<snapdata remixID="10721768"><project name="pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACUlJREFUeF7tnXlQlVUYxh8aK8dMUzOMQBi1csbU0qA000C8KJpLZYIQspkJaraa+6ihQ4mViGQIGLJlllbIogKWIgmhllFSoYhBamkx2TYZt7nXFtnu/bb7ne8c3vsXM/e87/uc5/lxmfttOJnNZjPoRQ4wcsCJAGTkPI21OkAAEghMHSAAmdpPwwlAYoCpAwQgU/tpOAFIDDB1gABkaj8NJwCJAaYOEIBM7afhBCAxwNQBApCp/TScACQGmDpAADK1n4YTgMQAUwcIQKb203ACkBhg6gAByNR+Gk4AEgNMHSAAmdpPwwlAYoCpAwQgU/tbH548JAARh7MNqEx7SQSg9p6q6pjqFYSwsgxVPXgqJgANlFbZK+nweirYQIocL4UAdLzHNMGGAwSgQfA4VVwOd29Pg6jRTwYBqJ/XbU56e9J8TH3vVQMo0V8CAai/500mxvf2w9zaAsYq2I0nANl5jzcGPITHK99lqID9aAKQUQbFC16Fd+x8RtONM5YANE4W7VIJAcgg9oaaenT1cGEw2XgjCUCdM8kJX44JKSt0nmrccQSgjtls7DsBUdU5ukzMCV2Gkaui0MWtly7zlA4hAJU6J7Muoc94RJ/YJbPK/vLy1zJRHp+Jjl2vh89LT8FjtJf9IgOtIAB1CCMnbBkmpK5UNens0SrkR63GxfpzGBwxGSOWzlLVzyjFBKCDk/jpxLe4oY+rrCkfhCzBycJDuGXYYDy8fa2sWt4WE4AME6spKoPl07FTz+7wjXsGvUcNZaiGzWgC0IG+Fy14DT6xT+LnunMojU3B2U+/wvAF4ejrP6LJ1JN7StG5143oOfBWB6oxZmsCEECChz+ia3I1TSjTdxam790kq+f7IUswMe1FWTW8LyYA/0lwR8ACTMmO1SRPtZfUpwwNRHhFliZajN6EALwioTNHjqPXXf1VZXZwTTKGL4xQ1cNSbG5sRPn6THjNF/sKaQJQNSr/N7jwdS2639pbw47Asa05cPG8Az36e2ja1yjNCMBmSRxYtclwx9gK5qxBdV6JbmdR9ISTAGzF7c13PorIo9tk5eDIS+q/2bUf/cbfb9WTeNtEzP7qfVnajLyYAGwjnfWuJsz7drek7AqiV8MvYZGktVosOnvkuPVPs++6Z7Vox7QHAWjD/iy/2QgsSLQZkCMO4bQ2cPNd0xB55K0mb709eT6m7uT7XhIC0M7vf9XOYtw+2Zvpp4Rl+B8NF3Ft186t6oh388Pc03zeV0IAMkdLuoCGU/Xo6t72haxqjz9KV6LdSgJQgpdHN+/AnZFTJKx07JJ070gEF2+2OeTzjFz8dr4BnvMCHStGo+4EoEQj00aEIuTAFomr2S9Luy8UISXG10sAymBl/S1jMK9uj4wK7ZdWZuRiQJC/5MZG0GxLLAEoOcrLC7cMewyhpVtlVmm3PMVzOsLLM2U3zBzzBKbveV12naMLCEAFDlckvIWh0dMUVLIt2b/ydbjcMwh9/YazFXLFdALQMFHYF/Lvp69IzxAkAO3n3uqK6oKDun+S/HL2PK5z7oGDq5MxfJH6K24Ubl3TMgJQhZ0F0Wtg2vACnJycVHSRVnrxzA/Wq6ZFexGAKhJtbGzEgffyMXKK9G+lSsc1//IT72bC3NPSzlUrnalHHQGowuW4xStRnV8CU/8hmJyxRkUn+aU/13+P6116yi80WAUBqCKQ2GFT0bGuAU/W7kbVjiLcPsVHRbe2S49v34v+j/i2WFD7YQX3d9K1awAPrduKjt27YHDoJEXgxLmbcPUlMx46lApXV3n3/soZWPjsOoxe+3SLko19xiPKAU9bkKNN7dp2DWBz84qefwWV2fno1tfNeneareeq1NXV4R2vUGsLjxUzMDEyGL9+/yM69eymNpMm9Yfi0nDPMyGa9jRSMwLQThqXfv8d7z78HM58WoXbHhyFsYmLrRUrQ+fghj1V1p8PN57Hlu8OX/45cRuGzH5Udca/nLuAk7tLUZG4DTNK3myzn+Vyfb8NC1XPY9WAAFTo/PJ+vujx2/+HX648R5zuE4ngIttXrdgamz0uGgF5CdYl+xbH44GYuW0uzzI9gcDdxjvFJtVWAlCqU83WrXczwdxoxp8dnHDNJTN8cuNwx+BBsDwNoTIrF1d16ICIiix07NZF8oRs/2gE5F4Gr728CEAFSe8r3oejj8UgsCIdzs7OWOo2Cq4hJsyKufznufmr8dJf+PilVHyW9oH10RyDwpp+6anMzIO7j2eLA80b3Mdizql8uwpT7g5E+Cd83shOANqNt+WCReODsXpXepM3ZnmasKlc3oHhH744gZKYJExq4xji+eM1ku4HtsB97/NhCnbCvoQAZJSBvTMZljvfnFU+pYHR1mSNJQBl2aV+cfKQaYg43PTutta6bnAfhzmn8iQPlHMbqeSmOiwkAHUw2TLC8p8wr7v5RgwIGOuQib+eu4BON3V3SG9HNiUAHenuP73T7g9DyP5UyZMKn1uH0S+3PPNhr0FNYRk9I9qeSe3pfaX3Y6Q/EIHgfcmyrdLzKfyyxbVRQJ+AWjl5RZ+M0Y8jqPANB3QWryUBqGGm1XkHcKbiS9y3ZKbirm8OC8GM0jTF9fmzY/47Xai4iY6FBKBGZicNfAQzj21X3e2j5RsxckWU6j68NCAAVSYl9WyFyjHClhOACqPdGbQQ/puW4prOnRR2aFnWHv95NQEoE5+G2u9QsioJ/knLZFbaX/7jN6fRrZ+b/YUCrSAADRJmfdkxuHgNNIga/WQQgPp5bXNSgsc4RNdIP/VmENmqZRCAqi2kBmocIADVuKdR7d6n1wrxvGcldhCASlzTuCbDeyaCipM07spHOwKQj5yEVUkAChstHxsjAPnISViVBKCw0fKxMQKQj5yEVUkAChstHxsjAPnISViVBKCw0fKxMQKQj5yEVUkAChstHxsjAPnISViVBKCw0fKxMQKQj5yEVUkAChstHxsjAPnISViVBKCw0fKxMQKQj5yEVUkAChstHxsjAPnISViVBKCw0fKxMQKQj5yEVUkAChstHxsjAPnISViVBKCw0fKxMQKQj5yEVUkAChstHxsjAPnISViVBKCw0fKxMQKQj5yEVUkAChstHxsjAPnISViVBKCw0fKxMQKQj5yEVUkAChstHxsjAPnISViVBKCw0fKxMQKQj5yEVfk3uxXgxo2V8toAAAAASUVORK5CYII=</thumbnail><stage 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" id="1"><pentrails>data:image/png;base64,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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="0.3157894736837079" y="9.0526315789499" heading="1.2505552149377763e-12" 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="172" y="68"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><custom-block s="Pinwheel,branches: %s"><l>9</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="pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>