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    "# ECE 606 Lecture 2.1: Typical semiconducting materials\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 37093](https://nanohub.org/resources/37093) — [video](https://nanohub.org/resources/37877) · [slides](https://nanohub.org/resources/37875) · [YouTube](https://youtube.com/watch?v=GYWQgbdbNIg)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- the goal of the course, the current $I = G\\,V = q\\,n\\,v\\,A$, and why the charge density $n$ and the velocity $v$ start with the materials\n",
    "- why tabulated bulk properties are not enough at the nanometre scale, where composition, strain and geometry change them: quantum mechanics and statistical mechanics are needed\n",
    "- the two things a material contributes: its atomic composition (electrons per atom) and the arrangement of its atoms (which decides how many electrons can conduct)\n",
    "- the periodic table: shells fill from left to right, new shells are added from top to bottom; Si and Ge sit in column IV with half-filled s and p shells\n",
    "- compound semiconductors: III–V and II–VI pairs that share electrons so that each atom has four valence electrons on average\n",
    "\n",
    "**In this notebook** counts atoms, electrons and valence electrons per volume in the open-nemo Si crystal and shows that far fewer electrons carry current than the crystal holds; it then computes the band gaps of the column-IV and III–V semiconductors with sp3d5s\\* tight binding and arranges them like the periodic table of the lecture: the gap shrinks down a column and grows from IV to III–V to II–VI along a row."
   ]
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  {
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   "id": "41811b03",
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    "execution": {
     "iopub.execute_input": "2026-10-24T22:32:13.720660Z",
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     "shell.execute_reply": "2026-10-24T22:32:14.192151Z"
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   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import opennemo as nemo\n",
    "from opennemo.visualization import style\n",
    "\n",
    "style.use(notebook=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "92591e7f",
   "metadata": {},
   "source": [
    "## 1. Current flow needs a charge density and a velocity\n",
    "\n",
    "The whole course is after one quantity: the current $I$ that flows through a device when a voltage\n",
    "$V$ is applied. Ohm's law writes it as $I = G\\,V$, with the conductance $G$. Klimeck breaks it into\n",
    "the factors that the physics has to supply:\n",
    "\n",
    "$$I = q\\,n\\,v\\,A,$$\n",
    "\n",
    "with the elementary charge $q = 1.602\\times10^{-19}$ C, the density $n$ of the electrons that move\n",
    "(cm⁻³), their velocity $v$ (cm/s) and the cross-section $A$ (cm²) of the conductor. The course\n",
    "follows these factors in order. First the materials: their composition and crystal structure,\n",
    "which for bulk materials are tabulated, but which at the nanometre scale change with geometry,\n",
    "strain and composition, so that they have to be computed with quantum mechanics and equilibrium\n",
    "statistical mechanics (effective masses, occupation factors). Then transport, with scattering and\n",
    "non-equilibrium statistical mechanics (drift–diffusion with recombination and generation). Finally\n",
    "concrete devices: diodes, bipolar transistors and MOSFETs.\n",
    "\n",
    "![Slide 3: current flow I = q n v A through a nanowire device](attachment:slide_003_crop.png)\n",
    "\n",
    "*Slide 3: a nanowire between two contacts; the current is the product of charge, density of moving electrons, their velocity and the cross-section.*\n",
    "\n",
    "## 2. Atomic composition and arrangement of atoms\n",
    "\n",
    "A material brings two things to $n$: its **atomic composition**, which fixes the number of electrons\n",
    "per atom, and the **arrangement of its atoms**, which fixes the number of atoms per volume and,\n",
    "through the bonds, how many of the electrons are free to conduct. Klimeck stresses that not all\n",
    "electrons are available for conduction.\n",
    "\n",
    "Silicon makes this concrete. Its atoms sit on the diamond lattice (two atoms per primitive cell),\n",
    "each atom has $Z = 14$ electrons, ten of them in the closed shells $1s^2 2s^2 2p^6$ and four in the\n",
    "valence shell $3s^2 3p^2$. The cell below builds the open-nemo Si crystal (lattice constant of the\n",
    "Jancu 1998 tight-binding set) and counts."
   ],
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "08f07097",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:32:14.194177Z",
     "iopub.status.busy": "2026-10-24T22:32:14.194064Z",
     "iopub.status.idle": "2026-10-24T22:32:14.200899Z",
     "shell.execute_reply": "2026-10-24T22:32:14.200617Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "a = 0.543 nm, 2 atoms per primitive cell of 0.04003 nm³\n",
      "atoms:              4.997e+22 cm⁻³  (= 8/a³)\n",
      "all electrons:      6.995e+23 cm⁻³  (Z = 14)\n",
      "valence electrons:  1.999e+23 cm⁻³  (3s² 3p²)\n",
      "4 nearest neighbours at 0.2351 nm, bond angle 109.47°\n",
      "\n",
      "I = q n v A with all valence electrons: 0.32 A\n"
     ]
    }
   ],
   "source": [
    "JANCU = nemo.structures.materials.load(\"jancu1998_sp3d5s\")  # sp3d5s* (+ spin–orbit): IV and III–V\n",
    "si = JANCU[\"Si\"]\n",
    "lat = nemo.structures.lattice.from_material(si)\n",
    "v_cell = abs(np.linalg.det(lat.vectors))  # primitive-cell volume (nm³)\n",
    "rho = len(lat.basis) / v_cell * 1e21  # atoms per cm³ (1 nm³ = 1e-21 cm³)\n",
    "bonds = lat.bond_vectors[0]\n",
    "cos = bonds @ bonds.T / np.linalg.norm(bonds, axis=1) ** 2\n",
    "print(f\"a = {si.lattice_constant} nm, {len(lat.basis)} atoms per primitive cell of {v_cell:.5f} nm³\")\n",
    "print(f\"atoms:              {rho:.3e} cm⁻³  (= 8/a³)\")\n",
    "print(f\"all electrons:      {14 * rho:.3e} cm⁻³  (Z = 14)\")\n",
    "print(f\"valence electrons:  {4 * rho:.3e} cm⁻³  (3s² 3p²)\")\n",
    "print(\n",
    "    f\"{len(bonds)} nearest neighbours at {lat.nearest_neighbor_distance:.4f} nm, \"\n",
    "    f\"bond angle {np.degrees(np.arccos(cos[0, 1])):.2f}°\"\n",
    ")\n",
    "\n",
    "# if every valence electron moved at the saturation velocity through a 10 nm × 10 nm wire:\n",
    "q, v_sat, area = 1.602e-19, 1e7, (10e-7) ** 2  # C, cm/s, cm²\n",
    "print(f\"\\nI = q n v A with all valence electrons: {q * 4 * rho * v_sat * area:.2f} A\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c528d6c7",
   "metadata": {},
   "source": [
    "Silicon has $5.0\\times10^{22}$ atoms and $2.0\\times10^{23}$ valence electrons per cm³. If all of them\n",
    "moved at the saturation velocity of $10^7$ cm/s, a wire of only 10 nm × 10 nm cross-section would\n",
    "carry 0.32 A. Nanowire transistors of that size deliver currents of the order of 10 µA, about\n",
    "$10^{-4}$ of this. The density of electrons that actually move is set by the bonds, the bands and\n",
    "their filling: that is what the next lectures develop. In Klimeck's words, all electrons may be\n",
    "created equal, but they do not behave identically.\n",
    "\n",
    "Each Si atom has four nearest neighbours at 0.235 nm, at the tetrahedral angle of 109.47°: one bond\n",
    "for each of its four valence electrons. In the tight-binding model this shows as a count of\n",
    "states. The model keeps only the valence orbitals of each atom; with spin, two atoms give 8 valence\n",
    "bands, which hold exactly the 8 valence electrons of the cell. The 8 bands are full, the gap above\n",
    "them is empty, and a full band carries no net current."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "26d37d1f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:32:14.201997Z",
     "iopub.status.busy": "2026-10-24T22:32:14.201919Z",
     "iopub.status.idle": "2026-10-24T22:32:14.412530Z",
     "shell.execute_reply": "2026-10-24T22:32:14.412141Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "40 bands (10 orbitals × 2 atoms × 2 spins), 8 occupied; gap 1.170 eV, indirect\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 715x440 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "h_si = nemo.models.tb.SlaterKoster(si, spin=True).build(nemo.structures.structure.bulk(lat))\n",
    "path = nemo.structures.kpath.auto(lat.periods, 80)\n",
    "g = nemo.band_gap(h_si, path, num_occupied=8)\n",
    "print(\n",
    "    f\"{h_si.dense(np.zeros(3)).shape[0]} bands (10 orbitals × 2 atoms × 2 spins), 8 occupied; \"\n",
    "    f\"gap {g['gap']:.3f} eV, {'direct' if g['direct'] else 'indirect'}\"\n",
    ")\n",
    "fig, ax = plt.subplots(figsize=(6.5, 4))\n",
    "nemo.visualization.viz.bands(\n",
    "    nemo.bands(h_si, path), ax=ax, num_occupied=8, reference=\"vbm\", energy_range=(-13, 5)\n",
    ")\n",
    "ax.set_title(\"Si (Jancu 1998 sp3d5s* + spin–orbit): 8 filled valence bands\");"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "df4db53c",
   "metadata": {},
   "source": [
    "## 3. Elemental semiconductors in the periodic table\n",
    "\n",
    "Klimeck reads the periodic table along two directions. **From left to right** the electron shells\n",
    "fill up, and the atoms become heavier. **From top to bottom** new shells are added, and the atoms\n",
    "become heavier and larger. Column VIII (the noble gases) has full shells: a \"happy\" configuration\n",
    "in which all electrons are bound. Column IV, with C, Si, Ge and Sn, has its outer s and p shells\n",
    "exactly half filled: 4 of the 8 places of $s^2p^6$ are occupied. Si and Ge are the elemental\n",
    "semiconductors.\n",
    "\n",
    "Be and Mg appear at the far left of the full table but, like Zn, Cd and Hg, they are column-II\n",
    "elements filling the same s and p shells. It is convenient to cut the table down to columns II to VI.\n",
    "\n",
    "![Slide 6: s and p shell filling in the periodic table](attachment:slide_006_crop.png)\n",
    "\n",
    "*Slide 6: the full periodic table: shells fill from left to right and are added from top to bottom; column II (Be, Mg and Zn, Cd, Hg), column IV with Si and Ge (half-filled s and p shells) and column VIII (full shells).*\n",
    "\n",
    "Going down column IV the atoms grow, the lattice constant grows, the bonds become weaker, and the\n",
    "gap between the filled and the empty bands shrinks: diamond is an insulator, Si and Ge are\n",
    "semiconductors, and grey (α) tin is a semimetal without a gap. The cell computes this trend with\n",
    "the sp3d5s\\* + spin–orbit parameters of Jancu et al. (1998), which were fitted to the measured band\n",
    "structures at low temperature."
   ],
   "attachments": {
    "slide_006_crop.png": {
     "image/png": 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dMnHhdJiqyGQxz5JwVPerWiNfFJyaugp55OaK49Wpc9mvKk61vuRtw/VgB/MYbJlKGmhnnsNKE4NhDymKKZhbHrAjT2Oy+AJaCxpOZUbo65dluPPtZmVDsklmoV3hySyCKmHNz4ffinjZ+B1wM2clMDxLjibKUY7CSZBmbrSYzpwS2VScl9NMa7n8A8tyOJ1CE7FS1XGiBifCVBoDt0KoAuhtkYuvQ2Ig7BOMrPH0halTxVTmsMmdAU4WPlG0C+sUsoGj2JviqNNyPaR2TUvme2HFd6VfqLv4W2wb/AEfh5PnVhUH0vxcbRApAynDeVlGHQeaTLSlD9ZwW7LdTHpmwGmLy6JHtKF1s0isK29SnQ+y1ZArmqcGGhEFSVcapGbyWZmpYxpH7pR1WVRQH+XPEN/R1qlTTKgRunQBZGClVg9UD04D5G1GLfDZ6tMRsmdzGgTiBdVU8YYkUKn0K4Y7zUWg0pCM8trKOi0txmvS7i9UzEvVZ+xT7mksikWz8RrrRxSZmwfbw1UKEpNLhL3EkHbk4shl9zG4WOV0GrJ/3agZb52/gY+9MH2MfQRNTWWLowzFkfO1VMsxRwsUKhCoAuk0iqCscom25rBxNFKOsPFnGykGO/AuHrfFhnuSZomZ0bBVR05DWoJzcpqSj11nrgWZCaDY58KkxmxyR3I2GgQDxemGiY4Ary9TzdDe9v4yLIe9wnXJwwoYg8GeTUu0FSlM96FtMD6Lud3ilHfUORnCk1DXFzusC/9CS33Gqc324mZLegrqK55LI9Cki6EEezjvLdbfWpJ8ajGDq4G91gQVMPjZTdVWnhH2NGRmLAkvDaVoHB2iR9jY4AwmF8cRPffepga0jf6MAVJTC8SR0Dga/X/w+sN0F+iX0lL2z9PGLE1vHNFC208CaVRJEPPeWiHW5GNJufYHt6SFj0u9DoI/bhUNlKpuHOWnwtIy20dzrHnrz4weB/t4Y/5QaTml6t/aUt1P/jztWwuL2VEOlioyeZTjOBDgYIzL9LU/rY7c0tboDY9ylKMcLmVm/4E+LtBzlMdnf5SjfEzQGpqx+T/OSnEaeXmUoxzlXTJvZJS6zp+nbaBqAmlDYFA+yk9lyh/ZdPGSPzP5d5Q/UyTvv8yn2SQw/sQ+RoYbpdn0/7/IrJ/meJFP8t++81x2/PtPOq/+rYvCrNU/1cWtXq96I09/el7qzKdHeedzmTEAi3uXRm79T4QN3Q6iJP1/LkkcZ5NJ1omSLInT33+5cTfKsiT8/fvFvyTZfD5ZkkxwUYv3J1kX/cCm2eJ70wl+dtNkAg6pMJrs2n+UxH3cnUl6lPcJmHjZVXE66fq28Ue2djds1///LknktQwrS3M/Ct0g/O3778du5E8nk9+93zCcxlEaxevvG9Op6/rB4n0zirtBQ188SC/wgkloBQ4Y1/rd3RcchQCOTjr1j/Iu6YDXbzKdpv3It/U/tVGeYVj/zwW9gVsBFEtUkXuuaZu/ff8tEx2KZ+Vv32+hyKjX3+fbDdtcvM/WXWbstuZ/e+xSTKb6IkdxSl3btX/ds9nJJ7eO8i7xoijKponnuXX9j63KYY33/28RrxVbXtWZ1Wf89uutWYqC5Hfv15SG5L6z/n4u3UWdxXVoUc5imeXf7KOueoAIE/2u/TuodxXqhKO8SzQvDELXCU3Fq137A1EDg772J1Ts1Ui0KvXqzl9Qs1Jr2KoN6e81IF/ekq1py2Zh0zcVVIVwTburp5QJYT27CJrW7k7uwpGSH4tM3vtgTDYXsGXm1Gr6sQD4/2k2rGE4hA3pnPP7zVEpak/y6Pef+DTXdsBGfbWdBxkazCUekjyOVK6NejF708xMW69kxL9k6h1xQHtnBahW95w/toBer1SN2v930Sxdr+hX2VXjt+++xnI3rj6/WUzRjfT1t4uK9nHljRnp05bD2PB/SFdUaR5q7jxv+EfM2v//x//7nzdbQpr6n6Gra39uvwxMjVQI5HXNnfh1KwIjWexIAyt24yJBWSK1jHYSxegQmKNXuMXWvoizTaR5l8sJ5mPDYpoolndIhs+nIXvqGFYQRWhx0+gGNcea4muJtASjppPgW6A7C+NYUy2C8DNKO+wZ5GpRlEjDLrTki9BV2NA6LwjthdJusK5PIl2aefFIRR9USrGvWpxnmj/FqbC/lxawE2oeLmmQXDToUiTzmhCjyLmyNYSjdBdnivPOdHY0s4xoAs9MI/UnaasLV1+UGIqKrUOPaqqv9Bo8ylH+TNiom2GJ7uIqObicaI7dMCvnIaqSamhqBSJntyBvCVmPqg9SzEi7pdWLeU6xMCVpFdEq+AGwrNv4IuZrMpulQUXcjCmKnl8tORgYEWboP+yIbod2fmj1OeX8zlBOycajWoxIDB23ZfVlmeE5v4N521JHLvC1QlExTPP5QTRfep3PZktrBHMdrAxloLngkS09qFq1OYM8oNCfX0buWGzHzi/mSybp2dShFac2mrE58rEp4FH+aNhgR1BMJOEN4FRjY09TiArkT6gY5CKQlv+gMyl+zD8opK9COf/7xwz9vvRUfY9de8Ayzy8CSsiSMKu2QldxvW7ND0YyFKUQ6BUfpFVRIeCFowtHE3uIV18uu7UFq0tdnQnenMnGubxS2+W6X1RgZixpo0zVyzyaLRyebEAoioOxvN5pReTo2Ktl0LwLSVkdkb7WYxuzo/zZ2oYmgVIqFkJSwAWaicJFmlB1wOctfgx6kqlq5lVEDfmAtCe5FDxGLX4x94UTtkR4lLMwgbWrXCfcCHTNbiRUS6bMeDQanxYVJ5N0kcPSn86Eyc2T6ekoZMiFCKnMopDHBIiQEXpqCQTM8jiSfVRkkySFclJ+0ND7GY2USbjqs3M95j/LJUoXUzYMNcg0S66nWdHxeUaz0NAUK12rqrXgDhNHeGdneeDJeQTHAXSUPxo24IPwiQJdTc3JUrOdsqIYaZUS1uTHOVyFwpSa0YPKqV0qbrOclElc3QuZ+KQqqsu6HggcGbJTKgTS3vwHrB5DTc66Uiswe+viF3FcxZkYy4IeqLSPrpwSQiJaCDVh1hcilGldJ+tbJNwMAhue7EuUCJpDLaFJmU1WKJ7B6KYZkdIVAho5SOMQ3yr/m7M1dQXuhFrJohaCFswG+CV/pOiPHpPWjWzTwezHz0IxRznKHwAbgTCvYtq0fNOm+e9oDpUMu6UUhSKsUAQTn0TNNrjSQqFAjGBXlFQA0Ny8ywU6iIVmGnv2iyJRWgwCNgmVB8OtC7vZ1FCEZ6SRVFSQ0vPZYQtxcWsagRgvmU/GpVLoIiPltcyFljUXejdFCO+ii3mpOJ6VQYOkcvK6BYChglRIKy59X8iSFLg0SKbQoF9UZ09y2iMvNJNAh0LO7ExRRpoSYpL9217FH8mNJn9BOspRjvKfgg2sqqaiW9eU19CpS5YkqQ59hE0i4UDpyOI7X5VBfYTZFCveEHfOBK2MlAKkBWICaD6NFF1TrPDUA8TAkIkema6m1I1C2Nvhs9Btyc5s2DlOhvzPCl6EaT6kNhJGYo7IPoRy3qHOQG9Lqcgli9b8VBCjqQts1Feu2BV+SWztGQbgQbGdkM5B2VogfnRcolNYyxSaIR9dWrKXcrPINe0YwL5IV7bXUY7y58IGI56YB4ieNCy1wHuKFLYmNCcMeuJjmzNbVvayEJlx0Sd3SR2B21J5GNCEVfVc6LZoANQ1tSxnM6FlVYyOU1o29LuyLEZlcWMfNXKliAojICVqCk2HSBe3gxK6PJ2KbL4kBS35Syo1w1GIBveujo9Cg86OWbyS/doQsuqC1lVhCxDCwUGnCjDOMsUjWmZ+TQK/4ttg7lgtUHsHoVO4PI9CTLWjHOWPdonq1DaYPaHTMVA26F5MSZUGoMBcF3pWzq5a622zRBIzZ+W89SxmmqXNiVbhNyWfo8CAUS3eCLKquS2zn6kXFmMsuqgmACWrJtRuBrGGuVq+FMxkbxvO+cIILUzwLUXNpHQZQ3ZNFjaoBT98wZFZUtOXTbRrM3o0eU5QaUrRF5ANDR4mkDdq0+q8y4I+F6KZQVYnPReEqLUMPZ69OZHwOIKO8ofDhvEWNriUp6pQBTqHImokMyKn9Y+VLnChIpznOl1IxjbsGTtaZEAAdrbCBuMZmHUhErDyJWw4zFSlNgIvSS7Y4BI/rEwRsai2c+ThyCttA9PZpRLREdjQ12GDyBOvZldgR6XF6CrVBp6tqwwsXKCOlLK8Om+4dsxM/LvIfCNq5HAR02U7e3PtznEEHeXPho3aW9gQWwRMzTVa+pbpK88mXoppgKwuUrD7NGACfaaY4RGDUG7Olrgep0K3ZJjaFtiYypQPVEopYaM21zbgpwiFuh4aBwIlhRSUkS6y0OgJceltgH4hpWzk8ulr4KKt2fl2bYOeURDJu9parZvOg/4Qt6owNwr/K4MqtVokuWqFQFXB64C+8+MFH8GO07tyZ1o0WFBmax0jsEc5wsYb2HDFF4mcc0vrIF9SXB81xddHjwKmDqik0WJP4/dLTq/QoDugr9WnHUx/JJNiks18YytsOBKGBZk77IMqkiLcrcQoMsmWABw5JJDBsRnlmUkcBZGdPFdQkyuUoBnRUDlckly+oW1E9gpNnMSSfWSvW4VK9ZAUccZ+fa0Td8VWoVFSSrCGGBiVEjhGEBewBfNrZvEuWBaK6Y7KxlGOsPEWNhqBmu6VOsCkzhn5k7U6FX1byJmVv0PNr6CKpBiSnwW9wXF0NXe3wYbmqQgJmd9nK7BBYZQT+OOYsDmQj1lWeahTzSCbPY/h6gIb8+iMo4I3jcr+WYONpLVywaKVyHRnKmupV5pDQ9e0ykMKGJHLkqu2ZEelFDdq86iPo/muZiXHfK+jHGFjzSVqiYLPcKrGVMuJJHmJjaJzjiIJtK75shDbnLwsNaup9FL2wiglhYqpWVb1xbewgWwxHi7HMm+pdK+aVJwa4t4QByg+s8WSyF3NluBoyL7QjKkkAlWADTpIcrLMyz6MTdiwVLxmIZb7Q9qC1aAYVXGfgFEihE4M5oaIC8MVbGkw9CP56cxKg4nikWueqWwZvu8HEkQ6ylH+7ACsYb2Bjbo4FJD+LV5CMEIzZUGnV7AmxVxlPpESDk1TyeRZNFUB2IkeSbGK+mKha41tLlHXaOVqq/JHpW1YAhuidEgTHUxlBjx++CyPs8vlPvNGBRuGyn9n6FflbBrbtI0iSxfXK5xZsyp0rDLMfcOsOneo653mDPHmhiO5ZDZPBV7YGT2yrHqRxPpCXZt7HEBH+bNL2Wpm/a2R4i/qXCXiaUk6hSOl8Fqx+GDK5Xq+3axQZW/5MlSqO1uNFGZaioogCLOEDYnbSCrYTIjxBJgwr+uSp1mFeJG3qWDDWdkHT7lWX4cNaimY9tqylC1cnHoh55mrKxJVZxlZLrAPMVLC1YgrzZtl+LmM3uSRHeUofxBsaMYEyVsNzfHRRqIuxeAxllMfWkUjrkrbI8xcJy+LxTTJ1QdlwORrrZVJ2Wg51QtVzDatPma6lBZhbbclY1uVnDpZwe9hbr/It/qEAE9j5x04ODh/vQhd8z2pjy9KxFkNKXgvKuYeWePRUkNMBDGMoOIkhJ6AB8mkzqSGs41wbjFneWmtXG9U7QeAh6BJwdI72T/PNJ9Vx0DrZC1h2V5cVLFW5JmV4gN1q2svjkkbR/lTYUM11WFLQKy5AR0UnGKhp3pTwAmZJt2wJn/p/kpbGoc0Ip4EPjiVan6cRpxU/f6EOzHCJEmQJVq3VSc+7sBiCIKwwNnrw4kRamGSRT41honN1jw1BRuIwWrsbWoxwMEOc7bBP/VoAg6UQJkyCvD4qd9NokZD9R6uq0gqUlFViheOaEZpuvRcEps00LYkHV8XRnSLbexsXiuvo+VGSRJHdRUYNk3ZF79nOKZqGcR8tyAB/0qHBpt5HEFH+TPFsGQmO1U0UZ+Xi+Ltmmkrj0BgqL6Qi5ow11Cowq8b0gpLprHTYLO+wNWsuStBk/LTmmkay+NJIJX9b6ayQ7otGjKhaVwY+tJ8Uj6HauIuz9gUmwIH9SIoNDUpN1P5GdQzVJ8wdr8FB6lp8LqWB9fsxvJEBH2MebMd+VNXf7maAgmHPXxgvgFXeEWm8wYpjt02jvKHYoam5rQhM5ZtP9GPq27VDNEQagQDwRMaL423lrzJKEhNr83bAC56fld4It/jKm5ULdGdCmtqlgDVpCrT18Utwfz1mtJKCBMNNTtN9OCzZZ03nLrpNByXjUFNKBF44dQkUsoaWx0JI6hkM1UavCEWkG7pmlKTVipgeZlW3ao30DUV12i41rxzrlahi7ylC1YZK3gyRxneF9N1645t1p0jbhzlj7VS5owWJieYaSyVCrVqG3ptZfIsVmp2mV1OKJmfBB/BDCko5a4Nx6q9RamaIvjTVYOuUsVGZqlSLerK9DBlv1WAw5Cc8w02UVPOV5rmIKxRlZU1KqPGIk6JCuUrJaj2ppP6urYFrUo39bcuH4IdtBXH0isw5JnU3p5FzTwaKUf5U4ktTJSKo5WosgmU70ETaqm6mpucWIZtv4UOrrrzP3U2ylDoY7Ji1KhW7kqhr7ku98s6evkS9Rnu1CsXMQ01H/F2hWFgZTLq4kqwkVShcAvfBoSYtuyULgnsyXDKRRDHUA07KppzGCdqxuvWGkNno25YLswvAbS6Wb2YG0f6/DJhS+mWO//Ssp+/JqdQM8xjH9Gj/LGgsZwsVQtvTBrDMOurDoBatcHagixxzpqxcBxUHe4bAAcDloCx3vBevI9L4AkkJgFhSMKo/r39jq4aixsqg5SHNysHJVQBNZVr1T6mMqnN6pp05XfgGdVqS7+NpmpqFru3nBUvB20WBZtSN19pFrpVFyDVxc2hKbtE3K167diC+Ch/quimVc1Zw9JXOlPU7LqaGob6WFybi0lfr1UmTqX7K/I+3aq/9RbOp5cxdxMQCizOfXgQqAfUEBgxdDFObIUM3LS2Mn2V3rKyW7En1HuO4imwSHVgqNZ+FYjVKswRh+eqG1OwxxICFF2pR3pVl7Iakxavqo5mgIrJFOaYvGvND3/0hh7lKEc5ylGOcpSjHOUoRznKUY5ylKMc5ShHOcpRjnKUoxzlKEc5ylGOcpSjHOUoRznKUY5ylKMc5ShHOcpRjnKUoxzlKEc5ylGOcpSjHOUoRznKUY5ylKMc5ShH0f4DbamMra0hj3KUo2j/AX4ezTD+ieMeOywd5Sj/3Y75Ws34+8k92CFSPyLHUY7ynzQWpIfz396L9dj89ShH+S+LXq/9/QdFQ1wybuhHOcpR/nNiKK68vxs4OtN8muPf9ChHOcp/T/JYMVj8vZIf5ShH+e9Kkf8TjHZ5Hus127adxnmj4Yg0GvNXjrya/3GUoxzlbxeZjI3Gtg8gQT4F255m/e2wodtXtuOcQ1yc2+Vlw202mw284Mtzl29XsjjXoxzlKH+tBI5bCzS/7pwHTqgH9faV2XTtq8ubG8c8s8GjGQZGM6g18lyr/e2ujVqeu+HDQ5IMIEmSjEajJHl6khd8mai3j3KUo/ydEqVxlk6TbDJNnzpZ/JRlT09pEmOmpmmaQfpJL0my1PmnYMO7n0xwGt++fcPPCV+vvMqOcpSj/P0ynSaTeAL8mCZPSTZ9eooBIfIJ5uUEyJFOJ1MAxz8DG9pz7nYEwZTgPNMniHqV8sVRjnKUv1/6QIcMigXgIn0Kp+kkS5N0JMs7J+ooGwFZ7v4h2KC2wbNIoV1U5/ukcEO9PD6+oxzl75c4SfMsyqJJeEfkwEScpKMRtIynlCbANBuNbkbZNLz8Z2Bjmrf6VHtWRGADIKJeTo5ylKP83UJVIwmLPB/n2Xg8zsb5NBlD48insqZP0ufiZXSX3v1jsNHopE9As/GY2sXkjbYx4ds8ySWeHB/oUY7yN8BGEgM4yllRlPl4PBzmRQH4uBuXRT5+wqu0KGc5ghb/mJHS6hEPxhSiGGBDXomMq7cViBxVx6Mc5W+SBI6NFNCQl/kQwDEu8iF+5mUx/oTfw/G0mL1ko94/Bhv+KE0UbLQzOFmyCOc0vk/hwk2pHg2fxveT9Kht/GXLSneKlQRZd9M0FEc5PNGTLE7iaQTXeTqNErwpgwg2bhpH+APu6mla5Nl0EmXcGF/B/xP42lkngO+l/Cb87vy/k2UqnTCb4uUkTTqdaRZNsWe+l2FPiPGlWaeL7/Hb+ct0moUI/WUYC7Cxp0mU0R+Hg08ibIDf+Ifv0sufcpt+BiP8+CB/s3CVnpRluyghxRCwMcY4KeQlVY5hMSvSwaDxT8GGO4CHJcfZ5MUYoyDJCkreS6dQNpC7ivGZpUcr5a9CjTQvZ5Cy6AA6oixOMWEjzFSE7bMwweOYJn15AP1unKIGYdKFaz2K8tmsiCSAn9LVjs+hzUbFrMyBHsmkm8UApCQD+CTqADhCP+1GEsNLACDuFG/F0SSJGEfrToEN3GfG/RJdBMJSjIyyiMJJDJng9awASiGZgC8AJhWYTZIjbPxFsAH9AjIraJ3MX1EAIrPi6du3838sADv49g0DAmpQcZ+V5TTJgWZFNhGjShDkCUvZETb+GsH8/zHDaPgxm2Kuxt0Ey3mWiUesn3Qm1AuSNImIJgjlR/1Y7N5kiin+0sUHnTTGVlAKZL4XP2ZZCCTArrpZ1p1AxUhTHmHGo+QTLAVEmCyNcAQMQewy4f/YNoL2gF0QGRJql/Tl42dSzHBmOZN44s5UsCoCgOBFkASJ6NLUP44P8i+EDTFNSno5PuVEj2IM6MgFNv45beNy8A1owNPJx1hFnh9wUvkYSgeWHqhG8OUO02pcHGHj92sb5Q/M3rzgQj8tipeigu1pgr+g5xXyNtXTadTHJ3hO0EEmnRRvVB/kwJgJHhdwgbvhpnHGD14mEVKGRInIqXLkIXedA6oKlkDhgfcjdbCIRyv5be4zStR2tD4wIoAjqRyHsFHyRTLBi8mUX80nMfWd5Pgk/xrYGOIpfRoCOko8e7g15kpHqbSN8J+FDVErxvnTS0GHBoZm1psW0/FYRsYYy9uE6WlH2PjtAlWgTPoRUCCHk2vGaS8mRSErepzP34CykOXK2MgRMY84xdXfeKOTZqJSlOq7UAny+U5En5kVXlioPf0gNIjVAld8sdhlNv8mN55Up0DnhWwKOPrxY+WAUzk3vImTh0mT9Y+w8VfCxljpGIAN/AV4h6ZRFEPARpr1/qGalClh49sT1Z5i/PQ0SHtPNE3GWTr4FhJA6CuF84OZ5kfY+P3C2Zzmspj3S878F0zFspQ5+oNTE750ztQKUApZ/LuZGClTggn+L/owaSptQ94pYYDA8vkxy+HESHLREaht8MuyGQ+Ulz8EQKqDVcfAPgv5NvaSAxHymbJcuFU5LX/IbuXccgVTJY7dmTu/jvK7YeMJQNEez42UYaGMFP4Pa6A7Sf6xmpQKNujKGE6n37KhwMY9XiaVb2P8RG3j2xE2/iLYiMRpWSalrPQ/4LSgDiIOyrxSAIAKP2SSYtxM6ZuoPihDvkimcTrBTO5wb31CjSAF99mtFJFZNckFd2TmAwNk+mdiJ3EvlQYj/ydc1GJkHOFD+rkKwRHAxxSb80WBEy25p5yO16O28RfBRgaECKdipIh1QrxQLlHAxsM/mLdx1iNsDOHDGKPSbjBldDgfxtNvQZYNJZIyFt/G0Uj5a4wUznr6REsk98zSWGb+tFSwwY9zCZpM1az9Qc8m/ZDzD8Rz0clTmjMlJ34elgIbCingdYiV/YJhV1T4UXD2x4tjZEoJyQWBpkqrQWLzBFgw7WZAh6kyn2ayeZgpvYWIIQJwmUzj45P8a2BjkDG9i8mi+VAC9UjfkKUcT6tAnfo/BhuNflaleyErVE5YJX5JkQrfXqaJTo6o8Vf4NvJoSmUCFkOZdTBN86gyApYKQEe0gEJCLkXSn0zewAZmeJZWm+eThbZBhyW8G7IzJGQkPBZD/zBSStidCjbKzkTBhtJVKtgo6FNNojxFcKZMc6WmyObpXNsoxf0K5UflAh7lt0qSx3Bn0/0UjqeZTEPOUZWWid/3fATpwz8JG8eH9A9KqTwPP0TbKGWSi31RVHN1lr8sbAsVK4GdkMVz2BBXp48Y7bRyWiARDGZFWe0EEVLBoE4aSa4HvZv0apQI8/JwpUKJpf0yXT1yMg25N1E/CmU38Q8gHHYpPlbRW5gWdnyQv1c6cBhNpzRKMuodGxHuXIzIODnCxuTPzNso564Hejimk0RMCczMRIIYP37kyuLAO+oTWCyIwM59EBJSSYgjpZr9OSf6NK++gsytRDkwoDuKrfFDPJvlNBVHRWW35JOy2rdsXMp2RdidSmB3VlRnkEtABerQVPlJxeJJ4XY9Jm78dpl2J2mITN4JUnNU+5u34waGC96Pj7Dxh9qwUy7ZwAy4PUtmWmXqb2RwlVz0S0KAOMGCSSHQQLOX7pCc/0uKRcYIueR0wIeGrNAyUZvC+sEOZVMMsTRi/RM2SvmVrjqcHKxA3kepHG5MxujLKRVpd4LsUH6QF+pU8kLZKol8V4I3RR6zeOIIG797WGQxCgOQAMjUB6bnrRsxWT+MUV1whI0/UjDjY3RPQJ44M7URushZ/5Ejz3Pax1of9TMJwqKXE6tEkEM6QYo587nZ4ClOpe4kITZ0kJCOkAayrzCFmSaKrPSYtQLQd6fIJ6Uflamj+IDp6NWX0w6ivxM5eDbppwATJpYnLNBOkGMaM21cUtjxLSagxzj6pC/t4PqiZUhCz9G38ft9G6kkC0v1AG7uZqRqitz+JE6PsPGneswxgzFEABmoRZkylplGSDRnI0lMzCxSsMFytalYGlmXazvndsqscICGzGtGZZGCzrozarVM/MTQCmQDNp3EFhhpqtQE351Msz5rWvJuMgmTaQeFi1MWyXHP+KwTEpgSdp6LuvE0xt6yiP3ecgAJNwx5Ot0+ax95FkfY+AtGRtztx9047hPg1z/s91lsmhxh40/tq4BpCOxguRrVBZSpTaaq4hizmg0l4YSAycIVB7BAi6DPqtP+dNqPWaVCOEABXDgRVME3I+APoAVZ5WFHMIOah+gq+IRhD8DCJBb1JoVPrc9MUkx7hFCjDiOuUyIUYYYo0mWXqWkKxQfAATubpbmTrNOHV5YVt5lgVzrJjkbK78aMlAsKnin/F5xfc4li5GCcBEfY+FMHCMdEIi9SmeFSBS86BA2Rqp2k1IspCwJgkuQcSfwc+d99ggI0ApTes2y2T9CYVEhB+wFbcP8CBf20agDDY1TWCn7EqmUl7BRYNnLcrBurNtQAiYlsBjsb++/TWqJSEhN3eKJAreSYtvEXaKHSoUAQY0utILVRoPk/qG2wFmnRhHjeOXlpe2eVgfVzkU1Xtj9U1Er18dVq/s2d++dUm0zS9ffffrtqi8jLSNNsLZ540HX9qnV/6P36+Oo1v9O793vQNVTb/vz83n83Drru9Dft5z3jTVw3k7/kuaQfmC/LeSNdFzr/GGzYXZWSttZcqJJ3NyV6r/yeVkh793/ggWXxT5Ld9+Pnl3L45cxP4KM8Goc+r5Vz+/nxVs7p502nfn4//oIneND+33s/33zpHffxd+13/jr5+ABI2FHhH4MNN96Glu9F0Y+ibrUCfhh158fe3cpV7X7b+b49b/UrUyr6u1eTaov3n/xv0k4Off9X9Z35hr+qNX30VvzG+/nTXfzCng/a7/zVLzx/Du5/Lt3LjX7Hkj/5haaJf2WX0kwFBw64ADkJ2O/ijYo/cF3Jh27DZMk08ZfKZL8u9BtPZPKv79T5rkd00PbvfZK/erupbfxzsFF3fd/3/Eq8SlqVzP/294nXcineO0W+4x+w/x2yeo7bJPRbvLpg22f87mI/ATYJAtf1Ax//3PdeF7dpvesqePz5d35+Ddtkc28/f99t+S234fo/uwCch7v/hvN5tXbej5bcrtZCDnl++56hXFfL5YN0993PffuRI/FOuHy1bS9v76N6rF5r/37ng+Ww/cp3PjBfFsfDgXhu/xxs1OumZczFrGTX37vEtOrgra9b9julbju2hS9/WCxLTm7X/o26beiW42y8z0uzlset1S2tZjumzfexu/n7h18XeLVxJe86cblxdXzx8PtmVbK5t5+/r9flKM6u/TbqhmHZlrH3tE3DdBpO/af3oW7Nh83e+zHfbu/d5UNx6sa++7l3vMmAq4astW0vb++jGg51Z+9zkcdoHrxfdYvqdfujUrcbMrL/KdjAXbRsc35Z+4brLmm4QRhF4bslwJdc21FL+geEKwxBYef+4yRwgihYf5/DW31biR8GdavlOy3LiSLHWrx/+HVFYeA37IPPm/vGSIMiFL7ntn30PjV8XMVPDhUFDcf1Wo29O8Jt+9kNkbsV+K05cfre86pk33V7DQwS33X23c+DHhROEJs2qq/9/HJxUNvxowMHgHfofnmyGHQfmDErj8ypN/6hNj3Pz4RI26zWCUeWbvzg36JlmErjWKwku8QLO3GSxGsitPVxfH//8IBEIf65tgEcK1GrvhM2oL5et0WoybrX1+sbULsGzNdXDrjY9z0EfQrGYfJ0jz/fnFy9TtjwWldq722UJLev2v7VtR2i37+Nd1w53vp18XpA/P3wcI93k+XB+kjoi3zH3Dx/7OqKwqG0PP+WzEDHDqM3u0+SAf8YUvjXxh1dv37ukTvmEXgdV7tuZNhH78FOn8fAIR7UAQaD+f77odtoKZsB+6TM70z7Wh0HR8KHDc6h5a2snmuSYIfx/WgwwOXgoYbBEjbwBHmOLd6GtroZrjxJOdJ8u8X1J7j4h2SAXeN3vLi/QGRALGCDJ4idYV9N7oz/y/6xKw7DpBoEI3kx5D4GI3mRDAZ4Wx5bP4o4lF35mrou9ZDUBeNFY3F3Yd/adtBdDq+RXPVD9ZTmb/b5FHtRON/v/PGooTu/lc3FOsWTbYWdeGPCyD0Y3as9q3FwP6pG9cpw6ONRho7p/GOwERi2jivC//ZpoLXbRpuTBn/r+K3bpg6NfjjGqyvNCIyzXcpmK5K5038ro6A3eBoO7+5IuDIM70bdtQ36nYSL+y7xziO7uuMXFxfBpX+9tgEsT6yRTn1xQDxBzI376Kk9vps8oJ8a+pq0x3gI/QE/l+N3O1HdafCbV2YoY8Uel8P2GC/CRrso2kMMyRA2vOHbTpR0usnidHujSQ+7Ho6H971BjwerLgNX3nUNb/38L5phuz3kAeoBVsxwfv4eB7/rWH4/juJ+NL9vg4tvvc7TsM3hMo6Tb9Fg7XYFdZt+irn3gKMel3F9FeL5NT99arfF+7D0LtCY97lUR8hTxnGSsPPt20CG43CcXHyb778bOUbLa4jZfAPxDYyET9ihPQzNy+Dy5vrqmga+X6+HvNoIlC39JMatHYcPT6Ha393F5wEO0Ym7rt2gR6DltfEdniNugz1u2+HQGA7NZoBjeBce7rdH7Hbsxvz6B4MMO2oO0hC3eHgXza87skzcMt+NLs49rLQcEMNQx43FeG3fhGc3N0CPlnPewwR/uOsR3LkHnJ+LPPvhJ8LG7efRHaY7Ml87gUUAwuAhSOBXcyiDLLQ/fcKjt9s3i7uLm+2Y3vz5jKI09e/HeD7jEKNgOAyHWXQ3CbDju7v+qLfYLx0cuJVq6GLvQ3s4tNsXF/MB4vrQa8P16cLxRTAf3WHXT9Fw/OkTLyK5GclChU8WG+I6I9ey/jHYaOpX7Rz9Covc1r0ndBureo812+hcOAR6GNKNrGjrV2bt8r2wcZc9hbjJ4Z20JJrcvRc2Li50MszgdJoX5y2M3gNhI5wOx1ftcIymzzhwO7yPOSQ3YANqBk+sbYD0ir2TMAZtabs8tL1zN7A3YGPUGwzijD0dx3y80T7YiM5t3F22gNTOA9/298HG52/RcNiWFuXjdvRtsA82rtrXnJhXunwFiFf5cHfCxl1nMAjZRh/7H377vAs2bq5w3qypxRy6ugkCTsv2Kmxg3Uv7QTtE159wfr53nzdhA1+6ubluhoaNEYa7+wkdJ0O/cXNzsRU2vvltPohBm73v8nF/HTbOz4OwDfUY2zSNIQ87tO2zm0s5v9Z5nev3HWBjECRYrtjpOx4kbYyCfIiTC3bAxkUTSyPa+hrD6krC6u5uwMYg6KZjDprxWJ0i8OYBFTqEjYdBLzibw4by87a526kx5gjgKe+DjW6vN0RH3+BmyPsaSlcNHOAue7gDbAz+RbBxpRuYmOyJfFUzxmiqLv3jyvJTc4waKttuVxXZhW5e1xrvhI2H0U2T/cyGbARVDsPwnbDRCq45NtDJqI0pzOG8BzaU3N+HHMsYpwoEQTO3CzbyqrerFIWXhh0KbOBhNb3z4OpqAzZGYQwmKpSPU43EaNmrbXDMCuxGgX9l7oMNqPnsTz1jpfo46vX6B8EGbK1CtQneBxsY3r1BrA6A3rEXu2DjigoYNwKSBt7lJfR1OdIcNuKkG3W7GUvq88UV3qXRaIu2IbDxxHZU5DLFLuUYgA1vAzZ4b2UyjqWrP3ravoWNxuWN376SyZ3bQ14yDmtfBr6CDWcBG2mQjrkZ6Ii6Q96cYjj4HAXjXbAh93wo18xdnrjbtY3+oHd3h4GFbdl+l/1Gxg93o6jXvcfEHi1hQ4VJ/DYBOicAs8Nz3gz3wQb1jGhABgwMsFxuQj58CKLRw/2/S9toGyd6jruA5+DXhjNoG0Wz+QlA0uR8hbqBHzZGRtGuXRvn9ffBBm4mEWfIBoicvaP+O2HDqgmVDL6LCX0wbAA3hrm65fLQxmG8AzZ46UOqWJ/GxMah0Tbzsv0JfV+9gOrBGmzchxlVRzaz+DQehjBC98HGebstHFo4f92PnP2wcT/8xFtF5Qy4sRc2rhVsYCqRC6XSNlZO4C1sjEKM7ie2r5XHEi+G4RI2Wte8zcAjjFxuCLvHO8XcBmxwXxVsoBVEJ4zkHsvw5kQeh7jPO2CDg4mwIRQfmD0CG61N2FAzjDxCpUydNdi4Aj6Y9li6fjRJH8JtrnxEzwXXlrAx6GXhUPqVwVDJhc0sHPTvHrbABsaU15QuR0OuMmRqhkPHU7jRWoONKB2qUxyrU2Tjbr836fXie8BGtIQNetO9oC2b6jDlxnw48Mf8HDagswyHfkedzZBPgMrPQxiN6JX6V8HGlY0FVmCjrdMVUBafBDY+UckYw0ShytEcD22jVns3bNzJcBkPZS0fhv13woY3aGICQdcEbPgN/+Zyn5Fyf68MlQfV7hK3PceQyHfCBq4bF4r145OcYRO+7aK0mzthw4dBqwj2CBt3+7SNVtC4Ejtp/Mlo1/yO0/o5bGA1G8twoZ0E78yof4hvA7BB3wZO61PbE5ehtws27kYYmGJ+cBX0Jxuw0SJs4AhtwAZu/KyEYREwqaXVputxDhsh8uKSUHrTkdC45CSC7znZCRsgdcAUbiu1mysAfBsyLd/ARj96mmsbxaccj29d28Act221l09sm42nhol/2QJu4Pzseo+w8dDD+p9FoWgbw+FQWd1DWGh399tgw/WgEhOAmrk8q2Y7pCOnGmBvYKODac1LAWxQb1JPqZ/Bcu12tsCGzxWPhowMYVjr+2AjAMsI1qZirnKJsnIHT/lA/O79fw1sIIrSXoUNGin87xMJHrlWQ7dq201DRzKD9W7YGKpVRpgecN+y98LGObxfnziPhkbzHOlY3s9hg8ETGKCDbkjzk0NZLP7hT3wb1DY4SbH40pdjYE6RsOyqASMFA/EtbDzQvaqaz9NbtR82vKu2UvaLdtgO3Po+2BgFw7HSlDls/Lv9sCH5S1AObGo1zbanjOpdsDECbMB+E4aF8fAuXIcN7vGGPkLChjAcDNsmVnNaFPjkZg4b+EI86cPrWM4UbHCI08+/BhvXcyMFwAEYalNFgK5uXxE24Cxd0zbgDJMVHz5E7rFY1zbcc+TlXRlNnBxgo9kW87VtnwHXcKyrM0tg4+5ulCJyJABcUC2gBfopHCMysQ4bLfeGKNlstoGQnzDYRdlBQOB6nlb1FjYSen8FIwkbos/CKYyhNYgBG3cbRor9ieaUaWLrwryx92obMFLG4zs45XiEoTIT2+M0VLDR7f5bYAO3yLhSsNG2jQo2MI0+fRIbn+Mhp3MZLiDd84x3w8aQiu6nJ0XucH8xeC9sPH3iQ6KvgbGUi/2wIfgwSsT2VKwSZItSww9jZsO3UYjjZagcv+MwFIsSjrYWXKLOukv0YdIWrm+12mF53Qcbl2f0n3GlxbwO3GAfbKSVtiGegHE4Ogw2vGt7yCH/idoGlQ1/J2wA6UJxF4k6Hq3DxrXAhkfYGCvWQARTfN54HAQzzKtgI40DUMB2uSDCh0BTH/uDBzf5KWy0PwlsGPQobIWNbu8u5AL7oBw8MOvXYCPgqSA0AZcKA0eiTrSvWoGvYMOcw8akF8VPvNCCk4/3H/c1HhLY3sKGeHIIG7iI9if6wwSJdsLGPWNGNGcJG+rwwyD9RnXj4eHON9dcorB3Z7l+xps5PBu192obk7swvH8ICWKCTopuPo0ENh4eRv8e2DBN3H0yP7VlpYVt0saqIKNGvNmcsjb9zLr1bm2DkWeuMviJVXocfHsvbIRNcVONPzVDDN7zvbCBsdFngB4xFGI1bvk4z8ZwQyvUWIcNxAvGV5hyDHkiAIuoGoY043ZXVwjABla4Dht3d09D5XyELz28SfcaKTdthtG4PLURnAm8PbARJFBlMRi5OrXHo4Nhw6R2AH2x3fo5bCCYQHVJHWDoJ1thA7sMOQLENY59BueCG6uwEZHPOhbYyMWaIH4MoqcNbaNF2LiCt+wTxwF+ibbBGMoFtaQ12MD9DUXbCHPx2a7DRiOAvoFAqYRG4McWJad9FViBxJOWsAH22wAxPEztTxVpKuIj8VNnF2yETdE25FnRMGMEaBts9CK4PubahrKjoAx8u6hg48Z8G4C9pmdr3A6u+DgvT5vtPbDR5ePp3t8JHMsRaA+1u1kFGw//GtiAaXIFvyAvz6BLA9q6wXB4gdOlb5COpzbW4kK3A731Xm0jFG1jmNxJZH/w+Z2wcT3UOUuxLvKU7NBpHQQbA8T9x+NPgnpt2hLJvUKNddiQNClJ85mn+lzPU35uZGquw0aSBE+FNPoH7U0wGu2DjbMbu2Le+2SH/nlrH2wwkCIuUdE2st6hsHFlixG4GJa7YONz7y4OlUsUBwjTbbAhu6Qlw/POmUJGvIaRsgIb1dfESJExzuENqvstsIGJed3GvKS20SZsIL6pYKO1BTaGgkQK8xmCW3OJ3txcyuMi+HDOirO87c6NFBO+SYGNURolyK/h2BvPn9cDcojWYYOghqvyQlvcOAysiwaBG7kVNqBOYSwKWuRy1XT3J2KkIKdxTdvA9YU8U/OMP9s3l/Ze2EBe13AQAzaIxMolikNFye+CjZrmarbuaLXaL8KGrmu4W2NdgXIhMZO2bgItuPJSB1VNrXPd9nT9nbDRR8wctzZKH+4+BhttscO58hhXN1e+fX2YkTJgAEeG8zgU2Ohvhw1YtlcLURmHCj/gZmMR0zps9INRREVGxk2CSMqevA3MNHMsjgQmQOzXNpBT8TSuXA+I2yfRwbDRVgrNHthAzlMPSVpFdYB+tBM2mnrlAIGB6oYVbFxuwAY2yjlC2MQ8vPMf1gKwOEGBDaZ74QSZ+cQJj+lztR02xjAUGNOdc1pvwsaNXcEG9X8JlbR965xm1Sps9HDrJqFMvLY8r2LsB4PBt8EabFwIbNCXk6tIilyzbeyEDSSmPNFIAe2RuolIJOvvho2awMYlR6J5ibD2HtgYjQbI4h08cIDlQ/UEgO6dnoKN0S8bKYbuc2vjl2EDSaBX4zw0Pgl/MZxBRW62a3pYACea+himCz8oQh3ieu+FjdQnIg8+S94b04HeCRtXko8FGZvta9vzWoe5REfhk5gSdPvd39+p7NRtsOFeIidhRZixsAIbzY0s0WyC9CGe1DCc7E/3ug6wwtDdj/wxTGl3L2x8C7pPzG7gN8L7JN0PGzK6r9v0AQM1rn8OG+L26UksqMjDaDLY5hIlboSIJvAsiESADY9mOmHDfwsb9/Q8hzfqCtspcHQrbMD/2ZR0r6Y4k8LmTiPl4U4oiIfVU183UggbwHcfexk3DUnVQ3bAdSPyeX5XZ2dISiFsIB2t10vDB4Q6wpu7G5KSMkeZs3sbbCCUIvevrZ6VpNS3VI30errX514v4bZxOlQZacMx8oUFNe7jaMX4UbffRdLx0L1EtuMnBKSWeTu7YGMgsDG6G/N+Dgt1X5MnZttjfo1+h2/D0W3tV7WNDPfovGYjvxzDOkQgwdabuoaKHA3Fo6HNFPOhrgN+dTM0dtsoO2EDTgZcOmGDtQbvho3WNTwvDHfrhh86TuDugw3k4OLej/qTdq68fveI1EeAje522FigRrU7lwp1k1E5gQ1vM90LBtB9SDcIlq5euA82Lk+YqzwUIGKUY5+Rkg4iZlXj/5DjsX8gbMDeN0NAftjap20gnDQIGaegi3CwmbchuMHAccjqAv7nOy4iWFKcgvLwNdi4x4mO7kKUDyCLJQsGgw3YoPfARbYvb4GFEYZx1sMNbqsA7IaRMsowXZAAgtODq+Fu3SXK/bX8AKdlhGFVd4C8DfE+Xl+fnc5ho5cOevEd9/IwGuN3G1HM0d1u2PBDQ/LURfTQn6PGOmwAIXrwmYwf9HRyI09qOIYu0OvHTMfqbcDGwMLzvzh1mp/g0T9tLZTBXcnlcCrzGT1QRULC8Cce4D7BXf1NsGG7wshp/bq2oRv1tlELjPaVZodGC4aIgTI+VLQ5dd0zrwyUsZm1K6R3XDWsdxspo7sI3tDB57u7QTyM3w8bwXndajKt36NDFAUJe2EDA20AhIBjAGH9T0PUGCGIvxM23BVlg7vDn3Crw7ggnmxqG/f3HazY/fDmZowkbVRl3O+DjRsfUbh2yGXy2veb+2Cjl6UI5iDKhwQhJNV2DoQNxHmpu4feftiIokEqw334NIhGO9K9cG7nfqjmpH/pes61BBcuLtZgo8+F9vM3liQ+DSeoqNkNGyhKMc4vmhhIPh7jDtgYPd5+HmCa9Eah9/QUjtLRGmx4F0pY3zE4V7O8EYS6grXzUwIDYOMe+NvrPeBWDkfI64xYyjYKgi1GyoWCjQsfGGTjWbWvQkScnYUJuJ7uBTR6QrwtvhgkNIAZ2o9Gae+OykbSC+prsAG4tC9uT12JA55e9Ly9sAFTnlYKHs/nnir1iUHEycLM35JcbhY/fvyY/rJv49nWT3H7zwOEqjUUvDbrda9hnp34ro7+C81aeKL5du3GNDXt2tDC98LG3SjGaBbYGHB1G70XNoKg1cR0GwA0gnM33AMbfeU0imO4CDD7wqzbQ1gFJWejHbDBaoYlaijY4DJzKbABnFqHjeQJwTaU5j0APp6Suz2w0bq5a9SC0HalzsPbCxtxh8MjvMuQBI5I3Di+/zlstOawIfWlYbABq+uwgXwswsZdiHq5eDLqdXdkibYGF6dBYF9f+975Je7GlTgJUU34FjZo1KNE7GlQDfdsI7n8mvcYNxLaxs1NcHHuy8+g3d6a7gXYwG3NPt8G1AzSQbALNphlenuBWa7X/XO6jNZgowcNoDdCrHnY692Nvg1grNLlwQVlFTZ8BRvY2QVQ8uqSuWSIeIUNGRtbkstHGDsxEL03/XwBBWuYAI6Qys6dI51ssAkbg5CjyA9D3Luz89Y+bQMeUd7HO6qCt7f4hQJ5DOGE1vfvgA3dEdgIfhk2nMbpOaDjwtbPglCzmrZu2if2ydWJBmO8dn7aCs5OTm7My5bfAHK8EzagdD49DcfM5EclbLxRmbUPNm5OMK0b6NGln136vmmG+7JEu5VakTzF90kcijE/GuyEjSqSwvFB/bEJLcOdGy9bYQNuSqipyH5Aae+3b1hr9kVSUHwVAfMC7A/pC96evI37BAdIe6HkZT1gOTsUNvwr2zDdc28vbCQoSumF4eAJ5RnpKNiEDYmz3pwhQeIc8zEIzk9x7v4O2Ohn/fvo8fPT/WSAgMII1bAbpWzXFWwY5hlnp2ee4C9f8jY2YePhLgUA4fLvxtNBOFzC2jwAK/V0AU2L4OJzz675SIS6OD0NrmH2XLeWsBETN7qjh2Gcfn4cfR6wmhJYH8ZbYYPn513Zl6du4F+bZ0g5ZbKtJNmv52083FMXHDZQBQhP+9NTLCOMqMHhfbEOG1FwwiGMRK/QCm/OTm72wAZ2PxTfRtj7/PkzXHRAZOjovYcHBRuDX9U2bIEN952wcXKi4AJf0/UaYcM0T09t+/T0qm3oZ9c6KsZ02C1owXHVYM28c1Y7A3CcnThn2pVfe9O4yGYax5n8J7BRdZ6Q+Rl32YSAFZdPqFnuVdrGurLBCd45O6sMSS6aWIba82QZFVS/vEZXlbMoMG/CG/N6tWNh63InbCD7+SnqpYlMciwI3Z/CxtU8/iqwobQOpXesGyljDo40QaV09i1i1uEe2IhMb3AO5RRTD/jX9PfBhgK7EZZImFsPd3eHwsa1jVaGwTJSs6uUrXNPE4BZlOFDD9p1fwdshLVzKngXSLEHdlwGu2Djzk+SzwEaFcAVE96NbzZgA+u1mpZ+Wxb1iBP+wpnDhjThgP17z9gj4tlIi0GHhSi58/Gb2WhV35TIFNi4ZNTD8y6wz97pxflV2AjPdZ6gRNCvnHqPzUSQ0pbCc9mLkvsEC0fUA8AjByAM7zgEOiOWnJ1VsOEpPRANDpp+dHFxeQYF99yImHnBbhytBmGjxcJ11q7D7Bnj9IZ32eB28HCXhINI2nhIoBDaxgZsyCmjrN/2ezoisMEe2LhfwEa7//n2NrzrPtHa6nWkcP43aBt+Q2DDfzdsnOAg+HkCaNBrJ8/52c0J+/Cc+GbNDYwr+EZRPWHautVo6K5mMs9Wuzw5O1MNzOosgT0/t7ESNSHn56dn6j+PCrBqxSPtRdi8BPeSHklo2tLoIN4EV2yZRJenHK3BJVwJzabqUNCet0yk4anmiDze69XujZzal1tL2RYAtvH2upGiWtJct1a0GBV3U71lWhu+DRYUKVtoICN6D2zMu2Qy1/j6zXTe7tu4r/bYVVGh+32wMT9fscNb3j7fRnXKPP23u141Uq6rfa0g9CIuu+7bwG4QFuS+2IoJlWLreRvYk9oZy+64x5srwaZr2bfKkmnaTQQvReauP1ShD6p1iL12HkLTBJYDfFvMc2fNvSeZq9W1V75R22Rd8j3SvB+6ffmq7IzxibgvMw8jEkkdSALnyIH5G3rXHEVX4SeO5ovbyyssFze0jSFhgBHp+ZcnN6O7ShR8SGbISH6KJnsvuaP0bay5RCVrBXWBrDiUusN9RooaYCN69unikKrXwTxE2P912HB8wkYe2DpzOLSaoTlaS4cd3dc1HX8ahmy1CRs1JGqc8BeiIycn05fLkxOzpl/p6MNjIsaKoAo86DpCKLouLXrwAh1aTs/O66rjV9UP0SZynJ/XzypxpedTEtMmULDxSNjYvDEbsHFH2IDLE4nXFWpI/KtSON40RG6ttX293FUBu1PWYWOXdTR3k65HUnbJbtjYkf66Azb2yRbY2HOct7Cx877MA7B7ZAM21h/oGmzs2d21xLsxYzm5CRZxNdGlYVbM4SMz/S40DcavLze6FS/avynYAGNt3O3Cq9GVSvP1teN+CRvs/tuEsylg1T2jRsMoOD11r9mB+ubSV9ov0m0Rpjm7DOeowen7UMmoq05U0Eg6fW0EYHfKLtg4WH4TbAAgHKSH/Pgxi7Sy6CKjw9J0Y2OHRA0oGfglysbZ88tFzdYRokdGHoJyaFTDLiloSIX0JPyPKAgi37Z2IhiBx2uuSdU70Dy5CasGRAT3StsYHQAb9yPCBjWXuTlZCRF6keO7EOoX0spNBhuWiCNs/JdhA8gPDQdDS0KjEm28f3iYL+xMoCJ6ADaCMwvP22/MV5UrMaUub5Ygwsd5fkoFAEr9SGVcjja6yWGE3kMtDjne2G4cEZ6Qi9Wdf4mSTr5GcNjBMlhZrjg3Dk7VQZG9+apGgIvmfCPRYhVsJP892DC0jKAB2LBaP36UOZwfmmFr5ronlXABbUSjWgHT4/n5HCpioUqLq4Y87FPC3Je8VCXi5fjKPDtX8gYzTqoeowvYAG70540P+cz2wgasl1Hvst4UkagnXYcqp6dqqKZkYbRUn99cSxO8T0fY+G/DBlwn8L2eXhA2ZO49vJG7x8eRjKXozF6FjSsBDTFScYwgqOIr56e3+MIdU0UrnaW7GaqAu3wYVusUv8lXPqbC5Q2GVIjIHRQQNEJEPyBIIDow4k5DySDnSSbDt+0/F0bxfxE2XLsEZMxmP2Zena9yZaNYW2GDDlEkdsFYeX72kW0nidgF82BZPM7KNvwzBDZYQJ/rtbOzUxGAjLg40Kycpkk14dHZ3IvEPMHKgAc3kipfaS2yBzUeARuOLTsRj6RbaaFzuGivJ5tXq4yClhsxuI+w8Z+HjYW2ES9cGtKVZqRgA+m4MtJuLqXxMMfJDRFj7t9qzXHjtEcTpNddmdLreRFMqIpDu6keweUlCp3RyrwHVwb2dKr2gtBM0LqkMk0Ph2s1n+Rstsgcn9jHBBfv/9dgQ8Ofs8xJf8wSLcbr0tTqmgE3xxpsiLJxMrdSQHgQ2sQHdKYpWYbCeldjPEPHiSFqsJAVj9pTVEHCI6Vw43wu9foKbJyfEzZUZv4dcGPuAD0ANh4HMcDh+qayUOcq5wI2rt9Im9F/UTiqVzdH2Pgvw4YEamAIuAPpBHcn+d8YRYNqktLvSBdH3KnUUcLGteic4hv1KouWB5KQcUSnpfJqbAUO2WvSC+uOjCfuyA8uZGgHt49fv75Qvn79enuL5Kzb29uTs8ugZXlqT93RaB01KnP8EWMeKUrDsP5fgw3oGRl4T2azlmYyyjJFrduGjcLIK46iIilY5O0cVSjEBzZ5aaP2dchuCOPZuJASP8AGDAG8TR0DxgwjJ3MRRyhisMo1etqKRsqboQzT+/Vk2F2w0UNb6Waba8Y1yiPn1oi4OSTVob0mVzdqW2nTfXOEjf+4S1QCsBhZNE/uVIBCreED5Uugu4y2S2RbAAv8d10ZJ5eX0nrj7eBo2uGdimoopoD7h81lCrrwqAOeHDWSqLrCtLn98vXl9X9v5BXw8eX2NuBQ9/sP81DKiulDt6sc50FpG/Dntv9r2kZj9qOAdpH/mFHJiH/wr02PqCb+UEpN2St5fnlymZUvZ4+vr/z3nf+//O+leP3+WLw+vsyys8cS0Zaz03VRsCGCF5aCDeX2JmzQcyT+8J/DxghZYJ+aV5c0PJY+jNZ8aFzerOgZ88wKiLdQRY6w8d+GDfgdb+yzhrRyFPt2NI+cxqMV0huke11LDs/cAXYq9oTXXIONOWQMq4jH/fp4g1qAA/mmfbXwj5w+fn3533Z5ffn6eAuEuh3NQ7D8/XC3cL7cV2QpzABEmHi9AvZfDxt9/FHXtOmPmW+jYGX2o9SobqzvsKYLaAAzdFDanZ59/35z8/j19X+v/9slrwp4IV8eH2+VPndqnJ0ZlqEcHIqjzg6fOkixgu/onrdYGl8gqRt5Vj+THpOSPzXl6TXonzqv6lArx+cCPqo/XbqvWuwacxEEdaboCP+XU+8eKJIR1ul0FCfbfrHcsCvd2PYIon7d0AUWHSpSlu/UQ0xnFJ50Dj3/Fk7ccw9GDYEnNLZ0HKlriHYeJ40a9QY4Vvf6IiwzADtRtPM+IEML/1D+Jnyr/s7LR59NXAfLx+74eG9FHm9HVVRCzUZEUntpJwswWU/MCLqEpyIglzSX6QI9D+nRRFYnq2JRjSmwsciqYBdwYZRaodZC1hc+CE7OUCOJXkTNs2BDz9iEDo58JL0/DTsSJVaZX1UCB2s0h2i9LEcMTDwdOFr33scGlgwn6PS7HxR2ZQwcEGseCBsMoMInsRU2TM0AbCSIu0bQPeDcqG9+vaZQA505T08vg8eX19ef37S1WwiZm39fofDdKk8SEPsSPuwvjxfIzHsC0IcVbPT2wAZszadh02YyM7KYT2/5fKAYXl4+3gaXS8FBMFDw4lz5vm4rwZhpkDzPsd8BG3xUHXxL1sJ9nHumG2LMdaN9+8VE6keubb+DhBKHB99Sh7ARvwM2bNd7H40j/7ddcCGlSTfZKaEDbrz9HIQBeDOTuL9zNynZydLEqzsL8rmtIiTUOLUw4NCpfAovMqYebx/l5231OwhSOA5OdJTyB2fq4T9++VpJNQ5OOVwQDGmLrwHT9wZQg1qzMfnLoqV0FKr4l0jzfoBfdHDx5eWQ8c+FE8f5DMMJKZv38bhCNuwLUZunJ1BWYSakozMLdTMg6N5LYun7DcBG9GHYwEiGtmGa79I2alt9G2VdjBSf1K40UmiTrH/TEm1DB0Sfnn59eQ9iHIQqL19uUyTyjoEcw7da5g4ZoJeAYyDYFeLRf51DmMImGRaVa1sGB//nDwwa0YEeL26Fdtt16vG7pN8/WNtoRZuMilukA07GyKtb79Y2upiEcdw/9My9d2obCjYc2wgBfVA4oh0SQ1Ui5fw+pnMHHQyobOzaTz/EZ3FUF9ho7D7PwFPFg3ie68NwvjJVK9rL9+BxFNwx2oYRAoDZWOe4Od0QHCnfnpiLPUrT0UPE2hGsyh3A8uIJDqW2eHxX8wPDwFjanAI7l1Hl7OhJKAYJ8EohYiH9xe3nz7dfvn8HqAzrqGrhle/V2ny37oTd+KPS7ZMF1TJ/OQBbMugaIJISoVC1pH8UusaGugHWAvg1LD6C3w4alBdoc6gmgIMDNeY9ZtP/VHrAjd7ZyRXMDeD+TvVGrSxqiXlZjpvXLyrB2LWNzoFCTYPLj60ofvfOP1sRdSb79wv0RzuSg6ezsCo7JhacDlSZ6NDzJ2z474INwipoobtxh3rArmEYBS7tir079htu+NPxDN8GkDCwHdE0vN3Xj8P5yLbaPwxfv972Ju2weX7703XulcYEFxWUgA0uBj2oFkma4ll335DsUk+ANx3KNpahr69vd7AiO7Tw15fvX3iMub4LxecLxyW3fv1+ewFtw3cb+x8Q1zo37HQ7HxRcXTdsHK5tgMq5tjWSks2Y5QUjpV4r8LKAh2OLtmFwc/QSPr14+d9fIl+Zdxf6LB9Bn/zA3yMBmvSeGLAxT798AMVebi9gpMC1YfjvEs+z6j/jwV4KXXs4y/3X4ZNjuO68R3jeNptu+/x3mDSwwLj86sHHAM7gQE6A9r2Bv/M60CwBjVXqVn2POFbd9X9yN1ot0EZ7SHWw6XJquDvvqzAsO1i8DtBhH087ss4dpO9S77i9lYJ+OjPl6bWc+fnBSeaHiA7WATCroLGAi+fnZ/lVYccuhJrL6iqGg1+cQs3Cxbn7novFW+AH/ocFee8uGN4PhQ29plwUG5EUjWDxg9nl/F2GxAhjS7oXUMMAanzd7rNYl9dKDrdTHk8vmuIqRcj2/Nyxfyr1czhXTxDbvTj9EIx9PcVorzt23T5Q8LRsKfS3FGzU984TPGIDW+8R7rBuWG79QFFT2sIDcuoYQtah549CIsuxzPrBx6kTH3Ecp16zTE03dwjcLAdhHrJ+4Ak3du4HzZ2QnYxgnmnzqey+vwAz2zJPvx72lM/Dw1BjCR303V/cBmeYBTauv7p7GJan5406VY1V0HhVePGcZdlUSa6E6PH6zvFYt616Y99zwTOHqvCO574uFh6t8V7Ged3YTC7XppJcLlJGmoX2GAaDKWs1KUwrN04fX1dv2QrSKrBdle/f3wUj0ACips9utYeAJrjMPeaDBF8/ZDK93sKvQSx4J1J7+JL4CvevCp5wuO/dJaOidv1gLUAZKaC2gpX/fm3Ddt6jbTQwQRtJNpmkyWSnpAdKtfXu/Uwy8LX5wHJRdHbfAM+t263H1zchu11PmY6L9y0rNFkQO72A8eWuKItBD+1yEAn4ujLcuGBi5AtaZOnn6jqIIIu5cPCy+froWrxwd/8AcEzL/biywStyrcNhQ1W2bsKGpvW1RlZKv+cirapfDc3Y7LfBdI05yisl4/klX8h0KcTf5Qf58/MmpGwxBmGKfkMDGCaK7ncmMnn4nmmm1VqidJ5DFJzq46+9AIWPZ2ejgaqDOdAjunCJ7ns8cInGh/hEE2wVeU7j0Mf+UZcoDGcPTTUOR8gqAOtN879T+o6rUkZ2nJUPNPaaweDrmomwWJbeLk/wtC/m+bpi/LOhgi2/q+hMFZu5/cLErjcKhEwAjPsJmZPEHUefaneEqBCxQwb+bl/HhrpxC5fNtcu6WtbP/sSYQ8A7jDcGlgQRVH699E3YOd7wzbBxeADWbzlmbXsFrKZ5cGbALLGgIzqabsERsuEaQQC3ptdu1T14+V6UxIYpnMtPY7aGj7L0Dv8e0N5thKhSmmTjZDpNBIzzPKHWRpWESshCE6nApKiextcvA6b8qfmZBqAYTqNod01KbwjYuPiyrvm8HRWvb8wptVml26ANtnkpXZ0QemMry7STekmI3m1RmPhopt1FUL37q+lecYCl2pgEEi5IJ0EnShA7Dya70r2cEKupCQdm2PAdLXD2pnvhJiEhgmc7CXGIJIySaLOV6Ea6FxQmGLlwwjm+BhiiCtVSNLDvS/dadK+KMmeSgeC1051E+AV3LXxvmx3U35vuFRoILrhB/VreQ2aWHTYRgnhdQ43Nxz9XN14WA+Q7/8kYfH55PhA9Xt/ub908ydjzwQnBTh7MBQ66COHVJKHZ8vxzP6k6RKX+noahGVxG7HuIZpBom22ZSAJroJ8motLB3qaA86z1pyeklSzppd6d7uUIHPjTYqI1dPo9Z/RbOBvahslM8hB+UDTnQgClIftqbLpELYZSbtU1fv9eFN+m36aFsG5K8/rgLvCCu5sguLlBXWIEKhxUzqOVYTQdo2v7w+Rp+pw/Z5N8CiCmGqfMQP6cw8bL1wGT9CT41e1MiwLzLt0NG33Cxu3X6iGuqDfgBCvKVz6rLcMpr0YAgilgqK1gg32RiMJpWpRTHjgvsyhBK7yo8+uwkWAeFQX2OoEfGzcMpOvp8rmvwwanrw9G9sxuNaa4g/tgIw6AshlOG7FQRUKbIoMsSfbBBk4pQiyzKMOiaE3K6S/DBuigO17YCZKskyHUmkXxFPgR/ipsBFZepFboKtggOyj6w95+2fLUhUK0qGQ+z+dGBR68kAAU5QuqLKcrmvAOWNhryuDLGM1l4UYu7mWy1Id8wQ4seGgRl6lTgwAd3gLU62Idq870Fh3VA6SwYvyil3HCIfPi5AVSWaLA9w6GDTJDYA93H4QN5G6h/r2DovjC0BLlvSidTW3DwuD0JTMDH9q5YIu5YaPAJUrYOP1SRUtHGHUxiWKKNglmwGuj66Gpo9mATjLi0BZGYvwe2qEQLw3ZzhqMZ2E7azMAnt3dZeNh9jCa0H+kZvLXz08L2CCjZxL0k53J5eish8LkajF5+f684pKagrpz9gyalTXbSBlP36vHBNi4mWsbhA3M8C6MtSkPDFKxWGAj+lXYSCKSF2K34P5ByBQ/gygB89cu2Ahsv+EHYPUBlR2uYK+2kTKGj/MtMHHJmTYreLy4uw82gnI2cfgT/9xsVvwqbKQpplCUxLmcA3Asm+LvKPtV2PDhsZ/WAlcxuQtsoJeWWixe4IrMK7MY97fAU8+XLskKLqp1DpoxKJMS3P/prIz7WSZezBX7+R0OfMx2LntZ1MJ0gVqYYtK8ycijmeGhx5ffzeZOUrK+4iAz6L+z15eVBW2xaN4iXz5AySc5IU1f3UdePNI03KXWuQs2ulUvsmycET+Lj8IGLA705hOIsGqscmVXjdzeiKTUUC1fGgF1E8NFV3NmfRlbKmD1c8KGel5fH4M8B21fW4jFQTc5G6OODfyHepsde3JD519FAUppdPGxpToWb4/JK4zf9phENKihDf3g5g5qyBxwF7CB6YS7B61+p5Ey6gE27FBpq68vWZoy1TBJJmk2nUwAZE+cRMqxspApx8r3uZUC2DhbMVKQJx2mmEx4Wh3CBhZtRO9/uSYF2VydsJxxZkMfANVEEDMjYCdsgGTGrXfKMvZMjHFtH2xgrsV9D/udCDjh5HHX4mgfK1vLICb5mEKNsgwnvw4bUYJzAMxitwAhv5xl2HcQ/BbYyBzfeQsb6hF+fx7dPVVuSAACW74s3Wtz46RaVqD64N54uEUZB1aASpB+kj4JdIjFTA3l5QDoeK2iJ9mkG1ldXGfLxjUbK+QXVTNQDxktAd0cajEjLWRRsUa/LJUi6NrVmT62ABvnF+cR+tTc3GAE4j5qBPfANfbDBitbpPM+1nK2yPowbDgoSOugvLUImDI+i+ox8kEdc0uWKDCFzXnoCS34so53G9u1jZfKeVlHBawoFCiQ/8Sf0rGnkNeldN6gNBUb+5C8m/Kq4i5iwT0J6Ye14NJ/eprP5K+f00icOVR6pxjO6WSXktsF614M2FAe9dfvkygKRaKgk3ajBOeAUfI0zJ6ySjC6kAgIDqKssmtuQcBxdi7tGtjOBaTGcdhRsEFtg/k+aeeXfRuYcN0kVLMoIhxB10De005WNjg7Td93sCFUxGIbf8lb2Ii6yJIKJ0CYBk8c/3fjSbxZMrYOGw3cIt/DlGxBufoN2gayzzAlvYRPd1YAwTJMz/5O2D8YNrwWzjFw/TlsXKFl8hw2vk5DH23P6YRM42L2QqrEVII7k+y5UirVz+/fs4gqnI+dZSVgwxE3RBQxbRBbTyZLr/3r7KeuUoIGdjfC5It83nPdLcvUXek+Wc1uP3Atn6fG05lmZFnMS8Whu+IDfsqnc/U3wLV50YUFFAqCWenjqQCR0gBVP919sPEwb2tG4jxQWo4/DBuc+UgZZ3nrVKWMAy+MDSPFV629MoMuDouw4bhbIikoYKudnVxWsBHo07wJ3jVgZwHy7mLRlydXoDCWll+gvSaPbfGJvLrFWFjp+TH+ylF0nxuhhnIRJObPFYDHCboOS8O0uMtFIYmjn8JGfQ4bXx/ogKZpCYUu8MNIwUZoP5E+hEj0QD83oWWYfq2cG+GNbS5gY0SLKOqr+U3YYDpdspwuH4UN6DCdBIbA1AUiJaQATbrRJNnJygYmMwMDRSmouEN7YQNnDfc4tq8T6wgd0G+i/b4NLGQp4CygtjH9ddhAPAjDPcTk6PPGq1W9P+n8KmxY2O3UM4MFbFwuYOP167egjcJpkBsMRkRkAILqZo0+XNNV2Hj98q3nEjYCwMakLBuew5gE3BChVOrFnUgZE/CVUhvA/+JPf33dSFBSSuvj6CYM6y3fxhN1oKu5wTyJflE7gsAIOpfHUsoEFzFsBzajmaVkqgVYiHGVTZ7GT1k1+r/3bmwQUYX+E9Q0QIZJzRHni8T8Vt84DDYeHtCOky6cD2sbDvNCaXMgMAKgyAwjQMGJuxmALX+USPia5TZTbQgbNX3TIwrY0GuXZxVsPJ5aOWGjzV6A6OsFoBB/E+jRoUN84rvjpoAFFCb8LyuQkHyX1a+SHPXoE3ZyeYI8/eoZv3zJBDYYS4oIG/HuCmHChmNFKkX05TFkaJIDLmj4MAaDsrzEnb85uaOLFq3yAyZdsJ1YOxxVyehfo5sr2xLYQO1tD3EIuDcUbMQCG7HMzF91iU4AG1jRs7ryPCA8AwrVeKdLtBW0bM9vAPcwImNtb+E8fSeh3C1Mh0kovo1utD+SEtbU+bj1svwdvg1Mv1zwtogAQg5gI56VbvjLsGE3ABuO01rABnkP5rAx8AQ2OnR14ZGlQEDk6nOeJk/Zy2r+xhNiyQpaYc6UKAHypSc8Sv7RRgGLSXMsDrc8VxoBjYnZbFuEhtGTO6Yzg0qp7taBQ9g4d9z1508eF7QU6EdddT69UUHnS5HQyTV9ytjA4xGWNQ66WDR98GI3m5GP0QIto17BnN1oNULrUNgYh6pF58OHYaNWExRAY3JUmkB7qAM2MOzXs0QBGzp9H4UnCslMorT6pod1FTb0Zi7032C1Bijgh5xrQZAgXsABhDxcxFdm4p4ZixZCLzfeEAUl57fahhEKbAwr2Hj9mkkiAhrhxwlnb7rbpTbqPcUgQfk6h43Ql2g/ahZCqx5Ab7x8nj0HwdnNvJb+WsLhcMt2HyvYuD27udLZV4ywEXJ697vKJZoSNvqMrfwybGC/yQTaRsaZTX0gzuCvDHcGYBvM5XZ8F5ti0XaDvQHYgLZVxPk6Q6wGX+oj7LmXcR5Z05hkdBu0ytlv0TbgUsGEgEqVEhxLMc3jX9c2QipdbrhwiSIfMLj4Ug2XXgOw8QDddCTaBoBTcIrTdG6LVn6DIbhaM9HgCBsBM/NZ3oM25Ajqsg4elWpPIlz8MmKH+CLyYin0k2UsgBfvvsFn5RCL6LtfJfZUjcsbrtArYRilyLDpDz5ns9dy9jzoYYihDFMSQlByO25Pvs8dhhidzcjyTdhbs9KD46mgFQnKSSvYG4AFYgjXRRLeDeFF/HgAFh3IyduY6ho9HCxOg/Mz2jBSdMCGi+ZecIy2BGcaUn+ib/FtnF1WMH97DtgIm0abPYdFowBsDJufiuFczZjBcSGmSbs5zocSGGx+ysd0aOCrsGvwLZAxOcblGYqJJ3PY+JzEFWxE9KhFWfAzbaNx2ZvDxrC9mLaBFdUB2GdTBC2WnKdXimWDD/xL9ZjAbXFVn8NGL5xgBsOxRn1/wjEIr0G87LPzYSMFRkmXsNGFCoPleF+bnvn3J0i/y+zNtjq72vTACYwFniePHI7+AUaKE/B8sF6WZQcDdMOl915tAyEdBV10PdIlOiFsdH/ZJUrfBurgltoGet8offH1y6BJbWPEln1BZaQs6KzewkYUuTVl+CVdRj9sxUEjnWXZlNqOSNwJLoKJGKgMxaFO623OIq2KBFzR4ZJYo9UCQM4KK3K21JytsrLB8/4N+yxA6FnMnntPPfb0Eh4FEBxXcaHbgK2MjRBuPwQCBeaAICkSOHwn3BuAVX0HJdtLug29EzakYI3/w1XRSODUqLvAiRxKhwH0sJxtRgo2jhTlgbhEDWdbABbca0vYsPPni/NmSNiYlZ/ovKUygSwOODsFL0pqZMCUXLSNoqmUkU8SXS/QgBQf6u22dXZ59jAePs19oo+JagkIOlOovJ3dkZQ12LhdwAasVjP0Y7i9nqHjnQdVe1H2kOM4IU3y5xXYsOawkWDc95OJuERLwMYUh8ak/2XY6IegnYTtk0wQU4MqcChsRHgs6IMdHQobMJ3LJORKD/WmE+11iTqBwfNx0Xe6jH4DbNBYSgFdecjYIRw5GcOS3i/nbejEA9TF7oUN6Dc4YncHbCCJzlVKP30uyPSVrj1k8qUuCp6UXk9xl/QIGylDcWV2N4/viieCfvU0ar7h44HGwahvzQr2wEZ/EBKmi6CHB/XcS5J71dyLBM9vYCNqOiY8Q7OR02JEm44dz43qrf2M84vWxipP9J2woSuLQia+wa7kJSKvaC9sSHnrlixRjE/8DgK2Lc8AGzr3YJo/hw34NgAbNvJKQI9ij4uxQXzI2+NiaCDPCxETanX4k6iBWGtbrJi2Lb/GiMOWY8P0Ld29PEMrpfF0FTZGAhtZUXSiTvcnsDG82qJtBE5Qh8ZRFEFWPnvn4bwj8dUNqB4xRK78YPGYbggb8f0DYWPUAWykSVFOcGD4rTJGNjud5NfzNhDXQUpVN6OfNj1Y26DL2Ilc71DY6AKUkw4s5zxhaute2LA7LjwusO3qReF1yvzXYWPCiYE0OaZuRCo/YhL9cpao4yPjCR2Gbqp0r6vrVdhoLGCj+4JEt6KIFzr742r1yFfkVfhZkdfzIsbDqLtYS9pz2CBrotWrpl0veSmm8HRh3D7FTwnNlqpkJh0ImaP0oyVDZfW8mJ7S2HRdr8NGch/S5glDZBQmpFsiNTybb4wHnxcOOvJ0gHuUs6dhYgbkbl4mDfRgMINDYWPRwP39Rgqp1Wp1AQ5VpQbtzJzyd+4622DDkq8XUgQ7k4jKll6iOmAjqGDj1Jii1reph2zOhj6w+GEjZcPUGZXFD90Ix0PdxB/j4ZXNpmt8ZeCzqyGyO8wrGwPgDMWfDQUb2dwrtIANWClptJLcvQ02ms4mbHh2iFRpvR+eez0xYVe0jeAUI8T3B/PHFNzYMFJIw4nhgpAHQqMZMixjeCOYZokXvwM24K5poHChg7z1yaavchdsNNyOE9S61qGwEbfgPUHMOEN2Oc58b7qX3wodJDj6TtANAis1f91IicPJpKBDFsM9yItpUuRi1f9ilqgddJ06+M7cKkt0B2ykAXI30kXgGUQpb2ED9qqThFoUtfQoqgdVoFTaSOIfYYNkyyLToBelA/TtWbwjHXaSUUXmCCbvZttbLFMdVwv81h7YuAcJcDi+C0kzO/UfpO3wE1OG7pPRG9g4d2+QK5meu3bgJ0idiJBn7rp6dDhsDH6KGj+DDX3umaizIzl0o1AzuwCF6fbO5aW8Mmu5QIxWtzbqXwU2wHkSzCMpepaDqALp6CBvtEKdBLDwmQIvanZo1MDABH+skDqC+hGsB7Kd3gazHt/Fp4AR86Tm+yh/R+fGudv75fOTgo0HRAjCoJ9GyR7YmN/xaK40OrjdrcBtgBa4du4FCyLSK7C2X1xgffG96kuvjwiUAzbuFGz0kf8AXmQWj8TdMOwwjSrq/LJLFAljyORM8B9aW4bT4FDYCDBkMMr9Q2EDNSnJBPE+1Ryov9cl6tXsyLATzQl1DYkB1q/DBgwlxDMRx0Y+G9RE5MEE0a/nbaAwFFXKgSOwIVy/jS2wgSETxuwOFi1gY7LShwXBdsTSUAJsh/XQ0esLT3NFsuuenfVYeIg5F5EzekLdoxfN5yGcl2gmx4EpsHF54y5pQuuhFzhWaO+BDekbin9YTRG4GY8fKoaGPrqXrsJGa3Ae3KCNjNtyWo7h2p7uhgis1YK/HjZq84pXwCBehIG03ZkUk5Zm45jrhfOibQQu873oGJ21DPpF7J/DRi3P62DuBj60mxfnemhodnhV02+u0FihXUO7DLBIhwCNqyswOhoafjb9tqk7bT1E8vq1X2s32cGgaZ+dCGx8r7QNgY1HwEbExpOdPbDR3IQNLKM2YhGYdgFyOC4Zfr1WZG0CGy2QdEafK9hAvlcFG0j6wahDGytUc3Q6yLJMI9VA+Jc7l6PjJy4F83gSpkmYRYfCBkLJkeu0DnaJRlNGYrF/6Ely7nt9G3gSTscM6l7QaET+rxspuDzQD6XdSd/vZ+g/lTA2lfy6kRLgclteBRuwD9xgsISNq/s5bCSx+LDnq/tdttr07UsPGfs++wSh34AftmxfXeqCzNGqmJWS7hOSXp7i3reUyCHcCSPVWp8jU2DDv/GWkQ2zi7amxl6XKJwNd/djaBxsLTgkgbGCjYclbMBvC9iI9ODSHjbhi2mFVog8t5C3oPGuzuUfgY2aopKvwdRgmnjVThh/6S1Bk83uXnlXPgC0GAk8Qab8YW92MAbz6wI2TvLcAicWORnPL07Pg1oA9eL8/OTEs2r+uXyCYwImz2uGh0NdRbru6OdhzTLqjTOksev6aXCuW01TYONbBRtfFrARsuo8iuJ3wwYMTQbNW2iJ7l/boDa4mje1b6JrOZ5BcwEbdzfm2WAksCELdNRB5DKNg0gBBrnHfzlLFBMHTcbx36QTRn6YHgobLS2oNzot82DY6EcBZmqoWhfGeyMpTHHkAAzqQYgx0fotsBFP4Yxlp0OgPsLA0iP0VyMpsDNrUA+ECanSNjZggwTC8D2vpLndD9/CxqDJoKjjoh+S44e+hW5dl27LmxN+NusVJzwimPc+1AIkgI0S/B1Kk3G2DB71oMdFWP7abIG49Dn5ukGW6D2w0aWJEwREItSHCxzFFanY3Rw2PhM2zk+FG7KJDimdeuBZPspfmXB6QAB2Saaw2yG6GzaUSxOp5dA2anWP1WpSH4/8L6ulbdSkEB8arigkBiDGiyS3a1vnc8DG7Qps2J51jnZRaBx+cQrUCK6u9ZZ5YgQnKOM7P6/5GPd1K4DXs6WF8LV455Z7rgfn9XO3AeyonyuGR4GNbK5tfEkrI+WeqY7IrttNlBIRNrobsGFEDcwFDDaETGo+zMQlF0bzAnEVB02LP79swMaAmMFK+T6XSMkcRGPwJO78enI5ZgPSyVMX6lMWHaxtRE7o+MY7jBT4NiYRoshcc6NofymbFvo4CDKJ6hoUwOBXYQNx5k7mwhuUBZ1p35/AG0qz6deTyxsof8WKe+OC2qYlXipvCRuXgA3mbeD4KBGhqbaMpHx7AxshkmGQEsNMYhPNCZytsEHGkofkPoHLAfQGD+Fd8jAnUQATErJBhAO23Vpp+Ymb2PCjmr8HNoAZPeoXvVR8r58HOOmhUJg+PKRz2LhrX7XcHmDD7kALMiIQ0EDR8kP4Od4FGz/FjZ/BhtEIZtvkBWv+urZh1EwVgWGjLygoDZMqywZs1HWkdM4jKZcwUjy/FiCb1LMCveZco+OcYTWALZ5mWW4N+ek29Ip61exuW6tJ4WazTfYcSeaw8fXziLXz3S3UvZvTLUK4amEWXm8l4VkKezUIzfh1O7xdwMZJQ7lE+4MjvdLH6JV+l+yjV/LIqISFPmhe+VGF+19AVnAvHKv99Wlyf59+XoWNUDUeevOc5s4N/EO+8R2nXkf1uLkXjqX7VVGw0Q2tZusgGqT1SEpl6yw9EMIbBxN54YV5/QLYwFlS2/A87730Sqsn+wF6JUPmvxH/2CZFfeESrde0ZJrD+THJUWkzRXLfFNV6k2lGd8hmC+Ia+vTUlrABDthG3aw502kwce3IsXRtmtVMO839LNamoTadhFO2CdvVE3FBzeaSGOBpDhuPozk75p5R9gBfxPXSSNkOG28EsMFM0eub4PEtbDzQJXqEjX85bAj9YuuCsDFXF1FVdPYgsLExVe4f0slPYWP9fsL7HQv70G6HAWCjczAz/DpsbKZnQcvFqfdGwzlsPAI2MEA/CBu/yMpGnQF+ihDpGrNyRdj0b5abC9+GpyGtHIkcTO1YlZkn/YedPbAxLUw4SzqS/4mj4yYVZdzS8pJxbPmXFVPc4sNgY0XbOMLGETZ+B2wkR9h4VyTFVCxKm74JIWlcFM47ms38L2aJvoUNw6SNYmyBDf2yam8hsGGYHlAi6qBO0zV8zcpnWb3BCizkCBYWM9yKhmF/FDa6R9g4wsYW2PAJG18WNcxn9ztg4+4tbET/Xti4X4WN1j8GG0zVYlGJIdQmxlzAq1arO7WFtoEAC9LWuvLzZVmxg73VtS29RGtGzVjARkAjBY3TG0XpplBh2KHDDcpCxx+ADeSc22VRA6Zo5m7YqLweG7BxfzhsNKJ5t7GDYaN1hI3/JGwEFWyIc2o+z34KG298G51/K2wgtTFbwgZ6EP+DsFHTt7Uuf8vK1qAxU2cj0brDKhTNNbkXX7U4rxubgRTLeAMb7I5aFmBngsEDH76jsS/lzO0IbOhlqaOWbDf/xwI2GuEabCDv9mDY6H19F2zckJN+BTbgVD/Cxn8MNvz29UGw8cYligrYfz1svPyzsGEIlZJTbJMJ2qtVsGGajapC3qkzRovv2B6bfPnsXFyztsHGmYKNl0tGUmxLj8qXhrQuZFl8PmU1vBEKbDhAjgyNeIy9dDENcvwtArB/L2wER9j478DGlcBGM7xehY2Tw7SNx+gIG3tgoyY0J9H2SMpS29CNukomxfZhi3gR0kaRWGtjS9pGrXZ+cjmHjXN9WiAjI56JtpHlaEieuPTCoo2oYIaJn4ARZz9suMyRqMoVX74glK1gY98ou1+DjfbHYKMyUkZH2PgPwUZwAGxEyeMqbIT/Xth4yL7+G2BDFI56uh02QFBXwUZLR7dR6hQNFi7WdcksxxYO4yimtenbkLyNqk79TM8LpHMBH/C13EA3MAOaCvaDJK8STVpKDf/yGXIQ94npdqPRJK20je8p8+buu71ed48g2aN3aURz2BheuT+XSxeNoZHh0wpP7h4XWaJ2YxAzb6O3/4CVOOT/IbPVHtGdgFUt/b07BK15BJ4x90AREk90HPUjdqNBHvmB0qoY5w89zpxeicdhxnr8F0u3L3cimNMrrZ/POXsetC/PEUkJeo9VM7jw7EZgo6e4vVfkPumtZIkCYK5VgWBj834STxyHxdY/e1woLULmcOQzZ5P9nvbdvwZutWX48Y7d9Xs9VQs1ih6qLpUvn9kzrHV+eXnV/tmekQ+FfODuB0V6Yru7qaORh5GCykH6/+PfVDoHJJu9RCUCi7JXfbZQSKxNwvk12KgDNuBmbRUlCDcmKGmxNdcxUHJuWiibj4oXlNRb+NDW9sGG7Y06yRI2UGn48FBxTP1U7u9HvZuzFW3D+7nQNoafOnDDk2AJGzBSktE9tY3RgcObXI4tb7/YXsQFqrNvfx1OFrApeYeKWh3BOC8UWwezsqHGjwzy7uGHYT4U6N3RMYNE5Z2/WJiI3okjf844v+35YRVGJMVewMbn8PIyZgHaFlBLR6ulbOi3QbytqlA2LrXh2P09XIAKOSOYtUrb2Hv/cEBU7iY7ydHQE0i0DcJGVceJfhsum1jiOoOd4zhAenzQ/Tg8M0Xere/s7gUbxFKFrHMC+UDfxjhvSENA3czJO8/XCd7eAhv6CmwEgI3c1XQfvDz1Sd02GlBcqDkHNc2KzFrYqKH+onyB++PnoHF2ZjR61DbmfeklSz8CNd7+YdaLLs/eZ6Rc0UgJzlZhwx7Ed0rbOHB4OxVs7Dua7YXsIrl3f+Au64dkNT3ceGDKseVHsJiwCB46LYFMLbZbPfQ4CjaQ2xyRRuJwePqwkJsSRoDdcBVf5ZpctK7mAdhgHnb/TG0Dc2/bw0vWYcNbpoa+DewKbDgs2qXut3O88V53Ix9Gitdq7TdSYKN40An7O3bXE23jHrBxt4QNVMAujJSdz98nbETdj8Izxls3dEDUvZvMEXjhobzE1Q0paqs5RqMebMAG2w8HmlkSMDRpBKYbW7JEQeV4clnBPIrQprlnI4UcSgWqXcCs7teQvYGM8oZDbaXmOFpcdIx9zOyADTywZDIvnP8+ESMl7vf2+zZWtI2vj+29sOEp2PCCy7dGSuUSHR1oGs6VjX2Hq7shDalkf8dvor99OGx4yucAbYMLx8G9OhUHrOe/x4dCI4UrWz/+y10bPATGdOjOjZQN34bAhodIyg1gYz7PzlRyORK113wb8dMGbCjc2AIbghsdGinxz3xQMSv0AuV78Q6AX8CG7e98PoN+pW2MktEKbHj7YAPU0Rha/Q8/EKo/P4UNncldAIdQ+m654cTWtmkbdUWGELLtBrLFZ0wc5czfdIm+gQ0EYAOtUQsTZIfB/+f6OJ5jNcAfpfvI/kLPjijBydX3wcYZYGM0qlJzvn5/SqSFSTzYCxv33ejmcg4bo/ZeIyWgkYJSwsvLYNGm58p23gsbinDe3avs49lG3e4BrTRpMXsH2T2qoX6DyzE6PFCX2cK+tkvmvo13HAcX6thSDhwnf71LVFyOEfxlyjGw7fm128FF07u6WcKGeTmUuYcCkvXdDVba9LyIkeKrApS16xRHhGMLavy83hxboCaFRlRjv7FHYkfxDO2Bjd7dwxvY2Gek8KG0wm73wx5RahvQbnfBBhM9wXhivYjPgg5KEH2iAcc6bAQ/fkxRL5sTPXQNFEyFZW1LMoVeAthQF3iK7XOzBW8qevo4dVgojm04LmDCgqLiGUg7N/Fx3dkXSWGuaODeBNGcXylCFufNldva67pDM0fv7GwJG7bzczlFbxCwKZ2j+/rN4xw2bLuO9CEsY+7BYlp19iqr7zkcLtxdkmb81HcG28GBknagIO0Wl2oZNqIimFwHn7eDDknO/tNeCp4Oj8Myc3pSW3+xAClaQehDceVpbj7N01N0dkJrBnBWXIZL2DhDYbMnNYvr46MyRedcAmqP9saO1dO0zKpze+tnPmJEMWwM9eoZ/FzwQBu26QQ79oYD3UgLGNTJB3PY8HExHKFoRnH+kx1bddc//MFvGW/w1dZ3wYYNjQF00Cp1fFYSF2Z0d67DRkyzRKwTFrFR27CkCfFe2ABKADZMtF9yAFGm6YJ0Gj2+TNwwoBlGqMb+Bnth4+TybN5skPS5qKQ/MQzLMn8ulm2eXZ6cRQvYMK2fyykehmnioZzc3My1jRuc5XndNEzj9HTfARcHxqU5HGh7RDf5gA/YnwnIQHqLdaDYnM2YzjXcAcOqm4cKjiHz8dDjqLmLrD9ojOwxaf7FgqRmzEgczrJlcq+dztnpKXu7nJ2uwsZtaAIM6+fW2Zbx8RY22ibvMD9Yk/njxMC16j8bdtjEtK0aYQOQuvc+YgPb1K3WrseuTub89OxsFTZs5/z87MTkNe2QOhZoPsmP3mcs8w1Hr+02UqSuRMhfczYnj9mJeIqAx7q2IU0BPdI9aradSJnKRpMegY3Tswo2vp7a+vNzWGs5+pV9pVsIA7sNlM2bzhUbAtau7JrfMAzf2RtHwU07IzfW57m20QvZLCPEfz8XhKoClE2PlkbK3oDYVVuCtGfB/DE93lyhNweiXuG+o62II0bKZiBvI0yGVlLgdPL37hBbeLao5octFo4YKXV10oefOJ3nruM0Dl+VlJESJooKM/vrBcdIormRshlBv6JW2GqGNzdzR/itb5rC4LllfIS9N0ZKe1cAVt7BSiff+dntlNuNjs1ipOy/jxLsdtyfPnl1PHQ9VSc5AGw0caE/DcDi9jjsVBZ8XELfNndqG6hbs8g0DzJRVKsVKFApSIWibSE8mBUtfgaYIe3BlN7TjW6icIme1i6rWRoY2vNz0LDQbZhEZ6CVPsd6cQW6JGgdUCbRc9jcF3i1z2AyADcuk+gpqxKwvn9P0NngniYmeEWCTFrmTNAZqxttuhL7aGgy11J64ZLwwA7dDhsD+rVGgwYmSCZAPgEttoV+LAAPf85XntzcnJ/HdK6yaQraeqGrTBSQfLGL5mJxil7j0gUUNJ5hpCzfbufQdK860r3QzpiNjcMgBTFtK0Hrqwna2aCfTYILikFPkAXxeroXutYhncepo9FnFFhoXte33BBNSTbSvRB2QBehOOuT8TqWjoMBLoD0l+TABGVkiqY96c42PQb6oDVCzBc7sCPNt7UOWpeGdd/DmHQkXCCu13CVLOQQeZm/WDCdZsXh34436JVAYAFqJETAwjNjqEXB+U24yNYJzPYDu2jGDw94Si5pbfDEkmDiZ+PRCuEBfBuBETJe4qHLHqYdeEcaoQlGS38j3SvJWtGkgQcVT9CuqZ85SYYISryR7gVEQIdrw4vcoJ6y0xEangYrdFhr6V4TP8rwSNApGZFmNohEJzk8oNEdmtlVl5PC2wunCB7DSAfJge5HaAzdsjrI1AgIbT4WuY10r4Qjqc8gzyRhzlzE4C76I4UZ+1DiOBgLKUbd4RywjsWmwrlZJxUKkrsIEPZmU0BpIIq3UssgKX0Z4j3H3GxBvAEbmt420LV8aNtDHxWy7FcOfke7PdTZyPxQ2DhD4/dvVdrf9+/0iQM27h+6Lkgp4g4SW/xOiI7iGy60JO6drcDGYjoAJ3THTFpGi3y7hskmWW4QouM1ejm1YFCGa7BBx1QfDAvsiRVl7FveCSdp18VUS9lSFKTDwJCPwgaahgGP0FN72nFBr4zhw17HIEEgw3U3TNdhw8DYwwCMbSuqIWkiRH+DyA2XrI7rsCEjI+lkUUg+RcAGzp+cJcgiTdERNd7JOJ+6WqNlg+HeR4v0oBUmloY0G/RGc+ho8OewYWL2gHMw3Rc/nfCgE2wYoAtxjOaE8LyB0xqIliGEm/p7468dxp0icx026k431P3Y9q9Og6tQDy4AG+EqbIzYcxcNdoIJIJq3G3iMEql12GhAz07QPiq0GyDw87Q6FEfDjdx12EDz6Szxp7iKqIG53Q3YVzlGg9Q12AhI82q4CfIbQ63R9w2oDg2zZeyCjWAaoh9V0J36ybTVDdH21UOL4yy6X8JGQp7KutGOz89sX/OBR9SBkEgd+V26srDo+RuwIXgWQSV04bx2p91o2vUycE9MAqyBYADEaMAQW6ES3wMbTBAnEzSiqsKg5JJO/ke8oW24mnKaFuCOJoDkEqs19J/DRm2a36AVudCflHmIV0hNHxIzhHm+beyFDfPnsJGg1iWKUyER76fOZBM2Bv05bLyuwAbw3jOR+Fp4aZn79eilLJI6lpclbPhbYYNN0tF8uCjBSF7EigQbjEVFqjjO4g/DBqZuFwQe2CtirYnwTZVyz7AIYKXYaAqI5pFBNAXfSKRXZ4GN3WgXbHS4wEywJTppoiQI3U5A8YETL3NQ2sXLzuEbhAcoHUKLvKJEfwMrK6e+KixKYcjQ0bqAjXonkZage6e9P8mZUJqCh2ia9bM89fM8QJIh/rJBxbD3+2xmmMabhAdeXk5SuQvFPRqJAjaCbbDBOzstir66u0UwflyFjVuYvqEiYohxwWhtj3uV2fW+vg4bSYwnNcEQyMI+bmenKF+gvYXJOmz4DShBZoT7B8I3ctpghzEQfqe2gecPSANJSlGCgh5XlIPwIPEBG19WYcMHScrzadhG6uS0yJO8yHwHozJ3A7J8ut46bABtsd7JAOhOMrIv5wm+inqwaRLgnMD9w6fXPVjbgH9COGB1BRsa+efh9tzQNrSAIzmnE5SsudRStqgub2HDZCkb2pbnQraGsjUACNipoGsIhXSZtz8GG58XsEEiYlAekPMKi1ewCRsxYSPagA2bamIAVjZSaMJKw6V3ySfdvr4R2GgvYON7/AY2YA8lXfD6ZjgwOWDxi/OviPx0Egf9j8JGkgVgVwTvJ+p1wjAjj/ZMAAnU8zTB1mEjRKqcTwboUKsLLTHp7WbT+i7YQJf1ALAEvrcoVGTQ4EYT4MBqk8Y7YcOTnk39cgaflzMVjnhcLwg0MTC5ps1hw0tSzqVkf80O500Sk++cvVZKMLKSVEz4NuL+AS2MsU0Sexs1KQ5ZGqXj1Kyww2AFNr4iFLaADZw/OWD9UvWmmt6vwgZc7Q2/xaskByxKKVp1DiynEWxoG8IiOgH/cAR2OSxZJOAkfcM6bDQ8VFM5uMACQQYcG7NqNjV9fxdskHDeD7hvjIVuQta3QSidAeew8V1gw2nnfAh6Ls8SpzkhqyOI5DzqHmA3XoeNvsAGdxzwbF4wADDISIXaj3BOedohk3jnYNiowylNbcPwTMKGY1PbCDezRAkStiGdzbOQbX7qmm5uhY2TFdh4zunDKMDdCPLGcqjjJfgZ2208W7K/ts1DYcMEbHz+WsHG4wI2QiASkZ8EeMmW/AT0KF6BjWhp+6M5OVhGyhKjJG8IlSpaErUWsHHd9qoB9f3+5sa66Few0aVRiGlN2CgwDfnLDzhyAqgb0ceNFOnFi93ikbZiRsHLsmsBR7A2g0ckWYeNOkYk6I5AmMbRSB71SOOp7IINDHekmWK/sBDUyWNagMgJB7CTzE92wQZICAuN/IYoQExI5ogj1sHBiHDrPJ9JYMOitwSZTtEeCTATyrhTQRcumKSJ+EWKz9k0TPd9P6Z53u9saBt1cMCCWjG/0p9nZdtuXLRu/K2wUVFH4x6EhOh12HA9q6KOxlatyOLAop2xDhtdLDclMTUCZ+8LCRgxfsj3sg4bKOyAfxQXaTkd3P2YO6xbO30bkSB7IbcGCyH3+9QDjROKJOawMRLYsHkJDXCkplM5X6gY3DiCa8OHg2ajlK3DjBKwkJY4TRKfyxEynBdGG88JYyBZ7Xy9BzbsGrI9pxImAV6UMDxa8I/6m7ABWwYFsIh9Sb+NBtttMO62DTaqGMSXwNSeX8715ph0rm17COViSLVj3BwibgMO6eHhsHGyChufk6W2geEMGnEMuhyd9MPtsNGrYCNY+jZATNNoYRK4gI06ecjxTLWwvtQ2lrDhEzbuBTY4JvqJnwgHbJGItlGkUxwfCgP6jn/cSEF5BKijSz5Ijq28jwc8oe0FQIFivg4bFrTRQAfTOKbarLRJgMoZEeyCDbrZ4mDC6UCOU/yPA2Wcs2geHiU7fRtor1S6Pg6DWxVlpF8E7TJOK0AMCNe30DaMiJcQsZfSTwW+AOpTUXUDFXU0dpo1Enl/3/fhFUmxcPobRgrwjcy27fAZTMJ+ANi4Cb9vwgYfGRCZd7irYOPlDWwADqcL2HACRRRv0te6ZqRQzeXHWLJKstNjCNCHuQ4boNOA+9gGtPehDxVmPnsB0a+zEzY6fCJ9whFvRy77zQbB3QpsPBA20E+Eu7uHSgStDbAFX3pZvoBPERl4gbmhbbDLPsYBZ0oMwAsVk2aGa82gquM4OfTFVTLAPbDhEBVI7FokIJ4HeEz42t10ibps0WMoapWGy12BCHKjKoWwYazCxvO5bj/BGkEoBchhgGp+LKzyYos37UONlMs3sPGY3AtsYPXAPYDSMOPMDbfQ9MCm659sgQ343d1GiCXUwrBF1Lm0cRON6GqpbfjVgPryBjZiUqSEWLDl5heEbaVgh/C0pTJsPmak0DcC/E9ATT7lNEpktz/A85zRKboRSXGZIUT65QZri5WWX3adnUYKNJZuH7BR+EQX0TaqE59GfrbTSDFICg84SyzUKk9kNPO0ClAPNTxvpXAeyJak+yt54QvFsTsEac45pW3EpZis5TTZX7GJ9TzqRI0NnhRNtA11SQjuX3grsBEuYSNSjPNhqTb11mGjYXgKNsDjXSKdqeQX9E2XaAS/UtlPlQoGDQreohL3eMNIsZmeBrYm7AW2fQZ85w7r1k5tA/ofUYg04tNALUvTHpXrt7Bht6+eMGjxqaNgI9PE8CzhNrFD292AjY5EUgh2QE5ZNwAXAht4pH2CHtLik8N9G3B2arqESQqGYUtFKb/Ft1FtzIp5XXwitrGNcX4dNtymMSxzG6jBiGtJ913xqdkc5zRXmntgA8kuhA17DTY+L2AjpcaZK3sbgcQNWzjaARvQ4zwTPNglcAd3XnaQRw5OUcGGvwEb9wIbmOQIa0wWRsqUXy3EBwGnZvLxAKw/gdsSu42UtcpDiOKeUzPvbERSvDpykl0Lwx9fCjHMZePC2wUbcQBXOQ6DIQJM6pJxnifOA9QnabBT22g46nzQoa3sq4le0IsSh4QLFLBUsNHo9ENOpn0uTZhi8azkose91RV1dIVFZbS/kq2j+m20NrQNS2CjlFE1tMOfwca0XJhFRbwGG4HTxfjEzqZTGinAILiNTHsjANtN6CYIxa2Us6WEelQb/TZQPcAHVceExmCL5PZhpO50iQZUwjiJ6efq05EEj1UwCd/Ahh+c+77dxmiB0uahm00NF29wDJSzFN4UoOpmALYjZa1YkabVKEsVbMDIoa5ewEbur/DV7IMNZHoa9aqLRtVduGtqGzwp0DVMXeV56NAx6qocxd+ADXYgrnwbXzwTHUhrbR2WCeajUZTDsWqPPh7mn5qfPhVl+1DYODu5X8DGy/dsNIeNhApzwW7rM1irm0ztMFLibUYKYvMNvxEpzRtWobgfQVY4h43rq+i2go2hf3N6rmAjlqhdhzp2vjRSkMFBFQF+dEyKD7bpgRGBODof6JRDJedillh8upgl0ZZISiUYK1g7oP92fTZ27q72wdjWpke2T5W2AX8eX0T0KOyMpNBtjMEZWupWxYisGBq9hiBCdgP7vW16UnitCw53MZaAYtNEfBtM4IAmlH60TQ8dw1z0a77Ohb0RnF8GD98XOcVXK7CBaFUJnQ5JNnRpvoUNZGsY7D2ndBKDHkmMLASeN4wUhB/gJ8o5cKb0E1PLQdxuV5ueUD2oaofTRdrehpFCo4feUABMKm5xeu0QgF3xbSBv4wLO+/CZFlQEDwM1SKioyh9suR3udkebHt4j+PJF1SNslOWkELICgFMWxQfDhs75D80BD7MCjcKxt1FHg6MVaeFseG7aZJBmM9Etvo112MiNtkmXqGHAw4Gwa/4JBkoxpNmCcMrQPAw26oCNeBts0BsZ0yXMUYfMtkNhI3RAgohuhSWmAH1kWcYhbNXmsHGzBhujCjbAl44ZDFVggjHni7aBWB0AfNpB4CxMPs44D+uTHkL6uaFIwl8HBYYOUqjlW3wb8+9n9MU1YNhPGxg/ZbIPNqjH52EFG2FInaYDuNtN5mjR01aCWg/hB+XbCE3CpQd1Da0j30/m2Ieqg6N2qebRupyKT38SiV/Z/yhsxIANhmf0K+zsyYh2wQYDLhgvcOpOPVxGmazBBupRczFSYC1QP5jGNH+djQBszABKRJ1AVh20ugSM4OHtgg2LgBHBQZQnNBKMXbCRcknCk4lxazCviykOXw7cu3XY8NtXJkYswjwVbBAPu2Lx6ZEVBLtgA6sS2NOiyreRZmJd5VOx8Vd9XPtgw2WTUFEjwgyNyfOUakXN20gulwQPeEJV+MQWyljd2djhG9hoETbayAcdqwBsjmDKJwmpyBsIwh6mbTQVbKSfq8g1YWOoYKNPxRQPpBXRxbd5m3bChoEq3DogHfYZEQcFuohJBdfbYKNN2IB1yYGHkAduaCa+6DJWoU8BeSjfcRr8AmzEldKCJ4pxQDe/aEBwE+KqdmobcPWX8PMrdQlRkX2wESFaloYdFYBVMUhYXeFul6jb4PlotOe4RAVV5DJ1wE5o++67GefhOGbcK+9G+Q/ujco+vaEZn0In/DAHrCZRLbXgtn0JwC5gI1jRNkrRI6qlGW70N7CBxFeBDZsBCtwa4KUGZC6DcEPboLsyDiOJ/NN72eK83a1ttJCIXSJgVwRkXl/C+0beRkjdGWoX7wnmtU/3+7OfrcMGCn11HjxoEczxHdrNummx32ZkBN5O2CDQIcFElC5Z9MRmImaTFvXgLFFbvKINrWUscs0tfZu2oZr3ED1qSh0hcaOxxUg5XcIGskTRo8No6xkgosj1YTFmXXNehG1BjaF9KGxc7oCNBClSU0L4JEauVBxtwsZgK2x4psv8ugIPqICmkjb43AsyAbpvYeP1LWwwORQmIo6FRJsOsmxUWlYxjRhFCD5spOB5Ig5TFAwUFFh7+2mV7gXTh/leO6mjkbdjez49zLijgbcPNmDU5Rj5U/ZWUx2hkRef7tY2GhEiNEXsQ+kovAT+9oJpKsUULapRdxO8HzbgNe5ipGZJsljwSi6b/Ac9+aOwYZvgzYglh7BIjLBG2LhbRlIWsIFHlmPIVBdfdJ7WtI1r15mgfUQO2xCduHF3/MAsCmSbb0RS8Pxxycyb6+IVbEzc2bi7CzZ8mOhTFztsBA0MtP4u2ICba4IDw5bDfCmK9C7BqT5HD+uw4bbDdoCUl2u04ilyL+e5Rh0Dq00O1waqdXbBBlUyZPhhAGC0pRlITJDumHIaId06OljboMogpoaOcGrNrFc9RjcqYGHK1FU7L0NxzRt1va7tgQ0dLlESzVu6Hg6b+GEbV22bv9tX7TGSRXXzV2HDzxCE8ITHGatmZ0u6V7zM21iJpEgViha5LuoEJJWfJMnmCmz0Hpewcb6ADWQpIm0gylLkQyM1lyk0KPPoNtA1A63VPw4b+I9+E5a2hMixTlJfsiHDTqCSsXZSR9dw8pjCPmi9vZaxFzZSniUSXEBPnaACJsyckAllO2HDiVz80wO71Q/tWgdFVziJyNekvUzr/bART+DOx5hFuHYCrMVwT2Ues601Es6Dj8IGHC39ug1HYdg609uhtQs2ouoeg6cVXTu6ydPnN7Bxg/ZUCHzYQehaGCGeg+WEJTgbkRS0P8yYMQzQZTVSB16tKFVpstt9G5rfgme1hRsFV7xv7oKNgKVD1P9SVBt03QSwEQ1QorIOGyachZenkY3YLvaI/LYgREY8aoZwsl4ANXCntiHjCZotGt+hmqqLIdx1UmSDYeGN0v7hNSkonPelHflCykzbDMDWSHpgeqbnSOthV77pGD+Bja8tvfb8fBqc15p1z9ZtsHDr5s2ZAf3DvqrVPLN2dXUIbNibsPEwh40UozAJcRc4i7Mo3dLWJb7cku6F9hC4vQ6KwOCdqqNAUkNecc0L98IGO+Bi0CRsxpLEAZtbBsEkVTn9UfxR2EBIHfuMUPGCf343xYOM2AeUkQMOzF2wEaLEOXBCMN9ZiCi3nL1GStdPEFSJSMQdwv6JgkmGEMhOI8X3aoGvIRUgqhuRi9f1utdCkzY/4GbvN1J4kxJuCPhlOrrb7wYBncwh1Jo0iz8KG/UQjaYis3HlX7ooLAoFNr5uwgZ8K0mHgaUwYI5Idx02LpFoodlBDUWCKGBzHBM11G69uxmAhaIfclfdELng+At4FHR2GymBF2hwIZtoAIWcU9PbBRs04pATF2ZxiLA7WiTfpYnXoy9vTdu4uroKzrV2aPigLAos9lfzgW6BhlUkrO/2bSA7CAmEUGe6qKJBAkyCxDW45BI3SlFFd3gkhc5NPS7XCA9qG7BhOvSJ8jXUEjMrmJS+2aYHJforsHFykudnNvLDrnxdt9Gd2DdPTvXBxaleu7FP2katVz8INpo7YQNrJlflbjdI6R6ItsBGfxtsuFieWeAcoATWRuoUbn8Im3CLtvFYwcaDMlKkvRRQAj4TVLBFk06XGUiRDBgM6o/CBiwfND3knrqS1tRJJygPlzKXDgbmTm3DCyIMSd+NUH0P9NsbSUHWF9IL+qiB7fSzCdeeVHLNdlbAtuqooEZVqGuiCssKWeLvOV6fNVoBy6bea6REDBnhdsHyQnIXT4BJYB3cwSncoh/2bSCj2vFwf0I0SkA5A9O9tsIGzrHPOGQKOxAaXrgOG6ZooiFGRxjpbuggnxPKaNjYDMCmciZAX+yIXZFDFjHvNFLABICSs9ALfRQhrnS0X4eNRJ4ISg2BQag8wy4TZImONl2iiPmhkBbnBlsb5bXsEIZ+1h7rDaER7jRSuqi+5JhFm8iU+jFLlTKMrrSbJUE/PRw2GEptrBG8FqaxLW/Db2gZW/STs2CG1K96bZPMUTs9deew4Z6cZPnNie3rV6hnu0LrQftGD/TT04vz85Mbs9Y419m36017kS2w0RTYeFjCxuc5bPS7I+jZ/sSnKxKrZxZtokavf+nPu4IF/qLJm3ceBOe42Ve+eRX6lh1iWXUiq4KNyzewcWWdoycgaq+llzSUG1YNJmFfRgyT6wBXWL9RTBp+WNsA6kFlgnaRRUji4OPEHCRwYOdQUnfBhmtC0wh0DBWMG7Yd3wMb/RDrDHwwEYv98S+aBEEaLZPyN4yUIACJLwxyN2TBt2tweqIotAHICPHpu40UOAVCrMo4PEdmkrkxtR/JRwoPaCq4CzaiGi7ZQzqHHgY6ZvwFKt/nhfNo03P18DCHDcxDVPZ1kDKbeqOnNdhATL5mdFwtsDpGrVPzwerlEo6CzXQvGHwwSnkyTI2JmPwy2Syc9yoyE9y6yG76OtShyK6H9vVcGteEjdHqDcKzxyOZ0O6+v7/r9QBxK7DxVWDDYcfUWnLi+GjoDRvbilAPEtV9mN1ILo/snxgpsKumQQB1JsOwoz/O70oSKe/s4YXzaK2hTRl3Rb8H2NK4H0HaqGlb8jaglyC1EMzxFhPDlHKxXs52olnnzSrd6+u5djJ9uUMbLngx2mjVg05bTs0LYJ+gL+DJmYmOXZcnJ8GJeYXu5rXaDf7QwPYIo6Huan5d83WABlwbbNV0Cez9XPEdPE86qt/G/lEGl2iv2RzMrdyb1sUbQcdJyNXV9XXV4x79hzndL29aVbv81y/37SvnfNRn5/L4SK/076ZX4hMEPRYgxG+Gg3kFbNu+urtDMeKQbaspA1Ec0Y72fg02wn338730Shi7zbZIs7l83W5fy8Dj2Lv2bLM16oK7AwrR+vjiKB+wCer4blQRuny9C9vNC3S8BVPxzc31387KporedZgaZDHIDfnQpZez5tYXsGE0Kh568CK16p5qHUiFhHRtm4QHJ7VV2KidPD9fnlxd0UBp646B7sQIyQQRCB8blnlmsNnfCX7YYbtWQzMO34zQnABOWhtNNkOtpZ9UsAEymXAE2HitYANZGw8/7wW70rl8FTbQ0xrRK6D/RbCAjas3sHE5h42KyPZLr311dj5QsDE6wsa/GzYuLggbrTew8fmTfUPAIGzc9RVqiO6xBTa8vwQ2qFa05I/2Om5g6BE2CBrEjZ2wsaJtgOznognYaDZvME7/btioKVYTuChCFs5rjXqNhkfFBj2HDVcIYI1wolK7inKmcsJCCblskE+f1PQFbLycG+hc3jTaTX2aJbmDVsAvlzcIXOVd8J4gEIN4zSRHq0+zpofMGcnbBCm46fNpHaHkAM2CVmAjXsDG90n/YNjoCmzMrdyb9uqj49O7vqloDqrFQGDDvby57t3Oq+3bbcBGDNQY9o/axn8FNrz2UtsITcDGaBB3ARsP3f6ggo37h7v78VvYCH63tsETvLlcyKIj+pyr4Bqw4cy1jdFoJ2wM/yWwIeCgC228gTY9ZUgAaejVR2hhWsGGQ5UiYQJq0YHGUZE5ogzCUY6Rddg4IWxUPb8vBDZAnhSyEmXk1PNZL5N0hERHVAX/JC/SCX1dNUAomrTSUcte+g0E5tg+TMEGSmBDZIkuYAOe5e5BsBH312BjTZb0WGxrzWwvgQ206Yke5y3B/LY1h42jtvHfgY32YOHbgLYhS/kdRVkDirJvOH6btxG4vxc2WpetyzeyzqSARIS2+DYq3NiAjYcKNobJvE3Pow/YwFUSNv52I8VQ7NGaZSNnK2eHDaaA0qNg2qvahgmTIan6mrtwhEjRG1wbSN7Xtc28DcCGZS1g47SWF836yckza4yzJjIyn1hQiAwTnRWxTSb9Ayos6zyA/tIrZi0dxgsdrrkWFKWDSK/Ahn12chYOn9LvyzY9D+BxxMPfO8wAG94CNm6XsFHpiJ64OILFw70hbDRdbBfOYeM2uDYu0IcSsPGwl6v6CBv/MGx4CjY8xNIrCpTX2559xUUbRubDAjhGXHWGb2EDfcB+O2wQKvj9prg3YP4iOHWhIAMDj+9680iKnNVW2OgSNh4XLbF9XOb1PwYbuj5/FSLlOBGyJEsYHUFkMoeNhjQL/IHcQHYf5kv8KoRraUu2l8CGsQIbzzmK3m+K8uR5lhI2mJCf6XlkGJ7RtFCsUsyefJDDIne5h3Re1NU5YcQSHRPFIhk7FKMkhbBx+RY2ut2RaJr7rn406kV+c0Hm6MONsWJaXl5WntE3sNGsYGOONYFXq2Dj7ggb/wnY4KQMm4OqGdztoNlkDGw4FO+Gwo2/Dzbws/KHNhekgHPY8NpN0TZEbd6tbXTv38IG4ssCG9d/O2wQHKQiTWY/m+JlNd1TYRMmdi0Y5zWti/4K2IhYUSoWFaOUTj6asRGaAWzoenC71DZyy7oBu/zJS5menQA2aO+gQQBwAHGUEbvF5LXRXXA5m72y1i8EoVU+Y02v1kFhNZLPpZLNFNh4WsAGis1F1RwcAhteM5pTnoSrNFktgQgRDyZK5drme9dvYSPQARt4csPRETb+k7CBTnJwhOIBYho+VLhBI5ew8aYF8W/3bWBAXV+veEHn01zpIJBm229anpjb3a2wQVdM/18DGzVRM8xQVbKLo3NWzgWMrYsArKZPfmASw14QU2WWES1gquQ1e0vu2CpsvN5S27gxT64BDUjJP4PKkTV7qNadFZcCGxkLg1FoCLwAgKAM77mUQgW8+9IIS/BFknlKwcZwVdtIR++ADb/ZWcCGAL3SMBRnX/NtYOxqC2xER9j4r8EGzM6wmXxZGClN5D2MRg+MhgE67h7uFGzE67DxuwOwLcLGwvl+QwJGhlVE0aVq616jt6KCDcGN7r8dNpRe4SY/tkm51DasuhYBK5ifwdJ6dM5jjy+QLRVUNexNbeNUt86qIMTthfH9+ebkElYH/BlFi91EiuK8Bu3j7BL2CKqwX5DK/jx6SQO4PNhPdTplazc2hrHZUrxG2rrzcwRr0aZnmC1bEB8OGyNUaoZz2PDxuNAd/uL8Ahln58ixrGyTK38eSlkYKcPbpbZxfj4Y3IP5G/l6+6laBTYcchsrPtH9HLAHPMWEKUYNq3EoN6scuIUkR+Fm7Ub9g6mj0VC1+vphx+FlgvqA+dVRt/+Xw0afmXaRVxeKFn+dA9VnaSi7X50jHyr+Mi9FMtp3d48UwsYwvu9EmI7iUh+uRlJeEYDdQX/IRwnYcNDKdP6Ut2fBirkR+b4j/Xmub87Orq7sFimpkXu6AJArkkBR0ISwgW670W7YqIyUcTrvpP94d9WqfBvezS6yXiFt+gUOWFJHR259g16pRs8GaBZn26RwFrChRUIXHdQVS2ymS3JHIM4Nb5OXjbBhLmDj9PTl+ezkGl3zm6HUzr+evry+FsXrS1BOa6xZR2YHeqtoug0NAx4N8H1YBaEJDSQm5dQyms2zU4ENczxMsq9L2FD+8MGeZlDcLLpeGikg3IV5BOQ4PecC4pxVhsmNiZaFYUjYuOFUuLEXPClfPwctwsYDYAN723NACd50Ox27opzfy8rmqYqQvY3+mcnn2geTpXEZRvcDwgYzFw/om6UE3DzMMPUPP45inCdsdDr7r+PXpcOyRU9Yz7BSr5/PeYsaY+siuGy3o88VbIRm+15g424EB0cEjSEhbPBkn9Zgg+jQaq1RRisK8JZQR1eM8zvPTj6MAsNyhUrv6hoVDGfnKNILzk9BychOBA3oGQEaZtgICoATnYxIncVoXdvfMpKSLrSN8PocNSk3V9A2rq53kcfymYTsO/wxAeBsN1LEIWo6+OU64tuEXsWy+EDiqq2FtmEJ1aOYMYygODYrZoVB2trCeFCrETYqXpLH09Np7lw3gQTnp8/F6+vr18evwI3Xl9vb1+8XF9Py4sJqkjilqXhTcvsKSSQFeoZFaJ1VdrSmwEYdRsrNOFw2BUwTRlL6B+hgPcLG1fCz+uJjSIT3AR1oXY6nen0NukvoGldXHmn4vHN7nu6FEqaq38b3QXB1djoY3FHbGBxqpICelMS/rf2wwdaw/e5+5bxL2DiYZLEl/zsm6paob3YO1jYU47z3ruNwGQ6F7ODvUDdYtwFG4WpyrMOGK/mTAhvhHDb67eb4aZIM4MuI4idIjKxtUKp3e72nz19XYQOlPdthQx4l2KCVtrH7OjvCOA/YAHOCUFMz6ej04hb/RLAGnp6iautUtF5SjSJbv96KJBwM62lXADa8XxgpI7/d2gsbAFTbCTofvs3QHAkb5gZs1GqVi4MZGCjPkxQO0qwhQROvly5RU69XAVj0QYHege2zGalUvC0BWKBP7WQOG19OT9HdC8S3z6/fb28fX4gY8gHl5fHiFP9dnDehU9ggWjLtEySX27qJlsjoSQgVxbZQ/HoK2ABR9M0w/jyPXD+n6f3dXa8bd/fLqA/YCOewcS/+CyTtX57y6aGCNFR6rnNeh9GCAqGrS7fpXfKhVg6a7+gUWMHGsDfo7Ttef26kNNzWAbBhuqHoJ3t3K7Bh2u+YzmKLAzbYi6p7qIi24b5D23CVtgHYoK7V6f7VImVBUJ9F23B3wsbFpd9eUAaPwk+fhoMBASP9PECxLXXw+3uYsINBlbKtiGC/DFh8olBiJeThqdwscsDOYWOXADawxEco3AFdqOs1/OY5AePi69eXuXz9+nh7ehtg/MFOpoV8ZgVyPvedu4e1G4h3CBu9lZqUl1E79OawcbMTNjysMRhav3Cjk22wMe8qbDBuYjdUCx4kZngwQdj6bw4bqHSzWYTCMIeuk2Ia7UPo5DDYjLi22YKYsDFv/np6kRefLi5Ob19elwS9S3B/+frllshhNdtGu1074T1sGGhWCv47LSsC09MFNuAYNa+iwefqESO5PLlnZnB839/v24gj+CkW6uqnT5+4S1TTUfjrHH6OCxRuo0JaPKM3LOu8DE5vb9VJfgnDtnMqRspwvzNFWSrdLkmDpcHsHjHcsBsfUlzT6coae6irkrDhteDV6dC3kRzsGyNs+KSYfYfrla2IW1Sakvhv0DYSwoYPj3OrssXeyGWLzgPCxuKpI2Gv+enbt8+fP+PxfX58xO9RL0nEKhhUCmwFGwy2b4cNpW40nG63esS7PYlsqRDiSXnUX0XJ+Lo2+Kl2fwWWXFwMqG1cnvkyBhjmWRvR9/cqS/QueZjXpBA2Wvtdoi1YtOF+uqvdSp3AxrZSNrFTbLyHwjEtzkO8DiU8itCsvfBtuOI+BfNZDerFolQWpPQWkcbegI1zFJKEXyrYgGlyerpx21bk5estZ29Na9sm0syRZ240dDQCamhRRwvAS1/BxlUjHMz3A21DAvDRAYIZHK0MICCDA33xywL7v3758gWqI6HfUzUDN5gGwWVgzj1Q38MhtY3encBGb8/xOlwuUA94KGk7TGD5zn5aIRTDvsO3oTQOpw6HaxTtZz1ayEeNFC/sHHIZvy5dcGmiFYmYa1tu8eXlXNu4aQ8H1US7dZsDaLtfvnz+ciue0R7a6WBCdnuDyhKtVrWXDdh4SzsPbSOSB9zZfX6qHNqss+C+zsH/sn3kQ9/Goqk88i7vHr64bUx3ej2MvYfwTvnnUDjfDunbuLz5mbaBBl+gRf+1Wx02rG2M8zXDMGowQgALOlwXuQRIpG7eXfo2mNyhCfuaERFkChWqTVUX0o2GG2irYS1g4/Xi9OvLrtu2ihy3p4EFemm9FiCpHV2D/HoLh7UDsBTXFWzYDoC7esTfv0Xij5Z1xd8noX/V/jTPM4YSQe/K+vMD9gPzz86wRxyp2Ty9PD37XC1Anz99smF2wZnKFpXB3uOJyerV4dyAqJ8/EdNp+YcIemezRU7LOVRwHRg5aH2IiQA/n3+guDa8Bg7/HSaYSfTp1W0yLSGk4v/FgrvAO+Fa8DlvubvwGaB9nAMHwhmeejBPE4U1/MiVAo/6Be03LoOoqmgPqjH1Ug2tL6eN7Q+tepx1BET4gH8mcn7Ml8TsePzJiilD7+stxt1pK/KrGMvag8JZyvFu/LMqh/L16x2blzngAMESeLnzwbgNeSYfvtEIkMFGsbcEYFGSMq9BEYio1wpxe+Kl5q2WsrFA3qar1NUtD3R8WehKb0BAirEFNmpnVcDzf19uX17/t1/g57g8vdWt2LK8E1sj+Rt6qIFV6dyxTdOStmDQB+aP+MugCcBDPf4hYllnJ8Y8TfT1y5cdz5HY8Ric4hmK14OrhHr/66DZRuHuKUp16aWx9hwOp2tZpvxmuxBrTxsidGO1rEMuAxs6aG/i1g8UC8fHzTP0um1gedCNA8UxjbpT57/DBDMJM8pCnaNRqxnmwcf5sJgon+Qts2zbMjdu79npGZYYPKdTA7GxVjUMvz4+roxDPunqIZ+eVuvby0s1Jy/E51WJvFQdYUD0xeYvpmGp56pkeVrVYMTih9sNnbnBwXL2+HLA2Fdnc7Zl5C7EODFP5gOSbn3dq2OANZtb7sD8uaAFB3p/mx+9zRZusKUbG7AhWoRyiLpaihAJOgFa+BU5ZHZcBmAtuD1sS7YNqm5g6CmKWjdtG2qgAhbIoV88vtH9VuZmJRuuDty8U9ErkB1mog4GTSsv6Aw1qWkoZ/TcCv36/RsasgGDw3A4DH0oU74XoasTCH/oolgTbHdihPEbz9dPniEUj69fv+D/6oG/fO+FCJU5892hgU7goR09Ove5/cjpxFo3ctJgIfODztO99kkdvPFozhd49OH7eBnEDlrkeVBxWzFalC4uAxuFaKO91EIjR0OfLRD/OEZktuoGeK9dzV1v0wOtGo3scQzPjcKgizMDK33sRx0PKRpQRHFc9Ctd3jeqe6T0WmkDBBJTePfQqbSONtkoA0CPKru16nqFR7TugEKeJPL7BBTz+URtlmXkmZ+ol9NDRbbMfMnbUDZSZezhbiN84UTXGDDRecMBr16Ufd02DNVkVVIZJy8LdYO+y9dKxH2pqkpQF2Vf0VMuPrHBoDUIm2jf1wyHMsSCYNSrJWFzCN9r5N94gUWP3tslqtrptmEHHx+ygyTMF2KviN32zqPBRXMwiODBHX5qtu8uH6tTfRzdnCH4EiJ030Q710YjQlv5emSD2h6TNXBqLrqVtmzXqSGMtjkf5s85xpD2+2E1kYItm8ASxDKyo01PQwuFYx5pGE7MXwYYpGeWvZ2Vba+coHJeNy5Wc++WUxLyXLwgw2sbduBJwseAYMrZzZWto1+x3rSsa4MIz+jV4hG8vnz/9jS8Z4YwAmpP6LUVo/0R+1Qlm3ExZCyM7i5BO/3t5X8fkdfvWUSV01k0x6IvjTZ8R0KiYR8d3EI3WeZtrLGy7RM8ddI6ozUeewJ20R0M5CW4FjRGTeD2SJc9QGE1u8YiwhHYLnoLGAb8XjChW+iZq7ktoMA6bATstRt3FX1qt882ohk7KIZBkgpXcApOuHg1S/QtbPimyb7NYEUBgKBLc2g6oWYGzjpshNP8IJkufy6/ATB5n0y767Dh+DUNya06rG6sOI5BT60fTr4f9pQxLr+/7lhXCB6IfNxSB0Hrh8Hk2wQerqSXpE9PyTR8evL6aY/YHCXTp+HTsI2WqH0Pfvbbly3rZTXwt+HY4+0jHlIaNkYZcpsZP3l6uhj0uDgmC8saRKaPl2doZWn56IoTWkEN4bWgAe08qtlgmq+jCRtuTdDwGuhYszvNL85I9Se8Lhyy3S0B2D7aMNd3wYZwJBXC32i8ACccAZFE+wXYgJdi8FY9qyAD/yDgCMj5YlPpEEMB2gHTNZDNN/5kGNTfgsevS9zmI0YgbQ4b6LmJznnoDJg36FRav/z4KRmNLu1Pw2/f1xWfXdD/Vglahw3E39CnuptlQTzF7M7QDi6aoAPx25yvw2EDveLYmg1UiAFIZKNpkqIhbCdIphg/eLnSCB+7xbq/gA2Yr6FvZ7HmYaWduvUohScoMHbBBond0JM065CuYdqdTNkQMM4AHWyLGUe7YKORgNIey3eMULVhQDnRrU4n9Ddgw0R7SuF13iedid8Fb9TEZWdFdA/N+kGMN9MDhXGUeBI767DBpuduHc8myjy0Do6Y6eoHyfeDVovX5zz//LLHlPjCyMe5LN93SXJ/naDvd+KP0FkxB7/W9Olp6kajEfytI/RevXdPv7y+BY3nlz3Q8SpOvs/TYJCdRz10ksW+p5NJPo1ul+P/JXscQecBz8/TUwhmwVaUGpOwhl7O0IFjt++wZ4DvufuSy4EUYZYlE7YFxNBKtkZSWvX6bg5YhEQAG0adRSczREZqOZMyPggbtRpww25Gn1emqdw2LhLg18izZzCLcHUpmFlevmz4J+HogAfrUtK/7s7oiX6zycv379+SJ1XK2ItJiFYkJH8AQV3EzvNvpfuE7l628Wn49H3Vul2gP168/lTZ+I51mbAx32EiUQ2QmIB+B3R4YD8ikcVLf+WQ9KVHh8IGzB/kYgE20JM0BmUPaSsw+TLsHORh08X1sAqi09BXQhh+K6iDywMJQy5uaIPUR4ERrMNGq8ueu+RbRpvjCQqD4gykKnwU6OFJNnWsSGwhPj/OOmyA0yPyQflTgunGIwlHgJ9FI9iADSpNXQZ89kSEAPApTL2U9gp4qqZpN8+SzuGBFNlJx16HDdvNS5LEc9R0GzYcp7j9Qfx51U7YtU68cnCuryvbNvtye3oXcuBBA3gqyDc7HQWBvJADB8Hj421wl6QozVzRjqFfo5Vmnr+UGG1C8f38vN1Up48FXtLbx9fyGUUXz6zYKl9WjJ3Xr0hfvMTtb5ARBfZiStLtPJTxKNRSsQYjBUkt6B3tsPP9Dkk9EvEUzOxFvn5nYzvqIODRNn7SgtggbHTQawNODWRxsNQ1qn0QNrQa9Q3EyT/P5yNvG6Aizz+Bim04bMd3oHYcPo0x00E7lc+tyjXoeBWLdBskf3+mKoiCJMkv703JaEkCPJISxhvJtMkg6dhGO0yyxcIjkAFaBz46ENu9zl63nENl8n6foB8/chmc+f7SDjlZK1a2lLTBfebAxW/yNmDFHOzbsGHL9snqjJbSodA0g1o0Jbcee5Esk31pGTlL3wU4SnzPAMXWBIUZOBO0PgAzPHlf1loQi7YBMngyznO36ABcChl0n+T2aJJExqilsrQOG+yjhKV8NsPGNfBeaiAf/jGLN2DDTVJYQnGyN2mZJUeokVGE1GiXQPZisGMemvTMQ3TAAbAOG6ZR0Xhz6qCHu6ShBZ3sebEsVEvFNjiAsvFt8v0A7z3zLahPJE9NNI55LmYvo5s7oU8TjrfngCMSY+5xoWzLUZ/ZQGb6hNN7Ubxx5XMFHNvymeBQ+T6b3b7OBi+z9VXt5XtyBwPEd5rhE9jUdE/dR/CzRfOLx7Mgmw3iIFiRdiaXg4qKBaMFDNSEfIAbRRLQ29lSZxds0Nvp0LfRki4ahrTXmLkf9W3oGlM9m81P0+qBvX6npoG+GiB/LUv7EwAE1K8QLHhjUi/nL6//e33938FG6PP0KRmzHknqUnqg8o4CofVK/BgK75oMBkn/8uQaTEjf1bhQCmNlIr+QonzGejqsAetWCw/2bQBlYxU2sGSz7XZJsm4Sp08jku/NshXYoDlxMGw48mwxtQOYk4SNDjjkSQZLikDS7s2PS+aDFW3DR+IXWokDB6w6Jh7ydkvygTq7YAP0KN1QeEs98jbjQGFMPtgiEthIdsEGecxdTchfZwEOZAcpv1Vfh4066KUkRWSPQDGclchrKGS4u4qVDV/sHCjUN8JuZ9NIMWXm5OhENys9rLWNBhKsowTT8/W1mr2kAHopZ/L3qiqM0fDUm0xXcEMtWv/boZswzfP2M2DjcfZ6d5eT+rqMTsg+f3c3SJEh8mW5JzHLE9R858O2XHPebJN2dJRN8UG+AzkwI6BhYC9vce4VrrYkYFauG9Zb5ezJsbFu4OGA2RZLwlRzU2BwC5VzzPM1bWkOv10CkkajIC1judIW2BBo+Zm2QeBwGUlB6sYsBps4fpem+VHYQI4oYpV282n6XFkBz9lYUed9wr9CwLYNTyeYpKl3ZOTcxbTdjxx89MUzUDu9DxMQHsTIgxmNSMVJHnU8mM4kW0+mRdVxMkKJ/s3NaPr8fW5XYpxkT9OnLCFtLh8mlgtojy/rkk/HRA3CxiLbF/Y4dGqhPC675CHGPsjau0wuj1cL5/fDBliV4NuYgPcm6auFg8TkZVeY55f7BWywcH4xTSz6/Jwuqv/IvwzS0impoDcIDzxkOmNxJ88AqMR4wqAZLoRIkbzUGDvkdQJ3bSXrsOGgiWMCitnUVYzzDfAk45ZvaBsOGYewl2SfdMC7m0NdK8k/Cm0pw04TkOceKEwtxyB312HDBdE8FZkJEbHRQGEpU7aC6Gm+rAvvGw3lWUEd839Kk1WLyHM66vU+c11Rii5tiYJL/f92DEuG6zGnb3Hnh1QMSzWGpmhtf7ua3/X6wmNOiC3FHcBlmLM/BP+A3yJ9gq3+/LwDObaP/+ekg/QYcBqElkVtLULbiQo2ePFoPZGH5LIxCRtOuDsJnmbwBKNnmiCPGGbfRmp5P463J5fPfaL1qib+h2SMT1mylmvax2HjBLBxglgUb8l32AIZ7JGiDZQYC3IMYaugX4k5LAt0/Rp/e8pl7pave++Z8pA8gY3kBrAxlIpBMvimWPUxB3JazusVsINe0rcBG49wYeaVT3YKCooH/yEEU556kveYpuz08Uy/laxJ6lhTBni9N9pG2sUQTzH0Se7NBcZhuzKoOoth/X5tg1VD3RCER9Q2uBrb1cwGqf0C+eGMjRr6SoQDNMeg+sIa683KVr8s61BTACab2gZmGSolIpDJZGSa50lzjAWJMCjnALlJsFPbqEMhSDA4QwcAxQGKZgfQb6frsGEjNRKH2lugj8AXIQsY11KwkafC3H5wG4g+abT6jXXY8FD/AAQilSwUNVCUeVIhG4wmWL6e+a8KwsiST7NChI8bTvoke7wMnqt1pVCDgWNCbfS/HQ4w0QgeX2ePpzB0sey8IgX1TS4hUeMJS89dcFeWdynbR6gznIbXcJvGyWSiYkiHIMcrR+QYlQ5+2LSjht+YVGTe0AGhE06oO5IMW0Mc1l1QR+80FvGtbsShEInLfONzVMH9zLeB5AvLNgU3MEjZkwdVJ2Bp/ChsiJUCuQqH3xBhByPt3U1ejm30/xPkGDebMFLAtjQW3WPcHMN2GQtj+i7/5DJ8RQvlacQgCviVYIGMRgFgIwN7C7SN0gM923pJymMvGTZNdkSJxlXwL0UzsQCcXSdIOi9LdBx7EZLv8keRvWTPi/GFsOAYKRuc/MiCXA570Eb2I0XWzRmI75Y0XRuT1Ae/6Ufb9CCqgHArRwGow4FKWV+aFWHxSCeh0H5tp1fKpT+azpPAUDesfW16gC1QkWW45eo7wSSctCY76ZXqbIICc8IHPAM27FzdKqxmjSBo+e9mZZs2ALJ93jjsGMnJefIu2NjJytYSxnksQLgVHWf+/iWclJyZsAim2WTy9DQW2KBXTTwB8FTigzSBnzFIxW54fiaxNWEDAwvXKv6C593z+lWlmCrdZS2jAGMpgy/CR1ueYjaCRnD5PHt9RiCgRH4HGjUgaoh4IZJWcrVU/QQ6qqjCkPUP+B/6Rh0j76mc9WFuUEWllkVQLB1Ex+1gXySFKxSXW4QDu6xaOpjwYE38bBoh3RztAcFlgOK2ZedyXTNZ76aTiYn5Xa6uNZCQrlJMN7NE57iBTBgEnF9eRpeEjU8AizHUxHJsgGwefEu2mCyzcfPTUGBDTdVyNjcq6RCtEnEEL55zURQQK1ftIO9VgwLaGUGhPFI5uGA3YOMRsNFkLyUfSR5P/H6PieKXZ2ipgXMoCdah2kE5YcBrklUySe5QWb8GGyTMwp0WI4VPK6/cYYUf9sNJ98McsAjmdjs8l9YEAxsAznWJjt7AF0fjLthg8ACLV3UBcbQPNrjzIiJshJUfD6yGWbSTla3lpzQw0xa0jYinVx0JVoqE+d5P5pgmYuZMo4W2Af9K9KuwUYe2QQXNR50E2jvNS/7Q2OIuYeUrsOERymlyXxAFiQscboCNKVHjoReeXXXjpylWFvg6S/qWcI7QEbIxl7Qi35VvsU87uLsLpCtgTpQKTp9nL2c1gHzO6Y88dZTp3j08yIJWKbmvu0BDYpEKNhAXDx2PwTM8FFs9FWgbudECAcDUsUJjb3evGI+VkYTsF2FDsz3ViTyQAhR30bncNeH9wPt5EWlmVWfPvxB6sW19U9tAJjMtlRNSRbev8hdf5z1rUqcoS2BFu41Ow+22gZdNWi8Gns8nwEl7nI+5ABY0P+HrwE2khVmBBhaCnMHxJIGy8Ui+C1WH2KFHDU8fSwpmQhhtahtPRPZr6Bs+PkboDLE5NObxTxqg3R3Oyttvs+LbjE5aPMyTG2IdG0Cx4wpi9ByZb2ADwx7qeCo2eRmJJ4pRZdrrcDx+nDqapk/KJcCNYurZ9YKmKu7HlHlZ0U7YMKgoNTAR4KelU2wfbOSixMecspg8kwmdHfBuBLtgA20jWN3owvkmZgUM9CSjRRjQmIFT/71kjvAN4WxhjImxgvtGC2/yy9pGiBtB11AfHt8yX973yypxNx2NpIcolphnPO4R1Rx4Akoy0IIx8S6AA1Ge/NMnpQXx+bbpyeRWooa8vAc6MNG/f4e6yvZx19APhlwC0EGCwTHGv6RcjqXWOEE/HE6VJkzkKF5pFm2ghhr/oVRbolANVOeNmEslu1gUyrGDZIAQNxP8r8ZebaNLpzT+QXOWvgofho05elTAsKiAdfg3mm5BM4XaYRmSja5JV+Kqxu1tVS15DJC9cULFg9TRoFeCMQJlLydeSI+v8qpmGzBSbPUBLBWMw/aQwF4MRdOq1vBybi5kSZplT2NpBFn1nlZmW5crBtfkiP7pJN4OG8CNGzavuwmUvwGcobj/of1UlhfPvH25kC+Ud5LdW4mkEW/ABnLr4n6mon0T5Yr1Y3i1C+ZMkYj+g9oG2nAlXc5m5GvgSuhgAxU79k5nSbiTcb5OQx1zAd1fbd6HfbABgEPAmg4U+k8kdjOB9yPdBRuujdWMNkqkLGl8C3nEDJoazLEy391LdIJ4F4d7HOQYQphAcOAEwS9rG4Emj0RpaOGiwQCqmn02bWsi6491pKPBK2CjLD8rE3CWSTstBOUCMAN++sR8DMIG3MZTjI1htdVz+PxU5bTS87U/T1Dskzy7CwPouejiAtgA+H47hzqpzvBM6l5bTZfNelxEU59oIcnu6XaRlADxl/zvfyxJh28GWtG3b98uMLs8D5W/iLXTOz2LGjT2AuXbELVX69ggNN4HGzCIeXHIFRXY6HwUNtA6wxBlgiqFvuy3wWZeaMShu4ANUC2hm09DRy0Ge4nam43LARtGBRs1sVaQrvGpbdMpCso10K4JUORoyHMW5s8nV225UU17XMDn0UZ0NhvB1gTESAZNkeUAC6gY95jFsfgbe4qFpld1rEf2EC06uOYxlYt0AzbAyTZESj/vteez+V+r6hmK5hrnDGAWtUmZPRfBZYS2YjhXnIUUsQYVSew6bCDvCvy6aV6kOF4/h6ZRpEgFnxY5S9vjjxspUnSOi4E2g3SseFLknbTLAzA8FqW7YAOZWEWI00FmoucWubsPNjrYOQKYU961KeyttCgmHES7YCOs+Wi3FjqOh6ZrcZFPi8jG/UESGDJW/ch5t5GSupOEq7wkqRAWgWBJnP4qbPjWFIirWsR1LG/eLwSZAEANRCyF3QBG8+Cl+DYoioGK7eUYRzHYU0aPAhtNRCFCPMvn4LkYXBTFxbNs9TyAsx3dihn5mPvLd0OH5BICArDI3QeXbHONImS3HiMzD/DAHKvipVf1sHVdjrHz04CGFKzj78/026tcD4kvqjQyWTkfHwefPwM2WuIKRhZ5o/FU5K16CB4yH6ZAX63NkdPX3L61DzaC2EVqK3LipcthP/oobLCTuTH3XaBSZaFtGJrl05/M4tilsHrF1LUNI+WETG+6oAZ+nZ1NC9AoId38qm3o+B9gOUSBjHlzem41zk5udLvdZLEaK1DIP2NcjgLMI2ZmZHl4M2YaL+tx/KYf3bOPCe1TyGDOdIEEXxcO/CRqhF4aRhuXf39P34anjI0WFcYKN0JQziO536uhS+zNGXXFGrP/hfxAOHDOpX/POmzEsfS+gG7X73hQCiO+lYi/Q+IVH3aJknWdhn89Q+MeLL9Z0M06k47sGXbRLthAV6VQiywQw9uRZUf2PthIW9OQeRpIwu4GCSryQl6NH+2CDXSS9XAEv6G5PrrMmS0cjRTnkelGjXrwbsZ5uJQBs0WeBv1JkU3yot9BkmM3+FXYcEM/qIEczHdqNQuc6/PbICsGkjjY74bGZy9IB+jRNgjDQdAMo/9j720Y0sba7e+0JCGaRKc1YpM0AS0Vm3LuP6XQnIZznO//rZ7fujaoFRHszH3PzHOavqgIed177ettrevrtVkbOCmvQt4qyZyjt9nxcfkatdnK5+vxCRIy1ak81vpmBgvPWRx32PE/j8pQ1xk/6Clvbqq30rPmJI+hVsvmuKi8I3VLP6rf5e9sUKq3F/QJqYLhpVJJRlDNheVdvtg2gqYiSdSfLsvIFNEzxS6Syh8GsNbCbBByM2CKa4UvURQr472xDcz3cU5ArbaVcFL/ASfFuPQwYBK9787ayBO5JFubkrSUmAZPcFJkZYSyOvxX4bfv3KUCWIDtK1L9aezDaI1fZcewgV+907Oix/yrgu4H3M0iPa38i4YcE4X/FUXzMQJJajjfR9wZU/LqEhm35g43GApUP/KHtP+C0bi9ZjFUGgQA3yLCI6xAxkXNeiUeR9gCbdheWFU9Ah1XshVfl8eal7xnLSt9/u5t9hg2lNQQkMFgK+fTUglu6IQTfIypSsR/HjZE6RgziRfDqdK9UDxqCCVCKMoaRrtgo8B1T1TEAdDX/mCvtbEYjqqpsI8jUVU7nWejyXRxz0l4DBtFUECYy8qhSg8rmLBlzM9F0QvzEprlT8DGlHtVZw019XkxzSjeYtjO/3DDg6CMAorg+3nC3ovwDj5FXxUHzTzbjx8+zCp84ZvqC24BvI9paSrWNx8+VGF8kcGTVyeCMCwuYjKdWVl47169ayoCq29Rpi7yd2/vJ/WPDJMfC36+LRgPdXmKkTaQ4jCrEniEHH5cU3oo7qpbvS7woQo6zr9TzbqFbs26FssXrDC23xcSPIv5Qr2heM87uIvmZUOCTWoalDFRkijHZ4F06xcV46EfDEtvb2yjhhNULarSsuZPac0e6qT0g4dJ2ftyL6IdgYowH/ZRsVYqgEZ/29p4ZfXlr4iCyFl59d//Ld6gICS+SAJ5mbmwAy7/afX2VRidIKjoG2QION4OVAjuhyyfw6RX0SP2FP3hRKzlvFKfi9p80ZvJGjaYXdl8QskDvBwJq20l8gQbV/bYykLHFmzYABiUR+T2KeVCdPiiOguO3rKyXB+zfN53tjDdlEewMWLQQn0ZCZ8bhUCpW5wSLND3VvD0s04KcDSmmLOaFlOFDamUH46oZNcUnzTVfBdscG60GxiUYV164+ReJG8XbJAkxoKhtGxUYaIS1cAVwlTdCRt5IeSuexn2TMQaFtWIlBNVLiu9krw4JFoR+x3poqayoWC2Ybc1wz/eJ0Vq67CCORXqzss7ayNTNxJG4CtDDQYQqMHfG1zeQgX3Ur+/VJelG0YYtEkSbMTOWTUqP67i8+od7Tr4W0rh/q18A6QFv35dxzk2VWQPNnudQhCkFPLMNbxQ9Qg+yVFZvC1oCijZAUHGxuo9rcgqqkWt9XDBHvryFdwwAJHx8ZGiRDnl1lJuBmw4DdVBogKb05zycuIcZb+qgwJiAZGOoOR3lP3ty6QssDlhS45Eg36CAXuwtaFfRaHXS/s/dJyvvF5mEQ9iG6Rce5HrsNL3enG0rk33tgRKsTnUzN7v9b59P0JAAyGmXtanyWx0isYJtkNCB7g0eIV2xzEX3i+P3vYQBEqS6LQv0yJI4mAQ+fFZEJe9XpTmvT5ilaiGf7qT67ReFQe0job8iV24EYW0/tAPp++52zYBtLsX16Bx/tja+NU6+m/dXml7w9qgr8Xbj9pMm/NuW2vNugFVoxA1yEqtKu9cD/ELNxLWvfoG53Y/jy4vxfLVpJZJcF/k85DVz4SvokQ14Ovzc496PdL054E2OjohdJwfk4b98AP3hs0Z1B/UrU0niW19VYTrbm97pWT/Te2VHghuxOEmmmkCgBDpw2C7uBzeDnEOkMBtTkrU6+9JzLRtGvcLPlh6fhUFdT/tByJmllIHg/6dkfbFzEENCT2iXO3te8JTHy86k0SP540HfDYOB9a45uX3gXhi0h/89PYLNv7ZsKHFfpDE6d5QbT+09jAHdGUTdx/osAIfaQY9AAxTHJrjbd41czxggBWb1tFbUtYPpI5HDCo1Uuj/XWADaXIP5ThJH26KMryHsY01bPj90uRDH+INqOHvgY1liz9SeswhxF3sAEjLJL0k8hL6JWT0dcuCJA2KENOFiuFEFavEVJX1LULr2oIzF9OI4Rds/IKNvwNs1PaQVbXdrNFjUyDIN/w8Ns7MH4aNh/0z/o6w0ZOxkUQOCJinhUKjeCqPYYPXVRaa+ettqHcadOyBjUhVH2iNWAB62U/I4WYR0BHoIdHdgANQghrXYUyFnyRto5bP1Hnh9y0766UtGme/YOMXbPw9rA093uGdQbDFtFN8sfnj1saG8ft3hQ1cEjkaIXFbF7qVQlu1TWXzvWn3MAO7UoeV7XKvJ5wUWtM3FGJYNQrFHj1i/oEBDi4PIeBw4AV5rJ9x8mgMF8AEWDjIsdqYbrlaIq/+CzZ+wcbfATZG1kRq/FAD8semmwqnNf8HrA1xYOvuhxxr9wSVrf0xC3tbqEb0ya7zj2Bj0Au7VUKZUYbOTNWiFwyVql1KfXLpldRLNV7YdC3dZfMwoQRV5dLoUmcB3F6v6FaIV9GP7Bds/IKNvwFsDMeTzTj8YWJvvjZDMziKPwob2+Pqbxbb6AsTVj8WZXTb1kZ/Zf1RVnfWRt9gY7+TQjAj6VagDtbMkiLFZe1oJ63SuBMrIl/a9y2hk8CnFJFit0kQpd5QdI8VWnS301/Wxi/Y+PtYG+P7JokSgXz480T6i/9HYMObqztj5yrTUN/qpvftle6sjVtVeAXlJpNiqmCBtx82Ci+tMBuckwJBaOqBEGikdatqLFqg1EChAFAaS9C18Ewd8XaRTVvpPql+P6vg9v2CjV+w8TcJiU4sJLqObgw33R0nm/Mb/ymxjb+7k2J+ikQBrcMaxV2BIp9YCI9gozQbJPfuErCJVaLvc1KWHf1m6tuu10ladzJY0o6Fb2/LyarLIhkZaSDZB8U9MnbvJ07jUAKpCEk08BdQr5SQRG0BqMlLN9RVYfMOsp/clGBXz+DHibFd26bhQSJNumdkeu4I3wPUNJr91yVsqQfJwU0WN9O5qM0VHx16u7b6pOzZChvDaZJWuvZxPfk3b1wKlbh1voGNQ5/fvv3CugEzyr33cx3W2C1/Yz1gh9Wh51eILRgVw33nJx1p9BDLQ/erTp7WlfxnNx5m9XwCNg6RIC4gmKSu/0EIk+0uk5L6sa8C0vr33yslSe9gIzVDxd8b2wijopG1sVr04yKYrlqUG5a3FTaHFwMYncwLqd50ba+iMg+mpTQsoCssRlIQADZkbajF8ng4fHlrYop8kzCN85/cnGVwLwq4F6T1Dp4wrRSNc/TcfrXRcX4o62T/KlsjCRsmB5+3tY5OaN7kYONga6OPkAOrbv6SA9E1MinppHDAdfxxc8PBhsqpBg4VDnp+e6tX6RYqK2vf/ayNPrB7HGxg49DzU9tEEGvv8xmKfA1sHL7fgcHGz99m5F/iXm93JqVnyuVW50UNVqSmsMG9TE/qyCqR//vv0x9EedQ6zdvqAfsEbMAVWCm2sRIDaC7GNn+nXme+idkZUmrDBJmvRh7mSOvTGE616wtTYFoV89uxH+YqgR0Of8baSGPKr3/WScms0fiLrQ3Bhn16j5MSWav2YX2AtTFR6+gXdZxHrK8krD+eHG6kFYKN9AVOilvY4rSyWobxv9vaaHQ5tMTbiAIe+vz2Whsxg+QZJ2VzP/dZG2YQowV+6PlRfa7WenvH9VjkboOjw/YLxYpeGqM/YG2YcvluLVEvi3BSbhPLigQOSfr3nBT65EX2qRXdENTBbQM3vgwTL9gLGwOosN2qaBxVObNajGWHXoA4xJ7owa0X6fv++LbNEn5Fiyko4PSclxZHJ4BJ82BQqxPQi60N1HflpOQ/7aTIjWTcvczaGNZqjZUf4KRAJGWUjYf7rQ0YdJAbDz9vcx5i+MST0QsWnbWTkh3uDOlSUlY2N2X+7caGXY6clHW44cDnt9faSGRtlHvvZz08xNoYVQefXybhxbw+INTAkeWkHLZflazH5fCnn8dIRwN5dsFGGPlev75Vl3nT2kB3A/aqHzyU6SHiEPTRJm5/gAlqNvrJ/rqNkrqQxWppUJPxIbSHhDmFF9WFV6y6AUWiXppnvXrZZQm6RF4ZhP3Mq7GD6FbX84agC3WllQyn3VLMOzZzUqKftzYw98RGSu+bJz2/2TugtyUSFi/yZ/brNt+WhP3XYXz9F1gb1pWM5RFKPGeDFsuBG+NSql2Dw49jTcCAjZFidi9+Pi9+niwEkHg5oK7vTldj7/Pbt99asY283Hs/uZebp/z0fvgLEbo89Px0hopA7T0/ayB6+H4z9f+txs1P32iEOKo03B3bCGVcLIQbfgjdLHECoXewkTOB6T08KHudcinTjfbVdPPOvXUbAdLraAgmCJAm9IsKPHCDr8aEqbrvFIkOczxLj763XknRude3KvQ0yvVlkE26uq8E7Hi7KG//NkUBhtmWFD+55Y9CaocI8ku6fB0SHTy3X21R5izJvdcBE6JGR/zg816H8EoqnV9y4zYh0eIlBxoInmQy/cQDeuEm0wyP7S40eOjz27ffysFGtu9+jtcPeNd+xuYTjuuDzw/NI/SEh/uvu7EGjIfuN8tdSPSP3GqqpZ7JpNB3NlvQUsmCD25bYF9snBQvekJtgxKOzAIbB3BS/CT2csn/ZAFCQJDYqp6XE7pIK5Feh0Vm8FP2+2lFAamPnEPpY/wGvSLMIL963jAo+xDnrZff8IWbrI00/ulEyqYrQbxpJri//c/QOhNGcWotVPfu2l3X3uswJyWLX3DSOjR9UtbWxqH3S1IViaKihx+H92LPVcOD7s8f3Wo1WCK20U8Oubv3z2/ffstIzcyKdN/9dNe4+zrrkXWAKg8/v7wgYL9/XI1GL9uvMiklYiY/f6Ox6Xb3gM302vIRMnTpHWyQY30aNgplX/daG8vvZRyS1gUNvCAlAugVfuhXPWZVD7siPz7uoQt0HqI1GEd+cN6regFumUwSXJoBfFnZJ/3QlzwJMatUo9SGKj+eHTCoiWv4BG/j7S2Jn3qV7qLJsTb3y0RbDKStt0MmkUJw0lpK0yePe79fNsra1u1G9g19RGO4GfGBm/adJv2gh8ueviSW44dphHV26HFSu4qIh4XsR/YH4flAMMQoCIJ+Yoc+5D7o+e3bL44x6aBs7/3k/81T3hkEQQ2DZCRvtzF2fBzH+qdzPeLPj7s9Pk7TKEjK9dhKz9iyzP1z398FK87Oz9PA9pscp3GoMRodHT01gtl4V9jnE25Mbgbu5rzP0s1o/fFq0s0vQFq1g3wmJOqHvWj8GDa8+x6wmWcGiNMO7u4tEm/Q259I8b61R6FtwVnQR22t8lHsqV6feFdIoYX945PjXvnqlaR8jqI+b+tHT29qU0jLwDgMEQbrEfw4OXn9ilsXcJMylDm8KvayAVrqGVYNrs3mc7H4tX19dP0z5FqIemnUD44HTFrUzPyLsx52UIpi1ZlOtH/stjRETzmM7EH0N1u0Z7N39NlJtHmAu9633p/AheGzb78RF5EFmF+Hbzade1EScUrBoR/awMah79/ARi9mToW7rzjNQLA4iPeeNI3AWNSfuW8hSBv3NrABoykpelQPMKEj6T3II8WS1SzlnckGNvZeiB8qDwDFkgWLgUQlYxaGA8jhxAiIvaWxH6GWKRUx6hFignrpgJWODwQshVxaP/GjgvHXLwrv1btXWioLTjKKTvwseX3MR497DN5X4auzmG8uEJPxwjzSQEOkSlpASf/YjwLeUjISe8fvQl4Nc78HOvTFDNft9UMGpJa1t69OXp+cIG5FIPKc+xrEOmCYeHHaZy7RG5GVOIwDYYum3xFaFX7PR+oyCY6L3qvXJ9GrchC8C2GMnnmnCGDmzIiwF26eA+ayEik7OSmheK3NfEGbc8i/iyF9IxZPUNkkNJqrVUoguiw/JH0r+tjTSPrbN2Dj7OIMjiuAcQx1to78vO9T2HUZ9Y5fvz7OorfvrugAeWTXt+v59pGkQ7gPXbSivLy8qiYn13V1dXJS1dWgIPYiqccaCU4SE0U5H1Z3LcoRzQNL7nqjnofspu5nVa8qUHFFbDI9i8/Owrjp964vvfAVQploiOpvfFa8C2UzyGjYhHT2dUS3d/A+hq19cLdV4jZAXYLHe/fLtVXYbS/wq7QsUiXKnt3fw7afdVJkEJfP3B+UwMLsACcLxCiev8/8bnjvpJTepPLSIhlDpa4rECcLmb6WwiK6RFztkZO5c6+xXXfWKzI0SYnxzXNvEHolErWpAgmeomOUOKG/jPJarULQzAbdMJH+X43cWVI0VXlZZ2n9qWRMIZ8bX6ix4nE5OLnOw7JG8meQMsTLuEBSjlKX0uRq8+MjxOeuKpJRwy+oA1bsq7o+efeOdj5XRXWpKAOP0YZfgaIm6qQnx++OTt6fnBy9DcuBz+7o+ROf4ddn8fk5dilqYlkCNvGxy/UHr6vjetFUmjaXn6qr62u4YYOQg+R1c4nG2XV9efnwxtvBGP67ZXpEgQ+wM4UDQepSHttUtjD2HHdeBekxuAbG7vVReotvHPzsDCnRC/8C4Ch8SjBO44tjJHl6x/3ytJ+jQYgm4JHDxZ2wQUjUumCrW/T04mxSf/3KlX2dmvTvlJT2HHXbRT3NF2P6LdYPGImSwdyUSQ0KFMOCs7ioevV5gGztycn1dQ/x4VJQcZxXDIv8mCBfLsW7sojP14n/g+s2xndVomay7yv3os3vcHxAtQP95iYKiR5ahWUFkkoYkvBX8u6lVaKHHmcTEs1dWdnO4ww5+Ryt873nHSdWNvvMHVan7bvQYIkrWy8wdPgo6sOsG/RH5eVUUMbKkB9aJRpGJU07Q3JgpJLqIgnSsqmpgS3Rz44rdpqinpr0FxM3sRKkG6eq25dG9ILOwNOpAqVVvfiEjnR11WMua/PDs+pdcHxyVhy/xhw41jirjqvy+LIGMV5fn9CQMzsu60/z8mpxo24bN1++Xn/48vn6ev71+pLR3TCVVVJPuu0T132mUq8TpCsH7OndmRT2ayTRkQXkm5PrwQWRPNrllSXqNdUHRHcnEwmbDZvLYcP+pTuJSi+vI1P24eNs9rGqwYzmC53xZlfXX6/vQ/8qLo+eqRKNPKvwMlDo+VYK6m0Vl6sjWzzgl8kgc5Jefuzt9VJ63zrq0WnCpiZutHDEcD8LT2V65MBt5p2dBqdBfNE7M2vt+Bkb0uobeLxX6OZ+uJjNKm7CbHKN6DYSbLWFmutmPlkMkEmpF4v7xKWFRDcJWMTegqtK3Z2u4rCig/X1yfGgonooOrk+qY9P0+osztGSlExskUhM0LJZabIB4f0JWNVKavBlexJkbqNKdKRJsm+/jS4lS15Up+bqNsbKGf4HErBWj7wzMQl4Y/un+xOmtG8Viu7OwFqCM98kIvNJiAD7qPSxEpEgzr2yoYauYO4XrHyq+jwsATvOKAoohyRUwqqJErohjnwvq4G6YD5FsFLTEPXKBD15+l1M5ixQ6DeXTTVi+GFtNDkokwAqtIr6xAA4k61xcxHfXPh8e1menR1ffrjgdMq6RAgdFVDXUIPGPRJKv5x+rL6ow9iyncUVuv1fvzbV9devU4T7K9r/ENu/xBygbuMszy/yEymRXl+ieIr0eVkBG0UV4VyfIJR+YesVlow4KUrqoct+RTy9+SLJ1BnfLC6uwKJxVcw4Ir+8XqLJflXTgghh1fvW0ZAZdodEyXgS2STy2Z+qN0nXJlLiq7dbRy9Up+VkVi22sSz3+yheb/mt71+5NvO0UQI+2m6G7O9F3ZvR3gEX75QuKqtF4GBjN274aW1CBzQMqT9UtGa6QUl21fETfRDB42ldjKdVAfY3ZQHj/q6Wn/Az685mO4vV9/XGjqlOcKh+xyFndXHTdfSa5GlgG2mVwG0piqPj0kJcRB/uhv/+4jrrOB+bubE/RBikVrex3xqwuo3k4JjjwAXTWYTUO+fF1sbPlHspOTraXeWKLtNg//lTMoka/LP3QySrYlP2JEEHtm4ykHuSVU3XjQYlnbvBkMwqdV25177rHsT9bLmmd68apNpRa0BmGViEEYWmMV0/6opagU3P6VXdVIUEIBAA5x6Tcp2g8rXqPr2rhtWnJun7ZzfrXizgB5Z2WHTdjV+FZ8HZWXsTV1pCEQ4+vzhPj16X15fVlDnsxL1v1IqsVu/RIfrpN9AuGuSTP8mVUO1/fnFRXNDO0PcZtEGFQcN45TDVTXhWIG1MC6ABaMRsqi7HWmo/0sGwqb/cVOx3VjHM0W5n7x/0HX2QZ0xJZpN6XzQf74fb+FkqW0GJl6S72g13npZgD7uy3cU2Vo9TKbRDk2jfHmvjO6GamQFS1zJdg1kn00MdEDo1kH7zhpfofaxos+LNu2DDGLCj4SW48AEz45YrvWkFHotJgnHRyOEdLfQIAY7lPWzAgB3iVadrG5gbrDZmaho961Y8zYtKGMGDpUcc3Z8Cv7rRYw5nFzyD3KUGQI3ohZW5o8hwY7+TIirbIbCBJLrqNtIXOCni14bVUFb94UXfm+Ly/CXe0F1x+W4npRmmweCA3dLMtRw3e863uS8ur9XCzzpge0OasfWpLKZUMKgGMHmp+SwPLi4nb1Cp7zQ0h7b2qwEdq8jtDXK/hBmRl5Mqiiuye2O1klapQrGc5zUdeBfDinY243I+L8Mpff2q6eLyEl/B+pJ3GvgslrHWI/bI8sS4mq0EJTcaaLF0rpNj+i7Qg0EfsCaFLGjSKZ+ZlLlaoZrsulTWyxBOytlFLti4eMO6SZDEjBrBCKEU/8Ik0XNcH3ztCsHktctBh4cbNZkzbGK5pH1CrObLGBxq6s6Umt3U44/VhwfONnUbOzvOSwE4934Q3IAgH4bbehvbedjbVbw3JCrrhXum3vKnnCR9XmnXGIChMyYveIJRRhv6cB9sGAMWWxJU/qBLb3VfgY2Cxh9m+0zE+IfXYuKD9AK971AwUjBuXQXDPRaCvWEPwAbIw0lILkCNaS/a2Y06YIBuQvgWQCmPcyu4i6ODi8s3xHlcMK11+8q9iG2MJgeUABOjaYbAxqFVWIM1bJQqJBhPhi+lsh1e7eWobBhNKg7ZWSSNBR+oLdPe8+6HhcIxO5mJxubFfF5TuqA7LfKc/+tMwyCn81+ugdBNgz6liuWhVLZCzhlR59WKOIbs6WUbFhoZw3S16mlMLfpJXQQYGTRdnpRzvUTfVSRh+GYuU7xrxrerj/rmWzXxDTbcwLdBxTBv1XawlTHBKq9939Bt4+ydwca8mjF9O/p7qSWh4KN941oW3ggS1CPl0sFGoX4MWuXUWJYP8KbZzeY7xq5w4wLfLDvO6uvGtNrHk+sv6g+joX8ja/vG7ZlDaexzijOdYjupqg+bGJ6Djd0J2ERhTkEEyjm0RhQ60IJ4K7bhBaoSVVNWveXWaKp8xN8LG6HlkgHQ0wtzglbqFx1b83nBK32jAQHCTvHxcxlLMWDlI1zXzYUAw7rDytpQC2JaEa9GRrhfLZyl+cBJwdro363uIJUSyQIeYXprFqEMQ57DDT84K/GNkw0CvUuLqCUPu7IdRmUj9edI2/uobFllnMq9hHG1dBwkL9HBkD4EsDEW/+/FxPmDYxtr4nxROzLGzvOvSKARcti7vyik4c1ual/tWlwVm5Ao3WgTDl/PS+t8qNbWU+vc2lVRSSziUOL8mCJDOpbCv64Gc6m80B/++0o9rkdOTIr+0T0S+Yw3Ol+XE44mw8T+WatzmSBib5s/fnm5hg0akmt90pnRxvTGjavOSN567UKwcRb1ictj5XZmZBCAcE0cZxufxWCDFlCT5hLYKEt1Y1gZGvEbN3zf8Nd9d2ORWAKnaXRcKWr20awNWiFfcCKdvc+dR7c5Di/YobrFTXMfwqa4/LmQqPyUWggAgoQYH8OVyr28p0QBV4naN/ITd6kNvYZXgr2wQWUKxphgAyDtwAjO+w3t5gELwhtvBHXMUKtyeCYBu5Hp+VqDm+4qNTZmdB7iVtAQuVGLdloo82Xy0NpYy/RoLjDEZZHJSnljsKHzuej0Q/dm/Xd9ap3ehAdz+kum58+R6SHCFAzyNN8PG1HlrvZ5mZ6Nk4LgU5kHNdnX29WQVu70m2+YPKDHgPRGVhwq01Olaps6kLURImbb1trPbUuXa4yLIT1r226e0ZZ+ToTSpKVuNej4nRraWhtxpuLYGnJjeSyJpGpqy+VYvVnZXNVf5uh65LPky65gGTvzyNFeX5uPMnvzhj7Emt4zLkx2RGu2x5tWHsuHelIe4aYSsb9ZNzlj6m+Gb+ssCS2qON1nxXkYV/RW+fDRrI1Lwqzsd2anIz/F/aAT4wAzRT10OjeTg2V6aq8vmR75G7E1P7lVCegT6l4r+hP4fUMXKLOl1+P/em+5l4ONzlkbb05bwcTMLfbcoM5QdRbwptjKwvbAxiWhnZnmtJk9WBvNcGHuJvJg6rzO99WE2MZj2BC9sciSizfuWQo2hLUzTsgCLwIMe6Cn9gTcm7ADf8HG3xs2pred0sDjFq2FNGbZwGnBUIi17jP7/Z+AjZiIRR5JJUqjSf8AEAYEWrdxCqN4CWyse9vraBxzLC0IfpzaUek1fUnE88KFKuiJrrXIYEPzm+1G1gHfmeELxKXB6+vroc3qG4XsMAbaNwT85EoATzM3IPFWPkyLNWxcyGCZGaDoPQ42ZqcCAUs9EPIgqF/Rs2ntpFxOXFTD9Zdm/1jUDPw31tR9tR7w3ezLobChmGbQCQUylWxQ2iaPpdmCjQU/8PnQKjdUVtr1o9pIsftgg+4Ggo0bwcapYONU5+jWe526rI0Q2AgPgg26vs4UEn2j+ER386Eaume2RLyjpIn56rYePgEb6pZKcu9ifYMAfbMdu1OHI87U4Am1sjYk/9FaXuUXbPzNYQOPwaMylCdGRC432EAUirTFair3vXw5bNRJLcq1tKRuNckwXvyR8KOtTWevlkHTmhQMovqrCgVLc5AUT8HUkA+/WjRkXeX33ty8OQU2TpmkiiQYbOCbd27i3lrMRHXJX2VD23Ift6Y98+Zms3rJ9tUKCaDMmjMJNRlsrGMb98O3vZ0JnViJO1IqZ+/eCTbwbBxuTIENRTXemCejoxvC3LwxUJL1br77zYcDYcOKNoANGRvEoAUK2B5T/zFsRIIIwwxkfWJsjy5I+4fBhqIbnFMMbFwAG7LOmK+CjVtZHzhvMz8krHEIbHD9RSPYcDYHDYCxFxucT7yTFtgA7c3o2IKNAQG5ZEAOamYwf3Mrc4fPcPzTOyfFYtxm7wHcCndXv2Dj7w0bKUttjauCbdCltQIbgo2aIVAPaNw1+AnYyCarVVTI2liVaL0sNc1QsiSIAg9z0pTAxhy0qgdMeWdtAB1dAdiMBCZNxBBMoSkoJhEEby5kbVyYI6Aowr03zDR4o2pR+g+eXGsxZBqDDXK0leFww1AWNX9xPaqb5sMEMnleKP13ywi1KX/bueGrgWzhlICCAuqbDTZADeo21MWyGX2p5Bm9kTk0c/aPmTedrdxaSDUTbz4e7KT0csEG0l3Ku1LGLmsj27I2KjFVAoMVBMuXxlshuLE8DDYCzo6U68piowZ7wUy9U7p1lPSMZrDHRwfABjV5pJLMj5tZSJQkmFMq5ghDs7gsWLXlpKglZ1p+4A6fxjMDXBcJai0sa+EMBxsXq00Q6yI+7Q9+wcbfGjbyuXMXlpkLhDLvlX7Hx5gUJJPDn3BSCIl2UQACOVVbsGBs9iwSEAOPAiFwpKldAF4BNaY5Boi9dShxbX23lPFsmU5lRzXaDTZubLAp8D5z/C4XvyThc315uaiqzsUrLMrgXBMdpJWlcTH70FBLVgk2BqcFsEHgzUasKfHO3HcWLaGgEtCw2IalU4GNjx/GVfNhtoal1bqiZGbFVPpp1rroa3WwtaEicU8oYF1dI/5lkOij7UwKry4xSSoFQXPCpks6mvx+W+2DjW9QqYCNZXvjXyzasxjXLT5ThcRsnfuUj3YRWLHX0f6QaMXo/ErJSlvJGWwpyqvN8UNvsJs3bbe0H7v2iZAoW/VBBS4XVevywCp1uXFy7cSlyQmTH+6Flivjxdivr7NfsPH3ho2kp0qKbkGbdX0tBhRgEZFM2460+6B8sZPCkMoGXdvnmygzcbmkawM5CW1ZFtRwNyO8n3qydL/TOGHM1ZYdmQy7dm5vrRrVlreLC7hMp4Gy/JQr8dcGfMB3rSVXL1S5cXqhBOyU0lBVYsnF4Kumtxua+ru4qGbzepOALfPTk4tuFlSnVWuJXNVr8d2NvLKLs+ri3dm7V2vl8sn1NbBBX2p61g+ZHkrUaMcWF7xpXR52weHstC+qLx8O78oGFiiTIkYr30+VSUm2mjn6rd6zoMSjRM6P/ghIdt1KJ3AfbEA2ZdWOKUYJfUSGKUmFEwK39CJQ8RwdYS/IvlJgewJu9PfCxtWHD9MvFO5Pvlx/ubhprqlsK7BAJpT2UuZWDq2aHBGhbdgQrZuK8UieoQ8lSPy1i7PghvO4obQkrlR7c1G9g0PD44yps8mPXx//go2/N2wE0zhtCgThRgUUlKDKisgvUG7x6pjisuTFmZSQCjGqu+BPpNWQ0nLktLyMvS3Q4y2xx9GYLAivzevBdDFupqPhtJxy2eVgQbH5sBpdgigfm6b36vwi+KC29W/LowqlCMpCKahQZWhYzXxRtKqb2K+ai9OCPOegnn4CN1SyCcIozvH1WglDVXvhnVxU8+qyvISnchwINgYneUhx+XXO2A2rGz9mj1alWBFRCeJ3FLBnlHsd1821g42rK767HE4+mLNzMWMCzRpqy/2bWXXljgJdg5Kv4lDYgMRmGVWqPrt1Ucbvt8NgO5PiWeM2q6zl66qWL3Pb7ifOvz0Ko9N+36+o3Xv16hXs1zjskV7xitD/CHqAIV7dW9eW96M9sPHxiuL661lVfzn5ws24hL8Gg61sxth4MAKmQ2bhlMrQrT4pScJkoJiiKqMSBgPgERR1r6jiHrVm1N0xUYo6LN6+Kt+dFX5FwV1ymau4/Bds/J1ho0Sb2pMGY1D3MsjQBWRXui8k0kNMypfHNsoetJEyj9kVKcYy7ycUqtd0Pc8oAwOQquF0IoXGRTmymqCmLmkUvaBuhEKweTMcLupRc/7pY3AG1zofxsXb+jX09+ziVTXs1VVa9ZFpmCAGWSV+Pu1lRXxaxdgwxZJxfFXN9CdvZl9OvjLMr5sJP1JgNi0v5yDA5XUZUPyKtaGw6PHx6RnFrX44ufApQg+qWGO6iMt3R5S5lSzDtVkbY1HZILQ0U/x7ajg+XM2oZD9bTC8geFWLolhQg3o1vJ5ezWZXB8OGk+haN3O0/2nBul23wb8H7Ry72ht07o37RAFfkZuBIVy87r16izwAzzui9+srAkES4Hjtv86OnN7GEWoY8R5r48PNzfX15+uP3ODieiEy4hJK4mgyhRbLjcHk+PBlOuQxfvr0iWsnhvxjeyVXQWdV5kWBhfO6LN+Vb1/Vdpuz/LROKJNEqbJUMORXe6W/L2xsyr0mPny1ws8yCDuQX1kGfMgotW91OlIc/dNbRxvNbvf9VGldc0WFx7kNnvPq5PjsoigLUhvn56xIA7irxyflu5ABVyG9cwZ7b91eSTmPRfWR60PJ8VKwcV2Prj6OLtnAjMvxJ8rcYMFBX4MBC/kBJncyOC+wk/Xv7CzOqssIxv67izODjerj1aZGsdHnx58wlC6hx32or66oZeBeVs2XD9UVs2U+La8a8ONQ2MitK6PXborHKZdSB5QNbCSR0eNplWJvWlk53IIgR161Jg62TxQQ7Rv1ZApK5HiOXvWp/UBHpVeiP/L6dY+Yxuvg9du3EOcVD93DSVnDxvX1GGD8clotxeTDqMMvaT5dXvJ3Dim4aGC07YeN01ORjjnwW2w64KO8pJrcP5W2I3RsV+CJOtIv2Phbwwaa1YOsortwIgZKithFPaDgsy5zU4DL/xrYGN51TwtOT8qLMxQiEA7LEdDImPDl+5Pj4gga/tlZdf6oKxtc2PHVl+YGRxxr5suXEZP92rbx5QcofKHBBpUqRD3fncFgKNMgTs+hyOkk06iXXhXvMEUcbDgYUFwUjKDA9uNI1kctJr4J5l/q/xpbAw2b+acrJs/hmRTJ/PZ9r5wuTUZ0oiBpcJeA7VlLFOVchRukUmAVm29TYmkEvf0SxFDZTsOzvH925vXevgsu/N7ZGXqAKGZR0ZGh9xccYW4cOdzYG9u4uZnoFn6oKhKws4sr/L8vX86aGiQeL5r6aoZoQXv1odnVzHGNGgPFMcrj1yfkZd8O8qMSGze+wEEUu81Hm2VTF/4LNv7esCEFnaiMipracOZmFaY56gK9zLoWDYq/GjYGZ0gXgA71SXmONgYGEHbHyTXyDEWJPhQ2yY+w8fEKBj1OxIWiD1cfMQSurj5YcfgGNuILJ3PyrijeQdE95l+mpigF8IlGTF6R+iU69xg2TFmi+VhfzykYRSgZdZDr9Xb5qWk+zaspdQ2HJ2AdCCwXysRiBiB8RhLWv++TUrgqsEg649SWh7YHRPk2LVX2Fpefe/mpT1AUfi9qaGL5Qn/l2hBGjNEQlQoSomtyUvoHwMbEAsPAx8zSSeLCEUdGFGlKcEcV/SK7QA/+sAM2cpl4J/lAAdD4vBS5jdgzISui3LACOrQ4quIsLH/1gP2nwIa0UJDaCLJhiaRZE0mIo18KMuDbZn8xbJwXYYrDwhzmrE5OspyvxCrR/qrJ6pFy2YINJH4+inZGNXk1kxrGlWVRx8DGWLARvjMRqezo7Vm/rI/hdqOplPmyNLj0wZlla27ix7BR1x8+XOGa1KLof4EtjvVxeS3v5xOGyNWn5qzW3OkOtjYwJFIQonUQkMWOnPZAgthDj4SiMFKdw3LQzKem617PvShS1eheUcDKP0FB2Iczf6F0io+9QVA0Dnz7KTYQOetH0lM9ADaur3UnJxPln1XzZfUXkFUJEGMq3NxYTry9ufrw4Y44/yNsmDYKcj1YFUhqhL6Rl/lHHYn4AqR3SJr1ivP1nPgFG39zJwUSLFr3ZMk8RDFIo6Dq10MkkBBaYWmUvxg2qnd5eXGBzmR+UcFXK4rT0/oSdbuq8lUjffHYSammjHNZ0pgbCGB80Er4wQbz2GIbr46IjTCyquL8HNH740sEiQYF+2X/2MiF4+vf3MU2qNgYO5GSRrHQWfNFXGqDEQl4XU7x5jWjZjqmPnk4bBgBtvPoZFRGrnVjENxJEFdBQtQDKfN17MMlUvhq7/P2a4lKCtB62RPrddReVUXMlGy+CC9kKyACbLR5mRt7YKNZw8ZNZVWy68p6ZaBvlPRuVbhLTvtmZndajtzjjvOCjQHe38zo8mvWvHjDVo8nJjHnGV64qIY8lV+w8XeGDXIndABT/cHcy5Yqcph4jXztCnlT1MT+YtigCjT0sQCKU0SCTyrwIu6fSuJFglUUTscXj2CDIKUuZnZhRRuz6sZtH+5h4+07nYqsdCCoOvUvTB/GJD2csIekN6pTJWArK/RaOymN9lPN6pkQyb7n6/QKFVMlaG9c1fXNobBh8uNzKjDidXgzCK1V210mxQtuVQyWPJLpufUOES4HNpAerlwN2um6SK5b0/dgsDmyb+D7BhsHlHtdT3SRH0yjp3MVsVYl2802DGIVgIpnbLBxvQUbxD4Hg3cXjsK8ZjK/WZ9Ra2VzojPHZ+eDX7DxD4ANNW3PHFtd5Zuil1UmpAOxDTZB+VfDRjjTOq6CjNkNoDGbLWYUW8gHYQjexF8ewcbHjcTXulB5dg8biLTdwQbUeduFr1pp6ihnUtnxAx0EsiasiDVsjEV/tZMCI1gb9Rlpytja3S4k6qVXdXZaeFWefmi5lzTelX/tAvFTis077p0Un/m5gO7m+h7cNzxA9N3vHQAbCIdgF4h207ovK0ccbm2SG+03OD0UNshCXxk4WkWsdtkaAV7GhqDEanKl4XOzAza0vbMKcjGIOyMbv3GMfp3OzDQDpbk0yH/Bxj8gtiF9aZ74xMiM7Ugso9uuWZrexuCvhw0nZHFjC5NWqc7kXIzOgFeMq/wINkzMy1hvNhRbC3IwmD/cw4blA42HOTNhGMnDOAEedxArML8ocySIPympq5P60NyYxN6qu3mwYHbt+iP2KxE5Dy4uN4joFar3Irq45C//av8+Adu/D30mFsmgS0mweam/PyQKjw2skNjGG3fmb4x3agSy1qmgYVQdChsSOfrUmOKGPinskZikhAradT3/7DnYKLO31HNV64/PnFyhaM2nM0dn5jyBjbNfsPHPgI0S6fJqYtIJ8MribChOI4/0dpWFda9K/yrYYDEuyji5cao8bkFj5N+KzHpjGhcIXMzwMH6EjQ8S62lnxmcX7czR2XEg1rAhUcCkEmqIsTJz5FhmgNHStE8NZthf1bnBxmTiYOMD8rsLnYq90aQ5HPm8tR049nz3ItggRJHUt7eP2itta4k6nJArY9R56uaCvVUbUi4/Q+BXMhamOKCLdbAh4l4Lk1VbEB/qpBDjUcqocphpKklmbRg021fnpNzscFLOizOqZIhsuM6Vs/UZdRYlUUhUTwS5x7NfTso/Aza8apQma+kEKGbF1OS29GxJr4SqFv1rYMNXSDYqZm4herMWFpaGi80DOFHobkBoeBQS/TAzlqzRNI3b7mQBZxsnpaQmMTcVUJOgwLayN93ONJtas07ezESWoOQV2GgcbR7YmJkVI5J3K0EezRNGv41/24EqxKlsX05eUCUazx93ZUPpfKu4fOBVZi1E3nKq5tKxSQUeaG0YdZ6LlZPSOdh4YwaVMdQpqz8MNj442LiSjzK7cRIjFttwGkiG6ZJKu9kREj2/kBDCmcLNPBW5NBfOSRGjX9aGREHg2v0Kif5TrI0kjUdIJ5QS9roVv/07TkpQrb4rJkrZ3l8FG8r+RtVa2eLNai2/R2q0Nba6sij+xRf/EWzcSOtW+jutczrEtlQAolmHRNVTpVDWz1R+1iJ3MmBOb9ZalqzBFzd0aDAq2z1sfJzZjGGsuwXXHKXNDlxgsBMb5mDYoDOdC0U/2Gju/Bg2qNRwxeW3g8mtFAQLw4xwv5ZoEM/cKu6khZxYCRP0xmKReoEeKoIGlW7sqxKtBBvXKtog4XpHgF+z3y2qaSbYbEcCFtg4V0usCzuV7mb9IT1OR6IXbMwuzNj4lYD9B8BGxbpadU6Ga2maCYj1KTSKYIN++Zc5KaSEcSec7tPKlC5mip1p0CpeIYkc6Cjl4EfYuHoQErUB6hKw0mh1sPH6OD+9uLc2WPxupBxoqtxutwilZ5eQdaS3ISlR5VI+fJR9rriAEwSU29TO3OR7I2nO1j45Wx6PD45tZPZX9gMZDSFBJc2vLQasyRQLNuIE+FjBNAn2tkkRlY3mlWiC+/6sjW/WPPlZEMivg6FuaSZg9yykc+VzPVbvrI0PYvU1qs0wcrEr9yKP6qi/2r9koq92lHudn5+dUxODuSGLDqzo3C4kU24ndwHNubhIo1/lXv+Qug1UooO5PfquNNH61jNSO2znLPPrvywkSpsFCipu1iE4M4f5Qm60W2v+diJxVvljJ4WYqEl5zdZRDSot1JFvU+7Vy/KIVgfr2EbrgnntrQyQdi3lQS17dfIYNm6clN6tfczWbieu59Q9OktSzIrLr9cHwkYupEiqamM2pL4Dji0q20Jg0cFfGxrvrVM8NNwPG9/eJf3+Bb3XfMsrhyreDul61uuBJ69QXKQUrFIzXRyU/bCh4nIxexoljSjqEqeNopYLFdZdGNG44s/Vh3JXcfnZuaxH66Ak8S51q+DwAQ+QrnuxOk1QiDMoBr+Ky/8hsFHTlhXCVFZG6h6E1taiDCkTjTw6mBFc+OtgI03hxRgGWLpQXgB6/aryWiczAno7HuePOSnNh8bGslKqs+oLDXGHcNnuistfFYXqrF1+1nk7So7cnF2sKxtYhKvr19fZBjaQIP4IB1alTfeZXUMKgyX74jyWtpofDhswS7IUiaQqodu0ZMnLABHFKnxCpodK0kHz++2klyzQ7JlgoPQ9fx+V7RtSGsfBcXAKcNAQ892rd+ee/5qe0VDbjt4d9QCN4FXvnRMS3Q8b3AfrGPFlSLnK1fXnS9h7dTP9VE4ps7c6FgQUm0/THVQ2e/4Sb4F+ElT565wq0eKU9noAp/qxndV9nEJqO35R2f4ZsEEjpKKiXHKQln3T2OpiGqnHY6YbvSSSvywkypMiiwNskBaR+J++OfVnF6eMUTVGUi3H2buT949hA8mfT3QznhWNlCAQ9qAqmyaO9YbKRhf6GOYr8UuF99DLoOrirKpeVa+UzbWCjDC6fk1/yEewEcvOnzkDhqigtQSaqXlT+0WOkH6YfaDN06GwkcErQ0u4Cu+KPlEbHmxpieKZrLBClr/fJk5utLOmscFea+PYD45f18fRMaIiZ/RtevXquHztgxsB1NdXJYVlXnX26lke2w+wQZ09fkr95cNV8+n6/XVTfrqmxfenadl8rCDAzmnseF3MTWTgw1Zsw7pmnED9KRMcy5P6NXUxl73Lk2MJKmAEBYPXl5VYQRYOPT+3POwv2Pj7wgb92YAJGGLRIKrmTAUTm+Y4EFTQ0PjLnBS6GKTqjLtR6pNte1qeFeXpCYJf+vk0fvfu9UmeOtjY9EIrLxf1FQkh2gzCGYFBIt4IK6I63hlsUO5VxevQnJSuIG3QdbTsTXtnlQz6C7pYvb48ubc2LCT6cWY1BzIpqoUoa5v609nFx3ry5XQmA6eqvpWHwkYUq3TC/I/1tuKnYsvaKJEbjr2IHgdVhIDGrSVp91Ng21Yt1dbNXfu2oasRWd7EaWxsXn7GQ3kAG18uaVRZlc0l8hrT68tpuRhPG/pwfqIHZ1VOJ5+AlK/XJwukA2ZXum2PYKMcvA3ry1clJAHqzPP8Glymc+8xJmVCPgxO80lFYT9qjTTjjet3v2Dj7wkbQYTMhlrLx1Um7jzkLjhdBURyMCSqg7TogxYQMSP6ESXx4C8r9zKNQGsZeu7ycq6lKEzs8zO0NrK3WZH2c9ofIf5wiX2Bn1B+ZGQvPtZfr/PLr58vr4d0lbY6JFrChkdIdCikr/IBfXNha5tZxufqu0TFkfXYREtUdRvuRDE5rmYW/PvwaGNxXfNDrxQFuT44JNr+vr0hEfoYNiaoh/pehLUxoPljbbCR7g+JQpyP+8/oaBy63RWXX45pmU3L7/nn68vPnwbN5LyqkVWqJtVwMZ8AH0RMv36txWojmrQNG8fl217w6oJO84VoiX0Erqter5GhC7ENphvCa9JKuqmQ3ngX/oKNvyds0GmNWxxmRZCWFeoalSTi/EWPFrI0VyuRgEQap0bND2JKlqfhX0acL0SojlU+OMif6NL3DtjgKaEvNfmCTzKs8BNQ+TFpUVo8zk8+f6Z7qZq2foH6fuV2xV/vvDo/Kxzj8snx5bREN5HWD2qO/HH6gBm+dyDvg417ipr+2rctUjqPrQ3cEnorYW1MM/sQOuaB1/uPw8YUWZGrqtDtxaD7RGZ6uRDbeIFcY13M353PFyd0bluICFRPpo+dlDK4usKyfXdyHVXVMcKOeVUlNJeHPRAWH6oYKjJUXSO6xWV19Mva+JvCRpgiLUE7eB+HMwggwhKPIpTRtJ56uUZVSo6gH1Q1LVPVCTv4q2CjCHsB0n17YeOLpmldF83ya93MhtMppPfqehJjd9SV47V9oTcjnse5mRfn2FLn1aB3KGzAXL9C++zqT4ONspnSAvf3tmkIvywWo6aYIO8VP6VcPjYnhXYRSsaiXL6XN//nw8bl9WT+kbqUWT2a44h8+liJpPMFaZPZx9lH6tHktH35opp9+INV8xg2joN3hN7pq3Dth0n/Kj4L0jS+uurhoJxRYNKiTS2DUrmp07PybfELNv6mTgoeCUnAIEMwuE6FGIQTJjRFmiMnmvq9PkVfPINeENGNL03+Mpme8wux2s/inbCRGmzANWsIhMJzswGNYVEwqpvZR3RxRUpRO6cvFXKlG9gg5JufF7t79T6GDfkg0GA//mmwge3gUyU6tcpxVY0SunggCngHG52JjC5+v20gtxEL6fP2/l7q/J8NG9w58q1OXWM2e1eZELN4+LG5JRZ+EuFQFeZX08vqcSYFi4JWTjD1i7ObGzGOZ3EhpffqIryprEJUiiDABg6pxFx/wcbfEzZ8STfOVahDd9a28lWzscjov/g9aL533ShbqLcna3SToC9KF/u/ykk5P48Dcvsu/rANG5nBRi4BQGuqgjsiRipOyY3Wr5klXsT3Jg3yof5YbGAjSM7T5LysDoUN1PxrhIj/PCelj6/hLYfqBUsFV1ZYnLQfbJd7reS+qBuCKW+0rjA9+k/DxhcRgFvLGAkduJvW23LmCMCqeLHMkgrnCnRXH8OGgs3WoYWnQSmJ+MZWw6ro8ql1qlV+igrgU8o5yvNfsPF3hY0iyobW48h1VVLfd5Uz0T/c6PPiwLryiCQqSVX8ZU4KAUysgmIXbAyUSQE2GiRkHLX9wrr33NiIbi+M4S5CCcMcnZ3zDWzUlaRGzuODnRS2K5TK/yzYCDEZ4sjrwyKkGXTfI01TyYZ4DBu4h6t75oo6HcTq49b/D8NGNXM1sVZRf+MYyFBg11X11r/efqUO1VV1+dhJAcWdkIGqZC5MB0AGoLF7MFRcozZjtyivXoXlL9j4e8IGia8wo+hRbeHVypEubAv3hZ5qVJsvF+K08es2i0qaGfxVEsSD85Q4XOztvOA1bHy4unBc9s4N4LUUjOO5W+N5ZDs+NGQ43X6zJEolX3YYbGgADekfNJyO/yTYELN13QSlTVAiVi3o0ouybSqbN9qom/M4TM6n53u9/yxsfHDSZW7iqyC2XZfZ3n1xtbJYrxezj5+2rA0r5+/WxbU3jv53s1pzjg1sHKmZYvWLOCcQ/ws2/qbWhiIF3W0FhS3LjCivf4BIlnTW53npGPTtVC2S/jrYIPyQ2//7YEM92ZyYw3oor243Zek2nNVB5UOTbGBDPL0BPY0PhQ16oFL9IfXyP8lJwd4I/Na1R8GEkIjX7eiJ9kqUZdESqf3etgqD+MGaR/8fgo2+wcbogyltWO/ntUaAMfGNmdO6dpaq6Ff9283VRzVBGDXDJJKAtW2SWrReu6dWwy+tFBH5oRnZjlr38dnNG0utPyj3Gh28/Qgb+7YNbOzdrTiQBAKzA7c72NAsmwwnh559CfWZgqnB4cdxsJFyiOa546xhY9/+aJdXaebt2s1dSDRDZbdb1bR4LukY3f1uPVWbblXY8gxs0EBa/TlW6WCYe4N9111FFIJkux/YHWyMrBZi9/lRlvUQNsRoe/Z62fVxlI8b+doSmzLph9b1j74bj07ky/qvbPa790Y62Hg4MEfjw0cxNH1aToXhc8T5IBXJZEzbIyBkofDFdgI2pPd22vPioNfzHV4ojZL+BzMpPKvhB2vFLSKQoMPWGCP1vbnjDcrGu1WL3JsP6kuzBRtv1kJeMxMtWa3WsLFmE298HFeQM7iHjclLNh7PobBBy6+mHjajfbtkfdNktMySOAABAABJREFUyV8MG2tr49Dtp2Gjxq6b7D7OS2Fj58Yw4FC6EwNIKOMQ+yJXx+YuCGF8rG5THBRs50UjKZegwnGJgyzJ9133wbAx1OMd7370XClneO+k/GBb7oCNo3w8P5OdKxWwDRte+nMbn9t0pzjy/X4PhY3JT266xjp7BjYCV7vRIf83sABnRar1XoL4ISeFIEAWrj+SuMYp/6nYRpDV8s/M2jDIWMsBzkT7deo8M5v3rZMh4TZbNysHG3cP7mKj9KF/kgJEFOyN6RTq+RhsmIzHjbVhGry8uHzs7vnwBbAxqR82n9zppIzGPwMb+YudlJ+DjaQWNu22gV8EG+NnnIA1bHgqLO9WUyCjqtVl3iKjdedUevjJxTYkMQrLKNgbEj0cNrR6jZ55/iMMksewsYEOOE6P9yvYeF2Oq8qG3czJAcItM1K82K3OjF7DRtFPNKzuQ6v7YOPDfQzUNWn6s0KilH56ah2fmn4XJ6ZUa72VSemtJYhxDQaARqk3Z/tFiP/U2MZo9ANsdI7266R5BCK3plS0cvcZlR7Bxjq28dBJkaDpxcyhTucww4kQtN3mu9jaMA3e/ZSTgo9Sv8jaGDX7d+usjZ9wUiYabv9+J6WemLXxh50UYhuy859xUuQKZRDT86LtKpRiBgW6B7WC3HnWrLq507tddIu5Xlt6AXTz9M90UrQSP+ekjB+GRPfBxpmDjbqVqO1aas50ujpnbdjAXrnictvvy2BjOFw7zuuOkIf6KbJTnoMN/BKDDfVVciCQgBeTbZme6fe7do+rtrA3+/+54vJ+7jIp1MSYk2Jyri4rMlsrK1oc2jDDrDrpcnz6ON6CDYmJ8W9mn1OU+tQAyGKsrRM/okJUDIKHsDF+gbkhs+hQ2EhSYhvj/SHRMbGNySD8mdiGYg7Nv9vayBTbaIaTP2xtRFEJ7u4OiRI5YEyzKzT/BqNeVFb9GNKJn01p/DrOBnVQ5P3K64/KsEzqisihH2Vp8mdZGxgbzWQ82X1+jUKio3vYuJvhAo0t2EA2ymDjU311s1b0v1lz2smp3EgKxobz7KZhPP8EbDh1r01DyD/P2iBK0TOCmhfkUREraCFr44mO85gXBKGc6qj0vfr9/2Bsw8HGaAzdZwn0LmjaSC2oq9Eg321ZbtGBF5US3XwjIVEax8Dvq+Pw/m6exjMTiL/wqc7QWxHZuGn1ITjECmkEiq7GlfGBaPP78thGo+Dl+KUh0b2+poVEfwo2hoKNf3dsI1uHRP9obCPvG2zsvh8uJDogp6q86sBSFGQiAYqwHAZJGQZ1mi1iKPMxSYosDapEDNg/LbZhIdFnn9QPIdE74ZadsJEabFAjaoNZ0qEzN6hn1tXAhnO1Vqd6OWxsxqRQR9uhA2EdEg12wgbxjAyqfJea6A6KXRXMlP5WSFSq5f0BZaGNS8PeRkKYzPuPxTYqDN368jMMtvM5Fbj0zxkt5gU6PV8o0FA7WBivJKm+XEl6p/owMc3Rx7AxqHO6dFfvgusAtZOC2vKrj+FFrzez3q80v1EXWNrHxY9h4yWJlJdkUmA3q41vvW+3+POjOvUHL4WNwYhoAJ/+dzspCe0BiaGM/qiTkvf75ei58625IO5EEMONr8pa9loMCaVQ4/mk19BjtSr9MK29ou4VtTf1aEafBNmf5qRw/GE9fOb581uLQTjYUJvnA2DjmvHs1PRZvm5mX4bV8OZjPRRTgoawNHUcquU8DQ+i45c6KXJT5KOsrY0Dx0HNNVZJEOxur0Q76FLZk4zmr/zgMilPWRvuS912a9jwov9cAraXlLW2k/fX1ym5h8uqnl8eFZ+K5nyovvPV5Cr52Ijn18yQ/Luq5cjVdfUYNk7KV9Vx+ao4PqnCHhrm8KxppVn3zhOs3iq5iENRUsJisIaNjUxP/aINjZgDYSMIy1FlHTn3bMRL6thLXwobGR8cUudz6Jn/LGxE3PkRrcx3bS+CjSHx1Z23FpZoXSdhUQYpEg70SeEvrQVQz6SHssdtp2V0PggmElBBztNrgn6ap3uf2IGwUR1yE4dVfm9tDAZ7YeMIJwWOqhUvVtUXCJaIQpxfTdUx7UJV5gXj+ZK/1eClsCGGy/2JXb5kEA+rxPd3l3spOSIarHTiW6scv83DLb0N3JE+lf+rTS/HFZCR+HupbMsWqM/ViolwSOVnicRKafHrJZJMGHgRjViLOCTmGWR+n0gXYmMxTSWDOA4wefwNbPCRKAiC6LjsZR6zgedSJl7eD7NzLxzQZHtA6b/fy/yEbgU0UPDQ+EjYKUAYab9ezrH4wHGPr4O434vAAvWqTvpBynXoTMKCdrhBcHZOi9q014MvANw67aB+GNE9OwijYAAdggbbfX70w6zsJWnE9YRZn3cGYRwh1B7z9vWngv6eLclSPpakQd4HFMI445bWPfh1+hUX3euj9sJ5BhEaitwFfpHgSoZY4Sg3QtIK/LTQm/sRvwojnSdvijnxSLcs1PlFcZ/UA+ceZ1xBCNecW+jxYy9OYt36fnp3Pj5XwiMLQkz7PIJoyo3xwjSlZ2+EH5ukfY9PsdvMHkiMSgpSj3yAQp4w4WT8gIMkfZ1Zophv0I9CTs8j1EDbDHbHb6QNFSalHyTh+g70szAhfZfBRvZQ9MuTRDS1rFd43Nw0grEWZlE2UJVhkTKcBknP58rygJ84Xx4FobY09dOgn3AL2IH6hkXczSwsPe4H/Q/1e5hvSGAS0RtkOhy7ZG4w1jxYshjP3DMCIwnDNcbJSXwUcxkTrHt9bjg5g/RuHNSsZL2YIRJyFSm/zPDYuY0xF5wwFrkkjs/JEKxJewmJx6yg+5BGXskF8HsCMqSGearcRwYMJ4Gd2+N6zkKvzPq9UJdw7gdnwatYM6TPyQVpP06jNOuX/X6GGB+zIfN7/IwfQNEEwse8k8eh93IufZ+RyifTAMUghhLv5M54A8ErDghQyQxjmKU8RM5C1xZHnJVGczJQ2cZu2NBr4fJBy4NbmsNsWxsTZ2UYZHQLBgmNYvcz55do+8RJQCkwgxibnMRu3mf0CCYpEsnyWDuPecp+QT0Zjy/h9ZwbxvjG9b+LbcQpjyjNuLn4rr00KEIvyVPGdBKDLoxlhiHZu0RPPlG9H1ybWDyhwYAxGWV6P3noMGJRovYEunVPMrEUxipkxrAgGIdpyQPucduCxOaH0IvdJTF7EorwAZ584kn5hZMh+ZQnvufHYA+jP71Lp6fJ5nPJno0xLwsiIbVaaOzRAZkJwADMZCHSkBA4BC5YPQqMHqYQm9+Lyx4jnbbq3kCg3+Ot7v1JkUpLmtulW8FlJapD5oR0hQOGWQXHPPJhnWPUx9wykI7ruDdi0iCjcznFVGXGMKTET1ed9Hvanea3H+ksGHAUCCdafxNdImMVeEupxwSbIywWngpjDrT29aQ5Fs8GCxbsHtQx1xpCVuC04zCNNWEAOt/nBoA7TLiMhVJmBHgBnGd6tZ+Eg7If4oCA0GBSRC6P6sqAs0A5lAVJyKa5HUQpvchBJMZbrLYdRO6TXq/HXOaRIr3Es0MrtxKiClaCxEWmGYa6yRzTGwRl3APuvHTgBwijc6aAOk+BI0SbcQBUca/7PBp7fBEUGb9M8kCjlEtmxOqiNJh4IIy+KNZgh++fmdY3Q06atolwkgkeYyLp5nMCoGWZMOxUBcr5M1XyLLblBUMqi63ygWHCJfX4bZQKHYGeXlbkuVQ6e5GeFAOWHXNAmOyZrWsgXjIAnFMQuQ9o84AzP+YUU3snw4AttknFvO5TghqHvd7OkCiKXSF3P43vQKFTGCN5DBv5fQI2v2vH1juAyoZxCrQGuNk9OjIJgznPiMnQF3MOwGbwxZyoJx1g5GMJa6VaM7hSLmUDG9xGZ+wSq67pyh3P5w3iPA1Fs9NmWMP4b/B0x4gANOuiGyIGRLUxaivWWm45MygbRJTyFrE/oO+OFEXzsqApbKKiYjpuMFQKpF0yaTQMqipL0X9Zo0DivIR6OK8Xk+F0nrBrnQrluiOKdjmnZioTfWMQQuQ+zJ+IBxXRTvZNFGo6qqdz9lNXiwXfEQZtzFrnesxLQXEmoQFGKQsUzareqGQMIzICibro57LRCwrbClx+FzllUkdl7U5qOC/r+aieo12jTuNkfW3HpQtX3nsXOQsgEAtPqoxrbo1fWQ9mbskATYsicbY6D4M7Z05QpusktqEDjYbViDs0rQnx6vaTc6in07FOvR4yfasitlPjCHDdEV8sK00GngS3qy449RpoGqr+TZ3XR5PFVPvixlhdNOfJDsc69YECnnBbeVyJr0uXZ5VrBYEmz9lwC7hZaU7n8yoa5P1yPuXWVhVh21L7ykYcg9Nr9BBHVVk1SIHlUdDD1cl7aV5Dyxc8cE5cMTO4LIm7pn1/Mw7qEaI6jRLn+ll8jxH3dFKvb3e5ef66UFjuPJt6gH2S87wIyiAjxJgCGVREOqCuyD2A8bCaTqZzLnOkM7UjNWPcsmGz2a+KyuX5FCgsV/gslaRxuXgwLGJkDAb1kP9lXaQ2ZUjSEXSa2JNgj3S0x7tv6sW4mg+bsqlGU5XB1NOhStgIyjGXLKivETksuZM7rQ2AIbA8yUhiIFBho4hQ51PlXr+rPwrfF0rUptrbQaKAZS8SEx8VBB/zjTJ1bG7CHX3Jp2BVsNwDIqXKRlhbgI9chWestGFwry6aFLXFg8nyVQDFeFlFFVGBaTUqpvju45L7PCSrzz3CM+ZOj2zUDrkRIxYo7iCEIrAL8xMwKDGJCw0wwEKqk+jKYfuNCLszGZggSSHrm8cQm/goOGcHnzTTqpyUBDHRYQKRqvG0rBs0xdwsFGo1tk0mMkacAtzzGw66IRzXkBG7qouRlGeJRRjyDUcuDK7KQxX7oCqBc8b5sDRWGJtBxfhQcIFcgYVSkkh4qKVMPAqF8JSCYQ/Mm0lVjIs5ygPxaFqrbAoxmHKoQMJ0uj5v3hdKi5OUpheMqbzC3cBxLBObBpa0yOCVxNgj3D+RV2Q1Cj/S8VTFy+OmnBYTbhDDblxv7gv3bVLLcsKW8Ik5sBfsvwrPJrfFHmZGMqh7/ZhXI0+Uq/F0nk/KcpzWlXInpVV0ayIBS7xQZYXOKpZhipwFS26FowqaxnhsKU+aoWWdydLMH3MMrzIfnzlOnhaEHyyqCehRCYYqKtmbeWWmGmHUBI69rpfpCOgWWo85RF9Wk6yizThYEC0pBLwaZmTQa82/qnaJNGBZwRZHZfGyoc7Pj3yGYBniFqUYwIytPvPc+Cocx1JpgvNEu51OSSWJeDblzMblSFln2++4ZlqAPSETCsM8LjlnFllOEylVLy3N3MXqxbwbABuVFs6S0cpVNiiIVcPhfFoMS0LK8wrQGC54QqNKWDydKHg6mWrxE6RqMNf4dbs5Kaoux/+1NmsYZZH6r3n1Y9iIVuvEa1u75q9YccleuQ05KfizbUshSLJoPR4ltpeOgjeFESR3XZZ81Buk01Y2s2wyDzVzTEhwI3iQSRkLA4GFtmX9miKwUHJ7l8gL8bDmLeAp7XLkTmqW1fnExJIEJdMxBm4BNoWNmqi0auYw8EaFzEASd3HMmjdvy3qZL5eFzBI9SYwQmubhQhpsYB1RHTga8jAra6+XzUduNoPcmvGyNfinML8D7aFMxYNgI6sBima51nFtW1YCnhiLLRWXkiLS/lWroKGZY3LK6iwW7RA3I+rmSV0ozZjZesaii+BVnmMDVBYzww0plZRQ/jYZ2ZlPBzwLVrMhck/cxamGOPnf6i6TElJGVaY1oeza6w+71tkySCcCvOxft6WuxM/CHmEbrGd9xILLfVi0k7nwXQVs9gQWLMKsYNwfLKtwonOY9qMhhgcWervAbcC6Y/mtk3KBPO5AU7xBQINn2tGNeKFlYNqMWiSkOG3QjXuzhJ8Wauppb0uivlk0TLn6HGNJz44TLliTSlkIIECeFH4xX3Bj287+LDueE2NHZa2AkG7PBLOnLwXjdkEULidQXcSc4igusObwHWTCZVrFN+OgdgOhwCSStTu2FZpxKaabfquQKB8oFt3IK4qmLectMdegX2Nj8LQYc+pqjd2Vl3ncLxtRRhiv06U9pHxqix5DTMFsRngpihw5JKyNKB5kjWsINFxOtfoxYMu+FkPZX/hLskAAjigFNrCKWqZFueh4MBXPG927cdtxrKYay2xnCcYOY3GtlaVqbFyUta3QNJJIdhPnI1ctPmiV/vG8uagmT1DZFt2G/7oSdCQHyW0AG0XPj6n7jfuDbpWoQAxcx4EkFEpkaBgRzSKoBAZlMPcVV8sJCEHIx61MkwdVooINbPV5hZ4CbkoxXa2mNPqEKVOXzYKicvkj0/GcdwhIS/ckwRCsjX6ea1yZPAP6T1k5lIVRZkTV8CSrNLLebhJ6QdKcHhvSjWL5YpEYWrBasKGliuHiJB66qhmaEzSUNYe3xNxnjeC/h7CRPctGWJd7FSxT42WrfmKSjlgxthmSTM16vtBMZALJGNDhmB6YR5ikXElbRiVEjB5hiVzNQGj1wlwh88hgYdZUygk8gI3hYmTtlW+7IRdaaBkqS0zhiUx/We7D9UY7MabeoEEYMitqJAnmSdFnTS8VAe0RxGZo+MpyEieS67xxUmKsLyCbG7moy/lwava1vMg1nCLWGvrqSCBWKkFpxPxQYugIAxeUmMY+8rSrFUm6vAANVE84sr7JHZ8tWSko/gS2sGUqbEyuAGFh5JVsd9wJEIhGKQPFrQdJnhO/J5rAIPLIyxIoSuXEAMOt3WPuwaq1bNeEGYL5Aioj4ZnEjbQ7+G2NBzhkR3Xg1X3iDKGCBIWBceZtxsFk5QbCfFjKjsEOyIdjHtjQqcIQHVQQZEBL9lXlQZ5h9oBK00ER5BVDj1iQmWtCFgL0pdXyVtWyc6ewlAFLlQaWkCw2hshos1+Dic6uQ+Q9YtQFDls1SBXJjEF83Ffie4WJL2N+c+AWF4QRs9AQqktjybUJo7WWKYcFguWF5cEwk/AuFq5RZYfNdMgytQs2+u5f2Jk1sdIzW9jcfizTQ8StnNxBByOWiKYX7lf3KsmYcIltDH2A0AWoiC8H4ZfAfg01sY+1l/YHeZh0K+5RTdTOw0PHqyYYH92FROPc+cqTcnR7i6e8wOiY3+pptIQ1MD2aejkBP8blcj5fMn4XGM2MBq1WHI/UXOZZg1y1+eMsxkw+XF3c/f5gyASkLw9LfpJN6ZICbk+KRR1O5mXsFJiSxBUgNY16BvLQFvlkueA5j5slj5jx1xCOwGeZTpw5Od4Y9XsTsP1Cz22pE9MK0k3pYlqyMuI6j7myJWcI+GFpMnyw4YOCMGePh0QwnEtBrH2a+syo+bQK/JJjDwBCMiC5E2Xol0MzmkdoU4iuAxqITL6cVvPJtJ2XS66irKZoOm/KvRS4Y5GEpETBgwlBsmBRzM2yh29D8FG2Pa4SKFmh0rmxNrKxLH1Ovh3Na2y36XI5xtpecF8AJ5b2qoDsdCtUpBm8P62nZEhZAKaTvBexL6xbYIMurgQ7KT5cLYAsFYiXk+VyLoCsyxZPa75c1pV6vYaRZmQ71xV5AyJC+JkUWi0qrwCrFjlnhDPP2GvKRUXUDFeynIi+rXPoGhbYxXJeDMYExTRtmlHmFdxP1p/VgooxzI9gWBZLAHi6GMbZpM/KTKAj24wDHZwxs+LI2ESSxV4sh2O3WDHh8XnkMOSlQMCLVrcl00+AWbCmedWybrIepiFYRxAFAwHrDINsogzsXGhYLcflhDEwn2Tzts7N8pARR1Vbn7QQI5kRI5ZvMax8ikkCHXkURxPgkaWwsIg3/i8WGo8EfOD/vOKSF9IioSh/wovNspzOR4tFOW3lsVG8wmUsgf3JXCrf45rs6W4nRRZHse7UuJLwhhSIn6jbsI5tdLtal3vFiXeQBHGfaL9uXs4oKQe6MYvSSZDo9nhaBTHkCH0YIbUdYkJ4y9W0JBJPTvTOSdE9sJgNYyvj0hZq3GfEJX1exme3rDfFuHq5nVrUayivGmOwv/C72zEtKVlGjaxQjq2Yt2Ut6KzpNnezgUSZr3citYNumq+DG/XQlQ5rQPdZPBb6bbu0Ny5atydpPW6I85vQxj7YoC2QHJxJPZAFMZTFd7ta73ZpVcaYUQzrKdR5YGOQ1Wkx8oar22lRc/v0xrZp7VyL/Lt+qmPZC5t6Clkbil/MmRPlFIvOehBJMG/laDywNpSi39QUFz4pybSkwxbU0fpWEG3MjsyVPGe5K74v7ONlUhk8KVnDNUwHQ9ctcNU+uADOCCthXBceOjrk7Ase8FJ8s8XAUT1Lmy0twCa9pTKSjXPLI2VX3dImkdhD005jQ+8HXxbVwGY5GRTMTXt5WbrWYkN3onIPVAWx0LMlHKQYzxB3srW7u/huo6SZ2keoVscB46auSPewc3cYu+KlnanthRMO/XQzDjBax2PdTnfUsd2kcbkwCgQXSwLEfEdZMMNgdTvH95CHLwrDwq4er5IArh5VqsCdQFmoS/h4ygoCfIhq2U3Uaw5AxpWS84OpGZZV3N625MN7Q3bDs6i7rphrMowmMtAWclWAjUSxjSno2rIaaM/2UAQjWpy68fRutugKFoJDoSZo7Qb3SC777uJyHI2eIAI+GLCR3ZryxlYmRY6LKCxptYYNo8EdABulN8hNAQF9WN8xFGuNVqfmFq3sFeCo0oWLjWZ9wxvy/0ruPVb3IpABdOP7V2JL35oM3O3tUpbX7VIEyO+3TimOo4wwFzacFMyXRE+LN4f2WG67wt658qY6Ax1Wc2pVpZiTd+fXOh/Ayr0UnhwJALtJ2jiHZ2HA1S3dntQ1QfRIxe9eKtNTs8euHEq5jOfmTtDttiOIJePXyfQUCuH6Y8ZN2pquFedZuztXG7HmdoEl7aVbMj2M3hJzoBoabNxOoCF1rZFFu7K6hw0ymQPCJUtuYBvJdcrcIysdsbReuo+M7cs06yu0PMBTChRTmzgGqqOg8u1c33JfWL8mpCHQ6SMeTX53/dAD9+tqMyjEY+2oJmh1Nchi67G4K+xsISjcOTDrlgnkNKyTQF1R4u7hXZivh9HE3cOFGbplzFI+x5fn9FtR692blm7vbbYYEx0odFacy9RuC+jCR5d2S7vGzrRL6ZxjvPjxUsNrQQSqcpcyMdciYAU34uAEc0xLRlFq5HdgEa713A1Xu0o+QvEAmeZN62gFKIe8CU9iWht1V3YxH2KutBmxDbmS+DEBXkgufWXTScVRv+3Cmkfo9jlgBndNPyiCuyrRkY167c8Ne5PyuOV8l4WG/O82WXgPMaNF4UZQN9VLhDj6hKx3wYYqtoQV8z7gsXJMtpW33czRIy8b3Jd7YRPQzm0vKWXZpp5u3nhlc1L2ocbsLfd7hYPIyFpVIw1Aia609F/RgwNgKuekbIkC4iavbvM5CQGNspWws+rW92I5NquBlRRMkOSCnJaNulcm2LBtwTOfa6nmpjNWGXXf2xUDaWEPtww67XjMb8aQrzewYTXjyrnaTnTaY/VUkKWh+b0a6tPYjY21jhu9WN2rHurEa7sA4hCE7WxWDxYav0Qx72AjZZGKKo7Yl7vaqtSfYbYMABE+pikxVNz3MWxgJlkId8Q4b2u7Xd91jGR5awe4hw2qtpNsqZk61pjHlFnyyHzGWfBdA3lMbWCnqKUtYO0iCwbETKOJzHf3KCTK11ZgH/ex0bo8VzI11Cni5TS1dlAilDHg+sLuds6g4MYTrGKc1H5eGWB07Zr5vkhsob7VwzLRUOYAzkPMA8qa/jjvsZtE6691jbYPeVOtKatiYUIcU6pgktGcCKiqFbvhwI2XnqHVUlHaad7UZA+tYT3v545qR3yUIdNlfe4Y35a3K7T9HGyM+PU0r8lSEF5Ef/BWp0Z4vls+hg0R4YVSnC3gAep2ujwcTOyU5ZKs7Bo2CCVkMgcIzS1KUxniTCZubCkAupB00WRUSAinGriR3OGkMESTeqVz7QcawoD9vF021R0npViPesFQV9pN5XTmWl7su1Z2KINiznLHl+V0YQOvxfVuiuAZdS+Aw/VmDGVtUHq4Ugulx7AxGEwflnvRk17qxQcolxOOjblnWkJW5cLAjaHkDVZdVJrFoIV6wv7QavJGNny4uZGKteL7Rm131saU8IKnmL1c4dVck63dmAtu3WqjzmYGPvF9wwOKKktNyMIWGBsgnEXtGVpM3McNiDJvjR6r1QBsuYMNcZQIG7UjmaVYON24KYZTMzp4tN0g1Rxjp8KN8ctFAZuxThp1Kq5IRuKt2+18abeIMbmGDWtOaD4zF9IzpSGLy3B/ZcMD6rZKNk/ABqkIvANu3zjdoOxt2wSm2Ht7BxusUwQ6BRsrW+PjxsYd86JO7FXCKbfm4wDAOlRLiSL1YQr4T+wBrDp5gpX2fqulYUXkguZXITttg3HWN+2qwu58l4XfNUW0M96Yrm6HzHGeZ2W3uLPjDYlVCDaKhRmRem1KWZIQvxkklaZMUJi8Bm6cDIW2LJ3el87utqXymEwIcYGxVDkIf7qrj21Eznl9SoC99IRDZUOwhLPxRpXNL51kpemo7gmcH4Yc63fjYAPnckmIQXdPaoTTqQ3tLWtjPNQzYrD12T+noyfly6Dgc8tkAxv1fJoS+V3JG2WmL3NZr1MHXhoAyyku1mRE5o3YfiQA1l2VCdMRy+UtbaynqkErwAk3sDG32Abe2O3SoeLKrl5L5sRgYzlRt20GUT2tpqynmSGvEmiS6Yl3c1KwGLBYqXoVbMQkOwCRMn6ybsOx5mun1ENIPQoOiG1Q+LZaob2kJ6+o00qwkeC4BJXBJCANSgAbgHzJXdCsHvkq0X3Q3nEDG6XMQozDcmoAo5vSLNfWhtZarNrvQmtm30QZzA1sjKi9ZFwFycjMRh0zwWmNGo1D39aqxgyi0MFGFeLpju6tjVpKmSNBsZeP9MxXWOQWQpHQ7a056vJfzdoYv9zaGFVra4MnWZjcgo0YGVVzpWU3sJEZcGTmP7QW5JXxtqqZBFP9JPFdjIfiMWwszBnRnWFhcdYG6MTsHlmotP0BNpLcxutqZcukLX3gxLhaaFwWgVPA0UlipyyoCeVAAzJJHMeF6eVP51NbpGVtjFU5gA48Ult0WcwNEbzaJuPQszPSzlhCmZlkNAQbQ8PK74p2TJWUFLAYlkjolefUUGGjyCihfE3+2q1K9SS32R6aV8x7O0mKUtMXJdMJzrscnWrirI1F43whsrhzgGASakT2kmAu2Kg9W3PnvHXZ0xrMoAJVojp0sCHbUiFf8yMUIOAOWW5+uQ0buulYo4DcSgkHYiYsbB5DXI+p3MCG4p3ToQJQVab4y1LX3yhfozPlNqsUBnOOIDQFznL5B3GCtS7HrzF0JNIg845nR8amvNMSzRWlNjNw5e5Iq+8Ec0MHn8R3lhxnwdPTgAsMfJasz0NSaDthA9GMRLBR4qyYtZH2gY16CzaCW8ufTMR57atATPJewSGwkStInnJxv68UUVxqnb8NCJD2uKkynnkG1N+lbtS3iVz6SAX9YXifSbmzNhQS/a7su1kbsrfqjbXRtc51i53nshyqQGajtwGLyo0k2XaruaQm8dhLYbPs1bW14bxpYAMAW5WTJ2BjnY1Zrd1u5VVkHZWpgEQhiJHFQF5sbdSdDU2ZDq3brWCjWmoyVDJ0HGxQjsAcJTvIs5qXCgHY0B2HrZaTTjcnokA/eAwbltWUccK7FtWdcbZSeI7qqfmDkKiGO7Om0NJsixSBsltAoPGWm7vcOTNaxAHwosqhfJCV4uodfNvB7FirSmBM9cF8QibOsjkWcFhx3iuPWy/3nSMs5dHc5jYdtCQPaxfv3uDTSuEFed5Lm6JzSvB93X8dpXJ++3I9fjplYOwY81bTqkWulzwcKWYXk1y/aZGsfSHZ6M0098uJnun62U6ciHGgwaAo4+33UG6GP5AQkaqSu/XBFbBobUSzlJVUs27Bxoj/aGW4UmimdbCx0tjJ6pDqx7vYBoNralEau0ONGVWEeQUeUyGGfCPqGCOSuqnMkbTKorn5dbriod1ZLaSUi4lTs4GNRo7OyKVdudjv66kyNrNQ96wZ69T5tlG+feWuaaUaGYZFuDuTQnQiVotGj1SHQqK79DaU7c7CLPCtacraOwnCvbENCroK7NZCj6leB0LJN/OanDJvnc7AtXQGf9FDBbn1jeDUj7djG5Ppap2zXo1M3HnRmOKzZQVubbFThGCur+YvbEKiadC50oi6Z0daYusUXs6tInmij+MaTFpzmRhu0RRcwYp+7KR0dnSp2zrn0uxmqy9g/MspUki0eXlIdNrImJwoNK/ja3XVbgUb87K5D4mmikBSfpQrftOXq+BuQrGUHWdnM2FcDbeclLmVBNjNWTjzlFolC48u60V1J+ODEJZqG7n6WDHabmWVKu4YPMG2NIdCHrdepKoRb1LlWkTt59XIgktE/qcuXQM2YyoINsgQ+54kuHQO5dAlzUp7V5fdHSGzKgcdplpMzAbpFs5d41G1NsVlu3MEmK3FYH1FnhW9yDPSj5V5GavGqnSEHG2ekOakpmK+Lttwzpd829a0BDtCL9NadUUuYpAv7NkS+m+zzBzapdwp7HrKibiZQwWwF24UtvJYbUSvFkpijrdhY9rTCTrYkP3kR/bUyFamWRPdWRsSGiT74+o2BCupRWcZpyr+U/5dtTCqB8lUsbIcEGqkt0PmDm8Dl/NVcCju1+U9A1YZqMpyNI0rc2kt/mcDXbNlzkyZE8WaS5vSPTauVmXW5Mzj3cR5cCJfKAqqfMpKxbCkYNNt2EgiR0SBv6YX+iYMtlfgC06KH4eLhQdNrF14GUnuup2PF32P9SekdM/HtJ9S/As3iapAatt7eGxVIJ6kGDhb1sakdhVyU3I0CkeRPmuW06YdZ3pd1QgL1SqOqTksVUCxho0+dXkTglAMaeqHWHMmASVQY7Nui0JF4u1g2nolp0A+fzlP80UTV8vmcUh0YcWBY1WKdMtirP85C/LefJJ1qHHWxnj4UtiguqubUu+zaOfLboJZvlTIbIEpheui5XrT8MCY/Dnik0tUVORcI4k3IYAUt3Wi27JsS4oct6yNcdnXmROvX7bI1lHWspxynboYlRHfiWOWvq44qdt6MG+rYP49wYonY84drQcVOQfVltBelcSfTg1imJjsgL7VDFHAqSdCyb9W9Xze6pJaFazlY6hevUp1sFyz13bfpz3KTPAQCKiSEJzog0GlMp/BqF1OJgG/op5gosAzdS3jOVHY0tyOgtICgilVEOgg5BYCvScamOJ3Ka+FFC/CXlzcgrzfhGo03y+aLOLZftfQoShhSZCZCLYyq92kpNqnUtaZZ7+geLS34G1ptZyGFGrz/nlaEAPq8zCSuDLNo3pcyCWhkoRr5JS+467VohFtZVJGizqpksU8WCypcsChbgLPhh8DGgbMXWxjrMJBwspzK0IecR+TBakZjPGxCUjzH2dWo1w+wDuh6pTikmq+rPsTPXNINbqw2F8s+tkohyC+gY2pSpjmdb5oFdjS/WKCNCRtNVuWlEfjvxL+ZFDgI2k8UMxTt0vKrDkY3bl3woaowYXT2zAnZaTve1vlXpn5M66HG7xGmKNUpB8iCghlOxCJzS8IexJhoEQM24dCPg8aCnuglhziHbxqnB4aPFWKFgVGJyaV0tvqyka9YTUeKD6E8c59yRuKZpc0jeZx5XNWbeWqVK1RAxqQG9awgQwtUS9Suv28l1CMQ/GRgoupomJEw1IVhqZFVPiwmgeB0hVQKHIxX39MwBZTJlmhnpJMZNJmwzprhqLFNCK3wWhrFNt4eUhU9ayVOEZhPRedg/oAVpd5RpyKQnr+W8MGeWRVF+YBtYfwUKiuxG7NCZWOifL3QtjBsD8hcj2GDbwE/AgoS9MCjwEiFFwHkebKUTGZVvfawVUgWyYscm/iExjsUxkdhNR89wuKHyDeO7O+7lN3VkCCqFIjxHInKy2KRV1MB9VcLTkompvXGTENlZZzXQX7mlASPKEtUFn7UslIaBbkNbD/+xEhFQq1qHaBWTqdZstBvWAHzbgcTkhelAsKT1gF6nKkCgZ+jkPiYLDjKsjN0O+oJSc2ukKGI+IMFzxeCgbhGSFYF0DQUO8VlawyZiDhxCpUUY1essCzYm7hyjK5RVVVrXeYUH5YQ2PtRRVEUNiyXh2gl1BSyMqJOtigIpTCqoLa92VeycokbFur9vYxbMQhlBgkXSoPdRAjT3sNF5lywWU8Tu9ggxHFs+EBQa8qqN3LJ/OhLgnDlrQ5AIstgMdRKuHN2ISRQ/F/EOW0saR8TKWxYsM3PQqBYC5xWzaZFG4blenTSVFxptyCEawhnnxTLCZZtVAtL+OOMCwWFKeQTRJVmhfiE01HaBHszqSIum56GxSK3ho7/naw3fAAVorgwgyNqOeCIvzbT2WDcAKJP/Mi0ZEz6SuIrh5IUIF/FAb3PHiU5MjElT86OvqGOdcrpP0gknj/EWwYsxJWE4vbPIMgSjW58VLF11uKDWtaWdV996lHzRypwgWKod7XZY96HBm8Yj3XBAKhelKyrDpkWNB30/uRlqgKymuGSS1WWxuLgoSayqK2ilElOH+yvVLdWF6esL6wR0pmGp21kTS51uHj9kqlsTNxcCk0rUpPtfOJeBkxZKwKOuxj2CipOsXHIpjHzSEZQoUT+5+LiCdR3+ZxeyVlYSvYwkTuIaKIcFYa7cX8jLYnMkUmttaduhcjUkcA8RiilBmOhX1TxfuZ7RxujEECVzWOaxCi7ufo+rCWUwKe1jrg2EO9z6rHAm4IPNBSbOZKpFLuJkZ6o1D/HECG9zFtMvjMeGpG3aI3tEgYKTYGjFev65pYrGAkVorY2papyheUGA3zZVmpolMVkTLwGqEaVaQiaAAYUGYj1Aa5zjqkhj+isMoH3YDjsvCpB6NIPd20VwIKwRyAfiIzSzcSCgCg9Li9kmjJ4HA/mUSQXFg367AYhjHXPoAaXmV31sZmuNoBICHNyfzMFW4fa0SIJjj8oZFCKcIrkc/UVImyOqBnZVIWu9orwZFU3XGjNQIsIZ9EcfIUy2JZFRBg5uLn2A3ZpyXqu+gEVeO8WP2gtzHnxa2Q6N0nNpFU+/8AJyU2lRN48r1EcgCi5UsZB4uFf56ETNCOSKRoA5AER7JIzj0HGk/Axliya1hWVYYBC/GmzGRuVAILaNssobC/5gDsDtiAG1mIoS0ROTgbfj7v5XWFucjIi7n/WOKIuFTlLtigpAtW1ILSHBzOivK9kXLCzG6KE1gLFz8LGyPjiuIei+KsQO5cxofp4zVqvvQYNvpJU/bh8AwpV2YeSroBuyAQHRSLIY+2MilUdIl4V6eYzQQzauMdMPoLYoUwYR/DhpjoZZ5SZV8OgqIOqCGCP1IiclOOsI9rI96WxR1sBCJ4sGuDoQX1oqDTkqvJJqq5Z62cQiJNKrCZ5AEEpKTCD2boY9dFA6mEQGdmf9C9fHFeRfksUF2v5RcugGpuEfOb6obJHNJ3VWJiWSUsa2sKY3qMjcVMQnZYnAF4afDgR04RwcGG4GdpKMSVM110oxVqhObFwst5U9QOwWwIP9SeC7eVo0DFgaBTpjkqLZwgSiV3sGFXWhuwT6GVckeBoEXzGDZqtHwkCABfqAo9GKyUD/e5nxRgipO/BRtkg8XJL+ucIT7QOOe+MsAewwYQVuYYhbI7WGMH2F4QDLNid1c2La+NNddQmTqRGOr6MTfwi6Yi1TRigt6X/e2Ejd4PMz6p7/U25k92nHcwcVfehXxUuJc2b5kUuK5AgwRdIEvACDLZqTQxFRN4UIiUZGmY97DmJKWC3lAvPg/DH1HjDjaGVrREaJSRiDvCpFoggCEiI3W0UnpQpXT1QFn6EWxEg1KqcQXzuoLqgwGK2hFs9ULluCr3Rf0EHIl2wQa0iClMLxZXLHGsDPL+qBoMpLxYskgOfhY2hpKowHyUkC80Zq3UrN9mgEjJY/oYNqYBVV+UIzC+h3C9oT1iptdl7kv6J2vCrfZKUDS0qC5RWNDiyNhWbH4KYW5OJdT8MWxIBUdQigZYHkV5Sc0evBhocl5O45Ha0zKPGZ5uYKOG31E6o1f+I0Rt7I0BdXkLCziSDOJcTP6IFbZOJlhG0gUpKV6CuQh6VNIGCqo87cmUAzqbxVyzc95AFMLt4e7IUJJfVS+mgbHLdB8J048a3P0wG1LjVAQ1TMgB+R0cAQb14A42ptVgktQLfNmx6IHwl6jyFH2sWWSq7VcZFZpecOXll+XkIzxYsAOZCuAGGi04hoPqDjYW8iRHS4EvNs5E93ZSWS3Yj7CRCn2QXwKSpmSfE8mfIi0SiJcLw7p4DBvYP4X4JQtObAKlpxaDb4Gt8Ag2qGqlyDz1R2J4cScrnW/WK3fBxsgkNDCzCj17Bms9QEsBq4PAWWnHKVXA3uyDjd76nxTbkGPDU7D4kMJcQa/YVvfiLb0fuzf6B6AGsBFImIdAhUVHqFdVpFP6a5n9Q7fMk8KeBNeQ19CBLj7UZ2vQ2C73ci4KFuZCtFMgEs9XEwIzfqr5AR2YodHshA2Wx8TmA0+wBy1ojJxWjRJegboG6kx5AF+45rVdsIEzAdOHwGBFBLMeijc1gt4O2X2+0Nj5aSfFOHCq7zPLmdAA0G8SNRanmT+GDaqiShqFNMQuCQ6IIczYBPUqifnk5Za1UWECTOQrNIqeETKodNrlQsQ0wLh6DBtY1Bi/iTSbiSaioyCVUb9XpeMSXmnu2Ju6xvv2SuA343C0YDkTe5dZxKrZpBJKlWUWJhJAYn1FWAoNCrQZBjEgBEJBOSUWAfjV8GGSgGcJho4GxOQkcDKZI2jCWjGV3ARWHdy70UROkoWHpQkm8TPwA/hXvKqcYLCwGmMrYHZsYAMrlD+4ESQjCbyw1MxFUWA1x1QnoFDA28qqilqFKuM8clpATuSbSSoc17VWuIi4wR1siP4lURH2sRB3sVrOh5qAj2GDkUTYjpL6WjAUSo2vRzSiptQztfjZI9iAdLVQUiNV4qQoECjCgpH+wGMnpZDq8rJVvjw3B8q0oaqdToomTU2sF2xYkDtCamqdnmnKTHIcjRG498KG7/2YBjHKiQFBkIkR+7S1IbfEbWvwCfdbG7I1kPMM8l4lS0JChfEAgcBI/0zsj7ouXg6JXgVnFxfKtiMXB2gQ6dhKwMrg4oLLUVpx8VJUkoaXaaRw3ZpimJpNvQs28AWdmhSUqbIOtWRyr2PIzEw2qLGZNBZZ+3bBBrwyQn2lKyVoGlj7sipHGteVHs3PwoaCNlMyX/K4wYsJQMSeK80cORPNY9jIiHX1a2WeYUKghQFg0E85q/viwabeVnE54ZH+cBjMo3FjtYhaefC4SAkQgRwuh49hI5V4A8RpVrBejpJg1U81DVnK5cgFlTlFhFg2sOEtpuCuiBOcDTH5KpwiDMPTQemi1iwj1oB2jtT4ilop0UrRh2oM2pUKV2cScEJ0DYk17rDYtnLUcJ5KLpTgKDFvCc3g9Qxkg5SJxQ0GxZTrFc8X07GQmGANgFKy6scUHRB+H25gYy5HQeWgGP1TIugj1nNGj2Tjs7pKyTWgscFgJzeE8CO8bKQ/sVYQ7WOcAkzomxIuJDSxhg3ly6kcg0rMtYo0WpM1Ye5tWRtoGpGm8TCOJC3CreTcAbM+3qRpKT2CDUI63Bl8YPl1c0XMytxUxB7BBoIgBK67VW6MctTIUlQvi1FvF2xItaWuVTiTwblp54tBKUuLMAdEHdwgx90d1gfAhpVfsKG3heiV1EmEGblzWraI87yL+xfcOymHGBvAhuKfFHsg/1d2XSipVMLeOl6if9yzQAZIXwK1UXyOvDtRSnoPoDF59ARsNJI40/pFkg6/b1SxuM2XLXiBf4oNyppKBrBsdsGG4kbE5crJEOsHeEU0jgUo6+dLwt2LQdX0CBKV4/5uJ4USiQVZeEjdjVCaBX86Xy7Gi6WWw/LnYUPpDhRalgRDl9iniBolpQjNQ5Xe1FshUVbrcSNiKE2EvCJUoJEoj8fUCAISqFt1G0TD2mUMC10CM5g0UwSdmiWcikW5YMl9IrbBLE+rIl0sw4g464KYfeIvlqQtihwDnRKesrhXLsfoJbnYLABxivqxxmzg59hhwsMlqA5foabdDcIUmbdI42XQX84rFM8nla8If4WZEvqs88yyQvx4TT+JPi4XnN9kKYHElhJsvB7yApJA1oyTPA36IqkCmQmhBXKP4zyT7hak1+UkuQuJMjbwz4aLZdLOkcXVgr5QkIe7MSXpPQRoyOqilIfZUYasBqLdJ8xxfIxJPGJhB6B4anexDVUitzW89eVyOQo4RSptAcfHsAFJeEK7p2aCUocnyX0PTfWilfao9B3Dx7AxHk7JLxO4LjhfBjc/oYzYRNshUWW2eJK4k3hnfcTu5kOCdc/AxqS2etWaqq7vFOxzGDInqlcgozJeLsnXsZocABuYDMGge2prt2V6NjmTYL3Z9/4hCVhSJijOq8UsdfmSZgVHeqzzof5JI0gxMuo6woqKILVa63y/MtiIjrbKvaamrjgRJZvaBhEgHL0ckjYpaSg/Vj62rHfDBqFPf2ofH37n88Y976o5tGj0pOzjcAh3OimkRVurxVpa4QyEdGqBNjR7MsE/HRJV8q5SFeuSCg5V3Kz3iRU8JGT/GDbqxBVcTztqH9BIXC0de95q5wi5bcFGe3eWjW4c0i1qeLg5ynIrk4LtW0Tl0s6jGBgbfmKXvvSMSt+qOgA25gY23H1s7ZE4MjlvG6la3vUVm9AbqkwWdhKlKq6kmLBaUG1Teku4N47unkump567GkDTjbInPeVM0YzQqdueVS6u4EpZ2s1vF6boY2oV4uWXc+rxbIfeXSZlvcuV6+BHFenEsdIn7hdT5fWMAGo7Myb8appQnUJVSSEK6aoN0qG3gY3K9R2vTQNCelmOPz95DBukoiJPPNquy4fGvs86awBI9g5Fnf4WbNh5f5866Q13vcjYbTkpODxYd8CGnT6SHpICWEajnU4KUrWNik4ZpVQGuqc1tAfaNQs3bpRWOAA2mKxR/ftTW/eEuldgAvd3QJH0Nk7NPmsDD6WaUOlSQTkIe4yrBgbn9Pv3qf75gQpPxr0hlVhU51h5axfGWBsKa9wDxz1xfojvv+jWRW4q1NvwgbvSmBTWL3intYF3VJrCy8o4gRvyuKp+GdOdY9bB794FGxU33RjZjnI5WTqmuCPktdnkp60N5TmWRjSaOPaSo//Db1ZOZSuT4q1J71YqLCLb1BXgGoHf286kVO4srU7QuILDatNw2a54OwErye7a3c62MnmCqaMBWmE1gCV9qjtdD88V6Ro10RVOqrS8llqEyNyq4Ec6dOR+k92ahIF2xqpdJd+dAILpFAz8QrWRrrb8dvXdnu4Kov7orkM03HdE91LBRvWAHu+44wwyIPXWCF2iea5ho12XX94NGD34RsxPt8sx4ljLzS9uN62osSor33ami6Jgq7+Bjcm63rm9PwFd2JaTkhMUatw1pO6KqZGyhxSMYr/aclKm60fo3rtwPy2kNrntpAQ8VN+9Y7Qm+3s7rQ2tt42RqaB3dE7/oF24QbSwx9uRFmwOg41k8jRsbDsp6dyV2G22ZZMc4KMgJQgT2xMx6XaZwUJubWxVrjSXvyPPBnNl73CaCV1Hi7RdsDGUVGU9Fw3cldlD/1kO3Xxrlpr31C5zQ3bBBo5sQFG1+PFGPuC2T1HcYLiT03eEQup1m3gXbExLI4Wved2t43x1Q0fVb5nfPwkbc7xjuOba58Ltc9waTbwtR1ZWtqGyrTdo81PfMEv8V6e9oXrwll+MKD/eqtvQnrjekWuzTe20EX4hP97eispt8kLWzHEd20jrPqEMiRo5pmDmKBzzkcZao4tF8iy4hw3JUSx0H1dSypBmhOgmolbygFQlRj8JeGKdxP/gtEExXVGCqd/WPRNXQ6qQeZf3+ir4s8O1jl3SFEb3zUx74VbkHSiu1JPE9M0SWZ7BACUD+mZXxlKSWGXAhurnVQGcyaAncKKTaFXc3WnuzN0u5wO7B1NxdDzV62tnGkKU6qt039jRkfii3Cc+TeeSB05KV85t2JVzo+k34vpuZVLg+EHy7RBAXNWSeDKcGvE0UAHFLbpLwG7GTWtzRPtbzo0eM5d8Ub6VgMWVI7KMHAr3LzQi/FJsgHCntUHKb7TWNXBPcmxfvkdLiXasxKbF3J0c2gO2xttdLtG2QzBsgTpci5cOAdnbxYBVivaOCyvV8711G5lknUqI5TDa+gwYCucnaFS6AaZB6LfGPNJkxEm5aFv6ork+bkfHWwlYQr+EL/iAGIydBuaK2KGbCVNj1Iq9s9zppETEp0TUEiUBF0VaYQh+sP62hVkbrWYkhOZd1kYj9VIn5MBDGDsA0bSoTUbppxOwxD5HC8dZXhobY7qGjaFqnSaPYYMrzrOJDG6uQnJpy9YYsfrXlNtVopO1mEBpzLelMS8EIMao52iPYWOQqkQS9s68MKao/ZkY5k+cJTQnjU36eg0bokksjYpp4zEfGjN16ii3C81YymH0vBPMgbEmJqyXgeHexDfQm2aii0ZkKXWCU4ON1kDaTJZVZeYR3HY9YswpZK4Yo7BxMuOByp+KPOHQSj484FCHzOc72IAz4lBZspqZuFvMFWhcomMIElKPW0PU0saAp1XE9CsYrjgyK8nQ8Z7kQWwDCuZUfiKyjcw+7uBQxI7HsAGDL27lNzoBhJVJEBSJyOp1PLhPwG7GjUImlWkwGDFGSGTsqq0ELMkuZpJgo+rfseKhBOyADWKfZM4cA9GeyVq6FgK+DYcxc2Ay3Z+AfdDxIEw3zWBNP6NwTsjj2MbqaWdmv0xPJh6hLM6J4Zq+06qjfwuh39peRSqb4cZgqmJfIVGBxfEWbNQqIhdVr6jXDF+NSoP9LnErlFRMFrtgA+1p1N5xBnv28QahqWKNF559/LsvuY7+7ipR5l0ylbCXTXEH3rmblDhiP52ARaUcI0r7DKyAu5P/I8KaJOlHzWPYwNwvvfnaSZl6jlzZdxIRc1UpPQEbLDZa7kzCo8sWzo2YABvLbdiglpw/nEqdLlfGFMXlh/7y3YxnhR0mhPhp3LYp92L/ocNQcS6Dwiit2cJWzKkEu0ijDXSXAYeEN/AI+55RXCV6YppupVj5aS/gFi8CBxvSKKiMgr+KpyZsUAqiJ4OIElDO0cwEUyYRusHClG5VlInofzsJOPN7a2NRfbdd6vSSie0yWZqIw8QXkqQCm77TrgDmljJl+D2iXybopMGF5PYGNgQ+YvfK2hD9lpBBLW2ux7BB0wgpC/VNjM7uGxZOLvsqlXRy+Rg2vmv5ut28V0JUY1NMfgwblXLkuD1i4wcGG98hKi/7O8u9xtTKSQIlNckFJ0Hw3dlKEjjQ0gnmHd5x3moxrGmdI55I7CtRCc6PsNFLpDIqXq/JECuSZqqj+/ukBNKiUszKVHlMu5DxhWqDxJhaI91p1VxmyFYEq+701PfXxkZ0vBUSnajFhyljdjYwl1p85k4Kay3cYGTsnQlYgq2VqNZGBl9NJNExdCJKS0e3XmrK+judlNxpbKycW2CHFCHWwcak/vkqUZgH8/vLsH2alhUVHKau/SNsSF5xbrNuoRvgojNSldFCFmRbsFGvgW1qaOkEPSQQ0CAQUC+2nRQqnQgfS5oicWCgJZ/JNLYPLxhki0J1EhvYCC3o8bsAqZDy3sI8ChEttbyZ8hbV1K3d5RXH9NZ097EJGdwu1nT3PrVTMha4sb9r/oqgPNcB3U1fOMXERR1JaLk0/cC1cgHCcNg7JvWjZ8vOvkuAZAMbjlVvIk5r4vpifQ9u7SkuaUzGiyMbSagIOiK6EwJgbkp/E5sBpd+NteEuRSte5VarsfTmysewQQckhaEUjEN1Zrp0GlASYaP5h9LXW9aGvbe9Xct4rOzJVfW2tUEihWeN9o95U2buEhPdGdugYseEiLW/39fqAq27fUg8dnCeCfUMXwAb1ifF9yffFeAd1MvwSWujj5j1KlkL9Ei722N4/L7a76SknpQRlH0FcXFCQ5EHED6/sza++42NSJmBPeBdbTCLx62j7zMpA+phXIhE0LFYmn2mEaNXunXoa6e1kaji2HPMdD7e+HOLCQ5rFwNzoUhIp7tgY67g862LRbbrz5hD0Yre8vN1G5QQzEXUv9tnOzIoEut5DlPgMWzULpSnuo2pO+dW8jiruf4F206KFhrWraW6BUi4di0QsMIi7tDwecLaIOAYF3osLMATSx455auVaxzRqS2Laq4cbPSnaxq7i2sohli16wiseyKe6PXfXQCP6H1s1G3R0+3sLcK4Go8Yayhqr6+NQT41Nntbd5t96ctwSe0ZTRfywDWgIMDVlblFYr9XLiDrNMlW2QY2GtfuQffUiTB3ozs5WFNCIJg4slGhe6/wiksG2XtMq4Fp5UV3IVGn67ZaNiunM8kYkN7NlrWB5FFkcs9Mge9OGUKcK5vhahn0GDacMsPKSQxIxbxRh4rRVmxDBCRJDsrawI2SGpJUA3aXe5HFH+nhL6TW2Lp7sBw5pjxTUb5KM5wcHNuQX0JVf9reOuVy4VzsjZ+KbWBOZmiX93NJcqCE733/nSD+vpBo7sXVamNt9FYusMYywJ1WTM+JvAo2ZFPK9aa+qNfbBRtw3YlW150JqsC1hj0kPvAylZS5OMQKqbajZCcnhdKgSAxzeShUfqSRMjkUTyOLSbGAPv69pch4F2xQIKli2uViRHWI+O0UC9LriJrB6bxrxj8d25AkG3qiS+0Tljr1osz0RSWdgYk4pI9hI/SlMEmp2aKMG0mawuTOPAqZgimNQ6rBVgJ2oTQtlvTy+7hl6ugoSBgsdJQp6pOPYYO6cYgvqO0HSU30m2xlS/npmEufx2Gjn8TayMO72EbtJJAmMNLzqTHaa5PGbk0VhX4UIs6ErbUUQEKBAh6dQxKAN4ggKMRKss0Lx1RxVAunpTNtxTbV8wwpixDRe6qBxI2vMF1yNSSb6EkKfGBr5rp1Ay8gu7xQmpMQfhNsYGNubdGRA4f5a9XQVTay0ystOVpTaRmW0N95T0L1VqCuQQsqm3WT5wpMqF8hVLQNbNDhSk5EZj2bKN0hRYCQwHiLk8LUJetlJxkUOrPSW7R5r24rqgzTYiskOtT4AzaG1iGxRo2BJjrzyXZsA8SGKovtRBRg1BbcRq4p3umkOFokw4laPGnNTtXnqpy4W1EgFzvUi/sTsPcqPZB4vP5qHeXMWmvZuF1cnvCDykKtjyMW4e/UdlS3v7d7YYNSXyxS1UZATuxZzj9NqQxhnKFWPveUmG89Ri+/a3vfcEd7dXWs7SnYENMwq5x5jlVFAzbYIdCMqapUnehAgYZxfR8RfQwbdQ6Xbm7CPmCzRzF/mYp6PKGUhDI7fM4qolPKzgQslc5ThhUsUphmHL/AXl1S3wkPpnI9an8yATsVT0KFz2ORAxTTLtXlsVS7UfF7H8FGMa6oeqaGKKnAbxoDUrRJnN8f0HqYirZkK7ZRSRdjjARJNaCcbURlNfqa4pCMByRq6sewka17tYb90dAL88gbVOJp1KKPl8EopFNgTFXnfZXoOpENPFC1nJMmh8eaDdRgCSOCstch2fuBeatMoLLXaxAwiNV4EYcrUBiakrJ0WKoh4GQjulUZT4cOQDSFoHh6ouxPKariFNoJHLaymNgOv4NhTMCIHn9jCKsSYKDHACWZvfreSbFqibJoxNySJsFCvZ+KiTQqVc4Kb78zB6wj74yIRw9bhkbblDGHEtuBAUl7pegONtTSrlJDAQwEWusOqbIs+LsFG3QWXGs8tkgDUJdcjxAjqAuUvUrp225nUuwOVdZWibRhTjMn5PeHW3UbuVrBBL0szPu0xklqSONR1vi7YGNq9DvK0+AHUrMugVaaYNFpbCJuRm4SQ6W1Ajw4tuGZoJe80N/N5/wdy7T/GDbG/BAQ+/Cpve35SPlQpsP/y/2ZlMjnYzWlZaW1Y4Kw6cVpLxaZP0W8EV7bQF0XZGP42dGxT7+YIPoRNB44Kaonb0xcC9Wo6bBcMPix76fDwQLdC/XvEsdiZ7kX2fK0TszCb8Ns7IlIpX7GCGaXVFrOcdOCCrmFnZwUiXyII8+gq1C8NpYWxzc9BLU7/knYEBGK2UD1M0uXqFbqKGfMUTGzJ6Mt2EBkNtAoKqNQo5ziLGr3R9gGudpLb8c21NCIcQga0Q+KAsHKMEPkOeycSfMYNmCPwExHR2BMAyi6aNNssR9TwsxcIuzFhILXVSXhHWzErlBODEt11Jw2qdge04Ib1a1M2IA2v6VVd3Rqrsqea4J6qvKHS++TCppSfeoXeekDmtY0QaoQaqIgtQ6YEwvFtOjcx6qZLJBiMIaLjHk1DlKtOz2aSUyjiSFCORJaGPHBHWyYD9Xpvg7EzahV9S5m3HjEqqt+nGGo9C3voYtb3hvGaIxUJLKpIq7Rwe1gt/DzfWwDHFbpn9pVUpybUB2rtjzVFmzg7uU96/8gvjAnFKiBSWqtJuk+mTzppKCxIZ4VJzghUG7yGFt1GyZgn+dUCFMU2xe9Jax7ab4LNhBNmIi0O1pIuZBxakRJFQQBywt1zNQYqaYHw0aGVs7UoAI/hNQIKQaUiLesDeyLzkkBSkm0Vm1HrzkENmIR5+PoD24b2Bi/dHtc7rVJxEqtIZMl/vy2gY3NtIIwL+FPaepaU02BmMKZKJtQ875kNbfW3Qere8Gf0F5hSJtKT61ka6k+qtgYi8qebTEvyzsqm6gXaEvA8VTX9brPoksDVFrZIb9AUx0JgdKKPNnS22ACM8rn6jevTscwPiiipwE9+h6ycqZqhyzKx521wTqIV1JSVJVGVUWXQNZGUq40NowbdYGGK6by83sqm3F3R7sewwgdHBga+b77nTPrEUfY+ZzFZRzSZC5eE+f37k/RYcyafcOEpsO6deXO/azvp0iU6qKkJ4TyB2z5uRpdD0t1bZUKEtJQ87poemrzDYu44F72i3wk1lACPEK5hn9DbEoUY0n3bZTL1ZVVNAIMq/mo1LNY0LkVBJaCj5Nxkk2EzFSphudwbmh2mkl2I/eKCX0O1QZOpeaqMUiTLScFbKBWnWc0J3zJqFXh8Vxdo1lO6OxkCnIQrw+3Nmj3jmeCQy91LwkSE8VIwidaR6P8SqtzafXQxuX3ZaAIR/4PhY3CwUb2UtioJGkCC2XIGjOYLBPx56Qgqh7PIxH3XwobXNdY/bbEwAaJhhn0i5yHKnsAEGqkFaDO0RtrA9hINUBodAn0DfpjeRMjtdZGjaCU+QpJ5YkEbKNO8JCjAL0575BVg4IU5KuqNrgaKlg/urc25D2ABqbSE/TUBa3xkmnM637K5oNcoTRN//8CG6HBRrEPNgbwzlkpSkknsXg75wljhVEBz4mQJLYGUgeQg2MRiDPUIGAqw5OnRBYRLmwWSqJovqi+BRi4d9bG1AjdQNECfwfLpVgOs+lI+k9w2tU/WnIR0zF6P4Uo99TgJ+rcHfbQz4QAi4caSgyIHr1gByvINmzQsHKUibM2mU9S2RbgQiENU7HZhmo6bDKpB8JGJrku5n9D+TiwEQ5CeSyTJySIsUi6Rl3mBwqfruJKfZiifyhsWJPGA7bHsDExSmpjbUNFI5mLTaJYRKOm8EbHfRls0NtWUjxSMuRvldNEXO6DjF65LlSCwI+aPuCkEH7Hayis6XDIAISmmUj4IpeaH4UpBbpcRW9LuRx8UPt2mUnQo5CiGklvgeVxqL7kE+t3rm7Fd9YGg56RjcQXPZ3YPSGRaFwKKDS3JPCQab18QJz/R8OGWHZYT/k+2KA3cKXHbsENCTZI8Qa2eyWFJRqbgcEAyzLO6ZicGV0trnOswVJCMuh6oRKgbuVohsnTHAQb2JA4nAJC5ZwnpV6CtBPm+TTSEADbGQ7QYYnEWj8KZAvwS8u+ktDQFhPCVDwwzBv9L/UfiHJbMj0jnd98aMZLbX1safw7FlUFM2O0kAszqg/OpIhcEnbqzRj41pXNU5+U+bbehte5ntG31pftlq4zvx9Ut/H3hA3ZGfCmipfCxmIA47LRalOUqORzpwlQV6LCCrSr5qWwEclJEUog9CnFlEat68dghYU8FBCkMLx+QJwn9Il/EPcKwQQ9sAnvw/bGAfcHErVCvBIVk3LLSZk40TBmHNA0bjJ0SXQ4FiHIlkN1LpaCFs7zBjYSExaEhVgzQ2vI8z0ieV5BI3VTokOejTBK/4G1MTZp3n8sbMSREx3aAxscfYRYBqsG3glgnms+SsxRK8Y04z6mPMt5kXm5YSxVrwYetYeXEntDOLtZ1aPatMBq7wPGm65sxJqGUnzgwxK1RFJIYiOlGN/8I0wOSA3HwAarAqokaZwn1qMP+w/lJJ5XRYyOSHiURpma2j+W6ZkSYp+afBLRp1ohcKK47gUxrcYK04yb0cGwwazGSVHb11gh0X74dMODnkrw7spDVxQWAzJLL/rHwobVzLwYNqrhkkhsvcDUx10knwVZH9FHkHqKqnmTvxQ2SAcowUpgQxLs5DrZH+orkyZaUD0yERGd5u3NPXEeGyDXIJmqrrtCqm6QVa10IRpqBJqSIP18nmZbsDGGM44ep2wOpGjbJRlfkq+slCV6RyTzRa1nst5ZG0QyWIBxneDnV0EzTKC50zyHM8VflwOD3g81onfF5WktbKon/1jYSGLJhmb7YIMUFOIhKBvwrKQczq1kVkunqUbue2SC+UzGEg3AQVrTHJccPzBTBvMqwv0kgo2cRjxBtCSbLORlbpwUZUgXC3YxHxdkXsnoFtotQw2hZKQZGpMhVFc27BZyfVPJH2JoEL8nIZLwfWE2oOJUlEJv1W2glCAneEnwE8tiicnJIEC8SToNaEEw/lCJnh8cEiXA2fNUyuVZbINWa/mtQhaPYSNWP6Wlq2XvJj18G6SFwv7/NWvDmtVThrOhh4vy3Y6WVnstWvSLYSMxr2fiuObTDQGciiOKCUgYLRzh/Z4Bi/AL7cwXnVUb6O2u+Tuk7wnFT/CfjHHtbbdXsvqExT2vnQPAS+vWjHqgC5X3+9hGllVpsLy/2No+k7bdJBLN3Y4yDO8liP/xsCFr4wDYYHWul6s71YbG7hClP4uJimfsVhLJJjET1UzbYLL5PYkdEx+gR8xSDShLGy6Uzm5CotbRxO72ypr+6KGLGz7pnDQExXwQK0qJkKLhYU+z1ZNZOmUBBDBy6ihLR/EnvfI4tjGSHI2NWFMPmN8NXoZ0t1YqMFf4MNhQv3kvX5mEqDkpCzU82M6k6I0EbdNkiHIGSdg1hfafGhI9NL7xGDYeUO47V2pqvdM29aWrFzsperaqi7Qqv/aeUb5ckz1dg/j2LpNCi4GyN3SnMbfTsNJNEoyLkJ6DrWtVtBUS3VDOXWMqo4pTJVjcH8BkCO8zKUjg9UYbArw7iroliqS/bs4jeQwU99ewkclWH//DYeMAJ6V2HdnuxoDdPIpuF+s6dKufxShFpzxApcG91Rrcz500AEOlJ/aKVcWu7pyU0XC+2e3vq7X0gIZWPb0fWmicsVNMyaRd17PeblpxdQltuBOxRd1oyLZiG4q0uiOYIEG32UPneOOuYrZ4QSYFCOhZwwNVbBjh5LbaLi7PNo3YqMqR9jjkR+t68n8MNqQh4fr9jVaO3yCyR3vXsPXFIdHUGlWIJ7VQpbN1ZSsHNp03LfjEsdvARh8F2ypUr+oEvpbo4HSDD1wP22Bpo9Kjgn+rK1vn2GOtO4BrBrsSwdSoeSKGYN2KYL+pEgU31G8xMP5YS2PcIrSjLNS3+LuoiGqVWv3/Bjai6KCQKN0uWkcz1xjI1IfWNbCs7O50ar9MmAg/oghxIVdG1Fs4QtDcs0dM42gKXKDlQAVf3jVzzLmfi/CuGWUbmRZGNzTYgDu1UrO7qvDt6YjSYqoZRt8MUH8orNnsSt1ANVyibeL8RFX16+7qRtlOl7eOQmSUn1pso+pwBixmRJR47YOGBzT49bdbR8MABrMQKJNmN8/OWtUn/ynYQC5RbdFUavOiTb3cCe9lP7sJW6TzYsW5WAVqySkz8lbUUZocGPV2TWail+GtunqpXWxifZkGe/ffG5D1r4yfOnLyOeKQTo2W36xp5zrKlOdIUA19OQqfxfaksFITGiIPpITGCOhOpmghbZxmM50r8QxIs0GTHc6dvIAAbtwabEwci7iUbAFJXwJyJPFyipHUF0V81SAyDkuW096+b6RfhrZqHhfjULCRWqMSgn2ZegspnbdjG9ao01Nvsu9+qPZTi8Ou/UysnEp6yDKossEBT1B9eZJ94wSGo5pk7tzL5n42xcjxwYzLz30brlsQT43b2Kqd6kTV77UEmllHymgpCaWhz7dVaQoNmVHBu1K2HrcbiMmx89jXOHPIDAdmqhVKQ2thRD3UqRkhRYPUqdTZwYeo1MMW4XkpJjHDQD1sQKKxesb39VAyqmw310c7LTFKc6eyAYXltlbLTVVHWqfczvRriO+uN0sQDqLo+SpROqXcNzwolTjZbq80v33ImVfqJfjPWRs0DdKQJBfwsk1xxqRP3PknN2cZMOwkRkiI0klCiRyJmTlPnT5Q6GCjUCtnRalxJOPEyhOzffsPUmtLJJkfKGnSjRABvJSCw22amV2z8HVU0rsVJbXEOtNUgiGSh2BUjiRB4dlYmHhu5MIUwF6x8kjKMdXreGyt4GunSjISbNQmhzEspBqD2p2UTlS4RqlIlFitFw3OdCZxz6yNGhu4dL2WRdIX4VprJfFBW/KJCqSVBPF2P57JEL1W+T57tiSknQKwsXM/HAOTo9hYGwc9Q4Bj3zhB/BgTqxw8sw+7n4TDpddj1oaow6tpbrovEi0wni+/IVNRBjmM+ZClpc/CPnWG3VwsXT2gqajWRvOHeEvJRYxNOF2s2a5yeCQGsdiIQeihqYIVXl8zIEqAmKDUBmwnptwg9RCkTlRQLw0kjQbK1ujECGdgc31LtQRVY2l7etMcOzVy1obnvpRaoxBoWG+yNqQYvg82KMcYqQnmtOxZJ/kt2Gh/QA21ifUsUvqfgQ1VUzYTq5x40QZsDBFmTQc/uW1Wq7GqGmoxGDrX431R3pGP11R3i0oojyllfsGGC7zu2z/L/Lha9/quTW7GUf8dxbZdM74tHUsvMtwBCg5F88cfheqDWNatxNKWrRHQ2zWfO7BhThPKjbXROoW51nUZdrz2tQiKO4CyiNRxONigoKDOemra3lkjbQmfwZm3o7Sbo6y6XhgVpodLVWJld3v3cxhSEHuAk5JRxTZ67nnaILiHjb0PcGMt7tkMNsgtPzcQdD/D+WRN4hds1PasNhIKEiMxcUoazoUp2tZ9iYgtjY6byBGsjMVpD2jumPGl5MsRcx/Te8dJDIqhuR5anRsVbmgJVBpKQEuyt8V6ULSmPbFSVDvQmRjFX8NgHlPvalC+2cSGnK5FDLutIyzcERbFD/ekToNgH2ykSqWGoWsLG3hPqntZr+7N1vMeN2r7tzopxVA1EcMXxzao4aM+5qe9FBuZDDuVZIlw0bm+9lo+2jvG/kalkleB95Gk1dUXNT/ASSGVSrFNsXTEcFkbTty2W7r4WrsmaKu545AKLLU/pNjDsdEldVlYTAypqbW2pYXEYKu66RxvrI2FU+hioBX1mmzuFKTWWpo0uAOX4cT0KQiQk4Jgd96txZa7gZMKXSEkdEdzv1Vsv3BXSIFqJbt2d+iJ3vS+SiT3bSKpjOyUd+xHtfE0bhI34+CHKNjfVyW6x0nZ3M8pjmnnVFPxNAonBIDveruJNSpCMJlTFxrRWSNwsgBALI0WHFe9cqIAc7uDnW5I2u8XklF3klukuegG7h7W9KGaQ6dyrUmvot4ucsFNwcagdv3rnTzuyuk/rFKVycdpda/WpWrmxg1VyU2MnNwEuil3chNK3dQPErA8smy/kwJQGAT0Xa+UrdhGHwNj4gUP2zPRscD3/oPWxmQ8evlGYhCu3E9bGyRp1QM4dRGL2sjWwDItFmql1bqp693dSixH3dutxTSEjyRz9ev7tn5fPk0p+jUzftzS1lhU8a4eFdbN3ri+5OvUwFLWBh24aDtTSMxVbNBF3fNEmR4EcI3pjT6y01hAeFB2meWRmh6AjPGgvZAwhIRNJAWjmhMXeV6Wij5BBaJosuakaPrQcrNUW3nz4JcD9Yjn6ryUjN1yKbv8OwoaVBCY9c50SuntUT8TegI2VKm037rr00cF2tau/SiTOBojfpMO8gOMubWhkO6PbajU9hlrY3M/myifujGAjOZiZH3nJ0b1h5Ruz6qj3nOa+KXK8hPsd54gYQWonHDhv9MDCp437emln4hIvcZWFrMm0r/J7jbSHXD7XXP40qkoLBaO2w+BYYgsCJ5ev1ZWViJk9FvPNE7oa8SIaBFHBRU6Oq4B5fSzuo9tYHTTAaozGatlW8yT1obrWm7CrA0U35vJfWxjhOO239pQwyTalK2zJb0ta6MUcT7y1JzNNi9zah3/MdiQxaV62Bc6KbgpGd0ii5/c8jsjt1HzrYlrEIBSx1BlODTFm1NxOc0UX6c1CBigWmAAbh0SHezbfxSpnW+zZpRTFCjKC4RtNauk3FB6MROobGqXZU6KmpcXuURKFBalhKMaBzSTYE/0L0GUjZCon/p5/y4kqq45FAI6axT5fsqH2H2m/kXQrmAiAIJ0MFKxoP6qATXTh5Y+RSp3SYUhuKKTht6IfjIe9MqQiiNOiqJzOj1rLknXMhEx1V3609uINu6FEjR7Njkp42b3fhq7HGvv6g59yDMEOPaNEyqzYJ2V+e59rJtWzqdWMyE1Ih42SVFibjRxsTaTWP+UVNH2lmpOSmsH0tHRRCWlEuT0tlMbKZrdZXQjIojt0VLOymwp4OJ2L010aaWW0cBD0QwH0yUcOXpNKZGm2mQoiHSUZGSVFk4BNigLpeFv7oUjOEOIeSbEXNXoaORbZ+/qwQXShW6xVr+jhylsmqpOIwq/WOImCrFPIBC7qvM7ZxCGc7gPNjbt1WjrFYRPOCnV77+X0hm9g43C5M//U04KJbm19Tp+8YbDEA+yP7TRvtZ2NVRjCVHuISOVkJagDGIz052mVAsRFFWyxeaoEd3mZIDu3XfETpvR1LjVcJih78+H6lFprHki2wjgopNBETtyGQQ2KkqsAq8wiTHC6oHavlD/k+ZDIgdq77ha9NN6MnCHVjmhPmmUcw6AOTEEg+qFteOq1SQSyR1rMzTSu2hMrkwK1gb8xl7tSNwJXQKjRIT5oMIWASzwkRpI5LROjDeZlFx0q2e2iqr3vDjASYlR/Nmzwf0pDs6kbHrA7tmqWCyR4jlPx+5ntigGui0IeSE0h/j1kIUDSlipjkgoWzK1iV03Qx4MhOSBCTw0vUpmIoolKsOqaH4MV1FM+qo2agqNAivTrZfrAwKhiQE3hfL/EW+ZqAMNLRgb63pAw226SqfW3OV7gnB8DGVIkM66KGJ0gqwN7VfYr5Ha7q9vEZMYcW0DMvppqTQZLt5UDe9gJ0kKtVIR8f09lqoCUdW9Tgq94INNc8Zef6vhQWmSPNUPBabkX3uHwUZyN/+t0Voc7waSox++tyawdJ/3kxPbjl+8nZz0enGcHMc/tSXaaDaJX06Uk1ZRcTVBrKUfjAIE/JNeQedQat4GiY/QA8PTGmLzqVCdb/Xtng3uAkuOpHwjtK0gqEcwTGhAled9n8krYr1HkZefRrExRGhhjP/ohzTx89KBD5+yX/o9lEzou8jYoX0hx0R4SZv64fkSd2B607WYaBolAinZGA+TgdBaNOCUvWGcxTQxJG5MaC7OyKHxahTmtS/1FwzVso/sZYQGCo3Y6Ezt0zydfE4vxO5miMb0y0KLhrck7mY9vQF2PXXT2ns/Qh/bMAqe2RWAkfh+qOcSJ4c8wDgKn92ftgJ7POIynxsHup80qaZsaR5LbRfqD4pA3HuZekGsIhY8gyTrh2iMoZzKbKFrbgnAhtxaH70ZnyekuYhsWKTHyVNRq8gwplyFzplFrmRZjIgeLX0RKI7oBJmCC6Waq2c6IpVSed+j2qcsxx5CPQyUpNf3IL5gcuT9JKQ3LEEarzqiOWZ4enEab/6gz3tx6ldFP6gR+L447funMY1FCv/0NLg4LQr/hlHAa6enXO0p/59e0Nf0aB9sbFpJB85R2U7AUkLKiM4eVJfGkgXbL0HMtE9Q3ekdHwfH2XGv189O7bRiN637fhCnAxpMB6cXNKTHn+Il+01+1DsKEewBNcJXxyfv378/2d547fi1vnl9cmw/Pfo1H+q/CjmWEOi+FfWhW7Iedo9f3zW8HCJC8wkjG9d7na9+YjNv3377fpiqvd1LzttgI051TuG+/d9N2zVsHHycDWwwZP1g9/6lRMVITvbuj/Ig5lG48/4KvwjfByxFD+/bc/dBsL/vupnVdOZJ+/vuZ9iP7h7zk+eH6hRnxTRKtIgk+81obmHQT/c9HxnsPEp/737Xdyk84nGcPrWBB4KTN3x3EZ8+u9FOdbcooJTLa0MO17BRrWG90C8dbET+WnJ0ZBLE4cOq9GTdHOGZ7ZvBBhiQHWeD49d02877Pd+dv2HD6cnJICJSkqXq+RZ7WCMFiAFYBMkRvWGl86Xu88fv3//22/vH22+89vmzffP+88nn3x6/5Te9chyenZ2cZGcc4yx9oX8ibQlN7Jc5RhCMIrUNS/da5Ypxsh2yS1b+l3hbGyfFnIfq0DPfOCmHbhsnZcDpldXu4+Di0O802X/+WE17b0Rd5bHLpOQvcjKf2yuNzImXpPvuZ3XQnWRRTw5yUfUeBZTLvXt0nkO5b7+prcmiSJ7Fp2+e2G7eHLxdJEfPWBv90Nq5mrkRZS44isVTOdjY4AQ02XXDg/VGhCzYHxLdwEav7/cUtOsh2SnpgbWpcdzzX7MlmaRDw/7paS/FzosDlqe+2aGR3gRqHJ0YBPzUdhKfFScn+Xmen58PXljula3LvV4WiB2NDi330nyzBMGezapExYk+vE7NhfBctcvBBS+bkOih2yYkWkig6Jnj0Nid1ibZ3h2rSGk0eS4k6kT3FBJ1Rz+k3OvAuo1nyr0293M02heD59RVt3NgOZougOLfet/52TOkBOCg/Sq0PNgBGy/ZTncXl0vOK0Jh1g8jQ4hkjRPQcAw2+j2HI+XqUblX74CAqIONfv8YsdkLv+fTAeUsfkXlerRGjaMyPz56/fr45PVriYpeQCjqe2HsbFTCSu59mBuv/whshPE5Ns35YHAObrw4BWsxtU313L5Ent5BkPOubmPf3qkSHY6fSTjeJzCJVwIbh571JmEII17FLvWh+epNAvbwu+MSsInqNkj07kycUjuEbVAcUu6l4pznErDDUUVRgqvAOjSBfmhx+b77qbi4e8o7nv9YPGIMw8wh6t7nNFACNq/31xEcuN8N/GZ/BmwEO2Ej9J2YxrqZvL/pK184JyVJiZMGvR+aOTrYiFyLlb2wQVgTz7Ln06GREAyxrDOMlMIwg63nvQozQOP4yEv7vTO/fxz4Z3F4RmTsIuhna3QJ+69PfvsDsBGak3J+fnZ2/jOZlAechjv030XZWkvJKn46OMClYMTIHti7X4noDPO0OLxMzZUniQut+rN9+79r6LAp9zr0OOtyr8Ql+4bPlXupSnQvJ4XQLemp8TPlXipEGkTJg8MfUK6377pLc1LydN/9BLPuHvOTz1+9CVDtidM1++0Axkw/zId7x5Xtd7h/v4PB6aku+U+BDYz+XU4Kq7sXUsOzmCI8pjawSIMUYMLa2sgCwUrPp2XHj5sX98L9hRvAxhGmTlz5sZqtXdzQcC0+C3uCDIU6q7PwVUjoMj3rDXx/dhEf9+Mz3gm+XAT+JhtChOP9H4CNvqyN3KyNFzspa9/4vrvVXmNSZWnDTQJ2r5OSW0ee4f4iedVtxAc7KXfF5fIcdtv8207Kurj8YCflvri8mTyAp63zryVGtZ+TAnvKYOOZQhy5PHnipk+x//k5csBeJ2WdgN13P4fOnxw/70yMqk2CeO/1cgcp9zqgAMlE0Q/br+Snij8BNgibPqNcrl7Kj5q7qo2WYGM5Tlz1V89FT30zSbQJMfbnX9ewoUj1xYUrg27J/5z5oW1x3LWz2Fe2RI1fL7ru9Dg641vaR/sXoX9yBxvP+Chdd///07BBTurkpLDYRv7Ccq+1tRHfUXw26L/LSHV0TzU8sAG7b/8I19cyevftd6KalZSw0IHbPZVtLEwa7dv/QydFVLbD6+EclY1qvPHwGSdFVaLqP7j3fgcBS+8zTpUtvJUsAws37L0PGyriXiclcToje+4nTsrdY97tpAyZ3s5/23u9XEIirYB9z0fs4rGYv4fsF83052CDQpC7/38SNuiXFAZbsGGtlgQbFWkWnxglGaW05/XvVXkUA0mCA6pEHWwob2xtZhxu+JsUW9fKbwl9gUZw0a1Oj+XNUAZ9wwf66pZisY2j3dbG59WKDMrX1eo5ayMjtoGT8vLYxqZc6GAnZXTnpBxU/UwZ23DyIAS4m1uD3meevCQiYyE846RI//xgJ8UR5w8+ziaTIt1BCMo7ZU+qvo9U/979FuJ1NaOdoqTDsVHZ7jIph1LZDnNSinTf/XROymi035k4jGpnDFipoux7Pqr7Rup1/37XVsyzsHF7GGw856T4Xhih9ieckOaP6fU4sR45KTW+Bd2vYp86t4r6tKpcb4V0OrwDyr3IqOKkhIQqutWMK1mtTk+p6r8JL2azdjabxReUx99Qc9K2s24VHGOXcPgOZ+YiURKF/tF4M8c7YxsAxvXJ9clq9XUnbByfYW2c/yRs/Nhead/2s+2V9qoN3SmXHxyq/FFL9MBtI9PzUnhSw4M/Q6aHavvKXe1/WKaHAMPgmZDovbqXa6+0O/jyY3ulAwaYyfTsH1c/tlfaBxtZ/qy1MbP/O/7rup+CjUClGBkOSVdHHnUTdApWd6XMdMp/b8dUZqjEOPCcjOj9Zk0gDyj3EmxEMRHO2GBDhoTpGM5uVtZa843TMbQvoIU8mBvskguysL4PbPSFGuHr52ADFg+fvt4JG8kaNgYvT6T8go1fsPFPgo3sMNjo3sww/O/m3i7YCHfCBvz3npq5drRYBAYoCq1vJViWWOakTXKPsvLfO38rk1JRGej3vAOqRI/6x4kSI0YQXK1mOmv+zfj2Rl/AOzF+uJRVd0HKBYeGbzA3/H4GYli1127YuHZc4edgI1ZIVLDxE3obv2DjF2z8k2BjjRt7YGPldHDf2KRb7Xpf/ByVrafOKChREqugnzxOC11TIOSaudHmgINpIUcGTCZdKqlkpAL05v4BVLbo6DUhCnIj7a2pNb9x8AFetMGF8MLZIDKculV87IcENww2LpL+0YHWhmImX58p9zLYGOS/YOMXbPyCDc02mzLtWgDoZ2DDt04Ht/66r6NXhbRXGnulg41RJjfEkWJJqEgGMCpEaetZEib2D4ON4wRrQy7VBaWvgg3TLGgv1rBx2m1gIyxe9WKDjZj6jeCVxTaehY3PAoyv18+FREn55gYbef4LNn7Bxi/Y2GRSWie8tdtJ2QkbllxVM0fae5EukcoXgJFtrI0S/qqnViqBAxioqLaPNIw96wh7IGyk1IZ2q5tA5Dtg7vRNN8Pa8J2Tcrp2UgiXhu+Inganim34YXx0FPZd2fnxc7BhrspzsHH2Ls/PfsHGL9j4vwAbg/2wscmk2Ddd+xOwId+k1/yuxkpCA2yLCdwTWIaWk22NqxbDZ1PNeSHefOJPO/VwNBWw/mHWxuvj5BW9Ilezi4tBz5+Zn0Nco+0BG28EeCtlUSQJEb89OoO4KyclCI/evuvvLfdyqddnE7DhL9j4BRu/YOOJug0XcdhdXP4cbPihCYW2Y9Vw1ZIa7sKpi4CSgHXtGjErUCHpaBw9XJm8udWXIsxxCGwcHR+jNODPOijCvf6Ff4NhdBPM2updr52d3gg1VLQhfbKzo1ceNRxtS7VX+OrVkZFSKN7YXe51sin3ev+Mk/JO21rd89GNfnf+RGL2rqI443Nv38aRMuqjA/q0/IKNvx9sqGncB9tuJh9H/Bl/HH8Yf5jozx3VjtbRlGxm5482jmBf7VhZHD6GjcfVFuzxUh24w2Rga5R9ln1o0aJQeXuj3ivtb2Dj+lq7+Pjxwwfbl757BBvR8YZZtV4D7cvmXB8UtQ4unqkS7Tb/z7pnEinAxu66jYEwobZ20Iqu6puVZU8MNqqk70WmT14JWkCJzW8CC24cxoC9FyjA8rCictvg8xO7iFUuunlJnZTC+x+O15I+xyd/pLj8OGTqv31blicnZck3pk1H6Ql3V6+DDLrn/Ejg5eKC798V9npR2Of4jirRKzYRmZ7fjM3mqGxWw7iXJ77mpOzdrwbNAD2MQwnthk1JKGFOzedDG0TktDwZHEpIt+NYuRcl4RMVsk52Np5AgCY+QIwLdS8Vl++8H2qFgPYZRNnM1Xvv2cpjlAmQl7j62Mxu2D7xFKv66uqjUGSiV758maiPAp5xfprH68n87sJt52hmnWt8qN40O4eAf+nWjm2twmttk6uJvtRFwJAFJs74LHG1AV+Jyp+cnZ2x07OHG2MRnQjHgLVdfPrI2X3k++bDB77baPpJ3rK5LFGgyM5ErbqzLfTF9nQBMLGBGRcqUfpTqGz+M8R5mQ3ze4IrGpUCh9VqXe61bh3dCk9CtaO31m1Q2fxorwJx79u34+SBSEp0DE1efBSTFJElYT9RSMqmb2RaPECN4yOHNxLp+XnYOA1eMfePguOT68dKJBVT2waIJjlVbJXqiFNBhejgCH6UApqj/s1k/OnTp0OoA67gM1Zxeb5b7PKek1Kprcpe4rTBBr2HDq/51nSOw7Le8BkO23JEyLMDiqIfFF0blS1HxPA5/j+EGoSqir3V4KWjso2eo6TQqyTfUNn27o8tP43PqitUTW5uZh+vbKsFGwINSKXVeDr/kvdPq9PTIjcNnPWMjvljzAJC6knCfE3jcDhes47cnwdVwzbnxx+b6fXn66sijDWFZWq8Q7ShBHoKNKQufticGYPG+HF5ORpeDW0Xl5eXgMXo8vJ6LNi4GroF66MR8i8rIEZgBElCJZcaYPp6fq79FaWOWRa28hUkH/4obFzEz2mJ9oIoUO9XWRpqVkln115HG2MVlxcb2AjU6RF5OJIuS08x1KXn9/ZWiQIb0R1sRLFVij/Zq9FZH32DE2eO2Pegyh+Gjc8nPK6jd9Ww2rh2m80Q1V6SVE4uvi1IkvMkEXw0ULlRXT5aPafgvZ7e3oYLkzWvIFnDxnNtm7SF6Y+clGe8H5TL44PbRIEbuXXgoMNOPdpdrL1VXA4rjSW8eDGVTa4Q2877UmEgyA3YR+2KE+uTsrt4XxBrLc8OorIxtYqUINmnT/8F7IMd9YemmTbN2j25+vRf/8UvrlgbqKinbZqbeWwn9kdzsnjnzA2+fRdfUV3+gTL6XXI6Vx8196/wsDORrlVnqG3w7l0ObLj42t3TN+8F9arj0tmyl0KNa7cBH/r28mq9CefAuP5x6jANeyM7vzc7nLWBHzTIzJ7RmvHvhI3E3JSKfvI07imzqPTWDDXHgK3uRAGxNVIv7qs3PVq0xD8Ii/R6/l4nJTHY2FgX0ZbI20bJzOyL/kZwdG2PRK9fS8AYUZ+f91LenxxrJQF8v7brQpcftq5de3enrEcbK8Tw4lQQY4weURTxNK/ufM3dETGLgow2qHEAJ0WqNHuDG1plWbDjg/U2HFEqESdl+AyhfSu2kaWDQ3QiHuhQYEFI7tac793TvXIzfW+EME5MufwZXMZeryGPmMW29zzzU2Ib5qCWV+DG5eRGN7JCdH7ET1dXJbBxVX+aXh0RSCvK4LGoJNPQ4mLGo43DV44Be++kfNT24eOH9fbRYKNZw8ZAqnIPYePdBkY222CA3hwKQVfajZyUT5+urz9//rz+Tm4Px7A/BGJg1vY3ppAUIM6dm/PAUeHVM0ONLD/5w9bGxUX4amcC1pePkm90NpQwCWn8RNbEYCN7oFyOoJc3F170guzWYCM4qE+KtESJUlhOZI+kowHG0VrC54ifcGnEejt9xtxYv/758w5jA31RA4Bu9fzWte0P0aF284kW3Lg23ODp7mFSrlmMQzkp5qsfoO51gPqPSLVDx/t8AXF+YMR5o1cdum1iGy8RFlAQxcVQmp0Hqiug5RBrAyn2evgMAXayUfdyYeW91tBpivF4fPz1y3VduVmIkzOdf5KZYduny8vJl0X99rWw5Wjw4BRlb3BGBhusqMf4rsQ2zAbY2ATjq8fbh7W1IUG5E4VDLeAg7OELVsvj8zOGdVHjjIy1U7i1fL10m440Hl/qj702uYSoq7DFJvypmAmQlhu+2fdnA/yVcxfl+OOwEe8WBQwTC22GdIAg3l02i6JoAI++sVKY9GvYmP7++wLJ0c4FQ+uXwYZDgSeMDWdm3MunRveo4WR8NrBhYsJPbCePlYm338Hf07uC2p/auq9O+gQPNT1QgHQjVbtPMRs98IH0PPbLYeI7gL+HbpLnxc4LYrIiB0QO708dteUkjl9wHB2IwhoXRd15ewqFTeP9O6ZFGeKaye7bnFuipy+FZ3fs50/vFGHh437/wcprxuTx6bGibK9fn7rfIN99XL5V3M3prz+UvkdR88i9QJDrsTXiYjvn55sI58C8nEEY9O919vX16Ojt8Yn9/8TWPy7dRJf58WDbFtymFCHNfji5ONkcQicam5+tn3lFl7YlK/zm0Z/T04fvecRk260l2ue1WF1sH26dNwjLH5XLiW2s6AtDaMMEOpyTclgzRwcbry0Y+gRo9DfRUcU9HsMG/5suh//6DidestlHGBxvHG3l5zY+CW4c32eAntmI7PJ/EAg1JFz+zPtsU/+7+IAdk42ScnkcHriJPijY6PWRFe9Hh34sTAQbCHUffpy+xLpReooCid7vep9Uv/llsHd/gcQh+7uv05YZHU5v23thfWnVB/0fjM2ufWhWOpuye3ManRiOWGD+6PVmWw9c9+1rr/fcYHPz176DhHnfn0Nf+bzU9V+7rw/ffqxfnhz/8OL6oNuH0Fk8feSnXjx9+XYf7pO0+e5yr4H97X7kqa0QF33kpJBbIQr63YGHfieXBTQ5EDYcaBxtgqPH69ioJVCio/UD4jUFNTawEdn3R2ZuvH3//77/5Pb/3r/+uvqj25trSQZUh228M7EFM9253YkC0tT1wH1WClemB26JnQB1G3Y21aFnXsmikWlz+HGsfUycWhqq3rlfdDgP2h9+mAKTu2+D3Ykyd0dVW5rnt5joLpGq/bZm++br16+fP3/dsdkvrqsdNu+2DXxy4Dtf+O6td/6g1f/bo/ee/lFtr2f0NsB3U/ey5rGdkcxgrnlpbrCRb2DDVwJWSdqlN+j09gG9mPYSYO9gwy9fJwMvDj3kQ0os0eM8QLb8begNyl4guNXfYz9Ie4PIT4/LSnnb7EgWl8HG6/ff/+dnt/Lkh7BG93A72E9ZEqP69LH5MD4kJooo4IHlXhHlXjToHP3byr0IBNA57h9T7kWfoVLRmD+r3KvICId/PeQxd+23h9v3u/8ebCcHBublGh8esr9rzXFIeP/Qt75XJuDfpyXaV6FoayUZhWT+1h2ke1vtlRy3jTyKq/hqSysxPdTayI8RJPeJ8irm6pNzeu0H+Iqv8l7vqHz9+tpsQFpvB6/QnKSRiu8DMaFgQ3ZoHP0R2Hh//SNi3Bsid+CxHz/a68v/+kSZ4S/Y+EfBxnl++ubmsMXhR9x4jBhr2DgcCX57CW684L2HJxBP/42w4dFCSmUYmVqkGDWtF+Kipo9hg7JyxT+6Msgi/BVjpQTRwdbGsfcKbVCYtP5FFcRl//j14Pjo7dG74CwKBriCrwf5ES36/KTqe5W0Ni6qKoT3AmwcvfqD1sb7bxvQ+N5tuTCdgcf3bevjkUHSfX3/X58mv2DjHwYbSX56cDS8+7ZvOxQ2fntZldGLIOYFVY5/XIE4TndLEBtx3uIcIR2je35k+ZXH1obZFY7+2qqDbZApjRLvh40kUmDTKy6kEho7BfPI7+XAwavYr8JelGe9XhbS7oA+B4NKrSn1LuKgCdbGkWDj9I/Axud2gxpu0wD4b/5815ryGEQ2YPHAInGDaom10fyCjX8YbLzN3xwYDuc9j1GibffDxvv33779xbDx+enag5M/o+FBurtKtI/Cxi19gjeiPWK0bTkplISGA76J6RgM0swXat92kLWRRHRBiYKLixv5Al0bhOpdCw3l7F0YIkGMgM9ZFUjTC1XRi94FXXhR45hJlVid6QQbpwfAxv/y7+n3fF4rDH3//q9/ARf/2mx89+1zszCTdMsEefDDxkv5r/oXbPzDYCMrsztjo3u0PXjtCXPjqXjHE7Dx3j777f0Bs7uztz2lsP/Eu+34h711PbpfABtOQHTW/QEJ4gRtHo/qrVZ2Q189DeijGMvseGRtRMIIPzXnJITX1g28AxosARsELUiHoJ4hLSHreHBq5kRII6UzYCM+5YcAGR+p9VS9UBLE9rYLXwl3civAxvEu2Pi+wYv/3W1tbGDjX1vb91s3XD6v0eS///sOQb65l/57gxvt18/lLyfln2ZtlK83WZSNBfkYPbp7g/IBbHRrC2UfbNj0vr19jBtPhCves8evJ08JPDzx5s5kt267Q2BjtR7DL4CNW9FeD1Au382AHZjixvKWaEWSrZn0hgePYAPhjWGru9yK3y7JYk9RS+8w2IjOyNm3K2q3TZVn1t7MfFottZCLeKltb+IAIXPMET+/8CUpyjURB6EsJyYCAmycPA8b//OcLfKvbj0CnoINGzLdZxpQG0as7ZA7k+QzH/q+Dm4sfsHGPw023pavv6xhwzyOh/3Buu/2RSvEBjfuA6EyiwU4P8LGtlgU+z1Rom5/SPQz07s7+XwIbCgY9/Xk+uvq9tsTmZTtUwDOnnBTTk6egY3VnerGM9jxjAQxOBHTGq+zttDWeY3/Rl6xZW143Y/NVDrrGbs/k5KobCuSOdFyroINMxs767Ykc8ke68x96dASpZ8KOqKSBYwHPnWjb5+1Nu7MjL3Wxjd8wM8PIOM9f76v2puKI19fM3S+07v+Ma7oE9/X1sai/vILNv5p1kb5dR3ZUuNBug4uFkttDjn4slxgYbZbsNFal/T9sHHbnXz9evI4vPFUAtZqh5bXB8DG5/ffbqUeAxx1W7Bx8iRsfH1RbENagK3Bhs3ENz+h7mUGQ3m7hoT1l247Adu/Q41b13ypROer1zukvZK2M6T+hOCSBVHPA84Zka9W6l5ODXANJ/FJIjNEkl8+HSCtUlSd6J+BjdsHRsdzIdFvnx9jwvv3wMZMumLVzIbW+23Y4N/az10u6g83H37J9PyTZHpgZ66tjXY5/wTzdQofxcDjbtMrG/pRd4cbrVn+t90e2OhkD7x/Kvu5HQXhHBj4q9XJXmuDdW753pCm2zYhtqyY7vbFsY0VY16inMy7N7PVi7REN3XhBdWej7uydfGWkxJI9AvxQVTAli2tVHzLwfi9A2GD0EZgj8Iao3SaqiBHbCKiUMXWEsSr1dnr0yoI9OsbP85fn6i0nDrp42dh4/sea2MNG789Ag3BhvNgJUnYkt7//vlZ2BiiB/ULNv5R6l5ldQcbU8GGKaIIPNbblylVfM3iMWy0Flzo9lobwAbuwZMewhOwwchvn1DY3zJNQILlVxc42Q9HOD+KHXx7EWxohXYSxO0zyuVPiQJuOO/I7QRZ1/4QJZoiUf7YSaHSq+elnVK1hTHZKOXwgkOtDe9M0sMz0epOXcMDrI1u3fDgzak1PCAk2tEvOpD70r4h9eIFRgTpS3djD2x8P8RJEQ7c3VUX21i5aq8vK6v46p6HDYRTfsHGPww26g1sfP101Uh9bLSmvm9k+FDT+vhl29pwPQFuu+/PhkS/KVzx+WQ7PfJElSjT88vqqX4+W7DxvnMx1m9POSlPwNHX669fXxbbeGONlRwdZ7e18QQnpbf+F5q6xoPYJurlyRMh0Ym5Ln1StTFIw5eMDIzfPxQ2Ymq9ADl6Nl5cCCFm6sqGYKgQD7ww7BPhLE4sJPqGEOkFmV5T8NkDG6v/+f59Ex59AWz89t5gY3Zz8a5buWzcPmtD5PlfsPGPgo2i/tI9hA3TNpjcKQkINj4JNtYBkAexDaT124evPJ1JIVxxcvLtdnUQbHw9aWld9nkvbMjM+Ppe/3/ZDxu/qZnpU5Ufz8OGqlna2W33jHL5RfxqCzb89T9ZDH11SrrDE3VYQorpEWxMb39fAifL32+nvrks4s/3DrQ2Xh+9Df2z7nZGdUYQuBbS6z4p5h90LtLBAz7zitAZiOowfe7osfEeJ2XjoRwCG49DorMbBTcWBFf4+u352EYz+WVt/NNgY3gHG9NLgw0Xt97srtkBG5tSjgMSsF33RJjzyen923ulU54Nib7/vA5uOOv3+pD9mqP0spCo5V9v9ymXP2Ft+M5NCRTcCB80V6Oi28+eqBItjPMa5re/j3qpdX80DyU4EDaOkrOKYi4KNqrAb11ZRjejCUIbzCyDEs+s08uZd+a36/KOs7NX4Ub86/i5cq///d9nYWPNf/32KFHC01LdhhlqjaOlbKdof4SND1e/YOMfBhuTrz/Axr2Usdsd6jfIizbLx7Cxxo1Dy70OgQ15Mu+fiHL+CBvrtIudz7fr9wdYMd+7XZyUZ2IbVvTlMikvUi73VeXpBQM+F0GEf1CZz7/5tpPimW55FDi88KUNGPcOgY3YaXS94njkVXsEOeg+j3AZiZKeX/mVSkYrKkT9eAaqhCkl5heYJE6LAxk8Jyf4R4rLv6791s//+hE2+KvR8T/KvF7psr9vZ1L+dQ8bX7E2fsHGPxg2hs5J2SjMr8XCdsDGoZyUHYXhu9gr7z8/SWt94sWvXw/L0OzmpJy8+ePV5U/ABlM+qsGGRbqVSSm3GbArvez1oa/klIcp0qHeSge0V4r7orIdJQVI0esPKEsNVSUanvlB2btQmhW2m39a9Skn70Gsuwp98VIgzMZZT0S4vnBnJ2x8d0bG9/2w8Tj9qr+fVej1nj/k3p8Cjc+q+NrAxuRj/Qs2/mGwcbO2NdsvUz43/rGriXNSPn6cLtuD2GyHT9qT94fzT17Asn8JbLz/E2Dj9PRJ2EgmsFoL1W38qO4VbFkbWaVqjYlx7DvVcAxlrgTegbDh2hz0TYV4LWbVj54SSFt3RnHyxNIejfqmtvRff9ja+O8HaHCXThELSD9u2ED/2saWTW061kY1PUBL1NazSDoyD+Bh1xZKgnj8jHjmRktUDQ/yJDlU3M8dOA6K2vRy60O1RBFH57NpdriKoN6LjlnFQerReNd+myqVxPVedcIijkp1gNh5gsx6jjSwhgfp/sYr+Ro2uvZ6yl243JYmlTZ4s6kJ2w0bxnv8E2Djtz8EG7/9h2HjiSpRy8D2eUaJlyLg3vDYp02losVpte2k9FQlelsGwaYirEDG3DtIS7SPbobLpzi1LifqFUX38n8/bhvYcCDSP/qjsOGshe//vQUagonfHGxsXnzC2rizchdfrppPe/ukuK+mXF7s7xsQJGV9SP+StXJ5dHjDg9ysgGrUvKhPCgpiA5oYHCxBnFu7SzS5KvVwGu88zrjCQBjs3zFeqSmX79yP/qJcLjFmM3T23YebTZHol2kz2Wp1w4HU/+ZAa+Prpm7jW/c/YqKszMP947DxEhGN9/9B2Dh9CjbsB2cvKCPSi6054xoIysewgQ7XslvVkFiszeNqHPZCE/k5BDbu2xgc3fcyOPqhzZITCXyIG3d6opIS7P+B2Ma62suKyz//66Xb54ew8elQ5XJJ8g22O0dubZGEuln09lkBeoP1DDi0d60plws2JkOalwwPVy63PikvaJK7US6XtvpuK6GucrNL9u4OAOJ+NLtvMJYZTQ3j1HVl27e/agMbS6yN4aerR+YGcHz1wNpY7dXbeP9bt3rk0WOdCz1IZ4AmJpP3/fOJf/2S+X0wGBzupHx+/ycolx89VVyu0nBpj5v+uABANZ+pep/QwXGbk2JSXtBWvaptp8q5BOsGCfthgyaOkRBC/29Eho+socEj9d2je9w4vu/ZFktr+v/9P5ju/+8ntu+b2vJ7mcXP//q83iyj8oCB8njjzV/v5L2qd2/3rm7WcQ04MFHt/UrdUSqbZDDYv6rTEwT5g5col9PxOkjVT5KPHmo8IEHM5w5XLncS6VEoG4XOAs+0OUK6/IDdZmo8x9t37od+SaiqJoFE3PfvL95YG+2Xip6O5bvHN6I6Va/G8nrtykhO9PGmDgaKf51cX/eOvz/CjKe31fWr8PO2EugDDcCHAqCoYZoO6NYvH77ffXPieqhvC4c+ITvqxL0uXrY9/MRZePTqaWsjGGwKQ1vr3LzWuZqH/hZs9FUG1s/5GvX8Qb8niv1BxPlYWqB965xksLE2Ku77r23hRmT5kzvY6MdSZT+RkPP7LSVnXn1NF1d6WiBH//op6fJ1bfnXz+93d0V4btuMqJP89OjVUf/5zRwwF7mJFM3d0xcm1vCPpXS+Z0OsIIEPGMUHbnxko1we+GE/7B+4xYGUy/vxwZsk0rmAHnLifXXS2rElqvcL+nvPn+q+ROrpO/cDRMVZTCmAbq/E4Z/f8g1s1Mdp3N+0Db1/XKcmtp5W64d8fXr8g1q5bUHAa+iLn/h+dxBqYHHMXp0cKLP//iR8FQ726pC733CyJ4eq96OQR+nFvu2H2RfED1XM4ycbHgT8kNRPXnX3RAKWFEhUNN6y8ioR7PV6dFAC1mBjnUi1R3UkSLCfthXqNx7MQ7emf2dtbJsSP7xE9OIpa6N7bG2cnLz+AXk22vJPaMzfw8byWqLZh/Qc1Vct9hL23qesTX3M/p2ud10kUZIeLimeqmcpiuJFfugR1MfNKZenLzgOMucATbbnOFkUKoy5V7mcmc5uymfuAm1Pc/V/cJe4Z7uzNnh6NEl993h31UVevCvqjbWxbGgPTiOjGg322r67tB6Nl1MKuOf5oaiBvfFOFPeTnUrlbulyX5NX4cnTSuZ3XYA2rx/TW/ZOwPz55Q8F4otdxoaDhade/DGNEr8INuiT4m/HNrysU1iDxMtqNQnslf2ZlG9r2Nh0blwvxHegEd31PbDQRnT0oIeIvt00auv9gZDoGjZcYeja89h1r7de+bzJv7Zf6fl9NTqomeN4ZB3nD2jmSOvoZ1ogPuxhSEi0SF+UGLWubEMLI44OTcAS27CQ6MHHcR2PkgGB3eFo95VM1FLO3LE9CVO1hXyuB+xYTebURNv1gD00tkHZxvRm8unq06PTQlTg48dPd5mU9tH2rXUc++Xy29dvy/b2QTzjVkFRbTtw47e/Nraht/4btETXheWD+RIFgimcVgluLFtrJi9jYzu2MXc36LZIJEEcKyTiJ4clYH+wiOJw7aS4rvLOHTlamyCP2+PQVstwI/yv7//z/Q/Bxob0+vnJTSnYf/32RGzjDja+La9Hn/YmMl1AdDg02Cj2p1ICS8CODujmSAKWvsoHZ1KskataRxvmHJyA/dlMCuUnjZrN7k7AJv2EgOfe/cVR8VwCdrhOwCbZ4KBMyj1sNM3Nzaf6cisBWxMS/fQANkyOY+lI9XffLBbflt+WKzcBHuoL/o+Kix/WLqzWEdPbb/+eBOx/NpMSPIaNcB0C9fA5rb1SZyHPyBuuTJd8CzbmZmrwyzpw7VLQ29irQAxsgAwq9+r7kFtR3pG2cO7jDPjB0VERhn746i2u5NtXb6soCfzzxDvvhfG78N2rXlB6ubNFyMC+/zOsjU3+9V+uXtSCoa7k/Dd9/0QC9l/3sPH5shl+GP8q9/pHlHsJVbCDyqsNJWUxubm5Idn6aH/X12ra/CNskDJZfkGHpUVmVkI+WlgX7bxt10ozBhffhRj3uqQ6yv+4V/5n9UJz4+8LG880PCCqmQwpGe+DAX3rN6/C8S0qW06dF23ZoL7WXqUSjjvF4v2wcWydKeVLBYHKyE+rY/+4PC7f9dSm8V1GtOk1qV14bhW4VRNhe/UqfHeBTnpP8Q28loP6pOx6x2oLNn4z2LCING7LBko2/z/CjW9rdsJ/XU6Gv6hs/1jY+AhsTB6jBrAx/njzI2wo07pczMANZ3Y486NdrGFj02yn27n9z+0Oc+Pzy2Dj/R8r9zr5d8KGwpsRKhrTdaAi8wN+KretDZBi4fkwf6eJ569EbDuAAHsHG7RA8WemQzq7ATvi4vSi55/1yOUWfq8idE0EB9nANrkMkDDn6SFnHqb98iWw8T8vg433v8llMeTY5Leego21iHW7pE3KL72NfzZsjA+BDXADtJgpsYh8j/NaZG60rr/Yw24YjvBmUjcPscSZG902l+1JOZ0nYeOruJXf3h8AG99sr+/fb717D2zs1S1/FjYCVWx0siG8oPTVD7aHXTHZgo2+5VdyiPMDwGJpjDb/ENg4MieloEWKUy9bzYIL3w9D9VDyz1DZOOXHXn2CE4PsRv/Y65lyOWzZOOm9Pt4DG/97r1r+/fv3Q2HDnBTQH5lyC1/wRXXmRDd2Mtna5efr5sPwF2z8s2Hj0z7YWBpsgBr8NFtKrWdu9oZgY21tfL+XHJVq+K3juD/srHP7lJfyzd77FAN2GzacIPpBzNr16IZa+/klsNGu9gqXP++kpIlgg5TXumkK1sbv+RZsTAlnEA/BSalEthdsJN4P+j47ifPWA9aXTI/T8SIrNMNfudCX2ewiQL78Bs4r/3eri54Uzk2Ew4dj//poD2zc3jplr+/PuCmPYxt3NofYJpRzSI3xs8yNJySIH8LGZfPL2vinwUZ9DxsfCInuhI3uAWwIJGaatTNTzZstLNpxDxv3nR7RXdDLUtJev6B+XZ2rCbvdgoL2+ro9SKYHiGlVj7p6vw823gsxTiTr80LYUDsF+2b2k9YG1aLYFx0gkNIdzQsKwp7ZFmzkv0uYR42YJrRjqzd6G/7eBOwR3LVjqPIxRsQNqeS1Znl3IUDHCDw1vY0bvcgLVVBIuZwXWzyZ19U+2FAkit903+8sj+dh47eHsIH4Go/nvdaMb+8/f1tOP//rWdiY/NIS/QfDxscdsIGu9BZszEzzpXWwQQ5laa0SHBoIGR7CxhfcmQ2Z5btr1eW8lG3YoAn8UxLET8EG5YUn3/ZbG7zxRGZz97V7GWzIRDL0eE5vYzdsGB2llr5wlFqUcyGGfB4+EdtArDxcKu7hBa25LF5/r3L5t2+CDaohYzUyUB2qCXlJOVk4wdkjAaiHJHlWoLiHVXIx09XMTmOv93o/bAgtVs8pEP8IG7/dw8b79yagdCIU++wElf57t9zGcg5sNL9g4x/rpOyGjZvmEWwsTDPKDcx2Zo6LlEVXLtT5oC2C+9Bs9oOgD/aGwcajSW/DnzX+IGvDXJ/ZyX7YoHx546y8BDZMf7h9M1v9JGx4vvqdyP667SACtko7346f4KSsDCkskyJouZ1bf7b9sHFssEEDxwsnIm8AMZsZXpy+4d5slMudlmjlUa6GLPzqhuDG5X4npTPYkLXR7YGNz49hw5HU2kb/T4Qasj1+wcb/X2Hj6mayCzamD2Fj4XyUrpWXwjBVQoWqjcUGNr7f96NftuuYqKzRe4J952Dj+2PYWLcgPyQkujxQNQxv5uROc/AFsGESnOo00r35aSeF/1YPe6AsvXRLuTzEIpFJBmykAhlUeqgt7ycHwIbKvaRI3t6i1/lGCuaKIWF0CCikXH5qDV9uZDKFg8K/uTlV94aLi/D1XtgQWPyvnsb/muXxDHFesPHelDWMwKbQxrXQShamCdF/ue6eg4122nwZXn38BRv/FJkeq7e763ewmFYfpuUTmZRGsLHcwAaJ1qZtZ60LSbYba+ObzA2HBg/FzFujcUk/+yF3dmNtdFuGATDw9aBMyrdv19bRcS9scIK8cv1t9fVFsLEm/AIb7ctgw/c21Z+yNgLvrnD2djVU8edW6+igfdhfaeUdtm1gA+U/ohc3ZE/U6bVV/mfm+qQYenSmXI7jF/cCYiBvhCcXgXe8Fzb+V3YGukIIEXfPw0b39V93tRoOQH671mEdbABTN3X7DGys2umXZvwLNv6psPFlevWxqa63YWPyEDa+WYmGddySU/L/tXctDGlj3RbNC03QGY0gxNDWr1MtAqUWDIRe+v//1V1r75OQQECcOu10mtMZFQh5n5X9XCs11sbTk3opChtFpVjweMzgeJRb7nfBRnJw3UZKNZUvB1Abf6BJwrapL1uiC/tgwxxf8rdgg10pHl2Npu+4rSG9uTQZMDnSCjdhA4GGQkl+6hwKG4lUefqo66LQAdMnTiLySoQNqETTVyGoC3P5Ku2cOL6qtwE23K71LGxQ7QCwkSpsLJ6DjWImhfEMxmWXU4GP+9ukQihlDRufv4CvoYaNXxU2BqDViAfPwcaTCYjSjxYJIoZEZ+Km5LBR4ilOt62NDDYWm1CQ3BwMG2LpVEmtnW3rzSciMv2S2MZEJZVUC/FFsGEZ2CjOfydwyaoRVElHg7mn4cykAH+Z+I3Gi2CjeXLlWoCLiY1Sdvte6zI6KWEj0bzKpKPhJdu5Mp9Dlc1tPQsbW1KwO2GjJHhg6snT5SPq19J3PH+8TqvkYZsUMCOx/jyLBzVs/KKwkX7+CNjo74CNx9myABvTRz7GEtHgAGxMTXalBBuLNb+5zvASnU9lSPRp+XR4lWharSJfUbeRBUFeYm0YsXlKjSQvjm0w29oSAXmckWSh7X8iRvVobcFGBAIfcm608SXX8noHwoa2sp2cHCEqenlvs1zjkrkSBjwnNhiIO+deJwZnuWPfk7m8e3Jl2Z0YFR0gJm4ErUOrRBdS77UDNvLO+TIg/AEp+i+U9YbV8UFvnKTK2qhh4z8AGzMQlN+BIXEvbCSMcjIiyvAG/0OR18RUl88qnBQiBF5+wa/Sm8sq2HhRT8oZcqoPZweJRJ592aGT8s8Ul7OFbSffxpbifAunXq0OULkcbGzksOGcBKELQLCOLi4hPg/KFqquXVhXjVNQuHRs0Cydw7wAcbmLgtIOjBIfNOdXzmsUl8+TEmyghlzIykkqT6JAFIpOGd5ijdm2vDTkv80t9aV2Un492IgGRqcx+evjLSlZt2HjvgwbT1O0rcExQXT08+N0kqMGs4xF2FgUY6Ab5IHLqnKvH01B/A/BhmPv5tvYTsBiwSWcGiUPbbftF8EGe9ksNK+F4UV0bFmn52iI95rOSXR0YvWuT6xuZNngIry6tC4Daj35V92rrmN1W42T14MNVG6wce3LEwPVoFJgWPsDikRRHAqaja+SRrt52GqAHacZbHwegBy/ho1fCzbuTNgiAdmGMA5Xwca0ABv0UciyIemTJ2ltYz8bLfF1ArZAS/xUoa3yX4YNIQUMxTOZpcusI9jwbcRVrWx96CDYQfACYyOHDYs8a3ZXmLROLfvUbgFGjo9OQeh3dOQdnx5du5eRZ11bXTDuo8Ad2wGlpRPS2vAOg43FfthAJShLQZOCkpRQ3PPhAX1vsSlma2vD8G18yWT9kJv7DApiQ839v13jLSlmBDbOuwfBRguw8T5jFsd9jNICkldCL+xDzvuD8Q7I8rZlb00T0jLp7G135e9uxpbJjYC84q4EG5gjlD1dVyz8b5NNR2AjCjMCU/x/hdWa3/xZGmZjLd8HbAywHTShY+9xgv56+5Hrv7tT6cS3/XOBDfO10riSfwXYuHt3t0WBjnOrJyKHDbOLV5eXV12zYyVeJBKB9KK3GWwMhrcflRH9f4UegXfvPv71v8k0yWEDkQy1LwAIU7xKcltjCzYWm1bHPw8bP1ZeqUKVraDgCqeDfBtNkvw13bc7+Da0AN0yZor7AtgQvo1TZWhcs5GT/c+XFxmzKEl6muQAy8k4QURsuL/+LrsXvzX/UoaKyiFUql8+FCl6vqylQAU2pgODGvecb/+7rRj/u7vnffn2rTCsGUriqpGz0pzHg4/D4QcDDu8+FAYp6d6ZWfNhOPzYP/d7nfK0NWxuhA3leDvv6pZJuRV2z+0Y9FXQOxi804En67sPD7JqbACVMvdG3NCg3l183oWYAGBDVtPuKnXc+fnZWVt+h5cYhqEWI4xO21G3fW6fg90LGxne33L9QKfb23fvcJru/8ct4TDuz8H21+7pN6+uciETQ0hHSjrO9Uvf7919Hnx4l6PFWwDo3dv/cV1sRns3GAKae1gc3IDEysvL60tQcbbBJHx9dtY1PJgZdESDrN7rw81o9OHL5w8Q8gXDBsjRB8PBx//dx7fA6S+53oEBiaen7K/Zum/+SXtSnlFu45AFvz79E7Bx8+NgA6exubuVDYInEVpMLPbQ4z/qNS4bW+VeUtmxHDDT0gTcoA02OKC2vAgbJ8cF2ABrKFDh3C/KKjWFznYTNijKhCUj5QXdHlXvFT7FeEgOgI01eogBInk16VjMUOPL+z7a/TJyyT7ZJmMhnOwX3pA3ySeqXK7hTqZxQ3XJu1+Wf/dBVozV33yQidbPN/SOn3GZKHA6m+u5PL8MWnL+ZGXnwan8Eow+afmYznEU96Mo28X7mAQB+KP/Dr/u/8wOIDKjAw4uvUpYC1d8HviXnXPSWF7g93lwgWG42vhneHzaPm2Fnh+BUDw6w9G/4/rvcSpu3vUBS9h/wkYUn2P54/YlcEEJx2Wny6eEb/h+G7vR5TGbE0CAe5edbeFq5crAI4pjxP75WOMpd+/k5AJEwWWi04uLvqH3ojI8JADkssQoKJT1xef393F4Gueo8QCDBHgy/AxVlcHg41/yUkY8nM0UNp4eQG/+5UtOcv4lH/nTRhZMyT6ZETIoB/mainwtkWKYQf+4yZbY/PyPAok5SHBvcmWVTWrzDZrzs/Pz74UNz3mOb+PR5GJtlpGvom1SQC07X5Of+WJyNA+HDZU68M0fZAHMZA0MbIDH3FOqYsMtaohEm2Qu96LouIK5HGzlx2si4QoK4eOLm9MvRlB8zxCtnNVuNElmH0iNXhyyvZONwfcuRH8uwBwLghKjcmHkTN12cJFTZON74Cc6OjoCI4ljH9n4K9uOrrextbnCx/L98isPanq08U7W+0mm92NswOGiJ0elg+F3GkcXJdruY+zEEU/rxtqL4+LCOUFlni7NDXi2c8RXKPNzzZcAYVjxqaGJVePztHgCs2N0T4pHsN4znJns74vQyRc6JeE2t4nz5m7t2clF9CG79iZNmGymHL/kT5XkPraOjtgWJYNHjusgowV9O4WNRVS43bKdwIGt776bLwY25G7lidHfx4VbNaO/JlH6heueKs9wkVffcJUbLnP91D06cbPX+bK7mMvZP0r68R2j8pPzDdiwd8GGSw5ywEab9aIRq8A8uCP97SrRTVGZpsCMdyhsEBU8CiURF+SWVcfkZA0bJB02jOXNogaTwMb5+FNFmxlsieKLceUiZx+eFofbG9Wo8TR7GN3cRDfZU3knh7F+fHF8cpjWyMlJaWVRcUDGobAtbPv4KNoc5a1HsoPrdQFUgbb4XV48okEfVWwRSx5drFdwE+nC0X5FCHzt+NisXJelRZCdjWwZ/yQymzO3ddWxcJcvyqejcGzF7V1kH2X7t7mfZp2jh6eDrz1qwuLy4CrMn2/vtB/+6UsmnqJDt5b9JnvLw5PJuPDFh77sKA2mfv9D9oc6o+/UlLxWLMhgw9gXFRz6IC4/uS4JHmwRopd0Ujp7ZFK2mcvl3Q0G4j1OShAKTU+TAvINZEBhe1TABrrdSmOp8kqHOikZU7k8YQt+yUmmxHZqRFMyCnM1OpoiHe0BW/5+JmUxupkvirhRoIA81HNB4Gs+NzgFdPr0jJLbaHR8TDb+i4vnQqIX0Wg02kLB+XxeAYWji+PRcxpyxcVHo/4Fcs6j7UVG3Gglyt4cR8X90dVUQPTG8UYXo/Xp+cTvmL+yb41G7YvRARp4sqb5c2d3dHOx3kuzW6PiiVyP8qV/5jIXAqCzzfE0M7Wfz8c2tqpJ948Px2fbco43VRKPNz+cuXwXbFDrxGW4E3YDqrlAqWEhZ9LabpyX1rWGQQrIxsof4Qtgw89gI3dNmpT9EV1YMpdnqile0+ioeLp88zs1YBdoQuHNIyhhiCAzGqYDwENiHV+IGp9KMiw7Jy4/mx8fh+EVBL92Ji7NwCydZ1OrtOqNDVEFZnRxMTpIl858ez66Ac7I6o2cjOCAzuvqFY1vADTZVs17hIDsuKqOdo4NcbIXVpPDRr47c2JetY5NWffmRmFj8zyX1XBGstRBp2K+OBQ30hw2MtbyImiwS14TKc+gwSJLpPAuOwA0oAL576Ug3hnbQC2G7QrfRleyI03Suqf+Nk2PJF56rNzotQkZPkEjsA6GjbVcSgYbDIwSJk7Eusi1ljLprgw2XO+7YYPsfxlKKGCUgWOX9ZG9//SgOpLjzem5YxrQMAhRelLIGGwqwptxcjw6WKFyFL1gYdmLm+Obl+lfjiu+QQzI7YhxfhbGhbNBQCt/Y1RaK9/DJfz0/M6MI+zA+LmzTNioOD+jagQ9CDfSEmqgymsqFkYBN3LY2A8G+Hh1EL7k4+Hs3yodvRs2WPUpfBvozZjdPYow7uptBQUxiEQfkxlZA5N01heqjfB5EmLABiS7TqH/6RYjL+cCGzlQeCVZxw1VFYWN73BSUH77IKRLe0YlBXXONPtwU/Vo25wdxZsV1gYzlpslCptOysXx2ahC2ZbrHVXN6dGLMKDyC7LunXteBTQjY5uM9kz2aFw6Ldvrp0Hy6Xlrg7s83tj2eAs4AMtVsFFpbRA2ng9vIHqFxabaAQvUQCNbsmltvCz/unr6B2Djjx+ZgP2z47u7+TYsd823odHOGSq6tmCjSZmDJXVfsexy5tFNOSgBK7Bh92w/ljg2JpMNri+EaX3XIpcoqDhIRuyitnwyubauyehzfj+x0ZXr9lRjyd8f21jslV4CbKAcQ6zVhT4qYAXPJYJAnhX02lZDSA4aTxRU2bpH51husWP2CWxIyOkZ2Ai3YGMkVrVsfHPd47NKawMLYkiueb4FG1UgMOeD9eNoPJofZG1gAwm3O8fhznfCRr6zo1SMufnG3uOM5N4TfCSePXP6SktuwAZOxmjOg5PjG+8CUCwjK5yPqqwNXGdNqO90SGlQKmH509MdGucTsT2myRftSzHWxiZsTBOha9nwUDLYWJbbVMjN8VRdH7YBG7CNqxnOq2DjS6r1zlXGxp78q6aTkuTF5V5rlRRtoi/wbczogWzBRrz8ZpgA+cFqaIeNw0KiAhsxZQy0EmLiS1ED2046Drpp7UtaItRPQWu9a/XQIuugoRfmxiVyauq17IUNaZ7/v51logY2ABNEjFLl+JdUmacZ8RzjVq+yQ6Qv5SYPhmY36kII0VNMpAroGMMkN5Hq/bDR3oSN0Sg12eDlcl5238eVsDGfo54N0/BrOq+yNm62H9Sp2XPMtXElbIw3jXzkGMaAgyU4E+e0I+YbD3bs2Vm+rrlmstOCxTFW2MjjtUQuOcLFlKAwX8/2zV2eg77tdjbFltOvEtZYm1HjtQ+DdUx1/i+wa/Nt2JCJaPzQTDxtw7KcUksJ5cLam2QSK+xkA335kJpsGRrks32m93OhtW1huERzhvNSnJSqhxLK2ASODdg404qh9CDYeNLCgS9EmxfAhvKIrtK/DRus5HIsy/Fbg4UYa3c2s6pbIdE25ZXSR0LMgF7ekgEO6wB5JWNt2OTbSP5E8U0KQZT7zrmNJthOB22vfOXHWOAeHfPuFfpjOz7Omo9mN0d8l+eclP9L031UooCNm1KXidJ7GeUkSG+R3/FGr+AfaxODI0svnOWwkd/4X9lbnS71rh9tw8bpobDxsGFtTJN5Ku3a6YapPx6dHT9swwb2JHm8XazSLVPAzMHyV1Bp/3VBjoDFKHmcPwsb3DmSJcI2wd1pJvlo06oZETbM1xZLTME5l8Ki19nUHZdgY447ljQxy+ntfF48f1uwwcfMBLBxWzC+xgobebiFK0j5cE+XX0cG14phlU+j/rSoh5Rwrm+MpH/H9hOtIl8q6+eStgaGYQVcbMCG8H0KGmSNKaba3CxYjm3IRmfaMvtlv5MibZNK0fPwcLO/uBzMUl/w8Es/fPnwktgGYWO5TJ+Lbbh7uERdS50VG5ryjS51Xe+CbdjwVyQLbEgtaSMEbkyhqdI8xEkhc3nQcX3ybZz797AjhGHDuefVAnP5vbBv+Fp0cxlasEFoUILXx3d6nqjQPxPbwCNkT0vKBmyMc9gATc/qCbmvp68Llp9/TR8UKAqnPoONs/VNmsOGELlMR6nkeHfBxtVLYYOPTsy821EC80HMjfFe2MDSK6GjSirAaws2xpxgi+gWjEQLoNPXxR7Y0BnH2ABmxhQ7hZ9kUdw+2iJsjObY+VscxMdUn/5l2NCdmH9dzm9vo8XXOYJpOH25ubENG8B0Es9O6SGNxhWwIfnkOfcQxwarBJ4K1luG4ot3ScKHgeGFwDrTdSBU3p91YgMbn0kRdZ/cw1GZyD1J6g3ER5+M3kFBJAXTWzjAlIo4yUl6KmBDO2N045vuywZsYL3x2WfSZ6RbdKLbsEGIAd0gOWq+vgQ2eGjPMpe7O2MbEtu02Gai4c0eKm2/pe6Wk+KKh+K5AJZmszGg4AHsDe9Q2IBSY0eokhNhLichGeFiwlcpab3ueQ1Xy0sLNsZkKVSiHdcK8xLCnbABci/cWzvJNhQ2Hja6WhUNHoygNDUPeCM9PVQqHjwUYKPoS5AwjvRxbHsZbTkpYffvwAYt7vECGIBJPc/LHvY4KVheGLaXH7dhY1wBGx/F+eEzmWiwBzZMphbznoc6kwOeyIT7Oi8fLubtcQYb81Gik3GmAhZzcwBjjW1koQgihRgGwiu7Rq8N2BjPl8o6m05hSIzMCjZgQ6CTK5Sjwt4BybWIZJxh3zHDak9PRkaeB5JoSbDKyrPP9Txmq7w0nwhFtpgZhvWWDbBr2PjDOCS4aQtrXOZgYGAjLcFGIhOVd7ocURk2jjecFOza5M8z4dJfLr88Y21IwObzGdHoJaSAWF4JvvbBhrMbNmhweJigZBQN+wMRzE67VY3zSVukokm30WffSvB8kWgOG1Bic5S5fEluoXtlLr8/F7pGoRdVQmLfOe9MRAgB6Z9zT+qLPdZx7LE2BDb2OymVeHDziE75sYjQfwD3G029KnmlmwrYMLgh7IYwtNMt2Lg4ZovmzkRKVUh0nHkdnwgbWP9mEceoMrbxaUT9CIQA5qONDHGVkwKQUVdDbJrJaHdI1FRSfSJs4PJMeQtTqgJHvAc2xiPDT89JgkVpbqxhI49gfk1H1/TBYE1Mrhdf01Lyp2BHzJV3jatK16GS8agMG4icrhaav5nQ8QFsjPICtQw2jNaJ+EYy04VMUycwYqHnHTooEF+bmo8EVFJdUKyNsu8hsGGIy5XFcrnP2kiE81Ke8TBjZntDosKhBxJL7N7ntBzjuNlmLld+MTg1000xx32xjZXiRbKfFHAvbLi2Bjfbs3SV0fRstbLFovpqsx4MS7P3reG1n5dXEtg4Pg2g3XguKD7pnAtla4G5/P6cWm0AWIDg+Zntp8KyRq6vM+2sQCHH6X4nZfn1kNjGw4a1gScv9Buhyvb0RazW5EsVvDxUwQYe2NOp8jgmEtfbQJWLYxaI7i73KsLGRghvGzY+7YENRmd5405Ho4NCoiNaAHzMQwQome/LpOQbFl53+WFgY7QZEV3Dxqcx0Yj2TB6j1BWNjy/KsDFfXMPooMWGiz8qwUbB9BLzW7mA4bGNq2BDgiUS4kU2BTsJkRMGibMCNYGNKEunfpaJqzyh9OxmGWw026rZKEvAReFy6qTgkCmxlIVEczTQ+Ix4PPo8NHw9eWyjGPpMcyp0IkKyN7YB1nKBGYGkZ2ADZPv3cFKWHyD488cLYENs/pwd8OVOimmCj51phhmI3FjbsQ30pCwRZ5DcSZfJlESyMAfUbVAD1r+0ST2MVLBDZnJYG5RKEeZyyCD82eGtMaFOClqwO2qcgUz0XGGDPSk7YYNJFIp8HwAbDwXYuOE/xKzTs4cbldKh3MzDzQ7Y2Jp9uPE/4nYiAIL/abGJGwY2wrD90gQsE6SMKo7S5fxTyQypLPeaSzSBZk8hHVGObWzABiwAPJTT1fOwkT/Kxb5eqoE4uZU48GZs47gY25Dnvnryi3HJSREAmTO2kdx+fPz6FVPjVmBjtC73KlsbErfhlr8WrI2NkChhYzn/yJ9CNS57mBXHK2zMckJQQQ0JBuWwgfcfTy6mopCSiNk5UWBRt4KR0VmyBRtqh6jfxihd7qRUwcZSnQkuxl+zvSHR9I8z2AOJhFXKmdibKp2UL6Avj4EcL4INY2nshw1nT90GyslLmIE4h7PN7sVOFcq+2tSMnbL+XHyU560Ntpawdsu2IYXiiLMieo60Npx7oSz/07gsE/TVInqKcU/paPdcS8IkX7s/AYsf/7cnAXsjUVADGzcieSDeyULdDFGo4t0SVYnAVlgbYl2n+Z21XM436yLR2AiujXb4zGBsYytsoiHRdJXlOcf7ErC0dGj9ZtZGoVFj/qBOynjDNlEPYir48WxIVIAmmSANMBFr43aIHSt2f3BLD2d6GLSV5iuFDXVSnmhtMNLAKtFxDi2J7sTXqWoTLbLThzXluyyVNWqNrBQ25ia8ygPLtmdaYPQiyibF4ig00ihsGNSYiNyZ+B4CHVk517TZmwo9+VREUphuASE1/pONSwQkzes2DCAoDGh8VSKjXzIzZIsFLDHhUDWcNmDjSxk2vpAw2dxaMLVKQvJVsQ1ZL7RCHm5eBhuSgH2xvBLJMjjpXTfOMePbapDXc2zWbcxEuG06eCNUYOxhYRzVORQ2kFVFJqXj9nw7VuZykXkFc7IYY/fn6iaCCsxhnWiaxK6wkErV6B5rowAbu0ZVbMOIpSw0QX+b0QbeVLaZ3NzcbMLGSL+ZTqapFkFsWBsCG6TKeQ42KgwIBvgY5Zs/U0GZBzcWUrqx2dEyro5t6J4jTYANzA8o9+LuTKcyI9OpOBdfCwUlJnBK2DABXXge0qYihS1pnkkZFcq9UGahV3txrZb4GnXn0fGo0DgHo25ySyiYm1ou84E5E/n6TCGIWBqUBVZgWweoLzJ0MKFQUdQibGStJ49uqE7KZF23sZystdrW5F5l2vJMlK0QEs2qRNMybJA/UMzo5QbN+aa18WC2Cs0k7uwfe2HjaS04/8cLrA0a/n+KRtBLmctFjq0RxMKjIYcJZuaVtws27HVBmCwcNSzPsqzGAbDRFHklx+58xsqaIGLpwEVB5OLep+i84+NK3Xf4675zf37adEEG4U5i1IDBu3k+k6LZlH2fqqCSCjlunNoHdqtIUBRlOCge3QEb206KFDAyes8SxsW8okr0VEgBnxtwUsrf5L85n77zxRZCRNXF5Vh0Pq/+5KKquFz3HCGU6uLyijpUxg0kUyHbqfhedLM+AJ6NkdlMYfMXF5s7MZegKJcaFXvpysHO+UgruMoQd3Mx3joHelRyMrbS4Zm1AQmUNMnG52RdQP7odSUkmjxSXcnQ+U8yhg5yexnY+CZyjQIcX7SYNE2/PKXpmpg4U45Oi5WjCyE3l4hsupF/3bQ2SHVL1+Tmjy/8fbO/uFyqjf64+Vs9KYn89zLYEFPB6WeYMYt8F0AR74KN0Gn0c6uEbKMSSj2gSvREYCMAeRvoyu2ubXmsD0VRFwhQUOQVI3eCf/79uYOS8zgIpB0F1Oa264PrJoeN0XfARqFu448t3JD+ZGN/rBVitxKwe3pStiElg43ui2EjCxZUdsntgI1PFV0bu2Ej6/ka7epJ2dFHt68npQAb88JDvmiCjUqwIdWmrMvaNNPG0cVWF1zFhita2UZidMyrIsMF2JgRAj6DPPSLpE1ma9hgSDSRoGiiTSl0TczvmWRpTeN8AQ1ms43KrT80x/KtWBi2eHraSTqawcbDrna0m5/bAVslr4RCDXcgmDHtie4JCkGjnU4KaDkad1r/MkTPCtvoHXKBHdYBi1LRjm/1yPsWwvSIY9vtxN2m7dl2s217p86Zd273HQtUTfRKWG8eBPjbV72EY+e7Wtkye2NTOUl/yuXR17sTsBXt8lL+MJ5XNc5L3cYh1sbJ8ajQk276SselZvE8grAjk7Ixx0qNols4Y/Z2nvFpVLWy5RQW2Uq1g2cnOJn2VvPUH+ddsvNik0zeJDvOazsNE0j5BG7Ahtlh6aVfb51notwhm62oqtIfVyPM4OEL6se1VuOpxBc6dFoaEn16epyqT8JmFK0TFXzJYGNZ1jfIy0MXm+pKG8XlC7UMKlvZDgeDF1AQvwZsnO+FjT6jm01YG6tgF2wwa9IyURHHqKwcwEScCx6wfr1x6RyDzqwlRGvuedc7/gCe3O6pfXzaPzuOrbApsQxQfGF/mxLYOCetGRk3vhM2dnK+3JR+VRobu2CjEBecb/LgHLNuo7O7cT63NgzfxgZUFIEg38YoOqwDds2WU9EBWwFyZQC4ma/JfvaziqxBYJQZTZy2o6J7sE6CXkgH7NYB5uhRDRvm7I7KG84PbPeOlQrocmtDsSIxfxRgY9rsTnUBmh6PlDiYPmLJx+nnifkgMaHOCoKNRemVMco3YYP/fdnRAftvhY1nnJRlQjMDQNHeaW34JA8NnbiV1ZaGSKr4h8JGdBp5Pcs9AaWi7XW7l73zru31j+021nwSty3H8vqgi+xdnCjfFyi9bOfkQpIoMFdOENvY74ns5du42Q0aAAXBjAe6K5XGBqyN44t1nqLYpD2fzytnJdi9TlvSN/8cbFxEh/fCj6KL0UGokTeabtvyo0KQYFQREBldbIREEVeYb1k0m7yMo+M8RFnVVjumX0TYGI1HW1QeG2GI/cc4z0KwpZDoOhktF2j+qczyM38oOClPMyn5lH/JmotnGvT0Y7a0KabQfVCaryeFDRPcYOxzzbRQwe2V+f07CDe2CDsebv4hmp6zfwA2TEj0bXaUy6S7z9pAm7x6KFn4mIXm7YN1Ujwrslr2URdc091TdMrbUGKxuqft4Oi6d4StBcHRke9Kw6srNIFn4anQbZwLYU/Tu1j87aEMi5p5zcZD8Y/sxcPDDoJQzAoZ41E21n99GlWNDDaeww33omId26sUaj4SZFWOT9X7MHoAa/OOb+gBRFsf3JxE649lzCOzS2YjANkRn/75ruGvD8fHH0a7xwN/nBxV7G/213pzFyc3XP32eS6t8NS+qd4US8GyrxmTcATYDx8/f/78iDGdfhxMJ39NB9OP04+Pt4/DRx1Dy3+cPk6Hj7AyPnzAG+9m777MHh4GH/HmYDodrr0UhPaWaxF1aaf9SoiYoTlkwQ7bb4XQhjCaz/gRGp5Aai46gAjE55BRYW3wNiwYFTca8VSu8tNtMcc8DPJQIPERbtHvtja83QlYJxxmyIEE7M6QaKO33KQgdtHKFh4IG6HnnLYQ4GyGgeMg7qnMf0ibYIB+o3Xp20eIahy5YME2sioeeLuVKxwabmAuPztWHlbzb4Ns9uKCxLTHZzelf2c3o+uL8z/984zq+XjvAGd+eRwrVzrJuTGEKZ3LkBKbv4VXm3y48j1+dHym3zumngNyQq63dzS7oh5zdpztWbvIh33SXLOI4/Oz9ul5RsPKl2fk/nbzj7H3l6XlqVlwyoVOj3Xt+ONId1/ZzI+OrjcpuCPvtHiOeExHBSrx4+PtM3gGx/P8XHZoTRh+gq/CWozynQvPz/Hi9NKxTzO6c569i/KmXNE4OTXfOZaTw3N/csT/T5SnnqQEODJZSG+Qi4vsYqyp681pPeMPp62Rdi5Ktvajk+sL5ZbLiKLbbrMFJT0PPHOyKCltjT6HDid+N0iW3w4eyyewEpNj3FyuMz1BZ7qPhZPn4LDWTOQc5zYen97x6Vnpnj3lecY+lyiI5RYvkJWvj/7s1HHO/9yiJ0dL6SWFUsHAg1IqP3bLg9Tl50YoAWa+c7S7uNxGgGK2tjlCFn9a24IHaQ6uirB9NqSEh1obDoR4HPeiZTuQXHPhkniir2T4/xDs8PQv0toDTwzX+dGRTkf4Kt7N6KbCGCg+KCsHPnD+PI93scKf6Q2av9iADYNTfF8IqM8MmlyQDhwj4mdk0s6+EClj+AXq6YVs/jnmcs/mLXWTX/vorHgLnZY1HE69883dFxZvQ3sfnbZOi8tDRMQ7Ld5L+Lt/LfB3w29ysm2u79w+LZ4bxcPj6OxGT4KsvYQZOi+9Jvb1xtzHsivdKGqLpoGu6bTtUfDgDEwC+d4Vif+zM48LfW7WmZGby2mNzOkVDQvspmd2cw3wF5XU/3Jmjp3jjLu1HV1fgLY9Prlo98jffmXkrkBUh4reHuPYhsQbim4RnGszuqfx+6FWLB2GGikZzvNdytRQiloGcrXPIoiZHh1Fa+mC8yjuXUfXvZzhXU8DTkEYRcC9Co0D3qNbBx8CG1CVfekX//kOswzAB/SZEzusAqLw8yJ1Oe5fd19PSuA3nLiR128sh25jW3GeYo7p4G0vo4IfUpfpoFY2FXMMu+QRcwByVNiB3SEsgE3CulIEYi8BHSD7voIo0TmABGrTbq7jEbE8ojK4sdgr5Iji88VNkQf+oTy0jz6rKa+AnQeJbRw/lGixd+YvxoXYBlgBr1rPplKi0Xx84BhF0cP4QOryrHXjZpv1u5jP2OL6hsbBw+YKCxUl1eFXaZwfVdMyZ+8aUsDRngim7N7NmjndOBqF4LB5OX4wVWkV+aCt9Y/zBKyhFZ7mDMMFpuFh2Hs0n+SjxEGsKrDpanUIaJC752Aq0acPp+8OXfTh9NDgxs1emp7DOAEvT052wYZnOLqAAe0cOZKGtwkbaF5bWk6xTsMLGs/TAuYUxB7qMJBWBfcfGlssz8AGzYjmKZ8v5zDAqSoGRmRoCxFamsJhzoTK9yVgv5YyKVvn1xRsVA8TKz07ns8LggfPJkGFuTxnJ9831j0pu/mMze0/H59VZ1Lmu6h9K7lE9zN+bydgDwrWHj+b49lgKd69A4fEiF/Eqlqq23iSPtgspVJAhSCcqmB0VgwmRR5ZeBR/Ze2zq2JUoxpEVuyM36d3UIYUNM5vxkwzqqjFd9COfncmBYXdO2HDdgwEWGwyeTRcAfaWtTH89m3G1tf8e6IgfQAFsZZ7hSTtgrHhKxe5CCeZuvHcX6fH6jmOcpxDaNR30Puq3tnp32Yuh4mCvOWe/KpYIAY4tvHDwMbZQ9UTsrLyIavbOA0Pgo3Th/m+9GHh6Tl/fnKOt2h6diZgK8vUCBsbh5rZL/PD6jbWOY1iM00OG+Px5o6OC9Xw/Hgj+TMejQrF8nk1+VmegC0lnSv3T9Lhay1XMRxYwaE2RF5c3lTR6GlmjSSzDYNDZKQNraDhFNQMwaqAIPxMEywHGxuAjbOnf4Ct+DVgYw9NjyrIh1rI0WizFjS1w03Y8L5968UbX215B5ACanE5woOoDEUGBchxiR4viV3gbct2EIlqBaDkwCK2fRoyeuVIkSh1mHKi8x3WxmLxQmujIr8qVKFZhegfpX9bfBv53Jkrq5Q0P8zn44oq0ZCCzs/1pJySpqcslLLJ/J1Z4rQ2HnY+zCvQgwVio21Wn1FWKlENADeqCFNYYJ6nMyqaWHQBnKB5RhTOyvFy9cY4rxIdl+jN14edayjMS9ZGnh+Zlywgbk8TvVvyLZXWWMHaYEX5hHXlklFdw8Y07M2SdSUpmHmMwZEbJawBe5ymO0dJIkPtmcUhKimCBTvskJxmMKsqe/i3CB6wzlMsDluJehpB106mYVVsI2343RIJqacMxge1sgEUYrYJTe4dFIXaoq6Edyexa7mXlzQ8UCIaP1pI1aJbJZ7EHcRjRGaazOXnz6iyLfbDhtIAVpWOi4TKUxbcqGb32m5l01LmjDK8XOKUt7K1DykT3WxlI2kEOOqSRYUkwVjb04v/wOctbRic0KOqcq+NDli0u5hOkHkl6fournPZJXa+FKtX19M2q9tQTnIsWiryLlob2Qpp8Asr6SYtadYBOzaNK8ki21XSC2dlI2dmN8clgvUd5e/cvakixHTNSs5Qx7onZeCHUzUv1NxIklnB1uCftFPi/izZxIpKDHnqf9is5thtgxRhQ5nAdpWEIAxSWe61qCzxON/XjIIx+Q7Y8MXVgDdAaSUUjAe2sUE2rY1EsrO2ZUYg5D4N/xDYoGPScTqmUXDiXnbsLImSJrfOkcsAL/Kw4G/0o44dy3mboLvt1LB74Y8dsPF/hd7Xxb4O2CI3aLFAXDsnP9yYkq+dsLH9CMsow7/Ot0ucTOP8800px2cbsIGDWBpm8Sq/f1yqTAWrFbtH068JG0SrSAG1+H1tt3yVdtO56U3dsusxw24qWuWyR+mi2I9eRKPjsyzGOs+6Rou4sVEPni+0GH1Ny20p3OV5+eJog6y2+e6MbcjnO/Qn2AH7lNsResGn7DtJ1p3zgzCaFspI2Rw6/Ww6XxMNegBpIrCESaHXwoBGBQW6dMFNzz6U+1DMkZB8skKV7aH0Ti7DUBkSrQCIdPn0IsGDRGhEl8vkedzYI69EL4UF46qYRAvCb1XUbSSsQg+zDC9tFDtoHpBJUSlXnxTEctXAEupS3cDtIHCRUCeF//kOsj/LJZ2ZjlyKe1RzCGwQYHY6KascPHb6KzlNTxVsLNjfjBM4vLmZ3+wJf1TAhjBKsKm7qhmNND3dw9i9xluNtakh0Ngk8Nmg6cGeccHJSHgqJ9NqLtENbi8wgZPuQuBmlD3ux7vllTSuga5OdkiPpo/DcuZnK7YBeh6RT0yFP3zdmVsiBRwJLRL4Hqbc7yLscpfneVMLO+bBsZdew0p9LFAfVwRtQDqy4pUYbTUDF0OiU7LqCIfGfVKCjce8uFy8EkPmk0yUokdll6azICCO0D5NZP+XQu4lUvbshKVAjOLM43EZCZ6UmmMpvBtPGzXmm9ZGpumirTOlyCjCIFWwsXoZbAjTRvIscXlllegzI4ONFlMtvttwJc1SlI72DyjbEMEDVGggptEBaxfo/8hcTp63Sede25LPhT3Zt4X8bemiWPSebIGgLPYbKi+9DzZEG2kft1eRFHAbNcBdPolBOjsdpIa39kB2LwEOYS9MqzSHBDbaV9eXz8orHW98HRP5dkabjA+0stW92cpmHsdCNyMnbzHaho2tyYUdJttFKo/8dL7hYG3ChpDrMRxLfoqhsJevpVzHFSFRGDKj0fWE8x0N9otcvWUTNqa3E6Wilv0eFXbgXQYbXCwZTRfkyRECtlFlK5vRiRBlmRH5h9OyMlUJNsjGJjSEE7V9q2EjSbJd4x06U0pzgY2paYMzpKSyqkSdlcIns8EmbIh6giH6q2Au3zAqDLEXF/2yGT2thI3khfJKsie0O9J94PEdsGHZbpOhj2Cj0mUVHkjTA9iAtXEp1sZEuEHuJQDNu0aI5lJlp06FuRzVKODvIYsM9AJsdVKae+SVlEWUX8XPwwQPNmADexB/+ZKQ/PyFsHEtnICgxPxU0RF23IKY49XLYQOT5RYPA0yD1YYcwVYHrJDTkMEuXRpG7MVzGrDKPz415MnpFsFXFfuomejgxlsIO9WootU2h40xyQDnFEaYfv3KeZ89+zdhg49x4U7W6V6AjVuNlepik9EjOTu54dVaQOphGzYSoWgbGQmv6aiYMCrBRioRNsM2vgUb2rUiNMSG23wyTQqw8TkLkz4mIqWi9IEZC7pMeUZH3hVgQ6KcBlfMoukhsFHJ6HM4bOwNiSYZA/FSdQ/+hrzSftgwuBA2lqvSWLos+WgfVu7VhDCjnzGXU/OgIzSAgBFhAxTlpSUVU9KOe3SpB5NkTor2tu1yUpbyg7CxS2RpJ3O56rLJZfyCfXu6+aOSb6OSglisjVvey8NRdRBOBQ/+BpeooIbwYm5pn23po6bCCizWRkJm01GFkzIuwwYe9Ikh9b2dLDcCM3tgQ3B+IqzgW4f7kEd25xRE+kqy3duvy4/DImzkmdWR0BiK8tjE8Juvj+vm4jZDMvKR6txWKq483MNyr42Q0JSWH82SFQknl7ejMo1BETaERONe2WOrYGOmsDExJMUT6ZrPrQ0DG0iqCAvYaqkCHnzUIWiaPGlWtwgbQsKRLJV7eKmiB8/DhpKepqv0INh4emkmJV1l4Y10d4jjGcGDfbARs6iLVV1Nt+G319XSPQmFRIfCBoUbcQ5wqUj/p0YdXJMOf00KzOWomXc7OA6AiWM3j8+kRPQ52AB3Of5b/B3YmN0LlzVjVTckS3kBbMAgxs3yV1UfqcornXfQX/FCMUdVUhApAPCJHgIbYr9POKsny3T+jOABH/NCiMfzvrgVOuH56DDY4NS4vq0SnVYuUd3krcYIla54soaN0QZsqAPP/b6mgkIeJ4mKsEGDKF3MEnN0oyyTksNG3us7zWn8yG29fBwVzlQZNiRmgRsR1tOfz8AGwUWCG0XYSExSdiqBD6olZbykKsMksdMPm06KEVZKjF9zEGyIlkG6T1Llb8OGsTZM6HXXUvuLy/fChqRVII3Sc9UjyTIpXFPcaBwKG3BSbEgbgLbLofABTiItDVAQJwIbhrk8XfpHl/49xNv85bLjhMenGWzskVfKPvhbsJGmn798xiPqabl4eHgJbIzJVSeiI+NtzXjUbUjx2t+ADfCEwzIX2Jg8BxuiRSDGrJlYX0fPwYZMBzE18Iy/lWld3P5+J4X3/HxRYW2M1rAxFf5fgSXKqe2CDaAFP5VpDJGTeV44R9goYNUT+3SfJEBJucqsTmMTNqaCQ9hHhY10QwWzULchTgof+ivBl92wkYFBRgE2XVsbXF5lmO5NwGKS7IcNsW3uReljkmyZEBWwsUpUpmr5z8CGiW0oMXLyD8CGH/iWUZe2LTScrcvEbHgulntYT0oQOGQun1Ai2qc/InJsiX1vKMvlLoOJsexglbgCPhMufvf0uCk9b/thY0FrQ5yUry+GDWpuSboNPsouXo7K2MY4k22esxCrAjZACtg7CDbKGVAlFl/Mt2HjU0Vxuc4Ske1Jt5I6lZmU5WOqsJGIlf61TKdRWbchRWIKG0ny9WuVdXV2VgyJMkCZTlXuZkdsYzV/nF4rbNzOmSMZr+n+xgXYECWoeSqCR2lO17FOwJr6rznlUXSyi8bfHtgwORwjiXQYbDxtwUYisKGgzW1O5FmoFWNY5kNVJkUDJukBsPFkeNiT74GNfZmUpWZS6KAku2Mb3wEbodSANfymaT+xzQhVDPbAVragJdbGxD46iu17FWcDbEAjOlXK8knHMJe3O7ayWU+AS92wSY6e5unxnrqNrwtNwO6Sj94LGxSwYAgtEWujguTrj+pyL+KGlG6M1omFCi7R7ksTsKjEoG0KIEzTx43cbEUnxldEG2YI00+1znlT07kik7Ic4p6cJlnIbTP5sgM2mLNJNPmAb+RlpHlKpQQb+nO+UA7xikzKpxHhFjq6sBCFCn2xI5WjWjGiGctbYrx9JvKISqoab5J+2IKNkzVsaMxURPh2hEQNumQCTFMWlE7LsAEY+TzLoqrijonCm7FMKmHDaNU9FxJd5CjzpRgSXfyN2Maeug0T2Jiol/K3NGCfgY1eI0pXFWPpNNB2dmgHbEDO4XsoyztgeXBR1gWWcgjNu/4EfgteTVgNxgg3GthAR8x3Lm2ndcr6UrSvHB//7Z4UUyW6M5UCZpVUWcurErTjP3bChmH3mld3T5kq0ReXe83nWSPTfKtkvYIfeK6VlhwVBOoV5Q2Lue70Yj5JKr7B4vLKvg7RjZ2zMGE+Lne2GNgYl1vlFrpHSX5+yjlTqVLV/R6VOdJKwc78k3la2tktAB3ph3Pl/txyUi6O18zliVREwKDQygjz/l07LsGGKfNK1kuwfOM8tzZm2SrWROhMoWgpekVs40k0mEyx6Ca719lDZdH5VqXoYgds/PH0wirRgt2R7qn56uyuEj0gk1LZ5rdqyOqsAxvnm2D0ukR/PzlcHFR7dfjaPWnZoDG3O9Biw88YP5rBJQu/0EWDBpZzdNC/Cmzs7kkBldIoA5XKMtISbIxf0BIK2ABNQ/uZcXwzqigkKzelrKfU2eF9n881ilZv4dNoF3O5MvhJD866jW+tX1S1Ializ4vLN9nf88Dn1jGOC+SDxY62UYW7ZtaSr2wuln255GuOwvZ1K9vnqfILT+Uxlb1/F3SnxXLyhIIpLD/P+tlobEzPm9N8qWRGAnQhN5clZZnMLnl3/PD09IL+tBc0zh/OH3j+/T0p9t8u9+qGwnO2ZW3YKOdwDiYFRO4FDWqOcFGdIM4BtHDA3nUMuhDXAl85gI3yKL7TPL90xQuSxlefTKLfDRs3Dw97O2D3dLrt6kl5bsJm1sazsFGFBDvm+jh6hrn8Rf3l80rc2AMbew93lyLEuj/m+LBed8aRchqBMmxUHNh2wUz6dbMwf1yCDW1s1V/FrhNtZTMt9U8S30iEWlTeETV6FJe3p7NSv9t0kvsls4wMnQt+OH14toMt/+PL2cM/0QH7CqSAfx828Oddzm1SGAkxI+My3w8brhecsssV7WpdoTdroXUNjBoueenINXRNC4OlHZdECvIMyQ/X8QIxNhDcsCW2sfi7zOUPN3uJywEL1RIphQ7YXFG0el5s1W1cSAfss7CRl3vtbEtfRxAujke7iXmKrDilvMh4BydIFWqsYxsH8m3oQhkmVDChG8lF7fp/fpXjAgHPmpmA1MbF1vj19jbbXulJlRrkhHHg4mKas+08JQXKnrVOiosC0KK1IUiQmxZia8xmp97a2sgW3mqw5+v+8YdnSDb28G28Gmx8r7kBHou/Cxttb1/Y80DY8E+FOBMAAJ5IWBUngdB2XZA0DnpL7Ho9DcEE6Nm9czCWk7eMvfP4HtwbKRP1vk/wQMyNh6ohlK+GcGO8Tf51Y/g25vMq0qr5yOiCbBBKgd3r4pS85M+Se51Gco/v4+sv8m08zPfz+5f2b246YHcQeoxGFWxYN9I4v78RvfQkV0xAAna+7oLf5tcCe3gUjQ5hMLsRNVlDRpDVc4gmzTxfIVZ2rIKw8zJ4CjN7ycPDEvBYLtpZtOIpC0yYMIRh30keg/ZUOXryOoukjAU0Is5PlclHqX4KDbR5e/2TwtJgEzYWez2PD4fCxpfDYePmNWDjb1eJQkQadoUrPkRxADE857C6DcJGU8RSjhG7gAAK+P4AG+5JEJwYhp4QeQelBmQXigcqYpCKwr2xTjLJ+Xffw1x+drNrCDjIH8SPm53M5Q9rKuwCY/fGX4VPYVJhBEHrmXF6+u5hg3m7sCbzK1vi+PhdBVP3KN+1cZEpXJjJj3GAJcJ1gxZ8fI9uizucfyPaXElhKfmjdBIIuKRIj2QzsjF++DDOF1d5ttG7bmtrv8eGkr24E9Fpn1t+4Kqw+vKZ5vZGsj3dTd16aZegJjMvno+xHNRFTvQ3JXu5/HgcFoznYTt6lI/z8Xn95xd+gx+enQ/LNjfYzj+b1ZlFv8xAf/745nAkeCkp4FqsjT9vDOm53qiFd2++HzbOvwM2uoCNVgWLF/SWpGv2QNjQcQzE8EUvCaSxAZi83Aa75lFCylgHeDlIEdgiw/kFK1EBG0LITdiwDcdwVMEyHF1EyjZcTUFsn3vHFcSt+WhfZFy6F8fbHLZgww2dE8NjrksZcvKL4wvDAn6cf5z9CUg8h4d18hwFse+1o2MhOVZG35uzk06nxx0nvdma45qLRMdOe4MjWWnCddvH690RVmLw1p46xyVGceSxzy47F0JYe40I9XrD2WGE9nF0tvG2rPr66ur6ImMhNkes5ODgQAa/MHLk5JY/vtATRHLgY0MRLAtf+85FdHFW5Crf5JHnstcuyKqjjHFY3+RaziI9NrM9ULaQEppXVZa4ka1SKpiM0EdrqmQe6c0FzNvWJUer1e5Fvd4l/OHgJMAqsuuADiskxXtX8J0vLnAL+lyau3DZBqUUiIuve363B/7s4CrwW2ELtypiV1dXcafd64HwPAhk/Vft0/aV618fWac5HTOT7eSB7sdReNGvuP9OLS+qvjO3mLOdInN5ie98+84FnXync149/qx4T4iXzS/zvab3PT0pLjhDt6wNQkbz2QyshETBt+N5ytpO94MOC2yIAG21HbIoUxeA0Y4OpQ8wk2BrkJ3HQWijnVkbMSRCqmwG0omDjPqCf19fR5W4cRyvyaO3ma25AXMHXxxXw8aps6WEIONE5Q8qPyLnISipT54Zvpez+xt0gJF1yn1lfMdMrLNsEe/0Ygs2ZD/M3L44KeoQ4HRvCRScQSxA8e0IPcnriZsRsretbUEDWeoEkyFU2Mg2Zj6PVBdAYCNbW3GtAhsnF45jsLYAHAXwyI7IdU9l3Sc54CgEHWf/n+n2Mhi8OZPLhl9GigLAYUfmMZAdMyjzFTdg3VHPAIgZXvqt9imYMA1suEHo+S2S2AYXF4ANUH77vL4BYOP49ALfQWbPizzABuN0YdiCAY1fPuJvXhAxA0gyyy7MZtDXeadtmdVCj+tfXLaU8NK9dmhat3yPr3Xu4y6/ajXD0w3BAn6ZzVjrN/B3hMmigJEJKZwdn+56Gp7uxQsaE38adYMd2IKJ+7cTsEGbmdZtXg0LydJG97BMClDgwo1scOKHyL1admjhQUjg9i0iBUyOS+IH2Hs6yMo61xeU5ojso0vr0lOaHsykagfk6wFOys2pSaX8kTGVKw8gOclh0D1ASsFwA1ZLwIoqG9nxC7b09Sh7VXzfLISfFye3o9tbLHWLn+jk0LdHI3nFL3PJ2+vboyPDzp1v7/bW2NzT0Wi0qX0G6aFP21zkI/36qPAFjXnmzOWFKMbHjyYWPBp+rCBHd6IyB3kuUpR7KxXU5GtVtlG2g3x3qG6RqrKdnKxVm7J1FlaSrf8iJ1svcv6NsoUMc/lZkbl87TpNP2ZSVAXedcRLnNxJefoyhdbR9POXLwM0sw5z52JgBeKGzCC8xP8/f558xscaFKXnAafl89TxPufeCRyS4ezLcPr4NMgcHbM6/IytWCVlc98FSZcvMyw5G35AAHZW5EfvO721s/TEjX1BBufhQTYirKf8uq630d/wWoS8ozIT8woJWPdwJwWLuNCE7ilsQEACQiqO2/ibI0mgBULjwQqt0DttoQ+/041O8UxDHNRyfSHwCa6vLSo2uOTuuTzigAqPcxJDcQmZFI+oe7P4u5yAX9c0PeMt6j++d5MnWaulYFXMsWJcj0bXO4TITi4URAyoXG9+LxchuxiNt+Xgx4VShN18G5+y/vKRCf49T9PD2tb5ngRsZZWoSlprCHJXmUqmAZvFd+dSRbuuGc8TsONndCij41JyqqyhmReN5D0p2drnmXB1dV5rrQE7MxKNotq4pg9VxXmJfE5NdtWQl2uck59MZ+fnUyMcmytPJ9laNW1rkivvnTcZbTHflrzsVOQjhQe9nHl568drrUl8PqU03DRTktT3zL593KwH2RNqfY26jYNhw/KM5lJWXN6UuEb3b8OGSsafODDtrHM7hhQU1BMc2lywAHsOUME5sayjoIvul86530IZh3993fWiU7t7ctQ0sHH8PYIHx0oVWgEbDzciAbuDMfA52Ngzro/gDk+eX64aNnRWjyvKMMafqjiFqxOm48ovGD1npiq3J5lkUqo1XEejqgTrpnQ0i7LY3PdpNDZwkwseHB+Szp3flGFjnjGLjPN8LimIt+o2tL6rWFw/3gEbJtnxlPW1mkSJ39NkavI0VZBgQZhWbzzlhRuEDc2XwLJQcJlNP2do8bQuKH3fvMuqOwxsJFSgznCguOUkuWv181dflO5DMz1ZpiaDjYqi9cXTYhd4fPihsOGQ7g+qbJFaG0JObL/Au9mhAet5nUuHtaFu3PV6TKoAOTwHmBD2QtFubKDNzT7VOi9QnEMjAUXph8HGfnrinbChsq/jTIHz5iWwcb3T0Bhliqd0SK43/ZiNtWzBxngkHaDC1zeuoCDewgBsJkuOHGBtCADMDVnw/FBrQynatxUV1lWiOWwQjsZrkHlhude2taHZkYwodYe1USX3sH5ZbGUzWgYT8yifblobRA6Uen4mISCLQD9/nj0ZfMFU9uHJmJks9giW+JwI2BSEqenY9N23s3J1B6mBPqP2/fO0mLiV8T4oWRtY8jOIThU/ZqUdr6o+XTxV69j/WNjgIuiTd9y2wEYQt/HCa9h/GzaokwJRvK5NXkA0olA32j4HjoDt33Nv/Ybt2Yhaea1mx550To/PO/i4wx9dYTd/BWtjw0kp0pYPP8IdVnNj/BLYuL2d3+41NuikTIR2ewMy5vP91kYyVdiIRpsdI1VOyhwc4NP5BiHoftjQdpDRvFK/oBo2FvPRvMr8qYINHO9iMZuONhiOK2BDKMnnG/rwG7Ax5cHNP16rHTHfAxtbJKKVsMH5q50mdDqSQrlXOM3KvJ7WGkvSCz+dGjCYNZvT/Ok/ndybZSZaqZ5p03MlbzMnJTMVSHhs1pgm02Snk4Kwx2ddcKpWR7beabW1Ie0uZdPjp1kb9EragcBGX7pcnWeFDXbDhivkXIigZszlaGKzYxgVIcDoij1tEEk5656eg9I4TbvH545zzyaejn1+GGz83//934thQ1ACwt/adju/+WNXQHQHbNzegjDEAEKlJXGBwKd0Y6IpPAuH6kDP54hRUbFGtmFjnrL7nR2dC/CkPmttKM3516+HWxsLEgGSUAudWIsDYGMkzfx6JONnrQ1SX5CqEczl47L4wiZsjNgvT6ukVDU+Ljsp86zJdCIYmjUbV8AGulG+zrfrV6v4NkBJzlZ3dqesrY0iKeBjkquesAN2OlVaniK7lwCLWUiYRYoYBNjIrI0MNnISQiXmKMHGXdHaWDfWCgvZRKvXFXqeKmHDNNfzxx8HwobZl1eEDdVr9N6/mZI8NO1PmWNtfY+1ISVd51CqNWytqQ+OQrgrFFrqpEkHutdsZaMtki7bp47dUXZR6qk8DxvLrH3+8NhG1rT2cPNkqFAe/jDZlT8Oho0FOPv2uClHF9dTdl6Tz/r2djLKMUY4ZG4nt/j2ZHK77aQspAU8Eb6KdMMIr4CNhbJcLz5V9OJWxzaw6jkpOgQ7DoGN+Vw5cDAt55stv5uwIaSeS9mphRZs7rQ2Rgvy7oxEe2UfbAgNGObSogBT27AxEuZyMb/ohI12WRuJUhCzc14f6WvYKMQkk1wCReZ4DhsXF+qkCGxgLUtZTJhLkunnzL5gcsR7nxezP2nnbXYkGWHYGmOKsKFcH7r1idoy08J6K2CDvfiJAY8DYQM7LgTKySs6KTb5eKKZUadbrRLARvNZPZTnYMM/BykgebzA6XWujfNi401ge5CirUORFJx/5xSN9KQpA5WP4x07zecyKcvnhdm2rQ0DG2dPVF8A+wy8FVzTh5fChsAA5uzk9no71HlNsk6aHEKsDz2YWwYhRgY2knTOj/bABhldnndSuEJMhBHb/7eZ/iusDe7AnAxf88flcn6QtSE8orck6RmOuJn5nkwK9h8nZv6YCjV6uqZ134QN4MVqMRGGgEIwd9NJIRvZtbJTp/MK2CiRiZITcU61qzJz+aa1cZ9MlFhH1dPKTopGMpAtVXzJOLuMk3JyMp1m1sZU+M/vlZkjVSbRZLbhpGTWRjLV9Ym5sWltlJwUg2z3yl2epkKXbGCj0towrOkKHofBxkQAIyGRaLKvc/4lsCGlXM4wV8jtNbqgEXW/19qABGzGGvqnmID3EwVq5edJlK1n6XRJ50NA+RMWCSu99lsbq03D4yWw8QGwkZCMNlbD8OPDgQlY2A84GGKF8q5PtmDj6PpaJ9uEzHts5p4QN64VNhD1AG8VV1EBG/BNklQVOObPOinYFxDuKkvPpiJTJWzMM3kEoaU4JLYh5FqTiaHFVVmBnbABh0b0m9i9rgtXOym0M8AYTHr2UTF1vGFtEDYIWDgZX+frRGwFbChF6miGld6CPKnk+RS4ROUoMmqv3TQ9U2UAFi7R6boNDi1xGWxMBXz0tJB7h3Ipk52wMdPTlwpXOwOjJdhoRoUNZwCzMnvI0ImutxI2DF+3gY3DErAqkUJrY7+z8pK6DcY33FDSrxzJG8g9Wnbje2HDcfwCczmMDlArLjtCCph0hNuQpIDpZRMxECG4guKBdXTiPQMbBfdkFyngLti4uQFsCAdA0oHAAm6R6aGwwdgG2OzE2JgI/e92JoWwcX07MY8sIX+iIGJirI0dsIFpt1KSa652dABsfKSCQUreznQyHx1gbSjPubjkh8GG4RnnLq1KDOIVsDGSj8UGWsjzcoe1QYtKhAwW81FJjXsTNvJ7hsSBu2Fjrjg4ma5S5RIdj3fAxspMcpVK2Q8bxtqYTbdgI1EnxbB7GfbyLFZSARs5o3DCc1gu3CjBxswIuOT0YikDrpklVAkb/O8LFzwYNnTHQeu1X2bpBbBBbmHARpQYBe1pj5jxXbCBTErgIIQhPNQQQFE1K1E6KFIQ3wNLlqDnuU+U6RA9Gc/DRpZ8XXxdLpcvzKRIbCMxzPJCDVjNy1EFG3BBkmsWgooE+ba1cX3EJW5pYcsNI+aDKgCmKOggbGCBye0mbAix3cJQg07Kj/Uq2PhEGmSh4la9tedhYyRyB2IlLZ6HDanZyHnGl6pXMt3SdlmXe4l3MieZaCLRgR2wMTewkY5G400mjbK1Ib4EUHqxz9oQeUrcV4xaPAMbqUoDprLgTthQ6yCHDcNcDiclD4kCWVZyhJnVkeZmQZW1MTHWBnmSk1myEzYktsHFlPGZLLuT2R7YSBWNZqnIvS0OK/cy0RPAhtCXvwJsUEq6gf6qR5VTSt8GXlPTst8DGyjD8BHbACtgRzAikdOyKXhwnqZcEEpp5+ekIL48OsBJEQpiwEb6t2Ajvb+/N1MaFJsPh8c2UsIGf2ncbNvakBvpWp/tE5H0gcMC6yNN+TORJ8k2bDCHAgyaysSePm9tqB0/1f1PDoINOg+LW942ByZgR+qkpMvETOJ91obGZvhLOHol6jquim0UYKOQg92GjakYL4nhMt4FG6L8JMY61V/2woaqshllhL2wYayNmcJGsoYNUIkKbKSs7rhPjKhn7ntUWRui/6BRmkIktsJJMXbOZJKJIySTrDqsCjaWqifFqzM9uEpUDAzOuOWrwQYNCxewIebGava23fq7yVeOJ6M4j1IvO12haKPD0CiUlAQ2SEGciNFBq/mczOWeUBXTX/Ft1229IJOy+LojE7vX2vh8t2apfro5uG7jWu8/3leCIJsfn1xkkJIpEU4m0p8yMVNP5vm2kzLKyHQJG6MDYGM0Wi0zccLpAbEN2vMr8ZAQcZ0f5qSQrXyYizili32wIarUc+o4Jzynq12w8YmxjalqvI13woZIQzLgmawWRVLAjUwKKOSVgX5JK2exGzZmQhdM8QRVs9sFGxqLmIgew9RUda5hQ3GAsHHP50EmhjRNZltOyrSQgBUzh07KdI+TglCrZOAENmjfpRMDW9WwsRJ7GQgMi6NcLbrPSclCoq9rbTit3l3C6EY6fN/2vb/vpFhPT6eiOH9pk5F80onBvzPJxByTTiwB0lSZy/m4AEdPR9VgJzY4v5qHl3upfPQLYAMlokbcO/0gVttqcThsjLTiQ2x3XLTN0q9rNqxNxIhhTFQyKVK6oQ8cvCsOy2RSnUn5NP+KJTbECHZZG1+Xw7k+a+eH1G2QDxxrRtRg8enTIU7K6BMwYE4VWOYhSEY+39OTIuSNQnCuBsB8pAdRmYAlbIzmn3bHNuYaf4ERU5K2rICNr8pcTvncr9TFHu/IpIiFkDwXEtXY6VRM/6lpCjGwkWnXTz5LaORzptCYrvMjFbBxn0csCBvJ0x7YmArATKbZHsKn+bITNqh0KZ4KQeZg2DCZlPT1rA3RTbKbrT4A/tsqGcaudKh8H2y4vnXp+BPUaBzb7Z7POTNBxvUetRyJFHdNUCHKX8mbLimJ5XO/E4TWgbCx2Fdkvhs2HgyRNL2V9CldHJyAlcSrpMfobiWLyXbdBpMotxoHYWA0y9He0ubAK76Fsq/tKlGpnfyEHOJi8enTIU5KuvjI/CvVVcbjQ2BDyrxGaTo/DDa4M0iSAg9gRVCYebSnJwU7z2W4ELIpX1nR9anA41dqN0kXU5Mq3Qkbn1j8JpxCpd3dkFcaz0WnGvHkVDLR6e4E7CxlOjNJRaJgj7XBdAtLyFOJbOTF5WvYYAknFnkibohRiVthulUlWrA2tMBGqkQne5wUfBmrZVHpTEIwRKNkths2UqNR/7RFiL5PJyUxPwU+XieTIrjhRm+T5bd0NhDaP9v7XmvDukVTPBgL0PnqNCAm37FBzxPYdEQ6jHt07EvWf6HEK7Zjdq6gCKxhxVaTPs7JHthYFOHiZbDBRrYHds9L+zxo59FHX80mWtXKdksAIAYg7rlV+HV9wb74W1NDaj6/zkpK87JRwMbxFhtp3sqWNXKt1UgqYUPqxLnOzfLIHbAxllWPHm9H+2HDdI2Nyr0po9F2vRdV2UbrVtTRfDrgy6lWsH+SvtnxdnG5Ye8blyo6N6IWelhzaUzZza2cfaj7t9naWy4u5/QXUyEVWa1dsIElPhtfZA0ba2tDGmSxwBc0qk7pURA0ZnixFdvQ8dnUfE6yOowdsJEMMq70J1GLnEgry57Yxu522B/aAWuin1bzbpgsp3d9j/aH5X5PbAPGRj6EjuoE9odLblGxRIoD73F5123mQ+ls7O/jEjW48TD+W+Pm7MUdsBfXezvdbo1Xc3txuib3rmbuLDBynh0/PM/hW+ASHd+c7aQ6r2QgLpAWjw/jIM74L1TM0XzFNOFpE322uZubT3v6ztY7cIioAyzFF0g/ENVmm0MkWdM8OPkY9jY6Rcq8wpL8mLbD2SEDsBEMZhsta9q3sklRSimWQRDvWNEGtzFg43CS86f4+2ED44U0Pc3e2+HjIO42vm8ANvwCbFBf7fjECLs2T1Xi1SCG/C24YaiLirDhjL4LNraJNqqb23boHZwecYq/DDb2f57Bxsn64VpgHC93YuWcNcfbsFHVibJmAq52Usz3xs/CxgFCDFs0PepSrEl2xhkTcKaTklPvVIHHeAs2KntcxzcXh8MGT8OxaSPJqDIyBaU8HjFoBo9Zn+m643S2bpIVCp+T42kV7fma2d98Ou03+rMNVo0tgvN8gKZnNwRNS39+OP6RsPHny2HDCeK37/vd4DthIynABuMUBg5OMluiYG0ILUdzAzbIO/rdsHFc6lIrN7QdMMBc7hYshIOG7e9ucyt+gNjGfHNiFKj9S1z+FDz4tAs2Kmb5fH5z/DI9Jkqw3uy2Mea71aSiIoNPZm0UYWOUSTsUVRnGOSVHwSFkY25Jy6Es/QCWkLlZapv8o4pwnes8LfWfG0OgOI0f271pBisZwflamE3lXZ+mF6ezNeaY2Tl72rJKwLdhvVWKcyVBN1ToFUP4NmBtJEVTJFvzOoWrpR5PL4KN/o91UjLcaPV6oWd9N2wIxaLf3BzZOwUPxVgXgI0TmCEGXXwT3LhRBsBqvfnFIv9doSwtTLU3RknpIecq31I3qByyYM9/obVx2+ncjiqg5ta8sXZSLsryaGujSH+WQgGMn2bSIZ+20S1bU/YtMAJclMTMinGSaj0DPMaj0v4oEeD6/1wtZrw2g9C1gm+thWOMekxGVqgeEWFjVGIW3ORbFzo/hJ9vCuSG+m6B2Zz0gCBVB2w8ZLzk2zyF49IXyI0YlWyCiuf+oBtNCyZD/lfhG/gXtovvzSr0g8wbff9NkQV9WiE0tP7ofRjv/ni9dVV7O1wb4XutDZRbOi/WgAVueIcoGhzEJVqADX/vME4JHBj+lr9Z9QFj6Vhri8fbU3TN+V/52adPp+fgds20C0r0w7vZzAuLkDneNQR/DHXmf5JoO2POXb+lDMR/np/wzfUC+WL661I/AKZeg5ObXN1nZ/qzPCLz5sUNFms3m1HVDt6YRbvtbFVnF0L+fQIe8og0vlFGWazf2dxAPi56jSP8NC/4nyyiVM/bp4fUwdxQ5Dr8iX28Bhn0hXBBX1x0C+slKbPykSubuZKam4OO1ico4hqv8YEelr4XrReKeEBkIRae9EheV5yx9frk1THY0Hsy9Dr1enFPSX+zHWw3miAWj2J5EUcbA1/sxmEcN9xulK0pqh7cUhT5bosL9Nq97TWVRtTtRaHlxdFzI+zF3Tj27ZYe7+5719wRH+Jz//zlo8h1fukevZiCGH0ojm29EmysYxQbKJGDRQYozW1yb4UN7+am4lwZsvsLvQXP9H4sE4/fjEDhvKafL1Ny6+uNmVBcRLZ4fO7m839j5zbfNEsdnZ/Ln0cXJ5uE5tny8vvIty+jXLpgg9P7eK0rgLmENYWG/33zGGSnyea9lmDQrYHgOeLrkzXP+DOjax0ZgFkrKpwKu/jZ2bZEgaotYMdsu4Vf0YVIRuDwuAcnBT5yOdYLYXJnbIsU08IYv16PGSB8Mx+v3y6+0B3CifD2H8f6gvA/u0W2fHWIQZOP4Z94OGNnp5mTDMGD0ANxJYxcWOa+EqMLITt/BD6o/+3gChofdJ75JCMFrnGmM99a3kTtQjMIHXwBIggeqepEIsx43id5MM/MgBbIwZsNu5XNiK27P1sz14vqJ3zzhLTtp2vy9tKLjNKc1Hl2BW7kU2/9xrm+1P85BDpQahVArOilsGHbFsfrwAadDr2UBhyaWcBTwqRZJIOocSwGhtFEOMYJR8aFx3jz6e/LK8UfPtx81zg72SHmnOcR10Mih2q1j/Z8K2PYPIleEGd9ycKiVXTxwi+MopN9SaMqg04juxfPuXD9Cw/6JFd8SvOZ35Of5efwNf61oVACJll9pPK9jjzX1S7g0xkWQRf/nZ/vfzhnT/Pr3kUIPtzOZ4whCEC/YDwOh4O/BhBKehx8GJrxthX0ur04+27FGuN2FNtXakH1op3mBqwCfNJuh5ldkq8xt22K1kaMT3pBq2LvK9aLE3jJU1dtvORvnsm/rkie9PaNeI8d1G33QqqSvNhJyYu/vhs2PIKhWg6u7+chT4155poP8vL0+CQLk3pNwkZTVCB9+xXEHMdrQcfyq8JbW7ENDYkez+fbHDVZ4DF7v7DA/Cj6tMg+q/yaGZsh0T1jvqYCOyw7CjHHk5txYfPj8b5Mr3wlungmtbkRRDAUwceFwyjXYWT1WA9hM/5f/PxASU98i9/9d/38vX7/3bu+vuxH8Tv8ggEev4mjuP/s+rBEv+ef52S+61gjIwZ52HHY9rpR/030zmxWN1kc76M4Pgqwyb6utbB3xYEFADE9P4yyPTarfPfhw7vywrJveKcXhOX3sz3XF9l6bzHPO/BpYxz3u8Jy5YM1e4RthucdXUvh38biWEeU75O+h53P1hRd/F3YeB0nhVyiICeHbpLT6F06nqVW1PGx0/Ks+LSN2tHj9rFlt60u3odypAXb3W00T5zuiVgdlNv6PtgoRA5zyegbokQmR38z3qV3wKTg8fxTefbPgQr8X6oTcrBYL3FxYRbThTayEesVXVSLyI/mVWrwUSExMj5Mcb6CPWOesW5WyRfszKTMC1nY7czscWVCtJhJeTg+jnUO6O15i3u6g7/vMCMGYZxPgkv3mvMi+vABPzv3ndu4cx5xwn14F0V9vZ/7gI1eefb2bi/x896PPvRlUpVmB6Aoz0p8Ed69R/w3Gxaym0Ogms6sd517bLX38eNpNMA6seVBH2vljuPejbKtvuGvW2y31/tfzx3gON70Zf9kH7tuV6Z9fH1LcLu97t3G/Q/x5S1eYu/eRf0M0ggbXivfX6wj6v8V3wIl3sibt7e96M27DCCveXa43myed+KJex93cDIvrwb9sAC1ceD3tkCt37/+OMQedzr/+9zrvovev+ty1Xp8AhUGNmRXfj5snLjXMDQgkmI1oKjXBZnoKaNZjbbtW8en/dNT+zi+ghzLidOCGD0a3ly/d0Wx2JOTA2BjcVjdxlbJhiRTmGXRPMuecq9PW6x7RAR5b1GgCs7/ur7O3mCl+HxnJnMbNqQ6VOb1qELwYBM2xAsicn0aVWRLqpnL51pyOa8qxNj6xjjTVBmtD3sLOAqkgDsQjYpInIIfPuidTTJqDPzsxN1BtH56Gtjg//+b8GP78wCfvHmHNwbvego9cavZ3XjoY1H8P6GZ8J7Bw8LD974AG1SNJnnwZPrIjOrTJmx86N9xPdirHnYCOxj/hbfftbdggz96vc4ExlHn9r6TgcAWbPCQ4851J76LYllrf9iHJRKvTY4SbMTRXXzV8Wlw9a6wCjofsS4msOG0db16uvr9285tB51e9/H9BF7Uuy3Y2ESNj9Ffl4RsZEnu79+ex38RAQfvaNzpFqL1GiI0v/9c2DixTnxLxJN8KhogbmIHUEc5ubac+DKA2FJsNbBAbPdOoVTt2w4E513LyWJIe0gBF89DR+ak/LFZJUpF+Rv1RESlbbwLXc6iT582UWPO7pHMdlgUXBaxS44u5myUkDFfGE+FqzDtE7LkgrDxUJZp1wjC7cf5w42IrH8qwdfDuFwCNv8IUzsTBZhvyb0bVbaSEMlovhCqc655W1Mh13HLxN1ln2aPUA+ZkoZrVGTVyZOxhSpRrnNMr6Qgq2ZgIyrARqyQcQ9SSEymVpTZyf1AYKP/MY568SVm4wRc91hEHpxx9FFt66jV7JUtbqJQhw4OJhpe3pVs9gJsSCG4VnpNZ1mLWAE2EE+BjYON3namMZj040t8HfZGCTb6/Qw2uPs8Av++1zMuShk2eh3YTRFmtkzte+Bar0PHReazuF4bsNF7E/cmao/F/be9glHCOX2drbdvDAniL40yHP9dO/6wARv9Ldh4F/3Px87gJBAS7++hNMx9LHlH/yLYuOh1LoUfZpmwCwVXw7L/urRisojCsnCty0tSEKcIY7hT6ctKOpa3ho291sYz3OUZJ3mpuEvovebSdw/m8huDGTc7YONiq9iJzeGpPrTnhU7VDDZOIuke/2r6ZBfq4vA/VJ/kkRADG2sa8DF5bgzzN+n1xqUqUcDGxiNdOMXREjZcpNP5vKAKWagS3WDPWwgJ+VjZeueVVaLFIlFAxVyZy9PhFD1iG7oHm7BBUmTsNTrKpLR8vq5GE9jo49Erg9T0MalOEjz5487b/L5uGSdFQgPSbYY7YQLDJL79Xxi8l+chYOOkV77HU0O0RfiI7/s947tnsY1u3hA/UQ7KidR6r+lyctj4jEmYynrIF5noCo01VIQNmde3howfdyu39GYbNm47Zx8+9ND/mhAkQXFBlJn8r5NFIDZh422v05twbRLh+Z+4H/EaNq687nqC8/sZxTpBeECoLcBGM+r3t2IbV30gcaIEpDDQJgJm2POKWEnk/2TYODlBPtcl07PQhoIgEL1r1EIhczlewQSBCCyJfOymr8IIqxR44knTyn4nhZDB/xfPwkahMFTklB5uFrpHX5+0rCv7oDSqYQPg8HWlXd2VEc+Ta+kclWZQ4kseGRW0EfwQhLm+2GShINsQJ4vQ6214EGdbxOV6AOkwXd5ut6ah6HvrvTnZE402QEWaB7Cx5VDNDQfOYqoUPBUuyNl6z1J0uM9FUWH0aTQqwUZfLHYZ5CIjFy4oK1Lc84P8sRh6XXnSwViP75fmjqElgSFPc30OnvTiopPSwYp0yY48ejvreChhI6MlR2dpqsxWtDc+T7Zh491nclJjr8hXCRoYZiPu+51ta0PMe7M2sqfcYzNvt52U2w5CoWCXWS2F+ncFrohO57KzDqZuWht9bj+VA6bTxQhQJ8aK6X/0ozZhIw8EwUdJlcCBoAQQ6L4vwEarGW1DAcyTuDMx7F4TninkW2FdxRURVlSf/GzY6HVspSCWS4Frdg/fCh1+95PzP2kx4uMJ+a46LbICCvcroAQ57aZ0q+yNbSwWe8nLFzth4wH041/efSA/zwP7juGtVIBGNWyMSENI9k40ky+2ghefTi4yvohkwpn6NdMkEWtjrkQ2+NYmbMznpPAlIQQsoc3W9u02L7IEPWJWk08mTTdJ/qpgA3QP17fCzCn+03Zw82a7E2VBesNEaBz5ndEe2CARyVzoSGAu4czMx5Ww0SFDBCkfhDsw6XTy4F3o0f3o30n4A09nn+RZvFUwNeLBbtjQabm8/5O97sl9MbnwrnfSLtCCC2mXcOakpMDZgI1YqOyJVKSjwFlN/gRuxJuw0Y//6iFwQYasP7F34KJDWObWWAUF2Ig7HwgbSvRLkHF4JMkkLqRLirAhPg8JMeMO/ClMBdo7chCy0U3YiGXb93+Sv4HrHBSOG3mICiwY9Hjyk/tzOa+diezMpFOVhAJseD8ZNo7QCZ/oA0aZy0k4TFqt5E8xLiZKYL6E7cE+etCW3SMIYlueVMagXmsnbBA5hdprdUgCtqQk/y7h44kQNZOtP91UtMje5CHRDY6sr0LDJySmaZ6BzUOd1/NFBhsE969icUhAYymwQedo8WlLXmn0CDY94UNfrFbpvKR0ysb5QmhjJHM0mQhBobIEl4vLq2IbwgtKMuxRKjs+OiT3sshY79QgHo22+TYyTdb5VEhzk9TQnC8KzOUGNjoCG0tRtSBsrHgRspv9HW92TgiGGDDbcMcQPGRdwA0TEs1iG/kMus9gQ++mZb7CGEmId9Fxt0zTM8m0kdKtkKhMRBF0Etjgn9gTyZACNtwMNt5Ht1eIdNLrmNz/yYke317+FW3BRoewQVQzh5t0UuNMafyxAjbuBTbuqfvhk4wsZjImfsdwCK2Nchq1Q5D580+z0iwWrNZGFWwgoxOTRA+n9c+lOa9A5Qwoysv+fNhw4XIkymQ7UYphoVgV5vIlT7syly87IOPAorgcDoK9V6z28vbBBmbtaim0XquvOxRTFDYeih2tQrbx8BBnSjaTqQgvpGfV8AK+jflWscbXpaEkh2f7VcVDthOwCwMbhIms+oxk3STaE89FelIKsY3RJJPh+SiE6MXQBhOw40LwdD4SBZPJrZKhTkRLZF3TITrMN+NC4z0GuaPkgBcq4DTaoha5yVtUcwNioWTqSqOrhFw7O2AnhuZcGATxDMyQz8DGu77Axr0SZzPUxadlPsn7785P1SOPaaZj/t8L6aWQNqYMdVbDxp+ZkyJL8ilUgo21tZGqTkqu35BswEYP2wXtHGjzFDZkhT5XR9gIcti468VXf8XXhoALBwJL/6oCNm57H84+EP/SJZ+YSq+e0r7qSLZzy0mhyyAMt75IuiyTy85fce/OVGpswwaX5pohMzS5nPSfg42/euoEmUiLwCNNuipr418AG4xlKNNz8qeqVKTKJYorRO5hMpfzBvGPYGM4HTyA7MtLod+Q6vLmbidlZZiH/2+xI50iCdgHkzrJwqLio3zImNrECMblr4KN8Q7YWCr7NXg256NtYz+r2wC5X0K/QxwV1WVYSlwx/aoh0Yti4zxm+iQjjyNslGi9ARsXJWtjrtbGFLCxIH5Ml19LXFnjdRt8wblSsrlksUqE4vt5a2PO4KwCPi4ad3y0HUOJssNgSAbeicAGrvNcq2Zz2MjudvIZ89nBuZneT3In5d25BvKQfjWwcd9Jzbok6VINGx0jjJDcr+TZO1mHDiS20UaRhtDzKBU52XKWJebyDDYQrLxXg1h2DU+0lCGAW03ktLwt2OCZ4Tfizl9XLEXbgA3klqN7WhuJPGX4eIS3MslhbRM2BnfYAU7rP+9pDaRLhFB6g/ZGqHU9tcU2UcOdSmVvirARRNs+yl/Y8JSwhPWnYuzj1/3kslzzlWVSfnpsw7mU2MafMCE6Ss0LSwOEgMJcbmCDnOadE6CFz0sFX8WlxopUpDdP9sU2lH948XzdRgk2/hDm8i8fjEHNB/aXw2EjzRmjYWnsgw0aJnjmpqmmYhdMkCAiorAx3+iFh5EPPswhDTJwhCajeUl9PYcNY1IIbFyT1Zjs6GBF/rqtk7JNIXg7nUqM81DYYEiU/q/QRCsf8ZYiPWFjnMHGXDTSEtHATXMn5awEG4JBSwMbarGvYQMJWMw/dVI6HZm8si4mC3bBBu4iUcoAqS7nZx65NLDBBngh3CNITSZGgbHS2uC0lbA8d01cpFj3L45OvXjLSUFsg8/vuPe/uCIB20do975jDpeYwVsbfs2O2Eb/XN0OAKSQfWK9WOldbztmYsY5IWvyp+SHkk4p9hn4vW3YQIUdnTBsRPSVABvExdiXsth3m7Dx0zMpZPkDMvhUek1y5nJbYCOBvMFSNZeWPss3IIPQcVy27eawcfwMbOzRgS2Wez0UFJYABwgNoiYDIVHjblRWfG3DhsYmFqq3QbLdr2WFQyZgLySEmsPGnLNNsikLzcimGhm92OLzzkKigI3HsoZIATayYGVqAnyZv/Q8bJBZl5IA8thFNOQ52GAlySJTZctgY1TitSDv2Fn2Yi4hUWR2kgUf5183YhvZABQwKqqewL2fzcZ+X2BDChs6AgZCSI3AHTl8xVfYBRtw1vmYXi15G03KxeXN9t0jOSumnw2BuMorVVgbLN1igPNPEkvnsGHWFIU5bOQhUcnbEDaQLf1fv7s1vZkR6jD0korHw9u9I/naatjA4pLDwV6obGH4pt97H++EDUYqsDSQg4D4ufccbKBAlCFR1flIJiuJuEz8YRxvpWD/DbARuLYwl6OQyzFPR2oa+HLb8B7uqD7OpdVGdc8qZR+e7YXOqbbA7qnb+L9tfbadTsoGadcN4gwIcWQ6Kau0Ul4JsHF2PS91oJiiDYr5pOIjlZtPCBvXWtuVw0aa5t80YdyFsTY2mMu5YuikfCXQbBaXb5ZwU7tAXXr9IznA2jAJyKlmuZ+HDVpGJs1LmBEzaQs3zqIM3wAbizGNMT2nXzdiG1n+A1iRSLSEWc6ENQr9DDYkkxJFrFkwVQmcE4ToTmeXtREzTibWiVDJZyHRaG1tKC9PkmnJC49oBWwgGNFJVBlYYEMiAMYYKjopeQJ2wtRnQti47fW3E7D4J9GEJXNH5nB5+ndlUt69kfyo8eZXy/vgbb/3Zjds3HU0tiGhpAOsjf+ZBKxc0HuVVS0EkP9t5V5HIB2epqQeBiBIHAEX5B5/Jr5IAHR8eXQnV07oXE7Sz1gK3AJd+3nYeH4wAVuFBxSMRjEmfi5gbnwl/fMfO2AjKsNGnkYFGKRF1FjDxoWp0ph/0uLyRf6RqRnVhOz1liohi0gl9LHFXL4NG5806pB8fFwIBfv8edgYpaJ7mVyrQtz4EHklBmaWLFljuddiISLxZdiIctgYs9xrLOVeUusx3rI2ZNalfETifk/l2XtrarNopTd7MtsiuOkdVWtF/FDQQCJ3O2ADd1BH6rTuNQqzCRtod50Ko7Ap90qEcX6tHZ33pCCF8zllxJKpV641NRHbTdjQcq9UrA3YzpdoTYm3p/db+j097BQOgYc7uRcd8Z0JWPbp6SGkU7FKxGWL412wAZ8DlpjIKaT3B8AGXb+JzDVaW9wpguzk8l8KG9bJleUjp4p+NVgcKBi27Ti2oaV0Dz5zGBaMedy7+GVhEeRSEBd1ARtOU2Dj/Pthoxo3MNBYj4jHDfDjZrxL8KAEG8VgIef/aKvaklaEcVIqW8Lma59muydlbuo3x5tfHm/Dxijv2mefySZldxVssCUFC0LDNpW49CGqbJ90/Rl7uOlnKZH1rWHjU1a3rudmvAM2OlJ+6UtJ+GRyGRVgg90mfZZ3sNHi0nSvYCH8/mxtw4aZGh2pVycW3a9zMwVrg1R901miWSq4PNQxKii/57GNvnSosVD9XjZ8fv+5Y/o/ABvuZnF5hz0hE6h19GAJ9bYzKXwFA2YSS/XWvZaBF8okNmHjQ08Ksui23UvhuK4v2u2kxNraM2Gt+G3/WdjALk9wbAjw8AjVU9Oe438hbMDccI+IB9G7U/4CVNigkIlQU07UcFEm6kLnoGN3T09pZxA2UNoaanH5K8JGMSQqfsr4/1bQOfgD2DC+qe6AVWtjGwAWpqiholWNdRs7KDgzg8S8XdkBO/5UUYo5ZlRxtG0JmDVVfqO6lU0abMVX+jo/BDY2Vz/a7qUnbIx3MpuXYENLqjnL9f975ik+ZvO/f+4pbLxjKRPu7GvWP7MOHRBDG3sHbKAnv9fRCrFCcHANG0i94hPohEMzbDmdiF7BdLpdJdrDzkXs3WcFJZHqvHfee2t61DLYWLey9W7/unVo7KwSVkRUhi7Rw0o/RdtmYn8y8QvlVVsJ2HMWUXS0qYaFn2+z7VXDxi27dTqywvvby8u/noONt3LKpZYOhSbJt9Uyq7b7V8LGhXsU+40ryz62whikUxBDcbvecXTko0Me0GH38abvOk3b887tHhIv572mfZrBxvl3wUahbqNYJSp/PX37tgBuPDzsAA3WdwhsVNNiLD59WlTyaFx/2sfkO8++WqGTIh/Px4fBxgajd4mLoyoBa6Y9zZRFul3wua7b2MtXvmHUwA6KyrrxJXoO6U0R2IgyJgtEBi5ve2iFwIO4F/8V5dOfsCG3LMtJ0TLBzvMOmut7U2Q4L68q6jY2H71JwQUoOCmpSqFToJStKFPJq6w5RXMnBXUeA5ZoAIh6f2Ejd5/juzfndwobgRtvNs4jXTwMp6tvqdRKvdme3oxS3vb7b64QrQnkq0CR/m4n5Q3BAhVeH5B4jS97byIyfeyMbSCggkisWECdq//dXT1rbZzffWaIiGAW/2+Jk5EiTBD/W2Eja0oThjRQeqH0k32tp8oSGGAoIRmXzHjLhLqHiZSAVKLfBRsF3ChUmdMIwd20unn64+GhWm1+rDTEF8/y7WxM/YuoYFrsGRdnG3GCjR7WwvSbZ0VVB+qkkKYHIDBfl3+VAaGSvBdsBqP5Dn7indsTAqF55VeyUjMscty7vY2EtibL9K17svrrDlivx6pIktrkNdTv8r+zKu+u3ytQ2JQYbjrakqI0O7Es5ju9ZJpmsLHc1CoR2IiC3ub6NvYMK2v5m1PrI7DwY4x1rwb9vH0OdVxOGBc7+7c4eHJgIwb67XiTpWd7D8rr3V62/AKTvtmMtjpgc5jFj143wdlgv4+0pGwNHK5r/zzYaLqOUmZk9IgZU7nyfXlC3yUsXuYvyjdmf5nYxvfAxiKjKDfBDENIrrpsfAghg/JH9vYO8vKL+QvHUTT6dMhyZO0rgoQWco3HGU94gYt7jmf6zW5Zhm0qc5aVGtioXKwSNtRu2Kgt3Yax0ifcM4GN+Xi045vzD+1WpFxS73IUUOKr0ozph3xGRoSKDzk91gdiSG6p87Hfa/X66vFv40b+JQGOQRT0h1ED6Vdjboho6hZsDCLZvf6uobBx1dpk9Tr98DgYzMT16T/m6U9wEHcLsJE1rRcIw4qwEbZ68ca03nFc6/UW3tY1v1u/MrARBNuwkX8rePNxMBVxeLJv9LvrlayXitrBz7M2qIWSgYLS/R0dHfH/IxVH8Qpkw9lwPfnEUIq6SKVY+xU/xgVtka1xfJrxORfpQW8on3Ij99Iq4//eRSVKVbbr64O4OA15p9uRP24jSBwUGRvXy8m4PQmjrc2RJRw/IvNj/T74d7eXjbLf0caaRpVfqPhu6T34Ei/nWs2/Vdzr0trfRafNVvv64uqq2z0763bb4A9v8692u93FaOvodpvu5ZXvh/gIS11dcjFhWe7qkq0wbIdh4HtBu90KWvLd0hAGzY58n2sPwzDqNaz+8G5pjI30afYYf9ycSTDIw24QdNtmfzYH3uZmm6GMVuvqSpc7jU6PLVn16k3gXMVX8nEQOAH2sxX2rrhgcZ3tbFzJwNJo18TC7fwMdNsbG27LxsvrXa+lsHTbbAyj1Q0dJ+y22uVhVontIq74JOcj6UXNftTtdvOzbBZth4Hn/EQnxQeHc2Y7bIg3VvI0l+VU+O75eZO82BXs2+7J8dmarLqKwxrf8ooM3+bdoyNMqWM9c98W6w/PSv+OM0rokzXn+BEIuMHALbCHF3xnY+AtYS4/ObLcjXGU/dbhWF6ZbZuk3Uf8ccId1HWtGaqPnSIr97EsxUXc9ZYLh4hPbVt4y7f5zuWXV6T4Nk6k45T253gnRfhJ4S+hJHfxp2zQlnU4tlNY0bFajjh8Tym8efKyT3FbmEdGE9sHd+SR8lKriI5+QR48p/iYzxPQj3swYm2neKucis7fqUjvZLTWaGhqNFot2xpkoY3V03DYs5pe8TnGjWC7TdvW92Ht6gnObkisxiiBrb/jKSeuDVY9Xfcyio5sXcDh/uFXM8hsaE9Vw/LtZmtpclnXK4zyIeXP28r1ZstnTLzrd3FmcDRNxysPs0rXDZyop0C6iiLbW/P55tvj6pyfBxuBYHOQDRPJ2Phz12ihie3iArGN7jElB6LTzYfANQUPjq/DXH2j/DkMiIuLGFNYUOP0tJXR7x9dn0CyJDKPoNUHftpqnZIDv/jvNAzx1lm7XdI6wVOCjzTKSlxdiHTKJQd/g0yBy7T+/NPHr0t59OG97PNr/XkdYhGMy8vz81ZOrq+rPzv2feDjBfVyfT+XHeA1jbolEQFRFdCTmIWD+HZGfw+I8y9b3fZpQUjhNMDR8P8QZwxPrfZpWcflot0ymgKk+cfrTcL8VnmA+pV6DbQAsOGQVwqqMjg1+CkjW3+AN9shT0mLT9YQh86/5AzLgzTMxxUCX5cwKmQhnDAKmpyGuHItPmiDVsssjmdv4Vtm4BIHPCM4vDMs3Yo8p9du9DUguhJjYzCI8BjeGPhGN8SP0p6IXaEDz2duuKvvBZeyF9jHCP1iJmqymgX+UcvsmS4Xdrf3cGNw2fZ6o631X5fl/SivN9zay/I7gX4l2LHRyyunmXltT1GYXYXC9815/kmw8ZS0YBJ1ZfJcddUyM6aYvGh3c3uNdlG+gDHjOueEhjbmpzzr4201mEvcH2Gnk8HG5gLQ1jmKzyH1AwSJsBtX11wx7tn4GndnHiZLwdzG/dwanU5XOO4JDNe4K2XHzjtiCvN/2V/FhvZVeMUPWrjDwz//7ALl0P3Nd/N/19zyJU3T7HZkXB2HrXzz3Wvw+9+cIU19doacXRTJSRMu+y60k/BXm8z0XdloVxjur2QBPb+G357yPlgex8PYIF51o15O04+19ni2ej3+vy33w+8DJNtclBsqUuDnW1mfHkPnH/EoRE/oz87NTefPDs622RssBJyVMCWXuVbJAKwa4NvbotrnK3gm2AT3Dd+8NsfJv+W4uFE5yJ75a0OtSPyfqytdMU4TwiCucVCWAI9V8jR8x93dGDy5/KFHJf/4Q8/1ekuRbKHLs686DP3Im2WGzDK8NUt221v6Ab3CSSsLC3TlY/MqP9yOOQf5ya9er0o/6f1QvJ5ts3xvx/Ko78rtr2mrH23ul87RXu8nwcZMYKNTGNnurU+kgQ3x6dagobDBU3fdxj2HG+GaLAHXpXHJKRBe8vFGOwBPmI3P4/Po5L4TXV8Rf7AfbQMGQrH0eZlH18HcJrSEV+WhaIevypyMzjZVOK6LV0Snpc6FP/+M5BkbPaPKFfPu4O1+rk65Tjg6/fy5MU+x8vXcVZDDE0/CAOEVJkubYMw1nePktjOL6ByPeUIyz2/nElPqGueJ/xNoS5dGoJC3XDs8N/tz1RZvfRSo+UcAAD1FSURBVH1CBfa4Dh3dttlvAU7uHGCj08HaL+VkcxVyYrEnGtG4lmfGFe2Idjf3tfWyyxFhcWwDf8tW5S/9s91dO99dmW7dbn6l2ldd/uOq1xu5vnYHUUMfq6tUelFm02Hc6vqbT1ceMzdZvPb4p8d5ZbCjq/es7K/sLO69Xpw/e1ZP/YBrkqtQjlAUzvBVp/BkbIcmcLG+5fV7mNh63fPYRmm9xVhFW/fSfLO9/kI7DNvbsQ3div1XksNG4vcu89OYL6i/fhpsBGFmbWQzYI2gZlytr0tmjBgrhM/6LmGj41/3Lrdh45pP5kieqhFexHG3/PEVYMPt+IANrtsgOKC1E7vIjvfYiILzhgptWBubM6iwy8YpwX1SuNHzbRSQDnOWlvhFeE4yhYviM6Z4qBri4hd68lAWvDH2wlnZ2jA2BPY57p3ziZ0v2TWWhWoSZs/qbvbYDfV4zs+zM823cfq43zxZ0ZlM+41j9TucP+2wVwCs8hktHDm+3usCorK9ROlRp3tzcyW4dyX7XUIkwY1suis0bAxAFmGjc3mlLqhgIZ+aud3Ry6OWveILTs2uWIZqo2SwETci46Ag7boge2g0hI/S3n7y47DlIXvVNhCUw4aAUlvOYjsDjmwPol5fbyLYMumsEYdqPMgS5mm/gRtXneIBh1gqVExQCGhztdkXCsuV1xuu9z8DSvnm+n5T2Ng+wT29ffuXZKbibqPcq9fT5+PVOsAaGXPuJ8FGtWaTdbjiW3Exy7Yr1wUJOehOyu+qr+NdK39ltowFba/9bvpE2JhN3/RC55nNZ9+1Djo+EbUrHOvOY7ZKB7LeTiaLZz1zcoorLv8qrrTiqJ5ZOQ6hdOoPvbbmbG+uurixwmcVi+25Bgec/GynnYZvy+4MlpmpgVa24eBt3G3ipNnfce+W7z27F09n3EYyfR85zr7l/842XqZ/9vwXsyUsvz+QUpZ09thvWf8KXPgFBu4b9OX3hzOFDZQLOPVJ+Q+MbMrx+gaNwFJTnP1wj4M3tAC7gdP4DtjY3l47epwKbDz2e/YvcxNZzfjNo8DGFJUtDbu+cw6FDaTvovcseVk94sy59Tn5b8CG/nbcCC80UwZeDxgab2IITrc8V4yQV5wmQetuuKQThATNLzT9nF40ENgY9Nteo35mHgwbloVK3TvCxl0/dGu8/U8NzIOoMTWxUFaB9nshKhm819+S68TvBTb6rWbj1zH27SCUzHH6JmraNWwc7IPzPzREETbQtWC/yIOvx79/hI3UtKAgqPE+bjmO84/cR5A17hM2ZpH7S00+rxkJbMSM6tWw8aLwRqiwEamxUUeG/juuStQ3sVAqyw/CttuwHAmPv+5F5oM6jAU2us4vNflcpyewEQV2o45tHH5r4S5yWgobPUc93ho2/itx0ZaJhZJYI+72G01UovOpai6x9aqwEQlstH8l2MC9v4YNqzazXwgbbxQ2bPMkqk/LfwM2bCmlWLFHvh8Oe40eI+B8xBrUcF4vhuKuYcP9lWBjbW04ta3xktgGTl3upNRn5JcfjsfUqsyBJI+FTof9sOn8s8FXAxt0Un6l506zLbDR89d1TfWoYeP3Gq0QPzzJlLTSVRYLnd1Bbt75R63IGjZq2KjHr3s9nbCJP3rrutDZ7DHqha71t0o1a9ioRw0bv8kl7TYaxtRIQRMKNTN1UGpro4aNGjbq0agoQ8BEcBqGQWVJfuH3vVbgWP98YVkNGzVs1OOXHIEENrqzVe6gDNAdHDQc+58ux6lho4aNevyqsMHmZz+rC4WawQAEOigVRTjU/mcTjDVs1LBRj18WN7zGLI+FTh/7YOD1HDb/W7ZTJ2Br2Khhox6FgapxW1ux0rwudHYXt3z2C7xmp2sNG/WoYeM/Mroa1kAfuDE12IPyhooIDIbWsFHDRg0b9ai4+VHehS6BrC4UfWvDOPACV1IoNWzUsFHDRj22J20IMp6Ga1pQWKwxjFpB0+Rda9ioYaOGjXo0ttu/kS9Jcr7Q6eB91PR866UUqDVs1KOGjd/LTVm3oAwHvW7ww3nEatioYaMev9RoNd7nfKGz6dsYPSi8ukGZK72GjRo2atiox3rk2knT6WPcDhHMcJWb3P5B9Ck1bDR+MwrinKan3arPyC8W02i0bdCF5g4KSrwGcfvH02vZFsh5pBFm2rN/IbobVOK7StPjghTQq2+ol8HGe8JGXBsbv95og5r8Lku7JtPHt1Ho/ZSHZqs7EGsj/qWoRG2rpRTEUeTUDMQvhY0eYWMYRfUZ+cWsDbDyvM20k0TQoO1aP6dsxLX52F4lkfMrmfqWHYh6bcrSez+o76gXwcZQnBS3WZ+RX+0CBo3ExEIfZ7Ne1Kah/eNV0RAWaDpvaG1MYes3fxng8GBgZ7ENrw5tvBQ2+svVajkL6xPyy10/zxVFPdaFPt75LPCyfgKHNMV2gj4iLKsk/sX0QL1Bulqt0iisn5kvho0YfC6P7Tiuz8ivNXoW2lESFmsks7gXhz9L5sZloWp4hzxOi3oK/q9y/gIY2G4bbX9v6KBYdUrgZbDRHZI8rj5rv9wIo8YAkJEM76bv3R9XE1qFHHH/7eN0Bor0X+oE+kEfaDcER7NdyxG+FDbC9wPQQIV1Bqrxy4m8xr27x9nj412ASg1X+11/wt3fwq0TxI/DPtQif6GMhMt/wePd237QaNRCKS821sIu6pFr4ejGr6eO5Xfju0E/lrTrT31a2n47invBr5bFtNxWL6Kgdi1+/HLU9fy8X7Iev5Twmht0I+jISyDy515Ax2+FgeR/f6kbyfaCMFBq9/qx+eLbr5Zw/BWdTLL9uX7gKK+G9bOLIPQm+nW0x83+Zg/Megq8WJu80bBqqflfDzb+nZLV9fn7jWDDrqtrf2l9+Z9salhW41d7+Kz3tTa3v6tqpx6/qpP5k297G4oK9q/o7Mo+23YNG/X43cwMsmrw1v+ZT23ZB+sXtbT1PNYh0RcHs2q0/YX9S33eOz/NyfxPlDxYTu2kN3ZWATd6Pumg2LZYA8UvM+ywoVctALxbIs74E3C+STpjVEb5cis5ws5j7qqm7f4LZ13I/4JCdRxINWI2ADY82xOvvMu3kUrhUdXMEbtGPOjxlDUa7/t+zUvy61AM48djrPbE8M7/WbCBSYiJ2I96YPkIoz7VWYgeDoqloqApU/DfVgXdG/qNaK2RG0ch0e/Noz5E36CrB0wbjbc4GK82NnaN/hK9zXxuoVsxrU/TrzOcVoImZdzw4R0aNn8WbMjjGCwLy6AR4E5KjNWKGylC9+us8a9kS1y1Sy+Xsd9Aw3dCsnfOApzKAKSYq77n1S3gO24+Xt2o4XsWSAbS2tr4Za4bEAK8Gkua0k30yf882LB0B0I3SLk/NH8CvGkPv5Wm57+mZacBWoFk/caSt33DWfJNEBnKLMBD1Oa0qJ+iO0eAs9jnH3LR6/ELjUSvmOP9RNgAcPRaPcJGozHAVOuR14sPn67Mx3/fxHNt3uj5fnWxz48gEF0aLCFssGU+Jmz0albAXWexRWssQORbzmadcPplItmOQ9iA+90MfiJsqPuPHaCNIXPPU57yNh5Hg8D791lpzb7Y10XoBSEPd92xmw5hA7sfgRRzFTQKsdN6bFobqzdkJCFs1KjxC1objeinWhuNwO9jB3zEAfTJ40rEIxEo+Ve6d0UvRX2UhrE2LLE22PftY1rc1ZGNXcMKcX4QElLYqMtbfqXEuVobyB/+RNiwfYNbTMHeiZfi8iFtS5Dg39dC7RbgloOWh9VoamyjIciXwuiQkF9cd8DuHG06Kfbu2EYQNHqGSF+S3vX415T98/bHL4cRSV+pqNaVXpjGFq4XfIger9s/hig2Vh1KbMMzz25IvwUyH+8qQwNd2SN4Mv7POm/0UkK0W9ktOYUBvSpxUnAwgnbM0oonU3XS8C1H89/N3ziD8AxsOFIPkyyhWv6m0awjRL8QbDT51I/S5XKZOPY/Dht+HlYPWfw1o8sbbONGgMnWshut3jJlwZr7Myo3msQIlna5thgZFKs7FDZIrtvHOU1nrAWza9iohg3PaQX8iGTYM6uOLP8qsNFEpBS/RFyPF/Yfhw14SY4j8fWQzxqZj91tWLAclhY2cUutGnbzZ8w723gpwDkvksAnojHewdZGu/Eo5xQlKigM82vY2JWARcR+lfS7uNBOo+Yk/kVgw1NtlCU4zBtTljD947DBp7d4KSzL9jC1XM+u9FFog0jA9GdIw7qmVulbG8kUf8p7nqUn7sGwESCimkY+YU99wBo2qmAj5r2Xwv9zVt8ea+WIXwU26Hb7bv/b6n2DC67+cdjw1nAAXSL6KI1mZbkVWlgsd4XaTN//GbEyH5VoLEyD6ppWa9jSSnN4bKOLI2yF+ELyOxvfz8GGa8HyRPX5e56oXl1F+qvARosPw8Fqib4tr7n6EbARIsrpsHjQk5spCRW8Np/29J2WKz6tvZ8x7VhKYs2Ibq7LuG3oSMfawbARRbQzLFTSp63fONPyrJPSa9wlfT4XVqgmrWHjF4ENtnA2G730jWX/GGvD5ra9hpZLMcbh9yg7X1Gl6WOhtMXJZ/+UZnhTi/bGVpuIMRn7BdYG5kHa6MaYNY0wqK2NHZkUcUdduSFWYa0k/cvABoRXfcTvMCPcaPkDYhvaNu/ecV/4c0nej6AqNtB4/LZ0hyg5YSLzR582PPccnBWig6kod5BRZRvegbDhOKyhx39TJmHd31ZpGGfgvSWxbTYiZe+/Waap/Lec0uB12Sj7+Puepn/faAambMlrsCWkSalXbS1LkB6UK5d2G82W9nj6/1xeAlslbKCawUEwo4X75D3C599mDeYnnYz0Se8m7FmCAsxV2BpKX8iPN15tqYsLWSHnIri5KlSLons3UNhwXERfWLmGsHKXWakGd10GmsTvNDuVeN5v3FhPWM1b2dboOkUzNs4ORmI1RYN72Td1X/Vo/JuKy50SbASN9pKXjlduOTAdzv9oS5nrNWPNpAhltcw7qfXyJP5pYGNlBhAsXcGN6cPasBqN5k/ADYudWICJ6bRgXxdb2Yhmw6xxhQkXTJJsLO03mBI9C1iM5f3fNkcgrX4OBpGhkDKb9t8H0aAfvo21rG6mwrr1ZP13DAb2suLydgE2YFd3h2/6vX4UPd7BkecysyD8B9m9Gmpt+AJNnjSKPX6jfdNcg5Vlx/33/f7b929a9Ir52P6GAsL2zyP6Izyk5d4U/p01znstLS53xKfBDHj/9g3G2/cxvilYjV+u8/uy4aEn5duds9XK5g0Gs/5wdjd9G5BwZekg/NOr86//JvfSyZyUuAgboRdPp9PB4/RuOGjYLLnBPHFb/2DxVEN3QJ8pILwBIMgc9BoF8YC74eNwMBwOZz2Yt2YsW1J0+YOHwkZfAxTdEmzYxtowRnisTh/K5oO74XCAMRy+ZUKxGzbu+shOBb+t0241M2usHBIlB5I4Kd+SKNUzya6Ufj1dG/8aVkCBDWQGwlJsI1qqN4D/+wD8qddoRP9s67zVFScFFexm4n1jXEBsjW0nJW08DpLokXgWOcFP0vCwbJaFFr1yhQ3NBDWQlJX6UVbMdYV7dJk7Kaxi0sDS6jcmDXQ0ZBzYwrdh5+jZSrNxx4xTmiZpkoR1cOPfMtgeRNiAd1mKbRDxl9mlQ85iNeOFS5LGP1Y9RdJe7EBXFA4ABDGtibSQiDMhUTMSByw4VhxrNLL7U4R/wOLVTAgb00bZSXE9tTZsB0/TbxHzUAj1wsVb7z6zto/S7IuIUfBbh0SHJCRJvxUD7vKM8m2712j3MqMSJ7bGjX+Re6mUFo7/pggbPQUP8mK6cZpdudU/SLLXCN7i1gmpLC9NGku5UwINDGSw0cgE/khiiOd3rD0pP8nWgF3UXYlnVYQN39jcOINO35DeSbNrr5CIarESQWK7XOx3dVJ85pakI+cOnZKFAhwP11mDWjEb/iT7FNdkR/8e3gjLiXDFQs4EXJ8cNjz+56DukRmDaZ43/Odgg2lXbgD3C0up2g5upNTVPti1k6IZDItv+HyCd5ep/zPIsyxDS4KCAyaD8wwwstZ05ZzH5XImkId0ccO2NTvUFGVH0avyGk0/IWykFju06tbOetSjHodYK7bfruse61GPehweiaa94tRNFvWoRz0OT9/WwoX1qEc96lGPetSj8QNU1evTUI961ONQzCBoWLWjUo961OPgUWNGPepRj7/pp/x2RlYjq+57mYMW+oVi4crOKmVk9Vy3FqVp/FMdWKbxu/EyRXjS4ey403HZJKVoS8nfAeVXTmAVuti8w8vCbN/Z0yhvkUYOS7AXu9H4cZ2lkkv1d1sQjui4OcpJ8Fvf2Dz2UPRhuuGLylz2Lq1qObapMK2n+WsPD9y5Hgk7n78U23SwjZ0zkWhiSwM85usBikdd6Y53m67juC8ukWz6e4vUzT7aP3gyOM5emPLXnb6/cVGoE3h6wYO294JLhKeF1X3mueZZrGwWraq66Pb1+TWabDMRbqrey5pG0KMa7HuGoIExsA+csOCBC93Man2B0rjjBN5e48QOSNvjhDabV35ccQTK3b1gD2Miee+abFmzm9ZvTK+RCav1nBfDzX4fpXghatj4R1rG5Kmo1+FgghurVXWNyoBk69PEP8TpkAntBE2tsnbtFzzVafQ4+yswc0fsB04Ie6/xpr1qTUv/sn/jcGjYdXiv4PbzXlQj63db+2PM3S4iG3ga1QX7/8CAFm+jHQi1pdd4gcyVhCJi2oFW9WRkRMr0KAbNA4KBrkewsF/qovSwy/6e7wQguQBy2V1o1zZ/KOFMGO9BS5y9MGTErtEPmr/v09CJyNMM0ji3AXmbw8+Dp22Oe06vwyZCB7SjXKwObry+k8LHXRRGuIkD/yUxUcfFlWnbAhuV18XpSyuthzbn9gExrmgQe2JzvKRrfLhcPnLy7RzYOAAsXC4XjTUH6Y8YODnx3gPGDQ2ispgN4o3f2NrwElINUBzGPbwlxxXtC2ufMZcK7Qm4W5c1bLy+iUhbAMhMQdfpyxIwtg8yidgT2HAqYxtTipSRc2L1fCplJruQRHrN7RfQJaeNfcz3S/Jb2D1h3PqRoqGWsKw7e7xD4TAnO0/6+zL3t0hJr8wtj6RJfAHXLOnh7T2+K+hL+k2nuyrqJtTjtQY4sdxUaThXL+LqskTipq/pQ69iWvRs8Pyk4LlbHsDmM1C2/29Q3JJ4xQtgA1IHe24MbDx0Ww7vHtyWP/Cxk5Kta/d+BXLfB85Aab9+n/utqV5t3KDog7AlLmfTpejL4BOfCXM6k+Q+QymH8COGGn9zhLS+jQWouMXT52venjegnOkgi3lbhO3VsGGTr9hq1JV0343vAcOPmuHQugHRR08GKSU+JDTl8vw7pqTDlmeCXBWHalg+U+KM/beanJJ3clHboukLcnOT6pScWtCYipQaF/OLlOTUOSQVDVRbeS9Q4zWkfMJjItRXrmTMWrxpXNnuRrzDwc3hkp8TN6AL2JhFDvMvQVa8EYQW079crUupIz7T5aHj65uezTuyETaFCegVH5w4J57NkxPiDJOrfCCRI6FEo6nj84zypNqSa1QrW8+RIq/c3zaP478KI03PVNIL1buF80S+5najS3SXqHwbz422JbeI+swWK258nJ5IzNpAQKFFEbulkDY1upY+ttqin+O0LL9bw8ZrOyWeEvtpnDIgIoiwKqYRnUEVF2BknwJKPtCl57RkrsulAmaAow9SQrajuvOrgZnKba1EYPSg2cwiplWwYTPxoTjgsA4nkJ2hqY7nD7/QEtzJlcmCZoTs3FrioBnlNGQslEoycQFNyGHbvZxtS3DEwIbwYDeF+pcRSLepFlHwiqxoLbWxm/JsFGEXoQNkEVNLMsuO7mZXQqBF2GBokPxlfAAHhNL/LJV/0Ai6ljX0gReqWBmulKAcZ8vX6+FKRYvTIxUa8bfRknvBZQFhK47bKBD1eP+sxPW9eyOlR/gcJ7jZI+jgDvVq2Hj1wXnX70Nos+vZIgRNJwImRIuyzBKUhOlABs+3UlADHkCWdTi0JySpGnb5BycDrkyMR0I8DYgZMD+F0LPXE/D3FAw2YMOibjyWo4nSk9tE5nvCR7P4+1RH0hJU+L3NqM93rV6p/LQRD/qyj1hQYMO1o54UW77n0mG78f7OdZucqE4BNjSygeMQeLMERV5NVU73sBX13zg8d8iSSEjOaUYBafmbjqhjOmH/TvxCP4eNR6PyiFkURM2sUsz+z8KGlyhTO85N0HN8n76GE3QzRzYk03VjJhpsacRaQV7EphgT79MlifPTAS8fVR8biVDpS0YF7s3bVF+26LnUsPG6gWtSk8vpp7IVjUUfJ/gRDZi0913aEqQKbbupXN2ZAg2f03yY9maMYOGi20yl4Ivv75ZcVdoL9K6QyOaKyQG/EjY8LdGwItV4A3+9TN+ZBE+dKXm7UWqMMMRyOfDkNlkm7ZIr0Eh0z1LcDH3Cxgy3yzfeiBpgaQ/08yQQh2ANG9zDOwnbr5Z3sn+vyaXlAFUf9bwmBE8y9vf7ImiQ9uHeBXHDels4pwY2JLbB0rmuBJhW6VBw9T87+suMvDoNqNjpKKW7aGy0pQAHF8zE2r4xFdUSIxK+s/24/iq57IEHGRP20tHUVfbybe2kvDrcN8JlJkQERvkQ1PuPYsEPcT1CnGDX5aVMVvklYlOQdp4gj7m+cuoAZFdYNKbxiM1WjSeFXWlt+PQTnHw5TmC1Vamqs8pcjlYfX81i7Kkd+mtjI/8q4UAyKdkuDEIopASDfNUxjYA1bMBkelvcf4dPqNcahLb1ecUr+nz5nt0J5q4PuruGjTsJBrpJ/tngZ0jY/qhhLXnuZ5zhq77UAdJqSBhX6ztipzH1xeeJJPdwQwb0NW16zvLVlHcFbhXJpOB1X1Y1Q3SI8lpgf+ZJXg1r2PgnQvyrpZ7+RIj3eS1T3rczdH2ZgMFKLhEvQb9lC+W2p0lFvC2wPsMMVssjGXK5tN0SwXUkUeVzUo4/VsQ2ekSXqVziBb+3dKQylGuecTVq7jt3clcs5S6QXEk2ZCG9qVJ4Q7qryVR21RWR4fXdMyjHNlxXDj2RQ38Uj+r17ierReUwc14BSlRGwS07lT1D6Uijm6z05PBXs2RtNFlegM80CU1s/a86KX0VpeuLEES74YZ6QSX7L8+dRk9vHhizU/E/LMY6GPGmRF+bkXaRngn5iFlNY0Q+1F5p8ybu4lIP+DCrYeOVrQ0XILFKQiPdEYkVqA/oVeIxyeFRqlHmVSgm5VLl16R7QDR7kcJQ/XRewG+Lhj7zOWdDsRaaLm+F1dTyhhWwETA6mEkbcqYFDIkYO4bzzbdZzcnZj22FjZ48idahR/kqwqoq5sJfjKj7Hm9Ia+CwlmTJMBpXkITF2AZKq0R6GvFH3mK233hdMTvezo5R3u6Jxjy22Wz4j9gq0jaxgKLvNWdyFrPYxlCcFDkq32g9/oflP8SwDeXKrxLNH92JbBbzR4jCu2ptwE0NLVpnLNXjDeeZCh1GOvDVmcMELL8FB6Yv57kr+WzeX0M5sTVsNF5X4pXnl7conJVUAN4VhCeUa5kzs5qY/i1GLXFxxNjARzBL5KtNPjRW1Dkm8GDW+zIFQrXLJcFoy1/2sCokyuQC3pmikcuGXb8yqbNUoYoIhVV4b3hXuKz+kOnoFeswBqJHslzBpaUIGgRXe2oJPQrcLDW9/KhuTDGTcvdN5Zl506bd1y2y8ngOUCFPtVqeHLGf1Lzi8Uv4ZtloMcOacB9LIVEukkiYOMV3/8NNFITQJiiJPNMB7BjPbSmv3zAhRUgPGYFr8k7tszOAoYpuINeT9RtdydMxcysi25FYb4yNMxSKoOtS7gTeYzVsNF5TLk9E0FlVJdkuNRNXEcoy2lEQ6fPSk/INmbO2uC64qfm0njFz3pMZ52WSY7zWZoqGslLZiD5JN60NbNcXu7Inho4UfVBgVu0dmAC9GA0kfAateixF9eQxkzdJ+6nAScvR4Ll86EgpCj64s7Q2syvNYTiq0C/BBp9DjyoUxRqAVy0ZtcR4xnxwAi0PYYAozJAOz1F8HCK7StdoJaEgwozdnMlDM9UHbpN+vPNje+5+7FiKmxhLYVeAWS6RCSIFTVgG6R2Vv2Q1IT+c5n2OfUmuJG+ltBRIwJNoZbAhj7D0Lp4Np8Op3rNpDRuNVyxKctTBBx73JF/qJxLHkGcj5lViWzoXNe2ayP3smiIH/eo0NN4Grs9MVAwtyZ/RT4Aq/XA4nc4kxFkR25A7wBcvKJ1BI7gRh1msg2+iqgKGDJK4sDZWLTU82qXuA+4CKsNa68xtyuLBDDZ4y0z7s8fHIW/GYaOUgNWAXIIvR8rR4TivmNU2J8eT0hYBsMTNYSNg6G827T/Oho+PBDSxThoKrZJzQkRmILIHdvjfvf0CDf0y9SambyrB9Lfi3Ka8/IQN8UkBoXRIk0ALggLxaPWryFUjBKqhoQw2vOW34sDTjE6KXcPGq41YIv6YnY/UOpZHcBLYjAnYiUabEoFrFs2I46iFSjZKuh7NlVvOwkZe7mUrbDTdvikQ/ya/8FFVuRcnlWfk41emB6UljxuZdy1L6n+4LgZVXFeCX4XidAmoSLS0iayMn3m8BdjIdwKgVoxtwHXJ77y42ZDaidd7qju+3rlSkgAeEkfsnrW10SidnG9dLS5veFruZWx1hFTvbKlH+c8OL8snpZ6t5wART0Y/Jc7VEPsjbjJkbDdNxRxNuFYQom7DNEHwplJfO3dSeP+u1iMJGnVs4zXhHnmLIDWpQtzgLm/qGbBdInaC9IHWUEmJsxOLBWjTk+AUayYr89WZJAtWb9SoxhejZm9VvHRIrVYkYF2SD0aNu6nZhdVMjZjUeERL3D0z1HASNmixI17aXRVa4XxEXpZ5C42tu2rTJ1HYKO0Cjd6ik9KQiiC9adHV7geNVyvH9FEM38r3bKqBn+kaNiRhWBj6Bj5kJsUyNR95avs/GxT1EeO2h3qe0qwRMVYLmH9bYhE+SrUxDQZJ2GmpPR8w/qNk96SuVurEMthwxaGZRoPpXX/4PurHri2xrho2XrN0I7jTzOYq4ERbBeyWkNyFpMf0aoL/AIWaDH2rpw0/EpW9uOh65ZYtj/bke2Fq5DXUqf72fYzx9k30/q5hJVWxDS0KR/wrEfTiFBO0QvS8qbvQR1yFsQ16SYiK0rzvFlMWjSiR2Y+nSSiwAVhbWxurx/6w//7NYDC4G3iNYk9KKCWn0zS7aRvNV52fzBENzXmNLK0StTPYcBnQGA7ix7u7adzvv3VshQ1XWtma9Nf75oTM/suFGwxmMYe1wIE2eYMw2wXFb4mIs4rIU8tTeCQltoGSITQzBNoYAbsyIsTYEttg7aLChoSS7hxtaIP5iiaEGjZeMyBqaWga1c+PkghEda8W2UWJOIWoyLOlZq8hFeOpKWI05RRSDh66U4mNqpNCTXrE+1aOxDbQa+CwebGBAKtT5aSgwAGNLr6a4Y9yj7g6tbFzfZnQ/Iyuk7aiOF1NAufmhi8Bs1gz/2ptOAXY+GY7Telsk5xO2drwXNapa/Z22Gi8YgrWbrtyq3tx8z3TInZj3TifOSmrjE+tJbkSvmEFmkl5w32xQMu4NAmk/+gA3Pdjh1E1HGgkz5VAoCTS6haUFi4lMUI7UANktmllSKW2N5QT983T05dbG5JSS9VMe7/M0nxDq4aN1xqo91dapFYqs1pu59DtatQARqTkLrRHzaHfMZUuLFT3vuFXEe8IJAyRNLQDFhEQx5Uciq+Zr4bMesQP/ME2bEgLpCsXtg8Pts17BHfKKu61eUsk4nvA0LmTKJl0smZFHiYPhL0PmKkAsKSmJ6Wxhg0DczCNethIXCoub0uxgAWWODpVqEV/1Yf6YCUVtdjnJIvUTNew4UjprUaEp5L5NoQRJBcIHJ6QgGFeHPfSbv5nNVPMtbSlLBhoKSlWOM6ePrNQ29WW3EqLfONaguMKKxs7p76lfNqQBIH3Uym2gYcRa3KkO5MPPYl1re78GjZeizu0L9agYwLVjWBliG5a8qgXxOc1TJlyDbSoKjA9XzPxIslnp6VNS8Y2UHrlucLEw3qPZVO6w9XSrKoStclMvFJY8iy1a1KJu6Kg7I3EO2NL023LELOfdTzf1gRCpFl4Iw1r+qRS2HBz2HB5I8ruplInUbI2UhPhkMKRfqPxit4AgkO0nckDbzBVjeS1tcHifSEdFhy01EmxHQ2J4hgHKNj1tbrjv8sSSAMifR81h6mU2EsgM4looH1bSWGA1JCzHtGeSgF6qIzUuLlwolaLuNGeCZpYtlgbJJNkE21TwyNJHISpFhiw04pZOqnjqef9997eMiHTIVgAU4H6FpEhHXSjVEP9qc5I/NEPg1QxBUVMAVMaDJsu78LWG/1qRJoeqe5whC6hQcdh+ejYAzU0++K327RiNjiPedMksStRdWQp30pzihMlugusXR0KhvWDN4l5o9DUsEx6TizF8A3N/XjmQQauDknHJEGrr3eP8G14VrcnjSKxtFWGPd6ly56yBDdei6lc/ItpFLaZEpjK/gyz2pdV15ycaa8Za9mryaRYA2at+B4+60WzvCvnP3r7CShIWBrnyPL6mtQTpOAVmzrak2LeSwNhJ3HMPZZ/dRCItSGcK7wrl5IgzD6HLdduqJNIT3z5qt7o7wobkutbZec3EMshu3KMKMDyn5krJ1M3s+Vt9U3WXxXeNQQ+ETgVk7NlUuu6LmZI3gsKcaYHZeESs5yGVu18vQQrgZxIYhurbJHHwnUvfhXpnZk6KV1Jx9zRdynePRLb+AbrxFI7o3DnJa9Lg2/pnuUnx1UnxW9akqvitqbrPROkW4nvMpOelLhwVD3nP3yX32VJVDZJt8xJ4csBU7OoyaD/aHpZjTPtkEYAD463y8JXpVBZzpM3ZMkyC/Pz/Czr+PDcoEX7Bu5fVFOJvoKXkveQrhYhb19zOej3ox2L5Rx8hJtCglTqeR3DXpU3cXLWRQxwxfQ6UFa+WoZNxzE1Id+4kkbQYywEJV34sFXYPjwPd91ga2Ilq7ybmhwK08Z79kWbdU2LzoST5I2xgRwLw49SOYR8q60RMbOLjnn7fSNg4AH8OXa2nVXSemUKrbBwcljUavbHks7Y1R1v/WGW9074LmMvPQ01IXI0y48qYpD5v1u44U/R7ZemJISCEevYwYwvEYRqIqvnvhWXriFvJlKLbKkYREB6LyTxMBCLF6IpEAw4XSZXUDJsCVGdfJ7EmfwKvhFS+q5ReymN76ehQnspUn24LG2l6Gt0H3klcY+Two6sXmL5R1wGD+peKESCNBNjyX3yq24m5+iKHW5HEuKmLzHj57AOuxkHD4nIfbcY22jyy7Jc0ifNloWkaryQl7raoe29JfPGe9mvoMhlbme7kCJ1IbvVUpGlhtR4gCzQsgep3nRkNIfOm8RmutrdHg7ly1Nl6XnNGm4GNfp6ciKte+fu4fbuK+wyusspk8rnXSnOD4UyTTkAQzkhad8pyKj8N2V5QFPEqexZZjo7SL23ydnUsE3qy3d8I6VmOcpY5BtRUFfZLFtKBZgTJEl6timVzM11OryhHIs1ZryKMa2PbspSwIAGwhu5AZHG8jmLGQhNAlHOFGpMFk840srRyrwFCTr2YUlYjibQ0A/H/sXAy32hQKjxQq0LXQ88PNw11bnLq25rdtcXaS5H1BytgTqsgbSQFwUNuDLwRXoZxaDqv1p6ZF2dvvjc0alrqV/LO9OOZT2yYd6L6KSz3VedD56h2BUuJKmO8+XImmZ78memIUQaQLF3rECqU/gl+YxH3/wPW7tKVuAIUSiZZEN93LBDwLdxkTSG7chN07XF1rCFPMq8hweFnVFCaqraVrFhZaPEM0bAwhIaQeWlq8dryOfZkg1BYaPOIkfpngOhYeSNK1U4pO6LAS5NERgLhIVT5ngzhDtiBZZcHE+o7hhcyPMStuuKL2pUyYKgUSp7tFUdFeDQCvXRIY0hrcDXX7qakLDhOqrr5hbDEJanvIV2z8rrG1h93NCiL1oRsjE3cE1ARk1WMrtY+MsNWxSadXQqN15TANnSaiMH50sYzFzDbaiqMpY5OpxBJcdkHZNFBgmLcCa1HGALZMmS9R8u9+JJsoRBQ5gLInkQsH+SAWpLGp1WAiO25+mzAMRzttw3rNIwCsEtc3PJvUa4cFVw1+iPB67QZXvCSesENXA0XoG5nPeyOb8ZQbwIpcqEwy0rsIFMuHBuCrEW+V3NTZ/bLK7hARUe7jZqwAORRxPoB5W4ef7zgV6+bk42oXLtNqyezMgZ7azF5ts3hprWbhSNEyXa9KSwyhbUEvlqoewQ0LIMSrTF/wDHsWV5ikRtZTsOMnvjtSWbhTbYD0wbmtc0Jg3dDa/tGMlJW1nbpRZdTA8s1uvZelxUaQuN4vR/FjdcZZ22A2VztXMxV54ntqS0aW0YqnqtX7GFhh6PLNtQvgv1vmsCGLbvGp1X3zbRKldPaFtMDc+r5/zrsZfrze1K8b9eOFsppWgQGs2ihk44S1mXXEKAL+5m7jcERp9JvQRLZc8sSy6v0J3zqb7hXMozg9ChbbUWnQk7wxZbHxpaqO4JCFlWsb4i0z4gArj6vqtCqq5+qH3n4qQY96sl1g3NWIscRJYE01Rd4/Vgw1f3SQxvOTeOo3un7gofpb5kYy3MBfp/iMRYttF7gno0PTlhXgyM2//b3pzCk1GPX8z17Jr+sMjIHPykcSfWRqu+IL+dkvkgTeogZuPXa3RDviFN3pu4x0/zpRJweNvN+nr8fnVFjUYdxfwFUy2e8PWvI30/PWFXj99o0JWrW0h+xcS67VnBT0cMS6K19Q30ew1pd7XqKOavBxsWu1RNftL+qfUlbu2j/IZcME7jP8038t8F/Nwz+ImwYWsmpA6O/WYusuMyzVQbmb8kcuQluj/x+rl+Lq1aj9/JS7FrW+NXvG5KjWVJ9edPNDcs1autR+P36JRCY0qSppbTT1N2MqN3B4VeEbKx7HREF1FLyvuaUhokKTbPtTTzYhtGxvo0/vgBbhyKj0yTdOZ6STpFdVeUpqz+TVL2eeNnKPV3LUMJ68jUtmzVn8Zv27dekPkI5V4w5V2uKCJZshZbCgNtNkKnoRS7v8e2batR6GIZ8AbTXQIvoHSmofuRZWSeUjk1WeNe9LEcOYzWD/XS26wWxZ42tVhUfHbRm+HZBGEgZgib9yytcvzNccO1hXjgvaElHgj3jqhGeMKoEeS2rxeg8tMUf1paJNfz5BHnuPU8/uHGIa6KL4KlwRtR0aPIGqQaA1FcA7/K6q0JVjV7UgitBH9EgND5G/lSbgT9JZZvisKb5vtNra0UIaWEM0r4QWyrADhyg0nTU6wq9R4VN0ScRyu7zcKO11QZJsBSKARkP06CxCF5siN0ZeiTD9DJaaw3TAZ3ICeYRzggTtawkalKL4eu0N372lwQCNeRJTT2DaptoSrftAUEgWNbUlcbiih9o/l6ojf1OHR0G5HRZ4PAe1tFSoD76Fon+1pAvVeARyRNWqGkRuVZ7jvaqmaFtue/rKzHkDJxJW1XO2XxsGgrEWhDN0/KDJv7tMxhw7LMO33uEp4yYOagnuvSyJJ40m0DMHK159oL9BHkCplW98dlgnpNo7W9nDnq+pF8mELZtiVE6qqJ4Ikg4W8PGzYV45dDS4U24YCQGVv4yKdO1AY1iVw5V55akFfyTRMQGTUAw2imUgXyejR+cOI1UJX0FO1V73HlXC9Qnk6SuPrCOV2IT8Z8dlpsR1dzI6P/Ojjz4YhJg3UELdfKW2O1j8WiPdMUvj+8OSA5YHcNGy2yoS7jSHYJDPlk5rBEs+XRWKlOu2UXrSh02UF1dCUyBD/Oeusa5tNhSJdJWmV8UvfzVHflnLY5KXzHflWZp1/U1Aisrujr+YYoo6c6OUrLqpFxkqnY5mbtOebhg/Pqi2ibmMt1xv5HXzf2oqnVLF550MiodHtCOy8XsxlKI5g2L3vKa2CkfenI+85Lbv+WWhvS42iF0vDVDSXeZWlvmKJWoL7u2klpBsra25MeSst9VNNIOPjYm6cMoZ62QTY9OxOxhG3yI11fdux1HcMaIlwA0mLjyB+mv5f7rA19Tu0je0I8y5MFA9aLVyLSqSzZjIWKO2JLh7TYGXBWYHt42mit0rpOnYL58V6K5YtNGIs5bdFbIImrq04KQnq2tDiTHZN3vgkS9EQ63Gqp+soLhh+pw8pOcoRS3Z72rzZhJ+ABAvkF1TJoCl069Icy2GAjPoTj07bKhGKf39BJ8ZTxNysU8vl4srRbFp3zvqOaoe1u78c5KRKb5TG62mgRMC7qKK2QWHCigTB1atiQK7YQWuokit0kAcUZz1DLUfp3R6PeXhMhcAfqWGBBy6xaB4pUVKJOQCvYbtTGxo/3UlzorZF8GykvN0kHtuEGlAsoemOJZbcDXp+hXLk+tAgcsiAkfPUeamfDxgsIUeR54gxkVbHR+WtwVculqNg7LXnSxIneThlsWK3A3GDgFUwSFWJaqpMCkTY6vbKSZOiZBO6dbCJyipKQP4SyNfR13xchDjNVcAjQ3wmfLlpbSE5D9Roav7t6j1Kpxg2hcnf6efQH8S1fXrTxAOmnuQwpCRGm5hUszkSp5Orxw3tRDAvuUsguHL1mTREziEQThZQ6iHokuQSrMAMalmkwAy9f8NBsir5iYVVhfuvIa8egVmLeWTsp2Ttt2SXbG0pWglPwLU3VYa6l2pMy14x0OCG17Q8sH7NUaUyV7lJySNDasEQzxWLM2bYcdVIsq84bNqbC6E7qaorrOFa8duPET16qfE9Kde2l3KR441Fi47jgIhPhNOrz2Pjx2pxNFVYFkbaEHUSOkLlDXBXVUg1F+wpXabkUsdIu5/oyu3ICNc3DYWogV9usCrgkAi5YlcgCGJGnpDFb6u1kyjsQjB2ad+6UddJ+K9aGCoy7in26ktRST0f3j+KyjajxIws3emZPExVjsBlAUkEZxWVbJ4Wdc6w1fuNelN6Uqf8745Tugg0KL7lMwENppinKNLHRwEhqV+8njeYbMivFvvolu2BDlQaob0Hx1VQNxjfmCfCCiGgsq2pbYmTMNB67jD2/PRBtWgMb0HqCMxMI255nkfbUe8OQaDdjnTSwYWkmRdSXpirHgTuMNxw0j3xLxWCsH3djtYQ/lBZVv9+oYeOQ4JqR894PG7OGeTZMVSSQ/ixzbrhTa9j48QPTt2mUzUTjfQ9siH0oFiNyiKqtaMQXX9J5JiKNIoDUUAe2scrY4CR3YmDDMVWDnFwenCIyCQdyY5lSkhJssDBIQhwiJZzLRDYECRnb8H6k14eNGSytYeO54TqQzEtDlPYO98HGssuEm6VvS/ArhHiwrc+w2kn5GU0BlhVw7oE6u70PNvCE7/pBayjS6JILtbqRqxPUe8Gs6n0TimroJNCeQFItYYQTWd3osQAbEBWmRHSzF3jKIATFeREy88rWRkOtDYMxTa0S85s0ZJTZl5qVvv8j6+fAx22zKjqsYaNxQAI2MgS2j/tgI5UrSNh4bJsqYVNgmvyH1WUa/+7KDUvUGRsaxt4JGyJFEvTl6nIRMTFaM00OvEDCWqZObl1ISbmFkGUwXOVmBn658gs48NYJ+1EEgFKsamzDxrDhUQmQZRJNSoKuptx3JOZQLxo0qRnq/9Ae8IYmYI2sdQ0b+4tqBwXY2B0SFbkvtj0MeqICi2xZS05kDRs/Y3iYWYriDdXw3h0SbTcpaCawQetw2mJ/lk1x5uAljxdJnFourAhaDy1Wg8RUNVtlAS61NjREBqPDJFCQVH3Ld4JmsB0SdSRASyHWFcORszcqO+2a4nL7RxZx2whvyIlEA2ANG89TiIq1YSNZjd/BTtjwGkZ6HAl2XFGfWihZqUAd2/gZTooUl6NfDYHD3bCBeSjkxAGdFIs6vwMlGJdSBPtl3OQpvQdXzVKGVzMNVbbQZbDRlJCooId8Bs6v92tro19yUqxGlsI1mU8WplMuEZoutDbcHyc9Ln1VLp0U23Vqa+MAdpWe6IwHAhs7nRQ8TlgGrG9Lj6XIhaYa26gbAn/4gLYhURyPbMge7rU2QIyAD6eS4Vxq0gMVmVNjjx88erIqajLN5CnSlmQH9WNLIVFHfqFsdNYfDpI+awYJM7Yo2SMHXIANlE5hX6mymiaJiK3GDEn6wIxGSGvjB+qPUG4mMCHRoIaNZ+8+j51GKbxJR28sLfdi186jLbcK9cYFWCxpjGW7s3Y9kPZWKoysmnLjZ1gbnsmkRGpbezJvA5borbqOxp9MvR4708VEYO/bTJXGZmKHHPw0d6xIehx50QkbthtLmRcfHwN1UhZibUhsY+20Uu55qLAidRuWODvAhaUUl8teMhlEs9fxgX8r5RZ0+OB3f2Bsw+f5tPV0NaTXR/JM2KFWU/Y5aLAOdqbsJb99WXRoCWzA6iBsOKwhZtMr8aDNfB2fDNISTVKWQB5ozlLrAgMGR0V9tB4/BTlssTZscTgsx7SytcTakECC4/ICuiJ5pp6FGAbtBqq1UnkiHH7trLxxvikhzq7cCmzZ8OmW4MHBu0RTIGnJ+gzutEvFUbXQx8ycXQ3lsZ6KtDziCcuU3hacqAAVQvwEh9H8kd666UkhIxExjY09yDqv0MdTaGVDt4xl1V456viM66kBb7k7/JbaY2HRSdFYEdJmDc2xN+Q5whR+bWv8eCtRhJuZfUDLd5Tf1Ynt09pougx+tqQTfElijEgf+eSbWUknQMC6jRcY27YvNwaiIQE7Wheek6oNEUkxD9wSpemRRth03duIP6J+IbbhaWjVMQ90nY8s/KHT5NB6XfYkHcpgqf1jEymtyNXdCRTNHAWvviW47LqBTgrLrkHDiYKQ6dWg607FwKBfEijfhlbNNcwzSnhLaKa1A96ZKR5iQwmi21lbfT1+4BCaHcmkNCST4ph4lMsntmvR2nBaXV5Au4klJS4JMWlWZbq9QGu6X5IB0wCKkz9fGMNgb4n4swiCagesloenpadxU2Cj3Q20WWYg9xSMlVW/HTJAgtyJR9RgQ03/Ww4x/CD6gaabGDbSASuGE/bK7wktmeVHhYCfXVLS/t2tDctkztoa25DUnhMwogbGEoUNz7M1Bmcpy1ua9aTUIaKfJX+WMjTgunJXW36SV2/6Etvw1oUItnoWEImXRpJU+0teIHAhrdEwVzytw0jEUPi2TFPtRFsl4nAkCGfOVlq3kffOEAsSY20ErcabHOP6mtCRbqeVgYtUukK0Z2b1A81YV9pafVMlKqxpS2mIBfoaEhohBRS+jRo2QL4gxVxB5pTyYRAZYkiJj6q7ihA9WES1lgdGmmmFXCZSdV4bbT98yHxvmjJvXia7oZ3r9qMErMklOkBpjbQBOAgzSkOALc6AzvO8eutA3GB9WJtloS3eKGEjuwdMX2xiQivivBRW7HsSQgVJj7+U4jRuuCeLzWzb62VrWbEOOfDcLKubpjSaWj+ufgn8JPZ7ZUZbH1uKdkGUl+ik4LN06IjVbddOcmM6bZFsxx7OwAfVGMxIahQld+BC8/uzPtKs7WTWlwiG82aKrFkL90zMIp3E0HLUPspPycAii5FMJeA/nUYN5E3uEiZJ+rMByCPiaZ/E5fF0ICRLCG4MeyzxcDBR0TUbDSR/9hLr5jFBBl6+ksxsPnCmKcu04Fok4F6ZNsLprEmmnenMLz6PGVKfSdNkNJ3Kzs4irCYcPirdRzvlrZQmPZST0LqY8eVyanWnb+wfx1weCDsu9hS9vG3c31PdizDiGeYJpj8WJ49Ro4YNPrV4FtoUMnB4byHk1fJIw2QL14Gk6hQVlCpKaBbR2nDn9IQOXhLcXg0bPwE0BPFtkvvhAWjxzx79bo+TTygwSazlusqGIsSB6H6z7t56cW5jvsTc9snM1TZuBzOk2GCozc/oc3VE14AqTwGhyS6ARth0hTxdZBL4Td/UxjdJCm7L+nr0akKasU3ZAG+2uPEjOTu5Ix5/WKGoUtosyZddaHRdOViHTBu08qwaNv6WOQeOc2bsbYnHL+NGreH3K1w2TokgwiPUEwJYxBzv6tblevy4WJzz3vRMR+LHujX0/gLDplPuhlJyoymxpdRF1qMeP0a9SsqYV8rztGQlcJ1I+QU0fsVzEDZHw9A1dOrMeT1+WAQVoQw7i3cvh6oSWJ+Yfz9u6EWaZQykCV332kmpxw+zN/Cvx55psGEjamrVrWy/irIKw9h65Shm6tXljvX4YSpuCKjbosrWbCMq3lfJ3frE/ArAYRleYM9kRGqhinr8mNGyGoWGV1c4GK26bu7fn/9iMkW0e1vIKMJBcXyrDkrV48eFRMW6cOwu8+0W5YnrgPy/fkhkg8aGaic2WYhhN/z6xNSjHvWoRz3qUY961KMe9ahHPepRj3rUox71qEc96lGPetSjHvWoRz3qUY961KMejb0FvvWox68+QIGMu9lm1Sllt6RM2PHs/P6WulQvI7V3vK3v4y2hClNWLbc+o3vPdj3q8V8YXkDNe9coG9jk9QL7V1W9sFXZne+6edG73Qzq3oTGc43n9ajHrz+UwkMoExQVXGgi2ev72/aEbhKUHo7nudBm2/q+7QbBWmKnPqPPnO161OPXH+2AaGFLO60PQXuaGw33cLOhHRghewEOJ6zPaB3bqMfv4G3Tmghark5+PBCbQeH+hvanCziBhhvYzDGqvXXLA3mxU8+LZ892qx71+A8Mx/HD0HMcr9kMulEvCKK43fTDdvZ5OwjwognlV/wOW8Hm9/2gjW95fsu18dWeX5/RfaM2t+rx33BS8H/vbjqL425uSHvbLkrL26HYx5b9Vn84G/Zr1oV61ON3Gc3EyDguF9BAgSzXFBpJRf4OiI00eo/J7K7VqOIsDbLvr9JBrZhRj3r8FiP9lo9lxDAHBQ+tgi4GsiSPBAaIjFewiLWX6++vkvp07h//D7rZmNikGy87AAAAAElFTkSuQmCC"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "e06c0a2c",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:32:14.413856Z",
     "iopub.status.busy": "2026-10-24T22:32:14.413762Z",
     "iopub.status.idle": "2026-10-24T22:32:14.844204Z",
     "shell.execute_reply": "2026-10-24T22:32:14.843759Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "column IV     a (nm)   d_nn (nm)   gap (eV)\n",
      "C             0.3567     0.1544      5.485  (indirect)\n",
      "Si            0.5430     0.2351      1.170  (indirect)\n",
      "Ge            0.5656     0.2449      0.745  (indirect)\n"
     ]
    }
   ],
   "source": [
    "def tb_gap(mat):\n",
    "    \"\"\"Band gap of a zincblende or diamond material (sp3d5s* + spin–orbit, 8 valence bands).\"\"\"\n",
    "    lt = nemo.structures.lattice.from_material(mat)\n",
    "    h = nemo.models.tb.SlaterKoster(mat, spin=True).build(nemo.structures.structure.bulk(lt))\n",
    "    r = nemo.band_gap(h, nemo.structures.kpath.auto(lt.periods, 40), num_occupied=8)\n",
    "    return r[\"gap\"], r[\"direct\"], lt.nearest_neighbor_distance\n",
    "\n",
    "\n",
    "TB = {name: (m.lattice_constant, *tb_gap(m)) for name, m in JANCU.materials.items()}\n",
    "print(\"column IV     a (nm)   d_nn (nm)   gap (eV)\")\n",
    "for name in (\"C\", \"Si\", \"Ge\"):\n",
    "    a, gap, direct, dnn = TB[name]\n",
    "    print(f\"{name:10s}  {a:8.4f}   {dnn:8.4f}   {gap:8.3f}  ({'direct' if direct else 'indirect'})\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2ec1b96d",
   "metadata": {},
   "source": [
    "The gap falls from 5.49 eV in diamond to 1.17 eV in Si and 0.75 eV in Ge (measured at low\n",
    "temperature: 5.48, 1.17 and 0.74 eV) while the bond length grows from 0.154 to 0.245 nm.\n",
    "\n",
    "## 4. Compound semiconductors: III–V and II–VI\n",
    "\n",
    "The half-filled shell of column IV can also be built from two different atoms. A column-III atom\n",
    "(3 valence electrons, $4-1$) bonded to a column-V atom ($4+1$) has four electrons per atom on\n",
    "average, and so has a column-II atom ($4-2$) bonded to a column-VI atom ($4+2$). The atoms share\n",
    "electrons across the table and form the same tetrahedral bonds as Si. Klimeck draws these pairs as\n",
    "arches over the table: III–V compounds (GaAs, InP, ...) in red and II–VI compounds (CdTe, ZnSe, ...)\n",
    "in blue, with the elemental semiconductors of column IV in the centre.\n",
    "\n",
    "![Slide 11: bonding for half-filled shells: IV, III–V and II–VI](attachment:slide_011_crop.png)\n",
    "\n",
    "*Slide 11: columns II to VI of the periodic table. Column IV gives the elemental semiconductors; III–V (red) and II–VI (blue) pairs average to the same four valence electrons per atom.*\n",
    "\n",
    "The tight-binding model sees the rule directly. In every zincblende material of the parameter set,\n",
    "whatever the column of its two atoms, the gap opens above exactly 8 states per two-atom cell,\n",
    "four valence electrons per atom. The next cell computes the gaps of all twelve III–V binaries of the\n",
    "set and plots them against the lattice constant together with column IV. For the II–VI compounds the\n",
    "plot shows measured low-temperature gaps (Madelung, *Semiconductors: Data Handbook*, 2004; HgTe:\n",
    "Landolt–Börnstein). The II–VI tight-binding sets of NEMO5 in open-nemo reproduce only CdTe's gap\n",
    "well (see the benchmark linked in Further reading), and the cell checks that one."
   ],
   "attachments": {
    "slide_011_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "7ba79100",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:32:14.845535Z",
     "iopub.status.busy": "2026-10-24T22:32:14.845454Z",
     "iopub.status.idle": "2026-10-24T22:32:14.997244Z",
     "shell.execute_reply": "2026-10-24T22:32:14.996868Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CdTe: tight binding (NEMO5 II–VI set) 1.579 eV, measured 1.606 eV\n",
      "\n",
      "III–V     a (nm)   gap (eV)\n",
      "AlP       0.5464    2.504  (indirect)\n",
      "GaP       0.5451    2.349  (indirect)\n",
      "InP       0.5869    1.424  (direct)\n",
      "AlAs      0.5660    2.223  (indirect)\n",
      "GaAs      0.5653    1.519  (direct)\n",
      "InAs      0.6058    0.418  (direct)\n",
      "AlSb      0.6136    1.692  (indirect)\n",
      "GaSb      0.6096    0.812  (direct)\n",
      "InSb      0.6479    0.235  (direct)\n"
     ]
    },
    {
     "data": {
      "image/png": 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75R/WN69dYGJqKvvglypVAs1aNIvw2kZF3fNs3LoBmzduxtHDx+Dm9k72/c/pmEtmPqv9/+xVSVWvCX0vRlc+deo1OiJhgQiqxHw4J46fRINGPy54wncPtEkbcdJPMc5CjLURY1ZiKm9Uy+LyXhDfIzt2b8Ofc+bJLGXKz3mhwgUxf+5fP46bKlWkDGzqiMux4/K9oBSX56nOezu+dZwcvvNFi5Gya1yFirG35MTlcxyXcsSlTuL6+YvLey+hf2f08b179co1fPjwIxGKSLhBRIbFSJHYzRxa0rlDV1SsWB6ly5aWf3BFU/2MqTPkxaKwduMaVK7ys3uBOkS3gKgmhdW150FkiHr36CMvXsuULYMtOzYldXFIz77z9+zagyEDh8k07geP7k/UTKhJ8beHEt/AfoNkqnaRNl+M4yIiw6KTLVWC55cvmDZlRpTrGjVpqDOBiL48D6KkNmbcaDkXlxjoLsY7KJMZkH5I6u9KMRFs5syZ8Pc/CzQ2tQTpLjG+6taNW7L1bNzEiN03icgw6GxQtWbDaqxavhpXr1zFx4/usglezLtTv2H9CAOE4yK27gS68jyIDJGY9PXitZ/zzZB+ServfDF2Rtw0ISn+9lDiEl1R+f1DZNh0tvsfERERERFRcqCTKdWJiIiIiIiSCwZVRERERERECcCgioiIiIiIKAEYVBERERERERlKUBUaGioncxT/ExERERERJQc6FVR5ffPC0D4j5f+a5PrCTaPHp+SB9WwYWM+GgfVsGFjPhoH1bBhc9ex6W6eCKm0JC2OWeUPAejYMrGfDwHo2DKxnw8B6Ngxhena9zaCKiIiIiIgoARhUERERERERJQCDKiIiIiIiogRgUEVERERERJQADKqSAT8/v6QuAhERERERxRODqiQSGBCIqZOmoahzcRQtWByFChTBsEHD4f7RPamKRERERERE8cCgKon07dUPV69cw4Yt6/HkxSNcunYBlatWwrmz55OqSEREREREFA8m8dmJEubK5au4eOESTp47AQeHrHJZqlSp0LhpY760REREREQ6hkFVErhy+Qry5c+rCqiIiIiIKOk8OvYHfD89jtM+qdLlR4FaszVWJtIt7P6XBLy9vGFvb58UpyYiIiKiX4iAyicOQZXYNq5BGOk3tlQlATt7O1y+dCUpTk1EREREUUidLj9Ktd+n1mtzbWOjRH0NxXXh70NH4OLV83jx4iWaNWqOsxdOI61t2gjbdevUHSVKlUC/AX0T9fyUcGypSgJVqlbB0ydP8ehh5F84FApFUhSJiIiIiJJIaEgI/P385X1Hx1xwcHDAvr37I2wjMkSfPXMO9RvUS6JSUkzYUpUEfW+dnAugXYe26NGlB0aPG40iRQvj69evOHHsJNJYp0GPXt3jWywiIiIi0nHNWzbDrh270LlrJ9WyPbv3oljxosieI3uSlo2ixqAqgX1vRVOxOn7tpzt1xhQUcCqA1SvX4N27d8iYKSNq1a6JDp06xLdIRERERKQHGjdthJnTZsmugKLlSti9cze6dOuS1EWjaDCoSqK+t0ZGRrK1StyIiIiIiJTs7OxQuWpl7Nq+CyNHj8DDB4/w+rUL6jWoyxcpmeKYKiIiIiKiZKZFq+bYs2uPHG8vugKKHk1p0qRJ6mJRNBhUERERERElM9WqV0VAQCAunL8gk1Y0b9k8qYtEMWBQRURERESUzJiZmaFRk4YYP3qCHDZSsVKFpC4SxYBBFRERERFRMs0C6OLyBk2aNoaxsXFSF4diwEQVRERERERJqGz5srh47Xyk5YUKF8LDZ/dhbm6eJOUi9TGoIiIiIiKDJ6a/+TVbc3TiMq2OOkQrlJWVVZTrUqZMafB1owsYVBERERGRQUsVxwBJBFRx3Yf0G4MqIiIiIjJoBWrNTuoikI5jogoiIiIiIqIEYEuVjva9JSIiIiKi5IFBVTyx7y0RERERETGoSgD2vSUiIiIiIgZVRERERERR8PcOxKu77xDkHwRzK3PkLJwFVmks+FpRlNj9j4iIiIjo/zxcPXF643XcOfkUId9Df140mxmjaI18qNKuBNJns+XrRREw+x8REREREYCXd9ywqPdmGVAVqZ4XvRY0x/A1HeX/4vHtE0/kerFdYrp+7Trq1Kir9uOovHjxEhXKVIKXl3ekdYMHDMHyJStYxxrEoIqIiIiIDJ5ooVo9ai9S2VhhxLrOaD26NnIXz4aMOe3l/+KxWC7Wrxm9V26fWIICg+D+0UPtx1FxdMwFKysrHNx/MMLyz58/4+D+Q6hao6rB17EmMagiIiIiIoN3ZtMNhIaEoue8ZrDNbB3l6yGW95jXFCHBoXL75KZ5y2bYtWNXhGV7d++DU0EnGXSR5jCoIiIiIiIYelIK0bVPdPGLLqBSsstsg8LVfnQFFPslJ02bNcGd23fxxuWNatnunXvQokWzJC2XIWBQRUREREQGTWT5E0kpitXKr9b2xWvnl9uL/ZKT9BnSo0Kl8ti1c7d8/PzZczx7+gwNGzdM6qLpPQZVRERERGTQRNp0IXVaK7W2F+Oqwu+nba1btEWZ4uVUt/KlK6rWNW/RXLZOCTt37EK1GlVhk9YmScppSJhSnYiIiIgMmpiHSvD56o+Mamzv+80/wn7a9s/ihQgJDlE9NjIyUt2vWbsmxo4eh6tXrmHvrn2YMmNykpTR0DCoIiIiIiKDJib2FfNQ3Tr2WGb6i83No4/l9mK/pJAuXbpo11lYmKN+g/qYMHYCgoKCUKVqZa2WzVCx+x8RERERGTSrNBZyYl8xP5Xne68Yt/3y/hvunnoqtxf7JUctWjbD0yfP0KhpI5iamiZ1cQwCgyoiIiIiMnhV2pWAiakxlg/fJQOnqIjlK4bvltuJ7RNLydIlcfTkYbUfx6Z4yeK4fP0i/hg9ItHKSDFj9z8iIiIiMnjps9miy8zGcmLfPzutk2nTRZY/kZRCjKESXf5EC5UIqMR2YvvEYm5uLjP3qftYHZkyZzL4OtUmBlVERERERAByFcmKgUvbyol9xTxUN488+nnRbGYsu/yJFqrEDKhIPzCoIiIiIiL6PxEwtRpVCw36VZLzUIm06SLLn0hKkVzHUFHSY1BFRERERPQLEUA5V8zF14XUwkQVRERERERRUCgU8kYUGwZVRERERES/EMHUsPEb5I2BFcWG3f+IiIiIiKIIqJavO6VaNn9qBxgZGfF1oiixpYqIiIiIKIaAStxnixXFhEEVEREREVE0AZW+B1ahoaHo3KErPD09YQju3L6LHl16qh6vWLYSu3bs1p2gqnnjlsiTM1+E26gRo7V1eiIiIiKieAVUmg6sbt64haYNm0f7OCovXrxE7ep14OvrG2nd6JFjsGrFarWOs3P7TtjZ2cHW1jDm3goICICr61vV44aNGmDe3Pn4/v27bgRV378HYeCgAbj36K7qNnXGFG2dnoiIiIgo3gGVJgOrAH9/uLx2ifZxVBwdcyE4OASHDhyKsPyr51fs2LYT5SuUU+s4a1evR8vWLWCoMmTMgFyOuXD86And6f5nbGIMCwtz1c3U1FSbpyciIiIiindAldy6AjZv2Qw7f+m6tn/ffuTNl1feYvPh/Qe8ePECJUoWVy07ffI0hg8ZgX8X/osWTVqiY7vOePrkKY4cPopWzVqjZdNWOH/ufITjPHzwCP17D0Cjeo0xeuRYfPv6TS5/cP8BqlWqIW+tmrfB2tXrVPt4e3tj7KhxaFi3EXr36CPPIezZtQfTJk+PcHyxv5eXt6p8vw8dIbvtifIoj7lv737ZjbFZoxb4d9F/slujEBYWhoULFqFJg2ayjG9c3kR6HSpWrIBjR49BZ4KqFUtXomC+QqhRpRZmTp8FPz8/bZ6eiIiIiChBAVVyCqyaNW+KG9duwM3tnWqZCLKatWiq1v737z/Ab7/9FqGhw8fXF7t37pb/T5g8HpkyZUSXDt2wY+sOjB43Gg0bN8DAvoMRGBAot3/18hXatGyLMuXKYPqsaTC3MEePrj/GLDk6OmLZqqXy1n9gP6xdtRa7d+6R61asXA7PL56YMXs6WrZqiQXz/pLLRfD08aN7hHKKc4SGhoQr3x64vXXDhCkTZHm2bdmGubP+RMdOHTB2whicPXMOC/9aJLf/b9Fi7N93ACNHj5Db/jlnXqTXIW/+vLh/9z50IqV60WJFMXrsKOQrkA+PHz6WkenjR0+wbuOaaPcJ8A+Q/R6VlFEvEREREVFSBVRKyn2TKt16psyZULZcGezesRsDhwyQwcejB4+wau0Ktfb/9vUrrG2sIy3PkSM7Ro35Q97vNyANtm3Zjr0HdyN9hvQoWqwI/lu0BK9evUYBp/xy7Fbzls3RsXMHub2TsxPKl6qI58+eI3ee3LKboiD+HzZimGyJatq8CXx8fFGleiUULFQQBQsBVatXUft5Z8yYQQZ8KVL8aB9a/M8STJw8ATVqVZePZ8yahnatO2Do8CHYtGETZv05C+XKl5XrxHgq0T0yPGvrNPiSwEQdWguqpkyfrLpfvmJ5+eTatGiLBw8ewtnZKcp9jhw4hj3b90da/vbVB3h/0VwrV1hoGFye/RzARvqJ9WwYWM+GgfVsGFjPhkFb9SyCKp9vkZM8xJU4hihvQoKqj+8+ITTc8/718R+jRuL9+w+q7Y2NjbFm9Y+GiUoVq2D9+nVoWK8xVq9ah1IlS8Hni7+8/XqcX/l+C4DXV68I6z99+AIbG1vVsi+e35AihTH8vYLg4vVjmampGV48eQUr01R49OAJ3rxxwZmTZ8WLCvHvy5cvuHnlDsKCjLB+w3rcuXMH3t5eCAwMhLW1tTx2506dsXDh39i+ZScKFyqEuvXqIWuWrPji8RV+Pv6Ryuz68h28P/vJ8qVPnwGuL360zolufm/evMWk8ZMxbfIMWYbQsDB4uHvg8d1n+PDhIyxNUqqOZ50qLb4HBUc4/qtnb2BuZh7n912OPA5JP/mvk3MB+f/rl6+jDarqNKiFytUrRmipmjx6BhxyZoKtneYylIgXNPyLRPqJ9WwYWM+GgfVsGFjPhkGb9bx8UR+ktkkV79aqnp2qJUorldvHNzA2TqF63r8+/vOvOQgKl53OCEbI4fhjXUeHdjI4+eL9CafPnMLY8aOjPc6vyoaUwj//LoqwPt1jO1hamauWWXlYQDy98NuYmpkgk0N6uSxz1kwoXa6kbK0KT3QbXPT3P3B58wpjJ46GnZ0trl+7IcdAKY+168AOORzoxPGTGDCgP06fP4kMmdPh2QtT1TbK7IbZcmWRGQpF+axSWkYoj42NNSZOnYDfcv4WoQy5cuVE6jSpYWVtodr+1r0bMDP/eXzh2q3LsgtgQt53STZP1bOnz+X/6dKni3YbSytLGTwpbzZpbbRYQiIiIiLSZyIYEkGRCI6SKqBSh0M2B9l9TnnL5ZhTtc7S0hJ169fBxHGT4Ovji+o1f3SBU0e+/PlgYmoiuw3GV4NG9XHk4BFYWlrIsmXNmlU+Fi2Bbm/foVjxYrKLYrZs2XD61BnVfps3b4L7R3ekTJkSFStVQHBwsGzhEl0P796+JxNZCCIhRWzqN6yHPbv2InPmTLIMaVKnxvGjx2XdVKlaGcuXLpcJK0QAt3b12kj7i2BPlCEhtBJU3b1zF7NmzIbrG1eEhITg/r37GDtqrOxzWbJUCW0UgYiIiIgoUQIrbQZU6mjRqoXMtCcSMZiZmam9nyh/q9YtZea8+KpTtzbadmiLujXro1zJ8ihZtBSCgoJgZWWFLt06Yf3aDXJ5hTIVkTKllWq/rA4OaNaouVxXuVwVtG7bCo65HVGuQjk4FXRC2RLlUapYGXh984q1DH+MGQlzMzOULFJa7te4flMZnAljxo3G82cvULRgcVQsUzlSVkRR1jOnz6qd3CM6RgotpCwRkad4QTes24i3rm9hb2+PmrVryMFjaW3Tqn0ckSFkaJ+RWLBkDrv/UYKxG4lhYD0bBtazYWA9G4akqmd1E1doIqASidlEq02O33JE+Vidsr98+QoZMqRH6tSpoz1uVMS8Vs0bt8DBYwdkq5fobuft5Y3MWTKrxiy5vH4ToXVMXM+nS5cOFpYWqmVhYWHyXKIXmonJzxFGYlLdz58+y/mglPdFy5uynkVad9EbTZw7vM+fP8vATNzERMe//ZZDjiX7tXy/Bkji+WTMlDHSOjHGSvR8E3GJsgyCiFFev3otE18k+6AqPHG6+L4JGVRRYuIfZ8PAejYMrGfDwHo2DElZz7EFVsmthSqxfPzwETY2NhGCJEP5PH9MpOeu9UQV+vYmJCIiIiL96goo/BpY6WtAJUTVsmMoMibSc0+yRBVERERERLowxkqfAypKHEmWUp2IiIiIKLm3WAkMqCg2DKqIiIiIiGIIrNhCRbFhUEVEREREFAUGU6QujqkiIiIiIiJKAAZVRERERERECcCgioiIiIiIKAEYVBERERERESUAgyoiIiIiIqIEYFBFRERERETEoIqIiIiIiChpsKWKiIiIiIgoARhUERERERERJQCDKiIiIiIiogRgUEVERERERJQADKqIiIiIiIgSgEEVERERERFRAjCoIiIiIiIiSgAGVURERERERAnAoIqIiIiIiCgBGFQRERERERElAIMqIiIiIiKiBGBQRURERERElAAMqoiIiIiIiBKAQRUREREREVECMKgiIiIiIiJKAAZVRERERERECcCgioiIiIiIKAEYVBERERERESUAgyoiIiIiIqIEYFBFRERERESUAAyqiIiIiIiIEoBBFRERERERUQIwqCIiIiIiIkoABlVEREREREQJYBLdig/vP2Dvnn24fOkKXF67wNfHFzZpbZAnT25UqFQBDRs3QJo0aRJybiIiIiIiIv1rqXJze4dB/QejYtnKWLtqHVJaWaFmrRpo36kdKlauiMDAQMyZNRdlipfDtMnT4eXlnTQlJyIiIiIiSm4tVd++fkOd6nVRv2E97NizHUWKFo5yp9DQUJw7ex4b129C0wZNcer8SW2Vl4iIiIiIKPkGVRYWFjh07ACyZc8W407GxsaoWq2KvD17+kzTZSQiIiIiItKN7n9hijC8fPlKtkSpK0/ePJooFxERERERke4FVb6+fujasRvKlaqA2TPn4OWLV0lXMiIiIiIiIl0LqtKls8embRtRvkJ5maSieuUaaN64JbZs2gofH5+kKyUREREREZEuBFVGRkYoV74s5v/9J67fuYo582fD2MQYo0eOQamiZTBs0HBcungZCoUi6UpMRERERESkC5P/pkyZEq1at8S2nVtw7tIZ9OrbE9ev30C7Vu1RqVwVLP53iXZLSkREREREpEtBVXgO2RwwdPgQnL14GkOGD8Y7t3dYuXyV5ktHRERERESkSynVo/PW9S127tiFndt3yfs5cmRHu47tNF86IiIiIiIiXQ2q/Pz8cOjAYezYvhPXrlyDlZUV6tavgz8XzEXpMqW0W0oiIiIiIiJdCKpEAoorl69ix7adOHzwMPz9/VGqdEnMnjcL9RvUk+OsiIiIiIiIKJqg6tOnz2jbsh0yZ86Ebj26okWr5sjxW47wmxAREREREVF0QVWqVCmxbtNaVKhYHilSqJXDgoiIiIiIyKBFiJzEuKlKlStGCKg83D0we+YcdO3YDR3adERYWBiWL1mB4ODgpCgvERERERFRshJjc9SFcxfknFRnT5+DtY01njx5KgOuN2/eyEyAREREREREhi7GoGrc6PEYNmIoDh07gDHjx6iW16tfFzu379RG+YiIiIiIiHQzqPL65oWPH93RvWe3SOscsmeTEwATEREREREZumiDKnNzczluytfHN9I6Mc7K2sZG02UjIiIiIiLS3aDKwtICRYsVwR8jRsHb2zvCurWr18qEFkRERERERIYuQkr1X42fNA7tWnVA+VIVkDdfXtlq1bBuI3h7+2Dy1EnaKyUREREREZEuJqooXKSwTFLRvGVzmfWvcNHCqFylMvbs34W0tmm1V0oiIiIiIiJdbKkSsufIjklTJybqSV3fuOLVq9coUCA/0mdIn6jHJiIiIiIiSjYtVZogsgp2aNsJXTp0xcULl7R9eiIiIiIiIs0FVZ8+fULnDl1x7+69WHcMCwvDiWMn5fZxIRJfNG3eJO4lJSIiIiIiSu7d/9KmTYsSJYqjdfO2yOWYC7Xr1EKRYoWRKXNmpLSyklkAX792wY1rN3DowCGEhIZi1Jg/1D7Z+jXr8eXzF/Qb0Bd/z1+oiedDRERERESUdEGViYkJBg4ZgNbtWmPDug3YtnU75s2dH2EHIyMjOBd0Qt8BfdG8ZTNYWVmpdaLHjx7j7wULsfvAbhgbG6u1T4B/AAICAlSPv339pt6zIiIiIiIi0hIjhUKhiGmD9+/ew8XlDfz8/GBjY43cuXPDJm3cJv4VgVHDuo3Rf2A/2fUvJCQEjtnzYMHC+TF2Bdy9bS/2bN8fafmwkUNhbZ0GmhIWGoYUxlofbkZaxno2DKxnw8B6NgysZ8PAejYMYXpwvZ0jj4P62f8yZ8ksbwmx8K9FMDZOIdOwnzl9FoqwMLn8yeMnuHn9JoqXLB7lfnUa1ELl6hUjtFRNHj0DDjkzwdbOFpri8uxthBeJ9BPr2TCwng0D69kwsJ4NA+vZMLjo2fV2rEFVYrBNa4sMGTNi1YrV8rGycezsmXPw9/ePNqiytLKUNyIiIiIiIoMOqnr26SFvSsruf7379mImQCIiIiIi0mm63ZGRiIiIiIjIEIOqFClSoFKVSsiQIX1SnJ6IiIg0RHTxjyUHFhGR3tFK97+ogqp1G9ckxamJiIhIQ0QwNWz8Bnl//tQOchoWIiJDEGtQ5eHugdWr1uDJoycIDg7Guk1rsXLZKnTp3hmmpqbaKSURERHpREC1fN0p1TIGVkRkKGLs/nfh3AVUKlcFZ0+fg7WNNZ48eSpbmd68eYOd23dpr5RERESkUwGVuC+WsSsgEcHQg6pxo8dj2IihOHTsAMaMH6NaXq9+XezcvlMb5SMiIiIdC6iUGFgREQw9qPL65oWPH93RvWe3SOscsmfDO7d3mi4bERER6WhApcTAiogMOqgyNzeXY6h8fXyjHGdlbWOj6bIRERGRDgdUSgysiMhggyoLSwsULVYEf4wYBW9v7wjr1q5ei0qVK2qjfERERKTDAZUSAysiMtjsf+MnjUO7Vh1QvlQF5M2XV7ZaNazbCN7ePpg8dZL2SklEREQ6G1ApKfdhVkAiMqhEFYWLFJZJKpq3bC6z/hUuWhiVq1TGnv27kNY2rfZKSURERDodUCmxxYqIDKqlytPTE106dMW+Q3sxaepE7ZaKiIiIiIhI11uqLC0t8fLFK84vQURERJKRkZHsutezU7V4vyJiX3b/IyKDCqpy58mN8+cuaLdEREREpJeBFQMqIjK47n8BAQFwci6AXt16o1mLpsjlmAsmJj83t7SyRKvWLbVVTiIiIkpmgZWg7vgqBlREZJBBlZ+fH/bt3Q9TM1Ps33cg0vp09vYMqoiIiAxUXAIrBlREZLBBlb29Pe4/vqvd0hAREZFeBVZRBVReXt4ICgqKcntb27QResbExtfXF6lSpYpz2YmIEpP631pEREREcQisomuhmjltJk4cPxlh2ffv3+Ht5Y0DR/fD2dkp1td53pz5WLNqjbyfOnVq9O7XGx07d5BTwBARaRuDKiIiIkr0wCqmLn+z5s6M8DgsLAxdOnaDhYUFnJwKyADLz9dPzokp7otjmJqaqrY/dOAQNm/agt0HdsPRMRc83D3w3z+L4ePtA2sba9YmESWveapaNGkV7Y52drbYvnubpspFREREOhpYCXFJmz5/7gK4ub7F3kN75D43b9zC6BGjUbxkCZw8fhL+Af4YPHQQ6tduKLd/+vQZihUvJgMqIX2G9JxTk4iSZ1Blbm6Oho0bRFgWFhqGRw8f4fSpM2jctJE2ykdEREQ6GFipG1CdOHYSa1atxa59O2Q3PiUXlzfoN6gf5v01Fw8ePESzRs1RrlQF5IADypUvh2WLl2PF0hWoWLminAKG3f6IKFkGVSlTpsTQ4UOiXDf/zwUy5ToRERFReOoGU4LLaxcMGzIcM+fMQJ68eSKsy5QpkyrLsBhjlSVzZrx//w5FUQily5TCqnUrsWHdRqxcvhqBgYFo37Edho0YyuCKiHRnTFXjJo0xZGDUARcRERFRbMSPs3169kXLVi0i9YwRUqf52WolmJqZ4XtwsOpx2XJl5E14+OAROnfoAodsWdG6bWu++ESkdfFKkfPt61f4+fknfmmIiIjIIIwaMRpprK0xetyoOO8rEluE5+RcAMVLFMPTJ88SsYRERInQUiXmjxCDQ3/1+fNnrFq+GmXLl4vDaYiIiIh+WL1yDc6cPovN2zbB0/NrhJclTZo0sb5Mi/9dgq+eX1GnXm1kyJgRN67dwLkz5/HXPwv4EhNR8gqqxMR8/XoPiLRcpCqtXKUS/hg9QtNlIyIiIj0kEl6JFOmd2neOtG7G7Omws7WV6dTDE49NTX6kVe/Rqzs2bdiMWdNn4+NHd2TOkhnTZk5F7Tq1tPYciIjUCqrSp0+HF2+eRRp8amxsHN0uRERERLFat/HHpL0x2bpjc6THLs/eqjIUd+3eRd6IiJL1mKrg4GA8efwEJiYmqpsyoBLrHtx/oM1yEhERERER6VZQ9fXrNzm7eVzXERERERERGZJ4Zf8LDAiAlZVV4peGiIiIiIhI18dUiXkj1q/dAF9fXwQGBGLZkuUR1oeEhODypSvIlSunNstJRERERESkG0GVv7+/DKQUYQrV/fDMzcyQ0zEXxowfrc1yEhERERER6UZQZWdnhxt3ruHLly/o1K4LDh7dnzQlIyIiIiIi0uUxVSK4YkBFREREREQUz3mqlN66vsW5s+fx/t17hIaFqpanSpkKAwb3j213IiIiIiIiww2qTh4/if59BsLOzhbu7h7IkjUL3N66ISwsDGXLlWFQRUREREREBi/GlOozps3CuIljsfvAbtiktcHZi6dx5sIp5M2XF/Ua1DP4F4+IiIiIiCjaoCowMAhubm5o274NUqQwQkhwiFzukM0BEyaNw87tu/jqERERERGRwYs2qPL29kbq1KlhbGwMa2trOW9VUFCQXJfVISs83N0N/sUjIiIiIiKKsfufkqmpKbLnyI5tW7YjNDQU27fuQMZMmfjqERERERGRwYs2UYWpiQkKOBVQPR48bBCGDhyGieMmIUWKFFi8/D+Df/GIiIiIiIiiDarS2qbFuo1rVI8bNW4og6xHDx/ByckJuRxz8tUjIiIiIiKDF233P09PTzSq1zjCMkfHXDK4YkBFREREREQUS1BlaWmJly9eQaFQRLcJERERERGRwYsxqMqdJzfOn7tg8C8SERERERFRnMdUBQQEwMm5AHp1641mLZoil2MumJj83NzSyhKtWreM9sBEREREREQGHVT5+flh3979MDUzxf59ByKtT2dvz6CKiIiIiIgMXrRBlb29Pe4/vmvwLxAREREREVGCJ/9Vdgd0c3un7uZEREREREQGIcagSmT+27p5K6qUr4r8jk5o0qApwsLC0L1zD3h4fNJeKYmIiIiIiHQxqPpr/t+YOW02mrdsjoX//f1jhxQpUK5COaxctlJbZSQiIiIiItK9oCo0NBQrl63Cmg2rMXDIAJQpW0a1rmSpEjhz+oy2ykhERERERKR7QZW3l7cMrIoULRxpnY2NDXx9fDVdNiIiIiIiIt0NqtJYp5H/P3jwMNK6x4+fIGs2B82WjIiIiIiISJeDKmNjYzRoVB+9u/fBwf2H4O3tLZe7vnHFvDnz0ax5E22Wk4iIiIiISPcSVYyfNA5ZsmZB/z4DUKNyTXz5/AWVylVBseJF0apNK+2VkoiIiIiISNcm/xXSpEmDbTu34OqVa3j08JHM/FeiZAk4ORfQXgmJiIiIiIh0NahSKl2mlLwRERERERFRPIKqRw8f48WLFzAzM0P+/PmQPUd2dXYjIiIiIiIy7KDK/aM7hgwchsuXLquWGRkZoXnLZpg+axrMzc21UUYiIiIiIiLdTFQxbPBw+Pr6YMuOzXjw9B5u37+Jxcv+xYVzFzF/7gLtlZKIiIiIiEjXWqr8/Pxw6eJlXL5+ERkzZVQtr1OvjuwGOHXSNIweN0pb5SQiIiIiItKtoMrU1BSpUqVEhowZIq3LniMHzC0s4nQihUKBE8dP4sa1G0hhnAJFihZBzVo1ZEZBIiIiIiIiXRVtRCNao3I5OuLQgcOR1u3asUvOVRUXLZu2wp6de5Aunb0cizVh7ET06NJTBltERERERER611IVEBCAAk75Maj/YBzcfxDOhZwRHByMq5ev4vKlKxg6fAjWrl4nt7W0skSr1i1jPNGCRQvg4JBV9bh0mdJo27IdXr18jVyOORPzORERERERESWPMVX79x2AVUornD9/Qd6UUqVOheXLVqgep7O3jzWoCh9QCV8+f5GtYWmsUyfsGRARERERESXHoMre3h73H99N1JOdOnEKR48cwyePT3jzxhVLlv+HdOnSRbt9gH+AbDFT+vb1W6KWh4iIiIiIKKGMFFoc1PTwwSPcu3sPH95/wNYt21C5SiXM/nOWnPsqKru37cWe7fsjLR82ciisrdNorJxhoWEymQbpN9azYWA9GwbWs2FgPRsG1rNhCNOD6+0ceRziFlSFhoYiMDAwwjKRtc/S0jLehXj54hWqV66BlWuWo3rN6mq3VE0ePQMLlsyBrZ0tNMXl2dsILxLpJ9azYWA9GwbWs2FgPRsG1rNhcNGz6+1ou/8JTx4/wbjR43H3zj2ZpCI8+3T2uHHnWrxPLJJTiKDMxeVNtNuIBBjiRkREREREpJNB1YC+g5ApU0bZRS9lqpQR1om06OpyfeMqW5zy5surWnbk0BG5TMxXRURERKTrlJ1/ohvWQEQGGFT5+PjIYOjAkf2wsDBP2ElMTDB65Fj5JeOQLSvev3svx1eNHD0CxUsUS9CxiYiIiJJDQDVs/AZ5f/7UDgysiAxMtEGVhYUFzM3NYGoaY2OWWjJnyYyde7fj/r37eP3qNdLa2qJQoYKwSWuT4GMTERERJYeAavm6U6plDKyIDEu0EZOpqalMILF08TL0G9A3wScSrVSFCheSNyIiIiJ9DaiU9xlYERmOGJuhhgwbjNo16mLr5m3ImjVLhHU2Njb4d+k/mi4fERERkc4EVEoMrIgMS4xB1cjhf8DMzAz5C+RDypSpIqxLnSa1pstGREREpHMBlRIDKyLDEW1Q5efnh+vXbuDMhVPIniO7dktFREREpMMBlRIDKyLDkCKmMVWiNYoBFREREVHcAyolsa3YR5lynYgMKKgS3f6yZcuGa1fjP8EvERERkSEHVEoMrIgMtPufmJg3X/686N65B1q3bQ2HbA4R1ltaWaJV65baKCMRERGRzgZUSuwKSGSgY6qOHjkmcqFj65Ztkdans7dnUEVERERERAYv2qDK3t4e9x/fNfgXiIiIiEjMtynmnRLi21rVs1M1zl1FZGhjqqLqDujm9k6zpSEiIiJK5oGVCI7iigEVkQEHVaL/8NbNW1GlfFXkd3RCkwZNERYWJsdZeXh80l4piYiIiHQ0sGJARWTgQdVf8//GzGmz0bxlcyz87+8fO6RIgXIVymHlspXaKiMRERGRTgZWDKiIDDyoCg0Nxcplq7Bmw2oMHDIAZcqWUa0rWaoEzpw+o60yEhEREelcYMWAishwRJuowtvLWwZWRYoWjrTOxsYGvj6+mi4bERERkU4mr4guoNq7Zx/+XfhflMfr2bsHWrZuEet5X796jcX/LsGzp8+RMVMGtGzVAtVrVk/QcyEiDQVVaazTyP8fPHgIZ2enCOseP36CrL/MW0VERESUlPbu3osqVavA2sY6SQOrmFqoKleuhHz58kZYdvbMOcyfuwDOBSNeb0XF19cXbVq2Q+06tTBh8nh8+fIFWzZvg0IB1KjFwIoo2QVVxsbGaNCoPnp374Mx40Yjb/4fXwCub1wxb858dO/ZVZvlJCIiIpIuXbgEb29v1KlXJ8IrMnXydOTLn08GVQf3H4KPj4+YbhO2dnYoUaI40tqm1XhgJUQXUAk2aW3kTentWzf8t2gxZsyejvwF8stltarVwbiJY7Fx/UZ8+fwFDRo1QJduneW6hw8ewd/PD1OmT1Ydo2atGvj+/XuEuUYX/rUIN6/fRFpbW/Tt3wfFihfVyHMnoliCKmH8pHHo0bUX+vcZIB+LL4hK5aqgTbvWaNWmVUy7EhERESW6kJAQDBowBF7fvHDp+gWkS5cuyu3mzJqLrFmzIKtDVri+eYthg4ZhzfrVKF6yuMYDq+gCql8FBgahT4++aNSkIZq1aKpa/uzpM/w9fyGGjxgKXz8/DB88XLZilShZApmzZJb7HT1yDDVqVpc/ggtmZmaq/bt27IaMmTJi9NhRcHF5I7M27zu0Bw7sZUSUNEFVmjRpsG3nFly9cg2PHj6Smf/EB9rJuYDmSkREREQUjbOnz8LKykoGGXt37UWP3j2ifa3ad2yHeg3qyfu/Dx2BJYuXYXnJpRp7bdUNppTGjR4Hc3Nz+SP2ryZNnYCChQrK+zVr1cTtm3fkNZiDQ1YsWDgfs6fPxvDBv6NQ4YJo3LSR/LFbnP/a1Wt488YVm7ZthImJiQwiHz54iO3bdmDY70MT7bkSkZpBVXBwMJ4+eQrngs4oXaaUvEW1joiIiEhbdm7fhQYN6yNnrpxYsWxljEFVeHZ2dnB390BysWHdRpw5fRYHj+yHqalppPVZsmZR3U+VOhV8/X4mCBPDM8TN/aM7rly5ilnTZuOd23sMGzEUr16+ho+3DxrWbSznGwUU8PT8igoVymvtuREZomiDqq9fv6FLx264cedanNYRERERaYIYI3XixEns2b8bWR2yYMyosXj08DEKOP0Yi/Sri3LslQ/eur7FujXrMXXGlGRRMbdv3cH0KTOwev0qZMiYId7HEfs2btIInl88sWPbThlUiXFj2bI74K9F8yP1PiKiJJr8NzqBAQGy6Z2IiIhIW06dOomsWbPKIEoECZUqV8LO7Tuj3d7ltQvu3L6DMEUYVq1biRatmid5ZYlsff169ZfjpcqULR3n/e/fu491a9bJcVVCQEAAzp05B4dsWeXjMmVK48sXT9kFMG++vPImkl08ffos0Z8LEcXQUiU+nOvXbpApOwMDArFsyfJIA0QvX7qCXLly/rorERERkcYcOXoUGTNmwJZNW+XjlCmtZBr10eNGyfFDMY2pSi5WLluFDx8+YNvWHfIWnujWOGjowBj3z5Y9u+wCWbJISZnZ7/OnzzLj4cKZf8v1IvPhf0v/wchhf2Dc6PEICQ5B/gL5MHvebI0+LyJDF+kbyN/fXwZSijCF6n545mZmyOmYC2PGj9ZmOYmIiEgP+XsH4tXddwjyD4K5lTlyFs4CqzQWkbZ7+eIVnjx5jOYtm+H2rdtymYWFBQICAmVLTbUa1aALunTvIhNLRMXG5keq9aMnD8Pa+udcWwMG9UcK4x+di6yt02DS1Iky5fr7d+9hbWMjl4VXslRJnL5wCh4en+R1mzbn7SIyVCZRDeQUY6VE83Sndl1w8Oj+pCkZERER6S0PV0+c3ngdd04+Rcj3UNVyEzNjFK2RD1XalUD6bLaq5Tu270ChgoXw54K5EY4jMhOLlhtdCarSp08nbzERXfYi7JMhfaRtRMtctuzZYj0XESVxogoRXDGgIiIiosT28o4b1ozei5DgUBSpnhfFauVH6rRW8Pnqj1vHHuP2iSe4f/Y5usxsjFxFsqrmYerU6ccEuOF17d5FZtILCwtDk6aNVa099RvU47xMRKQ1Roof+TZ1gshuM7TPSCxYMge2dj9/vUpsLs/eIkceB40dn5IH1rNhYD0bBtazbrVQLey1WQZRPec1g23myF3TPN97YfnwXfD95o+BS9uqWqxYz4aB9WwYXPTsejvGyX+JiIiIEtOZTTcQGhIabUAliOU95jXFn53Wye1b/lETt27cwpUL15HjaTaZeEHMU6WOzRu34Pv370hhZAT7dPYoW64sbNL+aM0iIkrSlOpERERE8UlKIbr2iS5/0QVUSnaZbVC4Wl5cOHwN9Ws1xMB+g3D9+jUcOXwEPbv1lmnJ1TFj2kw5X9WzZ89lN8GK5Srj4YNHrDwDJzpq6VBnLdIBbKkiIiIirRBZ/kRSCjGGSh3FauXD7BUT4VQ0H3bt34mPrh6q7kLHjh5Xbbdt63YE+AfA0soShQsXipToQYy7KluujLwvArK1q9diDlOMGywRTA0bv0Henz+1A4yMjJK6SKTPLVVBQUFylnJG8URERJQYRNp0QYynUofLu5f4GvQJXVv3hIWFeYR1tWrX/LndKxe8fPESVy9fQ9uW7bFx/aZoj5k6dWrZHZAMO6Bavu6UvIn7vNYljbZUeXl5o16t+rC3t0O5CuVQoVIFVKhQHpmzZE6UExMREZFhEfNQCSLLX0Y1tn/88AksjVMiQ6aMkVqlhAaN6stsxSNHj1Ctf/b0Gdq0aId2HdqqWiCOHjmGp0+e4tXLV9i/dz9WrIk4BycZXkClpLzPFivSWFAl5jY4ceYYzp+7gAvnLmDy+Cnw8/OTA0MrVCyPKlUr68ycEERERJT0xMS+Yh4qkTY9d/GY51gSXj94B+MUxnK/8K1Svr6+sjWqaLEiMqgKDAzCxfMX8PGjO0JCQuDn74fPnz8jXbof8zSJSXKhUMjHew/uQQEn9bofkn4HVEoMrEjjY6occzvKm+iLHBwcjFs3b2Pj+o1Yv3YDDh08LCcJJiIiIlKHVRoLObGvSFZRs3OZGJNVfHn/DV6vg+Af6gOF8c/JgZWtUls2b/2x3ZcvaFSvCRwcHJDjt+xyPitxAe3t5aMKqsKPqSLDE1NApcTAijSeqEJ0A7x88ZJssRI38WtPseLFUKNW9QSfnIiIiAxLlXYlcO/MM/zTbysqtykGuyxpZUuUCLjCB1Qrhu9GZutsyBiSCQsXLMLocaOiPN7li1eQJUtmbNnxYxzVu3fvsG7NeijAzG6kXkClxMCKNBJUeXt7o1O7Lrh/7z6y58guu/yNmzhW/tIjBnkSERERxXXi39MbryMkOAxB/n448N95udzY1Bj5SueAU8VceHnbDXdPPYWJqTG6zWqGNimqomvHbrhz5y7y5cmPjFnS4/atO7C3s4OtnR0sLS3x4P5DzJoxGymtUuLwoSMwMzfTyYpZsXQFmrdsjrS2aZO6KAYXUCkxsKJED6pE9r87t+8gc+ZMqF23FipWqogSJYvLZnUiIiKiuHh5xw1rRu9FSHAoitbIK9OqiyyAImmFGGN1+/gTPLr4CimMjeQ60aKVPpstgKw4feEUDh88jJvX7sjrk0aNG2LRf3/D3PxH4ov1m9fhxPETMpj6Z/FCmczC2jqNXNeufVtkzJghWVXWgX0H4ePjg7bt20RY/u+ixahSvWqEoCq6bSnxAyolBlaUqEGV6Id86doFXDj/o9vfwL6D4O/vj9JlS6FCxQqoXKUScufJHa+TEhERkWG1UK0etVcGUT3nNYswlkrk9RNJK8QYq2XDd8L3a0C4gOoH0UOmVZtWKFWsrGqeqvCKlygmb0qjxvyhuh9dt8GkEhgQiNF/jEFQYBCqVquCjOEyGyZkW0qcgEqJgRUl2jxVgkifLr7EFv23EDfuXsO2XVuQJk0aTJ8yA21btY/zyYiIiMjwnNl0A6EhoZECqvDEcrFebCe211dHjx5D1qxZUalKJezetSfe23p4fMKmDZtlFkSZ3ZCIkm9QJYgPqmhGHzJwqOzTvG/PfmTIkAH16tfVTgmJiIhIZ/l7B8psf0Wq540x259gl9kGhavllduL/fTRzu275PxaDRvVl/fjs60IqOpUr4trV6/hyeMn6Na5B16+eKWF0usGMT+ZmHeqZ6f4T/0j9uXcVZRok/82bdhMTpSXMmVKlC5TCv0G9kPFShXY7Y+IiIjU8uruO4R8D5XjpNRRvHZ+3DzySO7nXDGXXr3K7h/dcfH8RUydPhn26ezxx++jce/uPRQqXChO2967cw958+XFX4sWqJKL+fn6JcEzSv6BlRDXboAMqChRgyoxCXn9BvVQoVIFFCteFKampvE6ARERERmuIP8g+b8YT6WOVDZWEfbTJ6ILn5NzAZlVWRDjpEQLVFRBVUzbFitRFNOnfMCMqTNRqXJFlChVEmky/0jMQQkLrBhQUaJ3/xNjp4aPHCZbqERAJWYoFwP/iIiIiNRlbvUjQ5/I8qcO32/+EfbTJyIoEhkLF/31j7wFBwfLYRXi/7hsa2tri8PHD8lrtNOnzqBWtdq4dfN2kjwnfeoKyICKNDamSgRR27fuQI0qtZAvVwHkcyyAJg2ayeZoIiIiotiIiX1NzIxl2nR13Dz6WG4v9tMFYuzXg/MvcfPoI/l/dGPBRNc9MaSiZKmSMi28uOXLnw8hoSE4dfJ0nLZ94/JGTm5cvWZ1jJ80DnXq1sbe3Xu19Iz1M7BiQEUa6/4nLF28DH/Onifng+jQqT2+f/+OSxcvoWO7zli9fpVMq05EREQUHas0FihaI59MPiHSpseUrOLL+29y4l+xvdhPFyYyvnPyqRwzpiQCQlH+X9PCi5anKlUrY+ToERGOI8ZDiXW169RSe9tuPbqiR9deKFe+LExMTOSyeX/N1ejz1eeugNEFVOvXbpDXvr8Sc7Z27PzjWNE5e+YcXjx/EeW6TJkyol6DevF4FqSTQZVopVq2eLmcXK9uuEx/vfr0lIHWssXLGFQRERFRrESAcf/scywfvgs95jWVWf6iCqhWDN8NE1Njub2uTGQsshpGmsj4xBP5fLvMbIxcRbLKfRyyOaB5y2aRjiUCpL179snrrh69u8PWNm2s24puf+s2rsHxY8cRFPgdW3Zski1ZFPfAKqYWqvfv38u5wsI7cfyk7JYZW1Dl+cUTbm/d5P2bN27C18cXlatWlo9FIEz6x0gRzUCpb1+/oWzJ8nj0/EGkN5pI29mpXSdcvHYB2iTeoEP7jMSCJXNga/fz15/E5vLsbZSTC5J+YT0bBtazYWA9J3/hAxGRNl1k+RNJKcQYKtHlT7RQiYAqfCCSHOtZtFAt7LU5yomMlTzfe8kAUjy3gUvbRmixothpup6VkwMLcUmbfu7sefTp0Rfbd2+TSURu3rglx7ilT58ON27clC1QFStVjLTfrBmz4fb2Hf5ZvFA+9vX1xaWLl+Hj7YPSZUsja1bd6Oqa2FySwec5MUUbKltaWcrkFB7uHsiQMUOEda5v3iB1mtTaKB8RERHpAREoiQBDTOwrWnJE2vTYuszp8kTGokXuz07r5PatRv3s2kfJq8VK3YDKze0dBvcfginTJ8uASjh98jSOHjkGS0sLFHAqIMe7tWnXGsN+HxrtcV6/ei2H0eRyzAV7e3uZwXHR4oWyKyfpaVAlmjbFnFR9evbDpKkT4OTshJCQUFy+dBljR41D85bNtVtSIiIi0mkiYBIBRoN+leQ8VCJtusjyJ5JSJPcxVAmZyFg8X114foZE3WBKCAwMQt+efVG/YT20aBXx+jdFCiPs2rdTdum7fOkKhg8eHmNQNX3KDDRr3hTDRvzY5tjR4zKwOnBkXwKeDSUHMXbqnDF7Ovr26o/G9ZvC2NgYYWFhsslUzF/Vf1B/7ZWSiIiI9IYIMHRxYl9OZGyYJoydABMTU0yYPD7SulKlS6nGSOXKlROfPn2O8VhXr16TrVRrV6+T19T+/v548viJ7B3GsVZ6HFRlzJQRu/btwNUr12QGEzMzUxRwdoKzs5P2SkhERESUDHAiY8OzacNmnDpxCgeO7JdZ/34VIRAyMpINENERQVTw92B8/vwlQlZBkfQiJJhBla4zUad5tEzZ0vJGREREZKjCT2Sc0cAnMjYEd+/cxbTJ07Fy7QrZ0JBQ4pq6UOGCKFGyONq2b6NaLuYks7Bk91C9CqpEE+SaVWvV2jFlypTo3LWTpspFRERElGwnMs5dPJveTWRMP4mWpL49+yF3Hkc8evhI3sJr37F9vF6ucRPHonuXnjJgy5o1K+7duw9zczMs+u9HZkDSk6AqICAA61avV2tHO3s7BlVERERkMPR1ImOKLCw0DLXr1pb3lfNNRVgfForiJYohKFw3PisrS3Tt3iXStiVLlkDu3Lnl/UKFC+Hg0QM4fPAwPn/6LBNf1KxVg1Wgb0GVnZ0drty8lHSlISIiIkrG9G0iY4qa6I43ccqEGF+eqtWrRnicKlUq2RL1q+o1q0d4LOa1Ym8v/cMpnYmIiIjikBZeTFAsJjIW81DFNpFxcp93i4gSB4MqIiIiIgOcyJiIEg+DKiIiIiIDm8iYiBIXgyoiIiIiA5vImIgSV4pEPh4REREREZFBiTaoCg4OxoP7D+K8joiIiIiIyJBEG1R9/foNXTp2i/O66Jw/dx69uvdBxbKVUb92Q8z/c4GcbJiIiIiIiMjgxlQFBgTAyspK7e3v3L6LZYuXo2OXjsifPx/evnXD6JFj8OzpMyxZvjg+RSAiIiIiIkqeQVVAQADWr90AX19fBAYEYtmS5RHWh4SE4PKlK8iVK6faJylcpBDWb16neuyQzQG/jxyOQf0Hw8fHB6lTp07o8yAiIiIiIkoeQZXokicCKUWYQnU/PHMzM+R0zIUx40erfRIjI6NIywIDA5EiRQqYmpjGt+xERERERETJL6iys7PDjTvX8OXLF3Rq1wUHj+5P9JN6e3vjn4X/om79urCwjH4uhwD/ANlypvTt67dELwsREREREVFCGCkUCgW0KCgoCN0798CHDx+xc8922KS1iXbb3dv2Ys/2yEHdsJFDYW2dRmNlDAsNQwpjZpvXd6xnw8B6NgysZ8PAejYMrGfDEKYH19s58jioH1S9dX2Lc2fP4/279wgNC1UtT5UyFQYM7h/ngKpPj7544/IGW3ZsRvoM6WPcPqqWqsmjZ2DBkjmwtbOFprg8exvhRSL9xHo2DKxnw8B6NgysZ8PAejYMLnp2vR1j9r+Tx0+if5+BsLOzhbu7B7JkzQK3t24ICwtD2XJl4hRUff/+HX179oPLaxe1AirB0spS3oiIiIiIiJKrGNvcZkybhXETx2L3gd2ym97Zi6dx5sIp5M2XF/Ua1FP7JGKy4H69B6gCqgwZMyRG2YmIiIiIiJJvUBUYGAQ3Nze0bd8GKVIYISQ4RJUOfcKkcdi5fZfaJ7l08TJOHDuBjx/dUadGPRR1Lq66PX3yNHGeCRERERERUXLq/icy9In5o4yNjWFtbS3nrRJjoszNzZHVISs83N3VPkm58mVx6/6NKNeJYxMREREREenlmColU1NTZM+RHdu2bEe7Dm2xfesOZMyUSe2TiP1tbTWXWIKIiIiIiCjZdf8zNTFBAacCqseDhw3CpPGTkTtHXiz+dwn69O+trTISEREREemUJg2ayQza6qhbsz6uXL6q8TJRErRUpbVNi3Ub16geN2rcUAZZjx4+gpOTE3I55tRgsYiIiIiIkr8BfQfJjNlXblyCtc3PYS2hoSEyY7bw4vkLTJ8yA3du30Wq1KlQp25tDBg8QDXvamhoKLQ8dSwlsjjNuOXomEsGVwyoiIiIiMjQeXl54/ix4zKR2/59B6LdrkeXnsj+Ww4cO30E23ZuQcZMGbFz+06tlpU0S7enMSYiIiIiSiL79+6Hs7MzunTrjF07dke5jaenJ1xc3qBP315Ily4dMmXOhO49u6Fbj64Rtrt5/Sbq124os2MPG/w7AgICtPQsKDEwqCIiIiIiigcxxVCDRvVRt14d3L93H69evoq0Tdq0aWVL1t8LFuHFi5fRdvPbtnU75v01FweO7oPrmzf4c/Y81okOYVBFRERERBRHL1+8wt07d1Gvfl2Zi6Bs+bJRtlYZGRlh45b1CAoMROtmbVDEuRh+HzoCHh6fImzXu28v5MufD1myZMHI0SOwd88+1okOYVBFRERERBRHYkxUydIlkSFjBvlYtFjt3rk7ypaobNmzYf7Cebh57zr2H9qLr55fMaDPgAjbiHlgVdtny4bPnz4jJCSE9aJP81QREREREdEPIqvfnl178OHDR+TKllv1sogsfpcvXUG58mWjfalEgNW9V3d0bt9FBmCiJUt4/+69apt3bu9gZ2cHExNequsKtWrq0cPHePHiBczMzJA/fz45ETARERERkT7x9w7Eq7vvEOQfBHMrc+QsnAVWaSwibXfpwiV4en7FrXs3kDpNatXyoYOGyXFW4YOqT58+YdK4yejRuwfyF8gPr2/fsH7NehRwLqAKqITlS1fI/UTK9T/nzEf9hvW08IxJK0GV+0d3DBk4DJcvXVYtE5XfvGUzTJ81Debm5olWECIiIiKipODh6onTG6/jzsmnCPkeqlpuYmaMojXyoUq7EkifzVa1XARO9RvWl2Opwmvbvi16du2FqTMmq5aJjH+ia+C0ydPx8MFDWFhYyG6Di/79O8K+DRrWR7fOPfDh/QdUqVoZI0b9rtHnTFoMqoYNHg5fXx9s2bEZzgWdEPw9GFevXMWk8VMwf+4CjB43KpGLQ0RERESkPS/vuGHN6L0ICQ5Fkep5UaxWfqROawWfr/64dewxbp94gvtnn6PLzMbIVeTHuKc//5qLFCkipyYQLU13H92W3fb2HNit2qZu/bryFp3Dxw/KbYeNGKrBZ0pJElT5+fnh0sXLuHz9opygTKlOvTqyG+DUSdMYVBERERGRTrdQrR61VwZRPec1g21ma9U6cfWbu3g21OxcBsuH75KB18ClbWWLlbGxcbTHVI6DimmbX8VlW12k+H/yjvDdHQ0m+5+pqSlSpUqpymgSXvYcOWBuEbl/KRERERGRrjiz6QZCQ0IjBVThieU95jWVLVlie4p7QDVs/AZ5i26OLr0OqkRrVC5HRxw6cDjSul07dqFY8aKaLhsRERGRXggMDMLG9ZswoO8g9OjSU/b4uXf3XpyOcerEKbRv3UFOIEuJk5RCdO0TXf6iC6iU7DLboHC1vHJ7sR/FLaBavu6UvOlzYBVt97+AgAAUcMqPQf0H4+D+g3Au5Izg4GBcvXxVpoocOnwI1q5eJ7e1tLJEq9YttVluIiIiIp3g4+ODNi3ayTTc7dq3QcbMmeD6xhXjx05En769YhxrE97qVWvx8MEj7Ni2A6PG/KHxcus7keVPJKUQY6jUUbx2ftw88kju51wxl8bLp08BlZLy/vypHWBQY6r27zsAq5RWOH/+grwpiVSPy5etUD1OZ2/PoIqIiIgoCiK5l5i/aP/hvXJ4hVL3nt3g5eWtyiYnegKJZAVZHRzQpVsn5M2XV7Xtxw8f5Q/bc+bNwqzpczBy1AhVEgQ3t3dYsXSF/L9o0cLo2aen7HFEMRNp0wUxnkodqWysIuxHcQuolJTLBnWsDIMIquzt7XH/8V3tloaIiIhIzxw+eASDhw2KEFApWVunkf+XLFUCGTKkR5hCgbu376Jls9Y4ff6knABW2LVzt9ymYeOGMjX3xQsXUbFSRbmuV7feKFW6JNq0bS27FM6bOx+jxzJDc2zEPFSCyPL3MyVb9Hy/+UfYj+IeUCmJdT7ffLF8UR+9SV7BaZqJiIiINES0UH38+BHZs2dTLVO2SglVq1WRk8Jmy55N3oRKlSvi9avXclx7x84/uknt2rFbtmyJLHEiE7M4hjKoeuvqihWrlyFzlsyoUas6/P1/XPxTzMTEvmIeKpE2XWT5i83No4/l9mI/in9ApbRl3zWktkkluwLqQ2AVa1D11vUtzp09j/fv3iM07OdkaKlSpsKAwf01XT4iIiIinSWCINEVz8fXV7VM2Sq1Yf1GPH/+Qi7z9PTEmlVr8eTxU/j5+uLNG1dkyPQjA/Od23fh8toFderWlo8bNGqArh27wdfXF6lSpcKY8WPQsV1n2VpVvkJ51Kn3YzuKmVUaCzmxr0g+IdKmx5Ss4sv7b7h76qncXuxHCQuoohpjpeuBVYxB1cnjJ9G/z0DY2dnC3d0DWbJmgdtbNznQsmy5MgyqiIiIiGJRqHBB3Lh2A7Xr1JKPla1SJ0+cUrUq9e3VH5kyZUSz5k2QMlVKbN6wBYEBP7LM7dy+U3YdHNB3oHwcFqaQCcUOHTwsx7S3bd8GLVu3wMMHD7F21Trs2bUHK9YsZ72ooUq7EnJiXzEPlUibLrL8RRVQrRi+GyamxnJ7SpyASt8Cq2hTqgszps3CuIljsfvAbtiktcHZi6dx5sIpOXCyXoN62islERERUTIjUms/OP8SN48+kv9Hl2q7b/8+WL92g0yJHp5oaVJ68vgJevTqLrv2FSlaBE+fPpPLv3//jv17D2DAoH7yOOLWf2BfGUSJLoAiVfu2LdvkhLOFixRG63atceeO5sfElyleTvZkisv2ubLlhmP2PPL+2FHjVEFjUhIT+XaZ2ViOl/qz0zpsmXEUz2+64sPLz/J/8VgsF+vFdmJ7SryASkkf0q1H21IlPqRubm7y14+vX78iJDhELnfI5oAJk8Zh7ux56NCpvTbLSkRERJTkPFw9cXrjddw+8RShwT+HRhibGqNYzXyyNSP8xXf1mtUxdcYU/D50JCwtLeTYp48f3ZEmTRqMnzRObiOut9q17oA8eXLjw/sPyJQ5k6rXkMjy92tGP3E9VrVidTle6+aNW5g3dwEcHLLK7oSDhw7S+GsQEhoiey7FZXsx7qvi/8eL9e7eB/8s/Be//zEcSS1XkawYuLStnNhXdAUUadOVxBgq0eXv1zolUjuo8vb2RurUqWVfYGtra/lrSlBQEMzNzZHVISs83N2j25WIiIhIL72844ZVf+xBcGAwfv1RXQRY1w8/xN3Tz9BtdhN5sa4kWpaaNm+CJ0+eIiggUF5LZcj4Y8yUIOadat2mlbz+csztiM+fPsskF8KGLesjpUjPniM7tu7cDCsrK8z+cxY8PD7h7RtX/JbrN9jaav/iP0/OfBg/YSzWrlkvy16vQV1MnzUtQncuoxQpZIta7jy5UaNWDTx6+DN4SWoiYGo1qhYa9Ksk56ESadNFlj+RlIJjqGIm6nj+/+edim9rVc9O1XS++59a2f9EP17x4d22ZTvadWiL7Vt3IGOmH7+gEBERERlKC9WqkXsQHBQSKaBSUQDBgSEy8Bq8vF2E1g0RUDg7O0V7/N9y/qa6nzJlyljLU7JUSdX99OnTyVtSCQ0JxZnTZ7Fh8zo53qtdqw44efyUzEYYVRK0UydPR7kuqYkAihP7ajew6qkHAVWMY6pMTUxQwKmA6rGYX2HS+MnInSMvFv+7BH3699ZWGYmIiIiSnOgeFhwUHOu4D7H+e2Cw3N6QjBj1OzJmyiiDwyrVqshxYuF169RdjqtqWLcxChUqiIGDByRZWUlzgVXPTtUMLqCKsaUqrW1arNu4RvW4UeOGMsgSTbVOTk7I5ZhTW2UkIiIiSlIiCcWt40+ib6H6lQJye9GdzFC6j9n+f6JiwcLCHIGBERNRrFyzHJWqVJJDS0g/GcWhxapNo1IJDqhEF9nk8n6K0+S/jo655I2IiIjIkIhxNuGTUqhDbC/2Y3eyn2OqkssFMCVtYNWzUzUM6lg5QQGVGEdYtkQ5vHR9LpOmRJc4RZxDG++7OAVVRERERIZIJC7Q5n5J1RrHJA2k6cCq5/+7/L157hZpv48fPmLOrD9x5tQZmSTvt5w50LFzR5kdM6bAaMqkaVi/Zr2q+624iayZQgGn/Nh/eF/SBVViZu+mDZtHu6No1nV0dESX7p0jDJQkIiIi0jciE5w290vOKeKJ4htY9YxhDNVXz69o1qg5ihYrim27t8opAlzfuGLdmvV48fyFnCc3OpOmTJA34b9/FuPK5asRhjFpQ7RBlYWFBUqULCFn8a5YqQKcCjoh+Hswrl65Jmfs7tSlI549fY42Ldph174dcsI5IiIiIn0kUmuLICMuXQDF9mI/fUwRf/XmZVVLgPDs9ZMILQnK+bei254ML7ASYhpDtWLZSqROkxqLFi9UvVdE+n0xx5ty/NS0ydOxY/tOOd1T+47tEBvRJXDp4mXYsG4jvn39hvIVy2PmnOmwCzf+L7FE++4W8x68dXXFnwvmYv3mdXL+BPEBOXBkHzp36yz7xW7evhFdunXGv4sWJ3rBiIiIiJILkWxCtNqoPQTECHL75JykQpUiPlC9FPFieyURQIW/OP61a5a4KA4fRP26PRleYDU/lqQUFy5cRO26taMNvjeu34hzZ8/jwOF92L1/J06fPB3ruTeu24g9u/Zg7YbVuH7nKjJnzoSxoyIG/BoPqvz9/XH/3gM0a9E00roOHdvh7Kkz8n7zls3x8sVLjRSOiIiIKLkQ3eBMLUxjDQ7EejMLU7l9csYU8aQtRkZGsX5uvL5+Q/r06aNdf2DfQfTu10vOnZsuXToMGzEs1vNu2rgFQ4cPkRNqW1paYvjIYXL+tODgYGgtqBJNbCIVptc3r0jrPNw9EPr/DBspUhjBysoy0QtGRERElJyIcUWiG5yphYlsiYqSEeR6sV1yHocU3xTxYj8iTUhraytjjOiIdVkyZ1Y9zurwsztqdN6/f4/+fQbK+dEcs+dBEadiskvgJ49P0FpQlTp1ajlQbGC/QXjx/5YoUYgb129g3OjxqFylklx29sw5VKhUIdELRkRERJTciHFFg5e3Q8m6TnLMVHjisVgu1ocff6RvKeKJNKFipQo4dPCwbNiJSvqMGeDm9jNjoEhiEZvMmTNj5doVMu16+FvmLD+DM62kVJ/311wZ3dWoXBPmFuYICw2TzWVVq1WRs2aLdIXm5uYYMKh/oheMiIiIKDkSLVCtRtWSE/vqagpyQ0gRT7qle89u2L1rD/r26o+hwwfLlqg3Lm+wfu0GdO3eBQ0bNcDS/5ahWPFisEpphXlz5sd6zA6d2mPW9FmwtU2L33L+hsePHmPThs34a9EC7QZV4uQHj+7H5UtX5LgpMzNTFHAqgIKFCqq2EYkqiIiIiAyNCKB0dWJffU4RT7rJ2sYaO/fuwII/F6Brx+5ynqpcjjnRoVMHmU5dZAJ0e+uGti3bIY21tQyY7t+/H+k4ItGF8f+TXbTr0BZhoaH4fehIfPjwQcYxI//4XSPlN1KI5iYd4fnFE0P7jMSCJXNga6e5fsouz94iRx4HjR2fkgfWs2FgPRsG1rNhYD0nHjE2akrTZXFOET9hdy+Nt8axng2Di55db3PCACIiIkpWovu99/v371ovi77SxxTxREmJQRURERElC7t27EbVCtWQ57d8qFK+KlavXIOQkBC57tOnT2jUuFFSF1Gv6FuKeKKkxKCKiIiIktyjh48x5o+xmDB5PJ68fIT1W9bjretbPHv6XK4X89Ls27svqYupV/QpRTxRUmNQRUREREnu4YOHyJkrJ6pWrwpjY2M4OGSVAVYBp/xyvYfHJ9SpWyepi6l39CVFPFFSizH7HxEREZE2FClaGC9fvsSKZStRs1YNZMueLdZuaZQ49CFFPFFSY1BFRERESU6kS163ca0Mqv5d+B9MTE3QslULDBk+GGZmZkldPIOgyyniiZJVUOXp6YmmDZurtaOtrS1279+pqXIRERGRgSldppS8CQ/uP0D/PgNhaWmJgUMGJHXRiIjUD6osLCzQouXPoMrF5Q12bt+JcuXLomDhggj+Howrl6/K2Yibt2gW85GJiIiI4sm5oLPsBnj//gO+hkSkW0GVlZVVhF+DWjVrjZlzZqBt+zYRdpowdiI8v37VXimJiIgo2Xt07A/4fnocp31SpcuPArVmY/fOPbJ1qmmLpnBwcMDTJ09wcP8hdOzSQWPlJSLS+Jgqf39/3L/3AFt2bI60rlOXjujZtRcwZUKiFYSIiIh0mwiofD49Rup0PzL2xUZsq1SvQV18+/YNo34fDVdXV5lCvWWbFujdt5dcL3JWcGwVEelcUBUWFobAwED5BSfGT4Xn/tEdYdHMdk5ERESGSwRUpdqrN5/UtY0/J/M1NzdH1+5d5C0qIsg6cvhIopWTiEgr81SlSpUKxUsUQ79eA/Ds6TMoFAqEhobi2tVrGDtqHKpWq5KoBSEiIiIiItK7lOrz/56H/n0GoFa1OjC3MEdoSChCQkJQq04tjBj1u/ZKSUREREREpItBlZh4b9+hvTLj38sXL2FmZooCzk5wdnbSXgmJiIiIiIh0efJfMZt52XJl5I2IiIiIiIjUHFNFRERERERECWypev/uPWZMm4XbN2/B28cnwrp09vY4df6kGqcgIiIiIiIy0KBq8IAh8PHxRccuHWU2wPAsLS01XTYiIiIiIiLdDaoCAwJx+9YdXL99FWlt02q3VERERERERLo+psrYxBhWKa0YUBEREREREcWnpcrU1BT58ufD5UtXmPmPiIiI1OLz6TGubWyk9rap0+XnK0tE+htUBQQEIE+e3OjZtRfatGsNh2wOEdZbWlmiVeuWcT7h61ev8fnzZxQvURwpUjD5IBERkb5IFccASQRUcd2HiEingio/Pz/s3bMPRimMsHXLtkjrRfa/uARVx4+dwPIly/H06TN4ffPCw2f3kTJlyviXnIiIiJKVArVmJ3URiIiSV1Blb2+P+4/vJtqJnj19hmEjhsHLywu9u/dJtOMSERERERElJa31v+s/sB/KlC2trdMREREREREl/TxVwlvXtzh39rycCDg0LFS1PFXKVBgwuL+my0dEREREpDd279wDXx8fOQ8sGUhQdfL4SfTvMxB2drZwd/dAlqxZ4PbWDWFhYTIjoKaDqgD/AJkwQ+nb128aPR8RERERUWhoKA4eOIRzZ87B29sHDg5ZUatOLZQuU0qtF+fUiVM4fOgIAgICUaJkcbRp1wYWFuZynYuLC756fuWLbEhB1YxpszBu4lj5JqpXqz7OXjwtW656duuNeg3qabxwRw4cw57t+yMtf/vqA7y/+GnsvGGhYXB59lZjx6fkgfVsGFjPhoH1bBhYz4Yhqes5JCQEo8eMhqurK5o1a4ZCTkXg7uGOGVNmoXLlymjWtFmM+x88eBBLly1Fp46dYJ/OHg/uPkDHvZ0wd+6fcv23L97w9vI1+GvNMD243s6RxyH2oCowMAhubm5o274Nvn79ipDgELlcpFafMGkc5s6ehw6d2mu0oHUa1ELl6hUjtFRNHj0DDjkzwdbOVmPnFRUc/kUi/cR6NgysZ8PAejYMrGfDkNT1vGLpCrxxdcHJs8eROnVq1fIRGCZbmNLapsXZM+ewcvkqGBkZIXPmTGjVphWKFisit7s84SL6DeyDPv16q/YVma+tbazlfRu7NAhDCM5fOoOrV68jR47s6DewL6ysrGBIXPTsejvaRBXe3t7yjWRsbAxra2v4+voiKChIrsvqkBUe7u4aL5yYC0sET8qbTVobjZ+TiIiIiAzXwQOH0aZt6wgBlZIIqAQxl2u3Hl3RpVtn5PgtBzq174yXL17JdeKa9f69B6rrZkEZUCnt3L4L9+7dR526tXH3zl1mxjaERBWCqakpsufIjm1btqNdh7bYvnUHMmbKFKcTub5xhbu7O148fyEf37p5CxYWFsiTJ0+kNxoRERERUVJ49+6dvO5VUrZKCYUKFcTvfwxHpsyZ5E2oWq2K7NW1e+duuW7k6JEYNmgYihUsgYKFCqJ8hXLo2LlDhMaBbNmzYe78OfJ+5aqVULZEeTx+9Bj5C3AybL0LqkxNTFDAqYDq8eBhgzB04DBMHDcJKVKkwOLl/8XpRMeOHseRQ0fkfTFg7+/5C+X90WNHoXjJ4vF/BkREREQ64PTJ01j831I8uPcAJqYmsrWjS7cuqN+wnuxGRsmDubk5/Px8VY+VrVLiOla0Lgn+/v7YsG4j7t29Dx8fH5kl29nZSa7LmjULtu3aio8fPuLu3XvYumkrtmzeiiMnDqlavwoVLqg6vliWyzEnXr96zaBKH4Mq0by5buMa1eNGjRvKIOvRw0dwcnKSlR8XPXp1lzciIiIiQ0yjPX7MBIwc/Tv+XrQAqVKnwrOnz7FqxWp5gS1aLih5EK1RN67fRKcuneRjZavUs6fP8P79B7ls3Kjx+PzlC5q3aIo01tY4duQ4vn2NmNEvY6aM8lajZnUULVgc165cQ/Wa1eU6P9+ICdd8ff2QMlUqrT1HSuLJfx0dc8ngKq4BFREREZGhEtnkpk+dgeEjh8kLdXGBLlonipcohn+XLFIFVCIJwpCBQ2W3MdEd7N9F/0GhUCR18fWGv3cgHpx/iZtHH8n/xeOo9OzTE0cOHcWeXXsiLPfz+xkIPXz4EJ27dETjpo1l9z7RyqS0ZdNWfP78WfX45YuXMoiys7eP0KXww/8DtKtXrsn7IpgjPR9T9ejhY7x48QJmZmbInz9fhH6mRERERBS9p0+e4fOnz6gfy3Q0A/sNknOCiqxzXl5e6N2jD7Jly4aGjRvw5U0AD1dPnN54HbdPPEVocKhqubGpMYrVzIcq7UogfbafWaWLFC2MRYsXYsLYiZgzcy4csmeTAa9IPDF67B9ym5atW2LwgKFwKugk53AV9RY+F0Hj+k1lojeRP0D08urctZM8rlKevHnQqnkbpE+fXo6lGj9pnCoJBulhUOX+0R1DBg7D5UuXVctEn9/mLZth+qxpss8pEREREUXvq6envH4ScxYptW7RFlcvX5X3Fyycj2LFi+L69RtYuXaFvL4SF9i9+vTCoQOHGFQlwMs7blj1xx4EBwbj10Y/EWBdP/wQd08/Q7fZTZCrSFbVutp1aslue08eP5UZsbNkySyzX4u8AoIY0lKrdk2ZhC137txyjNXXr9/kOnGd3KhJQ9m9MzAgADly5oCdnZ3q2E2bNUHDRg1ki6U4vphYOH2G9PwI6XNQNWzwcPj6+mDLjs1wLuiE4O/BuHrlKiaNn4L5cxdg9LhR2ispERERkQ5Ka2sru/GJ1irlxfPWHZvl/3Vr1pf/v3N7h6DAIBTI7Sy3Vd4Kh2vdoLi3UK0auQfBQSGRAioVBRAcGCIDr8HL20VosRLTCjk5/0za9ivRbVPZdVNk9sucJXOE1qro9hUp2JVEF1DS86BK9Bu9dPEyLl+/KAfZKdWpV0d2A5w6aRqDKiIiIqJY5M2XR7ZSHT50RHYDi4potUhjnQa379+UF/OUcGc23UBwUOQWql+J4PV7YLDcvtWoWnzpKZFTqpuaIlWqlMiQMUOkddlz5IC5hUX8zkhERESkYx4d+wO+nx7HaZ9U6fKjQK3ZMDExwdjxYzBh7ATZfaxmrRqwSZsWT588gafsGgj8lvM3FCzoLMfxDB42GGampjh96oxs3erZp4fGnpe+Ekkobh1/EmtApaKA3L5Bv0qwSsNrXErE7H+iNSqXoyMOHTgcad2uHbtk318iIiIiQyACKp84BFVi2/BBWNPmTbDw37+xf+9+VKtUAyWLlpIp1vsP7Iu69evKbf5ZvAjfv39H/doN5Dbnz55H42aNNfJ89N2ru+8iJKVQh9he7EeU4JaqgIAAbNuyXfW4gFN+DOo/GAf3H4RzIWcEBwfLQZWXL13BmHGj43VCIiIiIl2UOl1+lGq/T61tr21sFGlZ1epV5S06IjnF3PlzElRG+iHIP0ir+xGZ/DqO6s858yK8KlYprXD+/AV5UxIT1m3euJnN0URERESU7JhbmWt1P6IIQZW9vT3uP77LV4WIiIiIdFbOwlnkPFRx6QIothf7ESXqmCoiIiIiIl0kkk2IiX1FEhC1GEFuzyQVFF8MqoiIiIhI71RpVwKmFqZy4uWYiPVmFqZye6L4YlBFRERERHpHTOTbbXYTmFqYyJaoKBlBrhfbhZ/4lyiuGFQRERERkV7KVSQrBi9vh5J1neSYqfDEY7FcrBfbEWlk8l8iIiIiIl0nWqBajaolJ/YV81CJtOkiy59ISsExVJRYGFQRERERkd4TAZRzxVxJXQzSU+z+R0RERERElABsqSIiIiJSg8+nx7i2sZHa26ZOl5+vK5GBYFBFREREFItUcQyQREAV132ISHcxqCIiIiKKRYFas/kaEVG0OKaKiIiIiIgoARhUEREREZFBmDVjNub/uSDO+61YthLlS1fEG5c3GikX6T4GVURERERkEL56fsW3r9/ivN/GdRthZGSEnTt2aaRcpPsYVBERERGRQRo9cgzWrFqLoQOHoXb1OhgycGikoOvm9Zv4+vUbxk8ah107dkOhUKjWXbl8Fe1bd5D7jh8zAb6+vknwLCg5YFBFRERERAbp8+cv+Ofvf1C7Xm38/c9f+PjBHQv/WhRhmx3bd6FOvdqoVr0qfHx8cPXKNbk8LCwMvbr3RuNmjfHP4kXIlz8f1q/dkETPhJIas/8RERERkcFq36k96tStLe937dEFy5csV60LDAzCwQMH8d+Sf2BqaoradWph145dKFO2NEJCQvA96DsqVaqIjJkyInee3DLQIsPElioiIiIiMliZMmVS3U9pZQU/P3/V4+NHj8PUxBRly5eVjxs0aoBDBw4jICAAZmZm+HPBXPTo2gud2otgbIVcToaJLVVERERERFHYuWMnfP18UalcFflYERYmx00dPXwUTZo1QYNG9eXt06dPWPTXPxg8YChWrF7G19IAMagiIiIiIp3m7x2IV3ffIcg/COZW5shZOAus0lgk6Jge7h44f/YCVqxZDsfcjqrlS/9bip07dqNsubLYsX0nuvXoinTp0iF/gfy4fu1GIjwb0kUMqoiIiIhIJ3m4euL0xuu4feIpQoNDVcuNTY1RrGY+VGlXAumz2cbr2Lt37UHefHlRtdqPViqlLt27oHa1OggODkaAfwBKFSsDczMzmJqaYe782Ql+TqSbjBTh80Imc55fPDG0z0gsWDIHtnbx+4Cow+XZW+TI46Cx41PywHo2DKxnw8B6NgysZ8Ogbj2/vOOGVX/sQXBgMKK8mjUCzCxM0W12E+QqklU1T5WYb8omrY18/PnzZ1haWiJlypSqxBRe374hQ8YM+PLlC4xTGKu2De/9u/ewtbWFhaWFTFjh5eUlH4tjk2F+npmogoiIiIh0roVq1UgRUIVEHVAJCsj1IvAS2wtpbdNGCJLs7e1VAZVgYWEuAyrBzs4uyoBKyJwlswyoBBMTE7ktAyrDxqCKiIiIiHTKmU03EBwkWqhi7nAl1n8PDJbbE2kSgyoiIiIi0qmkFLeOP4m+hepXCsjtxX5kOKpVqoHr165r7XwMqoiIiIhIZ4gsf+GTUqhDbC/2o+SrRZOWWLt6ndrbP3n8BB3adETBfIVQvlQFTJ00DV5e3kgqDKqIiIiISGeItOna3I+SH4VCge5desLJ2QnnL5/D7v27kNUhK/bt3ptkZWJQRUREREQ6Q8xDpc39KOm67/278F/UqVEPTnkKome33nLiZeHTp8945/YOPXp3l8lE0mdIj67du6Bjl44RjnH54hXUrl4HBfMXxrBBwxEQEKCx8jKoIiIiIiKdISb2FfNQxYXYXuxHuuXYsRNYtnIJzl0+Aw93d2zesEUut7e3ky1T8+f+hWdPnyEsLCzK/ffs2oP/lv6H46eO4s0bV8yfu0BjZWVQRUREREQ6wyqNhZzYV+0poYwgtxf7kW7pN6AvsmXPJlPW12tQD0+fPpXLU6RIgc3bNuL79+9o36YjCjsVlS1RHh6fIuzfp39v5HLMiYyZMuL3P4Zj3979GisrgyoiIiIi0ilV2pWAqYVprHNDifViAmCxPekeW9u0qvsWFhZycmYlh2wOmPfXXFy/fRWHjx/Ct2/fMLDfoAj7Z8nys3VStGx98vgUaxr++GJQRUREREQ6JX02W3Sb3QSmFiayJSpKRpDrxXZie9JfWbNmQbceXXHn9p0Iy9+9+5nx0e2tG9KlT6exSZoZVBERERGRzslVJCsGL2+HknWdIo2xEo/FcrFebEdJw987EA/Ov8TNo4/k/4k1V9jHDx/Rt2c/3Lx+E/7+/nBze4c1q9aiYEHnCNstXbwcr16+gvtHd8yfOx8NGtaHppho7MhERERERBokWqBajaqFBv0qyXmoRNp0keVPJKXgGKqk4+HqidMbr+P2iacR5hQTwa4Y35bQ7phijFTjZo0xa8ZsPHzwCFZWlihdpjT++uevCNs1atIQfXr2w4cPH1C9RjUMHzkMmmKk0FTHQg3w/OKJoX1GYsGSObC101wzrsuzt8iRx0Fjx6fkgfVsGFjPhoH1bBhYz4aB9azbXt5xw6o/9iA4MBhRRhlGkOPc6g0oh/INi0FfsPsfERERERElSgvVqpEioAqJOqASFJDrDy68KLfXFwyqiIiIiIgowc5suoHgINFCFXNHOLE++HuI3F5fMKgiIiIiIqIE8fcOxK3jT6JvofqVAnL7xEpekdQYVBERERERUYK8uvsuQlIKdYjtxX76gEEVERERERElSJB/kFb3S24YVBERERERUYKYW5lrdb/khkEVERERERElSM7CWSJNwhwbsb3YTx8wqCIiIiIiogSxSmMhJ/Y1MlJzByPI7fVlkmYGVURERERElGBV2pWAqYUpjGKJrMR6UzMTub2+YFBFREREREQJlj6bLbrNbgJTCxPZEhUlI8j19QeVl9vrCwZVRERERESUKHIVyYrBy9uhZF2nSGOsxGOxXKzPkjedXr3iJkldACIiIiIi0h/ps9mi1ahaaNCvkpyHSqRNF1n+RFIK5Rgql2d+0CcMqoiIiIiIKNFZpbGAc8VcBvHKsvsfERERERFRAjCoIiIiIiIi0pXufy9evMSRg0fg7++PMuXKoFLlito8PRERERERke62VJ0+dQb1atbH69cuCA0NxYC+AzFj6kxtnZ6IiIiIiEh3W6oUCgXGjR6P9h3bYeKUCXJZqdIl0aNrL7Rs3QK58+TWRjGIiIiIiIh0s6Xq4cNHeOf2Dk2bN1Etq1q9KtKmTYtjR49rowhERERERES621L1+uVr+X/27NlVy1KkSIGsDlng8tol2v0C/AMQEBCgevzt6zcNl5SIiIiIiCgZBlUBgT8Co5SpUkZYnipVKgQEBEa735EDx7Bn+/5Iy9cs3QAzczNosruikZGRxo5PyQPr2TCwng0D69kwsJ4NA+vZMCj04Hp7wPA+2g2qUqX8EUx5e3vD1tZWtdzLyxvZsmeLdr86DWqhcvWKEVqqJo+egS69O8DW7udxEpvLs7fIkcdBY8en5IH1bBhYz4aB9WwYWM+GgfVsGFz07HpbK2OqlIkoXr54qVoWHBwMV1dXOOZ2jHY/SytLGTwpbzZpbbRRXCIiIiIiouQXVOXJmwcb129SLduzay8CAwJRu25tbRSBiIiIiIhItyf/nTNvNjq174zWLdrC3t4eJ4+fxKixf8DBIau2ikBERERERKS7QVWRooVx5sIpnD19Tmb0Gzp8cIxd/4iIiIiIiHSB1oIqQSSpCD9XFRERERERka7TypgqIiIiIiIifcWgioiIiIiIKAEYVBERERERESUAgyoiIiIiIqIEYFBFRERERESJQqFQyJuhYVBFREREREQJplAoMGz8BnkztMBKqynViYiIiIhIfwOq5etOqZbNn9oBRkZGMARsqSIiIiIiokQNqJavO2VQLVYMqoiIiIiIKNECKkMMrBhUERERERFRogZUhhZYMagiIiIiIqJED6gMKbBiUEVERERERBoJqAwlsGL2PyIiIiIi0lhApaTcR2QF1DcMqoiIiIiISKMBlZJy30EdK0OfsPsfERERERFRAjCoIiIiIiKiWImJfEXXvZ6dqsX71erZqZpeTgrMoIqIiIiIiDQeWPXU04BKYFBFREREREQaDax66nFAJTCoIiIiIiIijQVWPfU8oBIYVBERERERkUYCq54GEFAJTKlOREREREQJCqyEX1OtRxdQffX8imvXriFHHocIy29ev4n0GTPAwSErYuL6xhXPnz2Pcp2JqSkqV6kEbWNQRUREREREiRpY9YyhherJk6eYPGUyWnVoHmH5zOmz0LBxQ3Tu2inG8z169BjbNm+T993dPfD61WuUKVtaPrZKmZJBFRERERER6XZgJSRGl7/Q0FA8evgIpqamyJ0nN86dPY+y5cqiTt3a8ibs27sff837G6vWrYzQkvXhw0fkzZsHNmltoA1sqSIiIiIiokQNrIwSGFAFBgSic8eucHvrhgwZMiBlSitcuXwV5y6dQabMmaLcJzg4GEMGDsON6zeQ47cceP70OWbPm4WatWpA0xhUERERERFRojBSM5gSrVAnj5+MsMzLy1t1f9PGzQjw98epcydgbm6OVStW4/y5CzEec+3qdXD/+BFnL56BhYU5bt+6g949+sjugGZmZtAkBlVERERERKRVwcHfsXH9pgjLPDw8VPevXb2GRk0ayYBKaNWmJaZMnBrjMc+cOgMnZydcuXwFCoUCUCgQEhwCl9cuyJM3DzSJQRUREREREWmVhYVlhHFQQosmLVX3/fz8kTJlynDbWyBFiphng/L29satm7fw1vWtalmRooV/BFgaxqCKiIiIiIiSlZw5f8O9u/fQtn0b+fjB/YcICwuLcZ+8+fLK8Ve//zFctczrmxesbaw1Xl4GVURERERElKx07NwBjes3RQY5b5WDHFMlWqpiGrM1cPAANG3YHCGhIXB2dpbd/vbs3osTZ45pvLwxt6ERERERERElorRpbVCqVKlIy4uXLK6a+NcxtyM2bt2AD+8/yC59U6ZNkt34LC0tI+yTMWMGlC1XRt7Plj0bDh7djxRGKXDk8FF8//4dW3ZEHLelKWypIiIiIiIircmXPx8mTpgYafnosaMiPM6TNzdm/zlL3r908TLs7O0ideUrVbqUvCllzJQRI0ePgLYxqCIiIiIiomSnW6ceaNSkoUy//t+ixejStTOSKwZVRERERESU7EydMRnr126QmQBHjR2Jxk0bI7liUEVERERERMlO7jy5MWX6ZOgCnQqqRNOf8O3rN42eR8zm7PnFU6PnoKTHejYMrGfDwHo2DKxnw8B6NgxeenK9LcZ4GRsb61ZQ5ePtI/+fPHpGUheFiIiIiIgM3IIlc2BrZwsjhTamGE4kIi2im6sbUqdJA2NjzWSDF61gImibOHMMbNLaaOQclPRYz4aB9WwYWM+GgfVsGFjPhuGbHl1v62RLlZmZGXI65tTKuUQFi6iT9Bvr2TCwng0D69kwsJ4NA+vZMNjo0fU2J/8lIiIiIiJKAAZVRERERERECcCg6heWlpZo0rKh/J/0F+vZMLCeDQPr2TCwng0D69kwWOrh9bZOJaogIiIiIiJKbthSRURERERElAAMqoiIiIiIiBKAQRUREREREVECMKgiIiIiIiJKAL0Oqp4/e472rTvAKU9BlC1RHgvm/YWwsLBotw8ODsbmjVvQqF5jOOcthCrlq2LOzLkICgpSbfPs6TPkypY70u3K5ataelb0Kze3d+jRpaess5JFS2PqpGn4/v27Wi+Uh8cnuY+ow6+eXxPtuJT4PD09MXjAEBQqUARFnYtj5PA/4OPjo9a+fn5+qF65pqznRw8fR1hXILdzpM/ziqUrWIVJxN/fH2NHjUPxQiVRMH9h9O89QH5OY1KtUo1IdTht8vQEH5c0JyQkBLNnzkHp4mXld2znDl3h8tolxn3atWofqZ779xkY521Iu5b8txQVylSS37Utm7bCg/sPYt3nxfMX6NW9D4o4FZP7Ll28LNL1W3yOS5qzbcs2VKtYHfkdndCwbiNcunAp1n3ev3uPIQOHyu9l8V3w6zX33Fl/Rvo8ly9dMflWo0JPeXt7K0oWLa0YOmi44uOHj4qLFy4pChUooli4YFG0+5w6eVoxZeJUxYP7DxU+Pj6Ka1evKUoXK6sYP2aCapsnj58osmf+TfHh/QdFcHCw6hYWFqalZ0bhff/+XVGtUg1Ft07dFW5uboo7t+9EqrPohIaGKtq1aq/o0qGrrNMvX74kynFJM1o1b6NoXL+p4vWr14pnT58palatrejRtZda+w4dOExVz+LzHV7u3/Iqjh09zs9zMjGo/2BFlfJVFY8ePlK4vnFVtGzWWtGoXuMYv2MrlauiWLd6XYQ6FJ/vhB6XNGfGtJmK4oVLKm5cuyH/nvbp0VdRvnRFRYB/QIzfAXNmzo2xntXZhrRn9co1igK5neX1lbu7h2LsqHHyWuzTp0/R7vPi+UtFwfyFFWP+GCvfG58/f1bMnjFHcf/+gwQdlzTn8KEjCsfseRR7du2R9TX/zwWKPDnzKZ4/fxHtPqKuxHVV35795Hfyt29eiiX/LVWcPnVGtc3M6bMUbVu2i/B5DgkJSbZVqbdBlfgDmy9XAYW/v79q2aK//lEULlBUVoq6Jo6bpKhbs36koEp8iCnpHT54WJEjS04ZOCtt2bRFkTtHXvkBjYl4P3Tt2E1x4tiJSEFVQo5Lie/2rTuyju7euatadub0Wbns5YuXMe67fesORcO6jWRgHF1QJd4DlPTev3svP3dHDh9VLXv65Kmst4vnL8YYVK1fuyHRj0uaIQIn8fd5zaq1qmWeXzwVubLlVuzYtjPa/UTANHfWnzEeW51tSHvKlignL4zD/2Apgp9//v4n2n3Ej2WN6jdJ9OOS5jRt2FwxeMCQCMvED9Mi2I2O+JG6XKkKiqCgoGi3EXUsfvzWFXrb/e/GjZsoXKRwhEnFylUoh2/fvuHli5ex7i+amUU3oZMnTqFO3dqR1terVV92IWncoCkO7j+U6OUn9dy4fhM5c+VEhowZVMvKVSgvu+ndv3sv2v1uXr+J9es2YM782Yl6XNKMG9dvIFWqVChUuJBqWdlyZWBkZISbN25Fu9+rl68wa/os/LVoAUxMTKPdbsSwP2QXklrV6shuJqJrEmnfrZu3xQ99sm6V8uTNA/t09jHWszBvznzZ7UR0BRRdRgICAhLluJT4Hj58JOsnfH2ktU2L/AXy4eaNmzHuu27telnPlctXxcRxk+D1zSte25Dmia5d799/QNlyZVXLTE1NUap0qWg/d6Lr19nTZ9G4SaNEPS5pjrguunf3XoTPs1C+QrkY6+PokWOo36AezMzMYjy++P4umK+Q7B7Yt2e/WLsJJyW9Dao83D/Bzt4uwjI7O1v5/yc1++eLwEl8SAcOGaBaZ2xsjD79e2PH7m04ff4kmjRtjEH9B2P3zj0aeiYUEw8Pj+jr+dPnKPfx8vLGoAFDMHP2dNjb2yfacUlzxGfW9v+vv5L4Ik6dJjU+ffoU7R/ngf0GY9iIYTJAjk6DBvWxbvNaXL5+EcN+H4Il/y7F9CkzEv05UOzE507Ua5o0aSJ99qKrZ+Uf7xVrluPKzcuYNHUi9uzei+GDf0/wcUkzPnl4/Hj9f/mOtbWzi/H7tXDhQliy7D9Zz/P+mosrl6+gW+ceEcbaqLMNaYdyzGJUf0uj+9x9eP9BXqSnSJECzRu3lGPixXjY5UtWqOowPsclzRHj0cUPkXZ2Ea+nxN/smP4+u390l9/Jndp3kfUsfgQRP46FH1OVMWNGzJ43C2cvncHGrRsQHBIi3xdfvnxJllWqt0FVVMSHVFBAEeN2x08fxcNn97Fp20b5hSwGNys55nbEqDF/IMdvOeQFedfuXdC8ZTMsXbxU4+Un9aQw+n89K6Ku5zEjx6Ba9aqoVqNaoh6XtE/USXT1IQa8Zs6SGe06tI3xGPMXzoOzsxOsbaxRp14dDBsxFOvWrEdgQKCGSk1xZRRDPQszZk9H8RLFYG2dBpUqV8TkqZNw6OBhuL5xTdBxSbtSGBnFWB9jxo+WPU5EPZcoWQLz/p4nW7auX7sRp20oaf343EW9Thk4/T1/IYYOH4wrNy9hzLhRmP/nAqxasTrexyXtSyGumaKpEGU9/7PwX7Rr30bW85x5s7F542bZ00CpS7fOaNS4IWxtbeHomAuL/vsbIaEh2L51B5IjvQ2q7NPZwfOLZ4Rlnz//iGyja50I3xplZWWFcuXLYvCwQdiyaSsCA39Gzr/KXyA/Xifj5kh9JuoyUj3//xcM0bUnKlevXsOmDZtVmWR6dustl5csUlr1YY7PcUlzRH189fSMlK3Ty8sL6aKpj2tXr+Hk8ZOqehZZPQXx/7BwrRi/KlAgP0JDQ+HqGvMFOWmmnsWv1L9mdRS/Ssblc5ffKZ/8X/m9nFjHpcShfM1//Y4V9RHd5zkq+fLllV2AXV6/TtA2pP16FtdoUUmXPp38v2XrFqhQqQJSp06N6jWro3HTRjiw72C8j0uaI7ruiutmT88van+/iqE5qVOnQs3aNeSPmaKeS5cphQ6dO6jqObr9cuTInmy7AOptUFW8RHHcvXM3QjB06eIlpLFOI1ub1BUWGia/kGP6+UOkWU+fPn2Cy0zxq2cxbiZ8E7OoZ9G/WnQDicrVm5fx9NVj1W3pyiVyufilZPjIYfE+LmlOsRLF4OPjiwcPHqqWiVZk8at2sRLFo9xnz4HdePb6iaqe9xzY9f/lu/DngjnRnuvp02fyM8+Lbe0rVqKo/P/q5WuqZS9evJTdP4sXL6b2cZ49eSb/T///C7TEOi4lDidnJ1hYWESYikSMe3r86AmKxaE+xLQp4jsgpr+/6mxDmpElS2bZfetquHoW3cSuX72O4sWj/t4WF9f58ueFUQqjCMvFd7K8FovncUlzRNdq50LOuBLu+1W4dPFyjJ/n4iWLq3qQRVXPURE9SN64uCbfz7NCT4kMbcULlVCMGjFa8dXzq+LmjVuKos7FFfPmzFdt8/DBI0VOB0fF5UtX5OMF8/5S7N97QGaBE9mJRFYokWFmQN+Bqn3+nr9QsWf3XpkyUqRt37h+k8xYtHL5qiR5noYuMDBQUblcFUXvHn1knYjsjCKbjKh3JQ8PD1nPom6jElX2P3WOS9oj0l43a9RC0bJpK5nJTaRfFVk5O3foEimT3/Ily6M8hsj692v2P/FZXrZ4uUybLz7zp06ckt8bQwYM1fhzoqj169VfUaNKLcWrl68U7h/dZeYnUdfh02KLbH9TJ02T9y+cuyC/111eu8jP7dUrVxUVy1ZWtG7eNs7HJe0R05eIdMoiTbbI/Dew3yBFmeLlFH5+fhEy+fXrPUDeF9/BE8ZOlCmaRbaw+/fuK+rVaiDrVGR+U3cb0i7xfeycr5Di0sXL8rps8oQpCue8BeVnMPx0B80bt1A93r1zt6KIUzHF9WvXZT2Kz7hInx7+Okud45L2iOur3DnyytTqYkqi//5ZLB+Lz2T4aRTEdZSSmOpIZAEVf3dFPYssv2IqpOlTZqi2EVMt3Lp5WxEQEKhwdX0r06875SkorwGSIxPoKdGfet2mdRg/ZgJKFCklf/1o1bal7M6nJH69Et18lH24W7Vuib/m/43JE6fA29sbWbJkQbsO7dCjV3fVPqJJWmwjJoL19/PHbzl/k796N2nWJEmep6EzNzfHmg2rMW70eDnBs7mFuex/O37SeNU2onpFPYcpwhL1uKQ94perJSv+k5/nqhWry8ei28DU6VMibBcaIupZ/U711WtUw7LFy9GmRTu4u7sja9as6Nqja4TPPGmXGJQ8cdxkNKjTCMEhwahYsQJWrlke4RdN8au0+EwLJUqVkNnkunbqDre3bsiYKSPqNaiLAYP6x/m4pD2jxv4hx1W0b91B/i0VrdHrN6+VXe+VQkNCEPb/ehY9TERX+wF9BuLVq1dIZ2+PKtWqyDGQogeButuQdnXv1R1+/v4Y2Hcgvn79BifnAli7cS3SZ/jZ0hAaGoaQkB/1LIjrKR9vHwweMFQmM8iSNQuGDBssx7DH5bikPQ0a1Zfd/6ZMmAJ3dw+ZHEr0AsqbL2+Enl/ib7SSGGIzd/4ceT395o0rMmbMgNZtWkVIDteuY1vMnD4L9+/eR8qUVihavBh2798Jh2wOybJ6jURkBQMm/jiLvqAxNTeSftezMrg2MdHb3xgMhqhHcZEc3edZvA9Yz/pRz6KOGRDpN9azYRDBtfg7LP5Gk/4KM4B6NvigioiIiIiIKCHY74GIiIiIiCgBGFQRERERERElAIMqIiIiIiKiBGBQRURERERElAAMqoiIiIiIiBKAQRUREREREVECMKgiIiIiIiJKAAZVRERERERECcCgiogomevYthPGjhqn8+cgzfHz80P50hVx7eo1rb7MvXv0wT9//6vVcxIRJUcMqoiIkrnvwcEICQmJ0z7tWrXHxHGT1F4en3PouuheC107h7D4nyXIkSM7SpUuBW0aMKg//vtnMTzcPbR6XiKi5IZBFRGRHvr+/TuCg4PVXr5+01pMnzUNhiS610LXzuHv7491a9ejQ6f20LaChQrCMXcubFi3UevnJiJKTowUCoUiqQtBRETRa92irWyFmP3nLPl42KDhOHDgoLyfOlVq5HLMiQGDB6BS5YqqrnwXzl9EihQpYGxiLJfNnT8HO7buiHJ54yaN5D7ZsmeLEFht2rBZ3t68eYMsWTKjS7cuaNOutWr9xvWb5O2tqyts7ezQtn0b9O7bC0ZGRjFWZ0zHFQHIor//wb7d+/D58xdkypwJ7Tq0RdfuXVT7N2/cEnnz5YGFhQXOnDoDLy9vFC1eFJOnTUSWLFlU250+dQb/LvwXL1+8go2NNapWr4qhvw9B6tSpo32NxGsR2+urbhliOkdU1DlvVHbv3IPRI8fg3uM7MDMzi/PrJLYT5xL1du3KNXh+/YqSpUpi+sypOHTwsKxjDw8P5M2bB1OmT0b+AvkjnH/p4mVYvWINrty8FGM5iYj0mgiqiIgo+WrVvI1i5PA/VI+/f/+uCAgIlDcPDw/FyuWrFI7Z8ygePXwk1wcFBSmaNWqh+OP3UartQkNDo10e1TlmTJupcMpTULF181aFu7uH4snjJ3K/ly9eyvVzZs5V5P4tr2LDuo2yDBfOXVAUL1xSsXzJ8hifS2zHnTh+sqJYwRKKUydOKT5//qzYuX2XIm/O/IoVy1aqjtGgTkNF9sy/Kf75+x+F+0d3xauXrxSN6jVWtG3ZTrXNxw8fFblz5FUs+W+p4suXLwpX17eKVStWK9asWhvja6TO66tuGWI6R1TUOW9Ufh86QtGiSctIy9UpY/jtxGslznv/3n1FyaKlFcULlVB079xD1o3YX9yvWrG6IiwsLML+N67dkPs/f/4ixnISEekzdv8jItIxpqamsLAwl7d06dKhW4+uKFGyBPbt3S/Xi9YK0VgkWkiU24n70S3/1adPn7By2SrZqtOqTSukT58OefPlxay5M5EzV054enpi2ZLlsvWofcd2sgzlK5bH7yOH45+F/8kub1GJ7bifP3/G+jXrMXzkMNmqZGdnh2YtmqJTl474e8FC8SOg6ljlK5RD/0H9kT5DevyW8zd079Ud165eV40Lc3vrJsvRpGlj2NrawsEhqyxv566dYnyN1Hl91S2Duq+3uvUaHdES5+DgEOW62MqoVKFiednKKM7rXNAZDRs1wLdvXliwaL6sG7F/zz498erlK3z88DHCvg7Zs8n/Xzx/EWM5iYj0mUlSF4CIiOLm+bPn+HvBIty5fQdfPn9BaFgoQoJDYJ/OLlFeygf3H8qL7oqVKkS5/v69B7KbXq1aNSMsF13Gvn37BlfXt3B0zBXn4z5/9gKhoaEoVbpkxOOWLimDuHfv3iNr1h/d1nLnyR1hG9u0aeWxfbx9kNY2LZwLOaNI0SJo2rAZGjRqgBKlSqBsuTKy619ivb6xlUFb9ert7Y1UqVNFuU7dMjrmdoywnY2NjQx6w79eogul8PXrN9ktUynN/7fx9vKK0/MlItInbKkiItIhgQGBaNe6A0xNTLByzXJcuXkZ9x7dRcXKFeUFeKL4f4tQCuMf44B+Ffr/Vo62rdojT858qlvdWvXk8g/v38fruIqwMPm/kVHEP03G/2/dUa7/sU3U47YU+HEOc3Nz7Ny7HbPnzZLjmcTYqjLFy8Xa6hOX1ze2MmirXkXg4+vrF+U6dcsY1XZG0bSq/ToU29fPV/6fJk2aGMtJRKTP2FJFRKRDXrx4gU8enzBo6EDZnUsQ3dyePH6CYsWKqrYzMTGNdPEb0/LwCjgVkN3Url6+GmWLk3L9uk1rZWvQr8zMTON1XMc8ueX627duy8QJSrdv3UHKlCmR5f+tVOoyNjZGxUoV5U0YP2YCFsxdgEaNG0b7Wqj7+qpLndc7oecV3fNEspCk4vb2nfxfWW4iIkPElioiIh2SOUtmmFuYY8e2nQgKCpLjlP4YPgruH90jbJfVIQseP3oiW0DUWR5ehowZ5FipP2fPw9Ejx+S2YhzNjKkz4fLaBRkzZUSnrp0wcdxEPLh/HylSGCEkJBg3r9/AwH6Doh03FNtxRXezVm1aYt6c+bh545YMKk6dOIXVK9eg34A+MY5H+tWJYycxc/osOd5IdCkU8yiJ7oVZsznE+Fqo+/qqS53XO6HnFd0alV0yk8LNGzdhb2+HPHnzJMn5iYiSAwZVREQ6RCRd+Pufv3Bg/0EUyO2MapVqyO5tv45T6tO/DxSKMBRyKiK75u3dsy/G5b+aNHUievTujikTp6JAHmc0b9IS9uns4fD/oGTCpHFo3bY1/vh9NPI7OqFcqQpY8t9SdO3WOcbyx3bcSVMmona92ujRpSfy5syP0X+MRc8+PdB3QN84vU7lK5aTr1Wv7r2RL1cB1KxWG+nS22Pegrkxvkbqvr7qUvf1Tsh569SrLVvlRAr5pHD44GE0a9Es1lT6RET6jPNUERElc6LFRrTSmJhE7LEdFhamar1RtlKIDHLhia5nQUHfZZe88C09vy6P7hy/nicqsa2P736ihUkEC7+KqqziWN+/B8vMeb8SzzWmC/7oXqOYXt/4lCGqc0RFnXr9lWjtE4kuVq9fpVqmbhmj2k689iKhhRib9utzMDc3U72e4pwN6jbCybMnVElEiIgMEYMqIiIiHScm9q1WsTqWr16GYsXjPvYrvvr07IucOXNi5OgRWjsnEVFyxKCKiIhID4hWLdHiFFXrnqaI8V8/5uNi1z8iMmwMqoiIiIiIiBKAiSqIiIiIiIgSgEEVERERERFRAjCoIiIiIiIiQvz9D0PCtOuovoEBAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 880x550 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "II_VI = {\n",
    "    \"ZnS\": (0.5409, 3.80),\n",
    "    \"ZnSe\": (0.5668, 2.82),\n",
    "    \"ZnTe\": (0.6104, 2.39),\n",
    "    \"CdTe\": (0.6481, 1.606),\n",
    "    \"HgTe\": (0.6461, -0.30),\n",
    "}  # a (nm), measured E0 (eV), low T\n",
    "cdte = nemo.structures.materials.load(\"nemo5_iivi_sp3d5s\")[\"CdTe\"]\n",
    "print(f\"CdTe: tight binding (NEMO5 II–VI set) {tb_gap(cdte)[0]:.3f} eV, measured {II_VI['CdTe'][1]} eV\\n\")\n",
    "print(\"III–V     a (nm)   gap (eV)\")\n",
    "for name in (\"AlP\", \"GaP\", \"InP\", \"AlAs\", \"GaAs\", \"InAs\", \"AlSb\", \"GaSb\", \"InSb\"):\n",
    "    a, gap, direct, _ = TB[name]\n",
    "    print(f\"{name:6s}  {a:8.4f}   {gap:6.3f}  ({'direct' if direct else 'indirect'})\")\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(8, 5))\n",
    "cols = style.sweep(3)\n",
    "groups = [\n",
    "    (\"IV\", (\"C\", \"Si\", \"Ge\"), cols[0], \"s\"),\n",
    "    (\"III–V\", [n for n in TB if n not in (\"C\", \"Si\", \"Ge\")], cols[1], \"o\"),\n",
    "]\n",
    "for label, names, c, mk in groups:\n",
    "    for n in names:\n",
    "        a, gap, direct, _ = TB[n]\n",
    "        ax.plot(\n",
    "            a, gap, mk, color=c, mfc=c if direct else \"white\", ms=8, label=label if n == names[0] else None\n",
    "        )\n",
    "        ax.annotate(n, (a, gap), xytext=(5, 3), textcoords=\"offset points\", fontsize=8)\n",
    "for n, (a, gap) in II_VI.items():\n",
    "    ax.plot(a, gap, \"D\", color=cols[2], ms=7, label=\"II–VI (measured)\" if n == \"ZnS\" else None)\n",
    "    ax.annotate(n, (a, gap), xytext=(5, -10), textcoords=\"offset points\", fontsize=8)\n",
    "ax.axhline(0, color=style.CONTEXT, lw=0.6)\n",
    "ax.set(\n",
    "    xlabel=\"lattice constant a (nm)\",\n",
    "    ylabel=\"band gap at low temperature (eV)\",\n",
    "    xlim=(0.34, 0.67),\n",
    "    title=\"gap against lattice constant (filled: direct gap, open: indirect)\",\n",
    ")\n",
    "ax.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "08d5223f",
   "metadata": {},
   "source": [
    "The tight-binding gaps match the measured low-temperature values (GaAs 1.519 eV, InP 1.424 eV,\n",
    "InAs 0.418 eV, AlAs 2.223 eV, ...), and the CdTe set gives 1.579 eV against the measured 1.606 eV.\n",
    "The chart already contains the two trends of the lecture's table:\n",
    "\n",
    "- **Down a column** (Al → Ga → In, P → As → Sb): larger atoms, a larger lattice constant and a\n",
    "  smaller gap, the same trend as C → Si → Ge.\n",
    "- **Along a row**, at nearly the same lattice constant, the gap grows from column IV to III–V to\n",
    "  II–VI: Ge (0.75 eV), GaAs (1.52 eV) and ZnSe (2.82 eV) all have $a \\approx 0.566$ nm. The two\n",
    "  atoms of a compound differ in their pull on the shared electrons; the bond becomes partly ionic\n",
    "  and the bonding and antibonding states move apart.\n",
    "\n",
    "The cell below makes the second trend explicit along the rows of the table, the isoelectronic\n",
    "series that all have four valence electrons per atom."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "4e5486c2",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:32:14.998498Z",
     "iopub.status.busy": "2026-10-24T22:32:14.998405Z",
     "iopub.status.idle": "2026-10-24T22:32:15.070078Z",
     "shell.execute_reply": "2026-10-24T22:32:15.069612Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "row 3 (Si): Si     1.170 eV\n",
      "row 3 (Si): AlP    2.504 eV\n",
      "row 4 (Ge): Ge     0.745 eV\n",
      "row 4 (Ge): GaAs   1.519 eV\n",
      "row 4 (Ge): ZnSe   2.820 eV\n",
      "row 5 (Sn): α-Sn   0.000 eV\n",
      "row 5 (Sn): InSb   0.235 eV\n",
      "row 5 (Sn): CdTe   1.606 eV\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 715x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "rows = {\n",
    "    \"row 3 (Si)\": [(\"Si\", TB[\"Si\"][1]), (\"AlP\", TB[\"AlP\"][1])],\n",
    "    \"row 4 (Ge)\": [(\"Ge\", TB[\"Ge\"][1]), (\"GaAs\", TB[\"GaAs\"][1]), (\"ZnSe\", II_VI[\"ZnSe\"][1])],\n",
    "    \"row 5 (Sn)\": [(\"α-Sn\", 0.0), (\"InSb\", TB[\"InSb\"][1]), (\"CdTe\", II_VI[\"CdTe\"][1])],\n",
    "}\n",
    "fig, ax = plt.subplots(figsize=(6.5, 3.8))\n",
    "for (label, series), c in zip(rows.items(), style.sweep(3)):\n",
    "    ax.plot(range(len(series)), [g for _, g in series], \"o-\", color=c, label=label)\n",
    "    for i, (n, gap) in enumerate(series):\n",
    "        ax.annotate(n, (i, gap), xytext=(6, -4), textcoords=\"offset points\", fontsize=8)\n",
    "        print(f\"{label}: {n:5s} {gap:6.3f} eV\")\n",
    "ax.set_xticks([0, 1, 2], [\"IV–IV\", \"III–V\", \"II–VI\"])\n",
    "ax.set(ylabel=\"band gap (eV)\", title=\"one row of the table: the gap grows with ionicity\", xlim=(-0.2, 2.5))\n",
    "ax.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "16b16a2d",
   "metadata": {},
   "source": [
    "(α-Sn is a zero-gap semimetal; its value is shown as 0 eV, and its band order is inverted, like\n",
    "HgTe's at the bottom of the II–VI column.) Composition alone thus moves the gap of a tetrahedral\n",
    "semiconductor from zero to several electronvolts. Lecture 2.2 shows how this \"Lego box\" of\n",
    "materials is used, and why mixing and stacking them introduces strain.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- The current is $I = q\\,n\\,v\\,A$; the course computes the density $n$ of moving electrons and their\n",
    "  velocity $v$, starting from the material.\n",
    "- A material contributes its atomic composition (electrons per atom) and its atomic arrangement\n",
    "  (atoms per volume, bonds). Si has $5.0\\times10^{22}$ atoms and $2.0\\times10^{23}$ valence electrons\n",
    "  per cm³; if they all moved, a 10 nm × 10 nm wire would carry 0.32 A, about $10^4$ times the\n",
    "  current of a real nanowire transistor.\n",
    "- Column-IV elements have half-filled s and p shells and four tetrahedral bonds; with spin, 8 filled\n",
    "  valence bands per two-atom cell.\n",
    "- III–V and II–VI compounds average to the same four valence electrons per atom. Their gaps follow\n",
    "  the table: smaller down a column (C 5.49 → Si 1.17 → Ge 0.75 eV), larger from IV to III–V to II–VI\n",
    "  along a row (Ge 0.75 → GaAs 1.52 → ZnSe 2.82 eV).\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Repeat the count of section 2 for GaAs (`JANCU[\"GaAs\"]`): atoms per cm³, valence electrons per\n",
    "   cm³ (Ga has 3, As has 5). Is the valence-electron density larger or smaller than in Si, and why?\n",
    "2. Recompute the gaps of section 3 without spin–orbit coupling (`spin=False`, `num_occupied=4`).\n",
    "   Which materials change most? Compare the change with the spin–orbit splitting Δ₀/3 of the\n",
    "   heavier anions (As, Sb).\n",
    "3. Add the indirect and direct gaps of each III–V to the chart: compute the energy of the lowest\n",
    "   conduction state at Γ (eigenvalue 8 of `h.dense(np.zeros(3))`) and find the materials in which\n",
    "   it is not the conduction-band minimum.\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Crystal structures and Brillouin zones](../../book/01_bulk_band_structure/01_01_tight_binding_foundations/01_01_01_crystal_structures_and_brillouin_zones.ipynb)\n",
    "- [Tight binding step by step: the Si Hamiltonian by hand](../../book/01_bulk_band_structure/01_01_tight_binding_foundations/01_01_02_tight_binding_step_by_step.ipynb)\n",
    "- [Material properties: one registry over the parameter sets](../../book/01_bulk_band_structure/01_02_parameters_and_materials/01_02_05_material_property_registry.ipynb)\n",
    "- [NEMO5's II–VI sets against NEMO5 and measured gaps](../../book/15_benchmarks/15_01_nemo5/15_01_02_bulk_bands_and_parameter_sets/15_01_02_06_iivi_ti_bulk_bands.ipynb)\n",
    "- [Lecture 2.2: Applications of elemental and compound semiconductors](02_2_applications_of_semiconductors.ipynb)\n",
    "- J.-M. Jancu, R. Scholz, F. Beltram, F. Bassani, *Phys. Rev. B* **57**, 6493 (1998): the sp3d5s\\*\n",
    "  parameters used here.\n",
    "- O. Madelung, *Semiconductors: Data Handbook*, 3rd ed., Springer (2004).\n",
    "- Periodic table: https://en.wikipedia.org/wiki/Periodic_table (the source of the lecture's tables)."
   ]
  }
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