<snapdata remixID="8725160"><project name="U1L3-Pinwheel" app="Snap! 5.1, http://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" 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="101.74960360099817" y="-98.21923521917904" heading="268.9885714285846" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,245,116,1" 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="13"><block s="down"></block><block s="setColor"><color>0,245,116,1</color></block><block s="setSize"><l>1</l></block></script><script x="185" y="24.666666666666686"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="354" y="28.666666666666686"><custom-block s="pinwheel, branches %s %s %s"><l></l><l></l><l></l></custom-block></script><script x="10" y="121"><block s="doRepeat"><l>21</l><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><l>21</l></block></block></script><comment w="242.66666666666663" collapsed="true">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></block></script><script x="378" y="65"><custom-block s="Asterick %s"><l></l></custom-block></script><script x="459" y="65"><custom-block s="Polygon %s"><l></l></custom-block></script><script x="541" y="62"><custom-block s="ART %s"><l>10</l></custom-block></script><script x="424" y="108"><custom-block s="Squirell"></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches %&apos;number of branches&apos; %&apos;size&apos; %&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="forward"><block var="size"/></block><block s="doWait"><l>.01</l></block><block s="forward"><block var="backup"/></block><block s="doWait"><l>.01</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="Asterick %&apos;number of lines&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 lines"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of lines"/></block></block></script><comment w="242.66666666666663" collapsed="true">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></block></script></block-definition><block-definition s="Polygon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Polygon %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="sides"/><script><block s="forward"><l>20</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>50</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="ART %&apos;different&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doForever"><script><block s="doRepeat"><block var="different"/><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><l>10</l></block></block></script></block><block s="forward"><l>25</l></block></script></block></script></block-definition><block-definition s="Squirell" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>size</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="size"/></block></block><block s="turn"><l>90</l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>