<snapdata remixID="8912882"><project name="Pinwheels" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" 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="9.999999999999545" y="130.0000000000002" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="25.999999999999986,145,103.00000000000004,1" 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="67" y="35"><block s="receiveGo"></block><block s="hide"></block><block s="up"></block><block s="gotoXY"><l>10</l><l>130</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="doAsk"><l>How many branches do you want your  pinwheel to have?</l></block><block s="doSetVar"><l># of branches</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many pinwheels do you want to have?</l></block><block s="doSetVar"><l># of pinwheels</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="# of pinwheels"/><script><block s="down"></block><block s="changePenHSVA"><l><option>hue</option></l><l>25</l></block><block s="doRepeat"><block var="# of branches"/><script><block s="forward"><l>50</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-20</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="# of branches"/></block></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="# of pinwheels"/></block></block><block s="up"></block><block s="forward"><l>70</l></block></script></block></script></scripts></sprite><watcher var="# of pinwheels" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="73.00000599999998" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="94.00000799999998" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="direction" style="normal" x="10" y="115.00000999999997" color="74,108,212" hidden="true"/><watcher var="# of x steps" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="# of y steps" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Pinwheel" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables><variable name="# of pinwheels"><l>10</l></variable><variable name="# of branches"><l>10</l></variable><variable name="# of x steps"><l>30</l></variable><variable name="# of y steps"><l>-30</l></variable></variables></project><media name="Pinwheels" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>