{
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   "cell_type": "markdown",
   "id": "30b8f096",
   "metadata": {},
   "source": [
    "# ECE 606 Lecture 6.2: Electron tunneling — tunneling through a single barrier\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 37107](https://nanohub.org/resources/37107) — [video](https://nanohub.org/resources/37795) · [slides](https://nanohub.org/resources/37794) · [YouTube](https://youtube.com/watch?v=kiRIHmCyY24)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- the transmission $T = |E/A|^2 = 1/|M_{11}|^2$ of a single barrier, worked out in closed form below and above the barrier top\n",
    "- the strong-barrier limit ($\\gamma L \\gg 1$): exponential decay with barrier width and height\n",
    "- the weak-barrier limit ($\\gamma L \\ll 1$): a Lorentzian in the barrier width\n",
    "- above the barrier: transmission below one, oscillating with $k_2L$, and reaching one at quasi-bound states above the barrier\n",
    "- numerical observations with nanoHUB's PCPBT tool for a 1 eV barrier, thin and thick\n",
    "\n",
    "**In this notebook** computes the lecture's PCPBT plots (transmission and reflection of a 1 eV barrier, 4 nm and 10 nm wide) with open-nemo, compares them with the exact formula and with its two limits, locates the above-barrier resonances, and explores what the formula cannot do: a barrier with a heavier effective mass."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "54bf2a47",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:22:57.005340Z",
     "iopub.status.busy": "2026-10-24T22:22:57.005117Z",
     "iopub.status.idle": "2026-10-24T22:22:57.469725Z",
     "shell.execute_reply": "2026-10-24T22:22:57.469218Z"
    }
   },
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import opennemo as nemo\n",
    "from opennemo.visualization import style\n",
    "\n",
    "style.use(notebook=True)\n",
    "H2M0 = nemo.core.units.HBAR2_2M0          # ħ²/2m₀ = 0.0381 eV nm²\n",
    "EM = nemo.structures.materials.EffectiveMassMaterial"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6ef965f5",
   "metadata": {},
   "source": [
    "## 1. The exact transmission\n",
    "\n",
    "Lecture 6.1 reduced the single barrier to a 2×2 transfer matrix $M = M_1M_2$ with\n",
    "$[A, B]^T = M[E, F]^T$. With $F = 0$ the transmission is $T = |E/A|^2 = 1/|M_{11}|^2$, and working\n",
    "out $M_{11}$ (\"a lot of analytical push-ups\", in Klimeck's words, and a good exercise) gives, for an\n",
    "energy below the barrier top,\n",
    "\n",
    "$$T(E) = \\left[1 + \\left(\\frac{\\gamma^2 + k^2}{2k\\gamma}\\right)^2 \\sinh^2(\\gamma L)\\right]^{-1},\n",
    "\\qquad k = \\frac{\\sqrt{2mE}}{\\hbar},\\quad \\gamma = \\frac{\\sqrt{2m(V_0 - E)}}{\\hbar}.$$\n",
    "\n",
    "The hyperbolic sine carries the exponential decay inside the barrier, governed by the barrier\n",
    "width $L$ and the decay constant $\\gamma$. The form $1/(1 + \\text{something})$ shows that $T$ can\n",
    "approach one when the something becomes small.\n",
    "\n",
    "![Slide 5: the exact transmission below the barrier and its two limits](attachment:slide_005.png)\n",
    "\n",
    "*Slide 5: the exact result, the strong-barrier limit (exponential in $L$ and in $\\sqrt{V_0}$) and the\n",
    "weak-barrier limit (a Lorentzian). The PCPBT plot compares a thin and a thick 1 eV barrier.*\n",
    "\n",
    "The lecture's PCPBT example is a 1 eV barrier with the GaAs effective mass $0.067\\,m_0$, 4 nm wide\n",
    "(thin) and 10 nm wide (thick). open-nemo computes $T(E)$ of the same structures from the\n",
    "discretized Schrödinger equation with open boundaries. Above the barrier the same formula holds with\n",
    "$\\gamma \\to ik_2$, $k_2 = \\sqrt{2m(E - V_0)}/\\hbar$, so $\\sinh^2(\\gamma L) \\to -\\sin^2(k_2L)$ and\n",
    "$(\\gamma^2 + k^2)^2/\\gamma^2 \\to -(k^2 - k_2^2)^2/k_2^2$:\n",
    "\n",
    "$$T(E) = \\left[1 + \\left(\\frac{k^2 - k_2^2}{2kk_2}\\right)^2 \\sin^2(k_2L)\\right]^{-1}\n",
    "= \\left[1 + \\frac{V_0^2\\,\\sin^2(k_2L)}{4E(E - V_0)}\\right]^{-1}.$$"
   ],
   "attachments": {
    "slide_005.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "8cd90e0c",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:22:57.470996Z",
     "iopub.status.busy": "2026-10-24T22:22:57.470889Z",
     "iopub.status.idle": "2026-10-24T22:22:57.959857Z",
     "shell.execute_reply": "2026-10-24T22:22:57.959450Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "L =  4.0 nm: largest |ln(T open-nemo / T exact)| = 1.2e-04;  T at 0.02 eV = 8.6e-06, at 0.5 eV = 2.21e-03, at the top = 0.124\n",
      "L = 10.0 nm: largest |ln(T open-nemo / T exact)| = 2.3e-04;  T at 0.02 eV = 1.2e-12, at 0.5 eV = 2.87e-08, at the top = 0.022\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1430x462 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "M, V0, DX, LEAD = 0.067, 1.0, 0.01, 5.0\n",
    "\n",
    "\n",
    "def barrier(width, height=V0, mass=M, dx=DX):\n",
    "    gaas = EM(\"GaAs\", M, 12.9)\n",
    "    bar = EM(\"barrier\", mass, 12.9, conduction_band_edge=height)\n",
    "    return nemo.Heterostructure1D(\n",
    "        [nemo.Layer(gaas, LEAD), nemo.Layer(bar, width), nemo.Layer(gaas, LEAD)], spacing=dx\n",
    "    )\n",
    "\n",
    "\n",
    "def t_exact(E, L, V0=V0, m=M):\n",
    "    # the single-barrier formula, below and above the barrier (complex γ covers both)\n",
    "    k = np.sqrt(m * E / H2M0 + 0j)\n",
    "    g = np.sqrt(m * (V0 - E) / H2M0 + 0j)\n",
    "    return (1 / (1 + ((g**2 + k**2) / (2 * k * g)) ** 2 * np.sinh(g * L) ** 2)).real\n",
    "\n",
    "\n",
    "E = np.concatenate([np.linspace(0.002, 0.999, 1500), np.linspace(1.001, 1.5, 1500)])\n",
    "fig, axes = plt.subplots(1, 3, figsize=(13, 4.2), gridspec_kw={\"width_ratios\": [0.9, 1, 1]})\n",
    "colours = {4.0: style.OPEN_NEMO, 10.0: style.sweep(4)[3]}\n",
    "for L, lw in ((4.0, 1.0), (10.0, 2.2)):\n",
    "    dev = barrier(L)\n",
    "    T = nemo.Transport(dev.hamiltonian).transmission(E)\n",
    "    print(\n",
    "        f\"L = {L:4.1f} nm: largest |ln(T open-nemo / T exact)| = \"\n",
    "        f\"{np.abs(np.log(T / t_exact(E, L))).max():.1e};\"\n",
    "        f\"  T at 0.02 eV = {np.interp(0.02, E, T):.1e}, at 0.5 eV = {np.interp(0.5, E, T):.2e},\"\n",
    "        f\" at the top = {np.interp(V0, E, T):.3f}\"\n",
    "    )\n",
    "    axes[0].plot(dev.x - dev.x.mean(), dev.band_edge, color=colours[L], lw=lw, label=f\"{L:.0f} nm\")\n",
    "    axes[1].semilogx(T, E, color=colours[L], lw=lw)\n",
    "    axes[2].semilogx(1 - T, E, color=colours[L], lw=lw)\n",
    "    axes[1].semilogx(t_exact(E, L), E, \":\", color=style.REFERENCE, lw=0.9)\n",
    "axes[0].set(\n",
    "    xlabel=\"distance from the centre (nm)\",\n",
    "    ylabel=\"potential energy (eV)\",\n",
    "    ylim=(-0.03, 1.55),\n",
    "    title=\"1 eV barrier\",\n",
    ")\n",
    "axes[0].legend(frameon=False, fontsize=8)\n",
    "axes[1].set(\n",
    "    xlabel=\"transmission T\",\n",
    "    ylabel=\"energy (eV)\",\n",
    "    xlim=(1e-5, 2),\n",
    "    ylim=(0, 1.5),\n",
    "    title=\"T(E) (dotted: formula)\",\n",
    ")\n",
    "axes[2].set(xlabel=\"reflection R = 1 − T\", xlim=(1e-5, 2), ylim=(0, 1.5), title=\"R(E)\")\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b145e6cc",
   "metadata": {},
   "source": [
    "The figure is the lecture's (slides 9 and 10, below), with the axes of PCPBT: energy upwards,\n",
    "transmission on a logarithmic scale. open-nemo and the formula agree to the small discretization\n",
    "error of the grid. Three observations, all impossible classically:\n",
    "\n",
    "- **Tunneling.** Below the barrier the transmission is finite. For the thin barrier it rises\n",
    "  nearly exponentially with energy, from $9\\cdot10^{-6}$ at 0.02 eV to 0.12 at the top.\n",
    "- **No unit transmission at the top.** Classically $T$ would jump from 0 to 1 at $E = V_0$. Here it\n",
    "  is 0.12 (thin) and 0.02 (thick) at the top, and above the top it reaches one only at isolated\n",
    "  energies.\n",
    "- **The thick barrier** attenuates much more strongly below the top ($3\\cdot10^{-8}$ against\n",
    "  $2\\cdot10^{-3}$ at 0.5 eV), and it also reflects more at and just above the top.\n",
    "\n",
    "![Slide 10: thin and thick barriers in PCPBT](attachment:slide_010.png)\n",
    "\n",
    "*Slide 10: PCPBT's result for the same two barriers (thin: thin line, thick: thick line). The\n",
    "open-nemo curves above reproduce it.*\n",
    "\n",
    "## 2. The strong barrier: exponential decay\n",
    "\n",
    "For $\\gamma L \\gg 1$, $\\sinh(\\gamma L) \\approx e^{\\gamma L}/2$ and the one in the bracket is negligible:\n",
    "\n",
    "$$T(E) \\approx \\left(\\frac{4k\\gamma}{k^2 + \\gamma^2}\\right)^2 e^{-2\\gamma L}.$$\n",
    "\n",
    "The transmission falls exponentially with the barrier width $L$ and, through\n",
    "$\\gamma \\propto \\sqrt{V_0 - E}$, with the barrier height. The prefactor depends on the energy only\n",
    "through $k/\\gamma$; it is at most 4 (at $k = \\gamma$). The cell checks how quickly the limit becomes\n",
    "accurate, and shows both dependences with open-nemo."
   ],
   "attachments": {
    "slide_010.png": {
     "image/png": 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QD9IlyKZfrdMTNTS/vj3dTyjulLZONCYe6mDg9fv3kxTxMwUXDrybt+rPk7ny6Rx/JuIn8Lm0di96YNPrawWI//QE6OLqKoaH64iiU8CS74kiYqmheEgAcNnqGX6v57b8lmsCg26Dz5Yb9onFD+ji76jVuoqufE1xRvdWx5t0hoPhYDBO5tXuOGguPSHbfXrK7ifXn+PrqB+KO/30Ccsuo1H37o631V6IhRlc6dtjCuMZ5scffv45n+WLqnrZorLYvi4rFFuYTy/jn8an4ocHcNnjDsnfEep+GJ8ut5Q/D585svtptl4maVmu89lquc4In4s38alzOhlVh1JNFa8O4lTgKnbiZ2gVcrZ/OWxKcXGqAizc1eLU42hzcmYElsuRB0p8+g7eIB2xE/ByCXgBLvMGs1F6ct80mowB+MStdB+nv8oizeFGUARphB6p73AB6UN8EozNCBc1pg342P1yPUHkyVLQNMC9eT98qszZ45MbmudpiFAGkshYt/b4VC1LJJohXZz8qIc/BnOZAR6+2wt7zYFcoNczewptzRgMeVWMl1YNRoPxJxaJCNtXu8Nxd3iLrbKb0bCi+cthKF2tRpNrcbT6ySc26LYVwudgwLtai7l9m3V4m9P901j7w88/K4w5i2iFqouXq2mJDALd9Yfpz+PTCy7hU2H+MWB+EJ/AF9P/RHyi0Jwim0/BUSqTYhElaJyVxPHb4xPzlU2xf/xcR/asugKfqAMZ2oIe1TcImIcvS+AQ195p8Ck2K/EjlPRr7i5+BigTCXk4eTXPETHUoezcRJ1/cG+mS4WAgV+Eb/oKbWeGiinvgOs1PullFXeKeK5YhE+uDcaDfnRdPW1+y1NiEn13/DzLM87xaXBvj098QIatBlh5MVnmsT0+ddcV1Qyn6oiFPZv1er6Z+hGaBm68w2fIbMJnLyKYRvgC6yHQ2t6Y+3FGcdY1e9gCHXu0kjbiOfq3o8l6szqIoxhxVpPJ/b037CbJYOy3+qzfHg6SO73H+i1cOIJ2cMct9Z+Az4zOQ/TrZqBtVeAkLEpWRdhb+DV8XnieofeL+KT3X/3T8FmCjpFVGPpOUWaVIANiBFzMpm/jE+1KwoNNZxvhIUSPxlHQQU3jMHL3PR1P5LcWdZOo2c8j3WcBGl26Z1K3p8Yns+VDD+rs1fQspmnM8mzGMRKoXyXV8sSZjkCtKiH6pVy3Mjtm3PdsZNB1fquLeE5Jsy1+MT289ngcudfVb5vf0vwRqcI38bnDY328iU+8MVGwx2fkmGFoOqhF0QtDY3ePT8P3qfFlJPTgo9hkCba6/Mj0DcM1WANPg0XApwF84i876tl2asa+zQcD344imQP3ukOspA3vOp0rBsTGAcDoVdsVWAqrJpSuwFwY8duu124jT84Qq40ECTbzbI+b0V1sxY7+T8AniAioQRFEMQx6KIIyJTbeYp6+e/z84PjM0MfGCBR7VQ/RrASHFvyhaTXPT/A53T/+iPI0xXWO8WkrLDDcw3Rf4BPxEzfjjuIg5to6uq1mYDlMFKIEKO6IJ4dnjpSZYOUjXdCZjbQ1CoBPvW6SCTkDg1GLJeSaE5lKpPiWiNqhusOnxuukGb84oiGg0sZcKJpUqNEStBumoIx9Jz4beuQf4NOOw/P81gzQcC94copPBRETH2OR36IRnbOY4U/W4NMU+OyhdWT3+zYBMm5Fbh/DpSTOc5cavq1W+27o8dHN576bPaKzFD32p9VqUyCQ3q+en3ZxtCjur4uJ81lpRVHLNFOoZnBLt5gaAf2Jq2fzj4/Pkqj88TSriNpdVfMl8FlF03fvD330/FY0g9Bux0bAlMi44PrSOOFNfKLValFmGfjUKY10IEwJfTRYnSxlkbPTTzFQnAFefoInjJGmGkWaH7HERQKoGV7zOmAeaFDmanI0Xn1PQw2K8Yni647Noz3adSegFpmNXhuuDMhsmWZmbgIIe2j0GnV+a6gap7dAQ5hVggTpday1/dB1c8wSN5NHesvfnH+exs1vxk88aMRPtcEnrhJIKdSQnpjBVfM0v0X8pBwgYig0Kb/1KZc1eu4uv63x2YrMVstEf6gVtXx0jdptqx+yuonUayuGi29RFwkSDP3HfL2p7m4mbu5O7kcgEO1qUVSh9/ejAeXFZmoabdAYBrg4tpgdu/+I+FmgB1LNylkIWM6TKomxcZEfxI0fxaeqhYxOkX9af2iOwrNAWluCoPCAdZ1ckNNnh/2hDPOVhz0+UyohjTAQ+DQoAjLgMzSS2Gf718UU+DQCwqeRBAo6RxbzuZH43A8jw5Kvgx6FBs0grKjBJ/DmOFHAWZpFlmbIvSfDDWmc6gCfphYldpj6ampGIXNMHsamYtX41COB0hD4ZMCnDnyCovA5pXH+5AvFz+l74RPXCx31p9bgM0HE546feDwN02mcnvaH8NgcGpmmbpS6fgIKRhbH6T5+ov40JT4RJ9G/dV1K4DFpAS8w/+KKrq5p3rZYhNTWdZPJ5OYGLaL8C1D6GGFScz+9L0e7GDpJ0+v78XggArGhtzE6DxK8dXjVHO2fgM9SDDkfwOgDG5xWyRZUd81+uj+k6YzrOHv+afOVeQYsog5H+CQmPa3LzFGDFif4nO1/MY0q0aHxROKqUf8WbVUbEZK7wf4362LGqXoxURViFzGW2q8MDRRH093mddAjX2uawrJ/a2s0MMXU1+dOs76rAp/iV1PBpzigI+BSmGjcD0wNhSq9dOoBPnUqKQLkt2qk9Nx+xCcNPkFi/F58fqs/hPdPBV1CO5uv4GJhoot7Ol9p+kNuz6S2DwKnaAfZO3z6x/hs4ifur+djOuLiyz3Sa0Entn87nPBRtVklaRexNeojEb5Kb0Y312DEFTVr8Gl5D94CbxE+79oBFMYsImuYkf2P6A99c6/3bXwakK35gfw2+KX4CXonMy/ETxuJoXHwCxt8HpwX34XPbx1n/SET9ScalagnqXxUG3yGWswxIthfL3zq/KgoA/GEkaoypjghUoFAdw0LL4nsD6lEE6VTfT9fAaiUSMWYhbu7J0H1p0Y5M/0VRooVayqYhT44D54eKyTaIvtDsv4UjWAu6s+e78dirL9BfwjrD4uH76w/38anKV5cxHODi0eFShhfiGzqD9mR6aQaqIkRrpOq5EhR3qsIfh8NWVIjykw39TMUn2Hkpzt8RpFpGlR/Uqu2rj99O3SCBBxJ0vvrqSrU/UC074wnS2JPpBM+HiVsDEZDxrJ+7ICUO0Jbt6H1riddnuDOcvOunY1HGErF/dhMPDU7pB3/y/ApqiHn4vwzUP7q+vNvxKdkOuEpA0WWQfw+jEoOGHkNPg2al+iaTiepicGKoDXs+AkSn8oBPsETxEtJEVFkhdopPolZhboWDRnF1anhq7DmBTzCp0FfRtQN2/diArFJcow+p++GT/qNTFTIKvGHKHBSnHRpOGTh8n2AT4deAVVlppgK92hs4jaFp7mvP+tRaNhrgf+H/6OW3er1SI+TpYZj6LcdiHNi9tnlm+1ywD0Q+0YKxic42jZ+wr/ybkANHF1fp9O6Ch3jW2ErZIpQ6MSFtOWjU6SkIET9i/Gp2fYlxRbQo7+nf2sKUIU/0r+9JK9mOBQy/j58hiHOGSuxjNg3iHSA+UqC+Yp1is8cj8QvuBJFuA0Drd3laKmaToNP+TS0sMEnNxMTf8CIzyPrQvxkSpLjDg3MV0CA90GLzlTXMq1TfLIManYp/tylomuy4YTPh/fEp36Iz8gygsCwIhv8xzRl4R6fGBXjLUfvivAJcqKInyH20EI/cpM9Pv06jlo9zeY9pcd7zNZCFJqjgHc697c3UvB2uV5V+SQZdkdtN8cdhAPOx8mYd/mQOzc3nfub++vrSsbQdcK7Ybsdoo3u6A5H+h8RPrN/OT4t65JsqHsZn9RMPHj66o/j0780X9Htvxef8pG6gmpnEHaICmSdx0/iiwuBNnwPPFsZP819/HTFk9NZg0+Dbu/VWYZS94cO46dBzFcRNh2NCIFKeDF+il+Lv4dyi2uymWABoPjyDvis+0N4FbAYojX4xAUGcZJ4/i4mbaAG7fHpgdmn62ZM80/u1vEzPO3fRnIUqjB9F/yRXHidjjea8LsAyLwj2c31usxGw87Eg8o1cQFRlxqD7njgDbwuQ34MytDN5H5yX0p67nowQBbcVsB6MH0kE8xKA+1fnt++gU/P/xvip/Z34RP8c89yUgdccCviFpP8hP18pcHnlJL5WYT4qfvotXrcCjEp18wGn752jE9O4/TEQPzMuHYhfgZKlIPyr5iSn+BGfqb70H09i5+pSfETo0HC51MOfGIF5dv8vh/AJ+afAoKRYEZIfDLTyYwsT5IGn3hePp6jpltivsKb+jOPEsw/w4P6M6ZeETpmY32IUBdasZFYbRSUnpcknc663rcvF/3+Vb+XZS6aPVkY5rGbxTz1gM5BhNkLEt7OFYB7X0mA8sG4GLV7aDX1Q+Bz4mQh5p97/sl/Jr99oz+k8pP+kP6j/dvL/SGqP7UjHP4d9ae/qz8dUNdM7+36E9m/7pro3lJp6ezjZyBZ7rv+rUP1JCMGoUW3MM/jp6VZBiJ1pIDIq+P++B/Vn+1UEGtm15sJZIneBZ928y7LdrIq8dn0h+gxQFPB3eNTDwJ6q4yEnjUHPyEmEl9shzYoROywP0T4vOOju7sRvxu1OT4dpqPbSSE0SepV86vYvUIzN3LRLrKjT5LD4EbDaJgga8aItNNuuyH2Y0aS+Lf2BknXsSPMZCIDKfAAYRz4nP3n+kMq4+YFJVEjYscq+pqcy38/Pn1MrM7v1w1FCFL/zvpTx4ayEfk61Z8xJDh4ErgX68+cK0liM1znWYLFMChtuA0+Q4Meq7nDZ+xkDv7EVH86zYt0gM8Q9afGCsfNffDj0QL1MlwEdP28/pTxcyjHgdUmTrNi+k74VFXJHxL4pAayYARTCo8pEnKFOPAP8BmGEp/uDp9GBIkFZtu+INo2+KSPXpsN2+3hBO0cJLXjrIHlUqrF32MVh7pAty5vf/oUJp+6oBNNQjcGwYj1wYnv9vshec144/vRVExDt0MO3XxaaUHi3fUAY/XfjM+35ys8trVz3FoJ14/wSXdAg7rvxid2rS940fjMOorWf8t8RdnPV075fQ0+Bf8W8xVU55pj+Cq2r1Td3cfPGp/Rbv4pmq6wV/BCS7mQ3+LK5IMypxG/DyQdqBUk8nU4na9g9gmKeWf0TCfpdbaJSX168S757Z3aUTv6rZcw+Bl17mL8ztsExGGk/MmVmV5BHSd2jav6MBkz8RcSS3yMk84kvR2BKjDhID95SWN4pER47B0nwRwaNCeIm06X0HNYUUq7mhKu7js3nZs7AmmHd9pp0m13vWQ85pMRp/lK3E/91B8MxKaLNxgko/uJjKDjdNL20xBB1UqGUFtgRrb49+a3b/NvTUs0Ly71h86I85p36bFql+83MA5+vEawZlu6enK/NEe0/wR80n724oSfoIUh1ZCRoWERmAWax4wEahF7/pTkJ2hegjmJngR6jCoaEzoDFajrc83QxOKnHnu7+lMn/pDDZP3JnDjDYgrW3enc0VxRD0DMBG8Gj7Gf7WGNG/NPJG5+pllggIDNZKrEv8XFj3lowqQwdYj7I06naDVJN7yAdcJ7xM+xAs0Dpa20Le6R5xIaM5AACu5AxW/fBVf9oA+JMHxsDicMHfo7oGbO59HtaHR7Oxrib/FX10uFHB05TGBRoRbmow8bgHM5CB2nE2AJCA25q95V6+rWGwnBoVEb7ANsm42HHWRzrI990p4/IP2hlko+Z2mffb6u5JMfOR0LbV2ng/lKT85XZv81fJpOknqWfVYoYvhgkvbF7nbYqdc1mzUGITtwwffEDr2zn7dUnNDGYUNKg8AMbvvX4TMl/YSDhN2gfE6GdE/0SPH8VNoCPe7fCv6QK4jtqJU9g5K/UKEJqGoLIROiIVH/Vqu3qYkfb+7mn7aMn0KNQW3ipycqb9T6SjP/NOr6UyXGvYyfaoCuaIs2ksOWHH5ORt6GQ3od+PzV/u3Tst0ejZGD3rUHAUAyaGMnE4jBPDIIxh6fOPkkjSeOA0CM8D+NJOnDTTwd3WRltZxWCIzLklQu6SirVaOPidWTFfbJSe3Eu8M9TpJ2FwyLKCnyljyI5OfTfKeNwAuQpqMuR3uOuYkf66C+h5ZNRoSAZzuiHpEcLeWjKzfxRthfAT/hv4pPZFS+csFXqNYRUE7waDX+bkdfB+TOfl52U5RDJyNVOFP+Vfh8Jn7f9Gi/TEiJIGyBj97w4yE+xR1m7xN/z5L7ZaqD23gGD20t0qHbJPZXBJrEAkzDH1Ikz8Zo+ENGGAWwy7NEwqBiPxu30nxKqhntrxhN/MQmJZQbDCTNh/ufmGDELRE/xRk6ofhJ1grvgU9Ukty5I8UoyKVxNgoJmt649hMbDCfwAPQmHj7H18YTz5vQ/2QsOFmRzG19NJ+uKyIaENuADiiQtMSFhShDLjVd0e9XaBLTQNQXbSRfXBjBOXBAFjQwssGGECk04GZtuIp2qeDEBWIpnv09Wr64Soxu0PLFBouS/RfjJxTtFNL4OP06yjLLVM29rpBuGtpeSOswKlrUVThFPVZDbH1/v4YgfxrmX4zPff1JIz5bNEN0QdCp9U3AsPV0b6+EpEiqghnQsDNAFuDomI1wlKiAkifrT9yYoiydHUSy8lx1X39aAXPUncMV+rhk0UkRlvb4tEBp+re+kcgne6RvQjw5QWG9J3yuR5PRe+Fzu0yWa6ErLLJQKTC83qwPhKXfkiLeQqo0rXi5TPIlVjHmULRFBTrsdu+GhMxs1B2P2hiTYngamy13wYgfrwwTxE/LE2ZsSAvM0BQAzvu9XvLAWikz4wj7ApjGgKtgmuRzivAJfLfvwPXbCK48Wkc0RXXiT7EGmv6/ef755v6KKvlDp36oiiOrx92/6/jZHEdf189/HjMbUcAe3k7sWv1d+NSZuHTv97MN2oeGUhbh8yANR/ykxo/QiEWUxOIYQMhInQebKrKPrUkJH8Hvo1qV8NnMV2xII+7vDZks4dMVxIMQxW2NT00NED+1C/isV7SGW+Khevdejc/5r+PzNkxDC8qhDHIuDrbI0ZQGMwqLmnRMvHS1fksoXAK5wfUyBWTKlHSsIf2YJt5wMAZAUc2i89NmbVK1bQ9GoOi1B5S1UhdJ7dkSnwzRlf52sY7mY9yCwjIkBZVW7aPYz7sDbzi5WonsHvton2+uvSu/69XzlYf/Xn7LwIpO41P9SwhWcmh/776ekLg3pGBPb4f3KIYa6tnP46dz3D7a/XxK2uTW35bfQp9OVNNM9ofMuj8E4dc4AvlAP9QfwiXfSTTgEf2hJr/lmPu56A9JfCLzrftDikQf1BNi2ttkDk+YZdTXLc0Sm1wGEmnSH9JdrJ7V+S0Dv882DEsw7tV9fhumfZHfIoCsr/PrmcAn4Pnr+a3RuSUG8W3HIn2TYXsUYLeynaAby7HD1b0tkgKRcTREI0jaXXue+JhSa4jnN0mBVU2PFyth4bBPeNeclDJHqBRHXjLqjvIx9zzcE4STCuhvyqNjM5uy3Ah7Zf30MeqD4pemUc5SOwszbiF+kiFxqx+TVlEQUfmdjqL+lwg5fpCOqYOr/hfx6fIH1PoXjuXlL3/3gZbC2dceEvfv6g/pbip2N4WUHsUrAAxVpw4FEyYr8Pp2odzPFt0b9CRCmkli3yVAPSoyAoFPI2YivbAiGT/VXX6L/bKD/WyXCctrzJLFfpkOKgjip438FspjzRPVxX5Z3R+yI1HGDYHPzXX0OVkLfD5Mp78cP+UInLTPEpwcaNuy8d2gzdvUv21z52py5bhQHnFMB5mqg/lKENB85fPk6gptI1GkojL0Rik24YsS9m0FeeZhDXndxNe6f4v/5t0RQDmaIAeuAeqgbYZyFFQhKk77tO4Sgp+A+Mk0prdbEp+YgppUhQp8evd23+9ffQ4ofhr/UXySOLIwZj6j/2jKoUExMEQl5PkAFSqwygUeAuQFnEPeIDq5qokPf9d8RfczatJgmwzPykg9Iw6oRQ2eAMJ66pkn+9lhhpu5OVezyLMzBlIB+j5iP1ucFlbKBc7txFBNEJAMP7JSKGqD2oohIjqV8pUzfE5tIigmaJYeockEgXbJT0B+kZNWAbF4Dc2IjWa+EoEAZ9bxcxLFU4nP6a/jcxVotKhCu30xWmVKe8SAoXYGwg9vjzK7n7r5F2jf7+Yr2LEW7ICctG7zBAyDe3D9MrSNAu8+ubvrQjqT6Ag5BcoUahbQhS/TaQLltmIpi9kVh0zmnYDoOBxhiHLHE3SCWOYifvZjGKz5sYnwGA4wVGopKD/7UdzqRb2WiJ+83UpJWdeNh8l/Fp8aQ7J3oW+EE1k/4w+p/Ff5CcQf0v4OfoJDJSOuESJWgieAlBbnK0YrqD+dc35CIFJ/gwpLMPY8Zcfvq/fs0HMkKYLdfplOzSei0DmBecRPoHeBuMyKLQj0GKt46NqS/pBS72cf8BP29WcdP/mv4hNup7v9lVp/SMclSO+AH91RbhUP+a7VufUMCBTgIuS7V7vDlZ9HNj4wduPx23vmRA4mm8GIt+vjzgsG7e6dQkKAsp0doUdeHLrIpJAfQixFtO4OGMp70zOsVkxKJwy2SOAMcrym9+giffoEfII7b0wGVH8muADY5mfa426HQ6zR/Jv3V97GZ8h1xbioT33EH/ph/u1lfp8TGH87PlUl0PTQNTwfxFPSH4o953w/G/yE2Ffj2AqhPxQQP17Un2/gkwex68YBtzHkN3XTPMWnY0SJFSC/z0l/KAwck6mX8OmnfbMPfp/AZz7J/2x8cscKMDkC9kAHSD3HgUztjfhzKz+/5SP8CxdxFpsk4II5kxUYrHm9br3gTkFl26rnK7Sf7bdaMSrP4QS+3jvr3rSLJk83mKDmvZtycLf60NFHdtsD+8O7G4KJREIoSHzjvDOcU/s6GQ+65AiD+GnG/1V8qqofKm/pJ/ySvskb/Hj/sr7JX4pPFcxvo7FasY8uGA0+BVGK0KfJJ0/8BO0P4mdzAUOY1C/HT8p5BdlBVK6udRmffSa6nKJ/C60sT+Dzy7vgcy+JCTH4Rt/ElvomVrcbDEfJeDS+axPPB3/uxuJzsN3xr9DpGVQdI9oJfeodPtFhk4zdOn4S7wKk5NsxDVbHXjDuhiWZPJANKJEZqu5k0IVfWcaw2W3HHjnRYBERtadGQn/tHMJgQ8lPgBvhoHt7hWqV9bz/bPx8az9b7n+q771fZrqNhOzfg08rkPgEDjUsa1hvxU9Ojg7g3zbx85CfcAmfuA0WqlhkSf1b/RSfrgXtrTD1mvh5oD90hM+Gn0ADwC3mFwKf04c/DZ+oneE4Q8k2RA3CO2V821a6SruDWtERn99yC/8KQ6HfFwKaBt0HOs2K+E8jPe6epjTzlQGmK3w85Eh8WTikDFi5C26VUS57R2gdzWGANpoM8dvCO3KJQn5rKeAOGcSP74IBeJ8K8tR2AoWFsfXZpfyW/3fx+cZ+tv/L+Ly4n20QPtX9A/s78Al2OuxPHAhIGqhCPeew67XPb/G8Io+IewrVluRrYNNe8zfqTwfiCHpTGVyqPxkNUknrln8Tn7+hW1rj86fnK9/CJ5JxBws9UPOMWZRTS0jSffDHFZ/3RcsVdaKLRRW4MUJtFPpDCamZiP/8sI+PCiWvGF1i0uJ1wSnyIEgdCAc8S9fwO7U2zWza7QDdXngiVcOcj0CRZ4MAKRkU6NFD+oQ2lDHkw9Fc7K+ssc79acBH/3l8vrGffRo/f0KfWvuA+ATGgB6QE9BLpsTOo/lKoF3uD+FmAVRroT1t2JSW2m/nt54JKU1skmpeeLE/RPw+0o9XEtifwKGl9nd4K7+9f5L8WxE/4RA+/7PwaYldMsUWHkdhf2981BdKtX0xCaEPQr/PbYSHjNaOtxcSlhE/AbE7jwhFQGl3PMZvUIVSEfgIfbMV01Mcte9AW5hunjbFcECWDxzxFvJ8PZqtoHnb6kF1IRHCEbBNGkG1v929uQr6LkyB/7P49Jn6ln7CIcD099EHwxn8t+a3hE9dY4bJfCtAyyfQoK95sL/S4DPRaE001CFSZQNLFig32F/RrTfxaRE+LS+ID/kJe3ySfjxYvbqaahAywlK0d+C/cqE/JFY4Vh7fSHw+vgM+W/0aUsxt7fDJLNPzTAt+sJCRyEFZ7++Q18RPIhawyIBgrwlSQSjj5+5WocBnq+kPofmMhivWr+E2m6X190hDPkTXyPftDIqZaT4VC2hQJBonowTS06Zt0LJnaN6ktRRueh2DyuDajkXxc/Afjp/BRRyRfp96iM8fnK+of6Cf8Hf2h2p8mgp2YS1QakMd/CFm6qf4ZEIm16ao5zAP7CEdU4FQvi2X8Olb5O9g4S/uXIqf8F8hpWttxx/yoov4xOaz4N9O5H4230SEz3fpD7UO4mefGLGUn7qtHqIbjAPxWT8i60CJu3YbchtamxawBT6hGx9S/PSl/q17is++0IonexXsjNEnrb7to6Mk0Cm+06IADJ0Gj8wzMhjcj9PlZp2BnzRB93aI4JsWeVpLya+v79HfxY/pHfATgn9+/JzmROuARnO2fUpwYgJIYky+2ychzyx2gYegcyxe6QcrmvVBe7cnT1+eSKcPFFPS5NITsNNLsPfkfvaZfkJNWj34CRO6zHs94u89SrBawGuZ1vh82D2pgBgHtir5fTHoAr4OYgF2kNMEIkS73wvfXjwhJ8yAPiuD6l6kuhFPMV9hjkegNaWoQCxfsBTrm5BhgIeSF5F9EAuSjNMaG9CraqbHSG9WyW34vESZ4uWWnjnoD3mYVGSQXNNxxdQNFRcIwU/wEYJTze7FvTsuCtB5tc6gf5vN5z+Kz2mOc2FGJwThMwW/z0UHYdAetcNxhsE/gBWRuE8WorXl+nAaS6P4MYsaSwZjMA7DcffTJzdDxt3PMuj39UCCz/Gfm5nZLguOYkpgW7Bp6fd9iCf1U6LKx3EYx/NFu33bEwYP2jgbI+kdZgW48mzhtorxOImjrNg+bbz5YDAcXculFamvydP7z1EWwXAwdJC8pFbqpYGVz/+5+tTlHDI1cJSeA5/B6nXNRSfjAJ8G4dMQe160HdbsiWHRUyxGChNs2oVqvp4Qde3gdhQHiOhi6PRPffd1GG0rmXa0Xybv18uABO309wl9E5XcDOSamnyVNdeToNV2h2L9HD7nM9RqMGKR/KEc4sk6Hdj/lGHU3vP7oD+EuhIoJRF1gw7cLqzHv+IaZQvPIoss7ih+BjvmE4/km0RXJpKNxTa3S5pGWANl9qH/ivg7I84UvLRpB40Tvw923lp0mPSLe6UtN+GPxMgBU2S4m5n7WAGf6Y/iE8DEGVFWEEdZvsyK16clZShE+Gn3qKJEvGSuyEZhySCE390WgLWLn2r7E/Q1VfVTP6a/oNJH+kMQfe9FwkKwiZ8tn8mfONCPx1cEzAOwcdu0OtZT2p/8T58+qW3X7aVXrexqBIMzIveOSDieGrvPTzuPh2069Nq9lk0vpIfhqqdCshP+ZRr8ef+x/CFsxiFswMgLV6Rk/bpmx+mi5F/76iX+EK/bQEfxE+/IaSJLzYyotp49tmJIz4aqRNnL1AvptO2pUiplFz5lsD3d8Eb2Oc9/Ap/wcyvzDDb3m+d8WbNORV7NMifQAisCTQb6fS70+0zS74P+UMYTb7ehjSs1VtB8lluu6UHKNktt7AZA9RX6t0GEfTHwE8mZBf5mGozgIWSEXUrbDqHxJ/gJDGsBuAeh5En+DgZdzDIHl4Akd3gOfoKHQBWSkwls+kxA0oDZAwjino04bTthAnZDZEDnYyUNg+7hj5TDqO1H81sQ+4oiY9WOf3tHSBHcV+Koq4OxUIoGId7z4MuJ4ZAHojrzhtSqaetAKhWjfdPgUDsYTHzq34Idm7qpa8dmtPPPFvis20jCbiWiijWK8V+WDb2R2F4CO0nmv1nUd24mKf7wCYfZyiSV16Hfdpa9K/DxHXSwW8hGeqA/w78MKjJcJ/3bh+Ifu/9J3hvTIodEIojha9Sf6lGZJ5izfqhdSE+xN6zo6jl/KDzDJ4kVnSqhaJfwKXCHBSr9kpuhqHatBpjyVdZdsOLUwwsKAjBOw+KH685ylhewdSsKmd8yGaVrzfjGVITmHG4dr0h/yGn2yDVaJpOqhiLMIpzC6N5D9YlVbv1A5y+oAR3I7TqSVZD+vMhV7aP6U0RbVfA1aGsN8RP6QyrCd3TY1JbXBiIKkPcf/jkeDYW9Q3Vf4JpT/bC+yaLIp/P5osx5BnyWwKeh0+Y0NWi/0N6z1Ee49+5viPce4K+be/JZuJEHtW9F//bKxa1uLMRYqlFNn9hBfmtXf7ZEFwmwbPhD+B8VKTgFbmc07jYyRTfQT3GFTPw9Ee2z7W9nx9M2A303vR9xgXb8FpSvrkNaxLD21smf9x9cf+JtW8Codlk9UH/oZQMHPZPOmp3eASRMQkameMJ+YJefaianVFhT6xDafNmOQpri7dNNoRugAZ/SBWv345REp6pxqKdA90LGdHRNOL3fAPUngqfZJL2ILwjJph9ayK/Vw4ir4ukUP9wgyuGKOivymcxvt9WuPQTvzVBz9Z1+PJxGIqxdQ/cdpLVG/xbMeIqIkH6N4cdLMZZz3WOgKoK4h/4t5FEguufoRoS2kWn5ZmyYju87js+wjo4rPndhHkgZdaPGbUEhj7zxTPAorQBeJRk49PDnJf1bzzahAGNaOmiB0HCyUMiCsO8iervwt+/QlB5XmQKl5I/rg82nCzhGrZ/oeJ3mwKcfhsgC2MS5ySaIXQF2VYJJlE7cIHAn6cSZOEE6iWN8UR4RfQjiCdYPYxajMsV/KSxaaB0R/zVHHIuPLilh4gPIeP0odDPc8YST/kJ9TOBhL+xXhCrK5hydq9XTqhpNsKtgwyAULwP4+aBfwuvXw1UwhIw94XPxj81vUXs+IHxm6eapAD7ZaXeHjJ73TATteP55Ie0NnOOnL4NbcCFQQvrqwl4LRYoL/SHD2Q1VD/Npyz7Kd38enwU2nh7ydJFsnuerl3VKmBO+QAiYZM2rCd1aJrxUiDWkk4qCvXdzk7LxiG/0lKhWtkg635Wm9Ac2hNpuKtw8F4vMSxxMKyQjkAp10xW+muI6RUwHC99DF5euQqh7D5rYMhqTizetKiCbaQ8+9e8zYVqb4q39cX2wcooQOl3RHslW4pPwg/z0ekIRbAK7E3FM6r8m+MwhRF6fHhPxx6PlMhJAgeiJd4C75qDwSx+wUn5Dcpp85K32Yijis82FoClTWhzVcDyvoPAwj1vIgXER8Fkauz4sJ7DXDhMI0qf/J+e3aAdkeQV9w3K7pfy26d/u+zi0wU8eA8LU0dx9XQ2E27l8qvu4CEKaamn7hg2Jp5oCnyo8rbR934jOPl9xD/XC6hOY3KbFL9MPGj/EC7CEJhasEwwpskX5LYmCUMdzN5VV9VlR/vh8ZVFEy+3L8/Pzy5O5+rqdhgx7/iyAem0cpD5Gj8xhAfYmED+tNHXB90b/NsUCeRj4AeORnTqYdLIwAZ/GzxDqIHyLPaiogDB8lvMoSeM4SyKoxKdo67LU8fGDIWMBYgc2x1IM/TA/iSKcww4avlHKCz9DiRvHMfQGssRCIzSg+OlliJeBl9A9ZkXqMj9MEz/AFdbBb4rGeT/jFGdSDle9H8fnAlF3SkdB+S3hE2noFUB0L5dzz475t/Z95/Va77z59I9vOK82v/3R8fT0LK2zn6AVjzp16IGiDxeIlIjyLJQyRvR/D1Lh7VEHud8/GZ+w0U5XTy84Xp88FF45Rz6CP7w+MMTzUtT/dE54OBHD5mBZ5jlQuQigHe4Fuy9DFdWHSbTd/NtmyI58NzEd/DBO5t3XTZhjcuhN1ged6J6LbDJ0U+jWhZYbch66VnN7+lVQVcClEScx810e0t1xCDDQWc5jvz4Sx0SuOv3h/hD5gAplOTkGzmGVa9u4WLiqCy8DEpDHpQP61HRFQWYPwyMGzQPPJW1BzbCJEIopjAMavQ/JA4dqThd7xJiAgMyAbWtcQeB3TzJjEC2CPgp04Q3dJGV+V4VzIEx86VIFmSVcfQyTBiccPWNLIW1wzQFpMsJmraXh0WAPy7WQCGO+4jbzFRWNbDwEGxzWT1/613SGo+H1M/rUOU3b6Jo9ywmf6N+iouug+uPPv/19h5AzIvmFTToaQIxsjIOPU6F+2zITRF6Q/9LhsJto6A+FRI7ou7GTDrkROfo/ev6J4UpFqzzLJ1l/Ghpkp21tpwek6waN6Pd6QKYeWcAOnI6Bi+hM3wRfxbfCnY6JPNjF48I3+NFf+wMLhDjjVctoDtSc6Ih6Pk5fg/TsmhmNnK/MfhSfaGNT4zJPpX5Cuet3ecI/W+OMNEpiu/YvAykmy1m0b/xgeE8ZAqalpupkTINWD0Z7GeId91B/alI/Adt3Fp0dboJUIMCeK4Z0pH+LkJiRikudBxi+IMFD4tmm/WzaL7MyNyV/+ySs29uakEtRhXdw7W+vJ/qn1O2b+Ro93DRfPJaPi9l78IdgJ+aN/kZ8bpts+no0QQ7clLDUJ5bdKFgNUq47x2ZZCH4E9YVbBvkjBf/0/ezFnCD6gLdx+xQTP4Hu4KA/RC0aOAPt/h0rWvn6dxxfv75EFKJ2ONzNP8VE/9fxWQNU6g/t9W8hdSCUuIQiLUa+2HOD1gkWGRPslRxQZqV/tiuIGHAK5LgdXEeMAL0lY6dvokWBLq1MGv0+V+qDuWp4AHb0b2m2DNxKfTADXXXpz2sySd9QT/HpReSMooHFOsZOVkXxE/iEQ/p74POqg/z26W+Mn6tZlabprCrSak7F7heXukssICFszGOhgz2b3Cw3qyLtTtoZPCWQYjEsiI7+8foJZG2O+UqeZzKxC5UjmzBpEegeDiTZ/PevX3//y4+vr6+a7ZyRjeqtSe1X8XmiD3boby/wGQh8QuSk9l8JlTixfONMn5riJ4RNQJaFeZcBhTDyX4kMc4dPTZpGNPpgkYyfEenHW0hcGn0wgc/YUpr4CX97Bh8/+Hyl9V0d49PHhVOLdeg3o7+yInx+WTwuitl77JdRBRrfkzNnSuNH6rBOEpkXJRhG4iv0Kb5KH+gv/D/f/mlYJTcIYtXQkaWQF7u/nkCw7/M9L1ejYXecYmKL4WoP/ittT5f4/OfWn/BAp4P4CZnEp/pH+MQ+VCng8pX+//axg9cb37r85YtffRXeYEdtYdWuIXIw//xpfCLWzOen8ROMd0tQhQNKKhA/MaYMQAVNrDxnCTMO9cGQYRJMFA3WekJ/KMwwFpL1p5wqa+S/opHVUOPvEJAePLhB0O8LDuaajAZTVuqDWxfS/orh5Og6JSzAfKXxXznCZ5ggu06MwYAPllsyOkixng0D7V/HpwF8Ct+GycybUK91gmr0HktewCvarVj34jn0+0g8Hsf152vRy/XSlNq9BGbxJ63/2nV36d90pM2HtP50/YNwxa+h+5vit95Xa9Sg6bgNO+A6fgp8Lqb/YH6CGLKgXSf5t0w5ssFVZH5rHgw/lDl10J7/4oN+p9n419bpIuW3NT9B+3V8CnguzvJb8l8BMgNf4FMnfySs0CHFDYJDeRc9JH685knzPZf83hUxgNPF/metTy38BTEJtiJV4JP0FkR+69k82rO0dDfUBT6FSwTxE6ir7ZD7IPcu49On/DbW2qMBX63IAxT4pNfhHfCpED5DRuulgncAxo95VesN4S8whkCBcoXnCn3JQbOA/u4HcWgGEwQ3lIzXXM5bdmMYfPma8HxPf9FNrj247IqbQL9xudNwXK6WaP38UTDe4ptbuuPs+jpCjjsYj7pTxcAGmxLAJgY0w2zxD+YnCD4XKLj5Dp/6Ef+2rj/3PAJYFZHGHi7Xl54lURguTEUvLcAInsGF2+qX7sHeW0oc4RPxUz28oPxK/AQ+58WZv0MkejvSv4zR7rXGALpIR/86CvfPyzNktSr0b0MQ+Wyo/WXosIaOx3f+DvWSir7zX2HEB4qwagzJYNovk/4rlLEY4nKgSX8H8BOIH++j3o5lgnOCT5uLi2c7QXNI9m+/LHIY9D68Az4Fvw8w/ILFSrnt2e8jQEWYNWY+VYK5lOyjrkxL6dlEfO9nX+h2mEmGcZ/2y3w8+Ii2yOV/gh+Plbh+DH48btL3IcyH5TLWjxGNJ/fNEUWwahgV82ouBjTzZXEZq8/PJQXuWZGsi2G3DSn6MLYTK9EEPh/+uf1bOnBqLqaH+2X6oX+KOFuaf1uiZYTTwnRd2zgX2rMd14YOgLH3ZyA+qe2e8Q0wRTBNyzpHMuYalnGGUMZc4/x1VW1Xq7kOv45PwXWs8fmwf0DH+KT5CuawJAdrHzE5anxKmT+5AobpiCKS41p/qPZfUQ/9kWzpjwSug2/KObAm2BgCn8JRG7Mbctv0av0h7TI+HYnPDjxPVsVvEp/Z9MtP+5cd1J9Q8YKku9nukZJ7H/vWfayZ2XLnDH/1aX2sB+1byHSZGsQQxmMhiQDVPW9sjLti7ZrUEaA60q1tV0g4s/7Upw+0n0236faFnq24B9I9Id0SS4WcbvD5xkPMBdWhC1XOIi3QLsoy+nAyLX3OYHGfdkNcVGy8/A60Zv7h+BQfiqY/xM77Q2Cb6Ud8eY/woxrmBZosnEOOPVkkfcGw33i0F14oyUu48MTAozFPv9MA/F3wSUcm5yt7f0GhMYsxi0e8DQxK4EBG/oKxkWXoEtqn/duY9KihkZtyV8xXwO8DP96wGnySDARmJ7zxdwBPEP0hEzT5BN3Z+rqE/RUKuGbiqLv5Si7mK1gBPe7fdpBJYnTaDmLhL3g/gcyzOFGTL3gd3gmfbeESNgyTtjGo/QW5MQjDgQElLn/spX4I3b22FJUeDIeEriGsACGKEA7GWDnxMa30x2NvwAbN4YUkEzQYhIRn+lx8c0wL3xn8PHEPnz7hQ8CF2W6G7bR+lLt9SOBSlO0KFTHXub+H2fYR7W/ztKyGk5H1GZ55JDkWOcDn7F+7n02feoF60T/7kk6Qyv1jfZO67jp9ScQYh1/y5bYu7n/atdzb6f6nr58uxfzafjbiZ3qU3xq1P68rjFUEdw/8PqyYwRDJOtcfEsLvqFFN0pxHYBT+K94+fu79HUT8RK0QELvK0gKpHy8t3LC2Qst0grMAHXA9FB4tNB2l/i1t9cmMmXWuPhMpvDMcDa8In+mqPk3TCfWHpsWv+68g/pOfbgci0TBI6YL2T0pgTGvj8WusXfvbYyeb9MH2+n1dPiSb0LDtsXbXt7gRAp93fqN/22ahkMFthxpWuulzRlJhNpj0IM+KdTYciNuO3qMFNFpjsSNBgIe/fYyNgbDDoLB7TVUsr1bLw7bSGqXo9ed45GGWH9F+djH9f3z+q/D5cOCfbRA+PcovFfIXlPEzDXJQvvlumU4NBD6xguwZDkYloOsFWZhH0t/eciU+VRqL0pocvXYCnwlirJf5SZhmEeQ6ZM6swn8F+ISWCvSoI2yqpX5QsCwBNZDZWYNP8l+5EvgMIBRdBFfudLSsQ0nmjYrHx/I9/B2sRv/WlG8t6ZtgdmTqvq+bXDViTJpYuNexgHwaVUhYCsVziLiO7TqQN2Ls2UFiab+nz5mgN0N4U4g/2Db2swFNH4TFNO3tDmxzkhhRhO3Rnp/YZhwaqHtTLK1huuwSdB3nM+wjJiOiB9ZPf7N5ml1PsivaoCd/+/Lfqx//X8Nn7b8y21MF0L+1xPyTjOv1Zr6ChTJXNQ/lusnfARuZtf+KQ3uzCIz+kf+KduRvjwVm0IeFfh8EUw78V4S/PZDA6YXfxU+bqnrmZpI2T5vvGr/6/PnmngctcqcdDcderSVQIajks+niPfwFd/i0IzEBsoWFTAQppBB7IljcAVODsz0+DZ9mXhqGQzSRFfpDcFYiDrPL7Gh/njBiXAOfNpnHkB5Kj4TE0EQCc3SPT7fGZ0z4TNFzw1Yn/AVd8hdM8QPUKVYR3xOEbTz/6qluH22mE9DlsaoG6/H/x+e/Dp97fyRH4hOy28QfMil3RT/GBk8d88j9fjbhE70dL6ENVJyaiIaQOcl8KBBZTqioO35f7Y+Ezz0XshDQ0XXwJ3Iw3Nw9FdJPEPiEdljdv3VpPxtxijf4VAU+VSxkYgKJ5G9xD29ekd1uivQ6u7+nLdgv7+Bvb+/wGYfSGYsQ6wvvb/orJCbygQ8O+SPReZPQ9YaURgPqanHdoVWdYN92q/HJKH4yqOPGUOHskVaRLYJlEz9DUv4zxJfc1KTb+C5uDwV5g37Uoi3Rzxa0iOADgSL2Ot9QDF3/9ry8ngQ3fJTA/3NRFP+Pz38xPs09v6/pD4Gwzg/9y2ivDvHTTXXs72SMvBDANoqUxCf+beMvqEd1/OQNPht+nw/9IVs3zB0+CcXAp6nx2ATrX4mV0PYM3K/Mbxt89jrdIcckI0ip9BRF2BLMgejzaDrNHx/fE5+WjJ8SnxkL4jiAY5GfWaAOJwfx0xOtbD2mrjWHk1HmB3B1wkYODHizg/z2CJ+9Gp/kWZkXtrvDp/DP7jGBz9js5bGf4RZwSMqjPHZtUINH92iSpYHTuQmCBJOZVDKFnzi6vekotv+//vwX57cq+X8SS4Ck9MiBoOYnMDOBKomlH/H7kK+KEIMeEqaZWmKntq/aqpiv1Plt0x9q8ttQjaDSo4aqz471++hMZ3QBcHzKbw3sl8FZ3gnq/lCd3yrosNyBJ/55xOvSa70cwv/y8fOoIHwuHt8vv9W5t89vHal/69DgxyOixQ6fpN9HukwwrtZVbgl3KFolNBVpC7H3ATmsP4U4UU+K/PlsHz+x/iOkAynCAp+k5WebQg3Qp2CrdCDjAHi2Ujl/jTu0RAqNF7AWNhXM04a4TGTlw//nt//W/pAuFdMcp/bPhoUZVBNQUrLA9A/X1U158tIpi1mtjxMWC8L6oX48vQ6Nv33TH2r8sw1G1HnN2PWHCMUUk2t+n/D/xGqaqyeSmyH7Q+3uJ5IGuvGqemO5wDxjFLBA1YsFMXDfDZ8kyuKIfXLRH0oh7svdIHW9TMcy9K7+VKUUDEwlGeUdQWLz1IFGbhbCihn8hN3r5XsSn8wg+PVMM4X+mEliCxDANXfxs4f4iVv40OlEmDXMLLIThOEwhSI9lrFhwt1VlF7fzXyhqxlhhPolvuerJ1yunot7aIShf7t4mP0/Pv+l8xXkkPQcLKv2k6/nK+gSuZp78JslRxnAIj0EU3NsqtGYfjpfMeTZ4TTzlSa/VVwRP9XdfEV4CNlyvkK2XxHpDyEAYf+zxid1i9pkb+DS2JOYbk+TeyPC1HDSndz2gc3Fly/vMl+piSqCRqbQs1Gb0RI9WTGEPsCn+F+np2iQiZQMnLU66v4ddEW6oFPQ7IkPoQyeQjq+d1CAyo8CpZChl7chPXpTmLl0bu/AjBBb2UItdzBEqyy8vt/+hkaRd+1ehbiWfMT8NoWWawnFbfigFmVW/DQ+yZqSKxf1+7QLQEKHUlEPv/EGPncqk9+JT1NIMet/QX57xr81RKQKSZs2MlXuiPqTq1BROGi57vTj6R1AfyiGZnDiYDRiHvLjaTrTzFck/3bP74PofPNUkN+qgt9nqU1/qMlv0b8lDpde8xO6A78fZo6E5za9RhBhHCJEiS7wWbzbfIUeTyp4KhpRjNGipvmKhU31RDmMn3hYvk/6UyaWBDQ1ShSWYIZsZQHIFdxNDupPkrRSm/wW8RPSFMjo5XzFOO4P0XzFoP6tmULBAhEW8xXQ93x5MyHTKeTGSAjQzTAkvRaD4M0kMz/ofhlW4EsfdsTbp+12bRXV/+PzJ/FJ8xWE+p2/fZ3fBrRfdmCp28w/fSFQZO32y2j/U+j3HdWf5g6fvoyfvsGO9z+JLqXHtrbb/8R+mRtYBvFvlT0/Hqw5JHVCa3K7Lifgu0IsCFScpN8XuW3xZ+Fz379l0JNw7VN8KiT8Q9LJghmMTN9Ac8tRw7fwSfOV0ECcNFzzvH+La1NP3gx/27YR4m9GraWWNJ/o4bIppjHA5ydGdtpSfvN68vmD4jOqsgoSbATP7dPTKvl/fP4cPjUntUQqzklUInEaf/sY+2VcjESO558PRIKfR7v9siSIwv3+p77bz0aqJ/AZO5llZU6MoityGv8VoU+NywJ+Hfx5iZ/g1f72YRyS/q24Pxk/u313wlfEa5s4Vf8KAnmJm4VfCJ/FPP/T8Bk7ULKxnNiwU2wKQAfnBJ+mnQaaaSRYK890kARSbMZ5zInfwqdtZ4iH0KT3xfzTPsVnAjFcdIvtHISOLAHvA+zJFIxIgc8e2EpEWrobA5/jqWdA22RSQVdsktx/UHwui2rzutXn0DHN8Mn/x8+fxacr8Sn1ez1ROYJ4DGoCnr99zE+g+WezqCI2wxA3hAmh0QgWYr4i8Rk3/FtLEfaBlvBqONKPJ3y6pCfjCFI+x8qaqPOio/jZbffdZCtyuWu0X25G3U8uGkY4T6kz9OfhEw1oapkxemBQNXPP4qdoheFFImUH3DqCqCg86Njb8TOmeOiD9uDG8Xn8pJauHRsyforoGWErpieUTA7wyftdbMB23HxyvcQli1+PPig+CwihPyzLPF9Os6jcPv8/Pn8On2I/G/iEfjyMdjPPxkU7hqxtbIr9bP10/jmn+LmI9/ETEQ8O79aBvol6qG+CYIfQ4UILMIP9SE33x9o25bdG7EB4E/684Pc5NT8Bun52YKOtJDHQGfruzf0zDT6vr/vVzZgHHCE2euz3yeXiz6s/fxif4GmYnv7L+MxA64PCvH8Jn2jjIqEYpyMI816nNA2+Tj9q/MyBzRmDMEKeQT0z+//89mfrT2gIUX/IFC8J7Xmp1JTUfVLxc3XldP4p4iHyT1rXpgUKUAE10b897g+xRt+k2c9u+PGNvokqfH7NPb8P8xULFkyOehQ/qQDj3hPZHECawCUrIcNH9Iz7Q8Lnl8f//cn5LcwU0Snj7Fv5bRZGQcC95FfzW3BusWoYm4f5bY/cQ+2e7A9hm4YUTyqiajxdFx+1/iw51FyLZTGNKyA0+//89mfxSfuf6Jb6ARavsavd8ONjPU1s5uun80/yL4P+kOQnUP8WFpm0X6aacr5iirODbCAkPrFfpuvYL3PAr7GwnFfvZzty/oSxqQofKi+xDaEf77kh+PHgGVk1PslQCL1KSnC3MEMZdUkc1YwhPQl8Yv75+Pin94eI32eb3+wP6a4GOW3/V/tDMYh9zI/NXX8IByZKn+SCOOhH/ZY3HBdyjWc96X/Y/u10tly/vrwsl8V8dkig+H98/hg+FTH/JLe12n9FpeUyzSeWvHE+/xSLngh7Tf1JwZf4Q5olAieVn/RSePUE0NrvZ8tmsBCPaMZ8DA5eioVpILxLop5L6i7GDe8IZRF4v1P8xEl5varqrbJ0fGNdYRzqdybDPxmfzXyF/pkkof+t+UrsQCsU0qSn+Owyo9s1eXcI8SRgDPMVbKdkrb0Zdyi2wqOIHFogHhqHVxEPkhG/BbXWu7+l0WynI/JbOh2i/tUMXhCSJL9eLh9rfE6n04+Fz9mC3M2r1e9f15zcLX8en/jX0Vo0ea47JHFiq4py5A9IR09IJdwqnXpNXjmcMp8eZk+pbwaSs/jpHvVD9Av3K70MVPXP9+c9wacRCe6P79cBDd67sM11Ii2JLXbgnlbHz4iW0aCBAqKtSgIbME+xhGlvfZ2yd/FT9odCjfh9WuhFqQg4vR5ehL4rfPj6kd/qtVkkxnqY6oXMhdtJ9vn682cog1xdwRQ1vLl3lqtJvbaCHhGHPCyMjPIrL5tOy/fAJ64wqtShES1qYcqkqrZ8M8TyDa6d+sH7IJrQhiJSdNSodHsTfCuLXHL2PTCHyFdaW+xo03720DL70nq7Lw2W5F+uNBaN6B8Q/Bb2g/BnAouPbCOEIhkJGF1f4x+TOWb96d4OdJhuF+2w255OEzx7KG3h5Vh8lPpzARGIcpatNk8vmzhfvJd/tr1vMfqWsCk6PgwGQpVudO6ag9xBdTDT6mPnj0ROgq69u9ntLX0VQcHwQkfIqBwfLi4JvmUqfxc+d/6faPBgM9ukqZ/qHiyYyVUWW7ijgKNLbCB0RdRAO64/bWndtsPnjj/kMbqwqWJ3GaxwZG5XiCZX7a4X9vqs1Y9bkBYw7pzrGOikw261h3fd0WS1fLzm9eIjhmlz6Gyl/egqgCbG/D32y8wGnyrWxYFPU+ATI08P1obcDCIbJHh2ik8k+SQFmaQKOPEwd0og1gQ7p338dAOBz/H40ydYFuIPifexiLQ5k4SHgUmLKUMPDg6g1N56+OvegplLwa+vi718WFmVeF6wIV7Op8cqYk8bPqm2lZcZbfDjy4+Gz8W0rGYsXb68bNar+UP5K/i0nUN9TVDMXBomnIuNiNt7Oxk6carJTzuXpFCUzl3n8EZNJusYynmG65DNu6L89fg0JT/e3vETpD51gKpLLHnu+KTiBo5oUAKfTX9ot/9Z49ORm2bhGT4dwe/TRDaBs5Xkd4YB1Hsg/9EdBO121Pat8V3HuYmupPU7AqxpdAfJdhW5n+9XO+0AnLXkY3RD/KHHL++DT5G3aEzik/h9zeqreR4/VYtMIOWrIXmNOjkJkzWkcfAWujQJ1mCZAkJFqz2GE7aIh6f+SSNvPBrjo0ef4nMEyu9S4FyR4Ge2zbp4ndISQsAzynA/UPxEzxYT2s3z88rMy4fsV/Jb0zqEi+4I70rs+iN46qeH6QfkCdG50+/on3fdOyjTdKFFUx87/RnI1UCU407cSpeBlg7DsFHLqObp/YpQpup/Dz5xFnqeqLrUen8FrCLSH9rr99X61E6jr9n4OzBT8ONP+H00Z5D4DKgfizAL/T4hXS2uV3eET7xqHuHTmwxGfDjObUhCex5cR0gvGtVYm/R7+KpaV8h/nevqwOZrBVGeyZcFys//vRf/lp4Bk8xb4vYrkQNrHAtpPkIow9M83V9Rgim6C0aRKTxXjFyPXYbm1oF+gidK8RYjx15vBQXVRoevDn+/omA9T5ecFHahe5KnIYPTRUb4nH6g+nNawenn+Wk7y+cViLj5L+BTPZT8Ei+9eamD0wTF+ls9UXkq7W8csj49uodL8po4H1SRWP7l+LQiUTUFUp9aF/xbmO66FD9t9YzflwhfhkD1hWkbsmCb+Ldi20Tqm2jH+GR6rOMPCxJRf/YEH6Zv+20oZA39cVdvoSUJdRD0h9CXpD5I1iV5PCmuxZfLbNiWptSOA1fAfWiZZl8e82n5jvomhlx9QMmMr3gyj/UofmLb3DzQN3EorWjipwZBNEcMiai5tRcYVwOxKtC5mTiIjNV7acvDS60oeToSQrsoTjep0WvFj4vy8UH2iD7M/DNbP8GMbFGm6RxGcz89XyHvW8fdB1C8yhnC8t6g8S866Hdqf0N+q1qxyMp8GT+1Rt8k83KsHEfuIT5VgU8EGrQu84T5OYTVmRlYYr9sr08t+PGn/SHoJ5BLeavpWrY+fWrDxw2Ck5HoD7EvpD/EuT9OkHvUf4bLzQiRtvCc/iJm/Wu4a+6k7HLYlXwBIN9RfyiS+GREzk9J5sB2UztMvKTgyan+UB0/81yJCsXOYRkVsxCt2T2fQ+LzOgaMRqt3d4EQarjpZD3NJ/zxMf/y0fBZQZw4iGcZsRPKWVT8Cj5dzzrQZzeq19//BvsV+DtEYgHzL8enWeuDaU1+S/omqDDZobtwwx+ikRH5OzT68fX+5y6/bfQTTvNbS+a3RIihDiYZvqM28z/B+z1qAZ8t1h7fQbAS+PzU9Dij5Xp9de/dkQq76GGmeVVUdQjlwOfjLHtHfAr9BGxmMxKDQAENMTP8BQ9iuEe6p/oJ5JtI8ZLcEnFJsqFvQvPPYK+3L0bBV1i4cZzrZHV+rH/NkAm5BDZDNqPJoJuWcHL735RaRB+m/pyl87LA+7eCdX02q6bv1b/F5bEUaPkjJH39BQMlaexy0SDJ1P6G+GlLfJ7NV8AKDw4sGRp+fLNf1ujHn85XGn2wg/ip4Q+sQiVZkAabpOrR+/SpBf2+TyTtgfhp2jkJtYc+dI+6gzZu5lw5y/US4h6wh1zSJK3Kj7LEdJ7nX8rpn4XPxNQ5J/KQw02eBfxUH0yxZP820Vlq2ImXokRFqr/TB9Opzy/wSaoHEzEgGTXWLBMSoh5Rm3a5lB/gf1lV9GEl/lEf8ptV9Xb4hRrwcszhs0j4BDz/dnwqUv0izxfzvNo+v7zmT9tlWu3i55ReeZgizWclGvDTOfmXidD/vfh04b/yAhNjMkR5OvdheWr+yA9P37ZVufCVy/e7jclH/p3wicosny1ms0U+ny5giPUwK/ICr9l0I16GfR/DlOLcIBJI1gx+oU4jQWL5HcTPhp8gxMRqUXsCpS2avztHe9ro1nWpp02Ue01r+PMiHOnKsAOJdNKFbY+gtt5u2x3Vh5VIvy+KzKhvduBQdO9B83U0KuFWO8ou+3K+lFG1yOB79Z34XMyhy17mlVgZxeYL/q5e5+Sfre10xkNpLeCJPWuVWmbyq7ZlEv1RrXEspCbIX5jKUKyyA6euHlAT29FIpdQWr1sgS4O2d9fp3AY3N0gB4HZ/DZelG29yU7st3Y+uD4/J8Sfyo3c98Yoja++i3AtWo2lWTfB0RPh8/Dj4LJYZ2zyz6mWRvryE+/4QJeFzmK7keTEvy3lOniPka/Dd+DTFCqSlKMrlJ3k4SSGrVHlIc45+6/gg7mTvD+9BOah7bcV03y1+LuZ4+sj+86KaZlOUABBMx9u4gH484ue22vkVYhxLY1vox1vE79NRZ8L1GvO8LGXgzez4E3IWipMRExTmIHDY8CqGOpjN4L9i2NJ1CqqSumRDaSgbbE0D+y+ybTIySVPaWRFDv+6Q8SH0oJWCOzc3PL5x8vTKjR/zOL4aVSkRTOGAtFm96Rq0hRLsNXK6xyr/3v4t7OxX6XSBmTkmig/wm8wXy5dp8fK0hFc3iO0WrkeQ8dVNF4IvDtwohGyCiwQCMyTQ49Gz1U1MunWkF6Hq4NojdB4g6y3xiT62pno6yRCR6YVW47ONXXJqQ3dJ9CEwW67VHd2FoXCN0PXbgdkPxKkTurSVk6FTBtVMUtON6L++EJPv92/k/IVGMIC1d+0sqUEihPzw/zLFcyd8PnwgfJZJWa4g1fFSVq/baK+/ArPPB1xV8wpnZp6Xje3Id+MTLpRiBu06HCdW4JzyfBx4HqAAQZ/uTkccMGwM0uE1zlqn0KSvhq7pYLhF8xPJH1LR90QXwfbs0/tNON5Vpr4bPhNY8ZbVA2zccZF6QPjE2zfFOhbyWxi7b/L94FXOJUVQUCNdQ2MWjUtdurAoF/SHqEy1hQgPvZRC18Pa9b6hWifeI6o/bYqcQjLLJXKUeJF7Zl+SZ4QFWHR1dX/vwDUanANh6zeaLP+w6KoSntIBp5J+9fjlR/C5fdnC2x6d/gSdC2g9z5DfVpTfNl17Kv7FKy2V0kIFPewQSWoCP9Rw74Sq0suDd0HPcFEyQQIV+tQOfMRtXKp4c103Im5gbge7zkFXbVG7mnc5mIn+OPTjqOH3QbYkIgy6ZMDkm8AnWnL4XODTz4hQpDgjyNq3g1EHtTuGODT7vYeXGV4xvl4TPiueFcX//vex8Il0rdy85OULD16f81l56ONOditWCVJuXhZTedAb9H3xUw5E6fdYtZ/P0dGTeR6NTkbDPfVA8IEozBzOMylLbOYsd7eCPtRThN7b+f2Kc1zb86t/FZ8V9ntwuhYbNNJQqSPLpXRiOqf4iZdhj0+LmAaSzE6MA9UT+FSZkcS4krin/ASpT22Dk2p4kKD0OBRJhL6mqD8FbYGG/cTBIf8aFJ7cgnwz89CeNXW7OTGDz4AYWeIifyMfTUSG1WazY5YeH+gyrPD/er2h4o2IbvfZxIU8GBUv34nP6dPXbUrnxmJW4qzIs2y6fHmYvz4tYXel0qXI1CJBAMaLIC46NU9IoWYZ1LpNDY0gjdJ7R+y8KuKVIHMnod9n0xuIl06lpF9HneIJQla7G34i3aAW+SON8Sma0oPQ3/Nv+6aUqRYEUfDjTbUFuSFfJF9gVbUMuL6MyayrbnzfDu9HzhVVAmiZeaMtxU+OjP3xg+HzYZFmJdWfL8/b1XQe7d6HGU7KYlauNlUpaE81PGe1P++38GmqjiMqKxD5dNU6y0V7cdTTzVtBShgNiYEwHN61R5PTuedgcHcHbshgSDcEbaEtuKeQclNBGNPMM+EwUk5V3ffrD+VJBlbJ6ul1neXTGX6CEn46RH67KXfXEY9UJVVD6A9hvoKZh+l7MFkj/T5P2V1v9vNP6t/6pDePMxrqmjgpKTpqtg6KvEbzT9NUjZDGVrhoWZTuUb5n2MLaTDiNuO412WaK6mpUbZ7khOms9bFcV6JFkpFt5j0XXVzqtjCLd4DSoqh+YD+7hPJ6hOs1ryiClmmBDcWX2ZT6QzU+DWQPFp0dIa2mMmZAUoKxQE/0KMZ+mdq8/NTbBky1VLdViyc6snuLI9pBP4G7fL+2x02cV1ZbuBWylm8kQ6yjR+MxZ0msuqKP3VLVkI+7hjHmiQc3tGzsoe+WRLDfjfw4TK3d9axP+yuItKx75/GJR/+DKBhfFehmr1IqPCnB/Uj1J6pkcBRwWd2UWDDbxc8CTZFiWi6fX1c4I8upKD+pLP3e+lPR5aaU4gdy3+LoMFrYpKXw2T06hhQEhoeH+Op4KOlsQxq43+kGXuceEkrt/H510ZkP9/ywX8VnWYL/mJTr11U2p1yjLGd4PR6myQZbeS8H/ASXEeVHhz+v9F8JoJ3pm1bsZimyu7P+Lfln0/wzinSKn37sk76JLvSpwX+KuCxTI3KFA2Mci8eJ7yUhytQstVQM00NI0lEmiwsF1Gl+O4PlVnBPt+tqgi6Rdw9PA/ij9d18ATZ9fNV/zLDqkXh5dzTP0Ab87v5tkWy2OBlQfWYIxOLYvJQCn6btBshVbT2yPEOjKsOBSLVHeQCSVvKACnyHwX3C0HRTDQzMWqgYoP4Q2EXQ4Uaz1gQ0PZfT7NRG+wwKTtD2Jdjfsbrv1aZ2WAsmZ5RMtEklodvGaTIOB7BZ6vohqvJuBC1uB46DCjXTDXxsK2RrBt1OFoNZ31Pwwx48vW86XgfJm531aR68nAihbtkg+jDxM98+o8qMMpx7mf30tMcnmkO4Wq5fl9AQK1KAUxj05tmxP+9b+KTZlkUkb2zp6cqZT2evlcY9BXw9ELdH4FTWZD5MoU4OYvoBn4Oh+JzYporwge2pLG6qtyP+beoe9aR+uf6Elf28mmUvSxSg6A3xaVkQKRL5bY6XodzdnxvYlJpDqBa8xYjIt/AaxP61QfrU+wUzHeRxsB0hFkD8IQ/TUdWDaSCkmz3Tqvnx5OhJ4s7k3IBMH/FTRSzFiR5avs9S2tmGe99gXNHo4JxkKjkhK45XNl/N70aTzlXk3iLzwF4LNh/dluqPiS7HQDKKPrklXX+/m5+QlNttPk1mkJV7FiMyzJu/ZsnL0yqKYmgjQUeJESEDHsGpD7WkB6hHJAynWZT7OU6fHMJH+GYS4qYxS5w8foiRJOfzBFIeOV7rAiYL83wG7VqW8SxJ0JECiSafJNjZjLIIOjyQfYgeH8iWAl5QqKNZAEJj8ZDD6BMdvAwP4gGnM26KP1EcJlGRZOkYUZVncf6Yg/7I02kWZ1/wOOdVkaRj2AJT/EwWVSXxOftA+Nw8bzbmQ5Y9uCu8rUeWn6g6cWKiAJ0uCJp4HfFSbbbx98RPtf4lGudC0PSk/GzFUZsueOlSVETyWrxab9aXj/pavVrdU/Ep4qcfGdJa++iwfTHy1t4Ln+jYYuaUFy8rpA5QmVg2jKjn5wj5beHUh8s4eoeO6XiG7wYZDI9cCAeAsYEIidDnNre7QxvpVr/zkhH8sjMGoeU++rdpmDJS7DJGAe4mtO0ELnuMu9S09eGT54aexR0v5enEAzkcoYv+O8WlOLZzkfFOqFVZrCfDUab1c+Zj9AL1kzFUN5P2p/+NB6z1KURPFFHpsSxRtXwvPiuO+maKK3aVw1AepvLL5fqlnBP/1kAAVcmAjWmupRNHz6BXgS6ilkurq4bnw5qs7r3D1MwQrsRgxKPzy4jlh/Vz34C+CYkZCtcoFPEo3bH9ZHSg/o4uUMvvWB2bZDKR5/vOldlxRuhk33UssZ8N3yQSvGU9bMl2PPuKXbm4SdAZ3Q1Hd+PO6Ja5o9t7XO1HoSBctULReIpa43SD/u2iiZ8fh59AykPIkISE39N2dc6/fUF+S42A1VbeBkPNePWyyUKf4WLuBfWBHUfsy6J9EXiO4wVMnLN+EKJKQGIW2iz0bMt2mttjzs7DiI1G0x9jezxN6Gx1Q6iMO4lOjyEI6a5hkiUPz/MDxjg3bS8I8Vh8xwY2cBH18dsdPOD64KZJ1eSuX42oOMM4r1xAaxIp7OzQKxsXKuATF3d0LenF2pLaYYNPF0+J5gYOvCaNwHRrfOpAFBb4w1CH0mzCd793xANj7IyCdDTxEAjcCIkt8Bl9gUsIFIQ8L4qCLy2f8OlBt5W18HQxK2A0xUtptWq9aZx1d7iki9cGiSxWO7zb0U0y8dCrxFryalt2vHEQuFEawi7ThhMMdrxsHz6FPsMWNKw3UYd+QYOIhmk1PsvFIlnyMp8uFmhXL0qMfPGy7F6PIn3aYq5SnPrzPi2FcTid0nYqqkcYlgGLqBXhg+Qmup2ZWR5Hnt4s55oo1WkKmsGxRo8FP97MLYgdhj7f8/uUOLaEZFridyBs21O1xIgB4iiMeF6YuyajlE0zOAn/BZmtZdyIkyiDPzL0TcCIbPafYh8u33coL3outAuh+YJXyk5dMPx+W8ULWX8+Ps5mH4XfN0cLboqgAAHczWp6rk89f1lOcc5WUzkqwrDoGf2hlw14lTjjPbOJCzTKwiRF9xwMoS3HM8HXsmxAyWYM/UZ4q1sGbH2sJtz0cQL6bue6OIkBZ2XUyb8noYtugev6FgwlHd0E5GH6asCkpDno3l1PMywHu6AmhDAsy3DhhwmxDxOPuT5CzZgdxs8Mp2BWTTFOKSuM3MsDM/sHiU8MomZAMVKKBCMn5LeJ1I9XpdSIzsTAThW89lBkF4ghJNXhCN5B0/Dyxu27u/Z42PFuOyZ1Elumcx9A0RzmKDDZsmDSbl59DojZ3kWc6Kc0O8BU/nqSYuhYzE5foOenOcSEqOrCfbvkvUvjPmXU7c7Xm7R7p3RUohkJz3u7dvxliuySoj2lG4XMI2p8Ij3EoHdJH7I5RkpTZPdFmu98pfN8uynyWXXuny2IGSIpjwW7UovpFAMGMf9Uw1r/1nH3/FtqjaHfnpKgIZIs8nSI4PwGcwqbXsBm4UEUBxqMCsVWu6LGGkhIAZT3UTkd7hWaUqyDaqvE1ECv9DzIB4M5qfEDfggtBqEY4Rjp5ahE2V174ONV5sDnEvic/U/g8wPpxy/QnkQFgooBA63ZWV4ze1lSRbDIsClaIGEv5ptttn7dYEPDpO2+3VwDrwFNoQ3aKoHKh9BMQCtdw1fFfE+UoPt0tOePB5/6nXveLAkhLIH9sz3lA1HEfsI3a6hurnEKDgYYS6t4/03xq4Tbe9MfsnEZEI8HWZFBK98qSV7qjkvaI/i8+f242lOps3u+ZYzAsUgrqi7RzTy4TlFXrChe1+kcP7DAkg8CSo42yfPD6sDfAZ1boZHJ4VaGrpABzh0Wq0A5MJPIY5ZxuJ8NboGTo4QOCrhGTwbo/GK+ggIJvtHD9p0JbHaHqUNiHa6bf77OJrxaVsUxOQ0tod+e1hmGJMlNNzHbdxDVQpbgtjLkxGmGXHi9SmEyL/rdMEIgRNCowk+QVyaWRV1SC8JHp/jUF2gZ5ni7cTI8iMk3KELF/ryY5avV9OHgwlYc7Jc1/ryCg4ylVpoE2yYu0HYEH17hz2vXBQfxFmWDPxI03chgiWlFXoI+m8usPfIQZendVEOM3bSQJqoQZ1JBdeB+nOyZWSYtAuFWBGwLEwMIIHLmJlhsgxFLsO9ThJYcht21lZTeAmQaUR0/PyQ+5wVsHcopVlPBYVtcqDuQ2GHkhx7RTLT50BjZ5oifTO73H/GFSLJEPaw+BZXLCwifZ74q4RiWIDckb/jbHF3+sZjeTVaeFKOQB20UVRP6Br59jZfwt+01+ulQQ2n1NKN+d1T18K5NfV9iqg11n4aw6pEtC50YR/gEY7yolApMoTKbH4TPqeRqFM8rguV8jjodGEZDW/L7CqIOCd8RWOkSPuWwz6nLe/o9rhjpderjFvz4zu2t22r5FFLR88J+ddvpig4Y9sI89L4UzAhuPtNxz0UleZ5VTGoK2+T+xm3BqaCvDkfYwcPdgiXfw7gYDtmwgR+1ET81iGf1aKIY+jRPFKNIyRb0UAWe4DNFNYr5yTMkqV7Q9OHIc7F2uOd9zoscr8k8O8entGyiAUsoQyknfx1XEhJdip8Bs22rkfhVaH2dEMzEGpor9rktM1Shqu2qO348kZjJbxiMP8DUE95TWH33DewTBGx/AuqesXNTgow+rdn6NqbPPiUJB20ReTPDw4UrBj79LpLdDx0/6eSDhkIKUil4tuf6Cc9LVCEVYkqOli7GCw/bpxqf6hk+vdPnQxAJGC1lnHync8Nx+gCfE5xtBTjPNAbF9v8mdm7vDF2tl7EHg+UKqdvkruuBYUn4vCd4djtXSJ8TIap12vXSD68P8lwgfNon+FQInwd+OIsMKa4YSWB2kAcHPEfZKVshuX2YYVBI+QbmwjU/ITvwL6NmGLY9DWTdiWXzwA6I8m6mCfr69skJMsrxLLyCNGH7UIqMfT5GBOWfbNG26LcKAiCqTc7PsYlqIyO+KW2ixEKPLmJhrw1L3ii2QxhesjAMsIZNw+RxV8RP5Ld0pcRlI0wNy4AIJU0xTBgbnuLT5VNwi7c1PXq7fsgfQMDe08oQUGdTZL7/j8+/aD8bfGE0PnKEDIy1pmf9oXyNqyVwixaBqEZyzL/q+Yp2JC+CV9zxjpEpP4bsAgVX4FNp3dxT/Jxej9qtKKTB8Tpz+0fHctWntWMUVBKfI0pv7yBNp6H+VM/3v22xvEKprFqfLoRP1a77EocXlAW16PdZbFmtKGa8vD7l+ao85CHTh4yuX3Pa88BrMIfOxOZ5ujrwF8R+GabymFzqtb6JpQnjSxcMN2Pv2KncUYLVufXQN8TcTjfBgWmhRu+5xIpxJb3dndyk6AWtzhanqgmR8hKyrkTJCmJfP6amphvhTFNgTWvA38tS+OAOlLURb6NdhPipyvqzxic1ShXhVK2RZSE/xacDAjlKjYplU+ocPm+XyQwMqj0eK1CHcMX+//z2r9Ifyil/hXPZHLX/+X52MUuohVTmC0wXMCcrp3L+Kd309CN8HvoLag1PBOtFmlKDdZ+Jdq7iSad3JfFZUlFJ/BC/v7mET9Hx6Hv3CCXbocDnVf9Ks4/0NRv+re8Yqqxz1YbLSpdrr76GHuynWoTPXWDIFuXrS7UAzWax/bpVjvYE6OOMLl7oadKZjOF8kZI/78u20kVzCBNN+Dsgv8WzNV14jXgu2NmYr/iRC9eR2DGbxweiO64eJhmftNiXuJWl8GjBfAUkQBZlIHG7KfL69LQtluCxYrgy4slkmnRGSVvpk0aaw2898CNTGJZBAaTlU4MgTMcgkq6786zdZqMh7fLQqhdQEHgqVKAdF3bANlm0wAwzO4ufKHW2c+zrS6ZUCXzmaGrv+kNY58nR1M3/vz/0F8VPNOkwAc7wFswpwz3jzyC/wXwF4QXFFz4pwB+K1q/rM3waqsoOXojmqWlWnIg1q+NC8epzGt+3zHuBz/mNlEjstz5tMui09Wu3qU8QFF6uWm4Y0zevBD4Hrd5gcNMHPv3cMM/xibaMjJt7fNKDC8ITfIKfsgD5eHfezdcvm9Uc5Xi6WK6fnnbxoWjwiR4ZXik6iWnfrswlPyGXv4bksLCzgldV8m9xekG9jLxAdQQA++C6JQRNEL7kGpjbA3+855PuAS5QzkRsTyFDOUpqt1hnpHQWRKCRcwNZaZ82fMxPvU/WYIQMdtDhRPpmacvACcsHaCetVknA24y12x0ZXJr4qQplPHp4JH0JyehTfEbIpFbrWS76Q0jo0Z2gcFns4QiEPuTl3zBfoeaWIuYrno4x8X6+IvLWb8xXdncn5Dr9uN11CuCT5iu4hH7c+Il8BeXkyzOx+cC4nb/bfvYON35wYRXsqj8Jbmjhh/BZjIhw0L6DXs46GZBsTrfm/VH9iTVjRowE7Z7y2yGVn/jJfr3/e5bfWvJa8KP8hHy1DoplUs6IH7Raf89+NvnzlvtfnBIb3AhDcL+Rs2kRTH6gHx9pKXxR9oRgS9rr+jmNQvjkLnM6jLEvoMZc0zYYJqtHOjlUEE9RihJzxnVoaArxErNew6M9DNoUsHjQafkZayEqDos258v1nGM/e0TwvBV0QaLFCt0uqEDrRqIjjpAkg3VWf4JuDC1HDFSXMIVdHBSeP+ZvT5K3IeVN+ID6k3QIQyyUmcaBP6/rigsb2YE39adtME3oJ3iH+a1KdQyxOTU5HBLWjRqsxA/00FGOUrnD/Lr+FPIVWM9j+MEDRynFr+vPdreTUPwcyPg54Zh/Tsoviw/Xv0XorMDLQeG1ivNl9JfhM5pc7fGJE06Fw/Et8Il2ELqcaHHiQIdouYK6JiNA3g0FPslEQ31/fIJh+5Lr5RwuF9jL+PZ1qtZPWOzz+0io4esn/mUOFMMO97N1Kf9u9zHlvPk8urkJbjwHn6IbdBQ0NxWEWudiVdGh3IK2GPuTzqg78qxWf4dPv9Y3wQdoyesGOFnjbrUeYe7JFLEUdCs4XGKplFYpyaJFrI/L+edZ/LSqDMudUKZZwdruoZz/rH5Cg8/UJ397OOZCYDbLIFJygk81KBD0zTxTolxzMjcjMkcUpAf68RqpAsIDyjBgU+ggDse+jVW1mGe5bu19003RpEtNC/4rvgOD0zThGYO/fZAxe3e7yDfA/vaj4cjKXLeXBOMgofiJHvkqrb5MP1z9iVkz6KRQf1i9fN0G5V+HT0jn9Ds1PgG4K1qEv1knIyzGy0OMWJYr/BtQboEdv8Pn1fvjM10TL2hbsJIS+e/G58P+iTLRw/Z8sX4CYWZHwVY2LLGjyAhdbaeF7wseGqaWI0i8u040u7kfQf4SxxFVb+Xd3nj3neTqCvk9WBe0eKLGSIMjmoqiFOhC2AQAFfjEeiPtZIBLNfIgErCsuhMP6SV46JZUTJHvFnWRnRi9M7FpidcP9kGn+FTgY7fMoYLyhOK6jH8Zn8IFSlywEMlQf57i0xA+F7SXg70dfE368+71hwQ+60ue/BCIa4umuhY/iJ8Sn0I6UHAwsOXjo/7UXHLPODj95IhBxSqoQl01HzMulO79YLT9bQl9zeKj4RPDz4JNWVARp/Rpmf5V+LyKAsLnUOKzDcBdfSZ8piRccfX5ioZ/DT6vaOLQHYxkftv7U+LnouRTYVO8ymjh9XvxWewDI8ZIrjBW0aV+vEF4QNKGliJIqIf4NM3efUp+AxGe4wQ6yoeEPdKkzSYTKQdAyOuHIMmq44HXaRPJKKSJirDiwvEJxu20nIy5Jz5QZnnnYWdl2OWenuz9y2o+E0URCqU4xTUHQYRaoaf4LIJlhqX9abJabl5eyvKH8alI/dsGnzHRkC03NqwEu64sPMWn4lH81BA/eYEwimqRw5/XPurfivZ44lmWl4Cclmjkb898HqaZtouLgDWNc8JIt3U/cZwkRKvOp/5t7KbM2sfPgNhjQTQcO7nvYkNB9m8TzPnK5HEx/Xj8IUwTaNi12S7z5fP2L8Jn52pCy7VKjU9FnIyfb242wOfnq7p3e4UgCnx+lvi8r/FJBej74xODpmJuV8+v2xU27r6tk3aKT81Am1oO+8SMTkFDCnwdCykkNlQO8OmaPcPsjWh8eZ9OHCxcHMl1rbkQZL2mRcVWhwd4si6Goq4HXY8utPmwJzbCSmy9j4eNO9AA4RYIq3ZUWSSiCaeOZdJu+2Yi9YLP8amSQJCjQUOEnePTB5sTmhqg2X59rqps+uP+SEifxWsg8enIlN+h2Ecbwaf49MRURArT0MqTK32L9xWB59bt9lq9BvHQEveJtrR/+MaLs0E6OQqRGxqFu7SlRvXq2YH4Ca2Ono34abX8fsB/ey7442L+0fAJUvhijeLzuUyTdPrz/rw/iE+lM/EO8Ckrqiu1g/h5tZuttK4In9hbIHzeHPITrsT+57vGzwVWc8ophAdetjP+bZ3us/yW8GnS5V70h8y6P+RzRA2M6rRDfOJwwD+olqv5/OmAaPy8wrr1vYOAGcOB6+rqcwcLsO0hqkswEIbQs+WDYDSZCAmdTofEJADIgdSPNzHNGYdBl2+W6WictOEvCLMp3TzNbz3w+yBwYL6V3/IiAakP3ATYfSjTqvhVfDb+n5DAxSsR+Gf1JxRv8eAy+K/k+Eun+Okfxk9PBGNNjyDvBDVEip+c4id0/qJEtQ/xSU+RdErBcAwSBmWUIHUjPXGxHbCffzowNDCdcED1p92LRfyMKX4+o3W/+HD9W4y45ukiwrJcWBUzlv9V+GwHpFLRut/1b5Gzad32Oh0o/Z2qjErzlbbWo93cz3t8Du5urrT3jp+LcrmBSdTzGqSi2WL6o/0hzUmE2pDT+K+A6gLhIKjRof7EUKHXCCqxkDQ3JpOqOuDSblIi69Ei9cgQkxef39+MApr8orrECGU8bjG1DSV6yPS4REzY929BEuLhXa/l8EE7mUOrLxi34f3ZkuaYxOdRbvf9IYvV9jAGHhqjSvQkflZz4cWzLqGLC9rYz+rHn9ef6N8yyzzv35rCEJI8QIQh8Vn/VvaHpGKNL5Jzio0oc7WQHbBN6v6tEIGibjEW1wBjxGfwhw5OE1eT71Zb8ocCUX+G/QD5bQH924ePhk9ME+bLTXOs/jJ8dgOKn709Plst7U7MV9oNPkWRBXzetRl95QCfg/fHZ5WXS2wbV0SbKb9jrnA6XzHDzGsPlbsYsakHRVs0GYec1jsx9cNIj5B5dQX+7YhPqCebHOp3TUbTa2wSOzy9GTkKLa30/4c56A0sOr8gy+V8OBjTkA4W97iQfkn3FI6Qehw9uN4jaCco46vNZjosUt7GPmlO5qACn507ftvMV6IMOz8pVEU4pASw6nw+/5xiq7PCig7y/Xn24/UnlJdStsdnQgtMtpuo6Fdhczo6rz9zunhkicEz00n8NIgCnzvxrqzHC0owaeKnZaZ65JrYZoyjPN9TNn0aoqBKTUldJvf0FPom2PEOEgs6hoGxOwETOf9MdvFzLPlDOA+LCazkPxo+M/BD1l+FUvTX168bosvMhNbtO+ETlzQke+bZl0cxxYnO/S6/bfVITWGD+KnXsUbonxA+VcJn677GZw+z0R6+GSS+fo57eOsoP+PvEG9enkEewjPH+ue8Cr6NT8G/3dWfVy6U4TqdG5Og2PO0FtlVktZNG8I4Y6HweOWAGTTBxj8/rDg3hUhYsWp8gx3kjiI7Psy76dxAlTnE6+JC3nY0IGtUrDjDN7V/VRvvCn1q3N7EfBXLZWASjTceLJJAWrh1zJD6oqrIb1Uu+V3CiFvulzmkAHSBn6CCfVxmM7T0wUHIq/yH/JEkMQUyoIQ/ef3kho4dWOgQ6r4apE5wpk+tETEIXVq0bhH4sFKD/Wz/wB8prEkv3BIPHiLdkOaHOoqJFeJ4/36CdiRONro0ODHoDB4ib5AggiZufMCvZDW/rz24o/jJUNBz7OTFnOLn4suHw2eVgRW0fVktlk/QkH9+eXd8glVkKGdfx2JZ1P90V+PzWuDTwPxT4FMmg70anyAfCXzeCn7C/RXhsyX0ExztHJ9OYPwUPiEkOicf1Bm4MliuWv4oPjs49W5uOldmAOdcJbj7hHKQ4Jm204LnQjKONNzTQ07tEizbgt+O+Ego+PlhbDm1zx6pk5KEHVIzjShJoNvHWNQOuA9/e7DkPFwLKF54Ep+YIYzGxaha50B/gvvCTJWpf4TPOAwjmMOc8fsYyLaQccRaH4QRsrT8YXzihY28PT59yY+HEFBwik/h74C46pLNGeFTrfFpHeATl3dbtIMiai5FgnYPfrxrSnzu3mr424vUuuH3CXz6iekQP+HgNAE3EDxeh7eHRor8jd9Jfvzk4+IT3rzP0PxPypcn/U/AJ7YWLvjbd8Ca+UV8YjXkQn5r+bUF2I/2h3LsX2cMJOQCKjTT6Afx2e6OApF2mmih3t15AyzPIWbCVraDWhEyrDgFPDHs3SW1E7K2o5mvIBkYDfvwDXwqDZ2yHskLsiTwiWxD4BMujN1kjcbtoK3fUR5h/TE+Namh557iM4TMUvlQvb5+XW2eV4v0J/BpSU2w2h8p8KPID1LtzN9B+iOBeED45BgSxyZ+Mg1ovrLPb4FPS1jV1fxb14GHb+BgBoz5Sqru5iZWYEqyN3Esgc8U/aGIYXDikI6Rs4ugTOKTYTchAT6pz5Ri4yf7qPhMwVLZvDgL9IggbPr8+v749EPlEj5xOqvdX8GnFWgXpOlNVzsiBn8vPmfLvFg9vzzPMAAlvfgfx6fnSkcx0iQMBjwQm2LOaDL9EgsczvfcvW21EnOU/BruoOTNjhldAP2+xPHewidEUjwPm2osySLPhUr9KT7zYbmq2gizYZKEse/ZTLuET/ub8TMrZtXX0nrZKNvXvPoJfEKDT+BT+As6sj/k0KYZ6D/2qb8gHhvlryGmJoHQj9dd4sf7x/6fuDkFQSH+4Im1fFhMmYf8Pl02foJAqu4rNT8edxUc9Yd2/L478BP6tF/WdcFP+LDxsyzKqNjQWtXLGjIny/fHpxdc2i97B3wK/9ez/U/Cp6oYP5zfZrP103r9CjH9bYZs4kfz2/bIww5ruyWJ7wyKvoTPMGSfqeg8INVix7TIyUbs82daqSMhPSRqfeG/Yr0dP0lvUqEVEUcUWgfxEz+CHclut9xMyY4Fklsm6Wg5/DI+ZYrY7Gef6Zv4xbKoUqgVPq8Xm9flz8RPcJPozJbvD5LxIHBAC/LJ3/4wftb+vAr5ByoB1JuwNAtiX0D+9s5+vuL68idCaSdugTIcAXgIy4if+t630RF35jf8W3ASYtwCkt8Juk6mdbr/2e4KfHo1PyH9qPjEAsKiwCRuvVwhr4PO0Pvj0/8r4+fP4rOiPYzp9KVkL09ZVZQ/iM9eC/0hYgzU+IQ2O/bFkIXBzO+AuocWeTFELL2Kv0SE36wvzEFarhpiwdgK5dtyCZ+eGWpaaCIsck87wSe0yNAd2mygitJG1g8aOgMnkOuX8FmXcEqALgxktM/mK6zKsJ3ysn543iy2r9XDT+BTDx3h5yT87Q3ZqxWkg9o26sjfXtc4Ma4oSJqSmKAe79d7xJ9HJcsgW6MzwbUQ3GEK1PZB/PToJ1XET432Pw35MpJ0hXcwrMFDMEnvwvTaAyXq2zW/LyR+wsfE56xMH1YbBS5W8RzbG8l74xPtdv8Sf6gT+n31l+pPWd+c5bfez+W3Oa/WLzx7qaLX5/RQn+778IkpJXNbeGRYie7R4tjniTTOqlZ77t56BUHpmz5mIhBA79OuZ0jx0x0PkZJK/0/tTXxahE/Lc1jk0XVph08Um0PgE4zZ5bA9b1uM/HBxv57Ap3IBn6qwJ7Vxh5ERn+1/zrGL/7B8evn6AgJu8TPxU4N+AuFT0A+Y7/n4wxzk53HODuKnlILBm0tzY7SOotRFAp+GxI/34j0+fWEEp4WkGgXyhwF+Aq2uwMc3zazdnqjmir5gQPKqJtMMrMSmpB/PtdiOfcs9w+edwOeHj59wF8yxMD+HQEDJMfJ6f3zS/NNQz/tD4Z/TH/J+rj+EfeRy8wTxBDBw52Ve/TA+yaCnRWVo9/Yz8OlCcA/TyE1DqsVRIquN+o8UYHuQPMAg5hGtIx/0n+F4QPiE/6f+Fj59i+k6s7ANEvm63Hat8Qn9osBrb1fjcRcSYzqMziLbx4Am+iN8qsx1mH6BPxRifyXLZkucFYtlsJj/BD7JwgL4NAQ+tZ3lExEkDuNn48vi0+XGNXbxUzuKn6L7K2SsGn48EzRnET+dw8G3+DmxfqsFQhJFGDaSTaF92N/f8xNwVtX8PrfvfVR8QtK1WL38DoLfM9y4ip/256VPD/UT9rp2nPTjz/Ap5p/Den/lj/GJkRctJJ/gE8tI2oV02iFj2wv+vL5+XAWf4pPUv5YkivW6QoqXfU9+S/yEhVGzIYZB1oc2l3GbwXjTBR0I85rNXrVXqAXdf+5LGPcGXtptK3oatrGxOUjGyRgzEddjwsCEUsS48efF576nqeTzaxiZjgItj5DJGYJbC2uIttMejwCx9TLjQy8bGpkdM+nPi1NWbE7K/U+d0mCktqkK5SZDiQOSFnSzc32TrEL1OaW1JuzkL5+XaUkCyD/Aj9fkuqvkJ0QkTSz0TS7z4zXq32oqTAYgcYLOEumbQAvhYP4pV1nQRoIGG4d+TIzYD6kzrOsk6T5Pkv1bNaRLHKSIDbiMQ3RY8OOdw0E5cyhPpv7tXWpjvuKMnA89/ywXD3z9gsblK/CZLebvjU/MP9mFPo6cf35f/fkGPu1MvYhP/afwWWKneSrUDAsSic++kz+0kGpHGvVs2+3PV1epc0MNITifHAh6TSZCmVdQfhjtmnzyQTbCquZoQFWrPwi6Hq7ygk16jE/e4NMkTzALihFywbvGp8NGQlR3veFjiPUNsLMSYUMGl4DQiHd6XTU+NcLnjt+nC/2EM/2hJFpW6+eXBQwSymz5/LJe5BBdepuP/Aa/b7ef7cs46b/F78NjcyiioysrVJHq/u3hfrbk91EbCRqmgLLQHzJO9rNN2ZgNyLfRjgyd+rfg92lg98kO1G7+Ke3jYIQn5p8fvX+bwaA3nzFQ2piffZsu8hP4vKwPdsvZL+NTeUd8RpuvSxdKWNB5yfKn1+J78Ul3pRs6zOumvHtz78RgvgOehwbykzSa1Oi8UvVQeGmxL4N2O/xf1INPpZ1BdI94bSHs6RXxODXIW4kZPvCpCXymylTXpwo0qovUrj3cgE9cFO68IYrP9hCjQy+zsDWVRjELkzA3fNs0BT41oUajBhQ/M/DDM9tEKMN85Vx/iBeodJarV3E8r6GuAckpTIe/mx+PFJUHe358w+8DqVBNQSo8w2c9/2z6txmcAULuJQf7nwh4REQy6XKFfhLip6UFEEFB/bknpu3jJ2Y6EVKNht9nJuAbmrvbRa6UlwF/KDWBT+L3uR+4/gQpHpv6y2mVrtC0rPJ3x6fQB9Mvx89fym+t9JKDth38HD4hoACCX4E99fmWGiPfyY+fS9FtXOaR1t6Tdm8+8Rpu7SadpgUE99ChleucVx3Y2lnwh+2HoO3RsxQLnli67tPWlOZInTWcjlxUZWLgp3mQtLI1MVOkIZ9LRoSu5L6PA6jGt/mmGrVvKTIyktiCqD/tdfGd0K9Y+qT2qStktGv9vsvxk81Ihcp7kpYfCxKRh/RS8fCz8ZObsBTXACzw8kBU8E7xibwXPWgtIpso8IfsGD7H4IDxQ368RvY9nFwW4dtoJFh915ljhS70+9S9PTIubaAYcyRVLtZEI1/ktxj3cjNy9+88BJAQsz3eHeqQoutFo8GIXv7oo+ITgtMZCArQrntalxlfvjs+Ial2iT90+6v4VFHQXNjrE1MX/cfxCenC+er1hSrQp8Kpvnc/e1bfa68VPEbBfZruTYuqUTq692CBm7uPfVMunPTUjkeqQF3nC5FsH6MWCdimIKrHLlRAyNhW4FMlmbkan6rAZ6JAqn6KEi7PI6OJn+rIG8Jqab1Mu/DSQPTNXDOzYsQfJw4QPx2xjaoLbYdaHywQ+rew+iX9+PRcP96fVouHZcnhFVC45pKsV3CDfPFD+9kH9ScmImQpzmiowy/oJzT5LaYmjLqrGJRCpOhA/5bVnzb5bc2/tZAdHOr3WYEl9lea/BZ5bOBj0EIrrvygQRQIB2groPyW4ifkdALS7/uw8RM53eYZmlAPD69PEMh6d3xSSXB+oH/rf+/88218Xvh1li/wqf5wf6jMsI68wPYGCq5lmXzv/mctSqhecXRn+b7oHMEHFz2hm/vEgURtSyywfMJCjuIRjb5jtYS381XfJvkDhFO78beXwyHysZUDeWnJbcmX2lBkL1wzanyi6uxuth4p6oOUAOMuhFALLhGgKbB9/KwJfdj/lHtaUj+e7DH98/kKoiUjkT6oxmPBDDKbEC3/IXwe9Ye4qfuwKkNjh+Ln+f6nokj+EMVPzDftCD7k6MGz0/7Qfr+MC30w1z6On7rczPYkP4HiJCpXJ0LgjizET/WgzUtNM6veLwvHg/GHjp/QS4zXL8HqdZq9btOi/BPwGV7EZ/ir+DTiS/g0JT61H8VnlRXRAvL4qLTmJPz6nficiuQWU9fbyQTOFzsewtxBCze76edRZ1JOvMfWJ2F4BIaRZ0Fc+8pNW/0rNws6MHAGPx6sUwdecFR/1vMVW3aKggafkZKrag41WBRxkL7GS0T4HBI+18tgPMFScha61OOFmh+qKoaKFYpaxk4/AR8d4NODmbSBbWkY1GLuZ5/vZwOW4E/l2OHhRWlXwjZg9jD7kfjJD/RNXKmf4BK2AFT9DXzi+WquvGQI7237VN9EoXNLhFVOin9IKWDxe3DlNyQxiDR1RVcN7zd8jUmrCBugB2+8hLEu9j9xzoGN2balfsJH5ffli/XzbPkyX4A48zD9E/q3/FL/VvDjB7+S3xrxpef1s/jMyb8hnZLJJ7xqp4vvxOejUGWBR91uL2Vdwarm+tq58u5vwJFytdFwAD0WAU/8AT6v8GwhHeeAQzXqWCPogN1A2hbnpe7J8EiyzrY4O8QJKfApVpbpRpYreh1y/24wGk/WVXfM272WCb2O2MDpi3Eqfg3yQO1Qf0gT+iaqCKuoD+HJjf1s8HZO5ys4IeBFQy9ERSaf0xmWeopF8UP9oYP683i+Er45X+F6IOYrZ/oJ0Aej/tC35isoW1Vdg64CzVcisBiYSfoJXj1f0c72Vwb1fGX4secrOWnMgH/7+vqygZfwz8dPtZGKOWkPkSuLal7E53fGTwzTW61L/IRL+9mWqx7pUDf4PPD9uIhPaPZNkdTBrAtS1PPFt+cra2Gz+Oi6wfVov2wNxs1odDtKAQ/vFk/Rj8GAZwnr1+6CVJz1ekY/xJo0SXvcZtwaYcMCXp+RH3LNaOYrmA9otImB2XGAsEOmZKaZwsIzy2ihQ0E2C+p3OM7W8/aoaFvQN0mxwO3YOVx8kzCAQbUcP+HOcCkz6vmKytC/NeG/gi4p1G+9s/3sWPw1xVwcUt3YBM1hhbm4UH9CrwlawfRyQW9hPn3dLumiqAqp93ohgtxRiGdnSWkhxDJHiJrL9p1OBhj0XtnS1oocVoRfr0jw9yeWFPyuI6othkOBIsnItnNwyZWy5JZZ3wz/BGfZx/0hJps7r6zmBACr49amc25E8ZN93PhZTDHqgvUIGpdJXJbzX8GnfwGfmuqH6oX+7S/PV7AvaF3ST5CNzzN87n0/LuMzqabzBMX4IkIrOym/xR96XGye+fJljUjprda7vZRNivISC6CgdSJjwzzDkfom+8epBeJK4YoGJZBGiSw3qKZyNWLcNPgMpNBV1PSHKNgRdQbK6XQrOJUhjrZhcb8ctx3hdGGK5i3+hDCbUZm0v6DURRceJzr5OyBu1vrx6JKie2uc9YesBSzmSW61YuSCSo5Y80u65RXFWbgJoHe004/XBF/PUhIDdnEqBpXAGerPIED9Sfp91L9F/QcBJMpwIFSrUs4NF2JYNXD4r9gO/Fc8UN8RPxsfSFXq30J+jRxluWFrEbVyEWSjEGIJXuMb4DJPx3iYR6Zj+HRP6AGjf+tGamSCEQkDDrKZw2vtWTBpwhb7CBa/fZON70bMzNzkw+a3CVaTp5kb54DqdP7z8xX8K/Au/B79cv/2R/azdaLEneHTixxVu6CfYBwZNzX4dL/Fj5/C+zN382xZQaA6+9br8Aj/MoaXAWbW6z2FL4OEEBRp+zZUWmp8RlqWBdG+AiJjLcInxU87Y9hTNKGJBeES7GcHFD+b+ad4BmbU1J8cou86REDcOEXKaNv08niDbLUctT3kgD0dkli2lVngDyWgALqhlcrXQTCHIr3RH2Ik4JyYRmCTtKB+Sf8Wfh5PRL5dLosEtShgCOfJs1cAM5eSjinhMwc+rbodZSip0JhRiUlIsY7qz0Do34KfYMn4CagYgbtbHKOXiri0Ni4ZLgnh7vbL1IjJ9zJoPvjEj6fx0BE/Qer7YT2/0b+l/TKL/FdCsfrSvAE1JRD1pw6bDMHvcz/yfvb8oXzIhHEX+EPQIvoVfEKP+cJCSRRd2DPpDKPvxqdhXMTnZf0ET9Ctz/G59/14i99XQYcWqlgJ9h+L2Tfj5yPxb1/205RNKhw5JzEjJSU+7GBCQv4ODFUXzeZ2L1NIrl26T6v/tORPRITISkxmBjZNGJr5J11m8BhjTfCHUD/TPBNhFrto9BswPsUJPVyv0KoNlSiFuJrNNTXBYpURwccP879MZi2auDv6KPDpxYAHOgIJ51hdDs7y27SCxth0OX94+v3rNk/hCAVm8sP8rP6EqZZwUAJMgc/FK/kLNqlrKnJNWQBnAenHwxEF1yCY38V1nSFmIQFxtr2M65aVpVBfcpzIJ7Gm4JCfAPoZ7pUIBwYkijBVwVDIB4cxiFh24MDDQEu2LNhTWBY8oDwrx4uaRhlCacbyyNntl8WBqetmEHdHPANBPoGrMaSa2Mflx8OMqtw+E8MP/Ntv88J/Dp/Kr8TPN/CJ/uOF+OmF5sX9lW/hc55VtJ6NgAhv9yr9Zh7x5RCfTyshNi18GAg9StjucEcl/fiQ8lvfPMCn4Ht7lPypILMQEZ4jvoUGzELDBp8qB2zR1LB2/FtP4LOHoV8cEj4tKCC2023VHjthL/YxWbXBeo8BPFDfcQ7Cf2WPT5WrNT+BXMLU3f6nc64/5CIq5gkKzuV6tX155jkJA0/P9QwXM1SpBe26TJcvRSb8ywyd/NKhmeDQygkCuCkoi7pY9ELsA7/PcmWfjnpfTC4Gc0NOUUxfxE9deBvv9zrROYK4n7Xv35KjJ84JxE8e7X2xdKd++4XUqegK265Ju2iB0uibiDx4Fz+NCElIcCfj54flx2Ndfrp+LiO4Ipffzm5/PL+Vkk2X+rfhd+9/Xs5v39Dv80Xz1vjR/HaeJhW004k0s14W3+bHJ5ungPJbWumsEDr78BEkeXfX7/sm0bsRx32H6K6ET+vUINZONBvSO6GBsonWMA1uw4wQbJ7d/LMe9StiLILi8i7uqDHOqQiMQLR/OzixytXSG0CxyKVJngmxHTOFjJ/GPeDT02NZb2u1Xjb1B4Q/r27qMV7SENOcC/z4ECET1P4sSbevT+LMSDERPe9LzGAzWKFxVD6gf1uVB/MVDfXnPn5GrsO540aWA34f6fepu/NP5LeOl8HR2IKJFE8gk4uNMJD7QZPfvU+ciZ8w08A0g9R0TMRPD7Ul9suybO+/4mMtFhzlCC6P8F/xnByatvBfgfFLBv+VA/2+kOJnmAwHQYp1hiQkft8H1jcBLGerpw2UTnMYPc7y9+4P0QL8L+onvNEfekM/wRFfNX+0PwSLcJKSSKvF8+9P5fxb/L5psXmeoD9UPKVDsN8hWGv2Gj5ArwfuQY8EWIFPm0ZyhzzhGp9y3K5TkxHXeF90LgW/bz//VGvDLoFPC2Wm4lNbiBGTt4W552S9grAfekXQN8LroQdi8Zop8O+mAm2HT7XBJ+2X1RIh8nUxz/kJHPyMaLaB08XT0/phtd0uS8xZLpwXSGyLNHtIoQD5UuSET9Ws7xTwN8SgEmEUsQskJphfkJMYB2229nnUTBcaZhRaGW0CQASH9E0CC/rSFnZ4w8P6U2zh1PHTIP8yKi+t0DrUv9Xk4pjrCwEH6gOpzAM/HhKF6s6/DJmy9IE1gkG7g00F+PPedZ3WB+YnzEGZKTa/o38L1dPqF/LbN+Yrcsv9gn6C5/7ifEXuF57Nc+SJbf7ofAWmsyVeg9XL6zrfbr/Zx57CTynFfGWeSCFatz3Ohl2ouQdB91ZpkbGn7A8lRpa6fO+w3vRvYxXzujgwYu6RzbzPrNBB/DSb+SfJQNAoseHf8mFyqyUoK+NMZBNY9lzNPR5C2BYkwbhlWLI/ZGaO6A8xp+7fnuAzQEcIqglazNjF+YqO9hhceXEgzZ1ny20VyzT29AWYLTAzXgua7tc55bdYWAvBD3KYlTk+lsTAHcTDyEI7xJ8sgKVnnMZJyiCe5LiB4YWu7SLWBSkkuuCa6GI/O8iijGdJgg9+fSCyBiFmQejWu3BEckn6hFk2InEWpSl0cOuDpyi7wzBNPFL8CiDUBJsmM7LhCoxdAM93XeyJB0GYgtjo+Ry3C3NSFE4CjwGfH27+KbClKnmxZPn6RR6gQ7/JTwBjHINqNHkzuZgc1ScS3Y8gn9FJxW29uU7Rpq1NBQhRlhX9wJtXlf0h2v+s+QnTG2KK93qdO/IXpAjUr/FJ/oLAlL/H56hf49NCAwRFSGOUTX/T78BAmkQt9Mayt36uodQ9JRfh+lA0nJcHPu2wocGSHRyBkNxun97EJ+r1SGxbb8k/e5NDAyF0P9/cQUJa/AdHlLvOVQQ1X2I2GvQqwOHd1oVqtg79TLQ7QDKA5b0DkqhJBoReCNJwYODEJZsUYYtighrjYg6AOswAs8b3MZBwiJ7q4kQLScB6mK/nXpu3HcjokHQDo96MHVFt6VLWZ5IuFnJng2R+PFLsQlgJsC0Pkh9+k+T3uRf8eWeLbLGw8jSLp9hkyYuK5sLn8xV0dNGtWAlV89eS8OkZpPuJ34b9FcOzTZgFw4iIOxZA5nAHlIMQFCnmWo6DMlR8xP+QEnKgd4smP9RFIbSdhEnEoXfo1IeGbXMHG6EWNy3L5JYHJjLI8ZELRVLEz9CqD/IrDxz4DuLOIBXoRYifAYi4sIBSuYcrQX1wH9cHVBLjsQV/pF4cjAS/b/JR8Qn3Txjcl4uqnC7y+G2/KlBT8xwNztUa+lnrl3WqYZTloZYxNQuDJ1F8+AyAMTFoMmzoNqqm7mBsJ+pPjcxSdZBFTAOaVMivRpTfgh9/X9BQPyCDPHoNR/AX1PGZ2zdx6MZovFwZrgHzS9d1RuSfPXLM4WBo9vFrcImgNgTePXQlQAW36X3CaWxh6Q/BCe8+HoyFWRuN92tVLbM5IsuCksd0x1srcV4WS17l81mepG/3b8sU+dzvv79+/friLdG1zLIveQqSHk9IeJp7E/Qe07z6wtI4Lmj5gOViSBhHEY+SFBtdCFxhHBUYaEG8Is5QVjwU83yaTYtiGscIHtROBD09w+YLz10WodOKbiviCrrrsInJcNln1XCTTwIPRIqo8HMisydZHuWLLCwYbggaA8cnGeT+IiANV1X8SnR9ogjm3z5+E3qbERVmxSk+7XmJt3qzorcaH1Z+SkrV5/vZBUbFaBEtSCtY8hO0Zt9Ug36Codb8BFsmObhAIS8NHVFnyEQCb4ug9YhKG3UAsadcpD+mmNju6aG+7G4c+DuY1EhSXRU/tLvcap5QXvCseohC/oLk70AXa+cAZnViZTT+SNj/gZxa3/mo+MQYerlAYCxSvyqzt/dwIZQLEr0Qmt96SOymSBGQU4AP6tM5BytxcT6muPqFjCdpGJN6I04yhOQ0xl9pxPANnDh2YeRegsZgnOd8MiV88ggSkwmdj5uc445T3DEOzuN4ucK1E1IzuPZ6hM9JjC9z2Byk0RSnbEonPe46SHDEOMIM9wyPH/IYwiNkMd2YpzlujxvCa6E+sOkxAwt8uucPTfEUwZ+aleCFF2/zhyB+QifuektpxNpDrmkLBp8bI8kdCTsxbHyJ7WoHjVcT/oLIzTRD13B5smyV09cgLkInMjRdQWAw0RAxAz2wXZJ8t6gadWKuUnzRaLHa8cRaM7VALZ9Fac8Me3eTDSYEQyxrgxPvxyGuULgWYn5P9acmgiOXIiKa7UBaFie1bnFmGH5Ai8uWdN10z/l9DOypfLH9nZQkvpJNUlUtMvSLzvpD9KeAPCsmxi8Lqj/1pv4mfU1cpDVqUWuUaqPzBR0ywY8PdvhUDdsGim0nCXTbhIu94CeEZ/p9cn8FNQ7x8oA3CwMkDDbR3mJJqjl7/2zJv41NWw8SRGtfFfx44Y906C+I8ta0fD4aGeTPGwUjh6wzPmx+S+LxOTK16gHmgiCK/MFpSSfmarl6epqtXzYyfhqmbque6hmSfUUMZ7hlUOxSKb11qUb0xQvsOeIbhhGQ66RidRxTxM8M+CwdtDwo/jlDxM87B7tSKEgN404fjRA/se0HwSvXauInmKzYfBcsGIUCKBJIWmKSAZTWKEXerWGIjwdjG7C8MohrtL9q0xGq2vSo/pxivez1q1hLftk8vKmLhYWrhIIG5itfKH7WvD3SH6IaGnPF0fhuwKE6BQUgmMjHXpZh0mjs6BpkNQ/qKcxGDIz+zCzFMI7DgyCIcVkzrZpUICmsunA1CEJd82OGTWdue2ST6TiD9rocQoJOj6F+2zO41TH1KLFCUORpPxvL1wkvoFmE25MUkM2spn8bpeiXRL5Jv83N/PP6c/6A5TpIjUbhEnSo1dclGQyc85GxdpZPMRstsTws+be0fykE+cDdQZoOFRU8UUQ54vjRWAP7ZWjmelBzMEjWT6W8l85/Mf2ALqYpaHuRRc5NkFGoDw3zFY1qcSySaiRsi5PHa+YrB/wElxj26t6fl/bLpD9vqNJqWnN/vuTHN/68bpf0+z5wflvOtq/Yy36Zp9XrU1a8mdflGSg2iHlltHnioj/UsHTEaj4GXRqY8NYZYQDU6BjX8FMCbsdJY9ccD5v6s1/3g9bxndimPOrfXuoPGRh46/a5sUuYYBJmK6dfx/TCMC1dPxh0mHBB2tdVaNlWT7/DQvv1GSOWzdv57QIXqhleDuATL0OOi8UnqVuSCYkEONnRxvTdLWYq5LfpazGn6xaVx8QyM2Od4qcrAgRWH2E8ork2Un7VNSxSIkXOhpM7YSR7YAvzA8Z0NTCxz614d7AQnHvwKVutUHvqCoshcQUdo/GImBmiWxoTv8+AnF3ShDMLq1tIBkEeD0h5RxNo8UzMGy/4l0VV5lbLr9WcL7Pt78X692WyAK3srO4BZ2GBTQIw/JDfLqQ+WH02W4KBiGsHnR9J6EGjPUzgby/4CY6669l5RHs04WiPsidFEy1F/EQqBhIgtPcO+PFH+5+mBYIU2rzgJ/A8N3b9BFu04DTQowyN0Rps7Al/+8Qi/Xhr159Lwd0wbZaOMYJBMzkOxl78EfXjd/GTPb2WKSSh5gvgc5r/wXk5RbOgWiRbwuc6IcNFG9dCEjmmrR3aXxJmqwbqeB3dSV+sW+z1TXQU+AhmuoXdCeOW+Ldqu+kPYaDnkl7HaJN7d+jfkgZIr3d7N0T8JO8qmq90ZH/INO5E/ARFju4WIZLWIZG0gJ+J66Pg4OCSgYdAy/kIrTreMTPw6iuHUR9ADoqqPT6RqsGBpiqi9dPKefr6Zn4Lvf3FlAx8RZtsW9LKmGzhUvwULtZGx0icu8A1qDESGGkScHt/XQjlNS3F/NNMYfIMz0BG29li/in5fXQ2uvJmNPwT/HKopWOs6oTjUTbopkviDQ0cWh6lqxhUdDqQCMEg1NYzE41M5M9Otm+wa3Lbm5rYfmKBh4M/aGJizyw75yfMIbn6hH7+crl9Wa6fV2U1m+cX6k90iMAILRcL1J/5Hp+kZUbBnwzLDOEnT/FTLN8EIazr1WZ/hXi5ordsSN13mq84SGPJPfBAP57Xo5ba34HiJwZrZsNP2OtmCP6SyIZpvoI4Ca48ad8ynR9creX6hOo09efdB+X37eJn/vSCRhxSlPz1CfsKb8ZPcN4Kks/CfCVav27OljpJBCrQ3uAnXOLfhrv9svlNfxc/k/P4qb6pb3JBf8ikBSPrSFJRLvxpkve5e1iKCzXRPT7B91698AV89V5esj/QH0Ivs4AKaZJsnud1/KQQOoAmGLRtRzcQC8DmtNdWLDK1JO4M8zUQhSl2EkUbVAT0QCwjFFNO1IHIPC09gBA6+Aqe6G1Q9Md5hpPXJHkQ8hHS4VrmY+TbhrVL0vU2aw9S1MSSR6MYuxjpcIAzLxAj0EjBVQEgqffLdLKRxtKdBsY6CAGa1uibGNCPBnnibH8FzUJSMiQ7O2JICRr8/LydLWInEtx9/DzOb1FsJ1giQYCi+jOIA5Y7aAKAWoAagwodhXzN0D9C/DRscPGI3+dS+yBBAy1Id40fuV+mqwmo8F6iOjb5r6BPS/y+TLcP9U3QCgTJAbxcOAfmSYCWB9iCVhpAi8hq7g6pPXj2fjRs6k/iJ2Rh+mHjZ/H0yqocFOfk9Sku356vPCDzQWo3fdhuabFqN18hlpgjN4I8XNh0GnMgYVGpk+oqVrOfbRo0Y9HIA57h/BC7kdhqFvPPOUw9kRiiXztA/XkLO8Jd/BzCP1vOV/q3+/iJfUqDChpTqnMZulx1ELxOXwx2SGTTEN/ADVDPiQJQ3dPBqAB6OJyvgJ2wfF6vYYH6simfnt7EJ3YI5vD3mpK+Junf1j7zg5t7D+gcdUYmOYqxHhGDcFZAopUHqiUFpcW7LQbHKrnMkkg09HopAXVVXwWtIBA8b5oOkVSQIu2/VAMpQs+GQhEI8aPh3XgIfKJsAqRh/YmrWKcNW6RbbAYIcT7sfxq4awf0dJNYdIJKJ+2VXOlvD3MS4W/v4kGc6Q8F2GcqFxn8BGCgnZWrFFXN4mF6dl7MsXc2B8Nv8dDsfxrNxQ8y2jIHoGeNeIVrFGXU2AsLqeW143HVpkWhqD/xepCpMUK7B30T5UDfJJSX01ofTNSfaDeAkqzTmdW8n2atDybqT+nP62JNVBH6fQfx0zuqP1uoFY7qz8bffvpx9leeX582WzDVwOdKpz+/n01dD35O6IHDOVPOCfKdDvi36vDH+UOjzz1YuiN+6jbFz7PfRymQcdCe/979bHQoIfaKhuXzMtqsg/KbL4PU75vX/SFk6gmeDWQhAtTECJIK+Akh7a9Atc4O9+Fc9cXEwSFpDiP18erAC89Jbdgy2C6Tbws1QbwTfTC/9UVpZ92066VzrAK2Ox1hMRTSD9xGVgeg4xotJkN/CCrtFnMzlJyaLtoDtT4Y6Q95CdRAI/THQCRQI+NsfyVCRYmcagk/mnT6B/38t/azSZgaTRr6VOyvNPvZoOOC38d3+vHE+yeZFdWAnK+pgnbIwdZDyyokf173WL+Prm71frZhkD+vASYExc+9wipxnHEdRjFl0H62meA+uI8xgh7ZSWjbp/qaSDjgTNUKSD8e/VvEz2eBz8fH/z0+Pk4/DD6nkeRyPePjOvsF/b5/OD5xxVyuY2xkQJEJ65+zH9Dvq38x/O3xeOzG3x71EKgAYGjHsekfPJ5A4NMVOh4eFhmJH29EEIp3ddNTaqcSlft7fU3gU7XDnm21B+indYvVMnNqNpQTEJ9Oj0k8HewGzPsk/9bQiH+rNO27A3watf7tW/0h+4FWxtCgz6Ajj7ntD/tn7/SHVJFgOwKy9Bd6YLjQHPivOLZsVVPvwvdEcu7I6aau7JXhfV+yoHb+ZSGR5w3agrD9Q36feI392r+M/ukYYhfNUQ7k+0B+pMejO12ll1L8JP+VXtgPJxKfWEz6H/6ffRh8Qg0rx2XSx54fuJTf1pX898bPKWxQZ+DNlCgw+fRH8ak5KQ0VsW6B3WS0XS0QsSNOQz1MeZO9Q6yG/TKk+d4D3n4+jxS4BZL+bZCQvyAUPpr5yql+fN7LvXYBk7TpauXVXSaIYgmTbLSjDMeIEIRTz81BkktCjERzEDsM8xSfaHBCP8FCkGUX5yvOHPqa5eb3F6GvOX34CXzqh/hkBvVpceGAPhii54G/oOoe4DNAWo53Dps8NpybDvXBgmN8YgkW/isaPNHAro32J6AmhYVqf0ESvMb+mhWRviboLZq21x8i/xXdbUt8+qSvaQh+n8Dn9H8Sn7MPEz/n4LFAE2qazrAoX2T/VXxCNn4KGjL5uC1RgJU/jE9X4lN28sWqlEKtZWxMRbpzcJ0X5l6ap9eJLNHlfeHJZcqXU+BTjwRrHPtllAeiuwPzTEjOeePu3XrNu86u61XjkzSJyI3ElfWnRT4j0cX4qQWSH4+GCblsnvH7OOzDyxKkve0WHxazH8UniIhWFArqr8AnAjySS1XsZ3PwE/b6QwatO+HWCboFEGEV+GRaBKHpQ3xi/mkQTBr9W3qCuHZB+iz0k+RQX5NETHQxjYHakYYZD/H7zFN9zUaf+k4xMpqKDdqDoCf0NZ+LBGotHw2foPfNK5C+0LkFe+wX9Pv+4fhcTpPV72ha/v7770/wGsx+FJ+oKAU+kwjTRwizWwkI2hiaJBbiZ7rvUGiBiJ/unM60RbyPn2EMylPDT8D614m/Q6xAIr5sl+gN8fZubmKL/NaIHd0x49SBFTT4CRlWRP0U/ITAtt1TfPLM8Rx0LhPBTzjfz+b4iHkbqkBvyqIq/wl82nFIrXLBH1Ixu3VdkLAJrjFaswf+9iG1ExWI8BL7IAJzHz+ClTfm2MHef0WPIxqVHeAzoomMCwVflqUH7zuaUuj6CcqCGxuq8F/Bdjbx46OD62Ps0W/3MGY3c+CTj+6GYa/eXyF8Tv83/VD4zLDDh5QGFEu4Rk+L/2x/KMPYj4InUaTKP+BpvFl/mkKDS5VOAr4YwGHeiJEJ57p34PNGu6DoD1mSBWNS6wgMbvzL0cR8pc5v9/0hqT/kje7aKJaqzTJl46A+4eBfRvjEaa3K+QrCKfETsPxC/dtL8VOv5yuOjt8Wns9XWAECRjZFI3uxWuPU+In8FosjQkpB4PMtfwc8ILmOaCQU3Viqif6QQ2IwR/0hVu+X1fyEuj+EVTXuJ9k+M7FEja8JfDqxrkh/+wyiutDv89QDfWrq9kKfWjEznGRM+Atm0t/hI+JzVkJyDr5l0QyWVb+iD/YPxyfmebOoAve2iCH4UiU/jE9NehBB49XW9AhnJwqgUPcjNcFF3N+/UJ5UmMto3SRjeHUs2b9FxzUg/fi6P2TJs8Ov9z+NtB16Qw6GJWw0MVz15LCGJil4ETiZrHDokCW28C8DrzCEPY2t03T1GJ9+otF+GWpEj+mRmV7QvwXfdoOlsfXyaROVP4xPEmUR+ESDCg8tlPltKPSHjupP+MrIxWtbsoQcTmU15ivwR1LDI31N9Xi+Agk4TDndI/0hWwiq6YKy4KFVh5zWCxwOYgT4fQestlDiMwQ+c5xk/A7+NYifbIfP6cfCJzjxYIpAC2pJtPDiv9sfKnLQ2r6+ZM/roCqyH64/FUV4EGlSu94VHUuIRtL6mHNkr+iK18ySDHV1V38KgT2n6d+KaEFnB32FWsJ6e4zw6WEj28EV3xJ8wVqk0lAEy0ghD1pvV38ajf/KafwMZfzU5eT6zN8+glpcATpZ8LLKt6/L7MfzWw0uu+Q4JvAJiSWKn16iw5ceuzrJQX6LdTf8jTUKMBYi0J4yE+q3JEYaRv4uczUhWUT5LRpHuo7CknZcExg3+AFZXewFqDyiGKtWlOB1CTNHB6ev0R+CJoO5u10q97zTbsfNcVZFTfyc1PXnR8PnvNhiJ+V3Kry+PmHT7N+6n/0t/YS8Ar8PM2BQwzeLb6+pX56vINVs5p9arQ8WaeDM8H2ChdhFDux2olJfJ9Ci0FRjO7Ekv0/VpX6fGsn5yr5/C3iOht52BZtpZnRu78Qz111G7yPSQlUzIbVrpkYTP7lL9m5CqVvqD9X6t2ECem+iYyfSo2bMGb+P4V/z4LXiz+tk83v+M/68MC8C3wcdGwp7SLXJRI32JFQs9ekH8dORkgekrgetPaHf52ohmE9EUN7PV5iUeyMZP0F+EvET0gvgJ7CDE0vOV8QpqIWyvCB+AkhSaqgf6ccTt9Btd3rET3BE/GSIn89P8/SxzD8aPqcPK9Qaa/FfWfzCfOXP1De5iM8f0zf5ln825kyrF+IhFy/PCZZAfxafu/lnXX/62Ko6rD8bfIrohix2V3+qdf35Bj55l3dRH3t3gZywn+Kzdh1B/akyEkPz9KghMh7h05YpIoIsrm8X6k8bQhLZ6mm9et5AH2xZ/Co+QZUIoHzGiTwME0XvFJ+GCf14XM24FsSGCdYwI+XsA/2+HT7lfEX62+sMa2tuBLrfvj8n8Sn8y2LLhAtGjPozIH971KvmQfpCvWO3fQd89lveeDjmJvTjRy/PxeSx/HDxM6/KpMAmAIzwnrd8Wv5b9cG+pd8H8uLqxQbPUQH/dvFtHaa38IkFfhD1UAfGJJBshrFB+reBforPFJEE9aeRcNtIvcwl/VtykH4Dn+Nh7o3WK54EWL62hf7zMT4NJ0zBTbXtHL0OLF3CSVNDRmie4hMSlZaVWsab+mAVuPBR+SryqcwvfxWfluQnWGKlGs3c8/gptIFduZ9NxGntQOb9HJ+UnNvCBQPs9+DgNJPzT18wNwLxC0mfVLEFR/5U/snw2novJv4Q+dv3QG5On5/n+eOX4uPhMyrKtdh6XJeLdP4B9TX199DX9I0/xiekB5bYLvu6BY3qkp7k9+ITCZbUy5P6fejvx9jLtM7ipyS/uQpv9DV137SDN+PnGILn1SrpQglEil2fxU+10b/VhX5faCU7PYNDfNKUkUrTwLqsTx2gP4Rpm5BwWeY/Un9exmfkET/ei/CMPWxxhaf4dNw0hH5fgkml0I8X/rx/ED+b/exA6se7J/5l2M8W+n1uHT9h2Zi42EfbxVkpdWr6NT59UX/Cn3eEbvWXx8f5R8NnVcaLCgS/r9un7ar8s/Rvf0mfWn8Pfepv4hNWelCrA8txhSWA/MPhM+2ut1MIP5ss/lPxacJvEjbNHqmhsHz6y/mtvjs76AQ55Pc18VNAjGgdtpQxEfw+6xyfcr5CtzdqqTfHO/Uvq6X6PLFHZtLuoyFiqHIwX5FsBspvcVIRv09H/HRhojP/8rj4ePlttoBzNAQUyuj1iVXBv9Xf4Vv5bQkhQ48UI7M0Lqt0/tHyW15tNgmYBeGfnN9ilwmOk9HTM65VT9v5L+e3NOrBQBZ7MtyB3tFZ/ESnzNfwcLgegp3BIZRL/D6NvYVPMN/F/NN1OeKnau196+R+doSWtg99k9qfF8zmxIk9c3c7RpoNqsUafDojWX/G8IHLHsv0w81XIPq6fubVi5dh//PX9DX/NH+ki/2hH/NH+lZ/aA6l0WpF/L71MpnOqw/WHxpXG7SGYGVphJKh9mf1h5J4Cn4jFCS29KeM369/66pm7FgX+rdiv6zp30IR07F94wyfzf5Ks1+GZVDrcP5pCXxK61Ghb+JKf15PmCjub8dEI99mTf1Z92+j++v1NHtczP/3wfCJWqtAu275vFk/bVkx/7f6C35TnxpDlU0tM4pRaPQh5is9wued5911UR7BcylDRhyDLKj+efOVoIKoRPH6kEHzD8zs6tfjpwPTTxk/sXzNLvRvPdXUhH8ZOHsu+H34iT2/7xSf6MwifpoUP1l6ED+tQOIT/Vvs0FkW6YMx6EmI+Omb9ik+u5YBKbFeiPqT4mc6SdeAZ14+/g8U3A+0v5KTIADW5KuXlyV/KH96v4xecJA6Lvwm6rJpF+Mn9E1+np8AfJqX8OnpF+vPb8XPvArXL2wKh6jpwyU/g3N8PuWkn3BQ2YgKyhTau8Fuv0wVQgoHD9AxpSCvEAy26k4WseW1Q397oiCoPeGCNBiMusNq6Y3bHfqh3hEnxBGBVKhvW269xiU30yAyqpiNv0Mo7pRie62fIFY18XitM32TCm9xtd2soCSBOVP5jviEYlTon+ITzQW6NchPIr/1YgfQC63oFJ9QDMM2K9PkfMVgts3BUNifgCaZfOJWMFvS3Mh8E587f97hLTyDsWdreZGYryC/TR7nX8j6CjtmHwafKDdAgs7TfMpzSPvP/yp83nD2U/4OfxY+IcO8gogh3IDm2N9Iih/Gp85JG0IlvUy0KYR2CfREUF1lKYRxD/I1WyjqcQIjd7UE0RV9RkhfBpZL+vESn77TgYZSq+8nnfZ4NCjWcwI/Ujufc5+0KHb4hHwJbTqboJhD5tcMCviKQC7Xd7gmpsAH+CQYIyKDywrxEcYh/BGcxU8VJ8Q03v7+LPLbOHuv/BbamKAHBe4pPlWN00iF+UJ/yNUj6Ogf8uNP8SleBLx5lsW8ONlf+Ywan4KfEPxRfivl4trDTnSrU1e45/fCVjDygM/Z7IuA5+P//vdR8Ild5JjYfcTvw2lZvj8+/fAifwjzz+/sD/0l+MygG7B+nU8ZTA2QU3xH/Slk9It9KOO0VYxlDcInFycC+TsQ1eWIBhnQfhn4BjU+NUOKN5HoEFVpNT4DD/g0egizynjS7VZrjza1mB6YfnBwbyYpzcpNLeLH04kZSgtq2PrpNT71WlSF4jk5oiGoaaQMTY/XPYufoNAsl2ta2Ucze1G9V38ImbUBorpzVn+qQr0LrTH8QfyEErBlHe5/nuCzyW/hYOpE0f59pv4t4TOCHKsXW2/2hwI5XwmAT0749Gyf4mf0UfFZZU8v66+vguP39B2805/Bp/oPwOccw75nbCVDXXMDz+Lsh/Gpc1UIm9v1fKX2R+JWGqOlY5/w42FjjUfJxXaox3x4FegeZB8lmhr/MgiNIUltY/C5nI8U8m6A2C/jcMeuTxzsr4hJAwl/1fomlqg/4VNthE1+q4t4TkmzLX6xeHioP8FQtc/48f60hCBlWbAC8iZJlr3ffMUUM8y38GmI7F6X0xP9YCTS1J8h5aUhdTnkDYmf4J/NV8LG3/7N+UqDz4HAJ14kCAjbLeuj4hNp3WoJct+anC+Lb+9t/DA+1YBd6t9+NHzCI6Hc0IsAWSwY3T98Jz6nB3NesXLtOsf4hNtJYBz2zeSA3CGZLhLDcUnTmzxXEDccJnXWACju1duit07bW63nQ4bZphJDOgtLzsCnXu9/ijMUWmT4GUb5rVXr9yFqh+oOn8SP1yW5xqnnn2RAjbPz3H8lWSxXMJuolunDclU9vBc/wXFIwi9iF/Jb2rFhxE/AVBiKQRHx45O38Ok4mQn9ProRSzPTP+YnqDBx8cwgcd/kJ+z2ywYK79zBd9Tx0Z4z4w+LT9Qby61fFFb+tM1+fr7yR/jU/gH4BDVjEVQWtF7StJxNfxifYj8bmWXgkzRghI6HQ3wN+G1lKYucXQPbYLSfrfvU2tATX40juBexxIP+kJyvCHxC3wQfdFIL7XrzZdodx7TPmThozEbugWpoQCNgnK003YIqPwrYDLpYWK7mWFar81sIXcv+LRlu0ha0BlfuGCpcZno+/4ymVFanGbIIOICWs/fj92liW+6t+hM/4krxQrUWlzyZf+78eUOxGiQ2Lw72rhv+kF3zE97i9wUm6Zsgft4JfOIOeza5Nn5UfM79rSD34f+vT9PZu+e3uOYx7Vyo9sP1h6AOVlXRZpHl6xUY4vn34BPzlYc9PlMqISEsJ/CJdUxoLZN/tpHEPjMO9HkJn0ZA+MR8hRYfhf9K4gt+giXxCf0EXbm9A+DCbrlejrtD6OjQDmSIoBFBCr52Y3NDIb4FfFrwd3DAB1dTE0JGjsnRDhX9YMKnMJXAOwEEMOBTjyVvXQVD4dxfsFh+XccZBMKU7e+z/L348Q58Vnge8bfyW64H6Kdy0u+D/u15/Nz5f+qJCps8shwMET+DU/0hDqFfBzyPt/jxnuTHe4RP5RZlOpzPzOjj1p/zfLN9/koCfiCe8ofZX4XPjzZf4U+/g53xCrrj60tclOV34nO2/8UJPRwVg3ZKXDXq36KtavtQDHOD/fusS/9Pj9xztZhEcogTyLRAE4q0SoPP4FbcOmwP19uyPRqFtKBMirW+2F+RUDDccC9YQPq36Alh/OAHJtxxGPVv1QN86ph/KkEklIGQfuO34eQ938/OV7+v5oifiwfsf+bvx0/AF7l5Yb9MbE8HTf8W7HdNtQ5C3ln8ZIooCVQY/4Rn/ryUIpAG8pv7ZfJmmtPgEwXFh+7fPszSfLmCzxeMF6FElEHLrxKn5xxjQEgQTzEDm+V7Xdy38En9QMc1z5+Qikvjxf2VY/4Q4fG2077MTzjg9+3x6TLzwn7ZW/j8Fr8v2359SMrXJawKnnNy68XCNumml/migLUiDLVn0+lsv3d2oT8kLkOuaHDwXf0Zwn8Fj1Q71U9gdX8I2z02eq1Y/4f/SiC2qUX9GSlOh3ayu6gGR1AG8+g+OWrLkO+zurr+1EPqD4Xw24w14t/6DFZTsv6ULRpV1p/kzyv4Q6K9TPHTiM/1TbLl76u0eNoUKZw/sB8M4ZsCJ0U2L4spxKpAUV3MCqh0Q6GaTMym08v72VJ/CPvQXhR5QfrWfjZIjlAT0xPaz4ZHS5gL/fgwO93PNmKoEUJYiDgYkWeyt/azUzitgh9vQjM+TRm2vd/az+46+W1Hg/MdEw58XroGq3P68NHwOavmSb56FscG9g3I7QrSJJqiFq0gRLOA6wrM9+bfEz9t563+0Lf3y76Bz4vx8wLuFXA3L+6vuN+qP+EyW02x8JhhEXCBYQteCeASukQPBWRP0hk5Rs/z9A/xSRJ8jX6fWCLGDBOXdO2wgSgdKmEYRdJBukEi6mC8SEvhHT9BCBIpg3bXK5flXXs0bgtLEiKP6/Qi68YOn9S/pcCokL8qxiaNPy/xE7R6vnKAz0b/Vlj4+uf6CayqVq+rNIUYcoz4Wc7hTprDCQkC+/BnXkDiERak2HGZzb6hb1Ljk1gSpvjrVN+k1k8gCygQE0Nx5QDT0XChb3KgH1/rmxzy+7Ag8Ka+CYVUk5Q6YewIz2PY5R37r+z0TdoGXQO4mH+yFhtygc/5R8NnPsUEdPMqiW3TbEFCzdMKXNQS/sjSQA5hdPod+ibo9tv6pflKcHH/M/S/F5/Ib1sX8GkHF/ezyRhePd///Ba/L95+zWfVS7UoX57SXAimQR0LrsUVJqPpAtIv0yl94e35ZyTmjQxjePDjQeOGuzpEhTBfSTBfOdjHkA6yOelwFBzsXMMH09uHgbsXRqazxyf0wEaj1WY5Ho27bcztU+K1Rxh57E+3Gp9GSFP4JFf8wiB7L2EBFkIUN9CdU3yyzMKKlm3TTcALPJuv4IxYkfnnVzIAfV1Gi3xBaRUckub0WQmGGf2V1RkVTo2i9l850Qer8QkyfxAYELo80wejUp36yzHlAzyGRJhq4gH5HOm+Hb2lDybj59v6YDEaZkHmGLR6EAfoBhuJlwa6eta/beuET/CHxPwz/qj4hHYf7LCVKknSBfT84YlcorsOJT+kttP5rEjmsOGb7fe2/wifpnVeD4LH7H2PfsKP49PyL716b+HTqhXX39S/fXpdYItnFZUvzzDWLujUo3hZlDgFIStPZtEw1Vt8A5+qVEJ25DRPFVZczp4lWuv3kSyR3KvSbFsSBax6RNjgE4K33bt2st1O26RJ59EsT4zzxGupHcVPmq8IGyR6BLU/r9ZM/U7wqUgPJqm2C779KT6FD83zy4v4/6kC2bFEJsHK9GGaVtUc+vpg5k7F3tmMLFjwQ3+kr7nTp35TX1OX+MRYKBb6mjA6Atf9TF+ziZ9Ipmh1z3tLX5MJDSpNgWYfmlExLDO4cah/u9PXRPy8vUXzWLcZlBSi0QfNbwvY4UA4nTxx4JWEC2VBy48zKjFQhU4XCKQ4Tx+mP4tPTfX8i/yh74+f+hvxM9Qu5bfu5fz2W/jMRQ7x9eX1BW1sJPhVliLVx3psgWbuEuETrtwIqdGb+DQxz8ApwkEzRayAI7TcL5P8hP18pfF3KChTe+BiuwXu3z63YNvJNfOg/my3R8V6Om4P2nqoIRyA147VY8jpGofxkzw0GbkARbniFFCNFPwEsMcRP7G5dRY/oR+P+Ammjoum8Tk/QXvAxTnHqYC0ISmiEttmBEesxuL8nS2K9RbHeg4t8/o4x2etT13js9G/PdOn1oU+NXpXEFaACCnpU6tkeRhal/Sp9/p9Ep9v6VOHgvyhkR0hY2CHYMSrMeuCPnX7Lru9w7c0gU/+UfFZlvFsvn1ZVRWm0ekcAiykVw2HaJg+5rDqmqfwhkdB9rP5raYF4Vv82+/sDx3tfx70h/jF/pB/uT/0TX2w6VJ4Xlbz5ZLk9JH1g5QLYUMUZGgcleBAAqjV8hv41GT9SbFOoyITCRgLTU858l9BEHBFPIRhKexFNPRydNKPF2o6NT61pO0l2Qp9jBEG+KZPZAL8wayQXuR6XiDwqQp8wqgQa5Qq8RNA5IXJn1GXFW/Un2AWOgSZU3x6VNnAexdbEwuqblDtTIuZ2FzfRPli+kKLoZtFMRcNoqY/NL3g7yDxyWX85Kf+Dqr0RzIU6S4WHsfPA/5t4+9AMmLox9LyTeTo4Vv+DrQCRPpDwvoYW0Gc9Kk9XT/zd2grqdIBG9ogfPajzmRdJh+y/lyyNZUaiB4QCPs/9t6EwU3s6tbGN9X4NY5fPhsbYUASATFIqRsNaNZV1f//V9+zzkEl1dQut+2O07HSscsqCSE4++xp7bUo0aHgPmSpttyX8YJFu1ojK7j4o/UhzWf7T+ATHvIn/J59Bk/aZ//J+WwEce/tBi+uD00J3VQUQySckggjZpNoub+52VDfni/BP94et+2onjxrn72RoGSwLQXxOf9kPjsFH18Okof88Y1Q6+SfqJtlhXSe+8jqjuB77+yzdqZXs80/6k+v31aV825UxDXQmfhx/unLPgeYXNl42Tg+6dsXxn+6j/1nbfwnSSqiwNQtH8W34ymaH6Q3eE6WK6kmEe/1ZheNN3uUk0aHdZFDlUzqM9UCsfrZT+ojWfuM7Khq9FAfqdMvQ//alOGpQEsfKXmRPlL8O/pIUddfIbeNhU2QPlL6lD7SlVNin2mHT0h/VvtcjOs2ny+pT85wEFOSDFUuD7e361G7GKxZlreswuvxH+2vYJ+wmz+2W7rH7//X6+zz02P7BHuKfTrY59UHfxRin2+tff79N/Q2JRtNUcV/ij8hfNI+v9RfoTo7nk0btVOusVHqlg0o8c16u15Ui+VR+Mcli/WL9pkkHR79GXzfSR/p1F9JNTMdMCgqMfLk7D/j8qpetcx8frxyEhCiseFMQXdkkEXOA/vsGdVoeBIJaIXvC5mh6kcdrPKp/kompeqn8X3C3uI8mYalGsac3WSGyEO9gXwSesPx9PqwWa0WpVorRttej3v1obO+4Kk+9Ky+oMaFEcstxA+clSg3eT1TH+qnWTx6qC940ne400d6Rl8QfIKXjqLoVB/KiZmpJ4UP9QWRga7e+u5A+PhoBL4v/znjW2ohmGeOXjBkM1NUWKiENDvwuLsVPOrrw2q9QvWdHfXaRDMz6duX6Ntb+/Sk9eOeDME38a1rnnFPerROcqoPuUZD1z5evR9+en316r2xz/bvyftXw3dcw3TdfOKg76TaLiP13i5Xrz986iXSt/9k7PPTlcerTSpxtz24kmS2j8i2Gl3/3rV1o9Q71avsg+7HYjx9foxMJdzDusx3W+Mh6orET7H/lASd1uh0bO1z2lUGXekjUdMJBwMALPAJEYTBdQJdQa8qwA+d57PLFK6deFCy4UvffjQK+hlLJIOkiGKGx24eIe87yD98nK0/fmIdBcMsCqNhIorKBGGyipzJyP0afJ8AR1Gd0gjE+9Ltk779kBHnAmmV0Obbrhll7+azEwGXCiBE6FoHT/H3qSw4Phfs59fIEdfc82Z1qMlNd5SNtstRS117zdLQY3NYzLDPNE1iIllSXqqsKUWd3IniTNBg2BxMhhwmg4wCjhH9o/XBlFwqbm53ALFmLh/L1GYf2TGS9kzx/1BsQdnQ88MgoUlj/pPiLguqRD87Ae+fhMOB7wF6BtAYwvuS9aNIreJk1Fdjq2/QfWJMkWR3L0pQd5GUM+fFaHbh0OXrBcmrIf2Vfyi/nsx/uv7ndb1ED/uwn+xX83IxnTc8c1iN6/2mUmrBRlrS8Zq3SFnN1LOvNtt8ZfTt7528Ry4V9aPH9VRK4T7oswdPv0qKzx8+vX//N+M/fwvfv4revXsb4D/fXtgnf2GfH6/Sd6/eJ5//vuK1n/7x6R3a2p8Qx9YSf+SY2RADzz27SgIo1kHQF+7Sdy8duc8yHD+Ll6JAVh/WNX16vEh7Q/y/JPgdk5c3IzrEo8rOf5aue9qgkgs6+4EpkDIPzQemsRvd7VD+CRlj/qJnx+SwdnxTwRV/PGEDVyJJX39YrZCwz97dxRKhwC+R20nNmkJxh0+w/PEwcwdGP9vUb10nuwSnGlAvBRlXbVFDby/0wuCx/3xonzAJTGbVdnc9gzCiaYn2C2x0ORiP2z1aUuI1Px7r4rBbFjwYdS2rfFJWdZYNmzjPq0mTE5E3k2Y0HlLIwOdmqMlngg7kTFgnDa9uSjxzUTUl3mGmEWSaOiNeUOc1dCsTKsY1F304Gg3rEccCb8AgfaORBgEQSpiUirSZqrJMaYudtLguSFXyph7x4Yl+4LmiGJVVpaEcHvU/x6PxP2eDioH8ElDEsP70k9pnQ0i33q/Wh7Y9bFmKBLDz5rAajbBPiBW0MAnwAClAkctlnNXj7ZZQZw0CnLwhtP7Is10FT1QBxnl6nSNVXh5bGRzjaFzvzn8mHz58ePX+b/+Q//yt//5V8i6Mh1eb8gNOKIisfb5/9wb7/HQ1REH1/W+Kbzef/v4Z+4zedvrp5rPMMGP38O6uqZ6/u75h6Nz3n6HRt3/ef9J4Kg7rcbHbYKhLI2G8rkARLZEzNo/9frg8budh3B8O0x6EyQWSn6iHDHrDdNjQaE/CkrJsRoMgU18hpjaSpH3kgKDXGUDBQRxXw5lFCWOU10icAWuvkrRGMrR698/sHwu0HKpgEPV5ZBkDY3mUksny4qTHkDbH60H4h0ZXId4tBkRoteb10K+8LEa4bECfMMdIspQ3wznvJwSZGbwfVe4VZdFHan4I10rxRfvk6TnxbZ7DIkdBooV+c39oKO7nbScMwtpZCN/ne36H2LPXmRE6N0ztOHoqZr44JXRNTCsJrCJUJQaQMTSCGPwJCGrggyjgAvkGnAi6PehI5zzL6KcYWhklfEVhasP6nhpZHLB/5r/t0gujQSVQpLhizGJkU7dxlNd/9yoUOFJ1/ehV8j408e1PaJ8L1OTW+3JODnHcjzPJ9S7G+/XkereZaLJFhbsVyNRmpSWqqd2D4ttN3U+grWDWPYrjJEnTOIXQZpRzBxhtj9I+f2g59uE0JQVJI5gtemEvTpPTo/j8eZgN/jaTfcLl9x6UMupw6/JznA36WcK79Ughff0sBbgk+59/bIhvq79/ot3f/5AmUeX1ozRK+oN+0gv63YPPHGY8gp75Bdi5hL/YYfu8MuXA3YNocabWwe/gSsv9ekZkB7CtzmFVOG4r4AnY585Q2+33hfxnLx5kQ6qA8BX4APlIdPkxRVOEKJRvTkiZQ3TOKSRYVNLvU5kFyQeBKyjViBpSNAyGdNqFUJC+IFZYBEXW77WrKv8AuDxIWDx9BNr9YUDjv4BsgZKjLmMMiG9AmwRqWUTCcl7kZ2j1FZQoY/SPwtLlvJgqTYgBizhIejF6wVFOJ4MGTNQjIjfUAl+wT8J5qkSbfXa9pkw77+9XWbk/MCTaAieC3HxW10vFt7tlbEe+4RepBxQKO/2yURFwM4pR368QRClH8ak4ELmJatYgCWK40UojLkyfqZJ+2UX+qf5nGPpRWKELOqjCQVTFVdorR1TVmtoz/BGyowF8T74PfiPx4MAP47pIyhJ8fJ3KyfbuOiwlAW3QG1bRq/6oeBNAyNsf9dFf+Yx9kuz9dPY5l30ewIAUDfor13Q9IfQ7rKr+fgO6rYmbanq7paRZLK1i63az3xXfxT7Tz6zsf2z/3/9bV73+8H3xrnLS1TL71BsmfSoKnX1Wq9WnlIWdFPGnVglo/jEcvvr8+Ufb56KiT7/K4922oveyqsvqdkezeEwEpfi2Fr/J8gC/idsNS0PsowGW0KiAClHgii8NqN0g9dPTjcaV9LWKhb4LDQcKDAi9JBgA9UmFvzVcCrwG7/ma0lBQmChfEbq8RurHvdRqoZkQ3g1VEe3CaWJdUL3oC/bDJPCRvxT5UTetldjxLsW1WMUAmBIiawIdvSC+lX2u2I52q/Fiv2aaYrddVwokF5QSEWuBd/96gn1qQNqmD6XEnShiG0qISCPrUWLwfdkgGQSSVyG+Arw+MMANAzKgCUdBywVUADjBj5n25Cu7gRdYUEUn0yJhFY6j2iygyWhUKK8ig8F/dkiivoHMl+bSpiAAuStMlnbxlTJPO8AdZqRQaovqXf1X6Jf9rPY5GUtuY7U5blb7NVecKuYiO67GFckX03/rYja52aimN5vUtEInRb3Zlt8e3757lXx+/frd+7/JfX767X+TV+G7wnm7mVKuhAPr/V18+3q1efu516fB4v79b42S1Q+Uwz+8/tHx7Xg8m7MfEfpTx13u1jB+sGHVIP4aikPAkze7ivi2veTvwz5pzFEf8iTgHIlUJ6AChFsNLvn7JP+TAGZH4Qt3mrtxlsLehxIo9SGXuQx8grPZ1vnr1296Qh7jAAO0drPAz+juDmD88wP/xJ8gnJAHtkbz2WGfwo/qQ5By5VGpIQ9NmUJUZtW4tdTxTdSMOTdtUWWv/JJ9Au6cwj2qEX4WwYZkiB8oR0DzV0154xQMh+1/ep1YWuhUkZTDbQJM+xLNedJ/qDyLIjfzmV0xwmTSEA5yguAgPebLoP2CjglGMcPyYOAnbiFiE8oIdNMYHHNt/dYf9oM0rS74h2ibsgZC0AxwXaMkavR50Vtkrj0p03OdImfv8oOkeBdGZdx7m6eEFZH4TX7W+Ba1R+pDe/63pDwnRMLc1G+JamFW2OEyD4wDcjvoh82FfNsa//mN9aF374vswwcvMennp//5X7xE8O6Ns5nRl3Lv7JP6kOzz9ZD+yvvwb38b8+rq9bsESM2Prg9N23HUbg/7FZH9frEE67acSD6q4Cos9JOtD9V+V5NmJMxckPSUAFH7wQzkEZgvs01AbSV21fqRCeBoLRSZhDBzWpXAdkm13vwGcMi4z9dXV785IRchSd7hZsOBS6ET51f0TxsNnJq2CGQQRcOc+pD6KxB1arxtdEn+oQtBjizmOlucGtj5si/mn2zMbGMloKJhq2160ZRTvn+RM9g/X6iy3y4Pk8lxu4wDz4vcU/7J3oy+oMttMlqKbFBUXvtxqIww1V2B+hef6RlnZ8gHxYUQa75MlSthImMjxnIiPb+bL2OIJ1Abk+1qaCAeFIIpVUfGRdjLz63AXNPE1ywaPtS6Ec9Ubq0nSeQ/1f+EdVj+c/iz1oeM8MgK2vQ626xosMzgDpjXu/2eEu5617bENZMcp3Gt2SqaLDPbX9l8Y3/l3bts6F457619/hbRPym4YOv20xU29y462eebj6vNx6uK+u37/2Pts/z46n+RwvzR/RXWaFsTv1EoohtKtVDoeA1vMDdAj2Vs/eemtd9KuCX1V0KXcQumtKtUTTc2c7xBXTM57Z/qt8i5cyZJ1gCWjZoiaErknktUu1LwCZCf/xZfvb4arNur8upq6Az/1X/1alSGLnjwMmVwi8mrZnRqPLuB1CxY7w1dA7+swhTtQfTtKWkmdaHhKxfEJdcGKLxywYHhjyecLvFajBQmddZ8yT6BYzdzmSI782SRAMglB5pSJwIDCaAK6520x7md/+xCFSzIEB6bUJP5HBAGFMe0cRDf9gz4wATekQHv+5VGVOMh14S34NQHsepDRuNB35J1ooFqW/BOjX2mov4GEpbndzoQrixWJBKpXkvoQPCaRPCl9RUPXzTE05CImI0NF5A5b824tuyz+Fn7K1R+ltv9bLVkrGhH5Dabmc7z3UMN6PFk8sf5TaBUC73wMc4HfAIDfZ19uv+rLsLbYL14+/aNot/L+PbjVd7Zp+Lb6u2r//3w+rWYOvq+/2J8wpfms7/28QifEJvQzY0UWLisiFiOwyX/HKZ+fImPN4ia2FQtsS4WKdEF6IR3OFtW2xWTFXm6HjOz8tqDv8/Et5pHFgQnMnTfwX18gp1fsfy3idXnxQWBGXSemv884ftikX8Mv5x//gH9bEvi3uGjGclGUhy8HueQQ0Z0xicY6iXPt/gE2qJJzix/T/oOvUt9B9mnaRfZ+RXP4OO5ikAei8sQoePXlGFDkxaIXxOGPxD1Ra9IzvGUzd6ZyX4fVD1mtHvM1ryXff6k8yuLmiCOgaLjYX/ckl6d7HPSPcbm5zOvwtfzD2VEX8FTsknvP7492efVl+3z1UP7fFof6Tl8359vn6Gxz0L8Q6M0fmifRlqWHHU06gmLNxiB7xsWvfT157fjDYO46WsUZEFxyD41DZMPRkkyYqgKctskSpKH9hmHRRnRT0R/hUYN8NQwe3I++8TfNxpS1K3T+gfYZ5j3z/bJH6I0HLrBSPMrwzP+lsEmMyBo+U36Rt8h9Uvm7BKbf97Nf+rF9+Y/ubppnPXL6nyrDT4eAKAiYL1sNIBLHiEWbUH5BT4+kxQGl58lNoKiYvgWnKHqQ59+UvtUOrXe0jgAC04vtBZKyIg4nexRxskg0R/n1xQ/2GMc3lv4E/zOPv+Ofb6Tffovss/3//uBzOw5fpP+H+M3+e72mVj7dNTD8x77z1xl3iJ2bGUtcE54RrLOdNv+4wr+W/fSPk/EuM5lCn3PfypIMbVfUwtKek/b54m/z1yO6DH/7Xewz8jOf1r7rBilyZN+BSO2U96b/3T7GhDspSDxmGwt47yK0xFMacL3Xcx/dvi+k32iARWO+pHGb8D3na9sbAqzQV6FPT+v+3FJUycfVAn8Cdklf0IuIDYM82xxTRr71TARDjmpP5U/p31CIA8qfFaOK3Q3qAbcXfcHj+/MT+1cDbP33p19vv6iff6v+1tnn69ln674bb5mvuzfYZ9R5AXP+c/comwv/Kc82qf0alCvZh8/fU5VJbuwT15j808WOf2mR/6TlmAVQ9Vx8p8X/EP38bedff5A/8n859k+Y8vfFyuoBqVxwZ/gDiwtk7ofwhVIn5e6sm/4E+4mfiivGfs84+Mt/63nisrwIm6Sfbpk/bbVdddfiQ2C8DF/vKkP2f6K8An9n9U+JcZaSxjoyGwyXb+Tbd5d/5MT/SZ9h8ff86qfvX/34c4+P3zJPl+//u1vcWefr/x3r9zn9O2fmc/+0+0z7bmyT19WET72n6f4NgwtHXMITbLjo0YJX9tbxOw7+8xO9nnKP924//v5J21YudhO3+HZ+Labzx78APvs3fOfA/lPHFm/7t3nH7L+E1GWPADOXiVFnfbLrMmrAgqi+qH/POWfJ/5boIOjpukl5/nszn+yCHMAEjWog6rgaPKfeS846wuaKCuL+kkzkP9Mf27/OZ/N6/VeMK0V+L6qPbnOyYPHN9jnU/PZV6+HxZ19/k32+Z75lbe/b5/JnX2q8/K0//yZ7JMPDYUfii4KiA/tk8Y8lY4s6FPgQNX57YBu66fXr9P0nWL6s32m4VDN9RR+6r7fsTRc2ieZHvy3+CIGQWIUWjp9h2ftE8x4/yX9lW+tD+Ej6a+oMYKPB6fxsD7U8fdBghOZ/LPT543u1Ycu5ldO+iuGmWL4uD5kKIQzM37bMwRLeM8sfKwvqPyTJGn4hvbWq+z9T8s/NGF8aH3IGfusjjuYoE7x7PeyT9fwJzyq41y9vbTP/3Nnn7Nn7PPdB9mn7X9qGFT8CZn/RNz8HD/Yn22fbhrxoX6IguA9fMLD/HNo+ft6LBFAs1cf2/Xr9PXrz+Uj++zJPnvGPr3TqNyFfXrqf4IadCsPIiOGutIL/ZX7+afb8feBv33M3/fN9mklZtyTfRZxDx6DmGGT2odQ7y7/DCw+Adgh7LRJgMyF1Ilzq2+fX+rbd/jbE/9Qp1+WZ+K/PU/uubFJ81PiY9AHMAEC0ABjPxghojgaRPGZ/1bdNbZDfDbg29FJv+yNnf/8+fAJUAWsD8NJPi5udqVmVDrixLv6kPWof9w+xQ8WPPyiVx8yMLf+nX3+LxbnvfmAfb7x3tlayXPx7Zv3Zlr0O/Pffnf77Fv7BD9UpBf1ibN9SiYUadjincUPoUsbD19/XC0+vK5efzz5z7v8s9/LfOGHgMFfiIle2meWM83me8DiwQhFIOaftM8EAi23QPI4gf9wFJbf2z5dS1F4Z5+JQa87JvYWCvZ0H0KLbA9N6YvFGJnpHYAJjnefP96m2t65/zkwzlOfc8kf35XhbBeUz9drJCiXqgh2sUw6VxriAorugMmr/vvhbz+rfZJ+LjeGDmqz/AZ9Qf2YDp6gv9XW+Ng+nY9V8T55//+d6rfvjS0S377xjPE5l/i+qzzkqd/+/vda9olCr17iM7vYexzgxsPAuaRVONln37+fBX8H+xQ+YX53vKRSd9IjHGOJQPFe0MQb+uh/1HU/Pw9oBxLMdv20ev2Guc3sVQXBHQSscd3vDYao2C+B9X14+7oampJuWLx7F0g/m2yy9v3aoyTZFGFXxBU/tZH/LIT9hfq1XzH/GVMfws2mtdsz/Hj3+anzyg1CALL5QPr28XevD3mGf8jUra3/7OazBccFN3HRXzGW5570P8Ufj/9MNJ/df6J+e4pvPU/88UhVxKZ+657xfTGYlOCu/1lmoeq36COP4stB/lz6za7wfWFNUp/HYVK8l/6n4tv59OfDJ4COmayxTqBs5WQ6/t72Sf/zKf5b5/VoCObgfzr7dIlZscUP2Oc7Uck7Vw/t89X/ubPP//nt/f++unJ7lfMEnWcMWfifY5/7+/YZVwajY5XKMiOgRVWCyc48v+S/9Y19eqjtfmQJv3+VRa9eZZQSgys0Y9GWADakHks+NF0SdfKMvn0caNo6NFDV+M6/iD9enqqQ0474LZJdORokfHY/LE/EFvf0HXonfILvi0wk/wHxbcdv8tB/9gES+f5D+3RM4CrdFM/or/RtK+le/nkfH59Lz1PjqzArP9QvM2xF5qpxv5nRGYjdxLkkerzDJ7x6V761GKdE9dufFp+g/kp1DX88eubz68X3t08yrKfqt0X/2+zT6VVPhLf/PvuUvr1SyjxkxKpKGAZlA2eYs1cjKXJWGDjZ5/gDw9fXxSvmoCJNQY0/LN5+Xi+xzrdvMdB8YFWwWWmesc/KmXjeBLoi2HijC30kE87lA/Hfjp3BJIyatCpG0CyAIExDTX/f10fK4R+KaugFs0xkIs0PsE93GD/GD4kfrGDO7jn7zAAhou8Zoc8b3dP/zAaP8LeU26IB+URxoZ/d6SMZyUHVh2i0GH1eGBLv4Ycu8LcGn9Dz7/BD0Lb8fPwmFRPrYPugHZq27fSL8oJfb5/AOJ7QL3Nelxnx7d//uH36UX1BWHCPR/xPsk/pr8zu8Q+FhobWEhSoyGj8pxQcXOcBv2b89krSWe8ZKXj3Duu6Et52tVlhn58xUZTNTHFa69QTrVbkWt4cLWvC215yyX9r+PuoVkYaac7FP4TvdvIz/+2FvmBg9e01X/Zj/Kdr+Ifu8k8qykBwPUPsQKMlfmifnvg1SZ5h/cokvsikACKK7uCR/+zqQ64Lk3XPFdI+vOx/Agvs8H0YbxH4nT6vrxG6S/7bYU8o+V5GPbIK3vD93WD4qsP3lT8h/9CyWmwOR7hNrqUbPfvu+SeXLH8KP3RFfPuN9qn49tEHmq6L/6fZ5/SCX9PUY/Ic/DkEeT5tEInWF15VJXnfv9S3V9t+zDcc/LN4NUIMuuxVafO6zJfLq/TjlZHiGyTuyT5dY5+lQylq7Eh0pDg3j3pGjUn1oaEz6vhvSf+A4BRD/GevFz/U5x1UQS8oYXfu/8D806oedv5T/Jq4MU/+s58+tM8gRCQqEFVTKvxtNCKRBKP5CN93nx+MKASaikv+WzNfJrJIUvOkhF+zb+fLDL9mcr7zcG0yL5oW796HlfLPnk/pvOjmy37C/DNjiGpRiYJtwaP5/vmnc5klXNhnnnxjfOuPnjpur2/s0/2T7PP6Qt/ecHD4J/9pC4j81U/vwY87/ZWrK5ENvXofBVSimcehp7JZf7z6+BojF0dYbETHlXC5Ft/ndzLUptbW8cdrutvrmGQxCc/wUDJYGtgpkjv/eaFv73T8Q+YlyZf5E/6Q/7zof4IIzrIoKR/qO9yvD6HvYPV5B4/6Kw/wCYiXUh9CJi6FlbQ+78QWf6tkCoddaD7H9lfKEH2H7G781ylO9SH8p4//TOFPSKqkMviEn9A+p2OpsM4RBmISF67NH2Cfwx9kn8VTxw2tfXp/kn2e9bP9zHTNBwOf0JG2/wiRAuM/SzbxQfjAPnv1W4ocDdTIWRrkH0Gd5svNur5C1jkM34evlKV6NuGy9lk4QGpqp8hZ5Gea/sAAeD0aJ4lT1I5K2sxnDwxFZe1Gmos0wcvQ3C2R7aQC2MCzS5U0hwup/gH5p39ZHzrrIzEtl/XC5+Jb5kLFf+s9xPcZ/3mSIfQV3xaKb/GC8T19pNAWfgan+PaE7xNC4UJ+9RKfUL79zcmAOSc/Mz5hNtodEQM6gL4VPVvzA+q3+VP126u8/23xrUeB8onA+d9mn0qxItPUs/bQ8cfjomjYXQTciWkKhfGVxAjDd0nvN7xn+oHl0dRXim4NOXcRmdVh8jBjn6FtIQK6Ty7QMNY+bdFY45SJpmJjCAHB6Yzs972wz6jXDU+TH0aegabmP9p/3u+vZM/2Vzp8QlImdGaHF/zxWbe93/lP218ZwjQ2qs7KNmf/yb43CoOOPyHu+it3N2AYaZ47yk7+M+7Z/oqpD/2M/Lc1Ko9QyLR6TCZ/vH4rfMIT+isaWHTd8In5FSj57vqf1j7fflzPHtrn29Xmw1UePLLP14bU9Ql8QtKtyq/Ud/jW+lBID9Mof2bEnmg2n/LPstc02ei8cYU4F+nb4+kgkac72neq/GPzqd6u3uYDwlvP4BKg2tPqSEp6xwOWF5CYCukuKPiYz+54bUk/kTPgQ+MaQELAfNmwSmPxx1O/Bclqm6SyT9fWb4dmPjuKpb8CpeAo+q71W5hUhDt0TQlMlCQyv9O0TfBY3/7EOWPgFvEJnxDZXeW8ocVmStQ54xOe1rfv+BOSE3+8JUOCUtfpOZcvu8ef8Nb8KsRRJB+lz4sE1k+Hv613t8cb9AuMgEH5TfYZPaW/4vaH7hP12w/orzy0zw9fYZ+wque9J+wzsoXPPwE/9KB+G4405uoNDXc6JRyKhsPUhTwCBcHkUj87sgTmQmCMondxhfbu6/L1allefR6g6tzZp+3I9IpTfSix/PHUXK3Cj9PxU2O/SGhGlqIyIMYe4SIAzMDkY2fITvbpXuBv5d4Zjufv74i/DU/2SZVH9hka+2RYdcgJ5SntnKLJiof2GVG9QVImh+ZvFFK1gkkCcYqL/DNWpUybi2H38k769tA/ZFXdG571V8xuzTBjxPRYL2bKp4JsIis88Z5GdxXcfih+D8OfULyBvE3+0+gL/qT22ZarjWXm22xWTTH/Bvv042f0V56q33582j4XL7fP9En9lWRo7tNX62d/s30GhbHPgbFPsK+dvn3h1/UgP6dT3sDqf1ZvQuGH3lUVrZXPn1fbdDD4XFM0Otmn53RKszb/zK1+WS4CW/Qyeubb0F/p7BNGQEoszCOH4IeAAMYDE/4b67xnn0PVb0eoKgwG8IMl9fe1T1VaafGaqFtsSqIZMvNlBsR333+6jMeefKKZ4TZusefcj38ckSmp9iWaMNHidvg+4z8vcR+piW/t1U3NC4z6S4SL7F8sk0v7fBsYHWCDT/j0k9on8KGqjpCSa+BMXLR/2H+qmZ4kj+NYESU8NWfyqcgf2udvX2efT/MniJHnKfwt5YMfap8++g66HJBGCljb+U+R6pSS5DpfDsF/wCcIpv5upOz06nOdLyGjLvMreQ3/nZC3hYJ3jVJ6Bj/E+Xf69mFW9C9AM5lr9B20LCmN9IS/pT6U9cgBaxtUPohvDT5erhipA7cIq+9pn561T31F7zT/d/KfcAtCnz3Iz/ZJuKX6dkR2SHDe8ffF8N8O+vmF/ko6tLezww/1OGVaUnAkg4+v/At8vLnlfSicfLapGBWMEa+A0bAQzXB4xsff4YeK3+AfOvnPn9U+kSpfLCHUh0dBJPH1j7FP5yX+87ev9Z/RE/4zHYZPzq/8IPucnvWzDL6PprixT1+DwPBxwa8hhezwgX26SS4ZC4ngoSP4utpWuRzuwGDbNB5QDERVSnx7wved7fPCGfvgb7kHvUof0Df26ZTA6/o0FJO6I3B7ZJ/dfFkP6iy//CH8JomutepDRiXYN44Mevh45F/MZxNunXpRjnSkLL4vgwcYpYr+RXsuuBtD6+azJT+MBFx4Wb/1LQjeFspTO58NgoGD9p2h/yS+r3jz5oyPF3/fz2ifi3mBahn3SJT9SHd97/jWQDqewt8+UR/6Gvt8rj6kiM9zHs9//qD49oxPcA1MikT3vn6Zsc9BdDH/aVZQr/yNMepygE7Rh9fL1erzZ7R0IfU2VE3eu05myy5IaieUlfwR0BnaBlkxCMHZWnZEtAz1oSa0hv0P4S6nZPwSEujE1m/9h/HtAIuk/UOOGAk99CPsE+1fY59m/g8hI3RWkCeLJT/Rv+A38RNB8iLxm0SW3ySBIAKPh3xAXJzhoeIn8lQINuQPSVKTTzKvluT4z4f1Wz+n0YqIcR//iWPIaGya+ew4OvMP4eXRRxI+Ae7P4bDPR2o++ye1zxmUmpBqwjcMNmHcXH/v+pDRvXuqv4K+/bfUh14/x58Qm2fDP6k+dMYnONZH3dkncTZ4Oloa/f49/oTU2qcSn3fkyjSayu369achBAqJ5uo6b2Ellbw7+zQupa+EKg1O5SHLaOobd62dieTW1JCEXkj9ka2TPbDPwPZXnNDiE7Ifwj9k7NPunwKyG+Vhf+gPkXK40LdP7Tcx/GB3/U/hh6JBkJ3bc0XPfNviTJ4EBRzQ4mECf593yZ+g1o7RzybqKAWs7JckwdIev7hL1j7FTy37PPU/h5//8bPmn5CbMuRZzduJBNy/d3/FZvFP4PtS4RO+or/y6tI+3Ven+v2jfo5d2OGf1F8522evlIafSOlC2QPcQm6GrKfwfYDtwnv4eFZaSR/eL4efyub1ZP1p/Dp9VUiHMNIlfaP00FN8qz6gxd9SH6L1x/qDBK/XiRrSxezLaYPT8071oZ7my6gPKb71nuivUB8KTX1oKHxf8v3xCZ4bkSHf2SfaiMSZCE+gODGso0v77JtY0x8pwC1O82UoLcJ/e88+zUCBIxI+is8++w79z2Fg7fPct0p9CyaVRygD19jngAvGEHx5oV9+4jdhdq98+4Ywv+PXTH9S+/zadfn1+Pin67evy6+cLzvb59//J3DBJ8S190Q4/Sfj468v5gA8IwGYGM32u/g2lP/suZcEybZbFwWf335ImcReb9JP8PW9iz1T7ej8Z3qHj7f4hJ5KjQOn5w3sMOlJf8WQuWhwzIlP/tPoCw4Z71GR0/W783mgz2sGo7+r/wzP/GCDx/g+gnlHKn8X9SET09AEhhs3qLGkOoyNPtK9+hCKu6b2C0w3DBNaMF19CIWMormY/0wwPAj1C6rcblaDabb8fejEVf0qi876SAPlsUT5PXaynlf2wfdFo6hMhe/TeOV/m30+g49/bfDxX2OfzoV9vsM+o9r999vn9KIOZvDxqUHbyn8mxn9WcYMIZXHewfu2vzJ2GFOZ5K9pb23HV/m4HIg/PoysfbpC1Jv5slN/pezXaVojdMYiRyrQtvGFjzf69qDY4qruF3U2GGdoORWQHtUn+zzj46W/UiKhi3xwVRSMtWXjH2CffnaBH1KrIzAVm/v4vpN92sExyqp0T/SFYdzz3N4Fvi8d2h0rOdWSbH8FnZp7+L5OP9tUyoW6IgaOcbNSF7zHH98louCfnU7p4l3yrv9q8LPqr/wZ9uk+O7/ybfbp/Pvtc3YeJbHzZQPDOHKu3waGAcx5OF9G30WNz9dvV6u6KtO3rCHm/2Pb+WOdneazyaSY/0C2wrX8fZAgXJAxaL5MnYxcF97vmdXHNJviioz4NnQ6fjDvgt+k4Jncdb8/Pj684zcZGJISa58jyz8E4rei03Se/zzZJzNgSMuEWeVkjePDUfSQP0EFPw2xIpEYAHwPQ+ZXANZScwLf552hQZZ/CKonFBWLiI0Mtco+rIBguS75E7KkF0UolX/4LP/pjk769m/+sfovtk/3B9jn0/wJ/y779OMyNJKBA4MfCk/4BIPvK88Vfo/mPR3ytHLi1x+rT58YWnmd5wBrYCCKhyf79AurOHbqr1DQiGuoJfmrKLO7r6L5bGOfQ4+B8CphXiPRfDY41/xknybzNPnnPX4wNEDJPr8nvu/Of7qCMF7w3xoRO7mqOL7EJ5z8Z2hXT88soV5iA4jzjpYMbP/Tzr+a4pbhv1Xv5iKvdG2zxmYPiXklo7iJ2IcunPFdAcLDf2b2lUwLJa/St/8w+Pj/Pvt8ht9E/AnfZJ+uBcj8bPZ5wvd5XXzbV38lPW8kJ/usPzKKnbfo3nz4+PmqfjNK0U7NveBkn/f5Tbz4hO/rl0xOQWRynz9Bzfv0jO+jhcj8igXZPLBPxbf+KABuA78mCIUfYJ/3+G9HifxnMgp69/HxJ/s84RNqJ2d4tQnkPy/54yExsQRiF/4Txr9skJJdXmQ4dn7FyyAkdIe16CuMvkPycL4sT8MgCNP8nv8sQ8M/VP9X2ufwmfnPr5xfeco+3Z8vvu2nRlPEM3ADWvKFS2svS72H/AmD4dsPV+Vq3QxeA/8bi2fONfWhLr491YdO8e3QLRitcoduP4vvxbcmaesb/j5PxFhG/xN8X1cfehjfWv9JesxuwJxZ/QPsM77kjz/nnzAZXPAnnP2n4b8dBJHvYYgJkm/o8zqDi/KixQZe5J8CAvpeGhXFfV44FQEGjs3az/Nlw3vzZRYK7SZd/tm/zD//K+3T+VH2GYx+Avt8VB+KTe7FV+4biST0LMFnJBcCPV19aPQBqnhA8R+YLnt7BYs5Hi3ObLVV9aGeXR39U30otv6ToUdBi7zgrj4kKx7EJhCkeaP5skGU+l7iW/ztw/rQSb8swYlwvB/hP4NLfaST/go4BJgMR4/qtyd8AqOtDSV5JA9LqG0H1fl6iV3aU4EsIqvsnfRXoE8qmuaMwDX4BMDevEL4hARMQlnmNUL21YCII7rQtw/D3rD8RLaQxgH6K1lp5rP/W+tDP9I+nZ+vv3I3/9n1V/qqGEW9h/2VHqS+V+ONCE3iq3LwhkFOaA/69rZ4dtpRqyM+9Vfu5lcS4z/du/6K3KjRRQbfFxp93r6KpJFbnOzzyf5K/N35h871oeEFP/VJv8zUb4dQCz32n4YfLDF4+uhx/Tbu8s87fjCrX0b91r+s33rMvYPP5zieNkX/VL99yB9vUw0/xX8afjBfWL/sVfaz6n++9D6002pZzwHTL7bb6/Vhk4tnw/SXjc6x+Tm9IzJ0PaOvahDjlj8hOPXUNeLH9Xo7TN4Ps9jyU/+PSy/0nQ9+aHqSzX5jf/CNPm8WAmZw/v7J2OffZJ/v+fTCqrNapJvXiWZ7fedULj4JBIv2Q9QBxtV4p4fjzcaLyeyrDXM8mcM0Maks/+3EPX3fmPlMSiH0V3BvI4CkBGmpPxQ+vje8sE9oEAAkx8P0arKdXV2NaLkPh2Xa1YdUplWcPIJx0/M1RerIAUPLAFzOH4ZJPKgTA2sNFTdmfbolPacO2RbQceyPeujbw08d9Wz+6QEYpDyDwASsDt4g9SDeJXfl4MMYb10EfxjfN5lPG6TW1dFfHmbNYbeMrAAxrKKNULA4Q11w0AfQBCUgfWq/bOo0sfapkc5C4AsvHEvpDahe2TgAMJgIE/nDee+tayIAykGl5tOJCfyKYnAwQr8sbxrd9c6MDW13MKq5CekkhLiHgdii7leotdT5Of8faaP2+6Or1/H47VuGz/wEpZao+FSZ+tB/bP+zbq7byQKmhWvrP/OLKS63+yNKnCfny1zHdx/jh9DM7vzn3/7+v/KfiD4IP2Ts8+pO3365eX0FG8WrBPusOvtkwuN1ENXeEwOgqYQTonsjuQZoEz1m+vtd/exn/cV4gorxuEHffry65E8IClNO7ptrMDD4PuJbUOGFKCOtbre2BTMtwOL9+Hqz+lz1EKZ1Y9B+KQVIeZDOyWdd0KFXS5wgjPy+6w7BNMb10L276P24e5Wd/xS5Lfh4hgH8wWV63skgwOdg/afoBb+xPoRu9gIp8QbhdZFXGfxQ4Ns+Rm5ib18OPCSMIOQPbeANlX4/kA2bCq0pdWub9YzIXaKsMSgiID3QnNxto7m9EgD/lBXw3lyuNIt7fYOPP8m0+xYsODSJK3NAhXS7wRtleHBxDp307QfWf6KC7JdvxNbmGf857PSR/mPts53PGxH8jXNrn6XYIylpoM+liXZQXR6VoJALgZpjCDsMQ+xGCU7SN5bsXM97YiAWjPRzWUTv38e5sc83Nr79+GnTxpHiWyZ/PEp1YfDm02rz6XMNiXN03z6vnKiya87X/G6oB8QVvu6yvlz3dMTMMHrmvUEGKxBPQW5hH6xQBNvHX+0/m8m8XDCJh749CxN9+w5jiEQXin7StI/g7yujaJQGo9zrWf6E/l1ckeQK6/Isfz1e5xMwNVUIIxaqtAllnRGnHaotGY1KRLC9KKzCAF75JO6XOZkcCMBBPkaol6vDxY3CciQNoL4GkL2cOlQZpc2gVn+l6NfBIEbJ3UUQk7Eu2vmQL4QAbMiI80Eg/ttv6a8swGqPF+udHjfzGvvsJxRVUc0d+nWagaGAsI8aVF2qflvWRQzup6yqYhCnaRwl4ByzAUY1inFeWVZUfbLOrIIdvx6NqrxOukeGPGOeMXuWK2/MwQ6pfgsYo6yysiJMiOOIhiZjsVycLKt0LNJYpmTjUZ4ADfKZz6bdFMVxkqb9PnPbSZLmVf65FGaJo/QhgTL8Jv/R9gl8fnE9rsFUbbfZ+rgZPuwpKVlKnxgvo8oWur3g8fxK/w5/28W3iLKsZ85j//nhNforr8L79ukjTEfM1nuU7Y68noms7z960WPelTkrcvG19tku5tV6tVott8Z/whaS9tOIWNQX70aguI1doDQxvMhY4aFFsp32XuB7fi/pOx1ZVr3YjK9wGlHyLsKaoJQcJunQJgCJGXFms/Ht9/AYV4ESS8NRCX0Fx5RFfetmVTdK+5KW4NiaLyukb6+jAFQIO09ri5u+aHIzXjukW9OjJuz0/zi+j61t0TSrLbP92+O4Phr7HPaTGNIRCsnZoIfoCzPgdNeIXbAcdnHsI5N99uMolZdPArDrmPEwTahKc3HSQTZinxrmmk/pHvkgGYLn8+Fdi/hjQA5KiAp/Ap6WVBRrS2Sj1KxDbkTWT5i5Kxia0ie4mUmyYdRNowj77HNCiXZnguMr9khyL0ZlI9Vv3/6k/EMvXZezBaNo6/V6td5vq/VxXQdc3j7DPOyEwSCMgW2EBd2kJO4FYZSII7nvDZhhsvEtfcGIsaiesM8DD/Wot8P++6zLPz/FQCuH/WGabha/hbrNvY/sijyZpCb/HIbD933nk8k/60/cyTABI15IP4/PYj8O/aS7T4ZDC+vwQ/bpJOKFIbtrHxExTqtH26F75GHA/j+df7X/LJrl4eb29vZmH6u/kuU5YLp+op2/GdU5vqssUbVJ4ZKcTKo68+HnZ2PL82yY5aNyOI7ySThY7teL1+10Oqx52/U/50TNk6YZS1OkKSY8BSiQBwXIUTkqKXxmgyovIXFjSBf2yXJcVMOiyAm0y8mQud2iKYUjnDX9sfWfdQ7QryYD482IpIORGFW8uJyMm5hP4iXCJwz+sP/Uy+B75BOK9rC4NvxDYPTMCMLQYhKoVxG89PQzRiA/H/fi5DTnF7uBglxiCUst6MrRu5QPMKD4oj7UMwWuwGWuNuQP4ZBVc4LCyWdHUj3BHK+bi9A+rBDYp0w+YF/gc4dOvyMIIMTtxkS95PNVj4/xiVLorwzBJ/yH22fT1nOzMG9udglSoZO8IuRibVK+BscJfDQTdRWqqWyZRVnb6InlUU0mZVGVtSKPTCn7sBbJTFqOirouTHz7j+EwK0YEP/mmTbNRXXMQfs2D2Y/VdvARvdbhqJca+2zSQUpM0tSjiY6eK2iiJF/yGI1GkKLi4ifVmOXH80i9FjnruOLlGT/Q3O8edRIwrzP56gJuy6TsSo/tLlP+qbgplvRJIF1KijugFKAWjLQo8B30RfJRDFqPGIzdiRVVqtQ9XG1mn19fBSwxZpsKCHf430BMwX5P5JKISrnSc2cPcgMWUc8PPUpBRR8rNzgI5disy2wokV28jddHRoEa1YDjQ1fgu4PAZCCYCDFzP48ML5C6kCJWz/p+7Afpt/APzbRTLBbTdj5ZHlrLD9ZVavyqZ1j0TULOWQ2xENCxIw1kpr2zkJjoDTHemog+JPSGWAmV04JmcXLB3+cRBaP+1nOH4jcZuj0P0TX45cMoH1J4Cs91+56MlaEcZhJqCLFT+PtgA8w9MAoX+g5wW3OcOP98BSCErkxMgBdVlj/+Pzm+HS+auiCsW652uzHx7Ugbm+ozkLkw3GSGopmPcs2d0a6pKirJk7lDJk80dREWm2vmsK7wn0nS6/xnxDBo0Pv0UfHt+/dh+JbSmvorYfBB/nMQUgzw7vnPK6tt45g8VZ2eQNmnp8qmb+vGZHLaoQ14qZfZCS9VMe0jD4LpmAz0a+2zHs9RQBnPys1+ujqc9QUlMYKluNBZSdWeD4jFb9Ib+eXokj/BEwFr1i5nrwcfr9rwFTKLfVKxEIXBOM00qGGKaQPjVUJv5HlBpJAkT/NAMV6/X6aBKBhi+SUYyPS6MvRjqQUl4h+CPz5jaAR4MozrviHvkUAwHVNqVzAzc/nBqWcJUpnfwG9SzdrFmAQep788TFS/TVw7NO45VWh6s7Um7YZmgEf1IXSNCtgRrP+EmMjNM8PgXfuG5RZqEmEVRhENynv6K1mnc2/ms6XXYtq3IaT55UiO2nhQEnvfsi2oFFQZ6WPVh+j8XvRXeJ1dB+Hw6iow9SFYLPrvilfZf3p9aN5cU72lpD7aGMdRnPorZkzJqKWTFPT87jqIH4rfsNh64Nuc8/O+4Wzynbe56kN385/KP4NPn9T/tGmnIVfnB8W3r/OQBuhv//P3qpv/fOe+eh2mIvDonep3XhfoDEs/ck6tctftCMaDQXePLhC7/nzyB/orzMrOiewa6X8S3zbm042e9UDZJxHTqf9pvjUbFNWcKGTy2vffvvntKr66euO06xwV3qtPUGtEidq8thVl0N49wxVvBSFcI7gSmga9rjFMdwEcdsZrWH4/W78uLJCcronBMFjwu3kyMO0MFYY9W781u1raNa/jP65vP59NxlyH2WJCvN9O8Z98rGuAtL7pr1j9Kh/+0BxaFsDATUh/ZRifav6n/krQUOYGPCx+ba8eNnk5HFzyx5v+Cm3cSvPpFTk5JKMoVJCzkwFc4Ie6/gqdrV7UBOEY1EFVgHfoQSOahd7D/spvb9MxW/qIXLwg0qv/0/srX8QnuB356KM6TBA+oZ/94vls8Amvpc/7rfPZp/7nD+Pvi0zc6Q0HnuEfepvHvw0HbxD60NxX/9Xw1TswZR/fvi1ff1iuJ4Py9SfKSIN3oywKEBKL8J9JP3c7ceHTfFl4xz+EswPfBzV7wWpjm7NJV2L4wXoEfF7YH4Wi7KgjIvkkEj4+sEzd9+ezS2ruJYTQaUpppvcj8H0d/1Bv4Fr+oSCwzN2aNvcf4RM8OUZoxOBT4GVu3wLlkzPfYRbcyZwZ8BNVHd8IaNA3dpyH89mGcGLk3+nbCyR1yT90N58dGn6wwVvwCa/UXxE/2PQvPJ/tWXzKo/EVSzD8Lfwmb419fiO/yY/mpz7Zp4UKDdl/Plx97gmcUhDBvjdBwdv08+uPrz8v28lHq46SGxgDGl/ExhDQaYU+Z5+J8clO4t/NZ9+3z05VDwfhZiJbSk/yFw/s84Qf+hH8t+bi+oY/wT/ZZ4WjI+Cm+VQOqklZP7RP5rY17VJAMlH3qYE1OZOpVVaf+dS4SK5/p48EFDAo0h4VhIqKWDx8yG9ihjrL0KtBHVRFkxPCp+WFvv0dvwkYB2Kd4SAZ4GDfM55g8EP//Mvap29684+/kDf8Jn6wD9+JHyz50fzUnX3mGfqfKJJ9HA2gKAyGoxD9z9HwfZSEPYQ9P8Nmsm2vruoKTwJ1VUCfLoSgivpQ3pfCwXP2mcOfgu5YPqCVGFEIf2ifQTyswKZGUZNQM6NVOqi9O/2Ve/zx9KEp4Hx/fpM7+4Rl+myfod1KDN0RuijxY/scadXICA3/LdPX7iW+z+/sE0Qyz+euBTnKyUIlMbzUrbP8YLk0gbFPrh/0CEP5T/ee/zzxg2Gf8N8O33J9xT/0l7dPgqlB+gThJVU79xv4NU1/pQi/mV/zh/NTd/aZJhYffzX8dEU8AfHOqIwkkk1/9xMTZR9W6+UkvxpoHSGm5eRUKCBgDYY+zarB8/7zkv/Wfcp/4hk9t6Q2Iv6+0B/2yrP+yoV9ppZi6wfwa4ZnfaToHN8iNcGc1xDaLzCMzTB/FN+6hh9sKP6+OBmpUJ/dw8cb/lv3jl/z5D8HNAyqOkge8msOjH42frvTLxs98J93/JrwU0P0lMp/JtX76uNfPb593j5H/jfwUz9vn1/HT/3n22fg3LPPBPsEVdai43A1RMz+r2uftL3P9hnYUw2MROLwqflsi4/HSUY28Qzu69snA/uOO317U430zIuSy/lsc7C+1c92jTMWti0wGiwX6+PSPn8zfvr9q/B99PbTX9w+n4tvkdbwv0Hf4cN30nf4k+PbCGJb9JHA7gU2vqWoE7y++jjftG8Ry/7rxreajCCnDk72ORB0xIc7MxzC35cMHtqnT2Ip+Eomqn3ELwArw695oV/WF5OEf6f/GUGLOaJxAmIozkfnOsNJ30GYXmBUAVm60bcv/DIe9cOn9VeoD6VRavnjxd/3V45vn6kPuQwU+9+mj/Rkfehr9ZH+7PqQA6dQrPoQ+Hhc4zuVFd9+ateb5ir+9OnqL1sfklTK8L59whOPfXIlNAX6yD5dE/AMjH0in4IQxP3+p4lvz/Zp8k8OjmxElBdn13jSRxL9E73y4KRvb/B9z+ivqH77Rvy3d/zxf2H7fKa/Qv227z1BtPdSfcG7/so36gv+yf2VO34Tw3+r3hwTYK+Xy8FV80nS2XlJ8x7+eG8Em+1fqr9iR1y9k31y7uggeamau0H2VHxrNlSGyyNtar7pr4Tn/orkKc3L7+Y/bX8lYE50kF3Ea52+oKFYw4ka+VVeP2TENbvYyONLfUHhCr0wewX/7W+fVn9p/ltd8F70BKHeM/qCwg99m75Db/CU7lIv9Z/MP78/f/yu4TI0508emC5faFVYTvwJXBBjab3eFfWijWFAsDTVBtDR63aMwIASlDR1xa3U5lhmnUbhSY5Lr/WD8zcTZ58M1ew+wmpJwMExlg0u/6wv+IQ+r9nDSM1+hL6DSEZO/NQE4wPISwoG26KiGWQP+amhqRHbfIHbL6GvTeAfSuKL+c87fmrRWDNGGsLTnUOREAGaLKvzAowMMEi4SFd+2q+GXk4FCf048H398zrJE0O6S38lAuwAHVHPxrd/dX7qf499ej+PfYo/gfw7VvkCVNk7q+/Qo5VXjJr47Ye3V4PxWnYbOejyMJnYM4ulRHAEHg6C1ggXaNi8TCpPxApU0tN3lE9gBqtMkScpkixDAN7tvpn45vm+JP4J0wlBWiaD8QD+vjwfMv8ZPNDPlhkHMlt4VMDHG+T0j7bPgaGU4C/Qj8gtxE/oOwRG1jpk1oLGRx5I394dPtJ3uNNHsvq8UJT2LvkTTvZ50ncgdWBOJgfvkN3Td+jmP4fSR3JMFmL6K9nnX/b5AJ8g++x9g31GQ//fa581l2F8rlPnYpJwE2OfOfbJ2JLoHVUipPN5lU43mwXaZMPknef9Fp/s07PsOvDfMjY6NGxexgGzzcvy9B0NLUlHHEaWlsfnL8EwFwjbYKDElek+xX9i2/VFr3Jnn/6J3ySxEFa8hhd4lvki+RH6ZYVR3LH6SNVA/EODCsqffjlmVuCBPlKPeXO/B/TPKcdOMoY3qLzXXznpI4UVIoGDKjzxD8E5Ab4vTB/rI/XgH0pjqmjQdMM/FEsfKbqrI40s/9AIsT0IS/1R9pPrI/17/Wf83fXL/m326efCthuyHezhHf7zHa4S/oBRyaTb67eIlC08+kTUit5ZJRED4pa6GaIq/b5nqpwn/9npI7mDLnqFIr6IY0aQ/f4FWcodP5gK51b/s2fyzz42bcZHLH/fiR/MSoB1/H0pJeGo+gH2afjBTvqCiZ01S4zWPEM5j/UFUzttxq6jAH1g8X3xI33BO/6+k759j5V1ge/ryz49S840MH4yEv+QRtUuabFO/PH4T+Nqf3Z9wf9U+1T9Nvz32+fkHn9fYAoUJ/t8hf+EceRN+fn156vlcvEaKsdXr4bhKww0NtkhRUZxIcThAIxLClOCvS0YVG5hih7XzpV+GdJTrOPU68U5/H1u1/j1TMeUugt9PtfqI4kfrMeXTVzLt3LJr9m3/PGyT6D2rkYjsx+gz2v0HU76vGDZyT97BcQW8mvZQ31elHQHQRyOasMf30i/LLmcLzvp86KQEkVpGd3przCHVpTn+m1g+iseY4j8skqZ1qO9lZbwmxa9UXrmjy8GjANHwBaSCDU1P//Z9Xn/XfZp8X29b7LP3k9kn25cmnEd9HkpmxbBqwLZuqGX5kk5/gzP7Sr9CLQJykKeh/asr+jTp3AxGiHclZc4M8Y2O35NGRSUC0a/jHE88VMnGV8XKQQkuapL/vihWsAkp6LizGme+GGdlJhwmseVbQ4S/rqWn9rDzTqmfjvy3REqRGH1A/TtBVJPVNCx+vax1bcXBaFy3+Cxvr1xlT1mXTv+eDNOET7Ut7eOL7rjjzdF3v6lvn1wT99eFIYBr43lQS/MrDtwiP/sd1NA1n/+ss8/hE/4Wv3sP9M+L/k1XXokmptG3172GWKH74vhu34wrEqINLflpw9QJiWvQmOfwUD2SX9Fg4/iNwmxz16cWcCNb/jjXaOffbLPlP6+NwwRDiz7l/1Ps/gLGXZeRqDkXPTt4UXkY2ondDv79AtjpUNjn9jLCNYCSMk4zfL72qdnWqBDa59mvuhOf2VQ9LJ7+vZmbg5mhTxi6Br9lZyBVYJzCE36We/sP2ORe6mnyZxvkIVnffu8P7rQt1f/U5tU5kVUZ3tckl7BfHZ/xEQpnLcX+ryM0vux5ldGPUaMUvTLxH/78Zd93sf35fnX2efFfJn7XtMgT+OH/mT7nF7ofyrcduGPlzz9O/znO/h+4jj9nH5crOrPUGkye/7q/RCs3zs3Fbm2R88AEjvKO6oxpkHYd5yTfdqeuorCtn57sk/f4Pug/TL2mZo+vhVUQB0iNvr2eX8APhx64MC5Z5+++BP6Hb5vCK6HOtHo+9lncLJPw397mv+785+E05Rfg4f2eep/RmYyMOD1xn8GF/ZpyDhtmpo6J3y8kv34wn+6Fp9gIGw0rxjEZwBN3BIqgl2YWdf/jLlJ2W+G34mkA/6hv7p9qh4YJ+HjL+RqpP2J/PPp+PZ39Hn/zx0/tRvIPuPsqfwT7WWBV/4EfPz9+tDVh/yN6TFmmisfvn+nScTh4OrzxxI6MTAJ5lWsin707h3L1taHYtEDxENiV4gzvbB/6n+6eWTWtZuc8k9EvmBfDhMmze/rO5hugakP5YIzCH8r/ts4HGoJd/Wh/D4/tZgsI/nPYPSj+isa7DRfsQfxis/gSfBQfyUA66Npl0pUaHnpZIQUcO0l2X18X56pneQyJup5EbwUnvqfPkxkqGNfKGT1zEy4mymvR/RTqQM0hQAiIV4oz/IaKpmLbCGnr1JD0oF4WgJ733ujv/JXns82CX/8hP80/JrP1Ydebp882dkn/H3Gf9r6/ZP+8wn7TH5w/Rb7fKvLAdsUewm8CI5mE9PBVTrZbOvX/ziHE1Z/xYxQBb6UPKExoX8pspj4bJ/W7wD76+zTbPUCMWCizokhv9NfMY7RFQlSGGB7iZQG8aA2inhgnyd9B4PS6f9x/oSX2mff+kkxB0KkEPce2qfRqtFYg9k5hPah59Q766+c7NM+c8cfz5dNwjy/P18m+7T4eEM/nKRU51Lxm1wsS0tM4ffZMMXRkBh+kwx+k7+4fZpqf/SE4J8Ua5+dz+69WN/+sX0+jR/SfLb3xHzZ98ffPuqvGPsEdY7NobBV/XbVpFhnu6quqvTqoX02anKOc9tf0exVwtiJ9Hk7+0yMfXr9k33mtr8C01lThA/1kYZiCaCF2B+rv1KKgh10TRwM/PihfWZ1jxEtzrCv/kpc/Wj7POWffq/yqjrPHtqnD7kITAcFbr/28Z71UPrZF/wmnX2e9LODwOLjh/0CfsIzv+rJPqVfNqhicCGiI4MI10e/bBj45/qt9MsGxacPvYYfCqOfXUXlf4N9hr0nBP/Yxp60zxfym/yOfT7Jn+BHT9vn98ffPoFPUDzZc94570LnzWumVIb5h+Wm+vQhvXr90D67hp4vcI2yLlPdCM7+E8fpSUnklH961n92FzLo3dcvS81aMnFDp2/vnTp9D+zTpHC2gSjqv/6Ptk8UYSQZlSmoLoo0eeQ//cLgh3JHk28Z/ZVh1OsHj+LbM34ol29Mo3AQF6PH/jMz+bin0T142JyX6gABAABJREFUvQtf6mX5BS78zA/2mzAQZOphhv/M/3vtM+0/7T/777/RPn/Pf3p/un2GYnakdjnqQblZpFf5p8+Tz+VmVebjqwZOsAf2OdbI8aQw0y3gEyh2ZcmgCO78p+0q+MOTfTJNFYY5Q2RNnd/zn54BL8h/IlI48UKLT0jwyXHQNwoY9/1nFcp/9qBRz8Mfg0/4WewTGsMi+GWfX4hvn6kPvZTf5Hn7fLo+pPzTu5dn/jnx7btwFL4DO/QmdnCcn6/y/MNVu12nV9PfqJFkzkP7NCMasI1KT4naj6e65WX+qc2He5QZfJ8rqL30R9RhVZJ/h08w+vayT4D5Xg+ifsmc9ICwEtx2QkRP559keaKez/+q8S272GiUQ832K779/foQZbTQ9f8wv8nz9vk0f0Ji+U3cP7s+9C4avZd9DvKPHz99ykVlslzVkicbL7Iie/dc/lnCrgCrd/Yw/xyaenOo2dk0Ub13KHz8UPnnff/p61XMODpAcPpNmDR9o29fGP/pPvaftfGfJKnDkXgl/6r1IfHfDuLc+1Uf+lJ/JR9B2Py4/zm6x39r7fPT19jnAGH0x/ZJb/uet/6T+ivvOvt88xkOk9dX6dvX5XI1+fT2CizNmF7Lq4f2eYfv02QkhqT+SnDRX3lonz1P81UeML9hdMcr2tlnL9O6RX21B3mE1f/kY7qw5an+iuYw3e+N7/u5+iugrKgPVfFz/ZUPV+f+SvgX7q+4p0eHTzj/844/4cn+yuvh0/Wh3y71kex89kfNZxv7bCw+4RTfqiPtPnj0Au/B9zRXuZdY2V7vvJ/00EcaT78RnzDrdEfpdkuk7DeIH6/Qw84363Wb5yk8Q71q1C/e39mnbxBoXlpCoA7/rV8CFIJKOYTgkflsNjKDBg/Lk769XptoGCQQv0kAJKYupOtpZsyA/ZkvJ8I8dCSY70hdCJkZcekVaW3Zqy/wCSojDck4PdHb9zWf/Z317bsbn5qp1MCicDvzUT1MtbCTfXoWN+9piEYkQaFjYXuxvUXBBbGtTUtMp7d/h+8zAIdLvo6euWBGM0IkRpHh5hZaMHQuaQNO+D7p278x/EMgiaJX8W/pavFX1M/+6ewz/FPtc+reOdB3qSDsbz9eVVf5uh5P0quPH6+kzwOo79VFfGsqVRY6mooIQCtuaPqfYsiy4CdfkpU63eykb69mpSP1s8jOrxgpItfWh0z91unZ+bLM9j+DTv7CIAYtPl7i0pZiK7UElSKf/AP2OdHjWf+pKDQ+8YO5d/NlSVr7VZVlZ/uU3hHqHF4mExqIvy9JjdAOaoAX+acIa8zIga0PhSH+M4EVNyuGl/x9Xmrwv9KSUNQR1h1/X9ljfCxP0zM/mFZJkF69dcrgLRxFqdG3r9/+46+pb/+z2Wf059rn5E4vHOUisSp9ZtRzsFp/epsh+529FS9JhrzK2R9YhSACvlhDXkEGIQ4wux76QOBvT/wmZr5MYd3gpG8P2IfiBrJH1E+MSKhRMUGJRergDKbQWAHfB69KBTzdlEAZ7pDO6YP5z2QErrfwfSgn8Z9/iL8P6xyPfye+hUDQGJaIvZwzPj6lE+65J/t07XyZ6wco6frCS3mG1rZv8X1nl5fa+TJoONGLEv9tbqgptPbuzZcRl6ACQf0WH1wgKNjxx0cP5ssyUyiMsquPfhW8EWHTuwiEX/op/++yz/PD2ufDZ3+cffpuJ71yd16X9nl6+lvts7b8CWOrveL6vU+frz5SuR2vN6hIUcAlFZRbo8zPaOfFfU56djlpHSKSmdDZpDuCI0DsOHVOY9iKgnXecrPCJ4SR5QeLgv4wuuA3CQ3KSK8g/xTxDisuCWIf9b3CcR/wJ4jfpKPYIhwM1JT5av85g4Pyaf8ZPcg/7XxRnQ1GowFAgX7dq9E3fMhv4vgSxgYc3x/V/aHlj2dEuz7Tm+c9u2NZfjCGb6j98CxKeU3Tu/OfPXMwz1AqxKPAPfHH12mTN8WZGeuk73D1IahoehX5EKVG6a9gn/Uv+/zx9tnz3Uvz/PH2GUgWyEHECaMcT1ab9WZ5xSrpE/AmmpdCzC9941z6TxF/Zbr+eMkUJ8IUC8la5Jr6UGefljBB/tPGt2qGCHsQgr89rxoiWYPSNcADUOG8fAR3ERKaKGRbe3lgn6FtIQIeZ4v4A/0VJJGm0yfzzzv7jEbDs32e67dDqQlHj+xT+g7YSaotiwIYirrwmzzgj7+wT4+yU9ZzBx47W17cx107hj/eEX+87DAlDPZE8ntZv83snJqxz7eKSByj/2n07evZf499nnT8TvbpPXj8KPtEi8+kN3ef/8A+7x7fLb61s7+vP9bpbAE5fImh/jZxmC97xwLMsrAsBnnv7bnALPJmpkUh2WG+jCHi2BcRbQ5fZKL6UBffPqoPSWpwhDphDuNf0I1+eOScfLtgyNApRD0+g1VBHaITnyZZVOFs/Ufxbb9E45E2Yob2fDjq/UF8wtlEn4hvI+s/bXxbROFwGFJ4Vf22uux/+qkkjTzyQ0285YzBoqKYMAlL5Soq7vtPYvhOf0XfhYpRBLyC/uc5X0lE0gfB2IkfrATfl5P2Wn4w7yE/WH71CRbgt8AYLuq3/03+899mnyjwXXz8j7bPKUfV4Qf4FTGYpPGVhoOd6BWc9xGaiVBp5p/Tqzv8rW+Gr8AMdfy3Q/Uk4b8ckI+aacauPmQWt0HC0J9g/vMU3zod/20namAYJpnP9gw1iE9PBbl4mkkMvuRP1oeM/xyIIDCQNMlX89+OeVyEt0/yD1l+E1sfykP1V0gc8eeje/2Vjv8W4AH5Z5F7VK9htmanQp/3Yv7TKEO6d/nnSd8hjU1/xTvzgyn/lD6S6a8EogfP4ZMoPDiqL/R5TfQBXenbj29g6SZUDthH4Nf8y+Wf794F795J1/L8iKL7/7aP/tC89P7j/atM9vm3C/t89ebth/XstSsDNRVRY59Xd/b56u//09nne9nnuyR76tOSJ8/hXZQ8OIXvEN9W6q+89f3fwN5W2912U366+ghK4G3k1OGrUYaaCGoMKSrh5ec7/xlmss9gSGPDSZrcrQuwLhB/IFc/gD++d+qv5D1Lqsso5GDgyzNW4n0HNNNA1OBZ/xnAmSDe4TKn4VKUMfXKXtPn84b9Kmv8+In+ivDxYQlLJQXQqPp6fXskYI2F/h6/SW46K7a/cofvY7/I7+H7LH+CK/0Vl0k8SWGgjlL0UJ5Ivewef/w9fQdbH4rCfnSJ7/ONPq87HJjiG/0jjdZSKCLFdrMLgYeT/opiauq3RMXh8B0Iv84+Z9Y+//Wvn90+Z9KJnjfjWdu0k3FbI8+7uJ7MUJw29rnOsJH3sqruwU9JJm6AB4/38D6+f3V+3d3L69H798k/jH1+DP5Xr0CfF/WD11eOdaFqWaCvCz/12xo6J5yt1ef92995bRi9yurs8XFfMTT//v556ZEMdWqXzzOfNq9nX9bPbhZjVHzn9aLfcjXmqNtPZ/y7GW/2KdtULZ30T8vNelhVefDbb296tnHioo/1LjSQvWHqXfTpvNjgDyFjdg2YBQ0RgQ5IuUBDJUZJzwjIRq5ddQIhCMseusInQGodDyzfpGzBs/WRwJQ/mFQLiIT7fkTVyc6XhQbDi4mnhpeB0pQnCV/x38aiqCRHC8OxNccv2SdOk8rQuNputyupZk/m7aJpJuMFYcRkgn16pgvkh24ofSQ+tK/Ud9CDUzPsSY8+hGrI5s6uGUtV/VZK5pw3XO9JOkh7Ub+IiLyzuDjDQzFMZC8IMHyfP7B4GVUcDyJI/ILwUv8TKe2+VJJRovGKQZDLG5Nii6HhroGQBDpOIJBSX1ecyb4oHvjDj58MPmFyss/5T26fk2Yqa5yPJtWibmtsc8z9aepxs9nmLMz+vfVv1v37pP/+7t/n5wHPXLzu7lFk//M+sfxgH397rVeG/tV69vbtVaec3d3I5SZSeROF7fBvY+nbY5/Fq9fvXiVmN3h42GHy/uF5mVMbvr9/voSKM+oBX9TPrpezYjGrVu16VC/H8+vpeMxFWCyqzb5aHjbLvF5u+POqh6c0hHtUXACyRyR4IQLroNrLEawe4Sn+9hMzPx6r+wGIAELloA83H7CnLE4yxv6NfQZDuQMCuj69uhjkTG9AGAYr8wC2XKgPfEXrHCwy/H1hP/HCcJj1+nmUjPrwYhWs3TLyLPsmczWYihhjQQ9CaA+liB/D/JEhVV057nj6Nfa52t8ct8t82c7HDZeB3atuD8019umfFpZnyQcDQ4zAkJGaQWazAGoHgADJ7DD0z/wJRtkct+aaOlDc6SPdpSHpwLpbcUzrMAT5A98qpPejc8LiW8vXMIaJ4a0+UuIY/lv//LoTf4LwS2o3haLoTpz046fVLGf37QBEP719ztgaryd1u16t63lTtvNJ01zPF4v5eGuAbcQMb/w3v93FbYry0kHv0ee89YeaVX/49Kv3o/zvd/7z6q1MLeqBv73wn9Y+V5sUd4B85qv/ufOfWfr6I12uWEzPp3mY7jFMP398+/rDx9Pzb96iKv+mFw+Dq9f6xel1nPFiutD9+P0HJjxZFKvj7c2qHo9nDUtyMWVpjje78eq43Wy3y8//+HQFt2USnJAyjnOWDEeqPvF69/2nb8ToLU7AAF0M8D24aBP7AyuXpzjMj0SdZe6X0vv4AqzmhtZ/GlUTz3BmaYGLjb7np3cdaLMc5bS7hqTTc+64MF1P/pM44oX2eVg1i91hnFXjyXi2mI6a6Xh5XEyMfepbE7aD7WVXoX4b8Q8IlPpUr8hzixQi2sw7rz/xU6NLAdMB/c+Rh3JTBFRgUPShkC/P9VtuMzVyBzYbF7fqeyO3SDx87CCvq9i/h7smz0Uiw4UH2zP4vmEF5dooKi7il06fF1LsuMwMwjKFly3MU/Tt68Vi9p9in/PxpMGHrm9vj8t6uqxmnDvLctpUFniq2ttvHOC300Pgtt6b87/vnoY3mVc+ePrdq+zz3/+//8/mn4DJZZLhU/YZrjau+gE8/T+fxib//PT+/ccPH1jDby8//7fX5n+fex8oLl055883VurHv12Z5193ryvy3oQgbfFF+6wXk3q526zWuw3GOa8J+RfzyWy22eWrw2Y1awH00fgUQ5B26QzWqSSm4ZYPY6jeyZ6qclhE/kP/ibpYSNIZGv+JehkgwMEgD2Lb2GTiOrBtUvlPVS7lEyOWuNjm4yhJuvptYrGnKcEiMB18uDhyeS0DHmUSDhXwajA0sf2VUPorMEuOen0mwg0PdNib8G3AG7zYPutmf5y3bbvg+s1m7Rj/OW4Ou6WhUzHgxdwymJlzy0Whaf5KgqRM4hhkom9L3j27bZlMm7yxp/kytBbTgBne4Z3/lCDdSYYwuJsv439eVOZnvxhYGzSQBVWXDH98hO4U8e2l/xzY/FM1S9FoK//0gRAOrrDPkpv7n2KfE+2P09VutVof1/NqRgI6n08nLGhbHxqGJni8F1smyeP4lrSUUPjx8y5+7tPfrH1+uPrwPiSk/Y349vVj/6lM3nn9+tOnT8LH139Pw1cfP3x8FSqafnTcJHzw8d1pJjYJvnue45NIUq/7woMi0qxcHvLJ/GZXkn8uWJCTKS51vc/Xx02FK/6Yvr4a+EkfM6L3GnVOtGMhMdRXlzKpqZaW9IAsnNQLLEo16t5jO6BMjJlSeI91GibADSLPSlB7phJ954yF6aPnO5A1+zZENB1RtWmSbqBOIW5qbnesEmdqaSppzXowcvU9/yv953rc7A8NVap60S64Gk27PlwvjrulPXlmmChQRVHk9uldRH6dRkURpXVCaWvUoEHROdBeKKWKsBclNYqMPUqxeeNC/lBnGr7p3/nP1PSTopReVK83KEm166gCkcXQbNHUyd2VBRPIHpWMSpiXQENENewQzJcNyqge1ll0h0+Ayy+AqJ/Na1Cr6QNVYJaNBuWnZrVg5138x9gni3A6Xh1G9eJmfd1OqI40kzn+o7b2GftvA/+33+7WSvD2LVwA/ptHfAbgQn/77dH8Ckrvnz/d2efbDxCrvwqCj+v2oX16qy2ryA0/f7z6HzO/Mv70aeBgn0xi//a299vpgCd/2fv06e9v3vz97+f4NvDfvHnrx39/8+nTb//z6c6vFs6ivT7j1J71n+RXi9lx2UyP28Vsmubza0a8ypr41qd+WwMZ6FpNNpsC0IeQSAaALiGACyFJKnImVc821XOtMJnyHoR+hpkXMwcVk39GsNl2F8pN7dGEyHX1Zq/f45hkmAnktoF3GtyxdVxVkEAkwO6XiSN3qFwVRxu68SliNi1E7QvwU3M8yr1DjkhPn3MnTFIe/mL7rPP9oZ1fT1bbA48j/7P120GUxBanY32/rYop0dPWQLwbigYN/ymCS1lp9yVMc5LiLfPZrrAE/R4adIOge7CBWSM5HY3mEEEBXIcxEQB+8/Q6e8EMkaZKY6CsBomPmkunL3h63Rmvr3AfuSWuCvsUFP/1x3Js8p3/jPyTFvS0Wh2mzfJ2m03YMKmLlFXdTLbbDMfxFY/tc8/qF7LPf5ieCvHt28f+c7DcMJfL5WXg/dPs//2/4/a5A26+8pz4RvX0i/Ft1ZKELw89sqxt0yzaJY2UHY/tfn/NNtUKvqnVFTBc54eBMHquUTVgRaJlxlIZJtIuCE8P3CwQJ+oYZJWao4b6PQKNl7iJr/qtSL5wklkMdxgVpNT3e+BgFONa/ni/bxEwHAkzhdYvJByUmhJhpBsCcB2ongSvZDg0/jhgaptqceAi1mvKSOqYggjIgkGsPmPUG19/lX2u5uP9YdIs6nqx1KPlf/XysOIJlXPH11R2sXiOsZiMp6dGzGRMZbGZNkB3TYNGL5tOVeKgPE5aP5/U/MlrJjXH4B+nx9Sg8WnozDAdTlQF4/mEzoL21vH5dZwyEd94Pm8IBugysFqnTU29oF40C/Or88v4b2YOyxqf6Zj6o2pyetiz/xT75MLOF83qULaLm820XtQrVqQeu8NOjYX1d3oQP6dvUSVRR9NxVp9fv7atz5N9uuVSzJHQfQfx/3xcgwH4Xp8cNy2r6Mvx7WI8XRwpVx63GQ2Fhd0d6DKsy+VxWdVlUY8R4hnVdVVW1ahqRlVVNgXBF0+VVcMP/JYn7aOsy7ws8hpkaMV/LOqMpxr9j82vqEoeAFCbsig4GhI/RVnr7TUHHvGSojbbZK1D6Xd6Ob/MR6W8egPklNeXoFjLZqSf+W3JUDd/jQp1YusxHz/mLZk+Ief3c0J4TO+F9kk1otgfWOWzOet/bCwOC19jEnNV0zgKh2o46JQGHRV//sVztKmwmzkJgsANsguadXwKd2BBlkEqxc+Y3BRTndG+mp3rcxgTRsovZvw3vbb2uVCri1r6XX7CT7K9mZq52CfuhQM3i+m85n+XYdJEn6t69bXqz8Y0OX+eXkza2poD5nn9s/c/qYrMFvjP68nidsMVmSzXG4xS/1+V6wPDjebxj/z0SPm5vPj33YPG4BOPtKzSf9T251Jb76gZTsshK7BinWrh2keTjSr2wqbSyu3eC3FF98nlo+P+o9T/Ls6Dl1T2Lz17fr422+gL8s92hu+s69lxO2W7b7pHXf/zn8vd9T/npOXj68UMOyY3J4FpJqoikarr2Cy1uRY+i7l7zHHZ41Y/zHlyTm9jvLhmwY1bfIh2+nbWTCksLyiO4tVYQVSjFhyOtT3XSxeTOQWd6Vh/LhpaYNfmxfwGo6jnsynrd44pLRo61810jgPRYmb5cRP5dFZxe81iXmh16iQ58bptXopPWO8OVMUWj/pSmOSM6srcNFwm7ZhTZfvjw1V5wiQ4PX0lrhbfyHi0hSk5TsdyhtNJW3Kdr1t+A8BXV6F7TK65muYnEixMF6PiNVwpXs13wgUKEXzNN8N5T81ew17A18dPczvw1a2+vL4cNs51W/BCXk6tU/1bPnRGg5+vbM58fBdP/ez2qW8/b9aHOlvcKLCr+FYKTQhBqJdsT1dvPOke2oyonCwmDx6zcZ4r7Hn4fMsbZnWluGNG22bxr1k7W7Ihmjtx8VAbfFZP7D9m5kBa8yo5Er2MZw+Pywu45OenTffdhDRaJYvTL2bEYuy1zRf7K4Cmx3QUcJr7jeKn03ExjXnTVu3sn7LP+TXJOdmL7jpegLWHsfInF6XG9bIQTuuNLb1uptViLrcx1dIRSkK7/mw6U0mU6zutmoVpsur8iPu48PI+Y5XsWGZ8fZlWw1Vh51dNXYctFm09YbnRJWjmukzzqbpB2CjresFlbljL02Yxl6sAMITjUPA3rjBeTOvF+L7letVOH+ftnDAfm+Og580oVyxAYDEaN0MiVnTj0+aaMZLahBrVuBiz8+LQITvTVjfhdcW08RdN1hRms77bnutFUYwVHI8zlmqd8cUYcWHDzvXGsp5oCzcvJDLguxR6ZsxTNH7Y0/lxPGoiu6GaV1asG6VqkwlKhrNpUS3yeh7MOCjZJ5f1P8Y+FYvXS+K47X7F3W0X18bIWDlsNYv6Xw8e8382i3/981+PH8v5v9p//Wvx8GnWHx5ai6cx78KGa+M/xtbIzokFa4od9l//+uf4n/8cm+zlX/8aj3nTP5f/av71+Dzm8wfP2NMyf51PsDXB1fyL+ee8YkdXcL9b1im7xZ0f/CffOJs3/2zG/KfMCF9GNFZN5pXM1KyCxhgWa18h1ikBMqg4tpbGJPUyxxqkRKNlSco0txvdVMbJgsEf2tsxsfGdTF3bQLlQcIflqoLFTjWrqNzNxiUOqeGUATkpBRs1JfsFF1BRHF+Y/ynHY9FiilxxfYLZVpv2xfg+DtdMF4/ijmptgv77j43+s39sun9tN/d+aX+4+/v02s3lMboXXrze/nB5sLtDnt5yqnBsN9vH57W9POL5MC1X5z/FPnWDcTKUQzbL7LqVYbABKyxRbFHOH9rF4l/1/Anr/Fcho2jqx78AuVlN2gKj4x///CfxDwu0VXYyU+3g7H8bBUa8aDLRCwX+ND/P/1W3T33gPx9aJ/Y6tz/968Kei0bWOam+iO+7bon1s2WvLej5Xd/5T0zln+24VX3EPtqF/bldkSOb51f6b7GaLcyTp0erF63MH+bf8xXPzOzvFitTcNHbFt0zOhIv0H+2FqNfrLrDtfbT2zmfxGeYj2z1Hr3BnIg9Ifuh9ijm8Ppsfpjx1qU2hObF+NuFIsMn8vZqf9ja0tl2d3PYqoB25MftcU+Zl595dne8peCrF/A/HjyvN9zqPcfj9sAPN/vbw3HPO4+77qGnzVE5kDnM7mZ7QxHksD/ub292dy+zn7Y7HvUzR7o9bG+OhxvecbO73Z9fdzQ/8/RWT2+PB05Dh+QNxzXds/8Y/zlRVqUNv6Xtp/BL4CHMhg0ad7bQIrl8LM3/HzxpfsFj/cTTdhnfe/9q2R314uDdYlw9deB2+eRx75/Gsvus7o+LR1MQU3/JPsdsqhNquIquy7K+2zcI6GZtPd4fD93jeGt+PJo/b8x/+vl4uL3Vz3ePW/tq85RW0FF/3Rz0ouPpYLzpeH61OczRHvN4PN4ezwe7sUe+Na9ghd3qZz0Ox/OHHk8fqs8yNtId6qCPPRLB47VfHN/KC18/xl2Vu02tKIAgoL3ZZASWqz0B+GC/rrfbenVoFod2f0OeoLicF+HDtxvlS8sbyGCw7nh7vJ4cqDzu1+vd8nDK85vdYV4o1AAYwWEI4Q8NP243qz1GPa9P1YDVnqLvvN7vCY7XN0uKmmAmtsf1gYrzcX2uGhz4uWrW+2q8vFmNs92m2GyXh9p+cG3jduMXfvr4dqGC24Kq83i5qJQYyYWSNLamUnF44nG83T9+kl1u/9SLL5fZF599+tNe/mxnD/ce26XS5Rf0PykL4SmHxJZtOz7Ft02r0mV1XM6UGxNAbg54ypaxs8l8uTgsF/v1eLcBRT+7YZGs7+ods8PyejmttsdlNl4ft+WBNs0BCAird73Zk0ZQV5nP28OOz51NVod2Mttup6CVlocl/xlHsbgGGjDXSzfbhsQDHHCzrLfHMQtzdbNmXW7XrN4VBSJcazudrfZLEt75djObbo88d1hN9+sth9QHc0dJWV9sn+S+qrA+ygN263qmahcVmNtNOh+Xq2M+m4/263y7HWGf82MtV7hVm0X5a1PvNyU5zvJ2NboeHg7p9mZWHTh9rsOuPdzFKbuj4vmmBFiodgJYkeawdvcbvvTNsVGDRblQg43V9Tw+HAo++XbZ3q4Hx93mhnccVrfrfGITpwbbrqg7r/flmA9u0j32yafVetF+M7Xf+z/BPlVLUVWjnWOcWoNqDXFvyL5xoaaQce9B/lWtQdg8fMzGh10ze/T0eH7YqgFZKtY0r2MnxO73y7maU+e6D/lWs9gv//kv7pICXCV1Jg+liLx8fBrj9Y7TrZu75zkU2Vm93v5fzVGd+2X13IBvmy8P1PHdyYApYFPnbO7ss26nhOeTw1JmyhmXm9slCUAJeoNPP7bVYZ3utvlmX9zerg+r4q5edVxyTqPtUfVCWqqHQ0Lz8HZ1mMk+hyzeakZCeNyNCDtn7WFRCfDcmEVUHxa7DcFbrZM3eeR2NyJ9Xd5uqKpsb5q1FuaKSA/vsrml9qNy8nXJ4l2oJrLbFtX2hotwXBb71Wa34IOx+fGkmrcv5ze5Nmv90RzBbrMwpQly9NsNXWOMSaU1jJDzx40tD+P9LVFtows6JU/APgvCMr47jQ0gSewcoB9uNtY+7+pp2Cc7Cgjf1Xy+ovHKd+Fy7vUNbw5sjDPbtVwdVUBnu6MmxiG5JOPjyX/erscLU3acqX8L1Ga23jcTfTDnUGvru2Zj4IMb9XW6vOpn76+YcifVCioLgvXNukbxHBeyaGyxWlQXp3VHubHeHEaP6reT7LgvZ9NHT9fHnW6fSSGnxg6pec7+eVyyorRE7tbztB1z9Rp9khpT/7fLPxc5BlE3jz5vfcjG/7f5v+f3TxYseIZWx+VEk3IXeS0V0+mX+yu83zTt2pq/Z+e+3BhIcoWjpLisdBmkcqvyMlUGmgWHttmvGcWaEqodufOru3yNMK/NFu3mpmnH85tthv9sWZWrw5J1uaVq06pBw9qqgM4t2gMdie22GmsRMcW1tPbJHVAvcI59qoS9uF2z92yPzfqmxXGQ4hn71GQgkSt77OLId59X+01/ghUwd9OOZZ+r/RpvuyzmbfNi/8mWSKozffT7ZqdodU7RabK8IYi9nq3wzNX1fpNvd+ylBaHAQfZZXat/opr2HjNuKsyEuuvhoDObEWZud2v7Ze2j2t1UU5WkbHw7nXLyXPTtBnd3y2VWqUQ7xupAx+i6OewnhexzcrOZcx0O632r3W9RgrZRdwXfO56U15t9XeGqgRJvsi27wTWRxHa/vm6m/yn2+WW3cv9Bu6Fa7+P2UX+lPuyr+eJhf+X6n8dtRQ3K2KcOttAIG852OZbNnPvTc9bp5NCqr2Dt0w7vT2YVzuLS7Kem3TNec+VpIZ4/3wxtapp6MlV/8O4EvvHB2mcnmcv70KzADDgdTA5nwc/gGcayzw2B1PgGG1jdfV5zVIRQ4sZYzrfb/LAHfCP7rOU35O/ZEabsXo0wNe0RyyF/G8uljMeHVva5Va9OMJ0G+8znbUVASdF2dyys/zzIfxL9tXWr784muzxSPahH+82CwBrXe1gS0OmQa6yZohcnLqMENfBi/lvK+fKjZj8BvrLAPoWXr+TFjpuSm7nas40Q49caqGAYb0/+iX1iRo2wLxnfpV5MZyb/vN7vTch/4LytfWremARrWu0OEzWy2FAmHHLM3rfYr5otSSr5pwydu8Af7AbUCco9r2jWx2UL9PKwJefYs4XermXDrRqtbJtCR+A/F8vj+npo8k+ltEDidmua0AtbnLz+T7fPx4w0jCwfmsf76vywxxE8qveNj3uK/5Pxub/dCm5yWMp9Tsd39kmLsJkdV/Vjno3NDaXH+UXBeSYACgmfjPDuebk2AlTYvBQ1j+ff6/uy/3OW2KfqzfzEomCyoyFZ5ITZswlXiSebzX4p+1zexdGKJ5u50kDquuxRXB0yKeIw+c/dyJxso8iX44uaYIkRbkf1Zr84zufHxR773NekpizJmbw1f1Ni2VwvSg7JJQET3PnPm5axcq7ITAkq6IfZYreeEli3OOzV8MCnKfHFrU1BNjRfa5/CIigPFc6B5Lqm0qKmEO51VmmPXVxPV8w7kyUTb81JyZtlf9k2XBJgFVPT32lBUtCAXZKQTBftVNj0ZbPk+1NjPgAjaLQD1G1bLmp2w6UAfUs2Reb82nrJt6hUddK+PBEyaUVXaVwtWWnzmp1yOQP51rbk1i3xLXHE2LaF6N1y86bsKjNt75QPZhx0sRixZW3KclEKz6Dm4l/MPuekeevdonnMP0DIUT+uwywOOzar9uJ+m6Yd63Fs8F539kWYR9hTPa4jbjCIh/Y5wdEs1FOcne1ISFCx7YEwmc0n380+hZMgOFgJ9sb50olqhdChLExquJ4262XNz8t1udkoILu7TptWnm+1UccUdbP1GsjgctOux+uWk2yFwmEZbeAooJXRbgSyxMGs1nPix82ccdz9rhZMgtblrFmtZkLIbMmCp7xkuV5MN6qWL9v1+oaEAbQM4KUJh9Fb1kvxC9bT+WbcrNvlerbmgw9C3k0nX22fk7mJXsADUBZVIQhvOCuBPLRt0dA3W4xHQjdjYEwPTwtFFfO82YN1mam0JkCDUBzqp18LRNHOygWhNlY2b2MyQlU5TCmq5I/RfF7NFUxpxxF+r1DRqD2qkyto4ILonWt33ZK1k4ZwFnk7HjJqxFdK8Z8GxTRlXpLgZEadGTDVbFFQyqIeXMn8KRXioUkZGMmp1WX+q9mnADXL1eO+2JyUoB4/9p+z9WqqzPYCZwnsjcjLQF8m07P/I0Zbt4/xKqqijy+oHgF6CR+6XLPciHrO5zUFSl0SY00WJnP+Xg9CcBYC/pOGg74eHQOcgCr0wAbmlb4G2zDA5UmTkj/f9Qkpfc6uR+Prup3l2AEeczLvkyVWEziMtNxYn6YXLPBPMy7o7cglVLDjTPmjHlEhngkPBBatMr6WFwCHace0IUqB1AD9jieF6kMqiwgrLriq8AuCtctljUftdATQx3jqdmzy/a+0z+u5AV5Q4dckKHW23eaaH0idKxLeVmaKyalwIRwdMTUTQDi+zeZaZ6NOOqYwoY7E/oF3nKo6TkSiGS9VeA5mylYtEQMY1Jv418T8GhTgnH2HTyHvWQgbSfsF4AiIIfEHCO4IHBcTVNBAQQn7nGtLAyjIaQOeXFB3IFBphROelqxcCtjTkop7awDFJVvJXy6+FQBaZaNHdpQfD+X0sf+kaMiVPPtJLj/Wo3qopjLPx2G58v/mEY/XQsnW9Wx6GWGrUFALPs2ucEGAwMmx9Nmu598vvL3W14WcSfGtoNX8RwItcqJGK4CAASiUPnCM/6e+VZ/3lYVBGo4NDHyunbwxSFKMkSIW6xGrx4RIl9htBKglExtr+xLAUUa/2c1wgeSoE6XWxAyNxj8WJStyquOzKnmacu5SEL6JQQcLBKWrKr6ghUEo4frmLEuSX11FfMtX2qdKfgLQYvYG4DBZLQFNq1glMBRFIHxRI4iLirpEvhPTrbterbR3ylj0QjVaKInDn8N218hvqX9XNtNyPTFIdnW0wF5hdmx57E94SDxtxTWeaG9ZGf85U7eJu6toeHFdcjACqEWfmJX9CiOsV0tKElpfCqFr7Xv1NfeI7Y5tgWuNWWKi9QqWLbYYwmJhP/9i9mlY4C7yybv7SIbF7j573L+hFE/J+7KPoVH8pTDjF/bJzeF+X48f8yPJfz4+bqORpNnFeTSyHvJPFslcELzvlW+PFT7Ot63gsXPTKaZaagCKQigTewoiPJ9UAsFuzjgIUTkJLUkc1iysw8Ctj4VXb9bra/yC4vNWWaNJHVsNtQmGV5mVyXpbbQjbzIwHS5wGAxsDNe5xSdNCoUdJ4YqUbLHackpmiFeWgLXTMDMDHypcX9fXQuNTQFoo0Z1Nv9p/zlTjAf1LbYhgwbZWlH6O57A0cT4LPD5YYw4qpHIh1BlnB2q21jdeaD6NXQRLAUwvgLD6MhB0CcIosxdke6oKEdhFwgntuGSxi8aetZDFICbbiih5rrZXo4tBqjlR0M/VazVjBrZkNi0F0DSA7EXDoAUfxElTe1qoWs36WyyvRaPBtqCNXWXlQkjzyV/NPjUvtJg99p/j683mCTg1z6tSf8ahKM8nXiI7U544vlgHrNf2+om6kxK+8aV9TuRDRZrJkc78yY1pX67oQMgWvl99aCwX1miBzCx4nfCRcSa5ADlX7jbbMkuUUKm5CKs1Gsn6ZKcWwP7awG1l1DgIMErkb0rUwG2bKzM1/Vt55bExPq4N8G8T5DXGBTGOi3GP1eJpZyPZsiYk1RMDqF9pwmWm0StBM681WclFZhPEVbUmIldzeMlQFXn5V9dvVYNTfwvYI+6nFDbnWqhiRAQbdX/YZBatgWtfq8DK5l2XdnhB0fZY31+x/6TN+C0+n6S1MUWvasLMWzFTaCoM80REOxOdcs1/askXy4ptblqVuhYL06ZX2HQ9obvXEDHPpwOSWeKWeY2r1a/7isCXoFXZThThzpWNYKQlfns+wB8IvQxAnhMEp38NIdziL1cfms7MaM/jOqdu4mP/Z/b6xTk+NSMnhDasUrpQZ15arTwu8xPHLZv7+4EZLLQYclzuuU+5mBYKWIABsZ2Ov1t8OxWqpS2mtbXPWuUHImvgkKwB8q0W4sPrUikkYxNnA51pqEsod7GVy59pTfJNZpkhqJirYTFVC7RRBIlr1EAU0WSjVc4qw3xrKlOiKmtKorqJmXxRO1fQeHWE2Y04gmD0MzMjOTUTVCpKaXZLG4BJihtNUY6ux5UqPWAtvtI+RTZKbrfecn8Bae/2u7VoR5c78yPn1ZriMc6OdG65oX+9NADYlbFZVst2rWEfTk6laM3IEW7uyObnG4OT1cxNTcWMY7HL1IoqFA2zN/EqOk8bfc5W2MRGr9o1lGTZEbmAfFMu16LYLIldzYdu12T7Q4py2yULVHPhcqBYtTrW7WS91SCSIMN0W5Yctl1Uf7n883E+ytZIjK/NdQpFpe1aTsbP1+uZS1LwxaY2e6KedJ5jIp2ZaVKv0aZKKYaW63X9bNzajmZKzaha1KrffrN9so/Us5WGNZcrwYo1YrhoDZ5XcWZzEe8vVyOWwEovkx8F/taAYVdsNz9fh3nRrnNqJOZo5ElcuHq9JnWcKo4bC5CvSgwsP3LIBsi8NAM9Ah+35/2GLYLC6Hi+0piLgRmvx2b+bCKQfd4+ut6rZY6jNy+c6w1r4v/xy/U/LbRreTjUi9HqVrhgjFKtHmF/19W5Xs0Fajc0JxdLg93cVKR7PLe62TIZfr5vAAJBEK0EWxBKGHwPl4zDH4mSGFitzvzYgIKaRS4g/XFP1agdL3e8Y9WYytLdeY9WxxX+fC1c53EtPARl7tvlo/ogk6L7G1rEixuhlrfjNXDlNTvBX90+ie/Goo0lJtHNbzr7fPa+z9EuWQMSXa82bKKD9nm7ny/Mmi8XekcrBOFERaTn+Guv23JNDLgUUSh52Ld+r1ph0nELQGZze3N7C4Zp0YLtu729oR5Tjy/qyy2N7zbiVze3xxWB12I5BB27Il1T6+DsT7fUrOvWHIz6rXJK3rJWX0KVSkMfwOvp3qvdenPD0AaZ1HzS8uO+rc/xNjltBcKGBtV4q4MdlyZaXhwOVd0+WpctbmJCjY3zvlk3fJf9siA9iF6efxKSt+vj4VqAoTW09qqMsbwJUov2vA8yYYl5HstF0QJEmImjFec+b5lQ0ZDc3X1j91ntbtdQOxzMy+hcFsVuBSjxSNemXp77bbwqm/GtJk1hxtqb3TqglLtURnqu57eitZsIUb9QfNG0ZbU+3DyuV1Tt6nAjIPbNttbnHNS9xqn+1e0TxPK8Ms14Kom3x7kxzd+xzxkLGdjZBKLZNZ3lZ/1c3RbVjJmQDQnJEWjrwozNN8/OoTTLst5vw9n29nbP/M0391cWGWyb3EsgSbdr5mGwIFWf8GZrOnCLxfk8t8et18w2N+JkUT2WZTY/3tCNv76cbwb6dkPPDXipxmvYewLguCuGM0z8qJqKkI0LvuscOO3tTv4TRw1eB1+6XS/PcYXCv9XuyNJqtntN/FDkxfNujvt2/Nh/bm93eduC7+OAlIQ51k5qAeGL41ul9vVsf8ADYZ9zZutJlyftEVSyaGDO82j0NmD4a8fABMADkwQzOlIeNRvQkh6e+2BMlTBRImAk9j1nyGSxyCeL0e7IDlif6981uLzZeLg/kLbTxylIh6o5DBeCPV/YO9BLXCpwz6EpWJNiTBvgG0/wYzBYAJa6BbALnKFD+DZ/eftsp8MZRsE+v9uxDnbjzoE+9/rVjp46aBbGww77rGyfj6uWsx3x305jQ+1yvyRrmj5vznjPpeIboBOLDbvFN9dvqdrPiM2okm6O04Idt12MQLA3eVssqVdMzvZC6jO5FhB+PKiUN6atQLHrueqX53qXPAlFXlp5yFUSuqsKScJ6sxsrChxb1AWZ+u7Ib5qbTd/Pp4LjLZdNmW32d+t7Xqv3OGcchT1pu3VolJL0lzOwQ/tm+tjeWmDRdb4CpFup++RHa8G8Fu5L7VNZC3/sDvWceRETRDJKulxpMgjHeu4/k5SWoP+xkVsNym2oytLR2QG0hSxpOTnP8dHgwD6LRpSA7CkcrJzM1owZFZSw7tbDuGA3wB8yr3kAwr0gYWjnmQBHGOvizIcBGBJagdnqaE5tSpBP5/i4qB/HAQCv1LnSPOABuAaRMDHI7K9unyV7mmjdqoL+CmFGN/Lw7H2HBK7RbNRykTIj1DbP606o3zjzdsf17WI+OqwBkgkR+Pw6Ajm3pZwwFEJ28c3fl05a3oDLqwlqNTfcwrLRbIUaTbGyWX1u69QMf4F5ZJh4u6MHUMymgyMzh2IsuZhrm5abG7zkwgwkk1iVYi2DC3ulIg49q7npA1yPgbvjAo4HCNo0wTjNSDM1HXPuxyoHzacaiRzvDvvtfrusStZd78DEwPIR/qrRWNF8fbNnqpkCy2wJJJVCzfDF/nOiFHl+OACJALuqwW+Gpg/k0S3Y13F9Ud+bs2uMR0uxHbYrRuZuDsub7RLG3OX5ZUCIZsK1k77sNu01U+tYCwnDst0RxF/U16aaOwFtsKdv266gsj9sMwXQLB9YUubt+Xoc1pSnifcZQ9fLNosG0PP8cb600ATbfKmzI+o4UBXHPqd/dfucK0nSsMbkoFmevbHP31ELy0CFMZHHpsfI1fj5OJTmAIa/2u9WxGbjYg+0Ejjl9fx5nYrjcr9xtvta9nn9zfEtQaZ0HVjbW6G9N7DAMuskgow9ptqc5++XUoDQh4o9Aw5nXnVYs7ZGGqM77xOMKcPGvrg+6hCQ1AOTA0S8kanW4vZSu4SaL0nC9WC+OALSRZ97t2egs7+Bc+Wi/j2vDfCGGH4sfoLNmqUN2LHZ78EnPO4/w1pb1+sb8X9Qu6zxceLLeHn9VuMB1yPi24r5trVmBQnvKWhnbUv4f7YTutwFcL25/B4lOhWRJ5SKSHw32UUdkJYmxSUmvpigLsTGt6RBUs/zAfEtM1OLc/+YPHYyzlkkc/AQGN94KAJeYl1xWp3nEKq9CmQQaIEHms+W1PWGmyfqQ4vpYHsjDCljB+M6W4pQFrTyX74+1Ci5mENAKfuEZ8xo0k2fN9CVv9nvCS9WJYD6+fO6CxR3lw6VIUaQb0gYNA4/F/v5c69nOKTabSja1wI0TL65/ykWruqW+pDmFUtaBKI0HA/rUrMjs3M/N9NwZjWebm7Lqk1qsYLiSpk0XwnGM7+oR2vQhCAczNso18HArrY5BUyDKzBdT/XrNFfdXEPVxqpd6FXlgRmO835Qa6yROvZB7cjdFnKuOS/bLDXSIST9Y//JbWH3WBX5fMBOwi3ic1vnpfZZC3jXVsyLUK67WY8EqAVEsdyB2rnd5OcvSAaAM6SdhH2WGnGhqrxEU+qwF9j9zI+J55Rn5JCmECzI03gHq+7uCMzq3C8bK4+lBQwH71RcYJSK2P6odXPBFxfl+cXisJ6ZsTMGziYlaUJbb47z9vH8vUZ65ktIH4DGzxhsqxgOb//y9kmbDgAm4aomNOYmvhV/3LMGOlhT8GCSbMUs4L55XvcPEC2Qruv+7sjdLKbY53jxe/Nia0P5sWS+zEyAfbP/VM0GBzGaVpubWYk/xnOUy3WRUnwQ7udun9eoWXldbuAPQQoBJMNovRetyLJUF+ZuvZVUZjWTdZjVlCMXQ67TepYwn11Q6BUCaC5YFqqrN2LsvNkUo8k8Az+3gGcgrs/7gWAQdF+XHGzM4ExetRmABPgFKlog08d5N/ZJ1YT5bAbumdAcUt0USiJ7MT6BthWcfPtjPctN/rlfz0ZAHzb8uF6c4wOAtgt2H7akpWG2WIOiAJdRj262lbhpL+v9GgUd14ZtY69WyXS5F82FYJDnfJb4dl1gtuZo3PqWwbrDnj1dZaCzHdeAKvlCK8ObsZrJmMlInprfIDQRluvGdH8oKOn8Z395+xQmhQorKQajxhRyv1hP2q2rccakJ0wWkM/Mn+9/cp3bOtszu7jM6j0FVMmQzZ6vO0EGdaCDnlPGWJWzb45vwWGMb/GMEzilCEkXQsqQL252W0C27eS8jqjSwIG8gWWDRHSu0eXpgFPQGN0F7onj3KoLwsuIb2cCrCo4Bast6j+69qbqTcvkVgNntwfzKuy7Ndpp6+oepEl1XgE0tnrZRiAIXI86EU/O94F5Xd/ysZvlynDetfm4fXH9diogo2o9MgtDPrUUInFsmMrG5zlDrEzAP+6SZYuad7P6c16va3k59w2n2cwebLXS+hnPdDBDjNgY8MlUuBTqQFSdDCXVkll4YIGmKbwYG/Jr6wJEM98KXmZ/xzugFTXvfNz/hAEG2Uj7seJW0/mP//L4BIMBx382hJbUUTZfer1hzdkxNKzVWY+f75eAYN4I67GxSgsCgYsx/Fm/TN+e0f6ljrtdjtpv7+tSJpVC7WRlCOM0jVhCn7JbL4pauNY7/DgwAyxsZdjnlnODY6DpcuJvuQAKbAn5ZnrZdg12lkKmvtZC9LYC9HWj8KutxvG2uj5Uryea2lZB6cIOTClmsZ21k9HaoGZWrfih681m/ARuqiEqZ5Urb4Y5lDds5uqMvDi+vTb2OTcQWdH4yjbGYnmfGBmt2QNUl+B64q9qDJm05vmn+nZnnmtpNgog2tHPWHpi8V3PBAq8VqFspvgLyxHn6HRsvnDTGAQacYKobqYXs/fmpITQ6F44N1fnCb2AsYlQrhV8GPrx7vz/8vGtgTRvQBAx64jFfdF/inGRaqj8g5ryz9dPCZzxSEvNg/OXRt2F13r2uJIaW1HIw9kIdvQ97FNAWEFgxcbUkLXNCI9mZi5ifK4PzWrTSaGRRuCqoWSD3Z4LmTe/sE/5RvmUWmBkQILAxunpixh3egczsjwvE4YuMDejDzyVxEndn53ndCaiCGDt1pWmgiCAbiYITwgSL/D+4/mfidB8UmkoS0NxPQHPztcZvtw+DRWqbABfaph8J9ZqBfad3nuZ1VERGRSV6G7OSP80d+6CF1Cv0JduNK0p09SAmX5h2DG0/0yM39ZXNf+ciphD/WFpSVAlHAsxaQzUfty15bO5FvWQpW8eP55zsDwQTMgYgVtxgY//AvwmX8ZPE9EJH67LPb+uvzzv2xRZyaKjklD9Tj9TNc2CvgPtwVJZhXRAfk+lXlI7zCvNpFYhPuzrb+aJkGVMREidS88Bz81hZ8NSdEYPSyjCKxL04gTNLMrYYNTNMMXsYi4vI3wzaF6xa8FO1AKj1TTIPXTxWIDuhmFFULuCKtPzE+F0fX++TnwT4h8oBGvFg5iJT9r3j/OFBcJ0mg7JNQgn9hMBscaT+MX2eW2qfdYYxPNtdBY0U6d+0NnuuhfJwLQNja3Kgrj1r6UtMbmcjzBETjoaBW4syjBcyY8aMT3rF3VosxUZXYeZlXCZGMvn+LLLE6+N8ebXYvjuhvd1mMd1xNlpo5F7VhXJXODrv3z+qdxJM1AGrj0pvxhXLqopTJCMV5W5UbT6nfyTknotqAhrSggx6e88r3MklPWIQG9RzkSsPv72urR4MjSBwaDECN9Hz5OVIO5qTupc7xCGWDNOzCbWyoMEBG+0Kq91968vdH0U1XGdZmasqubb13LFdHQJ+Oazk+nJGc81IluruCQyEPYnLPG+vZjpNikdiJifUTUDSdVteMyHafD2k8WS2ugS2iCOpDEv7+X2aebhJ5ZV5lr+y5ie3VPu1QEN36FMaHp9tk8zBPsg7jGvM9anDUUe0VhN92liIDYu0gQKet3UCA2YAEqMGeaZUz5gtyt9rm0ciDhGFv/kLjPVBjoxhm5fPfvLx7fakxa2QGeGFb8cD9fzoeYOFuKlmT6vLyDBrKlGOsdm/Vv2mfnvzVFrxKnW2tZM73ewT01dEzXLZADtSRRV7QBDLXnG1c7lIknLKoxuYboRY40sXyuNmpg474QvE5Hf2Mwbk3K2Qt63Eo+XD7D50lTrRX1Xij3CyykS45+U3yjQXl7wqfFPVEHUaFno6qidYQS9Hs/9aSJzrvEv0Q+M2wzIKwFP+hX2OT2ZmXFwXaapMOKSf9PGm8aUTDp5fp+NZ++lsxrEMW7OlIKmimHNwXjS1P4VPZt41xgbL2CbMmPihkm9McxCp/qQoQmULpsxbFGNmWM+nnPU7bg24/JmZF5PjCd/+fqQ1JUkBUBbTpO0X/ycERoFE4hpSq3q5nl/OG3VHKOacC2lRylf6U48j3wgn2O2bCHixzmTvt9j/pMifWPoDThL8Hgy1nbKqYNsGt8bYJYCOfuHZMrmigkWxtWbFOxi/pzGwlwJFZ7WTJGOzVSZWS8Wp2tDOXoXasuZHUYr0pD3nO3ILCotfAnbSGhJsjULw5CqBPdx/XZhFMfA1dkJ8FaxzmzS+4r4tkvfro0BLAxBsvypUbEaP+R51PmOL+pD15qWu9AjmkxO+at1xMZfTm2eOrEWLUOdG4WraWfvk6nRQDNsMOY3p3KUQgN7yO6tzYni9XE9fmom12Y2D511NJB/fXyCKCfYuuejmSQdv2gXTBHl5vVz2d/z9tbIL0ihC2el2X3FirNx8ztzMUZNTAUa3M948u19XUPrIyYNje7PJU0mX16pwjA7r2vFlbQdG3FmNBMrZmR8mWk9neupxkhksNI9EHuOaI0mpoakaHBxSp6wY/XwJ6asKXqUkbz4+bpaP4Pdt5rh1hC0uLeM/q2GxZ/QUbGjkpo1VVApWhYO8BX2aU1hYdqz18ZlTju7mVzwBJ/8Ge7Zys2ciJR5iRRlLsNlY7bqguiummBAPEEm4FA9aDIzKjIzkx/aos9EqmyK0lccjNTRxKmmoTM1FM32s/TS1hCCPvEt7PUU4bKMunP+07+8/3x0HaZ2UmohHk0sSmwcU6o2ojsgu2o04G0yJomY4UDmYq/RtguzVC5OJyVvwourasq8MchMiaFID3OqOtT1T/IAR8oXqFCQAjwgxAF+DGc2MTrRcAWY/oz4f0ymxslPDHmdMi7DfqCMcSRmIsvkpZHjmdm2ytZkpo0kR7TdYHqtrl9bitQE7gDGZ9Rm4KKC4zGHnYkKTEc3DFrMarfPz9++lJ/6D1+XcXsrJZhtK94C/GDDwDYjl1yKshUv8cI0S2YwuiebraCNWJiuC99aPDa6bvXagA0mdqhdtR/pn8JLByhCvyIKkJTpYtQyO8clVDKiArbmZ3fbWrwWL56P+O+zz2vTx5LkI/OIop+bScUE1PcE+igMTH5RQqvs/yywWixNraqaSzE4VeKD0yQ9P0KkOGCMRLUnjAGseDupFz+LfYrIFywbgBYehx1UfbI4plyumX/ui+FOY9fEsO2iVBEHR9Zu5zmRqCH9GF9n4D9XhTaxazERXQv/oMYMYzJwNe/3VKJAII+NihyFY+pUNUBbILkA3kd0k8QCst4oKdf/p+LYhC2EYzLwPVn82+wTIRjmTGsGXibM+kAn0kLf3WOqlYtFk6pVEDteJosCHt1GHpJWmCregHfLzNBjMixzhA0YBDsXhzdNNXU2Hi4nBQjjhRCEXEDYIBhTZzYYKJXGXgke0Fshw4Ep2NCX/bLPZ+1TQQqoVTbRvbQLNhBicIkn0h1IBTDhcs4kBKwI10gki5RRRWDhnrna1/CKi9REgWorcizYQ7bMOy9E1vizmCf+YDwZzYHbHg9MkWsrUloZwnYyiZZVD7vM5QVnMLTmkg/hSqzEFjaEfaH1pekwX0H3O4WtR7DtRQXLc60uTovECerlh+2QC0O3kp4VerbS8QWlv+M3a7DBo5xqNZSSvLcoaZJKCBfuiBbwa6We//zfZZ9cCOaq22uEVhaC7a1A2x03TOVk1yj8bQYzMRegg7G/4bJtUVxlldDCAkIMfiIXA2a73q7SdpmJ8pdxA4hV9CLGQLe3xz3vrRmIifcaVBktdstxhVMFgc/EBaOIs/XNcQvaaFH9ss/n7JPciOB1dxCdAtjlarmSOrSSnht4A4w23cKQQbEz4irJLq+NhK1qnybpY4q4UilUTUTaio24fdYKasrrtv5Z7FP62FCujEoArsUIXrJi0zpoEcArudwsAFQQiG62ME7DJb0BhMTeA0/JnOewxmy9Be9/vaHpAbJnXdSLdclTqtTSS9nsW78eIULGpQA+VYpQBxTf9QaoH2D5FhZmQTZg2lkvp6VQIfA5cbG36+kYlc0lW0Mx+3fZp9ki6trZ3WTIXcCyvWTsD8L76eqwXS1hGcL6VpoG2+3QAMhXe7NKpgzYLDfbcTtoM3TQaNkWRKm1ppcg89aLGAqaEt0yOlwcl9GeYXgGiSaMm3HJscwa/PWa182AZLFy2ukv+/x9+xSgmv1tu4SeZzJaCcC6gfGlEH6IFGwDgGgpoQApdcznOS/YQpOFH2376Bws19AB4m24eZtqwkodHFejhXT9fp7wVi1RRegHZtIraAK210I4buUwhLqDE0dzaVCLGMgh3FXMMzEryisqgQE3Eu6BkQE01WayktwsBspMClBvMq/WJN9G4XayWEsRd8Og+G6H62HOe6HBst0SYSYOJb6r5VgsWgx4yD6R9v6dPOBH55/XS6kLcr4VMPUIym5nv3G3t+3quEyQ+RsyAVjWW4iFNinDuvCSVBpbQ0EF5H6u5KaFNIwGFMHTBO4F5uFSJN3Q/tgyUFEuDkzMLZE7ah0MF1p/xmASZ3s75uJMhocVb6am9xSR5C/7PNXJpMnNuFBL8pjiQCEdWGrtYJ9HBh+1VkcLg8Ld5K2W5W6dWSlyQ0U1wX0yIiZkKVqXB6OpvK0WjL0INPfzxLeCelYiX2JhzHI0Kttsvyqj3YY5w+MiO6yHjHiutwxNHleSBt0zRTCZHdshPmS/zVY7ZlA21XHXH2722VJbF9OZsAHWkrEU5TvMRsdrjQahPJVJxW9xWPQOa2d7w2IE77hbj7bb/mY36EMhECPhxQT4itHKmoCkvf532SfxueYJDluH/YTUnEF1YNHrm9nyln8dtS+T3+QkmUQce1wjIcRxw3cvCVGbjPB2iP+8FkqWscW9JDzRr9lJTjs8HIaSF2R2mOR1UhUi3S6oAFB/yjRx2+5XQ/YFGsuTX/Wh5+1zau1z2s4LhttThprWiF/uZojphbtdnS1QehT3GzO/KErl7WGTHvfOQNQV1XReMAezWN4gnHPLuPURhcfjUlpcBMfNePLT1IcUJKA8QF0LAixEKCAXKeaE9IdNxAiK9O08EMZknAyjo4JEwkQWdY100Wo5ztbwAE3L6e0ahoZxy3tRL5JsZ2kYlZGxFOcJNB4o3zbyFrDBQI2HaA1zPPXugKTboukxA8KmpyByZXbBxZAZNz6thkykrf5t9aGZ+MEI23coT5BVrhdGe/OWM9vyzzba7nO4vFtmV4lv3ZWmsm/XAXNHqAvPZjCO9He7QoKJNNUOuxweBjY2YvjNanQ4REupuy2z/WawhDO+IOPc6bAIJMMJCOVYxmEnwvP+ss8v2ad6ByXTgtttuWJZonWD5UHyx8iu9PrmaM3lS032AaJhigyCglrAZeVzbKUg0Qh7uMtrvWppNG41IPjT2KdaikL/1cc9OigwkCwonooDR4PYkrGcQocC8YGGHW+kX1Ysj4y27OG+YTKH38A/sAlgBxoglYgyJdQJW5XKpjKxFoWuigKv5suWFXrUB6q2+M85XnJ7ZDRyKdlhNRM2Roh8acqhfLCGowWw+ffVh9iQ1siD7Y79zS2Z9mqBxu5IZ4aDq5fLiSZ0m/WElYFYDtsLjLyMTG92RbXZjwQPpj4ETcN1gxg2Y+qDzX7AVHFRr5cM9ONKp8z2o9E4gSSRoLcdHDbU4lbXmnAVVRhpe2kaBP8h9unIPl3nz8zbLKHUUZLxbHAMSM3RPd8h/U4bAvo41vAMfcEx2+FoeZgLrSquKAh3yokquwwU446gHMa9bHUHpY4pnV9h2n6a/POMJz4Qms02CKkzdN6wGPsQDRmZ2XYRQq1AOjmTfe6kXEu5lRAVzE+9OhY4Sr7VSKLTcq2N7BNcxFIqvDQa4FdBSlvaQAzKlqgE8+OIhGt7pBhCZYoCMfa53lcCI8lUJ1gBy7QRZHj6O/apDnWUCQ45ux5/9wti7LMW7wHkhKh3QtS3cfCfK1Wld+sZezVDtNR19pjqECFi5MRXpC+qAcIUTxGfPJ6Xcusb+UZYpRfmRRsGhpkAZxdkOlxH5iBsTEbndzvf3CAAT7V4txd7YPXi+cLJyMc+XPe/zz7h12pbI6sMCAdqmppMzTkc63KBGK3Ua/d7liyQekoB+/2wMskXzavjLjM8KSxfUpGc6I87Aq/TtlBx99v93vd9jCVwCgkn4sQI0aqttzCCMZQqNhutQPwnnDcD2A1gF5jjNvcrpMn6FCtZyBPUF2cbGDAZt66J/YEatMsFdB/tZEfth4Pw3bPDrobWK0WuHjKPMUQ9G0b/l9sVWn/lek+zc7ca7rbDRlEkmtaaAWueO19jn5PrqG/1msbf+3o0M/GDzWjhNsUc9iHS4S1J53GWzg4ojDOlR7/luO7DhsAQ8DXD9DfHfE4BgnoaTGYi0pxl66NIWBfTfHe8YYgfr0kS32N/53LAu7GmbgGJcOnIlU52N6Q+BSyPUyg7EUQ+LAfio3jpo/Acz3P+a/ynwTtPRcg43syXoiXZbXrwxlIIIP+EcW6xWu5X+E+IKQ5lu4dpfb9z4WpcKpBFjXXMamRl1lq+EUsW/0nCqvyzHM/GP5v7BHBNVDBT/inqreMtY9BbaiLNcZVO9zd7Oi/HFfkTUQFfahmvjsRs17Ty9vBKoj/dbo5ijF6RYct/wgYAecjyeLy5hVKoYJ0eSeDmLOkDDX5KUJSdYKcTmS6Za77bifDvBoOQRvCCstGKhSzS+fZ36C4039HPqD7PJFz1nR/0edEvBpCyFPUooD1kIZDtgKugWDFEsxQXScvz8PJrxg5GIKgZ8HftJIfaUSpjTLwDvl7SoFoMW/FlClBNp1cqUPBMwXSMmtlyuhSZ9VL6nuIOu56tCk39QMsA3mxuYI0velwXjuMH/232CeUTxOY3oEYKYtQ5pQJEdqesXkIzipm3UNRWtLCniHuyxYL8gOD8cL10kMccqz6EfV6jSw5hK6Ex1STQCyRg1WL+08W30+kGgVO0dQXfEVEXog0bGNPXcG+TSAGO2UChCzX0uka6AYoUdAzaEsZpeIc2K/IzCPjoB6+lDI1lTZZMmTqqeLAuqyVhnKS/lsR5GY37xWK9rAj46pn6n0zErwB86EMrfoRwGWlOSjDAmCbl7+WfErONxnODPB9/54ekaaQBOB0sCzGJaZgOuxmhdTYEcIKmYDukc1wCD5uMjdS50GZj6R1Jwoy/qRjORkv1gmEJZG5lqbGLWoL0eFSgV4xAmEkdDHbQGM3Ca0VeRinDMHVfmymXFz4Wpeu4/n+PfWo8T7NDSxHZrcFOsr0BbdusS5hoNgiS8/xyNUfiASFoAlb+yT5Kl30NncKCHP+alIQqEqQ1tO+XqyGrdrGeleqkalrmZ4tvJwZFYcg55vBFwlDANgLWaTIE/gJ2aAKPfGOZPOZ1H8UflioBW9lIzlnYNZbjdFKQNSoqlQ7vTEvQqLG1VV9j0HN4G6QTLT1NxtuuyRtmhcZXQG5wwUaa9JZ+NRitcW2GUBeL5+Pxa6PeGmcTocwn371f1Ui4iT1Far2CndQSX5tpduDaKNSxxVKZnsljahRQ6oPwirVShptKDVHsRKL21ZjsQnx+VMzg/Job6WvealQCwWcbcZ6FuDaFUaOgJhoiLmcplqrFy/EJi8qTffz32KfgCUZoi1FMsJVSN6+FQ11Ib5W2YZvX8PprUl5MNAg3ovIqWDfDP+yS9K58gloBwrW/VmLyILgdUsLNhZH+Zvv83vHcVMJMQqwzktKKH0digzNyrzk4llaSs40SbDMPwPh4yRMsrFjisHOj4EbJFl0guRw2DxErkINKK5uXpyIXBpM6NaDxtlrO41aLEwTCwngbDJf/TzUfCrqc5cz+J9Vc3MKz5zs3I23DglkbM3b5nR8ghauZpg3RasLDQwYqxTs5Ng0+CPMvvUJN1o3ErLsULnuRaZQCMQu2IuE7kRVsOIg4M8SDOwVntlS6TKliZBg7FhrAkxpjxcCYxEAn0t012xqXkk0cgMNL6we5a9sc/1X2iVrrWAQYAOI1pAWSvJ0ZSTwyEwarZH+1NrqxEUjXwJVIkzUSgp4LSkK4FXZb8e8sMm5wC9k4oy6TeTP56fwnuY6oXmWb1FzxBHNxw4tNYS6wt8LIuZQt52ayWJt9Ke4zKdXjKAydgpzGQhOjIPoKsrWl2qCtXIhmk41goPaBFr0a9i+cEOPPyONOqeG2QPF1KRcSUmOOpRmbmLJZ/L7/nKVOEvlJHCTRd344bq+XO17oRIHj+5nTo3vRj0PHiSpWYhZmSebkSd/px0Evy/BdaZg6RV44g77DLxynn/XTXjBowqSf+U7u5EHou32OM7wmEOWdTp+j9Z2ydnlJ5CVOXTmD1Hfjnj8cJk5/yAdmxUvPNwudf/Pj32OfmjAzcstmcFloVegD2kLrUCJ8zGOwyy3E12ZCIZEASgKUFUwfjx4zuylrbKlgaE7JZLM00Nxv95/l934kTTFA87UKJk2/TkZ5WeR0Q9ISkqVsVBcQSMflOKirUV0OmnpQFU3alP2K1/SGzaAuef2oHqWjvM75b1Rn/Tqryyyv47oOmrzOyqqsCh100AT0RepRPSj6ZeaMEZoNR1VdpHXTL4tZnNclR2iyXl0k9XOnO6ryqqpqrMb5MXVLz/EjjDN1wtx8QhREGKF+6tul6AwdY2PYshPG/OHIRLDjgZPwwsAuWV7NX5E5T8cN7LkO+H/h6nD6Nc8UTuhmjhPr577xg2HP8TJ7hBdDBDzn3//I/0Mew+7xo47v/Hr8evyED/dPfnjd40vPv/Tfzx3vax+/VsKvx6/Hr8evx6/HL//5y3/+evx6/Hr8evx6/Hr8evx6/Ipvf+7H94pjf8W3vx6/Hl/eD770/Jfs5pd9/Xr8evx6/Hr8evx6/Hr8evx6/Hr8evx6/Hr8evx6/Hr8evx6/Hr8evx6/Hr8evx6/Hr8evx6/Hr8evx6/Bsevh1ZZQTVNVOtzp825h0zPysmJYbcGaMMGIH1Q/fLpztwYr0r9B1N6n79x/LBbnr378SJYifM7IXQUK6Z3+2//IDh6ar1Nebrf8NtuHh43zCFn+icEp1XHATfE38ROy5MBr7Il58YQfb5LM+/+7zIM9ew13M6vo/MzDh35Dxu8MvwXry8dHEHMDvo8vl/4r5glnV6ulP66BcRE/rc5CDox/zkOX9gVP0J2/N6fqbjacZe9MI68ld+myFfx/sG2hmzaln6YRB8m1Vx5om5slH0XY3TOwOwnuPXcZP79y9N7HmExradwIviWAbuOI73y/Jeui689HSx0z93Vxs4YYTL6SVJH/oK3fIXmEXf6+FkzTbiJe7XG4Te0BcTzWl/KmKxXvQ66YqwZ6OI+Cv2t/C0scT+t5HP2KWLc/mWXRJ+qtBxi9w4vDz+freL+5T4qbHQpzaodHAvmvHKnhxmP0zsVU86ihDXD/xfoMqvioa4kUWaFOZWpn/W53Y2cfJmodP5j5eEqD0n84ooUKyUfj2OVxZ4f/9OfD4/D4pTmMkG8OJ13XN6WLXnZLlvLPTb9sq7n77lOG7fXMf8u97M6I586mmeIX2iH97/xYBL48RhaN167LmxiL0875d9fmVAZGLb8E/XdRmELjYaRvEgMAbzIn6p3mkd9/p/JN0bKAxL/bs3knn2umVFzta3HxB9TfyVnBZv73sEbW5gzuYP34hBrz/QtRlwhCzT1/tumVAcpTaCf9I+/Ti5TB7SqM+/k8g8kRbhvZzhl4F+xWUPdbmqUu4r+BMD3Elzqiuwuksn4e69JPCJikjnO4YxLnH/SDw5JPRLLuPB0lQzBqFMt8jH2qfSr8xnI2dccdTo+yy8b90lQ1jLIIUsVUr7fjc08M190ibkPnmjQi8ukosqQej2c13KcqR/j2qFF9HQPeewvx4vuZlai/7qgC6xfEHyZ30uCmRVGPk2ykVILw9f7g2jQYJ8rE48/ur8KkDq1ReR4t157Nsuvk7D3vawdhWKfU19jfKvE6wPWx0i6Tt/fIBOZ5eYOsw3WGhsruZYX+xQf8f71YvMxToMFL88USfIYb7cHLa9Cxe5OBy5tAukXpygPRxmpUlTQ+dXiPt1DYc0c1aoljjZwPnzyrcI71Qmtk5xQAhCjyJjny/or+gG+8fbtddL/wjh6v52F1+Er4vb44KCUbssPPvLSFWil/udyPy/hw68TyTiO99kn36K7EL0skDi+Q2jvb2t03h1c5ME+fes5vV97pOpOPn+UxdiiErT5UYxu70dx+4C1RzHX97eNFBCj5dFP/hlny/caYemxKIVhpzQMsA41H8068SsO+MMdC9s2yXTf64yCV1jcXXLVNwhJjZwev7JnSXOKX70VG9XK88NdeC+yjkmmo6deHV7aLpIx5exNs7Qdzpy4YTX9HRerm6lr1NQEBypR4u30rEOx1VXR/ScUUctLKZi+pfx0J4AzMJOagtPCV6aQmJfR9wdNz2dhSENd2ItHG3yty1eK9zdbofGytyBPFHftXrEYcwBOEis8wh1oXQIL/B6p5Ia9qmmaRKZTDo2F5KOX6iE0En1HS01chKbr9hzbSMwtu3nMFFDUNkFcnZmj4qtjXrqG3IlInPMUMFG7kSUoobmQlW6P1lXbTabFe9yl9iF4yFxn0O5rrPqa89RZzeM+V7mdQXfT5luqCvN7Yt6+h46HX1t/dHTdysNRbNn0nbfcdfYpzIRtbgy07Xm9gZcFS2dnrO72XeVN776gIuK//QWN1zaEC+64Ivsb7fmnsc6orKTQLc5DX9Z4+OAJb5IeFY3t6vArLShY1J622XwCz3Xy+z6sAvKYgqUR3hDcg7urjssjBdhbbpe2hX6/J4xkijS/dY9UwBrypsF3gmXeXsoTMvQsfYpWRknzbX0ubm1cab5yPox0xAM2bkzW84K/SyZ9lWIdZ2I5/gML+52BZs6+rbGYgzYFH06qnEeaF7Z3Z/Nw08c5O7HcTi/vVkiFCAz00mrYsQe5RqL0iLyzd+x1muFaQ6c4aArDoW2KrK92dlDBl012g/khOPcZLzmGWy8r62Dd4emLZOr3RomQWTelHG9k0wuKLVJh3sqLgcx+2hqK9eDXues/Eonl6uArb/1fOyZk5F9Trgzi7kTm6SBXabWATK7oWFn56oRDS77rHYSTLivil12KqzztYeZKeSZ3pv8J0EWmxSbsxtQT7PfbDjSYgkD2WdkylLWSsdj/mns08mva+0Lh5tNzpHDbstP9QnRuQ3/63EOp0JFlv5AG3mPAPNmqYIL+ad8asb1TbrcsDRGlMk/FcZQQ6fGM8YGvKObZS5tb2BeLCvBLFzrWQbq/Gu/dqsuqcL/BfITkUyy7FAygf4xtvfUM5tybkrKZnsOzFkENvoFojMwVtqJLEaqGQYYTc81zRFJAPgT00sP+A7aI3TQqOz71hmUmXW5kZaZT61U9rngA483C10U/OfISUxyykI1YKLILE0MzeU9xkoye0VcEEzmcOwzCXbl9gRpck2E4Vigg67IMOmWn/oMaaw4I3WM8gCokCCxF83pDuWvbw9maaui7ftqTgfdyUTsW0auwA9o9Js9Byk7I/dhzrPJuvTTMfbZFcNSFAuigTkDTz50yE3BlvupXw2C2O6l/SjM7U5pAyIpNegKJ5nBkLjlSf1AeUgTGYN2FbXoDrEp6IPlEXsmvh3af/Ex5qI77c1NazctUtiDghenj7P2TURgPl4QI/+XRT7qV6V+1/zzTP7JRRyhaOUsd7vtmvVgQsDlZrvdLhpdyPFq4qBJvIzMzzy9rk0oWDj9Vq/atCVvojnZ15s2q9YuwiBbbtEVX5kAjJvcIkm/WYbc6sq3JaFQ992NeX63VBqq5TTRB2zXuW/CxdXSSRC2dLN2yYu3m9pZrsZ2n1/qk5darqU/WxY9lM1rG5TyO84YEEuwaJcuPiMqlytnsFjNTdkXNc3tdjVsb2+mzhrh2s1q4UT7my2/4AK0tdnerTaHs1iR1W02ZFBOMTSfWJq1zKe0GxTQG0K7HWWT5bJyZQfuctXIBoMxms7bVV0Yc40L/WvTdsDEZKEzWC+EJ3AiLnbk1Ovd7WG1LNJrrp6Jd9tl68RJjLqsU272u808kThIu/ScmmNt2VRzASXzVpdrmRs0nezTDfiybCTRcjnQNUII3uy3SVzrQ5OwXaUGAGji8ZBPCVdIAS+HEdfRydcceL3dCE1Zmlu9OO2jbqbXrfLQxisLc59WhfGHW4L8GULy20WszCBYLmvf+M8eJ7gaOsvl4XbHvWz5v+cSAXOHltrgs1/2+FRhI/RGHQAXVfA2yoYbcpb9LYq3N/uJkslygzD4zS0SzRj09nbb8ssN92l9ME8flz0yM2eyNa+6PW5xrH2n0j95Yr80AYyUdfXLzViFqHB10C8P2w2hkuNax6L7vtxzvNubQyvZKY9X3dzodUtlSsubw3h7c3twatLE9c3NTe4eOA9Z4E7H5pOzit14f7tCufx2aZuRUbO/2ckUG4671Nfc3hxbb2ci0Vqfxxt3fPO6RF6af20dj3cgoq5/bsPAQpI5QHGwB265aHOd/w0S0xZdync9SpQa1xH74+PN0sRt1f5mgyNpFgddptvDWot7OD7oH7eHjYkAudjm3Pml0e3R+7qnpsTZWxNAx5vbw9B8g2pzo+tzXGNUMeezPuq1x00gLIWuzi0nuK0V2C9vbiau9rxCZbhDs9UZK//j8jtr81334yMC76dEpLc6Hhe6/pyqitnUlrjgt3jDXi4peE4SbWNu5t194nXc+KG5Tzo694nogUu7OpobtwOCSemNW+HOFN8GbIM5u9+tbnFDGlsYBEZOvDs0Xj/+ZZCPgS/r7X5Tm94y+efSxC8HPMhqwxrcacFstJq23JF9PHI3N/sduujrIfcYA9uyJm5WqqfubvTPHbdqrXhIN3a70ZOKaqsDRrDZcsStouO1Fger+Zan+25kqiTGPg+3+92OTzrMiJqWvHm/2ez5nIGtsaK6fthF/eNRp7RLnePNGk/N0jseNpyuChOyTz7nuJ9HXbLJbzNyTL7crTmzPSvO2GegqOuW87i54Q3zYssest+t9QqE3jfr7fHmZkV4Fnq+EcnC3Hjlnmu1RMR7t9mxzDZK4fVF+OqYjqw+kwmHhH/Z4XZdOxFVpyNO7qhtxhnIsrlqfMetQonuIvIS/dIE8c6Ki3jcbush+0RPlTXP1osKDn9z2OBd2WE4H3anozlNs/G4PZ0+15ivNAqsfeISb26wKKpE25v9asPGus+1s5o7esDgblrV/shLU73jyDff6dx0Nh4XXJeGO8ZRuu+7JuVYXtynMYET9+nY3aeSuHh3c2Rn14nc7L04bm5vFmVg7NPUb/O1FsVuE1jDdfTs7YoSgv8n4tac/xjUkMsK4T5cC52m+JaiN2LxN0sqDyUrTpsvAvJDE7dwd2R3x63U2PBiWqrllMVENZEAxvjXhuWfuDGLkugvDTn6ivdyz1Yq+WzMMeqDttrSGbFWjyMTQXsmbrpR4uekG7P1yrBa5bRr7QDDjE847pYs4tJ4WOELMADCR15O2OSM+HvthX2zvMbKiVMiSF/GtMK/bNi1sZ6U8950JaB6r9OqnZR1q49qVL/V2bJ8S3fktLxDnXgz05P3dbZLNCWH9UEeJnVGvH9uIsn9gq1fTmnn5pgRfkSlqgNfduToxSy8ljVN1rwn0yWZzXey4j4mvBs75hpvVIwamDU63NwcEj54hw27IeUd/CelcRw8T2DDONiV43EWyvQylQ02vM1c20Tl1ZtNz3OxKfU/b29IH7mxJtLI2E2xqAZDLz0yRXxgGw5M/hckXssV2ioK56ZtlTNyP3basJuD9pae/duNzH3K1ES+NYW0nfG3UX9tAxSevVk2jtvudELetcmD5yf/yTkN98eNoM+0sVQC77N1eLbq/wsv/8hAJzaGXCm2WMkQSDtuZFtccba7WRRx+c3QVHa42QVEh6wRmjLchkMhoHS/VReSjZriTugm6g2MtGaPSyVuGRACp2LJbtRP7PkczCv0OeqwBC1bbe3YuM7Y5x7Lp8jPTj1z/P1xN1RijEVp4bERHwqKL1omx8lApQl+4Tt8A/6M+3zWjcJA9vHVwOSvBiMX53q7jw0ejsR67P43rc95bPsyrI359An+i/PgE1qVjllYrckEOaDttXpqAHClVp5ejqOfqXSS10ddjJ15MyuNBbrDbohCDFI+xMFFsp4VDirRb8cyxJWttR5kXHy1lf7h7PabSHXMwBSX5C85ESIBdVxix7YU+bQDpa1+xvfeJDof6t2Kig+Yk59gVKbkpPOJfa+zT2o5TtzemnA+JAa54basdcIcuY+vXZjUfqjTn7MtNaYiwVY8M16TMpXfi8y6oNQWNtrbZO37obFpNvCJHx6OW9OVmei7jbSPKyznwzBneipYpqsolxSaPxs2FJ0vRWYTtfuqym2ps/0q3z5VH/Jbm0PuHFNNvZGz4/bNFGlE/K7xZFuugb2tCUo8nNpEO12gi2ymNz3Tzg/rhltMosfaosXZKvTzBrZHmJJqjExdwmFzn6QYqY+J9x1sH98b2oFMn49fs5JppbbGzVYLom8KwXMZmPHQGxMPYXBm+/bkPwe2bao2EF1MFkGyvzn0LnA0PW93uw9lCUu5x76NFY3/3Bp0hLoDW7OxN2YpmQiYui/9FNmF6TF5cvJYlK9/uspoM9Ms4Zs4Q+ttapm5drAC+zQbA5dog60dj6YPlQ+321nCp/umW+WTeicBC36rNkqmAo+KnqZqqpXrW/t0TGOLvZB6KXHDRiOyvseBA88/6DuY87ndUtAjhU4dNTBN4BgslcEqFjW75a0p6IUTXYIBN2wgKFCCy20NmFY9JK9V8s37jaVt5D8JTwJTzz5IBhdHvDtyYuzfyn8dtaW0FTZzsFbsF63s08VH39Sq9fYVsoyx+huKX9g+n2T9p+xTXWlu6JJG3ko+/dfjmcdCmb38iNs38W1o7LP2rX3SFWxvjNGeGnEsnZF+JEbazGfXs+vJXAmdemwOQstL5VkUGzKlOuumMT30nDctx7PlfN6ulNocFKaZHg0WUnSNN9/FPhfqSgDEOR63TtpT8FO05FuyT3/BiZzsc2PPRoZLPf/QLhfzdjJbqz9E/WF/qWLs6fuMlIIRzq4Jrm63nnb+HSmz8msTXPOSxnNmd/ZJ4EVb42yfBtNk7CGgrc4PNRry7bJhvZYt8bOi2di80fEazsJVRzI53K5tumtxE5mJBfcS+p7MZizeucsGRUa5aJzA9JS8x/Zpqsx39rk2J2LrYv5B2W9nn0GPmBg18AXy9qujdjfu23V4Z5/KM1WuZpfySCvW6oSk5vl79rm0e6WvzVdHMEW2WOeh/snA4UMqLZOJOl5Aa1kEnmdk4rlPe4VhJtztpRK8TgkdWmfCH/5T9umWFqdAv3Twyw6fg2vFpux6mDB16J3sU0VV4Uy4nNeO3d5QDqeFh01xhyQLHlaExabeqfD4wK/zlUoTR/1r2KO4owowVQS1GJydfZ0tL65GJto1fAnYRWmaJ4ESRWIxEDaBcc47PqzdHFSfPBr7ZCcx0aexz7U1voPJiFUPJfUzx6cMuj9uz1+QWQunlsFsWAskOr4iyp6qWTtHdmZatqn56NBZ3NmnSfOoy5z9p1lWqgb5Xv94+t764IplPcfP68SNwTdmWfcdUx+SLW0TtTwVgWR9m03cqIRJIopbV+pLuWQ90TvyJ/ynBmM2J/u0sbG1z+jCPnfdZbBXgsuQGVs42+dxYtJ82WdIAL7yQroqes19+1zg9ujc9HXE3lIXnGXA9yA5BulTKlZZ6A+QDgkZirXji/ukSqEBOQqSlNZy22ODTHhgn5vQ7vXHgWLm9S9D/B0Huj0cgcWzOsK1+p+u7FOYFm7Y7a2xT7xp7J6A5TcHAQDjMUZ92O/1/71KfBST6DHQMdmaJDB0mtVOHZabHZg9wti9Xmf+a7GLTWFWcCh8QmCANtY+xxZ1Gpv7rirp8bDf0sdRkkbutDjZ50r33/eNg8L4u2Mf9ipn7G/P+GzTnvTkr/e8lE9LWKpgLYwl9Xg+OjXzj+OeAuk7+ySTvrBP067ntDWP4STH7qvv9IlZq6jagtm1NL3yRmbEiscY1zFebtu/A5piU0dzsrpsu4UQQEtzmW6pWA/SR/GtskZS3+3ZPoV7sPaZPrTPm+4C73eHVQp+6GbsXNpnYBPtZVCTxkTCGAaP7LO1NdRYR6SkQHbKXsb32AwswocrOGUbF/I+tPeJnXZ1uk8KJJS071ktQFJC2afqQ4/tc+vqcArNtEVXv3AJzz0KOnLN2MABlFjQuevwlQLcEt82fe2iQ4gpsKgBKDSWSijg3IKbkdjFG3AQNWG2rYB5YF8IdkeK+GzMsysckwHqJvAscbSsryfYyWCjIpN6F4RDar8uFA6PjOU4qpLiVii1qADryT7bC/vUxKYMQMUTX+wPvoGUxl3Wdoe/YJ1s6DgIGkRMvtjc7kJrSRSgzPrPbEtvHDjXF/ZpLPtsnwozzWJUNYUdv2cgr0CXU/n1lUGvJnRgQN2b/NNVNsnr+sZ4VJ32PMF3qXmFXeQyitgC+r6bBfVavYlKTz7ynwT7Q4WMnX3aCNgktr179unKxwoBGxiEoKm+Li7sc6Y76sk+/Yrzigx47FF8y3iE7xQ9G8pjPnPz9XW/EoXnselZrmTtubz9gFPwcYCHldxzyPlFal0dTLwRqfHSCh+/eGyf/Dr0hnbj3P0qDP3evIRZElFXqMf/yD5HhmSDy9n4C5PkKUBb7wlcsE8DWU+0OiIAIulg1jYypp0MTi2UQ5zFWb1IBhD6kOMdJrH2SBsjNsslKaDKkyHDiVp4RccYpfDatNcg8VnIAnnTUmB8t3dj7HN+c2mfBipHfGuqkUMLfwcs4xnrupiLINEiUDuu9UGyMNOSsZmiazqjwHYr5cFj1xlfxrdOB1W7Z59m+ktjKk5sxnwmq1pffUN+SX+AE6MvVOk8BYrKuk7OQchE32l2+xUFpb1cFKcwb6eUwFq53pHpEc2T9In6UGqnbc7xra3N4cmdy/zTFN9rAWk56HLJ7Jfs0720T2GlG6WYhV4fe37uPKoPbXSEgVN19SHsU/MN+gp+qh4wtjdQRLUS3FF9VXOfDkvVy73hjVIH8AmCROhKbRQQTTkP/wn79EArqi7BjvEL1/fcIztxdAXqg5v5MmOfhQI638S3CQUOQWhV9tvLpRwC00zgVo08B8+6VDnCdhWx0J5Zj3JqsfFfIFwaVeppcQCyDrW5+raPw29nxm1EJrrVCrvdV7LWnHJqqbuL3VElUgOHoG7x0D5dz8S3OAHcAfsHRR81yNmU44u5OZZ7Sb9V/RTFicfjWPBVPJ3ANXSG9GUwMVZSr3lgn+Gdfbqn/DMUCHattiffXQa5SVXErYwHWKsfGFQmoWLjUp/KdDhWydB+vYXZdIzBA5rhy7K2J2rM6wqttAk8jG/7MuXl4aF94rb0RS/s059yLjE4Rp/26LE/9I1NXsa3OrR6P0GgqEVXnCLeA/sEMKbBOhJD0HjGA+N2w7XaxI7p8CiZ5rLtRgbTaQrgvDgyrFUqlJnuMf1Xl/btzJz/tW7bY/vUWxR6sPVkv9zn849wYGozHu4sWBkgh41vbX1IXXtAM2tVVdcyMlVLPbFaAlllydOGqEkuSzUfduow8yrWUpStTI0i9Ep+azA9R1MzWZvSK1HWYUxEWglKUJs5rMAuYAKvwDT6t7mZdhOYHgCEqd+2t5f1ITN4g32GWhDHZWDwaCzYQN0P53JQ2bziVp42JuBif+jZSLQvxJ7eGQl5wwKO6wv79OU079VvlWyJgS40uIWaJlKxlVWZ9cq0DY1gfvBT+i078tRQneWN6/Mh+zFjCAA3KJwNDLTB7/U28hvxUr0Z1cTYkerQcR/a5/Ea5z4QPukU3/qmPsSBnciUabv41rOXge+aLW2/x9rknX2ONfsXyD5dxZ1sKyYneWCfMr/MI6E8+LImDQ34Zu7uUPP6amcy1LXqcETwvnAMhfq6Lb0Xn/sErCXWxT4ueVe11X3zZ0/Vh7bKY4hdSH+Idnq/zND54ny25lfUOEtsEV1L21zOmOrOzW6zElhk0jOlCg0nOZmB/QkFCBpULRSBnlfUP/h34Uz2AvTZ3zJUvxRibS24H7h1JxO+jH+yVtk9a0uWaYoPYJLWwq8dmMOYKP9cLTdUH8DnOOnYJDKMXRn/aYaSjtoEzMF365XgbRGza4dL+4xcCj3aLW7onyhuUymSJbg/7u1S5p06j5vjJFRhc9tSEhFuxwya6MvaKW25UFtOIoKssUj71fVCdUEFuwMOiE8krOVEdmvO+2gcnHP34qO2OQAKvFZ5OVCpaGBea/+Z2cFNVm4PlwQ2HRwHr225phyXGvLY+s+sqyQLpcBNCmzGHfbGBkMJWpGrFZr57EoffhObEKMSxYMqYMpgiGv34ARvDoI62d4Y9ikUn7n+N6ak02WwmjRbC+PLV7hRb+refcpyZe2H9XIpNOQtJS+G4+zNVumBLfv65nbiG2CE6ZACLFL/e7nUgSPtELNf0e2L7NNsjNR8FJIWnviNCc00sXBtse0G6p4IPD8QhuCEgGcJ1djKZHtjIe+s+ZttAGb6poPLZ8ZxHmxDghvYYzlsTJ8BuN7xmJ1oRsBnHwxu/kZossC8yBxyjQfHdaq8ODCt1wPwI6LVnhDriqmXBqjPwZUHhZRg0gcEgTOA4UJVhHs5vFIeFYgBv7LnwTc7Kv/MDpz7Th2CbSZcfLY97kN7lH6UpAc1blQFdcutPbWjMl3P6e9sy2S7AjBLPdOezmG1AT7Bp69P30OjrmH3r5utpmqc1f7YHYk+1MBX5a1n8AQKKXPbMzlul7d7rhEb1kqBjTCUG+H1GdPSl2A/2fXPYwIAbR0bMS+Mfc76NCKP1/oig5kMMhUK7NbA4DXDnTi2QCf7NLfJgoFDgeLnlswi2xy68YaRQ33ouF/b+YCD6Y92v9xznwQV2d5uNvbeG3S/rQqrl8rgkXq+noIFYdKyRPvFIf+Fun1JoYi53BjnwS5bLzW1FfiB17ZuD2v0Vrv9frsS9otfmk63yrPZkqmq3YZMJU7NpNZ+v1nGDk9uNBOlf+83baRB4J5TrneU4FelcRHkKts9Tb8hnyAKBs9MNOfLa9610/O+4V9YcoTtunQWuz1Jbz22402B27awNXgAYFoqU0oJm/VWB68MJeViUT8k8Ow185n5kvlsaXJSX+/UgCiDYYf9ehQslnrrZHsQPr6dARjQoHnDBQkGJzahxZIiV2in1toN579ZmdHIBPD99nDYtgm8JHLrtb7rehGXi8rUt3mxrpOhJEjCyVpXkwhwoOVb619ct9wSD+NVBLzTVahU0tZFaxmBmYqSq531LdPFYpFz3JnG3wYUqubttQmLGx1rt64MTVfUzkneo4VuV9Au/ciwSnFx9Ffa6gzlVwvhJO/sc3ytT9zUA8Px1bYFYWxvaL8vX2FZmqHQ5aK7T6o3Y/crc58K7tOOnLoEqtTqfiwpJUMRwS1mvknnwW2fKz8o1ry+0DydgW4Gv3DxX3qk3eR00vO7tqFrJ/siy7LhRMOeYQboKzGLeoYQU79KemdhAkbTMLaBIau0s7iW+IaemDoJkRVioP2dqFcfnRgpI7M+7JBw2j+NFzuqZvYEAnSju08YnWgZzbJwrd+PIsPqpUFWb5DZUdHL/qf9ve9lkQ4Q9k/UADoM56HajSbHR4Ua+DqZfnE/tEgcjy/SN+MwOotBasONHhdrJGqB0tBKZIGlIgCpl98lvzwxNDyTgSlfu0qv4Q+LOiawoSFfCAaBpd7S+ApQX2WDuagJzQeLpEHTpPc5772oZ8beBnfXXx2xwIv1RBYlZr5aPwde0FGPc4xeV0QfM2ErRP+NKc85d/Ftayr5seX0N4PbvCnuBaaBKxKMwNbKIr3C0412RKDpC9WgAw5NjRCSBN6queCe8CHsdYHtw6mMMRTUJXAscQK5a5monPHr8YU5bQVqYkYwHXjH3D0nMZt61LO3MBAWM7RDBsaePcsZ4qrw4J2OoxsnMnbLYuSY22cqxWYhRSI5MdPYVgQgGAxjO+BkposwjCjvOR3fiWVEMeiinlOrDWKcL32BgRkqd/Mgs95MMx6a8D0bxOkhlF4c2K/n+NEd2V5aWo4gNw47+lqdbQ/6HMN40MssRUKqgxmrtMxAHfO02xEhaDFqMiu3F8ArvMDvKB682kyOCtzbWYXf8y2nkb1qYjJhtzNURI61bcNAHLu2HqWynSX5dHUdYiEgLesRnVPVfPuGjEn3ZDhgD+JwQ3PkKPE7em3NxRtyfhhQ5HnZ6UQzweSlemSeSVyLjjDR2if9lCLF8GHyT70Ts5M+BhLT0MbyBEOZjNaw2Zi7icP3vW5pwC5vLp217dCWu4R2sUQ6vfS0bw10r00HOvvV/nzBww/Ohif/Yjg3Os2fXjjoNDW0GJHGoXVp13VkFmykESXDmquhj353vTHsvmHQiX1rOAVQvtgzkay1qsQ4DN9OlzmnbdkPfTcKtacOtRgjr6tgmHXk+ifauKTz9GwOQ0O2aZZPmvXvyQwZCR8geYndY4zn6laIF1nuA9xM4isEj8ozYZ+vfqaldVB5MchSQ5UV2KGYTpwgIA7PLSoPl+P7Vhyid1ImyYfd5DPFZqmguMzYGJYRyxDkJ/Y6hf3EsorEbhdIcElGQwM0yOzGYBhNiDvSjqFIG4iulVE/6pDR4iXD13bfL9Lwd+IrtwtDXULgEQaFom+lWcBFYOZml4anMDzZ58w4yl4/7ASWfMOKdhr88gcnSkPDldLTVI4iIYvQjLvGLmdSmEtMhDVI5P3TXq7nA2OcoUhycn3MeLExgNLeLxo/5wVqQWFq7rzf0ecR5w1EcxOGQ2NlkV30vtabmYh0e7HZhRPLNxWbvTRUYYkwOYo6mbB+bLZWnO9pgiiz0Wc6NFx/ZYefA0kj9Rwv8c9aHhY+a3BvZlUOO8rJKIm7syntFtI355tlXaU+uIwLuuOFASwPQhgFhkfEOHlzuKRjBqps2JsZkh0/tkoqsSGb7p3o0hXG9nqIQ5gv753s2LMfaQjEDEdWLHSbXYuOpXaScElgiZTMLhTl0YXfxBY7NaSe0gyzVYryTAFh0LfBoKHE7fvmCgT2EgaepQtOrJhSlthdx+1GkyLbLNXu4SYnkQCdEBOEFMwO4n/IzLl5d/GtRpPSLjK31PxhaqmReqFlWVIVyxqleyGVJjQky6VWxtm3L+vioE6FrYewg2dAHbrNijdqqnE0psT79wsf/8UA1xOTR+ciYOcY9k51Xa2vYT883QpZchScOGq7cC8z7iHoaDl75vmgh39SHqrQT6lnYpIlWXMWmjgQh6LAM9bSk9M1dHvyNp6JR7GN0KZlcugicTX+jEApPeWWxu/ahaM4UTj20IxRXuj1GbRTeiL98zvElMnSJFTg25cByCBaZ5l5bve6LqmzjH2E2uJKc098X2aytNflwPoj9FzDdaX5LpJ0c4qZDtY3R7A24+rL6wvZlLrTk4jstuWb/LZvw2+alSae7TjSovgkwWRLczpEbUFXnZwhL9dVLAJLbSi6S1UNBFI2bjAz+4tercqeu5JtHHYre7fic3wbmiuZOqfrZflV7CcHfsdkmBmqMrYv1yBSDC4xNMy9utGR3qStm4gqMJ8mKbUTBLnoghqhuRhrHDte8sv6nBeor5hs7PQgS+qCP3kYQUsHvk23jHrROSBJBi8OTiyJXvp1sj/Y+O+pHXqmvuKclrz3Z8qWWoJYx3P+gGCq2eBOMqcvYcEO7Y4I2WD0Ev7uL1/XajKpuuEA69EIZSaLxy+UE3UvBRssQ27sOS+i+meD7j15dSjoZbOxZzVAv15/4tnjnrZuUzcwNL+2Jve9ri+fGvR+X6czzZ4iygye1Et9cfoZ+Q/ruTZiTSK74VENkieznN/uBf7c1EVfYme2ZGuIbL1vF+s8GX18T0PG+TMHC+Q2if+DPy6vQmBQdovjBbphzIR9vw3IV/XZRAq+UT41hb4nXVmQnk+vH9ic3Dj8XvCifb8rUz+h0WbrYADre3/Enzx13PPxe25wWjVB6Hyv6zu89/FPHSh9/ndZ+m1Mm0ReQfdQwNSzHRbFLXFqL2ca+u495SnYx6OX6BGaIFPxkR/3w6/YLyVq/YUXh9GQOtJw2Av+XNpDuYDUyqX8IatJhqFrw+TYfYmuti0ixYPI+U7xUqfiG6gS+KzSQp7d5432zZLoNswvR6ax1TNzntCPS0zTJhq84Nu//LiXY79uH5p8c4N8/3te3yT24+f5SAzBd/rY3RsT+sP3Tu1o7yIOMOPxoc1OJK2gkkdw2vUfXtDoy3qXHH54vqBfBbgMnN/ZXgedKmLHjZw7f+Lgjx+cmrGh9w3iZOwrwQtSsCRz7rd2vrHcYB6UDJTWuib28oOnheuC2AsvI5m6NAs5DYMXCkFGT5V/fNs2+8Oh+nPHvZNBtOv1xTqNL7y+g+hL2UxXwHgiQnW/Lf9SrOOdHonXqWqHtnwpAp7AtNLu7UaeH0YvK4/rHntDobKdr/B0g6cEXy+vqg0vh7mtQ/15hXpYs8jAUu8PRrd2EIwFdsZjfMmg1F/pDcLvFcd7JstwLU7KfVZiyg3T/mPHa7Uogi+vt9hwBz/x/QKjj2QL738AnvDsce9lfLFq8S+Lbl56fdXpc4P4eWfi5/5T7pXBS4vo+YP1jnCQ39/MvNg37TYF7z3H9lCSrlPq3s+HX1In6FuOZ0gFvlpcOvm9HUs0VeJ+85Ax8f68/DM2uZst8oZ/MP+MBqYSkRcvGX9UIdpispLgewPHVNR175rFT+hlX97v/siEKfR2gxfqMfSf8CfiROvZpC8O/nhP0Pvdfb3b914kA/fC6+v9Xi3k7kr1f+dTvqXkMYqT7tGAhdHdMfoE5iZK970x+9093UfZcDZ40cUE1NVcVu1f9JhUv+9g7NkVhUWXuX8i4IrdexAXzh2k6g8VvPq1IuXyBfVFYxWNnTN1+t96+vYWeuq7cO0ya5zBUxVR9r3BBZ45N4o1juGqHX75vL1meAZvPl7Lden9se/ze8ft/NhIlIqyU99zvtv1NVjUYfP8EblcRfHUl+2lw/4fN09CjWIND9H5cTy02Ub962Gnf8cg9uFY6gt7F994e4Dq6cv5t9VxafbSOPiaIiQyukPn9yoIsSTskH1dOvGL4sTv9VDVqt4eV7XtN/6BiEV8w9D/tZK7zV/i5xLmoQ/ckCD9Htlz10dzxkbGt4MDP14X64M4iM9fmyud6T0rsWgfdl++f5v0NN7+wA/RIa3WGogJ/8D3ee64l7Brp90fMOOXle9eeH2FvUwRIP4dwoN6b0Wu75+PaKCd5A9upEQ3gDu2djrJSp7wWPYlZ9lpTA6tSObClLksT2vQkf0YfEBowj2KJga2YsF5uZGIdM20qGleV0dD8Ka1MDJ7kbRAPbNUC81VSS1LIVSvK96HriFmVmxMMcY3qLPQNLsR0zQNcoDnAHMgvFq6hh9POO0OEKd/sXF06PrAaHHRcezHVmLN7xwIH2dm+T3zsR161zVtvoF74hvh3apl9BwLPcoZxuALDDWG6dORzwyjrUFeqVkfd3EO7SSgBQIxhwZri+NRxTI0hSXeMhfn3SIwxCQGU5OYeF25Pp8HH7SuniZ7ciZ2Ul0SjZ7rVQoNIzHMBxadQSLsduCkO/s3l8M16k6pgYUUdh8NfDM765tBmZ5G2a7Z2PX1urwltuMHQ0krGlajE8SIsxoByIu9/MYwgIvmhVJFu7TXO7BA9/jSasQ1w+e7gUF+GmyVAGKcrazSUBWZq6+7NLT3zJIwJba4rL25b+b7hJ3iNYs2FWTDMkf1rdtzbf4cOh1Zqp2Yc5kqFHODVN7M4ZU7WrCJUZWNhJEwOs+mzRN5ljjbM3fR8Eep3WCG1907/KTJUiWgaIqnHCOSMq3BWPiurj8IdrEjciaxCn+9zLFwMEaBNb/hWY26wBcn0IvSUc/gwgRju2ZOeL3aaNpWj00Ok4xm2yX0Huj8UCoXWSb1oMjUjQCxxRpl9tRk0SrNElNnUKGmo6TUs3Hfos+NfS6RTXD6llyzZ2KU0LdbnIG6F3bcxExE92qI6w5G5vrUyM8u8ACu+K7+//auRLttK1kilgRzMHSQGDGAAcBFpLjp+BxJJFbikPr/v3pV1eAiL4md7TkO4ZnYokjgArx9u293dZXVOSQBe5D4VMrGC32h+T1tPiJb+vBiYJgCrZAeMFJhlzoNLIiIpRGLnuPEpClVie48C7979ca57GN/Au2C6I9i08Y9zAuhYQjdtR4QIfwi1vMHYuv2bUDApeJl6lZs1O48Cg2wkx6Kgla28pl6GwB2OQZzCIEdza4WvNI1hF9o26zYsEnOoZG2A+nGx4Ai9l156K4TPiMJmG8CzKRWWB42Rv4gmxoKyIoNqInDPtkDENmw/QUVkUFYugMRGLxNQw4i9pmOQPg7cgTwZUHsGE+hk1brlYGYIyn9WkGABpVq+Y2OdZskVjkHSwkuN2Y/hkLCMcqzKsb4gxUVgjwSmdbsnvE8lQIGpIdzuuyz16mFHOzT1sKxhCoxZ5IO5jToqofsEByqVMrZvKs8qwrryp4bdo/BkfFZmOSCppXLBWvG4ctsZ4QWwQWDCwuI8I4F7yw8cOMMrH8ktp/d2W/WMaa2tpOCKHOEjAOpcqMHPDYRIZzFFjtg2lfL0KYj9ZmHXOpjmrAtukMb1IAt0rFaj6ZgLk4HjtsB3Tv/qeSA6BU9TZSI8S4W1Uk0CFKbKSklbIVZnTyubOL7acoZP0YtQNB6TjhRZJjy39ogqhgSMRCJUHKADvBhDzSJJ3cyFO2DHUVssdRPYcJjJSpYjjT2L1EGuMNujiXye95AsFkaB64MWYohr26EuHgn+16o4ZARmCswapdygDNJ2a7WtR4kCj8ESYanrEnj00kwEAXIlR2kdt20SBEugCRe02JJ2gNk6p6WQ3aJpsJL4nm48vpEY0YfFpVJ2+JIWM61cGfGNC21TrlkmnnwQYpGjLdlVTK2Io27CiK8DJTTtpm1E6XKHy4B+cnWRlk7X1LDkcqeoXvoEUxeJpQwPWg6Qy0HmskjSUkEbGQhGeTWgsKED90/5B8Fw+yEZ0eRbfrY2JZRgWPN2JV2r1qHJR0570b6nobdZc7tE0YfS7y2S/2otyaiyN50cujdGnvwiN7yPfGZKDIM6OpgtZCwRcAUpL5dxlW8WdN/MgUfpubmkcv3D51anrdcTKYc9IgEh5Z9I2l6JZlcth3FcxIf1oMvbFtBmj/ulAY5ZUkP4rkdnWvtoXIBtCyRspYw6zC2B0CDdBJ8TCgK3gyIhvHc84p25Nylhn+Xfe7LqHOfM0qnWUWIn5gEx7xLNDF3lEg0zPc7qV6DBaZKKfvi+jTN2qk/NVOaDg5Y2MA0vs2Vc2aoUQ1P22c86ArI7vkHWhVH+Hr/kIbyuxaBwIClXdOO7QX4VYWiN1iJ/RUPnRKYBtT1u6J91I3VE9aXTmtI7C5g7ncHxW5UDwOS5/PZkdxgYTl9zwA8oUVhCkOzMIaXG9A+1aEVHLC88tQmbRR17XuDEwZM2xLJlOvZY+VdHvX7ZuzQHXXgIUcUCoH0GfhFxN6pi4meSPFtaNB7hdIEgi20T2FrDOhj1tRJw1dJSB0KRlzXTpASBOQTYq2GxwkWeoopzM8hUuyWSdtxIIRnHDwJuAGKdco7NRIeQpEJdVoRiYKDPO0mEise6cCkf09QwZN9jo87w5QhlBVzsmMOCDLMwBuHI5uzaOL1j/DrLjWvf8djbN3oJzyNmjbhdHhjPX/DsSE0R5OSvg+HtTMstoiUBhnpuWpNZ+uXDo178YvyJSpfdp3UgTMeteIjVVcGjW9JpVWQDty50QBKq/SeHqgRILU75gKrhQyr012er+UV8LtGbABTyrai9b+q8unJPnOSLlQUfk0EvcRPkK5dh4qw82LhQuR37lDYFhKvG+cJrfpqUKNcLk+UAk24wGmh3Etwt2fjxsCGVLHNyIfQlAtGLwtyE2AsJLAPggiivNCeLek+51IOXntYshmj3BUV3kbtWQainqRlq03n7+K1zjGXt6Z9h+QSAF8nlEN8+s9HDuwpso1TrDPnCOe5YOP/gaSIF47uCvdoSr3K/92DmLrNy9gjRzc66pyphlvOEiM7dVY4V1mQHTiHCeMh8Q7vdWMju85IK9c97nCB51hv/HO6mk3xIPXhKs8E19kUlDGu2PgwpbhwiV7sIUnB98N5we9zqTkMW8Rgoc1sXAm0z5W+0rGmCoR+03BhcdAaQxrn4JIqIZNcFF02NyzKwfn+01lXPBtp4OhT+ChqETEg286Zrl4Xux9ajVcUE+2o1iDq4IkWkvG1DWBBbTbcF+lpgkdKPOOqoGiAw9O8K8YG3g+P9jl54tUXXdpkaV/1E21ugrPhjBXIzDegjYG0Mdg7yO+AED9bVzbDsWeK18W9d1/WeawMi3bN22BRUL9ayxgWd0kulxCtdcf6vsccxQZ8W7gyjUZKQd6acxOxb4gtO6wsz78gDck1Ix2obWOgxglXKnz6jqGMUZNGaCdBKnI8YakFs4jEXY2OiF8AZwWkqrZL7uIrU+UFjzvaOOtdvSL5XuKc4ttq18nRho6JQOzEa8M1ctjuNqDPen6PjW8JOT5MAjwK7V3JE4RhbDf8OkEx/Z6EWkr3sCC8NgrH3e6plFAuNgB0JWUrLQWl08BtRDYfsN7gojaEaq7VMDd2pWfmqkmK2ZEFabsAJi1x4D/zXg8hQWFpNCQQoefCZ0HyLLnaZd0JGT9ZnMzIYYilMuddrbHilsY21JZRlIlbiARPOclEOdytEnOgHWEwMunYl5onEuxKwmrKhB0XpE2zN86i+VhUpvWy1QvNWR4du6TKVJB34IcK/enueUFGNziRoiNPkkgduIELO922UDSxONBKNZyeUAPgl0QNYzzidCEKzSFYnEakRWuyjb4+6DaRnGmWIHmDtWQ1P9t/FrturLKwZaf1jLPBU4sfEczjh+cGFrgZpHcYnVFUlBJxeMjtUHFbSl1KinhUUzJm5zvjfCLJhhN131Mj+hqp4Zl92q21pQgc8q3lPjEjAhIrYrrtubnAppqKwiumnegWT98jn1C9rxeikPS6UiriW0ku45nMlT7ZdPrQFUMbsbjBanPNsh2mVwnIH+QLSrJb4aQ+idE53O34C3ADKZXsq6XxeBD5DMt21Vfok8q2E4DlNcAEvrtHL3S1MzVaKVdu6be9nASMzAtKIlYysGuT9cEp2uIsfyvlWUpBlAxRqflbSdNXhPA7U9ZdkPiVv1pHtkGZVdT+rbYdcRjsE8J2bcHFKiGuD4q4kMgiBS9JqqCXsJthc1bYtaiLGzINgvz0tk4yzvatpIIVYSy3EhKmQm5BCTd+iL8l3dyIPFq4MO8qt7z7JHHuGnzNDSZYBsI+kvE1ItQagDVMp8IJW3F/KTqekPYPY2gf4yg3lWIyHMZU4YXNNU9Q78Nu1osKsRDyXCVnMm55qys3s3G93XfCwczGOZvt4TrkIBxURznlk/DMYEBebCyadaeJPJtj3mO8zdDPSTvI17E3BBERniS8My+BL2rMjIKeB2dkSAZpiO22/Iqem0ck6EDzFU64zk6Uv3WDLWV40aiGy4n4hP84lZuQoMXppOxbE0aSNs+HB7o2tShEGKvTrFkZF3cn4Yze7cDtVNqYZVk0UlAGhx2pB8EoyPNSTSdujt/ThvtK92CfmgIU7M4RdEsw1b5qijePYelUCp4y+MQXuV16fL4IrfEOjIdDvcOaA0Vq6Lxyze+6XMiijAdeS644otmT4FIPNJBwZDF0R1i4dhwR2mxB0yR1S1BWcqojFc8HAiHk3663TB3zeM2i27G5WKMadesPTad2jiT0WlqVkg8SH1szQ7wtlTnzn/jGt2Qah7IvCloImyjpm8UuJXGrZXa2/6SmOiYfeS3n5HOW/rRjjK0Z6Wh3+OKnJH6lBMFUW7SJdDq5z+NpwXFA/tV6IVg3F+EQvLWSyCJ5Js7qkbBXLH/tfdCdPIMWNETr2WqDZ/2YeSnYWXdcOAraKbIV8NeVdFm2jw4ZbrUzwvLKdZ9MdlDkC02bxJlAMu+OKS0pdmMEiBH5zeB2ICseUfEYOoAjFX0DktUy3UlCHnHfRs59Q95Szv2t5LL3+3nEX4JbK075JqgP8Ypz5mf0lEGpuyHdPsPFlGKI5YR6xHhIE6kk7h9wtcdWzOCH+JYUfXAb4RK8uEUcLClcxYg4JhcxvKhed+4e+O0jC51g1PSYK2mYQkC4pTrnsNqLZJtcC3sEGKkkJsZUcXFUZ0Ad5/l5EXUSaaizUPzKP4tvyYkLJRZMYUTIY3Iok3Scj2gkFbmUMTRPHSW4nyqg1sBdSG05Iy/NmbGNw47ZaAXBbx+2Relu8BvhO983sX0BM2DI+NQiNdB29vnc0PMgyGEWGtOx8G0NLpnq4sqziaKANN27MkX6iWUb3+eUANEEv0cKm5IvtFoYgEFkAngUoP5eivYcVxo00rrVI4J68UjqIyBzbxHSD8TpTIlWrBXsA6L18MEY9erot2FNC9PTqpSTZ8NtK7Jj2RN1apX3NtJbxLckwEU6AzFJGEmlgTMmxzhZzQkis2PUe/AolhH+S6GqU04J9rlbm4Q75o6IdqdOp4bCDGArumTp9EGoidZAaWWXIY5IaqCkjUIK9b2x9LAYpYqdL91OBRYtBILRpK+8ark3MexBxf0dVEC2IikCEWsxEN6ipWxpAL7QOyUMuHZCCoj/xRBQg4ZjNn1eJI94Yc9YinzNRXAZUmaBgk74tSixZ3xyrJlnUDiYWWOjpdb3eWT0pfsN0zjBdKepV5v6L57FnOrXYODl3WxkkTjFROlLLLu+z/qKK/tsdJ8M6gZyNSAwobmKZQaDJNGYutuh+CuyWjSZzqg6kVIlRWy2uUQCBlroG4pQ0Usg9gHp7vMmcHNJ3uNbA7V9GFN3okbJGOUT3Cz2ZjsymM8thFNu0FtT5A7TQeubF0qcJTjFt8r0ikgTX3HcUkCKG0QMeimVAehhSEaOX3tDMm2pwDhDLJCcTCOJ6R3PJzE0zQiVNr1IMxOzfSv/QuL7J09bW5eCIPjmWSVAFnqfx5ALx5rrWUQjhUxMUmTDXdDxc55nruYAmf0Nk4F4aD8PMFStUEfgA9WLc6Z2uTlHspj6CSIKyDSjfMlDYxO0IevAhCTdFI3Gl6zEoYR/ZJ9fBHYb55Llo6CYqyr2S/tsZwfRz84++T0hxnIROhdNpYgL5okEJDMna66rPot5cxZpIUYrXQD/zD6bUNm6hebGanmn/upoe7DPrQH1YBcrJb4lfb5UOoIJpDt4jDCQzKcjmduTfcZcW2shu2LhBhqdLB5766aegRudXO4OhU5aFlemErwHGguDMNDBVrJ4GALqSf5UxEPcSoSEWdCBlUrsfWCfjTXLYZvlS56P4OkpN+rFxFgkUKHD5BkpPan5TK4witKMR8rTd/YZaqHT2gQQQk3JsBopVXCc4ClDKeFgn3t8N8AzUMUKC3xB5nau74/cOYZn9hlxImAtE5q75nJBJWCJkOGnpcvsNR5uq9ikVr0w2Uiiw5ktjEOjkspkpUAfNpVpbfysfQaAknCygHu6OdtWNVzBxJJYU8mDtRhPeAlKl6WSOqOHpGwLKo70wS7MFSHZZt+Wqszia3RP9ZqTfVJOJ/B9PsPAvqeBEZCXTGMd7LML+MFhj3Mu5gu1qbgmLc3ZqEwWJOZIyO7L28Te2mRPkzsJHae+Rn5mnzBYDgwXgH/xfV9LRBhLEHy3GlsR0YS/yFQhqWnYY6vH+rX2SUpvGiiE2AXN/8A+G66M7sk+H6jgIZVcxXqR7XI43oF5xXyzenp/j/wUPbJ9Zaq4H+yz6gAmvCkW0Wez5T0j+c4+RcfeCeu5JoDiacVfrx9W0ODVaSvOt5SKlEf73CN3tpDYgidd+VLSd4aFsdQAHzpJXDAlHtcbsAds5GAnqDim48GKm+yaRMzcyORdq1pOAMHycfXE+6mNpuGlfVbK6SqL7VFdarV5D3ZYKdKo+uAIOlJLUoLbnKfN48Pq/Ro24mSmWm/26VHpdgNS3tXmntECuPLzIFSMwM3ByX9iFFxh2CGdelBKK1wTH2TY8sI+Q+ngUIzQZMRWe6s9Y2pvXatokLua95ILRhNqp5didRp60xnzeFR1rSghxaJIsOJE+5x9ulQj5LRGTFmcQQUpB0UBX97lfi0piPXj+6f3m1xhsDwaxbMI6hr4HkIHcme3E2yNGl4riIwg92P7bKywJPvkirVZ3a/eMy9aSTSgs8+CGfmAa942AZALBGrZuqBADKs49i0hNsA3JNYnPl+bxff5apavctV5a63op40DJTY9gVwrSsVLcnmzXi7XKzyzGYP/slNq5rc7UzhkLjv5avuccsEzInCVgD5hnywRHOPbxwQVYuxiEhXUU4ofY/uC7fQQaJ5R+XxQrbU8VW1b/TP7RCQm9k5H0mHOA3ildzvxypt9SoDIE+0iieko8BfwW1V+zDjiMz6WYShf4J78Z8QnkQtMFVGWhV9sIlB+GJnUnRS8gq0I403Kdr9GTRFVl1ZJWAYnSEEwyQaC9HtnHhRGg25879icuf7H9plYxh0RWt1p4+ojuJEwNR5hyRJG3BA/m0Ax/79fJOf2yYnXfZzEQAzy8g5eCjI9b3KyT5dub2idudCxKT2/K/IzIj2PbzFz8dVhqiK2x8L1nvs4LI3+1rwGqh00TZrV41D5F8q4aFWqSU7EYYwDKgOnnkphM2wdw8/ZZ0Y1xX0VU4Bw7J+Qa1i4EsOXSD2nOswPJcDlbJ0OosRpNpVCHJaN+6DBzggs+Rk+dn8Gbz7YJxdEodp08+Xxa9pbEvton3kHlpBsHKpb23bXycVHncyWCXdUCB2BT1F8W1lNwc5YaxEZvNBZ4JNVsqailh82N4f59ExdjKlS3C3nP7c+iBSZPNa68Tv8J8SKmNbLXQOnfWSfVsA/s8+VElBkjOKdxahVNMjbYwIMlR4Stl7ataVtsBClBef26SnJxw2q7zxybcBbi+bcPjtBSyKV+PgjLrAHJWAwrQ8p+hVa2Dw82id43ikfJDKsmPaZ7qSdhIyQimcbircQErPlGKWQS6nggLlxjqEq9d1kKI7W0nzAigWtpx3f11JOt6nELfmxfdIy+NADPkdp74JZfVu6Hb6RWaQq6exzJ2VeSeg+OJYf6vwnFSh0Lf6+mTAr4ot4T2C1xZl9ErSaHuwTz5P2aus7nstL+/RJ8+G599xxEoLErR/sU3lD2ic8XoD/PGROt+tvmOWgNAW+PpzWl3J34pL+FrKmyKd+zj65AHHdyOjY3PP9Zw26Q9yGa/a5MyllKBtv28o1hAYuMTb7nNDLeNzOQFI5H/L5VEzBfBzfCjdocZjsc6cnp0dbEWF8sk/X5V5AgfSGRTrqCCtNm0wUFSedMF3sdKqT1AMz6WUepe8c1r8jnoebLsETMDiUi9t9Nz3xzTfrbMDhUxJaHZXezDS8cIkBB/LV+0/c/P1KKtOOwLwv7bM2ZtpjfPveW5qIuZA8aERl4MB1r6W+J57TNOxg/mhE0uY9oqKsd4xvS9tIcrcCHVCke9eufdMH+4wEr9w31oJQU9gX4cuKG6YQc5IZWMzDyACn8Zl9ZgvlFgNCoHCZsYJP5SICYJXXUiMJvQTqLB28xnBhSMSUa6A/kPlvAmOlHmyYuMdui7JfvB/cQwwqX4ayn7JPH3vd2vXB+jwwEm5WYQSlFkWt7JMQNy7TA+HrXP4Vne0/Y5Q/OOWRpEiZTX56lipmqm8o9qcfxLfUceFlFLNaisTTND3YZ2xKjtb7RmfMWZ8rNUcLMlY96WMr72r1fCZvXAT4AgpEzKOOmYLPbNO83P9KfIvtTYQz3a+0x8hexLcEVulLfOQIlfViI4OVX2z5HTPEATiV+5+AT3MJbUkfpVnYOxWZ4o/i225n6R/i23nc4Z9mpLLzT/Etnjs3TLuWGYldtZkc9COjseaL39mn18EpqBLW3mXWNn43MJGsM1MKXDNYrGjQXWxRnGBSgBBsTKnpULJVUJnjVo10j4ROlxL+qQSA/Or9ZzoWBg5gTRJ9feQ/SSfv+qf8kDfllQXnK1rUWRoVQFRPCZkLhN4Z1R+izcY38EnXx3zMD7kHrb4mRIK7jgWWObNPFZlonz4bwVXAZtqJUw5/1kjroubQ4mJiHDvtP1FIwNtknzoPlMEa2hWQIfCTVKt9YNd/pqc9Io54nb8fM69Y2ZLRUPt6CNFc7lddihsy4wPsSkYUfr6xvpiP7BPqDD4bCTyIUT/fcW4CvISWjtE4MS4Y1tLJAx+EmhZQS8BVgZ9JszP75J65ZocwVd/zWTTbaakCoq6gEMvyLD9E+eqNr04n5ocO63vwgX1y4aE6PTFAyAglK81GJ1RSIIh4HxXzejk3Y2yScVGrAPJny4iFcDJMPlfOJNekDH49P0SZbzwOfOODc1oFVRn8oSIhZHRgcffeQJ0HxQY4X+0/GWZzAEOXIqgek+VtxVNzJ7fj7054+zP7tF4cPsME6Z8n4mGINsnZmBsd7LMy17ugY15bLhklNxgHFVh1L25nny73IkzNUVR8xeeJfQWkYzJXX9OpwTo47EvGHGjQrY8BEavLfAO5PBokZXLFdyx1WglsVrYKfp19GjpT88jX6v2hfQYv87ermOHVICQ1LZOQqIHVxMnD32yUPasNso7IEEqauLPQNqDH+Ha31i3CXIrpk9KusLNBe7JPv4NtmnfTsxnr15EE1WCIsM+d8XGk3tE+c0OFMs7i/hNTDu96VHNZyefNh85k8TRnrVqQ7S2LlxvaPrXQPBpIBOQ7FBbx3Uq4h5l2Y6SlJQjd+pF9RuYmVPfYcxlOFffcq4CsjboKNxxnJTm4WJWYOvJf7D+pSz4RNnfFTeWA2R3GUPh0q1TGsb4SrHdaxlKVcsGyjbgyYh3F/bC+ohJb6OPptkFA5Wz28zgm8opdBx7rVhLY7UCMfBTTdiKsmQGR6OhM2o1jFCwgqqheGpXTPmefSjJgIMrwpScHuuXs5NRfSvVxbtKkPkEuqK9w6+xavUi1ZVxyBY/zhIARAuFMZbGoE/vRJ/JDNanwPS3gUcCTC3BccoJFp/0nn6nKY88bn+kwNTwxTYkv507zBauJCR3zO7IIf0eBZ6C7I06hw9712J8da1KKdBz2iVEWe2nb+iqzTXBaRELsTXokFfeA9ZWJuezR76ivfHTM9SAD7VAamRv6H2Sf7lrTkgsub6vgNHEVf/jcW+FRDCtpXEI6C44yMfiWqNotHZrh20XRAy9sqPs5mSr/PWZCTGp/LuPSKZvG+JxGXfjiHXAMwhCgZrJAyfJIWcOOqoHmHjLReDDcIqY8z2hKEV18UfgQyllrbt3Z6u1b/T9KJDfs3APlwQbQO47B41xpYp6T8rkea+WMTZ0nll0YUvpyNSZcGzg2Xj/UTE0iIh6420b9G7ImiFR9JVBbJsf5BAB6aN7jsRJnRGwpHs9Ysqf7icQ2G8afyJnw5Czgp8Ilcg1AfJszpOW3HHish0sK2eaZ+U94bUwX8VsE3FBAhpMyub7EyEtVTXNCLAY01xUAYqwLIxDLCUBACi0stDBPKWGaaKbvd6j8U9WzoKhGRe+TmIQ3pLrzJNDu0adO99ooFXImSVaJe9bYKOHjhGk3LKFqhyFSzJPCsdNFihmfW2wzqpFwD6waX+hEiUFudE4MJQs+uZQb/pr89LE1CM847yJsPwikGZsGF/7cM7/DXAnWoO0IC8lONbKl8rdBzPhW2xOus3Dmrj3fgc9BMmPAJ5LKPv1zObyhds34GP3nHSCyeKBrlj+JFxF4gyH+jkVU5SW1QrXEg3ZLOdsvFMnz3pt67n45L9FU/WUqWGl7cMgPMQ4JkGO5pzVJUpYYKPhCBhpUAIBmaGUpSkCA651hxWrun7H7CMioROhTB4gTwg3R/ZbSlnlFTd82n4Sd7Kx/wLFF9MDUz1lRIRiXNClgrhYH+4ykq4L+7Kcp80PI6RCaaPXn6qiLW6i3fCOPPCd2qS5KIucmaLjgHrgbwxawft2c/ZZgqq1+JPpLNX1Xjkd4ps2SUVZlO7+tZtt6a3e/l+x4YsmEMFX0JL9bEsdWEqdYTR2rziP+RtAHSgyPD800fxlEZPaUG7mABOVXqidiq1NDPSGn9jHlcZlYYfzVjgfscoDzoEQh+WcQ2GPWwxdK+reBmgujfzhClKWIUa4kn1uz1wG5FYrtEslYSLobOssbfIoPe8X6CrA5Jra7YufnHpqDM6qIemOlDwneqvI5yv5hQPzcqGtpP9gnwYN2MfZDrmzovNfc9p94Tt1z4/3M9P3DQHZ30F/acHEQrv5wrAmsu3e6zMjIA3JmS72p07yTTLs97wcoJLOZuaFMujPx9VVvKqKyKZHKbCXa6FhW4fLPtjqtf87T6XtEAwB9xLG+4qEeACKDxtPmBcs3i4XChGrOYK1ImWQJ0ojayiVEi3c0DFukXfYHKOgYYyxbhOIJspi7r+MlWrUHmLUH+Xl8g+hhTCtiz2x7SQC1lTt4j74qRugzmxI1NnIeDI+MobnmyyM1B7Elb+z779udxJkJp8Lzws7Q9GcropOB54M/Stkgw2/+LnS6BRYrNYXVWRYh3OGOPf0Hzgq8aRp6T7sOPyTAkMeUNvuODIqNsQipxyBkwpRNddDWXTH/u9FP1L8WKPihQ8sTwB102Uzdj6emMTFCOA9sGqiSyZbjxWI2wkLGBrm8tTx7S6lPNTshpB7j21cCNDEspXSJ2R89q3etwYp2XH4n1U5XBnAJXUQH9eMdwcOTgNB5IAy7DUcHcAcidnHYA1DWDYrdiezTtZzytjtj/egYIMDAFINOK3mPB4CY5LntTtcCJTB3Jo2Q5rumkDpKBeO0x0h8fBLCOUyVKkJEC/ViRKMTnq2KA0XIfPD+Gd8L7l262nra3ELl/CZ31rTAD2wzux9D6D85QgKgOLp1rH60W7+gqV/QIdcLLuBz8ffVmq0zfm12D67oz/mUUogu5+qrEK4v7L4efHPs0WBGm/BZPBJsNyoWeZ0pni9RAATU6mzsw3IUhJ/x983V/8lyULnD/hPe6Si5PIOk68jKqok1gmzVKzsJVWQL1VNNUxqw0oTVCCvdDh1uX8ML+37zyAZrtUCt13rS3j3SJr43zDd3dLEh9Vibckl03SM7nrhg3m02ccTeLxPeVU/lEqq3kSRcXOPMQLcYtFmBDN6o5SxcQct3W62dIT6UMwmztG9jvV4aIfwKwrSs+/h2WiR7AWKcrB/9E8EyWzfzDbsh1/nMmDg364WXwNOvKb6L02MahhBU73oIqS1LuWFuXxCErzUGWCPenPMGGtRHakC0hiN1N+nCj4E7VBe77dkpYlscxos72WyIkoEhFRLIRYtYlHReJMQjWliiHN/LGrK+EK5FLIWz3K3v2feZUhWZ7BObmlfeLAzBMbCnPE8R7/tPFA6GMW3uHfF7UPu4Luy8y/VjaC3mm6fI7xQ4iBJt3LxuUE6ARinb3HJrU8D390BdZd4iCisTXH1F8d1yZXWRpT0drBuoEjkL8HDoLGwfg44nm6Iid70hBQKzXNyN13wjMNuEGD26Ro9wsKfc18OqCzJpcHWcnjSEPYgHI4UFLbMYzw29VzOCQYGMTPKN2lWdp3VuKlvH2QnJ5gZKwAs2qGGKRQs8kcnpe7rXx8KOnRg600tJJc+REcT17yWq/IT1f7t9oPywbz3EmG6iOXE3OYjxkGFOu++Rva4OL3GEDzHtPGObpbDqRa7kp7cy8WnyU/hu/jjx0PcICWQIVa+BuWCGa60BY2TvqR4NCXR+BRGn6uartp9IMHgWKMcTqW8d/ZTbqQ1lTCakPteZkOIcoFrMlIUN1PTqpnGGL37odbN5ZAiewPD3MXU7aLKYrHo2w+mh6uupff7A3ZmGgkeBeCFOD4bBNnL4BvARhEeIiu8e2Tctc89G+olE0pCoG8Rjk0lU4WSKpmRXsKdsHKBIxgFwHcCiN5Ta4LLrx54dRIMFIXQTIyLy2M9J/fmo4wD2/BNpgQhrPMQEkzlDK94y+wX9ZGFautIxYZKzKwX7IhsedqK3Imsg0j9mn3Qy6fiR/Ol41In5HTSDVe4ZxWGW8leDcWyNqThZQlYdQSld6YRqZ+beJR0lBQvRJFXxLaV2N1FnvsTkEJ8MRTXBYgTza+IZwF50TEoDsMyMxtODFJTknHyTXjrEnTEmChhIfI8QyewDtjTfWro9sijZAuCOp8IxGucSn1uMsHw4NXVK49ogGVBEVop4EAbxSz5eyUbHTsddkJJ/iBQqUZB2gDJpUMSjGKY+0B4jmQgMHft+xyoAtDHXCrYJ8wSJyFGOHMDATwFoNOXEokpsdsYr7UnvzsT5tAiNfJHyiLAGp51rj8pKC1pip5z7xY7ZYBXKJvgoctkRx4kS2zC1rvhMJJhfSBfWadNl3bOFtGxkiFk8LOsLd/zZ4cG7HSUQ84VeJ9PlJl33umQBNet0UgZ4GSmgxH41slk4UTvIWAywLDeDzhz6ff5B7QobafDG+CPj7TIdwI9CdSi5J2MjkY8zU/Q1JcOkk+M1cYphelAmGpwkqBFJwqxZpwoFl4XddxokxrXhHh/FQNPMGI8i6tF6DGBRkfUwXl5nNHY6QewksTxv2q02XqZOb9+XU3X9LD4wKHUd9LZh8zr+nET/Nx1zEU4RHp6q0Z9GEcg+3IOsiG8/ue5LLjtP8a3dBHfkwZHf1iWll3OkG4CD6Aj4NWuwuIX6HlyKebDZ9zBSF0Tkoa/FhO8A0wEdBxgMSHdjLAUE0qosHpzlO0fMn00oqmzaoR2htzVjsMQbH4QAyA8SC3FCjqqos/ORqtbn8IAjf/SBhN87UvWGbsdvYsQSgU2igdA+Y1arEqHz+Vjm2qR2ZMxeputyjoyM+3XSfY/2iMcv9WSNWyGEzCVKYtAlMiMwmkl62IH2UxtpriMvn+BRhcPDc7STKJfhAT3ydZy4qYbGm4jGkTGSGU2I1fLCbm2cJqPYyu/Uc+wEq/1uVmPCkiBMgk0mcOc5XYqc41vqh6HNxIkQBigODkzSKjzKe4E6JxL7DyWoRyaiJzW7sSMxdbvTODygrgg51QwbgMwD34A7VDWeFePA5Nc5UTLLJE8dmWEQUB5N1hINyZwUGP+In47NTjgHIYsqb204XkEKhzYposgQuSwYmL5Qopsg50lKJgK+JxsecCBR0JGXCYJM49TqydMOjVcsneA5j/zukUek3gmZsuMiNpFONe04ZKGHxoWlDGSlyVHj3g2yE0+mEvmuEZdTixOIl1DTmwwbwUTFQrTo3RlvWKwnrA6AsduxuZnIIN6N9jELQ8TwYcAuC3UCA2GTyiPcYNfWTh3npZxb6HdMebaOiFgpDRlskj+JSqhRIBY2ukCE4UlAqqew00LHejCOk9B9QZqLqeWHqXlgEmMFMBUufFlKYhvtHESTmIwoAiWeNrg8LaJDI5334rnN1RlHk0nH0rAug+BA7o/wxJVO4gfsrnTHaeh1XOjxgRUnGg60zIKWS2aB6sF2ceetCsJvbXtJ4XSsmwNl9am3GQg2FX8N7aYv0bzAG3WLD56ob5x8hsAypVpzbgADhp6Qfn7H75KaGsqB4ZCPRkCoRAgUEQZpsTVaw5GxAjLBKyTxSIurT4Hsg4RFKr5GdcRHFlkMjugUsbeK8gvn7ailjPjKyNgseyp2N0MwkSUp7GhlOr3nSJSHXigcnj6YHcVtBnJQlij2g47/atgxYoNDgGw8mFmRBZWGH+EnxD5lFP9ji+G9hAhWzeyEAaJ7YNLy+GLodyu9qOtiExe15he+zSIgQVGkd6qRhiLD4uJ7oK080sjpqdBSa+KJo05/2++40TShBp5FeR3L5KQjZjWOr0h6xC7pSjNyRPFxZDZpFSOSNX5g0h+eDG4q5+0We3XxS/Y7OK+vj60tD2uBe/KtuOzdYcvkdZKxnrGqBh37kTQcJer6cgJ7Byo032yYuzARyXgmhNzxinWFd6G4XEkrYPesRdZ4a4zm6bBa2qkCkfyNbdxn3jl2z/S6/BMFtq4zFGzA6QgOAj1Z2CAMk+DQZ1UOif6RYcQWKrkUZPas+cEYPr9ezexy/IMPgNxgn9O/74Kk0NgVg8uTP9Jd5+y02G+VCXP/ZC1t/1u5T/eyUDi/U0B4jlxk+vfJXaCPdv71fuB7PpK71dNq8kXyhl+l6/wtHe7FQH/fgRSj/zd+l8koyrSLuBz2+FPlwI1q9U98Kt5JmPKbMA3vYp/O71THZML1711L08tzP98fIu2AnHTofCC88UcP1Gy18n4TlnHxn79b3/tvNU7fV1J5cnnydoThSb3Y9f0/fRL73sUu/pgu2P97hgLI0r9zs5IkF/f5KTvyo+RPXCll9KiwxVZz+jaM9PPqzhf7/Nz6LQBD8rcZaCKfHV4M8vA8PCu2eX9+vjWaLCHiFnvfjH3i9vyLfX61fP0g/VtjXODWnPhimOeKuiqx/0HfEsQdittKu+g53YpEf1tOvNhK1oblEJos6MTXWO4l/OlQrGWT3YiKP21tSDaDG5W7JowdgweQpSG1XS1jZwANJEDpm4Cj1KMiQ3iAVPK4NAgQBdXUE35CpB9Ev5g6egcs8gzUEkNJT/Vuv8PsBoH0hI3DAdhQy6UdFANZugfEKjoJ8QldAISNG6uRLDatSqnjGSVK18yPJw98QizgmfFAcQsGiq7tbis5JYPSWb2aaB+PwEfv0JmYCMgxwI1FbncD3nlOzDpQLtnQSx7hEAuFArfH79vnXceD1pYCcoRJ2k01ypxpzsScdJ0Rgh+F4O7EIGbWeBkZhwn4qdH7HwDr4qupATNu6HVehlAYsl4E6lcJM1NB9QexMD1oqOKgEmDlgmHsSubwNGLjTiNGij0rm2kaUv419CxdCRMDSOthc08U6UjEpO4R9iloTyiUDMBxriFTAMxnN006NIiNoZyywDeqsnQgvJgAiALMJiPnbHMepSbdJpgPpMieyahDiJqVN3CHbJkGKItQqGgsqAl6ZtS0kJK2SOpPnZ+DXp13yv+53sVCL4djxhkKxoWev11bzVYiyAIXZpehh05sGHU+R68Ewq1NvA755Brea0pBpblzEsStROR1wDpL0g7y2smRUCYygGZwQEgLN5lJb65rWhAEvHk+2Wd017lx21uhg7c4AafjTpo8GTcUqThJQqtfhOvIyAB+cdDBxgnbDE7uOpJGmdeBuyaHRimuN/44UcvOoXMhI60r1xdfWGmpbJKQIx/gbYPMYIGZIVRtX2ZNNNya3JMeIDL1io9qhvTgntW5/tS8/OX4Jx5d+4D1hqzR7E4lDOqlFuphxeybMC6VJQUew8lgkso7qAGPbVmG1zauzgWUQwfHbQhpUZBcDsEOEJw3WLhm5IChmzZqxO4pWG7WyUJ75iHdiP4vic/8Zyx+PVIoA7uY+SHFLiBRGpoufdwh0dmz3MQQgVZOMUltQejqxPKkndkmtMUgg62T5S+NLGJP2f0QsaUKyEzCt70OkyvgrESiA2OKorbw4NBPkk4yEtm4QTQ8rhiKh8eZSdsA/iu9bjDH7aFB6ImZCJh6fAce4bMYYJc3z2yVuBzOpY6KxqWBoNOe1DL8Dpc+fg9XuvSTg46pTemuCSr2w64hQf9Dx3piIP1U/pW7Qfo4EphmnZA44eRoEQtGWRiqr4d72NC6KTvEIgHGoTgHFvFBc5Vuu3muX/ADy4lbA9GQnCapjDJgA1zA1jzEvSeXm3Q+iG2Dw9hj3wNiVkdtJUZgSfJI97jhY9OC+mW65jWr7qEbNrXFIxoGXA4CtEaYBaZgNfJMPFqERBO1ytHOA0jr+oZlT9WuwZsEzmY0fSaTtkd1afW7uEZFHcckIHbGMxG2XSpcl8M5CQ4nJHchocyCkRcTQwX7EaCMUDyxAcBPnqgQi+hrDE1TyLuu0lgZdXDA13XxpF69h/y908H50a8r/zksKKy76OK4BT4rKVyyw0uJNRSjJPQhvHUxCRYSlBX4Ar1MecnrvLDPDI4bSqygUhjAKCkXCvYgbnCXGhUvNHKXaHXaFgWtYSp9XTavc1lwZlCircmoIJ5cr9t4rwrdUBd2R+8lonvnaa/rrHl/JLoYSSpWG9aFaavmeZpCbnYAg0zg69eIOcDdo42nVGg3FjLfg5wTqr+F1+WhcjYd5fdG+zeV8DDWFzWHTvBTmU+6kP3iQv/1h8gASB4jaqjdZmybMhddO3dkgQkHW4a8YNcBT1JD75NvTYigNS1qca/sKTkL4h84hMGZxjpYTKnvSznAnD2AkJ40fdp64Ip4u1QwSkUgyr1SlFfyB/WYgfSi6sRsm92R4HBAGdvnTpiVjJbi14EbLLYHoiB411pDgo7WaNQx/vD68yDJTccWxL2upbnon8cHSV60GvAGScezM3qlMQZh94cTTKHw1YzYQTkAcds08EG/ueFn19bum5B4CgxokEhfmA7vDoQ6MVmHGvLmgLBtykbU9xKZBcNm0IB5qTX5uBXbyBelMTs1OfevXnTZfl5SQyTTaSrmLlMynlK2Aa15Lpt2wQC3IGkXvdckTo3HcUPhXHgUI6kTGVwtSdyNaNTA8mllDVf2uadEbANzhuxnSiLz3Zb6qHuIJWQgtoMJpCAKAskYuAjhTVqqAYuljyqpNCQwv4EB7Sx/yz6mRuqyILSrt9Q5LY2ZCxKplD1dgK+p0ZsQt1N1FsqpuP49ieJ2h+uTKibrdpNMinWqucgd+yV1cikhDEYkd2BixCSmG3sHPRkRt3G3CMJbKu+OB4yRoeut0VQDso7u7VMtuZ8Q5oMSEyvHmEkw0BpSwZej5qtgt5MWLqPcSuK1/O1idACLXI5/8wEGHCqwkt3VjcQS6ar6MOKOrpS2HGsmAbeT4omjIGQxNsnaMiB1KKQ/nSGFUTsFD0MeMfSlhPtzCYqcOcVdkTAVz2HiQXZFjOFUSHH5fsqKgLQJJvFAK5KK6ARsns0SBAGsWZzsE4LrWBf88IlitBQOwk7OIyn6nvrGUUlCRhiZUkrk7d1VE1PeJB+jPit66JZlVwO9mGru2HncSpISVOOk32N+rPG8JyoBS1yPFgRDYzu35ECH4sEGEWEWH+gvQk/Eu+Q1JoN0wkfbOJmecLUcOmeaq1JvcMkoeY9Ae92Khpsqs6Re4MMELsx1vl9ATnxKI6D8HJly49fgGzIxkHjiLUnP4gxKBpgUn3NOS/LP3X2uFNzBdZB1mFoXwUE3iy3gZp8kdjrYZ9224C+R4igV90jyLBLCllTWJosBPo4BBF1dcalqL0X66qyjuofbggXWmICwT/cgu5jJm0ivZkDVc+rlkqcZW7Lq3D7Hmsr4WsoWVJPU69FOEKoqqUg0aCFRYCzdifjf8WUNpS6QQrsMfPZjYjDAXK0WD1xeJs17QFwLYy5Il8tqJ2ybFZCWtLkZJJabO9pnSNIA72ifJPycHdLBtE8yu89wHVkjNf5mlIXc1/cs0hh5zbl9kq1ZFSQsGOO64weZVhabRN91XjIkfVqGbLeq6YH/dWBEpQbCc3ihnTeOMglEW+PIP/6YjMFbbrsh6dv6XcoU8zWIyfcUdjbnm32O/TifKhm7oFZFkIli24uWyv/CBdai8VBC0otM3JX5UWptgtcXRjo1VbgWuAfR1Bq9M6VjGyqjkHMDaSV8b/u92TrZVo/2ycxsu4hZ18EIZ+Tol4TcfLH0mISdigzaCN07qWjiA7y1Mqa47BORRPGco7RaqOlk0ouDfq5lDnvrdUyO9ThRcE+IVVlDasX0KlDDPdrn9lCc6uyTRMeJFKADZrEpIEoZGq40Ryaoc/ts+bgDCkI4pl86pTNIdtQddxwn/Y7ts+uRGoqdpHsh+eK4D5l+l5VipL/vvDNHmR29s3PCffyD41vnwYh9MR8W7a5xA0H6NDnGSOBCVcDs0z3wILNONx2AbpT2k7rc8VX3SwUTNAs4wnuQk5clGNJTSjAnYqR8Ium94ueUkkWInBeQbgcdvgift3TcoWLSoZVNXYlujUT5Frdn/jOlOmP1uBwYAY1paHjk1nWWs0W5NbVi2mdMPbV2c79ZrRfMrEJqrJT47iLqOnQYy0MMAmef6mTcXqZ07RKNoKSuyIWNvxCMpgPbgYMc6mifNbbpWgGO/hN2Dhe8IKtUEJpWK+xzQX4g72P73DoiRqZ9gp5/V07Xi+XT+gn78HAYf88FFt/oSZGkBxGaUd95qRN89fR1Opq1w0FqSyQix66Sa/E//zGNyReuLdeEoSNZ7gcka02kbX4PzVJMQpUHaZ/xOBmCi9fUSGm3T43EMiHLaUJttTZ7ZCc3ke/QOLkkNwRLCC2oLCRdjfytoLEmi4r8bROJYY1l04h6y5r3SfQCnzBieocXRDnkzqNSj6qS5CHeiZm8TEQuCbZ1Kjw8d8TzUnCZKJuLFBE4goX8QcF0Tst1ByZ3A3keBd2eTHIs1VB80UPp8vpeZUonphTW6TAJ5eOf7DPQbS8doRtmUq7DMjF2Y6Pp+sA+G59rQSyVn6JTIZaEbRO94Kn8Hqt6Yp+9u8/zx5k5vtFXfH6xfn8/ny4Xq/s1ZtQplnXFbC40dkQmaOcfTyQlfd7CnA514w8MrFCKfN6NKDhdG+2J+c9Hphd3IMuGUQUQ+aTcMusRtPBhwwgZNOg46o0mKng44QWZxylNU9jFK0OJqksZ0WQXqZdqmALgx6lmGEB2h4KdGssLfJ8uaDT95AOW/9SOlrIJ0CKA8oAv5ZiAApv7bScXvG0LXDhcSxtataHUyNQmMkiR1hWU+5TGTWZoQNrnEmFS5lG9IfRln4TTn+zT7bgKj/mhULp9qN8k4LejN04iwRyD42p+bp+18efVFGKGd9/aUHdNK0ml9Ptt2IrVxzCptNS35ZC6AF8RjY6hZWGy1TuKiZ8WMq9Bxi5hQRxyRdXwe6ivTB/fGzcvk5RKf2Cy5gZX8M0+JRtAMRsXP+7KDTir/YNE6tSN8gJGy1oM0jRis7SEyRBh29R4G6EwVsTbThktHlLzKggO9hmapKjMMEC3uQSVKfqJHCaKlDCD5lT/HAMtOH5PfHCLqr40kSDKyprMgiKpVBN3ZZ8OBfcovjwiNTLjUOkI+guJ75ZGERpQuaYWSj/QujCQ2pgv5MVgwCA7VhsPYfGhCbMGZ/nbMhycM2VTCEuCKtOxwaywkQyoF0OubO8T9skbGwioPGRm6mmsrVRMaC84eOPvuq6HHQlWMgo9YU2MxLn65RaKrTudAEQSqvM8N1L23HaRWXPYWurwH57nJkBhFCOs9f1Fa4EZEz27csQqiC8FJKV4Eu6WKPNa0mMM0HxRga4bEheR9Gw55RLp0pOT2iFSj/HlAxfG2FG0Ci8xYvBMV7wDbzJPBWkzbyTpTcLgheiBTiaU1WeKSAn7gYZMfeIvW67ZReOzDoo980RibrMNt52kOYZ5lYAmaawT6l9vaFt3zl3+MEui+6cZ4MOdaJ8js5UgrbH08jv3sq0yS3h91W7vZwx+ibP1Icgx7ZT8sCeoTvGtf2pL7vJDAbNCDNZGxqiuNgEv6OQLPrRPEtMHcswbqTwlBO5vNsNjR9v3Gt6CJhbr55pfG/SQoH/jZl9xgoZyVyl9rusMzjO/K4oOu84C4srtd7TAEYlO0ehmQR51YBGet0L7wSMBHeAhXoA06jbF3OMkivEWTN0xZjpTk8DP00FCxIza6V2rKPVNuUel3AWU7JF6KdlsgnyAM0RtEf6BIqywP0a7tQS3GpvlzA/Rr7UjUb1X+zN835LSZ7IIWK3yQ/CiofJNbE9ZaUvIekozGEgxdyCFEyzUEx8asaXo06kBnto2ZWyytD4y0muJx2LpWIjQHD5ySeOdS+0FnSlz6iXybAEku6j6Tmft+5GBeJWt0NVdBO6NekBZll1oGqZhJ4zC945knxivAoqEMorPDSRhDAmCiEEyxP53zVZJDzfZUf4WC2ZcAQ3GltrJYhOJx9kL7h7vpBNFjZzVItVaFQzH8iexiwmK0oIfqnt53pWihpJSbrjq4xz1vvqO+ARVE3kPQME2J5RoSmjB9j1NDV5vzY4RYmIgrAr7oHLRrGHVQ0K8EpLBLH+U7nV851p3MnxyJUXAu/GkIsu9OO/XFtY85xk1ShtuvpCSwcY0szSQzzQMyxgzuNx6rBays/rn2KOyL8S0U2RkUTGZcqa7gArviwnMcCAY3WEv69Fjo9LhpoAXIV9EXMKKygg50QY+WdJBao6IAOAi4I5Z6/SiKfasY+YtIB4ZDOhpfXXz8Ly16p3MIe93AXy4mSPunhIzPpw/F4CxY2iJhH4BdStvyPj2YJ+QUnF9yu1yPprMKV6rKGEHzeXnagQvAhRis/jO7XMoNfSmo+RcNyWEnHKiInckdIZYMOSBm9zF6kdM5q5+j+ecVFvEwalvrRyFJYHDLoMbjzulrFKLI7+L/DvCd7jqSwaAFgi4RoA97LzvkbvMKqqZoiEUgq2N6XyayCnsN099KudWeUnZVQge2Z7UkxCJq8ICfJ+p3bKRTcqwhcRaXWTTCeArKI2LjyUeCpGNS859VhvQwzLYSs2Wmqtn+aGYH8IFKSc7CZm/rYE+J/4BOHmooRK8CkIUjDaHWOB9S7VZ6bauI54YOp8F9p97xPGJEAMYbbnTGVt6cV9WgjfhxT0QiwFyZlsTfl1JlxI3XzR79OFRJAjhbKYIK3ZF1T9qpYoMGWc+Mzwy5MXRKwf/KayvdBD4viVHvdIuOVLnG5YGbAmmjTR5KdErNfvoO6bxJ4NEg1XMHevfQ0NuNvi6uUWAZDGRnVs4U6zDhDwy/YgvAwASzi0fMppQIM08H+m4ZFAWimQnQ6nFyCtnq30bOMH3xDynMJeGt2dqbGei0Ylwd0z8l4V2X3mrn/ZFydeUzlURo1lri1qPu6cCHZq76pnirnw3tJfRtSx9WmLPa9jy0IdyrYmnAnc+OKZp3Tvo1ztT6pBT1xXb0PIU3yJnYvqxXB1wyjHldOEaaV042pLl0fWIKwEsKqUCsE4itWZoz+rqeF9+aBFnF0xtEPh9BXoHxLmV7nBPrXqH6vAmRpx70tR85hJQPzHaZZhcWhKHJDC4a8T3lXq4N+3xsthJI7hmuxndpxGXzKhLXKfw9oCFYA5G3HFTSbPpdGGLxLQcv9uDaUi0v24CtquTTIuTA5aZpUuEElHD+B/yxwW2QrvijpuNBoJXm2ITS/HVhdo4QeA8cs7Qtlo4B1m4Glk7xjiV8z3JTRAJy1VsDjnVFijvhzGW8y3ReWmJrD/KJYv1mt4C2udQPN04M0jGPiA8pJQpyi0U6nMfN8uO9ENzawQB2lwqs+rpJhYIIrhtjcKmetAW1EvFA15CBxrqqev3cUpdVSgTgCkIH+FQGqwRxfKUWI8SaMBLHlibZpy+xR6TRR3URBfIsW63C4gY4zoNCQtGkIPFOSBry7bQKWoz+HCpfWBIiSFpqeUVb4HfvcSPcn64ul9IwmdM6VjeL7TNodtaaUQjSrsmztNmZe2hngo0A+R15uz9CcJByaFDSJaTb5zfS5dTTEaIiwOMFpLAeBqQQiYGxl9C/3hCbhddrJpGmmnfNd0WVqx2/9jpK0LJC4FsSc1NB4tzSMu8Q7tTeLdmnxIMbbcbWryfmlyRyu4mWo2cUAkwaL1hfRnPLCeK0293753sO3pesRbsQOpbbkaBJz9FA+NMecdEEnWcNCH1dccSvTNtSoQmY6nHKfXqDwfWok2FwEHcCVANOyE+wPK6IkNMBpGJ3IlEASfSqhJvUeoGFGPMTHnMEV9YdIYLG81MqRfd3DaGiRB4w8Bi6owsSZQRZKM10deo2ERiOhkS2+sMrPgz1f8oust78B0BklREIVvYMI5cMdKJHGG86EIyrAd3g6NIqnV00ymGdvtiWDO2MXV6U91xKnYi+9nruMosngsHUyML4y5pTEHIhGWVMeXEPDun//2aJ/Ea7fO94xzUyESlM8fSyGJxqU0UU+w1dgJFmaMxEeUBf3DQPsbWoFqv1/Pl9H5FAHS4abilGKGxw53s9gt/CR6oxPmOHqB7nHWe8eyMpQTqugOLK4EyuJO+GtXusoPqNOw3kWQtKTySQcfz7x1oC+CnPOmVjiz0GMo8EqFzJtKpw0txYtKi7kGWz1bJAXV5kZsNOh05G9vE8UwwOmZmIPEthmEVEkaJdN6o29sw5JySJ4Ua1SNmbXGaMVde6tBOQ1M9VKzExYIDyUTlgG9/oVJIomGEQScOm2ADPdYaLpsCsjshTQLQaaKREPmgLSg+QLRG8hceTDk7MC6quSc+VEKljRebHOOEpV8lNELvwNgUfde8HQ73n5H0tsdVtXRcYg52LZsEYmYqdlvVpvAvIcCYmRPxGh544CkCHkAyexyYMGm8Ktl5xGoXAlzUnEvX+37yQ5FNa/Fmip8Sic2MHJNR1ycpa40NwzzgnA67KjPTjFHXLcSJLgH1zDM5enQnSPSQ9dDUwQkzua0xJ7YtokNdMKUSZhDFdkqSfGRSaTVivBcCMyMblJUHuZLQ5o2oxFHrAhtQA6r16odUkYHndf82ArHAEoiZazcgrcjUAL24PYqzDnkLaNYWcCqQpqhr5cgs9Lo4yu3kKyPj/HOyxKRdlVKMuZNl8mfgHeJUU4AMuPx7asAzTd9QHUOp8POkTBCZUtTJVH7H6aFIUAKlrx1w6cyA1kZe7n6C+BbRW4aNC5IcGWwNCMD1erMmYMNqYlQ/Rn0l62YgIihMJN/LrEqQOax8tlSVvxBmX47L8fvKeVj+UMtechny0F67Rd61nWDFu9ttsY9f0yUgKYREHzPicbbJuTsAk0zAxWvg0H+OjP8DCx7g4hvk2LfsTEaeoN2jdIM1c0rjT7+rbejluBx/xzFm7I+y0pzh6hpJ2mC5axlQFECyDIARiebOGoBS+MIEAIQ1awfjFfNxIYnWAK0u3E69mqEdSS/QY9u9Ak+s1kUneirLZbdXuRyX43J86cE0mz/Zsp6MsjXadVKUU8r1GntQlC+Bpyoe0C9fjgiPKTblTttPVU6G2tzgZeTctw0y7TMWyLbFPMriLnXxtFdHH2ClOzQb5O6Fx+lyXA7nK9vLkNBY1aqSoGqMRHhOPfgWpZL96n4rgrcqYosLi+QAdY7Rm4/eFNPGuKuZS+IvALFOm22+ig95QnJMNruGqcBFW89m1e7p8rwvx+Vwvqp9BalI5MUmi6Isi3kobpp5UZXvse0sojjOS+SKQO2PatO6qoqFegHvRgvHEmz44GSWLRfDmTOLmC83OkYhKJF6nEHsJhi7693C9d/vVs5Fl/RyXA7na/R8TUxDu8exBGrchS8s8xi0NcxuR11ZamB/31FuY+xY/TPIOnJ+b0om8KEUQSJ21Xuxy7clYhjf7OeAobXF4vLAL8flcL5G/tAhFTCrbcjLTg0wgv+MVAmXcbLIPvQgteGmbuzp9+6hdEzdvuFw5FvBDc2RsXcufDrtCAbWu/de8Li/cy4b0MtxOb7qQJV6TGAkgB/GrMnyOk1wSAUDsUq4seAj6KEPrBRPqiI/tc2ridWlBs6Cpha78tFCFFrVOBKNzrSts6RuJ98BzZqYf4YdYdyd6StQNYTomSw9a6TrUEZTE7Mk+k/8Hq5vuLdZKDIfR8xeREryPVM8wEhSK1RYEdeHF7oHGKbJE6qob8wLvpdYV0Ny1OvszpoRFCC8TTdexjMHqVD1HRHlJ3EYz7/ol/yradc5Sdfg/yZ3zzeIU9CCQpxa5HxBm6opGnE1uiMR7HZywtnhR7R4CvAepmPDrYVNW6an7ie/k/8UltYzXJ9JnNDwJ5tte08yneDA6TowdUA/G6tTTx8JPK6JA6HpknpXZR2bljc6IsUTQ8IpuunGSxgTBIgC33Bex0AmSLVDudS9nH+t7hdSwt7kKS8F4/0Wt+CBa01jfvgFy0dClp3Fhu3T5M+B35touocDH7w4Y76cEd4hwCSkRp7FsAW9PFSLTdNsOJT5kQQoNBCza4A1D8QEm4hVZXK2h1lHCKI0HNLlY/WhiI5rQv85GjqO8TzPjQE8AKEltIx8eHRPMNcYBa1uvAthAjuzHFt2HQg8A+unl23Hv3Z/a1jVjspv8i3Si3ZxaDz+EngTA0jIG5EPYABc1U53FNkni107M+09fzQWGNnPaJ/oWk+O6F3v0NUn+duO5dozBab1nh2zaCwIhJwNJYprin5yiiKe8bW1n9r5wAM4ofdFS8s4OiyIJv/lT+LwbLzIDgwpJpSMEuvD7PQEo2F2iW//vYdaqFx1f0P/8dvLD3W6z9lsbRr0v/X+O+IUja9DECtqtHdS0152v1RR2PamYM53g5GI6iJTxDS9XSiDemZxvnpJtMkUX0CwJsOPDWto+nySkQfLF0lCpBk2OshlRBmYypzVYmLyHCaCCcg4t6YxwSP0jd5xvHV3t0nXHqLmD7+zUYmBXo5/42Hz3xf1Yuh8izwU6K7xpuCgm8EvfdHysQg532ED9J8zW4LkvJLEKDPD052nIqojRXdi7Z6x9XDEYPTJuiQSKKA9JsthbaKyHSdS9FW7F5ieEtumxlQ3YssHWkBdE8dl20pg3SfoTIBWPC3OtS4061PV0qHxViC16LqwooMxRql3kP66CID9qyusBw04f/gtmieMZ96QcusLGvHR4OUsyUuFrlgohrXQJ6NGrTH1UYyW20cq1VJzFtIDsIyMfdurYuOpsazTo9VCtYHyX15V00zJ2MADy/MC54OK77jjgxo8UfRW+rUh9WpDp6jAvJ7nExfvW0Gw9155YRDdUq93YlJreR76eB+G9GK8gKGMKPtbrCddU1lwX/Ln2WWW/ot3oO7Zzuub69OOOo9ebwfR8MviAZAHEQrZLhjfrhtx8LRzT0STlLOdVjvTxX1PIiwQ1cVG6bTsRCL4u4aVFAiplGsAKCWkFAnGsc+N+afNRZGwNOVdvB8tnM5ju7sHmdHuzgflGojy9k8ktuM2dS49BlBYQF4b1rvbTdHi17Lh9Gy8S2qSiusCSV91lmdGeiSF3cvxb80PccvlaxeaxN/i+PwsQQfPVlgp7wvoTTLyeIMOaMb8LSjzxCNH91tA5QirUSXNWdgdXssQ30amkUknBe5NyPCyoRY0kSmIraGisGs3SbcvBwt7+2yfBUtFBEpA6dA2LckwU3eB85JN0XcRX+Mi4ODEP7CnTJujuu5Cp9mB4BLi2swideOFpMPAxHklh1ur9Eluv6YCASgYFrFvdcNLn+4/fz8ZdG2jLLv9DQ2dgfKVf5rf9awrP7IkTmrhN3aE9Tbs2HB+u2KULJEPvZvQYYI5PgPymPKVPmVJpkwaPZOOdg7u1yIitTR4I+E975GyAeH7vhyClogErql0XHbl5FR33VBL6T7yqB+2HcRo/9k3lJRYbSk46MzJalGg9jJs2b8wG0hwEM8GvrQkqgTs09UgSdbk/sy97MV4AZz2KBwKYvg1aGfBskdzbVYxiL1IlUHevOCyD3W+A/66KDagweBvYfvhgjB2/kS5GRNsw24sm5QVJP6qAh0C9J/uF/jPqBMiEoF5KWmyjExo+3ufuiCU491BFAXvA9VsPRkwvkW82SwkudBS/xrHqCHvJCRankuCJ7WFNPvcvbdwG3pgIfJFlJ+dUBEIlVUfbLCsv0SR31Kvk6sl7XMwkbYoFppZTSp3KiG2C6MR8Q/j7eQ2K90CyOMbnyr0uwddjTTYRBddCi3fhweNHMHKgNcdO3+DcPVq9KcCJiYkyFmwSDitqRxDdsdBtQWezvW+pF6URgNJlQVU/3lE7XMyfYJduLTPmC3uZSB6pqpBaLtDXy28Hji+ptBS2oE7HvTdY0fqD9BBgvrBGPY59A72WUUJhFRIzFzhjY/zjFigGMTqYOpaUu0hIpue9G7B6kWlM1CyPe/fQxoGMIXHZ7JBbajIQprwwD8bL2lndncRactIJjWCbCHVlkbDKJpK7s+/0NB8B9apNdaFSnJ1/3eUS9xxBV2TP3EdIEnXBElLBYQ87ZB8qk61db6CJqmTJCvZfU7Tgr7Q0g/kP3OZiNeBj+kxme6xViC8f7N8XC3f30sPCDTfW4EDOj4/2mdpjzQmFbw7ZWppviQJfYvuPcS35YCZXgjx1iTgC9xOR3RXQK52+X6RU+ksogZ2x3wXnY+3ofi09tw5RSYeEBXHllkHA3n6nRM9/3vyPfge56JLzpK/wX2W4HXYNX+m+4+hIALl3LVa5MwkA6dp56FjLHS/gR9CMTOg20KGRfgh8L9Qp2cF/wm5vCxn0DiO6S8zKQMhJSM9IUDY62dlb+3/ZRwyTE6SyWEUtE/Es3ekI4XpkkMT/MzKzEpmaEnZJDfLUlZtwiSIpBPhRhW74427nokk95H6Xl6ciqH4MN6hiaYhlA6m4RIZoVhS9gPCKe5AgpG6Fxo353uh/BsD9Z06f4f/TN9nENlqoz8xvkVtcZHl2MkBnUPIBKig549VfT/7wvvxokErIT+qtydkrqQ/WtJKsUtEamc8cIU0TlNvjJxqTXmGh1kMNDsi3cOxLSIJNRjULz7Y56NvfK74VeCOavKZgsYdemDQF1xRI5DvHBl+yRUwyA1ZS5FcrSjfocWE4FlSAFlyHC/i10i6EFqBEAEX/lrS3ZA5xHqF83sSTLwczj9ev4tuoWRrhPfXG2jC/VLV/Gm4wGHnIta7tWFezWlEQDhFXhR9iY62q3gR8B/sP1tyrUfphrJ9XkEvJ8m7MVKh6gsZKgC9Rz1mwPuAHuAhPTWU7k2jqx/Mgiq3Q9Ngoq/zYOtNPoHllNDvHVHWDGkc5W+h1xcMJI3E+PaZ+1tTz2HU+yiYYER26uQ4XvSiUTcYJzNdzw2o3nalKioxvfXfk42/HH/1wS9xkraldUD6f4ew/KApgj8TkRABr55D8JT0vZKlTkjTHLtfStg0ot66I/1npGqhp639Z+KovgKMQWGk8OW2vovUvxKwngJyaL2B7TLg5weNcJcG7sJuxMsbivMBOChTrFAtRZWFdWPIdrZoWFvQf/oYqm968V19hZq+K0L5ALXdoJDpPB1hvC/GO2CWiVzVUvnM/BmiAFe02cwU2drkXyb494A4mMA+3U/Ht3AOUG8JRiTIPa+nhQdqhs/t68Zq76YMvAKtTBo8bFkOivrPJ/DP28ffVVBw4y6sdKY0SCjjIuCM4TSh9wPzc4h1bbSxZZLVC+jpINmLTO08COYUMqOoNUJSwnma5+ZF5M36Cu53AFEpCl8mVPylljTkOXfAMNA+2RvKs1aE2XrEDwXePc2VtzKEoBksFfiEzYfjraZaRSALiaQY6rXbmRc35ncZEGNNyYwx43J81/aJecIuytGR4uToIJhHmfzqWeFDBjM7a6ywaygEwUM1//Mrrb/XPk1vxfafxMcnFGZwc9inF8I+wdANkEDpDiJmVcsh8EMl+dKQ1a2HE/Ae7nJrfOEJJs1Jj15AiQ3VCldYjNAIukW82TKtCuIDCm8Sn4Ckryv8PbUfUy6FWySKfBYySwa3ABpAyHW8lnT3y/HSPu+gxrmc+SyvPBcD7peJpIAWMziLmYwvm+bCsPid2yegOGM6ymAl9ZCzPGy9rQbDXy/crKttXTI7gkgNfGO2Ibor0Yg8/2bsk3aA3SG4gLXxQ+USAp7KD0XID90NWRqh1C01ZydQomb/CsS+asam1K3d12VJcN7KS73tSe9aTdhPZCqF8CzxeBTtLCmnuQEkFzncYuk+iHyYoYTO6naNboiLqforcdwd+f5Xz8/Lj8b7uPYdE9itADKkcrI7rilzW5RCOwRjiH7u88v8/s7jW4HkMqfM/U7uqkt9NBVVXqa/tq9dAMuzhf4veQPC8oGcR67zgBmUV5tvxT61EYZCDaxvlhHWI+Eg2B2Gi+1oipVkZSD0Z90JPN2QYcMCvut+KARsp0cbSuX+/NwTIBmo6vssESowm0CYdcdz1SZdv2DRFKmswWzX5W+Rkq2NWcXqKxSpj2wL/MF48Tv0pBWdZG8zV9fpou7qMoUAVY1Kt5fju7ZPiKoCJfdQUyb9TE8LyrGTup39Go99cJcvkSIpmfgMnAqU9TxBrbLB6tvxn0yIzjGqZuxkm43JRE3hTUkQnJsQpuRyS4KC0scN9b/YV/a4iSC0OCpZCSkTbfUe82PAr4ZOJ3+PlhWQ8QN7T5E0rFiQ+EX3GpV/K5xjnY30/DfQ8421MEDn12f7S0nx31KSZ06Qb/wPxwuxXzz86arC++o8GYqUEeOW8O8SpdbM9Zbr/MJD9L3vPx2pxVUV3xgHLz5Xtb/SwKK8JGLatgxlN0vIRZNrh9TXy3vnG7JP9myNYwn28Vb9QGKZzkGQBv+EOvXCIXKPluNPeddE3yFqp2xfEIldmEtSODiDNY/TyPT7ggzrEsV1rZ0TJ1lJyc94xNxoPOQVE1xZCrX8DJhL0LftRJQLRn3XGX44XjfosgGTkTjD3AN+mrr1UBCIqdrn+pcC6Hdun6ZyvIGguxO8pIWLoqrKfsUrCQju5A2Vl0JtWGNJks4PaLlvwj59EQANjlLaxgkB8wCDCUwunTkTY9+LTadSFwnlxFJxJIxYSMmMVvPMy0mCF15syEyaJ44DRBReRpZvTyEJzF9JM5Pv1vsdUpwOqUB6ZDZy4hcV1eN4feWNj5moSCm4WE82MsFPZ2QnvxzfdXxLndlxWYuI/rzDJXTu0aH8eYMIxtyE+mXFD2HixOMtGQg8Fl0Gfz4O4g/khy7H5fim7RN9K5+1z4iizmNMflMdXy7ymVZ5BGz14/QTBTbU8ZabBySE6HbGG3ZtoBRKprq6doZfgmdK/d9hZ2af3iWeuxz/MvvEO4qGGRFsJiOIlm0cRXV3ZZ46y4/ejyTQfN1uPezRELItqqXZJHdeeZPFX9x1/Tvt8+JAL8e/zT69qK4EVEBDflS1M7E1O2WRzvNl/InTTYK2sh1oXuXp+3ypthjPG6II8Zu4vswLfhdrJ/HxF+O8HP82+6RL8tmbQaPhP2u+aU5oOJh2Hj/6AHlw8t1mSAr0FQDcu7ZmSyVrhm5TfUlDRfK7UKP5RYz0cvwb7ZMlkfYJbRIDZC/dJd84gmvc5HmRbz6GJwBfhrqLOd77osCbHhy2HnOnWjVfyIAdiFr2Yp+X43L8ln0CFV+2d0rco8BQtA9ADhUhGpaDg8CPYzhdO7ADTbf1GFwgm5Psly9WK6Bi1r85mnBInub4Et9ejsvxBfZJgvOmTVX4A1gctHhFky+td2UwO9UxD/YJsvTlLp9V1cKZp9Qb9bmhRA8YMkf5rvC/oN9tWRTF+JIfuhyX4wv8J6R7tw3lK12YzrytNuXcmvhFKOZ/7D/jcrcuC53KczuSDdTTgZd/eEb/8G8dE6fEzra+1Fcuh/Nd0SCc63MS/RKp2BELqZ4K4RJbFvYz+IQubSqAyosMarStQ0fgs8l6V+9ywk6T03Ujdi5vCRdtyQGL7qhd0xJr5K2qGoBU7iWn4qhdsmvqY71CdIaeScqOHspJUu3XECIJiY2IB87IO8sYBZ1SQuIowo7to+EFn3A5vvHDDSdq00wI+zRMnX+y2cFczb2fxw+BPIMd2FG3XTwdw22jcwHzWe0q1k6C87xQGHjQHKGqSFWg2SLxQWG+I9vz+2293QMVDxha+ln7DAQbPOFEoS4CIc2N+kGGDpkz6RaTFw0nfkjdMOlGc3gx7f9in5fD+bZ1rSX9J4cWiXY5jsWnDjJYcNfQwkYD7/P2GXuHDecHkzyYtA0RpuQvR3Wl3npj78R/EElYgCf23ISfDPJ9Pkc7FZqf1s64Jq1A3NHsLj5pn3Cww/C87wXmtsHHUuJfiQ2fOmf7Ss/o4V2xDQzjaKjut+xin5fjW5ctYiImc2QkmtDSnRsfQEAjxayebRU/YZ+gonSl0hx+oE4XjLd1YEScm10xqdoNIH6jswDVCw9Kt+DEGaG64g7bZr0ZU723JPG5MOeozsw+YZ8Y4OgjZL1flobFJ0WWO35RETVCUEf68IERyE8v+NvL8a0fIEZ2J56oV32PjRVMywTAsoZUeyabeNhJS36wBz3Et4GSK6xfvkDVQthyW3uy8UGxfXJWu+aD5mp/knnQywxM02CKbBK2oOhuhFkNyjpwD2GsN92V7qfgCO7iJNTp0iA31X1Kv5nZ7tVPly/wEhjNnUMdepnmQue42Ofl+JaPQDYVF1VRVqC4KJdoN5rkK7iaxabkC0W5XG7WsF33s/khMJWXGzZZJS/4h4Jt7Xra8c3XSK8CcDCaHD1s5J2faISTrybA5eZ4fwapBPSsaKsY0ObBsut+HJfHTr5dn3tPbwauBXhVMtCti+l4iBbnzflVXG+2KSow5rlzKnSmZOC62OflcL5t3Xkwqm7QPA8KOCjYgZ1mVZDkwAHNTQvrbMCAk5fr2LaX7qfyQ4N1vS/Y05u9SLD6Ta14mcxZKGS+9K+e4uUgIa6AjZFsK1PvJzyxPyzALxcakoHu/BP2Se3p4sz8wHUH5D2WAlEHrMs1eXnq3eI84eu60w2oeyAtFC6rwjK5F/u8HM43zgLvRZsqGZcgS13WU7AhV3fcqmUxeILAfFABAIdGFMsDuZ+Kb8nnWJqRuOcECsTcEp8QKTT2Ogs8Wlik0w2Ys0mMECVTJ3MKbWltFtPOPtNP2KdDdO458dhg0UAicwveWHASNAXzRVGz/RByOG23wk446+1SnAMX+7wc33qbtTtZLECyuh0ipvXgS9dDpVDyfUF0wWqBOBCdKOSPpIExnxNKoMQ3/4kzbEgoh8olJ/q9uu89+U82/Ttfx3cMf1qUC+c9WlwCUQuEhyj6GMlii4rqJt4Je6Y4SZjRVnOJkD2kUgyb0JVbXQaO209lgxTI3RdDpKWRV6YQEjapF/u8HM63LkQWQb1usyNVELo1K9BBKi9UQ0NymZtplZJBQCrItdKGEkYv7dOnBgM4OOpyIpFsi29pyHF8wgl5Hxwfvq5sUgvUQuFa2xiuND63zxQ75rzGZtlZFPV7b1mVm6oplbQlLpB1zyU5tEDcg5XmoSweA/Hu4FyE2u+eXENlANTLW7/Y5+X4tv1nl6hheEs7GjACBEvV0Gl3601VWFALCKxxzwb8ne91RZcz+5Q2njuNUOt0u/bshj1l2Lh6XyGIhUJsTrFcuFA/sG3sC/tk1/Z9k99XzWBVY8gFNsnVdrdOvGM0gNcK0moFdesUW4bndylZdkiZ3kL/BG4XlrzckwXJvdjn5fimj65q4jdQlgQvlX+/ryx1+rTfIjl0D8gfZvN7vArTGGxqO6roA/ssO14v18Wu0xkp/G3qE1fYl/pPlkX8wLPcbTaVl37hP2F5ebsJ5gWdej6ZbsG5mRvPq4BBoFGvntkz5sVttSzzKLRKqva+mx31dIlZ9KMdlOyjC77vcnzzLF/8a9nWsaqE+b5kzSWFds7aWZEGiHN+QgZlN/Y22wYHiFn1ZuHjT/YZuE9VWYLVtZS5BLRUnGqKKs3XHIWqOvq7GDmf8J+PlCkYeKmC7hb6tUuUTcmBEqBqA5xFvQP3Xzaa76vGouT3+Ro0ZSi9wKKZz0JiOICoicfemIt9Xo5v+OgK/F6xLz01UeIfxijd7BAjbhgo4qdp2wzIZP6Y8yjydfKBfRYuhLUQTraQGAAp89rw8bRZd1kgYP2K4/BmfKpgmPpBfghy7vl2R0m8YpenSQulkWXHk+4FKts06Lkeg7r+udorKicVdDVkurexggv1qCfbHcGMF/u8HN90eqj7q0afspOi9rjZUzIviuFQR9igxXlKhN89tOX5tvygKkuZZfcD/zkK3Nlkta1GgzuaSYKd6GHqux/2k536yj7sMxPVieLjMAwpqmdXOa4nvjNdwBGiZ5tbZm/bjCA0UrquWKGVxBIXGdx3syQmyXkqN/don0HpZtk2kVjXEcHP221ywfddjn+AiSKDE7dbX0aRjLFFI2seKhEIcpOyEnjvUUI8gXO3Xm/Wj5v1wuzz7uQ/hdqVmEht7GAe8X1uR7/85f2VVmf16axdES1EtM+TAQG9lxeJtpzFbsOuF2e43B0aRBPKWhaUr3UBtnfr9m4xWywjSGYiKvCROAKIIkPSy/cWuwbjGl3s83J82/6TadLH8pkhKRDlPtwOiovJot1VmxwKWxsKGPiFsrvxJ/FDgNBWexBi0iqHfmK7TtfwCc7HeCVXCHVvYpg8hwiFqajOA/9TNGMW37rnOL68LWfldhBVz0W82rXLoNjXk8QI0R0IijzSm8MYN9ATg2hJNHbGkxYmu26eKwTnDNW9aL3PXYTDF/u8HN/4kaTTDTZ9JO0CdjzId0sggnLbM1blWH3NdTOTwnLwkX1mqRsviqpcZ5k1qhW5gfc+bZ8k/ZopzcMsKpLDIsZ0TGlaHvPX7ZO1y2mFwb0fA0tbzjd1tVkWdTkkGgm7ZvSReW7dOFHwCJ8KGN8IYKghRCLAW1+UNVHGcJ9w0tV2zjTuxT4vx7d8GKzWG4ZJZiHixKurTnFzlAgvxC1ck1v0Gn1knwyKR0NPyD2P7F/46MD9rH3OWGQlCTXet7g3wN/4SaVO4YV+2z4HbETxRQeGwFtSJJkyt7BPhdMhwHvcbXr2K3aNz+v37JhjkldCQomzaKg370QX+7wc3/Jx7rHgy+B/kmW9YS+lmp9dAYweynLgRM4n/ecxBwx7YLNKTHxr8Hn/OYL2bjFEGDoBIA8cBv70Ca2hA1pX4P22fUr9wcnAJgbLS6RQNMULA7eDWgSwPd8pqkXCfJVDNz10ZmU+BiwRYGJ/QpBT6AZFOdaZLvZ5OZxvvALqI/PphuxQCdIQfAcrMBjgr0BiWrCzaV6oIgrP5H1kn0icwmOOB36cdRtaGenn7HPebEHjBQQ+GsqQ2lFOqgQKIjYNwvC37DMMgwNMKFR/ahL7Yh3r7DOWz0SQfS9bHk/4NoTc7PiMj50s47xY8B+X/rLL8a0niPxTA5a0OmEyi6VBiDxTkFzMQyVvFUB+wn+euqT9SF4WFvI5+8yrFYo17RypqHuC6slwUrXjA3fDF8S3w2CKVhifXShcQ0Li3kdHJBSGzA2tu1poq4pskTdGVwuKqSsqufuZS3sOVkOz44t9Xo5v3kKDIB6ErsFvnDs6JieMfS9SHTKTj2P82FEVfWCf8L3BgMKWYeJYjwi8med/zj4RyaZhtYdDoyQL1W2dB1KHjbMgiMLfts/hwYMn0Rn1bXRgX3Et0h6YJx9ImzNvWuhYl8ePeFkaqlCDDrcLvu9yfOv8YJ37VMsY2d6HUmiN3E46ZQy5Z8oxM8HyCfu0kDcQ8JVnA7oAW7zh5+wTjNVhUOyW/shpmjlgfGvnabdZl2V+dyAP/A3/mUq8kDwmvEZXYIXmLN2vKwqTQGP1gG0IXHSWDcbkZADgr5PDhcat607IwunHF/95Ob7PvNIRH/85fmovMU2kT+Dx6wZy0LO28ipyylft3XpbrRJtbykQ7fm+f76AfLI/27no816Oy/H77dP4Ez6lU7YBXRiSNtscSVQfNPP1goB6eejM+TCR+xl+kz/XPi/6DpfjX2afXf/KJz63qEuye1W7up5AH/t9W4OOJPQDyJY9nUXaJ/sc//X2edF3uBz/NvtM1Kn9EV1DWhQSVkGXy26G/FMJ7YcKBc20RuGl8D5Uwf4cv+afap/+xT4vx7/MPj3wU3+CdigoQY3gzCePu1z8QBGo4kF04EyKMr7ftlnkfgQQ/iQ/9SW+vRyX4w/Ypz/eNh8D9sZl/fS4xH4ToIRFW883kDZDr8z9xrkfE6kwTj7gCfyMvsMlP3Q5Lsfvt08yZ26bj+Wsyx3k7XdtlTWki2+rxQadmXnboGUMlZNy2+Hk3bMCyyf1kf40+7zoZ3903OB48+bNqzevXt0cDufN9fkfvIl/TsenT6R3vLp59eoVzuc41zocBz+gXM1XnMNH8fKb7rjmi/gE/xyv8eGp7Ux8OwfZ6/Ed191hn3HO/zi67uE9PMGb0x/dj42l9+JaZ5fmuK7P7qyHS+qUr+zm+ELv7P0fPBg9wR9++AH3rJfsTv8f7dMXf0L8UYBL0hJQl7hOvk6ddfUeTO8jx4VuSsbaa8dH4r2AKf3V9un+Xt6JiAWhiejH/E6yJnL+OKEFgCHsnxUz8cfP3TfAFjkRI+ecsf/D04Tk0k9Zx0YROPXYsPsrw7P5zUnjBr13V71XP7yyIwlfXfX7vTc//Pjzjz+7P7s/6A/mI//YgXf1bjgUjua/dhXNzd6r04G5eX39Ggeugon6I44f3hzmOV50+SqOn3/+0eldJa9+Tl+9+ulVcriGTfZrB3/eXv/y39c6kz6Cc/dxwErcH3W4b159dLzpXsZ7/vfjj+NXyavRq1fpD+HPb354o/uRob/6CYfZG03Prp3h0Yx5JawozsFWe1eLfu/6evDqp6urq59++PkHfVQf/uTR6/WDn3/+efrzD1xLaKo/43+diR6WjD/XPimiO/6sfQII4DWN/xU02cjSFFVqomTBCS8ECML7vzS+fXI+KW/6m/dv5LyBoTgEVPbS6R9/rsmRNhxPMEk/sS4Go8xQUxCB8z6v65pNOlN2u+UkDH4ljjf7BJg6TjCX+tmrbuqnCWY/puAIs/jHH9y0s8/razPAg32+ukmosUUwyYnrWG7waJ6fsk/zOnr9R9gH5+wPP/4veXd1peuHr8LuGp0zur7+3//+x+n8P53pBxvkTxjgl9qn3vHz4eXwh84+3Y/tk1fu92/7vd7QfN8PJ/t0ezDL5Mf/BcHRPq/O7fN8BPKUONOrUQoLpX32Ovv8oQOdX/8VBipA3a/5T/DobRPna2CGm2puU9ANz+zcBTtD/g3GtxkNCPnnyF1sNqvJ3SD9ChbuXw1MojQZp773SWtCexzBG0BIUz55+BtnymSX42BBhHIS/MqbOUFon2+Cm95i0Tf7QNh20/spetfnlLp+kwbH+FYmdZpUeOPoJrm5Gd/cRDCj/vwYa3JymmOkfcpTHu3T3KfZ57XMR+7z+qZ/ezWUfb55c30MWjk+nPuXm5v5/KZ3fTD0zn/SK8n88TpPexxAd+Bl89X/e5teO73b4ask+SlE7G3x7fWZjXT/NPvs397Cg8Jh/OAe/SfuF/Y58V+/ff3mFczzFe7mzXEZ0Smc47/suLma9V7BPkc/8G2O+wO4e/h0b25u/jL7/HV9e8RmRXv3xXWLcRwsy7kzWoaED73EJ+A836J9+tYJULTtbr9r67xjF/yD4a13iEKBtPTDTy2LQDMW23rE1eHzFrdt0RKoniOE3eNtm4daPaLfsM83b8KbRVXNr2604bp2kqSPidq/vZkjzrtJssOu6vXx4ORyrznt3j1UT73+sHebV5ODrVyTVMrM881xJsKufuzsiHPajP3mFd0PHNx177aqHzB934S2DnRnMvt818f4Zn2NonPydpaz/Sc2mlwJzv7waj1a8XXwOvVveigi4IeoN5FNdYZ0dkdH85zX9d1PvY82jL2rshy9ffu/13jPT6/guK+dM2vUII4Lg05Z1AXd7A+vOAp8iTh7kv300/ivs88D/9Bn7BPzbNmuv/xk4RP0s+tmM2H5033hMKrG8b49+6TwKbiy2+fd8/Me/9nXQ8cJ/rB9IiD1vTjPpdDmBp8kRA2rZ5ArRr8WnbTPLD5nTw9OEGMb8lwY4WL4efs0b+e5vcft9qHvdL4Ox2Q9kyEtNlnvcNy8hvN4e2ak/V7W65fb+34/6b2r6+zs9wplf1Cu6Rp/HCV/5FR6J/u8vsbERZTq/PeXm96safOMn7QTvP3x7VszG7jmfn+N8V2dImtLYl0fN4ya8a8/Ohydv8eFJeoNt+VVf7KmjR7dHj7zVodWjpvOPpdte2/nPE/63PRut9U72ifWLjjlt29fXuz6zNr1JK6rtr56Ff/whift3bjXt+uleX0uJVgX/xr7nP2qfQ63xRefC3y70E9p6qV7ULs+NZA31Z8SOX7yKH6nfXaGs2mfn5tis8lr2Gm1+BPyQ4xbJ2DFXzru8BMP1o+N7H83tRbYz9onCd0yvI/s3Ivdc8FvJP3VAFf2CZ+22G6X/ZtDYPYOVE/VpPeuf1u3BfZ5dvQ+mP3X3KT264o2cHW1LXsvLESbv+N2VSndww+HGSrzxNnf3eBfV/U2/8Xc3sHAu1nP6b3E+JiyOhjoG+cYv/Ztzn/CPPFbnJ8GGjj9/qbNr24rGmm/O1GPlnuwT8de4S9vcTGcMTnfBXPw6+2GVskBvbTPYyx+bqGvbyBkgIvjPH3ZJ/Z+1e3V7ErR/f+TffoxmVK+/Bg7Jnj9YdJ3uc3/uvpkQV7R31H/9PX/xwZWqTgXof7z88r5E/qJmPwpnvd3XLMG2ScWBj/LyucWhEu/4g6d4XoB/1s877x4GIxaEgQH6rf7VQN98ybt9VcN5n+vs6B+r1+0mFqYyef22b/50DshX/KAWY933ObwvzennV9X8+idHZ0pHTwI92syH5oddp+3zTZHuCx/29nnW5v7zMs8cHxXh4/3FMueLJBWcN3Zyflhv4RBwD/3q+b26qpqy6vTDSEde7DP654ZLV68ethuHxN7EEcT5d9VgzjhHaJtDeL6ZJvXN8dSy1mA2ytpj/2eOfGbNzclHurVLW/3r7FPi0F/xT4R/UV5M/8KtxHOMB8x51L3ZZKjaMbBX2qf7u8Jn31KDxfPz+wr5aLirPe7OnT+uB5r5AYR7GoSdSWbD58Tx1o+79AIO/xVO6fYBs7jTyjkBv+ZBEqS/7p90owezD/p4JTWVMJkkn12x2m2dokbvlhs7Zd1c3XbP9miapE3B4fU+at+ZxpdQNrZFoxcv4J9ws6P1ovMrIJlM0GN74oTXSewvJCs6jA2etPeh0f/MPCkf9Xwjsw+bRgyXTPQ11oEzJSurhYKpvt2NbsbnYxnwAi7K7LWcjTNk8Uf7/8aoT8+kFzpnLDJnn7GGSyR5b7583k5f8M+2RE6ah+//HyJdW121YHjPAOQvnbCv9A+H5Ry+YpjSHHUQST6/OftUA6PnaXbfbsQ08qmhEDNespwMp7kj55TVmAZZMIMfxfK2mzyCUhNaxAQUvAUleA8hNihG/n3JF7Jq+d9vpmLZ40nKx88kh7i8Sx4inu33LeiRnPJtbYBuZKHGudms/bwELNFvnGmazTuBTjPrtgMojnt8x6frBZsWmd51Wev7eD0YH/B4h9cOz48AuLH+dUDFNWLW5rlGoRRmyX+brbVZoEXNrdXqxwNu0vN2uT28X6huXxb0yVcZfOGdrzaXF3dsdS9wO96vZ/6t2v+hFevsn5vsYKJ4STF4zsYzA02tvf87cNVP0P1lf7z6iEH0+K8fzXs99abm+Dt2+zt9eP95OrqOD4MhKbh//j6R27xkqurDU9ye3vz9vW7/t367qqflzmSwX00Ghfw7Q/r2/6k37tatxvcBu5n/SD7uu2ufXv97vUEw83ZlzyX8eFia8XsGE5Zbmjevd4V9sC4kYeH26sF3spxXCnUyPQmPoWr+Xpxdcs7RIYNn+cip8usOOYhH+rD4vaqd+NcX/819U8e81/1nwTzWUH9928f3WhMlezB/6f/POe7l0cLYTjIW8Xr3XPFRGsocUN8GeRgmtdIGD0/70goPAR0sdm0e/y4K4bbZ/6jydxkut3npb2tdFLfGe32pQBUznZXDQq+7/mZ/OCr+lkfqmTtTokgeoefCtpnYHwVyxaDgCG/RxZ5yXc1+/Ye4nNVUvI0e3j48W5flDuNguIdHlJGQ+a3kpN9Xr8OgjBEWnHSX2ybTbndQhSjxlSr8K9ts53XkO7YbmtYYfNQNNQQqM39wJ1VSV9T2fxrDuOiid0WDT9T69UeduiQHWhh45if86pdr3HGdtuUGRxab1LxrfjtA2Y/PtxueA1cmBHzqt4WClknNS+BC27K9jC+fi+Aff74OsOustKomxJ2Blvd1thiIi0Dx65L1Q81R4atdNnc6b5w+VtaZ8NbazkyLjR2d9ual75awT4RDVyVjUZfP/R+gifGGWCBTbMs7Cx8K96k6+BNa3rnbVHU/ExTzhmEbMsNB4ck6Kyf8PHi5h6QTHMtNHY/c/xV9ikqPWfTPOrvP2JeZR2lzt8e3372EYGGoagbYPzBsVQ+7x8dkMIMOpE2LkOzev+8revt83M7m5CGH+WXumrwY/vclLRdSqrunpv9fgthRBho4gzulMAh+xON7Wm73T83TRE7i/Z539Zo7IHoBopOBd6+rfHL7fPBf8IPNs8tizKFTBoGi3NPE+Rvwcfd7ndwRWDP38O5V1Wzf243jngugi7HdbhJes9rD3Cdqz6mZN2A/ZiT+/YqryCHVVVX+BF/l4w9K/4DL281gxetxb+wyxWn6ZU2d1dNi0lYFjhJw5dJMoNz1jDmO/i8qsXn8VtYBiLZPgxpW+u39a3sE3fZ2IcfZK75DUoY1zc1LwX7rDkCGAMsQdvNH1/D769qmAZCFVjEO64bAI1iyCUtFS/h7Tj9A3z3rcLbUvfFJabU0Hi3G0Xp1GHnj83G/OeDYvzD+IZXDH8bmj1Mum3qsm66T254ogqfrBBm1LxDDAev6SJ4J74B3jB2891DRQTvvHF/1X16v9NEf8s+fZsDFapw6Sf3UV96rFBY/H+wz19bMFBLeW6wT3aQHRqDDsZJWQdJxP+LreFzfQdLxd+kJ4QvhMqaN6jgvUrIkG5gaqicwqW2ReZM8vYZzs4ZwsG55GzJtvsKrXbYN04pTFzTvzrjaf28L50Y1tqS+nRDq51gowpSF9gjkrT3uINmv3uufTe53zMZtN3VAW2WIleDJXwnUgHUb4M3DZVkBgYEbMBH3cfUh31eJ/2of4VAdlveaj+5Xdv+81bbym1pf205cxEftvWSMxgxu8LbqmYaCcmdkvEgLfFWVqttK2Yyz3VbbmlxSNCY80PrEt9VtNvCroinIvtsy86z5eZOb64DhMFV5z+39Z1ZkpIu17Ddd/L08mNVq78htdfWD7f6eIUN9Yy+Lof7fLeyhaW7HwyQQ7jdMDpg9qmt5paF4o9z2ef98Ym0G8YKOsMSz4lP4BZrDxYyPAh7IDhhaXEHL/NQydDpMXNG2jDfDUy80v5z2CMQ+dr5vIH6nvsXxbcB7fO+3oTR+X7y691nmZ2RDP6/2Gd4dowZTzLkLLDowCmNAYR1I3cYQrHQGUFJAq5tmCB89Ov9fuFFlkEaO/fP+yZgc06733ouLM18nU+LAX0volDfB80T65Ywlfx5NwLR/sMOVRKsbYMhNrpJBHeN906Zln1up0hLBWEAjt8cBplATvkZfzLKtu3vfZ4niFzZuRei/gl7pjodAnKgvkh4OIahB2l80F0Nrn9Mw9f/fZf1DzMTeytMpVtOLfOPlh+aH/wmzbc4ZHluk/4hvN20j/jwouEu0ayjxN+NGQPmO6ZnBttoNwoJsQ+7ZeqptkwLyoRz859wQRM660I/5tEbJ+hPMIRburRmiUv2b0tN/QzK6J4iUbvEvbwsxrFtFjJALg39TEtG3n/3DrkZjay2/FDFs90qBGXeCQvIurs9rg30n7dXj1ySbm9hbLXsE2fQc2oflKjiQnaL/8rjcoFoeLEu/YQoppK5VtrHrmDMuLo91OGb8Oefw/Ddu3dB+OnjL7PP0JKyxWZIO/39+IJyhc8H0d9tn2ePCLz2p8P1CgISds9bJxvDPjHn4xReK2L1Ar1w6z0C1Cx2p/56D58H+9s9DRKmUHcV019eTbe6aPftPAyHWLu2+HlK/0nIkO8xvg3HhbaSS/w1h+ZG4piPxMZyDrLEKAi2tM+U9kmtDNiiF4C0lG9yoaG4ddKM9c8Y9c92Okqx/3yuQwTb43C7h1sdRc4A2aipEavZcf3j9etR7PTkHGgU+Mes0U6ys89bbv44rbeNrJcFRNlxfx79gk1d0c4Tmmu1pd3hbdUVnQv/gem/4L+ZNmlomHhTo3PSHOQRmcbBjwhFkY6BQZa3t3TKsiHaZxJ42Pjxx9sFPXLW18k40uwm/dHXcrGC5dvCgdTLg60jE9r81S3NWfHAu5tebYuBuTBeC1gFRL34F3JLHHcf1d4r/cvyt1drPRK4v9vllNcA88cvyAKz8HT7v94VNudwr1WX54YVVzMksZv51bxbAG5pn0uOgqNrFmaft30HeMaffw5+oYF++vir4lucdkQOy3COsnj4+xNE8cQ4Pv9u+zx7RB/gKNaWsUFSeYidH0F0oalkZAFcUr5/3kRCt89gahkNawkie2/GyNKZ+l713IzjFHvRyI0GFHZ8bpGtgf8cpkTcb59rVJOwBiDqRfzcbkaP89lqjmh5A+cH6Ue607CmP4wV30JtHD9hJ4FdJ6w8jOBzM7rpOo5Yh0mAM5oj/YTxZdze1p7lfcFvaiLIdiBheY3wnNmZlbwBKgNKo/b7iG/7J/95VXfbTbma/jvUD5D7/W//XVX3kIvt3zYV/u5374aRAQbQ+68leG/neaWYud/N5at+QRvP2+3CShWTRh+Dpdzc0ED14y3N99VPw34mc13S975TqcXG0oMAn0ajqggjWzpCmrrOKdcNdNPtXP7z5qFz9FZfwd0yL/T6l0mfBgl3X7C426dd1Yf4ds4Nbz5XBVMpseL12+yWDraHgkxfSwB33F1Z5V3Ws5d0izmHw2d19ZPKQwi/LZ/b74cpYffX6mn5m/O3Jqcy7JBwf4T/M/oTYK1/Wv4W4HXkevZ7JIZC7j8nrqFw+bbFcoKU0W4BXxrGLk0ElgakD0yKe8cyolic/CfCzyrgbY1pQks8x2cBCJQfos7xfpcEU4dXwrXsPzl+V3apt/KYH+LePN89Pw1qOExcMVo+Q/cc59nXhjNCGsuZIP0UqxuN7hmrAmSwnM1eWeLu2O8r/zp23iWK2zBjk4T2uekf65+HeLC2raIFjrcojry7fnf9S3/SaHZi7hJa0KGNaGIwA5oNVJrrRmnLzZl9ZoXqDvAweOftwZiYEHp3cwuTqjpz3WQErt7q2g/cwvau33VOun91E7gRza3qa4Wgz9to//lASJLcIkYgj/qgJWFxZp94EXH01bvXNzIp1lMSs8+SFtblhzZMRTdNue4yYbPX/7vmKGGfr9/RG9ZXsn5sb3s3GTFQlcJ6xdvMkFUEYbH0yjPiqSooQdceOlp+fE3ww9+cv+WWcTgBY7uaUf5AeAq0Qub8dRmir83fBp63xs6yzfmv8tnMysUGO6GZFCks4pHqTfBF9FW0tBk7Rafyn4gF6udt5gct94ER31Xt8IEF41vQZ3sR/CdRwc871G8y5lsPx3ZjpwjYVgb7nHVlq5j8wBgG/18i6q72LQQV4YepGF7a1Wc8/YjLCO2z+/rWFeCUzfGgKA5uA25pIRdHc1B828WBp/zQAaZwS/tEhQBvxX/yrdUSUXlAvwshesW7HsqQk0ofQ3kF8xuK6A33bFdVt1dEZqhWyHfL0v5V3y7CmX+r3ZpZOewTW/qbnvnPDfd5vf8NsQrAf/b7v7x7+/qXbph04EjccOe45r6yb94X4QA2oHPZLYLT26tTILCx/eYvv9DlVbcs3lz1Xvc0tEbWtLQSqQpNlvNC9vb1219kn9gH965kn0tFGz0DVbw7rkCGp7BNQo9rCu34uq9Fr/8u/pGdA6/+fP+plM+E/Z+B8xfCB5y/ThdK7PhRsVvcfW1+OVs/jaIRG9/gdWb0ein7TmStxX6/NhkpljiG9KdzRruoTpZapRr6zxHdmztE+1cKCMGQNZFCEjGsW2Iny/1n7Hh6bwe5dabcUw4HEqxCRJs5Y78DKsOjN4v9bgiz3gNxSAOPzRBxnjCMRw49bxIhZYfrcjcs4L2feqd1KGIrGlaImyhZKsUKa7n7tH1uDxOPZoUgLRr+FPW6qgrmbkXcjPaMr395+7pn2zJ4vrrQbky2c4pv4aRuAQjczl9FaLTs3O6Sjrt/e3tYDOABe9F/MOnpPxmmPtzeIig0IyD8Fc5P4WhfFrCRz6P/pIl3MTLGtJR9zrdF/6efjjeCreV6TkyPGeyt0s08i8W3ADtq3aGhb1Qe4ra3uHp73dfuFx7xp+6tjIz7TET1brGdtc05LRuJqgduQg08pAu+7dn+E7CjH60H50+f4DGLCc6Zftk/68AkD1PMxw0NgTXML0YPjVF0jMibgAIF8qJrh8KMrpsFoB+cY3eKrR6yt2GyAI4ALL8IgRFL+CNaYID8bb1voowJ1QE/NmHSJ0oIYKdgk7cU4oGGRmwP3KQTRYEXT6doaEm23GfiJAqsx0d+hTgqkRuC60zZp4L/weqRdqo8Konv+OVMtf88wubRNOZG5Hk6608Djs6LEpf4voXwfYRyN+36iO+77ezzVtnd2y7ZesWWluTGB45cYNbbVbtB75fzjhC9a/R3/NKjz0PyqHOvt3B+ih3Nfybaf9KgDEO3sIIKgAQ/9cyGuvgWhZ9MWzxzQPKUTDaVsKX/XL9+p/0nckACGMAyFQbPesMe06kwBf4rV2CQt8te+qp/a/Z5e2vZMECCdYO3/A921Wa/t7cr5Gj7/clybmg/OFGuS8veW+cd7FM52D7zz5WF5reM8VcV6jldBsy26XPmrJSv1qo2ef2uMv/519knxYbIHB2zOJ+O/5HS4cT37O69KPw94QN2mT4QOjVA8SQbQSz5XKVuhMwPzGPMhA1SOrSQKXyrt2Bwis65jPEt95+7jQJcuOCaUm7EEVHcGCcM9an7ZIRkE8uflAxvdm3ArWquYQOn0E7VeW3KbYis4S8910dCCRVP6rIpD8zzhEg7jffPheRQI7lVLzhlCA7527EpwEVoEzPI6ZtJ8hOMpd8/7D/7nf9stp2pPaCCgMDsP9dv/3N9s1Ho2MfmbghGFbRwwpv8AjTr/2ifhN907nXFXVo/q6xy2XNRIqGdbcusw/qyJsLIcYzOlKvE9rx0VJz4G5VQ8N+mw+u0SNmqYaWnGiX9V3Y1UWoGPSowo5+w70ScOkfhEVtC+c+qefdm8EOfOeSKCFrWdvoZyi4F992yph7tc8P0D/tXVn218CC/pNQwDLt+95+3DBF4Yi5VG60q8Jj3ylGXfL3WxSzJXHEXbkCMK0Cnajhrxbv9xPmr7NNln4k33+4AbvoHhrfsikw8lKa2u/UndQ0/d6C6EZMCVHg7H4nU52ZNToMlbYanqp6NjYXIA2y+UeGYcPO8gAXyb5RFEbOGqH+SRN+dN8/SigLAhzmmewB+0PMDgZqWnQXLxgAJGQqe1cRZAXJE3gSfaKRxlElzlT50skXBB6dJsJnF8hB5rhylHzK+RV55ovCZqlCAP4hUIcyS8EXiAD6PSEwXPcuzBvmM4Q9vwrThzu1kn8xPqorIGqXKfI9oCFshCfw6qxphUHvoBQSpj/tK8S1hdzfYaiY9WNJtB7JvNmz/oKH1gzc/YP/ZFz4h7xA4WgPgZGOwm7z6qfOfbW11i5bBJ+uO2gKvDdyAdnB1W9dMCFk1soB3RXy7chkFPDCxCj+fKzeF8NZDn/Tk1javfSaPS24akTpmCAqzLLmLXOH2Jmw2bVa3PbyHXp/3jHC8KX7J3qkK1FZ3HQRhLmSDBv/QFTyBjrDySqt80FbwKoAqcEs9C/D7k+BaRGk3f/r2kzop+Eah21cuHdP3+0cdEPyG+iCGXyHYc5OvyJO5xkMgjDkbzICoJfILf4PpzIsXQNkCUQMg3w6mNQRaYMm3q77iwpM2z1s/mbRInrZVUbFrFM42athGmpdgNsT2EVB3oBryucvd7K4uSmAB2xRJJ4CQwNMAEG7Lvk7fAtxgJF+9n2Ngj8jElgFFHrHRHLF/ZV/mKUs9pTJ2/iE/FHRr7DHv9p//hIRHML61igOYf7AX22CmwoQ2qz5tqlovVf8E9BZ7McxreNsbkBbXr981rL73r1ZtzlO/+Ym7MUAefvRCmPVPvUfM2WLxUDKDW67fEd8Hm4jCn7H/RFfHA0F5eQ6knbCrQM7lP4MO5BU8OHE7LO7nc+RQu/oKkHpA7xOXp3dXO2DYf+kRXseTwGpmqGCuUbS5Sd7xBvCBHODcmvFt3s7jH35EGx38Z71e2tmBngdYFpnnd/13/Hyx4Y/ctt7CC/d7D0Tu5Rt8X3gx3y5f/4J9JyEYUK7kqK1iU/I6RN02GxY8ORx9pEIKCfe55egq7WABAWbTAbpRzT6dmz/fAQWUyx5wr+NJxfMfdyA+nyjxEn1Ngsvr/M6UnV6u0PB7lUHa8k5A3DXwsfsd8XsEsAOfcO+4hAJB7RQhMfAJW+0Da5VpYMsz9aUA8Aff91ywTLJAPhenKKFNg8hV9Ax0zcjENjtdrSme6V8TGNSUTz7FVbYSVMTb2SzrDQH6HSvwhYUOHuE/EQqnKRAVVeh5RrwQJ2f5Ia3gbhCiq/GhaVhfyXrMD/VZ/UDqdZYBrdMKH9+WSmXCPOfkz2IfyLvcwlt4B3gybOYEHQAwNuxN8X7sykrB65tmjbPUt3PGtwxMX8E5s1EEEHgdZp6Mb9NXTOKgSnEnR9kS+F4UtM9VU+eN8PFNftjgbRCfXtGmBLJfYj9KmoUle0puibAQtv+B2Iiq7ifX1yhQ6tUmA/DPoP84PfLNr3sTvY6xFl3/Cpwym12EvWd9p2oy1V+wDyYGWIh8jWNGSz2A+rGElB3mf/6O8W1BNDBeqJZW98VFNskNCWD+EnITit1nBzUzHPcAAAXuSURBVL15/x9nnHcdZH8SKjf0xQB+qRjGyv2OTf3wseaXUJdTVzKpaeCq16G6V0J2hsTOkJ/K83GGUlHI7q/xAA4thgdqa5RV1ExyV7EfY+ksc/I5jIHhbAvUTvxFpe/f47nQ05azDldmo83GBMGN6zDD2Tf49wR9ajmLNp7D/rLE9TENWu6CN3esRqPHZrPkvYKfMzyQpXTx7btIwho3qNGtN13GcrVWUMqeNvVg1JyIFfZaQKGjg06IGvSNwRHkXbKyZNU942c3m9vkP+ABuZojRuYeDR+pMbtXldrQNnM1WV5N8mWXDOYpDw2m9xsBge5wFv28LPBhjOGB/u5qs4JxVagIdR9dYcDYMqKwgl68Bm0oPfaoXW0ejg2aOZv0uPdF3qbAuvD6xgbbWBYZYwPOHWd99/o1AY78sci76sijnsUcZ2CjH9118e4XAYyYR+awy4dDW+ya7yqXB3SSGg3tDkDEbj/qaTAKxw1c9RLnL7NPovaQBfXZSJb9A91n6MH/+II/pH/jZSN5L9U/B5HzDXFSd3/f9a76V79y3J7wCb91dH3Pv/6eT3+uf/WVx8tPnP1wq7VAS4TqQdZO3f/siPtfdmN9K8t+/kaOFd5PjVH/QlQxv3H+ov7Py/E7D1rnaCCYkOs46Tdnn73b2a2gsLdXt5+2TyRnbufnr5wfX2pPL9/54qfs9ja7vfpdx+3LQdmZD7j1JbH49nL22TO8+/IrrZW1PRv1B4+p+vAus6y77m3GG7xd3PX+sv7sy/F78VDMMKXtvvS6FNO3ZZ//mQNTxP7KzxxbbcSaf9Kh/vKt/av+E0+r//2B3yOIPtjn64t9fit5Y1RNIyfdEX+bfIPxbbSgCRpQ9tNHa/P9H3K0f9FYtVK1v3Xp5sPPnP2AP3USGXvh64uBOt8KrpB9mOOtiEbcb9A+e+uHh4f14qE7VjzuV/eHn2+J2Vkul/bq8eWHh/N/H145vnb41739uf/4zbrMJ14/O5k++/I1+8j9B+87Pxbz1cOqUHa4Kea3y+P7Hlb68+J8Gtlnh/ByvPdz5OoKDYBjP72uY/XAatTic88Dx/Lxfv3QsYu+vtjnt7P/BLDQ8/Ji9QeaE/7S/WevS2P0T9ST1jYlPrpFb7V513t3oOfr915w1Z1+Jljh+kg6S3rLE6/dh2c+v8bhTC/O+oIVr3/GIXhD9s4bI+czrkpx/HXkgOK0tw3fHMxmoM6+PRtA7/zPi0uc/fvIB3r88cAvOukruWxEosd80+lDj5t5P+uYOZmP6pPT+/pIAWqMnX3xE4p98GIZ34b/RL93V9bIgm/RPt8lt/0ux6nJRdWf4Kef+v3/9o28Gcf/DlTOb/uvNRldzLPX7o3rmjLQz5REEUOuDIdk1m/7b19aouv2DnzS7K36yFJPhNBk0Lo5GtZ5PrQbT2efvcOoxHQN7mpqH70Jos4gKVThim/e7POt/rzu6Q8/+d/DtXmOI09+R/TL0b/979v/vu5G7YQ9G4MPbt63v/Rf5Hb7P/Xf2cd+4fBuzL4PzwPv4b33kndGD3qxz2/qiCIfnjMOY+cP8b78Rfb5rqcWrSszDalvcZYfFIQwk/739rVYYl8fmKcdY89137hHKSQgSjvVBsl1fcAXLdbcN5IH6nVao51e4YnE+uaoOeEaRc/N4bcnC+4UkTre2ZuOAN7o329eHWWZbtDKyt/+F3CJTlDpVe/6I/0kE4S5OZz0yAl8Rj193Umz4HSxJMxuqaXyo9ndcVnhc7OxnD7oGKv9tTni3isHq0XvXQJ8cKdGcbHPy/HF6ry9F/2I1LB1Xsi0mP6P83JO6eeDxu6bo6zlTaff8JmLnf3rheLvi/Pap0+/7R11dA9nvvlQn/eogfvGcc7OZ698Ru/3MJ6Xw30hbXa2mNlj6m7u5kN93nPdtZN+o33KPn6m/nupr1yOy3E5LsfluByX43JcjstxOS7H5bgcl+NyXI7LcTkux+W4HJfjclyOy3E5LsfluByX43JcjstxOS7H5bgcl+P7Ov4P5OFufQSjguEAAAAASUVORK5CYII="
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "ba2f4d82",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:22:57.961035Z",
     "iopub.status.busy": "2026-10-24T22:22:57.960933Z",
     "iopub.status.idle": "2026-10-24T22:22:58.759794Z",
     "shell.execute_reply": "2026-10-24T22:22:58.759344Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "E = 0.5 eV, V0 = 1.0 eV: γ = 0.938 1/nm, decay length 1/γ = 1.066 nm\n",
      "  L (nm)   γL     T exact      T strong-barrier   relative error\n",
      "   0.25   0.23   9.4700e-01   2.5029e+00         +1.64e+00\n",
      "   0.50   0.47   8.0880e-01   1.5661e+00         +9.36e-01\n",
      "   1.00   0.94   4.6101e-01   6.1318e-01         +3.30e-01\n",
      "   2.00   1.88   8.9731e-02   9.3998e-02         +4.76e-02\n",
      "   4.00   3.75   2.2065e-03   2.2089e-03         +1.10e-03\n",
      "  10.00   9.38   2.8665e-08   2.8665e-08         +1.43e-08\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x396 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def t_strong(E, L, V0=V0, m=M):\n",
    "    k, g = np.sqrt(m * E / H2M0), np.sqrt(m * (V0 - E) / H2M0)\n",
    "    return (4 * k * g / (k**2 + g**2)) ** 2 * np.exp(-2 * g * L)\n",
    "\n",
    "\n",
    "Ec = 0.5\n",
    "g = np.sqrt(M * (V0 - Ec) / H2M0)\n",
    "print(f\"E = {Ec} eV, V0 = {V0} eV: γ = {g:.3f} 1/nm, decay length 1/γ = {1 / g:.3f} nm\")\n",
    "print(\"  L (nm)   γL     T exact      T strong-barrier   relative error\")\n",
    "for L in (0.25, 0.5, 1.0, 2.0, 4.0, 10.0):\n",
    "    te, ts = t_exact(Ec, L), t_strong(Ec, L)\n",
    "    print(f\"{L:7.2f}  {g * L:5.2f}   {te:.4e}   {ts:.4e}         {ts / te - 1:+.2e}\")\n",
    "\n",
    "widths = np.linspace(0.5, 10, 20)\n",
    "heights = np.linspace(0.6, 2.0, 15)\n",
    "t_w = [nemo.Transport(barrier(w, dx=0.02).hamiltonian).transmission([Ec])[0] for w in widths]\n",
    "t_h = [nemo.Transport(barrier(4.0, h, dx=0.02).hamiltonian).transmission([Ec])[0] for h in heights]\n",
    "fig, (a1, a2) = plt.subplots(1, 2, figsize=(11, 3.6))\n",
    "a1.semilogy(widths, t_w, \"o\", color=style.OPEN_NEMO, ms=4, label=\"open-nemo\")\n",
    "a1.semilogy(widths, t_strong(Ec, widths), color=style.REFERENCE, lw=1, label=\"strong-barrier limit\")\n",
    "a1.set(xlabel=\"barrier width L (nm)\", ylabel=f\"T at E = {Ec} eV\", title=f\"{V0} eV barrier: exponential in L\")\n",
    "a2.semilogy(np.sqrt(heights - Ec), t_h, \"o\", color=style.OPEN_NEMO, ms=4, label=\"open-nemo\")\n",
    "a2.semilogy(\n",
    "    np.sqrt(heights - Ec),\n",
    "    [t_strong(Ec, 4.0, h) for h in heights],\n",
    "    color=style.REFERENCE,\n",
    "    lw=1,\n",
    "    label=\"strong-barrier limit\",\n",
    ")\n",
    "a2.set(xlabel=\"√(V₀ − E)  (eV^½)\", ylabel=f\"T at E = {Ec} eV\", title=\"4 nm barrier: exponential in √(V₀ − E)\")\n",
    "for a in (a1, a2):\n",
    "    a.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2cc70fb3",
   "metadata": {},
   "source": [
    "At $\\gamma L \\approx 2$ the approximation is 5 % too high, at $\\gamma L \\approx 4$ only 0.1 %, and\n",
    "it becomes exact quickly after that; for thin barriers it fails completely (it even exceeds one). Both plots are straight lines on the\n",
    "logarithmic scale: $\\ln T$ is linear in the width and linear in $\\sqrt{V_0 - E}$, the WKB-like\n",
    "dependence that makes tunnel currents so sensitive to oxide thickness and barrier height.\n",
    "\n",
    "## 3. The weak barrier: a Lorentzian\n",
    "\n",
    "In the opposite limit, $\\gamma L \\ll 1$, $\\sinh(\\gamma L) \\approx \\gamma L$ and the bracket becomes\n",
    "$1 + (k^2 + \\gamma^2)^2L^2/4k^2$. Exactly at the barrier top ($E = V_0$, $\\gamma = 0$) the exact\n",
    "formula itself reduces to\n",
    "\n",
    "$$T(V_0) = \\frac{1}{1 + (kL/2)^2}, \\qquad k = \\sqrt{2mV_0}/\\hbar,$$\n",
    "\n",
    "a Lorentzian in the barrier width. The decay constant has dropped out, which is what the slide means\n",
    "by \"independent of barrier height\": there is no exponential suppression left, only the reflection\n",
    "caused by the jump of the wave number at the two interfaces, which grows with $L$ as $1/L^2$. The\n",
    "next cell compares how $T$ falls with width at the top and halfway up."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "500b6362",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:22:58.760811Z",
     "iopub.status.busy": "2026-10-24T22:22:58.760736Z",
     "iopub.status.idle": "2026-10-24T22:23:00.432385Z",
     "shell.execute_reply": "2026-10-24T22:23:00.431956Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "k at the barrier top = 1.326 1/nm; Lorentzian half width L = 2/k = 1.51 nm\n",
      "at L = 15 nm: T(V0) = 1.001e-02 (Lorentzian 1.001e-02), T(V0/2) = 2.4e-12\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 825x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "L = np.linspace(0.2, 15, 40)\n",
    "k_top = np.sqrt(M * V0 / H2M0)\n",
    "t_top = [nemo.Transport(barrier(w, dx=0.02).hamiltonian).transmission([V0])[0] for w in L]\n",
    "t_mid = [nemo.Transport(barrier(w, dx=0.02).hamiltonian).transmission([V0 / 2])[0] for w in L]\n",
    "fig, ax = plt.subplots(figsize=(7.5, 3.8))\n",
    "ax.loglog(L, t_top, \"o\", color=style.OPEN_NEMO, ms=4, label=\"open-nemo, E = V₀ (barrier top)\")\n",
    "ax.loglog(L, 1 / (1 + (k_top * L / 2) ** 2), color=style.REFERENCE, lw=1, label=\"Lorentzian 1/(1 + (kL/2)²)\")\n",
    "ax.loglog(L, t_mid, \"s\", color=style.sweep(4)[3], ms=4, label=\"open-nemo, E = V₀/2\")\n",
    "ax.set(\n",
    "    xlabel=\"barrier width L (nm)\",\n",
    "    ylabel=\"T\",\n",
    "    ylim=(1e-12, 2),\n",
    "    title=f\"{V0} eV barrier: algebraic against exponential\",\n",
    ")\n",
    "ax.legend(frameon=False, fontsize=8)\n",
    "print(f\"k at the barrier top = {k_top:.3f} 1/nm; Lorentzian half width L = 2/k = {2 / k_top:.2f} nm\")\n",
    "print(\n",
    "    f\"at L = 15 nm: T(V0) = {t_top[-1]:.3e} (Lorentzian {1 / (1 + (k_top * 15 / 2) ** 2):.3e}), T(V0/2) \"\n",
    "    f\"= {t_mid[-1]:.1e}\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bd4acbf7",
   "metadata": {},
   "source": [
    "At the top the transmission falls only as $1/L^2$: through a 15 nm barrier about one per cent still\n",
    "gets across, while halfway up the same barrier lets through less than $10^{-10}$.\n",
    "\n",
    "## 4. Above the barrier: oscillations and quasi-bound states\n",
    "\n",
    "Above the barrier the wave propagates inside it with $k_2$, and the transmission\n",
    "\n",
    "$$T(E) = \\left[1 + \\frac{V_0^2\\,\\sin^2(k_2L)}{4E(E - V_0)}\\right]^{-1}$$\n",
    "\n",
    "oscillates: it is one exactly when $\\sin(k_2L) = 0$, i.e. when the barrier holds an integer number of\n",
    "half wavelengths, $k_2L = n\\pi$, at\n",
    "\n",
    "$$E_n = V_0 + n^2\\,\\frac{\\hbar^2\\pi^2}{2mL^2}.$$\n",
    "\n",
    "The two interfaces act like the mirrors of a Fabry–Pérot resonator: the waves reflected at the two\n",
    "interfaces cancel when the round trip is a whole number of wavelengths. These resonances are\n",
    "quasi-bound states above the barrier, and they are not equally spaced: they follow the $n^2$ of a\n",
    "particle in a box of width $L$. Between them the reflection is finite; at them it vanishes, which on\n",
    "PCPBT's logarithmic reflection axis is a deep, narrow dip.\n",
    "\n",
    "![Slide 9: transmission and reflection of the thin barrier](attachment:slide_009.png)\n",
    "\n",
    "*Slide 9: the 4 nm barrier. The transmission reaches one at about 1.35 eV, where the reflection\n",
    "drops to zero.*"
   ],
   "attachments": {
    "slide_009.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "cb07487c",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:23:00.433385Z",
     "iopub.status.busy": "2026-10-24T22:23:00.433304Z",
     "iopub.status.idle": "2026-10-24T22:23:01.058296Z",
     "shell.execute_reply": "2026-10-24T22:23:01.057969Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " L (nm)   n   E_n formula (eV)   T peak open-nemo (eV)   T at the peak   R minimum\n",
      "   4.0   1         1.3508             1.3507          1.000000     6.9e-08\n",
      "   4.0   2         2.4031             2.4030          1.000000     1.0e-09\n",
      "  10.0   1         1.0561             1.0562          0.999955     4.5e-05\n",
      "  10.0   2         1.2245             1.2245          1.000000     1.8e-07\n",
      "  10.0   3         1.5051             1.5052          1.000000     8.5e-08\n",
      "  10.0   4         1.8980             1.8979          1.000000     1.0e-07\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from scipy.signal import find_peaks\n",
    "\n",
    "Ea = np.linspace(1.0005, 2.5, 6000)\n",
    "fig, (a1, a2) = plt.subplots(1, 2, figsize=(11, 4))\n",
    "print(\" L (nm)   n   E_n formula (eV)   T peak open-nemo (eV)   T at the peak   R minimum\")\n",
    "for L, c in ((4.0, style.OPEN_NEMO), (10.0, style.sweep(4)[3])):\n",
    "    T = nemo.Transport(barrier(L).hamiltonian).transmission(Ea)\n",
    "    peaks, _ = find_peaks(T)\n",
    "    En = V0 + np.arange(1, 8) ** 2 * H2M0 * np.pi**2 / (M * L**2)\n",
    "    for n, p in enumerate(peaks[:4], 1):\n",
    "        print(f\"{L:6.1f}   {n}   {En[n - 1]:12.4f}   {Ea[p]:16.4f}          {T[p]:.6f}     {1 - T[p]:.1e}\")\n",
    "    a1.plot(T, Ea, color=c, lw=1.1, label=f\"L = {L:.0f} nm\")\n",
    "    a2.semilogx(1 - T, Ea, color=c, lw=1.1, label=f\"L = {L:.0f} nm\")\n",
    "    a1.plot(np.ones_like(En[En < 2.5]), En[En < 2.5], \"<\", color=c, ms=6)\n",
    "a1.set(\n",
    "    xlabel=\"transmission T\", ylabel=\"energy (eV)\", xlim=(0, 1.05), title=\"above a 1 eV barrier (◂: k₂L = nπ)\"\n",
    ")\n",
    "a2.set(xlabel=\"reflection R = 1 − T\", xlim=(1e-7, 1), title=\"reflection: zeros at the resonances\")\n",
    "a1.legend(frameon=False, fontsize=8, loc=\"center left\")\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "26d6bdf7",
   "metadata": {},
   "source": [
    "The peaks of open-nemo's transmission sit at the formula's $E_n$ to the energy grid's resolution\n",
    "(0.25 meV), and there $T = 1$ within $5\\cdot10^{-5}$; the largest deviation is the narrow first peak\n",
    "of the thick barrier, which the grid samples slightly off its top. The thin barrier has its first resonance 0.35 eV above the top,\n",
    "the thick one already at 56 meV, with the next at 0.22 and 0.50 eV above the top: the $n^2$\n",
    "spacing. Between the peaks the thick barrier reflects more, but its minima of $T$ rise towards one\n",
    "with energy as $V_0^2/4E(E - V_0)$ shrinks: far above the barrier the electron no longer notices it.\n",
    "\n",
    "## 5. Exploration: a heavier barrier\n",
    "\n",
    "The formulas assume the same effective mass everywhere. In a real heterostructure the barrier\n",
    "material has its own mass (AlAs has about $0.15\\,m_0$, against GaAs's 0.067). open-nemo's grid\n",
    "handles this with the BenDaniel–Duke condition (continuity of $\\psi'/m$), as the general transfer\n",
    "matrix of Lecture 6.1 does. A heavier barrier decays faster, $\\gamma \\propto \\sqrt{m_b}$, and it\n",
    "also changes the matching at the interfaces."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "6ad3c74c",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:23:01.059549Z",
     "iopub.status.busy": "2026-10-24T22:23:01.059452Z",
     "iopub.status.idle": "2026-10-24T22:23:01.259884Z",
     "shell.execute_reply": "2026-10-24T22:23:01.259476Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " barrier mass (m₀)   T at 0.5 eV    γ at 0.5 eV (1/nm)   first T = 1 above the top (eV)\n",
      "       0.067       2.207e-03         0.938            1.350\n",
      "       0.100       4.024e-04         1.146            1.235\n",
      "       0.150       4.559e-05         1.403            1.157\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 825x440 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "Eb = np.linspace(0.005, 1.5, 1500)\n",
    "fig, ax = plt.subplots(figsize=(7.5, 4))\n",
    "print(\" barrier mass (m₀)   T at 0.5 eV    γ at 0.5 eV (1/nm)   first T = 1 above the top (eV)\")\n",
    "for mb, c in zip((0.067, 0.1, 0.15), style.sweep(3)):\n",
    "    T = nemo.Transport(barrier(4.0, mass=mb, dx=0.02).hamiltonian).transmission(Eb)\n",
    "    above = Eb > V0\n",
    "    first = Eb[above][find_peaks(T[above])[0][0]]\n",
    "    print(\n",
    "        f\"{mb:12.3f}       {np.interp(0.5, Eb, T):.3e}      {np.sqrt(mb * 0.5 / H2M0):8.3f}            \"\n",
    "        f\"{first:.3f}\"\n",
    "    )\n",
    "    ax.semilogx(T, Eb, color=c, lw=1.1, label=f\"barrier mass {mb} m₀\")\n",
    "ax.axhline(V0, color=style.CONTEXT, ls=\":\", lw=0.8)\n",
    "ax.set(\n",
    "    xlabel=\"transmission T\", ylabel=\"energy (eV)\", xlim=(1e-6, 2), title=\"4 nm, 1 eV barrier, GaAs contacts\"\n",
    ")\n",
    "ax.legend(frameon=False, fontsize=8);"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a41f53d8",
   "metadata": {},
   "source": [
    "The heavier barrier transmits much less below the top (the exponent $2\\gamma L$ grows with\n",
    "$\\sqrt{m_b}$), and its above-barrier resonance moves down towards the top, because the box energy\n",
    "$\\hbar^2\\pi^2/2m_bL^2$ falls with the mass. The material, not only the geometry, sets the tunneling.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- $T = 1/|M_{11}|^2$ of a single barrier has a closed form: $\\sinh^2(\\gamma L)$ below the top,\n",
    "  $\\sin^2(k_2L)$ above it. open-nemo's transmission reproduces it to the grid's discretization error.\n",
    "- Strong barrier ($\\gamma L \\gtrsim 2$): $T \\approx (4k\\gamma/(k^2+\\gamma^2))^2e^{-2\\gamma L}$,\n",
    "  exponential in width and in $\\sqrt{V_0 - E}$.\n",
    "- Weak barrier, or the barrier top: $T = 1/(1 + (kL/2)^2)$, a Lorentzian in the width without\n",
    "  exponential suppression.\n",
    "- The transmission is finite below the barrier (tunneling) and not one above it: interference\n",
    "  between the two interfaces modulates it, with $T = 1$ only at quasi-bound states $k_2L = n\\pi$.\n",
    "- The effective mass of the barrier enters both the decay and the resonances.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Plot the strong-barrier prefactor $(4k\\gamma/(k^2+\\gamma^2))^2$ against $E/V_0$. Where is it\n",
    "   largest, and why does it vanish at both ends?\n",
    "2. Derive the above-barrier formula from the below-barrier one with $\\gamma = ik_2$, and check it\n",
    "   numerically with `t_exact` and open-nemo at 1.2 eV for the 10 nm barrier.\n",
    "3. For the 10 nm barrier, find the energy at which the minimum of $T$ between two above-barrier\n",
    "   resonances first exceeds 0.9.\n",
    "4. Replace the GaAs contacts by a material with mass $0.15\\,m_0$ while keeping the barrier at\n",
    "   $0.067\\,m_0$. Does the barrier transmit more or less at 0.5 eV, and why?\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 6.1: the transfer matrix method](06_1_transfer_matrix_method.ipynb) and\n",
    "  [Lecture 6.3: the double barrier](06_3_double_barrier.ipynb).\n",
    "- [Benchmark: piecewise-constant barriers against nanoHUB's PCPBT](../../book/15_benchmarks/15_05_nanohub_tools/15_05_01_band_structures_and_barriers/15_05_01_04_pcpbt.ipynb):\n",
    "  open-nemo against the tool of the lecture, single barriers with and without a heavier barrier mass.\n",
    "- [Tunnelling through an ultrathin gate oxide](../../book/05_ultra_thin_bodies/05_03_utb_transistors_and_gate_leakage/05_03_02_gate_oxide_tunnelling.ipynb)\n",
    "  and [Gate leakage in the effective-mass model](../../book/05_ultra_thin_bodies/05_03_utb_transistors_and_gate_leakage/05_03_03_gate_leakage_tunnelling_mass.ipynb):\n",
    "  single-barrier tunneling in a device.\n",
    "- The tool of the lecture: [PCPBT](https://nanohub.org/tools/pcpbt) on nanoHUB."
   ]
  }
 ],
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