<snapdata remixID="11737172"><project name="Pinwheels" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Pinwheels"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches:" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><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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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-29.82573544227853" y="-46.56136805705506" heading="23.99999999999602" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,177,153,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="505.33333333333337" y="619" w="242.66666666666666" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="113.33333333333337" y="30"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="doSetVar"><l>numOfBranches</l><l>3</l></block><block s="down"></block><block s="setColor"><color>71,255,39,1</color></block><block s="doRepeat"><block var="numOfBranches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numOfBranches"/></block></block></script></block><block s="clear"></block><block s="doSetVar"><l>numOfBranches</l><l>4</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><block var="numOfBranches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numOfBranches"/></block></block></script></block><block s="clear"></block><block s="doSetVar"><l>numOfBranches</l><l>5</l></block><block s="down"></block><block s="setColor"><color>130,230,255,1</color></block><block s="doRepeat"><block var="numOfBranches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numOfBranches"/></block></block></script></block><block s="clear"></block><block s="doSetVar"><l>numOfBranches</l><l>6</l></block><block s="down"></block><block s="setColor"><color>36,0,166,1</color></block><block s="doRepeat"><block var="numOfBranches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numOfBranches"/></block></block></script></block><block s="clear"></block><block s="doSetVar"><l>numOfBranches</l><l>12</l></block><block s="down"></block><block s="setColor"><color>255,177,153,1</color></block><block s="doRepeat"><block var="numOfBranches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numOfBranches"/></block></block></script></block></script></scripts></sprite><watcher var="numOfBranches" style="normal" x="10.000000000000114" y="10" color="243,118,29"/></sprites></stage><variables><variable name="numOfBranches"><l>12</l></variable></variables></scene></scenes></project><media name="Pinwheels" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>