<snapdata remixID="11835797"><project name="Geometry Slider" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAoKADAAQAAAABAAAAeAAAAAAeaS0RAAAfeklEQVR4Ae1daXBUV3Y+3erWitAKAgFCbAKJxWxmM4tIWGYAG+zKZBKPF7DxJPGUJ56a/PDErlRSFZdxJrOmamqouGycmqlyMuOqZMx4bIxZxGIjvLAIMCBAEgIkIZCEENq61fm++/q1ulvd6lWtpv0OtN57991733vnfe/ce8899xyTAyQhUnd3t6SkpIRYKrrZOzo6JCMjI7qVhlDblStX5E8f7pG6q/Xy+Le/JXPmzAmhdHSzDjcv+DTh3oMluqyIrLarV69KfX09KjHhv/O7cPs8kCr6YU9vjyRbk5nTlaau7kzQ0/Wtq05W0J/ovquK63/csrjy62nc5uXny/N/+zeya1eT5OfbpKmpSRUdPXq0XkVUtherq2Xa1KlRqSseK4kbAB4+fFjy8vJkzJgxMeeTydEnzZ+8KzmphJZ/YmNhnVEufRmjFOD4wYikSHJysvzhvd3yzLatIv+7Tatg5cvatuJVbbvlLbXd5jz9svP0H/8okpUlQoy9/TaAnadlv3VL5OmnRRoaT0vWyJESbWBrVxn+v3EBwNraWsnKzhKLxSLXrl0TSreGhkZ5cOGD4JAm8yorj8mSJcukr8+ONAJFS+f21KnTribw7NmzMrOsDKnIQynqzFZZeVw12TNnzkSSOuvkvkO+3POurK35lVjNrFckaXo5yjnEPCJf+lrrxX75mEpX5zLNUj9ls+Tm5kpVVRWSFigAujLkT3ft+tqZ7nWa4POmxkaRVatEIPxkakmBXMCOAUBvLkXxmAAcNWqU2Gw2BcCTJ09KV1eX/HH3bjRv+XL9+nUZCSnQ22uT9957T3JyciQ9PV1JIZY7f/68PP744/Kb3/5WHt60SUpKSuT5559Xv5/8+09k6bKlUnWmSlaXr5YTJ75U1/n8889l85bNsmrlKumz2yTJpIGPj+VoviLWB/9KHPYeMWfkegCQgLbhPkjjxo0TgsVqtapj9Sc9X9u/26Btix5S28NHj6rt8uXL1LbBeRqPp4iCf/Fikexs7bi1VaS8XOTEyUZZuUKrQzuTWH/jQgL29fUpUJC1drtdSktLhZKMQBsxYoSSbjdu3JADBw7I3Llzpbm5WdLT0mTRokXS1NgkZWWlUllZKSXTpkFwOVRdK1eulEOHDsms2bMkKSlJ0pCfTWVLS4vcvHlTNmzYIOfOnpPlDy2XPjTB7mSZ9U1x2LohCgGsng73U9jX6mciJSmJANy0cYP6IEbP367SXH+KlqvdEvQRA0kxX109h8wOWM51rftwJ+4ASPCRZs6aqbaWJAtASYmjSSj9pXunmyDBKMT6+jSAbNm8RZU3J5mR1qdAaAO4CZskM9MckDDlkKq9kICeAOw5+GtV1tcfQo6SmsR6Sew6BAJXoPOqIh9/EnkAonjn45ljnuSSgHy7AJFSDGHLLpzNZveAnslhUnLH3gswMS/+AXrcEZxykZYLCRrmVPPNbMxiczBRB5JDylY9LJabIxSQ1Al/f3CNmpyFGgCx7y05/RUz0v1zIG4kICURpRiBNH7CeIwMffTO3Z6DUog/j/6X8zz1lOwjhkK2aSWiyTX/pTq7OqXzRoP0QgfJe3U4JaD/EsaZQByIGwAqSQf8jR5dEBB8fCgqgtmfM6M5Zb/xyy+/lIULF6rnJTDZlAcCcSDmeJ9PS01TTe3Fi9WquW9ru+OdxTgOkQNxAcClS5fKBx9+KKMxoqVGPRjigOIERsu9PT1qVmZsYaFUHjtGASqF2J83b14w1YScp7urW2zok7Ip7+7uCrm8UcCTA6Z4mYq7cOGC7N+/XyYWTZT8UXloQodvms2TRZ5H9dBTtrW1ovl1yNq1a+Xddztl+/ZCz0wxPgp3GiyatxnuPcSFBCQjqLvjL1gK94GDrd9fvjIouXXiPXR3Q2FnUNgcMIdd0iiolOVdaJINCp8DBgDD550TgJ0R1GAUjZsmWH8VdXV1ajpOaez0uVz2+Dm6AOm7vT29Yk12mwJzP+mWj8mKnAX18vpWP+3aDpKP88icEtTp3r17wp9B4XMgrgBYUVGh1ByxsIhJhUql5uB/y2hrT0DumYsWiORPkq+++krGjhkrE4omqDJ3794NetQe8CJf0wxxA8Da2hrJzctVU2bHjx+XmTPL5PTpKlmwgLo9h3RD3XIeADCbkzC/i2k6p0TkHDDVOJ988okcw/53YJRASxXOkFShfA/KLVmyRE25acINfyFZO9rbJPvgv0nByCQcmyVp0iJt7hdXM+dNlL7GC2K/UqlgkZz1otRmT1Bz01VnzrgA2NbWpkbEX1PsROWx4wiAdS6LmGkl0+S113aoWY6f//znAONMZXlCC5nbt1tgEfMH2QSrl5deekk2b94sq1evVgDkbEojzFO++93vyiOPPCK0eFkMExMqqWmkQKV1TU2NvPrqq9DlwaA1iZAE/lIyJGnKUpGuuwq4ptRMSUod6QIgwa7P/07ALI1Ot2C0d+vWbf3Q2IbBgbgZhOjzwXzRNDQgUB5++GH1Gz9+vDz11FOuqTfOgHwIxTXVNrR0scOYgOUfffRR2blzp7KOofULAUdiPpp4LV3qlISYRtMNCXje0dXODURfEoShRUyWVOlru6GlOf/yvvgjkHUi4PkzKHwOxI0iev++/ZKd4zSGcz4Pm1FamthhkMA214SmkgrgJAtBZ1cAI5A0SOhGprSKwTwtgQIBp22YQ5N2rI/2fMlWs6Tu3CgFGYG/weQ1L8qZ/NXqrnhP8+fNV/vvvPMOrJhvyp/+9II6Hq4/w6UTdX/ecO8hbppgXQIqNDmBQ8woqxc+qcKPHaed9ng8Bq50Cxh1qCFRzdOqkwqB/XlYjc1GiWWSXlufjHnkHyXZHECPhzrrR850Sj9VVIFbGU6wQoMi4kD8ABBGobpFDM2raBHjrvKI6Cn9Fi4V99nc9vb2AVY0tKxprLkiQKzfWowT4XMgbgDIJlW3iCkoGBMD8HkyjVbSly9f1gxX0dc7ffoUDBrmu/p8VucKvI6Ou6qJ9yxtHIXLgbgBIFUle/bsUSPhzs7YK3dpP8gFUTT9z8hIhyonT47BuobEkbRmlY31r4biOVys+SwXNwDMxmocrvfYt2+fFBcXqxdOZXEsiWtMfBEXRd25c0f1H9euXecri5EWJgcs7OOESlTuDgVNnDhRtukLZwNcgDrB1NTUALmic3rKlCkeFek8Y7chJQVK8jB46FFhhAdUD92v92AJ18VGuOUi5LWrOJk+XPdwrV7QR8XECXSQ3d2mYbsPnRnDyYtI7yGwEky/grFVHGhS64BFMHNoUBQ4EDd9wCg8y5BWgRZfGp2Lye9h1UBaaGuehvTe7ufKDQkY4O0RePzBWwhmZbTM42EMM65/SjhADcbpwThgAHAw7uAcln/IlUsimejzodupCCpBDIACFDROB8UBowkOwCboxNXUXtUpkelw2uDuBiZAUeN0EBwwABgEk2BYI7PmBJHRyBIyB4wmOAiWsfk1aGg4YAAwAr7SIsawiomAgShqADAC/tE7A38Ghc8BA4Dh807ZCHIWwqDwOWAAMHzeKdvBNEMjHQEHjSY4IubRhIumWwaFzwFDAobPOyUBQ/VDGMHlErKoAcAIXisD5RgAjICBKGoAMAL+EXwGACNgoAHAyJjHtccGACPjoSEBI+Cf0QRHwDxnUQOAEfDQaIIjYJ4BwMiZRyW01epcDR95dV/LGgwJGMFrp29AkwnWqgaFzQEDgGGzTpRzSpMp9FWFEVwy4YoaAIzglRoSMALmOYsaAIyAhwYAI2CeAcDImacB0GiCI+GkYZIfAfc0ABoOKiNgoRgAjIB7GgDpPNOgcDmg+oBNCKZ8EmHvpe6wyO1q7edeI9NO7HKlJN1r0vaZxnOgamz4O4wqdNq1S0tj3bxGohEBiIhx6tl88s+Lb+SNzifygvvkEanikBvjtKRh/esXE17PJM7I8Jaq34SFBQXAikNHEH6gQFRlFa9qD/7FG/0M4EX4I0AbTojl4D/1A1LPj9z0K0Qmv4GiOmPhD1zVzWskKvnln84b58dL3ui+l8gj8oZEXt2F38GLRGSckN9n8sKC7P2RwgLdHov+vHiGYLGgAHjnTtvAiN/5MzTAEXS8aO5UEYafv/4Zjj0deJNxDDfPHxzXywwUdSdGC+c1EpX88s/tgckj8kbnkzeP6A22MY5aCb/PFGUsKACuWLFc3v/gA5ERY0RWvtzPNgKOP6b33NVE7PztYlsGTs7dquVD/vPnL6j9Z5/tL7rVefplVMe6eY1Eo8zMTHhQTVfP5pN/Oi/Bq5Mn0cUBufOIvCGRVxfAw+XLlqnjePjjFxNeWJCVrygsWKwWhZ1QsWBCXA0HJVQoRF90w+UaTb/PcL2y6+WjsT1y9KhUX2yRp5/eGI3qwq4jHngRzj2wn2n56S/+Q3Z8y9MBY0BO9CXBlHWYR382K7wFDa8K5P/eu4AByE1ZNuGmTMsNyLWhyxAHvJAw7uGnv7skliJG/tGb02BZRI+gKSnB5h6afIysDpP44aTiT3eq0GFZszYIOtEh3wpd/9Iv9a1bzSqWhIPBGXXCLkNPkPRQFNoR0pHAcBWMJsCwYyqPOkKqKueWjrxpaamSkor35aye9Tp3tSqdCe3op9sRhyU1JVUmTZ6kXCVrGQb5a0O0UAt8l4TxPorAv+AD1TRfxEXgnXHMA1A8JA9PE9zdLtKs9Tc7smcAf8MLQL6WXbua0IcLHXwMpHP4yGEpHFs48O16IEQ7IGC453FqQMmBZ1muft9vJPf4TrGi4RqMrPA/l/MvJ6QVkagYiJEDo0mTJvkvcu1zgA8L8209Eu77QM8xAPGlp2Rq4MufpgEgf1aAQkNwml+aDXo35wPLXXwMGZOH4EKxqfIwdDLse9OmkDHtxo4dI2fPnkOIslqEh5gre/fuVS+/6WaTLFu6TFpbW2X5Qw8h7t0JhBMzCR2q04t/EsKaXbpULZMnT1bBGlevLpeOux0qPt6GDRuFse0ybS0yOaf/VVuXbRVL2RrpfOOJAQ/bhXgtvCf63yYIfRIx0XYVUYS68A7ysH9OBAIhIF3YjaijyAdVnj64VaNgvwUp8Rrhl6z6I5EsNNXtfOm4YKyJX9qtapHWevW1qctT7N/H1If4dnzR/BE8W7duk4aGBpkzZzZilJyW733veype3vp165X/mddff13SM0bI2XNnhU03ZR3j39UgiM7YsWMBwksIaWZTo2lGDh0xYgQA1K7CknmzyZSRI/Za8NQHud/XhQtaa+ORjeBrOAk8wEtn1x3o4XE8br5HFr8HBB/1y1TlcTQN8g1AVsqXfhezFwxtlYnMdhuaX/goyy5WBWPyhx9Aa40m9ZQUxv2MW6D9EM3yfqY+p6QhALm46ZVXXpF169ZJbV2tPPDAA5KckiwPQeJREjqQdwcA2NBwQ4qKirRYKnDbumLFClkG1Q2DfE+bNk2FraXUYjk6UC8uLkZUULw3L+o9uFMcLde8UrVDPWSa/nF4ZCImCD62hNznOymYDaFU4JEtlIN+uexeik0dX3Tt4X6JlzfVPUds9tG3kNs12gN33g7+S4vN3UV0Ff1F66OB+fMRlQk1fuMb31AjhB4M9AjEBx7AR89RCEUecjA2MteiEGgTJkAKodCWLVvUvbB8WVkp/ppkxvQZKqAj01JHeAWB7LknvZ/9jyrj8QfRQrWIVQAtChKEHpRfogGwE5KP+CAAQ6Hmr0SgR1ZNMBXakIK+AchKKX0oCTHoCPlCodyUv7y8dioYxya/HTfLhw/1gf3VHQfpBGAvXjDHswQMvWxlZWUFfWc5OTlB57Wsekasf4kpswBEvdy1q/XKIyyH0wMASP6z68MWMZx3UbJJuwPOqjlpIADZuWRHn2K15Jt6vthvCTo+KEV8AhIBaOf8KSQb+1184ZR6V69elW7EIJ4yZbLcabujAnVHI2hjMIFs+AHcar6FcGRQceG7YHjcAUTJF0UaCEB2LuOB2M9IYMrLy0Mz2kH8qX4aX3oLRroMWTbSZEIcklr19BxMRAOAwbIyLT1NWtva1H0VF08MtljY+XxAPOy6jIIhcGDhwoVSf61egY+qFIaqbW5ulkswWrh4sVrt0/tqYaEPPWEI1wklK83LbiBYIwMzXr9xfXAdYCgVD5J3oAQcJLNxKroceOI735GPECF0AgKPJHFGygfdvo3BVwBi7L5oeWodP368UvNs2rRJaGwx1GQAcKg5HKD+tVC9RErhGAIMds2ptBmLERlNcIwYbVzGNwcMAPrmi5EaIw4YAIwRo43L+OaAAUDffDFSY8QBA4AxYrRxGd8cMADomy9Gaow4YAAwRow2LuObAwYAffPFSI0RBwwAxojRxmV8c8AAoG++GKkx4oABwBgx2riMbw4YAPTNFyM1RhwwABgjRhuX8c0BA4C++WKkxogDhjlWjBgdyWW46o0eFJT9Pj0haMtItC1Se3t6xZps9X0JmlwzP8ht12fCgPNaLldB/Ty3k7CUtKAg/NVwetUGAHVOxOm2oqJCLWAfMwbrY4aIzGazNJ2ukNxurMMJRKOminnCXPVBdGFp6MSJkZntGwAMxPBhPF9bWyO5eblqja/nCjVNFtXU4HxuLtaMYDWdLhm97lcXlky+dPmSTJwwUZQrNWc+1mSyJkvbO/8gpeP6/f1YZn1THPdaxH75U2dObWNd8qTUFc5S1tKUyrSg5hrkcMkAYLici0G52to6tQid4Hv//ffVijma39NzAl1ztLa2YelkL9aQXJSNGzcqqfTiiy/Kj3/8Yxk9arQ88eQT8vbbu3CnJjlx4oTy58PF6suwtrjq7FnZ+9FH8otf/FLyAHIL3H24kzkXi9Pw8wYg8yhvqNhyaegXX3whDz74oHvRkPaNQUhI7IptZn3xOgG4Zu0aOXPmjJSWlcHJ5bOq/7UWaVykzsXslIRcVE6A0ncjva0SnPShtWHDBpk5c6YCKhe7H0Szno0lmEyn7xhP6ep8xiSrOOy+3d8xv/7rVH6yw+dL8N6x3K5hOKjsZ0a43rH6a/C/t3/ffsnO8fJqAEixyVNriQkvrN0106MBQKFGGc7qtHEH4UcyIY9ZCOh+cogFq/FsAG1Kcoo0vf5nsnAs1oMHIDbBZ4v/wpWrra1VystXwztbR1jeyowm2MXK+NvRJaAaxQJJ9P1HRNl77drNKnTZcbpH+QxUaEMe3Z8gT6syLKbyOitw5um1afVwSWjJsz+T5N7Ag5DWkSWaxNTvhYvqIyALkRsq6eI31HLRzM8RmE7Xrl3HOtqbmiN0Om90Om1U58EoxXsc6C+G6dlZ2fr7cm1Vfh65lb/Z2IAlj6mShqZuzpw5A5Y/Wq3d6uvXykb3b1d3l6T1pgE8dEVpksyRma51wtr7d+DanRiERGP55Azp56jv56Cjo8b6a9Lb3q7uiR8GW0NiyP19+C7tO9USjpPHeGiC+Ti8dzp6bGxqUI4eB+illAjQH1w74IvLgfeBAy/Mk7IsL+c7ela3bekjP5RbJXT+Y5JTp0/J4kWrBJhUNLEYOrje8JoerYbB/7KptUFKUXpR19cOd2vw6a36cvSYQLds7PcVFxdHRSc3+N3AYwuabKpdTpw4qe6J0pXeunQM6dtA9bifv++bYHdHj1zZ/9Zbb6pmZz065lz0TQ8ExysrZfnKlfL5Z5/JM888g5faK7Oz7VKY2f/4qX/9S+lrviI9H/3MnT+SbDVLI/tXoAKMLK9duwkXtqNQB3wmwUnUUNKSJUtkD55h1KhRYgYYr9RcUUFxOOBohxSigpog5AAjVtTd1a28OfBzph+blStXRHTp/jcQUTXDV1h3qMg7OA6A0UNAd3ePAhu9fNJxI1f4n4PaobS0VHmg8uyMa/dO8Pmj/lGiQxquVsuk4lEqK9RnQ0r0EzN37lzZt2+fknLz5s1Tnku9L0rvqfzFguixlSPf9jt34JtwacSXvP8B6HT0SE7Mxws6deqUcmXLpoHOHe+AUQQg9WQff7xXRSRKgxNub6K+y3EXzsJ9UD8A4dzzeh9GfT4yDVFSSUmJ8DcYhTsCHaxOf+fKpMzfqbDS738AQrWgAIL+CDvq27ZuVYNGDDmUnota/ySoKXp6umXNn6+VNihve9O6JTMHjsVtt1xMs1/6xLXvvsM+pgZAXACjmMLCyEZ97nWHs89mr76+HkXRCDoHS73Q/Vmd4phNI+5UI+eBnqZvXSfdBlt6IY88IZTvQavDFibUmDMJAcBgHD16d5DTfvixWAN42Sfwzl24iAEAx4eEN3wam12vV3uPMfxbUXEILzhfhnJeWH+cVIR2qDnwOxmNUX5AGjVFzEXzNN+GGBUrz60BC2kZEgKAuqNHO3RSKvwBPNBzeojKV3bS/VEwThsLEMSRc6gKfsBeJPOe/u4jmHQ1L5ybg+tDeewcFGnlNDHVgtAK7Afy+en0XKfKymOyePESCDjtw6k6XSWzZvVHOTiGAdpiTOuRmHfRosVq32qxSsa+HVLg5l0/afISMWePE1NekcdgLXntD6TWNlv5MazFwGjcuHGK96qiAH/uewAqR4/QQ7E1oSS8B0ePZGhd3VU16T4YAAPwRp2m5KTil7rFltstypF4MOWincd9Xngv+rKXqi9JZ2cnQFMp69evV+CjL8Fq+BYsHFeI/vB8eelHL8ljjz2Gj3GRvPbaa2r+ePfu3eqj5Md5/PhxJU2pHaBah33JN998C9FO/1PNmiS7ocOUmilJU5Yq4CWXPz/g8fSPIi8nV80PU/sQDN33c8HK0SP6RVSSWhBohSoWjoabmhoRmXJqMDwYNM/ly5elF3VTD2fGtJd3Uz5o4Sie1GdF+KLLV5XLkSNHEE9knjz33HNqZPzEk08qJ5dJliTlZPLAgf1w8ztFAYtlFixYIFVVVYhkOkONrGdMn67KUtXDQVoHRrZ90CmyH5eamuY1bYd+ZRd8doMIvp6Dvx7wZPz4eR2+By2O8oAsPhMSZi54z4d7pHhS8ZA0kWyqqemnJ3tvGsq5YPdrURXj7Ziczar7vDDnhAlUfogEhAW6Qyqq9QEGB2SapNKabUpBe59dfVgMfqPNL2tXpVL/zr8ulPFuulL3+3HfT17zAzmTvwpJrBdxaxDyix9JMOQmZIPJHr951q1fF783F4U70yWgAhPeM2ch+L5V94C76t3b1GndXIqtgT544glKJ+/y7LrYRJtt4UlVLUb7V9GXm/zYPyMoW+Cp2pbMaQA2gO4s77CzluAoYQCoP64vNYU65+QJ35OLPc4DPU3fanXhKAg1RVfXPfn0k3TtxaHgeMTuoJFmtIkApNEA54V5sfFFEyQLsdzciYMQl1tdPiQfCEQTLQbDCZ3KAs8PQ9I2Qi3Ui4jvJF6SQXiCpYQC4FCoKZq/Oia59xC6wg+t5aTIdfxGl4h5/BxlEPHpp/XCvlU0SZOAmqQqKBgzAHz88BjCi00yuwsMs0XjCY6KOSM0e/bQhLtgc19cXKwMXnXEjx3jX/PgzZOEAaA/NQXVDLQAZl/IXc2gM4JfrJKITmnBA44saXFMav6vv5fSIs1UPWkyVRSwrRs1WfpuXhZTcrrYvtqn8jnyp0rDo4hICYUwpQ3N1amOiBYR0B9iXng05oV9WTAxlANHtfRyzym89Ix0qUQwQz4bQ4ANJd3DaJx2hWQhP4RQ5ocTCID95usffPCB1NbWypMYGX6KwH1fwmycpuOUBCdPnpKPYIpO1QVBSYnBZo1laFn8GUbQVqtVGTFQ6liTNGRSDWHGWghu2eGi+sA0EqvCnADkC9b7XpyPppokmgAkqOZxXvjjjzHYmoR7tylraF5XJ/2j0Y/dt9rsiXtK9PYbYKHTgdBhHR33VOy6UGpOGAC6Oul4+jVr1shTTz0l3//+C5o+C4CgxUh+fr5SllJ1wbBUk4qLZd/+/UoxyzTG6cjPz5PpiLPG/habL52UGgIjRsfdW2LKRLsL6Ydho35abbURppYUSj/Io5JBDvzNC8dyLtjX7ZVhmUC495CQAKQBwo4dO1TEn+3PbUfTQClGMGGP0gsqBxtmTRinbT70Y5RclIRVZ6pk8+bNCrQEkzeIeo/u8sV/lcbxowcAIT0NCsyBxAMgcMaFOmlp6J/RmBPHCnqqJe1XM5A1nN2gWTpPETwMecpJdSboao7Sv/uVJHfWBuRke26pBkAN5wMUuQEr+JpmSCgABlJThPeOpw9QRVDTz4U8CrmolM0/7Q6pd9PVJEwzKDAHEgqASuJBevlSUwRmRfA5zp8/r1ah3cXcKa2UZ8+arXRt6ekZHJ8o6WkAMDh+3vdzwfpjUk1xAxHF2ZT6UlPo+aKxpZqF6h3q3VJh3HoM6g5KX8408PpMX7VqVTQulfB1JIwEDEZNEa23ScsRDlbcqaW1RZmp19VclvLca+iDfls7/cUb2paRwkFvOA+3a4faOfz9/e8RG3yM9jtwAKv2nMuBaWlfXi5ScWiXPLNtK3ImFiUMAPla/KkphvKV6cYIb77lBMjhHbgcpsjqDmuXrTuibZ0ArK7WDmGyqIjHy5cLYgeLcB+tutrC/gEmVgJJKsK8JdNL5PDRo7J82TKtYIL8TZgmOG7eR/N5TJ/g50UXgS7+YA2lfvpprCCA2ZhIA5Z68kcj7VtYKQDvGujLCsyutPNULRWMxjKCBCNLgj3PsD0O513bAJKsLW953kMRxBsJ4KPxAAHni156qT+VEtGbKg6NkGlRsG/0rne4jw0ARvAGfvXrnVJ3tR6zKi/IwgUDbQXdq44UPCtX+ECl+wXu0/3/B/k3NR9ovW5MAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="Geometry Slider"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="circle, radius: %&apos;r&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="up"></block><block s="doFor"><l>i</l><l>1</l><l>360</l><script><block s="down"></block><block s="gotoXY"><block s="reportVariadicProduct"><list><block var="r"/><block s="reportMonadic"><l><option>cos</option></l><block var="i"/></block></list></block><block s="reportVariadicProduct"><list><block var="r"/><block s="reportMonadic"><l><option>sin</option></l><block var="i"/></block></list></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="Lissajous a: %&apos;a&apos; b: %&apos;b&apos; kx: %&apos;kx&apos; ky: %&apos;ky&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="up"></block><block s="doFor"><l>i</l><l>1</l><l>360</l><script><block s="down"></block><block s="gotoXY"><block s="reportVariadicProduct"><list><block var="x size"/><block s="reportMonadic"><l><option>cos</option></l><block s="reportVariadicProduct"><list><block var="kx"/><block var="i"/></list></block></block></list></block><block s="reportVariadicProduct"><list><block var="y size"/><block s="reportMonadic"><l><option>sin</option></l><block s="reportVariadicProduct"><list><block var="ky"/><block var="i"/></list></block></block></list></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="Elispe Horizontal Radius %&apos;a&apos; Vertical radius %&apos;b&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="up"></block><block s="doFor"><l>i</l><l>1</l><l>360</l><script><block s="down"></block><block s="gotoXY"><block s="reportVariadicProduct"><list><block var="a"/><block s="reportMonadic"><l><option>cos</option></l><block var="i"/></block></list></block><block s="reportVariadicProduct"><list><block var="b"/><block s="reportMonadic"><l><option>sin</option></l><block var="i"/></block></list></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="Linear Equation slope %&apos;a&apos; Y intercept %&apos;b&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="up"></block><block s="doFor"><l>i</l><l>-1000</l><l>1000</l><script><block s="down"></block><block s="gotoXY"><block var="i"/><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="a"/><block var="i"/></list></block><block var="b"/></list></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="Parabola Vertex x value %&apos;h&apos; y value %&apos;k&apos; a value %&apos;a&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="up"></block><block s="doFor"><l>i</l><l>-1000</l><l>1000</l><script><block s="down"></block><block s="gotoXY"><block s="reportVariadicSum"><list><block var="i"/><block var="h"/></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="i"/><block var="i"/><block var="a"/></list></block><block var="k"/></list></block></block></script></block><block s="up"></block></script></block-definition></blocks><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" id="159"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="160"><item><ref mediaID="Stage_cst_XY Grid"></ref></item></list></costumes><sounds><list struct="atomic" id="161"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="1000" y="17000000" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="80,80,80,1" pen="tip" id="166"><costumes><list struct="atomic" id="167"></list></costumes><sounds><list struct="atomic" id="168"></list></sounds><blocks></blocks><variables></variables><scripts><script x="27" y="264.83333333333314"><block s="hide"></block><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><custom-block s="Elispe Horizontal Radius %n Vertical radius %n"><block var="Horizontal radius"/><block var="Vertical Radius"/></custom-block></script></block></script></block></script><script x="30" y="424.83333333333314"><block s="hide"></block><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><custom-block s="Linear Equation slope %n Y intercept %n"><block var="slope"/><block var="y intercept"/></custom-block></script></block></script></block></script><script x="290.107421875" y="54.833333333333144"><block s="hide"></block><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><custom-block s="Parabola Vertex x value %n y value %n a value %n"><block var="vertex x value"/><block var="vertex y value"/><block var="vertical stretch"/></custom-block></script></block></script></block></script><script x="524.8173828125" y="288.33333333333314"><block s="doSetVar"><l>vertical stretch</l><l>0.5</l></block></script></scripts></sprite><watcher var="y size" style="slider" min="0" max="150" x="3.537499999999909" y="324.99999799999995" color="243,118,29" hidden="true"/><watcher var="x size" style="slider" min="0" max="200" x="2.0499999999999545" y="288.999998" color="243,118,29" hidden="true"/><watcher var="kx" style="slider" min="1" max="20" x="3.074999999999818" y="3.1250000000000284" color="243,118,29" hidden="true"/><watcher var="ky" style="slider" min="0" max="20" x="0.10000000000013642" y="65.13749999999999" color="243,118,29" hidden="true"/><watcher var="radius" style="slider" min="-100" max="200" x="371.6569010416665" y="27.66250000000001" color="243,118,29" hidden="true"/><watcher var="Horizontal radius" style="slider" min="0" max="100" x="101" y="4" color="243,118,29"/><watcher var="Vertical Radius" style="slider" min="0" max="100" x="103" y="47.000001999999995" color="243,118,29"/><watcher var="y intercept" style="slider" min="0" max="100" x="152" y="317" color="243,118,29"/><watcher var="vertex x value" style="slider" min="0" max="100" x="310" y="260" color="243,118,29"/><watcher var="vertical stretch" style="slider" min="0" max="100" x="319" y="295.000004" color="243,118,29"/><watcher var="slope" style="slider" min="0" max="100" x="145" y="279" color="243,118,29"/><watcher var="vertex y value" style="slider" min="0" max="100" x="284" y="180.000002" color="243,118,29"/></sprites></stage><variables><variable name="radius"><l>16</l></variable><variable name="kx"><l>5</l></variable><variable name="ky"><l>17</l></variable><variable name="x size"><l>200</l></variable><variable name="y size"><l>94</l></variable><variable name="Horizontal radius"><l>30</l></variable><variable name="Vertical Radius"><l>100</l></variable><variable name="slope"><l>0</l></variable><variable name="y intercept"><l>100</l></variable><variable name="vertex x value"><l>0</l></variable><variable name="vertex y value"><l>0</l></variable><variable name="vertical stretch"><l>17</l></variable></variables></scene></scenes></project><media name="Geometry Slider" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="XY Grid" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_XY Grid"/></media></snapdata>