data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xu19eXxb1Z3vV9LVatmSt9iOszi2kziJHduJISwJa9hb6HRmKAzMlLZ5nU4fbWnhdWCgy8zQzzAtj8LrRpkwZQltaYEBWgotO2FJwEnsxCFOvMSJ7cS7ZFu2JOtKep/fObpar3SvFjuh5fwRK9K5557le3/773c133//SBCnqglAkcWCxQZtkhkIAET2m9PtwdCMCDHy1amaNfR6AUuLbTBAhCD6cz6PjjFXbsc8DfYs2YI0pwSAoQ1ZVWSBQZsMfHzKoqBD59Bkbg9EbrQUh2SGD0uLbIpzzWiSggCI/CGbFYzoHRrPaJiP6kULD8DQhhMVWW0zye9bqA9RvYEZfjgL3gSguqQYFtGb21vLAD1M3XN7p4/EaAsPQNoWAagrscmyL6J4xyfdmPXNhUjgAuxjFCiK9EEstuUDUZRpPmYgCiZ0jjnD1G8+7vFRGPPUABBAXXkiAHvGHHBDn7hvCyHDpHgocnmQc4EAepyT8AdC66S10RMZYsO5vNdHYazcA5BtaFh3SMpi6+3WUCcBh8YmsPfhB1CwtBoj+1vR8Nn/DUtp+YLtn07rw5qiQg6EkNITc3P2deZPAVH16bkABiemk94i3cXSbIJaHwwByMungoCOIWdk2Hmm6OnOX+qfNQDv/Ocr4PcfDY1nxpduehJVTatkzzF6kj0vPAUdAqi66tqkcx949zVMHu3Cuhv+MdP1pb5OAASRxAF6GHLXiMqNTc/A7RPhg14O0kmpvMVsQKHZyH43GvOAoI99NkADgH9Wq3nnXJvO3RaFR8oYgFrtAP7lG1tx4w1bIGjcYbL33q4+XP3Xv4atojaGrQzt3YXhve+h4bM3Q6vPjM12PvUozMWLsPzCKzLbiigiRh+rVWjhSgieFXQYmpzGrDsks2Y2M0Z7+YOQOaXltxbQOzObKENnO2yG61K6LCMAEsv6P99owMb6GmjEQuTZJzDjLEBTC+e/23e04Vu3/REHHvsJ1nzm87Atr00+jwxZg3fSwcZfcck1KK5rkB9fbtNzoN2emJzGlE+jjrJFz0yaD62Zrg4p+NXlxbDAq8g1wkPFrUuiuJN+MSJbxtz39JUx0wegANx+Sx1a6poQFKbhF60QoEH9RiMEDZksBBx9wYrLv/Uj+c1QeiQy/H380H4cffl5Jj8abSTPxbYleQLs5pDZR5EaxHYgGW5k1oeJqdkMZ8cvI3ui1IrzzFHzSR8gzD46NvORV17SBqDHO4n/+n/XoKIwoiTM+r04Z1Me29uJnaXY430JN39zf3IAZkj10jl9n8cNvcnMLqmPlvHiqE/SMUMYTKqZpzEZRuGYxyTKpintgeLDkHijU2ofTWPdarqmB0BG/ZrRUrc6PHb3QA9qqhahuamQga9oyyh+8etWfO+eTjX3z32f0IHSn+XGAMz5BQpiVRwCBMAxp+EaazpNBkhhm2L8ODF9Ey8kGyG1OQThneOypVv0Y9o9B5/v1BjmiXrXlCRyFmlphyYcGXG8tABIst/9/3kJo35O9zTs5kIc7N2LT1y+Dv79S1C0eZTN55QCEEBRAfmXDYziuKenQiCUY3ORwyc5qn9iUt4OSYtKg2pLvuKkXhQZsJJcSVpz2A6aAWVM53kJ901yn8qifBgNBnX+7tDedDhd6uXY0ATSAuDvn/wHuKa9TOY76RhCaWkpIGpR7VkcAp8IATo8uKMP99z7Tkb7kdFFoU1M9pS6p2dhzrdENEwBmIUR/eOT8FEoRpZGYCXqILsmQcAsdOgdG0/70DLaI5UXJfjnVT4IjkAGXANAWgC8/TaufJDMZzAKGB0dxfpgE3Tru1BeHiHP3YM1uPyqf1W55Nx043JWcr8tUUJdnpVTOcGcNeikWXNqmzqgIn6FMdRW5QHnZpdSj0JUr1CbJDhKdp5kSAWc066MffZpAfDf/6UZK6tX4UB3O5prW2A9mQdXxWTI/EKyCTfD6Ar+ESuqt/DVhoXt9DU9tZvOlIxoE0ccRTsxF2AarG9mGvq8fLXDquonD3wBohA5SPKCkAyXoEWnwdZVTSbDTvIUPNESMAeByaQOtxc+MRArj2Z4zuoBKACP/eSvYNEZ0drZhk+UfALvB9/Fqupa1K0OhJf+8it78E+3HcpwK9K4LOrwYrTcqCHktMX5AGEasz69upJNtLQcFp8rpaI2nx4V1QB8+olb4HOfZPJfW2cbNtWchWFxFI2NlSgsmMXQkIOxYTJC33Nvx4JuNLFBu8XM3FWkOR4fG08U66Ie6I9BCHANncSm5Fr14UlPTmTkVGBQBmDo4G6/7Vy01C1lY5ECQpqwiCAqlutQWapFe0cvGuursX3HQdxz774FBWDCzZJ4QKKjTv7SQRgjtsRt4ELaGZUBGJrcXbfVoamuCaIvCJtox4x5kgHQ4dyPS7ZuxCM7WnHjDZvw9m4jtn3poXkFIJmDyt57HmuM/dAKHvT1FaDAaoJYV4Mj5eckN6XEzeovGYQku0Y356w7a09PJoeuCoB04N/79jmoXVKD46PHsVF3JrrMXbCb8xk7vunGFpDsd+HFZ6Jiyb/CVlqVyVxSXxOS+dyt+2A99A6qC7VYtmQO+XYB/X0W9PVP48ItOsZQjpoacMDciIDNLj9mlPz4lwzC3B9S+iOqAiBFvjz0wD/Caraio7Mdzaub0TXYzTwg7R09UQDcjHUbf8ot4vFsMENzg+7xHyPf60lYWU1tEfKtEyCngThnweAJoHLJLPSCCL1eh3d3ijhni4DjfW6UlRUg36rDC6s/C5+/IGGsj0GYPnBydYUqAB7t3Yndr/2YKSCkAZMtkChfY30N2jp78LnrWrCvzYGKcuD8K5/NyCUjtyAyDxi3PxD1EznzeShXnnUGK+u4/5naB+0izm6kTwIEQYtdu7xoagmgvW0WjU0WZiAfLT8b7eXn8wviTCAfgzBXkEpvHGUACgJeeu5OOE92MgCK/YCwFAyI559VjTd39eKmGzZheMyHseE+XPsPbyYAkFi4VuOWpT6ppls3dQhDv3khoYtkcVy9xgRrngg/RLS3ObCxiWx8AmPD0v9bW4NYstSH8jID7CUmeGHBK0s+B7egT1AAPwZheuDJRW9lAAK47z/OweJSrgGbhkwQy73cFri1Bu/vc+DKy9dhelqD1vd3JkTBUPTMd+/cFJprMb77vT/AZLQpz10ACp59HNqhYdm+peXkWgNGh2ahERwIilY0NYVYfwiAjU2FaGv1oW4NYMrTw241QjD5IYoCXtNdjKkVaz4GofJJzGsPVQCUXHCk9brcLiYLtnW242+vbkBv7ywWVdpQVpKHx5/cmRAFQ9ozj5qm6BIB23e04gf3HUjNpkPyon37vUkXTzKg3T4FP3k9tBYcOTIHt2cUgs6G9WuM2NsxAgmATS2cbRNttFrz8ObbQ7j4ggo8VXWz7PgfU8J5xVzM4GkDEEIAGlGHfaT93rAJB9rH2IANjYtjASgA+uAUHv7pZ5n3hEdLc+b5u1fy8fXbf4bGQhvqi/LwxOETsStWAUDpAqJ+69fVwjUTRKF9hAHM4bCivX0cLS0iiAVLAJSuIfZ8/uZyPFv7laQ7/TEIk4OQ8lZMegFmQcc6DU5NZxxQkRYAKQSLqF/5RAVeGnkJN92wBQfaT6D/JLHhldjxxG7cfW8kDpC050d+9hUGwJIyKxpXr8Xm5efjT0/vQndXN4xGI27+vz9F6+hU4moFoPgXD8DvjUQRRzr5UFNbxiggBcYfG7AAfhdMFhM8XgGLy8zo6pnEmjpgTyvPVyktt7HvBf0khoenULu6AM9W3ZLyUT/tQZiuZSGN/qQAmvUCSvLzwhUhKAqbJUSFFLhcVHJIC4CSB8TszcO+0X34m2s2xgDw8Sd3h1lwMBDAePfbuGBlBV5/9g0M9A3A7ZaSl/i5f+sH9+FVR3JXUCoWLCGnbo0P4w4blpX7kF8SZHtztLsAx/vHYMlzYHKCG1wtVgEV5fz79Q0GFNqFpCxYGrvtv+5D0//6xsLxo1NxJ0GARa9lmXj5oagepay7XFZyUAVAFgc44UX3cBfqlqyCKPjR3dcjD8B7O7G1chFsrnFs27YNNpu8wlFZWYmqm76GYIrSSPEAlLTf0tIAKpfzEKg8kx7H+zUYHw8gz2pA5WIg6Oeh+NSIEq6tIzuigKHhWWi0dtaX5EXHTd9LeeT+OS90Bp4i+VFtRPT0IWpGa2AUjYJ1VcRAEsWjCJi0vCRpUFmajyoASkqIZAOkeEC9U0DzpXYMj81gZHASDY0liKaANLjj5B4sG3MiP9+KV198DU6nE8EoxN3xr/+GN73y9WEmR/uw/Llfhe1+0QBoauKRXzpRD43ghs1mx3u7PVhTq4EYLMD+g91YtbIC/f0iVtbYoNGPM6CarSSziHjlJU6Jndvu+KjiSnHe5GpLWr0rygZK1Gx2zseisaVGucyU9B6u3qB4t8w7KAMwKguOA7AFTreD3fGMqhVwmiZCAFyMR57YiXvu7+azEUWQDPjYfV/DgPM4apesRlDjx3Xn/x1WmFfgZz/9GaxWK77945/j5cGoDP7QWpJ5QOjnppbYBXPLH3BsoADr12kxOeNC6y76xgeN4GImGvpbUmjDilozPvhgCBdvrcBz/SvhO/uylLvX84enUHPl32S+wzm8kuQyyqaT2vgMf5DmtGAVEmIy7aLvG8pzoTg+xfzlZElb8xS7qAKAAm6/pZYBr7WzlXlBSBY0m/KwefNijHYCQ94TTAtmAIxSQtq3/wC/G/gVPK5ZNNW1oK2zlQU0UDonJTGtXPEtXNm0BS8cHUk4Juv2e0PhrYknSADUQWAGaAIf/UsuuNbWaZhNpVi21M3sfqTtVlYYmcLhcnqYIXr0pA3t7UOwFU3B23glhmq2pMz36H7ht6i96m9zCKM4L0yyg40YDVJU6Yrid+GPsTwwJ5EtasCXdB2pA5EjABSAu+/aALdnFvd8P9ZORyy4qa4R3QNcBmT5IIVlaG4uxdAEp4B1S5dhcnceqi64EiNt76PhC1+D3mgGXUuNgEsUlMY5MdqPq6+oxhu7LLKRM+U9O+F5fbfsoZP3w5znSXA12+0mOJ0exmr9oh89PSLGHJPY0FTKxiGwcjYchHNMBPXvHwQmGy5Gl70Wfm3uwvSzRSt5jmrsGdYjjM53yTSDLk05LuV6BcAscsot5WVTSsIRyrEWSQbceyRIH26/rRmfu/5c6HRObN9xNCapSJIBOweOMADS39olKxkAqe0/cFSWAtJvt99Wz+QuoqCUQbeuej0D4rYbW5ICMBX129ikh1+ImGYkCmgStPCIAZSUCHC7NHjn7VnmgispIz+wZIEUYS0xwTXmYXLj/v1TWNdogV8wcPecXGUuAAHRBy257hagxeRlKFAeyqSjJplKUlZsUAEq7aQT1qmTsMxx267UGJdI1uTmKAAWvQHltvzEfGjSDaISmBgFfOmF78AUGMTQ8DRaWvTo6p7A1Z/5ddh3+9jPeSh+MgASFSwvKsIvfvVKDAumOd91Wz1jkhLrpky6to5D+Nz1F2B4qhnnXfiFhKUlN7/4EozKPAslIkBzgBE7TpQV2WGVmCB6yFyjQefhCSxfbkNQM4cp42q8XXW17Da3P3w/Gr+Q2maoiM0QJUiVW6s0Rkq7mwqAJRuf7zd/qDc2WZhiR+LK2NgMhqo/jc6CNamnFiryVB5dfSLuimRzZwCUKByplstXWViIfTR7TEYBKRqagEcApPbiH/fHhuMLwF231MFktTDKKRmyyY33ueu3wlD4mUjyUtSE4wGoM+qZQZrML0aTh4VXEUulJgGQ5ECihhoB8IkC2lrBPCH0vdQvCAGFJaQfUV+gvX0WK+s0MBg1GA9UYGf1DbIbPbT3PZRvOFsJH7G/hwBBFI3sa7G2tfTQQpRtwkfVsUItiupQOgJ5JPKZuSjWaK+mnEhB/yFo//gC9MYADHo35nxmnHmGEXMiV3Derr81ZYCv/PpityJV0rrm+3t7g9t/eBkLLmW0RPCjpcnIk8tJoRCBWAq4Ft0Dh1lwaulybRiAJAfu6eiJoYB63RT+8+7LMev1xMiOqQCYGIIVWQwpH+4ZSQaMgIt6kFJC0dFBUQABbU+rmKAtx1PAMAB1JjhdXrzRdFt6IGPIjgjZJLvZdAKvsJpx4xl1rEpsVMUtSQO25uelLs/Gnjc+p96ZudRaryBA94v7ke+dhs5oQcA/wpS2kjLaTR36DXXQn3eTQrHH5AuNqe8tmyYhcDvgU9uvC4/C67wY8ezv9+O2uz5k30sAlDwh0l8CIAUhUCOX3J6OEzH5IG+9/jBOHHsJbR0HYpQQAiC58Yy2f4ihgLTJmkd/CoMv+knmMYBE71qaAJ0gMFcayXYSZZMYcIndBFEMYtrlTwSgSFgRGWshGdFs0jEWvKzKDIvRDIdTxKtNydns5PFe2KqrZX2eaqiAMh4F9IyNhqkN+VtJhuK2PKJ+oVVGy1wyh0paL5lnksmz8fNYvPtpzB7g9R0l85bFHITZkI++M74CL0KGeDWacPTgAtAxpFztPwaAFO1Cmu51n1rLstyk4NLXXnkAI33vYtQxHC7LQT5hYsESAP/w0kGMT07ERMPEG7AlOyIFs954w0YYbdti8oftD94TXkIky1j6KhKMSgEIFPWybGkJrHka5t8llmyzVUD0jsHjCTIAMoVFqwe0s0wD9nq4bOMYA3PFEQDLKy2w2wWMjRjwxplfZgUrC6Q60VEbuv22r2DbvT9ir4ugA64pp6oQp6ZOizSthKpdaXD26Mr/A/fcGTL4+9C0wQadllIdAHc9UT/AqTFgJm9x0vWmrB6mAFwGwO0/uooFGVCoVfexHmy7kbsafvuiG3fc8TQIgBN978Vkw1FUTE11IfLzuS9NPQC5HfGKS5ZEEtgFAZMnu7H8uadSEgoKwSLAdfccx5q6PIgBC3O7nTgxykwuxD7Kirnrb0+bj0VNMypp8KCirIBdSwCUzDADg9PsOwpptVsLcGhuKfTn3Sg7h9H+YyhdulyZkGXTI0VyPQ0rVweQ6tDkmw0QD+6Be+A4ihdZIKy/EEGi6nGG51iqStW6+A0rPQPYff92NnOKs6RcG5OJcwnq0iU0wN90TQIAVddJTPFghAFIMiAlHE2MT+Dcs6qxsraIxe6RYVkKyScKSPY/At+Jk4MsEPVozyBW1JTikSd2QycgxoYoUUCieFXLa+D2zMBWUAiDzsC0bamCAj2NulDoPVcZfBChZ9vDg0152Q9G0eDD2PhsmAVHn7fJmg/RNc0IU1sbsHS5AcWlvLqU5C051OlFXa0d9mIjM8OQT5nFCdpNTJybrrsJg6YlMTDyvbUDVRWlGFyZ2muSDfair5VqSo9MuyPVB6LKuRVpglhcXBgGhL31l+h45QhsReNYWW2DvcSKo01fj7BPhYnleUcwsePHGB31MyuDtFf0sFI7MFUVIwsqypbx90tRCpkB8Ec/uIAB40hXF6qWLwfJ0OSpkBQRbWAAv3zoVh6MSkV+RC1jx5dsXYlnn2vDp65ZGwtAMupCxH3/fg6WlS5jFG94eAxNdfU4eOggVjfUYUn5LDZ/4gXoAj4Yf8HlvnCwQbmFRTpHtDpug2vaYGHsgWnAAf6ZmqQRF9us8Gpc8DiB1lbuhgtTRSEIP2ZQUpKHzoM8/MvhCGJNnZEdmCRjTeedkQC0vnu+i8sutuIxZz02XXJ5rnAWM46i7BayrS2zmWNCougpHbj7u6GxOAsVtFNwbP2WCgDGU0Af8xCJcybGNTiYTXBUfhLDpSzhBjH1ElWy/FR1exgAqeZLRcVi9B07hs1nN8DpCDAKRamWX/3n3fAHp8IApEkQu5ZkRaKSFJhKFHB5uSYckk/BBC8/d3vYa0KKh+QNodK+WsGBL3g+zRZFVI48FqLPBo3Ojba9vBIpfc/ooViIAqsAvWEYzRvKQvTMA1fIhcw0YzOPjrEV2vDWm1x5YmH6oWhoiQra7VZmlxwadKPzECU3zaG2ZhkKS2fYkz+Eajhb/i4GHATATS0CHj6owyduvSN18KXKQ6EbyL0FijRp8uvGx+IlQ33ZaDv2PPw/7GHl1IuNHAtAhTkRBTz8w5+yKxsbi1nwBih7xkwl7oDe8+8OgR7oHHKxQAVqNM+07Joy8wjbAWtDLHLFsmUYGhnHBVsKIQbNWLvxO+xmEgWkUB6qjEXhWFdcVIPfPn8gDMAzmorCSUlUPb95pS3sfjvce4B5QciYvbG+HH19R3GH/QtM5qB0SopsIfba1T2D8vKlTDZr/XAYep8AsgPWVutgNnqYJsseAmKZEDDm9DBqSIpG0FcMg1kLnzjKckGoRQ4FMJiD8Pn8MAhmjI/P4nCXCwUFAdQuK2dRNH39R7B0w9kxAHQM9mHm8UcY+z98/q2RsrrJEMG+j99peQQQK6PIYl5WJOq9cyo1zrHdL8Lz+ttMgSBxgxqJHFY7MNrwZUzmVURMNilAaIQXPff8GxtHcnWSYsbiEiCgs+X2xIcujQct1VZpvvjQ3uD2HS0gAErsVbLTkVuOFJHrP/kfeOX1r4cVFaKAVCHr01c24H8IgDe2MHnxiss24KLLHmX3u+MbzaivW4c5/xyOHjvMwEcmHmob1pvw66f34e0bt4XnRoEDRAX9AQPa9w+icX1l+DdiKWRQltxt0trJ7BIMCnBOeqCBhykTrAUKQ1Q01nNCryYZGvaFFA8yVvvQ0kJKiADPjA/llfkYmhZhW3IGsHQdxOlxDP/pCQz0W9iDojvvQgjVZ0T2M9UhRPx/6YWrqzhYolhHfvS9sGxMst+KaitK7DbmD6cHjTw78ZQ8FRAG7/0aRLEUy5dy8WR6xo3mDZXoJvBlXbk/9s5SnCG9Fy8MQGKPUtIRacIXnN2M2hodq/VC7/743YtfZApIdFISZcW99ApPTOeseAsqlpBKDzz3zNdx7Fgf1lSvjsol7mByIOWHUP9dUQCkfe/qpY0sDke4kDmUGsl4Evj4MylCEAwQxTkYTWYWYDA744PBqA89tYDPV4oPdo9iVV3EVCL5jSUatasVjLXqhQCsVi0mXR7kWUnwpvEFiB5d2KZI1zRcVIHfdAqoPPcy9PaPICDGBttqhUls3rQ2jkqmQJQKsMmBJlprpd+XLCWlTAeTYIYoBmAvEeAY0mD4cn4WahoBkJS9jS3cW0T76V90Ts4Vr/ia2wyAjz11CdZWLWN5v/u623DpxRtwctDHPCJU82XbTc9jx1PXsQAEbgtcwkKzCIAHOnqjasNsQXNwOW795Y5wHRmX6GLaLxUzkgJaG5pL0KQpxyZtkpcVqtmxuD4EUAIkAyYCsOVZ4deQnEiUUWBsum3vJC7Ymg+Pi8wMejhdU6HE9UIGdTo40qCdTpGlcJIc5HLxxCZiT2edpcVTHV4M1SVPZoqe1lVb10APChjIrb2QtPLhd3ncJY1cv8aH4mILZjxc7KCADLJrjl36TeWdDLF77yPfx9jYIMskpHX7C6rgOJNeEJTBU5LkEkl7jn5jgeaxXz0c/Mmup+HzDbKKp07HJC48bzFefesoPnttM/r6zbi66VZ8+YG/ignJkhLTZz1OVhVLKk7k2iviQ3EWR490Y92adWEZkNyUo65hnLVpFZ5+/q0Y6qe8S+n1kNIvZzzcDmizWnG4K4CBwWG2wWEWXsIpbNBnwvikK1zWY9atYSdLB+lyBeB2F7IsO5IDKe/kXmdEdFCa2fjkTpQV16CwzIB1VbUqZcjko5ItcOT7JK9Jjec9l5dZmTuRGslv44HSEICUZsh/J1DbHQMs1I3MWQNn3aruwix7afY89OVgV4EW337hj8wILZXgPdJ1CJdctoGVXnPuCeKFD/dg3Roe0xetzTaHqhG8t6sbZ59Vy1jr2pU8eoKUlb6+PuY3lmIBSbseeqUbd21dgChjBiIeJ2g0cVOORCWkgFYpftBqNWDMOQlBMMLK2DAw53Vjzs0NtnvaHGisL2QE4SHvjdAalV/vdXzsYeQbDmJ8dBq1Nf+l+qj0mgAuvXgd9OBWAKnFs17pezLQj010hcUXMp2QOalv5XUYHHbh+CAPFllWWYSqMlYUm/1fynIbuIebcUgDplZYSvtAZkYR/S13pDDnyDp406L4mvcf+mLQoxPwqaefwLRnGs21VPelA9dcfQ7a2weZNvynn++FyxRA9To5AEZqQ1ONQJ9YGeP7lcKwaGHrmxbjw/Z9eHIrD8HKgLirPsTojpJhlcuNgTBDlEBIfekzKTLUKLfY5ZqBwayDJU/PZMGeo0EEA06sXrUI33xuAsUXfFVxLu/vvxkbGvTQBIzQ6SJuRsULQx20mMHlF60Ip0UO//Db8Hlj61EzH/kGbgVgeyoAVpMRL4yuwiHzuQm3ih/z8O+eRt7BA0zJorRVauRpOnuzjcmBx8/9Ht451BYep9Bgx9qaWEO92vXwfrGnzgBIX1/4+HasWLWGeSlIziPD9IddFLe3Fe9/0IreLif7nSgjhdXHULQhB0pLV+DxX70RG/tnLWO1hCQbYP3GfIy9emBhqF/crtCySTsk9irZyiKhWrGRNZI8ODbGo6j1piCmxzTo7HYyw/XBcQE7i78UDnNNdgAEwJVVBuTne2HS34mOg3dDpxvDytrfpHdmRJW0DtS8/6TMddx43Lx+MWPBkvjxK+dmDAorFe+z+sAjLBqGxiB35cnhKUxNabGxpZDlXP9MlK8eQQNfedEi/nDImY20Zjz7J+kllgCTh7UeiFFF0A91uqHZ+9Dng4TKSx/djmXrGhn4SNsl0FSWlYdzPyjfI8/AnxDSbMm9Vl/XyMwYb+ykd4bkR+Q9gIXdkxdEYtl03cHe/Xjx+i/C5M+tUB6/y9HarvQbUyoEP9srAhZriREPYQ2cQGi1kwwowqAPQhM0YGxcx2Qkux3Y5d+Et6ebUx5w+8G7YClzYpFhBkVLvorO3oexolgPQfNDRWDEd9gw8J9RwJgAABV/SURBVD+sTo7MlFkUC62PqDZzn4nA42PnqwCgiKbW7dALDpawRW5JKazNxlIcRDwo0oOWrIn41FapFmTkTD/sGcARhj3+qKdqjAJS8CZdfr/7deYNIVMJvQEpLy8Pg8NDzCTTcagdY84AFhUXYVlpdTjBSDLdSPGEZOs7cXIgLPdRKD4/ax/O1U3g75sXxp8avWiyF7pccyxkX2JRdFg8iDW1jkoHQmYaupbClAxGM5MNDx7zwL64Eh9OV8awOgJd1dJBVjMnv7QFQeMxBkAx+Hn0HHsSlRVzqCwlr4Pc4cjBS0SleBQVba9GLSkSGURfEgB5tI+P5bqQLOueseGJPB7NkqxVil1sXDI+Tzi0rLrEbKh4wNln2eBwAr8XkwFZbq5KcEv8nQFwcID7Xr/UuZ1pulLYlcRmpfg9ooJksKYmAZU+87cm8WAGvWAIU1CS/3gTmNkm2u6X/lQzuILtkZcpFgJ4zgiBSFIsws+s0l6Gfudg9TJ/8reeHMJ3rqlkryuYmdWj09aAd6dX4Xj/ndCYZmE1+jA5txle7MPKEhEnHBdixr8TliABML0SxksP/xJl0zLlS1gEtJ4BUBIr6BOZk+gF2w9MXgt3kMdNyrX17Q/D4JtlZU6OdE9hQyO3a0rhbfTZIRThaTH5O50zOJWYS8IyIH37p8FR/HrgCPNcrK7mr0Al8BHoplwOjIxPMA2YqKNvTmSsOEIBC3HSMcDsfYd6D7PfpNZ7sA1/+Kx600W2i4q/PtYAHR2mzz/LsWy5OURTy4kZP6op4cnEg0XJfjg0DXxnuA0lBgNmvS74NZtCAPSgtc0P25I8rCgOQtD8RGGJnOqVtr2qyMSo5Ei0sV1SpkiRIpFj2gkc8i7FB6YtMWCMyJRR5evsJuzbO4j6tSR6USiWiEmnB4/4Px8HZKUnVv0JxgCQLiNlZPWaxrDiQCyVlBGSB4kdS/nBdms+qpZUM91RooAkF+qDemb/I2BKFVWJ8imxOvVTTq9nPLjC/6cIaRKXRBLceZUnSSlJ6w6hSGu6xqvT4F+G+TtSiO1OT9rgNovs8+iogKpqA7qPBFG3mlhw9CGK0Gu0aCgaBNpb4R8fZD5wHg0UycaTaiKyIkuaKThd+ejpHsbS5XnhsDNp7hJFlMLM6HYUaDFWtBLv9FmxqP05bK7Li6F2tDcmuwATiI2TRcALuz0PfsGCB8auQQBSRdp5BCAt4KwdnBVL1G9sfISZaEh3kL4nQEqvbJUASEpGUeEipriQTfET5fakGi9/UokCzV+LNrMw1pKWhSpxXvHX7+yawZaVeZyCivy1Vbf37EHQZmSslrxJRPXyxVGIvgpYR9y4ua6eReFQo3CxZI2CJKiRZkpJ9nIt2lWZSPWTyLYBC7qOjMaUN5Ybm+Rmp9MV5hAURdTlsuC1wCVwBHgl2ly0BApIg5JdcOujDzItV9KGyUMyM+eOASaLjNEZmH+YZEBizU0NtRgdPYqfnHtdjLYbD4ZcTD7tMaIe3GzmIwHxyQ+c+MwZsZX4ae+IDRMApXQF0eOCfaQCNzdSTkkQLpc36YPHxs4RgZGoPQVaSOYVqqXIw60its9klF+yn0q/U/UJ0o67hGb8YXhNSvlS7dnIAlC6mNhxZVUNhsZPsooJZpOF+YMlu55UIUECIH9lQxOeeTQk8+VoI9UuJpEKxNv3+ITmk+rSHF7efxDvFOoY++VKhxbLBitxaWUBY/fSgZL/2mQ1sBAzMvqSchSEKRxgm9G6AxaMj4voP0ZuSCrexMuTSElcGY2pcNER7wr06KpTmH2SAyElAP06P6596UVMDA0xIzTJghILlkpskK0vWgaMAeB8rDaHYxIUsz7wuPlI1JG0xztaX2QsmLTgiwrOxCoqR5FK1szggY335kDUyFaOiBcfUnEAiXKq5RJhT5O1ECetvBQLNa9lEZyjY5g1lGB42CML0KQAjPcWXPvz/8bxvEAYgKQNS9quVDGhfMk0e1/cM4+2Mq03W5krh1iT1XTD88vg4JPNLXrN9+7Zh9Hleqb53iQ0x4gkSpp3PPtLJgNK6QjRvzPgEB+XxLQ01xcGnorrZEEadx1Rep2gg14grwlPsJfwJQvAZJvTW2DA3S+/ziih9K4QyS1H2nH5Ev7CQgmAuQRQLsaiRZNuzqtqRYR0iiAuW1QCvYFvDmmO1AKYRkAgbVDaUf6XqU8aPbQ+8svKF7DUwoCfvNWFZya6UV1oxZd1tbKsNSUQmYYdmafsAx07tYRtIg9Jno1HS1MrW5HcLki/07wdI254ZryYmZzjds5QmJc0huycw7ZSLuDEV6SI33NprJQsOOGpgoirX3wmbA+MNlRvPuNMeH3dLDTricdb8fr123KlKGWFPU5J6F8vIExjee0iFJan94LpTCfw89dcDID5bZ146u5I8n9kPA4pl2MGJwZnMesMRXRH3dBi5yai/AIj8vN1sBZGXs6T6bzm47oZBzA1PYXpKW9kHWJ+jMwrd9+UAJRDOikmunxe64W0Xio8SV4OAmB//wcsODU+2jnTBcfXAKRxpO/kSH98xPPyVSWwLdIhoHcDQS5/ZdYyEyYIgG+5juM/L2vCEiPP4Ds1LbP5Zz9Xfl9BrGBUdXyEzE4iIPKHiihzSgDKHTLJgoa1K2LyQ0grvvz8zXjlzbex7caNeObFo3j+Cp7xJrVoW1n2C4seYYEom8aCuRkRM1OJ761Lth5z/hxMebmL+s7tvp0eo6lmwdJ0737lKQzYl7O0TDLJUJI61X6RAEj5IfTeuGev4qXO8gtjD6CzYyAsN2X6XNbkjLKpPwRiMXPeyJvhDUbOxuk76bPeaIDBQn3iDT3RK8101SnmSoKiPyTnBYnSzrehSf2+8Z7SmhPXrpk78uUUdeoTb/Ru5wl88/fHw2FWZAskFx2x4Lc/eJ8VniQAvnnLpyCAh8SfukZ014igJqIoaILkelM3LwF6jA55wSlZJHl9ftcjwKcpQFBjQkBbpBhzqDQXLTzQivSme3VrVhov17+nDUCaQP2/v4y+Yz1hT4k1VP9Pqnw6OBrAI9dfDpvIQ8EXvOmKMKcpQgDy7M8kdiz4lFLfkEr+F6Scc7YTNgVPAP5TdB4pDHIZAdC67UGUhXzBBDryC1MQq1T7mQD4339/JQo9saVes93E5NcL8GAFIKh7p0duABiiVNoCBDQSdVThHxW90Atd0DEuKcAjRAy387U/5A8y0WtOWR4IvXQydp7aoAsGP4lGC8+6MwKgaduDLPGIyvaSMZrKelCyuk5wsZoyCwpAjQUe3TLVznEvTmRJmSnoYBE8IPaYWRPEo4wlshr/WQNQPohVkru0gSloA5Psfh6B6nXLNw7CvswWlMVVGQMw+nUNVFHBNU3lbvlbM+nlNQtBAeUPUHqKo59yESZMAWLcSxHT2ThdETyaxaErFKy/CeOG7u93ZmkOSjVhlcqNsFj24SFZ0SCG3vGSzr5k2TcjAF62/U+YdFL0C39tA8UMHj95DH/7yXPC07nrqgtY3bn5biLyENCVhthg7N3oqdYEpqAPZi/7zAm1SWXK+DXSfanxe1Mkc7asTQA0EW+G7J6ma+fUWCAGI3WnBTLUZz3P9E87IwCSJnzzc11hlxyF4lO0tPT2zPUNK7AwAFT51Ke/L/N7hcYCH0xc0w1Q5LI62VVpUly2zWZPsrlWaXbyv2cEQIepBCu/dB9crtlwkjoNL5VpIyBeamvApzeQrUz56Rd9AXS8tzc8w8qapSitpDJsatvCb5zamcX0i9HOYyOic+G3TFSuTv99iQFg21utMBi5r3HOO4Om81pA31HbePaZ8OtDhlhBgOmmH7PvpSoJ9JneoM7LtW3BYk8Rvn1FhapzonuYLeXhvn7/NNZuWoPujsi7h+vqG1hm3alpsfKk8hwihtc53RJZ8UB5jGQ9IvKnSUOl6aZOoXkl81VIVyYAUPqBgEggGB0cxqTDgdWr10YASBEjIVOMZH4hFnz+WdV4u7UXf/+ZTVjsKVcNQJ1Pi8OHeVFJaq4JLkPVNqzB8SPH2edlq5YtjCNeVwRoTJiDBQGWS0eljmLtiepsark3sUgybTrG9OwhMr8jZMSCaUpnb/sFgnV16BvoZclJVC+wqa4G7R28XBt5Q9655ZK0Z0+RId0HDjFKTA8Ab8qshDTiQBy1kbdvRXkaAnnQCkEGtExYYEp7YpjdJhtbZOBGUISBNPSAZx415LSPYcEuyBiApH2uvvMJ5oaLTmDyeXm5NipWtOd2uRCk+VgbUZtaWRBpAxMwBOhtnBRcJ2+CSH9GInT+EQUNV/mhSf++qa5Y6PvlZvYZA5AohmnbjxntoKBUygexWvPRWF8arrDv2Z6qrENuFkCjzGkXh/ymSnKTmnsmDwM+VbYyNbP+qPbJAoDAP73ajZ3vHmWvgB+bGMbI+BR7CSF/42YrcgdA7isl2YzZwyjiQwxRtVD0bWqPgorYcoUT5JQ0C0P2RxUh8zxvVQAkJeF4fx/cszyos66+LmxcKfzCg6B6jpI2/NdXn8deXpN3Yhz3X3sBNCHNOdYYE5HDJANrwK8HBApUVOFPDW1KRAYLsZ+QcVXQBDlIQ9HQ2fhbdcIs9J7eeT6Gv9zhUwKQFALSQnW62JfvSWYS2rbfvj+AW59+F4tLl7J0TQrLOtLbjV9/bjOKXZH4udUtUk255PJausegNqjAA4pbTN/Ye6r8o+nuw0e5f0oAytnnyD446eRmksrqiO3upa4RHO2bxoqqfFy+chHmZoJh4Lpnh5hNMZUzPJNNTAVAUpLkIj/U3YeiR8gvGu1XVjaoqxv7417RO5AUgJL9b7B3KOmOEQCXrKiSDTsnti01yYCdCMBMZbNUABHgMy2DX5Syv9TcI7aPIHYuQPr6x0CkHdBM7ft8cHx4JCzfpdoWWyEvxzvYw2PLiKql30LBl5Di6ORGiAdNlPXff1zGXiZgTrsozQjiRFeYSeMCfAsfkpTeHn40zS3J1qj58JmLkobkE+CifbJEFSdORtxh0bJgepsY1TuNeD6TvzcRfOz66oxvH7mQqGrE9aduQLVgUNtPumu6/dXN9nTslRKANOHaeh6xS/kRrplp9Hbwur8kC9afvQGCPpscWzl3VSLLNGEiLpZPQG58rPxeqWTJN59/A+dffUEGZ5cMRPGR1MpDxxjTlbun0ePUA10RgCTjde7pYMECEU02jTUm7coXr2xEBuJtcNysot5ck2wK3LBMLDdVFlsu1sof4ewemkwodK7mPn/jpASgRP2S3z43T5ASoCKskQNFqb/SdqkLJuCg4XeUTDiUUUctPY1YXvtXoxwlrkTn58ZwiiVUappgbA4zD46Nn39uzlBpLsl+TwBgeeXSeYw6kV+sknlGLs6NUhf9OgqRV3+QqliZht65QdEwyZUkLhJEPDFKm6+0PqXrc/+7CArl8om5itjOfIYMgPHKRubDyV2p9ISlCluKN7fkbmYUPROk/NtwVlv6Y6s2hKdIBkr/rgt5Ba9gS2/f0/gnkLswsAgmVLni5m/JqeTAeQAfUTedHR4U5ESGVAtAn6YoRK1T7aR6Sj5/56E8cq4T3ecBgEoUT3mR2fYgLwhVQwjqKDk9s1i/+DnErirDhyNUa42qNQhC6FWvUrIR810jFAirLN9lu0e5uF7KN8686oKA3AIwlGyj14U2kITgqEBLCRjKWWoZgDhE3Xgk83weoAg9OkOJ5amOUW4NSb6jSB9tATxB5Rcg5gI4uR5D1j6r4ibEGXICwHQTrNWyrsgaog8uZEdj1G1+gRZdYjQxrzjNh0TKhMshVVZxxgvaJd1zzRkAI7a8VHJM5DepMkBau0Mh7mHNdOHkJTJ7KFPsZCvhVRR8ginKN53Wqk+Tzsr7HdmnWGIRa7KKfWhzBsD0KSC5vBRsaVSPT2NXiHTO9fnwCgaiOJJRMELyJHnlA8z1ShZmPCk1IbPEfyJcOWHBtFge/rRCYd0iTLLBBHGX5Sx3Q+UxsLclnYgqYSZ5WZI9JHHsl5XtWJQTzVrljHPYLZOHQwl4KcQTktWp6exM4coZAON3hAAp6IzwBQDmLlZRGkwdiLPfe9LerFnViomOvsl+PqfvCByczGWJWdW1dYi1qrWvzhsAM9lUNX7h2HHTfXqVnlw1s5Yiuqlv9v5oNXc8NX1EUGUtQ5AKKsVXXU0eaDEnVKWlHJ5WAAxvdNhgrLYEWjIgijAFR1RR39SHzDf81LjUksVGcsFH3UOQYn+k6go5yEvOZH9OTwBGoYEJ9lqbamWE2AUCs+GaeDmjHvoqBTudWjDkbEYZDCRCG/Twql20T+lW1Eq4Yywl/LMEYAa7nPNLFko2zX7iXIv3+T05Apj6GWW6R6c9BVS/BfPZM/d1XtTNNjnrJPksOtwqN3UI1c0qoVcWUel/RgBM0zOR4V4zmYv8t1oTc5/NUeapRsiZzzkyLV47hrRPP06ocP1lvKD0LxQE+PwUDpe96enPCIDp7+P8XBHSjDWGmAqk0a+KSHZfCnfiunUuqpXm/oFMVY020708TQGY+83LdINye91HY13hWMl597dj/gzRakqq5fZwU42W64NXG+mycCvM/k7z/64SuTmqoIDxmy39P/I9C7gMFseUvyBzCEXRpiMcS+FauZAt4hebPAEpm6OLvIkpnKOhtSAgauJKgcTmIDMDr1QyLpvbhxi2ol89+h6hqJz488p6GhkOoABABZ8eiy5WNhaHq9VrEXHN0YRDiTVzQUOOy9jK70ZiebUMKSMFSugWp2Xxl5tRuuFLGZ4x89NTAOz8x0qmP0NVFNAviAj4Kaw8e60n/SmqvULZEJyYX6x27Nh+mRhc5Sly7t7LERsFrjZOUnnPMtsh9VcpAlBdPoP6G56qnrms7zenq0pBsSNlRJK5yeRj59TsTIRiU6EAtyYfFH2eqxwXNTPIdR9ZAKYfFBA/LXWBqeoWk95TytisRpSpHp8hu005ydSCeziKhL0hKdPXqKZfSUHdvp4eveIAmLvafdkvTxnEImZhCHjCHoHkCs98gC/7FaYcQeGNn/N89wUbPgzA+We1sZogy7GQkpZ0VHI3as0ML+lVH1iwHZvHGyWeQXrUfx6nNm9DRyhgFv48dbNTU1le3Ug57xWqhiC9HyTZ+CwoMy6Nkvpm7fyP0ar//EEXvb+auSNfDUbiyuhVBtzPx1IrNQbMBTPzczL5h14SqCISOueASjJguqFd2c2Lhz5p/aNJ31aevayd3QxPh6vTtANywyu1aN9m2AirMeQw1iwX2xOqrq8tgBg0sffzLmzj1CyxGNLpJGsv7I7E303RDJO76WWvCEQoWG5Ka+RubepGoipfyV6oo26EP69exCX/P+fFvO7KNVx1AAAAAElFTkSuQmCCdata:image/png;base64,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Updated by Firstname Lastname on 02/11/2020
1920 U7L1p3 Self-Check Tree Input (starter file)
Week 10B: Recursion I Unit 7 Lab 1: Trees in a Forest Self-Check: Tree InputEach of these questions refer to this version of the tree block and this script that calls it. Notice the blank in the tree level input slot in the calling script. Inside the tree script, we have changed the turning angles and size scaling factors so that the left and right branches are the same, to make the pictures of trees easier to understand.Question 1
1.0/1.0 point (graded)
If this picture is drawn, what number must be in the level input slot? In other words, what goes in the blank in the code above to make this image?Question 2 1.0/1.0 point (graded)
What would happen if you changed the input size to be -100?Question 3
1.0/1.0 point (graded)
What would happen if you changed the input level to be -4?LABEL 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!121datamapmany1data lists11110i121contcatchtagcontcatchtagSpriteSprite