<snapdata remixID="9193484"><project name="U1L3-Squiral " app="Snap! 5.4, http://snap.berkeley.edu" 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</thumbnail><stage name="Stage" width="480" height="360" costume="2" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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QIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC" id="3"/></item><item><costume name="XY Grid" center-x="240" center-y="180" 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garGks1EULniMzsQADsLvWJpu6I6auwHPQdXZ4HGiMzGAeZ5Bd0Q3NFq8QHNuwAFRiyWdjaJwwWN0JgZwEH7H0nRDd9TcDXgOqs4GjxOdiQHM8wy6I7qh0eIFmnMDDohaLOlsFIULHqMzMYCD8DuWphu6o+ZuwHNQdTZ4nOhMDGCeZ9Ad0Q2NFi/QnBtwQNRiSWejKFzwGJ2JARyE37E03dAdNXcDnoOqs8HjRGdiAPM8g+6Ibmi0eIHm3IADohZLOhtF4YLH6EwM4CD8jqXphu6ouRvwHFSdDR4nOhMDmOcZdEd0Q6PFCzTnBhwQtVjS2SgKFzxGZ2IAB+F3LE03dEfN3YDnoOps8DjRmRjAPM+gO6IbGi1eoDk34ICoxZLORlG44DE6EwM4CL9jabqhO2ruBjwHVWeDx4nOxADmeQbdEd3QaPECzbkBB0QtlnQ2isIFj9GZGMBB+B1L0w3dUXM34DmoOhs8TnQmBjDPM+iO6IZGixdozg04IGqxpLNRFC54jM7EAA7C71iabuiOmrsBz0HV2eBxojMxgHmeQXdENzRavEBzbsABUYslnY2icMFjdCYGcBB+x9J0Q3fU3A14DqrOBo8TnYkBzPMMuiO6odHiBZpzAw6IWizpbBSFCx6jMzGAg/A7lqYbuqPmbsBzUHU2eJzoTAxgnmfQHdENjRYv0JwbcEDUYklnoyhc8BidiQEchN+xNN3QHTV3A56DqrPB40RnYgDzPIPuiG5otHiB5tyAA6IWSzobReGCx+hMDOAg/I6l6YbuqLkb8BxUnQ0eJzoTA5jnGXRHdEOjxQs05wYcELVY0tkoChc8RmdiAAfhdyxNN3RHzd2A56DqbPA40ZkYwDzPoDuiGxotXqA5N+CAqMWSzkZRuOAxOhMDOAi/Y2m6oTtq7gY8B1Vng8eJzsQA5nkG3RHd0GjxAs25AQdELZZ0NorCBY/RmRjAQfgdS9MN3VFzN+A5qDobPE50JosB/O3v/vBFzR/+9MenqkoTkKLLs6DQeDxLB8p9lzbg2X06Y//Oxs9TQWL3DCZ7Hv/NAL5Z4POnn9X9/P7xv1d/3vOMdK51PnOueavG6drrr+84/+mjzfePtq//fOuW52vOXzufPf95j8B7ZJnh2mcYegZdntXjrQAeNr/O2S6szsZC+FayY4f33ibOiOMDeA+M62u/fAOw7xuBvQG85XoD+JtdT0xenFMgFsDO2W5oBvCgAN7jvZWM+MLkh3/6++XxiuyW5/zLI1uu35oRXwXw3YP3viu5JcQWCy+du7zX5Qa8B87H/e9ttGtiLm3MWwXeIsFM1/gkw6J1HcDD5tc52w361WdjmPeulX8gI7YE8Ol2z8qIfQF8awP95WXkwkvS94Q9he6ADfiZ4u6e4AkOvPqTDA3RrgDeM78G8G7Urz4bq0vJWpDeeivywYx4nQBe+q7ll4D+eBN2LbAvX88fFMCXIXz9fu5122sb8fn6VbPtHt85Drz6kwyN0rAAXts6Nr7CteUzFrfmscMrTa8+G6vPiRs99IsV18J36RvKi3NbA/hZGbFvA97zxvi9Z6p7IK7vcR3ghe/MnyUu7cl6RD+v/iQzQsORNXYF8J75dc52Y3r12Si/BH1L6UEZ0SeA1wZy63c3W6/b8N3NF25X9ZZMsPQd9trG2+E7893PJHcOvPqTzEgtR9TaHMB753fleufsa3qvPhuLAfyo9/YucysbMMm74z4FvTVY1zbcS7HX3jO48fL2o+Jebsvn8v4Y0t+gvPqTzIjQHFlj2Keg773d45xtQuZsFD8FvRTQX70tcvU25tKSdvn3cO9uD+BNFhx/0V5Tr74PMaDFI+4xoM1Iib08Ik1Y9BcFNgfwYM2OmIEj7jFSFmeD9Us4TmxvMTnCV1vv0e43YZ0eePK3d20VduRgk2r5JEOicfrxif9+e3//9VdNpX3qnPkS9NIkpL23ZwKXApiSEf4u6D00vfbmd5TK8jwF/McYnqf99Z395pTD4twJnYkBzPMMuiO6odHiBZozgAOiFks6G0XhgsfoTD7927///j25jj+qLV3ARx/fbOflwSF2fqnv1BF5hjmKZTtxNrL6VqqTmZzm90sAkweYLGDFELOfkQeD4GX4njsyhJ/Lxtl4rv637k5lcp7fXwKYGsJUAXlWO6YjeRyj87273ApfQ/j5XJyN5zO47oDI5HJ+/z6A//E/cAr+9A//8vbN//0Xrq9XbUgezyf/7f/+frGJH4Az/HzFjunA2ThG5z13ITK5nF834D00vdZPQQM84AYMgHCjBeK2xVTquK6ITG5uwNT3j4gCHmcf3p3kwWDie8AMDpddOBsy2arA370HTA3f04PR1FuRHnOdPI7Rectd/BT0FpUGX/M///n29s//erOoszFY663lJmXy5VPQ7+9r/0DfVhUeuG5SAR94xPyjC0x8kmGh8+eAD+Jxmofr/66C2Nk4iMX5Ng2YPDeAGwh4sOXyt1th4pNMHsGeOxjAe9QqXnueiXPgXs7IRQg7G0V9K8eaMHleADcRsOId7JkNTHySYdEzgA/gcT0Xp1ve+Dtn4wAW19vv5asQEzLhBLCmPtC9C7fa8ETjk8zzMV12YAAfwOPeXJxu/xECzsYBLLYE8ERMmAE8kYAHWi5/qw1PND7J5DHsuYMBvEetHddefwbCb053iBe6lMxk6d+uP0lx52vHBfCtD/Vo6pBTN5YtMDGAN2p70GUG8GChlz4Dcet936vnL2djMIvrbfey/OlVBxqTW0F7L5jf3g74FPS9D/XQBAz5B1f2ASY+ybBoGsADeax9BsIPKA4Ue2OpmZjgAnhNvBMDTb3RiYMue5CJATyIw6AyBvAgIS+fi1Y+2PPlOevGzwI7GwNZXG+/szC5DOGV7ff0ELMvQW94ifkXZJo64N4bJR9k4pPMMZi23sUA3qrUhus2fAbiXhVnY4PGa5fseZ/3VGvhl6Kcb/MUJufgPTXx+cs/Nrj43/gAvhTwQUOfun6KgGsmmfnrDzKRBwu+AVzgcWsG9m5cN27rbBRYXOt+/vOWjdcAvhD8+qXk6x9aXxN0gZ2mHmDq6+8S92zBV7eXxwM8AkcN4IKotz57cisI7j2HGcAF4ReOLL0tdu8Xn9z7JuriNoc/Xz3lJeh7Am74oNU9kocLOM5Wz6+09ETzABN5PB/rZQcG8E4eK585+VJtyzUG8E7h71y+92XnW1syYYF72oew1gQsGvqkqU/4RZ+vab72dYKhiw/9lY4ZwDtpr71Fdllu4XMpS3f0uWoni8tXHba+Qkpmgg3gJaE38NLUG0S6dcnWJxqyoYsP/ZWOGcAP0r589W7nLFzf2eeqB1lc5sTp/1/+rO/Kh62e/k0R6hdxXJv6LGaBj6YuiLYUyJempht60MPuXsYAfpBw8ZWgW3f1uepBFtcBfP5z8bnqdJzOZPynoE+PeukDWQU+dAELD+k5RwY90cjjOfiW7moAP8jj3geydpZ2NnYKdm9RGBC+rxnAA8N3BgEHWO6YEoOeaHySOQbX1rsYwFuVunHdxk/Sbr2Ds7FVqTvXvRiTxzbgB36cZSsqTb1VqY/rwkzksZNH+HIDOCzwjvLOxg6xDrqUzqQewIM2qjUOdAHX+j/06wcwkcehRFdvZgCvSnTYBc7GYVJvvhGdSS2AB79McE9NuoCbnZC+8CAm8kiD3FffAN6nV/JqZyOpbq02nUktgGtalE7RBSw9qIkPyYMFzwDm8HA2OCzOndCZGMA8z6A7ohsaLV6gOQM4IGqxpLNRFC54jM7EAA7C71iabuiOmt97TAYwh7izwWHhBjyIhaYeJOSgMvIYJOSgMgbwICEHlHE2Bog4uASdiRvwYODdy9EN3V3/68dnAHOIOxscFm7Ag1ho6kFCDiojj0FCDipjAA8SckAZZ2OAiINL0Jm4AQ8G3r0c3dDd9XcD5hJ2Nnhs6EwMYJ5n0B3RDY0WL9CcG3BA1GJJZ6MoXPAYnYkBHITfsTTd0B01v/eYDGAOcWeDw8L3gAex0NSDhBxURh6DhBxUxgAeJOSAMs7GABEHl6AzcQMeDLx7Obqhu+vve8Bcws4Gjw2diQHM8wy6I7qh0eIFmnMDDohaLOlsFIULHqMzMYCD8DuWphu6o+a+BzwHVWeDx4nOxADmeQbdEd3QaPECzbkBB0QtlnQ2isIFj9GZGMBB+B1L0w3dUXM34DmoOhs8TnQmBjDPM+iO6IZGixdozg04IGqxpLNRFC54jM7EAA7C71iabuiOmrsBz0HV2eBxojMxgHmeQXdENzRavEBzbsABUYslnY2icMFjdCYGcBB+x9J0Q3fU3A14DqrOBo8TnYkBzPMMuiO6odHiBZpzAw6IWizpbBSFCx6jMzGAg/A7lqYbuqPmbsBzUHU2eJzoTAxgnmfQHdENjRYv0JwbcEDUYklnoyhc8BidiQEchN+xNN3QHTV3A56DqrPB40RnYgDzPIPuiG5otHiB5tyAA6IWSzobReGCx+hMDOAg/I6l6YbuqLkb8BxUnQ0eJzoTA5jnGXRHdEOjxQs05wYcELVY0tkoChc8RmdiAAfhdyxNN3RHzd2A56DqbPA40ZkYwDzPoDuiGxotXqA5N+CAqMWSzkZRuOAxOhMDOAi/Y2m6oTtq7gY8B1Vng8eJzsQA5nkG3RHd0GjxAs25AQdELZZ0NorCBY/RmRjAQfgdS9MN3VFzN+A5qDobPE50JgYwzzPojuiGRosXaM4NOCBqsaSzURQueIzOxAAOwu9Ymm7ojpq7Ac9B1dngcaIzMYB5nkF3RDc0WrxAc27AAVGLJZ2NonDBY3QmBnAQfsfSdEN31NwNeA6qzgaPE52JAczzDLojuqHR4gWacwMOiFos6WwUhQseozMxgIPwO5amG7qj5m7Ac1B1Nnic6EwMYJ5n0B3RDY0WL9CcG3BA1GJJZ6MoXPAYnYkBHITfsTTd0B01dwOeg6qzweNEZ2IA8zyD7ohuaLR4gebcgAOiFks6G0XhgsfoTAzgIPyOpemG7qi5G/AcVJ0NHic6EwOY5xl0R3RDo8ULNOcGHBC1WNLZKAoXPEZnYgAH4XcsTTd0R83dgOeg6mzwONGZGMA8z6A7ohsaLV6gOTfggKjFks5GUbjgMToTAzgIv2NpuqE7au4GPAdVZ4PHic7EAOZ5Bt0R3dBo8QLNuQEHRC2WdDaKwgWP0ZkYwEH4HUvTDd1RczfgOag6GzxOdCYGMM8z6I7ohkaLF2jODTggarGks1EULniMzsQADsLvWJpu6I6auwHPQdXZ4HGiMzGAeZ5Bd0Q3NFq8QHNuwAFRiyWdjaJwwWN0JgZwEH7H0nRDd9TcDXgOqs4GjxOdiQHM8wy6I7qh0eIFmnMDDohaLOlsFIULHqMzMYCD8DuWphu6o+ZuwHNQdTZ4nOhMDGCeZ9Ad0Q2NFi/QnBtwQNRiSWejKFzwGJ2JARyE37E03dAdNXcDnoOqs8HjRGdiAPM8g+6Ibmi0eIHm3IADohZLOhtF4YLH6EwM4CD8jqXphu6ouRvwHFSdDR4nOhMDmOcZdEd0Q6PFCzTnBhwQtVjS2SgKFzxGZ2IAB+F3LE03dEfN3YDnoOps8DjRmRjAPM+gO6IbGi1eoDk34ICoxZLORlG44DE6EwM4CL9jabqhO2ruBjwHVWeDx4nOxADmeQbdEd3QaPECzbkBB0QtlnQ2isIFj9GZGMBB+B1L0w3dUXM34DmoOhs8TnQmBjDPM+iO6IZGixdozg04IGqxpLNRFC54jM7EAA7C71iabuiOmrsBz0HV2eBxojMxgHmeQXdENzRavEBzbsABUYslnY2icMFjdCYGcBB+x9J0Q3fU3A14DqrOBo8TnYkBzPMMuiO6odHiBZpzAw6IWizpbBSFCx6jMzGAg/A7lqYbuqPmbsBzUHU2eJzoTAxgnmfQHdENjRYv0JwbcEDUYklnoyhc8BidiQEchN+xNN3QHTV3A56DqrPB40RnYgDzPIPuiG5otHiB5tyAA6IWSzobRY2mEdgAAAm/SURBVOGCx+hMDOAg/I6l6YbuqLkb8BxUnQ0eJzoTA5jnGXRHdEOjxQs05wYcELVY0tkoChc8RmdiAAfhdyxNN3RHzd2A56DqbPA40ZkYwDzPoDuiGxotXqA5N+CAqMWSzkZRuOAxOpNPP/7443vw8VtaBVQgqMB33/317fvvfxW8g6VVQAVSCrgBp5RtWpf+HWVT2Rcflhswh7izwWFx7oTOxADmeQbdEd3QaPECzRnAAVGLJZ2NonDBY3QmBnAQfsfSdEN31Pwvf357+81vbz8yA5hD3NngsHADHsRCUw8SclAZeQwSckOZU/Be/3cdxAbwBiEPusTZOEjoHbehM3ED3gHTS9/e6IbuwugcvufAvQzjyxA2gDnEnQ0OCzfgQSw09SAhB5WRxyAhV8pcB/Dp8lt/ZwAfw2PLXZyNLSodew2diRvwsX6Y/m50Q08v8McDuBfAp0vOW7ABzCHubHBYuAEPYqGpBwk5qIw8Bgl5VebWB622bMEGcIZHpaqzUVEte4bOxA04y79ddbqhZxP83getbr3vex3KBjCHuLPBYeEGPIiFph4k5KAy8hgk5I33dO8F7uVd/RDWOAYjKzkbI9UcU4vOxA14DOeXqUI39EwgtrzEfH48Sz8L7AbMIe5scFi4AQ9ioakHCTmojDwGCbnwqealHzdauqsBPI7Ho5WcjUcVHH+ezsQNeDzz1hXphqaKf2vbPfW6Zwu+9dgMYA5xZ4PDwg14EAtNPUjIQWXkURNyabPd8kGre3c0gGs8EqecjYSqj9WkM3EDfozvy52mG5oIZO1XSq593QAmUv26J2eDx4nOxADmeQbdEd3QRPEuP0C19FL0+eXopX90YelxuQFziDsbHBa+BD2IhaYeJOSgMvJ4XMjLEL73Lx1tuZMBvEWlY65xNo7Rec9d6EzcgPfQ9Fr/MYYBHnjkJefr2xvAA4AMKkF/sh/0MKcqQ2diAE9lp+c3Szf08xVa72Dvjxrdq2gAr+t91BXOxlFKb78PnYkBvJ2lV775zxHuMcGjP2K05V4G8BaVjrmG/mR/jAqsu9CZGMAsv+C7oRuaIuDILdcNmEL1fh/OBo8TnYkBzPMMuiO6oQni3fuk8+j+3IBHK1qv52zUtUudpDMxgFPkm9alG7qp7IsPywDmEHc2OCzOndCZGMA8z6A7ohsaLV6gOQM4IGqxpLNRFC54jM7EAA7C71iabuiOmvse8BxUnQ0eJzoTA5jnGXRHdEOjxQs05wYcELVY0tkoChc8RmdiAAfhdyxNN3RHzd2A56DqbPA40ZkYwDzPoDuiGxotXqA5N+CAqMWSzkZRuOAxOhMDOAi/Y2m6oTtq7gY8B1Vng8eJzsQA5nkG3RHd0GjxAs25AQdELZZ0NorCBY/RmRjAQfgdS9MN3VFzN+A5qDobPE50JgYwzzPojuiGRosXaM4NOCBqsaSzURQueIzOxAAOwu9Ymm7ojpq7Ac9B1dngcaIzMYB5nkF3RDc0WrxAc27AAVGLJZ2NonDBY3QmBnAQfsfSdEN31NwNeA6qzgaPE52JAczzDLojuqHR4gWacwMOiFos6WwUhQseozMxgIPwO5amG7qj5m7Ac1B1Nnic6EwMYJ5n0B3RDY0WL9CcG3BA1GJJZ6MoXPAYnYkBHITfsTTd0B01dwOeg6qzweNEZ2IA8zyD7ohuaLR4gebcgAOiFks6G0XhgsfoTAzgIPyOpemG7qi5G/AcVJ0NHic6EwOY5xl0R3RDo8ULNOcGHBC1WNLZKAoXPEZnYgAH4XcsTTd0R83dgOeg6mzwONGZGMA8z6A7ohsaLV6gOTfggKjFks5GUbjgMToTAzgIv2NpuqE7au4GPAdVZ4PHic7EAOZ5Bt0R3dBo8QLNuQEHRC2WdDaKwgWP0ZkYwEH4HUvTDd1RczfgOag6GzxOdCYGMM8z6I7ohkaLF2jODTggarGks1EULniMzsQADsLvWJpu6I6auwHPQdXZ4HGiMzGAeZ5Bd0Q3NFq8QHNuwAFRiyWdjaJwwWN0JgZwEH7H0nRDd9TcDXgOqs4GjxOdiQHM8wy6I7qh0eIFmnMDDohaLOlsFIULHqMzMYCD8DuWphu6o+ZuwHNQdTZ4nOhMDGCeZ9Ad0Q2NFi/QnBtwQNRiSWejKFzwGJ2JARyE37E03dAdNXcDnoOqs8HjRGdiAPM8g+6Ibmi0eIHm3IADohZLOhtF4YLH6EwM4CD8jqXphu6ouRvwHFSdDR4nOhMDmOcZdEd0Q6PFCzTnBhwQtVjS2SgKFzxGZ2IAB+F3LE03dEfN3YDnoOps8DjRmRjAPM+gO6IbGi1eoDk34ICoxZLORlG44DE6EwM4CL9jabqhO2ruBjwHVWeDx4nOxADmeQbdEd3QaPECzbkBB0QtlnQ2isIFj9GZGMBB+B1L0w3dUXM34DmoOhs8TnQmBjDPM+iO6IZGixdozg04IGqxpLNRFC54jM7EAA7C71iabuiOmrsBz0HV2eBxojMxgHmeQXdENzRavEBzaxvwt7/7w5e7/vCnPwbuPm/JhC7OBs8PdCYGMM8z6I7ohkaLF2juXgDfDJnPn37u4vP7x/9e/flWj+cz56+dz9649tNHufeP8td/3ivBvfPnr51rnu95/vPa10eHsLOxl27+ejoTAzjvgVZ3oBu6ldgbHkw8gHcG9sgAvgzQpXBdCvotfRjAGww2+SX05ysDeHKDHd0+3dBH6/Hs+y0F8N1wubfRrgXu9dfvbMG3NtO9G/HS9WsBu/b1c28jQ9jZePY0fH1/OhMDmOcZdEd0Q6PFCzRXCuAvL0EvvPQ8SQCfHsK9l5gN4IDZJixJf74ygCc01TNbphv6mdo8497DA/j6QawF8sKD3rrprr1P6wb8DFf1uSf9+coA7uO1Qx4J3dCHiAC6SSmAd3yo6qtNecNL0Jfb6fV7t3ulM4D3Kub1lwrQn68MYP26SwG6oXc9mAYX7w7gtY1259eX3kPdGpxrCLbWWXvJeamO7wGvEZj76/TnKwN4bn8d3j3d0IcL8uQbDv8U9K0N987GnAzgrS9PnxH4Y0hPNiPw9vTnKwMYaBpyS3RDk7VL9LY7gAc3MXKDHNzaarnRvTsbq5IffgGdiQF8uCXmviHd0HOru7/7Z/8mrFOIzfhbtkaH74mcs7Hfv+kTdCYGcNoBzerTDd1M7tWHsxbAqwW8YJgCzsYwKYcVojMxgIehfo1CdEO/BoWfH+V5izv9/xm30G6snA0eUToTA5jnGXRHdEOjxRvY3GX4nssawgMFLpRyNgqihY/QmRjAYQN0K083dDe9bz2eW+FrCD+fvLPxfAbXHdCZ/D+U4BtGodrzEwAAAABJRU5ErkJggg==" id="4"/></item></list></costumes><sounds><list struct="atomic" id="5"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="108.27462596136797" y="-12.29503168523189" heading="269.9999999999993" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="204,0,25.75999999999415,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="doFor"><l>i</l><l>5</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>1</l></block></script><comment w="90" collapsed="false">This is a test for the i variable</comment></block></script><script x="20" y="95"><block s="receiveKey"><l><option>up arrow</option></l><comment w="90" collapsed="true">Press the up arrow key for the p6. ITT </comment></block><block s="clear"></block><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>50</l><script><block s="doRepeat"><l>4</l><script><block s="forward"><block s="reportProduct"><l>4</l><block var="i"/></block></block><block s="turn"><l>90</l></block></script></block></script></block><block s="up"></block></script><script x="20" y="375"><block s="receiveKey"><l><option>down arrow</option></l><comment w="90" collapsed="true">Press down arrow for regular pinwheel</comment></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>0</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>0</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block></script><script x="20" y="641"><block s="receiveKey"><l><option>1</option></l></block><custom-block s="pinwheel Branches %s Size %s Backup %s"><l>8</l><l>100</l><l>75</l><comment w="90" collapsed="true">Base for Asterisks and Polygon . This is the abstraction for the pinwheel. Size and Backup variables located in here.</comment></custom-block></script><script x="20" y="714"><block s="receiveGo"><comment w="90" collapsed="true">Here to make art colorful :)</comment></block><block s="doForever"><script><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block></script></block></script><script x="20" y="816"><block s="receiveKey"><l><option>space</option></l><comment w="90" collapsed="true">Press space for colorful spiral.</comment></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doFor"><l>#OfTurns</l><l>1</l><l>1000</l><script><block s="forward"><block s="reportProduct"><block s="reportQuotient"><l>1</l><l>100</l><comment w="90" collapsed="true">Adjust this for different shapes. Greater # = more lines.</comment></block><block var="#OfTurns"/></block></block><block s="turn"><l>4</l></block></script></block></script><script x="20" y="1030"><block s="receiveKey"><l><option>right arrow</option></l></block><custom-block s="Asterisk Branches %s Length %s"><l>5</l><l>80</l><comment w="90" collapsed="true">Asterisk abstraction. Adjust the values for change in Asterisk.</comment></custom-block></script><script x="20" y="1103"><block s="receiveKey"><l><option>left arrow</option></l></block><custom-block s="Polygon Branches %s Length %s"><l>8</l><l>80</l><comment w="90" collapsed="true">Polygon adstraction. Adjust values for differnt polygons.</comment></custom-block></script><script x="20" y="1176"><block s="receiveKey"><l><option>2</option></l><comment w="90" collapsed="true">This command will count from 0 to 99.</comment></block><block s="doFor"><l>Tens</l><l>0</l><l>9</l><script><block s="doFor"><l>Ones</l><l>0</l><l>9</l><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="Tens"/><block var="Ones"/></list></block><l>.3</l></block></script></block></script></block></script></scripts></sprite><watcher var="branches" style="slider" min="1" max="100" x="28.999999999999773" y="19.999999999999986" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel %&apos;branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="pinwheel Branches %&apos;Branches&apos; Size %&apos;Size&apos; Backup %&apos;Backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="setHeading"><l>270</l></block><block s="doRepeat"><block var="Branches"/><script><block s="forward"><block var="Size"/></block><block s="doWait"><l>0</l></block><block s="turn"><l>180</l></block><block s="forward"><block var="Backup"/></block><block s="turn"><l>180</l></block><block s="doWait"><l>0</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Branches"/></block></block></script></block></script></block-definition><block-definition s="Asterisk Branches %&apos;Branches&apos; Length %&apos;Length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel Branches %s Size %s Backup %s"><block var="Branches"/><block var="Length"/><block var="Length"/></custom-block></script></block-definition><block-definition s="Polygon Branches %&apos;Branches&apos; Length %&apos;Length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel Branches %s Size %s Backup %s"><block var="Branches"/><block var="Length"/><l></l></custom-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;pt:captura _ _&#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;pt:lança _&#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;pt:captura _ _&#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;pt:lança _ _&#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="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;pt:se _ , então _ e faz pausa em tudo $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;pt:ignora _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="cascade %&apos;num&apos; times %&apos;function&apos; %&apos;init&apos; %&apos;#&apos;" type="reporter" category="control"><comment x="0" y="0" w="138" collapsed="false">Call f(f(f(...(f(x))))) n times where the three input slots are n, f, and x from left to right.  The # variable can be used inside f to represent how many times f has been called.</comment><header></header><code></code><translations>pt:o resultado de _ invocações em cascata de _ com argumento inicial _ _&#xD;</translations><inputs><input type="%n"></input><input type="%repRing"></input><input type="%s"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block var="init"/></block><block s="doSetVar"><l>#</l><l>0</l></block><block s="doRepeat"><block var="num"/><script><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doSetVar"><l>result</l><block s="evaluate"><block var="function"/><list><block var="result"/></list></block></block></script></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="cascade until %&apos;pred&apos; %&apos;function&apos; %&apos;init&apos; %&apos;#&apos;" type="reporter" category="control"><comment x="0" y="0" w="90" collapsed="false">Call f(f(f(...(f(x))))) until condition is true, where the three input slots are condition, f, and x from left to right.  The # variable can be used inside f or condition to indicate how many times f has been called.</comment><header></header><code></code><translations>pt:o resultado da invocação em cascata até que _ de _ com argumento inicial _ _&#xD;</translations><inputs><input type="%predRing"></input><input type="%repRing"></input><input type="%s"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block var="init"/></block><block s="doSetVar"><l>#</l><l>0</l></block><block s="doUntil"><block s="evaluate"><block var="pred"/><list><block var="result"/></list></block><script><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doSetVar"><l>result</l><block s="evaluate"><block var="function"/><list><block var="result"/></list></block></block></script></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="compose %&apos;f&apos; %&apos;g&apos;" type="reporter" category="control"><comment x="0" y="0" w="90" collapsed="false">Returns the function f(g(x)) where f and g are the two inputs.</comment><header></header><code></code><translations>pt:a composição de _ com _&#xD;</translations><inputs><input type="%repRing"></input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="evaluate"><block var="f"/><list><block s="evaluate"><block var="g"/><list><l></l></list></block></list></block></autolambda><list></list></block></block></script></block-definition><block-definition s="repeat %&apos;action&apos; until %&apos;pred&apos;" type="command" category="control"><comment x="0" y="0" w="90" collapsed="false">Like the built-in REPEAT UNTIL block, except that the ending condition is not tested until the script has been run the first time.  So the script is run at least once.</comment><header></header><code></code><translations>pt:repete _ até que _ $loop-0.7&#xD;</translations><inputs><input type="%cs"></input><input type="%boolUE"></input></inputs><script><block s="doRun"><block var="action"/><list></list></block><block s="doUntil"><block s="evaluate"><block var="pred"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="repeat %&apos;action&apos; while %&apos;pred&apos;" type="command" category="control"><comment x="0" y="0" w="90" collapsed="false">Run the script repeatedly, as long as the given condition is true.  Runs the script at least once before testing the condition.</comment><header></header><code></code><translations>pt:repete _ enquanto _ $loop-0.7&#xD;</translations><inputs><input type="%cs"></input><input type="%boolUE"></input></inputs><script><block s="doRun"><block var="action"/><list></list></block><block s="doUntil"><block s="reportNot"><block s="evaluate"><block var="pred"/><list></list></block></block><script><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="repeat while %&apos;pred&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="90" collapsed="false">Runs the script repeatedly, as long as the condition is true.  Tests the condition before the first time the script is run.  Like the built in REPEAT UNTIL except that in this block the condition must be true, not false.</comment><header></header><code></code><translations>pt:enquanto _ , repete _ $loop-0.7&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doUntil"><block s="reportNot"><block s="evaluate"><block var="pred"/><list></list></block></block><script><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="repeat %&apos;num&apos; %&apos;#&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="171" collapsed="false">Runs the script the specified number of times, like the built-in REPEAT block, but this one provides the # variable that can be used inside the script.  Try&#xD;REPEAT (200)&#xD;                MOVE (#) STEPS&#xD;   RIGHT 92&#xD;with the pen down.</comment><header></header><code></code><translations>pt:repete _ vezes _ _ $loop-0.7&#xD;</translations><inputs><input type="%n"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doSetVar"><l>#</l><l>0</l></block><block s="doRepeat"><block var="num"/><script><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; step %&apos;step&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>pt:para _ de _ com passo _ a _ _ $loop-0.7&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>test</l></list></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doIfElse"><block s="reportLessThan"><block var="step"/><l>0</l></block><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doUntil"><block s="evaluate"><block var="test"/><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="let %&apos;a&apos; be %&apos;val&apos; in %&apos;loop&apos; %&apos;body&apos;" type="command" category="control"><comment x="0" y="0" w="238.66666666666669" collapsed="false">Provides LOOP as a function of one input that runs&#xD;the body of the LET with A set to the function input,&#xD;so the body can run itself recursively.&#xD;See COPY block in Variables for an example of use.</comment><header></header><code></code><translations>pt:tendo _ o valor inicial _ , executa _ definido como _&#xD;</translations><inputs><input type="%upvar"></input><input type="%s"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doSetVar"><l>a</l><block var="val"/></block><block s="doSetVar"><l>loop</l><block s="reifyScript"><script><block s="doSetVar"><l>a</l><block var="new value"/></block><block s="doRun"><block var="body"/><list><block var="a"/></list></block></script><list><l>new value</l></list></block></block><block s="doRun"><block var="loop"/><list><block var="a"/></list></block></script></block-definition></blocks><variables><variable name="branches"><l>82</l></variable></variables></project><media name="U1L3-Squiral " app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>