<snapdata remixID="12946192"><project name="Marie_Projekt" app="Snap! 9.0, https://snap.berkeley.edu" 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YwAhqU2rJtF2+2romXN+t05V+KcQ0gpBrhC4Bwi08kkE698UB8uXcibqnnY25bp8lGqux6uxFrstVaZiYjAhB8cCDJDwU5JOGp5U1KgdoY/n5KOPNb0Oc/fpujVO6UqgiFNzdlg3Fs+fHXF25PDwSwQwHE3BsG2zAqhlpvkWGjkU0yKdqrwfAAJcGL51fLY+849RkQ+kAR4+lMH5wc+1b9cGr0xIaZ/cP3m8hKpk6fIGFunkV8P6L8aMyQ9xIzp1CNVzmNSdTSsnZafc58oPKeR3zvF6hAQTCIe5616qXq+rqoNrA/cir4iLtObtEgEcRBGEUU4EwTZCJAEggGUz83FoGryn2/AXzPwJ93rh6ZLZX7rsiZTfsTO4gHi5hw8WoazhIB77TB/1vuTFjaUQUWFu+nMzyu9F3uyxXifWaJYATXEMwtp2He6VqjU15SufQpi48cFhYgSoJfkcF0z4Q7avU1pcmJwSNims6wXPkdBcmzOWTfqSJhBy23Dj07dJ+cbhEDI3EFFAjsNCyXGICSdQdnrBbngruJLUwCcUki8LsUJArRAy8l2VqlM8eUtRPPmkhn0SMKd0ndHn16RL/TNJQeTXwJsIIfNkj5hHyWlTu/GAxF+HeX756YPR97ehRJ55EYk8nc59PMlVSXsBkArXCxz8kjohGZaxY3AgQbNuFJmhdeWXz2GPthqoVdUBLdwHXxnPjdWOLptRhiNCSn726SSh47xWY0LXrshF10p5IUgCXzX/VRV90Y4SemIgXUgRRV/wW6G/43HFuHp8IAHMwecjxfquJV0WSBbsvC4DhJYv3JoiQT40D8as13xYNtoEbKKUEVj+xJNp91+rLhN200OH9phZH2ZCdVUJCwBwsCqA8OqvXpAPDG3WjY4uZqXFvBwNLRETipKs7J4/INeAg4JuQoH3jbQzIfiuXTUIT7h5zdScnzNgz5+Tu6OzWXQU7Bl6nuYEjgUtSWsCeI5+mnJOjuqiofvwO4yLkyktgSO73Xsh/L585FBUyrqjuJoh4Q1tJEObu52Lu4tzD0LMc6ONi3K3PkdRADUpt+BOacC+V40ka3mIkRLVNQcnrDoo0j5HNI5SRFPcy92VEbLbtnGe1/9XpXZroor4Iumi9YA/mrLlqifgBQ53Dy2kFk4sWYpUFYoYSFl3Wp/YXRdP/Yc6pA+pEpqnGxf2vTPbj4+HxoXLhfzBodhxfQJ7rGauJFEAu19EaJS3Lid9ooiKo92Qh+jo+kno2c3QO76gGGrrbDsf3s/qdL1+QLCe13Iz9NEB3DkzPrhNHLN5j58kBtKWb6Z55xRzxPg6gLXe6szfJ8nzsVcm7/i2HH1Vu9eXH+1L+onB7Nkx3TxiFytpf0eoVFtHpK26Kau9LqPoFln3wGqO+ncue8apnSmtQ4neYCwYZVDTLBIK7iOvH9AaE/AL+YL37s7gtvU5Q0NhH8m/mBHKjKJev+UlwfwSDvuKCfkV7Qo3UIRmLemycpZgrDBmmBf+TFg8P3GTtiPiyJYMKYzvOwp59MhVP4bcTkxZj+YyZQH3uOnrCVGPdToxRKQxwnin1gUHprE8AXTdAaFjwjdbjqbR2nLLFu00v1jTTrdSauLjUYvElXm7q4du/j5Dcwn3DCF8NBAo+FqAdpEETlOLtOdBFAIxXn5ZdYQ7r307aoUqDfLUFahPUIU4pZ5Vq3zr7Ap7MBLi6k9Sp0MIezfyKPbO6i0hmgt39+NHdIylGIJKwTe3c/Pi7HRDWDkwAyDLTAr7wYGNfIskH/kov+C3RLO222PshIQcvyP5ByqExL6lqS2SUPl0RQ1UqqklFQgEARo6frlJ6+5v+ChgxADZbq9Q5My2w3pP/c+VuTtgk443meUzn8x2BivvixRpfIDh4Au2vH/Si9ByQ9BWcqTaPmIiJDYu7I5boSqxKGxbKcpEPUq8LknCJblZfElUUmc1CBgLIQX8Cs5yK6ybSWhtxEYTTI1/EKmQ80b/Muc2aYfRwnk+FBPUE+AWXWYzAFZB1MQvWP0aRIwjXEpQhCqNVyBnB6xD+bbrj/LshWDz0lHZvPtPkpRE3+V6010np0/A3OO0YRsCqs7LB6pqEHcJIAlBn/nRHSIUHXP35dbG7G6+NnhmOOMtGJS35a6TWo36JbuSS3wkwZpg2e/fuyXV9IA/BL7yWPJmwD4Lv/CaRW+nGhuNIdhZAeQe79h8DHfUdoP/QtRh+awKtg33+VnvOYCbGu0EfyrJZaDlf/CMsb5Xk6vohSHqQiHxGpbnduIc/L4vLUcC40o+Ux4244YAx+XZ+fvyfG0fbi5H5/OJ4PJdmeDSt4O7xFEhA9PtJyuAnKjHl0qHDrh/CWACIJA54tX3IgEnQk6wD4mihX5sv1rOr5szG5MXHHLuas8BtgJECuqdfj7lQrxLEYN3k+yzrsMpLvv2tV459jFXIey3YUV+xpobMeJzlnigfTr8kNtIf38skztjkUXahEMGoJvz4cuoA6zM1Z9VIyQUGuMTRS4qqC+Wz8rnKEZbvvtICGreZ/uzKLF6RFFiNU+71Lz4NoyI/iQYOB9HS5hBO7zAes3PJwEbRgIxzqwlIYMREnuFoF5I0jq4r4hBzPbLX5Q7nhsz5qmR3ADDfRx5FPp4pdOvDzHGTnxJ5qSJXQu0q3PqkBzXViKAkrech7rcQSR6BxzhNQiuwzPUcJ+0yKHgte+htMwr6Z6K9MVp4TnJLygp/mkWWGobYiLQ+o8B5OJe98OUYrK6FUsGg0Nd53O7xWAuXRCKhCHAXPkY4g5Y5oQqBjgunkMaehGwAKXdQdqSfXQNGIdnxdmAeMhP5yJkfM5qKawWk/virgFwiP2JayUGiQ2HMo5cKeKQNpMMc0BK6QaHzsQNk8UmtEvv0yYUHWtylkYKwBE/BaSIFnKvNnYBHB1uSM1OVgIYWveNtP37LGONjEfCqTWjlM3FxDEjAQqyczsaJrL/X+OcgcOXu154CNH3scHoQejQLVeBLx4fVYiDRgphYSyNj6ULGQXTBKNA0jGtbw398c0gTUhS+3CloAFfpxBbAo8nF9AxVMjT+LBlQ7+KLQ3Q7SJyKr51ZUJ3Bkqz0GUdrSHFNtSP+zs/OqvVJSqKdRnicXtxP6f9ewxeDtYk2LViwKUhkCwcxNj1eKSiRv3uVEtkSt5jp2HNsqgV7o/T+tZQT5gE3whCpw+feIkSpYmgIMMRbq88AaQf8iolIQDdovcv8sh0NAStFibSQmqVKFLxHUUq3C/WTtD1Rdq/hVxC0nEOXhekadpLI3YEFceKOTJrF8JVoBcrLnIarhZw4Ghx08G3EMvUE0UsU5irtPtosXiJ7wV9WFXCAgfsGkiGn+bzlNDPEmOttElYw0/SffOOYEkA0WnHc4k1PgUCRJpI6G9czwi5fnjCvO2f85u4nHRAdWPHkehAULiF/x1AyWbE8B5baCX0jNkPgLwEKP/Ac6chRGANc9MRJMYrKSG/12WUb/FqEbO9HQvpnMiuw2XdQ/jfkkD4PAAQYJRGCwFWpTWAewrvhQMcoowQdMjDcJ2HUb7we7n5wminISO0r8XVEVzHdZkTqATYvtwSYOjf1eOkxZLwgsWhZIsBT7glImBtNm5/I7kVBidRjdi6bjXIUMPOyJlKXZYCPHcMwXes8Pva+fQ67LzfUdZhGpoRO5YUFsVvohvGneCpnakOx/RHTAwrU7JTClzOPl4XN8fY/To57szOyY1PcqBCiO3Tx4scq6/aebToRbXtJmdq24UucDWjRgcIutcs/A9FVjJgWPeS4q48laHnpW9SQjgxoB69pMQl7VRwx3KhWchpsWRRoeewaGg3Lh4rF+gbmxB0QDfKxQESeW4Ya4a7QpT2awRC+PAhvRacfXDrII1NonYhQ5pwuTS/mmVb9zRi6l9SxNQ/6ObPCVzZVXwfaR3yUieSdwDtQq4otOFqCncqx9LQWTIiScfWBNFWRXIBqyEr1+0LOmebgfcRS6tOq5wngNbfZmOVaX1UvgWRXqbvC445Fn1fMd/u0TYGVYN2SBPFwocy9UK7iO93zfHLdVPXr+eeGscytnuvlu/rsltYDF8oZMfnJBmabhs1FGdzO3zUq2mjBihFxV+oj7hcI0+UBAsPxUN1fDEknJ1EjK7tnLBoAVbAjgZFH/8becBQ+MEviP/C//blZ3/Jkw0NcSxh/CR2KTcqwqkwTqhwklgBild/sroxdxNp3DtDqMzrSCrzikvyncZ+AJz/J0oAgYIFu7mvGCB3broTjp2clKOAe3megnX1+GKkfPt3LU6JT5D7qVBYBUxPEqt7mhwMLRIhVWbi7iI8g5SCir9ryeuSCuNyLbrrIvG4aNUJelxMVQveLKpaYAGrVWq1SoUY8uW95OyAbikD7D5QOCWAoiZcLukhb8P1SMtwoMVJuSUbSnjh/iwXYqQBLd0UU5Q2kIyFzNefXyAn9IFlqgzlY+T6UxRlHKuiHvtC3V3QZaqX2GS1+K+N6VpjE88hnUz4O69dYtcxBGvja+NzpOcIoAtK4InNoQUP/e4iVNyHjsWOudD/0Fj4PZRvzEt+Dbp5Khki+QUCiyN87vwAKOXREw4PkwCmQFijsI97+ax+pA24wAIthbQFoZ5Rf077QNzxtGeXdm3fO/F5HHIEMNbTjcF8KZMxAgL2VPDiSQshZXtJR4cdB7RmoN1Nc/GYsmSRNqCqTajlyy/4x1Bnd9LLwwhVnalX7LOWe19OdMev5NZg5lAybghImWsc7+cCebn+q+nnWixaWjuJw0eLTfvWHiy1CDvashCu4RlMStI65t5663qRwAJSGSprEIDfDsVe3EsSBg3TlkbobFtfjoNtIwlfCByLe7Xk7TZUR2OeUkcD97n0F/j/kl9Ugs3ZUCJX9DUcoktN4p4qkqEQg9mMWX+8f9B5WHXO5QfyCqBEaaYNaI9sES3jEGLb+zV/Ukx9W3cOEuA0hBfkriWeNScF6DudR/nI78cTB0mWNC80zXd/X8UoPLMEBpA+YLTVgK5a2mSIk8Zdc8TmkS9d3Nxgl2swK4CSO6RFb/L+U1I1v0pR1tchhyIt88Vm6sDZozX0ZWgVtWOpfW3/EuBUCvLb9jy6gL+7Oo1kEIRQzaFntb9LGDnX18lTLLmzXcMr2nBaKDIkzdPy7mg6sPZssWBZ935r6LnHeFYANVNcmoDU1lpS3CLTyIxcN0vI4OEvoiJRPOzauiwp1Ld6YVFVJjtXSfGPFZL6LanPBbl9SkeRi9ABtTHcVhzAwPUlyRrk3gH3eOJOfR9wAM8Xqt8rC2Cm1rDPgyHdFyo8ae9xKyfYiJNbEDsrgGohkaPl3N1JSJlpmsUUk6ppKcc0wAPnjrFFr4vzFfLF5D43TgLJUwfKEQjBTcR2++PkPDGkm/zoc61fvrujVt2Xn+Y7uWM/Lm87qrjJSTyPR7+u09vq9v2upYqdz2WKimcFUKuqHesmcS3otNS3FmSghXm4xQ1ioq8+e0j0zyGd4MC+7dFrxzloQqyhafM7QmViJVAu/wjsw0jYRa4Du7k8XA/Udi03Oy5m4Sw0DJCrEOeNRHzk+miDVjBfIG0HcC1dO0Asu0CoDAOnfPO1D6GbeTEdbpDwl+Hb8aSXxefKxwMhz1cONTD3j/I+XVCIyC7LClS7L5zrrr6i2Hxcn9fBRq9igRBu3xDeXVuXUiGiR4p2wDQuDq1CtstMAL8PaB9iK3TbhYr1sPuC86ExQxx3PGTXsu89xMt8b3YNQTH2Hemf9uJ6nWR9uj4//tI03Jzt3/UWSC4un+XMfYFeMnQ6ghu2vjLLjM8d9T79Uds1pRp3IBLdvXVFNuc52QFDjAaugGouDtcwCSWvaEdtDNs9HtYFFaRl6wSVhK/SZVtid0BVTHtxYEBncnpP9zi9QxYzB1JwAebxdVc1isH+Yd7WWuYxac05bYES7sepGSVanFoSQk2dcVW0RAC1hvbhY2BRHCwKSV9+tGg0nxxItWF5SRcv8S75BaWgfozuIrXhye+NCUi6YnZRcr1kcHWidIUZlK6AIxGAhjWUkG8vHubYaMkAABcZSURBVMPWYrK2Pf/ofA5rTU/nz2Uxf3xsDXZldTpX+DVS8Rg2fzsfLXrlCnEigBp9g/3irIXrcxJL27sGTPXpaTwBqf3Qv+UBGjlRt9XjgES2RV18AunqddxtxENa/IMICTpHpmjZaLYfiWidj+GmAri/NaTaayuF0qtdqVTG529fbU7rSkUfP5eLPkrP4aKVNUEDlV3hkaLIlWYw+dbJ7dtrhHCdY9AtRMv6RC4tqx3I5WLB35ArAqeuxLwkCSvXrWy/PFcCf+foDY1NVVuEblREZqpT1tTmHNv2UiQkRk/20RFr6xQSaPxemiz7g4Jlr/Ek2g8/xlengWJjmSt8lHras7nRG68AulYXdkPsHBqNKw/B+bzy0hFqXSuYtOtIFstEsBIELkuAzVH2vVh+NMSG/3xlJiTwALfWQ7udlF/j42iUdvyQVc3XRTs1JCSztLZly1O94D35tZGbdLhB5Qly51BAwMXCJcQ4IF2u3ylE98DrUFjrTNrBJHSt27907MbsFLZNcYLoKJ2wdnFRnkjN+hlGVH4B5oQMOOyI+FeG/gEhPebp/Jq6daleilunOFR+QXI0S8ndvrXQEs1jy2zZWLEUGw7F2N15hTgW7SlUQAtaOObp3uIzuUHjJh3IqJj1b/XZY6sBoQOJhkL6+tMInRvPTav7YBzJx+YjaArNjcec03Ag2r5jKxPY9j4eackC7kqc1agH51428JBmJ5U+VluIRlsnW9ajgNwGhRo/n82Ksp34Kib6IE4xFBxcr7NMoT4uGPfhOFeeS1IkkUFKR4TEAMXdMiHBw1g7vl2UU6VIu8d18XBAaWgcibnAF8WR0iUkvJ+tyM5rL/uInrQK6b5nsIlXXh2QB9N9Tk9Jl2jQmkiAqGRrCGYkTdSiNCRnZujl4Hde45jHZSUWBm6MZHeiQX8xCyb9UeTxc+eiIYEkdE6PS9/IoT7h+lWoblxsSNCyJMRGQeyHW4LqIh85cij7eNJuaX/kwqkx9Nv2AGCgQBFqFHoFkBsWZ905P6l0s2B8UWTAdsp1KPzdtXaLK0jox2d9uwLAs8NQxfJLKr8lXchw2061yvgVymnGGEjuxn9R2gsV2kP6MR+D4wLxe1qYO9fRpKSrTL83JswN3CKWjKaYDzumTUh1gesrqcNHUD+vAHLXCqIIeGkS67tEoOMq3UVHZDD8XPTVDX8+C3ECf/ORw7lMS3wxQpg2jvVDiVFAxTlfi0R1G7PwUhtucWs4SPdejVvPNehi1gN96lTB8e8hZNRxv66vFK7Vz7214uxiaIwFUsKP5sfjL8UXY+TuEHeX4qgSCfsm7WoceS1RtGmRFRypqyknBDpd2gtWIOiF3Xs1PSqGIcFXz823e0p6YVrcoBb/x5qkpTix79jmpng/A8mUrk2lHDYcLeXgvpQYGBQAiWBQ1WrOaemTdhy3AM6xMARYsIQ7fx+hERAuMJJQ4FC74C7BiYE6anu/W5fXzGdMuS+4F9VSm0wsWu5VumylnPxszq+ivRPNs+DDUUrvwFeo2vdh8EWwOE783Ra08QqgFOi3x3JsPFaavMZ3J1Vu1+qVaIF1KY1AIozUkCGhuniuxQc/YL9rx5gxT/VQa45gsX2I75iIA/cFugbKCRVqESvCxjyBd49NX2Fv98aYagJue4mfx8035pNyXV0WCe71A7rAQdtZCOnCB+UxRS3PBPfF+L1cuJUEdkwTm9QszZgSp/FHsvyNV6hSn4AMZXKgXRIcTXLau2moWoEeV51xjZ6YPOdyFeuYvbvWJ4/oEygpgqQZQ9C3XXXE+kUL6Ggo5EWc7eK27EdYOMHitb/7TPNsH33vJjzdH7Lvq2pdKv+5braRjjwtY4tP3t32faVGXSHREtW1UFRMNc54IcxtGTKWbGutjG3IzcEF2c0F1hAq7tFfiypnbjxaOVPzg2q4S02/5LRudldOPk9NydSk38crzF+K5J23X07sMR7C/HEh1GK72ovT6NOSHaAT1cCd8ViUrEE3s/Xi8N8xT/XKSQ9ANiGQR1LpW+7KiYlpcy8FJinh+HynDu7hGMmm9MzLIp85ZmEkK9rC0DJ4wItfFStFaoLmok+4QzVmQq36ESvC+HuSpiETX+uPO2JdIdT0Kq12RWjOwENuXTuLhKtH4rJBlUvEiSVCca0v7WiS2vsMLA6HCs0dv9sTRAuXch3VYiQ13VWL80qUxxhfohfG35HVmAggDIV6zc/Lq/OmRTC0CkXaYmhlQ93FCS2kjaq47TiO0RVC7cOQeFjQZwzcKjRH7Xcpzuy2TZMUZHU4iRqZ55/w+Ui0dlI9EHsippkXxupzxYdm4svnRC8TVIUcDZlbrFq0gI8QCgtJPDKuJ96tMatR9UoLLkHUXSGE62P39lU5bhFfxp4UzYleTaFhlwsoN+ad671d8JwQiesPHXBgK6/yFMp1kSahkY9aHVXa0Xz1gCUr2oemh36ZFUBYhIun/j2n0LNU9sk+CEd3+Aq9hDLV0Kd1psYyK9h5SJlZXCfkhDwARAL5bAtt+3ZuHIfgbdm5ZUlSJ86FV/kky1f+AffhGJvwwtAcXhxN5+bIGq7oSzVR+NwkwdGO+uKATIvzoUL3zgqg/frdPOCSVHxYK7bMw0X4AjdS6SjX4rWT0pKQJMvUR2YYYgZwFyGf4LI0MbQPTYrNuBeczPhyp717Q+o1RL0TWykTFTJRJw9omLmjfib2BUfsiQTsddMyfR8SfpMSxtJUPbIoI04+JLnY7FxgKaPQDfeAxAIabD9n3TE/WMYsPiDIlpSjJezPmiIqvRGe+W/1M+0L1Ai2NfpYyUXjs7zh3gExZ5o8ihipDcGVJGGAAEAv1VgY7LicjYHPB6GywiNHxBIY2tyxM1aq3iwHyBEi0YyJcfPxEM/OEUCL/9OC4aHF9nE0a9Ybjw3bqEVaAKeWWqr5CUNHPcATawj5s2nVpNBji7/DWChFIbTlM4uqNUkNJd+nr8SsmweiWZcYx90IuJoSImqXfHkaL7d9Jq4mhMp6AS6HSgo5AtiwzRWUmPxy0mdMDqrm1JQWVafJ/THpnv/IPRapehCONMkIClVTkl6yJoSxcUzA8Ce+dE5ONSNNKtMUPZT6kCh8pXY+d4yPkQLlx76e87z3o6pGwYKtFCywVwxULJa72/aJaA6qVKlHcEz8UKoybr9Q/pvPegptMW4w3occ8R1HvohJyIq380NSFgyqiS+dnTNlOH9BV7dKSJH0PRvfaUI8Mm78W4O888R5jZ1fmxcMNHxwoym+ba9QPjJ3YcXUlbHhzjwBdL3mIZ7lkOC4rgGfQEvFCNsOfpAYCoqU+dpNCIWzfFQypC9X1xfr9AkhfIqHD+41321ZGnqs5HcE4hGO+uTxjlHt3UaYI4h9LCqI8wJqHVrIGycBsO1FUkziYpn9cabqfIj6xO6qrkDFUPJyaL8loNeeAwYRuALXL/skfwf0BZ9jV9pVutPwTvP+OUNry76/JSv79+RCya8yGTu3UOw4VJkzdhy8ROSdnELefjAtLJ/1dEJTy68YpgFky31DLiB8HFrsOiQooZKvxYmw4Fmwi8OIGv98hm4tJiHMJQMIWsGh2rdtB91PbodfeN9LDOBSY7ziubTuUS4VKsREQk7ZkBCijxjUCNrBjQM6DzwjBG3dkhGxMhpkk4UDf+aHd+ZxaPMBNB4XN+ncF+92hc+1yH0uMcyhqJbc9dlijaEca8vSb59BFEDu0fZNXrMmgZMb/9yAnLVq1PYq4oR5UXxBGqBVqt/hgieQ6wBXw4blY3L6DSG0Y4TQRYKAzxmChjrHy0nQdmxaGC1ovCEqg+LscSuuu200cIi0+/l2NisgPsYGvvPFGmZSZYIQMZM9XdwNSRRAbrEeD2gSfEsw/0c83FJ9cVrMVGJZ4E5RpH7CgrdlE0J5qZhEjBAWW8qUG33uH1/RRq73aXQdaebrO3Y1Pmr0r1GC+GLe7m9WvuC/DR7B9oGK42jkviDQPYDbef7434nr5GPNkkJbkm+KYxRBEVymXBW16HIbUiG2rJmWqfVG/74Pmlr7sJq13fPSt6gs60Wq7PCPKeSTQ0d2HbTSuZLw2aiJL72CpzNYo5VjNn0fgg2Nwr2jCqA0cc36TFMoBklCyMZHJGX/ni1pPlixrbYTSInYOJZ70viTXhlmdm/7OnpsABhsgcJKSbHC5gbYPiu0tlihz4LmifeYN3YCLWznTs4VlthwGCxT7DBzR/087zm1nc9Wx5QSt9CJ9HeLW/TVEeY5K259QFUApbgrzPypb12ZV1NNY8LHpCUwqQ25SR75npSUg9L20uXbIXkmv73fV98DfrV9uzaQI/yf0cJYnIYuayp0Vhz9y2Y8HtWVG+0IuVFsh74SqSFrV9tdtVAc8r1R3JGnttq5SP5f+BoH3vRZUqM5+gh2V8tXiTxqVamRRUqnpVbzKdSaxx4uEeggK+Y8q04P0C18ENgdDx3YFfsY0e0AhoV+ul7IKNQ6cR3rfa4aYSa+eJZ3vMG3ziK/ZIekjUTwFBI+3Ocr2qgNzkk+bbuY3dorgJJVY8uA8jKrpcpUVF+c5GJxoxsc+OrbBfFwEqeJfWif8gw0CviJY/J8wfa16evxRACZCU0W98r48N4hH14Rr3TavkKJVhxgIdVPCQkfKJZ3UGhMygHSqi75jDifHhldqks7vqx+6Cam9LiEuE7euCTV2vKYZWyub6iKeygemwbOhAfCggFt/Nkbl0Y/X6wPz3YIJR5un7WLP8g5nrVSqrgPKgmiCft25adluhMNCV/yjISI51A1/F0idrJ9I2SHkhiTXs4txIjfNXsBslOWaE2APcVVrCPYDbVY1G+IHpfXY7MP0edKOlpeKjparOPbp+/h3lC8MQYEG+Kw06QNyvqS6Y+KCfo+FgG3P0SIIFxzCDsI36J08YR02wapsZVrnp7gD/nFy7TGCB/6kHS10BGqWdi+D5xHmgrIx1ZowyjSImhUGi5qI/pFKtV4+LEJ+P36pSNMw7bX5DDW8/mF8ohj65TEghGk9YHjFugR6JAjH8voX/wCILfdoAcJ2jU5D/kjtfelQrQZeJ+ZN/pX8jhVGydcN/aKEb7SZSsnWXEblo/O6TPG4BlKgNOPH2mVc18otOgW2k52QPIXFc755KeqS4SXbdd2BTANALK0Z+c3WhMxF9g25tYXjBR4zPfsWGNCbEvqgPRDGoCsjTX7+ov5DaExxIBR7kGrwq7107TjLWbZzCfyfo6JUbsMWDHCZxHLfAMpLnLJpUrWno+j45Mj+MwbJpqxT/eJWducNrykgEaj4d7kM1akCbi7nBQp4Ng17SFiSXSw+5QjwY+1VpE3A90NrGGLJstUcLELKxW9jimRgf7ddiHhQ5kEVDaVQoEhMgL7LCGUt/TMUhHJrA7oCzz74NjcgvVW46FZaQACTBgVJ5HFxi9u4PAvNLZklEuOExIK1DlZveD1PFLKRm2uMo0J5YLdbcvaGaFuon/nlHC+dfJ1GhI+XvvPNSS1lAdpPJ5IX6/5+aSTvut9XsmazzFCtHPftyVL9Xrh4IXP7bvNS8QJ+dAxLlu+e7PELgX3w6wRP6Kch0NGSv2UBg/B0fOFn9wTmxYlMLDv63LnjmNs/95ttEMVIZJD41r/p0/4pLRWF7kSU9kT8wCRANbdTeIKoY/s/CUu6RwBBOIXX95MqgKU5pKYFUCxCzjQyMfa5XWl1aawDX3cKVJiOYR27VcfkK8tI/Dgq0bOwdxRd4k7akw9jzTPfyxtLRUxVBOghZZOj6MBsWPaWnY+4bO+Wz7PEHqFt7dESK4XBGyxX0aoHmDbRc7z6Ce753Sb54bB1rp+6cdm4aT7chpKzPahhcfxfGDvFhKC1Um4xr2kndP93UcOrgFS67W4wBw+sCfxjbkXkt2RtLRy3kveaEjoeb6v32NL4rrjw9VxYN8OKlv7V6MJn69MmAu7iol+2HQAF3DqY+Xna6Xl8oh+QGyVFas1zqnnFlI6tQiExRJyS8tXS85O3udp5+W6cgSudltiEujm3U2w02Nucwj2j3jw/8UlASa0eYDepPcV71Gc/KKctAFJ+AB5R5KQj7vGwu41q9vOo0a9rmbzN59np+Ue27F1oX2GjSiAtmRArUb9iaZrXGbwiIraGhq2VOkKlLSzO6/EVggmHiMUPr5C6DVnED2cW/1S6xM6JnbdpdMfSZj9v88rxIBvxwZrP4L9c0fLiHNJ+GLSFayTPkSvN5AYX0c/1TO7FO6RHfLB4iYQawJ+j49dQuUkYkX/CqXF7nXZOwndrJueGVJUY2t6dL/oFTPlrcupPi2lgQZirb64r513jAFSHF8iLETsJhDgNFXYNeEFpnHtkg/N/t35pa1wD5Lie1/+foJd3Lxmivcb4MIHZov15Ew+cmh/1LcTcplJzGg2htuTSkx8+ro/7KqRBfDJeUNxNjZrk0hCMVZ0roXIuL5gJxiDSm494E/mizG/9i6szgafe5sPdRx6c/BjIVsP5QXWLCoq0Rq6D87wShQNcUuB2XtgVMHyTUMNwoUv5gO04wHNvHn1VCo3e6s4ba2okHXoh6p/olOXWDPEc5gqFnxChdrER1x8fUkiiOQZ9drLjKEKq0q637YNc0PykPwu1bCLupE1QuoqwKlzyOJGWie/JLcPkCcr6ZhfK8RyQ3MoDjjV7dMXs/dB43yAU7d/e7rZv4XqwwQFsPOwf5vp792cHUMjGnIn4YsHSqwJcBPgqAUUSHJE275DTJ+2XWylRrR3fYmhlx/zO0KK7aiy0l4iDrdJWQAdAHwArOGxXK7waZlwvv41qxguIER0diqgCEsiGjpWeTHDmDBoUADxQO7Dwk0DHWXTygnetfQRPmq6HzzlKMDcgiocTX+/SOjdgWIoQ9A+lFLIJ899icciKIlgn/1wEu5CBt3xuKzwhYL90lhgNsCxOPbZfnk/+xDjtjEApzVO6U61ojuLj6JxGsZQMEcJoDsqgIZw9CIfAn417Qph+7QyWm5oCPQeCMwXNwUyzU5onwNf8WGi2eC+xJAQAQiABccupxkZoT603yF8cMMAnrVtfZyKgb4ADfv87WsSN5PEahuLi/Qlmx8rkUG0AHJWexwrUMrnjZGhQVgAjbzILrSPo84lB0foDqUGphytco5g+sYVR91DEW81jW5ou8M9IV8i/FuwOn0FbCKm520C4et/7Tgz9pk4sAhyeTauGE8f0Mhsvzxd0letik/GB4bwxeBjXU3RAqgJlMQxnGbRrbtHuqfjuY/mhQXxIQCI2ZhYnmakCBnGWsl8Hq4vEY5XOIOnUGIWmJ3SXuiLZ9edWOM06iuTEpr9L/3vQwd2R7MzQDdD3REJjcM3DlSrQjJQ7KWpPKH6zrH1ZFIJoDZpxPlw7Ex/76a8JjGVgELOU6l4MnxmsLjANoqjtrDwcMK/8i2BPrUrjbtC6gMx0ESAkJpZM5OeiX8AgXIBOkhhsmO5Qo5eKPjAL0558zJ1GI4hTFslANVRRzycCzjFYCHmNF9lKD7Z1AKoJahD0KZRvi9e0pZvpqVe+xCkyueuQX7tZhoTFMH2QiiqCVFp1KzfIzEErL6KLxOJ3laAkOe7j2q78Rzf45GznHoR6IYQI1nIgWzHdEkBikMQJcWnbe3h0HOliW2nFkAMrn2d9ovjrFYxFdPRb4iZFclINRv2pmy1CdFffd4XR32A4wW7JhKAsGv+X8WC+dykUhRogxe6mHb6WB+n667yqTjaIuJIx4e6YMK92SahzLyQUGq/F0sAfYN1Hf4CWV5XJ03c4ixu7WDf/VoRQvee0G6JtvAt7iFwq5S4o42PDH7smgf370gEszg7eXFehAS3R7L/gX3biM30uVRdWkJKMC8ABb5r6/Lo++GBWDX/1Tz9VuOCkToOcVbze/4XQWgPJ2UCnGwAAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="Marie_Projekt"><notes></notes><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="reportVariadicEquals"><list><block var="attribute"/><l>name</l></list></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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="attribute"/><l>samples</l></list></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><list></list></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><list></list></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="reportVariadicProduct"><list><block var="duration"/><block var="sample rate"/></list></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="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><custom-block s="PI"></custom-block><block s="reportVariadicProduct"><list><block var="frequency"/><block var="time"/></list></block></list></block></list></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="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></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="reportVariadicEquals"><list><block var="list"/><block s="reportNewList"><list></list></block></list></block><script><custom-block s="error %s"><l>item not found in list</l></custom-block></script><list></list></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><list></list></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="reportVariadicEquals"><list><custom-block s="%s of sound %obj"><l>name</l><block var="sound"/></custom-block><block var="name"/></list></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="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></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="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></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="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><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></list></block><block var="offset"/></list></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="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></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="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicProduct"><list><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></list></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="reportVariadicEquals"><list><block var="pic"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></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><list></list></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="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></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="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></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="reportVariadicGreaterThan"><list><block var="num"/><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller.frame(0).fingers.length;</l></block><list></list></block></list></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]; 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s="doReport"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></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><list></list></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 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var="end"/></list></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="reportVariadicGreaterThan"><list><block var="i"/><block var="end"/></list></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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></list></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><list></list></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 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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="reportVariadicGreaterThan"><list><block var="from"/><block 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