZcquPXEHma5V+C51rnNbc1HWAZVVz4AxxSiRSLmaB75S5HJDdiAEUQlaCMLpqO9O1NJwiys6vkMWmK57DHzgWE071dbEZwcIou7S2G2spS1hzOlYuMENAQjsYNjpSmeWQpOAXVt9j0Ktp3Y9omfW4IiJfhCEiV/PE1vnQSJHwo8CQcSz6eFGdSp9GFVBEN2ZvZhEOV4QaCgkG95OuLmXEcqbolGCCpRlqkA6V3xn6t20WnpetF/coLGpIxDku+/+AxCk+TPdN7+FIAs/rOLqztfwQRbroYJYpIc8sstsrnYpxbvSYKYWLZLun4cg3+n/aS7mf/9X7dyDHiztQ2+u3n8UfGSFBmfNHrBsX4on1ivPiuv5C1tneB2a+8whTIVxaw0+M4PyUfinUEgN3YbsDIWMxvYDoGtgikHrXOO8620ldIfVx5UP0oBHV4uMvAIeExHIYg70FNeF2s61yEr2JOlbccRyacHgQDJ4BOVVz7v2PM3TXzN6rxik2yncwGNJy+xNn2hrpaMFTQrSbzivPLZQL1oh8FgUJ7WpowdCr+cg5qArZl4jt6Yhaw5K8vkw3VoWeS4ztQeCQLMkZeuWr3qIBln02ZUkBUwYyroyyemuo0RAuN6hMqqb0gVBhMLL0FiDhINFukImpgkIlTJv7OXrbpRR7dMSwQhiIK3BhC0AqrpTtejHr0Zm8oSCte9rC7aFUFrnVSIzNL1Y9NQ5HkIjl7LCFWnExJQZICeZNfudM9EoN61cFZNDAIix9db5HpqP6jqBy8L8oi50Ui5idnKSZvsSzYhxwin0Y+k3KwSpcU9q7+xoqhgkhk7/MHmh3xVBEtN6Di2IfGW94laHdy5xieh4RpA7MEQIoh1gMv9zEKTZ+D4hiOggQhAhmqLZQfvj1fsPHz+27bhUSfMiZcuKw+PYBBlhFsQB10mnM3jo3awQ82EzgXFmZQ2GuXIY4XvLaMK2phZBKMHK9JxGqrcUPi0nafabMmO/zNILs1hgdIiJQOKFNqy3co355x07QcKy5OEOBJHpnpGOEVlxVgQENRv/kr+UC/eBtEwrV2Wic+tvrhfs6k7T8GyaiJ8rjkShLpxS/Ldv1fV96+6UKqiBIPd3If0CghxBELD17VvJxrWs9xo6ZqE0jMxODLcLQei9DCkyTVQCVuCieKFgn3tQJ2onUFWU9WkRL9FDRgNOrG79ieL8hRHENZCO9SiTwnS50IBXMVZMsZENjHYxP4sfOMOuyzQ7Sd0izpXCQX7JPABp4ZoeuW49aQWEHvOQmaFjPk8QohuSjkgvJLhUVlK5PJC5nCGIojMQRKJOKgoJLlLEeUKQrtWijSCbncPWoY3Ap1btHUGzJVnuvnsX2VlCkMZ/FYIAALgpri1TfHLftuGUprGso8CALroRy/8EBFEWo5xKtbz++/cf1MrlKNQ4Qm20hlGh3Jq2VgyZmbNkbqnq/wPIpq1aat7Yb1r7UIjzoJqB8QOOKZ6woHomBMEoQaojemE3KX0WEuDlgoLSKtOoRPdqTTVBfE/RptH0VuQOMxKg6tQrhddbVGH0X1o28LtQqaBSa56FzjbL8fG2Bw2vK5ycQ6a0Vr/2aOve6u+KQVIBD/c2+bVIVus6BPdOLJm3byXC+BYpo952vzk8FM5Ad/5HsbosEAY9O4X2bQCZJKILvx0F/P0wD5dBi5uiImdmorkK6LqeFE6c4FPaZHsFij2DfI56nEWfp+ZaDCjgiBPb77jlXEhJ1pJdE++l9rXSkomFBfdLj9C6r2YEUYXFX5aJnl0XagotePma5suQVae46fzVnMAJHWdFc9eWSqwVCFJ+mxxRFbdJ8G57vLtzj/OuSGLucN3RRUsjVi0jD+q1/H2kGERY0pJ8s9WqIMOOXbZPMcg46tlRO3EU+V+IINFYSca5S3NBiED+TbrrKRBMvizBzEzB4k9HEAqpIMhO8Wr2/j3oIRT5cPJZqXnirAJgxAJbr0w+IothfckTJjKKkA0P6xOlCxUnFuI9aCHO7UhExi3c6FOQxb8gp+HSSY9q0XRM4qYaH2FJz5k50a4pBHEMIgRRWU0rs2w6WLjSWQPACAJnBV86mwhIncRTXiAIZK1MJC6qJUaQ2kmtL8n+dWtUYQ+2gli4hxMIopZO/+qmVa7FSFAxKlqByfqWz/e2vN4u9w+FuVixUA4KwvOWE/tAkBCbLwwTlHfd9LXP2pdhagRRTK8YYTXodGupG8onNECysGJyWKNqUiOZ7Y0gEDIMA6roalizLsX5fkEkK25qcWNBkOve1HMW+zWU1xcEQb/Ft6Hb7ye30Eo9NYSFun3oJqLObQNBBuEvN0ZFwV87Umc3tQJBEoQQLEgPbkeF6OH+/pTi3d3pu1nqPERKKpvByLVBaOFDw0e3hQTXieq2G8/0jcaMFLo+h25Mp/OuJRgvl39s5vSvjCDQhFFNINCcxdDLElrI3GzlSczCm8+5nP8HIIhjkNu9osXsw1Xgx/v3J58VB7d1ifiqsnjY234NWo9n0Im+J7mZFbWwISoXaoQ8F65NZGQD2NJpC2NKlcIEBTn5ARBy1FLbscgOCgXha/QuxlOt6L0968X3pEi/cPUww0kuPACsWN61CXhMfsj3Xq86sEW7TMAwHnVDWVFpTtCtntaZzVyiaQBYwvRAkGU0dScB+EKQVveFWZdiCSfhwhB9SvU6D95nU6yePMaEIL3W2+ytpm2kQOTEoJB/1ie+kvDzNrQZ1+GXgvejeipDpgijNFD3fQm2f6UV5rpqOef1hR1o8FyaDWnMCgj0pLWoyxREsmJiryj3tET9v2pNsZfbH/BoCX4YlVXpsauSlLrNvsgALX8T9ICgmygpI/wMBBmZzjYsEISZpjMEMYToKykPhSBHaszpzkQhREHlklykHFZ7QpDQTktZTCVGExmSPCAiMk/GZ2IFow0Z7kNSUum8e/f2vxZBZjFxtgg/gQCEGZmM4QTW3XyeBDFW/wFZzP/+rxFED/DHq6vAj/fvC58V6JotI4jWrxeYEQRpGE/lFlkMKXSiF/pQMc76PrKaVIcBZgTT8FMbvcGZMoJ0umnKBvHkqH8kQFAdhhhk5jPiP21rObUqaCmKg1bxzKee8pjHo4BSCY1TkSx4FYqrjvSYqqO5MtWUXS1cZMIet4iyKsFiuXqNIGPL/jEiO5FOaNePeyGrbsyLfTbTA61a78Hkw4doOUS2r90+F8KosPm2o83Sbkvw5MqRPZWzWl8dKgZ7pfcws1mTppVX6xGxW3IY1mlO0X3S9lF9Mi8vAVZW4mpNOjGz+bVSAxkBFrKAkRpGRkEvpqeu8NXNCUGsjcIdhUgyIHOyJHI3fIk7lq13PStTDCI+12YfXz3fnPVLFpZWUUXzOsQSC1vLKIVo8FhxohBkexaDJN4M1x1TO6AjwpIq/54+Z4cJLMcgptfARHQMicuOYpFailnVw3nnjKlYF/9dlVQPxmCcsZzPTlP/yun+HaYQslBmQB1DDmsj/PmVVLKYrTqBV1cf36ej8Fmx26WgoA/D+cC3urFtm1ntdrUb6HFD26IXs1xJz9T1NN5BCDJf09vcOXGHMAVtyllMz3M0LqEWPi1enThfd6/RrzkETUty1UuP4SzmFquwTQuLKvysoDvYj1q/0BvP4kUbGo42PaHmaAQRibUVCNJLsvPFJJ9ONwmIlFAW0c80NHe0QvObQJDCwtU/DvGl7wrk2wJBUhzixXJ/FO7Rq1YlFdhIPUuk5mtRvu2fIchylrSEVFodEcrVI9JJOOc+UPhhSXZACOJgMBDEA24z1FE2TOOWC72RUHkFxwNC+uapTy1pf+CbAMr9XagES2m6F6puFjG0G2FClLKki8YFgsBNDQeamBBo0eKxYOIZgpSBEGKQsWDcfe77uxOySjCYOkgO2BcK0/0zBKmXjSBLfKUOUkJdzZwsQ3iRfG5eCXcLPV/v3moqpvPfiSAGAG0MS/FL3Hz334ANQIgscwEP6pEnVbP54k9EkKenIosZfvyYiSHucmrB3i6i/h6Tcl7PmEMhR8ZnmxcxSMj49FJJDCYawn0UJnLc1o6HAkHmixDDoiqGQnHhfvTi05Iqqt0awkU+I5mzUMBUBkR6YJMRfsA96aXEuOMYRGP5KXIBQRini0G1me0wW8piLM+h93dAEErMjvWvypMTgmwWSdxUYfukiEGCpF1Ok8M9kjTU2XV+RTsvCJK22gemZHIW01t247c2ZrCcRyXooVf5TV8poRFkuUoT/csCQWrlwmDyBUHiE/bKA8cgB5tbrJFJE4J4fKVTM4KYbNINBHFawok7QhApMkzZ2WVTYT+xQhdOvRjx/6yKkmKQbnI4ZwZb63s2XcELsyUhwYvnDY0g1zefI0grlUIULJwQ5CWNAUiECnNlZwbKjsXZzhGEG9sbLQNByH2Xlo7gyxcnNq+HCH+58u5dBQTpNf+KCCKHm/zbMcgZFKxs/7A8+5vQnvOfn/HXPldsZpAmb7Qf/6BKqvgLsL7ftK/evFE19cMVi59iRpep91YfIJjiWGrLN098Q02HHtqvuHnooOPlybfvip6Orowt1cZOj4NftLKUnapidRuthS/mScJIpQx8Ba67Za2MdbxQ2y1tZM46h4+qt2YgX+VTwpDQD+k79u+3VHmaH9OLUBGLUVbFwdowy91uKn20EmNOzQY0BMTOqKkasUwvNCHSg/RLVVJzGK/e0etFYsDsqTZAzedrwF475fHh/gVB7lk0R5Ue+7RiWFGtXqfw0zWJStB6lQ/6jgcMrWirr0Nyeujq68ldMlHSibHK6BarUTGoG0GQ6Nluk1YK9uvSLDCA1BkARPXZYiYdpgxk7xLsPushHcIs1HcG0pbpqJ1IW6IAY31aj0mqlqMeOghyCH/jdXpow59S4/fXanRLip+ihLIX52x8aNFlhvp8t/en2CzVU9dbpOPDya7irKQV6ayhvSORABQ3t6HctE9gh8zTZDgadKzNpp9UFYSOeqfdbvw52PHrEcSuLT8LQexit3RddfHZFK4a5f+ezb5aST2TPBu0239ADPK//xt8EA1DDrP8/dXVCUEsec66bPU7CEl4Xwgs2MUA25ymoBjarUpQ0msv0bdp1JDFpxBhDuQxjgy2IQEv+eK+uVaVFHSkg+hWT375plcWBWB9SGf03CtAAoJAXmi5VmsxAQ+sW/wcaSwSArN+jxHq27EJX7qeRDs7nWi/WHgvGGI9+z4JQfDLK86GMrp1m1caCu7XGK01gqDQE1QJBekdFUE0TjqAD2Jl7sezXEbKuAeTblVuJY+JKMusuyDui8VhS+WjT+c+uZfnGYKEXkoqjbqrDv6Mh9nysH+5K6FRr2gwE4LAm60bN/wLRn/4HolqpHU2WuyKb7C4M0i95SLq3lhmqdUtjP4CXtVI6nSG2GXpjh7iReFEZZqwpxSRT5alXUKQTid6VMxFEwvevdwWD1/dHudw+04IkrLI5Lyn3k/ig2wT1vlpowDDFI68ZPrd6If9tRGk0czyn0SQf0dosTxz416c/ZwzmoCQr8YgVFN0px//OATRBLc6ph8/vDeCVNx7bCEpLn5obl+QzQlB9sVzyzB5nec2igO1UwXQjzt8EMUgS4J1JB+LDV6PLTFIrX4S0q0UCNIFFYRbvf6VItfN4XB+SuUlyB/hRBld2WilWEDVAgECFYZuDi8IEpfKqK7iY61jm9AgodqNtKlrHUCBZJepvFdnIzZYwhCFs02bCfCBhULlhdREXVDJsQ2YGPM6kcL/fRGLgCDcnLJpI2/LyeyzHEmeQEvQtE8CZ/uARysYLgY2kUkK852TzYaNMblZLXUkVqysI7JGMctn5b+JHCE1YV8zgrSKinHYaqo5e40sEN/E/rQL+IyLqRHkOqxpO9aEK4gv1HG6IqlEXdNhTwgYbGzOPbbic61mBGklCOnZwO9th4hHF3mfEKTodgtBZKAHIz0QJE1UpkkB/RJO6pTJsf3pyzAJiT6Qzki5GIKSOzE64cne5K+DIP6hV07W6ZB3tY9S6X90fP/P77//xz+++679w//8z/sP769q766v3v9PHD/oYfjnP//5/T++qzbfQOz/h37ytLzjyNoZFpZ/EKNMCCIfzs1E82MfoZR9eF8J5VCmWOvsl1iMbSOwTOGs5fqZtWZZReuxVTwGfvIr8Mnwql9vYy3TVkm+s8uglmatQr+9mAArYhAF+cyEprwpbZjr+WIi+U9dUzn88yrJLEExiAQWy6htomdRbNG7fTLJRR1VLCZBk1vTroREhhCqP7wQ5na6zJPZm1ID0a3K4oNcw+dKztqOlYQKspfTvN9Ua/n2rJt7H5O6ggYNE44RW6QaUlRi3dxSxoCHb8piiouE/SCCR4EgIftYdLnNNxfHt5ZpHa38OqQVd7bc2qydjGgcT0L3FSNIp3UKXUAQVCkhIkUltbijMPgREtBGUUsIgvNEQXDnCcg9pRKvs2d5eH8yzaM5N+gj10YQV0ASgsDXLQuvVECXqclLdegOEbzDfAKP9gVBzINn9wmjQNVdBrPNtjhhMsJbrQJBIL9IEqAFge3dW92hZvNzkfH/fAR5tdBPxw8/SKTCxw9gRrUBQLxtAB4iir9/f+USpYqU7394U65ct77/5790xvcf3/9QbXz3/fffN04OUoXjN5bf7T+mFyOZQ3TnDhKpAUJAkLILBlQllCMMw2JSC2xXJMMLWMboGvbJAlpF4+DkquiqWA6JxAZ4+7CFd6ZvHwgr5zFE1kkUtIJlDvVBzV21VLCHiz0P+96gcU+HvRo+ALUYxkr+d3oG+4YdTfDCutwXOc8mmbBBzhGBgRg4af0VPjJcJVPHk1GyotuGPADNNDj4IlnJIQ7TveDF1BNf6+3bnlBugBsuA+tEHcdbZ2pHT+rS1xVgbohhaDtWksd2mT4QCk3KYUMLwGCFkNvcIq79MrrxtcIv9uTYx62V5g8E9sU6XDfXyzCZc8VG064TrU0tMH1ptTTGE6BVZiZh4G/C5rb7XZp9VSyM7LsikCIG6bZSPYueEV112iAw3+LYJMe/eC2zubqlTDZqkg8EccXXqZ0mmnaHILTfx8yyO+UYG2t4J3tBkDgNsYwpt/b1WRamqwmv4hNa6YmvhCFKAcg77lGzEXXUP4mU+utikB/hr7yOQf7Hf6D/6eBv9Qf/8+aHH+JHvvvH9446UkzyDwUsnw8XZvKxlBHdH8Io+9+TwtBG7KI2tNT3acZK+TSzkipIbpPjfZLQsiaI3OE6lhctJG3qrYKNTXUTOYCFmdv24WayE4Xl4pnH4RCjFXcbTnqe+iVmsGp5J//uMN6cwICCRqkyAQhC87hT8NIR5BW3qzLQzyXHxpXZJ249hhAS7mv4GHV6kfsk2KrBldNE22Ia7q27lfuqplwKWlq1rKcRY9jwiUeS3BiZzRWwki2lCirdF6qMUlm+i2RGidtBT/1AHd1W0ctR3tPJJzYFXNsadLMO6S0lhLBt894JQYrpfA8t1mmv9EdWbBIQOJRD1NAH8SHGDHOkD1v1TrRRwipBqvCaSRjaWTugHHkiGNPs6CNPGJepg0Ql1XquwdXo4oPKlfp7CFyd2Ucv2QuGYikuVglB3kYgIqkxqDVHqqjBY49ShlLQt7kaVCqr9U51EKFGlhpjdWjHQ4dKu4isYk6aTgyzwSFr5Jm8TiUQ5G2jXA1T6cafUg/5dTFItXDl/kYM8j8/IPUW0ef7H0pKahSTlN74wX37T47vNAUbeU31e/3td5+9XzrX748gT0//qywmWMc7EKRnYvtpSrPOQFvh6E7YGy4kzHP2M4SC5UGimOFFxS+IWp1OZDCrbXJFXdHAtRmK1RHXKIagShHj9SeSaCXs0AZSFdkRNANZ6IOoboK5iwoLZTKrcgTbtWBOYcOLhtdIeUMyuF4FA3Y8HIdEjqjn0hMQYKXZsyL/VvtGmjkznWYfUQsMkLGVc+QXK6FBdXL5pxu5T0QwzgwUqC/naIOkEuFBujhUxzfLHfRt/SlRiZXMFdcnnUFdfbeeT0NLjR02KoQ4Lw01BduvZHWrWYdCvZVVE0+dsd6cGeNw7l2HGDN2GyAIprNacGLS5h0jSDLhFLNE9E110sRsLDyusWeAiAa9dMyMsLQRym6+RDjgrjMYxHpe+asP/AhvOprsq5NiCBJzTPN3E4QwL4TM9hIxEN0DuOyRhtAxGsr6VtzgPuN3ZwjSsyl7rZPUdeXFHlmyRYXMfFsw7G/Xre3KGswgCGdslGNFNpt/IQT5kZ97k2KOCC1OIUmt/qFR/e576h7fvfGz970RpPxGtIuojJDFfPflKdqlavbH9GKktHxna4L1GYJE+6ElBBkubM0eEGJ/qEAQ/WwZ3R1NqSZC+k3nJk2lY9Si2GW90tMXzdgFsnxTez3ZovIFQXjlaTocY1xFG6vNMlKfdfJdZHgV7eQy/gEumlLlrRdggFlcfSzlrm0MLhpBJlM7NYexrrZoUM9m91F8ubZhE3bVC12NyBk7pWoOQLC+QnMnpwEcCJJ4JKn2Io0yMaaWGl4PBLk1gmxRMtI7nSGISukT2O2a3atfU7FVxbcvJtBqs03pmWU+GCPWeoWzUnbrJDFt4XNEFxhpaCGIYhAjCNP9EHuTq93KCLKCbtcKrciOJwMqshsV6YYayCpmYjxdMLXGEDNyshMkDyk7KzR9JHALOjLq6UubjSeXYZuQhUd3gSARhJwhCD5d0nw1gigUs/4/AlNuD4zwBSq/zVqnXkzF1iEIG+mrz8O/dxlndCppJRN9kaE9x0dYWUElvo3a23IgSLP9x0OI1qekg/ojIcjjbpg37afb/r+955uSM5aSkxgg5U2RxHxHVTX90avKqX/8awopqoJorf9uCNL8vtlMjLL//d9nCn+28FgPJE/48UpkZsHHjbSnahBB1lGTxHde1bMMvWU2DtohiQmKRgfyNAbNq4pdLceMU4ACMpid4rPmpqu8jCBTpycEAQ91IVWsrGDtLuUvLXLttNPU4Vwk66G+WZOU7FvJvbvugf5OLfoWmvTUyI2tL8E5GXAzVafPIgdbuUEu7NW0hsqtRJsPp9OhDqwzDrQI1/ho64Xa7cAN7fYt27uQuzBef+No8tqVIeo+HfgOnfXepG2Kp0K7hdql9kEazLQCjp72t57fTj6c3eRK0S1nyqW2B8oYe0HpLDkuZb2kJ1ZO035ngzvIT4vQIVvtKfJ/1GpmciTOEZjtxXzcYBlrTksOecQbM19rV+7iXmFaURSjEEPED44uiv93XQsf9Y7pxC1XbqmFKMy7VhK6JCnc7tz0tTA80/6RTEVaw6SMSLumylCxLVcy3YQtWrEeiJGk8noS3m2aAUAYv5iqdde3BjTfIBjZLQMULnylWHCCdrfhDNGG2eQQMokS+dtN8JLxRPf7N+z97VJRD/kDEQTVMdnmDoQgz/sR1Z3iT/8zjj8QQexZR0avDcqShUqAW1dohNfk1zRzXgoQbJaoVNKdselDh19RxnQPRiK9wptyoYmFmPvy5Dkf9kHQsfrJvjDKcZb7Zi2UsWUmkr7WgzbRxhxViTXIgwJ8xalyIq+6LRII0gqqt3Y2zX9No1hDc3POIyt405ON3+rMYYhrcXIhzJ3ri86mUw76Y+IG9jbFO0om8opLj9FbMsseucYeimgUMpS1vYXjgcb6Zm/RORJALd+RmKd0Xt720AY96I+ZlKGEOFvKY00QcgPJfKA1t3fJVTWSxYj76IKTqbk4ZcQEXUEm69ZwsBYJv8cs9za0nDeT5VgWXDBg+mjU97J5fEA1PS3mqNpmF1BqXXevelEDiUoo5i6qIpQrZwYQEFQqUOKjRmyznv6NDHokHrLyN7/lm5cgWUtCzLUsk1ARQUEEJiiHhfeO3kWwKjnu0VhP0/2diyACkNkguMPmibhhY/zgD6ThoHkCeTB3NT9Euml+zAEuoKZg+ggVBUVWadjkYK2Rh1uVVWa4B5oO++ENGqR/CoKIFiYjmGx0KyXUfW459uw/Bz/+OAR5VgzypC9679GVVSBIP8N5jH960QT0c7RejE1BDT4F3s/lGB0lb7lGw0Yjp107puIUMKON617DchyBJ+W9Xh0LqHk4c8M2dFpbJuQWe7yljVxlF5ImKJdrTkihpBaxfN0eAvWgrIEgdQ8GtzSbJUlV9v7oi2reNDfHTH1KOh8vCKKe5xDRsS4zIFdXCnkm+LUSYG1AkEnuMKrldo2VplXQQUwNq3t1HVIMQp/JCJKEPzWLPYSJ+VYX9TZXtcCODyZAKL3ZzFKkoc7FSMv8EK0JIciYgrA1F9PEmIl5NKSS24ZrPRJ7Ey0D00enklK3mw9U4qYepIXObMA0elxoizLx1o0ESEteu4EEWlIosSNHkyhRr9w6KaqH6Egn/KlicBCGXhmpFSFI9FP1DTJHh0Sk8p2bHA/slNqASYg0M1igPKSXIekU0QIfXu2XmWQc3jrJKRCEX76FaldBwoiWsOTMBqRZ0bQh651peoFkytM5dGhGbHKKbFC0Xs2SOWf/4xt5wlX/DAQJjzpttreySzmwYwlU8lL174kgt57QYLGH8SGy3RC/tXhGUdkyEQxR5T6Dn52sG6T1FwcUbXsiJPeSmxF6DsuN+yJUX8OwnkEWKYd0IFHEA29SNTWVbi6jI+QpWpKTwUzAJb/10rbREfbGHFwvC6coWBXWLmWst4+gh95rvU3djdnMal2Y53Wz5Phgu3iaujadIhcTDTxXJWETUuKQ5ullwOVmUD6E+zx/E1ZzqLH2TB+x69JkJAQ5GkGOCLwN3yr2V4L/Fkfh0T7kl10gEY+7xhlx6roeY4mpnBEEQSGI9UODqPAX7zrY6hRmX3actZ/djIpEmPItJRIoB0pUMjIWba81SZ4xa4vYOt/QncqYb9H2PXOllXbGbGLrr1Z2CkGMIN1OJY0MFhTfG1WjNHYRaSj+lEM7yGmWX/GJnHLGi9RDXi6jqWumLu5yalRLv8TGUkc8EFUHCqrq2aH2OJngW9JWiTr3uv4C9ZgdwlFXDwBTMBoZ7oXFmRFEEAKCCGLWFkOw6e6barva+FNiEFnU5Y1Be3T39EkxyABMqb72t/z7ZDGPx3WO/nGMPDC1ObI7lG0Ii8wA/w59ZR2KwW6mduuVQqRQKoESmblJflRIWPF8QQ2XEZJIHP2k30FxAZ6jGpr4sAe9gGYmZra53Yki/kBcRvO7Ez1DJEqhd8EG6ZSiBbcLv8h6145NQ2zpFHoYdpZoI/dd82Q/tWwOYXeykdZMoEVy+HgSuljz3LpIR5FQhc6WM4puMceflIykXWyhwMxeb0rRjHJmru1pTCt9eevxFxiZyIiNFdg46FYsr/TQw/sIy672hQzi8YBWbC9iqqJx26qb2hsiSz2cHWkeqSatwsPObaatvqYpeZ9I+hUN1df6WMEM0CYIXxy7R42jeqRu7ML4H1NxNlWnr1Q+WalDcyExjMijD+h4BxBCAsjBPZZYk9bqjQtBbm0LDkez5ONrI49BFEmw5MbpNVHlmCtS9eOt442kHGKDdf2+px43kv6Y7kkyBh7g8db9X9yolsAOMRFXxOyT6HvCF6uNQDtYpzbvLL8qiZb6ZyBI2zWPvDS6ffz0eBhUh6ZglBp/UwRZKrWYzyMsQLNkEq5LWCG7BLLFtQxdwgzGhxAky+yT0ClWtrKYm26yQ0NAwmp6UA88lK2l7qk08l9rdPddJrGebqx5RvYRxJysg75ExCMJYQt416xPGjywhCBUG20WiQJe7sXjFgyyO1xnFgJ/VtkSCPCQzqw4vsG6bmgRQzumxNlgrEFwcVSP202vEDsiQrB0EvlZAAhybS7kBG9yh/6rMwLY62T7rA7pFa61Im7p9MqIZ+HGghb/ep9oVrDe1ckIVRXrdBlDGDAO0QEH730Y+70+y3WTSFZIvuqHVdNVo1bxXyY0gMILa8f0OTPVKd5yR00giY66iOgjqP1SZyqfhFwCQVx5gZhx5og5PbV/l1ZElWUFtWcQROLzPTy7w0pqs7TjB1EWcty4XwWbVPd6KhEYIYhqJzH1n1Cqx4gSwzPxlBEkbTZJUVV1jo24ip2QWQq9Vv9SDOVj0lwVgVr5E4oZw4+qRTSafwKCCCqa2ez+6QGbqceHx9tRFUz5W1ZS/9cIIl9WNjGadAuYxyGmrOrdzjTNhYuaqhRS6uv0XUnVYxfJs9Z4j73ZTqdWcWe1ettbYgsjuPHclhIP7X/K25X3ThZBTw0EGeWunYysw+cYRF274dCyZx68SuyBQBAUNIAFWx1ov0TvTahjvgp8+XzgnMeTehhp4341jfWFqpOtrmyhN9lEZqAiHuLl0v1hoj2Hqm+T6m5KouqI1ed20hxYIZZ7FbWF3Rwf7KxFEdWaZUKQTlnUq5VF3J3JHIIkrwvYHZJQhj4joXs3RME8a2MtMqZ9wjvY9sSs5gzXbdaYQjrlmZP5oHejMohm+/pkODWLhnT7JousbMuA6ELPySRd3NSNVe9VwaCCOvF4ei++yJHFGDjPzV4nXtV8xDUxolIiUddVW79GE5FExswewxNCTHaeMp9DGZNaW+hC0ajG3Fdl7n7kZoYoAKQDz7cjSp7luhew1nY2f3eWoleOM5nlaHDak9v6vlXyFgXvEAJwQhDHjSQ7PYGHFsufkcWoC5QphZE+xifaMQQk/zk5zB+NILMPemZGWode0jJ4wxl3bOtlhxIieGrFaUfsev6e3kC3FcMaITTaJQeZhIsaGlZBWliYCIqSbz0aKHpcK3bUZs9chKAuiYzyJkoLIkpunDSp0ykReIKCsi17K4naHY0RvZkEKHKbb4IX+LysItFfM7NHnp98F+uWa81Y9jOfDn78DG01pBons20sEq0GAKJs8fhO30Y2JtQ5ZSKtUX7PR1PuY4vbpZ5grl3boIye8lZGJ+YtAQiF3awlehi23If7wv8y5nvUT7gLwR3dVkkj91N3ut46icJ1LbLSD/PesZOtwTSCC5LCtUJ+mbtoAg0JU/WMlM/ISEZqhGPPwK+hXok2grSsfnQZPqAbMpEhGl8SSO+d9WKgtrCqNXLDDsCn8zGeB2TxQt2pPkBcUaZKtxYEadl7XcWXNTcdqVeuE/1+pYWbvctKU0YL34pm23Ef1yFIFllM662+xsE0Sjv7GKOzn90t6CDLi1EXI8waTuEmqciOYymZksQyuT0Wd3SSlYQd1T8HQUp5tnwUgnx6fP50N8hiGOXviCDPj8fpB6pV4gOmETaMnZGS0ZoLyR3xQJhm7Z0sjGLsgvhSTz400iijYNIy83MFXQruQce9ykKjvB52pxXck6RGTRSytyDh1C9cpjbuFvUJ5y+hT1pJeqFAV8Y71umLSsKJ4EHVjDWPIrxn3BJkVlOmR+p2RrfnllFZHtDyQluvPewvvpr52dNlzHrMFBP13cV1QUDL18o+brx0oY/p5iwXlr6dWr1szqap043RVSobNOx1I0ammr0wZ7NyTzdkw74K46zQcGfSzERN/WXZ7rv1AuxeGqy84QyfthU6MQo6Fhh6K+CR2uOEsKRL/dMbtO5+BQkXfUQYOKKYaP+nuoS/nK40qtlSZ2cIkhQ0QX7txVC3Zqgs92U9Eloj2ABB4QJbiSO0AxSjdrXT3EzZ9Z4BwWaMLCxsoRlld8GOYpIWU8keklH7h5cVXBDGarVfDLe0V26LgzvjwvNs1JfvMslcixYcCCe1a2wuVYa24sj9aVBv08+btFX/+EOZk2qnozsBiLynnw641v2NEWT25sPHdi7P0jTStJqYeroISod8K8aDDBjovozQhkm2PbntVshwGBnx2Lz1beAQrAy7CLTS/IoFQOyu0KKrS23C3cJ4oZ7BJEAx5HlXah4IcoIQVTZR3kNbU7bXS9a0EGRMBSAGKRZaYNhlkem404D0OUIFdWykHapQjFRjGtPY6cK9ojVzrRkyIT3HOcofwliqrt6K1BG75byba3u3V6xWpnSN1y5NrsIwWJtrwZTqBIJIYrncQqdOtNS7z9yo2EJlR7ZY9DCArccgbKV2GqUNs65ZyCxKC0Kh0tT2KZvdjFiNyog8l3ohZ8woEl0pzKEgnS1DAgoEQaHecYSEZlUDCXf0eqHtmNAqfKmEQf3l1JuAScd2ngRBZoxPZq0kJttJtmBqoWgv4VufbDz35K/euquLQJCVql+oML1tZU6LYvjFTRmP4JUzSWLvaGu/RhBVnVfYIBaegki4YEJxA7PsZkh9+mXaVz+9/tD+k2hcbRAkz3cKQtTOvVfcZKWB6t8QQTQWc5wLQT5mqg14x9rjhuWBBNLoDSZuomElb9OiIRdLjH1bnoxiI8cQHDzyMUXZtYeg7MKAaEzRjW2R/ijp0SzXdY4l5pqkOQquSOpSlOdx5GnncT3XxzDdqe52RweiJa2eJSXQ4QzJYEbOMf6Vq1nd6oyeFE6vaKn4m89UfaP2qchniqXvlNMRi4y7NJmUomVFCbNAPBUOVCco42e3jY72hOQHQosUBpdDGsOdt+ftShBEcKs8SOAiGtT+NmkOneyo7hm5GzKLX+nZLCUQJNlfxefMXTWBMTNXZjEKabe1ovuBGFiwqTwxgxAyimQtrK/VuMb/Mjxv3FpS51q3kpeOQOTAnDSEUiCIy9RKDuuD9dJZC7Q7zTHTbNIpw8jmLduE5enprapaLAQTW00IOA6q+SYc2Al7CCvFRqcHQwzSiyZNr2jChI5Iz5bch/CgOjPqUmYChVWdu5YlbcMrQK+SX5Yehhzp3LsXBLm9Xb9plP6cFqpMY0vZcDB3EPJ8VKiWoTTwd+zFiFJ3XHzk+1UqzMYTCGK9cu0rKNr1zQM5CWsk/7ZKIAhxqlLivZ8ja/IruHCOoMwgdIY6vRSzuGYIS+umLPOBLAOiQBCdg7SfcCJmY6Uc4kQihR/JaaVueobIC11GsDwLp912PMR/hhRKlysFja7FjHWqVlQYBGMk1eWefLItEKgAfeqeEZVGggoVQNTGFbWk50vs9frFDK5Ik4LIunqUyPkwF4Tbtbo4dr+ZDdyAeYvACGZP4SLTUeWn139b1srLdxDcH5K6ToEgIrVvSUSQPOqYmVcJZZ/aSbRrtI1GCKLUAhtUTUVmyVVQVEuEokSoUOriuuiQaahEKVFNFeLFIWSHPFGi4g+R1nwhPI5hADICs4lPyBw2D3l/bPca8hZnPDh8a5J6GABSLswcjCP6yNgdk/YNwo2KJlgUwZSbqr45GbWQCYkIBLXpjmsgQIqlY8VzU9Do6aGzCO1Ok1nrqZhrV9fXRFpY/dLNt+qMZOuubvSt7R3TFYJFIEj1TypgtktteQ/vVUh9etiI45Y1/sYIsvzYznrKY75AkGkgiB4DPa+1ZFVwGqq3IIgKjwiIhBvVzEZxzIyaQF2Jrmq9FXUTWNskQ8QgPRbCZBYIonGN4GgYQRT+Z2gnJmKojWBCRsQaFiAI5jGhdKF4HTYEat6Y0ItZLoURj6cn/rsRBBKmeFezeUKQ2WcIIoERPa3lTkK53qn4IuzRHjghO7Ci6czVRhxuGckfEJHDcgjSacekd/iq6slAgejrnhyTEcQZgmxBEA2DlPtJG7JWKDTFbWp1hq4wSi+AeUDFakKQFQgCErA/h/mderM4rghNrqVuX5bNXz5PCLJcmKahgEJjQUtYZEl/4zWCBNlG89CZEMQaQsi4q5g0lhmNijCBICczmHJSUxYHWW0ZPRAD1ZQSgljyYWTjYiGIm7i+MXnM/au8FGJLRpDOVxDk1ggy6V7VFFF1jSDlsK+pQ7+96V9fKxMLBImu7u3t5g1skD+lhapWTFXVnOW9aqlSXlMdpPp3jkHevLn68P5DPkwIsmFgxRAyY6l07VIYZpHFOEXSEtJDJeKqYgkHz7QMQRDcmuQRlKM54yfdnHTQw63ZekcIcqP9kEqL9XRXwfMajhKCyO/Nin0R13e6yUkCnUEREiod7awgCL0CAYBaJC8I0vU0hf1kai9ZjIqi3anSnORh5RhEjnRWSpoObujeIHWeyh+dpOEuYJE3TadrhLRC4zTttB4qm+VZdBmiDBLTH29t2NZqGUu0tCIGebgr7KgYFtlt+9y3cm5G2VlsF54O3d4gehQ75HKVDVG+xZdBzVjmj8TIJ2JRhaDczTpgpQxvNESsWZLZIQk7YukiaRe9UODDVAHzurRdfCvPKqktF4/7k52pfAzRCUG0KcwoUxtBiiJPikX4UpFXZq5gEOZQO7p11kWgDSwEGWcCjr7lyuCC+BcM5KTBmF5ZCCIh9wdTxO5iNJwYRBAtk+KrG4St6LlZGla/xKtCvWt9jF04eb8giGhc7T+j+pAxGqOPe3h8ftiRxJT+TLW0P7sOIgR58/7Nm/4JQbwcDSFaY2P171os3dqLpVTq4rZc1YSiGTIyCxvFqcmKSP8ot1gw6nxmbFMF7YWXkZL2a+1PdFhBkO0qmUEzKWtzTC14nJmTewFFR3NMKayBWur2GkFUHNCoxxgJLjTMxoEg5M9WFKwVlVS9W0UxiIDAp9tFFjMkVgfzKjdq2XTr5ZQ21QuGeSZ/ARTQFp4QcQyCoV3EICqpKvKIgY8XlVB3K7KM6qrSmchiOO5eDoxQutjXlN3cpE7ZC7/hXqpK5ONd6MEtTbUf0CIXguTi7V1fcT/t/mAEke6ael1SXBSCqLYyjXHonUub/pCqHWAJwzcVwzLntdRAIrKwaTjo7dYmiKnu7NaYESRSEOofIU6q3yHSrtqEEATOoc2oZjYiy9k9FIxkuWKQtwlwqJsZV8MUk2oIY7i3Z3527lM5i1HF7er6pmesM9hxQ68kAaDqj9rsgSDxutu7zZWEz/80BMmqmoFa3j8dlcLl/0lckN8fQSQQ8qoXM8fs8s2bbLAOBMEYZBZ+g4ICEKQOafsFQcoJQTovCOI6CDEwtKsZXc9RcODVEe17t+MBZq5Fz5T4RwSqYgTQi5E0GHsmlAw0ITBp0bqX6kjPCEKUbR7ZCUHqwqdFQhC1mgGt+XJxQpAY+6eef+rmirFRHs3s/VsgiMqS44U/Zl4mB0BSvUjP1C1yRVXkB7hW2mkdKslPfmLX6uGc4EVczRg7TX2YENngtxlS7hrJ2b5GkKBdKovZiSSl1Mpe10YQSyN3PY+D0s7ERHTTKiRSOzAnRAhSubLRve+nXYlVwAkE0SycqhL96wlk0A0IoiUN/W0I43NET0xkEPvAnDePg0QvOk8+2SUOu/YOqUUqqkP4e2AESTwOKqrgZKg00Nu/whIzYhDUnlV4QV5ooUxPMUgZYZSkXNZzV7fvmpELKdjnubV97md3J4LvBDugYP+qAmvmsxnIN5Rd+iDI3Yt1xN22rQtLU25/+BKtSmFoMFzu79f4/rWrf6cYRO+m5nWKQUAQIXmjTB0kejE2OLRBNnbhExGQSR1alfKJyFgL+SQ0DvXQSEgC9rvbKCxJBlXmquMnFdRuL9aHBH/7MeqtMYvrLMxkHHWDIHCjZZkqNTNlMZi4iI5eOCElBKkV0hm6KEc9ls7CeQDlLEHPtAft+mWF9CJ/qkMg6Y3kFxifbmuJHbrHWM9OuuVWqj/YadxM2xoQIodeNIb6WCDZgWYDIUR6aWR3FvlTl0kk9nKK85XgU3XROslbuUqpup/r48Mp2y9s26QsIuqJyP1lZoyUhmjEto+cWAZGKr3JJ/tAAjVhJGCmYuoEf7m8ILr1ktyryr9s7BRIuVIVYMY4dG0AAn9/A9NsFhZXQLQyYpBarZgcNBdW90cxyMbfPPnIDFNTFCnnUUn9V+dfcZxCCqUw4gRJQIZu2mafDDGhmOqFEimRWJIK2gI6V4l6HqVzLaYjlUMlP/3ycnvY3507Yppnp1h0TNevmxIu1ZndpKpca7BRBRIFWRGDFMHLVkJZze/6zT9Ds73h2Vx1DfZTyd+1/74IIlb/cV5uNN68EYLwEO1D/XcVPllUUrtd6iDMbrwUUuNR7ppONpmbl5x02CnBoWgpSmLFCNJhTqVsVrslgFtopNeutWwm8oQxgtgXilW9RFxMThdSrFBo37f4XidUUcMpIdaqRneMILahWgZ5QrN4YyEIyq21FwOriNklftPLAkFMOEGs0aKtkgZUMtKqFCszuLM1m8GKg9BvXYl00V+ilBH2CPL/wahWNFgmfqgSwGQ/hSFQt5X054PeQFpcg93XEWS3Ez8/q6gYgquXkro+7WTUoj3S3+uOuE7GcAklqKOK+7Ja5oU4vTVTkGZBekDhmu4mWgwqNYxdX94lXUFVUWeYg6EqVLezdlJJKI5AEHWts8l6WyhZrpYnxzQQ5F/tf50hiFGkHghyHQiSnKioYOFwLC/OMeKH5RsIb+ayuwNPFlTWP8K8t+X5VmYynyHI3Z2yYPEGgrnmEpMjJCHI1c3VTXbTUhjzksUYQZrfNdrf/euffwaCsB7bauiOsDHP2s2/K4I8G0GQaARBVozHbwpZ1E0QmxcU1MuoKtfPEQRNU1dSiUHghHpO3jT1ddCoc7tKMuIRKzPZCmkHvJYRiWSd9MQhr+XJjdDl1m9WtB9dEC13ih5O4YVXTmqsElG2AsDa16vV4pkXZzEtXFledZ09DKg9Dc7mNgXrcViuRwhSjpaPEYTeCxxTS52omiv1ta5WsGn68SEtjyRV1GESLdDSSBVV2hUMooqLqQikVR6KfHI8WbaxYACTg26vInKo2pZF1YyPNtxoWyoMwsx+wEh0KJds7O6l+6lYOXFDoeUpYtEmbZK/3gPnSdUajSA2r0pcdoZndWfHIIjpfGGt3bUVJgz+sM0RYX2MGr+/P164CQWyyGJarfYLgriYiuE2kim1UUKQddDu/UoExrABgUhob0rdmYxaEb9UdVUJUFae77Cjenzxs3NdY4XwZafwgOgkXk/LQ303opXpXXe3xb3k2LW/a/zrT0KQZGGpcRDl33+ycc1/AIKoMtIWpQwCWUxUhTHdzmMWSsx7CH5VCmGacpiotTxy26MXYyHLzQvy6PkbY7hkB0zNmEYEEdXXIEVf924Ug0yX8eRtijUtjrvi7j5yqBp+SdFOOTG/C0erOh6VFgDebjwOA49JTNrJ2NQP+OgpJoignUWq1ECb8iZoD8U5VUpR/KJuri+wa6sUFqhlO25q6DbKLaaL35YX2HpdzMhtN8zKZ0YQBUtFnZEMptWymI6y/qE6wC8I8lAgiEYFlBhWyjb2s3pqFqonLtnQX1E318MsZ+tS5xyUKwlBuv5EmobNbBnaukYkUtt0fxyxoAmlsQHwK9xJraPfKgCk9zoaaXXHca7t6bBWOh8RZHwdg7xVAHRtv1zrhBjhkki+JQhAEIVYikFadeAU7zuLqPbI+Iyyi93xNYLYLoCCjb+DivUHpNgd4g6kpiof90Sp279CkH37u+a/vvvnn4YgKoZ4LLmaVUt/XwShDlLWdAESuSGT7efOjwX/X836+JAwpNAp6iDJdQWPVmtze5KzeHDD4xZh47Kf2KJ8Go9D+FKJMyRlCNUhVpviIAXizCslRXld5HRNpborkhQEKmlgllYHwQvbbIzsr+zjKyWj0cgI0nqFIIagOt5J8mTZhFlCgVf6tWzQh2aG0tswJGqBapqYNF/XL9WTLh2itJC3Eb9wX6j5edjDdZ2e/WIz1x1VN9SonXjdIzVuj6ct1l3IBzipB41RjKgw92zOACGNWaM6Rji6VJUzfD/4eKfcYkkWE0UoLL3oBitWQbuYRkcL+z0x/8bQ3x15pLjAwm1imRKEaEUmn9o02BRkmx60jUmInFkLwKi8gp3qNO01gvCNtkCQrsM63fiIyjbbRKEXgkwROdVV1bpJz1D3CfM+JXviJzNGhaChsxjm6VwDQevN6VYRN5rdDyeVVtrNlQYRB0qSDrfJ2cvHrmEE+ccfjyCn5ZirkDso/ecdfyCCwGpvtHumloYI96oQo/AiE6tdsWXN0oYvrPZk9dRiqHNsB4B1ikEY7l26JyPb2AhCMpczOoXCPzSvLMc+aWEp9XjWeXQZ5FsrBxeCyMCBNCb8B1rpefcUOuHEwvoi6XUhubqgeyk6mYq7pyym0wo6K0RRI0h4ahcxN6sL1oP975hSxQqiFl5PBOk1m09IrX659IL29HyYti0XwxNMoQfWiUZnz0pDhOxlLcDl0QZUd7fFXIxIVCa4H1ezmeMqwjkqoT3jqgRL+y25uwwZW9XXsIp0hO9koYpv1ipmlCm4gsuDzMWTVv/a47waLsJvYlXM8ibPHWVqmqep2cUymDknaSg65czZjueILSTBBY9FMps/LPguJwRJt/XGakv2sVqFZXghUmsEsS6zqkjXdsC0wFDLVJnsrfLefC4Nf1TMrBeU+Om4niOh3E+13RQb1cwqlOSmBAXk+ys1zruz/u/dRsGz6iB/AoKcDQMrHf9bIwh8kGVm5ZzQKQvNzaJQQMODybo+W6sblhx+DHvuuYlIKjeSVRyOfpU/TxBh10Yc2YF7hh4B8TMLgxPW43TiGuECwrY3sZ395lioll+my5A8TMJKvtWJ552xDWxndLEGA/1ibn+GXCxYeZr1amfxubuyGVoA8xVTIkvEDhNemTiusZGcioa7lL1QLSVG9wwyMj2DGC/Rv5bhOmCjA/WL3p5aMJkbl1AdtGREgHqrDIPPksKP0P88HpOhnZaAEinxI5ggbtnTJVRRxTETXs2gkaqOKdutyCfMNJdeY+WEIJXkV91HylWODdrtmfRh4ni2JEALRN+m+u8UpQ7SAxSVeYt6Pc0O0mWVkgO0s2VMKoYI9sqskDwUoFtuxnScp4XbX2Z1JxztLJ208AAVpi5GENz3XAe56bRClR0fGc0PqVysUG24LVQOPB1n7+DDXk24Raiz62FJp7Wdbs1lePmEzjaHCFyMOD6Wb/7VbDf+LARp2N+h8WeN5vwnIcjKahR6HOZwtWFC68AiXFO2WjML9EEoqp2m+6O8IU0PdTLmsZgZC6f3az80CAPq3pRDeTys3urBhfQzG+p7G2sQqScieifea3OshfRn4rZOZyzrbjR8IhvhjLpMz/AukV1EE8DnpI8o9minIsyScFfnNJBXC8Y55A+9aunQQYSnoRXypqFjIgRy39NmMrnrkirVKEjveZmIYDueiB1jXzk1mudmTiHBlNFe8FCdp82EJzH7IRpINtMWfrRvrO2moyoBQh5i60VIR285YhgpZxZYyCcmqntRDLtKKW4xGU7HXOScSTdppdRzy7WFBaY+mWd9Koo9LGU+C1FCCYNJRnVkOvHc/nKkbcsECHlw2i3JEN7etibVrVn4zvhFc9MBlfdkyYgOkEwIEnPEtRTw6JYsaRvPZ+lrWFqwYcectvkyk3B5aJXjHsmFeCCk2tga1HqFx/02VAQk8j3sD91yxiur52g3KtsuDfUxQESJGRkRxytOKmdvsmaz2f/Hf14h8z8GQVTn/G0RJMx5RYZpBoIIo6STCoBgJTSPx0crUmtFT4XLFPYFGaJW2AkytSb2y3ggoWo3jQhiZQCZ+vUgCNFor1tJaiDdUzO2LLGN3nCEbgC+shAstJKMCvAPZlbRkUiqpmp0QjwuNalf0Ri8dcJ6qBhLx4LndKWH3SoYnBAzAhzoKBCwK7dC0D2pmg1gkWIbs7KGCXwODn3g6DwsxiipMS3LLDHXfSUWtcIIdQ8HTJx6ec0sCODhd0/1ZzZ+SFEHwmSdPDwNpJY01YRaPO4PJwRxqcAi7kaQ41S9owwE6bRkdyE4Kg9m4+V2ZSSQgsAMBbZp+FNG28dzRa0wEyxXNOQvpi2oqor0TKx0pPG3WASPxuM01ZTcvQjSkuELVn/1eiEup5VJDDmL1v3MtzO+Q9c0I22BIWdKmT6vq0rX1n5Giw77sGVsGmDdYhYFMQdsi3DW1KByzzbDfWQNUUnYhbmw7aj2UT4RxE2isxV9Ittv2hbdLsxK7tCKRWGIrAcE2dozeIg3bPv7f/6GO+x/HYI8/8YIkpx/XyHI7QaBMW0oYgCwH6PJ3ofQOJ4tU5HTdHUaFEx2Kcq0yPHQu9CSXEJPqFWqBqGhra25zkhEJxlEUVogjlDA3ZtOzIQ+2F+CBspkNCjk9WSShqzWJpQ4BpqWtTsUoqBI2iAjwOAFSftK0DFOL9M+rGvSmKsTZyFckey7TMMuq0/iQB291+EgFAv71B1DWXRhHz4FA6pHiHZVq4XxBIIDMEc8R4fJW3xAS5N7Ur3HsiqjCqIEX4MgCGp1hLZQWFO5T7LsuxlzRiNusg3tgx3CRKGZU/pHhBtVQKSduGf0XwtL+YgElYdJWLHLna/X3dx2X6rSrWAgLFJqC6EfviWnSYe9chFPyca1UqjYhFqyQhno/wLjiiuqzLpZl5BYzCIHlmhOImVezomV3rLDS8jkO6MQamFgavRemow6GobApUKF5akuzsiB/kYPgyTJoPySoPHF3wY3FyBYMSQgDisOYeB3YRfs4QAR9OqelcaFRvmu+jfWE4F7L/UqNrX2d981G/+4IMhPIUj1t75DnyHIlshjHggy8Vdpz7quvreokNo4my+5V/OgG6q6aOSS57h04ig56xa+shWX+nrJQb6OMKKnQjWQKumLdWjLHI8giFaWxUe8J+K1sgi51oUvZdCDC5uh9l5BXXVmLT+IbgusIm2/XTOLXZFOy2RZUcRrkWv1YJ0QXQkXXW+xAoBtBLrEyugGuQ4oySEqCFjXSMVIM11XrWuUnxlLE80+Zm4wYknk7lBWts10zwCiOF1SqTnNpyxnBFgfLpGejpqwHZrSRdUBWn3qRzIlrEXXoxYq/r5W4Mo2CaT4B4U9Y9E44ewxwVa0oUzZhziiUEJYpTeFFTkRwXMflYE9MQjKkgoCxTLrFZuAo0SSE/gWYtH3nD+BrfreF76lC4IzO/2ZDnrqqeoLDEPtQE5XUPVFLILX6+lmtpzWFaZ82gOijcTUv5VfZvqSwFeNGkr4eUX8UcwHicw68byedbO5pgB+EMtedX0YZSCdY93lxsZoUibTl68KkEwv22UZPn73/b8uCPJHI0ij2hSCjEAQyTze7pdxzI0g2YcP4htgfKagYB7O1WzfroWgUmM1b+faC7/MTx8PX9djF4IYjakjQF5LLigtOgcEC5LyYParUKbaY37C0xddX4US0gWdOqhxhUTlUe2/IXGcUyYgxGY9z0Nyncqb6VUtu71Vgp+lJ7ZnUaweScKQAmOq6izm0dds4RcjnMkXVHEoF7iUIzY24uJCuqubWpZECoKaaweFbvjLtoJWxe5M1VR/WO69ZdHqikZSUd3TMShMHSTbtxp3cKhGcbU8VEZx9JT/A0ajS4h3CCIMhiK77mN1gSAjzaRoDAR74Foa5ieSi4lB1NRaLV6kPrLGmefAx52hZz8Zz0C6npvREN0nc/dmEsd4Rr7XPfP1mTNFTfpheCE3AyN6vWDtmNZlAgffHy/xt+G9Y2EZqlkIV7sGKqeqcu6pSrFuo3KsggXD/rkLUQKVQ2HSpYMi9tBm3W/hK4IahW8e8s88DszFIHNoWefCf2KviHIkxrxClDbjGN/964IgP4ogz4Egjd/6DjVfIcjdPlnFKGDXYySXErm/aNfvhlUJxiCmnU9OPiTODKhoGj5IfUJFz0P4+voFImwdrSIo0bL2lqfcaHJCEBkSCUG8f11bA6CfWzlPOOZnngkN2Rb0XeLUQzqMSi0T+Vyovbg7sMdalCEFGWRYjkEqjnhcC9WQqTItVWm1VCjZmluF9TPD/BlG0up5rFfGLNiF7tw4r/Bgsg+mC4nsu54sgyF1UiTLMIohKOnHtC8zcPuwogoEOe5Re2QtEJ/3RuuFEUS1EIkdHpZWdsUXkpnC2J+V9hwPA3huWTd8tVq1U4OzEFJVWjfA0U9NcX01h0AQvX4nvXvZy0m+Q3Q4bQKZBfejUWawnzjKSIrsQ4ZmFqn05XsTBk9ZLxKWcpZUUVuOQfL48gM/onSuGGYcfbeosrviKQOMQBD7R8nla9jrd1DG3+9eIYjqXQPTe97W3eGRDrQhRBUtgQkWqX2PTVjCaumtjO70joe0hzh0v531lcf884IgP44gz0aQ5u8xm3seg6xS/DE2SGRZ7VrokdEeUPJetPiY+B/mkfDKmiyGZhwbT/AQwyUu6O4I83S6toaLanoLHSKXTVTOZJk8RCle/oaIpHevgy2m9a9zU55duhqyxmQOzwPXbEfTCHhcqiEAUZXf726RnMwudfA6W5g02ejZrd8J5vZLuimSGfV1Uo+s24pGo3vkTUuV5eBNqIQo3cL4gLkdwmlWUhAkMQha59timt+tXKoYOMS81d47ZN5OKLU5hpAQS0X0lmVejCjjq1Me1PpbRNxjYFdgsyILGA2c3gRPStn+Xlv2QKUDjb4lSfxQiqWS6thAqDqJrAMXvNsgdWrL36p4o/spALnSHK/I530b+BhEHIho8KQftjfOYBZJW3nq71A53Ft3X4v5/8x+LaQxFsN1/Qg1JzfFGS1CiUF1GpPcg2vcAmMWhcutsAK1I2GrvvnDsWhEHXHqkjfusId2yNtkMyrOeyt0JrHNwI0qx3NLeehsGXnW1OOeXSaSVQvKMo3mNrGyvyDIH4cgVVFwCP3agSDPBYLM3cGLQqFC5xvKCCJ2swj1pCWWgOqlth8Y+qH0YRGAQYSx9ZAJhsGFHhZ9SmJbPayK7cEhSKR2bYvH6ChWx1Qhd6tmW6dKKOdlHklfBEVyPUdUkMd9ghNvcUaoH9q86jHFz/BNSF/Qf+lZqsi1PTVhQDoQcKEW9TDKdSrR2Cm6bP6q+hxTSzDTQ0UcehjRBCmMQpOVBURs08rCrLdeLGCVxkBBVYVwgjfvKtHNooR6Fx9QdU00DYKXj9OFfimR1W0aZz9gbs+Hmm60qu4S7KhJldO/1ScLj6+YJ8JPhlJIFyMYZXpmqs7Xqqe4NitAFrtF3xfTaOiI6FAsKXptPwIRE4wXE3/JDiL5ClGCcTrCoDGuHOW3b9MUwbWnX4ju+tG9HY9s9Af3g5Bmir/HWFbemSjGgJY+H5rqnG+3xaMSTQO55UjBjMvdHUMY9R4A2Uw0V9SXiojpdx4mUOMsFJYEH6CHvnh/iQjSeQhbSE6sqyGEeMZ6WbP3r+8uCPIHI4gARNjd/BxBqIs5kFA8+vG9fbdrN36C1EEdp+fPZkZaLqgwO4HRDs0D2c9DyLdTTuIhdVfq+gxC5OFetLMT4gHzU3EzbaKyPzAOXrticjvxrBmo69m+bhZk6c1CQZDX9Aj7W8fhQziy2p6yPFUWK4Q8ztxlAC4rquhkqoiSOkxGkAlNUVUjpIsjfKtfd/RfNUW7qmUOlOUEC2M91fOq5oAWy8TLa231Pt8XVL6SYmi5kP3D5LLTGcGlCzsYPmHSrkAtbDrBvQtbSSmO2GFYo7RqLM8SV4RaiF9oy1i43TabXS+6IjrSbhGCxCBJx5NwZfqqYuSuitu59wvNWpMjtZofopZROVFeeFW+qlxr/Ai2u5pYc3vHaLg49ZQohlIDN4K4PY2hRw0RILPWwQTFPwgqQxu0mw+CBo5BNjF8PQSKcNALHZdWD4bcDeHKZiFjBudy4ZbDxR5uEwFVrEERnZVPqYOt2pDkEKF8oEmnWQJ9MzwBTrGiHayvI2IQ9o6hvi71vpnZVGZsBJHUzQVBvoIgYMiDdKAfH26TEKTyj+pvccQQcrOdjZYHEcqMIEiSKS9oNK4kVyYOsfKKa/5VqTgOVgNkbTomtCMeo+EkOEhQyV2noHzfeufo9927d5XkWvDunfaQyf7FGOQYAT4LR1oQ3eukWdS1sVDQ3s00GY2hfHhSt3C6pTMJ82mcWsY+Y+udox7PpfZuKhXpn/eC2Ybos1ADwUUcqRbggLsJN/qxGx/aY3lND+9FQiyxy0QxATG0204cZKHPMaS5rfIqn6ry9t27t3yud2/1q3fvehXlU9JOjDZjcNdtCXOEuD6Bphrmkmzo6aDLoEZFMdVevMz781H9C130IFP0p0urpBfppkKOqAhS8sp4t94XzAhKKp4sufeY8Xig7dnfm2ogul5/g++IBylowag9BY2jMOgRFdRFLNHH3tXeVvypOh1/iyCJylN8g8Rx3AuiMSodJrD6q6erfVPRK3VrKu9q72IAWDKUy234QyXuqasfqUxsdoru51vuI3MzleLWiIZzo+8D4wpacoHfgvOZNw/rQuU9fb6r8psywfRpuVwQ5EcQ5DkQRIqMWHOJwPt/PAo+iFWdGiCIu7k7faWuhTYa2ksajXorVpkfYfJaB8HE6GCGyQYFgoxTgY0q6rvaOYK88+Jmoi0tsDQckhBkh5qMf5iJr26w13lka4xcBILsEoKQjqRT2is+kaO0Z8ZJKpbF64IGwp9Z6p6wSMYU9hj/mo1HgSBdoOMFQTDR48HEtVqnI1TBUTchyGLpaZuBG5zv0gIL8IhfdoQgg0CQkydM2G0fdeWTilbjW2PkC4IQb+VKeAphrkCQpB4i/TIjiIwte3H7u75gI4iSGLFBQZDgVMQZE4KIXct32Ls28msp83Wk2RfI+az7TbJlGNtbMAUhrvL0e/HB0qd6Z/zo6L++O6h+BIIQDp4jSB7uEe8iKDP6WKNNsd8rBLk7R5AlUqydt4bikIY8gWsgCGqXS1r6YR9iW/GEIIqUBKjv2UsFIRcE+SkEUaFTCELE3nQN4/9eBVEJlTqI5VHEByEGebrdzqlqaVc3zLTb3Z4T2lhrsB4nzrt3Tmin3sJcSVWYOaJAQPG+2/IeXSCIH2E9UApGV2EsVGgN3ztWP6iQpnm9d56ZqYTFrTog77xlckqIGmgPOc5x9WUcrVXz65N7IviTghBdwXXlmm7Oym41Cyhc45GdWZnUcS2DhsHN6bjGe+W6Ysvwpd27bZ9HZZPImQ8obqz3PZ/uXSyRd+9OMKK4RMlf0E9P03P3USsUp3TACnn39gxBur6111I9WxUTpi8v1K/2Wqfj3LXJrhGEz0VrhaVGIVVT82oXH1PIUgQvOlQncBGr6/gxEKT2LplW9Hp2pNyGv5zLHuaiUuoxm6P3LlDxbXy4YKJ2u/omtZ4xd4Eftgo27jjINYtxEYPUKsXY/wlBNDmwjumXLxDksJ+Riyhm0Y3pQLAhLiy+Em1bPG/MZtkPlWBpTBazCB1MAOSm9bFpCGlcEORnIIjafu1m1v5t1GQbUUe1znTRi3kWo8wBSKYOjX/AREk4Pt6mqaaSNMfzhwrh2Eq8C9ubDVgSBK7xsBYIQjirZ5iOwWp3+zJMmbZOWRIsENegApoJNngVgzZosQIqHeu4y5Ryv106fmDzw6gVY20TQl04eXfSjvdefV254YEL0SzHKkPKcFAnZyMQ5uw5PUMQ4pc+cTpjfWzSFn1GgB5dZbn+9m7e0bp9984rJEFIQpB3Ku1u78KN7gVBKG4MBR6Vd8yDvDshiEMtrlN1llRRZr79tvCCuNvpjHJMoWobyQhMe6aE7cEkdVXpFa6Oh9skWH57Cu1uBbNWVesDpO/Skb6VGhu76pFb6w/RXwIKaLMlIOAS3/rzxeGpFIeFGhVWOBZqAUYQ01jVgZMfN3kkaPOukl54QpB3Ko3JuqYIQl4sYe7g0eHA6RN23mXMF/ay63TcEPmK97PYnr5EqItcKNWaPgDCd/2xjVPuC2hcEORHEeSZLCaPuKHdqP7fs5hqlTdTG0wR4AlB1mYJNN9IO7+ZEKTfj7YFxTRxw5nfZIThlA8MbIwphxKtjXBJqBRjV2jDmP7UkgqOmniJ3/2CIFQPt9NeWDFYa7gWGuX0czAvqEvgGLwAQVbJhcby4VgK5JQFwkb3xX0CxRsttDIVwm08fL5K+s4urA7C+S4dhg+m99V2UvlVv50GgihRm9uJHg6COpWKkzyDX07yQSE8bvVgD5297alBtH8I+aC7UygBggzEosAbRV3myO50RngrLvmKAEJR6IQgxRa9U9+qK1OprgMJlYZtnGKJaTZ7dcW75bWtNB8KBEnwoz40itIw5aTxmph8ncI6qwy2LmJWF01TFzSGyDIQ0/VrMYbfKmKJAkG05+uLnq+TY59rSR6pEyyPRAv11JOuy73tVlKsZ1ZIvsHixRxuXwQJ0wfURMsSJiAW5Yw9hpRz8T12QXPq9gyFI00zMkVIrTwR1+AGKbVjKqjdDq/tC4L8ZB1EVYr7Y9s9lOZvd4uqTooaCjSfnj1ZN0Hys10ut40g7V5QFgNBaOwJQSaLpLznx2+QEGSUl89W5guCJDXC3kCk6v3d/ecIQtmvhzComWChZNiJ1eWXq71Hmm73K2JZJ+AjM5jkJdO9KRy5i/N5eQoHysQcIIgGir1IXMkXwWQ60F+XrwuNtQJBWKp4vpUrFBrDl25hdgtbrX4xHvatVGYISXYnrbcnBBEpVQi3T+Jj5wiyE4Igm4roiOXYfYmt6JELbW/y5Kl7f3daYHrpTvmaFEZvsLK7YbUg93yDUY5Xqqbc+611VGtfEMSvFe9TX4BaLy3dCYvRtqKq6YG8MhTWRSHHvoA9FgQdZJiltVqoqLfOhmFQWtJIiiKOtV8GgozcxbEhmb3RMaXsgiDm170giPRqP0eQkAJRCCJ3Jku6tYLdjJ1E8QDhyJcxd7kvHMxiFxCphzN2A1kvCPJLsphPqsrhZlNtNKq/RRbTaDrOoB2TjVbH56eYi3EWQ5wTEGIFGUUE16lZ0teztgz1X6r5IzcDTbXKpUpcPml/Fys6/KgkYKZp7m1CkPvTU8QCA0FqESl3Q7yTzd1iAFpf1zc1+rDJpGVpiwUy+RnRhNZUGFX7pKZBUykgkbkW7szQNNGYu2FniJsrI65kW7VWsBZeIYhkXIUi11OfDjOopT1vBo5BRspibkCYk8BfgMcpBunlqrrsk3p4IMjdSwzCcBoC7m8LBEkKzup/ZsQgBoL7MwS53SqLEYLUYJLJ2q8CMUefLnRmwQJt2psCQVKPI14rNL8pu3ejHny6pTEbpN90jSDTpELJ2OIotWMwK9f4SavQNg4EKeZTtDvoq18kZcj1mPyOV+n1TNj0slT/fmv8eRWDdCY7GKjnEEIsqkRRgUW4z5yMaFpnLiKVa5VR16FVH3WQERoSTCYOWtwLANJZTPWSxfwMBFGv9eHhxeD8Nz7u5Bv8ZASh0BgIAsi04ZFqoWJNZoJ0X/tOoXNu8SptX/Oog2hFVG6KBOYcQaxSl0sfYP/5Y8QC20xzxnVD94wh2i4M+BBPRJz0ZpoQBCfniSfcFZRMjSD9nhneRdqkh50MBnuGFoRrAmCMXBnDjyqIXibc6V234idrlRcE8QCXzk7BtfBvND/CEEkdhA+YbJPeFtlMgSAq+er6DsXni0BdeKkPeBi9xT03RMoLBDFJC3AWC/72JRk5QxDJA+U1UbaxwFLO7+zMCOJ5mEp5MBlujSBnSl20tm5F2e9bV612jiBJn0mJEUbgljy0gCHuUCN7Ei60s9ctchLWv/6AMZ7iTDFHBMFQvgs/b9JLMzOii2+t568hiMiyh+Pt3flXf28EmRYIAr/XbhBvCwQRlbHVHUYMgj8PCaz761MPMVT8Bd7cJAC5VFJL33D11f8b7UfFIM8cn37jw+/4LMfLJxRIQBBI4v2eIpAGHd336ej1BCofP36UmDKV/J2fP3FHTImexmB+prrJ+x85erkIXXAt78Nb6D4xIKiD5I56Pn788P7qKoYxPupXcfTf50KosFiAFTCnq+ckZurRnM/Pc3X1/sNH1sB0OcMGwsSHWehdMPQx98RxxkfxIYMtv+rNBwfSeTbQ6Sg0wp+UgABkNJtm6aOKgPexnY6inkTLm2gua4zUMzi8Qsj7NLg+zQKTOb64XhWngZvHk9ZwwpAd4qRvuL4PH796X0V42zJWc+4fYQiRtNCH7OOHKwxMP7bTJy3O/+Ej6j6z0D0MBJl4rn8uNcrsY09C/R6dKz5fcbZ++/1A9rkbO+Ft1yEEMqMJ5xGgUGXIPr4vXlecT6SiN8P1fn+GIEneVAhi/eZ2U/ewWbzuTXG8/9juD+diDviM5r8xaTE2qOcf/JH0r3N2wuX4kdk3IYgYZel4/o0P3hLHXHq5RS9GS7hpBCm/IEjxJCK0Qz0NQoHnWynkT0wd7/P3P4YgmYwt5+o9Hm9PwnSe2JTP5VgbkRfzez30bcJZPf7Fkb1R8DyZW0xZIzsjCPdxRpRv2tmXCJIgRIHDHOmzECIMWqr2MEb6xcT9cHb4RVcfMD3rtT/08Vgy42U1Zzht4FeKUjLSY9t730zHC4KUjSASU1ZteZ9Cuvhw/IpsaPwNBGFmGB2QiB+O6aWilax01vzK9xMI+fx1Hz+K6r0+HM9Od7QagJrH0/n7foEgCSU/nBBT34SkzJaFo88kMUImIfvSfyOhnvwrCJJnH/JJbB6bEHeMunQUm5M4S+/jVfG64j7JPKQxXBGEFEzCY/xzt91C69Atb7z5CoJw6X3cu9eox0mpDf88U+lJLPtv4hN9+HBBkJ8GEEKz7OElZvhtjs9jEcUgT7g9pBSmnACkfLaneNnInAsz5tmJ+x7SgQ4jiCd/DEF++KhZlLkdFuwsFdqrW4Q7c20n71nIP+ijemv58EPph3RkpTbDuDPsnYRT+SDG3fzUyiO9+fl5zLWlER0DH3iuDeJFcZ3x+RqlgpbLhzq9xs8hAqUoCk6IxgZZv3jhoI2USvG64r7ErxWDtCXPMXJ+V3gdYP22l4DaLJef64/1xNrVLJMe7PaQjLKLe8Ok8iCrOiRn/uDzFf3hB33+yXpd3M90iI8v48VRKXyP9EKHWLqPBVwqKc58rZNJEALz4tYMzNivNtqWIfv8fOrYZeaQKVaZRAXdlc1UNPvIq9of35fO70vc4Ko8ZecC811cZ5rL3+2VT4qwHzf9BUFeEZbQlJvY2CuEi9JXrzNBy26SwFwQ5OdY6jVL2aOjhcg1fqPs5SwMCUTRZMxx2aOTG0UQ4cebN+crxglms11tZulItZJ2lE2cfv7wI4d8AWVrKqaJZ3H0JjHY1/yYZR9K7z++94/o0Nr48OGHV1kcz0vOy2g8a2UEmumfr50vJcHVGPuB8aJuUwPI8HU2M3fCP6vdV19U+6W4pJPwkPoE7Vi/bS67Gv6GZ/pufmW6ORBrmtnAH06nC7aNRleaWf9rrzstMP3ZIGP0sJ/5LFncSv/3bAiy+PmXG/rxQ+njII9XgPANPm9TnTP5p5Uyfx16XXFfi5fpPRnG7hffWbX4/uIPDDvN5gsAFK/78F5fxMcf9IH62ces+95hHHD/Qe/94f0P/t7en9+XdH9FX2rq45X8vTMIXvLdzEcloYfEJeKuNz5/Xfr2s6qSqhTA+WIbENibzXQnvzzf5fhaKSQvle4f0/HwGx2Pnx/+08O82XBWWk4A8uazMZpS49Vz3Wx+frE/hiAKQt7HI6VmdDWi3NM8ww/vf3j1Dp85Cr4W1v/2+aovoVto7pr68oIZ1Ve/469fP37NL8pQxV80X13A+WhR9aw9FvtitdiLvSRlaNb8MQQhRQ2WMcSoRrvIkM5R5/xlLwjCev2h1Ig4yhfSSCguDMzOUfGzkPbHl1v1xQDl8/PpVKWPL3e99MPpV3x9L9/fFyu6Wjws4QbZ5HIBTul7N5qnD1n9aSQ495Ksln70fJfjy0qqxumyF4/Q3/O420+8Ewk6ygEgb86+qa9+Za+/ux//Jgks3p8FF6cllyKUn+Lgnz0k33xcTiu5agRppIC4cfbX1fNqffXVG2vJp6gvfuaz6YEfeVKL96i2G1+9nm/H2CyjauPVMuH9POrxzY96wt3zy2p+Bj1f8SZ49ek/R+kiCfnihYKPj/oKiwyjeoYg7z+8/6H0M76TArHjLQI4v8E2CDQsvgfnm85cLqDwyxDEO2l+SPWysyLk/+34vJ3rPzlupwqFqW29SQDy5uXJO3+aq43PEKT4z48/vXr2FIV8LH64mjI01TxOAHKGJT+cP3/yJD1b5o3TIqj+1G56DhuvAaj6VVBg5lln4//NiB7Sa40B1R99eKunu1D94seaP2HC3DbCtEufXaMDtZ/YXN+nsOD8K9Bln4CzenYjX7LJ6qsLOqtYhORDI4oLX17ne76/D6XvfOgn/O/qe2eeP3ybevQ6jfN/slKz9JNIV62mF1arBXy0EcX6T/K1/gvUQZTXNkt5o/r1KPj/MNj/6vFHNqCpdEm1eDduE4C8+UqfnT08+ZO/PGnNaumbjuU/fPTj/kORRTSd5bar709hsXOd4rcvj+Tr56VdbNPh8/OjS7oRm3/Te3Kz+mU0/PmdOMtPvOaj5tOsniGm4fHrUTNPeLGdRy5x+hnVAVgNP/r99h0sUZIgvzsP5x3S/NhH/EEr2ghSxAPMa8cCbcS3mRDkh68hSON0ks+2gsbXEDhiEGcuAIdUOE6H7wnv+sPXfAB8ithVnKM1zs/VfKlnfLsM+JJdvmxTjZ8K0C7Hn3BcvpHLcTkux/9h3L9xyTEvx+W4HL9WNbV5KVNdjstxOX61cPs5DeCCJJfjclyOX+yBeemvX47LcTn+L5XUC0v4clyOy/ErS6nVC4JcjstxOf4vldQLglyOy3E5fv1RzFhcjstxOS5H6deoH14Q5HJcjsvxaxHk0oe5HJfjclyOy3E5LsfluByX43JcjstxOS7H5bgcl+NyXI7LcTkux+X43Y7vviuV/qc4LrfjclyOy/HLAOQfFwS5HJfjcvxGCPLd5ZZcjstxOX5dFhO/uxyX43Jcjl+BIP7d5bgcf9fjgga/FkFKFwC5HJfjgiC/QU3kclyOv+9xgYD/E3qAH99fnqLLcUGQy/FLjg/vq4KPxvc+/vn95bgcf9vjgga/5ngPgvxD2PHPOC7P0eW4IMjl+AUIIl/K774v8ONyXI6/73FBg18Xg5RKCkH+dTkux9/9uKDBr0KQ/wFBLk/P5bgcFzT4NQdEkH8oBLnEsJfjksVcjl+HIN9fEORyXI4LgvxKBCldEORyXI4LgvxqBKl+VyDI9//4Tp3dy/8u//t7/u+CBr8KQUrVfyQE+f5yCy/H5bgcFwS5HJfjclwQ5HJcjstxQZDLcTkuxwVBLsfluByX44Igl+NyXI4LglyOy3E5/uMRpFkqtTN+0cja+pd/oT9tN/y3uf6nH9HfZM2S/pw/bmTVn3PGZluvbfCi+P+fdFSrJT6YrqVfard/u/flZpT8D+/KLeI0+c9+fd//vxyX46+OIFmCj0AMrYNqWmgNPeFVr42sAIDqaNLuN/nFTyJCvG0sswKO/oyjUTUsDrbbIR+v+Zu9se/R/HjcNvz5mofDfvBLAOhwWKY3uRyX4y+MIKxxbZzx8LPSY+nn+pNcD/iQv69qDepfg/3dw/39cTP5WVtttdHM/HPtIsj5c0KQ+M/68fGY/aYLtsq7HZ6e7oiw2qX546eH1S/4nLunT7ftUvXyYF6Ov3wMUjWElPLhaDQaeJENvPDaq9t97vXP3p2VlnePT0+fHj99ejj8jM3WEf7kcLtqVv/UJIYwRKnU8dOnu7YWePM3DEHazbbe9jHno2abT58+bUvVn/3++0+f7gU82eXJvBx/bQSpNhs89ZPd8f7x8fH+9rAcOAzpt1ePz58OUSghw1/df3p++vT8/OlJu+36J1dKRhnk9vHT/cyrpP0nBiFNVULuHj/dlart3w5Bmg2ys9vnp8fcn2/9/CgE+fnH/unpXreocXkyL8dfG0G8tPP9vbbQT09Pz8/PD7cRlpe0vz7fOc4mOF89fBJ+PNwLVvSDtz8jjclLowf97EYv/w1X7q8IFvgI+nx3jd80Z2jybrfPz8QgulvrT8+ftln2s09xUAxyiUAux39BFjPol+Z3T0IP4OMTMLHhwW40N4+PT4dSs2mUWT4oAnk8lAb56k65zN3oZyQPikG00c70+v6fuNfGKn1Q2SEFU79lgeVOOd3AmeBKeLtt/JIY5FkI0rxgyOX4iyOIgom1NujHp/vjYX843j08PExcUs1K6+OeDigFyMHtM5VCfjqrru7uVqWfblYqF8oPx2VUUv68LEYNJWULioaOefM37J/qnbT8Bb0PIxo+1a2gd/sLsrXD0/NDo3TJYi7HXz4GaY8eFXzcrQZUPBr5ZDJoRiEVGEl1VOp+z08boYqqh1mW0bPJY4NvVxuRC6nYEP2JgoYRndwcegkF2apbug2/XbPZeFXKJVDw28A7caDQfkE4/XheykqJbNFuqCuUpbZKlStUOtFOrePcredGOy/ygwalTf1pSQXgQ6pb6u0bWUHnaPKH7jc1VUBuD3yhEWDoYs6b1lne4Oqdjum/bf+SGMRXVRKC6AZV/fY0kFV7Lm5eulfVBmkUBBtdX/vwpCzm0oq5HP8FMcjt06dPt5NSrOEqRYvI8XP/3+HD7F7ZzSE/32Iz932rZow0tJxyVn87Pys/NII3Um20Hbp4tZbaw+Uy+zzLGMQqz/NY0i892GC8NVmvDYUS1WreTH8pnOCX2aCaaa02HGrwF4NTZJWly/c7Dx91/bC+lFClN9dPDrJTPOHri/flY2SNdnSQql/kRNX26c/aTWKQQJBdQhD9btDuB7w2uadNvw+n1VGgieggFwS5HP8dMchQJZAHihVZNToMpZTE0AVlFeg3R/3MfebHv9GMIzZoGFrVtNk2s89YloE4DhcafU7QHmyPD48P60bzBWq8iBx7tI1JzQJrijfJ2fFPnDZDiVGuYKn5lPlmm5gtgywRaVmzuX8yGzQyFYD3TWgtugxQoJ3lnDpXmadxOK51AVzSkKvIB+3SGYAW0GFaS+NEQnXYlSkGuT8hyOMa/lrmYK5kEMkzR1B5CkLis5byvn5/QZDL8V+CICQot3rW27GSo2HRaKZChp/5ifowjxRBBBgvDQ1v0u1sON8dDpvJ0GzWFwjhrUrZyDlBw/g02N6qnqnjWHpVb207P2kPVofDSmVdrdVG45xXMZ96Pa+Ot7f7dhEVVJv68f0yjz+o7h+edrq62e3D3d2edd50LABP47BfD0sjnXjbTvWY5nC+2o4cT+hDlmYPn+4nuojl7d0WHKmudkcxXgifmmdBV2Rh/cF6v9/Osvj8DRAkkrf9sxHEkdEwL02mm+2cSEj/jOaD8yBmSb/8giCX478FQfQoiypRzHho+2+nBu7m8WkbW/9BPLKjE4Bi2TfbSilo4+S7O0giz5/uDqOUO7ykMZPbh/t+7OSN1fGRRo96ns/3jX61ffZzeuNsJ8KGjse7TdDZmmdtz8etTvPwqFfDKzW4LI/qDClvuDtMXLS9/fT4kA8OjxDeHve+Cu38ze0dHJZPj4eNXr1sqvzRzvO5rkR/erd35aSU7fWaeWmiZO6JgOLAiT49bMSIeQl9UvGjub79xHkfb3e5B26MIKrGNIQgzwLZRiMn8JgdH5/0Qe+2oOz6QWS2l/fZqmgtgv3h2QhywZDL8VdHkLUW9sNxTu1UVdF+YjooflDX9i4nq2g/fHp8HLonoyRCAQKPfXR5B0dHFUpyxBFpD863bK0Z7e5a/Y4xFCTwQ3ojna302WRfaXJ8EAo901F+OGavOhrZ3fPTYW4kgBGblQaN0vBw/+nxOQDpdsZP32o95nEt+qElUYiQ6Fa/gwGndxW2TBouzRweP8WVPOwyf9qjTjsa3QbAHXUlAhgx4ZTRlM5iEDBAl8kb+ixH4or87vn5vq24o1rdfzKCOP8xCAFdD4cU5B0KqKjm97pAjRwZQUoXBLkcf/06CFXST/d3t8f9ZtYPAqmjkPvnT/dBt9RqOMaMbt54CepZK0cWrBrAbP7P+1dbtlYT4HRwXLKHW/b0eH+YwQOf9LMzWoUQgaUuZHGS8zh5xfXOFeM8colPzyLVP6/InAABYRE/rwIpZxU39EHxwLP/jDRJZxiJ7qUfEKuFyOfT47DpK340foADD3MXXg8iyq24gseAwk+BTfvS55TRoSDq2R9Xl/REmzoXsglB2icEqRKpHIxuXLFCGXVpPgFfUQSpVnf6iwdNJyYEuXRzL8dffrJu+cjSefbiebid5qXU5tC+fudyInXUuafv2q5WDkaT6SxrC0N2TMnsKUHu7uFYNs7H5xtiWT0+byi2DrXSFF3MiOk9i9Y+z2KGRwKF27mSE2UjjyOFOs3mC4IQEShv2Jfm+s9WJ9uzxZMh5EelDnsuTO/wTHSzbecPKvr63Q8CkIf9NMtXt6DGI63efP7okGt/fND6vtW1tatCkEeQ8H53B1A9PR6XR13uLUWTwavLFIA83i6rpSl4MyEDIgZp0qFuFAiicSIClYfbg8YEFCJlkEaeCkJslcoJJZsLglyO/x5WOyvMsfmzVtXjMY8sYnDv6VFxJ7Tl3kdzM1+Lc3Z//3D/8HCnBZ89eCNXaK6MQYwzZlDOggtYVo87Fsn8wZUFFz22h7k29/5ZPXbP8t/0+cs7n/N8WQlB2Mspg84ESBpemxFUHJjdaR6EEZOmsOzowOFh1Ky2RRcXyauhcwoihiFYQKnjwV0aopmjaifZiEbskrxsD9tWPzuHaa7/auZHr326V7zVPK8b7x/9cXhHAYfAVQ2de7IYKjPNPZEMn3oIDunNqk2FVs+POsWUF275yO3SRmCpBKktzFM96IIgl+Ovn8XAyprtb+/uHx6jTnGbueQxVBYDEbw9Y3kJUQZCmkdghlKAmqOZg4GdKw6a2318uu2f7dkE9HQ4Vw5GtEaPWsmNQm1odFYGmdwrQSGQqVaHD977G+flgXulIvfroL59+rTymO3TcehajH75MKQVQtDw9LhE0QgEmaXBkzk1igxKbfA22lu9hbGvUeXi97x2T8Xi063UOlSefT5waVWt/Qcx65pnF5LD3N3Dz28K1XSXVDYFQe7MqWuSCy35rBuh5d3Sn3KnvIsQSX/36X5Q6lNcErzs4YmAIK8qxpfjcvw1Y5Cq+y/abKtDtVvdbTVJVC3c51s6pTtKHKUI3aOA4JRh1y7dKc9RFaAxuwV8YMO/1EmIR+hwziB4LPUSxfWbycDxTf9MX6Ra2inIuI1oZKoU5Nh4hSBt/ZEzlTaVmfusAY7cBwJpoQcdQ70Yt4vIjvYpttCCj8liwietYX4wVysF7jnxAIhwdFCkJOP5fuafenqcmcUh+HkavYay7XOCjVKm0tEn3Zpqtc/AXpuOSiMhSLOphOpTcQpCKlh03Na95+8ozNDMbR8ji7kgyOX4q0/3MzZivjlT6upWCi8QF6pOhSDHot271CB79CC0Atx4vR0oz3nW5K2g5YHQRLMyg9JLEKLKofblT49T2O4D9U4IcO5vNxRWsjOtn4Zg4OlpGcyJCQhy4l75GLDfD6MlvNrOteA/8TMhfHTnYm+jSlDw/JDnCUEeVwo7FC+Z/UpjqaE6hxCkOrg35OTObW4Z15W2wVIx1v2mrZfuBINTU9+IVZaNYJSmg0H+tWdv26N735pmExS6bfJTiimU0Okz648eH6zOpJuq0OduIDrdgTIL9BSNGrr0SxZzQZDL8d+SxehfUCjbeZXdXAkKKYVqF88HuFI0SUdt/uLx4e64nOQ5JcJNqbl6eHxcLYPIgeqQiO3NV1mM+y6xgd+jLEInQ2jQLGUvQUhb7c1nyiyEO5IDeDqcT9cEghzNfe1HOUIJiwAHMkZDNUq9VN3nnFTnEPJqCnwetPhn6g4bqcwlPeoHRVAdCceOSRq2GqjSNoIc/WM7FWZnnLuxVBFlW3rVzRVcPph3r5gCBKlWm00Q6bYB07UKgkyFJYPHCN0UqrQRICJcyglCnnd5Y0I9aOTiyqWSejn+ayqpYlk1EmW7Sev2kQIqsn3PHkYjLNcyEN/zMKNzWl1SlxQbdKPa5Z3bHPeHpHx4Xgepao0+Pw6qnkJbaur3iXTh091E0cNLu7YxYGw2fp+zNA8el3tVfjg2Eul90DD14zFLokXa4+9pB+f0V+dmv7qSqjqm8oWHLGFR20WRrNGckU20g6/fDARRs1qyBntD3lpvvWKOpzQyqjCTc34dd1UPHVIHeSbVa6huo4sDEatUWkaqm0wo85qKVuVanhn+1xRMVEIA4xBbvEzWXY7/mhikdFLRqIqGKRbYE7l7CZzY87RTuZy7EKEhmX4VSsUzLFboHsHfPIziDYbnnFSttqOT/kas49Fse4RN9enoeduXIMOD98Iuzc2RjRyazVd8kPunJ8oPpwYwS5XmDxfuVEAnyhVb3A3Njid1UgxSFQv1YejXVNtcyad7kTDUD37e51UYHOab3SkDUR3k+WndJouaP9Mz8TAPd+EzJHORVzekoXEYAQeBDBJKx+oJQWCczJ4AwbzqQEMQem/oG0Fd2eVq8TzM3JNp70GQSwRyOf76MUhTksisBu+9pQahh/mWCUFchXxaJcZ6VeNzE+gZLLm1m8D3u9xEczwiGmdLrkql4elxVErlEVge2UGb9tMo99jqCUEen+7QIaEqAIK0XyFI5oJnMT2jt7klm8hChF0Zy72maBuDx2fBXlRXKN+qDrIUtA0L6pt4p37RPIQbhWDCIJc5++1sp0ua+8pnjxGiKB1S1/f+tarJAzqJXEjTKHZk+nBqBHFvGgRBF4FC7zGkCHwD0mVRmr3fPbuyKpjrly4Icjn+2gjy0QOk4oKIutCMhL/RiDEUeKRVIYhKC8zoaoV92iXFYgqeNCShmlVX9C13VuVokFfk/Wb/fO7OWczI2JJHH7eRSR6UlKF5pg5yF9lEKTZtll/jfLzGdZCz+oriDhHUm57DXymPynX6GdmBSPm8hcqhmudp5tQs4dZ7cBgEGWiQR1IogscGs79DlVoP+kzKJ56eJ6BFNVa/gxBd1IN1Dl7Y9S7CNl3xPcDhF5jOoq6SqLOMu2QujQw8dNgeKPI4tEuplvxsNuwk0W2Gt7frUn6RKLscf+EYRM2MtrbO2zzUhFRqaA6X2ibV0RSizB4eI6GHzHFbbJeZ2wmwwzTFqrGXYz+N8EM8fVid11fMu3yYMF2SRu50wvkTtdJz+ru4Guqh5jEz72yj3TybF3HNIX/hsOabJ1YtrjUDGKaPM4UFE5VAD2nmnq7rvgryPD541pbz31oJqEn6cb/05cAyc+mkSr13aD1VVvwxVB2ptgxeaalDl93EheV8ML1Jf+mYBkyheXwHINAw1g0cJPY987qRtQTp1wKzzdCPz9rn04qX43L8tRCkYScpGJ+3o3YSxNFMWDQ1SpGssL8ONGInvWSEvRT7Q/8SBligq3p8MsETqY02pDKF+edz7FV3c1XhGNzfryIHyXZOFM55Fk0FDWZu6Jiw/CYli4i9xCDPx7Otugla3A0s5ZPTl9mrDzt8cuHTJZe1aFw0TDdq/piJprngOwo2I3emAzHb4suKXu/CzVGjMxPo7cqY9Ld9I52CFs2ynN9ArvyY50DSCNCbq4BLFHawMEp2/+hIyjS75/sJRSHyQIhkoaJ071b4KuVVVjBqVi95zOX4qyLI+7Cq23/SIrjdr/JRXuh33A1IV9R5fHw6WquQHP7xsJ2N5jv9hBOG0PJCN+T5/rAaTtY7k0IOr3o86HApBsmqEll9FJ9sttr7p5avJvDak0cYqyrUDlUl8Ujbua1LZsrF2UozMeVuWm1q3sW9HZV/h1xUMwSPQL7bhoOXR73vdoOPBat3JUCY3jNFuJ/vj8phFFJItJF67/MkREzuzN+gnLN3LnRWr8lGcFIPnjPmTYxYiAYcHF1lngsikoPL+3R/WMY0jt4jj0gGBHL256tsTg7bVwS8y3E5/loI4vJAVjIXS/G5Jk4ZfRWt+zhl6NSyQlqVaIJN7jx1oh9S2i/QOI6SBUx758HXeC2LeXQmc+geZiQKtxjN6NXPdG6eCPbzcyWzwye/BzOvz3Q9X6kpinwSBLLTu66Zv5d53iPuE8EEpRqrVAd1Ukisz9Qom/N7j8h6bpDZ4a2UyZTjoC9ACdgVDOBCRY3nqZksDUQCRk631nrl4bU3X0zm3jOIzPA+czNbff69tVrbAr+7kERdMq/MDcEVAz/Mdrjq6n5qrKYZIkT6+Yf14BKCXI6/cCUVyUKRG24fIKo/gh4Mp+1j3VZL/TvmRkzkstkUyjoWASJF6BOKK4/fPTi7fzLCHAef6Z9qi2ZBwuH0egJvnm5X1dK5eiCcdAbrPXPj4fx148zftp3I52eHh/uR/RAR5Zm/zRsPZpxzRVnbE/cs/dndcxLqeLx7gGreQE/owb44nzzrkyHLvGHcJgot9HkmdpiZfDLt9FwXluGbp0DZh3s3qvo0fLYeLCQGwf9SqgKNrWFVF/h8F4opLq1AMbkfndSKHqzrlF04qZfjr1tJNcuilC8d5XtN3u1UYBiWwqdyiZW0p3Tbk2P8hFipx5kXm7oLfrW8dNluVWs9DLSQJq9UUrPdYeWUZKLA39I8GvFfptH/08rUIO0BoTMR4/cD6B+7c1cXcWFVdnkRTkUVaMP8DmPEo1ymCUc3aCzmw4LU5F0YYol2fyDfEENunW3vJSbtssP2zpAnUQIoq/qj2d2T4hirIh9t3pCZo0bK0j8j2Wrx73g7qcoeGsOA18GdBmogtVeVsekP0EidxLAzYc+O3k3DCFLNNEr3tM8KjcaGSDV3F8epy/EXRpBBIVCu7XG5lOjodjXJo4/ajCBBNBGcFMxtmO0Ot7e3x+3kxcJh6DRIRNLpajWbDKLh8mown4JCNataBVVqqsfDbjUMua/+eayi7GMw2+x2S1wdBuDWmUNVe348jM4qr21aoPl8uduvUBHLdscJJJW1BExSy3hyC0q1owAxWS7no4Y+68jjOH06y8vN4egXw8wg3tiNXINtY+Jy7y6KiGkPGrB9LZnUbufT9W6n4ZhcGmO6zKyRL6dRIS7lk1EzlKnxLJ/uD4d16Kl4gqcKcU72diUk3kJy9YCm2yUEuRx/eU7q5YiDMEdO4e4rV39b203a2ermwg25HJfjgiD/lUc1ZNHaBDK/pW5H24OCnh4ODbPLcTkuCPJfCiKJt9YolX47l86kga9BP2kR/Ynmn5fjclwQ5Pc8wsCq7eGexm+IIBRHVPpgyHBfupROL8cFQUr/tXWQwJBGtfGb65c2RhBXRudefJfjclwQ5L8tDOnLL7d5miH8zaBJ/7dEYumV7urluBwXBPlvgo9XMcNvt9Cr0NyQPXpav1IsuhyX44Igpf+uOqqJX6Uw9PwNkQnimsyvHtrMQDcuN/py/L0RpPnl3i2f7FOXof2tSmUjTe0P/g49iRdBApHqBnf3++q5z9bluBx/2xiknVXPmgpZ46wW2fz26yRAIpcm+95X/xYI0sBrIsTV+qUXNcnLcTn+vgiCd+S5AhCKyhl6XaXXIodf1gPaJzfMdvbfvxm7GNs2uzUbWLcxszXV5bgcf28EqYbARfV8BrfqMkLjm1b0XjxZXh3EMM5//eF7orEiJvKI2SL0uoQgl+PvjiDSGH0VQbQtFaKQPblFfGNNFesnK70W3vivDkMaTtlGL/LTl+Ny/K0R5MtqIL2GZkEK/9EgRPhCi2O+mb+qnfxXN3dcOc6TGlNDWgGlCx/kcvztK6mj5SQ7bzQgqtMc4eb27Q2WzbghW+qH0W85dvKfHILYzOv4eD9o9AvoqF74IJfjb44gklZ/2L6SIlPmsrm7X+Yn0fYfHXKXyKAEetb96t+iJQG9VVZTkmO1bklb0iFpAPhyXI6/L4Jgx/IwY0vNQ1GIBoNEzh4m4fBwZsb7BYY08Z552hR1VQ2gnHG3pMiqNdZsqifc+AWUrqCPVtNLXrpBzeI//BF8Faqa1axR/alGULX9zaZ09dV/Tv0o3Yes/Vq90V41uO6E4UMzGt5VK5R9HqtchnYvx98FQQ7Iqd62q2EBk8cqlfjF066Je0Sp8ePLX3WBVwhS+kxWNXU/vU//7EpJnM3//qyM22jbBKdxVrBpvKr/fksspP3j54vj8z9sf8G8a4IgmPKuTm8qFKsaOb8YvLnEJpfj74Ig6LbLdq7qYkge6/6I+0GGbvO3Xqr1sz8hyJejJ1mebK9+glny9ZgA9852+0VdrPESoijqaDSzcJLK2u3zn/ry4OcaPxGGVL/yR83EmXsVW1Txv3pcRlvm1ctedGKbIN2FKXI5/jZZzDPC7o/z0tCaqs4NtE7k+Zh9a4kZNMLUdl2s+2o49p7KJMQf3ssb7V+vNPZa76PRPr1ZMzlc/EiK9SUo/eJzV18HFQ1gUrdL90q/aDf+j29/OS7HfwWCbB5tl3I3iGWSec3KNOr5we7aitCbHI2vDtRUbYv9oivYeD0b2whySdbPfo1SqQsc1XPBD0cSzfRXmcWDsoaDn2b2rX519RtZjC660Wh8WRH9PGxpmnqH2eXDrBioI0jiY1er59cppKleJmYux98FQVa2a7LJpLXYXcD4/+19W3ebyrI1D3aGh82DHwzDrXF20xt0kDTORjfuoFj//199c1YhCTlOYidZ+1tZob2S5UgCmhY1uy6zqtBNic1iiSDh1zZ4gYgrBPFf+1nNhXBiP7r5DxL8lvURWickWi095n87fccMhYY+qnnYM4i9chsdm1RL2PsXw4312ocRTOAxjT8KQZZopdS0bL4dKnxYCgO6PCkyBINXwr6JIGF+rjfsq5pgx67UdK44w0o/HwGQQYqvdvJgGEb1jXjO7g+BG1DK/24c9ls8DxNcXf1Mub3CgkioZECQOmG19lCp/8YZvfmxRzZ0E9t9Gn8KgqzYHk78Hqm0QiGCGA8dbLvdaSv2jYuTt0sOE0GyM4KE0ehz1mybGijkJ9ui2MYfQBA1TGy63q3nl5ftfLWaW+WoBPumXuHXZF8UO3Sf+RZE+BHa5yyTryspLo6dGUWTFUHibLdNR6WUXbpAi5qwBIJIMqLcfrLMUjQI9mkoDQOxa7fcbLLpCZ3G74YgRvofBdJVzb07mrhsD4fKodcsqvYl2i/KaEPInc8+VMhELRs0l612XmRGxog/KPWHLlNnh2c2JT7XVHNhlqAbVM1zWrbYRBvdpTcEjL0oKeqqqculF591BOGk+aJKRGXDdnW7uukOHbqG814CdPFu2Ii32kuP3hRtN0srPefgwkkCMSvQkM5fFFVd1+WKzalCZdWyO3jXNvWOUwxe1wpyy6puZNK04nCGTQMdwyZlgyaXaH0n4ak4yCr2120KBwRB71xf+HQbnBk33OShrkvWNAvcZdmCdabdRqc6qtP4bRDkwQx96zZFmafvPw8bcldeVrGBLqUONoILfCjrx50KBhpkstE2RJa44V4jyLFbWqmWkaBJLft1S6teMTQg5pVlU1weTywQV8uuks63eBl9eeMhYV5ThOlwDRd4b75iK0tGiXIJ5rgCOHeQV5o1MlNiQEfNi0uD3zoZlKWsOUpDX/TPFCUIp1/KiaTHZ70Y1xRjXRPrLUu2+MVNHHKjGlh9OBbayRdXbAVQraukBzFOU9ckz9A7A5BBH0xp3n1s0TrYhmjPeSiSnE26Mat2ZcLJlpnGb4YgzptXbGfb7N5tNcwFQbwFmzhupJ8St2ZYJ2hBDRGDnBykaSzQoRj7G/Q3bMndAkR45y0afuggV18F1OfZ6rtB30n0lwViHDfaTLLoCAxHEf6hLbg4R4fS6l6wgWOmaHlVCmJF9WJeKJ7IeRBldg56TVXJrHjRtfTEtLj1DkGknujEUwPt5nWnoII3jpUbpeOLn3deCRuGjbvbrdyUw1kBE7gPNg/u48iLokXd6XX0VGUgl6s6OZQfOzYxA0Ps813KCgCR+uw7WQHTmMbfy4rxhZhZHqTPPIyGdyMIrBj8P+/UFeILzyKH+O54Tiojx66hDB375AuBgMBgs0UwJBZZbGARcLePYA8EXo1dG5Lbl1kOyCilZgApsH29X6/X1HqahC8OnDPhitlgD/OB2FEXWwhpDdPClrx6nWfLgqIMjYMd4wAyx7ZYF9jyCzpULWGmr/JslUOP6AA0gAtcBB9aoUsw5LzbODemgDlT8ZCuUWOIiGOATVRZuq7IeTHBJvLr2jLP9nVHZCnZmtuSR9MWm9Vuh+TCY05XL96mVgKDb0cAdlpPZBrT+D0QhFxIb069mttu9QEE6SuaEiXtgSgMmLOObJn+CJeDl7V931f0sUJFPxav7HpfECQj05xKS1e4INzQklhLRKc+EM5aeFPD+tDXPHbXyQtwU0B88Wvqf5Hhuj2KKbSFPAOV6sgJD7Qr6KlIG7pWcHAtQNnSX0l1hFoQE3yanfbyBjK0jIdsIdNlIu6ceTNoVZcMQrsFsHXwp6DsKaa/5nuu7Xjm0jovAbjs1Fvcl078NHvgY19QWVrh0GYFH431eHCBhGbJBcDKL+H0xUn28XdiQNOYxt8KQaR+55oqNNXy9r3nYQ/6kiIWV0JlFyIHFIHDYY99ndtvFYtG0eCk4WuyZ0mDH8ZN3ECf33t0LayodUiFIkGQbg8XCbjzx3qurhGIfcyXqAA0qHBmWNjZSC2SkBS0LfUMuCSBBFCoGmuTZhBbaxctvRShodDS/cCbhu1Qc/rAOkyFObNe1ADYgki0IPhNaLqsiFfZKNgcSPrPoefp4DntBJoMZwhUKUiFz6BQrAHKdUv7h0FfdHnomQEAC6iAuwPQSa8u/SE0x3wiCLxFvmTw0mqbrJhp/EYIwg3PZdgFuYn2H0MQj07HpMFeXwgT1QOCABAY84DcUb13lltxfF0PI/CJIHPhxh+oCTjPxdyKqW9YJ07MUhL28Lk6DYIcboOcMRJcZSHe0FEzl9AKRSwnxW3JYIcriEU+LSp8kBbIij4SgAQQBIZOSUCISxJq1XOzBzDRTklgmdWwNFZYipwyvCzpGoXH9UqHWgIOmli0lqCk1gLsdJjVoQzFhwJkSD2TwSmSnUM3UGpyhpGHVYOLpj1qIjPulwEtSXK2sN4yayb4mMbvgyDPUkMroUVPD2P5AQQ5llqoMGuZJych2z3kaI/4LE0X7uqQsxQgsfe81wgC9rsT90u/w77uJFfv2IJ0ZaCXAMlij+KI/L02oU4AOfUZMxLVAsYBoGu9z4uiLMuqkhgSuSm5DRkwjSvoP44Ok6VRjgbubEucIkrW1g5eCkIDfB8ti7bCzWmgAvSEwrwnvtmV4EfXzEVHuuS5AKBwRxF9qgEspSYjUOJQfpDaUF5nNN86Ap2VBhg2xRJR1VpAe1nYIClaLjgNOWgoNYwtzgCf3NX5lKI7jd/MiuHmh237QEdIu/kAgtBpIqXXc7oCN0hUM1ts8TuCQX9EpDKQ4n6wTnLPH1sBxq+AESn8pti5NY+GPllMYAFW2BwIciyUe1bBBEo9gkYl5hYUjhgzLehqOfYaLcHfRAeAVz8feSCzhhQMahtG/BpbgQgcvLMioLBimtiPBTXlLpy3OTA6awgulVmVrXiDC6mwfo7mwnCDztDNiY/I/1v3TBH0AXtULsb5OOXgVLIMFjnMMne8x76BZtWq52MuwGRwvmoigEzjN0YQEskrxCaOEpp836A+Xg00bqoKfQfbP0QwgV5EUlOhYkg/GSj1x/yyqQqCBNAPIL7MozlUgdQvN3Z7kJwaMk0ObTYgCDSE2CxgnxRG6eqwDuA5gcizZg8Fke5STvsVgrhlS+eCWgQZgiHbkFR8XGMhIRydAiySDmgFljstrgyn2AEXKNKVSHlbwURhvSMzIpQ18JwYq7yzrFcav3uNIBZ6U+nFxKbAxsRbaBfUveoKVg7CtuXiVI8Ajt9qCr5M4zdGEMkj2Yk1EHkfYZRJmRxPuzlSJ5fwx9YSQXpPWKCI14oLwL94UYEhhgoA3jVAlwrhCkYk7A7AsQg140YCMKGYGrBs1jjFPqKWAM8s9BtBDAtmelHk+X6fLQlMrxDEpvR9SOzEC4BiPablrTvCHuHAhFCDGqodrB2mRorTbJ3ANMo8OTTFUqZ2PWwLIgf1K+HTApIyFGGPv0QQVaQkic/Eooh5tlKdqW+rNNGlBwDDMVtPD+Y0fltPqiUjxLeSsP7+rXBBBAkVgWJq4oCQlVsRQUKJ8GodDiSW9X23H7PagSHwPhwgviZoaWkoyyKk9yFBYIVuz1I6YwaBxmw2RJBTtl6lyXundD7VMtyXVgwTdwotHBhQ6Hf4fdtTrK0Q+CtxtjBMnLEnNm7CBwowQuTRjMKvxcJKUVeh7I8G8wlPV9+Anr9Aov8XCBJAkSmNHoqTC5z5QSV6U1cuR2m/E4JM4/f2pDIPH7wOTYO178+LEZ62L8x02CoNjaDlWmqP2UKkXPqzeRsm/Nuruj0+A7a1gxWA3b4OQm7H1tD1GGG/hi1xKMSHYkIgCArzkERRiJ3hvDVtnKX0nrWBGEdhJHL7CkH8VdtrQIeZLxB6qADhrqdFJVs//RTwZtDHmodG3LYrrW5ixNHR0G0hOsJ1ERH4O4k9JoglGYBZ+7Eyyl75Qaq+b5R8j9it+Gg9Qit8TUUCkn9ywiAS4vsJQabxuyKIvTz1RngK3ntzc0V9YFk/Q1latEz3p0NkA3rJQaM63GaZ8O+9qusH4gVSVfFrJTm6EgRNhbOBY9YIg9LsoceV1NYF6FqySzP7jxGWA0M2p05OVlm19jWCmFiMDUKAEdJWKYbS8bDz5aWQCIIKa2LXiCQnpIc17mQ7SbFGqibettiPkMHQjupJvMVZxJYjEnyBICGZasXpX+tO84NyiXJrii5UoWVRiP42Icg0fuvsfraZi0Vff38yfXaSHUQ6I2oEm65nthiVD0MiZ7OV2mU5XI3ldXY/AjRAi1rKh5KRFdMSSUsRLkQ9gCDHvYRHSPI4HDdG0mgyynksuWsNL4o/vvhKArUHXlsxgk5DP4p4sJq2AKeNkNB84sABUZRa2LGRJxOARsSEfXJOwWUFR4VK1AqZO6kZ6VDUW8hzg4+HE9v65g0EMYA9cNdi30TIM66OiiApYA2HwndkxH0NE8r3JgSZxm/tSbXqnKCRELy/C+W6UwTxtdsD9HIJjlDUNcsfeDCPkdsm0RQ7RpCACALqFtn0DdlUWRytGb4hRxSczoMy44kge5yzYMSDWX82WdKqASV1aJipfRWsFjR7bcVQ4eibNISbh8TSY78ggsBvqgd4ZKnt4UolQySzMbJtmYFXSxofOW31NvJcYpcIvfb96jJ9lBirEffGpOMlPcZMpMHtf2HFxEwB7vN5HM/zlrmDXC2PaX1NPgedNV7mJM3u7YQg0/gj66QiDFp5o1rj8Co2ksouPMuWWbQt8uUADIUZN20QVQeRVsRJA+Gig1TWkhdybBf0DnirXswZuDegmYiRQYWB1C60ozm0jKFY/60GNv0xHbs857U4LYuikiR9CLjk7+ZSth2hW2GCWFtKOk1N92hFBGF9kE0jAZMaNUCQ34PPuasKSRvySVHiQ9KFV4qJuPfSjABY051x960kDeLXGgAdCNX+iDNXLZP5kcgHtwsUsqlG+zT+uI5TB2bDjMmThhDCcqCQCqTWDWntXTn/wkGbtJLsTskrOsmSZxrrPhC9Y4FDixiFQ8nhlOR6vFZQkGEidftC/I5fSJwPK+o4v+o7s5eorMxCbJ8VirseJR2WMLBAHLbCaRbMT5H318IkUwpafRhKDkh+7fxyA+SkWGTK6ZwlsyWUoiYH1i66mheLp5Cvwut3Er5G3CtlCQDcsRD4jlVCRll/nBhl0/jzarVDAx9tzSjShxfrri/FqrG0HJjw2xbqTRi7QUIkwfa5Vc8tigBRDemQHxtIdUAWEkMOic/6Y9QjRAFwu7pH+mu9AaecXtUva6RvD7RiRmUH4Titme0DR0e1RwgHThFEjPB3SA9KQD8FElmQgZs3SEdpqzX4a0IOhYYTpmUjtU0OKDA2NPK8FGlktcSjwE6TG95cKHUDChu6KwiLc2bLIMLT5GnTleLv8ZK8OQiqHbpqTW8xncPllAozjT8MQeArQFkQb35V/xRFBSVHBYUTTbor66YS8YvCsWBRccmKImFOH3mrKF7Y1FWx8Ibwr78pi1QYn/gkCpvuJGCMz+32qcR2+uoNHQRuybo0I2QRzWBfVjg1vBg2r0uGVUoAmjSdQvCmbVZknMOomaO0agR/q7BYh3ZTCYq2VWWxWcTXQW5pfuunexZczJfe0PUTyTDIhrmirvIvFBgpq2KDj6y2UG2kh5WNs7zkq4mvleX3dbOdHsxp/GEI4ier5KotiyHvwhs3rY2co5tWcmeji2BbrQw20GGF2aFC7U6SKqk6ZLDDylmtREj9od9LEEBDKXzvDa3fLceV3YPBxSrv8LfUcRKRkjCkGza4rJYlR06ww2RBUs/pZXGk1w01390VguAAvu5i3BxvmB0sEUEy6dyMoYbeFgKKFmP2CZvGnClwBJNzmWY7X0zP5TT+NATRsI01V/WHI8SEFUasGwREWyIEV7JthxrLsaonKCg6UOtZbywQf6Qvvw+nEEoXm1XjXOBmaRU074t+uyw/NHodAVNUbsXF+Boze62WUGeey7nJtbaYYWIMsn5hXaxDvSk7fMYlAwCMTnt6QcqjSc+XU5uYcIRscpM0awIrsIVsYULrXCHExb6y6wfa/GTFTOMPQxCpnm5e7/mGdsS5E1toNQoTjJUD2ZuNtKM0l8axMUHERSqaEURTCfZSMsCF+k/p5cAazfO3JhQad+UX8aNzCxYrSg2dLujGS7uB+g3AC0c446IhW8eX8gJKUwuEogsEEjB8jVR8NT7dvDHm/D9zZURZZ75YNNxQLKR6WS4tv+pHkx91Gn8cggzJIm4UvvSE5OXL/k2xG7T2YGifcBK4gVWuDgdyqwYZtWpPBPbUsY6sdWNOLgX1kSAa2rWj043dE0CfSytcejiZ+sbLm3Nd5pHNdXGPIjnY4IwJAibNkGZItUQUolChbIwMwTB/FCJA40pBHF8KiDh/5AiRfpiYjh+G5wrv3tC9d+i9KX/O2ss0pvFnIch/bdCHMFfqPAKkB+GXuJ8/q1HUQbMZQzsnRJxGKqJOYxrT+AchiMU+7kp0gyp2u7xkFyqEgAL30wwsui9gy6R1XZU5T02WWO3c9IRMYxr/LB3EWFb+0bYv5HPuPtQR2/t6A3CYHFGmfFUyT/sPVGibxjQmBPk9EIS1B1JpzKIIgpa6LvoF59U2tyZthbbO0aOlrpt8mtOYxj9LB6GDdVVU0v62LveXuho/q4SI89JmRS1dbOtyY70pKDKNafzjrBjlZ8RxMo+t/isMf96KkXALXagmsg75s86TcFI8PSHTmMY/CUFYzEOjvb7SO5xUIQh/xYklZDzEm5V5Ek0PyDSm8Q+zYkCziJVZKtIufAz7S/wroZ7IH3rEWc+bEGQa0/iLEcSXVBBP+OfhuBmk77/VrVETU8g398MPsbfdibFmmcBq/r46kk8NKcJPcHV3mk0Tjos76vpx9YiCxDAt8CjVlJCH44Ofph5ehrC94JvrdcoE4AE/Qkjz9bLvJxAGgU4nIENfScXvOVyKQYWa3BRS07O8Z/dVZBdbcvJH/YMRxIjWH55568LxVh67eYul4Z8ftDD8KOuVCXdQQWzk/X37qQTeQHCLNSNwGJGI54jOHzmrkDvQ4C9sf1RaonQGxlyLkrXfkHDrDeRYQRDzYX4Mmg379gMIIjkILjmBTjof2Lvff1ycJDdbWR6cJYyTb1112IWm/jn/WAQ5pX/YwBtxyFl4x/fe/ObF3+A0AST8mGjScEmLum7Kv3HyqrTJEDGJTOh/qX9d15geEg7NmdXuNBcAaxoGaGxlArYTh3QHxgu+pSNQFUTKnhVVxjfmR8LZ4QclFRUMtPFXVDZV5p3SE76vguxR7K3aqE+8aNDU3HxdBwFymthMCPLP1UHCU6KKS+ZJ7DDwHIfDw+J/oXXrK0baHowh5x1WDI5C+WPpsFJ6f2POPQB1DpGy5qpsCRpTaLGUi1EDN3CyytbrjIWbw0GLWK5X6dzNLYcbc2Kt/81dfqg964c/KG2sgLRIP+R4Zps/Satmr9BCgM99d32cl0uT4L5PRBdhYadvqUzGeZMO8o9GEFjq0A7ismo4QKSoSAvfpF/Tan3StNzwTITBhzL3Yik1Cj5q9feNslred85iqteFRFBBuX+FfPOiEfYaWtaVmfqDwxiVWA+syIrR8C+uJ1rxpZ6x39nhra9lsoMfEjeYWUVNTeK937ux7EFqCJkJimEDQd6HXSgJeZBKk2rN9CyR+233l7W/IPFpGn9jHQTf86rTCqCo+amFQOsN/SNfPvKSwB5L9R3/I1oz21WzwDK70NTl/O+7oHzW0c0Sib35q+e+HxciYKeKloUflQOL6o/iKkb5eNaSHa1k30sJ1kpqLHlfRVxD10mSqgUZ/JA7a8+uFR/BShSPbaUU5QLTBIK8x7GF/sW8wa5GFUmxYo5SY+7rO4JdWm+qlvIPRhAtQOaWx1Oeim4w2JPCq4pDIx0kiOu2SULvQzQwoWpIL4iV5/2d9yQJT1SSVuPcWAVxrbaqGMaq0trTMrhmlXSkGUpS98cLiMhv7dz7dv4PLKB101XMMYT/xf94KMbkuFjzbpUFM0E16Ua+4TnmqVbMd2Xdp3rW5kNsDU4OdggKvz7dhPfkmQlD/rkIohW+YtLM2X5h2FOP3X7oPPPlHh2m2IQ2sagv4UcgZM102eQtWPL+Tow3eIEqMbbqa4kvxw6cBXv3oSUOuk/AAOzYm0uL2K9RylUo+yzKjNYQLeu6swi0OVUg+ooRwm5ex5Zk2h8yY2Lfoe/N9iM32sDekkbLqfQf1pbA3wNYHNRv9EHwAzZiH+y9rwx2LMwmAPmNECS6Aof364+gmYMLzt5z6WqPysG7WGwYciLCmA+1PF4hzu+8JfbYIjyp5FITNZCopjIMbHCuMGq1DhBjEFCR0RGuX+txUpw08IZqh+q4jU5ljqReMesPCUvdqZfRP0WEZesLT8SUoXJpcJVhZ8ITzSWUPuJ6HyyXZFjXVV04PoOvcOSE9ipuzYhJUKgasT9VDOJ12AC4rzEVVrFPYAEAYrKYt2zcjnVODtpN3JBVn6TSBHAeJ8l8QW/rOPglxqEdSsDR+yFlI61FD83D9hwSGcROSsVFytoPhqbmUsTJKQvDBKc6ayZerjjVQCi+QeiH5lwqigbKgF/06MoSGHYilI+spLUxaR5Wl4JKIi8aj3UcgR3pCzpE5Dgfh9r50iVEOSzy1UvduKGq7YbPilWKcGS9qfLS76CDMHyIqmLhxxzgYCvYBBsn+t8CArTyn7FCY9AnSeMKlJiV9pbhoxJIwMYGp80rCAOhD4lYupNjUguponk1PHcnf10ooRyjlCv5qJQtC7XCGRthS/3RgbaW8MWhrLJRELGsohqwYqJUbh7FGDTCGmrd5yGEyj50XBE7VFsT6QJ+fBFtklvJtfoAum35Qx1l9v6GntEkckJb0jLRVsIS044q+ofdUKyVIVwWgMUL/jDGRhK9mAPqDYXdnHwgh0NzF5y5KD6jyb5C6yCQjlXzHSlgKtw2Ojmn7Emz4+zIFxu6DZ/LOvr6QdRkHIoxKYKEA4IcC3p63bAEerSLr3QSVtoGIhz6va+FaqVC9YAg4QmbtDouvxT5+rOjqDfBmTU3jb87ggx+OC0x+AEyII+Spz441zC3JCYEKsbxsP+zVGoCQ6c8Gbcq/KKixFIZmawx6OGJuFy5A4bECW5uaKxSeUOlQirrTp+p0J6JbadnNT6RQH3ZuOgcECKTMVrMMAL4UHiSfVngWY5eV0QGYcX6JzgI7KDbDDhzUtZP0WqTjHx9vrDr9mgKQ7dHrTXmZQeV7bdNeUp/i/fYh9vp7oxFWbDjzHK0x7JvZk16x7VNcuJcCP/G2YG1FrGGI7p+HY+bwA20Vo0OC19H9RR7OlogHR183QklFD3C2GkpyaHYoqyEG6pgM+/Qnpy2WnoSCHI4Iwj9xoFRPLVGG3z4I1bu8CQFaCWIrsPG6IfQnxmHlvZUbpsRbll5qWjN+wOCQL2BmmYi403J0r8BgjyeFHIn37r/kSJfwaKTXo9sgsL9OQjyckN1IFyt8LeVeu5JHKX8WAy7xwEnwsFysMQZP7Jq7oci7+CGh3HM51V7Y3I78sXsiYkM8rz63KsMk/xDrQAP3SKeY5dVW8eXDVfCGL4oF+Sg+DRiojl6vMAjkwdXHkqA3iAqcpBhsFoWQxwwSRoPFBjRcNxp775sjiLxRIiyYowzUCIL1Rf0sUMwhoVVDfpR0UHofG0VwQYY5YENxkO1pLAiRJBG1kRIZePEIL2O7NGqYhEM49iyVfAObScSCGZgBpNAswM1izlr2rUAejKUoo2cSLYakYM7RRjnwBEXk95zUroUY2hhnf9lOUPh+WUHIsjZyhru6pXfhivlO5avPimj1EeTXh4Z/8RKPHV+57Emig0VtxL3Zs4K0zR+A0+qEcYGlUr7EW8+9HSYJ+eN2gao+IXmt3bNnpHoooQ+BykdrtLAtkEZDjRlMtrnge2otBeUWj1FMQcRcb1BsY56rXx5h1BDX6532/061nrINIhyVDys2JFKt1iATYIChWxLtwrPcr3I0Q+qKneJ8rap18zzSvvXDmrNSJWCvC/3nI+0xyJgSUMsz6zLum3Jh1VMyQpSK4tdIiA1KrhqPLbcLNBGvOt32ltcbCUsA+wa7O9boEWbECW5tevF9zBjyvNEfB+x0r79snqjL4WqLcDVbuFzrYvtnHi6Y7UU9uBtua6V7OA4cYwOV2W5j0k0C2hcHZtYWgm2xTIIkx2Ib+VafB40cTbSwmvw2K5LOLWwjHPREkOKNb4lNuxaD2x9hsZq2kk+EWRvfVOU2fA9UJG08s+rGBVYaF3f4ivc5ZlqifNeWgUOuk2yQ+WXSu4JDDx4kWs+K/g/6AEryb2aJPY3QBAN65vNLv5QIB4qQAajtlC139G4YDPdjSuk12TH7Y/OUKkheNCIDZtTw9ZfVx1bXWJjrlNtcdujwXZKwgQCFu0KZPaqYjNstpZk58lMN9WULTKJAm2VqXruozsuOBaQ0L7JXagVPop2iDO3haeOWHC5JGDEl5trsjgFAI0oD2yu21eQFutbNOXce0AzoaNUkWhECTr8Sv9dYuOoV5+cbS1GyobAuRQfoTiRq8MBjbkh+4zDFFog3qjJZEPob/0VG6PCh5i/pmNcEVowBx00ewnnVHSeUtAOJJL0EkzfGmoa0VabjHf1ViAXrTgBSlGOg+DxNutW2m02m6FzBl6vmM0nt5c3/KJwyoF9DoUpb/UifaXVH6PmqC2LgzXegNcY4WAEnf2T06XA1c4LCxxOiLjSnZwTb/YCVhLGoRIKA8XuqvYgT0YNjcYU7DKstegYjyr+3kG4CUFOVoxq9G7Xoj10lZr3B/fgWkfoDY/Dpd4Pjd5d2Q89qyt5qo4q80fhOhTSZmrf6kt0P2KrCfjwHNo1tnARCVRMd81BaBIDP6IHGKG8UFYPfbR53NwXB96Srx2E3sYu2NDhbTk084a8d6WEGub0W5Lg1RAUnHe9t7HF78DD6FEqFXcG5aHMVWXpqUZgf0cH317uhHK7v+JV4CdjcAIMOEh4tQjF+YhVUQThu+ISFlaLOx0WU6oJ38zHpUhhFsfTuyP6P1AyZk/PTgCQf7q9z8bDQveXSSNWHtHGKYiQHafZrMSgIIFDXuWHKrJrMMFDLY1zbATvbrOQyJjng1126IjYuL+VPBLkr+Bk8opsBrSzgCBEHHzvaG1MyIB1Kv09YEDB6Dz0YwczEOpwHML9vTQ1ByRoIDikv8XqzLiuB8TqbHFiysiLjMh4ZsKQ3wFBGLrYqI5Qxx+gB0jwHo+DEJ2pnwdrAIDwGiqWPieNOQZzummxk4GUCLtC0jIBFXiyqwLNrSUCCh8AHx5yF1HHEBIAsR+wRDYwWD/SPnNDrb1vyrKG3/KYafIrPRt1seNrMAroIijYMBvKN1kX8GTyKSxEE6qLpcsh1Kk3ihJaL61FMymLCjVT0fbSEL+4b+LCFbSHPsXT7lfUQGrYCNRvqovHWdPfVnJkGBAFiuAUjSlx8MJRESO1zGhkWRJ02atX9ILwomqUuN9Ysuo873WVgHnF1QAZXkrKI6azgjHXkC7ekgYvvDULie1lwydKiKnWgk+zEwjotNt311Cel25Qeo7NXAwWbwX1pKv2+5LInTG8vai42C0a/PLJyMUBNUaQLgeVBRM4rk9JyExhKt2oX0/RK8IJJxWd1emzNwtBEC5fXPIrbvEc8JHBiVPoLKJ4thU0UADyRE79HRDkWXTYqJO99TjiUL4HRU4IEgw95Ta6gTD5ci+aA53u6kmtAmUVQJ7rbgjNGOz+HWlYphTdtS3QChuPEGydXdPU3DPLzWadLVjeMOYDfGy3zNusSaUS11xBeY5wsiBvuVP6EAY8gux1bWLoOv0G2DOnOlGvGVJIWphLVwl+USVaRWK0H96KhlAjClOzm8M8ORxIx95icbCx44ZgzRy6xI5Y/jgdHEIH7qwpIyywBn26C0IiCL0zNfBwFY06S9FuXOCQalT3xFBdW72ZRmCBLjhvQf8iDcWttK6yyU5CIuHg2EZoHZi0Tzc7CvaOcNXSp0DlbNGK8lJlDrbSQb9kqEjwknCXT7CgolSEFgqcqCiAF0w6px8J30275nfnWiJIoN87HNK+EHYapzFpRJ4OXTY2DrMKLrCOVt/6lE0YeEsNSgFMcmog5dz6odiA2k45FteamzLrfic/CLvGLrtB46x/BEGEEOArgkAcW0haCJ86nmIj7v64pbB4A+GEDRYKw4a53rpWWwf7F3M0NlbcdbR1XGTsDh6QDJESrarBPe7QLKkkRbAyKnFmZKQopEqZJhsB/2Fn63aUishHrII9drFl9l21lmKJNk1PzJPTPWDO3TomBwsC0fLtuKHNBYXJeSl3WRs4YFYj7j44biUMe40gS0EQvLuBBd8taDqFgiDdSiRPHJrI3j8FogZORTUSlJAk88x/M2y+pYGwJ+cF2loPy0gyFB1VvlwMMp9bOk+YIaoebDCHkt9HLWYPliPmb/UWUeyNOL+l4htWsXF0WPi77tCXidJykGsDZ69w0TOanD40qDYVu6tlSssJQfZS6f5IPGDQ3hcsj/3XlKGWiXS+uOnHCBIGKdWiPOU3sWVMiQ8KtBQUzz+Uk+3yOyEIdoMwXh9F/cVT86HMirUE78mICMR239HdwGcLvA5AQj6QOylCla8FP5iF1rfMtAuWdFiQDa8+ADG2Izzrh72G8XbqABmIZ3xaO3XpxUIUYWy3oBdxMJcHRqWwpgkpa3Hrw4rxUzpl1GUrxLdxMJeI1emmDBukp6SzteaBdHqI0hyOXUSnkf8Gc2sOXX2PJxwcGDcS8IAIQk2fQUna9m2sbzMxcAkvDGUrPPW8VAUoCEjmKEYCR7w7bs2XqxwKEhAScIchgsCYEIMpIL12x0GfwL/SjtitVREqdgCGPEpqM5NSuKo12SeGtLCaS0dS+7FWywrvtsszFZeMPlgzdCuBdUJvjqzKgCC88AaAtiPcEDZwJZxFvp71xb8Ed7FQ/9oLTop5NtBZfZ8cu0rNSWBnnxFB8A9qUmUw6SC/E4Lwr6X4uvrDR3I1zwjiC4JQNWeEUqKl2Nr4dIdKrnJ8aoetEnByEFtpXnBjHVyd5eAHJSi09VxiHeEOLpD1ufxWIQ4AxyeeZPqKu/+cJ/YkBANSB12SyHXtuyVeWGkUYE0bYMXgUNtWazo0nDVjMv8ScYraivMzgLOU9S986CBHSBQY6MbVmCF9FPIOlAH6aIfQ0BcIItQL8jzqSMr+EEGgvKeMcPi+OeUWhlLxkW6D9UVSoMDRKWS+9DchqNFyYnASY4snT9cpLd1krZqdBGe7OXLzFl6Zg3lDRcVhLh0/EXvU2ljzzRKNGqHMCg4LF3hJDgaJLIyzkxpIrQ2fFzoeuSw1qR2YBrBTMG2Hb24tChnXo6Qek+OI2n4x+aAVQI9I6hWOPcN3XKkYPhoqfKTwFPQXSdIv/bGHY+VPbPbfB0EehFMZVdK57djuP1LkypAXUChVW3SAAk/sIQNPDCZFJ7kwsq8JgpgBQRCY6GK3IokD1yvn4sqHvt/GukuhcGIgLK4Qu3R3dgzYSqRaGJRzfSy9YNuJmXLibQIEIsq6F21qcYUyqknEqejdxVzbMh1KF52f9UICk1oCiQhihvmKjqPlPSFT2KRLb74X/OiZVOu9RhDIhXL1yeuQeiZGwtqpDRYUxyEfSBNhyKbCuboRC9yHdQdofUMHCbhHq42EECsRJNLLh3D5HIpAq7kJb17pNl6wAoxCH2CIi04luIIq4cvydFRi6KQE/BIQOGMi3ZwLFdmByMFVyQcaGFUV+YbTVoj5CBzxm8lEYSkYek3glKlF+RxHyY2vt8ljznUdDR1LfMjW6hujWoXHpu/mmjoTxppHM+kgv48Ook6GVSOBy9J9oFCvH2JDOZ4RxGfslooxlfkA6n9fKseV+vKhPlW/zCHiWSmy2EqBGysIAvvJaU6McBxJj93BsbkgN4qJO9wxG8Y1ZTMEOgWa0NbGJMcKdVMI2fAU7nctvTqHNj9JaKI8CbgLWxbx8EelcfBOlyhh0q8EQUJBkDJwp9Knhg7SbpcLW+UAb+RVdb/BkwpZHlierhGPgCfBiG4JAruWxPCNxj2UjY/gF9Way0SEnle86QEoEb9eOq0tD19NI2JHM5DiaYaEZ1o6Rvkk3opWhriXGIuOxK45VAjg+pLC0wlZi5pcSXsK+NjX4TmwRC4Iot9SXoCpCrBiagGp5ekAKBxiUIIDxKXqYWDBlUGnSvgK+zwpSaakeDU2t/jid0Koo+/Dio6F0/WxaFXegN7T+L0y6/iMzUuQHPP4I2kxvr8igoSn4CWdnQcq4tzi0m5Ibccj4mp5vFTSc434AjLI9hT+ulgxzVA6/FKcmLr4uZOtI01RElqgXMNKL42ECSAXmhjilKAe4tStkMOa/fwEAbGXLBGrlUBRuz3lzupAIbHWaKodTtfXfIzpSS2ULQtxgT9kxTmTvNU3G8aug/i68rQ/WPcRFQ07Z1SY2o4gCOO2OG8khoekklHRiskfy8d4AVsCAhq8FTaveomMu1CLLjVGMdtfUDwHOPMBci28x46zgFnSb5ncfFTXMDn04syFybA9iNuSwRMhFNPI7Pvc6Hl8zSrEF8ZV4T9cSUuRvvKM9ieTE8XBs6bN4/TrXAptP/dG1RvM0I+Hbg3hzEgRWDq3esSSUDYEzuoVvh/omj4cXh3jV5JPAM2onpiovxGCDIxlFriNvQ/U7wgkckoytyS0Su0Pv9LgAyGED3GhCSnCoGyYTkqYyWm9QGyLhaR86KGl0q+HTNRBwqmDrIRuhYfPSihRpZAPOMn0CE2evC7eKeGuUXJYvWfGPh/LcKgdYGk50YlxzTKgVWB1f4esSIkP+kGgeoeneRj6U0lw61hny9E7clknX5yjMM0O6r+lEbTlx0kw68lH8eiYbVOjDTICyc11S8BR58xovQ1fKr23qiiWImEB1xKSJ3km4RkDBgShGdEKkiNrkY6fNZAEN9eFUqCAU5mL8ZaRvkVZlqNDtU6OuyEpWuLt4rptJGUX6FxQB/FHCCI8QWiHhGefhJw+X/S0jew4Y1H9V4jFiBf5bMWAdHjcYMXocV4pF9FfM39IUcNGCCzXE5HsH91xytckVmyqLqM54bS0iIFoNRQLzW91jKDKE+mLD4Ox0IDCU5BC2hakeGjt9khilNzzhkohp613B0V/PUpdRQwhEBWF22IJm93iaas0Wddqar74/Q5dvTOMzLhzaqqVbH2SWrvjyoxZ7axPOFeQsXuQViVpDcyTUjtS4WaZX0cKWyt1+nzvUg410M9wZyWU+qeENuajQAuhdg4EsQFdFCRI+UOSTiy8EahoZpQ7FjGYUr5ZRVF1GbkZt2MINlKVS/xBkVZLZTylG3JcwF5BPMi3EmPR5HzgNk7BLFtJjiXgpsK8MdrYfIvVk042vIZPx2sba26vy1l1gOaGhOEld7GkuxpOJ37reyhcTT1EWEbKw1ABWpwtI7+GGkCBr4E2WKCpMN37uR3KoKi+OlHJ/sEdp4acDe4xzM2FK2+olwnxxaNutGKM6bh1aWaYXymlgDs2SAygb9oh8QpivebWiDyZ9roMYigIclhfKQuxXjoqJJorVkxtwAUT/dyJMwN1t7oNIULLk7iNFf6or+liVGtypsafn2jshV3q4Nw0Ej7GNEMx7suhJIjc3BwyJuFgPOZ0g6YbJxS64NThYidJytyoZfsUbtqx4sa/YMoYd+g9aqNIGMhGIoLgsYjRcwYKxqHf9ABYyeIf0GQOxKP2z3I9Cep/CdnCV7pMt2aqM76Y6qBOCSAhjUNQarbwAWVSH4m8MOZTe4PPEipHQz+NdK+yEtbiYtNZAvKeJDvxZJj9phsychFSZikUBcykkvyBg5hL0egxkY0mhP5VnQuIiI+27zNkQG8kjhTzq3Og53KrkPVmBLqO/UkJ+cciiB+e661bpqR2BfhWllGQQZNmQRCqA+3JYAhJtMADNrSnXXHri+JhkwFtjPwRGuzmqp82zrDtGe+81AwENECGuPGR5EQ2JYzqLg+ljICRLkiG9SW6nRTk4rXBzcZ5V1syKmXvBzezvOpRALfAUSv/WIoIlH/fUDOHoq/AKFm29NNstACHpdsZhLbwrI6FgiDQWsTHEYs7pCQFlD6ZlPXBGOlq9pIjx+PmFdl7O8+MopaGFUSFD+q9LmwdwTFKXYvvRauDxjz8oXxApWtmkiX5FZqFt5F0JbLaGUbhqluSz3bk7FhWEWCxdNhqSISy9GaU5M0EUkbA+MsFetqsRYcS+g58nn2XMTrG5UFpBISlWWFNOKZ0duwkG06iNJ69LsgdkH4iDPsrBFng3QWod41YiolgZ6F1nMQybeJJBfkHI4hWwAmMc+mKhKKmkkGWZkAHHNvY8f1GqgUrrYiR2LmWDoiFCFHNtYbZMpfiQ5YKBgv3XYUDN2MEsWtqy4ngAhJreshDwLAuc+EEqIpG0l+XEFvwv4djWL90uela5H/ZKESPCqgG+VVaXcKY0FJEhdn5VKkiKUyiLk9+NhKq6bHdkSABQc5J5rTa/8aXPZ9sMBglgXdm7vMuxV1MzYVsOEmqFXwIdjWdKmVoxro6BL57q/Axr0IfEKKnaDsesP8FDtUjE6HDDM5ZKBxdVzIEhP4sXSsrxZpHWlwtGwgrYShmQoKNwLE8FAFSmGlMOGaZwrwjE4aJw00mIbFNJWw6nEZI9KQOSlZBzPIddPskvB2EY603rpOrAOsHA4L4l7jSsWe+Ml0t/S4UHYSxpnro/glegRR2m8Y/2A9Cm8DukAPFdPNTVmvNooL03J1qn5J6mg2egcGK0cqZq5ahVWTDMR2OIeRMdZBTibDzMwjN+4IgzmNybL1fxJu61zIfkGeSrw/1drVGVkzHfF0JE+J5RssVZO7RHdH4DallKHFcIhyDQ5cnburpkSYNZplmEqzpWW6A5EutysgdVyp20pmJPLM81/y7rjwhiGoA+VECnThAw0KQDB6B2M1CqrUxKZAJbkwZayQHqXTeqV3mUGXHAqXqL0WHzgmhfhap+IJZtMBpU11YMRo8kq2c3PBjzbxDzTVgIAQTEFaf1Euj89lIYLfFQpmExgsb5omjBnPbpWTp9KLWMJ+uydN5VkpgvCYFhk7QnXz/DGBF3pA7a0hkwdfhvHF3Cn+IWgtM2XFk+nDkoxBtmNZfZi5j4QWl09LNRFIO9dVJUv+5CKJ1OxuhsEo7KEkaR3GckH6JYyzcKd+nv34TqVeVOsji1NMQKZ2wsocUbqSUIxvWMSNFWA5jCeLGfrFi7FZqg2j2KdLOoQuDQVnC7XEckvPJjWCgoJOqx30vWgC43AXrh/SnRgulPOqX69AbLPTVoX3FXtPYS6d1lrU4M2rT6/t6GpgBIytGvI2akytKFK2fSPNUSOOSl7fStw1X6qRGSV/Gg2f0sqaxVOfy3kqDTmotbSKlM3D5XDb1UKoYE8q0PmrJYh5SH0TMGXygEaoYLRtxemgVN+HaG2G6g7ZiJaOo7ocuE1SbkEZjkm7I8h2umgqCMKmPWlctwSEh6cPYc8wFWvnX2QJDGiEUK0xm1N2BGiipweI/kRIOWlMAsavwxD5s5t6khPyDPamqgzDtvdeSOz0T8HcDwRMVbdSbyCD/2mpfxvI4dJ0zPsU3raRqhBS4gPkzF89dI8X0xkwtSZUdtTfIReuRHFPmy7PSeRAXBymy02n+B59Cu2+GrHI8i3k8pzpwelSRcTaX3P7RHpcxAExlqEdNAjDnrUEtkKPww/yhhjj1hUKLmrBWUr11/tmTSqdfRE7UWrP6GXHRKvL0FoDJqsthSm3RJTWTmpzFklmKwI6qBFSHdvtmk1GaEr3WPIGSQeeGNN0Okkbq8IirCVmFsbQIZY5kNbdSB78YiGHA6KGiLWLbKHDQr2hRFp2kx9FFlJWHg3ar6ZpcGwI1mpcP3aoQFKCbiMm3rAqJT9PqGCJnzIaqfKn8Eo41VUKbwOLYP0ISoHWsmR1Wuur4lgoy52NhAsX14fh+XuM0/gYIcvOxHzhS8beZbVDLoSy2qwSdCmJWQCXdKW7a8sbx/RtyRaCN3vj8vWi74sab+fiXdwNOxCwtpEUKa+q54MZEWzQ1w9mD0ZVmYtosTv92+Ikh4R0K9qU3pujbrQ1xbjuvWBOva/NkBt3nBhvfjduwm03blJu5Hp2WLJwnqTE0/J88M6pwTMcGztuWq/kN5lF4N1EF2boJebcGfzuckb21UVGLZy1WqF8u5w3k/7i/GyS3dnrfBvfHWYQ4dt8igMM53tjA3qBUCi/zuavR0pLEENyRvdwv9K8sxV2/Wm8UneaKJijSiINRQ+1m2QKXboArNx5e294gjIQrRjfArnXNtWhyZircAP6Spi1uUHf5JmSN0zrgVW7g0+mXON6bLZZCpZnxu0N5s46uXJQmwLnsTZDseTLQhgNWn9rjalHVVnK3qNTS7jn3wJvZG9Rj+gxdkf92l29Qr2VThnmD0X2mNZBevk1nNhW749Tb+GZVy/dPHRSG2l6v8tf/TOMXIMjN7V/0M1vtVrObTzd3Br+n6699bnYXfLq5jVfrRD95eQdpJZ+r9OrTd2Y2Txw+E9xlqcO/w0/hbeiWm/Xqe/NJ0YMlBVpxBcY/4V2Aq6KLuJNrzrNZOLuZb7P33mckc4Y1vw5ucaZPX/9kcBvGy/V6Gc9+aD3v3HzuwltzGy2WMdYNVwrjxepydn5mFmVLuZM7PWZ2vlb5udvPuN63UV5uzRvfV5Jt1vO707/NJ65G4m5m5tatlu6r8/qUfe4/12/dE87lFt3nbs2rvn43xPmDmcMlIs7KrRN8k1y/eLl0V8/BX/czocGvQZC/ZsxuXXx3+8nd3s3u8K/oGx/F+7fOyTH8T0d8e7tr2vz6k5z47JP86vBJOTVPEM3eMyN+6Ma7vxpecMdz3PHNT5/0Q/jPfehWcRxvljd59/W75Mcw0zvext0PLelM1yhyOPwy7WFp5C8sz0wvNlzz/L7brvk7DwVq387enuL1vHA6fc19Y31n5efPff7Fy59kLT6ht2G1nL1xubtPOj+95N1s+P7vbu9cdHt7O7v9L4wJDX6NFfPXDKN/z/AXTYGvDrw1mw2HvP4YIsavXglC+SsI5FAo8vhrFr5nPqEeMXu9Hjzb6XJmmA8+9+77DHiTeoaZ4bFfn8F5nsZ8fD2Hg0N7/ucbyxpcrqFTutwIV04OsO7t8+vZwuullu/RBOPXXw8m5zTJW+vChQ1M4i6Pw/h6wRfzlq/z5vLc/OVjQoP/H36Qd/tLYIf7kCl6TcKZCb/2OVjIeHjJihfb92xHo7Gd+CFef15SdUN4V8zpnCH6UQbh9+YDH0nwZq95ASTO16OHB60faY8jUPzO++QsAtwnYUTO8I0fEKxAD/WZPfsjaypnR20hXC+UtQrEA3L+CcTLhNf47nCNy3ryXcwTPswbKUPw5Z3oWc9nM+pLkaO8r69HLuk8X35PN8M3Sr8U65J87XiZMNY/oP+IrTE9XcvJD/J7IMj9X3UdEzxKIPL5O5H9B/176HD2PK4L4UfRG5+8qhzx+JGon//wlTcew2fzeA6JPHpPH6THyLxx9kf78NWPndZBPuE//kgFnWH+T/6jeXhjXR9O9+c/Bvjdf6s2tj21p/0a6TP84pr+w7e/5/pF8nS/WFMc+xw+hk9f/YYe/Mcv5vhgMO/gcaoOMiEIn6FH1nHGn+dvP4NPZ4F9HH3yyVIczYgf8fDwcAUnj0+CUY+jE3wLqZ6enx6e7BdxwqeHs1xzwt6DNU8458P77/N5AJ8nucq3pvDw+pcPjAe5yuODHPz4IK88Pnz9Zl+/5B6fjdwntCD7+OUh9km+ivMZnxUFdIHM81fntez6lzr6ciLnMwHsPPdm+7lHfINXM3l+Pq3Nw/MkqROCPEfP8tg/PHN8HWieRQSfHx+voObRGwTlLQh5eHziOZ9GgPNdPPuKtMk15c/TEwXoYZjU++8T0EQke1b8+cYMnp4ecQe4zacfWM1HHvX0/Pgs6Ca619Nb6/r89PhwVthez/RSne35zQleayyEoUeK9IMxX8W84uXQF1+HPCKJ8R6/BqmPXBH5OnEzT9wKHgRUniZG2R+PIFYeWDwaD+9SEE4Cbl890E9Xz+QrhOE29qjSbt6nhbxpRT0Qw4a9D5sfbITH9ysJz5ft89E+f0vTEkw0CnuPP7DHPp1Wg7N7fH78hlH45hdi9WaHTtlvH3o1L14HqP7w+K1ZVS8vbfbw1voTEh4fpJ7B85eIdVriK81SQOvh8XES0wlB/nZDFXQ8rtLm+a/JHn/6Bed4Vll/fqUlPYmEPz39wsmKvvXTSbBF91I6bzI6JgT5Q4bUbTV/QUPWB2N+if/vSQyGixZvhxr3xjx54xrzP+2lMp73K+r4zPMi8yYEmaK5f8QPIprBLPiCFfBrfkKjXO6fPo9jP4qreKeNzCmqGv6qtcBMoY0F7ufPZBj5/T2fiGn8JIJ88h8ebm7/kAEiKG9ZuFOBiU748auv8bOnuLv639WvI4bpr+AM/xre551yee9+x0diQoNfgSD4/v+QcSd/3wr/6zx+2e07XGD2C84zu/skX8+ruTvS+X/NFUbr4dwvmPBs9rs+ERMa/CSC3N0Fj4FszX/QiJUXbwMdn/5298+vZvh6Tq84/d+vvpC7+8PHhAYTgnxcPJkvRpX7vBP/UoGc/bSYzxQqZtcv3SXJ7BecfDQcJ/yrQGQ2mxDkDxrBBUHuwj8IO/jHxUVZ18VqsBLufh2AJP/5zy+SyP+UxfyCIMxevUM5lXIFqZ/9QkUE5/1PXS1/EXzMJgT5U4aY/vpk/tzYtRX/dxfz6Un4n7tzRZGe3v/38P90hbGULXRGCcAb6X/+8+9//1s+ksiPSAYFcPbz8xrG6VQpn25HNwJmOCu7/vD58+fK/bLriM6AO69QoZjC9NOnS9AidD/6N382mPP+F5z831hldydOFZ6azSJmf/CY0OCHEEQU+PEO8kF5GcYGLWRroodTIZLfUKyw+vfd6bnHjvxvlP/q8fj3bV2md0605zv0X+3bpkbRYY4Gtc7KAmOfyF72qwRbrp9WDa57mvWsxFxQKZET/8H7f+Mycq8pao+t1P74STzCmT7no4V+hSB3P35mPdfI5Gg+f27uJgSZxkcR5Pb2F5j/OR7qz8XwTJ5sdzySn/+j6CEq9x4tHyizeLn73JYJX7xLKA8YfAvNTz5TKTjgX2hV8MtNF1S/6faqGgC7dj0v0zXl+tOv9CLy9nFPbfpLTrbsgCB3rxAEa7T/WXcqTaxZkpxNo7tZjdWZPKnT+KgVw/puFwxBfPNDP6dRoHzdodvcXXY1/F0DKArHClj0Wcb4jBgNAiL4pVrS9TBbowuCvNEPUMLf8HudIGr50fl87WdGh2lSEeZ4TQm41rhKs2MtxR+//9c/OAFOPtt9PrSx/PqT5/u0RCHk/CroOvukCDKEYH/wvOSqzMqm3khYe8bzYnW6X7Xev+PPhAY/CiLeiQcBAQpYAeIDP8HwYOci/g2eSm7w+kh+KoAFKOL9hOoVT+ix8sIy/k1VlhWL9gIzaseWmfG+ZCXkrkWfhUPHmsgdEaSvUN7uxv/gfL72w74GERpLdPUS1QdZv/AWjWkP7MSEnmw3sx+9/9c/oRQNvBMEAXD+9PxvVlDM9rdnPgjr/t2KFUPi1m3wo+eXeiIx23lKQUQpPFh+PnS/ar1/x58JCn7OoSr2zOu6od8dJ0bwjp0AkNiNKrlSFZeVf29SNMtto/vo/v7p3pb9y0vf7lP5fLyGgxBtug3ewXDxPE6zfffyUi4xVtl6t92wL6Z//4vGo/yxm92KDG5nAuf26Pewc9oVafaj9/96oDoa2wTvjp/Rxe3G/Ozp7v01WlJsRzW/WHd9K00yyWj/mfPb5wi+0xq134ybeahIhi4Y3f0fPCYY+GlN5ObjAnQ6fNO/oHnLS79l3wCthhdG6Ery0v7vE2X3Ke/wgYo5bOiDyb61xeGlR0dUoMtzHN3/Cx9awKVaSbMk1DKTylkP3q96Op6IIf9y99qt5UE6tkAncppCjipYP3j/X6yHZY0ztPQGdD7jHz97vufNC7uyBKOqYeHj9kURxP9xBHkickftC5vNaSac8dC2Z0KQafzgQE9TanIoxvCx8TAMtIN56QASTcrSeU+anWkaVIvYuPtnex/jYX2p4vsHFrJAUj36zTZQSjbYCinb/0OUmbcvL5XU9oi8od/b8+MvGvfRM3Uh+8yelYYtr1HKoqu1VdzTj9//6yFTf/B2uHEm5ns/ez6zfem7VOpm6MDSPm1fXqCXPLFSxw+vx/Mj1rwF0HGWDqm5z49YkPbxDx4TCvw8P1W2UPnPSGf593cbXAI9qvIFZsizuTf/493jC7EQ0iMedZ6xYi+yKBjZmhZShgb3/rkEUQCVRTrFAmAuhS+sqCSetOEGNuFPNG4OKW8mXpIEfNGy5lYSUYxdWu7lzXRhE+2fKa2+AV6P2ngOCFY+RkMdI97oPcoeaptfx8KubKeLZNVQLua0vqKrm9RJW9uh9Rznfd3ekXV4gCB9a1BO55lKl3au03ZW8i8z3BL7cq3LjeXNuTRGp2H5CEqDnssvmj2waP48rqv0iGrGL91ObueRRan9WKrIejjI4kJz3Djec14650voFIe+o9AKfZ5a+8rFbDOJLlfN4aW1kX2UZnloZ/zS+nLvPI4zCMJJKqbxbvwQRQ6RiQj9hWbhrUvw/+916TlnRKctVIxVBUslx17/CMUCXod7IsiO/YIQb0EB3rvL51FLbAW3RxWeejKhGxV6pH5urBYYvUSb2VcqvMP7M7Ms4IUts9ndqFPRrcG/sqarZtLTKLzNEV9AxwiHBmtoibJmZ+xm66x4OtLdWgXZPNllA5spyza7LJZOdfecd7Irq2K3RO+qO3aL2oIRh/5X+7JpmuI2+GRKRKFxjRTd1Ur0sIl3pLTG6CdzWY8BQV5a7yEr0B6l2oV3Me5vph6ixSYvy/0G3ZcwW3ub1sfPGdYa0/zc5OyshA5X7KuFY6uq2IQ8kxvVCRUEOYgOMqzPZl/APV2gRxe6rNx8WqJX9Q7dp8CW67sdX3Ny7/h7td9u0JrrhvNF276mQhSsQ+tvtKbDBQzri7F53Hpf7DOsd3wX3t78QT8TBvyg/+MKQW5O0U+Xpm7mvhcBu70gCC2Qdcsid+K3xH/P9yUNdsRKQcRAwzn6+71z/a4HGDYvzd3pTPxUjQiGlA+/VLqbyTv4iW+zupNYb1/vbpNLlBaC+Qk8j9bxN4Q/wMBCfMGliPUUt/tWYsTtjlGMaIZ+2RtUDvVsCf4aAAztMcEIqVMfQv8/0f2iQjgIfbebNa85m2XN58bN8kYoLN0aV2DAc3abs9P35/p21XY8fbMZr4ciCHpqZiUsN8SzD/UGIgviPI4HH/3AW2gK3IFDvCprGV/eCc/uc7cBd/YTGnPd7nCvctESDujGvCo4SgTZeKyx6s1c0WogvGt2sh6koBV3G944LrRzvA46YH1alo1E07sywee2OIDXPMIbhda/LWcNBGkQRqp5ug6h9ttP0WyK5k7je4yyU6udAUEghOgsB+GAlJRu9t6aCkCQvvIe4S99qWN6HB7pvSzwcANBbhP4SLvsE7bhy5Wf2bu1vft0LixBStOhY//pUY2rodkaRLDoIHu9PPd9cVWQguTXvotn8q8Eklfht3UHLspOBZNxYybROYhVyTb1Vf9yxE83NOBe01xz98sGZYKF0dbupCPcBiK3LtEARWS0RN89gEl7m3dKWylbobawyePssh6sZU4rBl6hA0EA/7WAmDsJIJecv5BiSu0VtwR5tdx3w4maRO4HV+hIr8Pn2EO8HhU2fqD1k7OjwgOMk2ePIVigAk974KwBUm13KDed3vnnds6GezgpgebQy2JAnbpL5X1cosM6HPqaXll4UpsZunMT9j4fKvfBXn2//ZjQ4IcAhBJ87teFTF20CzPhbHvo2Je+fk+nL/mZY/eu0Gm5xJZWWvj7HqlnFOj+vkP1ng3+X0NBZg+3S0cjIsipVxlaos1uquPnnr2fR52WZdjoxuVs6w7+aN2BVVJdeqY5VvcAr6Ez0pFttoBUlDjBAqEhBCuPXV3h3cOKnfAcmsPX6KNkGqga7Ewv23zXpChF6nsAEIgTet3zyDm7rG3YnpsY01Tt4Yi4JyDo0Gagzh1xu7JCnfSbX4zWg72VvB1e7shuqZoGENWubthuOoHZgIN4zKHLMZ+bIGWLN2o+NfQfaEiGr4Jcc+xA9K/x5hEXHq2Hz3hujttdsysXul/zfMgIaFouMdeCZ2xhuh3bkje+xY0be1NitocWhhHwBdB6Y8q6aRscc5RMAnZ4wfL3bSmoilU4dOlNYG/+pDHBwY8giLCUzv4M6A1QAIw3Z5wE8vRSvIPTKiMlOQmcgjlU4T5XR8cTNsuXlx1qnRfy4gPUi9EXBrfHsQ0ezrXWrVdiN0ykg+PlW31m8AHR4gNjOSm0kwxTK8eliB+9Z9pDLI7+pG8XaEoSQ4BxC11uvQ1uhF5VN4cYsXn9TQ7poWRX+Xa/W614/yFjM3DtrrO8fjnwxm2062URqpVJyhcAjefVCFe0fHuFS0LxqbMYN/ySu8t6sO8l6DEAqK6YWzhDSuzzlWGF5JyrWm/We+AsuqrQqzuHRONEL0XqZdBacvtsLONWbZEikJOVBJvqxo67XQY3iiDEXt5as4Mfx8xLINMcka645vnkq1sDSEo2aIn4RTR5gkhUzF8LRy0vSZvu0M5x8lhOXOO0uK2u2u54U5tnz5u6LEzjewiiTO4ThpC5gZ//wwMEggeE53sx9FNZwAQafXUbhTBnDsd2H7LbW+jtiSA4IR7qdgEKQnT+PPRqZNR9rh8fz4yv53sCzfJuXCPvhgYRuCKLjkbV83389LjFb9sLXwJvP89bUk2Em3a/hRZePPKIF/7sEMd1kMiSH4W791DGcvk43kKf392eyoTczPbqw4ns/f8JTQJz2jIE3Ra4LDw6fRU/3ddclq7f3/8LlwQ/7tHdbyD41Wg9hO+6I2l/g/ljUhbi2G2wqmlDsIngYX6i03KN99z/NrLSOW8F0FTyHLhWlzn6ou/jUoyy2VUVwVtwfbtMVp3n+b/7GJ+MsHjd/+LoeSPYlj8//+u+kW/Q3Weg+TYbLoG9/9+WMShMC0fB092iyzkXACeGAwSg226xkuDrvhTRxAeZxjsQ5NO1HfOE5ybacDvmo91+d9UHP7Zr5UkH23SDjb5dKoLssF1Dhp8onJSc+2fvHENBfKY/VicEuVcE6fssYlzm5B/3iCAO4kE0c/KpPc6ZPo1JV/d041IoMPcn6A19cf8cQQfhZkv4eWLc9gm/rPuXA1iz0W2AK2TwZGxZP5DSY2hCvUBhIVfzCbpCT67bnigqwv1YEiYehVgLljlgq3o5tAsyakHLeqkfL+sRcP7QQVpEVGKPqEmXcYmPEk+re0zEEsswt/j+Me7o0C3JqwM8dZV9fOZSFk8D68u2R7hMgtkl9oQYUQHGa4ZI2acMcMn53f9rR3Sq3BNZNbzx6pl+qBqG6DMQHGH2bs8I2fP90/9hkQtF7HskT3eO55wxjlXDqMHnHnntAc0eJwSZxruskJGn7gGhzcULjQY2MHwPl5U/MWz5kraA9QpSP8ifMHZNliqsdfoTtEurHSqYo/fyHiZ84Y2aIXr7w8thO3C3h+rZD9KCCEL1Al7VI7VqdkVbXrd4WvF5f5YWbA+0PHawoLIWKNg69ql6Au2hIkViCz/H1qo34WYNt8r2bCwZWDiYo2XbTJfAANqjI9UO/6/RGA4enU3bwliIigONJJhcDoHrSqJGz6RRXNgpODc8SRug6Ax3EQj1A47blv5bKEWZkk8clBmurUkJ1W0srZ1qQBFMNthhQGBtuvnotf2xMGNWe3Djw0HdZvQWFceXZo7P7SoaLs2aK0Q47dvE8AQVfKQIj8/xTZbw9cgS7fHR9QObPsFshKk1Z4/ukF22ayQmvBRoDIW7ovaCtllPk4RM44MjIAg4bkcY3f69hxFBKlKwYJKXcAmC1+ECggQgwXNwICLDzggJyzcsjg4hAskMMUlv1OQZXPDjTjhmwZgtG8BFcDxUlCNIZAHX5nw0XwkEwQlD9hPo8jjHYQe/6IYe0UI4UXCcHiqkqyDGejhu6DTljyDI5So74F5BEhm7quF8RRjg86CzaN9wL00sTlViTcoEXVtsdTzAk0GiVglip7vcRUD62hoIgtnK7ICVMOzmcC7hkBjrw2gT4x5cjoyey4KEL8+vlVCHRcOZkRMkp4NRWIz7uGA1ggJXXLEVFc5SBm5fw3uM5V+znUywgu/3WEZcaJwRkwx93CrcULhpJBji2zn2qW+EDCcIIktM6hgQpIdP1efXCCdrFTL7YBrT+CCCWC8EU7JlqKKr3u1JS1pKKSXGeEmFYys8mQ5pYf0JQYy2SwqHU5o5YwbJFRRsIAh5GIqAe2PWKQIxR4AZhBq/46mPr3sjOYhZyXdxFkUQyCGNqZj3EkQ6N7yG869VsINXCAJgOh7hvAwJglYQiYhz7GPCknIzMSkElzrKrhciDQ2gyDdyJKQtL3fBn/AaQZZYyhXUDci7QBQkuYTGAyyBWtSrEENHIoJYQSloTCbU0+GLKExwjSDErJSuYcD2boPAEkMq+0QzAdYMAy1k3eSMILrmjAad1hLRG1yZgRwjCJIKpT8YEASphvIlMfbkmQlApuH9QIdbHw/iskQiPBJp3ztSlVKSop1HzyYfQANxhhUTWnpXufP6krgKwfA9WyDKUJorBIFZfyz8UHPGhleF1A7j4ZgZBZY9nvNL73eeLQxxfk2o8c8Ikvd8LWDM050QJMd01qHKOBGkH+kgwIY+pbIB/42B6VAyJovbQMMnXRZHkZRNm7pDADlvYkwv8DZAkN2lCZ5gSHZCEIpjkIENs/RXg5ZDHIQm0De8CabZYppEEEcdBTfJym4GQq0SD5AofBOO1wkIQp0GbPau1+Dzsd4lnJ7F7SKQfKxlJr6tidwACnhlElgqgt/wjTShYHFI2OwWvup5vlcTm5VwH7ZykikUMw3vw20gNRvGRv6QCvK+scAjVwWa+oH9HTLbQRXf4pnc4IQgWncbsWEIArRjQnAzun49ujC2ZsjYoaAwXawY6vIBXCv9cWk0TWcDyXdmlBWDP7hcLZ8NaakQQUJSUfbIRwkEQY6qgxBBgpMO0jHB9aKDKILIvXtQDGAABUCQPjWys1udOjbwzkIUjYHwUQ/AWytEbouxNYbJr04IIoYA0AyimRFB4I3BayagCkOPCJ1BuaBKIAiCM8O6q1Tb8AVBAGa+d4VQFREECBH3JMnA1wFfk7ODvOd4EZjD1TbQQZpAkm6pjolPZoF4VC06D/7kohx5g13HaK72EPa5oo0/NianMY13DSMZY/rHeFcpbN8cK0qpUR0GDoM9+FawgVYkLhgxEcRxSJXB15Q07OGwtP2Lcm58k0IcKC728uiqUwRWzGENhIB+5C97ivplvtAnAiBUI8/+GUFOVgkFDuTXowjNnqcJRQp98a1cI4h8nqlwDvoL38K5aLMw7wzqBuddU5mSzLhc7Rn8jioox/IVgizPVgw9DiDTw1OyIhuFS4vbgLQexFcBl8ZxTb0HV8bJGyBeoSbfkNfWHF4hiO+HRJAEplVCOltX7e3wPUlaHBFk7YzoMLhKa3zqS+3iYhBCIdPcPh8I0meS5Mc1IcNPId6T3503Qcg0PjpC6uXekJT7gb7OFwQJHPe3AvLZl9DRuw0QISWFcx+LJ4TyA14TNBBIoBl7cE3ciz+DhtS1XkR9oZAJGXzo2G/8EeIxJ+zIhBpBnq0gSEATXxyuuBsfUsi3/b0y2FUwiCD7i4SAHnIsIppEQIcjbRX4VCBtS0/0/SGvFuZNS4ST9/qMNgpstoMqDSMEWZwRJPT9Ld00lhXBGBmRLT7DguyNYGt/XKnjJ4Qfoo18el/avTQDDwI/AfGtGhkxAVnDhBpAGshj0BQyX71LzgVxao0oUxm9vni5OlD5IWp0O7kJk7KyU6HqiBdSA8qsrkeoCEKMF2ULXLNgMmOm8QNKiKggkr0uaPK+kZ0QZAi3SEy3hz+k2zKLvWKwYHdObJ/vyAkvzNhFCGFz4rswX/aQhxOSfktPvLwQ9dxeIYgt1ILnq4ogYchUmQVlmBtqL7WEAnpXN2bQbIAgx304dgX3rW+JQwl0lgaalN3iHqSCiC/lAQB/NJeMbNiI9RzWsn2LkH8VQehYBiBlCF9jSrTbYFZYlgMjfvqILB0XXiJzgqrSxSEKJcCJFDuKchhyyiNVbYwgzMcH4V4UJ5lSUh8RYKZvY0sgUJfKETC6Ee0nglMGqh8RxNcvKtzhO1pfIwiOogO1pOvGfvlNTGMaf81gVBJ5MRetxVILgZevz8jEmDNF5VCtdE9b8sk+VvHISAq4yUfiBDTe6MG1IruMLre51LUIysFTKKHjAUEgCV0hpYMW3NRFBxFjhxU3QkN9BBaHDxeKWCchA6owmbp8tMcywwQBpJhR1+64gz9XIrxzX107sh8bcTBSj2DQtOfhgXE1JZ7mTyD3QT8HT15ljoU/spq/i8+DZWJ3rEDCSVbUtehO6VasExLCu4r38TvgBSfc0LOR4i4YFLn4fSjUcSPBcURz4Xo+NHsrhp/Z0OuRiG9jIxgZiSm38XT5eONzwfVDTo8REUqj7fEZQQCc59AU6maHkw4yjf/WWKtcj8OOFA6YMmuxLlLmjSEzri4LZJmTa1LPI+eN1HPozmA+HSrrfC+8ig1Z0cNBxIjD1Z5QhMofVC3oarTiQiB+9Wg5gwrOBK0NhefQ9dyeQyj0VFE2kOw1kmV3RmsWkbJxvNBdUI+HeWhNlVdI72d96BCOYJw1CaT6Tqh1iFqhxlEfoWFWBHSOBNXgVFX9S8LBS/JpkFdXlZB2AgwvCqMDDpGqKBmqajaKs7hopoYDHa6HHaw5QBgOrouCtU2wgu3IpR0QnxqUPBG1JC57+eR+v0fKHOkcZIx1WAAqEqHJB5SUmDFKXBNjuvNtI1bW9wKpuA0fDueuPzMIJXA0eUGm8V8bYDrCQTdyvIJHgQ0PtTbm6p9YI4rIVFlJqMeos0HhP4diWOiM2rZ3XRotIkWF9DNun5LbeqABFArZjAjCcu/wLUqurPxIzDSnJzWmfwXENgSDocGY7KC0EtFCMsx4O9LS46JlrWhehax8X0Kt/TGllzH0VTFicKMfynwNZpvQzJDHYrTWGRxJVDKWR53uUXJ9650Yad6KIHWQggJdrpEmqjk73wXOGIewMF2tztsQdiR1mCDcI+5ymSfoeH4rygL1vaSWDOGjTlvUOsS/jojNiILG5GJx8hacidiVOeawVV8yHT59vw3FNPKolF08wit8RSXi8NOTPY3/EoLguc3tyDEqRj79Go7eDhblKDoRi6Psq2XsxWNrhUQpi16Rzdq7coRQ1aesLCoVKCTMl7TXrRmUEMgz4GDVsFQ8pYhKyN6n8CDoawN+LEBxgW7PGon1sck0gAPiCKaythcdBKDTyfRAqN36wUDWONL68YUEhrsAGxRRFSr3KMnYkXBHL2Z+8iYYAQUyPxlVakn0otQipZi3ARLLupHcebyXx2S9MG8YPhLFpHChAAqnyJpFIeV2a+BaM79yVBn4QVCROpC5J6UodALNzT6OrE/zirMh6qTimqb/I6+FY9xu00Y4MYLSoURz/QH44f7pzuF1NoKooum5nsZ/ayzx+K3slRUDqdnX2H4pxNhYrbM5pK5jjkwhDhE7VjXCED6LdJcNno+LDSO+htADd5smRLNf0N6ozghCdiXNjLxBcKdt8gz4soNtgUKEdSw0eMOSqOTPW5OkS1+42ngNNsOYj0KLCseAotVC4oVw5S/BqksYnjLKpXXeEtUNEzERGCKutKIswrTdUoPEQyQLlejLfVY0aILTFKuYV4wECFcw4TDPai1kM+YAVB0tpjmqsZo5rJy1lkqd7yp20Km2ibevdnY8TWoUbbtRowmLkKCTKCbdVOtIyG8otFalUq4ak6yVh4Oj3BZ12RAOWwJgMokx47ObRj00cBJjEVfFxUMNraUrXDDpINP4L41gW+5tMIKEWGR/IHSG4tiAP9Bl291aahXT2zF+Pq0SUf1XCELVRIM7aBKRoqQpjnPzfXKyYgIlr0QRrIAkcWCOrspc/CPO0QmCk+H/22LNLVkuMdSP5v7bzINRCAoCHsfLzVp8lIQM6Cl5plWSrUyD74jDg+8jWlGIjmTCosydBnhCIoiUVeYZONdQox6iS5HwGWfbTDyn4jSCS9Mqm4P3syp2biCCEhRB6rBD6HlsHjpziS9DIeFKSAyJnl5eDkvvS2oAvo6s2ErQJoz9Ib9nR7gT8IZ+ZrO9RtRVTXRjVWeXTU/1NLz/Khveu46tWCfy6SJNErOiiQzJMS46p8WdrRiPuXiMOhjfXlNU1E3CF62aPnPv5EkNFUGcd6qHrhuup0FTCXQKBT4Y+C1OQITijmzbIhwFsfUw6jPOqUoSXGixVkTeyDkiJ27VeL+XEudwfbqhBru4TAbdwDcq+WTDSy5Q6HSq3hAn0QCISj7gyepklT7PP1CWeKL4kkp0WmV5PyQ0ymLhZG6AHSO4Y0+NZXyNQ+vXYhXNYUsiG8kKNVhvcEB5Wa3xdRT+pjGN/8pQVXkUWgmVWGJVBP0hRqt8VDMcYq5iLmbonkDWphnzU8LhkXYqCZ4blBQ6C0VcGUgVARTlxosDdrjUj3jxEM7RoI0Vs0eBwqZjM8oNjRZE2aCAOUquqA6B0kiDARj1005vOXQ6Nd8TIp1IdHCSRuHVYH8nuVShD0EPzT020nzBDiTg2BvuXfQRwuuwNkabVLhgtB7WnljDiiGiMDELRjBP10Ze0hPKDcnp8Ac8GRhfsk5yR8YKJwf3K/Nz1+ZS4E0QMo1p/OmqoXhmIgVaLz2Sjzcl3U5jGtN4J8XYGjVUqHSkdd+Pi7JMYxrTmIb3zXovsN+2+WY5T+CBZpS4ctOqTGMa03ifDkKPTkkeDXrUCUMFtYbc5N+YxjSm8b4Rkvs+tNYCpQ+9IcKJrT6NaUzjXcMyCJPWHZNm4AJpyxW5H5MdM41pTOOdA27UOEZ77iLfLZ1QUfwJQaYxjWm8m+h3qtJoWHZauXbTwnw5/h+pulakCwzePgAAAABJRU5ErkJggg=="
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "728c9336",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:38:06.412303Z",
     "iopub.status.busy": "2026-10-24T22:38:06.412233Z",
     "iopub.status.idle": "2026-10-24T22:38:06.638230Z",
     "shell.execute_reply": "2026-10-24T22:38:06.637747Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "512 atoms, converged: True; a = 0.5541 nm (Vegard 0.5544 nm)\n",
      "bulk bonds: Si 0.2352 nm, Ge 0.2450 nm; VCA bond 0.2401 nm\n",
      "Si–Si:  276 bonds, mean 0.2367 nm, spread (std) 0.59 pm\n",
      "Si–Ge:  472 bonds, mean 0.2400 nm, spread (std) 0.58 pm\n",
      "Ge–Ge:  276 bonds, mean 0.2431 nm, spread (std) 0.60 pm\n"
     ]
    },
    {
     "data": {
      "image/png": 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vg0cN0XxDtG2OjvhrvWnzJjJ4WjhvkTy+Ih9btGrx3f2KGzLFDcOiH3zx9EDxnqIRunBbumIJenXvjTOnz8o2u/17D4hyO6KnCkHf75ix0hsd0cZ43Zr1uH7thrwhTvReZOzviugl5MDvf8iuQ2tWrR2pK8HvLbe0c1Vj5M+jdF6LZhOiO0VB1GyLYyN+aIjA1dB0lP6pNOYvnIvePfrKHwKtW7TFjt+26TQTievzyNKvV99jrHNVQ3zGSxfC28eXr1D+h83JiMhyxdvg/EdPlhM1SaJbNfFXoyiAnzx6DLsECZA2XVoUL14UjZo00r4vqm1169FV1iyK2g/xV3zGjBlk0L14wWK8ef1W1lxoerxYsmipfL+odRw6fKic36V7Z3nRvXP7LjZv3ILqNaoja7YseqdJPChDFISzZsyWPa2Ih4fky58P+Qvkw5yZ88LTGkU7xpjkkb6f8XvbEjeAfTs/JmkXx2nj1g3YvHEzDh44hGfPnst2llmyZZXBY/UvPRdEty8hadKk2vl2dgl02nFG1VY3KpWrVsL8xfNw7sw5WdsnapRFLyTivSVKFZcBm6ZpR3T5MX7iOHksRQ2YmLdxy3oULlJIp518YECgrLXW+KncT7Ltt4+3t2wy8vPIYShT9muNqmjvu2HLevx5+KjsSu/evfuyplDcGJYiZUoULFhAPi1Q87CTmHzvjZHe6IgadxGci36mjxz+E3Xq1Tbqd0XwnOwpH0AjusTT3JioqX390fKY5GNMz1VNW2l9RPyeic8ommiIfwtEsyTRK8igoQNln9yaYG7N+l9kt4I3b96S6RNd72XOklk+Uj7i54vq+xvVvJq1a2LilAnyB5wweMAQrFqzEkmSJDHaeRQdS7hefY8xz1XhwvmLePky/KZXcbMqEVkvldqQKgUiojjSvUsPGVSXLFUSW3ZsYr4SxUDfXv1kcyXRdahoo05E1kuxbc6JyLKIPv/Tpk0jb7TTPCGTiH5M3A9x9fJVWes/epxu0yYisj6sOSciIiIishCsOSciIiIishAMzomIiIiILASDcyIiIiIiC8HgnIiIiIjIQjA4JyIiIiKyEPEuOBdPhxMPoBBjIiIiIiJrEu+Ccx9vHwzsMUyOzeW/B8+gFOLpkWKwJko6PtaIx8c6js+LZy8xe8p8OYhpsgw8fyxbfDo+1lj+W8vxsTN3AuKjsDDlPHR11vRZcrxj13ZYCyUdH2vE42PZeHwsG4+PZYtPx8cay39rOT4Mzskg02ZOZQ4SEREpDMt/42FwTgbJlj0bc5CIiEhhWP4bT7xrc06mdeP6DTkQERGRcrD8Nx7WnJNBJo6fFO/anBEREdH3sfw3HgbnZJBxE8YyB4mIiBSG5b/xMDgng+TLn485SKRAqdKkRO+B3eW0vYO9uZNDRCbG8t94GJyTQf66/5cc58yVkzlJpCA2NjZwdHI0dzKIyExY/hsPg3MyyKjho+WYbc6JiIiUg+V/PAnOg4ODsX/vfty+dQepUqVE0+ZN4ZLURWede3fv4fd9B+Dn54eSpUuiarUqpkwixdDPI4cxz4gUSK1WIywsTFuLrlKpzJ0kIjIhlv/xoCvFDx8+oEGdRli2ZDnc3N3g4+OL5k1aIjAwULvO4UNHUK9WA7x//x6JEiXCsEE/Y/wYT1MlkWKhWPFiciAiZXn5/BXmTV8kBzFNRMrC8j8e1JyPGz1e1pzv2b9L206xbfs2sLW1ldOiBmbsyHHo0Kk9Ro0dKecVLloYHdp0RItWzZErdy5TJZVi4L8n/8lxhowZmG9EREQW4Pza6kbfR1BQkBzb23+9Ibxk+4N6vdfX1xczp83CieMnERoaitJlSmHg4AFIkzaNXD7JczJcXZOid7/eRt2GooNzrw9esqnKlOmTdG4gSpEyhXb6zu07ePnyJeo3rKedV658Wbi5ueHPw38yOLdQg/oPlmO2OSciIlKOp0+fyXHWrFli/F7PsRPx/NlzrPrfCiRJkgRnTp/FwvmLMXXGZLl82IihJtmGooPzu3fuyl81eT3yYvXKX/Di+QtkzJQBDRs3ROLEieU6jx49luP06dNr3yfaMaZNlwaPHz+Jdtv+fv7w9/fXvvb28jbqZyFd/Qb2Y5YQEREpTMQK1pi6fOkyho8chhw5c8jXjZs2koPGjKkzf1jrHRfbUHRw/unzZzke1H8IihUvioyZMmLv7n1YtGAJ9h3YIw9wQECAXCeRcyKd9zo7O8PfP3xZVP7Ydwi7tu+NNP/pw5fwfR++X1MLCw3D47+fQgkypM4kx9b0eZV0fKwRj0/c2TbxT73WazamcoyPj7g3SOPl09cI8guJVRopbvH8sWymOj6BgeFNTozJPoF9pH3p+9kyZcyEX1asQQKVI7JmzRrphvJ3bz4gODD0u9uLi21Y0vmTKUd60wbniZ2d5Vj0vDJ0+BA5LdqWVyxbGSuXr5JtzDXriDZEyZIl075X3Dgqgvno1KhTDeUrl9WpOfccMQXps6RGMrev2zElcWAjZnJ89ub1G4N/QZuako6PNeLxiTsOjgn0Wi8m54Pm+Ng/+1p8pE6fEmnSpY5VGilu8fyxbKY6Pq/OGf/BYMEh4T/IE9h9vRbo+9kWLJmHObPmYtSYkfj08RN+KlcGg4cO0taCJ0nqjKTJknx3e3GxDUs9f0zSW0v2nNnlL5rceXJr54kbCLJlzybbC4WvE56Z//z9QOdmg/+ePEH2HNmj3bZTQicZhGuGpK5JjfpZSFev7r3lQERERMrqEELTKURMiW60PSeNx4Ur5/DnicNInSYNWjZtjc9fWlpovH71Gnmye+gM3Tr3iNE2rJFJgvPkyZOjzE+lcfzYcZ2bRG9evwmP/B7ydbZsWWXwvn7tBu06v27fKf8uqV6zmimSSbHQrWc3ORAREZFyJE/uLgdDpUqdCsNHDJNN5R7++1BnmfhX/tL1CzrDgsXzY7QNa2SyrhSnTJ+MVs3boFG9JsiYMQPOnDmLvB550KlLJ+06M+dMR7tWHdCwbmPZF/rpk6cxZvxopE2b1lTJpBiqVr0q84yIiEhhRA8psSXuQWzSrDEKFy4EqFRYveoXODk5IUNG3WbMotWFeO6NIduwRiYLzkU/2EeOHcLpU2fg4+ODdh3boVDhgjrreOTzwPEzR2VQLm4CHTt+NPvPtnDingDBxSX2JykRWZ/UaVNhwM99tD1rEZGyiF74BM3zamKiRatmWDhvEa5euYbgkGDkyJEDK35ZFqNYokUcbANKD84F0cd5lWqVf/hLrFadWiZLExmmc/vOcsx+zomURdRoxaZQJiLj0/dhQIZo0qBprMv/4iWKY/3mdfIBlOJa8m1PK6PHjTLJNiyVSYNzin/admhr7iQQERGRFZb/0f3rZh/hqaOm2IalYXBOBqnf4OsTXYlIOURtVdCX/o3tHezZtIVIYVj+Gw+DczKI6O7S2n+hElHMvXrxGpvXbZPTLds1Yz/nRArD8t94GJyTQVo1ay3HbHNORESkHCz/jYfBORmkWYvwG0KIiIhIOVj+Gw+DczJIsxbNmINEREQKw/LfeNg5LRERERGRhWBwTgZp1riFHIiIiEg5WP4bD5u1kEFq84FRRFZvfteNeq9bf2g5s+2//8rwG9CJyPxY/hsPg3MySPuO7ZiDRERECmNI+e/v749F8xfjxPGTCA0NRekypdC7Xy8kS5ZMLp89Yw5cXJKgS/cu393Om9dvsGzJcpw7ex4B/v7ImDkjGjSsj3oN6ln1sxcYnBMRUcypIjyZT/ep2URkRf+GxSV9/92aOH4S7ty5i/ETxyJJkiQ4c/osJk+YitnzZsrlIii3sfn+heXF8xdoULcRChUuiDHjRiFV6lT477+n2L1zN0JDw9C4aSNYKwbnZJD2bTrK8doN/2NOEilImrSpMXB4X3Mng4jM5NGjx3KcOXOmGL/37OmzGDZiKIoWKypf58iZQz51WGPV8lU/rDmfNWMOsmXLiuWrlmnnZcmaBRUqltfZ1pZNW/Hr9l/x8eNHVK5SGQMG90eCBAlgyay3zp8sQqnSJeVAREREyuGcyFkOsZEtezbs+m0Pnj17rp0XsRmKj48PPn769N1tHPvzGJo0axLlMs221q9ZjxXLVmLgkIGYt3Aubt68hTmz5sLSMTgng/To1V0OREREpBzJU7jLITamzJiCRAkTokblmihRpBSGDhqGp/891fv9oaGh8PLyQuo0qXVq20sWKS2HqZOmyXkrV6zGWM8xsk17rty54DlxHLZv3QFLx2YtREQUYyEhIfD385fTTgmdYGfH4oSI9JMiRXLMXThHBtn/PvhX1m43bdgcx07/CScnJ+16b968Rb2a9XXeK/6tF+9NmDAhPrz/oJ3fvFVz1K5bG/PmzIe3t7fc9rOnzzB8yAjY2tkCarVsi/7u7TsEBATC0dHBYg8Xr6ZkkO5deshxxDZfRBT/vXn1FpvXbZPTLds1Q5p0X2uwiCj+e/L4PznOmClDrLdha2sr25tPmjIRubLlwYN/HiBf/nza5W5uyfDb3l913uPwJaguVqIYjh87jtp1a8nXiRMnloMI2v38/OS2XV1dMWPOdGTPnk13Gw72sGRs1kIGyZ0ntxyIiIhIORydHOUQG+NGj8ft23fkjZtqtRrbt26HvYM90qdPr7OeCLBF05WIg6a7xYGDB2Dv7n1YuWyV7JpREOPnz19o39+gUX2sW7MeCRMlku8NDAzE5k1boFJZdhdTrDkngwwY1J85SEREpDApU6aI9XvLVyiHUT+Pwr8PHsoA3T25OxYsno+krkn13kbBQgWwbtMaTJk4DdOmTIeLi4vcVtnyP6F7z25ynSE/D8bkCVNQulgZ2bTF3c0NYzzHwNIxOCciIiKKRyz9abqVqlSSg6jpFjXnoilKRIOHDf5hP+dC8RLFsWvfTrmdwIDASMG9aL8+aepETJjsic+fP8tmL9aAwTkZZEDfgXIsuigiIiIiZYiL8j/izZ8RubgkifF2otuWpmtFawnMBQbnZJCUqVIyB4mIiBSG5b/xMDgng4wYNZw5SEREpDAs/42HvbUQEREREVkI1pyTQUYMGynHU2dMYU4SKYjKRqXtb1hME5GysPw3HgbnZBAHB8t9whYRGU/qNKnQZ1D4Q8iISHlY/hsPg3MyyPiJ45iDRERECsPy33jY5pyIiIiIyEKw5pwM4jl2ghyPmzCWOUmkIMHBIfD18ZXTSVySIEECFidESsLy33h4NSWD+Pn5MQeJFOjt67fYvG6bnG7ZrhnSpEtt7iQRkRWV/14fvPDLqv/h3Nlz8PcPQKZMGVG/UX1Uq17VIrdrSgzOySDTZ01jDhIREVmQsrU9TbAXp0j7OrVfv/vQ3rx5i0b1GiNzlszo3qs7UqdOhf+e/Icd237Fp4+f0KhJw1ilyFjbNTUG50RERERkMrNnzEaqVCmxftNa7TyPfB6oVacWgoODtfP27N6LX7fvxEffj6hctRJ69OoOW1tbk2/X1HhDKBlk+tQZciAiIiLlePXqlRxi48/Df6JFqxZRLkuQIIEcb9uyDTOnzULbdm0wauxInDh+EgvmLTTLdk2NwTkZ5MXzF3IgIiIi5QgOCpZDTIWGhuLdu/dIkzaNdt7a/61DpXJV5DB7xhw5b+miZRjnORZVqlVGkaKFMWXaJGzeuMXk2zUHNmshg8xfNI85SEREpDDpM6SP1ftE8xFHR0f4eHtr59WtXwdlypbBkoVL8ebNGxlo//ffU0yeMBkzps2EWq2W8968foPnz56jbav2OtssXqIYps2catB2AwMDYSkYnBMRkd62TfwTDo4JoHYIBr5UUG2bdhCqwPC/jDX6r2zNXCWiKBUtVgSnTp5Gzdo15etkyZLJwcUliewFRgTwLi4uGDl2pLy5M6IUKVNgxS/LdeYlSpjQ4O3a29tbzNFisxYyyPy5C+RAREREyvH69Ws5xEa/gX3x646d2Lh+k6y5FoKCgmQNtkbturWwa+dupEmTGtmyZUWSxIlx+OBh2XZcvI44pE6T2uDtqlQqWAoG52SQO7fvyoGIFEatAkJswgcxTUSKEuAfIIfYKF6iOFasXi7bhOfOlhc/lSyHogWLIyAgAB06hTdZ+XnkMDjY26NYwRIoVbQM6tduKPssN8d2TY3NWsggK1YvYw4SKZAqyA52T5OZOxlEFAV9+xs3p/IVysnhw4cP8Pf3R6pUqXS6M3R2dsacBbNlW3DxYKFUqVOZdbvxMjh/+eJlpMb2zomd4e7uHmldH28f+SsnZaqUpkoeEREREZmYaBP+PQ4ODrEKoI213XgVnHfr3B3Pnj5HEpck2nk1alXHiFHDta+9vbwxoN9AnD19TjbMT5EiOeYunIMCBQuYKpkUQyuWrZTjbj26Mu+IiIgUguV/PGnW0rVHF/Tq0zPa5cOHjcCb129x6doFJHJOhHGjx6Nzh644ceYYEiVKZMqkkp5OnzojxwzOiZRFrVIDCcJvuEKwLVRsd06kKCz/40lwHhYaJh9Y457cPVKXNW/evMXBA4ewZPkiuCR1kfOGDBuMrZu34Y/fD6Jx00amTCrpad3GNcwrIiWyD0FoGh85afvCBfimK0Uiit9Y/seT3lpmz5yDerUbIG+OfOjYthOePXuuXXb75i3ZGXzhIoW181yTuSJrtiy4dfOWKZNJRERERBS/g/P6Devj4rXzuHz9Is5cOIVPnz6hS4euCA4Of/Trhw9ecpzUNanO+1xdk8k7bqPj7+ePD+8/aAfRbp1MZ92adXIgIiIi5WD5Hw+atXTp1lnn6U6ekzxRq1pt3LxxC0WKFoaNTfjvhJCQEHkHrYYI3m1tvnaB860/9h3Cru17I81/+vAlfN9/hjmI5juP/34KJfh1629yXK50RVgLJR0fa8Tjo99TOs1GrUZgQDCgCoHmyhwUFAJ8091xTM4xuT098Lz9MZ4/li0+HR9rLP8t+fhkypHe/P2cp0ufVo6fP38ug3PN053evnmLRJm/3vz59u1bFC9ZLNrt1KhTDeUrl9W+FjXnniOmIH2W1EjmZp4+eMWBjZjJ8dnuA+EnpzVR0vGxRjw+P+bgaL723SKQFvtX2wNfbgeFvb0dVGrdNMXkHNP38/C8/TGeP5YtPh0fayz/reX4mKRZi6gN/9bli5flWPNUpoKFCsDJyQknT5zUrvPvg4f478l/KFmqZLTbdkroJINwzfBtsxgiIiIiUq6F8xZhx7ZfTbIvcZ9kn579LD84v3XzNjq374LDh47g3t17MoN+HjoCVapWRv4C+eU6IjDv3qsbZs2Yg9/3/Y6LFy5iUP9BKFK0CMqV/1ozTpZl29btciAiIiLliG35/+v2nfh5yNdn3ERsxtyscQvcvHFTvv748SMWL1iMtq3ao2XT1hg/dgKePn2m8x4RL9atWQ/3793/7j6fPXuGN2/ewBQ+ffqMv//626BtmKRZS6HCBdGpS0dsWLcRjx49lk/+7D+wH1q2bqGznpiXJEkSrFi2CgEB/ihRsgQGDRkIlUplimRSLGzbvE2OmzVvyvwjIiJSiNiW/8WKF8WwwT9j4OABOk/oPHHsJB7++xB58uaB1wcvNK7fRHa93aZ9GyRPnlwGvJ3adcb+g3u13XGvW7MBr169xvatOzBm/GjEFyZrc16mbBk5fI8IwkUQLwayDhu3bjB3EojIHMRDh4K+3BLKBxARKU5sy/8MGTPIew1/27kLPXv30M7fuWMn6jeoBzs7O9n1tngY5ZYdm7UdhpQqXRItWjVHggTh96iIWvSrV65iwZL5GD1iDEaMHi7fG52AgABMmThVtubI65EHg4cNkq02NLZt2Yad23bBOUki2cNg3fp1tE1iRNfe4h7J61dvIHOWTBg2fKhOM+pVK1bj2J/HkCZtGpQqXQpW1c85xT+iZ52IvesQkTKoguxg99xVDmKaiCzHi2cvfziEhYVp1xfT+rwnIhEIv3/7Idrl39OkWWPs3PH1hlIfH18cOfInGjdtLF8f/OMQ2rZvow3MNUS8oWlNIYL50j+VQrXqVWFra4uTx7/esxiV5UtXyIdc9u7bE3fv3MXg/kO0y1av/AXz5y5E7dq1ZWDuOW4Cfvt1l7ZJzLTJ05EiRQr0G9gXjx89xtTJ07TvXbFsJdav3YCOnTvKeyQnT5gCQ/GKSgbZszu8G8t69esyJ4mIiCzA5nXhTU6+p9+QXrCxDw9+Q0NC9XrP4JH9tdO7d+3Bo7/+i3b599SqUwvjRnvKmyfz5c+H/Xv3I2vWrMiTNzdCQ0Nlz33p0n+/1xQR3Pft30cG8LVq15Rt2StVqRTt+hUqlkfvvr3kdI5cOVG6WBn5dPoUKZLjf6vXYKznGOTMklv21uLn91kG7A0bN5Dri1r0jp07aLc1ZuRY7fS6NesxcbInKlYO71Ly1atX2P3bHhiCNedkkHX/WycHIiIiUo7tm2PfGYSzszOq16yGX7/Unv/2629o3KShnLa1tYWDowN8fXyiff+li5fw8sVLVKtRVb6uU68ODh8+Imvgo5Mrdy7ttAjI3dzd8PTJf7JHwRfPX8i27hp583ngyePH2tfpM3z9oSDujfz08ZOcFu99/uy5zrYjbie2WHNOBlm9ZhVzkEiB1KowwOFLT+eBtlCpWddDZClatmv2w3Vs7Wx1pvV5T0SLly/Cu7fvZaAdG42bNsKAPoPQrn0bXL92A0tWLNYuK1y4MM6cPosatWpE+V5RS66yUaF18zbytVoNBAUGYd+efWjdtlWU7/Hx9tFpxvPR96Ns5iKa54j27d5eXkjsGN6O3PuDF1yS/rhrbvFeZ/Feb2/t83p8vA1/Uj2DczKI+GITkQLZhyI0dXhhZ/vCBQjUDc7nd91opoQRUZp04YGivkTTkJi+R/N8mdgq81MZ2evKkIHDULbcT7JHFo0+/XqhY/vOKFqsiGwDLgT4B2Dl8lVo36kd9u/7HSNHj5C9AUYM2MUQXXAu3tOrT0/5lPqN6zfJtGfKnEkuK1eurLyps3+fgbJLx1UrV6N8hXJ6fY6y5cpizS9rMW3mVAQGBsmeCQ3F4JwMIvquF6pWq8KcJCIiUghDy3/xg6BB4/pYumgZFi1dqLOsTNkymL9wLiZ5TsbY0ePh5uaGd+/eoUOn9rJXFNHLigjCI/bOIpqplCtVAY8ePkLmLJkj7S9//nyoX7shHBzs4eXtjaUrlmjfP2rsSHTv0gNNmzWBuN80S9YssjcXfYwYMwLtW3dA6WI/ITgkGKXLlIKv718wBINzMsjyJcvlmME5ERGRcsRF+S+6UqxZqwZy58kdaVnN2jVls5an/z1FcHAIMmbKIINp0T58+86tkbpNTJs2rewDPWkUzVH6Dugra+ldXZPK7aVNl1anpznRBeLeA3tw4dRlZMyWTqf/dc17NbJmzYL/rV+tfZ0+fTocOX4ITx4/kc/xkT3fPH8BQzA4J4N8+2uXiIiI4r+4KP/FzZWaJ8VHRaVSyX7RIxKBdHQi3pgZUbp0abXTolY8OilTptQJzL99r+Do5Bjpx4T4FyBibX2OnDlgCAbnZJBvv8REREQU/7H8Nx7eXk8GOXXylByIiIhIOVj+Gw9rzskg8+cs0N6tTERERMrA8t94GJyTQWbNnckcJCIiUhiW/8bD4JwMoukjlIgUJkwlHz6knSYiRWH5bzwMzskgly9dluOixYoyJ4kURBVsB7sXruZOBhGZCct/42FwTgaZNnm6HO/YtZ05SUREpBAs/42HwTkZZOKUCcxBIiIihWH5bzwMzskgUT3Vi4jiP7VNGNQOIXJaFWgHVRh75iVSEpb/xsOrKRnk9u07ciAihUkQirBUvnIQ00SkLCz/jYc152SQ8aPHyzHbnBMRESkHy3/jYXBOBhk1dhRzkIiISGFY/hsPg3MySKHCBZmDRERECsPy33jY5pwM8uDBv3IgIiIi5WD5b6aa88DAQDx9+gzZsmWVr2/euImdv+5C/vz50KhJQyMmi6zF8CHD5ZhtzomIiJSD5b+ZgvMFcxcikXMiZOvTEz4+vmjbqj1SpEiBrZu2yuUM0GnQ0EHMBCIiIoVh+W+m4HzThs04cfaYnD565CiyZs2KnXt2YO/ufdi4fhODc0LpMqWYC0RERArD8t8Mbc59fX0RGhaKJEmSyNcXL1xClWqV5XTBwgXx/PlzIyaLrIX4HvC7QKRAYSrA3y58ENNEpCgs/80QnCdOnBhBgUH478l/CA4OxvGjx1GiRHG57M2r17J5C1H/3gPkQETKogq2g92rpHIQ00SkLCz/jSfaK6pKpUL9hvXQqH4TuLq6wimhEwoVKSSXHTt6HJWrVjJissha9O7by9xJICIiIhNj+W88363umDhlAnLnyY33796jRevmsLGxQVhYmGzy0qN3dyMmi6xFxcoVzZ0EIiIiMjGW/2YKzu3t7dGhU3udeSJAnzDZ04hJImvy/v17OXZzczN3UojIhNQ2YVA7BstpVUACqML42AwiJWH5bzxsKEgG6d65hxyzn3MihUkQirCUH+Wk7QsXIJDBOZGSsPw3UXAu+jIf2HegXm90cXHB3IVzjJUushKdu3YydxKIiIjIxFj+myg4V6mAJC7hXScKHz544eTxk0ibNg1y580je225ef0mvL290bJ1CyMmi6xFzdo1zZ0EIiIiMjGW/yYKzkWf5vMWztW+7tG1J7r36oZhw4fC1tZWzvPz80O/3gOQOnVqIyaLrIX4PggJEyY0d1KIiIjIRFj+G0+0jQQDAgJx/OgJDB46SBuYa4KwgYMHYO+efUZMFlmLdq3ay4GIiIiUg+W/GW4IDQwMREhICEJDQyMtCwoKwufPn42YLLIWrdq0MncSiIiIyMRY/pshOHdxSYJMmTNh1PAx8Jw0Tj4xVHj18hUmT5iMosWKGDFZZC0aNWlo7iQQERGRibH8N1NXijNmT0e3Tt1QonApZMyUUd4Q+uTxE2TJmhkjR48wYrLIWoiHUmn6vyciIiJlYPlvpuC8cJFCOH7mGHbt3I1/H/wrH0qUxyMP6tStrdMOnZSrWaPmcsx+zokUJkwFlV8C7TQRKQvLfzM+hMjZ2Rlt2rWO052uWrEaZ0+fRdceXVGqdEmdZSeOn8Te3Xvh7+ePkqVKoGWblrCz47OSLFWjJo3MnQQiMgNVsB1sX7sw74kUiuW/8Zg86j1z6gw2rtuIR48eo279ujrLtm3ZhtEjxqJv/z5wc3fD4oVLcP78RSxettDUySQ9tWrTknlFRESkMCz/zRScf/r0CSuXr8LVK9fw0Tf8Mc0arq5J8b/1v8RoZ+/evcPQQcOwaNkiNKrXWGeZaM8+bfIM9OnXG30H9JHzcubKicb1m8inUIkmNkREREREig3OB/UfgiuXrqBSlYrIli2rzjJN7y36UqvVGDxgKFq3bYX8BfJFWn7zxi18+PABNWpV184rUrQwUqZKiRPHTzA4t1Ctm7eR441bN5g7KURkQmqbMKgTBslplZ89VGG8KZxISVj+myE4FzXZR48cxdGTR5AhYwaDd7Ri2Ur4+/mhZ5+e2jt8I3r29Kkcp0qdSme+eBLp0/+eRbtd0Tbd399f+9rby9vgtJL+KlWpxOwiUqIEoQhL/klO2r5wAQIZnBMpCct/MwTnoaFhcEroFCeB+fVrN7B8yQrsObBbdrkXVXAeFBQsx05OTjrzxevg4PDamaj8se8Qdm3fG2n+04cv4fvePA9KCgsNw+O/w39sxHeVy1eVY2v6vMY4Pk+Ot9NrvYwV1sXpfuMjJZ0/sRUYEH69NAu1Onz/qhBo+uwKCgoBAoy/a34vfoznj2WLT8fHGst/Sz4+mXKk/3Fw7ujogLRp0+Kv+3/Jtt+G2LBuA5ycHDF25FhtExdBtGe/cf0Gxk8chyQuSeQ8b29vJE+eXPteLy8v2a96dGrUqYbylcvq1Jx7jpiC9FlSI5lbMpiDOLARM5ksizGOz6tz9nqtx+/Fj/H8+TEHxy9dGJqBCMzF/tX2gOb50fb2dlCpjZ8mnj8/xvPHsvH4WLbHFhK/RRucBwUFoWq1KujSsRt69emJ9OnT6Sy3d7BH8RLF9dpJpy6dULNWDe3rMLUax44eR5mfSqNq9SpyXp48ueX43t37SF4+PDj38/PD40ePv9uVo6jdFwOZR+f2XeR49dpVPAREREQKwfLfDMG5t7cPFs5fJKdHDBsZabl7cndcvn5Rr53kyZtbDhohISFf5ufRBvjpM6RHseJFZW26CNrFQ47W/LJWNoOJeJMoWZbCRQubOwlERERkYiz/zRCcu7u74eK1C9G+0dY27m/+mTV3Jtq37oBypSvA1dVV1prPmT8L7u7ucb4vihu9+/ZiVhIRESkMy38zBOeixjpFiq9tv+OSqBVfvWYl8nrk1ZmfMVNGHDlxWHarGODvD4/8HkiSJLwtOhERERERlP6E0CuXr2LFshV48M+/SJAggQyo+w3oIwPp2FKpVKhctXLUCbKzY5/mVqR3j75yzKe4EhERKQfLf+P5btuU3b/tRpMGTfHq5SuULlMKBQrmx9XLV1C9ck3cvnXbiMkia5ElS2Y5EJHChKmg+mwvBzFNRMrC8t9MNeczps3CyNEj0LVHeI8cQmhoKIYNHo75cxdi5S/LjZg0sgaDhw0ydxKIyAxUwXawfcNmh0RKxfLfDDXnPj6+ePfuHTp26RCpvXi3Hl1w985dIyaLiIiIiEh5oq05t7dPgNCQUPj7+yNx4sQ6y3x9feHg4GCK9JGFGzxgqBzPnjfT3EmxCufX6tctaMn2B42eFiJrM7/rRr3W678y+mdjEFHcYPlvhppzJycnFChYAD8PHg6vD17a+aJ7w/FjJsi+yIlcXZPKgYiURW0bhrDE/nIQ00SkLCz/zdTmfOKUCejUrjNKFCmFdOnSIig4GC+ev0DuPLkxcMgAIyaLrMXocaPMnQQiMge7UIS5f5aTti/sgNC4f/YFEVkulv9mCs7FUz3/PHkYu3buxoN/HsDe3h55PPKgTt3asu05ERERERGZsJ/zRIkSoXXbVnG4S4pPRg0fLceTp00yd1KIiIjIRFj+mzE4Fz5//ozHj57AwcEe6TOk582gREREFGtla3vqtd6p/ePidHsx2SaRRQbnfn5+mDJxKrZs2oqQkBA5L3FiZ/Tq2ws9enWXT/okZWONORERkfKw/DdTcD586AhcvngZnpPGwyNfXgQHB+PCuQtYvGDJl/7OuxoxaUREREREyhJtcB4QEIjf9x3Avj/2IFfuXNr5RYsVReo0abB86XIG54RJnpNlLvCubSIiIuVg+W+OmnO1WrYtjxiYaxQqXBAhIaFGTBZZCy8vb3MngYiIiEyM5b8ZgnNHJ0ekSp0Kly5eQrHixXSWnTxxSnazSMQng5r3SaICnyZKZhFqA9XHL0+KZh/nRIrD8t9EwXlQUBAunr+ofV29RjV07tAV7Tu0g0d+DwQHBePC+QvYumUbpk6fYsRkERGRJVOF2ML2XWJzJ4OIKH4H597ePmjTsl2klRbOXxRp3tTJ09C4aSPjpo4s3uwZc+R48LBB5k4KERERmQjLfxMF5+7ubrh47YJeb7S15aOaCXj48BGzgYiISGFY/psoOLexsUGKFMmNuDuKbxYvW2juJBCRGahtQ6F2DpTTqk8OUIXa8jgQKQjLfzM/IZSIiEi39AhDWDI/OWkbkABgcE5EFCfYNoUMsnjhEjkQERGRcrD8Nx7WnJNBrl6+yhwkIiJSGJb/JgrOw8LC8O7tO6RImcKIu6T4ZPXaVeZOAhEREZkYy38TNWt59+49alWvI6e9vbzRvUsPI+6aiIiIiIiirTlPmNAJAf4BUKvVCAoOxhU2WaAfWL3yFznu3LUT84rIAPO7bmT+EX2jbG1P5omFYvlvouDc2dlZdqXYtWM3pE2XFn6f/TBtyvQo3+icyBl9+vc2YtLIGhw9clSOGZwTEREpB8t/E94QunDpQiycvxAXzl9AUFAQThw7GeUbkyVzZXBO2Lh1A3OBiIhIYVj+mzA4z+uRB8tWLsWbN29Rq1ptHDi834i7JyIiqxRqA5Wvo3aaiIiM3JWiu7sbfj+4L452Q/HVpg2b5bhVm5bmTgoRmZAqxBa2752Z50QKxfLfDMG5jY2N7FJR3BS6YtkKPPjnXyRIkAB5PfKi34A+yJgpoxGTRdZi546dcszgnIiISDlY/pvpIUS7f9uNAX0HIX+BfChdppRsg37x/EVUr1wTO3Ztg0c+DyMmjazBtp1bzZ0EIiIiMjGW/2YKzmdMm4WRo0ega48u2nmhoaEYNng45s9diJW/LDdi0sgaiH9YiEh51LahCEscIKdtPjpCFWpr7iQRkQmx/DeeaCMrHx9fvHv3Dh27dNCZb2tri249uuDunbtGTBZZi507fpMDESmMXRjUrv5yENNEpCws/81Qc25vnwChIaHw9/dH4sSJdZb5+vrCwcHBiMkia7FpwyY5btSkobmTQkRERCbC8t8MwbmTkxMKFCyAnwcPx+Rpk+CazFXOf/zoMcaPmYAyP5U2YrLIWqzbtNbcSVC882ur65UHJdsfVHxeERFR3GD5b6Y25xOnTECndp1RokgppEuXFkHBwXjx/AVy58mNgUMGGDFZZC0SJkxo7iQQERGRibH8N1Nwnidvbvx58jB27dyNB/88gL29PfJ45EGdurVl23OiA/sPyEyoWbsmM4OIiEghWP6bKTgXEiVKhNZtWxkxCWTNVq/8RY4ZnBMRESkHy38zBudE37N89TJmEBERkcKw/I8nwXlwcLBsHiOaxGTImBGOjpF7fFGr1fjn73/g5+ePXLlzRbkOWQ43NzdzJ4GIiIhMjOV/PAjOly9dIf8CSZ48OT5/+iT7UR89bhQaN22kXUfcbNqpfRe8ffMWSZIkhpeXN+YtmosKFcubKpkUQ8f+PCbHFStXZN4RKUmoDVTeTtppIlIWlv/xIDgXteVHTx6Bs7OzfL1q+SoMG/wzKlQqr/31NWTgULgkdcHeA7uRIEECzJk1F3179sXJsye0XTmSZVm8cIkcMzgnUhZViC1svRKZOxlEZCYs/83xhFBvH/Tr3T/OdtSlW2dtYC4UK1EMoaGh+PD+g3z9/PlznD1zDj16dpOBudCtR1fZfeMfB9g/s6Wav3ieHIiIiEg5WP6boebcxtYGx44ej9OdPXv2HE//e4q3b99i5bKVaNy0MbLnyC6X3bl9V4498nto1xfBfObMmXDn9p04TQfFnbRp0zI7iYiIFIblvxmC88SJEyO5uztu374DD4+8cbKzi+cvYsvmrXj54iVsbWzQoFE9nZp6IWnSpDrvcXVNBh+f8GVR8ffzh7+/v/a1t5d3nKSV9CP+7RBKlynFLCNSELVdKMKShF97bXydZDMXIlIOlv9mCM6DgoJQq04tdGnfFV17dEHWbFlhF+HBQ/YO9iheoniMdtaoSUM5CBvWbUTHtp1x4PB+WXtubx/elCUgIEDbrEUQgXeCBPbRbvOPfYewa/veSPOfPnwJ3/efYQ5hoWF4/PdTKMGUCdPkeNHCRbAWxjg+gYFBsHTW8p1U0vkTUWBAMKyCWh2eVqcQ2LoEyFlBXrZAgOX0zKvE74+1nT/mvGaaM3+s5fjE1/Lfko9PphzptdPRXk29vX2waMFiOT1x/KRIy92Tu+Py9YuxToR4sNHkCVNw5vRZGZynTRfePOL1q9ey1l5DvC5Xvmy026lRpxrKVy6rU3PuOWIK0mdJjWRuyWAO4sBGzOT4bN7iOXKcKZv1fF5jHJ9X56L/AWkprOU7qaTzJyIHx6+VEpZMBOYirWp7IPTLPHt7O6jUlpN+JX5/rO38cXAw3zXTnPljLccnvpb/1nJ8og3O3d3dcPHahWjfaGurf9dZfn5+cHR0hI3N1/eIpi2iVlwTQOcvkB9JXJLg8KEjyJY9m5x36+YtvHz5Ej+VKxPttp0SOsmBzCNbtqzMeiIiIoVh+W+OG0JtbJAiRfI42Yl48NC40Z6ySUv6DOllf+arVqyGRz4PVK9RTa5jb2+PIcMGYfLEqXJa1MzPmzUPlatUinHzGTKda1evy3GhwgWZ7URERArB8t94fthI8PKly1i6aBnu37svn955+sIpjBk5FiNGD9fpGvF7RK349FlTsXnjFvx55E8kc02G7j27omHjhjIQ12jXoZ18SNGeXXvhH+CPZi2boWPnjoZ9QjKqyRMmy/GOXduZ00RERArB8t9Mwfm2LdswavgY1K5bC81bNse6tetljbqbuxvW/m8devftpfeOcuTMgXETxv5wvZq1a8qBrMP4SePNnQQiIiIyMZb/xhNtw3FRSz5j6kwsXr4I8xbORYvWLbTLypcvhz9+/8OIySJrIbrZjKuuNomIiMg6sPw30xNCP3/2Q7XqVSMtS5EqJd6/e2/EZJG1uHf3nhyIiIhIOVj+m6FZS8JECREaGiqf6pnuSzeHGk8ePUaKlCmNmCyyFuL+A4FtzokUJsQGNl4JtdNEpCws/80QnIsbNctVKIde3XphxuzpSObmJucH+Adg4YLFqF4zvJcVUrbho342dxKIyAxUobZQeX8JzolIcVj+m+mG0PETx6Fl01aoUaUWXF1d8fHjRxQrXAJ58+ZFpy7sRYWAosWKMhuIiCjeKVvbU+91T+0fB6Vh+W+m4Fw0Z/njyO/Y/dse3L1zV/bUUrR4UdSuUwu2trZGTBZZi8ePHstxpsyZzJ0UIiIiMhGW/2bs5zxRokRo1aalEZNA1mzIwKFyzDbnRMqitgtFmIufnLbxSQhVCCtsiJSE5b8Zg3Ph8+fPePzoCRwc7OUTPh0cHIyYJLIm/Qf1M3cSiMgcbMOgThIYPv3JEWBwTqQoLP/NFJz7+flhysSp2LJpK0JCQuS8xImd0atvL/To1R0qlcqISSNrULZcWXMngYiIiEyM5b+ZgvPhQ0fg8sXL8Jw0Hh758iI4OBgXzl3A4gVLZJvzbj26GjFpZA1evXwlx6lSpzJ3UoiIiMhEWP6bITgPCAjE7/sOYN8fe5Ardy6du3NTp0mD5UuXMzgn9OnZV+YC25wTEREpB8t/c9Scq9WybXnEwFyjUOGCCAkJNWKyyFp079Xd3EkgIiIiE2P5b4bg3NHJUTZVuHTxEooVL6az7OSJU8iTN7cRk0XWomq1KuZOAhEREZkYy38TBedBQUG4eP6i9nX1GtXQuUNXtO/QDh75PRAcFIwL5y9g65ZtmDp9ihGTRdbCx9tHjl2Supg7KURERGQiLP9NFJx7e/ugTct2kVZaOH9RpHlTJ09D46aNjJg0sgadO3SRY7Y5JyIiUg6W/yYKzt3d3XDx2gW93mhra2OsNJEVadcx8o85IlKAEBvYvE+knSYiZWH5b6Lg3MbGBilSJDfi7ii+qVe/rrmTQERmoAq1hcrXiXlPpFAs/42H1R1kkMDAQDkQERGRcrD8N9NDiN68foPZM+fg6pVr+Oj7UWeZm7sb9h/ca8SkkTVo3byNHLPNORERkXKw/DdTcN67Rx98+OCFGjWrI5Hzl7aFXyRKpPualKlZy2bmTgIRmYHaLhRhrn5y2sYrIVQhthZzHOZ33aj3uv1XtjZqWojiK5b/ZgjO/fz8cO3qdVy6dgGuyVyNmASyZs2aNzV3EojIHGzDoHb+0qTN1xGwoOCciIyP5b8Z2pzb2NjC0dERSV2TGnH3RERERET0w+Dc0dEBhYsWxv69v0e3ChGaNW4hByIiIlIOlv9manM+YdJ41KpWBzt37ES69Ol0ljk7O2PYiKFGTBpZgzp1a5k7CURERGRiLP/NFJzPmDoTAQEBePr0mbwxNCJXNnch8RCCDnwIERFRfFa2tqe5k0AWiOW/GYLzAP8A/HHgILbs2ITiJYobMQlERERERPTDhxCJ7hMZmNP3tGvdQQ5ERESkHCz/zVBz7ujkCHc3Nzz45wGyZc9mxCSQNfupbBlzJ4GIiIhMjOW/GYLzoKAgVKhUAR3bdUavPj2R/psbQu0d7FmrTujWoytzgUiJgm1h885ZO01EysLy3wzBube3D/63eo2cHjFsZKTl7sndcfn6RSMmjci8zq+tzkNAFA1VmA1UHx2ZP0REpgrO3d3dcPHahWjfaGv73ebqpBDdOveQ4xWrl5k7KURERGQiLP/NEJzb2NggRYrkRtw1xQd5PfKYOwlERERkYiz/zdTPOdGP9B/Yj5lEpEDqBCEIc/WT0zZeCaEKZnFCpCQs/40n2qupj48vhgyM/gmgLi5JMGvuTGOli4iILJmNGupEQeHTPk7mTg0RUfwPzlUqwMHBQWdeWGgo7t+7j0ePHqN5y2amSB9ZuP59Bsjx/EXzzJ0UMsPNsCXbH2S+ExEpEMt/MwTnSZIkwaKlCyLNDwsLw7DBPyNr1qxGTBZZizRp05g7CURERGRiLP+NJ8aNBMWNol26dcao4WPQtUcX46SKrMbPI4aZOwlERERkYiz/jSdW/SGq1Wq8e/cu7lNDRERERKRg0dach4SE4N8H/0aa/+7tO8ybMx8eHnmNnTayAj8PGS7H02dNM3dSiIiIyERY/pshOP/wwQvVK9eMcplHPg8MHx0elOnr3wcPsXH9Rty7ex9JXBKjctXKaNykEWxtdR/7/Ov2ndizey/8/fxQslRJ9OjdHQkTJozRvsh0eGysB594SkQElK3tyWyIAyz/zRCcJ0vmioN/HtCZp1Kp4JrMFcmTx+zhRHfv3JN39bZs3QJVqlXBs2fPMGPKDNy4dgOTp03Srrdi2UrMmz0fYz3HwM3dDTOnzcLVK1exYcv62Hw2MoFxE8Yyn4mIiBSG5b8ZgnM7OzvkzJUzTnaSJWsWGeiLm0kjGjF0JEaPGwUnJycEBARi4byFGDRkAFq0ai6Xp0uXFjWr1sbZM+dQukypOEkLERHFgWBb2Lxx1k4TEZEZbwiNKUdHh0iBuZOjk+yWUbRtF27euIGPHz+hYuVK2nVy58mNtOnS4uzps6ZIJsXC+DGeciAiZVGF2cDms6McxDQRKQvLfzN1pfjp0yesXL4KV69cw0ffjzrLXF2T4n/rf4nVToOCgrB86Qr8VLYMEidOLOe9eP5CjlOmSqGzbooUKbTLouLv5w9/f3/ta28v71iliWInMDCQWUdERKQwLP/NFJwP6j8EVy5dQaUqFZEtm+5DhzRBdWy6Yfx58HC8fv0ay1cv1c4PDg6vQbe3t9dZ39HREcEhwdFu7499h7Br+95I858+fAnf959hDmGhYXj891MoQfcuPeXYmj6vvscnMPDLo8kpWsY47ko6fyIKDIj+OmdR1GrrSase4tt3zRjnD6+FP6Zvnsen65s1lv+WfHwy5Uj/4+A8ODgYR48cxdGTR5AhY4Y42bEIzEcMG4lTJ09h8/ZNSJs2rXaZq6urtuY7RcqvtedeXh+QPUe2aLdZo041lK9cVvtavN9zxBSkz5IaydySwRzEgY2YyWRZ9D0+r87p/lCkyIzxPVfq+ePgmADWQATmIq3qBCEIcwuvALF5nwiq4Bg/084ixLfvmjHOHwcHXgt/RN88V+r1zVo8tpDjE21DwdDQMDgldIrTwHzkz6Nx5NARbNq2EdlzZNdZntcjjxzfuHFTO8/X1xcP/30Ej3zR96ku0iiCcM2Q1DVpnKSX9DN18jQ5EJHC2KihdgqWg5gmImVh+W+G4FzcxClqtv+6/1ec7Gj0iDE4fPCQDMxz5MwRaXnqNKlRvmJ5LF20DAH+AXLe4gVLZD+a1WvWiJM0UNx7/eq1HIiIiEg5WP4bj933btqsWq0KunTshl59eiJ9+nQ6y+0d7FG8RHG9diJ6W9m4fhNSpUqFwQOG6Cybv2ie7GpRmDlnBrp37oGiBYsjkXMiWdu+ZMViuLgkid2nI6Obt3Auc5mIiEhhWP6bITj39vbBwvmL5LRoJ/4t9+TuuHz9ol47yVcgH/b8vivKZWnSpNFOp0iRHL/t/RVPnz5DgL8/MmfJLPtbJyKyVvO7bjR3EoiIyIpEG/m6u7vh4rUL0b7R1lb/fm1Fzy75C+TXe/1va+nJcs2bM1+OBwzqb+6kEBERkYmw/DdDcC4eGiRqsom+597de8wgIiIihWH5bzxsM0IGWb5qGXOQiIhIYVj+Gw+fuUxEREREZCFYc04GWbZkuRz36NWdOUmkJMG2sHn95UnRwbbmTg3FUNnanswzMgjLf+NhzTkZ5NzZ83IgImVRhdnAxs9BDmKaiJSF5b/xsOacDLJ2w/+Yg0RERArD8t94WN1BRERERGQhWHNOBln7v3Vy3L5jO+YkkYKoE4Qg1P2TnLZ95wxVMIsTIiVh+W88vJqSQfbv+90igvPza6vrvW5gYBBenbM3anqI4j0bNeAY8nWaiBTFUsr/+IjBORlk269bmINEREQKw/LfeNjmnIiIiIjIQjA4J4Ns27JNDkRERKQcLP+Nh8E5GWTblu1yICIiIuVg+W88bHNOBtm0bSNzkIiISGFY/hsPg3MyiL09ez0hIiJSGpb/xsNmLWSQ3bv2yIGIiIiUg+W/8bDmnAyyfs16Oa7foB5zkkhJgm1h8zKJdpqIlIXlv/EwOCeDrF67mjlIpECqMBuoAtisjUipWP4bD4NzMoiLy5eaMyIiIlIMlv/GwzbnZJBDBw/LgYiIiJSD5b/xsOacDLJi6Qo5rla9KnOSSEHU9iEITf5RTtu+TQxVEIsTIiVh+W88vJqSQZYsX8wcJFIilRqwD/06TUSKwvLfeBick0FSpEzBHCQiIlIYlv/Gw+CcDHLyxCk5Lle+LHOSiIgUqWxtT73WWz+3E+ILlv/Gw+CcDLJg7gI5ZnBORESkHCz/jYfBORlkzvzZzEEiIiKFYflvPAzOySAZMmZgDhIRESkMy3/jYT/nZJBLFy/JgYiIiJSD5b/xsOacDDJ9ygw53rFrO3OSiIhIIVj+Gw+DczLI5GmTmINEShRkC9sXLtppIlIWlv/Gw+CcDJIzV07mIJECqdQ2QCBbRhIpFct/4+GVlQxy6+YtORAREZFysPw3Htack0E8x06QY7Y5JyIiUg6W/8bD4JwMMmb8aOYgkQKp7UMQmsJXTtu+SQJVEIsTS9Cs1zI4ONibOxmkACz/jYdXUzJIgYIFmINESqRSAwnCvk4TkaKw/Dcetjkngzz454EciIiISDlY/hsPa87JIMOHjpBjtjknIiJSDpb/xsPgnAwy5OchzEEiIiKFYfkfT4LzsLAwnDl9Bu/evkfd+nVgZxd59/7+/rh44RL8/fxQuEhhpEiZwpRJpBgqWaoE84yIiEhhWP7Hg+B84/pNWLZkORLY2eHhw0eoVqNqpOD877/+RrtWHZDU1QWurskwsN9gTJo6EY2bNjJVMimGnj59Jsfp06dj3hERESkEy/94EJzb29tj09YNuHv3Hrp37hHlOkMHDUO+AvmwYvUyqFQqrPllLUYOH4WfypZBylQpTZVUioGBfQfKMducExERKQfL/3gQnDdt3kSORXAelUcPH+HG9ZvYtG2jDMyFFq1aYOa0WfjjwEG079jOVEmlGOjTvw/zi4iISGFY/ivghtC/7v8lxzlz5dDOc3R0QMZMGXH/XviyqPj7+ct26hreXt5GTilFVKFieWYIkRIF2cH2WdLw6RBbc6eGiEyM5b8CgnPfjx/l2MXFRWd+0qQu+PhlWVT+2HcIu7bvjTT/6cOX8H3/GeYQFhqGx38/hRJ4eXnJsaurq1nTERgYpP/K6hiuT9Eyxvc8vp0/gQHBiFfU6ig+UwisVXz6rmmPD69vFqtZz6XAl9YB37NtSdTNfy2JpZT/8aX8yZQjveUF546OjnL8+bMfXFySaOd//vwZadKmifZ9NepUQ/nKZXVqzj1HTEH6LKmRzC0ZzEEc2IiZHJ8NaTDIItqcvzqn/+OqRcHFx1vHDWN8z+Pb+ePgmADxiQjM49Nnik/fNUml4vXNgulb/ljD99JSyv/4WP5YTHCeIUMGOX7+7Lk2OFer1Xj+/AUqV6kc7fucEjrJgcyjS7fOzHoiIiKFYfmvgOA8X34PJE+RHPv37keevLnlvHNnz+Pd23eoVKWiuZNH0ahRqwbzhkiB1PbBCE3lK6dtXyWBKij+1KYT0Y+x/I8HwfmN6zfw8N9HuHXzlny9b88+2Ns7oFTpkkiVOhVsbW0xdvwYDOw3CEFBQXBP7o5VK1ajWYum8MjnYapkUgx9+vRJjp2dnZl3REoims3aqr9OE5GisPyPB8H5g3/+xamTp+R0g0b1Za24kCNnDhmcC+KpoWnTpcXe3Xvx+NFjjBozAvUb1jdVEikWOrTpGO/anBGRcszvulGv9fqvbG30tBBZE5b/8SA4F0/51OdJn4WLFJIDWYfWbVlgERERKQ3LfwW0OSfr1LBxA3MngYiIiEyM5b/x2Bhx26QAISEhciAiIiLlYPlvPKw5J4O0aNJSjtnmnIiISDlY/hsPg3MySKMmP76PgIiIiOIXlv/Gw+CcDNKqTXjNOZGS6NvDBxFRfMXy33gYnBMRUcwF2cH2qWv4dChvXyIiiisMzskgLZuGd6W4eTtrEomURKVWASG25k4GEZkJy3/jYXBOBqlavQpzkIiISGFY/hsPg3MySKcu4U8IJSIiIuVg+W88DM7Jop1fW93cSaA4OD4l2x9kPsYzaodghKbykdO2r1ygCkxg7iTFa2Vre5o7CURkIgzOySCd2nWW41/WrWZOEikN7wMlUiyW/8bD4JwMUrR4UeYgERGRwrD8Nx4G52SQXn16MgeJiIgUhuW/8fBPSSIiIiIiC8HgnAzSu3sfORAREZFysPw3HjZrIYNkzZaVOUhERKQwLP+Nh8E5GWTQ0IHMQSIiIoVh+W88bNZCRERERGQhWHNOBhnUf4gcz5k/izlJpCSBdrB9kix8Okxl7tQQkYmx/DceBudkEHd3txi/h0/9JLJ+KqgYlBMpWGzKf9IPg3MyyMgxI5iDRERECsPy33jY5pyIiIiIyEKw5pwMMmr4aDmePG0Sc5JIQdQOwQhN4yOnbV+4QBWYwNxJIiITYvlvPAzOySA2NvzzhYiISGlY/hsPg3MyyMQpE5iDRBTvze+6Ue91+69sbdS0EFkClv/Gw2pPIiIiIiILweCcDDJx/CQ5EBERkXKw/DceNmshg/j6+jIHiYiIFIblv/EwOCeDzJwzgzlIRESkMCz/jYfBORFZlCfH2+HVOfsfrley/cE4v5mPN/JRXOD3jQxVtran3uue2j+OGR7PsM05GWTW9NlyICIiIuVg+W88rDkngzx+/IQ5SKREgXawfewWPq02d2KIyNRY/hsPg3MyyKKlC5iDRAqkgopBOZGCsfw3HjZrISIiIiKyEKw5J4Msmr9Yjvv0743za6szNylKxvhuxGyb7eL8KZBKpxZtWVTaF+E16SQtPndBr5zYUfsBc4ys9ibTiOU/xS0G52SQ69dvMAeJlMghBKFpfOSk7QsXIDCBuVNERCbE8t94GJyTQVb9bwVzkIiISGFY/hsP25wTEREREVkIBudkkFXLV8mBiIiIlIPlv0KatYSGhmLZ4mXYs3sv/Pz8UbJUCQwf9TPc3L70pUtm8b0b73ZveibHHo7bTZgiis9O/V4OKpu4vbnQOY4vIZ/e/xODfWeP251TvPH6yXu9102ZkeUgGX6jZ1w6fuyEHHfp3sUs+4/PLCo4nzl9FrZv2YHZ82fB3d0NnmMnoEObjti9fxdsbFjJb4lGdUpn7iQQERGRiW3Ysp55biQWE/F+/vwZ/1u9BoOGDkSFiuXhkc8Ds+bOxK2bt3H86HFzJ4+IiIiISDnB+Y1rNxAYEIiy5X7SzsuYKSMyZcqICxcumjVtFL3DF7zlQERERMqxYd1GOVA8btby6tVrOXZP7q4zX7x+8+pNtO/z9/OHv7+/9vWHdx/k2NvLfAGjj48vPrwPT0d88MnfNtplZ28GynGp/NGvY2mCgmwRHGY96VWaYITG+eNsgsIC4nR7wQgx277NLVgdAlVYKNShIQgNCpbzbEMD5TwKZ28XFudZYavS7ztnpwrVe10yPWs5PvrEMLt37pbjWrVrIr7wMXP85pLUBba2tlCp1Wo1LMCv23di8IAh+OvhPTg4OGjnN2/SEilTpsCCxfOjfN9v23Zj1/a9JkwpEREREVHcmrtsBpK5JbOcmnORGMHrgxdSpU6lnS9+weTJkzva99WoUw3lK5fVvg4KCoLXey+4p0gOW1vTt9oRNfaeI6Zg3NSRSOqa1OT7p+/j8bFsPD6WjcfHsvH4WDYeH8vmbQHxm6g5FywmOM+X30P2yHLp4mXUrV9Hznv//j0e/vsQffr1ivZ9Tgmd5BBRxODeXMSB1fzgIMvD42PZeHwsG4+PZePxsWw8PpYtqQXEbxZzQ6i7uztq162FhfMX4c3rNwgICMSUidOQIkUKVKtRzdzJIyIiIiJSTnAuTJk+GdmyZUWZEmWRP3cB3Lt7D7+sWwUnJ92acSIiIiKi+MhimrUIiRMnxpIVi2WteXBwkHxtbcQPiQZN6/IHhYXi8bFsPD6WjcfHsvH4WDYeH8vmZEHxm8X01kJEREREpHQW1ayFiIiIiEjJGJwTEREREVkIBudERERERBaCwTkRERERkYVgcP7F58+fMWLYKBTOVxT58xREn5798O7du2gzLiQkBL9u34nG9ZsiX+4CqFCmImZMnQl/f3+d9c6fu4CObTuhkEcRlChSSm73yeMnUW4zODgYDes2RtYM2XHyxKm4PM5WTzz5deL4SShWqAQ8cuZHlw5d8ezZ82jXDwsLw/69v6NFk1YokLcQypYqj/FjJ8DHx1dnvRvXb6B7lx4okr+Y3HbXTt3x1/2/Im3v4oWLclv5cuVHlQrVsPu33Ub5nNZK5PfsGXNQskhp5M2RD21atMWDB/9+9z1HjxxF21btUTBvYZQp/hNGDBsZ6ZwTx6Jvr37y2Ihj1L5NR1y/dkNnnefPn6Nf7/4oXrikPD51atTDnt17jfI5rdmyJcvxU8lyyJPdA00bNsPtW7e/u/7ZM+fQuX0Xme+lipbBwL6D8OL5i2jXHz/GU1675syaa/C+lWjDuo2yHBF5VL92A3nN+Z6rV66hZ9de8twQ330xLR7aF535cxfI4zNm5FiDtqNU4povrv25s+VFzaq1cezPY99d/+6de+jfZ4C8JhYtUAyd2nWW86Kzfs16eXx69+hr0DpK9efhP1GjSi15fKpWrI69u/d9d/1/HzzEsME/y7JHxH2izLpy+Wq06+/bsx/ZMuZAq2ato3yyqDivRIwntjVq+Gh8/PjRsA8kemshtbpX9z7qSuWqqO/fu69+8viJunH9JuoGdRqpw8LCosye48dOqAf1H6K+fPGy2sfHR33l8lV1mRJl1QP6DNSuExISom7fpoP61IlTam9vH/Wjh4/UHdp0lOtFtd3JE6bI5RnTZFYfO3qchyWC0SPGqEsVLa2+cf2G+tmzZzKfxPEKCgqKMp+uX7uu7tWtt/rc2fNqby9v9a1bt9VVK1ZXt2vdQWe9zh26qo8eOar2+uClfvr0mbpPz77qwvmKqv39/LXriOOXPVNO9eKFS9Qf3n+Q6w3sO0j9+fNnHqMvZs+coy7kUUR9/twF9auXr9R9e/VTlyhcSv3p06co8+jxo8fqjm07qU+eOCnz/u+//lbXr91QXa9WfZ1zQxyPA7//oX737p365YuX6hHDRqrz5sinfvv2rXadujXrqZs2ai63Kc7FNb+sVWdKm0V98cJFHp8v/rd6jTpPdg/10T+PqV+/fqMeNXy0On+egjr5GJHIxxZNWqn/PPynzHtx7WrdvI26YtnK6oCAgEjrH/zjkLp65ZryHJ05bZZB+1aiXb/tlteYfXv2y3yZPmWGOlfWPLIsik6TBk3VB/YfUL9580ZeE7t17q4uWaS0PHbfunD+grpc6QrqyuWrynMotttRqhPHT6qzZsiu3rp5qzwfli5eps6WMYcsV6LTtlV7eVxfPH+hfv3qtXrwgCHqAnkKyevjt+7euSvPHXEt69GlZ5Tb02cdpbp+7bo8PiuXr5LHZ+P6Teos6bOpz5w6E+17RB5u3bJNlufiPZ5jJ8hz7t8H/0Za978n/8lzomnDZupmjVvoLBOxgrj2iTJIlGMfP36U35NtW7Yb9JkYnKvV8uCIgPjIoSPajLlz+66cJ4INfW1Yt1GdI0sudXBw8HdPcrFdEWh8G+xXKFNRFoIMznWJHzbiQhjxyy4ueCIAE4WKvn7f97vMW7G96Ny6eUuuI46/hvgRIIJxilpgYKDaI1d+9fKlK7TzfH19ZbAhLpL6Ej+kRN6LIDs6IngQ65w+eVq+Dg0NlRfhby+EHjnzqVev/IWH7AtRqE+dPE2bH+JHrQiQF81fpHce/XX/L5n3V69c05n//NlzdfHCJWXFhggAvw3O42Lf8V2tanXUwwb/rDNPVOJMGDdR722I4FocH/GDKiLx47d08Z/kj1XxA/jb4Fzf7ShZmxZt1V06dtOZJ4LkmJQL4ketCCC3b92hM19U8ogfTYcPHpEVFlEF3vqso2R9e/WTFaoRiYo4UTmqL1EpJK5LK5au1Jkvrlf1ajeQZYyokP02OBflnqh8EBV3cYnNWgBcuXxF/otQqkwp7T8KefLmhqurq3aZPry9vODk6AQ7u6if7fTmzVts2bgFhQoXQspUKXXmi79XZs+fjYSJEhnyR0i8dPPGDdnkJ+LxSZ0mNTJnyfzdv6G+5eXljQQJEsDR0SHK5R8+fMD6tRuQLXs2ZM2WRc578M8D/PvgX9RvVD8OPkn89Pff/+Cj70eUKl1SO088QCx/gXwxOj7i/BESOUd9DogmSWtWr0WaNKmRr0A+Oc/GxgY1atWQfzm/ef1GNn/atnW7XFaxUgUDP1n8IJqivHjxEqVKfz1/xHlQvETxGJ8/gnOE4xMaGooBfQeie89uyJkrp9H2HZ/5+fnh7p27OuePUOan0jE8f8KPTyJnZ535QwYNQ6PGDVGseDGDtqNUohJTHIdvj09pcXyu6H98fH195fkS8fwRxo0ejxIli6NKtcrRvlefdZTsyqUrOteY2Jw/4jwMCgyKVP7Mmj4badOkQdPmTaJ838EDh1C+Qjm4JnNFvH1CqLm8ff1GPhEqYcKEOvOTuSXD2zdv9dqGaPe6cvlqNGvRNNKySZ6T8b/Va+SJmSt3LqxZ/wtUKpW2re6gfoPQqk1LFC5SSAbqpOvN6/A8cXdz05nvJo7PW/3ySwTei+YvQv2G9eDgoBucL16wGHNmzZPHJ2OmjPjfutXadTT3B3x4/wHVKtWQwUaGjBnQvVc31G9Qj4fqy/kTfjx0j08yNze9j4+452PWjDmoXKUS3N3ddZZt2rBZtucTxydVqlRYtXYlkiRJol0+Y/Y0dOnQTbaXFRIndsaiZYvkjzcK//Evj4975PPnzu07emWR+NEzddI0FC5SWP541Zg/ZwEcHB3RsXMHo+07vnv39p0MAL/NI1n+6Hn+iHJkoudkeWxEOaIhyp23b95g2colBm1HyT59+iQDt0jf4WRuescHgrhnSly/ylUop523e9ceGUDuPxj9PTL6rKN0b968jXz+JEsmK43EE+ejq5CLSNwzKMr96jWraeedOH4Se3fvxe+H9kf7vidPnqBAwfzyfsLjR4/DJamLLMeG/DxYp5yKKdacfy9zbGygz+NTvT54yZs9cubOicHDBkVaPnLMCNx7cAdHThyWtX4tm7bS3ji6YtlK+PsHoE+/3rE+iEqlEsdHjwfcisBPBG+uyZJh/MRxkZb36tsL9/+9i5Nnj8uTrGWz1vKYCmFftr9w/iLMnjcTZy6eRpt2rTGgz8Af3hCkdDY2Kr2Ojwj8enXvg9CQEMyYMz3S8patW+Cvh/dw5uIpVK5aCW2at5U/hgWx/U7tuyBMHYajJ4/gxp1rGDZ8KLp37iFvdKPoqVTi/NEvYBs8YAhevXyFBUvmaysWLl28hE0bNmH23JnaeXG9byWzUdmIL7he64qa1ZvXb2LpisXynwnh/r37WDB3IeYtnBvtv7n6bIeiptLz+ibMmTkXRw79iSUrFmsrAZ8+fYbxoz0xf9HcaB8Xr886FH38JulxjMSP2M0bt8jrm6aSSVToDRk4FDPnzEBS16TRvlcdpsba/62T/2yI+GD5qqU4feqMbA1hCAbnokY2ubsMlr/taeX9u/dI/s2vsaj+AmzTsp38hfTL2lWRamVlJtvYwN7eHtmyZcXMuTPw6NFj+YtMuHj+Iq5dvYYcmXPJu7BLFS0t54tgX/RkQeHHRx6PD+8jHZ9va1m/JWo8OrbrLI/ths3r4BzFX7UisBAFkagRFyeiCMz/OHBQLkuRIrkcd+/ZFfny54OLSxL5L0fRYkWwb+/vPDwRjo+4mEU+f9x/HJh3643Hjx5j8/ZNkWrfNcdHBBdp06bFpKkT5fm0a2d4bzmi148L5y5g9NiRyJI1i6y1aNuhLTzy5ZU9G1CE4/P+m+Pz/j3ck7v9MDAfMmAoLpy/iM3bNyJdurTaZZcuXsb79x9QqlgZee0Sg/inafHCJbLHEUP3rRSixk98x6POo++fP4Ln2Amyd6INW9cje47s2vmiVyNvb2/Zw4jm+Fy/dl0GIWJaXBv12Y7SiTJDBMaxPT4L5y3CyuWr8L/1v6BQ4YLa+aIpk5eXFxrUaaQ9PseOHpdlj5gWvZHpsw5BxgGRjs+79/JfVEcnx+9mkWjKKv4VXLJ8McqVL6udL5qzin9G2rXuoM37nTt2yvJGTN+6eUuulzxFcuQvkB9t27eR8YFHPg/06tMThw8ekbX2scXgHECRokW03R5qiFoHEWwU/rIsKj7ePjIwd3JyxJoN/0MiPdqLh4aG6fyaW7VmJf5+dF/WDMrawQvhXSiuXrMSazf8L9YHNj4pUCC/DM4unPvatdjrV69ld19FihaO9n0iIBeBua+PLzZuXa9XmzDxK1gEJJoaEdEMSVycRS19RKIwjWFlYbyVI2cOmUcRzx/xV/DNm7dQ+DvHR9xHIGrM//nnAbZs34RUqVP9cF/iuISGhWrPH02N7bc1tyKAt7G1NeBTxR9p06aRf6eLQiViV7CXLlxCkSLRX9/EeTB00M84ffoMNm/bFKmZUM/ePfDP47+01y4xiGZhomC6df+GQftWElFuiPb65yNc34RzZ8/LZkQ/aiqx89ffsHHLenh45NVZ1rxls0jHp2ChgmjRKvyfqIjNOL+3HaUT1xYRVF84//U7rOlq9Hvlj7Bo/mIsWbQUv6xbLWtWI6pWvSoePPlb5/hUqFheNqsQ0+KHsD7rEGQ5cz7S8TmLQj84f0T3peK7v2jZwkjt+cU9Gt/mfcPGDVG8ZHE5LSrrBFFRp62lj/Cdiem/iZHE6e2lVkx0H1WtUnXZW4ro6qh545bqOjXqyt4gNMQd71MmTZXTopspcbe26IYquu7iRBd9C+YulN3wiB5c/vnngbx7WPRsILrbiYroaoy9tUQ2fOgI9U8ly8keIURXY107dVeXL11B9hSiIY7X0EHDtN0btWzaSl2jSq1o76IW3WCKXiQe/vtQ3pEtui3r3aOvOl/uAvI4aMyaPlv22CK6SRJ33O/Y9qs6c7qs7O4yAtH1W5ECxWSXVqJ3CNFtWNGCxWWvLRptWraTXVcK4nwQ55zo3UP0vBMVcb6MGTlW/c/f/8jjI3oFEd+DnFlyy/NUEMdf9HIkelMQPbmI4y66sRI9+fxx4GCU21WilctWyh51zp45J3srEt2GiR5tRBdvGv1699f2eCB6LhDnkrhWRdW1WHSi6q1Fn30rnbimiJ6+RI9h4pyZN2e+OnvmnDp5P26Mp+zKMmLXu6J3CdHDlL6i6q0lNttRGtFzjehpZdfOXbLsFt2DitfieqchjlnBvIW1r5csWqrOnS2v7IVKX/r0xMLeWiK7fOmKPB7r126Qx0ecT6IXL9ELnsa6/62T80QX18LmjVvkOXbo4GG1vqLqrUWUU6JMEt0y+vsHyPKqSoVq6p5de6kNwRtCv5g1dybGjfZE7ep1ERIagrLlysp2XhF/EYWGhCLsS823eIDKzRu35PL8ub/+VSWI2m9RC1iqTGncv/+XfHDK0/+eyr9eypQtjR27tkfZvIKiN27COEwcPxFNGjZDYEAgipcohrUb18jmQhohIaHafyYuXLgoazbE8SlaULfGYu+BPbI3nvwF8+P27Tvo3qWnbFYh2pWJ2o2de37VNmcRBgzuL2sRxb0Cvr4fkTlLJsxdOEfWYFC4QUMHyhrR9q07ylpzUdO0ftNa2WuLRlioOH9C5fS9u/fkXe7i+IiH00Qk3id6QsiSJTM88nugX+8BePDggWw6JmoSd+zejkyZM8l1xfEXtVJTJ09Hner18NnvMzJlyoTps6aieo2vN/YoXedunfHZzw99e/aVva7k9ciDtRvXIkXKFNp1xLkjziHh+fMX2LZlu6z9EQ/0iGj+onmoU692nO5b6Ro3bSSboIwaPkbeBJo9Rzb8smaVbKqlIc4dcVO0IJqkiPuVxPGpX7uhzrbGTxgrm3bpI662E99VqlIJU6ZPwszpszGw32B5/RG1rQUKFtCuI8oIETtozJszX/b+0bp5G51t9RvYF/0H9jNp+uO7IkULY8HieZg5bRbGjhqHtOnSYvqsabIXFQ1x/5g4fzT/ioub2cXx6dGlp862xHdefPf1JZoriybNkyZMwchho+SN3DVqVsfQ4UMM+kwqEaEbtAUFEQdWXMTkjaJfDnRU9L35JjoiyLG1tTX8bxGFMdXxodgRhZeg+cErvudR4XffPDTNuUT+x/b4RDwHyTqOD89D4xyfiIFgpCZ30Zwf314jY7sORaaJCTTlf2yPT8RjbEwMzomIiIiILAR/ehERERERWQgG50REREREFoLBORERERGRhWBwTkRERERkIRicExERERFZCAbnREREREQWgsE5EREREZGFYHBORERERGQhGJwTEf3AsaPHkSNLLvj6+po9r2pUqYWF8xZ9d50L5y/K9L56+QrxMS9Xr/wF7Vp3gCndvnUbJYqUgo+P+b8DRBS/MTgnIvqBsNBQBAUGIYqnPZtcUFAQQkKjfnR7xMdMh6fXfAk+e+acDMLfvn0bp3n54cMHzJszH33794YpeeTzgIdHXiyct9Ck+yUi5WFwTkREVvODZtP6zUiTJjWKFS8GU2vdthU2b9yCjx8/mnzfRKQcDM6JiPR04vgJNK7fFIU8iqBSuSrYtnV7pHVu3rgpm1wUyFsIRfIXQ4+uPfH40eNIzTr+OHAQzRq3QOF8ReW21q/dEGlbFy9cRP06DeGRMz8qlKmItf9bh9hGu0//e4r+fQageOGSyJ+nIDq07YgHD/6NVbrOnj6L+rUb6KSrRpWa2uY2ollNx3ad5fRPJcvK7VatWF1nG+fOnP3hfqKyfdsO1K5TW2eevmnXrCeOW5MG4cex4k+VsGXTVjx5/ATdu/SQ7y1drAxmTpsV6Z+H8hXLw8ZGhf17f9crrUREsaImIqLvOnLoiDpjmszqEoVLqc+cPqt++/ateu3/1qqzpM+mPnzwiHa9F89fqHNny6sePGCI+unTZ+oH//yrbtOynXzfp0+fdLZVvXIN9eVLV9Qf3n9Qb9qwWc47f+6Cdlvi/Tmz5FaPGz1ebvfe3XvqerUbyPXmzJr73fSePXNOrifeJ7x88VJdJH9RddNGzdV379yVr0cMG6kuVqhEjNP15PETdfbMOdWeYyfI7d+/d1/dsG5jnXSFhoaqj/55TM4Tn8PfP0AdGBgYo/1E5dmzZ3K90ydPR3l8frRNzXo1qtRS37h+Q/3+/Xv1lIlT1ZnSZlGXKVFWvWfXXvlekfasGbKrd+3cFSkNbVq0Vffu0fe76SQiMgRrzomI9DR81DCULlMK7u7uaNehHWrVqYmF87+2QV6+dAVcXZNi6owpSJcuLbJmy4J5C+fA29tbNoeIaOKUCShStDBck7miZesWyJI1C86eOatdvmr5Ktl8Y6znGKROkxq5cufC3PmzY3WsVi5fBX//ACxdsRi58+RGqtSpMGGyJxIkSICN6zfFLF0rViN9+vQYM360TFfOXDkxZ/4sqFQq7To2NjZIYGcnp+3t7eHo6CDHMdlPVP598FCO02dIH+Vyfbc5cYon8hfIj2TJkqFP/96yhrx2nVqoW7+OfG/FShVksxnRbv5bYt8P/nnw3XQSERmCwTkRkZ6KFCuq+7poEfx1/29t84d79+6jYOFCMujVcHNzQ9ZsWXH/3n2d92bPnl3ndbJkrvD28ta+FtsqVKSwDHQ1RLDp7u4W4+N19co1FC5SSKZFw87OTs67eeNWjNJ1//5fKFS4oE4wnilzJrjFMF0/2k9UfL/0lOKc2NmgbWbLlk07nThxYtja2sofUhElTeoCryjemzhJYvj6+Hw3nUREhgiv2iAioh8S7Y2/fR2mDpPBuQhW1WFhkdYRbG1tEBam235ZFSHo1ojYxlncUBnVtqJ634+EhobgzOmzsr21zvyQUBQsVDBG6RKfMWJgrhHxR4Q+frSfqIjAWPj86bOs9Y7tNqNaT6XS771i30lcknw3nUREhmBwTkSkp+tXbyBt2rRfX1+7KWthNYFpjpw5cOrkadmVoWae6M9bNMeoVadWjPJZbOvSxcs6854+fYZ3b9/FqhvAJEmSYNWaVZGWRfUD4HuyZc+Oa1ev6cx78fwF3r7R7TLR7su/ByKYjyvinwPNza3RNW0xtmfPniFz5sxm2TcRKQObtRAR6Wn61Bm4ffsOAgMDsWvnLuzdvRc9enfXLu/avQtevnyJyROmyKD83bt3GD5kBBwdHdGydcsY5XPnrp3w6OEjzJ4xB58+fZIB8LBBP8eq7/Ievbrj1q3bWL50OT59+gh7+wR48/o1Vq9YJT9HjNLVrZNscz1/7gJ8/vxZPujo56EjIqUrXfp0cnzt2nXElfTp08ntimY65iA+47Wr1+V9B0RExsLgnIhIT917dsOAPgORL1cBTPKcjGHDh6Je/bra5RkzZcTaDWtw+fKVL13y/SRvBt2wZR1cYtgUQtQSL1u5BPv27JP7q129rgwKM2XKGOPjlSFjBuzc/Svu3b0nuw7MkTkX2rVqj4CAQFSvWSNG28qWLSsWL1+E33b8JrtSrFm1NooXL4bUqVPr3PQpbojtN7AvRgwdieyZckbqSjG2GjdthN/3H4A5nDl1BgEBAahTr45Z9k9EyqASXbaYOxFERJZMPnEzKFj2OqJ5/aM21mFf2mZ/2z77221FfPKn2Ka4UfNboaGh8qbFH633o31EXP5t+g1Jl7jpskiBYpi3cK7s8eRbwcHBstZZBO+x2U9E4omj5UtXxObtG1GgYIEYpT269cQ/IWIdTR5r0ixEvLm3d/c+SOqaFJOnTfpuGomIDMHgnIiIYkT8a9CoSSPkyJldNrcZP8ZTNps5ceYYEiZMaPTcXDR/MS5evIR1G9fAVMS/Di2atsLRk0d0er0hIoprDM6JiChGxJM2586ai7/++hsJnRKiaPGiGDVmhOxS0RRELbyoFXdwiPqfAWMQ/xKImveINelERMbA4JyIiGJF04UkERHFHd4QSkREscLAnIgo7jE4JyIiIiKyEAzOiYiIiIhgGf4PYVDv7bSYFGQAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 770x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "K = {el: M.KEATING_PARAMETERS[el][2] for el in (\"Si\", \"Ge\")}  # Keating equilibrium lattice constants (nm)\n",
    "lat = nemo.structures.lattice.from_material(B[\"Si\"])\n",
    "unit = lat.conventional_basis / lat.conventional[0, 0]  # 8 atoms of the cubic cell, in units of a\n",
    "N, x = 4, 0.5\n",
    "cells_ = np.stack(np.meshgrid(*(np.arange(N),) * 3, indexing=\"ij\"), -1).reshape(-1, 3)\n",
    "a_vca = (1 - x) * K[\"Si\"] + x * K[\"Ge\"]\n",
    "pos = ((cells_[:, None, :] + unit[None]) * a_vca).reshape(-1, 3)\n",
    "species = np.array([\"Si\"] * len(pos), dtype=object)\n",
    "species[np.random.default_rng(7).choice(len(pos), int(round(x * len(pos))), replace=False)] = \"Ge\"\n",
    "r = M.relax(M.Keating(Structure(pos, list(species), np.eye(3) * N * a_vca)), tol=1e-6, cell=True)\n",
    "box, X = np.diag(r[\"periods\"]), r[\"positions\"]\n",
    "\n",
    "bonds = {\"Si–Si\": [], \"Si–Ge\": [], \"Ge–Ge\": []}\n",
    "for i in range(len(X)):\n",
    "    d = X - X[i]\n",
    "    d -= box * np.round(d / box)  # minimum image in the periodic cell\n",
    "    dist = np.linalg.norm(d, axis=1)\n",
    "    dist[i] = np.inf\n",
    "    for j in np.argsort(dist)[:4]:\n",
    "        if j > i:\n",
    "            pair = \"–\".join(sorted((species[i], species[j]), key=[\"Si\", \"Ge\"].index))\n",
    "            bonds[pair].append(dist[j])\n",
    "print(f\"{len(X)} atoms, converged: {r['converged']}; a = {box.mean() / N:.4f} nm (Vegard {a_vca:.4f} nm)\")\n",
    "print(\n",
    "    f\"bulk bonds: Si {np.sqrt(3) / 4 * K['Si']:.4f} nm, Ge {np.sqrt(3) / 4 * K['Ge']:.4f} nm; \"\n",
    "    f\"VCA bond {np.sqrt(3) / 4 * a_vca:.4f} nm\"\n",
    ")\n",
    "for pair, v in bonds.items():\n",
    "    print(f\"{pair}: {len(v):4d} bonds, mean {np.mean(v):.4f} nm, spread (std) {1e3 * np.std(v):.2f} pm\")\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(7, 3.8))\n",
    "bins = np.linspace(0.234, 0.246, 61)\n",
    "for (pair, v), c in zip(bonds.items(), style.sweep(3)):\n",
    "    ax.hist(v, bins=bins, color=c, alpha=0.8, label=pair)\n",
    "ax.axvline(np.sqrt(3) / 4 * a_vca, color=style.CONTEXT, ls=\"--\", label=\"VCA bond\")\n",
    "for el in (\"Si\", \"Ge\"):\n",
    "    ax.axvline(np.sqrt(3) / 4 * K[el], color=style.REFERENCE, ls=\":\", lw=1)\n",
    "ax.set(\n",
    "    xlabel=\"bond length (nm)\",\n",
    "    ylabel=\"number of bonds\",\n",
    "    title=\"relaxed random Si₀.₅Ge₀.₅ (dotted: bulk Si and Ge)\",\n",
    ")\n",
    "ax.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "368707c3",
   "metadata": {},
   "source": [
    "The relaxed alloy has the Vegard lattice constant to within 0.1 % (0.5541 nm against 0.5544 nm), but\n",
    "its bonds do not take the single VCA length of 0.2401 nm. They split into three families: Si–Si bonds\n",
    "of 0.2367 nm, Si–Ge bonds of 0.2400 nm and Ge–Ge bonds of 0.2431 nm. Each bond keeps most of its own\n",
    "length (bulk: 0.2352 and 0.2450 nm), and the crystal absorbs the difference by bending bonds. This is\n",
    "Klimeck's \"not a uniform bond length\"; since the electronic coupling between two atoms depends on\n",
    "their distance, the atomistic models of the course work with the actual positions, not with the\n",
    "average crystal.\n",
    "\n",
    "## 3. Strained silicon on a SiGe substrate\n",
    "\n",
    "When a thin Si layer is grown on a thicker relaxed SiGe substrate, the top layer has a different\n",
    "natural lattice constant and is strained to fit: it is stretched in the plane of the interface and,\n",
    "following its Poisson ratio, compressed perpendicular to it. Strained bonds change the electron\n",
    "sharing and therefore the electronic properties: band gaps, effective masses and mobility. Strained\n",
    "Si channels and SiGe stressors are used in every modern Si transistor for this reason.\n",
    "\n",
    "![Slide 5: strained silicon on a silicon–germanium substrate](attachment:slide_005_crop.png)\n",
    "\n",
    "*Slide 5: a Si layer (top) stretched in-plane to match the larger lattice constant of the SiGe substrate below it.*\n",
    "\n",
    "For a (001) layer the in-plane strain is fixed by the substrate and the out-of-plane strain follows\n",
    "from the elastic constants:\n",
    "\n",
    "$$\\varepsilon_\\parallel = \\frac{a_\\text{SiGe}}{a_\\text{Si}} - 1, \\qquad\n",
    "\\varepsilon_\\perp = -\\frac{2C_{12}}{C_{11}}\\,\\varepsilon_\\parallel .$$\n",
    "\n",
    "The cell builds the strained Si cell for substrates with Ge fraction $x$ up to 0.4, with the\n",
    "bond-length and shear dependence of the sp3d5s\\* parameters (Boykin et al.), and follows the six\n",
    "conduction-band valleys of Si. Without strain they are equivalent; tensile in-plane strain splits\n",
    "them into two valleys along $z$ (Δ₂) and four in the plane (Δ₄)."
   ],
   "attachments": {
    "slide_005_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "4573bb51",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:38:06.639850Z",
     "iopub.status.busy": "2026-10-24T22:38:06.639723Z",
     "iopub.status.idle": "2026-10-24T22:38:06.876743Z",
     "shell.execute_reply": "2026-10-24T22:38:06.876139Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "x = 0.0: ε_∥ = 0.00 %, Δ4 − E_v = 1.131 eV, Δ2 − E_v = 1.131 eV, gap 1.131 eV, splitting 0 meV\n",
      "x = 0.1: ε_∥ = 0.42 %, Δ4 − E_v = 1.125 eV, Δ2 − E_v = 1.067 eV, gap 1.067 eV, splitting 58 meV\n",
      "x = 0.2: ε_∥ = 0.84 %, Δ4 − E_v = 1.114 eV, Δ2 − E_v = 0.999 eV, gap 0.999 eV, splitting 114 meV\n",
      "x = 0.3: ε_∥ = 1.25 %, Δ4 − E_v = 1.101 eV, Δ2 − E_v = 0.931 eV, gap 0.931 eV, splitting 170 meV\n",
      "x = 0.4: ε_∥ = 1.67 %, Δ4 − E_v = 1.088 eV, Δ2 − E_v = 0.864 eV, gap 0.864 eV, splitting 224 meV\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 715x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sk = nemo.models.tb.SlaterKoster(B[\"Si\"], spin=True, strain=\"bond_length_shear\")\n",
    "c11, c12 = 165.7, 63.9  # GPa, Si (experiment)\n",
    "g = 2 * np.pi / a_si\n",
    "\n",
    "\n",
    "def strained_si(x):\n",
    "    \"\"\"Band edges of Si strained biaxially to the lattice constant of a relaxed Si(1-x)Ge(x) substrate.\"\"\"\n",
    "    e_par = (a_si + x * (a_ge - a_si)) / a_si - 1\n",
    "    f = np.diag([1 + e_par, 1 + e_par, 1 - 2 * c12 / c11 * e_par])\n",
    "    base = nemo.structures.structure.bulk(lat)\n",
    "    h = sk.build(Structure(base.positions @ f.T, base.species, base.periods @ f.T, base.sublattice, lat))\n",
    "    finv = np.linalg.inv(f).T  # reciprocal vectors transform with the inverse transpose\n",
    "    ts = np.linspace(0.7, 0.95, 26)\n",
    "\n",
    "    def valley(direction):  # minimum of the lowest conduction band along Gamma -> X\n",
    "        return min(np.linalg.eigvalsh(h.dense(finv @ (t * g * direction)))[8] for t in ts)\n",
    "\n",
    "    vbm = np.linalg.eigvalsh(h.dense(np.zeros(3)))[7]\n",
    "    return e_par, valley(np.array([1.0, 0, 0])) - vbm, valley(np.array([0, 0, 1.0])) - vbm\n",
    "\n",
    "\n",
    "xs = np.linspace(0, 0.4, 9)\n",
    "e_par, d4, d2 = np.array([strained_si(x) for x in xs]).T\n",
    "for x, e, a4, a2 in zip(xs[::2], e_par[::2], d4[::2], d2[::2]):\n",
    "    print(\n",
    "        f\"x = {x:.1f}: ε_∥ = {100 * e:.2f} %, Δ4 − E_v = {a4:.3f} eV, Δ2 − E_v = {a2:.3f} eV, \"\n",
    "        f\"gap {min(a4, a2):.3f} eV, splitting {1e3 * abs(a4 - a2):.0f} meV\"\n",
    "    )\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(6.5, 3.8))\n",
    "ax.plot(xs, d4, \"o-\", color=style.sweep(2)[0], label=\"Δ₄ valleys (in plane)\")\n",
    "ax.plot(xs, d2, \"s-\", color=style.sweep(2)[1], label=\"Δ₂ valleys (along z)\")\n",
    "ax.set(\n",
    "    xlabel=\"Ge fraction x of the substrate\",\n",
    "    ylabel=\"E − E_v (eV)\",\n",
    "    title=\"conduction valleys of Si strained on Si₁₋ₓGeₓ\",\n",
    ")\n",
    "ax.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "230348da",
   "metadata": {},
   "source": [
    "On a Si₀.₇Ge₀.₃ substrate (in-plane strain 1.25 %) the gap of the Si layer shrinks from 1.131 eV to\n",
    "0.931 eV, and the Δ₂ valleys drop 170 meV below the Δ₄ valleys. Electrons then fill the two Δ₂\n",
    "valleys, whose light mass lies in the plane of the channel; that, together with the suppressed\n",
    "scattering between the split valleys, is the mobility gain of strained Si. The book notebooks on\n",
    "strain in Further reading follow this through the valence band and the deformation potentials.\n",
    "\n",
    "## 4. III–V compounds: direct gaps and artificial atoms\n",
    "\n",
    "The III–V compounds InP, GaAs and their alloys such as (InₓGa₁₋ₓ)(AsᵧP₁₋ᵧ) are the materials of\n",
    "light-emitting diodes, lasers and detectors. They are more expensive than Si, but many of them have a\n",
    "direct gap (Lecture 2.1), so an electron at the bottom of the conduction band can drop into the\n",
    "valence band and emit a photon, $\\hbar\\omega \\approx E_g$, without the help of a phonon. Because\n",
    "different III–V compounds have different gaps, they can be stacked into heterostructures. A thin\n",
    "layer of a small-gap material between layers with a larger gap confines electrons and holes, and the\n",
    "confinement energies add to the gap: Klimeck calls such structures artificial atoms with custom\n",
    "designed wavelengths.\n",
    "\n",
    "![Slide 6: interband optical transition in a quantum well](attachment:slide_006_crop.png)\n",
    "\n",
    "*Slide 6: an electron in the conduction-band well recombines with a hole in the valence-band well and emits a photon ħω.*\n",
    "\n",
    "The cell designs such a structure: a GaAs well of width $L$ between Al₀.₃Ga₀.₇As barriers, at low\n",
    "temperature. With the parameters of Vurgaftman et al. (2001) the GaAs gap is 1.519 eV, the barrier\n",
    "gap is larger by 0.374 eV, and the offset divides about 65 : 35 between the conduction band\n",
    "(0.243 eV) and the valence band (0.131 eV). The effective masses are 0.067 (well) and 0.092 (barrier)\n",
    "for electrons and 0.35 and 0.37 for heavy holes along [001]. open-nemo solves the effective-mass\n",
    "Schrödinger equation of the well for the lowest electron and hole levels; the photon energy is\n",
    "\n",
    "$$\\hbar\\omega = E_g + E_{1e} + E_{1hh}, \\qquad \\lambda = \\frac{hc}{\\hbar\\omega}\n",
    "= \\frac{1239.84\\ \\text{eV nm}}{\\hbar\\omega}.$$\n",
    "\n",
    "The analytic check is the even ground state of a finite well with different masses inside and\n",
    "outside (BenDaniel–Duke matching of $\\psi$ and $\\psi'/m$):\n",
    "\n",
    "$$\\frac{k}{m_w}\\tan\\frac{kL}{2} = \\frac{\\kappa}{m_b}, \\qquad\n",
    "k = \\sqrt{\\frac{m_w E}{\\hbar^2/2m_0}}, \\quad \\kappa = \\sqrt{\\frac{m_b (V_0 - E)}{\\hbar^2/2m_0}} .$$"
   ],
   "attachments": {
    "slide_006_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "8abd9d4c",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:38:06.878196Z",
     "iopub.status.busy": "2026-10-24T22:38:06.878090Z",
     "iopub.status.idle": "2026-10-24T22:38:07.104797Z",
     "shell.execute_reply": "2026-10-24T22:38:07.104267Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " L (nm)   E1e (meV)  analytic   E1hh (meV)  analytic   ħω (eV)   λ (nm)\n",
      "   2.0      163.6     163.6        65.2      65.2     1.748   709.4\n",
      "   3.0      123.4     123.4        43.2      43.3     1.686   735.5\n",
      "   4.0       94.9      94.9        30.4      30.4     1.644   754.0\n",
      "   5.0       74.9      74.9        22.4      22.4     1.616   767.1\n",
      "   6.0       60.4      60.4        17.2      17.2     1.597   776.6\n",
      "   8.0       41.6      41.6        11.0      11.0     1.572   788.9\n",
      "  10.0       30.3      30.3         7.6       7.6     1.557   796.4\n",
      "  15.0       16.2      16.2         3.8       3.8     1.539   805.6\n",
      "  20.0       10.1      10.1         2.2       2.2     1.531   809.7\n",
      "largest difference open-nemo − analytic: 0.02 meV\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 715x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "EM = nemo.structures.materials.EffectiveMassMaterial\n",
    "EG = 1.519  # GaAs gap at low temperature (eV)\n",
    "CARRIERS = {\n",
    "    \"electron\": (0.067, 0.092, 0.243),\n",
    "    \"heavy hole\": (0.35, 0.37, 0.131),\n",
    "}  # m_well, m_barrier, V0 (eV)\n",
    "\n",
    "\n",
    "def ground_level(width, m_w, m_b, v0, dx=0.05):\n",
    "    \"\"\"Lowest confined level (eV above the well bottom) from open-nemo's effective-mass Hamiltonian.\"\"\"\n",
    "    well, barrier = (\n",
    "        EM(\"well\", m_w, 12.9, conduction_band_edge=0.0),\n",
    "        EM(\"barrier\", m_b, 12.0, conduction_band_edge=v0),\n",
    "    )\n",
    "    dev = nemo.Heterostructure1D(\n",
    "        [nemo.Layer(barrier, 10.0), nemo.Layer(well, width), nemo.Layer(barrier, 10.0)], spacing=dx\n",
    "    )\n",
    "    return np.min(nemo.eigenstates(dev.hamiltonian.sparse, num=2)[\"energies\"])\n",
    "\n",
    "\n",
    "def finite_well(width, m_w, m_b, v0):\n",
    "    \"\"\"Even ground state of the finite well with BenDaniel–Duke boundary conditions.\"\"\"\n",
    "    k = lambda e: np.sqrt(m_w * e / HBAR2_2M0)\n",
    "    q = lambda e: np.sqrt(m_b * (v0 - e) / HBAR2_2M0)\n",
    "    top = min(v0, HBAR2_2M0 * (np.pi / width) ** 2 / m_w) * (1 - 1e-9)\n",
    "    return brentq(lambda e: k(e) / m_w * np.tan(k(e) * width / 2) - q(e) / m_b, 1e-9, top)\n",
    "\n",
    "\n",
    "widths = np.array([2.0, 3.0, 4.0, 5.0, 6.0, 8.0, 10.0, 15.0, 20.0])\n",
    "lev = {c: np.array([ground_level(w, *p) for w in widths]) for c, p in CARRIERS.items()}\n",
    "ana = {c: np.array([finite_well(w, *p) for w in widths]) for c, p in CARRIERS.items()}\n",
    "photon = EG + lev[\"electron\"] + lev[\"heavy hole\"]\n",
    "print(\" L (nm)   E1e (meV)  analytic   E1hh (meV)  analytic   ħω (eV)   λ (nm)\")\n",
    "for i, w in enumerate(widths):\n",
    "    print(\n",
    "        f\"{w:6.1f}   {1e3 * lev['electron'][i]:8.1f}  {1e3 * ana['electron'][i]:8.1f}   \"\n",
    "        f\"{1e3 * lev['heavy hole'][i]:9.1f}  {1e3 * ana['heavy hole'][i]:8.1f}   {photon[i]:7.3f}  \"\n",
    "        f\"{1239.84 / photon[i]:6.1f}\"\n",
    "    )\n",
    "err = max(np.max(abs(lev[c] - ana[c])) for c in CARRIERS)\n",
    "print(f\"largest difference open-nemo − analytic: {1e3 * err:.2f} meV\")\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(6.5, 3.8))\n",
    "ax.plot(widths, 1239.84 / photon, \"o-\", color=style.OPEN_NEMO, label=\"open-nemo levels\")\n",
    "ax.plot(\n",
    "    widths,\n",
    "    1239.84 / (EG + ana[\"electron\"] + ana[\"heavy hole\"]),\n",
    "    \"--\",\n",
    "    color=style.REFERENCE,\n",
    "    label=\"analytic finite well\",\n",
    ")\n",
    "ax.axhline(1239.84 / EG, color=style.CONTEXT, ls=\":\", label=\"bulk GaAs gap\")\n",
    "ax.set(\n",
    "    xlabel=\"well width L (nm)\",\n",
    "    ylabel=\"emission wavelength λ (nm)\",\n",
    "    title=\"GaAs / Al₀.₃Ga₀.₇As well: designed wavelength\",\n",
    ")\n",
    "ax.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "76e8af74",
   "metadata": {},
   "source": [
    "The open-nemo levels agree with the analytic finite well to better than 0.1 meV (largest difference\n",
    "0.02 meV). A 20 nm well emits at 809.7 nm, close to the bulk GaAs line at 816.2 nm, while narrowing it\n",
    "to 2 nm moves the emission to 709.4 nm: the well width is a design knob for the colour, which is what makes these\n",
    "structures artificial atoms.\n",
    "\n",
    "## 5. II–VI and IV–VI compounds\n",
    "\n",
    "Further out on the periodic table the bonds become more ionic and the crystals softer. The II–VI\n",
    "alloy Hg₁₋ₓCdₓTe is the material of far-infrared detectors, although it is soft and difficult to\n",
    "grow and process. Its two end members are the semimetal HgTe (a negative gap of −0.30 eV) and CdTe\n",
    "(1.6 eV), so the gap of the alloy can be tuned through zero. The lecture shows the gap as a colour map\n",
    "over composition and temperature.\n",
    "\n",
    "![Slide 7: HgCdTe band gap against composition x and temperature](attachment:slide_007_crop.png)\n",
    "\n",
    "*Slide 7: the band gap of Hg₁₋ₓCdₓTe for x from 0.1 to 0.35 and temperatures up to 300 K (Wikimedia Commons, Hgcdte_bandgap_x_t.png).*\n",
    "\n",
    "Such maps are drawn from the empirical fit of Hansen, Schmit and Casselman (1982):\n",
    "\n",
    "$$E_g(x, T) = -0.302 + 1.93\\,x - 0.81\\,x^2 + 0.832\\,x^3 + 5.35\\times10^{-4}\\,T\\,(1 - 2x)\\ \\text{eV},$$\n",
    "\n",
    "with $T$ in kelvin. A detector absorbs photons with $\\hbar\\omega > E_g$, so its cut-off wavelength\n",
    "is $\\lambda_c = 1.2398\\ \\mu\\text{m eV}/E_g$. The fit is a hand formula, not an open-nemo model; the cell\n",
    "checks its CdTe end against the tight-binding gap of open-nemo's NEMO5 II–VI set (the one II–VI set\n",
    "whose gap is accurate) and then reproduces the slide."
   ],
   "attachments": {
    "slide_007_crop.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "b5628d20",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:38:07.106699Z",
     "iopub.status.busy": "2026-10-24T22:38:07.106537Z",
     "iopub.status.idle": "2026-10-24T22:38:07.296367Z",
     "shell.execute_reply": "2026-10-24T22:38:07.295881Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CdTe (x = 1, T = 0): fit 1.650 eV, tight binding 1.579 eV\n",
      "HgTe (x = 0, T = 0): fit -0.302 eV\n",
      "x = 0.2: E_g(77 K) = 0.083 eV, cut-off wavelength 14.9 µm\n",
      "x = 0.3: E_g(77 K) = 0.243 eV, cut-off wavelength 5.1 µm\n"
     ]
    },
    {
     "data": {
      "image/png": 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mut2qJexNYi5xZ0FUqxN3bkT1rpnTZsmhXhu3xOezEYEY8YUr/HvtX73bS9jmgAD/BM8DjNqvPiKAIb7cBWXX6oTikHzep7DQ+J5lImgnhqWpiTtYSp8M+wQH9h+Uz0Ug0D/AH06OTpohXCqV7vH2Cc+dOsG26DGjzheQlIRJ3JPatvrukbJiSPPGLeWdM0u0P3eed3evEga11L2yps6cItt6+OBh2fMtYZBm/qK5aNi4oVnnS9/+U1u0Kv7iUX0ciYjI+kJD4q8/xD+/CW8SJKxqqhaSYNksWXQP4XFA0kPJTN2WuAmk/u7InsO0CsHq/YnvQxGEUUv4vRryX8LvhPLmT9wDLCnGtjNhzsaEOacMJc5RwmFqgvN/36+mvl9ziV7O4vpN3Ag8e/Yc3ryJT23RtHlTmbJBDJU7dfKU5v3WqFlDs+7E8ZOwYd1G+VzehA3wh7OTs2boX0yC6y2RSLtpsybYtmU7Duw7KFNoiGIzgugZXqhwIYt8Zk1dX/sa7N0wRfV7SPh7l/BaP3MW3dd5htK3XyIifRh8MpIIMon8NsK9u/dkN17h9m3Dewep76Ts3/uuq6ua6E0y4pPhWPrVEnRo0wnt3usg78qs+n6FTCQuNGveDBvX/6bpkjvwo4FaycXVxN0g8cUjLgbUbb575x5KlCyuaX9C4oImuf3qI4I44uJSjKEXQaMjxw8lqtometLoCw6ICwuR50d0dxYXW+pqGuoeWQm3pU4SLgJTYsiYOD8vXrxA5XJVk92HSLKdMDeXaLMhQcSEFwfmDu8yp/2Ojk7J5nUQd0S//HqJ/AyIu3ni2E2eMEX+/HzsRBl8Mud86du/pRi6bXX1GbG8riAlERGlPvF9Lr4rxXeRSOQseukI6qIpCYmcMSKtgfg7vmv/Dk3PHl3fR/q+G4zZlsh5E3YzTE67euWq7NmhvI4ydH/iuknkBs393/Cm27fvaJbJmj1rovXEzSZDGdJOdbVY4c1/KSKEf/9JfKNS33ta9cNKi79fSxC9mUQgSOQvEkEW8T4qVaqIKlUryyFq33y9UmdPKRFEUucr2ntoj+z9LvJGlS5WRtP7KSFRSVcEn0Tgac7MuZrr6C7dOpv0OdPF1PUTfm50nUYRZFL/3om8r+riOLdvvTs/plzD6dsvEZE+HHZnJJF3Rm36lBn4++o12bvkh29/NGo7BQrkR916dRI9ypUvJ+eLnjglS5aQY6l9fHw0QS6hUZOGmi9Ukcupa4eu2Ll9lwwmiSoh69dtkNVP1LkB6taPHzsuiModos1HDh/FD9/9kKhdye3XEOrk2KJdgwd9LHtOiWF7Yn9i+Fejuo0NPsbiS3Pi+IlyjP3WzVu1ujwL4kJLnS9ADD8U71/0LBozaqzeffy2YZM8ZmLb48dO0NwhFHkUklO8RDFNV2xx8WcOc9qvT//eA+TnUyTgjoqMlIkj1RcYz58/17xfS5yvlOTv/+5O+fXrN2QSTZF3QlwwJnT1yt/yZ5GihZNMeE5ERKlLXNeoTZowWebnEUEAUeFNqfl/30fiH+6PBnwsh/2LhMu/Hz2GBXMXympo6t61oqe2SBAt3LtzTwZXxHeDujevMdtq2aqFpg3DPh4hr+nE96C4SfjJsFEG7a9Z86aabXw+doL8Lj/2+zGtnscJlzGFIe3MnTu3ZpnNm7bK4y2q3m3ZvDXR9vS9p+SkxvtNijqBuAg8iQCUyOnk5+8ng0+CujhNzpw5tCoSi+Ts6p7Sd2/fkXk4P/vkM52BJ6Fm7ZrI+V96hp9+WK05Zq1at9QsY8znTBdz109KvQT/q4gbj+JzsHfPPvz6yxqLfg6IiIzFnk9G6tO/t0xKKMqNigR7LZq0TDKxoxjuJoaQxcTGIC42Tv4x9/L2kv8ci4pqyVVV+3rZcmzetAWfjv4EP/6wGn3/1x8bNq+TXxJy/oqv8NHAwbIN4k6TCBwk2eZ+fWSZXXH3Q3RHTq7N+varz2djRuH8ufMyqHPwwCH5SEh5V0eX4SOH4eD+QzLZpSgJLB662iuCKW3bt8HPP/0ik2Z3bNtZb5JNNfGlqjxmomuyyF2QHNFDqGbNGjKZpihjaw5z2q/Pm7dvsWrFt/Kh1LhpI00gyhLnKyWJz13pMqXw1+UruHXzliYY9s23y2WXeEHcNbxyJT6/g6hyQ0REtmHQ4IHyxpG4GXbk0FH5SOp7TuSkFNc0oiqXCCB0aqedn0b0AEnYS6NKtSoyN44Ypt60YXM5TVQG69q9i1Hb+vDjQXIZkdNTfM/07tlXax+G7E/kszpx/ISsInz08FH50HpvH3+YbCJtQxjSzspVKiF//nzyGlXcIGvWqEWy1xXJvafkpMb7TUrC3kxCpcoV5c8qVd+dK6G6YjmRJHzJ4qWyGnGPbj0108XnIOEQxYTTO3bugC8WLtHMFzmPvLy8TP7MKpm7flIGfTgQO7bukFXzZPL3g4dT5HNARGSsdB18Ejlx1OPZdY21Fr0u1PPVdwXEl87ajWuwcP4iWd5VlMcVQSQx/n7e7PlaZWLX/boOq1Z8J7upiocYytZvQB/0G9gv2XY9fPgIVy5fwadjRmHwkI9Qo1ZNrPh6heypIyrsCT6+Pvh57WoZpNm5fSeuXftH9l4RY9gLFiyI5i2bacqeimFrGzevx/y5C3Du7DlNm0Up2YXzFstlvL28DNpvwmTb6mPjkcHj3XR/P2zduRm//PSL/LITX3yiFK64G1ejVg0ZbNEnR84cWL9pnTzGImmkCAqJCypx9+fbld/FH+P/upaLahziPYs7qeL9Fy5cCH3698HIoZ8kyu2U0MhRI+Swvgvn/5RBLtF9XQTcDMmjIJLLi/cmeiqJHAPlysdfYIkeUepjEqAjaCPaop6vLqdsTPvFcVavry5zq36unP7dj6tkd3ERTBLtFD3ZxHsTvcp69+1t0vkyZv9JERdR6mUT5oYQ11bvpmvnAlmy7AvMn7tQ3rl7E/ZG6/dR2LNrr7yYFNvu1r1rsvsnIqLUI76/N23biPmzF8hCFj5+vvE5cwoVxJdfLNP63hA/129aK6+d9u07IIfpiespMTyqWo1qaNe+rdYQpNlzZ2L+nAW4cuWqvIGT8HrEmG2JHsi/rv9F5gPas3sv7t+9B3cPD1SrXlUGBwzf3zp5M0l8nz969EjmUhS9cbt07ax1Y0R8f6m/78QNSUMZ0k6xz5/XrZbDxESPYF9fX1SuWknub/myb7TarO89JceY9ytky5YVb9+GJxoWn9T05Ii8p+Km1Ivn8QVgatWuqbl2LFuuDJ49fS5f16v/rvePMHTEENn7SVwzBwUFy2rR/+vTS+Y3Fb2osmRN3IaOnTti/ZoNmuBT1+6ddRwHwz5nus67ueurPxfK6eLabp24jp63CBfOndf83mXM6I0li5Zq/a+i73NgzH6JiPRxiNMV7qdk9erRG7Vr10TV6lVlMEp0e545baZmrPuPv/yg1dWcjPde89bo9n43lK9QDq6ubvj76t+YMmmqptrcgaP75cWrMUR+rDGfxg9pmz5rms4KhYYQvzKtW7SRvXHEXbH5i+aZtB2yDBHUFf/UtG77ngxUEREREaVnXTt2R9PmTVC5amVk8PDAjRs3ZeoNde4qUUyoUuVK1m4mEaUz6brnk6kCX73C9Kkzdc4T/wAz8GS+hw8eYdzo8Ul2PTc28GRJooeN6LE09KPhOH3qjEwQbslqh2Q40fNMDGcVeRk+G/sZDx0RERGleyK/55SJU3UeBzGcjoEnIrIG9nwygRim9d3K73Hm9Bk8ffoMXl6eMuFhy/dapliCxfRGVE8RQ+xEj5ZXL1/9l/y8mByzL4aDmUIk5Zw1bbZ8PnrcZ2jXoa2FW01EREREZF3Pnz2X19F/nD0nA1FipEax4kXRus17aNCoAU8PEVkFg09ERERERERERJRiOOyOiIiIKB0QhS3Wr92A8+cuwNXFBRUqVZBJlUWhiYREWfZdO3bJYg6i5Hy397tqJfsmIiIiMpb5Nd2JiIiIyOa1bdVe5slr3qIZKlWphFXfrELvD/poLbNqxbcYNng4SpUqhbr168qqdJ99MsZqbSYiIiL7wGF3REREROlAcHAIfHwyal4f//04enTrieNnjsny7uHh4ahUtgo++Wwk+vTrLZc5cewE3u/6AfYc2IVixYtZsfVERESUlqVaz6fr/17HyKGfoHb1uqhXsz6GDxmBO7fvaC2jUqmwcN4iOb9KhWoYOniYTJhn7DJEREREpC1h4Em49vc/8PX1hb+/n3wtkhOLoXlNmjXRLFO9ZnX4+Prg6JHfeTiJiIjI9nM+TZs8HV26dcEno0fiTdgbzJuzAF07dcfRE0c0uQZmz5gjK5ItWfYFMmUKwMTxk9GrR2/s2LNNk2vAkGX0iYmJQXBQsLyYYg4DIiKyF2/evEVkRIRZ23Bzd4enZwaLtYlsy/p1G7Bj2048f/YMMTGx+HX9L8iQIf58P3zwEA4ODsiePZtmeUdHR2TNmlXOS0r423DZayrhdVZ0VDSyZs/K6ywiIiJK3eDT6jU/ab0eNmIIWjVrjdu3bqNEyeIIDQ3FTz+uxtTpU1C9RjW5zNyFc1C7Wh0cOngYjZs0MmgZQ4jA04hBn2Fj9bl46+4fP9Fdx4Luqf06Tvu1c4zWS0e3SK3Xbh5RyhbD1V2xjKv2Mq7Qfu2GSLPmuyrmuxk53wna7zE19mnse3SCKtntmbJNY+crj5Ol9xc/TXsZZ+U+YxTbjFQcV8X/uw7amwOU/w/H6Jmvb31dyyhfq4zcprHzzd2+Ievo24e578nY82BCm6MVy4crXyvWf/cvrO7X0Xrm63udEtsM13PaJsUp/r6nUODp424DEOum6wvNcJ5enpj35SwGoOxUpUoVkTlTJhlMWrXyOyxe+AW+WfW1DDpFR0fDxcUlUcDIw8NdzkvKnh37sGXD9kTTR342IlFvq9QQ/uoSHhzrL5/nqrUcGTJVgD2IjYmFoxPTtdoanhfbxPNim3he0t95yVckt3Wr3Ym7YxvX/4a8+fKiQMECctrli5fjq6rUqqFZLnfuXMifPx/OnT0nA0uGLENERJQeiR5PIvCU5+BWOEW8NWkbMe4ZcL9hG7kt9n6yT+K6S33tVatOLdSv3RBHDh9F/Qb1kDFjRkRFReHt27ea3lDC69dB8PHxSXKbzVo1Qd2GtTWvg14HYcrYmchdIDv8A/67yZeKot564MGx+OcZPcOQK8GFb1p29/oDrYt4sg08L7aJ58U28byk7/OSqsGnFctXYukXXyIsNAx58ubBD6u/0wy5e/r0mfyZKXMmrXUCMgXg2bNnBi9jSHdwcVFERERkj0TgySXctOATpS85cuaQw+pePI/PnSl6ogtXr1xF5SqV5fPXga/x+NFjFC+RdLJxjwwe8mErXDwC4OzmA1VkMN4E3rJ2c4iIiCi1g0+9evdEl66d8fjxYyxa8AU+6N4Lu/btkHfa1BwctLt7OTk7I04xXMGQZQzpDk5ERGRvXP57ECX099VrCAsLRZWqVeRrcd303arvZfBJPa1osaIoVboUvvl6JSpWqijnrfhmJby8vNCwccM0c0DFEELPgMIIfnwOb17dsHZziIiIKLWDT25ubvIhEn1/8eUilCleDrt37paJyEXvJeF1YCCy58iuWefVy1coWbKEfG7IMsZ0ByciIrI3TmZ8ucdauC1kO0RFu3mz5+GT4Z/KHk8ygXhcHL74cjHy5c+nWW7xl4vQp2dfWZ3Y09NT9ixf+tUSeHt7Iy3xUgefAhl8IiIisgVWyfkkiLtp8ckt49OylilbWia4PHv2D7Rp21pOe/HihUxIPnTEEIOXSQvdwYmIiGyx51PKp0Una8mWPRu+X/0dnj55irt378kUBvny5YWzs/alYKFCBXHo9wO48tdVREVFonSZ0vDwSHvXUKLnkxAedB8x0eFwckl774GIiMiepErw6c8LF3H89+Po0q0zsmTNgpcvX2LOzLmyokqj/7px+/v7y4DSFwuXoELFCvDz88W0ydNlD6cmTZsYvIxRYhKUJFKWJtI1LVrP0VMZuX4iDtov3bWrzcQqLhBjVIkrxcWoFMsoKubFOGpvUyXvkb/jBOPmxygOQoyidJa++bqk9D5jjHyPSrreg7HbNH6+ee/BkPeoPG7KancxiupHKkVFBCdn7T4Tio9e4t8XfR8FZwP+WsUY+Tuobx8qI9ts7PZ1vWd9+9S3Dycj92nuebBEmxVcFOurlNXyjPxTqgy8mPLnHWbuw8hDQJSqQSjxSI4ISJUrXxZpmTr4JEKqb1/fhneWklZuERERUfqWKvVai5coDidnJ7Rr3QFFChRD/VoNEPgqEOs3rdO6AJo+exrKli2DhnUaoVzJCnhw/6FWUnJDlyEiIkrvw+5MeSQfeidKi8EnIIx5n4iIiNJHzycRGPro4w/lIzIyUuZ90kWU9V20dCHmL54HlUqlczlDliEiIkqvzBl2x5xPZC88MuaCo7M7YlURTDpORESUXno+JWRIsEjkddK3nCHLEBERpTfs+UQEODg6wdO/oDwUrHhHRESUDoNPREREREQpzdM/fugdg09ERETpuNqdTYiwsTEGiZL2KhKQqxQJn6MTZ+cQubW0llGs4+Rq3eTd+hJpp84+jTsGyjYqt2fKNs2dnzgBufmJ3/Uf1+QzU8coPr9OiozLDuYm97ZEsm1bS0huyDYssY/ktmeJ86BnHy4xyScUV742N7m3Kcm+U2MfaWHYnSmnm8hWeQYUkj/fvL6N2FgVHB3T92UvERGRNfFbmIiIyA6H3Zm6LpG9JR2Pi4lCeNB9ePoXsHaTiCgd6durH06dPK1zXvOWzbFg8TyL7GdA30GysnxCufPkwt6Dewyar7Rw/iI8evhY077AwED0/qAPypQtg6kzpsDBQdFBgshADD4RERHZEXN6Ptlyjy4icyreiaF3DD4RUWpa9s0yxMTEf7OOH/M5vL29MWb8aPna2dly/4YvWfaFZj/Cx4OGoEDBAgbPV4qKipJFwoQXL17g/S4foGKligw8kdmY84mIiIiI7I6nXwGReVw+fxN4w9rNIaJ0RlR89/T0lA8nJ2cZcFK/tmThrIT7EUGj48dOoGPnDgbPT8rTJ0/RpX1X1KhVAzPnTGePJzIbez4RERHZ2Re7qT2foi3cFiJrcnR2QwafvHgbdIdJx4nsjCoyDGEv/0lyfnjgMwQ9epaibfDKVAzObl6wJVs2bUWRokVQvERxk+arPX3yBJ07dEXzFs0w9vMxKdRaSm8YfCIiIrKzL3ZTv9x5UUD2OPROBJ/CXrHnE5E9EYGns7+8l+wyD1K4DVXe3w7fnJUstr3VP6zGrBlzkpx/4swx+Pn7JbuN3zZsQodO7U2er3blr6twcXFGj1499C5LZKj0fZ0Zk6C0j65EF/rKG+mrGmXx9bVTwcbqGCsco1JUOVMpqpw5K+Y7pm7lOEOqriml9D6NrZ7npOPDotyGpSvy6W9TjFnb07WM3uOm+Pw5x0Qp5mtv39ncKm66/loZ+ztlbmU5mLk/Q/7O2HqFP1P2qVxdz2fDWWVebxxnAz46zhbu8WPIPtNCz6f0fVFA9sgrUxG8uLUPb17+i7i4WDj8NwyPiMjWdH2/K9onExgSw+aS88+1f3D93+to276NSfMTatSkEfz8fPF+lx5Yt3ENsufIbsA7IEoerzOJiIiIyC55ZY4fWhIT/RbhwQ+QwTevtZtERBYa8iZ6HiXlyYNnyJ47a4q3wZLW/rLWrJ5PG9f/hvoN68Pf39+k+Uqist2YT8fKANTa39YiS5bMBq1HlBQGn4iIiOwIh90RJQ4+CWEv/mHwichOiFxLyQ15C3rzAL45cyO99HxSqVTYsnkrZs6ZYdJ8XRwcHDBr7kyMGv5pfABq468ICAgweH0iJfY9JiIisiPqYXemPHhHiuyNp39BODjGf7LDXl6zdnOIiJLk4uKiqUqn65Gco4ePIi42DvUb1DNpflIcHR0xb9FcmaT8/S4fIOh1EM8gmYzXmURERHaEPZ+I3nF0ckUG/4Iy55Po+UREZA0z50yXPYlSSp16dXDi7HEZwDJlfkIjR41AXFyc5rWTkxO+/HoJ3r59Czc3N4u2m9KX9B18EkluVclkmzU2IXh0Sq/vkGwCcjkpWpFo2lmRaFqxjpOrdZN360p8rZTS+zQ3gbngrKdN5h9X446BrqToyW3PkG0mOm5OivlO2h0pnVSxybbB7OTghi5jzj5NaZMx+9e1DVOSlpuTkNzc92TIPo1Neq7gYuSfSnOTh+vapnMq7JOIUoZ3puIy+BSaTFl2IqKUlNJBGxFUSi6upG9+Qq6urommicCZvt5XRPqk7+ATERGRnWG1OyJtXpmLAv8AbwNvITYmSvaGIiIiotTFnE9ERER2xNnMB5G98coUn3Q8LlaFN4G3rN0cIiKidInBJyIiIjvChONEyVW8Y9JxIiIia2DwiYiIiIjslodPLji5ZJDPGXwiIiKyDgafiIiI7AiH3RFpc3BwhFemYvJ56Mt/eXiIiIisIH2ndxAVlxySORL6KjQZW5XK4usnrhQX66yoiqZSVDBTKeY7K+Y7Wr9ynFJK79Pc6nm6l0m+ZJi5x9XcY6CrfWYfV+VnLyZKe3uKz6+DvopnhlR5S+3qdMZWptO3vCn7tMQ+ktuevvdkgX26KLapUqyv0jPfWLqKuxhbfNTYfZjZZLMw4ThRYl6ZiyH4yQX2fCIiIrKS9B18IiIisjMiEOZixrpE9kjd8yki5CFUkaFwdvO2dpOIiIjSFQ67IyIiIiK75p25hOZ5KJOOExERpTr2fCIiIrIjTmZ8uSceVExkH7yzJAg+Pb8Cv1xVrNoeIrJ/Qz4aij/OnNM5r3HTRpg2c6pF9hMRHoGV36zCnt174ejogKbNmuLDjwfByendt/rm37bg25XfITw8HC1btcDwT4bB0dHR4PkJLVv6FZ4+eappf2hoKD4aMBgFCxXEpKkT4eCgzmtDpI3BJyIiIjvi4pQ4r5Yx6xLZIxcPP7hnzCWH3YU+u2Lt5hBROjBl+mRERkTK59OnzICXtxeGjxwmX3t4eFhsP9+u+k4GneYvmouQkFCM/WwcRPxn8NDBcv7JE6fw+dgJWPDFfGTJkgUjh46Eu4c7Pvr4Q4PmK4lg0+vXQfJ5cFAwer7fC3ny5sHnk8Yz8ETJSt/Bp4QJx3Vlh402MyF4iq+vI6qsSEKuilYkkXZWzFcs7+Rq/eTdTooDodyGpfdpbqJtU9pk/ntM+eOupHebTor5Ttp3S5ycY7VeK3Ldm5Yc3NnKCcLN3Z+uZYzNVO1kZptMyYxt7D7NTPzubGRyb0u8xdTYR0pxcgYU+f+NWpfIXnlnKSmDTyHPGXwiopTn7++vee7u4YEMGTIge47sFt/Ph4MHafVS6tq9C44fO4H40BOw5pc16NSlI5o1bypfjxg1HHNnzdMEl/TNT0pgYCB6dO2J4iWKY97COUn2lCJS42UmEREREdm9jFlL48XNvQh7+S9iY6Lh6MQU+0RpVWhYOP7+91GS8588eIZnofG9jlJKiaI54e1luR5MpkoY9BHD5o79fhwVK1XQTLv29z8YPOQjzesKFSvg0aPHsteSj6+P3vm6vHr5Cl07dkfFShUxc8509ngigzD4REREZG/D7kwcPsdhd2TvPZ+EuJgovHl1XfOaiNIeEXhq2G6GVdtwcPN4VK1YyGLbW7dmHRbN/yLJ+XsP7k4yGHTq5GmMGDISga8DUbVqFXz835A79TC5jBnfVfjMmDGj/BkSGiq3p2++Luf+OAd3dzeM+OQnBp7IYAw+ERER2RExAtbkYXdm5Hx6+/YtoqNV8PGJv2g1RFhYGFxcXODm5mb6jokM5J21lOZ5yPOrDD4RkU1p1boV6tStk+R87wQBIqUKFctj07aNePr0GebMmosJ4yZh1tz44Jy7uzvevH2rWTbsTZj86eHhbtB8XZo0bQxXV1e83/UDrN34KwICAox6r5Q+MfhERERkR0SycZcY09c1lsj5MGr4p7Kbv6OTI4oUKYyFXyxA4SKFk1xn6+at+HrZcjx+/AQREREoWrQIJk+dhIqVK5rWcCIDuHvnhLO7L1QRQQh99hdQqjOPG1EaJYa8iZ5HyQ27y547a4q3wZJ2bNthcs8ncRMnR84c8jFs+BB8/OFQTfCpYMECuHn9pmbZG9dvyu1kypTJoPm6ODg6Yv7ieRg6eLjM+7Rm/S/w9fM16X1T+sHgExEREZnsk2Gj8OrVK/zx5xmZUPXTkZ+i7//648CRffKuqC5nz/yBZcuXoWChAoiIiMSUiVPxv559cO7iWfaCohQjyn9nzFIKgfePs+IdURonci0lN+Ttrrcb8hXJjfTQ82nZkmVo16GdDDy9efMGv23cjGLFi2rmt3yvJebPWYBu73eFn58fvvlqBd5r3crg+UkRxYa++HIRPhr4sax49/Pa1Zohe0S6pO/gk0rPkTC2Op3KyuvLadpjJmIVYy9iVIqqaCrFfEUJshhH61eOczazkltKV47TtU9j26R8j0q2ULHPSU8bE1XsU372YqK0t6f4/Dro+7zr+h2NSeFKcKb8DibHkL8z5rbJ2DaYUpnO3H0q1lcOEVNWQow2s5ScIYfdWU+xUUvsM9WIvKOmDp8zslDNgwcPcfjQEXz/07eaO55jx49Bzaq1ceTwUdktX5cZs6drnoucEW3bt5HVdp49fSbLNROl5NA7GXx6fhVxcXHMVUJENsPT01M+jFW6bBl80L2XTAL+NvwtqlWvhrkL52rmt+/YDpcvXUbdWvXl37zKlSvhs7GfGjw/Oc7Ozvjy6yUY2HcQer3fGz+v/cmk90DpQ/oOPhEREdnjN3usGesa4dKfl+TPhMPl1N3+xbykgk+CSHAaFhqGZ8+eY+nipajXoC5y50lbd6kp7VEnGVdFhSI8+D4y+Oa1dpOIKB2YOPlzODg6pMi269StjYNH9yM4OAReXp6yR1JCIqA0ZfpkjBk/GlFR0YlyM+qbryQq4yXs0CB6Oa/47hu8fPFSq/IekRKDT0RERPbEyYxv9/+uV4NeB2lN9vDwgEeGxOWkAwNfybueym72/v5+MhdUcn76YTV+/P4nBL4KRL78+bB81dfshUIpLmPW0prnoc+vMPhERKkiqVxNFt2HnqCR/C738DB5vpq3d+Lhf6J4SPYc2Q1sKaVXDD4RERGRliljZ2q9btvpPbTr3CbRUXJwcERsbKx8JLzbKare6bv7Ke6cikd4eDhmTZ+Njm064cDRfckmOCUyVwb/gnB0dkesKgIhz/5C1iIteVCJiIhSAYNPRERE9vbNHmfGugAmzRqnVbUmqTuh2bNnl4EnkXA8c+bMmukvX75EtmzZDNql2Pa4z8fi559+we9HjsncE0QpxdHRGd6ZSyD4yQWEPI0fNkpEREQpj4MyiYiI7ImTmQ9ABp78A/w1D11D7oSKlSrIYXfHfz+hmXb1yt8y70OValU0054/fyFzUQgiWKUUHBwsp3t4uFv+eBApZMxeTv4MeXJJJh0nIiKilJe+ez6JPGkOyVWO01P+yNhKWCm9vlzHIdnqd6poRVU0Z8V8xfJOrrZXOU7J3H2aWzlO9z4t2yYnxYchUWW5NFCxTylGT4Uzk6quWbsSnL72GHeIUqZNxh4TXb9+Kb1PBRfF/lQq4/40mlu5Ttc2U7panlnEOTP1/2kjq+T5+fuhR68emDl9lgxSiTwQE8dPQtXqVVE1QfCpU7vOqFuvDqbOmILfjx7Dti3b0aFjO+TMlRMPHjzAwnmLkT9/PtRrUM/EhhMZzidbWTwQv6cRr5l0nIiIKJWk7+ATERERmeXziePg7+eHWdNnISoyCjVr18So0aO0lsmSJTN8fOKTrdarXxcR4eFY8c0q3LtzF5kyZ0LtOrXQp19vgxKdEpkrY7aymudi6B0r3hEREaU8Bp+IiIjsiXPqriuG3Q0dMUQ+krJh83qt181aNJMPImvw9C8EJxdPxES/QfCTi8hWrDVPBBERUQpjziciIiJ7+2Y3Nd8TrwooHXBwdELGbGXkcyYdJyIiSh28zCQiIrInzmY+iNLR0LuQZ5cRF5c4CT4REdm3BXMXYs0va5EeXPzzEvr9r7+1m5HOLzMjjUyEa2yCcFUqr69zG9rZY2OdFYmpVYrE1CrFfEUW6BhH6yfvdjYzebelk6Ybsk9Lt8no5N7WSJrupJjvpB3rdlLpudg35PNua8m4jd2frnWs3SZzk7Ybsk/FfJeY5BOKK18by0XHNGP//Fo1gbixxPFV1J5IqYTjRGmVT7b4incxUWF4E3gTXgFFrN0kIjJSSHAIVIr/ZdRCQ0MR+Op1ih1TZ2cnZPTJqHc5UVHzu1XfY+/uvYiMikLVqlXkMHUvL69k19u1Yxfmz10on2fOkhnrNq5JctlPR36G8+cuYP/hvYmuv23BogWL4e/vj169e8KWPH/+PMlqvqZYuvhL+ZlIqfe51Izth4eH4/59UWrDutJ38ImIiIgonXnz5g0yZMgAB4fEUcrAwMBE/8xlyOCh9x+ltCZj9vjgk3roHYNPRGmP+Fv17MmzRNW7heDgELi90HX7yXzi5n3W7FkNWvaX1b/im69XYM68WciYMSOmT52JyROmYP6iecmuV6tOLRQpVhTnzp7D4gVfJLnc3j378Nflv3D71m0Z6LJFL56/QHrQ9f0uKRr865rC208NDD4RERHZE3MG1HMwvt0Sdz1//P4n/PzTL3gd+BoxMTFo3LQRJk2diEyZMmmW69i2M54/ew53D3fNtM5dOuGzsZ/Cnnj45IGLux+iI14j5Mkl5CjZydpNIiITiMCTj44eSG+Cw3VOtwQR2DLUH2f/QNt2bVC/YX35etDggZg5bZbe9USgSjwePniY5DJhYWGYO2seJk6ZgF7v/y/Z7U0cPwnVqldFi1Yt5GvRU0oExVZ8u1wzBE383X/86DEuX7qMIkWLYuLkz/HTD6tlgCt7juyYPG0icubMqXP74vtFPBwdHZE7dy70H9QfNWpWx57de7Fj+044OTph+9YdKF6sOJatWGr0/kRg7YfvfsTuXXvkttq2b40u3brIeX9fvYYvFn2BRw8fo1z5svh0zKfy3It9iGN49+5dXPnrCkqULIlxE8bA29tb0+63b95i0ueTcfHPi8hfID8+nzRe6ztx29bt+G3DJoSGhKJh4wYY9NFAGQAS2xb7ePDgIS6cv4BZc2fi8MEjWj2Ttm7Zhs2/bUZYaBje/+B9tOvQNtFxe/XqFT7o1gvbd2+V212xfCV2bNuBrTu3yBtECXs7rf1lnea53L+vDx7cf6Cz7bGxsfjyi2U4dPAwcubMgdp1a2vtV3k8a9WojcFFBhnVHpu/zIyMjMS1v6/h0aNHOiOz4oMjfkETPu7cvqNzW7du3pYfoqioqFRoORERURrBnE+kg7jGCgoKwpoNv+Lq9b9w5Pgh3L1zF8MGD0+07KdjRuHcxbOah70FngRxEa1OOh789KK1m0NEdqpsubL488Kf8v9g4dTJ0zJAYgnz5yxA125dkC2b/l5YT548RUhIqOZ1+Nu3MnCRcAja118uR/kK5TF1xlT8c+0ftGjSUv6vPWvuDBnEmThuUpLbf69NK6z47ht8vWKZDHAN7DdIBpZEAKpO3Tqa+b16/c+k/S3/6hv89P1PGDJsMPoP7ItF87/A2l/XyXkfDfgIZcqWwez5s1CiZAks/2q5Zh/z5s5H4SKFMWnqJDx7+hTDPx6h1W4RgClZqgSmzZwqvyNnTZ+jmbd+7XrMmz0fH/TsgfETx+Hokd+xZPFSzbYXzFuEosWKYsHi+ShUqBBevHghew8L4kbPrGmz0alzJ4wdPwa/H/ldfucqBQQEIDg4WMY1hH179skg2vV/r8vXIhCXL38++Tzh9sX+RY+4pNr+1dKvsX3bDvn9LY79/LkLtParPJ7f//C9PJ7GtMdmez6J6PD8OfNl9C9Hjhyy613WbFmxaMkCecLURo8ajcDA18iePZtmWv0G9TB46GDN66dPnqLv//rj0cNH8M7ojTdhb7D4y0Woo4jmERERpUvmVK0zNVcU2byKlSrIh1q27NnQt38fjBw2ChHhEVo9ncQNwuCgYHl3U9fQPHvhk708Xt09ipBnfyFWFQlHZzdrN4mI7Ezvvv/DpYuXUKlcFbi5uSFbtmz4df3PZm9XbPP0qTPYsWcbbt28ZZG2tm3fBh07d5DPu73fVfZk+uSzkfL1hx8PQud28T2NdBE5ncRDEMEe0RtIBCrE+8+Y0Rt+/n4oVKgg7sY+MGl/q39YLYNUtevU1twkWbXiW3Tt3kXGGpo2byq3X6pUSdmzV61x40b4X59e8vn8xfNQpXw1PHv6TMYi1G3o3LWzfP7Rxx9i7GfjNeuK4NikKRPRqElD+Xrm7Ono3qUHRnwSf9Om5Xst0L1HN53HQ/QYmjR1Apq3bC5fV6xcUatdCVWtVhVnTp9F0WLFcO/efXTs0gFnT59Fjpw5cP36dVSqXDHJ85VU23/9+VfMnj9bBv8Eke9p4/rfkjye/fv1k8dfHE9T22MzwaeXL16iSJHC+OPPM/KXTkR+h308HIP6fYjDxw9pLfv+B93lwUvKqBGfwtMzA85cOCW3JSK+gwd9jGMnj8LXzzcV3g0RERFR2vfg/kN4eXvBzV076DJt8nQ5lEMEnpo0bYzPJ4+Xd0PtjU+O+AvouJgohDy/At//XhMRWcrXy5bj33+uY/mKr+Dp5YWvvvxaJgj/ZtVy2ZOlSwft4EWVqpUxe17yw/JEEGPc6M8xZfpkOCuKSZlDBBfUPD095dA3zesMGRD2JizJde/fu48vlyyTPZjCwt7I4d2i95Il9qdSqWTPraLF33VaKVa8GB4+iA9kzVkwW/bizZwlE2rVqomu73fV5CksXLSwZh0RHBPD0sRQRnXwSbsNXrJji/oYi4DNjKkzMHf2PHlTRkwTw9LVvdjyJ9EDSCwn9lGqdCmt6U5J5GuqVr0K9uzai9JlSsuectVrVMeGdRuRK3cuFC9RXB4b/cfvXdvVx0vEX9SKFH1XVEPX8SxQsKDmeJraHpsJPhUsVEA+1ETQSOQP6NOrH16+fKk1rlJUJhCRXBEVVn8o1ETXvePHTuC7H1fJbQgDPxqAFd+slONJRaTOKKKcUWwyR0JZ3ijCuM3rrRoVbWbVK13llxJtwyHZ6neqaEWFMkXCPpVieSdXW6wcF2NkpTfLVuxLieNgbpuMPUaW2Kfe96istBijPWTWSfH5djClwpm+Sm8qK1eC0/V3JsbG2qSvPYa0yczqdErK6ypnxfZdUqE5xu7DwofAOOJ4mZpz1H47uZCCSE67YvkK9O7XW6t3U5t2reWdaJFn4+bNW/h40BB8NPBjrN3wa5K9oMLfhsucUmpBr4PSxPH2yfGuJ1jwo3MMPhGRxYneJsNGDkXN2jXl6wmTxqN29boICQmBn5+fHIqWkAi66CMCIP/+8y/GfjZOvo6Ojv+nsEmDZpi3cK5WL9eEEva8iYiID6BYiugMInrMiN40Xl6e+OrL5Zr0OOb2oBUBNjHi6dXLVzKflCBiCH7/9bQSN0nEQxwX0RuqT8++WL8pfkhe4Kv4YWrqoIsYUubr56d3nyJQ5OPjg3ETx8l8Sgm5urrGvy9HxyTX9fX1xfPnL5A7T269+6parSqmTZmBUmVKoVq1KrJn0ZhRY5ErV05Uq1YVJh+vV4Gyl7PyOOg6niJYqD6elm6PVttgJZcuXZZvWt09T+2Hb3/EkUNH5RhUMZ5wweJ5mqF5V6/+LX+WKlNas7xIGFagQAFcvXI1ld8BERGRDRJBWAafKBkihcH/PugjLzCHjRiqNS/hazGEYfK0SejasRtuXL+hdec0oT079mHLhu2Jpj+4/QQhr+LvxNoqF688iA67j0f/HkOcT3wiXlsVGxOLu9etXyqbtPG8WI/otCCGXInk4kqxMXF4fP9Ziuz3zZu3iHwTjZBXSfcEUgvwz4Q92/eiVNEyMiixZctm+f/rqydBCHQIhjPiAxlqkWEqrd/zZ49eyKp+CaepYlT49tvvNK8fPXyIcePHYcL4ifB09db5d+JtWDj27NyLapVqyGDQul/XI/xNuGbZ0OA3eP0yWPP6xdNXCH8ToXn9/MVzxMUiyb9B9+4+QL8+A+Dr6S+DQCeOnUCtWrXjl49xwJ2bd+Vz9e+LsfurUrkqFs5ZhImTJskg2hcLlqJyxcr496+bWLt2Dbp27SY7p+TPUxCbNm7W7GPvyX1o3rQlsmfLjvXr43MaIdpRZxse33+qdazr1K6DX39cg88+Gw0PDw+ZjHvvvr3o3q17onWFkKAwOMQ5yWm1atWSOZ+mTpkmq8v+/vvvKFKkiOxgk5gj3Fzd8fOPv2DWzNl4+fg1/Hz9ZG+jT0d9ptlHwu3ra7s4NovmfYFxY8chIjICK75eiajI6CSPpziGYp34+Ya1x1D5iuS2bvBJJLD65qsVGDFquMyIr/a/Pv9Dy1YtZN4Bkb1/6EfDMKDvIOw9sFtOU99J81MMrxNRY5FkKylp9Y4cERGR0dJ2FV5KYSLXRbdO3VGwYAF8tWKZ3rLN+fLllT/FTcGkgk/NWjVB3Ya1ta6zpoydidwFssM/QPsmo60Ju1kNj6/cR3ToNa0LZFskLvhtvY3pEc+L9QS+eg3nJ46JRm4Izx+/QpYcKTNc2N3TFVmzZ4V/gP4eNDPnTsPHHw5B+47tZHBEDN/64stFyF80j94iEWI98X9sUNBr9OnXGwUK5MeqH1bK+YWKv+uNI3pBCbUb1khyGF4GLw+ooqPlSKEYVQw6dGqP48ePY82GX2RCbG8fT/hl8tH8jcn8VwA8PN01r928nOHgqB1ISGjYyCEYPeYzBGQKkP/fFytRDBl9veTy3Xp2QY+uPXHx0kWULlVaVrszdn8z503HkI+Gon2HdoiLjZU5lCZOnwBvby9k9PdGpy4dZVBPHK9J0ybK9cQ+qteohlGjRiIqOloeezHcsWDx+OFyyja8iQqFs7OT5vX0uVNl0vOOnTpohhBOnPK5ZtsJ1xXE+/X1zyinTZ8zFaM/GSPbK3qCValaBZ17dIS7Ypi7Ws3a1XHowCE0alFffi/XqV8bK79ZhZbtmmn2nXD7+to+Y+40mSdbVNgT1exE3qqLf15K8niWKFFSHk91hUhD2mMKhzhdZedSkKhS16VjV9SrX1d2C0yuG57o7t2obmOs37RWnrAtm7Zg+JCRuPLvZc04TqHdex1kd7iFX8zXuZ3N67fqvCO3MeNcvHX876LIQ8eKys+Gchl3Pa+99Mw3d/u6Prt6t6E9GMTRTbvLpZuH9lAoV3fFfFfFfGi/dkOkWfPjpyn2qVjG2PnOijFCyn2au7+UOA6WPgaJ5yd+D06KgULmbjPRe1QMs3OLVKyvGNbqEGnAsNdIPWOd9G0j0szljd2errFYlt6nuW0y5bhb+LiGK+ZHxyQ/X3m/U99rU9aJNnP9IanwVSu6VI8Y9BkWRa2BP96atg1kwAjXbli0fK7NBw3IeOJutOjFlCdfHnkBrk5hoCYuCZXXZXt27cGg/h9h36E9SQafkvwspoHP0YOLP+HavtHyeZ0Pz8Pd+10ODVvDIIdt4nmxnpDgENnbQ5dHd58gZ753OYQsTfyjL4oyGEr0momOikaWrFm0Ol8kRQyLe/jwodY0N1dXncO4xPA2kZ9I9FZNSv8+A9GwUQM5tDoqKloGGURhCdHBQ3wXiCFiri4umhzKoldZWGiYJg+TGLIm8joVKPgulY6SWEcEf8R7FFXZYmNjNel1RBtFr9unD1+gSs2KJu9P3NxwdHJMFAARQw9FBbgsWbLAxSU+WcLoUWOQN19efDh4kPz+y5wls9axV7ZB5HISbRTrJCSmi2Fp6iFsutYVRA4vEahJOLLr7du3iIyIlAnXkyOOl+hRpx4GJ4Zliu/ShJXlEm7f0LaL9y2+h8XxEXm4lZ8f9fEMfBqsFUgzpD2mcE7t/ALdu7wvyy3OXTBH7/jPzP99WJ8+je8ymTNXTs3rQoXeRXZE2cRa/42jNeaOHBERkd2x2oB6smXiH59und+XuS6mz5ouh6qoBQT4ywtaMUxi029b5B3kHDmyyxQJIvl446aNDQ48pTW+OSppngc9Oo9sxWw3+ERE2pIL/oghcYb0TEotxhZtED1kkgsmKXMQGbqsGD4mHoKPr49mepYsmbWWE72IxENN9KhKLvCkXEeZWke0MU/ePIiNdDBrf0kVGBMBJ5GrUBcRc1DmktbVBhGEUwZv1NMTBp50rStkzpx4mhhyJx76+CeoFiiI4JoywJZw+4a2XQQC1cdTV+BSfTxF8MnY9tj0Jeqd23fkRU/NmjUwf9HcRBFfUeZXVFtJGJD6/egx+bPofxc8ZcqWkXmiDuw7oPkFu3LlKh4/foJadWoluW+PDB7ykYgIlMcl0yPB3ATgESmc0VbX2dObBVe7W2qsMgm04u5BjEox31kx39EWk3c7J9vzydL7i59m2eNg6WNgSKJ3Zc8nfYxO5K4Y2qFy0v4b4OSszv4fz9kSia/1MTchubHJwS2RhdoW22TucVXMV/YYV/Z8Mrc5uqbpe62rvoPNEr9apub2TNW+0JSaLl64KBOtikfbVu205m3evkne3RTXUiIotWzJMnkXXVxsiwrEPXq+b7cnyytTUTi5eiEmKgzBj88hW7H3rN0kIiIiu5QqwSfRBax75x6y212X7l1w/tx5zbySpUrKaODNW7cwYexEebdNlPETCcS/WvqVfK1OOC4ieiNHjcCcmXNlxFZsb8G8hajfoB6qVquSGm+FiIjI9r/ZzQk+WbVUH6WUho0b4tzFs3qXa/leC/lILxwcneCTvTwC7x1D0ON316dERPZk2owpyOCpvweOPfnks0/k0DRKZ8GnJ0+eImeu+G7M82bP05o3f9E8OXawVKmSmDV3Bn79eQ1279qDrFmzYP7i+WjarInW8r37/k8GnbZt3Y6I8HCZJKvfgL6p8TaIiIiIyM745qgog08hz/5CrCoSjs66E8ISEaVVymFj6YGuoXGUDoJP5SuUw8YtG/QuV6x4MUydMUXvcu+1aSUfREREpMCeT3ZZoe7Zs2cyIbhIpqpOyEqW4fNf3qe4mCiEPLsM35yVeWiJiIgsjGlJiYiI7InI+aS/kI5u2qnXyIpEkZbVP/6M/fsO4OED7YpH2bNnR8PGDfBBrx6a1ARkOt+clf4bqxqH1w/PMvhERESUAhh8IiIisrdvdgaf0ixRSnne7Pn4bcMmVKxUQea+FKkJAjJlgqjJIkodX73yN04cP4nmjVvK/Exjx49Bjpys0mYqF3cfeGUujrAXf+P1g9PIX3WwRc8pERERpffgU0yCu7y6ShnpK3ekrzySysjX+qrj6du+IW1UOSRb/U4VrahQ5qyYr1jeydWyVdpSonKcvvlOeqvhJb89Xdu0dDW6lD4GKVFFMPH2FcdIWWkxJkq7jYrPt4Mh1R3NrQSHVK6WZ8g6lq5OZ2w1PEscdyO5KLanUuxPpWd+dCpUqjO2Wh6Robb8tlVWBD70+wGdZZOF+g3r4+Nhg/Ho0SOs+Hol1q5ZJwuykOn8cleTwaegR38gLi4WDg6mRnCJiIhIF14fExER2RMR500cXzaMuQFZMlvfAX1k8MkQOXPmxJTpkxEby/GS5vLLVRUPLnwHVWQwwl78A+8sJczeJhEREb3D2zpERET2dlvJnAdZlaGBJ3PXocTBJ7XXD0/z8BAREVkYr1aIiIjsseeTqQ+ySSqVChERkVoPMY0sw80rKzL45pfPXz84w8NKRERkYQw+EREREdmoNb+sRa1qdVA4X1EUK1hc6zF/7gJrN8+u+OaO7/0U9PAM4uLirN0cIiIiu5K+O9iLG4YOZiTV1ZcIONrC6+tLSG7KPhQJxGOVSaBViqTTiky/Mc6K+Y7mJcJOmeTd5ib3Nj4JiqUThqf0MUiNNhudoFzxWVZ81NQbVaxk5u+wsduzRKcDc5Okp3bCcku0KaUTwSu46JhmbD0IfX+ebYr4VUzf3+5249LFS5g4fhL69OuNEqVKwEXxHV2wUEGrtc0e+eWqhsd/rUXkm2cID7qLDH7xPaGIiIjIfLw8JSIisifM3WQ3/rxwEe+1boWxn4+xdlPSYd6nMww+ERERWRCH3REREdnbN7up+Z54VWBTvLy84OKqq+8epQQP37xw88omn79+cIoHmYiIyIJ4mUlERERkg+o3rIfjx07gzu071m5KuuDg4AC/3NXl88D7J5j3iYiIyII47I6IiMiemDPsjjmWbUpAQAC6de+Kpo2ao1SpUvDy9tKa36p1S3Tu0slq7bNH/nlr4em1zYgIeYTwoHvI4JfP2k0iIiKyCww+ERER2RNzEo7HWrgtZJbbt25jyeKlyJU7F7LnyA4XF+0T6+HuwSNsYf55ammeB94/zuATERGRhaTv4JNKz5HQV61O33yjK8+Zub4hFfESbdNB8VpR0SxaUdHMWTFfsbyTq3lV2nQvY9kqbJauLKdrGVMq5GlvzylVj4GuZVK8iqCTYr6T9ihgJ1Ws7VeSM3d7SU2z5feoax1LU3w8nfVUPnRWtMcllZuri0ta7fnE4JNNOX7sOMqVL4t1v62VQ8Io5WXwzQN3n9yICH6AwHsnkKtsDx52IiIiC2DOJyIiIiIb5ObmhuIlijPwlMoC/uv9JHo+xcVxLCoREZElMPhERERkT5zMfJDNKF2mDE6eOIXoaGVXa0pJ/nlqyp9Rb1/izavrPNhEREQWkL6H3REREdkbc3I+mTdimCxM9LoRjw5tOqJFqxbw8tJOOF6yVEmUr1COx93C/P4LPgmB947DK1NRHmMiIiIzMfhERERkT8zJ+cTgk005deIkHj96LJ8vWbQ00fx+A/sy+JQC3L2zIYN/QbwNvCWH3uWp2DcldkNERJSuMPhEREREZIP6DewnH2SdqnfxwaeTiI1VwdGRl8xERETmSN/fpJF6ShM5W7gaXXQKr2/INsL1tUE74UesosxUjEpR0UylmK8oQxXjaFwVNkOWMb8Km5lV2lKhzc4W7n6QuHpe6lcZ1HsMlJ+1mCjt7ekoWeZgSkVIc5j7N0HX76yx1edS+j0q6coBZOz7NPc9pgBnM1/rq6hnjQp7WtkcTc3dxEyQRFJAvtp4ePFHqCJDEPLkInxzVuKRISIiMgMvM4mIiOxx2J2pD0oTvv/2B+zYttPazbBb/nlrw8EhPor76u5RazeHiIgozeNlJhERkT0xJ4jEqwKbsm7NOny78nud8+7du4fRYz9L9TalFy5uGeGTowKCHv2Bl3eOoGDNT6zdJCIiojSNl5lERERENih/gfxo0rSx1rTIyEicOX0GWbJkQdfuXazWtvQgIH89GXwKfnIB0RFBcHH3tXaTiIiI0iwGn4iIiOwJcz7ZjSpVq8iHUlxcHDq27Ywzp86gfsP6VmlbehCQrx5uHZ8HxMUi8N5xZC3aytpNIiIiSrPSd/BJJMGN++95hAFHJ9rM+cYmDjYlKa+x21C+b2cHxfqKpNLRiqTSzor5iuWdXI1LOm3IMpZOhG1uomxrtNnaCcx1MfsYOCnmO2mnpHNyjk20T0V+e8snuta3PUtwMnKfqf0eUyNztp6/lS6KNqkUbVLUPUg0X/mnOalpdoPD7uyeg4MDatSsjr+v/s3gUwryyVYWLu5+iI54LYfeMfhERERkOiYcJyIisidOZiQbN7VKHqW6x4+fIE/evDzyKcjB0UkmHhde3T0ie5wRERGRadJ3zyciIiIiG3Xn9h1cv35Da1pcbCyu/HUVZ8+cRaPGDbB3zz45vUCB/ChcpLCVWmq/AvLXxbN/tyEi5BHeBt6EZwCPMRERkSkYfCIiIrInHHZnN3bv2oO5s+YlOf/DAYM1zwcNHogx40anUsvSj0z562mev7x9iMEnIiIiEzH4REREZE+czBg+x2F3NmXghwPQp18fg5Z1VuRgJMtw984B7ywlEfr8Kl7cOoC8lQfy0BIREZmAwSciIiJ7zPlk6rpkM0QhBmUxBkp9mQo0lMGn1w9PQxUZCmc3b54GIiIiI6Xv4JModxSXzJEI17O+i5nV7KItvL4ltpGo+p32RW+ss6KimUpR0UxRdipGUY4sxjH5imepUfnN+Pm22GbLVs+zRJudUriiXoyO31EnxefZwdzKbuZWkjN2e7q2mdLMfY+pcdxSgYuZxUeN/XNOZKhnT58hc5bMcHQ0rCaMSIIt1smWPRsPcgrJXLAx7pxegrhYFV7ePYpsRVvxWBMRERmJ1e6IiIjsiamV7szJFUUWs33bDrRo0hJbNm1BRLjyjtA7ERGR2LZ1O95r3ga//rKGZyAF+WQvDxcPf/n85a39PNZEREQm4GUmERGRvd1WMnWkFm9JWV2ffr3h5eWFmdNnY8K4iahYuSJKlCgB/wB/ODg4IPBVIK5evYrzf5yHm5sbhgwfgvc/6G7tZts1B0cnZCrQAE+ubsSL2wcRFxcLBwf+shARERmDwSciIiJ7wmp3aZoYbte1exd06NReVrvbv3e/7OH0/PlzmSpADMkrX6E8ps+ahuYtm8PV1dXaTU4XMhdoJINP0W9fIfjJRfjmqGDtJhEREaUpDD4RERER2RgXFxe0bvOefJD1BeSvBwcHJ8TFxcihdww+ERERGSd9B59i/3sklfRXX/LiRMm5jcxAa2xycEMSAZu7jUTLOyheKxJZRyuSVCsSlKsUyzu5Jp/E2haSbxubeNsW2mxuAnObbLMiub1zTBRSnZOFE2sb8nfG3G0auz1rMPY9KOYrPhpQ1DWAsyr55OK6dmlX2POJyOJc3H3gm6sqXj84iec396JQ7dE8ykREREbggHUiIiJ7zPlkyoNXBURJylK4mfwZ9uIa3r6+yyNFRERkBF5mEhER2RNWuyNK0eCT8PzGHh5lIiIiSw27U6lU+OvyFdy9cxdhoaHw9fNDkaKFUbRYUWP2QURERESUpnn45IZ3llIIfX4Fz2/uRr4qg6zdJCIiorQdfLp54ya+W/U9tm3ZjrCwsETzs2TNgs5dOqHn/z6Qz4mIiMhGOJmR0VGZ54yItGQp0lwGn4Ie/oHINy/g5pmZR4iIiMjYYXdRUVH4fOwEtGjSCo8fP8aEyeOx79AeXPn3Mu48vIVLV//E1p2bMWBQfxw7dhz1azfE8q++MWQ/RERElBo47I4oxWQp3OK/Z3F4cXMvjzQREZGBtO6NhoaGygDUoWMHkStXzkQL+/j6oGy5svLRb0BfXPnrCn747kekWaoE1e6UlelMqV4Xrme+vspz0Waub4ltROur6Kd9WzxWUXYqRqWoWKZSzFeUpYpxTHyb3dqV34yt+mYbbTavEp1NttlJMd8pcYo6J2f1L7DuqmcpUp0utel7D6ldLS+ltmllzma+drGlj446ebip65LNiI2NRad2XfD5pPEoX6GcZvr1f69j5LBR2Lz9N7i46KrnSCnFK1NRePjmQ3jQXZn3KVfZHjzYREREBtD6by4gIABzF8zRGXjSpVTpUpi/aJ5ByxIRERGR4Y4e+R0ZM3prBZ6EIkWLoEDB/Ni7ex8PZypzcHBAlsLN5fNX944hOjKE54CIiMjY4JPo+XTv7j2D7sTNmTXXkO0TERGRNXI+mfIwsefT0ydPseaXtfjx+59krxx94uLicPrUGbn8tq3bERgYaNqO7dytm7eQO09unfNy586NmzdvGrU9cdzP/XEOP//0C3bt2IWg10E6l3v+7DnWr9sgl7t187ZJbbdnWYu2lD/jYqI49I6IiMiU4FN4eATe7/oBnjx+kmzgadSIz7Bx/W8wRkxMjLyDJ3JE/frzGjx48FDncmK6SHa+bMkynP/jvMnLEBERpUupnPPp+O/xOSAP7DuAPy/8idYt2uKnH35KcnlRQbd54xZYtGCxDK5sWLsBdarXw+GDh81733Yoa9as8piKoJHShfN/IlOmTAZvS9xcFDk9Z8+Yg7+v/o3VP/6C2jXqymuzhE6eOCXP587tu2SAsGXTVjIIRe/4ZK8A94zxowSe/rOdh4aIiMjY4JOPT0ZkzJgRPbr1xKtXr3QGkD4ZNgrbtmzDpCkTYaiHDx+hSYNmMmD0+vVrnDh+Eo3qNcbm37ZoLXfy+Ek0rtcEf5z5A0+ePEWvHr2xcP4io5chIiJK19/sTiY+EqdWS5a4ITX607Ho3LUTvv1xFRYvXYQJkz/H9Kkz8ezpM53rOLu4YOlXS7Bu4xpMnTEFq9f8hA6d2svtkLa69evg3r37mDBuouyNJIjrs+lTZsigVJOmjQ3/WDg5YdGSBdi4ZQNmzpmBNRt+Qdt2bfDZJ6O1zqd43a5DW/z48/f48uslGD9xHKZNmY7nz1/w9CQYepe16Hvx5+POEURHBPPYEBER6aF1j9PNzQ2r1/yIzu274oNuvbBmw68yIKUOPI0YOhK7duzGkmWL0aKVutqHfq6urlj1/QrkL5BfM03c8RSV9Vq3fU8mFhZ39caNHi8vQGfMni6XqVmrBgYPGiIvjgoULGDQMiYnHHdOgaS6ymTdTkZmsNWXHFxXRltzt6F3fQfFa0VS6GhF0mhFgnKVYnkn18RjPKydfNvY+bbYZmPbkybarEhuL6fFRGlvU/F5dTA3Eba5ybz1bc+QbdpC0nN9nFP3uLko5qsU21PUOUg0X1dtBV01J0i/i39ewqOHj9C1exfNtA4d22Pa5Ok4sP8g3v+ge6J1dOWVrFS5khyCFx4eDg8PDx76/4gbgl98uRhDPhwqex+5urkiKjJKHqPFSxciS9YsBh+r3LlzJZpWtVpVrP7xZ81xv3TxMh4+eIjuPd6dt46dO2DG1JmyZ1v3Ht14bv6TrVhr3PtjOeJio+XQuxylOvPYEBERJSPRPU6RdPyXtatl/qc+Pfvi7du3UKlUGPbxCOzeuQdLv/rCqMCTkCVLZq3Ak1C2bBm8efMGQUHx+Qau/f0P7t69h05dOmmWadKsibzw2rd3v8HLEBERpWsWGHYncgEFvgrUPMLfKsu5xlPnHEp488fdwx05cmTHzRuG5yPavXM3ihYrwsCTDvUb1MOxU0exYPF8jPhkOOYtnItjp4+iWYtmMNee3Xtl8nJ1wE99zhKeTzFP3/kUn4+En5ekcknZk4zZysE9Y3xAj0PviIiI9NOZ3SFb9mz4dd3PsrzvgD4D4ePjI4M7S79egmbNm8IStmzeinz58spgl3D7VnxCSzFNTfSIyp0nl2aeIcskdVEk7uqppYeLIiIiSucJx01dF8CUsTO1Jrft9B7adW6TaPG3b97K3jii53RC3j4Z5c0rQ4g8kHv37JPD70g3P38/2es7OSIxuEoVjaLFihp0GNetWSeDfmJ4nZq4KSjOp7t74vMp5iVlz4592LIhce6jB7efIORV0uuldR5Z6iEi5Ge8vHMEt65chZNr/GiBlBIbE4u71x+k6D7IeDwvtonnxTbxvKS/85KvyLvCKUlenorqKj+v/QldOnSTvaCWffOlUbkFkiMq4ohElgkveN6Gx1+kenl7aS3r7e2Nt//dcTVkGWMuioiIiOyOiYnDNesCmDRrHHz9fDWTkxoKlyGDhxwGFhUVJYfYq4WGhMIjQwa9u9sqckh+Pln25qlRs7qJjSZh7569CAkJwZhx73I4JUVcg30+diJmz5uFWnVqaaZ7eLibdD6btWqCug1ra93kEwHM3AWywz/A325PkJ/3+zhz82cgTgX32MvIWSRlhyWKfwwSXsSTbeB5sU08L7aJ5yV9nxety9PXga/RpWPiL05xATJ/zgL5SHgXTiQLNZa40Jw4fpK80Ex4weOZwVNzgSO2rRYSEqopM2zIMsZcFBEREVFiIvBkSNBAPaReVFIrXKSwfB4ZGYmnT56iQIF8ya67fesOfDriM8yaOxPtO7bjaUglu3bskjk8Z8yehk5dOmrNUw+3u3/vPgoVLqR1PvPnT/p8emTwkI/0JmO2ssjgmx9vg+7gyd+bkLMMc2IREREZlPNJJIcWY/8TPqrXrI56Deolml7Q2OTeei40CxaK397t23c000SuqQcPHqBgoYIGL6OLuCASF9HqR8K7uURERPYkzsm8hzHKVygvk15v3PCbVq8a0XOmYeOGmmm/rP4Vx34/prXMJ8NHyaprIqF1ahLFS8TNtrCwMKQ3e3btwfAhIzFt5hR07tpZ5/nMlDkTftu4STNNDM0T57NBowap3Nq0UfUuW4n44ZCB908gIvSJtZtERERks7R6PonE3aKsbkrQd6FZrHgxFCiQH+vXrkfFShXktF07dyMsNEwz3M+QZYwiKiCpqybpGqKgLH/kbOb8SMVrFx3tMWb7uqpgmbsNfesnWl77P5VYRUWyGJWiYpmiDFWMs7KsFRDjaN3Kb8bOj5+Wsm0GtKu6kZWqsBlbpU3f8imxzZSu6GfIOnbIxcw/nakpxkn8bTV9XWM4OzvL6rODB36M50+fwzujNzas24gRo4YjZ853Ve1WLF+JuvXqoHad2rh08RKGfTwcpUqXwvPnz/HVl19rlnv/g/c1VXYt6fmz51i3Zj0OHzqCvy7/hejo+DPk7e2FylUqo3nL5nivzXuJch3Zk8uXLmPIR8NQslRJBAeHyHOi1qVbF3ncxfmcPmsahn40DC+ev5BpDcRxGzZiqM5qeQRkL9Eet0+KkQFxeHptC/JV+ZCHhYiISAdTs0IY5e+r1+SFpuiSf/fOXa3hez1795TV8ITZ82fhfz36yAsecedtx7adGDlqOPIl6OptyDJERETpVayz6cEnsa6xGjdphN37d2H/vv0yX9DPa35CxcoVtZZ5/4PumiF67u7u6Dewr3wuchRp7T/GspFMMcx+0YLFMqm5GJ5frXpVtGvfBr5+frLn9IsXL3Dp4mXMmj5bPkZ8MgzdP+gui5nYG5FC4X99esnn4hoqqeMuCsvs3Lsd+/bsQ2RUFH74+TtUqVol1dubVnj6F5CV70KeXpRD7xh8IiIi0k3rMlNUMrn+7w2Ur1AOhjpx7ARq1q6Z7DJeXp7yrpkuDg7vnouLm0O/H8CB/QcRER6Odb+tQekypbWWN2QZIiIiSj1iWHzBQgOTnD9gUH/Nc1GNzZCk2JYwbcoMmbNow+b1KFe+bJLLiZ5QB/cfxLKlXyGjT0a0aZe4sl9aJ3qPj584zqBlxc1CdQ4vMqz3kwg+hT6/grCX/8Irk2EVB4mIiNJt8EmlikHfXv3kBVr3Ht1Rt34duLgoBxvE36nctWM3fln9ixzvvq321mR3kidvHgwZ/rFBDcqWPRt69Hzf7GWIiIjSI5WjI1ROjiava08mTZ0gUwroI651mrVohqbNm6bLXFBknmzF2+L64SmIi4vBk79/Q+E6hgX5iIiI0m3wSYz3P3z8EJYuXorhQ0bILukiN0D2HNnh6ZkBIcEhuHPnLq7/ex1ZsmRBvwF90Ou/LtxERERkfTHOzvJh6rr25OD+Q/KGlRhuJ26W6SOWEXmO0grRY0t9k7BGzRqIilIml6TU4OaZGf75auPVnSN4cvU3FKo1Gg6K/JVERETpXaKrTBGA+nzSeAz/ZBj27t6HM6fP4O7de3gT9ga+vj6oXqMaPh39CerWrysTUxIREZHtiHVyRIyJOYvEuvbk1MlTWL92g8z3JIqddOjUAblyvUuEnhaJynP79x7A2jXrUKZMaXw6ZpScntywQkp5OUp1kcGniNDHCLx/HAH56vKwExERJZBk9MjLywsdOrWXD7sVlaBEUeLRhcZXkTJ2foSe5Y2tTGdKG1Tmru+QbPU7VbSiqpuzYr5iebmMq6Wr1Vm2Ep1yvq5lLE35Hiz9nm2jqqCe/en4Z1o5tMjJOVbrtY5iigQz/47Fnyzj1knhin7K+yDK8+6sMr96na4/t2T7Zs2dieYtmmHj+t9kPqfFC75AjZrV0alLRzRr3gzuHu5IK0Svc1F5bvNvW2T6g3oN6qGxKZV+KUVkKdQUzm4ZoYoMwaO/1jH4REREpMCuS0RERHZEBHKVwVxj1rUnImhdv2F9+QgOCsa2rduxccNvGD5kJLy9J6JV6/dkIKpCxfKwRaIQzI5tO7D21/X488KfMgn4oMED0a5DW2TOHF8pmGyDk4uHzP308OJPeH5jN6IjguHi7mPtZhEREdkMBp+IiIjsiOg1qKuHpqHr2isfXx980KuHfNy8cRMb1m/Elk1bseaXNShUuBAWLJ6HsuVsY+jatb+v4YfvfsSObTtlACpnzhxYv2mtrPhLtitn6a4y+BSrisDTa1uQuzzzohIREanZV3IHIiKidC5W9nxyNukh1k0PRLBpzLjRWLh4PvLnzyeDUbdv3YEtuHXzNtq0aocrf13FmPGj0at3TwQGvsawwSOwasW3ePv2rbWbSEnImK0cPAOKyOePrqzjcSIiIkqAwSciIiI7HHZn6sPePbj/AIsWLEadGvXwftcPEBcXh1GfiUIqdWALThw/LvNSbd+9VfbSmjJ9Mk6cPSaHB375xTLUqFwLC+ctQmBgoLWbSjqqJYreT0LIkz8R+uIajxEREZGuYXfiAkzkRPD180W6oEqQRVaZ/FvXoMToFJ4fbub6hmTJ1bcNfevra6MigXisIhNwjEqRZFqV+E3EKLIFxyjKFVs7MbYhbC1JuiHvKU22Wfn5ionS3qbi8+tgbiJscxNl6/ooWXqbxm6PmbQpHRBD13bt2C3zPZ09fRYZMmRA85bNMH/RPFStZltD2XLmzIkOHTvA0fHd/UF/f3+M/HQEBn40AGt+XoNvV36Pld+swozZ09G+Yzurtpe0ZS/ZCTd+n4W42Gg8vPQzijeawUNERESk/DflxYuXaNGkJc5dPMuDQ0RElAYx4fg7ly9dxg/f/YQ9u/bI4WpVqlbGnAWz0bJVC3h6esIWNWzcMMl5os39BvZDrz69sHnTFkRFaQfcyfrcPDMhS+HmePbvNjy5uhFF6o6Hk0sGazeLiIjI6phwnIiIyI7EwtHk4XNiXXvy3arvZU+nPv16o2PnDsiXPx/sgYuLCzp36WTtZlAScpX7QAafVJEhePrPduQs3YXHioiI0j0Gn4iIiOwIq92988mnI5EzV06tIWxEKc0/Tw1k8M2Pt0F38PDSagafiIiIdPV8Ejl5RDd1fZydXVCiZHEeRCIiIrJJufPk1nodHByClctX4sD+g3j44CFmzJ4GjwwZEBkRiffatLJaO8m+ODg4ImfZHrhxdBqCH59H6PO/4Z2lhLWbRUREZFvBp9evX6N1i7Z6V8yUORNzQxEREdmYWDibVChBva69EoGn95q3hpubG1q1bonDB48gNjYOFSqWR4c2ndCkWWM5j8gScpTqjJvHZsvE4w8u/ogSTebwwBIRUbqW6CrTx9cHX3y5WO+Krq6uSPNUCaq/6bre1lvZLYXnRxi5vq5pxrbB7PUdFK8VFc6iFRXOnBPnJVEp1nFydUrVqmz6PtnK7Zuyj9Su0KevPaa0ySba7KRYxkl7aI2Tc6zWa0UhRfMrzRlbiU7X76ylt5nSFf1SYptmbs9FMV+l2J6OopqJltFXCNTY1y6wnhgzcj6Jde3Vrz//ihw5cuDntT/B2dkZd27fkdMzZcqEgIAAXDj/J6rXqGbtZpIdJR7PWrQVnl7bjMdXN6BwnXFwcfexdrOIiIisxllXEst69etapzVERERkFla70+32rdto2aq5DDwpZc2aBa9evuInjywqT8W+MvgUGx2Ox1fWIW+lATzCRESUbtnvLU4iIiKi//j6+uLmzVs6j8fdu/eQNVsWHiuyKJ/sFZAxW1n5/MGFHxAXp90bl4iIKD1h8ImIiMjOej6pTHyYOlwvLWjctBF+/ukXrP5hNaKiojTTd27fhcDAQJQtFx8ksDWHDhxCp3adUaVCNZQvVVHrsWTRUms3j5Lh4OCA3BX6yOei8t3LO4d5vIiIKN3S6nvu7++HdRvXWq81REREZIFhd6YlDrfn4FOVqlXQb0BfTBg/CdOmzJBpBn4/cgzh4eFY+d03NpnL8tbN2xjY70M0b9kMTZs3lW1OqFTpUlZrGxkmW7HWuH54CqLDA3H//LfIXKAhDx0REaVLWlenIg9CwUIFkG6IJLUxRiQCViYAd9KzfLSF56v0zNe1DX0JxKMtnJA80WvtgxSryLURo0qczThGkR04RpElOsbRsomxE+3fhPWtnXzb3GTgprUpZRO7E5E5wSfThvfYc/BJGPv5GDRp2hgHDhxE0OsgmYC8bYe2yJ07F2zR6VOnUbd+XSxZ9oW1m0ImcnJ2R65yH+DOqS/w6s5hhL64Bu/MxXk8iYgo3bHfmspEREREChUrV5SPtMDF1QU5cmS3djPITHnK98Hds18jLiZK/izdcgmPKRERpTvM+URERGRHYuGoqXhn7EOsa08iwpVdlvUTw/BsRcWKFXH61BlER+vq6kxphZtXFuQo2Uk+F9XvIkIfW7tJREREqY49n4iIiOxIfCApzuR17cnn4ybAxcUV/Qf2RYGCSacViI2NxYnjJ7D0i2Xo/n5XtG3fFtZy9crf+PPCn5rXbm6u6NCmI1q0agEvLy+tZUuWKonyFcpZoZVkrHyVB+HR5V8RF6vCvXMrUbT+JB5EIiJKVwwKPoWEhODO7TsICgpG3Xp1Ur5VREREZJL4ynWmBZ+UudnSus/GfIrZM+agUb0mKFO2DKpWr4KiRYvCz88X0SoVXjx/gcuXLsvE42FhofhoyEdo3rK5Vdt86sRJLJy/ONF0XZXt+g3sy+BTGuEZUAhZCjfF8xt78PDiahSoPhwu7j7WbhYREZFtBJ8iIiIxd9Zc/Lz6F0RFRiFT5kw4e+E0WjVrjaVfLUlfycmJiIgoTcmSNQsWLlmAIcM/xq8/r8HB/YfwzVcrNPNd3VxRrnw5DPxoADp0ag9vb29YW7+B/eSD7E++KoNl8Ckm+g0eXlqN/FU/tnaTiIiIbCP4NGHcBFw4/6cMNOXKlQu9evwPjo6O6N33f1ixfAXmzJ+NNC0mQXU2QyrHKZeJVLx2MbJynLHzIww4e8ZWozO3up3eankOiteKCmjRie+yOzkrllGs4+RqXiU5IMqs9ZXzbaFanbmV6KwhJiUq9CmrKcZon2snxefXwdjfwRgj5+vbXkps09LbM6QSqLnbtPD2FB8DKApmxk9TJf/n2+xCn7CeWDnszvR17VH+AvkxfuI4+RA5nV6+fAVXFxcEZAqQlX5t1fPnLxAbE4Ns2bMZNY9sk2/OSvDNWRlBj/6QQ+/yVuwPR2c3azeLiIgoVSSZWTQqKgpbt2zDDz9/j6bNmiBzlsyaeWXKlsbZ02dTp4VERERkMFOTjasf9s7DwwO5c+dC1mxZbTrwJGxcvxE/fP+j0fPItns/CVFvnuPJ35us3RwiIiLrB5/evnkLJ0cn5MqVM9E8Z2cXmSuBiIiIbAuDT+lDRESEDKRR2pK5UGN4+heSz++e/QpxcbHWbhIREVGqSPKWn4+vD9zc3HDk8FHUb1BPa96F8xdQuHD8FycRERERWY5Igv7H2XM4/8d5GWT6duV3iW4Qrl+zAZ9PGs/DnsY4ODgib5UP8feeT/Am8CZe3NwvE5ETERGl2+CTg4MD3v+gOz4eNAR9B/SR5XzjYuNwYN9BzJk1F/MWzEndlhIREZFeMXA0OeeUWJes7/y5C/jyi2Uy8BQXF4e/r17Tmp/RJyMaNWmIZi0YtEiLcpTogFvH5iLyzTPcOrkAmQs1kdfdRERE9izZZAfDPxmG4OBgLFvyFWJi4tOXDvloKD4dMwr1G9ZHmieuzlVGJO/WlzRXX0LwaAvP1/Xfhd4E4HpeG7u+vsTAiV5r5xOJ1ZFvI0alSCKtUiSRVmQPjnFMPnG1a6ImO1k0Gbi9JAw3Nwm6Nd5zon06KdrkpP2PtJNzbPKJqFM7kXZKbFNZCIHSHfG7FAPThvIw+GQbRGEX8fjx+58QGhKKj4fF5wki+yCSjOer9jH+PTgBoc/+woube5ClcHNrN4uIiMg6waeI8Ajs33cA02dNw4hRw/HvtX/h4OiIUqVL2kQpYiIiIkoq55NpvSgYfLItvXr3tHYTKIXkKtsDd88sQ2TYU9w8Ph+ZCzWVQ/KIiIjsVZLfcqIU8ZSJU+TzgIAA1KhVA9VrVGPgiYiIiNKs2NhYPHz4CJcuXsKrV6+s3RxKp5yc3ZG/+jD5POzF33h2fZe1m0RERGS9hOORkZEIDg6Bj0/GlG0FERERWUQsHE3u+RRr4nppxcH9BzF18nTcu3tPM612nVqYNnMq8uXPB1uz5pe1WPnNKp3zHB0d4ePjgyrVKmPgoAHw9fNN9faReXKV7oa7Z75ERMgj3Do+D1kLN4eDIpUAERGR3fd8Ehc1/Qb2w+hRo/H8+YvUbRURERGZRORCM+dhr0RPpwF9B6Fa9ar4Ze1q7Ny7A8tXfoW3b8PRo1tPRETYXsK0QoULwtXVBc+ePkPZsmXQpFljlK9QHi9evECMSoWixYpg08bN+KB7T01uTkpbuZ8KVB8un795dR1P/9lm7SYRERGlfs+nly9f4rtV3yM4KBh7du2Fd0ZvODu9WzxT5kzYf3hvyrWMiIiIjBYrcz6ZxrQ05WnDlk1b0aZdG8yZP1szrWSpEqhXvx4a1muMM6fPoG69OrAlIu2BSDh+8Oh+ZMueTTP91asxaN+6I7r36IYx40ejWcPmOHTwMBo3aWTV9pLxcpTqgjunlyI8+D5unViArMXeg6NjsvWAiIiI0qQkv908PT0xdPiQJFfMkCED0jxxkzMymSNhbnU6VQrPV1bXM2Qb+l6bu77eY+KQbPU7OSlaUcHMWVHBTLGOk6u+qmopW5XNEpXb9LVJH3Mr0RnWZstWq0uVNiurKUZGwe45Wbh6nq6/jcZWAbR0VUE923NRzFfpqAyqKKKZaBl9f8qMfU22keupfIVyiaa7e7ijeInisieRrTlx7ATq1KurFXhSB6WatWiKo0d+x+AhH6Fp86a4eeMmg09pkKOTCwrUGImru4fj7etbePr3JuQo1dnazSIiIrK4JK+PPTw80Ld/H8vvkYiIiFK42p2p69qvEiWL4+CBw/igVw+t6aKH95XLV1B0elHYGlVMjOyJrsuL5y/hmcFTPnd2dpbXbZQ2ZS/ZAXdOfYG3QXdw6+RCZCveTgaliIiI7AlruhIREdld8Mn0h70qVbo0Lpy/gF49emPj+t9k8vEfvvsR7Vp3QJFiRXDn1h0c//24fNhKrsuatWrg0IFDWPXNKrx9+1ZOE7mpVv+wGls3b0WtOrUQFxeH48dOyGUpbRLD7ArUHCmfhwfdw8NLP1u7SURERKnX80lc3Ozbuy/JFd3d3dGkaWPLt4iIiIhMxpxPuq38ZiVevniJo4ePykdCt2/dxu9Hfte8XrRkIdp1aGv1T2GRokVkJb4ZU2dixrRZMv+myAHl5uaGMeNGo0LF8rh75y4GftgfhYsUtnZzyQzZi7fD3bNfI+zF37h1Yj6yl2gPF3cfHlMiIrL/4FNISAiGfjQsyRVFwnEGn4iIiCgtmDpjCsZNGGfQshkzZoStEEnFRZW7UydO4+mTp8iSLQuqVauKrNmyyvn58ueTD0rbHBydULT+JJxf3wXR4YG4c3oJitSbYO1mERERpXzwKUuWzLj76LbWNFHG9++rf2PUiE/lnTgiIiKyLSo4whEOJq4bZ7c170RAyYZiSkbJlCkT3mvTytrNoBQWkK8OMhVsjJe39uPe+VXIVa4nMvjm5XEnIiK7YFRBHicnJ5QuUxoTJn2Or79cjipVqyBNE4Vt1MVtwnXMN7c6XYSZ1fKMna+rDcZW5DN3faOr5SXOLxKrqFAWo1JUMFOUqYpxjkk2k5kyh0lKVKKzROW25Fi6Qp9yfkpUozO2zUDKV6KLUezSSfF5dHBO5SpuKbHNlN6eIcuoq4iSVYjfrRgTg08xMvhk31UhRVW4G9dvICzsjdb0qtWqIE/ePFZrF5FQtN4EvLp9CHExUbhxdAbKtlnBA0NERHbBpGrQufPkxu3bdyzfGiIiIjJLLBwRY2I9kVg77fUkiMTcI4aOxJZNW+Ho6AgHBwfZo1twcXHB/MXzbDL4JBKOf71sOe7du4/oKO07Qr37/g9DRwyxWtvI8jwDCsseTw/+/B7P/t2O1w/Pwi9XGr/ZS0REZErwSVy8/bZhEzJnzsQDSERERGnC7p27ce6P8zj0+wEsWbwUdevVRbXqVTF/7kI8uH8fbdq2hq25dfM2Bvb7EM1bNkPT5k1lkCyhUqVLWa1tlHIK1hyJJ3//BlVkCP49PBlVe+yAgwMLVBMRkZ0Gn14HvkaXjt0STX/18hWCgoLw9cqvjNpRdHQ09u7eh3Vr18tqM5u3/QZ3D3etZYZ9PBzX/72hNa1xk0YY+ekIrWnr167Hti3b8fZtuLxwHDz0I3h6ehrVHiIiInskhtCKrE+mrWvacL204ML5P2Xy7gIFC8AB8b2esufIjrkLZqNxvSa48tcVmwvmnD51GnXr18WSZV9YZHuRkZHYs2sP1q/dgMDA19i9f2eiZQb0HYQH9x9oTRP5pj76+EOLtIH0c82QCQWqD8f1I1MR8uRPPL22FdlLtOOhIyIi+ww+ubq5JqpmJ7qo+/n7oU7d2ihUuJBRO+rXewA8M2RAiZLF8c1XKxATmzjnjCh1XLV6VXTq3FEzzddPu8zs8q++wdLFX2LytEnIlCkAc2bNxcU/L+LX9b8Y1R4iIiJ7JPKtOZgYfFLZcfBJ3DwrUbKEfO6d0VveSFPnsyxctDDu3b1vc8EnF1cX5MiR3WLb+6BbT1klr0jRIvj+2x+SzInVtHkTtHrvXYLzgAB/i7WBDJOnQh88+PMHhAffx42j05G5UBMeOiIiss/gk+hJNGr0Jxbb0dcrliFDhgzYu2dfssuJKnslS8VfHCpFRETiyy+WyZ5QnbrEB6hy5MyBpg2b4+Txk6hRq4ZxjYpJkDjXkKS65iYID7dw8m5dbY4wNwF4KidVV+n4R0eRhFwVrUhc7ayYr1g+xjVlE2PrTtZtXMJvZUJfcxOGm5ssXNcy5r4nYxmbGN6g9+2kmO+k/Q+5k7N2fhtnSyfnNuR31h6Tc1v6b5uZx11RwyB+mmKbzop1XMz806mrhkVqiYVTot8Nw9dN/HtmL+IQJ2+iCfny58PB/QfRp19vvHnzBpcv/oVevXvB1lSsWBGrvvlW9h5XDrkzxQ8/fy+vxTb/tiXZ5bJly5bktRilDkdnNxSpNwGXtvZHROhj3D65EK45/sfDT0REaVaSt0aDg4IxdPAwo+clRVzsGGLTxs1o06odBvYbhPXrNsgcU2qXLl5CWFgY6jeop5lWtFhR5MyVEyeOnzSqPURERJR+uLm5wfm/SGSbdq3xz7V/UbNKbdSuVhcZPDOgcpVKsDURERFwc3NFhzYdZc/vn3/6Revx54WLKXIt9uvPv8prsUH9P8SWTckHqijlZCnSEgH568vn9/74BpHBN3m4iYjI/no+RUZF4eSJU7rnRUbi9KkzFm+M6MVUq1ZNFCtRDNf+voZZ02bjwrkLmD1vlpz/5PFj+TNL1ixa62XNmhVPHj9Jcrvhb8MRHv7uPnTQ6/iu9kRERPZG9HpyMLHnk/32ewLmzJ+teR4QEIBtu7dg5/ZdsvJdx04dLNKzyNJOnTgpk44LSxYtTTS/38C+KF+hnEX3mTdvHjRu2hiFixTC5Ut/YcL4SfLnxCkTklyH11kpQ/TUK95oJk5+Xx+xqgg8uzQbRSrVZfJxIiJKH9XuhEuXLssLN0v78uulmou/ylUqI0vWrBjU70P0H9gfBQsVQHR0/MAGV1dXrfXE62iVcnzXO3t27MOWDdst3l4iIiJbw+CTYXLmzIkBg/rDlvUb2E8+UtOK777Ruhbz8/PDJ8NHof/AfjJBuzHXWQ9uP0HIqzcp3mb75gS/wv/Dq2vLERF4GZf3L4NPvrbWbhQlEBsTi7vXtZP0k/XxvNgmnpf0d17yFcmddPDp5cuXqFO9nhzuJrp7lyisnXxTFaNCVGQUPrVgPig15V3H6jWqy5///vOPDD6JCyB1z6WEvZ+Cgl6jSNHCSW63WasmqNuw9rvlXwdhytiZFm8/ERGRtcXC0YycT++GupPtEWkPBB9f7WIsKXstVk1eE/777/Ukg09JXWflLpAd/kxWbrY8Bcbg1LMDeBN4E6/++QrFa3WTFfHINoh/2BL+c0W2gefFNvG8pO/zkij45OXphXETxsrcSsuWLMPocaMTVcErWLAgKlaqkOKNe/b0qfzp6eUlf5YqXVJ2Qb548ZKmEl9wcIjskt6nf58kt+ORwUM+iIiIKH1auXwVTp3UnU7A0clJVtCtV78umrVoBlsSGBiIJYu/xKaNmxASHIJBgweieYtm+G3DJkydMSXF9//06TP508vLM8lleJ2V8snHizeZg3NrO0AVEYTrR6ahVIsvUnivREREKRx8cvdwR4+e7yMiPALZs2dDm3ZtkBr+/edfmVOgfcd2skKVuGs2ddI0WWK4arWqcpls2bPJZONfLf0atWrXlIkzly5eCi8vLzRr3tT4nYqRetHJDEBM6ep0lq6mp2sZY/ehsvD6xm5fTtO+Yx+rKFUVo4qxaNU0cyvJ6aoUp0/iNqZuhb7Elep0V5MzhvHH3QoV+pSfpRjtCn3O1qg8Z2OV4fRuzxL7tMcKfwrWzB4kflfiTM75ZL89n8T1zaWLlxEaGooKFSvAz88X9+8/wNUrV1GseFEEBwVh/doNGPBhf4xR3HizFpFjs0uHbvDwcMf4CWNx4fyfcnrZcmUx9rPxuHH9BgoXSbrnt7EuX7qMO3fu4r3WrWQuLNEbfsbUGcifPx/Klbdsbikyjn+eGvDO3RyhD3bj8ZX1yFGqi5xGRESU5nM+iYu0hIEnUeY3JuZdWXJRrVhUjjHUV19+je1bd8iLPkFUbnFwcMSU6ZNQpWoV2ZX7px9WY+rkacgUEIBHjx+jcuVKWL1mNdzd3+1nzoLZ+GjAYFQsUxmenhng4uKK5au+RsaMGU15/0RERHYlVn61m5TSEe++5e1PiRLF4e3thR17tmkNHzt88DAmfj4Zv23diL8uX0HP7r3wv9695A0vazuw76C8Ibdh83p5zfXqVSBCQkLkvEqVK+Lo4aNGBZ8WzluE/fsOICQ4fvhe88Yt5c8582ehTNkyyJ07t6yi9/nYCQjw98fjJ09Qo2Z1LPxigaZSIFlP5lLDEP78JFSRwbi65xNU/99BOLsaVsGQiIjI2pK9khAXOLNnzJEXKi+ev9CalylzJpy7eNbgHbXv0A5169VNND1P3vixhSJ4NGP2dEyaOhGPHj5C1mxZdZYEzpw5s7wIE9XtRAW7vPnyygszIiIiEr2XHE3u+RRrx+Gn7dt3yp7dyrxF9RvWR96V3+GPs+fksLty5cvi+vUbNhF8evzoMSpXqaTzZp+vry9C/ruhZ6gu3TujqY6e4vny55U//fz9MHfBHEydMVVWGBbHwMODaQtshbObP4o2mIyru0cgPOgubv4+E8UaTbd2s4iIiMwPPk2bPF0Ohxs85CMsnL8IU6ZNxskTJ7Fp42YMHf4xjCEuYAy5kBOV6/IXyK93uaSSXhIREREphb99i8go7aG2alFRUXj7Jr4qm7e3t0ywbQuyZMuCrVu2ITY2Vg6DS+iff/5FoyYNja7wJx76iB7nhlyLUeoTw+2e/bsDL28fxP0L3yJL4ebwz1uTp4KIiGye9pWMwq4du/H1yq/QolULGRRq16Et5i2ci2EjhuLP8xdTr5VERERkEJFPzZyHvSpfoTy+X/U9/rr8l2aaCOr8+vMa/HnhIsqUKytzLP1z7R+UKVMatqBe/Xq4d+8ePh40BNf+viZLIYvA2K4du3Dm9Bk0aRJffIXSD1F4p0TT+XB2i694eGXPCKgiw6zdLCIiItN7Pr0OfA1nF2d5h0xUlHsTFn9HUGj5Xkv07dUXaV5sgkS5KgOOToTitZOZCcItndDcEttQpfD6hiRNVzkoXisST0crkkyrFEmknRVJph1TNpl3vCirJgw3Npm3K/SzdBJ0W0ySrhSn+J12MDc5tyHJuy29TV1/F2yNs4UTmOs5Ri46jrtKsU3Fn5FE85V/umyZ+N2NNTGIFGfHw+46du6AI4eP4L3mbZAnbx74+vrg0cPHMsXA2M/HIFeunDh54hSGfTJMDj+zBT4+GbFs+ZcYPOhj7Nq5W04TPaDc3d2x9Ksv4Ovna+0mkhW4e2eTw+2u7ByCiOAHuH5kKko0nctzQUREaTP4FK1SwcXFRXPxIzy4/wC58+RGYOAreeeFiIiIbC/45GBiwnF7Dj6JhNnLV36Nk8dP4vTpMwh8FSh7djdv0UzmjxREcm1bU6dubRw/fQyHDx7CkydPEZApAA0a1kemTJms3TSyouwlOuD59Z14fmMPHl5ajSxFWiBT/no8J0REZLMMvjpt3LQRBvX/CA0bN8C2zdtQvSbLuxIREaV3Yuja6h9/xs4duxAVGYVatWti8NCPkk1UHRERiZ3bd2L9ug2yp/W+Q3tSrb01atWQj7RE3ARs274t0pqg16KqHm9WWoqoGB346rXmdfbK4xB4/zRUkUH4a9cIlGy3Bc5urP5s7fNCtoHnxTbxvKS/8+If4Kc/+CQudBYvWah5LZKNT544BTu27USFihUwZtxnKdI4IiIiMrfnk6nD7oxfb/6cBTJv0rSZU+Gd0RvTp8zA1StX8f3q75Jcp2f3nnJYf+nSpbBqxbcmtdVeXfzzEs6eMayasKjMV6VqFdgq0btMpRzDSiYTaTDcXsSPSlDzKzUcL85PRvSbp7h+aCwyV5zM0Qk2cF7I+nhebBPPS/o6LzGqGMOCT3GxcXj9OkjzWuQ/+OLLxRZvEBEREVlOrKwlYmricEej+qmIixURPJo2cwrea9NKTvP19UXbVu1w4fyfqFCxvM71fvrlR7h7uGPzb1tMbKf9unTxElYsX2nQsv/r3cumg0+icqA6dQOZ701weKLj6ePTFtGBZxF0ZxfePj6MmDy1EVC4PQ+3lc8LWR/Pi23ieUlf50VcJyaUZPApPDwcUya+u5gkIiIi2xdfLMDU4JOTUdmiLpw7j6ioKNRvUF+rN05AQABOnTyVZPBJBJ5It169e8oHkaFyVR2Pty//QlToAzz6Yy48M5eBu28hHkAiIrIpSQ+78/WRJYdFtMpuo/lx/z2SKmWkr3qdsRWZjJ2vrzKcIW3WV1FP3z6MrV5nbrU8ndvQ/icq1llRFU1ZDU/x2snVspXkDKkMl9LV6pzMrGanq5x6ylfgM/64GkvvcXNSzHdy1J7vrJ1sWVE40fyqbJFIfSlRPc/cKoC2eJwsXLDPtHTftiMoQc9nQeRv8siQOIfT48dPZPW1TJm1k19nzpIJTx4/SfF2pjfBQcGaazQiNScXT+StPQc39/REXEwE7v0+GoVb/AJHZwZ5iYjIdjgmOcPREf0G9sPoUaPx/PmL1G0VERERmUQEXc15CFPGzsSIQZ9pHnt27NO5r5gYlQzqimuGhFxdXZnrx0ICAwMxeeJUlClRDmVLlsfXXy2XQ/Mmjp9kqV2QHcgQUALZKwyXzyOCb+HxufnWbhIREZFhN2dfvnyJ71Z9L++y7dm1VyYRdXZ6t7i4y7n/8N6kViciIiIriIUT4kzse+XwX7e0SbPGwdfPVzM9qcp1vn5+iI6ORlhYGLy8vDTTRc5IkSuSzCN6oHfp0A0eHu4YP2GszKMllC1XFmM/G48b12+gcJHCPMwkZSr2PsKenEXIo9/x6sZGeGWvAt+8TXh0iIjIJiR5derp6Ymhw4ckuWKGDBlSqk1ERERkxvBTU6rWCeoqeSLw5B/gr3d5Ua1OuHjhImrVqSWfP3/2HI8ePtLMs6aVy1fJ3FOG6D+oP6rXqAZbcmDfQdmzbMPm9XBzc8OrV4EICYlP3lmpckUcPXyUwSfScHBwQO4aU/Dvjs5Qhb/Ag1NT4eFXFG4Z8/IoERGR7QafxF3Ovv37pG5riIiIKM3IXyA/qteojiWLl6JS5UpwdXPFgnkLkSVLFjRo2ECz3P8+6I3KlSth8NDBqdo+kdg8Y4K8lceOHpfBmwqVKsDfzw/37t3H31f/RvESxeHqYnul0h8/eozKVSrJwJOSqCoYEhpqlXaR7XJ290Pe2rNwa/8AxEaH4c6RESjcfLXMC0VERGRNevvli+70O7fvxLVr/yAiPAKTpk7E4YOH0bBxQ9gVXbmP9SXFjVC8djIzube+5OD62mPIMsbONzeBuLEJy3VuM/nC38qE4zEqRWJrRdboGEfzknmbkqzb3PnKZN1AVKI2JNdGQ5J9WzoJurFM2b7ZSdKVyetjtI+rs6UTX+s6ROYm57bHZN9OKXyMxCKKZZwNSbSejno+GWPx0oX4aODHKF+6ogw+iaDIiu+Wa1W0u3P7LvLkyaN5PX/OAuzbux+hIfHBkyYNmsmf8xbOkUPKLOWDXj3kQzj/x3mcP3cBW3ZuRu7cubR6F02eOAXFShSDrcmSLQu2btmG2NjYRHm1/vnnXzRqYmfXYmQRXlkryfxPT84vRGTwbTw4ORF568yXPaOIiIhsMvh0/d/r6Pu//ggKCkK+fHnx5MlTTJk+GRvWb0RsXBwaN2mUei0lIiIivWLgKPM+mcIx6TokScqaLSt+27oBz54+Q1RUFHLlzpXon9wfVn8nh/Or9ej5Pt5r0yrRtnLnyY2Usn37TvTs9YFW4EkQAZzvv/0ef5w9h3r168KW1KtfD5+PnYCPBw3BkOEfIzYmFnFxcdi1YxfOnD6DufNnW7uJZKMyF/8A4a/+RtDdPQi+fxDPr3yHrKX7WrtZRESUjiUbfPr0k9GoWasGJk6ZgLCwN2jRpKWc3qVbF3z/7Q8MPhEREdkY0eMv1sSE46YmKlcHoZIbnpdQtuzZ5CM1hb99i6go3V37RNDs7Zs3sDU+PhmxbPmXGDzoY+zauVtOEz2g3N3dsfSrL7SSwhMlJALAuapNQkTwbUS8vo6nF7+Eh38xZMxZkweKiIisIsmrTFG55trVa1i3cS3c3d1k8EmtYMECuHXjZmq1kYiIiMgsFStVwOwZc1G9Zg1UqFheThPD2X756Rdc/PMSypUvZ5NHuE7d2jh++hgOHzwke6AHZApAg4b1kSlTJms3jWyck4sH8tVdhBu7uiMmKhj3j49B4ea/wC3juyGwREREVg8+iTsm4qJMF5Hg0oPV7oiIiGwy55Opw+5MzRWVFrTv2B5HjxxD+9Yd5NBAPz9fPHr4WN5sEz28c+TMAVsj8m66uLjIHlBt27e1dnMoDXLzzom8tWfj9qHBiIkKxZ0jw1Go6Q9wdnuXiJ+IiCg1JJncQeRmKFCwABbNXyTzCyS0fct2WX2FiIiIbEssHGUAypSHWNdeOTs7Y9nypVi7cQ06dGovE5sP+LA/Dh7dr0lKbmu+XfkdunTshk0bN8uiL0Sm8M5RHdnLD5XPRQLye0c/QWyMroovRERE1sr5NGYUBvQZiCOHj8ju6OLCZ+SwUTiw/wB27N4Gu6IdXzOsOl10Clep0lcZTtfZ07eMsdXnzK1mZ2y1PIO2oaiKFq2oeOasmK9Y3snV+Epw2vOdTKgUZ958fW0wt1KdKRX49LF0hT9LVOgzVpxidQdzK83p+rzbWjU6fZXmDHlfxr6n5D/uVqFsoouZf+pSk/jdMvWzb889n9SqVa8qH2lB7Tq1ceH8nxg9agwmfT4J77V5D527dka58parCEjpQ+YSvRAZcg+BNzcj7NkfeHh6KnLXmMoKeERElGqSvcUpqtmt/vVH+PsHYM/uvbLrd2hoKDZuXo88eTlenIiIiCillCxVAiu+XY5T505g2IihOH/uPNq2aoemDZth1YpvERgYyINPhicgrzoOXtmrydevb2/H879W8ugREVGq0VvWpladWvJBREREtk9UulP2CjSUgxnV7tKCY78fw7o1G/Dk8RPExGh3uRsxajjq1qsDWySSi/cb2E8+Ll28hPVrN2DurHl4+fIlxowbbe3mURrh4OiCfHXm4eae/yEi+BaeXvoKrl454Vcgvpo1ERFRSrLvq0wiIqJ0Jua/nE+mcLDjnE9/nP0Dvd7vjZq1aqB0mVKJhhv5+/vB1r148QJnTp+Vj6ioKHh7eVm7SZTGOLl6I3+DpbixpydU4S/x4NRkuGTIAq9sla3dNCIiSu/BJ3GBIxJe3rxxE66urihZqiQGD/lQJiMnIiIi26JOHm4KBzvO+bRn1168/0F3TJs5FWmJqHh36OBhbFi3EUcOHYGXlxdat30Pi5cuRKnSpazdPEqDXL1yIH/9L3Brb1/ExkTICngFG69EhoAS1m4aERHZsWRvcf780y/o0qErQoJD0KBhfVStVgVXr1xFs8Yt5B1EIiIisi2xJla6i692Z7/BJzHMrniJ4khL9u87gOqVauDD/h8hMiICC5cswJkLpzB1xhQGnsgsGQJKIm/debKSRmz0G9w+OBgRwXd4VImIKPV7PsXGxmL+nAWYNXcmur3fVWvehHETsWDuIqzd+CvSNlWC8m7KWkYmVGyKMLJqlL7KcuF65usqp2RuxTxzq9uZWy3PoG1oH9hYZ0XFM5Wi4plKMd9ZMd8x+X+2DKu6ZlwlN2MryVl6+7ryweirsJfaFf4MqdDnalSLdRwXJ8U+nLTj8U7OsVqvnc2t8mYJzilcac6QSnQpXXEvpd+T+IuvWCY8pd8TWV2ZsmVw4vhJdO/RDWlFWGgYPvjfB+jUuSNy5Mxh7eaQncmYszby1JyG+8fHISbyNW4fGIRCzX6Aq2d2azeNiIjSU/ApLCwMERER6Ny1U6J5Pf/3Afr06pfSbSMiIiIjqeCoM1ib3nM+FS9RDHNmzcXkCVNQq3YtuLu7ac0vUqwosmTJDFvSrkNbazeB7Jxf/uaIiQrFo7MzEf32mQxAFWzyPVw8/K3dNCIiSi/Bp4wZMyJDhgwIDg6Gv7/2F9CL5y+QJ0/u1GgfERERGSHGjGp3jnZch+Sbr1fg2dNn+OG7H+VDadGShTYb7Dl96gyu/HUFQa+DtKZXqVYFderWtlq7yD5kKtoZMVHBeHpxGSJD7uHOoY9QoNEKOLtltHbTiIjIjiR7lfnB/3rgowEfY+qMyShcpLAcinf+3HmMH/M5Ro9naV8iIiJbE2tGtTsnO+75JPIkjZswDsnddLNFo0Z8im1btstE40JMbAyCg4Lh4+sDP38/Bp/IIrKU6oeYyBC8uLYa4YH/yB5QBRotZwCKiIhSPvj08uVLeWdQXOA0adAMbu5uMpeOSqWS5YnHfjpOPoRMmTNh/+G9lmsVERERkQWJ4JKNxpeSdPHPSzi4/xAOHz+IrZu3ISQkBGPGjcbWzVsxecJUtGnX2tpNJDshru2zVxyJWFU4Xt3YiPDAvxmAIiKi1Ak+eXp6YujwIQZtRAzPS5tUCTLX6kg4HmdkIuxoM5PkGjtfuT9D2qRMquti4QTi+t6zIQnH9SYpd1C8ViSNjlYklXZWzFcs7+RqXjJvXcsYm2wbiDKqDeYm8zaEuQnBzU2yblgbzUu0nug9KZPXx2ifF+fIFPiLa2zybGP/TqQEfcUULP2eUiEZuIviPSnqFEClMq92Q2pSV64zdV17d/PGTdy4fgNhYW+0pouKvnny5oEt+fvq32jctBFy5swpgwOq6PgPYpt2bXDk0FHs27M/TSVQJ9smPmM5q8bfWGYAioiILC3J62MPDw/07d/H4jskIiKilCOCsKYmHHe04+BTXFwcRgwdiS2btsLR0VH+ox0TEx8JdXFxwfzF82wu+BQUFAT/gPi8m35+frjx7w3NvNx5cuPp06dWbB3ZIwcHRwagiIgoRdhvcgciIqJ0KFb2fHI26SHWtVe7d+7GuT/O49DvB9C67XuYv2geTv1xAh06dUD5CuXQpq1tD2ErUrQIfv/9GB4/eozg4BDs27sf2bJls3azyI4DUAGFO8rX8UPwBiA6PNDaTSMiojRM78iA478fx4XzfyI0NFRrupe3F4aNGJqSbSMiIiKyCHEtI4aoFShYAA6I7/WUPUd2zF0wG43rNZHV5EqVLmVTR1vk1BQ90YUKFcujRMkSqFm1tuy5lSNnDrzXppW1m0j23gPKwQGvrm+QSchv7euDAo2+hqtndms3j4iI7C34NGv6bFmaWHRDFzmgEvL390vpthEREZGRmPNJt1cvX8ngjeCd0VsOaROcnJxQuGhh3Lt73+aCT527dNJ6/e0PK3Hi+Em8CXuD2nVrwdvb22pto3QSgKoyFg5Obnh57WdEhtzFzT29ZRU8d5981m4eERHZS/BJ3BH8/rsf8POan1CrTq3UbRURERGZhMEn3eIQJ/M8Cfny58PB/QfRp19vvHnzBpcv/oVevXvZ3Cfu4cNH8MyQAX7/3fATuanq1a9r7WZROgtA5aj4CZzdfPD04jJEv32KW3t7I3/Dr5AhoLi1m0dERPYQfBIXY64urnYeeFIlqFmk61C4mFehKcLIClHGVpYzpXKWsdXs9FaeM3P7uipz6avWlWif2gc2VlmxTKWoaKYsY+UaZWalOuMrwbkmWt/YanbmVZLTVdHK3Gp15lbYM3b7uvZh7HEzVpxidQdzq7wZsoylK+xZonqeIe/Lkpws/J50LWNHYmMdERPrZPK69srNzQ3O/30/tGnXGsuWfIWaVWojPDwcAZkCULlKJdiabVu2Yf6cBShZqgRq1q6J2rVroWLlSnB3d7N20ygdEUHbrKX7w8nVG4/OzoYq8jVu7e+P/PUXwyur7f3eEBFRGgs+ZcyYUV6M3b1zV94hJCIiIkqr5syfrXkeEBCAbbu3YOf2XTJ/UsdOHWSvIlvTp29vlCxVUubfPHLoKL75agVc3VxRpUplGYxq3qIZ8ubLi/Tmr2sPUbJoDnnuKPVkKtoVTi7euH9yImKjw3D7wIfIXWMK/PK34GkgIiLzcj5NnPw5BvX/EAM/HIhcuXNqzXNxcUW58mX174GIiIhSjUrlJB+mrpte5MyZEwMG9Yctc/dwR916deRDePHiBY4e/l3m45w9Y47MWzVm3GikJ1f/fYTO/b9G1QoFMH9SZ2QKYN6r1ORXoKXsAXXv988QGxOB+8fHISrsMbKU6qsZ1kpERGR08Onp02e4cf0mRgwdqbMCy7mLZ5NbnYiIiFJZbIxz4uHFRqxr72JjY/H48RO8evkSuXLnkr2gbN29u/dw7PfjOH7sOE6eOIW4uDg0adYEderGB6XSk+U/HkFUdAyOnbmBVh8swYIpXVCzciFrNytdyZirDgo2/RZ3Dg2FKuIVnl78ElFhj5Cr6jg4ONpeD0IiIkoDCcdnz5yDD/73Abp26wxPLy+t+U7s6kxERGRzYlSOiDGxB5NY156JJONTJ0+XwRy12nVqYdrMqTaZYmDvnn2YPmUGnj55Knubizyc/Qf2l89Flb70aP7kLrK300/rT+LFq1D0GvItPvpffQzt1xDOzunzmFhDhoCSKNz8J9w+NASRwbcReHMzot8+Q97ac2TPKCIiIqMSjquiVZg0ZYIdd6NVJcg6qyv7rOLuTZyRybSjLZzoN8KAs2fpNpmbQNzYhOUm7VPx+VT806WKViSyVlycKhPzxjgan8zb3ITflk72DUQZ3T5jE60bm1Dc3O0bkiRdmchdn0THRfHPnMpJ+x9xJ+dYrdfOykPgbOFk4XKnevahrw36fsdTgrkJwVM6gbkOijoFic6ts6LNynv74SnTLLKgSxcvYUDfQejYuQNmzp4OXz8/PLh/Hyu/+RY9uvXEgSP7bS6R9+1bt/Hg/gPUql0TTZs3RZ26tdNljqeE3FydMemT1qhWsQDGTN+IkNAILPv+EM7+eRsLp3ZFjqy+1m5iuuHqlROFmv6Au0dH4s2zcwh9fBI3dveUicjdMqbvzykRESXmmFzCcQ8PD1kFhoiIiNKGmBgn2fPJpEeM/fYc2bJpK9q0ayMTj4tk3aKCXLMWzfDL2tVyGNuZ02dga/oP7IeNW9ajYuWKsv0N6zZG7ep1MW70eOzeuRshISFIr5rWK4Udq4ehfKk88vUfF++i5fuLsX3fJWs3LV1xdsuIAg2/gl+BVvJ1ZMgd3NjdAyGPT1q7aUREZGOS7V8v7g6OH/15ur64ISIiSktiop1kj09THmJde871VL5COZ1JvYuXKI4YVWp0CzSOs7MzKlWuhBGfDMdvWzfgzyvn8emYUTh75g98OGAwvvrya6RnObP7Yc03AzHgg7qyl77oBTV8whqMmLgWIaG8eZpaHJ1ckbvGNOSo+Ang4IiYqFDcOfQxnl/9UQZ2iYiIkh129/LlS6xbux7BQcHYsnkrfH19EyUc3394r9FHMSwsDKEhociWPVuSw/lEb6vIiEj4+iXdddqQZYiIiNKb2FgnkxOHi3XtVYmSxXHwwGF80KuH1nRxnXPl8hUUnV4Utkj88371ylWZcPzEsRP4449ziIqMQomSJVCuHKsOuzg7YfTHzVGnWhF8OnU9njwLxra9F/HHxTuYN7EzqlcqaO1TmC6Ia/rMJT6Au29B3Ds2WgagnlxYhPDX/yJX1QlwcvGwdhOJiMjKkrw69fT0xNDhQ5JcMUOGDEbnWvjxu5+wZ/devH37Flev/yX3kZDoYfXpyM9w6MBhODo5In/+fFiweIHsGm/MMkRERETX/72O58+eywORNVs2XDh/Ab169MZ7rVvBz88XDx48xE8/rEaRYkXg4mJs1riUt23rdkwaPxmvX79GjhzZ5XDBuQvmyBxQ5lTpe/zoMV6/Dkr22kksExUVJXNMpYXcnyLItOuX4Zg8fyu27rkog1A9Bq/EBx2rY9RHzeDlaVv5vOyVd44aKNz8Z9w5MkImIg+6swsRgf8ib90FcPexvaT+RERkA8Enke+pb/8+FtvR5t+2oEatGqjboC6GDR6uc5mxn43H3Tt3cercCXh7e2PCuIno06svDh87qAl2GbIMERFRuiWKLphY7c7k9WyUGJYmciUldPTwUflQJvYWvYradWgLW+Ll6YlhI4fKKneFCpnfg+fQgUP4/tsfcOH8n7KwzN1HtxMt8+TxEwwa8BFuXr8JNzc3eHp5YulXS2SFPVuX0dsDC6d0RYNaxTFhzmY5DG/1xlM4ePwaZo5tj9rVili7iemCSDZeuNlPeHByIoIfHEJE8C3c2NUduatPgm++ptZuHhERWYnefvnR0dHYuX0nrl37BxHhEZg0dSIOHzyMho0bGrWjydMmacoGJzXMTyTPXLLsC2TKlElOGzN+NH7bsAn79uxD2/ZtDVrGOKoEpdR0HQrlNBfzKjhFGFnFytjKcoYso2++vn0aW73O2O3rWsfYinyKf55infVUglMs7+TqZHSVN33V5syv9GZcpTllZTjD3oPxVf7MWd/Y+Yb0STC2DXqPu/KzE6l9XvVKid/ZGAtX1DO2ep6uZfS1OdL+q+cpq99ZNXuQytGM4FOyqSDTnKkzpmDchHEGLSsKrdiaBo0aWHR7Z86cRb+B/fDq5SuMHPaJzmWGDx0Jd3d3nL98Dm5urhg3+nMM7DcIR44fkjcm04JWjcuiUtl8mDh3Cw4eu4bHT4Pwv2HfoWOrihg3rCV8MvJmZUpzcvWSvZ1eXvsZjy8sRqzqrRyO9+b5RWSvOBKOTsq/mkREZO8c9XVXb1CnESaMn4STx09i545dcHR0xIb1G7F/3wGLNuSvS3/JZKCVKlfUTPP390fBQgVx8eJlg5chIiJK12IcAJWJD7GuHREBpSxZMhv0cHe3/2FZY8ePQd16dZIcRnfn9h2cOXUGQ4d9LI+HWG7EqOF48fyFTHeQlmTL4oNv5vXEoqld4e8bn+Zh447zaNp1EfYdvWrt5qWrPFAFm6yCs0dmOe3lv2twc28vRIbcs3bziIjIloJPn34yGjVr1cCZ86fw7Y/faqZ36dYFq3/82aINefUqUP708/fTmi5eB756ZfAyuoS/DUfgq0DNI+h1kEXbTkRERJTWXb78l/xZNsEQOxGYy5krJ65cuYK0GPxo3bQc9qwdIXtDCS9eheLDz1ZjyLhf5HNKeV5ZyqNIy3XwylZVvg5/9Teu7+yKwFtbWQ2PiCgdcU6uKt21q9ewbuNaefcrLOyNZl7BggVw68ZNizZE9KgSYmK0x0eoolVwcnQyeBld9uzYhy0btlu0vURERDZJZca4P6uOFyRrEzfnXFxc4OXlpTVdJGd/Hfg62Zt8ogpxwu3YkgA/L3wxvRvea1JW5oJ6/jIUuw7+hd9PX8fwAY1lUnJnZ/vKd2ZrXDz8UaDhV3h+9Xs8vfQ1YlXheHByEkIfnUSuauPh5Gp7w16JiCiVgk/ibpEY4qZLSGgoPCyc3Dtb9mzyp+jaLSqrqIk8T5WrVjJ4GV2atWqCug1ra10UTRk706LtJyIisgkxZgSRUiE/FiVPDH1TqVQoXKRwqh8qZ2dnuW9xk8/J6V0wRlS9E/OMvcn37PELvA1VJry0nhL5AvDD/B74avUx7Dh4BWFvIjF90Q6s2XQaI/s2QJniOWHLYmPi8Pj+M6RpPu/Bt1xhhFybjdiIJwi6txchT/+Ed7FRcPW1/aT2dnte7BDPi23ieUlf5+XNm7coUuzd9UySVxKenp4oULAAFs1fJJN6J7R9y3ZUrpJ0sMcUZcuVkQkuj/1+XBNYElXt7t29h6pVqxi8jC4eGTzkI7GIBGmMdSU+VF69K5aJMzKZdrSZSXP1Je82ZJ/K+eFG7lNfG/Qtb0gCZnOTlou8JVqvFUmmE71WJJ12ViSddkw+ibXuRNZOKZqMW8nc7RuyDyWzk3nrSdKu7z2aso/E8417zzGKJjspPpsOxiYPj2+EefQVLjA2GXdK9HxxsoE2IPk2uCjaoFK0QfFnAuG23EOIPZ/StN279iAkJARjxo3Gqm9WyRt+I0eNSJV958iRXQ6DevniJbJmy6qZ/vzZC2TPkd3om3xZc2SGr58PbM0XM/Oi5+V7mDxvC/6+/gS37r3E4Inr0b5lBYwe3ByZArxhi8Q/BjnyvDsvaVdWxBSpiEd/zMbr2zsQG/kcwZc+Q6Zi3ZG9/BA4OqeNxPb2d17sC8+LbeJ5SV/nJTg4xPBqd5+OGYUBfQbiyOEjKFe+nKx2N3LYKBzYfwA7dm8zesdv37xB0Ov4btvPnj6TVVP8/P3lsD4R7Orbvw8WzF2I7NmzIVPmTJg6aboMONWtX1euY8gyRERERGk5Sfqtm7fl86joaNnrKLVUrFwRrm6uOHzoCLp27yKnXTj/JwIDA1GzVk0TbvLZropl8mLz9x/j181nsHD5PoSGRWDTzgvYf/RvjBzUBN3bVeVQvBSuhpen5nR456iBR2dnISYqFC//+RUhj44jT81p8MycNntBERFR0pINPjVu0girf/0Ry5Z+jT2798o8AKGhodi4eT3y5M0DY4i7dxvWbZTPs2XLhu6de8jnCxbPQ83a8Rc0n3w2El7eXpg/dyEiwsNRtXpVfDb2U02uJ0OXISIiSrdUSfSMNXRdsqrqNapjysSpuHXzlrxhF61SyWq/urRu+54sAmOoR48eIeh1MB4/eiRfX73yt/yZL39eeYNPBL4GDhqAWTNmyxuD3t7emDFtFho1bohyCZKQ2wuR56lnpxpo0aA05izbLYNPIgg1Zf42/PrbaYwZ2hJ1qxdJsjogmc8vfwt4Za2IB6emIvTxCUSF3sfNvb2RuURPZCszCI7O7jzMRETpIfgk1KpTSz7MJYJG4pEcEUD6cPAg+TBnGSIionQrxozhnMz5ZHUFCxXAmg2/YPfOPThz+iyio6OQLbvuIW9eXsYND1v363rs33dAPi9eojhGjfhUPp8zfxbKlC0jn4/8dASyZM2CdWs2yF5XrVq3tPtrLjHMbt7EzujSugomzduCf24+xY07z9F3xPeoWaUQxg5pgeJFcli7mXbLJUNW5G/wJQJvbsbjc/MRq3qLF1d/QPD9g8hVdTy8s1ezdhOJiCglg0/BQcGYMH4iliz7wqh5REREZEVMOJ6mid5JWbJkwYTJn+OrL7/W5H+yBBFYEo/kiF4+H/TqIR/pTaVy+bD1xyHYsP0cFn2zH69eh+HE2Zt4r+dSdGxVESMGNkHWzKzKlhLE5y6gcHsZaHpwagrCnp5BVOgD3D4wCH4FWiFHxZFwdvdPkX0TEVHqSHKsWmRUFE6eOKV7XmQkTp86k5LtIiIiIkp3tm7ehl9/WWPtZqRbYihet3ZVcei3T/FR7/pwc3OWSdhFQKphx3n4YuV+vHkbae1m2i1Xrxwo0Gg5cteYBic3XzlNJCX/Z1t7BN7aJs8FERHZ6bA7XS5duoyAgACkfdEJEmMYUjrOOfnqd8ZWr4swsiKUsom6rn1czKx8ZWxlOWOr45lSsc/YNid6raj0Fq2o0uasmK9Y3sk1+Spu8aJStRKc5befeB+WriSnbLO6zmRSy+vbviH7MLuCX4JS43K+k3a83sk5Vuu1olCiaYytBKdveUu3xxbaYAMV/FyM/FOZqljtLk0TeZZEFV+yLi9PN3wyqCm6t6uGBcv3YvOuCwiPiMaSVQfx88bTGNSrHt5vXw3u7rqqJZO5vaD8C76HjDlr4fH5BTL4FBMZhAcnJ8rnYiieW8b4qtdERJR2JLo+fvnyJepUryfvLERERKBE4VJa81UxKkRFRuHT0Z+kZjuJiIjIEAw+pWlVqlbGtMnT8eTJUzx7+hTR0Srcu6M7GNW0eRO0bd821duYnmTP6oP5kzrjf11qYuYXO3Hmwm0EBr2Rz7/99RgG926ATq0rwdXFqiFnu+Ts7icr4vkVeA8Pz0yXw/DCnp7Fv9s7IXOJD5ClVF84uWSwdjOJiMhAib4pvTy9MG7CWISFhWHZkmUYrcgzIErwFixYEBUrVTB0H0RERJRamPMpTStarChWfr8Cu3fulsEnsg2liuXEL1/1x7EzN7Bw+T78de0hnr0IwcS5W7Bi9VEM6dcQbZuVl8P2yLK8s1dF0VYb8OyvlXh+9UfExUbh+ZVv5TC8HBWGwzd/C1YkJCJKi8Endw939Oj5PiLCI5A9eza0adfGOi0jIiIiSofq1qsjHyuWr0RoSKjeasGUesPB6lQrgtpVC2P/739j0Tf7cP3WMzx88hqjp23ENz8dxcd9GqBlozIMQlmYo7M7spcfAr/8LfDoj7kyIbkq/AXunxiPl9fXIWelz5Ahk/ZoDSIiSiMJx0UQioEnIiKiNDrsztQH2YwBg/prBZ5iYiydUI1MDUI1qVsSO38ehkVTuyJf7kxy+u17LzBy0jo07rIQ67aeRVQ0f6Eszd23oExInq/eIrh65ZLT3r64jBu7e+D+yYmIDn9p8X0SEVEKB5+IiIgoDQ+7M+XB2IbNCQ4KxsTxk1CtYg0UylsEVSpUw+hRY2SOTrIuR0dHtG5aDnvXjsCs8R2QO4e/nH7/4SuMm7kJDTrMw4/rTyAiQld1FTIn+OeTuz6Ktt6EbOWHwtHZQ05/fWsb/tnSGk8vLUdM9BseYCIiG5POsyMmTIwRrmO+soKJKvn5cUaWP4o2s6qVrhtqxu7T4pXljHxtSCUtYyvm6flUx8YoqqipFFXaVIr5ihJmMY6J8zkYW6ktpSvBGbt93fswrpKcIfuw5PZ1LaOP2VUCnRUfrkjtCoGJGFIFzpTf87RWPc8W2qCvTYo2KE91okqGqjRSyNWUdclmqFQqdO3UXQaa2ndshxw5cuDZ02fYsmkLzp4+i90HdsPd3c3azUz3RJ6nzq0ro32LCti+7xK+/vEwbt19gSfPgjF1wXZ89f1h9OleG93bVYW3l3u6P16W4ujkiqyl+sC/QCs8+XOJrIQXq3qLZ5eX49W/65ClzAAEFO4IRydWJCQisgXs+URERERkg34/8juCg4Kw7+AejB0/Br1698RnYz/FvsN7Ze+PPbt2W7uJpAhCtWtRAXvWjMCXM99HiSLZ5fSXgWGY++Vu1Go9C7OW7MLjZ0E8bhbk8v/27gO8qaqNA/i/TffeFFpW2bPsvZcgOBDFvbc4UVFx4ARFxb23fipuBXGAiILIHrI3hdJC995J7/eckyYkt2mTNClNk//veU7T3JWbc5ObmzfnvCcoTo6K12nKZwhuMUBO01bkIX3Tc9i/5HzkHVkGRalmnRMRNTEGn4iIiNyJ+I6la2Dh9zOXcuTwEYwdPxaRUZFm00NCQjBpyiQcOXK0yfaN6u+ON2V8Lyz59E68v+ga9O3VRk4vLqnA+5+vxtjpCzF73mLs3p/GanSioJhe6DDxPbQf9wYCIjvLaZXFaTIp+YFll6Aw7R8oirqbAhERnSkMPhEREbkTJhx3G6FhoThxwnKAIvX4CYSGhJ7xfSLbidZpY4d3xTfv3Yov374JE0Z2k9O0umr89Nt2nHvVa7j8tnex6p99qK5m5NcZRP2GJQxH56mL0WbEfPiFJMjp5XkHcPTP23Hot6tRmLaWQSgioibA4BMREZE7YfDJbYwaPQrr1q7DC8+9iNzcXGMC8tdfeQO//fIbxk4Y29S7SDYGRAb1TcI7L1yNFV/PxmUXDIa/vz6x3PotR3DDvR9j0sWL8PFXa1FUXM46dQIvL29Etj8bXc79Ea0GPgAff33rwdLsHTj65ywc+u0qFKatYRCKiOgM8vCE46ZZWS1VhbVM1ur7vs5NIG5v8vCmeExHE5rbkjTd3qTltZb3Ut1XJbKuUiWh9lHNVy3vZyGTtr3Jsq0lynY0Gbe923dGMm44nCTdvu1bfszGfwyz9VWvPY3qtefl7OThzkje7Qr7UHGGH78RWDn7u3Q+cmo+WrZqiRdefh6PPPQoXn/1Dfj5+6GyohLBwcF45tmn0bFjh6beRbJT+zaxeOqB6bj7pon44rv1+PTbdcjNK8HR49l4atFSvPjW7zh/Sl9cceFQdOkQz/p1kEg2Htv1UkR1OA85B75C5u5PoavIQ2n2Thz98w4ERvdAfO+bEZowUgYJiYio8Xh48ImIiMiNB3JtyLrkUs497xyMGDkc69aux8n0dLSIj8fgoYMRFxfb1LtGDoiODMEdN0zATVeOxpLft+Ozb9dh9/50lJZV4ovvN8gyuF8SrrxwKCaM7g5f1Q9jZB+NbxDielyL6M6XIOfA18ja8wm05bkoy9mNo6vuRGBUd8T1vBbhrcfBy8KoxkRE5DgGn4iIiNyx211D1yWXExUVhbHjx8guQqLVE7kPf39fXHTuQFx4zgBs23Ucn32zDr+u3IkqrQ4bth6RJS4mFDOm9seo/u3Rqk2Lpt7lZk3jG4i4HlcjpstM5Bz4FpkiCFWWjbLcPTi2+n74hbZGbPerEJV0Drx9App6d4mI3AqDT0RERO6ELZ/c0scffoLCwkI8OPcBNBdFRUXw8mZXJlt1aBOJx+89G3dcNwo//LId3y7bhszsIlne+uQvWQYkt8X0KX0wbkQX+PvxMt4RfgnnoVX8ZBQfW4KCQ4uhK89CZVEq0jY8g5Pb3kBY0gyEtpsOjV9YvdspKSlFQUGhQ/tCzsfj4pp4XDzruOi05k3q+alFRERERE4XFR2FiMgI1qydYmJj8GDndrh31jn4Y/VuLP5hPf76d79s+bb5v2OyhIcFYvrZ/XHp9CHo1rkV69gBcfG3onrgDcg7/CtO7fwAZXkHUV2Zj/x9H6Dw0BeI6TwDLXpcCf+w1hbXryipkseMXAuPi2vicfHs48LgExERkTsRXecamrKE3e7IiSIiwxEVrR9ljBrm8pmjZTmRnoPX3lqGJX/sQGpaDgoKy/Dx4n9k6Z/cHlddPBIXTBuEyAh2y2yomNir0XHwVcg++idSNryJvNR/Ua0tQ+ae/yFzz+eI7TARbfpfj6i25snJC3OK+Tp3QTwuronHxbOPi4cHn0z7Jli64i6zczwj1XzFzpHgyuwcpcrS0XN09DpHR86ytr4to935O7gNq6PlmX8rq/bxqbd5oE6rmu+ncfooa86eD1Tatb6ty9TH+j7WP0Kfn53bb8hjODzKoEY1X+NtPt+n2uy+T4UTRm5r7JHdGrJ9R0ev0zTxc7T0GKplfFXzyxwdoe9MEvXl7cC6DZR6PBUVlZVISmoPb2/vRlvHU4WHh8NH9XlFniOxVTRuvXIs5j9+Bf5auwcff7kaPy/fiqoqHbb8d1SW+x//ApPHJ+OS6UNx1tjeMp8U2UcElWKTxstScHIbUja+iYwDvwBKNbIOL5clOLoT2vS7Hi17XAgfPwb7iIhsxasYIiIid6JzYNS6BqyXlpaGW264FSkpxxAQEAA/X1+89tZr6Ne/r1PX8XSXX3lZU+8CuQCNxhvjR/WUJSunEIu/XycDUfsPpaOyUoslv26RJSIsCNOnDcQl04dh6MCODO42QHjLvkg+7z2UFaQiddvHOLHjC2jL81GScxB7VzyIg6vnI6HXpfCKmAjAcpc8IiI6jT8zEhERUYPdc8dshIaGYst/m7Bp2waMHT8WN99wC8rKypy6jif66IOP8epLr9k9jzxDbHQY7rjxLGxe+TRWL30Mt103EbEx+uTY+YWl+OiLv3HWRQvQa+QDeOL577D/0Mmm3uVmKTC8NTqPeRSjb92C7mc9j5CYrnK6tqIQxza/g5Q/LsTmxRfh1N6fUK1tTs1kiYjOLAafiIiI3LFHeUOKnS2fDh86go0bNuH2O2fBz0/fefau2XciJzsHK1f86bR1PJUIxpWWlVqcV1xUjKoqdT9z8tSuYv2S22Ph45fh4MZF+OHT2bh4+hAEBerfX8dSs/H8az+j/7i5GDr5MSx8bSkOHjnV1Lvd7Gh8g5CYfAWGXvsnBlzyHeI6TQa89F+lco//gx1Lb8Hfb/XDgb+eQknukabeXSIil8Nud0RERO5EBJG8zkzOp127dsnb3n16G6fFxsYiITFBzpt27lSnrONp8vPykZ2Tg9ycXJSUlODQocNm80tLSrD679U4b/p5TbaP5Jp8fDSYOKaXLEXFZfj5921Y/MO/WPXPHlRXK9i5J1WWJ5//Hj27tcb0qQMwfepAdO7Qsql3vVkF+6LaDJOlvCgdu1e9jeK0ZagoSkdVWa7MEyVKZJvhSOh1CeI6nQ0fv6Cm3m0ioibn4cEn8YthVT1VYS07t4+V+77OTeZt7eGdkbTc0YTl9q5v6YuOo0nLrT2G1qveBOTaKlUi7ADV7lVbSDju3ciJru1M1q3enrXtn4l9dPb2G/IY9q7vaBJ2q6cI/UbVO+UYRxOYN6THgL0JxB1NWG7vec0JvSB8Vc9RNQ4BtKp9KGvmwScR/DAVGBiIwKDAWouL5Xx9fRESEmI2PSoqstY2HFnH03zx+ZdYuOB54/0vP19ca5n27dth6rSzz/CeUXMSGhKIS2cMk+VURj6+W7oRPyzbhPVbDsn5u/amyvLUCz+gR9dEGYQSpUtHBqJsFRDaCtFdb0S/afOQfXQVTmz/DFlH/pAJyvOOr5VF4/sgWnQ9B616XITI1kPgVdNaiojI03h48ImIiIjUnnhovtn98y86B9Nn1m5lI0Zf02q10Ol0ZqNBlpeX1zkyW0PW8TQXzrwQI0YOx3fffI/i4hJcfe2VZvPDwsKQ2DqR9UU2i28RgVk3TJIl7WQufvxlM35cthnrNh+U83fvOyHL0y/+gG6dEzDtrL6YNqkv+vZqx2TlNvDy1iC2wwRZRGuotB2LkbbzS5QXnoCuqgTpOxfLEhDeWgahRAmKbMdXMBF5FF7lERERuROt4+vOWzAXEZERZi2fLGmV0AqKoiArMwvxLePlNP39bDnPWet4mri4WFlEfVTrqhHXIq6pd4ncSELLKMy6fpIs6afyZCBKtojafEi+F/ceSJNF5Ilq2SICUyb0kYGo0cO6wd9f1aqfLLaG6jB8NpKG3Y281PVI3/U1MvYvha6qFOUFqTjy7yJZIhIHySBUi67nwtdfnyieiMidMfhERETkTnQOdLur6SIpAk9R0VFWFx8wsD/8A/zx58pVuOyKS+W0rZu3Ijc3F8NHDDMut3/ffoSEhiAhIcHmdQiIiYlhNVCjahUfKUfJE+WkCET9ugXLlm/DPxv2Q6vV4WRGPj78/C9ZQoIDMGF0TxmIOmtcMiIjgnl06iG61xlyQ3WdMB+ZB5chfdc3yD32jwi5I//ERln2/fEIotuPQXy38xHbYSJ8/FivROSeGHwiIiJyJ7ozt25oaChuue1mLHjmWTlyXWhYKBY8tQCTJk9Ccp9k43I3XX8LRo8ZhSefecLmdQj4d+06rFq5qs6qGDZ8KMaOH8uqIqdoGR+JW6+dIEtefglW/LUDPy/fhhV/7URRcTmKS8r13fV+2QyNxhuD+3fEpDG9cNa43jJ5uUjETZaJhOOG7nblhWlI3/OdbBFVmnsY1boKZB36XRZvnwAZgIrvei5iksZD42u51SkRUXPE4BMRERE12N2z70J8fDx++uEnVFRW4oILL8BNt95ktkyXrl3kaHb2rENAelo61q9bb1YVJcUlSEk5hoiICJn3iagxiFZNM88fKktFRRXWrN8nA1G/rNguu+rpdNX4d+MBWR5f+J3snjdprBhlrzfGjuiO8DCO7laXgLAEJA25E+0H34HCU9txau+POLVvKSqKT6JaWy676Imi8Q1GbMdJiO96HmLaj4G3jz9f7ETUrHl48ElnkhzDUpIM9TT1+EW+VpZXzVccHAnOlpHiHB29TnuG59tS7Q0ZMc+ex1SNdletSnirU4+Gp7ovaPzqHyUNqGzUUdbsHSmu9v45fx+t1YG969s90twZeAyd+rWiM3+OGtVrzctStVsbic3e95ijo9dZG7muOY5eZ+k5NPIIeU364aq18HnTiK2mRGuHSy+/RJa6vPvB23avQyLx+AxZ1Hbt2o1ZN9+Oc887h9VEjU7keZowupcsLz19JbbtSMEvf2yXLaK27kiReaJE97xPFq+RxcdHgyED9K2iJo7pJUfS8/bmCG9q4jwY3rKvLJ3HzpNd8E7tWyIDT5Wl2TJR+am9P8ji4x+mT2jeaQpi2o9l1zwiapY8PPhERETkZkTwqbqB6zZ0PTqjevbsgVGjR2LlH39aDE4RNWbApF9ye1keuXc6MrMLsfLvXVj+1w55m5tfInNF/bN+vyyPPfstYqJDZbJy0SJq7IgeaNuaucxq16s3IlsPkaXr+KeQm7oOGft+Qsb+Zagqz4O2ohAn93wvi7fGH1HtRiGu02TEdpgE/2DWJxE1Dww+ERERuROdAy2fGHxqNkQCd9Etj6gpxcWE4dIZw2QRXfE2bz+C5X/txPI/d2DbzhS5THZOEb5bulEWIaltHMbIQFR3jBrWDdGRITyIJry8NYhuO0IWkag899gaZBxYhsxDv6OqNEfmiMo+vEIWMbpEROJAxHWaIktQRFvWJRG5LAafiIiIiFyQTqdDVZV5H1GdTos9u/fgu2++x6PzHmmyfSNSMyQhF+XRe6cjI6sAf/+7F3/9swer/tmD1LQcudyRY5myiBH0REuq5B5tjK2ihgzsiKBA5jYy8Nb4IiZpnCzdqxciP30zMg/+hsyDv6Is/5jZqHkHVj2B4JguiE0aL5OVRyQMlOsTEbkKBp+IiIjcreVTQ1swNbTFFDWKd956FwsXPG9x3rjxY3H2tCmseXJZLWLDMfO8IbKIvFAi4LRqjT4QtfrfvcgrKJHTt+86JstLb/8q80X1T26H4YO6YMSQLhgyoBPCQjnim6FFVGTiYFk6j3kMxdn7ZBBKBKOKMnbKZUqy98uSsvFN+PiFIrr9aBmIimk/Dv4hcU38iiAiT+fhwady8ZtCPVXhY+W+tUzY6vu+9Sd2tTfRtnq+MxKAl9v5mPYmFLe2vqV17H0MuxOW1z80sDrhuE5be6d1PqpE1t7q5Nz2JuuundS8sRNpO3sfrW/fviTplrdp3z6qH8PPzn2utY8a1XyNeUJVP1siANYSfDua3Nva9hsj8faZTiDu7KTrFupNlVseqre89YEPziSxLw0d8ZzBJ5cy5ezJ6NCxg9k0H40Grdu0RucunZtsv4jsJVo4dWjXQpYbrhwru+jt2H0cq/7ZLYNR6zYdRHlFlcwXtWHLYVkWvfULvL290Lt7GxmIGj64C4YN6sxuejX1GRrbTZYOw2ajrCBVdsvLPrISecfXya552soiZOz/WRYhrEVvfSAqaRzCWvaBt7eHfw0kojOOZx0iIiJ34kqBMHJI+6T2shC5Yxe9vr3byTL7tqkoL6/Chq2HZJLytRv3Y+OWwzIYVV19umXU6+8vl+t275IgA1HDB3XG0IGdkNAyCp4uMLw12va/QRZtZSnyjq9F1pE/ZDCqvDBNLlOYsUOWI+tekqPnRbUZjuh2oxHdbhQCI9rJgBYRUWNi8ImIiIjIRS164SWMGz8OffomG6cd2H8A3379HeY++lCT7huRswQE+MoR8UQRKiqqsHVHCtZu2I9/NuzH+s2HUFyib56/Z3+aLO99+qe8n9AyUp9rql9HDB7QUbaU8vPz3K84Pn5BiO04URbRrbEk5wCyDq9E9pE/ZG4oRdHJ0fP0XfZ+lesEhLdGdNtR+mBU2xHwDYxs6qdBRG7Ic8/MRERE7sh6L9v62dejlhrRrl278ecfqzD7vnvMposudzv+24kN6zdi8JBBPAbkdvz9fWWrJlHuu32a7I4nuumJQJQISP278aDMGSWknczD9z9vkkUI8PeVLaoMwahB/TrI/FOeSLRmConpIkv7wbehqrwAucfXIidlNXJTVqM0/6hcrrwgFWk7PpdF9NsOi++NqDYjENlmKCITBsHHP7SpnwoRuQEGn4iIiNyJo93uGHxyGVs2bUHffn0szus/oB82b9rM4BN5BJGIvF9ye1nuvGkyqqursfdguuyet2HLIdll7+DhU3JZ0V1P5JASBe/o12/XOhaD+ndA/976bST3bOORo+r5BoSjReezZRFErqiclL/1wahj/6CqPE8m/ys89Z8sKRvfEJnOZb6oyNZDEdVmGCISB8HXP6ypnwoRNUMMPhEREblby6eGJg5nyg+XEhDgj/S0dIvz0tLS0L1H9zO+T0SuwNvbGz26JMpy7WWj5bScvGJs2noY67ccwsath7B52xGUllXKeSmpWbJ8/eN6Y86pbp0T5Mh6/URAqnd79Oia6HHd9USuqMTkK2RRqnUozNiJ3GNrkHNsDfLTNqFaWw4o1Sg8tV2WY5ve0gej4nrKYFRkm2Fy9D0R1CIissazzrC1VJkMhWbpp2J7h1HztbK8ar5iZXMVVjZvy0hx9o6Y5+hoefYOAOiMand0n2vdV41gVqUa4cyndrMArWodP9UwatZGcmvs+WqWRqqz9zHUI8U5ex+t7Z8zHsPeEffUo+sBlfVv39oIaXJirZ2yb6S2Mz2yXGM8hr0j/jm6fVsew05WxjY9s8Q5ksEntzB02FA8/OCj+P235Thr8iTj9NV/r8Gypb/gxptvbNL9I3Il0ZEhmDw+WRZBdNXbve+EDEaJ1lFbth/B4ZRMOU+Mtrdrb6osnyxeI6f5+/ugV7c26JfcTraQ6tu7Pbp0bCkDVZ7Ay1uD8JZ9ZGk/5A5UaytQcGo78lLXIff4OuSnb0J1VZk+GFWTvPzYZtG0zAuhcT1ki6iIhIGISBiAwLDEpn46ROSCPDz4REREROSa2rRtg1tn3YKbr78FXbt1RWLrRJw6eQq7du7Ctddfgx492fKJqL6uesk928py89Xj5bS8/BJs25GCLTuOYst/R7H1v6NIP5VXk+Rci83bj8hiEBIcoN9Gjzbo3aONvO3SsZVHtJDy9vGXrZpESRp6N6p1lbIrXm7qOuQd/xd5aRv1wSgoKMrcJUvq1g/luv6hrRDRaoAMRImAlAhOeWua9GcZInIB7n/mJCIi8iTVNaUhPOMH/mbl3jmzkdwnGUt+WoLMjCy0a98Os+64FVOmTmnqXSNqdiIjgjFuVA9ZDE5l5MuR9URASgSjRFAqN69YzhMj7IkE56IY+PpqZJc9MaqeCEjFhQUgMj4a4WFBcGfeGr+alk0DgSF3olpXJVs/yUDUifXIT9sCbUWBXLaiKB0Z+5fIItf1CUB4y741wahBCG/VD36BUU38jIjIo4NPv/3yG7Kzc8ymJXVIwrDhQ82mFRYWYu2atSgtLcPAQQPkL4NERERU0y2SwSe3MmHSeFmIyPniW0Tg7Il9ZBEURcHxEznGllFbdx7Fzt2pxtH1qqr0I++Jgm8MW/kQ7dvEopdoIdVd30JKBKZaxUfKEefckWjJFNGqvyztcQcUpRolOQeRn7YZ+embkX9iE0rzDstlRe4o0X1PFIOgiPYIq+nmFxbfB2EtekLj694BPCJP51LBpzdeexMajQ+69+hmnBYQEFBr2OGrLr0abdu1RXR0FB5+8BE8Mu9hXHHV5U2wx0RERC6GwSciogYTwaK2rWNkuWDaQGNA6kR6rj7otOc4/tt9HDv3HMex1GzjekePZ8my5NctxmkRYUHo1iVBJjPvXpMgvXuXBNkCy914eXkjJKaLLInJ+u9llaU5yE/fgoK0TchL2yS77ckk5gBK84/KcmrvDzXraxAS2w1h8cmylZQowTGd4e3tUl9XicgBLvdunjR5Im67/dY6599/zxwMHT4Ub7z9mrz/5eeLMe+RxzFu/Fi0Smh1BveUiIiIyL28/eY7yFG1Qh8waIBZwnMiTwxItU6IlmXqpL7G6fkFpVixfDMyC8plUEqUvQfSZbJzOb+wFOs2HZTFVMsWETUBqYSagFQiunRqiaBAf7gTv6BoxHWcJIsg80Zl7ELBya0oPLkNBSf/M7aOUhSdMXdU2o7P5TRv30CEteiFsBbJsmVUaIteCI7uxIAUUTPlcsGnI4eP4OuvvkF8fDz69E1GWFiYcd6hQ4exd89ePP7UPOO0GRddgPlPzcdvv/6O62641s5H05kM2yQS5sHOodrK7ByOzsp4SDoHR3mztIyukUevs/fxrG3flnXsHr3OymPW2p750FjVPuYL6GouKMynqZbxq3+UNJ2qoqyNombv+ur5towCZ20btZdv2udoyz7WXt6xfbRaB+rXis58fY2F0R29HB0JztKIkfWxdlqy9h5ujNHrnL39huwz6t+mr2qftarHsPQJ0mS0DtSxfYNQkhv6evE36NipIwYM7G+cFhLsfq00iJwhIjwIA5Pbo13n1sZpFRVV2HcwXQai9uxPw579J7B7XxpOZeYblzmZkS/LH3/vMgtwdWgXJ1tKde3UCl07tkLnDi3RuWNLBAf5u0/eqFb9ZDGoKs+XLaIKZDBqu7ytLNGPSigSmuef2CiLcRs+AQiJ6aoPRsXpA1Khsd2g8Q1skudERM04+CRGcNFqtdi3dx+yMrPx4isvYMzY0XLewf0H5G2nzh2Ny/v5+aFN27Y4eMD8FwVTZaVlKCs7/dUgP+/0yZ+IiMit6JwQ4COPNnzEMFx97VVNvRtEzZK/v69xlD1TOXnF2HsgDbv3ndAHpcTtgRMoKCwzdu07dDRDlqW/bTVbV7S46twhXo6016VjS3TppA9MxUaHNvucUr4BEYhuN1oWQz1UFJ+UgSh966jtKMzYaUxmLrrtFZ7aLouB6LIXFN0RYTIY1RNhcb2gq4xssudERM0g+DTvyccwYOAA44lHdKe7547Z+GvtKoSHh6GoWD/yhGlrKEHOK9LPs+S3n5fjx2+WNvLeExERuQDTRr1EDbD+3/XIzMhEfMt4jBk3Bq1bJ7IeiRwUHRmCEYO7yGIgvu+kncytaSFVE5g6cAIHDp1CWfnp1tOpaTmyrFy922ybURHBMiDVuaNJYKpjK7RJjIa3d/McvlQE0wJCW8nSovPZxnoqK0hFUeZOFGXskl33ijJ2oqIko2a+DiXZ+2U5uec747bS1rZGaEw3hMR2lfmkRAupoMgkmSydiDw8+GQIPBlOPLfcdjM+/fgz7PjvP4wcNdKYfLykuAThEeHGZYuLi5GQmFDndidPm4TR40eatXx64qH5jfY8iIiIiJojX18f+aXVx9cHq1auwjNPzsfCRc/h3PPOqXMdtjAnahjxfSexVbQsk8b2Nk6vrq6WCc73HzqJ/YfSse/gSRw4rP8/J/f0D+65+SVYt/mgLKb8/X2Q1LYFOrRvgY7t9LeidGrfQo7u19xaS4n9DYpoI0uLzlON0ytKsmQQqlDkipJBqZ0oy08xzi8vSJUl6/Dy09vS+CE4qiNCawJSITEiKNUV/qGtml29EDU3LhV8UvMP0PdvLsgvlLft27eTt6mpqcbgkzg5p51IrzcRZmBQoCxERERuT7R6YssnaqD3P3oPrduczl/z4sJFmDvnYYweM1q2NLenhXnqkZMozNEPT0+Oq9ZVI+VAKqvSg45Lp1YRskwb1d04La+gBEePZ+PI8SxZjqbq/087dTqtSEWFVnbxE0UtMMAPbRKi0DYhWt62S4wx3hctqZpfAKYTvKM6ITxqOsK7AbqqYlQUHEB53j5UFh1GReEhVBYdgaKrkEsrukoUZ+2RxZS3byj8w5LgF9YR/mEd4BfSHn6h7aDxj2qGdeK6eB7zvONimhPPZYJPubm58PHxMetS99MPS6DRaNCnXx95v0fPHmjZsqWc3rNXTzlt9d9rkJOTg/ETxzfgUatMqsBSVTiaydrXyvKq+YqVzdmSCFj9NPSjmdqeqPdMJyxvjGq3N2F5rcf3qjcBubaqdkZeP32jPCNdtSoRtbfGrgTgtZN527d+Q5KJ6xzchrV99LPyeI4+R5fYR00DsjVbew+p51fYuT1nJBC39zFcbZ8tveed/Bi+PvUnJD+jtHUM5kBkA9PAk3DhzBl47ZXX5YAvQ4YOtquFeeukloiKjmK9O4n4YmB6EU+eeVzET/F9B9aeXlpWgUNHMrDvUDoOHj6FwykZOCxzSJ0y5pUSRHe+/YdPyaIWFhqIDjUtpZLaxaF9m1i0axMrb1u2iIRG01y68nVDyoF+xuOiVOtQmn8Mxdl7UZy1D0VZe1GcvQ+leUfFTLlMdVURynL+k8WUT0AEQqI7yVH2DCUkujMCwhLg5dVc6sN18Dzm2cfFZYJPebn5uPmGWzBi5HAkJiZg9649WPbzL5jz0P3yviCagT/xzOOYdfPtKCkpQUxsDD77+H8yKWbXbl2b+ikQERE174TjvI4mFcOQ8ZWVdY/+yRbmRE0vKNAfvXu0kcWUyJeUnVskA1EyGJWSIYNUhuBUSenpX4gKi8qwbWeKLGq+vhq0TYyRwShDQEp/GydvReDKVXl5axAclSSLabc9XVUZSnIOoih7H4pFQEqWfcZcUoK2PB/5aZtkMeXtGyi776kDU0ER7eSofkTkwsGnDh2T8N1P32LpT0uRcjQF3Xt0x6y7ZqFjxw5my006ayJ+WvYjfvn5F5n76bkXn5XTiIiIiKjhUo+nwsvb2/ijn/DRBx8hJCQEffoms2qJmiHRZSw2OkyWIQM61QpMZWQWyICUDEwdOWX8/1hqtllgqqpKZxyNz5KoyBCzllJtW5/+P6FlpMwn52o0voEIi+8ti6mq8nwZlCrOPiBvS3IPojjnoMwfZVBdVSbzTYlixssbgeFtEBTZXga7giI71PzfQSZRF4EwIk/lUmcBkUvgiqsut7pc9x7dZCEiIiInjnbHlk8eraqqCrfdPAutWrVCy1YtsXPHTpxITcNLry2qNdIwEblHYEokIBfFdBQ+Q2AqK6cIKcezkHI8E0flbZbxNu1knlzGIDevWJYt/x2t9Tje3l5o2SICbRJi0DpR5JqKRmuRcyoxRt6KEhykz/XrCnwDIhCRMFAWU7qqUpTkHkZJ9gEU5x7UB6ZyDsrue0p1zQevUi2TnouSc3SV2freGn8ERrQ1C0oFiRZZkR3gFxzL3FLk9lwq+ERERERNmHCcwSePltQhCUt/XYJ/167D8WPHMXbcWAwaMpCBJyIPDUzFxYTJMqifeU8UoaKiCsfTcvTBqVTzwNTRY5koKj6deLa6WpHBKlHUI/OZtpySQSkZnIox+T8aiQnRiI4MafLgjMY3CGEtesliqlpXhdL8oyjJOSQDUaW5R1CSd1j+X1mSabJcBUpyRGuqAxa2HSwDUUER7REU2RaB4W1loCoooi1bTJHbYPCJiIjInTiScJzBJ4/n6+uL0WNGeXw9EFH9/P190SkpXhY10SIqN79E32LqWBZS03KQmp6D1BM5MmAl7ov8UqYMLae27zpm8fFEy6jEVtFIbBWJhJZRaBWvvxVd+lq1jERCfBQiwoOaJEDlrfGVSchFUdNWFKE0TwSj9EGp0rzDxv+1FQXG5XRVJZa78cmefL4IDEtEYE1QSgSkDIEpcd/HP6TRnyORM3h48Mn0Cl09Mp1QZudQberlfa0sbyUxn87OketcYfQ6e7endcJod/4Orm/1vnlFV/vUftvo1CPiqe5r/NSjpqm3UWnnaHiOra+eL6hTI9q7Desj7mmc+hwbso/W0j86Y8Q9s/VVo8JofPQjqpjysTcxtLXTkM7BkeZsGR3S2jYdfQxHR8ezd3u2PEZTjl5HRETUjIgAkGipJEr/5CSLy+QXlCI1LRvHT9QEptJy9P+L27RsZGYVmi0v8k/tP5QuS11EgMoQiAoP9kPnLonyfxGgkgGrlpFnvAWVj38owuKTZVEH6KrKcmTrqBIZlDoiu/SV5R+TRVtZdHrZan3LKlEs8Q2KRlBNS6nAiDYIDGuNwPBEBISJkgCNj2pYbqIm4uHBJyIiIjfjyGh3DV2PiIjIDqKVUkR4G/Tqbj46n0F5eRVOnDzdWkqUE2k5+u57p3KRlp6L0rLKWgGqg4dPySIt315ruwH+vjWtpaKQIFtPRSK+RSTi48JlXqr4OH0JCLDUMMF5RADMLyhGFnVuKRmYKs+TQajSmmDU6f9TUF50UixlXL6qNAcFopzcavGx/ILj9C2nwlvrA1LhiWb3ffyCG/W5Ehkw+EREROROHMn5xEF4iIjIBYjgT8f28bJYIgI0BYVlMhCVfjIPJ9JzkXYyF+mnRG6pXKQcy0RWbnGt7n3lFVU4nJIpS30iw4PRwiQgJW7FfcP/MkjVIhxBgf6NE5gKjJIlvGXfWvOrtRUoKzyBUpnY/HhNYCoFZQX6/0VidFMi75QodQWnfAMiZQspQzDK0GpKBKgCwlrBNzC6yfNtkXtg8ImIiMidODLaHa8KiIioGRDBEH3rqSD06JJYa37KgVS069xaBp8MASl90Sc+Tz9V8396LvILzYM1Ql5BiSz7DtbdzU8IDwtEfJy+5ZQIRrUU/7fQB6nkSIJx4YiLCUdoSIDTAjjePv4Ijuogi5qh1VR5QaoMUJUXnJC3ZQWpKC9Mk/9ry/PN1hHLi1KUucvy42n84R/aEgE1xT+0lUyCfvp+AvyCouDlxcSRVD9eZhIREREREZHbCQsNlKVrp1Z1LlNWXomMzAKczMjHqcx8eZuRKf4/Pe1URr5Moq4mWl+JUl8uKkN3v7hYMXpguHEUwVjT+yb/O5I43bTVlDrPlGkS9NqBKf3/4rayJMtseTFKn+juJ0qdj6vxQ0BIvAxK6QNVNcGpsFbwD9Hf9wuOadBzIvfh4cEn074JloYGsjdbtrXs3L5WEpSrEpArVjZnKTdHUycQt7Y9a/Mbsk86Jx+mWo+nOvmrkonLXVBN02nNN6JTZZXWeauTa9efbFunepK1l7d3fQtJ0x3eRqVT17e2f7Y8RpM/R3Vy+or6n6NNybTtbdGisXP7TZFA3N59djThuRMSiKsPba3E8U2ZoLzKgdHu2O2OiIg8TGCAH9q1iZWlPiIPVUZWgTFAJYNSmQUyMGU6LSe3uPa6FVUyoboo1vj5+SA2OlQfjJJBKUMJrwlY1QSqYsMQFREMb29vu5Ogh8Z2k8USXVWZbCVVXiTKSZQXpaO8MB0VxeJ/fVG3nlJ0lfpufwXH63xcMWqfJiAGmZsSZR4qEazyC4mDvwhahbSAX3ALeesTEMFufm7Kw4NPREREbqbagcThtQdkJCIiopo8VG1bx8hSn8pKrTFIJYJTmVkFyMwu1JcscVuArJr76pxUhvUN3QOt8fb2QlRkCGKiQhETHVrrNlrcRoXKYJa4jY4Kga9v/SEAjW8ggqM7ylIXbWUJKkQgqiYgVSGDVYbgVLqcJ7rymRKj9mlLTyK/9GT9z0njrw9KBbeAf0gLsyCVf3DNbUiczFXFXFTNC4NPRERE7kSx0HLWnnWJiIiowUTLpdYJ0bJYI7r8ZakCU7X+zy5EVlahzEGlVl2tIDunSBYctG3/IsKCjAEqEYw6HawKsxC8CrGYVF2MkOdjJUAlEp+XF52qCUaly8BUVuoB+PmUoKIkExXFGTIRulKtrdXNT+SsEqU+oqufMRgVHAs/UYJia/6POf1/UCw0fsEMVLkABp+IiIiIiIiImqDLX5vEGFmsES2isnIKZX4qfVCqQAadcvKK9QGo3CKz25JSy3kKRIJ1UQ4dzbBpH4MC/WQLqsiIYERFhCAqMli2tpLFOM1Q9PNEgEvjG4TgqCRZDLyj9YngDRSlGpWluagoPoWKkgx9QKo4A+XFGTXT6g5Sia5+IkeVKNZ4+wTI4JR/kCFIFWMWsBLBKjkvJA4+fqEMVDUSBp+IiIiIiIiIXLxFVULLKFlsIVpVyeBUbu3AlOF/kZ/KMM1SyyqhtKwSpWk5SE2znq/KQHSHiwwPMglShcjglQ8UtEuKN04zBrAiWyIqvhNiAv0sBn4MQarKEhGYOlUrSFVZmi0TpVeUZqG6qnZXxmptuU2tqYzd/mpaTukDVjHwDYqGX2C0HNXv9P/R8A2Mho9fkM314ukYfCIiIiIiIiJys1ZVtnb/E6qqtMjNK0FWbqE+KGUSrMrNL0Zunr7k5ZfI5cQ0SzmrBEVR5OiAcoRAG1tYCf7+PjIoFREeLEf9i6y5jTC51U/rjojwgYhoF4SW8n6wzMllyEclAlGVpVmoELciKFVzXz892zhdV2WhK6Po9idyWBWm2bTPslVVTUDKNyjqdGDKNGBVM80vKBo+/mHw8rIvSby78PDgU7lJggtLVeFr57Bojg4FpxrtTs2W0ZSaevQ6nYOPd0ZGr3Pw8SzQVpkPEaXxMb+vVY2G5+enfgjV+qr76vmq1R1e35YR9Kxt40yvb+l5qtk7aqA1Dj9HC6cZjer15WXvyG7OHnnOltHwmnrEvcYYbc/aPtm5TQ//cCUiIqJmRiQibxEXLoutZMAqv6QmIFVsEqQS04qRUxOkMgSusrMLUVBchooKyxeTYroYNVAUewX4+54OUoWZB6wiwjsgMry3/n5sMCI6BiM+IghhQd4I9CmFpjofVSatpypLsk2CV9moLMupNcKfWasqO4JVXl4aY5CqVoAqMBK+ARHwFbfyf/2tGKHQHQJWvD4mIiIiIiIiIvsDVrHhstgi5UAq2nZKlF35DAGpXAuBq/wCfckrKK35X38r1qtLeUVVzQiD+Q3q0mgIVIWHBiIsNArhYYkICw1CeJi4H4iw2AAE+1cjyK8KQT4VCPAtQ6CmBAFehfBFHnTluagqy5WBqsrSHPm/Ok+VoCg6fQuskizYzMtbH5SqCUbpA1MRJsEqEbwyCVzVTBN5t1xpREAGn4iIiNyK1kITUHvWJSIiImocIhgSHOQvi61dAg0qKqr0CdONQSl9YErkqzo9rVQVuNJPqysBuyGZuxxhMKuwwc8rJDgAYaGtER7WpSaAFYiQYB+EBnkjOEAErbQI8q1EoG+FPmilKYafVwH8kQe/6hz4VGdD0ZZa3rhSLYNZoiDP9n0SIwKaBqT0wSoRqDo9zScgAqXZldAlxULjE4DGxOATERGRW9E6EERi8ImIiIhck7+/r10trdQBJhG4KpDBK0tBK/3/BYVlKCzSLydyWhWIUlgq169PcUm5LOmn7IgOQSTpaCGLCMqFhQQgNMQfIUE+CA7SIDjAC8H+CoL8dQj0rUKAaHHlU44A71L4e4vgVSH8kI8ATTkCRXDLT4tAPx003opxREAxUqAo1iT13gZNaDwaE4NPREREboUtn4iIiIjUXeviYsJkaYjy8ioUFOkDUiI4VVhYJoNZ+vv6AJXhtsBkmdP3y6DV1p3oVCRpl4GuOpK4mwuqKXEW5wb6a4zBqyBj8EqLQN9KBPiUwd+7DAHexTKgZQhaDbOWf9oJPDz4JC7Qve3I3l1mJSG5vZmvrSU0V81XrDycKyYQt/fxGrKNhiQ1d+jxaieprvZRJbZWnVh0WtV8P41dibGtJ752bH1bkpZb20Zjr69+jnqVLpe43WyfNar1NbUTBWp8qs3u+6hbBHtgsm6r27Nln0xZeik25Hma8FWtr1XVoy2XDURERETUPIjR9AICGtbqyhBcKiuvVAWtDC2tDEEq/fQiUUrKUVRUjqLiMhQWi2n6llWiWFNWoZMl22yqyP3kX1Miaq1z41NASCgalYcHn4iIiNwNu90RERERuRIvLy8EBfrLEt+idvDHVjpdtQxAyaBUTXBK3JdBq5oglQxWySLmG5Y13NffqltiiRxVjY3BJyIiIrfCbndERERE7kij8UZ4mBiFT3S7azjREquiQisDVft2HkGAv7pXlvMx+ERERORWqhwY7a6h6xERERFRc2qJFSC7EvqiNCFa3m9stROQEBEREREREREROQlbPhEREbkVnQ0jLdS3LhERERGRc3l48Ml0tDtLXQ3sHZ3Ox87R8ewdTc/K6q4wep2927P0CrR3G1o791nr6ONZaJKoGgFPW6UaFS3AfHFdtWokN+/6R1WzNpqdtZHjbBkNr/ZocpV27kPjrn8mRv070+tb5OPgyG/Wltc2wkhx9o5G5+PkfXJ0BEBn7JOV0fDOLHa7IyIiIiLX4uHBJyIiInfDlk9ERERE5FqY84mIiIiIiIiIiBoNWz4RERG5FXa7IyIiIiLXwuATERGRW2G3OyIiIiJyLQw+ERERuRW2fCIiIiIi1+LhwScxnJFXHSPN2TI6naPDrtk7mp6v9dGYmnr0OmvbU89XjQLXNKPXWblvbf/kNPPht6p9VKOeqUfDU93X+FkaUsz20ew0cGx9S9uoPZJb/dvws/KYzl7flm2o2TtqoNPXV70u5DSd+ah+GtXry8LYivaN/GbvyHM6Gz4lKs7wPjk48pzF53CmR+gjIiIiIvJgHh58IiIicjfsdkdEREREroXBJyIiIrfCbndERERE5FoYfCIiInIrbPlERERERK7Fu6l3gIiIiIiIiIiI3JeHt3wyTThuKXustezZZVbm+zg5k7Y6IXkj7LKjCcR1Dib/tuUxHU0g7uw88XKd+tNCqxOO67SqxNU+qsTV3tYSW6t3otLOxNiWnkSlXUnNaz9G4yZFt7a+s7bRqOtr7Fu/QYMAVNiZ/NvexNu27FNTJ0lvSDJwB/dJnUte9ZY+w1y/292+vfuw/LcVqKysxPCRwzF02BCr66SlpeH7b35Abm4u5j352BnZTyIiIiJyDrZ8IiIicstudw0pjR81++XnX3Du2ecjPT0dFRUVuOGaG/HyolfqXeehOXMx84JLsHHjJnz0wceNvo9ERERE5Fwe3vKJiIjI3VQ58PHeuC2fqqqq8NjD83DTLTfivgfuldN6JffCPXfMxoyLZqB160SL610480I8veApLPlxKdb8vaZR95GIiIiInI8tn4iIiOiM2LZ1G7Kzc3D+jPON0yZPOQsBAQFYuWJlnev1H9CvYd1WiYiIiMglsOUTERGRW9E60IJJnzArPy/fbGpgYCACgwId3rOjR47K2zZtWhun+fn5Ib5lPFKOpji8fSIiIiJyTQw+ERERuRVD/qaGrgs88dB8s6nnX3QOps88z+Iar7z0aq1glamw8DDcc+/d8v+ysnL4+fvJgJOpkNAQlJWpR8QgIiIiInfh4cEnrZWqKLMy2py10em0Do6OZ22YNQuj3zk62lyVlRGefJ08Wp7WCSNpOXv0Om0DRtKq9ZiqUdeqVKOe+Th35Df18tbWN//aV9c26h8xz9H17R+Rz3w0Pmdsw94R/Zy9vtyGxrz3s8an2rFR03wcHEnO2qhvzhiNrrGfg7XtoQGxGWfvk4u3fJq3YC4iIiPMWj7VpWXLeISEhNQ5PyQk2Ph/cHAwKisqUV5egYAAf+P0wvwCOY+IiIiI3JOHB5+IiIhITQSeoqKjbKqYmZfMtLkCO3XuJG8PHzqMHj27y/9LS0uRfvKkcR4RERERuR8mHCciInLLbncNLY2nd3IvtG7TGp9/9rlx2jdffStvx08cb5z2+itv4NdlvzbqvhARERHRmdMsWz6tXbMWS5f8LH8tHTJ0CC6+dCZHwSEiIpK0Dvy21LjBJ29vbzy/aCFuuOZGHD92HKGhofjzz1V4/Ml5iIuLNS73zdffYvSYUZgydYq8/9MPP2H7tv9w+PARef+Jx56Ut1dfexXatW/XqPtMRERERB4YfPr26+/w0Jy5uO2OWxETHY3XX3kd69etx6tvvNLUu0ZEROQCXDf4JAwZOhir/lmJ1X+tQWVlJeY8dD/aJ7U3W+b2O2chsXWi8X5kVJS8L4oIShn4+5/OG0VERERErqtZBZ+0Wi0WPP0sZt15G+6efZec1q1HN1x4/kxcd8N16NM32d4t1vF/QzNVW5tvLbO1vfctJBxX7NwlRxOSO3t7ltapcnCf0IAE4vY8nqXHVCUcr/ZRJcbWmu+EVrW8xq9xE1+rk4Pbsg1Hk6Lbu746KbqlfXZ0G42dVN3a+nKa+rWhMz+2PhV2JvO2Nxl4Q2IN1pKSO5qQ/Ew8Bzg3gbivav0yl0pA7npiY2Mx46IL6px/0cUXmt0fNXqkLERERETUPDWrnE87/tuJnJwcTDl7snHagIED0CK+Bf5a9VeT7hsREZFrjXbXkNL4LZ/ItVVVVeGlF1/GxLFnYfTwsZj7wMMoyC9o6t0iIiKiZq5ZtXxKTU2Vty1btTSbHt8yHqnHT9S5XllpGcrKyoz38/PyG3EviYiImpIIIHk5sC55sqcefxq//7Yci15+AaFhoXjkoUdx43U34evvv2rqXSMiIqJmrFkFnyor9N1RAgMDzaYHBwWhoqLuPg6//bwcP36ztNH3j4iIqOk5EkBi8MmT5ebm4ov/fYkXXlqI4SOHy2nPvfAspkycivXrNsh8XURERERuH3wSv8AJBQUFiImJMU7Py8uvlazU1ORpkzB6/Eizlk9PPDS/kfeWiIiIqPnYsnmrzK85YtQI47Ru3bshNi4WG9dvZPCJiIiIPCP41L17N3m7d89ejBylDyaJ7nQpR1Nw2RWX1rleYFCgLAY6nT67bWCAzkoWaXVWXXXrKi8r1VltJauuev0qK+uXq+6f7kpYJ/VTUA8M5Gclh7mPle2ps4ZZ6+mhWHmKtiQEr7LymN5W9tmWfajv8c3zQVveJ63qQQLMF/D1N99IQIX5sfTzM1/eT/Wgfqpj76ua76PaIfV9bwuvHW/V69ur1pMyn6+o5qvvV6vu61QVqVUdaC/VgahUHShLL63ah9J8KS/Vi8FagnJtrQTivvXuk5/q8dRniNrL106z56szf0z/SvP7fqWqFWo/iDl7l7d2WrHUqNTaNq3NtzaIgM7Ke1Sxcl/9YrH04rF2nrB2Ordy3ihSPQdtTi7CI8Kh0dSfiN8ZAgMqGtyCyfxzkTzNqZOn4O3tjaioKLPp4ge/jIwMm9Mb5GbnylumOXCugoJC5Obo65ZcB4+La+JxcU08Lp55XAzXwM0q+NSmbRv0H9Af77/7IYYNHyafwKcffybnTT77LJu3U1RYJG+njs9stH2lOqi/DxVaWMbSNHI5ipV4g/q+/l3nbH5W7oc0yqOSiwu0cr8p3DIHL729EFHR5l/qnck/IADBIcEOf7aJbYhtkQdSFBl8EsWUj48G1dXVdqc3YCtzIiIieqnmGthLURT1d0iXdvTIUVx9xbXy/8ioSBw6cEjmI5h27lSbt1FZWYkTx09Ap6vG0488i3kL5iIiMqIR99q9Gboxsh5Zj66Ar0fWoau+Fs9Ey6eSklJUlKubszUgiBUc5LR9ouZj2dJfMOuW27Fj73aEhYUZpw8fNALTZ0zHfQ/ca1PLJ3GdlZeTh5i4WGg0zWpgZZfFzzbXxOPimnhcXBOPi+cel2bZ8kkQuZ1W/r0C27dtR1lZOZKTe8snYw8/Pz8kdUwyNi0TldyYv0Z7CtYj69GV8PXIOvTE16IIGjFwRA2V3DdZ3m7euBnjJoyT/584kYa0tHTjPFvSGxhGIibn42eba+JxcU08Lq6Jx8Vzj0uzCz4Jvr6+GDhoYFPvBhEREZHbSExMwPgJ47DohZdlsCkoKAgLnlqAtu3aYvSYUU29e0RERNSMsS00EREREUkvvPS8bLU0uN9QJHfvixNpafjgk/dlq3EiIiIij2r55CyBgYE4/6Jz5C2xHpsaX4+sR1fB1yLrkTyXyKf5/kfvorysHFqdFiEhHLjBFfC87Jp4XFwTj4tr4nFxTWfyuDS7hONERERERERERNR8sNsdERERERERERE1GgafiIiIiIiIiIio0TD4REREREREREREjYbBJyIiIiIiIiIiajRuFXz636efY8zwsejeqSfOm3o+Nm7YWO/yxcXF+OyT/2HyhCno0KYTVv+9xinbbc7Kyyvw+KNPYEDyQPTq2hs333ALTp08Ve86J06k4flnX8DAvoNlPep0ulrLTJk4Vc4zLY/OfQzuStTJDdfciJ5dest6eerxp1FZWVnva/HN19/C5Alny3oXr8nPPv7M4e02d//+8y/OmXIuunXsgXEjx+PrxV/Xu3zq8VQ8/OAjGDl0NJJ79MXFF16Kf9euM1vm5yXLar0WRcnLzYO7+uC9D2WdiHPYBedeiG1bt1utxwfuexDDBg5Hnx79MHPGJfhn9T8Ob7c5KykpwUNzHka/XgPQu3sf3H7rncjOzq53nfXrNuDaK69D3579Mbj/ULnOsZRjZsuMHj621mtxwTPPNvKzIaKmlJmZhVk3345e3ZLRv/dA+blVVlZW5/JinjjfTpt8rrxGmDj2LLz39vuorq52aLtkTlzviuteUcfiOlhcD4vr4rqUlpbi3bffw9mTpsl1Jo2bjA/f/wimYzmJZSxdc3z3zfesfhvZe+0r3hc//bgEM867SB6XEUNG4fHHnkRhYaFD2yVzx48dl9c4ov4G9RuCBU8/C61WW2c1ie+H33/7A6afM0MeF3H9KOpcXF+ZvgctvV9WLP+D1W+jI4eP4MrLrkaPzr0wpP8w+R3d0nfzuq7/xfcnS9/nHdmuGcVN/PjDT0qndl2Un5csU7KyspTn5i9UunborhxLOVbnOi8vekV5aM5c5Z/V/yhtW7VXVv35l1O225zdP3uOMmLIKGXnzl3K8eOpyuUXX6GcNX6KotVq61znhmtvUl596TXlvXfel/VYVVVVa5mJY89S3nv7PTnPUHQ6neKOKisrlXGjJijXXXW9cuLECWX7tu3K4H5DlUfnPlbnOqJunp3/nLJn9x6lsLBQ+fWX35QuSd2UD9770KHtNmcHDxxUOrXvIt+n2dnZyg/f/aB0aNNJ+e3X3+tc5547Ziv/+/Rz+f7MzclVXly4SL5/d+7YaVzmpx+XKH169DN7LVp6zbqLL/73pTxnrfj9DyUzM1N5/NEnlJ5deimnTp6qc525Dzws6zvjVIY874l67Ni2s3Jg/wGHttuc3Xbz7fL9t2/vPvn6mnHehcr50y5QqqurLS4vzplXX3GNsubvNUp+foFy9MhR5ZorrlWGDx5pts6wQSOUzz/7wiPOjUSkyPf3OVPOVS6ecaly/Nhx+bk/etgY5a7b766zesT59onHnpTXZgUFBfJ6tWfX3spLL77s0HbJ/JwtrnevuPQqef0r6lqcn+fc+0Cd1fTxh58ozzw5X9m1c7c8Ln8s/0Pp3qmn8ubrbxmXKS4ultfGmzZuMjvP1/XZQeYacu0rlnnw/oeUbVu3K0VFRcqO/3Yo40dPVG654VaHtkunlZWVK6OGjVFuvuEWJT0tXdmyeavSP3mg8vQTz9RZTRs3bFQefvAReTzEcRHHR32OEtsS75f9+/bz/dIAJSUlytABw5Tbb71DOZl+UtZ53579leeffcHquuI9ce7U8+W1qvr7vCPbVXOb4NPZk6bV+oAQF/lPznvK6ro5OTl1Bp8c2W5zI77gJ7XuKL+cG6QcTZF18+cff1pdX6xXX/Dp/Xc/UDzBr8t+VdolJJl9CV/8xWIZBBFfQm31wH0Pyi+3zt5ucyE+oMTrxpQ46U0/Z4Zd2xHv1xeee7FW8MlTjBk+VgaGTL+giAsEEVCylXhPt0/soHzz1bdO3W5zkZp6Qp7bxBcLg9279shp69dtsHk7f/+1Wq4jPrgNxJebLz9f7PR9JiLXtHbNWnkeOHjwkHHaLz//Ij/fTc8N1oigh/jy7OzteipxnSvqTwSeDMSPMOK6WFwf2+qxh+cpUyZOrRV8El/OyX7OuvZ9/ZXXlQF9Bjl9u57qx+9/lO8N8R3a4JOPPpE/nItAha3ENaO4TlcHn0zPY2S7r778Sr6GRUMGg3ffek/p0bmXUl5ebvUzRQQCv//2h1rf5x3ZrppbdLsTTVr37N6DocOGmE0fPmIYtmze6nLbdVXbtmyXzedMn2/bdm2RkJjglOf72suvG7tPiW4lon7d0eZNW5DUIQkt4lsYpw0bMVw25d353w6bt5OXl4eQkGCnb7e5EM+39ntvOHbu2ImqqiqbtiGWKykuQbBJPQqi6bXokiC6Q10283Js3rQZ7ignJwdHj6Zg6PChxmne3t4YMnQItmzeYtM2xPtUdCMICQ3B0OFDnLbd5sTwnEyfb/ce3RAZGWnz8xXdYRZ/vhh9+/U1ew8Lz81fKLsujh89ES8uXITysnInPwMicqXPtti4WHTs2MHss1z8ILx1y1aHrhGcsV1PJeovsXUiWrdONKs/cV283Y4u5erjYnDjtTfJ7ioiDYVI+aHuMkl1HxdHrn3F6//woSNY9vOvmDzlLKdt19OJ+uvStQuioqLM6q+8vBy7d+226bgcOngIv/36u9lxMbhkxiWyO5/oavzt1985ff/d+bj06NkDoaGhxmnDRgyT6V3279tf53p//7Uavyz7FU8+84RTt2uJD9xAdla2fBFHx0SbTY+KjkJWVpbLbddVZWZmwsvLy+xEIkQ74fkOGToY555/Djp17ozdO3fhwTlzcejAIXzwyftwx3pUv2ZEHQpZWfXniDEQeYpW/P4HXnn9ZadutznJysxCdHTt954IKOXl5SMuLtbqNl596TVUVFRg2rnTjNOCAoPw8GNzcfbUKfLi7/13P8AlF16G75d8i97JveFOMjMy5a26HsXr5sD+A/Wuu2rlKtxw7U3ywjs8IhxvvfMGEhISHN5uc5SVkYnAwEAEBQXV/izIrP/c+PQTz+CjDz6W9di1W1d8/NmH8jxrMGr0KFx08YXo0LEDtm/bjofuf0gG9l5/69VGez5E1HTkZ7nq3BkeHgZfX1+bP8t3/LcDP37/Ex5/ap5Tt+vJLF1jRUVFyvO1rfW3ZdMWLFv6C5574XTePrH+zEsuwvU3Xoe4uDj8tepvPPLQo8jPy8cdd9/u9Ofhbhy59hV5Pzdt2CSv9cZPGIdHH3/EKdulOuqv5vujteui86ddIM9h4rhMPvssPPjwA2bvl6uvvQpXXXMVIqMisPy3FZj7wMMyL5SYTvWr93Vdx3ERP47eP3uOvO4MCwtz2nbr4hYtn+ri7eUtQqvNZruuysvb2yx5YkOISOqAgQPkhZCIlD7z7FNY+cefOHjgIDyBfM3URPqtERHk226ahSuvvgLnnDfNadt1B4bna8v7T/xS8tYbb+PFl59HYqI+aCJMmDQe191wLeJbxqNVQis89sSj6NGrhwxCeQpb3tNjxo3B/iN7sXHbBlx9zVW4/pobsWvnLoe3605Eay9rz3buow9h76Hd+OPvFWjVqiUuvegyswTACxY+g379+8pz4+gxo/DYk4/h5yU/Iy0trdH3n4hch/jSZcv5UwxaIH4YmHbOVFx+5WVO2y5ZrjvBlvo7dOgwbrr+FvljwoUzZxinix8tFr74nGwlEhkViekzzsfNt96Ed99+l1XeQLZe+37x1f+w58AufL/kO5w4cQKzbrnDKdulOurP21B/9dfQdz99g90HduLbH7/Ggf0Hcfcds43zxLX5E08/jg4dk2RjiEsuuxhXXXMl3nnzHVZ7Ix2Xe++6FxfNvBCDBg9y6nbrXA9uQETixAdEbk6u2XTRNSQmNsbltuuqxHMSJ1zRZNhUTnYOYmKc+3y7de8mb8Uv/O5G1JX6NZOdk6OfZ+V1I4Jxl198BaZMnWz2i6aj222OYmKjkZurfu9lw8fHBxGREfWu++P3P+KhOXNl4GnK1ClWH6t7925IccfXYs3rolY9ZmdbfU+Lc5+oa9HCbPb996Bd+3b46suvHd5ucySerwgYqUeNEufGWNUvQZY+nP38/GRXmOdfWijPeaJ5c32vRSHliPu9HolIfz5RnztFV3DR3cfa+VOMLiUC2OJLwgsvP++07VJN/amusUR9iutia9dYYhQo0YV/9NjRmP/cM1ars1uPbigqKnbLXhTO5si1r0ajQUBggPyB58GHH8SK31cgPS3d4e1SHfWXbftxEa3JRaOEOQ/dL39wE9+t6/vOmJ5+UvZkIOcflw0bNuLtN98xjix47933yeldkrrJ6Q3drlsHn4KDg+UvCuvXbTSbvu7f9ejXv5/LbddV9e3XR35R2mDyfMWQiydST6D/AOc+3wP79F1zRBNkd9N/QH95IWJ6UfHv2n9l0/fkerp1icCTuKgcP3G8vHgx7ZrjyHabq379+8uh6tXdEXv26im/zNflpx9+wpx7H5S/NJ43/TybHmv/vgNu+VqMjY1Fm7ZtsMGkHkUz5w3rN9r9nhbrGX4NdOZ2mwPx3hNMX4/79u6TX0z61cyzhU5Xk+Ojnp+J9td0W4xr4X6vRyIS55N+suvy0SNHzT7bxGe++JJcF3E9Jq4R+vbvh5dfWyS/wDlju1RTf/37yzo2bXUq6k9cF/fpm1xnNYn6vnTm5RgxYjheeGmhsTVAfQ7s2w//AH+Eh4ez+q1w1rVvdc2Q8EpNe2VPu6Z2NlF/oqeG6D5qWn/idd2zVw/7j0s910UinUNERAT8/f0d3GvPOC67du2SuZhMj4uIaYjUD5bsPbhb9nQwlOcXLZTT9xzcJVtpNnS7dVLcxLdff6d0TuoqRyMSmdjF8OximPbDhw4bl5n36BPK2JHj7RrtzpbtuhMxVL0YxUqMMiCGTxfDLU4YM8ks470YgeyRhx61ebS7Des3KM/Of04ONS4y4m/euFkZO2KcHLXMHYeaFc9xdM3wo2KEFDE0uxjRSgz7aiDqVowSsfSnn+X9QwcPy1E4xAh3ddWJLdt1J+L5iZEV3n7zHTkkqxiZpGPbzsY6Mx1tIzcnV94X88Q6YoSa+kbR+2vV3/L9LOpRvDbFSG6r/16tuKNPP/pUDv0snp8YCnrBM88q3Tr2kEMLG9w/e44ybfI58n+xzJ2z7pKjuVVUVMjX6sIFz8t6Fu9de7brTm66/mZl0riz5HlMjI4jhjMXdSZG+TMQ78f5Ty8wjpz06kuvySHPxTlRnFOvvuIaZVC/IfL1LIjX4aIXXlKOpRyT7+91/66Xo75cfvEVTfY8iahxabVaORraFZdcqWScylCOHD4iR6277aZZxmXE+UCccz//7AvjiJvi/HLbzbdbHFHY1u1S3US9iuvd6666Xn7uHTxwUF5zietiA/FZJ46L+G5gGBF6cL+hchnTzwJTn33yP1nE50ZpaamybOkypWeXXsoTjz3Jw9FI19RidO2vFn+tZGRk6r93bNoij6343LZnu1S3stIyWV9iFGrxPXrXzt3yvTDvkceNy4jzljguy39fIe+L6/nvvvleHi9R/5s2bpLfOa+6/BqzEdQMx06MFClGXhPfw1968WUeDhuI60txnTn7rvvkd6P/tv8nR6Ke/5T+2tTwnVMcFzECsyWWRruzZbu2cpvgk+FkI174okLPGj9ZWfP3GrP5j859TBk1bIzxvjhJiWVFEZUsvoCK/8UXLXu2607E8JgiACKGThRBNnFCMB12VhABvIfmzDXef/D+ubJuRP2JejTUqRj2VxBfYD9470Nl/OiJMjAwYsgo5eknnpEf4u5KfEEVXyDF8+3Ztbcy94GHlbKy00NRipOqqCsRsBPERYhp3RmKeN3Zs1138+fKVfKCQdTF0AHD5DCulk6QhqFeRXDAUj3ec+e9xnX27N6j3HjdzUqvbsmyXHTBxcraf/5V3Nnrr74hg5uiLs6eNE0GhE2JD5PJE8423heBvvOnXSA/8Pv27K9ccelVMjBi73bdiQhWiteRCLiJern+mhvNhmgWxPtVnNsE8b588/W35PlSBE2H9B+m3Hv3fWbnU7HMW2+8LYPx4nwrPp+em79QXnARkfsSw4mLIId434tzijgHG4LShnOD+CwTQQtBfPGy9NkmAv72bJfqJ87P4rpXXGOJ62BxPSwCRgb5+QXyOHy9+Bt5X/x4Zem49OnRz7hOXm6e8tTjT8trGPHZIa5pPnz/IxkspMa5phbBJNHgQHzuGj5bxbFSf+/wtGtqZxNBjEsuvExe44jraRF4Et/5TN9P4rj89uvvxuMkGi+IayVxXETg6YXnXjQ7R4nAlFhGBDq6duiunDV+ivLF/750y8YKjWX/vv3KRdNnKh3adFKSu/dVnpz3lFkgSfwYWlejm7qCT7Zs11Ze4g88hKHbiKGpsvhfjECkJprM2tJs1lOJOhPNuA11JOrV0pCxop7VXcfoNK1Wa6yjuupQzFM3rafTDO9hkZvI8Nq0dErje9q+cyM559xIRNRQvEZwTTwurn9cyHXwuDS/46Kovls5m0cFn4iIiIiIiIiI6Mziz7NERERERERERNRoGHwiIiIiIiIiIqJGw+ATERERERERERE1GgafiIiIiIiIiIio0TD4REREREREREREjYbBJyIiIiIiIiIiajQMPhERERERERERUaNh8ImIiIiIiIiIiBoNg09E5DTTJp+LFxcuctpyREREROR+/l27Dp2TuiIrK8spyxGR62PwiYicprKyElXaKuP9yRPOxsuLXrG6HBERERF5jmqdDpUVlVAU/f01q9fIIFNebl69yxFR8+XT1DtARO7j59+WwNvb2yzIpK3SWl2OiIiIiDzHsBHDsO/wXgQE+Mv7Ol21PsgEpd7liKj54rc/okZWXV2N99/9QLYC6tUtGVPPOgdLf/rZOL+8rBzzn1qAEUNGoWeX3pgycSq+/uobs22MGzkejz/2JO6+4x6MGjYGfXr0wx233Ync3Fy8/sobGDtiHJJ79MXlF1+BlKMptdZ95sn5mH3XfRg5dDT69uyP2Xfei/y8fLPlbNmPZUt/wXlTz5ePP370RLzw3ItyPYMLzr0Qryx61di17uiRo3jrjbflL1miiF+11MvZUwcLnn4WD815GKOHj8WAPoMw65Y7kJ2dXW/979m9V9b7px9/apwmnrvYxgP3PVjvukRERERn0rGUY7jr9rsxuP9QDEgeKK/3TqafNM7fvu0/XHnpVejdvQ/69x6I226aJdcx+GP5SnnN9c1X32LGeRfJ6z5xDSWuq8R12Y3X3SynDR80AouefwmKSZMiw7o/L1kmr9UM13vfffN9rf20th9FRUV4+MFH5LWdeLxLLrxMdqEzWL9uA3p3T5bd6cT0G6+9SU4fMmCY3Adx3axezt46+P235Zh5wcXo12sAxo2agC/+96XV+n/s4XkYPnik2fXlV19+Ja9P/9v+nw1HkIjqpBBRo7p/9hylb8/+yk8/LlEyMzOVnTt3KbNuuUPJzcmV8++cdZcydMAwZe0//ypZWVnKpx9/pnRo00n5/tsfjNsYNmiEktS6o/K/Tz9XsrOzlc0bNys9u/ZW+vceoNx1+93K8WPHlbQTacrMGZco08+ZYfb4Yt22rdorLy5cpGScylC2b9uuTBx7lnLFpVeZLWdtPw7sP6C0T+ygfPn5YiUvN085cviI8sZrbyrfffO9cRtiuwueeVb+X1FRoYwdMU55dv5zSllZuSw6na7WcvbUgXj8jz/8RNbjvr37lPGjJyq33Xy71WPw2Sf/Uzq16yKfe3V1tXLNFdcqE8ZMUkpKSuw+nkRERESN4fjxVCW5e1/luquuV3bv2iOviZb8uFR5bv5COT819YTStUN3Zc69D8j/Dx48pFw283Jl2MDhSmlpqVzmt19/l9d9Z0+apuz4b4eSk5OjPDnvKaVdQpIyYsgo5ecly+Q16MoVK+W15dKffjY+vmFdcU3279p18nrrw/c/ktdff65cZVzOlv14aM5c5azxU5S9e/Yq+Xn5ysYNG+XzMljz9xr5WBkZmfL6cMXvf8j7J9NPymtGcR2pXs7eOpg84Wxl65Zt8rpVXAuKaeIauj7isadMnCq3KfZLHIfOSV2V99/9wIlHmsgzMfhE1IgOHTwsP+hMgyimDh/Sz/912a9m0++9+z5l5NDRZoGX22+9w2yZe+6YrfTqlqyUl5cbp4ntiIuLstIys3XPn3aB2bqbNm6Sj7tt63ab92P57ytkQKi+gI06qDR25Hjl+WdfqHc5e+pABO1MiUBUnx79FFvcffs9chvzn16gdOvYQzl44KBN6xERERGdCQ8/+IgypP8wGQCpa74IIFVVVRmniQBRp/ZdlI8++Ngs8CKCLgYi+CKmGYJYBhdNnymDRAaGdUXAy9StN95m9uOmLftxyYWXyeXqog4qrfrzL3lfBMvqW86eOtiyeavZtkYNG6O8+tJrijUpR1Pkj7wiaDd62Bjl5htusboOEVnHbndEjcjQPHfEqOEW5+/bu0/eDhw80Gz6oMEDcfzYcZSUlBindezU0WyZ8IhwtG7dGv7+p/vAh0dEyObT+fnmXeoGDOxvdr9P3z7QaDTYv2+fzfsxZOhgtE9qL7vELVzwPFatXIXS0lI4yp466NTZvA4ioyKRl2eemLIuzzz3NPz9/PDOm+9i/nNP16pPIiIioqYkupMNGNS/zvxG4pqpX/++8PE5nbY3NjYWSUntjddTBh07dTD+HxEZIW87dDw9zXDdqE7DYOm6sd+Afti/b79d+3HJ5Rfjm6+/xQ3X3IhPPvrUbH1H2FMHta4bI227bmzbri2ee34BPnjvQ5mB6vlFC52y70SejsEnokZk6EcvAj2WVFfr53t7mb8Vvb01xnxRxmmqZfTLedX7uKeXM1/Xy8tLFpHc0db9CA0NxbLfl2LeE49Cq9Vi4bMvYOjA4Vj1519whKN1YKv09JPIyMiUdSH+JyIiInIl4vqtrmtGwzWT5etBjdn1kn6apeW8rV4zWlpO3BfbNyxry36cd/65WLV6JUaPHY0tm7fgwukzcdnMy1FWVgZHOFoHlp6vJdu2bpfrFxUWobio2IE9JiIDBp+IGlGv3j3l7YZ1GyzO79K1s7zdtnWb2XRxv1WrljLg4wzbtm03u79r5y4ZQOrcpZNd++Hn54dxE8Zh7qMP4dcVyzBi5Ai89vLrdT6ur69PrQuBpqgDcaEjklEOHjJI/nr14sJF2LB+o8PbJSIiInLmdeOWzVtRVVVV5zWTaFVvGkApyC+QicQ7d9Zf0zXGdaN4TNGKSPxwac9+tEpohSuvvgKvvvEK/li1HOv+XY+VK/60+Ji+NS2ZbLlubOw6WP77Ctnq6d0P3pGtoG6/9U553UxEjmHwiagRde7SGVPPmYonHnsKq/9eg4qKCqSmnpCjf4hmzp06d8KkyZPw9BPPyFHZxHwxEp5opnz7Xbc7bT82rt+I9995XwZhxGh4j859TDapHjBwgJxvy3788N2PeHnRK3I0EXFhkJaWJrfVuk1inY+bmJiI3bv3oLKyss5lzkQdPPzgoygpLsaiV17EjIsuwMxLLpKjx5iOnEJERETUlG665Ubk5eZhzuwHkJ6WLq+J/v5rtfGHPjH/xIk0OfpvYWGhvI6Zc98DCA4JxsWXXey0/Xj26WeN12Tff/uDHO34lttuNttPa/shRmheuWIlCgoKZeBmw4aNMmCU2NrydaNh+vat9Y8o19h1IFI+3HfP/bjt9lsxYdJ4vPH2azhy+AiefeY5h7dN5OkYfCJqZC+9qg943D97Drp17IErLrkS3Xt0lzmbhBdeWijzHV1y0aXo2qE7np3/HOY8eD8uu+JSp+2D2Nb69RsxdMBwTBgzCTExMXjjbfMWS9b2Q3wAC1dffg06t++Kcyafh+49uuHJp5+o83Hvmn0nMk5lyOFpxZC3a1avsbhcY9bBl58vxtKfluK1t14z5jyY9+Q8WQd3zbrb6i9sRERERGdCUockfP39V8jJzcXYUePRt2d/fPTBR5h6ztlyvsi9+dGnH2D9uvXo12sAhg8aKbuEfb74M6e1lhduuvUm+SOduH6b//QCPPjwAzh7mn4fbN2Pa667Bl9+8RVGDh2F7p174o1X38BLry5Cn77JFh9TtjC6c5YM/HRq1wWTJ5x+PFONWQci2Hbbzbeje/fuuOe+u42ttxa9+iI+fP8j/P7bcoe2T+TpvETW8abeCSJPIQIdlvqfG+h0Oot9/cWHoUisaDpP/Ioktie6wpluv7KyyixR5fDBI3HJpRfjjrv1rYjEW97QbNre/TCoaxuihZN4fqZJIA3LV1RUws/PV86vazl768DS87W0T4JpPRkep6pKC39/P6v1QYYO1psAAAEVSURBVERERHSm1XfNJq6BDDk81dMtXRuVl1cYr8MMDN37fH195a0Irtx8/S3YfWAngoODrV631rcf1p5HfddwYr/EOuLarb7l7K2D+q4/LV2vqq9DxTRDXRGR/Sy/84ioUVj7AK8r4GM6op2BpQ9Osf36AjGCLYGW+gJP9W1DHeAxXd50v+pazt46sOX51vVY4nGsPU8iIiKiplLfNVtd15R1XRtZmmYtkGLtutXWZSw9j/qu4Uz3q77l7K2D+q4/DftZ12NZug4lIvuw2x0RERERERERETUadrsjcnOWuqsREREREZmyJZ0BEVFDMfhERERERERERESNht3uiIiIiIiIiIio0TD4REREREREREREaCz/BzDxyxRPNdIgAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 1210x440 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def eg_hgcdte(x, t):\n",
    "    \"\"\"Hansen–Schmit–Casselman band gap of Hg(1-x)Cd(x)Te (eV), T in K.\"\"\"\n",
    "    return -0.302 + 1.93 * x - 0.81 * x**2 + 0.832 * x**3 + 5.35e-4 * t * (1 - 2 * x)\n",
    "\n",
    "\n",
    "cdte = nemo.structures.materials.load(\"nemo5_iivi_sp3d5s\")[\"CdTe\"]\n",
    "lt = nemo.structures.lattice.from_material(cdte)\n",
    "h = nemo.models.tb.SlaterKoster(cdte, spin=True).build(nemo.structures.structure.bulk(lt))\n",
    "gap_tb = nemo.band_gap(h, nemo.structures.kpath.auto(lt.periods, 40), num_occupied=8)[\"gap\"]\n",
    "print(f\"CdTe (x = 1, T = 0): fit {eg_hgcdte(1.0, 0):.3f} eV, tight binding {gap_tb:.3f} eV\")\n",
    "print(f\"HgTe (x = 0, T = 0): fit {eg_hgcdte(0.0, 0):.3f} eV\")\n",
    "for x in (0.2, 0.3):\n",
    "    e = eg_hgcdte(x, 77.0)\n",
    "    print(f\"x = {x}: E_g(77 K) = {e:.3f} eV, cut-off wavelength {1.2398 / e:.1f} µm\")\n",
    "\n",
    "xg, tg = np.meshgrid(np.linspace(0.1, 0.35, 101), np.linspace(0, 300, 61))\n",
    "fig, (a1, a2) = plt.subplots(1, 2, figsize=(11, 4))\n",
    "pc = a1.pcolormesh(xg, tg, eg_hgcdte(xg, tg), cmap=\"jet\", shading=\"auto\")\n",
    "fig.colorbar(pc, ax=a1, label=\"band gap (eV)\")\n",
    "a1.set(xlabel=\"composition x\", ylabel=\"temperature T (K)\", title=\"Hg₁₋ₓCdₓTe gap (Hansen fit)\")\n",
    "xx = np.linspace(0.17, 0.4, 200)\n",
    "for t, c in zip((77.0, 300.0), style.sweep(2)):\n",
    "    a2.plot(xx, 1.2398 / eg_hgcdte(xx, t), color=c, label=f\"T = {t:.0f} K\")\n",
    "a2.axhspan(8, 14, color=style.CONTEXT, alpha=0.2, label=\"8–14 µm atmospheric window\")\n",
    "a2.set(\n",
    "    xlabel=\"composition x\",\n",
    "    ylabel=\"cut-off wavelength λ_c (µm)\",\n",
    "    ylim=(0, 30),\n",
    "    title=\"detector cut-off wavelength\",\n",
    ")\n",
    "a2.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "beb8a6db",
   "metadata": {},
   "source": [
    "The fit gives 1.650 eV at the CdTe end, against 1.579 eV from tight binding (and 1.606 eV measured);\n",
    "it is a fit to the Hg-rich alloys used in detectors, not to CdTe. Its map matches the slide: the\n",
    "gap runs from about −0.1 eV at $x = 0.1$ to about 0.36 eV at $x = 0.35$, and it grows with\n",
    "temperature for $x < 0.5$. At 77 K (liquid nitrogen), $x = 0.2$ gives a 0.083 eV gap and a cut-off of\n",
    "14.9 µm, which covers the 8–14 µm window in which the atmosphere is transparent and room-temperature\n",
    "objects radiate most; $x = 0.3$ gives 0.243 eV and 5.1 µm.\n",
    "\n",
    "The last family in the lecture is IV–VI, with lead sulfide (PbS, the mineral galena) as its example.\n",
    "It breaks the four-electrons-per-atom rule of the tetrahedral semiconductors: PbS crystallizes in the\n",
    "rock-salt structure with six neighbours per atom. It was the material of the first semiconductor\n",
    "diodes, the cat's-whisker detectors of early radio, and it is very soft.\n",
    "\n",
    "## 6. Materials are the toolbox for devices\n",
    "\n",
    "Klimeck closes with the periodic table as a Lego-like toolbox. Chemical differences give different\n",
    "band gaps (sections 4 and 5 and Lecture 2.1); physical lattice mismatch gives strain, which can be a\n",
    "design feature (section 3) or a source of instability; and not every combination is possible, because\n",
    "of lattice mismatch or because some compounds are not stable at room temperature. The relaxed alloy\n",
    "of section 2 shows the atomistic side of this: in real alloys and strained layers each bond responds\n",
    "locally, which is why the course builds its models from atoms.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- Si and Ge have lattice constants of 0.5431 and 0.5658 nm, a mismatch of 4.2 %.\n",
    "- SiGe is a random alloy. In a relaxed random Si₀.₅Ge₀.₅ crystal the lattice constant follows Vegard's\n",
    "  law, but the bonds split into Si–Si (0.2367 nm), Si–Ge (0.2400 nm) and Ge–Ge (0.2431 nm) families\n",
    "  instead of one VCA bond.\n",
    "- Si strained on Si₀.₇Ge₀.₃ (ε∥ = 1.25 %) has its six Δ valleys split by 170 meV and its gap reduced\n",
    "  from 1.131 to 0.931 eV.\n",
    "- A GaAs/Al₀.₃Ga₀.₇As quantum well emits between 809.7 nm (20 nm wide) and 709.4 nm (2 nm wide); the\n",
    "  open-nemo levels agree with the analytic finite well to better than 0.1 meV.\n",
    "- The Hg₁₋ₓCdₓTe gap passes through zero; at 77 K, $x = 0.2$ gives a 14.9 µm cut-off wavelength.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Repeat the random-alloy relaxation of section 2 for $x = 0.2$ and $x = 0.8$. Do the three bond\n",
    "   lengths change with composition? Compare with the Ga–As and In–As bonds of the InGaAs alloy in\n",
    "   Lecture 23.6.\n",
    "2. In section 3, strain Ge instead of Si: a Ge layer on a Si substrate is compressed in the plane\n",
    "   by about 4 %. Use `B[\"Ge\"]` with the same construction and follow the L and Δ valleys. Which\n",
    "   valleys move down now, and does the gap stay at L?\n",
    "3. Design a GaAs/AlGaAs well that emits at 780 nm. How does the required width change if the\n",
    "   barrier is Al₀.₂Ga₀.₈As (offsets scaled by 2/3)?\n",
    "4. With the Hansen fit, find the composition that gives a 10 µm cut-off at 77 K, and the change in\n",
    "   cut-off wavelength when the detector warms up by 10 K.\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 2.1: Typical semiconducting materials](02_1_typical_semiconducting_materials.ipynb)\n",
    "- [Lecture 2.3: Atomic positions and bonds](02_3_atomic_positions_and_bonds.ipynb)\n",
    "- [Si bands, DOS and strain](../../book/01_bulk_band_structure/01_01_tight_binding_foundations/01_01_03_si_bands_dos_and_strain.ipynb)\n",
    "- [Alloys: virtual crystal against random supercells](../../book/01_bulk_band_structure/01_02_parameters_and_materials/01_02_03_alloys_vca_vs_random_supercell.ipynb)\n",
    "- [Strained Si/Ge heterostructure](../../book/03_strain/03_02_strained_si_ge_heterostructure.ipynb)\n",
    "- [Lecture 23.6: Brief introduction to alloys](../09_stress_and_strain/23_6_alloys.ipynb)\n",
    "- [Lecture 23.5: Thin layer on a substrate](../09_stress_and_strain/23_5_thin_layer_on_a_substrate.ipynb)\n",
    "- [Quantum-well optics](../../book/02_kp_models/02_02_quantum_well_optics.ipynb)\n",
    "- Crystal Viewer Lab: https://nanohub.org/resources/crystalviewer\n",
    "- T. B. Boykin, G. Klimeck, F. Oyafuso, *Phys. Rev. B* **69**, 115201 (2004): sp3d5s\\* parameters for\n",
    "  Si and Ge with strain.\n",
    "- I. Vurgaftman, J. R. Meyer, L. R. Ram-Mohan, *J. Appl. Phys.* **89**, 5815 (2001): III–V band\n",
    "  parameters.\n",
    "- G. L. Hansen, J. L. Schmit, T. N. Casselman, *J. Appl. Phys.* **53**, 7099 (1982): the HgCdTe gap\n",
    "  formula.\n",
    "- Wikimedia Commons: Microprocessore_silicio_germano.jpg, Interband_optical_transition.svg,\n",
    "  Hgcdte_bandgap_x_t.png (the images on the slides)."
   ]
  }
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