<snapdata remixID="9976674"><project name="Space Junk Simulator" app="Snap! 6, https://snap.berkeley.edu" 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swqA7Hq3uefa0kpcivv+D4msXCmyAVNLTTeetaXWszeTbGjEsvKzTpq3q8PESkj5HqaUMEMmWx+3bJuWCkxC7J11L8vUgum5x0xXhdNZxQEL1bbnjHPW02LBZUN1R3TVoA05tVYWAKBdPKW1Hqza2vz0X+wbUVdbZj3x4KBLeFSi+csq3Wm9cPrwGYNuKTrmadIomOs0ZgmdhQnfjNCFtY964KzLmvANZWeRioZu9eg8KhBONgmAt663bqjXQvUWcIKVze8U2bwGvn6rt3GHxzmBf8wyYlAUZlKtSlnMfqTm/16vHjpc+nakt1lSc+RaNvCN60QewyR7Imd8qBf/2n+2zfs3iVy7Sm+La/D7pf+sul1OYVq4D2Dj++P69tWXi9z9Iwykfgn3bvcAz7gfwMHFQ529OGC/8JNvI/sZlLRSCw/mn2/iHNZrz8EIMEfNAeCbLoHhGFsH3QyWRmottQNfwIh5HtCoQvGv0z8m/r79WNfrl9iJtTBZRz4W5G4fgPesAVFchm4JvluG+yV5bqFF7BYK6oT+J242ygQyNkIX9PQhgMQaJdRX/sGdIl1Y9szRewIA9MImj8ahN7xTZOlqHWj3f1fnhCOD+m9mGr79bBijI1gqOUZzZvYWTW3YAPLxeBiOPhkV1jBvZ5BFshqD4BpDbrwIptCoyHtfp3ct/7EdK1h2gedOZWhulAU/f5f8Av6kYfdDAvhiA6vArmFh543gOeG+NzgK/8y0GLHKU5HU6FysBYbFDNy9tTQRiOsXizy6D/0qXsEU5EFPbXIfLXAYK/0AIK3ULt0k8uI23De+xSnysvN2pt0vmTkh8RwC6ksJ022xSx+TTMeQdoeDj/i4RwIdekWDvqCN1jBsxN/k3Kg9/TIad5HIs6+UVmnK66JtDwAyckN6QNW6EDxQJbNAOg+nXEHO2Hnp/TK69wbNo/+UBc5UhGGwMn60VYCPVTSDj9ccEXNQQgeuXCw0E+DjlHxizTzJ9ACALwOA/I4Qpr0kPFcWi48M8LHOqbhTc6XMczqcT9FLhJZg6g+Qaaon+j5h49ZMMD6Ad/3Q0u3w/TeaT52MuuCi1yGpBLka81XhnBx+oQPJPCC5dQLvuf3glgBi+MLfSgScUPM7mM+pxU5SjfWR6VwTt8ENykxQNuCRoU/fqBXtHI5J1g/LTRy+fRCPDp6RbBhLVU0Ux9YX3AkhMeHR9l5pC9PcpB1dsGpDF2wqyI5TV+gsnFMeEk8nZMgSIrdLwt9fMgpHFCW+oAlUFV74FXi+58qtkRdulSxct52P1AZRstRv+3Q8Z+yyhZLu7xBHJCFnP3G9VmT/x+4V1yBkAhNNXHc/pDv9I4timw03djsggxg51SYdfeOid8F2cz9TBRo5TU90ywQOZ+ACCcx/ERwVlW/TZQl2tV5sp8CjlHQBFxw4R97uI5AjLzAuz6vfnNP+aX8m//NgCs/qU2v+Z16R2JWLy8CXXLYnDz4OPBIRyH7t4xrjCMKJvEHs01qauDPT+MFrtTpyIBJatk3jbtx3xJEfARc/wvhQQNM18dvyegna8w+A3J8HW6TMDJnkVkcEYlC6mIsll+6V5BKo4HI0Dnd5HdQdgTzggGZqjgxoLsHG82wiKGP7NudyhINrbnYDEx+HGztQhHW1DEfH3MmIxMFL9NjSXPzz62deQZU28w9mmlCn243kEozscxSHvMeNgYoGl8ZN/IIDFqPXdK9pp3TdtvOZRrPHWltwR8mpFhODS7GcIi2uIBRkORUNtxRLRzHjcJ5RL57Z2CmsFR4t8PRhrRpZX0ySiwucL4WRLvd3MXe5pfWdkS54zVoVAKxnlFxa/eJr6v5SY73FgefBFWc9KO9hMyjB9GnLUmzDFnz8OkNLYofROAYeYWwkNBlNKwC5qv4jHxd53wfgV+QpkZcKH8tkdWy5e16s1kuYVq/ZXUECjtvfdUDHR4XzrCBaPJvW/LJjnQx81GCkhttpjKAjdjoe8jqIb3/5JZGly0R+/ch0lGh/GVyre0OTvDRw6SU28JT5WHXQg9/ZAr5saExi6x8vauzSwYb5ZhZa9Ci06OG5E00yRjCVRl/Rb3m77tJh7TrjBvaQhd74hpugHUe3ksbB3+2YTmp14vrka1Mn5bee+RK3iQsSdOR4rSTXVfseEhfulFTfK9VG1+LFMDDhHn8OuLaz7IIXZSbkKJY/2kEjI7DS+IGeUzgs8q7/AjfMYVX+/ptK831I2/EApjx64YxyVXpUOrHN+tsSh+VhzwIZwjrlRoi70FqoMxvJclrTOkZ6xNE9gHXL2GfK8HxFAxLajTmtjRTTkA+V3HywJQDXpM/ZBkBza4xhS47VS0S+co/IX/+l+c7sOB/EqrwznoAcw8fJBfITcMXWKJVsxtlodtOe3n1qsfAgqTnAKZy7x2xU/MIdku47MmmdymTAALb8Xsi9M5pE1IrvwcTGbCSuTyYNoOuwY3E8dbJ6jrOxNcrrrHAnexwEH8m3/3JxDs8pj2gK0WOaAj4feVaugP+VWxNHTaH2nu6sYr/dWkv8yMeB7GkijoCjNrgHmbGZjGlqJ6pk6BF1MsoD0A/Od1XqtPTmPA9cD0H7ymo3x52sBIt7e23mgNe9QeTO9+lLLC2Ka9mgklmplq1nvRXTnBHRHewklAcgHf5w0fcpOt0GUcDezo1bWpTgNEqM495/h2x5ocj//nohrNWqXWrHGMCo/3yn+EVQ9k5BeQAa8e4Jrpcn3PPkIagZWpmWLRcxjomct449uwthrVb3N99WLCKUNXyrVXiS+vQuwIcO9dpURIPUSqSk3eLcfVX5XDBHdied2OyvxcXjF2Dpb9C6FSIf/yQ3xDFCWut3DfSff/cdfRbotpv1unGFW1fl99NaD1BSm/YuyHYZRSagYqtEKrte2GRakQd6J86aZFa9YK0HZPc7m4hK7G/c0zrjyU9/rpjbcQbID7P5DVer8unPFVq2PTev+8OvwMB2clGpkKgFzlZfIfLW94t8AhMJlZYCqMa6nlx9aZnEWSTyNSdtyUjgkLCIfgssor16wGv/m9ICq7Bq7f5fqbL1CUU++F8LRSzEALH5n43+0rVSqZ+rkbj08/aPoZ65pNyo4E++ooo/qMiB5/UtGxJxHYgE43OYkRuFu+vEit2SWnQgX1qWluoEH+YXx7F8gpbsQW/bAwDgmwHAxrT5+VJeO6nYAre/C3vG/aT4Nm36YKVeMyWW75ZsO9dbFHNawtkRaRMl6QVPiWsLgvRNYfR4SsYtgW1vRLL6JVAH1HxPawaoirZdw01Q89HIhOE8CEJ6aUis2iWpBYfyz2YG4OhASFsbEhpZbeOquHxRr51YtUAp+BinFD5W6cxhqf7Dklj9rDmo7DzTYbE8MhdLxZ5N+gbeZcmqDiC4fvEjkVvuFHkPZFts3yJp9qg1jOo5GUF26BpYZC0DVl2b1yJOWwtwf42pwGdVGXLDwPbNoiR09ZpVnFrDfgCZ9ZufwbatZ2pNqcfX1vIAgI5Y6DUA1teE9qSi3V+1FL/o6WqjavGo5nAfxW51x1Zgesxyyr+m/MyRj+w3X1V3Pn7On18q4ccEuJLyihMfB2pWQytUV9b0xWLVa5erm1e/ivVRsbJvDxZKBYVLBwyqalUbprOisDS2cm9r5GP+9RB0J5aLErOP45nzr/rcWWy6TdN8h4W9mb2fRtW1syliK4GPj2RRH0/nCQktL3Avbe0KotLotIioM+NaliwkeXRPHDyw242vf6IoGi8yMOgcOxPURpRhOvphuUjjffkicD34mWkB0vSAk9UDy2xJsK+E05HXCIsu8OIpTWsSsj0NUgo+5krnS+1qDIpYFIeXQM/x9CBgTNo7oiHcs3bozfRclE/wdfYXIzjwzBsxAobBZYuQ59Alku5+sHJtUsAdPjo0Axr+NYLPM8wtDeGlRou7jlqbxuGJSWAB5gTBzQjAUmpfu0ULqjQJkg1UNoXjtzF+NqBZE5vzdR9b2VLgY934IU1G3DEpduVvxeXANvNuWL2o2BAm5ZyD3/p1RJMVWO89msAvhRXyQVcVk4/1FmJDOnrwal+3RRwerJlsgMjhSNo62pIufXwwKH6YUDuMmQSjnNwyVOOyJX4hEigJn6aPZH3C2G+MogMV0QYRhK7O8V8b19pvwrNYot4LYVHdGrMjc2EGz82gD0prAzC4bEdF8FEAT8IzVCnRiZIrtwlcKuaWOCaI3VgcooXn/KgwDf3d0NsD3Zq5vbBiLSHXwMKSkNa4dA8sxjrhl7TKEHgReFoPlUyAlw1CvMkj4k0elYyjTWLelZJ0zQNXLIs2LU/Yn4nIFyM7tHH6PleneKD1pDm8bUT3uOzX6Cr3TetFfgULh188X3P2CvwVutsqK8Wc8AzgM335RgFpuKrl8kSSF/ZZvraSCWFULTrmw+jZkXdtYaQ1/zoi7ebLljlPmczx6c/H4O7mClZAlirO7JiEYjsBPqzfhF3guB8z0NNETtji3BE/LF4YyZLYE3HLVq7DsJXCsBCgQ/WLF2FlEDj+OnCSkyMQi1HijsNVF+UKnYNXhsmnAqxcU5CbWXE0vihgTybA9Xwwmw60Y36rAnkOr7Fdz1ehqJqC0/OOVaU6qgDAQlkK9q/1pE5INyyk4+4lEvHDC6qVvqGQpOGzDJYr/5sPuizkdNgVlnA2JccdNnI+o4anR/Wzrz4gsrhHZBDWAXUMQpy+XD5Gvg3+0pEjrUfYXTksOKeRvX/HZnGOdRqX+V8VI3olpas58oHTeKJidMsFSdWQI+7tqyYe4sApZOqwdI/9DErVIezcCJMHcKVmErnAU7DSPoT9gZtOdahfFKhRPF3HJLAQo14byRNIa67nJgOf9+AlluBjNSLXz6wuMH7Zo5oWwNwk0VGfBHNLMY1w12A/Ft87S7s18h2++nLK9s6V2DveJekFC6Xt/3xVlNFxiXtWSMI9H4MWjHiaIivCVs6mBeDlT1RHCGYmnL5x8c75vXi7j07Z9dZRQj4J/at4uGLdTFhx5j10sbiPLzeHFp8btlPFodNzZbUQCXBKYIBVKkpQB+pypcjJiinjCGMbgDgMJ4p1YpEPfkySV2zQIkexzWToW18Xf2K/dhB88NCMwUsQMuMcAHMxANn4SJpOXF9xthVXsBlXJ2DeZPJ7Z1UE5TxN1QJ3cGbKAhSGjGf8mu/Xej6BeVN2wSqsjvMAhAmVb/fV4hztRvdaefJg8PM3S2JtH+Qvl7T93F7OXM1zZIPYFT3nFdWIz9Ev1TBW5HJlihuT3I8DkCwWYSt4aBVfk4KuNr1yFfYFQNxcV6XCtwa5oe+XP4O+B5PLGDDAYRocmcJXX2ZIAol9WnkpF7gmuGTK1Y1rctcWpSk8+bOrDS7ZCeeYBdkqBv8mcXj+9GP0moi4oT6B1wfTHhi1PCmbNQlVDP0n++B71wNXWM6zfeLdtlEccci/XG87BcUBvNgVi7VYw3ddXQxANj3epQrf3UoGhdUhckxRfO52uVhG7/jmrRnM+Sjd2IfcHDDlOVo59qa3iv/n908ZtTTChO9SSbrxddrgUaA072Zdc2bD03Ucsxsv5IvQ9jqDVa8fI1RvFYt7OaplGvpJpjKWI1t3Tv9ncEw6WaeSmeoYNeuS7L5rJHx6jvUnCzCluwFKjOCzLgDTBeTjSKzsleEPXJOvZ+f3toqqOQ4Hx4TjeOfZiLjORcW775Q4JkpUPvlUjZ1wW9bohofzmaQgRvAhrEb7uW0a+GnUgEE8iIO7pdRBofhzoiZ2Q7fYLxHfutYGImQZ37wDEujfqwnURpdIxzrcaioMk/KyGYkKbUIApqHLoxDONHwpvCZpekC8gnZ0UQqsRbKw2xt76Tps1BMQ7NUjc0o7KCbi6wLglFhKXCmoaMC9FYgPKjcHImdjr4Udqtp++SJjzyhRsV6JnCeW1mcP6H3koUp5ThnOrtqbOorjuKbkHg9Qv8iPYOaJ3Wtw6TP6JDm2iSD3M0gDEWYkvOgaXdTL1VBljma9JnUKPcUbVOpoPXF2sW4RA5TF3AAuirLqo1wD5R4HvPuxR8r3n5KRO6+U3i//yiiiNX9h9RMf6BN0wW58MvykGicOQJyYNquFVOj8RoObIOLMrDbf4Y5Lx8V4aU2aV82m0f1GOjQ3wskRqL6wNYbTNybenldQpkX7YxBybuftUs+6kYkbV0toy/5aXoNtcTOdg9ruSNVkmOuCLR6+mtQWcWoFH7PgAKcj8pica7sZXXLl0Z1FcbYGqViwkxzp18ylVNrk8cCHSc/8BtHggH6oqyXNR3WkU9u/TuNsFgljp1aLv38f9r07iX3vTFoHcFjisp5FSxbFTFsQd8ashaacCakls/rjZqUdIBwJvbH+LBpMSdBNvHxVWS7mUS+5o9YtW3EspOR8sNOrv4B0NIxdmhZOuWcdZb3IK5dL1HmJtvGiyz+u1SGDHQGwGVRdpMSr/0jqKsDGRC0CQEy/ousOxZ6TCf+lNj5e41lp3DCfDby+Q1VSiTLR+sUIOlhXMyEsUC9MOdbrOzD4+KFKVZyRcK5P4VIB57m5GH2HJT3vqMRzq/taBoBsGQ5OPOlTMHy4UlNmz0hrtUihXD5hsYSiRWpXfTV8L2wU11B/UQInlmMqWLhOaikAskI0fghHt0oag5IJ/wbMrMzw4hpWagaoXu43A1WtWKSS9JWBj5EViDvBx94qmfkjGOFfBs2+WfaH+KA8SyG8Yr623eie65Wxcyk4KC8vzJUZlfaJhyXqW4NpveW2lTlbMjJpamZLlbV60jODQf5dBaW4EVb4xawMLKaVrs0VdDBnoMzcDyA2UZ4Nd3lk0fKgvLgd87A54jx66SwR56YJxCSm9V4tNH+CcvHMP60PAMAMv8D8wvbKZLpjumsOThPR3RaJ/50c+/dCs94LtcMRaNdf1rX2WgQb/z1x5hZxwfjzB187JLu3j0jPPJ9ExtOy5acnZXy0MATk3HRblEsbMQ3oWQaOuEybq7axKi2XVSuAj41C42DM/TSpfRwwxwLwImdh9g0QcsU6zcTTsMYIdUe1CWR1MaZ5YCQMc+SGKkHOtnhlSBaC4/Ut8mMDO3BYcjvkOjacll//64kyzldeIHZQTx7C8TKm8tZqQNQ/mfKYrRziwUt1Y7elSIU5cZ0VzOwTzJEItuHzyOvlCN6RIltkOWptf82UrgsdqjpXV0bTbp/EaafR09BDYQcVl6EJPZnrko12wQSK5mRpDfoJEzaVXdbdNsHW0eOV6EQaC3QyGtgWrgjKn3/jIvnkHdu1MD1ryAZ4UCqopyLaII4FNmIWZRoMVqeqTA336Y+buxFUWmJANeNCXR1YQ672RoU5hMxDx3uX6Gtk/knWy1GpT80Uv6gfpmQnyyqY6U6gC27D6y5xUsLrdswB0Y9b3o6rH4DrAiumnhUeMiuRuqkgNCovAoyQJUmU64YHiy0wjh2KyKmj2GERgCwQ4Vc5/0I84B42ix2RR7DAOyxjoeuQyvQlmCO20Dlb49bkMZmbicp3AmssuUqw0IQzVnMY1smghLT6kfPxnVwtx2QUsuA+6a2pXuk5Bd1mcUIFM0/zlbuLRsG5GORYXB4YGfYXdian0gYWGlZErkliujxxbeigOSB/J38ydDohgycx494AcW2zL/GyprrJYj66lbvlZZkxuSv2kszDclMXvsoM1mHT4tts9e0B82+FUTDX5rwocwG4OXIc3I/HkLB9q6fxW9fK+NvWS+i3L2Fj6+JeTQlkDjhkpDJAaLVBuXAEDgU5ULGiLIDH+1y3qhpxyMAmAL4jlfM28tqzgwJm46RAUA5joNIR+R1GjzPcf1k8zlrsPnVl6gw6nKQm+2XwpT7n7tGsvSvJghbZTHtQAsOQiBWHmqQm2QCGLWGMK7qDMgLD2HRfWM584VY9DOECo1iDsMGucWr9S3su2qrRHwlnx4s4HJJw8NKBXQ/z3XgEwNuBrjffq7Kw6rpU6xrUFuoEh+mYeESzwB4PXIOSCw9bW072xt7j6spneHcorMmA3HHJimJovlYh2LcLj5qIdokwlOXqPB6kTDu6ThrPkjQQARNYyuD0d6IL7pwcIIxPK14fZsdpv2Y+/DAfLwIlldpQGSnggM3UIWoPMsk/J7o4fwJsH3FSLiy5bIDaMMax04k46wTpBHsOV5iIwj0YR89aUpKQIGEs64gkJBvySmphp/R/8idYxYdlpgg31B2KP3ugQgs0+Ox92DkRh8YFY+CItDI6ia+C8uDkWG+w4PLkGggx4qQFdr101UZVHvoNYWMPcZvX+KvBKRTeNZcF+PZgCQDAaEV5AHKUOj4UhApG55DUD3JxDDlf3USOG8LomRlwBJ0AGHcisJYxB2qobkBamOVpKp46KuOD3jDqXVWXveFnPo/NCU/VUWgDSSpYezWQ48wmdY5UthHUADg6APkOKGnDAgTzYujIsE9bSBOotT8gmOFGjAMULkYJcGadDMQLMG7A7MrjRFV1jaJeDPD5ELl0+XJ1yfOx3OkhLIgqtsrI3yw5CWE684MfxTcDse0jHwfzPqHI5htFTp1U5Wf3KfL01pIEtl5mZS50pcUT9LYWMO2ZefaftiyTw1qlayl0LUuLh8fm2PFxLj2E1yb6MfFjYG7a/YayHx3vTEZcrsiFN9qiHgg+7RiwyDg44XPghFPpu8g9yf1ypPw2z7CNoLLfLNc0Y+qulCZg4pWoEoDmtOsugjzWIfLk4+bQRs/R3pBRBQYXAl2mZvmRwcg9cwanEfgBu1jCsrLRQlo+vaMzw7ngyWUbemziQT1fMubSRr3Gk3Hk65xigGQMWJgmDTdlY/BxR7eytMJRnmEfbU2aDHmh6cM4NXk9+Rwc/1C/dtQ6y7pCX9xdV7LiRAQZOLCkMRuQOaeBzIjApyrtDEZlz6sCgHxwF5RSRltM+kuwla7gmjSBxU0XuKXTlUG37tPcNKgXQMf+EhlxCQVRMzP4cFt5uTJY9dRUuMD1f0lWxmXGYb81h5G35S/meiUGA4oM9JywccRJWTQ36kvwwSFv0T2op7Gjx1koE7qLws/HCwAQj8XnnwSHWveZm+kobQQOXqJwvcDumAYMlSgF7klDh2BnXCYgH8bQtfvnQzb8PSDDrjj3DtQ54HprTZzPyLD8/Rl3YLQahlXFmPwZ+Ab2CZJvYg5zwPTCudgp7ZyOl4lKQvWjHZPMZcN31ZRj4DPyuCyUt+ef8Xw8IbtwiQ/ImQR8fHB66ORRiWi0QFkvhpX/XN1vRZxVoRsLgplApVuLBGRD7+tzmvAoKsEVoiVdOj0GtI+iC6sAwDbyPMx88GEIPtJaZGIAUPdtuMGqSo2HcQmqio8ufRbKxsOoR+UPkK1H4JU2Na+xxBxwzX2BuVrpXHAIXLAxHWbjD9nEHMBnXNJf4c2ayqVFTN4qxhRuPqW6JgGAkRvSlawVhTpjYuwTxim+IgoUvwDeowcBJxdGDFYGPztWrEaWgPYS+TLBiXF+FV7dU+5eGfNfxqxsILQWAZcZRMVO6KCr9FXkSiO4CLrKtdcjcmhlpew6K89Kn9yAHKYSP3IFzsKfcotozA0ru/HAbD2AgnKaUCarkqIwXoCZSpkrLiM5faNw3pijYfMMCgc52nQfIlLepDqIxhCBNnjpegKvaOrvBC/LKavB/R6FopGdeBYzDcPuxUbRtf9qgAN303JDBSjXlXAqq0wJOJfWgFZ3rcPgEcYyZzfEinkaCKeCsXW+rRzqCqsPFACIN6aZTw0VdxJBfL8RszzDduhBYy3Dy7CeyoRrWb/4wsmKXJOGDRNn6YKs0Dx09OPyQc0DU2B2z+R+minYCXRQVgOVQtL8mQcvfS5AeMyk34mh7lFz/fOx7T1hN8qmqRcmbAqCUC6DuPDsM0WVIwj75MaisFou2iH+9i5Q5eCu4ndbSx7NiAvnt7ndMgE6ZQ+4ngWXuRzKjcfMUxdkLVwvcgZcCbaE6iIEQHFLbmlQsCsOdUtAczFr5ZaLIAv3cPQDsnhj7J61LhrioXLQIoKesux/Ei/QDD5G8KMAPhZmJcvi1xvA12gcBJ4dr1XLr6tb1CVLywCYkjE5BZvkHljkubXGrq3mb7gdYgl0mQd31Zau+bE5CHkSfCMx2cspAKusQlQoE7hoPU1vx+4a5+xC6T2KXWoAo14r11xWwCvKH8VqU2+TVa0oQeWLEAqjkE8OwxddLRFcZuKVcZjD7TjPXnG1qJ/9IgpACdx496f3FmVLEA7Iw9IJJXVIlhXdq3TRBtAxq7fcBd0/dN4//ptKMWcu3DEZ+F4HQf4m8JDPoAuYlAgWGBsoT1Kc1okgbJ83IamoKy/bGfem/GV+25DXWDEA1CCmDKcgJLWkMLrmLnxvnTjacE4d3FQH3h1iFg7y4uIaWRZVV2Dmbe8EWlACAfiOd1vmwZHxOXlOTsgv8ClZdFclqdJQb2n7DiFbP5ru0k36Pr8l0Wb0soAYUzXY7bKhL9VeEaaicHVFzigRG7GjO6vwmjGUUx6Fi4lr8OQ5dQo5IAcdlUjZhlds5nJplJzTzJSmib77Tgn+4z+UBhddTwYQ454OPNiqISWVwOy6S9UgRZk26wJ2XmogoMt+w5ghyZEyNCjq3HnGJUQezKWaBOYMRKJj8p94Ky6I4fPxYa3XzgsJ9LMYZj15fPo2+Bmc34pdMD7ugOK8u7Tip/B1ncwdc8ADtqOJngLsGDbld0fudRqfHGXDHNHrZxnRXvAouOYQ4hJ0xlFIVpYk8rH/Jo7xcXEdOVx2r54AApJqEn5ucLCrAXKS4uspYvI0MDLMRiZExSFPPY4PD1+wF1qEL3xKZBQzKAznUZHg7BKrNMbkJdTejWehxFuiSEVaJ9iMA8tfx5FlK5HL6zgA34cUoq052nHA7bsygSUo7IhqIAu85VMToFgJoNkHWhebj2o+Sa9aLdmeXpn4k/8u7l3PiWOksJjdHK/ec9RIe30EIEfO08URi5Qv9/0bljIAcAlrPepkzzYsL8iw7Ab8wjBmWItn6ctHj8A2g0fLEd4/vg2jY7KuHjEyUtRHWserJlTrbquce2Z+sXe9R5SxMQ1sqQtWo6qojRNdJ02UbQagUX8Ckaonqm6weNQIbtqvPoY2lbPllw2UxYHWKFazbcUTeLWuOSALGsiv/qSXYMi0CxrMqQj6UgDQ9PxWCSrKfFaRGcb82MXCnMogzd9MDeBjOv9P/tlIrvs/5sfCLPkDoz3V6wU40a9kOJlsLwXwCrG/o02fXuW6sW8h1y20VOW4tdzJQmQakm1Isg1Q7IY5ZS+OeRA34KUVz9Zsgu/XKYvAa6T7YXv0WEWloTVp76deDonRpB8silPjhfeZpyUK4dx5/Jh20Ou7MjFeYy61RecUH5Xwze6OOSgiCFmOAUTjt7YaW8emZQ2PUSywJPmlHx31BRqPtE7ReChdelwLrwrbwIGx4USFDDGM4j4gTSHIgZq933p0ZOSEtYs1xdWCTqH9Lz6jcT+Cb7qI3TH1h/rkXvNKJU8y6x0JQA74mgH+GIaTMai2XYCiBx11t1yOT8BSIVL3A98he5Gj/p6ekMXW+eD2lDKgdcoqQ1k+XL3ZBXEljuFBzxwYJ8AgYBqJHAouxbUuebqK1bonrTCueK5G61drzVSooKLaEYNmkfPN7jpdbxgl05PW5QA3iRyQtBKc11D/DwPwe7HI3Uz2wt6cczPOk1BTZKZUBDWjZE1qIpfSm7UpRVTM1LCoIRCbUT47fo6ie+GKqBGKg589KYu0LNbJGXDWKIZDi6Ak6qmQLXj+1Rdfsc2RmUxvUiHtqzA4AV40M/AvNDa75lIL6sLd+s9cmODrkY31Z1CSkpOfnZrkCb1mBXJ7nY/+f7me+VDAI8+KAAAAAElFTkSuQmCC</thumbnail><stage name="Stage" 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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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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" id="15"/></item><item><costume name="Untitled" center-x="91" center-y="25" 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" 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" 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QFghtg8JL5lAPr7CxqyckM6xEzp6kbgl9cpOMECtqOP5wyeo6VjvYAoVjoLSrnio6a2Jlt0+HKuIZkjYVLWGjCyCgutg+0Oe/xQtDHvG8O3hj20mtLbQZ3X5lb7QRCPtGEpuScMkY6H4GpsOjRhRorvavXNlLx3hW1eFjw+uVYCO+/TS7PWYSlS/QgZA6Vv41EauyjCmz6I6mN7RYtIm2k0XYboATFAfurE7WM99aEy4Z2M/AngUaNpPsZ8hpD3O6PGOEpmXlUH7oCt3TulOi4wtX3E+EzSUjYUHIW7CoG22grahUGPPBXkQIBjtqtENhiXYdyj6GeG/NBfkrQyMSDobb/QxzZ8zPxWOKKOxPpRmdtXRP87vm5AE/o07UjTbQlpmUtg7yv7qRfDvY48sEg41L4aM6gdc381S53VzE8TkWGCyVnQlXU4498pCIs7Il48fQx9U1NKfzJGWpXfRi7s3U6hvYL2FzeNb0jZadVN51msK814E20JaZlPcOUODZl/Xjm61t7KWdrwPxq9fJd/BjUnnXL8SGHq4UNySbSlaSwUBsRx2DFgx0DqOpZEIxHas7ozHv+41v0LqcWbQ7nQ1xHARQv9S6V5vG9gTSaOq40dG1jbm6cPlkCt6+mAL/vZkC//F7Ch/+hJTq0xoQ4aW8FuFD0G6BQN2YsuPgBmwGLuNeO9uLXyDPoAYDHQQg5ZOK6eDpC5Tb1qSprPntR2lHxlTam15MPYrzK6SoQZrFs7J5PH0t7tHd4T1Z+VQ+psBSItCmRny0M/TAnaTwvoaPd/38b27ldQdPexf9CQX/7MukjhkZyeguwOQAU2ccfODjqq/zaZQX2Bf3fZTmk/QvI3R+E+TwSAPZz7BrCmpk5oQiamjKpDO8oQOm4rqb1c3xtEI+uDCMLvpzqF3RZ12ZajcND7XSuGAjTenig2jatyt5JhvIoNEjhlFhvr6esGsPM0JtZsVe2tD0yeTDyruBD0KjADaR0uKY3XFRbC8AjLvuuut2VPXSSy/x6pPwzD6aJIAxkP0MdMiJwERctU2tVN/UQjmdl7Q1AtYkTtSankdF+blUns+nSGwIzAcIIA0IhDDWbCMUBkKdxkdzLreS7+1d5Od8obtvi65FrGyOVpHpD+/ztHEbWRItIMjzgCUDiznoQJD8aAb60elslTQebziemYorFBpF9a18qK4jRJ08DVVxkpBJ4eOd6ezCKMjwU2F2mqaOhNHSpjBfpMCc7mMPrT9irGEjoJqU2nryr/0D+TeyRxhG/b7btfO2dj8cFVB5/7uOp65T+bnziSeeMLiPpTd6GBcY6DjEzc1BNauzVX27EN8TXhT7H2OHZvHlXIeZ0cgtccIwcw0KpKCmnn+XoQMBG6HZCZ5FqS/+D/l5RhW+0EQ+lhhmdhdfGi/ZSAe5X5f4Rz3PL1++fLW53oceemipOU6e4wJjoAfVpPF4QjAPjBRmxlOHmzKhqtkUzuBV/NhRpBaNiBYJz5hCanYmqew0DPOxnW1btuQ9+uijl6MZBnATFxhuF3Z2pwbj7a8A4bY8ALMb+W7qUPkHMlak/SyAnYiserDo6bTKE0+cuxVLPDUnoYxXaYgFBNwzcp7JS3dRhoHA5CphQKD9uCTDS8cHS15MNOSzFjLpALhYfGExhl/FYpUca2bEAHfwj/Ije7KJfbtBCYZbdWSVDwwWZgsAsuo1sw6TCwCEkY5fzwIIACI/V5YDEiiHthi07/Jpcd7DTQ7FBUYyFnbG17NTR8J8pOMeB87AaDBUAMCzHEQz1gkJQD4jmT3L+IkDQMH+y8SJE7XzX2iHwdrDamm2sWwy7qNgOH2gXhpG5zGakrmwk7bMIUYvzsEK4yWU34hIfjDPisxAWOVBGziFjjqxVuKwhj8HPsEqbzLiomAwk6tjNYDPZONl4S9CZ/FLH+hbYQjE2o4ZVnXLCLdKM8Zh1ONLCPgduFFqjGpE8hvTJc5LyP6jZgYgxsrFS43u80bBiFUE4o+vE4Dx+AkZCKKPo5y4BCA3YCCPGQiJM8fjGT+gwXQabRhd0DIIYvXdbfqn/ZVP12DA1YHPFAEQMES+2QHxlx+4QFoEGIR4NpIwGqGZJM4MJlb6AAJ1GYEwl4/nefr06Qn/Mk48/ZAyrsFAAUgCLnxZ4NChQ1odUFVYkYNZUCe4wDwwVYDBLAXuYyu1Ih2xCiGB+Awr6kK9iSD+EeQ+Nsa8MT74yBEMjHow30zG0Sv72WZmwdBjJONCfgCBL50Zy5rrNT6jbUiF1czImM/L/aethmL11REMfC7V6ee0TpUbmQhgYPyh6iAtbghAQDIw54dKjIdmzpz5t/Pnz388nrKfRhlHMBLVIQEGkwA3YEDNwWhDvcUDxGCXADu+/r+AIY2bVZnEG0OoNQABgy4gGtPt7q9WAIzvM2Aw3KzGpUFIhhNhUQmDDdCwsISExKJrAQR5R89gyBRUKoj1LRHkw5cHYAOwQER5OyMOicC3pbCesANisE1HhQ+JCD2DIYyUlbc823UGU16MdpDTJ/PgEwJgmHWZ1xODeTpq997xxHsGQxqBD8dJKozrDvmIrxzkkjokhLTIhWOWXLfK3yjXnEzXkhqS97UL4wYD01UrsgIh1peUIV3Iw2uaLlZRP+Sv9v/Equ5rPc6aozZvLZ5PjGJ4OEHCfAlhfEUSYoGAelgtsd0OXv8vlsxLT2BgEWgmMB/2wwsIXAf+lWg1uyXiO6dp7sQ18hwFg0dpvzP8rDai6Xhf45YkRjWmolAx+FcH4u6w4osYeZamFi73ed623GmV77MeZ70TE+GK+eudXpgFsCAxDEA3h7+uSvB3w7305WrJ22fke+k0mC0jXspJHMfDoOxnAAald1T6O9jCuMEAEMJ8CTnuHNuBUYPtJa+W/jiqqVgvwWrsOAMwiae5f3c1eUdjvdenlf5/nVJz8O8MCZEAAAAASUVORK5CYII=" 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" id="115"/></item></list></costumes><sounds><list struct="atomic" id="116"></list></sounds><blocks></blocks><variables></variables><scripts><script x="92" y="49"><block s="receiveGo"></block><block s="show"></block><block s="doForever"><script><block s="doWait"><block s="reportRandom"><l>1</l><l>3</l></block></block><block s="createClone"><l><option>myself</option></l></block></script></block></script><script x="263" y="190.16666666666694"><block s="receiveOnClone"></block><block s="hide"></block><block s="setXPosition"><block s="reportRandom"><l>-200</l><l>200</l></block></block><block s="doUntil"><block s="reportTouchingObject"><l><option>edge</option></l></block><script><block s="changeYPosition"><l>2</l></block></script></block><block s="removeClone"></block></script><script x="515" y="378.0000000000002"><block s="doForever"><script></script></block></script><script x="556" y="152.83333333333363"><block s="receiveOnClone"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="-- %&apos;n&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%anyUE" readonly="true"></input></inputs><script><block s="doRun"><block s="reifyScript"><script><block s="doChangeVar"><l></l><l>-1</l></block></script><list></list></block><list><block var="n"/></list></block><block s="doReport"><block s="evaluate"><block var="n"/><list></list></block></block></script></block-definition><block-definition s="animate setter %&apos;setter&apos; getter %&apos;getter&apos; delta %&apos;delta&apos; over %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="control"><header></header><code></code><translations>de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _&#xD;ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _&#xD;pt:anima com modificador _ e inspector _ de _ em _ s de forma _&#xD;</translations><inputs><input type="%cmdRing"></input><input type="%repRing"></input><input type="%n">50</input><input type="%n">1</input><input type="%repRing"></input></inputs><script><block s="doDeclareVariables"><list><l>end time</l><l>destination</l></list></block><block s="doSetVar"><l>end time</l><block s="reportSum"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportProduct"><block var="duration"/><l>1000</l></block></block></block><block s="doSetVar"><l>destination</l><block s="reportSum"><block s="evaluate"><block var="getter"/><list></list></block><block var="delta"/></block></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></block><script><block s="doRun"><block var="setter"/><list><block s="reportDifference"><block var="destination"/><block s="reportProduct"><block var="delta"/><block s="evaluate"><block var="easing"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportProduct"><block var="duration"/><l>1000</l></block></block></list></block></block></block></list></block></script></block><block s="doRun"><block var="setter"/><list><block var="destination"/></list></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>de:Grad _&#xD;ca:graus de _ radians&#xD;pt:_ radianos em graus&#xD;</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="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>de:Fehler _&#xD;pt:assinala o erro _&#xD;</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="glide %&apos;steps&apos; in %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="motion"><header></header><code></code><translations>de:gleite _ in _ Sek. beschleunigt: _&#xD;ca:llisca _ en _ segons de forma _&#xD;fr:glisser _ en _ sec. accélérer _&#xD;pt:desliza _ em _ s de forma _&#xD;</translations><inputs><input type="%n">50</input><input type="%n">1</input><input type="%s" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doDeclareVariables"><list><l>destX</l><l>destY</l><l>end time</l><l>deltaX</l><l>deltaY</l><l>func</l></list></block><block s="forward"><block var="steps"/></block><block s="doSetVar"><l>destX</l><block s="xPosition"></block></block><block s="doSetVar"><l>destY</l><block s="yPosition"></block></block><block s="forward"><block s="reportProduct"><block var="steps"/><l>-1</l></block></block><block s="doSetVar"><l>end time</l><block s="reportSum"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportProduct"><block var="duration"/><l>1000</l></block></block></block><block s="doSetVar"><l>deltaX</l><block s="reportDifference"><block var="destX"/><block s="xPosition"></block></block></block><block s="doSetVar"><l>deltaY</l><block s="reportDifference"><block var="destY"/><block s="yPosition"></block></block></block><block s="doIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><script><block s="doSetVar"><l>func</l><block var="easing"/></block></script><script><block s="doSetVar"><l>func</l><custom-block s="easing %txt"><block var="easing"/></custom-block></block></script></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></block><script><block s="setXPosition"><block s="reportDifference"><block var="destX"/><block s="reportProduct"><block var="deltaX"/><block s="evaluate"><block var="func"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportProduct"><block var="duration"/><l>1000</l></block></block></list></block></block></block></block><block s="setYPosition"><block s="reportDifference"><block var="destY"/><block s="reportProduct"><block var="deltaY"/><block s="evaluate"><block var="func"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportProduct"><block var="duration"/><l>1000</l></block></block></list></block></block></block></block></script></block><block s="gotoXY"><block var="destX"/><block var="destY"/></block></script></block-definition><block-definition s="animate %&apos;attribute&apos; by %&apos;delta&apos; in %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="motion"><header></header><code></code><translations>de:animiere _ um _ in _ Sek. beschleunigt: _&#xD;ca:modifica _ amb _ en _ segons de forma _&#xD;pt:anima _ de _ em _ s de forma _&#xD;</translations><inputs><input type="%s" readonly="true">x position<options>x position&#xD;y position&#xD;direction&#xD;size&#xD;ghost effect&#xD;color effect&#xD;saturation effect&#xD;brightness effect&#xD;fisheye effect&#xD;whirl effect&#xD;pixelate effect&#xD;mosaic effect&#xD;negative effect&#xD;tempo&#xD;volume&#xD;balance</options></input><input type="%n">50</input><input type="%n">1</input><input type="%s" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doDeclareVariables"><list><l>accessors</l><l>func</l></list></block><block s="doSetVar"><l>accessors</l><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>x position</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setXPosition"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="xPosition"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>y position</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setYPosition"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="yPosition"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>direction</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setHeading"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="direction"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>size</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setScale"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getScale"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>tempo</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="doSetTempo"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getTempo"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>volume</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setVolume"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getVolume"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>balance</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setPan"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getPan"></block></autolambda><list></list></block></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block></block></autolambda><list></list></block></list></block></block></block></block></block></block></block></block></block><block s="doIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><script><block s="doSetVar"><l>func</l><block var="easing"/></block></script><script><block s="doSetVar"><l>func</l><custom-block s="easing %txt"><block var="easing"/></custom-block></block></script></block><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %repRing"><block s="reportListItem"><l>1</l><block var="accessors"/></block><block s="reportListItem"><l>2</l><block var="accessors"/></block><block var="delta"/><block var="duration"/><block var="func"/></custom-block></script></block-definition><block-definition s="easing %&apos;choice&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Beschleunigung _&#xD;ca:de forma _&#xD;pt:a forma _&#xD;</translations><inputs><input type="%txt" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="choice"/><l>linear</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>id</option></l><l></l></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>quadratic-in</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportProduct"><l></l><l></l></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>quadratic-out</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportProduct"><l></l><block s="reportDifference"><l>2</l><l></l></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>quadratic-in-out</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportLessThan"><l></l><l>.5</l></block><block s="reportProduct"><l>2</l><block s="reportProduct"><l></l><l></l></block></block><block s="reportDifference"><block s="reportProduct"><block s="reportDifference"><l>4</l><block s="reportProduct"><l>2</l><l></l></block></block><l></l></block><l>1</l></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>cubic-in</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportProduct"><l></l><block s="reportProduct"><l></l><l></l></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>cubic-out</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportSum"><block s="reportProduct"><block s="reportProduct"><custom-block s="-- %anyUE"><block var="t"/></custom-block><block var="t"/></block><block var="t"/></block><l>1</l></block></autolambda><list><l>t</l></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>cubic-in-out</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportLessThan"><l></l><l>.5</l></block><block s="reportProduct"><l>4</l><block s="reportProduct"><l></l><block s="reportProduct"><l></l><l></l></block></block></block><block s="reportSum"><block s="reportProduct"><block s="reportProduct"><block s="reportDifference"><l></l><l>1</l></block><block s="reportDifference"><block s="reportProduct"><l>2</l><l></l></block><l>2</l></block></block><block s="reportDifference"><block s="reportProduct"><l>2</l><l></l></block><l>2</l></block></block><l>1</l></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>quart-in</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportProduct"><l></l><block s="reportProduct"><l></l><block s="reportProduct"><l></l><l></l></block></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>quart-out</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportDifference"><l>1</l><block s="reportProduct"><custom-block s="-- %anyUE"><block var="t"/></custom-block><block s="reportProduct"><block var="t"/><block s="reportProduct"><block var="t"/><block var="t"/></block></block></block></block></autolambda><list><l>t</l></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>quart-in-out</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportLessThan"><l></l><l>.5</l></block><block s="reportProduct"><l>8</l><block s="reportProduct"><l></l><block s="reportProduct"><l></l><block s="reportProduct"><l></l><l></l></block></block></block></block><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportDifference"><l>1</l><block s="reportProduct"><l>8</l><block s="reportProduct"><custom-block s="-- %anyUE"><block var="t"/></custom-block><block s="reportProduct"><block var="t"/><block s="reportProduct"><block var="t"/><block var="t"/></block></block></block></block></block></autolambda><list><l>t</l></list></block><list><l></l></list></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>sine-in</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>sin</option></l><block s="reportSum"><l>90</l><block s="reportProduct"><l></l><l>90</l></block></block></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>sine-out</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>sin</option></l><block s="reportProduct"><l></l><l>90</l></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>sine-in-out</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>cos</option></l><block s="reportProduct"><l></l><l>90</l></block></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>elastic</l></block><script><block s="doReport"><block s="reifyScript"><script><block s="doDeclareVariables"><list><l>p</l></list></block><block s="doSetVar"><l>p</l><l>0.3</l></block><block s="doReport"><block s="reportSum"><block s="reportProduct"><block s="reportPower"><l>2</l><block s="reportProduct"><l>-10</l><l></l></block></block><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportProduct"><block s="reportDifference"><l></l><block s="reportQuotient"><block var="p"/><l>4</l></block></block><block s="reportQuotient"><block s="reportProduct"><l>2</l><custom-block s="PI"></custom-block></block><block var="p"/></block></block></custom-block></block></block><l>1</l></block></block></script><list></list></block></block></script></block><custom-block s="error %s"><block s="reportJoinWords"><list><l>unknown easing function "</l><block var="choice"/><l>"</l></list></block></custom-block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; $nl in %&apos;time&apos; secs easing %&apos;easing&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _&#xD;ca:per _ = _ fins _ _ en _ segons de forma _ _&#xD;pt:para _ de _ a _ _ em _ s de forma _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">0</input><input type="%n">100</input><input type="%n">1</input><input type="%txt" 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var="easing"/><custom-block s="easing %txt"><block var="easing"/></custom-block></block></custom-block></script></block-definition></blocks><variables></variables></project><media name="Space Junk Simulator" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>