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    "# Lecture 10.7: Introduction to transport — from 1D to 3D: transverse degrees of freedom\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45112](https://nanohub.org/resources/45112) — [video](https://nanohub.org/resources/45125) · [slides](https://nanohub.org/resources/45124)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- a current needs two ingredients, channels and a driving force; the Landauer sum over channels,\n",
    "  $I = (2e^2/h)\\sum_i T_i\\,[f(\\mu_L - E) - f(\\mu_R - E)]$, is the skeleton of every transport formula\n",
    "- a real RTD is a mesa about 1 µm wide with 5 nm layers, so it is treated as infinitely wide: the\n",
    "  wavefunction separates into a plane wave in $x, y$ and a 1-D problem in $z$, and every transverse\n",
    "  momentum $\\mathbf k_\\perp$ (every angle of incidence) is its own channel\n",
    "- $E = E_\\perp + E_z$ with $E_\\perp = \\hbar^2k_\\perp^2/2m^*$; $k_\\perp$ is conserved across the barriers\n",
    "- as $k_\\perp$ is ramped up, the band edge and the transmission seem to shift up rigidly, while the Fermi\n",
    "  level, measured in total energy, stays put\n",
    "- the quantum states and the transmission peaks follow almost perfect parabolas in $k_\\perp$, which\n",
    "  suggests computing a single transmission at $k_\\perp = 0$: the Tsu–Esaki approximation, which Klimeck\n",
    "  warns breaks down for most realistic high-performance RTDs\n",
    "\n",
    "**In this notebook** you count the transverse channels of a 1 µm mesa, check that $\\mathbf k_\\perp$ only shifts\n",
    "$T$ rigidly when the effective mass is the same everywhere, measure how the resonance moves with\n",
    "$k_\\perp$ when the barrier is heavier than the well, and compare the full sum over $k_\\perp$ with the\n",
    "$k_\\perp = 0$ (Tsu–Esaki) current for both cases."
   ]
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   "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",
    "from opennemo.structures.statistics import fermi\n",
    "from opennemo.simulations.analysis import transverse_resolved_current\n",
    "\n",
    "style.use(notebook=True)\n",
    "EM = nemo.structures.materials.EffectiveMassMaterial\n",
    "H2M0, KB = nemo.core.units.HBAR2_2M0, nemo.core.units.KB    # ħ²/2m0 (eV nm²), eV/K\n",
    "Q, H = nemo.core.units.Q, nemo.core.units.H                 # C, eV s"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "34b2d4aa",
   "metadata": {},
   "source": [
    "## 1. Channels and a driving force\n",
    "\n",
    "Lecture 10.3 computed one channel: a plane wave at normal incidence, with transmission $T(E_z)$. In a\n",
    "real device the electrons arrive at every angle. The lecture's picture is a mesa about 1 µm across\n",
    "with 5 nm layers, which for the electrons is an infinite plane.\n",
    "\n",
    "![Slide 6: from one channel to many: a 1 µm mesa, transverse momentum as a degree of freedom, and the sum over channels becoming an integral](attachment:slide_006_crop.png)\n",
    "\n",
    "*Slide 6 (with the lecturer's annotations): electrons arriving at $k_\\perp = 0$, small $k_\\perp$ and larger\n",
    "$k_\\perp$ are different channels; the sum over channels becomes\n",
    "$\\sum_{k_\\perp}\\int dE_z \\to \\frac{A}{(2\\pi)^2}\\iint d^2k_\\perp\\,dE_z$.*\n",
    "\n",
    "For a cross section $A$ with periodic boundary conditions the allowed transverse wavevectors sit on a\n",
    "grid of spacing $2\\pi/\\sqrt A$, one per area $(2\\pi)^2/A$ of $k$-space. The number of transverse channels\n",
    "(per spin) with $E_\\perp$ below some energy $\\epsilon$ is therefore\n",
    "\n",
    "$$N(\\epsilon) = \\frac{A}{(2\\pi)^2}\\,\\pi k_\\perp^2 = \\frac{A\\,m^*\\epsilon}{2\\pi\\hbar^2}.$$"
   ],
   "attachments": {
    "slide_006_crop.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "b2175097",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:48:11.239286Z",
     "iopub.status.busy": "2026-10-24T22:48:11.239182Z",
     "iopub.status.idle": "2026-10-24T22:48:11.241960Z",
     "shell.execute_reply": "2026-10-24T22:48:11.241649Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "E_perp <   0.34 meV: k_perp < 0.025 /nm,       48 channels per spin in a 1 µm x 1 µm mesa\n",
      "E_perp <   6.64 meV: k_perp < 0.108 /nm,      929 channels per spin in a 1 µm x 1 µm mesa\n",
      "E_perp <  25.85 meV: k_perp < 0.213 /nm,     3618 channels per spin in a 1 µm x 1 µm mesa\n",
      "spacing of the transverse k grid: 0.0063 /nm\n"
     ]
    }
   ],
   "source": [
    "m_w, side = 0.067, 1000.0             # GaAs mass (m0), mesa side (nm)\n",
    "for eps in (KB * 4.0, KB * 77.0, KB * 300.0):\n",
    "    k = np.sqrt(eps * m_w / H2M0)     # 1/nm\n",
    "    print(f\"E_perp < {eps * 1e3:6.2f} meV: k_perp < {k:.3f} /nm, \"\n",
    "          f\"{side**2 * k**2 / (4 * np.pi):8.0f} channels per spin in a 1 µm x 1 µm mesa\")\n",
    "print(f\"spacing of the transverse k grid: {2 * np.pi / side:.4f} /nm\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "81056c5c",
   "metadata": {},
   "source": [
    "Within one thermal energy at room temperature there are about 3600 transverse channels per spin, on a\n",
    "$k$ grid with spacing $0.0063$ nm$^{-1}$, much finer than any structure in $T(E, k_\\perp)$. That is why the\n",
    "sum over channels can be replaced by an integral, and why the edges of the mesa do not matter.\n",
    "\n",
    "## 2. Separation of variables\n",
    "\n",
    "With an infinite cross section and a potential that depends only on $z$, the Schrödinger equation\n",
    "separates:\n",
    "\n",
    "$$\\psi(\\mathbf r) = \\frac{e^{i\\mathbf k_\\perp\\cdot\\mathbf r_\\perp}}{\\sqrt A}\\,\\varphi(z),\\qquad\n",
    "\\left[-\\frac{\\hbar^2}{2}\\frac{d}{dz}\\frac{1}{m^*(z)}\\frac{d}{dz} + V(z) + \\frac{\\hbar^2k_\\perp^2}{2m^*(z)}\\right]\n",
    "\\varphi(z) = E\\,\\varphi(z).$$\n",
    "\n",
    "The transverse kinetic energy enters the 1-D problem as an extra potential $\\hbar^2k_\\perp^2/2m^*(z)$.\n",
    "If the mass is the same everywhere, that potential is a constant $E_\\perp$; it shifts the whole 1-D\n",
    "problem rigidly, and $T(E, k_\\perp) = T(E - E_\\perp, 0)$ exactly, with $E_z = E - E_\\perp$ the\n",
    "longitudinal energy. If the barrier is heavier than the well, the barrier rises by less than the well\n",
    "and the shift is no longer rigid.\n",
    "\n",
    "The device is the double barrier of Lectures 10.1–10.4 (10 nm GaAs, 5 nm AlGaAs, 5 nm GaAs, 5 nm\n",
    "AlGaAs, 10 nm GaAs, a 0.3 eV barrier) in two versions: with the AlGaAs mass set equal to that of GaAs,\n",
    "and with its own mass 0.092 $m_0$. In open-nemo the transverse term is passed to `Transport` as a\n",
    "potential, `H2M0 * k**2 / dev.mass`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "f66d01bc",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:48:11.243031Z",
     "iopub.status.busy": "2026-10-24T22:48:11.242974Z",
     "iopub.status.idle": "2026-10-24T22:48:11.372057Z",
     "shell.execute_reply": "2026-10-24T22:48:11.371556Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "equal mass, k = 0.1 /nm: E_perp =   5.69 meV, max |T(E,k) - T(E - E_perp, 0)| = 1.7e-10\n",
      "equal mass, k = 0.2 /nm: E_perp =  22.75 meV, max |T(E,k) - T(E - E_perp, 0)| = 5.2e-12\n",
      "equal mass, k = 0.3 /nm: E_perp =  51.18 meV, max |T(E,k) - T(E - E_perp, 0)| = 1.7e-10\n"
     ]
    }
   ],
   "source": [
    "gaas = EM(\"GaAs\", m_w, 12.9)\n",
    "\n",
    "\n",
    "def device(barrier_mass):\n",
    "    algaas = EM(\"AlGaAs\", barrier_mass, 12.2, conduction_band_edge=0.3)\n",
    "    layers = [nemo.Layer(m, w) for m, w in ((gaas, 10), (algaas, 5), (gaas, 5), (algaas, 5), (gaas, 10))]\n",
    "    return nemo.Heterostructure1D(layers, spacing=0.05, mass_average=\"mean\")\n",
    "\n",
    "\n",
    "devices = {\"equal mass (0.067)\": device(0.067), \"AlGaAs mass 0.092\": device(0.092)}\n",
    "x = devices[\"equal mass (0.067)\"].x\n",
    "transverse = {name: (lambda k, d=d: H2M0 * k**2 / d.mass) for name, d in devices.items()}\n",
    "\n",
    "dev = devices[\"equal mass (0.067)\"]\n",
    "tr = nemo.Transport(dev.hamiltonian)\n",
    "e = np.linspace(0.06, 0.25, 4001)\n",
    "for k in (0.1, 0.2, 0.3):\n",
    "    e_perp = H2M0 * k**2 / m_w\n",
    "    t_k = tr.transmission(e, potential=transverse[\"equal mass (0.067)\"](k))\n",
    "    t_shift = tr.transmission(e - e_perp)\n",
    "    print(f\"equal mass, k = {k} /nm: E_perp = {e_perp * 1e3:6.2f} meV, \"\n",
    "          f\"max |T(E,k) - T(E - E_perp, 0)| = {np.abs(t_k - t_shift).max():.1e}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1667f752",
   "metadata": {},
   "source": [
    "For equal masses the identity holds to round-off: the transverse momentum only relabels the energy.\n",
    "\n",
    "![Slide 33: the band edge and the transmission shift up rigidly with transverse momentum, while the Fermi level stays fixed in total energy](attachment:slide_033_crop.png)\n",
    "\n",
    "*Slide 33: left, the band edge, the states and $\\log_{10}T$ for all transverse momenta; right, one\n",
    "frame at $k = 0.0025$ (in Å$^{-1}$). The red line is the Fermi level, fixed in total energy.*\n",
    "\n",
    "The figure below makes the same picture for the two devices: $T$ against total energy for four\n",
    "transverse wavevectors, with the zero-bias Fermi level of 50 meV used in the rest of the notebook."
   ],
   "attachments": {
    "slide_033_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "933750e7",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:48:11.373244Z",
     "iopub.status.busy": "2026-10-24T22:48:11.373166Z",
     "iopub.status.idle": "2026-10-24T22:48:11.980533Z",
     "shell.execute_reply": "2026-10-24T22:48:11.980157Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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44DaOnjpcJftIlOa/b/iVlqaRsrTt//1NEyGkHOyrhd+o9IFQVjgrI1f3lBUTqfr6Krq/6r4uojiraMxC1NryUknl+ELVdRBLhh9Wr8KFK+dw5sIpLFm2GM+fy+JbB0cH1G/gWypGHjV0NE08kUTVmt9/YYknBoPBqAUw2UQZ9OnXB0HFHkQff/gp5i+cRy/yiQ/UvXv3sWfXXlpKRXwIOnfthIcPHtLnLluynKp0kpOTSyUS5Li5uyruE9+onr16UvPp3WV0LTM1NVEENi8jXtJgjBh/v601rjZQZd9IRz1Cz149aGBC3jP57CEx8ExLS4WLi0uFn1ceJAlIOqcQ0/MnwaVNNIeNHIbff1tHA1niQUBK/EgiaPvfMk8GM3MzDBw0QPH8Tu270OeSQI8EUaquo0PH9nB1c0VsTCyuXLqCc2fO02Ov3CGnW/eupfYxOPgJnS0kkHJHUtJZHvLXR7YpL5tkMBgMBuNNKHeKI4pcfT39UophuT8PKXsbPHRwmesYM24MLal6EfqCxkSjR4zBx7M+hq9vPYjE4lKTNgRyHicKJaISJyX7JOlAtvPTqtVVso/TJk+n5+qOnTvSTmyWlhZUIUUgsRhJGMn/1gSqvr6K7q+6r4scJ9LEhTzvp1U/wd7eDlFR0Thx7CR9nMRLHYvL21JT02iCj0A8P7f/u03ldZDmKnM+nYOp06ZQX0qSyPpt7TqFfyrxcZIn8cLCwjFu1HhackdewzdLv6IljcqWDeUpvxkMBoNRvWHJpzKYOm0qrl6+hls3b+H+vfsYM6Kkza882NDXl530p7w/hbbqJUmPmzdu0tk5+XNexa+xHxo0bEBnjUgXlDc9d+jwobTtL0nwTJ5YooKRy87fJarsGykR2793P3b9t/u19TRu4qdIKFX0eW+ia7cu1Hfi4YNHdDbW0EimxCJtoBcv/YYmuIgZ+OjhJSV8JBha+cP3sFTyUSoLVdZBZvFWr/kJkyZMpqUB70+eVmpdw4YPRbce3UqNbd1Ukqyc+gbVE3l/A2/LfMY6d+n8Vs8GBoPBYDCIAbR8Us3F1QXXbl0plbwgiRPSmZWUWV27cu21JJIcQ0M+tu3YgmmTZ+Dpk6d49PAxTZSUBZfLodsYMmwwdmz/l657xJBR5cY9ldnHPIGANn4ht1fp2buHRhNPBFVeH6Gi+6vu6yKqpQ8/+gDrf9+AkOehGNx/qOIxkiz7ee1PNFapqnUQKwrigarsgyqHGLZPnPQ/xd9EtSb3CyUxzTdfLqE3ZcKiQt+6fwwGg8GofrBf9nKCqx27tmPfnv04eeIUol5GgsPl0mCoVasWGDZimKJsiih09h3cQ7t73L1zl3ZIadykMer5+rx2MiXByLZ/tmDVih/w+HEQXQcpLfPy9sKvv/xWSlU0/YNptKzt8KEjtIzMw8OdytrX/boOyUkpVPUih7QgJl4L5ZVzKSNvCfzqc0k7Y/k4hyNrM0yCG/mYcnmhKvtGSumIOuzU8VPUUJLMDhIfgfYd2pUqLavo897EhInjafKJlOoR/4UBg2TJPcL4/42js4h/b/0boc9DyYtDI7+GNNHYzL+kTE7uhUU6zhEJvTKqrKN1m1Y4euoI/lj/B02GkaCZvE9Dhg3BsBElARwhJycHdwPv0vfawdEevXr3LPc1kvbOcl8oYmrPYDAYDMbbuHjhouJ8Pm78mNeSFyQ2GD1mFFVlE65cuko7nMn/h3RslUMmg46cOIRjR47hzKmzCA8Ph0CQT70uHZ0c0KJlC6ogJ5M2BKIIJz5IRAVMFNI+PnUxZdoUzPl0bimfxMrs45a/N9FSPeIrRFRHRJFMVDNkMmry1MlvfV/I6yrrNRIvS/m4PJFEPJjkY5ZKjU0q+voIFd1fdV8Xgaj2mzRrgt3/7aYqdR6fT2OVGR/OQJ263qWsFuSvy8baulLrcHZxxqFjB7F181Zaokd8rnzq1cWIkSNox0Jl5P5gb0LTSUMGg8FgvBv0it61jKaGQgwxZ0z9gN6fNedTfDZ39rvepVrBjPc/wOmTZ9CmbRvs2vd6t5XqziczP6WBd0DzAOpHxmAwGAwGg8FgMBgMhq7DDMcZNYpFXy2Ei4sznSlUNsWsCRA/hPt379MZw68Wf/mud4fBYDAYDAaDwWAwGIwKwcruNATp/KYobzM11dRmGK9AzMqv37lWI98XIrmvqa+NwWAwGAwGg8FgMBg1F1Z2x2AwGAwGg8FgMBgMBoPB0Bis7I7BYDAYDAaDwWAwGAwGg6ExWPKJwWAwGAwGg8FgMBgMBoOhMVjyicFgMBgMBoPBYDAYDAaDoTFY8onBYDAYDAaDwWAwGAwGg6ExWPJJCalUivS0dLpkMBgMBoPBqO6w2IbBYDAYDIYuwJJPAE4cPoWPp36GT96fg88+mI+szCyNvunRYbGoiQiFQty4cosuayI19bjVdNhxq56w41Z9YcdON2CxTdXAYhuGLsJ+Z6sn7LhVT9hxqzo4Vbiuaku/wX3ojaieSPJJ0xQWFqEmwuVy0TSgMV3WRGrqcavpsONWPWHHrfrCjp1uwGKbqoHFNgxdhP3OVk/YcauesONWdbDkE6PK0NfXh4mpCXtHGQwGg8Fg1AhYbMNgMBgMRtXAyu4YVUZOTi7W/riOLhkMBoPBYDCqOyy2YTAYDAajamDJJ0bVUVQEiVhClwwGg8FgMBjVHhbbMBgMBoNRJdSosjuRSIRff/kNjx4+gn+APz6Z/XGN9R9iMBgMBoPBYDAYDAaDwagO1Cjl0w/f/4jnz57j/Rnv40nwE6xZvfZd7xKDwWAwGAwGg8FgMBgMRq1G55RPAoEAubl5sLOzhZ6eXpnPyc3NBYfDhaEhv9T4sSPHsffQHri5ucLLyxPjRk/AvAWfa2nPGVweD/4tmtElg8FgMBgMRnWHxTYMBoPBYNQw5VNwUDDmzZmPls1ao5V/a5qEepUXoS8wuP8QBDRugcb1m2DG+x8gKyubPlZYWIi0tDS4urrQv93c3ZCcnKz111GbIcnAbr06v5YUZDAYDAaDwaiOsNiGwWAwGIwalnzavXMPWrRsjhWrlpf5uFAoxJT33oenlycePX2AG4HXEBUZhflz5yta4fJ4PBQUFNC/8/PzYWxkrNXXUNshx+j29Tt0yWAwGAwGg1HdYbENg8FgMBg1LPm0bMW3GD12NAyNjMp8/MK5C4iNicWXXy+CkZER7OzsMOuzT3Hm1FkkJiTS5zRp2gQnj5+i948fPYEmzZpo9TXUdkRCEa5dvkmX1ZlCaSG9VXeEQjHyBCwRyKieSMW5yE0LhUSYW3pcJEFmbBryM/PU3oYgT4iYl2kQ5Gr/eyKRSBH2MhHxiRla3zaDwah9sQ2DwdAsIkEqRPnppcakYilyEjNRVMlO4FJJIeJjMlBYqPlO4uSaITo2VePbYegG5DMplRRAXJCJQqmo9no+lcfDh4/g4eEOewd7xVirNq3oG/fo0WM4Ojli/sJ5mDZ5Gtb/vgFZWVnYun3zG9eZL8inCik5mRmZGn0NDN2BfG4u/dYIddrPhXvzqaUe2z1xA/T09TDmn5lqbYOcKD4avRnd+vth5KQ20Dbt+i5BSFg8cqO3an3bDIY6wVvIhcVIeHYY4UVS6OkZwL5eP9RpvwgvTsch+FAgRMXJIjtfJ7SY3BnOTT1U2kZOVj62/noJF08+hUQshb6+Hlp2rIPJn3SBi4e1Rg8eKRHfsOUcflx3DKlpOXSsUX1XfDV3KAb2DtDothm1Axbb1FyenV2IzLhAtJ10rtT4rT/O48W5YPxv7yy11n/uaBDWfnsSm4/MgL2TBbSFWCyBd8BsfP/NGEwY2UFr22UwqorE50cQdOxjQE8Pjfv9CscGgyFIz8Xx+f8hOy4DHu3qoduiwSqtMze7AIs+2IWXL5JRr5ETlv46Eqbmhho5aDcDX2D01LVIz8zDoL7NsfXXGeDzWcf46nRdKy7IQEF2PApy4iHMSUB+Vjzy0jIhSBVAkCFCQaYUorwiSAv0IBFyIBXxUCg2RJGEj9YfNkeDPkO0sq/VJvmUnpYOK+vSFwVWVla03C4tNY3+7R/QDNduX0N0VBTcPTze6j106tgZHNp79LXxmIgEZKepP6teHkRVExkag5qG3KcrJiIexsa6XfJYVCimX9Ln579CoVmvUo+RkwXh1WOk6nETi6WIjUzH9nVX0LKdzItMm5DEE6EmftZUoaZ+32oiorxYxF77EJKCVJi7D4aRdUMUZIYgKeQ4gvfwUJDuBpsGTrBr4gZhVj7ib4Xj5IJd8OjREHX6N6VJ47eRkZaHX7+7gLTkPLTp7A0vHxvEx2Th5qVwfHJjK8ZNb4UW7Tw18vokUim+WLEfpy8Ho0UTD3w4oQtycvOx/+R9jJ32G0b2b4FFH/cDl1ttTs1lwr5zlceznpva7z+LbWpubBPzYBtdvnpOe3Lobpnjqn5fj+6Wref25WdoHKC9uCU1IxcZWXmYtfBvdFBxMqG2wn5ndQeJMAMvz8wGz8wL0NNH0InZyBG64Nl/IchJzIJTKy9E3QjFlY1n4N6tQYW/p3+vv4Go8BR06VMPl0+/wI9fHcLkj9tX+f7n5BbQxJMhn4vxQ9vg34O3MOuLLVgws1+Vb6u6okvft0JxHgoyn0GYFQJhTiSE2S+Rn5KCgnQTiPNsFDdJviVQRHInSvkTvSIY8AphwC+EgSEgMtRDhtgAqdl8jb4+5dim2kS4pPOdVCp5bQaZ3AwMSqoHScKpnm+9Cq2zz4Be6Ny9Iy6cuYSLZy/TdQny8uHm7QRrG83NfpODWxUBpq6Rky2bxXfzdoaZuRl0GYlIgBfF98s7Fq+Oq3rc8gUlEsZ3ebxr4mdNFWrq962mIc7PwM2/PwUK89Fq3CFk5jnQ40Zmc84sboWC9DhY+lxC84nj4dasq+x/potwY90ZhJ17Ak6hHjrN6Qd9pfPBq5DyupULtyM3W4jvNoxG4+buiseSE7Pxw8LD+HvdTfD4Rhg0tkWVv8ZPF/5NE08LZg3Cos8G08kTwjcLR+OrFXuwfstZ5BaIsWPjR9V6xpF9594tLLapubFNqIpxi6rfVyNj2aStvZONVs+bRilZsjt6LGapKOx3Vnd4cWUHiqT5CBi6AfocQ9zY0gWZQXuQEmSDJqPaoMWkTjjzzV5EnXsKl3Z14e1f963rjI1Mw70bURg4ujmmze0OG/vL2L/9NsZN7wRfP+cq3f/lqw9SxdO5A4vQpoUPDHhc/LPnGj6a3heNG5bESbWZd/l9E+alIj3qCtKjbyAr4T5yUkIgzrWGMN0Nolx3iLLbQ5JfIrgxtOTBtq41rD0dYeZoDVN7c5jaW8DI2gTxibkIuh+DoHvRCAmOR06WzCu7nW0drb2+apN8cnR0xLUr10qNpabI6lLtHRwqtU4jYyN6GzF2GL0RddVnH8gMzBmqY2pmik8/nwlONZi1LyrUfG2rtAb4RjEY2oAkmIJOzKIy4RZj9sHSpQUyi2dgnhy+h9jAOPiPb4NCzl08OzMfBlxDODcaAa4RD53m9oeJrTke7b4JA64BOnzap0wFFNnG7ytOU++EJWtHlko8EewdzfHdhjFYueAw/vr5Arh8DvoOa1Zlr3HvkdvY8u8lfDi5B76cM4ROqMjh8Tj4Yck4uLnYYOGyXZjwwTrs/OsTcDgGVbZ9hnoQ77Hs5CAYW3rC0MxJp99OFtvU3timqtC8uwyDUTMoKpQiPngPbDw7wcy+IR1zajQcTw/GQc/AFn5DWtDzfcD/OuLIrO2IuxEGnwokn07se0gnqIZNbEX/HjGpNU4deIidf93AkrUjqmz/CwrE+GPbefTq2pgmnghLF4zAweOBWLxqHw78PafKtsWoGCRezU58hOQXJ5D68hJykoJQKOFClOULSV4A8pJ6QZQriyFJQsk1wAX2DV1gV88ZVp624JuWlGbm5hTg7rVw3Dp6Gw/vRCIvR2Zb4eBsgRbt68CnoSMt6fTyKbE10jTV5kzaqnVL/LrmN4SHRaBOXW86duXyFXC5XAQE+Ku17hOHT+HEkdNU+cSoPOTHlcurHrP1ha+o6DQBSz4xGBUjPng3UsPPwqfzl7ByK/FHy4pNR+DmS3AJ8IT/uE6QSlrg/t6xeHJiNnhG1rD17kZ/d5q/1xGFEimC9t+BkaUxWkzq/No2rp8PwdWzzzF6SlsEtPUqcz/4hlwsXDUEy+bsx4aVZ2BuaYT23XzVPowJiRn4bNF2NPPzwHdfji6VeFLmk2m96ZIkoGYv2o7fVk0q97kMzVFUVIi8tBfIjLuLrPh7yIy/i7y0MBoQ1u/+HTxaTKkWbz+LbWpfbFNdYb9zjOpKRuxtCHMTUbfTQsWYW8A0BG7cCSsvPRhZmdAxu3pOcGjkitiroSj8oNcbVdrEZJzEK/5tPWFjJ1NbmpoZot9If+zdegvx0elwdq+aCp1jZ+7Tktdp/+umGLOzMcfMqb2wau0RBD+LgV8DVj2gaYqKimiSiXiHJYYcQUFWDAqlHOgXdUVBSnekR+hDKiqkk65OzTzg2tyL3kwdLF77/czLFeLauee4di4EQXej6fWomYURWravg6YtPdC4hTtNPr0rdCb5lJubC4EgH9lZ2fRv4uOUlyeAhYU5+Hw+2ndsj4DmAZg3Zz6WLl+MzMxM/LDyJ/zvvQmwsFTvDew3uA+9MeWT+tL0P3/fgukfT3nn0nSdUD5JWDKTwahIuV3opWUwd2gCz5YfljoR39xwFvocfXSc3ZeqmTg8E/iP2IE7Owbi0ZEZaDX+CMzsGtATb8upXZCfKcCj3bdg7mSFer2blOpqt+mXC3DzssGYae3euD88Pgdf/jQUC6bvxM/fHIedgzmdFVKHr7/fi1yBEH+tmUZVTm+CJKDiEtLx+6YzcHezxfxPBqq1bcbbKZQIkRl/Dxmxt4oTTvchEWaBNCcqFLkBklYQZfdDTjwXns0aVZu3lMU2tS+2YTAY2oUkC/QMeLD36aMYEySZolBkCp7lXRrLyJMDDQb449Kqo4i7/xJuLeuUu87H96KRmZ6Hzr1lSio5fYY1w/6/b+Pk/oeY+llJskgd/t13HfZ25ujZpXGp8RnvdceajSdoLLJxdenGTIyqQ1yQhYSnBxD7aAdyU55SzzBDk24oEvwPyUFiiAVi8Ez5qNPVF14d68OpiTtV+b8KSTCRRBNpGnHz0guIhBLYOZqj3wh/tO3qg4ZNXWHAKT/hWSuTT+t/24A9u/fS+7Z2thg2WCYpXPPrz+jQqQP94m7e9hdWff8DPvrgE/B4PEyYOB4ff/rRO95zRnVEK8onlnxiMN5K2LUfaAIqYMQO6OmXnFBTHsci7n4k7WZnYmeuGOfyzelzb//TDw/2/w+tJ5wA39SeniM6fNobuUlZuPbbaVrj7uwvMw7fs+Um0pJzMXfjgAqVshka8fD1z8Mwd9I/WDbnAFb//T9allcZ7twPx66DN/Hx+73QoF7FDHxXfDUasfHp+PbHA3B3scGYYW9OmDFUg5RJZCcFIT36GtKjriIj9g4KJQU02cTl+aFINATidCdkvCyEMEc2UUFmr52busLcSbdL7hgMdZBfJFeyK3ylkbeh1/Z2GQx1SXt5Edbu7WlsIif6dhjJIcDA6BZVzxIrAYJHWx8YGHJpZ8o3JZ9uXgwFl2eA1p1Kl+eROKRFe2+cOxaMCR92pGptdcjMEuDC1Sf4YFKP12Ije1tzjB3aDv/uv44l84fD0cFSrW0xSpOdFIToe5uR+PwwjT+MrBrAzOpLJAcbIyY0BXoGBfBs54O63fyo+t+gnIlLUlZ39vBjHNv7AMnxWTA04qJTrwboMdAPDZu56qSqVGeST/MXzqO3N2FlbYWVP35f5dtm0vTaR5G09iiflGddGAxdIj8rhs72ODceDQsn/1JdRcKPPYS5ixX8hrZ87f+MLNzQbNg23N01Ag8OTETLsQdgwDWmJ+fuXw/F0Tn/4Px3hzBg9QTAxBBHd99Hhx6+r/k8vQkidf/m5+H4Ytp/+Hb2PvywaTyMTd/cQbWs794XS/+DjbUpFsyqeItl4vOwac10JCZl4sN5W+DibI2ObeqrtG1GaQqy45ASfg5pkZeQHn2TKpsIfBMf8HnjIMh2Q0a4BHmpsk63fHM9ODfzglNTDzg39aCfxer2O8piG0Z1oaiQZZ0Y1Q9BZhTys6LhFjC51DiZOLOt5wgOX4/aCsiTTxw+Fw4BHoi++QLCnALwzUq8eZTjhvs3X8IvwA1GxrzXHu873B93roZTK4Fu/f3U2v9zl4OoYqZvj6ZlPv7R+72wbdcV/LH9PBbPG67WthiyY5sWeRmRd9bTiS9iTm/rNRjC1PYIv5iE/Iw8mDpwqEG9T8/GMLY2Lfdti4tKx9Hd93D+WDAK8sVUoT9uWnu061avzM+NLqEzyad3CZOm1z4KC2uP51NhYREMDKrXRROjdvDy1m90qtu77ezS41efQ5Ccg87zBpQpLyZYOjeHX7+1eHxkBh4fnYlmQzZT5ZShuRF6LR2Bo3N20O4ymQ28IRZJMOZ91dsTe/s6YN53A/Hd5wfx/YLDWLxmuEom4KfOP0LggwisXjYBlhaqtWg3NORi1+ZP0X3Icox9/zecO/gl6vtUbYebmq5uIqV0qRHnkBJ+XiZnJ8o5Y3uYWveBKKshMiN5iH2egiJpITiGAjg2dkOjoR5wbuYJa0+7Mo3rqxMstmFUFwqZ5IlRDUmPvEKXNh6dFGOC9FxkRKbAf0J7GJj2pmV5vt2+hQHXiD7u3MoL8TfCEHH5GS3De5WEmAwkxWdhwKiAMrfp38YT9k7mOHXwkdrJp9MXHsPczAjtWpbdJZ6otXt09qPNUogFgJGhbic1dDkeIZ+DyDvrkJP8BFwja7g2+RxZkQ3w+J8QiPMj4ODnig6z+lBF3Jtij4iQJOzechM3LoRC30APHbr7YuCYFqjfuPrEhyz5xGYHqwxSCtmqXQu61HW0oXyS6IjySSKRwuANxoYMxrtSosQF7YJToxEwtvQoNQP+cOcNGNmawrtzgzeuw7H+IKqeenF5OUIuLIZv92VUnWLhYo2ei4fh0LydNEBr28UHHnVsK7WfrTrWxfS53bHxx3NY//0ZfPJVnwopYMgM16pfj8LZ0QqTxpQEpqpga22G/X9/hm6Dl2PEpDW4cPgrKoVnlO+dkBpxgSacUiMuQlyQQXu3mzk0h7XT58hLcUXSvUxEJGYSm1iYO1uh4QB/uLWqA0c/t3Jl7dUVpnyqhbGNmkpnxb9qORnEGv4wqiNpUVfBNbaBqV2JMjn+YRRduvh7Qp8/CkkhR5ASdgaODWTqZ3NPWxqjvDgXVGby6d7Nl3RZXmMUEs/3GtwEOzZeQ1R4aqVjGzJBfvriY3Tv5PdGL8qPpvbC0Ik/Y8+hW3ivkrFMbW5ekhx6AmHXfkReWiiMLD1Rp+0KJD9xxp31QZCKg2gpZuORreHQ4M22DC+eJmD35pu4fSWMllsOndASg8a0gK2Dej6E5HNw/OwD9O3eFFwtdXStWZFWJWGzg1UD35CPjl1UVxe8CwoLxZrfho4onyTSQqhWLMRgaJ6Xd9ajqEgKrzaflhqPvB6CzOg0NBjX5o3dYOR4tppJZe/R9zfTcjyPljPouENDVxT41YHkQhg8Jfn0+1iR9ZVF/1EBSErIwsEdgbRDyOipb/dgIj4Kdx9G4Icl48DnV96Xoa6XI3Zt+hQDxv2I0VPX4viu+TA2Yt9oOSJBGpJfnEJS6HGkR11DUaEYHL45rFy7ApLWyIw0R9ixGIhyhdDnRNMkU8NBAXR20cK1Yt2CsjIEuHXpBa5fCMHw/7VG01YlyVJdhsU2tS+2Icl7PTWUzu/K84kotGXbZeV3jOqTWCC+gTYenaFHDJ6USu64xjzY+ToDeo7gmdgj/skeRfKJfMd8evrh7rYryIhKhZVH6eTR/VsvYWtvRhuklEePQY3x31/XcebQI0yb271S+x/4IBzpGbno062kOUtZdO/UCPXqOmHd5jOYOLpjtSs/fxeQ37HU8HPU0zQnORhGFu7w7fozkp844drP9yEpSKaTq/7j2sHS/c3Jw8iwFPz9+2XcvR4BIxMeRk5qg8HjWsDCyljtfTx6+j6W/nAAIWHx2PLrdIwa0hbagCWfGFWGsECIO7fuolWbFjRY02WKpGKtKI50AV3ZDwZDTkFOIuIe/QunBkNhYu39muqJtI51bCEzC38bJBCq3+M7FGTHI+TiUhiau8DBdwCyM/Nx/VYUGvjYQPAsBrf/OI82H/aodOA06ZMuSE7MprONdk4W6Nav0RtP6ivXHqEdZCaP66z2gW/Xqh7++Pl9TP54I6bO+hM7NnxUq9WMwtwkJL04ieSQ48iIuUmTmHxTRzg3mojC/JZICSlC0L8vIc5PBtcoE64tveHVwRcuAV7gmVTs3JSemoubF1/gxoUQBN+PoRfHZIYxJztf46+PoVtUp9imuiJPPjEY1QVSPkWapVh7dix17o9/EEl9AmWTXfpwajgMUXf/pOctvqkDfV7d7n64t/0qXpwNQqv3uyr+n1gEBN2NQefesi6+b/KkJKrs88eDMfGjTpUyHj914THdRs+uTd7qQTlzck/M/nI7Ll1/hq4dSnfgY5QmK+EhQi58g8y4QPDNnOHb7Qekv/DClR/uQpQbDfc2ddF8YkdYe9m/8a3LSM3Fv39cw9kjQeAbcTHm/XYYNKY5zCxk5ZvqcDPwBb5esQe37oXBy90Of/78PoYNaKW1Q8mST0yaXmWIRCLcuXEXzQKa6HyAVhHlk7rydalUN4IpMUs+MXQMYrZYKBXBu+2sUuOkQ0z6yxS0/7S3SiolfX0OmgzaiMCdQxF0/BNwDa1w4kQh8gViTP+6P5LOP8bTo/dpx7JmYyvXOU5fXw9zlvRHenIuflt2EuYWRrTrTFlcvRVCT+7ffTmqyjwSRg5qjeiYVCxetQ8Lvt1JFVW1aQYyPzuWyteJwikzNpD8QsPQwg3OjadBKmiO5CciBJ55CanwOU0webSrB88O9WjCiVPBcrqUxGzaZej6hVA8exRL1R+OLpZU3t6umy98GjpWq/ecld3VvtiGGncbVMF6oO2yO92IlxiMipIWeZUubTxKkk9EyUQ8n5wDSibPnP1GISpwIxKeHoBnqw/pmImtGe1gFnbhCTWX1i/2knz6MA7CAnG5JXfK9B7StFiRG/rGybA3eVK29PeuUCn/uBHtsPSH/Vi36QxLPpWDMC8FL66sQHzQLhqD1uv2LaS5bXDzt2vIS74OZ38PNJ/YCfb13+zNRI7/kZ33sHfbTQgLJOg9tCnGTW8PS2sTqMvzF/FYsmofjp15QBvh/Lh0PKaO7/LGsktNwJJPTJpeKylP+aTccYWY0OqpYC6sq4bjutJ1j8GQn6BjH/0Dx/qDYWLjUyrZ++C/6zCxM4NPj8aIeRmv0hvG4ZkgYPg/CPxvKG7smoojJ6ahZYc6qNvAEd717FGQJaAzjcTXp/Hwys3w8PgcfLV6GBbO2IkV8w/SbnjNWr+u0Fq19gisrUwxdULJjGZVMGdmP0THpWHD1nPg87hYtmhktUqGqIogI5Imm8gtO+EBHTO2qgPXph9DktMUiUH5uHMsEoWSJ+CbG6FO14bwau9LO9SVZ1T/KolxmdS4kyicQoIT6JiLuxVGTGqD9t196Wenur7HrOyu9lFdy9YKi2RxSjXdfUYtJD3qCvXwIeX+cojqSe73JMfMrgHM7P0QH7wHHi0/UIyTOCf27hHE3n1J1TDykjtiIl2R0m5iPG7naI7TxHhcxeRTbHwagp/F4OvPh1bo+aTUf8r4zli9/gReRCTCx9tRpe3VZMhEavS9LYi48TMk4jy4BUyBtfNk3N12B4lBJ2DhZo3ey0bCtUXZk5XKv91XzjzD379foRNhJAE5ZVbXSnt6KZOQmIHvfjmM7buvwJDPxfxPB2L2jL7UbP5dwJJPjFrbeaAsCpVUQtQjRp3kk44ojsQSzXf2YzAqCpkBLJQUwOsV1VNsYATSwpLQ9qOeFU4cvAqRtLcYsxdr5n2JfIEU/QdZ0XGiour6xUCcl0hxZ9NF+r1uNLh5pbZhbmmE5etHY9EHO7Fs7gEsWTsCjZu7Kx6/dfcFLt94hsXzh8PU5PU2yupAkiC/LJ8AoVCMNX+cBIejT7dTXZMjZZGbFkrL6ZJCT1CvBIKpbX24Np0DUVZjJDzMQujhaBRJg6mSzbdPE3i296Wd6iqqliMtiknCiXg4hT9PomPu3rYYO60d2nfzhXsd2xr1njJqEWpmb97V5555PjGqE1JJATJib8O50chS48TvydTenDazUIaon0gpVk5SEADZY+5tfcAz5SP0bFBJ8unmS/g2coap2dtjB1J633tI5YzHT51/TJd9uzer8P9Mf6871vxxChu2nsXPy/5X4f+ryaREnKfNbgTp4bBybw+vVl8h5HgSbv5yAFwjHlpP74aGAwPeei35/HEcNq25iJCgeOr1ReLK5u3enKyqCNk5+fhl4wmqWBOKJNQw/svPhsDRwRLvEpZ8YtRKyiu7U+64oq5huK6U3elK1z0GQyRIRfSDrbCv1x9mSt1h5KonYxtT1Ov1Zv+BtyHVt8XD0Kbwco1G5qMZSPfeBmuP9vTk323hYJxbdgC3Np6DVCRB4xGtKnWxZWVjgu82jKEKqKWz92PhqsGKQIF0uLM0N8aM9ypnAvo2iP/Cuh8mU2XlT+uO0+W3C6uvAooc+9yUp0iiCafjtCMMwcyhMdyafoGC9PqIf5CO5/tjUVT4iCrjSDBHEk4ODV3e2JJYeRvREWlU3USSTsTAk0BUTRM+7Ih23erBzbN8c1cGo7pQbZVPxarz6vo7xqhdZMXdo5No1p4l3d+kYikSg2OokfSrn2PHBkMReulbajxu6CZrikLKwet0aYjnJx8hP1MAgVhKz02kxKqi9BhYOeNxUnJHOvE2blii2nobLk7WGNq/JXbsuYav5w6DlaX6ZWDVlbz0CIRcXILU8LMwNHdF4wF/Ii3EESe/uARRnhC+fZrSEjsjyzebgifFZ1Ez8atnn1MD8ZkLeqLX4KYw4Kjn6SkSSbBpx0Ws+vUI0tJzMaB3AJZ+MQK+dZ2gC7DkE/NFqDLMzM0wd1FpNUP1Uz4Vliq7qwnlbhKpbiiwGAxiulkozod329mvzRamhCSg9YzuFfbnKY9je+4jL1eMKd/9D7nBt3Fv3zg0HrAOjr4DaMld96+H4dLKIwjccgn5mXloNbVrhRIYr2Jta4oVG8bgm0/2YtmcA/j0m74wdzbC2UtBWDh7sEblzGTGc+PqqdSH6peNJ5GUkkUTUtpqk1sVF8jZiY9osomonASZstbSFs7N4db0KwhS6iL+fjKe7iKll49g5mQJv2Gt4NWhHmzrOVXoApVsIyI0WVFSFxuZTseJb9OkTzrThJOTa+nZ6ZoG83yqjbGNuson+YqgVZjnE6M6kRZ1hXxbYO1e4iFJYhhJgRjOzV4vmeOb2MLWqxsSnh6Eh/NkxbhPz8Z4duwBws4FIdlQlsypiN+THBt7M2ovcOHEE/zvo04wrIDxuCBfiEvXn2Ls8HYqJ3s/fr8X9h25TdVPiz4bgtqGRJiLiJtraCyrp2+AOu3ngcftjxtrryIz+ikc/FzRZkYP2NaVGcuXhyBXiL3bbuHwzrtUrDp8YiuMnNwWJqbqeQoSAcWBY4HUn+tldApaN6+DXX99irYtSywudIHqEalqGOaLUDWQYF8iloDD5ej87FVRYdmlaMoJJ3WVT+r+f1UhFrPkE+PdQ7rCkLp4u7q9Ye7gV+p34+F/12kJVf0+TdXahiBPiMP/BaJpSw80axcAYdMjeLBvPB4fng5h92/hHjCVJre6fTkE1387jeADgdQctOPsvuDwVe8WQwK/VX+Nw7dz9uOXxceRYSmAmakhZk7pCU0jT0A52ltQH4bk1GxsXz/zndXwV6QtNen+QhROyS9OoCA7jgbvVq6tYe3+HgRJnoi9nYDgMFIG9xCWbjZoNrYtVThZe1fMd4lcwIY+SVAonMisIqFBExdMnd2VJpzsnSxQW2CxTe2LbdROGhW/Pm0ng0o8n6qncotRu0iPugYzBz/wjKwVY/EPZX5PpNNdWbg0HY+U8DPIjTsHNKhDx2x9HOmEytNjDxDt4gJTc0PqU6kK/UcG4PblMJw/EoT+owLe+vwrN56jQChWqeROTotm3ujZpTF+33QGH0zuAWtLU9QGSPySFX0MkWc3QpSXTD1LHevPwqOdTxF96xBVZHddMAheneq/8RxBRAlnjzymXewy0wXo0MMX733cmTY2URdi90A62N1/HAmfOo7478+PMbB3gE6es1jyiVFl5Obk4s/ft2D6x1PoTKEuU1QkeWvCSFkFVd3K3ZTLByU64j3FqN1E3dsEqTgPddp9Vmo84XE0kp7GodXULuBUol2wMif3P0ROVgFtSSufbWwxZj8eHZmGkPNfU7+FBj1XwoBrhA6z+sDY2hQPd95AVmw6enw9jHo1qAoJFpf9PgrzPv4XF89cRvtG9WBUiURWZSBBxdIFI+HkaIV5i/9D50HfYuefn6C+z5u7qWiLwkIJMmJuFiecTtKgTU/PgHoj2Hp+iNx4V8RcjUVGZCpNOJEkU8D/OtCEk5VHxfwrSNnhs0dxMoXTxRCkJedSRZhfgBuGjm+JNl19aFtqBqN2xDZVk7zR9vWKuootBkNbiIXZyEp8CE8l83BC/MMoWHna0Ym0srDz7g4jSw9kROxCUdF0ev4mN+I/eemHY7gfWYCmbb3oxJIqNGvlgTr1HXBgxx30HtYUnLf4C508/wh8Pged2zdAZfhq7hB0HrgMv/55GkvmD0dNJyvhAZ6f+wpZCfdhZt8IDXr9juhrhTg+9zhVzfuPb48mI1q/NX59cDsSm3+5QP25iAJ74Q9D0LCpq9r7R4zjv1m5F2cuBsHBzgJrV0yk3k5v+xy8S1jyiVErKbfsrgqVT++y251y4ospnxjvGnFBFqLvbYKtdw+YO5ZWN5Hkj6G5Eer391drGwX5IhzcEUiTDuQmh8M3RcDwHXhxdSUib/+OnJRnaDr4Lxhbkra3HWHtZYcrP5/A4U+2ocsXA+ESUHHJuxy+IRdpBrngk7K35CJ8PnkHFqwcDFct+Qh9MKkH6no5YMonf6DLoGVY/+MUDBvQEu+CQokQeUk38CT8DpLDTlLFm54BD9bunWBk0gPZcQ54eTYa2XEk4ZQKO18ntJzSBZ7t671m0loe5Dct+H4MVTiRVtNkBpEE7KRD0Nhp7dGmsw/1T2AwaiokyVTmjHYVJZ+0LUBihuOM6kJG9A1yEQFrj46KMXG+CMnP46kfYXmQMi13/8nUKygr/h4sXVrQca+O9XF63XnkphXAv4zuuW+D/A6MeK81Vi08gmtnn6NL30Zv/N04df4hOrdrABPjypV4NW/qjf49m2HDlrP4aGpP2NmoPmlXHRDmJuPFlRWID94NrpEV7JrMh4lBd1xYcpUq5onKidg2vG3SMuZlGrasvYi71yNg62CGucsGoFOvBnSSTB1i4tKwfPVB/Lf/Bj2WX80dSssiq7rRjSZgySdGraRIKta859M7TD6JldROEh0p/2PUXqLvb4ZEmA3vV1RPicGxSHgUjRaTO9POIOpw6sAjZGUIMO+7gWUGffU6fwlzhyZ4cnI2bm7tBt9uS+HSZDwN/CzcbHB++UGc+nIPGg5qjpaTO6ukwnoSEovDJ+9h1ow+GNyxOVZ/cwyzJvyNyZ92Qb8R/moHGRWhR+fGuHp8CcbP+B0TZ67HqfPt8MOS8bC0MNaKkXxKxAWkhJ1B2stLVOGmzzGEtXt3GKAzsmMtaYc6QVoioJcIh4auaNDfnyqcKqo2y8nKx70bEbh9JYx2BBLkicDlGSCgjRctp2vVsS5VoWkCoh69efcFNWkdOag1mjVW/QKBwahSSJmankGNURDJFVus6o5RHUruyISKlWsrxVhiUAy9ZnD2f/O5wbnxGIReWUUn4+TJJ9LdV+LuAERHwdOhcibebbvWg5ObJfZuu41OvRuWG3MQlUxcQgbmfjQA6vD158Nw4txiLPvpIH79/j3UJAqlIkTf24zwGz9Tj1Ji12Bu9z9c33AV2VEnqUK7y4JBcGr8ZrP2rEwBdv55HScPPASPx6HNTQaPa1EhX643kZGZh9XrjmPDtrO0sdW0iV2xYNZg2NtWnyQgSz4xU85aSWGRtEZ7PimX2jHlE+NdIhHmIOruX7Dx7AxL59Kzgg/+uwaeqSFNRKhDQYEY+7ffod4+TVq4l/s8x/oDYe7QGMEnPsXT0/OQ/OI0GvRcAWtPNwz5bRLubLqIp0fuIe7BS7T/pM9bgws5P/52DIZ8Lj6d1gcO9hb4bedkrP32JP748RxuX36BmQt7acXc2sPNFucOfElnw9b+eQqXrj/DbyvfQ+9u6nlplXWhmJf+AilhZ5ESdhqZ8ffoxTDXyBrWbgOREVcPkgwbBO2IhUQYDwNuEg3K/ce1py2lSbljRYiPTqfJpjtXw/H0USwKpUUwszBEq051abKpeTsvGJuoZ9BZHplZApy9HIST5x7i7MUgZGTlUXWVt4d9tUk+McPxmu1Boocykk9q5p7elT0IMxxnVBfSoq7C0rk5DLglEzvxj6KgZ6APR783l1FxDS1g4T4ASSEHIMh4CWMrmdI6IUcCMw4QffYxfNvWVXmfyLlp1KS2WLvsJK6cflqu+unUhcd02aebel2F/Rq4YfK4ztj632VMHd8FTf3K9rmqbqSEn0fIhcUQZITD2r0D3Jt/iedH4nD93CFwTfho/0lv1OvdBPpvKI0UiyQ4uvs+9my5SX1IewxqjAkfdKRNatSNc//4+xx++v04jUdI58HF84ehrpdqHmG6AEs+MVPOKoPH56FD57Z0qeuUZzhelWV379LzSVn5JJaU/VoZDK2pngoyUaf93FLjSU9jEf8gCgETO4KnZgLh9IFHyEzPw5xv+7/VXNHYyhMtxx5EZOAGhF/7Cdc3d4JXm0/g2WomDSzcWtfF9bWncGL+f6jTtSFaTu0CE5vyfV5CwxOw/+gdfDi5B008EYip9bJ1o3Fs9z38ve4KZo7aguH/a4URk9uoPev1Nsj6l385Cv17+WPGnE0YPmkN+vVohu+/GYM6nm/uwPImpGIBMmJuIfXlJaSGn1N0qDO29oGN60yIsnyQElKAiJMJQFE2DC0l8O5cH+5tfODs7wGu4dvPCyKhBE8exlJl093r4YoOdc7uVhg0pgVad6pLE4zqtiEuzycv6GkMzl0OxrkrwbgZ+IIm8S3MjdCzSxP069EUPbo0rlYGq8xwvAbHNsUG3a+Pq9ntDu8m+1TIJE+MaoAwNwl5aaFwbDDvNb8nUkLOq0Apm5XPRGRFHULEzbXw67cG+QIRQp4kIKCBA6JvvkBqWNJbu6WVRdd+jajv0z8br6F9d19wy+gcTEruGtV3hbtrxTwV38Ti+cNx8FggPv/mX5zZv1Anja0rSl56BE06pUacg6GFG/z6/4XkYBuc+uIiJEIx9eWyaeMFn2Yyo/jyJuVuXAzFtl8vIzEuk06Evv9ZN3jVs1e7iua//dfx3c+HEBufjg5tfLF80Shq/l5dYcknRpXB5/PRun2JDLXaJ58k1bfsjnRUkMMMxxnvUvUUGfgHbDw7wdKltAfRg3+vg2fKR6NBzdXahpCqnm6jfmNnarxZEUgZnlfrj+FQbwANOMKv/Yi4xztRp90cuDYfgeF/vk+9qIIP3UXUzRdoNLgFGg9vCX4ZneR++v0YuFwDzP6gb6lxInsfNLYF2nStR00md2+5ifPHgjFqShv0GNSE/o8mIa11b59dhjUbT1KJdsseX2H6xG747IN+iiTZmyCBVG7KU6S+vIy0yMvIjL2NQqkQevocGFu2h6nFGOQl2iLyTAqEOQUAXlKz1aaj2oLrbIYmPZpRM863bSM6Ig0Pbr3Eg1uRCH4QQxNQ+gZ6qN/YBZM/bYJWHetozDuLdAi8ePUJzl4KwvmrT5CSmk3HSaeYGe91R98eTdG+VT1wiZcXo9aii7ENUT6VPV5Vnk9a7nZXTcsFGbVP9USw8eikGMvPzEN6RDL8x8kanbwNrrEDXJqMRdyjf+HddjaePJHSyepuY1oifONpPPj3GnouVt3Im0zKvPdRJyz//CBtvkLiD2VS0rJx534E5s7sh6rAxsoUX88bhjlf/YMt/17C1AldUR3N4yNu/ELL7PQMOKjTfh70pL1w7adryEl8ApcAT7Se3p02QIkMjSl3PSHB8di85iJtfuLiboWvVw9Dy4511ErIFRUV4fjZB1iyaj+ev4inajNS4ki6DVbnRB+BRVSMKqOgQIgbV26hXScyu6+ZUghNJ5+Uy+7U9XxSN3mlDhKpkufTO9wPRu0m+v4Wqnryblda9ZT8LA5x9yMRMKGD+qqng4+QkZaH2Yv7qXxCJioo/+F/IyX8HDWWfHJqDiJurYVXm0/R/L2h8OnZGHf/voJHu2/i6dF7NAnVYIC/omwsIjIZuw/dovJzZ8eyy+rsHc2xcNUQ2unk798vY/3Ks9SXYeSk1nSm0lBNr6s3YWTIw8LZgzF+RHt8s3If1m0+i03/XKRB4qfTe8PFybpUoJOfFU2706VHX0da5BXanY7AN6oHI+OJEGZ7Ij1EgujYDBJyg2+eSg3aXZp7wcXfEya2MoUYCdLKSzwlJ2RRs/CgezF4cPsl7U5H3ydnC3Tr34h6ODVu4Q5TM0ONlNLdDAzF1VvPabvph8FRdNzczAhdOjREj05+6NHZr0pmhRk1B92MbYo0mjTSdjJI3qFX20kvBkNVvycDninMnZopxoiCm/A2vydliNqaTHgRX6H7zwaBw9FHQIe64Men0niDKMOJN6KqkJL0Rv6u2LnpBjr1bgBL6xIPKVI+Tr5ffbpXXRk+Kbnbd+Q2Fi3fjW4dG8HLQz2VjzabTsUF7aSNaMSCNDg2GAo7z5l48G8QEh4dh4WLNXouHQG3lt5vjCuJwmn7uiu4evY5zCyMMGNeD/SpQMfBt3HjTii++X4vbt0Lg7urDTatmYZRQ9pAX7/qVd/vApZ8YlQZYpEID+4+RMs2AToUoKmofFIqVytUSuCoq3wigZw2TIfL8nlSLsFjMLSFRJiLqMA/YO3RqZQxJ+HBf9dp0qnh4KpRPfk2doZ/m8r78NjV6QFb725ICjmO8Bur8fTUXLy4vByuTcajw6yJyB3TFvf/uUbVUI/33qIm5aSrzU9bTtPAZM6Hb59JJF1siDKLeBj998d1moQiJXk9BzZGv5H+GvWEIsmUbb9/gC8+HYhVvx7F+i1nsXHbOfTuXBcjuhrB1yqEKpuEuQmyfyiyB8egCyCoi+x4LrJisuiwnkEaHBq6oG73xnBt7gWbOg5vVDeRQDchJgNB92Pw5EEsTTqlJMrURUbGXDRu7o6R77Whx87JzarKZ/PSM3NpEHftVghNOD1+EkP3ifhjBDTxxPxPB6Jn58Zo6e+t022JGe8WXYxtyk3SqJs00ns3xuUs58TQdch3jiifrNzaQl+/5PI5JjCcxjP2DVwqvC4jc1e4Nvsfou9txZ1rPmjk7wYjYx6ajGyNkNOPcGvjeQxaM/Gt6uFXIedQkgCZ/b+/qRJn7rclxuInzz+CtZUpWvqXXzqmKuRcuvGnqWjb5xvMmLsZJ3d/Qcd0mfToG1TxnpMcTLsvN+zxB8LO5uLuxhO08U2raV3RcCDx9Co/JsjNLsCerTeptxNh+MRWGDGpjdqTZkFPo/HtjwfosbKxNsWqxWPx/oSu4PM1a9egbVjyiVErIVnvsiCGtmXdrwzKiiOpRAr9MuqvtaF8YobjjHdB9IMtEBdkoE77OaXGU0LiEXv3JfzHtwffVL0T9elDj5GemodPv+6rduJCT0+fGpI7+PZH6suLiLm/BS9v/05vlq6t0XDYUDQbNwwvzoYj7MIT3Dn9EP+GvUSf5j4wr6BPCtnHNp19qHfRoztROLb3Pg7vvItD/92lZYNkprJDj/qwsqlcx5s3IcpPhx0nBF+PFWBoIwl2n0nBuWtCnLjAhZ2pGO29W6GNkxtshGYQpOTT/zHgCmFX3wbeHRvB0c8Ndg2c3+jdRAKy0KcJCLwSgpSkQIQ+SaCqNIKJGR+NmrliwKgA+AW4oY6vQ5V6N4lEEgQ9i8bdhy9x90EE7j6MwIuIRPoYSSw1b+pJyw2IX0Lr5nVhZvp6CSWDUW0ot+yuilbPyu4YjFLkpjyDMCeeqpaUrTpi772k5VlvMqEuC+KDGXzjPJIT8zFonCwhRJJYLSZ1wrU1p/DibBA1t1YVLx97DBnXEgf+uYPu/f3QrLUnhEIxzl8Jpv6PVZ0c8va0x4qvRmPWou347pdD+ObzYdBF8rNiEHrpWySFHAPPxB4Neq1BZoQXznx1A+J8EXz7NEXA/zrCyLL8DsHkeoqUNO7adB05WQU0Zps4sxMcnN9uZfAmgp/FYMWawzhy8h5MjPlYMGsQPp3eh6qyayIs+cQ6wtRKlJVPJMiSX7gqq52KJFWnfCL3tZm3Vk58SZjhOONdqJ7ubKTdQqxcW5d67P6/18E15tESNnUg3kBE9VSvkRMC2so6xlQFJAll592d3ogJZfyTPUh8dgjPzi6Anp4BLJwD0OaTzvjyVzF9fvMsCfZP2wQLV2uqBnJt4U0TNZw3GIuT3xsSEJIbkW1fPPEEl089xZ8/ncdfq8/Dp6HsNZESNPL6VEnSkN+zguxY5KaG0GA5J/kpshIfIj8zElKRIcR5ttAr9MEYr+boa26By6HpuJeZjcOPBTj0OAwOpsZo6+eB3j2aof/wNrC2MS9zG6lJOYgKT0FUeCpehibTpFNCTKbiOaSMrqG/K004+fm7wb2ObZUFvaR87snzWDwJiaVLMlv46EkUhELZ77qVhQmaN/PC8IGtqGdTq+Z1aUBX22Dd7moumvZ80nrZXXkG6gyGjpAacZ4uSWygGHuRCGF2Plxbqq4m4hlZI8tgAgABvJzCAchiIp8ejfHs2AMEbr1MG6C8KRlSHmOntcO1c8/x6/JT+PXfSbgWGILsnHwM7FO643BVMWV8F1y/E4offj1KVcUDemlmO5X1dYq8vY4q8YtQBM/WnwDCPri59g5yEiPh1MQdrWd0h413+SWD5Bru9tWXODvvBJLis9CwmSumzu5K4zN1CH4eg5VrjuDQibswNuLhsw/64tMZfWBXRtxVk2DJJ9YRpurQ0wOHGLNWAyO0UmV3JOjRM3jN50nuQVBZlM3LpWqqqFRF2WSceT4xtE3UvT+LVU+lvZ4Sg2MQGxghUz2pKU8+sf8B0lNy8cmXfTRmvmhi7Q2fjgtQt8MXyE58SGfMSLe3a2c24syD9ujXLB7tBwogTG+C7Dghnh27jyeH71GpvLWXPe1+Y1ffGdaedjQ5RSTdr+LoYomx09pjzPvtEB6ShOvnQmi3t12bbtAb35CLug0caJBDbu7etrREDYV5yM+IhCArmiaWSNtmknDKTgqDKFsfknwLSAosUCR2QqGoB4TZphDJ7JUoJDlmW9cR0zo0xyJfJxTamODs7RAq9z55JwSHbj2D/opdqOPhgDpu9nCysoSxAR8F6WIkRmdAkCdSrMvc0ogmzLr0aUj3kc8vROMWPmormaJiU/EyKhkR5BaZjPDIJJpsIh1f5JCAraGvKyaN7YyWzbzRwt+bdvWr7oacVQHrdleDYxtNdbsrfo1M+cRglCYl4hxMbOrByMJNMRYbSJJGoBNPlSEk3AK2VklIC/oWwpbdwTexpQoq0nn36Gf/4OaGs+i2cLDK6yVeknOW9seiD3bh9+9PI1KUSs+VxKxaE5Dfjd9WTqLn52mz/8LZ/YuoQfa7pFAiRMzDvxFxcw3E+Rmwr9cP5jbT8XjPM6SFnYWlmw16fDMM7m3qlhsvkCT8zYuh+PePa4h5mUbjr0U/DkWbzuX/T0V4EhJLk04HjwfS4zJ7hizpZG9bs5NOcljyiVFlmJmZYta8j6rFO1qolHwqLBTDQN/gNZNwdcvulJVP2u44p7w95vnE0CYiQSoi72ygHkpWbm0U4+Ri5u7WyzA0N4LfsNKd71QlL1eIPVtuUWPN5u2qTvVUHiTIsHDyp7d6Xb7G2ik/wpAfgo/GN4Ke4DEk+utg7FoIQ0cuhJkekBY0QEF2LkJOJ+L5iYeK9RhZ8WDqYAJjGxNqWm5kbQxDcz64RhxwDDng84rQrb0+urZ2RkaaKZ4+zUB4WC6iomNw6CHxK5IFO3p6RTDl58OcJ4ShQREM9QG+nhF4RW2gL+4IAz2Aowe6NDDQg6mjFczrW8HZ2RomjhbgW5tBz5CH/HwxBAIRguPykPE4GcI0MQJsPeHWwgqhUYmIS89ASmw2TfxIlS52TY0M4eJgBU93O3h52sHd3RaO9hawsjSFkCNFclIGeGEJMORz6XEnARxRNpBlQYEY2bn5yMnJR05uPrJy8mmXucTkLCQlZ9JlYnImEpIyS6kvSHdAsr3mTb0xcXRHGtiSltFe7nY1xoSToZvoYmxTrvKpsLoajjOjcYbuIi7IRGbcXXi0mFFqPCYwArY+joomJKqQlSFASHACBgxrAknBVjw/txBNB/9FH7Or54Smo9vg4c6biGhfD96dGqi8fuIjNWpKW/z313Xcy41Er65NYGykOQUwURfv+usTdB/2HQZPWI3zB7+k5+x38duY+PQgXlxbhYKsGNpp2d57Np4dTcG9B5dgbGOKDrP7UIVZeaWSJG65d+Mldmy8ivDnSXBytcTEmW0xbGL7Siu4yTpv3HmBNRtP0Ek+0hBm1ow+mDWjb61JOslhySdGlUGUQvmCfBgZG+n8xUCpsjsl/ydltZOy+XhlUFYcabvznUQp8cU8nxjaJOLmr5CK8uDTaVGp8Zg74Uh6GkflzTw1S6AO/nMHOVn5mPRxZ60rXO49isDxc0/x+Uf90Wn0CDomEeUhJ/kJ8tLDkJcWRpf5mZdQkJ2C/HQuxAJrSARWdJkZa4m0CBMUioiU/u377lR8k1gD2ZIi5EiBXCmQIzVCdp4Rkov0IH7bz0tqBhBMOtRFlPsU8jaaWxpTvylrGzP083WiAZejiwXsnCyQJy5AdEIa9VEKe5mIF+GJePgsCmevBVXJhaOZqSEc7S1hb2eBNi184OZsQ70kSPecOp72tDOfrhuZMmomuhjblKdMUlexJP851XYySNsG5wyGKhDFM1EbkuYkcvIz8mjZXbOx7Sr1Zt69HkGFih36tgUv+1NE3PwFCU/2w6nRcPp4s7HtEX07HNd/Ow1bHyeYO1mqvI0xU9vhxJmHyA0sQED9yjdlqSjkfH3w7znoO3oVBo3/CSf3fFGqq64mIb996VFXEHppOTUTN7HxQZ12GxF9TQ/ndwRSuwfip0UsH8qzRSDrIMrz3Vtu4tmjONjYm+Kjhb3QY1BjxEbEVyoGIeeP42cf0qTT7XvhsDQ3xucfD8CHk3vAwU49r6jqCks+MaqMvNw8/Pn7Fkz/eArMzGUtt3UV5YSTciJKOUmkXIKnbtmdtkvfWLc7xrsydCQyZ6eGQ2Fm36jUd+HutsswsTdHg34lLYorQ0ZqLjXobt25Luo3qXh3mapi6Q8HYGFuRGer5HB4JrSj36td/QhScT6EeckQCdIgFQtoYk4qzoO4IA+iHCmEuYWQigCpqAiFYj0USnnQNyA3Q+hz+TDgmoBraAqesSEt2+MY8mgQRYxJjaxMwOFxqP8VMfYmM6n5AhEKBCKqahLmi0s87YovKon5NumqY2TCky2NuDC1MISFlfFbO761Qt3XX5+0EKnpOUhKzkJmtgACgRBREfEwsTSjKifS5VN+I/thaMiDuakhNfwmZppkaWtjVis9mRjVA92MbcpJ1lSV4bi2k09VteMMhob8njg8M6qiUe5yR3Bt6V2pdd65GkZL1n39nKGH2bTRyZMz82Dm4AdTW1/aba3rgkE4Mms7zi8/iIGrJ7zRS7IsiF+kmacR9O/q4daRUMQPbwdnUravQZr6eWD35k8x/L1f0HP4Chz593PU9XLUeAe78Gs/IiP2FvimjvBovhLxd61w+cBzqm5qNLQFmo1uC0OLsv2zSLL99uUXtINd2LMkWFqbUE+nvsObUeuDypAnEGL3wZv4ffMZhIYlwNnRCt9/PQaTxnaq9Q1PalTy6dSJU7h44RK9/8nsT+Dqqv0LE0b1oLTySVxyX9nzSc3kk1S5252a61Kn2522S/4YtZfw6z9Rz5E6HeaXGo+4/AwZkanoNKcfDNTs+rhr802IRRLaYUTbXLr+FBeuPsHi+cNhZVmxjnQGXCMYW3rQm6bg8Tm024q6HVcqA5kJJLN3yjN4kW7W8Kz3bv0eGIwajYYNx7WdfGJldwxdnqxOjbgAa89O0DcoSURE3XhBJ4DsfZ1VXieZmCEKm/bdfYvVNDw0HfIXbv3dCw8PTkWbiSfB4ZtRX6JOc/vh/PJDuLb2FDrPG0A9JSsKufY4ffExOrdrAL0EPXz98R6s/GMs7Bw1W+bVsU19HP1vHk1A9RrxPXZv+hQt/VU3Za9Q0un6T8iIuQmukTVc/L5ESrArrv8cCn2DFDQYEIAmo1rDxMas3Ou0q+eeY+/WW4iOSIWtgxk+mNeDKp0qm3QiyvC/tl/Ejr1XkZWdj/o+zvhj9VSMHNwGPC12PddldEM/XEU4OTvBP8Aft2/eRnpa2rveHUa1UT4pld1VZfJJyTNK3XWpikTMkk8M7ZKT8hzxwXvh2ux/pRItUpEE97ZfhaW7Dep0K1FDVYb4mAycPvgI3fr7UeNHbUKCuEXLd9PSMCKXZjAYjBrr+VRFSawKb0/NBi8MhqbIiL0NcX467H36KMZEAiHi7r+ER1sflZJBcu7diEBBvhgdevgqxozMXdF4wHoIMl/i4aGp1DCb4NneF83GtkX4pacI3CITWFQU0oGOeCqOHd4Oi9eOQHaGAF9+uAtpyTnQNK2b18WpvQvAMTBA75ErsW3n5Spbd3rMTQTuGoG7u4bTRitO9RcCgu9we50AL6+GoX5/f4zcMgNtP+xRZuJJkCvE4f/uYsbwv7D662MQiyX49Os++PPgdPQfFaBy4olM8p84+xBDJ/6MZp0XYsPWs+jUrgGO7ZyHwHPLMX5kB5Z4UqJGpeCaNmtKb/v27HvXu8LQcYjJeJn3lZJERWqWyr3LjnOlPJ+Y8omhBV5cXkZVPt5tZ5caJ93fcpOy0GPxsHLNHSvK379fhr6BHsZObw9t8+++a3j8JBobV0+FqYl6nfoYDAZDJ5VPxdfRTPnEYMhIDj0BPX0u7Or0VLwlpGuvVCyFZ4eS5JEqXDv7HCZmfDRtVdqHydarCxr0/B7PznyBoOOfosmgDdDT00fA/zpCkJ6HoP13wDc3QtNRJc1c3sTugzdo448BvQNomfs3vwzHkln7MP/9f7Fk7Ui4edlo9DCTxiBXjy/GxJkb8PEX23Dl5nP89O14WFuaVirhnhJ2BpF31iMzLhAcQyvYun+B5GBH3DkRBQNuGOr3a4Ymo9rA1K5sZVdibCaO7rmHs0eCkJ8nop2E/zezIzp0r09LFFXlWWgc/t17HTsP3EBSShZsrE2pn9PU8V3g5qLZ97Y6o7XkU3p6Ovbs2os9O/cgJTUVt+/dhLFx6drL1NRUrPj2e1y/fgN8Ph8DBvbHZ5/PBpcry0Du2b0X9wLvvbbu5i2bY9Tokdp6KYxyIMesa49OdKnrlGc4XpVld8r/r/WyO+Vud0oqKAZDE6SEn6ey9LqdFoJvYlfKkPPhzhtw9veAe+vX/YJUIeheNG5cCMXIyW1gr2HJ+KuQrmzE66mZnwfGDa+cuSiDwaie6GJsU57ySV3rJL3i7JP2lU/M84mhe5DvWVLoCVh7dADXUKm0/EYoeKaGcGqsenk58WgMvBaBjj3r0y6ur+LWbCKEucmIuLEawSd4aNT3F+jrc9D+k94Q5RbQrsGSAhFNSL2p4Qop7Tt4/C769/KniSdC4+buWL5uNJbNPYB5U3dg4aohaNpSc5YABFKSf+y/z7F89UH8svEkLl9/hp+XT8CgPs0r1DCGKMDin+6nSSdBejh4Jk6wsFuAxAfmeHkyGTzTJKoMaziwOS2DfO3/C4vw8E4kTu5/iDtXwuhYmy4+GDS2BRo2dVG5aQ1JMh0+eQ//7r2Ge49eUj/L7p38MH5EewzoFQDDSpbr1Sa0lnyaP+cLeNfxxtjxY/HdshWvzc4Qye3U994H39AQ2//dhqysLHwycxZyc3Px7XdL6XM8PDzKTAiQcca7h8fnIaCVP6oDFTEcV1cGrlx2p+z/pA2U1U5M+cTQJIVSEUIuLIaRhTs8Wkwv9djdv69AIhSj9fTuanWlI8nbv1ZfgLWtCUZOqtiMX1VCAiYScGxb94HOdLtiMBi1N7bRVLe7d+b5pOVkF4NREbISHkKYm4A67ecqxiQiCe3e69XBF/pvadJRFk8exkNYIKZ+T+VBtlckFeLl7d9po5ImA9ZDn8OnBuRXVp/Aw503UZBdgLYfdC93H06ef4jsnHyMGdq21HiDpi74act4LJm9D998vAfjprfHiEltNNpNlsvlYOmCkVSBNWPuZoyfsQ4d2vji+6/GwL9J2V34hHmpiHv8L2Lub4UwLwl8Uz8Y8pcg/rYUeSk5MLHj0u7Jvr2b0GYsr0JKC88dDcKZI0FIjs+CiSkfg8Y0p2V1ji6qdQ5MTMrEzsO3cTnwX1y/HUp/Z328HbH0ixG0pJGYiTN0MPn019Y/6cXH6VNnynz82tXrePTwMS5duwBPL9kHcd4Xn2PBvIWY8/lnsLSyROs2reiNoZvk5xfgyoVr6NStA4yMdLsspahQVHbySVn5pGbCiJgivzvlk5LqipXdMTRI9P0tEGSEo+mQTTDglHzvU8OSEHrmMRr094e1Z4kaqjKcPfwYL18k47Ol/WmHNm0SE5eGX/84hYF9AqiJJoPBqF3oZGyjac8nbXe7Y8knhg6SHHoc0NOHvU9vxRjxepIUiKkXU2V4cDsapuaGaNqqfOEEuV726fwlDPhmCLvyPe7uHommgzeBb2pPTcd5ZoZ4dvQ+smLS0HXhYBhZvt7FjXRas7YyRY/Ofq895uxujZ+3TcSvy05ix8ZreBQYhY8X9abjmoSYjt869S3+3H4eK9ccQccBS9Gra2PaPbhTW1l8lRV/FzEPtiEx5BgKJSLwDbujKPcjRFzNQqEkEw4NXdBySpcyk38kqXf3RgQuHn+CwGvh9HeMJNvGTWuP9j18K6xKIuKDh0FROHs5CGcvBuH2/XD6G+XlbofPPuiLwf2aI6CJl1qTqrUZrSWf3naAAm8HwsXFWZF4InTs1AESiQQP7j9A1+5d37qNwDuB2LdnPyIjo/Db2nXwa9wIsz77tNzn5wvykZ+fr/g7MyOzwq+H8ToSsRjBj56gXcfWgK4EaG9Qa5TcV/Z8KrsET90EkNY9nyQliS+mfGJoCjIzFXH9Z1i5t4e9Tz/FODlJ3/7jPHgmfARM6KDWNnJzCvDPhqvw9XNClz4NoW2+WrEH0sJCLF80SuvbZjAqA4ttakNsU15yqHomn1jZHUPXIHEMKbmzcm0DnnFJg5OXV55TpY1zQNmKnTeRLxAh+EE8jWXKKrl7Fe82n4Jv6ohnp+fj1vY+aDr4T1i6tEC7mT3ppN7NDWdx+JNt6DinH1z8S/YnLSOXdrmbPK4zVR2VBUmALfxhCE7se4itv17Cx2O3YtTkthg6oWWlO71VBNLx7eP3e2Ps8PZYv+Us/tx2Hv3H/AAfdxN09o1Da5cHsDY2gUHhe8h56YjY2Bxw+Dnw6eGHBgP8YVPHodT6SGUJKau7cuYZbl56Qb2czCyMMHBMc/Qa3KRCzWnIsQ4JS8Ctuy9w9dZznLscjLT0XPpYQ18XzJ3ZD6393NGnX0uWcKpJhuOJiYmwtSv9AbGxtaEHOSkpuULrsLa2od3uyI1A1FJv4tSxMzi09+hr4zERCchOy4OmIOqayNAY1DQEAgFdxkTEv+bnpWvkZWcr7se9jEF6lqyWOy0hXTFO7isfJ1WPW1aG7IeLEBuRABNj7QVzcdEl35n0lKwa+Xmr7d83XSDpwQpIRHkwrzMTUS9iS8bvRyExOAY+QwOQmJQGkFslj9uBHfeRnZmPaZ91QHRYyTa0wY17Ydh/9A6mjukIA5GIfY4qCPvOVR7Peqp7iLwKi21qfmwT+zIOvJTXQ/j4yETkKjVRUfX7mi8ooMv0lEyt/t4lxaUo7rPzdcVgv7OapSDjKfIzI2HqPkLxmSQ2Ai+vh8ChmTtiIxNUXuftKxEQi6So18i24p9zXlu4dNiIhNtf4M6/g2FdbyKsfd+HYV0bBHzcHU/+uYlTi3bDpb0P6gxoCq4xD7uO3KF+r52b13nrdho1tcWilX2xd/s9/PvHNRzdfQ+9hzRC2y7eFUqQVZaiIimGtRKjvVUOjl4Mw/knjth01hKb0RWuRoZoYCJAM888tO7fGN4dfOnrypGKkBMaQxVOz4MSEfwgDsH345GbIwSPz0GTFi5o3tYD9Rs7gsMxQKEk/7XXTxJNCclZCI1IREhEEoKex+LhkxhkZst+581NDdE2oA7at/RBuxZ14Ghnofi+Kce5jMrHNjqTfCIQR39liLcGST5VVI5bp643vVWUPgN6oXP3jqWUT0sXroCbtxOsbTQnPSRfhKoIMHWNnGxZ6043b2eYmb/e2lKXSA7Ug1zz5uBsAWt32fFIvxOleI65hUmp46TqcePySmYObBystXrMzW7LTPUIhqZGNfLzVtu/b++azLi7CI06BNdm78G3ZTfFuChPiBtLDsPK0xYdpnSrlCeC/LgVFvFw+UwouvVvhC79tOu5IhSK8cO0dXB3tcH3S8fD2Eh3zIZ1Hfade7ew2KbmxjahxUsXDweY2Lx+XnNys4ddPedKf1+Nizt5Wlqba/W8afM8XnGfna8rBvud1SzPzxO7GAM06vSeQvkUduEJCkVSNB3cEi6V+H789ct1WNkYo+fg5ip6LLmhbpPWeHbuSyQ+2wZh2nX4dl0Cz97d0LCTHwK3XMKzYw+QFhQL//91wPGLQdSTaNDgthVS6njWA/zb+eLBrUiqNN+77S7OHX2G3kObos/QprCxr5rfPXI9n534EInPjyLx6QHkZ6dBlFUfna17oZm7CWIsBHgszEeYVIQzCWk4k5oGvXvPUO+AI+q4O4Cvx0FemhCpsTnQLwSNy/xbeKJ913po1sYTPEMuRCIJMrMESM7Mo8v4xAxEx6YiOi4NUTEpVOFEvLDkkBivV7cmaNvSB21b+KBBPZcyjw37vlUdOpN8IiqnO7cDX+uQR+ouyWOawMjYiN5OHD6FE0dOq20wXdshP3DGxkbVQpIoK7sj+1lUqgSPtE6VIxGp1yWOzG6Qt4LkTkVC7XacE4rEZXa+YzCqAlKq+vT0PPBM7ODTaeFrJuOky133r4ZUOvFEt1FYiHUrz1CTyCmz3l52XdWs+eMkwl4mYfemT1niiVGtYLFNzY9tyut2p651kvw1ar3sjnk+MXSIwkIJEp8dgo1X11Ild+EXn9KOak5NVW90lZyQhcd3o9FrcMNKmXtzjazQZOB6OPj2p01e7u8bT/evTvvP0e6jXqjbrRFu/XkBe346igcRUfh0aHtIhRJwKlhCR777AW294N/Gk3aFO7LrHnZtuoE9W2+iSXN3tOvuizad6sLK1lTlBk8ZcXeof1ZS6EnkpWSjIMMDhfl9kBNvjUJxEbVo8OxQF1071IdrCy9IC4vw4F4kjp14gFuBYXgRmYCXEckQKTWLknMlLgRrD59+62tzdrSEu4sthvZvgUb13dCoviu92VrrtliiJqIzyadm/s3wx/o/kZSYBAdHWT3n7Zt36AemadMmGt12v8F96C09LR2ffTBfo9uqyZiameLD2aW7XenyxTOHbwaJMJu28ZQjFUugz9GHnr4+CsUlvkmVQSKWwtiEj7xcIc3EaxP59oyNeKUSUQxGVRB190/kpj5Hk4EbS7UfTgmJx7Nj9+HbpykcGrqqtY1r58MR+iQBn3zVBxZW2i11eRmVjB9/O4b+PZvRNsUMRnWExTY1N7bReLc7bSeDWPKJoUOkR16BSJAKp0bDFWP5mXnUbLzh4ObQr0Ty6OKJJ3TZqoOXWvvmUK8/bL26IeruH3h5ex3u7OgPK7d28GgxDf1/HI1D0zbA4KUeHJ4mYdfE9ajTpSHq9vCDrY9jhRLo5DmtO/vQW8zLNJw5/Bg3LoRg/fdn6M3NywZ+AW6o39gZHnXt4Oph/ZpHVEFOAtIiLyPt5WUkh91AXpIxhJkeEGcPREGmEX0O39wI3l3qwqy+C6RmJkiMz8KR82EIW3cdUWEpCq9cB2szdB/aEI2bu6NuI0dIDQqpmomomoiCKTtHQJPlZL/JyyMeV1YWJrC0MIalhQkc7S3g4mRNvaYYuoHOHIlu3bvCw8MdS7/5FqtWr6Qy5zU/r0W/Af0UyShNwZRPVQNRKmRn5cDcwkzn25EXSoXg8ExlySdpSfKpUCyFAZcDPQO9UiqoykDqrY1NZckndVVUqiIsTj6Zmxkjv4AlnxhVhyAzGuHXf4KNVxc41B+kGCf18Nd+PQ1Dc2O0nNJZrW2kp+bi6O5HaOTvih4DG0ObkIuuud/soIHMD0vGa3XbDEZVwmKbGhzblKN8grqKpeJrU2Y4zqjNJDzdDwOuCezr9lKMRVx+TrtJ1u3aqFJxxYUTT+Db2BkOzuZq758B1wjebWfDzX8yYh7+jei7f+HhwcmQcOxw/HoL9OvqheGfjMaz44/x7MRDPD16H+bOVnBt4U2VRQ6NXMEzfruVAEk0TZ3dFVNmdUHYs0TcvR6B4PsxOH8sGCf3P6TP0dfXg42dEczMpDDmZUNflA6pQAiIjQCxAyTCcSC/VoXQA9fCGEXmhhDp6SFPIEb63qeQSIIV2zM04sLb1wH9RvijTgNH+DR0pMmtV5NmpDSOUX3RWvLp++Ur8d+/OyEpVpO0adGOLn/f8Bs6d+kEHo+HLds344vPF8Dfrzn9oPXp1xsrVn2n8X1js4NVQ15uHjZv2IbpH095574Ib4OU2nH45kBOfKnkE0k46XMN6KyGVE21Eim7IyVDxEZT28qnAqEs4WRhbky9axiMqoAEUM/PLaL3G/RcWSogeHrkHtIjktHp8/7gm8lmtirLX6vP0+/PzAW9aGCjTUh74jMXg7D0ixHwcHt7lxQGQ1dhsU1Njm00q3xiySdGbYU0UUl6cRKOvgNhwC1RXYedD4aFmzVs6qouiHj+OB7x0RmYuaBFle4rUZ6TjnieLWYgJfws/ti0F3kFRWhhvguh13bArkkHuHfwR3a0A1KeifD8xAMaq5Eks6WrDWzrOcHS3QZmjhYwc7CEsbUJeKaGtFRPOb4j9+s2cISrsxG6tucgJVKE8McxiI7IQUKiBFm5RsjKNESimAdRkSOkReQXqnTsRszL+YJCWBoCFlZGcPayhY2dKVzcreHsZgVnD2vY2pMEv+6UNzOqefLps7mzMfOTma+Nm5iUfLG963hj78E9EIlEMDAwoDdtwGYHax9FEhE4po70fumyO6J8kiWfJGomjIjXkrxcSPtld2L6A25qwkd+QYmnFYOhDonPDiI14jzqdloIY8sSz4Ps+Azq9eTczIP6DqjDrcsvcO1cCPVFqEiL3KokKTkL8xb/B//Gnpg1o49Wt81gVDUstqm5aMrzSbEeLXs+SZnnKkNHSAo5hkJxPpwalpTcpYYlIfVFIlpO7VIp77dTBx/SbmwdezZAamJJZ8eqQp/Dh4PvAFwMfQAv9yyMmb4M6VEXkR55FcmhJ+hzODaARw8nFBY0hijbBflpEkTeSIPk/OvrI/2/9Lkkg0R+B4poUrtQTFSfyspPDkxghbp6RTC0N4AlSR75eMLG2xFWnnYwd7GGRFpI/a045LqKJZUY2k4+GRoZ0ltFICoobcJmB2sfMuWT2WvJJ+LzRJNPpEWnumV3Ipnnk/y+tsvu+Dwu+HwuUz4xquYzlZtEO62YOTSGZ8sPS12kXPn5BC1H6TC7r1qmvNmZ+Vi3QuYp0GeIn1aPHAmuZn+1HbmCAmxYPYW26WUwqjMstqnBlFd2p272qejdeD5JpazhD0M3iH20A0YW7rD26KAYCzn1iPrB+vTwq1Rcc/Xsc3Tu3RCm5oZITYRGuPswAoEPIrB80Si4+PWFi98whf9SVsID5CQ/QX5mFASZUSgwewyeTSZMvQpQKOFDmm8BSYEFpCJj+je5FUl50DfgQp9jCA7PBDwTY/DNTGFsZQMzB1dYedaFuZMtTGxMy20uUzGrc0ZtQ2c8n94lbHaw9iHzfCpOPr3S7Y6U3RHfJ2I+rn7ZnSyRKtay8kkoJMknDowMuUhJK9Dqthk1D3Ih8vT0fEhFefDr9ysNSOQ8OXwXSU9i0e7jXjBzKDEfrwx//HQO2VkCfP3zMHC52v3O7D96B0dP3ceXc4bAr772WowzGJqCxTY1l3INx9VULMnL7bRddic3F2Yw3iU5Kc+QFX8XdTsugB6R/5D4vUCE8AtP4NGuHowsTVRe5/ljQfR6oN+IZtAk6zafoU2G3hvTqdS4oZkTvTnU6/fa/0glBZAUZKGoUEL0TXSMvG4OzxwGPBOd6vDJqDmw5BObHawyDA0N0bNfd7qsLt3u6H1JwStldxyqfpKqqVYSiyUwMua9E+UTKbsjEl9DPlfh/8RgVJaEJ3uREn6GltuZ2dVXjGfFpSvK7er3Uy+wun4hBFdOP8PIyW1Qr5ETIkNjtHbAUtKyqcm4XwM3zJ3ZX2vbZTA0CVM+1dzYpkhDyif5BSgru2PURuIe/Qs9PQO4NB6jGHt55TnE+SLaxVdVSBKXGHMTvySfhk7QFHEJ6Th4/C4mj+sMKxUSZAYcQxiY6s7vGqN2oCNtOxg1AS6PiybN/OhSlyFBW1GhGAbFyifpa93uDGDA46jv+SQuBJfHAZdnoHXPJ3nZnaEhj5XdMdSCSLafn/8a5o7N4NlqZqnudlerqNwuK0OADSvPwrOuHca+L2tGoU0FwScL/qZtezf+NIW142UwGLof25Tr+aSm8ok4BdOmedpWPml3go7BeBWpOB/xT/bBrm4v8E1LTMWfn3wEM0dLODct8bmsKA/vRCIhNhP9R/hr9A3/a/sF+h36cHIPjW6HwagKmPKJSdOrjHxBPs6fvoTuvbvAyFi9bleaRF5mR7pYkBmO0objkuKyOwOIBSK1lU/EZI/H47wTzyeieiI3ZjjOUCdR++TkZ/Q74tdvDfT1S04ZQftuI+lpHNp/0lutcjtysbRuxWnkZhdgya8jaMJWm2zbeQXHTt/HN/OGoVljT61um8HQJKzsrubGNuUbjldN2V15wipNwTyfGO+apNBjkAiz4Np0gmIsLTwJKc/j0WJSJ+hVwjD7xL4HMDHjo0OvEsV4VSPIF2LLv5fQu1sT1KujOXUVg1FVMOVTsTT9982/YPlPi6vsja2NSCQShDwLpUtdRp580ufwoMfhveb5JFc+SdVQK5FAiswgEtUTub2TsjsehxmOM9QiKvAPpEVehk/nRTC19VWMJz+Px73tV+Hepi58+6ouRVfm1MFHuHnpBcZOa4e69WUdKLVFaHgCvlj6H9q29GHldowaB4ttanJsoyHPp2Lj70Itd59jyifGu4QkbaPvb4WhuStsPDsrxp8cukuvB+r1Vj3OiY9Ox50rYeg5qAkMDTWnmvxv3w2kZ+bhoym9NLYNBqMqYcknRq2jUFKcfDLgwcDAsGzPJ556huPi4k55XC5JPnG0X3anMBznIb+AeT4xVCcr4SFeXPkett7d4N58mmJclCfEpVVHqfFmRzXL7aLCU7Hp5wvwC3DDiElttHqYyHdy6qd/0q52m9dOp+2AGQwGQ1dRVjWV7/lUNQokbRuOS7W8PQZDGWIynp3wAO4BU6GnL+vcJkjPRfilZ6jTrSGMLI1VfsMO/XeX2hIMGtNco0nbNRtPUr/Krh0bamw7DEZVwqJtRq2jqNjjiSSf9DmkpWgZnk+0213l1UqSYqUTSTzxiPJJKNH6hTX1fOLLEl/ansVkVG8kwlwEHZ0JrpElGvVdWyrBdGP9WeQkZaLz5/1haKF6QCZHWCDGT18dBd+Qg7nfDtB68mf56oN4EBSJNSsmwt3VVqvbZjAYDJVRTjiV1+2uijyf1F1PZZVP+pUobWIw1CXq7l8w4JrApek4xdjzEw9RKJGi0eAWlfKxPH8sGB171oedo7nGDtDew7cRGZOCzz/qzzrTMaoNzPOJ+SJUGXr6+rCwNKdLXTcVlHs+kQRUobRszyd1yu7IhTWBXFhz+RyFEkpbCEVimJkaUcNxAul4Z2zE1+o+MKovz89/CUHmSwSM3Am+SUliJuzCE9pyuMnI1nD2V88faeuvlxAZloJFPw6FrYPM/F9bXLjyBL9sPImxw9ph1GDtKq4YDG3BPJ9qVmxTVCTVuOeTXPmk7W53kuLtstbuDG2TnxWDpNDjcA+YDC5fligiDYeeHXsAZ38PWHvaVcrrSSSUYMiEltAUZFL5p3XH4ePtiKH9NbcdBqOqYckn1o64yjA1NcH7MydD15FKipNPHCPoc40gFZeU3UmEEnD4XBjwOfS+usknQyMu+HwOCvK1W/qWJxDB0d6SGo4TWPKJUVFIt5f44D20s52tVxfFeGZMGm78fga2Po4I+F9Htd5Q4vF0fO8D9B3eDG27+Gj14JCWxJM/3Yg6nvZYvazEWJTBqImeT+SWnpaOzz6Y/653p9qiK7FNUaFSTFJe8knNpJGi7E7Lyif5dlnyiaFtou9voUpC94D3FWMRl56iIEuARkNaVir+J/FN05YeqONb0jWvqjly6j5CwuKx4acpzDaAUa3QbYkKo1ohlUqRkpxCl9VF+cThmkAqzlM8JikQg2PIBdeQR5VPcvNNVZEnm/iGXBga8bSefMovEMLIiFeifGK+T4wKkJP8FE9Pz4OFUwDqdvxCMS7OF+H88oPQM9BD14WDqTKwshATzjVLjsPTxw5TZ3fV6nEhHSgnzlwPgUCEHX98BHMz3ehcxWAwdBddiW2KlMrnlZVPpbygqij5pPVud8VldwyGti0G4h7/B7u6vWBs5an4DgXtvwMLF2u4tfBWeZ2k3I6U3Q0Zrzk1EvnO//j7Ubi52GDM0LYa2w6DoQlY8olRZQjyBNi+6T+61GWkYtn+EdWTAc8EUlGe4oRDEk5E+cQ14iqSUZVBWCCboSSqJ0NjLgrySzrqaYM8gRAmxvwS5RNLPjHegrggC48OvU+Tsk0H/0lLUuVBzrW1p5AZnYbOnw+AuZNlpd9L8j1YMf8Qnd1e9MMQmpzVJl9/vxe374Vj7YqJ8KvvptVtMxiM6omuxDZFRWUrn5QTTsSjpio8n7Te7e4dddlj1G5iHm6HRJgNz5YfKMaibobSeKfJqNbQU9GDTCySYO+2W/D2tUfzdl7QFCfPPcKj4GjM/qAvuFxWxMSoXrDkE6PWUSgvuyPJJ64xJMXKJ4lQlmgiyidOsWJIXCBS0/OJSxVIBQItK5/yRXS7xkay1yEoKPG1YjBehcyiB5+YBUFWFJoM2ghDcxfFY0+P3EfE5WdoNrYt3FvXrfSbR5JYv393mna4m7O0P5xcrbR6IA6duIvfN53BpLGdMW5Ee61um8FgMNSlqFDJ80mprZ1y8qnKyu603e3uHW2XUXshVRBRdzfC0rU1rNzaKOKUh7tuwsTeHHW7NVJ5neeOBSM1KQdjp7XXWAkpSdB++9MBuDpbY9KYThrZBoOhSVi6lJly1joUZXccI3Co8klQOvnE55QonypZLqecfCLKJ5IM0hbkxCTIF8HEiA8TE5nJeG5uia8Vg/EqkbfXISXsNHw6LYKNR4mfU9LTWNz+6wI1F/cf30GtN454IFw+/QyjprRFq06VT2JVhucv4vHh55vR1M8dPy0dr9VtMxjvCmY4XnOTT8rd7pTL8SprFfDq/2vfcFxaKoYhLeoZDE0SF7QTorwU+PX7tWTs3kukhSWh7Uc9oc9RzV6ANBbau/UWvOvZo7UGY5x9R+8g+FkM1v84Gfzi6gYGozrBkk/MlLPWIS+7I6onAyXPJ3mJHfF74hqpp3wqUDIcp55PAjGdUdGGmSYxFycQ5ZOpiSG9n5vHkk+MskmLvIwXV1fC3qcPPFt/rBjPS8vBhRWHYWxtgq5fDIS+QeUvBp4+isXmXy6gWWtPjJuuXdVRemYuRk9dCy7HADs2fARDLZf6MRjvCmY4XrMor9tdVZbdSYvXpW7XPFWRSJQSaIVFYLknhiYplIrw8vY6mDs2hY1n5xLV084bMLIyQb1eTVRe54VjwUhJzMa0Od00FusT38rvVh+ETx1HjBvOFNyM6gmbWmBUGYZGhug/uA9dVg/D8RLPJ3LSERcnjEinO1J6RxDnq+n5ZMiBkTGXSsolYqnW/J4IxPPJzFR2LHKY8olR1mclLQyPDs+AsZUXGvVbqwiYSCL23NIDEOYUoPtXQ2FoYVzp9y8pPgsr5h2Ctb0ZPl8+QKtdWSQSKd6buQGRMan4Z+NH8PKw19q2GQxGzUBXYpvS3e6kZaqdioo9mypLoeRdld0pK59Y6R1Ds8QH74UwJx7ebWcr4p7EoBgkPY1D4+GtwOFxVI419my7RRuptO6suQ6+O/ZeR3hkMr6eOwwcFZVZDIauwJJPjCqDy+WifiNfutRlpMWeT9RwnGtCZxMLpUJIixVDXNLtrlj5JKlkuVypsrvideVryfdJXuInUz7Junkx5RPjVcT5GXhw4D3S2xr+w7aDyzen4yQRe+WXE0h9kYhOc/vBrp5Tpd88QZ4Qy+bsh0goxjerh8HCsvJJrMqwcNkuXLz2FD8uHY/O7RpoddsMBqNmoCuxTWm1k7Rs5ZOaHfkU3e60nP+RKiXNpMx0nKFx1dNvMLWtT7vcyeOeu39fgaGlMer3a6byOk8ffIzk+CyMfb899FU0Ka8o+QUirFx7mNoHDOnXXCPbYDC0AUs+MaoMgSAfB/ccoUtdpvAVzycCUT/JlU+k2536huNy5ROXKp8I2up4p1A+GTHlE6NsCqViPDo8HflZ0Wg2eBNMrEvaCT/87wZeXnkO/wnt4d2pgVoXMT99dQzREamY990geNS10+rh2LbzMjZsPYepE7pi+sRuWt02g8GoOehKbKOsfCpUul+Vnk/vyvibKEeUvXMYDE0R93gn8jOjUKfD59DTk10Gx9wJR/LTODQb01Yx+azKJNuuTdfh6+eEtl01p3r67a/TiEvIwNIvRjBPNEa1hiWfGFWGVCJBRNhLutR1zyc9fS70DbjU90k+JhHK9puU3KlrOC5PNPGLPZ/enfKJeT4xSkNm+J6f+xLp0ddQv8d3sPYo8Q14efU57u+4Bq9O9eE/Tj0/gb9/v4zAa+GYMqsrWnaoo9XDcOXmc3z21T/o0MYXPy0dp9VtMxiMmoWuxDalPJ8KxWV3u1O37K54XcT0W5tIlJJmIrFux5CM6otEJED4jZ9h7tgM9j79FN+fe39foR3u6vdVXfV06N9AZKYLMOmTLhrzekpIzMDqdcfRu1sT9OjcWCPbYDC0BUs+MWodxPOJ+D0RiOcTQSLKg6RY5SRLPqmvfNI30AOHow9DY552lU/5MuWTMU0+sW53jNJE3/sLsY/+gXvz9+HWbKJiPPlZHC6vPg5bH0d0+qyfWkHU6UOPcHBHIHoOaozB41po9RA8DYnD2Gm/wt3FBjs2fgQul/XVYDAY1Z9SpXZSJRWUUuJGbcNxufJJzSRWZbdLEItY8omhGWLub4YoLxk+nRYqYpyIy8+Q/jIFAePbw0BFr6eM1Fwa65AJNr8ANw3tNbDkh/20mdCKr8ZobBsMhrZgUTlrR1zrIJ5PpOSOoCi7E+dBIuQpld2pazgupiV35ORmVKyiIh3vtKl8MjbmU2kuMR7PYd3uGMRQ8/kRhFxYAlvv7qjXdbHiPcmKTceZJfupsXiPxcMUn//KcOdqGNavPIPGzd3w4YJeWunwqDw7OOy9n6kR54Htc2Brbaa1bTMYusaJw6dw4shpratYGJpPPhWWo3xS91hL35HhuETJq0rEyu4YGkBckEk73Fl7dISNZydFsvbeP1dh4WaNut39VF7nzk03IBJK8N5HsvVpgvuPXuLffdfx4eQe8K1beQ9OBkNXYMkn1o64yiCJDls7G52vRSb+TvJyO2I4LhvLhaRAdqFKLrxJAoogrqRaqSBfrGjpLlc+CQTa9XwiyicCKb3LZd3uaj3pUdcRdPwT2lq4yaA/oa8v+/kXpOfi9Nd76AVMn2UjYWJT+YTN86B4rFp4BO5etvjyp2HgcrXXjSU7Jx/DJv2CtPRcnNg9H3U8HbS2bQZDF+k3uA+9pael47MP5r/r3am26Epso+z5VOp+qW536iWf5EknbXXnfTXpRWBldwxNEHlnPSTCLKp6kvPs+EPkJGSi26LB0FexE29MZBpVeXfr76cxT0tik/DF0p2wtjTBws8Ga2QbDIa2YcknRpVhYmqC96ZN0Pl3VCLMAYdfnGgqXpIxcb6sRI1ryKMnIVJ6Jy5O5KiKIFcIY1PZ+oxNij2f8iq3LlWRd7YzM5Wpu8xMDZnyqZaTk/wUDw9OhpGZCwJG/AMOT5Z8FQmEOLN4HwTpeei7YjQs3W0rvY3YyDR8+9l+WFgZY8naETAp/vxrA7FYggkfrMOT57HY+ecnaOmvXY8pBoNRc9GV2KZUtztpOconpSROZZCX8CkbgGtb+SQUaUclzqg95GfFIOruX7Cv1w8WTv50rCA7n3pcOjRyhWcHX5WTQn/+dB48HgcTPuigob0G9hy6hZt3X9COvdaWphrbDoOhTXRbosKoVkgkEsTHJtClLiMR5cBAkXyyoEtxQRZExckhbrFSiWfKh7CSiiHS/UJ+8W1qXmz6nV25dalKdrasI495cfKJKZ9qN/nZsbi/bzz0OXwEjNoJnrEswSQVS3Hhu0NIj0hGl/kDaQBWWdJTc7F41j4akC39dSRs7LVX7kbKTD78fAsuXH2Cn76dgP69ZIElg8Fg1KTYprxud6U8n9RQPhHV07tSPolESt3ulO4zGFVB6KXlNHlbr8s3irEH/16HKK8AbWZ0V9ke4NblMDy8HYnRU9tpLN7JyMzDgmW70KSRO6b9r6tGtsFgvAtqXPIpPz8fYWHhEIm0U+LEUHrvBfnYuX0PXeoyROXELU4+cY0sFbXgROVE1E5y6S3f1BDCnMoljPKI8qlY8WRqJks+5Wgp+ZSVI6BLc3MjxTIrWzbGqF2IBKm4v3cc/cwHjNgBY0sPxQXKlZ+PI+5+JNp+2BOe7etVehu5OQVY8uk+ZKbl4eufh8HNywbagiS75ny9A7sO3sTnHw/A9IndtLZtBoNRO9CV2KZ02Z24TJNx9ZJPSqbfWk4+KaudWNkdoypJj7mJpJAj8GgxXREDZUSl4tmx+/Dp4UebrKj0WS0QY9MvF+DsboXBY5tr7GAtXrUPqWk5WLtiIvWxZDBqCjUq+fTP3zvQvlVHTJ88He1adcCD+w/f9S4xdFX5xCtOPhUrnyQFmVT5JFc9EfhmRhBVUvmUnydSlN3x+Bx6Ixfp2vK+IScqI0PZa7GyMEVmVp5Wts3QHYia796esRBkRKLpkE3U60leonH9t9OIuPQM/uPaocGAyiuF8gUiLJm1D1ERKZj33UA0bFp59VRlWLJqHzb9cxEzJnXH4nnDtLptBoPBeFdld4XK3e6Ukk/qeD4pd7iTiLVrUq+c7GLJJ0ZVmvSHnP8GPBM7eLeZpRi/s+kC9XZtMamzyus88M8dJMdnYdqc7uCq2B2voty+F4Yt/17C1AldmI0Ao8ZRo5JPUqkUN+5cw4Wr5zF5ynvYvnX7u94lhs4qn8zpfT19A3D45lT5RJJPPOMSnxqe2sqnknWR0jttld3l5ObD3NRQISO2tjJBemauVrbN0A0kwlxaapeb8gxNB/8BW68uCqXQrT/PI/T0Y/gNawn/CZX3KiCzf8vnHkBocDw+W9IfbTr7QJusXnccq9efwLjh7fDjknFa7arHYDAY2kZZ7VRa+VQ1ZXfKPk/a9nwiyie5uoOV3TGqirjg3chJDoZPp0Xg8GWeSdG3wxB79yWajm4DY2vVfJSSE7Kw7+/baNWxDlq099aYh+WsRdthb2eOJfNHaGQbDEatMRxPS0vDwf2HkJqaijmffwYer0RlIude4D1cv3YDfEM+evXuCS9vL8VjMTGxyEhPf+1/rKyt4ebmiklT3lOMicRi1Ktf+VISRs2kUCpCoaQABsUnIQLH0ELm+UTK7pQSRnwzQzU8n4jyqeTzTUrvtJV8ysrOh7mZzFCaQLpkkDESTDLpbs1HKs7HgwPvISv+PhoPWAd7n76Kx+5tv4qnh++hfr9maPV+10onbMQiCb7/4jAe343Gx1/2Rpc+DaFN/tx+gUrSB/VtjvU/TnnnXagYDAZD0xSWMhkvSQ5Jlcvu1DAcV1Y7vQvPJzMTQ2Rk5THlE6NKEOdn4MWVFTB3aAJnv1GysQIRbqw/C3MXKzQa2lKl9ZHJuw2rztL778/RXIn/us1nEfwsBlt+mwFLi5JYnsGoKWgt+fT98pU4dPAwfHzq4trV6/hk1sevJZ9+W/M7Nq7/A8NHDkNWVhZW//gzNv65Ht16yL7k+/fux/mz519bd/ee3TF7Tomc8vjRE3j65BnW//G7Fl4ZQ46hkRGGjBxIl7qseiJweDLlk7z0jiSfxHlCGCnNghDPJ1J2R8qU9PQrfpEuEkpo4Kbc7cvMQnvJJ1J2J/d7IlhbyV4TCersbEpeN6PmUSgR4uGhqciIuYGGfVbDqeFQxWOPdt/Eo103Ubd7I7T7qFelE0+kJfaPXx3DvRsRmDa3O3oPkZXzaYvtu69gzlf/oHunRtj66wyWUGUwGLUitqmI8qlIybepMoqLd5V8Its2NWXJJ0bVEXr5O4gF6QgY/g/09PQVJuN5ydnos2I0OCqWzF058wx3r0dg4ked4ORqpZFDFRKWgOWrD6JHZz+MHNRaI9tgMGpN8okkkObM+wyXLl6myadXiY6Kxpqf1+LXdWvRf2A/Omb1zbf4auHXuNatC53ZJgkm5SRTWWzb8jfu3b1HE09cLldjr4fxOlwuB3V8NCNDrSokIln5mVx+S+AaWUFckEHL7izcbEopn0jiSZwvAk9JEVWRTneEUmV3ZoaIjXpdtaep5JNZcac7gpWliaJzBks+1WxV3+OjHyDt5UXU774crk3GKR4L2n8Hd7ddocbiHT/rp1Iy9dXE0y9LjuPmxVBMnNkJg8ZozmyzLP7edQUfzd+Kjm3r478/PwGfz37jGQxG7YhtlJVPpbrdVZHhuLLySaxlzydSdiePW0Qi3e6YzNB9MmJvI+7xv3DznwwLJ5mvZfrLZAQfCESdrg3h4u+p0vqyM/Px1+oL8PKxx9AJqimmKopUSjr3bgaPx8HvqyYxKwFGjUVrtQqt27QCn1/+BfzZM+dgbGyE3n17KcZGjhqB+PgEPHr4uELbWPX9Dzh6+BimTpuKZ0+fISI84o3PJ51L0tPSFbfMjEwVXhHjVQR5AuzZsZ8udRWJMJsuic+THK6hBSS07E70mucTQZijWocbQW5x8klJ+WRiZog8bRmO5+bDwux15VN6BvN9qsmKp0eHpiH5xSn4dP4K7s2nKh57tOcW7my6CPc2ddFl/kBFN0dVIWWbP319FJdPP8OY99th5OQ20Cbbdl6miadO7epj39bZMFH6rjIYjBJYbFMzY5siaUkX5yLlRFSVld3J1kMapGjb80kklsLUxPCddNpj1LyJuKen54Nv4oC6nRaUarRCmgq1nqZ6ydyWtReRk5VPbQY0ZV/x21+nced+OL7/egxcnbXXNZjBqNGeT2/iZcRLuLi6gMMp2SVPLw/FY/4Bzd66judPn0MkEuLrRV/Tv5v5N8OyFd+W+/xTx87g0N6jr43HRCQgO01z3cHIzFRkaAxqGgKBADHRsYh8EQNjY92sUxakyhKSaSkFEBrIjkGBkIuCvAyIBULki0SKY5OdI/sMvHwSBfPsnAoft+iXMoVTXnaO4vlEIp+TVYCXIdEan83IyMiFvqe9YtvC4tfx/GkUHM1lwV1toqZ+3+QUSgsQf/sLCJJvws5vNvSsBile78vTwYg48Rh2TdxQZ2RzxEQmVGob5EJk2+838CgwFv1HNEb7rh4af0+Vj9veY3exdM0RtGrmhdWLRiAlNhkpGt06Qx1q+ndOk3jWc1N7HSy2qZmxTVZ8kuJ+dkam4juWFFPya5iXlafyd0/+fY2PkU3A8vgGKMgXa/U7LCwQgVMcGsXHJrPfjwrAfmfLJj10G/LSQuHU8nvERWWRbw5ir79A8rN4+I5qiaSUdIDcKsjz4EScPxaMrn19weNK1P5slnXcwqNS8O2PB9ChZV108vdkn38dhH3fqi620Znkk0CQD1PT0l0HTExMYGBgQE/8FWHrP1tU2mafAb3QuXtHxd9E+bR04Qq4eTvB2sYamoL86FRFgKlr5GTL/JTcvJ1hZm4GXSRZ7yliAbh4e8HKVXYMxAkuyAiTeTvZutoqjg03V4JgADZW5nCp51bh45aVJZt59KjrrHi+i0cMpNIQOLg6lCrH0wR5AiGcXWwU284vFjhyjQxr5Oeutn7fCFKxAA8OTKaJJ1JqJ1c8EWNM4m1AEk9eHX1liqdKztYRc/GVCw7TxBPxOhg5qY1Wj9vmHRdp4qlzuwbYu3UWjI2Y4knXqcnfueoAi21qZmwTnWcGefrJxIyv+I6JY8gFNmnfC/ANeSp/9+TfV4lUVsZsYkqU2kJ4+LhqrfRHLCmErZ0FvW9ubc5+PyoA+519HUHGS4Qd2wJb7x7w6/Ie/fzmJmfjytFHsG/ogvbvdVXJdoDYaCybdwL2Tub4cEFfGBm/3ihL3eNGJvcmfb4NRkZcbP79Q7g4ae76k1F52Pet6tCZ5JOJiTFycmQneDm5ubmQSqU0CaUJjIyN6O3E4VM4ceQ0CtUwamRUD8QFspk9rqGlYoxnYodCieyCVrnszrDYK6kgS7WyO7mxODEZl2NpLVtXZrpAo8knYtopyBe90u2uxHCcUXOQiEjiaSIyoq+jQc+VcPN/T5F4Il3tiLm4d+cG6DxvQKVL7Yh5/vdfHKImm1NmdcHQCa2gTdZvOYv5S/5D1w4NsXvzpyzxxGBUABbb1EzkZXf6BnwUSUt8kYqKS+24RjwUqlGyJi+7MzLhoaiIzPQXwUAuR9IwIrEEJsWxEfN8YlQG0gEy+MQs6OkZoEHPFTTxROKhq2tOUNVKp0r4XW7+5SKS47Pw3YbRVZJ4KosffjuKuw8jsOGnKSzxxKgV6Ex/6ro+dREbEweRqKSmXe7ZVNenjka33W9wH/y++Rcs/2mxRrdT0yEqNScXR7rU5darBK5RST01z8QehRJZoshQqUucsZUsYSRIV80rKTtTptQzs1Ay/bYpNv3WYDknIT1Dtn5bpa591lYm9CSckirzu2JUf0h3xvv7xiIjWtbVTpF4KizC7T/O08RTnW6N1Eo85QtEWDZnP008ka522kw8kYBx/faLNPHUq2tjlnhiMCoBi21qVmwjNxw34BqjUKnbnbTYn4kkn6RqmHXLvZaMjGQX2WIt+T4Ro2VyMzWRxUzM84lRGaLvbUJmXCB8uy6GkYVMWRRy8hHiH0ShxaROsHBVTVF052oYzhx+jEFjm6NJC5kNTFVzM/AFVq49gsF9W2DCyA4a2QaDoWvojPKpZ68eWL70Oxw5dBQjRg2nY//t2Al3D3f4NfbT6LaZ8qlqMDYxxrj3RkOXEeen0SXXqET5xCfJJ5Es6OErJZ/IfTJLkl+c0Kko2Vky5ZO5UvLJsjj5lKnh5FNqhkw9aGNlVqpTj421KRKTi6X5jGqNMDcZ9/aORV5qCPz6r4Vzo5EK09krv5xE+IUnqN+vGdrO7FnpxFNWpgBLZ+1D2LNEzFzYC32Hvd1zr6ogCtQvlu7Ehu0XMWJQa/z58/u0+wuDwVANFtvUrNhGrnwy4BqhqFS3u0KFcluqhvJJnvQxNOaWKKEMuVpRPRHMig3HC4QliTUGoyLkpYXhxdWVsPHsBJemE+hYTlIWbbbi0MgVDQc1VzkG+m35abh6WtPOvpogM0uAqbP+gLOjFetux6hVaC2iJ93s7t29h8iXkfTvX35aAw6XgxGjRqBu3TpwdnHGwq8W4KuFX+P61evIzMzE7Vt3sGnbXxqvOSezg+RGOt599sF8jW6rJiORSBAXEw8XN+dSxvG6hCg/Axy+BfT1S/aPT8vuipVPSgkjcuFuZGkCgYrJJ9IRg8PRp9J1bSef0opVWkTtpIyjvSUSk1k3x+qOIDMK9/aMhjA3CU2HboF9XVl3UEmBGBe+P4yYO+FoOqYtmk/sWOnfzZTEbHzzyR4kxmZi3neD0LFnfWgL4n1AOtr9u+86Rg5ogU1rp8Ogkgk0BqO2w2KbmhXbKJRPPFMUSoUl43LlkzEP4oLKJ27kZXeGxcon+d+aRl5mZ148+VdQUFIBwWBUqNzu5Gzo63PRqM/PinK7a2tO0smsTnP6qTQRR5XX359BdpYA3/wyDHwNJGDJNmYt+hux8ek4sfsLWBXbfDAYtQGtnUUNDfkwNzdHk6ZN6E0OV+lEPuX9yWjXvi1u3bwNHo+HlT9+DwdHB43vG5sdrLr2zvt2HsT0j6forOG4OD8dXCOrUmOk7E4qLlY+mZUknwhGVibIz1C17C6fltwpX/xbWRtrqexOtq821qXff0d7CyQkseRTdSYn+SlVPBWK89F85E5YucmMv4W5BTi7ZD+SnsSi9fRu8BvastLbiIlMwzcf76G+Zd+sGQH/1p7QFkKhGO99vBHHTt/H3Jn9MGloa5Z4YjDUgMU2NSu2kZfacUjySVJ28kmYI1NeVwaJWKagknvbyP/WlvLJkM+lN9I0hcGoKJGBG5EVf48mngzNXejYk0N3Ef8wCq1ndIe5c+mY/21cOP4ENy6EYtz09vBp6KSRA0Em2PYfvYMvZg1Ch9a+GtkGg4Hannzq2Kkjvb2N+g3q05s2YbODtQfi+cQzKl33zeGbo0hi+prySZ58ylPRK4kon5T9nghcHgem5oYaTz6lpcvL7kxfUz49CJKpDhnVj4zY23iwfyL0OXy0GHsA5g5+Cj+y01/tQUZUKjrN7Q+fHpUvUQ59koAls/aROTksXz8avn7O0BYZmXkYO/03XLsVgm8XjMCcmf1Zq2EGQ01YbFOzIGV3evpc6HMMIZXkv1Z2xzXiq+n5JPtfo+KyO/nfmqagWK1laMiDsREP+flM+cSoGNmJjxB2dRVsvbvDufEYOpYWnoTALZfhEuCJRiqW25EJuA2rzsK3sTNGTtZMZ9/wqGTM/XoHWjevg4WzBmlkGwyGLqObtVEMhoYQ5acrjAjlUIVSkRX0DArB4XNfSz6lhiaorHwytyydfJKbjms8+fQG5RMpySPyduafU71ICj2OoGMfU2+y5qN2w9hKpkYiCaczi/chPz0X3b8eCo82PpXext3r4Vi18Aht3/3tb6Pg7m0LbREdm4qhE39B2MtErP9xMiaO1oy/AoPBYFRnSNmdvgFJPvEVnXuVDcd5xuoZjsuVTsamxV3nhNopu8svLrMzMuRSs3MBK7tjVACJKA+Pj86kHq6N+v5CY3lxgQgXVx0Bz4RPJ+RU6W4nLBDjh0VHwOHqY97ygeBwqr7BQE5uPmYv3QU+j4Otv32gkW0wGLoOSz4xaXqtQlyQAXPHpq8/UGgODl/8mk+OsbUJCrLzFbL2iiqfPH3s30nyiZTdkZOZmanMw0qOg73MYD0pJQtuLiWd/hi6C/EEiAr8A6GXvoWZgx8Chv8DvqmsDDn+URTOLzsIPQN99P1+DDXUrCzH9z7Anz+dg6unDRavHQF7R3Noi4dBkRg+aQ0ts9i/bTZ6dG6stW0zGDUdVnZXsygkyicDHgw4hmWW3XEMuWoZjss9nkzNDBUX49pArnQyosonPgRM+cSoAM/PfQlBRgQCRu6k3q2E239eQFZMOnotHQFjpa7PFWHzmouIfJGChauGwMHZQiMxHfG0jIxJw4G/P4O7q/Ym+RgMXYIln5g0vcowMjbCyHHD6FIXIT/8srK71+u/CyUm0Oe+7pVAlE8EVUzH36R8io2UddvTFETdREruXk2iOTnIkk/EdJwln3SfwkIJnp/7CrEP/4ZdnV5oPHA9ODzZZ/HFuWBcW3sSpvYW6PXtCFi4WFdyG0XY+uslHPo3EM1aeWDBqiEwKZ7x1gZnLj7G/z5cDzNTI5zZtxBNGrlrbdsMRm2Ald3VrNimqFCufCLJp5KyO6lICgM+BwY8DiRqld3Jkk/y84DWkk8K5ROPKp/y85nnE+PNJDw9iPjg3fBo+SFsvbrQscjrIQg5+QiNBjeHW6s6Kr2F1y+E4OT+h+g/0h/tutXTyNu/Yes5HDgWiA//1wU9u7CJNkbthSWfGFX3YeJw4O5ZuqRNl5CIcmh7Yu4rnk+EQokR9AwSUFRUCD29kq4Y5AKfkJuUDZQ0rysXqaQQeblCmL/i+USwd7JAemoexCIJ9YDSBGkZObApY7aHlN0RmOl4NZGSH5mB1IjzcA+YCt9uS6Gnb0CTpw/+u44HO67DvqELen4zDIYWMiP7ynhs/PzNcdy8GIqegxtj5oJeWpV/b/3vMmZ/uR316jjRGUCWEGUwGLqKrsQ2pOxO5vnEh1Sp251EJAaHx4EBl4MiaSEKpYUqdfeSIxLKkk1yz0phgUSryifi92RsyGPKJ8Zbu/4+O/MFzB2awKfTAjqWk5iJq2tOwdrbHi2myJJRFYV09v1t2Sl417PHlFldNfLu37r7AouW70aPzn74YIJq+8dg1DRY8olJ06uMvNw8HNp7FENGDoSJqe61DRXlpdAlz/h1qaukgAN9fh59jry0iWDqUJx8Ss4Cx/Xt5UiZxQopC6vXkwL2TuaKVvbO7pVTq7yN1DSSfHq9G49c3kv8dRi6S0FOAjUWz0l+At9u38KjxTQ6Tnw8rv92mqqevDrVp14G5GKjMmSm52H53AMICU7A/2Z2xMhJbV5TymkKiUSKL7/bg3Wbz6BTu/r4749PYFnJBBqDwXgzrOyuZsU2hZICWnL3atmdVCihqicDnmwCQSqWQN+gArNlryBPNplZFJfdFSejNE1+scKKqJ7IjTSgYDDKQiopoJNzRUVSNB64gX7Oidrv/HeHaOK164JBKsVGZCJuxfxDKCwqwrzvBoLHr/rL4sSkTEycuYFWIGxaOx25qazzNKN2w5JPTJpeZRQWFiIxIYkudRFhbhJdKieXCERRIsoFTMzykJ8dWzr5ZC9LGOUmZcGyAsmnjFRZ0GRt+3qAal9cQ56coLnkU2JyFtq3Lv365MonPp+DyGiWfNJVMuPv49HBKRALs9Bs6GbY+/RVdLQjgVXy0zg0HtEaLSd3VslEU5nwkCR89/lB6j32+fIB6Ny7IbRFZpYAkz7egHOXgzFpbGf8vGwCM79nMDQIK7urWbEN6XBHSu70Dfg0EaUYF8mTTxxFGR63tO2jiskn7SqfBMVldjLPJx7iEjO0sl1G9SPk/Ne0wx1JPJlYe9OxWxvOIS0sCd0WDYalW8U9TUns//vyU3j5IhmLfhxKfS+rGpLcIp18SVUCsRewtTZjySdGrYclnxi1BmFeMl2SrmGlxrPzUSQtggEvD/lZMbB0LmnNyjc1BM+Uj5zkLFji7bL79FRZtzkr29dL3xycZMmnpIQsaAISGBNDccdic3Fl9PX14e5ii6gYmfqLoVvEBe/B09PzqCqv1bhDClP81BeJOPftARRkCajayaeHX6W3cfXMM6z59iSMTfhYsWEMGjR1gbZ4EZGIUVPWIiIqGT8uHY8PJnXXmtqKwWAwagKFYpnyiZTdEQsB4g2or8+BRCgBh3g+cYuTT+LKJY1EQglVfhgacbXq+VQgVFY+8RVleAyGMnFBuxH7aAfcm0+FU4MhdCz0zGOEnHqERkNbwKtjfZXesCM77+Hy6WcYNaUt2napfLfgNyW3PlmwDYEPIrDl1+lo3lSWLGMwajss+cSk6bUGUTnKJ0G6TK1kwM9DQVbMa/9HfJ+I8qkivEn5ZFfcRYwonzRBSloOpNJChbn4q3i42SKKld3pFOTiIfTit4i+9xcsXVqi6ZDNiq4t4Zee4uovJ2kCtN8P42Bf37mS2yjCjg1XsXfbLdRt4IgvfxwKW4fXSzM1xfkrwXhv5gZ6/9D2OejasZHWts1g1GZY2V3NKzky4JnQBBSBlN7p8zg02WTA45aU3Ykq1/GOJJv4hhzwDbWbfJJ3t5Mrn+RKKAZDTnZSMJ6dXUDjpHpdvqFjaeFJuLHuLBwauqCVij5PQfeiseXXiwho64Vx09tr5I1es/Ekdh64gc8/6o9RQ9pqZBsMRnWEJZ+YNL3KMDAwoKacZKmzyic9/dc8nwTpOXTJNSmkyqdXMXOwQEZUxcrV3qR8IjOKJCmVHK8Z5VNSclYpc/FX8XCzw83AF3Q2hqlO3j2k8+KjIx8gPeoKXJqMR4OeK6h/ATGLvff3FTzeext2vk7o/vVQmNhULllEzO9Xf30MgdfC0aVvQ3y8qLfiwkLTkM/Z+s1nsXD5LtTxcsDeLbNQ18tRK9tmMBis7K6mxTak1I5nbENL7+R/g2ciUz4VG47Ly/DUUT6RBJQ2y+4K5N3uij2fmPKJoYy4IBOPDr8PDs8UTQb9QeMkYU4+zi8/BK4xD10XDYa+Cg1TiO/qqoVHYO9ogXnLB8KgEub8b+PkuYf4ZuU+DOjlj2/mDWMHlMFQgiWfGFWGsYkxbUesqxDPJ5J4Ip3DylI+kQv8/OwylE8OFogJDEdRBfweiJeOkTEXRsZlm32SjndJGko+JSbLTAwdyii7I3i62SJPIERqeg7sbN7uX8XQHDkpz/Hw4CQUZMehfs/v4dbsPZoQFOYU4NKPRxEbGIG63Ruh/ad9Km0sHhuZhu/mHUR8dAamzOqCIeNbai3pmJtXgI/mb8X+o3doS+Gtv33AjMUZDEa1RFdiG6J8op5PHD79u7C44x1JNvFM+LT0Tv535ZVPXPD571D5VNztjk2SMQhFhVIEHfsYBVmxaD56DwzNnFAokeL8d4eRm5KNvitGqzQ5ly8Q0YYrBfliLFs3CqbmlTBHewtPQmIx+ZP/s3ce0FFVXRTeKZPee++9QEhCCb33JkhTQQFREARRsf9iA7sIoiCKiPTee++hJqT33nuvk+Rf94YAQyBMMpMhCedzzXryJpk7mUnyTvbdZ58/4epkhr9+ncNjLwiCeACJT4TUqK4WIiEuETZ21hDc24Fra86nR/OeGOV59W4lTRNjlOWFNLpfy1QHtcJaVOSXieV8epzrqQETCx0E+CegNcWnx2U+NTifGAlJ2SQ+PUPSWL7TyQ+hIFCDz+Qd0LPqyc9nR6Xj7PIDKM0uQrc5A+DxQsvFokunIvDbN8f4uO2lv77IreWyIjImHS+9sRqRMWn4aNFYfPzOuFbZWSQIgnieapuGaXcNzqea6or70+7YJoXiPVdrdQtFI+Z0YsKTgqI8FAUKsst8anA+qQigplYvrDEBSv3e/xPPL1EXliEn7gycBiy9Xyv5/3kG6XcT0evtYTDtZCX2Y7FYCuYEZwHjH//wAmwdG/89IClpGfmYMOMXqKgIsHP9Imhq1If3EwTxAPqLgJAaFeXlOLjnMD+2VefTo3lPjLLcEj4lRsvUnrfd1VSLPv+G6RmlGYViZT7p6j95FLOlrT4K88tQVCD91yg9s158elLmk6Nd/dceHZsh9bUJ8XatQ4+/j5Cji6Bp5A6/V0/yYort8EYcDcTh97bwHesR302D54RuLRKeqqtrsO6nM/jhk4N8ouKv/70qU+Fp35Gb6DfmK2RlF2LPv+/gs/deIOGJIIh2TVupbRqcTwoK95xP9ybeCauqeQ0jUK13XFe3MLC7srIaSvda7ljrnaza7sqZ40pZkTtEtO79sV5c3DbrSEK2AeOJN9fA3HMarH3f5OfCDwfwm9sYb7iM9GrW4/372wVcvxiDVxf0a5WA8aLickx4dQXy8kuxe8M7sLGq3/AlCEKUtmdPeQZQKOfzAXM+6Zj5NjrPRtmr6alDw4DtoNShLD+OiwMNaFvdE58yi8RyPrl2evIUMQvr+sdKScyFm44FpElGViEP69TUeLyN2NHOFPLycoiITpPqusTTKStIxN39r6M4KwRWPq/Dqf//eG5BdUUVrq4+iZgzoXwHr/+HY6Cm92Tn3FNzDD45iMjgNAyf0Blz3h3E8ztk5QxY+v1urFp3Al4e1ti8dj4VXgTxjKHapmPBnU8CFcgL6gWaGmH5fecTE58UVerFJ2FLxacKIdTU6x+Dtd/JyvnE4gDUVOoFNS2t+q+tsLgcJk/YSCM6Pvkp1/kEYB2L7nAd+h3fjEsLTMS1Nadg5mWN7m8Oatbjndh3F/u33MSQsZ6YML2b1J9vVZUQL7+5GmGRKdj+10L4etFkO4J4EiQ+USjnc4GwqgzCigIoa5o2uq80l4lPGlDXq98JKcmNFhGf2H1sR7Esq2nxqUZYy8UnfSPNJp1PjOT4XLh1lq74lJ6Rz11PT3LMMBuwnbURiU8yJiv6BEKOLuTZBZ3GroOJyxh+viAlF2eX7Ud+Qg46Te4Bnxl9eJtcS7jjH8/t5OyPh8VfjsLAkbKbKJeSlotZC9fh6o0ovDq1D37+ajr/XiMI4tkyctxwfsvLzcPiuR/Q29GOYQ5ZJj7JK6ry4GVGTVV9ZICwSsjzngSqDW13VS0OHNfRV3vgfCqXjfhUXFIOTc36TTMtzXviU9HTYw6IjgnrQAjcNwvKmibwGv8336grSsvHmWX7oWmig4EsYLwZtdLdG4lY8/0pePpYYt5HQ6Wefcl+Nhd8uAHnLofh12UzMHJI8xxZBPG8QeIT8VxQcS9IXFW7seBTmlUE085WUNdzqP93brTI/exCpWOlj9KMpsWn3Oxi1NbUwdjs8dPmGKaWOrwNKSU+F9ImMSUHVhaik/wexcXRDKERKVJfm2hMbU0Voi9+i8Sba6Fh4ILO4/6Cun7991jM2VDueJJTkMOQpRNh1aP+fHNhgue2v65g54ZrvM1u+ZpxsHaQndX78Mk7mPfeP6iorMYfP87EjCl9ZbY2QRDE80JDix3LfFK4Jz4J74lPrF1btO2uWqLAcUb91LlqmQ2oaMjG0dKsF7+Kikl8eh4RVhYjYO+rqBVWwnfqHj4kqLygDMc/28lUHgz5YiKU7wmU4pAQk41vP9wPY3NtfPz9eAgE0p9Y+fXP+7B1z1W8P38UXp8+QOqPTxAdDRKfCKlOhHnptSn82NYoL6wXXFS1LEXOsx1D1nanYaQNRWUNKGuaNRKfGnKf4q9GNTmBJSu9XpwyMnnyJDlFRQUeOp6ckAdpk5ySC+9ONk8Vn46cCkRZeSXUVCnMs7UozYtF0KF5KM4MhpnnVLgOXsYDxqtKK3H1j1OIPRsKQ2dT9P9wLA+0bwkZqQXc7RQRnIa+Q10w/5NhUFOXzXtaUVGNT5Ztx7qNZ+HmbI6Nv8+Dq9OT200JgiDaK22htmkQn+qdT/W5ksKqUj75q6627p7zSbLMJ+Z8YtlLDDUNZZSV1E/Ta21YVk5D1pP2fecTZT49jxt2gftfR0lOJLq88C80DV0grKjGqS92ozS7GMOXTb6fwSoOWemFWLpwFw/PZ4NXNLWlH/79+/qT+GHVIUx9wQ9LP5go9ccniI4IiU+E1FBQUICpmUmbfEUriurFJ5VHnE9sshhDw7heMNIwcEZJdnijz9exNoDwdAgXqp401jXrnjPKqAnnE8Pa3gBRIemQJsyiXlBUJpbziQloLHS8s4e1VJ8DUW+/TgvZgYjTn0JOTgGeY9bA1HU8f2myI9Nw7rtDKM4sqG+zm94b8oot24W7cCIMf3x7ErW1dXhn6UgMHOUudSv5k2CZYa8tWIuQ8GS+y/ft/6byEdkEQRAdkbZQ27Cwcf5cBCoibXcNk+1Y3pOiskCizKeK8qr7zid1DWXk55ZCFhSXVNwflNKQ+cQEKeL5qp1Cj72LvMSLcB36PQwdhqC2phbnvjuI7Mh0nofZnMl2hQVl+PztXSgvrcTytdNgZqkr9ef8346L+PDLbRg+sDPW/DRLZjUYQbR3aNodITVKS0rx77pN/NjWKOfikxxUHsl8Ksmsn2CnaVwvGGkZe3LXirCy3s7egIF9/aS43OjMJ66RnV74VOcTw97FGDlZxSjIk97rlJxa38ZnZd60+OTuUi++BYUlSW1top7qikIEHZyL0GOL66fZzTzDhSe2K313pz8ONUyzWzYFXWf2a5HwVFZaiRVfHMVPnx2GmZUuVm5+FYNGe8ik6GHF4cbtF9F39JdISc3Flj/n83wDEp4IgujItIXa5oHzSbTtrsHlxFxPcvJy/NggSDUHNoa+vKyai06ydj6VlLC2u4bMJ2q7ex6Jubgc6WF7YOu3CJZeM3i9cW3NaSRdj0HX2f1h39+tWSLq14v3IDO1AB//8AIcXKUvHO89fBMLPvwXvXs4Y9PatyAQkJeDIMSFfloIqVFbW4vcnDx+bGtUFCbzsHEWXPgwJfdCxFnbXYP4xCbesalkupY97n+cvkP9xSsnJuOJ+TyZ6YVQ11TmRVtTOLjUP1ZMeCZ8e0lnIkZicg4/iuN8UlEW4E5QAqZP7iOVtQk2meUGgg/PR0VxGux6vgu7noshL6+I0pxiXPz5CJ/SYtXdAX0Wj4CKdstaN6LD0vHjZ4eQnlzAp7W8Mq9Pq+QXPI7s3CIs/HgjDh2/Az9fR6xf9cZTv9cIgiA6Am2htmnId1IUqEPhXtsddz6V3ROf7jmWFFUE9881h4p7+U6q96bdMRGqVFZtdyWPabsj59NzQ9KdDYi/vhpmHpPh0PtDfi5opz8ijgTAbYw3PCeKP51OKKzBdx8dRGRIOt7/ZjS6dG86iqIlnDofjNmL/uSTfXeuX0QbcATRTEh8onHEzwXM+aSq1TiTpvie80ndqN6tpGXSmR+LMoNExCdlTRWo6msgJzrjiWtkpxfB2LTpljuGvWu9iyo2IkNq4lNSg/PJoul+eLY709nDCnfuxktl3ecdFooZe+UnxN/4AyoaJvCduht6ln58146FirOxwGwMtt+8wXAd490ihxIrpnb+cw07//GHlo4qvlo9uVUKqidx5GQAFnz0L/ILSvHZey/wUE2WXUYQRNvm6IHjOHrwRJvcECJaJj4x1xPb2GAOKJb5dN/5pFYvGjHnk7AF0+7KS+s/pyE3kG2isQwodv1p7d/3bNqdxj3nk7KygOdOFVHm03NBZtRRHlOgb9sfbsN+4jVSxLFA3Pr3Iqz9HNH9zUFi100shmDlV8dw+2ocXl88EP2Gie+WEpcr16Pw0hurYW9jjH2b3rs/nZEgCPEh8YnGET8XVBSmQNeqZ6PzrO1OVVcdikr1PwoqWhYQqOiiKCOo0cdqWuohN+bJbXcs88nS9ulhiNo6ajA00UJsxJMfq7kkpeTwArEhN6EpvDvZYv2W86iqEkLp3tdNNJ+izGCEHFmIkpwImLpNhMvgbyBQ0eGTWa6uPoGEK1EwcDRB3/dGQte6ZRPoEmNzsOKLI/x7xW+AE+Z/PBTaurIJvWWZGx99tQ3/7bgEZwcz7P13Mbo8JdCeIIi2w8hxw/ktLzcPi+d+8KyfDiEBNVX1LX8NYeMs96nmkba7hmNLAsdZSzdD7b7zqf7I3E+sZmktKiurUV1dc3/aXUPrHU276/jkJl5C8KG3eExB57F/QV5BgLgL4bjy2wk+gZrlPMkriJcOwzb8/vj2BM4fC8Ok13pg3Eu+Un++N+7E4sWZK2BsqI1DW96Hvm59+ytBEM2D/vIkpIaCoiLsnez4sS3BgjorSzOh+kjYeEPbncY91xOD7bBomXiiKOPuY8WnrMAklOYWNwodZ3kJbNqdj594TiYHF2NEhz3ZRdVcklJyYW6qK9YOJROf1mw4jdCIFBITWkBtTTXi/X9D3LUVUFTRRufxf8PYaRS/L+FqFK6sOoHKkgp0eaUXvKb4tSjbiX0/Hdh6E5vWXIaKqgDvfT0a/Ya5yizQ8pJ/BOa+t55/X709Zxg+XzKBrOUEQTyXtIXa5n7bnbLmfQfUo5lP/H5VQYsyn8ruOZ9UG5xP945lrSw+sZY7RkPmE0NHS40PUSE6LgWptxC49zU+BMh70jY+bTrpRizO/3gYhk6mGPz5hPsB+uIIT3/9fBYn9gdh7FQfTH+rT6sIT+Ne+Qk62uo4vG0JTE2kH2BOEM8LbUslINo1amqqGP/iGLQ1yvIT+FFN177RfUVp+TDrIurm0DbrityEn1FVlgMltQe5Ntq29f+fGZICu36uIp+Tk1kMYXUNzK3EuyC5dDLHtfPRyEwrhPFTpuOJQ2xCJuysjcT6WB8vW368ERBL4lMzYSOAQ44u4uKkkeMIuA79AcrqBlxs8l97BjFnQqBjpY9hX0/irqeWkJaUh1+/PIbwoFTelrng02HQN3z8hEVpU1pWia9/2ovf15+ChZkejmz/AH39XGSyNkEQRFukLdQ2NZXF/NgQNl7vfHrQdqd4T3xSUlNGcUZBsx+//F5OlNq99r2G4PHWzn0qLq4PUn/Y+cQcJbl5okNfiI5DUWYI7ux+GQJVPfhO2clrqPSgJJxdth86lnq8fmLfx+IKT//9fhGHdtzGsBc64/V3B0p9k+5h4enYjg9hY9UyJztBEPXQtDtCalRXVyM8JIIf2xJl+bH8qK4n6kqqKq1EeX4ptM1FBSOW2cPIT7kucl7bWh8KSopID05utEZqUh4/mlnrifWcPLwt+TE0oPFjNReW5xEbnwlHe/HEDkc7ExgaaOGyf6TEaz9Xbqfrq+G/cRjK8uPhMeo3dB6/nhdNif7R2Dt3PWLOhsDzxW4Y99trLRKe6t1Ot7Dw5Y1IiM3G258Nx+crJspMeDp/JQw9hv4Pq/8+iVcm9cL1k1+T8EQQxHNPW6htWL7Tw213LHRcJPPpnvjE8imrWiAYNbTdNQSONwxOae2JdyWlFY2cTwb6msjJqxfbiI5FaW40bu+aCgVFVfhO2QUVTTNkR6bj1Bd7oG6gieHLpkC5GTlKLA9z98brGDDSHW99NLRVhKfx038m4YkgpEiHEp+yMrOwYN5C9OreB3NmvYm01LRn/ZSeKyrKK3i4KTu2Jcry4vhRTU/U+VSYUi8YaVuICkbaZt6QkxcgP/mayHnWPmXkYoaMkMeIT4n1jyWu88ne2RiqagKE3JFcfEpNz0d5RRUcbMUTPNjFuU8PZ95axXaNiKZhLqfrm0Yi+sIy6Fn3Qs9Z52Dm/iIqCspw9tsDOP3lXghUlDDqh5fRbfaA+/lhzSE+OgtLZm3G3yvOwsXTDL9tnYmh4zrJpM2uoLAMCz7YgNHTfkRtXR0ObH4Pa36aTUGaBEEQbaS2eThwnCFQ1oawsvD+ZDule44lZQ0VVBaXN/vaXl7SEDj+qPOp+flRkrbdGehpIieXxKeORnlhMm7tmMJ2TOEzZQfUdG2QE5OJE//bCSV1ZQxfPgVqeuLnKO3ddB2b115Gr8HOWPS/EZCXbx3hSVtLjRxPBCFFOpT4tGnjZoweOwo7926HpaUFln/z3bN+SkQboDQvloeIK6mKikyFqffEJ3PR8woCVWibeiE/2b/RY5l4WqIgMQcVhaJ5BGlJ+VBSVoSB8YP8qKZQUJSHaycLqYhP0bEZ9x1N4tLXz5UXd2FRqRKv31GpqS5D5Lmv4L9pJCqK0+A5+g90mbgZyhqmiDoZhN1v/M1DxTtP9cP4P2bCxKNxptjTYNOENq25hMXT/0N6SgEWfT4CX/8+WSqtmOJw6MQd+A76FBt3XMJbs4Zwt9Ogvh4yWZsgCIIQDxYuLsem3CnUi0ICVR1Ul+c/xvmkiprqGj5ltTmU3ROxGpxP6lr1YlBpUesKbmyKKkNXR0PE+VRQVIbq6uZ9DUTbnjh9a/uLEFYVw3vSVmgYOHPh6fgn2/nG7vBvp0DTWPy6Z9cGf2xYdQHd+zrgva9G85pamly9EUXCE0F0lMyn+Lh45OTkwMfXB/LyjX9ZMFtzZGQUVJSV4eDo0KzHfu+Dd+//v42tNQoKCqXynIn2TVl+HNQeabl72Pmk9UjbHUPX0o+HSleV54mIViYe9e1yrD/dto+LSNudmaVus3ZeWOvdHf94ZGcU8el3LSU6vgXiU8/6537xagTcnZsvmnR0chMuIOzEBygvTIKp+yQ4D1gKJTV9nhHGJrGkBSbCwMkUfd4ZDj1b8bK2HiX4dhJ+X34CqUn56DPEBXPeGwRd/fqWitYmM6sQ7y/dgn1HbvJJdlv+nI/uPs37fUsQBEHIzvnEXE8Nbli2oVZdUYBqxSooCBTuD7ZgbXcM5n5SVBEvsJlRfn/aXb241RAyXljQusHfefn1ji5dHXUR8YnBcp9MxJjgS7R9x9PN7RNRXZYH70lb+Obuw8LTyB+mQcfi6ZOiG9j21xVsXXeFTwBesmwMBILmD3VpitMXgjFtzmo+1Y6Fi1PGE0G0U/Hp1MnT+GvtX1xYKiwoRGhUMNTVRf/QunrlGhbOXwQVFRWUlpTC2MQYf//7FywszPn9Sz/7Agf3H2r02GPHj8GX33zB//+rpV9j5/Zd0NTUxM59O2T01RFt3flkYDeo0XnmfGI95qxl6lEMbAcg3n8VcuPOwdR94v3zxm7mvKBLvhn3iPiUzyfYNQfvnrb474+LuHU1DiMmeKGlxMRlQFlZEZbm4l+8mVBlaqyDsxdDMG/m4Bav3dFgIfNR579GWshOqGpb8SksBrb9+U7y3Z3+CNh6BXKQQ/c3BsJtrI/YY4AfpriwHBt/v4gT++7CwEgT//t5Arr1lY3ww3Kl/tp0Fl/9uBdl5VX4YOEYfPj2GCiLOVWGIAiCkD0sXLwh76nB+VRXK0RVSen9sHGG0r32NTYEQ91Qq1nT7piuxaarMjS0VCCvIIfC/DKZOJ/0Hhpbz9ruGCz3icSnjiQ8bYWuRbcWC0+slXTL2svY8c819B7szKcAizPhuTnsP3oLM99eC3sbYxzc8j7MaKodQbRf8SkqMgrvLnkXhYWFeHP23Eb3FxcXY/6bCzB52iR8/OlH3AE146XX8O7Cd7Fzb72I9MHHS7Do3YWNPldZWVnE/fTmvDdw+NARvPfO+9i5Z3srf2VEA2rqanh1ziv82Faot6XnQf2RvKcG59OjeU8NaJv7QlFFB9mxp0XEJxY4bu5ti+SbsairrYOcvBxvncpOL0S/oaIT8J6GnZMR9Aw1cPNSrETiU3RcBuysjaHQDCGE7Z4OH9QZ2/Zc5RPO1MWcLNJRqautQcrdzYi++C23hVt3nQv7XkugqKTGXU7X/jiFguRcmPvYotfbw5plD2+gtrYOZw4H49/fLnABavRkb0yf1+d+sGtrczMgFos/3YTAkET07OaEFcumk+uNIAiiHdQ2Dc6nBpjziVFZXCoyGeyB86mi2YHjzPXU4KxiLm4tbVUU5tdnMrWm84mtqaOl1sj5lE25T+2asoIk3GLCU0UBfCZvg455V4mEp42rL2DPfzfQf7gb3lk6Uuqtdlt2Xca8Jf+gs7s19m16974IShBEOxWf5r/9Fj+eOH7ysfefOnEaJSUleGtB/ccJBALMnf8mXn35NSTEJ8DG1oY7pR51Sz3M76t+xyszXuGOKWtra+Rk5zT5nMrLylFe/uDCWpDf/PG0xAMUFBRgYCi++0YWlObF8OOj4hMTjopS82HkWu+qexR5eUXufsqJO8snnckrPHCGWHWzR+LVKGRHpfMActZyx7I9zcWcdNcAK7i69rbHuaOhqKiohkozLPIPExWbjs4e1s3+vNFDu2DD1gs4dzkUo4d643mlIO0Owk99hOLMYF4cuQxeDi1jD5TmFOPS3wcRdyGcO+QGfjoeNr2cWhQCHhORgbU/nEZkcBocXE2w9NcX4eRuClmQV1CCL77fw99rfT0NrPvldUyb2FMmYeYEQcgeqm06Xm3DNkUUHxafVOvFp4qi0vuCE6NhUlhzxafiwgrudnoYLR01FMmg7Y4JTw9vnhnq1zu2aOJd+6WsIPGe8FQIn0lMePLlNfOJz3a2SHhiw1gObruNQaM9+CTg5my2isOaDaexZOkWvjG3659FPGScIIgOkvn0JEJDQmFpZQlt7Qc2YS+vzvfuC+Pi09OwtLbC4AFDecueiakJvvn26yY//vjhk9i/q3EbX3JcOopy663ArUFtTS0SoiQPmm5rMCHv/Lnz6D+gP1RVxR+V2poUxF/hx8JSHZQ/9JqXZRdDWFmNOjXFJ78X6t4QVu5DhP9hqBn63n/f6vTrC7TgY3dgL1+DW5fj+b+VlGqa/b5a22lz59Sp/bfh6f14IawpiksqkJSSi1EDPJu9to2RJlRVBNix+wo8bAzRUXnSz5uwMh85Yb+jKPEgFJR0Yez9ObQsRyInDwjcfxJxx4JRW10D60FusBnmDjllARKjU5q1NmtlOLwrCJdPx0BVXYCps7vCr78d5OWFrf47oLa2FgdP3cXP606goKgck0f7YuGswdDWVG321/Es6Ki/J58H6L1rOTZO9bmCkkC1TcerbcqKciBQNbn/O7Est5ofS/NLoKKj9+B8ThE/psWkAYaqYv+8ZqXnQ1lFQeR3rrKyPLLSC1r193BKSg40NZRF1igvrJ90FxWehAQXs1Zbu73TVn/PVpUkIuXKAtRWl8C85yoUlBoj/ugt3F13gcdWdJ43AAVlZSiIKhMrKmD7+hvwvxCPngPsMXaKB5JjpTcohwlbazefx+8bz6F3Vwes+Hwy8jNy+e15e9+IpqH3TXq1TZsRn1g4uK6uaPCzlrYWDyUvKBDPkTR23BiMGTsalZVVUFF5eivL8NFD0W9QnwfPIb8AX368HJZ2ptDTb56LpTmwXzrSKDDbGsVFxSg7Ug4LW1NoarUNu2pYQgbkFVXg6OUHOfkHveEJ2ZH86NjdCcZOjw/crraejKyAb4CSq7Dp9YLI+xbtZo7c4FQMfGcUzh2P5dkI3fu584l3zcHUygSb1vojMiQbY6b2aPbXd+1mND/26uXeou+pIQM64YJ/JMxsTKGk1GZ+HbTqz1tDi13cpe8grCyCpfcsOPT+AAIVbaTdTcS1Naf5REPTztbo+dZg6FgZtLjFbuPqi3zneOi4Tpg+v+/9ENfW5vrtGHz45TbcCoxDF08b/Lp8Onw6Nw7db8t01N+TzwP03j1bqLbpeLVN4ulSaOmb3P+dWKRdgJQrQG1VLbSNde6frzApxzWW2aSuKvbvT/bzKqwGDIy0RT7HyFwX0aHprfp7uEJYAyPDB8+fweoR5sytqpOOGNtRaYu/Z4syQ3Dn5Dygthq+U3dCx8wbyTdicffPC1DT18CIb6eKHVvANmZ/+PQgrl+Ix8QZ3fDqgn5SdWwLhTV459NN+HfbBUwY3RV///qGTOrgtvi+EU+H3jfp0Wb+2hQIFFFZWT9to4Gqqiq+ey9QEr8dif1iEkd4YqiqqfLb0QPHcfTgCb4W0bEoyQnnI10fFp4YefHZ/KjbhONHoKwFQ4chyIg8DJdB34jcZz/AHVd/P4nsiDQkRGfD3Eqv2cITQ1lFAL/+TrhyJhLlZVVQVWscft4UIRH1uyceri2bWDd5XA8cPHYbp84HY9TQLujosCl2kee+REl2OLTNfOE6hLXYefLw+Rt/70GSfwwvkAZ8NBa2fV1aVOiwKXbrfz2H2IhMOLga43+/TICzh2x2b1PScvH5d7uxc78/b7FbuXwGXpvWT+oWdYIg2i5U23Q8WG6OQOXB5LeG/68uq4HyvZBxhhLLbZKXQ0Vh89rlWA6hpZ1oGxTbLJFF5pOFmehmLxMAjAy0kJqe36prE9KlIPUm7ux+BfKKyug6bS80jdwQdzEc5384zPNVRyyfAjW9B62jTVFaUolv3tuLkDvJeO3tfpg4o7tUnyvLOn1t/hocO3MXC14fiuWfTXnsBHaCIDqw+GRubo7Tp86InMvMyKy/z6x1/3AbOW44v+Xl5mHx3A9adS1CdjA7bUl2BIydRjW6j4lPGsbavFBrClO3CciMPIyc+LNM4rl/ngkT19aeRuy5MCTEZsPdq2XiD2PACDecPRIC//PRGDDSvVmfGxKeAjVVJdhaGbVo7RGDOvO8hW17r3Zo8akkNwpR575CTtwZKGuawWPUb/y9rSqpgv+fZxB26A7kFeXR5aWe8JzU/bETEJ9GWnI+/l11HtfOR0NXXx0L/zccA0d5yET4YYXUijVHsfLP4xDW1GDRm8PxwdtjKLeAIJ5jqLbpGNRUl6NWWMGHoDQgUNVDXa08airr7uc8MdgEVhVtNZQ3c0pdUWE5Dxh/GG1dVVRWVEuUSSnOtDtPt8YuECZIpWaQ+NSeNvYC9s2Ekqo+fKfshJquLSJP3MWVVSeg72CCYV9PgoqWeG2gBXmlWLpwF9/YZflOzDkuTbJzizBp5kruDP/2f1Px9pxhUn18giDaifjUu29v/PzjLwgMuAuvLvVZTydPnOIB496+rRuGTM4n6aCoqAgXd2d+bAtUFKfytioNw8ZT6PLis6Bn+/ScIwPbgbzgSwvZBR33B+ITu4ha+toh/GwY8rIrYe3Q8swkT18r6BmocwGqueJTWEQK3JwtWixwKCsLMHFsd2zaeYkHU+vpiLcr1V6oKstF5t0fEZ2wF3KKSrDvvQQ2XedCTk4ZYQcDELDlMg9mtR/oDt/X+kKjGaOpGygpqsCO9VdxeOcdXvhPmeWHCTO68clBrQ1zazKXE3M7pWXk8xD5ZZ9N4WOCCYJ4vqHapmPUNiy0mSFQfSA+KQhYC3f99Ur5kYmpqrrqKMsrEfvxq6qEvMXp0cDxhjbxwrwyqJg1f8KrOBuET6o7zEx1ERre9rMJCSAz6giCDr0FNW0r+EzZARVNMwTvuYEbf5+DiaclhnwxUWQiY1NkphXi87d3Iiu9CB99Nw5+A5yk+hLHJWThhRk/IzktDxtWz8WksdJ1VBEE8XRkdiVNSkxCZmYmYqLrp4/duX0HKioqcHJygraONrp4e2HYiKF4Z8E7eO+D93jO0y8/rsCidxe2esAj7Q5Kz+o/atxwtBVKssL58VHxqbq8CsXpBbDv31iUehRmHzZzfxHJdzZA3ZZNYnywQ+c0vBNuX2Lfz3KwlUB8YsLRoDGe2LXBHykJubCwEX8CCGu7mzi6GyThlUm9sH7zOWzdfQULXu8YO0A1wgok3/kXcddWQFhZDDPPKXDo/SGUNYx5a93NDedRmJwHYzdzdH9jIAydm++urK6uwfG9gdj211XessDG/7JcJyOT5gtYzYW992cuhmDp97txNyQJ7i4W+POX1zGgt1urr00QRPuAapuOUduwljsGyyVsgLWEKwrqh5QoPTTtjqGmp86ntYpLWUkVP2o+4nzSM6rPt8rNLoZxK4hPzLFbWSmEnm5j8cnCVA8nzwXxax1NZm27pAZtQ+iJ96Fl5AHvSVsgUNGH/7ozCN13C5bd7DHwk3FQVBbPNRcdlo6v392LivIqfLnqRXTybf4U56a4cScWk2evRHW1EPs3vYe+fi5SfXyCINqY+MRcTMePHuf/79vVByt/WcX//+NPP4JPVx/+/6t+X4l//t6AnTt2QVlJCcu//wbjJ4xv9edGu4PSgWV0RYRG8h1CJaXmty1Jm+LsUH7UNBS9wOQnPD3v6WEsu8xE0u2/UZiwB/DyfXC+qz0q1FSAIsmcT4wRE7yw57/rOLI7AG++P1isz2FT7ti0OzeXlrf8MXy97ODT2ZaPmp03c0i7zgeqrRUiLXgHYq/+gsriNOha9oSm/Ty4dBuM9KAk3Nywmed0sZZLVhTZ9HZudmHLpq9cOBGOLX9eRlZaIVw7mWP24gEyy3ViVvHPv9uFi1cjYGaii99/mImXX+wFRUXRXDOCIJ5vqLbpGLWN8L74JDqUR0Ghvt1eWUO1kfMpJypD7Mdn+ToMLW1REcvQ+J74lCm+kNUcMrPrHV0mRg8cXQ2Ym+pxYSonrxiG+q2/oUM0DyYKxl39BbFXfoKupR+6TNgIOTlVnPv+IOIvRsB5eGf0XDCUu8HF4calGPzwySGoayrju3Uvwc5Zuu7tnfuvYd6Sf/j30uFtS+DhQoHfBNHhxafX35jNb02hrKyMefPn8pssod1B6VBZUYlTx87C1t6mTYhPRRl3oaJlDiU10WllOdH1RZm+vXgXN3U9O+jbDkB+wj7UVH8OBUF9occuqjV62lDKzAQKSwAJdgYNTbTQo58jzhwOwfS5faD2iI3+cdwJiudHLw/JdoeY+DJ/9hDMWrgOR08HYsyw1m1zbQ3q6mp5NlfMpR9Qlh8LTSMPuA37gbdNBp8NwvFPdyD1TgJUdNTgN28wL4wUmjnVhBVb1y/GYNMfl5AUlwNLW3188uML6NHPQSY7s1Gx6fjyh704cOwWdLXV8c0nk/Hma4Og2oJ8KoIgOj5U23SM2uaB80lUpJFXqN/0Um7kfNJARVE5aqproCBQENv5pPFIJo/+PedTdiuJTxmZ9eKTsaH2Y9vuGGnp+SQ+tTFqa6oRfvJDpAZvg4nLOHiMXInq8jqc/nonMoKT4f1Kb3i91FPsuujIrgCs++k0rOwM8PmKibweltpzra3FN7/sxw+rDqFrFzts/2shjI2k7+IjCEJ82kY4D0G0AoXpgdAxf+BUaiA7Kh1KGirQMhPdRWwKa985yI1/CSlBW2Dt8/r985lFVdBTlkfQTn8MWTpRouc77iVfXD0bhcO77mDyTL+nfvztwHjuUuosofjEGD+yKz5dthMr1x7juUHtxebOBKHc+HOIvvgtirNCoKZjC88xa2DiMhaFqfk49+0BxF+KhEBNCT4z+sB9vC8Eqs3/4yHoViL+++MSIoPTYGSmjcVfjES/4W4ycYklpeTgh98O81wugaIC3p03EovnjYSujnqrr00QBEE8Wx7XdldPfQ2j1Cjzqb6NraKgFOpi5BiW3hOftHQeDRxXg6JAAblZret8MjbSemzbHSMlLU8qNQ4hHYRVpbh7gNXD52DddR6c+n+G0pwSnPjfLhQm56LPOyPgNEy8gPDa2jpsWHUe+7fchFd3G57xpC7Gxqu4lJVX4o3Ff2P/0VuYPL4H/vhhVqsF5xMEIWXxqaKiEiUlxdDR0WkzYdLShKzpHY+K4nRUlmRAy6TxBLfsyHQYOps2S2DRt+kPFV0PxPv/BotOL3P3EwuaTk8pQF9fc54jxBxVBo4mLX7Obp0t0LmrNfZtvonRk7yf6n66dTcObs7mUBczyLEp2Gjjd94cgQ+/2oZT54MxdIB0p4u0huiUn3SVW77zU/yhrGECt6E/wMxzKoozinFpxTHEnAmFvKICrAa6os+bQ8SetPIwoYEp2P7XFQTeSISOnjreXDIYw8Z3gqCZrqmWik4//X6Ei06sSJs+uQ8+WTyOt9oRBEE8DaptOgbV5fXi08PT7hh1QibaVEOgImyU+cQoyxNPfCouqnis+CQvLwd9Qw3kZMm+7c7Gqt7VFZ+U1SprE82nsiQLd/a8guLMEDgP+ppvxLLhPUx4qiqt5MHiLI5CrMeqqMYvS4/wDdchYz3x1sdDpRodwAawTJm9CgHBCfh8yQQsWTC63WyqEkRH54l/QV2+eBl7d+/Dtav+SE9P5+fYD66tnS369O2NyVMnw92jY4TbkjW941GUEciP2qZeIucrSypQmJIH2z7NCxpk3/v6LnOQem0RUgL/g3XXNxEdXt++12tCF8SsycKdzZcx9MsXJXreL73ZCx++vhWHdtzGlNk9m8wdCghKwKRxPSAtZr8yACvXHcdXP+7FkP6ebfJCzZ1OCRd41kBB6k0+btqp/+ew7PIaijPKcPGXE4g7HwY5eTneWuc1rSey8wqaLTwF307C9r+vIuhWEp8ANP2tPhg71QcqLXBNSSo6vTSxJ5YsGAM7m/p8D4IgCHGg2qZjUFWWwwebCFRFNx5qqtk0ugJAoYilJDVyPpXlizfxrqigXnzS1W/spjUw1kROK2c+PS7TydRYB2qqSoiJz2yVtYnmUZIbhTu7X0FVaTY6j/8Lxk6j+Kbr+R8OQUFZESO/nwZDJ1OxHos56b55fx9iwjPwytzemDzLT6r15s2AWLz0xmoUFJZh05q38MKorlJ7bIIgWkF8unLpCr7+chni4uLg19MPU16aDDNzM6irqaOoqAgJCQm4deM2Nm0ci159euF/Sz+Fk7N0R2ES7RN1DXXMmT+TH581hekBvFjTMu702Lwn5nxqLmpGPaBj0Q1x11bC1GMSokLrRVk3H2uoTOiKgC1XkBqQAPMuNhK5n7z9bHn4+OCxntA3rM9ceJSImDQ+KcbXyxbSgtmRP1w4Bos++Q+7Dl7HZCkKW9IQnXLiznLRqTD9DpTUDeHUfyksvGagOJ2JTqcQdyEcCooKcB3VBZ6TukPj3o4vE5/EXePujURsX38VoQEpfPLPjPl9MerFLmJlcEkKiU4EQRBtj2dd21SVZUOgpgd5edGSXVgugLygHNXlbIjKg+m96vfqhtJs8UQjNq2VtTspP6YlycBIE8F3ktEaZGUX8kl3zHn9KEyMsLMxRiyJT88cVnsFHZwLOXlF+EzeAR3zrgjefR03/jkPXWtD7njSNBYvRykyJA3Ll+xDSXElliwbg75Dnz51ujls2HoB732+GQZ6mji5+2N06dTyepwgiNZB5Dd+Tk4OFi96D2/OewMvTpoIbZ0n/zJJTU3F1k3b8ObsuTh3+SzaM2RNlw7y8vLQ0tZqM3lP6gZOUFQWHeGbE1UvGIm7Q/NoMeQy6Bv4bxyGmIvfITqsB4xMtXg7VqcXuyPqVDCurTmFF36fJVbI55N4/d2BeHvqBvy76gLe+3r0Yz/mdmDc/Ul10mTGlD5Y999ZfPzVdgwb0AnaWmxn9dkGiWfHnEDc1V9RlBnE2+ucB34Fi84vIz+xGBd/Oon4y5FQECjCfZwvPF/sBnV9zWauUYfbV+OwY/01RASnQUdPDTMX9seIiV5QVWt9p1NoZArP2tp54Dp/Lmxy3fvzR5PTiSAIiaDapmPUNpWl2VBWazxRV1imAHmlMh4z8DDqBprc/VucUSC280nnMa4nhoGxFvJzSlBdXQOBBHXNk5xPjwsbb8DexhgBwfWDVQjZw+oRNuk58twXUNezR5cJ/0FZw5LHGkSfCoZVdwf0+2A0lMSMfjh7NBSrlx2Hto4avv/rJTi4tjym4lEqK6vx3v8249/tF9G7hzP+++MtGBm0jb9HCIJoQnzS1tbGxSvnoaIqOjnjcZibm2PJR+/jzbfeQHuHrOnSoaS4BBv/3oJXX38ZGpqioo8sqautQVF6IIycRja6LysyHRpGWnwUcUvQMvbkbpvkgP8QEWQGD+9655GiigDd5wzE2WX7EbLvJjpPbrlryNJGH2On+fDsJ+Z+YjlQj3IzII5b0l0czSBNBAJFrPhmOoa++C2++XkffvzyZTwLaoQVSA/ZhYSbf/LpdcqaZnAZ8i3MPKYgIygdJz8/iLTARCgqC+DxQld4TuzGJ/w0B1ZMXzgexl9nNr2OtRy8vngghk3o3OqhlKyou3ojGivWHMXxs3ehrKzIhT+Wu0XtdQRBSAOqbTpGbcNanZjb91EqS2uhIChDeWGSyHk2iZdlPZXcmyb3NAoLyh/bcscwtdBBXR2QmVoACxt9SJOMrIKniE9GOHj8NhcWlJUpKFrWE+0iTn+ClLub+bTnTmPXoqZCEcc/2YGMkGS+0ef7Wj/+vfY0WEzEf79fxN5NN+DiaYZPfhgPXQPp/RylpOXilbl/4FZgHBa8PhRffzyJ17IEQbRNRH46BQIBv4mDUCjk4eNaWqQsEw/+oK4or+DHZ0lJTgSEVcXcGvww7HllhabA1EuyySmOfT5E9O3LKMyvgrP7g4LQppcTLLvZ486mS7DwtYO+Xcszeqa+3hNXzkbh1y+PYvX2WY0mgFy7GQ0fLzupBjQ20LObExdC1v57BmOG+6CvX/PysSShqjwPyQH/IvnOBp5zoW7gDPcRv8LYcQzir8Th0KJtyIvPhoq2Gryn94braO9m5zmVFFfg+N67PFcrL7sE5tZ6WPDJMAwY6Q4l5dYtWNjY3yOnAvHr2qO4fjsWOlpqeH/BaMybObjJIpwgCIJ4Pmsbfi3Ud2x0vqKgHAK1mkbiE0PTRBvFYopPxYUVsHF4fL1iZlWfM5WWnC998SmzEK6OD7KqHsXe1pi/5vFJ2VLfaCOarsPu7p+D/OSrsPKZA6cBn6MwuQCnvtiG0pyiZk20Ky2pxI+fHuLu8kGjPTD/46FSHdhy8VoEZrz1B0pLK/HPb2+2qbgIgiAezxN/A7AWvGtX/DFmXOO2n+rqanz8wSf4acWPT/p0gnhm5Cf786OupehFqCApFxVF5TD1tJLo8VnoZ63xQgAJ0BAeZnLN/ba83ouGY++8f3gI47hVr0KxhRdZNXVlvPvFSHz85jas/eEU3vvqwc9hdm4RIqLTWjVE8dv/TcWFq+GY8846XDvxFfR0Wne3tyw/Hom3/0Zq8DbUVpdD16oX3Lv9Ck2Dnog+GYRLP/yL0pxiaJnrotfbw+AwyJ27nppDZlohDu+4jRP776K8rBpuXhZ468Mh6NrHgU/1aU2KisuxZfcV/PnvaR6gyibWLf9sCma+1A+aGs2fwkcQBEF0fFjrOROflB9xPnFBrLAMuvaCx4pPGkbaSPKPFuPx65psuzOzrBef0pPFa+ETF+ZmYm13FmZ6T/wYR7v6tqzImDQSn2RESU4kAva+hoqiFLgN+xEWnV9B/KUIXPzlKBSUFDF8+VSYelqK9Vjx0Vn49sP9yEwt5K5y5uiXVrA428hb+edxfPHDHliZ6+Pw1iXwcBXveREE8Wx54l/GigqK+PD9j2BqZgLfrr4iP/DvLFiM2Nj6zJmOAOUidCzyU/y5RV1NVzQPiVmFGSZiXjibIjFZAyrKdajJ+hepIV4w95jMz7PWr94Lh+PMN/twZdVx9H1vVIsvtu5dLDFxRnfs3ngdrp3MMfLFLvddT4xe3Vsv6J9lPa1f+QaGTfoOb7zzN3asXwgFMezVzW2PzIk/h6Q7/yA3/hzk5BRg7DwGNt3morrMFOGH7iDm3B+oqRTC0MUMPeYOhlUPB7Fs3g2waXHhQenY/OdN3LgUw8/5DXDCC6904/bv1iY6LgN//nsGW3ZfRnFJBTzdLLHmp1mYMt7vsSGrBEEQ0oJqm/ZPdUUB6mqFUFIXdSZVlVSiVlgLVR11lBckP9b5VFlcgarSSiipPzmTp6SogrdF6eo/foOJtUcxRzBzPkmT1PT6x7M0f7Kbys3Zgh9DI1IwbsSDv0OI1iEj8jBCjy6CvILyvWDxHrix/jwPF9e3N8ag/70gdrA4y3f6ffkJqKgK8OWqSfDqLr3g75y8Yryx+C+cPBeM4QM7Y92vr7f6BilBENLjiX/96Ojq4MNPPsAbs+Zi78HdsLGt/8XBHE+3bt3G7n070VGgXATpwFo2Pb08xG7dbA3YLh5zPulaNh7dysQn1qKlYyW5dTzkTjLcfWyhZ+GLsBNLoK5rBx1z3/vtd50m90DQTn/o2RjC88XuLV7nlbl9+DjadT+dgYWNHjr5WuPK9SjebtfN2x6tSQ9fR947/8k3O/C/b3di+WdTpfK41eX5SA3ejuTAjSgvSOROMtvuC2Dm8QoyQ8tw8ec7yAw5DnlFBdj1c4HbGG8YOjdPKGJW7zOHQ3B01x2kJuVDQ0sF417qipEvesHUQnRctbRhAv3pCyFY++9pXhwx0W7MMG/MmzkEPbs5SnWkMEEQxJOg2qb91zYs74nxaOZTeUEpP6oZaKO8JJ3nJCooPshr1TTR4ceSrELo2T45AiA/t/5xnpT5xFzBzP0kbfEpOS33qeKTjrYarCz0ERzeOtP2iHpqa4WIufgtEm78AU1jT3iNXw856OPE/3YiLSARDoM80OvtoWK5zaurhPjrl7M4ticQzp5m+OjbcTAwbt4QmKa4eiMKry1Yi6ycIiz7dDLenjOMDwQgCKL90OTW+6szZyAhPgEzp8/C3oN78Ptvf+Dk8VPYsWcbLK3I3kiIwoLqh44c9ExflrK8GG5Rf7TljolSGcHJMPawlPiP/+yMIt7CNXyCFzqPX4/r/w1HwN4Z6DptHzQMnPnH+Mzog/yEbD6KVlVPAw4D3Vu0loKiPD5YPhbvzdyE5R/sx7I1U3H5egR8OttATVW8CSOSwC7sUTHpWLXuBCzNDXg2UUtgr39h2m2kBm1Fevg+1AoroGXiBfuR70JNpx9iz0bh1rrDKMsr4ZN6fF7tC+fhnfiubnPWYELdyQNBOH8sDBXl1bBzMsJLc7rhhRm9Wj1EPDU9D5t2XsamnZeQmJzDR0i/P38UXp8+ABZm0s3KIAiCIDp+bVNVmsOPymoGIufL8+tFIw1DQ5QnAhWFKVDXdxBxPjGK0vKbFJ9ys0v4UdfgyddaU0tdxEZmQpqkpNaLT0+7Nnq4WCI0PEWqaxMPYPVy0MF5yEu6zAe6uA75FvmJhTjz9UaU5pbAb/4QuI7qIlbdnJVeiO8+OoDosAyMnuKNWYsGSG1CItvU++WPo/j65308tuDk7o9bfQOWIIjW4al9H//74jMkJ6dgxJBRKCkpwZYdm+Dk3HrtPkT7paqyCkGBIejk5QEl5dYfUd903pOfyPni9AKU5ZZIpeUuNLC+EPLoYsFzGLwnbcXNbRNwa8ckLkCxkbSsNWzAR2Nx/LOduPjzESgIFGDbp2XB3Zraqty2/NGcrfho7jYExSXj3XkjIAtYwfHLN9ORlpmPJUu3cBfPGzMGiv35lSVZSAvdjbTgbSjNi+F2bmOXsTD3mIG8WFUEbg5G+t1/+ceadraG31ustc6xWa11hfllXGw6fSgYCTHZUFSUR69Bzhg1yRsuncyQGJ3SasJTdbUQx88G4d9tF3DqfDBv8/Pr6ohP3hmHCWO6QVXl2fwcEARBEO2/tqkszXqs86kku4gftS0skZ0IlBUkiohPOpb697Mu0avpzTSGkcmThwcx17X/+ShUlFdBRVU6X39yWh4/Wpo/OfOJ4eFmiaOnA1FSWgEN9adP4ibEpzA9EHf3z0ZlaTZch3zHJzlHnw7B1dUneavmqO+nwdi9vvXxady5Fo+f/ncIVZU1eP+b0eg3zE1qbwVzObE2O+YoHzXEC2t+nk1tdgTRUcSnqqoq3PC/0eiDJk+dhNs3b+O1Wa+iuKgYly9e5hfgbt27oSNAuQjSobKyEhfOXIKzq+MzE5/ykq9BUUXnvgOpAeZ6Yph4iHchbYqQ20lQVhHA3rU+DJOt5TtlJ25ufxE3t45Hl4mboG3qBYGqEoZ9NQnHPt6Oc98dRGVJBVxGeLVoTdYq9s2aqZj50hru8DE3kJ2ThmUTbf3zbUx5fSXe/WwTSkrKsXjeyCfuhLERvTlxZ3hrXU7sadTV1UDLuBOcBy+HkqAX4i4kIHDDZZ5FwVxOXtP84DikE7RM69sExKFGWIuA6/E4dTAYNy7GQCishY2jIea8Nwj9hrtCW0cNrQV7/YPDkrFj/zVs23sVWdlFMNDX5C6xGVP6wtnBtNXWJgiCEBeqbdp/bVNRnMaPKpqi15XS7GJ+1LdzQcwVoDQ3Gob2D9xZypqqUNVVrxef8HTxyaAJ8cnWwRBs0F9ibA6cPcyk5nzS1VZ/6sAN5nxqyH3q7vNAXCMkq2FSg7Yg/PSnUFLVQ9dpe6Gu3wmXfjnKxScjN3MM/GQc1PWf3i4nFNZg85pL2PPfDT45+OPvx8PaXtSlJwlsU2/ue+uRV1CC7z+fhrdmD6HoAoLoSOJTQUEhXpk244kfvHrV7/zGMDA0wK3AxkJVe4RyETrOVJjchAvQt+4NOTlR50zKnXgoa6k2aT8Xb4063PFPgIe3pYidWNPInV/A7+x+BTe3T4DnqNUwdhrJd4+GL59yL4D8BIozCnlLXnOcPQ1Y2ujDobspbqTG4fD6W3CyMEH/4dLbXWoK5hza/vdCzFywFp9/t5tPbPt12Yz7odksPJy5zlhLXVbUUVRX5EOgogtL75nQ0BuFzOAq3Pg9AkVp+yCvKA9rP0c4De0Esy42Yr8WPDz8bgounozAlTOR3PGkrqmMoeM7Y8hYT9i7GLdqURKfmIVdB69jxz5/Pn2HZWEM6uuBV6f2xcjBXhQgThBEm4Jqm/YPE5/kFVUgUBXdcCrNLoKiigCaxpZQVNZGaW5Uo89l+ZYFyU2LT1npRdDQVG7SHWzjVF83xUdlSU18SkrNhcVTXE8MLw9rfrwTlEDikxQQVpYg7OQHyAjfB12LHug09k+U5crh4ML/+PeK54vd4PtqX565+TQyUgrw42eHEBWajgEj3TH3g8F8UrM0KK+owmfLd/KBLQ62xtj5z0L4dBYdIkQQRAcQnwwM9HEj4LpYnyjtyVcEISnFmcGoLs+Dvk1/kfO1NbVIvZMAC1/bFok+D5OSmMd3Cse/1HjyiqahK7q/cggBe2ZwK7OVz2w49fsflDVUMOzrybi88jgPIc8KT0X/JaOhbvjkncYncT0ghgeBO2qa4uf/HebB53PeHcidWK0NayHb8ucCfP7dLj7iNiQ8Gb9+1gtqpReQGXEIlaWZvK3OwH4QtIxGoSjRCOF7opAXf4F/PrNvu7/gC7s+LlDRVhNb7IuNyMSFE+G4fCoCOVnFUBQowKenLfoOdUX3vg6t+rWnpOXi0IkA7D7oj+u3Y/k5Xy87fL90Gl4c0x3GRuJNfiEIgiCI5lJRlAoVTbNGGyulOcVQN9TkYcsaBk4oeaz4ZICok0Goq62DnPzjN2ZyMouazHtimFno8ol3rK1dmoHjTnb17vGmsLU25M7i67djWpw5SdRTlBmMoANvoqwgAXZ+78C257uIPR2Oq2tO8TDxIV++CKtu4uUoXTwZzqfZsU3BxV+OwsCRLcs1fRx3QxIxa+E6vsk3+5UBWP7ZFKirtX7GKUEQz0B8YhcxIyPRvnKCaC/kxJ/nRwNbUfEpJzoDVSUVsPC2lXiNgGvx/NjF7/GPxYrEbi8fRMSZz5F0ez3ykq7Cbej30DHvir7vjYSxmzn8/zyDffM3oNvsAXAc4vnEovBRWIh1dFwGpk/ujbdfH4Z/f7uAg9tvcwFq/sdD4eljhdZGrq4ai6cZQr9WC9/9F4shL8Vgeq9YTBvlASOH91GSZor4k4nIi48GEM3H83ad3R92fV2hYSSe2MZs3CG3k3H9UgxvqWM7s8xl1KmrNV5+szd6DHCEhmbrZD8wsSsiOg2HTtzBoeN3EBCcwM+znbdPFo/D5PE94GD79IKZIAiCIKThfGJ1xaMw55O6Qf01VV3fkW8AsevXwyIVcz7VVAr5xLuG6XePwjbTDE00njr4xMpOH/HR0hGfampqeT0zpJ/nUz+WfT09fBy4+ES0DPZ9waYLR55dCoGyFnwmb4OWsR8urziBmDOhvC5lGaXibIiy3C82fZlFHjC3+QfLxsDM6ukONnG/L1b+eYyHimtrqWHn+kUYOaRlURUEQbTjwHGCEBd1DXXMe+cNqKg8mx2K3PjzvAhT0TIXOZ96u14wMveRXHxiLXeGJlqwsH7yxVZBoAb34T9B37Y/Ik5/ghtbxsLccxrse70Hl5FeMHI1x6UVR3Hp12N8V7LbnIEwcnm6lf30hWB+HNzPEwIlRZ5v1LmbNdZ8dwqfzN2O/iPcuDhjYi5+dpI4sDBK1s6YHXMSOfHnUFNVgk5qylj/Tl98v0sPf19QxPFbqhhvGAVH9VQYOpvyaXU2vZzuh54+DdZCF3gjgYtNt6/Go7SkkgeHe/paYcL07ug1yAk6euJPvmuuvfvK9UicuRiKY6cDeUsho5O7FT59dzzGDPOGu4sF5QwQBEE8hzzL2oY5nzTtXRudL8kuhoHjg9zJ1KqtqCxJFxGqdK3qs3fyErIfKz4x10p2ZjGcPZ4eR2DraMTb3dnnsM0gSUhJy0NVlRD2tsZifTzLejp8MgBpGfl80hkhPtUVhQg78T4yIw9Dz6o3PEevRkkmcGDRRhQm56HzlB7wni5eFASbePjTZ4eQkpDH3f8z5vfltag0YGLkG+/+zWux4QM74/cfZ8LYkJzlBNERIfGJkBrMOaem1nR4ZGshrCxGQdotWHaZ2ei+lNtx0LM1hJpe07t7T6O6qgbBt5MwYISbWEKEifNo6Fv3Qcyl75ES+B/SwvbAotPLsPZ9A2NWTEfEsUDc3ngRhxZvgoWvHTpP8YOxu/kTH/v0xRAYGWrBw/VBaHq3Pg7c8bR13RUc3nEbl05GYPAYD4x/uSssbFoWSi6sKkV+ij/yEi4hN/ESSrLD+HlFJT2oaY5FTZkHChIVkROZgddUahBgpYmD2TlYnZCMHl3s8dELXdC5r0eTr1FFRTXCAlMQeD0Bd28kIi6qfqIPy3Dq2tse3fs5wLuHLdQ0pF/ss5G9YZGpOHsplE9PuXIjEpWVQigqKqCHrwPmTB+I0cO8YW0pvdBMgiAIon3yrGqbmupyHiXwqPOpuqKKu7kbnCrq+vUTqEuyI0Q+ljmPGTlRGbDu4djo8QvySiGsroGu/tM3dhxcTbjbJTUxD5a2kg08ib23wWNvI14GZ0PQOHM/vTCqq0RrP08UpN5C8OH5KC9KgX2vJbDtvhAh+2/zulNJncVBTOK1pzgDXvZsuo5t665AXVMFS3+dCN9e4rXniVOP/bXpHD7/dhcXNlmW6OxX+tNmH0F0YEh8IqQGm4T4z9qNmDX3VWhqPX1KhjTJS7qCulpho5a7yuIKZEemw2OC5AVLbFQ2qiqFT2y5exwCFW24DlkOK5/XEXdtBbc+Jwds4K4o804vY+KfryLiaChC99/CkSVboGtjAOfhXrDr68In1TRQXS3EhSvhGDWkCy+EH0ZVTQmz3xmA0ZO9sfOfazh1KBgn9gehk68Vhr3QmYs57GOeREVxOgrSbqMw9RY/FmXcRV1tNepqVaGo2BsKNcNRlquNjPhSVJdVsYhSbud3HdWFB4bP8LTE93V1WL/5HFauO47x03/hbWrTJ/fBtIk9+U5lfk4JIoLT+C08KBXRYRm86JVXkIOTmymmzPaDVzcbuHQy4yKQNKmorMbl65G4djMa/reicf1WDAqKyvh9dtZG/HkO7ueBvn6u0NJ8NuIpQRAE0TZ5VrUNuzYzHnVzN0y6Y5lPDC3j+vY1du02sBt4/+PYwBNtcz0ePfA4WEs7Q+8pmU8M1071zyEiOFVi8SkmoUF8Es/51KWTDZSVFXHxWgSJT2LAJg7HXV2BOP+VUFY3hu+UXVBS9cDxT3chPSgJlt3s0eedESI15pNIS8rDL18cRWRwGs/YXPDpMKm50OMSsvDWB//gsn8kenV3xh8/zhT7e4IgiPYLiU80jliqsLyeZ0F27Ck+EUbXskcj1xML27TwkXxKRmhAKg/a79y1fvpKc1DXs4PnqN/47lPq3U1ICd6G3ANz+HM2sB2A3u/3Q0G8EeIvpMF/7Wn4/3kaxq7msOrhCBMPC4TlFKCouBxDBjw5I8HYTBtvfzYcU1/viZMHgnBy/138+OkhCJQU0KW7Dbz9bGFvrwBttRSU5UagODsMRemBPFOipkoV1aUmkIc7aqu6o6JAC8Xp5UAde+RaaJvLwaanE0w7W8PMyxrqBqIFOJO2Fr05Aq9PH4i/NpzB5l1XsPT73fymq6oObXlV6CqpQ1tFFfaOxhj+QmfeMshcW+pSdDcVFJYhODwJQaFJCA5LRlBYEnc5NXxf2loZYsRgL+5wGtDbHXZi7rwSBEG0N44eOI6jB1kocO2zfirtnmdR27BrM+NR5xPLcGJo3Bt4oaSmDxVtSxRm3G30GKw1LzUgoVEeFCM9Ob/+Y4ye7gq3sjeAqpqAbx4NGdtJYucTmxZsaa4v9rCTnl2dcPZiiETrPg+U5sUi+PACFGUEwth5LNyGfoek6+m4+vs/qKmuQc/5Q+EyyuupziL2/XJsTyD+WXmebxIu+t8IDBrTtKNdXNjvo7X/nsEX3+/m//7pq5fxxoyBjTZWCYLomJD4ROOI2z11tTU8j4i5nlje0sMkXouGkoYKF3AkWqOuDkG3UnkGkSRh12o6VnDs9ynsey/hLW1ZUUeRFXMCWdHH+P06bnow7NQNZVl2yI/LxM1/Uvn5fVlZUJCTg1ZkJoL33uC7mayNUFVHDSo66pBXlIewqhjVZbkQ1OZhyKAy9PRWRcjtXNy5XYHQW2W4cal+WpuyYhV0VcuhrWwKLUUbqNQoQbEaUJEHlOTYLqsK9OwMYdfHjOdTsTwqNp2OvQblpVUoLChDSkgaz2nKzihGZloBMlIL+TE9pYB/jCm0oamnjFLFSuRWlSKhIAcJpTm84Cw2qoQwuxZlYVXIriiGhaken2bDbqzIfNLrzzIi8vJLkJVThMzsQn5k2RGskI1LzERsQhZycut3hPlrqaUGT3crTBvbDUOHdIGfryNMjKWbh0UQBNFWGTluOL/l5eZh8dwPnvXTIZpJRWHyY51PRWkF/Khl+uB6pm3ihYKUG40ew8DJBLHnw7hb6tGhH2n3xKenBY4z2Mabk7sZIoLqBTFJYNdsGyvDZrmcmTv502U7EZ+YBVtr2jR6XI2UcncTIs99AXk5RXiM+g361qNx5bdTiD0XBn0HY/T/YIxYOZy5WcVY9fVx3PGPh4e3Jd5ZOpJvbkqDmPgMvLVkA67eiELfni74/fuZ9H4SxHMGiU9Eu4dlPVWV5cDIcYTI+ZoqIVJuxsG6pxPkJWzlio/KQl5OKSbP6glpIK+gBEO7QfzmVvcjSnIikZ9ynRePJTkRkNc8Cz2PKmhVaKKiwAxBsTZw0hIg7WIQUs9FNH5AuRrIyQv5DXJ1QK0C6moVUVcngEWdMszVgGLlOuRWA7lCAYrKBMgqkUMtdzaJolRSA0FOFpQC81BXF8Jb/ljeFWuTYz35jb8WORgaa/Ggc8ehprBxMIS1vQE/amrXt7GlZ+Tj6s1o3AyI5bf9R2+hsKi80WOpKAugpKTIi1KBogJqamtRXl7FQ8EftzbD0EAL9tZGGNrfE3Y2xjwTq5ObFd9VZbt0CVHJsHGybNH7RBAEQRDPgrICNixFDqo6om7rovR8vuH08HQyLRMvZEYeQkVxBlQ0H0xkbQglz45Me6z4xFrulFUEYj0f1ha/Y/01FBeW37+2t4TYhEzemt8cBt0Tn1j2JctlJESHwoQefw85saega9EDHqNWIS+uhk9VZlMRWah4l5d7Q0Gg8FQB68zhEPy94iyPmGBxDmOn+UocMM9gm4csluH7lQd5fceynWa93I/cTgTxHNJs8SkvLw8vjp8MMzNTzHp9JgYMGkDBcARHoKQEn25d+FGWZEUfh5ycAgzsB4ucT7ubiOryKlj7NQ7abC7+F6L5sUe/+uBLaSInJw9NQ1d+s+ryGj9XWytEeUEin3QTcDcaebsv480puvDrV4WKwhKU5dZAWK4IYbkAwgoBaoUKgJwa5OqUAXklCFRUoaSmCYGaJpTUVLhzSUVblR/VdNWhYawNOUUFZKYWcPdSfm4J8nNLUZhfjuoqIS8UWPHBCl/WtsdurGDQ0FKBto4qtHTUoK2rCn0jTS48sVHMTWFqoouJY7rxW0ORk51bjJi4DD7BJje/hLuWCgpLUVVdA6FQiOrqGr7bqqqqBDUVZaioCKCrow4jQ20YGWjxSSgsT4pymgiCIIiOVtuU5SdARdMUCoqibuvitAJ+DX94Qpm2SWd+LMoIgIrmg404AwcTLlRlhKbAto+LyOOkJeXD1FL86XEeXSyxA9cQfDsZPQfWh5y3pH0xPikbwwY2r3XP3dkCJkY6OHk2iMSne7A6KiPiIMJPfcyH7jBXvZn7LNxcfxGRx+9C00QbI79/CaaeT998y0wrxOrlJ/gQGEc3Eyz6fCTfRJQGzOW08OONiIhO4+/7L19Pp4EuBPEc02zxSUFBEfYO9jyAccG8hXBxdcHeg/V9u8TzDRtD3H9wX5lffJn4pGPZA0qqeo1a7hSUFGHuYyPxOv7nY2Btr8/FFlkgL68IdT17fvPfk8vPzZr/MRdxpImZlR6/yRrmSGICErsRBEEQRFvlWdQ2jLL8eKjqNh5wwpxPWqaitYCWqRfk5BWRn+wv4gJXVBHA0NkMGUFJjWonlvnUc5D4IpKblwWUlBV5O1ZLxSfWHs8EKEe7B+4scWuG0cO64L8dl1BYVAZtLdGIhefR7ZR+4yOUpJ+DhqEbfCZvR1GKOva99S9vsXQb6wPfmX0heEKUQQPMUX5k1x389/tF/v/M7TRmqg/f+JOUvIISfL58F/7dfpELh5vWvIXxI33JsEAQzznN/u2ira2Fv/75E9t3b0VQeCC+/WEZ2hrnzp7H1BdfQkb64yd8EK1DZWUlrl2+zo+ygrWrlRckwMhxuMh5FjKe5B8Dc2+bp158n0ZGagHio7PQyUc0d0FWHDpxB1272EldeCIIgiAIou3VNjxjsSARajo2jWqb4vQCkbwnhqKSOm+9y0u62uixTDtZIi8+GxUPtboXFZSjtKQSZpbibz4x4YllAAX4x/Pn1xLCIlP40d2l+TmcL4zqyl3Zx04H4nmFi4Zhe3F1fT+UZFyEfa/34T1xP+5uS8GJz3bxiImRP7wEv3mDn1r7Jsfn4qM5W7HupzNwcjfF6u0zMf7lrhILT+w5bt97Fd4DPsHGHZfw5muDcPvsMv7+SSOwnCCI9o18S3+xFBcXQ1FREc4uzmhLZGZkYvfOPcjMyEBFRcWzfjrPFVWVVbh60Z8fZQUL7GYYOQwTPR+eivL8Uqm03F07F8WPnj6ShZa3NBshNCIFo4d6y3xtgiAIgnjeeRa1TXV5Lh8iovaI86kst5hPLdM0a7wZpWfVE8VZoagurw8Sb8C0U31mVEZwfYB5Q8sdw6wZbXeMLj1skJVedH9SXnNh02cZbs7Nr6d6d3fmGY/7jtzE80hlSSYC981E8OH5PITeuv9GKAnGY99b/yHqZBDcx/nghT9mPrXNjkUr7Fh/FQtf/heJsdlY8MkwfPPHFJhaSL7BGRKRjFHTfsDr7/zFYxHOHfgMP3/1ynPvVCMI4gniU05ODgb2GfTwKRQWFmHx2++KnMvOzsGARz5OXCoqKnluVJMfU16B6urqFo3vXPb1cnzx9eeQo5Gdz8cOUPheaJv5QFVb9GIbeyGc5xxY+7XMGv4wF0+G8953UwvpTPtoDrsOXOfHCaO7ynxtgiAIgiBkD8t7YqjpijqfitIbT7prQM+qF6uMkJd8TeS8kasZd8SwHMwGUpPq63Azq+YJDj5+dvzYMD23JeITGwbSkqxG5sgZN8IHpy6E8JzI56nWTQ3egSvr+yEn7iwcen8Az1E7EbU3CyeX7oaisgCjfngZPeY+3e3EMp3enrYBm9dehncPG/y+YzaGvdBZYkcSa7F793+b0HP4UgQGJ+K7z6fi4qHP4etV//1CEATx2Mwn1u9bVPxgVDmD2YwvXboMSQkLDcemjZtw6MBhlJSUIDQqGOrq6iIfExMTiw/e/RDBQcH830OHDcG3Py6HllZ9Lswfq9fgwvmLjR67X/++eGvBPKxZvQbTXp4GQ0NDiZ8v0fYpzgpBWV4snAd9LXK+lgVaXoyAha8dlDVFgzqbS2piHmLCMzHjrb7PpODYecCft9zRaGGCIAiCeJ4m3QFqOqLOp8KUetFIy7yxaKRj7gs5BSXkJV6GsdPI++eZOGHa2QrJ12NQN28wFxqS4nL4pFpzK12kJqSL/bwsbfX57fKZSN6i1ZK2OxYe3lJemdQbf286h+17rmL+60PR0SnNjUbYyQ+Rn3wNWiad4TZsBVJvVmDv3H8hrBSi81Q/eE314+9xU+TllGD9irO4eDIChiZa+PSnF9C9r4PEolNNTS3+2XoeX/+4F/mFZZgxpTc+XzKRD4QhCIKQSuB4S9n832Z4eHqgW/duWLxQ1EnVIHLNmjEbnTp3wqZtG1FSXILpL72Kj97/GH+s+51/zNDhQ9HFu0ujzzU0MkRWZhb++nM9nC9exq+/rERaahoWvb0Yq/9YBUsrGrPeEckI3w/IycPEeazI+bTARFQUlsG+v5tUXE+MPkNdUFEqKsy2NsFhyYiKScf3S6fJdF2CIAiCIJ4dpbkx/Kj6SOZTfmIOdzE9GjjOUBCoQc/SD9mxJ+EyeJmIsGDVwwHXbscjPyEberZGSIzNgbmVHgRKzf8zoNcgZ2z/+yqyM4q4kCEu5RVVPEpgzLCWxwj4dLaFp5sl1m89j7dmD+mwGUI1wgrE+/+G+OurIa+gBJdB30BdZxTOf3sS2ZHpMHYzh83YzvDo5/mUx6nFkd0B2Lz2EqoqhHjx1e6YMtsPKqqST268fD0SS5Zu4bVqN297/PjlS/DpTE4ngiDaiPi0/Pv6YPITx08+MSQ8OSkZu/bu4I4odnvn3YWYP/dtnuNkbGIMBwd7fntSq96av/64/+/3Fr2HmbNehb6Bfit9RcSjaGhqYOGS+VBUVGj1F6eurhbp4fuhb90byhpGIvfFng/nE16sujtIuEYdLpwIh4unGUzMdZAQJVvxadcBf8jLy2Hi6G4yXZcgCIIgCNnXNg8PU1HVtoKikuhUt4KkHOhY6kH+CaHQho7DkXvqY579pGXscf88q4eu/X4Kif4x98SnbLh2atkQld73xKcrZyMx/iXx3U9sM411WLg5t3x4CxObZr3cH4s/3cTFjz49XNDRyE28hPCTH6EsPw5GTqPg0OtzhB2MQ8je/yBQU0LvRcPhNLQTEmPqw9ufRPjdVKz94RTiorJ4UPy8D4fAys5A4ucXFZuOpd/vxqHjd7jD6a8VczDlhR6Qp7gTgiDakvj0NALuBMDK2oqLTA109+vOBYDAwLsYNrxpe62Kqgr8evZ46N+q8OriBTW1J49jLS8rR3n5g+kfBfn1vfREy5HGeFZxyE+5jsriNDj0XiJyXlhZjcSrUTxonAlQkhAbmcnb7t54v2X5ZpLA8st2HbyOvn6uMDFunO1AEARBEI+Dapv2W9s0UJoTBXWDxgN9mPOJtdA9CSOHoYg49TGyY06IiE8ahlrQtzfm9ZHjKG/kZpXA2r5lERVW9ga89e7c0dBmiU8h4cktDht/mCnj/bD0u91Y9efxDiU+VZZmI+r8V0gP3c0Dxb1e2IiSdEscfu8wSrOLYT/ADd3nDISqrmhkyaNkZRRh42/neYudjp4aFn85CgNGuEnsEsvMLsS3vx7Ahq0XoCRQxPvzR+G9+aOgqdH8/C6CIJ5fGolPZaVlWPHzryL/ftw5aZOXmwc9PdGRr7q6ulxJZ/c1l19W/gwTE5MmP+b44ZPYv+tQo/PJcekoyi1Fa1FbU4uEqAdTRzoKZWVlOHb0OEaMHN6k6CcNMgM3QU5eCRXynUVey8yAJFSXV0HD0VDi1/jQtgB+sba20+SPJcv37XZwAlLS8jBnWp8O+b0iSzrqz1tHh9639gu9dy3HxknymACqbdpvbcOoralAWUEClA1Fr//VpZV8ii/UBU1e05R1XJASfAAKhpNFzuu4miD28F2c33uD/1tVFS2ubXx7WmHflgBcPHEXVraitfuTuHAphIsWqqiR+Jo8ebQv/t52CSeP34KT3YNN6/ZIXa0QBXE7kRvxF3/vdR1egbL2ZFxaFYKCmACoGWuhy1sDoedsgszsPIDdHvN7trJCiNOHw3HmSDhqa+owaJQLho13h6qaEhKjm3ZJNUVZeSX+3XUVG3ZeQWVVNcYP64L5rw6EsYEWctNykCuVV+H5ga6P7RN636RX24iIT0wUZ9lLq1fWZyw9zKPnpB3qzf7Ir62taeT+YDfWetRcvLp0furHDB89FP0G9cHZk+dx7tQFvlZZaTks7Uyhpy/exbQlsIuFNArMtkZxUX1bmqWdGTS1NFttnZrqcsQdOwMjx6Gwd3cVuS9y0zWo6KjBe0xXnovQUoTCGtzxP8DHCnfq6iTz9+27P09CRVmA2a8NhY526xe7HZmO+vPW0aH3rf1C792zhWqb9lnbNFCUGYwY1MHcyRdmD127MkLqBQRbb/smr2l1+ZMQfeFr6OuWQNPwQY1koKON2CN3kRySwf/dtY8LzKz0WvTzOtFIH4d2BiHodgb6Dnt6vc2ITc5BJ3crOLqLhqi3hE+WvIjNe/2x7cgtbPhtLtoruQkXEHHmfzxYXNeyJ+z8PkfU0SwErz/H3fvd3xgItzHej61nG9431sp44XgYNv5+gTvauvdzwKxFA2Bm2bxJho9SVSXExh0XudspK7sIwwd2xpcfvyhRYDxB18f2CtU10kPxUUEpNikazwJjY2NcuXRF5FxOdg4/GhmJZvpIC1U1VX57cdoEfmMOq8VzP2iVtQjpkRl1BMLKIph7igZxl2QXIeV2PDwndJNIeGLcvBSLgrwyDB3XCbKmqLgcew/fwAujupLwRBAEQTQLqm3aNyzviaGh79wo74mha9V0bo+Z+0REX1yGtJCdcB6w9P55DSMtmHayxunbKVBSVoSxectb+rV11NBzoBMungjDzIX9oa6h/NQNvbshSZg+pQ+kgZGBFma/MgB//HMKi94YDi9P0WD2tk5ZQSKizn2BrOjjvMXOc8w6FMRb4NiHF1BZVA6noZ7wndkPqjpNt9iFBiRjw6rziAxJh42DIRYvHYXO3awlem7V1UJs2X0FP/x2CEkpuTzk/d/V89DXr+O0OBIE8exoM5lP3Xp0xW8rVyM+Lh62dvW7IhcvXoJAIHjshDtpcvTAcRw9eII7n4i2T2rQNqhomkHfpp/I+ehTwUAd4DRMcsHo5MEgaOmooltfyULLW8KeQzdQVl6FGVOlU6QRBEEQzx9U27RPSnOjWD8A1PUdGuU9KQgUoGnatGikrGHM66P0sD1w7Pcp5OUflPqOg9yx40IiTM31JM6xGjPZGxdPhOPorgBMmvkgc/VxRESnoaKyGt6dpCcSfbBwDLbsuoyPvt6OYzs+bBeT74RVpUi4vhoJN9bwdhNbv3ehJBiNa6uuIT8hDIbOpvD76kUYOps1+TgJMdlY++MFhAamQVtXDW99PJRvlkrynjKBcMe+a/hu5UHEJ2XzqYLb/34Jo4Z0aRevLUEQ7VB8EgqFPOCbCT7iwgK7VVnjuBg98xUVFSgtqc9Sys8v4C1+mpqafL1evXvxgPAl736Ar5Z9hYKCAvz0/c94efpL0NFt3cDlkeOG8xs5nyRDSUkJPXp148fWoiw/AfnJV2Hntxhy8g/cTXW1dYg6GQwjN3PoWEo24TA3qxh3rsZjzFQfCASym27TwH87LsLexgi9uzcOGyUIgiAIcaDapv3UNg9Tkh0JVR1rKAhEW+5zYzOha2P4xEl3D2PmMRnBh84hJ/YUjBxH3D9v1dMJhTXHYFYrlPh5unQyh6ePJQ5su4Ux03yg0sSQl4DgBH7sIkXxSV9XAx+9MxYffbUd+4/e4m7xtkptrRCpQVsRe+UnVJVm8yl2RrYLcXdHGNICDkLdUBN93xsFh4HukGsiaiQjtQBb113B+WOh3L320hu9MO4lX6ipN+08e5roxDY9WXtdTHwmXJ3MsXntfIwd7k0T7AiCaF3xKT8/HxPHTcLbixZgzNjRfILck8jNzcX2rTuwf+8BnDp34qkLrfr1N+zYuvN+kPiY4WP5/6/8/Vf07deH/4Jbv/EvfPvNd5gzcw6/yE+ZOhkLF78t+VdJyARlFWX06ufXqmukBm/jO4LmnURb7tLvJqIksxBdpvWUeI0zR0J4D/2QsbJvuQuLTMXNgDh88cFE2mkiCIIgiOegtnk080nbzLtR2C0Tn9jEM3EwdhqJKHVjJN5cJyI+pacXoaYOUMwvQkFyrsSbdS++1gNL396Fk/uDMHaqzxM/7k5QAlRVlODi0LSjp7m8MWMQNm6/hHf/txl9/FxgoNf6mVzNgW3os8mD0ReWoTQvBlomneHQayViT5fh9rpjEKgq8fY693E+UFR+snhXmF+GHeuv4dieAP7v0ZN94NfPCp5dHVv83CoqqrFl92X8uvYYdzo5OZji39VzMWF0VxKdCIKQXebTp59/gmVfLcdXX3yNfv378eBuMzNTqKmro6ioCAlxCbh58xb8r/rDs5Mnflrxg1gLffTJh/zWFPr6+vhpxY+QNWRNlw6VFZW4fvUmuvfsyou11tg5SgveAT3rPlDVFg3HjDwZxC/itn0l60lnotOpA8Fw9jCFtX3TuQqt5XpiAfsvv9hL5msTBEEQHQeqbdpHbSOyVmk2KkvSoWUiuvlVlJYPYUU1DByanuLcgLyCEiy9X0PMpe9RlBF0//FiwurDxvWU5BCy7yZ6Lxwu0fPt0t0GLp5m2LH+KgaOcoeG5uM3rW8HxqGTuyUUJczjfBQlJUX8+fNsDBj/Dd7/fAsXT9oKBWl3EHX+KxSkXIeqthVcBv6OzCA9nF56m4uJbmN9+IapShNDZZjotG/zDRzZFYDKimr0G+6Gl9/sDRNznRZPDCwsKsP6zeewev1JHiTO2uv++e1NTBzdTeJWTIIgiGZnPg0bPhSDBg/EiWMnsW/PPqxcser+pA+GiYkJekShS2kAAKixSURBVPXphS07NqFb927oCJA1XTpUVVXhpv9tdPHt3CoFGrOPV5ZmwmngFyLnywtKkXA5Cg6D3bkAJQmBNxK4rfnF17pD1rBxtlt2XeETRUxNJJtSQhAEQTzfUG3TPmqbhynKDOJHLWNR8Sknul400ncwFvuxLDpPR9y1lTxfqNPYNfxcdHgGb9fqMsSZRxV0mtR0VtPTYFlAsxcPxJJZm7Frgz8PH3+U0rJK3A1NwvzZQ9AaeHe2xeJ5I/HT6sPo38sVr00TzQOVNSW5UYi9/BMyIw9BoKIL+55foCDeBee/vYPqsmjY9nGG72v9oGX25DqvIK8U+zbfvC86+fV3xLQ5vWDr1PIBTJlZhViz4RTW/XeWD7bp1d0Zf/78Ogb38yCnPUEQzzZwXFFREaPGjOQ3ZhnNy8vjWU3aOjrQ1tZCR4N2B9sHSbf/gZK6EbeTP0zksbuoFdbAbbSoTb0lHNl5B+qaynx3Sdbs3O+P/MJSvPnaIJmvTRAEQXQsqLZpfxRnBvOjlrGnyHnWcienIM8zn8RFSU2fC1BJt/+GbY+3oWnkhpjwDNg5GcFnem/EXwhDwJYrsJYwYoA5n/oOdcHB7bcxeIwnLG1FW/luBsSipqYWfl2d0Fp8ungcrt2M5u13Hq6W8PWyg6wpy49H7JWfkR6+r9555jUf5dm9cW3VXVQW+8PC1w7e03vD0Mm0SdFp76YbOLo7sF50GuCEaa/3lEh0uhUYx0WnvYdvorq6BqOGeHGxrodvy1v2CIIgpCI+FeQX4MMlH+HPv9eK7Gqwdjh266jQ7mD7GD2cl3QZ9r3e5xf1BpjoFH4kAMbuFtC3F39H8HFkpBTg5uVYjHupa5PBma0BE3nX/nsGjvYmGNBb9sIXQRAE0bGg2qb9wVrkVLTMuXD0qPNJ19oAikrNG1Jt22MhUoO2IObyD/AYsx7x0VkY9kJnaBprw2WEF8IO34GejyXgJBpl0FxmLhyAW1fisPLrY/j+r5dE2reYKMTo4dt604MFAkX898c89B75BabMXoXTez+BrXXLBZvmUF6YjLirK5AWspP1O8LM4zVUFwzEnX/CUFF4HaadreEzozeM3Sye+BiZaYU4sPUWTuy/i6pKIXoNcsaU2X6wdWzZ11BVJcT+ozexZsNpniOqpqqEGVP6Yu5rg3igOEEQxLNC5CpWVV2N27fuPLMnQ7R/Wmsca9KdfyAnL+C7eA+TeC0aZbkl6P7GQInXOLK7Pshx1ItdIGuu3IhCSHgyfvzyZQp6JAiCIIg2hKxGzbOw8Udb7tg0X+Z8su3d/Am4yuoGsPZ9A3HXfkXQpdOorqqBo1u988brpZ6IOReKyJ034dHPs8kpa0/DwFgTr787EKu+Po4DW29iwvTuIuIT21gz1G/dzgljQ23s+Xcxhk/+DmNe+gmn9nzcqhEGFUWpiPNfxafY8fWdX0Z14SAEbYpCef4tvik68JNxMO1k9cTHiI3M5E6ny6cjgDpw0WnyLD/YOIjvcHuYxOQcbNp5Cf9uu4iMrAJYWehj2aeTufCkq6Pe4q+VIAhCWjRvC6WDQtZ06aCppYl3P14IaVNdUYi00F0wdh4NZQ3RXaCwg3egpq8Bm56S2bkryqtw6mAQuva2h4mFDmTNn/+egYa6CgWNEwRBEFKBapu2Xds8SlVZLiqKUmDR6SWR82wqXXVZFQyaaNdqCptu85EavAOXDjCRxB1uneudL6o66ug6sz+u/HYCkSfucieUJLCWu6tno/Df75fg7GkOdy8LCIU1uHEnFhPHdIUs6ORuhd0b3sG4V37GsEnfYf+m92BnI10HVGleLBKu/4600N1MGYSB/WRU5gzE3U0xqCoJgLGHBfq+NxLm3raPFS2Z0z3wRiL2/nedH1kG18iJXTBumm+L6s/KymocORWIjdsv4OylMP74fXu64JdvXsGoIV0oRJwgiDYFiU9kTZca7ILHgjmVlJSkukuYFrwdtdXlsPKeJXI+Lz4LGSHJ8J7RB/ISTlA5fywMpcWVGD3lyaOCW4vU9DwcPH4br08fAC1NVZmvTxAEQXQ8qO2ubdc2j1KYVt95oGUq6r7OCk/lx6batppCUVkDLoO/xr6T+6GtDRibad+/z3l4ZwQfuoUbf5+DmZcNtExbvvnGXpvFX4zC4hkb8f1HB/Dr5leRlJ6DktKKVs17epSe3Zywb9O7mDJ7JQZNWIZd/yySSgYUa4mMv/4bMiOPQE5eEfrWU1Ca5oeg/xIgrAyFRVc7dJ7sBxMPiyducrJak4WIJ8RkQ0tHFS+90QsjJ3WBts6TJ9496XsyIiYdf+64gq17riA3r4Q7v96dNwLTp/SBg614UxEJgiCeufiUl5uHXt37PPUT9fX1cPDogdZ6XkQ7pKS4BOtW/4M3FsziO4XSoLZWiKSADdyGrm0mKgyF7r/FRSeXEZ0lWoNdxA/tuAMLGz14dbOGrPnrv7M8jPPNVylonCAIgiA6em3zOArSbgJy8tB5pNbJDEuBQE0JOlYtz141dBiBzIJAmOpFoyjjLrRN611OrNXO/WU/3PrlJM5/fxCjf3pZos08Jqh8/P14fPD6FnyxcDese9a3j/l1lW24de/uzjix62O8MOMXDJm4HMs/m8rzjporHrL6MD/5GhedcuPPQ16gCn2LN1CQ4Ia7/yWitoZNr3NB58k9npg7mpacj6O7A3D6YDBKSyp5rTn3gyEYNMaj2fmisQmZ2HXgOnYe8EdUTDrk5eUwbEAnvDqtLz+y7CuCIIi2TKPfUmxnp3efXk/9RE3N1rsAE0QDWVFHUV6QCIfRf4gUDaW5xYg5GwqHge7cOi4JLCQzKS4HCz4ZJvNxs2zc7V+bzmLEoM5wsm+ZpZ4gCIIgiPZNQcpNaBq6QlFZtL7OCkuDkas55B8K8W4uGamFKCkVwMKjAEGH5sHv1ZP311Ez0oLf/CG4+NMRXP/7HPzmDpbo63BwNcEHy8fi2w/340xkKCzM9GAno/Dvh2FT764c+xKzF/6JJUu34NT5IKz4ZgasLQ2e+rm1NVXIiDiApFt/oygzCApKutDUW4ycMCMknsyEgnIyHId4wnNCN2hb6DX6/BphLW5fjeNZoneuxXORqFtfB4ye5I1OXa2aVWvGxGfgyMkAPq3u9t14fq5rFzt8+NYIzJk5FCbGso+KIAiCkJr4pKGpge9/+g7PE5SL0DZhO07x11dDRdsSxi5jGrmeamtq4fnig1DLlrLnv+vQ0VPHgJHukDX/bruAwqJyvDN3pMzXJgiCIDouVNu0H5jYUZgRCHPPqSLnywvKUJiaB/sBkk3BDQtI4cf+E2cj5+YsBB95G17j10NOvt7l5DjIA1lhqQg7cBva5npwG+Mt0Xo9+jli3kdDMWXRSjiamqK4sIK7omSNkYEWz31a+ecxLF9xAL6DPsV780dh/uwh0NRo/HwqS3OQEvgfkgM3oqo0C0pqDlBR/hhptxVRml0MNf1S+M7sx9sVVbQaf35yfC5OHwrGuaOhyM8t5V/zpNd6YPhELxiZiBe4zpzwNwNicfRUIA6fCuAOJwabUvf5kgl4cUx3nmOVEJVMwhNBEO0O8mdSLkKbJS/xEoozg+EyeBnk5R98q1aVViLiSCCsezhCx7LlNnRGRHAaQgNSMGN+Xx76KEvYKNzVf59Edx979OwmW0s6QRAE0bGhzKf2Q1FmCGqFFdAx8xU5nxXRkPdUHxLeUsLupkBVXQmd+wxFktqniL7wDSLPfQGXQV/f/xi/eYNRnFEA/7WnoaKtCru+rhKtqWGqgpq6OiiWy+OjN7bis59egJlVY5dQa6OgII933xqF8SO74v2lm/HNz/vwxz+n8PacYXh1al8Y6mvyVkQmOKWH7UWtsArKykNRV9ILCVeKUVNVDkNnU3Sd1Z9PHHy0LZG10rFpdaytjtWUzNTUpbst5rznie59HZ5aW7KN1rjELJy/HIbzV8Jx8Vo4z3Bibqkevo549dM+GDmkCxztKMeJIIj2D4lPhNRQUlZCnwG9+FEaJNz4HQJV3UY7geFHAlBdXgXPSZK7nti0EVaQjZgo2ZSXlsB69tMy8vHz16/IvN2PIAiCIAjZ1zaPozD1Jj/qWHQTOZ8ZmspzmQycJWvLD7qVBFdPcygoysOm21soL0hA0u2/IVDRhYLhJP4xTFQZ+Ml4HP90B85/fwh1NXUSOa7OXQ7jx+U/TsGfy0/jnRn/YdHnI9BroDOeBcwttHfju7hyPQrLVuzDlz/swfJf9qKXayl6WEbA07wSagqvoCjWDEVpJVBULoF9f1c4j/CCkYuZyGOVl1XhxqUYXDoVgdtX4yGsroGphQ5emdcHA0e6w7AJlxPbeAwJT8bNwDjcCojD5euRSE7N5fcZ6Guify83DO3viaEDO8FQXzy3FEEQRLsUn9TV1fDG3DnP7tkQ7RplZWV08xPdtZNkqkhuwkXY93ofCoIHU0BqqoS85Y6NsjV2lWwnMCUhF/4XojH+5a7Q0FSBLKmtrcWva4/BycEUo4bIXvgiCIIgCEK2tc2TyE+9CWUNE6hoiU5KSw9K4kHWSmrKLX7s9JR8ZKYVYtSk+il6bLPLZci3EFYWI/bKj9BzyoG14zJ+XkldGcOXTcGJ/+3E+R8PoSy3GB4Tu7Vog+zcpVB0crfCwKEecHUzx3cfHcB3Hx5A/+FumL14AI87kDXMZeRhVYofX83CFdtbOB5ojEsRFjgf7A2BnBwc1QvhbqGEQcO9MfzlPjB4KE+prLQSAf4JXHC6eTkWVZVCaOuqYchYT/Qd6gr3LhYirxOr89IzCxARnYaIqDSER6chLDIFd0MTUVkp5B+jq62OHr4OWDB7KPr1coWbsznk5Vue7UUQBNHOxCd1Ep+IFlNRXoErF6+hV18/qKhKJuYk3PiDTxWx9J4pcp6FjJfnl6L3ouESv1P7Nt/kduxx01q3qHwcx88E8YLkjx9nUqFBEARBEM9BbfM46upqkZ98FfrW/UTEi8qSCuTGZMBjgqgbqrkEXk/gR6/uNvfPsSgDj9GreeZTetgGhBwtgduwH6CgqMIFqGHfTObupxvrzyM/MYcHkgtUxHd+FRaV4VZgHBbOqa/VTC108eP6V7B13WXs23ITt6/FYfIsP4yY4AXlZk58awllBUnICN+L9NA9KMmNgbDECqbCcXhBXRdDHaoQV1ONOGU5BGflYVdEAr/h170w0NOEgbYm6qrqUFZQCQXIQ01VGbaOhnB1NYeZpR7KK6qw+/QNbNh/AfkFpUhNz0dqWh7SMvO5y6kBTQ0VuDia4bVp/dDVyw6+Xexgb2NMzneCIJ4rqO2OQjmlRnV1NQJvB/EdQkkKtNLcaGREHoKV9ywoqT7IB6gV1uDujmvQtTGEZVd7iZ5rVnohzhwOwcDR7tA30pT5ztt3Kw/AzEQXU8b7yXRtgiAI4vmAAsfbVm3zJIqzQlFdng89mz6NXE91tXUw72It0eMH3kiEjp4abBwMRc5zAWrkKlRUayI9dCPK8mLhOWYN1HSsuNNq8OcTcHvjRQTtuo7M8FT0e390o/azJ3H2Uihqa+swsM+DQS4s++i1t/uj3zA3rP3xNNavOMc3AV94uSsGjfaAprZ0A8mryvOQGXEI6WF7kJ9yE1VFpqgp74myjLEoz6+FvKI8LLvawn6gOyy72UNRSRGFBWW4eDYCx08EIjA4ERk5BUgtyoNQrhbVtTUQ1tQApUBYTipwTXQ9NVUl6Girw9xUF509rDFyiBesLPS54MRu5qZ6JDQRBPHcQ+IThXK2OWKvroC8ghJsus0XOR9zJhTFGYUY+Ol4noEgCTs3+PPj5NdkL/6cOBuEO0EJ+OWb6VBWbv0dP4IgCOL5gwLH2we5CZf4Ud/6EfEpMJHnMBm7ibbiNQc2OY3lPfn42T5W+GDOJ0P3+bBw6orQk0twbcNAOA/8AuadXoa8gjwP2TbtZIVLK47h8Hub+ZQ37+l9oKrzIA7hcRw7HcidPr17NM53snUywnfrpuHOtXhsXXcF6389h01rLqHXIGf0HuTMHVotHQBTUZyOrOjjyIo+hrwEf1Tkm6KqsAvKs99BVSn7euVg4mEB71dcYd3LCbn55YgOy8DJVecRcicZCdHZ/HEUBQro6+kC31526NrbHpa2+vz1KyuvRElpJRcFWVtdHRedlKGhrgzFR4LICYIgiMaQ+ES0KUpyo5ARvh9WPrOhomki4noK3H6Vu55sejpJ7HpiU0mY68nE4kE/v6xcT8tX7Oeup1eniBaaBEEQBEE8X+QlXYKqjjVUtS1FzqcFJvIpd4oStKXFRmSipKhCpOXucZi6T4S2mTdCji5C2IklSA3aBueBX0LH3BcWvnaYsHYWbv5zAZHH7yL2fBjcx/nAbawPVHXUHyt4HT8bhEF9PaCk9Pg/M5iQ49PTDt5+tlz8Obo7AJdPR+Lc0VCoqgng4W0F187mcOtsDmsHwyfmcrKaqiQnEjlxp5EZeQy5sfGoyLNGVbEzKnLfQq1Qjjuc9DysoGRjDKGGGtKySnDlUARifjiPstIq/jiKivJwdDfFlFl+8PS1goun2WPbAZnQxG4EQRBEyyDxiZAeLKxSSYkfW0rc1V8hr6gM2+4LWs/19E+9V3ryTHI9EQRBEATRurXNk6gVViI/5TpMXSeInC/NLUZBci7sJJg2xwhoyHvq1rT4xFDTtUXXafuQcnczYi7/gBtbxsDAbiBsur4FXauePGvTbaw3F6ECt11D8J6bsOvnCsfBHjDxsLxfm12/HYO8/BKMHPz0YSpMhHJyN+W3eR8O4flU/hdiEHw7iYd6N8DCyc2tdaFnoAENDTkIkInqkniUZKagulgB1eXaqCz3Q1VVX9TUATVKAtSqKqNCXg5FhZWoOJ0IIPG+0GRurYeeA53h6GYCB1cTnuEkeIJQRhAEQUgP+k1LSA1NTQ28/f68Fn8+272qdz29DmUN40auJz1byV1PbOLL6UMhPF/AxPzZuJ5YHgC5ngiCIAii49c2TVGQdhu11eWNWu6Y64lh5iVZ3tOty7GwtjeAgbF42ZasDc+yy6swcXsBiTfWICngX9za8SI0DN1g5v4iTFzHY9jXk5AXn8XFp7gL4Yg+FQx1A02em2TWxQaHTt+GvLwchg7s1KznypxG3fs58hsjN7sYEUGpiAuPQXxEAlITEpAYUYvyCkXU1LGJcNr3bqIwcUlLUwV6ehowNdSAroE6TC10YGGtDwsbPRib6UBBkSbKEQRBPAtIfCKkBut/Lystg5q6WosmuD1wPYlmPUWfCeGup0GfSe562rWh3vU0aWYPyJrjZ+7yrKcVyyjriSAIgiCeh9qmKXITL/KjnnUvkfPJN2KhrKkCQyfTFj92QV4pIkPS8OJrza93BMpacOjzIWy6L0Ba8HakBm9H1Pmv+E3T2BP6Nv3gPrEXfF57CekBOYi7GM5rtYijgdgZEwd7TQ0E/n4autb60DDShrqhFtT0NCBQU4JARQBFZQHq2H81daitqYWwohplefkoTI9DYVo8ClPSUJyRj7LcKtSWqsK8XBvmdYqAugLq1AEVQxXou1jBwNEMevbG0DbThYq6ElRUBZS9RBAE0YYh8YkmwkiN0pJSrFv9D95YMAuaWprNdz1FHGjkeqqpEnJ7N3M9WftJ5npKT8l/Zq4nVrx+88s+7nqaMZmyngiCIIjWhabdPfva5mnkxJ6BlmkXKKkZiLi9U2/HcycRC/1uKbcux6GuDujWx6HFj6GopM4zONmtODsCmREHkJNwAQk3/kDC9dX8Y5Q1zWDQyQlm3c0RG6uHzJ+rMMjZEFnhCUi8GtXClQWQU9CHslYttC3UoWttBmM3J+jbmUDXykCiHCyCIAji2UHiE02EaRNEX1gOBYFqo6yn8KOBKMksxJClEyV2PW1ee5k/xpTZss962nP4Ju6GJGH196/RhDuCIAii1aFpd22biuI0FGeFwL73EpHzmWGpqCqt5OKTJNy4FAMdPTWepyQNNA1d+I05oqrL83nLIHv+RZkhKMuLRWHqbRy7agjACT07bYOBThlqaxRQU6mJmgpN1FSpo65GgNoaJdTVKAJygKKyOpTUtKCsoQ01PT2oG5pAx9wB+nYuUDfQfeyEPoIgCKL9QuIT8czJT/ZHduxJ2PV8F8oaRvfPs+IrcNtVGLtbwLK7ZEVYTEQGLp4Ix/iXu8LItHFGQGtSVSXEVz/sgZODKV6Z1FumaxMEQRAE0fbIjj3Nj4b2Qxq13LGNMgsf2xY/dlWlEHf8E9B3qAvPX5I2AlVdGNoP5reH+fTYZ/B0qcGEhfsgrCpBjbAccnLykJNXhJycAt9kFKjo8s9XVNbk9xEEQRDPDyQ+Ec8UFsIddWEZBGr6sOk6V+S+4D3XUVlUjq6z+km8+7Vx9UWoayhjUguyDyTln63nEZ+UjW1/vU1ZBARBEARBcPFJWcMEmkYeIq9G0o0YGLtZQFlTtcWvUtCtJFRWVKOrBC13zSU6LgPB4an48sMXoWXSvLBxgiAI4vmAthwIqaGsooyBQ/vzo7hkxxxHYdot2Pst5rtgDZTllSBk7y1Y+TnyIkzSUcNsfO/EV7tDS6flxVxLKC4px3crD6K7jz1GD+0i07UJgiAIgpB9bfM0aqrLkJd4iTuHHt5cK0rLR2FynsRub/8L0VBSVkSX7pJNy2sO+47c5McJo7vKbE2CIAiifdGhnE9Xr1xDYEDg/X8PGz4M9g52z/Q5PU8oKSmhi29nsT++tlbIs55Uta1g4TVd5L6ALVdQUy2E76t9JXpOtbV12Lj6AvQMNTBmqg9kzap1J5CTW4wtaxdQdgFBEARBdPDaRhzykq6iVlgBg0da7hL9o/nRSoK8J6GwBlfPRsGnpx1UVJUgK/YcugHvTjawtX4Qn0AQBEEQHdb5dO7MOdy+eRtFRUX8JhRWP+un9FxRXl6B44dP8qM4sPG9pXkxcOjzEeQVHhRIhSl5iDx+F45DPKFr/WACTEu4fDoCsRGZeGlOL6jIeDpKZnYhVq07jhGDOqNXd8km9REEQRAE0fZrG3HIijoGeUUV6FmJ5kDGX4qEjqU+dKwMJGq5Ky4sR5/BzpAVEdFpCI1IwYTR3WS2JkEQBNH+6FDiE8PI2AhmZqZ4YcJ4OLvI7sJLAMLqaoQGhfPj0xBWlSL28k/QNPaEies4kftubrgAeUUFeL/cS6KXlQVu/vf7RZhb62HwGE+Zv0XLVxxAWXkVvvjoRZmvTRAEQRCEbGsbcaitqUZW9DEY2A2CopLa/fMl2UXIjkiDbR/JatfLpyJ4y13XPpK17jWHXQev8+MLo6jljiAIgmgDbXdCoRCnT57Gjm07kZOTg117d0JFVUXkYyrKK/Dn2nW4cvkqlJWVMWbsKEyeOvn+/WdPn0VERGSjx3ZxccbAwQPRs5cfrl+/gfCwSPzy469Y9t03GDVmpEy+PqJ5JFxfjcrSTHiMXi0y7STtbiISr0bBa5of1A21JHpZD2y7hcy0QvzvlwlQUJStzhoSnowNW8/j1al94e4sWWYVQRAEQRAdg7ykK6iuyIeJy1iR8wmX6+tbmz4uLX7s6uoaXDsfzYUnWbXc1dbWYuvuK+jdwxnWlpK51QmCIIiOjczEp9mvzeGCkoOjA86dPY+a2ppGHzN/7gIkJCTig4+XoLCwEF99/jWyMrOxYNF8fj+zPLN2ukdpsEIPGDSA3xjDRgzF6pWrSXxqg5QXJiPhxhoYOY6AvvUDy3ltTS2u/3kGavoa6DRJsql0eTkl2LXhGrr0sEHX3rLb/WuY4Pfhl9ugoa6Cz5dMkOnaBEEQBEG0XTIjDvGWOwO7wSLn4y9FQNtST6K4gbs3ElBSVIE+Q1ouYDWXS/6RSE7NxSeLRV3sBEEQBPHMxKff1/4GDQ0NnDh+En/9+Xej+1lW05nTZ3H4+EF4eNaPnS0tKcUP3/6IWXNmQk1NjQtJ4jqZWEAkC5smZAeb2KKuof7UYO2o81+jDnVwGrBU9PyJIOTFZ6Pv+6MgkHDHjrXbVVYK8frigTIP+j58MgAXroZj2aeTYWQgmXuLIAiCIIi2X9tI2nKXFZ4Gr2k9JVrn0qkIqKgKeNi4rNiy6zLUVJUwfqSvzNYkCIIg2icyE5+Y8NQUrNXO0MjwvvDEGDxkEL78/CvcuXUHvfuKhjI+ji2btnLHFLvt2bWXO6iaorysHOXl5ff/XZBfINbXQjweDU0NzF34+lMnvGRGHoJt9wVQ03kwAriypAK3N16EobMpHAa4S/QSR4el48zhEIye4g0rO9lawCsrq/HJ19vhYGuMeTNFp9gQBEEQRGtDtY3sa5tmt9w5j3lsy51t35Y7lsrLqviUux79HWU2YKWktAIHjt3GuBG+0NRQlcmaBEEQRPtFZuLT00hLS4OxsbHIOWMT4/v3iUNpaSlvy9PW1sbfG/6CV5emR+Oy6SX7dx1qdD45Lh1FuaVoLVh7WUJUMjoarO+/tLQM6upqkJdvnLFUV1eDpPMfQ0FZHwoGE0Veg6h9t1FRVA6P2X2QGJMiUcvbb9+chpqGEnoPtJHq6yzO+7Z++yXEJ2Vj9dcvIS0hXWprEy2no/68dXTofWu/0HvXcmycLCV+/am2kW1t0xwyArZBTkEZZXUuItelsGOBUDfRRmFlOYpaeL26fikeFeXV8PAybtY1T5Kf1/0nAlBaVonBfk50nZUx9Hu2fULvW/uE3jfp1TZtRnyqrhbyVrmHEQgE/ELP7hOHN+bOadaaw0cPRb9BfUScT19+vByWdqbQ09dDa8Eu8tIoMNsaxUXF2Ld6P95YMAuaWpqN7k+5uxmVhVFwH7kS5u4PdvcKUnKRcika9gPd0XloF4mew4UTYYiPzsGbSwbD3dsBsnzfMrMK8de2SxjYxx2vzhgs83Y/4vn6eevo0PvWfqH37tlCtY1saxtxqakuR9zRczByGAY7twcT7fITs1GcnAffmf1g62zV4sf/a8UVGBhrYsh4X8jLy8nk5/X4Z1tgaa6PSZP6SCzMEc2Dfs+2T+h9a5/Q+yY92oz4pKurg4D8fJFzhQWFfMeJ3dcaqKqp8tvRA8dx9OAJvhbROlRXFiH60nfQMvGCmfuLIk6l63+ehYKiArrO7CfRGhXlVfj3twu81W7EBC/Imi9+2I3yiip89/k0Ep4IgiCIZwLVNm2TrJgTEFYVw8zjwRRnRvTpUEAOcBjY8siBrPRCBN1KwuRZfs0SniQhMiYdl/0j8eGisSQ8EQRBEGLRZrYpPDzdkZSULJK7FBAQeO++BzlQrcHIccOxev0KfPOTaAA2IT1iL/2A6rJcuAz6GnJyD77tEq9FI+VWHDpP6QF1g5bvKDK2/30NOZnFmPPuQCgoyvZb+9rNaGzaeRlzpg+Em7O5TNcmCIIgiEeh2qZtkR66C0rqhtC37SfSyhF7LhRmXjYS1UBnj4Ty48CRkmVmNod/tpznQtfMaX1ltiZBEATRvmkzzqfBQwdDR0cbq379DZ9/+T9UVlZizeo18OvpByvrltuQxYGcT61LUUYQkgI2wNzzJeiYP5iGUl1RBf+1p6FtoQfPid0kWiMpLgf7t9xE36Eu8OpuA1kiFNbgnU//g7GhNv73/gsyXZsgCIIgHgfVNm2HypJM5MSfh7XPHMjLPyi90+8moiy3BF1n9W/xYzMHORuy4trJHObWrRcZ8TBl5ZV8yt3IwV6wMNOXyZoEQRBE+0dm4tOfa9bh8MHDKCoq5v+ePGEq3zFhQlPXbl35NLw1f/2BhW+9g8OHjqC8rAy2drb48++1MtkdZLe83DwsnvtBq6/XUVFRUcGwUYP5sYG62hqEnfwQAmVtOPb7ROTjA7deRWl2MUYsnwIFJUWJCq8135+CkooiZr0zALJm7b+nERqRgn9+exPaWg9GJxMEQRDEs4Jqm9arbZpLetg+VhA9puUuBAJVJVj3dGzxY4fcSUZGagEmzpBsE6857D18EwVFZXh9uuxrLoIgCKL9IjPxafTYUfDr2aPReRvbBy4VJkJdvn4R8XHxPHy8tR1PDdDuoHQQKAng0dm9Uch4UUYg3Ib/DCW1B7tj+Yk5CN57E3b9XWHWRTKn0vljYbz4Yu12+oaSte41l7SMfHzz83706+mKSWO7y3RtgiAIgngSVNu0Xm3T3A2ytNCd0DRyh6aR2/3zVaWVSLgaBbs+LhCoiA7caQ7H9gRCVU2AvsNcISv+3nQOtlaGfMAKQRAEQbQ58cnc3JzfnoaCggIcHKU7pexp0O6gdCgvK8fp42cxePhAHnhaWZqD6IvfQtvMF+aeU0UKsau/n4SisiK6zxko0ZolxRX4Z+U52DkZYdQkb8iaD7/chsqqavzyzXQKGScIgiDaDFTbtE5t01yKMu6iJDsczgO+EDkfczYUNZVCOA/v3OLnlp9bimvnojBkXCeoqStDFgQGJ+BWYBy+/ngSBY0TBEEQ7TNwnGj/CIVCREXE8CMj6vxXqKkqgdvQ70VCxlnBlRGcDJ8ZfaGmpyHRmpvXXEJBXhnmfTRU5iHjpy8EY9+Rm3hn7gg4O5jKdG2CIAiCIGRf2zSXlLubIK+gDNNHJv1GHA2Aro0BjNxaPqTk1MEgCIW1GDFRdhN+/9p0FkpKinhlcm+ZrUkQBEF0DNpM4PizhKzp0icv6Sqf7GLt+4aIzbyyuAI3/j4HfXtjuI7uItEaMeEZOLo7AMPGd4KLpxlkSUVFNd7732ZYWxpgyYLRMl2bIAiCIJ4G1TbPnurKIqSH74Ox82iR6IGssFTkJ+TA760hLXZN19TU4vjeuzxo3NbRCLIgK6cI2/dd4zEDhvpaMlmTIAiC6DiQ+ETWdKlTW1ON8FMfQ1nDBPa9lojcd2vjRVQUlmHI0omQV2i5U4kVXb9/exKa2qqYMf/B2GJZ8fMfRxCbkIVd/yyCmqpsrO4EQRAEIS7UdvfsSQ/dg9rqclh4zRA5H3EsEIrKAjgMbHlm0u2rccjOKMKMt/pAVvy96SwqK4V4e84wma1JEARBdByo7Y6Q3jeTvDx0dLWRGrgRpblRcB74FRSVH7TVZYSkIOJIAFxGeMHIRTKn0qEdt7nzaebC/tDSaX4GgySER6Xip98PY8xwb4wYLDurO0EQBEEQz6a2YcfmwFrrUgL/g4aBC3TMu94/X1FUjviLEXzgipIEOU0saJzVP70GOUNWju91/53FgN5u8HC1lMmaBEEQRMeCnE9kTZca6hrqmDK5J679OwSGDsO4zbwBYZUQl1ceg5q+BrrO6i/ROmyk8OY1l+HVzRqDRntAljDH1YIPN0BNVQm/fPWKTNcmCIIgCHGhtjvp1Taz573W7M8rSL2JkpwIuAxeLtJaF306GDXVNXAZ2fLNq9TEPO58mjC9OwRKsinld+y/hpzcYnI9EQRBEC2GxCeypksNobAaNw5+ATl5VbgO+Vak2Lq7/SoKU/IweOkEiXb62E7i78tP8P+f//EwmU+YY7t+12/H4rfvXoOpia5M1yYIgiAIcaG2O+lQU1OD3Jw86Bvo8YnM4sJcT/ICVZi6T7x/rramFuGHAmDgaAJDp5YPKjmw7RZ3Yo2eLJspv6z2+u2vE3B2MMPgfrLd9CMIgiA6DtR2R0iNmBv/ISC9Oyx7fAQVzQdFVV58Fu7uvA7bvi6w7uEo0Rpnj4Qi8EYiXpnbGyYWOpAl6ZkF+OL73ejj54LXpvWV6doEQRAEQciestIybFq/lR/FpbIkExkRB2HqOgEC5QfB3EnXY1CcUQD38b4tfj5FBeU4czgEfYa4wMBYE7Lg9IUQRESnYcHrQ5vdfkgQBEEQDZDziazpUqG8KAXx/qsAzIKp2wSRXb5Lvx6HQFUJfnMHS7RGfm4p/l5xFg6uJhgzxQeyhO36fbXyEG+7++27V2XuuCIIgiCI5kBtd8+O5IB/UVdbDWvfOSLnQ/fdgpqeBmz7uLT4sY/tDURVpRDjXmq5gNVcfl17DPp6Gpg6wU9maxIEQRAdDxKfyJouFWEm/ORHqKut4f9+WJgJO3gbOVHp6PPuSKjqqku0zrqfTqO8tAoLPxsOBUXZ7rztOuCPSzei8dVHL8LB1kSmaxMEQRBEc6G2u2dDTXU5kgM3Qt92ADQMHoSB58RkICMkGT6v9oWCQPz2vYeprhLiyM478PC25BtxsuDGnVhcuBqOz5dMgKqKkkzWJAiCIDom5J0lJCYjfB9y4s7A2vcNkfPMWn574yWYdbGG42DJMgKuX4jG5dORmDCjG2ydjCBLcvKKseSLrXB1MMXCN4bLdG2CIAiCINoP6aG7UV2e36gmCtl3CwrKihIFjV88GcFd4ONl6Hr68bdD0NZSxZuvDpLZmgRBEETHhJxPhERUleUi4sz/oGnkAYcer2O0cSpUVFW4G+ryqhOoQx16vT1coja10pJKrPnhFMyt9TB1dk+Zv2MffbkNBYVlWLPsFSgqtmy3kiAIgiCI9geraUa/MJIfn0ZdXS0Sb62DuoEz9G363T9fmlOMuAvhcB7WCSpaqi16Hqyu2r/1JsysdNG1jwNkQVBoEo6duYslb4+GtpaaTNYkCIIgOi7kfCIkIvLsUlRXFMB9+E9QVlGDs6sjBAIBYk6HIC0gAT7T+0DLVLJg8I2rLyA3qwRvfzoMSsqy1UtPngvC9n3XsHDOMLg5msl0bYIgCIIgni2spmmobZ5GTvw5lObFcNfTw5tu4YfvoK6mVqKg8ZuXY5EQnY3xL3eFvLxscid/XH0YaqpKmD97qEzWIwiCIDo25HyiUM4WkxVzEulhe2DT7S1omXRGWVk5jh86gb69esH/zzN8lLAkhRbj7o1EHNsTiBETveDexRKyhLmdFnz4L+xtjPDx4nHISs6S6foEQRAE0VIocFw6NNQ2w8cMg5pa066lxJt/QqCmLzJ4paq0EuGHA2DZzR46lvotdj3t/Oca9Aw1MHi0ZDEG4hIZk479R29h/uwhMNCTzVQ9giAIomND4hOFcrYIlmcQdmIJ1PTsYd/rfX6uRihEfGwilEIqIKwUou97oyCv0HJzXVlJJVZ+fQxGZtqYubA/ZM1HX21DemYBTu7+GGqqyjJfnyAIgiBaCgWOS4eG2oYdm6IwPQB5iZdg33sJFBRVRFxPTIDqPNVPoo24yJB0zHl3IARKsindf/njCAQCBSyirEuCIAhCSlDbHdEiIs58hqqyHHiMXAUFgehOYHpQInxm9IGutYFEr+4/q84jO6MI73w+Aqpqsp2wcux0IDbvuoy35wyFX1dHma5NEARBEET7Iu7aSigoacDKe9b9c8KKah40btrJCsau5i1+7J0brkFbVw1DX+gMWRCXkIUd+/3xyqTeMDXRlcmaBEEQRMeHxCei2WRGHUV62F7YdnsLOmbe98+X5pbwo56DCTwmdJXolb3jH48T++5i9BRvePpYyfRdyisowdsfbYSjvQn+9/4D6zxBEARBEMSjFGeHIzvmBKy6vAaByoOcy8gTQagoLEPnKT1a/KKFBqYg+HYyxr3kCxWVp+dOSYPvVh7guVJLFoyWyXoEQRDE8wG13RHNgrmdwk5+wCe5NLTbNeQR3Pz7HBRQh55zB0nUbsem2/329XGYWujg1fl9Zf4OfbB0K7JyCrF13QKoqsjWcUUQBEEQRNtBXl4ehkYG/Pgk4v1/g7yiCqx837h/rqa6BsG7r8PAyRRmXWxavD7LelLXVMaoF7tAFkREp/FBK3NmDISlecsyqgiCIAjicZDziWgW4ac+hbC8AJ4jV0Je8UEOUuSxu8i6k4xBPj1h6mgh0au6fsVZ5GYXY9HnI6CiKlvx59CJO7zoeufNEejmbS/TtQmCIAiCaFuoa6hjxusv8+PjKMuPR0bEAVh0ehnK6ob3z8eeDUVpTjF3PT08+a45RIel4861eIyZ4gM1DdlkTy77ZT+UlQRYMp9cTwRBEIR0IfGJEJuMiIPIjDwI2x4L+XS7BoozC3Hj73MwdDODjo8ZhE8J5WyKW1dicepgMMZO85X5dLucvGIs/HgjXBzN8Mni8TJdmyAIgiCItgeraVKSU59Y28Rf/x1ycvKw7jb3/rnamlrc3eUPHWsDWPdoeW7klj+vQE1dCWOn+kAWBIUmYd+Rm3jz1UEwMX7QPkgQBEEQ0oDa7mgcsVhUlmYj/NRH0DB0g13Pd+6fr6utw6UVx1BbWwvfN/tj25Y9eGPBLGhqNX8sb0lRBX5bdgJmVrp4ZV4fyJr3P9+CvPwS7N6wSGa5CgRBEATRGhw9cBxHD57g12ei5ZSXlWPHpt2PrW3Ki1KQFrITZu6ToKr1wPUdczYURan56P/hGMjJt8z1FHY3BbevxuGlN3pBU1t0sEtr8c3P+6ChroJ35o2QyXoEQRDE8wWJTzSO+KmwPKfwkx9CWFkMn8k7Ia/woBUu/GgA0u8mosfcQdA0kWyX7K9fziA/pwTf//WyzMUfttO3++B1LHl7NHw628l0bYIgCIKQNiPHDee3vNw8LJ77Ab3ArUDc1V/ZLhx3hD+c9RS49Qp0bQxg19e1xXXX5jWXoKmtgnHTfCELbgbE4ujpQHy4aCwM9Jq/gUgQBEEQT4Pa7oinkhG+D1nRx2Dntxhaxh73zxelF+Dm+vMw8bCE2xjJLOHXL0Tj7JFQjH+5K1w7t3wccUvIzi3C4s82wc3ZHB8tHCvTtQmCIAiCaH+U5ScgLXg7zDynQk33QaB49KlgFGcUwvuV3i12PQXdTOIT7ibO6C6zrKevftwLHS01vP36MJmsRxAEQTx/kPhENEllSSbCT38KTWNP2PZ4+5F2u6P8//u8O7LFBRajqKAcq5efhIWNHl5+s7fM35F3P9uM/IJSrPvldSgrU7sdQRAEQRBNE3v1F0BeQSSKQFglROC2q9C3N4Z1T6cWu542rbkIXX11jJrsLZO34czFEJy7HIZ35o6AjraaTNYkCIIgnj86pPjELtxFRUUoLy9/1k+l3b+OoSeWoKaqFB4jV0Fe4YEwE3boDjKCk9F1dn9omda326moquKFyWP5sTn8+dNpFBWU4Z2lI6Es43a7PYdu8Ja7JQtGw8uz5aOQCYIgCILoeDyutinJjUJ62B5YdH5FJOsp8lggn3DnPaNPiyfc3bwUi8iQdEye5SeTCIKamlp8tnwnzEx08dbsIa2+HkEQBPH80qHEp+rqanzz5TJ0cvNCr+598NXSb571U2rXpIXuQk7sKdj3fh+ahi73zxel5ePmhvMw7WwN15Fd7p8XCBRh52DLj+Jy5WwkLp4Ix4Tp3eDsYQZZkpldyNvtPN0s8cHbY2S6NkEQBEEQbZ/H1Taxl3/m+Zd2D2U9CSuqcXeHPwydTWHZtWXZkbW1ddi89jIMTbQwbHwnyILDZ+4iOCwZny+ZADVV2bT4EQRBEM8nHUp82vjPRly6eAknzxxHcPhdfPvDsmf9lNotFcVpiDzzP2iZdoFNt7dExgdf/PkI5OXl0WfxCJF2u7LSMj4Rhh3FoTC/DGu+OwUrOwM+zUXWrq5Fn/yHouJy3m6npETZ+wRBEARBiPJobVOcFYbMyIOw7PIalDWM739c2OE7KM8vhc+rfVvserp4Mhzx/2/vLsCi6Lo4gP+lQUCkFMFWQAQLMLC7G7u7u+u1u7u7uwuxu7vBIERBunO/514/FhYW2Bbw/J5nhZ2Zndmd67J3z5x77md/dO7vAk0V9EuiY+KwZudV2JcpjC7tXJR+PEIIIf82lX7jTkhIwI1rN/H792+4dmwPDY30h/f74YdHjx5DW1sbLtWrwdDQULiODaOLi4tP9xgtLU3o6uri7JlzGDVmJExMTZT+WnL9cLtL45GUEAv7ZqugppbSTm9PPsavd76oPqIxDArkE3lcYmIifLx9+U9JjrF+oRvCw6Ixa7WrSjpZqR06cR/nLj/D9HFt4WBXRKXHJoQQQkjOkLZv43FnCdQ19VC8yjDhNrHhMTzrqaBDYRSqUFSm48TFJmDvhlsoXNwE9ZunTO6iTBu2X8GvgDBsWTkA6uq56no0IYSQbEhlnzQ7t+9CrWq1sWTRUkyeMAWxsbHptjl+9ATq1WrAf25cvwl1qtfDq5evhOvnz1mAGlVrprux5cyvn/64e+ceKto78qF3B/YdVNXLy1V8X+5D4NfrKFVzEvRNUgpmBn8PwJPdt2HlVBw2TcvLdYybl9/j/vVP6NS3GkqVKQhV8vULwviZ++BYvjjGD2uu0mMTQgghJGcK9n6AAI/LKOo0EFp6psLlL4/cR1xEDCr3qyNz1tO5I8/g7xeGPiPrQF1DTSUz/S7fcB4ujiVRv5Zqgl2EEEL+bSpLNzE2zo8TZ47j5ctXGNRvcLr1/v4BmDZ5OqZMn4xefXryZSOGjsT4MRPhdu0Svz9v4Vx+y4ipmSmKFC2Ct59e4+uXr2jRpBXatW8LHV0dJb6y3CUqxAsfr8+GkVVl3rlKlpSQiFvLL0BDRwM1RjWVuXPFBAaEY9OSKyhhY84LaqoSy7gaOmEHYmLjsXlFf2hoqKv0+IQQQgjJeVj/4dONudDUM0GxyilZT+G/QvHu9FMUr2ULM5tCMs/6e2THfZRzKgKn6rLVi5LW4tVnER4Rg7EDG6vkeIQQQojKMp9at22NghYZZ7hcuXyF/+zUuaNwWe8+vfDp4ye8f/deomPUb1gPAf4BPJDl6+MLdQ11fstIdFQ0ggKDhLeQ4BD8ywSCJLy9OBoCJMG+6WrkUUs5dyyd/Pfnn6g2pCHymhqIfby6ujoKWVnwnxkfQ4C18y4jNiYBY2c1V3nwZ8f+G7h66y1mTXSFbWnVFjgnhBBClI36NoqV3LcJ+noNoX7PULL6eGho6wvXP91zm/dtnHrVkvkYh3fcQ2RELPqMkj1zShqe335h277r6NreBbYlVZt9Tggh5N+VbaossyBT4SKFRbKUStuUFq4rY1cmy30MGToYs2fOQZvmbWBsYoI161dDUzPjaWovnXPDqaNn0y33/uKHsMBIKAsr2v3tkzeym2DPQwj2vg/zchPhH6AOBPx5jmHeQXh+4C7MyhWGuqVBps+9WtVq8PcNZPlNYtffu+6Jp/e+oHXn8hAkxaj0PHj/CMLkOYfg6FAUzWrYSn3s7NpuJHPUbjkTtVvORW0nu2LWheU+/9S3UbyqlZ3w9WonaOoXQaJubWFfINwnCJ7X3qJwbRsERUQg6FOE1PsO+BWO80eew7l6MWioxauknzF6xgFoqKuhd7uq9H7NoejvbM5E7ZYzUbsprm+TbYJP4eERyJcvpbg4w4qNsytObJ0kWOBq4ZI/9Z8k0aRFI9SuX1N4n2U+zZ6yAIVLWMDYxBjKwjoWiuhgKlJkoAc8zm2AcdFaKN94FPLk+ZMUlxiXgFMr3KBtoIuGU1pD1yhvpgXlfbx8YVXEUmwx+V8/QnHqwHPYOhRCn9ENVVrcMikpCQOn7oOaWh7sXD8UJYqZ54p2I1mjdsuZqN1yLmq7v4v6NorF+jZPr25DbIQfKrbdggLWxflylu10aeddaOppodaQRtDJpyfT/g/vPA019TwYPKkxzC1EJ3JRhqu33uD6/Q+YOqY1qtWwp/drDkV/Z3MmarecidpNcbJN8ElHRxsREaLZRjHRMXx2ER0d5dRs0tXT5bcLpy/hwpnLPEDxL0pKSsCbC6OgpqaJsk2XCwNPzLN9dxDy/TfqT2+TaeApOdX/+KFTGDi8LwwMRYfmJSUJsHrOBSQmCjBmVjOVz6qyYccV3Hv0Cavm95Qp8EQIIYTkBNS3UaywkADceRqLypbVYF66qXC579Ov+PHiO5z61JY58PTh9Q/ccf+I9j2rqCTwFB+fgImzDqKwpQlGD055LYQQQogqZJt5VYsVLwY/Pz+RAJCXl9f/18k2ba2kmrVugnXbV2Lespn4F317tIHXMbCpPxe6hlbC5b/e+eD18UcoWa8silW3kesYbBaX10+9+SwuhYooL6tMnA+ff2Dm4mOoV7Ms+nWvo9JjE0Ky5vHZA2NHjqNTRYgC/et9G0XxebaT/yxRbbSwHhMbgvFo+w1eA7Nsa0eZ9ssuym1beQ0G+XTRoU9VqMKWPdfw0eMH5k/rBD1dbZUckxBCCMl2wad69esiLDQMN6/fFC47ffIMTE1NUL5CeaUem2U+De83BtPHz8a/Jtz/HTzvLINZyUYoZJ9S7D0+Jo7PbqebPy+qDW4g1zF8vgVi97qbfBaXZq4VoUoJCYkYNHYbdLQ1sWFpH5UU8iSESCcqKgqfP39W2mn74vkFwwaPQIe2HbF21bpMs1yl2ZbZvXMPrl65ClXx/+WPlk1bidw6tuuE3ESZ7SXv8KvOrl3h7SVakycyMhLtWrlmu0lL/uW+jaJEh/nA5/VB/rthwXLC5Z8uv0LwtwA49qoFDe2Ma4tm5sald/j4+gd6DKmBvPrKDwQFBIZhwcpTqFHVBm2bOyn9eIQQQshfG3b39MkzfP70Ge/evuP3jx89Di0tbdSqXROFLAuhVOlS6NOvN8aMHIfe/XohJCQU+3bvw4o1yzMtGq6oq4Psxma8GzN4Iv4VSYlxeHNhJDS09GHXeKlIYObJjpsI+xGMxnM7QNtA9mGPiQlJWDXnItQ11DBqZjNec0mVlm84j6cvv2LLiv6wKmSi0mMTQv4+NnS7V/c+aN6yGTp27oAlC5fyYUn9B/aTa9tkRw4dxY7d26AqsXFx+PjhE46dOiJcppbJDKM5jbLbSx6slmHhIlY4euQYxo4fI1x+/ux56OrqwCi/EbKTf7Vvo0ifrs/lMwGnFhsegye7b8HMxgKl6pWVab9RkbHYteYGipc2R6M2yr3AmmzO0hMIj4jB0lld6UIcIYSQ3B188vH2xvNnz/nvnbp0xNs3f4JQ5SuU48En5r/ZM1DVpSru3b0PbS0tHD99VOlZT8y/WvPpy72VCPd/i3KtNkNbP6UO0o/n3/Du7DPYNC0PK6cSEu+Pdfo7dmvPfyY7se8Rv7I3akZTmBcULSivbK/eemHhqjNo0agiurR3UemxCSGyYQGFBXMXQkdLDxOmjpX7NN69cw+aGhqYPHUSv88uZkyfMkNsgEKabRkfH1++TYGCBfjQwQ1rN6KqSxWcPX0OZubmmDJ9EszMzITrylUoB3c3d1haWWLq9CnYvm0HHtx7gIqOFTFh0nixEzWIlQcoVz4lCyMrycd3dHbExfMXYVXYChOnTICx8Z8h0O/evsfmjZvh5/cTZcvaYeToEchvnF/4OOcqzrhw7gKGjRzGs5Ez21d2bS9p2yCjc8KCXKNHjMWYcSlDsI4dOY5uPboiu/lX+zaKEuR9H78+nkFJ5+EoVyKlb/N8/x3EhkWj6mxX5JHxgtqRHQ8QHBiJiQtaqaQG5ss337Hr4C307VYHDnZFlH48Qggh5K8Gn1q3bc1vWWnUuCG/qdK/eHUw1O85vj5Yi4K2rVHQtpVweVxkLG6tugj9AvlQuX9d6a8KF02pGfXNIwAHNt+Bc42SqN/SHqoUGxuPAWO2Ip+hLlYv7EVX+QhJ453bJEQEvFf6edE3KwO7Rosl2jY6Ohojho5CaetScG3nmm59XFwc2rdOv5yxsrLCxq0b0i3//vUbytiVEd4vU8aWD5tiM1WlHYYrzbaM2yU3NGzcQDh08OyZczArYIbho4bj0P5DWLpoGZYsX8zXnTl9FgUtCmLE6BFYs3INmjVugd59emHM+DGYO2sebGxs0M61rUTnKT4ung+3S2Zja4NlK5dmuH3yc2MTQbAA0snjJzFiyEjsP7wP3t4+GDtqLEaNGQkzczNcueyOCWMnYtuurcLHmZiaYPS40TxD+fu3bxnuKzu3lzRtkNk5ca7sDC1NTdy/ex8uNVzw7es3fPz4CY2bNkF28y/2bRRFkJSIj1dnQDtvAZRyGQUNbX2+PPj7b35xrlR9e5jb/rlwKq0fXkE4ffAJaja0hX0l5c+gy94PE2YdQD4DXcwYL9nfGEIIISRXz3ZHVCcxPhpvzo+Epp4xbBsuEFn3cMtVRAaEodmiLtDSk64GQWREJE4cOYN2HVtBS1sHK2eeh25eLQyf1ljlwZ+Fq07j7Qcf7N04FAXMlD+DDCFEPuFh4ejeuSfatm+D7j278Wlt02KZLfMXzRP7+IxmRY2JiYW2dsrfMm0dbcTHx/PASOrl0m7LsKDE3AUp9XQsCllgyrTJ/HcDAwNMHPcnI4dhmTYsQ4jp0q0L9u7ZhwGD+/P77dq34UPSJQ0+pT0Penkzn4mUYUPCZs75D2pqanBydkQlB0deo+jMydMICgrGhnUbhUWQv375Knycqakppv03VaJ9pR12lt3aS9I2yOqcuHZyxdHDx3jwiWU9tWzVgs/YS3IPn1f7eWa4fbPViI3Pg4P7D6Jtx1Z4sPkqr/Hk3Le2zPvetvI6L0HAJmBRheNnH/HZfpfM6gpTY9GZiAkhhBBVouDTP5ia7nF7MSKDPFCh3W5o6aYMlfB66IFPbq9Rtq0TLMpJn5bNzp//T3/+8/D2e/jyyR8T57eEsemfK4aq8uiZJ1ZsvICObaqibXNnlR6bkJxC0mwkVUlMSkJ4eDiMjDKum8MCC9MmT5cqk8a8gBmuXb0uvP/T7yfy588vNjghzbYs2PL792+eDZQsX76UocVa2lo8CJLM0DDlS5+mliYMDVO21dQS3VbRw+7+PLd8PFjEj6epCX19A0RERiIsLBy169RCj17dU3af6mKBqZmJxPtKG3zKTu0lTRtkdU7au7ZDgzqNEBoahhPHTmDTtj9BquzmX+vbKEp8TAg8bi9CPotKsCjriojwSN638X7iycsSOPWpDT1j2fo1T+5+weM7nug2qAbMVFCKICIyBtPmH4Zt6UIY0EO6bHZCCCFE0Sj49I+lpgd7P8D3J1tQyL4TzEs1EimgeXfNZeSzMoZTr1pyHYMNtzu66wFqNLBBzUYpQyJUITomDoPGbYO5aT4sm9NNpccmhMjOyCgfduzZjp5deyMmJgZOFSqn20aWTJpq1V0wZeI0eHh4olSpkjh04DDq1qsj97Ys6MFmac0pWObO61ev4VDOAffvPUBCYgIsLArCqbITH3LGMoJYfSp59pWd20saWZ0TNnTPqbIjpkyYAsN8hlIHAlXlX+rbKJLn3eWIjw6Gret+5MmTUo/p+f57MLAwgn0b2WaKi49PxLYVV2FeKB/adlfNhTE2u52vXzDOHxoATU3q8hNCCPm76JPoH5IYH4W3F8dC28ACNvXnpBtuFx0SifrT28g8bXCy7Suvw8BQF4MnqbZ2F7NgxSl89vyJI9tHwdhItRlXhBD5sC/6Bw7vQ6/uveFb9wdGTRghsp5ln0j7Rd/c3Awjx4xAq6atee0ilgXCjpG6JtHOvTv48LLMtk3L7bKb0mZV69G1F2bMnAZrG2uJaj4xR08cgY5uxjOTFi5shRlTZ/Lssl8/f2H56mVQV1dHw0YN8OzpM9SpXo/P5MYCRvYODli4ZL7U+0orO7WXNCQ5Jx06dsCwwcMxY5b4zC6SM0X8/gjvZztRyL4j8llUFFkX6R+KRlPaQV1Ltq7zucNP4esVjMmLW0NbR7mzODNv3ntj/fYr6Ny2Gmq7qPZCICGEECIOBZ/+odR0jztLERXyFRXb74Omdkq6t/djT3x2fwP7ds4wL2Mp8/7Zlw8tTUN4fQnA2NmtkM9ID6r05MUXrN5yCZ3aVkWzhhVUemxCiOxKW5fGyjUr+O9sRrGDRw/gzrX7/G9y8vAueQweOggdOrnid8BvlCxVUjijWXJmDhtGltW2aWsNsdnQKjlWEvsakoeVrdu4Ruy6qtWqwtbWRni/RavmPNuL8fX1RWhICEqUFD/TaIEC5jh9/mS65WyYX2ZYgfCTZ4/D67sXTM1MkTdVnahJUyZi+MhhfB0bKpc3r77Y5y3JvhRB0e0lbRtkdk6SNWrSEGcunOL7za7+lb6NIgtzf7z2H9Q0dFC6VkqdMzaznWaoAAXLFkGRKinDbKURGBCOg9vuoZxTEbjUFR9UViTW5qOn7oFBXh3Mn95J6ccjhBBCJEHBp38kNT3kx1M+3M6ibAeYlawvMrsdG25nWCg/HHvUlOsYv35E4OrxQFSuZY3q9VM69aqa3W7I+B0wMTbAklk03I6QnERXV1ekdhILZrCZxxQReEpmYmLCb5Jk5ojbNq1de3eIPL+0r4EVoE7OXEq7jtWGSl0fKvWxWP0kltmTURBFS0tL5mFe7PUWLVZU7Dp2zlPPHCfueUu6r+zYXtK0QWbnJBkLhGXX4Xb/Ut9Gkfw/X0Dgt1soXXs6tPULCJe/3H0PBu/iUXN9Q5knT2EZ4XExCRg8UfZ9SGPf0Tt48NQDK+f3oElXCCGEZBsUfPoHJCXE4u3FMdDSM4VtvZSZmZhH268j8nc4mi/tCg050sATEhKxZu4FFCquiQHj6qp8drvFa8/i/Sdf7Ns0DCb5abgdIUR5WGApo8wkeaUOiEjjwf2HmD8n/VC5YSOGonbd2mIzmGSRUTYUITlZQmwEPrjPQF6T0ijqNEC43PuRJ77e+wjLlmWQ1yLjyRAy8/zhN9y+8gGuvaqgcPHMg6SKEBgcgekLjqJSuWLo21U1M+oRQgghkqDg0z/A8/5KRAZ+RoW2O6Cpm1+4nM3a8vHiS9i1rISC9oXlOsbJvY/h/dUf1ZpqQ0dXcdkKknj55juWrz/PZ7Zr00y2QqCEEJKTsQwdccW9La0sM81gkpYi90VIduFxZzFiI/zg0PIE1NT/DGFNiInHvQ1XoFcoH94FfUWN6GhoaqbMmCiJuNgEbFpyBeYWhujU3wWq8N/CIwgJjcTqveOgrq7a/hghhBCSGQo+5fK6CGE/X+Hbg3UoaNsa5qWbCpfHR8fh9upL0C+Qj08bLA+vL79xYOtdVKrGhmD8hCrFxydgyIQdyGeoh+VzU6bFJoSQfwnLmMruw8CIauXmvo2i+0lez3agkENnGBeuJlz+/OA9RPwKRc3pLXD2prtM+z6x9xF+eAVj+rK20FFBkfEHTz5j96HbGNS7PiqWK6b04xFCCCHSoEsi/6+LsG77SsxbNhO5SVJiHN5cHAMNnXywbSB6RfzJzpt/OlWjmkBTN/NCtZlJTEzCmrkXoa2tgV7D5QtiyWL5hgt49dYLy+Z0g7mpbMNVCCGEkNwmt/ZtFEmQlIh3bhOhqZMP1rVTZi4M/h6A18cfoXgtW1g4FJFp334+wTiy8z6q1CqFKrWVX5ielT8YPW0vzM0M8d/4dko/HiGEECItCj7lYl8frkNEwDuUabCA13tK9vONN96dfQabpuVRqKJ8V8bOHHyCj2/80G9MXeQ3UeyMR1l5+9EHi9ecQfOGFdChVRWVHpsQQgghOZv3810I+/kS1nVmQkvvTz0mQZIAd9e6QUNbA1UHpUzQIu3MeZuWuPP6lwPGybYPaW3c6Y43772xaEZnng1OCCGEZDc07C6Xigj8hC/3VsG8dBMUsG0lXJ4Yl4A7qy8hr6kBKverK9cxfvqGYN+mO6hYtRgatHTgqf3d+3SGXl7ld3rYsUZM2gU9XS2smt9T5QXOCSGEEJJzxYT74fPtRchfuBoK2XcULv985TV+vfVBtaENoWesj8TERKn7Nveuf8Kz+1/Rc1gtFCiUD8rm6xeE+StOoU51O3RoXVXpxyOEEEJkQcGnXFgXQSBIwrvLE6GmoQ3bBgtFAjMvjz5AqE8QGvzXDlp5teU4hgAbF1/hvw+d3IgfQ11dHQUsUqYnVqYd+2/i0TNPrF7QExYFU4qoE0JynoCAANy5dRdt27f520+FkFwjt/VtFO3jtf/4bMBlGi0S9pOiQ6L4LMCm1hawbVaBL5O2bxMVGYuty6/yme3adHOGKkyafRBx8QlYMa87XYwjhBCSbVHw6f91EdgtKDAIYwZPRE734/VhhPg8hG2DBdAxKChcHuITiJeHHqCoizWKVpOv/sAd94/8qh6r81TQ8s/0w5ERkTi87zg6dW+PvPrKG4L381cIZi4+iqqOpdCnq+rrTBFCFMvvhx92bNuhtOATy1y44uYO/1+/4FLdJdPZ2rZs2ir8fcCg/ll+kXv+7AU0tTRhb18WqhAeHo6D+w+JLNPU1ESffr2RG7ALG1s3bxNZ1qJlcxSyLJRuW6/vXrh08XK6wuudunRSynNLSEjAru270LVHV+jp6Yk8553bd6F9h/b8+NlFbuvbKFKA51X8+ngOxauNgr6JtXD54+3XERcZi+ojGkPt/zPFSdu3Obj1HgL9IzBuUwtoaqpD2a7ceI1TF55g4siWsC5pofTjEUIIIbKimk+5TGzkb3y8MQeGFhVRuEJPkc7xvbVuUNdUR7XB8tUfiAiP4Vf1ipUyQ5tuTsLl7OpqcFCw0q+yTpx9AJFRcVi9qBfU1Oi/MCEkcyOHjsLKZSvx6uVrtG3VHvfvPchw2wD/APj6+GLB3IU8aJWVtavWQqDCzJKQkFAsXrCEP8/k2++A38gt2DlfOG+RyOuLj48Xu21cXJzIdufPnsetm3eU9tw0NDTgfuUaLpy7KLL8wf2H2LVjNwwNDZR2bKI4ifFReO8+BbpGxVCi6ijhcr9XXvjs/gZ2rRxhWqqATH2bbx4BOHPoCeo0tYODo2yFyqURHROHsdP3olhhM0wY3kLpxyOEEELkQZlPucynG7ORGBsOu0ZLkEct5Yqbh/sb3rGqOrg+8prJd2V2z/pbCAmKxNQlbaChofyreqldvvYSJ849xvhhzVHWxkqlxyaEqMbjR4/x5vk79LHuJfe+Pn/6jNu37+DeozvQ19eHo5Mj1q1eh2ou4uuiTPtvKkJDw7B7554s9x0VFYUvnl/gUM5BOHSwStXKuHP7DszMzVG3Xh2+XfI6p8pOuHfnLiwtLVGjVg18eP8Bjx8+RvmK5VGufDmJX5O6hjp/npJKe3wrKytUr1ldJKPnxrWb8PPzQ1n7sqjkWFHkcc5VnPnjKlepzDM/MtuXIrCLCpK8PpbBlnq7xvWboFOXlNo9qUnbBhmdkw6dXHHk8FG4dmwv3Pbo4WPo0NGVhjvlEF/urURMqDcqdTgIdU1dYT3Mu+su83qYlXrUkGm/SUkCbFjkBl09LfQdJV9NTUktX38eX70CcHzXaOjqyD5zMSGEEKIKFHzKRQK/34bf22Mo6jwEhgXshctjQqPwcNt1mJYuiDItKsl1jA+vfHHx+As0bV8BtuUsoUqRUbEYM30vihcxw6RRKUXUCSG5x4ljJ7Frxy78N32W2KyY7Vt3iH2cUX4jdOzUId3y589fwNnZiQeeGBYQmjd7vkKe683rN1GrTi3h0MH5cxegePFisLG1wa2bt/G5ZzcMHDzgz7o582FVuDDsHcpi6aJlqN+wPjw9PGFtY42lS5Zj196dwgBHVpISk0SGBxYoYI7WbVtnuH3yc7O0skTZsnZYu3o92ndohzHjRiM2NhbdOnWHubk5zMzNsGfXXrRu0wrDRw0TPq5o0aJwKO+AChUrIOxHWIb7UkR7JWfqHjpwmGcaVa/hAotCWQ8levb0OSLCI1Ajg0CYNG2Q2Tlp1qIpZv03mw/5K1K0CCIiIuB2yQ1u1y5l+RzJ3xce8AHfHm9CQds2MC3+JzjMvDr+CKHeQag/vS209GSrh3n13Gu8f+mLIZMaqmT2389ffmLFxgto1dQRjeuVV/rxCCGEEHlR8CmXSEyIwfvLk6BjaImS1ceLrHu07TriImJQfX4nYQ0DWSQkJGLdgsu8U8VmcElLXUMDpaxL8p/KsGjVaXj5BOL0vnF0hY8QOd1dexnB3wKUfh7zFzPj9VMksX7Nej6Eaf/hfQj0CxEblGDDq8TJaEgMGy6Tz+hPXTrGyMgIkZGRiImJhY6O7JMuMG6XrqBdh7bC+2x42K59O5E3b17+OpYtXsaDT8l/Pw8c2cdrBbFMmq2btuLKDTdezNjU1BTX3K9JHHxKex60tLLOeGB1a3bt2YH8xvl5IKZBnUYYMmwITh4/icTEJFSo9Ke4ctNmTbBr524eaGFiomOwa98OGBj8GVL26uWrDPeV9nzK0l4s66nfgL7w+OzBhz/O/m82Nm/bBJcaLpm+vsMHD8O1k2umQ7ElbQMWAM3onOjq6qJ5i2Y4duQ4xk4Yw4f6VXKqJLYmFcl+k7G8d5sIdU092NSbLVwe9iMYLw/eQ+HKJVHUpbRMfZvQkCjsXHMTpcoUROO2yg8EsfcWG26nqaGOJTO7KP14hBBCiCJQ8CmX+PZoA6JCvqJCu93Q0EophMqmC2Y1DMq2dRKpYSCLc0ee4bvnb0yc3xL6Bjrp1uvp6aK1q3JqDnz4/ANrt7mhQ+sqqF8rJauLEJI7eHv5YOP6zbh45TwPdIgLPrHi3ywTJaNMGnHy5cvHi3QnCwsPh46OjtyBJzYs68mTp1iyYrFwWZEihXngiTE1M0VYWMpxCxexEhapNjYxRsnSpXjQgzExNeEZOMoadvfn+IV5sIhhmUTsfLEC7Oy46upqIkEilsmUrGixosLAU1b7YplA8rZX2iF3rJD3xg2bMw0+sWDihXMXcNH9YhbnQLI2yOqcdOjUASOHjsSY8aP5kLvefXNHsffczvfVQYT4PkaZhougrW+eUg9zvRvyqKmh2tCGYodOStK32bHqBiLDYzB8Wkf+f0fZjp99hOt33mHB9E6wKmSi9OMRQgghikDBp1wwHXF0mA++PlgL05INYV6qkcjQjPsb3aGbPy8qdZOthkGy4MBIHNxyF+WciqBGQ1ux28THxePTRw9Y25Tisz8pCuscTpp9ANpaGpg/TTmzGBHyr5E0G0lVWGBg5JiR6N2jL3btFT9US5ZMmrL2dnyIFStOzTKE7t+7z7Ne5PXowSNUrFSBzzSXE/zw/cGDNCw4xrLB2I0Fhtjwuc+fPTIMZqmp5ZF4X4poL3Ff/BMTEjLd5uzpc3xIoJWVYoaCZ3VOHJ0qQUdXF/v3HoCnxxc0bNwA2VFO79soejKWTzfnIZ9FJVhV6CFc/uXme/g++wbnfnVgUCCfTH2b10+9cO38G7Tu6oSSNvJd5JNEWHg0Js85BDsbSwzpkz3/7xFCCCHiUPApF0xH/On6XJ5ObpsqjZwvv/wKgZ6/UGtsM2jlle8q/94NtxATE48B4+pnWFQ1JiYGl866oUhRK4UGn865PcfVW28xZ7IrChX8c7WdEJL7NGzUgGck9erWG7NmzkEx68Ii61kNIGkzflgxcBtba3Tv0hNOTo44uP8QFi9fJFKTqFuPrsKMJVZM+pffL/77ti3bYWFRUGw9JTc3dzRqnBLsV6S9u/ehcZNGMC/wJzsjq5pPTJ9+vTMNhLFz16/XAFR1qcKHC3bs3IEPIWM/9+3Zj17d+6ByZSdoamnBwsICLVu3kHpf4raTtr3YcLtrV6/zwBUbdseGBS5duTTD9mJYfSg2VE9RJDknrPD4nFlz0bVbF2hry/f5qiw5vW+jlMlYGi9Bnjx/MpNiI2LwcMs1PjTYvk3KzL3S9G3i4xKwfsFlmBYwQLdB8l3kk9TcZSfw0z8EezcOhaYmdeMJIYTkHDRPfQ4X9P0ufn08g2LOg6CXv7hweWx4NJ7svgUzGwuUqi/fMLVPb/1w5cxrNHOtiGKlxA+hUOY0wpPnHESp4gUwrJ9yvugRQv4uMzMztG3/p3ZSzVo1+VC2e/fuKixjY/vubWjZsjkf0rVp20Y0atxQJDOHBTWSsS/qYWFhGDCoPwJ/ByI4OP3wP+bW9ZuoU6+22NfA5M9vxGdAE7eOFSVPfg7J2VnJM8ZFR0djzaq1yCMm44gxNDDggSb2vFPf2GvJKrNs+qxp0FDXwMDB/TFzzn98OQvinL98Di1btUBkZBTfV0hIiNjnndW+FIF90WfPgZ17q8JWOHn2BJo0bZxhe7EZB9kMg42apJxPcaRpg8zOSepheL1690TP3ilZNCR7Cvx+h0/GUsRpAAzMU7Ien+6+hejgSFQf0QhqMs7ce2z3Q/h6BWPQhAZ8ljtle/H6GzbvvoqenWqimnP6+lSEEEJIdkaXTHKwpKQEfLg6Hdr6BVG86iiRdc/23uEBqGpzOmT4JUayYwiweak7DI100W2gaq7qpbZmyyV89/7NpxHW1s4Zw1sIIdJhdYP69u8jvO/k7ATTfAUyLR4tDZaV00NMkEBcZs7goYOy3F9oaBjfX/IMeuJeg4mJCQYM7i92HZtdjd1Sv95kP/1+YsnyxTxYIk4+o3xSZxMls7cvy29psWwz147t0y1P+7wl2Ze87B3s+U0cce3FajhNmT45y/1K0waZnZNkrH1kbQeiOkkJsXjvNhk6BoVEJmMJ+PgD788/h03T8ihgZyXTvn2/B+HIzgeoWqc0qtZWfiCIBePZjL9GhnqYM0X8TJGEEEJIdkbBpxzM58UeRPz+AIcW66GhlTIEIehrAO9UWTcqxzOf5MHqGLDMp+FTG0PfMH2RcWXy+RGIZevOo0m98jSNMCEk28iXz5BnHylD8RLF+U1a375+g9vlK+mW16hZI8MMJlkocl+EKNvXh+sQFeyJCm13CftJbNjqnTWXoWOoB+c+KdmL0mBZeBsWuUFTUw0Dx9WHKuw6eAuPn3/BusW9YWosOgkAIYQQkhPkquBTnx598f7dB+F91oE/eHQ/cqP4mFB43lkGI0tnFCwj+kXg0bZr0NDRhFPvWnIdIyY6DnvW30JJ2wJo0Mohy+318uqh98Ae/KcizFp8HAmJiVg0s7NC9kcIIbkVK6gurrg3G8aWWQaTtBS5L0KUKTLIE18erIF56SYwL50ywcK7M08R9MUftSe0gLZB+lplkvRtblx8h1dPvNB/TD2YFTSEsvn/DsPMRcdQxbEkH3JHCCGE5ES5Kvi0dOUSPisJs2vHboUFQbLr1bz4mGBY150lUgDc99lXPnMLCzzpGqVkQ8ni9IEnfJa78fNaSDR1MJuy2sTUGIrw6q0XDp96gMG966NU8YIK2SchhORWbAgZDQMjJCUziQ23U1PThG39ecLTEhEQhqd7bsOifFGUrGsn0elK27cJD43G9lXXUcLGHC06VlLJKf9v4VGEhkdh1fyeChuOTAghhKiayj/BvL574dnT5xkWkk1ISMCH9x/w9ctXqfdtamrKr8oWKFgAbpfc0LlLJ+RGMWG+8Hq6DQVsWsCoUErHR5AkwKPtN6Bnoo+yrTOeuUUSIUGROL73ERxdSqCcU1GJHhMREYnNa7fzn/KasfAIDPR1MHFkS7n3RQghhJB/h9+74wjyuoNSNSZAx9BSuPzBpqtISkiCy/CGGc7cm1XfZtfamwgLicKwKY2hrqH8bvTdh5+w7+gdDOnTEA52RZR+PEIIISTHZz5dc7+GrZu3482bNwgPC8fbT69FpkpmHj54hBFDR0JdTR2RUZEoXLgwtu7YjEKWhfj6ubPm4fzZC+n23bxlM8yYNV14/8a1GyhtY82DULmRx52lECQloFTNKSLLPW+846nkNUc35cPu5HF4+33ERMWh9wjJ6yEIkpIQER7Bf8rj2q23uHrrLWZObA8zE+WnsxNCCCEkd4iPDsbH67NgYG6Pwo79hMu9Hnjg+71PqNitOoysTGTq27x97g2306/QolMlWJeVr6amJOLjEzB62h5YFDDCtLFtlH48QgghJFcEn96+eYfhI4ciPCICg/sPSbc+IiICQwcOQzvXtnzoAKtf0b1LT4wZNQ6Hjx3k24wcPQL9B6Z0JFLPdpPant170buvcorB/m3hAe/x480RFK7YG3mNSwiXJ8Ql8GmDjYqaolQD8TMFSeqHdzAuHn+Bes3tUayU+BmXlIVlxE1feIR3tIb1y3zqbEIIIYSQ1D7dnI/4qCBUar8Xamp/urnxMXG4t/EKDC3zo1zHqjKdsPiEJKxf6AZjM330GKyauksbdlzB+0++2L1+CAwlqE9FCCGEZGcqG3Y3YvRwVK9ZPcM05yuX3REaGorhI4fx+1paWhg6fAge3n+I79++C6eYZsPq0t7Y8tTD+r54fkWt2rmzIOPnmwugrqmHEi5jRZZ/OP8cEf5hcO5bB2oS1GfKzL6Nt3kqebdBNaBqx8485PWepo9rCz1dbZUfnxCievHx8fj9+zedekKIXIJ9HsH31X5+gS6fRUXh8uf77yLSPwwuwxpBQ0u2666XTryA99dADBxfH3r62iqZ8XfBytOoV7Ms2rVwVvrxCCGEkH+m4Pib129QpGgRkUBSxYoV+M+3b96iaDHJ6g7t27MfnTp3kKggY3RUNKKjo4X3Q4JDkJ2F+j3H7y/uPPCknddUuDwhJh4vjzxAATtLFHZOyYaSxXfP37jj/gGtuzpLPYOLhqYm7Oxt+U9ZJCYmYeHqMyhdoiC6uVaXaR+EkJzn/bv3mDZ5Os5ePKO0Y7Bs2siISOQ3zp/ltjExsaxiMXR0dbLcNioqimds6uvrQxUSExPh/8tfZBn7vMttw8wzawNJ2odtExwUJLJMXUMD5ubKyeZl/wd+/fzFL4ilxdqL/b/TlPGzUVo5rW+jKEmJ8XjvNglaec1RqtZk4fKgr/54c+IxLzBuWbGY1PtlfZpiJUrgyOancKpRAi51raEKE2cfRHxCIpbP7S5xfSpCCCEkO8s2waeQkFAYGRmJLDPMZ8g71cFSdJwGDR0o8ZeAS+fccOro2XTLvb/4ISxQ/qLZGUlKTMK3T95SP873/nyoaeRFHqNmIo/3uv4BMSFRKNO1Kr5/9pHrue1cexcamupwrm4p03MsY2uHX97pp/uWxPmrr/DZ8ycWTWkPny8/kN3I2m7k76J2y/5+eP1CbEy8yPtLke126dIlrFm7GklJAhQtWgQLFiyEiXH6mi9hYWFYv2E97ty5zSe/qFChAmZM/y/Tz5Tly5ehSpWqqFFDNZmifj/90KVLZ5iapgRRdHV1sHfPPmQX8rRdZm0gTfs8ffoUCxctFN6Pjo5CsWLFsH7dBihrdrUuXTtjyuSpKF++vEh79evXF8eOHYeebtYz8BazLiz3c8lpfRtFCfq0GxG/P8DCaT58v4eyS3Z8IpYnq92grq0Bi3o2Mj0/1rYP3IKREC9AC9eycvezJHHr4SecufgUg3vUgWaC6N/G3NZuRDbUbjkTtVvORO0mn9R9m2wTfNLU1OBXptMOxWBXE9k6SZmYSF5EskmLRqhdvyauud3A9Ss3+bGiIqNRuIQFjE1SptVVNPYhL20HM9TvBT79uosS1cagpH1ZkaynezdP86ynii2c5Lo6xrKenj/0QusuTijnLP2VPdZ+715/gJ2DLR82KW3W07ZBG3jW05CBzaAu59DB7NJu5O+jdsv+wqKDoa2jKXx/xUTH4M3z93BySRk2I6vQkFCsW78Wew/uQcVKFTB10jScOHUM8xelTL+e7Pat22jUtAHWblrFM4z69eqPS1cuYPykcRl+KX315hWWrloMdQ11PnSczboaGRkJXV1dYQYu+yxLXsfqG+ro6EBDQ0OYlWKUX/TCS2bUdfNAS1sLT14+lPgxqY/Pnhurk5j2s4K9lrDQMJHs47SPU1fX4H+bs9qXPO+5zNpAmvZhx2/fJaVAc/8+A1Gnbm2xz0uW9hF3vjp364Tb926idYcWwmUnzx7nk6LYlbeBquSkvo2iRIV4wePcdpgUrwP7un2E/yc/XHiBsG+BqD6iMWycZMtYun7xNcIi/NFlgAscq5eBskXHxGFJn7UoXsQMc2d0ga6OdP0padFnZM5E7ZYzUbvlTNRuipNtvuFbWlri169fIstYCnvyOmXQ1dPlHTHXLu2wfsdqzF8+G9mV593l0NAyQFGnASLLP1x8gejgSFTsXkPutOzD2+9BU0sD7XpUlunxsTGxuHr5Ov8preNnH/Ksp0kjW2bLwBMhRDV8fX3Rvk0HvH79Sux6vx9+Ym8BAeIzLm/fuoMydrZwdKrEg0F9+/fB5YuXxW5bs1ZNtO/QjgfPWfCokmMlRERmnCny/NkLWNtY8+FfbOhgZ9eu6N97AGpUqYVKDk54/Ogx346t69S+C7p16s7XVXVy4YGU5o1bolb1OqhXq4HUNa9Sv/bAwMBMt01+br2694FL5RpwrlAZ9+89EK7fvHELKto7om7N+qhRtRaePn4q8rg+PfqiTo16ePjgYZb7kre9MmsDadsn9bC3B/ceoFWblhmeH2naJ6Pz5drRFZcuXOZBueQA1fGjJ9CxcweoUk7q2ygCO88f3Kfx38s0XCTsC0WHROLxzpswsy0EmyYp2WjSiAiPwd4NN2FdQRP1W6Vc+FOm5evP45t3AB9up+zAEyGEEKJK2SbzyaWGC5YvXYFXL1+hXPlyfJnb5Sv8qmpFR/mvfmfmwulLuHDmMr86mB2xrCde66naaGjqptQrSYiNx6ujD2FuZ4lCFSSriZURVkST1Xpq1cUJ+U1VU7skGTvvi9ac5VlPrq2qqPTYhPyrNixywzcP2YbISoPNmDl0ciOJZ0UdM3Is5i6YgwLG6WvnxMbGom3L9mIfW7R4UeHMqKn9/PkTllYpFzDY74GBQTxTM7MMTRawOHniFLZs35zhNlfcrqBR45RZOdnkGIuXLoSjsyMO7DuIDWs3YudeZ+FkGMtWLuXZVwvnLcLwISNx6uwJFC9RHKOGj+ZBikFDBkIScbFxIufB3qEstu3amuljPD08MXPODB7AuXj+IsaPmYA7D27h/t37cHdzx4kzx3hA59Gjx5g6eRouX73EH/fF8wvPEqtS9c9FCfYZndG+0l4AkaW9JG0DSdon2dEjx3g7GRpmXMdQ0va5d+dehufLysoS5SuUw/lzF9CxUwd+brU0NeFc+e8Ui87ufRtF8f98gfeRStWcBD2jlL7Qo203EB8Vy7Oe8qjJdnFu/+Y7CAuJAqANDRVcGPvu/RurNl1Ei0YV0ajun74wIYQQkluoLPjk7e2DAP8AfP3yld9/+eIVT20vWaok8uUz5FelGzRqgNHDx2DC5PG8BtSKpSsxbORQHoBSpmatm/BbUGAQxgyeiOzm26MNfIa7ok6iX0w8rr7lWU+1xjaTO+vpxN5HfNiIrFlP8rjg/gKfPPywaXk/aGioq/z4hJC/z9fnB3p27YWDR/fzbCJxNUi0tbX5MCZxNDIYns2GTyUkJArvJ8Qn8AwodfWM/9awrByW2TNtxhSUtbfLcLtr7tcw4Gh/4f2SpUrwwBPjXNkJe3btEVnHAhsMu6Dy8eNHHtjg9ytVxLev3yApNuzuwdN7kEbx4sV4sIhp2rwpZs6YzTOQ7ty+iw8fPqJrx+7CbTW1Ugpjs8/o5MBTVvsqZFlI7vaSpA0kbZ/krJijh45i0bJFmW4naftkdb46dHLFgf2HePDp2JHjcO3kir8lu/dtFCEhNgIf3Gcgr0lpFKs8VLjc75UXPK6+Qdm2TjApYS7Tvr98/IULR5+jXgtbJOBP31XZps47DAEEWDijs0qORwghhOTK4NOl85f41UCmQsUKWLJwKf99+sypcHJ24r+v27gW2zZvw97d+3jneva8WXDtKP6q6b+C1TH49ek8ilTqI5L1xIpostlb8hczhaXjnw6yrIJ/R+DGpXeo29QOxirOemLWbLkMiwJG6Ni6qsqPTci/StJsJFVhs4Sx4XGbNmzB0hWLxW4jSyZN4cJWOHTgsPC+x2cPHiTJKPjEgigssDFm3CgeWMkIywgyyp8fxsYpNXRSz2aWR02NFzgXuy5PHmhqaoncV3Z2SnR0jPB3dix2LrV1tPlnbdt2bTBnvvihWTo62hLvKy1ZM58yawNJ2ydZ8pDAtAG0tCRtn6zOV5OmTfDf9Fl48+Ytz4ybPG1Sls+RyM7z7jLERvjBocVxqKn/abPE+ETcW+cGPRN9VOou20QA7L27aYk79PS10aF3VRzcq/zg0/U773D64hNMHNkSxYvKFjAjhBBCsjOVBZ8GDO7Pb5lhndzho4bxmypl59R0r6d/hlIUcRTNevJ+5IlQ3yDUHNNU7qync0efIyE+Ea27yjc0IK9+Xgwc3pf/lNSTF19w79EnzJ7kCi2tbDMKlBCiYmpqebB0xRLMmPofRg4dhTGj0heRZpk00mb81KxdE5MmTMH2rTvgUr0ali5ezusGpQ5mmBcw58EoVm+qS4du6NOvN79IwtaxDN38ximB/2RsWHjDRg2gDGxIGStyndmwQPbcUitoUTDTzwI2/HDtqnVo1qIZjh45iuLFi/MJOpo1b8prbLHh7pWrOPMgDAuwZDZ5R0b7UkR7ZdYGWbVP6rZMdvjgYXTo3EFhU9Vndb5Y/a8WLZtjxOARfLgdez5/S3bu2yhCuP9beD3dBouyHWBcxEW4/M2JRwjxDkS9aW2gpZc+KCqJa+fe4P0rXwyd3BAFLU2l7ttIKz4+ARNnHYClRX6MG9pcacchhBBC/iaq7Pz/1PR121di3rKZyE7iY0Lh++ogClg3g55REZF1r088gm7+vChZJ/MhB1mJiY7DxePP4ehSAkVLmsq1LzaUxcDQQDjDkyTWbLmEvHra6NutjlzHJoTkXOwLPJtpjAUI5i2cC6siVlizdrVCvjSzAM7WHVt4kfHBA4aitHUpDBk2WCQzh9WAYp48fsrrKW3esIUvZ7dFC8RnYV257C5S7yn5NQjva2jAzMxU7DoWMDFOFdBiQ8vz5UuZNa1RvSa8fpQ4GurqMM5vLHx+ybeYmJRsJHFYXaiExAQMHTQUnz9+xtqNa/hyNsRx286tOHvmHLp17sH3NWPKf2Kfd1b7UoTM2iCzdWnbkomKisKrF6/g2iHzDGpp2iez85Wsc9dOPDusa/eu+Juya99GEQSCJLxzmwR1bQNY10k5/+E/Q/D84D1YOZVAseqyzW4XERaDnWtvoFSZgmjUprxMfRtpbd17He8/+WL+tE68T0QIIYTkRnkErCDCPy711cHIiEis3LQkW0xH/PXhBny+OReVu5+DUaE/dUSY3x4/cXrEbjj2qoUKnavJ9VwuHHuOjYuvYN76TihfWb6i5eHhEdi9dR96DegOA4Osh+95+fyGfY2JGNSrPpbO7obsjqbZzJmo3XKm7NxuoaFhGDJgCA4c2a/wfbOZ1w4fPIJZcxUXMGBFwqdNno6zF8+oZF/Zue3+Jdm1b6MIPi/24p3bRNg1WgKrCj34MtadvTLrOH68+I52m/rB0MJIpn2zPhG7KLdsZw9Yl7WQum8jrYDAMFSoPRn2ZYrg0pFJCsvSkxS9X3MmarecidotZ6J2Uxwa55RNi3Kyq3o+L/cgn0UlkcAT8/7cc6hrqsO2WQU5jyHgwSeW8VTOWTSzSsYdIjYmlv+UxM6DN3ldhcF9lDN0hRBClIFNkqGMwBNTxq6MTIGnmJhYBAelZP0ky2eUL8MMJlkocl/k3+vbKEJs5G98urUA+Qo5wrJ8yoWr7/c+85IEjj1ryhx48nj/kweeWMYTCzzJ0reR1uwlJxAeEYNls7uqPPBECCGEqBIFn7KpoO+3ER3yHSWqjRZZHhcZiy833qNYDRvoGOrKdYwPr37gu+dvDJrQQOUdHlbfYM+h26hbww4lixVQ6bEJISS3efjgISaNm5xu+aSpE9G2fRvs3LtDYcExRe2LEFl8ujEHibHhsGu0GHny/BkKFx8dhweb3JHPyhgO7WWbtZddDGNZT/qGuug5tJZKGufVWy/sPnQL/brXgYOdAi4CEkIIIdkYBZ+yaVFO7xd7oaFtiIK2rUSWe15/h4TYeLmznphLJ19CS1sDdZrKVzdKFhfcX+BXQCiWzcn+w+0IISS7q12nltTFvUnulh37NvIK8roHv7dHUdRpEAzMywqXPz9wF5G/w9F0YWeoyzh5ifvZ1/j01g/DpzWGoZF8F/ckzT6fOu8wDPR1MH1cW6UfjxBCCPnbKPiUDVPTYyP8EeBxGVYVekJdU0+ko/Lh4gsYFTZBgbJWch2DFdS84/4BNRvaQt9AR2HDMcpXdBCZsjojOw/chJmpIZo3rKiQYxNCCCEk+/Zt5JWUGI/3V6ZAW98CJauPFy4P8QnE21NPUKJ2GRSqIFvtyqiIWOzdcAulyhRAw1blZO7bSOPKjde4cfcd5k7pAFNjA4XumxBCCMmOaLa7bOjH2yMQJCXAqnx3keW/P/1E0Bd/2DQtL/cwuRuX3iEuNgFN2paHorApphs0rcd/ZlVo/Oqtt+jZsQa0ZLxCSQghhJB/h/fzXYgM/ASberOgoa0vvCj3cPNVqKmro3I/2WfNPbLzPkKCojBgXH2oqeWRqW8jjYSEREybfwSFLU0wpE/KrJmEEEJIbkbBp2zI790JGBRwgIFZGZHlntffIo9aHpSsm5JqLk/wybKoMWwcCkFR2BTYjx/8mQo7M0dPP+Qdxm4daijs2IQQQgjJnViRcc+7y5C/cDUUsGkpXM4KjPs8+Yrynashr5mhTPv28wnG6YNPeSa4XXkrmfs20th39A7ef/LFzAntoKOj2IwqQgghJLuitJNsVhchPOA9IgLew7qu6GxHSYlJ+HLrAywdi0PXKGUonix++oTg4+sf6DqwukILjcfGxuLWtTuwtbOGlrZWhtsdOf0AFR2Kwbrk/2eSIYQQQkiu7dvIy+PWQiTERcC2/jxhvyUxLgEPNl+FQUEj2LdzlnnfO1ff4NlOvUfUlqtvI6nIqFjMW34KFeyLomObqnLvjxBCCMkpKPPp/3UR1m1fiXnLpJ/eWtF+vj8JIA8K2rYWWe73ygvRwZEoWUf+4uA33d7zn7Ubi2ZWqcKbD954+8GHOlyEECFPjy+YND79TG2EkNzRt5FHqN8L+L4+iMIVe8PAPKUP9ObUE4T7haDKoHrQkHEI/6sn33H/xme07eYMc4t8UIU1Wy7hp38I5k/vBDU16oYTQgj5d1DmUzbChqL5vTuJ/EVcoGNgkW6WO3VtDRStVlruY9y89A6l7QqiUBFjqNrRUw/4Vcv2LWWbCpkQkvtERkbg3dt3Stu/13cvrFqxBv6/fqFWnVoYMKh/hlmfb9+8w/atOxAUFAhnZyf0G9gfOjraGe77wL6DsLAoiLr160IV/P0DMHTgUJFlurq62HtwD3KDxMREdGrfWWTZrHmzYG//Z7i5a5sOwuWHjx+Curp6hvu6cf0mjh4+hvj4eDRu0gjtO7RT2vNOSEhAn579sHDJAlhZWQqXR0VFoV+vAdi4ZT2M8hsp7fi5lUCQhA/u06Cpa4RSqYqMs5ntXhy8x7PBi1QpJdO+ExOTsHXFNRib6aN9rypQhd9B4Vi9+RIa1yuH2i6qvwBICCGE/E0UfMpGQv2eIybMByWqjRJZnpSQiO/3P/EOlqaufCnfXl8C4f01EP3GqOaLUtrA14lzj1Gjqg0KFcyv8uMTQv49bMhRr269UadeHTRp1hgrlq6AlpYWevftlW5b/1/+mDNrLrp264y8efWxYd1GBAeHYPrMaRnu/9CBQ9i8bRNUhQ0BevXyNfYf3itcpqaWcQAmp2GfE8+fvcChYweEy4oUKSz8fdLUiYiMjELv7n34thm5euUq9u7ZB9cOrkhMTMD8uQv59q4d2yvleWtoaMDMzAzHjx7HqDEjhcsvnLvIj0uBJ9n8eHMUoX7PUKbRYmjqpvQbHu+4gcT4RFQdVF/m8gHuZ1/j2+cAjJndHLp68g+nk8SqjRcRERmDmROU8/+QEEIIyc4o+JSNBHhc5kPuzEo1Fln+840P4iJi5c56Yh7d8uA/q9aWf19p6RvoY9iYQdDOIEvg/acf+OoVgMF9Gij82ISQ3IF9UV+6aBnUBBoYP3WM3Pu7f/c+3+fMOf/x+3n19DBzxmyxwScWIDhweJ8wm+bjhw98SGBGfvj+4F98LQpZ8O22bNqCai5Vce7MeZiZm2PC5HEwNjYWrqtQsQLc3dxhaWWJCZPHY8+uvXhw7wEqOlbkAYvMsnhE5AGcK0te4yb5+E7OTrh04RKsClth7ISxyJfvT4Fmj88e2LJpK/z8fqKsvR2GDBvC1yU/rnKVyrh4/iIGDhkAExPTTPelKBm9PrY8NDQsy8dXq14N9RvWF97/+vUbnj55Kjb4JG37ZHS+OnbugInjJmHk6BHCgMixI8f5ciK9hNhwfL41Hwbm9rAq1024POCjH88GZ3WejAqbyHRqY2LicWDzHZS0LYA6Tezk6ttI6pd/KDbvvoo2zZxQrmwRufZFCCGE5EQUfMpGRTkDPK8gX6FK0M5rJrLc66EH8qirwcqphNzHeHTbA0VLmqKgpeLT/1lnO7OpiC+6v+A/mzWooPBjE0KkM2rqHrz74KP002Zna4XVC3pKnNUzduQ4FChYAD26pg8OxcXFoWvHlC+hqbGAwep1q9It//LlK8r+f8gWfz5l7fD923cekEqbMcEyophOrl0QGhLC72/fvS3D53vFzR0NGzUUDh08eeIUdPX00LNPTxw+eIQH0dgwLLbuxLGTMDAwQK++vbBuzXq0aNIKHTq6ot/Aflg4byFKliyB1m1Fa/1lJD4uXmT4WWlrayxcMj/D7ZOfG6sv06N3D5w6cQojh43C7n07eQBt6KDhGDp8MM/cuXLlKiaOm8izuZIfp62tjb4D+sLa2hpeXl4Z7ksR7cWwz+K+PftBQ1MT9RvURYdOHaSujaOnlzIxB2vre3fuoUu3LhmeH0nbJ7PzVaVqZf5/6uGDR6harQq8vbzx9u1bNG2+Hf9y30ZWXx+uQ1xkAMq32oI8/8/uY235aNt1aOnroEJnF5n3ffbQUwT9jsToWc15sXF5+jaSWrb+HGJi4zFtbBu590UIIYTkRBR8+n9RTnYLCgzCmMET/0pDRId681nuStWaIrKcdbS8HnigoH1haOvL1/kJDozExzc/4NpbObOrhIeFY9uGXeg/tDcMDA3Srb/g/hx2NpYoXtRcKccnhORckRGR6NmtNxo1boh+A/ri2yfvdNtoamryYVfisLpH4kRHR/PgSTL2JZLVAGKBkdTLU5swaRwCA4Owfs167N97AKPHig6FTuZ2yQ3/zZ4hvG9ubo5Z/8+wMjU1xaTxk4TrCloUFA7fCw0Jxd7dezF81DB+//PHz3jz+q3Ewae050FfXz/LxxgaGGDewrk8e4dlZzmWc+bP49TJ0/xv9749+/l2SUkCfPzwUfg44/zGmD1vljBQx4JPGe0rn1E+uduLDV87cuIQ/+zz9fmBVStWIyQkFIOGDISsZk6fBUtLS7Rtn/GXfknbJ7Pzxc6Ra4f2vM4UCz4dPXIMLVq2yPC1/gt9G1nFhP/A9ydbYF66KfIXripyMe7nG29UGVgP2gay9YnCQ6NxfPdDlHcuiopVisndt5GEz49AbN9/Ax3bVEEZ65SaYIQQQsi/hIJP2USAhxv/aVaykcjyEK9AhP8MgV1rR7mP8eSuJ1iJjMo1ZSvOKYmMrrD6/w7Do2dfMG5oM6UdmxAiOUmzkVQlNi4OvwN+o3Cq+j5psaDR4gVLpMqkMTc3w83rN4X3f/r9hJGRUYaBJ4YNKWNMTIwxesRYscEnNvTr589fsLG1ES7Ln6qgNJuSPTY2TnjfKFVghq3LZ5R221hITMphd/z4+fMLh42x186yfMLCwxESHMKHqHXp1ill96kywszMTdNliGW0r7TBJ1naixG+tiosSKWDbVu2yxR8YgGsaZOn86Lfy1cty3RbSdsnq/PFipo3qtcEs+b+h+NHT2DdxrVSP28CeNxeAkFSAkrXTqm3lpSYxGs9GRTMhzLNK8p8mo7tfojIiFj0Gl5L4sfImz22ZO05XuB8ymjJAsyEEEJIbkTBp2zi99fr0DG0hL5pyhcZxvfZV/6zSOWSch/j2f2vMDTShXVZ0Zn0VOHGnbf8i0DjeuVVfmxCSPZnbJwfW3dsQa/uvRETE4NyZdIPz5Ulk6aaSzVMnTQd375+Q7HixXhWSq06NcVu+/TJMx5AKVXqz99bNnyqkGUhsdtev3oNdevVQU7x9ctXvH/3HmXsyuDp46eIj49DoUIWqORYkQeIZsychvzG+eXalyLaKzX2mfHgwSMUKFAA0mLBgvFjJrKdYMXq5Qqb0j6r88X+v7AaUdOnzOBD/ypWomHm0gr3f4sfb46gcKU+yGuc0vf5eOklQr2DUHdyK6hrydZ9/f0rHOeOPEP1BjYobaeavpCvXxD2HrmNru1dUKp4QZUckxBCCMmOKPiUDSQlJSDY5yEK2LRId4X5x4vvyGtmAAML+Wo0sU78m2fecHAqkmV9A2W4ee898uppw6lCcZUfmxCSM7ChT/sP70Ovbn3QolkLDLEeJLKe/X2UNuOH1Y8aPHQQr+HD9h8eHo6DR/aL1CTavH0TTExMeJbUsMHDERMTy4frsYDFxi0bxO73ymV39OqrnOyx/n0GYtKUCShtXVqimk/MvoN7M61LwzKNJo2fjISERHh998LiZYt49lKTZk3w6OFj1HKpjRIlS/CAEauRxYbaSbuvtGRpr1s3b2PNyjU8S5fVV2LFnrft3CJcP2r4aHh9/zMks7NrF2G9q7RtefrkGZw8fhIVK1VEx3Z/spRY4fSJUyZAHpKcrw6dXDFy6ChMmzFVrmP9i1hf5eP1OdDQ0kdJl5QJB+KiYvFs3x2Y2VigeC1bmfd/cOtd/v+2x2DxAWhlWLv1MhISkjBmCGV+E0II+bdR8CkbCPv5ColxETAuIlo8k6WYs9oGxVysZZ5KOJnXl0CEBEWhnKPyZljR1NKCU5VK/Gdat+59gEtla2hq0n85QoiokqVKYvGyxcJaSQeP7sct97s8e0URGSsjx4zgM475+/vD2sYGOv+ftSo5M4cNG2PYkL/T50/B0/ML1PLkQdFiRcUGVdgQrNev38DRyVHsa2CsLC2xYs1yseuqVKnMC1gna9qsCc/2Yvx++PGgC8vSEocFyFhNpLTY0LDMsNnYTp49AU8PT16bis3sl4zVrWIztH379p1nMSWfj7TPW5J9yYvNHsfahH3msf8LRYoWEfk/MGBQfx4YTFvvKm1b1qhVPd15yp9ffGaXNO2T2flK1qRpYxw9eZgXtyfSCfx6HUHfb/H6l1p6psLlb04+RkxIFOpPayNzf+inbwjcz71Gw5YOsCxqrJC+TVYCgyOw88BNtG7qCOuSqs86J4QQQrITigRkgxlhgr3u8p/GRaqLLA/0+IX4qDhYlJM/YPT6qRf/yTKflIV9oatdP/3VRC+f3/jqFYC+3XLOEBVCiOrkzZsXdmXLCO8bGhrC3t5eYUOlGJb1xG5ZZeawZcnD7jLCPiu27tgsEphK+xpYFpL9/2fZS7uOBWtSB2zMC6RMwqCjo4Nde3fwYIo4rMaStNlEydjztbaxFruOPZ8KaYJIaZ+3pPuSB8taYreM2DvYi12eti3ZTHTsJglp2iez85WMzZIoaxvlpr6NtASCJHy+tRDaBoVQ1HGAcHlseDTenHgMK+cSfPIVWR3d+QB5kAcd+lRTSN9GEpt3uSMyKhbjhjaX6fGEEEJIbkLBp2wwI0yQ113oGRWHjoFobZEfL7/znxbli8p9jFePvyO/SV5YSXG1T1osG+Dpw+dwrFJRpJjvrfsf+M/aLuK/xBBCSE7C6hWlLjSuSJLWXUrr0cNHWLJwabrlA4cMRPUaLmIzmGSRUTYUyX7+dt9GWv6fLiDc/w3sGi+FumZKTbDXxx/zC3GOPWQfKvfrRyiunnuDei3KokAh0cL4svZtshIRGYNNO91Rr2ZZVCyX9ax6hBBCSG5Hwae/TJCUiBDfJyhom34GFP/3vtA3N+Q3uY4hEOD9K184OBaRe/heZuJi43D/zkM4VCgr0kF78MSD13sqby9/EI0QQkh61tbWYot7Fy1WLNMMJmkpcl+EpO4LedxZCl2joihknzKTYHRIFN6efoKi1UrDtLTsxbqP7X4AAQTo2Fu6rKfM+jZZ2XP4NoJCIjFuGGU9EUIIIQwFn/6yyCAPJMZHIp9FhXQBo4CPfijoIHuKebKAX+G83tPfmOWOefryC7/qp66uuCE0hBBCRIeBZYehXoTI4ueH04gM/ISyzVZDTT1lyOnrYw+REBOPSj1qyHxi/X+Gwf3Ma9RrZo+CVoqrT5YZNtSRDbkrb18EtarJXiCdEEIIyU0oGvCXhf58yX8apgk+Rf0OR3RwJMzkuNKX7PM7P/6ztJ3qp/iNio7Fu4++cCxPs9wRQgghJP2Mv553l0Mvf0lY2LVL6T8EReDduWd8djvj4unrbknq5N5HSBII0KFPVZWd+is3XsPzmz+G9Gmo1IxzQgghJCfJVZlPLFvo5o1b+PzxMwoXLYyGjRqInakoOwnzew41DR3om4peGQv49CdgZGotf7bS57d+UFPLg5K2BaBqL994ITExCY7lU2YOIoQQQghh/N4eR1TwFzi03Ag1tZRu6evjj5AYl4CKXUUnY5FGWEg0rpx5jRr1bVCosGz11GSxaddVmBjrw7VlFZUdkxBCCMnuclXm0+qVazB/zgIEBARgw9oNmDZ5OrK7UL8XMDC3F0kzZwI+/UQetTxy1ThI9vndTxQpYQodXemnCZaGvoE+Rk8azn+mHnLHUOYTIYQQQtLWevr6YC3ymlijoG0r4fLY8Bh8vPgSxVyskb+oqcwn7eKJF4iNiUebbs4K7dtk5pOnH8986tOlNnR0xM9aSQghhPyLclXm0+OHjzF77ky41HDBF88vGNB3ELJ7qnl4wDsULt8j3brfn38in5UxNOUMGLFsMM8Pv1CtruKnxJbEi9ffYZxfH0WsMp46mxBCCCH/Hv/PFxEV7An75muRJ0/K9dD3554hPjoO5TrIPlQuPi4B5488g32lwihtp7qal1v3XOM1Lvv3qKuyYxJCCCE5gcqCT/Hx8bh80Q2HDx3B74DfOHnmOHR0dUS2iY6OxsZ1m3D3zj1oa2uhRasW6NKts3C8vLvbVbx/9z7dvsvYlUGDRvXRf2A/rF+7AffvPcCrV68xbMRQZGfRwd8gSIyDvln6YpQhXr9RoKyV3McICohAZEQsipaS/cqhpCLCI7Bl3Q4MHN4XBoYGfNmHzz9gZ2NJNQ8IIYQQInJx7OvDddAxtBKZ8ZcVGH97+iksyheFmY3sQaObl94jODASw6c2VnjfJiMxMfE4dOI+mtYvD6tCdNGNEEII+SvBp/59BiKvnh6fonnzhi1ITEpMt82QgUPh6/MDk6dORGhoGGZOn8mH0I0aM5KvT0iIR2xsbLrHseXM16/fkJCYyLdhM418+/oN2VlE4Cf+k6WbpxYXGYuowAgYFZG/4+L1NZD/LFJc+cGntFgbfPTwQ7cOstdrIIQQQkjuE+R1B2E/X8K2wXyR0gOfrrxGTGgUynesIldg69SBx7AsagynGiWhKuevPEdwaCR6dqqlsmMSQgghOYXKgk8bt6yHnp4eLl9yE7v+yeMnuHHtJs5fPoey9nZ8WXh4OBbOW8QzmvLmzYsmzZrwW0Y2rNuIsxdOw6KQBc+0KmvjgNHjRkFNLXuWtmLTCjP6JqXTZT0x+YvIHzDy/vJnX4WLq/4KnJdPIKJj4lDG2lLlxyaEEEJI9vX1wTpo6hrD0qGzcFlSYhIvNG5SsgAKVSwm877fPvfBd8/fGDyxIZ9wRVX2Hb0DczNDNKrroLJjEkIIITmFyoJPLPCUGTbUzryAuTDwxNRrUA8zp8/Cs6fPULNWzSyPUbmyM0YOG4VqLtXw4sVLVKhYIdPAU3RUNB/qlyzodxD/GRIcAmViWV1BgUHw+/4R8eqFEB4lYHMKC9d7vf+G2DzxgKEm304eHh+9oasPqGnEy72vrESERyIuLh7BQSE8+Pfs+SewklWFCxoo/diqkNxuJGehdsuZqN1yLmo7+eQzyifXTL1/u28jifCAj/D5/AhFnQYjNCyGDVjjy32efkWg/29UbdcAwUHBMj+Xs4fvQzcvUKGKhdyf22n7Nhn55R+Ku/ffoE/X2ggLDUVOQe/XnInaLWeidsuZqN0U17fJI2C5ySrEMp8G9RuMt59e82ymZJMnTMGb129x7tIZ4bK4uDhYF7fFkuWL0LFzxyz3zYbbXbpwCV7fvVHQoiCat2yWadDr5JHTOHX0rAJeFSGEEEKI/FZuWgJjE2OZH099G0IIIYRkx75NtpntLj4+AVpaojO7aWpq8swltk4S2traaN02pWhlVpq0aITa9WuKBLuCA4Nham7GZypRBnblcfaUBZi5cCqM8hsp5RhE8ajdciZqt5yJ2i3norZTzNVBeVDfhkiK3q85E7VbzkTtljNRuym2b5Ntgk/58xvhebBoinVoSCgvWs3WKYOuni6/pcYyplSBBZ7kubJJ/g5qt5yJ2i1nonbLuajt/h7q2xBp0fs1Z6J2y5mo3XImajfFyDaVuB3K2eP7dy+RMf6s1tOfdVS4kRBCCCGEEEIIISQnyjbBpwaNGiC/cX6sXrmGT5EbEx2D9Ws3onoNFxQuUvhvPz1CCCGEEEIIIYQQkp2DTxvWbUTThs0xd9Y8fr99a1d+/9HDR/w+Kz6+edsmXHFzh1P5ynAs78yH3K1YvRy5ia6uLtp0aMl/kpyD2i1nonbLmajdci5qu38TtXvORO2WM1G75UzUbjkTtZtiqWy2u59+PxEoZrrbIkULw8DAQHifBZy+f/sOLW0tWFpaquKpEUIIIYQQQgghhJCcHnwihBBCCCGEEEIIIf+ebFPziRBCCCGEEEIIIYTkPhR8IoQQQgghhBBCCCFKQ8EnQgghhBBCCCGEEKI0FHxSkZiYWMyaMRtO5Z3hYFsOg/oP5kXYyd8TEBCA9Ws3oEbVWihZpDR8fHzTbcMK4C9fsgJVHV1Q1toB3Tv3gIeHp9TbEMVhM2QO6DsIjuWcUcWxGkYMHQlvL+90223fugM1q9WGXWl7tGvliufPXsi0DVEMf/8AzJk5F7Wr10U5uwpo3aItzp+9kG67E8dOon7thihTqiyaNWqBmzduybQNUbyL5y+iVFFrdHLtkm7d9avX+Qy2rE0a1GmE0ydPy7QNyVlCQ0IxdtR4VChbid/Y72wZ+Xu8vX2wZOFSOFWozPs24sREx+C/aTP/9EnLlMeQAUPx6+cvqbchiuPudpX3H9n7qHqVmpgycRoCAwNFtklMTMTSRcuE/c0eXXvhi+cXqbchisMmyZo4bhJcnKvztuvs2hX37txLt93WTduE/U3XNh3w6uUrmbYhirdt8zb+t5J9fqV19PAx1KvVgPdbWjRphdu3bsu0DUmFFRwnyjdh7ERBjaq1BK9fvxF4eXkLunXqLmhcv6kgISGBTv9fbJOF8xcJjh89IShaqDhvl7SWL10hqGjvKHhw/6Hgp99PwYihIwVVKlUTRERESLUNUYyYmBhBh3adBG6XrwgCAgIEXt+9BL269xbUrFZbEBUVJdzuwL6DAtuSdoIrl90F/v7+glkzZgvsbRx4+0izDVGcRQsWC/bvPSDw9vYRhASHCHbt2C0oblVScPfOPeE219yvCUoWKS04eviY4Pfv34J1a9YLShezEbx7+06qbYjisXar6ujC33/tW7uKrHv96rWgVFFrweaNW3ibHNx/SFCicCnBrZu3pNqG5Dw9uvYSNG/cUuDx2VPg6eEpaNqwOV9G/p6+PfsJ1q5ax99rrG8jzpiR4wS1XOoI3r55x/s+nV278nZMTEyUahuiGOz9069Xf8GdW3cEwUHBgo8fPgpaNWstaNOinch2SxYuFVRycBI8evhI4PfDTzB00HCBi3N1kf6PJNsQxZk8YYrg1MnTgl+//Hm/lJ1/1idhbZpsz669gjKlygquXrnK+5v/TZspsLctxx8jzTZE8V6+eClwqVyDf3aNGj5aZB37fsD6myeOneT9ljUr1wpKF7fh709ptiGiKPikAuw/I+tknz51Rrjs29dvvFPAvkiRv4t9QIsLPsXGxvI//KwDlywsLIx/qLAv0ZJuQ5Qr+b10/94D4bI61evyYFIy1ll2LO8sWL5khVTbEOVyrliFf0lKxr7cDO4/RGQb1iEYP2aCVNsQxYqPjxe0bdmeB4wmjpuULvg0ZsRYQevmbdN9Ae7euYdU25CchQV82d9e9hmajP0dZssoGPz3sS9D4oJP7MssC/yfP3teuIx9UWbb3rxxS+JtiHKxQBQ73yzwn3zxray1g2Dblu3CbUJCQnlQ//DBwxJvQ5SLtUExyxKCk8dPCpex5IN5s+cL77PEA3bRetWK1VJtQxQrPDxcUNulDv+b1rVjt3TBpw5tOwqGDR4hsqxRvcY84CjNNkQUDbtTgedPX/A02GouVYXLihYrCksrSzx98kwVT4HI4NOnzwgPCxdpNwMDA5Qr7yBsN0m2IcoVHBzCf+rr5+U/WZr616/fUK16NeE2ampqqFqtKp4+eSrxNkS5w5DZ0Dn23qlTr7Zw+OrzZ89RrXrKe4mpXsNF+F6SZBuieCuWroSpmSk6d+0kdv2TJ0/TtYlLDRc8e/pcqm1IzvLk8VNoaWnB0clRuKxyFWdoamrS+zEbe/b0Gf9bWs0l5fOvZKkSKFiwoPDzT5JtiIr6Nnn/9G0+vP+AiIgIkTbJl88QZe3LCt9vkmxDlCcyMpKXc8iXLx/vTzL+v/x5aYjU3xPU1dVRpWplYZtIsg1RvKmTpqFeg3qoVbtmunUJCQl48fylSJswLtVT+puSbEPS0xCzjCiYv78/8uTJA2NjY5HlJibGvO4QyZ4CfvnznyYmJiLLjU1MhO0myTZEedgf/gVzF8ChnD3sytoJP8TFtQl7v336+EnibYjivXv7Hi2btuLBeF1dXSxevgj2DvZ8XVhoGGJiYmBiYiryGONUfycl2YYo1t3bd3mg8MKVcxluw95P4t5LrCPObnnz5pVoG5KzBPgHIL9xfh64T8Z+N8pvRO/HbIz1W9gXW9ZO6f6O+gdIvA1RHhZAWrF0BRo1aSRsA1Y3kTE1Tf93NLlNJNmGKN4VN3cM7j+E922MjIywYct6FLQo+P82+X9/M02bsPfSt2/fJd6GKNaRQ0fw8cNHLL2wROz6kJAQxMXFpWsT1o9Jfi9Jsg1Jj4JPf1EeNTU27PFvPgUiAzW1PFm2myTbEPmw8ztp/BR8+fIVx08dFfkCJOv7jd6TymVXtgw+fnmP0NBQnD19DuNHT4ChoSHq1P2T/SQOb9cs329Zb0OkFxIcgjGjxmHZyqXpLp5khb2XmMzec5JsQ3Ie9n6kNs2p7Sb/NkQ+sbGxvLg78uTB4qULs9ye/R1NSkiQexsiuwYN6/O+TVBgEHbv3IN+vfrj+OljvM8jz99J+luqHF+/fMWCuYtw6NgBaGtrS/XYPBJ8v5Nkm38ZDbtTATZcgf0nDA4OFlke+DsQpqaiV/BJ9mo3JigoKF27mf2/3STZhigeez9NmTgVN6/fwMEj+/kw1qzb7bfw/SbJNkQ5NDQ0+FWh3n178eFy+/bs58sNDA2gpa2FoDSz+6T+OynJNkRxWGCXZSz16dGXzwTDbkcOHeXDrdjvybNDsvcT63SnbRM9PT1hRpMk25CcxdTMhPdrUney2VCt4KBg+vzLxth7kWVopJ2VkPdb/v/ZKMk2RDmBJ5ZB4+Ptg0NHD/DMQmG7/f8zLlDc519yu0mwDVE8NrqF9W3MC5hjwuTxsCpshSOHj4q0ibjPP+H7TYJtiOK8fv2GZy01b9xS2Le5d/c+Tp88w39nmfQsg40NIRfXJsnvJUm2IelR8EkFKlaqwKPXD+8/Ei5jY3vZh4ujUyX6f5lNWdtYQ19fHw/uPxRJhX716jUq/b/dJNmGKBb7ojN10nS4u7njwJH9KG0tOpW0mZkZihQtgoep2oR9IXr44JHw/SbJNkT5EpOShBlLbIhHhYoV8OBByt9JhnUIKv2/powk2xDFqeRYER7fP/Erusm3Dp1c4eTsyH9nn20Me888FNMmbD3rlEu6DclZ2HsuLjZOtLbX4yd8GAK9H7OvipUq8vfcgwcpn3/fvn6Dn5+fsN8iyTZEsdj7hmU8sfN86NhBHshIrYxdGR6sT/13NCwsDG/fvBXWXZNkG6J8LHCb3Ldhw+8sLQuJvJfY+kcPHwnfS5JsQxSnZasW6fo2rG5TqzYt+e/sOwILJpYrXw4PU7VJcr8l+XuCJNuQ9Cj4pALsP3Gbtq2xbPEyeHh48ojqf9Nm8i/NtTMZbkL+LpaK2bN3D2zasBkvX7zkQ1BmzZjNhwm1bttK4m2IYs2Y+h+uXHbjgScW/BNnwMB+OLj/EG7fus07XksWLUVEeAS6dO8s1TZEcYYNGs4zZWKiY/j7hBXlvHPrDtp3aJfSJoP6w+2SGx+Sx4K4bBtWQLVPv15SbUMUh3WuUt+SA0Xs92R9+vXhf//YcAPWJqdOnMKNazfQf2A/qbYhOYu9fVle2HjurHnw9fWFj48v5s9ZwJeVtf9Tg49kP+yLbsvWLbBk4VJ4enzhdYL+mz4LtmVsULNWDYm3IYoTHx+PoYOGCwNPBQoWSLeNjo42evTqjg3rNuL1q9c8w3DW9Nk8O4q1laTbEMVh53fsyHF4/+49Dx6y98miBYvh9d0Lrdu2Fm7Xf1B/7N9zAPfu3OP9zUXzF/OJV7p07SzVNkSxmWpp+zbJy5MNGNQPF85dxIVzF3i/ZcumrfD08ESvPr2k2oakkWb2O6IkkZGRgknjJ/MpUEsXtxH07NZb4OXlTef7L2LTl5YoXIrf2HS2yb8fO3JcZIrx+XMWCMrbVRSULFJa4Nqmg+D9u/ci+5FkG6IY/v7+vK3YNLbJ7SWu3Zh1a9YLnCpU5uuaNWohePjgYbr9SbINUYy7t+8KOrt2FdiVthc4lCnP3ydul6+k2+7AvoMCl8o1+DTf9Wo1EFy+5CbTNkQ5Jo6bJGjf2jXd8osXLgnq1qzP26R6lZpip/WWZBuSswQGBgqGDhwmsClRht/Y72wZ+XsmjJ3IP9PY+yx13+b+vQfCbSIiIvh2yX3S3t37CHx8fET2I8k2RDGePX3O24q1Wdq+Tep2Y/3NOTPn8v5mqaLWfJr3jx8+iuxLkm2I4pw/e17QunlbgXUJW0FFe0dBj669xPYl16xcK3As78zbtHnjloLHjx7LtA1Rjq4duwlGDR+dbvne3fsELs7VeZvUr91Q4O7mLtM2JEUe9k/agBQh/wI2zIrd0mJDe2gYSPae4U4cajdClI/9zWTdBvZ+I4RkP9S3yZmob0PI35P8fTCryYuI/Cj4RAghhBBCCCGEEEKUhsJ7hBBCCCGEEEIIIURpKPhECCGEEEIIIYQQQpSGgk+EEEIIIYQQQgghRGko+EQIIYQQQgghhBBClIaCT4QQQgghhBBCCCFEaSj4RAghhBBCCCGEEEKUhoJPhBBCCCGEEEIIIURpKPhECCGEEEIIIYQQQpSGgk+EkHT69x4A6xK2md6WL1mhtDPXsG5jrF217p9vmbCwsAzPPztHWbl08TIa12+CxMREpZ/L589e8Od1zf2a2PW+vr6wLWmHvbv34dfPX6jk4ITv374r/XkRQgghTIsmrbLs2+zbs19pJ8uhTHkcPXzsn2+Mz58+Z3j+e3TpmeX52b1zD7p16q6S83jpwiX+vN6+eSd2/bOnz/l6d7erePf2PZwrVkFIcIhKnhshOZHG334ChJDsZ+PWDUhMTBLeb9m0FaytS2P56uXCZRoa6pnuo17N+nDt5Iqhw4dIffy4uDgkJCbgXycQAHGxcZgxazq69egmsk5NLU+W53D+nAUYO34M1NUzbytFqFipAqwsLXnHul6DeunWHz9yAklJSWjRsjnyG+dHy9YtsHD+ImzaulHpz40QQgg5ceYYkpIEwhPhXLEyOnR0xcQpE4XLNDUz/2pkV9oe8xbORTvXtlKf0NjYWJVcDMruWF+A9W3Wb1qH+g3rS9W3YYGdFctWqqzvULd+Xejq6uLYkWMoa/9fuvWsz6OfVx+169aCpqYmKlaqiFUr12DWnPTbEkIo84kQIgb7ANXR0Rbe8uTJgzxqaiLLNDQy76DFxsUhMYE6WYrAznXqc89uWlpamT7mwrkLiAiPQPOWzaAqLNh41f2a2Kt+J46dQIOG9XngienWoysuX3TDt6/fVPb8CCGE/LvY52bqz1GGXZxJvSyrizUUQFIcDU3p+zYHDxyCqakpqrlUhSpoa2ujdZtWOHPqLOLj40XWxcTE4tzZc2jTrjXvNyf3bQ4fOIzQ0DCVPD9CchoadkcIkVpUVBTmzJyL6lVqwt6mHJo3bolTJ04J17MhYb4+vli9co0wlfrhg0d8XdeO3YTLWHpyj669+JAtabGrhxvXb+LHYs+hQZ1GOHzwsMg27PktXbQME8dNQs1qtfnxRg0fjeCgYJn2tWThUowZMRZO5Z35fYalYnd27QoH23KoXrkGVi5fhV7d+2DyhCl8vUAgQP3aDflj0+rToy8G9hsMZWBX4xo2biDSkUtOdd+1YzdPWeevo3INrFu9Hr9//8bYUeP5OWK3qZOm8Y5VaoGBgXy5i3N1/no7tO3IU86TtXdtx8/l6VNnRB736OEjfPv2HR06uQqXWdtYo1TpUjh25LhSXj8hhBAijaCgIEwaPxlVHKvxz7h2rVxx/ep1kWFz7DNuysSpwn6M13cvYbY3u29TsgyqOVXHgL6D4PHZQ+oGiImO4f2FOtXr8v5Is0YtcPmSm3A9Oz47zpZNWzFs8Aj+eVzV0QXTJk9HdHS0TPvatGEz+vcZiIr2jmjfugNf9+D+Q7Ru0ZY/rnb1uti5fRfv661asZqvZ8difYg9u/akew3sOP9Nmwll9W3SXlS7fes2fx1HDh3h/RI2rJ+95v17D8DbyxuDBwzhy1i7LF64hGdepebt7YPRI8agcqWqKGdXAT279eb9pWSs78L6P9dS/V9gLl+6jPCwcJG+Tc1aNaClrYWzp88q5fUTkuMJCCEkCw3rNhYMGzxCeH9Q/8GCGlVrCR4+eCjw9/cX7Ni2U1DcqqTg/NnzfH1sbKzAxbm6YMWylYLo6Bh+S0xMFK5LXvbD94dg6aJlArvS9gK/H37C/ddyqcMfm5kxI8cJ7G3LCc6cOiv4/fu34OL5i3w/Z0+fE27jWN5ZULJIacG+PfsFAQEBgrdv3glqu9Thj5VlX+w17ty+i+8rJiZGEBoaKqho78jPjdd3L8G3r98E/fsMFBQtVFwwdtR44WM3rt8kqOTgxF97MrZtMcsSgiuX3TN8jSEhoXxfu3bslur/KHtu1iVsBYcOHBJZ/uH9B74/1jb37t4XBAcFC7Zv3cGXOVWoLNizcw9//U+fPBOUs6sgWLd6nfCxERERgro16wsa1WssePL4KW/3VStWC2xL2gl8fXyF2/Xq3lvQoklLkeNOGDtR4FyxiiAhIUFk+eQJUwStm7eV6rURQgghisA+9+fNns9/T0pKErRp0U7QpEEzwauXrwQ//X4Kli9ZwT+nnzx6IvxsLVG4lODAvoPCfgx7XPK65GWsP8A+36pUqiYIDw8XHq90cRvBwf2in8upsX1169Sdf15ec7/GP48PHzzMH/fo4SO+TXx8PP/MZn2U06fOCAIDA/nzY32MJQuXyrQvmxJlBMePnhAEBQbxfoq3tw/vQ8ycPov30z5++ChwbdOBb8v6bMnY+gZ1Gom8hgf3H/LtXr9+k+HrTO6LXLp4War2Ym3CHnfj+k2R5dev3eDLG9dvInj+7AU/J4sWLP7T36lcQ3Dq5Gm+7OaNW4LSxWwEx44cFz72189fvP/TvrUr7yOyvuj0KTN4ny9127F9s/5dat279BQ0byza30nuBw3uP0Sq10bIv4KCT4QQqYJP796+4x/orDOT2vAhI0Q6IewDf83KtRKd3TrV6wp279wtcfDp08dP/DmwQFBq7DEsQJKMdR5SB4GYzRu38A6hLPtK25lg+2JBmqioKOEyFpBincLUx2UdOtaRO3XilHDZ/DkLeBAobUBGXPCJBdBYhzH1bdL4yRk+ztPDkz/u7u27Yjt8J4+fFFnOXsPQgcNElo0fM0HQtWM34X0WYGSdcHa+UmMdthlT/xPeP3fmPD8GOxbDzk1ZawfBwvmL0j3P9Ws3COxtHDJ8HYQQQogqgk+sT8M+u1gfJzUWdGFBhmQs+HTk0NEs980uuJUpVVZw+ZKbxMEnFhxhz+HihUsiyyeOmyT8PE4OGKUOAjGzZswWuZgjzb7YY9Pui/XLki8aMiygxi7ApT7u588evF/AAk6p+4JZXVRK7ouUKmqdrm+zcvmqDB/H+jTscayPIy74dP/eA+GyyMhIvmzOzLki23bv3EOkf7Zg7kJ+EY1dUEvG+mU1q9XmfZRkWzdv48+XBfEYFqRi50PcxUHWJ0oblCOE/EHD7gghUvnw/iP/6VzFWWR55crO+OL5hRe6zgwbpsVm02Op4mz2M5YqzYZk+Xj7Svwcnj19xn+yYWXinkNERIRwWWnrUiLb5M+fH8EhwTLtq6x92XTnokyZMrwYZTJDQ0OUti4tekxWYLtVC+EsOqxmBEsd79Kti0TFwKdMn4xX716K3OYumJPh9mFh4fynvoG+2PVsuFtqRkZGKFmqZLplwalqN7HzVKxY0XSvjf0/ePXytfB+g0b1+WOPHz3B71+6cJmfQ9eOKWnpyQwMDBAeHpEuBZ4QQghRpffvP8DAQB9l7MqILHeu7IwP7z9k+fhbN2+je+cefMgeG3pnW8qOlyjw8faR+Dmwz1lWO6huvTrpnsOrVymfs+L6NsbGxggJDpZpX2n7Nh8/fESFihWgppbyNbFwkcIwNzcX2a5UqZKoXsMF+/bs4/fZ8H1Wy7F7T9EJUjKyau3KdH2b4SOHZToDMKNvYCB2fanSKf0YPT09Pvwtbd8mn5FRuvPEXquZmZlwGeuXOTpWwutUfZu27dvwn6dP/ikrcOL4SV6Pk9WDEte3CQ0NlegcEPKvodnuCCFSSQ4UpO6U8Pvq6ry+UeqZZNL69fMXn0a3U5eOmDpjCszMzaCpqYU2LdqkK+SYmYT/FzKvW1N0lhT8/9A//X4KAyxpnyffjE0jJ8O+WEdGZJOkJF6MPS1xx+zZuwdaNWvDO3WsThQLyHTs0lGqguOSYh0fJiIiUuz6PHnSP788YmaYSX2eWPF4FiRkwcLUkhKTYGJqIlqcs20rnDxxCpOmTuQzxFRyrMQ7qWlFRkZCX19f7PkihBBCVIV/nov5LGKBCLYuM+/fvUe/Xv0xeuxILFyyAMYmxlBX10BVx2pISJB85l72Ocv6Qqy2lOhzE/DlrN+go6PDl4l7rgIZ95W2b8P6ceL7NumX9ejdAyOGjOSBp8MHj/CgT4tWLaQqOC5t3yaSXRQ0NxPz/NKfE0n6gE+fPEvXt2Hnz76cvfC+iYkJn/mO1ans278Pv8DWsFEDGOU3Etu3YRciCSHpUfCJECIVG1tr/vP50+eoXrO6cPnzZ89RtGgRYUdCU0MDSQLRDhu72sY+lCdOngAd3T+dHjYz2rev31HNpZrEz8Hh/x2Cy+4XYVGoULr12mk6UsraVynrUvxqJ8tkYkEXhl3p/Pz5M4qXKC6ybbny5VC+Ynme/cSCT42aNIK5mM6TIlhaWfLOpI+3NwDJz2tmWCeMdbAvul9Mty5tH5UV39y9cw8O7j+E+/ceYP6ieWL3ya4IFy9RTCHPjxBCCJGVta0NwkLD4OnxBSVLlRDp25S2/tPvSQ6YCNL0bZ48eoK8efNiWKqsHTaTa0hI+plfs/qc1dbRxsMn96GTKqM6GetfSRrMkmdfLKuKFRxPjV2I+/nzV7pt2Sy2ZmamOLT/MA4dPAzXju2lCihJo0TJEsIC4Wn7WLJifUDWf9u1b2eWwTbWtxnQZyAvZO7p4YnpM6dl0rdRzPMjJLehy82EEKnYO9ijdt3amPXfHJ7FwwIvJ4+f4qnIw0cNF25nVdgKb16/FcloYsO22NW0w4eO8E6Pj48vRo0Yg5iYGKmeAwvkNGnWmM9i5+HhAQ0NdcRER+POrTuYOnGq2Ct2ythXl26dERcfh1kz5iA0JJTPojd9yn989hNxevXuiSOHj/I0b0nT0mXBOn6VKlUSmYlOXt26d0VcfDzmz5mPoMBAHpQLDgrC0cNHsW3L9nT/R2zL2GLu7Hl8tr0WrZqL3Se72uhS3UVhz5EQQgiRRb36dfmQu0njJ/EZ0thsbtu37sCd23cxfORQ4XZWVlZ4+eKVyHBxFmhgw6wunr/IZ5Dz8PDkfRtpsUBO2bJlMX7sRPj4+EBTUwMREeG4cvkKFs1fpLJ99enXmwfPVixbyS8Ysqz1SROmiB0izzLDuvboirVr1vFZjrv16AplsShkwfuRyeUSFGHgkIG8L7th3QaEh4dBS0sTAf7+2Ll9p7B8QDI2hNHUzBRzZs1FgYIFUKv2n1mP02ZVsRmcXaor5sIfIbkNBZ8IIVJbs24VD9q4tunA6zaxDgq7AtS+QzvhNmPGj8H3b99R1tqBpzM/fPCI1wtasHg+Nq3fDOvitmjVtDVKliwBu7J20j+H9at55tWQAUP5vurVasCDWr369lTZvliNhZ17tuPF8xeoYF8JtVxqwzCfIc9wYkGXtNj0wHn18vJhfNVcqkr8/ObOmiec1jn5Zlc6JR1cHNYWVy67SzWcMTP5jPLhxOljiIqK5tMtlypqzdufTSXt2qF9uu3ZFcLYmFg0bdZEmCqfGuvYsjoaqf/PEEIIIX8DC6Ls2L2NBxca1WvC+y4se3f1+lUiWd7TZkzhASmbEmX4Z7HXdy/UqFUD4yeO5RefShezQdeO3Xgwy7yAudTPYe/B3TzA0q1Td76vpg2bw/2KO7r36q6yfbEMo41bNuDsqbOwtymHJg2aoWKlCvyiori+TeeunfhwPlb/SZqMn+GDR6Tr29RLWwIhjfYd2vMgn6JYWVnixJlj+PzxMz826wN279ITEeERvP+StgRC23ZteN+mnWtbsTU7WcZYeHg4WraWbOghIf+aPKzq+N9+EoSQ7I0VEWcZQKx4ZVrsKl9mRbPZlbK4uHh+NSn12Hu2PPk+2z/7nX2wi7ufldT7So1lZbF9pH5+7PmyrKvkYXLy7EvceWDBnmrO1dFvQF8MGTY4XbHMak7VMWHyePTu20ui1xYTEyt2OUvIyug1JD+ubo16PCjIgl4M+3MfGxvHs5ZSZ3SJO9/sHLFzIa6jmdl5SpZ8LHa1Vdw5WzhvET58+IjdYlLdCSGEEGVjn+vs80lcXyOrzzj2mR8fn5Du8zT149L2G7LqR0j6HNjne9o+FXs+7CbtZ7a4faV9nez5hoaGwam8M5auWIw27f4U307GMsVqV6+LDVvWo0nTxlm+ruT+gSx9m8DAQNR2qYvd+3fB0amSSD8z7XA/cec7+YKcuP6sJO2eUZ822chho3jdq0VLF2a4D0L+ZRR8IoQQOaxcvgq1atWEQ3kHPuxu2ZLlOH/2Aq7cuAxLS0uRztaCuQtx4thJ3H5wk3dOlO3UiVNYv3YjLl+9mK2KegcEBPDsMpZJlXb2PEIIIYT8XfPnLOBBJlbn0++HH2b/N4dned+4e51PFJL6QtW40eN5mYUr1y+rpK+xcf0mXhph/+E/s+xlF58+foJr245wv3FFaTU9CcnpKPhECCFyePH8JRbMW4g3r95AXUMdDg72mDJ9MhzKOQi3YcGoUcNH8xlwlq5Ygtp1aqnsnLOrmsoq/ikrduWQdVgzukJLCCGEkL+HTaayfMlynqGsp6vHs4zYLMXJRb8ZVhOLXVRjk5ys27iGl2NQBXYxj2VsZ5Yh9TewLDHWv8koq4oQQsEnQghRWGcoo+LkFGwhhBBCSG7q21CwhRAiLcp8IoQQQgghhBBCCCFKk32KgBBCCCGEEEIIIYSQXIeCT4QQQgghhBBCCCEEyvI/yWaYIKftAyUAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1210x418 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ks = np.array([0.0, 0.1, 0.2, 0.3])\n",
    "e = np.linspace(0.0, 0.45, 9001)\n",
    "mu = 0.05\n",
    "fig, axes = plt.subplots(1, 2, figsize=(11, 3.8), sharey=True)\n",
    "for ax, (name, d) in zip(axes, devices.items()):\n",
    "    trd = nemo.Transport(d.hamiltonian)\n",
    "    for k, c in zip(ks, style.sweep(len(ks))):\n",
    "        ax.semilogy(e * 1e3, trd.transmission(e, potential=transverse[name](k)), color=c, lw=1,\n",
    "                    label=f\"k = {k:.1f} /nm, E_perp = {H2M0 * k**2 / m_w * 1e3:.1f} meV\")\n",
    "    ax.axvline(mu * 1e3, color=style.CONTEXT, ls=\"--\", lw=0.8)\n",
    "    ax.set(xlabel=\"Total energy E (meV)\", title=name, ylim=(1e-8, 2))\n",
    "axes[0].set_ylabel(\"T(E, k)\")\n",
    "axes[0].legend(frameon=False, fontsize=7, loc=\"lower right\")\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3a7b7fe8",
   "metadata": {},
   "source": [
    "## 3. How the resonance moves with $k_\\perp$\n",
    "\n",
    "The emitter injects electrons whose transverse energy is $\\hbar^2k_\\perp^2/2m_w$ with the GaAs mass. The\n",
    "resonance moves by $\\hbar^2k_\\perp^2/2m_\\parallel$ with an in-plane mass $m_\\parallel$ of the quasi-bound\n",
    "state. To first order in $k_\\perp^2$ the shift is the expectation value of the transverse term,\n",
    "\n",
    "$$\\Delta E_r(k_\\perp) \\approx \\frac{\\hbar^2k_\\perp^2}{2}\\left\\langle\\frac{1}{m^*(z)}\\right\\rangle\n",
    "= \\frac{\\hbar^2k_\\perp^2}{2}\\int\\frac{|\\varphi(z)|^2}{m^*(z)}\\,dz,$$\n",
    "\n",
    "so a state with a fraction $P_b$ of its probability in the barriers sees an average of the two masses."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "97361bb8",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:48:11.981957Z",
     "iopub.status.busy": "2026-10-24T22:48:11.981854Z",
     "iopub.status.idle": "2026-10-24T22:48:12.051269Z",
     "shell.execute_reply": "2026-10-24T22:48:12.050863Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "lowest state at k = 0: E_r = 81.79 meV, probability in the barriers P_b = 0.111, <1/m> = 1/0.0691 m0\n",
      "\n",
      "  k (/nm)  E_perp emitter   shift E_r(k)-E_r(0)   first-order <1/m>   shift / E_perp\n",
      "   0.00        0.00 meV          0.00 meV          0.00 meV        1.0000\n",
      "   0.20       22.75 meV         22.05 meV         22.06 meV        0.9695\n",
      "   0.40       90.98 meV         88.12 meV         88.24 meV        0.9686\n",
      "   0.60      204.72 meV        197.93 meV        198.54 meV        0.9669\n",
      "   0.80      363.94 meV        350.86 meV        352.96 meV        0.9641\n"
     ]
    }
   ],
   "source": [
    "d = devices[\"AlGaAs mass 0.092\"]\n",
    "r0 = nemo.resonances(d)\n",
    "rho = r0[\"density\"][0] / np.sum(r0[\"density\"][0])      # |phi|^2 of the lowest state, normalized\n",
    "in_barrier = d.mass > m_w + 1e-9\n",
    "inv_mass = np.sum(rho / d.mass)\n",
    "print(f\"lowest state at k = 0: E_r = {r0['energy'][0] * 1e3:.2f} meV, \"\n",
    "      f\"probability in the barriers P_b = {rho[in_barrier].sum():.3f}, \"\n",
    "      f\"<1/m> = 1/{1 / inv_mass:.4f} m0\")\n",
    "print(\"\\n  k (/nm)  E_perp emitter   shift E_r(k)-E_r(0)   first-order <1/m>   shift / E_perp\")\n",
    "k_line = np.linspace(0.0, 0.8, 17)\n",
    "shift = {}\n",
    "for name, dd in devices.items():\n",
    "    shift[name] = np.array([nemo.resonances(dd, potential=transverse[name](k))[\"energy\"][0]\n",
    "                            for k in k_line]) - nemo.resonances(dd)[\"energy\"][0]\n",
    "for k, s in zip(k_line[::4], shift[\"AlGaAs mass 0.092\"][::4]):\n",
    "    e_perp = H2M0 * k**2 / m_w\n",
    "    print(f\"  {k:5.2f}     {e_perp * 1e3:7.2f} meV       {s * 1e3:7.2f} meV       \"\n",
    "          f\"{H2M0 * k**2 * inv_mass * 1e3:7.2f} meV        {s / e_perp if k else 1:.4f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "17de2098",
   "metadata": {},
   "source": [
    "The lowest state has 11% of its probability in the barriers, which gives an in-plane mass of\n",
    "0.0691 $m_0$ instead of 0.067 $m_0$. Its shift therefore lags behind the emitter parabola, by 3.0%\n",
    "at small $k_\\perp$ and by 3.6% at $k_\\perp = 0.8$ nm$^{-1}$, where the state is pushed further into the\n",
    "barriers. The first-order estimate from $\\langle 1/m\\rangle$ at $k_\\perp = 0$ is 0.12 meV high at\n",
    "$k_\\perp = 0.4$ nm$^{-1}$ and 2.1 meV high at 0.8 nm$^{-1}$.\n",
    "\n",
    "![Slide 37: the band edges, the emitter's 2-D density of states, the confined states and the transmission peaks as functions of energy and transverse momentum](attachment:slide_037_crop.png)\n",
    "\n",
    "*Slide 37: the band edge $E_c(z,k)$, the emitter states (green) and the transmission peaks (blue) as\n",
    "functions of $k$ (0 to 0.07 Å$^{-1}$); right, the projection onto energy and $k$, where the peaks\n",
    "follow parabolas.*\n",
    "\n",
    "The projection on the right of slide 37 is reproduced below for the device with the heavier barrier:\n",
    "the emitter band bottom $E_\\perp(k_\\perp)$, the lowest resonance and the Fermi level."
   ],
   "attachments": {
    "slide_037_crop.png": {
     "image/png": 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S2CpE2SJrdDBLN//a44AQuFJw0/4oIYzSC4RQLReEkFMJeMfZJSfTc7CgCNOg9IRZizzAlyCsZWxq+juXVcyHueg4f4gQPJrNVsvS//c/axLmHyEEokHayhhxAv0gaF3Bg5K9B4SxMx0XcGBSKdbT0D4vfhSp9BgTMIGHLuAhnwwZocgw4uTDMQQnd1iLjn7ZnB7O4iru+dL/9cpaU0n1QrOk5KP3PLb5QIZ8YJsUz6sdqRDhQhAGdYYK7UbYRpaRDsKUxQt+TRLKXzhtzkJaWradzSPIErdp2IYOcf6LEPEJhNC7Mh8rFQtCwGIWhDDNIr7C9W0/MRLSZ9dhSQQokVBUPookxtSmU8UE/kcIoRnh2Q7iJ9vWsta/hHiTEDayDA5xZCCAyTmjGEEAZwyOnaJYbBAREPQ9rimfgK+SOSY89Kn92Wa+vI4Gh5UMfhNEzh8lhCOEwD/UJyO+vvOJExoSacU6PYIIZZXitUggt9ALRvJAKyKpqdR6JwolzYIQHacGaXZoKfQyNokQAloi5ajkRrogIAT+IsVPhV5h4rRFM5XZnodvmQTeJww2nTr2hAaT5XQ+FkNojesLhEAtAsMqHG2BWMk1C0MN43GKImjA2WXLZ8psi8mwlJ/MrzPobKdPQHy3jxOCJxpOLtQjqn8J8TYhZpoQUXa/8Rkc4G3M1r/x2GvKgLxQxIC4Y5ZJiNg00esTzTHJLvfSDNkiTgXE1BmTjBhvPxxD5IYBLrtnrV/Q+KSrXLUxqNVqN9stFApnCH0b8Frm31TrDRTUPJmv8NneMKyyowyrZO8I4bHOkFXRYVMJ+NDo1JSqIZ1IVNAIWKNogBYdq+NFSoWWFQ6QZOCvmZuomvPlhJh/KiH0MN2jeRmriCEiF0qqcowxVxa0Y2SgXAp5GD7IW0SaAIIIdioyTYRYlBOy8Ug+jGsYA0UsgpUIjk+IIYQQMhxo/s0yTiBEk4QwWDJjkRHXtCl2YgcudEUUoXgjRV0u00iX9w1FGhi4b8b2GhU7GpEZQMeGsSLlhR+vQxReVFKL/vKK5VnXoB4yS9nFvKlijzTAAEVTSbZKV2sY16rmJbSSKZX8Kn0qz3QkbXeK7kVYrw1q4aChbAd1Szhz8Fuy0okyJowQUKp3GpiVG/QHA/ipJAwhVL3tt/4cQlSKbfKPHJB3MUQc83yhqNzuVtJt2itV7Mq+Bi5VAJxevMlk3RJpYFQQlvK9rqkfxCLyw/eISy4D3bSUfIgQ9BfwHGcWzWUNj6zW+MuD1wnR9NjLMAQNGLIiKEzjEPUaEawrMb6QPw1UIRD6sXeH0v92g2InAwlShtevXYJMgI8YmHyYEPqVbUXiV+dHX12xBAiqZX+raw1zMPNMFju4Z1yOzNTVymtsbPOCgpQ7lXJvKBLCCWsBLvc0aIAVURv/3kjhZ1vr8gWcAHFrbUWu73BPlB21VSOw5uiGbrIqcpHI/TouvESIz346bX9uWVC8OcwykLZCkGcwnMQZwgJX2eWEOHQyKEwgn3V1YCrOEqiW44nAU5WZ5TX4IB9Ghy1GgRdvY+rZfz6GKNxPQAjR40GcmXtiH4wG/oVD6TnVdYqzHBe16QoECAdUHKmpzeCFm2UxU8QyM5A1igsp55lQZZBX02WCsY0lWCjhFUylhVGS9MLGC5v+PCHmtB/j/fb4JoAaE8ivfba/jP/wVMORKvNxjv3G/9Gw5y3cQPHVKUoRkRXZLe2tFKlMf8cnTsD4gIkkAy1Wz8JnP/EAP/VAcJUY9PF7bI4wm82ffScnRPQFhIArcYdD2i0QwsVZA6bj7uHCEkPGBwFS6XWxzyG3FdxRaLlTFvOdxEbryMW5E+PUQlGM8+QZmVHmZ32YEJ0dIdoaF5ZZbPrMyyp/MfE8IZL7e9QXcGXb7FnYhp3pu949K/Wmj5c3luqCyZeUr5vkEmhi8X1SwnWFC7i/4jswepAZJvMTCSEHelWzolclr+zZVyxFNuNu3H2/E55B2y6r3E6SduSYrWS7LZ7E4nj8/icetLGIys8TYoDjVxMCkzUcB5c7P249mS2LIg0Y9olrH+4djEwxDecSE7HBQiQgUOZXxBhp8+VLpfSdMHrFyQnhzucSgojQJgN/qfAWIeBylAETeDVL0tgsxTshvK1dGY11QQgAggVJYACgiHNCgAx4CQ1KLg1WLlMUJ/DifwUhOAyU11IrX/Da7j2n31vH4uRzCxVMr21ZKPDgxM5OnZD/8Ih9ChHn9tkYovPPEELHEKxvZ3LRG2JDkGwK1z6tu0lZ1nKFImx+8T0EEimJglMHgQTbG0hFEp5ocfmzCTHXqYb5lxBvEoJpRszXhcqpMpM/OWlhpJjGIrPGxAFiBtsERWI2O0yXhLDNPIaAngLZe2pTm22UfJwWTDKYsn8uIVocJ47Y0Da+apEfd2GZejb2/TEEnlaLxn5zNWspFnFz3dkrG6fY+t/tJvrZCSxmgvfb0jOEmO8IUbz3awjRbokegnEB0wiaT6F76Uv2yty1JOVwnHL42UEA3EuY64IQPlKNTJ46flhkU/h4WVKN0ucRIs9bo5b2PPw70fUGIUxe0LzzU9/KFtRhlmGIuE06otIPdZlExlKHKDNZZFxRlmgCnymqKZbeeN+wP50QtvSq0K1yra9gxOOFWO/OMuCe53idMPIiK+H5LuvmyiXd2ntKAFnPk8sNPzLZyX8ySkmPCZE/oTkhOp0nlcovjCFcViqhwdvKBS+SKB+ufimzDN53DJre4tq3Y5YfGKeSF2haoAbBDxsMJkrsGNm8LQEXEp1+IiGEEV5Le2L/DSPeIAQu/S0LRnR0Zz0pThkhs+sX80UypCOaSnTASh5SwoQ2SXjhNnknRLQUWlyFyAJsWdtl8/MJYXNu0JeFKcZXRBGHkUPFeDchAC60aJ22pVq8IxoyU2AYx6spj9VoxsGGs5+d0YT7m3m/te1nn+bBYIeIX0cIFGq3IovBecHM1NVZRqFEzYhLg6488kHIa2Je/xuI+Vn75qkYowUsp6aJsAI9M7RCPpsQxRyx/3f9zluE6CISvOc9z+CojEGdKw6UjXjemyU3plQSHagNFVJ40REf6PfF5TnTU9CZ77IQgRfV5vhCIs7on08IirDnIqCyvoIRPy+jYR2ChIggpezYjCHMYrJF4ofnpq/Lx0tOf3qMG4UhECJ6hRCDX02IlhBCTqxNubDBTvKiSyx3IullMBqlIQ1XNmwTiVVdhLOuBK1waUetEjkwlTqfWamc6/0c4oiqd2v83eL3aqWSLUr2HtjrlFYUU2NK3mS0GzGYT60krvvUcKVo4fIr8D7PAp2TsDeFL/BNEVwj/ZQv/mxCWLKrqUXPCUx0fTYhKm97bLxKCDh7G1ZIc2CTobKoU43dltSXIwjzUTTxbp8HRH/PZRmaEPLrF8cQ2LMolUqGmTQpegZp+A9Pkth+SkWT/bF7vseaJYONtKSfmzJj0oTq6+QLYgj5JrLrp/WkZPnv7H0eESKSehLVK5y/L7+yxNtg9RID+yxa4FNRmuD7MfX0Nk3IEp8+E4VzTEwPfkzmGesNLOi8zyJEx4ESp7O3InN9+2vqlT8bQ0QWTDnb4dyL7ESaP4zASq6YZ5jiZLkfiDsYn8ViHV/G3TDDgHy9lF9CfF2oE5BEz5WFfvgWPmUneNek0y4+HzdnM2alsuk+fpqx0ooyzqce8l8fQ0TwN2StoZRyG5fxTOkEaYche11Q5zbheYlVcJiG2aSmrHvBwAtuNyxPGCUX34MDn8aXESJXWZp/2xqP92VEMtspTwzLD68RQhIOfVPMR5UMGcnRNq6iddzf02RYnE0S+FRChPtVhIBLnfU7E8LO5+WNMsfaSs+kEaYef+Qj35Vpap6mfFcMEWjOLxsyy2a+O4qwwF/4+nLk3+RO789lGU7YaeCCiH49IZy8DmFo9pWfznWaop+iu7jsIHP1JigI98RNwPT5Zb6oe3k3olCn/EUxBJ+1vLjVKoZRGU+e/SUE5o2RZaDlYFZKxcjt81GsUUxESHOOr3exgVf+Rlfk9heAVOgFJ5iQdObWpxHC5eu7PxE4yWuZeq9G5Z9eN/EMIaAJSpmD4/xG2hGXzCcucHk44cu4Eqr8MTM7X/sqGBh8YtwGxRoxHLMPUGbwwCcXbQHfL7MVDVkBGk7G/bb8NMtQHcuJ5vaTdXZfH0M4orrGuBW3mMXPnFnS4iUYaB4RU0jj2qXibLNlM4GrBf+y1UF8zL6IEHRK4egPMo3mQcny36qvPCSE8iJxkDHz2qRhPn/ou529m/Av7tq7Dxhak1y8a+d/QMm9adkq+hJCoNDksWBpW+ZvEUY8QwhKhBKby7vKmCNPi36GuZ82N0q6FYqAWrGwc4/5JPkQIwU7labzxtTFHnYBqCSwpYEK05lEP+MYs7dJiJI/fxIqRJE3X+gNef8AIaRxLDR4JoSgbZGJWMHQjR78xH4eG+Gxb4guj64leDJsMZThT/rphKDPj2yG1NuAaTHzb/e7PcoyDPGp9HfL7V/ccHv81tCmYbunMo+XnyiVpVJpf2YMgX1OciLgdQ2CdhsmxjDE/j16Vc8Rgu3gVJYk6kk3Xbfcgdi19c1VCgoo0q1lvj72RS2AMOFef2iDGAM9AeTmbDjhxktRG/6S20IRem9EeXF/bzyJIXCdqllzoRHxSwmB8BR1CCGEBJmvPnG+HoEpG6Lepetgcaq5x+KUzydEm4TApaBN8/UqwT0i/lYqFaYHMhXTR1SOlx1H4+JTirf7jycvfnriYvc4Gg/RVxAiwIFr0YFXScyZz7PfsVLJC1vS8ZjdHSMv+ZQPPa1yQYOp7jkAR4f9Ur5Em23lVOr9IATgEGvFmi+ZnWECGaxqYr4W4sMyYohnCIGViGZzYU4fRxFf38tQLa6dP+1I0+P39u8e/wXKmp9OCJ5F7XyGeE5CgKdNO3c0O6v82wkRFfNF7/QkL6aFDt9/bncXZVgtz/G+ihAhCeGixNQDI/5pP5BnK5UxpGMMqhO5++vajGk/cuhh8MUZ8NgUBw6+z5Rc1OsCl5ijspAT0XQj9WkGWqZQDXO2Me05toxHniWEFzWtJF1MHyPiiwkRdSxVpheXrDjVXlzHxzb/rfcVbnP7rvy/beHfpb/28Ft8MiHmEkN0SAjZwJCbWS6o63/S/v5XVio9++TJoSQ5GjNKHr3/0khRUoZdyqmEKCpq6NLhdXOtowU7x3UISTNg5oSvhNOtr+OIf5wQCxICZ2xRqRQHBNQR/VQiBEnJ0QvePz9czC6EYK4AXQMVQ8wxaP1KZwQIT3oEBSWsBA4eu2xfIDEhdLiu6143Te63SKQhPekMhkN4Zs/Z5UfnZ3pxdZtOZwswwvd7Q3nekJ1FbrfbCedfQwjoXp0Z1uE1m03v0eHmR9TyENR7duuFw3Ec7/HH+PUaCnopqG5ncQ8X/NBF+8S+RJvmpifHEHLS7W9NO08NLPgyyl81+/MnxRB4Vh13d/BVOPylDzxq5IfzzuMwLDiFELJPfigSwAYJMdRHD+d8JPRwnHZ+q9AvZBu1FCdi+1MMWg9fz1+yK/yYEC3crM2pclXozV0qpqA0SygYKuVJhsmpt1Jrsx/ahlEfC3QuVUEZBCRUGMLXhZbP5Wh7D0WJW8W8woiEiWVWkkpDBsGmiRANjiwZ2YOz+X5rRT1/OlX98ajXnAX1BvdMVC8uvn27mkbT6SLwR6PRMGTsFUR2dzlyguCrCDHD7Zh4cB672RQbej0ZrgzDl06I4jV+0nQoTpicA1G+4tUpdgn/lB7iOCSR79jBiI1sn//3MeLQDb8oeBeUfm0nO4W7H97l/iYhEA3khGiQEINBDgkhxPyAEHmQKITwivdtc/d6CiB+KSNAiOkUQROS/8ARQpjNkr7FM9nYsJpqs4/nHhIiooDVEt1ganNpuHiFYpreLSuUHkx4362xDJiE4MjcRlx+aEJP00AYs1SZbLAlCEIMeyBBMJgsVyPWcbGjxkquvn3/dkFCBKG/XC6HA02I3mi5bH0hIcgHbsTzHp0R2mobwnk48b1+t+8IT46JEUWH0BDcyLYEBwNzrYIX89ci1lMJIWPhrpsz4l+8cyuSMK31+kb2UA5ctWHnq46cED6b0mCRnMXMMg7nCU4gRPRPdjVIiMXNJlWuHzghCLFeRJI9bG0mGdqBizXJUuqb5VxQ6bqJLe1mxhCxMvFlG2VCNgXvV/jvQ6RWxd7PdZKIGhk7wUgIQ/vLo0S5qvYkOmHhEoQYj6c4lqv1sj8IZotWI9w8fCch8MwO+r3lajlq4MkNZ3EPtIi+kBCeh7JHE0YZ4dGxO6csphFee37qCfLIVE/f3oCYlsSquN3zGzpuqy3c+AxCRKh5+X6utvnXEmKeE+Iw03vuKF7gzk/br59ECPEgLgiBQN2ScmSgy83tUwghhiDG3oz51xJiNl1gDBE/ReCF2Jm8US009iU4kJojd5LQhc04qNVjbZ3oJ20SAn49rsQQ8E8EIZCacNEkQg4Qgpt7UH7QE7jaM5ifSwMGmV+wNSFmJMTletXvL6aLMEgfSIgUhBj2QYjL1QicRzSBEAK0CGZfQQhLYogZooT5XL2QZBTHyWdI8dk4GYsU1tJcsPRDJMt86HEYK/qMLMN3WQJ3c5uBfyshPNmbfvCCvXih54T42hiCPQlfd6AC3ISa5iw4ONpvE0Jkcf4/VLEkIaabh6zpI3zXhICNfrnEEiSKEXTPKNssSsb7LAO7QDnPgt+sVGLMhQKKmKdk7EsTA1uXWalMpFIpH9rEWj6EosbqftuFtVdMYOSECKbTcyHEAHmF6l+REA+ZE3TG4/6IhEDGNu/EIMQlCDH/MkJEXtNDCPHiSh9Hl7hevLcc5xMsTAsZLM0FyyqiBtQoWalEjoF8w3Vcx2t/Uh3Ct10Z59IzxP/arXwtEYp4B4x4/Ot9scDHCRFpQsy9WQuE4LGPI94kRIvbYSPXNHSqUfnVhFg0QQjYRIAQ6GWsFzavQA7Ho4qQcMQCjECxcr1r+sF/I5ablMGlJUksBUtEGTRZkW5nUpYKhc9kwhbn4ExW1iGM0NXNe1qr7AgxCBZTk4QgKhr9GgnxsE29YKgJsSQhOv4XEiLf/a1aTYq1mp57/Ks48DkR05E3AtD2UcCQU4GHFLnyQgXL7UXkwL/zOi8XyN9Rh7DpOypuljtGnP0L6xC857bcg3bG8a/8KIwGvpwQPl+SNv9huM8gGWdVq4AEz4k3CJEbgrjuP1GOICEYQ4C3BSFaTAbETwfxAecyDfHbSGJoxfESYB9pHCXkGVCCqgOMLTf0FMbItEw8UkeZpGt8qIaGBr5HSokm65iy7lYmq6UukWcZPjLz2aIrhEC20e8ntw/fv92m+Pf0x0oIQUR0Or0vJ4RtcXPZq0eWtCzvJTwgZvAek8HbXcW7DKUtXGhBFNOSCz9y9Cd+mBBidQhCYPVqOG859r8pijiKITCkm5xwFInGVxOCzGao4Pd6yDeaZtyLCQlfnzNt3lLeqENwSK/lSxzxT2UZnj8nIVAgWLRKOs3ANZ4ohA+GL7OYooIQDw6YiCcsV+IBrBh1d8NGz5Pia0sIQLwkI7+spzZQr8S9jbUMDnva/JIUC1PzSqUPH89wOCYhhiBEEAggVpV4NgMhGswySAjE+h8mRCXfpClxGh912Tgyd3oIrBbfiqYSf6wzrlXIf6+z4jGCn8hqFz2JXHd7AAXhwgkFCvxuUf7Fs5loIFks7WXd9h431N7TyxB1HrNblNBdMZj5v6OxLPzTZGazcmyQchxDWM8pJh//cZ9ZBETny3sZvObxivjuqNeNo2bT7slBRZTGwdsxBM8U+8AP5NfBn4RoolI5a0WBF0hToiUVRe4vhApdSgdsZhiJnnVksuAnsRhGmGUdEeAzkXNw5y/e6vDjfjPqWWU/1Y49Sa+qB5+MqtXjZBfVFlyci9ZntGgugvFkcnk3GVlIM1invF0vR/F0OhwG89FK6hBO2M4rld4HYgix1uPvSldOLLSWOX4BmbeN3y0VtbiVT3YQFUu/zSODiGSr8FkCBlzGj8oLutPRPqmE+ZgQumLhtD/c7dwRgnWRnBH/pw4RIT/1WjyKIRR8PlK9wyA/RCyZ5BLKRLuGbTUh2r+AEFKR7I3MboxipREwgEBIzJBCpNgnEAI/lV34gfzS13RPiDkI4SDLUEp2IBtYSuwmWBxFLzaOM4MKNE7ge65ClRIukzatYTjjIl7jCDZiKKLhzcNFltWe6nHzF1ZcxqYPPVW5ygMFzlGXA7T0TjB9NlWjnBCgQlUtAIhvt1eXOSGmM02I0AkDdjs/Sgh989F44HQ7NpuSEDMhBOI4ehMRC+JmwdXfsL7R7+GhQUIkdAbfBQ15vUGuba2vjV7tSjxPiGLqt6hHPC6i/Rwh8uTV/AeqW18eS5h6t3Jlh/0jQmgHmUPzZTk/7fLeAZIvMgjBYYN258sJwSLlDHe4qh8G6lpx9CKwXBKix1TjbUK0ZZXSzg8k97D45YRwAg96CEVpk92ifAGxAtqTIoeA9iHWD/BHpB/jOcdLEiUc/AQs0M2I2OSQSehyedTLdR5l0xqBGPTnwLYouzcSHz72RwzGEIgPFtPBeCK9DCURRMr+BQgRdwpCDBx5ij9KiJJs6q3o7d0yz67/fdh4ZInbMPZ2UhgqTt5440pexJ+GcykGrZATYx815AHD/LEE4qcIoUnwLCLeSYioI212fF1LFina/4fg8OKlcUAIdHIScZDZuXrIuYoXkq8n6uUcEcKri9xYxpF+FSH87lAF6mZzLYwIGsOcELOTCDEnIbQfyOxXzvofE6LFLINlyZK2QUAdgm4QuxiifBBD6FCcMQT01qZgOpZookTzGJd5lvZUgJKqR8VlHkO4I8vuuRVeo8wy/OG4vpiGJAQUU4vbB+itL0iI3hcQwpQwgvBjZUXncobs/m4ilkEI5EuWYYsRhPy0spVPvEw5oAIhemLA11O6k7rKVNQg8QqffjN6hhCaCt5hcfPnCTHQH0VnVlZr5Dfb/yM5RsXUdhyVfRjxiBDKVHid7N2iBi7PofcXK+UshnEiCPICEqIVtr3512cZQARGM+oAxPUPHECEUkHYEULM3iYEJvVCnAWFHwgHeX9ZpvFMDBGZYqRUoiIq4b6hgzqEWHqBChErEpbL22wS6d3BnMbAYYvqsgpFBIoPYvZXrlVH6GtUa9Ua/rR6I21NTrsenzHEGDqp2ZCEWKII8e377UV3uV6NRtNptKtDhJ9DCDsvV4pbnI0FCbJCr9TEyIUtK01cGE3arlQrUFBJ7Dhf65oknF5DuXabNP1j1dQjadU8H+Z7NZZ4LoY4QMQHK5U7QoQYRINEB830/1v+MpV8x9wh+A4JEUHsm4pbaOFATMNUWsEwbsRT0cNCd8MmITDU7H2dMGLfy2jT6wRnsQACiAAjrADTGUKI2RuE4CwvSObs/EAWs18XRhwSAnpmzHYuaFFps8Np+4n40+pnGjFEWfurlX0lKyzF/TNiDMEwHC0PqK4lQjf9XrU6QjZRpcOX4VoJehxVfdRQh4CNl2xSZLfT9oeN2XQ2ICHiK4QQtxex9Cx6s9lw2I6EEKMh6xAfr1TCHh0bG312Jmw4ia03lG6UDRCiacE+FNeXxBBcjN414/UmXm2SkltxzQ23cLpc6ZkgG8nF006h12vvJjJ0c+OnCLE7HXTJs32QvbybEPmBnqeIc+ji/H+CEfwZdNJk0nX64O0RIVwSwtj7U5YxbNyNK2Q9z4DSWbdCfuSEQKLx5XqIOXfHBcpJbn78+N///qcZoYAI35+dQAgWLtrFROHODyRXUJ39GkIEBSGoupbaDyKJOFFGHm7DC8LP7VIRW8SuxOK8ulworYvKv6EUrRk5olWu9Xo1vZUL7yBuqPJLMC5QdUfM6unIlNchei7+z0KIiwcBhK9IiGjQHw8Hwz0hil7Gz/tDcFdOxmXcm2yTWoBBuqGdIWoQ2LxsQWJkCCH0RoWSvdl2M1jjsJ652cZicpyQEHYr73Zq2aR31N3kB36KEPQnlHJnp209UlC9RYhC4Y1PcpxjQvCYuf7/EUYYEtcq5Lbpes2OeQLMJ+UnWUZEJ9u9R3UCjT9Yj/QEiW+WJQwjUafeEeLTyRDl2IbkpdDksqGhmGP8Tw4yIuEAF6YdgjeyDPEDkSzj0A8EwYRh/IJc45AQ6GWgDpEomnYpHpz5xLMNFy+8kyZ8wMdRsntMpy98gf64qFTkq5NkyC/Wj/HeKh1i4kG+qXxO4QyGQVDc8xgfSJZx++3bt4sLf6wSUMEmIToFIer7budPE0K6lZukmm0cK9soyLiizUaK4dB+GVbTQjuJvYwk4xpfjKFusU4+Yc/D2GyNSrZOcG9KYP7z4TMod5Cx2tFBAHB4gnHus61rGzgrHBICo4ovf0M2z6D9D9v8zOjx7FihGs93S5fz8+pMfp/9Ea51/DfiBuNXFWymIcXbZAgALbjB4a3SzQkoa2zL8ojolvQyTL29QLYvm8J61pdgwspmFh5uMjh+oJcRvjT9+eKU/+uHDAKLr4hVs128eOjnL+yhatR3gBBEoBzRH8QghBXBv6h6sHjxUQwxl6G/3Z1on9XahozxGpVfQojIUpad3r90bO+/5Lgb+UrBFKI7uby8/fb9IZ1O55RPsTrZiFrtfQzxET3EWU4ItV5vUpxe5TIJkbWs9Yahq+mjl+HBPIbdThcaD2imsKpps3UzruHE5pDNdoQde12owhK38/WEmOtUozgf3yKESP+FEAE/03/y/XJC4Iw9HAw/03YDfwIh5F/JGNQBvVNgAk35zUalADZeRx2pmtgvaTuUk+qdWxLfYlLIdAtCGHQXxWZVBB8oneNuYLccRm7FrOepDjLWW4ebv0VSzTdTsxn3YApxfb0DxC7VCAI1CFTVgTtr+3U9hOc8k8VoO5BfE0NEYeApbKDbpipR+si2Nwn0QfrWj5wd9giK7682mUoWDB0QHmw2EhQkapgka3wOg4UFPn+9XiUSNyzUar2Z8KMJv89qvVIXiD1UfKEu15c1t99v+PFFmm1hCnGLHqdPQixpGxPNgugTFVNlFCDwY4AQysK5xYQiE0tu9DFsaCIw2glCYJY1gbnkfcriA2MI3Hpi3Kuwn7PLLMM9WH3yRYSQDMZzuG9ZBv/eIATyw7ZEtnPGEP4zhMgPLmDU5hGlPSb+jBiiJIQou8gqtqmFtKEMuuMEDcvIFu2KEAJlcu6oRlfQ0YTgAs5N5pd3MQS7U9y9jOQE61WBFptTdW9f8Y+ONwBiu11XHoDIqN07TWStPTgYqIMQomDETYJZxaBjeT9DiBZvIsDQlyJiRwgMNlp0kAUhgrbV8edWEGAuK0CObnv4O7W9UfjhcaLOHBDCwpWM5WHNeXq3UX2L0yjQSAPtdcwGzJrt/gSEGFhN1PUWzmR9N6ktms1F0+5MQAh7Om0N64t4uFpfDhFphdMYnjGY+L5S9bj5dYQAFHChY1BE4SHPkmSzYRvToup6Bp9Oel1DyUH/SQyUaEJIJ0d2ulbMqtQhnK8mhEaEKLHauar7NUK08yFixMvPE6KzD5zBiEdn1B9ijU1CWEgOE2SHOBnTKuiOlzCsttdrXzpvBgtJolaxsRmJWUYmfqHpPstgGx/RISaIuFJtK4Q4GL19K3YoYo2nT+vx0evRnwZZgOvi0Twwp7BPrD8BhDDi5jolpKL2gevl6YTArD/C33Kl/CsIgTuRMnyMLmUgRMTkN8R2CycIFdAR1gP4i1vI2FBZa2DfXLW56OCfNwXON6ruxJjmUuPxGoRQqrVYRHUSom9NF9EcfYr1ejJYzKaYjWqg3jDBhxeqsfD7IETfhwri/OIWgECfsz6Iu70vI0SqzxiAAj9mpDiJlVKWoQkx8+YWOmC4T8EXA6BEDGEwhvC1Ae921QU8sMb340nGm4TIe5+5EHt+CiG0i3rbcV8nBKt5xca3P0qPLTEEXjIEubQVSC1NCFWdbzYFISSG4Mi9JTGE2UMNjCYnBSFYiED9GaFFZoumMq9DnOoU8/jjL5kAcN5CJrUAhh6mOJsL9PaCI0D8OAgjrhNYxB79f94RQ0QcVv1KdcQBIZQTOBEK/SnfNsI2Bh1BhdBBxxjzb0j3VEOFHavlkRBO0BwgXFh4JMRAxRh+6o8nKCzXsUG7uVASQ4zDxcL3zJBZxsBaNHGWDxhD+PGiNWhMW2NkGeNhoz2dghD/+f6AaGRgXnwdIeDerbJ1Xfc5LVQks1Se2iLLiGwXhOiSEPy93QohuH4UZyZG2LtlJd3OX0CIXarBW9fphOg4h93Ox4Tw81zDLrYl/mGEwJYVcRQH44UQUbZVlrNZF1lGxF4Gbt6RJ4Sw8elbLmjZ1SHKaGZwUijj4CCyDPt9lcpTPabELwb7hXtdIUQb3fSqkx4T4gARiM5xJqiO8/46hLYx1Lt3vijXOIwhnOZcWVfIMsJBWKcrN+oQodNworBdb2AWRjVChFhKCBGEzbDfaS8CIUQHm+wiEAJ1iEZHuRjW1IToLCABm/WZZfShOUBFjT2L1XDRxLLxhSeEcBVCCCYZDw83qh+ex19HiBjmu2nmO1X0WRCblbW+Pa9DzEEIX/cyZPQvox4ChKBitLTZ9nA3SlxkGY7nfTUh2ruK5c5r4vVK5VwnGqKHeLWQWqQav8U2p/cTgou5gfcIJ10ilUrYJyIiNPNKJUqxtkeva02ImDDJDmIIk1rAwnygvFdMvdeh9q1ehzbBjEgIJBx4VeBk8FyOUSACkRBXPXR+hhCRLkR/3St6SAjVtGbeFa/+tqrT+C3d3sC8cg5CWHUhxMAL0f5s4EWpI/sYDJymEKLvxH48VGO1ZpyhMK3pCSH6DeQbEeOJzaSP/QKRJsSk7jcdVDAtEmKCoXdJMh4eNknQVM1m9FWEEDE+rbGsfIRHS3B8aiyRZcCnMmJ9GzJRbsiJsWS0pFJKrnE3wgk3guMWehnO1/cyZFcOzggRd7ffJoQ4lGiDEhfF/GD+5un95w19slxSpumz4iCxVBhSw1pzJ4lVdDt3MYRUKmmYlmAn4nqfZUBdReN1nO+U1W/XLuymDnxIP0sOgRgC096wg5AYAs4mjZcBIbUIq4oIwlI/kWWICsaVvRpfTwgn9NTMuELtwakPG1jqgTrEjQrb2GOTZxlEh2fN6+nmpt4MGv1hIwhSxhBttJWsQR9ZhqoN661Fq6MJ0UGW0bB1DMFqbafRlwmtOAJsFjYeX/bO4/jiClXK7WYVXJzPwsbgywhROprkfuRkS0JIpXK/c+LxUWW3M/oFlcpHB5tn2jkfwvzOkzMZT0zPxWklsnFHgonXDyRKiJoM688iBBjBGUH0ygwjgmsq5P6GSrNUPVZMtR2bhADOt2xKbVipNCSG4CI5VCpZnMC4UKGY+gJJ5VwI4ZtV+EG0O/BqfxYQPzQgrtOo7ESdl/UQr8QQcjbMfS15sY2vJQTaRMoKhBDKpfUOswzEBHOro8JGY8PHkrPV0ctwlDEYD9HvSNDLGEDQ4A8xn8lK5XCIGCIsCIEb3wwFybvJYE5CdCSGGLPMMVu0SYizCxzMMbL1qhvHHZQivo4QIgktvUgI5VNoaezWih1t/ZZ5E9QhLE/9akJQvQsntehoT9MBIbqYo0VsR1GEECJ4mxBU2/xRqYYQgmJpUyqtpt4zw5lbo/x0K58QopdpnxiUnVFY2mJFPRc7oMBZoqrWLm++mBDIMnB3RwdgMEivfzybXwggbpMOFFPeBwiRy+K+mBARij6oFeDZbDhD1280WIfYKHwM0a4TSLcTZUvsCqtSVDBDkjGoBwOpQzSiPSHCwamEaDGeuLi9vWWn8woVzFHcG3wxIXahRKn0lBDskmU4+YwXDh/uOHg1nV9PCIcLvVwdQLTcx4QYjXpQszjeqYTAZYEzEiZ4f5ASWxOiUjo0WNLOEKWnhLB1L6PLSIMTh9BIxYnM4EE4n8LYhGv1yl8dQ7Aq5Hqc834tx7i5ul0gW+gcjJi+lxDy9zkhyl+omFKWck2LvQxowiSwBS3aVfgLQGbjIMsI0Tn2KBhjDGHYQ2QZYUEIbP/s7wgRuQUhoucJMRRCWEKIb+hiUApxyXnOIaofnS8nROkFQqBmoj2mHh37BCXaQicW/gOEkKTTcZ9to0SjXke2knVOJQR+oY/eOl7D8PsjQqyljIIRZZnlLz+3tzMnhCnDP8XOejqayMwyRdfsjn4hIdpCCM468+V4FRA3t2mME4HM/kAMwd9fTgjLUj76Q/f7nbaHjzcHj+/kcQJ72fl7CMGm70AToj8gIVCpzK6+//e/JEQGQkxQrVh8nabyMNcoPUsII3p2o+/Bbt/7JHJ+fR1CJrdcWcTzTB2ig+QwCJqBajOubZ8SQ3io91tiHgErMeOPCSLOdi/e2Wt7O+f5XEaF57d0qzj1bRqF60CpEmNG5asJgcqx64RvAAI5BmYVIZ71DupbP0MIRhH2V7Q8DwjRVnYXa7byXdb7RdfFxbHdLcC+u2OjOcXWQXY+c0IMhRCTPnYS7ggxiFrD5wkxHMwWMR5nEEL85zsmtpaaENN/lBC2lTvYvnxYXvhxP4F3EkJWnmtSCCIe/TVGfzBJ3Jxyb2HX7bxdqWyHQghsAmbr0zb/LEKUSucVDJxVzs4q8rty9gIhYDIj3gWm+A2i003ZNY0/aLP49TEECIGY22mq9MfLhLjGCmsQwqEB+s8TQizFfgUhXHMJnfVOits0lU2Pavb7LCMqVrScl2rjavl8uxJCrE4lxGyxI8QQnzvwzVhPazGC+HYLQix/DSHOzh7PK+16GZGNbUA93310YB24vI2Zb4W/nhAtPf3NToa7n+g6IIS6hnhXNUmIrv+02/nEtR9L6kkI2Uzli97mDyHE2Vn5aBzvrHL2XAyRZxliQmXTXBWeBCZZYUh+AqMP+I5+MSGYZmAe0AnSmx8HIsonRYjbi4sFcNBpRz9dh2j/IkJUo7i7hIPMzLYrZhehmWUmCwOujuL4YCkoDumiYp5XhsmwXLpfDd34gBDhi4Ro5IRoHhNiGo8u1yKEACZusbcz6Q87XugNvzqGOJNfT3dutSwFx3FX4d354a/d9LTvQovTtv6JOgSytVbR+axKxx018rnsaYnYcs7nBDtowGMCTZS/PutlT+IJEiLMCYGZAXE1i7+mCv4FpUp968IjTQb9nvlcpRJ7JsViwI7x4+EtXI/i/aF8WA5+GSGGEc2t5yQEnGvFNOZ5QPxIr2B3MJ1ZNrwnW2JcJhUFREF7QojFB9aEgRC+Nrb8pwihrF53dZ9BEyFu8YbRbKYKwD03uUADbnMWp2dL54whhm7pPkXhYq4J4WAWICcE6hDDyNvXIXaE6OyzjMGgD3Md5ILZN/Y5ryCYur24XCcud8EMhl+fZTw67M7cQr+Jr478elZt2/nEE+mdhHjsIGPVwQGcg3AwQp7bbajC2wz9pW43Vkw3et1erOXYeEJ3iNPWJvzfIgLe/WhQz7ealqGtgnZb6HfB1tkftlGn3bHSzf32zQPnOhr5cyf6bECMenhZwrmrytZ+oPO5dud1Csek6cCBnRtco6AFatAWDCrDqGk3Z3MsJqe6oNWcBTAmgI1Ed7kauYsFd4cPaDXoQDzEh7kNiPveTYwm8FpBosbibblL3ze8/rCoxwCwAdMJ3kgx7uLvpr+dqEufygXDMpaB6UyrZcn0+FOKoRo6yue2NRpaIISNHRtSqQyaC3+If6oiIaDxihqRnu1shWDE1CMhxoOwMeyIp/WkH6I/59enMq8F41q8/XaB3d/Y4BlE/rOEaIROQYjWpxMC14oQ4pcdHySE40Csx51u4QzNtI4AQp9xCenQnHk2tzH4QgicQJF/hIjOASHkQNAxQ6s3Xw3CluLZ0fHnEYJKqvTVelIqmiu+6t5nv/ARenKo9LSioVV7vUqZ3iKEGPQHrt1aTKezMGgMQq+J3TUYhJ7O4C3FFy8CPKZNv9dxfF4A3XjGj8suQRAi/Aghcmdg2f+AF54rA7oVDtmL6YQpUnfD3REiEELcqJl0ifiHi16yGdNQGNFDgm19cA2W5C4BZ+7TJgWQe0K0Q00IPDONRUMIMaM4oiDEsIGXgoRIBoGLvWRRMdBJUny7vdSEwFjGuwjxGefvH0YIXPggBDvtoWPDHTXRjkU6jIBy3YkhoAplzCDKl7ns5o1kfqv1iBCepCWtlvagQu0PZ8lZ6c+NIWS8E9XdYmr7cV3JkVWZeMlpGOi1P/2Fp/oV3zrq1uvpzUuE+MEixLfbc1P1hyAEIIAXdAA7Sm/hcQ8dCNERDkRxxF3mPhLI5Wo18rVPaj78mxve/TQh9B49U/aJVOkSid9WucYwIhebHMQQBSE43qJLPDGGE1j4Z024TOUJtniaFdt1k1H1ZEK0ppJljJFlIJASP0o1bWLHHrXWDCHOp9RU3hYxxF9CnEAIl4hoNkHa0FHX+2FBliNSDHSECgqqDhYyDPeTn1qODb86/ykhZuKA6NqmcaQ3/VMJgQvUab88Z6H3DdAaVj7nsxdmzIM2CB3gom680ehEjnFu9HUMAVtyID8ciMMCCNFEqDBUQxICoZ8adkcjOf8RlRdIwBLqGUpJ858mhGQIUPlkGQ1kGXQlIITig9QqntenhFjAt9GUTU0wjkqxdSvhHwZNhd10RJNXs+db5e2JhPB3vYwmCNFRzDJwssYXcKWEc+23i0V8QXep7C8hTiQEL/XeqNu1mp4/KiT/Rbablyxxrg2LpW+zQ0RIsetpllHYWbrag0rOtMqfSohIj85Hr0118zMIEbiBOp9OCE5UhZ3264C4usLJf37R7ffrFqaLZ3DYZM6ASTL8y0GIVgNVBswwtHxUnYbAwxIhBAghL6k+QAhcU7OfJoQthtXwWtzCHTgVPUNidTLRO6S5VvWZGIJu+LKY23Rh17GJu2sMviDLwMQsRJZIUrFpz69WT40h/FZBiClzLU2IxlQD4vv3rR2BEP/5dstp8WGAHRl/CfE2IfC8jLpuYNUbQfLoLNSMcOqNITemy4U/3yNCO1o+IoR4rOtlLbjIqntC/DkmdceE4BXaceYva6Jl3YBs3W5Hn/66z2GSwP//Tir1DCbwIhEQF9O4V+vDzFI8ZxBBtNtD+q6gUunOh32EF5hygqq+Xce5f0lAdAcNdC0OCLH4ACFkyybRAELAATTB76wNr2C4PcN08cUsI+KSKe6kQqUSVgn03ID1K7bylUoYtq/Ae6P8nizD94UQnWlOiBUUU4FFQAghrlQUUzWFOsRfQpycZUBgzWEMEEL3MY4JIYxA13lIHxM/ZiRR5BpcUf8ky9CE0F7rudWAeFmW/qDjiBBtPF9zvcuk2HT0OIqY85LkeD3axZ9eh2gFmG8cvBJB/O/HBhdAer6ITZ7cVq3eYPQQthuhUrBS8dHdwBDruN8fRjMQIqgjfliREDB1DtiBl9fM+ckY4uxg1fUCts2brVOF9LFabWzFeKMNd6VNvg/1oNtZEKLJrSWUqBotEiI21xigtbG6pIyZuIyLcLFOq/YOQox3hMACMtFUBrSMeXh42H7/hirtxS1klcgyQAhu8/1LiBMIwd7vaFT4Dvx4ZF2kF79pJPiyHTKaF2nGM5XK3XXky1rI2LWNcvkPc5h5VIdgceHl7KHtUUeAWSlMxDpt9dmAQNSmOnWVvKKl3AIQt+dwfo1cnN1urV7H0loQogOv5zEyCygkuDhiDELM3e4oaDDDwH9DTYjcSIznxfznCcHeZInOrettyAUDVau6oYFX1uBMliq9RIhZCaOycG7dpLYQIuaIPXbUQcqekRCY3ch6ZeP9hGiGuR6ij9okIwhi9MLsghDfWKkECf4S4gRCwC/QgzwEhFD15McLWpycEQr2IiMxMkFmTEJQH9R+QoijMjxtJqw/jRFH3c5/9oi6PbcxcJLrlyMInvpXFwsH5ktBbdTFKa/Sfh8yts44yyZDiGdtVyVZMsbKmGYMQkSgA89+eNcGFEf4uOAag0YDLg3t+c/HEHB33mZhsNlaIMQNVuKBEAgDwnJHXN7zicXzc1zyBrbmla0KVNcqKrX0qNY9KLbd+Mwy8JkKWQYMe0oVzHMlLrudqH9WayBE3yoZspazD1O5Kr5TrWpUQYikJqv4yjV4TPW5bquGA7hYnqE0efvwwGZPdl7Ce//5zzcoppa1KpZ84vvUQYhujVs/jWqXLWDu+6yWK/K4bBxNVvwbCYEOJ6522ELQP/nFSpiUI2qBGrrMSGhVQAE/ZZavEIINUmYaf5xP3e9EiNjsqfqrVUpGEBfNaVP1lUKTYojLIgMtUDQdX16CEHMQYpRcCiG8uNf1k5wQiHkwohdj+Bp9jgHqFIw7fpYQnFIBD9KUIQLc/ZxqHkOEtXrKLXN6BtY0SQiLNuK2CeOuRZO767DvAisjGENg2y3qEKxUGjTrQS0CZsM9H70M7Pat9UkIx2gik6o1GENwhUit2qwxhqjjEyzLJCHGloVAqt+vwcl2ySLE9n5DQqTn8TkIAVUEPt61TLMOivRJiLplNE3L6nK7Tr1WdfB3QghLJo3+zYTooGTAboU7rL+W6eZtjcZg1BPDxJ6Y1Umq8YgQT+ZAxM+OCqq/hPiZAzZKrw90IoS4ujCb03igViuF7l1NQmurbfk5IXwQAmc+CTFjsYKAkG22vTm6HNwU5A6FEIMPKabg9pBPZSbMMsrlzZoxhFVtZAUhDLs1xRqiDLVTaiqFEHBQoWHoVgixiYUQ5ZwQ3CwTl6GvlDpEu94vsgwIorSmctbyB/WZuOE3mu2Gn1cqG+0+6y5DzF+k0sbYJgDFhr5SFyKspD+E73k47/MsA8a6bOcVqmunlWcZi397loHr18O8d/iqM8kujgjqA0YNUazbnO0TCNEWYZULRhh/CfETY1ueqgevGNf+QH59pXdTQnp8qaI6CIHwu19v7QjhWl0SYoJRpWiheGscSa0SGUnYNEkI5hkfJARd+eANjAUyGHTDhTzHPphMsZfhpLKvUgix11TCkVIIsSi5XCAjS2XSghCIIVTJlKV9KbSWftkGIRbhQOWEgP0sqrAgRAMn11EdAu9KtzMcjEFE/KybW6lSpg7W6MBmdEpC3F6MSIjeTnW9Go0D76AOgXHESBMiiNx/OyF8IYQXvAGIPI5IA/ocBY6ULGWm6C1CFBxq/UF+t78RIQLnVWdr8OH2SmU3aYyVtQkI0WyM+3g7HjciWwjRx4BevTvC6POEH5wPGULw5L+8xNsh5AEX02YcoxJRZ5bR/tlup6EHMcqtje52QomORSQeXDxBibX9SDHlCyEQJCxUiS4RMR2C9zGE6CE0ITJ0QXtVSxRTg8GeEIOcEH6EfVqHhJAYoh9iXEvFNL7/hhrEw6aGx8h9lGiuL+KxECLcz2U8JoRXEOJvDGHHM08FVvAWIIqNLUpZFmuWRITs8HuTEG2vJXGE/8eUI34nQgTW9ZM2RqGMACAQQZi4PEY93P6xU2rshMNaAncUDDo2h8RCv91xa8PRZHW5JCFaw6VUIS75e7Xsu9P0Ko2bzDQcVCo/oIcocSgTW2SyDe4FigutNzB54JqR7cYtdc80IVq7GMKTGAJOwpA9JCUulTkmhFHOmGXcpxgLKuYy+jtCHPQyBvWFzjJmnQGSX00IDnTGoAJrEA8P12nv4hyrdi6jacrJTtn93e0NECGgmVEQwgMhlo96GSBE+V9PiPkM+49ecSZ5Wo4IVGhJ35NG7a8QYr82QiyoZP3OX0K8jxAqvX4eECxBPKBGeeGgc4eQms7vCd/iElnJShkhRN1rWSDESAiBC2q8QvBwiWMpUQTS89ur6Xm8ICF+qtu5u3YwtwV7h7Lh07/ZR3vVkNXww0iNTF3RpGJqoQnhF4SIpNyQSh0iPaxDmFRM4S/Zy3DtR4QYDBqaEHN3F0M0EEP4/iAnRF/55xdaSvlwE3SX0ya9ri1+6PZcXPJB1UZU1CHGebdz+fV1CPt3J4SFMdpotw7Q9zmy7KgTQoiDtoblqCGrlf5s/noM0dZ1iHnLo8iSl91fQry8e2ve1rZ/udeTNItoCfHjiUJFtzkFEOfqkjWGPsoQaGFMhn3U7yckhCuEqHkNIQQug8moPsTbwyPLYP6MCn9sTpvNTvghQtCCB2Z9tOLC7JYhv/hUoldZPjMlhjDdnBCzFq7IvA4Rb5lNbCWG2MZdEAL6KdQhiA7+cc+lJvdpa1HoIab7GKLBNVvF9PecZit7QjDHYIYBQGA4eeqQEDUS4uKiIESAmOqYEIUewmMMgY97kWv+nGfM2VPvmK8hRHHR6/vx/nTy8vdF1AdVDCODVj6d98pGF1SvbSgjUfIe6gVLkecP64NTAbGLI2qqwV56HLdeJcT8ycVgSBhRLv/Oy8J/ISHmmHRrKtUERCEycVBzRJ7gcyFBqpSDlVIHMtcfe0LgEQEBJeVUsUA57DcYOiiMXtTFNWUWdVSNhHCmjZqFHjUfjxhKrKmWQgSR4uF6K5TpDZuQKDexksJfzH5+tvMUBxlfehmBN1eI8BP4QzRLGOUQr9oMdch1FyuUM1Q9k9g2sAUN81wY64iqlvhDDJ4qphaQirt6byckIBhgbaMMA0KOx4DBFQOI+4froNnrxVRPXQ4xwoUBcNnWNxrOoKr6AgeZN+wOPkqI9pN7y/EVL1MAnYONjygCkhBVpyVWkfLpL8cSc9wrWGZEe4sRBApctgrrpwNip7LE9gIVzHy3dVKlcv//t5rNohxxVvpNZ7l+JSFgCKUgCMCCGez9RM0Rq6YQnnkelwRqIcThWs4fO0Igx0DXLq56GD3IwkFjLoQIO74QIiIh+qRCYxrULSjd8JgFSqYXMe+OFxeoRKxxBX2/jYfj5lQIMf5yQrQWOSGgqewhSFAzjHt3u7Qab6E6Sbsvk4NcSezqtWYwmko6NWgqIR3vP0MIrP72xjkhFjPIzWuyc2s86rJKyRBii917aNgMc0LQZ8efXGrV9T/jMfUxQnhe+4gQnncQPOzooYmBmWPH0v9BBubkPmKM6jvt12IIJAi0E2pzEqsXh3V18y5C/C83j0BbI4rfSwiq//NyxG876/lLCdFs4rRPYfQJG4jgZpPS06vX5K4Z7Wx9GELkk7e6y4kq/WIAFRvKD5jSClGeT+CrlBNiumiMhRADxCiWjYxjqUsPuAJsOfe7qFnc3OPbXMX98RyEcH5FDHFICHpMLRZceHtWQSNkARe6ihlro4kEnn94dG7G2H2rOLn1PCFQqdzFEJjnnHfgCUFCqC5rELcPSF8w+zHznyXE7I8kRJE8POckMpe3cyFDcVg8QAirBftqmtx7nVcJ0eIcDzKMAbuWs5nfTaSP8S5C7EqWnvNuQlgIC1s7T+y/hMCwFHcLY5c93CMhRkwDAFzRLjRrBLkj4EHksI8gcP6nfVVvIKjGusvBYMwLRjVACLQ0SIjhWHoZ4WLatLH1coRSvoQQvRANTyQcY+zJlSQjruPzfzUhVDC3kWVAU4lFJWbXNlozuNd29Rg5BNyuQddrxhZuEpZfJkSHBRchRAM/w2xmIaaCYCwuAHG/ucaNzD0mRPQnE6IoJBzOEs41OjzvEAqF55HIFjswz41aMEByiIjXts67JEQOCBICTeHrd/LhUIlttd9LCG8+a/nFDvp88dW/mBDzhRACiyyjeahuNCEwLwFWSPn4x3HosIsgHm63NxjGAiE2lxQy8CJRDghB4RRiAk0IukEjf3AGwy4ExUAEB7aUhBBLpW44zgRC9MfqlxGiqENg5Z7LLCPi5hE5F2bYmgoqnNulcstNFBaqG6aPgAKEcKwXCYHKi3dAiKA+ZgzRoF3t1fYBndYMk0fwnV/oOsQFCbEQQoyQ4P2JhCiu7V0dQgcM1g4NOzjk6YgkFh1xMWjpbVr4i5enkHHmdxCU5oCYzYfV5OYnAKHP2Juk/k5CdGCq6qF4gXkh2yj/phNdvzTLWDDLUE2MzENnAkLM2UXmI23WcRxD7ISUOP9vssm41hisNqjizxvUSakO6hAFITqaEGMSwhugtiGEwMUwGPPUH9kBAcFeZzweh0KI4S8jxCyvQ2RBE63NCleYlb1EcbcZZ6XKorQ2ZcmZYakGswz3ZUJor+uAhGjjp15vlI4gHrar9Q0cZBxlR3MhxFgTQnZ4juJ/hBDlT4ghJFjw8sM6xoIjdYr5bsPinFRAgqH35NDryHtmC8ZhDFGvtzGqNdB+ULMgUD8VQuTuiMmg8W5CRLSXkR30pvGXEPOmCRlA2AyjuRAiwZXQwiT+zc31cyGElkFQKHVzs5qMvaaSzgWqDixUovF3SIgx/VNQj2uiZg/nWlwhTDKEEL34PN0+3FxJzD3uN2YFIea/ihDSy0CNwNDrr3GKh01ZSyIyiqRVNizd9bLUoFp7jRDNUPQQ/WA2DQajMabAMItxixTjIUX5FjWJhrKiWV8TglMsC3epCYGx5j+QEHnMsD/wXrvobu4TCHmDzOOo20m7tI4EHC+e2Y16ncOcg4i29jSV+2lA0Nuo0Q/eSQhsG5LDFZ+631NB9Yt7GSAEdO/YIBEy3zChn25wAOHmSeig37JD+XCleHccxiWUIcaDJjRD2BGjIksIsRrPF3tCgEHTWeRKHwOE6PYhmhqZU4UeY4o76nTqTvr1iL2MkDa3v4YQ1FSiDrERo/AV/0yzmyzNf2Vp7iBeuIynrxACjpSOko06Adw4u70kg2EGU4yHTYCixLKvaiEGC/aEiKcWCdH9ekKYFX06wc65gg0BZoWPUDHE9RK1DhUJuTORXNpFa6Kd+xsWNQb88QQMRSLxxsiDEMKSkiH3dFA2SUiIsYlzUP/cEYJa6R4GhW0n/BggYD71bkK0pPW/s9Q3cr/b/E3l31epBCFuml4YWcpJNjd+jGFtV6XbJ6HD/3TSQT4AEOk6Gw/jBRxW0ONsLvTumI5yNCHQMFK1MW6nq3Edfw1rpS6N53CNjLqKzU5zcfNwD0BAPhR3xuMBnWw7IIT/qwgRhJa52opU6vD3diuP+F/+wfzjCWLOgUqfI8Q0JwTG14d+fJFwqdYVdwMn8YCe1hBABbNA6TrE7bc01nWIryZEV6sDK/DuxnlN3RiMtCA6BSEYQ7Q6nb3TqfZE9tqHdQbRLEAGddSTwFFkF07xBe8nRNHqePbrNSE6sDvuYefe3v7wpwiBlmnjg4SwLeNgM3rl30gIaIQQQ2AU2aHhim0r6NFutk+qD//bpRgPN2oCG7VBHE8NSq5DxhAgRKOlvB0hMOU5lAmNcd9YLGI9ikED1z5aGb3p9cP9zQWTjIXfQOubhMD+tM78iwkx04TAXAa2BJktTnfNbde0LSfED6/m0FS5dhszoSwwWjZ+1eExMVBY0/c8ITCuCkKg9gBCcLXWlJZzt1cP6HImZlddFoTwhgeEGE5+TQyhx1VkgYhRdrv6Vmh1dAzBQ4NgfhBS7nUMh1TYlSK99pEK9yQZ9SNCFAJM+V94T9OdhuOINWV3hP1azmtbnF4Cw0EIgRSv/XOEYDQrWwrR+dwxgss1/nV1iClFECEax5iOYSuj2YEaLb05qE/u3+YRBMo/NFVyZtPYxKnen8s1AkKgxlMQYhHVlR7dmvRrcdzjnNaSMsoVJ5XiBOLmhXT+pi5tLTskxAf3ZbxrKx+WvGGwGlSYoxWJxAqdXiRbOI1920FBBioGnL8oVzk19H1rjQ52XPqDZ7udmhBkoZ/Pat1iTRraJDUDXCwI0cwJgajJnf0SQrDsWtIrAopAmZtEyjb2LjsSQ+x6EnLN6rqB5x3rGIriY7sAyGGX87Stv88RQv6PjlOUIw67nx4JgZ+/N+qEP1WE2Al4rlV9pNofIIT+OdH8LBjB/Tv/PsWUnPVe0MR9Eo+wer1WT26e5Bh5X0NHEPUJOxcWQoNYhIXTKWp1UFh7jwgxZrtzMq7L/pylzGpxXGu5vLh5QBGCrU40OtrctSP7MvZNtC8nBJg4jzECiscOz3UVINmCCQEeq7YTIp6w2nO8pwYkxEA5uLAG/aeEGOwJoabnVFpjmhM6j01aUws12RGiJYRoCCE6BSGCrySEL6cSRKEWIwcXo2ySaZSdnBBFiuE9C4Uih5Ar99k5iigvRf4MIYrRjV1X44AQLRKCWkofoUR68xNViGI44DoYwabnJwhxRDKyEN4REIX+O7OMuRQqm0jLcY1sbgKM4jvpESB2hMhTDAgl+n2GDv14YYMUIMRiytFvxOWLPSFaDRCCK64x7lkbkQwrEURQVpmg0Xk9ZY6BdYvc/ttuaUJ8aCvfuwjhKNUyqS236MCLeydiiJswCDE7oMJGwCwDnni26/RBiH4AzWn8PCFYh2hIloGk60KaGKQo1terOquTy/Gggb5+PCIVGhdwhxgWhGgHX5tliC7UT2S3UMbJEyLCIiGob0QP0pXk4VHxsSgPFEXKQ0U1RVFHWQbe/6kYQpYHz7kE3tIBygEhbBubNVEAwCIt9bEypYNSxqL1QULMZI4EsaVZ/VcSorlgGaIZBtZM9FKB5QkgjghR7EnUgJhi8fXNDS79aEbXmLEDQoRsdjaggMsJMV20OJSEEx7j4H12OtHqXOd/wCru4WbB22k8GnD/r9f65YTwPDS1Zogh0I1TsKZwSAgYlUSuE4aSZeDy7fiqzhhiMKhh/br/DCHgKoM8Tbqd7vmFdDm39+xiBBgBrfW1IgTKn4UmRIeEwFLPX0GImE2YuCTWfElrk8E5I8WWQlQqcbU6rvVYx9DWF2p0WF9g0nGkqp53HtUhOu2fzjI6O7nVUcXSl61tPkQ5H1BCyKppOIDhVuW9lxC+bLDa/RtnOqUSleW/Mcto6uIbSpVwa8Nl0Qg0IJ4jRB5BIIRIbzJECNoLYuwtpudCiM4RIVDm17przINrOeWlDiHutqjjKVEGmChSwjYGMrZWTojBryAE9g0rz5pHXkofqnZkoQxBQnC9E/cHNRRKtjUqhlVIQvQVNnJGzxKijzqtJkR8kdLTF0VKhBAw9m2oWchJeBJimhMiSuEfg6AiJ0TjKwmBCisAaK83TgQ8YIQ9EUJgxhIuvzkb3NaTbme7CBaKwkP+fvvkyuQbhIBb6XTqDeEIQOPS2Zx04gqsHDpRtysxRBR+RAmBUzaFKA4zc/YHY4jckSDS5hG/iYLq1xBCr8vkbdTESY5JWTwygkYiUzKHOutDQjDFwMgVrhq/O+S1LzON03O1ulupOQlRX5IQs3mD+6TABuiqGEFoc0r8sQQhfqAKIYs+zVGjrVd2tuxdDNHhRN9XEwL39ZbNHx53MOVQxAdCOCjXcgi+oQBL5CGRGzXq+FnRfuu4Pv51qfaHgK9mpyDEAGoz+F5vEnGcu7i4odvE1SJA9LGIWIgZcK99TgiYVd7Ge0KgVf8cISInnM1PJsTRdtpDZZSFwlJWxTC7gSACKwq9DVaaWjqGaO0rlb/aQWYIDd3UpH4OdudcTBZ1XNcwY1lwMwcau7CEwNP33pHvxzlG4DWx6xOVCKRT7yKEFC4if7evSqwRdXhTlCy/HAGHk/v6bfFO5asJkceJWEtkRXBrYwiRYgC8aQWUSwWyGPHQB0Jklf8rIggG3zVMaa826TBuDfTkBYsZnPDEGKcDk2E4yeB668OHzq8PWcBciZZyJG6249FyssH32ggg7K7p0yWQpWNbYK//jf6OEGefTYhZ0cuAJsedkxBhB1LQoIgh8PSwCQ9CwAoOrbh5Q2bYghBt9XbhIBOjjDZk90a8pMxIBlqusLB3CqEop7XSJl2sfWYTk86sgWfGHYMWlzEDJ9hS5ZXK9rOECJD6zXKPKbgjnEaIg7P2LLfttZBXrIQQ2YbxQ1QQovPPEoJDOGqNpwk7Q/DQQngCnxy4TUNCiT16o67NVd6qnl5/BBDwhoCY1+E6v3fGEO1wLoTwhRLipcSbKXMw1lbNR4z4kunPHBCGcQSJ3f/q6wnhc9NQNMOGalwjSdyc8grZZM7hvPdBilEUKX+ggBdZAzGcg1yqM5arBEonLydEoyDEoD8eLGYdzoRTSUlHpTiFoHLSw36bh+0tAXERu27PcsRVpNU6cCf0fz0h2ntCtA8IgWluEsIJZoM+jZNzQizQi9OECAZQhUBstrmVvUIc1rq52UxqjjipakIs+uP2rK34VEhq1YxI1tUQK9J3TrYHhBgG3Bve1h5T5tuEeGHjJM5i6L+zMNt45RSEyMqIKOB8URafyn+aEBkjrfvVGKeTM5DpDRi32C4tZXtd6J7b9Y8VIX5cW2E09ZpOtytlhfcTQrbtHPlgSCkGlVTZGP54ndPnE0IEsWUtjIV9Gt5W8NFK5dcRglWc5gIhhB03mWVwV3Z6/eO5SYw8guAgTOjPQrFRGqIGxBmMSZ1ayIIQnWaDbnQwh6DnwyIkQ9a0hhj3Y2imKosgKbbLTKfoDgxQM9NJn8z+/RGEaMLqejwcKg6zBpE1h2sqdZTfLhYpqpQ36c1mXEOCEjPL2hGiUxDiAoQYvk6IuBu3FAmxWsbRz9YhsMGrDC0HVgwpa73hikHMi/D290/7VA6Hs1nnUghxOaxhmRImg5152OQBBZVvx7YVq+DJEt/3hhARusmB52JM871ZRjg/KLcUgJi3O/nSXG4DLpe+FhEHSUbl7NfWIXaEsCMPhGB10owXU14gWbADxOEkhk4xIJT6cX1zo0IU+fp0tQYhHD6YNPD6zwpCDIK6+DhjSSdSzMUgJwSllSxDxFMFOfIVV1gicGniWw1a6La5EXPRP4QQocNdGFiTCkw2F71uODVFR3kxvRFAiIPMPEYuEQ32hAjHBSGmrfkbhOh1Y9/rSpax+HlClJMIeo8k3GyAhrKCF39qAxDVf5wQddJSCLFZ1bqjMRRzVhCiVoxbPmqnJpzjuvkGvh8/frrRqWBiAEQEngVXChAielcdQjdjj5o2u26sSLEN46vrEIgeTD1bWq4YWsqJt7+QEFYEvy8EDinaDosAuqltsjeE+N8xIXSKcU1CDDwV9jHxDYmxEGKlBngyJctozBbtgUworcYotyGWnHJ4i3nGUvVl5nu6uObIN/ucSDbNQGHbL/puTktv9v1DCIEmzmC6ICGcRW+04FaM79/S6ZXUaTgJPhkYIES+2fcJIRatVwkxCkfYKtcZUqfeC+Y/TwiRQFSrSDBSjh1FvkxmkBDOP0kIz0Ebg4S4Y/d7NRlhwSFWczZ5NdNhpokFTI51/bPDGHmZMnC5dIseExZUH5339jJw5Wkv5/b80POWehCvpeOI8hcXKou+au6ZWTZ+dQwB89omCms3EPw0Z6xC3Ehl6EkZ4n9FhnEt01qDVhj2UQHrq+aiLc1OPHXz5rggBAoQdMMfRjMSgt5zGMZYjx2e/MuKIiB4OWFhMEzbPMxsMcdwHSv3D/gTCAFXBxBiRkL0h65NmRSV1vjRHq6Vh+dkgx8/ekyIYb8gRNzqv00IxYVdSzeY/TQhbEypYoidcUOUy65Nt8IsI/onCTGbYqvS8g51StxHVpu7u9UQwxNByGGMWcfvuk2j2ws+UKXUOYZytX4D67cQnrLy8g49BPcJt7WHDQgRHbpit7UyRHtQfSkhxHi5xRfOjFVMYayvsKSh/Cu6nSREC3XKZnKzTRewToPyKfeDeM4x5gF75eRZBxjQwm4PVIYuvzKlmYdmJy0uaRMBQqAhiE21SD1Qz5sGU59rc9DLWCduTEL0r7eIIJCxjyaqg4LftI/vF9GdjMo+6UP/9oSY0O1mGsAXC4QYT/oCiNsN6pPS6bG7S2QZdSybPCZE54gQy9cIgVodipzQvl+uIFT5wFwGKhFYTl42rWIyQ043zmX8o4RYDBlC3C0nQzgWsqMxHNcbFP4Hc3ik+lRqqA8Coj4YYjYPF/Kc3xS2FFCBnPrPpQdeG4TQgGh3jgZggQ6pq8tuDbP8pYToUewGPayPbS6b1GeiiLf2LyLE3FIeQogN9tG1jGheTekH8eOJX+1uWOsHFxDcbLhHz2toQsAIn5FDvzGfSR1CEyKsSfkShAiCRZc1yom0vnsMmmFMuQUg0iVkVAH26MTuUJ7vFlNjy+38/oS42xOC2cR4vODm3ovkbsvVWorKKE2IOQlx2MsgIVanESLGLJmv5LwITiCEeVbsJcRTZmon3oqsKHxOKvFPVypBiPEEIcTlaIhdWpd393crboxvt1GwbGE1fM8Kyt7H2hhpgAIoYpIZPbPnhWJKJ7Odt/Z1FIQoANERJxk/io4nzOa+XKJfFEcwgiiLKHaTRT5KARhCtjNuftpEZU0IP3qBENELx3u1UhYUqaxO9nomCItHByKIR4CQFGPBtfdr3PMjeORvYEDXWcRiaz10qIkkISCf7mBO2sBHMZagMCI64bIdqKaomBrh4UaMKW+hjYDdyjSGmmU6K34ujgcUnU8WUo0vEKZ8CiHm5/SjhN8DCBFfXEnfFiXKH9tryKSgpZLNvghuw2NC7OoQMKF7tdu5tLwwmA9R0uWA6AmEOJcJLQxy5luEwIqSkfdBy1/iQvcxQkxH5MJyiFK1K3Jb/PhoDTnoLqrYHyrj/dbWj4sQqsukhZar2LuVE4ISWZl3f31fhyZEmGcYHa2ceoYQ84hGKu7XbPoEIcouRGRVFAqhdU5hw5JF2UaVIQI29NyuEMJ7hhDeC4fzxmE9PmC/xganaVZct6punnGj3AkpGbdNze4K8uN+rR7CvDabYONmLCPfQw+qiqKX0Rn2ulRgI2WhOlsbz3Gic03F9Y1Y6F8gv+7CdImEmO0I0dH+A24RQ/y+hECgEDRgLDferLWjNbqc0glWJnSmfn9PiOjnCEGVdlBXCEru8U99mxBnZATdNZmrWvpZM37brXzQMekQgjtSGkN6oFNwi2cOcvcoajSe2xT7vhyjGiauVRCi5+8UU24uM391X8eOEF6boUZPdogX9+Dddjr2NDwbvmN+sX5HTtezTyQEs0TO0mBNtVX2UADbbKwyxgEKQkDeaVi5bcerV/pPHlwsRHMpw+651eB6c7RPa/fwIe9ipMYA9edN2nCsegPXDOax/IU2hYBJ5WI2ZXkShIALW2xisgPH9SqhHQQntfSfm60GBCtwXZwdA4ioZsHBzC8pgZ+3JbvYfldCrCfKG2AYremzRyCAOJfW/cNN3YbHf0sqlR8gBKTITMlVQHXmNjmlDnGOT0kQtKmIv/3fnBCzxgpViFUdpwDXGw676/st+uPd4bAll3U9/ViOgVUOw64bPIkhGJ26bJa8vq9jH0NA3yl80ElGFB0SAm9ACHxq1Gp+wcZwEgLT5oAD2tXZBlElhfOZ1w4RQ5SFEK4Q4h3HS7FDEWM8zjJgIhzecGtOwN2c22Oh9TEhNkjsIAEYranKDusWJhW4uveIEJj+xmpbEAK1fXXNsufNjaBhpe0pL9e4bwggYq2LACGwHLs9OCQEKpZEYuv3jiEGFidTfO7XYwkCgNjwmdpm/R4IMTsgROfnCDFghOwoAILmX28SQv4eNxhuFuTvRDrnv+9mX2eJ8iSXsSF+xAQcBoDxgyLxHA49OtgGyYcAITkGxD6Kr+VRHUKKXC3nzX0dBSFC1k35kva63d6OEOh/DjjGhi93OCjgt3BKNffliM/RYJMQaELVEtxsUaBUNYcxRFautjc7QviuhSyj7b20iffxccrm3n0dAx9o6kEM7l2/2f54GkIUMghW6KcWNlH24fIehqphwQAfmzJyQow1IXBdZEKIhjVNrxlDaEAkE/rWLifJ6u5e1udMB7CaWl6cz9v47EFw6BvS4j4FSTXc37YOgV5GH9JydPTzDAOeMVSjb/AstdwudnHqLAMji8e9jNOzjFHDhQNWcAOnTBQqT+xlJNsNozSIo7ZppVT5nXd/DyWEGHvTKSIItzmboKGxHuGpo3rB+aDYGoBQthtz/C5ACMBeRjH93ZKumeu8ta8jJ0Q7jHwBxHKkA4koOiAESoRhG4RotbD4FifVDhFnlc/LMurVKnw94BmblB3o5zebdjU5qEO0bIeVysckeG+l8jmS8K2y4E/JSyK4vnmqgdgHEPC2vlpMfdQWYZBPsTFS8AyXiRCCRtfhTNqWUEY15vPBcNBQ1wwgBBDrLF2hWjkCXhLx0L84DwfUCva6Q+QkaGjM5jtCsNsp5scO8jv/tyWE4iRGt3ueZxjg64OexXAWXn3czwkxZ7ez/ROEwDqyxmhkebAC32xQtDyFELCiTLZZDTFp2sfvoxzj7HcjxHC5YYezi4olODucBTQ8xvt8CrCs+2N9TizrbCjbZhbhSooR7AlRnGhv7evQhAjbqE9C+Y5DE8ItCKF7HO0OCeHNffABt8imDZVl+ZNiCOl1QsWSJiGaF3CgzxJaHeFEhKI/KeeEQAwB54K21z7xeHtI//BgmsEkY1qMaj3VUW41H35waxT0JyM0O7MxZvob7QTNzn7dnS7qOSGgfaKScACfNsw6piTEWh8gRZotR+O+kipl6o4jziwicmszcRkGB5VKMUenRUELJWL3tyUETjkUW7AZR1ImdQ0v7JuJbNRZcLOvJgQ8r6GYCgZww393DDGuL0cu9Ff3XB1wSi8DQCjz3oJCd1JLSQjzN8oy6K+AfAv/T49vUZlkg3MEY7I5CTGFJmZyebdmwzP4mGeMEKIOi8sYtqO6xjg/IgTb6uL/8dq+DuzJ4CuNLEMDAkvifFcGHXPc6SxDEwK9t5k+II//vHLEmUAgXjNpTB0Rx2K6xtqISHbX7WzpbudHY4gDmWKuDEP/Bk+cqXSSsQPEIzFEXqPkLEY2qKtWz9CEGA0aIITq1/D0CCEonkQ4oAmBIh5DiIIQN1ipleH814BgTa+vnVGWFd47RiDErlTJzfEd7svQroC/CyGK6W+u++n0taayF4sXxG0miwUfrkUbsfLOp4v+MSH6mhANLLFu0bRT9BAXsadV1xEJ4ZMQ8IQIPUwmDDmt1a8tuyG+7wYKktFJmkqbWYYQAu2wDbIMQzQRvwchZrreMKxb2HCshiMRSanAXHiS42P/eY0Ky9UQKsiPAUIanWo4ZNEAvmXUBfLahV1wG3sVtXw6N8rRFv/P7uvw6cJPCXjQ0o4mPqUaOPZ2OGKhh1EDYAYFy92VeeCJvbvST9gdvpvROpfH5/vQMKEqFiIXeozGkLrEeGN/uupa/u0+luIN5egE4bDnohSmTA5tHa/mPO5xPugV65zWAlVaWKaRKmSO8E7CUGMdQ3ONGmc8MR+DuRs9EO41AwFEQYgNriNKKfsZ9/hdnMPKLda+B12Uf3Db4CWpn2+JIeaFgeFvk2VAfEqPqX5/DHf2MQZSAEfzAls5v12hiHR9w4akCmQrX3vG20tOiPleUzlcNODyLwJU7Q8x7NSXK9nsC+ffOFZCCBj5gUKc+B4ORnWsK3lYMrY4oQ5RJhBAiHIp2ypDGubma6VK658gxGhYd2YYau2u1qxCVFGpbgEQI5SsnTFLlyvMw1rWRwEBUYXom1qQPOU39z0h5geE8PaGnPNjO16/mycnjqQYS+TDGPFvFytI/b35lCbEwZfCdDP3u8Wpe3ZsA/MqISqc0jLMc7Py6PNNvRPJtOUsqJhFueOzCdFBLFsQwgt6kvEZ8c3m+pHQ+n8/Dt1iBBC4S64V+AJPMJgMhI6L9Rey7XvW6g9JiHGPRSE9jQEZVJAeEoL6ydXlpEZA4NKw1CJe6NwOL8NINggHuT/HASHEhe53iSHgVAdCDPrw6x4NQQisOL2QUe9pQrvNB+Zg2oUOEytY+3FYh8gJEbGavvBzQtxeDAc5IVqzHSGiRSsQQoCecPm7fvhxQ1p0T6xUGjFaGOV0HUNak5R+N0Jw4nuI/npTjZFiUHA9pBk6koyeP53WJlBQoZkxCD6klBL3e4UXQ3aD4uLfESJCRnAYQxRLxPJ9HQTGQeXS73bZU5HZWhTMINAZtBs4Oo9d+B4TwpNGjWUdRhGnEMLczWjhRauYZ0c9qqdtqcqXEKI4wMKgjVMd14CLYU4NiMeEyIXWGhCIq9fAix9hGGMDhfUEpzBnvxtzuDzXcAGMu/RkGtCxEhfSPoS4kRACV9LlqrvaAhC3MKpBjhcGggj2j7T0vaig/p6EgHiSdYjZjLI6pwZC6DmMiwgKckiakKjRvP0EQkQvEWKcEwIxxJhn5Qg2oECP4uPuKbOdvAOVE+4hRkhqJLEWVVZ+E0JIHWLIOkQThQdaS4EQIzfCehR8FE9wfcL8azQOmh8EBGcLUzIiCENcvuzoczHwi274+30dR90+32ME0ZUbmY+h02Fx6H5n6yVCiH9Ex3Mt8cR+Z/OzzI3Sj1/pYti78gQUn02I+b6gCTrq6B5n+PY5p5iDJgZnMSYUUiIviXQHAyaTd3ebO/Y4UZWk6noMb2ghBCOLvtpVIdjMuP3+/RY3QpzvGH3EzbGFZDzwfJ1mSDXI2/dYfmdCYCPIYgrjJwhg6X7D5bz9m3t2guGO7ZwWQxwSonFAiGhHCKQyrENI1WZ7PV2SFo23CQH/IfwnxUlxYjbkbKoYvwkh4CZPr722BR/SnBD3q243cVszEeMMBpMVBjxHfUcHtB8JIRDApokis6VuMJf/Q1vgbj1338xzDdk0VlxpbRlD91miXI6oTBkyG6Jh2DCSaufLWYb2/tV+t6efvDbG6jDbDUaYTBjNp/wvPTHY/tzJLXyToDj4lLFAhDdXT2SUj0oQVKf1NSGGbljnKCOKznIPuOQivoG40U3qVhtGsEM8Royxr0KgiyEhBE5zgoJvR635GISIRktxYNSit85hL+P3I0RbCIFmBIYxYImT6kHvi6mnNiIm6wdeGM7qQohZiDLEM4RYPCIEdOviofEcIdjtVNyKvphKHWLQOZUQFcktTujG/2pCMIBAsmZhMaH2hYAxxAoqa+QfAojxBO3Py3H9QzUIiSD02YcwwnP0UIUgokVCuJZ/tCTnYF+HVCzxKP+7wGwGLVfK6XKONrokRBeqKQYRB/tBnhKiLTqLKF/1efoMbnm3O9hqHXyddt5/FvVfQwidlQkhasgGNofayR/HgCAhbq7hPDUc0woC85wcxlhT26IJ0ee67wEvgAQ+crZD43u6yaQ3fI3yPqeEEMvsFkXKVJLqZgRjxyAnRI/BHIpCfwYhAg50nse0isEcRqCUzjEo8VWD5gmEmGpCcItQXQ1GBSHyXkZ3QUKMmWUsu8xf4OvTJSHGb3tMsdIFF0Mzx0P5lQTjHyEEq19wEGk22yiz8ASCrAuImETok3sDGPot2f5U6QcBcZMDQjMChUa9MSyYF4QQ+XXnUBn07L6OthVEXQ0Ixg8imsIZyzBCE2L+agzRkZkBMMI89fTlVHd+YHrTtp6ctJUCGF/mIDOfS9WGYuYYVGQ/4vr6UDu5jyEKPPzY3lxzgCiizbvqeDNKAS4ny4IQE/jHOMA/CKEc9GVdvNCTDB40N0WZ8maDEOI7NX64ptJzve8bHc5GyOdfgggPsBAn4j0hds3d34UQrZlUKgUQWNrLHsbFFNBg/MDh7Cm0d41ZoyDE/BRC1NDze4YQAyEE9h/fcN8GzCpFJ3GSC5155GpryI3nd6lD4ObBcsO0aaiRaCHwU+EpQlMogiCkAQH76m79UUDImu8dIa6vE1YjAt3df0yIXA+0W2XcFnnErlI5b4Z46nmCIg/ujnRDA6FdOnqDEOIkMW872jsCHlSnEgL5fnHcw3b4qCR5HBVWvs5jiv1DdhrRx+FU0PX1j2cJ8aBLlNRLcW2yY8JqbQMgNx8TYlyfCiGwdU81MIbqutydccOBDM2Hm/WGFf87aK2RasS1Cdf5KhiFNFSHT7vEcFE82inef1NCYBV1QYgL7SV1gV1+VJNdD/A5WA3jDjuLwc8TYnhACNYhVtzqB7m1w4Iu6hDRaYopUUBIsav8RivjHyHEbDa1rFwLMamPxWMqsyJn2JXx70ktuf44INLrgyNVLFi2G1BA8QwrCDFvP5lPmOt6hKVXA7Y9S3VHKwFEKIBYceVsulxKvDvfq4BfiiEKEypXe1m+bVWucKuB9AF/IphQ1V+9UQeCEEiRYrj2dSkys2H4lT6VUf44sKOUEGKTwsh6VEdLbz2ohVPs08CFIs4fmhADuB8NGjSsHMBaBvIgSAYmN/k8BjlxuWGScaW11mafhED8EjZjYKCX5xkUvve0pZdPQoQHhPiqjTqnEgJ+3RAxzQdj7u2s9xXHMPDzbAFMRhDbm4SfA7FlNEQZ901CzBcuN/vGqVQqB5MnhIgt+GkMRxgH23J3sq5aLkdRdMrkFu5ai2iGUupsYc3i36sOsSOEm8spxw4VZmIhw8LEHfpB/euPFyEGyfX1MSKEESFWqiFucK2oIMT8KSFyeYS+2Cyt2Bk1Gj3BAzdR61qlXyhE3yKETjVc8Zd5kxDVaLNuw050m1XDzbZT/uU7t3gB9siHUWRhN2dVvew2t69RQv6NvsNkPBXBlDIDjyPfeaGSWcZg1gSh0cCArrAex37UKAjBCIKZBuuUV7LlNjtvqpEmxKzpkxM5Isx8tFamYn4zQtzkhFBwlL/p13oUSd1eoJdxLXzgdmOqpwb+m4QYnEIICEmxkdDE33/jWuDBSBOiN3tbU2mWrM3h8dbk1j9ACM427UKIvqOdQ+Bmins0hzT6B/PeP37amPL68ZEqXZ4PkRk4+xji2SFHtPm0PKITWVpKuQsflnmhsjf0j3aUv0oIfd0xEn6TENyM5lQhiM0MC4SwfjUhWsyJ8OPF8NTgM5ZXIH78eMFMiu/gAoe4uF8bqBkuj0EdvtiDOsKFlU4yGEM0SIjWQJzYBpA5LKAwTgpCSC3i9vt/MB3NfF2VF4tzEAHbPMMGtVeslsqrwHmY3u9LCMRf7cBADFFbskSJiYqb7XYDGSX50J9s6EI3PCJE56cJAcWJA9fsWxJCYas91yFDsDM9QXVdXmB2ZndsN91XJNf/BCHoajzz6qM8hBiAEHUOY8BcanWJ1vnq+iDF+IlYgr5zg2cIsWcEfHItXyOi/eIYdK6g8k0dQoyEDwKHLifA827nyYQQcdYpZzF3oTmUzGdtZ72xzF9NCI8VSvCvLXxIr3+8JYKA6T0D64EKsK1SCwqhdecivksJISCI0ITgrLZs5Rv4LtoeirYQ2M1wI4S4Wn/7/h+UKh9us8QxsNgTl8F4MY38UY+DM928WtntagsfvHq/JyFmAVaKZIke9D5Ptg90grjh7tLJBIUZVlqHjcWeEP5TQnROIMQowqrr5pTzYEDqoklCDHH7ik8hBASVmVsuaf85TOz+XoQAIlCnnLXr3dy2VjlYXNwYT5aU1qyzRH04xaCy7zlA7EqW2LHOLONlQujehjDC7wogGEAsaX2lKJZSmN7KFVNvE2LwTkKo7RpNThDCcjdb/1dnGZCn0/sRksggr1A+nfLezWlpQOAGycAarQxFEWGG++SIWy/uaAJzD5c0nOn9waIZ+Yv5mJszxrCbAiHoLAVCSJJxjar/f/7zHwTmGQxup+fnFxw4GPZlGiM/tCZFRmvjHSHavxch5rOFmeQb985CePmzDbw4N90JjjUJ4R8RIno3IYrJraEFh9wLCbrSqYEBuQAT92jIn6CpNOMsyUtiRsnOfrMsQxNi3ql3JYTA5eY7sDweSsqKiVjrY0pKnWM0ghcIoRnhBPAWeDWG2CNCbzIq+DCE3SrmaOq75+t0QpARp5zF9KCMy7KZ3c028T9ACEjGOo2CD0+spB6ppOgkDgU15jn7HtISyKBWuF1STQ/iM4JYcRrjUjF09uMFChGX43G04K5WbQpxp8sQiMo1ILA6w8Hf9qS5TxempaZz3kTKwwiWfn9HQkQx1+VIANFE25pP0sP1dJH0unhW1jcTrpwMc0I0sBPDf5YQzVMJcUVAPEyRhPWCaQvhbXgKIc4qPQQNrIrxGYvj300xFQkhunkjg+Y7mJOnCgLiylrwGYBgjnHzEiJS5hrc6/ZGlpErsRlC6JvXcBCCD7W6Um1roKKiuPA2IQaaES0USKsnxBBmwgFOP1FlI07MX06IwPNmUKEyBzjcg3hgNrcPHyiTggZiWId/porp676+wxW/0WyQCsRqGdI3BoSAgU8c13UhAoRQ2lmKX3CjQ4jvAAQt8LH5QYVdvfhb8+FypQ+uBNf+HL8jIeoDJ4zEzJoaiHNY9d2DD/db1aiyrhPyc/qNYD74HEJ0AoQQ3/lSKLXs0eY1LlthEL5JCNn3in9QwuHg2ND2+JWXTVU/Ov1dFOtetTY7lPxjCfcUypeVDGR4M0xX2y2MxfOuM/nYuHcutq6rIHkREDgt2dawwheNETi51WhgBb1PbaV04i+ZaLAZ0higSZImgwFTTv48/l5w1ag7zz6NBSFwLtunncX6k8ySfboO8zVCyECKmHLsey/zvA5z9HntvdoaKcDRntTDGCIHhOjS0rrC8zEEIWh3tC5Wp13ywici1qM6jOhAhToiCBCCs1swxp81AwJCihAgxM0VQwjUIJYTnPwYiew3ZE3tUmcWxaFtsJfS9mSWMQ+56IhP75z7Mn5yc+rhV1Qq5VcJgT3kWRPPocfqqRAC12wn73Y6QXNRaCCwTRDLgO63oERWS0C6rm3zc/oKVkSNsJ8Tgq/IzoUuzAkRYX9yxz8ihN5ciEHbXR1i3JcQAjHE/YOqjXq4qBaxYQXOSZNbZxWqbvhf5osrwcEv7Yl/8OtnCVFcGnjmeBEMeHa1YZvRwJ46HHMRImFsAa8lp5z4ntdszvBsknYjdsrXIxvp6ARnAfSDOL82158RQajg5RxjV7J09PKLZ36sOJYfJ7BjHhyYEz6Mxlnab4cKFbgs4eYnJCHNJozdaYcy4zer11mi6Oc88I95ifcYQ7xKiErpiY9Hxfg4IeacD5jOhpiW6OCBJ7EPxVDY5IZ+JuxXohgapmjuUNYsVhjqwGjuOZXUg1ZJ/dik9T6Ky5vLzfaOfbM7Wb6aJF1Xwbia70xGnTnmtTaTMTL0RewjIYG/iorPkyy3rsVxJ4Lr7w9XF93JZQIzY7OHcS2mFro6TGvQrlarrYQRmPRTloPLFAMeAz7jUHe5ldNmZ3dnfj7RCAVyl24cZum8UulWulU4gmJq4awgRCCEaM/FE2YAQlAs2SwIgcuy27PnaorHFhdyskR5ezVNrrVhJx1kxjLKM5SNOjhz0LAdCiH6gYjatZPtDE62Aw4lrZf+gptRF/FOMdVUBSHaQ8rVGV5xd9cFdptpv4kGCufh0LWasO86oZeBZ2oEwW52gx+NzgRHR2m3WSc/Pk4IGXcchHjSOngSo9zXyBNSyKT3UNae4KNIJ1AFmC7OK0uu2Vp1ba47ZbEKRjkKSPsgIBBBXAd151gs9VwcIV0NWEzuiwS7EGLBTXEou82msbiXMLJF7ovTfDX23XqNBKf9olAvEs+5mTeD0qJdrzf4RAgieI+eHxQhckK8LvuTl9YwjPPzCn+dlT4jhhiGDEBn0ZgWTVg77RXriNHOdKNQUeCIaEk5NMYRRGg+PC7/PhJB8ENbGqFKpICIIWMawAfQTMaxU2NhCT0Mbxbp03sAe0pfXxtpYKmVbnSiUskK9RZdjO+3Ku6BEDDIN/3mvKtzC2iAZCEzFNe6JqHDiB7WrwJ0Hp0mSIg45oVxGiH0kedv5S4YUTLPadhjYvSly23XZU0NEqI1s4QQnCwduCDEFW8JTk4I/ExmL4mc0EN8oAOI2zTd5hqIRInHFNaas7dTEGJ0QAjs4tKECHJC0GPKR5bRnh9oKqc5IeAxhRb7QBMCmRqw+rBdM3iB1lBcmRDyHCumnn0++Ezh5y9bFlQ3ZfPNfZ4fJMQMXpNiNcJHkVw48nHtD6b3z8DgFQdmMWDxWqvBckHUuOtJDXdoePxnvFFAaPLjw4CAq1SjZr0VQlzfZFx/cVRGPAjJO7zM27jxwoCUhGCAO+xjKSI91SajiY4peFtAS0P8KlvQT4RUUOAqE0LMC0J0TiZE5ZkRfaNUNj5MiKHTDDgmN1lO0HNc4KXSC8SU4r+1MeDOhIbMv+KpG5KuT1+HnQjioASx3ZAL2YaJBfzpoAzu9jGkDDspx40b/QRXPnZFOE1FrbUQAogY9tHmgKBopWe1GEUQEIwgaCk1WmYJInITS7m4oE9LIGTq1+GOxryjIWFE16E0whM5vd/ThDgNETtQYHxWtNrVsqUXM5/jy83awXOOVam+tUXjeUh3K/wE6fYKxkdj2OL0FQgRwpsdNUPUpbbZRV6iTDHmDS9KBBDl+mB1t4EUgkEpesBr1ipwhTSUJgR3Gc+CPMtYSJYxph4ibPAWxceXPSGEZBzL7kLGRacy8d0LFrrTuVrh+wc9qtGx7ngQnkAIWSNvc5kOpFNvV7o+XoeIhBAY355FQgjSoYWWmbyh37zNo2mZJvc01Ia9Ct1r2epcMl/FJrEaUNH/aIaRr+jEuZS8RYjr9EXvWsx/Stgz58uhdTrMM+AnlhNiCWH4EpwAILoMH7vy0/tuizkUPGxpPwNuvpsQxtHJq3cifUoMMYyai3mNm4owIIdG7YgAxB6SBnX9E5zt9TpEwqrRqNdZftg89zI8MZtDsEZReBpxJ/1KSpFIsvp0IU4GoduFURhlEDXVmkYD+lqPMca4WCAI4600mRQVyhvtPcciRHq+qA+15sTEvVX2dsI5posnEiaCTYhhI87NUV4pYYTI1qIIF5mYFDd/hhAyRwsL8Rp+o+pzjqNEWzB3l2X4sQlCwHQrkPQ4ZaVSCDFQUofAZuKBUp1oI8sw0MJYQCHFAoRSjguLJHpd97WvASuVDBQw/72LIWBEpwmxWMBLNaI3JcZZ94SQ6W/EsrhSmH0IIfDOqhdLp5N3V6wiUXDTXiwWTS7mGL5JCEx1IoaIsck2hCe++nJCRLKJCpFCqyWbTUQ0j8ekAolAOPCwaQWNaHaouuJEySx1IwtUsMqXAoabzwBEY/h2FYJ1iKrWQxRVxIPuhXh7SeVn2mQRYjlhhAfTtMuVntni5MhqL7/ehxOWSduQmV4/M9vrsU/MMsy8FHFUJSp/VDHFwUz0bbrazQtj9sW/GGHvmFLWiU6TR4kMw/54Po57KoLAnZFnfBffcIIEEZJKnOEo42Jwq67GXZHD4WQftqaLgdhT9nNCqP5q52sta3RubpliPDwkflwbssc56lokhCyLGWkFJVfwyc4znGoUT+kwoteCngpJO2sqkRACacKphJAR+yRJ02QGRtSSVQq/xvPzaYzKa3wQQyxIiJmPbV8oWpIQDRQfeKWGupeB861fi+lkrQuUYgNxf6NqWDo2ERc6JG56cScyEXtB0GifSsYW/E872UYuziHZqDOYsRA6nedOtlcXPSa76yVlZgCMuNd248UFn7QrnJFD3BVjrhw6kRBiYFjMB2blX0KIIplw7f0hbLBdG/SfsR7hQCrCqBw5xmilCQGh9XjCy6tfV58TQdSQjL1ZhYAoIihHej/fYDB/TAgCgoSA8RpO0kvGDJcTXkyXedft8jLfDLVXYfMrYt80cObMOjkgZodpzGmEACD8wxqRYZXLHyfE0PILr571apVll7tDhu+L4+bmlZfgUEPJHicBkWxuHPpPDfvi+Y69q+FAaUKMxH/0sq9c+Apq11q4Os8WraYV0Gjqbp0LpegK8e37f3GyY16j1hATlJFPQnRlEKlLRzvcdRw4/UuZZN7ruWL4pZsaeNpZdEWSWxCicnrgVY7kIsG/eLDig7VpTjP5iFnq5jm4PzU3rD2wIh257UwIgQQUH9GEwDsmxqe+S73gJofoQ+pEpHAfWYZ8ClZ3otu5Tup6ETjNfYUQ4/EhIYY7Qgzm4lOpva7hiau9rkkjmfheDdnp/I6BDBrtoIni21PEr7XTCME6RA8RIPRq2L1ifzUhJGBoNvXOAokaBA12PmAjS3OZfQwlLB9KQTqfCd7AFmIyGXVrnwEI6XN2e8o7JYRwyrL0ghHD/ElvcshiEv005V4lHTasgEIPT4Je/JN1/CsBhcS7OpRYJiLm8Y8IQTOMEwkhfmAxzSEk8pY3WfrxOoSLlWO9PGq7k7Lw7mCyh1LCjaQWz4YPj1ucBR8QCgxAiGAWIxDDoPeNF0iFX2GEqw+cSsSy7qsonkohAkpKBBEY+jenphDiRkKIa9jfI4L47/dvmwDJSUxCdEcuswxXT2Iwgxvih6t3uH8dZQdZa7DTUYk4osfycEGI91j1WBDxZtuHFJ4cqPhttoNqgLIkJhWSvKlUtufsZeSEGHbH1EPIGeL7JEQ4HJ2jPskO5xVmOG+2LFDi7nyjLDc2zaCh2SklWqlUcjvfgnWFNXsTINx4KIQYd/AJSP+kGcyW5jDu7fZlxM09IdBop5MtOhmoQmwTcbWFQjV2QZt+H/Mub9chUGepnJVdlCGozvv6OkS9zq2vTb0LstmctvK1llE+pVvYOuqrCLcwFqd4+iyXtI5Zjgd0cvgoHniTS6rDUVWdEEJADlEdvUAItmOgY1mgcuQvJV5g/r7KkFvIVMaoi6hHcg9dNlvqhAOPi84cbgfznyGEwD3hHWx3IAh0P0oITFHNlD8qojY4WyT6EB3w3Yb38UPzh+cIsduGIR2M66CGURoaQNw0EUE35BFC78VCkRAKQUKOIyza8kEIlO43l8jc2yDE+YVPQmyEEFdsDiLF+A9sa1nT7I64FKbnkBD+SA/EDLUyzaX9Dw+HuxWddlQI4fmMS3fa0IuHThdCoK2ZwPIvg/EAWn8cp037zCKwkCTLAXFIiBl8VUkIizZH44G3uNreYlHOlQggbmEUCe3DA9oYiKhuqlYcX8T4IvYyIjfuHfQyGPV0SYihoK6j6xDwlWE9U5EQPX9MQkx2G3WaSvcy2mKhSCoMphRL3UxEG2GDEH5BiPjtGAKFiLMKY1TL2GyOauG2/EfBZUVXbqGPMIQQWH/YarX29vDs9re1K1NbG6vk0UDun3CwIbZed6Sd1qnDwN6BsQWG1yKkE/HQdZVy61RNcrAbN0e91hmdC1n2jY4GbjVrFXxGAIFTF9tknZZ3QhWChLCKGOKxQQRRHrGFGbnsyGO5z+UdSnEjNqoh/4z9ISpkE3ZAD8YFmHCMlqsdI+BFOrNZeYreRYiKCUKs5QpW/AX/weyj/hBz2gAsXPaMpA7B0RIeSXJdsOHNFtKhihJCILTX2o4e0pINRTScuwmcGXSmdXjhJ/08icRr20cMsYgwdQPfa+yvVHODOeaa8xgbAOJWJhOppcySqVTpwd56xzKaTT51OojAdRNGbj3SLoJYuSWG176e5RJGEFeOWzl754Izk2kcHb0Sa71Jq9XBNptkd0kdivfN7nmFlBxhBfbHhw5aithQldX8tsUGYwBCSPhwe3Vxtd9Y6lTxvIAc+sD0N9QcZ2g1gKobsXHAnmnd7Wzgupk1zy3Ubsa0lvHCmcVuZy32YZsT77IMeKnIzq1xb2Geo72GTuCyQi3EFlIpUU/he5pN05tTkuMeBQXPxhD8uJmm2oXE2N2Dit0KJsUhYAQrmqQFdta5zsEOJix/bh9OHAgY8mnog23zxbswhvd0ajVGxTEMyxhurbuIHPin60q1HyeFrHLeXOpriJ3yZS1WXaLio5Na+w2dFhe/BKdUIQLHFqcBmjo/JgS3fTW5SW0kPu4SQkwQDq7kJZp5TmNYhzl5NtJ+lYcdOK2dGHFvOYGK6lqjCM5OyzJACKzbkxJEFeUzC0HgR2OI+YLlb0tMeu4Ywo/qA+olr09gw1OvOdD1epOGHqs0TWifQiEEB7eCtuM2Qlrgr/aESOot6Evm9JainnCgwnZNAIFpcdQ9bmFpvSUhbrNsyXOIbYqkHzhG08ZoHMSDBABvrYNGPd9dpAMJNjjx3IuECpvo1NSc5oQ4f4ekGk9cnG3v1rUqF2AbVU2IWhWEKBd5SOvifPOQWTUevm2S2bZ9PuUvNjeFD1PxkILzTSpUAPjwX34g/Uj1h6fTLJueN7s1pOO1Ccz6aiAEqtskRN9Bo6+Gi4uEqE4tNFcMq78jhKn1EKZ5fs4NoBfZ8uKWEtSL6YUMvNZq3V6MPgy+pn4smHq2l1Eu9c5GGylVbp5WKs08E9GKMs5lcH3yo1Vt8/xhbqVyGDI4hIMny66LbppUZwP6h2DdYggooKU9rKE6vkJrLcFrSF3M5UYM53j9SAjR7Zmml2R3dzc/PiWCgFKqB0eDkxoZOK1tzgc+JxQnISDPQa9pAppJSe1y0ndjd8kwj5pETN7UagkiIUlHmEnlt7NLqV9K4Dv0LVGOqehkQlTklcHUHeiALRsGPfSdNPkwIaRBZnfFeQN3ZLwA/UR2d58QPDzlQ3B+BbNFKkmDKe6VuME30M1MN+v+EGeCGgsh8qIH5JV91Vq0Wuj3STeDY/4816mD2GwYnW9xacFIIcXTJhV++NiCEJ5hm11LqWFRiYAdfD232NB+5ah+RS3H1SPh6BfgKuWekTM0I97BB85Bp1B1KBAiLU1L2yzBFqo6L1m7nBMivrq4fUhLXRTL6o5xDkKwJaqzCwY/ugrxoCMh/kjfefxnf+jHJAmwAVCcn+Hry2MQomqYBpqsVeR6WGsKA4l+DcsE1hMDTYlBvewUhIBrtgGusr17fn52wf/j7Tc9CCsHvmep0jWamIgFuMw3CSGjGd0sS2EOoaL97kgT/R2DZ2Fso0pRxtSGNIRNq9ViHaIV7TbeCxq8o5iheAe6p2IXZHEKjiHAwavLK4qyAUxHI9YZI1BOZfc4K27ZStf1dKtN5JTLShfivYE4KP/4ebOY/OtEKTVaOhguPCWEcELXjLmj75lJEio6RCc6ZlyAlr7IXe3YpaayM23Sgaat6sOEQ4gcAffQo+l18ziiGBwAIhqONxMzxVNjCEOGcF2X8UN+VP0P9zLmTXbRZ0MWIjB8PORCehQOTo3bDpdhXCdh3W2SEFK3Y5ZBSHY0IRjg4jwHIcZFDHEH0wicLx3YyagVZz6xJAMWIHmJJQcE9vdi0vtysiAhJiAE9AIWoFut92tdbd6D/wsJIU5dcx1BQMgETSWf99Fqcy9Lws/Zx3gnIXDUUIfwQQgsHhBCMIZYb2CfQECgnsD5anz3LvRKuACvtqmOEjQJJIr4fnwIEf5bHP/v/+m3/9Gfjgv66kpnH1cHmcgS0EFLBrqHbJ3gQm/SFHiXZQAB9KnsCpeIoe/f8D/Y/c/5PfEpAAkJ8XYMUdYDKFUPynXKpg6CB3lspCl+dPyr1kAE7lSIH+gJ2uKiWzQknoHCvh6xG8/CiqodIcYYMpt6w6WobCdkQ8Ke2mYjaslVoRcYjlwpSUirE1WIeBE8qkD8+NCCzoaLIYOTQgiHbp+oFDySLBx1b2nWzpI7W4KTicJaUdQe4FyA6w0KYDWsj1eUqqDMEGES0pcfjMmUdEJ1GBFh2tObn55lYAhDBnLLUWw7jnJmUflUh+zXKpUeCxGRZBkghGeiAtitOXieTni+D72sET9AnNnzMzFsRt2uQ0L0eq15QEKwwI/8mkaUuX0t+qjZAEpTjJKjiy/tvQn5gCrlDdfT3dKq90FkRiQEnCwHE7pTDkLPWmBNJ0pY3ZEemsPpUx9wN6omhLxqjutTLeEOE8HMVXxegdbp/B1ZBj6Vt92rbYYOUmZxE3aTdYZqxthbI9qNtZK6uJpvv+n7t1z3vI9rSkg5YpdX8GPfvxWRxH9zXGh85H9809e3/qr8a6/AjvR2s+L/B4Koc6ysXKFjcSFFjeJ7y9doMBAuxYfwHRBrxOh5+vZbdQjEChWzbLNrxoh19+lxgrjCLqUslSdVbJZH5xrK7LJMf7uto2zC2a+x7BSVy+JEfzTwxKh8RkKsdOp5udZxw3qV8R8w7vPVrVP5j2oHhC9ddubvJt3ofBpcf0aJUlvGYDWU5VreKWVKBR5aRsShGZxr0ZPpZ3TwkOOORe+5ohRxMonMacAQqe/PQ+DdYTVbh0zDBsaHPMpKu1JwWWq1BGJjTGmE+1jrtF4GIFEujwo3/GyOYKLy4cktDC/gVdLVYThOh0O9Q0s9p65+ViPFBidK8lhxglyyQUJ43FzWBiHafg+21tjhu4au0EViAFhcXhZ9E0TSdYRbHSdUQpGJLlXfXOmLAtJkcAKA6GpCeMFYFt+HXhNqVmRDfWSkGhHdYWPAnSdzUapKRSJy3V6M/p+jsKGL18t5uVYrv12HOFy1zEsCMcLt+cUGRnGbbYQ60BZzFdh6a+8IccFyiVyW+T1bX/FCB6YWOhZA1fI8p4jOJq6kFvEtTwUEAt+K76KDjf/uKVMcBTN0oAFSoSC5Q0MehAin+ANPL6Zd1iHydiv+IWcmDGrdExRTJWQZHO1EX3ffy0h55aYlFJXxyiooJZLNSuphAENVHOD1wV33fAEOHVKYdBxS4iDLyAnh6+U4WH7BYuSEJYnxMlmiylp39V0Z/UNRnYgD/rgGAeun8EEbW/eVpayoe0KZ8lqFdR8xhCcJLVZiPbqeEN6BEMyFqAue0CxpMkEtNkA5+RKtKoirAwiM8ROydzEZNtr0x517FhAIOZjPQQ4JIxLVdmbzpvFe1bUQAhjf3m+j8icQArf2DqchhBDubMEpKNx/o1rw6gtwwAd6aqCJifbOHB05EKLhUrnNzTGoU06FEBAANKJW2KgnhTnE3YoZR18BophzcgZ9trlRqdlQAvFtu7m6kf8D7pHn1KvC4Rnqy75YHzjNWSzTkITZSpv3DPIlPz4X/PL5hJOgRw1V84o1ABKiWqtV3+5nFIQASs5TVkNw3V2gvrDO7tbD6ggiB06ZiCKbhIhai+2DxA152pBf0rkyCrkC5IwXiwWqtnbcRCNzarOXcR6fy8aMVK7o/NgUsciVrlgU3/M/h2ULfjQvXeCQdyQY+f4t/1ZTLZa6Ciyqfin1hSOXdqVA4wirTstvdjuJA8Ah40aW6CCGKNvbrIRwCnUZhQ4P/BCrNU0IVCtd3e3c7bptH2YTh93O4m2+15GE8CEmyQmx0nJefVDhxWIex77l+ULfrSshxFjWzH8KIcQyZoguhhVZztuESAN0YeF1LVPO+xiiMHlgK42nJ8pfmCgCHJYkRH2xqJMQsDSpQ/mHEfAJf0ElQV8ZRNL4wagshxZEG9bhZgl7YwiRF+H7Zju5QFGpCJkaONEqm8YnzGU0IHWfaEevKJjKz83NYa6lng/ijozmsM1XLc4XOGVQzojCQeNmA2NlvOiaEG1s1wrrnMtgZQYai0wPe6IcI4PekNMP6q1F08GYI5I2KDCwOAf3O/Q6NSBwaffw0dWYQqKgLyEDnMh7o52x+EoaRDJLgtfGlzZ1xO4G8uO5N1VY0YXL6UJiiJMIUbxBhpHKTf7b7RTT6FnWr1W7XdTv0gWzPeozK904viLGkPj/f//f/y8vJ+gnBvYPGClC+QXdoTomt1BVo4m3quv6jOJS0joVU5A8RlYHFwMWn/fHig5acKCVyuWtOGsdVjZ1iPKfIrT4zw4g33UNI71Am1Koxgr0tCu13F5PsPNNMg1JtIpA6eyF+XcDKVV5vWlnm/z5MHgS0SPVgk0qvCshDim3Nhm16R/0mMIgEDzFZjqMRbXczUVHckByzGQx38npeMO6tq/tq+vPwUNhbO3bUTP0Tggh0MjQezsjliHY62QvjQmuVMqxXzp0qH/jHDPPbzEXnFDpumTDiSojgR/e4CEBjnQipJR2MXXZ+sSE42g8STJM79w47ghDU+/JMqTpqTfyeSialculD9chIEOfzgXgd6vGwuSs0UCEo2pnBPHMiFbR35fODwyhSAi0ekMnACE6+BlRGKB9LQswqD9CSSl1qNwj4m7Zhb4aTX8sixjU4bSBrI1DzhuknqhQ3t5oFedGFnXGJmIIuEJ0WosoL01yQ4mI2gt5OFbPjUh27urxcxFlv7bENo/pFQHBmPuciHhKCH7kPN+kDm+lCtGAt1KzODu/ZTrPXL+iCw+VqqQq56zlYS6cgskiJfj/iAfNhs0VXYhuAAgOa6KLq7gtp4asshUrLgpxUKGdoSqG52iDnUCerBgDITBEC4dqTO9AWZaeowSJTigDil054du3g0yDf0gsoTOQ70XtAtzQyQu4gNUtEGb2692L+DbPQcAIE5No4meGP5/WXzjonm5VFa2MbGNalWJ/fDnKWIDYWNCM0QVRsTrzYUJEMgapCQGdpLUoxIR6UHI+73IuNfCanORHOZNNt+T65rMSDALCcqI4L3y+3chAZxf/aNfarbguCJGrxIcNNazJ/W6N1rxIZQsDtEuaJ2nTgsm4T1IsZWSjT80YHD9MGGAjD0FxPwxSFOFuAj+2Zp13E0KK6GUn26bGJxCiAyzMZEPqXWLRkh5lQ5po1bwgDPJi8Y/nwgfesHAjHFjhQhNi2myGHWYZVWCh0ee9si9jlhO0DMUoApVdMQvD1Dda/XSO4Z11MbV7Y+Iiw8q9Bxqs3NzQCoS+Mbjt9cyREGLQwssohJBp2sJYapUjgrXgDgUvUySBcF1ClQJxEESLOoSIQYgSCfHMlkpuseUeAtOEMwyvfxKiVkUMwaUW30iIbv6FRIdcQ2KmIoYP3/clRhnK2iZBlTae4iCDOgt002DEFlf/oDH0e9UhQie0Rt3Y7/Q5l5HUB5AHjbjzGNUa9PpazXxyawwUdmPmOsmur3G1q4rGccZKJXaYpnmJVNczqFL/z/cdUW71F8TnPWroBS5pfFapaTSUnyEEf1I73aYW01ntIJNHHSlLtJkQwsuYhaQyHPRB1TXN7acLuUmtlzVDFS0CmYLmRJsaaHOzwRCnDAfnN5/Eh6JIic2avusr66QQwrLIAddqFQ562s8BwyU+fuF6wu11Ik4o1EFw/ez6srBJ5OPVJUefWIKQKILn8qRWq6PIgmlWX3Z0+YiHMcJD3UALfmLvJATzQUwcQu62TezyJ0x/RzMzkt0kmyWXCS3kgEiBUWrz2C9mTwdcxumF7/QHY1WrY9wCJSxUChvaZUmhJjuW+6MMaHHAYwvBC56zJae+EUKMcW9F05uTnjWMJM4GIgpMxEDh6uqa8ws/6E2JOzgG3kgICKRIiJGMvKx2Fhw7YynqTLrIAVESEkJgUCyqIaS4zUMIIUS1+uJop4TdFeqyS6UDQuDfg1IgChH5F56d6W6I1jxIkYJlDgnyIXbFEAeCBZzUUQ13WCwac9CfYzo92WTchUF7gEvJppiGYkYcVJhgkwUORFBo9dVrYhggyx84Abu541LKDaTmvZHYaK0Yu47OuszWL6WXgfaG+CSsNDjwTyCsJML49pAHGGy33OoOksQW5yIee62xAzFeOZNKpW5+ljQgEhXib9jM4Y+HXkb1wzEEbshTIYRem4VgOygIwSlopL31Wh07LIcIN6FYv7//8eOzEow8xeDOeJQIg+YpjYwGXK5d/4AQQIQetcLYNnIMNPdhDbLhjgfkxhNCYc2zcyIbDyTPwIiWTEhKKDGRm+i4VkOzng4Z3EcaOQHXtUN3AWOkOHpvDAF050s7T9/1+WodAjHtWPsGI7CjRB4WZ4sYxYGFgl8ksuXrzaH/wzehA8V7NJVmzjSuD9CWcBps4WDGCUW9Vcae1fZOT9jgXXjg8/ZfG+ueN/0TfKM5w8cVCtnoY+JmmiFTRuKCgS0OMFxfswZwMXVdEmJJQrSEELr8IKUOJkPcFFOYz0F6I4QYDmRg0kEthJcvY4AedQAgROW5mBp5t5agaSPKM8kyqvgr+LM8QwipUaCTKFqDbw95z+JWZt1w2SAU4i9pBazzObs1QbmRubjcqzOfjeOKh2JI7v4u/+SNdvwVJ8+7jX5cOPJJsp5/27s1APhNvuGdnuZjFvfAWGaT3W7YLd51Rr59ywmBQISE4E/yAiHOWWZJVRlz7uhlKhs/OpMsLF8AHBKoxlG/NMpuHKNca1fMD05uiSIHvQzZ2D1S1M4WMoN2ewaFFUbaaeRZg0tJcv2ZeMiLlAj4PFzzYfOUEAJRoQMteMu2Dixo9ZxVE2JJROAExN2dJsRSpxZiwU6/Fc6Bgwb0o6Tmg6GEFCMQRvThw2K7NJXwYIWNVfCwE4LCM4hd/70xBMc7uQqbAWD5MyqV04USRw6xghhGcXH4WMvA3K9B35jtJm/no89GU1QxDyRJ2M1J0ATMUmARYECT5V5fCpi/yrgCaVnjIjrFxsMoxZWwScZQWsJrEPWLNVbzNYMk47XFYUT6Wf74gc+BvfU33PunmMSCYPBygv/drKU9vXIJRJj7rsjUX+Es5YbNZg9ulzJ0DbrpHAMWCqNulc/DU0IYB85zRfkOB8NvbqzSCofb7o4QupTH8EIrJiW5yC/6y4wqQD7Ir3mkVXyMP+42l/rDB4S4XK/3V780gNd6EhBv5eObnBoHhND+v/m3Wq+ZVhx8w0t+Cf24NsWnysu2ZXqRN0ypHWO9pSKl2OeyVD5HBqoOjA+iFH4+Xf0URZRZpmigReAD7k6GUa6YlZ/3qTzS7DWHYl3dHaKfyUkHqVUi5G578MtpgA0Im6+vrz8TDzrFaAxgnwaJXeekKoRq1JXPrqS1J8QsP9A5w4wJq25327t1UXSAfUw+TNLDwDOs6IAIGmohs8REuJzNLFIgjIBk1qJVSNiwYBOwVYHLUzzuvpsQJbtlGLAQRIxnfEYM4SJWGMk2kmWX6hRfdOK4nGs1EcrDt9uOU40HpLS3WT7ivtTJjgzUrA9ul2jD6vgJ/8JkzNt9H8WJm4A2dKOMp3OCpWZo+51PFw1G2YjJSBOc7CKm5EkAQFzD//5beg5XSxKCkjpYWha+oJiRm+Wu24MhCifuzjVGZnLhwEQBIYZwHh4ACOQYcBaolZ8xq5bnE9p3BZdAvMlbe+QAzChBgducEHFRh2Atk4SYimHURYZA56GYisVcLKbEV7k7P6OldZF/rrab4pEMwOz8+6HKXRWffb/e5atMRVa6ZsPHu4/z8+757qUktWvkZbz+BUPy15JkfMv097jX/wJ8m22h8mQ2dHEmiDjo3DypQ7g01/JShqub2Nxb6vAPVz/QipBKpfpRQswWzamqSxliAkIs2rJ5j+s5ZTsV/ESK1Qs6fvjxiYDACQStHZ1pvFP01pBTdnq+XqDpFoBoibhyRptG1KSTlIEhyw34YzlGjxOdOL0vI4bsB4M1q8kwR4QOKvQ0Bo3pujXLgzu6hRIWJqQ7Pch54GbwXkLYUFZS7MpKpfkZhOg0RYTCE29U9KIlT2aNhTsptOl8XoyVtGG9H0DXkfD6DldAuuLIOH3Jod4ej+uK00cjdiLr2MCJu/2oqzfpZNCU+MOaRTnTpdz+mGDcSgtDzoQtN2RQ9bM0YcJqjKg0GQwhlILJEq4NkKbHyJR86Fg0/2w36sOcEXSY4X6v+NwM8hAivWhi4rZWze+Pj2e8odUS/SDj+0TU1CWJqzUhLh4R4uxMEpCLb3rmAjdo1s5QYRnATdGh5rJeh0QUvcwbbtsbWFHbwUeQTtU5XIGBg8u7DCMWnB5uoJq7mdT6rFVQw48ReOZfXGosDjL43MukSyfbuk9Bquwiopqm26sPa4WmMuXUAhNc3oVi2ZCeO5JccrBzQP8zJMKiU/umh0XQpRHT6uf3s5yhaFvmVCu5nypTP23Egil8MHEGQrtXIR+ovvwgIeaR1VJiTcsT0KMPLIfheSrigVL0Kz3cLf+5EQRa+9Qp0aPglKlvCApJCCim7OMQAidzvaEQDbMEgcgYBSPK/ELO6a5kxrALWyFFt/KV/GTwNcGgEkuZOSNkxq4OqzR4JDxsLDXsudg0bvWid8cQoDmaVDA5Sz+nDjFrDnPDhgN3qTxKvduRYLMLXO/yiLYoz+L56Gfb1QBW3mOKHNaUAOCSximWhizO4S6A5p1CwUCcpVCexJadcQ3thrCNsaS7S5QocVpf3ehzgS6OLFN+u10vw6kzNEkI1BZAiGhII2cQwhcBzWze80NKKSG5ajQ0I4gINA9CtK/Y6QQhbqcLCChAiDJaEE8VZnamyzryZ8oOYJ5qkBBXsSbE+dm+DiGEiCXLEAEj3SCTGJ4VEL2AEFTSWHkvAwLdMG42VRjgMbreYX2oaij11eFciQ68VHMxsUYVf21CfwggpY9P04SAq9Z4GFskhBtbPJ36nNwau+ji+p1GlOWqa6RQdKGjKwefSczKM5aKZWPhUIzsapPlpZ6ESS+kvHN+VjQonhVM2SVjI9sylLiYvWDMpd3xyx92soUjzrKryxA4Wdj5HY1F6oX7UrbWYWV+Tf/v8w4OGtZ7XS9ooTt+Yo6BkR+0XrEdzjasyGsacw+dl4XZBMYy7tKqUYlKA1Y2M2D7OoIfR62Phia9H2DkMfUa1E2x6iBKMM3CZX73leB4WBtYkmM4iFSwgKvlv7uXYaYsJrMygCxjX5o3jJ2VZUVb1lV2krnXCdFcWJt8UmJ9dNwV+2+4AlqC6ER4gNxjILOGfbZ7uYQb9ckMqQOkaTjn6VqLFXQhfVdCpycVA+67nlxqB3MKpeoKSQwElWOa1GQEBBp5uZcVzswb6WOgW+RNG0oIgS4JQO3LPAzSnBjjo7MFppm6vBa5YUtmX/I2x5COCL0yJjKk03nOuqUQ4vwZiVA5yaQzhCR7vU1EIyDW92hm0p5lH0OUy3mlEnw+k0KEqA5kM+ZFLN7n4mRrWaqdu+HjlGphBlBxn9aA+lG6HrALXBvAMxjPHiKuyQC7znMHGTwv+DEQL2iPKU6e8R50h4VD8BWYiz/Eqi/BN76b9DKg9OB6GSEE3Lw4K899DCMaU069VhvNt7qa6Gm59bjud1k7QRRR65fPddX1mQsfvQys+kGdksWGwt/seUB8nBBwEx3qm8dyNKHNHPiAk0TfnRAxJTtx7ycCQiaRa3h+O2HU5Z50dVIIEUB9FmOKVSXwxJrjlV6n4WKB7Q041VUN84dbqTZfUhNJQqCcZ9YY9rLntoxjmeiSeG8s9taR6sg02nJ1mftIcAB++4D0pxrJVopO572EMGJ9z0MrzcKrZz6qupmVAhI6oay8SQiFjmtu+4c1NyttMKV3WK03sguEbtf1QQMVI2uYrBLVCXWVMCAh8GoO+yGuDIyshV7YhjpKwXcaJWi0zDPIBXu+uMmsJ9p6bsXRyFU9is1qn/dEsYHgFgms0NnIiOjNRswpOfM9GUwbEkPQKIqxHHeG8/kewQYQ3umYd9R+Mb424tgxAg9qQSGWskGIRbfC2uNTQhglK3La8O5KA05uGgUhzrpnuPx0w1MIIXVM3e1k13TX7USX4OGbruGm6e12N5KJCIYaxgsqrc8XGP8y8QuHdtYBNPCziJNtP1DNeYOwzOAoDrTFUX/vMTUcc/RnQG94TCYIIWCx0mA6Qo8pIcS0y7MOi3MCpFXfMnHDj/M8DIExrG0muqSBveojIIJBRF8T4jk9hCndTvSkUmXsCrgHNa9HG3Y+TAh3JN12EAJHknJ3llbeopo1GiM/lAGA/33mIV1OxxqKZSEQHjiniKXQ0MdXRN5MpRv0+TCKhIUiTSsM6QqE1DJDsr1eSeKMC/6Oe1u6F8itEdlC6yUZcJcnPaMIyTO4UafJ+xtvtGQEKhf9AfsY0E1HUENggiB8dwzRSsT+J0085IFnlbcFVm/HEJ2iDiGKLvyDYe1T74pnaI2r0COljX5YL+SCHbj6c5OY3MRhLlpvB/SIaUL3FokTJQwp0fvhB3HuY+ON54Ab+cDWqovLAl5LGGFWvELkLowc5FqKUVtxwBdAXMUgxHB2SAgo78ajXFbpSwIY6Qm7WUt7dGOAa7LU3dAx/J4evv+//4dOJzsbC1MT4hkpO68ABUJUwbmCEEBJ7/xZQujonIjQ4w63377vxYxSCdzNZOJn2M1cbIv5iyl9M5omfRnRGWO9ue4tqB9T2OyrPCeEdiaqK9nKt0BOzsQCYwiIPWqNTp1ZbB37C6nrJSG4lA9jH+J1PbBYmf3OUdglrOzgEYzUK2hCaN3TVuYrussI124vzqq1l3oZqFGgykBZPyHhywjKISGO8HBW+hRC5HOdeYVLqr34k6UIwn5YCz61jSEliCoHpuBWiAFgGnymJ4UQUPz4GLJCzJxwwZSHM8bC2qYA+jFQAz2MjNaNFEDk9WW61KIeRHGlLlfKRAZVUhjrVOADXuQFIgsdR4gH9g1WuVpBtTcXX+afIISFU9qR7r1RNg8VQIa5CyT4J03CTPOELMOaORMd/yPydXmbW9BDNJZbmO/B/sxzut1iSr8nfVAm3YtYto4Nh206UW6g2G5aygtYQV1APRJ4hAVKsyziKJn253EJqTqCC7gp+Ak9AGQK4+5GO95t+ULQPYZdOYVAuzGvD6mHmJAQU0qrlvnENxb/IJKZLaRKNGu5Pd0BHUxGelEiKoUIIf77n9uLynjAiPvljYeGUQ1JCJUeZBkVqiGQr2tCXLD/WS1LL0OeUIirutQUsA7x8O32YMCy6Bl8/3aghN5Pf6eQRe7BgTrEweTWFb0eBCMXkKDJW6ghEXPF9IfgAVezxJTHCJsyTQh8msQQDizsOenGteiIXGAvQIM+vkoimcWSy4vc2Ialykq19EIhAk47JpUOlihvMGZWkVrEi9NeH+52RsXUFq8pauOGUi0f0ZIPBzzZmLd+ltA6V1o7CIWDJi3HuxGGBU6qQngYUI464cKCS7FiYxLCpsRTVY4mQhFwR8sMJoU8QVnmX66WeWeKE1x6uY7uA3Dgk/XKtidnsEezvaXUltEWRAjhVHtl3GOBjmIX+DsIgRseS+83CQmxf7V29QdT24MZp1YqMVAxH65lCeKQBTRfN29AAGzmiyNxrcSZBsNyUbYQHFougQIPK0sNPNOWRA4cwEI4gcArROgwByygtHRQRwwdGF/vzCnrIa6LlP4aooG43VA2tGtykhBaTJmAEJ15oyGKqYIQqGmNdB6BmTjWF1CcEO9aZhusiw7Hejguw2IKqUKYmPngXRpFm7PnthBRcV3usEgZctRFhMjnkmSI+JBx/CEhtO5ar95AqhFTCrjd+UPQm/IqvdJGcw/f9keBir2xzLcDB4jbQx+I28ePbw9ikWyz+39dXK0zwgv/zDPGECbtMPWwPCo1w34DJkXBACKSrh6KKrwpAKhzGTzhz/pclnEuzV6uEmrhldrEj1xIHhPig5pK2JMMR3kGCr3hEGdc2Gk09OQWxu8Qy/toDdX62vnsk0oQyP7hJQI1FsbCsMvlxBBCRZjVDhYmTvcAguMpYwerUUXbaiNyMvE4oVKKFzs881ary6Kot5sg4sCqdDnhzAo5/gymCfDRGPIOh7k9Rb+j1FHdxIY4ApM8Hff9qmtZdgJxOsYyjhfE7OpJhnYQNJs7QdBrqmuM3JMQaNhFCAJaeXuXMT0KJa2B7Izj4KQ4WqLh6GLJnb+3KW+E8HvGUwUuwKOzE3AYCVPfKLGIDAIlyzBqN5Cj5YSAIdcCCggmm5zSukpBirvtww4Q12sZ2LoYsWy/mDYa1hEhfBm9x2sw7otyUm/U8pr5ZCcH48gIWkMihIAoc8rGOgnBU/vpHIIoravMMiAJOiBERZchNCEYTDwihEl95rk9HJMQCSrc8KOgk22K6ck9LXYH1eRXeaCRBxjFuFUOje+7AaxiDKuIRb7tDGUekwNT54xwbq+yNZ5IMEmMY6Brujg8ELV8u8//XzkfKqIgfYEQGFQpUTAlcSo0/keEeDrZ8lFCoAeos6D1qDasuYpT0B44Ae9RFc6mKN7MmINNKLb7FMOY62RQH41M8YoDi7ib/bQyZYe7m7C8wJIlBsFU6ZISthxsKbHHprgJJFG4sdVaQy7QuSx6fpc7jRsZoagzEiHlGM69uLfhCsHpgxs0thPf3P944GSTjw0BIDz2Pb6322ksNtsbuu9AygJN28HrFdMFG28XeiuUyXrF4k1CuA1uehBCjCI05iJE76Fe4huGXHeCwkRrrkdnGsXcJ4ar23pbzDSEl3E4lTGlkKunWapMwEQEiwM+7GMiHAvvh3uDa3dYY699o9fUTRl/bPNJUTmwpvPb1TTGU8wBr05dCDHKCTFwaHHDKAKJXBuyfcQ0vBmQEHMQDfYQ/T78cZUQ4j+s4yGIHfeDJgnxzBVRkXK8om1ShIFGXZcjIdjrRFPwQo9une+zjOI1wmWGdkwNJvfbhNtPaXCCAAo5FWpZeGau4JKPeiZ871mpZAahLa61JwQCDTJju9272m4PLv7t9ujxt8PZziIO+S5uc//575HF3UFgcvvt285bRg9nyP///IzaENkw+KxiqlLqJjHWZXDkAogAId5Iez9IiIWpJ78h8xgmkT9nak61tfKauEstpr6NNYU1tms3kydL59/vScm9OVIPdm34AzS8UAWniaWQY1hMSJqqmWxvLCTVKEekTZ2L4fyhf5rM3+HCV+z6ramoXE5qMo+x3ukILjM65IjWknVJtMLxw86QsLtOnfMYGzjioc6Gbiq9unJCzHeEOCGE2G7mIaIc6JH88gHR/dw2bMbIMFOlVHyozDdjCOwo7tClck2rn0V7MBTvaMCAhZyGL3WJhdQDUa2VvxwwOsoBMZ2jcrPgwsrNIiAXGnzaIKUHLKilTAfwkGTBSRMCGmxgpA/4ihHlbQpdJWMicVvRhGCmfDu1aiRE/3w6xzp1ti9QIlq0sKFcSRqhm5qYOmsygkCzhLcdepRE3e6Ae+6UDFQxhFjMEFbU1UuEkDsmppJSu9yK6HegN0HQoYHSolgTIq9UAhGFNoCXFwjRb+MGsl2pmqRg9Kms48mpN6TbCWlYmxoRdIc37GQidK4N2e30zHgh7chUhmJZb8A2EVhGsfWR1x5SesEAKvESPpV5VHJ1e3x8+8/eTEZAIAYVO2fM/xQk4cMcD/ivAqMM8/zFsQyj3OHQZpV8wFxGtkEehl+VryIE1kpP5PIfdWZ0Y5tzR+GMNs9NqwnNS1QP22PZsnW5LCa3fsatNs8wMGJIg7xW5Io4shNiWUL69q5vxsWI+duBJ3YoaSloJrzeuCBpm91wJRR6UWw8rTlpIQEEdIe1iUs7xIle1SkaDwkoOI9BBQTDiEBn7zHnJDf3N7p934KDK53C6xwRAx4AERTmmyeMWZhosDjtzbqRMs0o7xcl+TCswS2MFvkJ1VS4OhMJm2XzC8TkzxOi4UStkfjYjrAHROtd+XE1xz8R/nlNFiWn0rxAlydCIxOe9TAVm4cz+v7Al75Ja+vpDeLrqaHgt55ub+qqWkPtnVpKVYUa/VJPHLFdgjXBtWqq18xsUhZ7bn48/NiwxSmEuJFSuz0Z0pEHe7hafl22JuuVS3mnIveN6Q4jm4v3ZFeXjPsE87iLSzEwMTyLm+vVOZ7XufjpcnKr8mKMVhYzHtjJo07Ja+ccLiz//Y9IokCI/3yLu6KmKB9H2fCYGg7X24ftqg8LED5X1EMEeFJzPQTbY0MyQt1hOQgJgc3e9IeIyNVFPGMvQ4x/gWbu7cRf0CrHQS8jbc+AkZ4/ZC+DLVOp/mTrUY/owB+LDHUIPFe0x4H8W/TWtzlErvIHjFM41UlLmZj1zl5sGuXXQ1XIrXEK6SPFbsWNLfVv44sIAQuI4UQElW6TAd9QSO/R1o5FsJmjxp18k69odO5ufsZ8Tr6CJUoYmiAnxQ2lpc2GOK39dpnyJkVwDRvLEEWS6eKGvX2cuNuN8GGTyYjuapP2lyKXvxQCYNXkeAzPW9PFhhwWipb5ybsb2ZASZr8uN1u8tuhvsY8R5AtG5vkyAdeVZeDo3c1PIgRiiKyKdXFKNJXlwiYIuK9XKdxAAJ/U+BapkpWKhwTPf5eE8LTlhRxefrRtzxpNSAjImptWndsT6TaI2Q/PswzDLI5m08Q4iFbnW/Tjx985HlavWtjWQpfnKzitY5OD7PENghraozWOZnTrhbn13XaNASoo1690Oo3Pg2hhK0Z2IoPIQwic8agdiDXwYODZmPkFIcCD3RbE/GC5UuYwZiKwpPps0OFQWd9hp5N9DANzw9om3zZevy7O9ZxnWQhx1r0lICT9/y6EgHGM6IvKR4oKA84WmhC4zHEK4VnImkC9Rz3IjhDQNcq2HBICZyQJgR1YjbDlt0kIesa0ML8oiilMEi+auaayzfV7em/nYBbS73cgmsr+xQV05y638t3qKkk8wnwMoiYIzDn8jtGZnjRWaVdl8upi49WcGxauP/utk4yn0fbgyOxiS8bXEGKKtQYiqIxoU4YwC+egiMLQWoerNMYKV/meTsqnVit10pbvgzVxPw5LlHCyh/oMV55NEQ3VlPWTypSOV/WTJDTQUsaSNcU/tSxpq6+5/hjLoiYcx2B2wWZMggH+MfwGuzRxJzsgBi6Wf2sNpd7uC80HIm7cf5vMMVLeYQ72BOtNRN5M7xBwTyPEJmpzyhjT+Ri+3cUQ5Q4Xx2WwkvXKDlKQzbqKNn9qijuSgZWpuOaPVpvowzatqqwoWdWscxN2v8XHPVz9nte0c0BgK4KNDzpzpG+oZjr4g9+sWkNSa5kGQy7lRXXGHDDEP29KQZFdis1aW1Pey9zDMst0bnyrXa1hBXH/Q2N6B4irqT/uxyPGEP3B3NIGf7vlZYVhz3qtWxpRKEnGLL8nmHF/4lA5JLdNE6dCi+b4bxKieB5rBSFYLdWaKBKion2yXyQEps7hYpwTYrEnBBpWHVRiSIgGptAQOwghFj5KuDNNiEATQqk1ldltGC4FDU0ILKgbtgtCOCHcvqGYSsZeeoVY4JAQsPLccNIbaVE0GukF6TZV6SFEZewk8m9aoWkO/bcJQSeI7OBISl9LCOhiZK4TgIUKtANh/WhcuNAN4Q0BSxF9AiHLqPUhUq/LtoYf7yTED51hQOUKKY2Ysbro+ESdk8qUsGrAZJ9lmAGm2TZXhQPDlr7sKxYsRfBGnQP0UqtkXAPp8Boux9jb2mUMCTkEetOjbu6eWGwA1+2NCfNQqtsopgyLrQF7vYhGRHQiIYweViYQ8ty+ZdiHDihVsGwAabiyQty7N5t2Ldxmpph/GK4Q4nD10W7fycwaivdfDaG65zICw4ENCF7hTyruWhxvkQYGzTY4/JqvW6XhHmLBGf5JWbteHVLNhf87NyWJAgKqm0ttb305gSV2plfloPqO/jH8C3YFyj0gbpPyULk5IeBBPGDhF8J9ZFEU2Y12C4pk2GUsfZampR0qEURDbyHKIZb1u4uZhGkyavM8IXa+dLkWShPinJfeBTVRLP9/ByEqordCH+OlGGI670iW0aRVwJ4QeKWBMBLCCZ05liwcEGKhCQEX0+n8mBCyHCB4RIhACIEGD42m4v4hIVYs9jL4ChQ9SehfxB2/mNoacVcSQwiY+lhm7L5NCMOl1vpoHr5UMr6MECiFjcVeatgh0xA9yvCgqG/GE0jh8+UJYmI5ofdQGEJBddzWeI0XxVAHAwjFpBr342DebpEQPjRlJ3Y6Z9g/rDjtukmvZKELBx9SOpxgtkzJxpdEZhvpCRQuOn0RPcAkzGQrTwa/qcNeFp5HuiSh73R4udAylJlvL9LbRaJdgZJrTskIpGMnEcKEsQe8DrM0KUTzmhCmX+bil6oFQpQdJJL0E1QyisQsg1c1soz9HpNdoWiuWpS0wccWCfDczbcOzx29kd2V5aK75cs7tqvdx5a8juHtT3dklUiQdacnPDbamZKetfLyjlmTlNp8Fi8A3h8ERF5+2BECqmHut/VJiDG20UaGEEKXefAPgJZdRpKWuQSNLn/wy3PmmhD+NOzTFkJ0QZyWYEILGehrhNCHCBzOxFuqxJmMCyFFfCHlvotcvApv58eEgO4CY2tSh/ByQizcQ0LMjgjxQgwRkRDrghB5loHW8o4QCy+EO2BOCA607wlxe7EABcT1dxoO6hwkREW3YVnUZrMHIOHUeNK3sOH3bULsNSOipSyEuV9VqewMu9peaoQUv4mG+UikRRMYMWW56cXdbmDwcqkGHs66JLs5Ulm+FlL8KERS2KaKu3BLE2LO08hvWE5wGiBQdNNtzQz3NsKBb3BLvlFj5BhByCmZ1bogRBM+MBzF47zm+WLh0T6mv5JZ2xG3Rea2aHndci33wjrua9gk0SomXnebA3JEnFqpLIkbEp1Iq9Ak+rssA20pWkRakIin2GSQeRihpJngrlLZsh1WKh8tWOQ2NUtcKpfdOdNA1JZlV2mOgF28J0uPqKyEzBoyN3mXEzfi7Y+S1ioTjwg97XXH6g1KMnADx+SB7NBBnrlMtf4Q2MUcIrqEDDGuDwkhE50g6rAeobZzOWyhTWk0pHmsp2N92aoMQT3nQXIUMxfBAgLZtIon0RkMbmiS/R0buWH/PkMe9yohKmc0fMAvQKBc0oSoiKga0oczcYqhYkrXKqq1yiNCdHUM0VjgufNmLBVzV0fULuoQj2IIP8JmkKyOOkQ/RCE9r0Mgxhno3d8Y49rVIQasQ+S7v1HbCAcdHUNMZaRMnOpACOJCMRojBtAmmqPTthypqA2DR44JsQpBx3DEuiBEvHibEBjuObAmquQZxlcRYqiXba2omXcsKJkQA93pmeI1BgYTimjl/ElIuzuYktGXj6OvhyrLNxbMikgqVDZck1vchxnOO+J43DhlyRYJ0ZzKksCMSQb1k/JbL2NGemHNVB+vmHYAwuUOC8emLz1O1B4oe6+NOZlLnSUGs9Cgz33RlrnxPUyYJgqDhjdolO+srY/u42AEqqu+fRIhcNRgQyOlknj/UZtBT5o6ifigZdiZRNsDVRCCmYF3sAstL1i2ojpmbzdyBcO/dziSvxywAD8W327BxJjzdqOiy6hHpGijBcrndGe5gYClE/GKmn5Vg0wM7jH0hxHbk5UUKAkIFIYT1h+2sr/3kBAUU95i/2ls89y+jKeDfmA6XKTDaAHnUAtFySbSpYHqj0d7+zkM1gsfmMtJT1m6e3QH5eqGFquvLxGi/Oio1WQ2C4hAPIHpJm0EEZ9p77knhIDBJPQQeN0hcx67c3Q465HeJIpSMuY58Uwe1CH4N1wC0O/hgoWCfUhCjBs4ZYZjTQg831G++7svSRwnt+4mqB9I9U7v+KatzcU4jyHYzpDVwXg7moxtk+u/e11AJ/Z1hUlKKi4J0ZyeQIizAx5whC3X6n5VljHM7Yuoz8U5RZsymhKBDYncpbr5Gj5ITyZSr9B++CO60p3W1RA+NGqqg/skZcJRqAnhQ6XvqNOmvgOcsRjyBxdwkeG3RA+KKmuVrdNg4SaiiZLrfQKfDrRhqK3G6OMEHW7mS33aW7N5AQsI9KiWhS2a9EbxldLo9EePFvTwEm2RFzOUBZstvHinqK5RbNbuP1m2Zz3WVDO0z2xX9BCoUchSM0MTwmIMId3OwjuriCWGLgWiUgYaOX6RR4xlaZiovvhwmegiLD6RNms704i1TFsAAYB9mqxh6JywekA/iCxYRPx28MdnkLjVoodv3LUHL0pxLL6mI8+eEDd0jfkG5Sp8hlrjiRAixOiRw5FvUbJClrQo3Dr6QxnqWRabUDGBIzs7wRSGEBz6HgfN+VBWvKAKcyIhqlVNiCoTDjQwRA9B47acENXHhCBd8dyNcV8Yi49vXWIr3MzhN5UTdpB3O/U1v9pc9kd6KAldns1EN3LH4g/Bjw67QouV5OI5IeCPwZF2mRxGnMp/1KggBCq76YMOIfBN0PztjmTB23CUv7KiYW8gE26gEHFCDHF29OvtQaEPEiLvZF4W6/guuZsxU/iuDgeFhmIus4Y18lgM85d8F72D+hBDserx0OdTYggf1CAUx9qZCOzabCXyhQnqp5Qpr0UbRSJc8R8mgOBUYr4SCj59jl9b6myBA9HUSeUeK3d6TZQe5VQaETCeagThnhFLYQSjwLQ65OTDszY7GhJG6W1CmPAOlErqOk3sw+kLE/rYRMW4weIBVv4arTjyjfIbiilcZ4Xc8XKZprrKSrvuYzupdT52J5ZzSA/RiteWEQz4eH3CnLNGt0rcEmi2h45nBj4P+0O0XLmhVYyX0Z/P1VHgA55mVPayXCdFQjDHSFGsR/XAEkLAAwKrUB0OdIqIcohsH3F623JEvzUsxr1lXwauS4SM6F1dw4v7Ozqd1jiY9kXb8Vovo1Weq7ZMn6DX3YkoqZI0g4rJmjaTIiBESoGVG9WisGlKwm6O8j7csoL7d41OOmPJxTB6iRkcaOxod1DrjzH0hzuLoABUWHWXQoi+EEK+AukYM1h8uJsTglES41ISos9P6dfG4kyyXiKISLso1KxExH2LjjF1qHGVy+h1jIcvRCovtWIJIWJYVsDrCnfQEwjxaLz7awmRz3XeyaWU4HJZ0uY1stqozbUdjjRdSghRQx42Eb0BwlW4dDXQC/UC9frqTskv4B1Xb/juESG4B5pdsJPKlIzXb9JzCSDIhpSqN8XCEV4wNjV9nIXUUIorba62psCa/1p+XH62EbVzLF+uFMO5uDfKbdu54GHFchaSb67Ae5kQrnkCIUq9TEQaamBZj6Qvkk3zME3jqBT9GiFGo3ywTvxnN08NZNbrvOtFHjAVS5Zyh9KlyxF/Pm6mgMqFE1mZL84ECz4MqgOsw9CdYz3XuED1Yav7F+geO1N1dbMnhLjGxCDEgivMdJYxa0OTNRT3KPaYEUNQ0GU5WI8UtJlK5jvMVtrdFnBC6PegXbItuFUOxoM3CFGuZvvWP1ze6Q6j65ZVoYUQAlP2Mq4BUhxcMXi24+XdznznUntdX2oFPk6O7b0+OfA7295d5h9eiw3yOnethR+RPp2oBdrIeaUdbkVUQ4fJO37O5f6rxZ4WqY/877A95/tDviL9NpPu0cGLp/9tEkLYCLya9b7/GxLiMr8/LXXAyrtthwpClHwpOpYoDcqChPPT+X7wCQo2DQeLuGRdw0uM+PEjV0BYLMnMi51sfr5LVOpDp4QQTQQQ2YL9/CtlsFHH7Q8J/WJAcQYSdZ6fooMAKNZ8GS/z1VorrbbO65Hw54BAWMrro7ErKyTzzXEj5okbDJw2hvWXCTE7rQ4B4SlWUqCidtiMQsBbOa5Dn+hCx+pjTgixXd15psrPjJeNLxhaFTXGxLxSk1G33t21NHTxkqoE2wIYkNiw5xuF5AIDsozek4yAWX+4SjFz8YBoCsuoUN7BiFxa6KQAiI1IEFASTqZR2BfF1HAxC2cWpoPR3xRfnoEIJIeaEDMZ69SUyusjXRe8ZwjxHfNJNpQxJxAiPJAH3W+qnOvOextlUV9/YyPjRUKs8kZcYdeHC7rIwfSdMY/Btjs/v7wwLw/5Xv4ZdwffhPafd8WCsvu7u/33zL8aZNgysLsTQtzfi+s9vt2d/vRcP5DD6/v3dNnlTorpTxGi9OUxhEAP9xnms1zWCd8EDNw0Z5zfGkqZAlOfY1xbG/2TARdwS6/anAgA+BrPDYZrX0vyoQaRtc+hBxktoqt1Tgg4z55UpqR2MkGlkvc8AgL9Vpzm6F7KFkVsSksg4dBjGLl7I03ulxMkexwYWOvOzEr3NQGJQm2NLn0zb9yvlhvcNVOc1DAZe5kQpyqmaCydIXIqczV7+ZGNOfeDV95FiCGWQN3rVXm+qzNf6UdzGwhetZwEYyT+B81OehDniJAeY8tbYHbKXFzB0RYL+UR0rK+YrTTqZTJrw1yLVQgEieDvVHJATQgCgu2HcyTXYxvX9RCTW5djtPhmlh1FXW26gYqwFPtqIMQs0G1ZKZpMlktdjuhGCRft8q7ZRQ+xA9/HtwhRRnaR4D+kaDgJyjtC8NoQszk0MmpnJb1r6/CS4XeLl/c7vFLOhVIMZBuCWRRtEVCsqOLAbzZ3slzqdc9VCisxrCaFdSdXrLF5t9HbBkW8e6nrPvwcieCy1aV2w2f9IeMIAKn6oAGR8avEgP9SC1DuxPUPgPieYp0s9yOdSIh3Hh8lhGxiQKdrxPCBpV237njcUuehoVbTW+lleRWHO6mupEMsvEBpK8baE4T8jxixxwPnDzs26/SU86DwR0jkB7QRp+QY2O90E5hNVh8CUwaXmWPUOX2Y9rluNhtLoYxc0BFDPoIhsYGs3MLDUQVl6VUuftAW0fhxxYZFvArY6ESs4zgqnL9ACPoltU5RTJXFhJiQaOOkN59UoaWBVzpa2/rG7m8JItjLiDgWpf07RK/CN1LqOxBA+Kwe5c+4TxE91mXC6AmAmHIe9oqKM6g1YJLAzAoDyftD9qmxPqlY5EkMlRco5Y12NnEBWMAIjT5RTA3h/oodR5H2p0SewZHRoQ/FflNPqLc54i8VCSICW1LR6dxesWjXwyJGFKupun6VEFZh8s4NlNnG2M9m6WK+EKKiCVE6uKlWhBB2UYdYcUNAn5VKPUCCJw+xaSLlSLEeXIs1IX0nYSCQyA1zxBJQUYdgQXItq7iGw7wOMWE5IVtpj6mh2JAvtVXZiC1O2bmFJw1RGbMOsd7L7VClDnHJ0j8Bcbvsi4nOb0oIvSij5rrQ2LdRUcT5FWGT/GIO+tdlZAvPETrnbJZliDjulv0BZhmaSBi6WLM26I5UsT3yx26x7LXWT3JVKvblaUMTpi+yQk8f+CYnhBBU+TlikZSiYInsArIrFiGqsHJH8blGPWV/LJvUpAqJihmv/+V+87TeUwCTyu5Ie81dak8Z7mLD1Nasu+xmrL0yBHZwvrc/SAg64e8gkewJYRj0BMvhsDuT8w0wr01/q6i+EsUjRusW6La4+rD0tU/F1Fz8dhswq2x0sKUaH8E1XvRCZIlfc6a4HPsGXJBZ+a2ED1zfl6OB9g/obiZUsEO8MOY2cJGqFITYiLy5G8sC7HoDqoAYs53Y5gVCwAU/oos8EIFuAEpMlhtR94IXeaCn0vtaZgMW3zzoEGKKsyd28dXzNwhREpc1Lt0yuDPG3O/Flr8UQpxXcstXEVUdunqhEXSH5AT/Uh/dzjrnOetuHZRt1EGLtYLTvVsfDuoDJIZ13h5x+a/usrFs24UlOAiBFUw9eAP0JwkLX304JGBTgO52ujVGdHSy7VvS7GSEOuECqouCEEADn2aI2EGGOoqbkxp3oVkjOohe6jpl2u1Pargno1LpL07oZRx3d76cEOxUoNMZQSOOSehpEzct2rNZsC3hIt87WQcilrYI82q4/kbjBIOQJQ78Y3R2LKcAzsibAzrkxQf8wzzVtJvo5DkeT5fdYCLeQXqSngIITEowukyasm+5NuDEckOjAWPOmNeqITqQihIDgwkv/5XIq5e7XZ1LbZ0oLcKkaIpK2jxod3oO5CwbHXL0ImRXL2YZJ05uodlZrjqBHkuPy8fxww4MOmE+O3vLpxIjhrN5JiHEaHY+dfRlP8dFz5HvxcySJZ4wlcFwOrkAdfhsPnNg34VVIjPOQ8y43ZNK63yOJV9/vT0IHRA8wOSe8gAMe3KfCGKzG2lEF2UI9Dmx1yLuxz2Ou0CRhg3rQogQaygw6gEx7kTWFY07UJ+azbilHWwgLUbzk5uOcIvl3sx7ViFQu5/6NSxSbixmbxKCxq1nJb16JOYMguzFLp5rcZCBtvK8XOZYV6XyiBDdEZeMXY7VYsHzG3MZUOwBn9hlKl7XocJcRhhqPQS56g8SUUyhARfFrO2qfhhTTNHn7m+cwtBe7RRTEUdhSYhwIU//gN3OPgfE8a/KFVOocLFKyR4G7PBRMwK042aHSlRcXCgB3WIGVtWhhuvX3cVJhDj69faGp3cS4lgLFI1Ye+wOKT2FtDgQL0iMbuHyHta195RshGZoBFV2sr6/bLg92MqYYho0HLkq360U5CMUSicXYYN3OAW7iWaztZA93ZoQHYmKO8EpBvgoQbA6gJEChiRoY2ChARudQb1OJSV2oHAdugxpYqkDiMEeHLfQ4V/Y0502xoBEBH4j5ME/YjccfinaeNzkrh+2kBNImtyzYzw/OE1E0ygPD4ZgT6pUGnnbHgtVQbH40P0nP30PJg3ezjKg8ZV1GSAEVNdq5s48Hb8vaNgCAw/goUUhMWQm+Yg6NvAAFCLN5uZVFCiVyM0yTmSg7/bAYqRUJAs+sLcJbZTiNo3LiWtirwOSDV1+0IS4pcSpN1Awdbukb0wT98wV+nXYtN7X+YwWaMAHC4BClpETgr4yM5hRdF3wmEE+tYUIIRZWx4SFZp1msB1Z3f6iplJE6dwtwzE4UxOivCPEuVjHn+llnY8JgREGKIZ3cxkDi/syMIa+sJoeB/VwJnmIxQJHAlMHi1qb0Qx+GFkjgmFf2LQ9EgJN3+YCSlCqrhtUXTcdIUQ9hBi7Tt/rzcQCrp02JqGhqWxAKprHEJj+xlN8xSIECAHXYQN7YPH9INwOa2MJIWhL14M6Y7YY9munEeKd+oh3EkKmmOVKjSKn4+ttfLgVIAm3nDq3nw0kx8UepmVuKsI7A0InH1viaSSR1CBwaZbOOW8MERTcjtra4SjYwYKdroJHkBq1KJzTZAKwPReVswasE9/OMWA9hiUPAawNLCXCWIsJsmJTHa8o1P4IKBIOerP7NEYxDmMxrEdAJ1F3tf36sogiSLkeFo1zMZIOOkR+qQgI7AMVmlDZEwUu9Z7QAaswhNs1tEui/+RA+BsxBB0OTImJGUZwLCNxyx/cqAPZYU3ivOVkAKOHyO8U60pFatTACa43G+MTPXGMoE8EVpAFJEanLZttUpQf0aOcGonIUfOagwQSGhCcgOs3HD6fqzG+QGU30ma6WWtCCCAuhoOOSUIAVVGn3kf7op+YugM2oimPaLi6MSJ4mLS0vSamOYdwdMbdEpslMJcUDMR7TrzemXjjxtwhxvADoHDygpOtUUroHE7/8Gq5ss8xtJdMBYRIZVBDnF/Lx1kGVdd7QnQGTlBMbi2CaT6XIQKvIIAfnxdI8YRu+PXIhxPJNJ/cojScnTfEVRTfL6Z5DBFADzKf9blRp43NlmF7JnMZfTzT1F2PLmFT+U1nVQhdl11Z2dHrDqE1D///7H0JX9rq9rWCEAKEKQQIyBQwgqJHRQsO/d3v/63etfZ+niQ41Nme9/5vek5rrbUakpU9rKEWeceGb+3QdN2HnT50knhNP4AQf15ufBQhmi4bCknjQ88Vs1GIhVgEH2/eLiuTZkpRIYc73TAqiIIjLAQVt1l0KqIxbDbT8C48uvwnfTQIy9mvDqRB3nCtt3hTknNYkdoBakjariKuAEBOaglwHuwcVIqodDU47mwxnjdECcNXTNJk+AiL20KaPNW5RLsRs5LRUHCBiDJjvrG0bYtMg9lcHbIJOghNmiAwA98STtcbEYKLDLIkkyNYLT6NELCgU4RA/Y7ioINT6BMfotD3rZ8MEcKl4BN/glpC6NpVULhhcjkRYyWcOj73xXQH51Oyp0ECWKj2Ys2zsejiFonBgoDrHRq6C+tJKQChPUa5GVUOcdJoJkUbeDQci46wO3UJcGI41mjuEdiMxgeD4AjB4QAQIESJPK3fKtmqHyJpA4nzA99SSF9EiD0148IcbFnCRzi20mDmHKTeBiEONOcyv/8EIQbWQQbuO7UEIbiNVYQYW4SIG0iX3kGI+SxFiB4R4uzweYS4PgSS16d49QQhYPog4q1LO4QgWmBWOlef4U5QQVnldbSEWMZ4gqIP5xO7VO5Fn59UftLrGhcTgzIx4+akwaTx0bCx3CuDd8ekaG5luMw9MVy+s+MOrfO6qmw4Rna260auDMvFzaTFK9Ze2a8hhN/iDQcD/OWbthhRhewHxBRgWInXc1rCFq5cHdPAqYd9LBBisThTFgskihLWe6apqyfQWvS6Xle9rQkRcvV2Rsia7atRHT4OYU4gQrjI9RHRshlHBOxTpxH90/Ds8KOO5By/ihAHJEMsm7LkdIv4CTgWfRoh6qE6TA38MQkGHIjgwSsnuurJqSVA4CoeTSOjSQU+wKAWfwZa25yL4mUdxhwNenAv+qWqUNiZziVB4HgElNFcDLo0DGXOGzYZSJRO1Rhi0A4CQ6Uyn3mKEHXoycRCpt2R0c9p4rrBM40ZJL6aCc0ymxRCDkA09nrluXvyS8lSR030HJxPhb7/KkJ4JpXv15mPj0h6kbwiBHIwj0jDfhUh5uByeZxU1oH58IcYJ9rOVka5haEvtZ3QZeApH8x6Rv0d0fuPCFEGBKcOMjJFscqtKlxDxR+iC+cH90jYlFc3BAgKMjgd68C1l2kFdczIo86JKSEAEM2mRQj/7yOEWs3BQBAlOQCCOEYTlRKezsynO7tRGv/J8lgnKUI1gw2fU17Io7jdwdAWTpPlskwVQCWv6vh/8sK/9xghqIeL3uR/L21ixBe1iFYDJURpPK1hhVFtxKBLLXqA/Bj8HS4mTmSFcZrSDTWPFjBB/xiWv2t1jMEQs0mOQU9ifUGrA794AfYxpDQoHGS+yVZj1gRosPbTjkmT0MevdhlFGkxhbc/1PXf4uNY+XUOM68aDLuQcOYhGRv3tT0QAWvNNk0H+SlQr0xw7EmWSGpbHVXKtIaxtQf+9FkWnkFQNeUcyEAZlIbBPWzjJJx3vkIZdGYSg2+LD5bLHFbgghI8uQxDi7LCkeb2aAXZiIQKi+xkMBmFri6FIq9uDYK8K67lYqBBcZMwwtq55Mu15vYZArGZvyu8CfVtaQxAi0HaznP8TQoSmy+hhtTqotXAxYXuCdR2Y91RuQapJB5mxUW5N4XYlCBF24O8bqHJrCkpYODAIAdSNPIMQJAYbbWc4gRkwdnWHdJAJocPqCEQAIMSTqy0ORpjkxQNvNm8wlNBKtnJ1Kp6j6lcixCcTdRQgMEBEJyT8DlAEFpLQycLhhnOH0INARrznQC5qH4MqtWqr3XJpxqaJjp9ls38Xm5OGVUNOotcQAsv6uOW+pceAT208mrJ2qDbkF4468OqxGl5Rqj8dc7ImbGudK5ASdUIV0SmzOxMq5SGDtq6tYcxxG+0J5eAoLlasseOx70ndEBjvE9lqoNDBs0VMpAkRWL68ghAHajB1k+Zu0yHM/SxCxHX1oMsihCi7RNsV+hYhGtVWSpeq1eTlqQHKcSOs+6XDMrkjIA5ei5yLOnDD7kOn1eNuswuVM4qMw04b54WulBYhzq/g13wFKQ6maK2yQYh5kzHf3CtLZdalbEkyQq23FLT9LMRQxPu4OxEvxXkSSogNzVJg6jjCKxBiDdPzX0EI2thSTI9SspYvZiJm2GZYWUbuRYToK0IMetx2eoIQEZeaRtsp0/NexoUuDETbSTUXLoFwAT5Ez8NfHRj1d5RqO0Go4TBWtZ1yU4i2EwNw4OOsj3AcNFVrqNPPj+iUKgiBPdAcEfS9Uls3nTgXeBUrBiHc6lcgxGdT+fh9kDQ5rEftE8saXavQZ8GQ4uN+wYH960AkWseghRwKNojCc+ByiF71sUEua6ZGpO4J1pkpegNCeNO37TFQQriSp5XHkGsl08oquovutO4AzjFdxX0OfsaZAAS5lDp9KB2KAf6JmZ2puFs/xmAEAxOp9eyWiBAoL5EAKtrKREcgCX4B0EFIXmNdz44nlVcRYrbaPT49h5hMXbUiJ0JAgN5JllGeVy57uhwSeOZ1z9lsbNnz1BqKaJ5uOfhazsgMEHmHvMtIv2gNviKrBEMeOOPBPAqDhR01BhzdEfPNARyCQDl8IEJg9C6RAjidoX1YkGKienrBCK8pgXy+pGHUxyWhW3Pi2aYy5K0IIVHqNUDEWrPUk48SOpoixB6TSQAXLyNEpoYoP0GIcBchlhYhtIYAQkQpQuAjZrsIoTUEhhwpQlTmCPNty7znXPijh1mEqHWn1bYdU9IPoemaLuOLEOKTyb5SMbNvHVqEQNOOyjNsQ0xbIq23ja1FE85TpFsPQKukFfa1jCaOufmZN+qTaa1arTV9rOEja8KU1hF/RAgAs/8mxRYpENMiO2OsPVySpYAQxIveeF6M5ZKGy+6pZVuf8DXA8h1b71CfZIz4hrKL7LWzCxYXKURgYdEkew6vIXh1XPJWW5HneDOQj3T/cSzjCHytDYMQpP4QIf5Agz/gS+sUYTlZdOvFBkSc+VH+swjhV8vSCmIOAQujIMwQqxfYFqYOMnhLBikDc7PSAwiVIWXcMlVaiSSBfGIsNJbEEmHJog3rCT+VyTxLePrxCj6xg8oLBvBtCBBnA48jBUEI+PPjhzhwkFdZKkERW3VbMdOyQ81Jxt7zsE+IqFOLQzvxnowpJckX6czDISfJ8Pl/A0JIDVHmFUBMSD7KySCEYxHixV1GOqnE5UiEED4EGqGI/hAWIaLQdhmCEDKHONztMjL+EL2Mky27DDrZkiQyA38VwnoCxM05xekzMqlkUjkYIFuiNq/0jbMUjK+qzQjW7/7XI8TepxACL5kTGQ/r03a/FFSELxtGEMB28J00Ra8hZ+RYyObXjCuuINiNs7sp9L1V+DDD+WnOetenNbZMLJ+6qD1GCESxV980plzFeXfC2gG7C6bXxzXIlWVwhMQMvIgxtJiHOnEgyxrF3kmNDyvOX4UpRbuYaYEW7VzMnJqHm8EIhD+B5cUEvjIW4ShSmhhEeMCDQA1mBCNwLlppCTGeeMVXhDIHzl66ygBCVD6PEL2+RhGA2CtKz0SSxRzwjO+c8EiJAKvTs1QTvmb4F9uv5YJFGVNCBuytS8dMOAXwQ4JV41mli4oQKuvQWqSSb6oxOIQAQlToz5gixNAbqJgeZqYll/ytahXojDE0TYi0jECxKggBEeewt+IegzF8qMHr8wkQIiBC9F5DiCa9BlcUu8T54g5C7DlKun4LQqTbThfDRnhMmUllz2gIOYeYgpKqPpXdEF7Xk1HQe2YOkU4qfe50sk62PfGYCiPasc7Gv3//h1UT6oR5gWbr1dGwQV8K7EBmOqY8By9kUgFrqOp/BUIUiybEEC7naMEOeFLaByDmAL/pVWaOqqy58E7zaxSZCYF52CMnAT6pMEculmQERsF62KxHFVigRlEdmSi0tA2MMVnYhPhW1GvHfUfizHtMiazVWm6L2brjRMdA89WGzCGE9PdilxGEb+kxWEJUOqBkEhLccR3XLuzG6SIPT7DhSGoInOsTpTXQGxRFIKqOI66cA6Iadp4neGiM2+SjDBYnRs6LC1eUG8f9GZxMaAvvK4NjErB1Zg626BFlrYF6qlMZRSLnAiFv5O69muX9oeNPyq1QTQSonlsccpS6EPMoCr3NaOVMzSFoVc3X0wjEpW1cnpAJgW+jTxhY0DyFplJLcl6oOqKtWqus2WWlGDEx4IcMKfs0UwiqlwEQC+ICM/bqA74Vk6iJJCb1VCmXQtTJIMfUJQUMI8xS6dBoYPr0XZzNunFuyDGllhAI05xU4XBJelDrdYTYU20nwjdJlEow94CDSqT78hPu6baTCHGwo9wqVsCYwpMcZH3uxtXJFktjtzFWF7pptTrhEyi+IWNqPAUJAvLAi1616SLlcF4lY6qBXQamXjXZduKJOB9Wy0QIel9i5t4jY6oKFhYzpjEgO0ZgD4h41LCKJc9RDh+H6+lwLFrBw0FtnluaHiPIzRMOL7DBrUw+WUOILJCPJ4/5cDwrB/kKQYGMC3Nk6DRyn6aeyXpI3gJezvnIU7uo45LLqGgkOXrYm82ndBqst1Wx1QdRlr5l3IkeEyGm4N1B3uVDFtCAxhcn117S2mlgJfiIF/EYIfCavEWxhQdeu+NOcPE28fqNL9awduFcfsUXURACdCfLtua8TPJ6Y7A9sYcoDRY6MhuUei5vcZItzaqDGnFZfM6gIYL5laV7wUWeIT9MqMA30DdrDc4sAzFbAACOUEMc7H2xNvdVBxkbZrEWJ7nUIOLG2kOYZFKVGv7iYmFxrDngYU8ELfAM7rSEi4pGpMYovjLl2uIEhKjfKQN+yfHDwLLHOCwsRf+xXGsm5y1jzie7CUJMwQpAsSZGdFRrhcaAm6E53BJ7bijsKZlG9L0Z+FFIOWEJQWupoxyYSExPRd0x772KEOLFJWPfk0LeSecQGYTYfx4hhFNpaghWMSPABDK38GUC4kyiDrZlI52Ak4E9pq01+RBd7NDwN+YacoqbA2218iHqk/rQOtnCYR8pcMKpbAxHQjLGJXmMR1cMhEAQkRhLYQTDGPaYXorIIIAFAXJ3tMfog7/+dQhhT1/FhKaQvIez5DyuITQQBtd5o5FFhqr4qzcaGk7QROTeSOlSGLJEDG3ijswHdLgNeIJ0TtYqmF2vT/H/yal44U9RZcoMDLeh40CGxo1AL2U6yD9IhABAvIgQKOjfABAYS43aswrS7WIk6fAFbNWQQQ66wRQ1Ll6sUyDE4ozuHWcUcoo+C1XDIHRmlCYKBVhMK2uoe8ZI9xZW8JnypGRDh2fLeR31E3YV6I9QD7l1UCg7TYGLTj9da9C5GQHEIO03i6/f8vv774eINyGEGMWwZsDPpoZQBSsd6NFK9ZXUuKB6Kiy3yxwJx0yeq7vBrMnKoR777RkzfmNGZfyi62h5pjQpTmKg71/hTopTMcalpMUt511FiOEcj0C81auSiIVRJX2mOPHlYEswApwMPEirnmyFNI6EmiQMQ5cCEFJzy6AYJcRQEOK1OQTuF4R+1MD2XO0gRD5BiNnLCOGgHmQNIZlbjSm9rpf4KmPAgnGyRU6KGBOQo4uQBiRRVokQIJ6N3aGpIYZzt9dz6YZ/iBkczCSnCUJMpg2tIYCYU1ohoMtAXeYWqWVksOHlEfTPsJ/M1cc4t2BUUimKsvBB9BhAH4sQTUGI4HM1RFFNziTOU+bkXA4jM4FziKaffZYnyGB+wyejrSsABfyljsn3WrZo8YjpbSZHBzA4CdU+j74YNCzCg+CUxjHo6hu0G2gzpgArJjhmofGyCEFYIES8ModovanH+AdNZ302w4Dyojmj/mu9ArKFJEpNfSoVwaXE9Gctd/yhTB3OlCnFuA9OKI0THXwph3zlIzH3Z52Bxc0FxZ/yCG0TIZD8reGzQIg+QybZcgSRsiOMx2K/w+/Ozf88QoTHSm09OTSmURpVIAHbh31zcG0hf0jJaldtIWLktlPy5kwZwspLHW9BkYQSAo4T4gpyEs/adXJWKeefwjWcMrl/rHntucwgsJwc03eHCAFGoCBELYbcAqMEqdsOEZ+LpwwekAIRRAi3SXaxYsQxXC17ENqJAprxUx1ABBzxSa+YRa1XEULWF7rtxKRy7+ApQuReRAhEmbXbGBj+EsZUT+cQiISM/alBCAgM/VYMq5IbzrlYPTZdIoQXTXu4AGk7DKY1ZpMw4+oi2q0X4bdWuTWN555fE+UWJGig6yK5j0u0OHKG//wHOaeX4mHNxnUmY16IOvvg4WD0LGkhoOWQZvV1CBHMMJrBl4w8SFTbwFQgRBGTykjuwWfCWAQWHiXEWNZ1hIhn8Z0EnXJIwj8vP7iQlGHif5xkbEE0LVfg6Rq7GiDDzAaan58TJFA79XaMX6Vu4b+a8iIeIcTYfZMrxM05nlgzTiS9Pj7jEnHVWEQJldIf1SeCENYPQksDGVnKT/Lk0gcq/gTVXW2MGbXmM5J1KUrVJRrblWQfcTTJBQt1kB1aXgAeAGQQZbQzI0ssG6ejinOw/9NdRig+gZgDhdVGFZZRyeaC9gXZhAzje8BkX5+EV4QYIptjFRd1aczQ60Y9dthtHKtrFQZvuF3H3P/jORdTUC9k+AvjfE8qJQACvYUgBEY87WDAPF8s9LEbqHcZoi47o3DKC6tewQGJMHTooCbPafTHmc9iXOyRCqG2zx1sMEA67iLeBlSAVutVxhR4lJItsL5ZZLadrKP3Iem8TBBi/xmEKDp4XlPbeVgOsMUV9XfL9xhw3FP1d2y2nTfUrXVpmQQ7T5gutkPwojviU1luIj8LLrgDTirRUoEmpQhRjqAcDwUhyJPggpm7jLIkAv+6OT/HLBLgXeZzdQaZIQ0G4KRwZoYQUHROy/EuQjTnH0eICpK4insVEOhXa8RHL+CmEVEcVGC5UG1Ws0dDwhBlDNFK5ctCxxX5n1xQpfKKFwkQAmzeScDOG5U42Mgn6p/H7UUOXvIO7e8fpRtLbBu2OLmg+WQ7p4vPFxFi/DbbGIROI2EYT7UKbWpWyLjEdhpi3EUNmQvTHjiVvGpPWDhcq5HgiWw01zq1E5Q4MTbWfOU5rkGfguB7rj3p13qzVLaPVAimhsBDcjKFDTe+TAxhoyAdR4jRY8XZ2/vhSaU/6B6rGTmmrqOoH6oBNhsJoSHIT2wtCc41AAqkzFN2kpHLtGqI0kBVImedWliEEtXPMcpJEQLcJdl14nNPRfGduMYYgECPMaxiQnFChwWmSDAPFT1CD8Mq0HDLHPgcYt1ZBuEMrvaACNz28CBiC9H0BlyEgWUKb/0rSZ8iQuDrRPgM8ASoreyvP08qIcSOKRzXGiJdgUpmxiV8r15ACJlU9uVivhZ+OBa7cLLFOQPOAg7wGeFjWJYnx4DRr/gFg5qSJIj06VhLV1u834OfDL7lhfIh2sYZ/2RQwkfTmIrz2n6CEIDE4fgcTn5L0q1xjS1mfeMuI6l1pzfqPDdDhxLh9fsyhAjwDTl7M9BGFjdwhI/yy5uFKzLCagH/u8+qvPFQTwch8h5qhvUCC5nkjTayhmcTLWuPNaZuvTYGm9fHjqICh+kWFuSQxHNePUfcXD3+h1sWo55HiLf0GOiEF3hGDTGgXARtDI0ugBBw8YCeelnDVTXtAueFAyFmzydSMHC5ecjoLc4b1LXbxEfShdl35/G84gZxuQQKKadIF+O2JFQL8wH3ZrMC8muAUURAteSkysmOX03GEZCOIzev+OMIEYobOQT6Vao0o2BkDrLw8KK6ESmVQwkAryMRdSqPCPj2QBmBJ9nFuBlOjXJ+ElWiBpuMnikSAbdIcIl5c2BSCXHGSo1DxfheWwxMKaewMmClAC46WQySmDygWnkIRXRDHBFoseRrKCC9iGAYMRoTl4AaDN65sJF0BIgOb04ODoeYDYUjCxEvI0RRnIGpBogzH2FKiBxlGfuqrH+MEHQmD4yT7bVK9xArtFqIySciaLlAxVhXbUREymOin0khVCtQkHPX/FDjGm4+aKG2I3yLyacoXeVjNewRTPbrFRRx1yumD9Fobq1/iMkPu2DlUkKxBW/negSs6qUI4XwKISAbXDnOjAxDthgLyIIoI0wmlZmcBfEOYez6BM8Tw9ofcRTBSGmmMHOf1xbnPdw8MKaUSKa1TB5Wy2PzhLlZQXErJQOTRy0wZA6LEXNetS0+uoR2jRAlcTua6KvfqLgjwSbKlMdvKyFwGcdAiPoYXSBi9cZV/L7FTFsgRAu0pl73kPThEzGlBFjQHOyUQVFlDrQwoRDNt5QSYkwM8CjHdWcEPAumIRZ+sLv5feEGx31jn+iRqIHSPBpxWCmZPzFKdQxNWsZmYnkB68lK8edriB5jVUmpHM0x8aIrxNCcWC6xJpM6p2tDAQmUXTJQx2sfQOA8dJD3jRKiKiolsI29Zoz+FOW0uW3WcWE+mwq3BKFEpRUzUC+s8b0CBEKUwTqMFSE6RIgTBkUAIaqws4UCSeQtaDRicI0kw7vTcYrOiEPtHqf3szY8383ajzkzfT6Be2V8dfU3IsSe7jIAX7jaDzLnbF+7DHGHoLuUqL/TNpAEttTr2qx9hDamhabI1viEkT9I3tJcMhNbaBU+fAs3uK6S18n7hbuuTrapIoi3DpxhbqhA0Yet/oPmTWkxHn79WpXr6H/Dfvh1cwiENNWpHSw2UDHeECGWdNZAFgsSXiOBBGj/mmRLosKDkGdEgGjI1YMWe2qcG+RK4nRBvjnlEXGHhrjGX6dSM6yuDSTsHjvosN1u7/mr5Kvy+cWd8rQBe1sseHusqcp0JsDIuI7ZL0Z/EXrYqPGmBB1m5ZyP527UmuJyDmZujdGcNXcWERyHFXR08Pu51sX/odhdY8WCci/sip3gChtshFOcSANyLSwIdhpoBtudqBYH5fE/EHReLGrUcxrniH4QIjczmjGQqzOLRuq7y2KrGeOD+osLbtUn+/vOj9cQx0SIY7KrhQyrGgwR22OiFHHFSF/yCdbXLixlhuoxDZOwmKEYKMWCakxayQKeF+CXAyoO5TlGu9a4MY+wwTiJ4YMNb4iz5dJGY1ySB3HFpM8eZE49wkLYgUUa53InlGBQ9C2q7xMuNGghgo+bNwEJ8PsroSqHRy280DHsAx5r4JSIrGJfrAjx+KiAvO83X1V/5yvxUgwiqpRk7OfEUUY+0gFAUNrZpn8M9C+wsXUOhNgqVYXwsqPFjtc128vUl/pGrXPkD35l9DS8y1NP69Qb+zo1uz6zBtcGIZKPurbu+xSxmt9dJ2bZvwg/D4IQJ8fFRtytpcShj28791Od/GJvuF4Vi4BTTPDwPKXxjrjQQSwhYUdkRYmDCCar06lFhDl/xbACtqK1sfgWAiGOzRd/dom1yHJ1jgnDFVsJ/JcABH9hRbQDD1set7e3BIn77eYS4hM82qbQEqJzn6GeEIToGYSYCpMGy4SOaL7f1GMQIYaYHzMrDeQ0DJVQQyAUOMJuAx7tXq8rOwmWfLg02R8uKNVEXiqYCxDeXMSjOFD2r7ySyt7pthkK1YLTBAACKNQrkVQd9Y+TKLtO4DWDNuS5TYMQzGVDfny7H5Ay/HvZdN44evxKhBDS+3Ff2bAsFzSOq4Z2DsggCNEYUVXfIE1BagxhzjEq5wLceuTYYGl3FqNsRI93QU2bsQ5bYCxfxUZoOXXmIyQbr/9JmZSC/vhbaM0r0ZQIgVR0aDvLC3p8du3u2JoHS4IvBIF8WChC9GDwNglmngRkkBdwdC7soUk6sPLVWegVhMDJKVXHYsijY+A8je9hKIUXQxACyAAPOkcd8kvkXYLbmlOE8GyXgUk7p9ecQ+j2JzxkkOlCcrMAdig9B7oawuyBBEGQbHhpoAU77MiOCEvNa7WhpSku12QhmetSTPBTw+huxhCta84ZbsQcAsh5qg5MiwUIKODu9HWP8VuNiQfdxmiSIsQznMr3XG8OCsTlHuaTGEKshEWy4hii5PoT1yELdjhqgKE2MAdH2tDnT8GmrfXwk6proMHrloc5yWbW4NZLc8gqyuACAQIXiLz1i5yZBBgUFRQhFCLupYyA+A2Zv7ha58rfDNgVw9Gk0ZqKVWKjgfIzfJMe4+KfmFvrIbh5ZQo6sXeKu+wyUIehi75A/DDsFEVgwIfYoQRysrPgyAyvI3lUF8sevS5I/z21dSJH7hhHADaxxsCaq1rGC48picTBqC9Euz1V06FRMwnXbWH5EvTLY8r0kN5+8PMIof4x4USSKORl5lVVk25yQrNKlhMhpUO1ScNF2SiR4DShBnN9NO/3a2LxXCZAIo8zCXIBXao2wUIZbIhRHcOBRSrGuBJvAwRwrcT8fAchxIlR6SanxjnmVM8vzn40H05aYfugUndYqeIrQTLbPxIncyQix+HEfzdCxCSCLONW0WyKDELsYeSQOyJCwJwOdnTq/lmw4k9FCFedFCEw8tpQ6pXpdT1gTGPIXQaoYwNRugzgdb2gtyxJp0QFziZDLDS4y4DZOBFioJPKfph4XYexVz4W+jqzuLoRKCI8O1gAXCyPJFPntEu6CtM+YXorcsD2JR+5VMz1kRaM/dDoyxACskF6J89ZsER5d7FaBnnSr6G2VISAEh8yVurruBOXvHtUccy8CKMOwy3aDteVfTYSGDCsBCGetBAJQJg3fxEgAATb2zs5bAVBhLgVxJB51hF6iDlhCmFsvvbEUYCtV5VOVOg1GlTSvyli62I5FoSoCEKskMIzFeu5VgQyP+h/cV28Q4kQRAWiN9jCpzqspFCxZyJ8Q7ZSYm8twyR5H7yV4yU9Y4pxa0aSgzgx6+aeBMBwahjY9MEKZG4Su62oD7fb33D3r+z//BzCIEQZDDfAAHtGAC/6HzYaYPhwheEnGRkwpaMthKw98ezGLJtJ4BBN3azEs3MlljFSO0pQZYP+MujkGDy9TBDiRsrGS+RtrWrxY4SQqaVkly0ktQgRwjZBHb8PML0MOxUQ93NDx2nj1otx6jjUH1JjNZv570cIYZ1DSE+9QYoQTMA2CNHeQ6IvWgsH2d8FsoWcovG3zOP7X/9msm+MzbzxugZNvIy5FLedPd12dstd5p1j2Q9WENXfJTi4D+K+qL8HpQq3nYOB2XaWA79nkn1hQw4/eDKm8K2XMVqH3vEMU8qbGF/XFUf/g44Djx2eBTKlcKEd0TP8EsNzbEUQFg6N5NfVEBSwLN28A25f3itWMIM4cMi6BkJgFghXIRQNXOny6dfk+h9mTp5H0/HZLOExHJ3bkuHqVwYK0h7iKikbpFvCmxYb9LhNEeLWVBXsWEGVwzgCbQSuEAEIVLek4zpOxamP4NwTwfn6jT2GcGOHXE8KQnitmHaUDSDECDP5JTjVp2sb5KsTIo4tKfFkqEsX+0xAxklcdudiga8ZBgIpcbfq0tk6roPrAuoXrn3OT0JdWNA6oh2KDS9GboiqnighF3edSDicevTnkOXv0WVwYHR27CUIwWk039Ql5wSXeCyI0NcNlSFUcViLOW8oIeArCY/TcZspurm46MVugMX5qsGg2+4qy6QEQCCYb31SmREh/F2EkFO9wLOVAvMO3iVmPGeaM4zuIsRIHo8I3BCdGuVxKCGWvJdxkQThuxGioibdqHko1dpLEaLQNpPKNt4uMQZ7r2iSznReAcYUHGTWqu1ERauMKTzDYpbWPaq/Sz2satBxCh8Clte4TEtkjASwlUXXVKO2c0zu0KAsjKmyG5cncawIUeJNR6I11SlhcwZS1uDk4vrXfy7m9PNuEyHqiPNlegCOYnjcPmIJcYN+mLw2v8nR+ZchRJH0KC55K5owUumIMMMRhPAjFbpjHE8zvCEJjxlYMMCQ1Av4P1MraBNh9hPy7geybWUA8fAgAHGrPyws3O5CxL3UERhZOpNx1yDEvIpaBvPtesVxvSbthN6mx/hnMabz6tJBoV/lHGI0qVGWvGxAAtQgZnTlAXaWlAbiwyDtIAZIq8WClMpDbuHLGM/MZ5V2MpBADcam+CauT0cgjQe0QaqxZIj6VquFtUYVvVnkSzYYEcKFf6GLoCjQDcfR3o/XEBBtqn+Mdhlo2Dg/hZzSJguo7huwcEyI6HKKKN/NmYaPr3SCr1lPBA2V8x5ivIu5USOiKGNE063YcK3tFgPdHmK+q0SIeSNFiJKs/FkwhLy8AVNuKZlKcK/cG/egoweZZQaEcPLSY9CulSUE3NnejRB4NC6XZzcUi0R7JuVUuwwQIo5Ml5EvxcvFjH9WihYLGozrasMJxGPql2g7q2CO4tmDeRzok1Sy3pD/EbeqZEuTU0m7dxSsyqmEGt6HG/41dRkTt8cyAN818mSq9YapIeJ4AuqH6DKQeohweGd8coFcgYuFwGGHZes8N4QrFa+zuO4OpMe4XOGxRWZbC8u1TvR1XYbIO1FnwYEAGNER6VYbLdgQa34Tv0ZU2AGGo8sskWFnG3FlAGK7TW/07ebhl80SZCGBUeXD5jZzZOEhOe4NRoBmOecqS7qMESUcuH5mDH7nHrH1ph6DOcDsMlYOHL44qYzrEUCfho9zIASNKSXs4lRGySRUHqJw6nFaKWsZbjjRduCJCE8IbtuGezPOqBQjkCi1pkZwHBUB+PPpFGKPWVCBsSjd+yWels0iaUfjsRlJUPsnJQSYR/X8zyOELB6QaKLSb38i5HgUBsfM4Uu4lIfHokmTzT3l3+vrG7uykwzbaxhUttliy7oNkzUIYbEEjULyI6YzdHLLhGpN29rLc7wSONc9BGFU5tUT6rUsQkhcVBe6CscBG5lWQlKDGzknlh/gRIDVTIVsHi8lE+lgGsNV54cQIh9VcDPnyalU4UGSh3wwu6QJ5KqUL4BGCKhzHFdWoytPa718Edn11GVAbzkftlSX4TZaXAC7qssoxawja1PxqQQ/OsqXKE9hXEbsq/obccVNJF10Rf3txtN5o6YIgSwhXCg9ziHwMJp1JCQZcoz4iGacuT7nEGOkUzU5rM9hZNtfssdY9Wnkiat6gtHmIPxChOB+FzZcJEGIjSfwAW2GM4eKCliU7STOL3dKhueOBx0x3Ju1xP3m3r73lzYaaC820mXs4sNjhNgmIKEjy04oqyywmsCsZV0zARcXssnpW/cYSPocC0LQSxCvmwPNXY8i8JEb+4zQOTOJ3hjC0+KoFEMmUENpyAEaLhRRPi8gDL9AV1GDlmBWETtb2erytoGxUNyZBZyZNMrkw0aRNBNhhmRt5hEwjg3iYjRmCTEuRcV68ecR4sRM2sx0gSVD/1hSCI8VEE4o52L7cGN3+PKL6C4W6AWw7ME9s2TSJwPnrkVJvhRTP0wwoPSM4xG0cEKkJA9CppTn50tq60+gih1Umm6KEJBtkmeIxjvAKHLmlRDyDEfCODSRdBwI9YkQPpdDrvQYD+fwZEOnIYKM9yIExVrR6qaQF11GBiHQZcPzD7fcTT+fx9QRs5b5XhXdCB4Csfw13Cv0qaRya4AaohW3+OxpoGYEI120nSgfwBSYVjVqAdUksmo5/apVonIPSj3jdY2Ra2la46QS7BL416q2E0apw2isyi3IXmcOdEO/ECklewx4cQpCQPqA8wQayzxXjNvnksHXPp7lclgr4qE3OAy/tIZ4RgCw58wcyiUsuylDfXwGHXh/b3XIoDOGbTJL0LmD6TEeCBisKLIf8xxAZCoJbTVw0YCf3KK6vFFFhvyg1mwGHrWlbwKIxbiGbhF+sDDnQH2/umEGB9jrGETUHYCOeMZw/8wrUXZtA4zkSuVYx5P0gRCnbsy+FygjUExUnKZoPbG9Orng97dCGd6mDRAgYtrvK7GLBtyy4dFknXYoHougAFWKk7hBp5kxPuJvIMQ6UXYaJ4gz3a1fr8+yh+TOS8DscgFf2T7O2K8zFEZUHWD/C95TjKHa6oZ4g9QssYQYN0ikvOiW5yrovODGW4eU5+dxt7wifRJsKgyEgBCNWg1GCW4UindwN24OSbzGWrvcAkUvaFr1LI1sO/N6JS4tSuML3WPkZlRpw2Rg+u5tJ0+P1hBEiLzE6Mgv+Hhc+EykOIGlwxmcAsA3ptMQGqczq8vwrJMtMrdCZHiIGz4uyKihyi1K/SdRqyr+EPC6Bu2LDjJgo8M9N5j56nWNyK0Q/QUQAva2cJCJjLZzPkejKg4y43lcgeUXg+fE/n45VIQogYhDyxJpvHMsIUB+O5bf8gHUydQQPpUTTfAFvh4hckdvqBk2melBWkJk+JGyhDHrTcDCnXnn5jVk4JRCC4yUZVmBJRmTSrB87fpk6sNL4o09Bv5OA/YPF/CrKE1pS8nrOG7hlQVW9BgKZbaXsmQTz36MHrDkZLAJDfG5ml+sLuh0veIOrhTHDS/utwuweJbKGxmvOBoa/NPpMKOamwtuotpZ65jQx1c9AVIUEUizLCJf7K8gxHWWEpgw90yG9ElCFRbDf4k1AcUJm+Voil2nDBqoallRu9kLFzSVwNiTLjIrXKItClxWPZcNoCDEpVlzSglRIkJgDgorECIENPJACDS1hAjshbDZrGOg14O52IRUPY5P6ctxRkNxZL82Sqi6b4RMORxKYw5eznD0foSoFCPc/CgRIpnEWYTAr3u5Ib7iXysPL30hH2G5u7pZFArQseZNl7HrdR2KGz7c5ZArKl7XKHUi1JCQdxIhULbCgpYIUaVuOUJ5SYSYMAcHVsbSZeAD4CypCNGcY2EXECEG8IeoHfaEq/tbNEtQtnFgU4KiczRH/09bLhlTro8RTlUXhJiIqaAtIeA8SoT4yhpCLy5vdiTG238GhZ0awIwbHlJseHj4lUWIzeZuq5MI5UHc/uG4MxChE0sZRwA+B6TMSK8xQbgGfDrexLZGj9GYoi/BShfrBncqywwUw7GPNgNv0OQEFYSy4k+FBL8Wyg5ukkPJ3jrRpSfNuy/OLggkMR5yeIWcOYiFCJdSfymJI+Znhoci3SAkn6uNdGMUx2atwSKZXmXjenX9myWoLwjx03yI0GZXL9Rx/lBoPWQ665tiWRuKHcOxOEP0VOQ/r8ONEhkxQEKYbDDUsFdaqIqJHGk07UQIWlTCQEIEnesLU0H8XhMgxq4DAS1F85WohRsibvXgLRTBNMGXeq3ba9aBCkgtqTcYuYiZUwAPnlDGRJiaklMp1pRX50O5kWHGxsHQ6N0IsZjFq1/0mMrv1BCYSmJeCZObm+Ue/bPyedzl+L7KQIgb87mg7WwDFW9OSuVKpdwtuYAa+Ih6TuByDrFquC5bYNedEig9B7+pQNu5KlWcasmrtD0gxKCag4bcc2vcdpYqrldxAvGYKrsQUnjtEhHCrbv49GIrJfkYuWGxO8CFWXLK+DD5+zkBiF8nFIGVqJR3IU7AfDMRZLtugV+OIyOWL0SIkiLEE3BI7uv0IW8Q4s4ixJPjV4YiJQhxm4WHdJ/xXBFhpp2k4p0ftWGUEU658gIXuBK9dQiB63KMK60+XNEJH3ZUmKPB0gQFCDpRGsOIeub6TMMxKDO7vk5oO6eavyeqb3BUYmhh+dEYWCLyKZij04bUJBZNOG5/qoekhoDaW1LAQEqmTWVDmdjKoOrTU7OxxPYDQiS/81cQ4sTmnqk5BNKAyAFU2xjOFjwae4gSXHSeWORx2z1kjk5cH9NMSZz8MCfrKgXmjHlClMZhviMmtvijfy7EtFZq0Et40C0ZaOkSIVAHEyEgagacICTUdeZReSBONTSwLUcg4jSm4hntgydHf1vNTQYMjZeSeg35OG6Oc7QasF56N0I4+4tZnY7dyylOk0GIPdllkGl9TicWIARqCCAEApLiUgGlktWIC0L8JkLAdbFUKLETgW6kUCkUq/SKKNGP0XVLNcweQKXAb5wCEKKAd5bcosOUsq6LAEqYPJcHaK4KDv6o6DH7e1EqYGlQcPD29aAERIEdLuUY0lXlnBKtBhYH4g+Nw2nnSIXA2S8RIfC5HXm3U0xdG6hxd6WEyH9lDVHyGRKIu9qSFV6fG2wfUoTY6TMkJkzeyXpCEWK3Wrh7ChF3GRiRfciGDKpcPwyEQlWvNCfVtwME9mfBSAZKFJXQyNaJG4WY+qJYPWMu1vRsFp/WM/LgdY1nyH1r1r+kP5FBuSCgoMoAeRDuizCdW02ZOCjeR6SV1VqUGhnyZBPUIwwk8Fjsp71GGMqDEFMIHzHhyP7+cda1KDsxdQkbDcEBqeXxX/lQ5pYxSBGWMAVvfN9t0TALDQBO4cXQHVOOg6nkcApJzEJHGmcACDFdwxmuyaByqTyp38Krvby8uEBH15hXsA86BO08bM6JEPAJjed1uA8i45r7DCQpg51WnbCGmAqBt9pE2T2nYYJSU+KlSjqHJFzjFwfnetp4b5dxsIflJVaYsYuw5FgW/hYhCnntXhyHCFGoQrcJhEANsVonCOGZLqPWRA3hEhXcBtSnQVV3GVA1ex4GAFNcG67vepDvsYZwKxVkjXjtJnG24QRSQ8RSQ0ABXPGNP0SdNUeZcwj6FDEQ9fxcxy4zslShmC31vUa11kWR1zY9RqdCVqNXRDwwklJxfxjHBk9Mn/DlOPkv7jLK0+GR7LA3woe+/cPqwdzg202KEKg25CNvt0m/IRihCLF9Bg6eQxz9Z+70M91tLDsCLRsUmk04ysdv6zHq1ECEEJ/xsQcbgQav7no9hvQSw6plfKEmMYbZAEkqugkjslNdrhB3xLZSSMC4Vi9EwBELcecflNr9dt8wKA+BYbi+A0R+SG5Oo8pcTMjFok7bxIYTI9wlk3/BWsfHeAc/jxB92U4OYrX1mIwi2G5KNkbZh6fMBJRa/B36u8PnKY6Iq+wx5nNQpjEYHDVkDIFho6r9tYboSveGTUaXjMpYt5y/tYIAkxID3vF4FnRpFtMbECFIpJwi1r7ulbH2kxN7JnL7qGK6DMh3oR5uwtcd26gu6YRIC5YeAxU3VZ25asuD523j/XMIlN10XgSNGL1O0SIEM8DzC96Q0HauaVEX3yyrC4BBARvPQtJlpKl8dMM3qXzwupZJJeYQfEZgE38jqXyRydyqQQNc46RyKV7XpI+3ppTJV7OTSmw1guawJrmdwyIriHNyKWFtgsuY3LHhsN2fzacssDozAsTvE/yeScezIdPSSR0aPZpDBJ+cQzz5C8DVYY59Bv59IUf/cWZwu4sQG7vr3HIXYamUSXlhbvxM3bD94zwi2WpslR0xo2kHMLTxNoBYjt0GRkKhh/MGPMAznd7BsFdEKjJj2S4uRES3ggnE9QnchFEl42plSYupw4pMCCLGmmWEpFAf8kUag3cJHsQFZhAAiHGRL4xwsaWPwM7TON2PxUEG3psjTX5IQjxZQmClFf5NhABhijbCjVoVfTz/Q0zJBOZoIzGFGAmyubjloNyatno0aKgP1zJpoP8yxhDVuDywhpdn/S4ZaHhXLRaEsDQIBQi0G8jwjCcjr60IAdP6hihm3Sk8YWoi6pShDyAijuq9LncZ7CdxK+C5WY6xe+7iBF+bUNvhTGTfwyoHzRkO4ZsZU8KfpvIfA4XFXhYh4JkiZtIUiPcKMEwpLegbBQ+DZt6m8oXqU0k3/GmVxSkw1a/a3E4MniD1R4GlCOFPmhPZZTSb4Dg1g5bN7SR1XXcZrUniho/z7TeGDSIEhPH/gN29pGsMhpA1dIBssodME8JzqRfOpMeAAg/+3nDlGPLe6LbwoaNHu4zI++JJ5V51Wi86BiM2OxhhmwJ9xKcVxdaiwGablBqyrdzw1rZ/pgrvpG54ddu5gxZcfaKMOAKUBnV3vPjnTSVEozpBVFFcGY1zsrvAA7GON6ADZ3Aa4mjJmzyhCT48WHFbM8CTGg1KO5nUS3DApctfjsX4ARH0WF0vaOjxi/f5GBaDLZpY9g9ViBFKh0G769a0Va0wrNingTelDgYjML0AWSqUIKCfQghz1yRdxkl/QYQYTZTQjksP9g8MoUbqCXeOUPrjXExETSvPo3ksEUQoE/zxFG+B7wsupEo6T9UQvxpXPPIHE6q1AsQ5eBGoyZnzqQiB/MoJGUJwvYUpaXeQDH0EIigF7Pb06wJCDGRCXYOpxuBQXSGOLI+eLwAAzxJJREFUhh41W5fDKajH3VLlOYTA/8EfEAJEQResSuDDzdrwIUyDvSQf4upylZtDYwGUmMIeAG/c0K9ON6Jemv09xNpa3PDHTb9qs79ryO0EJa5GhKhNxZTHJOrAtNswpnaSffHWtGGdbPGlj4dVMqY8UsN+ny/Jtp6P3d5xlyI7uGrXMIkDRHTYYxDqvdG8VZcQcJYQ+KPJcwiRP/jC1AVk/rkuhvVHS6kjpNewz/p0hpgiwS0WmRmAQP3ASuLu3k4jMgXEG/HgmXJCCRasMNGR1eO3AcTYbU1aXkXc+OkhM8adGXEQX1zEHAPdXF/gyUWibHx2DdcT2i6C6cAQa6w5cQHGK3WWOjNBEjKNgKQvhtwb08YKlhNuLDm9ug8Q0XcI/ZPoqT1X6YodlhT4tR0zIIV/k2yqNi1uKwcf13Ye7NFbAm76lAzsH+AH19XqqvYYIdShv0GLVXnyI/gDV/gYf4zVCk3pWUaMRgYvgBCjCb4HuU/rEzwyMJ9cwgsYD8VQGwmucQkQGnxSBj1qAUbkrGzEGNiWG4DgTuMM/B/8w9x2HoKuVoOMtHwI42SxpTw1uSPGgh/SWkZuhbUqXUlEVRqXqnP43x/eUPN9CRPDo3MyDMMBnH9qmOCreVezKd5jqluaBAlCPC2S8zBGWRMdVgvPyT5f885iueLkZOnkPTDpVjHMsGcrEuYcOt5SuBVQl0HCWQyeDu56ycsIkME4dbEgOaPoEoIh9AFMbIKdFra0XKCV4EJXwl8eSJcxr8CTJO5pOghAsacI0WuAul2Oucs47HIIsRTJ9wKh13HXhXZtPsWpqSCdIeicXFLyvT4u9QiInOhGYvPdyvpDfHXmlkWIIKJjYTCj+EIh4lGzkVFrbwUSEkmWvlO0mxsdUHL+oEDzAsX6bQhxp7tPGUfk3tZjLGBvAs+DSXOG5AFXJDYgUboRdTRQ3Z1ckAixuABz6ESS7VH11kGK7HFqxt9hqYkX+kRsajXmV8ZlmDaMJUDxYghvGFC6xcJTQULqjDY6CxlY+hKWjXejWEBT0S+TMxULQlQ7YmU5qefzn8B2+JsoMjiKDfQ1OHi2hpCxCASxuPOYWHB9gjkl/Sen0ZQxRhAPRGpgTv8PMr5wyyEEHCZCuEth2z4d8vxBiIQL4xChOiuZ0JB1yW84rBI0oAmYlXviCWFoEAIQ//yDZh+wowixmI6mfm0Kyhp8Zrq6pbB2ayKMYS+HmVy5OhWjq4iOGlMX+TnUY9A2JtfvSJOBajJEv1+vV/CgZEiln0GI4E8IUZD45RO/hmHEo5snV58tiT7Yajj9ToW+U7k9KDElTgPhMln1N1c/pSo3nFUXAj3UQ0sovo913FvusTsBfxxzS6aXHvL93Hhx2wkFIEjYJfGppJfrYMBJJXQteD6VB7Ek+4Jq83vJne4lel6WVbFzREUo4DiEKxG6Idx0sIPuTScvJm5/G0KMJi4yfvxZTlsNQYh701ckq4ZUlWl7jI0tNLbJiPJBVxrUa4EydXd7+zGEuDMjUU42cG28dQjBuTK2C82oXp/CIYlBrmBaT4cU7MZLYRJer41dD2VYa/jCYV4pMq01pfuQM6HUwGvHscO1zZlB0w25N0oUZx54cb2uVn3kqrSNMQT9o4kG+Pe59sTk0qd3IFOWqARFe1L1FCEqn67+pAg54H9OMoZ7robAcAFtDxFL/GPwBYLSyKOKbJeySPpDda2dqrUMV51Q++Oxhoj5ahHesSs495ZhJbsS2dbaUCHabbjFLCWyDMbm4hpjmdYKENBnMEOmZxFiBO6xXx7QOOZEFFuH6i8lDhHU1B8OSiL8H7V8jkwH3XnOGY/NHiMX6BQCliToLzC7qzeY4Ng0CBGphemfEKKYX7N8mBYMkzKDD/yJgrB9IMc+X5lSKZe0gQeib3T61pIT5jLdElhSMDqFMy3ErNB23qAdxQoUEBdzVSZOtiV0XmsJY2oXSqSpH5YrnUKJy0vWpu02zG/dEn0gSoVyqSw5DGeH/+CfWGJsen6ip6SL5UW7pOmxuM6ECQFSSz+a/zxCONB2AiF6lTm8njLjiLRJEA6EgQhLl5I2Ah9nRg8WIIQYKX9q/sKHaoittZIg4qC1fVuPMW4FQAjMk5vI8qpLmcyQ0CJjo+BrQIU3oAHmmXFM6SbkSNx4AiU4WOfsAVq7Gl9uiJAERUwKH+4QmLeWoGR06zO07wCIEctaDZ3QXgPGEZK7A4SY+BB+kyo1pdYPVJ1/MKJz0WQ0R0j2/QRCMC9tn1d5kTN2GaPZiyGDEMaFGG1DNCG/gVc4ECJOTe8l08iEZKRO+MfWFx/XfkjdIq5+CjvXQqO8Pj1TY0pQQ2ZMklrRQaQrcq1dgMDS58wiBBYYvXEDBoe+wLAYfpbEfcS60BlBZ0iEgBCuB4RAvlaOAau/b7jHCGJMIa7OARAenBCgZhw1xZa9yTlE9EaEgBdewS3oaCG/s+PQZF/IlPbafGUKhf39nJ7rA1VAW4+pX2tRufI60mAi6oFvxIqP4uCz1fU6yWtXr8kzbaWuYZlsFLImROYMf/fsVP4e3hYbujUHXeo7p3RXQ/mVz0M50G95KmMENEtT+H4OIYZQf2NaWoNSbEiBBr5QIgTu/ucRIh1F7rClrIjLcK3vbpO/+26A2GasJB5+X7wRIKbYRTcRW4OJAKZHiJdFy4g+YorBO1Q5+B/Pr/X1alrrip0q9Mt81QkSxtMaHiCY3A+L7hSaDEOUUIIy4rnIkIIRrDObq9UjHG2UZC1+14yZQPwSBHpzyfZloC8KiDKaDNhRubHndIIGk30/MYigLDefN4VynqZhBikeIUSkk0qeh8BTOgQ6Aw1eFn33oN3PHOoHIQ3TodF2riSyz2T40WttfapDiLNuDwo/UtdXYiVCKNUWA56UF1rKYR4HJdcotAhRheVpJL5/4sEztW78cTcVfR9CGIMOh3c8ZNIMCTd6jPqgrz1GaNyUJnN8e02PGPHGGoKiTtzWUF2DW5R/stfDFBSpfHmtIQqZxCMdRGR8Kll20mpizTf5tshfr431JDowfee1Ecib31xfp+6V14nn5Np8irVmql4jPueGvjuX5oPMoX94fWO4RkAIb9b8awgBiaNPU4g2NfO21dgmA0ptGjh1sJvOXYC43+o9bdUYd3Z28RGESCCCo4i3caWqU1jJerTSx1QAENGcYBq/xB6khlx4XOPiYT3gxKEnib4nQp86JHNSsyzRaqwkGxHB5SD2LUiEWEv3fU2i5SGH7LB/tggxGmFyZcoI8akMcYeOaCUtCDHBYxAiU1lk0LASfEt0+ZWDT40qOYUnLgRNDYZxKnvW8eApQjR4H7YXp2qymEbmSJY5tQ+S5SG0jdMTydizGi41hMBMf4F2GvwfurGfyT2yGmPMg5xdErIxzFikREowKYkQC2i4EPM9GjaJEIuzVRfKDugSp12j+W4VTTws5jZhzIgiI/rudrFsjRjCBsFGTjP4joZxSchSOXhYyZ7FBEdi8+96rqQkvI4QeZHTgA0F9yjUXbuDiCxCgOBYgKdMUceZihDihs9a4ZTpF21I15ZluMtBCF+Kpf06BYeW5oXrFUsj/KZEi0N6B/dht4nF+vpwgIhGONjBS4ovBc382qHsMvDBagoMNcbySMjWbAoxkCTrBp9Xnk6H/ZMrpRdAEjT7CwghDjKk3XMXRUPnHJVcQqDStUa23djusqXMIYtOYoiBB84w7z86p8wuRbnzPH8jmdKH5VPFh8QYT3dG7EYMklti5IUHHQKsMbCUyAIIeGT0cKqpfFjM0eRHHKQAFcsep2yVA7C+u4erCzVJYDF4TNt/xGjNEoTACguZvSEdCA07ou1WuSoYKkJgUggG3s0/oHu1vBi8O5i/fQYh4OrhwdvEJfMHytNiPuL3Fz1BiEhzJwLahLVV+/1rbSVahjp6ba0fdqRca80bo44LvGOU5mAo9cMl5278G8ANOHaNYsT9YpUBTXJMIiXNIIQnRfH3EmcP1353PgSPgAhxim2nTw9+7TJOBv6eWaFggQKvJbAFDUYQgqlzQ4XHCA7hSuXG0/bySgS/tTJnqsw/jOwmgw7tb5hUYjyJxwB3nZhGRNkoLobykcq8FDOZ3RpC7NdgNeOZOcTZMRN11KcyZA0GyseKg1syU/EHXcags3/D77AWoUNyWVxt19eHpaBPAhQQ4hrlZhvFnLCuMfzEXwE3jABxeU6AOOocCl7SACIHcZKJbLo0eobTY9gW/YVJZRPaKPTrNLoayPeI+Dwgt1lq7NAYkhLiV6rLur+/1aZE9xkPMoNId6MfRQjTsVy+bQgBB9YAZvVec9oCdQ8ReqCWxY6YALF15H/XWtlx+nC2kpn6IRF+xR39IZNN0HNcMJ912ISOW0KV4guZUR2eqlAAD4nqDANHRYg5Q59otUpPJjOOkIHlKJhJjifkkCwhABTVCKMIrOk+hRAQ4a7EfHgpHidFR71OnJcQgpOS0FzfO3igNu4q/j4VvTdA4VR8mDW7EzeAhzsBzVEUBz7+UdmYXqPQWKIV6HVllSEJvhfCxZURhAIEJIpEiChFCKx8gRDDyqFYzx32GkTYoRimj9wqzEcDz3QgrNKmk2oZXi1r9ZUC2qr33AwRgUSIHhEiuR1QMjZfRwixgyjUOIoCSCwyCJHLdBmYUBqEyBXTvwYXOnmQAyAGM5hmhmxda5pl2JNtJ88WBrYxtZ3M5PP6XA/DgBa+kx3xvV4fclEKLOjKtlPs/2KtIVzp+IAQRq6FKfch+1/Pwz4OccB6O6oegzXeYVCPy/5PI0TeY3A98jImfk+mWJhIeO2OjCyl1VC5RHK3201GKv60pYaZYGqHYfuTjyBEgi5vBgjGM2EX6QHtSBoOaFo3lbDJ9YW0jhdU7rBWgCyDzKlrE9CJ2eWKHsVwapZpJf5f1lxovb1ySVzvQbWOS9b+CGcH4368CFNbSMCLclyTS0bYUYdCJmzSxxbqZdrXXjA4itsNLiAn3mdqiDwFzB7D7pdQLCwioFkEY16DEF5kdhlBUkOguD1emcSotIagxpNJUKbjMOPJQxrfyJvAh0LoYhPk1OfFSoCADK0wTgZn9NhwixwjnmFwYAzn7It0AYCAcolPx26lXsAJLPTwJo4WORdV1mycVMZ+Y0JDFA32wdKnBmLrwrQavUkdEphzHUIMiRD0l4Iods6oH0SvdhLXtSa3npIVLwiBGyP/LGXKoekcon19jyCxONidRJgaYk8jUrNzCEGIQqWvLnSDHhUjNUn2nYSdNhmyZF3TztUnY2ptGFMSHw0LkcG0Qb04fSqn0IuHhjGFmHM4ykWy7QRdp4sIN2GGMYdzVpZUvpOuUNnmzhjFbkRGqewxUMWC09Ib9H4cIei+i1QdXFESAIPvpCbXvK4+UUjcCbXhPkGIX6q4uN9sDJeSTcbm3prKYGKpiHJ3e/tRQoQpId4IEEtKMDyKZjjdxgALXr2gzcMobEkPU/TKiy7HkuAI03RuAYiwGb4rrjVPZMoAF3wtMgAZeCiUxlRioLmOaRNzfGIyHTj/90FenifjCOZidPpWiIGQRpKnvE6/yk+wpqQzNMqNkSDEh2mTeSScACGis7WLYEVGnhThmRbnDUJ4Fc1k9tKjXzCpJqiRy205IDGESWW4OC4lB5SJfC+e+fxNqewFhckI5yznDNGTuyroZPwignshUq6Tv7xyE4C40mUTaojFHEpI6pq73hwGj+VC75Rs1a4Yj456mq7F30/9et0ghN+Dk1+txipO5hTka8RaQQxzMy0h2pCdQQA+VnlCkCIE9xlNRHHLeOIlhKDFvYOVZKFQwvx5sfdOhLD+ELg7/V5DGFOYUnuGdT3FPy2XAF3okGiIVcukIQiBxex8FCqnEqlELcqTiRAIW+rVkuzvUn78DxFCvJM85JhSBNttQCfIz4muH6YQ+Arl/B/2hn8NITwX/c1cnjwS/dwa0eW5bdcad7cphcpUCqZOUDP7nY1G2pbs+lq/t47gP3X1RoAgEwEgFzVBY23ACIgukSAGLZYXbD9BbljBIHRNjRGW0CVqNRCmKKrNFQ3e0V+cLDC+7C5Oxa8Wem/YA5ImdT6Mx0U8AdomqZ4WCsSIWsNmFZojIVmfIM7YoyNkuww/ItrX4rGHugPktxG1Ax9FCOww4JPBLqMKWRGTgRb0O4AU0SJEBamgblVlwDANwH+lsFSSNuMswQM4udNIAHeLl416L5s/BcC4XgExiFS+yS1cj4279SkehxeRB9ytt2jElEb3npucrXjcBO2DqRADf8bKtFg7EUQoVdBSDCOeYG0murzENMBJNJ3gjnStoLM7nq/lhhkWZ6rppBNAFwgx7Im1cYIQnsefmpAz/hEhHGdfJgplfGd5t5N/HiFyf0AIq8sYYYz9CCHEiVRu5zVJ+UJUFYTotehB5luEGFmEKKP7nFYVIUr4i0OxhJDv15nQs5KnDJkLNMdgGpEAxINo77rV4d+sIWbU5hMk8JqNifkzMoKAEbskywQgZBnKAWUGHDbmwxIfiY+zKkm83ly9rYRYsMfwuCxwoS/AD8T7VWl7dHFjDl1SoZoAhYcdCe7+9epUmgzwIU5W1HquxGmKBnSYVFws8ZchyayDcuBgtRFSJ6AYIXwf1BENCw6sJniJQDRgxhEhlxxePKb3HFiJQqHCcqEZ/Mkp7fUSAvRhIERhAvlAA3ZIQAhudHdqCNAkqw2cCAgtIFEuMWBB5udggEeGGIU9MGvhKBbRugAdGZW+p+HNo0ZUbFA9v5Zx4gjOCr+M5huzXigWcYHHQrW2AGFeBfo00hRNcmNgbUuEEAPbARmTbqXucj+qGZ2QfceQfTOOFVgBK1sU65hXyLrjhPRjaTGmcE4lJYK9ryAEbhgMWZJJHXKUI8whpGz6Q5eBEiJfcfMFOZYr5w8IkX8ZIWqfRYixIgTI5USIGhECd7wQw26kYpq3sPRpSJeB3JIufWIGh1JFScIWWJzckwFdfx4hetplzPXwaaGrBNgZ5qkcWerNn2q2xKQ24wlhKVYWR6yI4/bDrMpbSsCv3tpjILIPzxa3igoYZoBInAQNgmormVASJyD7B4GSEwmwJRdjibJeX3B+zoX+xUoCyHAslOjHSQVeOAQfzxYVZ685CzzNSRKMOFaMkHxvXONQqEcTrQnL5f6xEX23Q9qf3CzGcYk9Bm5FmSB6+Y8hhEgEsL2AvZmL2UMpLwhxks+fQGO0O4ewyAWHMpdzBonTgWNTdZQoNiBww3UkYRkTMeSeaE7fRPAiqkymvBGG43ljUq0uTYTOKU3eg3aX+srztWZ7gz2bBvGtwFULOfWFGmMKhUVUdFoymwOvuARzr+WSGZ1Kq0yqiFavNam6cCzuRZX5pAd9NmO+5Ybp9M2YUs79KDccga2cneQTIbjtxIKbkrmXEAJbCb3ZceDc5d+PEDemhphol+FOsggBUN3pMkZ+LUGIUUTWNdTf82ZSQ0CHNa3Oa/QKJ4asZUgJ/yw8YcgaU4SIgBCynZaVAfEZ78PNSdLNz+8y3JbPSWXTdNYT5FWwu8Z5B/PeaSfCcPGASNhSKWPql1Ks73Y6BA4ubZ/xftI1x58PbwQIjimxBAvgN10vom12cCJjzqTwusqwH7f7BfoNlg6UcONdaEvAKmaCO+jvAI+1eECstMoFCKz+ucF0GT76mEF71XwFmR3Yq00tRnAgKQMq32al+5p5XCuLl63sBkDhXiO7b+xKKAXsD4AQcKEqfhwh8FfRWzQgM1gvIA9Y+KQKnqVziMcIMQndUPOXMYgPsZyVHHdx7ZyCeFClIpKPtlGjXoUdK+0OW6BsIOoDfMwVPSrjhu/FZgxxfQKEOO9A1okJjTGce6CdlHkVVlQuASAgOiJCkLngOlNe75jFHZ6cWK3WqWU/6GXGMHkk1aBvK0ejOsPRRK8FY8ppp62KLeYidMNmncO+0TCrZFSEiCbNKmxZXkQIHVaKQ1uhtVpX3okQnWQOIf4QnFRG6aRyzH9f7n5xw8fYFM6bmTkEEeKwx0klY0hF24m8bEGIMyCEZBZjWbzuD3rdGuqkGTbnRJEmy71OJ2d6jOtFgU0fPftGfwEhGNo7SttqXPQtDIV64O83MI6YZYThm4d01fmgw0nDteay83YnUcsUEe9GiK0Iwu43bweIcQupv0FTrGVhCgN0WGtzcbG+sW8yWSdy4RFBYoS4pMkWdNmrF8fUbHD8cGrIO6cX3AbCvh40a2zsq8zrQDZOA1VCSC9rwQgTR+NLEjVHN60WZwCoZgRGThbQg8I4BuIx7jEEITofRIh9c7XmYYCE0oE+q+iFwgIN3Ner/EsI0USDg1WcukPgpYQ9BI5hw6Vgoya3FseCYzQWLdFUIkkb4ACWIhJjQAyCzUUthF2GIgT0mufrJboIkMqAtMyZ4IjSIsRiebbifIb3Clq5Xh2fv+JEGqQ+ODFEC4MT1NjHihAjnrbqlD5XQJI4LpAqhfHPUbPbzQkVAs9ZAERQ9yTUc9jrpQjhUbmFyocjCXzzLyGEs0pjuW8+XEP05rNQHWTKnDL1e2ZSyesA2wnZZQAjuf5OEMLsMkIPw+qB2WWgwYs8RYjh3AwpV9dIBcYABo63bRRY7O9QjvDm0z3G9WnI9QatdJuj0V9DiMnETt/0ogdLHmYX8wqc3w1GWICw8m4hSklrIQhxZ2kQt7uS8fdIOrX2wMbk7QCBOxfGzC1YPSzPLwwg4DUlQoD6x55Z24slSv4xBpYXi1i6Cs4xEQYzhcF6b6EW+WJjK77wpOl2e1hpFMblmg/RcF1GDUb1LdlQUkdEgZws0UK04DGFCj6UVmOFtEc8VTzjH/EZhDCXa7FI40wghKS/xGAQszHKexoiBYRoVirNdMUC5qjHdacgRB/WnSbgZxxP2GTAWmESyNNg2hI9ezeU6Upj5M1ceLjfLMNwAePpaxVlwN6aRjIO7DlhCAiAMCNKgxCIDiCnEDcKvHKIECi355WiREvJlkLZJF2Z9Iikc4ENB7jZqFgHGFXSiK4E8YRzdCl7v2EuCOdCMqQPPIjYTQcIwYiSFCE8sq6bSGuGaR6+d/flGmKlhBj5f1XcRYj9FxFib7eGEITwWoIQQN4wRQiUl72xQYjIIgRCZhsTgxA9T3eEuu1kepx6TNW1grhcQtuJ00OEgDtZtyETIJcbT953sscoLXIEHEiw/4Jyy/V9pvKZf8YYj5iLHpgBpzEQCWVkeb+xgRiiwVBituVHJ360j+yktm/BBXWf48FdKYYQb9xz4tLs1odxrzReLBN0sLWD4AK4fmPa2NM+BCCxAlzQepUfzckEbrVGjBQNZFpzQrnihFLVNbymQYAa1rmdq7uOi4hFFn4cxmk/QoxA4BZHlTBUiDEBhK27D8YW3CDiFfXi40rfUHowh2D26McnlVm02Pmh0gNuK73KkKz5ps9x0hS3Y2121KaPLdYrdeS69fymckGR8oMMOB07gduB74umOJyulDkun7XBqARdkPTra+H6kkEonrXDuDyOTSjGuc4nL/RVYIwn/BQxlatR5x1jsBh0RQAj0sUuXRG68GZGoaBRySdgV4ElAc8I8LTE270Wt3NEnvOjOVTZmtPZbk2xJ+1NgiZ0qr48vfwXHGReRIhguUqPReLiSAAALJAxlctZhCjsZyGCoZ+BTip7uG/h2lcXPoQfeT7qSzh5wiS5ili+KSeVoNdPI7jolbkMjkjgGAWIE4HHOqznAkREokk8xHMHZHxJ1Dlc/laXvWMiRLchoQqYKWPeCYrYpDG3AAFjKcT+8pv3w8j/AcbUI8pOZQchnh69LvSSzkzHEaaC2Bi3OCkc0tDeD3pBGCSRz8GJ6JuplP8cwccvHqJ7IChwwMjYPEZO4x3LpakrEcC5FMTgcXFC3tG4iFGmci0v4mkBeTolDiSk+viF0aUwhIEBPWzBy2T6tTAz97CMCAjkIjiStQYeIDDFBEbMIQAhQigzCvZ3ihDNTiVIkLcJe8N8/stz+XIWIQIgxJzh2M06cQ3B3M5MaP6nUJ5PyUMABZEOZkztLC+Eh+jBGgQGthBu0VaLqq3lysZ0ShyfCBpqZcSf4Wm4KGLGqwCR7DiFSilarrHrd3scz8OFjqt7jCfhmnJ6LTQHnKMJpOdV1xlPJcf3+nQxckc+CanYZQCJ63H7SIZ22HNim0IzlfOjWSyze3hYVp9cmI9c6F6uISC0OCg6kF0UHdw91qEDBQLoa4oQe1mEyN4f8JgqCUKUMVb0phN2GVWIA2FjxucOzDqRklEVhFhRgNNqTBpEiPrQqY4xyOsxHTlmstLMJ0Kga43h5zsme+xCRy4zWGuvYT1Aiz4v7ESM9AJChABZhvOJ9GMQYn4hI4gw9H+edf0KQnB8NaqrT50N9tbBg1KtlXf5UYC4TcaZlHvf3Vqu9VsQArktTPGrLc45WVhyxsAKgU6qeN6BEr9ArXAt2CB/vF6JeJcfwAQ1FWwQI4p4QGECx7kRY1Wxmj8xzgWsH/gQG/Tw/MBVH6gzdHegI0smMGN9WCcPY2pqCMaXV2mMza1JUJlF34wQUkNAtI7ro9JowChrOuGOAF3G1FP7EygCGRsGiEAsRW8gRtNC7DBaTnwra9UxpwFcN1CiIN1XWOf8m2CXYMvq0vf+8uoqAYi1AQitIcIBVZ0gHcddmrF6QdOlJwJ87eGXNG/6YeA5cIZ3u5r1LQPLGQPmEHJZhWTwnHF+8FbKRTlOKcX/vvxZhCjuMlAO8vtJDXGw/waE0C4DXHBMKn0xJpp4EU23G0v2kRii4Jz3enQ9hCjIjwOm8lWhLcFuh+k6a2x7mxUklEJZfAZvHmzPK/PpoWg5Hy6RrdWjg8wgno5l+jflXpWF6mxo2NaguyFY69+LELQma4yRgY0WiXPt30bTtXNsP7zVTIead0YNevdmgBADsaMZ5neX4CFz/Igrdo43DhkVxxCXUoxchpUqtwQ9aFd4wU4DMTBug/YG7EoW9UbdiZcCENBilmPrXECMqHOGjGa5SYs2r+ardnmgGMFWAw8I8jj9FCFiWkv9w/jXhuUAfh9C6CDThdwbmSx0bUDmWAvPfETXBMqovEZi74JYsJSNIyuDnQiutdrDmAwu6FihYBR5oeDLGajBNaTRMqmT0VpECFviESEWELaEIUeSlCqBHg1CRFxtBu1+23FixqRiLkmWNYzToJZxcIuQX6lKrsOupEex4kEnKwAxxZZ9SNsG9Bgz5G37X4AQ1G0eOKLZ3N97jBBXRIi9ZA6xixBgXWP/Cr5Yj8l6ZMGt4IeDCwBDB9QTmLyAYgvyo+gyejWMHKjWWpUjZHtUow6VsTifaP46VG6dHdaHDN2qS40pE5eYHQfsBeBsT6QZY3Hj5Dz8nZxOKUmFGMDqsC4IEf4LEQLlIRxfx/NmWwR+N9aE6l7nlNprfNyS0iJEWoO8ucUwjJ1L4MN8cU6RFieTBAiCA55quP7AUCsXYukfLkSbgUhGCvMJGfM6S2IZY54vlyS/8mP+kfC+xN0EEEGRR0S+CCKYQc+BKJGpddhZLDRXQ4hINeQIw9eNtUSrRr41kAZVJ7y3vxshDsQdF0veRlVmgT0oCKZCr5n3T6y3wdpqtmiao6YlNpqQUg2clmuKCPvgHoXtDmhSK1pGECCQmoGn+jCo0M1vSdP7y983FwkL4gIPQTAp24zd8/AQac88julJyWVIIbwm8LlBrIxrmKIynK7UdByYTQIiZMOx6PKzj9FszFBB/D6fz/D0hOLyUlMjhm7kf7rL2BHQ7+0iRO5PCIHP5yhvHQaRFSi3PHpMlWtECK51cc1BrYU5JGj6QIgyXbdCqHig3Op0UDqEHfGYgttUh/nxRIhq5xi53c6CnjCSLtcpC0IMDuNQTHlwJhY4B/TFIFWKU6TyIKwxteDfihC0IEb8Qa0rSvYb3pc7CLE1nnWfBQjtMO7fbColCnWc5t9Xy9wRiwKs41ZjMlQGF+sT6AqpGgLLPS6LBcQ64VeeKcNyfY47qY7kJOk1AOk3/zBDoxzXYe/YHexgRFOmek020lUImuaUZhEjWKAjHbuEPYAXemUgxAiOsFWXfOtxCzOnH0GIA0UIiEd7Mm3A1xd6gL9c2/rXw9Uo1W4dH5+JcEtywvodAkButljgvuT4nCu2o/P1eV+tMdY355oHP2ORpnXbep0ihPzp8ugIyLs0yfFYHmPiK2+2FyeLKdpsxAsMeoEgRDcE97NSbRGFRdIZ14uwJ2l3SM27XDh41nZ0StlvirftZxHiIPlJrKMOMggBNMiJTyVsu55DiCIRwqYatiVFFzEAXfpwDbpoJm4oOxHKp7rQDXAd9MnKPR3AJoJOXoyaRz3AepMIwRQhSqdz57/ZYhy5iFbpSrIvjKgWVIijCQSqLpDbdGkUnXAQDCGC/ffWENxBo9EcR8dKv81ARLrXvP0UQCTRne8GCCVkIJQYZAZWEF2MJOISZQNoAJeFMlOfECHNzN5YKwk64p+c6N6D2Z4YL0GAgeYJvQZGSkgYLxbBSPbCxCWNrUQgzuQiIqi5dRhJQeemH6LjiAHj7oJytQmECEJaqK0btU7E9O8fQAiJukfwRZ0bdBBAKzDW5n0+6yhCXB/P+DzukNySy4EDd3R89OcDdZmxZ8S5PedxBO4DGozLxArCIMTlc0fy3iN63ZdPJGRg0KPs1CurONDNI7m3K4vQRQxXErYYv28Qr5XD41bXGAOMiedh+DU1xIFx49rpMogQZGXtv4AQ+HTB8a+Mfl4HWVJ9rViKwWXH/GaVvC0FmiWI0ZEON/9a7ecYEivv5T2EdAwZBp/JaicTvqw2dAYg8OKBHw9yxOhfixDNGW2Lu7Wor4ZZnGo9GIz4FDI8hxBvplonACGm+WCuHh/ieZaD/FBs0BZl4AGjJlcrpM/TUuqQFvWyyhRHMt1crHmtG0rQOu5NS61FmzcZwqJjVzFCQriOBxFN+ZsSHhdVi8U678RIthoGI9rkHGEOMW4ENcZNLqHYYownWpTvRoi8IgT2GJl7HCMHxOvKpfnrEm8fnS/PzXGJNy/PL/94/L78ZZ8H5kA3t740iRiWSEkDGSS+yn+SyCfpr1cmR5668OVxV/sJTnRqjRF4C4yKQmAnVBvTnnG/PpQtBoT2YAB0hCZ0tTzqoHBFRpfcEp9DiANbRshI4glCXP4JIWYnv3YcNhKEoFEfriADC/CpvLZDXh36WowgQpwZg0pp9vBbSc/6nRkGZRHiWjzFLUAQIbgqYPARaQjfihBJuUV/w9TR020q6zrZXZiDPH2ac8DznOY5ws7DXFyGEbgAHu4T94gnqsz3IUSa1fd2qrVpMUQhQnkArkqEyOUYRN1D38ukl+V0iByVk64P79QFBvLjKnbupCXK2DLOSQgGvyUYWTOMix7MnbaDZzB7Cjjqt3rGklmvb3hN0iWNETHVCvw95oFOLM1aA0s7L2y14CDfoy0EZUwBL23/u7edyrd0Z85slrnF7Y1N+sobD97c9vht1Bg3N+YPiBpqV3uuGwzZJV1eWVRQhFC1TvLp8OGMHzEQwfBTuMZ42OkzcKhEukR5ygLvbGkBYohBxpCpMkcdcpLAUetEb0SIN3NNsgiRy10KQigyPEIINBnFmXWyVRd/suxst4ZHy3qV9G72/WLouU4dveRtQgTOBMpXnA58s3im0QjU/G08hU7VxEOChvgJVsqE4HvDlO3sf/8uQ0CiKKaoxbSGiDR5wBzmjE9MYGjF6XiwDhiYnvZafRuPVayhnvc2eeezHcfbAeKf8yvD+badxhW350cMVI7P0C+gvcCusQqcKHviQ37CqG5MJs2KUyh2AhAsJGxGHJoFFAdhZKKpwBYDRtAnTC7wLqh7YAhzFug3nCLtLMlyS1zoQuQlTKduefwPxpRurD4urfGPIETBZQ9xmd7r9l5l1PLjXPfXjgxCXCUAYYQY53bHSXy4TP8xYvRV+gkELdS+0vo2ny44l2kUR8LTolloqVTzRx7P7xUBAvLx2HFnusY46hMhur1AdkHfjRD5fOoPkUEIfFBwbOcQHDaGoeZp0f8XPvacQ5A3R7IZ2FCi6BPS6NlAbOdkr8FdBi+hY04qF2Elx4HL7xVxEZMsMtUAIMKvMSai+NilMiHkHw5TOYT/x+NLEEL+7lw8wRMVbIWmK1GUOfF6GPOACnZW7UJf+beKaiKbXv9Kkj53ZFvbjxrG3G3eARCXG2uJKT9LRgfriJNun5Q+WNbCkr1GnOg2PU6LTxUhMM0bLy5+/6Ion4SpXxoWc3oo5q6HmOP34ebQqA8VIlA04FmXjCPgjAJ9HUmWU9Ao68zpjDinAkQgpQdx9yWwM8sLOku58KHjPHP87QhhWNdMTbP35Q5CXH0AITIA8XAldz951lbqbVJ0LnfQaPfty2xxcsnqmhSpmLovLo1HYHJCsFJDXgQYzDK1RwmBucSsOFdv605nPuKZnn8XQuRfRwh+VEV3GWCdt60LHVnXsr5YMUXH+IfH11ifATvKbfgEY5dBGiquJiIEcgHw6Om0ue2Mc9JPXa4G4kKH9OPDbom7DKRJ9+mD0QW2HPaPrDMlEs7CRC713QhxoP8HoJ4us59Dugwy3M2R+opILFMTl97MDsXNVy3dEiqhp1GfH/W2FgPMy7cDhEJDChO4kvnT5bJ9DFltGZI6FA09Dirx5Jf4XrJ+hqPptMqwHUyJ2GmAFrfsSZdAYZGUEeJACDAZWYxAndAdGLNVTCPhRTYQiJgLRCBvi6lJpTaUGMAIUAN6U3GWitqTn0MIlMdu2E4QYvMIITbvRohfif5GJN6X8konW+gLdYcwp31jXj28LW/dydvm0Pru8nIlXsHcC5Ux+q43cCFzrhqUun35sgnYS648h7rn7HSQ24Muj3uZv4kQxUqbqXxwoeuiuFSE6AlChNShkisCrh3SdWK+TQNKca8FQqBLigNBCLBrUJvmOqwhjnTgshwTIcr1ozmwpbwgH2JQ8/B4weUDpOhcSnYdG5NDxvAJOryCD19SQ0iPsSSzcLGXimCL8GdCiJGtGdyGOUxELPiis46Qd+3IhhW1BDm1jaDLGlZ+kFNpkv3eusRgeftgPbU3OorQS1HmaGBTQv5NL69Ylp09UF+ZzYk2eCTPrlm9QfqlhLpAZTAu0x1GTOasF+UghHmB0UgOm2V5RihGLEKn4nMUD4YIVNNkRgQtX4M8F4IRXaTF/l6542hGcOmE4x/oMiTBHZIRMgpwZjb2psW9rpai25QTn2Y0bzW0aEuvnl2fMBnOJNCrg0eeXvvyYL5LgFBU2Ohn5tt8U5jz+A0HGMbM9J5dylL8xAERJcZ84fzSqJI0PIdzSS6b13H/eOApQFTwwKIyMgzQ9X4bQiABNUGIvWcRIu94RAhwKgcxh6Zl2GUs4XgIIWxtSt/rKTlS4RRJm2smF6eMqZlT6049T/whUFugwJv1kW6sAxfwRjFOP2lDvAIP7/qCV2sNzFw806rYj/dJHbsR5x/G92bpi3+qI74AIRBXuuedrZw5nZIzCFEVhLDmhpNMcLR8SfBvMs2YHCeGS3N2iERFkwa82XySEpHYHb6rxdiaQkIRwgS7MOqzjo4PLsuCEDBGIEKcwOlohFw9JP9Wa9AqH4rV0bCeiweS/7SwKXyMkcRjYqr+S+hLoM/ExWpc0hZhqepP1Q9iBB8nr05bJtEDQ/UtpnYsIaZuRIQI/O9HCJ3Uu5M4oN3I1UOCELyDBSEozM/WaybBYKvc+cfJSIIQvzUiiY1fAhA32R0npTlb6WgMkSVBCO0XMerB77c6y0a84uUSI8kz0WiwBKOV81wTnAAJlzQEXY5wEpe8YXNhr1SNJ6jAIGCa+N+OELP9wssI0VHlFi6VOTYw1GXAw4XJvqLtRCsLPScjnMEng+WmX4tK3LaPZ7CViaMZ5hZr1Jyc989kksxq6ZwsUjJBUKRGoOrCskCUnXCw7E3nDtkgV2tpbTwEtwAhQj/c0VV+K0JU1meQw66L6ely2Vg0fS+yaSWPZBmtaSizWNNicOIqTN1FZ2ajPh8+gRDKuH7zljMFCFNBpP3GlTqzk4l9BLmWP+mhuTj08Qp0KTpGWmITGjtkNTPv+4JtYzzKzY/GpUIV2ZUD8VumGoPBqlAYYGpMUzZY2zWxspx5LswSiBHxXFJyRSEPK3cPhQk/LXNfB7gL8Di8gHzBbRAgJuOe//0IwdwHB/6oRWeYCV69swjxYBJNNs/CgcWEJHh1w6GACT3hrX5puasJT2qNm1/yUUwRoVoaIISpT1KEEMkNvhZ+UuxcGaEs9jHjuWi20FOgGLk8p8gNialDbTEo18JAx+fsNfB734UQhUcIYfMynugyQJC+OQ6r9JSrDFlDQLnVQGKSIAR+02zBgYCMKaatV5rNsSi3huPqtBFMiRAwVsY4yzPtFKQYLp5KfIZ1yx6+xzmDF3pkqzHUMRgZRScAYlYnfT5JTtS0xe9FCFxP69UICFGxKcj7usvIAMMkdZIR72s8PA0+XJ+IuH8tY//DsEIarWs8qJ5CxDNMbCMU3/2we92hvx0g0j3nJhlC3N9t9PGpI0uYnXhBtQaEgKlHVxFiEZdg9wozjxpVTSewowPLA7xeVgPDehMhUYeHBiMOTaAlw/3qTpMIQDKSeJUDQcIyPkVtjM0mHMK9It0xJQy8jVilCwxBV1XYDU2BEEjv/DGEGE3L1XlOjU9NGlIabbJJJjbPAoQYhZkPs6knfEHh43NlGA+X5+sMQki0+61BiNtkDrHRIAP+NXCusG660yCFe6HC8eY/0TKCBtfIvRYDs8tzTHZxd4AgxVsIADHrAS5K34YQdribzCFy0mUcSKbZ3uNJpSIEmJ/Qok1d2vOB1YH46LF6TMEhKJpajymov5ErjTiRVbE+Z3CrIMThuF4ND5N5y3lVHlkYl3VjENVxBcI6Ki7j88/oLgDU1CHE9ckMgoder5cCxJ/bjC/hQxT3Kqv1HAgxL2YQYocxNYkdHdLhjNCzGdsXuxFWvtfpkimxMCmaMFuN9ZN6WSYBXTbkc3c6kWjEHwGHXFxv7zASppSkfwEa9Ol1KwihEwnCxHo563T7A+ICdQcnXFUcjhtuZebECHWZO7Bd5tNsMGtO8cJOKnXx/hgsNLL+cEBL+17oV+rzSkN8pMJaSDL24sRYQ1QjhVGEc8AApU6+G90pkeEMaylquDCojH6CDyGUyj2HWdh1bBKH8mronf4rY/jztGLYJKlpFh74AkrQmXEixQsj1YOYQViEOL8UbY5mPF8xF4GDDD3/EryWTCrxe6Yzy4dK+YKF9IIYAT9Q0KHqQo0iQKyhlmtzzanpOVGtVEb0BJfFkXXX+FqEoGkl/9/PzaSG2NeaYu9JJk9RHWR+iU+l36sOrT9EZPIyYHCWycuoUebtAiG69IDgREsRojfAfuJKNzbj6Rw5GeKG322xga3RYaQ3deb8eF96DOnmZzCNgV9lz3/j8SUI4ewVQRFwiRJ7LyEEHFngMjJvxMhCYq6j7TCuDSF0CdcM30//wiCcpT51GvVJOLinW9T2SQXxGCHutu9YcipA3MkVfCu/POjTayOPM94VrHXvpXtedpA2eX1xkXLbOEkEx69bhb1HaaAsHr/SqtHwEPaBMFnpKotShMk9yjgrXsTvlggBCxR+5OJY7WOY/IdU6xFo1Q1Za0ww1CpjTHkhRgETFh40oJv8yC4jzdxqzm1Vt3l4BiAEDow58SaZWEgrQNPAe0lQkxJCF5gCELssCLn3TQo8FxgGIUwRcae7DB0L6RTbZjJxXbWcMd4MPfh4nBMLCDjl3vyDE5ubaYtxNGuSdhJ5OwLj70AI/HQgCJHbF4+Ngg4nniIEuwz2QAYhXEQmeRFsTwUh0GnWBCFWkqgTNKOpONmWpz3INJgq3YW43cP0kTPK3zflMfw7xHwLKT2TCKuQGlqSOtSzczGZE48MpcoTIQY/jhB7M6qYlntZxtQj1rWLWEGz17X5w1L0nGgA9MKHG2MGIXphhHHEUuUaW+ki+Cy6z/g/PEnbSxUd98LG+ecdLUYSLs4nGOFAcOJBIErriVvpOND3rhiUSNGzkNuslyrZfeWybCdODqOY/Emk4Po1rCSofJI6QkCgCWZPt4s5BHswVBB8rRrlQ2OrRmUO/IdRfMBEBqKISqfdEQN8dKiwEjFPwJ9HiEitPHA29FlknUTtgPLebBjM0OBeQdt0fPc2XDEhV3JQeZ54QZyL/5xAgUWIjUlrlLElVyO3GRabtiO36lO4la3G0YxD4VXs8WF5Tsn9eXHI4JhLCeicRUQIL2p+E0KYVyDPUL681BDnOa0hXkKItUwqcQf703qKEMbretzy6WNdmxqE8Lk4A0LENcjdMZBcXNNBhoUdWwzIfzC6hmWv1hA1EG6mCGmDYShUhDU45QMnDUCc9D346ED84/8cQuAvOuw0lsvFH3QZYb/UZ5b18eFJZoFBIiWhHxV7HNHmsJG8eExsDlBGLM2QLAGCXeupnQBQAxQyOHtzh6FLeDt9ML2G/k5r3Lt7Ph4VIaRExhqe5SHwoIa8VRCr8Y0pSHAayWTf1aIE37CIGAG7RugFYlj9aAqtIAmeAi5r92hi57hlYoixmOr60bw5QrFAiCjO4CRJTSeuHdhm/jWEwAqRRd1l0k9sNls7AUrrtzTOPct3SxDiSonblNZfmhcIXcZ5yoJIEOJqkwS62qLBgIPMMPQjzZUgsxFyX5lXgusFCw4CRK6+MEPKfHfmfDdCAAlyBIEck7ZY07+GEOpT6bKGMHkZo9QNH9q8iW/mEGPkmIAsqk624YydOpy5zmKhSV1hYUMaDj5qnkEIv4onEDZlMBatAVKEUCUOX5CPxr3hKPyT79w3IIRucOAOXikWX0QIDh5QaF//2gEIzCehPVjEbrNhM+j1xRsOq8xTnEli+INZo93btuKZFUfid3sn7cCb8UEAQoJDedHLk26rv+Mu5MpUFTKhkF5D9hqrEjPNyX8iRwW5RfHCmsMc9nrsNAZlGNZCXDvH3oLtBCoHHUlKsANyHOrq6FgXy0kOjiTTXmCmXI6ilt/p0JTVme2N1795zcBb12eT8VcQAmAnfd+Ran905Ggg4lGM+w7DTYFCEEJJUvgfkIA1g51Prkmj1E7OIoRpM+w4yfDWroxKg+x2qSu2ycNC1hrsJVZrQMiSrl4X89yRnUEE9FRu+kQI/7sQolRg5DcRIpfbQYg/zCGAENh2BrLLAEKkNQSwwW/uuOG3KCteUfsdYD0hbgQzAxDQFS+RDT+dWISAme/UH0Xct4cYdw7nWmtQ/nSSQ85Itz7v/CRC2EC44h+1nWH/ZBcbjMPA8WEf6X3FejySFWjyFxgEhInrAIRzPrmuDBM7GTNsHztSGuNaLTnfgQ8CEDIHs3NK/iI9xu2d6S4elOOHa/j+1ozalvNhjU6pQ74oC8RFuqrHhJJ3OaDRKjT7CJQdSYoQasQue4uaMq3ZS7gMbpmPiBCkCaPMmJbKXaPpXEjCXKfjI5Nz5hTPIchgYE1rEpkSYvLzCDFsdAfzuSeZikSIjE4/U0Skyao7Jj5SQlgxJ1uL3zZTCwhBFsS99nA6cLhP2gyltCSVg/kM1L9ItmdaTW7vpbEUPymwsf/z+2KBybga3+c6M1hQAQs8zCG+rYYolVKEyKUIsfcCQjDZl5zKkCIcTxJ1mjqHmLKGqPWCoObXpMuQ8Wqj4WBSCbUgNWiCEHUZLWBGCd9fEPhqYbOqc4huucEccAIEVBzQuudmZkx5fXw0IwV7NE+TjL8fIQ4yP+eDyssIcfoUH04OmRLto2kf1hnOBIyopggxn2J4X6VvuT65rOQzu+/cPja83b6DI5XOIFh3SA2haHCrU4jbdP6gZa6wd7baadDjpF3B5JWGUyAqwHMSdzWioYRIrXqMbm1Oih+rh0HsufVI3GqNDx3GE34zEL0RTk+vDHEB4rXCWC2mxPIaTBe8PrSec4AJTNkJvL+FEHgkdR3AIFnYFiHus+2dGRg/7gGtLZCSpe108sYqvc/XN4b7kCDEXTqI4KMgKR8eEh7bjS0j0lEHoUn+GggWv/+DWLIOAmJVrAV2P66hOvm9340QMocwCHEkTYegw3MIcUzWNXQZMzrIGF0GEnXwkoN13euKxRhd6MStj37CEVnXVGJ0UG2in1Ki9a+bBVhSh3GTbkMDnVTK3y3zeXNMs99K3eoxTvttTMBqmHf/JEIUE2lnca/yhxpi8KSGQKob/Li9CN7EuI2wyWvhJatmfCyhd8Bd4QUS42fLiO0uIcJel4bu9w4VRkKUkuA/M4Xg42uj+7aN2WcoQqDXMAhxr94RUtTO2B/CNHEFZO4xrxlAYQN0RHERNySSEEQHUEgxfPRjaSXkz/B3uNcImhzA0LUUdWI9atYSV3x5qctiPdcg+4wFROcvIYTvUYEyFgnQmU1MTCEiu3fOPNiNZ5hiKgHi3FrVru0SCervh3tLsH5QoNHtsvAotaIQPNgomVvWG0Kdunowo1GFKPxL+O/y6JwIETNBWgDCgX7dq8+RLVwtfN8uQ7uMPe4y9h4hBPXfTxHCaju5+O/DwXMloSmMFlrBVIR6YMo4Y7rNHfI33KDhydMWnSam/WvjJofMR6BCv4PPEtJvih8kf7evFiOQdxwlvlLghJBmGdXaP4gQb3SQgZz5NAsRZzJ/GIS+fS2eON2KfAGW8KKFltWn4ezY59buGMJeh+/CBwLEVhqHTTKmlDmlsiA4f7jX+YPKAsiQIEQYSZfYDWAgcUIUr1PN6tZYR0iWrLYTXCsx6R1DKGwt4BxKgyNjDsE0ibIhnNZ6GjnZ1DqD6ToD1ondGDmdEINB5MIUSctPbbV+GCEgd+pR5j7p942vqILEI52cPMtthrLEGmQGlNhgnCe9xT+JkPNBEWL7GCEI+4YHATh4ME8G8yBQeuWVrlOSYYe0GhTYriPSacTWGr5+NISAiFB0g4bERxDgmfy6SSWQYf+gVCoUHJlUXhEhcs8hBFmFs8TqE0Z+pycrKL5PaOm3ws83ahDBqfXpSj5AzB44Z+Q75f2X7Ll+/zLWKuszeS+bXCwJ16fyKVU2jT9ZXRpRzK9jsPOYLDD5k6fUX0rUIUYc617T1A/HFLKJTOF5OhfyTiQCOwgkSoIQwZFlEgWeLSS0CLh6Z39hAYLoYnZ3yTBCJmF6nVqE0F/NgP3KrDWW9GGbEhGg6JxUsLCdysTx8MTsQJkJhXTIIUzbYTWHADgaU5o/l7jqUAqJyKbeofdkDg3nniuBkB41neVeIOKWQDDC/wsIAX4KIgSBEUaPe/Y4vv3epDCnh6FNXRl3KdAnk96CCHFuVhgPZnUpCHGvtDjDu9aI1gehUj4ox8J4h20NA1vXHAIRwCaWEcIOgJerBmMM4w49Y3qSmazKYkyGI21pJ8jG/DI+RJG8yQIQIl94ghD7jxEiP0sIxZgz4n/uGW6u9fh1Y97CLxInIG/90rfkd2LA81uNin7ZD72WT/WLzIFr+ZzGeOX6xvpK/VrMaoIQ/jtWGT+HEJOGV8bC80yAkL4orj+dGAeL8BlMYxsmX59apgSRmxsqRiQIsU341Tomfyc8yIzy3tCrdLmvrEptMvRJRo2iUQ9Jp6xtzsbydqTP9bjHBOkX5psO2gxgQqnuW4wgDGDOkovCWgXwMGTPYXPkRExAzSe+TTZVCJPrUe/Fd0KvdQGM6KLHgOwcjagk1Xiax/fzCBF0OCDrjaz1yfXZpS0jEmiwOCGzGuv/Yg5Kuy8SkRY3GCwgmLdmWNWKEDqISMRbHHJahyoLEYLod9r0XRlJGXnYSsq6ksAp2bkQIEBXDfh1S2QyrvQmppWer5HkRIivY0zh/pESAgXDgbG6pgtd/ilC4H2PPaZOMHtQXyj8B64XZCbGIlh9pfAbyRhhobBSewSplNbqQncmVcbp6uRE1fArVh9aQ+Bv2MgqcI6G9R6DTaHYes0V4ucRYiK2KVAZMDAB3UVItS4sVayR5nMIYVQMAcd5c7j+B2YcIdWtrTlVVXX57vLBeBHoAp/IcKfEYNluyq7T1A4JQmxV5smPebiyECGyAE/WlAskStQRLoGnLVqJvOa7UJI2YEB7OIjE2rrJ7yyaw8ROMGJxyBEG3qMIIYJQmLNyO3wIsuYJLDD/KWHTEdI5vymPwGZzR7f7QwghSZfdsUUI1MeXWYzQ/KPbrS0cFBxYJ1wmL04WIcRxcLPZZhDCVG6KEA+Xcu6JFTc3FiIwJtKHA5u9ZIap1Azig1YQHCtfCpEyB/MUWUkH1MvxSm/yFHpNCSAGQhAOvo5TSXtwSDL2LUIcJAix/2gOkU/mEMe8G9phOocoDc6Q+wqDC5rFDA45h5ChxDGIQ6fie0Hwk0oJsaa4gvp0wy/1aXZd6h6ze2+XSsgPaDPx7PSwf5xYU56F9RFEWz0JIvzXIQTCXeHvEYec1seEgynoPyCJzEkf83vP9EX4TvgDcBfw0duCnUbYfMTElokBTVD/efdxbrac2/sEIYRIaRCCXbBBCDOhtHWt2bhdS42r8sSjXJWzCJpQ9XzEFs8lQ7VkMAJlRKkW+xRsocAV5da8XgEwKIuS2VMxNX7ieo2rQgYSUH4z0Y8WuXDSL4Vibd1sNMR/h3XyT+8yKEajItBe2hDp62zIDId09WjrhsTeNuFOCkLY+SREE/bGftjRXTzca2exNR4RdghhIYI1ny0edatklBq3KjAlQDyo5PRS/K0DdkaIFZQrvepJuDdx1kwqvxIhCBC53BAIcWARIm9EWxmEOFDyUNt4TA0coFiZKTphCLCAHrCHemJQOsRqAx3o4HrF6DEaz8ET4gy2F0c60WE645BRR90uo4aQU4qqXCyQD6HbAqJ0+MkAG8epr9RJaQotOFv2fyVC1ECTdBkPHU9cdxLVolatgcDCBg0RWs+Fck00K7zH8gN3T1SrwYKpOSSD6iqdWb5Hn7VbQFwaWfG96TJudzkRSe2gCCEX8DpBCA7TL82iXiO6YG8rLgXyzBqOUC8gGbgkGLG2egxYgQAexbuzgsS+rjWH4KwimEOvJt9yi251I68Pu6FYEGLcK8W4tlviBizXd/DjCAFv8hHlqobXcn08CONZLllD26hVPr3P09cDRvfZ3wlCCGz8lttdheAPD0Zjkew7MYW2fZyhUMoJl/dk/cYUkWQmpJxNaTHk8XFHPRccrnO8viCFnsiV7vGC59YT2mpZnTW+FiFwcR4RIixC7KUI8cgfoq+MqQHY+V7oc9sJ0gO1i64k6oCti6gU7L+Zl4ERF1pu5GythD6IhRBzFuAHEUsQy+IMCTwwJUEeV9gV//h5UC7NvBYoe06ix0CAKuAHBC24x2Ck9DcQYv/PCAEOB/4phMOimAbZsCwdBPoMhsvz/8lzuwwdU6hlAkSrQ8TOUB9wKXyZexUCbj4CERfsMMyuzlCst5lBpaza7i3/Qarf+22mt9ikjmg6pQdGMDaOqb1c3UakU2JsGRmMIEMiZsh3LzQnI9rLCU1icKqrTV4cqDHEIwmtF3Jz8EgpgAqBOaXbmszgwNOa4KqesIzgPOKnJ5U6BR/Ojw9p83MCF38+wdrZFZM4NvxpHgQ7cGNkzftY7vSUbH1ndLRbYcxu7Qm+MTB8KRyIB4LCJuNodb95sMMImUEk4Y60jqB/v0QJ9tChcQ4hCOFLq4FSDGev9aUIsa9WVglCiE3XMwix5wQ2txMOL261Pj6/WdZB0Yc+qw6EoCdEFLkuSJWS2zmduMg/XyJnSBIj14x5RPDp0CkBp8dTdBm9qTvBleOSVDPmBYichbgGTve5AgTwoe/VkbnamM24QcQd9y+qIdQND5hI6xTJ8MA/aaTp8DsQhBi/iBCjSUtKidlMivfxtEdhuPWXoZvA+8sI6TC2iR50ByDM5tMiw13SH2+z9mjmyszYqp4vymLzAIjA99LrwuaiTi1roWzzZtFAhLg6wWfANesPGbZFz2tZjS7Epc43NpZ4XFfdWT9kkO8/S9eNGxVkCEyJERNe1VXkS/38tnPQ5ZfWPxbqDfwex4PsislOLF98NVBMwKXv0o5viLlqRP4IIW6VU5+eX6PWUra1GSmrGOReze4ejKBLMiutwem9mREdzcRJBawThGpgGSRzymadWw0CX+OrEOLgQBCCuJSzk0oFhdz+E4ohfCpLotwqM94H+k44yOBVjyoT9ZhCRqszgxK8VkM9UYcRahNVwkJ2xujQmGmIWYU7RqRlCbZCZ2cgOUyFm4dGsMaLaFprVvCphjak8zgcILUPn2QChABJcTT++10G2AEVdzJtSFJGr9VL/a6yY9TJZMedbqfLGE1Gxmuzhx+ToCkVxRQ32TwdR6gs+B1Kbx1R2itRRudmg3GX3WSk/kaGNyUXv+k71KYiM60U4+XVsQQ4xKVGPKHrCtSd9OytlTnH5Dhi0I0IcpDhlJGQC6xsTuAppTFyFGvgATByOM0cQrflxSG4uND9B+02WzGeh6zvaLla86c4t7DTkNSXvc/XgNkfjxECuoBeD99SvU1u7El7LgumJlnl9rXQKcGdlhHnT/FB2FGCtbePNximZdC3FSHuNzL2ecg64d7QmUr3SmbzKbEJ8sLQk/K3nVCpWOTe7JoicaiDcqvoyIOpRzpenSaJnleNnkOI6N0IISGGxSNxxTkCY4qhfDkZSfAgXYKf5WD/kT9EWf0hxqLLCJRGCYRA0SNRg13qMoZjVpuxQ6E30gMAEBeHMXQZiPgFE4BOddh5gW+n7W2LRexEFmLR7MhQIU6QzAStsNTigbpK/f1tZyWQeYOk6DDD5O1f0itfsN+CxiuaZVpgkUrs9L+vFhCb7VOE2Jh55Q5CEBmUWWnWJpuNuUKNpCipJyAWOKENxGoJO8QwmoFJDm8IOEb1ugoCcNgDZT4aVeBICZZ1S7xiWAQbX3wYmJenMcYRtBBrhLUqFVtxC0m2zbHMc3eOcrVaa6EGIxm78hU1xP7O8QQhJih+sKOZyBjitN8M+x0iBAxt2mYc8WAWGvePmWvJzNKWC7dG95JsMG5vrbeUeVuKC0EItQ/amlrORPGoJ42Q7nXFig7jP9Jj3NsgBXpb3ksa41FuCKfhaQW62Ih5uZzToZHzNJxBiVN+8/MIsScIwS0KEYI4kcsViBCgRZRK+lnMiU2UW6whLEKACw3NryAEDGRgeUO4AELUneKs0xELHwAEWBAX/xwuiRC1qNmYCkLAzLqnBehcbFAnpNoNcqkpRPiJG+45hNjf/zxCOJjGVbBxnrB7RqPwZQgxYVHiz7H5XFomtrSdbyRESAGxUWy43UWIhyxCKAToQlW6DaMiUqdF/kUDEQoXgh5ChVO2JNZsDQZocSId1lzOI7i3ZqUwpWtEzSVC0ERiGnfV85rsCEQ/C/MB/VcZUe9UbKGGQIDOE4TwGQfcULXGD3QZrUaE8Wi9vljrkq52yGOxWEhk1HKVQIQ1gthdZ6goQyWypq/TysH2cImm0yygt2JheWnPPAehG+W9qCIjkextlZz1kJQQxiLAGNhoq4GYIky64TEVyeacVviRLDVIZtfRxCcRgqCay4vF9fl5Hl0Gmw0QJApACFFmuEXRPe/v+kOEGYQY+50gVI+psVwanAwDIcqIPBenFHr2MUk+LnUNQkwaralBiG4N8I32dSJzrNGoPuscnSemEP9GhKhAqVZNEcL/qkMbklaTZy1tgZUU/TpESAFxv719ghB2k5H8qt2GtTzaqDd7MlczPrlX6VNR+l6kLyYxOegZUJMzCBsL21HDLRs9BjAC7UGCEDChggxP64jVSaySHWb0jbHIWKG/aHiAiKcIAX04MaI6+pk5RKsCgUw8mhu28Hp1epYe67UhR2QIlZYtlRnumqgBc4ozCGFU33rKubrcmqrs8jJRhIu92P0mAxGpsFxtchUgrPTcssA3ah0Ba8o4LJV8WUQTuDkSYlYDN587PssfR4giEQLdhVtqK0IcgGNJQjb+8MB8ltyjGqKRIER17AOEjT8Eb3IJc1uvet3jmTWjJD4s41KlQ4RAekqQIkQNK3Ky9aaCEPgmc+IbKBYs/bA+H/0bEQIvgc58/C89JhL9iQTQdNtmNm2vYcR5csUZvfjW2Jv9ASHsgPJeExseLPM6KYsf1Ht5oxcqIiUtkxKDSbqmztADQvMUVUvGQoYDh2hiEALzKei/49CoMVYnXeVMdcfxBRedMJaqenCZegYhwDHRK/xr5hCvIARET17chKzIBNKurbfWqVYR8pDLYETG5VZN8u8ttz3dHhmymohqb9OKQgqylHsio4m7TXZ3oZzsrdrHmDWnAMRdxkjIbKru73UaMZzNWrVWlTeP9OJknkmci0BE9FmEQDNRLOzLhBKFgyJEoczuolQ62D9oO2BSFlPlVmjmEGkNAWd0WCbVh9hrKEJgDjdEwgTCVKQYIEL85z+wi4ASbbpQhIiapssgU1LpuCpWwDd5ZCP4TiHjyv0LEcKpeJrX6ftfihAtgYhoWq1N48BJN/J3Woa+vNZQmu8mYzIh/tiCLIIMD88jxCazT5PtvHo3J7M1dVbdyJpOe4218GAxVuhKnAG8hiHJwDyiXBqYCgMhG24LLh+y2eFE04+ZwrcwvQa32mMqtqawDoAEvt2ZPJk9Y1Dpg3SGvUbVwxyi+N0IMUEaTeT1Twx/VzivXpsNEhg/JcrKFsvzxDRfhoX3qYeEAqrFBcUAFmh3tyYndZsZRTzYZiJhQWQ9gzJb5/t7M6cUfBAUv911I9SRhmk1csVeXDMUywEbC3YaItXwP40QEHRC3rkvms7yfi6tIQoFIgTVW/nHPpW/6CADFr4iRHkK9bdFiDGegU3Y9kxvVjO1kjoiCP7nn7g6B9iNpYaokaVs5hC+7s75e1SsaKRoniOuMevj0iD+NyJEvgiMwHXz1RVEsg0F2QoGC7aOkEe4WB+/tGzT+iEjHrfOM7Z22EWIWzOH0LohZT+sbxQvthnGzkbHl9vEa21NdvwiRMAT9muYO0Y98YTBWkMxAhypspDBJnT3jecVt+n1uQ5dnCYtCsaUbo35e9UqNN9PzmKNP2FOCX6E5/4IQtCdQuMmUbe6zCzA0fc6nRi+mrCPgAcpk5kNQjyTgqb9nJzaOzMOvrXC+/ts53aV4aUZiLi1DhTJkFhp2KL4sh2GsaXIeuJtzb8hdcR+eTAgxVJ4hVI5NJWHXf30HAIIUQBCiAs+iI/nrCWw5iwMyl3owvf32/lmwOemY2uIQyZBnx6WA+gta2PrDzFrSpcBbi3ooEzPYZKTTCBkV4PVFtKCHFfmEDAHEJn34foM2cCzmSyfZ/zWMOacWU+Ia6zQ2HoE/zqEIHOsQsHylyMEHpzI/aS9G1iWOBlHR0ngi27JnkCEDMyS/mJrlmTmgbPZQYitRQjLpbSLisvU4egyZU5tN9Z9OTFju5Pd25pMSoYm9biorjNdCyNKTCPEDVtlncAIVJaNCiF/FrQ96rlUGA4eHV0hqn6/jVYCfUQnePrCcWILkkSzUXF+gDHlM98DahFqB0+OS3EgEIEghk7gYedZxdcOB/PTSzuN2D6HEPd6qu8MLJs9RfK2IIRpLwzHQSFCXbATa5q01bg3Yi3V6tztOOEZi8xbi0PYarQ7wjlhQd6TU4htZ+RJr/YVCFFycucbyMYu6V2DxgY7jRUug2hvr7Og0bOXt0/PimjoAbWDDh1kwLReyf0ODgyTfUWKEdJATva7XGH8+s1A+biOpM4OSNZwwx9Qu3GsCIGGtiN//5h/tTNL9pzXpwXYG1UX7r9vUplXrPQClRpFZoIQfRFM4AIdTbBEHY+EHZGMLHV/lllr6DjdZMWmYRo6qbxNqNaKEJu0hrAIIfKMq5urxPU9KYCvrpJULrvSMK2y1BE3VOihLxwz1GTmBL1umQF+TtGNT4x1BGsFgJzPRAput1gnAiNW2JheSASC1/Gw9ayOJ51O8NLc9qsmlepZXnwJISBQj0p9JqtSk9H3hFmASxKzWK8MYU0fdGx1IU0nlk9iCwyfXWRwhqa2vdPNxtZahN1ksjk3m5RvbXwpjQO2bf3SAuKFFGiLF6aMyM18FHM9yaBoVgX3uMrg6lN2GnCiqrL7aL4bIbDRLJFM+UB4uDKMTgQGrUF+zMWQY4Ex41RkVImSz8hb1sftNrLdkeZ70m2XoLbqluKTm2uYg0CLVeqIv+QlbbN+U9kNwyl8CIRZXWg+D6m6OF1jxX5yio9u950DmPtQuNXu59KU7xNvjCcN2o/J+w6blYd7F94kOE2V/HcgBFoNz2tib06sFpe5xld1GVwJtjTncj6Tus6GQm3syNIu28yKMmtep0bNf0YI0WVs5bI2TzH+8X3WMtEm9iXa5G0SYil+ifR46I2n9Trt2CFmhYEMaBIuR5YYQVHWKWQeumKjigj8UFDjkIpOlBDutIyc5wAIMf4BhNgrAiMOnBdriGo9LuuTD+ZgfX7hhLPjxfFiKQLlxKNYFG336j2cvVMNQjxY9aaEDqhWXAlUiVuM7DztC2Uwwgw5M5nuevw2FUQWEozXsbUu3WZbjVwFpINyQ4jxqB9ceXg1CRGethoo2ZjK8HGEOFd2iBpjnIMsvR7mUBcs8MZMAurwagXHSeI9MeQMLcfZ2v7QFBkAivpyAR8gw7i5ZogEP5QfTwaeBs384vvXulBa6181iyWjLg8Q5BcOwk88mhUhvK/vMuw4whOEkJ1G6xkt3QdrH2FtEyKQPhNVHMuytKPzjbUm0HZ1+8Tg8hWEuLtN/CE2yZJT3WbSx1cCE3aUmTG10WJDRFtlBC8jOJH6d4meLWOrsVidrWl2q5nguEYpDKf3z2BQgvE5iHNIjIIsJ+q0fwoh6FbuvOxChxrCM64G4odkjjN8I+tMACuXG8tUW5dUVrIMMrp6MdvQNK17xWA5f3eZAk29K29vt2kdYUMyDNVhY8TeAIj7xOzKho8zXUOtJm7TbB9ZwtLPIwC3dST1Q9PVAURTMEJGlt7HEAIzB0wllQkhl+IVN7dXR3uF1c1wuF5P8+76Zqm3RL5gPaZwf+txo7f+OrntzW0u3yACivHHtIq3H8VB1zoBk7O1PTKyfOs/MRuOuFWLPlhDiBEX6ysiRP4bEIIVFenwAdzu/S/cfAoTqUeIqMMeGK/oLIMRvCIeUu/THUvmTI7DnQmPNSu4RwixNWkZcFPLXtnbjfGPud9kI2Iy1IgkOFQxQjQXICCO6hCtzaMGCJVhF4UiMEJGlsavEm1TM5BIU/SNS7SdF2MK93xFiOAFX8GvQ4j8az6ViB4OT7IPPnNw4Xl6lgQkQX3ct7Lw+9RY9AlC6KxSZ7ymDLMdhXZ1ejLtGjs1gkjZUNuNrSC2mUeAIsTWxnnsZi6ZzSc0PoSEpkCDOZVGFd6kUV30IYTgIYqM2ZG48MsI4WhveTOfr9dAjxXaDJO+Y7H2+gSU2S67jGUJUr02N1orJjDu2/RyLDDIkUITd4ahwmGpDYvebhc+lZhkic4WCvIBHSFwsAe8Pj2yVEpBiEVlWO8OPE98A95xeOYwrJEocPJfjhAJdRcjSyIE7Nz9L5tDyLaNywCwCvCZG0AIRyKfdQsm6/dNxms1uVJTI2Z1MzK+UmZSea9XERPot7cWIVKf67vbbZIDtdkRed7cXGYgYivUX/nAGwnaCqG2o/Js5JMd1Ysgy5PFhQi60Bi3arwcmevtVWMXkk5o+pCT4NouYxL4311DaPkwewkhAgQMhlobX68Wi2MxWhVvE/S9xl3wGt7NnMiOcsNdjf42q6I197llS2xlgKka2Ztkxyk1Q2JUvEmdIGxhICl/MoNIh6J2VmzMr7OBP5xh35uYT8EIbbKT3kIwQojYCNWIMYh4N0LsM9W3sD+TjC9BiDYXjsv9xc0CMgrXJULQrI53RKGtmHp6mD8AQpSAEODdwgIGzPvlzXqpC4xLUCb+8x8EtpZl9gCva5jcOY4jc4huCYmuxycnGGMAIdpeqV1oI7TquC2xpZcGsTHQKLtFDL8+cxQKbkUGlV9dQ+wjHlaPgoPEHKrp/C/fbKAwhJdYtVGP4pqrGdUP99m+dHdgdXu3W0QYhLBMYM2etgjxkPYt1tFEkgHvjHvB1oo1UoiwVgdKqVKfZgo7e+UarGVGTQi1Bj1GKrps5A1HGxBRVScMiB9GY/cCLca4NJ4iWSdA1UsRYmPy7V3GXrBYvNxlhGUn0l3nr/VS/ZBYxuHBd3xi7UdP+x54POz8qkZ/+5BMLI1ie2MnlLcJWuikh+ruy8ubpJQQiNjeJa/ZJgnbUoiwNIjN/XYnofHRC55UEcrPVktsYgTUMVFMQbhFCJlYCoOK0PEBhNgXQykVbUleRvvoN/ics6UiRCF/RoSQfPBCCQ4ydMNHHkyl3HUbjL11oeXuwmvoHBtOTSYjRQosykYeg0hoO5G51Y0rTq5ew9vrXgmfRWyp8EkcB44QEIwe9tui31hdG5/cAgoUuBMVW9WPHwQJb1e49VVdhoQO7SlI4Mw3Wl83hxCzfDCWkYQrrk24wSiAzeUSD6rt9v6ZhVvmUSOXz9YwKo2dLQi/BiFuNS5DXOeStMjtxhIBM3zrRC9gt6BJyIvlAHKrESNPBwFBVGxhGlFv+FVMtpj5DZcphPYZs5xmUB9Bj/H7n2oN/h+tsBNMwXfoRM/oMr4aIfKLFZYoLyNE4ETHOqg8IS6gqA2lhjhJhhCgSZS8UR3GC7AnsDGfG+suk5kwbjLDxo0yqWx/8WDx+AY2VCbq91GvIROKexspLDyY59cYCUrcJkVkhkAVMXm5mWFCRGod4epo4v3qb/Ku4UJ3tNkIQhzBjY4rjdwJAnzP1nnpMopaVJe8sC2JOt0e/RUb4g8xBi88xMPj/PeVhu2RZI1LIa7BHAb+cQtwJtqlfuQ2euRDoAmN+/1SibIfkGqmVahPgBg86dBvqNO+RyJODIFQXSR+H5lDiOUOTlXw5buMzOcwIIGBKDT6qud+rLR493wiQQh4vDIuu9bjUoP0pIRBtX0S3Xd398zG3NYQlktpa4iN8S96SL1Mkrp4m4UIIW5vdC11c5VaJtneV/QaCJSMZeQAa5k6gld71WqPQgFJz0CJwfBfQgRoMtBjgFQXg03Zwv35UwiRn+ERh83c7juBEI1KVecQ9ejEVMZYYPAQ+/XTdTYABfOWeYRCCBqkaD5M3MktQlgzDs25kJw+g68WEh4SMcXvq6u0KLuzZYRlQdwbfJAPfiajMZu9dJe0Hcnwc2NsyoNaC6YCmAAFvvom0zMfbGCYeMhVGbwdIfbFo3J/7+hycyle106pLV3G6tdhaX0zzhfWghAYVOYL6jFFNhNlIvSHOB8iaKvcwkm7/G195taw5UIB0iu7/BjUEPSpg8Mr/abWoNKhecc7EKjAhDqHkpPZjBXE0ZlWdNEcqg0YDRAhWh+SQCHMEIQbgCZWbd9CyntCoQpmuOhxRyNLWmdBLeMf0Zo8/fJ2jsfNBdnnzUeOM+Dbd0hTsQyq7X221swEhmceOSlCWE6lqr3VP/smCxKJo+q9JUo93NvtmnYbQIKbK5MQkx1ZChd7xbEkuC1giLS63XLIxBzSLDmypE0dthi1sFUd0/4ekyEJ58SFihYK56v1zV1GPo9Ct4CLkKye1FfRqeD6QKcT+vW4cbw20wYMJ2XXltlgcP0GV9aOZ6zJg3K5MhRtnRHOJEF9RsF1n/CnNQz8t6VPbjNbTrtG1hcuMaZ8SAuIR7kITyHi2feK5pN6rrDUEs8eXDlsmTAwhiI5CCr4voW9E7zDY6ogZ+4gd45PvVrfnC8P2jSUWV2fdUsLzBYQhLFQvkm+UIH/LL5lXBF0hCJCrJwuZHsOPV9SjZZbpbYTrGzkco6Z7BuW/WkDamDRdvbc2BdPCTawdRgWHTGH0FQQmGqGqg6Xe+Pdj2CTRsG/WXe4gav8AELskYjNYVxTkmH0zn/sH/GSo4z/AoK09MAasY7Ja+h5wIghZESpUfvuePLx9bOz7RQ9xnZj1UMpL+rh4SEdpD1kY+o32/TST1nC5nl1d5tkkYvuEylpgxCvJuoHteHDa4gEYBlHoGHEiKJXw2Pjn7HXD5IUAc4h/NY3TyrzpdV6UXDXay61xCBCEcJrVgougzoqbsHO31WwdZrpLmhgvpgV8iW3YKdbkFrXKrmUE595gj9YRZcxhvptUcI0FoZdlXKrre+U3YY86IBjc/8iNLx6SDwb7EUdsWbC4LJH52RUEU1+s5ALNBqaq/EOhGD6Nx3oLhkNiCScjiAEuJSFQnlFwtTCzoOLRIhfCULUhXVdHo8X50bDCUfPmL5BzO2sTYEQ4yqTfUHRnUSNaq+MGgI1ZzXGBpqWhqgixjCakajzq6VMKU8X5Vo0/XgbT8MJOaaT6s8hhKo1AqkidjGi9yJCGARovYQcZprSQGvv1WpsOtowHNY04LSMeA4gdhBia+rfRIN8b+cLYpNqr+cru+C0EGE0A1tdXRiQsIlRW1MeG7mGsCOqKj/23AAUqRkFmk6xrLJOMcbHHuNinI0R+CGEKKzWfsE9WwdOBiHymFBhku1hUI6p2GlSMCDwJAUI9LvtkpsnkESa6cGjBql1BIiYZVzqtptUB27OpAKEtepSq2qzVU76Dz3F6huh7zfa0e0nEMJaR+QCFnN+JK4KvDF4EaFxFdd8zFOIEPk3lmGgTQEhZhRlHMXxMXVcl0eLOM/AynixKCaU1TysztEJ3MC4AVXDbLygye9S1jlaP2De67pj6jLOYi9GSMpkSoSAyNsDhvk97DLiXtxsOjMmNaJbqo+r87nDAmQpHj9nMNBGhkKv1vvwIbcicbPs8n79IYQQn99AOg04/mQQIkMDt8lzL6gyzGEHrQ1zCMwwOQX3Hd0JlWV5n0nxy4q20rnW1mqSjcZzqwyeB/qrp9aUMtI0Dz87mEiecRpFd6d4YysNabW3t+lOfmNaDXgGgTrlOs25OI7SGr+g44gVGFQxrhWY309rkx9GCDzlwoK3ThFC5xAe9lxuGBb6JynnQaKckukD/EnaAYgejAMLmkHCs6ki0DycWdnMQ+IQkQx+r2y7/ds49wiF2g5yMhmdGqyxsXvr+2RPmpkmvR8hhLvNgOYZazdfLNxoMKoOHWHVQMTbEYLajL2DQltNKvdIsBQvOnm/DCiLdtqXB7GTXQZi4pG2NMSLjqAtORG/JUoLq6zqFOLNcg8I0QsDTqyJEOUamGvN5hREzbNFb9oIPIYOSuBUeToXEei59ILX0HIxY0UFfp9wYoGGDAuWn0UIYVDhwg5sxNxuXfDS/MEig0UEixBpVSRHiDyOWeAMZ4x+TkeW28xWPt2BZZRbG+NCtzUIcSXXpGoNqQFnSbs1yw184CZrZKuqo9sMTdisPu93owMl+wcY0cUL3aSPZRMcCTijhTVvWBejOuRs/SZ35rhWa/10DXFyswDt78xzZASRIARsMIEQwZNcZgMVeFohUBqTsihAoFUFto/6g8yXXtiFoGhmh8fWZkpRQbHA/E5R2NYRybA3nUfIC3NvWPXpkPIFLcZ76giZWIKkoqNvn4MhdVlueFX2xHT4y7+RcUaEIDBcEiLa0m7AAm9P4sAd2kwl57USzNfClbxADrrKNn+rM9diwV03vGiBVchOWCMLgxbIIfcXK3jeT2FOSuPrJTrSaiTEQVggT+IwVpW4JB5hq8R7uhIlkXXvPZrDNOzKww07+zGE0NVnkX4kuPaaAgF/nDk0XjgeIcrUlkbM8WOFEg+81Dxiu90BiFszWzc3rjXBNxMJm05vs+jFJU12ajpa26VKXVrjRLsv2WZajUcSxztRa2C9OSi7DrxjaA3hM+pgdjT0IPpcXdCmNMZWuzT9YYTAshPYhYvQKe4gBPxfm4UgXKyfwMP1qWSBgKITxjQhN+Wf/cIqyCgO+TzuUyQu/jJXafnwkCLElakiNrZmMBBhsTwDEdpgmCnlLkB8qN/QpQlbDa/rm7EcTre5kMC6rHieQYj9N/QYEtNZOpDUzsuc2tnuw8U2r2a28hrlDELMlmafaY8rwsPR0bzXXf26wMZLXG3RcyILIyZmdRUhyj1UyzVJ0gFCTMMyXJHDuFWfhG3StK4ujTof8/AR9M9z/vyRHwYwfxYheIrInkJnmydJC/cxComXZpKPEcHWEC/UGlOmImAl4sdNF7QdOjP3fGeY+t0+voieIISZsm9VefE7I0A2HGutM/RqlZ7aerQLRljgMbs6K0hM0gNN/C27kLWypGhOjCgxrEDhepuDdUGpdIEK8wJPCBjO+D+NEBGHaWeLYjb9hAhRCYgQj0sIKMCh8OTOsx+ihMCcuMUtdqs6jfSHIITQLrsh+a5qQfWQTHmN6Yv+VsuIbeJFme45dWT5YM96MuTcbF/fWbwFIPjC6laDFF26M2EZPWnBV4CSJQDEexCCv0jy1jkVnlJCHDjwmCpigsklZ95JUvlmlyleKkpegs9Qn1ZjTC3PYFWI+eO0XKphl1GjVQxqZHYWcQk64BG2Gb3yFGYCExiFIn0H9g/1PhmcVs8JXShszDCobFStR/o7f6jJck+m6d5PzSEMQkSLRVRAS6YQ0XzsH/F4zvDSDuPJ6FUAAg6eI3ZfPYYkTKd1kwb8DDvCuhZl/Ak2RiqgT7YdJxO5sjebxOFaKor7DEYk6uRkn59c58rns120LkVXS1QOdCoY81lAfXgfxSQWnb9/rzC7rsVB9NMIkQ+Wq5NZ/hEfojlxsev04mRvoQNK7NKwueUKo92JZKaGALVqdTK1Lx98RAOvxiEgaditEVrty4RAZduJZKdhRpSbrY0lSV16zALDvAT6N+7ettV8HSFoH0Hi66VARMCEWEY+gccvOXBBihAHb0IIwRLNzbhiOtbRfpseU2Ba7msNkUtqiEttK0zmLLLRVx3adQ1a85UQ9XFuGam1Zg2BQgzXM9T1pyuZL6CTplFM2AFdDQ4DDKtSKcyVoVojXWtaha1dtfXRbUYL9jU616MusvJNCFEsZqORnT1vgbFPRLVPq5rnrt2keluB/s7x/u0M4y61VFS8kLpxPsul44hnEeLe1A7iM5lWwr93quKECXFv+g51wzVKc8MRln/DkoMEClSrYSJ4silRl4h0PmSyAfdYeCSE3X45Hv+DMMZlzKTCTj8w5dLPIcRuw71vGFNRk57EC7vHOJaI2fXp4UCuH3kBJ1xXtx4VdZiwQM0OJljcrcUc1p9nnH7M2PIq2WNI1ZZQ1zIeUtvbJC3YmNVu797Ke3gNHhJKW0KgmgWzJipslBExH0GSt67bztdriAMOc7DO0NzOS3GImMHsGjVE4YCqDXt24Zufj5aptvPycgX6xNpYA0Mqe2NXyuScWD/QM10ene0c6/Qjib92uUTn2snnDsTxTOUV9mbznDOsR5NvrCEOigLARerj86CeLtDx1goEENAjoD1Hw5HZSzzuJt46eCUnwnRPsrTqhVoohcFsx4PKXiBAiMSpjFerDDOzELEzcUh8jxLHGNsHp2MHvaJT6oWGkl8Z1fLWGkioUOmK44gYmRj4ihtVtBp9r7rAohP44NbHI9hb/3ANQebrk5BFIARCDQKkTAi3GlH1fca3Hx8f0px3LCabTZl49/znEMIXs5a4wQyIJc1Vk1hmswA2rcbWGlRq9vedXXPKaTZFh3WrfXZ5sf1IAbHNEKhEq4FKotOBGAb7hfronQiBj4DeggiRE58IlAawvaPXdUEgIoO/ONPBYlf9faOks2vzG/kDEdDyV6P4vr7OqMUpAF+vr1VoS5ixLYbA+DHC3mqfOxpVTjsgagBCQAkQfxtCHCSwCdLeTZR3z85IP+W5VApVRdoNr6ng8JndzChBCPYgLBmlleqJb37qQbU7/U4oETbpJRvMuTGWUZurR0yItAhOpBc7UqOMR4SkRN1neN9WK3p5KSPLMSj1mKEMOi0Yz62xBXfAstdV8M8ixHMxrIoQXhiU++RYg+jvkaYPZpo/Fi4iiay+zv4fIUSTVGZ8C1MXchlYLS167ngo43bDutZRjpxM3vYb20oY25fEhiM1szZw8uHdxWMGfkalwwkHb+mjDljMXXGq+wBCoJ+QGJ1SCdNKzD8POLZk4FbhQDSMyRo5o/6GQhMal5ObZbcrOtlinYHv12f9Uq1bLtCltlwu10rQf3JaLK6T9sBse03Hr24pX6GvVcJ+P2xjmRd+9lDpLpTyFcTYd3vfgxBiWyQQgUFNtFwvisX1meuv1i1zSYu/jK5XbFX9Rk7lE6FG9qDkBgehAorz2VAoVCbIPrFK3+VEaNOrWwxL1km85TZGwnW1AxUbW6ca9/abjDfSNrVuNkTtO3tsRVVmBF2HSDuGJS+oMAzpXNbjMUZlXjuY23PwtxGC4Yqk9vZDuPp7k5j0uvmE8eRDW7A9ixCjJvfZos4f4tmw7MZkD56vz5WHbYzrpVownhHJtCFhspmqzRqpGGz5WoSwV4KVhcN+IfRgHfreLmOfFjIlqSHyuJ8p0sh1uwdJJh+PJM4sX1EXupvLBaGkPYNyC6IKevYPh+dk3/aPcMliHYI0XzAlyV/HWcS2qT0zh9hg5o6Xq2OQ0sgh1jUGP+mqg885nOU+84OH/Du8dYYFbFm/BSEOigICiX3neskuo5Zf3sT5J0zsz4o9iQeTBGNGWuT6E9DVJQo5dSww9iPbTAObJDk8ajMerE4zQY5Hc4ltZmtmciaNrZL5hzKKxDvDr8yMI244nob0DomKDOk8hzMlbnloeeuNyU93GS/VEBhlEyFixDZFMcntOAwQY/oguN6TlOYn0cyC03C5jSFSGFZmsVtfoMfU2fH9vbWxNTyq+3RpYTeb9yk4WAoE+wnrD/NphMgAjYkIVusIcLAnMuF7H0Ls2y5D/OgAEQfdLnEit59XU4gUIYpueAw+hEyqxGfm6sF6ol3K2/J++QM1zkg+5mo3cz7rhih0k18P5pN+1cF/aUke8LfuMg50FOasV+w1FvDlqunQN2FZUs30FVlcPeYF+KlWBcUu9leNXgjGWS5xLEiHVOkwIalns2XCleXu3WsVYVxqn7pKbbcpRGihYgcVd/dpvoPVQJvFZ8KyHLllGM9hCIG9gRd0Ou0AcRo/PKl8CSEqoJdgIhkypRkS5GI8Rc2DTdskSmhqz3qHTYw2shk1KDOCU2fb68XLVew6Mo6wZrdWyiWq+U16rswm1HYXGUgQfmsaw/HxY5sS8jVaiQMidgfDSL6pDyOE5Pge5Jm4laPgM1+Q6/8ggxDttiJEKv5JHA3Th5DUV9bk8Cr94KtHbydomly2V196nIMZ/vUIof2Ft5gVtdnAGYrWK9+FmQZ08iU35fYii4iW2I3WpzCCsa3mwKs7AqF8bOOVwE6vVpFAMRtm2RHmWW/NKq+yEJGcbMMCTtsOpVamfmmSuGWrBmNy+7AjGNjepyt+iyepAR5Jlsz5RDzGGh0nFOHoRjvhVAa3TA/6MYTY/8McAgOrBoZfCJ+N8EXBgr9RRdvBM0tfjrEukB5vrSfCofdif7FaVqezWUWCqmtYKOb0hZCmzzpzGK+HBKHT+kE3GPeJS61tDW+zHLgP4sPWulhtswSqodejW/57EcKQogQkBCgMPWKfmi6+mSJEpd1XhLD3fua5s1umPlxl7/pHtofJzidhtD/6iM8f/HTnuU7767ed+yJTiVcUtEmzASLE+mYVoIgAkzS9oh0hSRRdUiOCF1qNyRusqYJoByF8ixBkoyGzotqVtPTMWiOLEGon9bCx20xzhVJueHN1lQoRTRNxn/hKpZmT2clkZpV/u7u+u09q2iQNiuyIFdnWixKW2L6YN01hQFeu1hir5dfK9Gf48RpiL9l2uvjJQ+43mCY+vybmEreisG8hQhFi9AQhfIMQ8MKZQjUwm3tUAUks3rCuPZ/Vb292BBu2rUjxwVoR32/T5mD7FQCxixD3CUY40cQYqr8HIeRKVuJkTvUYHFJahMjEqptk34cnN/tzCPH6TfyweXi8mP/aGiLX738HH4IksuoKbH8TCDVbrZZLnkPnmYgoemLD0NkDlRx+dY3RJKveavnvXn76VhcvOlb+nqIu1RGlPsy31uYskWVZffFmh7uTWWFsTJOcxr2I7Eu3ZikZWzKBt6llzWanjDB2JjqOIKECzrX/IKMzjvFw6bfLLenwazWMsWMWQK3x5PlFzysIwUhZSZUt5A2dR8F7/40eQRkHmcfT4yiZPcjYZ/LU3+PRWMJS49R2YD6zVDaT8vlw9ZAlISeIYZ2JTX+hdJM/3PJvBo7kwxTFE5/jjWTvHA01Vv0d/hAv0gT3djGGLjJeh13GbxN9bNp9nTbIY9v+hgPIKx1LXNkP1D9N5wRXKbhefs+xxDZw9h1zCFyYtOjsLVf0P8yLi6eDSIaDZyhq6NKcdrsDpYxHscaolSKE0iMmn87XkBpjRjnylV19blMD9TSH1kzXNT7r6jG067D97m7HDkK2nCZxK0v3SZefSR2xsaPMZNEmlMJfv2EyNC56khUeTcdVWusAImpQI9da05eKiD8gRF77uH0HeySXwGyZgcmT7F2pfF+dqjgdZtgR22260fxtNI4PmeHDM/f89nb7Mj7sQMV2+4c/zhzmC7nXMuKLEOKZLg6fDq9zf43HAtmUl5Lq8ptv4sf50rwtvzk/v5I/N7+xH505dLIpm86rx3/2ZccR9xpfjhAospxmobCg7RJdwItkWAZOMUuTeETpO8DIcsZAYCLEJNrBiM8ihIikyKOazZ66mvDpdL/ZKXPVcPJ2+2gukaw5NcUpQ4SwMzQzgcyG7NylNjKp3YHVeRmEwKYzNwe91q9gjzifQv3NfSEOmqL5aqXxMYQAFaVYyLt5J+UO/wsQAiuOoei51MRDg9N3q4dHETrvPJIQ8uzbbzpkX7WcfRtCaG5nCS50NyfDIz3OQTlN31byFqaD8wXfP5/TzOCFg7Hglzey5Dw++p4DM2Y8tb6+hnCodwXLA/iwCAgYxb0Z3hS79f2D51m/RRej82a10tBl31ciBHf35B30YvrULZORpawVzM7h8RxIR8SJzVSWfb3N6jhNGWFUGZoWYydI93a4JsKPVKxhEYL/giz7uWjrx7UJWV/j3hSkRIAaaioJP1UzjQ8gBC5MZ7Vgm1HMp/HTb20yvhEhhvO40+5kthrJsM3O3aQVvH3n7f2ZY5NRl38rQuQl2ReF49liDmvJmfhUjkk0wYjGgSMd0uCnpVoJExx6TKH5rMXF+hi50KHHywMs3JrXbkvPzB74xhh99duVmZCLOl9z8FPNPE/cz75Fl8GhJCJlZCy5X3RcF05962UlT+x4QReArBFJ8RC+TeRnJhGTL/DGhhiFovvIyJHTNlhiYVPKTsb9wdCsH9J3Z+0UM6lxNsPe5kJkBIp3tr7YpnYH92bRZsprXpSSPNuLwYgf1sdTiXif042q4nhov6IPdRm8MOmRuHTzptH4aPb3l6e3l0k176SjYxMCnmi7Nju37uaZ23nneMPt//Jxb33EEoT4xi6D59Uwphh4kyuUS/UlKGUl0CXLGKiv4Np1uqY5etyarpZjxA57IFgiRwHGXtBc+LCy7WmM7+oqIVuf9EthjPBLPkiUwvapoycDf8bLQ1oDhOh+C2OK7skAiWreCWRwOQP3drUoYruZIaA+RgicvUBcyhnMmUEI/ytqCOrVMP6DZ51j2BHW0Gxzb5gLxk2GmgE7ZDAIkYwubdGQXXLepAzMW+Otny0XEkOK7SY7zVAwMdG04mYCQhLVXONpS2jkhAgQqGA9H7x3UmkQori3QBl3wzri3df6dyJEyETCkCnV5xarM3f6Y3z4w/Hw7PG2j9o97Dyab3wrQoAFQNa1sKtPmHq6vMALdKLH4uyGyXzrk8XxcomEAnn/sfzRKZQbeHvBA79q0rrRYsAiGZ4BU1zjChHTTx7IpWfQ7IQKrhLgyf96hMhV8hU3Dx9w4U86+WLz7AarjEo+y0BNUSJFiCLtyD0pIswk4iMs7KeTSkEIHijnFktOh7Ij80RKlPAf0pBvvXo2NjWKS9BkzrDJWhpstYxILNft+iKh+OrSPeG5CIuTsTAEFwbds9UAwQu9kBGzw6kdbQYAwjP8iLcjhJ7b4t78jNpB7JmL760ivhUhBsgFcP0YUfbWpe4hzWZ+eNJ7/PHWfsOe77V5fTKWWy7503ciBD5fYHQZmWTfRJJ1reZdlHFdaz6nfshapVvXaSBiGs/56xes7+t1mubzUdikR9TnDhU56eFA3v/1yi1yrWEV08S6s7jnsYRAfyVTdRfn3HmCEAcH+QxIeJGFiC9CCM40JvymCQ7Uz5kjcaVNfCF+J799tJRWA6q7rM2ceMrcZ4eTdFQ0e4qEIfhg64jE+C6NoWSPIUvW2/tbu4yHs4J6CIFrQNs9YaW7pFB9CCGcRb4Y3wCocd7dd13u34oQXgVI3UAlEYpf4NOdUTIdfkQwfnrHc9z+h1H88k3zODpeixABb85AhP9mhEhsgOW4uDFvnJyszm6o2byGmzi0cqwcmEsif8TO5OzUfuByR8/Zt/jAuxsT7s8iRN0ob/g5HRqifQ/rmoYxy1jwIl9Bj+HSQAYScPQZ2NM7+y8Yc+DPi7S7hZFoxVhivzvv87GKnF4YPIXnAtfnoGYsF4sjCXTYGZ8rVSe9Qh8esr74cqenltZW3nl3m8wsJQrY7jJTFfN9akG1TWIo1TuFf8oSQ0RdghG5WTSgOZ3UEmBMIfEIYVBVVzKYIyEjTd6KEHsOeSnIgnTz8RKui8W8thsHu/4dL7x8TqDFy+Sr0xQDzmExOsbsWEKZj958e8+em+vzvn70UbOc0Tihk+lwrDdDtzZ7fCTv0cdm+uAcvTNz6527jH6S7Bsy+xRu+K4HN56OF/fgMbVYIxsVeaiY5dqjAufVYxQScJbpyBfOIWUi5/x1Ghp1MxlAzynp3nkYQb80unUXZLlvU3/n92ZFareKLkqIYr5RZG5pzIvUIZZ6L00si3lXnNUDbvz+hBCPtaAvpIuJ354HZCUyACjymFlWBSaNPVqSFJ64omUQImVga3aDeNun6Q6JHYQSqIxH2lPDJIsQGXGzRE/aPuROHZ8xssTlHdVqwAd0gOVyizjgWyL2+2oIHPV8FV1GXMZluIzohZZ6FRQPXkcIqSG+GiGaAIgJq6Qq5O+Y52O1J3ezON9izTefqYaK94LeEh3zw3Hwc9t8sNBHeJQxed/9wcgFcO7LHl0eYfYaMaTzUV2JoE57Ik0H2mowon00HH03QpyooeRh0MTQcUaEqMfwv6u6cKFbx3h6zR3enApbc0n1qM8Wy0UbGSuM6ZL0vcvEZeKEk8meWilZavFnfiS2r3gm4dHkf6cLHT5xBf9BjxGzauUjHO0GBhLF/DPcyoz5skBEIPnkn0AIU0oE6OW5JoH5TpVyd4brDmE1lsT47Ta2ihAZ9ZbhSRjh4fbe2jJfWSaEHULepIpQO8h8eLTitHLQK+vzvFX6pV3kiwyZW7BmjSNsWGNPkVEGbYYafMtep/XWSSWOSh7rjGkp5uZ5LRihJ/7g4NUaAiUc/PDB2PpyxhTpKeik1Gai6QWafMWM+5lWuVIo12mEwkCIWdMWhW6x2qo2JkIWMUN3MOvLPX/3x4iaXtzp9ToSY1vTqD5KCue018Y/YN9smVuC0bJR8/3Jvu9ECGFdI+AwnA8bvsfMLQS9M0MHq80V+Pd4fCFmq9EY2wO2QqgNdOExms00v9d6TJ0cD8xNHX714YuTbfiNCOFUWOjuFVccU07y+CUCSHKjwa745cmZpgG7nkGIyWsI8RgpHrvmW5tvOgjTG4OPqSjkwo3RGpePp9q/Mxq5TEDUzW/rYKBVwO/EodIYKhqI2GS8B7a7qgyLHhhMKkNIIiwVIe5NjL2MI+AKMIxiBjgAIRryvTWk1Wi9Z5fBBo8z4ilKiDXdzpbaZuRfgQi1XazMvgkhfBYQGLUIQsznfkuir6QikGaQlBDZ6dR41aMYaNlbBWdAdj1pAgI/U3m8e6TdAoDBRdxSneZyUh2kP+hba94e672FHq5cFnM9/5triP4ZdmUnjMtojCWVDwkZ5huETS2s+8Yg1lbH0+Q7gqKWwfGH1Bfljs6xHV+uNZ4TUj+shWwvnRyfqyHsZwnEybbzzV7XlHAhH72YL8Q3WH7mudSYxHmZRzyXogwVnGFQeTOv2bSPi7c42vov5WlEaomJE0f75W4XxYMghgeAyD0uI6703s/YSm3U3PqGvYXSoyzf0jCjbFBUEhNl1hrbndCHlEIMMFBfNa1JTPanBkvdpa5oswhdBmyxR5Ij6Ztvq/GWOYRREx0U86xb0eUhqicmTCAPEjUEe78D52/VED1rJTrn9JhcIVQNKCHoFCJTtloXTmg4GPqEt1rTnvlRq9bGtcxSTo6aO3pm1EYQwLSjIXUE07R2Eqjo1IrMml768NULAlLWzo8gxO+bYyIkUQAOMj3mNNZodo0UG7rTxt2yuU/59cVImEHaFpyt0ZFJi7E80zjlHPM+Br5a9ogZk3Qmwad+2NuLWdlwsp19L0KQbi2bzkJhfbNwq3AUcRmVzsFlPhXG7ajkaC2j7IiKYERj8sYMLnvY99sIKJsEjKuE/loxVvE0qkPsWkVnX5dX6Rzi4WEHIezewZgyXz2YIiGdMiQGzJmYqCxzMnln4k2hRAjAzf1jseJdOrIkId4DQvgYx0jSLCFQO403s673ih2c9UINPk+FUmH1i4PalYs/nS0hlyn+ec5c1Enl188hBB+Es4fJK5/ssMINaCVLjRhpID1GyzZFvN/lAzWBqBZdFDOANaXZyxOEGAEUGpzb8SdgRBVcpHK5+zh5rptFCE5PsVyu+sSK70aIwRlytk6AEIgMbQwXFwt8AZilRBEEvmUjnOXszD7LeQ3DqrEFurpG5xwZgEBXVp92uxptbU3WhqMvONRNULyu59+IEI6EiMwwe6gWWoubMzcPauUKw3VeqHHRfYoQLCMch9dnZeahzCA94ilCvIYMjxlT45Ed+ozoklQBMLfwMJJgo57rzQwTO+XXZBcaxqzd9ho6eby7TacMGU+IlFCZ2lamI0vjZSlrDhU2pyOLNOtHIy5FYzhDijYjqWXoOhEdfCOtjV5HCEQ1tE9OKKFblQuYRdyssE4DXDvQ2q6XM+cVhKjQQhQQEX11k0EKG/BBBo10xWUzJdVDo4HaoYYMVgRAi99TKOSdZiYQyrMjbBxBNG82MW73H4VOghjHa2BKPwuetWqjikJid1vMti2bdW1qj/E0zYn9NoQ4ZItwijAl5CAg1BfEalS5M3wnHFDOOpiY1YkJ+m2jz64Jg2ncIECcp9E5A3ikR6ArTMf2O7PtWOtzBz6Bjip/IC/D4X/wH0MRIZRKNBzVCs2PcbW6T65tNBh72ErF6Eli1hlUi6uaa/dB9k73/JE0dDIdHmJxPK/z22eNikh2ydzu1lK/WwMFdqHxkGi5tpmyYZOMIx4yCTCJg62FiMT7eicqxgDExm5Bb+/THOA7EYffJ+yIHEimoNpGU1FZs1Hya1X3repvyL/BRaFxT1wuwN1rVYWTz83Ky+9V+AI4fzQByjP8OxhVql+OEMKCp4BAq+jxlC4eEVegQnyVZ6auMvA4x59XJxYe5F2el8BFBJegedN9PKOrEVglB0ybzEqj4hZxJoOJ/YETB8c/8zv8G6MEIeT++m6EEG/7wxBqf5S05RKcQLneDGKGGLVpEtJmlTtL5mfgTNJfo8JHmeVBnA2OkZ3TG8fVcctio0WI3ueO5BNMo3LJ838gUSeg2xQ6B2cPw8o9NMWFfHTDpnjCwdnCY0DynqN65SWj1EstgMp6HVEs6xRn5skRkReAaV2NvyMyyL5i0pq8waXOWKyOMpZIyVIHrV80P0pzqm1L8Tvdbvy2Boo6pnjI9BoPO+TJu01Wl5F4RKTkS2FK6ed7bIVyd5dJe+FfYKsxwySqO2UG7GguqzusqjHFJU9hOmrABepPDjJUyeWdzmrpBnkQpxDOycElaWsei7mslssy2By9ovFLwDEzHmZzXLe84ZqexCjylL8wIX5pgvzcYRrAqS8DhZbPrIqEnGX+MDD1ot/cPZidwF/5nIXzles/DYVvZdn6KMBw4SBYNJJMKa4rpIawKVPWLX3EXKD02/tyhDjQVb7VZRy3iQYM3+zvHpBgnODPxHE65IqHAIIEHRB5UoBAKgGq47F6oGRP/BcSWKLpd2877dFu60iiuVq5Q7CnCtjBURq+mgIgVmfLCi/mfae9f1CEoQSomIjVQDOyUPcNR13zKxVeF3zdZTiBw+wzP31G8DpEdetZICkNWYjY2IoidaEz44hMeWAFnncpEeLBeEfcZi3er7SJediZXL5giKIjy1wb2bNl2kyP6FKOy2KkE0t84696TB2Y2AGwTwAJkdCnYurBF3gVilk9uPofybscDDExMWb9V3SwDNCcVfNEbqVV+OSj3uQf3V4//nNwGmRl/xxC7Jj3yV4fR7PpWzZ/5HvVZ/6eH02Sf/fLEcLoEy3ren32wpFJ1TGBOhKwAxuIhEkJulVZjfs/LdT6Ixn5pxBCThELgsV8jw8vFrtLl0+1Ao3ybxZ75FmSapn3IhreLtCXNGktodEakr9DmOALPNm5or4CIaSAbzpJGrB1B7VeEQ8PljMlNYIBhc12tzyQwBez1Ug3GIksY2PUGtZc7fZlhDDhovdmZDnDo2TKypxz1p5cFq2a1lCaYP+KjzA7hr0FSzKhT8FqterKAvrJhNhx7HxZBOP84bhOJJpbo6X7CYR4LVmpmey4UEK8GSHgt1H1bARx9PcQIngrQpzuvBN/6XeqxUA+JzNTR/8lCHFg1u8V/ma1jrmDwxiC2w1YBOeJENpj7POJyGiueL0sVder4p4JVddsDVynUu5+MUJgRFynhXOSZS8jgu3G8iuzyfWbnRphu82yJw1B0mZ57bYaggX3mwQh7t8QKZeMI0JeDYxKC3sgDwwxGRAGFaqo6C1XMWMRZytAQhMlREQ3ZuzgAyef4sPBvt08CSV7RtKECxVhRCmNSVBsel+lk3krr+VPvEwcnvYj3psQAvR1/FRl8gIh4q8iRKrLOD09TbQW6fFLpRkrFXXKh0CncSNu9/bvIlW5+t+HEPx3nPkcKwqAQr6yJEGiUVzcrCp7Iglv7+/N6Jm/Kvg0z1eEyOdMtIbMdZvaf0Yi2TAY8XmEAHUFDMYe6SgiSFbvo80jzYaiQpqRkXhA3G2yrAdjGpP5kHtrPHe/edgxeE9S/P4cYU8rMB9rF0knHbP3xLMcXZZbaQSVNyEEya24OOEnTNIUyjPOJPLPRpzsOTAVJflSJkLCXJF5NijYTTNA+Mjc4Y9CgDciR3aGwT/3pIx4Uw3hESHwsWw1pBj6i12G0WWcIZdXvIvDR4PCkHMIJP32Jfuq3+kgSFnjvcUvxpYQ/00IsW+dpRy5VjF7WGOgLjCRp6pLNOIHxjEYf1bNTzGpXK6XghCp361ChO+nHnWKEJ+ereO2Y1Jh15+LDOhq8/BYfmw2HGa4cHeXqSNUuZnOHjZGyHm3taBi/ZqTBErz+9u71yFiaxhUQ7iu9Ca0wlHKvGx70Xe5b/C6djh4BJPVwca5gBKCO+fm81f/AV2HhSSPGGYox8mRLwhGCJ9JF6/fdUHa7uIx8+3x4ZlRtcwWMIN8K0LQe8TlNEJIeM2/gxDYZUibcXaMO5vkB3/USugdciAdlUngiE5HU0md23DW7jBZywDENTUdGJ1N/nsQQs4Q+H1SRKC3LS6WOPe4TIuuCMNhPSUIsYc8dm99c7Jc+jFykNcz8QbOuC9XPAng0ao3xYjPFrlCcKXBU7VB15ZZ6mW5zfijbZNAje0zZcQupXLXb+rBpG5t7FokdWm9ewEXMjPLe1FrLGeI0MTVMqGiwX7nUIe7b3LDL+p5B+2frGsZUxYzwhj+GW1EGWINNhV9PTBLXuHFWEeFgl7XmER4XkNA4qU7+/Ed/t6jmkl5/hNCZA8ut97UZXgyfGg29a81/yJCIC9DGNOxqEgZAv/IwWXQLZWn8SHov2PhjhtLyitTPuCAqZQHVhj+/n8JQhgRQFGG5SgL8l7eieRJxcI3kNchJx/FqxcREpCDLiADlYpDuX/qLO6SQFX5YoSgtRdBog5SCvjv3Sgbv5OFiMTbVpYUabrk1hjZZuYTid9UUlqI051JgHgl2X7H1v1+q2TNc9U7hkQI45yBZ6Ln/AEhDh4HfBfFoSOQYXFGF5MXIaezZ1iW2DjH9CHG0uMMbG0TPIlhMWbFsmd8emN97fH6LkP7TM4i5GZ/06TS100GygiXI8u/hRAFuOFzFnkSioBQrEl3J7O9QTgZCY/MiNtkOqaetdenJ8d99BxhjIAq2dz/l+wyHhP2cOrj5VLdC5bJNZ5j9k6E4Ai3+Px1Lz0xSkbxl+FPX0QDDm2Ug8r8Wmb1mTFAtkEaGf5DIsV4SDTfSfbOJtF6JxOM1HLu7mlK/Uv5D3avwYaH+dSz477nhx9O1OH8MV9A1TZThDAuESwrVnifQYgi98wF/oR2JGYNIVJcBwzXSgUhacJHSIr8tzPXvu1gZNtEzUSeRQgEkGKPEaVQ4hEjpNmIdsYqP4EQSEJVhChN1JYCk+dHjK+4VgGvrz6qxtMaqNbGsvbazB/igXpAGG7PfyVCgFnNAQQLZHTGQXqNY2LpLpZqZpntL3YgouJFQqyz08ovsDSRQ+noJFLF015jZkJon7NiNmXE7W4dYQhTD1aZYbLG0/ZDtVoJMeoPyXJ3z4TRchyxPKJhghd9FCGcfLCMQLFcqu5FLSIOmDXJssKxjCmmL0PttYD/8LpvPCW0jiBJqeI2/X/XIaGOWZeAVxAi8pNWY3fu+iOTSrd/qqzpRbXO0MN6vfYIIUCy9KCcgT0GRpQ5zXjR/ehJh77XfKIpQkxE0/nfiBCJ7ZzkciWvQ8AuY2WH7Pmn+CAYUTQUS7PR+DRKBHOSeTXSj20hpCr0TsE4QjECNlAJMqiIy6DATtlgCFMZCDFUCOU+GbU3c3fud6LhXkqvv8vGfxJXrJcl5AofT+VjLqKUEMV8PpGB50ucTGjbAcxwUDm4MK9bcfGMD3WK9sMFnzGMkH9ez/138CI+MuH8U5fxBCFkHuG6T/qlb0YIPYmpx1S/f4gDzOtHnMr+8TEZlMd9mNwfZQznzk46uflcl1k/csb/IkLIZRdh1kDzqew1DurfovBKoZzPl+gh1PS41/6C89SkTWGg8D2ZCz1/Bs3AwPiskrtgXeX0xt8akyhVa26S2cTWpvDtQIR8jNIgNlIMbF+pIKzplKCERvIIRNwpg+rjCOExTBU2EQszWrAKjIILLnZBJxOgsILUugRucyAE2kQGHqTZqOB2wywy66xrNbR/r4qQ6Wj1HQiBV107jTSZ5UcQophlTJ3qsXp08H1nYlcJH+LL1LIWkNJm90FL658B5L+GEBxJFmWtBlbl3l5yjedZ4K4K+VebaUKEKHj8x3XiR30TWUNQmR8F4mEyI5J3zIzowWTHpfmeaZS98ZxKo39vrVNdaiaDW9waxuyIL14kS93dZTHi1qbGqS7sfFb5eA2BHgJp3E6eRVwyqcxjKnmWl50FXxu+LOtVhA4DJstAioN8wsfeEy1dpSk3ZLq7+Ns1hNJDhIjeetMcQmBB5ijk4EU/2GUgAm12nPjHwcI661+dWF6rtfWvtcBDYkh5hmsywuOrPhr90Ln+ewihZyxP0eeM3XEyh6icocAt5PdfrSLw3FOXuq+g9AXNYGLjwzEBBccy6JDKEo8zGHF/lyT/4s7fJJXDfcZ5UiiXqQpcxxFbm6yVMClfZ1PepkE8RselKXMi53KCD88huE2SDMQD/G+aij0oboVAVaDJLWsIHDPA9WI5W5B5LcGrmZ6v2BCPilbj3zSLIGhVG423I0Ske0+l6f4NXcb1qbYUwovaOeBYe7xmkpYafVuEOKEUFFn2Q4MQZkb5jWjxlxBClEK6iIsWyuWxa7ki+JT5UuH1ibxChGZ0fZWlyTyQBGDq6QKfZmfTHqxmctk6Itl9qhe+6SYy40jjfp/SI0T5pfXDxjCnTHGQyQ19ssnQf2wnlG5j1yoInp1/ECECdQWsKEIcGIQoUtRVkhKiqJdzfk/YEUV8eF6Y8mInS7nnYhGj7Si6NOf/dyGE3uAGIl7vMgQh/KZIhL2fRYhK/zSxqOYzaTR67A9ZjMioNDkBiaX1+mjWoVvB0CCECdeajP7rEIL8ygNLdHD2MmZ0leJ6bVjEf0yXTBK6Kk8x4gPVrpgmirlR4Cugh+IoUYNMv0NvVZkmm6DqTbL41EXGQyrWSOoItYpKZKBSQEhuznazfTqHvHsSYftMoFxqkvcJhGA0vYo30TpoocZI9hmZKYg3kc+Uc2TnoR2JYaJ4S9DXaNeBos8QsSugItDJRUQy/4Iuw/IydD7yKkJEQsE25Aj3GYTwacL2ZQiRNQAFY8pwKmMu1ynQDAdSvAo68OqLKp741TIZRMsNNiMnGJYNDg8HzXlSQoR68v8LJ5VPGX/6Mx5me4aADSE4KmI8utyE++c8IgNxn1+Bz4ZermazAYec1gdqCN0eTdRR3A/Eracl9F6aUmVYlpu0jDBRXSZMJ+VWPehY0fjdZoQYmdnCM/SHNJMueXOTMc+UHJlz+lfOg4/vMnbzv4sEaKwulkUhvJLZurfv7LnAhBhLTlPaFR0I9Dm0dLEnFSK2vJPBr56XOEO/QZP5WTb2SwyrXVKmKzTL7I1DExEgROOpx5TimtV8NokQvj5x6FpjEGL/E3iQfaiZs1lv96+N9oqjL8Q40/WDac5Bp90v9bHZaKvMWDkQmFAeI5lvYRZuIbwofwpy/zUIIRcc3RNRQoia0zYiCAwvSphf0YQ77IZ1yZUKuPV8oU9xtzFpGWXTe7SEr7jaAa1T0WeGZpmwLB8eLEZsNCdO3W3vLUI82BzwHYQwwtAXEmh3kOE8CYuZ1ylw/SqE0Azmm7NYpPlW5JkXPyo3T1Ph/ZxuQYqkwEIpU5iuz6rmFauI5dMznMfHLOzqDx2tlKjdyvbnryEElR5NpUmI54TlyHwOIXZ2dPidJRZbB5lTMCOlpW1DgtFrNOoVt92HlPO4va9Xm83uOw5R5rAK+vGi7FmE2N//C/iQV786OlCJRYF8EQd7Sg/Wdag9weK/mEnociD6rFQlQuXdCPESa/jxsxDTy1wuTQzf3qcYcZcUFZJ8kbW2vjM6Lc3N2W53yoVtkumXSbTdPC0Y7JHLDYe5GVIlQBGPvwohpCjjmLK4U6LlAQPcfjpJgYfXIIBEQxiWZ2L9Jc2ipJBUqu53I8FrvoqPVhomfihlUL2GEDqPwMjSq4p73XchxIG8s3poJpWrfj8GH+IYx+HiUN9iOweuHi41u/A4Pe7P2BD5fvR/FyGK2vKKDFzekicZZ+zqZqAjtPzOF7ifyxsSFVhqqvYTrUa2y7BOIy8xex5XqY/3+6l5nfgmijB8s3s3y72ftB2JUaURg/42sTlm8rjNDh132wiDDBJFaUABtqX4HxSZucmYozqRge29L6shigLLq7q+ZYUcov10qemUpRPw2C3O2F0AIVqlM5Xiqly86LhS1L9Q9T86r1/lPfX0Qk75GBSOiXlGy39zDWFk4VWpIaLvQQg+4go8p4Vekuz7zJoT75a4lt+pzLvfifm9Vb3/wwihhrcBCHxqMqMeR/kiSwhXAMLJPzcedvKW6w50qFREHE4u6qss3RdyNV64EsGiqk5jVIPKstzYh38ys7R9B1mWqZultbHT1mSb9BEP4mCVGT+apNokphItjWbNDOvQQnCrQnPWmt+DRSdMRmtfhxD4m3MIOfdkXHygmw1uoW84usQS2nEODNNnRQUupRoUc9lPY5yGJxUDCp/xrXyDp2X0Zn8JQkQGD16tIUQLLvyIhF3z9QiB5k2OnuVDrE9XypiyP4EfhUuGs+1fKQeiHTS5bmlCvv5/GCEIB9jDL8ViZq+oWfaUeeKnhTIAX0roMlQ/rj4DjxYGGTbJY67faxpC/0UPqsYYmUex+NRdmrXG/fbR5tPoNjZJ5p4Rct7/qWQ4z+bRSlAlRlFF8V2WuBXET8VxPJB1y3RsZMKfRYhsAoGzXKWv/IGAdR28bF7K0tzJFALgvXIrRarsCut1YHypDgwtJXquTvtOl7rXP78I0FtvRYimLSPkdvgihMg/QggLEfnKccq6hktt5+io09HE4nOTdH7zK03thYpz2vD/Emf134MQStlj4u+e/C/lGNrepUvaJXP88sV8NgFGnOkqex7uDzfGkl5NTmyM32s1w2Mu4GsIwcf4uFyLmBKdMqh2lOG7G0miwy/bX2RmkAoMOzOGoYRP53K5Oiauuu3qMt2FuZONusuOulcq1yQvYaym7fXJFyGE2IA6Sfd2oAgBIDib5heMQVYj7QMGdy2jJUxlzrjLUNbEft7yUlwxnp6IGvuPXd1ndxmv1RiPy4j31BC+IWI3m1/UZeSfhQg6f3as13Xf4gKPK8uOurlOAeL6pMTqkQuW57y0/u/MIezPsnDzDEJgLAEJMo2OzlTdld9BiHwAt7RlhTv6G93RO3b79sFcjRcfXQxOBBkeZwrje11EPfKXebDmtb+zRyIGfWYpkWNiPXYBXiBMb+Q9IfAJpQIoMd2oWa9jOTOLTCoEzW3GwAsJsEP3MfmyGsLQUg5kw3ygLwRHly5sOwDNos8HfIOGjSY5gpALv0yKSfWm+o6C+EYk7oB/T59hZ5byyzsQgt6nwr4W54joSxDCcnYeKw/3csOZkhyg1F1aZLAJbyk00Md2fQqrmJgWqr7/f72GeHJ2xWyKQuW4UGZxW4TpDKuIomPtVuHefEbbRTjj8gP4uHPEN79S0abSY//2JbRs7kcks4uXTUdWnw8P98+QFnbh4couJdIRgzYTjs2LCYR/4Ut2JdPAJBC+3tAYFQS1oQilT1kalibVRfB5hHiR6So5zCvakENCdLNe6GXeJBEbiZ8VVBb0+9k/MIpwt+DScgI5HJSFS4ii7D9fu/C+Bkle419ozKmiQbW1++9lM7cyf0E0n1Up6wPxAM1/cK6G12WJU0hfnr3MJ0GxyGTeB8wj9fr4bbIfcZVcp/AAmxg5QJQQb/O/dAhFpBnNAuffhhDiHAG/yqXQgRe0q2suomLaZxxwz7lwK2D4na0w0hTrVcwvqCvyqmIh5D+fCvxBVjYJVXO9cUObGJ7MFx4McdIel3b2qCUDVxFt1gszXHdM+CoH1v6mJSlJmMGNRooQUiNECf9WECIwkYxp1NQ3IARf+H1WFAwnqCIWbVqYqCO5o+ukvIyH8lbNUYF2gz40GBR5FXGpqzzyGf64U+1bnW9f+ziLHZKK3PDfhBC+p84RNBf4OEIUxXAVZdhKPdXyBh7w3/D8SuWaWlfeZIYOiQBjIU8QCSWjHUHSRr0ysf2qI0FwQyILKvl/G0K0eeVBXsjioIrYyWWEvMmzhWvGlQf0xa1odF+elnUrbEX1qSbJGqrY+7qiTEOYSYsw2XB4ncnElp2GWFBdydzh5vcNr4rzJUsGGpDyI3OzuQTCRUnYe6/cE3vjlgAEphzMe5YUa7hSQLk3n/ZYME+jqFYWl+nsl8HYrfCzCPGya12RvFZgsth2QPLp5xUf3CStvYiZ0UG+Q+XnqsmXANYSgAisPRFQ3fQYvfNWWP4qhHj582vQqdQQ1d1S4wWE8CPJ9BKCzccRAqcoTw090Ba9pIwfbAVBQxi7y6DSe/0UIM76w9xwPmomYd5/kc4uNcS/DyFY7dLLki63LCHWONvrM0kDRpgkMriIENiAMnyyhYUHEKKZOCEVKxX6N3rNr2vdkkd6RC9ZZK/2D8OSMY+wS4nfv24u/lnGY4ir5+0jXBfVWpfOIBA9zcXEGD65FiJMDjXqY3W+E0Gf0uxhX12pjyStdTwZNdx6Az/TJy+0rH0xQP4ehNAaYlXh+KdQcGlXV43hT7doKm/NRu4ciGsdvIZXjC44kTlRUfZJ0mUETX9XL/Bdk8vXHG9bQowAo+uZKdSLCIEnZ9VAxEcRglOyIsZnnKVBvHxQKGSajOHyKiFDSU7O4+P6BKOHGBsM01RGT46frSHQZXj/tjlEQnVAbDiHDQCIM7fAsAcXDrjFoG/6YJeOiqu1i1lEJfFhxaPO8xLXfP+L8uxD/oAYj/YR0M8gTpELqpTetLxYX8ScMlbm7BNkoog8RniOVnK5arnGuFR7TMvMFZ5OOZtH69CcJLpz3l31ilO3n2IobUedECX/ftgTgPgqhNjlsNvwnWDPpV+EMivjFSeWyC5QiNB1NPacxShfJH5jCgQgWWrKAeZAqCO8yuMr+bU7/LPe2G8jZk5e7TKayoeAeKtZpSjwowjB5xc1LON84Wa12BMyJToM2hywiLh6prFQk1pjRamPgV7Ei4hy4+gv1xCRl/Wc/zcgBI3x9x0SIyJuO5eYrmNMlhcXA3Z3S2dvHyUvMp2X6+l0jSTxFalWB/lkq+QK/H3hHt43KcAYGAyR89nFGLEjIIFX0WvnivPFYl7tgjkL2xn4hIlFseeJUI+7B24r45hqMCK025pKUthkkrh2yx1VlZ6iyXkEt53wQefsclh/nM3sfxdC4OYneY2GEcsYZ3q1uJBlEjo8lhFyneQqcqnnJzC0W5TWZzHnRI46SKDHg86tYjSW/nexsC1CvDap1D+aTHRi+SaEUGU4IML7DEIQT4EQaNBuVksRDOwTITBTO9jPHV0+Dw9wkDqGq9SyU2B0S6nk1h0crlsuu3/xQC1ZqRT3/mUIsc+MPqlnkfsdxWRfV/MarJGvc8IuvIlgKVpkd3mxWsV7mTGmLOnVy/hLJpXCQlDfUL1DwcIWS2I+4SvwmkEHMZ9jExpHlRrbCQhxRlJKTHs1Fg1zFDUNtwol/4RTjMCtzynxl0YTSBOYh21kexplkKvYEEjS0o4EEwvNsB9OvgshDuS0Y4/E6QLqN2yJGJwIwMAoeI9LmIVoYtDSVZa0s3PXq7AUKVveFHCYFT/HxP7THf7e4z1MKiLyc3/pxS4D/Cm+FMEnEEIQFNdmvlpkDeGAvI7aAUv8UqkEiFjePNNZtEulNv6Xo9x2HPwFUtrl938VIP6dCLGf45dRdJQZ7LjsLxaye3PFlVmGDu4SNn4TSmHmVtxhzG5F61X0TCJtEEy+ACEEIybEh24Pv/HDgfQNPewa2uVx3PA6/Y4zIyj0YgQdTPVebggvEqIyrM4a0YSNxKwzq2AOBZQRhEAxEhqE8CPUkz02E22v7JE+5ZXLuGSZdN9S3/SvRQg0zI8QAntMVBH5QpH3/1k8xokv4bpec6kBRMZkmJ5gOvIRk1FaS8TrVZB+Eeg0KurkYqzIp4/uzMmnt53vnWfI19FqNN6IEE2x6Q0+jxD460AIs8fYSxDiyCDEmQRyqu81VN8hKX9h2O1OPVllzOsB5k+9yCbD/L1tJ9a+e1/slPGFw3U2vz4KXowjVhyriytzoVDCqGzZEhsZ87UXn2rY6WVpnsbpFdn7QDS4HpOJ2Xza6XKLMlJOB8YTX4cIo2w7wiEktxUttuRIApI0GsKC28A7GoZnzy/r0dUul6dXdoNarYbf1hJGoflC/G+aVGYnlrCHcYvuDdWcHFz6YK3iVfi1wlyb3BSG+zWwj17f1JH1t+TGQ24NaQ+dCsll0tLDqGv38d3yW1+eCOy/MSnYSD7tldD4Q6LOpxxk+ARzST7Nx9hnpJ9D1kJFp2NyO4/bbdhaAyKuzxZlN0HMntC1KDH665Y8/yZ/iD8c7eVqgXnkrzXoOS06F5DfjgGaoVImwvu9ytNYDqJxWzO6zCuQ9vHf686+qx6fiJGi/T0Rwm+8rOYVjh/TpJIc2hfuj+9CCCngcHtUqQIvMGAjj4ITks+bpfG9XiwXMds+jIDQ7C2FFZ835d+eI6b5wJjg8fnW0zL5ZoT4g0tdS2sKJV1+V+aWnCFUYUhBvFmkLqxanxfd8PgMnlGnxzqgBkgsYh9XRMP1/23H/w8IQRsZPMK4WV4pjwojiUKZew0unGXELr5plefLvTYRgruNNKHr+xHi6Yme2LtD+m9BiNYren+JnHPlBXr+JvhehJALvYp5xAntpUhII17wNcAl33SXNMQGEQL3AMrpmeEXFw/M+Ai7johFcw31T2/6eHr4txDCTj60y6h+G0I4FiJA4pmBcvYYIfq0hAhL9PngQIsJYNy0NP6HEB/UbMxOhJ3mIsgvkoeamjNzhu5yt2kcWIsveE+0Z4oQ9kLq/cCJfbrtayXmJsLqnfj+6zeKMICbL2WCfB9CGIgoxnHEZadMK/PM6ZOk1WIAzgeiTlZL4oa3BLkyb2iDuhRzhBzRlLhwQMT3IcRHarqW1nITtHnfV0PoLh4U9QUR9eARQgR9jCSxOo/jiewSkUOJB8ajbez/EOI9qk/yc6gBjzlf9+RaPSsWWkstKxKJTPFZRdiBwzkhOzvvu0/oS/1v6/H2vmGGZa+hjEJE86e7DFV2Fd2z9XJKQgSBGCFcYjwFD0tBjbMG6zevaOY/eTX1kNleJV7ENA9kTntNbsydqeTXI8RbOZg6ORWkwFfU+jaEIFuHmZMu2Yj5g73HCNHph24NdGoKbUaQs0js6HNdz/8Q4g38dnku4bkFaXiRszL2vLHE1+elyxBlAK5g78UX8wAsS9oye97kh59Zz3pYSavRej3nQAZqwu6rPr/y/26E2KPoe0U6q4x7iqtfYFvC3mD1SygSK5OuKuS2omRqAMkxp1iAKLECt61QFKltq1V7jBA/fUx2izm6UOF934gQB2quKj8ODtqPEALEdK7tRyS7kDIZ8+GhO6v/IcR7CwjBX8cSqmds7tYBPZDwu/gGXGum0y6NQ7vz0rqWS3pghPfde6OX/Bp3rlQ+vRpyib4KWCCPV2UcYV3efwoh7MBtqRpw5EQtZ1R0SXt9w1JiCtwAgEt7cXBgTC4XZ2Brg+B6tlqLKrTguGSleNnd5ne45j/mS7zkgpet5BqN6jcixIFxRqNh+MH+Y4SAD0V9HsfOHCABOUsUR4bv/T+E+IBvhJOK7Yvs7yAoFHe6YmMlmm/YSUhlgVl7/k9OmDqL8L87r+FZJ1zLdbcMHhSUjVcRQvhe4mvddLUx+WmEwMCRHIhYpm7AilUBdwwnQVUQ0sS8jh40FRkVC+ma5Mt87WzdyMt6g0rQStC0IczfhxDvJmUaRtd3IYTYb9nH2kH78RyiGYEtWSRrbsTLIvCoTI9ajf9NKr/s2YaFBplTa0roeHVCA/oLifdFZvUIN+UZvT4kXzME23tNV3kIky8QbXzUoWaiFkhVe7O8dNMoX8VvRhMxUWzpTkTXoRSDfTdCpDYoqCB+6aYT6DwtlVjGzYwLtvHE3muu1lDsN6brdbEam8RmUdLpGAhQIaD3Xj3FO473nn9D6UqQvGWK/U8jRIaG9lj4Amu0oBm5xeqkNZ3ILqMT+v/W4/9XhNhj6Cw5v/miml0DIfj7juCD4zxfRKAnRL3r+bFfNT3pmxNpX8rVeKs+4KUkWvkrf/j3LUIYU7Wq7U0iQYjvryFkAqkj4GChfjIeTXsKhSqzjxwSpLyZJy9D0WGzt15PIdVwoZ5ZJlpbPC9dF0Mkt/L4vH3BeXyTk8zL53839/KbEGLvGYQoePTUFkLE/xDiGy7bBmLiSGd1jJGaiBDXi/zLlj/miYjv1cs3NW6lVX0/4+ZLXO0yyQ4yXoheQwiqjtiquqY5EYTwfwQh0p0QtBpLj7VDtVAqUK+xR08q5wQx4fkKBkJYeqyWfCHWZw1Q5JeZuwsEeLJEI2EKZrQy79VZfKVTrlk+C8fyqxHizyfTIEQmp/N/CPHlNQRu9Rm37rrqkLlEHkskFXcWg+cRgoNlTNejYqxdfaq3f2/N8Fnmjl1pJEm0ryBEi8uASSNZlNqJxk8hRE7SPJ2ZzClhx1GgUKPi7PO9MgTiqY3IncKwAgjh5oWInbKNweEOvIrMIyaTl8/3R+/4j5//3QnwX0KI4H8I8Q3m+bz+2E9wgUE3S8mlPTALDetk+chLW/6eG7ny9ABBJXrtynwtV+MLHFHkUdZ4oUK2CJFu6qoZr6SfRIikCEMNMS3UwIjAJkPCz8gs/nW2gESmUAXrcr0gL365kl1G8cCkB+NN4WGrccerXtif1Xp+tDv5CwgRMSB08j+E+IYB2oFDc2YyJoa4JEf0yz8QxzS443sHz5ppg50ZO/wYeXy03slj+IaM68iOzF4oJdJJpd/ScriR8q1+ECEEIoDHCB8IztYX9OxYVPYowN1HKTelRmYVt8CAcLn5iDglIskqv4PoklZAfAiSE/i3M8Mnk13X/J9CiBEmlZ5me01Gf9dl7r8VIbBwPnAcMwRarpXS4xw4AAh6zsweDSvxrCsugj2P1mkwoeGuq9HK1AQvJdF+l4ta1pnGl3/veYjITipNNSyAAslny/+JXUZqnsaJ24EUEWI6BfNxnP4Z7dbo2KpzY3h4VCMX++eFso3zKffKWGarPCbxsfzbCKGKuvQJ8EMIMRrOucvwpxTriq/A/xDiGyBCvE8OilyyoecVVhXrA16ui5ljw4KTlwWx1YwWpyS3SIMZDM0qbrOlP/7EY/i2Kziz6nyeEZWZQ5ivSFzaZV4KhJgkCLH3M54dJEjh5BWWS5jS4fanExjOZQNcy5ha58L/a+9L2BM3omUFrdYCyGYxkR2IB8RcRQjpfnmfMP//p72q0y1WgdeJGW7kZLDZtHVXn6VOHdG7NRYDqSvUnEJ/kXEXcjNJugBvAhqcYka8P44wuPgzO/ppym+e/JCjIjsdbD+FgUD1r7p5zye78p1FiMHzT5vtfP4PIX71sAUSLJaF2neTwfdVLA9wHmwfcb6QVJtCo1gf1J/0XrrA0DEGtQ3p+ftwOBjacWqHx79t7UqAYWjWtL1I3p4NcThfKPjfm1FD/1CG+N8G6rGi0PBLirznYuyJz+ftS30tS4j8FEx+goctdl40XrCey3DKk14/9VIjoH9JVHTwzm02no338WZ8vM0Of+6T5+7z7BmHE0JBdh6ggRLQdzAWAddWq/UL4hBeT7yM2X9exq/f3MViOyZFyUBE6BLjBfsPdKERWuMat4QlnMobXEUvxR8MIKt4338e2JVsKIIvP4b//h3b9pk8rDQ6gxC2V0yfnLyB9z3IbAVRgnkpGnQtfxtz2EsuU6K8oOIlKzkMRPjRwzjq9KiMk/SgutVNu0ObnLk71nQ+rpV9basBYIcVAviiOXlpC5/vw/te2J+H1CXK0h+4F6Q7dr8KIVpn+BDXvl1tz60Pr2kFqXyarTZoR2QgSEgLCLjKoPMkCQbpM9QDw1pScRABIDDNBltT93tsiL1+1TQjhq8hBNUlGI+AVP73IMS28ZHW+cu2F7iI2VqSlUWIKhsGqgcXjw2STAbKBRNbVPOBc8g7D1PT4Sq5kGt4q+1QR5Y5682/USTC9kfbcd1G2EfvUVCxNbX3EHRFF0bqgYl95v6HEL87QuzlLRBoGKAgWRrRgnApoooMR8C04DLGQYondyMcBV0DsOOlU65xS78HIEwMol+nKd6AELBOMaQBb+P7b0QIgPEI9VwBY5kt00zDWyyXC1NwBzgAr41BS0jmK6jDJ6ZI3/Xt3A2T3hB1H8v5nUQIYUTYrY4Lbf/uvm2rPzeo06oGNYBGBz+nyIJI0AxSw1TsRfJ2STuyj0yRQYgvs7n+Q4jvBAfZ2KILlUSZUT1Ji+UA/cFhQ0QkaW8KAAgqk9HbYXfHEDaC+Lyo3V7o7/DrEWImHM/hUWuos3EICqCAQdWH9LzvOOrbEKLbRSeTXb8YhCO4CheCEFIwTslsNtXIRt2SGactNDOh5A1hXWBbDpFcutsBwt1HNbHP3T/c2f2f0w3hyfmwxxZuqbQR+jEnXYbiDuo/hLghLwO2w4K6HVjWEnZVTe9rZZMkjbKK/6Nx1wKkqr1zVJ70m2Rjm9n3Zd9M2tN0j3srQiDI1b/vet+JECL2Fajt+BlTmw4JZWUTnFCpIp2N/CmvrMJdM2yW4/d7eimWXZUmCF3e9U68i/k7t5OmUa9wZrfcWdiO8/6cR0LFnCVaGkDOpR8Ovirb+R9CfKMZ4e5MCVW+gNPDYAQIlt1KSgPYZVLU8dNi4KPjHB2PI7vcN8WHe1y/f/1GzHY1h8M9htbZSGW9Ej73I/8bEZlU6zyELd6WuLDyKTmTqMMN8MAoJcjY/q7rAqyI++fZnAaG/qeCkiuncXJ2Bn+AYzm7wKo/NT5ISqEyb4eghaZ4c8RHoA23h2n/IcTv72UoIgQ7+VXhgNLt1cwDdScxLWmFwOMbPZqT74lEND8i2+97ECKxsQgywYc7K+J8HMJ6RAi4f2ciCteUKim1AKCIyyjTv0+2MeTouDBDUDQhE+WAxQ3tCISPwx9sb5B07hCESM7Vxbx1q22J4zznq14eOiQO++mSonvlS94JAREpVhOLEOo/hLiVXEYJFSRvKcIylKjzSA+WAgEI1XlbAlWrqb+ByK5K4+pEbIl/VR3teK3rsXn5yKjQNWc7zWfZluf+O1PVtXyEL74OBchFfi3NjARbUkqYQY2Fl52dmCCwLeD3s29aD/N62JsLHWGOKGG/D3H497ekxURHhVuahnfzZBT16vxn8gryk7AGoyGTgpIy7XTuhqZfqem2IO3c3HNSye9ECAy1BfoyaoiHJdcPEAk4Q6P0Kjv7fmjLS9zSBdvQsoUf6xALNu5LQJhizt5QJJpOkBVftCLGhhU8+8WI8Nr76hrpZGDbxF0rQuxSm8wkwb2LTNMjhCJgt6UQe4bcM1ICYxhzC3Vy0aEmEcKqX/bmaT+coy0KHnpAilnSRx73+TSmOGr+ebY/zElAoBbBhMfhnFLSNT/iiIPZxKUAGyPjilJkPwBUj6YDA9tAAvO+2oYYj0KN40iuddvFu0YRVfJux4b4IyOZkgAxRgTth9gPS/6Lf8a+ybS5TWd4oIX07yHE+dpEI0456J2XL7wShNgVZ8GEYD4T6jLlBtMrDSmV7Q8iQ8OmleEfX3TYENk/kKUK5z1mNVj/Fc4xv8HyoEr8rM4+bLsLHP2AByk/9evPyTOq3J7hIKSPcxTx8jm0VBofM6pONtiO6PY9xAeX6V2WzjVdn3BUlYNkGUmRKiNe3pchxCDUo2RwzbaDbEgZU2x9fEjc/a0ZU1bVyOMyxub1PQ/gUI5TI6zqKWMuug29muVzW0beL77yr1UjG3wQLcVB8hsghKQuHJoQHuriMrZDAy4nBTvtMO5jYhWnPdEySYam8+FIz8lhAaQM52GY0tnD/9FuZg+af462e0j//owGlEIPHsM0YYpqnylV8yb8ow3hbJ8qWGok6Rm0Mwd2gU+OMAn7MPgmIP55G8K1CJGMtE5+hzgEO7b0cBsi5eyuwW+JEJb3JlK36Cjpo1hjYMTyMyo0Fxt4mCmfx/bQlBAxJ42Gk0ZP8ROaAx/qp3Gk0TwYbPmAg9/DhlCMKkj7znBUviwTspfJlUImCZSUs7E+UFawRieIQyzpmTAkgYsQ9vwEXZDGqPOyP2dm9t4MN5sv/0Fsdx70INzvaavYr+zPvm+kjrLE0ukDNNG0LDopiREQugBMSELWx9LyGZDYn1OMQ9DLuGKE2PkbA4lUShxC/dY2hEUInwgRSt2Fb/wLLE0Fm9vThO1pNIha4LVTI4LqxK7N0wMi+peln75sO6fXWN+lA8m2a0YISSlLnLIHYC6xFOtUhL+8XQMJ32tQt+OToMSzNWgW9Jf8DTwWOCsR0d40nPDefobmnXAxH+HspOm7sxCSh0lw8MjCBsCGXijqelUmbXKcr4lUmjgEXMjfwoSADTEed28FIaxmPtRlaC3MRRatSgMsaimpPePElA89+O2TFnRuvUSQy/OaOtxX9Xc419dhC+O8R73BlSMEi2dhKijplIgCWnQ7CmXtzUhrjzzHb3YH68AEcUGqNubCea1V7fa7qb0jGoIvhw1xp+fIo5z9bOvgRwRE6umLYwt1BylaOQHVl04AmbeIvipSSUIpJx46Jf8uW9coRv/WCFF3VHWMlAx+S8piTvUjFn1XKqDPgfuOQRw9ZMeUCFftPSpCRF/4U/vaAr+i4865Pp+1X50wZSeZzzMeyzOcde86OpsIQsBKl4SGEFtRIifM1iNAcHa8KWnKisLxUPprpEshWGYIRyxoA3ofpSLAhki58idnP36MEFZnz9x+R/NQXpimRRNp5j+X46wssvHXRGx4OcJOCItWy6audOOh6SBkH5oLbXF/1w1JqgT9n3ifZ7K2SQeYebVh6jMoqweOiRMobD24NtIJ9WZEwruWtdMH5+5TGsuf1ciuhfBrbGCMTmSnBteBECIoDNLDkinPwnbmAoNZGnxW2QCzIMoWMsawWjf0M/FYepsZfjb8FEhhzpUeC0C03lNbaQi2A9xx20vwY9XbtisvmR3MlodaeB0Iq3zyOvkOymiktySvS5mJS+wpdW3TR4I08BjZJ/eFNp3vOP5NAYTDABXl6F7KAeq4ynuWexYhDGA0u79DHdfCbYDEFoMRvms4gguQKBJTNjSfv6ba/gv7amwZPcM9WSrUmRmEGI2vSNxjscx44Ra05aQzl5TYAiUQJGYQEmuwT2nLdvt4zvreQmq8MpIs1Y+qfOygAyiB5SMI4cKGwM9cfRghOD26XGUkTOkpKP5nSHGMzVxufapEQDm2nzplwcVOusqsIEMywg8RMJMa6e6NYQT+A01n4Pgpb8Q91icG29NlpgMUeDVhoiCEWBGmTS0RgrWWpwjxWi3hV/bV2O2vRoihUAVGUqZ+TQjBrIVdKj2WfFLOB601kEjKNEy4InLOklrhGSxpfDDJGDKjIRVg6UcQAv8AnpC8Sr0PI4RvuHUKHsayK0nZVKuqSj89m2ngUAsxTR8fl9JKXV8lRLSIEGh7CWDsgff2UjAMc0tuhtqVX/DBZ0fJwmMzGPpXPUGIZhuC8ID+n10m6bqeaBRh7X/Nq/iVfTX2+zvsxS1mRshidh1xCHdXJOPWghxIFlY/dIcPaQCnIzTStm2/uQiMZt+MwUWGIliGTdmZ987wLUL8A0QKww/bEKKl5/mLlK4RBk+umQAdf3Yyt/i9aFj4Az7+ndZGEPwaIYK5KdiBsMMQiVBgh4xFYPCGIELqBHBvx3WmG1U4Jl/PPFxFq+mUOGURgnfMkw9BypKTst87F384zkX8Ko1sYzqICNXQtAISPQn5PbqW+wbKoWv6l6CnEQR8hkghBZSxlGTmpuiNMB1CjrNuw+2SLuKDsspY3IECiZCt3T/YeRtexg/QtpafQAi7Z0XbukvrQZs02KcRAhYJT45pYVUV/pUjRM/E5YpqwKVWObdkRag6+uqxHkA6hr9Uz0hkUe22iIgP3ilCyAXpJl30iVlmDKeHnO0nYcpLPIZfoZFtvYuhRQjpBSQ1jNA5uQ7GVJ0qtrRBx9TOFSiC4r+alVuYZ6GQVc4EvWDaK0OynCNeyXTp8oNDEr1Ff6ilVP9/LDsn8QKvpnAkaCIW4MjGn5/KOPOIQlbLLEvNAV4nQgDtFUXkcaALUNFfivHtxSpZgOGATv/gWLILSzVQAaCZj1uaZuCnNxB1XwhiI98hTWEEP8PeYHasg3gu8vjr+mocs7INQgyvBSFQs+BuEUJkr8IepjtSR5J0hB1RlKSmgHKJKtvTGUFfUNCZqZBuxkRpr6yyjwAVvZwCyvweifee84nQoknywYYoyqVhd3x+UCohktaRyoWlfVzd5JFuSGobqUSQGX9HtwYPhkuNogCKkcJ/iOCestHLkqFZrxEhQMUUaEggqrgwjeWQkOoOagp0rYb4lfGF9yJFX6jYo3mNEN3ryHaa+elz9cF1HUB2PJ1npQyvcIiOGjqg+6Cpi581TQlXSDkRC+iY95Aifu+jCOENYaygEu+jCCER692ZZUVVfYGPwWNDywAfshlLJlNZ7+FfZbbTM/3SoLgk20KiMc4NbyYczqKcxATCzjfqgcuVDrwwwTDOjHw7NykMiFgHZLTfRt/aRa7fS/rgGiBxmwb9WZdefdczzSquJ5NE8vX8B/sbhUpilewGvOzgiTJiY+aoMe4l86WLoCC5lcknK/i+7nTGWbbwvuD7/G0cfbwX97tGL8MoLtnmJ21DeLl5hJBxg1TaS6EuaCahFBS9X9C6Ouxa+XZTGT5Ge3sIWkI6H9XGs+/rIie7DntDTECsso/z1NJ43M8UJ/+KjeBAKxVcSXTU0AHLHMhZe6FMHciWWWM8ggihx4Yc8TWqFV8T+Y6+SA6UlWxJFtmc8NVOGDGhELzz7bqjnNve6pS6GogS8/gSQiDRUZL8mw1CgxD7GlTdiAjxjY0ma1uiB03ebI4y5V7KBpksT3Y895quOViJovC1ZMSyfNIsnwM58R+j3CR5pcYZIukkh0a4d4vLFmU04L6aBvVXO+/cFiN3VATyd26kUrcNEY5RQRKqa/eCNKtKPKgyQ5MqPEAIMSOgZPm9CFFHRfuM9sOxL+bopCvSLML+cK+oTMazzGWwIGAvgBnESlsppSa7gHmO5sCf611n8u9Lrq5LUMgkHHadOYzdfEFmiQhhs09yr7z/AwjhZKmv9fk7w9uGYr5/qk7BkbwNqdmKrohexjX0WQwJDgFbv8xniKT66spSUW0T9tEmGcQuaGHKOOUPunjqaRyKSOBpmYNrHYSuVHz7VzBgDkzvL0BOMj9SlJ7IxLtiL6PFkFC6HCpL+vS8W0eIPc3aB1ddkAegJnNVdBL2mTxqq02uPpv4oRfeNyp7iGArdduBEo+due6SGpw512RCmAmGVSgyGMGAPUmV5GL3hJJibIhGhGBfd4zG9qeEYz/bSa/1iyqcW56kbFQQzkNll6rW9VVTt5ALNAgfdFDIryOB65uOVe4l3pV7XiwIbewj1CuDjAex8mTfDjTZL4qVsRXwdyHEzLga/T7KiJihDwLRYajYabB7RWYEqrNazq6OmLGFrGBXZcNqDVgbvssetk5wut3ePv2hyd5qfRIjjj7dbn3RNBZKephJqSi7oV8rQoAf4KM8IZVQEsaaxIR85//I5j60LqXpUPWtWEKg5H8zig2oSCcpMLHv7y/EIrYv7d5y+tZj1ebRXt3mqOG76zb2g6iPxCsq9mWQpSiL0gmD/kXlR9kpxv9LbJzTfciEEvtUGxVY0G26YkekfEaHRjjUOxUkcbduiuu3rJLDm89BHSBEfQlOj3IvunT4ntd4lq+c9usbImChiraMqY+zwn+9DSgyYTVjanG7CNG+UE54bnzVI8aIaKjjt4CJM3imliRM/m6UjJM06Y7TCMLKqQkm/hg+Po5mg5+Dcd3VpZaFqR9Bx3w2HWCGj3x8fJzPjGIrlb+en8d801j2INq61GCFGqO/x/YLkaDPioDlAu32//6/dibdxHwHyy/lvHeHf2H8q/djwPbS7E899bb8I3Gh6IlfCyfjvs5VbGfI4Rdt/3ojyu0LUgGGDnkR+2JVcl3Mu8zb8KcLbcIDRRl18NEzXY0vH1gTNtFKTVjbaVjXEgp/cH3nCr1y5UTCusah4tHzbw8gdrX8bzMRT2aBDCE7iA5WOLTWGNwbDSjRUn4CPgAj0ru7R873H4IQ458/f4L6iN9G0oLjsPeDpER2VeV4F5sLj5+wJcnPn4IMRps5DKHUerJ+EdHbXobmL2Xlt/+n+t/2XyAiLn/Wwjit7dE3j+LW+1bBEzQ4QojXvwfCMfDcsHhmRomcbIe6amJLVlGH6/xuX28ECAvorRoh1G4aHyJEoHmheH2IqEQIbK3tZmGkRgjdiBD6Usj7yHqpfxXVb3DKnwx0s3KLimjudc4glKlHEmnGMoRf3CtmeH1GGR93kt56Lff1PoQ4twJDE5vd5yMs8ujCg/+TNB2hQFg8guHzCUKMbVst22CLtMxnKeqgjwGf4nFu2sf98fQ0Zi9yAoOUQ58TamxzZLfTLHgqC3bLRDlxAI7zEsoWqhto5bxf4vFdCHEAC2/aS1umGhKfJFRi9dxarWfwWzX6B6/fbnUGyPa/T2yI9r4N0XClXrFhXr26p16NkKQAj6CgY4+4DtTrw5Nu6zr7XUr/k65pvRodnM4tIYQmQMh2YUU9HghvWB5pR4zHIdCBM79zF4SjedqrwwgWIcajxyciRF34ZSrAxNF4pq8xkB4xlIsaDSLAQhTyQKUX8cFPw3xrM5jn0VUsSTAI4iDIQaBKRTpNfy0+NCFEI6K+4YZo5D4pIbnYRk3OWXj7u3pPg8CDTzReBGMVWIRo73yS94+vd18/3/paWfbEksllyOda7lUKMAljKku9BMmySutdceft2RD1dtknPxj86g1NbcGg6iaokRihsSHctSEI0HvBxT2EGAyOWzxt+8TADqG9EKKvA6e8fs103QGUQITjaVYVkdOM0CUAgkHy5OvZOGcgU733hjDRmZDXmtWVk1+QmfxA7JAA0Tbvl8cmAKaR1iRm+nEBW0cywN3QFLRRIjG50lyGsSHgxRpBTXat89U2qKdunYPdPLCPEEKdH3judpaGUdLtzkLyi8HV1LbndFIjxGA2enpizHJ80BJuUHeCkuij+BL1Inbo3Kpza4sNtbXl2BBJ8nQKfehMg+cFAZajksivQIt9U119NFciuDUWEemMDBzfc75xguwjRLON1m59Zjw1vsV1xMJj8z/k1DP2ugPx4/oQwq3xDIWdBVuvsqLOvykvQx2vB8Ysf8WvPDPym7J51o4YhN0ZSVYVW0aPQiE1AQ+eDBwkEnkcj38KPNSN4RB6RC8ofbIHTBX31BNqSu0rOk0yuNvGxQ+p2obGExSbroqf7UM0CbT6osuplP4YQliikK+y0igne/5eHOIT9rvz6Q4WrdMTNee1Z3+q8xGIM6Op+e+WgUlFCTpmfWlHXSdCmOipGnseCeLC7vJaN4QQymlCiPYbI0/HXnwjQpicmO+hMALkRnTtgYISbQhiwVNygBCwJggNoekeZ4ZIU2LPIMThS43cHyJE4Fq/lq60l2Xt9l9/QTKFNetHPjfeqy7OwXekNA5ny8mJnK93qaOukMJedMkL8GpRs4sI8QmsaLx/FoovOaZbU84EuSWAdYyK+pVI1WnuZxeHoIR2xuhRkY24LrdbzWbMd26+6AkqO1r7KkNhjb+lnd+Sl8E4JdfZ9o4YcS7QrnVoy1N4VyEGZJPmANT6l4ZiUWzJMyQl0pgNanuzFB5Eqp+esghTIYkAEHeIPPrn0KhtFlL65whY+e4DGa7L0DevtfzzCKFVq07pi64bARAl6+wF8qhDQ3b2DIgdr4H8vHnuvX6lWVNdpiWUZ+AJf76+BDK9GJwnEHBl3V0jowVYswdwnO47MvGmjZ+lROy+xVorrvk6Y3u5XCh963C0d3OfARJlE5B2//sdgJCfjHQsw8o4Kq7bOu+V1fab2knIqHEmTShMkavaJ+1clZsBju5ymVANGAIfRWjSyLeGEFwCYob5d7mM88XKfJlZhAijGQ9BpzbOW1qdRQiALPrIFgGbVAaP8z6KXaIgHWvtdUFwkgkVno6A7cIjL/hdvotpcTEhMmks0fXsq438YROhgHdhEzVaMOJ/XrI4R16jPl9V11e3TmdsoD+wTqv6GtIqadsn3NcDCeIVBbZDTpP0utRvbJ0OXIftDOvgUr6vFQ5XBY+n2AnqQCSe6vptdEJ5wFFE8hwEzTXbN+IJ1xQdgK4hwMo/+Y+s7C5C+MSP3XF7PJMg6CgLK0KkOJsoxbF09F6dN8GQZJAQ58Uxc3dWtfO7jQiHankbE/bulwYhbirbybumg3y1WuWrHJs8ZmbSN6bfA8T58lQb09I3hnygL8chJCmE7H7BUOVjgL72ErKkmJoXcYHNijyILmfyZEGXSe6qLAdJEoQafm33YgRMnCascEE85flNJwSiMTIZ6zVPVJ4CMmqv7exFYLa7nORQl60b5r4DIR7y4k9cQuxWq/u2pSO+CSFgV5dldmZPuOYd3YQQhsvy9ikUKnstw8g8CswKQImBgAVDSFJgSXXkOfl+MRxNwOEJd67L/Vr49mww0x5PmwVN+uEpnsRKvsYh2eo8QtTwrXY2BPQzkUPE+QadRyShsDRcY6caUXGMlgwaQYBE3yhC4PaX6816g229Nv8F5tY3mYWYzi8vOVeeaWHWoDjPjbN/MVgNI6Jk77KcN3vJgqpSmwUaFUrgEAaqubGts3VhdDApJhK4QphfC0I4C5SpXyDCm7AKjjEvzfmVAD/dmazWOM2NPVk8Fyin3YAQOluv8+CdrGa+8c8XsH0w4ONVrj27PLvuGxAi52HaOoSm1zPQDLc9+AxC8Osxv/Jc67fHSYJJEGP6Ck7EcUdZUxJgOUmfOhOD+pzx/C1Os5hPeREtj8A2I4Y11sXTUAsKnzqwQJ+UsL12aPaUlyUkLgz4nEcI7gWFDesqf9rVqAEh0EaW8w07FMUMhgDVVUq9YmxHS1FtBUIIY+rW4hBKxyXBYbdVwZnR1haE2JDsFucAEkxOjE0iyqtyjPiBLs1mk8cBrYkZ+GfACsg9w5DQ0FzrXEKItsuhAr/0b/GCXjYVqJEoWRgYudezjCmZ9Z6WibcuK+BBNRWHar13vpv1CsfUiBDT9SbfZTjehxBAHSDvyuRSnDchhJ6UOMJ9G6J1EF+B4b2eBvoEIRRvQhXrNx8f0r24y9UaCdXVFLCg0OS97dHSWtHxX5d5bBykkAQzhgLW1Sq2SYsYRK7iiaZMVprhIv+Wk2AX0oC+Dcmrm80quIQQ2+OfVhvB4vrjLIii2JZs/P48eCMD5l93MjxjQgnfpipujXVtzgE2BGbJdLfFF+6G1pOimML2xGcQhvICjuo4eC0wRnUn9ZStyhzjnx0e0DYKzkWBZm4+bIiyOONl7IcE8o0gBKqw8HYixF/sEKZ2pOsmRg8/iYm+zrlqrtabiqviFGNuOs0z/L8Caq05IVynCSEwNLfw92aE0H8WMEyU/+caM0QJ8rhvQggcaDmlha8OAKL+nF5tNhOTcpGndwgxgaB+oN9auoV7CMys4GQVgE4Ux4uXpQRJy2wKgwvDIdB0MqYlLx3ft461xC4m0NjlES7aTicnvIq7xtfj7REIdRwQsV5ngTnCVxAigFUH7N6rc1c2Ugm7c1MCJLAoPV3plGPUN2LziBdp5/5wQwhhCfeKs533R/pn7TJujUQkzNBYopockxgKQSwIoZyLuSjEvL0HmrFxVmadovjJbCOl1kQn2wQMG2LVeyUCNKRf1lzwAvrGjENUhSn622HEKZwxWhasNjLRfRpL6I1JyMCSayOzU47unMP7RDFHECLeIoT7ZoSgvY5L+4SZFnhbhHBftyEwQ2MbGGhGiHVsLtURQsAoKoM38DladWIXH8AVwI3kJM8Z5WzDxxFzCi+uuPgDIbxOuYFtAHDFDI6FmT8pX8r6CAXRxE+ZrjalqXLZXoMHue5TIKRz3obQ9fHLINqDOJ+CWwjKIF5VANwBS3nwp1ZXqKNiSW74D3Q8ti/zbxAhtCCEYxm0u0yhrhPdhi0QcCB5df0G76kE4yxC2GLAHXXG/mWnLsDVp4EfZPquKoNHcBvRuhrt5Mc2nS7c6GCfe9NiUk0iaVqilPlmQ4TQ8jUMh2CQcyoGlsmwRxw3Q9h+c1y9rCeMqut4uhY56UBmomQWNY2gzSrem5gmza8FScTL8PYr2472tPeEzYsYOMP2ENOGYGiRKUVXcjC2DHKPN2E+JcyjYMopGu+munnD9ipypZ3wuLdnGUjFhCBENeE1VHV9ze64VM2lr4PPgmAGIwEShIhJhxcfpn5JSyuQe4rV31eArFwWhLha8ztj3ISKRg4jvg6RtmAaRSw6dVRYoeuR4clpnI1DcKxN4KXUeaU6tB0Gqjfv9VJZj9COPgs66uqUbC0+oBtLMgt7fS2SgTdWl9FqwYaAjSeRKUxkxsQZ3lvB0MwwJEsOkemqXJdYX/Q9wm8lXmHojwYm38JfMmTisCAhNkXPNo49p/3nahVPy2qVBbZCytVTPBWqSYUP0Hut8klVdrIlMyhYsSLxg7FqcI/ISvo6MDsusYrodIUBV2KPD0y9aD97WTMhwR1ij/h42+VaBgXuEsO+nKp7SfVHGjY/UqyaCBVz0ZMVdL3WxshFiiRdEyARQFUtiuZ08fqUOvMrvh0H5nAiweeucOIThiwcBOGm3BeOB5jltLvBJJcrBIsjdB0d88oEKwZEVys8rmJcXccNYvhVfhcIYgQ0cMXoype8RLqneK74ACL4dXII8JWb/cachSt5c64lNcNLXeZToLSvxcpflVPGLKe8JLxFGsEFYGLOK8LD1GpHhdNidNDC4pwnXDpmFFjwgTVR4pvpdvBmIPOZLUcWMzOu/IqZDRodGTKtgdKL4k9PnAtVs5HbtDAIkNqm0P2GbLR9iGms8b5I+IPZb6G/2MIM9DZ3fCJToK5u7rgC46HRmKJBDLho2STeLSAEMaFGiEC69FoWYrs94vR7YWgdPmkuuQ4sYBgXYYYbH5cvkv3ALwz1bdD+JTCowT8xRbG0FTBf+Z5yhxA5BwLKetelDRVW65whHvyWtrHEr2Qv+EhOG7clxq3JQUw5GvlahVw9fglaghBrk5Qop0QIHZjPYyeYrRrxDd/0PPnDZ1qV8wIHVAQWIeB4KxGb7pQ2TKaoKua0A+Q6XuTbsfsVYy1AOtn5Rvxz38ERrFb1MzEM9GlpDnxT/q35J92LqT1HceXp1AMh4JqNHf1AboEE6EpJqeDy4WtplMsfxRYhGAW2exFLX3aCgIP8apJPKyJdZV7JMaeBo+aVlfiAK7MDcR/2IxGCEGC8YdZla1kf+BRusEjhKQFNRhKMUWNSlkSI1aYKjYdhvdPU8kcXrvvg7lSpeDskioPpP0HKQ6yk9hnHRzHsnTnRZAJfN/RDMm7g4ohuICceega1cZR/XylChNJFVbZMVp2WY1tT3UZlpyCExCGM1x4HEn6+k/FdrsRWqMwvmxJ2HiY4TO8llzss7oQFs7BJPLrEellxHuFCrSSZyBhTYNn7XK6IEIINJg6+xhK3TPEYtJ3A2CXcU8Upryfwh6v6idisoMWDBFZ1KzNwVJkDC5jzI5DhCErumDNHbpFbC+XBM6bd+3dHbxFC2hEqrpiIKMq1cCHhIt9TmO8BQiBfQwCoclmpgXeeB4So1mZXuHLK4feWOc2ITfmENXBCP35SmktDWFoZhABoFLS/XUEImvVyfpVAoBYbYV1CqNKyU7kKy/cCghmbtdccB2yez5mdSfF9hXkFcdxs+wkuyh7/LOyfsdNqRAhediQlAwkqGLFMGRG0VSZECowI31bU0uvQAqxiftFZEx+DCUrfb+0jhMP1AMiT8thgBmj3bGgEWeHN+tEJ4WvAC4Swr0DST6n+TqX6G4OhkgO+RoRIpfo7zaT6W5jGN4gQNBi4ZfIvK2W4UAM2jJ/KSB4twXWMT5gAv3EyH6y3yUR6aXICgayZgadyrnDTaTbRNkohS+I0QAQcwzlGAkOscJhmARECHzCRfNlliZU5+JvIwMR9SXt1kkvc0CV9A4DyYKeTmRVT39F8Ow+UgTasrUie8GYpPhoxCE79in781oagx4w0qpkunnLljkvqQ8JvRCxlcj0FPfRYJg6XW3mLCXOueASAGFwTXgPIrnL1ZMhvIk/H9O+JYK7EEUhIFpVqxXevJrh2/KUMjA0PqPK2CMEIfyyXXsIMsQn9eU9yXfD9PNOCiUUcmIRe5dBjs0+CvnzAfkGgTm0IOHKSIQGednI5CGnVwzMmlssjU5+KLEcSWTnpLUIoZQOrk1X1h3R/PUSIQOKqJJXIRVN+6zxCICAaGDoI09cM/cBqQEgUrl/oBVXxl0RpJ1eHEHKyELJIcZiI8RfVyKiK3gxCMIRkbIgDPsSUuXzcV4b9Y8SoYDMgns2JGStPiw0hsybWvjE1yUvkShlr66uWYjRL5H3LreAMlY9yyCD8tBSCwrroKQmWMTtCPzg2MyF3HHowGWmEgYwg+hngZrkaRwQvQxFoJsGd5CrgHCtJWcQm0MZwA5i+atvjUprhylgN9BYhXGUqTaaMk3k1Qpj9CJfIAEKQmZD9JDBJEEU/h9cksOcqSQDYx/hTyAyBeBnyvUQInk4moTu5MGj6JT3WucZiCQbdWEAVoWIlCIFaZ6sPaWw7XkOg6YSXVO6NR0CKtTBF8RWEXh6pSUJwx11fYBMgxXsj3v2qXGmvCSFQPSvQoDpyEoIQ5loCqwLxg8Ape7A1OQW/Dy4AlfEU3cUVAWJN9HmA7HONEHLHsXPghxcUZkCd4023DCbT5sNKUCLmQL8Fx4rgJw6E3HWo0DmM4mb6KlOdENScm5zasuqpneruTSCElF2JDbHjEHHmay82j4EBBjx0OBGnGFxTM4H4tG6JbyCvy3IVRGZBg0NLF3i1n7oza3gu04wrpvrBQCimYFjIXN8Gz4SEtdJKDoEeAuIHiAFOxAJxfdm1BkLQuVDk/+di+xqrRiAiF4RwmHhSdI49KSH+k9Z8vI8Qrsnc44wqQQhWQzn2TDgzcQp5qCxkSCStZDDGuOwS0o85y2POsYnkf8BThLydgQYTqhP6xaawTkYemCWmbZOLjGo4Elcg+1A+5zlqDyFM+YiclUEIcBfDKXOwyrMI4ZlchkAaLyT9fbEqJgbi5AtwRg0I4e4QwoCCIIQnWZNVR/FzsnoUf4iboWRZUF2oAHPK53bQYHorRCFazj5CtDtyPwHLuECallyzyoxFCJx+mBMxfcZpCN3PjFGO0J2vJHvWBDOvcA75KMfYFOBcdzPxMoTju48Q/x/NqnIhDkFcegAAAABJRU5ErkJggg=="
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "c337744d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:48:12.052419Z",
     "iopub.status.busy": "2026-10-24T22:48:12.052350Z",
     "iopub.status.idle": "2026-10-24T22:48:12.186116Z",
     "shell.execute_reply": "2026-10-24T22:48:12.185767Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "lag at k = 0.4 /nm: 2.86 meV; at 0.8 /nm: 13.08 meV (resonance width 0.129 meV)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x418 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (a1, a2) = plt.subplots(1, 2, figsize=(11, 3.8))\n",
    "a1.plot(k_line, H2M0 * k_line**2 / m_w * 1e3, color=style.CONTEXT, lw=2,\n",
    "        label=\"emitter band bottom E_perp(k)\")\n",
    "for (name, s), c in zip(shift.items(), (style.REFERENCE, style.OPEN_NEMO)):\n",
    "    a1.plot(k_line, (r0[\"energy\"][0] + s) * 1e3, \"o-\", ms=3, color=c, label=f\"lowest resonance, {name}\")\n",
    "a1.axhline(mu * 1e3, color=style.CONTEXT, ls=\"--\", lw=0.8, label=\"Fermi level (total energy)\")\n",
    "a1.set(xlabel=\"k_perp (1/nm)\", ylabel=\"Total energy (meV)\", title=\"Parabolas in k_perp\")\n",
    "a1.legend(frameon=False, fontsize=7)\n",
    "lag = (H2M0 * k_line**2 / m_w - shift[\"AlGaAs mass 0.092\"]) * 1e3\n",
    "a2.plot(k_line, lag, \"o-\", ms=3, color=style.OPEN_NEMO, label=\"AlGaAs mass 0.092\")\n",
    "a2.plot(k_line, (H2M0 * k_line**2 / m_w - shift[\"equal mass (0.067)\"]) * 1e3, \"s--\", ms=3,\n",
    "        color=style.REFERENCE, label=\"equal mass\")\n",
    "a2.set(xlabel=\"k_perp (1/nm)\", ylabel=\"E_perp(k) − ΔE_r(k) (meV)\",\n",
    "       title=\"Resonance lag behind the emitter parabola\")\n",
    "a2.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout()\n",
    "print(f\"lag at k = 0.4 /nm: {lag[8]:.2f} meV; at 0.8 /nm: {lag[-1]:.2f} meV \"\n",
    "      f\"(resonance width {r0['width'][0] * 1e3:.3f} meV)\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d3433014",
   "metadata": {},
   "source": [
    "On the scale of the left panel the parabolas lie almost on top of each other, which is what slide 37\n",
    "shows: \"all transverse momentum behavior looks perfectly parabolic\". The right panel shows that the lag\n",
    "is not small compared with the resonance: at $k_\\perp = 0.4$ nm$^{-1}$, a transverse energy of 91 meV, the\n",
    "heavy-barrier resonance sits 2.9 meV lower in longitudinal energy than at $k_\\perp = 0$, more than 20\n",
    "times its width of 0.129 meV.\n",
    "\n",
    "## 4. Summing all channels: full $k_\\perp$ integral versus Tsu–Esaki\n",
    "\n",
    "The current density sums the Landauer current of every channel, with the occupation set by the total\n",
    "energy $E$ (two spins, $\\int d^2k_\\perp/(2\\pi)^2 = \\int k\\,dk/2\\pi$):\n",
    "\n",
    "$$J = \\frac{2e}{h}\\int_0^\\infty\\frac{k\\,dk}{2\\pi}\\int dE\\;T(E, k)\\,[f(E - \\mu_L) - f(E - \\mu_R)].$$\n",
    "\n",
    "The Tsu–Esaki approximation assumes $T(E, k) = T(E - E_\\perp, 0)$ with the emitter mass and does the\n",
    "$k$ integral analytically (Lecture 10.8). `dev.current_density` evaluates that one-dimensional form.\n",
    "Below, the full integral is computed with 48 Gauss–Legendre points in $k$ and an energy grid adapted to\n",
    "the resonances at each $k$, on the linear-drop potential of Lecture 10.1 (the bias drops across the 15 nm\n",
    "double barrier) with $\\mu_L = 50$ meV, $\\mu_R = \\mu_L - eV$ and $T = 300$ K."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "9ad2b8c7",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:48:12.187333Z",
     "iopub.status.busy": "2026-10-24T22:48:12.187235Z",
     "iopub.status.idle": "2026-10-24T22:48:17.370204Z",
     "shell.execute_reply": "2026-10-24T22:48:17.369860Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "                        V (V)   Tsu-Esaki (A/cm^2)   full k sum (A/cm^2)   ratio\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  equal mass (0.067)    0.05         6358.1              6355.9         0.9997\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  equal mass (0.067)    0.10        11573.0             11578.6         1.0005\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  equal mass (0.067)    0.15        11410.3             11389.5         0.9982\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  AlGaAs mass 0.092     0.05         2471.1              2904.6         1.1754\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  AlGaAs mass 0.092     0.10         4158.2              4912.5         1.1814\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  AlGaAs mass 0.092     0.15         3032.6              3239.2         1.0681\n"
     ]
    }
   ],
   "source": [
    "T = 300.0\n",
    "\n",
    "\n",
    "def linear_drop(v):\n",
    "    return -v * np.clip((x - 10.0) / 15.0, 0.0, 1.0)\n",
    "\n",
    "\n",
    "def energy_grid(d, u, lo, hi):\n",
    "    res = nemo.resonances(d, potential=u)\n",
    "    parts = [np.linspace(lo, hi, 4000)]\n",
    "    parts += [er + w * np.linspace(-40, 40, 401)\n",
    "              for er, w in zip(res[\"energy\"], res[\"width\"]) if lo < er < hi]\n",
    "    e = np.unique(np.concatenate(parts))\n",
    "    return e[(e >= lo) & (e <= hi)]\n",
    "\n",
    "\n",
    "def currents(name, v, num_k=48):\n",
    "    d, u0 = devices[name], linear_drop(v)\n",
    "    trd = nemo.Transport(d.hamiltonian)\n",
    "    lo, hi = -v + 1e-5, mu + 15 * KB * T\n",
    "    e0 = energy_grid(d, u0, lo, hi)\n",
    "    j_te = d.current_density(e0, trd.transmission(e0, potential=u0), mu, mu - v, T)\n",
    "    k_max = np.sqrt((hi - lo) * 0.092 / H2M0)\n",
    "    xg, wg = np.polynomial.legendre.leggauss(num_k)\n",
    "    kk, wk = 0.5 * k_max * (xg + 1), 0.5 * k_max * wg\n",
    "    per_k = []\n",
    "    for k in kk:\n",
    "        uk = u0 + transverse[name](k)\n",
    "        ek = energy_grid(d, uk, lo, hi)\n",
    "        occ = fermi(ek, mu, T) - fermi(ek, mu - v, T)\n",
    "        per_k.append(k / np.pi * np.trapezoid(trd.transmission(ek, potential=uk) * occ, ek))\n",
    "    per_k = Q / H * np.array(per_k) * 1e14            # dJ/dk, A/cm^2 per (1/nm)\n",
    "    return j_te, float(np.dot(wk, per_k)), kk, per_k\n",
    "\n",
    "\n",
    "results = {}\n",
    "print(\"                        V (V)   Tsu-Esaki (A/cm^2)   full k sum (A/cm^2)   ratio\")\n",
    "for name in devices:\n",
    "    for v in (0.05, 0.1, 0.15):\n",
    "        results[name, v] = currents(name, v)\n",
    "        j_te, j_k = results[name, v][:2]\n",
    "        print(f\"  {name:20s}  {v:.2f}     {j_te:10.1f}          {j_k:10.1f}         {j_k / j_te:.4f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d71124a8",
   "metadata": {},
   "source": [
    "With equal masses the two agree to within 0.2%, the accuracy of the $k$ and energy quadratures: here\n",
    "Tsu–Esaki is exact. With the heavier barrier the full sum gives 18% more current at 0.05 and 0.1 V and\n",
    "7% more at 0.15 V. At every $k_\\perp$ the resonance sits slightly lower in longitudinal energy than\n",
    "Tsu–Esaki assumes; the lag is many resonance widths, and at these biases the resonance lies in the\n",
    "energy range where the emitter supply grows towards lower energy, so the lower resonance carries more\n",
    "current.\n",
    "\n",
    "The library's `transverse_resolved_current` does the same sum on one energy grid for all $k$. As a cross\n",
    "check, it is given the union of the resonance-adapted grids at its own 32 Gauss–Legendre points."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "c435d87f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:48:17.371454Z",
     "iopub.status.busy": "2026-10-24T22:48:17.371384Z",
     "iopub.status.idle": "2026-10-24T22:48:19.168830Z",
     "shell.execute_reply": "2026-10-24T22:48:19.168497Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "AlGaAs mass 0.092, V = 0.1 V: transverse_resolved_current 4912.3 A/cm^2 on 16577 energies, notebook sum 4912.5 A/cm^2\n"
     ]
    }
   ],
   "source": [
    "name, v = \"AlGaAs mass 0.092\", 0.1\n",
    "d, u0 = devices[name], linear_drop(v)\n",
    "lo, hi = -v + 1e-5, mu + 15 * KB * T\n",
    "k_max = np.sqrt((hi - lo) * 0.092 / H2M0)\n",
    "nodes = 0.5 * k_max * (np.polynomial.legendre.leggauss(32)[0] + 1)\n",
    "grid = np.unique(np.concatenate([energy_grid(d, u0 + transverse[name](k), lo, hi) for k in nodes]))\n",
    "j_lib = transverse_resolved_current(d, grid, mu, mu - v, T, potential=u0, num_k=32, k_max=k_max)\n",
    "print(f\"{name}, V = {v} V: transverse_resolved_current {j_lib:.1f} A/cm^2 on {grid.size} energies, \"\n",
    "      f\"notebook sum {results[name, v][1]:.1f} A/cm^2\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1a70e2b5",
   "metadata": {},
   "source": [
    "The two agree to 0.01%. The last figure shows where in $k_\\perp$ the current comes from at 0.1 V:\n",
    "the integrand $dJ/dk$ of the full sum for both devices, and the Tsu–Esaki integrand, which for the\n",
    "emitter mass is the same function for both devices with $T(E_z)$ taken at $k_\\perp = 0$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "bbf19bf7",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:48:19.170276Z",
     "iopub.status.busy": "2026-10-24T22:48:19.170188Z",
     "iopub.status.idle": "2026-10-24T22:48:19.232242Z",
     "shell.execute_reply": "2026-10-24T22:48:19.231792Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 682x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(6.2, 3.8))\n",
    "for (name, c) in zip(devices, (style.REFERENCE, style.OPEN_NEMO)):\n",
    "    j_te, j_k, kk, per_k = results[name, 0.1]\n",
    "    ax.plot(kk, per_k / 1e3, \"o-\", ms=3, color=c,\n",
    "            label=f\"{name}: J = {j_k:.0f} A/cm² (Tsu–Esaki {j_te:.0f})\")\n",
    "ax.set(xlabel=\"k_perp (1/nm)\", ylabel=\"dJ/dk (kA/cm² per 1/nm)\",\n",
    "       title=\"Current per transverse wavevector, 0.1 V\")\n",
    "ax.legend(frameon=False, fontsize=8);"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "36986b2a",
   "metadata": {},
   "source": [
    "Both distributions start at zero ($dJ/dk \\propto k$, the area of the ring in $k$-space) and fall off\n",
    "when $E_\\perp$ exceeds the Fermi level by a few $k_BT$; the bulk of the current comes from\n",
    "$k_\\perp \\lesssim 0.4$ nm$^{-1}$, where the lag of Section 3 is already several resonance widths.\n",
    "\n",
    "## 5. Where the shortcut fails\n",
    "\n",
    "![Slide 39: the band diagram of a realistic high-performance RTD, where the Tsu–Esaki approximation breaks down](attachment:slide_039_crop.png)\n",
    "\n",
    "*Slide 39: the band edge of a more realistic RTD at $k = 0$ under bias, with deep wells between tall\n",
    "barriers and a strongly sloped collector.*\n",
    "\n",
    "Slide 38 sums up the conclusion of the lecture: because everything looks parabolic, \"just calculate ONE\n",
    "transmission at k=0\"; no numerical sum over $k$ is needed. Klimeck adds that later sections will show this\n",
    "\"breaks down COMPLETELY for most realistic high-performance RTDs\". Section 4 shows the mechanism in its\n",
    "mildest form: any difference between the in-plane dispersion of the emitter and that of the resonant\n",
    "state moves the resonance relative to the injected electrons as $k_\\perp$ grows. Here a 37% heavier\n",
    "barrier changes the current by up to 18%. In real RTDs the bands are nonparabolic (the mass grows with\n",
    "energy, more in narrow-gap InGaAs and in the barrier materials), the wells are deep and the barriers\n",
    "tall, and the lag grows accordingly. The full $k_\\perp$ sum costs one 1-D calculation per transverse\n",
    "wavevector; Lecture 10.8 derives the formula that avoids it, at the price of the assumption tested here.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- A 1 µm mesa has about 3600 transverse channels per spin within $k_BT$ at 300 K, on a $k$ grid of\n",
    "  0.0063 nm$^{-1}$; the sum over channels becomes an integral over $\\mathbf k_\\perp$.\n",
    "- Separation of variables puts $\\hbar^2k_\\perp^2/2m^*(z)$ into the 1-D problem as a potential; with one\n",
    "  mass everywhere $T(E, k_\\perp) = T(E - E_\\perp, 0)$ exactly, while the Fermi level stays fixed in total\n",
    "  energy.\n",
    "- With a heavier barrier (0.092 versus 0.067 $m_0$) the lowest resonance has $P_b = 0.11$ and an\n",
    "  in-plane mass of 0.0691 $m_0$; at $k_\\perp = 0.4$ nm$^{-1}$ it lags the emitter parabola by 2.9 meV,\n",
    "  more than 20 resonance widths.\n",
    "- The full $k_\\perp$ integral equals the Tsu–Esaki current to 0.2% for equal masses and exceeds it by\n",
    "  up to 18% for the heavier barrier; `transverse_resolved_current` reproduces the notebook's sum to 0.01%.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Repeat Section 4 at 77 K. Does the ratio between the full sum and Tsu–Esaki grow or shrink, and how\n",
    "   does that relate to the range of $k_\\perp$ that carries the current?\n",
    "2. Set the AlGaAs mass to 0.050 $m_0$ (lighter than the well). In which direction does the resonance lag,\n",
    "   and how does the ratio change?\n",
    "3. Compute the first-order shift $\\hbar^2k_\\perp^2\\langle 1/m\\rangle/2$ for the second resonance at\n",
    "   292 meV. Is its in-plane mass closer to that of the barrier, and why?\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 10.3: coherent tunneling and the Landauer picture](10_3_coherent_tunneling_and_landauer.ipynb)\n",
    "  for the one-channel transmission, and [Lecture 10.8: the Tsu–Esaki formula](10_8_tsu_esaki_formula.ipynb)\n",
    "  for the analytic $k_\\perp$ integral.\n",
    "- [Lecture 10.6: where is the voltage drop?](10_6_where_is_the_voltage_drop.ipynb).\n",
    "- R. Tsu and L. Esaki, \"Tunneling in a finite superlattice\", *Appl. Phys. Lett.* **22**, 562 (1973).\n",
    "- R. C. Bowen, G. Klimeck, R. K. Lake, W. R. Frensley and T. Moise, \"Quantitative simulation of a\n",
    "  resonant tunneling diode\", *J. Appl. Phys.* **81**, 3207 (1997).\n",
    "- S. Datta, *Electronic Transport in Mesoscopic Systems* (Cambridge University Press, 1995), chapter 2."
   ],
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"
    }
   }
  }
 ],
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