data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xu1dBXgUV9d+1+JOCIQET/DiWqC4u7sVKVqgUKBA8QIt3uJFihdaXItL8EBwd0mAEHfZ3f957zKTXRKSDVC+0D+nD0+6u3dm7tx55/g5V6HX6/XIpMwV+B+tgCITgP+jlf8fXjY8PBz79u1DQEAAjPmPQqH41z9/9dVXKFWqlHz3mQD8HwLhf3HpkydPIleuXP+LS8vXvHfvHmrUqCE+ywDcuXMnSpQo8T+bGN9GXt/Kyup/Nof/Dxe+desWbG1tBae7cuUKvvjiC+TIkQPPnj2DSqVCVFQUrK2toVQqodPpQK4ogKJQiH887mP8ff36teCEAoDBwcGIiIgQF4qMjMSSJUtQtWpVlC9fXr6g9HCkCfwbn588eSKum0n/3gpwjSW6du0a7t69iwIFCqBHjx7Yu3cv7O3tYWdnhx07dqBSpUqYMmUKBgwYgDx58nzUSW3evBlDhw41AHDVqlWoVq2aABsB6OrqiqtXryImJgZVqlTBiRMnUK9ePbx48SJJdv8L+kJiYiK8vLw+yo0mJiQgUasFwDdWCY1GI97q/+/0+PFjmYN5eHgILieti1arFevE50AskCPu2rULtWrVApnUx+B8EgP7+++/8d133xkAOGPGDLRq1Uo8G17I2dkZDx8+FADs3LkzDh06hAYNGsDPzw/x8fH/6jPMly/fe52f8xr2wyis/n0pinhmx8rF87F921YEBQfBUmWLLu3aYuKC+Th15QqWzV+K6vXrQaVSv9e1PueDCECJCCgCkC/pv08GES4ROaAMwJ9//hmtW7dOJt85mOyY4vljoj81PSI9HJDLFh0VBWdnJ4zp2RkXzp7BopEDoLa2AVQKrNiwC4VKfAF7XSzuvQpDo/LFoLSxx53nT3E3NAG/rVyN85dv/L/SOx89eiQD4a/BtfC1VxxCLbLiQNa2SNDYfVQcKrWxqPXqL2SL94dSoUDIgBMyxkwAOH36dJkD5sjhjl8a5EROBxW0CpWYkO7N348xO4JGqddBrU8EFEDHJafxPCrpzN7e3mZdhm+uZ05PtK1SAYW8PNCgaAHEqK2wddcefN2+KbRaHW49eI7bN2+jfIWysLaxhouDNaDW4OqtpwgMfoWqFcrh+3nLERYbh92Hjv2/ENHkgBIDSJzxJW54NEaJTmNkULo42OP04f3QackZ358UKhUc3HMi+NVLhNw6jaZB6xHU/4Q4Ia+/ZcuWJA44depUmQMmRIYiz6Y22GTfGrW6DDbhfG+OBnWFtDiiSq1O0WKS/E4X9m1CvYfzofQsjqd1Z8nnK1iwYJp3/fLlSxTInxctKpTAjz2aIzJaD5WdNVyzOOHB83B4uTtAr9chNiIWcUpAlaCFSqmDjaMjtHoFlq5ej/79e+Hq9Wco6JUdjwPD8c/5yxg+cRrsHRzSvP7nPIAcUCLdzMpI7L8P1vZO4lk5ODjgTMvcyGOvwfGK/VGvY08TsZkeP6GNjQ3u378P6noDBw6E88JqCB1w/I3IB8gBhw0bZtABf/rpJ5kD+t+7Ds9TP8Oiz6Zk6+x/+gCs1oyAlSpJlqf0MPhrrrUP4HvpMjw9PQVgLSwskJCQIIwc/n369CmCr/ugk/NdPKkzUz5NoUKFUn2+p06eRP+e3dG4dEF0b9YQ4XFaZHG2RWBwONyd7YCoOCis1Bg8cQk6N6iCwkULwcIpCxLCwxASHIQYhQLeXjmhVCjxxP81cnnlxLmT51ChdHH0mDQH34+bjBp16n7OGEt17sYAjJ9VDVbfG7gSSa1WIbhPMQQN34I8efOZOKXd3LJiRFl35LGiYZc69d15DVo7F9DlQwD2798fLktqIrTfUfmcJgCkqU0jhG/Biwc3ce7iJbTt3EN8DgsLE74hWkxrutdEB6dw+er51z9A+KH1CFw+NtmMcm18hrPnzssAVKvVAnyvXr0S333zzTeYNeMXFDk7GY9rz5BZc5EiRd55dzdvXEe3Dh0xsE4FlC9dCo52Vjhx7iIqly8FpUKPxNgo3PcPQdirSDx5+hRtWzWCY94CePn4Ee7cvY/wgABU+KoKaAwrVXroFIlQqDTwOXMJ1WqXw9Vz17HkHx/0GzYcNWrWSWudP8vfaVxKnEw/qwpU35+SP2s0ajzvXwGuc5J0tXnz5mHw4MG4fPwACm8eRa1JkEKtgdLKFnqdFrpogwtPIruWQ2DT/Fvcvn3bCIC1ENrviOxbJDCHDx9u4ICTJ09Gy5YtxUQIwIu3HqJ58+byCekkdnd3x7oetdHBOQmABbYHQZ8Qh7utcyQH4IanOHP+vDBiyNpp6hPI0dHR4v+5EDQ4ipyegEe1fpHF9bsASK7p5uKCjlUrISwqHAW88qJDjYqwsbKCLjERGisLrNq6D6WKlkRUcCDKlS0OlbUl1HbOuHfxPOyd3RD09Dlmb96NL0sURe+BXRD/6gWg0kBhqcJF39vQW2lRrkQxtB44DrtOnoe9/X9PHHPdJZIAKH3WqFV4MqQGXKftlUXvypUrhY9w1+rf0cBvqclzzjP/FB4N/DLZsycAbVsMljlgv379kGVpLYT0PWLCAWUATpw4UdYBXz26Dd8b99GiRQt5cM6cOYWnfP3XdUwAmGfxeUSc2IKgddOSTSLnhic4e94XPFbSGckBz549a3iDFArhCS92dhIe1Jguv4XFihVLkbO4uWZBh1pVUbdCKRT1cIfPBT9UKlEYGpUKKo0al27fh52dK+JeBaBsnRrYt30XbDVKVK1eE6eOH0PBQoUQGREKWzc3RESGI1eunNDqE6HUw6CX2NhAY2OFU6euoYCXByYsXIMNu/Z/llwutUk/ePBAXmvMrgrl8JPyZwuNGo8JwKl7ZIawYcMGdOzYEbvWLENDMwFI8PGfxAGNAShFV8gBv//+ewMHnDBhgqwDBj6+g3PX7ppwQIllB2xbAo9Tq8x4KApkX3UHFy9fRdasWcUDpoOTHPDcuXPyDROAxc9Pwf3qSQBmaOhtOnfuLCYM7o+l/btD4WyLyGgdLBJjkZAYD6VeAUtrS3QaOR3TB/ZANvfscPbIgfu3H+C633l4uLqgXPWvEPzylbC67d3d4VKoOELuXIY+MQEK+qbVKig1GuiVKmEl6xU6nD11Hb4BYRg/+Scz7vfzGUIAyvQGgCYccGgNuEzZneyGDm9ej1pnfjPrRl36zoamcguZA/bt2xeuv9dG8DeHTTigDMBx48bJHDDo6T2cuXJb5oDG1q5Hjhx4cvMynhnfRApTStQmwrt8VWFskKhLSjrg+fPn5SNKliyJkhem4u5XP8mgTCkenT2rKxoUL4ApA7shPjYeoaGhAtD01FtbWYv/HzJtEZpXr4CGrZrh0b27dBDCs1AhaKNiEPjsCdw9suNF4Gt45i8IpbMrgp/egY2dHZRKPfQJWigs1VBACa2lBioLC2jDwtDj+5+xw+ecuM5/hdICIDmgy5RdKWbF5M2bR/jz0qKXrwJFSE/igGkC8Mcff0yKhDy7j1OXbgoAkuLi4kT0gyfc+n1ntFE/lhXR1CbivuouLly+KotggtGYA/JYArDUxWm4U3WKCSiNz3v33l2M79YFk7o3hY2jMxLi4xGvTYSVtY0ArcbSAjoFMHTiYnRq1xD58+bHiQMHkD2vN4p5eSLo4R08e/4StVo0wsHt+2Hl5IwfVqzGqW1rERcXIZRohR7QQgelhRqIS4DeygoK6PHwTgAO3nqCHyb+d7ggASjH899wQOkzdUAC0HHidvkRSAwot6cHTrbIg5y2aYczc4xZC0XhyjIHpMGZdVkdmQNKfkCZA44ZM0bmgKH+D+Fz8boMQEdHR5E7xsD0lv5NTHRAzjLn1J14OrpJMix6rHuMc76+IvWHOiCBTAD6+vrKC0BuV+bSz7hVeZLMAUuXLm1yroZVK6F8obzo27QutLExIjxII4YAZLxXrdHAwsoC3078FT8O7YlcXt4IiUpAFic7hAa+xpqV61A4bw6UrFAGQS8CceDwKTRq3BCu2Z0BWxUUfJ2UgFabCI2AnR5KOt41SmjDYzB/+3FMnLcorZf+s/mdvjmJFHO+gmKYj/zZoANWh8OE7eIZnTlzRuCAnosDG1ehgd/v8lj375fjxa8D4dp5NAKX/2hy/7SAaYhIHNAYgIbQn8EPOGLECIMOOHr0aJkDhgU8wnHfqzIAf/vtNzGQD37bgGbo4JJkBacOwEc453sBvXv3FlkWtH4lAEqzJQDLXZmBm19OlG+gTJkyJjfT7quK+LZNE+TJ4Qwk6pGo1QtAayzUUKs1UFhoAJ0WZy/dRo5srvDwzIOLFy6hRqdWuOd3AzH+T6FUq3HM5ySaN64Hu+zu0MXEwMrJAbFxMbCwVgMKnRC/CpUSiIkVkVGFox308YlYtfkwqrTshAoVKnw2IEttoqkBUKM2ANB+/FZxCiYl+Pv7I2/evDjw5yo0vLzMBIDWRSogwmdrMgBaN/8W9ikAMKjPIRMdUAbgqFGjZA4Y8fIJjp2/kqIOuGNQC7R3DjPrQeRY+xDnL1yUOSABSCv4woUL8vHFixdHhWuzcL3ieJkDlitXTv49KjISPZvUxW8Du0ChVECrVEOXqEVsbCys7GzF/+uUCsEFX74ORlhEDCKj45Avd044euSEq7s7np89gyNHT6J528YYOH4Ofps5ARb2TnjgcxgWuQvC1UkpRK9eq4We0iU6FnqNGkoaJhaW+P33jUjMmhNjJiSpCWYtQAYdxGRQSawq51YDvjsh8gL5LCw0GjweUg22P24xcYs9f/4c21csMgGg2ze/IHDlODi3GIjgjUmBBN62dbNBsG81NBkHJACNreCRI0caOCD/h45oTowAPHzGTwDw7dBLfhcbhEztmObS6lVqaMZsAfUNcisSRTlBSBEsEW+60o05uFZhnPiK1zMG4KUzJ/Ho4lF8mc2Rlgx0FjaIj4iA2t5OJHBQHdbr9IBKCYVOh0Vrt6O0Vx407NQeQa/DsfyPtejatgHiomPhaE83iwPOHTmKoqVKIlobC2f3rIAuEQq1BZQqJbQJcYZ7jo4BrKygsrTCo1sP8O30hfC5cjPN+/4cBhCAEkkApGRyc3MT+jUBaD3m72S3EvLkPnKu+MasW3QbtwnwKisDsE+fPnBbXhevex804YAyAMkKpXSsqMBnOHT6Yooc0CtHNixvUhiaNAwhWqXN/r6Gm7duyRMmAHmjFy9elN8u+vwq35qHq+WTdAhjUXdhx18ICXyJ0jnskUAxGZuABJ1WuEygVguuiAQddAkEkQon/G7Aw9UVhUt/AQfPvAi+fhNPr16HddZsiEuMQoHy5fDyyXPcveAHF89syF0gNxTQQW9pAYVOD702ASqlEvr4BCG29WoVEsKj0G/6Umw9eNysxf/Ug5hZzJjqn39uQHx8AlydHBAZHYPY+AThHfDx8RGJxRIxAVViLKp51aEfehyMrTMNjjo1AWj5gyEMa8yAeC47lR63LyZ5Md51rwUrVUOWrG4pAtCYA1LyCg5Ia0SKhES/fo4DJ32FH5AT4A0wftipUyccHtkBrRxC5euqXT2g0FggMSgA+vhYk/m4r3kgRHDu3LkFFwwJCRHno2JLi5hZL5aWlqh65zdcKTdWBmXFihXl8ywY0x/KsEi0adcY2vAw6KGCLjQUSjt7cV29TidEsJJuEp0eikQtRv28AItmThTcTqdW4cJRH9y5cQsFy5RC4aLeCAoIgI2DM+KiQmFpYwGFhaUwQpRKhTifUqsTBgkUCqitrBD7OgS/7fbBtIUrPjW2zLpemzZtsGP7NrSp8xW+79QMJbwMmcsLt/2DAdMWYv/+/ahTJymsSABK4CIHJAAlsrDQ4MmQatCM3Ci+oiFCAyRbtmxwstYg8YdaUKdtBMOhx0+wqtFBBiDtgGwr6iGw1wGZAzIbRuaAfIOkfMDY4AD8c+KczAE5iQMHDoiM6H+Gt0MHF9O437us4OyrH8D3YhIAmej6dh4gQVnt3gJcKjNaftu+/DIptLNwcHfYqNVo1LQOdHQaa3VIjIuDkomkShX0CkBBEa9S0YQQn6fPWolJowdBr9QIl0tifBzWLl6BPN5eKFDIG5GMghQoiPP3nqJYNgswawdqC+ihg0KbYOCE5KwU7ZYaaEMi8NP6Pfh1teGhZCRiGt24H3/EyWU/o1xh00zy3acvoMnQSfD1vQBjz4IEQN4HOaBuyDF57S0tLfBkcDWoR/4pPyuqTHwmhzevQ5Mrpi/hu0JxVk0HCh3wzp07IhacEgBpBcsckJmpkgiOC3mBvccM5jeJ3I+GA38/MKJDOgB4H74X/QT7p5igNfU20aFc/f5C+JX+Qf6pcuXK8v8vHdMPWR1dUb5kQcTGxiA+PBaX7j6EZz5v3LzkCztbG+QvXBQhYeGCC9taW0Efo0WFeqy4UgqnKaMbN86eEWlY9/wD4ZXbE+ev3IbKSo9WTWoJzge1JWCpAuLjoRPiVwVtTBwUlhroo+IwadUOLFifXC/6X4KRJRNUV8b2aI3R3Vonmwp11pr9xsL3wgVhYEhEAEqMQBLBUoqcpQWNkOpQDl8nQEnwMZZPqbRn3XKzAWjZZAAc2wyTOWCvXr2QfWV9mQNKfkAZgEOGDEnKBwx7hT1HT5vEgiWWfXraADRVJhW1pPYAXJZcw+UbN2URTBDywg0bNhQZ1ow/882s+XAxLpQcKb+FxkVJfnv+RNSr1/B0scGte49QzMsbT16H4t7du8jmbI+4xDi4ujiLRAlbSyWG/7QUi6ePgUKlQEJ0NGBhjbjoCGh1Wpw/fQ4FKlaBfXw0VBolYGUh3C90PSQqlVCpVcIpDZ0OKq0eOlrFaiXiwmIwcOYibD1qiGFnFBrUqQUu3byDYwunGl6it8jv9gNU7TcGfn6XhLojEbmSpNupf60hOKBEBgBWg2LYumTS6szerckA+K61sGo+GPYtvpU5oDEAjXXAH374waADMt1G4oCJ4YHYechHAJAFzCyTZC7fx6TDhw+jfv36Qr+o/XgpfEuMkE/PwmWJrvuexuo5UzGsRzsoWb6RoIOW1i/9dVo91BYqaOk61itx9fItlC3sjS3b96NFm2aCi4W99EdUdCLUSj2y5vWCz4HjKFw4F6xtbaC2soCWIUJLC4NeoqYeqaPzy+AHVKuEON55wAdLdh3FmUvXPuYSfNC5KE1qfFUV55ZNhaONdYrnuvssAMU7DsZ5X18YJ3gQgBIlAyDdMEOpF65Jds7s2bMjcXpbw0uaBmUZ+xcss2RLxgFf9dxvYgXLABw0aJDMAXWRQdhx8IRwm3Tt2lVEMAgUvjV0RrNmNKWaDuk749gxcwkl4vmkMaxLZaUdHZx1ny7DuS+Gy29l9erV5WPiYmNwY8NvyJbTE8rEBCgZp1WroYtPhD4hAXqVEhorS8THxiE6PAZOTk6wsLFBsH8gLKytYGVlgQD/Z7C2d8Hp46dRs35t2ObKjejHNw1lONQhNWoRiuO5tbSmaWWzJpZ+QK0eP8xdhZzFSuLHSRknHDdzxgx4qyPQrHLZd0IhMCwCORp2w7lz5006ETA6IT0jzW81oR18NEkHtLAQHFA3ZBWOHj2KLFmygBnq78OAKPYlHVDigASgMQdkAERwQKZMS35AAvDggQO46x8kwEbxLAGJdaT0I3Fip0+fRuPGjUUNMccQVJMmTcIvv/wiwEuRyxrURo0aYf369aK8k8RxrM7nZ/9nT1Dn2UqcLTZM/MaFMQYgv3v01wJsP+mHDg2+EiKR4OB/OhoNKhXi9FpM/mkRpo8aCAt7F1jZ2CAhLgaRweFIVCgR+vQe9h6/CCcbDVq0aYkXT57DNosNLMj5dFoEBUfAzsEWltZWiIqLhZWVBnERMbC3swR0SrQfPRtTf11o4spIiwP8279/VaUKlg/tAu+c7u+8VHBkFLLX64IpP00VkSyJCECJJABKny3fAPBa3ZEoXLiwSELes2eP0CHpyWAB+6VLl4T3gp+ZpMFnRv8uxTxVKz4ffqYqJWVESwB8+fU/JhxQBiBTpmkFC4oOwcV9G3D2pSFfj98TSLwQAcjkVLpkWCPM1CqGzphyRT8RwcV/HMfxzHzhm0RlkxPmbwQurapTp07BTRWNForTOF1kqBhPqlmzprxA5FIbfp4EV3sVinu4wcLeBjqlEtqYeKhtrKFXAfv2+qBhlfKwcnGE2sIG+kQdngQEQkenMpTIVcgLg/qNxJDuzRCmtocmMhKeBfNArY+DTpuAPXtPwdnJCY6ubihYxAOvXwTD2dEGtvZWeOIfhFkbdmHN9n3/NqbSdf78efPg2uqZsLZ8t2oUFhuLrLU6iaTfGzeTnOgSACmNLObXQuK3R2QOaEUr+NuquFLvB1EnTt/g8uXLwSRhPr/t27cLyUUXHTkZx9DNw88sXGeZBaNdDOHR+HybA74TgNQBmzRpIiaiiAlF2RPf4XC5GQgOjxR+O/qa3kX0IXJSHJca8a2hNc2kBoKPIIz+cygq5s8iAChZYrVr1zY5TURYKHzXLYWzNhzZ8ueHykJj0AGZuxcVg807D6NT22aw8cgNqK0Qce8KIhN0yJ6vMI7t2oEChQrgyIHjyJHfE2XKlIL//YcoVK4swmNjEXD7CvYdOYcCOdyEtXfnwSO06twUPkd9UalqGXQZNRNf1aqFMZOSJ9ymCzEfcTC7Cfjs340zy38RTvN3UXhsHLLW7oghQ78Dy26NOaCc/fJbTQFAmQNaWiBiQCnc6rIQWbPnEJnsjB1TohEb9AcSaGQ+ZErU5SkNO3ToIDgf/btkRAztEYASB+zZsyfcVzbAi68NL7JkBcsckIBglEJQTAgqnRyOWL0aW6zqwbNYJUToLT/iEgLxL+7C4+FulLd8DqXHFzhZeIg4P1k4HeJv0+yeLVGhSjXks1ZCY28FnaW1SED4a+9xtK31JZyzZBHfMRwHSzu8fhGC8KDnyO1dFPHx4YAOGDlhFkZ/2w3OubyBxHgwzqxj5ktChDA+wsOi4WxnBZ1SL/IBo0IjMXH9bizbtE3mzh91Ed7zZMWKFkER9yzYNPX7VM8QER0Lt/pd0K59B/zxxx/yWIJC0gHJARMGHTbhgBEDS+O5tTvCm4+Cg2s2cVxaFZAp/c6QqsQBv/76a+T4o6EAoHFnBGZhyc2Jfv/9d+EyoUsjz8HvDQ7af5v0ekQ1mw2/24/F20Od01gES5cPDwnG31NHwTt3Dnh5ekJlqQA0GkyYuhhz506EWmONiOePoLGxR2xYMNQ2DiLk5uSeHTt27EGnvr3hs+cgsmV3RcEyZXHv+i14V6yAUP9nsLSyQOzT+zh87gbsrBUoU7wg1Coluk5YgGr162PU+IyVhEAvwcBGldG2RqVUn058QiLyNO+NvAUKCZ1bIgJQIkkES9JHxNZH14AiwTSq9T4wyLb8Jm49eCQc0V937YIca5vJAOT56Ig2ASC/pE538KAhYPw+qH/f46js0u1Dlv8umjF6OJxUCWhSphhU9jaC5Z/YcwyN+vaELjIMarU1tHHRiHj1CiorDe7f90dcRDgcPPIhr3cOWDtmwfjx0zByYHc8fx0Jr1LFcOfCJUOkoHA+ZLWzEK4b6jabDp7G7rNXsNcnY/n+uDbUt/fMHIVyhdMo4FcAxTsNxuvIOCEumZFOunnzZpLVu6C24IAk2UOhj8el44aslQ+hqm274c7dewKAPbp3h8fqxgKAxlbw2LFjkzjgh1zsUxyr0+tFLfDg/n1QPKuD8Nvd9L2FLzu1hoVKI3yEegsr6KNDEPQ8AFqlEhFPHiNn6TJYunA5Bk78EaO/GYyfJg6DXm1BGxoqYQnrEHj/PjRIgC4hHv6vQjFp/Ras3nEQDg72n+LWzL4Gw5l0Xd3aNB/uzo5pHvf1lPnYceqi8MdRV5MAKB1o+QaAEvjoxrrSsQDc7K3hU6YXGnXp9d7dIqg3Sjogq+o8VjVCQI+9JlbwZwVALpqwvIrlQcdmrdGkrDcu3XkGe5UCFWpXh9LWDgq9CoqoMAT730dsojUcsrjAUhWPuHgFnkXEICE8BMWKFoROmwitXgeoLOCz9x/YO7ggey5XhIVEYMKa7eg1aAgaNzeEIjMSLV+2DH379UPIoXWwM6OP4tTVmzF24RqwHQerE0k3btxI0vkW1kH8wENGOqAlIgeVxqshm5DPy9tECrJj2uRKLExPu5FR5798keiY5Ig2BqDEASmCPzsAcgFjY+NQsVhBfNe9E8p5uCAxMQGbjp5Hh6plkK1wQdg6OECREAOdTg2FrS0tG5w9dxnxljaoUK4wrKCEnl0aEhOREB6O2b+vw6BeLbH/2HnsOHkJPb4digZNmmUk3MlzYXb6j6NH4cXeVbAyIzp17NJ11Og7BjNnzhR9WCQASie0egNA+bOlJV4MqQK3OSdk8M2ePVsce+HQHhTfOU6uB1LZO0Pj4SWyoOIeXDVZr7frgrt37w7P1Y3h391Q7kkiAFmL9Fm26OVbVLJIAQxqVQ9ZnbKgQFZ7OGXPjosXb8DNQQ1P91ywtLSC0koDtYUa69fvQNc+3bDy99VoWLMyXoSG4M9th/HDiF6ICgxE90mLUKxQXoye+Ss8c33cRowfE8mLFy/G7GlTcHPj/FRdMNI1n74ORt4mPdGiZUv89ddfJgAkEKwX1UXcgIMy2KytLPFiRD1knZ5kra5YsQJ0o+xctTRdhenGnRH+cwCUFnhg/77YuXU7vm9fX9T/li3oDZWlGv7hkfh97U7k98iBKhVL4tCeA8jhVQgn/HwxffxQWCbEITgoEr/9vRMJOjVeRkbh7z0Zvwj9zz//xOypk3B22XSzKhOj4+LgVq8rSpcth+PHDXl/FMGSzkcOSABKZG1piYCRdeE6da/83T///CPi9uktTCcXlHTAbt26wXNNE/h3M9QbS37Az5YDGnMV1ofQeR3k/xg/fdsXe44eQ/3SJVEwjzuc7OyhtlCIeo/YOOCe/3P43nmK7T5n0IKup60AACAASURBVKFlE+w65IOtu/d+Nh2x6Kr6svQXOLvsZ7Pqc4lSl9qdULhYcRw5ckTEdK9fv57E8RbVRWz/A/JnGysCsF6Khek+u/5G1WOzzGLoWQb8ClWFxnIyggTAgO57TKxg1qN/liL4XaswbepPWLtqLZ48foAuDaqjVP7cyJIjB2ITdUhUqjFr/iIonF1Rp0ZNzJg9z6zFzGiDCnp74/TiiXBhXYwZVLrrUNx++kLkY9IyJQBljvcGgMYc8MXIenCavDPFM9NPHBcTnepVWVcSHRcvuuymxAGNdcD/HADNeB6fZAhjocwcYjH/xya2LpneuxUaVTStn37XdVqP+QVbD5/G/PnzwR4tUpyeQLBZXA8x/fYbcUArIYIdJ+4QpzOuCfHMng0X2nnB3TrtnHy35TehsrAU4n7r1q0iqyrn2qZCBBv7AcePH//f4oAf+2FnxPPREj66fSM2T03KcEltnr2nzsey7QeEA5vllcbZMBIAJbBZ0QoeWRf247eJU16+fFk0KGfm+v4/WZie1B3LumgleIzfhMhTO/Fibn+TKWRbeRt6lUaUcjB7pn379gKAz7smtfygFZwJwIyIsDTmJFKf8ufH/nljUTSPwbeXGv2+4wD6/DRf6H9MrWL5pcTZbJfUFxxQFsHUAUfUE4Xp5JBSNwsec2DjajS8lNQZgce8qybEbcUtUWcjdUaQOCABaOwHzARgWk8vg/7esEEDnPI5gUc7l8PpHRnRxlNv9v1U7Dh+VmStMANF0sMkALI6jWDI4uIsAGj742b58Pz584uyzV2rlpoUpnNAtgFz8XKBIZHEmN4GYJcuXZBrXTM862LQLXl9ckB2ZftPGSEZFC8ffVr0Bw4cMABanQ6s4yicNxfG9W6HFlVTbh8SGhWN7PW7QqXWmKTNEYDRff8RScZMIA0LDUHAiLqiMF1y1UiTj34dALcFXUWDgLTIZv4l2Nrby9kwxgA0NkIyAZjWSmbQ35n4yUTgwMBAMcOa5Ypj/68TU3VOF+88GFfvPhK5ehJJAGTGNOszcri7Cx1QKkw3vn02HQ97cAP+t9OujSnTrCOcXJMK07nXTO71zfG0s8G4IWVywAwKLnOnxRIKFnfndnfD9T/nw9Yq9ZzNCSs2YuKS9cKwkHRAu6UNEPXNviQr2NoaL0bWgcWoTYID8h83JyLYLXXx0Expwu1X0iT7rhNhXbuLrANKAKQINraCWRmZKYLTXM6MOYDx2UULF+DulqXwdHVOc5LPg0KRr1kvUSUnkQRA6bMNATiiDlQjNshjmHLPbPn0FKZbNh0Ix9bfyQBkCUeeDS0EBzQWwZkATPOxZdwBR48cQaPGjXH+j5koktvDrIn+dfg0CjRoL3M8+98bIrKPoSE5gWFrY4MAAvD79eIzndZ0YLdr1w671y5LV2G6Q+vvZB3QGIDGHJBFbJkc0KxHlzEHsbC/iLsT1o5Pbom+a8aXLXPLP0kAlHVCa2sEjKwjCtPfprN7t6HxleVmLYR16+Gwb9pf5oBscp73z5Z40snQ+FLSATMBaNZyZtxBZcuUQcCTR3i0fRnYXtccumSRS+Z4DssaIaL3HrnmxZYAHFEH+u+SCtMla5gJrdqVI80qTHfq/Qvss3nIHNAYgMZ+wEwAmvPEMvAYNv9mkuqdLUuQN3tWs2ZKDihxIQKQIlj2C74RwSxMp/Hh4uIiKuHeZxNxdr+VHNESAB93NERYJD8g96fJFMFmPbaMOWjpkiUYOGgQ/hj3LTrWTWppktpsyQElkjigLILfAFAqTGd/b+4XzPgz64LZnoPhNdbusHE9S22pP7KFC2uICVTROECpFMdIe8W9zQElEZwJwIyJK7NnxWIjts5oXaMiVk8YalaOYFoAfDm8Bi7XGw12KWNROxNSpcJ0hvLYmID7+THhgrXdLGJj3TgzZbiZEQvTSdRPpbJMYw5orANmAtDsR/3vDqRTdtPGjTh+4oTwk4ne2RUqiE3+2A4jNaKoCwx4hsfbzNMD/TQ5ZR3QcXljhPfabWIFx31XATc6LYC1nb3otcO+QFJfH9aFsGw3KChIAJHN58n52PGMXI+gZLsORlboO0wJgMZWMPcozBTB/y62TM7Ot5+ii9tfLV64EFeuXRMN1yWuwG3HWD6ZqNWKmhUSHyxz69jhauSIEahZq5boPsDvSQQA9397unslPF1d0rwbAlAiCYDGIpgADLR0xdO6Q5EtT36TwiRp3NthupQ+G7fmYDZM/k2t8aiDIclBEsGZAEzzcX3YAIKLSZncZ4Vcjk0lmWFCcnd1QTGvXGhZ40uULeyF4l55YGG0IxOboF259wgXbz/A5sOncPXOAzx/FSS6ehGAFL1svcs2GQT0qolD0bV+Umexd838otpTBpXTiiYI67lL/syGntbTWwDR5u2EkNrqMCfw9pvC9A5tWiPf5vYCgMZWcCYAPwxfyY5mEiqL+9etWydS4KmjkePlcc+Gdg2qoXKxgvjCOy88XJ2hSaWvy7umlajTw/91MG48eorjftex8Z/jePD8hRheuURh+CydnuYdEYASSQA0PkgTEoCbp49+cGF63f4/4M49Q2F6u7Zt4fV3WxmAEgfkPtWZIjjNR5b6AL7RbDGxeNEixMbEwNMtC0b0aINyBfOhUN6csHzTwuwDL/POwynSBs1ZhhXb9iP40HpYcQeBVOhtAIZ+vVPmgNTx7n9dHHb29rhZeyiqNTZs3fE+ZFyYLongh+23mHDATAC+z8oaHUORevP8KZR0UiCfRzao3/NhfeA0hF7VbdI8DOnQFKUL5EsTgHInhDciWNLL7GxtET+sIoKHb0GuPHnFeegLXFDXC7lUafeLqfXtRMRWaCHCd7ScJT+gMQClJAcmUmQC8AOe/IZVK1E5pz1y2aWvfXFASCi6jp+DzT//AAdrq2QzOHDxGmqXKppuzkNOfOfZCxTKlbrVfEGVFDd2XtkU5IAkAsPezg5BI2oi+1wf0dORbd108bGI/e5Lk+0ZHGt3Et9HHE9KXJVuRD3XsBcgIycSABlL9vqrDSQOKIngqVOnZorg9GKQm7mc2bsFFd0soTbS42ITE7H92BmULVoQnlmzwIK7N6VwcnatytWsJ1aOH4IGFUolGzH7zx3Ye+oC9s4ZL7p0fWxKCYASRyQHDB7bWBSms5CdnCuK3cZ+rG1yL55TtuHZ2OYpTk01x7CRDcW5VBUnAfBBu80mVnAmANP5dCMeXMWra2eRP7ubODJRp8Ppq7e4hyJc7GzENhHfTFuIw+cvi+TQsb3aY9zXbU1reBUK5G/ZB0M7NsPAVg2TzYDbUJTrNgx9WzfAb9/1TucM0x7uq0zikC5/NENIj6QkUcEBxzZGlp92C2OKjuaYiNB0ARAzzwhf4LsAaOwHnDZtWiYHTPuRsStSIvQ3TiAhItTEVfKuY+8+fyHE7Jmrt1AkXy4cXjgF2d50s4pLSETupj1RsmB+7Jtr2CPPmI5euo6afceIBNOAf1bDzvLjNgdNDYCCA/7Y2KQwPSL4NeynNTEryqK0sYd2oqHMkzFkiQO2bdsW3n+3xf22hlR/SQRnAtAs9AG/zp2DnmVzw5YbWqeDmo6Yip3HzqJ9vWpYP+k78RBfhoQhd5OeYl/iL0sWwaRvOqNiES/QCU3a5nMeLYYZmmL+/fMPaFU9aeuydFz6nUPPK9xl/ZIcMLh70ubUEgd0fqswnYaIOZ3y2WWXXW5JjJhIOqAxAI39gJkANPOJ9u3TGz+1r4ksdrZmHmEY5nv3Ecp3GSIeuN+6uSieLzfuv3iFgi2/gVZr2gDyC688mD+iLyav2IiDZ/zE8dmzuOD7ri1QolB+5HZ1QW73bNBoDPvivS8RgBJlWdXcBIDskx08tpFcmP6+1+BxbDoqAZCx4gKb2wkOaLxhNbcay/QDmrHKTo4OuLx2LnJnc0VUbFya9RfSKQkT71bf4P6zFyhZMB8OLZiMyr1G4dajp2ZcNeUh7GSfzcUZc4f3RvMqSXsrm3vCtwEY1M3QA1tYwfYEYGO5MP3tc6ana66np2cyAN5r85eJCM4EoJlPrUL5cljybWeULJAX+89dRt3yJcw8Eug8aR7W7Ta0weW2YFKM1+wTpDKQW7M+2rEctqls1/D24QSgnGS6qjkIQIkogglA23FbZDEt6WzGDmlzYsHMjpE4ILf6KLilPSQA8nj6ATMBaCYKaNFtmf49qhQvjBW7DqFX41pmHgnsOuWLJkMnmz0+vQO/LFEYxxZPNXEJpXaOc8gu/+y6uoUA4KpVq8AOVgYdsBFsxib37xmf0xxOyO0cUgKgsQimnzFTBJvxxEXQ/+EdnPtjNgbMWIwVYwaZcZRhiH9QCPK36IPYuHg42Nrg+b7VUOn14D4er4JCsPaf45ixiqLJ7FMmGzikYzPMHvy1WZZqSgDk/i1scZeYEC/cMCntmJ7e2TFLRwIgS0gLbe2Au60N5Z4kJmdkAtDMVSUAmXjZv20j3H7ij3/mjDOrQylPH5+YiGIdBuHuE3/Y21rDfy9dK6bRk8jYOHSbOA9bDidtp2Dm1ORhexZMRoOySduyvuv4s/psss6XdU1LvO66VYCBxemvXr4UbpiUCtPTOx8ms6YEQGMrOBOAZq4qHxDbzDLbV3Cx3Sthl0IY7V2nazlyOrYePQ07W2sE7FsNu3f0d34RHIoX4RFwtbFBdldnvAwOhX9oOI77XhHO7duPn+OR/8tkFjSvS7E4tGNz/Dywa6rimACUSAKgpNPZ2xn8gNKO6WYuT4rDChQoIAOQmw8V3tYRd1ptNOGA3FcwUwSbucrcVX7u3LmwUKtwb+tS0RLYXFqx+zB6TpoHOxtrBOxdBbs0uhikel6FAlHRMQiNjsHdp/7wu/MIJ/yuYt+pi4iJjYObsyN2/ToB5d6RlHBGZ+iORSIAA7tskS/n8MYKNi5MN/ce39YRma8ocUBjABpzwEwApmN1ySXat2uHTX/9hS0zx6BF1fLJjqZ28zI8Er0nz8NR36twtrfF3OHfYM2ew9h25DQ2zxiNll+l3EAoHVN551DOkXsgB4WGw8baCmqNGhbcjNsoZk0AShwzJQBSB+SO6R9KxtkwbwOQ56YV/FkAkAmdZ8+eFfUGGZ2YAT1s2HcIfx2IrM6OcHKwAzvP21haoG7FUujTtM4nvYXHr16jcOv+Ysf47FmcReRl8PikpFW3ta3wqnOSxcuNeeiIxndrP3iejJ4wKsLdUZmeX2R7J9xu+aeJCJ4xY0bGFsFsys19zljg8m+0u/3gVX7rBNxX2e/iRVS2iYSGu2BnALr64AlKdhosRyAICEnnSwZAe3vhhoFRYfr73gKfGy1hFjCxcMoYgJIfMMMDkDoENzBkfernQgHPnuL1g1v4wiomw0y5bPdhuHDznpgPd0aVKNu61njZ6W9ZJ3R4A0AWpj948EAUQ7HWl88gvWR8HW6wWHRHZ8EBjbNhuIFOhjZCuLcF61OZ3vO5EFWG0ydPopqtISifEejvI6fRZpRB9KYEQGmOLDinCJYK07kvHTepZpE5iffG4nTuV8KEU6ocBCiLpMjp6HxmEgI/M51rx44daNasGSQA3mqxwUQEZ3gAsrCnRo0aaT5DVuazBoHEYudvv/021Z030zyh0YDGjRuDopWbcptD1FU5tkYGAuAxv2uo0W+sePjGW7dmX99GcMAkANojbHR9XKo3WtQl05WycuVKFC1aVAbgoUOHxM73JKpI1O/oI2UHLEoqqTidop4MhLuqV69eXXBAAtDYCv7PAJCLQZDwjWMMkou8adMm0ROZ3eGZ5cEtClhIvW3bNrFVAd9sHsO/3EqAby1byTJLl4vPxeFiDRkyBN7e3uBO5eZQRgSg391HKNt1qLiftwH4oqNhCy+So6MD9COr4mqH38RuojQkyOW4fsZckqFJvvTkevSRli1bFpUqVRK1ymzhQYnFjGqmcBGkBGCxnV1ws7mh7RuJx82aNStji2BzOeDbACxZsiSqVKkiuCd37maj7QEDBoDbTs2bN0+0lmDXTr6hfMv5/1xsgpZdCRgVYPiI4kXa5G/OnDnm4E9Y6+SAVa1Coc4gqsOGAz7o9ONMmQNKRgg5oAkAHRygH1UV4RaOuFqlL/IUTV4yYNYiACa9qLnVgzEAJSPkPwVAvmlk/xQPVJ7Z2bNevXrYuHGj4IQEX4MGDQQXZLsLWmYsEuf31H341rJRNxvqcIMVdgUlcZ8LckqKEnNIAuCQb3qieY1K6NWiLnJmcTGrubc550/vmOevg0UsOi4+QRzq4+Mjh+LcN7Q1ASAL07Ms7A59mKH39IfQ4ZeG65GK/bIDxfZ8LTigsQj+TwHwQxbrYx4rATBX+H3YW1vh6sOnmLR0Pfxu3UdWF0fUKlcCkwZ0FeG2f6PoyPhe4rVa5Gr8tQjpSUQASkQABnTYZHL7usfX8OjccXCD8A+hSw+fy4e3GDYJxfd0x41m60xEMLeCzdBWcFoimG3++S81Ypo4N2wOCQkRFrVEixYtEnphWkRvPUUyiZz0jz/+EG3J3kWp6YDMgQ4Oj8Dle4+xZu9RnL92GxHRMWhYuSwafFkGtcqXeGec+J0XVCgQQ2f9tbu4+ywAu06cxaU7D0U0JDomVrTyMKbUAMgNaQL6l4PS3hlBrSagZJXq6S4Pla7FNm5S2hbDchTBBKAxB/zsAUj3AA0KbldAa4wLSBcB3QfcG43ilEbGsmXLxAYtq1evli07+rnYoZNE1wJBtXv3bjB5kkYHty3gNqUUvTt37hQGDkU0221QfL8PAFM6hpyG2TB3njzHuVv38eu6bQgKi0CF4oVQ+YtCGNqlFawYurXQ4PHzF/jtz114GPASl27dR2BouIj/spmRuWRszef4s53ggJJh4OzoCP0PXyFi1A64exqaGNHdsqROXnhbJonUd12rXMd+iK/XVzwPAp1GCQ0Y6tlf7OoqA5DH0wihXv1Zc0ACgjFFdoei5Up69OiRaK5NIFJ/O3bsGC5evCj6tSxYsAB169aF6FeXN6/giIywsAibBsnSpUuF5SbtJsRFoi5IAK5dawhPEdDS5s8pPYiPYQVT+umgx4ugEFx57I9e42cj4HWwDBRzwZbSuLcB6N9+ozzMydER4WMbIPuc4+jTp494cRNjopAwoqq8PYNt2TqIvnIcdhWbIOJ4kgtHOolm3gXB5Q4fPiyyhwhAGn0E4PWma01E8H8GgOwQRXcJN3ChS4VWl2Td/v777yLoTTFK8LBYhtyMY9nilkQDhAs+aNAgGYBMFyeoWRtLANIdwYgAgUrgfywOaC6YWM65fv9xDPxlMaK5+fF7EgEoWcHkgKYAdEDEpFbIOm2veMmocrxdmO7afQKUGkuoHF0RMDN53bJy9jkheiUA0igsXLiwCQAlK/izB2B6nsHChQtFw0eJuA398uXmdX1Pz3U+BgdM7Xq7zvihyeDU9d7Ujpd2TucYj43t8bzdn/JwZydHRExqKXZMv3nzpuhJ+HZhOgEYvGk23PrPwosUAKiYdVaI3jNnzog95rjDEjNjiu/uhmtN1sjgZ9csprd91iI4PcD4VGP/bQDyPqr2HQMfv5S3zLLQaETHfBdHO3xZogiqlCqGwb8sFg++a5Na6Dk8qRj+bQA6OTkiclJLOE/eJZaLnCwyJAh2Uxuble6vsndB4jhDx1VyQBqAEgcssae7DEBJB/ysAHj37l1hZEghN4pEbl3K3XaaN28uxCK7i5KMLddGjRqJbUoZEcmZMydY/2BMfNN5TvoG2e1KintKYyiqGWKi9UsRThHG81FEccdvtqql0SLRpwDgUb9rqNVvbDJXib2tDV7uWwVro4xrWsE5GnYX+iSJOrFknXpu6iBzQAKUHDByUqtkO6ZLftK0ipGkZ8Jx9GBIxFCeBEBjK/izAiArtxgC4g1wt8glS5aI/sX8nhvwMcTGzZwZAaGBQScz9UASm+zQKGG7CEZEBg8eLHQ51iT06tVLREGaNm0qfqPeQ1AxmkJgUf/jb3Qr0LLm74yWjB07Vpyf1f3G9CkAyNJO79b98Djglcm1mfP3ZOdyucuC9OO8TTsxZNYyGYDS9wTgs7ZJ23JJIljaMf1DpMbRo0flwynKjQEocUBGpT4bEUzORWBJehxjtRIAyZlo/dIYYRU+uROjGTVr1jQBIPMKCV423yZHpWFCI4XxY3JAApCWMq/F/XO5RQEBTquZCQ50+TC6QiuZfkXuQM6/XGC6K0ifAoDhMbHIVrczYt9EN6QnXbF4YZxcMg1KpWlfrusPnqBEp8Fie1dywHcBUBLB0o7pxgA0pxbYuHaYAJQ4JqVKyb09cLXxahM/4GdlhEjJqRS73AKAIGJ6EMNv7JHMLBiKRlpcEgejz44uAG66UqpUKRGIJ1ioGJOjUbSSizHjmiKc7hsez57O9P9RfyHH5Wd2gud5KZKlBtw8ltfkb2+L4MqWoaJ+5N+gg+cvo+6g8cncMj2a1k6xZJR9pst1HybuhQCU/H45/+ooOKDsBxRGSCvYjUuqE3nf+RsDnRJDAqDUoJIuLj6fz4YDprYQ7M1MR7LUOZ7czVgve99FfJ/jJA7YqGEDEXabNaw3Crgb6jA+FnUcPxsb9iVxMp5XrVbh1T9r4Wxnk+wybCFXpfcooTMai0YC8GkbwxauzNkj46QVLBWmSxxMOmF6Phtb2wRgqX09cKXRahM/YO/evf8bAPxYD/ZjnEcCIH2Rlho14hIShChyc3bCljljUaFAftN+gem8aHRcPLLW7ZzMF9i0RiVsnTZKgOhtOnzhKmoP+FE8fAJQEqcSAGkMUMXI4uyMiMktYTU6KUUrndOThxsDkPq0MQAlP2CG7471diyYD5fxW5r369evF7W6dB5T/6IjmRkw1A1p8dLwYBSDITXjpFZaZBzz66+/iigKM3Z5HPW6kSNHCpHOODH7HFMPpAFC44McgtEQig0aLwzZcWFpjBiTBMCvrMPkajSCMDohETuOnsHuMxdx//FzdGlSS2yr4JLOjluDZy/DrxsNbXXfJmtLC2z85Qc0qVja5CcWxlMPJBlbp7n+7oQnrQ0VcJQYrwMDETm5pShMl0D6vn8JQIljUv2RAGickv/ZZcPw4Xbt2lVEJ1jqx380RBjXpfVLpZY5fUyA5GcaIWJX8dyGLUqpMzLCQfcJidnOtHKp/zFktGbNGmGcMPmU7h0mWTLZgboeAUfjhgvL8zMDmCBn/DglAKaVEc0Hm6DTCUOCdcJMhUqLvvl5EZZu2ZfWMOTNkQ1n/pgFN0d7zN64E8NmGyzg1ADI35ydnBA5ucVHKUw3DvkRgKX/+RqXG64yEcGflRuGC0QA0oVCzkN3CMUcK6/IlfgbY5eM79KtwpRwJpq+fv1aWM7ffPONeADUR8gxmaHBfwQgOSRFU2hoqHDlkBOygzuTDmjBkYsSgMwl5Dhay+S81DuNOYo0x4+Vkh8ZF4ecjXogLDJazF0yFtJEoHAiAw2rlsc+H19h/ZKoIzOlXjpX7s2d8bjVWplTuTg7I3JSC5Md0825VkpjjLNuaDRKADT2A1IK/SeMkPddpPc9jmGmgQMHCr8kLeT34YDmXnvYb39g9tqtqQ4XLXFdnMAml9myusArhxvye2RHmWKF4JHVBZZKBRghIY89EmUvn0sCoPSFgQO2/CiF6cap/wRgmf09BQc07o5F1SYTgOYiwcxxH9sP+OhFoMholh5cStMoUzg/zq+cZVbungRActM8W7rgUcs1phxwcguxY7oxt02P9cv5cbwxB2TNiARA1ozwd7ph/jMAZKoVdbKUqEePHqKySyLeNGs9GAEhUcejjshxH4M+NgCP+l1HzX5jUhW/+Tyz4+7fi83SIwlACVwSAKX7lkSwbujqD14K4/JPArDsgV641OAPcW3+IwDp9P/sOSBvlHqfZDHTKc0oCKvbaFC0aNFCVGoxzktnNrNwqTPy5mlNcyEY8aAeSF2RYT3mDDLuTJ2P6Vu01qTipLSezMcG4KIt+9D/50WpXjZPjmy4v2WJWQA8HJlU4WYMQIIiC9tpTGoBFqaz4o0xcqkqLr3WMEWwxDnpuJcAaCyC/xMA5AMfPny4yMIlJ6Sbhco2natMNOVN0lhhDiDjwwy9MVNaqnLjZxYrSVkbtIQJQBK5JZ2l5nSIlxDysQE4bd02jP41iYOnhMTi3nnht2bOewHwYQsDtyNYWMxFI0QqTGePP+ZXMnpEoheBLybXhaFLKeGUJa0MgzKyRCOPn8+fPy+iTVxLcsByB3sLDvifAyDfTAKOfjsuCv9yw2Sm09MCpiuFQGSZJReGcV1mdzCDhmDlojGsx5Aa3TvMYWOiKrOsaUkzCZX6DEN9bxscKYFBAqDzy+some/DWookJmpRuP0A3HsakCoHHNmjDab37ZwWcxa/H4qwlTlT3q1dIQGQv1EEx05sAr96Y0Q/HnoJmAVET4BwGyUkiFAevQNsm0LuSAODljV9slxLhiopWYwL08kBCUC/+itNWnMwRzNDi2AmBXARjAujzVrl/+EgFmyTa/CBdGtSG23rVBH7t+XKwc6kSty89wgX7jzEvWcB2H7kNJ68eIV6lcqgRvkSKJrbAxVLFIGGPhS9Htt9zqP5mz1DUrulFWO/RY8m5vWtJgAlkgAoiVcCUDOuFi61nYuIqGhh5ZP7M3YuEf+fLzBj8ux+Rec82/sy6ZRclByODIFqjdh8OzFRZJaXP9RHBiDPRdUnwwOQ3IhOZnKxz4V8fX1Fpi/VgfclL093lCtWEFuPnERsXOrFQLO+642h7cxLGOV8DobbyBww37ZueNB8lfyZOiABGKuxxclS3VGogmnpQXqsYbqqpPGULBIHNLaCMzwAuWA0LigG+YbxzcuoRH2Ihg7feL40dHxLu6O/a87MXK7/ZRncfPgMV9bNA0NpJCYNcP+5B68CMXHBGuw55SsKy7nRocytHOxxauUMFPBI6npvztoQcmJCywAABJVJREFUgBJJAJQ+M40r19qh0L1+Zs6pUh1zLTQRr+IMRaHeEzeizJH+uFhvhYkOyJBnhhbB0h0GBwcLw4G6GhVjWr5UiDMS8eWgDsQ4NOmnKVPw47hxAjAElodbFjg72MPFwQ6d6ldHh7pVRS/nxsOmYGDbxqhfoeQnuZ0DYdYyZ8q/vTvuN/tDeAlYmkqOxa0aIsLD3wDd0NDhjUZg8vf+zes4tPSXFOec09UFzhZJocW8XUei/JF+AoDGHPCzASC5Cg0BGg1MCiU3ZHZzRieKYTY8Iu2cOw6N3koSWLn3KOZv3AnflTPNciJ/jPslB5S4KDkgAciXJ6Wd0WlokLPTIHmbeA7+zmeTUrIqdxaQ6M6dO8INc6HuctkPyBj9ZyGCeRNMFKWbhVZsxYoVP6t+gUxipZ+SVrXf+l9RMr8hMeJpYBAKtOyLm5sXI4+bIZv6UxA5oETkgPearhSgoNvq7ZoPqj40KGhwvO0HZILGrWm9kRgbJZ8vR8lK0FZpD+ZnUnWiMUZithF1QALws3LDcPJk2cxAoTVMN8vnSqx/GDN6NC6tm4tc2bPii3YDUb5YAawex80MWZysRGRUDM7fuCuyZOqULW5WJVp61yMlANK9Qk5Hq1X//A40uYsIFxatYEAP3ePrZs9FkdtQnkAwM6OImUcEZEoAZOLHZ6EDpneRM+p4upWYX0hfJcnRzlb0hpHCU8bz5pYO+xdMQaUiXia3wzYerUdNx85ZY5MVHzFsxw4KHeq8u3B+f6iVzOm8dvTA3SYrhH5NZzGdx9Sx07svXGrjaQFTfap4uC986y4zqQnJ8EVJGRVI/+a8uMkzi6wWzJ8vgOrsYIfLmxfDWq3Grxu2Y8Liddj120Q0Kp9ktHA3Ju9WffHkRSDolM7vmR0alRpxiYl4/DwAL4PD8OTlawS8CsbsRUvl6ROAFMFMaSMxasSokCRuKWbbtWsnnPdMAOZfqhIUqdxbjjF1GobklGxrwkpFhjKl4wk+hj6pNpU/2EcGIK9FPyAjWJkc8N9E00c4N32KjGtTB5aoaP7cOLpkKnb4nMfYBasREBj8ziu97btjNEf6znvn17jdYAmKFPtCiF/GvFn1JxG/oyuJ4pj6N18OckvR7apYMaE30kdLvY79oRnOZJ01iXovwccYOvMjKx3tB986y0ysYCYEZwLwI4DkU5yCvkU2W1q6ZAmOHD0qrE8+ePa1ITi++qoqunbtJsBBIEhF/AQRE23PnD6NwUOGiFIEiQjAgx5dcCcoUZQm8Bp0x0hE65jnpsuLOiI5H69HNYJ/+T2Tcnl+xpH5mWE4Y/Ax5p7DXoV2AYtxurapEcIIVyYAPwV6MtA1mJQh9TckAF1sNVikboUSlapDpbH44FoQY2uZt33u1AkMiF0PS4XWBIA0fDL3C85AwPhUU6Eux5IFiuEvA/6G4uY/n+TSqlylccK7vwA4Q6zM3ySXzuSAn2T5M9ZFKMpZ22KsV36qGTIxgSKcvkXhANenp9LlU80y8zqfZAVoYDx78gSt2rRBaGCAyKrWfEBnf27CXbL7SKFLpkU0YFhc9n9m8tnDKi6D1wAAAABJRU5ErkJggg==data:image/png;base64,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 made it harder for a coin edge to land because... logic45time030HeadalongRun0The longest run was 0H,T,T,T,H,T,T,H,H,T,H,H126110.2030,100T,H,T,H,T,T,T,H,H,H,T,T,T,H,T,H,T,T,H,T,H,T,T,T,H,T,H,T,H,HT,T,T,H,H,T,H,H,H,H,T,TTHT250