data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xu19B5hkR3XuX3VTx5meuBN2tFm72tWutBKSkAQoWkgyAiEsDDz4AAewAfNMTkZ+YAPGxn429gPMM8b4OYCTRE5CEYHy5tXmHGYnT/d0941V7zt1+87c6eme6ZkdIWFt8Yndnbm3qm7VqRP+E4p9fLRfYpb2ydySab+9a+yM+jfjfLbXnle/k0LMez4MDBKzLs1kn5vNJMYgcMT3ACkgJcAYo/+b97jzfYFGaGyW8+158Z+v3geiITYXAS7+NF64PTZ8aGVI+qwWZfGpg0GH5JehRYRX6/vZp/ODshwEvwzf8cKZIwtJS9agr18WoqMTJGUoeWY7eOyu8QG5EBH1wqGGxftSKSXyRw4jv+1xcN8G0zTw7pXIrV0Pq6UF/JdIram7KoK4d8i6GeOYi0mfI8DFo6+6PRHhlQcG0P+dr2PD7n/Aa1aeQXNCwhfAvmETj+V7sa/zGiRvfD1a118Iruu/gFkt7hCTYnaeuu85HXBx92FGb165jJP3/xgtP/lrvLlvDzYt8aBr4WNkrORthgMjFoqOwBPDOTy59rfRe/sbkO7seJZndvbd08FSHzFNzCrtteHOzxFgw0s1vwcD18XQrl0o/Ntf4tcTD+Gm1WUkjak+aN+eOmnh7lNX4sbXvhcDpw6jY89dsFgRfy7ehA0f/CNww5zfoL+gp+MqW8OGVZ25nRPBi71ppOedOoWTf/dnuLn8XdyxroCW1MxBRksM/zDyVrz1vZ9DLtcCx3Hwtc+9C69OfgV/t2cpBt/zLaSXLEHh8BFIuwyrqwuJ1lYwTtwlBvGEmM9if8WM/qbZCYwv2pCKAJ/12b+ABhg9sB/uVz6K9/b8FGs6grrC6NQ4x5N9X8QrXvtbePSxx/DkE0/gog1r0PTTO+F5Lr544ReQbevCK8dPYlVHKx46cAw7rrwBqd7eEPmriL6aS1uxos+KSmJWrBqDk/29+IR+jgAX8XAUjh+H95dvw4fOfxpLm2c/164PfGHv1XjjH9yNb37rWxgaGsLrX/fr2PG31+KlS47hHbuux7VX3IK3XLUZusbx6P6j+I/lG5Hu65t7xhUcsR6RKpBdMdGZBFVbr5t7yIU+8YIgQBIf+aNHYLW2IdHUtOgiizZt9OBBjH/2t/DZF+1Gd3Nj23FgSMOPxW/i19/xabS0tGJoaBBP/tVVuGnpQXz2oTbcdOen8aIN58P3fXz+yb0YvvmV0BOJ+p03oP8T0QkpFMitiK26Eff8BYj0aNgXBAEO7tiG5f/8dpxmHRi76i3ouu7lMDOZxqhkjqdoE888+jO0fOMD+PBFB5BLNt4tbf/ufhM/N96MW9/0BziwZzuaHvl1XNxdwtbCZpx/46eQsBJ4YOsu3NO8FM1XvBg8MqEbH+Z5/eQLggAHtm3DTf/1arx81QQePpbEN8StaHrD+9C0atVZn/Zifz+ML/4OPrLi52hKzF+dpjdO5zU8OroeYyWJ163aqazlB85swsab/heO9Q/h+49ugbF8JYqJNPIbNqHp/DWLzsWfKyp9QRDg0O5duO7rt+HX1k9A+hqGti3F345n8MzL347zbr4NZjq9oPWXQYCTd/8T3nzof+Gl5xXPSkUXFbtC4wD9/atP9+Ilr/4UlvV2wTQIv2HwggD/78ndOHDtLbBacgua8/PtpRccAWKgGRjLwl9xEltOa/irk5ej5Z1/itY18+cq9tgY+F//Fj7a9xCys6hm8930ogv87c4X4R3v/GMkLGva68cGR/A3aEZy46b5dtvQ8wmbQ6uEBnQMGkiVOMZyAcabffV+MT3/yKLZBn6BEODuCgcsAK4OHOgB1p4ANKE8EV/e3YvdN30GXVe9DEaqMSWODJsTP/oufvVn78arLygSSrFoLRDAx3/Uhit+9UO49crNMCquOdI3dx05ha9lliC18aJFG486yhY09B1vDPju7/Iw0hoS5Nm2FwQBFk6cwNov3IK3bToDFnDgTA7oHp2Md3J84CcHLXw7eBlw6++idfNl0Ks4T/VCD27fBu3zv4k/vvoYmhuj2Yb3ikTwXU+sxqmb7sLm4VO4bsMqmFzD6dE8vnF6HLnbXgUjXQPdbniEqQdXHrJAXC/eIi43kQkw3OYj4oSmCxje1LO715cXMOL0V14QBFgaGEDXX9yM91x0IuRUNeAKQiRGywz3HGrDg+vejZ7b3wQzU1s3dPIFHP/Dt+Kzax/G0tz8DY+5do0I8A+fXgfnI/dAeB5014F0XAjDgNXdDc1sjFPNNU418R1Z7qCUmlvErt8dnrhzBDjXCld+Xzh1Ckv/8ha8Z/PpOZ0DbgDceziDf8ctSN7+u2i/YD0YWQZRkxKHv3033rr993Ddaq/BGczvMeLI79/5YmTv+jqM1OJwuuoZxIlvvoR0jgDnt58Y2r0b13z9Nrx2faGhN4mn5csM/7Izi6+Xr8H6d74fnRsuUO8GtoNTH3s9vnTJT2FWoloa6nQeDx0ZYXjf+G9i/Qf+6FnB/ciwWH4kNG7mS3z0zjkCnMdm0qPDW57EGx+4Ey/uLs7zTaiYvS8+YuLe3O3I3fAaSN/B7Y/8Du64oDTvvuZ6gUTviTGGu55YhdwnvoHmRtxuc3Va4/cRAe1dW0awgEN0jgDns+hS4vi9P8A7tv02XrTUnc+bcamLw8MMv/WTNfCauvEnGx7FFUsd6IuYlzXhAN8/1Ix/MV+Dvjf8DlpWLF/QXBt56WwJ6Gzfj8/xv78RskgE+OBhE19e+ofovumVGP3eP+OyA/+AV553Bj05eVYANBk/B4cYvnFyNQ685L3ouu7meQLj009B3L9LPt3o33H/Lg8E1hxMQCQ5TnZ4mDAdMKkDXCrPEL0TPR/9nQcMRuBj1ekUUBEkuy6wp9F7fDz6RfX40VyiPykFgd01Orj4Zlwjx3BBzwQKOpEguUHmLP1bgIlYpGd1v0SAP/wO/ufet+Oi7oUZDWMl4A8eWw39w/+K5mXLEXgBxvbsQuGrd+Ed3Y/i0r5gQdzQC4BHDuv42+Kt6HjzB5FbvRaURlG/VWIB1QNzW6v1+qEjs+aEARrqRHuAYtILCXCyz/gkwnE0wSHhY92+0CjyDYl9q5wF7eJ0DrhIBFh9ahYys+oTNLMPDQwChuZCqJi4BKTQIVhIWPE5RP+mnx35xy/i0+4n0Zeb/6YVHeCvtyzBtpd+Aqte8aqKUcBVPF55ZAiHv/4VXHrga3j7RYMq8LSRQJKSA9x/2MA3+1cj/9LfxLJb74BFUTpzEtbiECAXDOefMtUaDrQGGEt5kEwHq2SxQZFm1MI1MwSHzwOs3xsS4MGVNmxjdt5ViyPG91Tt18dHhmbphUFoNhBkoLECfCuJrmIO/eMDSDal4OtlQHIIteqL6AqoQb0cPjiT2LHvm3BcFwk9Ad+zccmmV0CKHnhsGJDT3VYRER76+8/jT4JPoa9lfgQ4YQMfe6gLhbd8Eb1XXl0zvVAGAuNHD+PYP/4VLhr5CW7uG8YFXQGypsQ09AZAf57huweyuFdehcwd70LXps0K8BaLuHTVIpfX2F0tkFjRH0qNgWYPI80+mNQUl6tu0dyoX+KB6/eFGOCBFWXYRjjxeuFb8bGDyfR5f9rz7K6hKRE8cyEkNJ/DMHzYbgY7v70HV/7KcizLtGIf2w+PN0FpQIKBy9k18rNbZAFDBNix57u4YN31YDypFkxIF3sO/QBrV14GzihQc4rA4gt36Kufx2eDTzdMgLRnJ0YZ/mLXGhRe9zn0XP7iaYtW61vINecW8hjevRPFx36MVP8OLA1OY13qDJZmXGwbzuLh9lej6/bfUGL8ucx8o1hAIkBdACOZAAM5H5Jx8kzO2jQhsPZgyAHjBEj/rkXoc0lBWkf2h4MhAVKEbLSwobNAgkuG//jEffit334lyt0G7rr5k/jYDz6M5OEi8iuAiYNF9K5Yigl9BNosFBbve65J1fo9EfmJww/i/NXrYbtZRYCK2BjpLhzbd38dF61/47QAS/K4TXLABgmQYJCRIsP9x5twD7sFnW98P5r6zptxwqO+630LEaOgZP+yjYn+U3DHxpDsXIJMdy80FdlSmVuF89WsgLCQharxTq3kdtqqFf06LJ9hPClwptVDwHRokyJ4qqP43IxAYPXRJDzLw9GuYJID0tO1iDc+9lQ/4cZQfQfuSUzjgNGwggm1v7mgDQVtFAYM/NmrPov3ff1TSKIMJovY9bMRdN3YCy0owzpkwTt/YRBHI+vMpY/9B+7F6vNvhFTKcrxJPLH9K7hs4xsANtNrQKLj0D98Hn8iPo2ldXRAIrzjYxz3nmjDI+kbYV37erRu3Kyij2tFDVeLnFqWZiM/qxmR3MiCnOUzpEd3jHK0lRIo6T5OdvhwNF6TAONDZYscvaMcvg4cXuIjaEB1iPgSEWjCYcg4HAEXCBTLZGAfH5yZlCQYmeHA0O4ietem4Ikckr6Pj1z75/jUg+/Gg18+gl95TR/yPTaEzOBP7/wbfPjf33aWy1L/dS5tDI9uRVvbSyBkdRSGxFM7v4JLN7wFYDMTuokTnfrCx/EXrV9BLjlTISLX29eeTuO+Jf8DbTe/Hk0rVs8ZiPCsfegvqmMZIFvSsXTEhK8FONztIyANjxhPnRZIht4xjlzJQNnwcbDLhxHULh8S74KDIV0UyJVDHXMoLWCbEq5RyUuJE2D1qSUx/J/vewgTxWPoW70OZ/Yex0W3bMCm16yGeWYJPvuuz8ArDeH933gPRGqmAbCw9WTKsAGbqldDH7Hr0LewbtWtSvcLdT0OAQ2GHMHPd30HV134eiUqRwv7cPTUfmRzvVjeeTGcUhnOn74Of3rhYzCqUH/PB/7vk2nct+njOP+1b5wmHhc294W9JRByH8YE6O8krjTJYflQehqtRMrl4IKjbEmUjQCeJpTelvABW/eV+jSXHh7NzhISts6x7oQFXXAc7HBRSvhKj6uHRBC3W38qoVCIwXSAkSaPhGgoTolbiQqGyGjugMsCJF2GtgkDmRLDaAYYTruQxpStQN85jQPOEBuSwdcdGHYSg/fk0XdZF777nZ/gzrfeiu9/7SH0j53AKz5yA5jQFqaFVgtTsrS4Dqnqi9CGhA9w6Dg59DjKTgFrzrsGgVLCCEQQ2L73e8hkM1jT+TI8dvCbEHIYrZn1YHIcpfI4eswLsfQLb8JHXnxqWsxeoczwdzva8cRVn8CKW28H1xbgk1oYvdV8y2dcEUPrBEeuwGEFEq4uULY4XC0A94nYGBK+BBeAowFjOYGxpAePMxhibm40qWJJ4j4CKwYsZGyOk60exjPhga+GsqJ3Ug5D36AJySSOt3mwLTlZPCm0kCPQm8HXONomODrzBnjgo78ZKKQD+AR0x/RMRYAfO9MvZ3C+qNwCUTi38R8ffgC/8kc3oMdPw82W8YmXfwmf+bffh23QonDkVTRwCI/HEfS59qcadafn9xy8H5rGsXzp5TD00ORn8CBlClv2/iM2rLkJBm+BYBwkmp8+cg8uW3E7Tg8fxcGBR3HFujfClIQNcrCEg8cf+Htc++0v4YOXhQRIkSZPnzTw1f5LIO/8ODo3X3rWeSFzfedcv/c1gZRrYOmghpSrYTzlYjwl4NKZ4AyC+QA3FIfSXQlD6GiZoNg8KF8uWbGjKQZNNlbljKQIR4CsraN3yMBAk4vhZuK+9RG5zjGgfSKFgEns6ykrbhvqcZXSHJVXA8bQM6qhtWiAQgePddhwTR8QhOHSt0yNoQjwD/pnT0w3AonmUg5D+lP441sexsfvfyv++o3/jt/919ejYyiHslVGOT1/J3+4KZXAPClwZHAL9h8nMalD13W4ZRvNmW5ctvZVCDQO4Qvki0ex++TjuGrNHdD1BLYc/CGWtHaiu30DHt35X7j4/JfC1LomRTQdrNNHH8fyL/0GPnL5IA6Pcnxp/1qcufqd6Lnm5bCaGsyfnIuCFvh72j9i5mYA9A7pSPjE0TQMZz0InTZreuokCQR6h77L0zmWjmpoKXBILjCYDTCcBXwWCsbZLGt6nyxUUzB0D+swpcSBJSGiUN2kDJTutnpAgxYYGMr4GCDcMObmo3fIsEh4GtoKGtpKDBMmMNzkYSLBlIU8hQNOZ1LsY6fP1CV7+mCfActlC8rjGkq5k8gjDcsbwT++/ym868N3YrSnHwhM5RJbUGM+th78Efb378Clq6/BirZLoZE41IAtB34EpzCCKy69HdJLg8HH93f8X9y86S3gwsIDz3wN12/8New6vhVDQ6dx9abXVqYw9UnOwADEZ67F+mYP97W/Ae13vA3Z7p7GXBYL+qDGXxJgMEm5H+TIOhr6W3yMpEMLsRYBRQRII+gBQ9EEkh5DzzBH2tWQTwqczgUgGT2bhUrEp3RLBmTLGpbkOY60uvArwHL1FzSVOZYOh1JlX7cLQTpAVTN9iSVjJppsDtsUONYSwDUr9QFnc3V87PTsHJAwOHXqGCm94cJIpZyRLhKyVcn8SYW08eUPF0AXJfzrz/8KvcnluObi103DImmsU0N7cODMPqxZuQZHjh9EsTiE6y55E3Qjgbt/+jdgVogn/eoVb4EMZsbGu2eG8C9vfjle8nsfxIqbXl0xNBrADyofUgtgrQV5Rs/R5tYsbFr5YfxdV5foG9XRljfhGh4OdYTGBLX4uPF31K9liNmG+yKh+0DnhIXmEoOjS5xoZXB1ChSY/p21voV+lity5eUYTpNMDBCwKX2YRObKQQ2Wr6NoBTiVozmG/RJOrOgBAktHTQWxkLvuZGuAghmZKLNTBJuLAGd7vd4iNUqEpE+YcPC3P/osbr38DizNbobgIcwS9h0WwfGDPPYeeQrDpdNYtuQS9LSvhg6Jn+37NgaKR3HRspfhvLYLiS/MGFrYDr71X3+GV73+vWAsItDnBwHSN64Y1KEHBgoJD8dbfWVBzkaAtdaWKpGS+GspamgtkXshNCxGkmKyv+o+o36ICTSVGdIux0hGwNGpasLU+tAcVw/oMHyO46RrZgJold+HzjlgxRCQdg0IFuBYLkA5MWWgzEUL7KOnpkTwbKBrrTCfiABVuYeKvjKXERLXHYgADWnjK/d9Gleefz02nncDfNJPyKoSFB7kAORy00jCa+rYG2YR+cIokukcZJAFRxlSapB0amuoAWXvJH6y/W685vJ3wqHgGaW7zLUsU79/NjmgHug4f1BTkmQo4+GMgjbmT4BKGkmSvAydBR1Ntq6KpZ/JuRiNCYVa3xKKeo5cOaw9TZ6RuKcn5emKA1Iy4f4OH1DSLiRQEuNL8hqyZR0kC083uRhNh2U/qDXifmUfOzF7lfzGt2oBT5JXwyriKw//BZqMZtx56Tsm5RcpxPQhXKOoZF859qXgeHLfvSjr4zCcJrx4/c3wmQsylLjU4GlTJ5fCiwIjj3ue+Cp6zKW46sJXqYTv57rFdTsz4Fg1YMDXmML2jrV4k3EotVxojcydBQKdZY6mCUvxJyLq0SRBWrW5fjQfzRdoLyUwlvDgmlIRD/2XthmWDxsoJAMcbyUiJxEd4o8hsXNl+IylBAYynrJ+oipacas6Gqf6u9hHj5+W1cGHvygXkQJgmY+fHvgB9p54Cr0tK/CrF78amtRwvHwMO/ZvQckdDYFYPYEr192ANr0bgjsIuKEsuR8/+Q3oFoPOmtDXvBK9PT1K93nymYcxWj6GjNmGl218XWXvGhe91Zs9F2dvhDjomTgBEpSxZtBEAA2m8LG3M0BQUUEWSoBKNxRAk8PRUTCR9DiG0x5G04QXAl4VZBsnjK6CoaCYwbQHqeAfwHIZVo2YKJkSpzIBpCaRJoC5aCLpSgQ8wFBWKHFPlnA8JqCWL3gGAX7sWP+kRKqTsdjo2s77OVUiTJKR4+HJo/fj4OAeBELA0k34XhktqQ50tyxDS1M79hx9Cnoig5esvx0UnQtZxpn8Sew8/jNctf5GWDyL/rHjGBg8jSDwYBoWlvVcgKZkF6QIILk2Z8RGjWzNyW9ShzKqu1fjS8PFJ9EHBKRHkTFKhltork0bO1xw8hxwLB82kXYAl5Q/JnGkzUdZFwoaIRyQ8pjj4Ei0R3UXO/oISXodQ0dJUz5YkihjKReDGQlfC3U0TkETJFkqB4OwyJTHMZZwFVdWVncALB+1kCBi04krktFjgElfgdEjKR8jKZJAZPFWwvIiSRM/7zV+pqJhPnq0fxoHnDcVLRB8VtyggiWRKUIQC+NU0LEMiiYJuA4uU5AeBzfL+NnW7+H81RehPbUaDhvCA9u+iXQqBe5p6Mx0Y815VyCgsDBVaV5CiBCUZUybFmZezd3joqkRzl8LPA85Gwe0AnKei1bJMSAYRi3KK7agq82Zgi4mx+EM2ZKG80YppjLEBJmUOJULkE/4yi1Hoo641nxbeLhDDtbq6siUAdPXUDYZBtMu8pYIQ/BjaglBObkyx0DaVb5a+h2d9baSjvYJBisI/02ElrckRtM+ihT3OOkFmd8s1RyJAOf32uI/LZXfl7iaHjMkyNNtgOnjeOKZh5Rv9LK1N8GXCQicwSN771MegqtXXQtNt+BO5FGwS+ho6wNnSQjlM/7FtayYwFp/WBEak546QGWexAHeDpdrNUHeSCRnyya6JiqWv6TtDFC0oLhLPiHm5NyzfiULlJRJuTqyNlNBAeQSo36LloRfYa9koJCrT/eZcu9FBBgxVMPTkPYAXTLYWoAJU0BoIUQXQnPzX2sCqBsmwGoruNZwtVx61RymXqKMEkqVZBiF1BPGxDw8sPMedKS7sX7lVZOnlTjlU7vvRUkrY03venSnN0KyEjSm49jAdhwfOI4r198MISn2bm6AfKFcMIAJDQ504eBiMQhPaBjmFkaRQZaV0SdK8DUfe9gSFFkWhiypuLvqZgih3GKdE6YiFkmcKQitUVdnyJNrziTROSUuuQpLI7OefAyNpeeZvo6MCyQ8jmaHwWMSnkHhBaHRkfSAkilwqmlm3RefC+WrJvWH8D8FF0X/EQpS0V0JoqG+lAiPeQY5Y+BCKq9KMgg5uxlIsI8cOf2cccB6MXNEEKRIP3Hwh/BsGy/eeLuCYwjwhgxgWAIPPfM95Kw08nYZV6+9A35QBBOWSlgqegex69AuXH7BTWAxbLAREVvvHNcyQiT1zXz0ijz6gjM4jD70Gwm1QVwGsODj4uAQhvUePKO3wvC8SRA3Pg5xIeIGGZejvUhRMJraYIUCKDFIrn6AiKBkEvcB8okAFLdJQHSUwzFXYCupCaHuR2MBKQ9I+qYKZFDuMi5xIuOjRLK2qtF7FJGT8klMGzApmFSZh1ELJY6iySi4OaJA+o6KnkkRTAoyAqkWAuxDh04+ZwRYa1MjDmlIgR/u+gZuuuS1EI5WwZR0xRWhFfHwzntx80XX48db7seV628LYQZpgfESpJ/G1gM/QGtHG/paqIpU+In1oIhGhEetw0JQDxHFxXIQCdfGk2aPMhrIgiSuFDAf52t5tDmjeIovC7FSlfY2nSuHmx8RHENH0UCTExpoFJpGHJL0QHKLkv+WdpgIlIixZAATpg9HJwINjYvQe0XEOfVlSp/joQ5HvmdFLMqzxWD5Ekagqf/oe5RoJuKIUYYecGRdjkTAIWgcQe+EUBk1FU6mxg11R2r0TsibQ1FPOCVhtRHEUzAZ2IcPP/c6YC0C4JjAD7bdjZs3vg6CR2HsoZ8r4GP4+fb7cO3G2/D47vuwatUGtBp9CgaImu0M4clDD+IlF9zxrCVMSREGVV4oT6M58PGIsRxgjsIkqQno6PEHsdwdxnazB2UtASZdZRgpd5fi6sTqSM8T0GUAF6bSswjkTbu68vEaPmWlhXF2UzQRi6urxLHoFMamuA9TopRCtsiYcTSJsi5Vn9R3hYanqTwKVC7qisuRi3AoFXpFCOOj1lYmT4dA3iREYSp3OLLKicCYErFT1fTpTTpcNNO4b5oOQuhKVBxwCgeMNm++oqpWEGO1tdhIn/F+TOHgmzv/Ha+86LXwZFQNikEPAjy29wHoXOCiNTcDfASPbL0fV118EzifCskvlfrx1JGf4SUXvHqSKOfC8up9hzrDNdwnoZWoY50cQLtdxM+TKyEYJXmHxEEE2OsPYbk/gm1GL2zNhA8DGXccXZaAFRCbYxiHiZHARMloViFmIdMILWOKC6RNJK5lCq64Dv3bIOJXcXhQgZ8qCJTC6ivi1NNDA4GAY4JzbAMYSwQqgMHTZl4fQcGvy8cMWB6NKxVcM5AOxbzuS7TaBiZMMo5Cr8skrVT+QtHRc+XK0KMRdyTCVVyfCLAWB6r+WZwdN2zxxMN7arjJ6qHjNLbhGfjmti+gxezG5Rf+isoBNrkPJ5jAg1vuwdUbb0HS7AWYi8e2fg8BBK7efDMgTUg4eHjb3VjZswE9nRtnxKzF817jYeiT84kp9ZEUo+fUiVWud/IxEJdz4COBXJDHhWIAT/E+FS8nKoaGLjn6MII2OYFtWjekL9GpjWK5X6yIpJCrkY5HXOsAa8aA0QzLCw2OiJAZJeOrA1DB2YizxKAPIjqdBGBsJ+ldUuWanJAQSenXAg2e7qNoAIdyAZJ+gEALjSIK2TtvXEPSp6gXgSPNLkoG5X3oivibXIkJg6KvQ5WTuB1x8nqHsxGaUgT5wYOnnlUCnOQ60xTWcHqzEaBAANN18M0t/4QESyOXboPvAgXnJDJGN168+ZZwAZgLGZjoH9mD46cOhFeESoampg6sW3nFNNfD1AZNiS8V5RMF4EYh6TUIkAniBgyMaxBCgOBGLfDhUUI3c7AJIyoTbruxCpoIuRgTAheyAWhSYgtfhaX+CfTJYThaM4ZhYkho0CmAU/PQ7o3DpnAn3ooCslV+1Ei1mCLA+AbXwn0ZNCWYycYNDRyg1SYrOPT5DhCHS003Nsh7kvE1TOghzKL0toohlLO5Et8jCTpgoR63GI194EBjRsgvmgNGijmcMrbueQSj9iCSZgoXLr8MmebuikFBMFVgiAcAACAASURBVL4GDWUIloQMPHCNbi2nZO/pSnic4BfCAel9KygjqwUKKC/xJIoEcivcL0xpvFQcwTbWDYeH+TGakLhUHoWtZeBqCbTb/SgZWTzjN6NgZKFLSggHPF3HOu80cihinCexXxJnjxPHTAKME11oKVcFX0nKM6GzGIbC0zNZiroepzlDeVsOtoZcPWrKRlCWslAGhNLvKsRG0TY9Ja7goLwplFtvwTGgMcplH9h3atITUo+i43kCcWtwPl6F2fC/SX0ihgPGLVYeu5HRF6FjvRGdUhFdlRN+roifaj2RYINmbwhrtaJKjnc1C5r0VHSOq2s46WkY1trgcw3tYgxLtQJ2iPMQMIEOVsRqBU77cDlDQnDs4O3Is6wKn5/kIpIjIYq4RPbD5hq28fNqyItF4TdYnteRdDmEJrC71VOiO1oT0ihV+qQgXTsM9y+qZBNSAThaXIaUTxHODAVLoMwDZX0rMVyRGipAqyoyqnp/41+iCHAxPu1Z7WNSl6yAY8/qYNM7z3pFrOXDqnaKDws28xFIDSkegKpMJeBiTE/isN8CR7PQx8bQLDwcCNJYq40hIRxFbKQbDvN27GctoR9YkVglq6ySy3GpOKGgjK3omxbZs1ifS6DIylGOlKfhRFOA4YQ/PWRVcmQ9hpwd3pbEfYFCAshbgFuxPEiXJBDbCpjirHSISjrprExZzIQlxvM+5po7++C++iH5c70c/z2HC6mqVJGiHrL1qfvIKIWyMbS+0THjXLnWO6GeNveY9FycSyruCgKMqXJAgAv5cWhCw3GtFUMiGebPVsAQwU30yn6sEGMo8QS2YwkE03CNexAFPaEiXKJ1cLQ0dohmBJiqjECJQeQDJ31XF0m8iB3ABG/CXr8Tbiy0rNE1qbkOXKj8XRLHKV9Hb96AawY4kvFDMRprBiSaXQYKEzudlmgtAT0TJs5kPPRXcqqpLwpmIEJMezpSAUPSD91z1B8FVRD8o3BL+p+GyfzhMFJn+qDs/Xsas4IbWQSu+TAsfYqluxwBlahQZDk3MTQyxmzsfD7vx5+NRBARrCJsKeAxoEuWsEGcxl7Wh1OUlUY3RsoAUrn4KCCzjLLehC4xgAv8cYxbaYyXNfTyYQiF+VVyIiCwhXWipGfAg+kChwjWYxY2OAfRptsY1nLYxTqR9OkQLPSLpt4jwouMiZVjhvLn7s/5KryKxG18jDYnVBNGjAATBgHNQLttoLPMcCTrKw+MKsGhSuRVUioIswyAlORIORIJ4owaUDCBgHBNLUwhjVIIqr9o0QjQVAXlOZwJCiuvEFtFV6MkIz+WMljLq7CQpa7WR2v5dGfD/up5YggxCjSGdWwEWX8cT8teSG5Alx5cnlApjTQ2QRQp34Ota1gp8uiW/dCEBU9zVc3C0E0WYoU/1zvRZCcVtDHZpIYEbKyUg8ixkBNuD7pQ1DOhx2eOgk+NrBmB4gSjnFcMPR0n0y6GkgTBhAQUESAB0avHTYxZEgPkFCamwUkWMLxoMIHRpI/jKQrHDz0udDbI8KIvVH1QqieljRLkQ1zRAywyzoRUemJJB/I6GYbTLW/2gd0L1wFpYJqQkeXwXR8BHTXyj9dYGcPU4FEpgoZBxEaW99l5JsT6GC6TRzGmpXFQtM+SMRvOgUrH9WAUnaKoCO9IkEOJ6egyXJxwqQRGtoIj+kgGDgw9QBs8NKOEZECYWxO2IAOIxblySfl8JQWPciwp6UgKHadTDoYSRDxxLswUIJx1gO4Sx0BKokCGR6URkTW7OjqLGo40U6wiRddUHGyRcRgz9KIwMJ2i1BlXxE/6IoWE0cEumD5GLKnENVnY7P27Ts5pBdfbZiI0I02VDBgcOzw1yrNU4wWpeTCMBHy7seTp+ZLWXDoh9Teb1T799wyGDHC1fxD7zCU4IVsU14taLc6pMEJGpz+AzU0VKpZ2fdgaERSBwTaWWTZaglGkfMqr9eBzS4nlY0JixGuDxTRV0kKtY2VT61nt1dFJM74NQCfF8dkEJAsVzdyfDKGpCFUIZRaHxyWWOBpsGXpIKKNt6mMFDF/DBaOWsnyPZkg1qG+3RlmBYZhWJWomTC9DzmXIeuSGJF0RGLJ8sA/uOj1ZGaHRTVeDSAEtwWCaphK70QbWm5vkAcyMCTfvgCtPgQZKep4rFKpeAEEjBNfI99TqR1IylDBwZXAYB3k7BniLqs4QNa8S32eIEjyeQdorIaD7tRIahG9A8BIux7gSVc/4TSjoWVzqH4OmeUqMPxMsU/kpDtfgaKbaHLKKVTYFpVzGDKjq+U1CJjVcg1KnwAWpDIK+gon2EpmDuioGtL/ZUd6LEN0LW5xoOz0dI5ySAwTcWPV1kgVUR2F5PoWkF+B41sVwIlBilvTkSddadW3pKi6kGJOkJDQNrQ5Du6Mp8c7ev2P+HDAiQCPFFDF5ZQGqFDpbtImg8KRmA0ExQKDolVIuIxdTuCC13q+H980HC5yNEGv1Q35WghM2a6eUPrbHaVFhV1NNKu9GKnCxxhyD5ZWhSaoY2oqtQauqpLqJjSBJBEp6nezFOj4Og9koaU14xsuFIkhtCBlo9YNn6xFgrbVS9jnX0FvgaFZ1PcJ4wsMZT1mkxKKrOSc9QxVTWz0NRYPB4erJadye3umyk1hSkpjQJY42uaofEbsgL5rnbPhsNGfijmmfocO1QgJshFPEn4kIMJHV4XsCyqc+Ry8UhWRkNIiygO9FMWxzB4vOd26L8TxpOOQWW8Hz6BUjOOw3Y1Aj/C5shnDQp4+hS+RDo0SSR4Fkm4+9Ioe86IDFxnC+VUC/yOJkkEG7b+MC7YTy+3paCmO+gRFfR17PKn1zMRrxu07bUpErxG1ItzvY5MKnVEqKFKoRJU7TTgRAzuGwNYZxcgrXmA89t2E0oTwkh7O2soiJO863RZExpBuSwcLet/3EvAkwZFcSRpOOwAlQcX3OPhcmYTUZED6DWyJdo4HicvP9ukV+npT1Tdow0qKkcL2yz5E2AMtzVXG4okzgGZlBNvCw1hxVBtYOfwkm9ITylnCybMktWAmKbXUHsSLpKMuZrEGXMbgsjUE9g6ESR9mwlAEzV6nc6s8k4iCO3F1OodVmSsci47A/6WMwMXfh0ObAQHeeYTQhFQHaUXZ8bCCfc6wqmGhyuQrJOpp2Qpx3YdQzxWEXTIBUVKdJU0ZFIwTIdabKaMiAhxzzl4AAaZUS0sE6LY+EtNWcheCwjSSOBgmMoQnNYgLL+DgSwleEdEi0wwpcrDQL6HDKGLSyOOCn4DEDFCNN9QxbYKPHkEg7DjSKH2QuSrwZB70UChpxxPk1An2XFgx0OsT5Qtwvr/tKX5uLQMgg6XJMtNoazlgBxk0vrMpV1ZSl7HKszBMGynGKsuES87/2olqlYO+PcUBSjCOLeqbFGM0orCzAKEcgayifuVcMcbGQM1bNvGIV65YOLcXgkw7ohkGYlPehXplm8U0GQE2dkjn2Y/IQ1koDrLxbT2ec7edKyBA3AYPmu0gQ0k8WPzOVfrciUUaTV4TgGo4EaQzwnFrAzXwQyWAUATPBWIA8b8EzQQ5G4EIyCz7pTgFVLCui03fQbkl0usOwNQtb/W7lBSHf61SrLaKVmGVAi6ujtxiWbyP/La3HwYwNxwgDRKujZSbXi3RQAfSVTKQJpkn4GDZpjlPjqUBzijuUEj5jWKmitU1VpndvtqSgSppDraoLNP9JslD9zNxI9oHtJ2TkAVDJg+SammXDaTIKhmQCieYQ7bfzcXB1+ii0wQquyVoqydTPExcJz7gC1cMvnBoxwphi8YNz+VBqSYFaIUq1PqueBKkGy0nkUhISfUuXLGAVGw4Rf5bBQTeNQEEv5O6awGZtFBNmAgftLNq1EnpEAU+jB0WYKlc4ajS2iuMTPjYbw9CEg3E9h71ORiXeTxVzjGIBY28qYgtTJVeUU0h4oUZG8zyQdmBXsLzokKs3YzxCRU5zhjZPR3dZV1b5cEZimNk1OHC4h2Q4UTDC6glSMcIA14NJSsqafrPI9HWOM5QofjpG4O/bekzBMFzjMBOmIg6/HGetM7dfJclQgnJGg8YEyuPeZHCiwn9mMkGYLYYCIp3xqb5VMXSFqMdfqICcqlxt2KZKz9YORqgV50fRKDP7nkmCjRTaVnOgAyMp4mUcq7UxSCOFA24SQ8xSiU/k7bCEhyVyAn3mEA6Ul2DQyCjY5VJ2GlLT8Ji/FEYMzokiSCgLbrnMo5OPKYPmcUH3xEWGWn1uQF+42jZh2SG4Qgdg3Axwkm4+qnx/vOZftMwkTlUQayDR7RloKVP+CsfplI8hy1PFh6oPYHyLVuYtaIx8wAKnUgJD1pT/v95s68Fm7H1bToQ4IKHSDDAMAyzJ4RQ9lUQiKROGPiYmJiORSWKVJQX8koQksVpNeJP8VyDZZMEPODy6lS/W5oZeQv8slaywkhYSphUWaPSoaqpU+Jt0w7Mfh0ooIDPeZoMH6m/x1G8E92AFgeJurmZgRykJ38woa1M1Wj8JLGE21vDTeNLpQdFMgAkdG4wxJFHA014rJGZ6Osh12aONoUsbUc76p/1ehRHWE2vRrHKejp5SeOWWmgJ87MlS+bRQNNdrRICWz5GRBjrKXPmHXU3gdMLDCBHTHIYFQTZ9E6bKwaFhDmV8FPRAJU9RhdT5XFrE3vv08RnDSV0imUyCcYmJfBG6pGJoMxttqtmiKzTdGautkIbRJQJGVkdgSwhFLI00ClP3oSUMmEnKvgp1z2IxvCZeJTVThpdlAiYHCzS4E1QpqzLTRfCjVs9yhTaObjaKrU4nxowWWMKerBQVEWCbLOF8bRBPuj0INBMuN9HsD2MTH8VB5HCGzazK6psSF8lRZP0CqFb0lqA3TByaJYCDEoPWFExVIlkRH2MYSLg4RWEqde7tiL6HwqYoJGu5bSlAmVbsjOliMEmVr+ZuNLfecgItXhj0SvKbOOGZpAud7rdt5L6y6NBMJ8Aoic5Tjuh0cxpB4MMtUORueKTirJTYu9GqK0jBGaHKTrFQ91hwKTe4EtfuqA3GpqJlan3qlEECpJpT8CnC2fHhlijIgQ5CKB4mXcqkSBsG9GYN3AUmisWKO3CmKVcL1K32xNQLUIAQ2GTlYSPAHi+nYI8QXgm3jA4rcY4WaWOtPqA4oEv5FiwBXbq4lJ1UGNqjvEsp8yptUq2XhBmUcIk2Ds4CjGgpbA96YcnSFHHXWCgqSrmpQMENlQLldB9KqqzyPUJ3W31CYr5EM0wsK5JlHs77pEX1BEPirWWYxdeFujYDHasoJ1SS25LyuIVKZDptOIoDq/FrBANPC32jR9731HQgOhLH4WZBGRoq073gh7f/KCqMCDUAtzToaQ0BKcEF4m5TCrMCHQl8yFjwfBdCFcmZKRum/4j0AAEjQ7VhOOzxMnSEumm9FvofXSSbshCaD3uY4I3pFQjq6SDVfdYjUokAF1ujKAYM+/yc2qRpTnmlc5nIyTGss4axxe6FU5kDzW+lPoZuDFHMMZ522jGhh/7lrDeO1YkyMqIIlyXxlNcEj5Hrb3b8jrC7FQXKSw7zjKlMxr5kSYHPUaL7jG8jwgRD1tWw1DVVthuV3aX3d6XLtXDqmksetwrW5wm7rJTSY4RBSpyxXKUXqqsbKj3UOg8q+f49T8wUwdWx/unWFHyqhkR+3GCKg4WV0n2kcglIjcMeomSc6QRICraZMMJgBRKPc4hGI61RPR9ogQ57ogzmV3Jn55YMqnZxosUEDzTYY2d/lWh8SN330ZMqoxM2trgt8AliieVT0CboQmCNMYaEHmCH044gZt2TdbreGkNSOtCCAFIXCChsSfgIuAafaTjsNeE0b1bFygnbm00X63UttNrkfAsJiAjvQNpW5TYiI6PWklFAwFI71ENDw4WrANNnMo5K4WykRQRIVnSzo2GpHUJAisgqJYo1xnHCslEmwF2bnhccjVGXAKexYCZU0XAtZ0L6AnahBC2gpBvyYGqqJkgipSEgP2LeU5UBoqZsM8NDIKmmSG1/J3EcmojQJLS0CaYLaC6DQ5Y4JcjELk+O+q32Oyorni4/JrinVYcIJDyaS+wO3Hq+ykZ9ymHksoar2FHscjMYTCyBFYSZYwSlaAiQkAVsQh67WBvyYnq9atpcmsP6ZBEt3jAELDAK7+dUoBLYW25BEUnFQWbzqUdrsMxOool06phAOZB1VFi8+lmlNBwxCbIjSdR2uCZ6S9P3gTTA/Rm6KUkoQqxWs6rXLVov+pOqJ6hwK8GUTpgSHEGlCmiYbhrOlkhizAgwTnhNrEpouzDBfv/xY43onYApkUgllHlfLriqTgRtubpdgkskWyy4eR9C+XnDRlmTuga4Tv1FDY0UINWUgOQuPFsisAmkbuQsTn+GLFKzXTkp4dFcaOXn7VeoM27lZC9nJXRpYzjlZTDkGyp3g9b1vJSNDn8Ce2QThkVOAbfxsKUIaiIQOjJelHnGiPtRwroGU9I9yI35hXvdJFrteKUEEq8Su9OOwgd9lccclsPo8HTkAg3klaP1nmYhE/EnHZQ1CX2eix5m3YWVGGjerVQU0zcUVkgHIc7BQ213elOQ3dwEGHE00vckjBTJBgNenpID6NyE9U6sHIM/IaYRIInTwHYhPV0Rab2WaKWYbQ122QNzohvRlXk1PyoUQhEgHQ13nPKFQ/G0GI1wMo0EXqCjlQ9jjTaqDgltNoXZD/MmHHfTyptB3oeQM02NTYSgDhvlF1O+B+mMysMQlrygjaR8EU1Q6Y76WX/R7zo9C0vsMMVyGr5HgLIpUGQ+KMSKCYaM4CqpSHl1qpaDgGRKKgr9uvNbK3UZUMXijgQfFbRc4hsquiY+1iQeGQPiVTmP33+8ggPOUrwnNEzCSlA65QpkrdBjEjC4rqsulmG6Bi/vKM5IFqES0Qkdnh2W8yduEEIkYdgW2YAZ4nokEajmXMEGBZjVyoNoSEwSZ8kQyw0jbV3SAYOpBCAih7lwtUYJ1eUGDFlWoVRUZL3MMmojotzcuXC0RseZ9TkBrLMTivuKCueiEmhxALkW9qksWHAVVnXEsJVLbf4tJHtfWPjat+7AK29+F9oS10LjFoTZj6cP/Cc2d70By2VGheYT4E2cXknFGB+i61/Z/3xsygiZ3VKcEg0BC5DOJSEpbyFqVNRmgvSu8HTrOgczOZxSGKoUiSMaQ08y8IQOncSa8iWTQh6KjHqJONXIfHzRBDykWlIQVGGVipsHDPY4AenTAVnF8mfBqGqNUWsTVQagiiSmMmoUVEtWIGmBodVXiwCr4R61GTXi86rHqwcLEWBC1Q6W26bySjTS1PpS4RKd4ahJ7roQPpl/I+XBwX/+8MP4tVfdpQqCEqMxEiVwkUJgd+Hv//k38fq3fE5duJjygbaALv2dmifR4SiVMn73oxVXHJnjlRsP40QQcQ2KgA4Xo8L0lcZPOh6H75OYDS+tiZppktPJA/PDa7aIM1EytGboMBKEHUr4BF4TpleD6motqeKfKrRWwPAsBLqvAhy0JOFZ4fVRRmCgOEp3mYUiL2q1CKkRZb/6/UhnVasQ05nq4oeVDmYzpmYjgHpMQVm6gUQ20HCeqlwVZh7S5UTKMKrQFS2XEu8qREtg3JI4ZoUQT71DPbfXKFzXu+/7MG67/o9gcA5uFfHgI/+EKze/E3piBATKyvKSsOotL0LK0I9e3diHdg9Ix3EgKKRcqSWhVaomGLvrgXy/CvuKu+REyG1UGHmVfKN+jDbiclxZ0QQhesID0xicERsa8f5KVDBxkBkTi6mskwWEFIRDHDZAqi0DV7iq2qLSziibX2qwJ2zIiiFUi0Di48y90FNPN0JgEVerRfT1wN255lBP/SCCI+ubDnDCY+gVCVVgfNr3VbgxESv96oxmK/2Q4Hza27MhQE2nQlEefvDwR9DTdjXOW9GJ1sxF+NI/3Ym3vf4b0PU04CVC96iqbjaz6qpar6g0h+JeFRiomgOqxa+Y9dPMU4I77ACBqsUz3chQhJzg0JO6wuckQQZkYPhRtEL8PNQgQFKIK7LMg4t0Og3donuVXNBVcip0TA0bRkX6RQFZDIMVQmB7AWb0/GXRc/ZG3PggK5Tkj+FRjq7EEpZUVjitwDBcZeE66h64AFolsbyWPhzntvVUAfXBwsK2A/+AtrYmPPDQz5QF/2u3/Q+kU+14fMu3ceDQE+jp6cNLL38FNPdSQB9X79Rq7PcePyQpEoa4FKPE64ogpQnQf0FAf1LORwW4pJ2v3NhIuQ+k6xFHUl4OAgIq98rRTaucawicEA6h31W3KKxLROKd6MdkMHQDRpKCDgLl5pu6HC/mSSF8EnSrpoPAoTB/4gghbhhxonoLSvF7BCcR5qZ7AqnAwkiSytX6lVyHykwrlaGeMyp7ng5MQbng4+BoVqrUfY99GRddfCH+45t/gvbcMrzy+s/C4hmUzS1I2NeAsaKC2GoS4O8/HDNCJkN44o9G4VEzOUqYeC1hmKTnASGQLmFmdDCLJhniccT9oiRt9USFuMkbkExbYOYUOBq5EMPyHlxVoiLHO+WYqh8JKMtbcXYac9L53TjkQqef6jF3P7YDxtgIntm6E/ZnfgcWZZHVAqyep4Tw3E3LwAOP/SVecuUboCfGIUpd2H/8URw/vQUvu+I3IAMbSa0NOw5/BxtWvEIB7rJOvjN798NHGpJVkb82Lt2Ugkt8J0EhURWYRUpY5NFIhdxIlASCMjnuK/mumoSZtaBrVFTNQ4JTaTMDtuPAsamQD4OmES9jqqwHeTXUBOuApCpKpkHcg/ymlPIqhQ+zDGj/9kMU33ADevNllFIdWDZwEqYd4OELOmAwgnA8VRfm+djUurNyeI2tQV4WAeHrYAa5IPV5YHpxyTSbRRx7TuUuS2hGGb5Pf3oQJaqL44Il8/jJw19FT/sqrF99YyXRPs4cpkvChgmwJvusWFhGyoBfDsWXIhSywpLhxvllqvMV3vxNLZUz1b20FLBbpEDWIAw8jcTlZNHKGhbm2ROChPPe/4Nlf/YO7P/4/8bST74bWT9A84+fxsHXXIfU6ASKXKLtR0/izG0vQVlnMBv0j5793ObXgyZMCG0Um1ccRY6VYBoBThdz2H6yD7rXDI+iiBpqsxPglBoTj3Sq5HMLyu22cLr8TXRlfx0nC1/G0twdYH4ajluGZU7vO1SPqgjw9x463BAHrPUtFHGSyDDYlJpZXfGgAulUB78k2+k+Mg5Z9OBQdlwsqkQxuknbZCH41OwrTtgVFfD1BEPOScDyRsEGgGtOHsN/PLMfpXffDhlYeNOBAu5ZRn7Zxm58bGifF/sh7uLG1TvxxO4ejJqdKsUxxY7jkjUB7j3QC1P56xtpC+CAFQ8P+celTKiAFCNhIyi0QTPHIP0UQLcVyIo/XKl2k/Ht0ybFfu+ho3MQYPjiVL3i0CLmFodhcTh2oHy9BkXGENZkBUhZSdhFVxkw1S3dHqYeOiOuYt/zweIaWc7Znhm3fFx39zacuv5SdB46hp6OHmzLBGATAm7+MFa0rMFAykP/3T8G7rwdE1agioIvtNXD/qL+an37XNBI9E5f6ym0Jwp4sn/VVKBHwNHXdQQlx8BQoVsFc0Sl8tQe1klMnwsKWuj3N/Iee9eDtXXAahCX61CWMrndKATCcwMlXsNIZdLDAhgJDYlUCp7nQtMZ7LGpBKRoMlZaB0WlizLgFil3oTEUv5GPaeSZobSJ1QUPfYUitn/0c2j537+PJs9Cl0hhR9JREcIFXVcVryiQdLZ0m0bGe7aeufGCQ9h+RMfwxGoEWgQsUzTROK5fdRz37V0JJinAozb+VmtecQKtB+LXeybqr/oA1TtQk4dwBgFWXGkh9sdgUgCCTl4NyhXgcB1XBRwol5cCkCvGR0Igk01iYthV5nAym0K5XIasTk7gEqm2hLpM0B8HfL/xBTrbzaR7NCi3Y/z9n0bnZz4JnbvKFTX2ub/Hee9+K5750J/D+PJ7kXASqr4d5cHGq+if7fgLfZ8OuMZsVQvbR1bVrdm07BgyRgEPH14OXhF1RsDgmMO49fxj+MmejRB+AoFGIC3dVUeKOBlW0xGJ+JzqwVaTxKiMzimpVdO7pBwFM0HuelyWvfN+EsEhgKv0MQPQKIRe4YIcge0rIiFrVKhEBR7ZE0quk5DVdI5Uq4nimANJVdgrlefTbQm4EwF8CkatOKNprIB5aO7IKlDaHnGfpXrI0dLGrTcPGdvAku/ejxO3vRymVQAvSXQ+9ASeufly5d/NPbgLxZdumtyX+fLnuNIx33fjxEBuMxdJGKyAzStOoSuxDUCzuqb2/iMXwvc4bl63Dd/e9TJIUHFG2psEbrjgpzg22IX9w12K4AiQJmZBtW6o6JJSpQgUrqrTt9DDcbbvsXfef0KCeco6JUIio4+8CpR1RjBIBCArqEOFriiARI1LF8+RAkph+5qloXjGnlb+L91mInA8uBOkiVRgGKWXBCpiJtWeUCeqPBKE1aWelTZFgFQuw9ctXDQ8jKbtx/HT+x6GcdfbVUk06w//DmmrGXjPbRhNZZ9zAqScEQp3umbtAWiaxMO7V8MxJ7CheRwrOo/ix9vX4sYNYzhpa9h2eKlKi+1pPoINPSO475lNCGQCjIwD5qMjMayu4BrNN8HhlM9CJdYWrtsu5jax9/zsiDSzlMEfntfxM/b0QlB0tpQbZ2aTQgPXyjCXZBAUfYhxukeMAgxCCCbdlIDrFemmhcn+4z0xQ8Bqt5QHY6Q/D6sSRaw4aGy4+Du1LKa59Izqmcdzl+MaQjTOgmGBRdwZipIyMI7rNm7B93ZeDiaawWFDyCZcv+lx5Cd07Dpm4br1x/Cj7der9NmbLvkhnty3HCPOCviBjpVLDmJj3yH4AZXoMNRtno/sWIFydG9dA/ONxHItD1Mtd918DRr23sdOSJPyMAAUh1zl1qrZasSNkQtPmC5S2QyKA0XowlDurSgvGiLJIQAAB2hJREFUNJU14bhFeA4PHeex4IZwDAk9xZHIUOcMxbwLv+zCQHQ1V/hU5JuuF+rUwDpOe6RWtE98nMWKG5zvvKZPUsf6ZTuR1tN47PCy8FfMUwZHogi84vKf4oe7VuCmdYfw0wObYZcTuHbjY/jO7kuQcJtx9cXHoWnH8bPt58H3z4Orl3HDxtNIi6P47s5VKAV9SHFKqG9M8swVWbTQb2Uf3hkWKS+PePAINK7XqghQeXctQG+h2sMG7EHyi3kqrzVqyYwB3QDyo6RAzyRAEuGqylarhG6aYawaBZKWw6iXyMPxbBBgxOXiVRmicZ4PBMg1BzesO4QtB7MYdJZOJnMxkhL6SVyxegKt6a2wihk8eKwXZbsX161/AoznUGY2uEjj4a3d8PQl6iYnusqWswKuu/he2MFFeHDbeghjDJpoLCJ1rsiiBRPgO37YGBBNgQrxRici0WpAWj7KwxRKX4l4jYVrJZoM8KSELDOU81TEkcqzxgXcVLh/poduOSci1lEeLk+7p37KEo3iERW/qvHNtfSa+HOT+Vx11mu+elGtvhe6FdPfC5iDl1+4HwPjDFtPrACnBB45Vfic4K9L1jwDK13GI9suI9MO3endWNrjY9+epRgXzYBBtU2n1puMrJdf+CgEL+NHOy8HV8Q3PWp8cWbfeC9soQQYaD6aOhIqU8zuLyqfcLzRiUmmNfAsR360TFe6qWtMa8X+hWIgQKaTQmgocFLHxBBBOKE/WYE9Vb7genFyjX/6zCefjT4XOh9KUu9rPYILew7j3i2bUNY71O0Dk35vuipC+iqZfe2yESxr3otnhjpx6PQ6wDwFzaeC5+SJiBlh2ihuXr8DZZ7CfTsvhuYTQzgbW32hXzf1XsMEGA9npSSa7JIkpBbAHwHccm0sjxKRmjoy8KSNiQEbpqQKUvVVfIr5k02+um2ccx3jp20FcsdP8dl/8i9LD0RcNl7+ot0IijZ2n+jBqYmlYC6hFYdx2flFJC0NW/Z0ojUncH5PP/KyBU9s1XD1RQbAxnFiyMKxfh2uXAWwUVyx5ig6tRN4fPBCnBzoCG+Tb1AHfLZWbW4CrHFAUs0WCPskwyJ/qqTwwlqNIqCTOQt6ioHZBspjVNdl9hOXbDVhUCE+4noBx/jARKw61lkuQ0T78WjOs+xSvf4sMBFV+0+mYLBBXHr+GFoTe6ExA64cB9faMTrRifbEYbgsiwe2XAlP06Ehj9vW74RtnIFEDpYnwDQXfhAadab0ULBacd+W9RDMUBXOflGenunW9FTyxpwEGF1LFe0TVcXXc+T0ZRB5X6ViuhQcWuNaAeKUuSVN8LkDb0LCnaALXKaItVaYO+V2tPaGOBwZJX5BokzZdpVW/U48D2UxaGmx+6hev+r+q12Rk6qGwkvJVWnAF1Rdn5L8HOhU8ldQpUIX11/yExhuTqEEW4+vwImxpbhh0x4Ix8GDe9cpyWHoY+hpL6uEqTMDTSjKJnCZUhY1A+GwU1Ez09It6uTT1HqmGqKpVsXUGa30V71fsxNgpQgQ3QxJgc+B6Ss3GtV70YSBwukJ5UShyOd6jXTAZLMBQdfJTwB2fpaaJ4qTMCRyOkzyGQPIn6zcvUv+5rjh8RzrLgshVJXYFc8MqxfjWBU0EGrBGgxWRptxBOvWlnF6LIvCaQsXb9wJy9ewb2wD9pxYgps33j85tbKbwP17XlyDRddDVheZlasI+9lbfQKsRC0rUFkTKpUy3RrWFCHXHHk9KJl8qtXW7ci1nOoxoBPLp0tQTsZKqMWSnKqn2dQbjhUR4EI2/Pn8zmTsZAOTJBRApfVUFVyiV69e/TiaEgV8f+cNqqcLuvdhedvxyV6jn1cPI6eSamK/qpDLQpH4CgOZD2+YUwSHs2No6p2KL8ufioIMqmZaRe7KTywAo8NAIhlyNLqiodhvq/yT2dp/dwKc8e1K2kznGKoewBws5JYLf6K6qia0ej9vgN5nfSQenb4YkUyKAHWT7nqrj4jTImR7KhzphL0gpTveR3HAUeXczhHg2ZIDUE1oxA2JK0atHgc8+5EXp4dJT0g9otAsjjQV/CFvyagHr9RYCa9a08v2UEWo8EjPJloj7jfXc4uzBL/cvcQJMPp79EUHBlZg/8DK5/UHsg/tODV5WWE1URDXi4uAxdDH4sRFAa2lEQ+awcBUSNd0VH4xxnter/4iTK6a6KjLH+++Bn6DLrZFmMJZdaFEcJwz1epNeAITA3PfuNPoTOJEWO+d8oir7qA712ZfgWoCfL6L3OqvmTRC6hHF2YrdestnJDkIdI4a6aBO3q8fjXOOEv9brkCDVvB/y28/91HPgxU4R4DPg014IU/hHAG+kHf/efDt5wjwebAJL+QpnCPAF/LuPw++/RwBPg824YU8hXME+ELe/efBt58jwOfBJryQpzBPApxKuXwhL9q5b1+8FZgnAS7ewOd6OrcCtAK1CXCxcybOrfW5FaizAjMJ8JyUPUcsv8AVOCeCf4GLfW6omStwjgDPUcVzugLPEgGek+PP6a7+Eg3+/wGh614PQrZrQwAAAABJRU5ErkJggg==data:image/png;base64,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 this "list from x through y" block to build the following blocks:The list of 2-digit numbers goes from 10 to 99. There's a math operations block that can give you powers of 10.
Also make a factorial block.alter the numbers in the loop to make a bigger/smaller list to test; we will always search for a number not in the listUse the "time function" block to determine which algorithms (from above and below) can be executed in "reasonable time".
Also, run the "time function" multiple times on all the algorithms to determine if they ar1e constant, linear, polynomial, or exponential.I worked together with Aubrey on this.1datamapmany1data listsSpriteSpriteLABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.Hello!1211110i121cont3catchtagcontcatchtag11011NIL01000-80,-79,-78,-77,-76,-75,-74,-73,-72,-71,-70,-69,-68,-67,-66,-65,-64,-63,-62,-61,-60,-59,-58,-57,-56,-55,-54,-53,-52,-51,-50,-49,-48,-47,-46,-45,-44,-43,-42,-41,-40,-39,-38,-37,-36,-35,-34,-33,-32,-31,-30,-29,-28,-27,-26,-25,-24,-23,-22,-21,-20,-19,-18,-17,-16,-15,-14,-13,-12,-11,-10,-9,-8,-7,-6,-5,-4,-3,-2,-1,0,1,2,3,4,5,6,7,8,9