{ "cells": [ { "cell_type": "markdown", "id": "title", "metadata": {}, "source": [ "# Multimode Fabry-Perot cavity coupled to SHO drivers\n", "\n", "This tutorial uses the `MultiModeSimulation` solver with many non-socket SHO drivers. The setup follows the simple 1D Fabry-Perot cavity #1 parameters from arXiv:2403.12282: 36 photon modes, 36 molecular grid points, `omega_perp = 2320 cm^-1`, and `delta_omega_x = 50 cm^-1`.\n" ] }, { "cell_type": "markdown", "id": "imports", "metadata": {}, "source": [ "## 1. Imports and unit conversions\n", "\n", "The multimode solver uses atomic units. The `unit()` helper keeps the input parameters readable." ] }, { "cell_type": "code", "execution_count": 1, "id": "import-code", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "import maxwelllink as mxl\n", "from maxwelllink.units import unit\n", "\n", "cm_to_au = unit(\"CM_INV\", \"AU\")\n", "au_to_cm = unit(\"AU\", \"CM_INV\")\n", "au_to_fs = unit(\"AU\", \"FS\")" ] }, { "cell_type": "markdown", "id": "parameters", "metadata": {}, "source": [ "## 2. Cavity and SHO parameters\n", "\n", "The 36 molecular grid points are placed uniformly along the 1D cavity mirror plane. Each grid point carries one SHO driver in this toy example." ] }, { "cell_type": "code", "execution_count": null, "id": "parameter-code", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "omega_perp = 1.057070e-02 a.u.\n", "delta_omega_x = 2.278168e-04 a.u.\n", "dt = 20.6707 a.u. = 0.5000 fs\n", "trajectory length = 1500.0 fs\n" ] } ], "source": [ "n_grid = 36\n", "n_mode_x = 36\n", "\n", "omega_perp_cm = 2320.0\n", "delta_omega_x_cm = 50.0 \n", "sho_frequency_cm = omega_perp_cm\n", "\n", "omega_perp_au = omega_perp_cm * cm_to_au\n", "delta_omega_x_au = delta_omega_x_cm * cm_to_au\n", "sho_frequency_au = sho_frequency_cm * cm_to_au\n", "\n", "coupling_strength = 5.0e-5\n", "mu0 = 0.04\n", "\n", "dt_fs = 0.5\n", "dt_au = dt_fs * unit(\"FS\", \"AU\")\n", "total_steps = 3000\n", "\n", "print(f\"omega_perp = {omega_perp_au:.6e} a.u.\")\n", "print(f\"delta_omega_x = {delta_omega_x_au:.6e} a.u.\")\n", "print(f\"dt = {dt_au:.4f} a.u. = {dt_au * au_to_fs:.4f} fs\")\n", "print(f\"trajectory length = {total_steps * dt_au * au_to_fs:.1f} fs\")" ] }, { "cell_type": "markdown", "id": "molecules", "metadata": {}, "source": [ "## 3. Define the SHO drivers\n", "\n", "The SHO dipoles are oriented along `y`, because the 1D cavity mode functions couple to the `y` polarization for `y = 0`." ] }, { "cell_type": "code", "execution_count": 3, "id": "molecule-code", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n", "[Init Molecule] Operating in non-socket mode, using driver: sho\n" ] } ], "source": [ "molecules = []\n", "for _ in range(n_grid):\n", " molecules.append(\n", " mxl.Molecule(\n", " driver=\"sho\",\n", " driver_kwargs={\n", " \"omega\": sho_frequency_au,\n", " \"mu0\": mu0,\n", " \"orientation\": 1,\n", " \"q_initial\": 0.0,\n", " \"p_initial\": 0.0,\n", " },\n", " store_additional_data=False,\n", " )\n", " )" ] }, { "cell_type": "markdown", "id": "simulation", "metadata": {}, "source": [ "## 4. Run the multimode cavity simulation" ] }, { "cell_type": "code", "execution_count": null, "id": "simulation-code", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "omega_parallel in cm-1 [ 50. 100. 150. 200. 250. 300. 350. 400. 450. 500. 550. 600.\n", " 650. 700. 750. 800. 850. 900. 950. 1000. 1050. 1100. 1150. 1200.\n", " 1250. 1300. 1350. 1400. 1450. 1500. 1550. 1600. 1650. 1700. 1750. 1800.]\n", "omega_k in cm-1 [2320.53873055 2322.15417232 2324.84408079 2328.60473245 2333.43095034\n", " 2339.31613939 2346.25233085 2354.23023513 2363.23930231 2373.26778936\n", " 2384.30283311 2396.33052812 2409.33600812 2423.30353031 2438.21656134\n", " 2454.05786403 2470.80958392 2488.45333491 2506.97028303 2526.34122794\n", " 2546.54668129 2567.56694168 2589.38216569 2611.97243477 2635.31781765\n", " 2659.39842822 2684.1944788 2709.68632871 2735.8545283 2762.6798584\n", " 2790.14336549 2818.22639261 2846.91060625 2876.17801953 2906.01101168\n", " 2936.39234436]\n", "Applying Absorbing Boundary Condition : False, cutoff: 0.0\n", "[MultiModeCavity] Recording history: True, to disk: False, record_every_steps: 1, record_max_steps: 3000\n", "[MultiModeCavity] Recording fields : none\n", "[MultiModeCavity] Recording address: N/A, filename: N/A\n", "[MultiModeCavity] Temporary folder : N/A\n", "[MultiModeCavity] Completed 1000/3000 [33.3%] steps, time/step: 1.10e-03 seconds, remaining time: 2.20 seconds.\n", "[MultiModeCavity] Completed 2000/3000 [66.7%] steps, time/step: 1.47e-03 seconds, remaining time: 1.29 seconds.\n", "[MultiModeCavity] Completed 3000/3000 [100.0%] steps, time/step: 1.16e-03 seconds, remaining time: 0.00 seconds.\n" ] } ], "source": [ "cavity = mxl.FabryPerotCavity(\n", " frequency_au=omega_perp_au,\n", " coupling_strength=coupling_strength,\n", " coupling_axis=\"y\",\n", " x_grid_1d=np.arange(1, n_grid + 1) / (n_grid + 1),\n", " y_grid_1d=[0.0],\n", " delta_omega_x_au=delta_omega_x_au,\n", " delta_omega_y_au=0.0,\n", " n_mode_x=n_mode_x,\n", " n_mode_y=1,\n", ")\n", "\n", "qc_initial = np.zeros((n_mode_x, 3))\n", "pc_initial = np.zeros((n_mode_x, 3))\n", "# Initialize the momentum of the cavity modes\n", "pc_initial[:, 1] = np.random.randn(n_grid) * 1e-4\n", "\n", "sim = mxl.MultiModeSimulation(\n", " dt_au=dt_au,\n", " damping_au=0.0,\n", " molecules=molecules,\n", " cavity_geometry=cavity,\n", " include_dse=True,\n", " qc_initial=qc_initial,\n", " pc_initial=pc_initial,\n", ")\n", "\n", "sim.run(\n", " steps=total_steps,\n", " record_history=True,\n", " record_to_disk=False,\n", " record_every_steps=1,\n", " record_list=[\"time\", \"qc\", \"pc\", \"energy\", \"molecule_dipole\"],\n", ")" ] }, { "cell_type": "markdown", "id": "retrieve", "metadata": {}, "source": [ "## 5. Retrieve observables" ] }, { "cell_type": "code", "execution_count": 5, "id": "retrieve-code", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(3000, 36)\n", "max |Delta E| = 2.356e-09 a.u.\n" ] } ], "source": [ "time_au = np.asarray(sim.time_history)\n", "time_fs = time_au * au_to_fs\n", "qc_y = np.asarray(sim.qc_history)[:, :, 1]\n", "pc_y = np.asarray(sim.pc_history)[:, :, 1]\n", "energy = np.asarray(sim.energy_history)\n", "\n", "mode_index = 0\n", "lowest_mode_energy = 0.5 * (\n", " pc_y[:, mode_index]**2 + sim.omega_k[mode_index]**2 * qc_y[:, mode_index]**2\n", ")\n", "\n", "print(qc_y.shape)\n", "print(f\"max |Delta E| = {np.max(np.abs(energy - energy[0])):.3e} a.u.\")" ] }, { "cell_type": "markdown", "id": "energy", "metadata": {}, "source": [ "## 6. Dynamics and energy conservation" ] }, { "cell_type": "code", "execution_count": 6, "id": "energy-code", "metadata": {}, "outputs": [ { "data": { "image/png": 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uuusufd5FF13UeelLX6pLGFFmPlUyoDJZKKt/gw020N+lCgUsVH6LjskyVFKo1BBVHKBsbSr1RSWf6DOVxCKhSgiHHXaYroAwe/ZsrQOVlKLsbKp8wEKZ1wcccEBnnXXW0Vn1KVMcZcI/+9nP1pnbVBmBMupltjlVHthrr706a6+9dmfdddfV5ZHuvffeYHY4lTXi9rv11lu9v6Ps9bvvvluXLqN70N9Q5QUqUUUlpe6///7SZ3LvJUtJkbzjHe/Q79IVys6nCgpSKKP+zW9+s66UQO+G2v1rX/uaV12A9Hr961+v25Ceg36/5JJLYFmt6667Tpdgo2oYdE0qmUb9i8pflQll9VPZtSc/+cm6jBfpRd+le8lzPv7xj+t2pOtTNQSqtPD4449b16JnOO644zpPecpT9HnUd9/61rd27rvvvtJ2qfrcoaoF1M9dofvJKhYrVqzQ5cZoXFA/pXFE5efoPbp9hUrWUR+eNm2avh+dw0Lj+eCDD9bXoeelKhW7775750tf+lJpu7fSyqDKEP2v32C6lVZaaaWVsKxcuVIzaMSopW4c0EorrbTy7yBtaEErrbTSyoAKhVaQG5nc6ZTxTyEOrbTSSiutGGmBbCuttNLKgArFo1LVAyr9RHGpXHKrlVZaaaWVTNrQglZaaaWVVlpppZVW1khpy2+10korrbTSSiuttLJGSgtkW2mllVZaaaWVVlpZI6UFsq200korrbTSSiutrJHSJnv1SKhoN+1qRAWr0VaHrbTSSiuttNJKK60ovQENbdhB222XbSrTAtkeCYHY0H7urbTSSiuttNJKK63Yct999+mt0GPSAtkeCe8fTi9l9uzZvbptK6200korrbTSyholtL00kX+MnWLSAtkeCYcTEIhtgWwrrbTSSiuttNJKXFJCMdtkr1ZaaaWVVlpppZVW1khpgWwrrbTSSiuttNJKK2uktEC2lVZaaaWVVlpppZU1Ulog20orrbTSSiuttNLKGiktkG2llVZaaaWVVlppZY2UFsi20korrbTSSiuttLJGSgtkW2mllVZaaaWVVlpZI6UFsq200korrbTSSiutrJHSAtlWWmmllVZaaaWVVtZIaYFsK6200korrbTSSitrpLRAtpVJLUtXrlYLlq7sqw6PLlqhzr95rhof7/RNh8eWrFQ/uOAONXfR8r7psGL1mPryn25Ul9wxT/VTTjjnFnXyhXf0VYf/vfI+ddSZ16pVY+N90+GKux9T7/3pler+x5f2TQfqj0eecY3WpV/S6XTUCefeqs7+18Oqn3LhrY+q3137QP/nqlv6O1fR+3hgwTL9s5VWUqQFspNQ5i9eoT7+/65XV9/7eN90WLZyTO37jQvVf//uX6qf8oJj/6qe8YVz1cLlq/qmw37fuVi96/Qr1G+u6d8ideSZ16pj/u9m9d6fXtU3HU7/+93qlIvuUm8+5bK+6XDfY0vVt/56u/rKWTf3FUR+7P9dr/vD7699sG86vOGkS9Wfb3hEfeJX/+ybDp/69b/Ub699UOvSL/nLTXPVt/5ymzrsZ/0bGwQc3/6jy9UHz7hWg7h+ycu/eaF612lXqP/rI6g/+cI79bz9k0vv6ZsODy5Ypl781fPVd8+/vW86EJAng/uMy+9V/ZQHFixTl94xXw2ytEB2EsqXz7pJnXnlfep137ukbzqcd9Mj6uaHF/V1MqLF4fGlGYD91wNP9E2Ph57IWNB+Lg7E9pBcc++Cvulwx6OLVb9l8YrVxe9LV4ypfsuiPhpYLP1kZG94sH/jkuX2AeiX85asKH5fIvpoz/VYnHmvLr69f14TMrhJPvf7G/qmw9G/v0Hd+9hS9bU/39I3HYiIIoP7E7/+Z98Y8rHxjjYq3nTKP9Rd85aoQZUWyE5CuWd+/xYmluGhoeL3fjFfy1cboLJqrP9uqrHx/jGArWSybJXpE0tW9gcwrBbjYXSk/1PwlD7qsGJ1/8fEilX912HhMmPQ9NNTwDJr2ki/VVBT+9gvKRSr3/LIQmPcrOxTn1gi5kjyZg2q9H8WbaVxmTFlACahUdO1Fi3vD2BYIhi3VQOwYA4Alv63Fwp56TfzJcHbIMQBjvdRh9FhY/D2TYeRIYuB6oesXG3uu3wAgHUfQ2SFDp2BIGL6JSNibPTL4Fsp7tvP91EmLZCdhLJ6AJg/SuxBDFS/QMsgtMmUAVi0+ylDqv/Pv1qs0P1aHKQOg+Ap6Bfb0282GIHp5YKx76VIFnZFn3SQ0i9AL6WfwGkAcGxwPe0XkF01AHNVSPo/i7QyKSchySr0a6GU9x3kQdhKf8I7+rVQyni3QVswey3DA7ACyXfQP+NmHIZE9WvdGAT2rZ/L2CAwsvJ99Cv8ZaUYD/L3QZMBmEZameyAYXWfQKScjAeBke3/0jA40i+XuuyLkhntqQ4WYFD/1kz5AOAlJe3sQQgt6BdBLlnh/sO4/sogGFjyffSLDFolPQV9MrBSZABeVzX53ve+p7bZZhs1ffp0tdtuu6mLLrooev4FF1ygz6Pzt912W3XSSSd55/zqV79SO+20k5o2bZr++Zvf/CZ4vWOOOUYNDQ2pI488Ug2qkH79Fjnu+gUiJWgZBEZ2EFiOQZF+ATj5DvqZCdxvHaQMwHTRV5GhT/0ao3KO7BeYlqBl+N88DGoAeA+rH/SLDV3RMrLNy5lnnqkB5Kc//Wl1zTXXqBe96EXq5S9/ubr3Xlxn7a677lKveMUr9Hl0/qc+9Sl1xBFHaODKcumll6qDDjpIve1tb1PXXXed/nnggQeqyy7za11eccUV6uSTT1a77rqrGmQZhDlorNN/EGkxsgMAZFscOwDGzfggMLLCWzEAQPbffUysEu9gEEBk/3ToDGyyUz/Xr36JXLP65ikYE+F5AzxXrVGM7AknnKAOOeQQdeihh6odd9xRfeMb31Bbbrml+v73vw/PJ/Z1q6220ufR+fS9gw8+WB1//PHFOfS3vfbaS33yk59UO+ywg/6555576uNSFi9erN7ylreoU045Ra277rpqkKXXkxCVKvnAz69WF+S1SknGrPjU3oAWStSQA94GLf03sVtGVvV9Yh4ENlR2xbZP9F8GAURaoQV9AlGyHQYAx6mRPoLpQagmYocg9T+ef7wFshOXlStXqquuukrtvffe1nH6fMkluPA/sa3u+fvss4+68sor1apVq6LnuNd8//vfr175yleql73sZWrQRQLZXgzIH118l/rj9Q+pd/zo8uKYJEB7wchSKaUXHvdXdcBJl/TVNUMF3mk72jVh8P+7A9mBYGQHwFPw7y4ytGBsAPpEv+aMQQBOlvSfFPbW0F4CXBRuQvcn0ujTv+nNbnxjA+CtmFSM7Lx589TY2JjaeOONreP0+eGH8Y5JdBydv3r1an292DnymmeccYa6+uqrdXxsqqxYsUItXLjQ+tcrkYZsL4LE54Pi0XIy7kX5LdpFjHaloZ2reLckO9mrN4Pwld/KtqO98cGFfVscLrl9nvqvX1zT96LesUm/f4Ch/8yXtTgMAGDoJ14YBObLSvbqF/PV6f/YGB8wD5abHduvus/cLLQD3rO/fJ465qybenJfaeTy2jF30QpNGv3PZfequQuzHSO7KXI8DIRxs6YD2VAiE02EseQmdL57PHbN++67T33wgx9UP/vZz3TCWKoQ6J0zZ07xj0IgeiXyeXozH3XigKEHE7OsBbkg35a2nzFGV97zGEgu6s293/zDy9Qfrnuwr1s8XnbnfLXbl85Tv7v2geJYR/X+fdA+4bI2qAUi+8SGWsbNALAcg5Ac2k8ZhARAed/+gWlcOYFCDvq5jTHJH69/UO189J/VqRff1fN785xx9r8e1mTJDy68sw+MrF+Gi0Btt2V8ACp6TCogu8EGG6iRkRGPfZ07d67HqLJssskm8PzR0VG1/vrrR8/ha1I4A32mygf0PfpHlRC+9a1v6d+JJUZCsbZPPPFE8Y8AcT9Yjl5YUQigWZNiD3SQYIVZaHti7vS03TmcQoKWXuOF6+9foPolHzzjWs0I089+sU63PrJI7xP+mu/+Hd63V4DhuvsWqGvvWzBQ4Q2DIoPw9IPAkIdcuHfPW6J+f92DPWGuQ/HjR//+BvXC485X/3tl79YwV3540V06bveLf7yx5yXpuF16PVYRGSRLYPXC2zrW43V80gPZqVOnajB57rnnWsfp8+677w6/8/znP987/5xzzlHPetaz1JQpU6Ln8DUp8euf//ynuvbaa4t/9H1K/KLfCVwjoVJes2fPtv71Q3rR+RBYtotrd10FtRyUCem1W1+WKuFdL8f6CGQHzRXUawB31j8fKsJOkA69ANNkYO3/3b9rML0037e8H4Xnr7n3cXXKhXcOBAMsZRC6aKi6CbF/P7jgjp7rIPvHfx7/N3XEL65RV9z9eG91EL+TG5vkpB61BfLgPPxE993oIeG2kH21F3MHCi2wNhrqQd7HuHjOQRirIRlVa5B86EMf0uWxCEgSAKVSWFR667DDDitY0AceeED95Cc/0Z/p+He+8x39vXe/+906sevUU09Vv/jFL4prUtjAi1/8YnXcccep/fffX/3ud79T5513nrr44ov139dee2218847W3rMnDlTM7ru8UGUXixcLtNGZVN67T6VjCxn3/Y641JuiculYywg2+NoxCl9rOqNKuf0GkTOmDLihQv1OuRlsYjrm794pVprvVG7mkaPwhte+70sCXK9mVPV63fbIjoeFi5fpWZPzwz9phny0/5+l/qvlz5ZbbbOjOB5C5auVG88+R9qzx03Uh/dZwfV09CC/Pf7HltasH9vfPZWas5aU3qug2Rhb3l4oXrONut1WQfxO+ofPQYyEjhJUNtrKRKthA4EImdMxSRWU4LmKrnrWy+A7Fib7NW8UL1XKov1hS98QT3jGc9QF154oTrrrLPU1ltvrf/+0EMPWTVlaeME+vvf/vY3ff4Xv/hFHRLw+te/vjiHmFdK5jrttNN0fdjTTz9d16t97nOfq9ZUkRNALwgYuV06ApG9AAyydAz/3muXoWRk+dZSh15Pxv0sao5qDvZ6UpQMOC8Kve6XS1eYheeJZauijCwZQhQO0k038g0gCVH2krP/9ZDa9ehzNHvbtBz4g0vVLy6/TyciojHBz/2dv96uWfTvnt88Azh/8Qp12E+vUn+7ZW60X85bbOIPl65a3ZfdxXpdf3sQQixC0k91EKjvBYi0qmnkDdDrLWPHehye92/ByJIcfvjh+h8SAqGu7LHHHrriQEwOOOAA/S9VCBgPsvQaMMjC1QTmpk8Z6Xm2o7UvNQwt6G1wPk8ydtyZ+rcRBMas5IUe9AkJBMi4mTIyHGRk73h0sXpwwTL1oidv2DVGdlnuNbA3RDC/v+enV6qLbpunvvnGZ6j9n7F5o3q497PmBYFkD/tZNld++ayb1LtfvG2j9+YkzKvvNW5y1107OjKkFuSAvxtyzP/drM6+4WH97+5jX+kzkblC0iiV7tymgNGRZ16rnrrJ2ur9L9neuq98NzIGshcQYk1h33ohVmJq/m4koF2hc2Om9DxmWc5fvajPPj5oJdnW9BjZVga5ZIYfGN/rOEB5PwYwvc5GturWMivcx2D5fk48KBM+tKc9ZQNTlYNuCuoTUoc9v36Betupl6vbHjHxtE0Ig1etQw6O7Exg8zuBWJIzr7iv6zWm+1leKdQteXx005Fw73w/+95m6X22q+k95i+5Y75O4Pran28xOoB+uUL0nW7MX9/6y23q8P+5StQoNX/7tweyIMxCgshesKHSEDfrqiBLegFkO2tGn2iB7CSU3ltRaMD1lg21EonG+pPsZYPpHMiKyajXNTPLFj+ajE++8A4du9iLXXnkJMyxoXc+ulgd9rOr1EEn/6NxHaQK/D6skmxFAoUBDPcAoNO0cVNW/H7mtGYdZfIe7D0ZFO+AfHrWqdc7E0oDk9/Nyi4yslznOjRfFm5kK1yq+bnjhHNvVWf90xiRZW7kbsxe59zwsHrbqZepR0pqovazTyBGthex7XK+5PVLYtee6NAZ3HATKS2QnYTS67gWxL722k2F7oeYlp4D2cC7oCzcb//lNvVoF2sBljX7KRfdqb5y1s1q7xMv7E2yF3Dh3vrI4q71E/n+Tdy0dOt3iuQmFgqL6Z6B1Umq3tB0OyAPTT8ZWYlJ5NrIOtl1sJttC4SH7CQn5YFIaeg0/T4WL18dTLSSNUObZt9kYuqqRC9aN6Dke356lfZEHHf2zdl9rZwCce8u4ti75i1R7/nJlbpMHguKpe/1Zioyz4Bff6/jmMd7nDBdV1ogOwml13GZKO6w56EFYLEO6fCvB55QP7zozq4CBjPx+AlgJAeffoX6+rm3qg//8rpGdbD0CTwfM8MX3fZoTxPNEIiUblvphm9CrHiyfC97q5+ApJqmdUDGTZmnoPF+KcFBJ3ysVxK6H5qrmgZwEMgiNlQwso0bWOJyS/KSbMjoRluUNiWceGjr1VvyQQrvQtiPcCgCsefc+Ig66ORLi2P2POEfa7p9aG6ger1/vfkRcw/gPepnuNzYgHhxkLRAdhJKr0Eksl5DcboX3zZPnXfjI13WwdbF1eFV375YfelPN6lfNlzgG9X9k4Nf6nDjQ1n2+IW3dg9MhlgMbpZuxnkhVyDaaW1UlAjjOqtdAZH5amSVvuKkGtEOTetgJQCCih6IkW16zMp7sBHT6zJkKYJcuE23BSqBh5JqZCJN84aFf23kwg3FlDch8vl461cb0KueCs8Dsh16FYp129zFXggJ2ra4mxVPfvaPe9Tpl9ytDj79Su++8t7dZoX/eP2DeldIqMMAhxascVULWimXkPuBrL1tNpilttlgZqPNiFzGljXJDMPYuHrrqZfp36/+7F66pmVTggZ4mQV9Uw4mmxLEaJSxKlN454SeAtmOGlFDalTWTWtYUKkx1D7yHUl3Z+PxqVxFYiwOWpqORUShBWU1lmUVkEZ0kHHaQK9+AlkJVoqKCtaxXoQW+Pfr5s6Eso/x/ez3AcoHNtwOyKBDwKlXYow8NRACyZkuGhY35mXxyubLbrr6FyxdqT7w86w03st23FjXye11ucK60jKyk1AQw3D5XY9pa+8lxzdfOqyMYWAdpDuLBk2zOsStVzQGmwZyyGUsJ2akQzd3uAptwGDY0O6BaLT224snJ1/54QZNCQICCCTZbuRmV1JULseOkfVZWpQoNzEd/KSRQWFkbVAfB+G9ALIwHrKLxg33NwnoeUh0E0zbczaqptHbPsHPbzGyqn+CNqhAyVfN3c8/ZlWRAOFyTc+X9z++zCsb2CZ7tdI3sd0B2c+r7uneFofIhY/cg4/ndSRJlnaRfUu1XruZXGTAdDxDvWlvDb6HfYw/dtNVhC5tt0843KCbhgXqqyt7BKb52jaIVJ4OTW9kUSfhrFdSlrzSNICTxl0Bnkrmr6Z1gGwoCEFCxnlXWGHuEwDQy7mjm72EE/wGhfVDbdHNGNmpo/6YR/Gw3dRhqViT2TvWJnu10jcpcwc0HXtku1zCrn4ZfygzxRvRAcaYxYFM04KeGVn2UpomRWU7MPvkPjPaO7ybguIyC0YWgKxuGjfofpKRbRowYJY+3i+b5smt+peAFe5n7Jv1jrjWbxfZYrjbm2S+oKu/4X4pDacIiOxmiAU0/FHJqR51jaEKa1MvYmfLQguaHjO0WYv7fFa/LElgbkKkd4yTXgclBKlM2tCCSShlWdFy15qehBZ0wgWemxJkOSK2R8ZDNl2bEGYeg8xTKU3rgACRe1+zl3ujty7VCU3C3czMRrWMEdMm31HzgMF/vrL4xKZfC6pQ0M8MdSkIPHWTdZKlvYrttCGIVD3xFCDmsxdgWs6Dse2be903Uqpp9KScY0l8atNGtxVGAAwLuKaNd6/c19KcdLLGwQAne7VAdhIKYnxk8k3ji7W4HGSd8t+tybPhiaAs2Qvp0HRtQpTEU5ZA0U0gGzqGdGtarIUZxXeNIRDZvfhUXN84Xuu3ER2A8YYWqG4m1yDgNChAVt65FwBOChvWZWFJPUm0KumrTbNvMH68xx6sDvIeeWFQYD7rCSPr36+bFQPQ+oyMmzIP30QE5StIHdo6sq30VHCsE+6wTUhp8ejx7jNfZYws/yp1aNqFWx7eAL7URTDN7JPb1mhS7Ka7LlaHsbuMrH9teQvERDXeL8HCI+9QZOonMFGNtANg4welakGvQXbMpd5N4yY1CbGb/RJVTrBc2T0wdlG7urZsyjndEBSfbBugzd4PjUc72Uv1gKXvRGPpe12SrYq0jOwkFGRZ22VummYY/IUSscJ2bcbusW+Q2QE6ND0uUWmnsomn8RhZEFrQcZoavf6mJ0V5tWIBEAc7EXaqmwy5lbzSg8UBVc6wWY78vt1kWmA7qAEJLfD16GYimtX2xVwl9InMHd1x63PVAqBDF9kw5JmAIRY98hSEwqCQ4dWLXenK2qJ5RlYlbX7Q3blq3Nwv4tUcRGmB7CQUxAIia6spgQsBWDC6uXe4zYYqwHL5OjTOtABmR853iPUMlciqrYN85uKnfV9+H/LO3WQiY4lv3axagBaeTknJn16wb8jIk2NodY/DG/oZ+4aAZTeTahDTVsaGdjV2G2092gNAzxuEyGsjAqSb4MUO8xqC9+sXIwtZetB3mhLLsOSkx54ne3V6Og6alBbITkJBkyJiARq7X2miQn7fHiV78eKI3Ja2S63ppLfqgAFtHNC8DgoDWRGf281JyrjmpA7dZ2TL3gf/uZsuXGu3N2ZDxd97wXzApLcehZWUiXxUA6i6GEtftu0niofsIkuPQkt6sR2ptWFNAZz8cdBNTwHyHrn34HNkKkEvDK9UY6MpQXMQTADsotG9CnhM0Q5ngygtkJ2EYgGGPiVaWa4y4NbvphsZATj+vauLJLCW7Xbwv9N4PGRJzKE83k1GFsZ8CQhXlOTqYrgJiju1+wRaHLpo3BQAReqQ/wTgpqslwEr6ZdOCwLJf35jfh9St6TEK4qbLDNAeGFi4aoH4ThfbYXViEmI3YzI7wcRU1dO4aXQPFDfdTYYcrl/cJ0qq4ExEUH3rNrSglb4JYp1QcH9j94OAwZ8U7RqeXUw4K9zIvg7ytt1sh1iGupSuxukCZkffM/9osRy9CC0QbY/iU7tqYIH3gWNkVY/jdLlf9hY4uT2v26ysxb7l/c73FOQ/e8TSF++/x3HTyKBH5Qoto7sHhj8CzmXbKXfTYyL16Ob2sEgQiEQhQb3yFMQq8TQliFTo5sYgTUrLyE5CQQOgq6EFg+DCBRNuWYxRN12GZptJXwdLGp4bYBUA5x44g7+LLOB4OB5SGlhdLTHE15YLFFowGh8bIBFSAidXvx4lcYRAZLfALUrs8a/f6zHqG1gw1KOb/RKASGPcqN6ASBAPC93pnW66sv1n7mdMN3pH3Qw3se4HYmQxQ96oCmolILu6OS81KS2QnYQCB0CnRzsoAZd6L0ra2GBEhcF0F91DKE5XIifMyHavHcKgpfuAoSzRqhesE0rOwHuoq94YWIylEZjuMSPr9kUE1ppUQ+rAtZNDYLpnyXfIsOix0Y3iIRFT3E23Poq/NLtLdQ84oVhh33uUg0hx815kz6cmq3a3koWvQ1erm4zFw24GmJBtgexkFJwJ3L2JGbk7rMW6sLa7uDgA1wzSoZvsG96iVgEg073JocydLj/3yriJgUi5m0yvQQvyFHQ3Qx30CRCL1l0w7RsV8rj9vfGu6GCArNMvIevUxbYA8xIybhrXASbVAAO0q/3SzxWAngJLhx7sCOkZWPZPdE43BCVD9tpTYJFBaOv3Hugw1sX7NSktIzsJxR4AaGLu/oYImBmUwKl7lRNQLCIC9F0tARZtB9VTt6UPWsLn9irBqFgculgWznap832lDr0FkbE+0VV23KqcYN+XBXXDJvWwrjWE79kLRtZi9gqQ5AO4biYX2bkC+fsv6xONM4A+QIVl4XrECqOEM+mx6iYJklrpo1dx09hTAIybrrLCnVwH8/c2RraVnkoZiGwawJUxPnCL0oYnAjTAkRXf1Wxka5FEVrXfDk3PyTBT37kJ0qMXiW+2YRHO1u0VG4qYlqbdlmULj3lHWO9eVBVBn5vWQxoVRXm8QMJZryo4wOxwdmX3qF8i9q0XoQVo7GPwpnoyV5Uxst10qbtC/dCeJ8L6dqWGK2DIoaegm6XpxsNgehBltN8KtNK82BOz6nFWNN/XBwc9YwCjzBf+ThMi55VYlnw3J+IU0NJtUE8TXlkpMv69m9sWY8AQN/J6koQojQ1mnHoVFxpgvuhzSjH6ZnWwz+GPvUq0QsynAS34O92KkUUgsrulr+Llnjo9APSoJGQo3KRXLm66n3t1WKav6fjUsvJbYO1onJEdLynJNrg4tgWyk01cqwkF8ssJpHuB8fLv/nmNl98CQKBTCui7F/NlMvXF3wFwalogE+oxX/bfm2a+3AkPJ9/1q4arPzH3Oumt1NDs4iKJjAo+7m0P2iQja1WnsHVxdUPsVGN6lIB6GKfb9PtA2fooJrPHjCxOesPf6UX4kdSjW2PUNd5IJ1mW0NKti54bFGaBcimssdxFVnh8DWNk2xjZSSZu3+5F4gCsNQgm4a6yoZCJjC9azSc4id+B+zTkPmtWh/LFIRZ60YSENmBAjI98Rz1JQgR6djUREjFtJfGQjW8hXTIOWDe3D3SzT2jmy7FbYu3TmB5ofIB31N2d1lR0K1DUJxpnpuH8XGJodpEdR8w0z58pFTbqijve6f6h+PFeGRaxXIqubpIxFo+RHWRGtgWyk0xcq6kXSU4YMPp/72Z8qjXgIjp0NS4UtcM4iL/q4l7hCJyGmK9utUXofihGtpuMj3VtsDigUI/GY2RLwHQv4u/sOqn2fY0i/ntrtk/Yn+l9uJ6CXhgWZV4B1qmb5bfs+dIvO4VY+m7GsMdAi9svm2Tlkg2srvZL99rjfvx43ifsyjiNqRA0ZEuTvbpo+I+BEmAtI9tKzyTFrdtNEBndlaRXYBqxoWDR6uYCheIv9f3HfRduk+DJBYv02XMjA/aj2RhZ537And2L+FQEDvCuWqpryUXIsCjrJ00zLRhM+yCyl4xsxnzZ5xiDtzs6+Nf2jyFGtnkd4iCSf+1qEqLVDghMh4FlUyIvXYw7MHd4CWDdnKvGkffA6NINHdxrx2Jkuxk/Pg7Ghj1nq4GVlpGdZJISLN/8Yg0WSjAouhmfWrZAFcd6poPfDnyOOzHLIPsmdeDPPkvPP30WoBkdMCBCwLKboMWahMH7QO3QvA4+QO11+S1rLBbMjgLJXvaxphMAXZ2CLtxustPgXfd6y2DkFUA69Mq4gaQCeBfo80SkbDcrrUaPDSzEyPbCU4BBPfAU9GquGveNm6Y372lSWiA7ySQ0CGWfbzoGDy6UANz2jH1LXKC62g4R5isE9HrFfKGYuGZ1wDqhUA8UltJdliMOInvTLwF4s4yK7huavXfh2p/pXiG2r1egHjHA0LDoAUOOdVBdjJtWUbc1agdX94nr4I87ZNx4SYgN6oASHEMGFvIo9ZqRlctJ0zutjZWFm3QxJG6i0gLZSSbeIATHJ8LILl6xWv3mmvvVo4tWpC/WqKh1FydmuE1ur8E0WCRZD3dx6HZ8qj8xo7ZokhV2F4f8vmIW5lO6+T7k1ZCrtDcMoPmduzxi5FDCUXd0SGe+ugVatB7aVYDP6W4YlA9Qy+JTm67XibwCVrhJpMpHczr4zwxd2V2cq7Dhb4vuJt30FDjXpufzxkYP2NAyoxvN2d0NLeh0/X59rSO7YsUKdfnll6u7775bLV26VG244Ybqmc98ptpmm226o2ErlcSfCADDMAHM8r3zb1ff+9sd6kVP3kD99JDnRiYksDg0OCjoPiPDpk6KvRCAiaD4nupa8HpZlQR9HAAGdzKdmA72Z7q/ewzFLDfZFKGFB7FOiBnqrhsZ6dCddnCvjZPe/HfRTbbH/O4bvKFE0UZ0cEMZIjGyVr9sTIO0PoEMrKZdqmUGLzL8x3vRL605G89f3Ur2Csfkhpn7pnUoCBZvDs1+ysPdjd0G8yUMl/PfzZBbO6ySDgCog7GxRgPZSy65RH37299Wv/3tb9XKlSvVOuuso2bMmKEee+wxDW633XZb9Z73vEcddthhau211+6u1q0EJcVdN5EF6swr7tM/L7ptHrzeeA9Yp3vmL1Gv+tbF6rX/sbn6wv47ezrgep354gB07W7sm30OfUaTdXM6lLvKYuV2uqEDCiMw/aR7AA4zX6qnINK6X4Tl6Bn7BhZEvqdnBDVoYCGDLjRX9Yp1woZMb0EkZtpUD4wb//eU+atZEOn/joypXs6XsfshYqQbesA6soAVlr9/+H+vU1fd85j6w3+9UK09fUotHRAhNaliZPfff391wAEHqM0331z9+c9/VosWLVLz589X999/v2Zlb7vtNvWZz3xG/eUvf1FPecpT1Lnnntt9zVuB4rF7kcm6jgwLFpQFDXC8OODvVJW/3DRXLVqxWv3k0nvM9UAZJ8i0NLg4nP73u9SvrrofXg/Vss0OdDvuzPk8DsA0OLebLAcK9TDsZHd0SAOMtn5I9+6zwvw3/1hzOqhadWSbbAvoKQicYxfKb0yFIKiHxg041pSUjbtOjz0FyNBEwMk9p0kd0HzAn0PMfTM6+DoFDayAN+8vNz2irrn38cbnCTRXhZ78V1ffr+6ev1T95poHuhcju6Yzsnvvvbf65S9/qaZOnQr/Tmws/XvHO96hbrjhBvXggw82rWcrDTKyE3GLjADXBXQPlzAfE1kcFi5f5blTrPhLV5cg01JfB4oRPvoPN+rfX/SUDdRGa08vdQ91w1VGMcuPL1mptlxvLbyzG6jXiTKSuwmm+xfzFV8cmvYUYB18fdB4QTs7NaeDb2D5Bk84yaVpHbL7+SWMEEPefFuoqLFpQEv3QGRZ+bWY96A5HfxrIwPLn7+a1AGMRQBkPZa20VAsfy72HhH2k+z3h59Yrg758ZX699u//HI1OjLcQK1nBCLDOnTEsUXLV9e6v7zemhgjm9Tq73//+4Mg1pWnPe1paq+99pqoXq3UlJBbxGYY6jevjEtNnZj5t6bcdfK7K3Mqy7peMSmW7dhTX4clK8yEMW/RyuDE7JUdAjHKE5kg3vmjy9WLvnq+uvWRRfm1VGnVAhhm0eAKFYq1xO7M7uiQXS+eTII8BZ3JDqaB25L16GmyFwpl4H7SkNE9kYoB3VzA0TyIgUyPdIgkl3XTrY88dOh+7h35nAcXLFOv/NZF6mf/uKe+DoBxDhENHXDssSXZ3E/ywIJltfUoC7sy84TQIf992aqx4tiUkfoxsvKx8XypBlbaqgWTTNy+hhfKblr39k/5e1PASQ765SvHw5aqSrNo68jy1Wby4IkELwT29+h4k4Dhynsyl9b/5rHLaTFmzYKnv98+T73rtMuLidwH0xg4ued21Y0cYTkQ2OyGDij5HbGQXY2RBexbb2IR0xngbvUJd3MQVLXAGKDd0cG9XuHWhxU9ulf6qGyuChnifO7K1ePquvsWTMjwSwktiM1fZ1xxn7rhwYXqM7/91wR08D8HDSyg79KVhtBYutKsCVUFhjeV9BOjw1hxbEg1k+zF9/m329mLwgpe+tKXNnW5VppmZBtaKNFCDxcClAHbkA7yqwZEqqSJuak43RWrzIWWR3VIB5YTkZArkG7lPiZyZ0+kLd526mXq/FseVe/72VXwWtnWlq6+zRoW1LeuuudxtUxM6ijUAzEfXU3sAWxvmacge2dNgkgfqI8neQoaUwECIvfy0JvTTTDt44WehLyUGVgwZrWL5AOas/meaD4h+fEld6v9v/t39YU/ZuFVdQSHU/hzYyhGdpEIMautAyAV/LnK/pkpkf2gXA13HailB3j/qH3QmrZKDNwVgmBp3lOgJj+QpUSwrbfeuqnLtVJTfNCigoOijqA6ghDAyUURAIaJMF9y0edBjAe9vxA0VbVATloMntDi4Aly4TYwQ4SSM7KJ2V8cXHZqQiAy/+r19z8RuFaslq08VlsF9cur7lOv//4l6gM/v7pkoZR6+32iccCg0uLO/AW1OR0Qw5nCfHUTREYLzzt6NacDHnfIuLHHcrN9AjLO4Fhozr7w1kfV0b+/QT2xbFWX2dAwO/nVP9+sf57297tr64Da2O/3tOOcb3T5ccz13lGVcYDmDkloSBd/dT3ioDVm+K8Wrp7lQp8mQpAmbR3ZkHzlK19p6lKtTEB8pqXTKIgsW+xwqaVmQWRZdiXOws3va8WG1VdixWrByOZWcBmY5uNuXFbdCULuAIUMFv6MFge/BqFqTNCCGGLDmpoof37ZvfrnX26e691DXrub8ankbj3yzGvU87ddX73t+U/yrocSAM17s69Feo5MwE3oXsvXwR+33fAUIB3QZ3kMLerd0CFe31jOE/7GEXWTerxrRxhgpBfJp3/7T3XfY8v0JiZfes0uzekA2MlQn2hiYwRoaHo7IcZc/craZnfqaPXxgoypoIEF9JUbyUhQW12PxLkKnLdaHJwII1sWnjfAOLaNkZ1sEgIMTbFOfnwnvh+2JlXjOvCe0DjRqnshFhLIxvZsRwClKfZN6mDu639GjCzamrEpgaww2KqXdQl9r4rMmDriHSt7H033ib/e/Ig6658Pq8/+7gaoQ2wcNBmfOnfRcivxRF4KlUIrAwzdAZF+v48t1k2Ie6lo1QL43jrqjSf/Qz3vmL9YOxtWFWzIlM1f5ncCsSS3PrK4ER1QiAXrFGaxa986oENgvgTMPZ8jE4/rsqHYg4XPGS9lQ8eaBfWyn6CYVUBorG6IpEKhHp3JxMgefPDB0b//6Ec/mog+rXQrY7wh1ilUMsf9jJIXmtq/HDOy/iRTxpA2FVpAbIB7vZC7jj42leyFJk7MMPjneDstNQpa/M8IOGX6SaOkMRUSJ2Zf36YAPVW1mDlttDSBJgQi6r4OuvZzvvwX/fv1R++tZk+fAr0QVRbwJgRde9hhnGNMFMnvrn1ATRsdVvvuvGktHVLCW/hNoLFMhuNldz2mf6fi83X1SE1M7VassHu9kDGVGcHu95rTwX3PWbiTD1pD701WglxBc+GM6hsBIJAcmqvK4lMnAiJRyTnkFUAGyKqxpryt8nc0DtTkAbKPP24X/l21apX617/+pRYsWNAmew2AhCYeCRybik9F7kjMqqjuhRbkgxixF2jiscvONMXI+nG6/BtiNFDJlzqyHLDCCLTCUkuB99aEoHCTMIhoZrFGXy0zLJAre2LtMGQZGRmQLTOwfB3cc6rWFWa55eFF6tlPWg+3g/O9zOBx+6r8vQM3QwnJ+bfMVWf/82F19H5P02w5dOs73nkYu50rf/PDC9UHz7g2e64v7aumjfoMfJmkVNMoNkkA35Ml9yZEBsA+UWbw+DecSOAJSuJBa0eIqKCuMFFg48W+IuAM9pNCbOiqmspAI9+dqwAbirw5MsygqqA+XzZ3sD6rxX0lqK0qOJQh3gfXWCD7m9/8xjs2Pj6uDj/8cL0pQiv9lSBgaKhWpsuG+pMfAgesQzOgRYIwvAOJD1qaztSXsUhQBxBuwDq5811dJlKzEJ4O/sKDFoJu1AxlVx9yGSNmWp/bUBWJTo2JuQAMge9MpE/gahr2fS29Ggo3WbDUJAAx8EoysCLlt26fu1i71F/zjM3UZ161U5Ie7zrtCv1z4znT1Yf2egoEDEMItHjnqaLwPMvi5avVtFlpQJYy23nLTg9MR1hoBFpkmaOJlFrCfSIOblF/mMiQTTWm0HsjoU1oJmr9JoHIyIYIEsBJ9/pE10tk5Mmf8nsSQEtgPRE9cHheRIexjkeqTFwHsIaqSV61YHh4WB111FHqxBNPbOJyrXQjRrah0ILyskoqOAAaSzgriZEt7osWh4baQWaHGlYYgCSwWDeV7CV1CLUDfUpZHCYS6sEymgPZpFq2kHWYwM2B0YIMmVSGtI5IcMPvJjVONwQYqE7laX+/S81bnBaTKXf2wTowQ47YN6zDsf93s77/Dy++S1WV23ijjgT2TTOyCusgw2iWrEgDkb+88j61y9HnqN9ccz/cvjsWf4n65RJRM1Sys1UFsWoIoKSAzfo6+L+nAEs+p4k0RHRtrAP+ngRwdZlIP8QKe9FcfVmn7sSn+n2CR4ZV1nIc6DA2kXVV6uPrNcgxso2V37rjjjvU6tX1B3crzUjI1W+FFkygQ8q4JBq4IRanm4ABhRaUumGK7/q61s1QL3SIuoISJsq6QLaEFSaBoCXCfDUBZPEz4/uhBbyOSHYmda/ymFu3jsgatqa2sN8HMfvmjNv8cQ45/Ur1+T/cqL6Qb4dcJqimJAKt7oOGQlAmyvJwdj/0FMC+6urAgN607aIVaWWnPvr/rtc/jzrzurAOzndiHiw55mU7x4RABtVcvX3uInE9Fd1Vi39D/VKCJV/7dEEAxXep+zRck2AG1haG4Bb3Swng6hIjCLQiHeRPqbsEjnVZYf/a9j0sHcD6NeZ4SbsFpidVjOyHPvQh6zM19kMPPaT+9Kc/6U0RWumv+ACFJ+ZmQKTcOYQGrrtlLZqEm2aFy8pvwTi3CNispwOKkUXtAEArAhY1ZCWsnJDCMGCXWh2R3wuBFn1OqF/K9zGBTiEZGeoTFEKZOjGH+sQpF96pTr34LvU/736u2m7DWaU6yMxpjqEu23rUgFv7WmxsXnrnfP3z99c9qL71pmeW6sBbNofANN8zzdjoBLelripJBl2EIZVAFlXrSNPBB0QQvAX6RB0G8H8uu1d97vdZFYu7j31lsEoGNqb885pKRoRjwzmHjKnQ+2hGh7TNW0KJqRK0pRoWrkCvgKsDYEP5nFUyvKEhL2MqGWR06Agdmgkt6MXGIH0Fstdcc40XVrDhhhuqr3/966UVDVrpvoTquja1PazLyOpYKSHIBWZ0UI3ogGNk0xaHpmpUynmTFzXELsIYWedYbTahhJkuPnsTMwAWNXWQC7qJkU0ADHCiNH+/9ZFFav7iler5262fqAdiyMX9inv4/dKqnCB+//JZN+mfP7nkbvX5/XeuxMhCVhgYWNni3dz2sKtkfeM8tCAtFjHMRFV1JJctynw/BG5Dhrh8v/IZK+kFrh26H2JNJeOWCpwuuWMe0MPv8zgMyv+OvG9qF6G++N6fXqU2nTNdffE1OyfF6fI9Q8ZNE4L6fMrcYdz6/jpQVVDibch7hEKCbEZ2AkAWsa/oHYHvrG4qtAD0edk8A4xjqwPZ888/vzuatNKI+G7k/HgX2FBdGHzYn3jkT/tYM9YdriMbv58BMqoZHST4KdhQsEA538MT5cQnYbbEUWIEduuGQEtFHaSrE4AAvl9oMQqB/71PvFD/fsknXqo2W2dGqR7yOmMwZtkHVGZsCB0APkmtUSlZQ15crH4ZGqOR2NCqIhlZZuzTAEqYkZW60PsuY2ilDshY0J/R2IDgpjnQgoxKxMhlP/25St431Y2M2sqeqwBwjhh5dYDKPx94Qp130yP69/9+9U5qysgwNvwB89mUgcUVNWg3ss3z8QwNC+c76H7mfTSf7IVDGcLzu2XcTIgN9XUqM7o7AW9UXSljgMf/HWJkWxkMCU08TQE4+d0sRtb5e5QhbR5MmxqucoCnLQ7Mhk2YDQXPHIs7a8pdJyetUPktaouUuFlp3X/wjGvUSRfcUb0cm3OtqiCJf314oclQf+gJU9g/VXiBK2MYjEvVf29SUt3IK8fiVSRimx8gJqqOoEUNXRt5bkLeHInFUphIeQ6qf5kdx/dDfdUFCRIoV5EUZhq52fkUixVOHLSux0reo2wcoJhM2Q6p8/hCsZUteTnk9eT98K5auF/Kx0r1KL3imxepFxz7V/VgvlkHqtRRBVg2keyF43Ttc3BYkm/cjDWkA05W5fsiHcYbArL+72sKI9sYkP3Upz7VhhYMgCQxDBNx6zusRJBpAzo1VWoJVT+wJxn/HgjQo8/JOlgsFQBOYOJhPUITF8nchcuT308ZmM6uHWCiAjttnXvjI+p31z6oM9WrM7J8LVW6s5cBvb4OVF6JZXFihrprYCUZN9Ei46azAiwCReIrnHAGBkcBGMLPUz9uGocWhJjI0NgYFg2QAiKlDqHQgpBxEwq7acKFm2JUxmIDLQO6RnhDLPsdzZeIAayT2CM9CguXr4rEbpcbwahfphg3tFbc+9hS/fsld8xPDjeJufptAJf2Pu6et0R99/zbi3rLaWE35m/uMStOt+ZiEg5lQOsX0GHMXpPrSpkH69+CkX3ggQfU3Xff3dTlWqkpKYOwLnhzJxVYR7bYGSc+CJtkhVPuhxaHiehRFp8adLOP+8d4cbrw1kfVc77yF/XFP904geoNqqYbOfspyzyl7NuN2BgEGLx+At4RX0suvBLUpuqR9UunsH5kcUAhL1IHrsZQrkM8ThfpwJ+bqiNrsYaRuOnUYy6QTQFwkh0LGXSdwDOHDPE68amuwBAb5xwzT/jfq+PCRUZAmRs5dszaBCAR0MvkuBVF3HT8fiT0MURUWEm/CW2xUIzjWHUTv5oGfm9138erv32x+tqfb1Hf/utt2bWc74WMPFdfo8PEwxtCNb3xXFWiw3j9dRUlIcqrDTCObQ7I/vjHP1Z//etfm7pcKzUlDBgaAG8AgIVcT5ZbDOg2gXCi0hjZmFukE7gWubBPvvAOHcOVIla8XIQV9mMDwwzDl3IAe9rf764B6EPxkIEYycDkOXXUTAkpbQEnP8i0OPeDrn4/1jQVtFgM+ViaexD1Vf5dsoqpIlU1MbK+cYPGH3K91xHJmIYrWeBYxBBokcdTwBNihVNiZJG3opsZ6hq0BDLikeG/ukZ4gzSBuIpEWb1pxJBmAKtTCzjJ94FKshWPhfpJYBxJSdFDGsWhahrI6I4lISJDvkwW5Uzs5flWw6imt+c9iugg75saYkGl2F7z3b+rv96cxS0HvZpo/ULGzXh1HZCUGd3/FoxsK4MhwZivBjqkO0hoEAddT9YgZOuumUFhL2oAHESsV2SBk7zjR5err5x1s/riH6uzociNnF07LQs3xN7Wi5EFk7DzPQ0iAsBppZiYmb1JBtMhVhhunOHr2wFsaCqgtJOB/JAXA1r9PgiP1VgkyxhZBFr4niF9qwqu3uAvlN74Q0wUeIYUEClBXmzHOTw2HLUgkK3XOL4xlQbeJ1IzVAIlVEUCz8/5fZ1r0SnIgK4GItMNLNRP0Fye8j7kXMJ9CCchIh3sa5n3UZ8NjZcrdI+F568628Me9rOr1bX3LVAHn34l1CE5RparaYxX75e86508H9e39nWYFFULSJYsWaIuuOACde+996qVK7PgcZYjjjiiKd1aqSGhBbEJNtS9NgIMMUYjxApTrc5zbnhYnfrOZ6tZ08q7JHJH4/uJydr5m3utWx9ZrH+SHuoNT6+kA0/MaBJOAS2sU9V6nWX1dPkzBrdYBwkcU1gnCKaByzgFMBSuMskgJU7Mbp8ILX7IU4D6pQQgqTrIdSwWI4vekbtG1N20xNqoI9AvIWiNxE3L71eNkS2MG4/5VMopeBIoQ4ZCJppx4XYgWPT1RTqkGjf2xikxt77Uwf6bPNcOLUhrBwkiGdTaW3XbP40eeOOUjBmWc08KIyt1SI/dxpu35POEbIuaTGS6geWPIVeH1Djdu+YtKdXBPR4z/FfXCC24//Glaq8TLlQv2H4D9cN3PAtc276H/l1NIkaW6shuv/326k1vepP6wAc+oL70pS+pI488Uid7feMb31Ddlu9973tqm222UdOnT1e77babuuiii6LnE+Cm8+j8bbfdVp100kneOb/61a/UTjvtpKZNm6Z//uY3v7H+fswxx6hnP/vZau2111YbbbSRes1rXqNuueUWNYjidjUEGOQkRlstpm636DGygNFAk3BZzVBiQS+76zF1xuX3VtYDxyKmTQToc6pgRlYlJC+AGNmajCxmQztJOoQAvWRvUthQO+EssEAlh7z4z5WaVONWsgi76/w+YR0br5/YIxlZY9zEdWA9mordLqunGwstQWCzjgsXhTekAAZs8PBiXR3AuQLbIdBPkA6yHVJDCzCoRyDSny+RO9tmABN1sHZ7i7DCzvcQgCPdkWeuTOS8Ui12O2wET6T8FleTSAXvofmyDoicLsK3cHiDfQ/5u0VI1RyfTB6R54vLsoXDxCYetz+QQPaoo45Sr371q9Vjjz2mZsyYof7xj3+oe+65R4PF448/XnVTzjzzTA2aP/3pT2tA/aIXvUi9/OUv18wwkrvuuku94hWv0OfR+QS2iTEm4Mpy6aWXqoMOOki97W1vU9ddd53+eeCBB6rLLrvMAsPvf//79bOee+65eivevffeWzPTgyahBRFNXDQR/ufxf9P/UiYCd8BlMbL2OcgtBhlZwN4tWLqqVuUEfT8AkqUOyMLM7m9fO5UVtUBk1E0FQEuA+arKwlkxmREdUl14HiObAODc3drCZZXwMyNgKZ8rFTAgwwLez9LL/il/l/1i1QR0QIyGZ2w0uNOaZIiQDnx/9+q4T/j6Vi2/ZWK3nZMC3orQfFLHhesKjh/H5yCj29pBqRYj26lWRxbE71oMYGqyV4lbHwEn/oy8By5gS+kTkpEtjLzxtPeRYtxUrWTB0zz2oqXMl53abn1vKATjtP3v2F5Gv6+uTmSFZbJeei3jzuQBstdee6368Ic/rEZGRvS/FStWqC233FJ99atf1UCxm3LCCSeoQw45RB166KFqxx131Aww3fv73/8+PJ/Y16222kqfR+fT92j3MQm46W977bWX+uQnP6l22GEH/XPPPfe02OWzzz5bvfOd71RPe9rT1NOf/nR12mmnafB81VVXqUETZDWFErKont+ji1bofw89sbz82mACg25rZ0HCBaWz35cLSz0VRJaxoYjt4+MhyxplGVfVIYVVy8Cer1fo/LgOoNSS6z6NuAeRDhMJLeDPqI29BUroIs/TzyJOTo2RdTeHSPEUxCZrS4caQBZW0+AEN+d7IcBQR6ArGzCt2H2qYJ+oykSirZNT2bcQsKzKyCJQ4bVpJImn3IVbnQ2NhUGlAEv6WKd6g6xvjHSIMcBofkdjvgqY5v7h9flxbOT7faLe9rCyH/M8j0Grez88j/P5VcF0mVeQPob6JWJIx8WxVFZ4dMSsc5yTgPqlva6qyQNkp0yZUtDyG2+8ccGGzpkzJ8iMNiEUi0vAkZhQKfT5kksugd8httU9f5999lFXXnmlWrVqVfSc0DVJnnjiCf1zvfXWC55DAH/hwoXWv14IdBl28ICWpZYeFb8nx5glsirImuRLcfJBpXqdYOCWxffwPUNsqNEhTQmURZ0UW6WrFtjHeD2Sd07JPkWMLAJEKeEGfD/JnCSFFnjPguNvQwwwAnqyDyezoQ4T6S1GzF4A9xnql3ZoQae2pyDJwEpY3OT3kxOtQuEmaJMMHYuI31HVMAupg3Ejq1LQqhpkvlzAHYq/DRm2yMCSQEUmRUb1AEykHZ+ag0hHV1cHPrdOHVkJIlHMMnIjsx4wvMFp2zRG1q9EkmZMgbGRnyTHfIphId8Fcyau6nC+hLrmOtR4H2VkSpaEqEqT7KAOYzX6ZT6/obkqVvN8jQayz3zmMzUQJHnJS16i/vu//1v9z//8j3b577LLLqpbMm/ePDU2NqbBsxT6/PDDD8Pv0HF0PoUG0PVi54SuSS/yQx/6kHrhC1+odt45vP86xdUSuOd/xBz3QtAgCS0OsswRl0SpWu8OWpOeTv5EiWqGpoKW8dINEcITswfgPCCrauuQ1vYY/LuMdJJbH7ABqHQMWhwQSzvR0ALDhrrXDjPhCFhaDGANRhbGyAI2FG2IwNcZr8HIoozyMvaNz/HeB7hliks9LXbbHxzZVsaODmAcpeggwe7EY2T5vtJTkADonX6TGTeg3b3xwj/992YxgDViZNH7wAxw8Zunb63whpIqEiEGODRXuX0gLUbW9/Skzpchb4U75st1GAMxsv58iZ45pIPNhlZfv9xr8OdwmI//vY5cBxJ1sMdTbmBZczFf29dtUgDZr3zlK2rTTTfVv3/xi19U66+/vnrf+96n5s6dq04++WTVbXEZM3qJMRYNne8er3JNSnC7/vrr1S9+8YuonhSiQMwt/7vvvvtULwRNzCHXzDIBZFNKLaGg9KRBCABDUWqpog4uYEjdEpfvHwqzcPUqEzlvhpIXAF6AJX/4nlbx9IqJVmEwnRbzxefIyV4uPqlAFgGG7CO+nzyVf7cqBtRI9tKscCDuzL4fH5Mgoj6Yls+NDCy0u1hZXV8paS51H0ynuE9DIMIHDNX6RKi+MTamImWOKoYWuMYH2rwlmZFFDOAEQCQufRXXgT9boQWJoEXOq7juNu6XoVAsZLyW6gCSSJMMukgipAUiE/qE9P7xO01LvAyHjXW6EFoQC6fA65wqJDXnzfYuoLjp0BramRzlt571rKxUA8mGG26ozjrrLNUL2WCDDXRMrsuUEoB2GVWWTTbZBJ4/OjqqAXjsHHTN//qv/1K///3v1YUXXqi22GKLqL5UAYH+9VrwZO2DDZLloFB2JUY2MbGHP8lzx2oCJ76vex0EiOBiDQAOAoRVdAjVgYXxVoEFypUVOq5tSgUGMH1x6EQmqKoxsm57EajHfUIFjBsweUpXdq34VBAj69zDPgbAWw0dEIhMYb40qHOuhdaLFD2smD1Q7on1gEaepwMA9RXjpkMhLxgk4baRz6J/T2kH5xRYYYVCLMZTGNnsd8mGprL0aAMDBFptYGn/zehms6H0Z3o3ZbkFONTDvo6rF39OCZdKaQoUYpFGNCBQ588TKYmyOLxBlXomQn1V3xd4lMokZDzZ9/PbJvub1NUfn2M1GFn2oJR5CtDnQZE1ZkOEqVOn6soIVDVACn3efffd4Xee//zne+efc845GoxTrG/sHHlN6ljExP7617/Wu5dR+a9BlVRXCclyK7Sg+uIQYnaCEw9Y1OXEnAKmwzUQfYCCg/T9CUIyG6lA1po8AtYrsYI4YxwbFnJySdqMALgZU+K70DviW1eNkUWVLFKSiyCbwMCpM7HQAswKoz4YPia/nhzyAtgZGzDgd4TYULQwVw31CG1QgcNNABMFwHhlMB0stZQKGOptiOCyhMSmwhCLgO5oUZcAOnVBL9s4xexwh/qlqxv2gJSJfGex+sapZeHq6GBXLUjvlyGjy3uGijpweEpquEkoVtQOLagO8kLPHFpDbTbf/luV9UsaZciwCJEzA4pj04DsvvvuG01+Ylm0aJE67rjj1He/+13VDaHY1B/+8IfqRz/6kbrpppt0KTBKMDvssMMKd/7b3/724nw6TqXB6Ht0Pn3v1FNPVR/5yEeKcz74wQ9q4Ep633zzzfrneeedp2N+Waj01s9+9jP185//XNeSJQaX/i1btkwNmqDJOgQi0LaBlUELtKpdnfxBjzKB67iRY6EFSA93HNL3JZOWOlDLwHRxP/d6EXdmVeYLJY1Aw0Kl94lmYmTL24E/YsZSVWoHd+ewLEbWOaeY9OPHeNGqA6btzSHyxUF8NcR8Zfd09fXZwtobVABWzVuswXk8LMpKm3k6gBJg2OD1dWhqK1CfkQX9MrEONgLTqW5kl512iQVkTPFvVcpANVF3G88TqnR+TwPT/njycy4wcArNl1Vd6qgM2Xji/UJGkGz/OtvDZoZ/+nu21lC+RsefQ8vE2nSmYm3hNTa04A1veIOurUogbr/99tOM5mabbaY3GXj88cfVjTfeqC6++GIdZvCqV71Kfe1rX+uKslTvdf78+eoLX/iCeuihh3SyFd1z66231n+nY7JyAjGn9HcCvASuSedvfetb6vWvf31xDjGvZ5xxhvrMZz6jPvvZz6rttttO16t97nOfW5zD5b3+8z//09KHynBRWa5BkhS2B7Oh1UELdD0FFk5XN8NCdiqBaVcPzKDgBTzEDFqLfw2mBW3lGWoL7D4LT/bd2SY3zJrLtlhZI9wEbVuMgDOOkc2fwdKhHiscjmlDOvjvwzYq0vqEvTmEf+2iDeBC6bePF5OesFhbYRmFDv79MHAuDy1IqqbRibeD/gwWSZStXbj1JavYqc7IMoi0rx0GSa5xU9eN7Ia8hBguebgSc59iWFgA3GffYoY4OuaNtyQw7YcspQL1ICNbcd6WnreiBFgSiAzHyE4UyGahWKp8XQXvCK19q+uEFqA+AUK/0Oc1CshS7VbaKOD//b//p0HeKaecohYsWKD/RklRtBsWlayi8lhPfepTu6rw4Ycfrv8hOf30071je+yxh7r66quj1zzggAP0v5AMaskJKHBQuMcYtIxXApEpTBtkPcFsXTAt4xNkZPnSYBC6eoRqqtbZnQXvgoImxfTEnqptIXUomti9H8xGxwBb6lKFDXWfJSXODboHAXCqWh8yVDkBLwT2z+J6zmKWOnmXxYaGAAMC+nRunaQayAqj+yUYpQjUVX0foTjdsEvVBe8d/7kqVm/g7/uGZiyRKN4v64QgZUZe4H5wTnP0Be+o+vvwny9YFi4Y/oHfUfVyhSpx7nCOgY0AUnRAce9wHkRzdmANlUMypU+4z0JzrAvCYyE28lTYV8dVjdCCcJ+fVECWY1Tf/OY3638klIlPrnVKmuJ401b6Lz5D6mdxYDa0DiOLmb267rrUqgVlVik6j89BjIY7yZZVwkjJUOdzEBPlASderCfCyIIFke/nKoYWqOJ9gISlmLjnYMMpPCGWsQBp9XT9dxoEZSU68OcmQIt77dj9vDYDz5DkUpdsaHQrUJVsbFiuy4rvg0En6m9DnaFkwID6elQHt+0IRLpjAwE1577y9zqxiG4/qgtQ+LMXf15xjBaeG3EdRAbw/WBNaDDeykQaH2ZDBP99uFfKjBv7GH+24uIT+gSqfAGJBu+G4ZAXNza/TNxzqC0wQZReFm4cGI5VQgsQO12s2a6XRqnJUbWAheujtjJYgq1qPCjkwK5VtSBQasstfWQWB3meD5zkLl9Vy28hFy4G2f4x6Wah79D1p4idT1LZ0LSJGceshrb2nCigD4GDEBNlTcwpzBcESWhidnWwf06IkU0wWKAxBVhTPrdOJQvMRMoLWz8sfVH7eAA9BcCVsMLF/UCN0hS2sAkGsBgbkInCgKEqiHRjWMmtnDYOjH7usarAydtaN5BToO8H+6qrLwDoCXrY4SYotCAwXwaMc88Q79QE0wkgElc88b9f1cAKg+nAfOlcC4UlVW0HSZzY9wsTDfI4Lt2mkogYFFqAjClX3LV9UGSNqVrQSppg9qWTEFpQDTjpz6GSNinsWwGmZXmatMUBxUYhQISsWrSQuPetalkjHVgPNFGGQCSa7FN1CMU0dZIXB1ULtKTEmNGnKu1gsxwJzLTz/tzkL3lteZx/hZnZneosB9yxKdHYSClZljI+EIhMCvUgA1SVM18prkXEZiOgjoAT6ieuDnVZesw4OjqgfgLeWz1GFsXI+nMjH0dhFqHQi5jI/stjxX6+kBGBwqDwOtBMKFaqN4f1rtYnLKOiaAf/2lgvrEPVPuGXK0wzsPgTWkPHA7rFBJWSw8nDeI4eNGmB7CQTDN7KQwuqFjoPs31pO3vxMVQGpFQPcSHE7KBJprgnOIYSQ8qkzPXIuqUw5AWonwATGVscMNNSDiKrxmTq7wdAZBpTnP+sCugTjDfMANo/pR4TDS3growWnlQDK2WThJgOqG6pvh8CTgFD1b9mNR0KBnB8gsy9jEVMaYdOvSTEmNE93pUYWfu+8jjS150im2XI0zxYdTwFKdU08PsPEyOVw02SyYe0Y941k8A0ArLl60Yxv4Nj487JKfM2DC1w1lX3mHv/SRFa0MpgCpoIQgu4neRUnZFFLEflGFlQ47AKA4fizsJZv/gZXC9Miksd7y6W5roMueastkgBDGOpEzMCEe55+XUmyMgicJB9TAFvvDioibFvFRejMi9GHdAC3Z8R9g31CQ+MVVwowyCp4jacgE2rYmiG9o4f92Jk8fzl3rdOsldyqUBogAAdEseGPI3eDTK6SFIBHJq/ygRtnJLmuUvrO2ljVFad4GOqPLErUlPVGltVxwYw0viaMK8BnCd1QdeCOjgPvXI1ikNGzLt/P7OuKnhuOjsdLr8VmjMHTVpGdpIJZh3cc3LgZLGhKZNRyrVDQAbHnVVNLtJ6OItMyv1CYQ/0EcXTlQnKMk5hOULhBmjRq8NMp25RHGRkxycWIwsTWgJJLqH3hso3RXUAiwxmOfAzIyZS9nXEjpbpga7NvyHWMcWtWzXZK2hg6UoWfh8MZ/CrCVaRSGXI0xjLquwbj2mcHe6DFnnfMqMkqgMwRPytk1kXNSF2MqoHYA1RH0yaJ8bxmJ9oXgPr4L+PtHJYdRlZGL6RUrUIjI06RnfIMAiTM/7x8U4NRhYk36F435BhOWkY2ZUrV+qtXMedRttqq62a0KuVmoImAm8nqfwctONL9dACMLEGOj9iOSRorLMdaWxyT3H11wUMqZsRJIHb8Y4HnpMYcgjgVFrmceAdTbT0VZDZgcwH1qFyaIF7beQpCCyIqcCS3vewSk8AxFsnh/sJYp3qAIb6ZeEQu573iYqsE16s/bYfTgTY7jUbjZEF7R7yYE0k6U1/hm5kf27ke0KgV2OusrP18f3wPIFLKdZhhdH7QwYkHou+Dv77LVXBS+pNNbBRv+TvVQ1vQKFYrkcQGd38KYk1Hy9Vw6qKwzqhnIvQWFjjgextt92mDj74YG+nL86UG9N7xLfSL8GD0D0nXI6kqgsXWfGIFZb35WPUZ6ru2OOep5NUAs+HAYP/DCgAv1wHX59Ut1inqYQzuDCXg/cY8zVRwAB18JZIrANfy2Jka7uRUxin8KKOAMOUkXQ9TJ+XwNK+r3U/xHzVMbDAwopYlFRwm+lSrU/4JdnSQj0yY8M/L9NXTUgHHZ8KPEqY9cQ6VA0tSGGmi+dzvhsat+5wqMrSozEWul/IEK8Tu22HvHB7Os+SXGEFeRlqzBPBcIre9QlkIMfJGaDbuHOPpPcxHn0fMQNrUgBZ2slqdHRU/fGPf1SbbrppaZmHVnoruKO7i2T2WbKASYABDPqkRTnIDLllQBKBrMOGprqMQ8DSBa6p8W/yuuh+QXYSvCO08NYCcJ7rErtP3asXjKwEkbWALDZkUtqh08VkL+yqtX/Kc2uxoWBRQ14IZPwlLVAV34dpT//a2AD1F1n3uerETZNO2K2PYmR9QO/qkAKcELucxGZFa4aGr5+W2BMxFhLnjjoudbhRR8o8kQjqUthQGaYUSzhLnbNDfbUqG5oCnOlTijcnZXy6a43uR06AZ3yuKu8nqyuGFmBvhf1T3m9SANlrr71W7+C1ww47dEejViYkaA91tEjWiU9FgBiBER8k2feVeqCdiGLilg5CrHC4XideHFzQWDU+NRxPBMBaoDyZmwRQx7pPXQjwHvO8wFV7H9iFq/qWjVxcG8QiVnHrIjatVA/RjzDLYf9NHk8BWY25cCNtUfY+6gA4GDIA5qpU5ivFyPNASyADHwODch3q9stQHDIeH+jYxPoEzzMIEONxm9AvO3VjZP37uRJ+R/5a1Ij3KBhu4h8LGa9VdEDfiY1PZICOBYy/mLhhhWFPCO6va3yyF21HO2/evO5o08qEBe2XHrImpeWWYsWlxsj6k0o+KMD1qtaRTQFvoUGIGAbNFk2QDQ0zwNlybeuGrFzA3iS9j/quOW8hy784kRJgfL9kdgmwQu4164U3gAkXxvsVf/KuVwswQPbV7xMpbDGKka1sYEUAA+qDITdi5drCCc8XNIKDOqiKIHK8Vh1ZldgOdWO3U545VwPXN/Z29lK16qd6eowH5kvE3LpgLCkUS1YtwPNliCHHfVU1wsimzB2YpQfGTQ0jL5TYhQCrez/+3HHOTWNkXSCLMUJIjzUeyB533HHqYx/7mPrb3/6m5s+frxYuXGj9a6W/kjQ55L1UuhfqhBagAQAZQLAQ8LlWLduadUvD7jqVBHpdd09VUB9iGOgjnqTQAlUdOOFJrRy8a1Y4kD1ddbH2Wfq0WGE6EJo8q265mMYKhxmfFMBQPTPb3NfVAwNLMG5r9Ak7tAADBv0+UtjQgtG1zysTL947UFg/LU63HmBIqbASAoudxnQA7ZDwzFo3mPhWjw2VnoJoXHhCv8Sl4lStOrLJxEhD86ULuMOhBf6x0Bojz22uT8TIGZWwvqtqoQWgPSd9jOzLXvYy/XPPPfe0jrfJXoMhiNkJLQ6SDU1JcEJAFA16tEgi3dwJqSnwFnOLIAtz4oxsWLdUV38dHXwXbtpCgBZE5CqrWrfU3E8lMi2+/q4OdWqGBllP0MURu5MxUTUMC9mXgwsBZoYRQJlo1YKoDonvSF4nfWz4cYAQJMHkKzyWq84TrgEUYp1S+moRK+yUZOM1L1UHND6RXlFA5fXLasZ/rN40Kt2H2sd3ZVecL4GBFOuX2DCuPjYwCVI+L4UMP/e+KUYFyscYccp3xIBzEqjvxPVw15vYTogh7LDGA9nzzz+/O5q00oigUku+ezsHslVdZckgydEpMAjpenb5rU7p4oCteOd+xd9UknXvJVpVBNQmFtE5B1ZUSJs8a7GhgYUHGxv+ee59axWeD27L6+sQmiTlXF8nvIG+n9LGRg+wODjHqu5yFo4DxMASLep+nG5FT0Ex7tJ0CC5m1jXrzBMBNtz5HF/Afb1iguaapJCHyK5wCDyNjlSZq7CrFj1OeJ5w7xG8vXUtVydc2sv/HmbuqwGnEJhGiX3ecA+UAJtoRQ/WIyVGFhldrJTVtjXmS9wHwwZdSv8ZK5kn/FKPkdCCAHZY44HsHnvs0R1NWmlEMHjD51gVA2pPBOh+uPN7i/W4P/jpnMjaAOLOwuyid7zJeMjxVHddOdBHE3NajKyvt//Mod1y8DNbiSE1GPKQBwAZWMFM2arAKcW4QfGQkfFRdaFEJYlCCVS4X4JnCMQQVw95SWmftDqytUI9Al6TIadqAfIUmLmjU81b4ZwTStjB7JsvdNwzmDqd6AKaHlqA+knAgzVBJjJEKgTbIgFkVU9CrOJdS6+XXS8JMZWZDvTLiowsqk4zOlw+hyLgbM7tVDJu3LER8uRlP+3vJrzqNWdDhAULFqhTTz1V3XTTTZo9owQwqi07Z86c5jVspZKEWCf0GWWzVrl2aIAjqzGkhzv4CVyPDIcLdqbFVfGNVdJk7bv1q7VFqGoBXggSM4FrxCyHXcZV2NBqoMV316WxPbGQl4mXAAvFCvvXQqAesk4levhZ8njSh30CufbADkpV49hDbuTwMzs6FExkxVJLHmDA1x5OaHcEZOsYN4ilR32iEwxBQTHE1XRAIUShZ8G7EIbDqKJ6gFrdKQAFG+Io4awagGPGMNV7BMFmHUAPYrdxshe6n6+r+wxJoVhj9eOCSdw7IKN7dRkj64Y3BMJ8sp8BRL2mJ3tdeeWVarvttlMnnniieuyxx3QFgxNOOEEfu/rqq7ujZSvJAkFLIHHFylCvsUUtzLgEnb8oHeJeD8R8lU0GeBMAVbr4ZXqkTZRVwZOZ1Jz7ga0AIPh3tkSto0PUrQ9KsqG2ca9ZL7whLSY3dJ57zbruOgzeMZDF76PaQpkSp2sYcle3gJGXCHpc3d3fMSDydUBuRL8dqhs3oYUZGnne8/B9Kxo3gD2FhlPCuyiOVwQMdePHTb9MAS0VQWRgbgwRAinjqGoVCQOmy8cMah9U0SMl4cyrZJGHstn3C7H0CQZW0rtwY2SRYYvej31fW1/lfT8mK7043ZgnxLn2ZGFkjzrqKLXffvupU045RW+MQLJ69Wp16KGHqiOPPFJdeOGF3dCzlUTBcUflgKHelqiJu64ErDvoKiuZkdLqg9r3jZ2rwXjFBSo7pxwwQCYSApmJhzcU9wOgzGfkEtnQGsZN+v3wu/B0qAPoISuMfcYQPIE+XNXACifxhBbwcta0KmhBrFFIhzDIqhGTCYwA9HzY0MQLqjxcp2ZoGCSpRFc/ql068X4J3cjB+4UrS6TqgepFm/uptDaraOS5c4lZD1Tp+4DzJQoJqDg2tN7Bcefqhc/jv8nrlUlquEmInIHGX6eaYeHvIulvnWzuh4+v8UCWGFkJYvVFRkd1Sa5nPetZTevXSkVx+1kIONUCDIkgKWy9KrANp6oUG4qykdHYCumBJuY6LlwUx5kCUMcbZFrQQue/f3ReeIKy6nUmLZJOZnYwnsxfwIP9siIrjHeNQu3gfzfzWIB+UpWRBS5D1C/DfaLTeEJLaDFCcwJ0W8P48TqMbAjA+Tt7hVycVRlZtOVzrKYv5ZcyC4ouT3+rmh2e5ilA7ls+Xn5u1QoOodACZEToUZtg8FSPkfXHedX41ImWpuPPeA5N0yH76Zw33lHDw7FKFilrKFrHcT/R/bJTbYz6YyNMPvFPeiTUJ9fY0ILZs2ere++91zt+3333qbXXXrspvVqpKTzARvPBpDufMzmYiURNaDOCILPjsZC2bhOZkFK2VjS6Je5fXmdSlC4lZ9DLa7tXwq4r/1hKnG7qQqkSWY5am2QANiCJaYky6Z1qOiSBFnNdWRSjqaQatLsOdBkHKlmgNptw+a2YpyBxsfbBW6kKFdzW5eMAuXDrlOkLscJ8iOdLBOj5eu7heqEF8TEb0wPOVSXIwjXq+P3FWECzduDYSTTm68Vuh3UYYR1oLDvXQn2nTqJVmReC8WiMIa2qB9pFMpb3we0QZ+5VtWQvj3wIVW8wx0aHhweaka0MZA866CB1yCGHqDPPPFOD1/vvv1+dccYZOrTgTW96U3e0bCVZikEYGQAF8BJ/SKojm7BAYYCSDYoUwFCmR0qMrDkOzvXO8/VNqeAg54JQdjhkOQKsykRj31JYp0LfYJKes+glASf7s76G870OMLCCMYtu2wYYK0uHJNZbLA4CySYnAJa0BVocILOnk3iUvUgFFsRQbHtqWxjDQAV1KwBDYs3QJEYWGBahd+0BpwTAkLKYuu8ryOzlx4bzPkGf0NXRXFU9tKCcATTzNn4fvlerZGwABpCv7187b4sICRJi7utV01DBd8RjNGzwOPrXZGThGlHMVcOmT4A5JnTNmKDawrE4XXt8+tdG8+Pqko6JdC6bQ/OmGFhGtnJowfHHH68rFbz97W/XsbEkU6ZMUe973/vUscce2w0dW6kgZhAOqZURYFlnK1CU9emK1flzd0TIJaFZKxcwlFA+frH10AA3AFe6RVA8UZ2EFrQdaSyMgF2XVeNFY4LL0qBJ0X0foWQo+1hafGq13XL0IpmHQITYt7EJ1+uMlxJiHbJzA0Bvgp4CFPvG9+uIRYrBjb+o1yu1lLwpA9ABAoYa3opkgze/Fr8PtCgjMF4/EdLV06BWAxjSY5tL2TfIfKlgv5Tz9jgMewCem1LghMcYNGTz3xlEyrnKDr1w+0RUhUwPZyepoA7yfYzZ3iM5f1VlprUOYK7CsdQCvI3huZFv5962alJoqF/yMdQfXH3HPGMlqgKsm47nbHPQGBaThJGdOnWq+uY3v6kef/xxde2116prrrlGVy+gKgbTpk3rjpatJItv0YaDwcsY2R9fcrd6+TcvUg8uWGZdG1rQFgPsH0tlOUqTaiBgyH6XoUlSN2NZh8rJVAPT7ndiu+W4TGQIbNaqWhABrbF3hPaTp++hib5Uh6TkO58NRfVtkacgrU+UAyfkOnV1Y6IWMRS1mJZAGSe+UtEnBFNXuDNhEmLKYi36ZYT5cnWQHhMJ6uqE3aB6nQioF6ywYEPlAs46uPetw74h4wQyX2JR9/rJ+AQTUwPZ4fKYzUTaeoT6dUxC7y82RuX9OuCYP+arvQ82YmKeIrN2mPdt3NuAIa3JyMZIBXm/EBk0UcMCsfSWoVkYFZgMQoTAWJmBherIAg+GvI58H5MCyLKstdZaapdddlG77rqr/r2VwRCLdSpxR5Ule33u9zeomx5aqH555f3Z+WgQ5pOaBM7FAlXiFkFsKHKLWCwTtKDtiYfbwbKsWY+EGNuyyQgyO2JSsxeCXAfBcrhXx2C6XhUJ5JJCAIWVYPCWLfSqoYQzFxwYHQx489uRv185PhX0SwTeXDdypj/QrUZmdko1jew4APWWDmbxrAMi0aYGUcAggJP33mDVghqAoUQHC0wr1H8nBuj1dSJVJELAqTD8Qm1RkZEtY9/c8cjPbeaOOq5sDHyhHuPh8IbYXF414Ux/J1gf1r0fWk9AXGgCwqKdI30dwoZBYfcLveT70dcA/WzidWRFuwtPlDwvNm+PVU2YDoXnidNGRwY7RjYptOB1r3udOv3003WiF/0ek1//+tdN6dZKDXGtePpYuPCczEMrE9gZYAuXryp+f3jh8uz8CJtQuILkgigAg7yX1MMDkY4ep1x4pzr27JvV19/wdPWaZ24OB721AI/l9wu4ReTimQXa+6xiZQbQYb5ID7qG1RZgYS50qFl+C8fIKuC2lkB/3ItZpQkeseN1Fihr4RkaUmM5C14AlHxilgBrykimA3+/anxqWbJE0Q7536k7yFAPCZ54m+SqW9QiNttdFLWarks9MI7GG+wT2EWd64UAAxgvoevXT0LsqGE1FNSB+uWKQH9IYd9iJcBkO7hzFQJTfLwqiER6u/OPHBt0Owki+duyLaoaFihB13IZi/HBgrxHxdwBmOl6JfIkUDd6+YYM8vCh65WqAN8HLh/p36/jzZfZ+S6uK5+rnO1h87nX1sFnx91rSz3GvXki+3nbI4vU18+5VR2111PUUzdZu1KMbHY/oysbUwmvenAZWdqxi+JiSQjM0ufQv1b6KzG3vpt5GKsju2DJqtLagzaT5C9GsgyJPVEOJ4OWL591kz7nW3+5Df5dLlBy4ZHXRW6RWEycy4ZS2MWFtz6qFuXgPmTF+wwTYHyEpctxn4h9q7M4dAIsV/E+Cive10sDei+jNqVygvMZLTzimS3XKR/zmK+KgMFjhQNMm2C4ZHLPOGRDVSUd8GKU/U63kguBO2Zcw8LVN1UH2BaynaVXwL1fQAcESkt1KAFwfD9XBwlu7PcWf8aqJcCQVwAl3tE7s5ivCXoKLOBsgSTl98tQwk8jYNp8ll4T/35pbGidGq7ScLZc+MwKS2+Fq2ugxm5VHdDaYYW8iHXKzKFOyEuE0U1tB3ceHA94j+T8HGuLsfyC//27G9TZNzys3nrqZQntACq6iDkwJ2RLE28HmpE97bTTit+JmW1lcMVnAH22hwefW0JK1sCTjOyiFasjO3u5TJu/YHjW5MiQWpmzTh4bGjCt73t8aXFP93nNQmDrZu6Xx8g6lu6KxPJbv776fvXxX/1TvXD7DdTPDn1ukOVACwGbETaw9FmOWok94DvQZRxhOaI6jNWrI2sMJ/+ZC8ZJ+To0xXxJMC2TJSQDxOQ9YnzqgBa0QEnXcLYg2cwwWjwlO1knbjq2aYntKfDvVzCRhYFVPX68jAVkHZDBK8F71NBMMvKQp0CCA9tbYQw6e1Gnc9n1OlEgK7cttllWeT/TZkVsqHDrejp0qo8Na24EyUQWCeKC/7rltxB4kgDO8UJY5SNTjLwkHcJek1GQeImYaZcUCfXN7/3tdnXG5fepk9++m9phk9nxdhDXLow5B2C7zyiN0jHX0Msf89I75+ufjy5aYesIQixcxjl7FtNesoLDpIiRfelLX6oWLFjgHV+4cKH+Wyv9FddytFhTwQCSxDYjWLQ8A68kSxjIRlinWIysPg4YUpT8EFqkQnXsLNDCZqMXyuDH/Enrt4wNPe+mufrnxbfPg+3gtrO1CHvWNmBIQfUGN/mO/n7s/92szr3xEfiM7rWlYeG9DxDygNi3lDJkeGcv27hBLKQ8JvuJ1rciG5rCfMl3T94l+i+oWwNb1Mr70WWZ6aBDiGlLAQwpbGiMdYILs1DMBxHVk4v0PZGBxV4IwLTaYVCIDXN0qNEvUTvQR8+oEMcyA0SFmciq7JvoV5axK/qlUuEQB2RslsZkloS8hJhh7xhIAEvVAbcF6m/gfQQNTRXUgdaruYuW+zpEYmTjoNU3PrkdOgE9vnr2Lerex5aqY866uTRO158by9dQq0RapxqoR4mprldKXweu2Z3JAWT/9re/qZUryYazZfny5eqiiy5qSq9Wasp799hWXX/03uq/X72TNzAlQ5b9zQFwYpCxG51kcQ5qIdvD8V1gYFluEYcFSGF8Vqwe877jZ1z6E4/7bNIt4oLelNCClavHoxme+vmshYcZYN9FlBnbvg5lwOmSO+arky64Q737J1cWIDcG4FDmsXSLdRLeRR1W2FqArfu57YDjwDRjNMG6iHJittklH1hCAwvFbtdy4XYMcBb3w33C1QHEIpZmyft/L2Oc48eaCXmB1xbx3LE+UV+H8I5zpRVWBHPPIXWSIQ09Z5V2mFKMfTlH2EX4MTupJqSDBKf2tQWYEQaov3aAdqjDyAIPgFsWztMrgZGl7+/3nYvVC489X936yKJqrLA7X4raqdjIw88pgeUjeX6J+btjWIyZ+Q7NP7EY2WBbjI97312+yqylaDzxsdD9pG5rdB3Z66+/vvj9xhtvVA8//HDxeWxsTJ199tlq8803b17DVirJtNER/W/m1NFIzE/2ObZALM5ZWPl7LBbRsBz+xOPeCwE9o4MZ6E8sM2C6CnByn8Uu28I6hNk3d6GUQHbJytVwIUULj6xPEGMiUbKXew9OuCN5aMFytdX6a0WLWCMAZ+/YY0+eEECCWOF3nna5BlQUYkGLMWQAnWsjVli++8aTatACLPoOgRMGT2hxQCCyjH2LgZYMoMQ8JAC0BHb8iQnslyAOFLF9su8U4wWVJ6oNZPmZ/SLzFjOdfweVw3L1iG0FGmOzjQEp2ka8H8OkC0YWVD2oaty4yZjmWbKf5CUYDujBz9B0uSfJfLuJbyjePasqEn7O317zgDba9n/G5tG5xHXr87X9virmCTleAnPE3EUr1B2PLtG///XmueopG6+dtNOaCT8D4yDo4THX4wRCusfyVeZZVzrP7b2PQNkzNDeiNTSbL5UWOjUz/LLP2fycAdjHl65Um86ZgdsBeNHc+xXOvASjZaCB7DOe8YycWRiCIQQzZsxQ3/72t5vWr5WaYjqev6hzB/XZUBxawEAWWeK41BJbtHFrEpbfErPkE0tXWQASFn8ODHrbDaPijE+EmeZ7F7+vGLNicc39gMtYHEMZ6lMA0GNxn1PGOT26eIUGssgF72dh+zrYk3WEaXE+//OBJ9Tfb8/irq67b4F61pPWgwmA7rUxu2QWLWan9PcTwk0eW7JSLVi6Um274aziWpbewSSVHMg6NWNZrNjQkj5RhXGSSTwhxtokAIqEs4rMNAK69iJsl6crB7fNVC1ASVyYaRMehfxdZDuc+fccE1UPUnXgs+13gfTyDR40Ridi3KDYR8nI2p6bMDtdVQfXaLY8N/mxYt4G7ygzxLEOd81boo4881r9+zO2XEdtvf7MsB4WkPXrw8J+CcLXCh3yA5IBffgJlw11dYgbeZId9wwQB8hOGR7WoJWOyfySpSvGojpYbn0BppHBYwNZqVsn02FkWK1YPa4ZWTq2TLCwRAoVQDYhvMG936DHyCYD2bvuuks3zrbbbqsuv/xyteGGG1qbJGy00UZqZGSkW3q2UlGMSwwHjsPapeM4tIDdEnw+W37SMrZrQfr3g/E2JXVkJSNLp9HAjLGQnCzhTviy4DpcrEsY2fmLTSjN4hWr1Mxp/rCRk2ss65d1Lk2qcUCLnKCLmOUI81W461Q6y4F2fJHywOPZxhicfEdANrZQWqWEeHEAC2IVRpbe1f7fvVjd//gy9fv3v1DtssUcsB0pAPSOK9vNPrYm6xpVC/wFSrqMTWgBHXHbR+oRY4WrJpxVYXyydwSMvIo6oHOs+wFgiFhhxNy795gyUq1eJ8dFS+MNMtOC4eJ+gncArPY+0PPJ6zBRxPr6beHHZHI/nbd4hXrrDy9Tz99uffW5Vz8tqKP00Om2sGLpnXcUSB4OkQ93zVtcHLvhwYUWkMVMpCo1bmS5uljIC68LkoB56AkzX6G8AwZ88n7W3AgNfxGSJi43JU9gprZYKNat+UtW6Hvwe8UxsrHxKWJWCwPL9vCM58enFkCW1mz7WSUpFIubljGy8p1JImaNBrJbb721/jmeUJKnlf4LKhsjt/lEjI8c6HJCoMFBUpRLGRnW7nbL/YUmgkCMLIpRQ4PHDS2gWF03k96NOaR/LijD2fr+4lno4Ex4xADKdpmer6DsTpJtY98PLASBygJeOzjPKZMXmCHHOyghlsPWS8NbMDGXLdS8w5sE96srxumi7S8lC1Cmx13zl6j7Hsv0uODWuRrIRjOBC0Avk1nM+JDtXMW4+fMND6uz//Ww+tQrdlQbrj0talTourWyffLf0cYZqJIBagck6O/QwJLeg2i5p3px0xjU+8/X6QwF5wNpGKMYzNK2cA1eYmTzl4DuZ2+SYQBDYYCgHRJzHeg4ZYg/deO11fqzpiVnybvXse4XKE8WYmT/758PqZsfXqT/feAl2xd6xNhxH8Cjuco18sJJb48sNF6jOx81oLa0JBsIscHx/MOl70KCyIeSGFlfB9eDgQw/11sxZXSY4ghyRtYwoQRcFy5frebMmBLoEwioyzHr6+8a4mP5ca3DiqzvSzaWZIFoFzxf8v0C/TI/ljD8BxfI/v73v1cvf/nL1ZQpU/TvMdlvv/2a0q2VCQiqk+kyX7FkEhp8bowon0+WHx1DEzNiAF1rMmpZR4AsWZko9q3jWar2hG8DS/tYGTO9dOVqa1Kg0AImGsiVw22DAJEEjBK0ov3dy+J05SJRJN+JtvdKGllusYSSXAGXvmQTJJAtwk2EW5QXQ9+4QexSiJn09ZBt868HnvDaRE64bFyZLHk/Hlu6jHESYrzEED3jh//3Ot0GBGIJzMJMfcTIosUa1vBEoQX2Z/KU3PHoYrXjJrN1G8rxXLRFoD4on1mVDU1K7AHf8QGDUkNOO8i5CsUUx9rC0wEwdkzgSh0Kgw7soGQDBlyNgeSMK+5Tn/z1P9Uum89Rf/ivFwZ1QKEMMYBi3kc4p4C/+6AAbdfdv0C9dIeNYTtJ0FKeme+HiVkeF8f7Jb1G98zPyiXytWOxum5JK+uYeB+hvioBvnTrS08abAtRukrGhZt2UNF4buTNoXtIHbROy1YVQNZvB1rT+BpoPhAMaX6iNMStPjycv6Oxcb1uSZFrKXoX3H7BfjkZ6si+5jWv0cldFD5Av4eEFghK/GplsGNkC/DUSUv2otgfyYzY1qufSAZdxmJQyAxuN/RQul4WCHdIpsdYcR3eDUq6qPQiMIQC1RHjMwyTH9zvupMhhRaMiRhX/qtdcy/ipvLqp6aVe5KLhKnr27GC+m03sr/4QYtftA1PlNpQyVlpOo/XeLlYMpiWOhBzL5/ZduEiHczEzItimWFx97ylltvO1YEMC4v1hrGPIkYWslPArS9YemKFeXwQAyZ15H5pgQAn+90zpkAZKKSD+/mIX1yjzrnxEfXRfZ6q3v+S7a124pg9FP8mASPsl5GQF8Ss0XufMdX4+bkfFW0Bkpzo2sMOiLTYfKAD9xHZFhfd9qj6xK/+qQ7bY1v1tuc/yegw7hp5hlVCO5dJRpa/K5O9XA8C78hH8o+8XifFkD+wYJnafB07qcYOxQqXOXIZ4FhICI9RvoeMob/tkcUFkI1Vb7Dbwg//kf0ExdIXMZn5OY8Lz5VMTkU2Rxb77OuAQKtrbGjgxXPwiANkl5l1i8ItpCEeY4VxEqpM9srbxnQT63pThW7LKcZACCVabbneWjg+VXjRUAiJsK/M/CWSAmWfmJIjb7qFrFKQtcuqaNiNW2NbGigyxGZQQwuSym9ROAGBWP499K8FsYMjaM9uK95GLC6Fm9WqIyt39rJLdJjSMXIi4HP9sjrZtXkQOlmxYrBkeoWrFtCkaRYoBoFmopMFxXEoQ4D5Eoue1JVkvpicC1aYy5sE6tYi5suuZRsGWVPJPeToQG06FzGyrLe17Wt+P+EedHVA7TAGdMj0MO8DMbL83LSw8mfMJNl6afAm+gmq9Wva1uhwz/wlQocxqINlYAEXpbyfvHbMnS3fx7X3LvAWCLm48/2kgTVU0k9QyEsM0FM7EIgl+eP1DxXX4evyUMeLNc7C9o3SeHgDJfw975i/qB3/+2x1xuX3Fscl2OJro3Aab2yIsSwNYwOw/XjBky+8U4PHz/7uBnXfY8bI8d5HALS4BoT8rrsjm3tNDnOieqEsl98132ur4nzJ0gNvlb2zFwCWYmwQgJO6UrY+y91ijEijAhuQfp9AyXeIDZVtSyI9VzLRChr5oQRAWHfbeW+ij5HBxnq56xatF0sEqCzWILFG4PjUXIeCcJGAHseQard+fk0OxUOETKxyggGicebeNXjGnHmb5rSlDpiWa6lbnkvO2dTXTEWX7DxddVv0y0lRRxYJ2iChlf6K7HiuVe0yn9MYPFl1ZG3XBIcSWAsULTwqtvDE3Wd0WnFNAOAQkDWDHrMqMjmDRbJOrnWPQKQEN/MX27uiUG1bJueoPYejsZaAkbWy9SVoUQ4gNDo8vnSVVcaFWGH5jOY7flxdNun7z+y3g/8usmt2IJB1WWEJpmPJC+iYdvULQB1KJnEX6cX5oiXZmewzanebIS17bzEm8pr7HrfYFn2diJEnk3hCseIeSwvix+V3/99V93tJLayDBrKAsSkLsUFgOqbDV/98cwGgCFCyFG3B4wlm68cBip30lusqGFLWQ4LIH/39Ll8HwZS5LHTI1S8ZWTv5yu1nPht65d2Pe9eR8yWaiyXzhappoFrPDOpZB8mG3pmXnwoammIbWOmidr00EtQhI0+2LckykWAkGVmLubT6hPLWiSLkKVJbWM4xEkCSuABOzt88p6K2iI0NbgvdZrKfiLlDgkJZ/9yPTwU6eGPRvAtZg9r2FEiGXDnvQ6llTjsgMM3rvhsG5YZdrQkxspWB7HHHHafOPPPM4vMb3vAGtd566+kastddd13T+rVSU2C5H2sQmkmHB5Wd7OW49fNsyBAILKxXb6easDUpv0+1bzO9OtAdYnSwwVaIYUChBaGkEw9Mj4UZWamDbb1igOJOlBagAosDAvRuUW3OSI2BpyijIbe/FDq4E5y8B02MBKhDu71JNsGd9DFDKlhaWQi+JMxCAhe3LJy9FTHKyvZ3UJIGTzTcRHy+9j5juD+Wh554bJ0FGAKeAsCQSx1i7fB//3rYMvhoPBdJI0NDsJ1jngnJAFrbXwZ0oHtdIUAbhVu4sfRTIu8jNBbLdJXtQ/MVVa9gOeufDxVja9ybJ4SRh3a9A3OV1S/BPMH3kEb/NYKt93WIM20Z9+Uew4ZxjA2lMlgho8I1/BFQRxsBIPDvgmkJnqhNeI6Qc5kkTTwXfgmosxOc/FKOJC4bKufvwrAABlachcZJegVjOWSPW1eHJ5b6OhTtgOrpOh4MAyLRGmr6tVwHPB1AaIHVDhFjyg2xmRRA9gc/+IHacsst9e/nnnuuOu+88/RmCJQM9tGPfrQbOrZSQwreI2GXkGl5Fr6cPD1GNq+R5w6YgtmDu1nJsAXf4kMsoNRLWrJaBxFaYACD7aL2ByEOs7BduHk7AB3cGFnJCmcMUcxFbb4XKzGjJy7AnISArAcYRhkcIAZFxGAVSTV+JrCcPC1GNp/0HnRK2XD/8MNNfNaJPpod4PILOLueobCHQof8MxlX82QptFwHl/lCiSS2gWVvD8yCXJxuO1Db3/zQIouZlv2SY+XscRD3FCAvhu6XATaU2Lfb55qscDqNxooMkYHuUxD2gOJFUSa7qwPVMqbnZrBHX+V+Ct9HwRaHC/Dj8WmMPP3e8v5D1ySWSY5zSv6jMAOkgwSi9v3sdyGf0a0jy+dyX9cgZLxjGf03P7ywSLTx5qpApQ4Ui2gbWL6+3M+koclCLLlraKIwDzkOsjHK9wNjGXlunLnKZSKZlZWVZhABwfW0JShD4zYF0Ls6yPl7LMJExpPL/DGb3VMZw1EA6hVO6SuLDXVApNwpEnlHZHhLKClwzBnfdA+3xBZK9jIeSNtYQIysXLMnBZB96KGHCiD7xz/+UR144IFq7733Vh/72MfUFVdc0Q0dW6khKMFJDkLJvvLAluEGDBIQE4kAGAJqqF6nnqxF/J470Uqm2A0t4EQePy7ULDxDscUITFJyMjMDuxMJLTDtIGMRZdtBNjSxNiNihWV8bKZDHhtaLAT+IoXYUBM3K89TvttSACGe9GRYgaUDYKkgIHIMHgla5AJuAY78+6yDzITGSW/mnSKQhIClnPAlC1QsDo4O9z62RP8uWWsCDcXCKvpQ2Za4lmcDbpXJbWaDG2I/STabM73IhiZwWxiLw2ZhDbmHOzWSaqQOHI+62Toz1FZ5Igv3EfQ+fM8NCm+IM4B0rIivF9nhs6ePqiflpUS4NFuhgwWcnPuB+UA+o2XwBJJdabMUvu46a03Rv9/00MLg2HC3I5Xn2f3Sn08kQ16woflnN7mHWVkGkXJuk4Y/2hzCnjuMbm47eqEFjjv7kTxO1oolBS716FxlMeniXbp9LMTIivmb51T2/tljAyV2IY+JWEPzQUvnmfVkvCS0wAHTAR1YwsBSec8wVbTFytWd0hjZoh280IL8PIu5n2SM7Lrrrqvuu+8+/TsxsS972cvMIGsrFgyMwPIcIyUxsnkHp4692CnfkWWn+pOia7Fnp+QDzkriMoPC3tEoH9hTfDaU4w+RDjipxi/cLN2DdnyqcXu6DIMEN7KGbAHoBQjEZZxAkgsEFj4z4L4LyMjmbmSXIYIZ6nC7VjB5OgDU3QWOQQq/e2Yd3LhBBMCsklOA9ZRxYBZTwxOzk1TDWeEUWiDfn3mnwG0tXXNgZy+XuUfJWyS8/SVtfcn9hdy6suIDvwtpYCGAghJtYiEv7rvYfN0Zar2ZUwsXqnx/MWMqFUSiscHvgl22VH5so7Wn69+ZLY+9D7NDUCgMxtZLekxc5otDj2bPmKI2np3p8PBCF0z7Y0wCIujqH0Oud58FzMD06qJ9qAya7KfICHDDG+R5VjUNEH9p62DPcxxasNHa06xYcpeZ9mOplR/WIY6hfoKApdTBreMqDeSYux7Hw0o3O+slmWLTxzqADbVDCxjAxTw3vkcpI2yUn6RXGI6SGPHBtFzHWIdyw9/0CbcSj58U2HH65XhxH74mYmTlWiOJDXeuyvqlmUcnBZB93etep9785jervfbaS82fP1+HFJBce+21avvtt++Gjq3UEAQMpGVlxcg68akEYnkCY8bHYkPBZIQs9ixb2wF6TikiP2Gp4+1GQoulW34LuZERo5GxtP4EgepDuu1AMi+fCIt2oJJGRTsMF+BAMtyp9VMl+A+BFpJH8s0QNp6dtQNN1tL1yKEFoaL2CBzAbGSRBGLY0OzggwsyHbbdIGO+eLI2WdHSTeXrUCyIvBh5xoYELq5h0bEW5x02yfZPp69ziSmr7QJxwYiJwu462SdsHTiRZtsNZ6rpufFFCSaugWWD98CWuFbohQpWLXBZegayxIauPX20YIX573RdmVzmgxFcycCACBlXqrzELRIGkTQuWIciCdEFkRCoA2MjwHxJ74r0pDCInD19itp0Tg5kn1gRqWThgyRud1x+y/ZY8PiQ/ZLbgdqAmWn2HHhhN85ub7g0oc0wyvaxjTzJsJoC+DtumoHpu/J+6uqg9c7nKglQ5GYqqG4t2jhF6iBZ4S3Xm2GFFkhQZRh135uXzQn2+7DjpkFYglM5ZnnOhm6QbwiBQgviREygykd+DSs8Txg8sl/y3EgMvburlqcDjOe3jXyXIbXeG2TpVbEebTBrammMrLsuusaUJKQkW7xGA9kTTzxRfeADH1A77bSTjpGdNWtWEXJw+OGHd0PHVmoIKmckmSHJyLqLNcc/0oQ9K9+OVQI4O0YWLVCAYbAAg784cJwuT7J0XXbJMMsgYxElCLQ3ROD7cekQWarEIAa0FSiKkX0sr1XKC6UGkYDFs5N48l8C2eEuY2m5h2CyV6YDL5QyvCHIOgGXsc0AIh3MO5JssQRP2xRANlswEMvlAeeSRTJUr9MF9ew23n7jbM4p2sIB00gHeR3ULz03cmCx5goBW667llpr6mjhUnVd2XKRlHUfYRJPSd1bCQgly0SL9Yx83BCYlsyrdMGzyDjHmAGKsuRdo0KCyFk5kC3iplnvCGCwmGIJ6MF7M0DI9B8NZAtGdrQwdtmVzN8pQgtAcpkc+26Nbfe9SYAj4zIZtNBuf2RYyNJTxpUtXeLK6/OrUR9E/QSVvsoTe7jdGMjenYNplwGU97OrFgRi98F8YnSw+xgnoXKYx8OAkS2qkwgDy4oBLp7Z6GX6hNSV34XNbDMju/k6061a0/K57TALfxywxELSZNt6QDYH9BvnngoZWsDrbpHcDMqQ2QaW8PpJT0H+d/k+poqxtSoPLVh/5rQCyPJ9UDvY3jGbDJJJzaJbrplb1LLQ7l4f+chHvONHHnlkUzq10oAYi98vdjzmZFwWiQM5iJQsA0/CmpH1JnK/DqN0b+NAdRtQFTFDYKHkvxGQvcGJ00XudCsb3VowwosnYr7sGNkMNNAiRcXvJSssXbihGNnYjjBIL9eFSzI3ZzYIPFGmuHwXui3gdrSGGURMlMsKyxhA6SorYmRzAPckh5E1QMd/ZlgCzAKW5h3J/uOx7vn1qMA5yRbrrlXsXCXZaVPmKOAyRqxDYQRh0OKWpuP+sP6sqWqtfBMAYsP8drDLffHbspg2YGxKNjSUVMNF34kN5Y0IJJimZ+Z7B/ulAgl5aGwA8JbpYEAkCwFZOxzBb0+5II5wX4XJXhh48S4KMkZ27emGFTZg2o8bRCw9MnhsYOm3xagVi2jc1evNnGK5ktmYhnVk82tnxoKZi1EIitya1Y0/pn4p42OftP5aRTIe39MDsmKHKARQ4olWANDnn5kVJq/NRbfNE4ysmC/FemDeh5y/7Pcv+yVKKJaMLDUjG9g0X193/xM2IxsJ/ymbG+Nl2uza6Dw3bjR7mrrlkUVqgQgtcGNkZZWWEKng9gnPU9Cx24LeL8fvbkAG3kPZfammLhFTY7EQC8egX1NiZCsDWZI77rhDfeMb31A33XSTXgB23HFHDWS33Xbb5jVspbEYWeO6ykrX8ODhCWJVPlDYDTFnrSkFSKLzjQvDH3AFQAm5KSQjK+KJQi5cdscQ40QxcH4d2UCMrMPIerGPDBjAM7jxqTRoeSK0GFkwyYQyPBFoTanhKhcyrlO5xbozRC1bAWRF1YIYe4FCHqx4Xl5wNCNrPxezwrxQMvOBWXrWwQcyoaQa6eJEBb4lkN1w1lT9rogBokXcTQCUfd4CzuwqCxhYVsiLAxhYf2Z4KDaVWDgSylKHLlzR5wsgC4AlApGxkmwyyUmCaQkY+P3angLpxciPgTazy8eV6ZAlOHHMsgREKLHHjoe072eN5YALd0i6kfM+SO+BPUeLivAGFIto6yABvbVNMmAsJYMon4uBLB1bN49X5jJ1KJ7fnov52uhYwAABLD0DSOqrm+asMBu/rjHkJikhl7G1aYmjA4pjdUML2Nj1GNmR4cAcBAAcMvwF2HTLb7kgktnxWPktC0RCT4Hfd2CZNlpDR2SyV6YDx23b8al2v7THhg/oDTUj35FZd/R6O27al89bletABh7di/opAWoaJyZG1lQrGo+GXdmJb5MitODPf/6zDiu4/PLL1a677qp23nlnddlllxWhBq0Mhljue8ECmJhOM1mPOoxsAWRnTDF/E9vJxly47mTtlpORMT/QrZ/fhFmNddeaUkzCcmcvu8g4Apa+DnzP0PawpnJCp1iYeSMCnhhliEVWtYDbRy4Ogp3O7wuTF4AO0krOzu8UcbqU3BMLLYDuWrl7kZXs4y4OwhUuY2QLJjIDcJuvw+ENY05xdD9GFmYCW4wsXlBDsaEMZMmlzpOw7BOI+QoxsihGltd66WozAG7cSv4jl10BImVoAdjtzQplkIwsaHsU8iKZZhKZ5DRjyqgfWiDrG4vYbQOcUQIYDm9wE5ZYD2Y+bTZ0lZWkiGq41omRLcYWeQrEfMQgktqH9Mh04EoWKikMylS3UDCJB4WESIacCQF61vXWyoFs3kfcfixBmbVJhmX4+/crY8i5WgAB+g3z2FAeK27IizyG3Miy7WHM/Tj2YMk43QLIMiMrYreLMSb6Fr9Ty8ASDKA7hyIWkvVgMF0AWWtDBN8owyDS0UEAuJCBJdcd7pcc7kLlt7if+X1C9EuQMCsTYbHR7VeRoPFSzInDQ0V+B6/rqI5sJ9oH7XrDk4KR/cQnPqGOOuoodeyxx3rHP/7xj+sksFYGc2cvCSLl5CJdEi6Q5UlZFlyXO1KhxY+nnnAsor9QuuwbxxXNWWuqVR+P5y3k9pGMbLGgenVk0eKgYOUEZmMJsBD7RSLd+jLrF8XN0s1QjUCXLYTuoVx/DabziXHTOTmYdoBsEc+K2ISSDH6UXORWLaB3zyzTZnns2Xhg22JcoUC6B8FCIACDBDMuC8jvIwOybNz4iVbIwPLeEesgPQUy5MXrlx2rJiQlcswAoQVyYWWQwy5krVuAaXPHkaztyIz7ahfITp8iwLSd7FXoIPtJZNxmnpT8vEjYDevBgGHGFMOyaUZWJGwjA0uO2yEIZP33VjyXY5AWQHZ02A8tcN36JVtDMxuasX2yT5hnNs9lxsYKocM6DGSXBgCDxXzheP7hiMEjY2zlLnYMIMl7xck9uooFjV3EyBb90owDWQcbhTyZeFG/8osOsRgzcbrb5DGyBKYtT54ILZDhP5ilLyNLsIFVMLK5B40MTzpOfbRgQ0VNXeQJcb0CFvkQ6Cey/BaTH2xU0DugsUHGlomRlWDa7t9yHGRhBL7RbQx/vMMj60DviNZx8uoVQBYx08I7Btc0buPJwshSOMEhhxziHT/44IPVjTfe2JRerUxQpDvCjcuS7iVZ0sZdKDNGlkMLcAKM547MrXatg3AFWvE9YsC6TCQvvAsEIystTZdpkVmfkmGwFyjDJhRbIEaYL9aJ3VIUD8mDXiecSYbBYTTcurWuJS9BRAww6PPGTWjDzKkjhWUty5DRrVAihl1E3QaWqKyOTHzQfUK0+WP5u6B7sbus0KPQ21zHuOGUvzgAdtyNY0axoeS+5+0n6X2w0SGTvVgH5B6U75UepDBuoIHlh0zwO2fQQACSE600kC2Ab5yxweW3sFvfC9vIPxs21IQWuMleLkiSbVEW+4i2MrZiEYULl5I0pzM7vsqU/XHfn/v+pVtf6sA3xBsG2Ek1FK+udRiVjKyzWIu2c0GSbHc5bouxJfSVzLYE6AwYMlYYV2+QlRNi3iNt+DvPzO+T9XUNXnq/hVFBBnc+R9BpVOPWHZ+uN87VIWsf5bWPnTzqzF/jSi1faS5AbCg9M51GmzPIqgUSlPkAVQJLo4PvPTD6WuObXOr5HzbJgayuLLF8lfX+4+Em4PnEHGrHMRuDQBqg3FcoCZIrm7ABbN7HSHDOlh4T1CfkGorCTcY1+cBjeVitk/cJXtfdGFnJTIcruvD76EwOILvhhhvqUluu0LGNNtqoKb1amaCgOnO6EJXDyNLEIoGixToRkBWuc1MkXrBvwtrm+1nAuZjsbOZDHwMxeAxKmAkm5ksmVLnWp20ZSwaY28FYmBpku5MGcmUXDOCKwo0s44ht65wXOl8HzTqo8CSF4iHd7WE5JnP9WdNMDdfVFBdqris3mHCzcBEDLC1+tNtbBo4NCGEwTa5TBm9aD8FEovguK4mjMCCKr9sl0gQTxbqZbYvHC5c+V9KQ4MlnZDEDjAy6QodAyTo31INjg8mNK42bWIwsismVzIdl3IBYvWIL6fylS+DCrPBS8S5kaIGV7FUsRtJ96oPWYpEEYTfIrc9GBZU+shnZsPFmu/XlMyufVWYGUSRXyvjUDMiOwm2L0U5SqFoIAgwh17vc2auIkR01FV4odpeu4YZlWONzWN4PhCVJg0eMbx/IUmhB9n0am9QWfD8yeIoqL8PDXunFbH4212axk6/yYyJxzw1X0C79PMmK3g+1ObvViQmUjCzKH0A7l9nGja+DmUPtSg/c32dOGy36BBES8v2hMn1wO23Ly5i/C+DV1AZW8d5kqNOQWmeGXf4KGVhy3Bbtbt3PMbACVV6miH5ZhLyMmNACXtfdGFk3Odb1Qsj5a0BxbPXQgne/+93qPe95j7rzzjvV7rvvrhv14osvVscdd5z68Ic/3B0tW6ksFpDhYyIbnTt65kY2rGsoRlZPzI51L61JufCMI0YjwKqEElo4tIDcdZJ9KIL8ZdkV4B42mcDxqgVyMjPs27jNyM6k8AbDzBQgWSysMkYWFVGXE7jPRPkLLz8XF5knFpL1o/eEYnJRAkUG3l0dcAypVe9RsPQyU5+emSZhYqLKku9iLkP53mQ/sWIRRZ9g8LbWtBHdvjZ48hmJmIvaNab4XaJFtqgtnG8lyQxcGpAVoQX5W5d9FYW8wKoFgkEiKdjQUcMKU/vIBXG847enrGQBwz8U8BQ441Nfc4wY2bHiOD+zy8jiBEDpcciPgW19QyEhcj6RoQXMfHECmAQTfA0foIitk4trm3nOClUSBoEEpgYwDOu+yUJsqFfmyPEeIUZWjlHWwZ5PbB3ouzw2qE/SuRRyQnMXMZE8DzKIJB1QWSV7JzHlA0akg5hDpWFDQswwbRdMLCA/v/RgIcCI3n/IgyWBl+7vOckhk5gpBInAPM1fm+VhWf6OVipCxIhjAtRxwrRVjUH0M6MDhZtM0bHCBYgUMdV8PtpgIhazanRwvUdDxfd5LefQAhQja+8u5l8bxW5PmhjZz372s2rttddWX//619UnP/lJfWyzzTZTRx99tDriiCO6oWMrNcQsknIQSqZmvDTZiyYjCXJ99s3Ew0qXsVWnUIVduNkEoZy6ejYrTKEFPHZIB55kS5NqBCPLOkh2UrJ3hn0zWZxWYo8AkTQJFEkKAevcZoANc8A6+O4satvs2NQRsxhSWxQgcuY0UXKH4pWVx75ZSU4wHlKlxaw6VQs4tGDdPAZQZ8HmQNYs1j5IRuEUkpGVwMs1sPg+LuvETGyR7KXBEwLT9gIcAkQh95l5H0YHuWMPLQKyNJ2rg3XtYaU64+7iEA6zcJ/BrW9sgOwwBNPUlqvH/fZEtYWtBdxx10qPifVcTtkpZubIqLBCXsAWtdY2uSgJkY+BOF85V0mjQrPCeX9gUId2ZvNjEUNVBPz5EgF0Cab1uxgZ1s9Hx5euGAP1jbEhIwGDis4nwgMmnovZUO4LxEQSkCUQZ1zwGYgcIwAGdi7DZeESy29J8Ja/H84pIDDN8watG2ZLbz8JEY7bQOUX/x1lx/i6pBsRELRVL3nW5Puz6/pye/pGN/Jg2XHTpmyaDDFDIHLBspUJW9T6wFnBmFV/K/YQI0v9hMNNeF13gW9GUim/X1obZ2THxO3WbCBLHYeSvejfokWL9DECtq0MlthuUuVNXCbO099PXjKyFngCbi13QdT3BK45O2Pc6BZkZHPwRK6ZRbm7MNtKbzgMGAJuGGPRmvZBsYiuDpz5u54OLciBAekgXbhOIL5kF+1YVBmXx9+XMYSA+dJsKGfq24ysBNMo3hcvRpKRs4/J57aZZgKRqwt3Xdb2kp32+4TPCgv3IACWdIQPhzbq4MWamTeZ7GVc8JJlz++HtgIVWbihuDN/kwwTi5jpMSLeB/XLXGewDTRdt5NnNplnlrHbfkk2GTLjJpwxG0qstAk3MWBaZodLJlFmRaPwFje8QesgziN16SO1hUxyMiBSgOmAJ8QuvzQULtNm9RNjdMsxI3XgUmjZ5gCGLbMNVrsdtKEJjGA7BMVvR7PJgiy/lb1PilmmGtiSkbU9BeLaPHfIXQEdHdzYbc97JEAL91UGLsSGFozsSB6CNGbHdhaAyAKWZq5CbKjpJwaMcV+XjGymQ5bkxO/ZrYaSXVvMjY4OtrfCjBe5psmKCnKnQbl9sw34zHpgns8Pg7L7qv8+UHIsnceEkA4tyHf3KhIAnXkFbYaStal5PrdfIubej5E1oQXTpziMrFMCzGahxfMxlrbC8yZJjCzL3LlzdVzsddddpx599NFmtWplwiITjuDELJK9ZFUA160vAY1rydmuoFBsoH8MuUVM6atxa+DTRMAuLNLPTFRD8VjLMZAJbCW+mMmvKJ4+igvPax0kIxtxzclYOxtEmmNmMQKgxXmugg0V4Q0EpqUOBXkBkobs3cXEeexGBu1IhwwjO16U92E3tkwAdJkvG6ibNkb9BDJfYkGVJdmk+1S+K5l8Z23UARhnFJ9q9x3RL10Di3TIASS9Nx0LyC71MbnjnHw+P7zFHgcKMNaSdVJ2jGze3nJ3IP6bVU0jsLOXHZPLx0rYNwFMJUtvmMgRkXiH43T1Yi1iuknoLC9jXMTgMXDm5+Zj3F1DoQWZHmZ8oKLvqI4sfke4HJYsqF+wwvl92NgjRtaLs7a2akaF7lFd6kA1DRnesNru/xyrS/HC0rgxY0zeL9NH4ErLc2MMXmD4MyAcs5lQEgpvILHCG0Yww403YGAdfKPUWndkSUknPpXyCkjIq4ViZFFMtqWDWENZJBtqtWMxNkx/zRKt8hjZfB73QguCFVZEHDN6bwWzLQ0sMT6FDoYVthnZwgPplKaTMcfF/cTcOCmA7MKFC9Xb3vY2HU6wxx57qBe/+MX697e+9a3qiSeeUN2W733ve2qbbbZR06dPV7vttpu66KKLoudfcMEF+jw6nzZsOOmkk7xzfvWrX+k6uNOmTdM/f/Ob30z4vv0WxApK63WlTPZy4jxR1YLVZRsiwJhV4eoXoQwIWPJiOOZVLTDlt/RC7ljQ8joWwwAsWjteMMy+8aRM+9fz4lSASGoHsSC6hkEGLNGEK46JGFt/Vy0bMNCCyIsTb05Bp8pYMMlC44QWl3UIxZBK5stMnsvFNpw2sIrXcMUxssXtHDe7PzEbEGLANOsgGSl3S1SLAYShBcCNLHTTz+AaWHrrSTu8wXbry/dhP4scB/bikB3TATou6ySTvUQ7MHDi46HQAu6Dpvi9aAu5g5ZgJ/0YWbuf2BUDBIhEjKw8P7jDHXhmy6Vqg7phJwnRBrIyCRElAAIdwE5b7v24yVCdVRdMk3AVCRQjK+8nK7oYttq/n9V3rPJboh0EA0iC4qap3Yz727iMpbHBIuclhnEI6MnKMV5oQb7jG60lssoLSkKEWycjgwcx/KLCCr+L7JrDohSZSTijy0ojz69QIObskTRGdsgx/IvtkYeH1DozQ4lWok8U70jOVUoQMf793FwQEl4f6B6GFTZAltf1gj1H22kHDCwzdXQmB5A99NBD9QYIf/rTn9SCBQs0eP3jH/+orrzySp0I1k0588wz9Q5in/70p9U111yjXvSiF6mXv/zl6t5774Xn33XXXeoVr3iFPo/O/9SnPqXjeAm4slx66aXqoIMO0uCc2GX6eeCBB+pnrHvfQRDE9shBwR1du0UEUJQlbGgyMiA3HRBhV7/RS1YhYAnu5S7DGwQTydanvI5lOQKXsWQdiolHbpPrMLK0GHHpK35myUzL+yGWI3NTcfv4MbmovItbDo3LPdFCLY0FZih1GIAFnFVwEpYsPWIsZXa4BAwFIzs1O2Y2yZDhJhKM8DOHFyh9bVieSgC1IltfgmkOLRGGRSS8AfVLtICn1JFlRpaNLhtEKphZz9eOhzL4cYDS7SlDLBhMaz2EW9/dqAPpgBIObR389yaZf9knWA+tAzOygcoJCLTKrZNlZZMOZL5A1QKn9BW9e/6bjtX14lNFvwTjRYd6uP1E7KAkjeUisWdMgkgGsrxBBcWn2n+zmXCRVFOAFjR/4SREWTFAghaS6WKjDovtdeZdK9QMAHW+pzwmvStFaIHwEkx1WGEiA2S4iTGQBSMLSBcrntvRy2pHMf/J0B+aH4rQgsUrrZjRgj0FIS9WOBjoJxLUGQ+Wzcjapa+mWmwoTgC0jcrsGYEhLo7hahpDxXcNQ+5viOB6QeV1LPJJ1DeW5MykALIEYH/0ox+pffbZR82ePVvHx9Lvp5xyiv5bN+WEE07QNWwJTNO2uLRN7pZbbqm+//3vw/OJfd1qq630eXQ+fY/q3R5//PHFOfQ32sSBEtd22GEH/XPPPffUx+vedxBEWlDc96TrXRYZl9akBJE0GRWMrFW1QMQToZg2aL36Wf0y4J/qUUq9uIzOzGkEIg1YdMtvhcABDDcA7izJmroxsly3lBYnFBealX6R7AVgUAoWyLwPpIMNGMy9jA4mJpOE4wOzSdS0Q1HmCoAWy13ngE353HqxFmDaFL+32dCVq0GtUxR/KRhH2U9MTK6ZKGXsnAUindACo4OoZYuYneDe4S7rEAh5sWJkjTtd6pCBacPIuv1b6iBdxtwSaNtP24VrkhA5PjZjJ4eshDMbRCoPtLCMB+4XOyb3YNdMpIjL5HeyPKADigO0jOBgGJTPDFmF5x02dDonnYnteqW71dtJKntI8f7td5Rt1KE8HaQRvMrVoQD1fsiL9Fa4uQJGB2f+cuJmvTwFEJ9q6hvbXjQXRIa8Y5D5tEJe7PGGwLTcLIST9ezQAh84o2QvXGHDqSyRH5fJmDrZS+xyVrwLy/CPVy2ARrDQQ65pcg1dCWJkmZE18cxcOUEakAJYFttp2/O72ydQ7PZqJ+GMdQjFyPp9wjGwAjG5azSQXX/99dWcOXO843Rs3XXXVd2SlStXqquuukrtvffe1nH6fMkll8DvENvqnk+gm9jjVatWRc/ha9a5L8mKFSt0GIb810vBbI85XrgcxT7R1PlpoeQFgoL0JajCrsD8ftKKF4s1i13X1Z/MphWA2XbrE5geEX9jpkWGFiDQKl1BsVqQ9sTsMLISTIPwhizZK7seTxxuTFsR1iFcZYiRlVmjNiO7GgJZBnY28+UzkRZLy8qGtgIVLkCZcS53DpLfkUlOdg1XFS2Xw2I8BRJ4GbenjEsOgWnpKZC7i8lwmrI4ZvPezDG3HJodp5sds0CkdHU6kz4sti/6ZRaznLcZMAgsRlbEptL3Q6EFrufFXowE4wf6iaw2YRlYsoJD3hZZspeIVxZuUghaI4Ahi69WwZrXNqNnVwzQPwuXunkfaBcnXEfWT9xEybGSAZRufZ6/DKg3MbKSKZN1ZF1vjtsHWQczn5h5lEGkNCoKRrYoRTZm2MFAfVAD3rOfrIfRN5zB7+7spc9zwhvIEDdG3jDcKQ3VrbUTrfLzgEdJjjfJyJK+XDlBxgpbjKzl1pchKKyXv6bJ92HmfOn1k3kcZjMCDpXzySA/vCE7zx+30BMo17RhE64gQz3cOrKuBzJ7FoMHEPkkvYyTAsh+5jOfUR/60IfUQw89VBx7+OGH1Uc/+lFdmqtbMm/ePDU2NqY23nhj6zh9pvsjoePo/NWrV+vrxc7ha9a5L8kxxxyjwT3/Iwa3l2KGBI7L4wSBjJE1QHFxzsYaRtYMWmPd+4stKqwvg9JjoMUFDKQvM5EUnyqTvYr4VJmkJLdchK7+fFIUo1Au6q4bmfWSjKwEb3JCkYWwXR3koMdxh757iZrWLnZumEiZAFMwso4LF2256O6WI5NccJKeW7Ug1yFnWWSmPIss5YLcdcaFi9hJmwHWegmWQ1YMMIxs/j5AspduT8jI++MAFf2WfWJaAETKdpBu/WCMbEmFDQT+UdUCWbHA0wGAHzuRSAUZcv3OkIElAYMAAIaRHbHiU3nM2OEUod2Sch0AI4e9K/b33UQrych6gMGqpuHPX9K4kaWofEbWrjbissJFNY1V4952pC5w9ly4YOtkafDIwvWx0ld2jKwfSy+T51DohATOZl7y24wZQPpoqjfYscI0d5jkJxxaIKtk+NvWijnN2pQhfz/CYFrhVZAYFSEWIKfACpMQ/dLxalnvX7D0qGqBjk8VyW1zmJEN1XANVi3w5w6URG3FyI6a8SmT74oKEvkOZ26MrOwTVv4AGBuDGiNbufwWudNvv/12tfXWW2u3PQnFilKiFFUv+MEPflCce/XVVzerrcPyccO6x8rOd4+nXLPqfSlEgQA/CzGyvQSzdpKLMoNQgANvZ6+xTrH9JcWFys0StGuucCPzxIrrPtouEJd1EDX3QGIPDVaOTXXDG/SuWkIHugy9TuOGk1m4YIESrANKMHGrFlCcm24LKsKfX0WGWMikGgQYLNYBxbmJdrTAsQDuMrRAf2c4q+FqM7LK3wgAsCpIB2unLY6bdlxlIUbWjkkLGzcZ4yhZJyrYb8caGwNExkOaPsFufRMja4wOvz1leR5TwLw8RhbUkYXhDTmIBOENmtEAzJ67+FkhD9LAAiy9XPRMeENYB8mGyh3nJPvKd7QTN5VfFg4YFtTmcjGUzA6PGVkCDLuo/e2iLUbWqtEsjDYBGDhOl0MvCjZUAllp3HTSdlBC7JscGzIp0AVwRX1jq3KCCQ2ByWXAALFrfyswd0g3suPWF1snm6oFJoYYupGhZwJ5V3wPiG5zZ0OE6XL7ZmnkFX1IzI3A4LX6CTDyrHbM1WAgy2uW3L7ZxK26/dLVwU/G5XMzwXO+TCAsgPvwcFFDtwgtKLaHNRUDuCmCZBDol7yqIS/jmAbTZk5kRpYegUpZIkbW3pnSAH1XhwHFsdWB7Gte8xrVD9lggw3UyMiIx4JSGTCXLWXZZJNN4Pmjo6M6RCJ2Dl+zzn1JCNjTv36JDWTZ4kdWuV1OiWNTufafVT/VZQMCO0RZWb+ODlaMrEzsEYv1kjxTn64pt1ykCdgd4DJZS7rrEECxin6Licewb2YXJ5pUWY+ZU0cL9kcCJwki0a5R0lpGyQQyBEFeU1YtcEEktQVhW560JUCx3oeslemwKpKR4/ah5rLrkJqJMuTWR0AWhTLIBQMlS0hQx9U0srJweTuA8lsFkLUmbeOiRLGIsaoFNpNumC+ZhBiM09U7rYnF2gXl+n6dSOy26ZcoVk/Gg3N/4PEi2XErtEAYIoUOKhyzarFvBaC3ww34uZih5/tzolU2dlcbwABCXqz423zTBszIYlbZKgHmMLIcWiANYRnP74IWGWKjoYF3v1CcrukTng6ivrFXtSCQNGRt3uK5ke34RJPsKhlZ+z4y2Yu/i+JTs/shHVQ4IU88gywVyGODx6xJejPtgCon6Pdh9RMz/lkHN/FJjk9Zao51KKo3gAoSWXiDaWMU5oW8jMgAlZ5AOV/KOrIzp3F8albLluddVMkChTJY4R+CnCnmNFCPd0xsWEJjk3cApLlDV5Fw+qV8Hyhu2i5N2JkcQPZzn/uc6odMnTpVl70699xz1Wtf+9riOH3ef//94Xee//znqz/84Q/WsXPOOUc961nPUlPyIsF0Dl2DNniQ59D2u3XvOxBixgRMHAixb+R+IJmVxxfJGrPSsg6xfdl1/MXIlJcKBKoLhq1I9JqaxQEWoQ9yI4AcRI4FwAFyGUtgaTFRDvuW6WFApLbssxCnrJatYKlcl7h9P/MOkKsMlp0R5WRocjEVA2QN17EiRtFyDwZc1GYBV17mMd+TPsv4VKtqAQNZZoVH4qEFHVCP0sS0+QwpZL4cd52s3mD1F6qf6gFZucUjijFDoEXGdPqhBdR3ivJbXi1bs02uawS4fQJX0wAGFtiog4SBohve4Ndwzc5fBVzUlnFjuZFzHUD8eGbwZucuFQZMEZ86OqxBCxt/1H8kKPOMqU5cB7mAS++RFd4QSLRanOtg9QlYasmOYUchKMYAkToob0MEF0xnpchspjS7Nkqq4exwZOTZnoICCIk5Qm7K4DKy3E8yNtRuT7tOrn/M6hNCB7TbG89HLiucxenmY1qD6VwHGV8KGHLE0ss51GKQvdCCTIeZIrRA1rK1y8Ll71+MDVeHrH0iBpaMB3cTrfKqBXSMy1/5tYURcEZbGYd1GBJhN3YiXXYfYmWpPxAzzG3BfYOEDTJ4bacK0qQAsv0UctVTeSwCogRATz75ZB3WcNhhhxXu/AceeED95Cc/0Z/p+He+8x39PSoNRoldp556qvrFL35RXPODH/ygroV73HHHaWD6u9/9Tp133nnq4osvTr7vIIoYE/HYOQEYaNHjGFna5pAktrOXBcDEzj8FwwTqMCLQQreXyUUy0YtEbgQga+4ZQOSzvZJpKbZ9BAMcufplCTKO0+WBrktOgdACFJxvgUXL4g+DllDpK2Y4WEd2MRMwQNa53MXLZVUsF57Y4jGUVOPXcLUZkFDygs2gKBDfZfqJG45hsxymYgDXLLXKbzkxe7L8lqwOYACjz9JKvTRL74BIaociPtVhQ2WSk8XSA0CEd5yT/dJnhiRgYKBYGlrgLn4yBAUkIaKkE5ch4/fBtY3l4kl9QwNZK7RAABTPwOqo4XxnL5MIaWCE9DSgPpHFCzvu7Lxv8Pwh3xGKRZTPjPqlHMsoRhYlWlmMLIhFxHGOyu+DMjRKhAT59XFNTD8Ckfys2WYSZkwXbewa/s64NR4e9ub44Q3ZvXDVgizZKz8fhBbYiUSo3rCvg/0+zHMxmC5ihXMdsjh/EyOLNnewYmQBQ2qx2MUxDP7Y00jXJONKb+m9erzYKdKuIyu2hoYGD6imIcIp5MZGIxJMszcnj5slIPvwwuW6coGbUxDqEyYhdPB39lqjgCzVe50/f776whe+oJPNdt55Z3XWWWfpeF0SOiZru9IGBvR3Ylu/+93v6o0bvvWtb6nXv/71xTnEvJ5xxhk6iY2S1bbbbjtdN/a5z31u8n0HUWRoAWKBeAK2d/YaL2Jk5baC+m/IhevEIhaufgFkZKKCW06E2SIZi6tjZMVGBNn9zAQsF2a5v7XRQSUle8lyWG4smyxBRtejSYf1y5Le8mcuKXNkbQ9qsRwIMJjzZJ3dpQG3PoMqXQIMWOKMyWHmsZX1i40NO7xhHO7s5Za7Mc/iMAzShauBpc1EWuEmgpGVcYC8SHEtWyu0oCg/5LcxjjFTng6S+ZBx0zLcxMTpliV7IcBgA0vJctgZ3Aa08DPIWDYGiiZT3+jAC6i1IQJgWiDLJeLfUMKZNHiXCh34PqwPe1Nk0pu18YDFvrnjwCzq9m5vPpjOGNkxyMgiICs9L2hTBqtmrNUnOn5FD8HoudvDmpq6xrixyxz5fR6xtNLLhIClGRsUr4xBpGZkxbzhGwY4/lKybx3g/nfDG/he2X38qgUmjE1WLQDJZYLxGynz+onQOD/Zy46RlaWnQp6CgtiwymGJ+1leP3/dkfHjrC/lM9C5VLlg7qIV6lEBZKGBJdeOYp7wGVl6QTGP0pjwinFbyFqybgiZLJ8mDSfUTwY0smDNArIkhx9+uP6H5PTTT/eO0e5jZUlnBxxwgP5X976DKGJM2JMiW3JjoWSvbMCvXYBIP7TAKn7vxCKOBeKJ0E4lcCcpqpzgAFlmQGTFgGyLR762mITzZ0YxkjATWCxmEjCwG2jm1FF9rmRrC7BV4vaRjCyamC1WGEyKMmnFhBbYkzbSQR+3YlZtkO0ycl4SCB3rgBhZrloAYmQtcOAwDG6MrGfxBwyQYmImVng8HFpg+iW6X8ArINzD5jyf+UpJ9qIKIMYFb2LwJGNTuKgREyUZWZGwNpb/XQKhpU5owbQ80YnU5dAHmdBih1Pk9wvU5vTjZm2jtIiR5ThdweiwjszeW3G6KAFQgJbwnvb2M2RhRkOwlq3sGzx/SB1DsY8w+SpmgMgyXaIEmMsK600ZGMiKdpKGGop9HIqMDTm25HbMbh3ZItFq5ZiaNc2vbmLHbts6yPtJb47cEME1ePTzOqEFDCJl5QR7DpVA3b+fqUHtGzz6GcB864Y30E9qE+onHDInY7ezqgX2s1geLEkGiXck56VCh2LO9sPXqI4rAdl5i1cGtsm1297ydJbETVtJ1MPmPLP7ZA5kRS1Z13MzpohFNu3ujTtZkm1AYwvMCGtlUglmZEMsh2G+TLJX7tZnS1O41O2aoWISZpYLWpO+BS5ZjiLGcsxULeDQgilggMrkE1jPb9zXC7WDtIilq4UnvrWm2SykzYba8VZGB+UDS8C0WaEF4rn4OOvgVi1wd/ZyWQ753jRodXSQ4BZtSSjjIem9ucle/LciwcOrZWszDPKZsbvWjyu1NoaQ5bdioQUiQ12GU3gLgazhafUJ5cdNC+ar2NmrpPyWHyPrh7wgkJS1PWYQ+ZpLVuLyWxJgStAiAUNs62SLfbOMEsFEcoxsrsNU4cHgduK/yfAGnB2Oq1tIg8cwQwzG7MU6VPrKlACzzy+YPVFyzs4EV/ZYFhnq0nhFW9QWoQUWI2vrx9/J3od8//4zW4YxaDO522Foi1prQwTxPmTcNATqJQwpKsnmhhaYigGrrXJfPgstQRIClpghRXHTXDlBAmY2vpmgycZn/u5LktnCwNk/xufy2iDbYp28csG8RStA2I1dqcEHqGKHO6CDHRc/JGrZct/LjhW1ZJeZXc4yYzO7Dm/sgfqgXZ9dTS4gSxsF3HLLLbomaytrBiMrJw1pgclJkUMLGERCK8+KJ1LBzQjEegEHIesgJ0Qdp8vVAhwQKUtfZTGyKs01NxxmHeyEFqMbu6Jm5rGpNvvgD3rEciCXseYX3MXBKZvFz8vvgu7Nk6IBkSLmy5n8+DrZ86FQBjuGmPWVbuiRhEQrE6drs4soHpJRksUMggXVSkK0Kgbk7JtXfsuPZ5Vx2pDZE5mQdpkjs3iiuNtiW1ZQfku664r3n7izF46RtUMv+H0w48n3ttja3ADUmdnFuPV1kMYN3tlrOLBRhw0UpQeD9SiALLmyBYsT24xAulTtJD27fWQ7UJvz9922KNpBbFuLQnr0O5L9xGWxQc1QDY4FQOcqGwZM++W3rK1AI7tqQWBpJdqYOdiUWjLXHHVDC2S2/gi5uX0d3D4o1w3M0tuGeBGfmgM4Xku4cgJdlucPCSJRlRfXwxfSwf6+2NmruI9pbwbUC5eZPoFIDOMp8L0VWg/xPlyPiwSmkpHld8TeTa4l68awy2c2a5rfL1GIoPT6jIo8E1kCzA0tkHHBMYMesvQDGiNbGcguXbpUb9e61lprqac97WlFTOoRRxyhjj322G7o2EoNkYu1HBRsrMqYGBn/udCJkZWhBb5bK1DAHOxyZQ9WF/zZNfDcGFmzKQPeT14CdX5s5DKWIMKuGyhYp7wteOJjRtbeHtYkFfjWuZiEBUAx7eAvqFIHuj0fZ3acFyaph6wji5KGZIkhN7EHJ3vZiwtKODM1XHNQJRnZCOPcCbx/lPgk2QIZp8tsqBsrTOe722PKtrDY9wgrnC1Qyq8YIAAz68CsMCp9ZRV9R54QEN6CqhbI2G3ZFkWMbN4OchwwiLTdyL4OVtyh6IPomHmXpl+a8AYUWmCSvRDLVRyjVwYAA2qzIv5cjE9+VnnvAsgWlRPsRRkCFOCZQOykZLbl+3XjdGWyFyo8HyvthRITZUx55gHL/m7mS1HT1wlvoH4pd/aSCZzFO4JAxr8fZBAF4+0le4lNMjhMSxsWDpHi3k9F7oeTrwgUKkeHMCPrsqFyjHnPLFl64SlCYNPE6Y55x1iHoh2cWtOomgoK6bE9Bb4Ow6L/unHTs/P1nNY1VA5NbqeN1kvrHU0GIEuVAa677jr1t7/9TU2fPr04/rKXvUwnSbUyGCLGPFzUpbuHgSIBAi+0ALpwwQIF3B0aHDgWuBzgUgcZp+lWLWB3upXshRYesCGCZB1Q0Wc3RomftwgtyBlZybRJJtLLDgdATbcjAJGwaoFYKHnylUkLzLqwG01PRg5wcq/tlTkSQfvS2kaufnJbcjxuqI6s5daSLIfYiUdOgBj8K3uBE25k6ntu5QRk3FgFvtHiAOJTZVk4N8lBX3OKjJEdx3Vkdc1QFIvoM3swzEe+N2DwSJc6gzQLROZ6cBtljI//TnkciAgU3E+AC1fW6+QERAnQUGgBApEoRtYqOyTGTCz+nI0oxIYiQC8rWYTqg7ogUsZSM2tqASFQR9ZsyiAY2UCyFwuMFY+wwtk1AWjJjxXhDdpT4OuNWGjbO5IfA/OXTIS0QwvsigE0Nvg7VISfr1FULZB1sIumwAwwT1Yo+UrqYFhh094z8/mbPWy0dqF8BV7TdIysCt9PAkaZ4OsB+mFfBxOnawCkaywgD4APLH0dRhzD3wDZIcu7Sd4KKzFVzLHZtQM68Bsa0Gyvyslev/3tbzVgfd7znmftbLXTTjupO+64o2n9WqkpMObLWjz9mC/quIucOrI8IKXlaO9L7TMMNoh0rElrsvbZNxmn6zKyuvSVWBC97EoR+wgtVZAAFor5Mslegg11d9UCe7GHCt3bFr8N9Nxdh4oFIGfHJbvB8cIoRhbfL15qyQZUJhaRj8kM8CLhrIjTNS5NtJOYxezk17AMEMAW4vrGptRSUTFAMKVuNQ35LBZ7YSXVGDDCOrhJb/I+Mk5X1k5FIS+eQafv5fRVEGKhn3sEhWMARtZhQwnYcfyszbQJtzW3pwSLgImyXO+AiWTADBlZYdxIwOezvf4uTlo34HI28almzDDzm3mUhmxGFsRuZ4wzAurSCLb7pX5rHoNol4Vzk73sDRF8htAy8ot5ybxn15sj9Qrt4uTG6RYJZyJZlLdtZb1NG/s6uIaffEeSpbfiU0ECII1VmsvlJhmrx/1YeJR4a3sF7GPW90WbmfkIMbKrk+obax1EVZrivSGGFHgHXUAvdVgIwLTUIVQztjCwkPsfzF9jopJLUVM3X0vpXUivl/wOH0OeCRlfPykYWdqGdqONNvKOL1myxAK2rfRX5KtAmcuGLRqyd/bKB/zsHMhKZg7tjc2TjH73LpuAatIBV/aQEw/pMbIF+2ZAiyxMXiw8MMYowBQXC4bIshcgki34tXIdYMUAkGgln1kCSxzzJSZPAKb5XcyY6usgE61ct7x8byiUQYaEWABnPKyDlWg1ajMgcmJFsYj27jyiLiIwLFC/jO0uJhlZCRisguuwD/J78/sJ2joZgekpMEbWxODZpa9yHaxFK2+HICMbi08ViVa5jsslG+q4kVH8XegdScBQlOmzkr1We0yjm2glQaTcjtTetMJ+Zq1bJBlO9ssi4UzHfg7ZOuTzh9yWNcTI2iFIER2s8AZzTTd8wABZmWhlyk4VfUIk2pgNEXCGunlvfvylLAHmJZytNmEHui3cMWbNVWD+CjCyVrwwAzjAhrrl0KxtckFeQxa7bd41H0PlqQxDLuZEqMOIxwqPRJLLrMoZwHuUvSPnXYq4abcEmGRDOVxNht1YIS8g3ETW2MaMrJ9ErXf2KuKmhxwgOwZjZA27HAq7Mu0zKYDss5/9bPWnP/2p+MwD75RTTtGbBbQyGCKNChxaYJgvZvnsZK8pELyF9i+HbEKg3l00E1iHFvDWsDYDqDdlYMAAt7BE7CtaHJwMdZm8wDGyeTtIRlaWxeLPrkUbjMkUI82dPN2YVT7OOsjQgqKOrAxvcHTg4/rawoq2Y1aVB6jkIuvG6dICzZMvs/TSlS3DKfzQCZHEE4jp9ZIQrT4hE87spDdUtSD0PmB8qrVA2TpIgKJjZB0dTJKkARNuZn1wcQi4DC3GUrAkBSPL7yPXwXLrrzKAwV2A4SIpFqhOCSMrmZoYmDZufb8MmbyfHTrhz1V2vxTGqxNaYIU35L8zM+1W05BxjsXzIWYQGjwCeIn365XfEqEFMHQKzRPWfFkeDuYysqEY2Swcxm8LO9zENng0B+y0g3xHliscuNQlE8n9g9cUvSGCQ2JIt7U03uydEPP7Bcp38ZztlgAjmcG7vTEjK0vTCW+c5T3Iv4vWtBARU4Q3OPV0ZXhaEVogYlM1qWBVrcjbItJPLNZcHBsVyV6ul2pWDqbJo2PFyHLon8XSIx3MO5oUoQXHHHOM2nfffdWNN96oKxZ885vfVDfccIPeNeuCCy7ojpat1BLqfNTxkAVtQIu9De3yVe7OXsa6Z+HzZSC+tF7lwuwzpL6VawfgG+t5FtiUwd6i1rfuXbeYtKBRCSgZWkCHeAJiNxBPQqgtQiXAcEymYB3cyVO8IxtMr/JDC4oYWRPe4LanfkeRuoiWexCVQxOLQxHegBLOQBkyq15n0KWqfKbNDS1wFn8DIu3QAnoXvNCFYmRxrKWrg2wH09clWGOQ5m6I4O605rujUd1aEPIg+uqYs6C6TCROtDJuTQScCsAQCEFByVBWVrQTWoBiZNnlLzPUoYGl++VQyZ72/N4E8+XoYIHpIk5XMl8qqY4sX99jw5yQEDfkpXDrO4ysrLEsdyG0kmpUeG4sK+dXkAkgsUcaOaaKhB8P6e72VugF5xMz58tQNR63EETmcwaHwxAQ5T9bW6IOh+vIhhlZAeAcMG0lexWMrAGRaC4ObRaTnSs8gVZoiZwvh7zcBb9yggktkJV0rETY/DsoBAnVGw7tmDlWgNXs2EwnVpj/ViR7rfYNOhmyx/frTBZGlnbC+vvf/66rF9AuWOecc47aeOONNZDdbbfduqNlK7XE7ZAhi19uAcsgkoGsa2n61rLp7Bgw+MfcWET6rgyO58HGVqTc4Ykxhky+ggAFxYAKZkfGpyGGgUEku4XCbn1bB5h5LN4JKijuJZw5bn0JIot6hQycrBIqiPnyXapyMrIYHzF58rMWlRMEmDZxin71BhkPydfN2keBLGyxYOSvXyZQyCTEUKKVBAwoRtaKc5Psq6eDzwC6YK1gQ/Nj8n5WopXrMgY1lsMAW7w3Ydzw4sygAINIVLWAG96/H+trFnD7WPZ9kHCWUH6L+iUKebHDknxGVoZeuIu1ZKaRDlzJgf+mYxHFMxfPV8Lco3JIVqiKADJFslcBIv1tcu0i/D5giPUJuQGDbEcO76HTTIzskBenatz6IHwn6K2y2yHTV0EjOB4ja7OhNMfH+rxkX1Hs9jDsE74O8v3y3GkzsqDsoVjTpLfKrYJjhSAVc4y/TkojvgCyhQ6mHeh+ViiLWBP0/QRDXmaIj7IOgHTi0ILHl5hNGcj4KvpWoEwf61DoqybRzl677LKL+vGPf9y8Nq00KtQhxwL1OlG2I1llDFyKZK98QPJkmR3DC4FrOcpBAWvZSgZQDPwnlq6EyV5ZEDtg7CQbivQCx9z4tGCMrIxPzb8kY2RjbmTkHpJ1CuXkKRc4fl5mEdaKsKGhLVGNBW0nZ6ANCsxibcBfESMLgCz3iYKFFIutvLZkJRBglIYFLr9lgyMUWmDVbQTZ4biOsNzhDhg8ok9YQDYHkS6YzvQIb0aAFmCrwgYw8uQCh6sWjHigxiqHBlh2xLShXbUkELCKvkdiZKfAyglh4Ez3YrbTYoBhAqAP6grgJIEsAvSwXwLjRlibciybJD0/MVUaUaFNGbL7iVAPWDkjfxeQaPDBpmxvqQf3f3pm0ofmbLNlcDw+1d6owdaVv8/vTYYqxUILOMSBQ8WQgSWfD7PmMm4201kW/LcZ2bwdxPstYmRFspcM/XK9R5KlRd5DHBKENmWQjOyot31ziF32gT72dHphIsOyeoNcq4estZTBNBsd7hqKQ1785Ng1EsguXLgw+YKzZ8+eiD6tNCjszoJJNVbVAuPK5kmK68654C2cVBPYEcRhvqBF62wB+/hSZkPtygmeSwqEFnisE8jWpk9utQHWzVQt8GNkWUe2ukPhDWjys2MD+Xo+8JKuS1i1wGFDcckWpxZk/l1rpyURl4VYEpcV5gVB6i13OJPXwGWcYguBnJh9MM2VNKQeBXACnoJS5lOU2kJhMLJPyH7JCzKDaV7I6RoIRMLkQmlAOG5ruXC6Jdl4HMKqBU7pKzssA4TdSOPNCjfx29FOWGMgG96ilisGSLe+ZLhheTG5qIPwH1RhJaYDt5HlRnYKzxf3Q6Elot159KCtk6UR5VaykNvkSkBtJ4Xa7yMU+4iApeUNKACcAPU5kOV5O1T8npsiVuc5ewZzHgJwqPQVj1WZeGRC2/z1wKoZC+ZLPncsUCpwGYyRzXQwcaF2IqQB5X64XIild9+HG26S6WD6mCQiindhjTEzL/lrB56fUd8ZFtcs7pU/l/QsskiPBSq/hfuJWnOB7DrrrJNckWBszCwsrfRXkPvBnUio8/Ogky45npDh1ntWLGI4W1+CAxyLaHSQC5IJLbAZWbe8ic9y2dY93w+5/1kHWY0hc+HmoB5WLRh24qB8HfD97BgjtKAa1048PrXQQZQAK94pdNeJuDN26wZd6j7TzKEmWAe/egOqk6vfRyzmS7CThqU3i4EsK8Xvh/uLG4tI16FbrYqWL0KF50H8+JANDkzim21YSCBru3BN+/j9xE+qsJgPZ6OOmFvfjd1G/VKCZIGHnJhVv1/KZC83RtZKOBPVHcy7sMGbdT+9w91QMJZa9hMUnxirnGAxhhb7Zusg20Ky9JYHyy2bBhLO5Dvg0AIpoUQrdx5EGeryfch2lECpiA3NmXkGkTx/eDqAih7Iq4U2dHFDQlxQj0ILjA7DMEfDbCGuop4CMz7syglujKz0KEgDPPubiMeHngI7RnYoavD4Rol8Vhbp1XPbwWoLSAbhNZSPyWoDowDIFoysowOXY3PDVmRJSRS7Pag7eyUB2fPPP7/4/e6771af+MQn1Dvf+c6iSgHFx1KoASWCtTI44makwh2UROkrFgKQfN6os0jqBb/ELVKWmVuAFsG00HGaBCWwdEMLpB4a8DnuDrnrilV2CMQnhrZ1LUoq5XrMtEIL7IU8K2njP1+8SoJhSOECLnZQ4mN2aAEbFoblcJk2OfkhliMDLcpMUgVb5DOyHFIiWeGp7s5egu2RMW2yWyEjIpZohcI2UJyuBLL8nXG9cYapIuAuzJClBf2XmTQ6TM/EbSEXaOqztICa+FK5WPvPjMJ8UDy3ywzJ8BoXMEkwl+ktd+wB1w5lozvHfIbcZl2njox4bn1LB8dtKd+bLn00ZNo51k+kwesBJxCnK++Fkr10n8jfqRkzqNpIBpqsdhDx4zKpjPWSQI7Pl3pzH9L3EmM0VHc75OGRbYbKTklDx9VRGqwp40C3pVVn1Z9H5VxQ6OCCSJBTIJNV8QYyJjDTZkP9fllUsgDJXvK67lbElt4WA+yz9HYtdr9fskQZWSe0AG9bXLaGOu9t2BxjyQzooUIH7vOZfrlXyVuzEQFmxzGvsUB2jz32KH7/whe+oE444QT1pje9qTi233776bjZk08+Wb3jHe/ojqatVBZ3gsDxib4lx9vTwtqpolPr60TAAX0qYhHleQxQxALFg1+ElqlZOYiUrJgsOxWL74pl/aIJg9vCXQx5i1rsUlfROnzWxhCIIZWAASQ5sVgADsTpegu+YPtkQp4NWiIMuV4o7XaQzIbcvja7Lo47k9coq1qAjKBRTwefhZQsmzEiTEHwcEmj8DGzffOQtREGCyo7hRYPucEEYuljOthJIP5CaSU5uQDOcp/6rDliSENAT8axuwYWYmRZdGa2YzRnujFrahhZ+WhWDU9v7hAGlpNklbWDDRjk2MhqhkrAmOGjop+IpExpYI07ZICc/xALKdtEPi/yjsWOyS2r3TAoGQ6WtWX+DiJMJI0X7DJ2wbvY7csKLTDz13jx3nxj0wotGA2zodIDhXbUg9U0AuEfRSWEwrgXOnhufX9bVn1c3I/nxqGg1yQc2y7vw+K69aWBlekRJ128dyT6ExobLPIzXWPm1NHCq8Tj1as3DY0b39M5aGKPugQh9vVZz3qWd5yOXX755U3p1UoDEmW+ZFkdBzgRI8viMnOS9ZTXlrn5dqJV2OKXWfJoMeQJQN6zAJEgoxixTsiilQNTTmZ0nsuozASbERjwRFmf/Mx+HT47S155MV8oFlG6z1nkhgju37LQgrwdANuH9iqXx0gzF+BIN7LRQSYXuTq4C10nuPUojgM0fQBtncyCSi0VOuQXcBepkZLkBXRMgjd5bRYULxxzXaI+iHeFc96bYIbd94ESrWRboD7PHRNtUatdxpB1MmDcjcFD8akxHeT9snHgG1442Uuy9PZ9ooysZPUDceF2CJLzPsTYkLq6BpZk3xATyt/L2jMGGHxQZ+04BgweW484I+u2pzSmxiNzdhhYIiYyHFoQStB1dQhXEUBGt98nUIwsi1WaTnrjZIys6CcuiLTWL8vwD4NIOX+zfpKRtTc1iFTBgWEp4ruRdxFKGkbl0Nz1S4ZiTRogu+WWW6qTTjrJO/6DH/xA/62VwZFicZAAx3F7IuDEpbdI3ElbxmTKa2cDSSXEp0rQYhYoFO8mrVpmZSUoQ7FK/jMj1xyuvapDC0bLB39xvmBkISsMgCUdiSVD0XnuIoRCC4wO9paL/Bx8Fipz5B7zY+eoHRwgK9lQb9I2bI9O9hqPPB9gJ1UAtMTBNF44PKbCekf5Ai7GBnLXuf3S1UOybhBEsmFhMS2sl59UIVnIggGyirX7CyUqfVW0hSiHxsyXtZOYVX5N+eEmsh2lpyACpl3DQm7Va9dYViJGlnXwF8osdjLX13KpqwpAFtcMhcZtoKaqH95gb26S3TdsYHGbucl3yEWN+qVl5IlyTzLRKgVQo53WLAMiwjgGDRBg3EgdMCvs64AMHuu9AYbUCvWI6IBCC2BZOGhgYdbcAGE/DAr1RZkwjM7H2/WG1xOUrDoMWeEwQcX91K3fjdhXOQ4GFMdWL7914oknqte//vXqz3/+s3re856nj/3jH/9Qd9xxh/rVr37VDR1bqSl4pxq34/rASYYW+MDJDi3AVqIPUNB+0nKRdAe/HHQ8KGXYAYqhlBa0BAc8+41BQC8YWSfpTMbp4rYQuxcFNj/g68pEEjdOSepBanmMLIgNlZ89oCaeT99KAAacfOUAuBIdEHiTSUqoHinaO96un5idh7KREcODDCzoKrPKwilQR9hftKRxpq/ttLl0mXp9IsAAm/upICtss3RuFQn7ee2EszDzZTblQG5ZCRhMjKwZR7KAfzy8QYI5tD0sX0Pez92gxK3UYDaWMOx6jJGdFgH0dKsYWAtXXVGlIS/yvvQd+ixj2Pl7oRJ5sdjHUNY6t8eYSL6RRrif5OSX34J9FXjyfEbW3N9zZ5cwssj7g4CzVW9YMqT53+WY8dnQagln8vn4GbO2AEa+rutq6yA3hjD3EWDai5E15EN2bVl5gNsnDPSlpyAeWjBcupa5XghrHQceAPGK1mxG9hWveIW67bbbdFzsY489pubPn6/2339/deutt+q/tTI4EmMii61Ah4e8Sc9iZFHyghgvsig0ctchZsd3Ww6B/andTE8XRPruaDkJ4/3EfWAhzyOZ6jB99ha1YdbJXWTktekIqgWJDAIcWhDWQcaI2XFOeAveQjcUGyoWB1cHGWuGwDSOtfTvp0GEQrtc2SEsqB2mx0ILXMCAknhk+AfQIdQvZd/LDI2hCIDzmd3Snb2ADt4WtV6YRdylDncXK8ai70Z0XcZun0AMeZkOsZJTkgEOs3J5+0RY4Wkl4Q2oD6IqEkPyfuAdyTaLMaFuuzDwdkuRydASyAACr5Zr+Ht6OOW3Qu+jjNkzhp/PCsqa1wjAWXG6ztjQ5Z680IJAdQvApOt3VPSpcJ+Q3hrEyMbqG9tt4bOTcu2Qmwj4c6LtrZDX5/5iDAvfsLTC0sQYdXWQmwoND8X7pYzVNaEF+bwLdnsLVd2ZNBsibLHFFuorX/lK89q00qgUwBLFyDoMIHVo7rh2aIELIM0E7FmqKsWaRODWnwRdIOuCGit+Sbpm8r/bi7I9GdnbujrhDW5cUYSRzQBKeLGO6eC2rVykvIQzASIhYAAWNMNFtLOXbDM6zZ9QfR3sqgVhpkXulmNtiAABI2JDw4AhJbTAZwF9IGAZPJHzDJC1mS7Z/2WGtMsCok1A4KIlQItVr9OKy7Tv41ZOCFUtsEGrMxZFLdtOcKEMM18xt74E9DJT3yzK9v144MJYRMlYx3QAbv0g8wUBnP0+ZPvEMtTdZ9fZ+kUBfmxgQQOyhJGVcwy3cUgPl5yQYxTVcEXtjpn0jsqLTQRc6kMRHcROUpYr22f7Co+S4ylwddNhNyNhQI+SvQqjwmKAxVzFU2NZoihIACx0EDrRdWju4nJobGQwo25vGRzulzHyYQTMEe67mSlidbmv4KoFYR0GFMfWA7ILFixQp556qrrpppv0A+60007q4IMPVnPmzGlew1Zqi5s9bVt39oQxfXS4qNc5y6qdigcHA187vie/NrAmJWBEVrXLIvD2tCE9GHy71/GtyfiCIWO1SGIADjOyzoIPdTAsJNpVSesR2BzC1yFsWFiB/8W7iG8Fak2UIuZraiy0wEv2sl3GxaIoTrML87vt47cj3d5nAMPvwiTV5O2ZGOohExqMyzHMfLlMV8ytj/a0t8s9KSfpxA7RYIIKAYZY5QS5Ta6M7XSNvKyOpF//12KdRNJcVAcAIr1tWa2qDMZFHdrlzF9Q/T5hhRZEkovKF2tctQB9N6aDz8jmfYjvBxL75DxRAPqIgcXzhny2zAiK9FNo3GAd/Hdhs4JDhatfVXLrU2x9SiJkdh02sOw6smh8V4mRlaywFVogDZ6S2uiuETwEEwAdt/7UUQFkOYmZLoxjlsvfBzB4hofiOlikjO0pgIw8eOZJk+x15ZVXqu22207HylJowbx583Q5Ljp29dVXd0fLVmqJOwD0xO5YjvxZWs9W+S3gykbXhgyTEztp3BQYHFsB8l5oQXm8VWhiju0k5T6Xm/EqJ2oP1AP2LVxHNm8Hx3UqXXb8XO4iZDGREcCA3HX62uJcFsSGFsYNiJG1y2/570/unibLfXmGU3DxdIATAG92+S28gPqgHhsWkrF29fJCC0oSWFw9oLvWyQTPMEtYB9fV7/Z/u2pBxLgpAYbSAEH1OiXzFU32Gg2PDVmdxJ4PDMiGwLIALbj0n76vzNQXdW2LeEgLoMgxWo2JLIw8ABhcEG9vVpGD9aItYv3SnydQUhiqphEbr/rcERxuwleQc0cxNpBeoooADrOQhkU47AbHhcu50b+fPZcbg9CrWiDa3wWy9G5MeIs5Li/BBiSqLRxkSB0k5Y5X6VVjg8tdi5ExVRY3LSsnkFjrlcvIomQv5xw0D9qJqWpyMLJHHXWUjo895ZRT1Oho9vXVq1erQw89VB155JHqwgsv7IaerdQQw4ZigCM7sg1kYwlOPDHTT3vPa5dVy46zDv4E7l4zFiPrAxcBGOUk7C1QPissrc44mLYnQc+FGyqD4rW7f0y2mV2vEZVNEe/DAbmS7ZMLHczWFg2PFmupV4wVjpWcksweX1vvjQ42a0AgQvbVWMJZ9vchq/oGP7u8DmIvQm5dj/kCgMEDsigu02PpkbEQd1tadWTLqhZ4AA5vUQvZF4V3nPNdwD5gKNPBi8n0NnwY8gEVMG4k6KnKyMquHWMis62sbR0U3EYYMYBuu4xAD1amg/RWIMPCaQdAGnB/ln0iBqZ9ll72CWRMIR3E+M6vicMswmMlc+sD8ObMz/LZsvlLVXKpW6EFHpAdAfOdTWxYVXDyY/AdFUa3D1zd+VPWI+d347cFTkKNs7S20S1DBN38Fmu79fw9eW0hwvOYsB6ejDGyxMhKEKsvMjqqPvaxj8H6sq30T1zrHlmOhVtfLALxZC8eANnnWCawNTBlzT1n8AyhqgWg9l4w5ssCyS6IkCyHeQZkiWodRiJbCwIwXSz4gvXGCRSYddDfF8fKAJxf+grH6UpXIF8exeTKSVHq5bpLZawZ2klKAjVrS8kYyxFZwJEr21sYh4fVqnxLbDe0IBZPJhdmmfiCWGG33VyAAMtOFYAIFX33kzOgV0NUt0CLddmmDK4LFrpEZWUTUEXAbUe3/8djZP2qBbKvyRJwFjNsuUqVXzM0pgMysES78TiQ7YNYc7umaq6DYKbLY2SHwYYIfnsiT4HP0uMNNvRPMY+6BlWMDUXGVJy5dxk5MZdHQD2Fq7keFbd8mm3QKbizFyqbZm/ekp7sRe/GPT9UiSdUyQK9S/e5PDJiyqg3dv01qCR221rH3bE85PcJL9mrmg4ox2MwYWyN0ILZs2ere++91zt+3333qbXXXrspvVppQPwB57v1+Rw54GPJXryY+awTKh7ts8KIAeTxNi0WWgBcuO5CKSsZ4AxsWQjcn8zcRcndWjAGpkOsU0gHo4d1Sd2uXpxutJYtZjONBW3rwYIWSnnNaIysx0zbrGcsGx0t4NbEHKkj68XciYm6ALIuCwgBYzxO1weyYXep51IHgMEC77AsmP/eXHYqBp6mREqyscj3bCfe+QaP5UEQjLfbJ2IbIsiKHrhtTFWGLDY4xtJL5ivcDi5j624FitoChTLYJdnsfqlBi3PNaQkxsuh9xOYJ1H9jngL33UgQSadLg9fogMgOETcJNotwt7x228LeEKEaG8rsYvbcAlh2qrH0VpzuVP/dICJFHrIMS8eLQeehyguut2I0gZH1QgtEjW170wp7Xc0MUAUYfuX1fymzxJrKaxsKbzAGpPSi2X11jQeyBx10kDrkkEPUmWeeqcHr/fffr8444wwdWiC3rW2l/4JcEl6M7LA/6cy26sj67nQSf5GxM9f5HL98SditP2valGCylxfiYG2BGXZRa5chtKptHficKpUTUMyXZKZttprPM98PAerojiwR9q0AkFYpNFHXVbQhcl0WbYFKgFlA1tXZZznCjI/pmJKdNgyy/K4N4NyFUYIYNzvcXDceG4qqaUhA58XIliR7yQRA0w4+Uyx1xbHC4jyn/JZMWMG7OJk4QHMMu+9RNrIct7Isj1dmqrSShQ/eWLJC96Z9vDAhhy3m77vtHXOpZ5uFWH8unjtmgEpjw+0T2p0OEk9tHfxSdcgThmqGuvGXoZqh2fOJPjEafjfUJqhUlnQjm/kSxHO7IS/iuJfsFYknl/GpVjuA+UDqCuOmRQJzjBWm/iH/rMG09y7Mdd3nxgy58gysGKAPxcgiUgkZwXxWbLfKEceQR+SPBNMzc28jCm/wWGhrZy81OUILjj/+eP2gb3/723VsLMmUKVPU+973PnXsscd2Q8dWagpifBBocYHKejOnenFmBiQNBYAHcF2WJPYUOuSfJXidJVhhErSPtDsRSJCMwDTK+nTbQboFXUYWJjnByUhFXHM2kPGBl70Y0z3lpBgLLZDXNe9HLA6S5RCMBgqz8FnhiAsXsG8htqUMRBhdzb2WjY8FQwvcZ0OuMsS+uscgMw0AQ1myF2JP5XbKaEGMtQN/3wauZQln+J26DKBVfsmL3fZ1cI2oGCNLoBcaFZbL2L+fjAtGxmasZivrwdVXeI6g68gFGC7WgJGVYFp+t0rVAncHJXMd4w6WlQzc+QvNl4WBJYFsBNAXWfKgPREjiwgQtx2CnoLIhgiaDYWubP9+IVd/4eLuhHXwSl9NGSn6BL0rND7R/ZABao8j8wyuceP2ERmmZtz6KsyGgsoJ9m6FflidnwAYYWTztdbvl6gkm7nfpImRnTp1qvrmN7+pjjnmGL2bFz3Y9ttvr9Zaa63uaNhKbYnF2/hVC8yoWn/WNC94npkZdwclFrQo2i51MyhQjJILXtdZy4BpZF1mSTXu8wpmR7rF8r+j+DS3HSQLKwe+bofIFphQB7AQsLuG9UDstFU5oTS8Ic5yyPuFWA4/1ANsRhALLSDQghhZsGsPzgT2F9kRYVgsW4WBrGSheOHw2hMmkqlKOsRiZGVb8Lt3dcD1IUWfAK5MVw8rvAGAN/d891lwGTq/HfS5yBUOkhCl0YdYYQymccgLCo9BY8tjZCNtIY2bcSsB1V+sy7LDozpEdAqyb3JsgJ2k7Cx566uQffOYacmWB5OL4qFfaB53vx9jQ2ekhBbILavlM4vHiemBQgvQ3MVAtowVDrYFqL0rv1+JkQ2FFlhx2srvExFAPwyArLezlwDT/Ls3RgOhWNIAnTR1ZEkIuO6yyy7NatNKoxJzqbK4caYks6eHt4ctahiiQVgsRiC+B8QnunrK0IJ1HSAbqxgAFyjkHoyAaf4oweucGUYfxIaGWCM+hGIRbeYLgHra4lIAhJlu0psHGHwdJOspmSjEyMqEBvN9Px7SArKRTRnKXGWyfSxWOMDSZ7sDrcp1CINIt2qBuU6gVqKrA0wAHPIYUOQuNe2AFyjLkEEsfQQ48fflYu2znwDIQtASHot2WTgUx14nRjYMGNyYXORJQYZFGZCV74rfDVdYgYt1ZAfAkMHr7yQV1iFc5iie9FhmaJYxsjIEpsiSj7wPFH9pJW2i8Q3Z0EiMLEi0CnrMxDl2+I///bL4VKkHAtNyvpTPzX/TOsjdxVA7OgaoV7VAMrJTYlUL7PtBYgR6ClRpspcMLeDfY5UT4G6MA4pkKwPZ5cuXq29/+9vq/PPPV3PnzlXjIkCbpK0lOziCrW37HO6064pwAneQyAmT5yk0kMxiZK7NZ8WSvYYhIzslODnpiQeEFkh3nRUDOpzA9rAOAsjOdoEsSDjDzLQ/EbjHQnrQMamDTLzTOnhstp+8ILe/lElD4fJbADA4MXezynY489c5h/GJ1frFCWckEtS7W15KIDVSNUbWNeAiRp4Eq0kJZzEDK8IKy2OWHo7rMo2RTdHBj8nUxwVLVny/bJtcCKad57DqClNS4JAHlGJufVTRwy37ZbGhEebLG6NiMwrrfXjG65BX+s1nQ323PjSwXNAK6v/G5qpYwh9iZGMMeXznvdD4Rkyk6KfOWHHjVUP3c59ZMrUqwbDwElWd+FSfhXR2gIuGpaG5CmyWE2Fkuc+mgfpQIqTdDsMJjKycw9fK+4fv1TQHGLPKeWLSAFnawevcc89VBxxwgHrOc54DLbVWBkN8wBBmIt/74u3UOTc8ot7z4m2968hBaZK9/Hshd62bKY0Wax5MMkZ2XRfIDqPEHhUOb7CSy4DFD8BbGSPrhzcg8IOyflGMJLebr0cUyALmC8XxFRa0sDN5AqRmiDE+dMyNw7R2hYnscObqkcLIa2MjysiyDmE2FLlb+VlQCR3kFUDgTesgQEEsRrbolxAwAB3yv6NYUSn0bNNkofkIoGc9ksAbCKdwz5XHYklNyMWPmGnJ0KPnjrUFrJwQi08NAjgEDgxGMjoAQJ9/prbg0m+xqgUmtEClMV9eO6C51uhQJUYW9e+hZB2wgSWNG3cucscK2mJYPl8BnIKACs9VfsKZA2SdpMTQpkA8N9pJs6iKhN0OKJHOj5H15zFUtcAbjyW7i5nvDvlANlJ+ixniGCNrjpn7DSiOrQ5k//SnP6mzzjpLveAFL+iORq00Jtwd49Zk9vmpm6yt/vX5fWAwtxyU3PFj7hmU7RplhfMD6880sbkbz55eynyhWFu/xFAoRhZPZpIVdkMsULY+Di1wQItoLzfzGMUsS/BaHiPru/cQ21e0BR0XGxSE3od7Tbbg+e/UJ4ramiCxh/UoAIPlFvPbDIEWlwF1q0igLWvRs5g+KMrJONQOduHyfdJilpk1xUae3Q4SYEsdfBYyO2ZlobtMl2vcoMLzYAvpEEDJ+ms1EIkAZczA8gy9pPfhewpiMbL8OwKjXr8MeEdCLH323scCz14eWqAv6xl0WIdQycRYuIntTo8x07YO6F2QZqHxHQPTrgclrEPY0HDvh8a3v335UBjIUoys4yng9uW5EemG4pjlebH6xm5oAe+cmQYi02KWh/PPdrJXmJHdcO1srcWgNdzuk6Zqweabb97Wi11DJOZeLI4B17gr1mINXBj8OVZOxBzDA5jk+dutr/Z7+mbqSRvMtLbJda1st8i4vDYfioYyBKoFVA8tQCAylBGvYHC+N2kM28Wz3UUFV05QpZOfOZ4tv24Wt3VNxK46N6G2WJ1XE0DtECsnk9InjFtfxHU58cIosSfGJsg43VibeTqIhVC+G1cHfjcw1tbzVoCELFFqqdAh/54FpiNlyMIuXN+4cYGl1Nd7H5CRtZ9d4gCUHe6CU7RRQiGBbP3SRCvAXKMx6oODQIks0E8qsaEcDwn6VhKICBhG+lkjoR1pzDQ2nFDfQcBSGzeR8Ab3M9IBxt4G7heay2NxuvxM0hhG7c4/x+T3xO8WK+zNVf6c6SVaCW8SEyRpoB4b/iHjZkTo5rbLhrOmqR02WVvd+9hStfPmc7AOJVVwJk3Vgq9//evq4x//uDrppJPU1ltv3R2tWmlEEBORAlpckRavW37LXBvY8YFBGNKBJqBvvemZUAfEyLrXxvFkAQsTxO+5TPBW69mVOFzLPxSni9lqsEIFQKSciN2voXhIPyMaLwTZ9egP8cQexL6g97FsVZiZ5meJASp5P9RPSKzEt0hoQdit7/fL8DsK6BDZJGNqooHluU8T+wkKbyhj6cNJNbYOaEEM62GPwYzZGvLiV1euHg8Wnkd9je8H2duEZC+vxBPK1k8AkbJmaLQdGEQ6bWHrIAFmLKnGfj7MTAOjwmKFM4lVGbGT3uxnhkZ+AlPIx2OscKhv2c+CxkH4fjg+NQ5kpaw9bbSowCOva/SN5zCE3lusnq6r0yZzsjUGhVl4LH3Q2MDzxIg47uUyDA+pXx++u1q2cqyoTBQDrfax7OBgwtgaQJa2oaWEr2233VZXLqAaslIee+yxJvVrZQICJwjgciwTOzs2BwwJAA5b/OWsMBIZlxljvvxLYfY1tEDRAvCDt+2m7n98mXrmVuvaOiTUTw1NBGEWAC9SIUmrGYpdc5iRB0xUeB3AbGgEELkzs3Rxy/P8dlAeIzszwsiakJc09gIZQaGwmziI9BdytMhA4FTByIsysoCVTFn8snt6h4KL9ZSIDlpHC8iOwPcsyypZ94NsqP/e3MXZ2yTDYmTLPTflx3CfkB6i6bHKCQUja187ZMh4OsDKKNlP2RZ+5YSUhDNUps3DUpAp5uMxMI0E6jBcrgMf9/UFVQsCwL8Yi+P479DoTuyXsXq6JC9+yobqKRvP0uRIEVoA1kHsKfL1GqqR7MVeLenZgrVsA0bEpEr2ot27HnjgAfWVr3xFbbzxxm2y1xrHyLrHEkAkZJ3ce6EJKY2RS5j/LAs35kaOVVNIZSH3edomUAc/RjZeeL6MmdY/wSRO8uSNZqnb5i5WBz17y+gkjSa/MKMRYkPDbZHUJ3jb4uEhr3YucpUi4yaUgBFjQ+Xf+N2kLNZ8T/u8cH1je+tkt5YtAk7+vVJCGRCTjsIbXDDtbpOLElrC98MGCDKw5OKMgKwG8ivM76g9ISMLQmjgXAUZ2ZEEl7pzncRwoxDQ87PzR2psiICNKW/uENUUiu8CMB2LCw31S/p6ikGH44eZhRfACYQSuBIrQxY7xvdEhl7ZBhWbOPkWMF4Zridp4R/omNsWs6aNqnOO2iOqB7of8hSgfjmSf44leyFJj5ueZDGyl1xyibr00kvV05/+9O5o1EpjkjIwq4LIgpGtOSGFXFdlgrLDsQsEHUuYCFJYYVDLNolxjsTahRi4/33v89VV9zyu9txxI+vvKfU66RUFXXPesXJWGMW62RsBDHkxZqHnCxk3PhPlMwBustdUuHuRv0ilugdD78hiZJ0YWWs7zAqxiOiZ6e2EFtnpUUbWTi5Cxo3cXSz2zLExY9cI9ScON2Yzpd1Dx1NBC9o9Kq1P+PeDoM7RVYZBoXt6OkS2I03qE5FwMKuOrzM3rTdrKtgmN02HlLZB7ZDCyPo5GRgYoiUh2a3vfP7UK3dUcxetUG941hbF9d1ryJ9SN1cNmHyXh3dJQx6xoeh57M9Ah4BhHCIfhi3vafX3kW1bDPQaHuwY2QQYY8sOO+ygli1b1h1tWmlUoBs5MIhjYpe+irnr6lmvaToMgezwFNASmpj9AVyugwNkdba+Skh6w3FO6BlkXd+X7eR7PGDx+wS2h++ZBiyzAyccmBmrn3rFjt61ylzqJnTCvTZyXYZd6vL4tITs8Nie9rYOaYt6FVbYZMmXvw/6mBJfDRnZyA5nwV2cUG3YQEgIGjNZfOpQkAmV9870xdnhKL0syEQFxpEELl5tYfA+UgxszIaGkxDlfdy2kEmipmqBKt3IJJUV5nPQGJSxoCwc7pHyzCEjxg2FMTqEwTQJJReRPGeb9aAOWXuWv/vgmEExsk5bbDBrmvrZoc9V+z9jc3F9Vwc8L6WMUeTWR8a/K7FE4ao6DOWfZVu47QJ1SFwv+X6dycLIHnvsserDH/6w+vKXv6x39nJjZGfPnt2kfq1MQCBbGJiYY4LcRzH3g7lfWoJBkg4JOyiFt+b0J55QPd2oDmA/bbyHepoO2d9UJUDtuot0QhUAbxjIVovffd1/bKH23GFjNXuGP00gJtIGsvx8KSACGV1DHihwr5WSHY7c54ixlM/Nwn1EglcXyCJmzgMtyW7rcNWC6YkJZ6EY9hBQC/UTZFiMRMqQkViJPyPDXmJIiGnTcbOwXzrHhv1KHG4pMsnah0pfwaociTGyQwmM7PpicxkupZcMnKHh5/dpVwc/U3/IA7I4HrL8mDS6i4oXhQ4SvPlA9tR3PludcuGd6vCXbJfpkATUzU+3ukoKI+vWuUZCeqwWG1/In/K5q3hu7ESr6vHC4UoW5W02MuxfczRFhySWfhJuiLDvvvvqn3vuuad1nChnetixvEh0K/0Xb0JCFnFFRpYHaBIYgXFg4TjAmMgdrUzxe3A/kHmMFqgQYIjq4EwM6eEUeMFw75vSDqiWZyozrX+6LECQJclkjrMxhbwvCxfrt5IqAkA9aNwEDKwP7vlkddsji9S+O/txy6j8EAItKUxb6F26u96tJ373AX0VV3ao1I4Pul1GdroLpmXSW8EOqQQWBx/j82097M05kBdFtj29m9X5zlfyO+h7qA+mzlUuI7uOZEODMcsYHPiAMQwYJGh3N6iQfWR2lZqhAE2HjM8Ut/6mc6arh55Yrl6xy6bW98yzIIM3PA5Q6JCtg/9+Nl9nhjp6v6eJZ3TuFmEX6bgETqExmhIK5Ypua6emd1LohU6OddtR+Wxokg6qVlhHMis8nNgOKd6R/PdJA2Rpa9pW1gxJiQ1FLhxX3N1b+FopJW3S3HqlKjh1ZBkkpQDGxPq2KaEFINlrKDHpDbmy5U/Wv0zQXvN4UVal9+PPdUI9ECMrv2ZYlZT7+e+SQQuVqvl/79sd6oB2lkqJWQ6704dKS7LFNuoowhsSjRtXC7OAGyaK20GGE0i3sQvmeKFJGfuxd4++P0tkO69yShihPe3HO2OJTHhi9Q9AMLnjdh0LRPq7F7Eh5Y3RRMOfP9uhBU58qtCBGeKQYWndr8St65ffkn3Pv+CZ73m+uu7+BepVu2IgGzamfB30T90i+SYoAMjWZQCREWP0FcApkCgsr0l/TiEEpFEUmqtCBiia8/X3rdCCZtjQ0Pzlj40h75pJ7yNhDZV9cEBxbHUgu8ceduZdK4MreOHCk2JM0GSF3dkpwDLN1ZdStcDfAjM1eQHUqByqxobS6bj0Fc7ADi4OFvhLmICdwvPk1kTsWchY8MFTeLGOSXmMLAMi/35DFdzIMcHJXu61E4ElMEpYh6dvMUd96hU7aBAbTTirEN6AmGm5oDIg5f61vkjecTfqkDoUbmRk3KSwkIUOyjdUxcFVDtvqAmrqHytWl7+LkB64fbLPclc5V+S20vy7DVqwQYcz89M2RHAZWWJht9twppq/ZKV65lbr5Dr410kzeLBh7OrgsvQkW62/lv7HkpaECN5FcV+pgz8voxhZV1KAc3EOGMsIRFqs8LBfeg4J8h6lkCBDgbHlXjMlPjWVVEg1jH0wnaCD2ycStxFe44FsK2uOpCQdJVUtAIMDASU0IaVYmGmhBcMJdf/SY0AR2CgTaeHyFpyQDQWTbWgHNfn9lHYgkYXnKWO940QjhtxD8qc9canKbYFjQ821+Tapk7BffqtcB1hqKeF9QOMGeRlEm73nxVmMnyuzBLA1IRaqFhtq9wk7FnHdtaZqJnbRitXqyRtlCTRIVgQSe3C/xMAge4a4cYPmDRvopNc3TjVu5EYAvKucKzKWmMNikNcDGrwJxjnrYJW3chhZGlO//8ALdWiFqRlaDlroo9s8uF/6Y3CmU2MZSRIjj+pKR+YqCV5RAqCvg9+eaHyG9EUEhLxvCnhzrx3yQuh+CfQPjYXY9rBYh/L1WX+C81fYyJtoshdexydZaEEra46ghRIxA/XqyCZOzAngtjIDmOuTks2ZuaOcQwA4pejgJrPwtcp0CDHT+udwNR343kXh+Snmd3kdt/B8eHEIu/XLdIjFIsZ2gEthw5LihRMrBqQYXQh4pegggWy0aoHzvZD3gPWT32VdKPN6yYrVaqfNwgm1xdbMSTGyYbduCMCZz/5C7a5xKQt1di9sGIcW69hrecH2G6inb7mO2n279Q1Ln8K+6QPl8wl/TyZAunG6JC5zj6pIpJcwVKWhBSj5zhXMtLnvPx4j6x6Ta4ObhIgktl2wPCbvUdYnpo1WawevT+SP4BsR1apIyHnTrSKBJGVDn5B3LaTDsDg3LdTDvw6aE/idDCaMbYHspBZcD676Yg3ryNYEKGjyTNMhwYUbjLUDwCKwOKQDJ7yPO9y5Kv/P1cF9hkRC1ro+AUo3XjELb7Al5FLFk2e5ItKViWJDUfmsQvcUgydBB7tmKGZD0aQf7peODgmAfpZIgOJFHS5Q3gKOWGEDWlnk4kgALVXgHurQiHGP4fHN13v10zdTf7juQfW+Pbb17rn79uury+82OzuGAYqfjZ7CyPL1OHMeCQHI373/BbbuwFhEizUyeENjQxowqKauK9BTkMJMw7CUIS+kIQVEDqfqAI653zebMggQmcDI4phMMEcAYAmB/rCzkxowKsr0CM+N2CAMETGxsnBIUoB6OEYW6zA60dCCgNHN128Z2VZ6Lr7LGLjKkphIGSMbGfSJ4CDETlZlZD1rMlTDVWFwS6fKfefLdfCBU5LrPFK/t05ogZsdvnx1uQ78CRDWtdjpmRLIgrYoQhlUmlssxALFRGbyh2qGhuvslh9LCbtZe9oUnw2FgBH0S9BP3GdIAfRIMHBOaXdfB6nbsa/bRR35sier7Tac5d3zbc/bWj2+ZKV603O30p9DsfBp2ehhVnjWtClq+ap8C7EEQcZibLGOHSvGrXg2N2YZ6pAAiFJ1KBIAI2XhkCTHTQeAszzMj2/t9pagQxWDJcWTohlZYUikzqFJLH3FPmEB2RTjxjKwwh6SNJZeAR3q9YnY/QZ1Z6+EqdqWo48+Wt1zzz3d0aaVRiUFWKYExlt1ZAOhBak1SuGCmjD5lNUtzT6nurLN3+R5ZSInp9C2j+EYo5AO9nkpYoU4wPJbMfcgem/VjRu5XzcMLQgAoqHEuLyq4Q3F+0AMQ9I4ACxkCjNtLaLmnva1E7PyAWBIaQeSN+ZbGb8/r9eJwXsC4xhkp4YKxhOBWJL1Z01Tn99/Z7XDJlnoA3rP+Nqh94FB9tH77aTfzXfe/EyVImicp84d7jH0Ptw6smU68OeUuSMDMs55wz54dXecgzqg8IakPuF/v9hCeko1IJtWt9ToUubqp+vJ9k8cLrBqQUrIG+qrPO7t+sbV2qK4F+qDUIdyA2taDVYYbZwiDYhJs7PXH/7wB7XddtvpOrI///nP1fLly7ujWSsTFmRZoyLM9baoTdjRigaFKgeWKYu1XWppJD0eErIhvgWewr5J15mJAQXAEOxUkwIYUtk3+R0Ctf4CjCcj+VOeGwL6MZk5zXfnIZYDggPnWhB4J7SFXMjDDDlerJN0SGgI+f4Z3Kd5K9JiA1P7xCdfsaM67V3PVke+7CnFPb0talN2UAr0k1Smy7++Ku0TWockgyc78KpdN1O3fHFf/TNF5HXC4yCRDcsvJuejFDIg1QtRxVsR26gD6+DrlOqtcJ+Bz5EGbVJoAQSyvl7yHmVjWRq0qWQArFrgrgEB0iWUuLt6fLwSI5tmYAXKRwYqWYxKIJuiAwqDgkZedmxAcWx1IHvVVVepq6++Wu26667qqKOOUptuuql63/vep6644oruaNhKbUmZuFIAnJy0i/JbKZMM/YfOAyC4TGZMLWdDQwAlVuaomg6iXmdufafsVIMWxCGkQw1GFhkncHHIv5PmpkoBkSJbP7pFbQI4qOnWX0ds1jBnRlaeyg0LC3oKvAk8zHKUySt32VQvXK//jy3CizX4XpD5qmhgcamplzx1o0icLnZvkyCwWbctXEHgxz5m6yK/58XzSwMutWHcmOPAOABYGiba8KXe/Jyt1E6bzlafF8X+U3Xg+6d5c8JxzDKkoU6iFQZEeF5lXdxr2axwnThd0LdifQKQIHLuSO2lVp9nUgIm+6W/D1mSLqUUGa7y4uuJ+yqeL4eHqsXp4rJwa16MbGUgS0Ig9sQTT1QPPPCA+tGPfqR/vuAFL9Bb1n7zm99UTzzxRPOatlJZ3EEdG4QxkdZlaEOEkAsfWrQBJiqugx8PmVJcG7tmwgxDTOTkFM0OByAizDrY56XIiDP7IHcbApDJgCEF1FvF71H5Lf/56tRmjIksPL/uzFCZI7QQNJcASEIu7us/t496ar6vPDIMcL8MvaPqxo0r6JnDfQIZIP4z1BHswlW1Xf11BDJfqNQWSMgMtQNt1HHWB1+k3rH7k5J08FlofDAlbrbQQWzOscW6ayXoUN4HY54C+X1uF2ncp7GQKiEJMWZsxOeJ1C5iM7IB3QLvw/dqZj9l0m1SLduhmgZWhKUfrcjIYoMX6KAmWYyslPHxcbVy5Uq1YsUKHTux3nrrqe9///tqyy23VGeeeWZzWrZSS1LAZlIcoGRkC5e6Shxw7nnIqlbVgGyw/FaoZiiemC2GIWHikffjeCgc3pAeI2tNqIlgwd1LPDWxB+lLZbrgIlsi0o22zlpTve9Vn5hV5X5J218e9Kwt1YuevIHaPo/bTHaVqRQDJO19UJvKihZwIQD9MmzcVO8TrqQw78X9nGfB36+lhgUYUSUL/i2p9FHN1aqMFc6OIzYsnPhUVVKrSKQyciTbbjhLHbHnk9WXXrNzWnxqgrGAng4BPe6X6+SekNAmGWmhBbiv+fNS+S6Eqe8nrWpB2gYFxT0rgjzbMMDraoi5R33VnS+SKie47wMmTJtn7kymOrIUXnDaaaepX/ziF2ratGnq7W9/u/rud7+rtt9+e/33r3/96+qII45QBx10UNP6tlJBEHgqK3SORE6S7NJLZkMTBmFdBhC7fdCC0UxogZRi5yVwP1UzRrYu6wWBs3NOjCFF7roy2WDWtJKdvQK6BctAVdeBvnPcAbt613Lv5y/WeDEKMS3dMCBjngkLMNRlISuUDcp+2hUXXPatLoBDIFJeKsa+NcYKA/YNxx06OiBmuvb78Pt3Uj9BRp4450N7PSVdBwgM09qB/ybPI5EG3DPyXcyiOiAGEIxP1s/VvTHjxuoTeG7MDFC/LdzzzMYp1XSQ8wt/F3lNUta0kbqMLFqznXPkOxpQHFsdyFJYwU033aT23ntvdeqpp6pXv/rVamTERv4EbD/60Y82qWcrNQQzg/6xJsochQZASkLWcF1XNgAC6FKhmC/59aqTEDOy2JXt3z8EptGiXibLVjl72CcwLaGFoK5bf7+nb6Zum7u4YEJDLIeXxBNgURAArSMpoQVh5qsZHWDctBuLGACb7jOMNMoA+mBR/mwaTLt6oOcLdJOAATpxEIlYaL6/P3/VyymAOiTOE55eAMjUNnghiPSBYZLRLX7/0xEvVPfOX6r+Y6t1GykBZkAd0CGQuMuSGsNp9cuY90ilu/WrvhcUu+3dLxAmFprfZ1ihHs1tkjE04DGylYHsG97wBnXwwQerzTffPHjOhhtuqMMOWumvJLFvSaEF/jaEKWANZX0iIDNcM0YWxXZiVrh84qkfi6jqxQqDxSF1HqTkoh9efJfadYs5UXcdqpOL9XWOJShCzPzH993BOoYMgxRjCrVPU8wXer5QAlgdVhgJWmQQePerCKBwk1oqBOIhsZ62MYV0qA9kMfvqHwNTR1I5pBSR94tvbw0W9UB2+ER04Ov4bB+q/BLeyriqoIo1/lgMb94SMvyfttkc/a85QM+gDhk8eP165+5PUqdfcrf65Mt3TNMDsPQpDDk0eIfqxY8ihjuFlIhVeZkOCJ+YJCUrCx0GFchWniYpRmLddX3La9myZeoLX/iC6pY8/vjj6m1ve5uaM2eO/ke/L1iwoFRXqnu72WabqRkzZqj//M//VDfccIN1DsX3/td//ZfaYIMN1MyZM9V+++2n7r///uLvd999tzrkkEPUNttso69Bpcc+97nP6djgQZcUQJXCMMjBwcyolSnKxZzhdnf+MXdgpgAGXPpKpbEcgYVgIm79AqgBixaDpJAOqrIOVGqJCtN/983/YeniXlseLhYCAJ5CMWpVBZa0gRMzmDxrVLKoa1hgHfzv1tfBB61Iz+ACXqNPJCVxJBhT3D+aYIVdPVAdWWPwlC+oTSSche+HWfqmjBv0PrBBpxqZs5HABDdgQHjNDNqsPivsfg7HQstbxGKbST77qp3URR97idprp43T9EgwptC8hEIv+PNGa5twq9oJZ8BwSpvThrJriuNJQBY8SwzQDyaMrQFkP//5z6vFixd7x5cuXar/1i1585vfrK699lp19tln63/0O4HZmHz1q19VJ5xwgvrOd76jy4Ntsskmaq+99lKLFi0qzjnyyCPVb37zG3XGGWeoiy++WD/bq171KjU2lrlvb775Zs0u/+AHP9AgmKo1nHTSSepTn/qUGnSpYv2mAlnOTEVu5KS6rihON4UVFuW3wiDJXx1CQMbVN5V1OvBZWYklSrJAOoTizhDodr+fyjhR+73xOVupLdfLMpVDz4euDSfrAMtRVTDDkDIx4ziwOuKHm6BYceSua86VPTJBT0GdPuHpkNQH0f1UY2Da/W6VGNlYOE4z8ZA+WktjvurpgJjE1D7RVL9M9RSlJF91s1/GYmSHAtej9uT5sC6IxPGw/vsPjdsTD3qG2nr9tdS33lR9ow5UGYJ1SFvHlZaVOW4hmSW2UQ7qUNHAGlBCtnpoAbGciGG47rrrdNWCbgjF5BJ4/cc//qGe+9zn6mOnnHKKev7zn69uueUW9dSnPhXq+Y1vfEN9+tOfVq973ev0sR//+Mdq44031hs5vPe979VlwijO96c//al62cteps/52c9+pqsunHfeeWqfffZR++67r/7Hsu222+p7UnWG448/Xg2ywIkZuF7LRJZVYWZUTuihSSbETtZhGGTpKw5oR6AFMxq+DlJv9/eYfPE1O6s3P3drtevmcybkOi+YIbDIVpXQJhfZ9bi6QrPGDRKrPYuYLzBRgmQ47xlq6pBWRQLHSDYF6JHRgt4/6id8ftM66OdzrsXnDJUwXxPAsdb7MEkxcgGvn6GeKmicoz6Rwgo3NUbR88H5q/jfxHVIcZ3H5gOrT3TVU8D3UMBTgHXrjtEdipG1j/HStPPmc9QFH31Jsg4otC3l+ZCxMZJ/8Skbry30H2psi9pBDy1IBrIUTsBxPU95ylPsUkRjY5rJPOyww7qi5KWXXqrDCRjEkjzvec/Txy655BIIZO+66y718MMP66Q0FqqwsMcee+jvEJCl6gurVq2yzqEwhJ133lmfQ0AWCQHgMtBOIQv0j2XhwoWq15Ji3acVvzeMLBfhthcjf6LLjmOLts5kRNd583O3Umf/62GdaMTXd6+DGNIQw1DHfUqbQzxjy3XiFi2sWoANCBv8qVqCQIB7vLhfiqus7uIAWQ5ftyQQUbMtUl3q0M3aUHiD+z0MWtJ29mrOlR2OtRwqcetOiJEFgBi7dcvnjmaqFuC5KsRENuet8D+nAcsGwTT0FKSUHLN/sv51BHlH3EuZfon6jjtPdKdPcP9DIBsZJRPXwdZF6oaZdAV1ePWum6nbHlms/mPrdRJ1UAlzo7n+gOLYdCBL7CaxnJToRSEEBCJZpk6dqp70pCdphrQbQoB0o4028o7TMfpb6DskxMBKoc/33HNPcQ7p7sb80jmh695xxx3q29/+ti4xFpNjjjmmq6EW9SdPVXki2GydGcXvG689PcjYpLmRwy7VMvnKa3dRX9x/52CNUn1t5zvYVTLUWEILmljhJgkBHZoALX5iFx+X52B9m2QiMcsBgH4CO9VU8h1erLFedao3YB3KnznmHkQM6UR1wK7s/OdwPEa2bjvIe8QAg3teN13qRYZ6Qjx/BmZUMzokGIv4fuhd1lIhUF7KP5bCyE40bpqrvsDNWxINnol4CuyqBf71+NcUA7Run0DjPAW0QkJqiJ9lSH1kH5/YqzRXuavoGrCzVzKQfcc73qF/UtLT7rvvrqZMMdvj1RVKxCoDe7z1LZrQQ2EOUty/p3wndM6DDz6owwyocsOhhx4avcYnP/lJ9aEPfchiZClkoZeSYt2lTEibzpmh3vvibXWbzMm3BR1JYFVCDCliBiZSsqQOy5Hp4h+rKqkLcAorPJHscHqPq/NJBroCAfsWY0jr6pCWvFAO9JoqMYQZJgQiullqKVAlIZAdbgGGxhJ7sJvUvZ8B0830SwskR/plkou7gfcxHEt6BJ6U0DuqKul1t8MgYsIsZNK8FB4vCFjW1WNM1C0OGQvWPYaa9RQMlYLk8Jrm6ttEibxQ386MDff9gzYbbq5fYmMq+31AcWwakCUQNnv2bP37M5/5TF2hgP4h4fNS5AMf+IB64xvfGD2HmN7rr79ePfLII97fHn30UY9xZaHELhJiVjfddNPi+Ny5c4vv0DlUfYAqIkhWls4hsO6C2Je85CWadT755JNLn43CGOhfPwVa227HTVwcKFO+HvumkmOwqgpil9Pu59+3qQx1BBj4FFQOqwkwHSpqj5gvxGggl1pTDAOMkYXg3znWCCvsH+PjaX21e8bNUGB8uvdtsnJCMIkHfM8CDBPul879huI6NM18ITdyKhPZlJGHQDn2FKiu9cs0MI3nbMxScfIAAEYBSURBVPe+dY2K4rtjNnC258b8RDA32nPVBMB0SZ8I9RM0d9RVIzXkJWk+Gao5TzgXHx2Jb6e9RjOyBPIeeugh7cpfZ511ouwoZ/unCJW8on9lQuCR4lIvv/xy9ZznPEcfu+yyy/QxF3CyEHNMQPXcc8/V4JuEQOsFF1ygjjvuOP15t91208wynXPggQfqY/Sc//rXv3TFA5YHHnhAg1g6n3Y0G57IKO6hpA6KOpKSsJFq8ddPaKnHaBjAYH+3jqSwKtJdO1awpqqxWrbu4gBjHyOsirxtY6WWAn0imOTisvRNsBzgmWMLQTeAUzAuXIeg4H7ShHGTUh+Sewgay02Aafe7KCQomK3dYJ9ABhacG733gWtV15GU+4VY2jpeNCT+vIvANDa63O9P3Oi2rynnxljCIUoy7kZ8KhoHRXWTxkoForFhn4OIBQb+lg5DzfTL0eHhqNE9oDg2Dcj+9a9/LZKb6PeJWEJ1ZMcdd9Qu/Xe/+926DBbJe97zHl0mSyZ67bDDDjo29bWvfa3WkUprfeUrX1FPfvKT9T/6fa211tKlvEgozpdqxH74wx9W66+/vn7Gj3zkI2qXXXYpqhgQE0v1Z7faaitdpYBYYJf1HVRx39Iwcus3wDqFBiE6FmNIq+vgTvrVGA00UVbWwXOdxxjgAmviyXoiLAeYFK0FHJwXC0FoSoc0NrTJEmAqiX1DfcK9ZaOgBQA1f3z6923SU4COyZ+ZXkM+YJhQv/Svjfulr78MX8r0aMK4Cd/P172bO85hhty9ugbTDc2XOAkRGBDB+TJ8rUp6yHki/1VeDfUJZPA05ynwnw+RHXy8GwYvV+JJMW6yPoHHchMVb2KG/xrNyFKmPwuBun7I//zP/6gjjjiiqDBAGxdQfVgpVBaLWFqWj33sYzoE4vDDD9fhA1T14JxzzlFrr21KVFBd2NHRUc3I0rl77rmnOv3004ttd+n822+/Xf/bYoushqhkoQdZUGcni0vKiLtaNO4W8SfPOnVksQ4qidFAsW/ufZsoth7TwdzX3dPeP6+OYPYi/o4gMz0B0IKYL2hEwMUBnFdLB//5EEOODaxm+iVajDBwxv3EMgjqGpqJY8Pvg91j36CLOthPcAx8N1hhvj+aL0echmzOrY/DKfx4yOZiZFPBe3C+BExqLT3kvGS9DzvGH1ctiOs/oe1hUb90Q6N0+JoL/prQYTg4DqrMHROdJwhQ4woi9XYvG9g6slRH9S1veYt661vfCstedUuILaUarzFxgSW9EEooo38hmT59uq5CQP+QvPOd79T/1kRBiTbuhDqlJnJBsZYwKN3VqUs6ZJ8DMU3BPe3NsdGGdICgJb+0PAx3UJoAy4EmeARaYdwZALzdKicz1GVGNgW0ZItDed9pbtti0A7oPJA93WQ1Da8eKdhpi3+3WbOm+kQYOGMXbjN9Yig1lMEzsJqrb5zqwseuZfdaDfWJxFhxZPDW5D+y74oLwVKBPF+KY9iD1YyBRXGh2TH/71Uq0ExIh8BcRb0iyas5XHO+hIZTrK8OJpKtvHpTghZtTkDufooZpbJcFFfayuAJcl1NcWYgHsRNuwxjyQQuaKyvAwKRYEFMYL6aaAcTd+YukmgS9r8/pa5p70xkqTGyZoHyJ9RaOgBA5E2KiWxok6EFaNJH78iNPavbFqjOZAozjWJWa+sAGED0LgpdhK58fuhaVaQ8uRAv4EMNlkOTwwp5QvjaCMCFjOCqgrw/iCENxf13J9zEj/fE82XTLL2KAjhoiIP7TqBbwv4t2Ve+DXofXemXhQ6+njhGFr+jJsIbYqUCB5WRrbxyUkkpKolFW7dSjCrtcEXxo+Ty/8lPftIdLVupJSlsaN2FErsMVZJ1755Xf7H2dUKMBtLLBa9NFr/3ntm5L+sqf05EB/c6aOFBoBUD+gmAaXBtHAdY3ma1+6UF6H29jA5Yd4uJbIAB5PulurLlT/17k6AF6ODpXvytmX6JFmtkTKHdq5raqCMlAXAo0GZNhUGVhVhk18Z6hZ6hO1snhxngJupuy+vJa6LL2cw9zye2/nXFBnDDYCcx+6fUyQst6CIjm4V6uN9DBMpQTwysQY2Rrb1q0e5eVAOW4lIvuuginQT1rne9q1ntWpmQoEEh2VDquHXdIikxsplbBFuTkhmuC57wQoAWP1+H7Bn8bW8nrENkwwfERCGLeKJ6oMU6Fm7QFPuGABgCjCkgoslNGfwujjetaIqlR4AhzVsBDIsGmOkwcA4ndjVlYGEQWT530C1DWy83zQrz56Eu6iCvU9zHGweRuaOBbH13mqW+lRTyMBROmqunh9+/EdtbBv6bitNFIUh27G45WdItQB8atyGvX1UZSQDTGXjPfh8fUEq2coysFCqH9fOf/1ydeeaZOsnqgAMOaE6zViYs3qAYbg44YWvZXwhQ0gkJ6bFqrDMhPaAbzjkntiWuvG99Hdxrhxlgu838+zYXIxu+H3pvcuKa0jArjCdFMDG7i2xdEJkEWnCMpPypr9UQiAyxoaF+0gSITC10nmIETWyeiIOfkDeHvuf2gSbcp+G5Cm2ViregriPydimAwf1eNzwFdB0Xl6B+iSpZNOU9QhVWUJ9Ahv+EYrehDvFxwMebMrrT3PrA6IaEjZqwDuhdsE58v8GEsTWA7K233qorCBCAvfvuu3V91WOPPVa97nWvs6oBtNJ/8eNF7RjZxhhAEO/J56CC+Nm96UvjjQOGtBhZ1kEM4pqscEqRcZRgMtwgK+zqgdgErIP/3bpVLDwdwOLH90fsZHPsm33d7KcqN3garRiAQCsCTqF+0o2aoZF+2aWKHu53Y54J/3343oNmvUe+kQ/BNBjfdQSFMaUZPP77qNsO7rNoPRwkG/Mo/f/2zgTKiuL6/3cWZoaZYdiGbdhBZECQVQFFQUQhLkRNRFlcY4xRFBTFLVHjL2rMSXBLNIpGPZpE8/tF80/c4hpcAZeIqAlqRAHDpoBg2Iah/6dqpvpVdd9e5nV1db/37uecB+/19Ht9X73qqm/dunWrRIMNzjbBntYPaKvEU2ywrG9RqGRj8/OWOGd0e4Wbro8diyePbGlzH4j1l8LUlEYWtFzIslyto0ePhgsuuIDvypX2XKqFTFDMV7R4SPd1sO0cMdHSdO3MH5wL0MLiDroPOTVT7LZBV2gB73Ad52QaYdVWho4QC6cdYcMIsN8i2+wN8jXk6+ApdJAycxzL1g5U0LdgsCGfqnNRDeYNZeJJtUH/wELsad/khcavp9QTx9+c9rQUzKumxCJ61gnHAqcIwknxhtor1B3XC1lPshUt2IA1zLQ1OtjMsiiwkBenMJFnbsTfxLt0DPKc7/UXkZiYlo5pmlHEfw8hpsOEf4DGaX2nne4Pb/LS4u1XPFle8mRnLxm2yIvFxxLpBxORskDIVkDyzwrj5fDZzk+dUteVfstr1S/+fh3eUKyMw8TIioYynlAP7BgmbpuFrCNuOra0Ol4e0mK350tPjKxqS8Y276k5LTGyIQRKUcwxstgGHF7Xw+qOrhhZ7Ltgg65A71txfMLJN0ZWU73E2jtsYOH1G8nvz7YsnFlR2H2/b98+hw3hdiGM4g2V7cfqBJ63ttkGpO5oCy2QbUTqID8Hm9bPOrRAfo4LZ+fMhLBTW+x2sfTcqx+X7Eqpjm35Yi8SsbkDJix1rNRv+myk4wk5peq8tq4FLZhH1s8rLMeD6koBhu+MAp7T+rpiZINFpPq//Pd4FpxBKNHCXyPlr6NO+A2wME8LP1fLAAvC5a31sF3xhkborJ1lj3VQTddz/0Y6PNPO9+KxiMIGt926hFPYWETnJdgRLHQoqg1CPHjFaavXc19Xhw3itbeXPh4x7RKRJeHaKiwUK8464R8j6z6mL1bYXd+CZlajlAU6YHXViYwHOG88so2NjXw3rD/+8Y+wevVq2LNnj/L3zZs367SPiAB2A8iNkbvpbslnu6+Deydxm2QvoK7V4fhN7+19w3ZWabENmEDx9LS5j8nhBPqzFrjFrdxKicvJnvloOUPB1/Ml/o7VCWxAkA1Bu5mJ15jYBE0x5FjKJnwa2Vl33PZmWy+dn4Pt2ONXL+OwAa0Tdi5b+T3ifNAUWoAJhnCzR27vW3Y2qAtLRSwiBNYJYaiOPLLO+txUJ9w2ZH4XNbZAh5h2vhcTkaJOYHlddYUWYANWvK1y9x26NslAU4Ahg3ysrYpjgFXqEXYjO4jyxiPLUm4tXLiQb+nKMhWwvLJsoVdxcbHvDlqEecJMlWVLuNXh3t5JHZ5hVPyE6KCw2NBsV+uH+c7CJsXrUKxPTLs+G/k9xDPcyxFdvPHPQYRz0JSxsMk5mNFRJzDvUpCIjC3xPHIfeHnDFNGjafEdGouIpNrK1FU9dQJb0CJ/GlYnsPR4ujyAnoLBYzbH5cXU4pH1Egzh0sJlWxTOGHzmDfUa5Ad5yCPNFCCfg9VLpFrq24VQGdy4P8/fOeOoO1q2qHWXQ9P18bAkbEcufQNNd9uY9hjZFv8ELGPBokWL4NJLL4XS0lKYMWMG3HvvvXDNNdfAkiVL4rGSyArsJpTjpCK0A+g0jPPj8ClV982S/Ra17tfYTYhNLeuKDXU2YnisnV98qlQOUURLwO+B2YB5x3WFm+Dxl3g9wVaHZy0YUBvcogWrq7rKwrlmj0/hhtgEAhUMmjzkqOcLKWPbG6rN++a2IaieiKdx2OAfI6seY69LNC2qkdtd74U9+IJZ2W75mA6PrNsDiP1Gzf8roQWQNVhsaFCMrF0OsvCKImQxj2yoRYh43ckGbLCIDSzCZU6ArMCcGNig2/bIQjppcXVcv349DB06lD+vrq7mXlkG2+XrySef1G8hkTVYQ6nLIxvU8IjjXiN+mWxXZofzfCF7zCMiUt/CHrwhcNqLhRZoE5HI9KntfUMaa11ZC1RvCWKXRz1Bp8qyHVgECCdxPa9do3TMFLgzMOC7vXndG4oN2jprdyclnuL10t3BZWVDgMcn431D6omuvKVoZ10UagCqa7EXPjgJbjtsUa9ByGLfxWuQj3pkNQ0sFA85Mp1tlw5mg2RwNEcMhIqRdV6iyWuuf9AdJoerbUOxvtjt4iJsEaL3vZE3HtkePXrAunXr+PP99tsPnn32Wf6cbVtbXl6u30Iia5zTrJjnK/vPBmTxAmQ1es3WI4vdzFjeWi/BoGNaH52G8fDIqg0zaNuUweuzcc8XIlo0eQCxsAVFOCGdpLDJuaJa6+Iixzl+XnodYRbYiuJQMbIQn4dcCIYgwYjWCU3ZTTKCIWSMrC7hpHgS3eUgrokOsJy/pQZvqN80cpg4Zn0xssWeg3wsREeHmG76PP92188GbCo8jqwFXh5ZzFmSbVEEeaabXuOzR9qEbDEEemSZAeLjU6pjWy5kTzzxRHjhhRf487lz58KPf/xjGDBgAJx++ulw9tlnx2EjkSXoCBMZ+ZpdVOO+avaeL+dn415obESrK0Y2lA3Iufg0cvZiDutkMK95EeoBjL7wznm9TOfgrm9hPLI6bcATmOMdgTyo0hUjy6dwkd15sA5KnK//93AvaBHP8UU10nsjiBZFgCEJ13Eb3PdGlOohv9cvX6er/0ZiVrMXLe7f1D2Q8Y6b1uGJDCvendfAFyHqGVjYv0dxOBt0iWl8Sh1rQ8EtLJGBqrb2EqmX2KYy2ExgNmAzcEGDbiuFarbFWQvYLl4CtiVtz5494bXXXuPe2WnTpum2j4gA1mnpAhVJIW56rO3RtxkBEojvESyvLx7S3ahhdjntFc/UDRH0iBa0I0DOw+J0Y+2gfBprbTMFIQVDOI9sll56JEY2zCDP/j1KdHXWEDJfp9sGLKYzjjqB2wBadxcLEgyZ66nvY8d15etU2xp3TKaw06vtkAe5ugZ92LS174BX07R+YLgJOnukns+PRakTAR5y+9Jof+K+l/XFTbv7yzhDXspLMzbsbd48Jcg5w06L0FWlQ8g6GTNmDH8Q6QPzcsQpksPEyGamKCwNCaX9xZuwCctb6ny/rjyyWEozPw+pri1qVQHnjnXK/EZB4i17G+SiwHOG4o01NuDJFnUK1jvmy6szUmNks7VB7SSxwZSwi50qboWMl15/SjZ8UU3Gjsx71POdz7WkvkJSwAWFvOjK3uDvfYtPMKhxz+BTL9X3ZX4P9TxdeF1P2RIXybEcxQZ8OltumNy2YTNYUfQ8lkM8yCNrD3g8yiyKiMRmTIQdzo8X7aXcdhQVaRCyjfs8+zT581mcbEmk+Vz9tLipvummm+C3v/2t6zg7dvPNN+uyizDgkY0iHsJOw2A3pi6whg4XSbgNWG7HKDZ4e9+a/pcPY14OXfGpaKolpHzs6XRNi72wLRflb4SJaX6OxjoRbttH7ylcHTvOhVvY4y6fIs15fYsDfw8x2JBsAL02oHVCEQdYvXTbn20cvfNzsMGN17fDBljZDiywtsb5Sb5ZC5By1EGYrDKYmI4ysJA9kZiH3DdOV1M5lLcqcV0PqxNBAx7MYxreBndIV5jwD1FHsBSYLUUOKxPbWWNto3wsjQu+Wtw63H333VBfX+86fsABB8BvfvMbXXYRGtA1gg7+bO9G0ath1kH4nVhwYakjY4AzjRJrkFw2+HiBdK0OLw4pGOSfI9NBFWtf2JPxMChSTRjjsB20gXkAsRhpT4+s5m2LvVPa+AkGTUI2YAtMTDBiXmFd4Sb4NDJ41lUdMyb8Gqj3LXgQjM2uOHOx6swj6zfAkr+DroWR8uf7D7D0iuny0hJfUY/PHjWXmaZ7Q/ZEYhtUYP2J7gGWXA6edQK8ZzVLNNeJhubtioNjZCE/0m9169bNdbxTp052NgMiHWCjXK+/txS0kUFHk/j7dNwLinjzGNEW+YiIOBbVYDsoybbY72m+89TV4Xq8oX7TyKiY1hRagP0eeEfg/b6oyJ/t6ZH18DrIdkeKm5Z/C597I/aYZaVeirhM9++P3cs6djjjNiCeSLztAF9BH2WmoKyk5feGfFwm21zP2E6GqGBwlDUqIjUGKHp9Z3QjE02/hzKl7jOtj+1CKDeRUcRbmTKtL/qOoHIQYhq0i2lsYwhhh9dgQ9eAV+AMcfJK05YXQlYs7nLCjtXV1emyi9AAtmJcF0EeQHGO19TV3sbod0O2efiwEW00AQdKAx/G+6Y7Rlb1AoaNkW0WTtqmsrOLkdU5WYCm3wrwMMg2aUm/hbzP8zsrAk78Hm5vUTYoMw6YeEI6a92LarBpZOU+sK+LCAbZ86VpKhsb3GAhFl7fO9vfQ57p8Eq/5Rcjq0tEOvG8HlI+JZp+D0VEom2j2wasnujzyHq3z0EzGLo80179V1OMvXrM3hVSkx1OnB/Fbh9ZS6QxtKDFi73OOeccmDdvHjQ0NMCkSZP4MZaOa8GCBTB//vw4bCSyRBUt7r9HqY+YaMFGk14NpQ7wKVynQHG/D4sNlRuVltL0eZbdYWFxTk57M+ENehrmoOT3Yaeyda9Qx76z8wo6PbKqCPSuE64Bj+M9/Lwsy0IWTuIWwwZYwpbMMbcNUepEaAGn2CXO1zPAkr2hfonnZSPEUzW0QLf3zV84Ya+jeWSRewy5nmsHODDtkfW+b1UxHsVD7u8NFQWDiVZt9RLxCqthSeFiZKP8FrINIl7WldrLZ9CtK8zCCRoiKB1Kn4zNQsgywbp582Y4//zzYc+ePfxYRUUFXH755XDllVfGYSORJcpNqFNBujwE7oZAXN9rByUdTgUsB6urM8LiIcWIVjKiQgr+1yXgnFM1QdP6spdAiw3S39EFDUXuOC8sLlCb983LI5v1FREbQtQJr91yZBujdJRyOQjvhdf0IDaw0LUhAr5gy329oHqpzSNrCwZkxznEBl0eJ0zQq0INb7+weyHbhT1KefrMTGDeMP5+TaEeQRT59B26PLKtSt3fRRWtzbYog7xmG5SMB3riU7FBnviuWBuqY0Fokw3FLnGP1wlnH6rarctLn8mAAL5iOo0e2RZ/e1ahWHaCTZs2wZIlS2D58uVc2F5zzTXxWEhkDdZYM04e1YP/P2fSfll/NnYzYwLF2dxlvEDRG2O5MRXP3R4N75hM+TtUSCtI9eza4xaMSv5Mx/lRxbTs5UBj8Iq864TiaYnQQWGdLeZx9BJ1OmgVMGUoru/lfZMPZysi5XrpFXeGCgY7tECPaMHTTvkPKm2PrCYb8N8DsUE51my/cn/r8chiCy8zHlnn4Aa0IQsNr+t55cF2nqtzsZentw8bWGjyACqr7ZGBBRZugB6L4g2VylC0u5h4x+qJrntDzlpgX9dxHzi9oU12iPvWjJe+xBkj27QmLD/yyFZXV8NBBx2k1xpCK1459/7nhCHw/cP7wf5d2mT92dgUDyYYvTZEGNazHazevCPr6zttaFmMrLshiCIiMS8e+6/R8Xcsr6983SgeWbVxdQ8sfBf2aJquUz4H3cVJ/EZ4ndABtrUqLpydF3Ubka2XQ/5+VvNEnJdIwr66vpRsAQMs+39ETCMJ/OPw0mdscYsIXdPpZVmEWHjZmS2Y6MLbS8f7NIvIIBuwdhQTkVFCPWR/nmjzMBGp2CDqRHH03RidIrKi2TuLe+ndxxQPv6Z66bxGUCy1zhkL929hH2p+7c4jmzYib4hApBd1W0NVtEURsS7h5CEY2GtnoysaqXmTB8DOPY1w0ZH7xZboPCgeUiSAjurlwBrcpvIWIiZjS8auphdVZaVaxDSaSswxupevK/9Z105SqKcCtSFzjF1OZx7ZMLvlsMNeHXij1EjLnrxsaU7N6Jk7N6iz1rkI0XnMzwY1gX+UzrrlAyy7A9c0jayK6eJQMyb8XI31Uv4dvZLYY/GQmPiPMq3vxDvERj5HtSVqvZSFECae7Gl99DeShZ6e0AIxG4d5gLGFkLoGmnKbjccmu22Q7dA1uDliYCd4aeUmuOCI/TwH3YpHFtIHCdk8Bou/0wXukVUbHmxPaPGqf6dquPeM0ZFsQL09xfhokpnhnOYdP6AW4GmAvrVVkewoQmySj2ENkvg9Ksv0eGTxnWrcNmAjfiymMw7vG2qDTndsSA8g5qUXdoik4PL7oyB2sMPix/n/SGckfwds+jHSrlohfw9dqemCkt+L55hdsscqyk8hD0iweH5MtPBramw05bokqhg28HcPeMT7IZasBV4eYDRGVpOQlZuYjIBz11VscBNH5gThQMBjt9226ix/wYDO1co1mq7dXDYesxfy7pilEWz61cyR8K/122Fkr3bNNqh/Z2VOHlkiJaEFegWDutoeS/eEC0ud02LYin+nMJKnYfY23/iiUzigri08M+8w6Na2dSQ7sEZY9YYLWzLvEX+vLs+MJbu3a63VI4tOIyOeD5mGCGnRsNyjys9tixYwUi+90sI1DbLUY6KeykJWB5nBk8MGx/9N57jrTllJlGwa4P49kHhYtQNv7qxlMR1lgBXgIc+ISLfdWPaH7GzwF0m2FxJibKuQz8K8r84Yf6w9iXOFOrZaHw8tyN4G7BbDBGPQIkRdqQLbVJSGCsWxPbIaPeILpw+D/2zdCYcxp4rXzIRrIN70v1yMJRFsqiovhVG924fy0rP2jEILCKOoW9hpFgzotH7m7+KpK7RA5zQyMgr1ir/kN2NzCyrbUN+1JrIdRVhMm+Kddo/kRePQvqoMzp/Yn3sFOtdUaBWRWGiJ6mnxnwpuKVhcZVCMrG7nhpraRwywwJ1Nw2MKV7eQzWQtwO8DrPOU760o4Q1o3KFUW7GOEvPIRrFBXuyF7i6G2YB4pqOE5eExsv5Crek1aCNMui8uZD3CG+RpdJ2LvYQdmRAYt6i3BzdKm69ncawAS32FDfJ07XDGQuvqu7aBwXU10K6yrPkayPUQgS0L2ajhoieNbFp47byufG0vYSlfu1RjZfWarWLHeehVCmMLKLQgj4lrVWPT5yFpdZBFI06vn05vAjYKdX6+PTWHdJS6wDpmzMOk7AgjnbBgqnvLZx0L37BG0cuzI+KkThvXJ3sbUI8s1jBDbKEFQTaI63tNqeq+T7xiZMVrbIpblzcUGzQGddb2jnNSOWCLUrKKkUWyaWA7GmUW1cj2W/FNI3sJBs110wl2Pa+FqbpCPbzsEAMuv0VOWMrFbDhmaDd4aMnnthey6RrgG+ohqqAuzzSrB8/MO1w5hg265YKwZwpiCC1wXsNvAbM4Rywk1S1ksYG/vIBZ81hfCyRk8xi5/ykx7ZG1xVt8QhZbQOEZWiCHWWgWstjacyysI04b8KwF4dLqMO4+bTR8vbMBOrUp15roHC0HxFPI6NOxEj77agdMHtQ51hhZP8EQl3hx5VP28U7KwiuKNxT7KuoWtfaZ0jG3cIpigxqf6vaQ+8Xu6loEKNeJjJB110HX4EZ7O+FPU2gBboMyrR/Brtlje8HDS1Y7RCT7PBF2hQw2xOBGEdPZ14mx/TrA85ccDr07ZtYmYL9HUPulW9DLhe+7qYzc72h2T+L3gXqOOC57ZEviFLJ2Xt+mekKhBYRRsKlFXWDTTNhNGKdHFouhwxZ7Nf0v2RCzp4VfAxEMujqjsAIOi9NVBjcOsRJFxLp21WruZNDtWj28KvefdTD839tr4Jzx/bK2AfOWFLcgtEBnBgXl8z2up3pgmv6v1JSSLcgOv0U1soc/UmiBVCfEwsbAPKJInYkyhasK2eLQ21vHNajp2b5Sua5tB1ovhS2gRUReOGkA9K2thhNHdG/BjJLetFPsHtuvs5o1B2uf41xwhhG0MBWrD7ozUWHf2StGVj1WFIsNyv3R/JqELGGUOG96TLSoo1e3Dfy1xhsOFUkeNz22dakuUM+XHBMntpnUNC0WdnMINYuEe2Chv05gIsl9TBER0nOWPeKyKdHCLORdg7ziU3mCb49YxKuOqYeV67fBnEkDQCdeseJYHPvuvZm0cCJ+LxuwDgfzkGOdNVsAoiMWUf7s1s0CXU3tFW7QHUUvKB7u5u+CzVbFGSPL+MXJw+Cxd9bCGYf0brbB0VaxPe0d18TSMkW5b7vUVMD3xvdVjintkk+dwOLwdYHNVuFiWm5P4hvk2aE/0t8N+D8CBb38Oq4Z/mJne+mwI4VpZCm0IJ8xtdjLdztS15QqxIJIReIWDOE6yihgn4Z6Q2P9Pfw9srZnBxEyusA2VsC8fXJss/6ZAvcCISw+1blYRbxki/+WXjVZq01+Xg7s9zigrkbLgAfLQIGuzEa89GIld9QY2b1SQF3rZo8svghNsgH5yg1SzueWUlNRCv1qq2Dtlp2wX3OaoyAb2CHd3vnvjurBH36CwUtEyEEHuhd7qR5y70wsWJiILoIWhYo6IdfFKBsioDYE9Glxx0w7bbDFtKv9ildQlniGXTW9JiFLGMVrCtdEmiNMvGGvdWGHFrg+X4g6yQbDHllMtGjuixzekuYYWcTTEueiN8xbEhQjqz+PbObznAtYmp7j+Y3jjof0mpnAvPR9aqvgL3MOhdrqaKEe8oYfmB3Y1KX4s7w5R5SQk57tW7vCJDAPYJyzFez3fvKiw2D77gbo3KbCc8OHOAd5oeoEi5F1XBYbbOiuqlg74RT1Xttg6wIddAfEj5fotiEg5AUrd92iTnYQYbHC8ms5j6xOnOXqDLui0ALCKF6LanQQtEpePIszj6yChX++nYoqxpG1e4kG7uWK1SOLxchiMWZxekOD0hwVmxEtTs9VkBeSH49JuIjO39UZiVXYHnXiwB5Nycmj0B4JS8BEC9Z5iqnwdVt3wpDubbO2YUSv9vDLk4dxDy+2oM5vNkempqIVRIF5g4VH2Hk9dHFRzAMbbHoeX4RoP5OO6W7L/e8PURZYTuA4bPDLnCDboDt7ADq4MeyRxWO3nXUCP64LL+eTOJzCyAIKLchn4o2RdQsGJY5LxKIpHVR8N5/A+TVxb6hu8eQ+hgmUOAUcFvuKer4MeUNFnQiMv4svk41tD9YhukJQYhIue5q9ok27iWVS15gQ9defMAQ+vmcJzBzTK3MN6RJYuIlcJ+Rp8Ch8x/E5mFcYqyeMa44bDL99bRVcriFFnacNRe6YSxMLQrGMLl7tV+O+fUbsQAcbRWZDC/zyG8tCVvc9i81MKNUg/iqB3gfOy9qznTG1nSWOchW5jYtT7JGNsRshksarg9KBPBr2iycyncLGK82RV0dpwg4TYlrGzuuriJb4hZPcuVWVN8dDKqIFjP4WYmY9qJOMww6xoObiyfu7ri1fD5tS1QXbKe7lBUfAeRP6ozagoR4G7ldcROI2nD2+L7x6+STo1bFSrw3YTIFHOVz5rSYR/cOJ/WOzQQ57Ue5bA+1okBewGBGy4v6OwzGCLkJEQgt0g0/ru+2S0T29j62t8FrsFZeHuNQjDCrukIYoUB7ZPAYL4tf22QExspi3J06sgGmROMsC+4aoRxbxDOr2/Mnpm/BUS/4NcxTkqVux6h0VDMi0ZRz0qa303IjCNa2r2Y4rvlUPxw+rg6HStLycrzNsR6kbTNRjIsKYDYhQM9FmYPGw2Pa9jHMP7weTB3eBvlLeUz02qNeTNz8QC/XEsbH9OsIflq2BOMBnbmQ7m160bZ0J76iRnusAXXyntJfuON0ouxCiNmDeUMSGOMEGdF7ZNEzlvC5xDG4mL3wZHj13LIzp1xHSAgnZPEZuKHVPBckrRv2mgkx4P32zFiCCWndZyCuz/cI64vTIyqu67bAO5HpxegC7ta3wFa2ZBWDxTuGyhVKLV26CUw7qGSofJfY6KmwKdHhPNc41yCNrQkSGTZEWqw1YaIHSdsRuAjrAwuL+RQfev1NTtgOdKFtWuwY0ans2bVgd3z7ZWad0oA4i3LaJe1iOuZazWui2wW9hqsgDHMd20lisMOaZlimXFkXqAGsPnJfF1mTECZaLnW9VmyJIyOYxcS72wkSSMnr1EAxx4XXT442i3mtjqYGw9DVxxqdWlZWG9DrFJ1rYSnc2pb5h2y6e7ki+Lr9e89O4p7LZQil5sZR8Ca8FFEY2yShKLtxEEBT+Y+J2LU6BoJdnlDI2JFcflOOoZ7AIThqpJ2bZ93p2vQTX79G1bQXPs8zu8/LS+AQcth0tlpKrTLMNWKywLG6x9R26a0lQvyofj5KSriVk4oXjcwZFhYRsHqM2iHo/G9tdBtu5CstkEAeYWPRKRaW7o2xq1Bsc9gTE6WpWDGxBza9e+gTGSdM9QXGAcQiGHx83OKtOMk6CvCpN58RuhiNe2N1Rmk75hHnpTUzr4+Emydlgz9rIbZWROPrwcZJxgglnL2/xuYfrjRN2Xle+ntfg5kfHDoLFH21SdifT75EV/7v7NBndvw/2nZ2iUdih2yPtRWbmRj4GqSJl5hA6Ub09en9qeYoHW+lq2iMrpve9QgvizCMrFoEcPbhL5hqI9zVO71uHqjJYetWRcNfskeg1MtOnZj2A6OIiwzbIV/BqgE2XhYm8vhA6dtttV6w2IIO8OBem4jZg94Z7Ot2UDUG2xWoHIuBNzxRgcdqYsGScc1g/eOh7Y5SYfB1g94HX/blw+jCorS6Dn3/3wPjDblx9mnv3vTjBdoXUrSeiQh7ZPCbO6XR5aknEpyqLvZC4mjjo07ESPvtqBxzVLCKx7Uhle5ps0mvUaWN7w9AebWFwt8yOTOhq/RhDPZxJ7Pk1kO9sOul70Ba1Rhb2hBBqRjJZYF5AZYAVuwmoQDEtnIJy2SYVYoEtCjRlg7wS3HhZBAx4jYSbBITdmJ6twPJuy2XCwjyYR1i35x4NxfL4LVie5xmLlsC8I/Vup92ScJy0QEI2jzHVQXVr2zp0LKJuHv3BOHjhnxs9p5lMxIayzx7Zq33w6N6418n9PE7PdNjOQRUysZsQantiM4Iako8NRQa3xgUD8nuo0/qQ+EyB6Q0R5Eli02WhCGdsdi0hEem1UYcRGxAvpNOGOPq2oK3G5Wse3LcDvH/dFO2eaS9Mzx61BBKyeUzcjdH9Zx0Ey9dshcmDOrtXoxuq6F1qKpSE706CckTGhRIvXBJ/xoAgG7Dcg2bKARL3vikzBQk2wJgd8j1jXDAk9HsEZW8wY4PbHuODCq9BleFQD2z2KA11Qh1gxW5CYCiW7k2FglOyueulM4erKRGbxD3aEkjI5jFBgepROWJgZ/7AroFVdBMLKJyYiE/FwBY0me4o1ZRjCdmATRka9vaYjr8MQybtFCQ+jYztaBQn2IAO8wrGa4N7AKGGH8Vugmd7aHrghdXBNMwUmK8T/l56I7HCSGpCEwI6DF7p6dJAuiJ2Ca2YSjyfuZ7Zxi8M2PdOajGJaW9o8O5FUCCdg/f0YFIkF1oQYEMKwk3MZ05w25Vklswiw4N/TDwZrxMhd/YyPcAyHz/utictorEkxR5ZErJ5jOkpKtPTUdlieoFRRsAZtiEwPtW0BxCSF7IpqZZJDW6wOmE6djto4xQz9TJdgsErv3xJCqazjXjpkfbSeGo6tM12z2qZGlQIc9Iyi1RiuCxaAgnZPEapeAZW1aR5xCZjPOYL84aanq4LsXghdhsSCi2QO4e0bEiDe6ehMHK4YvcGEqdpygbst0iyniibqSSVWaQ4eSdIiXRDlCTkFU4yFZqog6mZRSpO38yWgIRsHpOkYEjLKBIjDbs4mRjRopsyGE6hEiQYTCAP4lKiY1OxwCixPLIBni/zMZnJe2S9MN2MJjXgRWcKTGeyCBL0hsV02igljyyRBEnehOhiL0gHJjw+QVvUmu4cEuugUiAYZCG7LyUuWVEE5lfrJ99Z47lsITkbkHvDSnDIY3qxl3w9O+c14p2ME2wwVZoCr7C6wCn+jiMtdRDDdJq+lkAe2TyGFtV4lIsRz1fymRNS4WFIg0dW7oBS0jdgu+UY36IW+T2MeL6UjB6QSBoyWbTgaY4gFZie2UpsUagsnJH8xqYHN3Z8qvTdzcyipa8OCuRvTzGyhDFMT9epI2hIF1KjkAbPl+nUV1jiefObMrg7SRPI5Z4Wj6zA9Gp9fHcx04MbSbSiwsn0TEFy6QExZDNMm5SGUA9ssZeZ7A3YIM9wnG6KvZ5Fiuc+XbbljEd2y5YtcNppp0Hbtm35gz3funWr73tY8uDrrrsO6urqoHXr1jBx4kT44IMPlHN2794NF154IdTW1kJVVRVMmzYN1q5di34eO3f48OH8pnr33Xch7ZSVFhvtwBXPF0JaRERRQiLSeGeNxDQZn0ZGY4UhMfalowraGI9PTesiRNOr5APug0QXe0m+LxNtlXy9xIQs8nsY3wFQul6r5tGN6fAGuSqmTMcqkEc2S2bOnMnF4zPPPMMf7DkTs378/Oc/h4ULF8KvfvUrePPNN6Fr165w1FFHwfbt2+1z5s2bB48//jg88sgj8Oqrr8I333wDxx13HDQ2Nro+b8GCBVwU5wplkjvMRMMsTw9ZaRMRhhsFbArXdOorufHHUoAlFlqQYAudtrgzbEo11ushddD8VqDgmwKsUHNeC5I0JxMbatpLX+Tqt0zXS/l6rZqdQEqbbUBNY2sr0khJymzLCY/sP//5Ty5e7733Xhg3bhx/LFq0CJ544glYuXKlpzf21ltvhauvvhpOOukkGDJkCDz44IOwY8cO+P3vf8/P+frrr+G+++6DX/7ylzB58mQYMWIEPPzww7BixQp4/vnnlc97+umn4dlnn4Vf/OIXkItC1kTjqOwdni69YBzM+6o2lAl5OYrMpmTDpnCTbAT37YNUIZeE6VRLieUWRj2ykHjKqbRguu2UZ8pQb6hhISu8oUpbZWCUJ1+vrLltTHKlPjbASku3WpKyeyYnhOwbb7zBwwnGjBljHxs7diw/9vrrr6PvWbVqFaxfvx6OPvpo+1h5eTlMmDDBfs/bb78NDQ0NyjnM48pEr/y5GzZsgO9///vw0EMPQWVlZSibWRjCtm3blIdplOB1Ay7JoJ1xUub4iJcid7mUS6Ee8iDD5GYEopMwZgMiWmSvg+nOwblXedLIIkIOBYoLTDDKx8zYgIQ3SELFtA1FKWurTIdgNSJTZcqg23AO8rJSREQasEG+BiamTXvuU6YVQdYQaUuvmRNClgnSzp07u46zY+xvXu9hdOnSRTnOXou/sf/Lysqgffv2nuewju/MM8+E8847D0aPHh3a5ptuusmO52WPnj17QpIYiTsLqNxpm8IzhSgXuYM20lkjjbAipg0LBmx60PQCm3TJWFVEyIMMs5ksis166QPidI2UQ0C9NO1xSnK1OiacTXtDsd9fnso3IaZV4ewObzDdfWH1IC09aHHKVHaiQpYtxGIdmd/jrbfe8uzwmMgM6gidfw/zHvmcO+64g3tTr7zyyhZ9N3Y+C10QjzVr1kC+I1duzPOVrqpvcAFF811mXMgigkGxwbBgwL2vZnvttCw4FMjOMDMCzi1aZRFhok7I9UDUR1krmRYt2ADbdFtVlLJZA9Pe0PJWxW4ha1hMl5eWuEILZDFtYlZTpgHxlCdfM9JJaZIXnzNnDpx66qm+5/Tp0wfee+89Pr3vZNOmTS6Pq4At7GIwz2q3bt3s4xs3brTfw87Zs2cPz4gge2XZOYcccgh//uKLL8KSJUt4WIIM887OmjWLx91isPOd70mS3h3DhUTESac26SmPuJE1G+Z1Ki/JNJpxIYtWcW2lsTYgpmVhhI3iTS8ATHLBYVBHaMILKIsS8dvI2tWEmMbqoCxUzIgW/4WwpmePrATrKPZdsRX8cVIh1QlRR02HN7QuK3HVwSQ3KGhMW0B/iknUI8tSXtXX1/s+Kioq+OIu5tVctmyZ/d6lS5fyY0JwOunbty8Xqs8995x9jInWxYsX2+8ZNWoUtGrVSjln3bp18P7779vn3H777bB8+XKeJYE9nnrqKX780UcfhRtuuAHSzp8vOBTOPbwfTD/IbGiD3DlcPHl//j+zIyl6d6g0Jt7CrIo2YYfcAYmOSe7ATQgn+XtiHlnT3qe0ZUwwbY+yoKX5t5GFpQnRIteJcltMG55GljO6IL+L6Woih5iYnjXA2qfgmRS9YDNFavpAA2K6VUmqFjW1RuwxRQkaBgapJVGPbFgGDRoEU6dO5Quu7r77bn7s3HPP5WmyBg4caJ/HhC+LTT3xxBN5aABLrXXjjTfCgAED+IM9Z4u1WCovBotd/d73vgfz58+Hjh07QocOHeDSSy+FoUOH8iwGjF69eim2VFdX8//79+8PPXr0gLQzvGc7/jCN3DnMnTwAThrZHbq3aw1JMe+o/WFHQyN8e5iZ9GlYHGAvySsuC8q4kEWJeC5P4ZmIT5VFCSaSzHufIFUkGWtmC1llWtfANDISYlMh2WCaFMzkJ3pPBOXRlUV/XOzeu8/lGTUd3lAh1cs2FaXuGFnDoQVj+3WEpHjwrIPhysffg5tOPBBygZwQsozf/e53cNFFF9kZBtjGBSw/rAxLxcW8tHLe1507d8L555/PwwdY1gOWQqtNmzb2ObfccguUlpbC9OnT+blHHnkkPPDAA1BiYOo3n3F2Dj2bPaJJwUT0r2eONHY9pSNobgwPqGsLd84aCQO7tjEiYGQvhxAKbApvv87VsH1XA4zqrS5yjAORj9HL89Ozg9nBjYlckC3BtJdDvp7wfMmeH9MeWXE92RvW0GhWyWGzAthKflOYHtt8s3uv65jsFTYxuBHCUZ4hMO2RZYJ9WM92sG7rTv5/Uh7Zp+ceBq998iWceUgfSIrxA2rhlQWTIFfIGSHLvKUsx2tLGiTmcWILytjDCxa6wBZ0sUcYWMxuGoLx007a8syZZp/UEcqez2OGZuK140bugOTO4amLDoOGxn1QVV5qNkZWqhI3njgUnlqxDi6bUg8mkafyjx7cBZ79cANMOQCPszfBDkREmELUS/lerZYEhYk6IUStLKBNt67YfWBKTPfvVAX/3vRfOF6aKTIxmJBZMHUgzL53KVw4aYBkg1kROX6/Wh6CdmCPtmg9MeGRZfzpvHHcIy7qZRLbFg/qVsMfRB4KWSK3SNsWdqZJw+p4uSNwTueaihVWOmWpU5g5phd/mEbumH72nQNh4sD1cPwwM4MLTBCcN7E//O2DDXD2eDPel25tK1zHZG9ox6qy2G3oUFXGhRITi72QmZo2BgZYjDPG9YZXPvkSjd2XF/7EyX1nHAR/Xf4fOGt8X/vYXsOLfA7pXwsrrpuiCHo1m0aRkfuShaDJVEq/gal4Ub8wijS06Un2qnvTtr+3BAlZIp6KZdirkDYaU9DoKYtqEopBlL19jY3JrcIVwmniwE6KoDIppq85fjD88OG34dzD+9vH6rvWwPJrjzY2sDhqcBeYPbYXTNg/k5d7/y5t4PKp9dC9fWsjHigmmNj0aVlJiSKeDqirgQ/+sw0mDXLnDI+Dn3x7iOffRvYys66gT20VXHjkAM940aS80nulezUJrySjWrKppnUrSJo0L3YyPcuYNkjIErGwJ4HGOE3UViefakz2dlWWJXerH3tgN3j+ww1wRL0ZgYLx0qUT4aE3PodzDksuc8aUA7rC+z+Z4vIumRKxoh789IShruM/nJgR1ybYr3NmnYLg8fMPhZ17GqFtZXKi5f9dcCg8/o8v4OKjmjKtJMHC6cPg7Afegh8dOygxGwZ0cf8+pqmUhGySiwHTRJJSsiTFs6wkZIlYqGvnnsI0xQ8O7wd3v/xporGP503oD0++tw6+NaQpn3EStKssg1/NHAG7G/Yp3g3T3HHqCJ4xIkkberSvhCuPSU4YpGFAkXZMhrx4wRb5iIU+STGpvgt8eP2UROsKix//nxOGwDApZtU0rL04YXgd91B3rUmuP6nv2gb+tX47fHt498RsGNilDazcsB2OTNAZUJdg1qEgiixauWQEtjsYS/fFsirU1ORvIPeyVZvh0TfXwFXH1EPHhLySzBv86ieb4OC+HRMVT2F2kSMIgiDSC5slWL9tF/StrUrMhnVf74TH3vkCZhzci4dEJcHG7btg/h+Xw6wxvWDqkG6p0kwkZA1RKEKWIAiCIAjClGaiwBOCIAiCIAgiJyEhSxAEQRAEQeQkJGQJgiAIgiCInISELEEQBEEQBJGTkJAlCIIgCIIgchISsgRBEARBEEROQkKWIAiCIAiCyElIyBIEQRAEQRA5CQlZgiAIgiAIIichIUsQBEEQBEHkJCRkCYIgCIIgiJykNGkDCgXLsuz9gwmCIAiCIAgcoZWEdvKDhKwhtm/fzv/v2bOnqUsSBEEQBEHktHZq27at7zlFVhi5S0Rm37598J///AfatGkDRUVFsY5imFhes2YN1NTUxHadXIXKh8qG6g7dV9TupAdqk6lsMJg0ZSK2rq4Oiov9o2DJI2sI9kP06NHD1OW4iCUhS+VDdYfuLZNQu0PlQ3WH7itdBHliBbTYiyAIgiAIgshJSMgSBEEQBEEQOQkJ2TyjvLwcrr32Wv4/QeVDdYfuLWp3kofaZSobqjfxQYu9CIIgCIIgiJyEPLIEQRAEQRBETkJCliAIgiAIgshJSMgSBEEQBEEQOQkJ2TzjzjvvhL59+0JFRQWMGjUKXnnlFch3brrpJjjooIP4ZhOdO3eGE044AVauXOlKrnzdddfx5MqtW7eGiRMnwgcffKCcs3v3brjwwguhtrYWqqqqYNq0abB27VrIt7JiG3LMmzfPPlbIZfPFF1/A7NmzoWPHjlBZWQnDhw+Ht99+2/57IZfN3r174Uc/+hFvT9h379evH1x//fV8c5dCK5+XX34Zjj/+eP492f3z5z//Wfm7rnLYsmULnHbaaTx/Jnuw51u3boVcLp+Ghga4/PLLYejQofx7s3NOP/10vkFQIZRPUN2R+cEPfsDPufXWWwuibLTBdvYi8oNHHnnEatWqlbVo0SLrww8/tObOnWtVVVVZn3/+uZXPTJkyxbr//vut999/33r33XetY4891urVq5f1zTff2Of87Gc/s9q0aWP96U9/slasWGGdcsopVrdu3axt27bZ55x33nlW9+7dreeee8565513rCOOOMIaNmyYtXfvXisfWLZsmdWnTx/rwAMP5HWj0Mtm8+bNVu/eva0zzzzTWrp0qbVq1Srr+eeftz755BOr0MuG8dOf/tTq2LGj9cQTT/Cy+d///V+rurrauvXWWwuufJ566inr6quv5t+TdZuPP/648ndd5TB16lRryJAh1uuvv84f7Plxxx1n5XL5bN261Zo8ebL16KOPWv/617+sN954wxozZow1atQo5TPytXyC6o6AHWfft66uzrrlllsKomx0QUI2jzj44IN5hZepr6+3rrjiCquQ2LhxI28wFi9ezF/v27fP6tq1K+9sBLt27bLatm1r/eY3v7EbWzYIYIMBwRdffGEVFxdbzzzzjJXrbN++3RowYABvCCdMmGAL2UIum8svv9waP368598LuWwYbEB49tlnK8dOOukka/bs2QVdPk4xoqscmPOBffaSJUvsc5joY8eYAMwV/MSaPKhm5wknS6GUj1fZrF27lgtV5oxhg2tZyBZK2USBQgvyhD179vAp0aOPPlo5zl6//vrrUEh8/fXX/P8OHTrw/1etWgXr169XyobldZwwYYJdNqzs2BSYfA6bChoyZEhelN8FF1wAxx57LEyePFk5Xshl85e//AVGjx4NJ598Mg9JGTFiBCxatMj+eyGXDWP8+PHwwgsvwEcffcRfL1++HF599VU45phj+OtCLx+BrnJ44403+JTwmDFj7HPGjh3Lj+VLWcltNJtCb9euHRR6+bBQHRYGcNlll8EBBxzg+nshl01YSkOfSaSaL7/8EhobG6FLly7KcfaaNbKFAhv0XnLJJbwTZjc6Q3x/rGw+//xz+5yysjJo37593pXfI488Au+88w68+eabrr8Vctl8+umncNddd/H6ctVVV8GyZcvgoosu4iKExfAVctkwWFwjExz19fVQUlLC25cbbrgBZsyYwf9e6OUj0FUO7H82oHLCjuVLWTF27doFV1xxBcycORNqamqg0Mvn5ptvhtLSUt72YBRy2YSFhGyewUa5TmHnPJbPzJkzB9577z3uOdJRNrlefmvWrIG5c+fCs88+yxcAelGIZcM8Icwje+ONN/LXzCPLFugwccuEbCGXDePRRx+Fhx9+GH7/+99zT9G7777LFwkyb9AZZ5wBhV4+TnSUA3Z+PpUV8yyeeuqp/N5jC5ODyPfyYd7W2267jTsaWvod8r1sWgKFFuQJbDUj85o4R18bN250eQryFbaqk00Xv/TSS9CjRw/7eNeuXfn/fmXDzmHhGWzlp9c5udpQsu/AMliwUT97LF68GG6//Xb+XHy3Qiybbt26weDBg5VjgwYNgtWrV0Oh1xsGm+pknjMmPNiKczb9efHFF/PMF4xCLx+BrnJg52zYsMH1+Zs2bcqLsmIidvr06TwU47nnnrO9sYVcPiyrEPuOvXr1sttn5sWfP38+9OnTp6DLpiWQkM0T2NQDEyusgZBhrw855BDIZ9iok3liH3vsMXjxxRd5uiAZ9prd6HLZsIaBCTpRNqzsWrVqpZyzbt06eP/993O6/I488khYsWIF96aJB/NCzpo1iz9nKZUKtWwOPfRQV5o2Fg/au3dvKPR6w9ixYwcUF6tdBBssi/RbhV4+Al3lMG7cOB7KwUJcBEuXLuXHcr2shIj9+OOP4fnnn+fp7mQKtXzY4JDNIMrtM5vxYIPIv/3tbwVdNi0i0lIxIpXpt+677z6+inHevHk8/dZnn31m5TM//OEP+Qrhv//979a6devsx44dO+xz2Ipids5jjz3G0+PMmDEDTY/To0cPnoKJpTiZNGlSzqUJCoOctaCQy4atnC4tLbVuuOEG6+OPP7Z+97vfWZWVldbDDz9sFXrZMM444wy+klqk32JlUFtbay1YsKDgyodl/fjHP/7BH6zbXLhwIX8uVt3rKgeWQomlx2Mrztlj6NChOZFCya98GhoarGnTpvHvztIjym307t278758guqOE2fWgnwuG12QkM0zfv3rX/MboayszBo5cqSdgiqfYY0D9mC5ZeUUOddeey1Pk1NeXm4dfvjhvMOR2blzpzVnzhyrQ4cOVuvWrXkjsHr1aivfcArZQi6bv/71rzzfIvveLFXdPffco/y9kMuGiTBWT1hO5oqKCqtfv348H6YsPgqlfF566SW0jWFiX2c5fPXVV9asWbN4Tlr2YM+3bNli5XL5sEGQVxvN3pfv5RNUd8II2XwtG10UsX9a5sMlCIIgCIIgiOShGFmCIAiCIAgiJyEhSxAEQRAEQeQkJGQJgiAIgiCInISELEEQBEEQBJGTkJAlCIIgCIIgchISsgRBEARBEEROQkKWIAiCIAiCyElIyBIEQRAEQRA5CQlZgiCIlPP3v/8dioqKYOvWrYlc/8UXX4T6+nrYt2+ffeyee+6Bnj17QnFxMdx6662+73/iiSdgxIgRyvsJgiB0QDt7EQRBpIiJEyfC8OHDFXG4Z88e2Lx5M3Tp0oULWtOMHj0a5s6dC6eddhp/vW3bNqitrYWFCxfCd77zHWjbti1UVlb6fsbIkSPhkksugdmzZxuymiCIQoA8sgRBECmnrKwMunbtmoiIff311+Hjjz+Gk08+2T62evVqaGhogGOPPRa6desWKGIZZ511Ftxxxx0xW0sQRKFBQpYgCCIlnHnmmbB48WK47bbbuGhlj88++8wVWvDAAw9Au3bt+JT9wIEDuZD87ne/C//973/hwQcfhD59+kD79u3hwgsvhMbGRsWzu2DBAujevTtUVVXBmDFj+Gf78cgjj8DRRx8NFRUV9rWHDh3Kn/fr18+2cfny5XDEEUdAmzZtoKamBkaNGgVvvfWW/TnTpk2DZcuWwaeffhpT6REEUYiUJm0AQRAE0QQTsB999BEMGTIErr/+en6sU6dOXCg62bFjB9x+++1caG7fvh1OOukk/mAC96mnnuKCkU37jx8/Hk455RTbK8o+i72nrq4OHn/8cZg6dSqsWLECBgwYgP4ML7/8MsyYMcN+zT6LxcZOnjyZC1P2nNl43HHH8TjYu+66C0pKSuDdd9+FVq1a2e/r3bs3dO7cGV555RUugAmCIHRAQpYgCCIlsFhTFkbAPKwslMAPNrXPRGP//v35a+aRfeihh2DDhg1QXV0NgwcP5h7Sl156iYvPf//73/CHP/wB1q5dy0Us49JLL4VnnnkG7r//frjxxhvR6zDhK85ntG7dGjp27MifMwEr7GThBpdddhlfFMbAhDHzBGOinCAIIltIyBIEQeQgTOwKEctgC8FYSAETsfKxjRs38ufvvPMOWJYF+++/v/I5u3fvtoUpxs6dO+2wAj/YQq5zzjmHi2nmrWUxtbJ9QgQzTzJBEIQuSMgSBEHkIPK0PYPFqmLHRMor9j+b8n/77bf5/zKy+HXCshNs2bIl0J7rrrsOZs6cCU8++SQ8/fTTcO211/IQhhNPPNE+h2VeYF5cgiAIXZCQJQiCSBEstEBeoKULFr/KPpd5aA877LAWve/DDz8MdS7z9rLHxRdfzONqWciCELK7du3i4Q3s8wiCIHRBWQsIgiBSBAsPWLp0KY8l/fLLL7VtIsAE5qxZs+D000+Hxx57DFatWgVvvvkm3HzzzXxxmBdTpkyBV1991fezWfjBnDlzeAaEzz//HF577TX+2YMGDbLPWbJkCZSXl8O4ceO0fB+CIAgGCVmCIIgUwRZgsal/tliLTcOzRVS6YB5SJmTnz5/P03axlFhMNLPMA16wDQyYR3blypWe5zB7v/rqK/7ZTDBPnz4dvvWtb8FPfvIT+xy20IwJ6TA5ZwmCIMJCO3sRBEEQvrDcs19//TXcfffdWZXUpk2beDYDlle2b9++VNoEQWiDPLIEQRCEL1dffTXPA5tt7C4LY7jzzjtJxBIEoR3yyBIEQRAEQRA5CXlkCYIgCIIgiJyEhCxBEARBEASRk5CQJQiCIAiCIHISErIEQRAEQRBETkJCliAIgiAIgshJSMgSBEEQBEEQOQkJWYIgCIIgCCInISFLEARBEARB5CQkZAmCIAiCIIichIQsQRAEQRAEAbnI/webXxsigM6w4gAAAABJRU5ErkJggg==", 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DuGGjCvYJULCBDMNzCKj4BhILfnrIzvAiqrEACieQD6ish4py8E4CWYTP/6c//am5iQESCZ0Q4PsjjzxCryWffPIJ+eyzz7r8TiBJQM6gKwV4JoHsw2cPKjaQN+h44ATwOcL6/epXv6JZAbC6QEYB/J9w7IF9AYgqHFfhAGsKbcWAgIFiCrYFyFBBrJBpsAM4X+D9QRcIaE0HGzYQISAO6E4B/nIAdG2Acw/WFzZnQFihewEAN3xwXMK1Ht4H+IfhPICNJFyz4RoOqq1T2Dm+8XgE2wOcr7CesDEJt/GA4wAIObwOrivwsyCUwP0KrinsZlZDI2GgutrMK4Cl+OCDD8x/Q9UnPJednR30lZKS4rvggguCqlOjff3sZz8zf+fGjRt9Rx11FH0eqranTJlCK7dHjx6t5D1rqANWMUf6wgrlr7/+2nfcccfRYw8q86GTwUcffRS26rm4uJj+LHQoQHzzzTf0uYMPPjhsHFBJDh0HoINBamqqr1+/fvTf7733Hv3/0AnhhhtuoB0Q8vLyaAwHHHAArcqHzgeIqqoq33nnnecrKCigVfVWLi1QFQ7nQEZGBu2MABX1bKU3dB448cQTaVV8YWGh7/zzz/dt376d/m74+6GAimxcP6ioD0W4rgVbt271TZ8+nf4N+H/hOi9ceeWV9LzfuXNnzPcU+rf27dsX9DxUt8NnGQqoPIcOCiyggv3iiy+mnRLgs4F1hwr20O4CENe5555L1xDeBzxesGBBl8p5AHQMgOsXdMOA39mnTx96fEG1eyyEXs9Y3H333fT/w/EEgL8/depUX1ZWFu3IAJ00li5d2iUmXI8VK1b4jjnmGHp8wbEI3Rnq6+uD/oaVrgXYXeLnP/85fT28R+jIAL9v//795msWLlzoO/vss+lr0tPT6RrDZ/Dhhx92+V2//vWvfSNGjPClpaXR18F6wftz27XAzvF93333+fr27Us7CsD/nzNnTtiuBYDKykp6zsL7huMW4oOfx64msT5Pq+usoeEV9ID/qCbTXgAoVtAnEHoQAkBhgEpaaNQNqScWoGaBDxGqt0G5jQZQJkKLMSDFBWoBFHNAr0RQItgm9xoaGt4A+ORBQQZl0M3gAA0NDQ0NMdDWggiANBSkasEkDz6wcIAUD6SI7AK8i/AFlemQAgw31UdDQ0MdwFoB6WRILUPFP6SANTQ0NDS8h25NZEEJZatEt2zZQpYtW0b9SuBBA0UWPEfg3wJiC/498FWB7wj8RnYBpBUEcPA3wd+F0YPw2G11tYaGBl9AhgTOS8iagC810iQlDQ0NDQ216NbWAmgPg9W/LMAoD0UjYB2AogMouoBer9DaBAq2oBiFLQixCkhNQuEIFJABWYa53lCgAYUuGhoaGhoaGhoa9tCtiayGhoaGhoaGhkb8QveR1dDQ0NDQ0NDQiEtoIquhoaGhoaGhoRGX6HbFXtDQGqYcQTPp0HnUGhoaGhoaGhoaagGuV5haCAOpYg236XZEFkhspPnuGhoaGhoaGhoa3sCOHTvoSPZo6HZEFsf6weLk5eWpDkdDQ0NDQ0NDQ4MBDI0C0THcKGbS3Yks2gmAxGoiq6GhoaGhoaHhTVixgOpiLw0NDQ0NDQ0NjbiEJrIaGhoaGhoaGhpxCU1kNTQ0NDQ0NDQ04hKayGpoaGhoaGhoaMQlNJHV0NDQ0NDQ0NCIS2giq6GhoaGhoaGhEZfQRFZDQ0NDQ0NDQyMuoYmshoaGhoaGhoZGXEITWQ0NDQ0NDQ0NjbiEJrIaGhoaGhoaGhpxCU1kNTQ0IqK9o5N0dPo8sULfbq4ka3bXqg6DNLd1kD9+tpbMWVuuOhRSVt1EfvqPJeTz1XtVh0JWldWQa15fRJZs2686FLJ8RzW5918ryJ6aZtWhkK0VDeTdxTs8cR75fD7S2NquOgwNDa7QRFZDw7jAt7Z3emItPl21hzzzxQZKIlUTttOfmU+O/dNcUtfcppyY/OSlb8n5LyxUHstb320nz87ZRH721lLlnxEcJ/9btYfc+d5yohr3vr+CfLG2nDzy39WqQyHX/30JeWfRDvL0lxtUh0Ku+dsics8/V5D3Fu9QGkdnp4+c9dwCMu33X5JtlQ1ENV74ahN5+osN9NqrGrXNbZrgxzE0kdVQhprGNvLR8l2kTTEZAPzig5XkoIdmkR+2q1WT6lvayQ3/WEL+PHs9+fTHPUpjWbGzhqzdU0e2VzWSbzZWKI1lvvH3YX1WltUojWXFzmr6vbG1g+yqVqv4ba7wE5Kapja68VCJVWV+tXzpdv/6qAJsLvbU+j+Xr9btUxpLdWMr2bTP/xl9vUHtOQTnMWwIqxvbyGeKry2QWfn9/9aSx2evJ0sVX3O3VzaSaY9+SWb85Rvl9yI4h1//ZgtZtkPtORRv0ES2m2Hn/kbyq3+vIpv21asOhapIN7/9A92VqwQosW9/v4M0tXVQtU0lNpUHPpeVO9UStq2MaoM3Y1XYUdVoPt65v0lpLOV1LWHXSAXYLMK2ysAayUaoqgYKlyrsb2zzRByAjcz5vKtG7XG7gYmFjUsF1u6p7bIBUoVZq/fQDTKsCdhjVOKd77eTBz9aTa567XvlVpR1e+rIla99Tz5dtZt4HZrISsCu6iZy7d8Wk9ke8LE9+r+15O/fbqP+MdVprs/X+NcDSKRKbDFULQAqOaqwuaLeM7GAUoGoqA+QNxXYxXgd9zFEUgXYz2XHfnXkEVDOxAKbVFUARTjSxkM2qhpazcd1ze1dYpOJ3cxxy15nVID9TFQT2c3MxhiyPipRUd8aRN5UYqVB6mEzpnqT/MTs9WTuun3k9pnLPWH/iAZNZCXgmS83UNL2f39fTFSlK+6YuYz66f67wr+7WrRVbTqHJQCpyT2UxrJub13Ym6DqC7xq8riNufGpJo+7q5s8E8tehpxAmlblZpBVh1UeuywZALBxyUZlQ/Df3qtwQ1jNkGg4Vhpa2j0Ryw7FWY1K5liFYjiVYDc6qkk1e3ys3a02ll1GBgEylZ+vKSfPz91EWtrV2pciIUV1AN0B32yspN9hUwMnTX5mqvTiofd/KOvyPPiBUpPl7mUg1ffU5xtIfXO7J8gAYANDZCtDbsgqiazqWLZXeodUs8pWeZ06YgIpyIbWDk+QRyAD7Uz6cX+jSiIbQh4VdgsI/UyAyI7snasklpqQzwSycyMUxVLLEDbYDILAkZGarDwW8O6qBGs/UW25q2sJxPL9lkpKHE8bX0rSU+R/Tm0dgWvLdW8sNkWna48cSrwGrcgKBlRYsyk/FTe+DeXhd3b7FcTy94XbyCvzt5CZTAUv7PhUtISB3e/b3283C4lQzVGZRmEvpF5SZEMVN9k3GiCQXiD4oe2cVJLHUKWxqqHNO0S2Vt2xG3qNVdmCK3STvpPJLMhGqMUCWrepQi0jZIDyp1LpY0k1WC7gC7IdamIJrMvfFm4jd7y7nPzh03VKYqkL4y/3Qmu9cNBEVjDmra8g7DlRFZL2kgHwicVK76hQP4NiUUBOXpq3mdz3/kryA1NlDbtQ9iIrC0CeQa1hfVHgk1JFquGmx96ElfoMQzoDqFTwQ8mjyli6kGqV6nDI+btXoWreJRaPWAsAcI6rQug5rLJokiWPcInzSiyQ+Tnh8a/IY5+uVRNLGPL4+oKtSmKpC3MfVHkuRYMmshIqIlUTNlbNYqFCHY4Uiwpli1ViI13YZOEvX26k/R2b2wJV6FC1Ci2eVBd6Yas0VaQ6tNrbSyqo0lhCyGKVB6wFKUk9uhShKVdkVRJZY6OTZli4yvZ7iciqS+mHErbj//wVbTulAuE26S/O2+wZ8tg7N116HD6fL+y9WnUNSSRoIisYj5w9jvzl4olkUFGWshsfGsgnDSokvznzQHLI4J7KYmFPjuNHlZCRvXO6pFSkxcJcNIb1yia9jAuGipY9TzEtyGBNsABORSwwJeqMv8ynj0f18fv5Wjs6qQVEpSKLsVQrJNVIigb0zFSugqIPtTgnzQPFXn4ie2DfPM9YC4aX+K8te2palPaRBYw21sULiuwBhkcX2h6qajeF1/vBxn0RAG2nVJzXmIErCSGMsu0F8N5RRDl8eFGX+GSisbXDbP/169PHkOljeivL4lqBJrKCkZOeQk4f35dMGlioLBXZ0OInIJcdNohcNnUwyc1I6ULkZMfyyhWTyStXTiF5Gf7CNxXTmvCmMqY0jzx27nhzXSJZMUQiMy1g5p88uKdZEKgipX/7u8uYWApNlU1FLJX1LeS/K3fRxwf1LzBJNVtwpSKdP6pPXpeepapI9ehSIxYPdC0Y0zc/KDaVXQvgvFZdHIjWAiT4Kn2peP6ym42LXvpWyXQ63KCfaBAkhOzNGJBHXJdfnT6GDOwZINb1kus2QCjA4s3nL51EZt9+lD+OlnbpgxrqjHtgclIPctXhg8mTP5lAHjhjDBXmvNiKSxNZScgxSJKK9iuogman+2NQSdgaWoNjyTMIm2zlkaZOjFhev3oKJY+5JqmWuy5Q6IZ/86JDBpKfnzTKJPiylWrYhbPvf3y/AlKQlapsE3bhS9+aXT/G9ssjaSlJSkkbevnG9/MTNrgJqhpTi6onElkvWAvGGCQJ/q1qXZAMYSxeKPZCUg1tD694VU2zeyRskwb7RRVAXUt7UFGnDEC3BBzkcfnUweTQIf4MoYosIas8Hj+6hMy751iSblxjwE6lijzmpqeQob38GQUVIkK90T0BhLgePXqQrLQUctXhQ8iMg/rSf3sNmshKAhwQeOFQR2STg0i1iliQyON65Cki1eBFxY0lnKTBsci9aCBZBeXz0XPGkfysVJKrSJFllbSfTBlAZkzoa6rDsoksTttBDC/JJYUKSfVL8zaRL9eW08dj+/uJLI1FUSEc+nVHlwYsF6rII3r/IW0NN2I4t1R1ukAiiwQfetrCaFbZ8Kt9rUEqKOCr9fvoiFZV5PGUsaVkCkNmZbdKw/Q5JHr6FWSSmddPNa06sq93+PfAypVptCJTlQ3DdQGhCcginEd4T5IeS3N7kOjldSglsvPmzSNnnHEG6dvXz/L//e9/x/yZr776ikyaNIlkZGSQoUOHkhdeeIHEA3KUpvODyWNAeVRncwiow6g8yo2FbfeFF7A8xbGw9gK8mMqOBYcNwA3m9+eOp30mVV3Y2UlE4OsGm0NhluEHlazcgML4u08ClcxDi7NNpVqFOgwkCdfnwL75lBSo9LChIgs+Q/QaqqhwBl8j2j1GGB5ZwJnPfiO9RyiofdiLE/rYYj2AiilfeO4COYLN4LvXTyUHDyxQRJKQsKWSJOPALchMUxoLXPtRaVR17WVjQYCooWLjXmcSWbk97+OSyDY0NJCDDjqI/OUvf7H0+i1btpBTTz2VHHnkkeSHH34gv/jFL8gtt9xC/vWvfxGvA1IF0ar2RaK+C5FVo4LCzde0FhikLS8zRYmhHbsBZKQm0Yu7ynXBWJBQA1TtxJuMWLIYUl1gkEdUl2Sn8cf1yyfv3jCVDu9AIotFNLLATh8CHx189TRikU0eYWM67sFZpk94cFE2Kc7xk8dyBUVWcIziMVySl05K8jLo43v+uUJ6f1AgA5gqLspJoxsyxOKtVVJjwTQ5dCyA8+nt6w4zlUfZxy9eR+C6AoQNvgLntWwVtD3o2g9QlfVB+wA7pMi0UnlABc1JT1ViSawzNxtakY2JU045hfz2t78l55xzjqXFBfV14MCB5MknnySjR48m1157Lbn66qvJn/70JxI3imyLAvIYQZGVrQ6DmR3T+aZHFlVQyeow3njRVhBEZCV/RtgNgCWPqrzDTW1d1eECRTcZPG7Zm0xhthoVdBvTjuyt6w6lRKBndpqSWCBNjtcREJHAN9zbII8qCpu+21xpdk+A86mnQQRg9PN/lvkL9WQBR+MCYYNpSE9fNCHsdDgZwPMFVDU4Xopy0sm0ocVKNu5IVtlzyVQemz2gPKpK5yN5ZNbFvD9Kvg+gAsyuS45hB5RPZNuNWDSR5Y6FCxeS6dOnBz130kknkcWLF5O2tvAnQEtLC6mtrQ36UgHcWanwgmJdgZnON/26solJh3nzRfUxYC2QX2DVVQVVY7lAFTSTIdWqLuxNrZ1d1wWJrOxYDILPjtFERVZ2twBMnZ89sR/pX+ivbC7MVqPIbmVI9e/PGUe/987zK7LX/G1xlx7AIvHjrhryf39fQh+jKnzo0EDroHWSZ9cjWe1rKLGTBvUkPz1mmJJzCRVZ9HWzKqR0FTSM8qjaC8oSNlwX2fdHVqlGoKDQqIo8Mko1Ci2yu7TUMfaPeEBcFXvt2bOH9O4d3K4D/t3e3k4qKsI3t3/00UdJfn6++TVgwACiAtmKdlascoMnqKoUOr73rNRk0xsVsBaoT6Hjusgn1WEUWdUEP8haoIpUI8EPR2TlkkccVMHGUmQQWdktg3A2/ZXTBpMLpww0C+EQL8+X18x9KTOy8uBB/gKi648aSk4+sI/ZPk2mP/ZfS3bSx33y/Qq1SsKGNo+S3DCxSN6I4SY03zh/2A2qKhU0HGGTPQAGSTVL8LMVkUfWO4zALKoqRTZXK7JiENr6AXuaRWoJcd9995Gamhrza8eOHUQFctPVpCvMjgVpfm8UjUVRm6nQNmDBKqhkUo3kkYnFVIcVpfNZIqvq5gvVzaGKbIGimy8qspmpgf22WWClLJbAugwwek4+Pns9WbAp/EZapFqCawE4b1L/sEVyMtXh204YQb/DdebYUb2kp9A/+KGMfLjcb2UoZYisqk3hPqYATnU6H0ejFxubryDlURF5ZBXZQCyKFFmGyGalq4kFj89w64K1JbJQZ5y3SKS9jrhSZPv06UNVWRbl5eUkJSWFFBUF0lks0tPTSV5eXtBXd+pagDs5VIRpLOlqi5rYkyOggqrpFADqMAIvZqrWhU2hq1KqzcKzMMVe1ZKLvUxFllkX9KXKLpYJR/BxQAPgidnrlZJqmGL14mWTpFtAcOTqQzMODK88SoxloeHVBRxzQEmXWGReY+B4mbnIL5r0MmwfKkUEbI8GBXAIPH5amLHYMoDnLlpzlCqyzVEUWcMKJ3uDyirV2coV2VQSD4grIjt16lQye/bsoOdmzZpFJk+eTFJTvb3gSN6gCb/M0XfhVNCAtUBN8Q7ueJUWNUWzFnggFlWtwMKRJFUVxWYsjHcYrQVfb6gw1TcpsYQh+IcO7Un6GEVWMnumIvFgNz7sMSOTPDYan1FoClLF8YtFd9C0/STD2qDKl/r83E1mi63+TOcE6JLCboxkAY/PntnpXWKRPXq6qqFrRkG5IpvhAUU2DHkMWAtUeWRTSDxAKZGtr68ny5Yto1/YXgseb9++3bQFXH755ebrb7jhBrJt2zZyxx13kDVr1pBXX32VvPLKK+Suu+4iXgceEOCEwIu/TPKIBV7sSdvS3mk2yZYSi9l6q2ssQLhlEvxwyqPq9lvhrAXSiWy4WFR5ZCMoj4iHPvxReiw49QcA7cBeu2qK9GMm3LoEHzPyYmkOk01Q5b9E3/Sp40qDnjfVPsPCIwOs1eSIEX6bBbtOzRLbksE5PevHPUG+7qBYJBNZVGSxfR17HZZvc+jaGSVblUc2XOGZ4q4FuZrIxgZ0G5g4cSL9AgBBhce//vWv6b93795tklrAkCFDyCeffELmzp1LJkyYQH7zm9+Qp59+mpx77rnE64AbIM6sl2kvCKfIsjYDmZ7d0DZgoQRf5mxr3G1nhyHV0rsWmMQkJYxSraYVGEuSUAWFvq7vLd4hnSRlpiUF+VKvO3KI2S1A1tzvgDocnrDBTUhWLEg8MrrEIj+jgIQM1T2VXlDMGLBdAtjYsGBPBpDA/+assWRIcTYTS3LQhlEGHv54tdlScGBRVtdYZCuyBpFFyxIgGzcbkpVHsxVYphe6FkQp9pLtkW3pqlR7GUp142OOOSbqxf/111/v8tzRRx9Nli5dSuINUAABZBIucHLJY/AkLUCK0aAbdr9w8qDvUDTqW7oWWMHFFPpggjIMZEDWiRNOkcW/DTc8iAfiUmctCPQdhrGj8JnJXZfAZ9S/MJAavfufK2hhkYx525GUxztOPID89est9DHcoGUcM+E8suzn1NrRSTMcocqk0LZkKeHJIxy7EK+MWExSHfK3AmofjIL2STlezHZXIdezTAXKIxYjThwQ8FGHrosszF3nH6uMw0W6rou8WGBYBVou2PuOSR4lquZsxxHcrAf5UqX7daO035JuLWin37UiqxHZJyuRyNYbO6vQ6kMVaXTc4WKTZ5WdC8Kl87Egzx9Lm9KWV2wV7buL/S2FVHUKgBT6n88/qEs1tqxYQkkSrBN+brKGEUQisnBe4XhYWTaQcK3AANm0M4kRi6TjN9JnxCq0QPBFA8gyqqDYZSMQi9yiJoglXEETuy4yJ57hdRUGebCChgprwS3v/GAq5zAdr6sKKpew4Rhl7MMcFIv0rgXeG4iQGyeKbFwVe8U7kDzKtRagItv1BiybPKJ1gJ2mxapaMv2g4VRQGFWLo3NVkGqWJAF5xGKIX3ywUtpFNbAuwZ/RuZP6S++bGq7Aqms1b4dcwhYSCyiNsv2gkVRQ6M2MHl5ZpA1JdUZKeEVWViygiKPFPvQzwljgNTi+ViRAyWvr8IW1OWRKthaAOo/CyZjSPKVKNRD8/67YbdZsBJNH+V0L4DPA6zyOVWavLTJJNawNZhRYpRpjkd62s9kQnbRHViOyItumoP1WqCIr3w8aMRYFflD0HIUSNvRtLdtRrZRUY0sjxKbyBqmxhJIB9gJbVa9WBVWhmoRrBdZlU9iiPhYYyypT8QuQ6mBNBOoBUKmWUdjEqr5dSXUgNhmkDTc0aclJXT6jQLGXnI0GKsPwWYRacGR3UGCv7x/dfESQ3URFp4DbZv5gPmaLoVX0boVjBjc/bIs0FQS/ua2DbvoA2lqg0QW4u5Gp9pkFVmlesBZgH9nwPkOZpDoSeRxkFEPcNnOZtKlE4fy6gDMn9CMH9s0LGpEqS3lk++uq8o5FKrBScYE30/lh1kV26jpSgRX7nCzfo7nZCKNUy0xd498AbpSaHOzHZYmtzFjgswj1BmMsoAy3GWRBhlcX/NM4TVFVsReSajiHBjMFcCqGMwBx/OzHvfTx+P75QZ9TtoLCM7y+w70QN6OqJntVGRk3OI9Ygu9laGtBwntkw6cITJuDgli6Wgvkt5qKRB4vmBwYYbxiZ41c8hiyLqwKKo3IRknnS1dBLSmykq0FYVVQub5HUzWPRqolxOInY76wKigbiwxSbfbWTUnuQh6BwIE6KksJxVjSwx0ritRhtkNApII8WaQ61G7BXvvaO31SWkKiNxbA+v9pLOhLbW2X1onkre/83WCKc9LDXudk3qermAI4GUWaPKCJrESo2F1FTOcbI3PlFjV1nezFVmk++NFqeSpoBPJ41sR+5IjhxV0udqpSxbjhkHXMRFdB5fr7PEWqo3xGMgkb9FrGNHo0Ui0jFpaIhSXVZizyrAUsUWSBz8uJpWvPYTOOFFBpiTQlNJKfWkVBHnpAw5FqNjMm45zGItGhxdlkRO/coP+XbdwTwE4tY13gPvPqN/4uLP2YDjHsvRLigO41MlBprI2sbkY8oImsRMj20gUpsh7oWhCupy1gAtOiZt6GfVI7KGBxF4u+BTitSRap7tq1AIG9ZWUN0QhXeGbGIrlReDTyiM/JUGRBlTHT+UxPWxWKLHtjjWpzkBALS8TCkbZALPJIdbg42FjkWAsibzSo5QJ9zDKUaiT4UT4faepwY9eJXmxxK6rmMs7p/VFiYc8rGQLCmt215uOfHTs86P+x90pZ192d+xu7eHW9Dk1kJSJHadeClLCxvDhvszSzv6kOh0nnY0X8jir/7HZV1oKgdmCSi3dC/boqVFA8FsLGYlZct0shj9GsBXg8y1gXIAOYYQxfYCWvU0AsFVSFIgt/M9R/SZ+XSB6jqdT+5+WtSzRFNjgWteowkEcc0iNTHQ53bQme7iVBkQ3TIQABx7JZ8CXBJ4uZv2MP6EUOG1oU9P+glzl6vmWsy766FnL/B6vo4z55weqwl6GJbIJ7ZMONvQP0Y+Z/f7hsl1TyGEqqQaW46JCB9LEsa0E0X6ps8hiup23Xal45yqPZ0zasIisvlmjtlGTHEjOFrkAFBfUK2sWpjCWa8hhMqiUQtliKrKmCSrQ5xFCHZZDHaH5d2UMRAusSPhaZvnfsZRvO5uCPRd5ELRSb2N7h4VsNio/lm42B0cqnje9D4gWayEqEinR+pJ0nO4981a4apdYCNsVTLangCwlbOPKIKXRZ5DGqLxWtBZLJY/jerRLJY2v0FLppLZAwCQg/H1BGQMVSqYIGis4ieEENkiBTkQ33+QQpjzIKrGIqstj2SiaR9RJ5jOQdlrdpxyKuSBMTZaqgmFUKZy2jz0tsBxZLwc827kdIeEWirNqfET19fCk5blRvEi/QRFYi8jP9ZPLLteVk/obAzkfkjQZJR+iEGSCTD5wxhj6ulNAXFIpUArOkw6mg8ggbVFvjTUR1Oj9W2joQiwTCxrzf8LHIS+fHIo/mhCQZ5BG7BEQgJnJV0MjFO7KLmiL1kFXhS7WezpdouYhYeCZRkY2xLpmG51sOwY8ei3l9kbA5DRQHRlKH5Q1cwWMy0sbHJNUt8org+jEZ23iAJrIScfCgQFHTBz+USVNjwQcVrh9ckdHqo7KhRcpUL1T7cCa8KvLI3kDCWQtkerVY4h49Frlp65Sw5BFVUHmxRFTYJDb+jzTVq2uxl0QVNC3WusiIJYYK6qVYVPh1IyqyCro5RNqEoYLfKjOW6IpsowdiQaXWE4qsREtiSwyC71VoIisRJbkZ5K7pI+njsmp/ZaBIfLe5yiSO4frB4WACKZ6khjZT6Qt3s5FJHtFrBBbDcGqSzIp4fL+QbgvneTQJvoSbHr7fyAobqqAyUn/R09YB5VEeSYqcQldQER9RHZZHkvCYjHTTk3m8xCIDMi0Xpl83wnmUKTPjY3pko8ci1XIRUQVF5VFeNiEiqZY4AtvsgRxhXbIlZitbYpxHXkV8RZsAOHhgoVkdKDp9fs8/V9DH/UN603Vp7SSDyDZhD8HwhnaZ5BGbhOdFIPgyyWO0jgVBsbTKjCUlOhmQoLBF8w0DVEyNikiqJSqy0UYIq/PIqrcWNMcqakLC5oFiL7zuesFagBuiJsaTLiwWi+RRjgoaizzKVGRjqMOG4CRVkU2JL2oYX9EmALAyUXTB1/aqRnNe8m0n+lVglSQJq0TD2QqCYpE47SZSLDLT+dgbMNxIWJaYtHiCPMpT2GIWEslcl1jkUSZhw362MbygnvDrSiyCi+kFNdZFDnmMUewl2YNvKRYPEHy8Bsrol2rVrysllhgKfrbp15VAZNu0tUDDAmSRR/THgmn72ANKosYiY9f52Kdrw47gU0Eea2KSanlFTVgAF6n1isxm+9FGn8pWZAM2B/VFTYF+tkmeUWRjK9XyFNmINgeJKmisgplApwB5xCSSRUcuqY7lv1ShPEYqapLYG9pDBVZW10VGR59mbS3QsAKzOr+tQ+gc58CM7fAESSZ53LSvnvy4yz+95KAB+crJYyxFVqaqVdvUHjSEIbLaJ488RrI5SPXIxkznyyMmMWPBrgUeII8yNz6mdzhG4ZnMiviI/m4PqaAyr3WxPLIyq/Ox/VYsv66M3q0mYYu1Lq3qj91C4x7+/NxNpFzw2PQWk+DHV7I+vqJNAODJCh5WTP2LHIQQiayxJytceCEeUdha0WA+vuHoYRFiCSgDIgk+u7ONrILKIya1piKbopyYRBpnHIhFYhW6VVItsVNA5Op8eS2MYpJHFaQ6ZlGTDP+lRUXWA22mpA5EiKX2KajOx1G0kWKRq8iq71oQK5tw7KhARnXu+n2SSHUyiSdoIisZ7I1Z5AkbS3UMVZhEXlTRH3vkiGKSG0F5RPUG+HS7QFINqfzffLw6aq88mali01oQaV1S5ceC44sjxiKz/VY8FHtJJI8x25Kp6FqQ4gGCH0uRTVVAqiNaC2QSWQ9V58dUZGVW58fooGCsy4JNlco/o4kDC8mp4/xTtnZUie121KKLvTSsAJq74+xkkRcyK4osXPSxaF/kztMKqWYvbiJJ27z1gUEURwwvDh+LcUGhk64EkmrWWhBuSIQ/FnkkCQsQ82LEIsMji+nFSEVwMr2gSH4ikmqpiqxFwibRlxrTr+sBz6NMj2yAVKvvROKpfqkxPiOZNRux2m/1K8ig37dVNpJ5wlXQ6AQfMLxXTlDti/BYUrQiqxEDZmN5gRcyHGcXbhwsAlpPmeqAYnWYTTeJVPx21/hH8I3qk0uOGtkr7GvYXbpI+wdgr+F5yo8w89ssamoX66kGBCavxVCHJZCBeoNUR1KHpRbBWVRkZY6o9YJ3ONBBIUbLKymKLLZT8oAKGiNtLdWvG6MKXYUX1FsDEcKvyzFMgbRwIhujNzSgwLg/YHZTWCzt0b3DXkV8RZsgkLEjjzXXuov6KFBls0Jkk5J6mGRWpCKLSvWUwT0jvoa90IpUQtftqSPvLdlJHw/smRUhFv+xAhy2rUM0kTXUYQ94ZNGvGykWmV5QHA8cuRWY/AKr2NYCeT7mSOQRjxc5hC2GzcFDxV5eshZgdb6U1k4x1iWHSeeLvB9Z9TH/6nT/CPe9gnu+xyo8Y9dG9PHboou9NGx3LhBJZDuiG+sRSHSFkscYLaZkkupqC6QaRvrikC2R5OSzH/eYj48aEd3mIDoWlsjG8siCh7ldsFIdS5E1CZuUIrjo2Q0VBVYxp4xJ9KVGshYEhhBIWJeYQwi8U+zlJWsBXgdFp6yDYolA2IaX+NPngFe/2SIllmhFTdgtYH9Dq1LLRdBGTPDmp0VbCzSsQkZa1LoiK15lw5tvpAp0MxYJhU1W1GGwXMhYl4p6/07/miOGkJI8vycrOpEVSwhWltXQ7z2zI9gcmAut6FjqzA4K0YsDQaUW2XGDVatwpHOXWCT6LwO9fpM8QKpjjMs1ByLI7N0aXamWSh69YHOIQUz65PsLXvfUNIuPJYYvdVBRNpk4sIA+XrTFP15dlUeWbV2JUylVjoXFc0k8ke2IGYsXEV/RJghkVDmbPfssWgukkOpY6rBpLZDg143SXzeYVIuPpTQ/PIkNkGrxhODTVbvpNDi8oYQDeyyJJicxPbKp8mLBwrNIiqyMzwcB/aejjRGW2rXAIIWRCJtMgh97LKz8LhexvMMy+qXG6lHa17j27K5pNusHRAHrDaIpjz87ZnjQJl8EoNbASoEVjhIWnVGwog7LmAbn8/mYUc/xRQ3jK9oEQbpB2EQWEuHvjqXIpklI51u5aPj/v3gVNFZlvszxmmjct2q5ELkun/2413w8tm+eUh8zoK6lLboKKlEdRr9uTGuBjG4OZiwxhhB4oDpf5vjTmL1+VaigEa53RUbGo7JeQjo/Rtq6KCfdJLmP/HeNlFii3ZMKjbWpEmh1gCwO1s1GI9XyyGNsFVTGRqyV4SO6a4FGTKR5SAWVQZLwd6clJ1uLRSB5DKROoscig5yY09diEVkJCj6mFp/6yQSSEuWYkTEaFlqerSrzT4LrlZMRk1QLV2RjDIqQ6R1usEiqm2WOy41YBCfPI2t1apQXxp+ijQjOf9HHbixSnZzUg1x66CD6ePXuWjmxRCFs+cZgGBwjLiaOwJqrJo9wzUBnVFSPrITOKC3MNSOSgu9VxFe0CQIZRU0tNj2y3ohFHsH3guXCil9XVixVRkFDUXZ6jFjEE/znv9pkPu5fmBk5FklpdNPmEIM8yiCQZn/dGNYC8A23CSbVqG5GVIfT5LWOi5XOz2YKbEX3ho7lM4RsEBaTLtxcqdzzeMGUAUHXABGANQ9YC6J4QSVsxNhrV/RYxF9fgmKJZnOQkN1oYUhyLAHMa4ivaBMEMtL5Vou9ZHQtsE4exZNqLxXBmUpfDJuDnN14dC+dzIv7nLXl9Pvgoiwz1aiyHRgWnsXyyMpRhzusk2pJsUQm1YHWcaI/o1jKIxYwggKGG0jRsUSyOYDvfajR4P7J2evleEGjqH2FTI9SURmFoLR1NC+o8f/gOi1qw8FmK+GziBULkEdRGzH2HLVC8IUS2fbApifauiQEkZ07d66YSLoR5Kbz1SuPrThjOxZ5lNC1wLY6LCGVE2uutbe6XIj/jPYYQyIev3CCclINQyLQV90rN7xaDRd9GRtCKx7ZYFItNhacwJQdgciylgPRXRTM0b0RCBt8PthOqVxgX1CrnsefHTvMTOeLIklBXtAoG1R2qiAWE/IG+/lHTecznW1EtUqzeq3DllfAp0XVs7D3IyukGmIX1aWlJU7H0wJsR3zyySeTYcOGkd/+9rdkx44dYqJKcMhUQT1V7JWivmtBQB222gpMzg44aiwyjhcLFcWyKtGxb2PPCNPOusYibl3u/2CVmQ6OViAoo9UUqGV4DGRHII+yulyAWoZ9sLMikGoYx43XF+wlrSoWQHGOfyOycFNgTLUqz+PJB5aaZBOLCVV5Qf0KHBF6zGAsYKmAPt2RwG5ERPmZrd6P2I1YszGmmnssFjY9oZkyYZ9RW/QpcAlFZHft2kVuvfVW8v7775MhQ4aQk046ibz77ruktVV8BWaiQEZK1GrXAimxWFX7JCiyXrEWWE37yYjFakWxbFIdS6mWMRRh0VZ/P8sjR/aKqpjIIPgs4Yk2ejpQqCguFjbFmR2BVAOKjZS+yHZK7OcfrVd1P8Nv/efZ6+WkimN4HpEoifKmshu8aJk5dlS5MMLGXOuinUe0iFNwz1Sr9wDYiEExnMhrjPWsXOD/ixKdWuK0hyzAdsQ9e/Ykt9xyC1m6dClZvHgxOeCAA8jPfvYzUlpaSp9fvny5mEgTCDI9sjHVvlTvKLImYZOQzldN2Kym/aQVHdjc+IiKBdQ1HMWbpvh4AQV0r2Fz+LUxrlKlOowpcSgOjLY2geb/Av3dhq0AOEk0X3WxYccQ2WoKvbo0liibwluPH0G/g1WkUhB5RPIFscS63qE3HuNX6XkUPaTBagtGNhZR55IdwmauiyB12IoNBQCEGkm1aJtDencgsiwmTJhA7r33XkpkGxoayKuvvkomTZpEjjzySPLjjz/yizLBIHcIQXL8pPOR4As6UUGFsVI5y/5/TP2oSvvJUoettmtD0iIqFvazj+lhE2z/AMKDaWLs/anynL7rPb9I0LcgcicHQF5GqvB0fiOO7U1LiUqSMJ2PU+NEtwEDRS8SJg4sNIu+RCnEbCyeIY8WiInoYiI8L6xUw4tue2VVkZWR9bHzGYmu22iJ0/G0jolsW1sb+ec//0lOPfVUMmjQIPLZZ5+Rv/zlL2Tv3r1ky5YtZMCAAeT888/nH22CQIoia1VhQzIgcsqYZbVPLHm0Q5JEk0f298YsyEsVuy6ogLJ/K7YKKvbCbolUC1aHMRZQQlJixSK41y+00lq9y9/n8/hRJVFfi2RNlOoIwAK4SEVniD7G5KinvtggjOQ3tmFLstg3YFybKkEKsenVtRCLaMJmx/MoOutjS5EV3GrKalaOvgaHF7WrJ48mb+gQqw5nxFkPWYDtiG+++WZqI7jhhhvIyJEjyQ8//EAWLlxIrr32WpKdnU1J7O9//3uydu1aMREnALxU7GW2vOoQl57FKsvYNgcPkkfhF7DYaT/RNgeWYChXZI3fC0uSmtxDaTrfqkrtj0Wsrw9sBVBIBLjjxJFRX1uUg2RNnC8VFU1UXCPh6sMHm4/X76lX0gYsXIV+g6BUMX7+bPW9KvLYZIPgCyePMYZEhFWHhRd72SCPoq69Nsij6KmKLXGsyMY+80OwevVq8swzz5Bzzz2XpKWFT7f17duXzJkzh0d8CQlv9UsVq8jaUUFFn6jseqseiGC1WlWGCsquS+x2baJV0EAK0jrBF6XgW2sbF5TOF9SjFDs5lOSmR02fs6rjPoFE9tcf+rs59DamVEXC8JJcMrZfHp3Utq8e/Mb53GNpcqCCiiJsZiypKcrT+eiRjjR5jUWg2Eu8XzcWRG/czQyhhQ2qaNGp2YOkOj0OFVnbRPaLL76I/UtTUsjRRx/tNKaEh+gRtawX1GofWWEGchvTQoQTE4uNsP2xiE0VB1Jt1pUb0Rd2UEBjkSRZiqwV8pguvCjEeiw4uGG/oNGaVqubASW5fnL57JxN5Pqjh5kkmxfK65rJjqom+vioEcUxX4/T4ioEpfPrW9rsp/MFETa0FlhRZEWPzcU+v1aOGdGkGs9RK0TWS4TNS7GIz8x1Bv2dhCayH374YdjngRhkZGSQ4cOH07ZcGupG1NpSQYWrWtZ9hqL9unaIiZcuGsL9ujbSfgHyKPZ4sVagIjY1a7XzBwCb7e9vbBWrVFuI5bTxpeRxY2LU4q1V5LhRvbnGsqOq0Xx8+dSAdSBmOl9Qv1QkyEUxbA4yCBuSRy94ZPE9WolFPJG1bv8IiCsd6hVZael8K6RabCa3pTtZC8466yxKWkP78OFz8P2II44g//73v0lhYSHPWBMGwlMnTlLoHvAZmoRN1JhEO+Qx1UvWAjmbDUtVvJKOXVvHiwfUYVRkRfUEtbMuw3rlkBNGl5DP15STXdX+9mEiiOPEgQUxFXwZJOmfS3ZGnbwmMxa2a0E8xSJaXDEnr1mIRXiBlY0iONE1JIECKw9YC9q7UR/Z2bNnkylTptDvNTU19AseH3LIIeTjjz8m8+bNI5WVleSuu+4SE3ECQLgi68DzKK43nYPUiWhS7QUV1Pi90HQ7Ziym8ugB8ii60tqB5UJ0LFbWBdtzAakS0fbKzrHLkjoRbaZMm4NF5UZkOn9jeR1ZtqOaPh7fL7b/NjMtSWg6H4vIsqIMrOha1CSWPFqxOYgmSSapthALXhNbPeSRFa+CWrj2JsuxAabHoUfWdsQw1evxxx8nxx9/PMnNzaVf8PhPf/oTufvuu8nhhx9OnnzySUpureC5556jVgSwJUAP2q+//jrq6998801y0EEHkaysLNo94aqrrqLEOZ4QaKMh9kSFUYCxFBPTWiA6nZ/sARXUScGBsJZX9ns8ilsX6xcwWdkEa50C5HQtsPIZHTKkyHz86ao9SlVzAPpiRaTz7ZJqJC9Y2MIT6/cGOiGcc3D/2LEI3ohVNfg3Dj0Nq4nKTheNHlRkM234UkVbqSy135JGZJM9cH/stBxL3BPZTZs2kby8vC7Pw3ObN2+mj0eMGEEqKmLPs545cya57bbbyP3330/beMEghVNOOYVs37497Ovnz59PLr/8cnLNNdfQgQvvvfceWbRoEW39FU8QXUhkT3mUVGBlqWefd1LFottvIZG19RkJnnTjBUXWzmeEZK2mSVA638ZnNKQ4mxw+vKiLh5RbLDYLMUSmre0SWZHtlMqNyWunjutjKR7RXQsWbd1Pv/c0CtxUdq/Bc9SWCio4hW6FVIsXeqwLGgEiq15cEd/TtsNyLF6D7YhBNQXldd++feZz8Piee+6hlgPAhg0bSP/+sXfHoOwCKQUiOnr0aKrkQh/a559/Puzrv/32WzJ48GA6ChdUXPDiXn/99XRUbjxB+IlqhzzKUti8UGBlizzK6VqQGmdeUNEeWTsFeb3z/GQBvKAiNmJ2Cdshg4uEpfPtKNXBFfH8Pye8qVtWZAWSR1R5My20uwJkoDosIJY1u2vJ91uq6OPhJTnKG9xjf11L1gLBJAk3MRlWYpFkvbOTzhetDnvDI9tpOZa4J7Ivv/wynd4FRBU6FID6Co+3bt1K/x+gvr6e/OpXv4r6e1pbW8mSJUvI9OnTg56Hfy9YsCDsz0ybNo3s3LmTfPLJJ7SwDCaJwYSx0047jcQTxI8/tV8w4wU/kugJVmZKKVm9Uo3TtKwRWTnV+fZaXqlXKEaVBjJDMxftUE4eC4x0cm1Tu3JrgcgUutlZwiqpFphCt60OG9c7TLvzxA/b/V5dwIljYneKSDMGfrS1BxdO80K10UGjMCstdiyCN6gBa4F6Um2vU4B3VFDhPW3b4leRtd21YNSoUXQowqxZs8j69espoYTnTjzxRJKUlGR2NogFsB50dHSQ3r2DT3j49549eyISWfDIXnjhhaS5uZm0t7eTGTNm0AENkdDS0kK/ELW1/jGP3cEj6wUV1EmBleh1seRH8pIKKmnimZULWK5RxIIjSlWuS7+CTDKmNI+s3l1LVpXVCFPwrXrGRCqPtn2pXooFVVAB5NGu5QJjRmsPT2DrtQsm97fnvxR0vasy4ulpg8iKWBe7RFa0X9eRR9YDBVZeagnpNdiKGIgjDDsAInvyySfTFD8Uf5100kkmibWL0Mb02MIrHODvwt/89a9/TdXcTz/9lKrDMC43Eh599FGSn59vfoF1QTXM3nQe8MiK3uWZXlA7KqioefWYzveSR9YD6nDgeEm2XA0P5FFILDbWBXD51EHCmu3bVvsENri3e5MRGYtjj6xAddhqLCIVNmy9hq3YVCqPWysayNx1fvtfv8LMuOpaIJo81hu9fnMsdJaQpw57wFrQhqQ6wa0FQGIHDRpElVS3KC4uJsnJyV3U1/Ly8i4qLUtKoSsCeHTHjx9PCTR0PXj11VfJ7t27w/7MfffdZ7YJg68dO/inIO0CDxRR/VLtWQvkVEJ6ocDKls1BUteCeFuX/sZNEdpIv/ndNuUkKTBRq1XpEALPqaACY2mxudmQUnhmMRaRkwxxjLAVBZTdOIo4rz9avst8PGFAQexYBBd7VRsT7/IzU5WTx3ojm5RjYeKd6GtvoI+s9WJo4a0yUxJckQX88pe/pOSwqspvaneKtLQ0WjgW2qYL/g0WgnBobGzsovwCGQaEDmhApKen044K7JdqsCdqpLjlNf4X7JG11bVAtC8VY+nhoT6ysWPBQhZRk5HsHC8FWWlkWK9s+njO2nLlhC3LQ8qjDF8q3syUxmJzXUSmiu1slFlPughfapUNT6o/FsMjK4CYYMHh1YcPIdkWlEfR6XzcaML1Q7XyWN9iR5EVPBDBJI/WFVnhY9NTkhPfI/v000+TjRs3kr59+1J1Njvbf1NDLF261PLvuuOOO8hll11GJk+eTKZOnUpeeukl2noLrQJAmMvKysgbb7xB/33GGWeQ6667jnY1ADUWVFho3wXDGCCeeAHrh4EThPeB44w8dka1dTiOpcNO439JvlRbSrVYa4GVdSnKCUyN6uj00XG/Knfivzh1NLnmb4vJ3lpxzfbt+lKFEjbLnQLEFTXZ8fWxsXiByIokJrZjweudAGLSaHQJyDFG8qpcl0pDHcYMispYgDiu3VNHH/eyMEbYJGwdghVZK0RWOKm2PkZY9Ojeljj2yDoaUcsLULQFwwwefvhhSkrHjh1LOxIAQQbAc2xP2SuvvJLU1dWRv/zlL+TOO+8kBQUF5LjjjiOPPfYYiSewN0Y4eLgTWeNAt5O2xkp6K2qlE1+qncKzVk+Qalm+1Nix9MxOo+QVSOx/V+4mMw7qq5QMFBs3I5FtpqxeTM02UwIJm+3erSLUYRvnNCBdYHW+Y0VWADGx66kWSqptXF+E2xyw0MuiX1dkH9nn5mw0N51DjWyOJxRZCxsO0TUkmGXzAqluwa4Fqd2AyD7wwANcA7jxxhvpVzi8/vrrXZ67+eab6Vc8g70xClUprIzgCyLVHZZvTiJa9QSti2KlGpU+IPfwc7zXxU6xF9xkhhZnkw3l9eTt77YrJ7KYqhRCkhy2mRJDHm2Sagle0PR4JI846KRNfU9b01ogYl1s2IWEK7L1NgvPBBK2LRUN9PvRI3tZ65cq2CNbZ4yQtkceO4QSWS/YP1ri2Frg6O5cXV1Ne8ayXlmwFIANQCM2QGlkU/peGELgjViSPRMLFCXg6/Ya04NE9JG1egO+/7TR9PvWSv9NQWVKSYYKarvxv5faTHlgXWSk8+22vBJCqj1kc7BTwMkSfBGkGlXHPKs2h2TxNofTxpd64jOqbba+NijAeEEdFm13azBisWJziHsiu2LFCjJy5Eiazv/Tn/5ESS3ggw8+oMRWg3ioACLZGqkWmm6z3vgflAx0E4hQb+yooLAu0KcUsH6v39+larIXYGTvXPp9X10L6ez0KS2YQeURjpcO7rHY8+uyyjlvQuB0XSCWds6x2FWqRQ468VKxl13VXGQsdq4vrHLrhc9IRlsyqzYHkdmEV+dvMf8GWqRUbcLAPucla0GjkdWyEkvcE1ko0AKvKoyhzcjIMJ8/5ZRTyLx583jHl7BI89LF3SPqMJBHkVOs7F7ckcg+/aXf46Wq2AuQZ7Stae/0cf+cnFbEi1BC7ZJHNlXJ+5hxqoLSn+VNZB0SEzheeG98vNS71e5nJMNaYHddWjxAqoUOirBJZEUeL1+s8XdamTasiCRZKJoVGUtzWyfBU9OKtUA4qW61bnOIeyK7aNEicv3113d5vl+/fhEncmlEu4gJmD9uzm+2SGSN13lBGcAejJiOUqUOA04Z14d+X7u7lnubNLtpSJHk0X6D+8DreHtTnah9qOKLI9XWCD5LGnifS3Z6Q4sm1YFYLK4LcwPmfR55SXm0e30RSUzsjMAWrYJWN7XZaktmtrwS8BlVNPgLVP/vqGHKFfy6Fv+6ALIseYfFdfVpbO2gvcEB2endwFoAKmy4Ma/r1q0jvXr14hVXwkPkCWI2WbZ4Aw70TBVXbW31gton36/y765u4h+LzZveuQf3Ny8ctU3tgpQka4Uh0LUA4240ds6qPLKgnItqe2X3M2Jj4U6qbW42UpKTCIo8vM9r05dqcXMa2hlFpWouhVTbVUGFKLJ2O0t4SB0WRB7BeoT2Iy94qtHmgC0NrcYigjzO31BBv5fkpltSh0V6ZBuMewqEYWWMcNwT2TPPPJO2y2prazNvJNAi69577yXnnnuuiBgTEiJPECQXVsYBio4FG49bvYiV5vvT+f9eVqa82hrS1rlGmqXS2MmrshawJnz+5NHeDVhkkZVd5VHkphDXxU5fRVHnkt1jl62cF0Wq7fZu9dK6wPnHP8vic9TNgffnA+/LbiswUUo1S9KtjAYXGQv41nHCWJHdMcICSPXfFvonI44uzVOeTWgw+tlmp6Vwb3vpSSILBV779u0jJSUlpKmpiRx99NFk+PDhJDc3lzzyyCNiokxAiCzGCIy9s0Zk0dxdY5zkKm804/rn0+9z1u7jTtiwp63VC6oUwmYnFlN5VEtMgmMRo8jamfctjDw6WBdRNz4nSrUoZcvc+FgmbOIsF7atKOYkSL9/WOXmNNXo2c2fPAbel/W2ZGJiYc9Ju8cL7/N5v3F/A55mZcJY0LVFQPHxVqMt2TVHDLEVi4hWYA3YsSAObQUA265eGPE6f/588uWXX9KWW52dneTggw8mJ5xwgpgIExQyPLJWlaTeeelkZRkhe+v4t5mye6O59ogh5Pf/W0tvvrtrmsmQ4mwlPW1Ft1RyosgieVRtLWDXhXcvWbsbH/paUYTNprXA/1pYl3ZxHlkbscBxDnFwJ4821wXSpkCUsCcz11jc2BzaO22df9EABXVIjO0q1ViQZyW9bFcFteup5m25CFJkbffX7RBmubM6HVHUtQXWpcbwDo/tl680FnaABrSdjEc4Lk+DiVrwpeEMIv0udhXZ3nl+X+rG8nrlbabAZwjkFZpol9fyJbImebQxvSxAHnkTWXs3PZHqsN2+oOxreW/EnMQiqgcmqjDpnrA5OFgXeG2LN2KBDFRbB3+Cb7dDC0umeHpTW10QNvz5jKRkD5BHvlMVAxv2HpZ/p6jCMzYW1eczdnIAPl1gkTymC1SH//jZOvq9f2EW6TZE9osvvqBf5eXlVJFl8eqrr/KKLaGBJFPEdKRm46SzSmRLjQKrN7/bTu49ZRTXyR52q/MBuUZzaDSgq6q2DiKPoqrzHSiy3D2yjpRHsYTNTizmeE3FyiP7WmHWAhvHbpoXSbXidcGCPBBPea4L+76cFsFZvV7HjMV4X/A+4f3asVzwHlXu5Don7Lg1z2cb55AgH3OFMXmtZ7a1Qi+RBL+9o5OsLKuhj08dZ21ohddgO6/y0EMPkenTp1MiW1FRQfbv3x/0pWENxUbVZEVdi0BF1trHe+aEfubJumZ3nXJiIork2x0hyRZYNXnBWiBYkbVDkkTNZrc7EIF9rRdIdZonSbXazhJC18XFxodnNgz99/T3J1lUh5nXiSDVdq4t7PrxVKoDWTD7xwpsNngOFsHCY6udYuhrBZFHHJNrdfKaSFJd1dhqtt46e6KfCyS8IvvCCy+Q119/nVx22WViIuomKMn1q6DlAohsC3YtsLjDH9Azi0wcWEB+2F5N9tQ0ETKgQKnn0SSP3NP53itqsuV5TBFT7GV6ZFPtxCKmdZAjkuTBWLxA2MyimTbvkGqe5NGJLxVfC3HwJWz+OFKSelhW2ER5h+12TwjnHc6OPfTKEloN8uiUVMOxZlVVjhmLA1KN1zlsI2bVWyvCWibq2lJpqMPQyYHX+5MN20dIa2srmTZtmphouhFK8vxXik9/3MO9DUxgIIJ1ha3IuHJhZSfvakg7TZZN8qi4Rym7htxjceHXEkbYkuNdeRSVQo/TDgoCCniAPLohSjw91U7S+aJStE4+H/p6AZPGnMQCBAZJDNd1cVG8yV2pbvdOLE4ycnjcwuaN52jwinq/mGZlZG/CENlrr72WvPXWW2Ki6UYY3iuHft9X10KW7agWkrawMzMZVVDe6Xz0uWalpSiviLc7tlHkujhRh0XtyJ1UxAuPxQGp5t7438FnZLYx4kgG2L6gqr2GTsmjiI2Pk9ZOojzVTtL5oj6jNqexCFgXJ9c5ULWxLkz1urBx89yEubnm8l6XKqPwrDA7PjsWOLIWNDc3k5deeol8/vnnZPz48SQ1NfjNP/744zzjS1hMHVZkPl6/t45MHFjI7XdjWw87rTQCKfR2IY2W7ZBq0el8OxeyDNETrJLVkiT2Aq3aZ+glUk3JoyMFh7+Pjf287dg/RBATx0RWBKlmfakOfI+qVVD29TzPIyfnEK4h3Dp4xuLkHKI9kJP99g+uPmYH1gIk1ZA0FUOq7R+3AIjF6sCjWMA15lVsGBdEdsWKFWTChAn08apVq4L+XzxOhFAFWKufTBlA3lm0g+ypaeFKShoMAliQZYPIilJksdGyjZNOVIEV/j47sQRSf2KmADlRBzxThS5CeXSUzk9OaOWR/V3KFVmHsQhJ5zNqn517jwgF30m2R1TRpBOSJKoHcsCXajcWP5EVYv+wsS7CSbWN44X6r42OGy20gDNV6bEb10R2zpw5YiLphkCVkmebqfeXlpm/244iK4I8QsUpnvxOFFnejf+R4GfZiAULDTxRSIRVq6LS1k4KrIxiDlUTiUQp1ezN3FkHhY7EJI+MwmaLPAok1Xb6/Iq2FjhVZNmuB6qsBSKOF3OaooNY6jz0GYki1XauLTitD2pgeBZwtuFnZHNdvATHkW/cuJF89tlndEwtgHfBUndAwH/Jj7B9YBDZcf3ybd1oRHQKQOJIf7+dYi/DT8tTHYaLO148cmz4dXH3zpPIOpmFLooMQOEAnrpsL8mYsZhKkpjiHSfksc1LKqgA5REIu53pTyLJo10yIKJFmtt0Ps8sS4Cw2VQeBSiyTkiSaE+1XbVPZGbDMcH3wGZDxPHS5qB402uwHXllZSU5/vjjyciRI8mpp55Kdu/ebRaB3XnnnSJiTFggYePZTmmfUYF4y/EjHMXCkzyirQAu7k4qv3neaBoNry7AjrcILzQ8Y2FTVPY8jz3EFswo7t2KbeMcd1DwAnkUUdTU5iEy4FJ5FOK/9BBhSwiSpLjYi329CMLmhXVpdRhLbkZqUB0Mn1g6ux+Rvf3222mB1/bt20lWVmCc2YUXXkg+/fRT3vElNALp/HbuM5OLjIELKkexllX71fqCLHuxIGHj2Qwb7RtwstpKWwsoDGFV7ywbBnuRRSrs71df+e0h5dEDVehuyaMoa4GtWIQcL/aLFIVlEzxFqu33KGVfz7W/roM+smwsXiDV6cY12gvt2voYUzj31jRzjyWV0zS3uPDIzpo1i1oK+vfvH/T8iBEjyLZt23jGlvDgXWAFveVwp1ZokzyKINVPf7GBfh9SlG3r5wIqKL8LB9o37Fgc0GDPOxYk1aDG2Gn2LZKwwfu00wzbUyTJi2ofRwU/ESriRRwvTlq1ifZ3p3qg2MtpCl3I8eLUWuClzalApdruZ4RE9tvNleQUTuNk2xzG4iXYjryhoSFIiUXAuNr09PhtqKsCvHuU1ja1mX5HOx0L2HG2PE3kq4z5zeccbG/sHZI7nmQA24Bl2/DHilIp8PPOtlF0FtTyiisZcKhqmTcaDxA2AUVwrgmbF8ijgJGWzj2yyd7ZbAg4j1Dd9YIv1VP+S4eFRCI6SzgZQsPav3jWjwQ6BdiLpX9hJv0+c/EOOpxE5XnkJdiO/KijjiJvvPGG+W8oKOrs7CR//OMfybHHHss7voQG7wIrVGOhQ4BTZaCN08kB6nC1Ec/xo3vbjMVQQTlexOodTBgT5ZF10pJMVIUzkmo7AytE3fQSgzwKTFvb9V+meqh4x0OfUaoI8ug0he6hYi8h6+K4FZgIj6yz4wVGt7ITsFTahS47bBD9Dp0L0LrnFt2y/RYQ1mOOOYYsXryYjqu95557yI8//kiqqqrIN998IybKBEVmKhZYtXM9OexewIIIG6eLWI0LdVjE2MbZq/fS773z/KkZtTYH+/1sRd30TMuFQ1LNs82Um0bu3cEja6dgslt4QV2mirl6zd0SNi+QR4GdAuwr1eKyCXY3G3jP2FPbrDyW/oVZpF9BJiWxUNg9oGfX7LjtWBzaYrwE25GPGTOGDkU45JBDyIknnkitBueccw754YcfyLBhw8REmeAeWdhdqU4RpHBuM4Vj7/Iy1KvDkIL5cPku+nhUn1ybsfD3yDpWQQXc9FyTag8QE7P9Vod68ujFNlOeiMVMFSc4qXa42RBDqp2dRzw3p57soOCQyM5ZW849Fifksdgo5N5v3GPdIhGsBbYVWUCfPn3IQw89xD+abgbeFzGnFzARsWD3hJ5GWsYOzE4BnC5itc1tJrH+v6OGOVSqfdxVULs2BxEXd8dEVkCLNBwDbHf0oqcIm8giOC/0bvWQF9RpBkpEGzvXKfREPXYdqn05xrWxrrmNf79Um+sytl8+/b58Zw3ZUdXIRQXF+4kT8pjJeXhRW3cs9tLghzSj3QUv8ui0Kbf/Z/gSk4AP1P5eKZVzp4BKg8TmZqSQXrnpyquKqxv9F+fc9FQPFJ61e08dTk2JW/Ioss2UY/LYob6nrdApYx5oM+WlIQReUkGdfkYlhgpaXsdzfLuzdTlhdIn5eNO+euW9W7FVJq/amjaHhWdegiayCpGSxJc8Om0Bw/4MN1LtcPdLY+F8o8EUjCN1GHvadvK7uL88fzP9XlqQobw9jltrQYsAUm1bkTWq81s8RB6FVOd7gZi47WnrhXUR8Bm5JY88zyO89jrf+PiUr0uJITjwJLJOY4GC9qNG9uIaj1NPdbAlUSuyCE1kFcKsEuVGHp17Xbirwy5i4a0OoyJrt7euCGvBruomsqPKX216+LBiR7FwLfZqcUZkRVQ4Y6rMeeEZv1jQt+4Fhc1LfWS9ZXNwWhzonRS6iJ62bkexshP2VKl9mDn7aPku7sqjE/JYkOnPntU1tyttSwbIQEWW0+fUkgAe2fiNPAHAu5DIjUeWN3l0qpaIWJcaI5VfaLN7gj8WvurwbmYiywljenumpy2OKLav9nUIiEU9kW1yuy6J3pbMaTcHD61LmwcIfoBUcyyCc3gfKDQyVlhPoHJdDhnS03z89YZ9XGNx0tUnkM5v95C1gK/olNrdPLLt7e3k888/Jy+++CKpq6ujz+3atYvU1/Pxj3QX4EEMbaqg76rKfnCBIQS8SXUP5YVnWCmNO1lHrZ04d3MY399fQKA6VYy9EbFXospiL6c2B96fEat2ZBq9WOOSPIpoKu9yOIMYy4X6NnaOrQUeUvB75fhVUGjrxC0Wh+tSmp9Jjh/l96bu2N+knLCJKrByVOzFWZFtS4D2W7YrcWAM7cknn0y2b99OWlpaaAuu3Nxc8oc//IE0NzeTF154QUykCQj2wIEDOznJPtEKPzPZnQrq8/moL0jVRYO7OszBO9zOKZaqhhbHfl3e6VkoyPv7t/6x0n0LMpXGwqoddgvP0hO8CM5TbaZcemQ9QaoFfkZ21T4R55HTFDqm87dVNnKPxQlhw+4A+7j5Up3fBzJ4q6AOB2iI8Mi2ulCqvQLbkd96661k8uTJZP/+/SQzM3DzO/vss8kXX3zBO76EBvZu5aUOuKk+5K4OuyDVuC68vcNeKIKrdFV4xvemt3jbfvPx8UxlrqpUcUAFdVbsxZdUdzqyOYiozm926x32UKcAEd0cnHaW4LnxcUoe8fiqN7zqPGOxrcgaRHZLRQNZv9efaVXl18UuM1zT+Q7HcYtQQVtcZE8DpFoXezlWZOfPn08neKWlBd+IBw0aRMrKyuz+um6NVKNrAS+/Fg/lEdDe6SM2+3pH7lrgsqctF3XYhZmdd9oa25LlZdj36/JO51cYSsfUoUWOJ57xJCYNxs3cdn9dIYVn7d4h1Q4JvsjhDOmOOyjwH4jgic4SDolJUbafPFYamRousTi0oowuzTMfz/pxDxnZ297wGN73ASRsaDniFYuT+2MW704BHir2anVhA/QKbK9iZ2cn6QhjTN+5cye1GGjYWPykHiTF7JnKUQV1SWR5kDY3ZvZUzupwIBY3/XU7ladxWIUNCL5b4M2zd16681g4koHlO6rpd7u9fj018Uxg4VmGw7ZknrI5iFCHHU4OFDL+1Oa64JSmynqOBVYOCVtyUg9yy3HDuxSluovFS15QjMX+fQDPPS90UMgwfPu8rQVp3claAJ7YJ5980vw3qGVQ5PXAAw+QU089lXd8CQ+eRMldCr0HX3XYvLA7II8pweqw0olnKXw9sjx6/fIiBGhzKDKKPJwWzPAg1Wt215LNFQ308UCbk3NMhU1ANwe7BYJCSLVTy4WQTgHYX9cD6rCH/LpOr73Fxrm3vaqRy3lEY3FBTIqNTSSvzgVurAW8VVCnxYEiSLXTqXRier53Bv3eeITtyJ944gny1VdfkTFjxtDirosvvpgMHjyY2goee+wxMVEmMHi2mnKzs4INCVd1mBOp5uIdRmO9i4sGEOpOxaSavejxIARV9c79uuwxxuN4+W5zJf2em55CJgwotBcLo7DxIgNufak8SXWzl9Rhh2OERdoc7F7v8o2eoLVN/MafOiUmJXnpVAkFvLd4J9dYHBUSCVJB3TT+90IKnfu6uCD4vH34bS6GF8WtR7Zv375k2bJl5O233yZLly6lVoNrrrmGXHLJJUHFXxryfY9uR83BSdXe2cFVHXZkLeDsHXZDqtmCvLbOTpLusrNEwBvlvCCP1/HSbMRilyCFxgIXVLcXwQqDVJ99cD/zxu4kFthw8PB61RgkJyfdaX9dPv5ur6nDTcagCMcE3wNtybDVHGYkVFahQ1eMgwcWkEVb95OFmyvJBVMGKE2hY5cOfr5U5+KKsKImR7FwTudzyMzxOq/bXPR8j1siCwDCevXVV9MvDV5jatUWe/l/rgeB+zcfIus8FvAOA5kBfyxPgu/IlxpCHm3ymoixOLlooKcayBqPi5gbVYC9MdFY7LsTwvp1sfjFTSxuU2SgvK/YWUMf2y2CC1WqnZAJft0cgu0fPEg1qsOObQ4iCs9s9vpFKw1sVuB85JFSdVMTcMmhgyiR3cPLl+omhZ4myH/pQh3mRardxML7+HU1hdM8r/lkn1pcEHyvwNJt+cMPP7T8C2fMmOEmnm4HVOZ4tt9yekDyVIfdpLf8P4dEll/hmROlLqibA88iOIefEarmXIisi5tvMrPZ4BHLvjq/Olac687mALE44MJB+OcSf4oX3t/gomzn9g8OSnWwzcFZT1uMxa6vNRqptl94FmzRgU0Zr3WxS6ph3Cj8eXAKQaspHtX5bnp4FxgTBzEL4DoWV4VEvFVQD3UKcJFC5z1Ewyuk2ucL3GPjuWuBpSvjWWedFfRv2NmHetFwtx+uo4GGBeO24hR6UCxcfKnuCRvMu+fpHXayLkBm8KbHpZuDi0bYuJ5AJrh2lnC68UlOIk2crCg1TX4iW5CZ5o5Uc4hl9e5a+v2I4cUk3+ZY4yDLBQelOthakOTKU82TyDpVZGksHZ0kw6VFBwDXByeWCyDRg4qyKYn924Kt5JGzx7mOxQ0ZwA0KP8Lm/LzmbS1wOkZYRPstN/cB3KB4ocCK5326o9NHuwPFu7XAUuTgg8WvWbNmkQkTJpD//e9/pLq6mtTU1NDHBx98MPn000/FR5xgYJUK1R5ZnoMI3O7yAr1k1RaeseN7vRALz924mws7b98jpsmcTpfhOb4XR3QePbKXq5Z6vNKQ+w0vZ0FWmjtSzQGo1NnvaRt4PS+frKkOOxg9fcZBfen3H3f5Ny0qrQWoPHqBsOHnyptUO5umxVkF5ZHO53DsQkYC7/eOYuF5D+gI/I54LvayHfltt91GnnrqKXLSSSeRvLw82jsWHj/++OPklltusR3Ac889R4YMGUIyMjLIpEmTyNdffx319TAW9/7776cDGNLT08mwYcPIq6++SuIVpnGbw8mKNwjXiizHE8SNIkt/Dxel2nlTbvbn+Krm7gi+FzYbPD8jt70MeZJqHBSBrYhUrsvO/Y2kzhiiYbe/bhCp5kQGnHYtgGMM3QS80tZO1WHA8aP8k+z21vLxpbY4VIfZn8GxyCpT6LxJtauiX47jwd2m0Hl23WDPRSex8JxM12ZkCP2xdCMiu2nTJpKfn9/leXhu69attn7XzJkzKTEGYvrDDz+QI488kpxyyilk+/btEX/mggsuoKNwX3nlFbJu3TraPWHUqFEkXoEqKB+S5K6NBk912G0KXYx32Clh8/9ce6daXyr9OY4XVNO/5vB44dkGxktKNSqy2KzecSwc1uXlr7fQ7/0LM0meMbJTZdsrp4osWM/6GIVz89bv4xKL6ZF10HUDx5/WN7crV4cDXlD1Vejs1CgerezcbFAxE8bjPGp3mUJPFZCVY3+vFxTZFA6+dVWwvYpTpkyh5HP37t3mc3v27CF33nknOeSQQ2z9LlBxoXXXtddeS0aPHk0HLQwYMIA8//zzYV8P1gXoYfvJJ5+QE044gfavhb85bdo0Eq/geoJwUmS9QEx4+oDcVPGysSA5dxULp80G33VRTx7dtAzivS6NxqhcJ2OEea/Ltkr/kIhzD+7vqOsAz1jAT+eGsI3p6xdAZi7eQXgSWbve4SAvKCfC5i4WYwJbRyeXglI3Vehs/G6zG2wK3VmhLb8e614ij+y93hmp5mddamUypzy6mqiC7VWENH55eTlN7Q8fPpx+DRw4kBJbUEmtorW1lSxZsoRMnz496Hn494IFCyJ2T5g8eTL5wx/+QPr160dGjhxJ7rrrLtLU1ETiFVzTBC7VPp4nCLcUugdiEUGqvaA8uikKoT8noDjQ9bp4pAiOVyzlhs1hwoAC5ZYLnPYE97tCm0VwgOuOHEK/byyvdx0LED4kBE6sBaji8igQBMKG6+skFnZTgFPceKTQ3VTEA9yuC/TdRjgh1WkcR5WzKXQn5zUr8rjd+OC1GxRQJ907eF7r2hKghyzAdq4KiOuKFSvI7Nmzydq1a+mHClO+QCG1w+grKipoh4PevXsHPQ//BoU3HDZv3kzmz59P/bQffPAB/R033ngjqaqqiuiTBU8tfCFqa/mY+z052ct1Cp2fJ8lN71b25/iuizuCr3qMMBsLnwIr75BqbuRRcX9d3un8fQaRteuPRWTTxsctpLbZfWunb43paz2z0sy0rx2MKs0z20yBgulE1Q0d5uE2nY92CTcdHZqNsb1OY4HjBTujQJ9ep5kAvC4gz3KiDrPDaNzeB9jj3wlRYo8xuG4mu+h00cJ0U3KSQufZH5qbjYpDf+i2BGi9BXDU3h0WDpTTUDXV6e9iEe2Dga4J8P/efPNN06cL9oTzzjuPPPvss2Eniz366KPkoYceIt3BWsBN7ePQQs39cAaexMRdsZcIy4XjFDpHgu9eqeZIqj2kVLvpw8kzFrgW4vSpYqOJv130zc8km/c1kH8tKSPThhW7imfmIr8l4CCH6nB2CHl0Q2TRqwu3Cqfz6uHzhesuFDYVZDkOJcjb6uQ9wT0NrA71Le2ui6zYbgNOYgkeRtPpiRS62bLNxfHCFvw6suiEkGo3Ff6ury8hSnWKCxLqVkDwChxFDz7VM844g6qzI0aMoEMQYnUbCEVxcTFJTk7uor6CbSFUpUWUlpZSSwFbbAbeWrjg79wZfk71fffdR1uE4deOHXz8WbzAsz+d652eWZ3vJVKtfl34kmq365LsnW4OXD8jPrG0eMFywWlDCGuCKVUnBU2AQ4b0pN9nrd7jOiVaVu23cF18yEBHPw8KG66N2xQ6kD5AdlqKY0WK1+Qo9A3DsWt3vDIindPxi6QaVEe3WR+31xg8j2gvbgfrwlMddtvXvMskQy4FcM7OaZ72j1aX9yOvwHb0//jHP6iNICsri7bbuummm6gSevzxx5O33nrL8u9JS0uj7bbAosAC/h2peOvwww8nu3btIvX1AY/V+vXrSVJSEunfv3/Yn4EWXdAmjP3yEvh6Qd0VEuHBjMUCiUIe3e6AcQQmn1jcFnvx6+bgfrOR7JlhHrx8qeC9RDue23Zt2JLJKdjNrdNY/u+oofR7XXM72d/ozl5QbrSqGlaS4/h3mO2dDCLqFJVGZ4kih50leA4icFPoxduHH4gl2TuxOLzWoTrMIxa39wAcjMMjFrf93tlrpFvRqc2lgOAV2I7+kUceocVW0DoLiOytt95KH//+978nv/nNb2z9rjvuuIO8/PLL1N+6Zs0acvvtt9PWWzfccIOppl5++eXm6y+++GJSVFRErrrqKrJ69Woyb948cvfdd5Orr746rK0gHmDufr1Q7IXqsBeq0DmOy+VV1MSHPHZ4LoWuel3cNghnf87tscseb04/o/xMv8fRLXEMrrR2dh4BoemZnRbkt3WqgDYYymWJQ78uIIuTCvrxit3uY+HUMxVtDq7Io3GddEuSAl0lnBMTXm0YnU5eE1GfwEN55JX1cTtKHtR2TEKw3l8V90avwHb0UHAFtoJQgL1gyxZ/z0OruPDCC2nLrYcffphOCwNiCq21oCMCADohsD1lc3JyqGILE8Wge8Ell1xCY3n66adJvIJrRbxHVC0uKXRTke3wTgrdC+l8TsdLcINwp+vCJwXptkG4PxY+x25wLM7WpW+Bf1P90rxNXGKBm5bTlDXbM7XORcEXThcDguQvIHOGTA7kEY7dj5bvoo+PGG5/+hrvQQQtxjXKFWFL4rNxRxXUTfGaOeHRtc3BO+vCg7DxuldjG0en9wCw0vCqrWlNEGuB7SsS9HmFgQTgj2UBz8H/swvoOgBf4fD66693eQ6GH4TaEeIZXireQWLCZ7IXJ4XNA0VwvPxrPCtW3cbCY8Y2L1uM2x6PPGNhf97peXTK2D7k799uI1srG0l5XTMpyc1wFYvTApUuRNZFOh9JtRuCxKbzm9qcx1Lb3G4WwV13lL+ll8prDHRhAORlpnggnd/pylPNNxaDVLuxXMBn1OI+Frxeukmhw32gjuNm2Q15TE9OotcHXiJCanfrWgCDD8BSsGzZMuplhQsstMQC0gmjazXUeWRdex4F9LR1XXDggfZbvBRZtw3C/T/HibCx5NGl/cN1v0kO6XzcbLj1O7L2HKfkcdrwYjqFCwjX9spGx0SWl38tO839FCu35zNPRRbVYeiCgMTYVQrd5fFbUe+Pp2e2c5sDr0mGzV6yFhjXqIwU9dYCJLLpPLzDbn2peJ9OcU/weYkIqd1Nkf3pT39K+vTpQ/785z+Td9991+wcAD7ZM888U0SMCQ2+o++8U+zllalRbmdssyqU64sG0yDcvVLdqXzGNq/PiK1udppC5+EDZWNxq1AM7ZVDlu2oNpVDV7G49K9hateNih9oYeduXbJ5ENlG/5oWZDkv9ApKobs8l97+3m9/65uf4TwWI4Xutjo/UGDFg7B1cvIOJ7leF16WC1cEn1s3EoNUu/HrcrM5dCaER9bRdvbss8+mXxruwbVHaTuvYi9+BVaqx+VyTaF7QHnkRR55zNjGkb+8WsC4UR77Ffp9qS/P30LuOukAx748XuQxzyj4cqOC8lgXXgMa8OadxotUu1DOkSBlpycrFxFqGtvID9ur6eMZE/oqJyZY7OXGWsCL4PPwDvPauPMk+G5tXbiubvq/8i48S4tzRdZV9NAGCyZlsV8aHmjk7roKvUN5Cl1EFbpbFbSFq/9SNakO7MSdptDNdKgHfFonj+1jPgYlVKWXjleBldtJfV2P3w7XBSpuU5A8yCNmjNySah5e0O1VjfR7UXaaq4ETvLoWVBudMrBzhsosIZ9WYJysBWYHBR4qqI9TLOrXpdXl4CKvwHb00JngtNNOI9nZ2XQwQWFhIf0qKCig3zW8MP7ULXn0KZ2xzZOw8ahC50EEeKXQeRdYuSFsvBrK86goLs3PJEcM9xOJHQa5cBYLnwt7juHdxJZVjmLhVFGM1hhX1gJOXroUDtc7XuuCxa1uPLJ1LX7iWGhYW1Sn0CsbWoKsNiq9w4H2Wx6wFnBUh113c2jnYXPgZHfrrtYCaHkFgN6vMIHLTTWtBr/UCaTQeTVyVz2akGcs7InuNIXOIzXL/rwb5ZFbmykOseDY1I3lUMvrHLhxcktMio3m+FhF7igWTmofj5ue2efXLZFNdT+ggZeXjsd5zWuzEbAvOSdJDS1+UpLjoiUZG4ubdYHPaOYi/4TLAYVZyq0FXNL5KbxINQciy7ubg4t1Qa86v0ERSSSeYfvsW7FiBVmyZAk54IADxETUzSCmbZC7TgFui73aeMQiwAPkdNPFu6iJR1Nuful857EM6Om/WS7aup+qoPhvp7G4JUm5Gf50aq0bIsuB4Ad1UXCh4vMi1YH2cRxi8QB5ROsTvi/3ap/zc6neUGTRSuIUZutDF7GsLKshFcbEMzd+XV7WAsxGuGoFluQhawGna6+XYmk1N6jxLUjaXskpU6aQHTt2iImmG4LHhd3/8/zIo1tfaivHFDqvRtg8VFD3pNrn+gbMq/0WD1XrsKE9zYvxNxsrlDflxj6e0PZKtf+Sjwrq84y1gJdfl4fyyEvB59E3G4v5eCmybs7rPTX+EcJTBheS3nkZrmNxq4JWG90lCl10l+B1f8QNpRsVlFdLSD6x8MnMNXNQh70A22cfjJSFEbJlZWVk7NixJDU12FQ+fvx4nvElPHiRRx7jLLn5UjmoWrgubid78VC1cKwmVkurJGxYqQ0jQ7m0gHGxLnDxO3/SANr8f8d+N75UPkQWPbtuesl605fKRx12ZXPgtC5IhN2QJHOzwa3wzI1Hlg+RNdtvuejdGlCHnRd68VKHAXtr/cS6ICvVA9aCTu94ZI1Y0r2gDre7XxcvwPbZt2/fPrJp0yZy1VVXmc9Byhb6dcL3DpcV790N3KvQOaTQ3Xtk3d/00rmN4HOv3uQbF+JaFxXoNBYO69Irx6+0rN3jzpfKi5hgkUttk/tm+257lPIhj7xUUB6dAnAT5u4mw6NYkddwBh6ZFh4N5enPYyxuyCMqsrysBS6O3bpmvqTajQpaXttMPvtxL308pDhbubWARx9Z3hPP3HiH07grskkknmH7iL/66qvJxIkTydtvv62LvTiA1+43kG5zkULnNbmEw02PV2snHqQ6z1A43BQRBcfi/DMaXOz3oVY1tJJ56/eRo0b2UpoqhglWXimwwpuUF7ygPMYa8yP4/GJxSx4DJEm9Us2j8b/Zt9WlosWDJGGWxq1fl0cs8zZUmN0TnF6jeFoLcG3ckHwvqaC8Mrkt3VWR3bZtG/nwww/J8OHDxUTUzcBv5GiH+7F3nCZ78SAmZrN9Tn5dN7Fgc3s3RUS8SHX/wiwycWABbcIOvlSnNwleKXQk+W76pbbwTud7oDofR2G6iYWX5YJHLLyGM5j9UjnYHNyqSDxaH/LahPFQQes4q8Nu0vk4Ye/YA0pcHb+8rAX7jf66bqbB8e9a4D5j6YWRxl6A7eiPO+44snz5cjHRdEPw86W6T4nyLvZyEwtejNGDprIKHZuLuyki4uVLBZw2rpR+L6tuUp9CN1XQTs/E4qZTAI/hDDQWDul8cziDB7oW8GoFxqf9Fie/Lge1j1fhGQ/vMNoccj1gLcCNrWt1mJO1YFtlA/1e6MKvy9sj624gAh/rXYu5KexmiuwZZ5xBbr/9drJy5Uoybty4LsVeM2bM4BlfwsMkjxw9ssr9uhzII6as3Sh9vEg1qo6QzoeLmFNiwasKHVUFLul8TxU1cSJsXlBBPeTX5eJL5d21wIUvlXexV7sHbA48CD6P9DlvmwNex93H4vx4WbS1imyr9BejjijJVW5zCIzuTVLeSac5QRRZ20cZdCwAPPzww13+ny72UulL5ZDO5+TX5UEeefQEDfLrulgXaLQPKgeowy/N20RuOm6E0ubTpkLsYm34pdD5+VLdKtU8STWvgQheIPg8WvVw61rAwZdqqqAesBbwOqd5kKQAQXLp1+Ux8YyTzYHHJLi568rp96lDi8jAoizliixm9tx0l+BlSWxJEEXW9tnX2dkZ8Ut3LFA4qYmDMoAHs9s2UzzIAPYEBfLY6UK94UEGUpKTyLmT+tPHy3bUKK+2RsXFTQsuXil0rLzFdJmjWDgPIeDSKYCbOqye4HvJC8ozFm6kmodS7YHRva0eUvAD1oJU5epwVYM/lsOGFnGJBetRnKLG6K/rpi0Zrw5DLQmiyMZ39AkAHgoFr4IZ9DO57VHKI4WO6XyfDybE8Gjt5O5QP3JEMf1eXtfMIRaX5JGLL5VXIRE//6UX/LrcyADX3q0u0/kcbnq82m/xII/8ir14dFDg25bMjQqKPbd5FZ65OY9QkXU/8QzXxT2pRnHEKfB4c5M9hWN3q2FzgI4OToH3EK3I+qGJrGLwmhYS2Fk5TxHg7rmxtYOPeuPi4g7vAy9im/b5jfruCL47MoC752qj+lXtyFGOKXQv+FI5pYp5dC3gRfBNxaRTfdo6QJLcpK29Y3Pg136LozrMbeKZG3XYO4VnKD5kp7ktPHN/f+SRyud1r/7bgq30e1ZaMhnocKQ3T0W20RwjHN9UML6jTzBrAQyVcF8J6V6RZStgVfacHN3Hb8x/7Zst7mPh5Et1U2DFS+3Dz9jNBCtenkfcOHmKVLvx63LyDqcmuVdvvOSR9ZK1gFsHBQ5qH6/zCK0FfD4jPoVnPDzVvFRzV9PXOHVQ4LEuy3ZU0+8nHdjH1THDy69bY9zPMAMar9BEVjGyjB0rcFg3PsNmDo254cTCn8fUkKuLu7GbdopLDxtEv68qU+9Lxc8JG6CrvOmZfUE5pNB5tXZyNRaWs1Ltyq/Lyf5h9kvlQAa8QB65kWqe5NET1gLefl0Ox4vRg1ul2meqw5yKJt1ZC7CDgtvRve57m1c3+f2xxxzgfEgEr2O3s9NnTqvE6ZXxCk1kFSM7LZngRFk3rabMJssuK1Zx1+pmHCuvaSETBxbS7xX1/pPfzQUVG0jzmFfvtPiMd5spiMWpii+izZTTWHjZP/jcgL2kgnL2pbr09vljUd9miluBFYcepfxH9/KwonBSZDkcL7w+IzfnEbeethw2hLy9w25I9do9dVRAS07qQQoynft1vQBLq1lbW2v5F+bl5bmJp9sBWpZBFToc4ODlKXG4fM1IHl220QAvaHldC1m9u5aM7ZfvklQncfGlAqnu6PTRE06Vz5Al5fA7M5KSFRZ7JQeRQCcbhoBS7bJTAPMZw7o4aePCjzwa3r5OH91sJDk5Xjj5dT1FTDgSfPfqMIe0Na9uDh7c+HCxonjoM/JCcSB24QFfqmryiC0T3arDPD6j1wzL3oiSHNfndVwQ2YKCAkq4rEC34LIPOKiByPJQZN220ZgwoICs31tP3vx2G7lg8gCHsfBRZNGXCrtG8Ow6SX/wKsZgb5qw1k7eG7fqfCYWKGxyRGQ53WjYjROQapVElr0Yu99s8LkB80ihY0pTLTHxeabNFK9pWjx6ePPebLgZD47vw/0YYVwX9X5dPrHwbkvmvvAMx5677qDgIpYfd/kFygunOLvPxx2RnTNnjvl469at5N577yVXXnklmTp1Kn1u4cKF5G9/+xt59NFHxUWawODR9ooXebz6iCHk3cU76UHuVNXCEaFu1WG48EBqCRQ2+J35JFVZtXUKG4tDD6Z5o+GgmIA63eFiXfg1cg8cH7RbQIYL+wcnJcn/O50RfH7+S/fqsJeq87G1k5fIIz+1j0fXAk4+Zle+dz6qOc9iL7d+3XQPKfhuFVmwXqEi697mwEEdbvbHctCAAhLvsLSaRx99tPkYJno9/vjj5KKLLgoaSwvjal966SVyxRVXiIk0gYEHtZsCK16K7NDiHPMGDAc6jkNVEQtefNpbOxwXEwViSeYWi9OqeF7KI8YCrVOctprCFLrbmx5kauDGBzcLp4SAl5+OJTZOL/C87B8ssYEWXOlu1GFuNgf3rZ14WQt4FDXxIo+tHlBBudg/eJ1HHAoVeWXC3JJH2OzDlxemr4EAAvdVHmOEA5sN5+c0L5uDF2D7kwX1dfLkyV2eh+e+//57XnF1KxQaZPG7zZXuxxO6VEHhwgEFaID9Dnum8lKH2d/hVAU1Y0lRHwuvKnQeraZ4kmq3Nxte6jConoECHp8nere6iYVbqtj4efambjsWbioozw4KvHq3Oo+lvZPv8cLFl+p645PsWnnkls53eW1hP1teHRQwO2EX7HtwP0bY3bp0dvro1EzWwhfPsP3JDhgwgLzwwgtdnn/xxRfp/9Owj8OH+6dGvbdkp+Mm1Gho50Ee0b/j1LOLwxncpnKCyWOHy/njXiKP7m7APEg1L+WRBznhuS5ulS3eRU30dzq82aBfkpcvlcaiWDX3UrFXwGfIozqfE6l2QR55+XXdKtXsz/HKJji95gbForjwrMUYbQvlRrjhVuXXrWtpp7UnPGwOXoDtd/DEE0+Qc889l3z22WfksMMOo899++23ZNOmTeRf//qXiBgTHtAv9YEPf6Sp4l3VzWRgUZbjxsY8dleuVdB2jul8l83/WzykDqNf10lBFG9CwIuYBBWquE3nc9j4+N8P2D/Urgt4mOFeBQKoY1LNuV+qK+8wL7WPQ19QXil0Hj5D7sqjw3UBpR2JCbdiL8ebwcB74GW5cHs+8yD4bNtDN7HAsWK1eF6UUl1r8AV4Tzzujaph+yg79dRTyfr166kvtqqqilRWVpIzzzyTPgf/T8PZTa9fQSZ9XNXorGdqVYP/5wpdzG/m1eSex5QxBFoCsL2Y/Vj4KbKBi6pbv27ipPPZ3+GcsPFJoXOJpYN/LE43G7w7KPh/p9u+w3yURyyCU9lBwUzPeqktmeNsD0MeeRV7cSGPvAi+SzsXB/Lo/nzm09Ocx2fUaGRw3Xp1vQJH7wIsBL/73e/4R9ONAT1Ty6qbyH6DkNpBRX0LWb7TP/2qNN9B2TjndD7XAiuXiiyqwzxUUC8p1e4JGx+1jwep5pVC56GacPUOJydRJcmtX9dtCyPYKGOXC/XWgh6uW6Qh2eNXBOcf5mGX6AARx+IdXi31HB8rAsij200PHnc8YnF/PnO0Lbkk+DwyT24tVK0cY/ECHL2Lr7/+mlx66aVk2rRppKysjD7397//ncyfP593fN0GuDNqaLXfueDdxTvo91656eSAPrmuY0HFsNnlbo9LOp+ZHKVaHXZLkjAWHt5h14oso1S4jsWld4xXCp2HX5dXCp1Lipaj/cP0PTomBHxapLHrqlo1x5+HlDwSUltxGIVeXig8Y1VCbv5LD11bXF/nOF5bnPb65blJdns+txp+3W5LZMEHe9JJJ5HMzEyydOlS0tLSQp+vq6vTKq0LIOnDoi072FrRQL9fcuhALieJW0W22rBHYDcGd7G4tTnwGd0bnOZyV3jGJRaXhI0nwedVYMVTNXHvY+vhgZsNH7WP/R2qSXVqEscWaa4ne7krgmM3bryn0rlZE9cpdJfDGXgVnQWJB65j4XudczKOu0WAIut0XVo4bpK9ANvv4re//S3tWvDXv/6VpKYGCotAnQViqyFfBUV/bO+8DD6xoArqkDyafl0Hk7i6xJLqLhbT5sDBWuC2mTvPVmDuL2T8bQ5ui714KNW8fKmeII8c1WG3qrlp/0hR2yKNZzo/qEWag3OaVSx5T6VTqYKyWQ0nhI3ncYuWMC8osm4VfJ6b5Ey8L1LrUqfSWgAvwPa7WLduHTnqqKO6PJ+Xl0eqq6t5xdXt4IawVRv9Xgs49YMLqKD2T5B56/fRMXxwr+pX6C9g41N45m7nyUN5NAmbYxUUFVmOhM0DNgfX6XwBHRRUp9B5kEe+5MQ5qfb3BeWYLnah4LMkzy0hAP8mipfYGkmVFzS0s4TTWLiooEYfWbeELc1D5zPPWNx+Rm5HTmO2EzeElfX262q6vUe2tLSUbNy4scvCgD926NChrj+g7gqzOt8BkeVZRMT+Hiex/PsHv2f66JG9SFZainLlEcf+ZnOoznRr9jdJNUd12G1qiccxgxdmx8VeAtqSufbrekiR5RKLi2lNPFs70VhcHLs8e5RCCt7N8cIzhe52Kh1fb7dbywX/QlKnlgu+HlmXnxHHWCCz0d8Qil6at9l5LN1Vkb3++uvJrbfeSr777jt6Idi1axd58803yV133UVuvPFGMVF2A2Qa07ScKI+8d1cmkXXQCmZXTRP9ftbEflxicbMjhwsf9teFrhCq09Y822+ZhUROySPHoRXu/boc25K5JI+8UujsIAInsbApdJ43YTeEjf4elx0U2FicnNNB6XzGb+sU2ArJyXnEq4csD8sF16yGS8uFOf6aYxcSp9YlnpvBFEbBd3TschxCA5gxwX+P/W5LpVL7hxdgW6a65557SE1NDTn22GNJc3MztRmkp6dTInvTTTeJibIbwE2bKd5ENhCL/ZO1rrmd6/xmN6pWZUOrqSQVZKapV2Qxnc+jLZmnFFk+sfBQZN1sfNgUOp9iL07kkaPi50hhY8gMn0p05wQ/QB57UPLnFnTD0uLs2OVpt6CxJCeR9s4OhySJH6lGywVcO/2Wi1RlBVbgBcVY6lraTMFHRYEVCHe56SnUOgcCSYnNmhSeqjngjPGl5OkvNpAdVY22f7bbWwsAjzzyCKmoqCDff/89neq1b98+8pvf/IbLh9NdgenmJgdElrdx243BHoksr7F3bojJK/O30O8De2ZxMvs7H90I6Vn8uQzFCltQLByLvZx8RjCSGZVHnn5dJ58RxIEbHy6k2g15DCKy3kjnA6Fw6wV17ZHlXG3tprME71jcbAh5kmq3lgue7fRgswLkEVDbZL81Jc+NKba4BGw2OgWpPF4KjK5AdS3t9JruJPPUba0Fb7zxBlmzZg3JysoikydPJocccgjJycmh6iz8Pw35zfZ57jrd9kuta/an8vM4FZ65IQPfbKyg339yyADlNxpcF0AuB7XazehG9nPlWdTkZF3Y+FX7ddlsCBdS7cKXynPMJ40FVVAX/kseozXx9zg+djmqfezvcbPZQAuJyljMdeFg/QjK+Lj4jHhMsGLvJbXMNVQVeRzWK4d+f/GrTfZj4UwecRy9D9Rqm2vDc7PhBdh+F1deeSUlr9BPlgXYDa666iqesXUrZJrtt5xYCzqEqBR2L6iQmuWuyLogSZX1/h7Hhw8r5hKLG+URO0tkpyVz9jy6I2xcFFnTcuG8t6IXOijwj8WFFxRJUhKnFDoHhY1nCt1pLLxTom4yPvwzYe69w7zuAeku+pq3cSbVaFPDe4uTWHicz4BLDxtEv/+4q9Z28ZmIYxffV53NteFNqlXD0bt46KGHyGWXXUYefPBB/hF1U6S7aL9l7oB5nSAO20yBmoxpYh6qY9A8dAckyfTr8lKHXaREN5TX0+89c9x7dYPUPgc3vUAzbPdtg4I3Gw46bhjHO/wOHoTNDRkw26NxaCrPi7B5SXnkTR6dFVjxvQG7aZHGs5DI/3t4eIc5qaCGEGFX6RNREY+iSG2Tg1g4f0ZThxWZ11AsJFZ17Aa17Wy3d8xojyzsSi69lHz55ZfkxRdfJOeddx5pavJXqmvwIAPqVQqnFfHY6gqVR5WKLHiGwDvEUx12o7C9avh1x5TmcYnFTbFXozEGmVe7Njez2QOFXuoJG+9Y3NhiAgMrOHtBXawLL5+hmywLb1LtpXS+Gx8zb5KUm+lGBeVLqjGFvnhrlfp7Y3KS6dmttklkRZBHp5MvW83NBp9jVzVsrygqFYcddhhtwQU9ZWGq19atWx0F8Nxzz5EhQ4aQjIwMMmnSJPL1119b+rlvvvmGpKSkkAkTJpBEQCDF1WGbsGGGg7dKYfeCyqYreCharkg1cwHmRWTTXRC25Tv9w0IuOmSg8hswKgl4g1BZMMNzhLA/FmfZBN5dJdwqbIGBFXzXxV2zfV4bZefrwnM6kluvOe90vivfO+eiJlRknfhSeR8vB/bNp9//vWyX/XQ+51jYDN9+YxS79Vj4Enz2+tBikzckWvst2++CHVk3cOBAsmDBAjJ48GBy4okn2v7jM2fOJLfddhu5//77yQ8//ECOPPJIcsopp5Dt27dH/Tnw415++eXk+OOPJ4kCp2lIljyo9o2ZXjqOJ4dT5REvwLBj5U0G7K4LvL7R8JpNHFCo/KZXzbG3Lo3FmATU6gUV1IVfNzBYhK/a52xd+E2Bo7G4SOfzThW7yWy0JnA6P9sYINPAZLasx8J3XXj4UnmR6quOGGxuwHfut5f9xesAT/KYne7MPyxWke1UWiCuGrbfxQMPPEC7FCCge8EHH3xAbr/99rCja6Ph8ccfJ9dccw259tpryejRo8mTTz5JBgwYQJ5//vmYQxkuvvhiMnXqVJIocOrtE0JkHao3vPvkuVFvkMjy8uq66VrAqho5nG0OTtThbzf5G2iX5GYo9+vyHNtLY3GTzuetgropguM4QtitF9T04POyonio2IuLd5izF9QReeRche4lXyqQ6gE9/VOs9hkFvKqKvdxMvhRDZB3GYh67fM7puCSyQF7DFYDNmTPH8u9pbW0lS5YsIdOnTw96Hv4NKm8kvPbaa2TTpk00DitoaWkhtbW1QV9ehNMLKjsjHCfDqFJkeaf92BPNrvKIO1RoqM0LTpUkvBmAt4pHcZVbK8o7i3bQxwf1L+ATiwvlES0gORxGCLst9jJVUE94ZDu5+phdeWQ5k+pAAafzntncqvNdHC+80/kBItumvINCYba/KPV7B75UUwXlSNhwoE21zXQ+b3U4eJy8zYylAJsDxtLiMHvKy9+tGpbuHh9++CFN+aemptLHkQC+yDPOOMPSH4aBCh0dHaR3795Bz8O/9+zZE/ZnNmzYQO69917qowV/rBU8+uijlGR7HW7JI/w8N1+qw8IzIYqsw9SfiN2v064F6Enl1T3BjapVUd9ixnP90UOVd3MQ5dd140vlTR7dtEjzQhEcWi68oA7zVtjSXQ2i4UtMMHvE+vtVkepjDyghz8/dRL7eUEEnRw3o2VW8klmdj9cHu55dER5ZzB459qVyJNVOJ4K2Jlj7LUts8KyzzqLksqSkhD6OBCBSQE7tIJR8gQc3HCGD3wt2AiClI0eOtPz777vvPnLHHXeY/wZFFuwLXoNTzyMSNl7Np9lY7ComvL10wbE4LzzjFovDoiYYacidyDpcFySOhVmp/LoWuPA8YsEE7wEajoq9OBM2dx5Z7xR78S6Cc6Pg825LhiqoI1+qqHS+K18qn1gOGdKTDC7KIlsrG8mG8jpHRJarCprqIRXUYSwihB68PjTbjYVzbUJcENnOzs6wj92guLiYJCcnd1Ffy8vLu6i0gLq6OrJ48WJaFHbTTTeZsQDxBXV21qxZ5Ljjjuvyc+np6fTL63Cq3pgpJa4qqLvCM5yupNSvK2ByiVPlMZA+F2BzcKgO81JAg2Oxd7zAufvBD2XmGGHVRU2oavBTZP2xtDtqS8ZZBU1xE4uhVHOzFjjvcsG7LRlaWpz4UrFnNj+PrPMJVvi58iRsA4uyKZGtalCvguLnbbfACm0OXvCl8rbF+GNxpsiKIPgqoexdpKWl0XZbs2fPDnoe/g3tvEKRl5dHVq5cSZYtW2Z+3XDDDeSAAw6gjw899FASzzC9Wh5IobstPOOZOnFrueCpVDsdrYmDAnipa64U2Ub+RNapgr+jqolOyAEcP6pEudqHs9yx9ZBKy4Uom4O7Dgqcu394oC1ZgDyqT+eX5vuLLz9btce2QiyinVJPo6vJ/ganvlQB5NFhOp+vRzbJWSycswluBiK0JFjXAktX7KefftryL7zlllssvxZS/jAhbPLkybQDwUsvvURbbwFBRVtAWVkZeeONN0hSUhIZO3Zs0M+D1QH6z4Y+H49w3NrJIEkiFFm7NxoRF1PH6rCAdXGrDnvBOyzCr+v0M9pV42+l0zc/g0we3NMzfl1ea8OFPHrAI8u7RRqqoI0O0vm81wXT+ewwF1U2B/ClQjFoQ2sH9aaePLaP9VgEEDbssNJgDFBRqYJmukzne8FaIMI7jOdBSzfvI2uJyD7xxBOWfhl4W+0Q2QsvvJBUVlaShx9+mOzevZsS0k8++YQMGuSfZwzPxeopmyhwegMOTN0RkEJ36ksVkM63X5UpwHLhVjX3gHcY05Z8FVlnqWIkjn0MJUp1j9Kd+xvp98IsTmOEXRQ1BXypnImsk/66nAvP3KTzuZNqF50CePuY87NSyWnjSsmHy3eZx6IXKuLtFsKJ8cga9wEPpNCdxsJ7Epyrnu8d/G0OnieyW7b4x2uKwI033ki/wuH111+P+rMPPvgg/UoEsJW8ML3E6tx5kSTJbsGMma4QkM6335ZMRLGXMzIgIo3jVB3GmxLPtmTYIs22OizC5uDQrwvpUyAQgKG9sjmTR/ukut5QwTJTUxKuFZhJHh0psnwLz9BGsqu6SflmA1CU499EVdlN5wto/G+mrT2kgton1Xx9zDz6yIoQnVptE9nE6lqQGO8iAcAWJbXZKKgTnbZmJ7lZjYXvCD6Xfl0B6rDj0b0iYvHAujhNoVc3+W/WBZwUUBqLw2wC9MvE6ZfHj+6tvP0W+nV5kXxUkXDCnMo+suhLdaSCclaHh5f4h/us31tPfti+X6nNge2Xut/Y5KkkJplpziZYie0U4DCWlMTsoOB08mWrgHu1Sjja7u/cuZP2k4W0Pww2CJ3WpWEf7AUIDjKr6SoRXQvSDYUNOCxU5lpNEYnw3Ti1XAghsg4VNjHk0ZnyKJTg21yXaqGKrL1YUAE7YXQJt+EMboqacIhGfmaKUr9jMGHjVGCV7tyXyttaMLwkl0wZXEgWbd1P5q7bRyYOLFRmLQBkGeTRaV9Qnul8XGP7BVYiVVD1hM3pNUbEuji1UrUJOF5UwvZV8osvviAzZswgQ4YMIevWraO+1q1bt1Ll7uCDDxYTZTcksvYr4nl6QXsEHfBWLwIiCRsQaieWC54XsFSHlgsR9o/ABUz9mESn9g8kMlhww9OvazcW7GebbyhiKtcFrqULNlXQxyV5fPzDOemogtonj5jO5ZVCD/hS3RBZfuTxiOG9KJEtr2t2GAtHwuZWBeVZYOU6lh4J2WbKbTrfG7H4/LEkSLGX7XcBnQTuvPNOsmrVKtox4F//+hfZsWMHOfroo8n5558vJspuACBoOGLWTnGIEI+sU1It4MLOEi47O2ARBJ/1GTqxXPCMBX+X/W4O/ImAU/sH75Q169d12pYMBkWoLlT8av0+M7U8ujSPSyw5LlRQJJww854HsJhuW2Wj7XgCrcD4+1Ir6lud2Rw4xpLp0gsqotir2fGoci8UnvFXQR0PLxKggjqtZ2nr7h7ZNWvWkCuuuII+hkEETU1NJCcnh3YeeOyxx0TE2G3gZHcl4qIBLWBwuJqdWETsONmT3g6RFWG5wJMeLRdqR/c6S2+JII/OW6TxJ9WpLhXZAo5ENtBmyt7NF3vrDuuVTYYUZ/NtM+VABUWbAy/lHCZGFef4h9S8Nn+Lo+MXiQ0PYLs1u2sjQh12TmTFeWSbPeCRxc2CF1RQt+0pRQzpafXAuqiE7XeRnZ1NWlpa6OO+ffuSTZs2mf+vosKfDtOQd4KIqIiHNmpOfEAiOwXY9aaK7OZAY+nwRiwdnT76ZTkWEZ+RpwrPnKkl5sQzjoVnTlVQbEDPq+jMTSwivMwpyUnk0sMGBpF2q0C/pogepXbJo4hir8w04/j1QEW8mc73gEfWqS9VpApq19ZltoQUsS7tTlXzbuqRPeyww8g333xDxowZQ0477TRqM4CJW++//z79fxpyCYEI5RF/H5ABJ+owb1INJxu8T9UEP0gdbu8kVjmPyE4BSKqTk5I9UHjmt1zAZ2aHCHijLVkn97ZkTnuUoq2AqzrMNP6HjQ9kXaygrLqJrNtbRx/3L8zkFs/I3rn0e0W9XxSxigZD3c7mVJAX3Gy/Q71HNtVLvVu907XAtfIo4BrjBRXUaTF0W3fsIxvalaC+vp4+hh6u8HjmzJlk+PDhlgcnaPDbdYogJmwsTvy6vE8OiKWto8NW/1YR6wJKEtz/QQB1pFQL9A5b7fEpsqctHi9YcGU1FhGeavsKBX91ja3Ot0Pwqw2bQ0+O6jD4UoGwAUH6eMUucuaEfpZ+7q3vtpn9VgcVZXONB1BlvFe7Az14FgiiCmpbkTX7yCYrJ7KBZvs8ffjOxp+KVUE7laugjsfJC+ws0eq0j2yCFHvZvhoMHTrUfJyVlUWee+453jF1WzjZXZmjWHmTR0fqsJiTg16cWzvM96oqhU5jSfaGUp2a5NByIdBaQGPp6LT8PkW2SIPNhh3lUQTBRxUUYoG2Qeg5jAUkdzz768I6TD+wN/nPsl3kgx/KLBPZrRX+CVNXHzHE8lpaQXa6M7WPd+GZG+VRiLXAjMUeMcH+wDwzCm5JEl9S7dKX6iV1WEQsHdZjge4/WOORKIqsq3cBamxtbW3Ql4bclIWIininfl1RsQTWxY4i2yGkvUhgs6G2swR0uXAyiAC9dyItF5ZjEdGWzKWPmTcpQe5X12LdXtAgoC0Z4MIpA+j3nfutT7HaZ6T+cXCASl8qfEb76vzxFBudBlTFwvY05TXxzI3NAUl4dhrPVnYOyaMQL6izbiSeUoeFFCDbXxf280wUj6ztFYVxteCNhaKv/Px8UlhYSL8KCgrodw33FdequxZ4za/rilQLsDmwv99OLKLWxZblokOc5YLG4uQz4jouN/C+7KRERRVNYoEUKpv2CBLf46Uk198poLy22fa68FT6nPYofX2Bv8NBdloy6WW8F56x2CWPImwOTidY4eYny1C6veAFTfEEeRSX9bETC1uUq1odbgsisomhyNo+Ay+55BL6/dVXXyW9e/e27PvSEOSRFZXOd9FBgffJEeiZqp5UO7N/CFKqU5JoStGW5UIgqaaWCyfHLud2bZACh5tGY2u75Ur7gCLLl7CN6ZtHvtlYSV6dv4UcMqSnkklaCEzH2/HsBkbCciayBmGDY8aqBeTrDf6uOCeN7cP1vpOVmmJeM6wOgIH0LHaA4GlzwPMSUr92rDGoJuNkMJ6x4PFoFUjCeW5+XKugitP5weSR37GLv6vFgeDUrYnsihUryJIlS8gBBxwgJqJuDGd9ZAUTNsV9ZNnf5yUVtMVDsdizXAhSqj3U5aJXTjrZU9tMymtbSGl+pjK/I+CqaUMokV28rcryz+CxxVuRReURhCH4G1ZS4gHVnG8sWUwKHIiPlS4E0EEBcN6k/lxjyTCKvZAQWrl+gRqLM1H4TqZjijjbrfmq4XVITth15RUL/G6rUxVhg9RokuoUpY3/RaugLR5QQd2Q6uQk/6Y/EWB7RadMmUIneWnwh5ORlqKKmtIc+C9FFXs5OVlF9LRlY3HWRzbZMwo+b2LipMuFKPLYO8+fdt5rI4Uuyt89YWCBOTXK6jHTLFgFtZPSF9FZIvT3YaGS1fQ5TwUUj10UeK02/4fNCXp1eXpk2XWxuimEzANChCJLY7F87EILPgGxMGKG1amKQeRRsbVAlArqpCCvNcF6yAJsb5lefvllcsMNN5CysjIyduxYkpoafFEZP348z/i6FZwdlPyLd9wTNr4niFnUZOfCgSerMBVUvf3DyWeELYO4k2ojFjvePlHksSQvA0YckFmr95LpB/ZR5pHFFlpAkuDeC9PDSnIhtsiAm7RJHjlvNsDLDDdhOB5BNStUaHMAdQ/bgVk9ZkQp1aDiwzEIJMyqyvam0ZZsfH//RoUXYEw5Hi8t1DIUm7TjRgA+WxEkyU6LvwaGVIuwFthp8YfXOpHtt6xadESpoE6KvdoSbKqXIyK7b98+Os3rqquuMp+DDxI/0A4bfj0NfkVNovrIOkmfiCo884RS7YbgcyfVPTxDqqEv6O6aZlJlTKVSuS5HjSgms1fvJZ/9uIf84dzxllKiojyy8LezUpNJQ2uHJRXUf3P0P+ap9CEgVd3a1GldkRUw0piNBYis1W4BgVj4rwtcJ4DIWr32rtvjHxJx5bTBXOPAqYp2bDqoyFpt72YV7LXTaix4XNGOHRwJWyiptnLNaGxrNzcHInp446hyK8qmKBXUmbXA5//ZBCKytt/J1VdfTSZOnEgWLlxINm/eTLsYsN81JHtkBfZLta32CfeCOrE5cL5wuCGPojpLeIBUlxjp/PI6+xXxvGO56JCBZs9RKw33O5i+iiIahGcaXkErKXR24yiCPGK617a1gLMKyip2VtYFhBIclSpiXdKw+T+j4kUC+EUrjQ3b6NI8AbHYu97trfW3JCvK5teSrMuocouxoCLL01bglFTjccU9Fgf2D9EiT4eNUeVakSWEbNu2jXz44Yd0kpcGUe55NHv2ifKlekCRddS1QJQv1UPk0UtFcNjaaWO5f+qfnabcvBU2SKEX56TT8afgk4XH0dAqiTyyXsZIwDQ7ZCtFKCYB8thu6TMStQlj1xo7I8RSkVCp5tmuLTQWK+c1+xreKijGUmcjG/bc3I30+4CeWdxjgesEvF/b5JFjGzAAqLugrMI1w2oXBdys8Sw6C0eqs9PVec1Dh9EkWxhVHpgClzgeWduretxxx5Hly5eLiaabA/2cdvqCCitqcqDICu8j60AF5X2yulKHOX9GOUald22TtWb7oGqJIib9C/030feXlpF2m2RAhAqal2mMhzUmQUWNpV1sLAEi22ErlS+itSESL6wst/oZiSCPdjaFLHkRsdmwU5/AqrZiYrHue4TNxqKt++njczl3c3CycW9s6QhqaSYkFqvqMPbW5bzZYPtmW14XtFwIVKpbrKrDgtpkqoTto+2MM84gt99+O1m5ciUZN25cl2KvGTNm8Iyvmyqy6vuCOmsFJjqFbr/NFPdUjoPqfHEqaEbQ9CWV5BGmRj0+ez1NuW6uaCAje+cqKcRAZNtK5/tfAzcnUH2UEllBXl0n1gLxhM0GeRSsmtvpmYoWByjaEUEG7JBHOPdh/SCWU8f24R8L1kpYsFwAaoxNNe+pdEF9s62qw9jPVoBqDrFQT7VN7zBvgu9kqmJbAnpkba8qdCwAPPzww13+ny72UkEexXQtcKM8eqKPrCjvsPkZdTiYa82XJOF0I+iXagUiU+i98zLIAb1zybq9dbToKyaRNTZrIDqKaAOT6YA8pglSQTG1aYU8BlpvibnJYAGZFcImmuAjWbeiJIn+jJwosqI+Izu+VNYHCkqhOFJt7Xr3yard9Huf/Az+sdgsQA5YC9QXB4oqyKM+5pQkeqxYjQU/SxHZJ1Ww/U46OzsjfumOBQrUPsEmcicqqBfaTImyOaDHEKrQVaug6Ev9dNUeSphVT3QpyvEXm1RbKLBi1XsRxATGmIa2A1KlgmbaiEVUL2YnJIldFxGfkZ2Ne2DCmKB1sRGLyKIz27EI6jncxcdsMZbPV++ljw8eWKje5mCm80Wow/baXomYvGbGkmxP6MF1EdEVRRVsnYnt7e0kJSWFrFq1SlxE3RhOJoaI6sXpypfKu8WIzVjYCk7eiiwWDlXWtyqfa33oUP/IU5hitXxndczX4/qJmuiCyqMVFVTUpseMxfAPNxo+OaWx2Ejni44Fuw/YUUFFdCygv9dGOl/0ZsOWX9dQZEURATs2B1G9dUNjsXLt3VLRYMZz+dRBSmNhPbK4qVXZ811UBwUn69IoMBZVsHX0A4kdNGiQVl4FwQl5FHUhc6aCekORFTXRBSf52PKlsoVEnInsgX3zybh++fTx1soGZUVniGyjUhlvIJYmjIkij6nWi5pETRgLVfGtNP4X2SXAviLrPeVRGGGz4QUVvS52VVCvfEYw8AMwoiRHjM3B5v0Rr4lowUpYdTjZ3rqItFyogu2j7Ze//CW57777SFWV9dnhGuInNfFWKuzuOKFSHbPbojoo2J0AJCIWvCgu3eavFLaazgePIc8G4Qi4abC9JK2si6jRhKjINhiVy9GAnTlEVc5mm4qsehXUDhkQlWFx40sVrYLai0Xwuli49oI3kv0ZpZYLU8hIVt4SUrRSbeeeBJvpNxb6p68NKsr2AHk0OigI7f7RYY9UC+gsoQq238nTTz9NNm7cSPr27UvV2ezs4INk6dKlPOPrVrDbbD+oSThnpQLJjnUVVJz/sqfR6BubkNtL5/MlbXhRLKtuIku374/pBRNNknIyrKfQA4q5mBtNTrr1HqWiCw6ybPhSRaugdhQ20c3KbZFHwUVNdtZFmrXAhlItWh22Qh69pMgKV81tqKBgtUJ72dkT+3kmnS+qg4K9IjgxbcniisieddZZYiLRcJBCZ5qEc77Am6k2q5WQAntxFhsq6L46a+l8NoXOu0jloP75ZGhxNm0xBapsTCIrmJigClpvR3kUrcjaKLASRR5RFUL1LN5UUGEeWVv+SzGbZFfFXoJj8ZRf1xZ5VK+Coqgi2jtsJZbd1f4Jg0eOKDaFEJXkEWsqYJS3V4q9srozkX3ggQfERKJh23eDFw4xHlnrIxtDY+bdqgd9qVDUZCkWgSl0IMYnHtibvPjVZqrKWo1FmCJrSwUVGwt6ZK2k81HBF0Xw7RA2WdYCKzc9L9kcRBM2ZzYHsceLrU4BXiD4gtfFzrEr3HJhg7BhlwD0p6tWzf+5dCd9XFqQob4IrlWcOqwKjk0SS5YsIWvWrKE39jFjxpCJEyfyjawbAm/qVnd5IsdZ5mf6B13UNNlL54vo84iN/7dVNpI1u2tjzjc307OCLu64NnUWpkaJLrAKKLIWYhFenW89FuHV+XbIo2DV3BapFh6Ld8ijl0i1l2Kx9RkJV2STvaea27BceEEdnrtun2lzOGJ4sbBY2iy2ytTWAmi+Xl5OfvKTn5C5c+eSgoIC6tOsqakhxx57LHnnnXdIr169uH9Q3QV2x8KKHGeJKmiFxTZToqZ6ASCVD+QRpsZ8uHxXTCIrOm2No2HtVOeLU2RtTLASTJJQ/UA1RG2bKesZBS+RatGbDSQZnujdam7c1XeWsOcdFkvY0uO02KsZYxG22bBBqgW3JbPTYWjTvnr6ffqY3qRvQaa446XDWrFXtTl9LXgqazzD9qd88803k9raWvLjjz/SzgX79++nfWXhuVtuuUVMlN0EgalRFomseXHnf+FAX2qFTV+qiHQ+VPvffNxw+nh7VaOFWARXxDtQQYV1CjDS+V5QZANTo6wXNYkusLJyAxbe8srGDdhsSya4/ZYXCqzskGpMW3tBeWyWpVR7qNjLTisw4UVwnvIOxyaPaPsSQWLtkuqOTh/5av0+YdPX4sZa8Omnn5LPP/+cjB492nwOrAXPPvssmT59Ou/4uhXyjB0Szqu2fnHnf+HAxv91Le1kY3k9GW60eVJVpILx1DS2KS/eybahyLYI96XaV4dFEXw8DlGx8oQv1QOx2LI5yBqIYKm/rnEeie7d6oGetk5G1ApXQb2gyNryDnspFknWAjvt2jxA8P+3ardZID66T/TMZjzB9srCKNrU1K6SNDwH/0/DOXrZnBoVaAPD/2TNy0ghA3r6d5CvfrPFQixyCBsQa9UtjHIz7PRL9U46H9dFdHW+pU4BAhV8NhZPqMMOCL6w9lt2+oKKJo/GsWuHPIon1fFlc+hO7bfspNBNUi3YFmNrXTzQj3ndnjr6/dgDeiWUImv7Uz7uuOPIrbfeSnbt2mU+V1ZWRm6//XZy/PHH846vWwFn1QMpsVKFHqgS5X+yguf26sOH0Mcb9voP/mjAeLMFTC5hvaD1zdYVWdGk2lJRk2CSlOHECypakbXVKUD9jHjh6rAN8thq2GK84B0WNWzFjMUWqZZU7GVDYROdtrZyHgXUPtEe2fhsSyZsXVIcdFBIU3/slhmddqYM8Y83TxTYvlr+5S9/IXV1dWTw4MFk2LBhZPjw4WTIkCH0uWeeeUZMlN0E0NcNycBaY+dkaZa0Qax4Y4xRVGVFIcZYkHCKUkHtkEdRah+2vLLSL1XU2F4EHi/NHlD7bPVulTaEwAPWAg8VntlTZAUr+DY2Pp6yFnhodK+nYpGlyNrwMYu2FljpoGBaUTzwGe0yiGzffDF+XVWwzToGDBhAp3fNnj2brF27lnYtAI/sCSecICbCbgRQQYf1yiE/7qolr32zNWazffTSoreWN7Cq0Uo6H9PsWYKIbKBTgBWVQlwRHDsv20qnAOEqqI0UunC1z/i9bH/j2IVnPdQrj55qv9Uhx+bghYEIDryg3hqXq17tk6cOWyGPgn2pDiaeCZ8y5gVFNtl6LDVN/nt5oYAhESrhmHWceOKJ9EuDL66YNpjc888VZPmO6pivrTX6mOYZfU2FqaAW+qUGrAWCxp8yimxnp492MogcS4dQpRp31nDhiBULkkfxKqh3FFlLyqPoTgE2bnpt7WIJvp3Un6zCs3gjj7KIiSdi8ZKP2Qmp9tLx4oHhDF6avtYi2FOtCo7u9F988QX9gp6yoQVer776Kq/YuiWmDi2i3/damGK1ZFtVUJGYKBUUdpSQIo9GgHBEqijyyFoWIKUfrQdewHIh5sLBXpDgohptpy2LmLR3+kh7RydJifIZibY5oHIHygxkaqL1NvZSdb5wFdTsoGCl8Mwg1cLVYTseWbHFgV6YYOUslsRXZJ35UpM8E4twX6qtgjz1HtkWwZYLVbB9xD300EO0zRYQ2YqKCtpHlv3ScAe0CcABF+0kqahvIZ+s3EMfDyvJFqqCWmnvJFqR9Q998D9uipHSF67IMheBWEqo6KrioFhiXFRFtyXDCzW0d4l1UZU3TcsLKmiyhxRZO4TNO9X5ga4F6omJLFLthbZkznraqv+MRLamtNunusmIRbS1oKVNfTZBFWzf6V944QXy+uuvk8suu0xMRN0cLHmsa24jRRHU1h+2B6wHZ03oJyQWIBlwwMNFAcaxFmRF9tVgEZYo8gjqHqSJQB2OVUxkKrKCLhzJST1oIRmoZ7H8oKIL8tgbGFykohXbiRxaEXpxhJtwtBuaLMIGcVhWhz2gyIpuY+fIC+qFlKhowmaj/ZaXUsXCFdlk+yONRVsuPGEtcFIEJ+jYLTT8rpUNrcrXRRVsr2xrayuZNm2amGg0KElCAgbkMRL21DSZY+9EkSRATrpR8BXDJ7ut0j9xq6dAE7lZoR+LPBrqcJagVmA0Fos9U1EdFtXNAfy5eFGNpQ4LJ0nJAdU8ViyyrAVWVBMznS98IIL1Xr+ilWovKI9eKrAyp4x5oJuDl3q3enIIgY3CM+FtyTywLr3z/P1gy+ualXdzUAXbR/+1115L3nrrLW4BPPfcc7R9V0ZGBpk0aRL5+uuvI772/fffpwVmvXr1Inl5eWTq1Knks88+I4kGs1tAFPKIlZAiSSy2BGP/XjhsrWggX64tp48HF4mxObDN/2ORpMYWseSRvUDGigUVWRwlKwK4049Fqk3fmKCLGKieVtVHWSNqaSwxbjaiCT6Sr04foT5mT0w8s9K1QFKq2FoHBcHk0U4HBVleUBtWFG+l8wUr1bZ6/Yru/qG+a0Efg8iu2FlDR9BGu+bi/+/21oLm5mby0ksv0TG148eP7zLl6/HHH7f8AcycOZPcdtttlMwefvjh5MUXXySnnHIKWb16NRk4cGCX18+bN48S2d/97nekoKCAvPbaa+SMM84g3333HZk4cSJJFEC3gD21fmtBJDS1ytlZWelTirObc9NTyBEjigXGYk0FrZdBHi32bzX9uiLV4dRk2sEiFiFoMGIRqlSnJtPPJ1YsZtcCwcSE/q1Y3mHRHRRCSHW0gjzx/XWTTRU6dscN0V5Q75BHW0VwonuUOlL71HtBvdTTVrQKWmjY7KBWRXU3h4E9s0hKUg9a8PvOou3kkkMHRYgjcE0WtfFRBdt3tBUrVpAJEybQx6tWrQr6f9F8aOEApPeaa66hKi/gySefpArr888/Tx599NEur4f/zwII7X/+8x/y0UcfJRSRRZ9stP6tuMtDxVSlCrrLsDmcP3mAUGKdbnEc6/Yqv82hSKjNwSapFvg5WY1FdDcHGgu9QLbFjEV0KzC4FsGND/5OLHJijhEWfAMGQCzZ6VYU2R7CYwFykpGUrG4sLEMeY/mYRZNHW0Vwggs47ah98lqkdXjGr2tnpLH4dH50IgvHdaC/rpjjJT8rlZw0tg/574rdtHYmEpFlj6du335rzpw5XBYfvLZLliwh9957b9Dz0BFhwYIFln4HtP6CiWI9eybWuDUkPdHIo+g0cdcUeuSLB3YREEmQrKqgP2zfb05FG9gzW7lfF7s5CLU5mOl8tYVnNBabSrVIgp+ORDaWX1ewCsoWB8a6CQcsF2LTs3izj3ajDyhsYskjANYmGnkXTR7t+S8Fk0dHhWcesFwIJmxse79ogPQ5ntOiCqyQyFY1tJLa5raIQ4n8mzT/4wyB17oTR/emRLZsv19UinaswLEeLRMTj1DWgwFad3V0dJDevXsHPQ//3rPH31YqFv785z+ThoYGcsEFF0R8TUtLC6mtrQ368jqQnEZrM4X/T5Tvpkssbd6JJRpJ+mTlbvp9aHE2GV2aKywWc6JWDJKE/XUzZSiy7R6wOVhsHdQgIRarbYxEtyWzQ05Ee2QhBYn3sBajf666NlOsUt3hCeUR0rPRfIY0Fg8VWAkvgrMYC6wZFk2KSqFjhi3WyHT2WBJnLUgl+cYgoufmbIocCyMAiewUkG/EUtfSZsHikFittwDK31FoOilWignx9ttvkwcffJD6bEtKSiK+DiwK+fn55heM2PU6rKTQGwV7gOyooI2S1GErk6N21fgrNy89bJBtq4uTWGKl0LdVNtDvxYKGVvhjsVbsFejmkKxekZXgY7bqe8QbnyjySGPBY1dx4RlaLujfinG8yOhygYhFlGR1CrAXi/gG93A/jAQoHATi7QVSzZ7vou5JJYYKCnYttGyFj4UhjwILW8+b1J8+Xro9cv98FBcwKyMKuWhHjFIgLto33C2JbHFxMUlOTu6ivsK0sFCVNhRAXsFb++6775ITTjgh6mvvu+8+UlNTY37t2LGDeB2ZNtL5osmjFRW0WUKamL1YW1GHvWBz+HD5LqqCAp8e0DNLYCz2ujmItBbYbUuWLVSRtXYTbpCwLlZjCQyKEHfTszqgQXQ6H9Kb+D5jxmK2UxKvDkf7jGSQx3TDVgIcFv9WOLADUESRajYj1xktlqBCIjHrAvYsbE25DqqhY8QCxxYQSFE4dVwp/R4tnY/3I1BBRQoruRY6HQWsH5rIckNaWhpttzV79uyg5+Hf0frUghJ75ZVX0hZgp512Wsy/k56eTlt1sV9eh5V0fmAEn9i9iBWShKREuDqcYiUW/4mcKZAgWW2/9dHyXfT7cQeUmKkflSl0GYVngUIVa71+RW44rBaqiJ5KZycW9MgKtTnYVGRF9eK0OpWITVuLImxguUCeEe0zCi6YEdvTNhapZm1Noo4X6AsO6wIctqqxNSaphs9TpP9ycLG/7uGv87Yob/pvpvOjdBcKFHolyykQb26LqOKLbkmmEkrf0R133EFefvll8uqrr5I1a9aQ22+/nWzfvp3ccMMNppp6+eWXB5FY+Dd4Yw877DCq5sIXKK2JBPRTRiNJTZLT+VFVULODgljyiGZ5K0p1lixSHeVGU17rtzn85JCBytVhNh3XK1eczQFv7lY7KIg8Zsx0fkzLhXHMSCnIix6LqeCI7P5hoaUS3AxFp/Pp7zbeZ7RYWDIn6iZMLRcWJkfJqPxmLRfRYjHJo8DiHWgVh97U8toWZe3REFdOGxw7nS94nDEizyCPcF2NpFaL7uQQai1o6wict7KLN7stkb3wwgtpS62HH36YtvSCPrGffPIJGTTI3z5i9+7dlNgioM9se3s7+dnPfkZKS0vNr1tvvZUkEtCMba3YSzB59JDNIUAeY6vDsmwOVpRq0TYHK+Txz7PW0e/FOWlmGkrVugAxQYVNRjo/GhkABRSJkkhF1lTNO6KnrTHWbIHndUCRjfIZMXFKKYKLcuyyx5KozhJWCb5Z+S1QeYTfi9fS+mipYsHWD0SvXL83ddHWqoivkUXYjh1VYra9ijRcBO8PorOVeYYiCxwWM0yRN6ZiY8lJSzEzCpHsBYmsyIplQRZw44030q9weP3114P+PXfuXNIdkOGh9luWfKmCJ5d0iaU1NnkUH0ts8hgg1aI3G7HJ4zxjaMVFwtXh2DYHNhUnuv2WP5bYx4s/FrWKLCrD4gl+bBWUPa5FKjiB0bCx0/mQ/o82TMIt0uj7bI/6GclQqTFrAv2wYezowKIspeRxREkOWbO7lryxcCu5wlBEu8QiuPUWgm1zBUpogTGYICgW05cqWkBIohsaOI9gIE04gUCWtSDJ2PzA9SzS/VEXe2lIhaWWV23eKfYyyaOsrgXtHrA5WFJkxXtS/bHEVqr3N/rJ44yD+gqNBW/w0dZl/d56s5ODqIEI/lhik2r8jOCGJLJrgRWPLMYCRSpCOyhYINWyYrGWzpejPFrZ+IguOkOUGPafaA33Za3LbSeMoN837WuI6AfF81102hqORbzP1DRFiEUSeQQ7SqBbQFtU1Vz0vdEKbzAtF9paoCEDVshjk4eKvZqlTxnrVE8eTZLkHZtDVLXPbHclyYoSZV0en+23OQwvETewwmqnAOxYILINmO1YBG/C2Ila8RCLjKIztnin2tj0qSQDJXl+IgtN7mPFIpqwDe2VQ8ePAyoi9HBtkZi2xs+ptkl9Cj1W2yu8T8voFJARk8jKUc1VIPHeUQLASoGVrE4BscgjFIUEOgWo9aWC4R7jVG0tgEprvAELV4djdHNgvZfCi+BikGo4Xtbs9k9eu+aIocoVtmqjEjvSZB4V6rBIr64/ltjpfBkT6YJiibIubAsjGeRxX536oqYJAwro91mr90TsmYqbRRnjRtEPiudLxNZOEtS+vEz/MQkTtVSn0LFGhbUoqSLVmcZ1I5K1QPSYZ5XQRNaDsEKS8MIvfkRtdF8q+IOwYFM0eYzV8ool/qqLvZAIyIklOknCgRU0FkmFZ5HII5AEuDFDncxRI4vFxmJBqZ69ei/9XprvL2jxhAoqiTxGV/AlZVmM38+eLypGKwN6GUNLwJeqahgCAjd5UBS5sbw+fCySFFlAQVZq9HS+xFhQkY0Vi4wUOp4fTRGOX5mkOiPGPSlg/0g82pd47ygBEGtnxR6o0sbCRiAmbIyqW4Gxu2LhRv8YpBpjAcIm3NsXi1QbpASKZURWfVuZMrbbmLwGs8pF32hiqaCg4L/9vb8rypi+eR6wFshSZGMXe5kWHcHksSg7PebYUXOcseBYUJF9fcG2iGNqZaVnoZH/uH759HFVQ4tSj6w18igvbY3HQUSlWmIsSGQjKbIyrQWZMe5JsrzDKqCJrAcR64BkiZxowhZLHcZYoChEZOGOFZsD28lBZFNuO6Q6m7ZF6aHUWsCOphUeS4yCvAZJKWsr1oKy6iZabQy45bgRYmOxMChiX72fsBQJHGdsdSBCvSRSjT2No6XzTcuF4GzC9DF96PeK+haybMd+ZRPpQlXQ/Q1tcaDIyutRmo3p/BiWC5nk0QvWgowY9ySZPmbZSLx3lACI1fKK7U0nmrDFGs4gy6trLZ0vJx1KYzGr8yOk8yX5hoMV2QixSBjBasYSa10kpaytpPM37fOnbEf2ziGFRtN3YbEYY0cjxQLe4WfnbKSP+xZkSGnkHomUyGwdh0R21a4a5YVnBw0oIAcP9HtTN+9rUDYdD4GtpapjVOdL8cgaHvKaCIVwOJxBtHc4yI4SozpfpiIb0Zfqqa4FHdJ8zLKhiawHETNFIPHkiKX2Nckkj7G8oAZ5lFkh6glSHcP+IauTg6V1kdQezUo6H4mcyElnXfqlRojlx121ZKcxsx2VQVGAtmexVNBaY22wKlsU+hVk0u/fbKwkm42NhaoiOMDAnllROxfIKoIDFGZFL7CStdlg/0Yk8ihTHbZKHmUQtljFXlKtBWnWLInaWqAhBbFSBLJ6yLLtvbwQC16YIp2o3iLV8m4ysewfgQljMshj9HXBoggZn1GsWGQpfcEpyPao6vCBffPIUSN7yUnnG1aGcFixs8b0MovEiWN6m2nrr4yhHaqK4ACozFdFII+y2rUBCmK0AwsUwUlI5xt/I2Y6X0qBVUrQZ6GSsJke2Tb1xV6ZMUSEQNeCxNMvE+8dJQAC6fzOsDOcTWuBRDIQS5EVPSrX/zeSYiiPMolsrAIriSpojJGjrEdWNGIVnuHNR6blIpIvVabSV5STFrUP597aZnOKkmggkf1ybXnYz2lbZQP570p//9KhvcT2+oUb/DkT+9PHe2tboh+/EshAoZHO39/QGuOYEX+9yzHUcCSskc4lGRtUkzzGEBFE9zX3x4JCj/o+srHUYZndHDIs1pCI7sesAprIehDsQR9OTWqUqsgGTg7w8UWe6pWknFSb6+KFFDqSagk3mZjqMN7wZKjDsTY+bfJiieXXlan0xUrn1xuxIHkRCejQgDV/b33n79rAYsGmSrNy/tRxpdJIfmUEhbiiTk4RHKvIVkYgskjkZKj4sarzZW7ETEU2QkZBVos0K50CpBZ7We5aoL7Yq9lsS5Z4tC/x3lECgG38HY4Q4CxpKen8GKQ6MNVLbgo9HKkOpK1lErbovVtlqEgxVVBJrZSCBiJETOfLK4LLzzTUtYgeQ3lEAFVQ9MGqJAKl+Znk4kMG0seryroWWe0xWqRdOGWAFC9oEabzw5BHaHr//g9lUnr9sm2mIo0clZrOj+G/DBSeSfTItka/xmRLjCWStSBQDC3vM4rlS/VEsVe79shqSEQKzH03WlmFOygD42nlpa0jnawquhZEVKrN9JZEa0F7R3il2hwJq74gL9AySKYVJZZfVwZ5xHR+jJS1hJsvkjCI5T/L/MRMVcoaMGVwT/p9V01XYo0DAXrniieOgJ4Gka0IQ2T/uXin+fiQIf6YRQLPkUgkqUZSERyrPOJxGulckrHZwHXB7I5KmwNeOyJZC2SuS6yBHnKnjCX5/6YHbA6yoRXZOGzBJbPACkg19IiN5E3FWGQWWNFYwqyLmc6XooL6/wZw2HCN5dV0LYiugspRzaP7dQMdFMTH0isnw0znh99syCPVoIJCIRfgo+W7IloLZBABNp0frpAIvaq9jQEBsohsuOr8LRX+NljnTOxH+hodDkQC1z+cLxWOoUVbqqQUwbFELJJH1lRkJRy/mTFItaxhHjSW1OibDZkt0mLaHGSOqE2N1UcWC/ISj/Yl3jtKEJh+lzAnSMBYn+yBWIxUsQTyCAMXYDpVJMVPbtcC1v4RjsjKJ48wjajNI6Q6VjcHGcdLsaHIwufz7WY/AVGlyALuPWUU/b61sjGigp8jgZSwfUGxzRYLJJTYx1QledxtKMaTBhdKiSUnii/17e93mB7Z4RKK8tAKFJGwGcM85KigsawF8gvPIqXzZbZICxSeRVKq5WVa0i13LdCKrIYkIEkNV3Et03cTqxpSps0hOJbIiqyMDgpg/cCCmXDqowryGGldGmTaHIxYQKVuD0Oq8eYjQwWFG97QYn/V/TNfblBqcwD0MVS8cAVfMv2OgDzDC4qTzVggcZJBBGKRRxxpLMMfG4tUz9/obw925Ihi0r8wS3wsMdLWaAHpJaEIzrQ5ROygIM87jNexSC2vZBZxZqZa9A5LiSXZ2kAETWQ1ZME8KFsjk0dZB2S0E0SmLzXUmxoK9EzJII8w6jVawZdMdZitQo3mHc6WQJKgWAatKNDkP9KFXcZmA/DrM8bQ72t2h4lFMnnEQiIoYAptqydzdC873QvIY0eEWGQRfHzPcB6Fbn4qjXZl2PVBWnV+W0eXz6jMKNS77LBBkmKJrMj+b+Vus5UbDpUQGkusYi+phWcx/LrmuSTPWhBJHZbpHc4079Odyi0XsqGtBR5FugfJYzjl0SRsktXhaIVnWR4g1TLT1kCqcRxruHWR2UcWWjaNKMmljx/48MfIiqykz+jgQf6U9P7Gti5rI5Pgsyoo2HXrQpQtmaN7AbmGtYBNUZuxSEwTh/6dUNKGBEm2OgyfUei1t6zaT2T7FYonjoBs47iE7EboRLjXF2yl3ycMKBA+XplVQeFaEuo3h80HdgZB77VIZHuRVIdRzWGdZG4KM7FVZph1gc8IRQ5Z55JMaCLrUWBf1nBEVra1IJoiq85aoLZrQXAs6kl1T8PPiOnGoFgkFxLdcvxw+n3Fzuoua9Mg+TPKTU8xfdXVTa0R2pLJO15QPQ/1pqJaIuszgo0PntdYid+VCCRLiwU3YvUMIQAigP+W0V8XAGuCliE2jQ6qNSqgMgq9Qo/L0E3YNsNn/cvTRkuJJdsghcBhQ7M+n68pJyBeQyamODtd3ijWMKo5WPHaOnzyVNAoxV4QH3J+GeQxI8p9mt0gyrrGyIQmsh5FtHFzMtPWwSbyTm9bC6QrsrHXRVbaeojhBb195vIuigl6yWSty0kH9qGKK9xjUMXq+hnJWRdQq3EEamiFvsxBEaH2glDyKLNlEALJIetNVaXcmD5ZRh2GNZFJBPB4yU7rui7sYxmtt7C4NRzBh3vCHmMS3NBe4ovOQkWTUJ/sk5+vN9ujJRmbRpFgr2OhpA17EcPmFTax4mPx/w04Z0ItOnjMwMZIZh/Z5jCcAY+fNOaYSiQk3jtKEAQmanV4xiMbdjiD7MIzw5cavsAKOyjI9TxWNbQoV2SvmOb37W2vauxCHmUrskAGcApT6KjPQON0eT4t/JxCiaxMy0U0IsumIGWpw0HtnRiSxI4glbXZYGMJRx6BG8m6vrBpYFbFwgEJQAKwV7KUWEw/aGBdsFgQ1P1CY5MmGkBQ8TNg1UfokrKhvJ4+vuckf1cOGfcAVM1DldCFxlS6ktx05aTa9MempdBrosqWnQ0Si/FUQBNZjwIJWzQvqLyuBZFPENmEjU0rqVaHB/b0Vy7f888VXXbjgSljcmI5eWyp2RJo8z5/702VhK0wwrQm2Z8RjcWwXdQw1gL4vFBJl5lqQzWPJWyyU5AIvKmxseBmENLEMpWbcONYWbuFDCJgJRYskpMFc4oVcx/ATRBsiuSuS9desjCpDs4luBeN65evgFQHW1Ee/d9a+nispFhgMxEg1cFKNQocuHlVKX7VS7YuyYYmsh5FRhTCVmek32SluKzYHGSpw9j/cn9DW5RxuXJiOXNCX7OF0Q/b9yubyY7ABvaVIQqxihR6T0MpYsfDtjNFKzJjQWsBFHwh2JuOTIKfYxy/bApddgoSkW2O+mQUWUU3PKwwZ2PBNcqVHgsWE3WNRXahTEAdbld2/Y82GnY3UwAnQwENjYVVZKFVG6rV950qxzsMGwksdA7tovD9Fv89oY+k1nGZRhzgEQ7tJy67aFI2NJH1KDKj+C8xzcVWHqsqapLZJw/Qv6e/Yvjhj1d38WrJVqqPH92bTDEata/f60+vqfLrAnoahRbYskhl2hpV0CDyyBw/MhVZPE9C/ZfYZYFtXyY8ljBqn+wUZLTJUWwsMhHOI6uKVGeH8cgieZRVdGbGEuYzwus/dsGQhXAV+tBKDlDggVjQ4jCiJMesGZCBzDCkGj6jp77we4dH9fF3cVHZT7zKyIzhpj7RoImsRxFNBZW9I8fUSGWYWegYCyqlojF9TB/z8azVe5STR0zns03uVZHHIiOdz35OUISArodsqSooEtnWLp+PbPKIJAkJQGhlvor0bDCRVeNfQ5KE57AqGwobSxB5bFFNHhliokjRyg5DknCIhSwhI9p0L7Q5qCPVXdXhAYblS3Ys2MccsKqs1hShbjzW38VFps2hOUQAw8mGsjpuyIYmsh4F+lLD9aeTTR7xwvD299vJLqaQCAhbQB2Wc4GfNKiQnDLWT2bX7q4zn4c2LLJb9bCN2vfVNweRR/Q8yrQWmES2PkCqWSVHZto6LzMMSULymCqXPOKxyfZuld1DFpGTbqjDHkjnhyNsMhu4x/IOq0qHZkezOUgmj+ZELeY+IPuaG1WRbWqX6gPtGkvg2K02SLVs1TFcLGv3+AewnDimt5SBFQC4poYTwLZUNNB7N2BUnzySiNBE1qPAYpnykHGW4H1B36ysC9mxo0qoiga7vDe/2xZE2LBnn8yL6kEDCrqsDZBYJI+yCD6gV66fyFbUtSonjwXGMcNWxLN2C5keNrzhs/1SVRR6sRubsKRasgpqtrwKY3PIlk6qu5IkJCnS1eFofl3J6xJWHUbyqMivG84jK/M6FzymNowiq8ivy5Jq7EpSkCl+KEOsXrJ7a/33pgESRhnH6iX7zcYK8/HFhw4kiQhNZD2KwUV+j8/cdfvIvPX+Gd+hN2NZyiPsKG8+zp8e2cB4QdEfBfwoW+LNBmfW7zV6KbLrAn3yZM6SRkW2glFBzdRfegrdAKhs7SR73CgCb2zs8Sp7YpQVj2y2IvIYvjpffTrfnFMve10yvGMtCEce6xXFYk7UYshjrSLymB2GPOI9wAuKbI1iRZbtMIRtB3tmpyoabd9hPofjuW88Zpj0z0kWNJH1KCCFjrv/Nxb6xxEC1u/1p9OLc9Jow2xZGNs336wMDU0rwYVfptpXYlTnY1Nwfyzo1ZJ7cS8IQx4xFtmpP7yx4eeistraVGQZX2qgz69cwobnUV1LV4IvXR2OZi1QVGAVTgWVfbyE7SOrqlNAmJZXZrGXMo9sGEVWNnkMQ6pVe2RZwobt9WQTWexbzpJqrA3AWgFZyDXuAWizYOs3+kqyOKiAJrIeBaiKz116MH28yegLCu2LbnxzKX08tFjORBdEaYFfBd1dE/DIVhsna77kC0cvQwVle5SqSrfhe2cvHEjeZF/c8e+x5JHtOekdRVYykQ2Xzjer89VbC5AwqfPIeqfYK5wKKntDGL3llZoCq3pWkVXkkc0Op8gqIrLYKYAl1WgtUKcOt3chsj0Nu5cs9DFafe1h7tNY/Is1FIkITWTjwF5Qtr+JFjOt2V1nkrfrjx4qNZbSfP9uDuaNYy/Q1xb4leK+xv+TBdzlAknDQQSqVFAzlsY2czSsMlIdTh1WTKrZTgEBP53cWAJdC8IQNkX9Ur1U7BVWBVWUzmc/IzOd7wlfqncKrJT3kQ3XtUA2wcd1YToFqCayQdYC9OtKFnlKjXvx5orAUBzkDDhtMRGhiayHUZqfQWdGt3Z0kr11zWRFWTV9/uiRvWgPU9kpdPR7womxbk8d+e+K3fTfE4ziK2mxGBcH4I1IYLHwS/bJitYC+IzQYK/OWhBIW8PGBwk2+/9kITeMzQHXRfaNBlU0tmsBxiXbZxjWWqBgbK8/lq6pYlMFVUUeww0hUNR+q94T6nCYVmC4Oc3wQjpfsQoaxuYgO51vFnu1dfXIYj9tWehf6CeyL361mazcWRNUvyFbHZYJTWQ9jJTkJLMqvry2hewx/Kk4GlUmwAOLqQk4MeauK/c/34OQW08YITUW8AbjjbaqsZXs3N9IfvHBSiVrAxdU2GywF1KISUk63/AHA8FH1QYLz2R7h/EmC+Qep8yo8tOZ7bfCWi7SlHtBlTXbD9MpQFUKPZzlQpUiG24UqyoVNJzlQlUf2YBHtmsssq8vmEkJar+l6LpbkutP5z8/dxONAUQEtJrJJo8zDvJPmwT8e1kZzZ7isQt1NYkKTWQ9jhIksnUtZpU+jiKVDVQ7gchCbzrALcePkF7hDCgwqkHhwvGfZbvM508dVyo1DujdhwoxpLZArfjDp+uUmOvTU5LN/sNoKVCWzmdu+EhOVKk3SD6gfRyS6mqjMER2LOEmWKFqLlu9iTqEQNk0ra7qsLJir3BKtaoUepg+srLJY3aY4Qyqz2kofgZLF5zXaHkolJzOnzgwkJF88vMNlDii5U22tWBAzyzy6Dnj6OON5fWmrQDEFtn3AJnQRNbjMBXZumayx+hNV6JoOgfu6MAnW4YzthVVQvbEyVENbWTTPn9LsOuOHEIOGdJTeix4EQci+8JXm8znD+wrv/l0qE/2x101QceRTNUc039IqgPqjRryyBJIVTYHJPigVEPxphdIdXDj/zbvtLxS1SkgikdWdizhfKloi1E1nAHXApruY72E7HMai51XltWQJ2avN693MGdF9rocOqQnHXwAWLS1yiz0gvUCcUE2hvXKMYlsZUOL2ZdeZmch2dBE1uPoZaQtwFpQbiiy2EdVNrBnKkyO2qWYyLIjULca6jAOSlAVC1xMl27fb+7Spx8YGKcrC7jrBqL29BcbzNGEMmePd03p+2+8++qalVTPgkUHW36hsqZKSWI7NiA5MYtUJKs3JmFr7TA91WYKXbZHNgzBV9W7NdoQglzFsVDyaKyPbH83ZpiW76whb3233dwMAj/KkZyVg/aUuDmfuXiHaSuQ3bsbs3K/Om2MqRDvMzypsjMsiMFFWWaHIbN2JIH9sQBNZOPSWqBakW0JKLKGuVw2MH0EJABtDirIWnAv2Vaydo+/z++vTh8j/YIaqsj+zegqAZ/b1GFFSkn1y19vNkm17FnoQcVnhpqELWlkpyFBoYGhHV4g1ay6iIUq6O3L8wDBDxSeqSX4oDrCFEMai2S1rzg3zezf/Z9lZSahBuUxWzJ5HNk710yVP/zxjyZJgjWRrfalpSSRr+4+hq4DTNH6cVetkkIvtsgKbF0w6XJVWY0SWwErOME1Bvamq411UUWqZUETWY8Dm/9DQRO29FDlkUVFdkN5PfUbsn3rZAMvWFsrG8x1wXZlsoEEBFqeYPNpuOirABIQmOaCZG3u3ccq8TEjedy5v4k8+r+1JnFUYblgx9T+/n9ryWajN3N/ySMk2VggdQ7+PvSxyb7ZwI0XSTVUWYPPECucZW+WQwk+KI/oxZTtBYXzOTXZT8ye+XJjUF9m2dYCyL6hgHDrO8vISqNzjewhNEge371+Kn0M1/9ZP+5R8vkg4Jo2qo//WrJwU6VS8gifxaCe/vvPsh3VSsljUlIP0tfo+46dC3omcKEXQBNZjwOb/+OOMz0lSdmYOSz2WmGcHKAWq/AAsReJH7ZXm7HI7sOJwJTw91tQccyUfsNDYLpxvjFfG0ijsliM43TW6j1m8QPcCGWOEEagkvbFmr2mjxlSk9iuRoWCv25vHbnor9+ahA1vPjJTojjoBDIs0BUFOl4AiVORiiwybra3vP0D9T4i2ZZ9vQPCdqAxyfCJz9eTV+dvMTdmKtLWj5073vz3P77dTr+rKtyBDfo5B/ejj+es849OVzn2dHQfv2DwnXHtVRnLICOlbxJZhen8fsZ1Dc8jbS3QUAos7ELVBhRQuLipACoDGIvKkXeFRteC1cYc6cGKbAWAgsxgUn1Ab/mKIwIv5EuNWMb189+QVQDJ4+dr/K3arpw2mIxQpFTjhfyvX/tJCeDZiw9WUgCBNxkgbGi3GNUnV8mmEIn8T176lhz5hzlm5kXFumD195Jt+8n5Lyw0FUkV17sbmIEzz83dpGTwCwJ6hj92rr8S/cu15UGkXwUOHlgYRJJUVsOPKvVfT9Be5gUiu62yUYltiQXWrqAFMJF7yAK0IhsnHlmEKn8say1AqPLHhkvbDFVJZEMuWEBKVCE/ZF3G9VdHZPuEWGCOHFGsLJYBIcfqxzcfoaTDRTiPMMTx27PGKoklnK98rKLNz0WHDOyiHKnq0HLy2FKy4sHpQUMqUL1WgWMOKAn6t6oiW5bIIlTZywBoLUCoJGyDQqxtqvy6gH4FwdeYRCeyanKOGo7Jo6qOBeFiUXkxDb3hDe2V7ZnNBqoEKhA6EGLyoJ7qYmEu7JCuVVFwFo48QsWzKrIGGFnib48DePjMA8nlUwcri+WaI4ZSS8z4/gXk2ANKqPXixmOHK4nlyBG9yJJfnUj93ec+v4BaLiYPCiZNMgFK43mT+pO/Ldym/HoHAgbYhNBipjIbNrJ3Dm0thZaY/gpjCRUNVFiFEKE1Gn0VEvx+IesQeo9KNChXZJ977jkyZMgQkpGRQSZNmkS+/vrrqK//6quv6Ovg9UOHDiUvvPACSWQAAWBTFCpV0NBdnYrqc0SolSB0Zy4TQ0JI9EH91bQBY1uvoKdvBEOaVMZy5PBiJQVniIMZQnTD0cOISlwwZQA5e2I/cuMxw8hlhw1SGgsosrNuP5r86fyDyGnjS8njF04gwxUeM4DRpXnkresOI7edMILccIzaz+r6o4eZqmyoKiob08cE2vmp6tCC7ezYa5zKexL43Nn70gAFxZuIwcXBf1vFBE5E6KYrVC1ONChVZGfOnEluu+02SmYPP/xw8uKLL5JTTjmFrF69mgwcOLDL67ds2UJOPfVUct1115F//OMf5JtvviE33ngj6dWrFzn33HNJogIuFFiZP6Y0Tympho4J0O4EMF6hqhWqTKuohA+3EwfVWqUqAB5UmOLS3ukjJx/YR2kTbFCDwTdWtr+J/FQxIYF0KHhi2zs7zeblqgCE/okLJyiNweuYMKCAfqkGKJ8f3XwELYSbNlydNQZwxbRB5MPlZbSP7Clj5feoZnH6QaVk4eZKM8OhCuCfhnP78zV76b9VbsKAPEIdCQwMAgxSuNkYE3I/VNXRp1sQ2ccff5xcc8015Nprr6X/fvLJJ8lnn31Gnn/+efLoo492eT2or0Bw4XWA0aNHk8WLF5M//elPCU1kpw0rJqvKaruMw1OBw4cXk/eXllGVQmUKHQjaCaNLaCEReC+xo4IKQBX+ORP7kfd/KCM3HzdcWTEeFjv88fzxZO66feSukw4gKpGZlkw+ueVIOrMe55GrBCiOGhp2MbRXDv1SDfBcfn7H0bQ/qIoe1Sx+MmUg7X8MXXWGl6i7DwBuOm44+WZjBZkypKdSIgvX/TMn9COvzN9CDuidq9RakJ+ZSgcELd9RTUUeuBYnMnr4oJGhArS2tpKsrCzy3nvvkbPPPtt8/tZbbyXLli2jFoJQHHXUUWTixInkqaeeMp/74IMPyAUXXEAaGxtJamrXKsGWlhb6haitrSUDBgwgNTU1JC9PnYpnB6AG3P3P5ZTQqla2oJ/tn2etJzMO6kuOHaU21QY9Lz9evoucOq5UWVEIAhqnQzyq49DQ0NDoboAeyMk9eigfwwrDMz5ZuZscNrRIaREcYGN5HfnrvC3k8mmDzHZy8QTgavn5+Za4mjJFtqKignR0dJDevYPTfPDvPXv8jZZDAc+He317ezv9faWlXRUXUHYfeughEs+AE+Lv1xxKvABoIO+VtCik8a88fAjxAuACqkmshoaGhnykGsM0VAPsd2dN9PfZVY3hJbnksfMCPYgTGco//dA0LAjE0VKz4V4f7nnEfffdRxk9fu3YsYNL3BoaGhoaGhoaGmqhTJEtLi4mycnJXdTX8vLyLqorok+fPmFfn5KSQoqKwrf2SU9Pp18aGhoaGhoaGhqJBWWKbFpaGm2jNXv27KDn4d/Tpk0L+zNTp07t8vpZs2aRyZMnh/XHamhoaGhoaGhoJC6UWgvuuOMO8vLLL5NXX32VrFmzhtx+++1k+/bt5IYbbjBtAZdffrn5enh+27Zt9Ofg9fBzr7zyCrnrrrsUvgsNDQ0NDQ0NDY1u137rwgsvJJWVleThhx8mu3fvJmPHjiWffPIJGTTI3yQcngNii4DBCfD/gfA+++yzpG/fvuTpp59O6NZbGhoaGhoaGhoaHmu/FQ8tHTQ0NDQ0NDQ0NLzL1ZR3LdDQ0NDQ0NDQ0NBwAk1kNTQ0NDQ0NDQ04hKayGpoaGhoaGhoaMQlNJHV0NDQ0NDQ0NCIS2giq6GhoaGhoaGhEZdQ2n5LBbBJA1TEaWhoaGhoaGhoeAvI0aw01up2RLauro5+HzBggOpQNDQ0NDQ0NDQ0onA2aMMVDd2uj2xnZyfZtWsXyc3NJT169JCyqwDSvGPHDt23Vq+VPq4UQJ+Deq30caUW+hzUa2UXQE2BxMLgq6Sk6C7YbqfIwoL0799f+t+Fhr56AINeK31cqYM+B/Va6eNKLfQ5qNfKDmIpsQhd7KWhoaGhoaGhoRGX0ERWQ0NDQ0NDQ0MjLqGJrGCkp6eTBx54gH7X0Guljyv50OegXit9XKmFPgf1WolEtyv20tDQ0NDQ0NDQSAxoRVZDQ0NDQ0NDQyMuoYmshoaGhoaGhoZGXEITWQ0NDQ0NDQ0NjbiEJrKC8dxzz5EhQ4aQjIwMMmnSJPL111+T7oRHH32UTJkyhQ6gKCkpIWeddRZZt25d0GvApv3ggw/SxseZmZnkmGOOIT/++GPQa1paWsjNN99MiouLSXZ2NpkxYwbZuXMnSfS1g6Edt912m/mcXqsAysrKyKWXXkqKiopIVlYWmTBhAlmyZIleqxC0t7eTX/7yl/Q6BOfX0KFDycMPP0yHw3T342revHnkjDPOoO8bzrV///vfQf+f17rs37+fXHbZZbQvJnzB4+rqapIoa9XW1kZ+/vOfk3HjxtE1gNdcfvnldPgQC71WXXH99dfT9XzyySe75VpxARR7aYjBO++840tNTfX99a9/9a1evdp36623+rKzs33btm3rNkt+0kkn+V577TXfqlWrfMuWLfOddtppvoEDB/rq6+vN1/z+97/35ebm+v71r3/5Vq5c6bvwwgt9paWlvtraWvM1N9xwg69fv36+2bNn+5YuXeo79thjfQcddJCvvb3dl4j4/vvvfYMHD/aNHz+eHjcIvVZ+VFVV+QYNGuS78sorfd99951vy5Ytvs8//9y3ceNGvVYh+O1vf+srKiryffzxx3Sd3nvvPV9OTo7vySef7PZr9cknn/juv/9+eu2B2+EHH3wQtHa8zreTTz7ZN3bsWN+CBQvoFzw+/fTTfYmyVtXV1b4TTjjBN3PmTN/atWt9Cxcu9B166KG+SZMmBf0OvVbBgDWEY6Vv376+J554oluuFQ9oIisQhxxyCD0YWYwaNcp37733+rorysvL6UXwq6++ov/u7Oz09enTh94wEM3Nzb78/HzfCy+8YF4kYUMAGwNEWVmZLykpyffpp5/6Eg11dXW+ESNG0AvY0UcfbRJZvVYB/PznP/cdccQREddQr1UAsHm8+uqrg9bnnHPO8V166aV6rRiEkjNexxCIGPC7v/32W/M1QPTgOSB98YhwpD/cZhxeh8KNXqtg7Ny5kxJVEHlgU84S2e66Vk6hrQWC0NraStOc06dPD3oe/r1gwQLSXVFTU0O/9+zZk37fsmUL2bNnT9A6Qc/Bo48+2lwnWEdIXbGvgdTV2LFjE3Itf/azn5HTTjuNnHDCCUHP67UK4MMPPySTJ08m559/PrWsTJw4kfz1r3/VaxUGRxxxBPniiy/I+vXr6b+XL19O5s+fT0499VR9XEUBr/Nt4cKFNO176KGHmq857LDD6HOJeP1ir/WQMi8oKKD/1msVANh6wAZw9913kwMPPLDL2um1socUm6/XsIiKigrS0dFBevfuHfQ8/Bsujt0RsJG/44476I0VLvQAXItw67Rt2zbzNWlpaaSwsDDh1/Kdd94hS5cuJYsWLery//RaBbB582by/PPP0+PpF7/4Bfn+++/JLbfcQokGePP0WgUA3kUgFaNGjSLJycn0uvTII4+Qiy66SB9XUcDrGILvsNkKBTyXaNcvRHNzM7n33nvJxRdfTPLy8uhzeq0CeOyxx0hKSgq9ZoWDXit70ERWMGBHGkrmQp/rLrjpppvIihUrqBrEY50SbS137NhBbr31VjJr1ixaHBgJeq38igYosr/73e/omoAiC0U4QG6ByOq1CmDmzJnkH//4B3nrrbeo+rNs2TJaQAjK4RVXXKHXKgZ4nG/hXp9o1y8EKNQ/+clP6DkKxc6x0N3WCtTWp556igoWdt9Td1srq9DWAkGASkNQP0J33OXl5V12+N0BUH0J6eA5c+aQ/v37m8/36dOHfo+2TvAasGpAhWak1yTKBQ7eE3S3gN06fH311Vfk6aefpo/xveq1IqS0tJSMGTMmaP1Gjx5Ntm/fTh/r4yoASF+COgbkAqrKIaV5++23064Yeq0ig9cxBK/Zu3dvl9+/b9++hLp+IYm94IILqC1j9uzZphoL0GvlB3QuguNj4MCB5nUeFP4777yTDB48WK+VA2giKwiQbgJCAiczC/j3tGnTSHcB7A5BiX3//ffJl19+SVsAsYB/wwWOXSe4MQCBw3WCdUxNTQ16ze7du8mqVasSai2PP/54snLlSqqY4Reojpdccgl9DG2T9Fr5cfjhh3dp4wYe0EGDBtHH+rgKoLGxkSQlBV/qYZON7bf0WoUHr3WZOnUqtXaA/QXx3Xff0ecS6fqFJHbDhg3k888/p23xWOi18gM2kpCZZK/zkB2BDednn32m18oJHJeJaVhuv/XKK6/QCsPbbruNtt/aunVrt1m9n/70p7TKd+7cub7du3ebX42NjeZroCoYXvP+++/TFjcXXXRR2BY3/fv3py2WoBXJcccdl9DttxBs1wKAXqtARXRKSorvkUce8W3YsMH35ptv+rKysnz/+Mc/9FqF4IorrqDV0dh+C86z4uJi3z333NPt1wo6hPzwww/0C26Hjz/+OH2Mlfa8zjdokwSt9KCqHL7GjRsXd22Soq1VW1ubb8aMGXQdoM0ie61vaWkxf4deq/CtN0O7FnSnteIBTWQF49lnn6UHaVpamu/ggw822051F8AFL9wX9JZl29w88MADtNVNenq676ijjqI3DRZNTU2+m266ydezZ09fZmYmPVm3b9/uS3SEElm9VgF89NFHtG8iHDPQ1u6ll14KWju9Vn4A6YJjCPo3Z2Rk+IYOHUr7gbIEo7uu1Zw5c8Jen4D881yXyspK3yWXXEJ70sIXPN6/f78vUdYKNkiRrvXwcwi9Vv7jygqR7S5rxQM94D+OpFwNDQ0NDQ0NDQ0NhdAeWQ0NDQ0NDQ0NjbiEJrIaGhoaGhoaGhpxCU1kNTQ0NDQ0NDQ04hKayGpoaGhoaGhoaMQlNJHV0NDQ0NDQ0NCIS2giq6GhoaGhoaGhEZfQRFZDQ0NDQ0NDQyMuoYmshoaGhoaGhoZGXEITWQ0NDQ0JmDt3LunRoweprq5Wst5ffvklGTVqFOns7DSfe+mll8iAAQNIUlISefLJJ6P+/Mcff0wmTpwY9PMaGhoaqqEne2loaGhwxjHHHEMmTJgQRA5bW1tJVVUV6d27NyW0sjF58mRy6623kssuu4z+u7a2lhQXF5PHH3+cnHvuuSQ/P59kZWVF/R0HH3wwueOOO8ill14qKWoNDQ2N6NCKrIaGhoYEpKWlkT59+ighsQsWLCAbNmwg559/vvnc9u3bSVtbGznttNNIaWlpTBILuOqqq8gzzzwjOFoNDQ0N69BEVkNDQ4MjrrzySvLVV1+Rp556ipJW+Nq6dWsXa8Hrr79OCgoKaMr+gAMOoETyvPPOIw0NDeRvf/sbGTx4MCksLCQ333wz6ejoCFJ277nnHtKvXz+SnZ1NDj30UPq7o+Gdd94h06dPJxkZGebfHjduHH08dOhQM8bly5eTY489luTm5pK8vDwyadIksnjxYvP3zJgxg3z//fdk8+bN+pjR0NDwBFJUB6ChoaGRSAACu379ejJ27Fjy8MMP0+d69epFiWIoGhsbydNPP02JZl1dHTnnnHPoFxDcTz75hBJGSPsfccQR5MILLzRVUfhd8DN9+/YlH3zwATn55JPJypUryYgRI8LGNG/ePHLRRReZ/4bfBd7YE044gRJTeAwxnn766dQH+/zzz5Pk5GSybNkykpqaav7coEGDSElJCfn6668pAdbQ0NBQDU1kNTQ0NDgCvKZgIwCFFawE0QCpfSCNw4YNo/8GRfbvf/872bt3L8nJySFjxoyhCumcOXMo+dy0aRN5++23yc6dOymJBdx1113k008/Ja+99hr53e9+F/bvAPHF1wMyMzNJUVERfQwEFuMEu8Hdd99Ni8IA4YgxKMHhSLmGhoaGCmgiq6GhoaEIQHaRxAKgEAwsBUBi2efKy8vp46VLlxKfz0dGjhwZ9HtaWlpMYhoOTU1Npq0gGqCQ69prr6VkGtRa8NSy8SEJBiVZQ0NDwwvQRFZDQ0NDEdi0PQC8quGew5ZX8B1S/kuWLKHfWbDkNxTQnWD//v0x43nwwQfJxRdfTP773/+S//3vf+SBBx6gFoazzz7bfA10XgAVV0NDQ8ML0ERWQ0NDgzPAWsAWaPEC+Ffh94JCe+SRR9r6udWrV1t6Lai98HX77bdTXy1YFpDINjc3U3sD/D4NDQ0NL0B3LdDQ0NDgDLAHfPfdd9RLWlFRwW2IABDMSy65hFx++eXk/fffJ1u2bCGLFi0ijz32GC0Oi4STTjqJzJ8/P+rvBvvBTTfdRDsgbNu2jXzzzTf0d48ePdp8zbfffkvS09PJ1KlTubwfDQ0NDbfQRFZDQ0ODM6AAC1L/UKwFaXgoouIFUEiByN555520bRe0xALSDJ0HIgEGGIAiu27duoivgXgrKyvp7wbCfMEFF5BTTjmFPPTQQ+ZroNAMiLSVnrMaGhoaMqAne2loaGh0A0Dv2ZqaGvLiiy86+vl9+/bRbgbQV3bIkCHc49PQ0NBwAq3IamhoaHQD3H///bQPrFPvLtgYnnvuOU1iNTQ0PAWtyGpoaGhoaGhoaMQltCKroaGhoaGhoaERl9BEVkNDQ0NDQ0NDIy6hiayGhoaGhoaGhkZcQhNZDQ0NDQ0NDQ2NuIQmshoaGhoaGhoaGnEJTWQ1NDQ0NDQ0NDTiEprIamhoaGhoaGhoxCU0kdXQ0NDQ0NDQ0IhLaCKroaGhoaGhoaERl9BEVkNDQ0NDQ0NDg8Qj/h83UaN4XZ6ZOgAAAABJRU5ErkJggg==", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(7, 4))\n", "plt.plot(time_fs, qc_y[:, mode_index])\n", "plt.xlabel(\"time (fs)\")\n", "plt.ylabel(\"cavity mode position (a.u.)\")\n", "plt.title(\"Lowest cavity-mode coordinate\")\n", "plt.tight_layout()\n", "\n", "plt.figure(figsize=(7, 4))\n", "plt.plot(time_fs, lowest_mode_energy)\n", "plt.xlabel(\"time (fs)\")\n", "plt.ylabel(\"normalized mode energy\")\n", "plt.title(\"Lowest cavity-mode Rabi oscillation\")\n", "plt.tight_layout()\n", "\n", "plt.figure(figsize=(7, 4))\n", "plt.plot(time_fs, energy - energy[0])\n", "plt.xlabel(\"time (fs)\")\n", "plt.ylabel(\"E(t) - E(0) (a.u.)\")\n", "plt.title(\"Total coupled energy drift\")\n", "plt.tight_layout()" ] }, { "cell_type": "markdown", "id": "dispersion", "metadata": {}, "source": [ "## 7. Polariton dispersion relation" ] }, { "cell_type": "code", "execution_count": 7, "id": "dispersion-code", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def get_spectrum(idx=0):\n", " window = np.hanning(qc_y.shape[0])\n", " signal = (qc_y[:, idx] - qc_y[:, idx].mean()) * window\n", "\n", " freq_au = 2.0 * np.pi * np.fft.rfftfreq(signal.shape[0], d=dt_au)\n", " freq_cm = freq_au * au_to_cm\n", " spectrum = np.abs(np.fft.rfft(signal)) ** 2\n", " spectrum /= max(spectrum.max(), 1.0e-300)\n", "\n", " keep = (freq_cm > 1000.0) & (freq_cm < 4650.0)\n", " return freq_cm[keep], spectrum[keep]\n", "\n", "plt.figure(figsize=(7, 4))\n", "\n", "for idx in range(n_grid):\n", " freq_cm, spectrum = get_spectrum(idx=idx)\n", " plt.plot(freq_cm, spectrum + 0.1*idx, color=\"tab:blue\", lw=1.2)\n", "\n", "plt.axvline(sho_frequency_cm, color=\"tab:red\", ls=\":\", lw=1.2, label=\"bare SHO\")\n", "plt.xlabel(r\"frequency (cm$^{-1}$)\")\n", "plt.ylabel(\"Normalized intensity\")\n", "plt.title(\"Cavity-mode spectrum\")\n", "plt.legend(frameon=False)\n", "plt.tight_layout()" ] } ], "metadata": { "kernelspec": { "display_name": "mxl", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.13.9" } }, "nbformat": 4, "nbformat_minor": 5 }