<snapdata remixID="13635870"><project name="Pinwheel project" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Pinwheel project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;Number of branches&apos; Size %&apos;Size&apos; Backup %&apos;Backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="clear"></block><block s="down"></block><block s="doRepeat"><block var="Number of branches"/><script><block s="forward"><block var="Size"/></block><block s="doWait"><l>.1</l></block><block s="forward"><block var="Backup"/></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><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><scripts><script x="336.5859375" y="103.16666666666663"><block s="reportVariadicAnd"><list><block s="reportVariadicMin"><list><block var="Backup"/><l>-1000</l></list></block><block s="reportVariadicMax"><list><block var="Backup"/><l>0</l></list></block></list></block></script><script x="355.8044921874998" y="152.99999999999994"><block s="reportVariadicAnd"><list><block s="reportVariadicMin"><list><block var="Size"/><l>0</l></list></block><block s="reportVariadicMax"><list><block var="Size"/><l>1000</l></list></block></list></block></script></scripts></block-definition><block-definition s="asterisk, branches: %&apos;branches&apos; branch length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><custom-block s="pinwheel, branches: %s Size %s Backup %s"><block var="branches"/><block var="length"/><block s="reportDifference"><l>0</l><block var="length"/></block></custom-block></script></block-definition><block-definition s="move x2" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>21</l><script><block s="forward"><l>10</l></block><block s="doFor"><l>length</l><l>1</l><l>10</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>4</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block><block s="gotoXY"><l>0</l><l>0</l></block></script></block-definition><block-definition s="square" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="nested squares square %&apos;square&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="clear"></block><block s="doFor"><l>length</l><l>1</l><block var="square"/><script><block s="doRepeat"><block var="square"/><script><block s="doSetVar"><l>length</l><block s="reportVariadicProduct"><list><block var="length"/><l>1.2</l></list></block></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="length"/></block><block s="turn"><l>90</l></block></script></block></script></block></script></block><block s="up"></block><block s="setHeading"><l>90</l></block></script></block-definition><block-definition s="changing shapes number of shapes %&apos;number of shapes&apos; sides %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="clear"></block><block s="doSetVar"><l>sides</l><l>2</l></block><block s="doHideVar"><l>sides</l></block><block s="doFor"><l>length</l><l>2</l><l>10</l><script><block s="doRepeat"><block var="number of shapes"/><script><block s="doSetVar"><l>length</l><block s="reportVariadicProduct"><list><block var="length"/><l>1.5</l></list></block></block><block s="doSetVar"><l>sides</l><block s="reportVariadicSum"><list><block var="sides"/><l>1</l></list></block></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block></script></block><block s="up"></block></script></block-definition></blocks><primitives></primitives><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" 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