<snapdata remixID="9328734"><project name="U1L2-DrawFlower" app="Snap! 5.4, 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" penlog="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="1" y="-180" heading="320.00000000000887" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="8,168,0,1" 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="181" y="46"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="setColor"><color>224,0,50,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doAsk"><l>Give a length of each side of a petal.</l></block><block s="doSetVar"><l>length</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many sides do you want per petal?</l></block><block s="doSetVar"><l>numSide</l><block s="getLastAnswer"></block></block><custom-block s="shape of petal"></custom-block><block s="doAsk"><l>Give a "number of petals"</l></block><block s="doSetVar"><l>numPetal</l><block s="getLastAnswer"></block></block><custom-block s="draw a flower"></custom-block><block s="setColor"><color>8,168,0,1</color></block><block s="doGlide"><l>3</l><l>1</l><l>-180</l></block></script></scripts></sprite><watcher var="length" style="normal" x="10" y="10" color="243,118,29"/><watcher var="numSide" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="numPetal" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="73.00000599999998" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="94.00000799999998" color="74,108,212"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="shape of petal" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doRepeat"><block var="numSide"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSide"/></block></block></script></block></script></block-definition><block-definition s="draw a flower" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="turn"><block s="reportQuotient"><l>360</l><block s="getLastAnswer"></block></block></block><custom-block s="shape of petal"></custom-block></script></block></script></block-definition></blocks><variables><variable name="length"><l>25</l></variable><variable name="numSide"><l>9</l></variable><variable name="numPetal"><l>12</l></variable></variables></project><media name="U1L2-DrawFlower" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>