<snapdata remixID="8535383"><project name="M2L3A3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAR50lEQVR4Xu2dd1wU1xbHfxKjxpjYkvcUMCigEewNbFgpIiBVEFCwUaTZYo1iwd6ioEgRFBQLohARUcTe0di7IhoQjQV9tuczBt9nBhe3DTO7i8LM3P1Ld85t5/dldubec8+t8uHDhw8gH+KBCvJAFQJgBXmeNEt7gABIQKhQDxAAK9T9pHECIGGgQj1AAKxQ95PGCYCEgQr1AAGwQt1PGicAEgYq1AMEwAp1P2mcAKgCAwemrEDv+aNVKKFoGtXcHv7Xf9eoDiEVJgB+QTXX9xiGIYfXfsEWK39TBECOGm3pHwS3XSs5Wiua7RweCtv42WqXF2pBAiBHZTdZ+MN9bxRHa1mzU7+th+nYIWqVFXohAuBnVrjw5CVod271mVvhb/UEQA7aHQ2LRvfpfhwsiYmqHiAAcvBYVFM7+N9K52BZYvLn4bP4qUd7zvZiNiQAlrP6JxatQ5eJQ8u5VuFWRwBk0fbh2Wto0N6IEwE7hvyKAevncrJVxyhj+EzYxM9Up2ilLSM6AI8viEPXySM4CxKhY4Hg+3tZ7RO7D4XX0XWsdlwN3r16g/VmQ6FVozqGnVjPtRjv7EQHYLiOBUI4ACVR8uG562jQrrmMsKubDsCoWztKv5P/vzoU5CxPwqklCTBytYT5sl/UqYKXZUQH4P4pK9BHw+U0aaXDdSwRcj9LZfGTbYPx5MZdOKyfJ+ppGtEBqAopkYZ2CLgt+/b74MwVNOzYgq4mQtcSwQXs8D04fRlpHlNQv1ljuGZEqNIFwduKEsDXD57i24b1WcU9MjsaZqGy83+SO16MsSN8r6bK1LGm9UCMvLgVqW4TUXDsPEzGDoHpeLICUpajRQlgbCsX+FxKYQVQmcFfF64je+wyeO6PKb28d/QivH3+EtbR01C1RvXS748vjMfbohfos3CMWm2JoZAoAeQSlZJk7gfP7GgFBlJdJ+JZXgHa+Tihna9L6fUVOhYYXcbLzZ2sEzi1NBHue1aLgSvOYxQlgFy8s8UmGG5yz2uR+jYIuJPBpXiZNq8fFWGdiSfsN86Hbte2GtfH5woIgBzVe/XgMS6sSUO36T4KJeI6DMKIPzZzrOmT2b2DZ6DXqyOoINXmzhboNTdI5Tr4XkC0AO4Y/CsGbFC+arF/8gr0WVAS+fyhuBhVtLQYdc7LPoUm5qZqc3B+TSrajnQsLb/FOhDFxf/AfY96oV9qd6SCCooWwJV61gi6l6nU7VFGDvC/loaim/dQr5kebbPJ3A/uSp4Js8cvhfnS8RrJt3/ScqUvKodnrsaVpEyZSW+NGqqEhUUL4I3UffjZsS+jJLczjsDQxqz0OjVx7LpTdg4v3Wsa7BLncJL17r4cNO5rwmi7zWU8nFOWMl5/eOYKku3H0FHZ/27zM6c2+WAkWgCZxKFCqf46fx2dQjxY9Xt2pwB19XVZ7U7MW4MuU0ey2sW2GQifC1tZ7SiD1U3t0GqIHbqH+nKyr6xGogbwanIWjF0tZbRRNp1yYNIK9F4ouxsuxsgBvtfSWHVNc58Mh00LWO0kBjEtnOB7ZTtne8owqa8Pvv7mG7juDFepXGUwFjWAK/X6Iejebhkd3jx5jpo/1JH5LtrIEX7XZFc9uIiX2NUbXscTuJjK2KQ4jIFL2nKVy1EFqD+W1t62qG9soFb5L11I1ACmDwuF3VrVd6pxWQOmfiJHqRBFLS98otlQeB0pv/CuLw0W1/YEB6Cq4VbSjtpo4QePvbKrH/mH/kCjnh24+pO24wIoU4WpgyaC2sjUa14wcrNOYMC6MJXa5pux4ACkBAjXtUBIAXsQqbxYedkn0cS8s8zX8kAndPGC94lERp0jfuqH4D9lf9aZjJ/n3ccWmyB8+696GHwwTsYs2S4ErunhOLUsEabjvPjGFef+ChJAavSrGvdD4F12EBK6esO7jOe0Z7n5qGvQiHbojZRs/Oxizujc6BZO8CvjBYLaXXc2KgVtfZzQY+aoMkU6MisaZjNKInHuH78Ana5tOIvKJ0PBAkiJkNhtBLyOyd5Z5MWJbT0QPhe3gmkyWNr+8Kwo9Jjhr1TfjRb+8JDbuL6hjy9eP3gM1/QVqGv4E5+4+GJ9FTSAlBeLbhagXjPmubo3Rf9BzXq1cXLROnSW2822St8GgR+DD7Y7jYPT9mVKhckcNQfN7ftiV0AYHazqlLz4iwnI94YED6AmAp1clojOH5+//vfiFap/X6u0ugtrf8fp8I0o/vs9fC9v06QZxrLHF8Sj6+Thpdfzj55Ho+7Cip4RBYAZ/rNhExXKKHSK01i4bP+N8fpKAxvo9zHBV9W+htWqqaV2j6/m4kdjA8S0dP4sEG6yGqUQP3hy8Vp0njDsswBfEZWKAkDKsaubDcCom592skk7O9LQFgG3d8r4P8VhHJq79EXLwTYKurx/8xZVa9aQ+T62tQt8LqoXZc0k/PO7hajTWFvhsipr0BUBlSptigZAyikrdCwxWskOtrv7c9C4j2ygwMnFCeg8wRvUm+27l69hNsMfbUc4IjfzKAysuyv18Tbn8XDexhxQoIowbLblvQ+Zrb3PdV1UANIQaptjdGG2Wv6kwqOo6ZPrKdk4OC0CHQMHoWOwu0xdXN6mmRq/l30KelKxhcXv/8HZ6K10O8o+Uc3s4X+T39lWRQcgE4Qv7z/Cdzr/onW+sjETLTyscWBKOHrPD6G/y/ltA7S+roqOQcphoCaoX+Q/RIMOxnQYVztfZ1bIM/3DcCvjCHrODECbEQ4K9nHtB+HNo6Iyt35qsurC2sEvYCBKACm/yq9wSMf7pXlMRqdgd+h0KZn83R0wF/0if6X/nbv7GAz6dVOQRv5F5N6B03h06TZOLU1AfaMmcN+1CvGdPKH1lRaG5iRxkpbKykC9bVuFTyrTPryRFULy93Cqs7IZiRZASogIbQsEF5Ys2R0Ni0H36Z9i6yTPhZss/eGeJRseL706IhH0UGgkes4OKNX3XHQKjoRFo5lDH/RbOaX0+8vrd4L6Kafutm67VqFarZrlwkSUkSP81YjYKZfGNahE1ADSd0Jtc4RIPRM+uXYH15L30stgq5r0R2DeLk7upVL4FuXmwzZuBvR6M0c+K6vs5o5D2D9xGWrUrgWH5CWoo9cQO0fMhG1cSSas92/foWqNaqz92NB7JAYfWMNqV5kMRA9gCYSWCCksSbEhif1b12UIhjJkpXp85TaoN97aeg0ZNw+le0+HXYL6kSwHp0bgVvohQKsKtKp+xXnX3c6RM2G7hj8p3AiAH28HETqW6BDkhlvph1HXQFcmz9+N7fuQPW4JrKOnQ9+qKwpzLkPbpCVeFvyF73T/rfSGcikxHa287Ohr9w7kqHxXlK50relgDDu1gfON68yqzYxvzpwr+UKGBEApR4frWqKdjzPevXoN6q3YOmo6qn//bZlSUC8ber07scqlSl7CMys3M75tszbEMwPBARjbwgk+Ku6pkNbs2OwodAtVHvFC2WX6hdF3Qpkyc9ag27SRuH/yEnQ6t8LpFUnoNNpTAYXfPafCPmkeKyJZwQtgGTGZ1U4IBoIDUCJKXtYJUIfDeJ1cj9q6DcpNq3MxKTI5YW5nHIahTQ9s6DUS2qYt6f29e8cshsXyCUrbZIs/LLr1J+o1VQzd2uUbhv4xsuCX26AqsCLBAijv05X6/WE6Zgg6hciuXGji+5zlG2AyZnBpFVwjsZmy7udmHsPzPwvRwW+gQrf4PuHM5GfRACjtgIRu3qil8yOck5cw8pezfBNMxsjCejZqK9r7l8CxJ2g+rKTm947NicXV5D34b9ELhHBIWikPFBXaRe1FVrZTj2rvYsIOtPYeoMnfS6UsK0oApZXYHTgP+UfO0VHR8h/5FG2Z/nNgHTUNm/sFYNDuSNo81XUCHD8GoB4Li0XevpMoup3PDcJGVgjO34OskIWwZFntqJT0lEOnRA+gtA+pdB1ZIYvgc2kratT5nr4UZWQP/2ufFvwjDWwRkLsT0c0d4He9ZGP64yu59MuJsZtVaXAC12NZpe94/33yHN/I7UmW7t+dzOPQt+5aDrJXnioIgGVosaqxNbpO9cE/f7+DTufW2B0wj54Upn4Kz8VsozOiNuxgXFrDy8JH+E67JKCB+rAlwpTEKFKZDTz3xSJC1wLBZezmi9Tvj4A73FZmKg9iZfeEAMii1NsXr7C+mzduGNbE+Lkz0NDYkLGEshcFps3vazt5YNjpjaV1UT/vBv3N0GxAT8b6t7tNgNMWYe03IQDKyV16XoebFb5v1IBOVPTq4RMM3BkB6o74uJc+vFzd6WUym9gZMqXzdp9A9Tq1FI5dkBzXSj3rUcGt1EqKsvwv0i85fLmDadpP0QOYbBuCJzfy4JC0ANomJccvpA6ahCZ9TdDWxxnUpHCv+SF01MqywEmomnYWf1fTgnXGbzA2NsaDP66CmqMbfjqJTmQpuUtR32f6zUF7Pxd6H3DBiYvQ7dIaTOcOSzLsU+vMP7ZgvstqKnhlKy8qAAtzLoFajajXrLFC/mdKGCrVrlv6StTS/oHW6Xx8KtoOd0TEx7fV4uJiROj1Q5XiD/T1v/RqYe7xkqRF9PcAqkALgfeUP6dJxxXKgyA/rcMESlIfH3juj61sHKndH0EDSGUvvbplD0zHe8F07KcJY3lvKZt7e3a7AHUNS/YTS2dEiJ61EP+L+RTS/x4foDt/GOqdf0AfsRXZ1A4BSpISnY/dRt9RuXzKCr+KMXaC71XV0rdxabOibAQHIJXkcciRtaghtYeXybkRjSwRnC970tHb5y9Kp2Ak5Y7NjcMfkZvRZrg9eoYFYUETC9R8J1vro5rFmHNrHzJGzIJNnOyz4dOruaXp0pSdJaxsMxPTlAvXpJgVBZSq7QoOQDYHUFsq400Hw1fJQTWStL1Umo2XBQ/gkroc290m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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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</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="-16.517387281609444" y="1.8698630621601922" heading="317.1428571428535" 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><script x="13.333333333333343" y="13.333333333333329"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="13.333333333333343" y="65"><block s="clear"></block></script><comment x="308.33333333333337" y="12" 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="13" y="125"><custom-block s="pinwheel, branches: %s"><l>3</l></custom-block></script><script x="12" y="180"><custom-block s="pinwheel, branches: %s"><l>4</l></custom-block></script><script x="16" y="229"><custom-block s="pinwheel, branches: %s"><l>5</l></custom-block></script><script x="15" y="298"><custom-block s="pinwheel, branches: %s"><l>6</l></custom-block></script><script x="14" y="372"><custom-block s="pinwheel, branches: %s"><l>12</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="M2L3A3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>