<snapdata remixID="10536531"><project name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</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" 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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="-154.9106399542931" y="65.35609725566499" heading="32.99999999999818" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="241,69,0,1" 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="20" y="20"><block s="clear"></block><block s="down"></block><block s="setColor"><color>241,69,0,1</color><comment w="171" collapsed="false">After drawing a polygon, click on these 2 blocks to cleae the program before inputting new numbers and drawing something else.</comment></block></script><script x="20" y="187.66666666666666"><custom-block s="pinwheel, branches %s size %s backup: %s"><l>10</l><l>100</l><l>20</l><comment w="305" collapsed="false">This code creates a pinwheel drawing with the number of branches that you input. Type a number in the box to the right of &quot;branches&quot; and click the block to see it form!.</comment></custom-block></script><script x="20" y="268.66666666666663"><custom-block s="Spiral block turn %s small move %s"><l>15</l><l>.15</l><comment w="90" collapsed="false">This code creates a spiral based on the turn angle and movement that you input. Try inputting different numbers and click on the block to see the spiral come to life.</comment></custom-block></script><script x="20" y="307.66666666666663"><block s="doRepeat"><l>3</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>3</l></block></block></script></block></script><script x="20" y="422.66666666666663"><block s="doRepeat"><l>6</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>6</l></block></block></script></block></script><script x="20" y="537.6666666666666"><block s="doRepeat"><l>4</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>4</l></block></block></script></block></script><script x="20" y="652.6666666666666"><block s="doRepeat"><l>5</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>5</l></block></block></script></block></script><script x="20" y="767.6666666666666"><block s="doFor"><l>i</l><l>-1</l><l>30</l><script><block s="doChangeVar"><l>i</l><l>1</l></block><block s="doSayFor"><block var="i"/><l>2</l></block></script></block></script><script x="20" y="864.3333333333334"><block s="doFor"><l>#1</l><l>1</l><l>75</l><script><block s="doFor"><l>#2</l><l>1</l><l>25</l><script><block s="turn"><block s="reportProduct"><l>3</l><block var="#2"/></block></block><block s="forward"><block var="#1"/></block></script></block></script></block></script></scripts></sprite></sprites></stage><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"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="setSize"><block s="reportQuotient"><block var="size"/><l>100</l></block></block><block s="forward"><l>100</l></block><block s="forward"><block s="reportProduct"><block var="backup:"/><l>-1</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script><scripts><comment x="341" y="70.20000000000005" w="90" collapsed="false">This code creates a pinwheel drawing with the number of branches that you input. Type a number in the box to the right of &quot;branches&quot; and click the block to see it form!</comment></scripts></block-definition><block-definition s="Spiral block turn %&apos;turn&apos; small move %&apos;small move&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>200</l><script><block s="forward"><block s="reportProduct"><block var="small move"/><block var="length"/></block></block><block s="turn"><block var="turn"/></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>