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@blazewicz
Last active May 21, 2021 07:53
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{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"id": "2560e04f",
"metadata": {},
"outputs": [],
"source": [
"import numpy as np\n",
"from matplotlib import pyplot as plt\n",
"from matplotlib.ticker import FormatStrFormatter"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "51dd1540",
"metadata": {},
"outputs": [],
"source": [
"%matplotlib inline\n",
"plt.rcParams['figure.figsize'] = [14, 8]"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "f2572ac6",
"metadata": {},
"outputs": [],
"source": [
"def evaluate(defs, **kw):\n",
" \"\"\"Wylicz wszystkie parametry.\n",
"\n",
" Czarna magia która wylicza wszystkie pola na podstawie ich definicji.\n",
" \"\"\"\n",
" stack = list({**defs, **kw}.items())\n",
" known = {}\n",
" missing_keys = set()\n",
" loop_counter = len(stack)**2\n",
"\n",
" while stack:\n",
" loop_counter -= 1\n",
" if loop_counter <= 0:\n",
" raise ValueError(f'Prawdopodobnie istnieje zależność cykliczna wśród definicji: ({\", \".join(i[0] for i in stack)})')\n",
"\n",
" if unreachable_keys := missing_keys - set(i[0] for i in stack):\n",
" raise ValueError(f'Brak definicji wartości: ({\", \".join(unreachable_keys)})')\n",
"\n",
" k, v = stack.pop()\n",
"\n",
" if hasattr(v, '__call__'):\n",
" varnames = v.__code__.co_varnames\n",
" if set(varnames) <= set(known.keys()):\n",
" known[k] = v(*[known[var] for var in varnames])\n",
" if k in missing_keys:\n",
" missing_keys.remove(k)\n",
" else:\n",
" missing_keys.update(set(varnames) - set(known.keys()))\n",
" stack.insert(0, (k, v))\n",
" else:\n",
" known[k] = v\n",
" if k in missing_keys:\n",
" missing_keys.remove(k)\n",
"\n",
" return known"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "5d1bb1bc",
"metadata": {},
"outputs": [],
"source": [
"def kwota_wolna_2021(podstawa_opodatkowania):\n",
" if podstawa_opodatkowania <= 8_000:\n",
" return 8_000\n",
" elif podstawa_opodatkowania <= 13_000:\n",
" return np.interp([podstawa_opodatkowania], [8_000, 13_000], [8_000, 3_091])[0]\n",
" elif podstawa_opodatkowania <= 85_528:\n",
" return 3_091\n",
" elif podstawa_opodatkowania <= 127_000:\n",
" return np.interp([podstawa_opodatkowania], [85_528, 127_000], [3_091, 0])[0]\n",
" else:\n",
" return 0"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "1aeef242",
"metadata": {},
"outputs": [],
"source": [
"uop_2021 = {\n",
" 'zus_chorobowy': lambda dochód_brutto: round(dochód_brutto * 0.0245, 2),\n",
" 'zus_rentowy': lambda dochód_brutto: round(dochód_brutto * 0.015, 2),\n",
" 'zus_emerytalny': lambda dochód_brutto: round(dochód_brutto * 0.0976, 2),\n",
" 'zus_społeczny': lambda zus_chorobowy, zus_rentowy, zus_emerytalny: zus_chorobowy + zus_rentowy + zus_emerytalny,\n",
" 'zus_zdrowotny_podstawa_wymiaru': lambda dochód_brutto, zus_społeczny: round(dochód_brutto - zus_społeczny),\n",
" 'zus_zdrowotny': lambda zus_zdrowotny_podstawa_wymiaru: round(zus_zdrowotny_podstawa_wymiaru * 0.09, 2),\n",
" 'zus_odliczany': lambda zus_zdrowotny_podstawa_wymiaru: round(zus_zdrowotny_podstawa_wymiaru * 0.0775, 2),\n",
" 'koszt_uzyskania': 250,\n",
" 'podstawa_opodatkowania': lambda dochód_brutto, zus_społeczny, koszt_uzyskania: round(dochód_brutto - zus_społeczny - koszt_uzyskania),\n",
" 'kwota_wolna': lambda podstawa_opodatkowania: round(kwota_wolna_2021(podstawa_opodatkowania*12)/12, 2),\n",
" 'rozliczenie_wspólne': False,\n",
" 'próg_podatkowy': lambda rozliczenie_wspólne: (2*85_528 if rozliczenie_wspólne else 85_528)/12,\n",
" 'pit1': lambda podstawa_opodatkowania, próg_podatkowy: min(podstawa_opodatkowania, próg_podatkowy) * 0.17,\n",
" 'pit2': lambda podstawa_opodatkowania, próg_podatkowy: max(podstawa_opodatkowania - próg_podatkowy, 0) * 0.32,\n",
" 'należność_pit': lambda pit1, pit2, zus_odliczany, kwota_wolna: round(pit1 + pit2 - zus_odliczany - kwota_wolna * 0.17),\n",
" 'obciążenia_razem': lambda zus_społeczny, zus_zdrowotny, należność_pit: zus_społeczny + zus_zdrowotny + należność_pit,\n",
" 'dochód_netto': lambda dochód_brutto, obciążenia_razem: dochód_brutto - obciążenia_razem,\n",
"}"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "6f17078e",
"metadata": {},
"outputs": [],
"source": [
"uop_2022 = {\n",
" 'zus_chorobowy': lambda dochód_brutto: round(dochód_brutto * 0.0245, 2),\n",
" 'zus_rentowy': lambda dochód_brutto: round(dochód_brutto * 0.015, 2),\n",
" 'zus_emerytalny': lambda dochód_brutto: round(dochód_brutto * 0.0976, 2),\n",
" 'zus_społeczny': lambda zus_chorobowy, zus_rentowy, zus_emerytalny: zus_chorobowy + zus_rentowy + zus_emerytalny,\n",
" 'zus_zdrowotny_podstawa_wymiaru': lambda dochód_brutto, zus_społeczny: round(dochód_brutto - zus_społeczny),\n",
" 'zus_zdrowotny': lambda zus_zdrowotny_podstawa_wymiaru: round(zus_zdrowotny_podstawa_wymiaru * 0.09, 2),\n",
" 'koszt_uzyskania': 250,\n",
" 'podstawa_opodatkowania': lambda dochód_brutto, zus_społeczny, koszt_uzyskania: round(dochód_brutto - zus_społeczny - koszt_uzyskania),\n",
" 'kwota_wolna': 30_000/12,\n",
" 'rozliczenie_wspólne': False,\n",
" 'próg_podatkowy': lambda rozliczenie_wspólne: (2*120_000 if rozliczenie_wspólne else 120_000)/12,\n",
" 'pit1': lambda podstawa_opodatkowania, próg_podatkowy: min(podstawa_opodatkowania, próg_podatkowy) * 0.17,\n",
" 'pit2': lambda podstawa_opodatkowania, próg_podatkowy: max(podstawa_opodatkowania - próg_podatkowy, 0) * 0.32,\n",
" 'należność_pit': lambda pit1, pit2, kwota_wolna: max(round(pit1 + pit2 - kwota_wolna * 0.17), 0),\n",
" 'obciążenia_razem': lambda zus_społeczny, zus_zdrowotny, należność_pit: zus_społeczny + zus_zdrowotny + należność_pit,\n",
" 'dochód_netto': lambda dochód_brutto, obciążenia_razem: dochód_brutto - obciążenia_razem,\n",
"}"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "7954ae43",
"metadata": {},
"outputs": [],
"source": [
"dg_lin_2021 = {\n",
" 'zus_społeczny_podstawa_wymiaru': 3_155.40,\n",
" 'zus_zdrowotny_podstawa_wymiaru': 4_242.38,\n",
" 'zus_emerytalny': lambda zus_społeczny_podstawa_wymiaru: round(zus_społeczny_podstawa_wymiaru * 0.1952, 2),\n",
" 'zus_rentowy': lambda zus_społeczny_podstawa_wymiaru: round(zus_społeczny_podstawa_wymiaru * 0.08, 2),\n",
" 'zus_wypadkowy': lambda zus_społeczny_podstawa_wymiaru: round(zus_społeczny_podstawa_wymiaru * 0.0167, 2),\n",
" 'zus_chorobowy': lambda zus_społeczny_podstawa_wymiaru: round(zus_społeczny_podstawa_wymiaru * 0.0245, 2),\n",
" 'zus_fp_fs': lambda zus_społeczny_podstawa_wymiaru: round(zus_społeczny_podstawa_wymiaru * 0.0245, 2),\n",
" 'zus_społeczny': lambda zus_emerytalny, zus_rentowy, zus_wypadkowy, zus_chorobowy, zus_fp_fs: round(zus_emerytalny + zus_rentowy + zus_wypadkowy + zus_chorobowy + zus_fp_fs, 2),\n",
" 'zus_zdrowotny': lambda zus_zdrowotny_podstawa_wymiaru: round(zus_zdrowotny_podstawa_wymiaru * 0.09, 2),\n",
" 'zus_składka': lambda zus_społeczny, zus_zdrowotny: zus_społeczny + zus_zdrowotny,\n",
" 'zus_odliczany': lambda zus_zdrowotny_podstawa_wymiaru: round(zus_zdrowotny_podstawa_wymiaru * 0.0775, 2),\n",
" 'koszt_uzyskania': lambda dochód_brutto: round(dochód_brutto * 0.1),\n",
" 'podstawa_opodatkowania': lambda dochód_brutto, zus_społeczny, koszt_uzyskania: dochód_brutto - zus_społeczny - koszt_uzyskania,\n",
" 'należność_pit': lambda podstawa_opodatkowania, zus_odliczany: max(round(podstawa_opodatkowania * 0.19 - zus_odliczany), 0),\n",
" 'obciążenia_razem': lambda należność_pit, zus_składka: należność_pit + zus_składka,\n",
" 'dochód_netto': lambda dochód_brutto, obciążenia_razem: dochód_brutto - obciążenia_razem,\n",
"}"
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "72c842e3",
"metadata": {},
"outputs": [],
"source": [
"dg_og_2021 = {\n",
" 'zus_społeczny_podstawa_wymiaru': 3_155.40,\n",
" 'zus_zdrowotny_podstawa_wymiaru': 4_242.38,\n",
" 'zus_emerytalny': lambda zus_społeczny_podstawa_wymiaru: round(zus_społeczny_podstawa_wymiaru * 0.1952, 2),\n",
" 'zus_rentowy': lambda zus_społeczny_podstawa_wymiaru: round(zus_społeczny_podstawa_wymiaru * 0.08, 2),\n",
" 'zus_wypadkowy': lambda zus_społeczny_podstawa_wymiaru: round(zus_społeczny_podstawa_wymiaru * 0.0167, 2),\n",
" 'zus_chorobowy': lambda zus_społeczny_podstawa_wymiaru: round(zus_społeczny_podstawa_wymiaru * 0.0245, 2),\n",
" 'zus_fp_fs': lambda zus_społeczny_podstawa_wymiaru: round(zus_społeczny_podstawa_wymiaru * 0.0245, 2),\n",
" 'zus_społeczny': lambda zus_emerytalny, zus_rentowy, zus_wypadkowy, zus_chorobowy, zus_fp_fs: round(zus_emerytalny + zus_rentowy + zus_wypadkowy + zus_chorobowy + zus_fp_fs, 2),\n",
" 'zus_zdrowotny': lambda zus_zdrowotny_podstawa_wymiaru: round(zus_zdrowotny_podstawa_wymiaru * 0.09, 2),\n",
" 'zus_składka': lambda zus_społeczny, zus_zdrowotny: zus_społeczny + zus_zdrowotny,\n",
" 'zus_odliczany': lambda zus_zdrowotny_podstawa_wymiaru: round(zus_zdrowotny_podstawa_wymiaru * 0.0775, 2),\n",
" 'koszt_uzyskania': lambda dochód_brutto: round(dochód_brutto * 0.1),\n",
" 'podstawa_opodatkowania': lambda dochód_brutto, zus_społeczny, koszt_uzyskania: dochód_brutto - zus_społeczny - koszt_uzyskania,\n",
" 'kwota_wolna': lambda podstawa_opodatkowania: round(kwota_wolna_2021(podstawa_opodatkowania*12)/12, 2),\n",
" 'rozliczenie_wspólne': False,\n",
" 'próg_podatkowy': lambda rozliczenie_wspólne: (2*85_528 if rozliczenie_wspólne else 85_528)/12,\n",
" 'pit1': lambda podstawa_opodatkowania, próg_podatkowy: min(podstawa_opodatkowania, próg_podatkowy) * 0.17,\n",
" 'pit2': lambda podstawa_opodatkowania, próg_podatkowy: max(podstawa_opodatkowania - próg_podatkowy, 0) * 0.32,\n",
" 'należność_pit': lambda pit1, pit2, zus_odliczany, kwota_wolna: max(round(pit1 + pit2 - zus_odliczany - kwota_wolna * 0.17), 0),\n",
" 'obciążenia_razem': lambda należność_pit, zus_składka: należność_pit + zus_składka,\n",
" 'dochód_netto': lambda dochód_brutto, obciążenia_razem: dochód_brutto - obciążenia_razem,\n",
"}"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "a98f77b4",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 1008x576 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"zakres_dochodów = np.linspace(2_800, 25_000, 100)\n",
"\n",
"obciążenia_obecnie = np.array([\n",
" evaluate(uop_2021, dochód_brutto=dochód)['obciążenia_razem']\n",
" for dochód in zakres_dochodów\n",
"])\n",
"\n",
"obciążenia_nowylad = np.array([\n",
" evaluate(uop_2022, dochód_brutto=dochód)['obciążenia_razem']\n",
" for dochód in zakres_dochodów\n",
"])\n",
"\n",
"obciążenia_db_lin_obecnie = np.array([\n",
" evaluate(\n",
" dg_lin_2021,\n",
" dochód_brutto=dochód,\n",
" koszt_uzyskania=1_000,\n",
" )['obciążenia_razem']\n",
" for dochód in zakres_dochodów\n",
"])\n",
"\n",
"obciążenia_db_og_obecnie = np.array([\n",
" evaluate(dg_og_2021, dochód_brutto=dochód)['obciążenia_razem']\n",
" for dochód in zakres_dochodów\n",
"])\n",
"\n",
"plt.plot(zakres_dochodów/1_000, obciążenia_obecnie/zakres_dochodów*100)\n",
"plt.plot(zakres_dochodów/1_000, obciążenia_nowylad/zakres_dochodów*100)\n",
"plt.plot(zakres_dochodów/1_000, obciążenia_db_lin_obecnie/zakres_dochodów*100)\n",
"plt.plot(zakres_dochodów/1_000, obciążenia_db_og_obecnie/zakres_dochodów*100)\n",
"plt.legend([\n",
" 'UoP - 2021',\n",
" 'UoP - Nowy Ład',\n",
" 'DG, pod. liniowy - 2021',\n",
" 'DG, zas. ogólne - 2021',\n",
"], loc='upper right')\n",
"plt.title('Całkowite obciążenie dochodu (rozliczanie indywidualne)')\n",
"plt.ylabel('Obciążenia łącznie')\n",
"plt.yticks(np.arange(20, 54, 1))\n",
"plt.gca().yaxis.set_major_formatter(FormatStrFormatter('%.0f%%'))\n",
"plt.xlabel('Dochód brutto [zł]')\n",
"plt.xticks(np.arange(2, 26, 1), rotation='vertical')\n",
"plt.gca().xaxis.set_major_formatter(FormatStrFormatter('%.0f tys.'))\n",
"plt.grid()\n",
"None"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "646bce12",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"{'dochód_brutto': 10000,\n",
" 'rozliczenie_wspólne': False,\n",
" 'koszt_uzyskania': 250,\n",
" 'zus_emerytalny': 976.0,\n",
" 'zus_rentowy': 150.0,\n",
" 'zus_chorobowy': 245.0,\n",
" 'próg_podatkowy': 7127.333333333333,\n",
" 'zus_społeczny': 1371.0,\n",
" 'podstawa_opodatkowania': 8379,\n",
" 'zus_zdrowotny_podstawa_wymiaru': 8629,\n",
" 'pit2': 400.5333333333334,\n",
" 'pit1': 1211.6466666666668,\n",
" 'kwota_wolna': 164.29,\n",
" 'zus_odliczany': 668.75,\n",
" 'zus_zdrowotny': 776.61,\n",
" 'należność_pit': 916,\n",
" 'obciążenia_razem': 3063.61,\n",
" 'dochód_netto': 6936.389999999999}"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"evaluate(uop_2021, dochód_brutto=10_000)"
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "e56b7103",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"{'dochód_brutto': 10000,\n",
" 'rozliczenie_wspólne': False,\n",
" 'koszt_uzyskania': 1000,\n",
" 'zus_zdrowotny_podstawa_wymiaru': 4242.38,\n",
" 'zus_społeczny_podstawa_wymiaru': 3155.4,\n",
" 'próg_podatkowy': 7127.333333333333,\n",
" 'zus_odliczany': 328.78,\n",
" 'zus_zdrowotny': 381.81,\n",
" 'zus_fp_fs': 77.31,\n",
" 'zus_chorobowy': 77.31,\n",
" 'zus_wypadkowy': 52.7,\n",
" 'zus_rentowy': 252.43,\n",
" 'zus_emerytalny': 615.93,\n",
" 'zus_społeczny': 1075.68,\n",
" 'podstawa_opodatkowania': 7924.32,\n",
" 'zus_składka': 1457.49,\n",
" 'pit2': 255.03573333333335,\n",
" 'pit1': 1211.6466666666668,\n",
" 'kwota_wolna': 198.18,\n",
" 'należność_pit': 1104,\n",
" 'obciążenia_razem': 2561.49,\n",
" 'dochód_netto': 7438.51}"
]
},
"execution_count": 15,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"evaluate(dg_og_2021, dochód_brutto=10_000)"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "f0a99064",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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PMF8LqSfsUjpjjDHGGGPMCc8KI2OMMcYYY8wJzwojY4wxxhhjzAnPp5MviMg6IA3IAbJVtZOIPARcAOQCO4ARqrpFRAYCDwK7gQtVdZeINAUeVdXLfJmnMcYYY4wpf1lZWWzatInMzEyfxomOjmb58uU+jWHxK1780NBQ6tevT3BwsFf9y2NWut6qutNj/UlVvQ9ARG4GxgKjgJuAzsDFwGDgBeBhYEw55GiMMcYYY8rZpk2biIqKolGjRoiIz+KkpaURFRXls/1b/IoXX1XZtWsXmzZtonHjxl6NKfdL6VQ11WM1Ash7wmwuEAKEA1ki0gPYpqqryjlFY4wxxhhTDjIzM6lZs6ZPiyJzYhIRatasWaqzkeLMWOezhNYCe3CKn1dV9TW3/RFgGJCCc0YpWUT6Ao8DW4ChwEfAIFXdXcz+RwIjAWJjYxOnTJlSYk7p6elERkYe03EdC4tv8S2+xbf4Ft/iW3yL74iOjqZZs2Y+j5+Tk0NgYKDP41j8ihd/9erVpKSkHNbWu3fvBara6YjOhc3hXVYLUM99jQH+AnoW2H43MK6QccOAW4GuwFRgIhBeXCx7jpHFt/gW3+JbfItv8S1+5Yq/bNmycomfmppaLnEsfsWLX9jvGP54jpGqbnZfdwCfAl0KdHkXGOjZICLhwAhgAjAOGA7MBob4MldjjDHGGHNiWbduHfHx8Ye1PfDAAzz11FPFjhsxYgSNGzcmISGBjh07MmfOnFLFHTJkCC1btiQ+Pp6rrrqKrKwswDlhcfPNN9OsWTPatWvHH3/8AcDChQvp1q0bbdq0oV27dnzwwQf5+3rxxRdp1qwZIsLOnTsLjWe847PCSEQiRCQq7z1wFrBERJp7dLsAWFFg6GjgeVXNAsJwLsPLxbn3yBhjjDHGGL978sknWbhwIY8//jjXXXddqcYOGTKEFStWsHjxYvbv38/rr78OwIwZM1i1ahWrVq3itdde4/rrrwcgPDyct956i6VLl/L1119z6623snfvXgC6d+/O999/T8OGDcv0+E5EvpyVLhb41L2ZLgh4T1W/FpGPRaQlTrGzHmdGOgBEJA7ooqrj3KYXgHnAXuBCH+ZqjDHGGGPMYRYuXMioUaPIyMigadOm/O9//6N69eqH9enZsyerV68u1X779euX/75Lly5s2rQJgM8++4xhw4YhInTt2pW9e/eydetWWrRokd8/Li6OmJgYkpOTqVatGh06dDiGIzSefFYYqeoaoH0h7QML6Z63bQvQ32P9I5xJGIwxxhhjzHFs3BdLWbYlteSOpdA6rir3n9/mqMcPGzaMF154gdNPP52xY8cybtw4xo8ff1ifL774grZt2x7V/rOysnj77bd57rnnANi8eTMNGjTI316/fn02b95M3bp189vmzp3LwYMHadq06VHFNEUr9+m6jTHGGGOMqQiKmiZcREhJSWHv3r2cfvrpAAwfPpyff/45v8/o0aNJSEjgtdde44033jiq+DfccAM9e/akR48eXvXfunUrV1xxBW+++SYBAfY1vqyVxwNejTHGGGOMKdaxnNk5WjVr1mTPnj2Hte3evdurB4I++eSTXHLJJYVuy8nJITExEYABAwYwevToI/qMGzeO5ORkXn311fy2evXqsXHjxvz1TZs2Ua9ePQBSU1Pp378/jzzyCF27di354EypWalpjDHGGGNOSJGRkdStW5cff/wRcIqir7/+mtNOO43o6GiqV6/OrFmzAHj77bfzzx6VJDAwkIULF7Jw4UIefPDBI7a//vrrfPPNN7z//vuHnfkZMGAAb731FqrKb7/9RnR0NHXr1uXgwYNcdNFFDBs2rMhizBw7K4yMMcYYY8wJ66233uKhhx4iISGBPn36cP/99+ffvzN58mRGjx5Nu3btWLhwIWPHji2TmKNGjWL79u1069aNhISE/OKpX79+NGnShGbNmnHttdfy0ksvAfDhhx/y888/M2nSJBISEkhISGDhwoUAPP/889SvX59NmzbRrl07rrnmmjLJ8UTk00vpRGQdkAbkANmq2klEngTOBw4C/wBXqupeEekOvOy2X66qq0SkGvAhcI6q5voyV2OMMcYYc+Jp3bo1SUlJhW5LSEjgt99+O6J90qRJxxQzOzu70HYRYcKECUe0Dx06lKFDhxY65uabb+bmm28+pnyMozzOGPVW1QRV7eSufwfEq2o7YCVwt9t+O9APuJVDU3iPAR6tTEVRbm4uX/77//jpfw/7OxVjjDHGGGOMl8r9UjpV/VZV88rk34D67vssnIe4hgNZItIUaKCqM8s7x2MREBBAtTnLSZs509+pGGOMMcYYY7wkquq7nYusBfYACryqqq8V2P4F8IGqviMiCcArwH7gCuAp4D5VXVXM/kcCIwFiY2MTp0yZUmJO6enpREZGHt0BeSntyTuosj+bkLHj/RK/OBbf4lt8i2/xLb7Ft/gVJX50dDTNmjXzefycnBwCAwN9HsfiV7z4q1evJiUl5bC23r17L/C4mu0QVfXZAtRzX2OAv4CeHtvuBT7FLc4KjOsJPAu0AD4A3gFii4uVmJio3khKSvKq37H44vrzdX67kzUnJ8cv8Ytj8S2+xbf4Ft/iW3yLX1HiL1u2rFzip6amlksci1/x4hf2OwbM10LqCZ9eSqeqm93XHW4R1AVAREYA5wFD3OTyifOkrTHAQ8D9wJ3ARKDS3FVWpVEjwg8ou7et9XcqxhhjjDHGGC/4rDASkQgRicp7D5wFLBGRc3CKnQGqmlHI0GHAV6q6G+d+o1x3CfdVrmWtatOWAGxaPs/PmRhjjDHGGGO84cszRrHAbBH5C5gLfKmqXwMvAlHAdyKyUEReyRsgIuHACCBvnsJngK+A8Tj3H1UKdVp1BGD3yiV+zsQYY4wxxhRl3bp1xMfHH9b2wAMP8NRTTxU7bsSIETRu3JiEhAQ6duzInDlzShW3V69edOp06BaX+fPn06tXr1Lt42gUdryl4c/71MqDz55jpKprgPaFtBd5h517Bqm3x/osoK1PEvShes07sCIA9q9d4+9UjDHGGGOMDzz55JNccsklfPvtt1x33XUsWrSoVON37NjBjBkzOPfcc32UoSmtcp+u+0QQXCWUPTWCYeMWf6dijDHGGGOO0sKFC+natSvt2rXjoosuYs+ePUf06dmzJ6tXry71vkePHs0jjzxyRHtmZiZXXnklbdu2pUOHDvkPn+3fv39+8dWhQwcefPBBAMaOHcvEiRMZNmwY06ZNy9/PkCFD+OyzzwqNPWfOHJ5//vn89YkTJ9K5c2fat2/PwIEDychw7nZZu3Yt3bp1o23btowZM6bUx1jZ+OyM0YkuvU404Vv3+jsNY4wxxpjKYcZdsG1x2e6zTls49/GjHj5s2DBeeOEFTj/9dMaOHcu4ceMYP378YX2++OIL2rYt/QVO3bp149NPPyUpKYmoqKj89gkTJiAiLF68mBUrVnDWWWexcuVKevTowaxZs2jYsCFBQUH88ssvAMyaNYtXXnmFFi1a8Oyzz3LhhReSkpLCr7/+yuTJk4+Iu3btWp599lkmTpyY33bxxRdz7bXXAjBmzBjeeOMNbrrpJm655Rauv/56hg0bxoQJE47Y1/HGzhj5iNaPpfrOA+TkZJfc2RhjjDHGlDtnMuTC21NSUti7dy+nn346AMOHD+fnn3/O7zN69GgSEhJ47bXXeOONN44q/pgxY3j44YcPa5s9ezZDhw4FoFWrVjRs2DC/MPr555/55Zdf6N+/P+np6WRkZLB27VpatmzJ6aefzqpVq0hOTub9999n4MCBBAUdOgeSmZnJ/fffT7169fjwww+Jjo7O37ZkyRJ69OhB27Zteffdd1m6dCkAv/zyC5dffjkAV1xxxVEdY2Xi0zNGIrIOSANygGxV7SQi/wc8AJwMdFHV+W7f7sDLwEHgclVdJSLVgA+Bc1Q115e5lrWQRo0JyV7K9nXLiGvazt/pGGOMMcZUbMdwZudo1axZ84jL43bv3k3jxo1LHJt3j1FhcnJySExMBGDAgAGMHj260H59+vRhzJgx/PbbbyXG69y5M/Pnz6dJkyb07duXnTt3MnHixPw44Jzheuedd5gyZQpvvvnmYeMDAgI488wzWbBgwRH7HjFiBNOmTaN9+/ZMmjSJmTNn5m8rqng8HpXHGaPeqpqgh54uuwS4GPi5QL/bgX7ArcAot20M8GhlK4oAqjVvDcCWFUf+8hljjDHGGP+LjIykbt26/Pjjj4BTFH399decdtppREdHU716dWbNmgXA22+/nX/2qCSBgYEsXLiQhQsX5t8LVJQxY8bwxBNP5K/36NGDd999F4CVK1eyYcMGWrZsSZUqVWjQoAEfffQR3bp1o0ePHjz11FP07Nkzf+yIESPyL/Vr3br1YXGqVKlCjx49Cs0hLS2NunXrkpWVlR8boHv37kyZMgXgsPbjVblfSqeqy1X170I2ZeE8qygcyBKRpkADVZ1ZnvmVlbhWTvW+d9UyP2dijDHGGGOK8tZbb/HQQw+RkJBAnz59uP/++2natCkAkydPZvTo0bRr146FCxcyduzYMo/fr18/ateunb9+ww03kJubS9u2bbnsssuYNGkSISEhgFM0xcTEEBYWRo8ePdi0adNhxU5sbCwnn3wyV155ZZHx/v77b+rXr5+/fPTRRzz00EOccsopdO/enVatWuX3fe6555gwYQJt27Zl8+bNZX7sFY2oqu92LrIW2AMo8KqqvuaxbSZwh8eldAk4zyraD1wBPAXcp6qritn/SGAkQGxsbGJeRVuc9PT0cpmDPTcnmxq33MSKU06izhV3l3v8olh8i2/xLb7Ft/gW3+JXlPjR0dE0a1bkk1zKTE5ODoGBgT6P4+/4GRkZdO3alVmzZh12D9GJcvyFWb16NSkpKYe19e7de4HH1WyHqKrPFqCe+xoD/AX09Ng2E+hUxLiewLNAC+AD4B0gtrhYiYmJ6o2kpCSv+pWFH09vr18OPM1v8Qtj8S2+xbf4Ft/iW3yLX1HiL1u2rFzip6amlkscf8b/7rvv9KSTTtJnn33WL/GL48/4hf2OAfO1kHrCp5MvqOpm93WHiHwKdOHIe4sOI84dXmOAQcALwJ1AI+Bm4F5f5lvWMupWI2rjbn+nYYwxxhhjjnNnnnkm69ev93calZrP7jESkQgRicp7D5yFM/FCSYYBX6nqbpz7jXLdJdxXufpMgziq784i62CmvzMxxhhjjDHGFMOXky/EArNF5C9gLvClqn4tIheJyCagG/CliHyTN0BEwoERQN4TpJ4BvgLG49x/VKmENW5CUC5sXvWnv1MxxhhjjDHGFMNnl9Kp6hqgfSHtnwKfFjEmA+jtsT4LKP2jhCuIGi3igY/ZtuIPGrXp5u90jDHGGGOMMUUo9+m6TyT1T+4MQOo/hc1ObowxxhhjjKkorDDyoRp1GpMRIhxct87fqRhjjDHGmEIEBgaSkJBAmzZtaN++PU8//TS5ubn52+fOnUuvXr1o3rw5HTt2pH///ixevNinOT3wwAM89dRTxfaZOXMm5513HgCff/45jz/+eLH9t2zZwiWXXFJmOR6Nd999l3bt2tG2bVtOPfVU/vrrr/xtX3/9NS1btqRZs2aHHcuQIUNo2bIl8fHxXHXVVWRlZQGwYsUKunXrRkhISImflbd8OivdiS4gIIA9MWEEbU72dyrGGGOMMaYQYWFhLFy4EIAdO3YwePBgUlNTGTduHNu3b+fSSy/lvffe49RTTwVg9uzZ/PPPP7RtW3Hu9hgwYAADBgwotk9cXBxTp04tp4wK17hxY3766SeqV6/OjBkzGDlyJL///js5OTnceOONfPfdd9SvX5/OnTszYMAAWrduzZAhQ3jnnXcAGDx4MK+//jrXX389NWrU4Pnnn2fatGlllp+dMfKxzLrVidqe5u80jDHGGGNMCWJiYnjttdd48cUXUVVefPFFhg8fnl8UAZx22mlceOGFxe5n0qRJXHDBBflnmh577LH8bc888wzx8fHEx8czfvz4/PZHHnmEFi1acNppp/H336W7DWPSpEn861//AmDEiBHcfPPNnHrqqTRp0iS/GFq3bh3x8fEAZGZmcuWVV9K2bVs6dOhAUlISAP3792fRokUAdOjQgQcffBCAsWPHMnHiRIYNG3ZYITJkyBA+++wzr/M89dRTqV69OgBdu3Zl06ZNgHNWrlmzZjRp0oQqVaowaNCg/P3269cPEUFE6NKlS/6YmJgYOnfuTHBwcKk+q+L49IyRiKwD0oAcIFtVO4lIDZyHtjYC1gGXquoeERkIPAjsBi5U1V0i0hR4VFUv82WevhRwUn2qzd3M/oxUwsKr+jsdY4wxxpgK6b9z/8uK3SvKdJ+tarTiP13+U6oxTZo0IScnhx07drB06VKGDx9+VLHnzp3LkiVLCA8PJzExkYsvvhgR4c033+T3339HVTnllFM4/fTTyc3NZcqUKSxcuJDs7Gw6duxIYmLiUcUF2Lp1K7Nnz2bFihUMGDCAs88++7DtEyZMQERYvHgxK1as4KyzzmLlypX06NGDWbNm0bBhQ4KCgvjll18AmDVrFq+88gotWrTg2Wef5cILLyQlJYVff/2VyZMnH1WOb7zxBueeey4AmzdvpkGDBvnb6tevz++//35Y/6ysLN5++22ee+65o4rnjfI4Y9RbVRNUtZO7fhfwg6o2B35w1wFuAjoDrwKD3baHcR72WmlFNG5GALBp+Tx/p2KMMcYYY47BKaecwsknn8wtt9xSYt++fftSs2ZNwsLCOP/885k9ezazZ8/moosuIiIigsjISC6++GJmzZrFrFmzuOiiiwgPD6dq1aolXhZXkgsvvJCAgABat27N9u3bj9g+e/Zshg4dCkCrVq1o2LBhfmH0888/88svv9C/f3/S09PJyMhg7dq1tGzZktNPP51Vq1aRnJzM+++/z8CBAwkKKv15lqSkJN544w3++9//ej3mhhtuoGfPnvTo0aPU8bzlj3uMLgB6ue8nAzOB/+A8xDUE50GuWSLSA9imqqv8kGOZqdXSuf50x99/0TzxDD9nY4wxxhhTMZX2zI6vrFmzhsDAQGJiYmjTpg1//PEHF1xwAQC///47U6dOZfr06SXuR0SKXfelkJCQ/Peq6vW4zp07M3/+fJo0aULfvn3ZuXMnEydOPOzs1bBhw3jnnXeYMmUKb7755hH7uPfee/nyyy8B8u/d8rRo0SKuueYaZsyYQc2aNQGoV68eGzduzO+zadMm6tWrl78+btw4kpOTefXVV70+lqPh68JIgW9FRIFXVfU1IFZVt7rbt+E8CBbgMeB7YAswFPgIGFTczkVkJDASIDY2lpkzZ5aYUHp6ulf9ykrmvhwaAuvnzSErbma5xy/I4lt8i2/xLb7Ft/gWv6LEj46OJi3N9/di5+TkFBsnb9vOnTu55ppruPbaa0lPT2f48OH06dOHHj16cMoppwCwa9cusrKySEtL44svvmDBggU88MADh+0vMzOTb7/9lvXr1xMWFsb06dN56aWXCAgI4Prrr+fGG29EVfn444957bXXUFWuv/56/vWvf5Gdnc1nn33GVVddVWzOGRkZZGdnk5aWRmZmJgcPHiQtLY2srCz2799/2NicnBzS09PJzc0lLS2NLl26MGnSJDp37syqVatYv349cXFxHDhwgLi4OD744AP+/e9/s2HDBsaMGcNNN92Uv79LLrmE3r17ExMTQ4MGDY7I8a677uKuu+467HPN+/w3btzIhRdeyGuvvUbdunXzt7dq1YqVK1eyePFi4uLieO+993jjjTdIS0tj8uTJfPXVV3zxxRfs27fviM/hwIEDBAcHF/lZZWZmev+7r6o+W4B67msM8BfQE9hboM+eQsYNA24FugJTgYlAeHGxEhMT1RtJSUle9StLv3VsrV9cc67f4nuy+Bbf4lt8i2/xLb7Fryjxly1bVi7xU1NTi9wWEBCg7du319atW2u7du30ySef1JycnPztc+bM0Z49e2rTpk21W7duev755+u8efNUVfXJJ5/URx999Ih9vvnmm3rBBRdor169tFmzZnr33Xfnb3v66ae1TZs22qZNG3322Wfz2x9++GFt3ry5du/eXS+//HJ98sknVVX15Zdf1pdffvmIGElJSdq/f//8eDfeeKOqqg4fPlw/+uij/H4RERGampqqa9eu1TZt2qiq6v79+3XEiBEaHx+vCQkJ+uOPP+b3HzNmjHbr1k1VVTdv3qyALliw4LDYZ599dqE5FSXv87/66qu1WrVq2r59e23fvr16fn//8ssvtXnz5tqkSRN9+OGH89sDAwO1SZMm+WPGjRunqqpbt27VevXqaVRUlEZHR2u9evU0JSXliNiF/Y4B87WQesKnZ4xUdbP7ukNEPgW6ANtFpK6qbhWRusAOzzEiEg6MAM4GpgMXA5cAQ9wCqdJJiQmnyuad/k7DGGOMMcYUkJOTU+z2rl278tNPPxW6beHChTz77LOFbqtfv37+DG6eZzNuu+02brvttiP633vvvdx7771HtI8aNarQ/ffq1YtevXoBzkx0I0aMAJwZ6jylp6eTlpZGo0aNWLJkCQChoaGFXgYH8NBDD/HQQw8BzhTfWuBSvIyMDFatWsXll19e6PjivP7667z++uuFbuvXrx/9+vU7oj07O7vQ/nXq1Mmfoa6s+GzyBRGJEJGovPfAWcAS4HMgb3qP4UDBOf5GA8+rahYQhnM5Xi7OvUeV0sF6tai648hTf8YYY4wxpvJ65513qF27tr/TKDfff/89J598MjfddBPR0dH+TqfM+fKMUSzwqXujWRDwnqp+LSLzgA9F5GpgPXBp3gARiQO6qOo4t+kFYB6wF7jQh7n6VOBJ9YmevY7U3dv8nYoxxhhjjPExzzM4x5MzzzyT9evX+zsNn/FZYaSqa4D2hbTvAgqdnk1VtwD9PdY/wpmEoVKLatoSmO1O2R3l73SMMcYYY4wxBZTHc4xOeDEtnPpw58rFfs7EGGOMMcYYUxgrjMpB/ZM7A5C+ZqWfMzHGGGOMMcYUxgqjchAeWY3d0YHohs3+TsUYY4wxxhhTCCuMyklabCQhW3f7Ow1jjDHGGHOC+uabb1i4cKG/06iwfF4YiUigiPwpItPd9T4i8oeILBGRySIS5LYPFJGlIjJLRGq6bU1F5ANf51gesuvHUG3HfjQ319+pGGOMMcYYV2BgIAkJCbRp04b27dvz9NNPk+vxfW3u3Ln06tWL5s2b07FjR/r378/ixZXvvvEff/yRb775hvbtD82NFhkZ6fO4Q4YMoWPHjsTHx3PVVVeRlZUFgKpy880306xZM9q1a8cff/wBOM+G6tatG23atKFdu3Z88MGhUuDFF1+kWbNmiAg7d5b9M0LL44zRLcByABEJACYDg1Q1Hme67rxnGt0EdAZeBQa7bQ8DY8ohR5+r0rAhEZnK/rRkf6dijDHGGGNcYWFhLFy4kKVLl/Ldd98xY8YMxo1znhyzfft2Lr30Uh599FFWrVrFH3/8wd13380///zj56xLr0+fPjzzzDO4j9IpN0OGDGHBggUsXryY/fv35z/gdcaMGaxatYpVq1bx2muvcf311wMQHh7OW2+9xdKlS/n666+59dZb2bt3LwDdu3fn+++/p2HDhj7J1ZfPMUJE6uNMv/0IcBtQEzioqnmzEHwH3A28gfMQ1xCcB7lmiUgPYJuqrvJljuWlatNWwPekb7EJGIwxxhhjCtr26KMcWL6iTPcZcnIr6txzj9f9Y2JieO211+jcuTMPPPAAL774IsOHD+fUU0/N73PaaaeVuJ9rrrmG+fPnA7B582auvfZa7rnnHi644AL27NlDVlYWDz/8MBdccAH79u3j0ksvZdOmTeTk5HDfffdx2WWXFbnv3bt3c9VVV7FmzRrCw8N57bXXaNeuHcnJyQwePJgtW7bQrVs3vvvuOxYsWECtWrV48cUXeffdd/Nzu/XWWw/b58yZM3nggQeoVasWS5YsITExkXfeeQcRYcGCBdx2222kp6dTq1YtJk2aRN26db3+TPv160daWhoiQpcuXdi0aRMAn332GcOGDUNE6Nq1K3v37mXr1q20aNEif2xcXBwxMTEkJydTrVo1OnTo4HXco+HTwggYD9zJoYf37ASCRKSTqs4HLgEauNseA74HtgBDcZ5fNKi4nYvISGAkQGxsLDNnziwxofT0dK/6lbW9BwKIBvZvXO2X+Hn8dfwW3+JbfItv8S2+xbf4BUVHR5OWlgZA1sEssnNyyjRuwMEs0tLSyMnJyY9TGM9ttWvXJicnhzVr1vDXX38xePDgYscW5tlnnwVgw4YNXHzxxQwaNIisrCzeeustqlatyq5du+jTpw+9e/fm888/p3bt2kyZMgWAlJSUYuPdfffdtG7dmrfffpuffvqJoUOH8ssvv3DvvffSvXt3br/9dr777jveeOMN0tPTWbZsGW+//TY//vgjqkqfPn3o1KlT/iV1aWlpZGRk8Oeff/L7779Tt25d+vbty3fffUenTp244YYbmDJlCrVq1eLjjz/mzjvv5KWXXirV55GTk8Pu3buZPHky//3vf0lLS2P9+vXUrFkz/1jr1q3LypUrD7u8b/78+WRmZhITE3PYZ6KqpKenExISUmLszMxM73/3VdUnC3Ae8JL7vhcw3X3fDZgFzMW5VG5hIWOHAbcCXYGpwEQgvLh4iYmJ6o2kpCSv+pW1A5n7dHGrVvredf39Ej+Pv47f4lt8i2/xLb7Ft/gWv6Bly5aVS/zU1NQit0VERBzRFh0drdu2bdOLLrpIp02blt/epUsXbdWqld58880lxty/f7927txZv/vuO01NTdWDBw/qjTfeqG3bttX27dtraGiobt26Vf/++29t2LCh3nnnnfrzzz+XuN+EhAT9559/8tfr16+vKSkp2r59e12zZk1+e/Xq1TU5OVnHjx+vd955Z377mDFj9Lnnnjvs2JOSkvTMM8/M7zNq1Ch9++23dfHixRoVFaXt27fX9u3ba3x8vPbt27fEHAtKTU3Va665Rm+55Zb8tv79++usWbPy1/v06aPz5s3LX9+yZYu2aNFC58yZc8T+GjZsqMnJyV7FLux3DJivhdQTvrzHqDswQETWAVOAPiLyjqrOUdUeqtoF+Bk47NoyEQkHRgATgHE49yDNBob4MFefqxISzu4awYQk28x0xhhjjDEV1Zo1awgMDCQmJoY2bdrkTwoA8Pvvv/PQQw+RkpJS4n5GjRrFxRdfzJlnngnAu+++S3JyMgsWLGDhwoXExsaSmZlJixYt+OOPP2jbti1jxozhwQcf9NmxFcfz7EtgYCDZ2dmoKm3atGHhwoUsXLiQxYsX8+233x42Licnh4SEBBISEhg7dmyh+37sscdITk7mmWeeyW+rV68eGzduzF/ftGkT9erVAyA1NZX+/fvzyCOP0LVr17I8zGL5rDBS1btVtb6qNsK5JO5HVR0qIjEAIhIC/Ad4pcDQ0cDzqpoFhAGKc/9RuK9yLS/76lSl6s50f6dhjDHGGGMKkZyczKhRo/jXv/6FiHDjjTcyadIkfv311/w+GRkZ+e8//fRT7r777iP2M2HCBNLS0rjrrrvy21JSUoiJiSE4OJikpCTWr18PwJYtWwgPD2fo0KGMHj36sEKsMD169Mi/X2jmzJnUqlWLqlWr0r17dz788EMAvv32W/bs2ZPf/8svvyQjI4N9+/bx6aef0qNHD68+j5YtW5KcnMycOXMAyMrKYunSpYf1CQwMzC+cCivqXn/9dX744Qfef/99AgIOlR4DBgzgrbfeQlX57bffiI6Opm7duhw8eJCLLrqIYcOGcckll3iVZ1nx9T1GhRktIufhFGUvq+qPeRtEJA7ooqrj3KYXgHnAXuDCcs6zzOXUj6XOyl3k5uQQEBjo73SMMcYYY054+/fvJyEhgaysLIKCgrjiiiu47bbbAKhTpw4ffPAB//nPf9i8eTMxMTHUqlUr/8zIP//8Q9WqVY/Y51NPPUVwcDAJCQkAjBgxgqFDh3L++efTtm1bOnXqRKtWrQBYvHgxo0ePJiAggODgYF5++WUAxo4dS6dOnRgwYMBh+37ggQe46qqraNeuHeHh4UyePBmA+++/n8svv5y3336bbt26UadOHaKioujYsSNDhgyhS5cugDP5greTGFSpUoWpU6dy8803k5KSQnZ2Nrfeeitt2rTx+vMdNWoUDRo0oFu3bgBcfPHFjB07ln79+vHVV1/RrFkzwsPDefPNNwH48MMP+fnnn9m1axeTJk0CYNKkSSQkJPD888/zxBNPsG3bNtq1a0e/fv3yZ7krC+VSGKnqTGCm+340zlmhwvptwZnFLm/9I5xJGI4LIY0aE5q1jO3rl1G3SVt/p2OMMcYYc8LLKWHCh65du/LTTz8Vum3hwoX5Ey14Wrt27WHraWlpREVF5Z958dSoUSPOPvvsI9qLuqSuRo0aTJs27Yj26OhovvnmG4KCgpgzZw7z5s3LvzzuX//6V6FnttLTnSuZevXqRa9evfLbX3zxxfz3CQkJ/Pzzz4Xm4o3s7Oz84/ckIkyYMOGI/kOHDmXo0KGF7uvmm2/m5ptvPupcSuKPM0YnrGrNTwa+ZMuKP6wwMsYYY4yp5N555x1/p5Bvw4YNXHrppeTm5lKlShUmTpzo75QqHSuMylFcq0RSgT2rlvg7FWOMMcYYcxxp3rw5f/75p7/TqNR8OSudKaBO43gOBsGBdev8nYoxxhhjTIXgzJ5sTNkr7e+WzwsjEQkUkT9FZLq7foaI/CEiC0Vktog0c9tvEpElIvKViFRx204TkSMv3KykAgOD2FkjGNm4zd+pGGOMMcb4XWhoKLt27bLiyJQ5VWXXrl2EhoZ6PaY8LqW7BVgO5E3Z8TJwgaouF5EbgDE4zy0aArQD7gHOdgup+4DLyyHHcpNaO4qaW/b4Ow1jjDHGGL+rX78+mzZtIjk52adxMjMzS/UF2eIfH/FDQ0OpX7++1/19WhiJSH2cWeYeAW5zm5VDRVI0sCWvOxCM87yiLGAoMENVj6snombF1aXm0t1s37WB2Jon+TsdY4wxxhi/CQ4OpnHjxj6PM3PmTK+nqLb4x198b4kvT12KyFTgMSAKuENVzxORHsA0YD+QCnRV1VQRuQKneFoKXA98BpztPui1qP2PBEYCxMbGJk6ZMqXEnNLT04mMjDym4zoWO37+jLbvfc2cfw+kScszyz2+v4/f4lt8i2/xLb7Ft/gW3+JbfH/q3bv3AlXtdMQGVfXJApwHvOS+7wVMd99/Apzivh8NvF7I2LE4D3QdAEwFngUCiouXmJio3khKSvKqn6/8+N7buqxlK/3gmVF+ie/v47f4Ft/iW3yLb/EtvsW3+Bbfn4D5Wkg94cvJF7oDA0RkHTAF6CMiXwLtVfV3t88HwKmeg0QkDuiiqtOA24HLgL3AGT7MtdxITF2yA4X9q1b6OxVjjDHGGGOMy2eFkarerar1VbURMAj4EbgAiBaRFm63vjgTM3h6COeMEUAYzj1JuTj3HlV+gYGkx0UTsmEHObnFP2nZGGOMMcYYUz7K9TlGqpoNXAt8LCJ/AVfgXE4HgIh0cPv94Ta9ByzGOfv0dXnm6ksBTRsRtyObNSlr/J2KMcYYY4wxhnIqjFR1pqqe577/VFXbqmp7Ve2lqms8+v2pqld7rI9X1Taqeo6qHiiPXMtDjZPbUzsVlm2Y7+9UjDHGGGOMMZTzGSPjiI13JsHYuOhXP2dijDHGGGOMASuM/CK0RUsA0lYs83MmxhhjjDHGGLDCyC+C69UjJySIKhu2kZGV4e90jDHGGGOMOeFZYeQHEhBAbsN61E9Wlu2ys0bGGGOMMcb4m88LIxEJFJE/RWS6uz5LRBa6yxYRmea2DxSRpe72mm5bUxH5wNc5+kNUqzY0SFaW7Fzi71SMMcYYY4w54ZXHGaNb8HhWkar2UNUEVU0A5gCfuJtuAjoDrwKD3baHgTHlkGO5q9oqnur74O91NjOdMcYYY4wx/ubTwkhE6gP9gdcL2VYV6ANMc5tygRCcB7lmiUgPYJuqrvJljv4S0rwZAHuWL/JzJsYYY4wxxhhRVd/tXGQq8BgQBdyR9ywjd9swYICqXuKu9wUeB7YAQ4GPgEGquruY/Y8ERgLExsYmTpkypcSc0tPTiYyMPOpjOlZ58QP27KH23ffw+lkB9BzwKNFB0eUa318svsW3+Bbf4lt8i2/xLb7F96fevXsvUNVOR2xQVZ8swHnAS+77XsD0AttnAAOLGDsMuBXoCkwFJgLhxcVLTExUbyQlJXnVz1fy4ufm5urSxI767KCT9Yf1P5R7fH+x+Bbf4lt8i2/xLb7Ft/gW35+A+VpIPeHLS+m6AwNEZB0wBegjIu8AiEgtoAvwZcFBIhIOjAAmAOOA4cBsYIgPcy13IkJos+actBMW71zs73SMMcYYY4w5ofmsMFLVu1W1vqo2AgYBP6rqUHfzJThnkDILGToaeF5Vs4AwQHHuPwr3Va7+EtaiJQ13BbB4h91nZIwxxhhjjD8F+SnuIJz7iQ4jInFAF1Ud5za9AMwD9gIXlldy5SWkeXPCM3LYuH4xObk5BAYE+jslY4wxxhhjTkjlUhip6kxgpsd6ryL6bcGZxS5v/SOcSRiOS3kz09Xcuo+1KWtpVr2ZnzMyxhhjjDHmxFQezzEyRQhp3hyABsl2n5ExxhhjjDH+ZIWRHwXVrElgjRo02R1khZExxhhjjDF+ZIWRn4U0a0azPSFWGBljjDHGGONHVhj5WUjz5sRsz2TV7pXsz97v73SMMcYYY4w5Ifm8MBKRQBH5U0Smu+siIo+IyEoRWS4iN7vtA0VkqYjMEpGabltTEfnA1zn6U0jz5gTtz6JaSg7Ldi3zdzrGGGOMMcackMrjjNEtwHKP9RFAA6CVqp6M8/BXgJuAzsCrwGC37WFgTDnk6Dd5M9OdlKws2bnEz9kYY4wxxhhzYvJpYSQi9XGm337do/l64EFVzQVQ1R1uey4QgvMg1ywR6QFsU9VVvszR30KaOYVRfGpVFiXbg16NMcYYY4zxB1FV3+1cZCrwGBAF3KGq54nILuAZ4CIgGbhZVVeJSF+ch75uAYbiPL9okKruLmb/I4GRALGxsYlTpkwpqmu+9PR0IiMjj+3AjkFh8WvddTfLGgXy4nkBPFj/wXKPX54svsW3+Bbf4lt8i2/xLb7F96fevXsvUNVOR2xQVZ8swHnAS+77XsB09306cLv7/mJgViFjhwG3Al2BqcBEILy4eImJieqNpKQkr/r5SmHx1191tc47t5fGT4rX5Izkco9fniy+xbf4Ft/iW3yLb/EtvsX3J2C+FlJP+PJSuu7AABFZh3MfUR8ReQfYBHzi9vkUaOc5SETCce5DmgCMA4YDs4EhPszVr0KaNyd8824kV1mcbNN2G2OMMcYYU958Vhip6t2qWl9VGwGDgB9VdSgwDejtdjsdWFlg6GjgeVXNAsIAxbn/KNxXufpbSPPmyIGDxKUE2vOMjDHGGGOM8YMgP8R8HHhXRP6Nc1ndNXkbRCQO6KKq49ymF4B5wF7gwvJNs/zkzUzXZX8dFu20CRiMMcYYY4wpb+VSGKnqTGCm+34vzkx1hfXb4rlNVT/CmYThuBbStCkAbdOq803yYg7mHKRKYBU/Z2WMMcYYY8yJozyeY2RKEBARQXD9+jTbU4WM7AzmbZvn75SMMcYYY4w5oVhhVEGENGtG1KY9hAWF8eOGH/2djjHGGGOMMScUK4wqiJDmzclat54edU4laWMSuc7zb40xxhhjjDHlwOeFkYgEisifIjLdXZ8kImtFZKG7JLjtA0VkqYjMEpGabltTEfnA1zlWBCEtmkNWFmcFtiV5fzJLdi7xd0rGGGOMMcacMMrjjNEtwPICbaNVNcFdFrptNwGdgVeBwW7bw8CYcsjR70KaOTPTtU+rTpAE2eV0xhhjjDHGlCOfFkYiUh9nlrnXveieC4TgPK8oS0R6ANtUdZUPU6wwqjRpAgEBBK7dTGKdRH7caIWRMcYYY4wx5UVU1Xc7F5kKPAZEAXeo6nkiMgnoBhwAfgDuUtUDItIX5xlHW4ChONN0D1LV3cXsfyQwEiA2NjZxypQpJeaUnp5OZGTkMR3XsSgufs377yc7Lo7PL2/F1D1TGRM3htjg2HKLXx4svsW3+Bbf4lt8i2/xLb7F96fevXsvUNVOR2xQVZ8swHnAS+77XsB0931dQHDODk0GxhYydhhwK9AVmApMBMKLi5eYmKjeSEpK8qqfrxQXf+O/btLVZ5+jW9O3avykeH1j8RvlGr88WHyLb/EtvsW3+Bbf4lt8i+9PwHwtpJ7w5aV03YEBIrIOmAL0EZF3VHWrm9MB4E2gi+cgEQkHRgATgHHAcGA2MMSHuVYIIS1bcnDDBmKkKq1rtrb7jIwxxhhjjCknPiuMVPVuVa2vqo2AQcCPqjpUROoCiIgAFwIFp18bDTyvqllAGKA49x+F+yrXiiK0dWvIzSVzxd/0adCHRcmLSM5I9ndaxhhjjDHGHPf88Ryjd0VkMbAYqIUz8xwAIhIHdFHVaW7TC8A8YBTwXjnnWe5C27QGIHPZMvqc1AdFmblppn+TMsYYY4wx5gRQLoWRqs5U1fPc931Uta2qxqvqUFVN9+i3RVX7e6x/pKptVLW7qh73p06CYmIIrFmTzGXLaFatGQ2iGtjldMYYY4wxxpQDf5wxMkUQEUJbtyZz2TJEhN4NevP71t9JP5he8mBjjDHGGGPMUbPCqIIJbd2aA6tXk3vgAH1O6kNWbhazt8z2d1rGGGOMMcYc16wwqmBCW7eG7GwOrFxFQu0EqodUt8vpjDHGGGOM8TErjCqY0DZtAGcChsCAQHo16MXsTbPJysnyc2bGGGOMMcYcv3xeGIlIoIj8KSLTC7Q/LyLpHus3icgSEflKRKq4baeJyLO+zrEiCa4XR0B0NJnLlgHQ56Q+pGWlMW/7PD9nZowxxhhjzPGrPM4Y3QIs92wQkU5A9QL9hgDtgF+Bs93nHN0HPFQOOVYYzgQMJ5O5dCkAXet2JSwozC6nM8YYY4wxxod8WhiJSH2gP/C6R1sg8CRwZ8HuQDDOg1yzgKHADFXd7cscK6LQ1q058PffaFYWoUGhdI/rTtLGJHI119+pGWOMMcYYc1wSVfXdzkWmAo8BUcAdqnqeiNwCBKjqsyKSrqqRbt8rgNuApcD1wGfA2apa5M01IjISGAkQGxubOGXKlBJzSk9PJzIy8hiP7Oh5Ez9k3jyqvfE/do25l+z69fk9/Xfe2fUOd9S5g4YhDX0e35csvsW3+Bbf4lt8i2/xLb7F96fevXsvUNVOR2xQVZ8swHnAS+77XsB0IA6YDQS57elFjB0LXAgMAKYCz+IUU0XGS0xMVG8kJSV51c9XvImfuWaNLmvZSvdM/VhVVffs36PtJ7fX5xY8Vy7xfcniW3yLb/EtvsW3+Bbf4lt8fwLmayH1hC8vpesODBCRdcAUoA/O2aBmwGq3PVxEVnsOEpE4oIuqTgNuBy4D9gJn+DDXCqVKw4YEhIfnT8BQLbQaibGJdp+RMcYYY4wxPuKzwkhV71bV+qraCBgE/Kiq1VW1jqo2ctszVLVZgaEP4ZwxAggDFMjFuffohCABAYS0Pjm/MAJndrp/Uv5hTcoaP2ZmjDHGGGPM8alCPcdIRDoAqOofbtN7wGKcs09f+ysvfwht3ZrMFSvQnBwA+jbsiyDMWDvDz5kZY4wxxhhz/CmXwkhVZ6rqeYW0RxZY/1NVr/ZYH6+qbVT1HFU9UB65VhShrVuj+/dzcN06AGLCY+hcpzMz1s7Iuw/LGGOMMcYYU0Yq1Bkjc0ho69YAh11O169xP9anrmfZ7mVFDTPGGGOMMcYcBSuMKqiQJk2Q0FAylyzNbzuz4ZkEBQTx1Zqv/JiZMcYYY4wxxx8rjCooCQoitGXLw84YRYdEc1q90/h63df2sFdjjDHGGGPKkM8LIxEJFJE/RWS6u/6GiPwlIotEZKqI5D3g9SYRWSIiX4lIFbftNBF51tc5VlShbVqTuXw5mnuoCOrXuB87MnawYPsCP2ZmjDHGGGPM8aU8zhjdAiz3WP+3qrZX1XbABuBfbvsQoB3wK3C2iAhwH8703Sek0NatyU1PJ2vjxvy20+ufTlhQGF+ttcvpjDHGGGOMKSs+LYxEpD7QH3g9r01VU91twqHnFAEIEIzzvKIsYCgwQ1V3+zLHiqywCRjCg8Pp3aA3363/jqycLH+lZowxxhhjzHHF12eMxgN34jygNZ+IvAlsA1oBL7jNLwK/AScBvwBXAhN8nF+FFtKsGQQHH1YYgXM5XcqBFH7d8qufMjPGGGOMMeb4Ir56Jo6InAf0U9UbRKQXcIfns4xEJBCnKJqnqm8WGDsWWIRTUA0DNgK3q2rBAmskMBIgNjY2ccqUKSXmlZ6eTmRkZIn9fKW08Ws8+ii5EZHsveXm/LZszebeTffSOrQ1w2sP92n8smbxLb7Ft/gW3+JbfItv8S2+P/Xu3XuBqnY6YoOq+mQBHgM2Aetwzg5lAO8U6NMTmF6gLS6vDfgJCATuB/oWFy8xMVG9kZSU5FU/Xylt/C1jxujfp3TV3Nzcw9of+PUB7fxOZ913cJ9P45c1i2/xLb7Ft/gW3+JbfItv8f0JmK+F1BM+u5ROVe9W1fqq2ggYBPwIXCEizSD/HqMBwIoCQx8Cxrrv8+5BysW59+iEE9q6NTl795K9deth7f0a92N/9n5+2vSTnzIzxhhjjDHm+FHezzESYLKILAYWA3WBB/M3inQAUNU/3Kb33H7dga/LN9WKIW8Chv1Llx7W3jGmIzHhMTY7nTHGGGOMMWWgXAojVZ2pquepaq6qdlfVtqoar6pD1J2lzu33p6pe7bE+XlXbqOo5qnqgPHKtaEJatoTAwCMmYAgMCOScRucwe/NsUg6k+Ck7Y4wxxhhjjg/lfcbIlFJAaCghTZocURiBczlddm4236//3g+ZGWOMMcYYc/ywwqgSCG3TptDCqHXN1jSs2pAZa2f4IStjjDHGGGOOH1YYVQKhrVuTk7yTrB07DmsXEc5tfC5zt81lR8aOIkYbY4wxxhhjSmKFUSUQ2saZgKGws0bnNj4XRflm3TflnZYxxhhjjDHHDZ8XRiISKCJ/ish0d/1dEflbRJaIyP9EJNhtHygiS0VklojUdNuaisgHvs6xogtp2QpECi2MmkQ34eQaJ9vldMYYY4wxxhyD8jhjdAuw3GP9XaAV0BbnOUXXuO03AZ2BV4HBbtvDwJhyyLFCC4yMoEqjRoUWRuCcNVq8czEbUjeUc2bGGGOMMcYcH3xaGIlIfaA/8Hpem6p+5fHU2blAfXdTLhCC8yDXLBHpAWxT1VW+zLGyCG3dutjCKEACmLZ6WvkmZYwxxhhjzHFCnPrERzsXmQo8BkQBd6jqeR7bgoHfgVtUdZaI9AUeB7YAQ4GPgEGquruY/Y8ERgLExsYmTpkypcSc0tPTiYyMPPqDOkZHGz/82++I+uQTdjzxX7Rq1SO2v7LjFTYe3MiD9R4kUALLPH5ZsfgW3+JbfItv8S2+xbf4Ft+fevfuvUBVOx2xQVV9sgDnAS+573sB0wtsnwiML2LsMOBWoCsw1e0bXly8xMRE9UZSUpJX/XzlaOPv++MPXdaylaZ8/U2h239Y/4PGT4rXH9b/4JP4ZcXiW3yLb/EtvsW3+Bbf4lt8fwLmayH1hC8vpesODBCRdcAUoI+IvAMgIvcDtYHbCg4SkXBgBDABGAcMB2YDQ3yYa4UXFh+PhIWRMXduodt71u9J7bDafLzq43LOzBhjjDHGmMrPZ4WRqt6tqvVVtREwCPhRVYeKyDXA2cDlqppbyNDRwPOqmoUzOYPi3H8U7qtcKwMJDia8Q4ciC6OggCAubHYhszfPZtu+beWcnTHGGGOMMZWbP55j9AoQC8wRkYUiMjZvg4jEAV1UdZrb9AIwDxgFvFfeiVY04V26cGDVKrL37Cl0+0XNLyJXc20SBmOMMcYYY0qpXAojVZ2p7sQLqhqkqk1VNcFdHvTot0VV+3usf6SqbVS1u6oml0euFVl4ly4AZMybV+j2BlEN6Fq3K5+u+pTcQk/GGWOMMcYYYwrjjzNG5iiFxbdx7zMqvDACGNhiIFv2bWHOljnlmJkxxhhjjDGVmxVGlYhUqVLsfUYAfRr0oXpIdZuEwRhjjDHGmFKwwqiSCe/ShQMrVxZ5n1GVwCqc3/R8kjYksXP/znLOzhhjjDHGmMrJCqNKJrxLZwAy5s8vss/A5gPJ1mw+/+fz8krLGGOMMcaYSs3nhZGIBIrInyIy3V3/l4isFhEVkVoe/QaKyFIRmSUiNd22piLyga9zrEzC4uOR0NBi7zNqUq0JHWM68smqT/IemGuMMcYYY4wpRnmcMboFWO6x/gtwJrC+QL+bgM7Aq8Bgt+1hYIyvE6xMpEoVwjsWf58ROJMwrE9dz/ztRZ9ZMsYYY4wxxjh8WhiJSH2gP/B6Xpuq/qmq6wrpnguE4DzINUtEegDbVHWVL3OsjMK7dOHA338XeZ8RQN+GfYkKjmLqyqnlmJkxxhhjjDGVk/jyUisRmQo8BkQBd+Q9y8jdtg7opKo73fW+wOPAFmAo8BEwSFV3F7P/kcBIgNjY2MQpU6aUmFN6ejqRkZFHe0jHrCziB6/+hxpPPcXe667jQIeEIvt9uPtD5qTN4eH6DxMRGFFm8Y+Fxbf4Ft/iW3yLb/EtvsW3+P7Uu3fvBara6YgNquqTBTgPeMl93wuYXmD7OqBWEWOHAbcCXYGpwEQgvLh4iYmJ6o2kpCSv+vlKWcTPPXBAl7dP0K0PP1JsvxW7Vmj8pHh9e+nbZRr/WFh8i2/xLb7Ft/gW3+JbfIvvT8B8LaSe8OWldN2BAe6ZoSlAHxF5p6RBIhIOjAAmAOOA4cBsYIjPMq1kpEoVwjokkDGv6AkYAFrWaEl8zXg+XvWxTcJgjDHGGGNMMXxWGKnq3apaX1UbAYOAH1V1qBdDRwPPq2oWEAYozv1H4b7KtTKKcO8zytm7t9h+A1sMZPXe1fyV/Ff5JGaMMcYYY0wlVO7PMRKRm0VkE1AfWCQir3tsiwO6qOo0t+kFYB4wCnivvHOtyMK7dAHVYp9nBHBu43OJCI7gvRX28RljjDHGGFOUcimMVHWmuhMvqOrz7pmkIFWNU9VrPPptUdX+HusfqWobVe2uqsnlkWtlEdq2LRIayr4Spu2OCI5gYPOBfLvuW7amby2n7IwxxhhjjKlcyv2MkSkbAXn3GRXzoNc8Q092rmB8d/m7vk7LGGOMMcaYSskKo0rM2/uM6kbW5axGZzF11VT25+4vn+SMMcYYY4ypRKwwqsTCO3d27jNasKDEvsPbDGdf1j5+Tf+1HDIzxhhjjDGmcvF5YSQigSLyp4hMd9cbi8jvIrJaRD4QkSpu+00iskREvvJoO01EnvV1jpVVaLt2SEgIGSXcZwTQpmYbOsV24qfUn8jKzSqH7IwxxhhjjKk8yuOM0S3Aco/1/wLPqmozYA9wtds+BGgH/AqcLSIC3Ac8VA45VkrOfUYd2OfFfUYAI9qMYE/OHr5d962PMzPGGGOMMaZy8WlhJCL1gf7A6+66AH2AqW6XycCFed2BYJznFWUBQ4EZqrrblzlWduFdOnNgxYoS7zMC6FG/BzFBMUxeOtke+GqMMcYYY4wHX58xGg/cifOAVoCawF5VzXbXNwH13PcvAr8BJwG/AFcCE3ycX6UXkfc8Iy/uMwqQAPpU7cPy3cuZv7345x8ZY4wxxhhzIpGSzhyISCzwKBCnqueKSGugm6q+UcK484B+qnqDiPQC7gBGAL+5l9EhIg1wzgrFFxg7FliEU1ANAzYCt6tqboF+I4GRALGxsYlTpkwp8YDT09OJjIwssZ+vlHn8rCxibrudjJ49Sf+/S0rsvidtD0/sfYKGIQ0ZFTOq7PLw0nH3+Vt8i2/xLb7Ft/gW3+Jb/Aodv6DevXsvUNVOR2xQ1WIXYAZwKfCXux4ELPZi3GM4Z4TWAduADOBdYCcQ5PbpBnxTYFwcMN19/xMQCNwP9C0uXmJionojKSnJq36+4ov464YN138uusjr+C/9+ZLGT4rXf/b8U+a5eBPfnyy+xbf4Ft/iW3yLb/Et/okVvyBgvhZST3hzKV0tVf0Q93I4dS6DyylpkKrerar1VbURMAj4UVWHAElA3qmN4cBnBYY+BIx134cB6sYO9yLXE1J4l84cWL6CnJQUr/pf1uoyQgJDeGvZWz7OzBhjjDHGmMrBm8Jon4jUxClQEJGugHffwAv3H+A2EVmNc89R/iV5ItIBQFX/cJveAxYD3YGvjyHmcS2ia1dQJf3nWV71rxFagwFNB/DFP1+wc/9OH2dnjDHGGGNMxedNYXQb8DnQVER+Ad4CbipNEFWdqarnue/XqGoXVW2mqv+nqgc8+v2pqld7rI9X1Taqeo5nP3O4sA4dCD7pJPZ8UPI9VnmuaH0FB3MP8sHfH/gwM2OMMcYYYyqHEgsj9+zN6cCpwHVAG1Vd5OvEjPckIIDql13G/vkLyFy50qsxjaMb06t+Lz5Y8QH7s/f7OENjjDHGGGMqtiILIxHp475eDAwAWgItgPPdNlOBRF98EVKlCnu9mJkvz7A2w9hzYA9f/POFDzMzxhhjjDGm4ivujNHp7uv5hSzn+TgvU0pB1atT9dxzSfnsc3LS93k1plNsJ+JrxvO/Jf8jKzfLxxkaY4wxxhhTcRVZGKnq/e7rlYUsV5VfisZb1S8fRO6+faRO9+4MkIhwXfvr2Jy+mS/XfOnj7IwxxhhjjKm4SrzHSERCRGSwiNwjImPzFi/GhYrIXBH5S0SWisg4t72PiPwhIktEZLKIBLntA91+s9xZ8BCRpiJiswN4KbR9e0JOPpk970/JeyZUiU6vfzqtarRi4qKJZOdm+zhDY4wxxhhjKiZvZqX7DLgAyAb2eSwlOQD0UdX2QAJwjoicCkwGBqlqPLAe51lG4Mx01xl4FRjstj0MjPHqSAwiQvXLB3Hg77/Z/+dCr8eMajeKDWkbmLF2hm8TNMYYY4wxpoLypjCqr6qXqeoTqvp03lLSIPfBsunuarC75AAHVTVv6rTvgIHu+1wgBOdBrlki0gPYpqqrSnNAJ7ro884jIDKSPe+/7/WY3if1pnn15ry26DVyckt8dq8xxhhjjDHHHSnpkisReQ14QVUXl3rnIoHAAqAZMAG4C1gHDFTV+SLyHM5ZpbYi0hd4HNgCDAU+wjmztLuY/Y8ERgLExsYmTvFiRrb09HQiIyNLeyhlpjziR035gLDZs0l+7FE0Ksqr+H/u+5P/7fwfI2qNIDEi0We5nQifv8W3+Bbf4lt8i2/xLb7FrzjxC+rdu/cCVe10xAZVLXYBlgEHgb+BRcBiYFFJ4wrsoxqQBMQD3YBZwFycS+UWFtJ/GHAr0BWYCkwEwouLkZiYqN5ISkryqp+vlEf8zFWrdFnLVpr82mtex8/JzdELPr1AL5x2oebk5vgstxPh87f4Ft/iW3yLb/EtvsW3+BUnfkHAfC2knvDmUrpzgebAWRyaqvv80lRlqrrXLYzOUdU5qtpDVbsAPwOHPZFURMKBEThnmMbh3IM0GxhSmpgnspBmzQjv3Jm9H3yI5nh3aVyABDCy3UhW713NDxt+8HGGxhhjjDHGVCzeFEZjgeqquj5vAa4saZCI1BaRau77MKAvsEJEYty2EOA/wCsFho4GnlfVLCAMUJz7j8K9OyQDztTdWZs2sW/2bK/HnN3obBpVbcQrf71Crub6MDtjjDHGGGMqFm8Ko7OBySIyzKNtgBfj6gJJIrIImAd8p6rTgdEishznsrwvVPXHvAEiEgd0UdVpbtML7thRwHtexDSuqDPPJLBWLfa8X/J9V3kCAwIZ2W4kK/esZObGmT7LzRhjjDHGmIrGm8JoB9AT+D8RmeA+d0hKGqSqi1S1g6q2U9V4VX3QbR+tqieraktVHV9gzBZV7e+x/pGqtlHV7qqaXKojO8FJlSpUu2Qg6T/9xMFNm70ed27jc2kQ1YBX/nrF62chGWOMMcYYU9l5UxiJqqao6vlAMjATiPZpVqZMVL/0UhBh74cfej0mKCCIa9tey/Ldy5m1eZYPszPGGGOMMabi8KYw+jzvjao+APwXZ8ptU8EFx8UR2asXez/+mNyDB70ed17T86gXWc/OGhljjDHGmBOGN4XRJBEJ9Vj/HrjKR/mYMlb98kHk7NpF2jffej0mOCCYa9pew+Kdi/l1y68+zM4YY4wxxpiKwZvC6COcWeHy5LhtphKI6N6dKo0asXvSpFKd/bmg6QXUiajDSwtfsrNGxhhjjDHmuOdNYRSkqvnXYbnvq5Q0SERCRWSuiPwlIktFZJzbfoaI/CEiC0Vktog0c9tvEpElIvKViFRx204TkWeP7tAMgAQEUGPECDKXLiVj3jyvxwUHBnN9++tZtHMR32/43ocZGmOMMcYY43/eFEbJIpI/PbeIXADs9GLcAaCPqrYHEoBzRKQr8DIwRFUTcKbgHuP2HwK0A34FzhYRAe4DHvLuUExRoi+8gMDq1dn9vzdLNW5A0wE0jW7Kc388R1Zulo+yM8YYY4wxxv+8KYxGAfeIyAYR2YjzUNbrShqkjnR3Ndhd1F2quu3RwBb3vbh9woEsYCgwQ1V3e3kspggBoaFUHzKE9JkzCdy61etxQQFB/Dvx36xPXc/HKz/2YYbGGGOMMcb4l3h7/4iIRAJ4FDvejAkEFgDNgAmq+h8R6QFMA/YDqUBXVU0VkSuA24ClwPXAZ8DZqlrkqQoRGQmMBIiNjU2cMqXkh5mmp6cTGRnp7SGUOX/Fl7Q0at9zL2kdO7D/yiu9HqeqPL/9ebZnbWdsvbGEBoSWPKgYJ+rnb/EtvsW3+Bbf4lt8i2/xK4bevXsvUNVOR2xQ1RIXoD9wJzDWYwnCKXa8GV8NSALigU+AU9z20cDrhfQfC1wIDACmAs8CAcXFSExMVG8kJSV51c9X/Bl/y/3369I28ZqVnFyqcYt2LNL4SfH64p8vHnMOJ/Lnb/EtvsW3+Bbf4lt8i2/x/Q+Yr4XUEyVeSicirwCXATfhXO72f0BD4FWgiTdVmarudQujc4H2qvq7u+kD4NQC8eKALqo6Dbjdjb0XOMObWKZoNYYPh5wc9rz3XqnGta3dlrMbnc3kpZNJzkj2UXbGGGOMMcb4jzf3GJ2qqsOAPao6DugGtFDVq1X13KIGiUhtEanmvg8D+gLLgWgRaeF2y2vz9BDOGSOAMJx7knJx7j0yxyCkcWMOtGvHnnffI3f//lKNvaXDLWTlZvHyXy/7KDtjjDHGGGP8x5vCKO8bdIZ7NicLqOvFuLpAkogsAuYB36nqdOBa4GMR+Qu4AudyOgBEpAOAqv7hNr0HLAa6A197EdOUIKNvX3JSUtj76aelGtegagMubXEpn6z6hDUpa3yUnTHGGGOMMf7hTWE03T3z8yTwB7AOeL+kQaq6SFU7qGo7VY1X1Qfd9k9Vta2qtlfVXqq6xmPMn6p6tcf6eFVto6rnqOqBUh6bKURW0yaEtW/P7kmT0ZycUo29rv11hAaF8tyC53yUnTHGGGOMMf7hTWH0OM7sdR/j3FvUSlXv821axmdEqHHVVWRt2EDaDz+UamiN0BpcHX81P278kT93/OmjBI0xxhhjjCl/RRZGInKxiFyMM3X2p+77/sAZ7ntTSUWdeQbBDRqU+oGvAENbDyUmLIan5z+dN4OgMcYYY4wxlV5xZ4zOd5cOwDbgOY+283yfmvEVCQykxvDh7F+4kIw/SnfmJywojBs73MhfyX/xw4bSnXEyxhhjjDGmoiqyMFLVKz2WQcC/PdavKmnHIhIqInNF5C8RWSoi49z2WSKy0F22iMg0t32g22+WiNR025qKyAdlc6jGU7WLLyIgOprdb5b+rNGApgNoGt2U8X+M52DOQR9kZ4wxxhhjTPny5h4jAFR1ain3fQDoo6rtgQTgHBHpqqo9VDVBVROAOTgPfAXnOUmdcZ6PNNhtexgYU8q4xgsB4eFUv3wQad9/z8H160s1NiggiNGdR7M+dT2Tlk7yTYLGGGOMMcaUI68Lo9JyHyyb7q4Gu0v+TSkiUhXoA0xzm3KBEJznFWWJSA9gm6qu8lWOJ7oaQ4YgQUHsOop7jbrX685ZDc/itUWvsTFtow+yM8YYY4wxpvz4rDACEJFAEVkI7MB5jtHvHpsvBH5Q1VR3/THge5x7mN4H7sN52KvxkaDatYm+ZCB7P/mErM2bSz3+zs53EiiBPPr7ozYRgzHGGGOMqdTEmy+0IhIPtAZC89pU9S2vgzjPQfoUuElVl7htM4DX3WnAC/YfBtQAfgPuAPYAt6hqRoF+I4GRALGxsYlTpkwpMZf09HQiIyO9Tb3MVbT4AXv2UOu+sezv1pW0IUNKvb+k1CQ+2fMJV9e6moSIhFLHL28W3+JbfItv8S2+xbf4Fv/Eil9Q7969F6hqpyM2qGqxC3A/kARsB97EmaFuaknjCtnPWOAO930tYBcQWki/cOBHnEvvvgEigOHAtcXtPzExUb2RlJTkVT9fqYjxt457UJe1idcDGzeVen9ZOVl6yeeXaJ8P+2j6wfSjil+eLL7Ft/gW3+JbfItv8S3+iRW/IGC+FlJPeHMp3SXAGTj3+1wJtAeiSxokIrXdM0WISBjQF1jhsc/pqppZyNDRwPOqmgWE4dyXlOsWTMYHal43EgkIYNerr5R6bFBAEPd1vY/kjGQmLJzgg+yMMcYYY4zxPW8Ko/2qmgtkuxMm7AAaeDGuLpAkIouAeTj3GE13tw3CuY/oMCISB3RR1Wlu0wvu2FHAe17ENEchODaWapdeyt5PPuXgxtJPpNCudjsuaXEJ7y1/jxW7V5Q8wBhjjDHGmArGm8JovnvmZyKwAPgDZ5rtYqnqIlXtoKrtVDVeVR/02NZLVb8uZMwWVe3vsf6RqrZR1e6qmuzNAZmjU/Paa5GgIHa+XPqzRgC3dLyF6JBoHvrtIXI1t4yzM8YYY4wxxrdKLIxU9QZV3auqr+BcDjfcvaTOHEeCY2OodtmlpHz2WamfawQQHRLNHZ3uYFHyIj5edcR8GsYYY4wxxlRoRRZGItLKfe2Yt+DMFBfkvjfHmZrXXHNMZ43Oa3Ienet0ZvyC8ezav6uMszPGGGOMMcZ3ijtjdJv7+nQhy1M+zsv4QXBMDNUvv5yUzz/nwNq1pR4vIow5ZQwZ2Rk8s+AZH2RojDHGGGOMbxRZGKnqSPe1dyFLn/JL0ZSnmtdcjVSpws6XXz6q8U2qNeHKNlfy+T+fM2dLibeiGWOMMcYYUyF4M/kCInKqiAwWkWF5ixdjQkVkroj8JSJLRWSc2y4i8oiIrBSR5SJys9s+0O03S0Rqum1NReSDYzlAUzpBtWpRffBgUqd/yYE1pT9rBDCy3UgaVW3EuDnjyMjKKHmAMcYYY4wxflZiYSQib+NcOnca0NldjnxS7JEOAH1UtT2QAJwjIl2BETjTfbdS1ZOBKW7/m9x9vwoMdtseBsZ4eSymjNS8+iokJISdL710VONDg0J5sPuDbEnfwrMLni3j7IwxxhhjjCl7QV706QS0dp8S6zW3f7q7GuwuClwPDHafjYSq7nD75AIhOA9yzRKRHjgPlV1Vmrjm2AXVrEmNIYPZ9cb/qDXqOkKaNSv1PjrEdGDIyUN4Z/k7nNXoLDrX6eyDTI0xxhhjjCkbUlK9IyIfATer6tZS71wkEOfZR82ACar6HxHZBTwDXAQku/teJSJ9gceBLcBQ4CNgkKruLmb/I4GRALGxsYlTpkwpqmu+9PR0IiMjS3soZaayxJf0dGrdO4aDbdqQMvLao4p1IPcAj299HIC7695NlYAqleb4Lb7Ft/gW3+JbfItv8S3+8RG/oN69ey9Q1SOvgFPVYhcgCdgDfAN8nreUNK7APqq5+4nHOYt0u9t+MTCrkP7DgFuBrsBUnIfLhhcXIzExUb2RlJTkVT9fqUzxt48fr8tattJ9C/446nhzt87V+Enx+t+5/y11fF+w+Bbf4lt8i2/xLb7Ft/gnVvyCgPlaSD3hzaV0DxxlMeZZfO0VkSTgHGAT8Im76VPgTc++IhKOcx/S2cB0nOLpEmCIWyCZclLrmmtImfox2x9/nEZT3kcCvJqr4zCd63TmspaX8c6ydzir4Vk+yNIYY4wxxphjV+I3XVX9CVgHBLvv5wF/lDRORGqLSDX3fRjQF1gBTAN6u91OB1YWGDoaeF5Vs4AwnPuScnHuPTLlKCAigtq33UbmokWkTp9+1Pv5d+K/qRtRl/t+uY+DuQfLMENjjDHGGGPKhjez0l2Lcznbq25TPZzipiR1gSQRWYRTTH2nqtNx7iMaKCKLgceAazxixQFdVDVv/y+4Y0cB73kR05Sx6AsGEBofz46nnyE34+im3o4IjuD+U+9nXeo6ZqTMKOMMjTHGGGOMOXbeXBt1I9AdSAVQZ5a4mJIGqeoiVe2gqu1UNV5VH3Tb96pqf1Vtq6rdVPUvjzFbVLW/x/pHqtpGVburanJpD84cOwkIIPaeu8nevp1dr79x1Ps5Ne5UBjYfyA+pP7Bk55IyzNAYY4wxxphj501hdEBV869/EpEgnMvbzAkivGNHqvY7l11vvEHWli1HvZ/bO91OdGC0c0ldjl1SZ4wxxhhjKg5vCqOfROQeIMydUvsj4AvfpmUqmpjbbwdgxzNH/8DWqCpRDKo5iNV7V/PCny+UVWrGGGOMMcYcM28Ko7twnje0GLgO+EpV7/VpVqbCCa5XjxpXXUnq9Olk/PnnUe+nTVgbLm1xKZOWTuLXLb+WYYbGGGOMMcYcPW8Ko/7A26r6f6p6iapOFJHTfZ2YqXhqXXMNQbVrs/2xx9Hc3KPezx2d76BpdFPunX0vuzOLfH6vMcYYY4wx5cabwug9nMvpGni0lXg9lYiEishcEflLRJaKyDi3fZKIrBWRhe6S4LYPdPvNEpGabltTEfmg9IdlfCEgIoLatx/79N1hQWH8t+d/ST2Qyn2/3Jf3UF9jjDHGGGP8psjCSETudN+uxrmc7lsRyXv+kHix7wNAH1VtDyQA54hIV3fbaFVNcJeFbttNQGecacEHu20PA2O8PBZTDqIHHPv03QAta7Tktk638fOmn3l/xftlmKExxhhjjPGrnCzYvAB+exk+upJmq17zd0ZeCSpm23L3VVU1SUTOBT4SkffxYlY6dU4DpLurwe5S3LhcIATnQa5ZItID2OZOD24qiLzpu9cPHsKu19+g9s03HfW+BrcazK9bfuXp+U+TGJtIyxotyzBTY4wxxhhTLtJ3wMa5sGmu87rlT8jOdLZVrYdEtvdvfl6Ski5jEpE/VbWD+z4c+B9wiaoWV1TljQ0EFgDNgAmq+h8RmQR0wzmj9ANwl6oecGe8exzYAgzFmf1ukKoWeROKiIwERgLExsYmTpkypaSUSE9PJzIyssR+vnK8xI9+/XVC/lrErrH3kVO79lHHT8tJ4/GtjxMeEM7oOqOpElDlmHMrTfzyZvEtvsW3+Bbf4lt8i1+Z40tuNpHpa6ma+nf+Epa5HYBcCSI9sgkp0a1IrdqK1KotORBay+/HX1Dv3r0XqGqnIzaoaqkX4CT3NdDL/tWAJCAeqItzKV4IMBkYW0j/YcCtQFdgKjARCC8uRmJionojKSnJq36+crzEP7h1q67o0FHXjxypubm5xxT/l02/aPykeH1ozkNlkltp45cni2/xLb7Ft/gW3+Jb/EoVf98u1RVfqX4zRvWNs1UfilG9v6qzPNVSdcpQ1V+eV10/R/Xg/rKP7wPAfC2knvDmrE8ocDXQBgj1aL8NeIlD9wMVSVX3ikgScI6qPuU2HxCRN4E7CsQLB0YAZwPTgYuBS4AhboFkKoDgOnWodfNN7Hj8v6R99x1VzzrrqPd1ar1TGdFmBJOWTuLUuFPpc1KfMszUGGOMMcZ4LXUrbPgV1s+B9b/CjqVOe0AwxCVAp6ugfmdo0AWq1gPxZuqByqHEwgh4G1iBU6g8iFOgLAfGAQeLGiQitYEstygKA/oC/xWRuqq6VUQEuBBYUmDoaOB5Vc1yxynO/UfhpToy43M1hg4lZdpnbH/kUSJO7U5gZMRR7+vmDjfz+9bfGfvrWNrUbENsRGwZZmqMMcYYY46Qmws7/4YNvzn3Bm2YA3vWOtuCI+CkU6DNRdCwG9RLhOAw/+brY94URs1U9f9E5AJVnSwi7wGzVLVrCePqApPd+4wCgA9VdbqI/OgWTQIsBEblDRCROKCLqo5zm14A5gF7cYooU4FIUBB1H7ifdZcPZucLLxB7911Hva/gwGCe6PkEl06/lNt/up3/nf0/qgT69n4jY4wxxpgTysEMZ7a4jb/Bht+dyRIyU5xt4bXgpK7Q+RpoeCrUaQeB3pQKxw9vjjbLfd0rIvHANiCmpEGqugjoUEh7kddJqeoWnAfK5q1/hDMJg6mgwhISqHbppex++22iL7yA0JNPPup9NYpuxMPdH+b2n27nsbmPcX+3+8swU2OMMcaYE0xmCmz4nSb/vA+rH3Fmi8t1v9rXbgWtL3SKoQanQI0mx9VlcUfDm8LoNRGpDtwHfA5EAmN9mpWpVGJu+zdp333H1gceoNH77yMB3jw3uHBnNTqLa3dfy8TFEzm5xslc2vLSMszUGGOMMeY4tm+nc1/Q+l9h/S+wbTGg1JcgqNcRut3onA2q3xnCa/g72wqnxMJIVV933/4ENPFtOqYyCoyOJvY/d7LlP3ex98OPqD7osmPa340JN7Ji9woe+/0xmlZrSmJsYhllaowxxhhzHEnbDutnw7pfnEIoeYXTHhQGDTpDr7ug4anMXrOfnmec7d9cK4EiCyMRGaqq77izzx1BVZ/xXVqmsqk6YAB7P/6EHc88Q9SZZxBUq9ZR7yswIJDHez7O4C8Hc9vM2/jgvA+oE1GnDLM1xhhjjKlkcrJhxzLnHqHN850JE3atdrZViXQuiWt3KTQ8DeI6QNChe7Vz18/0T86VTHFnjPKmGIs6mh2703z/jPO8oiBgqqre77H9eeAqVY10128CrgM2ABeq6kEROQ0YqKr/PpocTPkREeo8cD9rLriQ7U88Qb0nnjim/VWtUpXnez/P4K8Gc2vSrUw+dzIhgSFllK0xxhhjTAWTkwXZmZCVCdn7nYkSkpfDpvmw+Q/YuhCyMpy+YTWc6bI7DodG3aFO+xNuogRfKPITVNVX3ddxRfUpwQGgj6qmi0gwMFtEZqjqbyLSCaheoP8QoB1wD3C2iEzHua/p8qOMb8pZSJMm1Lz6Kna98irVLh5IRNdTjml/Tao14dHTHuWWpFt4cM6DPNz9YeQEvynQGGOMMeUkN9cpULI8luLWszOPfJ+dCVkZtN22GdY/fajoycos0Gc/aE7heQSGQN12ThFULxHqJ0L1xif8RAm+4M0DXicDt6jqXne9OvC0ql5V3Dj3qbLp7mqwu6g7ffeTOA+GvcgzlNsnHGcmvKHADFXdXZoDMv5Va9QoUr/8im3jxtH4s2kEVDm2Kbf7nNSHG9rfwEt/vUTrmq0ZcvKQMsrUGGOMMZWSKmQfcM6eZO13X933B/d5FC6HtjdauwIOfl/otsPbMg+15Rw4uvwkEILDITjUudcnOJQqB7MhOwiqhEN4zcO2ERwOQSGH1oPcJTjMmSkuNv6wy+KM73hzzq1dXlEEoKp7ROSIabgL4xZBC4BmwARV/V1EbgE+dx/y6tn9ReA3YCnwC/AZzkNlTSUSEBpKnbH3sfHakex84UVibi/0FrVSua79dSzfvZwn5z1Js2rNOKXusZ2JMsYYY4yP5J1lObjPLVIy4GAG1fb8BSsyDhUxBzMga5/76tmW4VHcZDgFUHamx+Kul1IjgC3hbsER7hQdwWHO+yqREBHjFilhh7YHefTJL2QKLJ5tecVMYPAR8RfMnEmvXr2O9dM1PibOiZ1iOoj8BfRS1T3ueg3gJ1Vt63UQkWrAp8D9wKPu/rJFJD3vHqMC/ccCi4BcYBiwEbhdVXML9BsJjASIjY1NnDJlSom5pKenExl5RMhyc6LEr/rW24TOmcOe0XeQ1eTQZIZHG39/7n6e2fYMqTmp3F7ndmKCS3yUVqFOlM/f4lt8i2/xLb7FLy6+5OYQkJtJYE5Ry34Ccw64r06b0/+Ax7ZMAnIPXw/MLd1ZFkXICQwhNyCUnMBQ932Ix/sq5AYEF3h1lkN9jxxTcFtqxkEio47qtvkyUdF+/ida/IJ69+69QFU7FWz3pjAahnPfz0c4l7tdAjyiqm+XJgG32BHgeiCv1D8JWKOqzTz6xQGvqep5IvIT0AcYA/yqqt8Vtf9OnTrp/PnzS8xjpp8r9hMlfk5aGmsGXEBASAiNP/2EgLCwY46/MW0jQ74cQtWQqrxz7jtUC61W6n2cKJ+/xbf4Ft/iW/zjKH5urnN25UA6HEyHA2mHzsgcdNvy1ovYlr5nB5HB6uwjK6N0Z10kwDmrEhwOVSKcy8GC817dtvxtEQXanL5/LltJh86nHrk9KKRc7pWp1D9/i1/mRKTQwsib5xi9JSLzcQoUBS5W1WVeBKwNZKnqXhEJA/oC/1XVOh590j2LItdDHHqAbJgbMxfn3iNTSQRGRRH3yMNsuOpqksePJ/buu495nw2iGvB8n+e5+puruXXmrUzsO5HgQk5XG2OMMX6j6lwGdiDNLWJS4UA6NXf+Dot25K/nbz/snhj3ff4lZeluIbPP+/hBoW6BEukuzvv9YYFE1mvsUcBEHipk8t+HH94e7L6WQfGSsqWK84BRYyowb+f1CwUCcQqUUC/H1AUmu/cZBQAfqur04gbk3bukqn+4Te8Bi3EupTu2+Z9NuYs49VSqD76c3W+9TdSZZxLeufMx7zMhJoEHuz/IXbPu4oE5D9hMdcYYY8pGbo5TrByxpBayXrAtzaPYSYPDr/wHoC3AEs8WgZAoj7Mq4YfubQmv6bxWiYAqURDiUeSERDnvQyIPba8S4awHRxQ5ZfPSCvYXe2MqIm9mpRsL/B/wMc6lcG+KyEeq+nBx41R1EVDsJA0F7y9S1T+Bqz3WxwPjS8rRVFwxt99O+qzZbLn7Hpp8Nq1M9tm/SX82pG7gpb9eolHVRlzb7toy2a8xxphKKifbKVYy90KmW7gUeG26eimkfuwUL4dtc4udg+klhgHcQqXAElUHQqq6BYtbyIREHSpqQqKYv2Qlnbr1OrQ9ONymWzbHvZT9WazbuY/Ve3Lo5e9kvODNGaMhQHtVzQQQkceBhUCxhZExAAEREcQ99ijrrxjG9qeegtNPL5P9jmo/inWp63j+z+c5qepJnN3IJjA0xphKK/sAZKbA/r3Oa2aKW+S47w+kuu9TC2/z4lKzuIAqsLe6U8CEVnULmrru+6qHt+cvedvyztpEQUDAUR1i+vpcqFXw7gFjKr+UjCzW7trHup37WLdrH+t3ZbB25z7W79rHnowsAJpVC+AaP+fpDW8Koy04l8/l3aUXAmz2WUbmuBPeqRM1hg1j9+TJVImJgTI4lS8iPNj9Qbbu28q9s++lbkRd2tVud+zJGmOMKZ3cXOfysf173MJm7+Gv7qVmrdavgm0TPe69cc/cZO4teSKAgGAIjXYXt1iJquPRFu0WNh7b81+jISSKWbN+sUvJjDlKaZlZrNuZwZqd6azbmcG6XfuOKH7AOQkaFx1Go1rhnNu2Lo1qhtOoZgS71pY4PUGFUGRhJCIv4Ex8kAIsFZHv3PW+wNzySc8cL2r/+1bSf/6Zqm+9Tc7QoQSWwZSZIYEhjO89niFfDuGmH2/i/f7vExcZVwbZGmPMCSj7gFPI7N/jLrs93u85tC2v4Ml7n5lS6D01+SQQQqKoplVAazlnX8KqQ3SDwwubsGoQWs1dr+YUNnnbgkLtsjNjfCwzK4cNuzNYk+yc+Vmb7BQ/a3buY2f64dOwx0WH0qhWBOe2rUvjmhE0rBlO41oRNKgRTmhw4BH7npm8orwO45gUd8Yob+7rBTjPIMoz02fZmONWQGgocY8/xtpBl7P98ceJe+SRMtlvjdAaTDhjAkO/GsoN39/A5HMnEx0SXSb7NsaYSik3xylaMnY7xY372mDDPPj+pyMLngz3tbjL0STwUOESVg3Ca0CNJh5t1Q/f7tnm3kvzm938b4zf5RU/eWd71u7MYL17GdzW1Ew8n+JTKzKEJrUi6NOqNo1rRdK4VjiNa0XSsGbhxc/xoMjCSFUnA4hIKJB3UezqvHuNSuKO+xnn0rsgYKqq3i8ibwCdcCZyWAmMUNV0EbkJuA7YAFyoqgdF5DRgoKr+++gOz1QkYe3bk3HWWcjHnxB1xhlE9elTJvttUq0J43uPZ9T3o7jhhxuY2Hci4cE2u7sx5jiQm+OcncnYCRm7Cixu0ZOxyy2A3LbMFJwLPA7XFGBdkFuw1HBeq9aH2LZOoRNaDcKru9s9+oRVd87y2BkbYyoFVSU57QD/JO/jn+R01iTvY/7fmdw390c27dl/WPFTPTyYRrUi6NqkJg1rRtColnPmp1GtCKqGnniPRCnuUrog4FHgKmA9TiHTQETeBO5V1ayixroOAH3coicYmC0iM4B/q2qqG+MZ4F/A4ziTPLTDeZjs2SIyHbgPuPxYDtBULOnn9afGxg1svfseQqd9SnDdumWy3y51u/Bkzye57afbuO2n23ih9wv2jCNjTIUSkHMA9m50ipx9u5xXz0vXMvcefslaxi7ntZAiB3DOxITXdAqX8JpQ7SSnmAmv4bbXcAsdp23WgmX0OONcK3CMOU4cyM5h/a4M/tmRzpqd+/hnR3p+IZR2IDu/X1hwILVDlfaNq3Fxh/o0qR1Bo5rOEh1u35U8FXcp3ZNAFNBYVdMARKQq8JS73FLcjlVVgby5L4PdRT2KIuHQA1zBKbyCcR7kmgUMBWao6u7SH5apsIKDqf/MM6y9eCCbb7+Dhm9NRoK8fZxW8c5oeAb3d7uf+3+9n3t/uZfHezxOgBzd7EHGGFOinCyneNmX7C47Pd4nO8VP3vuMXfQ8mA6zithXiHuPTVg190xOnFPcRNRyXgtbgr19rKCbbtA6K4qMqYRSM7NYvSOd1TvS84uf1TvS2bA7g1yPv5vUjQ6lae1ILu5Yjya1I2laO5ImtSOoUzWUn3/+iV697AG7JRHVwv8SJSKrgBZaoIP7wNYVqtq8xJ07fRfgXIo3QVX/47a/CfQDlgH9VTVDRK4AbgOWAtcDnwFnF3dmSkRGAiMBYmNjE6dMmVJSSqSnpxMZGVliP1+x+E780N/nEv3mm6Sfew77LrigTGN8l/Idn+/9nJ5RPbmk+iWHPQC2ohy/xbf4Fr9ixpfcLKoc3Ju/BGftLbCecuh9dlqh+8iVQLKCozlYJZqs4GiygqtysEo0+zQMiajttld1lyiygyKce3h8rDJ8/hbf4p+o8VWVlIPKlnRlS3ouW/fluq/K3gOHvooHCcRGCHUjAqgbGUBcRAB1I4Q6EQGEBhX9h4+KfvzlrXfv3gtUtVPB9uIKo5Wq2qK024roXw1nAoebVHWJ2xYIvADMU9U3C/QfCywCcoFhwEbgdtWip73p1KmTzp8/v6jN+Wb6+eZPi38o/pZ77iXl00856Y3XiTj11DKLoao8s+AZJi2dxA3tb+D6hOsLje8PFt/iW3w/xM/NhYxdzJv5JZ1bNYD07e6yw3lNc9f37XDvzylESFWIqA2RMc5ZnIgY933tQ+sRtSGipnOvTiFnZk7Yz9/iW3yLnx9fVdmaksnK7Wms3pHOqu3prNrhvE/NPHT5W1RIEE1jImnmLk1rO68NqocRFFj6q2EqyvFXFCJSaGFU3DVMy0RkmKq+VWBHQ4FSzbmnqntFJAk4B1jituWIyBTgTiC/MBKROKCLqj4oIj8BfYAxwBnAd6WJayq2OmPuZf9ff7H5zv/QZNqnBNWqVSb7FRFuS7yNPZl7eOmvl4gOiWbwyYPLZN/GmAokJ9spZtK2uctW5zWv8Enb5hQ/+3ZAbjad4dB8qwBVIiEy1lliW0Nkb7fYifF4re28lvKyNWPMiU1V2eIWQKu2pzFr8QGeXfoL/+xIJ93j/p+aEVVoFhPJ+e3jaB4TSbOYKJrFRBJbNeSwK15M+SiuMLoR+ERErsK5HA6c2eTCgItK2rGI1Aay3KIoDOf5R0+ISDNVXe3eYzSAI4ush4Cx7vu8e5Byce49MseRgPBw6j3zDOsuvZQtd/6HBq9PRI7yieIFiQgPnPoAKQdTeHzu41QLqUa/Jv3KZN/GGB/LzXVmWUvbCqlbDxU8aVsKFEA7OHJiAnHO3ETlFTzx+e+Xrt9Jm65nHCp6QirOZR3GmMpJVdmeeoC/3QJo5fY0Vm537gHyLICqVhHiGwQysGM9msdG0TwmkuaxUdSIqOLH7E1BxU3XvRk4RUT6AG3c5q9U9Qcv910XmOxeMhcAfAh8CcxyJ3EQ4C+c+4kAEJEObuw/3Kb3gMU4l9I94e1BmcojtGULYu+5h23338+uia9T67qRZbbvoIAgnuz5JNd/fz33zr6XoIAgqmD/ATLGr7L2H7p8LW2LU/ikbnaLoC3u+22Qc/DIseG1oGpdiKwDddtDVF2n+ImqC1F1nNeI2hBY+P/akvfPhJO6+vb4jDHHrd37DrqFTxp/bzv06nkJXK3IKjSPicovgFq4RdBf836lVy/7709FV+J0YKr6I/BjaXesqouADoVs6l7MmD+Bqz3WxwPjSxvbVC7VLv0/9v02h+Tnnye8cyfCO5bdrCmhQaG80OcFbvjhBu78+U6G1hxKL3qV2f6NMS5VZ1a2lI1OcZOyGVI3HbrMLX07p+3ZDDMLeYhoUKgzC1tUHDTo6r6v6xRBUXUPFUBB9ocNY4zv7T+Y4xQ9buHz9zbnfXLagfw+VUODaFWnKgMS4mgZG5VfBNkZoMqtbOZJNuYYiAh1H3yQzCVL2Xz7HTT59BMCq1Urs/1HVonklTNf4cYfbuSt7W/R8p+WnN/0/DLbvzEnhIMZbsGzEVI2Oc/jSdl0aD11C+QcOHxMUKhzJieyDsSczLaQ5tRv2dFtc8/0VI1zpqe2a+mNMeUsN1fZsDuDFdtSWb41jRXbUvl7Wxrrd2fkPwQ1JCiAFrFR9Gxem5Z1ImlZpyotY6PsHqDjlBVGpkIIjIqi3jNPs27wEDbfMZoGr7xcZs83AggPDmfCGRO44pMruHf2vWTnZnNR8xJvlTPmxJGZ6hQ5ezc4Rc/e9c77vLaMXYf3lwC3sKkHcR3g5PMhuv6hpWp950GjHl8cVs+cSf2evcr3uIwxBtiXpfy+ZhfLt6ayYlsay7elsXJbGvuzcgDnP1WNa0bQqk5VLkioR6s6UbSsE0XDmhEEBlgBdKKwwshUGGFt21LnvjFsG3s/O558iti77yrT/YcHh3Nd7ev4OOdjxv46lqzcLC5teWmZxjCmwjqYQfi+DbDyG6fQ2bPOLYLcAmj/nsP7B4VCtZMguoFzP090A3fJK3ziINCemG6MqVhycpV1u/Y5BdDWtPxCaPPe/fDDbwBUDw+mVZ2qDOrSgJPrVKVlHecyuP9n777DpKruP46/z/SZne29L0uHBWkigiCIWFCjUWPvRiy/WGKJxhJjEo3d2BKjsTfssaEGlbWj0jssnWWX7b1OOb8/7rAsC9JnZtn5vp5nnpm5c+98zr2jw3z33HuO0xb8+cRE9yaFkehW4s84g7ZVRVS/+CL2fn2JO+20A/r+NpONx458jOsLr+evs/+K1++VobxFz+D3Q+MWo+DZ2a2xjNEAPwfW31r4xOVC5qjA48DzuGxjEAM5TUQI0Y01t3tZsaWBZSX1LCut7yiGtvYCmU2K3slRjMyNZ2yKl6njhjEwLUZOgxO/KGiFkVLKAXwN2AM5b2ut71RKvYox7LcH+Am4XGvtUUqdBvwFqAZO0VpXKaV6A/dorc8MVjtF95N6y820r11D6Z/vwpaXh2vkyAP6/naznUcmPsKNX93I33/6O16/lwsGX3BAM4QICp/H6N2pXgc16zrdrzWKH29rp5WV0bMTnwd9j4H4PJaVNjFo7PFG8eNOkcJHCHHQqGhoY1lpPUtL6joKoXWVTR3XAsU4LAxMD/QCpccwKD2GPiluHFajF6iwsJCJ/VPCuAfiYBDMHqM24CitdaNSygp8q5T6BHgVOC+wzmvAb4F/AVcDhwKnAucAjwN/w5jcVUQQZbGQ+cgjrD/jTIqvvoZeb72JNTPzgGbYzDYemvgQN399Mw/MeYAWbwvThk6TvyCJ8PN5oW4jVK2F6jVQtca4r14LNRtA+7ata3FCQi9I6A19jjaKoIReEN/LOO2tyyhu5YWFDMoeHdr9EUKIvaC1ZlN1C0tK6lhaUsfSknqWldRT3mlEuKx4J4PSYzj5kEwGpkczKCOGzDin/Bsu9lvQCiOttQYaA0+tgZvWWs/Yuo5S6icgK/DUj9G75AI8SqnxwBatdVGw2ii6L3NsLFn/+ifrzzyLTf/3O/JefQVTVNQBzbCarNw/4X7+9N2feGLBEzR6Grl+5PXyxSqCT2tjLp+q1Z1ua4z76nXg92xb1+aGhHzjOp/BpxqPE/KNAsidKr0+QoiDls+vWVfZyJLN9SzZXBcohuppCMwLZDEp+qS4OaJvEoMzYhmUHsOgjBhinXJ9owgOpXXXWcMP4Jsbk7vOBfoAT2qtb+70mhX4EbhWa/2NUmoKcC9QgtGj9BZwlta6ehfvPw2YBpCamjpy+vTpu21TY2Mjbnf4ZjuX/L3Lty1dStwTT9J2yCHUTbsMTKYDnu/Xft6ueZtvGr7hcPfhnJVwFia1fzl7kx9Kkh/afOX34GwpxdVcjKu5GFvdemI85biai7H4WjrW8ysrza4MWpwZHfctznRanBm02+IOWPETacdf8iVf8rtPfnVdI7XayYZ6Pxsb/Gyo91Pc4Kfdb7xuNUF2tIncGOOWF2Miw23CZpbvP8k/8CZNmjRXaz2q6/KgFkYdIUrFAe8BV2utlwSWPQM0aa2v28n6FwAJwGzgRqAGo4Bq/qWMUaNG6Tlz5uy2LYWFhUycOHHvd+IAkfy9z6964QXK772PpKuuJPmaa4KSr7Xm8fmP88ziZzg271j+fsTfsQZhxK2D8fhL/m5sve5n6ylvne/rNoH2d6zaak/CkTkEkvpBUl9I7A2JfYyhrfez6N8TPfL4S77kS363y29u97K0pJ5FxXUsLq5laUk9q8sb2fqLM9phYVB6jNELlBHDkMxYeidHYTEH73swko6/5O+eUmqnhVFIRqXTWtcqpWYBxwFLlFJ3AsnA5V3XVUq5gIuAY4GPMK45Oh04F3gmFO0V3UvChRfSVlRE5T//hb1PH2KmTj3gGUoprhlxDdG2aB6e+zBNniYenvgwTovzgGeJg5S33TjVrWI5lAduFSuMU986X/djjzFOdcscCUPPhOT+RvGT2IfZP8zpVv8wCCHE/mr1+FhWWs/i4jqjENpcy+ryRvyBKigtxsHgjBgGRrcx9fChDM6IIStergcS3VMwR6VLBjyBosgJTAHuU0r9FqPomax1pz+lbnMT8FhgpDonoDGuP3IFq62ie1NKkXbnnbSv30DJLX/EkpaGa8SIoGRdXHAx0bZo/vLDX7hi5hU8OflJ3Lbu0/UrQsDvN0Z6K19mFD9lS40CqGo1+I3z3lEmo/hJHgCDTjYGP0jsbdxHJcl1P0KIHsnj87OqrIFFxXUsKq5l4aY6VpU14A1UQUluO0OzYjm+IJ2hWbEMyYwlJcYBBHoMCtLC2XwhdiuYPUbpwIuB64xMwJta64+UUl5gA/BD4K8F72qt/wKglMoARmut7wq8x+MYs27UAqcEsa2imzPZbGQ98Tgbzjqb4iuvInf669h79QpK1un9TsdtdfPHb/7IJZ9dwr+O/heJzsSgZIkwa66GLYuhbAmULYPypVCxEjydztqNz4OUQdB/KqQMNG6JfcHqCFuzhRAi2LTWbKhqZmFxLQs21bJwk3FKXJvX+Jt2rNPK0KxYLh+Qz5DMOA7JjiUtxiE9QeKgFsxR6RYBw3ey/BcztdYlwAmdnr+FMQiDEFji48l+5mnWn3U2m6ZdTt4b07EkJAQl67hex+Gyurih8AbOnXEuT05+kt5xvYOSJULA74fqtSSXfwtffA1blhgFUUPJtnWiko0CaMSFkDoIUgYbp8HZpcdQCNHzVTW2BYqgOhZsqmVRcS21zcYImU6rmYLMGM4bk8vQrFgOyYojN9ElRZDocUJyjZEQB4otJ4fsfz7JhgsvYtOVV5L7wguYnMG5DmhC1gSeP+55rv7yas6bcR4PTXyIsRljg5IlDiBvm3EaXOki2LLIuC9bCp4mBgOYLMbgB3lHQNoQSCuA1AJjwlMhhIgAbV4fS0vqWbDR6A1asKmWjdVGT7lJQb/UaI4bnMYh2XEMy46jb4o7qAMjCNFdSGEkDjrOYcPIePABNl9zLSV/+AOZ//gHymwOSlZBUgGvTX2N3335O676/CpuPexWzuh/RlCyxD7wtBqnwZXMh5IFULrAuB5o67VAtmij+BlxPqQNYU5xO6OOPxcs9nC2WgghQkZrTXFNC7NLvBR+sJT5m2pZVlKHx2dcF5Qe62BYdhznHpbDsOw4hmTF4rLJz0MRmeS/fHFQipkyBe8fb6Hsnr9Tfv/9pP7xj0HLSnen89LxL/GHr//AX2f/lXV167hx1I2YTcEpxsQv8LZ3KoIChVDF8m1FkCsJMoZB32MgfSikDYX4XtsNg91YVyhFkRCiR2v1+FhUXMe8jTXM21DD/E21VDS0AeC0bmJIViyXHNGL4dnxDM+JIzVGrpcUYqtgjkrnAL4G7IGct7XWdyqlfgdcB/QGkrXWlYH1TwP+AlQDp2itq5RSvYF7tNZnBqud4uCVcMEFtBcXU/3iS1gzM0m44IKgZUVZo3hs0mM8OOdBXln+CpsaNnHfhPuIskYFLTOi+f3GKHAl82DzXOO2ZTH42o3XnQmQMRz6HWPcpw+D2CwZDU4IEXFKaluYu6GGuRtqmL+xhqUl9R2jxOUluhjfJ4nhOXH4K9Zw7gmT5JQ4IXYhmD1GbcBRWutGpZQV+FYp9QnwHcb8RIVd1r8aOBRj3qJzMEak+xtwexDbKA5yqTffjLe0lLK/34slPZ2YKVOClmU2mbl59M3kxeTx95/+zgWfXMATRz1Bujs9aJkRo7kain82bpt+MnqE2uqN16xRRvFz2BWQOQIyRkBcjhRBQoiI4/H5WVZSz5wNRm/Q3A01bKlvBYwBEg7JjuXyI/MZkRPP8Jx4EqJsHdsWFq6XokiI3QjmqHQaaAw8tQZuWms9H9jZSCZ+jN4lF+BRSo0Htmiti4LVRnHwU2YzGfffz8aLLqbkhhsxP/00UWMOC2rmmQPOJCs6ixu/upGzPj6LRyY+wojU4Myr1CP5fcb8QMU/waafjfuq1cZrygSpg6HgNMgaZRRByf1BTlsUQkSg+lYP8zfWMmd9NXPW17BgUy0tHmNC6YxYB4f2SmBkThwjcxMYkB6NVQofIfaLMuqXIL25MYfRXKAP8KTW+uZOr60HRnU6lW4KcC9QApyHMUz3WVrr6l28/zRgGkBqaurI6dOn77ZNjY2NuN3hG35X8oOTrxobSXj4YUxV1dRcdy3eX5jj6EDmb/Fs4enyp6n2VnNmwpkcHn34brfpqcd/V0y+VmLqVxFbt5yo6iUkNK3G4jNGP2q3xlAf05/6mAHUx/SnIboPPktwRhmEyDz+ki/5kn/w5Ne0+llV42dVjY9VNX6KG/xoQAE5MSb6xpnoG2+mb7yJBMfeFUEHw/5LvuSHyqRJk+ZqrUft8ILWOug3IA6YBRR0WrYeSPqF9S/AuA5pDPA28Azg2lXGyJEj9Z6YNWvWHq0XLJIfvPz2sjJdNOUYvWL0YbplxYqQ5Ne21upp/5umC14o0PfMvkd7fJ5drt+Tj3+Hxkqtl76v9Yybtf73kVr/OV7rO2O0vjNGN95XoPUH12q94HWtK1dr7fcHvz2dRMTxl3zJl/yDIt/v9+uisnr96uwN+vfT5+sj7vtC5978kc69+SM98I5P9LnPzNaPzFypv1lVoRtad/1vy77kh5rkS353AszRO6knQjIqnda6Vik1CzgOWLKrdZVSLuAi4FiMa5FOBU4HzsUokITYKWtKCjnPPceGc89l46W/Je+Vl7Hl5QU1M9Yey5OTn+SRuY/w0rKXWFO3hgcnPEicIy6oud1KQxls+M64rf/OGCkOwOKAzFFwxHWQPQayD+XnHxcyceLEcLZWCCHCwq81SzbX8dO6auO2vprqJmNAmSS3jUPzErhobC9G5yUwMD1argcSIgyCOSpdMuAJFEVOYApw3x5sehPwmNbaE9hOY1x/5ApWW0XPYcvKJOf559hw7nlsuOQS8l55BWtGRlAzLSYLNx16E/3i+3HXD3dx9sdn8/hRj9Mnvk9Qc8NCa6hZBxtnw8YfYMP3264Psrkh+zAYcroxeWrGCLDYdv1+QgjRQ3l8fhZ3KoR+WN1My2ffApCd4GRS/xRG94pndK9E8hJdO7v2WggRYsHsMUoHXgxcZ2QC3tRaf6SUugb4A5AGLFJKzdBa/xZAKZUBjNZa3xV4j8eBn4Fa4JQgtlX0IPb8fHKe/Q8bLryIjRdfQu6rr2BJSgp67sl9TiYvNo/rZl3HuTPO5Z7x9zA5Z3LQc4PK7zOGyd5aCG2cDY1bjNcccZAzBkZcALlHQPohYJap0YQQkand62fx5lpmr61m9toq5m6oobndGCihd3IUh6VZ+PURBRyal0BGXPCupRRC7Ltgjkq3CBi+k+WPAY/9wjYlwAmdnr+FMQiDEHvFMWgQ2f9+io2X/paNl/6W3JdexBwbG/TcQ5IPYfoJ07lu1nVcN+s6Li64mGuGX4PFdBAVDDUbYM2XsHYWrP0KWmuN5bE50GuCUQzljoWk/ttNniqEEJHE4/OzqLiWH9ZUMXttNXM31HSMGNc/NZrTR2ZxWK9ERvdKIDnaTmFhIROHZYa51UKIXTmIfq0JsXdcI0aQ9cTjFF9xJRunTSPnmdBcopYalcoLx7/A/T/dz/NLnmdRxSIemPAAya7kkOTvtdZ6WPe1UQit+RKq1xrLYzJh4InQayLkHm5MoCqEEBHK6/OzpKSeH9ZU8cPaKuasr+7oERqQFs2Zh2YzJj+B0b0St5s/SAhx8JDCSPRo7nHjyHzkYYp/fz0bL7oYdcnFIcm1m+3ccfgdDEsZxl9n/5XffPgb7p9wf0iyd0trKFsCRTNh9eew6Ufwe42JVPOOgNGXQ++jIKmvTKIqhIhYPr9mWUk9s9dWMXttFT+tq6ahzQtA3xQ3p4/M4vD8RA7Ll0JIiJ5CCiPR40UffTTZTzxO8TXXkvDww3hGj8aakhKS7JN6n8TAhIH8vvD3XDbzMk6IPYEJegImFeJT0FrrYM0s+q94GeZeAQ2lxvLUITD2auhzNGSNlsEShBARa1eFUH5yFCcNy+Dw/ETG5CeSHG0Pc2uFEMEghZGICO4jjyT73/9m/eWXs+H888l9/vmgj1a3VZ/4Pkw/cTp3fX8XH67/kLov67jniHuItQf5mqea9bDyU1g5wxhK2+8l2RwF/Y+GPlOMYigmPbhtEEKIbkprzfqqZr4tquDb1ZX8sKaK+tZAIZQUxYmHZHB470TG9EogJcYR5tYKIUIhmMN1O4CvAXsg522t9Z1KqV7AdCARmAucr7VuV0pdDVwObAROCSw7AjhNa/37YLVTRI6oMYdRe+01JP3rKdafdx65zz0X9HmOOrKtUdw34T7c9W7eK3mP33z4G+4+4m4OTTv0wIX4/VAyzyiEVn4C5cuM5Un94fD/g37H8d2aZo486ugDlymEEAeRqsY2vltTxbdFFXy3uorNtS0AZMY5Ob4gnbF9jB6hVCmEhIhIwewxagOO0lo3KqWswLdKqU+A64FHtNbTlVJPAZcC/8KYwHUocCtwrFLqI+AO4OwgtlFEGE9+PrkvvsDGS3/L+vPPJ/e557D37RuSbKUUE6IncOrhp3LLN7dw6WeXcsGgC7h6xNXYzft4Woa3HdZ/A8s/NAqixjJQZmPUuGPvgX7HQWLvjtX1usIDszNCCHEQaPX4mLuhhm+KKvlkfgsbPv0cgBiHhXF9krhyYm+O6JNErswjJIQguMN1a6Ax8NQauGngKOCcwPIXgT9jFEYqsI4L8ADnAZ9orauD1UYRmRyDBpH78ktsvPgSNpx/AdnP/gfn4MEhyy9IKuDNE9/k4bkP8+KyF/mu5DvuHX8v/RP679kbtDcbo8ct/xBWfWJcP2SNgr5TYMCJ0PdocMYHdyeEEKIb0lpTVN7I16sq+Kaokh/XVdHq8WM1K/JjFDce04/xfZMpyIzFbJJCSAixPWXUL0F6c2Ny17lAH+BJ4AFgtta6T+D1bIzip0ApdT5Gb9JS4ErgfeBYrbVnF+8/DZgGkJqaOnL69Om7bVNjYyNut3u/9mt/SH73yTdXVBD/yD9QLS3UXnUlnhD0HHXd/6UtS3mt6jWafE2cEHcCk2Mm73RgBpOvlcSqn0kp/46E6rmY/e14LNFUJh1KZdLh1MQfgn8Pep260/GXfMmXfMk/EJo8mmVVPhZX+lhc4aOmzfhdkx6lKEgyMzjRzIAEM97Wph65/5Iv+ZK/9yZNmjRXaz1qhxe01kG/AXHALOAIYHWn5dnAkp2s/yfgFOBXwNvAI4BpVxkjR47Ue2LWrFl7tF6wSH73ym8vKdGrjzteLx96iK7/4suQ52utdXVLtf79rN/rghcK9AUzLtCb6jcFGtei9bIPtH7zIq3/lqb1nTFaP9BP649u0HpNodZezwHJDyXJl3zJl/z95fP59YKNNfrRz1fp0/75nc7/48c69+aPdMGdn+orX5mjX/9xgy6uaQ5a/r6SfMmX/O4DmKN3Uk+EZFQ6rXWtUmoWcDgQp5SyaK29QBawufO6SqkMYLTW+i9Kqa8wTr27HZgMzAxFe0XksKank/vaq2yadjnFV19N+l//Stypvw5pG+Id8Tx05EN8tPYj7vnxHk777yncZM3itLVzUO0N4EqEQ86GglMh53AwmUPaPiGECLeapna+Lqrgq5UVfLWqgqqmdgCGZsVy1cTeHNkvmWHZcVjMIZ4KQQjRowRzVLpkwBMoipzAFOA+jJ6j0zFGprsQ45S5zv6K0WME4MS4LsmPce2REAecJT6e3Beep/jqayi99VZ8NdUkXnpp6BqgNap4Diet+IqRm8v4U7SZu5xtfJ6bz5+HXUvagJPBLCPrCyEih9+vWVZaz6wV5cxaWc6CTbX4NcS7rEzol8zE/smM75tMklvmExJCHDjB/LWVDrwYuM7IBLyptf5IKbUMmK6U+hswH3h26wZKqeEAWut5gUWvAYuBTcD9QWyriHCmqCiynvoXpbfcQvkDD+KtqiblphuDO0pR1RpY/BYsegOq14LFQUb/43m64HTe8NfyyILHOHXhQ9zisHJS/kkyYpIQokdrbPPybVEls1aU8+XKcioa2lAKhmbG8ruj+jKpfzJDs+Jk0AQhRNAEc1S6RcDwnSxfC4z+hW3mYwzfvfX5P4B/BKeFQmzPZLOR8cADmOPiqX7uOXzV1aT/7a8oy4H738TsbYKfn4WF06H4J0BB3hEw/gYYeBI4YjFhjFE/LnsCt393O7d9exufb/icPx3+J5KcSQesLUIIEW4bqpr4ckU5X64o58e11bT7/EQ7LBzZL5mjBqQwoZ/0CgkhQkfOzxGiE2U2k3rH7ZgTE6h8/Al8tbVkPvIwJqdz399Ua9jwPcx/mbGL3wF/OyQPhKP/DEN+A7FZO90sJyaH5499nleWv8Jj8x7j1+//mtsOu43jeh23720RQogw8vk18zfWMHN5GV8sL2d1uTGrR+/kKC4al8ek/imMyovHKtcKCSHCQAojIbpQSpH8f/+HJSGBLX/5KxsuvIjsJ5/Akpy8d2/UsAUWvAbzX4HqNWCPoSx1Ehkn3gwZI2APTo0zm8xcOPhCxmeO57Zvb+Omr2/ik3WfcOtht5IalbqPeyiEEKHT2Oblm1UVvLKojeu/+ZzqpnYsJsVh+QmcMzqHyQNTyE2MCnczhRBCCiMhfkn82WdjSU5m801/YN2ZZ5L9r6dw9O+36418Hij6n1EMrfoMtA9yxsKEm2DQyaz6/icyMkfudVvy4/J5eerLvLTsJf654J+c8v4pXDfiOn7T/zc7nfdICCHCobqpnaKyBorKG1ld3sjKLQ3M3VBDu89PlBWmDM7g6EGpTOiXTIzDGu7mCiHEdqQwEmIXoo8+mtxXXqb4yqvYcM45ZP7jEdzjx++4YsUqmP+yce1QUzm4U2Hs1TD8fEjqc0DaYjFZuKTgEqbkTOGu2Xfxtx//xsfrPubOw++kd1zvA5IhRCTRWuPXxuldfq3RGnw68NgPfq23Pe+0nr/Ta1prfIHnW9fzB95363MwOohX1/qI3ViDUoqt/cVb19Wdtumc0fk9jfwd190xs/PrgfX9mlXrPaz+Zu0O64MxCtwut+/I2baODrTf49Wsr2pidXljxzDaAC6bmT4pbi4cm8vRA1NpXL+IyUftcOmxEEJ0G8EcrjsbeAlIxRhy+2mt9aNKqUOApwA3sB44V2tdr5QaB/wLaAfO1loXKaXigDeB47TW/mC1VYhdcQ4eTN6bb7DpiivZdPkVpN5+GwnnnANtDbD0PZj3sjGQgskC/Y4ziqE+RwdtiO3smGyemfIM7695nwfnPMjpH57OtCHTuHTIpdjMtqBkip7P4/PT3O6jpd1Hc7vXeOzxdSxr9RjPW9q3v2/1+Dreo/PZoVt/+m/98e7zazaXtPFB2QJ8HT/yjfuthUXnZV0LkK0/3HdYJ7Bs2/PAj/pO620tBDxeH3z+CX7/1qIm1EcZmP19GEI7WbF8t6soBSalMCnj1GKTMj5PU2A5XV43mxQ5CS6mDEqlT4qbvqnR9E1xkx7r2G40zcKNMpqcEKJ7C2aPkRe4QWs9TykVDcxVSs0E/gPcqLX+Sil1CXATcAdwAzAVyAOuCDy/HbhHiiIRbta0NPJefYXNN9xI2V/+iqfwVVJyFqK8DZDUH475Gww9E9wpIWmPUopT+pzC+Mzx3Pfzffxz4T/5dP2n3D7mdg5NOzQkbRDhtbWQaW730tS27b6h1UNDq5f6rfctno7Hm0pbeWL5952KHm9H4eP1712VYFLgtJpxWM0oxXZFxtaHWmvjB7RJYVYKT7uPja3VmJTxfOtyk0lhNrH9MqUwmcBqMgV+hBs/wLf+ODebjHWN96LLdsZ65sDrW3/EFxcXk5ebs8NrZtO2H/imjh/9gccmZbzW6fnWbbatt+09OrZTChUoHHTg4CxatIghQ4aiA0dI623v13kbU6BHqfM+dm6X6mj/jpnQed+2FTYmpfj+++844ogjtttP47PsUgTJ1ABCiAgVzOG6S4HSwOMGpdRyIBPoB3wdWG0m8BlGYeTBmMTVBXiUUr2BbK11YbDaKMQe0xpT5UKyJtRRXtJI9ddraR+QS+b9f8fUd/weDaQQDInORO6fcD8n5p/I3bPv5pLPLmFK7hRuGHUDme7MsLRJ7JrPr2lq99LQ6qWu2UNdi3Grb+n0uNVDY5uXpjajcNn6uKnNR1O7l+Y2H+2+Pft7kctmJtphIdphxe/VxFhMxDqtOG1mXDYzLpvFeGw1B5ZZcNpMOK2WwOtG8dOxrtWMw2bCZjbt9Q/owsJCJk6cuA9H7cAoLCxn4sQBYcun1MLEAaH548nORFkVsU65rkcIIX6J0iE4l0AplYdRDBUAnwL3a63/q5S6HrhLax2tlBqGcYpdC3A+8CBwh9a6aBfvOw2YBpCamjpy+vTpu21LY2Mjbrd7/3ZoP0j+wZWv/B6SK74je9MHRDeuwWOJpiTjWCrXJuJ85yO8GRnUXXE5vj0csS6Y+9/ub+fL+i+ZWT8Tv/YzOXYyU2KmYDdtmwPkYDv+3S1fa02zF5o8moZ2TaNH0+yBFq+m1atp8RqPW7zQ6tMdj43XocXrp82362JCAS4rOMwKh6XTvUXhMCvsnZbZzQqHGeyWwL1Z4bSAy6pwWYx1LJ0mwzzYj7/kS77kS77kS/6BMGnSpLla61Fdlwe9MFJKuYGvgLu11u8qpQYAjwGJwAfANVrrxC7bTAB+jXHN0V8xepNu0FqX/VLOqFGj9Jw5c3bbnvD/xVLyD4r8tgaY+wL88CQ0lEJSPxhzJQw9C2wuABq/+46S629Aa03mQw/ufFCGfc3fD1uatvDI3EeYsW4GKa4Urh95PVN7TUUpdfAc/yDmjz1iAvWt23po6rucblbfYtw3tBqvNbR6qGn2UNvcTm2zZ5ennJkURDusuO0Woh0WouwW3HYLboeFaLuFmopSBvbpZSyzW4h1Wol1WokJ3Me6rLhtFkym4PRAdofjL/mSL/mSL/mSH25KqZ0WRkEdlU4pZQXeAV7VWr8LoLVeARwTeL0fcEKXbRTGtUVnAY8Df8C47uga4LZgtlcImirhx3/DT09Day30mgC/egJ6HwWm7YfFdo8bR947b1P8u6vZNO1ykq+7jsRpl4X9/Py0qDTum3AfZw04i3t/updbvrmF6Sumc/Pom8ParmBo9/qpawkULS0eapraqWpqp7qpncrGNqo7HrdT09ROdVMr7Z9+ssv3NJsUMYFTz4xT0Cz0TXET57KREGUl3mUzblFW4lw2Yp1WogPFj9Nq3uXnX1hYzcSJuxnyXQghhBBhEcxR6RTwLLBca/1wp+UpWutypZQJowB6qsumFwAztNbVSikX4A/cXMFqqxDUboIfnoC5L4K3BQacCEdcD1m7nnPIlpVF3uuvUXr7HVQ88gitS5eSfs89mN3hn6xweMpwXj/hdd5f/T6PznuUsz8+m9FRoxnYNLBbTg7b5vVR0dBGeUMb1Y1GoVPb3E5NoKemttnT8XhrMdTU7vvF93PbLSRE2Uh028iMc1CQEUND1RYG980n1mUlxrG1t8ZCjMPotYneg+JGCCGEED1TMHuMxmFcK7RYKbUgsOxWoK9S6v8Cz98Fnt+6QaAQuohAjxLwMDADYwjvc4LYVhGpqtbA1w/C4jeN50PPhHHXQnL/PX4Lk9NJxoMP4CgooPyBB2hbu4bsJ57AlpcXnDbvBZMy8eu+v2ZK7hSeWfwMLy15iZP+exKXFFzChYMvxGlxBi1ba01jm5fqQC9OTVM73xd7WPHVGqqb2gNFUCvl9UYxVNfi2en7mE2KuMBpZvEuG+mxDgamxxDnshLntBLnshLrshHnNF5PdNtIiLLhsJp3eK/CwhomTuwbtH0WQgghxMErmKPSfQv80p9dH/2FbZqBSZ2efwMMOfCtExGveh18/QAsfB3Mdjj0Mhj7O4jN2qe3U0qRePFFOAYOYPN1v2fdb84g4777iD5q0u43DgG3zc3vR/6e7Opsvrd+z5MLnuTtVW/z+5G/77j+aE+0e/3GsNDtPprbjCGht9S1UVrXQll9K6V1rR335fVtOx85bckKbGYTydF2kqPt9EqK4rD8BFKiHaRE20mJsZMYZSfeZSPWZZymFqxrboQQQgghtgrqNUZCdDf21nL44GpY8JoxIeuYq4weogM0/1DUmDH0eudtiq++huKrriL+vPNIuelGTHb77jcOkjavj4bWwHDPLfGc0fs2BjiP550N/+SWb27hkZ+eZ6T7Apz+3jS1eWnsdNubIaIdVhNpMQ7SYh2Myo0nNdZBUpSd+CgbiVE24qNsFC2ex/GTJxBlk9PVhBBCCNG9SGEkIkPdZvjmIQ6b+6IxiMKoS2H89RCddsCjrJmZ5L7+GhUPP0z1iy/R/NNPZD70IPa+e38K19bT0eo6zXGz/chpWyfy3Pa88wSf9a1e2r1dipnvZwceXIIldh6lKZ8xo+02aCrA1XQSMebMjtHUUqMduOxm3HYLLpsFt92YyyYqcB/tsJAa4yA91kGs07rbYqd2jQm3Xb52hBBCCNH9yC8U0bM1VxvXEP38DGhNafrRZJ75MMQGd/JTk91O6h//SNTYsZT88VbWnf4bXNdeT3FSJrPXVlHbbAwXXdvS3lHwbB1UYPuJPr34djE8NECUzbzdCGpxLhvZCS6iHdbA6GqWwPDRVtavXsHhI4fhDgwlHW2fgsn8e95e/RrPL3meNvf9jOtzClcecmW3HKBBCCGEECJYgjkqXTbwEpAKaOBprfWjnSZydQBe4Cqt9U9KqdOAvwDVwCla6yqlVG/gHq31mcFqp+ihPC3w41PwzSPQ3gCHnANH/oGihevI3MeiqNXjo6qpnarGtsB9Ow2tnsDpZ77AaWeBU9DavdS3eKlp9sER13HF7FcYef/faUsv4LLhv6HBtm3UOrNJbT+fjctGTmIUsU5jnps4p63jtY4R1BzGY7fdgsVs2kWrt1fYsJqxfZK6LHVwxSFX8Jt+v+GZxc/wxso3+Hjtx5w36DwuLriYGFvMPh0vIYQQQoiDSTB7jLwYk7LOU0pFA3OVUjOB+4G7tNafKKWmBp5PBK4GDgVOxRiB7nHgbxhDeguxZ/w+WPQGfPk3qN8MfY+Fo/8MqYMCK6zrWFVrTX2Ll/KGViobjXlvqhrbOh5XNrZT1dRGVaNRDO1qaGirWRFltxBlM4qVKLuZRLfNmP9mUBo1U+5n03cfM+bN55g++3H0rXcRN24MsU5jMtDucL1NojORW0bfwrkDz+XJBU/yn8X/4a1Vb/Hbgt9yRv8zcFllxHwhhBBC9FzBHJWuFCgNPG5QSi0HMjF6j7b+CToWKAk89gN2jPmKPEqp8cAWrXVRsNooehCtYc0XMPNOKFuCN20Ym498hHXu4ZRvbGPLkiIqGtpYtq6VR5d9R3l9GxWNbTtefwOYFCRE2Uly20hy28nJcZEQZTxOjLIF5sYxHsc4rUTZzdgtOw4NvYMp/fk2P5n011+n/abfYb34YqKuu7ZbFEWdZUdnc+/4e7lw0IX8Y94/eGjuQzy35DkuHHwhZw04iyhr+OdoEkIIIYQ40JTWu75+4YCEKJUHfA0UYBRHn2EM5W0CxmqtNyilpgD3YhRK5wFvAWdprat38b7TgGkAqampI6dPn77btjQ2NuJ2u/drf/aH5O9fvl9r6ts01a2aqlbj3tpYzKm1zzPMu5BiUrjfcyYf+g5Ds/0pZlFWiLZqEpxmYu2KOLuJOLsi1qaItStibIoYuyLKCqYgFSuNjY24rVai33kH19ff4MnMpO6Si/FlBveap+3y9/L4r21dy6d1n7K8dTkuk4tJ0ZM4MuZInKa9nwPpYP/vT/IlX/IlX/IlX/IPvvyuJk2aNFdrParr8qAXRkopN/AVcLfW+l2l1GPAV1rrd5RSZwDTtNZHd9nmAiABmA3cCNQA1wbmOdqpUaNG6Tlz5uy2PYWFhUycOHGf92d/Sf6u81s9PjbXtrC5poWS2hbjceD55lpjrhyPz/hv1kUr11je4xLzDNqVnXdjzmdR+ukkxkWTGu0gNcZBaoyd1BgHydF2HFZzt9r/hlmzKL39DvwNDaTccD3x55+PMu359UL7m7+3Flcs5t+L/s1XxV8RbY3m3EHnct7A84i1x4Yk/0CQfMmXfMmXfMmX/MjL70optdPCKKij0imlrMA7wKta63cDiy8Erg08fgv4T5dtXMBFwLHARxjXHJ0OnAs8E8z2iuDTWlPe0Mqm6mY2Vjezocq43/q8rL5tu/VNCtJiHGTEORmZG096rJOMWDvD6r9k4KL7sDaXoYedg+3ou7jgAM1FFCrRkybh/OB9Sm+/g7K/30tDYSEZf/871rQDP4T4gTAkeQhPTH6C5VXLeXrR0zy18CleXvYyZ/U/i/MHnU+iMzHcTRRCCCGE2GfBHJVOAc8Cy7XWD3d6qQQ4EigEjgK6XkN0E/CY1tqjlHJiXJPkx7j2SBwEtNZUNLaxoaqZdZVNrK9s6ni8tryZ1s++6FhXBQqfnAQXE/omk53gIjvBSUask8x4J6kxDqydR10rWwozfgcbvoX0Q+DsV1DZo8OwlweGJTGRrH8+Se1bb1H293tZ+6uTSf/zncRMnRrupv2igYkDeWTSI6yqWcUzi57huSXP8eryVzm93+lcXHAxKa6Dq0AVQgghhIDg9hiNA84HFiulFgSW3QpcBjyqlLIArQSuEQJQSmUAo7XWdwUWPQ78DNQCpwSxrWIf+Pya4ppmVpc3brtVGPcNrd6O9SwmRXaCi9xEF5k2C+OG9iM3KYqcBBeZcU4c1j0YuKCtEWbdDT/+GxwxcOIjMOJCMO3Btt2cUor4M84gavRoNt98M5uvv4H6z/5H2p/uwJLYfXth+sX344EjH+CqYVfxn8X/4fUVr/PGyjc4te+pXFJwCRnujHA3UQghhBBijwVzVLpvMQZY2JmRv7BNCXBCp+dvYZxuJ8Kkpd3HpppmNgZOeet82tvG6mbaOo3qluS20yclipOHZdA72U2vpCjyEqPIjHd29PoUFhYycVyvvWtE0efw0XVQtwlGXgyT/wSuhAO4l92DLS+PvFdfpeq556l8/HHW/vgjqbfdRsyJJ3S7kes66xXbi7uPuJsrD7mSZ5c8yztF7/DOqnc4sfeJXFxwMfmx+eFuohBCCCHEbgX1GiNx8DCu/WljyeY6lpbUd9xvrm3Zbr0om5nsBBe9kqKY2D+ZPilu45YcTazLemAb1VQJn/4RFr8JSf3hks8gZ8yBzehmlMVC0rTLiD5qEiW33UbJTTdR/8knpN15J9bU7n2KWlZ0FncefieXD72cF5a+wNur3ub91e8zKXsSFxdczLCUYeFuohBCCCHEL5LCKEKVN7SycFMdCzfVsnhzHUtL6qhsbAeM6356JUUxIjees0dnk5NonPaWk+Ai3mUNfu+F1rDoTfj0FmhrgCNvhvE3gMUe3NxuxN6nD3mvvUb1iy9R8eijrD3pJFJvuYXYX5/SrXuPANKi0rhl9C1cNuQyXl/xOq+veJ0vN33JiJQRjNKjmKAnYFLBHX1PCCGEEGJvSWEUARrbvCwurmNhcS2fz2/l1h++oKSuFQCzSdE3xc3E/ikUZMRQkBnLwPQYouxh+k+jZgN89HtjstasQ+GkxyB1UHjaEmbKbCbxkotxT5pI6e13UHrrrYHeoz9hy8oKd/N2K9GZyO+G/45LCi7hvdXv8eLSF3m66Wk+f/9zLhp8ESfkn4DNbAt3M4UQQgghACmMeqTqpnZ+Xl/NT+uM29KSOvyB6apSXIoxfRM4JDuOYdmxDM6I3bPBD4JNa5j/Mnxyi9FldfwDcOilPWJwhf1l79WL3JdfoubV1yh/5BHWnnAiiZddRuJvL8XkcIS7ebvlsro4d+C5nNH/DB795FFm+2bzp+//xD/m/YPT+p7GGf3PIC2qew5RLoQQQojIEczhurOBl4BUjCG3n9ZaP6qUegPoH1gtDqjVWg9TSo0D/gW0A2drrYuUUnHAm8BxWmt/1wxhqGxs4/s1Vfy0roqf1lWzqqwRALvFxPCcOH43qQ8jcuM5JCuOhT9/z8SJw8Pc4i6aKuHDa2HFR5A3Hk75J8TlhLtV3YoymUg4/zyipxxN2X33UfnEE9T997+k3nor0UdNCnfz9ojVZGVU1ChuOPIGfij9gddXvM5/Fv+H55Y8x6TsSZw94GwOTTu0258qKIQQQoieKZg9Rl7gBq31PKVUNDBXKTVTa33m1hWUUg8BdYGnNwBTgTzgisDz24F7pCjaXku7j5/WV/NtUQXfFFWyYksDAG67hZG58Zw8LJPDeiUwJCsWu6Wb97gUzYT/XgWttXDM32DM/4FJrj/5Jda0NLIeeYSmM85gy9/upviqq3AfeSSpt92KLefgKCaVUozNGMvYjLFsbtzMmyvf5N2id/l84+f0ju3NWQPO4qTeJxFljQp3U4UQQggRQYI5XHcpUBp43KCUWg5kAsugYwLYMzAmeQXwYEzi6gI8SqneQLbWujBYbTxYaK1ZXtrArJXlfFtUydwNNbT7/NjMJkblxXPTsf05ok8SgzNisJgPkqKivRlm3gE//wdSBsH570FaQbhbddCIOvxw8t97l+qXX6HyySdZe+JJJP72UhIvuwyT0xnu5u2xTHcmvx/5e6485Eo+W/8Zr694nbt/vJt/zPsHJ+WfxNkDziY/Tob7FkIIIUTwKa118EOUygO+Bgq01vWBZROAh7XWowLPhwFPAS0YE8M+CNyhtS7axftOIzBBbGpq6sjp06fvti2NjY243e792Z39sqf5Pr9mVY2feeVe5pf7qGwxPqecaBODEs0UJJnoG2/Gbt670466w/6n6S0MWvYwrpbNbMo6mXW9zsMfoovwu8P+H+h8U00t7nffwfnzHHwJCTScfhptw4cb12qFIH9v7En++rb1fN3wNfOb5uPFSz9HP8ZHj2eIcwhmtX89oAfD/ku+5Eu+5Eu+5Et+cE2aNGnu1hpkO1rroN4ANzAXOLXL8n9hnGq3s20mAI8A/YA3gFeA1F3ljBw5Uu+JWbNm7dF6wbKr/KY2j56xqET/fvp8fchdn+ncmz/SfW+boS95/if9+o8bdFl9S1Dzg87v10Uv/V7ruxK0fnCA1mtC35bu/Pnvr8Yff9RrTvqVXtZ/gF5/4UW6ddWqkObvib3Jr2qp0s8sekZPeWuKLnihQE9+c7J+asFTuqK5IiT5wSD5ki/5ki/5ki/54QfM0TupJ4I6Kp1Sygq8A7yqtX6303ILcCowcifbKIxri84CHgf+gHHd0TXAbcFsbzh4fH6+Karg/QUl/G9pGS0eH7FOK5MHpnDMoFTG900O39DZB1JrHbz/O/qs+QD6nwAnPwGuhHC3qkeJGj2aXu++Q80bb1Dx2OOsPeXXxJ9zDsm/+z/MsbHhbt5eS3Ak8Nshv+XiwRfzVfFXTF8xnScWPMFTC59iUs4kTu93OmPSx8icSEIIIYQ4III5Kp0CngWWa60f7vLy0cAKrXXxTja9AJihta5WSrkAf+DmClZbQ83v18zZUMP7CzYzY3EpNc0eYp1WThmeyUlD0xndK+HguVZoT2xZDG9eADUbWJN/Eb3P+sdOT/MS+09ZLCScey4xU6dS8eij1LzyCvUffUTy9b8n7tRTw928fWI2mTkq5yiOyjmKdXXreHvV23yw5gNmbphJljuL0/qdxil9TiHJmRTupgohhBDiIBbMrohxGNcKLVZKLQgsu1VrPQOjN+j1rhsECqGLgGMCix4GZmAM4X1OENsaEsU1zby9qp1bf/iSkrpWnFYzUwalcvKwDMb3TcZm6UHF0FbzXoYZN4IjDi76iE3r2uktRVHQWeLjSf/zn4k/4wy23H0PW+74EzWvvY7t2GNg4sRwN2+f9YrtxU2H3sQ1I67hiw1f8HbR2zw671GenP8kk3ImcVrf0xiTPgazzH8lhBBCiL0UzFHpvgV2+gtYa33RLyxvBiZ1ev4NMCQY7QsVv1/zVVEFr87ewJcrytEaJg2I5+bjBzBlUCouWw84TW5n2puNgmjBq9BrApz2LLhTYF1huFsWURyDBpH7ysvUfzyDiocfJv4fj7Jx/nxSb7wRe9++4W7ePrOb7UzNn8rU/Kmsq1vHO6ve4f017zNzw0xSnClMzZ/Kifkn0j+h/+7fTAghhBCC4PYYRbTqpnbenLOJ137cyMbqZpLcdv5vUh/yfJs57fhDw9284KpeC9PPg/JlMOEPMPEWkL/gh41SitgTTyB6ytHMuesuTDM/Z+3JpxB3+ukkX/07LMnJ4W7ifukV24sbD72Ra0ZcQ+GmQj5c+yGvLHuFF5a+QL/4fpyUfxJT86eS4koJd1OFEEII0Y1JYXSAtXp8/PHdxXy8uJR2r5/DeiXwh+P6c8ygNGwWE4WFpeFuYnCt/w7eOA+0H859G/oeHe4WiQCT3U7zMccw4qabqPznv6h5/XXqPvrImP/oooswuQ7uy/hsZhvH5B3DMXnHUNNaw6frP+XDNR/y0NyHeGTeI4xJH0Oftj6M9ozGZT2491UIIYQQB54URgeYw2qmvKGVsw/N5twxufRLjQ53k0Jn/ivw4XUQnwfnvAGJvcPdIrETlvh40m67lYRzz6H8oYepfOxxal57naTLfkvcmWdicjjC3cT9Fu+I5+wBZ3P2gLNZV7eOj9Z+xEdrPuL7pu956823mJI7hZN6n8ShqYfK9UhCCCGEAKQwCopXLj0MFUkDDPj98MWf4btHIX8i/OYFcMaHuVFid2x5eWQ9/hjN8+ZR8ehjlP39Xqr+8yyJl11G3JlnYLLbw93EA6JXbC+uHn41/zfs/3jus+cojinms/Wf8cGaD0hxpXBi/omclH8SfeL7hLupQgghhAijoA2DppTKVkrNUkotU0otVUpd2+m1q5VSKwLL7w8sG6eUWqSUmqOU6htYFqeU+p9SB9dEJRFVFLU1GqfOffcojLrUOH1OiqKDimvECHJffIGcl17ElpdH2T33sGbKMVS/8ir+trZwN++AMSkTfRx9+PPYPzPrjFk8cOQDDEgYwItLX+TXH/ya0z84nWcXP0tJY0m4myqEEEKIMAhmj5EXuEFrPU8pFQ3MVUrNBFKBk4FDtNZtSqmtV0TfAEzFmMz1isDz24F7tNb+ILZT7Ku6YnjtLChfCsffD6OnyfxEB7Go0aOJevklmmb/SMUTj1P2t79R9cwzJF4+jbjTT8dks4W7iQeMw+LguLzjOC7vOKpaqvh0/afMWDeDf8z7B/+Y9w+Gpwxnaq+pHJN3DAkOmYhYCCGEiARB64nRWpdqrecFHjcAy4FM4ErgXq11W+C18sAmHoxJXF2ARynVG8jWWhcGq41iP2yeB88cBTXr4Zw34bDLpSjqIaLGHEbuyy+T8/xzWDMzKfvLX1lzzLFUv9qzepC2SnQmcu7Ac3l16qvMOHUG1wy/hob2Bu7+8W6OevMorvj8Ct4reo+a1ppwN1UIIYQQQaS01sEPUSoP+BooCNy/DxwHtAI3aq1/VkoNA54CWjAmhn0QuENrXbSL950GTANITU0dOX369N22pbGxEbfbvT+7s196Qn5C1RwGL72fdlssi4fcQXNUTkjz94fk72W+1thWriTqo4+wrV6DLy6OpmOPpeWIcWC1Bj//ANub/JL2EuY0zWFu01yqfdUoFH3sfTjEdQhDXUOJt+z9KaMH0/5LvuRLvuRLvuT3lPyuJk2aNFdrPWqHF7TWQb0BbmAucGrg+RLgcYzJX0cD6wgUaJ22mQA8AvQD3gBeAVJ3lTNy5Ei9J2bNmrVH6wXLQZ8/53mt/xyn9VMTtK7fEvr8/ST5+5bv9/t14w8/6HXnnquX9R+gV42foKteeln7WltDkn+g7Eu+3+/XSyuX6sfmPaZPfu9kXfBCgS54oUCf9eFZ+plFz+i1tWuDmn8gSb7kS77kS77kR2J+V8AcvZN6Iqij0imlrMA7wKta63cDi4uBdwON+kkp5QeSgIrANgrj2qKzAgXUHzCuO7oGuC2Y7RW7oDXMuge+vh/6TDFGnrN3n8pfBJdSiqgxY3AddhjNP/5kXIN0991UPf00CRddRNyZZ2J2R4W7mUGhlGJQ4iAGJQ7i6uFXs75uPV9s/IIvNn7Bo/Me5dF5j9Inrg+TcyZzdO7R9I/vH1kDsAghhBA9RNAKo0CB8yywXGv9cKeX/gtMAmYppfoBNqCy0+sXADO01tVKKRfgD9xkRsZw8Xngg2tg4Wsw/Hw48REw7/1pVOLgZxRIh+E6bDTNP/5E5VNPUf7AA1Q+/TQJ555D/PnnY4nv2aMS5sXmcemQS7l0yKVsadrClxu/5PONn/PM4mf496J/k+nO5Oicozk692iGJg/FdHANqimEEEJErGD2GI3DuFZosVJqQWDZrcBzwHNKqSVAO3BhoPeIQCF0EXBMYP2HgRmB9c4JYlvFL2mthzcvgLWzYOIf4cibZZAF0VEgRY05jJaFC6l85hkq//kvqp5/gbjfnE7ixRdjTU8PdzODLi0qjXMGnsM5A8+hurWawk2FzNwwk1dXvMqLy14kyZnEkVlHclTOURyWfli4myuEEEKIXQhaYaS1/hbjOqKdOe8XtmnG6E3a+vwbYMiBb53YI/Wl8NpvoGwZ/OoJGHF+uFskuiHnIYeQ/cQTtBUVUfWf/1Dz6mvUvD6d2JNOIuGiC3H06xfuJoZEgiOBU/ueyql9T6WhvYGvir/iy41f8sm6T3in6B2cFif9bf1pWNPAhKwJxNpjw91kIYQQQnQS1GuMxEGsvgSenwqN5cZw3H2PDneLRDdn79uXjPvuI+nqa6h+7jlq33mHunffxTVmDAnnn4d74sRwNzFkom3RnJh/Iifmn0i7r50fS3+kcFMhn635jFu/vRWzMjM8ZTjjMsdxROYRcl2SEEII0Q1IYSR21FAGL/4Kmirggv9C9uhwt0gcRGxZmaT96Q6Srv4dtW+9Tc1rr1H8f7/DmpWFa8xh+EaMwBwTE+5mhozNbGN81njGZ41nXOs4Uoak8OXGL/m6+OuOwRuSnEmMzRjLuIxxHJ5xOPGOnn2dlhBCCNEdSWEkttdUCS/9Cuo3w3nvSlEk9pklPp6kaZeReMnFNHz+BdWvvEz02+9Q9PEMYk85mfizzsbRPzJOs9vKpEwUJBVQkFTANSOuoaK5gu9Lvue7zd/xVfFXfLDmAxSKgqQCxmWOY3zmeAYnDsZsMoe76UIIIUSPF8xR6bKBl4BUQANPa60fVUr9GbiMwPDcwK1a6xlKqXHAvzAGWjhba12klIoD3gSO01r7g9VWEdBcDS+dDDXr4dy3IPfwcLdI9ADKYiHmuGOJOe5Yvn3pZfJXrKDunXepfX06jqFDiTvtNGJOmIq5G038FirJrmRO7nMyJ/c5GZ/fx9KqpXxX8h3fbv6Wfy/8N08tfIo4exxjM8ZyROYRjMscR4IjIdzNFkIIIXqkYPYYeYEbtNbzlFLRwFyl1MzAa49orR/ssv4NwFSMOYuuCDy/HbhHiqIQaKmFl0+BylVw9nToNSHcLRI9kDcnm4wLziflphup//BDat96my133knZvfcSc/zxxJ1+Os7hwyLyehuzyczQ5KEMTR7KlYdcSW1rLd+XfM+3m7/lu5LvmLFuBgrF4MTBjM0cy9iMsQxNHorVJEPnCyGEEAdCMEelKwVKA48blFLLgcxdbOLBmKvIBXiUUr2BbK11YbDaKAJa6+GV04zR5856FfpMDneLRA9niY8n4YILiD//fFoXLaL27Xeo//hj6t59F1vv3sT9+hRiTjghIob8/iVxjjim5k9lav5U/NrP8urlfFv8Ld9u/pZnFz/L04ueJsoaxei00YzNMAql7OjsiCwqhRBCiANBBaYQCm6IUnnA10ABcD3GXEX1wByMXqUapdQw4CmgBWP+oweBO7TWRbt432nANIDU1NSR06dP321bGhsbcYfxlJ3ulm/2tjB00V1EN6xi6eCbqUoK7lwr3W3/Jb/75KvWVuxz5+H87jtsa9cC0N63L62jD6V1xAh0VFRQ80PhQOU3+5spai1iectylrcsp9pXDUCiJZF+jn70tfelj6MP8ZbtB3HoKfsv+ZIv+ZIv+ZK/PyZNmjRXaz1qhxe01kG9AW5gLnBq4HkqYAZMwN3AczvZZgLwCNAPeAN4BUjdVc7IkSP1npg1a9YerRcs3Srf06r1Cydq/ec4rZe8G/r8MJD8gyO/bcMGXf7kk3r1ccfrZf0H6GUFQ/TGK6/SdR9/rH3NzUHPD5Zg5Pv9fr2hboN+ffnr+ndf/E4f/trhuuCFAl3wQoE+/p3j9Z+++5P+YPUHurSxtEfuv+RLvuRLvuRL/t4C5uid1BNBHZVOKWUF3gFe1Vq/GyjEyjq9/gzwUZdtFMa1RWcBjwN/wLju6BrgtmC2N6L4/fDfq2Dd1/Drf8PgX4e7RUJ0sOXkkHzVVSRdeSWty5ZR/9HH1H/8MY1ffolyuYieOJGYqccTNX48Jrs93M0NK6UUOTE55MTkcNaAs/D5fayqWcXPW35mTtkcZm6YybtF7wKQZEli1vezODTtUEanjSbFlRLm1gshhBDdRzBHpVPAs8ByrfXDnZana+P6I4BfA0u6bHoBMENrXa2UcgH+wM0VrLZGpC//Akvehsl/gkPOCndrhNgppRTOwYNxDh5Myo030Pzzz9R/8ikN//sf9TNmYIqKwj35KGKOO56oI8ZhstnC3eSwM5vMDEwcyMDEgVww+AJ8fh9FtUX8vOVnPlnyCTPXbyuU8mLyGJ02mkPTD2VU6iiSnElhbr0QQggRPsHsMRqHca3QYqXUgsCyW4GzA9cTaWA9cPnWDQKF0EXAMYFFDwMzMIbwPieIbY0sPz8L3z4CIy+GI64Pd2uE2CPKbCZqzBiixowh7Y7bafrxRxo+/ZSG/82k/oMPMUVHE33UUUQfewxRY8dicjjC3eRuwWwyMyBhAAMSBpBdns34CeNZUbOCn0t/5qctP/Hxuo95c9WbAORE5zAsZRjDU4YzImUEebF5mJQpzHsghBBChEYwR6X7FtjZ8EgzdrFNMzCp0/NvgCEHvnWRK7HyJ/jq79DvOJj6IMgIVuIgpCwW3OPG4R43jrQ//Ymm2bOpn/EJDV9+Sd3776NcLtxHTiBmyhSiJhyJ2b3/Azf0FGaTmcGJgxmcOJiLCi7C6/eyrGoZc8vmMr98Pt8Uf8MHaz4AINYey7DkYQxLGcbI1JEMThyMzSy9ckIIIXqmoF5jJLqZzXMZtOxBSBsKpz8HZvn4xcFPWa24x4/HPX482uOh6aefaPjfTBo+/5yGTz5F2WxEjRtH9JQpKJvM+dOVxWTpmD/pYi5Ga836+vUsKF/A/PL5zC+fz1fFXwFgM9koSCpgZOpIhqcMZ1jKMKJt0WHeAyGEEOLAkF/GkaJ6Hbx2Ju22WJznvAk2+Qu66HmU1dqpJ+kOWubPp/5//6Nh5uc0zppFslKsnz6d6KMmEz35KGy5ueFucrejlKJXbC96xfbi132NQVmqW6uZXz6feWXzmFc2j+eWPIdP+zApE/3i+3X0Kg1PGU56VLrMpSSEEOKgJIVRJGiuhldPB5+HxUPuZnR0arhbJETQKbMZ16hRuEaNIvWPf6R1yVKWPP88jjVrKL//fsrvvx9bn94dRZJjyBCUSa6n2ZkERwKTcyYzOceY/LnZ08yiykXML5vP3PK5fLDmA6avNOaRS3GmdBRJw1KG0T+hP1aT9NQJIYTo/qQw6um8bfD62VC7CS54n+Z1beFukRAhp5TCOaSApl+dxKETJ9JeXEzjl7No+PJLqp59lqqnn8aSnIz7qKOIPnoyrsMOkxHudsFldTEmfQxj0scA4PV7WV27mvnl81lQvoAF5Qv434b/AWA32xmcOJihyUMxN5sZ1DxIhgkXQgjRLQVzuO5s4CWMCV018LTW+tFOr98APAgka60rlVKnAX8BqoFTtNZVSqnewD1a6zOD1c4e79M/wqbZxjVFuYfDusJwt0iIsLNlZZFwwfkkXHA+vro6Gr/+moYvvqT+ww+pfeMNTFFRRE0YT/Tko3EfOQFztFxHsysWk6Vj5LuzB5wNQFlTGQsqFrCoYhELKxby6vJX8fg9PPvWs6RFpXFI8iEUJBYwOGkwAxIGyLVKQgghwi6YPUZe4Aat9TylVDQwVyk1U2u9LFA0HQNs7LT+1cChwKkYQ3M/DvwNY7JXsS8WvA5znoWx10DBaeFujRDdkjk2ltiTTiL2pJPwt7XRPHs2DZ9/QcOsWTR88ilYrbhGjMA9/giixk/A3q+vXEOzB1KjUjk26liOzTsWgHZfO699/hqWbAsLKxaysGIhn63/rGP93JhcBiUOYnDiYAYlDmJgwkDcNne4mi+EECICBXO47lKgNPC4QSm1HMgElgGPAH8A3u+0iR+wY0zk6lFKjQe2aK2LgtXGHq10EXx0HeSNh8l3hrs1QhwUTHY77iOPxH3kkaT5/bQsXEjjF1/Q+M23lD/4EDz4EJaUFKLGH4F7/Hiixo7FHBMT7mYfFGxmG3n2PCYOmsh5nAcYgzosq1rGsqplLK1cyvzy+Xyy7hMAFIq82LyOXqWCpAIGJAzAbraHczeEEEL0YEprHfwQpfKAr4ECjHmKjtJaX6uUWg+MCpxKNwW4FygBzgPeAs7SWlfv4n2nAdMAUlNTR06fPn23bWlsbMTtDt9fIUORb/E0MnLuDZj8HuaMehiPLS6k+bsi+ZJ/sOabamqxLVuGfelSbCuWY2puQZtMePLyaB84gPaBg/D0ygOzOSj5B8LBkN/ga2Bj+0Y2tW1iQ/sGNrZvpN5XD4AJExnWDLLt2WTZssiyZpFhy8Bh2rPJfA+G/Zd8yZd8yZf84Js0adJcrfWorsuDXhgppdzAV8DdwKfALOAYrXVd58KoyzYXAAnAbOBGoAa4NjAB7E6NGjVKz5kzZ7ftKSwsZOLEifu2MwdA0PP9fph+Nqz+Ai6eAdmjQ5u/G5Iv+T0hX3u9tCxaTOM3X9P03fe0LlkCfj+mqChchx1G1LixRI0diy0vb7vT7nrK/oc6v6ypjCVVS1hauZSlVUtZVrWM2rbajtdzonPon9C/4zqnAQkDSHYm73DK48G6/5Iv+ZIv+ZJ/YCmldloYBXVUOqWUFXgHeFVr/a5SagjQC1gY+AcrC5inlBqttd4S2MYFXAQcC3yEcc3R6cC5wDPBbG+P8M1DsOpTmPrgDkWREOLAUBYLrhHDcY0YDtdei6+ujqbZP9L0/fc0ffcdjV9+CYAlPZ2oMWOIGnMYrjFjwtzqg1dqVCqpUakdw4VrrSlrLmNl9UpW1qxkRfUKVlavZOaGmR3bJDgSGJg4kIEJ226hOENCCCHEwSuYo9Ip4Flgudb6YQCt9WIgpdM669mxx+gm4DGttUcp5cQY0c6Pce2R2JXVn8Osu2HomXDob8PdGiEihjk2lphjjyHm2GMAaN+40SiSfphN46xZ1L33HgCJqamUHjWJqDGH4xp9KJb4+HA2+6CllCItKo20qDSOzD6yY3mTp4mV1StZXr2c5VXLWV69nB9LfsSrvQA4lZNBnw5iQMIA+scbPUy943pjM8vQ7EIIIYLbYzQOOB9YrJRaEFh2q9Z6xi9toJTKAEZrre8KLHoc+BmoBU4JWkt7gpoN8M5vIXUwnPgPkFGzhAgbW04Otpwc4s86C+3307ZyJU0/zGbTjBnUv/8Bta8b10Pa+/fHNXo0rtGH4ho1Sgql/RRljWJE6ghGpI7oWNbma2N1zWqWVy/ni8VfUO+v592id2nxtgBgURby4/IZkDCAvnF96R3Xm77xfUl1pcrog0IIEWGCOSrdt8Au/1XRWud1eV4CnNDp+VsYgzCIXfG0wpsXGNcXnfES2KRzTYjuQplMOAYOxDFwIIvze3HIuHG0LF5C84+zaf75Z2rfeoual18GwN6vn1EoHXoorlEjsSQmhrn1Bz+72c7gpMEMThpMUkkSEydOxOf3salhEytqjFPwVlSv4IeSH/hgzQcd27mtbvLj8juKpT5xfegb35ckZ1IY90YIIUQwBfUaIxEiX/4VShfAWa9DYu9wt0YIsQvKat12fdKVV6Lb22lZspTmn36i+aefqH3nHWpeeQUAW69euEaNwjVqJM6Ro7BmZkgvxgFgNpnJi80jLzaP4/KO61he11bH6trVrK5ZbdzXruaLjV/wTtE7HeskOBLoG9+XvnF96Rffj77xRuHktDjDsStCCHFw8PnC3YI9IoXRwW7dN/DDkzDqUhgwNdytEULsJWWzbSuUrrh8W6E0dw4tc+ZS/+mn1L5ldJxb0tJwjRyJc+QIXCNGYO/bF7WL4cHF3om1xzIydSQjU0d2LNNaU9VaRVFNkXGrNe7fXvU2rb5WwJhzKSs6iz5xfTp6lnrH9aZXTC+sZmu4dkcIIYJGa42/vh5vVTW+mmq8VVX4qqvxVlbhrarEV1mFt2rb4/isTJg8OdzN3i0pjA5mrXXw3yshIR+O+Wu4WyOEOAC2K5Quuwzt89FWVETznLk0z51D808/Uf/xxwCY3G6chxyCc8RwXCNG4Bw6FFNUVJj3oGdRSpHkTCLJmcThGYd3LN96Ol5RbRGra1ZTVFvEmto1fF38NT5t/GXUoizkxOTQK7YXeTF5tDW2EV8RT15MHrH22HDtkhBC7JT2+fDV1hrFTWUFvqoqvBWVeCuNm6+qEm9VNd7qKnw1teD17vR9zHFxmJMSsSQm4RxcgDkpkVq/P7Q7s4+COSpdNvASkIoxstzTWutHlVJ/BU7GGGmuHLhIa12ilDoN+AtQDZyita5SSvUG7tFanxmsdh7UPrkF6kvg0v+BTX4MCdETKbMZx4ABOAYMIOG8c9Fa49m8mZZ582ieN4+WefOpfOJJ0BrMZuz9++EaNswomIYNw5qTI6ffBUHn0/Gm5E7pWN7ua2dd3TrW1K7pOB1vbd1avtr0FV7t5ZUZxmmSCY4EesX2Ij8237jFGfcy6IMQ4kDSPh++6mosmzbR+PXXHYWOr7rKKICqq/BVBXp8amqM69W7UA4HlqQkLImJWDMzcQ4dgjk+AXNCPJbERMzxCVgS4jEnJmFJiEdZd+wpX1FYGIK93X/B7DHyAjdorecppaKBuUqpmcADWus7AJRS1wB/Aq4ArgYOxZi36ByMEen+BtwexDYevJa9DwtfgyNvhqwd5qcSQvRQSilsWVnYsrKI/dWvAPDV19OycCHN8+bRunAhde9/QM1rrwNgTkgwiqRDDsGqFP7RozG5ZICWYLGZbfRP6E//hP7bLff4Pbz3xXukDEhhXd26jttn6z+jvr2+Y70oaxT5sfkdRVOv2F70iu1FVnQWVpOclieEMPjb2/FVVOCtqMATuO+4lZcbvTwVFfiqqsHvJxHY1Gl7U1QU5sRELAkJWHOycQ4bhjkxAUtCIpbkJKMQSkrCnJSEKSoqYv5gE8xR6UqB0sDjBqXUciBTa72s02pRGL1JYPQg2THmK/IopcYDW7TWRcFq40GrYQt8eB1kDIcJN4W7NUKIMDPHxOAePx73+PGA8RfCttVraFmwgJaFC2lZsIDGWbNIAFY+9hiOgQNxDh+Oa/gwnCNGYE1LC+8ORACryUqKNYWJ2ROZmD2xY/nWa5jW1q5lbd22W9dR8izKQnZMNr1ijEIpNyaXnJgccqJzSHImRcyPFiF6Mq01/ro6POXleMsr8JaVGQVOVSW+ykqjt6eqCm9lJf76+h3fwGQyipvkZCzJyTgGDTIKnORkVpaXc8iRE7GkJGNJSsLkcIR+Bw8CIbnGSCmVBwwHfgw8vxu4AKgDJgVW+zvwOVACnIcxTPdZoWjfQUVr+OBq8DTDr58GubBXCNGFMptx9O+Ho38/4s88AwBfbS0/vvIKfbxeWuYvoPbttzuGCbekpxu9SkMKcBQMwTF4MGa3nJ4bCp2vYRqdPnq71xrbG1lfv561dWu362X6uvjrjklrAZwWJ9nR2eRE55Adk01udC65MbnkxeaR6EiUokmIMNM+H6b6elqXLzcKnfKKjh6d7Xp5ysvR7e07bG+KiurovbH37UvU4YdjSUrEHCh6Om6Jib84IE9bYaFx7arYJaW13v1a+xOglBv4Crhba/1ul9f+CDi01nd2WX4BkADMBm4EaoBrtdbNXdabBkwDSE1NHTl9+vTdtqexsRG3273vO7Sf9jc/veRT+q/6F0V9LmNz1okhz99fki/5kt9N8n0+LMXFWNeuxbZmDdZ16zFXVQGglcKXmoonNxdPbg7evDw8WVlgsx24/DDoKfk+7aPGW0OFt8K4eSqo9FZS4amgyluFl21Fk0M5SLYmk2JJIU7HkenKJNmaTLIlmShzaIvfnnL8JV/yO2iNam3FVFeHqbYWc+3W+9rt7k319aidXLvjdzrxx8Tgj4vFFxuHPzZ22+O4WPyxsfhiYsBu3++m9sjjvx8mTZo0V2u9w7UoQS2MlFJW4CPgM631wzt5PQeYobUu6LTMFdjm2MD9qcDpgE1r/cwvZY0aNUrPmTNnt20qLCxk4sSJe7knB85+5VetgaeOgOzRcN57YDKFNv8AkHzJl/zum++trqZ1yRJaliyhdfESWpYsxldRabxoMmHv3RvHoEE4Bg/GUTAYx4ABe3W9Unff/56Q7/P72NK8hQ11G1hfv54N9RvYUG88LmksQbPt3/xYeyy50YFT8gKn5WW6M8mKzgpKT1MkHH/J7zn52uPBW16Op6wM75YteLaUGae2BXp3PBXleCsq0c3NO2xrio7GkpqCNSUVS2oqltQU1tXWMnDsWCxJycbpbImJmJyhm//sYDv+waaU2mlhFMxR6RTwLLC8c1GklOrb6bqhk4EVXTa9CXhMa+1RSjkxrkHyY1x7FLl8XnjvcuPUuZP/uU9FkRBC7IolIQH3hAm4J0wAjPPdvWVltC5ZQuuyZbQsXUrjd99R9/77xgYmE7ZevYxiaeBAHIMG4hgwAHNcXPh2IsKZTWYy3ZlkujMZmzl2u9dmzppJ/vB8NtZvZGPDRjbUb2Bj/Ubmls3l47Ufb1c0OS1OMqIyyIw23ivLnUVWdBbZ0dlkRWfJhLbioNZR9GzZgqd0C94y496zpRTvljI8ZVvwVVYZly90olwurIHT1pyDC4zT11JSjEInOcUohlJTd/oHo2WFhcR0o8JA7FwwrzEaB5wPLFZKLQgsuxW4VCnVH6PY2YAxIh0ASqkMYLTW+q7AoseBn4Fa4JQgtrX7m/1PKP4ZTnsWYjPD3RohRARQSmFNS8Oalkb00UcDgWKpvJzWpctoXbqU1mXLaP75Z+o//LBjO2tGBvZBA41BHoYMwTFkCJb4+HDthgiwKiu943rTO673Dq+1elvZ3LiZzY2bKW4o3u7xvLJ5NHoat1s/2ZncUSR1FEyB4kmuaxLh5G9p2VbslJXhLSvHW7aF2KXLWPfEkx0DGnQtekxuN5a0VKypadgH9MeamoY1PQ1LahrWtFQsaWmY3G75b7uHC+aodN8CO/uvZ8YutikBTuj0/C2MQRgiW10xFN4L/Y6HIaeHuzVCiAimlMKamoo1NZXooyZ1LPdWV9O6fDlty5fTumw5rcuX0/jFlx0/PqzZ2cSmplK1fj3OoYfgGDRQRkXqRhwWxy8WTVpr6trqKG4sZlPDpu1us0tnU76mfLv1nRZnxyl5We4sMt2ZpEelU9JWQk1rDXH2OPlxKfaJ9niM4am3lOHdUoqntNTo6SktxVNagrekFF9t7Q7bmWJjMbvdmPPzdyx60tOwpKVh7kbXv4jwCcmodGI/ffpH0H44/t5wt0QIIXbKkpCAe9w43OPGdSzzNTbRumwprYsW0bJoMa0//0z51mtBLRYc/frhOGRoxzxLtrw8+cHcDSmliHPEEeeIoyCpYIfXW72tlDSWdBROxQ3FFDcWU9xQzI+lP9LibelY9/437sdpcZIWlUZGVAYZbuOW6c7suJcep8iktcZXXY2npATP5hLjfksp3tItHdf5eCsrd5iA1BQdjTU9HWtgdE1rekag6DH+gGNJScHkdFJYWMhQOZVN7IYURt1d0eew/AM46g6Izwt3a4QQYo+Z3VFEjR5N1GhjGOrVhYWMGzSI1sWLaVm4iJbFi6j/4ENqXzdGFDXHxhqF0tBDcA41hg23JCaGcxfEHnBYHOTH5ZMfl7/Da1prattqKWkq4fMfPychL4HSplJKG0spaSphWdUyatpqttvGbrZ3FEwdxVOnIirJmYRJyXW2Bx2/H095OZ7Nm43CZ/Nm41ZS0nHTra3bbWJyubCkp2NNTcU+/gisqWnG6W7p6Ubhk5EhPT3igJLCqDvztMKMGyGxD4y9OtytEUKI/WZNScE6eTLRkycDgclo16yhZeFCo2dpwUIqv/m24xQ8S1paYCS8QR0j4llTUsK5C2IvKKWId8QT74inwlXBxEETd1in2dNMSWMJJU0lxrVNDZs7Hi+r3LFwspqspEelkxqVSqrLuKVFpRmPA8sSHAnS6xRi/vZ2Y/S2khI8JcapbZ7SUryBHqCUzZtZ7fVut405Pt64JrF3b9zjx2PNzMCase1mio2Vz1GElBRG3dl3j0LNOjj/v2DZ/zHshRCiu1Fms3FKXb9+8JvfAOBrbKR12TJjgIdlxiAPjbNmbSuWkpNxFBTgGFKAs6BAepYOci6riz7xfegT32enrzd7miltKmVz42ZKG0vZ3GTclzeXM798PmXNZXj92//gtpvtpEWlkRaVRnpUOulR6dQ11mEvsZPqSiXFlYLbJj0Ne0N7vXi2lOEpLsazuZj24mI8xZvxbNqEZ/NmvBUVO2xjSU7Gkp6OfdBAavr1I//wMdgyM7cVPlEykbToXoI5XHc28BKQijHk9tNa60eVUg8AJwHtwBrgYq11rVJqHPCvwPKztdZFSqk44E3gOK31jjNj9WTVa+Gbh2DwqdB70u7XF0KIHsLsdm93Ch4Y1yu1rVxB69KlxjxLS5fRWFi4rVjKSMc5uMAomAYPxjF4kIyE10O4rK5fHBgCwK/9VLdWU9ZUxpbmLWxp2kJZU5lxyl5TKd+XfE9FcwUazWszX9v2vhYXKa6U7W5be5229kAlOBIi5rQ9o/DZsuNpblsfl5VB5x4fk8kYtTI7m6gJ4wPFTqZxvU9GujGKW6dJoVcXFpIg1/iIbi6YPUZe4Aat9TylVDQwVyk1E5gJ/FFr7VVK3Qf8EbgZuAGYCuRhDOF9A3A7cE/EFUVawyc3g9kGx94T7tYIIUTYmd1RuEaOxDVyZMeyjp6lJUs7JqZtmDmz43VLRjqOQYNwDh6MY/BgTPX14Wi6CDKTMpHkTCLJmcRgBu90HY/fwwdffkBuQS7lzeWUN5dT1lxGRUtFR89TeXM5Hr9nu+2sJmtHwdT1dL2tjxMdiZhN5lDs6n7zNTbh2bSR9k2b8GzaZNxvDNyXlIDPt21lpbCkpGDNzMQ5fDgxGRlYs7OwZWVhzcrCmpaGslrDtzNCBEEwh+suBUoDjxuUUsuBTK31/zqtNhvYOv60B2MSVxfgUUr1BrK11oXBamO3teIjKPqfURTFpIe7NUII0S3ttGepro7W5cuNOZYCcy01fv4FAMlA0QMPdsyx5Bg4CMeggVizsuQ6hh7OarKSaElkVNoOE9130FobPU/NZWxpCvQ8dXq8qGIRZc1lOxRPZmUmyZnUUSh17YFKcaWQ7EwO9i527IOvpgbPxo20b9xI+8ZNRiG0YSNJa9awqqFh+7bHxmLNycE5pICYqVOxZmUahU9mplH4dOrxESISKN1lgqughCiVB3wNFGit6zst/xB4Q2v9ilJqGPAU0IIxMeyDwB1a66JdvO80YBpAamrqyOnTp++2LY2NjbjDOILJ7vJNvlZG//R/eC1u5o58GH2A/wrV3fdf8iVf8iX/QFMtLVg2bcJfVERUeQWWTZuwbNmCCgz763c68WZl4c3KxJuRiTczA296OtrpPKDtiNTj35PytdY0+hup9dVS662l1ldLnbeOGl9Nx+M6Xx2tunWHbW3YiLXEEm2OJsYc03GLNcdud3OZXLsu1L1ezJWVmCsqjfsuN1Nb27b2KoU/Lg5fcjKt8XGo9Ax8yUn4kpPxJSWhXa79Oh57oyd8/pJ/8OZ3NWnSpLla6x3+UhL0wkgp5Qa+Au7WWr/bafltwCjgVN2lEUqpCcCvMa45+itGb9INWuuyX8oZNWqUnrN1foxdKCwsZGIYz3Hdbf7MO+G7f8Aln0HOmNDnB5nkS77kS353yPe3ttJWVBSYjHYZbctX0FZUhL+5uWN9S0Y6jr79sPfri71fP+z9+mPvlbfPf0XvTvsv+cHV5GmirLms47S9ypZKFqxagCPJQWVLZcetob1hh22tJivptmR6t8aQW28joxqSqjzEljfj3FKLubwa5d/2s0k5nUYvT3Z2oMcn2zjlLTcXa2YmJrs95Pu/M5Iv+eHM70optdPCKKij0imlrMA7wKtdiqKLgBOByTspihTGtUVnAY8Df8C47uga4LZgtjfstiyBH56AYecFpSgSQghhMDkcOIcMwTlkSMcy7ffjKSmlbdUq2oqKOu4bv/8ePIHTp6xW7L174+gfKJT698fery+W5GQ5HU90iLJGkR+bT37strmdCisLmThhYsdzf2srjetWU7V6KQ1rV9G6cT16UymW0koclRsxdfp11GSH0ngoi1eU9obSeBNb4hUNSU7sySkkuRJIdrpIcppJdnlIdjaS6NhCcrOPJJ1ErD02hHsvxMErmKPSKeBZYLnW+uFOy4/DKHaO1Fo372TTC4AZWutqpZQL8AduoevvDbWa9fDtIzD/VbDHwJS7wt0iIYSIOMpkwpaViS0rk+ijto0Gqj0e2tato23lKtpWraR15UqaZv9I3fsfdKxjjoszepX6bu1d6ou9b1+ZfDLCab8f75YttK1bh7OwkC3ffkf7unW0r1uHp7S0Y1RFK+CIjcWam4tt9CBsuTlYs3Ow5eZiy8vFH+smp62WqpYqqlqrtut1qmyppKK5gmVVy6hoqaDF27JDOyzKgtvkJvOjTBKdiSQ4Eoh3xJPoSCTeEb/d8wRHAjazXFskIlMwe4zGYVwrtFgptSCw7FbgMcAOzAz8dW221voKgEAhdBFwTGD9h4EZGEN4nxPEtoZHZRF88zAsegNMZhhxARxxHUQlhbtlQgghApTVum2uJU7sWO6tqQkUS9t6mOree2+H0/Hs+b2x5ffC6fXS5HJhz8/HnJgoPUw9hNYab0UFng0baN+wgfb16wP3G2jfuBEduOYnBqhzubD16oVz+HBiTz0VW16eUfzkZGOO3XWvztYBHXanydO0Q+FU2VLJkrVLsDgsVDRXsLJ6JdWt1TsMJLFVtC2aREciSc4kEp2JJDoSd3qf4EjAYXHs9TETorsK5qh03wI7+9afsYttmoFJnZ5/Awz5pfUPWmXL4JsHYcm7YHHAYZfD2KshJiPcLRNCCLGHLPHxWMYcRtSYwzqWbXc63qpVtK1eTfvatdTOnUtMSwsbX3sdAFNMDPb8fGx9emPv3Qd7n97Ye/fGkp4uBVM3pT0e2jcV0752DW1r19G+Zg1t69bRvnYt/sbGbStardiys7Hl5hI1bhy2vFxseb2Yu6WU8SefHPTPN8oaRZQ1ityY3O2WF9Zvf42H1pomTxPVrdUdt6rWKqNXKtAzVdVSxcrqlVS1VNHg2fF6qK15W3ue4u3xxDnitr+3xxHviKfCU0GTpwmXZTeDSwgRRkG9xihiPXc8tNQEnuiOrnLQjG5qhMISsLlh3LVw+O/AHZphPIUQQgTXL56O5/fzzX//y4iUVNrXrqVt3VraV6+hcVYhdW+/07GeyeXC1tsokmy987H37o09P98YUtwi/2SHgr+1lfb162lbvYa2NatpX7OWtjVraN+4cdu1ZoAlJQVb73xif/UrbL16Gb0/eblY09N3+ln5Cwu7VUGglMJtc+O2ucmJydnt+m2+NqpbOhVPXe5r22opbSplWfUyaltrafe37/Aef3ntL9jNdhIcCR23rafy7exxvD0ep8XZrY6b6NnkWzYYEnpBWyIdHWZKdTxurKjAddhFMPoycCWEq4VCCCFCSJlM+BMScB8xDo4Yt91r3poao/dh9RrjB/ia1TR99x11//3vtu2tVuOHd34+9t75207Bys3FHBcX2p3pIXy1tbStXWsUqmvXBe7X4tm0adsfNE0mbDk52Hr3Jvqoo4xiNT8fW35+xF0/ZjfbSXenk+7e/fyKWmtavC3UtNVQ02rcvl/wPSl5KdS01lDVWtXRQ1VUW0RNaw1tvradvpfNZCPOHkeMPYY4exxx9jhi7bEdPVHxDqNXKsGR0HEvxZTYV1IYBcMp//zFl5YVFpLSjYYrFEIIEV6W+Hgso0bhGrX9yLG++nrjx/qatbStXUP7mrW0Ll9Ow8yZEJiDCQKTdObldhRKtrw87IEeDFMI56npjrTW+KqqaFu9GueXX1L6xZdGb93adfiqqzvW21p4OgYNIvakk7D36Y0tvze2XnmYZJLTvaaUwmV14bK6yHRnAuBb7WNiwcSdrr+1kNp6Sl9Na41x31ZDbVstdW111LbWUttWy7q6dR3LvNq70/ezm+0dhVOc3Tilr6m6ieULlhPniCPWFkusPZYYWwyxduOx2+rGfIDnjhQHHymMhBBCiG7IHBODc9gwnMOGbbfc39aGZ9OmbRf4bzAu8m/+eQ71H3y43bqW1NTAaV65uHw+GpXClpeHNTOzx52at63nbTVtRauNATGKivDVGKe2xwANsbHY+vQhevJR2HrlY8vvZZyqmJmJMsuP4nDpXEhlRWft0TZaaxo9jUaPVKeeqa2Pa9tqqW2tpaathtKmUiqaKvh64de7fM9oWzSxNqM3Ks4R19FD1dFT5Yjd/rk9FqflwE4ELcIrmMN1ZwMvAamABp7WWj+qlPoN8GdgIDBaaz0nsP44jAld24GztdZFSqk44E3gOK21f8cUIYQQIrKY7Hbsffpg79Nnh9f8LS20b9xkDAm9fj3t69bRtn4d9TM+Ibq+nk1vvW2saLFgy8oKXBdjXBtjy801JglNS+vWRVPHaIBrVm93CqKvqqpjHVNUFPa+fYk++mjsfftg79uXueXljP/Vr+QUqx5CKUW0LZpoWzQ57P4aqcLCQo6YcAS1bbXUt9VT315PXVtdx31de51xH7hVt1Z39E41eZp+8X3tZnvHqX0xthiibdHb7u0xxNiM24bmDcRXxHf0VkXborGYuu//Z5EqmJ+IF7hBaz1PKRUNzFVKzQSWAKcC/+6y/g3AVIzJXK8IPL8duEeKIiGEEGL3TE4njv79cPTvt91yrTVff/QRh2ZmGr1M69d3DCvdNHs2urV128pmM9aMDKxZmdiysrFmZ2PLzgrMq5ODOTo6JPui29sD80cZc0e1rVxF28qVeCsqtu2v2429Tx/ckyYGRvfrg713/k5H9+tugx+I0LOYLCQ5k0hy7t20KO2+dura6qhpq+konGrbared5hd43NDeQHFjMQ3tDdS31dPs3X66zn/P2P6nb7TVKJ5i7bEdBVPXU/w6F1puq7vjXk77C45gDtddCpQGHjcopZYDmVrrmcDOvpw8GJO4ugCPUqo3kK21LgxWG4UQQohIoJRCR0fjGjEC14gR272m/X685eW0r9+AZ3Mx7Zs24dlUTHvxJhq++GK7a3EAzPHxWHOyseXkGgMT5GQbRVNO9j7Pz+StqqJ1xQraVqykdaVx37Z2LXiNa0iU1Yqtbx+ixo3D3r+/MZFu3z5YUlKk2BFBZzPbSHYlk+zau1GEvX6vUSS11zPrh1n0Htx7h56p2rZa6tvrqW+rp6SppKMXy7+bPoEoa1RH0bS1mOq4BXqq3DY30dZo3DY3m9s3U9JYYoxEaHVjUqb9OSQ9ltIdQ0kHMUSpPOBroEBrXR9YVgjc2OlUumHAU0ALxsSwDwJ3aK2LdvG+04BpAKmpqSOnT5++27Y0NjbiDuNIMpIv+ZIv+ZIv+QdTvmptxVxZibmiYtutvAJLRQWmmhpUp98RfrsdX1KScUtOxpeUBBYzeDx4GpuwmxTK4wGPF+Vpx1xZhaW4GHN9fcd7+OLi8GZl4c3MxJOViTczC19qCuznNUAH6/GX/MjL92s/bbqNJl8TLbqFFv/Ob83+5o77zo/b9Y5DpXemUDiUA6fJicvkwmlydjx2mV04lXO717reW5V1r/8gEe7j39WkSZPmaq1HdV0e9JMblVJu4B3guq1F0c5orRcAYwLbTMDobVJKqTcwepNu0FqXddnmaeBpgFGjRumJezDaW2Hh9hOchZrkS77kS77kS35Pyfe3t+MpLqZ940ajl2lTp/sVK9BtOxmC2WrFZLOh7HYsqak4jjoK+4D+OAYMwN6/P5b4+APaxq164vGXfMnfmXZfO/Xt9TS2N9LoaaShvYEf5/9Ibr9cGtobaPA0dJzut7VHq769ni3tW2hobqDF27LL97eYLB2n90Vbozuu9Yq2RRNljcJtdRv3Njcuqwu31U3t0lpOnHhiSPZ/fwS1MFJKWTGKole11u/u4TYK49qis4DHgT9gXHd0DXBbcFoqhBBCiL1lstmw5xtz+3Sl/X68lZXg96Psdr796SeOPPpoGf1NiCCzmW07XEvVtqqNiX0n7tH2Hp9nx+LJU9/xuPOt3mMsK20qpdnTTKOncYdrqwDy7fmcx3kHaheDJpij0ingWWC51vrhvdj0AmCG1rpaKeUC/IFbZE/GIIQQQhxElMmENSVl2wK7XYoiIQ4CVrOVBHMCCY6Efdre5/fR7G2mydPU0Wu1aP6iA9zK4Ahmj9E4jGuFFiulFgSW3QrYMXqCkoGPlVILtNbHAgQKoYuAYwLrPwzMwBjC+5wgtlUIIYQQQgixn8wmc8epdUQZy2rttWFt054K5qh03wK/dGXWe7+wTTMwqdPzb4AhB751QgghhBBCCLGNjNUnhBBCCCGEiHhSGAkhhBBCCCEinhRGQgghhBBCiIgXtMJIKZWtlJqllFqmlFqqlLo2sDxBKTVTKVUUuI8PLD8tsN43SqnEwLLegXmMhBBCCCGEECJogtlj5MWYlHUQxsSt/6eUGgTcAnyhte4LfBF4DnA1cCjwb7aNQPc3jDmNhBBCCCGEECJoglYYaa1LtdbzAo8bgOVAJnAy8GJgtReBUwKP/RhDebsAj1JqPLBFa10UrDYKIYQQQgghBAR3HqMOSqk8YDjwI5CqtS4NvLQFSA08/jvwOVACnAe8BZwVivYJIYQQQgghIpvSWgc3QCk38BVwt9b6XaVUrdY6rtPrNVrr+C7bXAAkALOBG4Ea4NrAPEed15sGTANITU0dOX369N22p7GxEbfbvX87tR8kX/IlX/IlX/IlX/IlX/IlP3wmTZo0V2s9aocXtNZBuwFW4DPg+k7LVgLpgcfpwMou27iALzttGwVcCFy2q6yRI0fqPTFr1qw9Wi9YJF/yJV/yJV/yJV/yJV/yJT98gDl6J/VEMEelU8CzwHKt9cOdXvogUOgQuH+/y6Y3AY9prT2AE9AY1x+5gtVWIYQQQgghRGQL5jVG44DzgcVKqQWBZbcC9wJvKqUuBTYAZ2zdQCmVAYzWWt8VWPQ48DNQy7ZBGoQQQgghhBDigApaYaS1/hZQv/Dy5F/YpgQ4odPztzAGYRBCCCGEEEKIoAnmPEZCCCGEEEIIcVCQwkgIIYQQQggR8aQwEkIIIYQQQkQ8KYyEEEIIIYQQES/oE7yGilKqAmOUu91JAiqD3BzJl3zJl3zJl3zJl3zJl3zJ7x75XeVqrZO7LuwxhdGeUkrN0Tub6VbyJV/yJV/yJV/yJV/yJV/ye1z+npJT6YQQQgghhBARTwojIYQQQgghRMSLxMLoacmXfMmXfMmXfMmXfMmXfMmPmPw9EnHXGAkhhBBCCCFEV5HYYySEEEIIIYQQ25HCSAghhBBCCBHxpDASQgghhBBCRDwpjIQQQgghhBARLyILI6XUn8OcPy3C8/8s+WHNj/TP/6Mw58+L8PxwH/9w54f7+Ed6fqR//pG+/+HOD/fxD3d+WI//nojIwgiYG+Z8FeH54T7+kZ4f6Z//ZeEM11qPiOR8wnz8w50f7uMf6flE+OdPhO9/uPOR779wH//dkuG6hRARQSkVD2RrrReFMDMKaNFa+5VS/YABwCdaa08k5HdpS8iPf7jzw338Iz2/S1si7vPv0paI2/9w53dpi3z/hfH4740e32OklLpfKRWjlLIqpb5QSlUopc4LYf61gXyllHpWKTVPKXVMBOWH+/hHen6kf/6FgfwEYB7wjFLq4VDlA18DDqVUJvA/4HzghUjJD/fxD3c+Ef75hzs/0j//SN//cOeH+/iHO5/wf/77pMcXRsAxWut64ERgPdAHuCmE+ZcE8o8B4jH+w7g3gvLDffwjPT/SP//YQP6pwEta68OAo0OYr7TWzYH8f2qtfwMMjqD8cB//cOeH+/hHen6kf/6Rvv/hzg/38Q93friP/z6JhMLIErg/AXhLa10X4vyt13NMBV7WWi/ttCwS8sN9/CM9P+I/f6VUOnAGEI6LTpVS6nDgXODjwDJzBOWH+/iHOz/cxz/S8yP984/0/Q93friPf7jzw33890kkFEYfKaVWACOBL5RSyUBrCPPnKqX+h/HD9DOlVDTgj6D8cB//SM+P9M//L8BnwGqt9c9KqXygKIT51wJ/BN7TWi8N5M+KoPxwH/9w54f7+Ed6fqR//pG+/+HOD/fxD3d+uI//PomIwRcC51fWaa19yrgYLFprvSVE2SZgGLBWa12rlEoEMkN1AVy48wNtCNvxj/T8SP/8lVKJWuuqUGT9Qv4QrfXiCM4P9/EPd364j3+k50f65x/p+x/u/HAf/3Dnh/X476se32OklJoLnAXEAGitm0L5oxh4C0gH6gP5VSEelSSs+eE+/pGeT4R//sBspdRbSqmpSqlwDFP+T6XUT0qpq5RSsRGYH+7jH+78cB//SM+P9M8/0vc/3PnhPv7hzg/38d8nPb4wAs4EMoGflVLTlVLHhvg/kH8B5wBFSql7lVL9Q5jdHfLDffwjPT/SP/9+wNMYg04UKaXuUcawoSGhtR4PnAdkY5zW+JoK4aiA4c4nzMc/3PnhPv6Rnk+Ef/5E+P6HOx/5/gv38d83WuuIuGEUgb8CNgMbgbuAhBDmxwJXAJuA74GLAWsE5Yf7+Ed6fkR//oE2TArk1wJfAYeHMNsMnBbIXw6sAE6NlPxwH/9w54f7+Ed6fqR//pG+/+HOD/fxD3d+dzj+e9XecDcgRB/KUOARYCXwGHAYcAOwIET5iRgXoc0BPsD4K/rjQGGE5If7+Ed6fsR+/l32/WOMYUMtwChgXQj3fRXwJDAisDwD2BAB+eE+/uHOD/fxj/T8SP/8I33/w50f7uMf7vywHv99bne4GxCCD2Yu8AXG6UT2Lq+9G4L894BlGCNzpHd5bU4E5If7+Ed6fqR//quAO4Csnbx2cwjyv8I4jcG5k9fOj4D8cB//cOeH+/hHen6kf/6Rvv/hzg/38Q93fliP/z63O9wNCMEHk7+TZb1CmD91J8vsEZQf7uMf6fmR/vmfsZNlvwlh/nU7WXZtBOWH+/iHOz/cxz/S8yP984/0/Q93friPf7jzw3r897nd4W5ACD6YeTtZNjfM+Tssi7D8cB//SM+P9M8/3Ps/P8Lzw338w50f7uMf6fmR/vlH+v6HOz/cxz/c+SE7/vt62zorfY+jlBoADAZilVKndnopBnCEID8NYzQup1JqOLB1JK4YwBUB+eE+/pGeH+mf//EYk9pmKqUe65LvDUH+2RinD/ZSSn3Q6aVooDoC8sN9/MOdH+7jH+n5kf75R/r+hzs/3Mc/3PlhPf77q8cWRkB/4EQgDjip0/IG4LIQ5B8LXARkAQ+x7YdpPXBrBOSH+/hHen6kf/4lGBec/grjOqfO+b8PQf73QCmQhHH8O+eHYh6pcOeH+/iHOz/cxz/S8yP984/0/Q93friPf7jzw33894sKdG31WEqpw7XWP4Qx/zSt9TsRnB/u4x/p+ZH++Vu11p5w5Ue6cB//cOeL8Ir0zz/S9z/cwn38w51/sOrxhZEQQgghhBBC7I4p3A0QQgghhBBCiHCTwkgIIUSPp5RKCXcbwkkplRjuNgghwiPSv//2Ro8ujJRSA5RSk5VS7i7LjwtR/mil1KGBx4OUUtcrpaaGIvsX2vNSGLOPCOz/MSHKO0wpFRN47FRK3aWU+lApdZ9SKjYE+dcopbKDnbOLfJtS6gKl1NGB5+copZ5QSv2fUsoaojbkK6VuVEo9qpR6WCl1xdbPJATZsUqpe5VSK5RS1UqpKqXU8sCyuFC0YRdt+yQEGTFKqb8rpV5WSp3T5bV/hiA/TSn1L6XUk0qpRKXUn5VSi5VSbyql0kOQn9Dllgj8pJSKV0olhCD/uE6PY5VSzyqlFimlXlNKpYYg/16lVFLg8Sil1FrgR6XUBqXUkSHIn6eUul0p1TvYWb+QP0opNUsp9YpSKlspNVMpVaeU+lkZo3QGO9+tlPqLUmppILdCKTVbKXVRsLMD+fL9J99/Efv9t7967DVGSqlrgP8DlgPDMCaVej/w2jyt9Ygg598JHI8x8t9M4DBgFjAF+ExrfXeQ8z/ougiYBHwJoLX+VZDzf9Jajw48vgzjs3gPOAb4UGt9b5DzlwKHaK29SqmngWbgbWByYPmpu3yD/c+vA5qANcDrwFta64pgZnbJfxXjvz0XUAu4gXcx9l9prS8Mcv41GKPSfY0xbOj8QDt+DVyltS4Mcv5nGP+tv6i13hJYlgZcCEzWWge1QFdK/dL3iwI+0loH9R9HpdQ7QBEwG7gE8ADnaK3bQvT99ynwMRCFMWzrq8BrwCnA0Vrrk4Oc7wc2dFmcBRQDWmudH+T8jmOslPoPsAV4BjgVOFJrfUqQ8xdrrYcEHs8C/qC1/lkp1Q94TWs9Ksj564B3gDMw9v114A2tdUkwczvl/wTciTEq5v3A77XWbyulJgN/01ofHuT89zH+vfsc4xhEAdOB24HNWuugjgwq33/y/UcEf//tt3BPpBSsG7AYcAce52EMXXitDtEEU4F8M8YP03ogJrDcCSwKQf484BVgInBk4L408PjIEOTP7/T4ZyA58DgKWByC/OWdj0WX1xaEYv8xemSPAZ4FKoBPMf5hig5B/qLAvQUoA8yB5ypE//0t7pTpAgoDj3NC9P/fyn157QDm+zB+mMzaya0lBPkLujy/DfgOSOz6/0OQ8ud3erxxV20LUv4Ngf/fhnRati7YuZ2y5nV63PWzCMX+Lwcsgcezu7wWiu/fzvs/Hvgnxo+jWcC0EOTP7/S4639/80OQv7DL858D9yZgRQjy5ftv++fy/RdB33/7e+vJ8xiZtNaNAFrr9UqpicDbSqlcts3pEkxerbUPaFZKrdFa1wfa0hKo5oNtFHAtxhfCTVrrBUqpFq31VyHIBjAppeIx/iFQOtBborVuUkoFfYIxYIlS6mKt9fPAQqXUKK31nMBfTEMxfKXWWvuB/wH/U8bpa8cDZwMPAslBzjcppWwYhagLiMWYWM0OhORUOoyizBfIdANorTeq0JzKt0Ep9QeMv5iWAQS68C8CNoUgfzlwuda6qOsLSqlQ5NuVUqbAf4Nore9WSm3G6MFz73rTA6LzadpdT+EN+incWuuHlFJvAI8EjvedQChPj0hRSl2P8W9NjFJK6cCvAkJzCvs/gRlKqXuBT5VSj2L0GB8FLAhBfget9TfAN0qpqzHOmDgTeDrIsa3KOG07FtBKqVO01v8NnEboC3I2QJNS6git9bdKqV8RmNRSa+1XSoXi94d8/8n3XyR//+2XnlwYlSmlhmmtFwBorRuVUicCzwFDQpDfrpRyaa2bgZFbFyrj+pagF0aBL4RHlFJvBe7LCO3nHYsxsZjC+IcpXWtdqozrvULxD8NvgUeVUrcDlcAPgS+ITYHXgm27fdTGXAIfAB8opVwhyH8WWIHRa3kb8JYyrjMYg3FKR7D9B/hZKfUjxl+M7wNQSiUTmpmvzwRuAb5S2y46LcP4DM4IQf6f+eV/AK4OQf6HGD+CP9+6QGv9glJqC/B4CPLfV0q5tdaNWuvbty5USvUBVoUgH611MfCbwA/TmRh/IAiVZzBmeQd4EWOiw4rA6UwLgh2utX5cKbUYuBLoh/Hd3xf4L/C3YOezk8848IfCTwO3YLsC4xQ6P8Zk11cqpV4ANgPTQpT/H6VUX2ApxulcW7//ngxBvnz/yfdfxH7/7a+efI1RFkavzZadvDZOa/1dkPPtWuu2nSxPAtK11ouDmb+T3BOAcTrI5zbvQTtcQKrWel2I8mKAXhg/DIq3/vUsBLn9tNYh+QLcRRsyALTWJcq44PZojG79n0KUPxgYCCzRWq8IRaYQO6OUcgK9tdZLwt0WIYQIJfn+2zvdvktrX2mti3dWFAVeC2pRFMjYoSgKLK8MdVEUyP043EVRoB3NoSqKAnn1WuuFWuu5oSqKArlhLYoCbSjRgYudtda1Wuu3Q1UUBTKXBjK7VVGklLpY8iMrX2vdsvVHQSTuv+RHXr7aNipvVJfloRqVN9yjAkt+IL/L919E7P/+6LE9RkIIsTNKqY1a6xzJl3zJl/yemK/CPyqv5Et+2PL3V0++xkgIEaGUUot+6SUgFPPISL7kS77khyUfuAwYGbi2Og9j4Kk8rfWjhOYaX8mX/HDm7xcpjIQQPVEqxkXXNV2WK+B7yZd8yZf8Hpwf7lF5JV/yw5m/X6QwEkL0RB9hzGO2oOsLSqlCyZd8yZf8Hpwf7lF5JV/yw5m/X+QaIyGEEEKIHqIbjMor+ZIftvz9JYWREEIIIYQQIuL12OG6hRBCCCGEEGJPSWEkhBBCCCGEiHhSGAkhhOiWlFJmpdT/KaUc4W6LEEKInk8KIyGEEHtMKeVTSi1QSi1VSi1USt2glNqnf0uUUuuVUkm7WOVBYLnWunVvtldKNe5Lezptn6eUOqfT82FKqal7+R4XKaUqlFL/2U3O1hnpxyullm19LoQQIvSkMBJCCLE3WrTWw7TWg4EpwPHw/+3dTYhVZRjA8f9jJEkYpNQypEAiUoaUIFD7oI2bgggkW+RCrNAhBCFp0WQrg74WUUYDWdliCCyoNmb2MS5aWNbYohZFHzuRgkJCcHxanOfWmZp7Z+Y2Nxf3/9vcc977vO95ZzbDM885z2FsEBfKzN2ZeWwQa0dEr9dVrAK2ts5HgAUlRmUiM7fPJzAzJ/u8hiRpkZgYSZL6kpmngR3ArmhcFhGvRsSpiDgZEbfDX7fEPR0RX0fEVESMtpYZjYgvas71Fb8iIt6p2M8iYm2Nr4yII1WtGqfHywIj4rmK+zAirqqxjyPi+Yg4ATwSEQcj4t7WnE6laT+wsSpjjwJPAlvqfEu3/fUSEeM1/8uqJI21vrt2Xr9wSdJAmRhJkvqWmd8DlwBXAzuboVwD3Ae8Vs8H7aCpwoxk5lrgzdYSZzLzJuAlYE+N7QNOVuxjwOs1PgYcr2rV28A1XbZ1OXCi4j5hZkVraWauz8xnevxYe4HJqow9BTxOU/0ZycyJHvvrKjO3Z+YIcDdwBjgILAOuAzbMNV+SNHgmRpKkxbIBOASQmd8APwKrgTuBlzPzfH33S2vO4fr8nCZ56qzzRsUeA1ZGxBXAptb67wO/dtnHBWCijg8xM/GY+Hf4gnXbX0+VJL4FjAI/A88C32XmnImVJGnwTIwkSX2r28CmgdN9LnGuPqeBXs/9/BftN5mfbR2fp/4OVgOJpQO6fscB4HBmHs3MC8DDA76eJGkBTIwkSX2pZ3cOAC9kZgKTwP313WqaW92+BT4AHuw0PIiIFXMs3V7nNprb7X4DPqWaIkTEZuDKLvOXAJ1nh7YCx7vE/QCsq+O7gEvr+HdgeSvun+fd9tdVROwElmfm/l5xkqSLx8RIkrQQyzrtuoGjwBGaZ24AXgSWRMQpmlvWtmXmOWAc+AmYioivmNnxbTZPAOsiYoqmEcIDNb4P2FTXvqfWnM1Z4OZqfX0HTfOE2bwC3Fp7uoW/q0lTwHS1I98NfATc0Gm+0GN/vewB1rQaMDw0jzmSpP9RNP/kkyRJiyUitgHrM3PXAuasAt7LzBsHtS9JUndWjCRJWnx/AJt7veC1LSI2Au/SdKyTJF0EVowkSZIkDT0rRpIkSZKGnomRJEmSpKFnYiRJkiRp6JkYSZIkSRp6JkaSJEmSht6f8JwDftwHxsUAAAAASUVORK5CYII=\n",
"text/plain": [
"<Figure size 1008x576 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"zakres_dochodów = np.linspace(2_800, 25_000, 100)\n",
"\n",
"obciążenia_obecnie = np.array([\n",
" evaluate(uop_2021, dochód_brutto=dochód, rozliczenie_wspólne=True)['obciążenia_razem']\n",
" for dochód in zakres_dochodów\n",
"])\n",
"\n",
"obciążenia_nowylad = np.array([\n",
" evaluate(uop_2022, dochód_brutto=dochód, rozliczenie_wspólne=True)['obciążenia_razem']\n",
" for dochód in zakres_dochodów\n",
"])\n",
"\n",
"obciążenia_db_lin_obecnie = np.array([\n",
" evaluate(dg_lin_2021, dochód_brutto=dochód)['obciążenia_razem']\n",
" for dochód in zakres_dochodów\n",
"])\n",
"\n",
"obciążenia_db_og_obecnie = np.array([\n",
" evaluate(dg_og_2021, dochód_brutto=dochód, rozliczenie_wspólne=True)['obciążenia_razem']\n",
" for dochód in zakres_dochodów\n",
"])\n",
"\n",
"plt.plot(zakres_dochodów/1_000, obciążenia_obecnie/zakres_dochodów*100)\n",
"plt.plot(zakres_dochodów/1_000, obciążenia_nowylad/zakres_dochodów*100)\n",
"plt.plot(zakres_dochodów/1_000, obciążenia_db_lin_obecnie/zakres_dochodów*100)\n",
"plt.plot(zakres_dochodów/1_000, obciążenia_db_og_obecnie/zakres_dochodów*100)\n",
"plt.legend([\n",
" 'UoP - 2021',\n",
" 'UoP - Nowy Ład',\n",
" 'DG, pod. liniowy - 2021',\n",
" 'DG, zas. ogólne - 2021',\n",
"], loc='upper right')\n",
"plt.title('Całkowite obciążenie dochodu (rozliczanie z małżonkiem)')\n",
"plt.ylabel('Obciążenia łącznie')\n",
"plt.yticks(np.arange(20, 54, 1))\n",
"plt.gca().yaxis.set_major_formatter(FormatStrFormatter('%.0f%%'))\n",
"plt.xlabel('Dochód brutto [zł]')\n",
"plt.xticks(np.arange(2, 26, 1), rotation='vertical')\n",
"plt.gca().xaxis.set_major_formatter(FormatStrFormatter('%.0f tys.'))\n",
"plt.grid()\n",
"None"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "29a75b34",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 1008x576 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"zakres_dochodów = np.linspace(2_800, 25_000, 100)\n",
"\n",
"obciążenia_obecnie = np.array([\n",
" evaluate(uop_2021, dochód_brutto=dochód, rozliczenie_wspólne=False)['obciążenia_razem']\n",
" for dochód in zakres_dochodów\n",
"])\n",
"\n",
"obciążenia_nowylad = np.array([\n",
" evaluate(uop_2022, dochód_brutto=dochód, rozliczenie_wspólne=False)['obciążenia_razem']\n",
" for dochód in zakres_dochodów\n",
"])\n",
"\n",
"plt.plot(zakres_dochodów/1_000, obciążenia_nowylad - obciążenia_obecnie)\n",
"plt.title('Wzrost obciążenia UoP po wprowadzeniu Nowego Ładu (rozliczenie indywidualne)')\n",
"plt.xlabel('Dochód brutto [zł]')\n",
"plt.xticks(np.arange(2, 26, 1), rotation='vertical')\n",
"plt.gca().xaxis.set_major_formatter(FormatStrFormatter('%.0f tys.'))\n",
"plt.ylabel('Dodatkowe obciążenie [zł]')\n",
"plt.yticks(np.arange(-200, 1000, 100))\n",
"plt.gca().yaxis.set_major_formatter(FormatStrFormatter('%.0f'))\n",
"plt.grid()\n",
"None"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "f5d2d67b",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 1008x576 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"zakres_dochodów = np.linspace(2_800, 25_000, 100)\n",
"\n",
"obciążenia_obecnie = np.array([\n",
" evaluate(uop_2021, dochód_brutto=dochód, rozliczenie_wspólne=True)['obciążenia_razem']\n",
" for dochód in zakres_dochodów\n",
"])\n",
"\n",
"obciążenia_nowylad = np.array([\n",
" evaluate(uop_2022, dochód_brutto=dochód, rozliczenie_wspólne=True)['obciążenia_razem']\n",
" for dochód in zakres_dochodów\n",
"])\n",
"\n",
"plt.plot(zakres_dochodów/1_000, obciążenia_nowylad - obciążenia_obecnie)\n",
"plt.title('Wzrost obciążenia UoP po wprowadzeniu Nowego Ładu (rozliczenie z małżonkiem)')\n",
"plt.xlabel('Dochód brutto [zł]')\n",
"plt.xticks(np.arange(2, 26, 1), rotation='vertical')\n",
"plt.gca().xaxis.set_major_formatter(FormatStrFormatter('%.0f tys.'))\n",
"plt.ylabel('Dodatkowe obciążenie [zł]')\n",
"plt.yticks(np.arange(-200, 800, 100))\n",
"plt.gca().yaxis.set_major_formatter(FormatStrFormatter('%.0f'))\n",
"plt.grid()\n",
"None"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "6ac3ebca",
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"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": "3.9.5"
}
},
"nbformat": 4,
"nbformat_minor": 5
}
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