data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xu2dB3iUVdbHf++U9N4DIfQk9N57kSIgSBVZqQpY14K9YVt01V2xrGLHXtFVQXqR3gMEAgHSIL2X6e/M+z33nSQQUoh8wCrOecwTnLn13H/OPe3eK81c6lBwkYsD/yMOSC4A/o847+pW5YALgC4g/E85UAOAGmSaux+gle/p/+nA6uu80BJIYmk7yqUmf9gxugbWMA5UA6CEzKyOu2ncKKxhtS9TKT//EMbNX4Fe71F/i5KWZc8Pw10qVsstX5nCWe2IyzQKVzP/Cw5UAVBYIlG2n7l5ZAt1HAkJCbRt25Yff/yRiRMnVo1t79699OjR43eNNTU1lcDAQMTvTp061ai7L6GQb7YFIkkafDy1RIW7kV1go0m4OyaLQy1/6oxJ/d2zvS+T+pWq/y4oKuPDg71/11hchf9YHFABaHfIZGduYkJ0En379lVH+MEHH+Dr68vhw4eRZVn9EaDs378/Z8+exdvbm1dffZXXX38dT09PbrvtNubOnYuPjw9lZWW4u7tjMpmYM2cO5eXleHl5cfz4cWw2m9p+bm4ukZGR3HXXXSSly3y6wZvmjT1IzTSzaGYUbnoNqZkmurfz5egpI+//kF0FwHE98qu4uHRblz8WR12j+V0ckKb/y6RIJb+yYFRzUk7EExsbpzbw8ccfs27dOlq0aKECSJCQYna7HUVRKCkp4a233uKRRx7B4XDwj3/8g9tvv5127dpx9OhRgoKC8Pf3VwHZuXNnFXAFBQXk5OTQsWNHIiIi2LBhAw8//DCp2RoVgIJG9Q0kyF+H1abQo50vdoeC0Wzn+ffOVAFwZKdM9d8mi8zHh/r9rgm7Cl8ODoj9Uqqjofq+q1lFmvh8ujKq5WGGDbme8oJTFOdnNWiEer2+SppVVjh06BBdunRRAanValWwSpKkAvb836K8+KySzua78fkm3wb1O7ibL71apKpl4xMz2G+5qUH1XIUazgFFcZCVuR9TeQ6NWwzBQ+8UDoKsditnU7egVRSimg9Bq9VXfWe3W0lP3gQaDdHNxHe6i3YqPf3aF8rsKeM5ledF3zbw7ddf4efjrm6/V4vEFh4bG9ug7tLS0sjMyuHYiRSOaW8FjVuD6rkKNYwDVnMxprQV3DO9I5Gh/jz+3hak4PF4e4VQZMrHM/tHHp7bD71Gy/Mf7UMJG42XZxDFxacJM2/lnr/1wSbbefaLNNyDB+Dh7lNvx5LZbFbc3d1wCk6nWP3uu+9o3bo1bm5/zMW12hxs2ZvGfsPohnHVVarBHMg5+Quv39OOZs2bU2qEPXu2sfNIBodK2pCdm8DKZ0cRGBhEUZnEbzs2sT8pm/iSrrid+ZFP/nUnnl7epOY4WLt9LQkpBnLt/fDxiaizf0k5fy8EVqxYoepxV5OEQTPp9hW4+zVXLeH6KDoqnCfmOKXzmYwcPk0YcDWHes32pThkrNZyYj02MXHsOL7bqePvYyEtDzpG2xg9/wmG9O7MoAHTOJWlYWhnyCmBjlFWJixYwsJpg7D7D0aSIC4KdFqwlyZxz9KjRMSNr3NdawDwyJEjKpOLi4t5+eWXVQNEGBvCChYkLGBhmFit1gYvhrCUBYltXVjFNUni76/m4ukbrn5174zGvPl1JksfaskL76Vz640RPPtuelW1F+c7XTOCPv35KDk+0xo8FlfBmhywWsrwK1tJnw5BTB7dH7TeeLqDRlJQEaUoZOdkExIcgsmmw8cDJI3YLRX1P2FghoSEYLBo8BWuXCFDFAmbzcqqjbv4/LdyPMJGoNFoa3Qu7Up0KE0jINAbdhwHP+sBtVBRURFr1qxh3759qrtFAEdIRmHpZmRkEBMTo1q4O3bs4MyZM8yYMUN1w4wZM4adO3cyYcIENm/eTLdu3fj8889Vw0RYxnl5eWo7wqUTHR3N448/jk6n54GlRbRu1Vi1fCOC9KzfXUxOoQ2dVmLxwmjuevFcZObZ2eaqiXz//fdkRLzgwtUlcqDcXEKkvJPn7uhLQIBflRp2ic3VqOZQFFat+40PVueiC+qNl19UtTLSF5uMyoF0DzIKIcJfYUrc7ioACj+e0AOF4v/OO++o7pSRI0eqzuRBgwaRmJhISkoKjz32mOqGeeCBB1TJeffdd/Pss89y33338dlnn6k+Q+H/EwBs1KiRWk9YycHBwWpdNzd3Hn6rDHfvELXvO6dGsuz7bL5YEss732azYHIE0x4+XjXwJ252OqIFff5rMmUhN18ufv2l2hHgSDv4L5Y9cgNxsa1VT8X5JBwVF3xU9XVDv8suUlQ/b2Pfs7z4/jos4XORpHOSUHr01a+UcUO6kVHsTVbqLvTWAtrEtW7wQgiQdu/eXfX9ie1aSEVBF7pfzm+w8rvKz/Ru7jzzsQad2zlzv64B+PtoWDAqV/06J6+IlZk31OOTavA0/rIFs0uSGdf0FMMHDyYyyA2hgvt6OXfXwynQOhK8PMFuh1IzBHiD4oD4VOjUDLQasMgSsh283RTMMmxLgCEdoXLHFcZM8ukkXvr+LG6BQk88p+dLk/9ZpBRn70JjLcGn0SBK8g7QQdpE3779CPC7OCAu18o11OIWNlO5wcjWHQfICV2EonG/XEP4y7ZTXJJON+8tuDWdyqEz7twxUmLjYYXdp+CxG8HhgFITfLoV7h8Hy9ZAiQUevxFyS+BsEexKgoXD4dVfAAc8OB6yimB4Z3DXQklZGQ8s3YTVb2x1AF6YDxjm2MeYHnqiI/2u6oKIbdpoMGG3nzMwahuAXZbRu+vIKTCwfm8ep+QhV3Wc12JnwvFclrkZnfU4984cS0JOY8rLiujWQmbF/jAGtFVoH34Wk92HLScC8XSkEh3pw8/xocweIuPpSMNMOKvjvWnmn0pYSCgrD3izcJQNc1ESnp4efPvrHo6VdsIjsH01FlbLhvGyp/H30ecU/KvJ7A8fP4S3rTV6bf2+R62k5/aPI8nMdIbjlv+USKbHhKs51Gu2L7vdRknGBtqHZHHc5EdZmRs9wvIwOTQcK24EsoHu4cXsK2+Ej8lC+/ACMowSaWWNCVAKaBNuYmtBY7zlfLpFmDlRpCPH0QoPhxXfkE54eQTW4F01AMYpXzBmSAe10HvvvceUKVO49dZbVUtVxIErjQ5hiAjDZOjQoZw+fVrV/YTVHB4errpphJHy/PPPM3nyZIxGoxqSCwsLU5MWhAXdq1cvAgICePDBB1WDRVjD79+bTIvQ7lUDjOnjRY8Jvnz+cE6NQc973181fgSlpqXzfcqYSwaFyVyGLJvx9gqq5iZwoGA0FqouCJ8K46iyEyExDOI7JHy8gy+57z9qRZvNhEarR6sRMXmTumXqde4oKNhsZnQ6d9Vatskm0Ohw07oheGKTLeh1zpQ68Z1oQ6c5F6qrbb7VANiNN6qyYT788EMOHDigAk/4eMSCe3h4qD9C+oiUrPnz57NgwQLVTfP+++9z6tQp1eK96aabWLlyJRaLRQVk48aNMZvN6o8g4YaZOnUqTz75JMuXL1cB/MlDZ2gRei7NS+cmEdHSjbOJlhrjnvOuLydPnlQ/z84t5ttTw373WjocMqU5CcQEHCEyEDamNyMwpA8awXTZQlluPL2anMRbK7H1TAy+Yd3UhRDOWmvBfno1PYPdrrArtzf+Qa1qWJC/e0B/0QrVABhi+JlJg5yuEOGnE1JNJB1kZWWpzmfhOhGpVpVx4vbt23Ps2DEVpCIRoXfv3mzfvl31Ba5evVp1Vjdr1gyNRiycVf0xGAyMGDFCBaNwzYg0LUFfPZFTDYDeAVoMxfZal2XWO96qNBZ0OPEMOw1Tf+fyKRRl7GJe/xLGjRmBXdHwyhvL2JYejFfEEEqKD/P0GE/69u2F7JB4cPHLnChvhnej6yDzvyye14N27dpisSlMe/hVDO7dCAvvd1H14XcO8i9RvHpGtMPMmCZrCA0OuOqTLzgczpntF0+AECrimGespKenY7PJfLUvHNm7umJ7scE77DaUgh949vbRrIz3ZVwPKCy1E+6Vx23//InIUF8enTOV4xlaYqMU7A4bgfoSpjz+JeN6RDF4yCSMVgc2q0RMpIHMM0k882kOoS1HuiThxZh/wfc1DyXZTfiX/Upzv7NOh88flDKNEeTr++LwiG7wCB12GUvBbkL0Wdx/Sy8s2mjCAhRC/MBik9BKNlauWU+P7l0pMIXRLFzCxxNkWUGrcbBm7Qb69OlDZokPTcPAU7WXJEpKCnlh2VpSrJ3wCYy97NGEBk/wT1iwBgDbSN8x5fquDZ6Kl6cnlvw0LBX6XV0VhSHi27g1VptMaZmR9zd7Ua5xpv9fDbLbZaTiffx9gi8d2sXg7uZUjhWlIgeoMghwXj6lM4/RGdd0JgpV5jBKqkJeEQ1VAWexWln25VrWn4zCLygOrc7ln2zIulYDoL98mNtH1+4GEckIOl3NBEN72l78f32UQI/zAs3C012L9NS1GUZKr4fUcRUUlfLevp4NGeP/u4yAzZnkH1kw0IMp40eouuzlpqxChZzcfE6e2Md320rxaPJ79dLLPaI/R3vVANhR+oThAzurIxdWpkjLFy4TcRBJxG2F9SuSCrp27aoaELNmzYL0/bTctrhqtpqQ5ihCxyrLA7m6BSsAeKLLvVVl/7Wl41XjUnr6rzw3NYrY2PYE+mjUTA9NRUQovwz8PEAIRRHjFHdFiBCTAG5eCYT6VYYWncMV8k8oJ6nZEi0inAFTs00hORO8tbm8+OlujN7jrtrc/swdVQNgZ8cb9O/XR52PSCa44447eOKJJ+jQoYN6lkMkGoizHAMGDEC4aT766CPcso9UB2B4DMhWlPICFEtZNd4IAB5pd0fVZ2/uPOf3u9JMdAjfXe42JvXyRfHvQkoe3D0akjIkPtio8Px0J+BSc2FDAtw1Cn47Bt/uhjfnCiAqnMiSyCuFCT0UftgjkZwh8chkRa3TMgLEBnHiZAqPLzuCT7SIUbvoYhyoBkC/8nXcNOhc/Ff468RJNuFuSUpKUrfgyjxAcWTz4MGD+BQcp+X2Z6r1I3kFohiLavQtALi/9a3q5xarzPIjAy82vsv6vWwz45H3Nc0b+xHbdQybE9zUA09DOkl8v03DgLYwtruFI2d0bDykRaMx06uNB19thhlDoEszC9tO6NmbqCHY30yAjwebD0k8OEmhd2uzKlW374nn211g9nT+Ibuofg7UMEK6aD6gU7uWDeZbo7AQon5e0KDyptnfcSTxhLqNf7c+BWPkvAbVu5yFZNmCwZBDtGYb4wfGsONEJvnZhYzu1x5ZtrJi52nCvHWM6t2GjzcfI0JrYeTArmTn5bN2fzpxET707NSaZWuPEBOgMKx3Fw4nnWZ7UjGSQ0OB0paw8I5oLxJSvJxz+jO3VevdMNrcX9Dl/nxF5uVwi0COno/i0fiKtN/QRu2yheKCk2h9w/BxD6SkIAm0evwDmiHbZcoKT+Md0gJ3SU9RXiKSRwABfo2RrQZKS9LxDYlFcdgozz+Bzi8KP89gNJJ00SMFDR3fX6Wc63Kiv8pK/0Hn6QLgH3Rh/irDcgHwr7LSf9B5ugD4B12Yv8qwXAD8q6z0H3SeVw2AwhHskC1otG61ng/9g/LHNawrzIGrAkCbpZzC3A3ESQdJd8Ti1ehGtBWZs1d4fn+45k9sext9XRdLiUziinwHXWX+Qy0zEFmSlVfL19eWqNqQ9kQ5WQG9ZwDNu4nLnuoZ4GXm6BUHoEh3DzV8xl0zhtOiWVMSEk8w+829RDYZQohP9UPKl3luf8jm1j6q56Wad3SqYy21weIEKLPBglbQPaj2KXx/BlZlQZgbPNuJOgFdYIWnDoPsgEVtoXUd9wQJzL+cCBkecYx75NBV9WVeUQCKlKXiwmPcPcRAUFRPGgVBYrqdMLfTfPTdOlK95+Cjc2ZE/1Vo7k8aYuo4cCiA8msm7C2EB+LAv47zWdkmuPcAPBAL3YLFFRq1c8/qgG/TIdcE81uBdz3HMw4VwewTcYx4OOHaAGB5cRqlqWuZOa4lQwcMpLBcR2xjMFqdmSe/bd/G81+mEd5qIjq9518Ff7y4uf7Llw4Xw5ZcuDumfpbcthte7ALBF7nAbFsuZJhh2kXydostMCw+juEPXQMAdNhNtA/exaR+TYlu0qTimrfz38ORUBwONS783JenMbt1IDCgyV8ik3jxRg0edWBQpILtL4SteXBPLGjrkGw2ByzcA893gsh6/nZFe5tyIdMI08UtBvWodrlmGHUojuv+7AAsKMsgzLyepY9Mw9e7PsmmcCob9u/bSmp2HutyutPYt+Hp9X9WkWl4RcPTzpOvNUjofk8ehrNGeLIddKpDB/w5A14/Ab1D4On2oKsD0IVWePggGGUnWJvXc1fkv4/Dj4Y4xj76J5eAWXkJzO2awaQbRqi6hEjsrMxmF2dtHQ4JrVaks0uk5QtrzoHWnMVN/zlF68irm571vwDx7ic1xPk5rVghmawK+OkgxAOEZDtZ5rRIo70gwA2EHpdhdI5UfCb4mWWCPAvoNahtCf4KvdBoBw8JGlVk1Im6SaXqTRm09AHvioR2UVeA3U2CKC/niYNTpZDpGce4PzsABaPK8hKZ0LUErX9v9aLCIZ3By13ip90KrSKhaysoKYdgXwnZIfP8W98QbxyGv9fVfZ/kfwHAe391iisBjmUnnUbCY+1gVKPaRyPAct9+CHSDJZ3Bp45rl79Mg3dOwuyWMKd5/TMTElT0PaKRU9cUADbJ8FZBHLpZCeLyv6vGmitiBYtT8oUpXzF3eATBTXvx4RYfTuUoDIxV2HVKwl0Pb8+DZuEOZNnB6s07WZ7QAW/t1T8OetU4XdHR+UZInhnG/wZbr6tfP3vpGLTyhUn1PAxlkGHsFlg92HkZUH1kV2DebljatbqlneUZx+u9ElDUGyavDl0RAIqhm20m8kvP0lzZyW03dMOg+PD16l+YOGgQTZu1ZN3Kz0jONZNb6k6uz2DCglqiO+/euKsz/avfy/kAFDra2M2wfUT9rt+Xj0FLP5hYj9vUZIfRm2H9kLp1wsrZCuNkjjhq0A18znPN5HrG8e9rBYCVk5VtRkz5CTgUO+7BbbEWJSFZinAL7oSk90Src0OrvcgTXVcfJ1esx39sckoX4RM4Ugy37oJfBkNYHSwQW/Xiw9DUB25tWbekTDHALTvgs77Q7CK36mWb4e/7UI2htv7OqQqd9CBxrBh6jUjAK7aCf/KGO3/iVOIEsD5PhsRSGNkIhtVxkXyBBd5KAncN3Blbtw74wxnYlQ+dg2C6cCbU43JZkwm/5UELb5jb0nkLqtkOX5TE0uXvR64NR/SfHCdXbPjH1547wGW1OyWh8M/V5UoRkklYx4Lq0+1EGVFWgMntIipcZdkL25Q8Q4jtf0fd9/JeAa5cMR3wCoz1T92kMMyEW0o8h/DHJQmplpvsr+R4XQC8ktx1tX1RDrgAeFEWuQpcSQ64AHgluetq+6IccAHwoixyFbiSHHAB8Epy19X2RTngAuBFWeQqcCU54ALgleSuq+2LckCa8YpRyU/fo16MV99RlHN3g9bf5uUsVz2Fte5+G9JnQ9sSvTSkvcpyPsHN8Q689vMYL4qkSywgTVqcqvz4QhvGRcp0rvmOiNrsqTIQ6T5eOmf6Tl2ednGo5j8nnZ77mc2haR0xyQPFsPIsBLk7D9+IE2AXksiJe/skFFmhRzCMjqx9hiKF/b8ZzhdCxTmK8y9qrawhgu+vnYAy2XnQ5/o6Up9E+R15sD7H2c79sXVHKET60r+ToMP1L9Bu6KJLZL+rmjTx6WTlxOsxLO8l06iOBGYRj5y/B8Y0gpktageMYKWIJ36eCmuz4J0eEFjHNclnTc7A+T0xML6JEzwXkkgZEqe/7t0Pm4ZBbC0HeYSkyjbC0wkwNAwmRTuTNC8kEaLanAsvHoWl3aBNRQC+tuVPMziziG9uBmMa15MWb4d/JsKuuCW0G/6wC0mXyAEVgLlvx/BNv/pDRHfsg3ktoFsdaeKV/R8shOWp8Fo995wL4EzcCv/qCs3rydxIKoPB6yHzxvpn9/xRmNG0/pRzi8MJ+q/71R/qFGNbdAAebQchF7lnfMUZ+CjSBcBLxJ5arQqAX/eV634bFrh9L8xrCT0uAkBxqOaTFKekqYsqAfhKF2eqeF10ohSGbICMG+tO7hDbqwrAZtCinrZEvtysnfBlv/qTP4W0fOAgPNYWQi+SJfZ9OnzcyAXA/zcA97waw3+6yXSoY2tKLYdb91QcgulQ90FooWO9kADxRfBeT2hSh3QTAJy6DXoGw31xdeiA4rD0MXj3FLzbE66rI13paCk8cQjaB8AT7ZxpSxeS6O/1JGf6+5PtYWQdbYl6uwrgmcMwMBwealM3WAWgxdnc/O5LaO/agi8Zg6oE/OX5GLoHyUR4OA+rCPLUgr4itbvADMJwEIdY+oU6FXOhhAtjQxyKrsyqFY8V78gHcXVE90CnDijemi2v2N199c7tTwBib77z2og+Ic42DDYQep9oWxg74t87850HbZp4QJsAEC+5itRzQZVtZRkhodSpRw4Kc9YX4xD5duIAjziII6TktjwwOyCqoi3xWbnNORZP3TndUfyxnSwHkbU3KNw5NrWs7PwtjBM3LdjssDEHYka7AHjJ6BNb8E2LkxXbhzHc2VpWF+iReEgpg8fbQ686HoIUi/b+aaf12TsYHm9X9xaZUg5PHXFKphc7161XiW10a67T0BFnYmuj5HJ4LsEJrg961W7xinrCeHn/FAyPcErY2m4OEDrhvfsgzwoPxkEv5xN5tZLoT0jZU+WwsBWMqLDI9xbAhlZLCB/gMkIuFYTS3S8lK/fvjMFdcooWscjibOonferXlcSizNgBH/UBn3oOwQiwiszfKG8YHF73MIU07LcWtl9XuyUraoq2vkx1Sq75resHjDgf8WXfulPdRe1NOU4p9kyHuq+3qOxFHHtccgxe7XpOZRB5oquaLWFbMxcALxmA97yUrDy4KwYtTgCeMcJj8fBJ3/oPyghlffp2Z7na9K7zByRAE+3t3L7ro55rYPfI+vv9Jh3KrDCvVd0tie175Cb4pj8E1XN1hbiBYEM2LK7joPj5PRRa4NkE+He36uNb3XwJm5u6AHjJALzrxWTlzm0x+OtlVcIcK4FnjzglYH0p4EJXnLULlvWo31oUDuXlp6GRF4yIcOpltVGpFYZuhI3DwK+OS3REW58mO/VAcT6irsiNkJDjfoPlvZ3Ar43EXFdnOv2Dz3WsP41dlBVqySvH4ZWu4FUh8UVK/crmS9jdwgXASwbgtMXJivmDGGY1kxF60ZKjIPQ2oTuJAy51rd5XabAq0xmluEscbq4DDWcNToetiJ6IA9gi+lEbvXnCeSfKqEiYU8czJWcMIK6QEOMUPsS6/kB+zYBPU2FwGNzWqvaxVZ42y7fAHa3rmau4Y88BLx+F0waY1dxpIQs6XAQ7Y1064KWCT9STpv0jV9m/4u94SM7HoSstVnGBTl0HZUQ5EfUQEkkINGG11kVCTxJ3kwjy1tYNVFFGlK2vPTFCYX0LquuGAPGdAGilhV4prWobX0Pnej5fxB9SZShSViQiO0+nSQfXs1yXCkI1G0Y84OyiS+OAOMQjDhu56NI44ErHujS+uWpdJg64AHiZGOlq5tI44ALgpfHNVesyccAFwMvESFczl8YBFwAvjW+uWpeJAy4AXiZGupq5NA64AHhpfHPVukwccAHwMjHS1cylccAFwEvjm6vWZeKAC4CXiZGXoxmRt1j5BtzlaO/P0IYLgH+EVRJ3Byo2NVNIdmgqLprUoNVqEKe1RSb2tUoNBKDC4nfOZZ0uXlhxZee1ypWrNS9FXGtqxVpwkDOHvkUjOXCgx6Z44B/WmqgON4JGjx2RQnT1XrC8WtMX/TQIgBIKT58HQFFx8UKRm3JtMuXyLUDtdyyo52IcMsb84+QmraJ9EzsxTXyqUtpErTKDzI5DOWj03kR0XYjiFqqeibnWpOFFAFhd8l24MC5J+PuhKh7uQXFgzN5JkGUnzSJ0dO7YnkGDBiGdl1SZmZnJf//7X0rLjBzJDiU4diImJeCa0xEvKgGF9PvYu7/K6VcTd/JAmz7qb0GHo11S8PdAUBgZoX6QejqBUOMv3HBdVwYOHIhOp0OjETrfOTVHUcSzZg4KCwv5+NNv2XHaG59mY9G4i/tTrp2dp14ALvfuV4O/leCrBOLhaJc++PtAqHB61zL6N81g7NjrMRqN+Pn5kZSUxE033VQFQgFA8SMoNzeXTz77muNZOuyRU5HcxRG+awOE9QJQSD4hAQUbKqfrAuDvgVvNsvbSk3jlf8/wvq04e/YMZ86cITo6mhUrVrBhwwb0ej2yLKugE/9vsVjw8fGhc+fOfP3dTxzLi8S76Wgc+nrOkf7/hnhVa19UB+yYfm5bEFKvks5twy4J2OAVUxykx3/N9e2yuevO21m2bBlpaWk0adKEH3/8kfUbNqDTahH639q1a9m7dy/FxcWcOnWKTz75BHd3d+bf/nfCez+NLlhcvvPnl4IX1QFr24Yr9UHX9ttg6FUUdHBy23+Y2NPK3Xffxbp168jPyyM4JJi9e/bxxJNPoNFqOH78OBvWb+Dmm28mKyuL+++/nxdffJHU1DS+W7kL33YLsbqJJzH/AgAUnOuYXv3Mw8RVwg3jkny/B34CKooik7j+WaYO9GXh9WOwlZdjd9OjlWXsfgF45GXj3q07ilaLzSZjs9lYvXo1Bw8eZNq0afz080pSyqLQRI7Doa/j2orfM6g/QNmLSsALwSfGLAC44nphBbtA+LvWUABw9SNMHRTKbcIfc+QISkAAUlEp9g5tkPbsw+vtt9EHBalWsdAPxTY9d+5cdZsW2/Wd9yyi6cCnsXh1/l1d/1EL1wvA2sB3PgCdrhgXCBu8uA4rx9c8yKTBEdxhsaJb8g/0NgVtxVZaPmIobss/RRccrALwQsrIyGD2nFMqkvEAAB1XSURBVFtpMeQ5LN7dqq4SbnD/f8CCDQJgpcSrHP/5/+8C4O9YVcVO5sH36dOslGlSOU0+/RyP9HS0Dkk9E23t1QNefQWPLl3Rutc8wS8k4qw5txHR9xn0IT2ubR3wfOknAHchiS24klwgbDgIHdYycg+9y5CofBagoP/8CyQk5JJitM2bY+3WA9+XXkQfUt3NYjab2bdvP/9c+iFBXRah+MQ1vNM/cMk6JWB9AGz+wLloiGsb/v2rm3noC7oGJzI/yJvAoiK0waGU7NxH8E03Ytm3H79HHlG34UqyWq3Exx/izfe/RdN4Am7BXbA4ro1HvusE4Pnul5RXnaG380mAsJJmGbb//lX4C9ewW0sxp/5It8BMJo0bTmBwML5u7uj8/XAYTehCgtDodAjg5efnk5GRyb/e+gxN07+hD+qIItVxe9OfkKcNCsXVB0AX+C5t1RXZSHn6WrIOfc6ood2Yf+tstJVv9Va499LS0nnw4SeQJW+aDXgcbWAHJI3umsqIqReAQjV++p16bh5S07JcVvClQFAkn9rtduzmIjS5v5Cy9zMcFY9Zq0kxigOfoGgCuzyAxiMMnWeYmht4rVG9AFz8TnVXgABbbZ9da0y50vMRANNKlXdiK7jbczAUJqPXOhP+PN3F9zKent7kabpiV3RqLuC1SA0G4PmS7nwQuiTg/w8WqrBTm1Cq8gFFAoggAVSHo/L/zvXjprNjd2iwO66BUFxQZBtl0LSl6EwFoPfA4RGgXjcmkiPFT095gDrzfW67VI5oZTNd7IOquBHve7jCHyVhKMnBzzcQ3HyQFAd6YyZ2r0Zqu+oVZmqbGkpLivDTOdD4hSOhQWvKR5x+sPtEguhbo1FdE3bZgbUkA+/gaBTxmc2I3piN1bcpVOpLzrUjP+8sYX6+ODz8VSmiK03H4RmCw636Fanl5SV4yAZ0/s73ujSWInSmIqwBLaqFVkVGiqHgLAGhFX3LFrSGLOzekSi66j66vLwsQr3dwTNIHYvWkImk1SN7Vb+T2GwyIhkLcA9uUtF3CTpzITbfpur8KslhVyjMTyc0KBRF7wUOO/qydGTvRmrfGkmkajmBWVyUh79OQfIJU6trjbloFBmbT/X3yKxWC47SHDwCG4FWh2Q1ojcJXjavdkG2SAErUHnpj8PDT52PrjS1gpfVH2IxlJfhaStGE9BE5Z3WWIDGbsLmG1Xtr9IuyxiLMvELDFfHL9lt6MvPYPOJVl3wiqdey10D2jNnUA9MZcVq5U3Kd9UaGaqZiqI4OJCeQ0mTrdW+GyJNxmiV+SyxgHv6x2EuK8JgsbHudBZTu8ZgNZurlX9t+0nuHj0AbWm2+vmqhBQm9OuGtaSwWrnMUhNHTe5cF6nDLts5nl1AQGgE4ToZWbbjEKliioLsUHh6YyIv3zgAQ3EeVtnOxtPZjO3UGqOhXFXa1fw6cS1vUjZxzZvSRGvGrjjYcfIs1/XuQUluptq3QySCKgr5BgsbM4xMiQnGbpfJKjFQomiIDfbFZrWqbalJo4rC27uTuXVARzSWcmyynYOZBfRv04LykhL1+8p2T+WXo/HyJ9rdptZPzCogrnkzHKZSHA7nXMSpOLNs5+ekXKZ2aobVYsJsk0krMRETGoAsW9UyznxB2JZWQPeWUeisBrWv4zlFtG/aBIuxzFlO5RHkGcxYtB5Eejh1z4JyEzoPL3y1CnaHw8kjnLzcc7aYvs0j1L5FmxmlRqICfRFAcvJHnTwZpSaCAwLQyWb18+xSAxFBgchWszo/de6KuFTUTr7ZTiMfd7Vvi2zn/pF96RzmjbR3QoAiJr84OZA3Jvak6NAalWFbWpVUB1laGA6bhVUZCt6DSqt9N+iUP0ZZ4Rt7B+7vHEhh4laKLQrvmdqzuI0ZQ9bpauX/fULi6QULKN2yTGXk0hRPnp4xhZIdn1Qrl2FUONvmJvrlrkI2lfFbjp1WI24lOul7ZNO5MYhLyR9J9GL5zKHk7vsFs13hndJYnu7qTUnKwWpt/pAhMXDUTYQc/QbFYWdZksw/nvon6d88gSIeNamgLJODtd6DmOd2ENlczpFiB7nNRjJGm4i54Gy1Nu8/CO/MHY8x/mcssoOPChvx/IQBnN3+dbVyewohrP8tNDv2qfr5Z8kyC25/FNPG11XeVpK4LfaFjEj+M6wRRaf2U2hRWO3Zl3khGZhy06u1+fpJDYv+NgPrHmHEKLyW7MkrC24hc/271colFtvR9J5Dh4xVWMvy2ZLjoPGgmcQmf4fdek5AWB0Kz6SE8O7k7uQdXKM+ifGRqQOL2mooSztUrc1fMhQmzHoIef0r6jb0+kmJpxcupGjD29XKZZkUtvsPZFZwpoqFtHIHaS3GM6z8N6Qvhvopoe7wVmYQr47vSWEFACtbiC9S0HSbTuKWbxgVbmdLLkycswj7htfUBTzHNIWvrW3pEO5Dk9w9iIn8V+nAw61rAyDcPHUWGZs+oqWPxKeZXjwxYwrF2y8EoIO0VpNI27eK0SFm9hc4aD/6Nhqf+K4GAB8+5snsYf0ISF6n3tr/vTWWhzvVDsCWfSdwducK+oXA12l2/vHkP0n95gnnqzrnAfBX976Up+7nlsZWTpc5MMWM4jrpGOaCjBoAnDl6BB5JawlxU/jR0JjFN9QCwALw6D6Voxu/YExjLf89I3PHnY9j2LC0BgCfOxPO0JahdDEeQbzKtCegL38LrB2AY6+fSM6Ob2jjL/FJhhcv3lY7AOWu00nft4Z+PsXsK1BoPWwmLU7VBODi04FM6d2RxhlbVGPpZzpyd0ztABw8+S52fv86vUI0fJKm4amFCym8EIBGhS0+fQgyZdBTSkcAsjhuAgNLtiDdOnKAIp5LbSEVMaVHW/IvAODBQoXykDYcKXfDTSvhZSnkvunTyP313zUAuDwnkDatYjhZbEbrkOkdqqeHb3kNCfivRDs39OvLugyTet9yhL2AeaOGkf1bTQAe1rfijN1XfWzGzVzMbdcPx37g2xoAfDAebh7Yi4N5JjQ46B4kMTBcV0MCrjjjILxFJw6VSOol516GbJ6++16SvqwJwO+KI9H6R6hj1NnKuaFLDI2KDtcA4L37ZG4a2JvDhVa0OIj1snFTn841JODufAfWsHYcKNXhrdfgYcjmoVmzyF5dE4BPJbozvGsHzpZb0ThkhrcMJVZOqSEBlx63M7hHL3bkWnHTKETYC7l9/BjS19WUgPmBbTlt9UR2OHC3lDD7uoFw8NsaEvDJBD0T+nYjIV/wUqFPuDu9A22Upl4gAc/a6di5Fz+lW/HQSgSYsvn7tElkrPlPdQloVFhljMA/pDHFZjs62cTknm0JTN2EdHLRCMWhOHhgUwavje1QtQWfLwF9B8yju3wCxW7jh8Qcho2ajLKxpgQUW/ATI7tRnpFIodHKv47JPB1nqnULfu6+B1FOblH1uBd3ZPDo+GEU19iCHWS0uZnR3lnYbSY2JucT0X4w0Uk1JaDYgr+5bxYlyfsx2ey8fMTMkx3dat2Ch46fR7PSBFWnXbojlafuvpe0WiSg2ILvj5Ow28zEZ5WQrG/K9ZqjtUrAj+6bD5mHVX3tjcOlLB7VpdYtOHzwHDqZjqrsfX9fOrOmzsS0sSYAxRb88d8GY8g+TYHRyjc53swNOlPrFvzowjvRn9mjHmJ6YXsGS2aMrX0L7jOXfvqzqjqz/nQ+ATF969yCP1s4kZLUQ9jsCv9OlHkgxlHrFjxx3hN4nV6nzuelbak8cvOkmluwUWFH4CDu7OiPuTiHlEIjR3QtGFa2pboO+PqNPSg+vLYaeg8WgW+/WcSc/BKHzarqgGNmPoCyaalqnVWSQVb4zt6B+87TAd81tWNxnAVjdnUd8LUTEk8tmE/plnedOmCyJ0/9bTKlO5y6USUJHTCjzU30PU8HbHndrUSf/B77eTqguK3/sePefHzLkPN0wBie6upDaQ0dUMPAUdOq6YAvPPkS6d88qTp/z9+C1/kMYq7+nA6Y03QEY3SJWC7cguMl3pk9DuOhX1Qd8MMKHTDjAh1wd6FEeP+/VdMB59/+KOYLdEDxDsqSjEa8OSyS4iodsA9zgzMx51XXAd84peWBGTdX0wFfnn8LWRuqS8BjxXZ0vefQ/nwdcOAtxCR/j8N2vg4Iz6aEsGxSV/Li16o64IcVOmD5hTpgpsKEmQ8ir3/VqQMmSeoWXLzxAh1QADBgIDODMtU/qNTzdcC94/0VYdXcvl+idVQjxvtk0sRTUR/lE7rHV0WR3NavDXLSZnWBfj5jJ949jp6k0ivASoB4wVC8z3ZWw4ChY2mcsRWboUg1Qu444kXPCE9uDikg2F1S9Yn0coW06OEMdz+LJeuEai09n6DgHtaCEe5ptPKy46OXVEvr9TRv7h0zCOn4GhS7XTVCVlub08Mtn0EBBgLdhbMGduUrhPefQWzWeqwluaoRctdhT9qF+zEjKIcgd0l9lT3PrLDHswvjo/XI6ftUS+7tEzaMEV0YoCQS5y3jV9H3F1leTB8zDt2h71RVQxgh7+WE0t3fxtjAkqq+j5c4ULreRMfiXdgKz2CRFZ5O1BEZEcU0nxQC9JLKyzKbwo/GaGZ3b4H95BaVZ8IISfdrSx8pla6+FvzcnPNZma2lz6gZhCf9iM1Yqhohj5wMoHOgxNTgInU+QiVJLnOQET2cYR4ZWLOSVKvz2QQFv0atGak/TTMvB94659Ue7+aEsGBQJ6TTv6HINjZnO1hljqabez4jgkwEVPBSPF8WM/RmmqevwVpWoALw7iPetAv1YmJAHmEezmcqxJjWSO2Z09oDc9p+dT6vHLPjCIthuC6FGG/nOqpPtWV6MWn4dficWofdalQB+EpmJF28ypEqAfjU6QDev3c+72/YiTU7CS9jNrKiwSumP+O8MzDkJKudCAk4avZjpCQdYefJNIILjqjALA+MYXqnKGTBXEVRAfiOoS0vTxnCa+v3E5h/SN37TRpvBgy4jvC0ddgtRnWAryV78Mw9D/DTth1kZaTiX5qsMtMS3YdbIssoP3NM7VsAsNnIhXhailhz5BTB+YdUKWzwDOfmYQOxHlyh9i0A+J/iGF6aMYZXf92Jf34Cerkci+ROTNfBdDEdxlzkdAEJK/jZp//NinVrSUlPxb/kpLo12xp1Zm6cLwXHnYkWAoDZza9naOtwPt9xmND8eNXXadD5MXnEaDRHf1J1KYsdPiiI5MXb5/PiijV4FiXjacrBho6AuH6MdD+DMTelCoC33v0sBw7vJ/5UMkFFx1WwGwJacGv/jhQf+EktJxZ7pUdfFg5sz9ubDxGSexCNw4pR68OA/sOITN+EbHa6Xf6d7MGrDz3K8jUbKcpOxa8sVbWONa0GcKN/Lqbsk2qbwgqOGDKXCI2Bnw6eIrQgXuVluU8Utwzqiengj2o5AcD3DO14/MYhvLdpP255ibhbirBKbkR3GUqPsj3YyovUskuTYPGDT/PTb1vJzEh38tKhYG3UhRmtPSk/tUstJwB4usUEhjX1cwKw3KawJC2I/0zqhTnjKOaIzlgCmvLxxp0sGtmT0k1OkSom+G26g+nzHkS3+2M0AY0pix7AobQMPDy96Za7FktJnlpWmNpfy+15pq1NlV6lTQdh03nyr5838nLfEIpPbFPLiQdvliZ7sGT2NEzH1mIPaY0xvCNfb9vL3WOGUbzqRRXgAqirzsp0GXMbLc+sRfEMoKzpQNU/t/HoaW4PTsVUsTUKSfepKZZnu/tiLS9Ux2h38+M/a37jiQHNKD/oXFgR3lp6XGbps/8kZ83r2IOaY4joytr4Y/SJbUHwgQ/UcoJ25NoxxoxivGcKikZHSdMh2CUt//zvOpa0kzHlONWMIgt8WtyIf04eRGHSLkzhHbD4RbN80y7uG9qJ8q3ONoVUeifJxqJ7HsO+93MUv0aUN+7JwZQMrAoMLlqPbDaoZVPKHezw68dtYTmq07+02RCsGnfeXrOV53r4U3zc6Zc12YUbxos3bp9J4YGfsYXGYQpty/vrtvHIuEGUbXxTBbhYx1UZDuKGz6Rtxq9o/cLU+eSWGjiQlskUKR5LqXMd880K39o78lB7HbKhCFPjHpg8Qlm6ciNLb+xB1han2iQ74NUT8OJdt2M88AOO4FYYwjvz4+54rusUS8iRz7BbLeo6Hiq0UxI3gRGWPUiLuvgrR4ocNA/yZkDrKOKTTqrRCBG1EF7raZNn8cWnb6DV6lSw7M2388qUwfy8bZszK0PSqJ2PuWE6OzavpLSkAAUNW3PsTGwfibhaJyu/APGgi6DAiKY0CQ8nft82JK2WlHIFSatjTr+ObDpw0BmOkjTqX96ddzzMO288h0arVd8P3pIt8+zYXuw5moDRbFHbFMxs37UfWWknKMzLUuvuzLMzvFUY4d7uJGdmVvXtFRhKj0492LjuBzRanbotHiuWeXPmWD5fvdYZAJM02BSJyVNm890Xb6PTORMAfsuWmd83jvyCPPJLSqrabNyiLbKxlKyzKWoE53Chg5ahfozq0IKt8YerIkA6Tx/Gjp7Md18tQytSrRywJ9fGK9OGsWr7Dmx2u5OXCgy9bjw7Nq3EJvxzksSmLJlZ3VtgNpSSW1xc1XdYVCsigoOqeJlucKBo9CwY0pXVu/ZW8dJiV5g7524+++g1NWJhsUvszJV5YnR39hw9itVmq+ClQq9+I0g8spuyogLQaFifJTO5fWMC3SRSsrKr5uPuG8TwwSP5acXHKi+FlM40KSwa3YfVO3eft44K06bO47/ff4RdtuGQJNZkyDw6rAMn01KQjr31jMr39E2fEhXXHU1k26q/en93DUczC9m24QemTb5FTQUqTj2EW/5JvLpPrHhYy6kTeHm489Bb73H36H74RrREthjJ2rKcqL5TkHwqsnsliPB249Evf2VUhJ3YHtepfWXt+4WQgED0rZxXgAgS+oOQzMuWL+O2m2ej0btTlnkKJX0vft1vBJ0zIVPolaE+7kx88R3+MbYnAU3b4hCRiy2f0qjrSKSAxlVthnjp+HxbPLqCkwwdPl5lUu7RrQTaCtF3Fs9tOcNhXjoJk83BI2+8wQu3L0Sjd8NYkIExcSMh3W4Az3NPy0f5uXPjyx/y4IAYott2x2G3k7PnByKatEaKOndwKMBDy76ULOJ3rGbypJlO6ZK0G5/yTDw6jVPDY4KEa8jTzY3Jz/2L12ePxyukCbLFQP6OrwjvNRHJS1zN4aQIHzee+OpXhoZDmx5DkRSFrL2/EBoUiK6VM4QqSOiWqYUGVq/8mqnjp6Lz8KY0IwlH+j4Cek4BrfOPTGToBHt5MGXJmyy5sT9+UXGqxMzcvLwmLz11fL8vEffMg/S+booqmbPi1xHioUEfN6yqb/GMm0lWWPL++9w39Ubc/UKwlBdQtv8nQvreVGkFwzPJgbw+sTtFh5wmdSXFFznwUa3gr51WcKaDsbcsQtkk3DDnrEZnJKR9RSRkG8VWhfeM7VjcxlKLG4aKSIjTCn49xYOn1EjIhVawoyIS8qvqOtiaKyOs4KYnV6jKeSU5IyGeLJ85rMoKXlYaw1PdvClJjq82nx8yqIiEfKsy992TNpxW8FPV5pNtcrDGewDz3A6pkZCEYjs5zYQVfBxz/oWOaEWNhJjif8Fid/BhQSTPTxhYqxsmtP/faH7sM3VMnyXb1EiIeeMb2GtEQiJ4a1hjpxVsVVjj0Ye5IZk13TCnNCxSreDPVb1ZqDPCCs5c/161eSeW2NH0mk2HzFVYSwtUfbrRoFuITV5RzQ9oE1GxlOCKSMha9VX7D43tWNRWS1maiPufo18yHM5IyIZX1JDb6yepiIS8U62ciCqJSMjs4EzKs5JJMzhIa34DwwxbkbaODVCEA/PCUNw5ACp49p2Nz6EvaOxmU42QcbMW4ajNDyh3YEabAKTkbZRZFd6vJxS3aN58ijYtw1ePMxT3tymU1BIJORs3nSapK4nUlKvben2huFemDsV2+Bdkpf5QXM/rbkIf/zWhbg7erQjF1eYHXOM9iAGm/TR3N3K0yEFucxGKqz0S8vzN45ASflEdt/WF4oL63YLHvuVEeWsuGop7tHcjvDL3q3/M9YXiFkybgWnXZ/jp6w/FSb3nEHLqF4LlQn7LcRA1aCYxdYTinhvTDSVxrar61BeKG3vLQ+T9+jIimlZnKM6osC1gICM8MvArTVbtg/TKUNyAKB9FvDw5MjaSCb27kBfvjAVX0sFCBwXe0Xy0P50W3gpR3loW37uI7FU1IyEfZfiAzo0zefl4aWDmwK6086wZCXn1mEzvuFZ8se+U6lLo1dif2yZNJGtLzUjIQSWKb49k0sTDTqgHPHbbfCz7akZCFh1U6NYsnMNpWep7vtP7dKBnmHutkRC3oCZ8fzidKC9o5afhhSeW1BoJ+SY/iK1pRcT6OAh0g9vHX09wYUItkRAbPVpEsS8lU33reFTbZkwZ1LfWSEixTzQf7Ekh1l9DU29YfP+jZP5a0xH95FEdQT6eGMqK8dTCgtGDaWpNqxkJSbSryRUrDqUR7gE9o/y5c/rNpK2tGQnJ8mrK9wlZBGqthHtILJo1C/lAzUjI40c0xEUEcyozB70WZg3sTpcAR41IyM9n7bRsGcs/Nx+niZdEuyB3Ft06n7O1REJ+KgkitciE1mbAWweLpk3CK3kTUtKr9yl2EYD+YQsvDG9dayzYu88t9Aj3UD3tq+KPM6R3H+RaY8FteGzKWAylhRQZTCzbepQHWxlq3YIF45XSHDUD4401u7jvuh4U1SIB01tP5PqYMDUTY9uJFCKjWhCZWBOAIhb81eP3UVqQjVmW+c/mQzwQp6k1EjJo/K009xIZIArvbdjNwzNn1BoLXuPel3uHdlR1yoQz2ZwxOBjmOFIDgPcdhA8efgDJXIzFZuP9bYd5ZGBsrVtwSP+ZdA526ntfbDvA9JEj6owFf3znDBWARQYjPx/LYLpfTQCKZISH7rhPdY2IrJala3bx5PiBtUZC6D6DftEByDYrvx1PJig0iua1xIKfOR3I8gcWUlqUi2y38+72Y9zezFprJGT87IfxNuer83lzzQ7uu2EIBetrOqK3+fXjzqHdMZvKScsvIqnEQf/izUj7bgxUHdFPn/Kvlg1z/hbs0282Mae+RrFZWZnhYKyIhNQRiru/SxBFidsoEjqgoW3d2TALF1C25T0VBK8lu9eRDSN0wOn0z1tdkQ0jdMB5dWfDzBpG3v6VmGWFt0ta15MNM53QxG9Vg2FZko1/PPlSnaG4eR6HsJvKOVJUoQPWsQW/M3cCpsMVkZB8oQP2rzMbpnni5yp7Pz0tdMBH6s6GGR5VpQP+6t677myYW/6GTeiADofqB3xF1QFrz4bpmPmr6mDenGOn8UChA9aeDfPe5B7OSIii8KGhfd3ZMLMfwr7hVVUHXJqk1J4NY1TYHiB0wOxzkZDm45zZMHvHByhCeX0gwYMJnVvQxXxM1cuER164V9YW+9Kv7zACTv6CYpf55awdTduRtMpYT2ufcw9QxxdLmJoNYLhXNobMJNUR/VR6BJMa2+nnma9GIgQJfWadvRWzerTEmLBOlYAvHdfSu0t32hbtItTDGQ0QpvnaXD0d+o0hKnW1Gi4SivPZyP50LDtAWy+LGg0QlG6AvT7dmdNUpjQ1XnVEP5USyrimHvTRna3qW4S4NpgjGdm1Ax4n16sO53dO2OgydApNTv+XSHeRlezse3uhHt/219ElfwMOq0V1RK9T2jDII5suHiVVfQuf43ptR2bHeGBJ3adGQl5J9WN4xxi6lu9T+xbDFK6QDaWB9O8zEL/jTj+kiIREdLuelpkbaOppr7DBIaFU4kxEfyb5CKd1qurieKOwOcP8SujjVaRa/oLE5xsdrbm5cxOsJzarRsiS41p1h4rL26aqDZW8/DXfk979RhKWJvyL5WzJdpAS2ouO5Qfo7Gevms/JcoXEwD7MiCynLD1BdRc9kx7BqEZaemgz1KiOIPFw+KryMKYP6Y/14A/qiv37uIOuPQcTl/sbYe7nsLGtQId/+2F0Nx7EUpKrOqJ/UDrSx3GK/wM3thXZUqUOBwAAAABJRU5ErkJggg==data:image/png;base64,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,costumes,soundsThis will make Mario go rightleft arrowThis will make him go leftspaceup arrowMakes him jumpright arrowup arrowleft arrow86,43,22,1192,111,77,10,0,0,1229,143,109,1107,70,58,1203,79,15,1Platform_Scene_1Platform_Scene_1(2)Will have a gravity effect and bring Mario back down after he jumps CURRENT STATUS: works for 3 secondsThis block is going to make Mario jump

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