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কোন বিন্দুর কার্তেসীয় স্থানাঙ্ক (-1, √3) হলে বিন্দটির পোলার স্থানাঙ্ক নির্ণয় কর।
(1, 120°)
(1, 60°)
(2, 60°)
(2, 120°)
ANSWER : 4
Descrption
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pzAnTt3zE4bZUhsbCxWrFiBqKgo3L9/X4Ho7CM2NhYAMGvWLADAsGHDsHz5cpPHuLm5oWPHjrh48aL02KlTp1CvXj2b45ElsdR+0M3VcDFJUZ4QwuKaRkPvhaFj+b7ZX0hICDw8PHDgwAGrjjt06BCEEOjUqZNN51+/fj0AoHv37qy5loGHhwe6deuGtWvX4s8//zSZWObl5WHkyJHYsWMHduzYYbbsf//733KGahfHjh0DAAQGBqJ69ep2PXd4eDhee+01VKpUyeDzYWFhuHz5Mg4ePIh27drhs88+M1nevXv39O7Xrl3b6ph0k9moqCijiSUVFh4ejrJlyxr9oWCMWq3GqFGj8N1336FatWounVgW/Az++OOPmDNnjtHPuFbB2vbExERZ4pG1KVzbHGuPJMSZm2t1Y3PmOA0x9v65SvzFQWJiIo4dOwaVSoWsrCyrjlWpVPDw8EC7du2KfH5HNlMWZ2zu/J/o6GgAQMuWLe163jt37iA6Otpk7Zafnx+2bt2KzMxMbN261Ww3gzNnzujdL8pk+BUqVECzZs0AAOfOnbP6+JIsPDwc7dq1M5tEFbRs2TLUrVsX3bp1Uygy+6lRo4befW9vb3h4eJg9zsvLS+++Wq2WJR7F+ljaM0FRKumxtlxzCaSx550xCbXkB4IjY9ZoNIiNjUV0dHShX2u68vPzkZCQgKioKNy8edOOERZdeHg4gKfvgbaJw1IqlQotWrSw6EvFGEc2UxZnBZs7jdE2d1p6GzNmjL1egmxOnz4NoHCzs9K2bt0KIUSRmk0NefDggV6tcv/+/Yv8N6P9gSBXP7eSwFx/WVPHLViwAF9//bVCkdlX3759pVYQT09PLFq0yKL/AQ8ePNC7L1frgeJ9LK1pmnUGRY3VmuO0TcvmklBna37WjcmRTeYPHjzAkCFDkJ+fDwDYu3cv/vOf/2DatGnSH1NOTg7WrVuHpUuXom7duqhQoQKioqLQoEEDLF68GFWqVFE8zqJas2YN6tWrh/j4eJw9exYtWrSw6Li0tDTExsZi6tSpNp3fkc2UxRmbO59KS0vD9evXAQDPPvusXc8dHh6OevXqyVbLu379emRnZwMAatasiTlz5hS5LD8/PwD/S7rJPG1/2e7du1t8TF5eHsLCwvDtt9/a/fOnlOeffx6nT5/G1atX8eyzz1q8NGpMTIze/QYNGsgSj8uuFW6vhNWSZMlQHAWPKbiPJbE7Q0Ju6DqbS4iVNnr0aLRt2xbjx4+HEALvvPMOZs2ahTJlymDGjBlITk7Gxx9/jA4dOuDgwYOoUKECHj9+jOXLl+Pzzz+Ht7c3li1bplemWq1GUlKSbE0Blihbtiz8/PxQrlw56bHExETExMRg3rx5+OKLL3D27FmLy9u9ezeEEDY3XzuqmbK40zZ3njx5EufOnSuxo+1v3bolbdvzH7tca0lrxcfHY+bMmQCe/mjYtm2blBwWhfZaXL9+HRkZGfD29pYlTmOc5TvPFtr+sgWbgk1ZtWoVfHx80Lt3b5vP70zX0NPT06rEMD09HXv27JHu+/r6St0xbCbbxEVmoIjzMdqzzIL7FSWGopRf8BhL97P19VrK1rjlpFKpREhIiN7Sad98840Ank7yGhMTI0JCQvTW7tVoNKJHjx56MeXk5EjP37p1SwQGBlo8N5ycN39/f705COfPny+Ap2t8N2/eXDRv3tziazN48GDh4eEhsrOzbbrGtWvXFgDEV199ZVM5rkqJeSy13n//fQFA9O7dW9Zy5aT0PJa66zEXdY3topBjLWkhnk4uvWfPHlG3bl0BQAwYMECaXN8Wa9eula6LHOWZ4kzfeUWVnJws3NzcrJq78erVq6JmzZoGP9OXLl3Si9PcPJaufg3Xr1+vV+b8+fNtKk+XYjWWzlDbZg25mqVN7SeM1LIWPEaYaG52JobiVjrm5cuX45NPPkGZMv/76GoHuOTm5iI0NBQrVqxA69atpedv3Lgh9VsEgPr168Pd3V26f/HiRVy+fFnRuI1JSkrCyZMnERgYCOBpM3hQUBACAgIQHByMX375BRqNBqVKme8OrVKpEBoaalP/Skc2U5YEbO6E3oA0Wz6r1goPD0eNGjXQvHlzq45LS0vDL7/8gnv37uHWrVuIjo7GxYsX8cYbb2D16tUICQmR5XtPdw5GS+YhtIUzfecVlbX9ZfPz8zFu3Dh89dVXeP755206N+Da1zAvLw+LFi2S7jdq1AgffPCBXOHJ3xRu6R+YHHNbFjWRMddXUMkEyR7JlyMp+fpSUlLwxx9/6P1BAPqjKDt37oxevXrpPV+tWjXUrl0b169fR8WKFTF37ly951u3bo3x48dj586dyMzMVCR2Q8qXL4+WLVtKUwNpm8Hnz58PAAgODsby5ctx+fJls33CEhMTcePGDYSFhdkUk6OaKUsKezd3OiPdxLIoE1oXRU5ODnbt2oX+/ftb/f3k6emJ6tWro1y5cqhZsyaCgoIQHR2N3377DUII9O7dGwMGDLB6VHJBukm2tbNBWMtZvvNsYW1/2XXr1sHNzQ0DBgyw+dyAa1/DP/74A1FRUQCejgxfuXKlzZ9fPbLVfYqirx1uqgxrz2lrbNaWbW281h6jdPmWUjpmS2zatEl06tRJ7zG1Wi2tswtAXLp0yeCxd+/eFQcPHhR3796VLR656TaDCyHE8ePHBQCxYcMGs8euXr1aANavU1yQo5opnYmSTeH2bO4sKqWbwrVN0gDE+fPnZS3bGFvXkjYkLi5ONG/eXAAQAQEBYvPmzTaVt2PHDum6nDhxQqYoi6eMjAxRtmxZMXHiRIv2v3nzpvD39xcJCQlG97G2KdxVpaSkCH9/f+l1btu2TfZz2GVUeEHGBoMY2teeHH1+Mu3cuXOFfm1eunQJaWlpAJ7OuWhs1QBfX99Ck8E6G91mcODp9DSlSpXC2bNn0a9fP5PHRkREwMfHB0FBQTbF4KhmypLCns2d+fn5WLFiBU6dOmVVDVjB78FRo0YVmu/OFA8PDzRu3BjDhw83WCOpu0pQwVVrlBIeHo5KlSqhffv2spX58ssvY9OmTWjWrBkSExPxzjvvYMGCBUWe/iknJ0fa5t+eaTt37kROTo5FzeBCCEyYMAFffPEFXnjhBTtE57w0Gg3Gjh2LpKQkAE9rLv/1r3/Jfh7ZEktL+g4WfLwoI6UNlWXJccbOqfucHCzpj2lpzPZiLuaCsToqAR87dmyhpkPtCGYAsv7TsLeCzeDA0yaKF1980ezIcCEE9uzZgzZt2tj8uZKrmfLatWuYPHky4uLi7JY8AIC7uzsCAwMxc+ZMk+trO4o9mztVKhVGjBhhczlbt261+pg1a9agRo0aBkfe6iapusmUUoSNa0mb8vzzz+Pzzz+XllANCwtDYGAgOnfubHVZuiOL5Ro1XVxpfyhY0l/2999/R3p6uqx9CF3VggULsH79eri7u+P333+XbT7XghSrsbQk+VAiwTKXJMmdFBl6DZYml46mG7czzptZkKE1eCMjI6VtazvlOxPt4KKCf+jBwcFQqVQmj42JiUFaWposq+Ro5+QDoDfAyVoRERHYuHGjzfEUxfnz59GoUSNMmTLFIec3RTexUXqKEj8/P3h6euq9p/ZkbAoYeyeWtqwlbYmuXbtKiSUAfPTRR4iNjbV6rlzdz4M1NcQljba/bOfOnc3mD3fu3MGnn36K3bt36w34LInCw8Mxfvx4eHt7Y9OmTUVaIcpSDr/SciSXzlYDCLhGombJdXOW2kpDcnNzsWvXLul+o0aNHBiNbQo2g2sFBwdj48aNuHv3rtHBNNrEU44O8XI1U3br1g1nzpzBpUuXkJeXZ3NclipdujReeOEF9OnTx27ntIY9mztfeuklXLx4EefOnbMqgcvLy9PrerFs2TKLJ1wG/ldrbGxQRcWKFaXtjIwMi8vV9euvv0KlUuHzzz8v9DdTUFHXkrZUQECANDgQAG7fvo3ff//d6jXctV16AMg7kMIFJCYmYtKkSRgwYAC6du1qct8DBw4gMzPT7A8FIQQmTZqEcePGueSyp3I6cuQIBgwYgJo1a+KPP/6Qb75KIxyeWALyJ4b2TuqMxe8sfUctVfC6OXNSCQBxcXHSco4hISF45plnilxWRkYGEhIS7D7RbZ06dZCenl6oGVwrODgYwNOVWox9kapUKtSqVUuWL0+5apP8/f2xYsUKm+Mpbuzd3BkQEGA28Sqo4PvepUsXWaZn0fL395e2U1JSrD4+PT0dH3/8MTIzM/HKK6+YnQmhqGtJW8rNzQ0NGzaUEksA2L59u9WJZXJyMgCgbt26dkksHfmdV7D1KSwsDNu3b8f169fNJpaW/lDYtm0bEhISsHTpUmmVNlM0Gk2h+7rHlSpVqtD/RGe6hsacP38e77zzDgIDA7Fp0ybUrVtX4QgVTCytTe5sTS4LHu8syaWzM3TdXMXJkyelbVv6VyYmJqJFixZF+idnq6pVq+LIkSM4c+aMwS8Kc4mlEAKHDx9Gt27dZInH3s2UJQ2bO59+5mvWrImbN2/i7t27Vh//5ZdfIjMzE76+vlCpVCYTS+1a0pZOw3Xv3j0sWLAAJ06cwCuvvILJkydbNOiv4N/uiRMnLDqfLu2AisaNG1t9rLWc4TtP+0NYpVJh69atCAoKMrtOura/rCU/FHbu3IkjR44U+e+sYH/+cePGYd68edJ9Z7qGxty8eRO9evVCw4YNsX79ersNYJUtsSxqX0NzZdgSgy3JZVFq64pLcmlsH2dz+PBhafv1118vcjlXrlxxyJcDANy/fx9nzpxB//79DT7/7LPPwtfX1+gAnhMnTsjWvxKQp5mSjCvJzZ26mjRpgps3b+LatWtWHXf27FksXLgQgwcPRnp6Og4dOmRyf2vXkh45ciQ2bdoEANi/fz/++ecfbNiwwexxcnw/Xrx4EQCMzmwhJ2f4ztMmRUOGDEGtWrUQFhaGoUOH4uzZs9IP6oK0/WWnTp1q9jxDhw61ahCVSqXCwoULpfsbNmzQ6xqkW9MOONc1NCQ1NRW9e/fGCy+8gA0bNpit4Zw9ezZKlSqFTz/91Ob4FG8Kd3RzcFGSS1uTW90ynDEhM8TYqHlnjV/bgVvLll/5bdq0wZdffonDhw8rPlJXl6enJ5o2bYq3337b5H7BwcFGE8uIiAgAkC2xtLWZkkyzd3Ons2rWrBm2bNmC48ePW3VcWFgYvL29sWDBAqxZswZbt25FYmKi0eZ+a9aSzsvL01uhS3t8Tk6O2dHkBWtere2Wkp6eLv2N26PG0lm+87788kvcuHEDBw8elN5DlUplNLG05odCixYtrIqt4CTnXbt2RYUKFYzu7yzX0JDHjx9j0KBBqFGjBn755ReLvmtiY2Px7rvvyhKjrImlsZovRzdJW5NcyhW/syZk5rhK3HFxcbh//z6Ap/0rbani9/DwwLRp0+QKTXbBwcHYvXu3wQE82v6V1vajM8bWZkoyzZ7Nnc4sJCQEAHDhwgXcv38fVatWNXvMmjVrcOjQIcyfPx+VK1eWfkypVCoMGTKk0P537txBdHQ0/t//+38WxVS6dGm4u7vrDVrz8/OzaHaEGzdu6N1v27atRefUunLlirT92muvWXVsUTjDd15iYiIWLlyI7t27S++lt7e3yenVrPmhoDRnuIaG5ObmYsSIEShfvjxWr15tMjnWys/Ph0qlkqW2EgDML0BsJWdITIxNym7tCGiyn9u3b2Ps2LHo3Lkz5s2bZ7Z/n27/SiWnTXAG2l/eBb9w1Wo1oqKiZBkNrqtJkyYAYHUzJZlnz+ZOZ9akSROp79v58+fN7p+eno6xY8ciKChI6i+prdUyNh2XtWtJu7m54a233pLu+/r64ocffjD7f+HatWuF1oy2tOldKyYmBsDTv/XnnnvOqmNdVVhYGIQQWLBggfRYaGio0e4N2v6ySk0bVRxoR8Ln5eVh7dq1FiWVwNPP3507d2SroFCkKVy3WdVRiaZck7A7Q6JcEgwbNgw7d+4E8L/m3fHjxxvdX67+la5AN7HUTSKPHz8OtVoIBnhJAAAgAElEQVQte2JZ1GbK4kJ3eiQ5//7t3dzpzMqXL48ePXpg/fr1OHz4sNkavi+//BLp6enYsmWL3uNt27aVkrKCrF1LGnja32/Lli1YuXIl+vbta9E/5gMHDujdHzZsmNW1jnv27AEA9OzZ06rjXJV2wM60adP0kpnQ0FCj3RuMzfUrl4J/6674v3/OnDlYvHgxvvjiC7OzcuTn5yM7OxsPHjzAvn37EBgYaPFIc7OKsAykomCHda4tuTmLosTl6Ndi7fnz8/OFu7u73jH+/v4iOzvb4P65ubmiatWq0r737t2T+yU4HV9fX9G3b1+9xyZOnCjc3NzEgwcPZD3XoUOHpGubmpoqa9nOLiMjQ2/t+Y8//li2sqOjo6Vyb9++LVu5clN6rXCtv/76SwAQTZs2NbtvWlqaWL16daHHp02bJgCItLQ0vcetXUtaKz8/X7z//vuifv36JteV1kpPTxeBgYHStWrevLn4559/rDpnenq68PT0FADElStXrDrWlc2fP7/QYwcPHhQAxJYtWwo917x5c1GvXj3F4pk5c6be5/7ChQuKnUsJa9euLVKuo7299957ssXiFPNYKk2YmJvR1L5kH6VKlUKXLl30lo5LSkpCUlIS6tSpU2j/69evS/0rQ0NDrZq82VUZGsATERGBV199FT4+PrKeS9tMmZWVhfPnz1vdX8xV/P3337h+/Tpyc3ORlZWFGzduYMuWLXojt5csWYLHjx+jadOmqFKlCsqWLQs3Nze0bt0a1atXt+p8JbG505Q33ngDdevWxalTp3D+/Hk0aNDA6L6VK1c22I8yNDQU06dPh0ql0qvJ0q4lbW1tfqlSpbBkyRKMGDECLVq0wPz589GzZ0+DU9Y8fvwYI0eOlJrBW7VqhU2bNlk9n65KpUJ2djZ69uxplzkGnYWhKaB0+83qvp/a/rJy9QEEns5z+eTJE2RmZuLs2bOFavgGDBiA9957D8899xw8PDxQv359vPzyy7KdX04qlQqDBw+2qQw5l8AtEYmlroKJo26iyaTScebMmQO1Wo2YmBj06tULycnJuHfvnsHEUnfSWmPT9BQ3wcHB2Lt3L7KysuDl5YW0tDTExsbqLSUnF2ubKV3Vjh07pM7tHh4eKFOmDCpVqoRWrVrpdeO5fPkyLly4gLy8PGRnZyMzMxNbtmyxOrEsac2d5nh4eGDkyJEYO3YsNm3aZDKxNEbbz/Ls2bN6iYh2LemWLVtaXWaFChWwZs0arFixAhMnTsTkyZPxzjvvoHHjxqhZsyaEEIiPj8fixYtx7tw5VKxYERMnTsS4ceOKNOn96tWrAYBrWf9X27ZtC/WztLa/rCUmTZqEnJwcVKhQAe7u7njttdeksRjaydE3btwo/c1PnDjRaRPLv/76y+YyXnzxRRki+S/Z6j5dFJyw+ZuEGDlypDh+/LjR50+cOCEiIiJEfn6+HaNynA0bNggA0jXZsmWLACB27dqlyPmsaaYk81ypudNeTeFCCJGamip8fX2Fn5+fePjwYZHKCAoKEm3btpXuq9VqUalSpUJdR4oiPT1dbNy4UXz88ceiefPmwtfXV3h5eYn69euLAQMGiB9//FHcvXu3yOVfunRJABCtW7cWeXl5NsdbHGi7N+h66623RI0aNYRGo3FQVGSNEldjSa4hISHBZEdie0zJ4Ux0a2ZatGgBlUoFDw8PtGvXTpHzWdNMSea5UnNnqVKlTN6XU9WqVTFlyhSMGjUKa9euxciRI60uIzQ0VG9ia0vXkraEt7c3+vTpo9ja89q4v/jiC5QuXVqRc7ga3dH+oaGhyMnJwcGDBzF06FDO3OIilPvGcBLaqm1DN3JO+fn5OHPmTKGVDkqywMBAeHl5Sf0sIyIi0KJFC3h4eChyPm0zJQBpJRIqOldq7ixTpoz0Q8Lb2xtVqlRR9Hwffvghmjdvjq+//lqvf6ulCk47ZOla0o527tw5LF26FO+//z46dOjg6HCchm4/S+DpD4WcnBxOM+RCinViyXkrXdPp06fRunVri+fgKglKlSqFhg0b4uzZs0hMTER8fLxsq+0Y8/7778PX1xerVq3Co0ePFD1XcRYfH4+tW7eidevWVi0x50gLFy7EgAEDsGbNmiL1G7RGuXLl8P333yM1NRWzZs2y+njt38HZs2etWkvakfLy8vD555+jRo0amD17Nv8X6ahcuTKCgoL0fihUqlQJ7du3d2xgZLFim1gW5Q+Vf9zOYcuWLejVq5ejw3A6wcHBOHfuHA4ePAhAvmUcjdE2U96+fRtr165V9FzFmSs2d7Zv3x7r1q2zWy1Rs2bNsHDhQsyZMwf79++36tiAgADUqlULKpVKWkva2Wu3Vq5cie3bt2PVqlWcIcCA4OBgxMTESD8UOnfubHZZTXIexTKxNLTetaGbJceSfV25cgU7duxw+n8MjhAcHIysrCxs27YNHh4edpkY3tZmypKOzZ2WGz58OMLCwjB8+PBCSySaExwcjEOHDlm1lrSj/P333xg/fjwWLVrkMjXY9hYaGor09HT88ssvLvFDgfQVy8RSl7EE0hT2wXQMtVqNCRMmYM6cOfD09HR0OE5H25fsyJEjCA0NVax/pS5bmylLMjZ3WqdUqVL49ttv0bZtW/Tr18+qHzLaRGTTpk1Os5a0IYmJiejduzcmTZqETz75xNHhOC1ta8zPP//sEv1lSV+xTywtZSgBZYJpP0IITJ48GQ0aNJB9icLi4tVXX4WbmxtSU1Pteo1saaYsydjcaT13d3csWbIEzZo1w5AhQ5CTk2PRcdpE5Nq1a05bu3X//n306dMHYWFhmDJlCv+3mBAQEABvb2+cPHnS6fvLUmHFfrohQ+uVG/uD1u5naH3xotR8kuUSEhJQvnx5TJ061dGhOC0vLy9Ur14dKSkpivevLGj48OG4fPkyhg8fjv3796NWrVp2Pb+rYXNn0Xl4eGDhwoXYs2cPcnJyLOpbp63NB5RbS9pWarUaP/zwQ4mbKq2omjRpggMHDjjt+0nGuYlimjFZ82vQWG2lpfsS2cvYsWNx/vx57N271+7nzs3Nxb///W9cuHABO3fulH0pyeIiMTER7du3xwcffIDPP/+cNVN2MmrUKFy/fh07duxwdCgkgxUrVuCnn37Cxo0bUbNmTUeHQ1YotoklYFlyae7lc8lHov/R9oO9ceMGNm3axJGaBdy/fx+dO3fGwIEDFVluk4jI2RXrxBKQp+aRTeFE/yOEwJ49exASEsK5RgtITk5GUlISmzuJqMQq9oklEREREdkHR4UTERERkSyYWBIRERGRLJhYEhEREZEsmFgSERERkSyYWBIRERGRLJhYEhEREZEsmFgSERERkSyYWBIRERGRLJhYEhEREZEsmFgSERERkSyYWBIRERGRLJhYEhEREZEsmFgSERERkSyYWBIRERGRLJhYEhEREZEsmFgSERERkSyYWBIRERGRLJhYEhEREZEsmFgSEVGJ8+TJEzx58sTRYSiupLxOch5MLImIqMRZsGABlixZ4ugwFFdSXic5jzKODoCIiMjeoqOjUaFCBUeHobiS8jrJeTCxJCKiEufevXvIyclxdBiKKymvk5wHm8KJiKjEUavVUKvVjg5DcSXldZLzYGJJREQljhACQghHh6G4kvI6yXkwsSQiIiIiWTCxJCIiIiJZMLEkIiIiIlkwsSQiIiIiWTCxJCIiIiJZcB5LIiIiGQkhcPnyZTx48AA1atRAQECAo0MishvWWBIREcnk4sWL6NChA8aNG4clS5agdu3aGDp0KB4+fGj2WLVaja+++grjx49HWlqaHaIlkh9rLImIiGRw4cIF9O7dGytWrEBISAgAwNvbG4sXL8azzz6LWbNmmTx+7dq1mDp1KgAgKCgIgwYNUjxmIrmxxpKIiMhGT548wQcffIDvv/9eSioBoHr16gCARYsWISsry2QZ+/btk7b9/f2VCZRIYUwsiYiIbPTLL7+gfv36eOONN/QeP3/+PAAgKyvLZPO2Wq3Gnj17pPvBwcHKBEqkMDaFExER2eDJkyeYPXs2Nm7cqPd4RkYG/vrrLwBA1apVpdpLQ2JjY5GRkQEAaN++PapUqaJcwEQKYo0lERGRDQ4ePIgKFSqgSZMmeo8fOHBAav7u06cP3N3djZYRFRUlbRes9SRyJUwsiYiIbBAdHY2RI0eiVCn9f6kbNmyQtnv27GmyjMjISGm7efPm8gZIZEdsCiciIpd169YtVKpUCd7e3g6LISwsrND5k5OTsWnTJgBPB+K0adPG6PEF+1c2btxYmUCJ7IA1lkRE5HLy8vKwefNmNGnSBCqVyqGxVK5cGW5ubnqPRURESNtDhw6Fh4eH0ePPnTsn9a9844034OPjo0ygRHbAGksnov1iEkI4OBIiIueiVqtx8uRJpKenIyYmBtu3b8fff/+N3Nxcp/zO/PPPP6Xt7t27m9z35MmT0jb7V5KrY42lkyj4a7ekc3Nzk25ERJmZmdi8eTPOnz+PV155BRERESZHWTtSSkoKdu7cCQCoXbu22amDDh8+LG23aNFC0diIlMYaSwczlDi5ubk55S9wIiJHeeaZZ/Ddd985OgyLHD16VNp+9913Ubp0aaP7qtVq7Nq1S7rfqFEjRWMjUhprLB3IWG0ck0oiItcVHR0tbeuuwmPI+fPnpf6Vb775JipXrqxobERKY42lAzChJCIqvo4dOyZtN2jQwOS+uv0r27dvr1hMRPbCGks7Y1JpPfazJCJXIYSQlnF0d3dHzZo1Te6v27+S81dSccAaSzthQmkb9jslIleh0WgAADVr1kSZMsb/zT558kSalsjd3Z39K6lYYI2lHTCptJ6ha6M7UtySGxGRvbm5uUkJ4oMHD0x+z69ZswZpaWkAnjaDO3KSdyK5MLFUkLEERwjBpNICtl4jJphE5Ai9evUCAKSlpSEpKcngPkeOHMGYMWOk++xfScVFiUwsla7VMlU2E0rryJGEOzK5fPToEY4cOYLw8HBER0cjNzfXYbEQkX0MGTIETZs2BQAsXrxY7ztMCIHNmzcjLCwMtWrVkh5n/0oqLtjHUgFCiELJDBNK21h7/RxdU/nw4UMsXrwY3333HTp06IDAwEBMnToVFSpUwOrVq1GvXj2HxkdEyqlQoQK2bduGMWPG4JtvvkF8fDzatGmDrKwsREREoEGDBvjtt9+kNcHd3d3NTqJO5CqYWCpEN7lkUml/BZN7ew7+iY+Px/vvv4+bN2/i999/R2hoKABg1KhRaNmyJbp164ajR4+iWrVqdomHSAmffvopfvrpJzx58kS2Mp9//nn8/PPPeO2112Qr01Fq1KiB33//HVevXsWFCxeQnp6OF154AYMGDcLzzz+P/fv34+HDhwCAHj16sH8lFRslPrFUMuFgQlnyxMbG4u2330ZqaioOHDiA119/XXquatWq+PjjjxEWFobvv/8e06dPd2CkRLbx9PREpUqV4OnpKVuZXl5eDm9tkFvdunVRt27dQo9v27ZN2u7Zs6c9QyJSlE2Jpat9ARhL9ORstralb6W5JNfVrrdWSUmwb9y4ge7duyMpKQmLFy/WSyq1mjRpAuBpv6tPP/0U5cuXt3eYJKOVK1fi0KFDCAsLk97bkmLGjBmYMWOGo8NwKklJSdi1axcqVqyIXr16wd3d3eB+Dx48wOrVqwEAfn5+6NSpkz3DJFJUiaqxVLJ20lzSZ6pZ3FFNtvbiLAmxsRH6csjOzsbQoUORmJiIdu3aYdiwYQb3q1GjBgDg/v37iI6ORrt27WQ5P9lfVFQUPvroIwBP17EuaYkl6UtISEDr1q1x584dAMCGDRvQr18/g/uuXbtWagafNm0afHx87BYnkdJK3KhwuZMca0eXF9zX0LHOkoiR5ebPn4+DBw8CAGbOnGl0UmTdGsrTp0/bJTZSxoEDB6Tt+vXrOzAScgZ//vmnlFQCQE5OjsH9kpOT8c033wAAunbtikGDBtklPiJ7sanGsqi1PXLWHFnTjC33FECWvg5DyaShkeOG9ilKnJbEZa/3oCQkyXFxcZg2bRoAoHv37mjZsqVFx128eFHJsEhhuoklayspJSVF2g4ODsa//vWvQvvk5eVhwoQJSElJQYMGDbBy5Up4eHjYM0wixTmkxtJRTb1ynteaxMzQXIxKTUdkqFxrElK55/fUnt/WmxJlynHNhRCYMmWKND/lqFGjTO7/+PFjafvq1as2n58cIy0tDfv37wcA+Pj44JVXXnFwRCVTXl4eACA/P9/BkQD16tXDyy+/jB07duDw4cOFmrc1Gg2mTp2K9evXo3Xr1oiIiICvr6+DoiVSjsOawi2pQbPHeYvCWFJobklBU4mnoeetvSZyD0IqCbWNtjp06BDCw8MBPG0Obdu2rcn9U1NTpe0HDx4oGhspJyYmRtru1KkTa53s7NGjR9i/f79US7h//36kpqY6tH967969AQDp6emoWLGi3nO3bt3CoEGDMGvWLIwaNQrbt2+Hn5+fI8IkUpzDBu+Y61voLANYCjZJW9Mn0pJ5LJWsqTRFNxk2V66zvBfOaNGiRdL2hx9+aLRvpdbt27el7dKlSysWFykrOjpa2m7Tpo0DIylZXnnlFajVapQuXRplypRBgwYN4ObmhsjISLRp0wa5ubnIy8vDwoUL0a1bN7vGVqVKFWzduhUff/wxli1bhjZt2qBMmTK4dOkStmzZgnfffRdHjx61uKsMkauSLbG0ZjJwS2rCHD25uLGR2pYmZAXLUvJ12FJTWdL6Q8rp3Llz2LJli3TfkilDdJu/OUG669IO1AJQLCbzdhVxcXGODsGkunXrYvfu3bh06RISExOhVqvRsWNHLFu2jCO/qcSQJbG0ZrqcojTvOmONmamVdUy9Rrlfi5zN38aSZiXeA3OfA2d8zwv66aefpO0mTZrg5ZdfNnuMbhMqE0vXlJmZqUj/ytTUVFy9ehXlypVD3bp1izzHqUajwYULF/D48WMEBASY7MeXlZWF5ORkpKamomLFivD39+cKMDZyc3ND/fr1OVMAlVhOMY+lucTMEcmluVHb2n2KeqwhzlJjWNT4LWFpuUWpsbZnQp+WloZly5ZJ93v37m3R5+XYsWPS/WeeeUbWmJSi0Wiwf/9+7N27FwkJCXoDkKxVtmxZtGzZEhMnTnSaz7spX3/9NSIjI/Uee/z4sTRYS6PRoHv37tJzbm5ueOaZZ7B48eJC/ewMyc7OxtatW/H999/j2rVraNeuHdzc3HDy5El8+eWX6N+/P4CnP0gePnyIkJAQk9ft/v37GDJkCDQaDQBg7969CAsLw/Tp01GuXDlpv/j4eKxatQpbt25F48aNUbFiRURFRSExMREffvghpk2bhsqVK1t+oYiI/kuWxNKWdZkN7WcosXF0zaWjkltTlBpZrpSiJtvWfJZs6e9qjcOHDyM7O1u637p1a7PHJCYmIjExUbpvqEZDrVYjKSkJarValjgtUbZsWfj5+eklHlq3b9/GRx99hF27dsl2vv3792PcuHEoW7asbGUq5YUXXkCpUqX0PjcRERHS9ttvv12oxrJKlSoW1TbGx8fjww8/xNGjRzF9+nSMGTNGqi28c+cOBgwYgFKlSqFMmTLSwJDIyEi0atXKYHlCCIwcORKhoaEYP348hBB45513MGfOHJQuXRqzZs2CEAJr167FqlWrMGXKFHz99dfS6jDZ2dn46KOPsGDBAvz999/Ys2cPByURkdWcosbSECVrzZTmyrWVWrb8WLDmHIZYMom8o+3cuVPa9vHxQePGjc0ec+7cOb37BRPLpKQkvPHGG7h8+bI8QVrB398f+/fvR2BgoPTYrVu30KlTJ1y4cAHA06XnXnzxRZQq9XQyiQMHDiAkJKRQ8nHt2jWUKVMGNWvW1HtcW5s3aNAgl0gqAUg1hrpUKpW0PXHiRLz66qtWl3vo0CH07NkTaWlp+PHHH6UVfLRq1KiBFStWIDQ0FP7+/tLjpv4W9uzZg6SkJKxbt07a9/XXX0d4eDhmz56N0aNH49dff8WlS5ewa9cuVKhQQe94T09PjB49GuvWrcPhw4exceNGTt5NRFaTLbFUIhG0R3Ij9/mtnXhc7knbbeEsCVxRBkgVPFZLiZrvrKwsbNy4Ubrv5eWF//znP2aPi42N1buvm8QBTydMd0RSCTxNak+ePCnF9OjRIwwcOBC3bt3CnDlz0LdvXzz//PPS/leuXEHz5s2xf//+QonlwIED8eabbxbLpCQ9PR179+4FAPj6+hapH11UVBS6d++OjIwMjB8/vlBSqVWnTh307NkT33//PQDA3d0dDRo0MFru6tWr8cknn+jNTJCVlSVtT5gwAUIIrF692mhir/tjYM+ePcXyPSQiZSlWY2nsH7g2WXP2ZltrWZsg2prEyT1npTX7yTWxuCX72HqdlPjBc+HCBWRkZEj3AwICcO/ePbPHHTlyRNoODg7Gc889p/d869atMX78eOzcuROZmZnyBWxG+fLl0bJlS71R7dOnT8e9e/cQGRmJoKCgQsccOnTI4PyNeXl52LdvH0aMGKF43I5w9uxZabtTp05SM7KlkpOT8e677yIjIwP16tXD1KlTTe7fsmVLKbHs0KGD0YE1//zzD7Zu3YoffvhB73HdWvK///4bR48etbi2+O7duxbtR0SkS9bE0tJ/4q6UVFpSa6lEraO9km+l+z3ayhmTy0uXLundX7Rokdmm8OvXr2PTpk3S/T59+hSKydPTE3PnzsXcuXNli7UoIiMjsXz5chw5csRoM+/OnTvx1ltvFXo8ISEBKSkpqF27ttJhOkRUVJS0bUm/Wl0ajQbjxo1DUlISAGDKlCmoVKmSyWN0J9Rv37690f0iIyMRGhqqN9NATk6O3rRI3333ndkpb5KTk6VtVxlcpoTvvvsO27dvd3QYVps5cyZCQkIcHQaVcIquvOMsTauOYG3iZWh/R10/S5Y+tHVlHmuOdbYfIufPn5e2vb29LZpu5sSJE3r3O3ToIHtccjl48CB+/vlno0llSkoKduzYYXD+xri4OPj4+KBGjRpKh+kQ+/btk7abNWtm1bE7duyQulA888wz6NGjh9ljDh8+LG23aNHC6H6xsbEYMGCA3mOXLl1CWloaAKBp06YGfwgUpFvD2bBhQ7P7ExEVJHtTuKP7RSrB3GsyNaelJWXqTr5uz2SyKMtOyjmwxplrZU3RnYuyY8eOFo2c1U0Q6tSpg0aNGskak5zMNc/u2rULlSpVMphQx8bGombNmlZf82vXrmHy5MmIi4uTpvKxB3d3dwQGBmLmzJlm+0vqrg9ubf9KjUaDb7/9Vro/YMCAQoNnCnry5Ik0At3LywvBwcFG9x07dmyhZnLd1YE6d+5s0Xty9OhRabtp06Zm9y+uxo0bh3Hjxjk6DCKX5LSjwp2doeTSWs6WcCvd79HYNFKWnttZ3LlzR9pu0qSJ2f2fPHmCP/74Q7o/atQos0s/OrP169ejS5cuBvvqnT59GlWrVrW6zIiICL0BUfZ0/vx5NGrUCFOmTDG5399//y1tW9u/8ujRo3pJW+fOnc0eo527EgDeeustk4mooTkndefftGQZQbVaja1bt0r3LflsExEVpMh/N7lqLY2ty+2IJMQZ59Z0FLlrVl3tGur2Q7NktZ0TJ05Ig3u8vLzQr18/xWJT2uXLl7F3716sWLGi0HP5+fk4evQo3njjDavL7datG86cOYNLly4hLy9PjlAtUrp0abzwwgvo06eP2X11awCt7V+p29cRsKwZXbf7hKn+lYbk5ubqzT1qSQ356dOnkZKSAuDp+1GUHwhERIpVmxhKLrWPW8IZ+2cyufyfoiaXtkwlVBRyTyKfm5urNwK8Vq1aZo/RHQQwfPhwk0vsZWRkICEhwe4TpNepU8eilVa0A5AM9a9MTk5GWlpakeao9Pf3N5isOhPd5NDa/pW6Sd6bb75p0brRuueztlk6Li5O+pyGhISY/Mxp6U783q1bN6vOR0SkpWh7XFGaPi1JOByZzBXn5NLa1yFHs7irXTftUnla5gapZGRkYNWqVdJ9Y3MWAk9X5mnRooVUa2RPVatWxZEjR/DSSy8Z3efJkydYtmwZfH19DdbU3r59GwBsWvLRWWVkZBR5/sr8/HycPn1aum9qEI7Wo0ePsHv3bgBPa7mtnYT95MmT0rYlg3by8vKwfv166X5Rap2JiACFR4UDphNIQzdjZVg6xY89KDWC25aR0nJMJl6UcmxJDJVOKpVY8tLDwwOenp7SfXO1fNu2bZPmvBw9erTJhOTKlSsOSSqBp2tMnzlzxuQ+u3btQlJSEjp37mywj6i276nuFDnFhe7k9tb2r0xPT9cbkGRoXtCCzp49Ky0Z+uabb8LLy8uKaC0fTa4VFRWFhIQEAE8T0YCAAL3nXe0HIBE5jl1GEMi1koqx5nVHkHsgirUr9ijJFQfUFKTkZ6Nu3bo4f/48vLy8TDb75ubmYt68eQCe1ghOnDjRZLlt2rTBl19+icOHD+utmKI0T09PNG3aFG+//bbJ/VauXAkACA0NNfi8dmqb2NhYaDQaaenH4uDUqVPStqn+lWPGjEHXrl3RsWNH6bGC3RosmeNTd77Mtm3b6j139+5djBgxAlu2bDF4bE5OjtX9K8PDw6Xtvn37Fnq+S5cuWLhwYaHVooiICrLr0FRLE0xTCY0zrSFuLBbdx4qyBGRRFaVp2dhrcOak0tzrVPr1BAcH4/z58yhdurTJ/cLDw6Wpib755ptCK+0U5OHhgWnTpskWp5zOnDkjJSvGasC0yfDDhw9x+/ZtvSUgXZ1uomesf+Xly5fx66+/FnoPC9ZqWzLxuO58mQX7V+7Zs8dkF4y4uDjcv38fwNP+lbqTphvy+PFjrFmzRrqvuwIT8PR1nTx5sli9n0SkHIdUKRiagNvUZNyGjncW5mI21uRvboJxe14HZ7qeljKW0NuSVN6+fRtjxyw4xroAACAASURBVI5F586dMW/ePOTk5BjcT1sD9PDhQ6ODbB49eiQlGL1798aQIUMsisFZaQfWBAYGGq210q291Z1o29Xl5+dL81dWrFjRaD/URYsW4fPPP0eVKlX0Hvfy8tKr5TT3g+TMmTNS/0oAheYL3bt3L9q1a2f0eN3+lZb0lYyOjpYS0XfeeadQ0vrXX39h2LBhKFeunNmyiIiKT1uVg1maFMtdjqG+ltYkXYbO64yJpqnVf8z1z7XUsGHDsGDBAkREROA///mPtEZzQbr/1I2tpzx37lxcvHgRDRo0wOLFi80mE87s1q1bUjN49+7djV5r3eUJVSqVPUKzi8ePH0uJV6NGjQx2fzh69CiioqIwbNgwg2XoTmf04MEDo+dKTU3VK6NevXp6I8hTUlKwefNmtGnTxmgZ1vav1PatBJ6+v7oePXqEJUuWYOjQoWbLISICXDixdMbkByhcG2vtMXIxlnTZ0g3B0axNuK3ZX6PRSKN+tRYsWGCwRjI4OFjqQ3f27NlCz+/evRvTp09HnTp1sHnzZlSvXt3iOJzRzz//LA0+MTWfou6Aj3Xr1kmDT1xdxYoV0aBBAwAwOEl5cnIy/v3vf+PHH39E+fLlDZbx3nvvSX0rdefD1JWWlob33nsPH374oTQ5ecFm802bNmHAgAFGpw/Ky8vTmzbI3Br2gP4PghdffFHvuSVLlqB3796FHiciMkq4OAB6N6WOcQUFX5exm9LnVZpSr6179+6Fyrt69arBfU+dOiU8PT3FW2+9JdRqtfT4nj17hI+Pj3j99ddFQkKCTfE4g4yMDOHr6ysACD8/P/H48WOj+z548EDv2h07dsyOkSpr1apVAoAICAjQe7/j4uJE8+bNxY4dO8yWsWfPHuHu7i7q1q0rkpOT9Z47efKkaNKkiVi+fLkQQohff/1VABDPPPOMyMrKEkIIcfnyZeHr6ysuXbpk9ByXL1+Wrn9ISIhFr+3u3bvCx8dHABBHjhyRHt+8ebMICQkRGRkZFpXjapo0aSLat2/v6DAUV1JeJzkP111XjgoRZgZHCSeujbSGUq9jzpw5UKvViImJQa9evZCcnIx79+6hTp06hfZt0qQJNm/ejKFDh6J379548803cfLkSfz111+YMGECRo0aZXYtaFeQmpoqTYE0ceJEk9Pe+Pj44L333sP69etRtWpV+Pv72ytMxQ0aNAjx8fH49ttv8eGHH6J58+aIiYnBuXPnsGjRIoMTxhfUsWNH7N69GyNHjkTr1q3x0UcfoVSpUjh27BgyMzOxZMkSqZx+/frh8uXLmD59Oj744AMEBQVh1apVWLZsGerVq2f0HPn5+XoxW8LX1xfr1q1Dv379MG3aNPTo0QPHjx/Hw4cP8ccff+jVaBIRmeMmiku2QSSzTz75BAMHDjTZTy0tLQ1Hjx7FgwcPUKNGDTRv3rzY/SOOjIxEWloaunTpYnaN8/v372Pv3r1o0aJFobkQi4P4+HjExMQgOzsbL774Ipo1a2b1uu+5ubmIjo7GrVu3UKZMGQQGBqJhw4YGfxBevXoVZ86cgUajQcuWLS0amR0dHY20tDR07NjRqimf7t69i2PHjuHRo0cIDAxE8+bNnWYGDiU0bdoU3t7e0sCs4qqkvE5yHkwsiYzo3Lkz5s+fb3I1GiJyTSUl4Sopr5Och8sO3iFSUn5+Ps6cOVOsmnOJiIiUxsSSyIDTp0+jdevWxaKfJBERkb0wsSQyYMuWLejVq5ejwyAiInIpTCyJCrhy5Qp27NiBHj16ODoUIiIil8LEkkiHWq3GhAkTMGfOHHh6ejo6HCIiIpfCxJLov4QQmDx5Mho0aIBOnTo5OhwiIiKXwwnSif4rISEB5cuXx9SpUx0dChEVAw8fPsSNGzfw5MkT+Pn54bnnnjO436NHj3Dx4kVoNBr4+flxNgpyaUwsif6rbt26mDFjhqPDICIXl5qaioULF+K3337Da6+9hocPH2L79u3o06cPZs6cKa29npubiyVLlmDp0qUICQmBWq3GsWPH0KBBAyxatKhYLjJAxR8TSyIiIplcvnwZAwcOxP/93/8hNjYW5cqVAwDs27cPHTt2xMmTJ7F3717Url0b48aNQ9myZXHq1ClUqFAB+fn5+OWXXzB69Gj07t0bx48fh7u7u4NfEZF12MeSiIhIBqmpqejXrx++++47DBs2TEoqAaBDhw4YMmQIrl+/ji+++AIbNmzA7du38c0330jz5c6ZMwdDhw7Fw4cPcfr0ady4ccNRL4WoyJhYEhER2UgIgZEjR2LcuHFo1aqVwX1atmwJANiwYQOGDRuGL7/8Um+t+eXLl0vb7u7uqFy5srJBEymAiSUREZGNNm/ejLS0NLz33ntG99FoNNJ2q1at8Oqrr+o9//rrr0vbX3/9NapVqyZ/oEQKYx9LIiIiG2g0Gnz99deYPXs2SpUyXl9z8eJFabt79+6Fnl+xYgWGDRuGGjVqoF69eorESqQ0JpZEREQ2SExMRGZmJtq2bWtyv6NHj0rbLVq0KPR8+fLlERoaKnd4RHbFpnAiIiIbBAQE4NixY/Dw8DC6T2pqKk6dOgUA8PHxwSuvvGKv8IjsioklERGRDUqVKoXq1aub3CcmJkba7ty5s8kklMiVMbEkIiJSWHR0tLTdunVrB0ZCpCwmlkRERAo7ePCgtN2sWTMHRkKkLCaWRERECkpLS8PevXsBAN7e3mjQoIGDIyJSDhNLIiIiBZ0+fVra7tSpE/tXUrHGxJKIiEhBx44dk7aNrcqjFRkZiQ8//FDpkIgUw8SSiIjIRsnJyUhLSzP4XEREhLQdHBxsspwVK1agfv36ssZGZE9MLImIiIooOzsbI0aMgJ+fH5577jm90d8AcPXqVRw/fly6/+KLLxotKyEhATt27DC5LCSRs2NiSUREVETr16/HsmXLADxNMk+ePKn3/B9//KF3v3LlygbL0Wg0mDBhAmbOnInnnntOmWCJ7ICJJRERURFdu3ZN7/5rr70mbd+4cQNz587FTz/9JD2WmppqsJzvvvsO5cqVw7Bhw5QJlMhOmFgSEREVkTaRbNSoEXbs2CHNUZmSkoKBAwdi9uzZGDp0KCZMmAAAWLdund7xT548wbRp03Dw4EH88MMPKFOmjH1fAJHM+AkmIiIqon/961/45ptv8O2332Lfvn24fv067ty5gy1btmDq1Kno168fAOCrr75C2bJl8dlnnyE2Nhavv/467t69i82bN6Nfv374448/UK5cOQe/GiLbuQkhhKODICIisqemTZvC29sb+/fvl6W827dv4/Tp00hLS0O1atXQqlUreHt7G90vPT0dNWrUQKNGjVCtWjVZYjBE7tdJZA5rLImIiGzk5+cHPz8/2fYjclXsY0lEREREsmBiSURERESyYGJJRERERLJgYklEREREsmBiSURERESyYGJJRERERLJgYklERCVOqVKlSsQqNyXldZLzYGJJREQlTsWKFVG+fHlHh6G4kvI6yXnwZwwREZU4tWvXRqVKlRwdhuJKyusk58HEkoiISpxBgwbBy8vL0WEorqS8TnIeXCuciIiIiGTBPpZEREREJAsmlkREREQkCyaWRERERCQLJpZEREREJAsmlkREREQkCyaWRERERCQLJpZEREREJAsmlkREREQkCyaWRERERCQLJpZEREREJAsmlkREREQkCyaWRERERCQLJpZEREREJAsmlkREREQkCyaWRERERCQLJpZEREREJAsmlkREREQkCyaWRERERCQLJpZEREQyyMvLw5IlS+Dm5qbIrX///o5+iURmlXF0AERERMXBvn37MHLkSAwYMAB169aVvfwGDRrIXiaR3JhYEhGRS7l//z7++ecf1K9f39Gh6AkPD0elSpXw008/oWzZso4OR4+zXjMqftgUTkRELmXDhg2YPn26o8PQI4TAtm3b0LlzZ6dLKgHnvGZUPDGxJCIilxIfH4/Tp087Ogw9J06cwJ07d9CjRw9Hh2KQM14zKp7YFE5ERC4lMzMTKSkpjg5DT3h4OMqWLYsuXbqY3E+j0SAmJgbnzp3D7du3oVar4ePjA39/fzRp0gQBAQGKxOeM14yKJ9ZYEhGRS8nNzcXDhw8dHYae8PBwtGvXDpUqVTL4vEajwW+//Ybg4GAMHToUsbGxKFu2LCpWrIioqCj07t0btWvXxttvv43IyEjZ43PGa0bFE2ssiYiIbHDp0iXEx8cjLCzM4PMZGRn45JNPkJSUhCVLliAkJARubm56+0yfPh19+vTBzp07sXPnTsyYMQOTJk1CmTL8N02uhZ9YIiIiG0RERMDNzQ3du3cv9Fx+fj5GjhyJMmXKYOfOnShXrpzBMgIDA/Hbb79Jo7anTp2K3NxczJgxQ9HYieTGpnAiIiIbRERE4LXXXkONGjUKPXfg/7d372FVlfn//19bAVEDz5IDonlA85DHlPFcjYXkaDqOlTjWx7525dgU6UzawTxk2aVNHyetcdLJQ2omlWgmGaIo2njIUAwTEsQBVARFUBQU2L8//LE/bNmcdMFms5+P6/K69trrXmu9veXSl2ut+7537dL69ev1m9/8Rnv37lVBQUGp5+ncubPGjx9v2X777bd19OjRKqkZqCoESwAA7lB2drZ2795d6mjw7du3S5IWLlyogIAALV++vMzz9e7d22p769atxhQKVBOCJQAAd2j79u26ceNGqcHyzJkzVts7duwo83xeXl5W2wkJCXdXIFDNCJYAANyh0NBQtWnTRp07d7a5v3379lbbPj4+ZZ7v5s2bVtuNGze+uwKBakawBADgDty4cUNhYWEKCAgotU1wcLBGjRolDw8PjRo1SrNmzSrznOnp6Vbb9913nyG1AtWFUeEAANyBXbt2KTs7u8zVdry9vbVly5YKnzM6Otpqe/jw4XdcH2AP3LEEAOAOhIaGytPTUw8//LAh57t06ZK2bdtm2X766afVtWtXQ84NVBeCJQAAlWQ2m7V161aNGDFCbm5uhpxzw4YNys3NlST5+vpq8eLFhpwXqE4ESwAAKungwYM6d+5cmY/BKyMuLk4LFiyQdGvAT1hYmLy9vQ05N1CdCJYAAFRSaGio3NzcFBgYeFfnKSwsVHh4uEaOHKm0tDQFBQUpMjJSXbp0MahSoHoxeAcAgEoKDQ3VQw89JE9Pz0odl5mZqc8++0zp6elKTk7WoUOH9Msvv+iRRx7RqlWrbK4jDjgSgiUAAJVw8uRJxcXFKTg4uNLHuru7q2XLlqpfv758fX3Vo0cPHTp0SBs3bpTZbNa4ceMUFBRU6cAK1BQESwAAKiE0NFQmk0mjR4+u9LH169fXU089VeL72bNna/Lkyfrzn/+sRYsW6YMPPtCYMWOMKBeoVrxjCQBAJYSGhqpfv35q1aqVYefs0qWLQkJC5OXlpaSkJI0dO1b/+Mc/DDs/UF0IlgAAu0lOTlZWVpa9y6iwc+fO6dChQ4aNBi+udevWeuONNyzbwcHBCgsLM/w6QFUiWAIAql1+fr6+/vpr9enTR5GRkfYup8K2bNkis9lcJcFSkkaOHGm1PWXKFF26dKlKrgVUBYIlAKDK5eXlad++fdq2bZveeecdDRo0SE899ZTS09NlNpvtWtu4cePUoUMHHT16tNy2oaGh6tSpkzp37lwltbRt29ZqffDU1FRt2rSpSq4FVAWCJQCgymVnZ+vrr7/Wzz//rK5du+q7775Ty5Yt7V2WIiMj9dVXXykhIaHcYJmdna3du3dX2d1KSTKZTOrevbvVd998802VXQ8wGqPCAQBVrkWLFvrggw/sXUYJwcHBatOmjTIzMxUZGalnn3221Lbbt2/XjRs3Khws09PTtWTJEh08eFBdu3bV66+/Li8vr3KPa9y4sdX2wYMHK3Q9oCYgWAIAnNKSJUt07Ngxbd68WatXr9aePXvKbB8aGqpWrVqpf//+FTr/tGnTFBISIkmKiIjQhQsX9Pnnn5d7nL1fDQDuBo/CAQBO5/Lly5o3b56GDh2qJ554Qj179lRSUpIuX75ss/2NGzcUFhamUaNGVWhlnPz8fIWGhlp9Fxoaqhs3bpR77Pnz5622q+p9TqAqECwBAE4nODhYly9f1urVqyVJw4YNk6RSR6jv2rVL2dnZFX4MXrduXbm6ulp95+3tXeI7W86cOWO1PXTo0ApdE6gJCJYAAKcSGRmpNWvWaM6cOWrbtq2k8oNlaGioPD099fDDD1foGiaTSY899phl28vLS8uWLSv3bmdiYqLi4+OtvruTFX4AeyFYAgCcyurVq9WmTZsSa30PHTrU5shws9msrVu3asSIEXJzc6vwdYoGAq1cuVKnTp1SQEBAucfs2rXLavv5559Xv379KnxNwN4IlgAAp7J69WpFRkaWGH3ds2dPmwN4Dh48qHPnzlV6mqGRI0fqT3/6k/7+97/rwoUL5bbPysrS4sWLLdv9+/fXggULKnVNwN4IlgAAp1P0CLy40h6Hh4aGymQyKTAwsFLXqFOnjj7++GP16dNH/v7+Wr9+va5du2azbU5OjqZNm2Z5DD5o0CCFhoaqRYsWlbomYG9MNwQAgKyDZdFn6Vaw7Nevnzw9PSt9znvuuUerV6/WihUrNHPmTL3++usaO3asevfuLV9fX5nNZsXFxemjjz7S8ePH5eHhoZkzZ2r69OmqX7++Qb8zoPoQLAHAybz66qv69NNPdf36dcPO2bp1a61du9ah3wds3Lix2rRpY/We5cmTJxUXF6eFCxfe8Xnr1q2rF154QU8//bR27NihPXv26KOPPlJSUpKuXLmiNm3aqHfv3vrLX/6iUaNGVWgSdaCmIlgCgJNxd3eXp6en3N3dDTtngwYNKjS/Y003bNgwbdmyxbJdNBelEcs4NmrUSOPHj9f48ePv+lxATUWwBOC0Vq5cqT179ig4OFh9+vSxdznVZv78+Zo/f769y6iRhg0bpjVr1ujo0aPq2bOnQkND1alTJyYpByqIYAnAKR04cEBTpkyRdGsda2cKlihdz549JUlHjx6Vl5eXDh06pFdffdXOVQGOg2AJwCkVny/w/vvvt2MlqEl69uypRo0aKTIyUrm5uTKbzYY8BgecBcESgFMqHiy5W4nihg0bpj179uj8+fNq1aqV+vfvb++SAIfBPJYAnE5mZqYiIiIkSU2aNFHXrl3tXJFzys/PlyQVFBTYuRJrPXv2VFJSknbv3q1Ro0bVikFJQHUhWAJwOseOHbN8DggIUL169exYjfO5evWqIiIilJaWJkmKiIhQRkaGzGaznSu7pWgOyxs3bvAYHKgkHoUDcDqHDh2yfB4yZIgdK3EuXbt2VV5enurWrSsXFxd169ZNJpNJUVFRGjJkiG7evKn8/Hz94x//0KhRo+xWZ1GwdHNz08MPP2y3OgBHRLAE4HR2795t+ezIE3o7mtjYWHuXUGFhYWFKTU2Vm5ubvUsBHArBEoBTyc7ONvz9yoyMDJ06dUr169dXhw4d1LBhwzs6T2FhoU6cOKGcnBy1bdu2zBVYrl27prNnzyojI0MeHh7y8fFRo0aN7vS3gNsEBATYuwTAIREsgVqssLBQERERCg8PV0JCgnJycu74XG5ubhowYIBmzpzpMIMZ3nnnHUVFRVl9l5OTo5s3b0q61T+jR4+27DOZTGrRooU++ugjeXh4lHnu3NxcbdmyRUuXLlViYqIeeughmUwmHT58WHPnztXTTz8t6db7nFeuXNHAgQPL7LeLFy/q2WefVWFhoSQpPDxcwcHBmjdvntWa0XFxcfr3v/+tLVu2qHfv3vLw8NCBAweUlJSk5557TnPmzFHjxo0r11EAYBCCJWCQvLw8paSkKC8vr9qu6ebmJm9vb6vgUSQ1NVVTpkxRWFiYYdeLiIjQ9OnTHebxYLt27VSnTh2rQSHfffed5fPjjz9e4o5l06ZNy73jGBcXp+eee0779+/XvHnz9PLLL1vuFp47d05BQUGqU6eOXFxcNG7cOElSVFSUBg0aZPN8ZrNZ06ZN07BhwzRjxgyZzWaNHTtWixcvVt26dbVw4UKZzWatWbNG//73v/Xmm2/qnXfekaurq6RbIXfKlClasmSJfvrpJ33//fcMSAJgFwRLwAApKSl65JFHFB8fX+3X9vHxUUREhPz8/CzfJScnKyAgQCdOnJAkeXt7q2PHjqpT59ZEELt27dLAgQNLhI/ExES5uLjI19fX6vuiO3mTJk1ymFApyXLXsLjIyEjL55kzZ+qBBx6o1Dn37NmjMWPGKDMzU5988oll9Z4irVq10ooVKzRs2DD5+PhYvi/rbuX333+vlJQUrVu3ztL2t7/9rUJDQ/Xee+/ppZde0vr163Xy5EmFhYXpnnvusTre3d1dL730ktatW6e9e/fqiy++0KRJkyr1+wIAIxAsAQP88ssvdgmV0q1Qe/jwYUuwvHr1qiZOnKjk5GQtXrxYTz75pFq3bm1p/+uvv6p///6KiIgoESwnTpyoRx99tNaGksuXLys8PFyS5OXlVekVdw4cOKDRo0crKytLM2bMKBEqi7Rv315jxozR0qVLJUmurq7q1q1bqeddtWqVXnzxRbm4/N9fydeuXbN8/tvf/iaz2axVq1aVGuyL/2fg+++/r7V/hgBqNoIlYIDBgwdrxowZ2r59u7Kzs6vtug0bNtSAAQOsBhrMmzdP6enpioqKUo8ePUocs2fPHptzN+bn52vnzp2aOnVqlddtL0ePHrV8DggIsDxKroizZ8/qj3/8o7KystSpUye99dZbZbYfMGCAJVj+7ne/K3VgzYULF7RlyxYtW7bM6vvjx49bPv/000/av39/he8Wnz9/vkLtAMBoBEvAAO7u7nr//ff1/vvv27WOqKgo/etf/9K+fftKfcS7fft2PfbYYyW+T0hIUFpamu67776qLtNuDhw4YPk8ePDgCh9XWFio6dOnKyUlRZL05ptvytPTs8xjMjIyLJ/LmgsxKipKw4YNU/PmzS3f3bhxw2pKpA8++EBNmjQp83pnz561fG7RokWZbWuzZcuW6S9/+Yu9y7Cb+++/3/IKDGAPBEugFtm9e7fWrl1baqhMS0vTtm3bNHv27BL7YmNj1aRJE7Vq1aqqy7SbnTt3Wj4/+OCDFT5u27Zt+uKLLyTdCm0VWY1l7969ls/+/v6ltouJiVFQUJDVdydPnlRmZqYkqW/fvjb/I3C74nc4u3fvXm772srb29sywbkzuv39aKC6ESyBWqS8x7NhYWHy9PS0OXdjTEyMfH19Kz2VUGJiol5//XXFxsZapvGpDq6urvLz89OCBQsq9K5k8fXBK/N+ZWFhoRYtWmTZDgoKKjF45nbXr1+3jD5v0KCBevbsWWrbV155pcRj8uIrA40YMaJCfyb79++3fO7bt2+57WurMWPGaMyYMfYuA3BaBEvAiWzYsEGBgYE239U7cuSImjVrVulzfvfdd5a7edXt559/Vq9evfTmm2+W2/ann36yfK7M+5X79++3Cm0jRowo95iiuSsl6bHHHisziNqac7L43JsDBgwo93p5eXnasmWLZbtPnz7lHgMAVYFgCTiJ+Ph4hYeHa8WKFSX2FRQUaP/+/XrkkUcqfd5Ro0YpOjpaJ0+eVH5+vhGlVkjdunXVrl07jR8/vkLti98FrMz7lcXfdZQq9gj94MGDls+VXWv65s2bVnOP9urVq9xjjhw5orS0NEm3/jzu5D8IAGAEgiVgkKysLCUkJFT7BOnt27ev0EorISEhkmyvjX327FllZmbe0RyVPj4+NsNqTVM8IFbm/criIe/RRx8tdxDN7deq7GPp2NhYpaenS5IGDhxY5rKORYpP+j5q1KhKXQ8AjESwBAyQlJQkf39/y12j6tSsWTPt27dPnTt3LrXN9evXtXz5cnl5ealLly4l9qempkrSXS35WJNlZWXd0fyVBQUFOnLkiGW7rEE4Ra5evaodO3ZIuvV+ZWUnYD98+LDlc0UG7eTn52vDhg2W7Tu56wwARqlj7wKA2uDXX3+1S6iUbq0xHR0dXWabsLAwpaSkaMSIEVaTcBc5d+6cJOspcmqTmJgYy+fKvF95+fJlqwFJtuYFvd3Ro0eVm5sr6dYdzgYNGlSq1oqOJi9y4MABJSQkSLoVRNu2bWu1v/hylgBQ1bhjCRhgyJAhmjt3rvbu3Wu1YkpVc3d3V9++ffX444+X2W7lypWSVOo0LEVT28TExKiwsNCy9GNt8eOPP1o+l/V+5csvv6yRI0dq+PDhklTitYaKzPFZfK7MoUOHWu07f/68pk6dqs2bN9s89saNG5V+vzI0NNTy+cknnyyxPzAwUP/4xz+slvwEgKpCsAQMUK9ePc2ZM8feZdgUHR1tCSul3QErCsNXrlxRamqq1RKQtUHxsFfa+5Xx8fFav3691Z/j7e+uVmTi8eJzZd7+fuX3339f5jyhsbGxunjxoqRb71cWnzTdlpycHK1evdqyXXwFJunW7+nw4cO17s8TQM1Vu25LACihaGCNn59fqXetig/aKT7Rdm1QUFBgmb/Sw8Oj1HdRP/zwQ73xxhtq2rSp5bsGDRpY3eGsW7dumdeKjo62vF8pqcR8oeHh4XrooYdKPb74+5UVeVfy0KFDliA6duzYEqH122+/1fPPP6/69euXey4AMALBEqjFkpOTLY/BR48eXepE28WXJ4yMjKyO0qpNTk6OJXz16tXL5sj3/fv368CBA3r++edL7Cs+ndGlS5dKvU5GRobV8Z06dbIaQZ6Wlqavv/5aQ4YMKfUclX2/sujdSunWn29xV69e1ccff6z/+Z//Kfc8AGAUgiVQi61du9Yy+KSs+RSLD/hYt26dZfBJbeDh4aFu3bpJks2Jys+ePasXXnhBn3zyiRo2bFhi/4QJEyzvVhafC7O4zMxMTZgwQc8995xlcvLbH5uHhIQoKCio1OmD8vPzraYN6t27d7m/t+L/IejYsaPVvo8//ljj8zD14AAAIABJREFUxo0r8T0AVCWCJVBLZWdna+nSpZJurZ9c1p2yTp06WT6fO3eu3FHmjsRkMumVV16RJJ04cUI3btyw7Dtx4oTGjh2r9957r9Qg17RpU/3rX/+Sq6ur3n33XcsI+iI//vijhg8frnHjxumFF17Q9OnTJUlxcXG6fv26pFuzBixYsEAzZswotc7Tp09bvV9Zkfkrhw4darkrWlhYaPl+8+bN2rp1q1577bVyz4GaLy8vT8uWLat1r6mgdmLwDlBLZWRkWKZAmjlzZpnT3jRp0kQTJkzQhg0b1KxZM/n4+FRXmdVi0qRJiouL06JFi/Tcc8+pf//+OnbsmI4fP64PP/zQ5qTxxQ0fPlw7duzQtGnTNHjwYE2ZMkV16tTRDz/8oOzsbH388ceWczz11FOKj4/XvHnzNHnyZPXo0UP//ve/tXz5cqsAf7uCggKreivCy8tL69at01NPPaU5c+boiSee0H/+8x9duXJFX375pdUdTTim06dP66WXXtK2bdu0bNkyde/e3d4lAWUymZnkDKi1oqKilJmZqcDAQJvzVxZ38eJFhYeHy9/fv8RciLVFXFycjh07ptzcXHXs2FEPPvhguf1S3M2bN3Xo0CElJyfLxcVFfn5+6t69u813V0+dOqXo6GgVFhZqwIABFRqZfejQIWVmZmr48OGVmvLp/Pnz+uGHH3T16lX5+fmpf//+pb5PWxtMmDBBn3/+ea2dozM7O1sxMTEKCQnRP//5T8vrLEuXLtWLL754R+es7X2GmoM7lkAtVpk1sZs1a6annnqqCquxv06dOpV517A8rq6uGjhwYIXadujQQR06dKjU+cu7c1qae++9V2PHjr2jY1EzvPbaazp16pTOnz+vgwcP6ubNmxozZoy8vb2VlJRk7/KACuMdSwAAagBfX1+NHj1aISEhSk5O1tdff617773X3mUBlcIdSwAA7GzhwoX2LgEwBHcsAQAAYAiCJQAAAAxBsAQAAIAhCJYAAAAwBMESAAAAhiBYAgAAwBAESwAAABiCYAkAAABDECwBAABgCIIlAAAADEGwBAAAgCEIlgAAADCEi70LAACgKiUmJur1119XbGysbt68WW3XdXV1lZ+fnxYsWKD777+/2q4L2BPBEgBQq3333Xf64osv7HLtn3/+Wb169dKbb75pl+sD1Y1gCQCo1UaNGqXo6GidPHlS+fn51XbdunXrql27dho/fny1XROwN4IlAKBW8/Hx0YoVK+xdBuAUGLwDAAAAQxAsAQAAYAiCJQAAAAxBsAQAAIAhCJYAAAAwBMESAIAaqvj0SGaz2Y6VABVDsAQAoAbKzs5WQkKCZfvkyZN2rAaoGOaxBADAzn766SedPn1aN2/e1LVr13TmzBlt3rxZmZmZljYff/yxcnJy1LdvXzVt2lRubm4ymUwaPHiwWrZsacfqgf9DsAQAwM62bdumVatW6Z577lG9evXk4uIiT09PDRo0SCaTyfIYPD4+XidOnFB+fr5yc3OVnZ2tzZs3EyxRYxAsAQCws7feektvvfWWvcsA7hrvWAIAAMAQBEsAAAAYgmAJAAAAQxAsAQAAYAiCJQAAAAxBsAQAAIAhCJYAAAAwBMESAAAAhiBYAgAciqurqxo1amTvMhwKfYbqQrAEADgUDw8P3XvvvfYuw6HQZ6guLOkIAHAoHTt2VGZmpr3LcCj0GaqLyVy0sj0AAA4gPT1dly5dUqdOnexdisOgz1BdCJYAAAAwBO9YAgAAwBAESwAAABiCYAkAAABDECwBAABgCIIlAAAADEGwBAAAgCEIlgAAADAEwRIAAACGIFgCAADAEARLAAAAGIJgCQAAAEMQLAEAAGAIgiUAAAAMQbAEAACAIQiWAAAAMATBEgAAAIYgWAIAAMAQBEsAAAAYgmAJAAAAQ7jYuwAAQM2Rl5en6OhoxcTE6MKFC3J1dVXz5s3l6+srf39/eXh42LtEADUYwRIAILPZrI0bN+rtt9/W6dOn1a1bN7Vo0UKJiYmKi4uTJDVo0EDPPPOMZs2aJV9fXztXDKAmMpnNZrO9iwAA2M+1a9f0l7/8Rd9//73ee+89jRw5Uo0aNbLsP3HihBYuXKh169ZJkjw8PPTJJ5/oqaeeslfJAGoogiUAOLH8/Hz9v//3/xQbG6vQ0FB5e3vbbGc2mzV37lzNnz/f8t3q1av1zDPPVFepABwAwRIAnNiKFSs0c+ZMHT58WO3bty+zbWFhocaNG6fNmzdLklxdXfXDDz+ob9++1VEqAAdAsAQAJ3XlyhV17NhRwcHBmjVrVoWOOXLkiFWQDAwM1LfffltVJQJwMEw3BABOKioqSmlpacrOztZXX32l69evl3tM7969df/991u2t2/fbhncAwAESwBwUjExMZKkhQsXaty4cQoODi73GJPJpOHDh1t99+OPP1ZJfQAcD8ESAJxUenq61fYnn3yi7Ozsco/z8vKy2k5KSjKyLAAOjGAJAE6qVatWVtuNGjVSvXr1yj2uQYMGVtt5eXmG1gXAcREsAcBJPfnkk+rSpYskyd3dXR9++GGFguWlS5estlu2bFkl9QFwPKy8A8BpFBYWKiIiQuHh4UpISFBOTs4dn8vNzU0DBgzQzJkzZTKZDKyy+rRu3VpHjhzRqVOndO+996p58+YVOu7YsWNW2926dSuzPf0OOA+mGwLgFFJTUzVlyhSFhYUZds4GDRooMzNTbm5uhp2zprt8+bJatWql3NxcSbfet0xISFDDhg1ttqffAefCHUsAtV5ycrICAgJ04sQJSZK3t7c6duyoOnVuvQ20a9cuDRw4sMRj4MTERLm4uJRYF9tkMqlFixaaNGmS04WbsLAwS6iUpFmzZpUaKul3wPlwxxJArXb16lU9/vjjio6O1ltvvaUnn3xSrVu3tuz/9ddf1b9/f507d65EwJk4caIeffRRTZo0qbrLrpHy8/M1ePBgHThwQJLUq1cvRUZGytPTs0Rb+h1wTtyxBFCrzZs3T+np6YqKilKPHj1K7N+zZ48CAgJKhJv8/Hzt3LlTU6dOra5Sa7wvv/zSEiobNGiglStX2gyVEv0OOCuCJYBaKyoqSv/617+0b98+PfDAAzbbbN++XY899liJ7xMSEpSWlqb77ruvqst0CBcuXNDf/vY3y/bGjRvVu3dvm23pd8B5Md0QgFpr9+7dWrt2banhJi0tTdu2bVO/fv1K7IuNjVWTJk1KzPXojAoLC/XKK68oJSVF0q07l7///e9LbU+/A86LO5YAaq233nqrzP1hYWHy9PRU165dS+yLiYmRr68vU9pIWrJkiTZs2CBXV1dt2rRJTzzxRJnt6XfAeREsATitDRs2KDAw0OYI4yNHjqhZs2Z2qKpmCQ0N1YwZM9SoUSOFhISUWCf8TtDvQO3Fo3AATik+Pl7h4eEaMmRIiX0FBQXav3+/mjZtaofKao59+/YpKChIvr6+Cg8PNyRU0u9A7UawBOCUQkJCJMnme35nz551+gm4f/75Z40dO1Z+fn6KiIjQgw8+aMh56XegdiNYAnA6169f1/Lly+Xl5WVZK7u41NRUSbqrpQcd2X//+1/94Q9/UPfu3fXdd9+pQ4cOhpyXfgdqP4IlAKcTFhamlJQUjRgxQi4uJV81P3funCQpIyOjukuzu4yMDI0bN07t2rXTV199JS8vrzLbv/fee1q0aFGFzk2/A7UfwRKA01m5cqUkadiwYTb3Z2ZmSro1QrmwsLC6yrK7nJwcTZo0Sa1atdIXX3yhxo0bl3tMTEyMOnbsWKHz0+9A7UewBOBUoqOjFRYWJkny9/e32ebatWuSpCtXrlgez9Z2N2/e1NSpU9WwYUOtX7++1BV1iisoKFBkZGSFJjOn33E7s9msjIwMZWdn27sUGIjphgA4lRUrVkiS/Pz85OfnZ7NN8cEjx48ft1rjujYym8167bXXlJ+frzVr1qhBgwYVOu7YsWM6d+6c2rZtW25b+h1FYmJitGbNGiUlJemBBx7QtWvXdPjwYT333HOaMGECc5g6OIIlAKeRnJxseRw7evToUv8BK363LjIyUoGBgdVSn70sXrxYH330kWbPnm0JgKUpKChQbm6uLl26pJ07d8rPz6/cR+b0O6Rbd8UXLlyoDz/8UJ9++qnef/99y89CYmKihgwZohMnTuidd96xc6W4K2YAcBILFiwwSzJLMoeFhZXa7j//+Y+lXatWrczXr1+vxiqr15o1ayy/1zv5NWHChHKvQb8jNzfXPHnyZLO7u7t53759NtssXrzYLMkcFRVVzdXBSLxjCcApZGdna+nSpZIkb29vmxN0F+nUqZPl87lz5xQdHV3l9dlDZGSknnnmmbs6x/3331/mfvodkjRv3jx9+umnevfddzVw4ECbbYqW+Fy1alV1lgaDESwBOIWMjAylpaVJkmbOnFnme4RNmjTRhAkTJEnNmjWTj49PtdRY3b799tu7Pkd5I8Lpd+zYsUMLFy6Ut7e3pkyZUmq7oimoDh06VF2loQqYzGaz2d5FAEB1iIqKUmZmpgIDA23Oo1jcxYsXFR4eLn9//woNTkHp6HdreXl5WrFihYYOHaru3bvf9bmio6MVExOjCxcuyNXVVc2bN5evr6/8/f3l4eFxV+c/e/asDhw4oFOnTunq1atq2bKl2rRpoyFDhqhRo0blHp+fn6/BgwfrwIEDmj17tubPn19q21WrVmny5Mny8PBgpLgDI1gCAFBNTp8+rZdeeknbtm3TsmXLNG3atDs6j9ls1saNG/X222/r9OnT6tatm1q0aKHExETFxcVJkho0aKBnnnlGs2bNkq+vb6XOf/78eb377rtavny5fv/73ysgIEAtWrTQ+fPntW7dOsXExOjll1/Wq6++WmZ4PXz4sGX5zj179pT5KsSrr76qxYsXq0+fPvrxxx8rVS9qELu+4QkAQC2XlZVljoqKMr/00ktmV1dXywClpUuX3tH5cnJyzJMnTzb7+PiY161bZ758+bLV/tjYWPPEiRMt1/Hw8DB//vnnFT7/sWPHzO3btzd7eHjYHGxVWFhoXrdundnV1dXco0cP85kzZ0o919KlSy11ZGVllXndHj16mCWZp0+fXuFaUfMw3RAAAAZ77bXXdOrUKZ0/f14HDx7UzZs3NWbMGHl7eyspKemOz5ufn68///nPio2N1YEDB+Tt7V2iTZcuXbR27Vq1a9dO8+fP15UrV/T0008rLy+v3MFaycnJeuKJJ3T69GmFhIQoICCgRBuTyaSgoCDl5+fr2Wef1ejRoxUeHq7mzZuXaHv27FlJUv/+/cucdD8uLk7Hjh2TJI0cObLMGlGzMXgHAIAq4Ovrq9GjRyskJETJycn6+uuvde+9997VOVetWqWtW7dq48aNNkNlEZPJpDlz5mjMmDGW76ZMmVLmI2az2ay//vWvOn36tAICAjR27NgyawkKCtKQIUN09OjRUueerFevnqT/G/Fdmi+//FKSFBgYWOqSn3AM3LEEAMBgCxcuNPycV65c0ezZs/Xqq6+qffv25bavU6eO3njjDW3evFnSrQnK58yZU+psAFFRUdq0aZMkafLkyapTp+x7Ty4uLvrTn/6kvXv3asmSJQoKClLfvn2t2rRr187StjRpaWn6+9//rhYtWuh///d/WXnHwXHHEgAABxAVFaW0tDRlZ2frq6++0vXr18s9pnfv3lZzjW7fvt0yuOd2n376qeVzaeu5327w4MGWz+vXry+xf8SIEWrUqJFOnDhh8/iCggL99a9/VV5enjZu3Fjqcp9wHARLAAAcQExMjKRbd0PHjRun4ODgco8xmUwaPny41Xe2Hoenp6drw4YNkm5NZF/ROUTvu+8+ubq6Srr1mP7KlStW+5s3b673339f+/btU1RUlNW+nJwcBQcHa//+/dqxY4cefvjhCl0TNRvBEgAAB5Cenm61/cknn1RovkcvLy+rbVuDh4oGGEm3VkCq6ONoNzc3de7cWZKUlZVlGYBT3HPPPafPPvtMU6ZM0aJFi/TNN99o2bJlGjFihJo3b65Dhw5p0KBBFboeaj6CJQAADqBVq1ZW240aNbIMjinL7asd5eXllWhTfPnMli1b3nFdtpbhNJlMmjhxoo4eParhw4fLw8NDw4cPV3h4uObMmWNzNDkcF4N3AABwAE8++aRWrVqlEydOyN3dXR9++GGFguWlS5estm0Fx59++snyuXHjxpWqq1mzZpbPtu5YFnF3d1evXr0qdW44HoIl4KAKCwsVERGh8PBwJSQkKCcn547P5ebmpgEDBmjmzJmMyARqqNatW+vIkSM6deqU7r333grf6bs97HXr1q1Em+IDeurXr1+puorfEU1ISKjUsah9CJZABeTl5SklJcXmI6Sq4ubmJm9vb5t/yaempmrKlCkKCwsz7HoRERGaPn263NzcDDsnbKtpP0+Ozpn6093d3WYwLM3ly5f1/fffW7a9vLz04IMPWrXJy8vTL7/8YnWNyijeB7GxsTKbzfwH1YkRLIFypKSk6JFHHlF8fHy1X9vHx0cRERFWU3AkJycrICDAMn2Ht7e3OnbsaJlzbteuXRo4cGCJR2SJiYlycXEpsWawyWRSixYtNGnSJEJlNahpP0+Ojv4sW1hYmHJzcy3bs2bNUsOGDa3a3D6Su6w5J20p3j49PV25ubm18j8wqBiCJVCOX375xS7/aEm3/tE8fPiw5R+uq1evauLEiUpOTtbixYv15JNPqnXr1pb2v/76q/r376+IiIgSwXLixIl69NFHNWnSpGr9PcBaTfp5qg3oz9Ll5+frww8/tGz36tVLkydPLtHu9ju95U2Mfru6detabRMsnRvBEijH4MGDNWPGDG3fvr1CU3sYpWHDhhowYIDVWr3z5s1Tenq6oqKi1KNHjxLH7NmzRwEBASVCZX5+vnbu3KmpU6dWed0oW036eaoN6M/Sffnllzpw4ICkW+9Brly50uZ63UYHyxs3blSyUtQqZgAOYe/evWYPDw/zsWPHSm0zZswY8/Lly0t8f/LkSbMkc2pqalWWWC1eeOEFsySH+xUaGmrvrrOYM2eO3fvjbn8tWrTI3t14R/z9/S2/h6VLl1bZddLS0sw+Pj6Wa23durXUtr/++qtV386bN69S1/rrX/9qdXxKSsrdlg8Hxh1LwEHs3r1ba9eu1QMPPGBzf1pamrZt26bZs2eX2BcbG6smTZqUmAfPET3++OMlJnx2BEWTSNcEw4YNs3cJd23gwIH2LqHGKiws1CuvvKKUlBRJt+5c/v73vy+1/e3vVhcWFlbqegUFBVbbFZkCCbUXwRJwEG+99VaZ+8PCwuTp6amuXbuW2BcTEyNfX99Kj9RMTEzU66+/rtjYWMuqHNXB1dVVfn5+WrBggdU6x5I0cuRIjRw5stpqqY2GDRtWK8IlbFuyZIk2bNggV1dXbdq0SU888USZ7W29OlMZtwfRoiUe4ZwIlkAtsWHDBgUGBtoc2X3kyBGrSYwr6rvvvtMXX3xhRHmV9vPPP6tXr15688037XJ9wBGFhoZqxowZatSokUJCQkqsE27L7dMLVTZYFh91LlV+HkzULgRLoBaIj49XeHi4VqxYUWJfQUGB9u/fr0ceeaTS5x01apSio6N18uTJSv9jczfq1q2rdu3aafz48dV2TcDR7du3T0FBQfL19dWXX35ZYr7K0nh6eqpFixaWtchvD4rluXbtmuWzn58f05Y5OYIlUAFZWVlKSEio9gmY27dvX6Hl1UJCQiRJ/fr1K7Hv7NmzyszMvKO/7H18fGyGVdydmv7z5Gjoz1t3+MeOHSs/Pz+FhISoQ4cOFT7WZDLpgQceUEREhKRb05pVRvFVv2rq1EuoPgRLoBxJSUny9/dXWlpatV+7WbNm2rdvX5kDP65fv67ly5fLy8tLXbp0KbE/NTVVku5qyUcYp6b/PDka+lP673//qz/84Q/q3r27NmzYcEeD2zp16mQJlpmZmZU69sKFC5bP9u4L2F/lJqsCnNCvv/5ql3+0JOnixYuKjo4us01YWJhSUlI0YsQImytmnDt3TpKUkZFRJTWicmr6z5Ojcfb+zMjI0Lhx49SuXTt99dVX5YbK9957T4sWLSrxffHH5pXtz6L/vEpSnz59KnUsah/uWALlGDJkiObOnau9e/davUtU1dzd3dW3b189/vjjZbZbuXKlpNKnkCm6+xATE6PCwsJKT34MY9X0nydH48z9mZOTo0mTJqlVq1b67LPPbE5+fruYmBj98Y9/LPF93759LZ9PnjxZ4fW+c3JydPr0acu2rYUb4FwIlkA56tWrpzlz5ti7DJuio6MVFhYmSfL397fZpugf2ytXrig1NdVqCUhUv5r88+SInLU/b968qalTp6phw4ZatWqV7rnnnnKPKSgoUGRkpF599dUS+zp37qzu3bvr+PHjunjxolJSUir0d8V///tfy2d/f38ehYNH4YAjKxpY4+fnV+pL88UH7Rw/frxa6gJQdcxms1577TXl5+drzZo1FQqVknTs2DGdO3dObdu2LbHPxcVFL774omX70KFDFTrn0aNHLZ8nT55c6blyUftwxxJwUMnJyZbH4KNHjy71L/Tij8ciIyMVGBhYLfUBKKn4tF1ms/mOzrF48WJ99NFHmj17drmzNhQUFCg3N1eXLl3Szp075efnV+pI9j/+8Y9auHChkpKStGXLFv3hD38ot5ZNmzZJuvUIPCgoqPK/GdQ6BEvAQa1du9ayGs7DDz9carvidyfWrVun+fPnl5gQGUDVy87OVkJCgmX75MmTlT7H2rVrNXPmTEnSG2+8UenjJ0yYUOq+Jk2aaNmyZRo5cqQ+++wzvfjiizanMCvyww8/KDQ0VO7u7lqxYoUaNGhQ6XpQ+5jMd/pfJgB2k52dLT8/P6Wlpcnb21vx8fGl/qWemZmppk2bWrZ/+OEH/fa3v62uUmuswsJCHTt2TMePH1dqaqry8vLUpEkT+fj4qE+fPjYfF8I2+rKkn376SadPn9bNmzd17do1nTlzRps3by7xOsozzzyjvn37qmnTpnJzc5PJZNLgwYPVsmXLEueMjIzUQw89dFd1vf322+WuZrV8+XJNnTpV3bt319atW23++SUlJenxxx9XYmKivvjiC40aNequ6kLtwR1LwAFlZGRYpgSZOXNmmXcKmjRpogkTJmjDhg1q1qyZfHx8qqvMGqmwsFCbNm3Su+++qzp16uh3v/udWrVqJTc3Nx04cEAbN26UJAUGBmrWrFkaPHiwnSuuuejL0m3bts0yqKZevXpycXGRp6enBg0aJJPJZHkMHh8frxMnTig/P1+5ubnKzs7W5s2bbQbLb7/99q7r6tixY7ltXnjhBXl5eemll17Sww8/rFmzZmnkyJFq3ry5MjIytHPnTs2dO1fNmjXTnj17yryrCefDHUvAQUVFRSkzM1OBgYE2568s7uLFiwoPD5e/v79T3j0qkpWVpRdffFEpKSl6++23NXDgwBLvpsbHx2v8+PE6duyYJGn+/Pl67bXXyu1jZ0Nf1n4XL17Ut99+q2+++UaxsbE6ffq0OnTooIEDByowMFCPPfaY6tWrZ+8yUcMQLAE4hYKCAj3zzDNycXHRP//5T9WvX7/UtidPntT9999v2Z49e7bmz59fHWU6BPoSQGmYbgiAU9i1a5fWr1+v3/zmN9q7d68KCgpKbdu5c2eNHz/esv32229bTavi7OhLAKUhWAJwCtu3b5ckLVy4UAEBAVq+fHmZ7Xv37m21vXXr1iqrzdHQlwBKQ7AE4BTOnDljtb1jx44y29++5nLxaWKcHX0JoDQESwBOoX379lbb5Y2OL5ojtEhpk0o7I/oSQGkYmgfAKQQHBys+Pl67d+/WQw89pFmzZpXZPj093Wr7vvvuq8ryHAp9CaA0BEsATsHb21tbtmypcPvo6Gir7eHDhxtdksOiLwGUhkfhAHCbS5cuadu2bZbtp59+Wl27drVjRY6LvgScC8ESAG6zYcMG5ebmSpJ8fX21ePFiO1fkuOhLwLkwQToAFBMXF6ehQ4cqLS1N7du319atW9WlSxd7l+WQ6EvA+XDHEgB0a93r8PBwjRw5UmlpaQoKClJkZCRB6A7Ql4DzYvAOAKeUmZmpzz77TOnp6UpOTtahQ4f0yy+/6JFHHtGqVatsrn0N2+hLAEXqzp07d669iwAAe0hJSVH9+vXl6+ur7t27q0mTJvrmm2905swZXbt2TZ06dVK9evXsXaZDoC8BSLxjCQBWTpw4ocmTJ+vgwYNq27atPvjgA40ZM8beZTkk+hJwPgRLALhNcnKyHnzwQaWlpUmSlixZopdfftnOVTkm+hJwLgzeAYDbtG7dWm+88YZlOzg4WGFhYXasyHHRl4Bz4Y4lANhw+vRptWvXzrLt7e2tmJgYNW3a1I5VOSb6EnAe3LEEABvatm1rtaZ1amqqNm3aZMeKHBd9CTgPgiUA2GAymdS9e3er77755hs7VePY6EvAeRAsAdR66enpeuONN/S73/1OL7/8smUgSXkaN25stX3w4MGqKM+h0JcAysIE6QBqvWnTpikkJESSFBERoQsXLujzzz8v9zheQS+JvgRQFu5YAqjV8vPzFRoaavVdaGiobty4Ue6x58+ft9ru3LmzobU5GvoSQHkIlgBqtbp168rV1dXqO29v7xLf2XLmzBmr7aFDhxpam6OhLwGUh2AJoFYzmUx67LHHLNteXl5atmxZuWtXJyYmKj4+3uq70aNHV0mNjoK+BFAegiWAWu/ZZ5+VJK1cuVKnTp1SQEBAucfs2rXLavv5559Xv379qqI8h0JfAigLE6QDqPUKCwv17LPP6scff9S2bdusJuu2JSsrS/369bPcZevfv7+++eYbtWjRojrKrdHoSwBl4Y4lgFqvTp06+vjjj9WnTx/5+/tr/fr1unbtms22OTk5mjZtmiUIDRo0SKGhoQSh/x8noeL5AAACBElEQVR9CaAs3LEE4DQKCgq0YsUKLViwQHXr1tXYsWPVu3dv+fr6ymw2Ky4uTh999JGOHz8uDw8PzZw5U9OnT1f9+vXtXXqNQ18CsIVgCcDpZGVlaceOHdqzZ4+OHDmipKQkXblyRW3atFHv3r01dOhQjRo1Sl5eXvYutcajLwEUR7AEAACAIXjHEgAAAIYgWAIAAMAQBEsAAAAYgmAJAAAAQxAsAQAAYAiCJQAAAAxBsAQAAIAhCJYAAAAwBMESAAAAhiBYAgAAwBAESwAAABiCYAkAAABDECwBAABgCIIlAAAADEGwBAAAgCEIlgAAADAEwRIAAACGIFgCAADAEARLAAAAGIJgCQAAAEMQLAEAAGAIgiUAAAAMQbAEAACAIQiWAAAAMATBEgAAAIYgWAIAAMAQBEsAAAAYgmAJAAAAQxAsAQAAYAiCJQAAAAxBsAQAAIAhCJYAAAAwBMESAAAAhiBYAgAAwBAESwAAABiCYAkAAABDECwBAABgCIIlAAAADEGwBAAAgCEIlgAAADAEwRIAAACGIFgCAADAEARLAAAAGIJgCQAAAEMQLAEAAGAIgiUAAAAMQbAEAACAIQiWAAAAMATBEgAAAIYgWAIAAMAQBEsAAAAYgmAJAAAAQxAsAQAAYAiCJQAAAAxBsAQAAIAhCJYAAAAwBMESAAAAhvj/AFDH3n+dUcJ8AAAAAElFTkSuQmCC"></figure>
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