<snapdata remixID="9724851"><project name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAZa0lEQVR4Xu1dB1gUx/t+7URAsfdg7IiiIghSLKioqLFgFGLXKNgQu6IoWLAk9kqwY+/YUQSNDWwo2BA1+rNFRbGiMSr/Z+b+e+7d7d7t9ePYeZ48Efabb2bfeZnd/eYrebKzs7MhNhEBIyGQRySgkZAXh6UIiAQUiWBUBDgJePnyZZw8eVLC0Dx5wH5KG/Ln8uXLo0uXLihQoIBRQRIH1x8CCgSMjY1F1apV9Tbi6cVByEpPQp48yofovzEVD19lUaGnT5/C09NTb3MSFRsPARkCJiUlwdramu54zE6ny/9bWlrCcrEHLPKrYB+Ab/Yd8LDhEOk87O3tjYeSOLLeEJAhYGhoKHx9felg9+7do/92c3NDRkYG0tPT6c87d+6k11NTU5GZmQkHBwc0adIE69atg6OjIxISEtC8eXOQxzj5OTExEa6urvTnIkWKoFRkc+Rl8a/wqDjksbDGhwgXmZv8Wrs9/q43SPq7+vXr6w0EUbHxEJAh4MKFCynhyA64Zs0aVKxYEfHx8ShdujRsbGzw+vVrkJ2IEC8gIADPnz+npKpZsyb9d/HixfHmzRsUKlQIt2/fhru7O96+fYuUlBQULFiQypZf4y1DQMuQJHx7cRcfo36VQeGLXTuk2fWV7oAuLrIENR5k4si6RECGgM+ePaPE0aYRAjo5OdEdU74RIpdb3UqGgHxjfXXpg5RS3vTyo0eP4O/vr820xL4mioDCR0hUVBSqVKmil3dAsrM2qF8PxYuXUAnHjZs36ccH+a9nz54q5UWBnImAyZphChcuTL98a9eunTORFWctCAGDmmGsvr1D7JhWyPqi/PSvY8AkZNn/TG8gLi4OgYGBgm5GFMp5CBjUDHN/WjM0sbUQhNL/+hyRmoPIR06+fPkE9ROFchYCGpthNmzYgH379lGzDGNqIbdODNnjxo3D1atXkZycjAYNGtD/k/e/7OU+qFH8+6mGVcRdZL/PUDDBED3pfjH0PZS0J0+ewMfHJ2chK85WEAIam2GcnZ1BTCMWFhb0izd//vzUbPPp0yc6sK2tLb327ds3akd88OAB8kd1lCGg5bQbVPbDFMX3vBu+O6U7ICEiGU9s5oeAzs0wyiCy3NBNhoDKZJPbb5Je9vDwkO6G5rcEufuODGqGIWfMtj/+qBLxx0+eIC0tTboDenl5qewjCuRMBHjdsUzBT5V5B8yZ0IqzFoKA2fsDFipWG/9mSt41xWZ6CJg1Aa3L1sO7f66aHurijKQImC0Bu/cZgW3rF+l0qdt06o8je9foVGduV2aWBHz27CXKlFF93sxe/JRrt/BLryCkJR/l5MSVlJuo72CX2/mi8/s3SwK+f58FK6vCvGB19h+CvfuPwb1xQ5w+tlXnoIoKhSNgdgTsM3Ac1kfNpQgciz+DSeHzUKF8WcyYMhL2dtVhXaYe3j1T770wePwMLJwzWTiqAIaPmYYlf0xRq09uFDYrAv5Qsg7W/zkX3bqoPrYbEzIbf0RMoGuu7N2udGVXPL+fyMuNXTFHMHRkGLI+fsLUicMxOmhAbuSRxvdsNgSsWtcLd1Pj1QJi8/b9cHKsg4DhoUg4vFGhb74iNfH1bRr9PTlSnBQ+H8siN2Jm2CgMD+wNz1b+OHVsi1pjisKyCJgFAcMjlmBqyHCN17ZYhYbIfHxJpn//wRNoOOjMqaNQskQxpbrrOPvg2oVDGo+fmzvmeAL+ff8RfqpcUas1bN62J90BGaN16vU01LWvqZbOzNdvEL0lBkGDe6vVL7cL53gC6mIBGQKGTl+AQf39MHz0NOzdukIj1bPnRSJ4aF9YWBTSqH9u62TyBBwzaTb+mCn5WJBvxJTSqUMrrdeMIeDvC6PgWN8eLZq5oZ3vQKyPnIOSJYtrpD9/0Zr48kby/ig2fgRMmoBlq7jin3vcX6Cd/YZgz9blOllbhoB9Bo2jX9HsVtDGDp9f31R7HNfmXZGYsBMlf3RGxv8uqN0/t3QwWQLmta6Ob+8UQzv1sTCEgCdPn8e3d7fh5tUNZ+O363SYvQeO4UziZfw+Y7xO9ZqDMpMkYEOPTrh0eq9gfI8lnEb/gIl4mZmJrBfXBPdjBMtVdcPTu2fpj5eSr6Fhgzpq6+DqMH/JGowa3l96qZ5rB1xN3K8T3eaixOQIuG3XIXT3lTUkN2rqi/Mnd1HMvXx6IeGvRPi0boaDu6J0sg7yZhxi88ubN6/WukPC5iEibLTWesxZgckRkAF7V0wsJoXNQyOnetQWd+FyCrr83Bpd/Idg9xbdvPsxY8kTsHCpush6kaqzdT8afwreXmJ2Ly5ATYqAAUGTEbl4hqCFL13ZBc/vJwmSZQvlta5B3/XYTZ6AxSs64dWji2rr5upQvJITXj3UjS6dTMjElJgMAfsFjsfalXOUwjN3QRTGjRwoIzN52gLqaKBOK1ulMf65d07aRZ6AWVkfsTRyo8JY6oxBZPMXrUX9B1s2d1O3a66RNwkCss9cVSHPdea7ZsNOusg/Viqvqrv0Otu+yCbgjVt3ULtWNZT5yQXP/lZ/h2UGYHbR9Lv3Ub1qZUHzmvXHSqzfvAe3LscKkjcHIaMTsNdvYxC96g+1sMxjVR3Z7xVNNFZlHPD+WYpauogwm4CO7h1x+UyMSh0xB+PQsV1LTjn2q0TdRu1w7cZtmfleSr4Ov75BePDgCYYN7oX5s0JUjmeuAkYlYFzCWY0fT1yP7KkzFyF80ggULlVHkDkm6cJVuDjXkyEge6HdWnTD2ePcNkFlBGTr+GPRKpDXhPGjBtG5kTZu8hzMFW2CFAujElDbv2pijmnexFWqZs78P+lCk0Z2nYi5K7F53Xylw7Tq0AcejZ2oN83SyGgMC+glle/YPRAx21Zy9ucjYNvOA7BgziTUqlEFK1dtQeBvkryGG7fGoKdfR6mu6C174ebiiKpVVMdJa4uTKfc3GgEJQerUrqF3bIjd8Oi+tTR1CF+rUa8Vbl89BraTqqqJcRFwwdK1GDmsn7TriLHTsej3UPpzkbL18fafKwpqc7tPodEIqGqBhV6/mnoL9erWkopruqB8j1u+90p5AjZw+xnJZ/cJnbaCnL1TW1y/eFjj/jm1Y44nIAF+1IQIzJ8teZG/cCkFzg0d1FqPrj2G4WxiMqZMHCZ9ZKpSwCZgPdf2uJp4QKZLt15B2B69WOZ37bsOxIGd/Kc3ZMd89OQZdm1aqmp4s7luEAKWqOSElzowxmZlfUJznx64cCkV3Xx9sHXdQulCaDIGCVoq/IMFjY4Lj1iMqSFBIDbAwoV/ULnADAHnLV7NGQcScyAOHdvLfiV7evvh1FHVUXgkRoXcm41NEZXzyOkCBiEgASlwRChWLpquF7y27DiAEWNnIDv7G3ZuWgrvn/vi31fK03FwuV6RyX369K8gZ1JCQHfXhgru+tdvpoPYEn/p3FajeyVzP7pvHe1bwKYW/nt9SyM9OaWTwQhoSEC6+A/F7i3L6JcnCSRq690EM6eORoniNiCRcx8zruHLly/w9PYHMcWQxj6ei1y9BQEDlGfl5/oIIV/Ux/avhzauZH+duYAm7rK5EM3Zp9CgBEy/+wDVq9rycpHLE0ZT4so/GpV9JLx+/Vb6uNu59zCGjQpHxsvXOLZ/nYyZhz0XstOROGPSqtVtgTupx6WXn/7zAuXKltJ06pz9du+Lpc4Y5tYMSkACXie/wZzxFtrsGuxFYUwpjLPC/sPxiD95DgtmT9JqYcljngS5E3d94p3zIuMVDh45geGBvfDDD9/zXh86ehI+3k214gk5Q/7yxrwfvQxABicgGZj9nkN+Fnr8JWRV2cbkEpWc8fKhcnd4y9IO+PBcveO7h4+fol/gBMTtX68wJaGnMELuJTfIGIWABNiPHz/RnUOXj11mwZg4Do9WfjrL/UIezV07tZWGbrIfwfogSuL5K3BtZP718YxCQHfPFnTNunbvKXNyoGwhu/UOws49R+jZbcKhaJoAXb6RnfTInrUoXVoSyabK7qYOcWzKO6J6tcq48Ndu2o2LgH59g2VMQ+rol5fVJIeNNuMZq6/eCVi/cQdcOScbB1GwmOTkYu6MCejl34l+nTLtxKkkTAqbj0tXriF61Tz80rmNYGwYVyrBHQQIDhsdjo7tW6BVcw8qzbiOcRFQ3VgWAcObvYhRCEjcqUiLXDIDxAeOOJT26C6pjMRuxERCMg60adVE5UKQkww31wYKcnxnsCoVKhEgCYsSDkdLv4KF6OrwyyDs3/GnEFEwXtvy78qCOucwIYMTkNQUqdFAEnR0O/kQqlevDuIZQnZCvkbytKxZMZv3uiSsMslgYZxkIr0GjkF0lDA/xptpd2FXU/0q9MSRIv5QdA6jlHrTNTgBrWwq4MMXSfJIy/xZeP/6Mf03Y8RVNv2CxezwOfN7kHjN+t5Iu8Kd0VQ9GExH+vS5i9Q9LLc0gxKQOKASorEb49m8buNubNy6F1+/fqN2NjdXR941KFPFFelX41DE2orKhE5biOlTgg2+ZkIMzkNGTsXyBeGC59ayfR/EHfhu3hFiShKs3AQFDUpAcv/M+x+DBZdrPRuntdG7qAHYt2MbjBjSF3sPHEW1KrY4k3QZ7q6O6NS+FSpW98Cj9NNGgZckI5owOoBzbCFHaJ8/f0bTNj3okaBvp9bYEb1ERtfyqI0YMtB86yUbjIDEAfVq8gX0DAiTxkcQMm6MDEOPHj1UkocvR4uQRVapXEuB2g3b4MalIzJauAKtmLNpEvREsnB1lkusNDl8PmZMHaXlbHJWd4MQ0LuFB42ByG9ZDl8+PJVBiOt3bAG+GN1Sto3w4sF56SmKsT1HXJr5IumEJHuDg0t7VKpYDm/evMOMqSPRzNOFkxVsO2V1h5Y0zyHjCZOzaKT5bPVOwO69R2DbBvXrdZDE4K28PNCudTPO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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</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="-150" y="30.000000000000227" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,11,36,1" 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="268.33333333333337" y="38" w="242.66666666666666" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="108" y="46.6666666666666"><block s="gotoXY"><l>-150</l><l>30</l></block><block s="setHeading"><l>0</l></block><block s="setColor"><color>46,46,46,1</color></block><block s="clear"></block><block s="doAsk"><l>How many shapes?</l></block><block s="doSetVar"><l>amntShapes</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Sides per shape?</l></block><block s="doSetVar"><l>amntrotates</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="amntShapes"/><script><block s="doRepeat"><block var="amntrotates"/><script><block s="down"></block><block s="forward"><l>50</l></block><block s="forward"><l>-25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="amntrotates"/></block></block></script></block><block s="up"></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="amntShapes"/></block></block><block s="forward"><l>75</l></block></script></block></script></scripts></sprite><watcher var="amntShapes" style="normal" x="10" y="10" color="243,118,29"/><watcher var="amntrotates" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="amntShapes"><l>9</l></variable><variable name="amntrotates"><l>9</l></variable></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>