<snapdata remixID="9364941"><project name="U1 L2 Flower" 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="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="6" idx="1" x="0" y="-170" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="10,255,117,1" 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="170" y="66"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>122,0,245,1</color></block><block s="doAsk"><l>how many sides should the petal have</l></block><block s="doSetVar"><l>petal sides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>how long should the sides be</l></block><block s="doSetVar"><l>size of petals</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>how many petals should the flower have</l></block><block s="doSetVar"><l>number of petals</l><block s="getLastAnswer"></block></block><custom-block s="draw a flower"></custom-block><custom-block s="draw a stem"></custom-block></script></scripts></sprite><watcher var="petal sides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="size of petals" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="number of petals" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw a flower" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doRepeat"><block s="getLastAnswer"></block><script><custom-block s="petal"></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><block s="getLastAnswer"></block></block></block></script></block></script></block-definition><block-definition s="petal" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doRepeat"><block var="petal sides"/><script><block s="forward"><block var="size of petals"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="petal sides"/></block></block></script></block></script></block-definition><block-definition s="draw a stem" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setHeading"><l>180</l></block><block s="setColor"><color>10,255,117,1</color></block><block s="down"></block><block s="forward"><l>170</l></block></script></block-definition></blocks><variables><variable name="petal sides"><l>4</l></variable><variable name="size of petals"><l>50</l></variable><variable name="number of petals"><l>6</l></variable></variables></project><media name="U1 L2 Flower" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>