<snapdata remixID="9249288"><project name="1920 U7V1p1 Recursion Vee Demo (starter file)" app="Snap! 5.4, http://snap.berkeley.edu" 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</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="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><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="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-26.405642014368823" y="10.136176291336739" heading="306" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,0,57,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="27.666666666666657" y="10" w="592" collapsed="false">Updated by Dion Suarez on 02/21/20&#xD;Vee is an amazing idea by Paul Goldenberg&#xD;1920 U7V1p1 Recursion Vee Demo (starter file)&#xD;Week 10B: Recursion I &gt; Video: Recursion I &gt; Recursion: Vee Demo</comment><script x="27.666666666666657" y="99.9999999999999"><custom-block s="vee"><comment w="131" collapsed="true">Watch the video.</comment></custom-block></script><script x="27.666666666666657" y="136"><custom-block s="square"><comment w="326" collapsed="true">Build the blocks that are a part of this video.</comment></custom-block></script><script x="27.666666666666657" y="172.0000000000001"><custom-block s="star"></custom-block></script><script x="27.666666666666657" y="208"><custom-block s="hex"></custom-block></script><script x="27.666666666666657" y="244"><block s="doSetVar"><l>shapes</l><block s="reportNewList"><list><block s="reifyScript"><script><custom-block s="square"></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="hex"></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="star"></custom-block></script><list></list></block></list></block><comment w="107.6" collapsed="true">Initilize your list</comment></block></script><script x="27.666666666666657" y="296.99999999999966"><block s="receiveGo"><comment w="430" collapsed="false">This is called setup code. This early code on the top here says, when clicked, tell my sprite to go to the bottom center, show itself, if it had been hidden, put a pin down, clear, and point up.</comment></block><block s="gotoXY"><l>0</l><l>-100</l></block><block s="show"></block><block s="down"></block><block s="clear"></block><block s="setHeading"><l>0</l></block><custom-block s="vee"></custom-block></script><script x="27.666666666666657" y="481.9999999999997"><block s="receiveKey"><l><option>up arrow</option></l><comment w="374" collapsed="false">Up arrow adds vee to shapes. Now, Vee is part of the set of blocks that could be chosen from shapes by vee.</comment></block><block s="doIf"><block s="reportEquals"><block s="reportListLength"><block var="shapes"/></block><l>3</l></block><script><block s="doAddToList"><block s="reifyScript"><script><custom-block s="vee"></custom-block></script><list></list></block><block var="shapes"/></block><block s="doAddToList"><block s="reifyScript"><script><custom-block s="vee"></custom-block></script><list></list></block><block var="shapes"/></block></script></block></script><script x="302.3082692291666" y="615.000001"><block s="reportLessThan"><l>2</l><block s="reportListLength"><block var="shapes"/></block></block></script></scripts></sprite><watcher var="shapes" style="normal" x="9.17280092592614" y="15.272800925925829" color="243,118,29" extX="144" extY="70"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="vee" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="turnLeft"><l>45</l></block><block s="forward"><l>25</l></block><block s="doRun"><block s="reportListItem"><l><option>any</option></l><block var="shapes"/></block><list></list></block><block s="forward"><l>-25</l></block><block s="turn"><l>90</l></block><block s="forward"><l>25</l></block><block s="doRun"><block s="reportListItem"><l><option>any</option></l><block var="shapes"/></block><list></list></block><block s="forward"><l>-25</l></block><block s="turnLeft"><l>45</l></block></script><scripts><comment x="15" y="283.5599999999999" w="228.4" collapsed="false">Construct vee block using random in place of (any)&#xD;item (random) of (shape)</comment><script x="185" y="10"><block s="setColor"><color>255,24,15,1</color></block><block s="setColor"><color>255,217,36,1</color></block><block s="setColor"><color>34,209,0,1</color></block><block s="setColor"><color>0,0,0,0.06666666666666667</color></block></script></scripts></block-definition><block-definition s="square" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>0,219,186,1</color></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>10</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l><comment w="90" collapsed="true">90 degrees</comment></block></block></script></block></script></block-definition><block-definition s="star" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>255,0,57,1</color></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block><comment w="90" collapsed="true">72 degrees</comment></block><block s="forward"><l>15</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block><comment w="90" collapsed="true">72 degrees</comment></block></script></block></script></block-definition><block-definition s="hex" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>10,92,255,1</color></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l><comment w="90" collapsed="true">60 degrees</comment></block></block><block s="forward"><l>10</l></block></script></block></script></block-definition></blocks><variables><variable name="shapes"><list id="184"><item><context id="185"><inputs></inputs><variables></variables><script><custom-block s="square"></custom-block></script><receiver><ref id="9"></ref></receiver><origin><ref id="9"></ref></origin><context id="189"><inputs></inputs><variables></variables><receiver><ref id="9"></ref></receiver><origin><ref id="9"></ref></origin></context></context></item><item><context id="191"><inputs></inputs><variables></variables><script><custom-block s="hex"></custom-block></script><receiver><ref id="9"></ref></receiver><origin><ref id="9"></ref></origin></context></item><item><context id="195"><inputs></inputs><variables></variables><script><custom-block s="star"></custom-block></script><receiver><ref id="9"></ref></receiver><origin><ref id="9"></ref></origin></context></item><item><context id="199"><inputs></inputs><variables></variables><script><custom-block s="vee"></custom-block></script><receiver><ref id="9"></ref></receiver><origin><ref id="9"></ref></origin><context id="203"><inputs></inputs><variables></variables><receiver><ref id="9"></ref></receiver><origin><ref id="9"></ref></origin></context></context></item><item><context id="205"><inputs></inputs><variables></variables><script><custom-block s="vee"></custom-block></script><receiver><ref id="9"></ref></receiver><origin><ref id="9"></ref></origin><context id="209"><inputs></inputs><variables></variables><receiver><ref id="9"></ref></receiver><origin><ref id="9"></ref></origin></context></context></item></list></variable></variables></project><media name="1920 U7V1p1 Recursion Vee Demo (starter file)" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>