<snapdata remixID="9147149"><project name="bounce2" app="Snap! 5.4, http://snap.berkeley.edu" 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B8QVkgiOlaFAshDFkBkaVvcJYDF/mKfiJKUVQmG2RYqQWAWLJH14jKMCh1kcxK4Sxg4SwP6Kc+1ZXwyMvHQmHX9pHJ+AMX+8GhZIQI99A1T5FttVu3Mr404pvzHoPJCpErXZtYynFao91YSulwHHA62BSb6usP6ScNFeiTCvVIAlSAhLDF8dGFb6AMsciSjIvZVWTKGYGxczSzpdKBGXGoLSA4XAm8TdB6RHCugphaKStEKbpHUxehi9/sU6xikgpJRp+qRRBMTAGaSw4w1UHk7EfjQBjqqERkDVOkCo/TyJw/yDL7j92ZOm53/18w+kzqeXdoMhL9lAq3kzG9D3eLebe2MGmkVDY0i6GLivNZTHuJ2bmCUbN2A1IMvF0O3lLvZ8V4aQ2SgpbViTK4BOUFL7INwhfG2dZe2EG7kY+y3NngFIphQVkUkoJhwUCvFb5ikHhLXV4X8rv5S3K8pPpGxRTinuLKSWavQGRUlggK5MfRCgj9lKKIGUYPzCWycYOkyo/zMTMLwcL4ZEnmR575hnC27qvM0GRa8xQt1/J/79DR+9bDPZFvEZUoiVwWuOTDD6pJCqlBFJXiECl9LdWpdtgvwcUSwBS+ltV7uYnKh4JT8lP2ihjlpS4x15+IjOfBZ6gzGgPDFMKm0LXFKn5lKlGUKQWgLB1FX19wthbE2b46g47lNQDszAmD4kqMT8BinmL4BC6RivcVhhzKAUZWUYYO12Mxs/wwn81XBrdf+TEwvP79m2iBbO20j8TlA6haydgbuBV38HA3QAIV4mZOspIBu9tX1eJ3k5KeevVudUnyUeqSSlvzStM1XzFQNTmSZI6yvZKVEmCovY7KumxTU1h8ECRSgTFYHQFhPAlo08q4TVO8xYcCmrhpfeA0dXL560ohCXTt0KSUGZglIGlLEzpsamFTCwpxUIXjxOu8BlTiADhKfKVYrSqNBlvGYaDTNo8SEb2S1Yw/+mPr4Sj6zOx9VAa9H+nybouCRua36KC/g4MrsBLNnizSk5oFaJ8JIYt3ZfNaPDrXd9a7bEmdNV8w+Apm4pgSihVB9jT36Sa2F5RxiWlqEXPz0ghU/0IxSp2gVA737MuQfGwJbU0HQqvdQogE7zkPnupRC9foUwtSgtgVq8QxayglK/EXpi3WQyMoBCyXDVAMKUIiiAxoy8YJRTUgmI09/Ik3eVfDYfD/YvHuy//9N5A3VKpZT0UNU+2ht2tr4Ze9w4OHQy+uYfXp7nWFLb0ciMUKUdAxCuGqdJPalCSl5ip1ww9qcJ8Iikmhioz/VrYslBWh8LEJs/pqDpXyOpWSlG1bkoRFLapqJQZqQQoM0CYphcxKSjspRSlxl3ud9JkqKXGqMSUEqGocyww3lJxtZCFORj3luHqmNtjT49X6Yut0LgEjCkFxbAt0R97FTC/oQi9Z/5UeOK/7wNULT1eD6VLd+u8MNehLun8gCP4y4z/Fk9zkrFbKqyuaqxNdLeulDqMVItIRWnga6pI1bsGX8Cs2RhVocekiNQJjt1g7wr3LP1VM1EtFXWAp5gO7nN/0jrBDmUqKkVeIk8xKBHIjEHhaBMUQCUw7agYvTs/KaJKjdV+Sb6SwJhCkqcIzgpAtBG2hviKeYqgAAeVFNweYvZHmC37U5Y1f8HPP3joufDGXTXDr0NR82QKJFeEmf73GCAq+BZpcHM6SsHrEuvFm7iTnzgUy7xqQJJnlP6SGoopu9K+VhgKhhWGKXTVG44RUFRP01ap1KAAaIqapC+jR31roFjIAkiHLQKRSqbiJih9gYlKUYdI3mIdo9hol6dYGIu+YmEsqsUak4IRVULIQi2FlCMQYbDs6TEb6TGiW2XGeRBOsxDgGUz/l+2ied/8i+GFf3myCmF1KGozbgpbe9eyNOSvCCdfY6D31NJgV4Z5SQIik7ckspYG11PfFK6klOglqS5J/iER1tNfU9Q6hZQ9Lq1G8U5wWhDh4QtzV1e4BsUqeKvkU+aFlzD4aROUSfJggyKzZ99l6xgUX35WDk40+9JXlCILirwFlSQoowGhC5WMFMK0Rx2CNFqhXgEMxj7OV2ntDxvLnPL3ajMP97P84p58ITwx/HU4eWcMYXUoHRoqu8Lmqa9x6AjKdfgJjUcrFt1PKoOPKrHMy8Hoaeur9lIt63padTBJLRYhY+VeB2NtFM+ybOmQFuVbe17zJniKhS91hWnP8xy15qWUaet/SSUsPJO5WxoMFEBomwTARIIiINyWp2iTWhIUG6AIJWVhXkxG049QhkwP4xslFIWwwXIRTCVAUYrM3L2gFMUALMNwmAzioWYR9q0sDn9/8PjEWz+J/bAKyi46XDu7F4bpyW9zuHyf+HAVr2yDlqf7bIllXfKSqBSrfddCKUNVDGNroKQaZd0+mbmpIYFJbRXdV3GYlgcBhIFvy0/qUKQQoMjwNVeibTKqRJnWenWYyXcrKFJJT1CiUmT2a6AITC2ESTE2VRxDGGEJw3eFmDIIX9o7FNSxDBTyKwEqyMhYmMR8y5j5/PGfWUx2T8ga/37wRPfAjx9i1tLLVvtqhL00VbbPXBUm+hh8i4ms5gWMxpQXjFYspqzLFVMCiUqRr5QZVO12aqeYZ6Q6JPpG6R8RSGowmnfEdcCEsnLFo0KXQdFGWwUYHU3vqj6pQVHrxKFEY+fIV6iSOrRNAcRDF+kwe/OUGpQUviyVSdV2mYnFflhUi6aDlYVlhC6DwuZw2C9zRiwhK1tii95SLLOYj0VJYVjMA+YFVl78erw6vGf55Kln//nRCzgFwxo89qVe1zZardeGbvevGdxbCd7nMBrqZdS7wTHrejcoNQ8pWyq10LWmOEzeEWuVmm94uEpLT33JkK8J9kV1Lcu8tNYvhi8en6B6l1J6phTvcXnl7qY+ye0UsiZ5SR66BMXBSCWlp6SFmqkSUwRLJ3nL8NWoTFBSegyUbFBYCBMUARkBJmfNPrfH+ZJ5CveBsspvGIFnVLxGHPwt88l3j44Xj514fMdx+UqC0g5f6u8OM1O3hF7/rzF4/KSx1YK8n9DmSmE2K7bpY+hKRi+zX1+X1GGsKw7r/lGmwJVabEE2m5Qg/xAMXxusfYKiE74oHnmOKnpBscUREYqajQpdqkUERIY+oT1/xqHEdNigUDTWoXA7rfdYrxYLY7F7TC/LvUWLJwhfDoW9NsLVUOELOHhJkS2xJAm1jDklKV/NkVKxysoLzq/MH6Z7/LPh0vjhzQ9tfuvvmJVMUGhAzlwQpqe+SYjB5FtfRCHMm9iq6MrkTczRW9aHr2T25QxhSn1j7VHWJNE3LI1emxJr8Nf6hwBIIYARDIExtbiv2FkV3O9afeJte5m8+llqn0yxt1ZKBNKXMizrSgrx+z3u9/iewLTTFmeyYzVWZWIRioFBLQYmQRkCAXU4lBi+AFOgFoUxzjsOxQpn9Q2Y7hrwU6P8bcA8xqLln60sNn7zxJ/eeP0n4av0CvSluZNtc5eGienv0tKg39W8PLbp4/lUsbWyJhVOJl9Ti6W3MYTVe1hr+lkRVmns/jOugAqKw3AI5T6qxT3FFSQ1yVM0y9jhMW8wqn0SgQiM1SIMPKAMjPmIgzEgFr4EhcakoFgGZl0+PzPDUxwHozAWlWJggEK9YWrJUYqA5Bi9lJKvoBwUMrbwJcUAxqBwshj9e8LXScA8lY/G/3ewPPr3Jx8bvfKv4WJmaPS1naLx/O0sjJi4g1f1XRRyMe8Yk1drReErQamrxFRTZV9Wr9SBJCWsq+DT6QsRSjJxh+Jhy1fHu0JMGRbKtNf9pBjO4tbyIFOKFkWwIpKf6xNhe4hbUKQWzS763tUgMAJhCtF9ha4yfAkKm6DoZdfUooGqm76FMZTCHAlgGHDCV46vaMuAUUgxCl1LXIskqoXHKB5Ztg+UYsDM/6iY59z9Z/NR8fOV1eLe08feeuEf37hpxQ+Ai2jSb9395dDrqT65HUGcb5Pd3u+yGdJ4vMR8JL1E7aOfCIiFsAjGfCPeT6mxZVX+mIUpGXpUiPtIOsEnhq0UrlSblKpxT3EF+fOklH57yubbBUUrVCZIGjXwgmHFoTrBBkVwIhCrTxxKJz5uUAQkNb2llpqT1tWiNSlU5jGEsTcoQEAtgiIYDkSbvASVAKUYZChlVKCUxSLLXywG+b5ssdh3+O3VZ/7pyBeXHMq5G+bCzk3X4n7KvL7Jq9gNjzihpX4D/1Kvy46XCMXS5JgSJ6WUMHhn5ht1OIKgk33csHWkJ1WoYV4f6OQfVQhL5l9TjJ02Sdjib3eBYqrgNQmKAeKl93mJAmHNRisOdbsCo3CVQpeHL292p30KYaW3KJRpZhKlCAq1himFuRIDYmAIX4QpA1MssTTf76MSbZytBxTWKBXFEAcaZa9QtdyzspT/4tCRU0/+57dvWXQo58xsCudtvSF0+j+kKvs6o7OLh5k/iU1IZV8llKSSFL6SUgQnZlCmhnVQ7JyQdJZVDFEGpqaQMkxFL9EZFUk9ZTbmUDSxpVDGQiHAkBw3pplHcYWo+FMLXkDUktckVpfNoTgYDbpnXA7J7msfVSMwyVe8Fxa3CIVK3FdvGRRWfQuKFn0DpRCcZWAYGG0sPl7JXSkDfgAoAGG1C6XlqDiQZ8W92WL+8+HR5cf/44kbFhzKJTObw8btN4d+V1CoUZo7rUZJc/ClUuo9r1TR19PiFMIiFKnE1JLOnloHQ1BiiFI4K71Dj2mqKZq8zaBHeFXx6Kvnmxw7iq+65JHOctU9reMyNQAkzSg6lDOBSY/X9lKLtugpaZ9M3+bwDQpLELUeBSgye04aqqAAAv/A5H0vLyFMEb5YqTcYMT3MD43UCSteywb5fcOVwd1LR5Yf+/tTt52OUHZtDnMTt4Sp3g/JhG4h4NegxEUSppQ6lKSUBCUCSRNeNUPXxQcsVNWOejf4eL5I6Q+p4Vj5hS7JYkBieEsqIedy5VnGJh+ZZbKUMObLtfVdHtM0bwxZEZAGOD3mkJK5Owi7z3OSUmwf4SgL0yjocDQoLKM0MBz8AiOlkO66UgYRCGtWCVlcTQQoQ5m8Q8mHTDKPKDW5okU+zO7Ll0Z3Hz5+4rH/dPoHpzwWXbh9S9i69ZbQn0ApLaCwAK9USmxEGhA93V7SO/Z+mpaf65HOxtXR7x5SKcUei1vKrBIcU4RV7lFRZvBeuScVeTqsBUGCoaH3LtDO1g6voiydxNwNjKZ3PRUxQHGAXT01GFFF5iVxBsKmhiMc+Uqplpjq6AIiAtIERoPxbaKUBgnVWGoZssdHcgEBTs5sFhnXuBhFKENOmRSUjL7yMH+dEPar4fLo7tPHTz/6HyIUwpeUso1qHqV0mrfgHzvJxzWh4eqwSv4M1bz3wyxBU4vMrt9hpxa4ifsJOfGMqRiCbAbcVrrHkBTDlJ2TmFLi+D2/TEuE4nZuBaP9TtOE7vsjugKPljH72d2VoafB1UoVrVhJA21qkHpiTWIKMpVwIrdtyVO4bbkn53qZStIlERgdXa9C/RepRRtAWEFMnwWPURYmSKjE9gZFfiIgqIXwNc4IX6P8IMZ/X7G8fPfqodVH/zb8bS18bdx2M3XKDxmZW/lzQLEliFGwZ4IS1WLRzU/fciAKUxUIBxMfKwfb7/tqq1ifJEhRKa6ONPDKshyKhTP7udhmMWy6EBjLVuMBokWalkmlMCQgGvQEJYYwg1JThCklAdFeBaQpTSffORCpLl0OgaPVoFgYk2JiGLPFx6gFZZhSgGFQONOIEDYaA47VLcDJNA+ZvyYo+WBw9+KhxUf/LvzdfMy+ztkUztlxgxl9s/V1lLKLv6c6xdd2VX4SQ1jlJ6kLo4sF+BVukkoSmARAytFg+vmGtk8DHAGl2sWbjj7ofrWQd0LxC1fQkOSfVppP8M/fjC+qs4UQUQ0KPyUUA+Nz8e4vceCTl6AIe0xQEsSoEE/+/RoVtplSvKevEGabTmqRMuKmk1csnKEOHufEItuTfVGnZDT5R/kBFHNvtpzd3TjceOKOcEfMvs49dw5PYcax/2BLev0AABsgSURBVFe80m8CYQ+bL0/1iS1/v15Gxcgdi31rjeksCL8EkQ9sBFBTiV8nKtYm8bZfQSoWkjEkuXdUUFKV76HMlSUY7THNSG5pnt6rFbmIBs2dzRbW2SkOXpmbSmzT41UoMwD6OQPkIPRc8xEAJU9ypXDlFp3U7ecSl3tTSmwdC0w608jBKHxpzph0GCCAGPN4UWSSC23KPH8ZUPcUi+EXi0dW/4JSYvG46aKZcN7GL/lcSvPbDPz5MJiIE1q8hndCcUNPQLxFZmCil1gIS6pIcGxQpZwY5nRfJ9nXlSMgMaQZiJSxlYpxGFKIX+JFZ2NZE5+VjQwk5y6m325phyDolUQo5X1VVTbwDsWhoZKYGLhSqi1eVqcGpAYFtTR0ARGpRrNfNplv59/ZyZGFZsNk8kDJDQw1CpUmcykL0HmB8PbzwUL2y6NvLz77D+EflqUAel/bp8Lm3VfRJf4ebvc9QtjFQJmO18h4B5QExJxEc2DaW9ob79e8xb0j+UoNRnosgYqDbl6RwJiyUgjThSs08L6vkEgNKh55lDHRX2ixSNv22qQKg+KXEXMoVXMoweL6RpVK5B1m7Glf2P1KITW1CAhNMA9jgNFZqnGFhZ2tqpMjWWVR5B66qBi1FJ+7pF9FxgKK4uk8z+7OVoa/On3kjZf+PtzJKjL72tsPl27i6lzTTAV3f0AOewWHL1PBtqCrhBKv9WQQ7MzaBCXCSFC8JvEteYyBKRUS4dilKGJYs+O+Mn6/XQMCDLuiiClB//j7DH58Fba8qMX00FooUlFK1hOUFOIcjIUuqcMuzaaehGdZZu4GhpClTSErgvIrt8QQFoFIJVKLVGLncQsGGyFKky6MvcAAhWKG+EW3foRcshPMpzxBpvaz4UJ+/1/m33rtznAnK8n8qxsu+yJXH9rwjdDpaZLrS7DY5AeUQ/Ecy05qpM5PQ+HnC5rJJzAopjoVOvqLhbqUgaVjWKFLJ9pzHzhVAhCzshTS+J6BMIV4uGrFEOU5n59XMqnfDxRLzLnvz3Vojj5VUdFXolrcKyoouuBUCSSCcJUITvISANgFQ6QY3wuGg9G52w5FQMiD7SoIQJBKmLVkDxTADIlhR3nOH4tR8X9WFwcPvnhq8RBQWKnsX+1w/pc5Q36Wc1GYeWy0rmekt6s6sxUTdv5cmXBGKA7GAXjYsq0OJSrDFJI2Gx6vaQTFwbi3JDeoahmGVjAMiudrAuJg4pWo7FXo4pMJCoO/BoqvDXYoAuAnMKv/kGBUYDz19SuB1dQRVdNEMZ51OQxBiBefshBm88QCQj8fFQiAevsAGQqEw2EtHt/DT8i8xvmhrMh/T3H5s/lTp/943/KLR+8Kd5Uzj1yy/KqtYdtGlqtOa+aR5apc45EFu6KhIXcwBkJQLK+poCR1RCi2AMYhrQfiIe1MUBxA2RWIIcpgCITtPcNzMK4SvzAx3WAhM6X4puf6X4meEh9XMmBQYrgyIPaY9l6HWNpr4SleNy/CiFdwqQFxMApnDiPuOXXLVCEQQGFvXqL79FaYVMnkJ5ppeTXP8/2DwfDnx5dP/fkf53/M1Sm0JtO/ONd374aw49wraLWwhrhzOyHpIr45zUpBQqwrhQuuxOTXodjQ2CnPCUYKUymkxftAqmdd8aLCUSE6wqNiTD3uFfpnLqPB5WWaMuL3LCyVfuLnKlqv2J6XwPjPxaQ7qkcDr+e4r/jei0IDY3A8fKnpmNJe8xZTRYLl4cs2gUhQgKErutM/AUYFBTBckQpAAOEke/X5M/bzFCpMcGX3Lg0Gv5x/+63n/yn8lAljb2LFr90T4dzzuKbEhttpsd7BYF8FkDmA6NLYrhZBYN2XBa1YLDoUhk/ZlwZfuEwhVTjzyagY5aNSTEExfDW5ALGHscojkjJMHfEE0WTsFRANvAYPKAbMQ5epxfYxbNnjCkt+/onBKtURVVKCiRcvtN/r4cz8pDR2ahIZvV0/2lrEBkUwdFkjhyKFmCpMKTwmDwGfXStEoUsp2NuEr0ezYbZvcWlp/3Pzr77+r2GfnW5Xg0KY3XXtjjC79dZmv/tXYLie4dgGCtJ5h6J/utKND3scdA22QdE+pcY1BemZBktbHKbkLzaQbAbFT9KxgY/KsHBUAvELv/iAx+BpENWDEhRuE42lAEEqofA984+okDUqiWCkihS+NPje39LgRChJJaWfaHYrKoR1pwaDvSnEQdjtBEWnHUUohC6ZPHOT4+wQoevB0XD1F4OllYf3L/2PY3eZ5NZC4RyB6zaG7ZuvaU72f8CRfxsIzuUNTjAEiMZCmHItg+LhK8FgwA1KhBFvp/tew1QQk+lrcHWZoybXQ/HLcMQBB4aFMAPigy5AyUPcN+LP1KGQt3hvSj8XM64Y0kwlZYiKoaumFr/uqvuKoGh2sTJ1qUMpsfuHbUCRKkqVCE4Eo0saGRw6lX5bSkExqESZF/6zmBfZy/jKr7Pl4b6TJw8+9c/hPhbi8dR1UFDNFybDnt2XN6d73+1wwhAoLgPGjF2xgIzY0mEuuug2Sx1dhq5KLZ59eTizi9HUa5gSliK9t2ls8IEiIBaqIhBXTYLCYNnjSQEC5SqR1F0pfJ/FOW78/pilDelnDEgEE/2kMvgEI/lLhCA42szoKyBJJQbF4AiAoOiqbEkxuq4h5z4ARkA04YJCZPhaZnESp3+Kzv2+laXFX7+++OYrPw4PlddtqYcv3soVfBzAnnNbGya/1up27mi3WtfwxrZoUl1MTCXULKlWZuABo/6TJquiWtjbRWiSOmKwSwmBAat1lh1KMnLwm2q08X5NJW7ArFCvwpJ9zwffnxPDF61z78w5TEuNS49Jv8vBGGBTRpV1pVaKKaUGxE09hau4Tx6COuQr5iVSC86hz9JRKkwIMyBc2ojZL1cK3+e6YPnhoigezlZHdy+unHh438q+t/a7OdnXOii8n+lbN4ct277S63W/32G+HrWcxxugBWtXa45hS4WkkKAWO/orpfhFzhxQqlks2KEqaxBasem9AVORUt0yfFWq8Q6sD6RtCuPxaK9gRCi8ETN6JpbcC3zQ9by2VfmVSkrIEYr7icO0Xpfd9kzL53p9Mp7Thfw2m8KUh3+HIYUko09KsUkWKhTMnHfCDBiAuK379Lvyl8bD4tej1eV7Ti8cfPrO8ASnbnvoOhMUD2G7917Y60/c3ul2v0PhdRWDaFmYqnsNK3UDMMzwdc/BCIYpxFXjGyAUxuwSTgp+0ZUUPqwAotquhS/LvgyQBjtBiaYrpURArg4dzf6Y7vcU3ljaYytNohL0fW9SpnS38pWkJldWqknUG4sFIb9ECkmDXxm7K0XmnvYOJhq+p8jKuOQnujQr+OUl6nvRZ2nkRzH4x/LBcN/S0unfHB28efBfw0trLnKwXikCxRrQb2/rbtpwQ2+yTwhr38hRvYsBw/BdIVaFCIabt982hQiMLsXhUByILmrkUJJC7DooZWvd1WLhyLxF9xkkxiPN7PmSHn/MBz1OLglMBNXV91jSU0GpVFQZfFSMgahvlYeYSqQMM/Uq5TU4MeNKQNxP0uZQLEy5SmzvylH2JV8plmh6HaAb+cBogJ+cPv54CI+euHPdh+ecCQqPXT/T2b7j8t707O0dTotgyC9hyOYICUzqeUpsHuHVPZ/xYyoxMFJFx4A4lLaeDST9lFU6sUGo+Q57zOK/7wXEDT0BiGrRfIXN8Dkcu23d2fQ4LXd9jxWJ/liCFwe+VEqqSXzviYKrxD0kGrqFq6gSC2GVj+hF1FViaqkyMZSh5yIMq+QttOkxeYlK+ZNkXE9SstyztLCw//Tw4Ms/Dm+wTr8KXWcKXzGqXdMJc3vOmZqevanfa3+Xgf4qo38OqShXwTOnsABktbz+mbt4GOsYiAiFZYamFs2dW73is4I+ARVDmfcK7DdajRKhmDJSmIpKsZk9g6IGYNzH6diO5soXdXS7kupgLIzZ5t5R3U5AoofY2Hi6a3vzk1QkpnCljOudYMwz/BOjTCUKV7odsy8eZAFrUbzBVMqD2ergnsHC8T+9GJ6l1+W1Sf3rTEqJsP5mw8S2qSsnJnu3dzhfhQG9HEvZwOBRTJpKSJEVvISDysNDFXuBSSphDxBLj6O/dCKY5C+uHq85vPbgCI6hK4FxlWi6lW8aGDX+XCl+sgjzHQmKeU2cNzfTd+8x/yn9w6v05CVly6SEUqmk8pUIIoaspJ4UvtxH7AUqA4u3waDbUknBCvtx8cxolN23srC4f3705ov/NRxTW6U0+ATm3aDwfdLjuUt2bZjZeH2v3fkmA3cjSjhHp3u4r1hJqH9qTwKDxokUU4cSlUJqHUOZgMljojIsGwOG8KaaRQNXD19l6GKg4jy4vXfNXZQningbJCxmDiqGNz+6EhRXSRWuXAEeumq9rNQ+iYViyrjcUyqFVH6ix1CPFhXb9fRKOKhFX7S5dBJEUbySZaOHi5XBvfPLJx97Irx2bH8tDT4bpUS1fH9mcueWSybbE7f22u1vEaCuxAc2czSzLsEv0kJBFkOYwJBNNVFOVIVgJNV0SjApI4tAVOB5E6esL6qw5Ue8LeMxpTgYLXyz2b2oGF2jQ0f+eEGD46FNgykA8WT4mm/UIfj3Ux3ie4uVMXRZOLJQVsIpzb70GqkimjzCAIoudujZl5Iv1SXFUfaPZaPh/dnK0m/fHL504KdBp2i/UyVx4NdHtPr928jEZrdtnNryxUlSZAbvJjRyAQf2NEB0GkfVejTLp/XoQOJe4cvB1KF4KKsUY8op65YqzbX5Cps48vBlg80cuF0YWKfoxtBlE0wMTD6foCQfSPs08JWhV9CSSvQ9z7ocgMNZ6y0a/Mr4x4JnoUoQTLkphNlRxOphKsniFLsXWSixP1tdeeDU6tGnToaFk2fykrMIX+kpX5iamblyz+Tkhpv67dZt7Xbrq8DYYWGMHFfzxZaLqdI3GO4vFRigkH0lMPKPKpz5ul+FtLKYNMOvp7wOpQRgUFCFTmJPk0pSDSEkO+0VNYenDWY1gK6Atd7hA19/rKzcDYarzeCZOhSmaqZv3lKHIYP3dazyFMVX1LHCQwdZLPEILZX7VhbnHz0Qjh7ax4nD7yWF9/CU8scY9x/MbprZfdnkROPWXrfzjXZrfDntl81KohhkLUis2o2WiZm/CIbvS6UoAfC6JSnHlRWre+sXpDS2lvqWULQ6JG5+Ea4IwWqBMOKTZxOUVGGvCT2ldzgMh1K/7QD8exU094+a+txbzNQlX32Zl0RfESxdhYWD4xjruh7PssH+lcWl3y2Go6/+W7BPN36HuZ+tp9Sedw2X979y29ymztWT/d63Oq3mjSw2uAjj5LTCBqs9zVualvJqwZB6YqViKCcd0JoQ5o8JmBJrpQ2x92xLfmT8DoXLY5pxSxUetgBgYOKnAKg4i9sgQTGVaD4j1RfJEyplJJUkMB7Oqq2EUtYpNaUgXUEi3FnosrBlKtFehaNNxp8i93qBtcL7aac8cCI7/Mz/Cnzy3RlS4PWqORulxJ/50cQsHwu4ZWbu+k6nfRvnf1zHjNwuws4UG9dXddPXGiyOfOzeU+QIxBTTrZm9h7QIJRq998a8wPT2eaUWzNKg2GIEgLAsx+bBbe7CZvmysHqSywTVJprOBKUa/LVqqXuMT2AJZPKVNR6lI8QVYj6SMgsHImcHyiKWf4C1Xw9ng+GvVwcnH/9DWDnC1dfecRW8M4WxDwBFqf5tU9u6516wYbZ/Q9+ysTGfStfYyQBOmKPE+UYLUbhEUkwMVQ5I4UoKSVAEkfvmNXUo/DUvAH0e3KCwEZ9tcVvOZjB8hQjDMwyrKMVm99IEU9kCqbInz8jqHpMysPR4aq9EEHbVHIeQMjHPruw/QUjpsDIRvN1OO30zz3JWqQzuX1ld/cPLYf7QQyGc1SXVBemDQNHziVh/M7tncu7imX73a91O82ZM5WqWu2wlbHHClPuLzTP6IJOieSjz+iSGsugx8bFYuwhMTI+tXxDnRTSIgoK5k8+YQgSExWw1KFzdjLmL5XkpxcMWDmP1Q9mnqvlEXRWVr6yFlRSlI8N/h65WbKEqAhIUC1u6zw2OmGLMRT44N77In8yGw39fXJ1/+EgYHtgfwhmLxHcz+w8KxcDMhL/etLM/d1l/euJGzra9lTB2OYXkVp3vicnbLKUtmfBQZkVlGcpSZqZQxveTr6SmpbX5NZ1m5aR3cKUU4vNaKAXXljWlAIdNF5dfXOBqNAYlTsVau71quZe1Rkp5a3VMyrbKWiWpo1SKpcwGgrDqX3gIr02KoZ/CGY55wXW88j8zBf/7lcH8g/Nh9BKZ1vsa+0fwlDU/2t4Wfrh5c3/jpVMTnVs4x+NGBv9yoGyBQQXG1FJmY6aWqhWTlKOUOLX39Zi3XVwpyfBRiiaP1EmKoSsDBNdoiuGL6wQQwhaXOFDTahIL3wlKrfgrU90UllKBmdLg5DUKV9yWsUmpKXxZpmWZRwpfqkX4bK7iCC35p1nM/Zt8sPQIHwnxwu9C0DyJfvEH+vowSol/4Lb29rBx07b+7GVTvfaNnNR5MxnUZWRlAqOzpPVRmaYQqYYLMZf1ixeLKaSptompclRJ8hY7ZSmmrAoT9jkYQNFlS7UM1JaCopBMqsH0F5c5hTCGLffUM0GpFYe1WiRV/h7OlO5aumx7AVEUs8pdUByUmTqBaxkoR1hfx/Tu8PfDwcpDR8Lo5Q8L5MN4yjrit6GY2c27+rOXT/V6N3L68/WY/2XA2MLGGdNNLCd+1KVDUEfZF1t7Ve81jeqZOL9iwCx8qR/tUFLYkacIggCYUuIqRPmJAC2uuKd45nQ2UOpFYqkcetWlkVt9YnAMig6MUiU69XQZhbxF8vH0iJC1Ohj88bgrRIsg3tH9PVu5fASlpD9xW3tH2Lpx98TkJRO91rWcJn09g4rHhO0oZFpj7V1kJQDSR2rFWIiyGUyH5G1OQfJZSYBo7W7swSelKA3Wp8awFNRSYoGxMCZPWaV4LNUhOOuVooGvapbKY1wRMQGIoUkPCIJFHwtVXoeYRLTkcZ7tTVbSP0XS8fCJ1dFjb4bRq099yJBVB/YxQNGv+1HrnJDNndeZvGBisvsVQtd1zJlcThijqzyeBQXRzWsZD03yGe8sqxFpKkE16nDa5fK1dCZCEZhUYSurklpUmxgMW0wdQxkKWdZnaJRKSUCS0Z8JhiklhipLeT06GQGlup70xkJS9/THWbNVnCT3fQ0gf8my/JHh6tKf3wzh4B/oU38YD/m4jP5MSuSqbbfP7Ohu3sM1gq/GQ77EIumrGezzGPTNjDfXrWmgmthd9laMpjJ9AkzXBvfr79n5Y1II65l8b2mpPstPtUqs4ONeqkmLFVZ06dMy20pKSVV9AlAvBOvq8JTXFRmjlRIsS7VUJKGO8XgRnRzloHgpy7MnCVl/HgwGz7wUwlsUhh8o7X2vUPYxKaX8E81Lw81TrBTfOTE5cVG31b6aKzxczZF/EWO+g1pmRheAQCUSidJdyccnl5VHa1EZr8iudKq9AdE1yaxWYO+fdqmBs1XtaSWi1KL17LoEagllTeiyPlW89LMOZjdwicAajZZ2xyrSS46UYfEzmkJcxdJP8QNv0FF4geL1ydHy8KlTIXsVGG+/wfctxH1MXx83FEsedoVrJs4LOzdOtmfOxWcuo7t8JYsXLoHEuTDYhBCmdQKvlTBSisHwkBXVYurQReLMU/RJABGMR5C46M3WWJWL3ziDTa37FK6S4cf2exmGUmWuQbRsygAIjHZRGUqw7MRrqlaWBI2P8r1XWfDwbDYcPT0YrrxIE+vQfjf0s2qdfBBenwQUA8PMZee6cOnMTHdyOx+LcUGvNb6UM3IvJWU+n+Wf9Mz4OHQuUqePL1EBb0phSYvNnNnJOTr3olIKI8bTVTTHzrAtll67kiTTuYU+r2GK8Uq81seKYFwx+lmTyHplqIGlDu8SddEJst5DzB2+iDKfzYfD51ey7ODbqAP/ULj60BnWpxm+1v+t1hfCd/pbwoa5qcnuLi5GcwGLrS/qNMYXMvh78BzNy8zSCp5ixO1DGSzxQiFakaR1R9QMBkdQPCX1KVlTTOxt+QDT9ZJSEghbVSIwlYe43GwcPcOybq/VHDITzSVrlpBmYn6S5x6mCHmNts5Lwyx7gfPcX6USPEqoWsBDpI6PLVytH7RPSin1v9O4AtV0wyWT2/qdjROd1k6SgHM7nfFePgV+b7NZ7KahuZ2Bn0MdUwxMjyOZ5K0AkBaCaf4LMF7E+SDLdysw5jWaJXSlVI3D2KeqgVF4SvMfmrpVm1npGtfVVmc3L04A5E1+OxNTxSucR3IAI3+DC9EfYe729KM+OfWJqGPNgH2QWPcRn9vcG27r7gy9ycn+1Nz0VHfrRMh3tdrj81iJci5Gu5P0eSsZ0EY2PKfgQw/GPY5s1jFLQXwgPJ//qizMPcZTY7/vUNRBtmLPVk/YDKQrwuY9zDb0ab+sUtSJiLp6CtU4k8jk1ieYJmQevXidNPfAIMsPDrPBYXR3nB+ev7eC8Ymp47OCkv5u8yIi2HS4amLnBOv7N7W2sNZre3ec7+CaKNtbRbadi5DTqhlvYgDnCEEzwJngCBcg/IfTvkLeIsZTn1pII4NmeFGTzpJSeIvd3EiFpaL6LGwtgUcRPIHWOoUfK99hdpzbR5k4O4KJvzUsRocJVUcpNpiZCUu02xWmUtn/EY/Js//xTyN8vduraV4TrmmtbL2gN9NoT811s5leo5ibyouNHJhbOrnA8Mnd42xTc5xtkHoYwCkA9BnQHhcrZ6UqZxvxYb+6oo9UpCswy7dt4oWPMMF3VPYDgrnyMF70TIqFDCE/Tqg6Rhr9NtX4cRR2ktGfP0zxB5AVPENx0FPkz+Drs4SS3i6v4UeoZ7Hd2tLpblsd9Wfag8mpPjOa43y2PS5mWSA9w6qWaSLPNIAmOMK5GkbOdT8KFkYWdHCUEHDCgU7ytBLcPvt6FfVwReBiOcvz5UYjW+QcqgUamgv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s="reportProduct"><l></l><l></l></block></block></block><receiver></receiver><origin></origin></context></item></list></item><item><list id="1149"><item><l>quart-out</l></item><item><context id="1150"><inputs><input>t</input></inputs><variables></variables><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><receiver></receiver><origin></origin></context></item></list></item><item><list id="1167"><item><l>quart-in-out</l></item><item><context id="1168"><inputs></inputs><variables></variables><custom-block s="if %b then %anyUE else %anyUE"><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></custom-block><receiver></receiver><origin></origin></context></item></list></item><item><list id="1218"><item><l>sine-in</l></item><item><context id="1219"><inputs></inputs><variables></variables><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><receiver></receiver><origin></origin></context></item></list></item><item><list id="1234"><item><l>sine-out</l></item><item><context id="1235"><inputs></inputs><variables></variables><block s="reportMonadic"><l><option>sin</option></l><block s="reportProduct"><l></l><l>90</l></block></block><receiver></receiver><origin></origin></context></item></list></item><item><list id="1244"><item><l>sine-in-out</l></item><item><context id="1245"><inputs></inputs><variables></variables><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><receiver></receiver><origin></origin></context></item></list></item><item><list id="1257"><item><l>elastic</l></item><item><context id="1258"><inputs></inputs><variables></variables><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"><custom-block s="%n raised to %n"><l>2</l><block s="reportProduct"><l>-10</l><l></l></block></custom-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><receiver></receiver><origin></origin></context></item></list></item></list></variable></variables></custom-block></custom-block><custom-block s="bounce %n in %n secs with bounciness %n"><block s="reportProduct"><block var="delta"/><block var="bounciness"/></block><block s="reportProduct"><block var="secs"/><block var="bounciness"/></block><block var="bounciness"/></custom-block></script></block></script></block-definition></blocks><variables></variables></project><media name="bounce2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>