<snapdata remixID="10482975"><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="-150" y="2.842170943040401e-14" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="145,25.999999999999986,67.99999999999994,1" 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="49" y="226.00000000000003"><block s="receiveMessage"><l>go</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="down"></block><custom-block s="pinwheel, branches %s"><l>6</l></custom-block></script><script x="45" y="343.66666666666663"><block s="receiveMessage"><l>teelport</l></block><block s="up"></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="direction"/></block></script><comment x="313.33333333333337" y="104" 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="68" y="52.00000000000003"><block s="receiveGo"></block><block s="hide"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-150</l><l>0</l></block><block s="down"></block></script></scripts></sprite><watcher var="branches" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="degrees" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><sprite name="Sprite(2)" idx="2" x="-150" y="2.842170943040401e-14" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="239.90399999999988,0,244.79999999999998,1" pen="tip" id="40"><costumes><list struct="atomic" id="41"></list></costumes><sounds><list struct="atomic" id="42"></list></sounds><blocks></blocks><variables></variables><scripts><script x="48" y="27"><block s="receiveGo"></block><block s="hide"></block><block s="gotoXY"><l>-150</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="doRepeat"><l>30</l><script><block s="doBroadcast"><l>go</l></block><block s="doWait"><l>0.1</l></block><block s="forward"><l>30</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>30</l></block></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>direction</l><block s="direction"></block></block><block s="doBroadcast"><l>teelport</l></block></script></block></script></scripts></sprite><watcher var="x" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="y" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="direction" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches %&apos;number of branches&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 branches"/><script><block s="forward"><l>30</l></block><block s="forward"><l>-15</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition></blocks><variables><variable name="branches"><l>0</l></variable><variable name="degrees"><l>0</l></variable><variable name="x"><l>-150</l></variable><variable name="y"><l>2.842170943040401e-14</l></variable><variable name="direction"><l>0</l></variable></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>