<snapdata remixID="10894078"><project name="Benutzername: gsr791781" app="Snap! 6, https://snap.berkeley.edu" 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dpDYzAniwgI2uZb1ZrHGPdnLGczyNV53HevtQ1/P4mxbiHse5/kGb7qCVT7Iw85gto/yuGVUROyct+mdEludxmk20OzlXCEk6P11NLqRfON0eAqn2pv3XMVqcylwGCPMYq2Xcpknc4o11JvNBospcxwTnMBEN5JnT572Ld5xFnNsIuYc5nsbt/sJAyISxGVcHiVld3G3W7O1kJrAhe9dnFS7/gXLf+5gU5nhSZzsEIb5W37rEIaZznL/wl+ERFKxkiz3Y/8U2CUZAA6D7W5cGG0Ls+pQocO48FXesBfPGqfD53jeq7jad+jtAhZbTJlDGe7jPGE9TQ5mqFdxtcWU2ZcPfIhHXMhiG2mJzi88RnJocDhH2ETMGG02E3dHdnQ9G+1KN5ex0joavICufspnLiXDC+jqeCa6gkyXsdJyqpzJHHMpcDFpjmCUi0mzlXZXszY6TjImOZBB0eNkNCC0fsnJyX+B/PQHGcxQzwyQ+dnMszv32Ytnox9qHesjGtaxHGtv3rWKWt/iHV/mFQG3Y7sI8kiuG4f0oxCb243d3YVdbKbVb/jWmcx2e7Y3j4KoSpDNBl/lNZ/nBbPZ6ImcZBrpLmGpz/Oi05jhDGZFvRSAT9HTDJan1FHP4mybiNlAkzXUuw/72Eyrf+bPNhGzmDJrqPNrxngSJ5nJavvR38d50hbiLmSJ9TS5gkynMcNGYk5npvNYYB2NjmNCCkcyzIShMwmDVCD8ouDmS37vL1z+Mwc6ldN8ml7ewI0Rg6MH90VIPmALrREc8wIvuSM7+gAPei/do1gsmac3LQi6n0hSyJBQOoRhvkNvq6i1gSa3YivHMt6ZzHYHdjBGm3/iT5ZT5WrWuYrVPsTDDuJLW2n3CZ60K928mVvMo9DjOT46xjmcaxoZFlFqA80uZLHncK6ttHsTN1tAkQ0020TMbDZaTZ1HcbSf8bnzWOC1XOfCwAq30u5cFjiAgY5hnLU0pHzHlWRFSr8buzmFadFryYlImNBtnoz9F8hPf5DVrPNiLvGv/NXLuNyjOdp8iqL4bjkrfT1gwPyaX1tHo4tJ8zqud1lARYfUu3o8EwWimil0dnfFaLOGeoso8TXedDXrjNHmURxlP/q7hHQf4hFHM8ZlrPB0TrecSquo8SzOdhJTLKLUAoo8kiOj/d/JXVZR6xu8ZT2NllLhK7zmQAa5jvVOYbotxN1EsUtYahMxV7E2iGdv9y3eMYPlnsEZDmSQTbRYTpUf0s/u9PByrvAj+plJltuybXTcfDZFVaPDOcIvGBy9llwjDwkI7wWJ0X+J/GcOtJg0D+QgxzMxwtD60NclQTZ7PhdYSXXU1wq4itVOZmqEq4XbQ0D4Cq50lyArDTlw4cV5ml6ezwWuIdsMlns7d9hMq4fQxWWsME6HjbR4BVdaTpUx2nyLt32Jly2nMoWB8wkDTGdZinUZw3hXs84qaqyh3jVkm0u+S1nmO7zrJkpspMUcNrqO9T7Hi/bnUycx2TM506EMt5YGm2l1CMM9OKmcdw/3upp1Kb27ueS7R1AOPI7jIoItdFq/v7Cf53Luz61QvzwFnM5M3+HdCOs7jMNsDtD8q7nGUYyOGCR96GseBT7PC0KCvv9hUt9qyES+gK4eEZSqwirJRVwcwQ7zWWQOGx3HBLvTw0Za3J09bCLmPXR3GjNcQabP8rzjmWgpFVZQ7T3c6+3c6Vv0diN50XmEchmXW0SpdTQ6m7kOYZgzg6x1IpMcwGemkWGcDluIm0e+eRT6Cq+7hHSf5Xmf4CnjdPg+ff2Mz62nyXd41y3ZMjrOlVxlJTUpdeZ0lkcw1OEcEfWCQGd/ypk/X4P5L1cBobPvIuSwHchBjmaME5nkkQEAfDKn2EiLO7Kjb9PbBppdxkrfpY+9eTeqaJzH+RGpYGYS9hdOJiiixEKKTWeZ05lpMeWeyIm20uHZnG0F1a5ng2dwpsMYYQtxl7LMIQxzNvMspcKxSezm27nDNaxzMlO9kZtsoNn1bHQBixzLeIczwtGMcyGL3Ui+jbTYSrtNxKymzhbifs4g8yj0Tu62lApf5GVv5hYnMsm7uNsVZDqGcR7KYdFxD+Mw8yiMgGhIZLqhJd6dPVJqvD9zg/kvWwGrqY3wq3qafJKePsbjERfwdu4wLSBs7sbuUffcyZziFwx2MMN8nhe9iIujC5D8g4exUGgJzuFcY8QdwGd+xdcWUuLVXGOMNj9hgCvItIFma2lwBavMp8hsNjiX+RZRaikVllLhO7zrnuyV8l2Wk2keBVZQbQPNttJunPaU/62020zMeprcSL7Z5DiM4eaQ63O84Hu8n9IX8ldO9DM+t5iylDAEEuDzW0lVn2d5zkeDeA9Sa+IhZS1s+gq9Q9ioHlZdQlb1L0D+cwd7nCd9hmfsxXPmBmziPdjTGG3uyp+ERKDfRIsDGBgRAEK6/I3cFCnfozyW1B+bwMgOoYsXBxegjgYHM8Q4HTbTaivtllNlPpuCBKXUfAotpcLJTPNzvnAhi43R5kbyIyXYki29nwdcwGI3UWIzcVtps5YGK6m1hnpjtNlIi1XUWU6VlVRbT5Mx4pZQZiarzSHXPAqdwnTXkh2xVTaXK7nKeSzwG75NiQtv4MZotMkHfOTt3OF0ZprBct/jfZuIOYZx3ksPj+QoBzPUrnRzJrO9gzv9jM+9gis9k7MiEshKVvk8LwqdvSX/zypgAcV2p0cEnWzLtjbS4g7s6C7sYiU1zmaeR3OM27CNz/G8rbSZR6EzmOVq1ppJltXUeQM3Rn24/ZOC8UUsETqB2gd52IUsNoPlLmOl81loBisspMgCiozT4cM8bBpLzaPQdFaYSZZjArhmDvO9nhsiqj3gMEY6iW+tp8l0ljuTOaaTYRW1llHlataaEewnmxyLKDFGm0WUupE8Y7Q5jZm+wVt25z7P4uwIYkqWO7jTPAqiUSGAcdqtocEiSiPLVk+jhRQLmMVa7+JuT+SkyDWHOOkH9PMsznZbto28xUi+8l66W0CRL/Ky9/GAO7OzR3GUVdT+v6WAgHdyt5CobBzDsZ7AX53MVE/kJCcyyQxW+BqvewRHOpKv3JmdvYqrXcqyAMB9wpd42QeCTrrruD6qeoSx4A7sEBXgm2h1KtOtos400m2m1aUss5RyP+NzK6l1I3m+zbsWU2ojMdeSHVUXtmM7u9PDyUy1hbgrWGUOubbS7nJWmEOuhRS7lvXWUm89TbbSbi2NVlFjJbVWUGUJ5VZQbSMxK6mxjkYrqTGPAhez1GGMsCfPRMTSUP7AH/yAj4zT4d3c44Ec6Dd86yZKLKbMgQzyAi4wToeFFHsndzmPBW7Lts5lvluztROZ5EEcZA/ujyaDxWjzHM6xC11spEVIIAqhUueSby+esy8fegd3CXwvLPivVMBa6jyUw9ye7aOqRDxgJkPCKhZQZAbLvYIr3ZItzWR11D12ERf7Mq95N/d4AAdEJIVruDbiCG4Khu9czw2uIdsWWi2gyAEMdAP5VlFrDQ2uINOJTArYL+V+yxSbiZlGujHa7Ed//8qJKedfSIkVVJlLgZVUm85ya6h3LBOsod6JTDKdZZZRYVEAwzQTt4FmW2i1iFIXs9QJfOMQhjmILx3KcCcxxUyybKXdeSzwDd5yAUtczwaHM9JhjHAd662j0cM43Ku5xloarKfJYznWBSz2WZ5zHTmuYrVd6RpZsDAWfJhHfDCAv/Io8I/s7DBGWEK5gwLo6kP6+S1ThEQM/S1TvJcevhMgD9dwbRRL/lcqYMIqJeCXCqoj1vN7vO8wRjifhW7Jlvahr03ErKPRB3nIq7ja9+nrJCY7itERZSrcZ+jWr+LqiCpVQbWlVDiT2ZZT6RKWuoo1LmOloxhtK20OZ4TZ5FhPk1XU2kqHy1jpdGYEcd8iy6lyAt/4Nr3dQJ4ttFpBlbU02EpHUsKR2J7JGrNY4xqyXUO21dQZD0ink5js67zpLdzqmZxlFw71z/zZvdnbQzjEWhrcQJ4FFNlKh3U0WEqF+WxyFautotZ6mpzNXLvSzQaaHM3XHs/xNgV0/FLK3ZItI8VrptVt2daXeNn7uN9t2MZFpEWly0ZavJ073J7tPZVTraYuSgz3CGCrkHSxmDSP4ViLKU0Z0PRfpYBtdERffgnpHsAB5lHgQpb4LM8L2J0ezmKOi0iziZYgIy23jkaXsdIY8YhlnAxQh6PHruBKL+cKm4iZw0YXk2acDt/hXeN0+DKvWkaFrbS7gVyzWW8mq4OEJW6cjsi1H8phXs8NPkVP17PBPAoto8J6Gm0mbnWgFAn3Wm0jLbYQt5gyC9hkC61uoiQIL97wPM53B3ZI+U2GM9IBDPRFXjJOhwtYbCvtAbwzxgaazWaDXzLEMYwzl3yrqbM3fYzR5jM864d85CZKvZt7/IAPfYIn7cKhLgyY6KMYHZUpV7LKrnRzNnN9iZdTJj7kUei79PFX/MrjON4zOMMGmr2ZWwT8Fb/yMi7zUz5zMlNTZuX8VyggJJi+W/FbF5HmxqCofhAHWUaF5VTZhS6RIq1ijWmkByDvQKuodU/28kIusoqayPW+ydvRoKHSoEZ6GZe7ijU+zTPG6TCD5VZSYyXVNhM3jTRjxK2i1vXk2EizLcQtpcKP6e9yVkZ0pwTrpdUGmi2h3OKgDtxMa5Rpx+mwkmprqLeJVmtpcALfRLjiNVybMpXhV/zKjRRYSY0x2iylwm+Z4jRmWkmNpZRbT7N1NFlChYUUWUu9j/K4ldS4kixv5GYXscR15FhDvT15xvVsdG/29n36+gRPuR/7u5E8j+YYt2ALM8mKQOxyqlxKhluxlYdxuBdykTHaPJu/CYkJXJdwaUQ3C8/9Bm70DM4yneX255MUj/SLVsDzucB1rI9wvvfp64M85Ou86Wzmmk9hdKduIM+rudZruc5buNV8NnkCf/UQDnEK0yyl3D3Zy53YyYVBBnwiJ0XVkpnMcS3ZfskQy6i0JVCgBprNId9MslxHjq10GKMtKKs1+BZvm0Nu4Far/ZIhLmSxZVTaTKuxJLyvjErrabKQYpuJGafdGO1ezCXeyE3WUG8LcfvyQco01RnMciVZllBuK+3W02hTgBu2BMpcTrXzWOgrvOoMZjqFqWazwTVkW0O9GSy3O/e5iMW+zCumke69dPdLhnggB9pEzCu50ou4OPIUXTjUWho8m785lvFey/XW0+QJnCAk+JRDGR5AOt2j832b3q5ng2/xjpOCOBHwdd70HM5xPgudwDf/jEX8z1tASLid/djPB3nIFuL+jt+5BVs4nokuISOluXtXdjWXAk/iJHdkRx/mUVto8w3e8kqucgLfeBzHCYmG8X2Dmc+55Hsv3S2nyk2UGKfdJlpczgpjAZa3jBW2BIlCLQ0RD/FVXreSGnMpcCnLotJaHY020uIGci2j3FY6jNNhjHZrA2XLZ1MwjfUI+/KhrbQ7henR96mi1hZaI8Wvo9ECiqJMfRSjfY037M8ACymymFKbaLWKWtNZ7kA+t4wKX+cNs1jjBXS1lnoP5mArqXZv9vYzPo8SvRWs8nle8BRO8S7udgO53hlkt/Hg/G/nDg8MWDdTmW4ZFfbiuYjoC/glQx3NGJeQble6+QiPRq+9wmv+kT/6Ii9ZQ30KieQXp4CHc4Rv8rbFlLolW/oZn0cdZmvJNkabr/OmR3JU0KnWGE2wOpGTrKLGRlq8g7sczNCoX+QP/MGsgMR5Gqfbn089nMNtDdgxtTQao8000i2jwgpq3EiB9TRZT2OkYJAYVlRMqe/Sx8u5IuD81VkVJBUtxI3RZow2W4P/sQC3rKHB9/nABpodxBdWURdNWEgkVw3WUBcB1LOY42SmOp1ZNtFiDQ3WB4ygSUy2hDLXs8G1rHcK04zT4TrWu4Zsz+BMW2l3N3azjkYv4mKf4Kmor3kJ6S4n04/p7/Zs7xzmOYRhbsGvfZKnvIu7baU9ovV/zVh3ZVc/4mMrqI56j18KeJmh0q5mneOZ6E3cHA1RgsQQ+tM53V/za2/hVqcx0z3Z85elgKGEinMWZ1tEqWMY5/7s72zmOoVp9nhI8+0AACAASURBVOY9N5IfsUJ2ZmczWOYCFllIkddwrZXUROyYXjzn00Fz94u85F0B7hijzQxWmMUa43S4gkw3URooTIEV1ARJScIaPMQjrmejH/CR+7O/B3FQUGbriKoeoeVootUYbbbxnXNZ4DZsYyHFZpLln/mzFdRYQrmv8prLWGEdDTbQZAFFbiA3OI+4tdTbSrsx2qykxiJKLKPCliApWs9GP2GAzbSaTY7fMtXu9LCSGk/mZGO0eRmX+TwvWEypO/E7iwPSRJixLiXDOhpTCBZrWBfVqsNtE/nWS7g0mLJaHxGBky3etmznGtY7jwWuYZ2v8pqvBxNeQ0luq/1FKuBzvOBEJjk9CLpPDKZCfcoAq6h1MWkewZFuwzaRex7KcAcyyHIqHcM4V7HavnxoGumuIdujOVrACUzyb8HE+0ZaLKPChSyxilqrqbWEcmtotJ4my6kKYruEFVvOStNI9xIu8Qqu9Cu+juCWROzXEVnAtuD5e7xvS2BpE+67NppNk4jxGiJlihG3KSgP1tJoPY2WU+kG8l3IEjNZYxW15rPJZawwn0Jf5CXLqbSaOu/hXjNZ7XwW+Ta9zWKtZ3Kmk5kWDXUKKyRh7FdLgyWUm0OuO7GTe7O3F9DVIQw1TodP8JRbs3U0N3A/9vdTBriUjACamhVR31azLuU6zmSOj/G4s5hjZXDDXcO1ETPpIz72T0Gp9RelgF8yNOoDnsJ0b+N2r+U6W2izgiqf4mkP5wi3YAvHMM73eN8T+Kuv8GoUrL/Le37NONNIT5lYv5q10WSpciqN0WYxpVZQbQkVNtFiCWW20hG4/bgtgQJWU+fb9PZ13jSbHNexPrKAnYrYEWW/TcS8mZutod4FLPYj+llJje/Q23WsN0bcOO02RgnQBmuoM0ab9UFMWRYQYutosp4mq6m1nCqLKbOFuNXUOZ2Z9ucT15DtSEZZQrnDGO5ghpnF2og5U01dMNatj3uxl/NZZIw2C9jkvvzFyUx1D/bwSZ4yN1D6NDKikmCI1R7KoVZT72zmWUG1aaR7IzdFQ5k2L9dlB25/X/7i9dxgNhtMZ7m1NDiZqT7H89FIuV+EAkLCBQBOYoq11NuTp32F18wl3/u43xM40SWk+z4fuD/7uwu7ei3XWUm1a1nv9dwQ1HGXRQDqdmxnKRVRu+Yq1lhIkfNYZDNxy6i0keYgGYhbQVWUFMTpcBZzHMkoY7Q5itGBFWsznqR4cb6zkWZraPCmgKL1Gm9YQrlTme58FpnOsiCjbbeRFmPBcM5QkROudYOlVERxbT6bXE6mq1gTxIP1zmG+S0h3JrOtpMYs1ngHd1rAJtNI90zOsplW8yhwBas8mVM8n64+xwtuJN9ZzPFN3nIrtnIwQz2Mw13Faucy3zIqXcZKr+QqL+TCKF67gZvcmZ09hC4+wIPOZ5GrWBOca61P8KSncpq/4TffG9Ae1p+TJRxjvC3bejRHRyP6fnYFjBG3kWanMC1qQOrLhy4mzb58GHW0XcO13sGdXsplDmWo61hvA83ew72uINMiSlzEEicx2X3Y10pqPJ3ThcRMvB7cbw31NtJiIy3mURjEXgnX2BhAH2H1pIRyn+Ap36G3eRQap902vrOVdtvosIaGIEZrtZhym4g5ktG20u5XjA6sayc1qynYf22Q7CTccnOSW26L3HojMZuIWU6VpZQHPcoNVlLjEjKcw3yXk+kgBltIsY20eD03eCd324e+zmOhtTT4GZ/bnwFuzdYexmGeyEn24D7XsM4N5FpLg8MY4QM8GBkC6BxyDriMle7ADh7H8U5hui/ziqMY7UqyjNNhFmv9mrG+xutuoti/cmI0Ru4IjvA93k+53odwSEpv88+ugKG8xCs+G4zjCDl5U5nhOZzjIzzqYIY6icmuZJXV1PkMvezLB6aR7nBGRPFbFbUexEHmsylqTH+aXo5lfFSdCEtnrcFFT+b0LQlc+QV0cxZznMI07+Ju43TYRkegiB3WUB9YnUI3UWIt9RZQFBFcWwK3G8aMCavXEbjj0HXHbabVcqosoSwo77VHlZ/5LLSWequpNZucqPm9iFL70d8necpyKi2ixGxyzGC5d3G32eT4O35nFbXezK0WsMmvGeumgJmzkizXku3LvOJIRnkcx7sDO7g8CTpJntl9PTd4XFJTVnGwVsmZnOXVXGM9jb7Ey35Mf79mrOvZ4CaKrabOOhoj0sZ8Fvopn/kqr/kQD4fJzc+vfJBoq3yfD5zDfBtpiSY+3c8DLiLNRlqsoCqaMT2Sr7yeGxzPRJezwgaaHct4BzPExaSbRoYv8bKQIHvW0+R1XO8a1kUWKcxg62mJ6ro55Ho+5xunw8d4wuGMsJaGyPW20WE1dWazwU2UBMqxwVbazaPAeSwI3HVHZC2TlTAeWdF243wX3DgJN51wwwnGTDW1EejdSrsryAqYPTWOZLQv86qrWO2XDHY4I62l3kyybKbVFuLWUG86y8ylwC8YbHXgNqcwzW508ziOdwjD3IZtPJfzIqr/HdzpHoEb3od9UiaSrWRVyjULx8GFMpyRKZMjgB+K+exD384Z4BdziZdzhVdxtddxvTdxs7dxu3dxt93p4f086MM86uM8YU+e9lme80Ve8hVe8w3e8h3etQ99/ZB+9ucTBzDQQXzpEIY5glGOZozjmOBEvg2wrpnOZq7zWehi0lzKMpeTaZzvrKMxgh5KKLOSmiAxSMAToRLEknC30Hq10Bq415h1NFkbYG0ryHQRSyyk2AqqXR0oYKggzYE7DPf9Dd9aTa1ZrDEWWKNKaqL4L1HrbbOFNpuIbcaCTihYZ5zYYSdTusP6wMLNZ6HNxL2JW8wkyyJKLaciwBS/s54WM1juEzzlLuzqtmzr+VxgOZWeF6yx9za9o/rs2mDM8eVc4Z/Zx63Z2pM5WUi0cobTscIh5clk2JAhvQVbRB4IUqe3bj7ypGCz1ZVCPmIoic69L1O2bcmWrkvqs/7FuWBI4Hyv8rqfMMAjOdLZzLOQosDtlJlJlstYEY21CBUgVMYiSgLCQIF1QZbclw89lMM8iZOdxRw/5wtzA/C5LSkZCKUhUN4wGw5rvKHUBWB2smIl76PT3SZez2eTZZTbELRgzmOhC1hkDfXOYLa9ec8TOMFiSv2SIV7NNT7BU47kK8uodCN5PsyjNtMaTYN4gAf9kH5CohR2VDDAPJzYEILxYVKWDCKHnMypSZWZ3KRZ18nKtDlrOz1YbSCUrKTJDZAoq4b1+GRr90OTbaupDYm+CTpTN7p5CId4Omd4JVfZnR4+z4t+SD9HMdrZzHM16wJiZWLk2JKAJDCQQb7Bmz7KY97ITZ7H+R7NMe7JninF9/+NrGSVl3CZwxkZFf6HMcLpzLaCKutpsoGWIIZKME/a6LAqoMFXU2ct9a5klVXUuoR0e3C/N3Cjoxgd1WZjgdWMp7jIhCIlXGudWaxJUq7vIpcZWrs2vgtcbKcktn0X1IQToHWCqNoWNSttosQP+MgGmp3BbIso9UAO8imetoxKe3Cfv+W3nst5DmSQBWyKaGaXclmUUZ7IiREjfFWweme4wkA4PSIcZRKC/kdxlGcGDV3JQPG6pNJnfz71N/wmej6ZqdHjAzgwpSUUOmGbULZiqx+0dp8wIBq1F8nm67RtvrN/RfZhX8/nAh/kIT/i4+DHLrGMSucy308Y4KM87oVcFK3eWBsE97U0OJTh3s29ZpLlBL7xDu70em7yPfo4jwXWBJy8GO2WUWE6y81ghUtY6gIWW0q5hRRZR6MVVPsRH3sjN/kufTazWu22811AVmiKxmrEk5Sy09J1Smesl2z92lPeF6PNXAqsps5GWlxHjuvIsYW4z9DLBppdS7a1NDiIwT7Coy4mzboAOM5guVdylYDHcKwNNLtf0AsTXqvLuSLqlQl7PMJpEUdyVARHhbSrK7gy6r5LnjPzGm9EvTnbsV3KQM7buD2l5HYMx0ZTLH7M2p3H+f/TdNbEg2nM9CIucn/2txsX+g69LabMOUGbYjFlzmKO/ejvQzzsBXRNGdrzz8gxHOt93O9QhruRfHMpcCjDvZ8HHM9Ed2d317PRXjzrnuzp67zpSrIiKxT+b6bVZuLOY6FzmO88FpjDxqAxqM3VrLWZVr/ia0fxtfU0OYrRVlGXZMHarQso9clsl9agzNapeGFy8V1SYpEMUnckWdNOGKaE8ij7zSTLmcw2TofP0Mv6II6tC/o9EuzoDqcwLVp7bmd2cQazoqW23qF3xBoK3ea8YJD6BL4ROmO1ZEUKuZh3cGeUeDzG4x4SUOD2Yd+UGdgDGZQyAP0jPvbEJKb437N2yQOlflRmMjtl4jskJi6FC7NAYtmnt5Kmcm4uW7CFp3CKj/GEXzPWYspcwzo/43Pv5K6UXtcfk5M4yZd51WWsMJcCc8m3P594LueZR6GfM8j7ecCP6O9q1gYJSCIZqKXBTLLMYIUFFEXE0CrqfIAHHcZIG2mxgebASqZbSHGgYB0pVq45mHaVbN2SFa0tcLXxlM91BG452Vp2RGW7ON8F51kX8f/e5h03kOd79LGaOgspCuLaxH4yWG49zc5lvg20RIp2BmdEbKGneNpjOc7f8buoLzrs/didPSIlDfs9utAlYsLcxu2eyqlCYjB6T56OrkVIZghl88W4f8jaDWOEXf/x2TSdT97gTT/gQ//GOfbiOScx2Rhx17PRD+nnjdzkeCamTAj938jJnOKrvOZyMs0h1z70/dEV03dhFx/mUcuoNJscG2j2VV73K8ZYS73FlFtOVRT/hQX8XAosp9rWoMRVyCaLKLWRFpeS4cmc4n08ECxW/a1ZgWVMVbJk5em0evEo3mv/nsJ2Wr/O+DCeYjVTk5XBAT8xDB864Zi2CLAupTwYctTkUpYbp91Ciq2lwZVk2UCLxQGhAjoz1XAhmjCxSF5iLFwU8RIujdYr6Uo37+DO6D3JpNO/8teUAeg/ZO0u54qonPpPSqLy8FHS2reQiBM2X0x6HguiJe0hMZ3pPfq6klWuZ4Pv0cdz/hezSfZib3vyjKtZ5zwWejf3RvXFVIt4sq1BGaueZsuotICiqPssWXHqaLCK2uhC1tEUBf0hzWoy08xho93p4Rqy/YiP/ZYpfsynkVKFCUrn/ttTrF3bZv/DxCOWpKid8WX7Zp9r3+xx53cIj9FISwBQxy2hwkaazWeTcdqD9Y5bo+8X9jrX0WAOuY5nQrSu8dn8zVMC6xYqzamcGtGrbuHWSAn3ZK+UgUef8pnHBvxKSGS3m1u7H8L3/mkFTJYDOdBGWhzE4Igx/Amf2Uq7eyVNCFjI4mg1nr3YK2WW3gEc4Iu85EbynMZMb+HWqLNtc9mXfX2X9yKXtDd7p7x+AAe4ijU20mIlNUHFYZNV1KQAvslJRWdZKx4pVVhmW8giW4g7i7nW0+gMZm0GtXQq3+ZudXOr1/Y9RWtPcsHh+75Lek9yRt2RdL6hhUzAO820BhjmqoiIEOc7pzDdhoB9Ha72lEehrbTZTCwAoVuto9FVrI6azQ+hSzQa5TEe96QAI7yW6yJ3DKnAcsLarU+5FuOZ6GlBefPfKIkHJ3KSjbR8zzW+ymspZhwS49TGMNYiSp3IJLPZEPW0XsO1KdwySIyBeJwnLaTYIQxLWRUzlB3Z0d68aykVdqdHymvHcqzzWWg2OWaSZT6bXMHqyMJ1MlPigbVstCxgwITJSkiVbyLmIUE/bG/etY5GGwJ+X6g0scBqtvH/fc/yhdZqc7cd/57CdSpayLJp3cxKtia9N9mV1wYNTxvIN5wxE6fDpqBGPIvZDmekzcRcxRrb+M48NkU3cSU17s7unsGZrmW945joG7wVIQ0f0i8i+J7CqfZNGj+8ubW7mVui9tefSL6/8TiOdwLf2Eq705gRmeo/8SeLKElxs33oG2FPN3KTdTSazjIv5bJgKfm7vrf/J3jKJmK+wEv+il+lvHYmZ7mSLPvyYcpEgtu5wzoa/ZQBFlLsYtKspi5wl20RqaCVdlcFyplPkcWUGwvceBvt5gW14FwKgulVm5Jcersxwprt5uyXVEVLLa2FlvK7SOk648H2JIVri26CHPKsoiZix8Qj5W+LEqBmWm0MwPZmWp3L/IA2FncGs22gxdnMDSo/jX7CAHtwX0DUaDSPAteRYxrpvslbriQr+j0H8aVHBLMPN7d227Jd1GH4H5DUDddzg7U0pIyGhcRA7CzWehVXO44JrmGdYxgbDYqERKdU8ornuRREhfMVrIpS/VAu4dJgdNlrKdt3ZVcnMy1l/BgkXECfgF2xng2WUB6Avc3mU2QLceexICjttbucTJtoiSxI6F7TSDdsyYzRbg11SQDy5grXnqRU38+Ik+O30IK2BW41Ga5JBrpDRUv0IrcH7QIN0XtCgkRo9RKxYZPTmGGcDicwKSojzmOB+WyygOKAyFvjUpYZo82TOcU7uNMmYjYTMzO4Mf+etZvJ7Agz/A/K9zd2oYsf84k11PshH5nFWntutt5EL551FnP8Nb/2Ai4wjXRrafCRAKc6kIOso9E/BoOF8ii0lgafoZfVmxEZ7+MBSylPcf/bsZ2zmBOtFh5a2NWsjeg+eRREgXgeBTYG/LmmAG4JlzSNBYlF4mImstMSSiMFSJXvW7zNlS71Pd+lKGPC8nW67c2Vui0AvENFrabWQoqiZCuMIxPWMh7Nlqmh3oUstpVEU34+hQEpYqNZrLWYUkuptJIaj+cEJ/CNcTr8gI+8kqscxgjTWWYr7VZRG60/3J37fHUzA/CzKyDgYRzuAhanpOFHc4zjmGAJ5c5hfoqLfJ8PogJ2D+43TkeKWV/GSi+gq/uwj/U0OpyRns3fomL4n/iTS1mWMoB8H/a1iJLoLt2CLVxDdoT6P8QjTmOGBYH1W0e2E/k2GocRp8MqaiMlTMbswtl9pVRulsSECpCIBX/MKibHgqlx4fdLdMmgdWvgXhMWOG49jY5gVAQPJScthRTbQptlVLiatVFYVEm1cTqC8XKZVlBtjDaHM8pFpDmT2a5lvRuDOHIu872Ii32eFyMWd9j7+zPLD7+wgEXmkJuyGF9XullIcYo17MnTEYslmTM2glG+zwc+wZNuJN8s1kZr8vbnU/vQ13Wst5hSj+YYn+V5n+JpRzAqZSLU5VxhRjBmAhLdauFypldyVTSeNoeN5pDrHOZGcVOcDmuoi2KozrguoWTh7Og2Ov5O9ro5jLK5MnXWg5OTiDa+XydOhl46oZrv3EieU5nu14zxdu5wEUsczqjoBqil3rbA6tUE2fAGco3T4SaKo5BiCUvNYaOrWWczrXahSzQDcTFLncUcy6nyWI71GI5xLdlROfAXqYDJciInOZu5riHbfDalxA33cK+NtHgjN3kIXVzKMgcz1E2URBOVfs2vTSPDmqDD6gZuNIMV/opfOYThVlDtr/iV68jxSI50E8UpdcYvGBy1DR7H8dEqSUdxtDOCSVYf0s/zuSDi/sWIW0F1ZB1jtAdwRmqGGq7JESYgPwzHhPDKdynK2RpZyPbNlLTdH0tgwsdZrLGBZocxwjTS/ZwvHMt4z+SsJNZ2gsSQIFk02EZHNK0rkWw1O5u5LiUjGumxnJVWUO25nOcc5llChSWUOZlpTmKy27O9J3CCGaxwBrMsozJlIaBflAKWUuFnfJ6yPkYos5ljC3FfTFpaFRJNyvkU2kizl3KZW7O145lofz71SI6yiRZzyY+oQXOZbxOtXsVVllHpdmxnA00+ymM20Bwsp9A5lSmfTe7ADm7JVlFJqj+feizHeR3Xewd3ejO3OIs5AU8w5Ay2JQHG34/ZOlkuyW50c3eanNWmbm+LFDQ5VvzOkHn9Q648pOYnwOYOJzLJTFb7GE+4kMVRghSj3coAaA8b2FeQaT1NLmBh0GxV7oJgcZ1iSp3CNG/lNh/lMdNYZhrpbiDP0YwVEmB0FbX+jXPcjd38iq+N0/HPKNFPawEhgcVlsdbneSFabHkms6Oxu+Fqk0/ylMtY4ed84Z+CpQWmMcMMljuV6e4bEBgm8a1V1PgX/uJRHGUl1eaS75P0NIdcd2QnW2jzYi5xI/mOZmw05Pxd3ougofAH68uHdqGLD/OIp3CqG8jzSZ6yhbh3c68DGbTZhf/7yUYYLyaD0G2bPf8+QL35PlMrIqHChh1yoQVewzp7cJ+VVHsv3c2jwHKqPI3TncO8aO26piBua6DFJWQYI+4asm0iZhoZLmeljTT7PC+6gVzLqfJlXnUSk72cK3yeF/2EAd7NPTYEhNdwPMc7gfU7iINcQWbKSqW/GAWEBHI+g1muYo2f84UVVKeAyl3o4iC+tJIaM5Mwp23Yxj70tYFm+wUlv4M4yDnMs5EWD+YQL+Jim2k1h432oEc0kamEcnvxrF8w2EqqzWeT/fnEFQE9PCRJvsQrdqGLvXguaMYu80EeciVZDuJLn+Jp8ygwRrtzmOcIRrqOHJewNLJ0yfHd5hnsjyUVqdvaU5QytdwWkhPaktx44rWw0egTBvgW77iJYheyxKnM8HwucB4LrQt6mBNLwraaT6EtxF3NWt/mHeez0NWs9f+v7jzDq6yyPf5zvI6IIop1rKMjOo6O2EGxjNgLOAoIWBBREFAQRASkiPSidBDpSAlIDx1CCKGEkIQQUknvvRcy3/73w9l75z3AzJ07Mwz4YT1PyDk5vOe86+y911r/MoKRiiVBJZRpBCMVT6Ju4RZtZLPepr1e4EUlclJzmadq6tx2/Vt+qz0EOwnfCy4BiylTHz474/fP8KzKqdRyVqqGU5rFHD3EQ2pJK2WRq5u4ScMZoQqqNZPZKqNSTWiit2mvBE4qjkR1opPa8LwSSVYRJbqLu7WP/drPAU1jhpJI1ha2qYBifcMwZwiTSLI+pJs+oYce5TGFEa4MspRLvjrRWStYqf0c0DeM0AEOG0TzKaWSYcCpdX4JVMfpPbuG5Kw7I8G8//57Zz67qjYkXS31HnpmverMNVRRp0C2ajFLlU2u5rNArXhCEUSpmDIdJEzDGK5MclRgeMM11Gkv+zSc4fqI7s7mbCGLtI6NqqVeAfyiOBLVjGucgOcGNqk9HdSEJsqjUCMZpfVsVA31iuSYutLNmeNcMAlo42IuViiH9Cm9dCmXqjNdtIa1qjDNzkC2+D2/FU8om3xFEa3dBKkzXTSJKepHf73PB0bQMVbfMVo3cIMWsEiV1OpFXtKHdFMt9fqQbprBTOWQpyEMVQ55WsZy7Wav0XkpVBElyiPfqDTl60Ee0tcMUSrpGst4LWKJKqjWESKUyElVGRRNCWV+2+LZksm7Sp75nFOnVbz2ef5jOS9gtdz1JBueb5E5pZTrLporjUwHx1/FamWR68jjVoWgihrFEKft7NQs5qgnvfQsz2oKPyiZVA1miNmqfWfGbexUfwboFV7VGnMWXM9GdTCew2tZr0/ppYu4SJ/TV0X/OdDBfy4BwQda6EFPrSRAVdTqBHEaxwS9yEu6hEv0Gq87MexGNFIX3tVRolRNrRayWK/zhh7kIe1gl57nBa1itUoo1y+s0y3cqg/4UCmk6TDhGsFI/cJa5VKgeJI0nBHKIEubCVQ+RTpBgoLYZyrZWocFvIiL1JZ2qqZO3zFGA/hSiSQrhFDNZZ7yKNIRo5RVaZhptjDxbqkNk44z+4Knb81nq3rt3LeaekO4yjXEpgY4mT9kyzflWM9GVVCjAxz2cwe9iIv0Om8oixwnrFRCueKMgGY6WZrCD7qZm/UD07SJQD3MIyqkRCsJUCXViiNR1dTpYz7RTGa5/qtPss1HGh/IID8w6wWVgNXUKY4ErSRAgxmiV3hVXzLQ9eVsvM4b2sBmg7KeonBzw1ewSh/RXXdwh/Ip0mVcpnd5T3EkqZwqLWCRFrFYHemkbxmlKmq1ktX6ggHax37lU6R0shRGuHGcPKZa6pVPsWKIUykVSuCk4+gOZ6Ta0EYzmKls8jSeCdrARhUZqLyvYd0Ap682c+Uav6347L3AM5HRDVuud0u3r2e9gA9w2O81LRnKclWqqNUUvneaOTb+yL36iO6az0KVUG4k5yK1lOXqz5d6hmfViz7aR6g2EqhmNNM0Zmgik3Uvf9IegnUTNymIYH3DMG1ks5KMo1MVNYriuOYxX5FEaxwT/m3k+zlJQBvDGOGHpgAfIz7CwyG9giZaxnItZbnmMV+HzUgoiWQ3QC+lQo0NJjCIYA3kK603gIgggjWW8VrJGr3HB6o2+L4yKjWBiUaXz3fjcshXLAmqpV4ZZDtOr73505npKvi3aK8q6hRPkqNa1vitRt7WTMM58PS5rjf5vE1tr5KCReNUGnhVGpnKMaNCb/Pbh4Ypc1qD+RS68Sagu7lH7XhTgxisRSzRIcKchIelqFZTp1jiNY7xaspV+opBiiNRV3GVZjBL3fhIb9Nen9NPHXlHj/GYY9SFcMAlXAHFakxjXUojbWaLk1C+oBLQxpVceQZI8SEe1nZ2qRnN1IIH1ZZ2qqRGE5iklQToKFEqM2I8x4hRFbWaxRx9zWCVUanWPKXbuE2rWKPXeF3HiVUAa5RBtmo4pcMc0SrWqIBiRXJMpZQbBfsilRr6pJVOq6JWlVSbJPMlSzD79DMrdJJUpZPpWfXqHbLGy0c+s+r14vsaeogNK+CZjeloQyVoUGOod+c/K8sRb0jvRcbMMJ0sDeEbvcCLeo/3NYCBmsgkLWaptrJdEUQ5YEY2eYrhhHYTpHVsVAgHVEWtpjND79PV+RnPYo5a0krfMFy3cpsbo1of4rto7tznm9P8DFL6BZeA3kgjU5dzuX7Db9SUphrJKI3kWz3Co3qWvyiAX/Qdo/UxPdSfAcogSxOZrNnMVTV1WscG7WSPCilWDLFuCmC3L5/GXpURMa/WcWIVTqRCOaQY4tx2ZiV1vQQmKxZkt9qGJnSdITDF+un/2ZWsYeLRcB70JpB/v6+h7+erdn1/k0CSSijTVrYrnSytpRvOFAAAIABJREFUZ5M+4mPVuiZ5nZMRziFfaX6+w4laxBL9wFTNZJZ+5Cdn87CK1VrLem0iUAUUK4sc5ZCvEspVSY2yyFEciSqkRGVUOKxkuVGEqDISIT4Cfr1SyVA2ucom18kIx5Kgvexzbk0XZAK2pKXa0EZP87Ra0ko11OvPPKA/cq/+wB9UQLF+x+90LdfqUR7VbA//1Mu2t7zXv/CcetFHT/CEKqlRDz5VEsnazwHFEKtUMlRpEMAW1lRGpYooUTD7FWGKHp+Oi0+M3MKbvCuUP4ejXmcDijZsvQ1bq8X4/WPwgf1bXwEzlelKJV3LWK5IjimCKPe8M4uRhga3TcrdBGkDm/QzKzSXHzWJKRrBtxrAQPWgp7rwrsIIVziR2sI2jWSU7uYeoyKWqg/ppuu53qGlV7Fal3O589iLMLa3AaxxEh1eR/YyKi/cBLSxj1ANZ6R68qk+pbd2sFt/4C41oYk+pJu68K57rn3Dd3CHcshXfwZoHj8pnSwVUOy05RayWHOYq2BCFMAarTZVcRa5SiVdFVTpIIeVS4EKKVEoh5RNniqpVioZSiPLqFzVn1FgeCvfWtcSqfaczbxYP19Fa1fWM1fBhiS1MHmbSPs5oAqj/VJFrX5gmk4Q57dCp5CuYspUQoUyPJCxUipcpX6II1rNL5rM9+pLP/2Vt/QwjzjrCvABe61Y51M8rUUsUTgRuovmasPzTmRyHRt0Nc30HWN0GZfpJzODr8FHq+xMF/U2vd+pTP+nOD/nPQFt7GKPhvCNUxm9kzv9HgMfcbqGU1rKz0oiRRVUawnLNJ6JDsxQTJmTajvEEcWSYKgACUonW7Wc0kIWaw97XcO23Kx0Xki7t81xeuI0ABLqtJb1SiRFxziuCs927E3GOsNka/i3XQ1tG6XGaNo0/B+V1Gou85TASb3JXxXJMePW1EBizybfCWJGEKUYYo0Kf4YKPeLmq/lFQxmm13jdj6tzerxNe01ksjLIdr7LA/lK4USqC+8qkmNaalbjBE46Un42eVpJgLLJUx8+U3s66ABhakYz3cjv3P27oBPQRj/663Ezsgvw6I0UUKSxjFMUx1VNrSYwUU/zjFYSoNu4TXsIVgkV2sUe5VGoG/mdoohRFXUKI1xjGa8iowplpXDLqDQ2qj6+yB6CFMpBg5c75fRk7Mpkq9QaTukIEUonSyMYqQiiZKH7FVQb262GVc8WHKe3WcqoUBmVzkHduxWXUemmO75KNUHt6aBt7HCSvTXUK9/YRaSSoUJKjLXYMeVRqHyK3Grsa2Pd+Xc/98torFY84YxtThpsoG9HyFAfPtNaNug1XtejPKZ+fKHruF7v8b5a8YQu4RJXHa9glTPYyTI+LL+aBDw9ojium7lFgxmiYiMB242PlE2ewMfazyDLqZcuY7nCiVQ8SYolQZ3orEpqFMoB5RmlVLutTWO68ilULAlax3pXdVZQrQyyFclx1VCnTCMgaTWif2S+0snSj8xTGRVOH+ag6dUdJdIhVrazw28yYslR1oSw0ohL2kq3xlPklFKhyXyvVDI0jgmqpEZLWKZq6pROtjuPVhhNmb2EqIhSpZGhQLaq3JDmd7K7QeLstPgzD6gv/bSejSqjUkHsUywJGmSI54MZ6lRMBzHYjVetT5w1fpzCD+rIOxrCUCWRolgSDMc6TJOYou3s8muQ/2oSEHyet1vZoePEOlQ0YODzdTpGjB7gAf3EAlVRq358YQhPR1VCuX5ivsqp0hjGqppaHSFSxZRpH6HKMS2JMjMR8XGGS8xK5huBVVKjQ4SrN32UTZ42Eqg1rFU0MdrAJkUQrR3sVBa5hhweZshAuz1Fyt+01QiDJxuSk/URyaPgjBZMDac0gUnaTZDKjKppLvlawSrVUu96m7EkGBh+mbazS2lkaAvblGxg+OWG5xJDrG7jNvfZXcu16kFPbWOnssnTDGPRah+3okR96adoI2b0Dp0URLBmMEtV1CmJZGWTp850cdK7tkXjw2/6GJLt6eAAxr/KBLSxk926nuv1Kb3Ui95uJQG0lxAlclIv8qKijM7zRgK1mz2awSwngl1JtYYx3FEyV7NWoRxy+oGxJGgL23WYcEfKSSFDgWxRHgVaRYDa08G0RjZoI5uVQpo2E6hdBCmfYsWTdJZi45QyTbN7DOM0nZmqoV5BBKuUCr/Kuo56lVIpK2rUkXeUQ56CCNa1XOv3hfEJivv8jHMpMCveHsfPziFf05mpGOIc6uj33KHRjFUuBfqZFfoLfznr530d12ku8+Tj0uRrLvOcbMdkpuhGblQ73tQd3OmUrKzywREi9Dgt9TVDXC82mP3afRZN6F9NAnrjaq7WWMarCVcqimilk6mjRCiCY8okW3OZp0yyjZJ+rQYxRPkUagGLVEqF8ijUZ3yu2cxxEwXftlep48TqJCmqpV5hHFUgW/QSLyuGOH3LKCWTqiSSdQu3qJwqrWW9Soyes69yPlMLsBaf0mo6WTpJqooo1WGOaDLfn1Hc2L8rpVLJpGkYwxXIVmWQrQlMUjHlKjSr9FGiFM0JFVBsOCGnNJZxKjduTqVUaAc7lUK6q34nMlllVOobhutSLj3js32fDxRMiI4QoZ700mHCHf86kK26lz/pdn6v75mq67lekURrJ7tVSoWmMV09+VTtDAbT24rxCln+qhPQCupYZpzVK9nOTlVSo19Yp0qq1YGOqqJWH9BV8SSqlAojVFShF3lJKaQpkK1nFUX0xpVcqXksUCkViidRC1mi7exSbz4zU5CGiYkXRe2thIso1Wf01Q52ufHgUSLdufF0Oqbt83XnY+0jVJnkqBNdVEK5VhGgJJLNeTNKhZQoiRTlU6hcM170wbJKtYNdKqZMYYSrPwO0hyCVU3VWqFwveiuFdM1noSOj27D6gF8xSNGcUAXVKqJU93G/FrNUgBMUt4j07xij3/Ab3cANyiFfu9ijdKNR/atNQPtBDDMOPpaKaUdBlvdxFVdpumkldKCjpnpm0GGEO008QDdzs4YyTKEcVC0+p6GjRCrGaPElm/Gb9Rr+jjGOoFRtqmS7+lU6vZh65Rk2Wg31epO/ahazVUCJoohWJjnuNewK6SOS1zipOF8Vmq6neFq11KsJTbST3drBbqWTpQqqFUuCOeP5iEM+R8tw5VGkWv6macww/neZiidRtZxS8Gk6Pq15SvvYr5UEnBVM4LNrDXZsxVRjcPMar7utdwhDdSVX6mfjq7yV7VpsNGS8JPdAj3nhry4B7fkj0KhwWvjPAQ4J0FHTqH6S1k6VayObnZ/FFH7QSCNGDugbhimbPH1OX+fUc3pcwzWaaPQPEznpTGNqPaM+u/JVG40ZqzVji6Ra6pVJtuaxQEP4RvvYryJK/aYg1oim0vTWiigxlhAVzv6rL/00gC9VRKkSDNstm1xVUmOSy3cds5ijVNJVQrkiiFRfvtAylsuaHdrPCVAfPlcRJU6azRtjGadMcpy+tI0OdNRoxuqP3GsUI9Lc+dImmG1Oe6mzqWRoLeuVSoZCjDfxryYBrTqnTcK9Bj9onRbteO4Tejj1LIvovYRL/Bw1ZzDLyY+BjwYwhKGKIU4niNdSftYoRmsgg5TISVllAZ9sR7VzLErgpPH48JGVSiiXDxpV4wANtZzSSgL0W36r0Yx1il32ufb5dhVNJEXHiVUaWSqlUpFE6xquUTZ5up3b9SRPKod852hURoVqqVck0aozCbmZLTpBnCI4plIq9SAPaw/BqjCiTbZHOY4JCibkDDTzBCYpkugzoF3gWw0jiVY2+bqGa/U4j7tplXW1700fDWOE4y5fy3XK94zovFTaX0UC2jOa5fzaZLPC1xWmWvVus5YPPIRvHBnqI7r7JV5/BiiVDK8Tj8CHzIknURlkqxafIkEKacqhQFEcVzZ5KqPSqelbPF4yaTpJimts55nx31BDCzhGjJJJc35vXrac3XJLjCedbX4fMFK5O9nj+mjJpBkuS5Zq8BHSffqMda7HmUO+jhCuGOLUng6q4ZS2sl2xxKuWUyqjSgGs8XvfHeioCqrP6Nc1palWsEob2exmvuAzKgR0gMOawSzlUaA3+avGG4FSK3y+nJXub7azS8eIUTD79QFdL+wEvJqr/VYtwLVGrNebZYLZcc/TPOPMnktNiwbwM0eezkw/FacHeEAb2KRyqnSIMK1kteYxX0tYquOcUBqZOmgI2zHEyUph2CTJIc95tllTGltUzGeBJvO9wolQISWuaW7VWn3JVm2q3gqlkK4ETqrA2D1YaZJBDHZOQnvZp+58oiJKFUyI5jBXOwlSGhnKo1A72KkCio3E3AEdJUo72KVlLFeZcVyqotbPJmsZy91nbONO/qBwIs6K7bNqGGvZIMAVIvvN1rqaX/QOnZRNnqYyXb/lt1pv5IA78o5uNz7NF2wC2koXcILXdsWzK6BNwhxTdXm1YSYZJ/SBfOUarH34zM8mdCGLFcExfcUgxZgtayObjWp+qesVFlGiJNJUSbVD09iJhc8S67COE6sqalREqQqM9EU1dabfd0rRnNAUftATPKmtbNdJUlVLvVsx7etmkK3jxCqFdB3jhGqp16Vcqpu4yTV7O/KO+tFfc/hR6WTqe6aqkFJ9Qg/lUqBjxCiKaK1itTazRaWUqzd9nL+yPUZUUatruFYppLtdwsYOdrlCzxs/8pPWseEMR4OOvKOOvKNMcjSOiU678X2zyllnzo/5RKtYY+b08We99+c9Ab2WAH8wKu+bDHnJjuCsiru1FLCFyIu85Bx4vKBX+zigY0Qrysi6vU17pxO9hW36huEawQiNZ4Lms1DJpOoEcQohVDWcUjqZpnHsI4n7Vppc7WC3jnPCcEZ8CBorjNSUpupEF81jvk6Q4DQFSw3eLpMcY2lR7TB3hwlXLgXKIFs/mfPvVKa7L6OtfCtN0udSoLGM1zJ+Vg2nFMpBnSRFpVSoO59oPgtVYQx6IojSXkIUaWbGlrwEqD9favNpRLHruF5RRKsHn55xr3ryqdLIVEtaOWicVboPIVQ96KlaTqkL76k1TzkwhN25LrgEtEXGtUYpC9BMszU0VMFb/RLVJqUd/TSmsboaedklLHPN1lIq9CqvKYY4jWeiyqlSBllaw1p9QFctYLGKKddhjmgeP2kow7SEpSqlQgGsURKpLsnKqVI8SdpDsAJYo90EqZIaBwwto0r72K9hDFdrntJ8FiqQbQbo6tt6Cyh2zpehHFQAvzgzQ9/cuVCppKuKWjWjmS7iIrcKdqO7lrNSAxmkvYToB6aphlPqyacKJ1Jf8pWOEKEuvKuBfCXrILWQxVrOKn3LKBVS4tpXgKKJURuPCNFv+a2iOH5GhXwf9yuHPP2Vt864fz4JuDRX9Nnz4PVcr0eMlG81dTpBnJ7mGSeWfkEkoK10vY3hgcYU2fpc2NbLOFNJ2aSzHfcRHumPVazWZKZoApMUxD69ymtK5KRCCNUSlimYEM1ijhJJ1ipWK4Io48VbbJAkPjRIAskOSVNhtuFSypVPoYNvFVOmJJIVR4JyyVcbntc3DNcGNimVDOWQp1gSVESp8ilWsamCvcQi3zSlRgc45DxIjhOrIkqdtuIHdNWXRkLXFjBZ5Ooz+iqANcqlQPOYr0yydZJUvU17FVCsTQSqGx/pF9bpQR5UAknqQEc9z/N6lMfOgNEvYJEDJNj4mE+0z9g7eOM52qiSGqczbaV5W9BCF3Ox1rDWCaPb+3QP9/wr+oLnLvle43UBfvpz9ptne0q2cLAqXLaKsodnq1s8glHazFY1opFqOKWraaYd7FYamfqEHjpBvA4SpunM1AnitY/9OshhRXFcn9JLneisQXztkCteVVSrpuUDAJQoi1xlkaNMcpRGpjvreOMKmqg5zXWM4yqiVKEcUhIpCiFUuwhSFNHKo0CZ5LqphQ8gW6O1rNfN3KLxTHDTC9tsH81YLWeFetBTxZRpHBMUS4KWsEyHCFMrntAJ4rWF7WpNa6WQrsu5XK/wqtPaWUmAH1GsJa1ca8vGp/R2vGBvhBDqpxttoxOdlUKaPqefoOE8bgvIecxXFMfVnOZ+COrzkoDeStcLXLSYwFIqBA2TD/utse2Ax40RyljGK58i5VOkaczQAL7UFH7QO3RSOpm6l3uVT5GOcFSjGK10MjWJKYogUgP5SpvZoiRSVEm1yqhUGEd11IA8iyj9O5yOetMs9olcllOlj+iul3lFD9BCN/I7d1i/j/sVyDbHK66kRieI0zGOG8fzfJVQphoDwwohVNvYoSpq9ARPCtBmtuhu7hHgxlmZ5OgQYfqaIVrPRk1iilawSr3orUiiFU2MrqaZIjmmT+ipmczWYcK1gEXazi694dltFrBIHQ3pHHyWGfZcZ+MRHlUambrkLEVIJNG6hEv8fn+Eo+pLP5VTpSu50g8WZltMHU635PpvJWA3j+eEV3X9BmMBZc87vekj4KxecnP4UR/STY1opGwDfrQchuOcUCc6q5wqfc9UzeMnrSRAn/G5trBdldRoCj8onAgN4mu1pJVe5hX1pJeiiVU4EYohVvkU6TBHlEO+Sil31q0NVMwGZHMk0TrIYQURrB3s0jZ2aCe7lW1aNXbclm/OfmVUKYMcrSJAc/hRu9ijYlMRx5GoqUzXcWJd4tkOwF3cpSEM1WS+Vy55iiNRWeRoO7uUQoYBlvrOzBvYqBBCVUiJ0snUOjboBPGKIVaZ5LiGvTfiSPBDTz/F067w80Yiye4L4o1AtuoL+pv/39d+sbvcGMY6j5E+fH5+VkBvpRvKwTMezyRbgLOf8oZVWWhJK01jhjrQ0WhFb1MveiubPCVwUidJ1W/4jQ4Trr7008d87FAwf+AupZGhHPK1kz3awCadJFW96K3P6avpzHSCPuFEaC0bVEmNYgwTzgIQiigxK9cp7WSPNrNFq/lFi1mqWczRWMYrkC0K4YCTSMshT5vZqnGM10hGaQELzUSlXsmkaT6LNINZKqLU3fQjHNU1XCNoQBn3ore687HyKdJ0ZmobO7WARaqlXrOYrSdprRAO6BjH9SUDFcohXc7l6mcS41ZuVYlRoP179+k6rnOzXxvP8qz2n+WeLWel+vLFGb9/hVeVSY6a0UyA+pnnbGW7wAfhOu5xYT/nCWirWfDJp4HPKsr+zjr3eMXPb+VWVVOn/nypRjRyo53dBOkt3lY73nSdfdsfLKZMj/KYOtFZyeY1f2Se0snWwzyiW7lVpVToBHHKIV+HOKISKpREsgopVgRRGsd4rWKVSqlUEaXazR6HXq6kWoc5okxyNJih6sqHepGXdD/3+x0tFrFE81mgBSzSz6zQFrYp3TSk6/ibCihWOJFaxwYd54QOEaYkUg044pTuorn5oja0kiwwopRKdaCjdhOkDnRUNDG6jMu0iCVK5KSWGwhUHoV6gic0g1l6x4g72R3mn412vOkcNW08R5uzFib9GeDQMd54h05aSYCsa9PVXO08iv8rCTjfY9VkiwxrhgINTj22ZF/GcteJTyZVr/KayqjUSSM6/gZtlWFWS2vGHESwnuM5TWeGssjV/dyvFNIVyDa1pZ2zPgDfOSeORMUQaxDNvrNcMWWazVy1pZ0e5CGFEGrmv0muiZtNrrawVV14Tw/wgJ9tqY1DhOlHftJPzNdmtijOwMJCOaQA1mitcSyqoV4pRuV0DnMdYno9GzWfBWpjXKf2etomU/heoxhtWHNTFUeiccmsUD++0AEOqS3tVESpCilRKhnazV7tZLdDSgeyza85/8/GBCa5o5ENq7J6+nOf4ik/P7lwM1Ltwad6ktYqoNhvVn/OEtCeAeyKBv5brEVU9KCnQ9Z+zWDFGH3mm7nZbQchHNBDPKzZzNVCFusYx3WMGG1ks8KJcMpZPjRxviqp1t3co1AOKoJjmsEspZPldGbCOKoEknSEowrloONsvE17taCFFrFE8SQpkWSVm3HWclb+Q7LPXdyleJKMQUy94kjQSVKVRa4R/vG5coYRrnIzW04nS+/xgfIocNJpgD6mh5sO7TT2Fs1opg/ppixytJ8DmsOPrmjLNh55cSToFV7VI8akEHAr1uu8oc500Wp+0VaPKfX/N0IIdbROGy/zsuOLeKMRjZRBtvZ4EtVazJ6zBPRuR95htrfPdJhwlVCmpjQVoOnM0A52mZUtXm/QVi/yokI5qCu4Qndyp1PrtKM422OqNW2brWzXK7yqm7hZtdTrLprrVm5VIcVawCI1526VUqGXeFljGKujRCmdLAURrAyy3CThBV7QYIaogmotY7lyyFMRpfqBaXryLAfwZjTTR3ysMuNBt5Vt2sNeJZOqIQzV27TXJgJVRa1SSFUw+5VIsqKJ0QQmqZxqZZGr27hdaWS4me2fecBJHNtmfHPuVm/6KJFkjeQ79eULlVKhD+iqbnykW7hFveitxSx1UnQBrNE2djiX00JK3Pns34mLuMivmLTxKq+5e+mN1rTWOjaoBz393Nf/ownorXTf4m33s3XSXscGt/I1opFizGH0MOFKJ0t9TS/Jcj8ep6VGGExfjSfRwNek/hP36RBHtJd9Oky4RjFKj/GYYolXKhm6j/sUzQklkuIO9VXUairTtYs9SiNThRTrmBEFDyJYZVSqKx/qZ1Y4/94scjWEoe41bNzG7RrJtw4w+i2jtIglCma/XuIVreYX5VOsWBL0E/NVRqU60VlTma4a6hXCfq3mFw1jhKqpc4lhjxnQ4GRpm9O96a1e9FEcierCu7qO64xuYo1WsEpjGKvHeVzb2KnruUFLWKY3aKuJTHZFyOlmQ/9uPElrbT9L0r1BW3e/bNhdsN9ZCph/KwG9la5XWT2CY5pqmsq7CdJ0ZjoI0O/5vWrMAfUhHnav8Sm99CHdNIGJyqVA29iprxmi3QTpL/zFkGueU3vaOy9bOws+QoSboEQaU7+P6K6FLNKN/E4DGKhKqpVDvlGbKlOVaTTnU6jlrFQ6mWpKUzWikX5gqtLIOKMJ24hGGso3KqJUR4jQUparN310lCi1opUzklnGcqWTqUd5VMtYrjyKlEq68inUjdyoEip0klSFcVQ96Om23hnMcmNF2zMNYI0iiNK7vKuOvKMCijWasbrXOE19zCeuRzeSbxVNjDryjn7P792CsICFZzhN/SdjIF/5TahstONNbTYr+enN7387AYs8w+Z9hKoxjZVBtmJModCIRn5gge8Yo1d4VVFE63le0CC+FviMkleZ4bbdWoPYq7a003RmaAGLtJIABRpJ3tnM1QIW6TnaaCKT1Zy7tYVtbnueyWzFk6ibuVl3c4+Ws0KbCFQ1dSqmVItZqhnMUhhHFU+iKqlVDnnu3AVoFN8piZQzuLZv8bZRYghUBln6E/ephHK1prWbcGxnlwYwUF8zRCEcUBFlSiFd13KdqqlzlM0rudL1M6FBA6cNz+sZY/Zo1alOEK9AtqovX+h6rlcAa1RIiY4SpQEMVBDB+hP3KYZYteBB9aK3vmeqYklQDfVnPUacq1jHhrP6P7/F236r/L+VgF5T4lrq9ZCZXlRS41Y7u33kkOe2sUii3TxxDOP0OC2VTpZCCNUwhusSLnFuTHasY1dI2+y0wIRKanQDN2gAX7ptPYQDKqNSfemn13lDLWmlwxxRLvmayWwNYrA2sFFtaac7uFO72av5LNRqj0KD/UbHkXCGHf0CFmoPe/U+XTWXHzWdGepJL+VT6Ijv93GfThCnRSxVASW6i+aKJ9HBsa7kSmWRqwUsUgTR+oL+Dk7mxe9ZqHsNp3QJlyiOBB3hqHMfHchXamXe31jGqYJqjWeiFrDIfcbWX2UyU/xaY/+tyKPQ6Tz+k/F/P+k1XldPemk0Y12l04hGfofTQLZphVnVmnO3dhHkXHgmMtkVJ5nGUPlSLnWV21yjzPQ5fdWG59WNj9Sdj/USL6st7fQMz+piLtZ6NuoL+usnFije9AWXsswl7FjGK4A1OkqkQjjgYOm96aNQDqkJTdSYxmpBCxVR6iwjADMpOeFH4HmGZ5VLgXaxR9vZpSu4QpsIVBTHtY0diuCYLuMyZZGjXQTpOLH6gK4axNfawW7tI1RZ5CqFNB0hQlvZ4c69gDME70BHZ2lhHc/t+zvAIQNoTVIv+mgDm3UxF7t+3xS+11Vcped5QStZrUKKlUn2GeOz/3bczT1+PJV/KQGb0czPon0s481q96r75o5nop9DZi0+3462tNNCFqsJTbSCVVrIIse2qqJWN/I7PehxOrJbsU1quxra14snUY1prAdo4bbOMI5qD3vdrPNnVqiEcjdGqqBaT/G0vuJrpZPl11rZR6gf9Ohd3lMEUX7O7V8zREEEqxGNNIcftYNdGst4JZOmpfysK7hC0ZxQGOH6mVWuRZFCurawVW1ppyxytYrVWsM6N3J7iqcdKcgmnO9L8Knfl9TiHRezRD35VPEkOsk5Hwq6RkeI8NN1tpX0OCa6neN8x9l6qf9UAnrDiwhZyGIVGFi5hVvt8vAbvNtKOZW6yrRs7CH7e37QWtYrhFAtYJHepr0eoIU7B1lCzLu8p+Y01/t8oElM1i72KIIorSJA/8P/qJIah3XLJV8/s0JNaKKNbNbjtPQ7NrzH+37N2W/5Tt962HRtaef4DjY2sEmFlGg6M3UFV2gk36mOv6k3ffQ4LZVLgXawS/P4SdXU6TEe10pWKZcC3cAN6sNnKqLEaVv7xmlz3PzbVvz3cZ/u434B2mZ6dyeI026CFESwGtPYQfdtwtovphfh/C3f6RBhyiH/rOT0CzT+f3/g1X5ex3rXw3qPD3SII+6xwQx1h+xRjHZu3fZDf5EXXaluG9FHTdVk6X3HjH5JnuF+9KCnM8DOp1AtaKGRjNJPLNBUprsx0WyPw6c3Cjxjqmd51p0xwSeG6Z1fX87lyqdIr/GagclnaS8h+opBmsAkHSVKI/lW29mpHPL1AV3Vmz5KI1OjDXkqgSQd4ohu4RZ15UOH9PYmmldfZaYx8bFerc15AAAHYUlEQVRwpkROGlfNZI1norawXW/yV0VxXJ3orHQytYJVKqZM69ig53nBqVkNZohrYF/g8e+/iJee14OeeozHNJwReplXTPU7WN8yyrVSbIOyG90dHtB+oy2KI8lUgwkkO+7Ez6zQt3ynqUzTG7RVYxprNnNd0/psyBpvLGGZa2V4rwN8kCRLCwX0MI84Y54mNFELWqiUChVTpt70UVOaOvpkN7rrAR5QEimK5Jge5hEtYJG2scOoNLzudgxA48xKPNY4zQNuNGlBunOZp+u5Xj8yT6MZo1AOajs7lUSqNrBJeRTqY3r4beHNuEZ9+Ey1nNKzf0cb5gKM/9yLWX7Bi7yk4YwU+A7T7/OBfsNvHOJ5HBP0C+u0g93azBY9wRPqTBeTCI/oIi5yVeIovhP4zoYtaaXOdHGHWy8h/R/F9QYK9hRP+7HBvIiQu7nHD7v4CT20mS2azVxDCjqhRWZ1aUlLpZKuaGLcjbai5p/xuT6iu8YzQSEc0GrWuibtTdzsRDcXGYUBwKFNbPLZaZCdatiRmP1M7Gdrz3hzmacNbNI+9usr0+qy48wLIMH+ewn4j8I2LQs9/JABfOn3QdoVyeqQVJmCxCJp/tWYbNA54C8psZ6NjqdyEzf5zU63s9MIJflEGeNI0Gd8rmD26xjH3SD+MhorlIPGDGe0buZmBbBGffhMaWSqjEr9mQcEuCLM66Vik89STPsbSwarJnsrt/qt7I/wiB7jMa1jvX5hnWr5m8YyTm/yV/ecI0RoI4F+gJALOM77BZzz8DbHvWfYkXyrh3lYgJrQxLVzPqSbIjmmZSw3VrLVKqJEwxmhh3lYc5mnB3lIb/G2trJdJVToK77WlTRVLgV6lMf0o5FSm8YMPyPvJYZrCw0FhOVunE1wciObtZyVWscGBROibHIVT6JmMEszzVnXVs2jGaMTxOsWblE6mX6a0RdwnPcLOOcx2OPwPpRhrknejjf9WjGWkH0XdymWBEdtfIdO+tjwLVrSSnkUai/7lE2eTpLqhLs/43O1pZ0GGmOYFONR98fTVKmgoWFsV8NbDJIIcA6kXflQW9imMMI1g1n6nmlnSGt8Tl8NYaiqjLce+GRJZjBLqf8cGOB8x3m/gHMeF3Oxm/H+kT86zOLt/N5vWO7D8q133sJzmaefWaEMssyI65QSSNYegtWDnmrBg64NBb6trz8DtIVtRsp351mtT223YIBhwgHOENy2huy5MYpoXcEVTkXWsuea01xjGacSyp2CwW6C9CStlUehWpvJyK8gzvsF/FfiIGHuZ4vaAVx/DfBDBkcTo5u5Wbdzu4opc6uhd348k9m6iIvUghbaSKCmMUMhHFANpxRGuF8f8vS4nz+7n20i2nOlVRewrRoLWC2hXK1opQROqpxKTfKcbT+iu1awyilNnP6eL+A47xfwX4n9HumwOA+S19vGqOaUQgjVLOYonEh1oKPa8LwOEabHeMxRIt/ibX1CD2WQpTn8qEC2OjXVRJKVRLJ+YoHm/gM0ynOmgW5ha/b8aavk1jwl8DEJr+AKTWSyFrDQ6Uxbfs1LvKy/8pbyKXJ869nMPSuG7wKN834B5zTsFvuhUVXwJWDDeNGqc0ED4OJKmmoJSw2RaZYiiFIQwYriuNLIVAxxSuSkYknQPvYrkmgFsEZzmacTxGso3+gz+v6f12aT7mlD+v57MY/5KqZMS/lZj/Cok8qNI9EVSva5oxmrnezWdx4u9gUe5/0Czml4PS1sP22WZ1Jih/rLWakKqjWL2XqDto4g/wzPuimORatczuXawS79gT/oT/xJZVToYdMeWcBCPcmTrvXyz8SdRivHSlrY5vx0Zgh8vJnufKx7PUSfNjyvbHJd8o1mjIYxQmMY5wcS/hXEeb+AcxreZLOrQnsPaTqPAjeHncFMNaWphvKNDnNE+RQpkmh9Tl89wRN+NEMvUce2T/4VO1NbbFjJNit3sc5U5Ps5qFa0cuCM6cxUfwYoiRSn+dyL3lrBKoV4ZHotQ+1XEOf9As5peDXrLLLnGq5xqJcwwtWJzkolQ0eJ0h3coYd4WI1pLED7OKCxjNcRjjpZjcEM1VcM0k3cpIlMcq9/NirjPxMWhNGIRmd93FIchzFcU/hBtZxSIxrpXSNnEkyIWz33EuJGk7+SOO8XcM7Djsu8VaFFDEcZwAOgqUzTdGaqgGJ9yUAHSLCPf8cYDWaoo2FuZLNyyNOTtNbVXO0Yav/fsEcDC86wAAXb17NfhtnMce0YO93Jp8iBUcFH5jqbls0FHOf9As552PbKl6ZKhAZpkGnM0HZ2aiazNcaAAz6gq7ryoRJIUj5FeoIn1YxmbtWMJ0md6KyVBKiGU1rPRofk+VfDInG2GLF2q7FiQRrRnNBOdut+c1wAHxf3Odo4mL8X7v8rivN+AecsLDfVbkletPM85usQYa5KvoqrlMhJzWKOX6JuIlBhHFUYR53VlVWV6sJ76scXCidCU/jhnL2PF3hR8SRpp2GkrWGtAljjABzQwDB8gif9cI4XevwvsvAToPmmTmsAAAAASUVORK5CYII=</thumbnail><stage name="Bühne" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Unbenannt" center-x="240" center-y="180" 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id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Stift" idx="1" x="220.04805285936732" y="-126.68637245732805" heading="310.00000000226237" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="244,0,247,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="118.999999" y="30"><block s="receiveGo"></block><block s="setColor"><color>244,0,247,1</color></block><block s="down"></block><block s="doSetVar"><l>a</l><l>80</l></block><block s="doForever"><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>315</l></block><block s="clear"></block><block s="doWarp"><script><block s="doSetVar"><l>b</l><l>0</l></block><block s="doRepeat"><l>500</l><script><block s="forward"><block var="b"/></block><block s="turn"><block var="a"/></block><block s="doChangeVar"><l>b</l><l>1</l></block></script></block></script></block><block s="doChangeVar"><l>a</l><l>.03</l></block></script></block></script></scripts></sprite><watcher var="a" style="normal" x="10" y="10" color="243,118,29"/><watcher var="b" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;attribute&apos; of sound %&apos;sound&apos;" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">duration<options>name&#xD;duration&#xD;length&#xD;number of channels&#xD;sample rate&#xD;samples</options></input><input type="%obj"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="attribute"/><l>name</l></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l></list><l>return sound.name;</l></block><list><block var="sound"/></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="attribute"/><l>samples</l></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>audioBuffer</l></list><l>var result, i;&#xD;if (audioBuffer.numberOfChannels &gt; 1) {&#xD;    result = new List();&#xD;    for (i = 0; i &lt; audioBuffer.numberOfChannels; i += 1) {&#xD;        result.add(new List(audioBuffer.getChannelData(i)));&#xD;    }&#xD;    return result;&#xD;}&#xD;return new List(audioBuffer.getChannelData(0));</l></block><list><custom-block s="%s of sound %obj"><l></l><block var="sound"/></custom-block></list></block></block></script></block><block s="doRun"><block s="reportJSFunction"><list><l>sound</l></list><l>var base64, binaryString, len, bytes, i,&#xD;    arrayBuffer, audioCtx;&#xD;if (sound.audioBuffer) {&#xD;    return;&#xD;}&#xD;base64 = sound.audio.src.split(&apos;,&apos;)[1];&#xD;binaryString =  window.atob(base64);&#xD;len = binaryString.length;&#xD;bytes = new Uint8Array(len);&#xD;for (i = 0; i &lt; len; i += 1)        {&#xD;  bytes[i] = binaryString.charCodeAt(i);&#xD;}&#xD;arrayBuffer = bytes.buffer;&#xD;Note.prototype.setupContext();&#xD;audioCtx = Note.prototype.audioContext;&#xD;audioCtx.decodeAudioData(arrayBuffer, function(buffer) {&#xD;   sound.audioBuffer = buffer;&#xD;});</l></block><list><block var="sound"/></list></block><block s="doWaitUntil"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l></list><l>return !isNil(sound.audioBuffer);</l></block><list><block var="sound"/></list></block></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l><l>choice</l></list><l>switch (choice) {&#xD;case &apos;sample rate&apos;:&#xD;    return sound.audioBuffer.sampleRate;&#xD;case &apos;duration&apos;:&#xD;    return sound.audioBuffer.duration;&#xD;case &apos;length&apos;:&#xD;    return sound.audioBuffer.length;&#xD;case &apos;number of channels&apos;:&#xD;    return sound.audioBuffer.numberOfChannels;&#xD;default:&#xD;    return sound.audioBuffer;&#xD;}</l></block><list><block var="sound"/><block var="attribute"/></list></block></block></script></block-definition><block-definition s="turbo %&apos;action&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>begin</l></list></block><block s="doSetVar"><l>begin</l><block s="reportGlobalFlag"><l><option>turbo mode</option></l></block></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="doRun"><block var="action"/><list></list></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><block var="begin"/></block></script></block-definition><block-definition s="play %&apos;samples&apos; at %&apos;sampleRate&apos; Hz" type="command" category="sound"><comment x="0" y="0" w="164" collapsed="false">play back a sound, a list of samples (single channel), or a list of lists (multiple channels) at the given sample rate.&#xD;for demo purposes this block also fast-plots the samples on the stage</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="samples"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><custom-block s="%s of sound %obj"><l>samples</l><block var="samples"/></custom-block></block></script></block><block s="doRun"><block s="reportJSFunction"><list><l>samples</l><l>rate</l></list><l>var audioCtx, channels, frameCount, arrayBuffer, i, source;&#xD;Note.prototype.setupContext();&#xD;audioCtx = Note.prototype.audioContext;&#xD;channels = (samples.at(1) instanceof List) ? samples.length() : 1; &#xD;frameCount = (channels === 1) ? samples.length() : samples.at(1).length(); &#xD;arrayBuffer = audioCtx.createBuffer(channels, frameCount, rate);&#xD;if (!arrayBuffer.copyToChannel) {&#xD;    arrayBuffer.copyToChannel = function (src, channel) {&#xD;        var buffer = this.getChannelData(channel);&#xD;        for (i = 0; i &lt; src.length; i += 1) {&#xD;            buffer[i] = src[i];&#xD;        }&#xD;    }&#xD;}&#xD;if (channels === 1) {&#xD;    arrayBuffer.copyToChannel(Float32Array.from(samples.asArray()), 0, 0);&#xD;} else {&#xD;    for (i = 0; i &lt; channels; i += 1) {&#xD;        arrayBuffer.copyToChannel(Float32Array.from(samples.at(i + 1).asArray()), i, 0);&#xD;    }&#xD;}&#xD;source = audioCtx.createBufferSource();&#xD;source.buffer = arrayBuffer;&#xD;source.connect(audioCtx.destination);&#xD;source.start();&#xD;source.pause = source.stop;&#xD;this.parentThatIsA(StageMorph).activeSounds.push(source);</l></block><list><block var="samples"/><block var="sampleRate"/></list></block><custom-block s="plot sound %obj"><block var="samples"/></custom-block></script></block-definition><block-definition s="%&apos;frequency&apos; Hz for %&apos;duration&apos; secs at %&apos;sample rate&apos; Hz sample rate" type="reporter" category="sound"><comment x="0" y="0" w="205" collapsed="false">generate a list of samples representing a sine wave at the given frequency, duration and sample rate</comment><header></header><code></code><translations></translations><inputs><input type="%n">440<options>a 55=55&#xD;a 110=110&#xD;a 220=220&#xD;a 440=440&#xD;a 880=880&#xD;a 1760=1760&#xD;a 3520=3520</options></input><input type="%n">1</input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doDeclareVariables"><list><l>output</l><l>sample period</l><l>duration in samples</l><l>time</l></list></block><block s="doSetVar"><l>sample period</l><block s="reportQuotient"><l>1</l><block var="sample rate"/></block></block><block s="doSetVar"><l>duration in samples</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportProduct"><block var="duration"/><block var="sample rate"/></block></block></block><block s="doSetVar"><l>time</l><l>0</l></block><block s="doSetVar"><l>output</l><block s="reportNewList"><list></list></block></block><block s="doWarp"><script><block s="doRepeat"><block var="duration in samples"/><script><block s="doAddToList"><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportProduct"><l>2</l><block s="reportProduct"><custom-block s="PI"></custom-block><block s="reportProduct"><block var="frequency"/><block var="time"/></block></block></block></custom-block></block><block var="output"/></block><block s="doChangeVar"><l>time</l><block var="sample period"/></block></script></block></script></block><block s="doReport"><block var="output"/></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportProduct"><block var="radians"/><l>180</l></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="find first in %&apos;list&apos; such that %&apos;test&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="list"/><block s="reportNewList"><list></list></block></block><script><custom-block s="error %s"><l>item not found in list</l></custom-block></script></block><block s="doIf"><block s="evaluate"><block var="test"/><list><block s="reportListItem"><l>1</l><block var="list"/></block></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="list"/></block></block></script></block><block s="doReport"><custom-block s="find first in %l such that %predRing"><block s="reportCDR"><block var="list"/></block><block var="test"/></custom-block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>msg</l></list><l>throw new Error(msg)</l></block><list><block var="msg"/></list></block></script></block-definition><block-definition s="sound named %&apos;name&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="find first in %l such that %predRing"><block s="reportGet"><l><option>sounds</option></l></block><block s="reifyPredicate"><autolambda><block s="reportEquals"><custom-block s="%s of sound %obj"><l>name</l><block var="sound"/></custom-block><block var="name"/></block></autolambda><list><l>sound</l></list></block></custom-block></block></script></block-definition><block-definition s="plot sound %&apos;sound&apos;" type="command" category="pen"><comment x="0" y="0" w="164" collapsed="false">quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.</comment><header></header><code></code><translations></translations><inputs><input type="%obj"></input></inputs><script><block s="doDeclareVariables"><list><l>samples</l><l>step</l><l>offset</l><l>i</l><l>stage height</l></list></block><block s="doSetVar"><l>stage height</l><custom-block s="stage height"></custom-block></block><block s="doIfElse"><block s="reportIsA"><block var="sound"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><custom-block s="%s of sound %obj"><l>samples</l><block var="sound"/></custom-block></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><custom-block s="%s of sound %obj"><l>length</l><block var="sound"/></custom-block><block s="reportProduct"><custom-block s="stage width"></custom-block><l>2</l></block></block></block></script><script><block s="doSetVar"><l>samples</l><block var="sound"/></block></script></block><block s="clear"></block><block s="up"></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="samples"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="samples"/></block></block><block s="reportProduct"><custom-block s="stage width"></custom-block><l>2</l></block></block></block><block s="doSetVar"><l>offset</l><block s="reportQuotient"><block var="stage height"/><l>4</l></block></block><custom-block s="for each %upvar of %l %cs"><l>channel</l><block var="samples"/><script><block s="doSetVar"><l>i</l><l>0</l></block><block s="gotoXY"><block s="reportQuotient"><custom-block s="stage width"></custom-block><l>-2</l></block><block var="offset"/></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportProduct"><custom-block s="stage width"></custom-block><l>2</l></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>0.5</l></block><block s="reportSum"><block s="reportProduct"><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="channel"/></block><block s="reportQuotient"><block var="stage height"/><l>6.4</l></block></block><block var="offset"/></block></block></script></block></script></custom-block><block s="up"></block><block s="doChangeVar"><l>offset</l><block s="reportQuotient"><custom-block s="stage height"></custom-block><l>-2</l></block></block></script></custom-block></script><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block s="reportProduct"><custom-block s="stage width"></custom-block><l>2</l></block></block></block><block s="gotoXY"><block s="reportQuotient"><custom-block s="stage width"></custom-block><l>-2</l></block><l>0</l></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportProduct"><custom-block s="stage width"></custom-block><l>2</l></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>0.5</l></block><block s="reportProduct"><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="samples"/></block><block s="reportQuotient"><block var="stage height"/><l>3.2</l></block></block></block></script></block></script></custom-block><block s="up"></block></script></block></script></block-definition><block-definition s="stage width" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return StageMorph.prototype.dimensions.x;</l></block><list></list></block></block></script></block-definition><block-definition s="stage height" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return StageMorph.prototype.dimensions.y;</l></block><list></list></block></block></script></block-definition><block-definition s="$circleSolid-1-255-0-0 record" type="reporter" category="sensing"><comment x="0" y="0" w="192" collapsed="false">records an audio snippet and reports it as a new sound, or zero if the user cancels</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>test</l><l>pic</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var soundRecorder,&#xD;    result = false;&#xD;&#xD;soundRecorder = new SoundRecorderDialogMorph(&#xD;    function (audio) {&#xD;        if (audio) {&#xD;            result = new Sound(audio, &apos;recording&apos;);&#xD;        } else {&#xD;            result = null;&#xD;            this.destroy();&#xD;        }&#xD;    }&#xD;);&#xD;&#xD;soundRecorder.cancel = function () {&#xD;    result = null;&#xD;    this.destroy();&#xD;};&#xD;&#xD;soundRecorder.key = &apos;microphone&apos;;&#xD;soundRecorder.popUp(this.world());&#xD;return function () {return result; };</l></block><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block s="reifyScript"><script><block s="doSetVar"><l>pic</l><block s="evaluate"><block var="test"/><list></list></block></block><block s="doReport"><block s="reportNot"><block s="reportEquals"><block var="pic"/><block s="reportBoolean"><l><bool>false</bool></l></block></block></block></block></script><list></list></block><list></list></block></block><block s="doReport"><block var="pic"/></block></script></block-definition><block-definition s="loudness" type="reporter" category="sensing"><header></header><code></code><translations>ca:volum del so&#xD;es:volumen del sonido&#xD;</translations><inputs></inputs><script><block s="doIf"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return typeof meter == &apos;undefined&apos;</l></block><list></list></block><script><block s="doRun"><block s="reportJSFunction"><list></list><l>navigator.getUserMedia = ( navigator.getUserMedia ||&#xD;                       navigator.webkitGetUserMedia ||&#xD;                       navigator.mozGetUserMedia ||&#xD;                       navigator.msGetUserMedia);&#xD;&#xD;var audioContext = new AudioContext();&#xD;&#xD;/*&#xD;The MIT License (MIT)&#xD;&#xD;Copyright (c) 2014 Chris Wilson&#xD;&#xD;Permission is hereby granted, free of charge, to any person obtaining a copy&#xD;of this software and associated documentation files (the "Software"), to deal&#xD;in the Software without restriction, including without limitation the rights&#xD;to use, copy, modify, merge, publish, distribute, sublicense, and/or sell&#xD;copies of the Software, and to permit persons to whom the Software is&#xD;furnished to do so, subject to the following conditions:&#xD;&#xD;The above copyright notice and this permission notice shall be included in all&#xD;copies or substantial portions of the Software.&#xD;&#xD;THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR&#xD;IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,&#xD;FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE&#xD;AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER&#xD;LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,&#xD;OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE&#xD;SOFTWARE.&#xD;*/&#xD;&#xD;function createAudioMeter (audioContext,clipLevel,averaging,clipLag) {&#xD;	 var processor = audioContext.createScriptProcessor(512);&#xD;	 processor.onaudioprocess = volumeAudioProcess;&#xD;	 processor.clipping = false;&#xD;	 processor.lastClip = 0;&#xD;	 processor.volume = 0;&#xD;	 processor.clipLevel = clipLevel || 0.98;&#xD;	 processor.averaging = averaging || 0.95;&#xD;	 processor.clipLag = clipLag || 750;&#xD; 	processor.connect(audioContext.destination);&#xD; 	return processor;&#xD;};&#xD;&#xD;function volumeAudioProcess (event) {&#xD;  var buf = event.inputBuffer.getChannelData(0),&#xD;      bufLength = buf.length,&#xD; 	    sum = 0,&#xD;      x;&#xD;  for (var i=0; i&lt;bufLength; i++) {&#xD;   	x = buf[i];&#xD;   	if (Math.abs(x)&gt;=this.clipLevel) {&#xD;    		this.clipping = true;&#xD;    		this.lastClip = window.performance.now();&#xD;   	}&#xD;   	sum += x * x;&#xD;  }&#xD;  var rms =  Math.sqrt(sum / bufLength);&#xD;  this.volume = Math.max(rms, this.volume*this.averaging);&#xD;};&#xD;&#xD;function gotStream (stream) {&#xD;  mediaStreamSource = audioContext.createMediaStreamSource(stream);&#xD;  window.meter = createAudioMeter(audioContext);&#xD;  mediaStreamSource.connect(meter);&#xD;};&#xD;&#xD;navigator.getUserMedia(&#xD;  {&#xD;    "audio": {&#xD;      "mandatory": {&#xD;        "googEchoCancellation": "false",&#xD;        "googAutoGainControl": "false",&#xD;        "googNoiseSuppression": "false",&#xD;        "googHighpassFilter": "false"&#xD;      },&#xD;      "optional": []&#xD;    },&#xD;  }, gotStream, nop);</l></block><list></list></block></script></block><block s="doWaitUntil"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return typeof meter != &apos;undefined&apos;</l></block><list></list></block></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return Math.floor(meter.volume * 100);</l></block><list></list></block></block></script></block-definition><block-definition s="$flash map %&apos;fn&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicMap(fn, data);</l></block><list><block var="fn"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash keep %&apos;test&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicKeep(fn, data);</l></block><list><block var="test"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash combine %&apos;fn&apos; with %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicCombine(fn, data);</l></block><list><block var="fn"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash sort %&apos;data&apos; by %&apos;fn&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>data</l><l>fn</l><l>proc</l></list><l>return proc.reportAtomicSort(data, fn);</l></block><list><block var="data"/><block var="fn"/></list></block></block></script></block-definition><block-definition s="$flash reverse %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>list</l></list><l>return new List(list.asArray().slice().reverse());</l></block><list><block var="list"/></list></block></block></script></block-definition><block-definition s="Leap number of hands" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller.frame(0).hands.length;</l></block><list></list></block></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; position of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">x<options>x&#xD;y&#xD;z</options></input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var a = {x:0, y:1, z:2}[pos]; return window.controller.frame(0).hands[num-1].stabilizedPalmPosition[a];</l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; rotation of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">yaw<options>yaw&#xD;pitch&#xD;roll</options></input><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var f = window.controller.frame(0);&#xD;switch (pos){&#xD;  case "yaw":&#xD;    return f.hands[num-1].yaw();&#xD;  case "pitch":&#xD;    return f.hands[num-1].pitch();&#xD;  case "roll":&#xD;    return f.hands[num-1].roll();&#xD;};&#xD;            &#xD;        </l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; position of finger %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">x<options>x&#xD;y&#xD;z</options></input><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller.frame(0).fingers.length;</l></block><list></list></block></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var a = {x:0, y:1, z:2}[pos]; return window.controller.frame(0).fingers[num-1].stabilizedTipPosition[a];</l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap hand %&apos;num&apos; is pinching" type="predicate" category="other"><header></header><code></code><translations></translations><inputs><input type="%s">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></block></block><script><block s="doReport"><block s="reportGreaterThan"><block s="evaluate"><block s="reportJSFunction"><list><l>num</l></list><l>return window.controller.frame(0).hands[num-1].pinchStrength;</l></block><list><block var="num"/></list></block><l>0.75</l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="Leap pinch strength of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></block></block><script><block s="doReport"><block s="reportProduct"><block s="evaluate"><block s="reportJSFunction"><list><l>num</l></list><l>return window.controller.frame(0).hands[num-1].pinchStrength;</l></block><list><block var="num"/></list></block><l>100</l></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap $flag" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller !== undefined</l></block><list></list></block><script><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doDeclareVariables"><list><l>test</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var leapScript,&#xD;    done = false;&#xD;leapScript = document.createElement(&apos;script&apos;),&#xD;leapScript.onload = function () {&#xD;    done = true;&#xD;    console.log(&apos;leap is ready&apos;);&#xD;};&#xD;document.head.appendChild(leapScript);&#xD;leapScript.src = &apos;https://js.leapmotion.com/leap-0.6.4.min.js&apos;;&#xD;return function () {return done; }</l></block><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block var="test"/><list></list></block></block><block s="doRun"><block s="reportJSFunction"><list></list><l>window.controller = new Leap.Controller({enableGestures: true, background: true}); window.controller.connect();</l></block><list></list></block></script></block-definition><block-definition s="square %&apos;side&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="side"/></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="polygon corner: %&apos;corner&apos; side: %&apos;side&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="corner"/><script><block s="forward"><block var="side"/></block><block s="turn"><l>45</l></block></script></block></script><scripts><script x="186.7744160625" y="106.000002"><block s="reportQuotient"><l></l><l></l></block></script></scripts></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">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.</comment><header></header><code></code><translations>de:drucke _ in Größe _&#xD;ca:etiqueta _ de mida _&#xD;es:etiqueta _ de tamaño _&#xD;fr:étiquette _ d&apos;une taille de _&#xD;</translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations>de:ist _ leer?&#xD;ca:_ buida?&#xD;es:_ vacía?&#xD;fr:_ vide?&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:behalte Elemente, die _ aus _&#xD;ca:manté els elements on _ de _&#xD;es:mantener los elementos donde _ de _&#xD;fr:garder les items tels que _ de _&#xD;</translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:kombiniere mit _ die Elemente von _&#xD;ca:combina amb _ els elements de _&#xD;es:combinar con _ los elementos de _&#xD;fr:combine avec _ les items de _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations>de:wenn _ dann _ sonst _&#xD;ca:si _ llavors _ si no _&#xD;es:si _ entonces _ sino _&#xD;fr:si _ alors _ sinon _&#xD;</translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;ca:per _ = _ fins _ _&#xD;es:para _ = _ hasta _ _&#xD;fr:pour _ allant de _ à _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;ca:uneix les paraules _&#xD;es:unir las palabras _&#xD;fr:fusionne les mots _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;ca:llista $arrowRight frase _&#xD;es:lista $arrowRight frase _&#xD;fr:liste $arrowRight phrase _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations>de:für jedes _ von _ _&#xD;ca:per cada _ de _ _&#xD;es:para cada _ de _ _&#xD;fr:pour chaque _ de _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;ca:si _ fes _ i atura-ho tot $pause-1-255-220-0&#xD;es:si _ haz _ y páralo todo $pause-1-255-220-0&#xD;fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;ca:llista $arrowRight paraula _&#xD;es:lista $arrowRight palabra _&#xD;fr:liste $arrowRight mot _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;ca:nombres des de _ a _&#xD;es:números de _ a _&#xD;fr:nombres de _ à _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="from"/><block var="to"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block s="reportSum"><block var="from"/><l>1</l></block><block var="to"/></custom-block></block></block></script></block-definition><block-definition s="map %&apos;func&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:wende _ an auf _&#xD;ca:mapeja _ sobre _&#xD;es:mapear _ sobre _&#xD;fr:appliquer _ à _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block var="data"/></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="func"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><custom-block s="map %repRing over %l"><block var="func"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block-definition></blocks><variables><variable name="a"><l>200.18000000000455</l></variable><variable name="b"><l>500</l></variable></variables></project><media name="Benutzername: gsr791781" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>