<snapdata remixID="8580883"><project name="U1L3 - Pg 4 Pinwheel 2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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so9pbVbo8SWv1noVdOvDOE4R1QnfwIlj69y10W0ZK6PAYAQYwoNx5i7pFUhlADtm/ouAjNqeazJ803vx8+TtBRjC7Y04ggLdCqQ1gJ+ASsVuuB/jnW+3lw7npUWAIZyWTvOcgxZIXQA7ucKZUHVsz92D4Tvoy437xVWAIRzXzrHuKAtEOoBXmNYnWnhjnjv13178OKb1Oyj+qIZ8kc/59kKUa6RFgCGclk7znIMSiHQAl7PW7S2IUsN9cy9Arpx3/KGTfvMPhmrJF/kUX3DVC1WukSYBhnCaus2z9lsgVQHsmNYtUH0tRF7A8O33pcX1kyrAEE5qZ3muQQukLYA3A1DfwPF8q9GgLzXulyQBhnCSusmzDEsgNQFczua/LCKn+QbezPAd1uXGfZMkMBXC0L+2PfdlSToXz0KBQQmkJ4Bz1rcMX+8rNmrnDQqX+1AgyQKXzbZetOee+BOA39ue+1dJPivPRoF+CKQigCsHLnipNo27NnmTcy7C2sl+QHJNCqRRwMlZ10DxbgAP7uo7tdPowjNToBOBVARwOZf/lPiyp91wl3aCwjEUoEBnAuV5o0eJ738FwF4AHmUId+bGURRoCaQigB3T8tA0Ru0Nq+9m2ylAgd4KOGb+DqhRhujVDOHe2nK1ZAskPoDL2cJphoF3F+vVtyS7lTwdBYYj4OTy74PKybbnnuSY1nqG8HD6wF3jJ5D4AHay1ho15OpSvXpj/NrDiikQD4GKaW1oKuaPNdzfMoTj0TNWOXyBRAfw8mzhtRnxb7S92ouHT80KKJBcgbKZv0wgGdtzl7VOyRBObq95st4JJDqAHdO6EqLr7Xrtkt6RcSUKUGBHgVW5/MuaKnfanrvf9O8YwrxOKLB7gcQG8JVz5u81OWNk40zDP/SsdWvqvBAoQIH+CjimdZMANxc9d5wh3F9rrp4MgcQGsGNaSwAcbXvue5LRKp6CAtEWcEzrbQosK3nucdtXyjvhaPeN1Q1PILEBXDatXxjQZUWv5g6PlztTIF0CU1/3CX+R7a25kyGcrt7ztMEFEhnAZTNfEMjltuceGZyEMyhAgW4FKmbhwwr/UNurfWDHNXgn3K0q5yVVIKEBbN1gAHcWPXdVUhvHc1EgigKfPmB0/5kZvzFjZI/9PvTg9x5jCEexS6wpKgKJC+BKbuE81S2/39w05izbsPrJqECzDgqkRaBiFiZ8wd2levWKnZ2Zd8JpuRJ4znYCiQvgsln4uEAPsD337HaH5+8pQIHeC5Szo28S8a/e3edCM4R7784V4yeQuAB2zMJ9Ux+L11j9s/i1gxVTIBkCTtb6CTJysb2u+v1dnYghnIxe8xTdCyQqgMu5wimG+mcWvVq+exLOpAAFwgo42fwHYcioXXdP3t1aDOGw0pwfZ4FEBbBjWreq6ldKjdr1cW4Ka6dA3AWuwWtmPJOdvXGyqUcufbh2L0M47h1l/f0QSEwAr5xnvdL38QPbc3P9gOKaFKBAMIFyzlohPp60G+7H2s3knXA7If4+iQKJCWAnZy2Hj6c6+cOexEbyTBSImkDQfxQzhKPWQdbTb4FEBPD0w10jM/TIDz24+4e7+g3K9SlAgf8VaD0tJKrXFxu1r3TiwhDuRIljkiKQiADu9AUfSWkaz0GBuAg4OetUVT2jFOCFkQzhuHSXdYYVSEgAWz8RA5cU6+73woJwPgUo0FuBbt4ayBDubQ+4WjQFYh/A5eyCN4kYu33TfzTpWRUF0iFQMQsfV2B/26ueE+TEDOEgWhwbR4HYB3DFzE9AjLuLu/jYuzg2hTVTIEkC0x8POwt77neGd8tTQc7GEA6ixbFxE4h1AFfmLpyjxpb1TSMzZ+m62zbFDZ/1UiAtAhXTusEH7ix18QUpDOG0XCXpO2e8A9gsfNiHf1jJq70/fa3jiSkQH4GwXxHKEI5Pr1lp5wKxDmDHtP4LMBbb3upnffl358fnSApQYFACjmn9ogldttSrud3syRDuRo1zoiwQ2wBeaRb+rgk9v+S5x0UZmLVRgAJbBRzTWgLgaNtz39OtCUO4WznOi6JAbAPYMa2bFHpLyat9IYqwrIkCFHi2wJVz5u/VnDGycdLwD126bk29Wx+GcLdynBc1gVgG8Kpc/mVNlTttz50DQKOGynooQIGdCzhZ6yoY2rDrtUvCGDGEw+hxblQEYhnAZTN/mUAytucuiwok66AABdoLrMwWXuuLfsP23Je0H737EQzhsIKcP2yBWAZwxbQ2ZBTzz264vx02IPenAAWCCThZa40YelWxXvtmsJnPHc0QDivI+cMUiF0AO7n8+6Bysu25Jw0TjntTgALdCazMFk5rGnh3qV59S3crPHsWQ7gXilxjGALxC2Azf4ev4ow13G8PA4x7UoAC4QUc0/LQNEbtDavvDr/a1Cus1wN41PbcI3qxHtegwCAEYhXA5XmjR4nvf8X23EMHgcM9KECB/ghUcvlPqS972g13aa92qJjWvxQ99/xercd1KNBvgVgFcCVX+Kzv48FSo3ppv2G4PgUo0D+ByoELXqpN466sN3u/U3Fjs387cWUKRFcgNgFc2WfhC3XWlkf8GZmDxx64rRFdUlZGAQp0IlDJWd/yffyg1HCv7WQ8x1AgaQLxCeCsVfINfU2pXntv0prA81AgjQLlXP5EUbnA9txj0nh+npkCsQngctb6tRhq2/Xa7WwbBSiQDAHHtO5pqp6xtFH7UTJOxFNQoHOBWARwBrisKfhkyXNf1/nROJICFIi6gGNa5wE43PbcxVGvlfVRoNcCsQhgETwsgrXFunt1rwG4HgUoMDyBVbn8vr7Kxs2Y3P88b+0jw6uEO1Ng8ALRD2DBLAFesWnm5JyL7l/79OCJuCMFKNBPAce0vgDo72yv9i/93IdrUyBqApEPYBE5BNBbbM8tRg2P9VCAAuEFVpqFY33o523PfXn41bgCBeIjEIMAxjG+yNFj9eov48PKSilAgSACjln4sUAuK3qrbwkyj2MpEGeBSAewk7X+E4Ks7bn7xBmZtVOAArsXWGnmT1fI+UXP/StaUSAtApEO4LJpfQXQOSWvNpqWhvCcFEijgDPnxMMw4+nfC7RQ9GpuGg145vQJRDqAV5jWJ1otGfPcqf/yhwIUSKbA8v3zL8mMyD0C/LzouW9I5il5Kgo8W4ABzCuCAhQYukArgEdG5McK7G97bmboBbEACgxAoOcBfEUu/7KM4j0lr3Zh2Pp5BxxWkPMpEA+BqTvgGVJVxV4iuMmuu2fEo3JWSYHuBXoewE7W+hIEedtzc92XtXUmAzisIOdTIB4C0wEMxbcheL9dd2fHo3JWSYHuBXoewBdi/qx9zJGnIJoP+7nNDODuG8uZFIiTwHQA23X3pU7O2ixN/4PF9Wu+GKczsFYKBBXoeQC3CnDMwl2A/4zt1Y4NWtD24xnAYfQ4lwLxEXhWAJtWFYBpe+4R8TkBK6VAcIG+BPBKc/TtPvxvhX0xBQM4eEM5gwJxFNg+gCum9WoFfj5rc8Y84xF+93cc+8maOxPoSwBvvQu2HobKt+xG9azOSnnuKAZwt3KcR4F4CWwfwNv+/rhXBL8o1t1/iNdJWC0FOhfoXwDn8leIGouKXrXrT7FiAHfeSI6kQJwFdgzgcq5wrqheYnvu8+J8LtZOgd0J9C2At/0rdgtUFtuN6pe7aQMDuBs1zqFA/AR2DOBtf388qaqfKjVql8bvRKyYAu0F+hrAZTNfg+KAUqP2ival8CHobow4hwJJENhZAFdM62sKHGN77sFJOCPPQIEdBfoawE529DUQ/y6d1Lmlh2sbgvLzDjioGMdTIJ4COwvg5fOO2SfjP/9RERxTrLs/iefJWDUFdi3Q1wDe+jBS4T6o/sxuuCcHbQQDOKgYx1MgngI7C+BtD0P/CorH7IY7P54nY9UUGGIArzDz5xuQT3TzYgoGMC9dCqRDYFcBXDEL71Lol2zPnZEOCZ4yTQJ9vwNuYVZM60nAv7jorbk8CC4DOIgWx1IgvgK7CuBtd8GPQvTLdr1Wiu8JWTkFniswkAB2soVviOjri557SJAmMICDaHEsBeIrsPsAzq8C5P/YnrtffE/IyikwpACuzF04R40tD2tm5PWlh37w004bwQDuVIrjKBBvgd0F8La74ElD/Hctqa+5Md4nZfUU+F+BgdwBTz0MnbV+rcAjdsNd0GkDGMCdSnEcBeIt0EEA/xDAC2zPfXW8T8rqKTCEAC5nC6eJ6ESQF1MwgHmpUiAdAu0CeHn2+DeOSPOOzN6zX3j2PTf+OR0qPGXSBQZ2B7ztYaRNKriuVHfHOoFlAHeixDEUiL9AuwDe+vdH/iGF/Kjkue+O/4l5AgoAgw3grHWVCk4pee6cTvAZwJ0ocQwF4i/QUQDPzf8TDPmw7bl7xf/EPAEFBhzA2+6CJ8XAqcV17rfbNYAB3E6Iv6dAMgQ6CeDWSSum9RdV+YjdqDrJODlPkWaBgd4Bt6DLpvVvAjzP9twj28EzgNsJ8fcUSIZApwHsmNZNAF5he+6hyTg5T5FmgYEH8Iq51vyMgTWT3pPPX4p//8vu8BnAab40efY0CXQawKuyCw5uinE/msYr7Q2r706TEc+aPIGBB/C2h6HXQfV2u1F7LwM4eRcVT0SBoAKdBvC2vz9+K8ADRc89Ieg+HE+BKAkMJYBbd7YGcK7tuS9gAEfpcmAtFBiOQKAAzhbeD9GrbM+dOZxquSsFeiMwlADe9q/YpwEssz135a6Owoege9NkrkKBqAsECeDWWSo560+quNr23H+M+tlYHwV2JTDEAC7cLMDLi171MAYwL1AKpFsgaAA7pvUFAG+1PXduuuV4+jgLDC2AVx48+mJ/i3+vAePlS7zV/7UzRN4Bx/nSYu0U6FwgaABvfRSt0ISPk+z11e93vhNHUiA6AkML4K1/gPL/JWLcW6xX38IAjs5FwUooMGiBrgI4W/gJALEb1aMGXS/3o0AvBIYawOVc/gxRqdieuwcDuBft5BoUiKdAdwGcPwFifM/2qpl4nppVp11gqAG89S7YelxEVxXrtQt2bAYfgk775cnzp0WgmwBu2VRMq6HA923PPT0tVjxncgSGHsBlMz8hkBNsz80ygJNzYfEkFAgi0G0Al03rnwX4kO25LwqyH8dSIAoCQw/gCwFjH9OaFJUTio3q6u1ReAcchUuENVCg/wLdBvC2R9E2q+LsUsO9tv+VcgcK9E5g6AE89QcoZ/0HFE3bc49hAPeuuVyJAnERCBPAZdP6gQAH25778ricl3VSoCUQiQAu5/Inisq/2p77rBdT8A6YFykF0iEQJoCdA0ZfgYz/m8we/iHn3LfmgXSI8ZRJEIhEAG97GGk9oLfYXu0D07AM4CRcYjwDBdoLhAngbX9//FGA/yx67tva78YRFIiGQIQCuHC5ip5Rqrt7M4CjcXGwCgoMSiBsAFfM0SLgX1703D0HVTP3oUBYgcgE8LZ/xW72gTPHPHe89f+8Aw7bXs6nQDwEwgZw65Rl0/pzxpfLl6yvXhKPU7PKtAtEKoDLZn61QObZnns4AzjtlybPnyaBXgSwY1pfAeRNtlc9ME12PGt8BSIVwFftn3/VlhH5lTw948DiplvX8Q44vhcWK6dAEIFeBPCFh5+y175/euwJX435pcbqHwbZn2MpMAyBSAXw1MPQOeu/RfHroue+gwE8jEuCe1Jg8AK9COBtT2P9AsD/2J77psGfgjtSIJhA5AJ4Zc4a8xWX2p67JwM4WDM5mgJxFehVAFdy+ZNV5Wu2547E1YJ1p0cgcgG87V+xf4bin33BjNb/j3nuJ9LTEp6UAukT6FUAb/v7YyMgX7e96jnpk+SJ4yQQ0QAufFWhxyow9WpoBnCcLinWSoHgAj0N4Fy+DJX32p67b/BKOIMCgxOIZABfeMj8vffdPLJJgQkfeIgBPLgLgjtRYBgCvQzgVv0rzdHTl3irvzCMs3BPCnQqEMkA3vowUuGXgO7tA19kAHfaTo6jQDwFeh3A8VRg1WkTiGwAl838OwXGDT70EgZw2i5Lnq6Z03QAABqBSURBVDdtAgzgtHWc520JRDaAt94FW09B5Dd2vXoU20UBCiRXYPmc4w/NzGj+Xz5vm9we82TPFYh6AF8P4HDbc49k8yhAgeQKVEzrXxRyru1Vn/WNaMk9MU9GgYjfAbcaVDGtB5sifzdWr/6SDaMABZIp4GSt30Dwcr5/N5n95al2LhDpO+BWyWUzf5FAZtueW2QTKUCB5AmsNAvH+tAbIMjadXdm8k7IE1EgpgG8Krvg4KYYd2+aOTnnovvXPs1GUoACyRJwTOsLUNkMQ09nACertzzN7gUifwfcKt8xra+LYG2x7l7NhlKAAskRWJXL7+urbPQhbxfRbzKAk9NbnqS9QDwCOJs/QUUuKXnu69ofiSMoQIG4CDimdV7rhZbiy3Wa0SoDOC6dY529EIhFAE89F5y1fi2G2na9dnsvDs41KECB4Qs4pnWPKj5oqGQYwMPvBysYrEBsAriStUpq4Ei77v4/gyXibhSgQD8Eyrn8iYbKR4ue+4bK3MLfMoD7ocw1oywQnwDeZ+ELdc8tj4xsnjzo7I1r10cZlbVRgALtBRwz/21VubXUcK9lALf34ojkCcQmgFv0lVzhs76PB0uN6qXJawVPRIH0CCyfd/yhGb/506w3e79TcWOTAZye3vOk/yvQ1wBe9eIFB2/ZbLxjrO6We4Fenjd6lOHr9UWvelgv1uMaFKDAcAQqufyn1Ddm2Y3quVP/uOZD0MNpBHcdqkBfA7ics5aLYswXjPUqhB0zf4ev4ow13G8PVY6bU4ACXQs4ptVA0yjYG1bfzQDumpETYy7Q1wBu2fQ6hJ1c/n1QOdn23JNibs/yKZBKASdbeK8a/rtK9dpbpgF4B5zKSyH1h+57APcjhCumtaGpmD/WcH+b+g4SgAIxE3Cy1hox9KpivfZNBnDMmsdyeyowkADudQiXzfxlAsnYnruspxpcjAIU6KvAymzhtb7oN2zPfcn2G/EOuK/sXDyiAgML4F6G8Kpc/mVNlTttz50DQCNqy7IoQIEdBJysdRUMbdj12iUMYF4eaRcYaAD3MoQd07pJgJuLnjue9iby/BSIg8CVc+bv1ZwxsnHS8A9dum5NnQEch66xxn4KDDyAexXCK83C3zWh55c897h+AnFtClCgNwKOaS0BcLTtue/ZcUU+BN0bY64SL4GhBHCvQtgxrd8B/iLbW3NnvNhZLQXSJ+CY1i8gcp5dr9YYwOnrP0/8XIGhBXAvQrhiFj6s8A+1vdoH2FwKUCC6AmUzXzAglxU99zU7q5J3wNHtHSvrn8BQAzhsCFfmLpyjxpb1M0b22O9DD37vsf4xcWUKUCCMgGPmv6qQH5c8dxUDOIwk5yZJYOgBHDqEzcKEL7i7VK9ekaTG8CwUSIrAFebogSPwfzcLe+53hnfLUwzgpHSW5wgrEIkADhPC5eyCN4kYV9uee0RYDM6nAAV6L1AxCx9XYH/bq56zq9X5EHTv3bli9AUiE8BhQtjJWj/xDVwyVne/F31yVkiBdAk4pnU/1PgHu7H6ZwzgdPWep929QKQCuNsQdrL5D8KQUbvunsyGU4AC0RFwctapqnpGyavld1cV74Cj0zNWMjiByAVwNyF8DV4z45nc7I2TW/TIpQ/X7h0cH3eiAAV2J+CY1q2ien2xUfsKA5jXCgWeLRDJAO4mhMs5a4X4eNJuuB9jkylAgeELrJxnvdL38QPbc3PtquEdcDsh/j6JApEN4KAhHOQPexIbyTNRIGoCQf5RzACOWvdYzyAEIh3AQUO404e7BgHLPSiQZoGgTwsxgNN8taT37JEP4CAhvDJXOKWp/pntXvCR3nbz5BQYjEDQF0YygAfTF+4SLYFYBHCQEO7kLQ/RagGroUDyBFpvDURGLrbXVb/fyekYwJ0ocUzSBGITwJ2GcCdv+k9aE3keCkRJoJwdfZMhelXRq76i07oYwJ1KcVySBGIVwJ2EcCW3cJ7qlt9vbhpzlm1Y/WSSmsWzUCAOApUuPh6WARyHzrLGXgvELoA7CmHTusEH7tzVB7/3GpHrUYACWwU+fcDo/jMzfiPoF6QwgHkFpVEglgHcLoRbX30mkMttzz0yjU3lmSkwLIFuvyKUATysjnHfYQrENoDbhXDry7+b0GVLvZo7TGDuTYE0CTim9TvAX2R7a+4Mcm4GcBAtjk2KQKwDeHch7JjWEgBH2577nqQ0i+egQJQFHNN6mwLLSp57XNA6GcBBxTg+CQKxD+BdhfCVc+bv1ZwxsnGG4R961ro19SQ0i2egQJQFHNO6SYCbi547HrROBnBQMY5PgkAiAnhXIexkratgaMOu1y5JQrN4BgpEVWBVLv+ypsqdtufu102NDOBu1Dgn7gKJCeCdhfDKbOG1vug3bM99SdwbxfopEGWBspm/TCAZ23OXdVMnA7gbNc6Ju0CiAnhnIexkrTViGFcV66u/GfdmsX4KRFXAMa2HfcXfjjXc33ZTIwO4GzXOibtA4gJ4xxAe8eWRpuG/u1SvvSXuzWL9FIiigJPLvw8qJ9uee1K39TGAu5XjvDgLJDKAdwxhQ/XDaGYK9obVd8e5WaydAlEUcMz8HVCjbDeq3+m2PgZwt3KcF2eBxAbw9iEMwIXKr+1G9dw4N4u1UyBqAuV5o0cZvn990XMPC1MbAziMHufGVSDRAbxDCP9lkzf5wouwdjKuzWLdFIiagJOzrlFfHig1qpeGqY0BHEaPc+MqkPgAflYIC75h1913xrVZrJsCURK4Yp/RA0f29P97ZPPkQWdvXLs+TG0M4DB6nBtXgVQEcKs5K0zrJgMo+AbeOrbOXRvXhrFuCkRFwDGtBgSz7Lo7O2xNDOCwgpwfR4HUBPDWO+HCKaI64Rs4kSEcx8uVNUdFwDELNwP6FhUsK9XdFWHrYgCHFeT8OAqkKoAZwnG8RFlz1ASmwld1LgSH2567Vy/qYwD3QpFrxE0gdQHMEI7bJcp6oySwLXzrInirQn9se7V39aI+BnAvFLlG3ARSGcAM4bhdpqw3CgLT4WtI83pF5kdPzcLsj9zrPt6r2hzTqtqeW+jVelyHAlEXSG0AM4SjfmmyvigJTIev3XDPKpv5OwTGi2yv+jdRqpG1UCBuAqkOYIZw3C5X1jsMge3Dt7W/Y1qTCn1Pyat9fRj1cE8KJEUg9QHMEE7Kpcxz9ENgJ+FbAfDubr92sB81ck0KxFWAAbytc3yLUlwvYdbdL4Edw3fb3e8jAG6wPbfYr325LgXSIsAA3q7TDOG0XPY8ZzuBnYVv2cy/UyBfsT13pN18/p4CFGgvwADewYgh3P6i4YhkC+wsfLfe/RZ+qfAfL3m1v022AE9HgcEIMIB34swQHszFx12iJ7Cr8L3wkPl777t5ZJPCP8721twZvcpZEQXiJ8AA3kXPGMLxu5hZcTiBXYXv1rvf/FcFcmzRcw8KtwtnU4AC0wIM4N1cCwxh/kFJi8DuwndrAFt/huKf7Yb7qbSY8JwU6LcAA7iNMEO435cg1x+2QLvwLeesMVFcanvunsOulftTIEkCsQ9gZ17hMHtd9Q/9bApDuJ+6XHuYAu3Cd+ruN2f9tyh+XfTcdwyzVu5NgaQJxD+ATWsjgMcUWi55tav61SCGcL9kue6wBDoJ36v2z79qy4j8avJp46BzN61+aFi1cl8KJFEg9gF8RS7/shkqyxWwAGwWxXcebRx7+kW4aLLXDWMI91qU6w1LoJPwnbr7NQu3AXqg7bmHD6tW7kuBpArEPoC3b0w5u+ASEWMxgCwgP29CL1nquf/ay+YxhHupybWGIdBp+G4NYGuzAGcWPXd8GLVyTwokWSBRATzdqFW5Qr6puBjQowE8CgPX2evcZb1qJEO4V5JcZ9ACwcK3cLmInlGsu3sPuk7uR4E0CCQygLdvXCVX+KyqvhPAXgDu8NU/f6yx5udhm8sQDivI+YMWCBK+2+5+1wN6i+3VPjDoWrkfBdIgkPgAnm6iMzf/PhVjmYgeAej9gFxpe+5nwjSZIRxGj3MHKRA0fCs5662quNn23Mwg6+ReFEiTQGoCeLqpK/Z7Y1Zm7LFKBAsFUAW+2zQyZy1dd9umbhrPEO5GjXMGKRA0fKfufnPWf0DRtD33mEHWyr0okCaB1AXw9s1dmbU+4gvOAnCQKn4jgstsz70h6AXAEA4qxvGDEugmfAEYjmlNqmJhqeHeNqhauQ8F0iaQ6gCebvaqeaNHTTb9y0RwHIAnFPhayXPPDnIxMISDaHHsIAS6DN/WK59br3heaHtudhB1cg8KpFWAAbxD58s5a4UoTgMwG8C/qxoXlBqrf9jJBcIQ7kSJYwYh0G34Tj38bFqPi8iqYr16wSBq5R4USKsAA3gXnV+Ry59sqHxUgL9RwBPI54pe9eJ2FwpDuJ0Qf99vgTDhW87lzxCViu25e/S7Tq5PgbQLMIDbXAGfftXo8/d4xL9GgbcBmCHAbc2Zk/bY/Wvv39VUhnDa/1gN7/xhwnfr3W/+vwC5z/bchcM7BXemQDoEGMAB+lwx80WFFAG8FNDfqcoVpYZ77c6WYAgHgOXQngiEDd+VB4++2N/i37vF1yPOW1+7pydFcREKUGCXAgzgLi6Oytz84WrIFYAsAPRpBb5V8tzWR2A+64ch3AUup3QlEDZ8t979Fm4W6MuLnntYV0VwEgUoEEiAARyI67mDnVzhUqguAnCAqPxUFRfZ66vfnx7JEA4JzOltBXoRvlsD2HoawDLbc1e23ZQDKECB0AIM4NCEWxdwsvkTAPkERF4H6EaFfLHkVT/S+h1DuEfIXOY5Aj0M3wsBnGd77gvITAEKDEaAAdwHZ8csfF5ET1bF8wDcvnlSl82YYfyVqE74Bk4cW+eu7cO2XDJlAr0K3213v+ugervdqL03ZYw8LgWGJsAA7iP9SnP0dB/+uQBeDsW9viE/MlRPZgj3ET0lS/cyfCtzC3+rht4+y3tsrzPws6dSQshjUmDoAgzgAbTgSnP0wEn4KwU4XoGWecYXvH2s7n5vANtzi4QJ9DJ8t939/gjA823PPTJhVDwOBSItwAAecHsqWetjKigJZG8fuNIQY7xYv+1XAy6D28VM4EsHjD7/sYzfeqX9clVMlBruB3t1hIppTcLAqcV17rd7tSbXoQAF2gswgNsb9WVEOWsdZ4gWFMZiQO8BdML2al/ry2ZcNLYCy7OF12Zk6lX2029z22B77iG9OpCTta5SwSklz53TqzW5DgUo0JkAA7gzp76OqpiFdyl0sQJ/JcD4FvUnzmuseaCvm3LxSAuUs4XTBLoYoi+GYBxqLGm9ut723CN6WbhjWptUcF2p7o71cl2uRQEKtBdgALc3GtiIimm9WoHpu53vqWKcXwc3MP6hb1Q5cMFLfV8Wi8oiEfmlD0yU6tUbHdNaD+DRXodvJTv6HhX/i7bnzhj64VkABVIowACOYNMnDpk/6/HNmcUGZJECM33FROaZGePFTbc+EcFyWVJIgUrOeqvfeojZR771CAhGjHH7odV3t5btV/hOrZ21fgNgo91wF4Q8AqdTgAJdCDCAu0Ab5BQnl3/z1PN/apzaevGNkWmOF9et+Y9B1sC9ei+wfN7x+2T8Zut53dYjHk+IYvzRxuTERVg7Ob1bP8P3GvOk/Z7GXzY2jcxRS9fdxuup9y3mihRoK8AAbksUjQErDj4+m9nsL1JpPS+IdVMv2qrXrotGdayiU4EVZuFYYyp0W8/563WGYrzYqLXeBvSsn36G79a738I3RPT1xR6+oKtTA46jAAW2CjCAY3glVLLW36ug9aKt17UespwUnTi3Xvt9DI+SipIvBIzZZn6RTL2SWfYFZHwWtoyf4a19ZGcA/Q7fqQA2808JjIuKXvXyVDSBh6RABAUYwBFsSqclbftWpukXbf1IIeMlr3pzp/M5rr8C2/dHgB/6kIl2/RlE+JZNa5kAF9me2/qoVP5QgAJDEmAADwm+l9u2Pl3LMfPTL9rar3WHJf7IRHH9rRt7uQ/X6kxgx0coYMi4va76h3azBxG+W+9+C/dB9Wd2wz25XU38PQUo0D8BBnD/bIeysmOOvqH1/GK75xiHUlyCN209R29MNhdDsaj1HH3rqYFi3f1Sp0ceWPhm3/waSOYundS5pYdrGzqtj+MoQIHeCzCAe28aiRV3fJUtVCc2NZrj27/KNhKFxryIFbkFC1pvF4PKqao6YWQ08KvUBxW+LerlpvW2EeBjRc99XczpWT4FYi/AAI59C9sfYMf3mTYzmFi6zm29B5Q/XQgsn3fMnob/vOkXVc2Ayrg8MzLRzfu0Bxm+XRyVUyhAgT4KMID7iBu1pVuftKSTRush0tb7T3+lIuOtT1qKWp1RrafXn1TG8I1qp1kXBQYjwAAejHPkdiln86cZYixS+C9pfdawoDlRrK9dF7lCI1DQjp/Vve0jQh8MUxrDN4we51IgGQIM4GT0setTONnR10Cmvuau9b7i7xjQ8aJXc7teMCETV8w94RBDmq0PPWl9aEZPv62K4ZuQi4THoEBIAQZwSMCkTP/0AaPPn7n1+2Zb7ytu/UxsbhrjyzasfjIpZ+zkHE42f8LUR3+KnKCQiV5/XzPDt5MucAwF0iHAAE5HnwOdsmLmLR+yWIB3ABhvqkwsbVTvCrRIjAZf8xLrRX95BosNH4vUwNNT76Pec2Si+Mdbn+nlMRi+vdTkWhSIvwADOP497NsJKrn58xSZRVAsFhj3tr6VqdSoXt+3DQe8cCVnHT319Y/a+rILfNXPYHxsnbu2H2UwfPuhyjUpEG8BBvCA+tf64nMAswa0XR+2kYxAM61P3VLgDwJ5ug+bDGhJPVCBFwLwRPWz2sR4Pz+UguE7oLZyGwrETIABPKCGVcwFJ4nEOYC3QinkIMCP3Yu0/KZxrCFypoocAehjCrm55FVbz3n39Yfh21deLk6BWAswgGPdPhbfTsDJFS4V1UUK2R+Ku6C4yF5f/X67eb34PcO3F4pcgwLJFWAAJ7e3qT3ZqrnHHzFpNK8QyJsBbT1U/k3bc08fJAjDd5Da3IsC8RRgAMezb6x6JwIVc7So8IsAXgro71TlilLDvXbQWAzfQYtzPwrEU4ABHM++septAhcePn+vff40cg2AvwMwQ4DbnpmxubTsgR/eNwwkhu8w1LknBeIpwACOZ99SX3Ullz9ZVT4qwN8opC7AtUWvevEwYRi+w9Tn3hSInwADOH49S3XFlZy1QhWnAZitwL+PqHHBOY3VPxw2CsN32B3g/hSInwADOH49S13Fq+aNHjXZ9C8TwXEAnlDgayXPPTsqEAzfqHSCdVAgXgIM4Hj1K1XVOtn8P0LkTAAHqeI3IrjM9twbooTA8I1SN1gLBeIlwACOV78SX+2Vc+bP3TIycqUIFk597gfw3SdFP/TReu3RqB2e4Ru1jrAeCsRLgAEcr34ltlpnbv59IsYyFW19UtX9gFxpe+5nonpghm9UO8O6KBAfAQZwfHqVyEorucJnVfWdCuwF4A5V//yxxpqfR/mwDN8od4e1USA+Agzg+PQqMZWuyhXyTcXFgB4N4FER/VKxXjsvDgdk+MahS6yRAvEQYADHo0+JqNLJ5i+GSOsjIbOA/hyQS2zP/de4HI7hG5dOsU4KxEOAARyPPsW2Smde4TDxdYUPFAR4RhTfmduY/YFTcePmOB2K4RunbrFWCsRDgAEcjz7Frsqymf+QQEoADhPg9z7UKXm1q2J3EAAM3zh2jTVTIPoCDODo9yg2FZ6CU2a+MfvYtSp4B4CZAFwYMmavq/4hNofYSaGrXrzg4HPuW/NAnM/A2ilAgegJMICj15PYVbTctN6WgfwToEcCaED1C3aj9vHYHYQFU4ACFBigAAN4gNhJ3MoxrT8CeDEgP8kIPn5OvVpL4jl5JgpQgAK9FmAA91o0Zes52YJtN6pOyo7N41KAAhQILcAADk3IBShAAQpQgALBBRjAwc04gwIUoAAFKBBagAEcmpALUIACFKAABYILMICDm3EGBShAAQpQILQAAzg0IRegAAUoQAEKBBdgAAc34wwKUIACFKBAaAEGcGhCLkABClCAAhQILsAADm7GGRSgAAUoQIHQAgzg0IRcgAIUoAAFKBBcgAEc3IwzKEABClCAAqEFGMChCbkABShAAQpQILgAAzi4GWdQgAIUoAAFQgswgEMTcgEKUIACFKBAcAEGcHAzzqAABShAAQqEFmAAhybkAhSgAAUoQIHgAgzg4GacQQEKUIACFAgtwAAOTcgFKEABClCAAsEFGMDBzTiDAhSgAAUoEFqAARyakAtQgAIUoAAFggswgIObcQYFKEABClAgtAADODQhF6AABShAAQoEF2AABzfjDApQgAIUoEBoAQZwaEIuQAEKUIACFAguwAAObsYZFKAABShAgdACDODQhFyAAhSgAAUoEFyAARzcjDMoQAEKUIACoQUYwKEJuQAFKEABClAguAADOLgZZ1CAAhSgAAVCCzCAQxNyAQpQgAIUoEBwAQZwcDPOoAAFKEABCoQWYACHJuQCFKAABShAgeACDODgZpxBAQpQgAIUCC3AAA5NyAUoQAEKUIACwQUYwMHNOIMCFKAABSgQWoABHJqQC1CAAhSgAAWCCzCAg5txBgUoQAEKUCC0AAM4NCEXoAAFKEABCgQXYAAHN+MMClCAAhSgQGgBBnBoQi5AAQpQgAIUCC7AAA5uxhkUoAAFKECB0AIM4NCEXIACFKAABSgQXIABHNyMMyhAAQpQgAKhBRjAoQm5AAUoQAEKUCC4AAM4uBlnUIACFKAABUILMIBDE3IBClCAAhSgQHABBnBwM86gAAUoQAEKhBZgAIcm5AIUoAAFKECB4AIM4OBmnEEBClCAAhQILcAADk3IBShAAQpQgALBBRjAwc04gwIUoAAFKBBagAEcmpALUIACFKAABYILMICDm3EGBShAAQpQILQAAzg0IRegAAUoQAEKBBdgAAc34wwKUIACFKBAaAEGcGhCLkABClCAAhQILsAADm7GGRSgAAUoQIHQAgzg0IRcgAIUoAAFKBBcgAEc3IwzKEABClCAAqEFGMChCbkABShAAQpQILjA/wdtjkTRXoTzRQAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-200.00000000000023" y="-5.684341886080802e-14" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="20" y="113" w="242.66666666666666" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on it.&#xD;You will see a menu of options. &#xD;Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="51" y="272"><block s="receiveGo"></block><block s="gotoXY"><l>-200</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="draw pinwheel, sides: %s forward: %s back: %s"><l>16</l><l>100</l><l>50</l></custom-block><block s="up"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw pinwheel, sides: %&apos;number of sides&apos; forward: %&apos;forward&apos; back: %&apos;back&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="forward"/></block><block s="doWait"><l>.1</l></block><block s="forward"><block s="reportMonadic"><l><option>neg</option></l><block var="back"/></block></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3 - Pg 4 Pinwheel 2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>