<snapdata remixID="14506088"><project name="Art#1" app="Snap! 11.0.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes 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</pentrails><costumes><list struct="atomic" id="23"></list></costumes><sounds><list struct="atomic" id="24"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="81.51501375069238" y="156.86714931184244" heading="162" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,26,114,1" pen="tip" id="29"><costumes><list struct="atomic" id="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><blocks></blocks><variables></variables><scripts><script x="361" y="304"><block s="clear"></block><block s="down"><comment w="90" collapsed="false">This code makes a  pentagon.</comment></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="10" y="16.166666666666657"><block s="clear"></block></script><script x="131" y="10"><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="27" y="48.00000000000003"><block s="clear"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>10</l></block><block s="forward"><l>-10</l></block><block s="turn"><l>36</l></block></script></block></script><script x="48" y="199"><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script><script x="136" y="319.66666666666663"><block s="doRepeat"><l>13</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>13</l></block></block></script><comment w="90" collapsed="false">This block makes a spiral circle.</comment></block></script><script x="199" y="459.66666666666674"><custom-block s="%cs"><block s="reifyScript"><script><custom-block s="pinwheel, branches: %txt"><block var="number of branches"/></custom-block></script><list></list></block></custom-block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-37</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script><script x="296" y="125.66666666666666"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block><block s="setSize"><l>8</l></block><block s="setColor"><color>255,26,114,1</color></block></script><comment w="90" collapsed="false">This makes a heptagon shape.</comment></block></script><script x="88" y="615.6666666666667"><custom-block s="%cs"><script><custom-block s="asterisk, branches: %s branch length: %s"><l></l><block var="length"/></custom-block></script></custom-block></script><script x="135" y="734.6666666666666"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script><script x="274" y="724.6666666666666"><block s="doUntil"><block s="reportTouchingObject"><l><option>mouse-pointer</option></l></block><script><block s="doFaceTowards"><l><option>mouse-pointer</option></l></block><block s="forward"><l>1</l></block></script></block></script><script x="526" y="460.66666666666663"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>6</l></block></script></block></script><script x="530" y="553.8333333333334"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>1000</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></script></scripts></sprite><watcher var="number of branches" style="normal" x="3.2000000000000908" y="12.800000000000004" color="243,118,29"/><watcher var="length" style="normal" x="242.39999999999998" y="72.00000479999999" color="243,118,29"/><watcher var="size" style="normal" x="360" y="14.399999999999999" color="243,118,29"/><watcher var="backup" style="normal" x="153.6" y="196.80000479999998" color="243,118,29"/><watcher var="branches" style="normal" x="0" y="60" color="243,118,29"/></sprites></stage><variables><variable name="number of branches"><l>0</l></variable><variable name="size"><l>0</l></variable><variable name="backup"><l>0</l></variable><variable name="branches"><l>0</l></variable><variable name="length"><l>0</l></variable></variables></scene></scenes></project><media name="Art#1" app="Snap! 11.0.0, https://snap.berkeley.edu" version="2"></media></snapdata>