<snapdata remixID="10323939"><project name="Draw a Flower" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" 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="0" y="-100" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="216" y="44"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="draw square size %s with %s leaves"><l>100</l><l>6</l></custom-block><custom-block s="draw square size %s with %s leaves with stem length %s"><l>100</l><l>6</l><l>100</l></custom-block></script></scripts></sprite><watcher var="size" style="normal" x="10" y="10" color="243,118,29"/><watcher var="leaves" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="length" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw square size %&apos;size&apos; with %&apos;leaves&apos; leaves" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="leaves"/><script><block s="turn"><block s="reportQuotient"><l>360</l><block var="leaves"/></block></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw square size %&apos;size&apos; with %&apos;leaves&apos; leaves with stem length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="leaves"/><script><block s="turn"><block s="reportQuotient"><l>360</l><block var="leaves"/></block></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script></block><block s="setHeading"><l>180</l></block><block s="forward"><block var="length"/></block><block s="up"></block></script></block-definition></blocks><variables><variable name="size"><l>0</l></variable><variable name="leaves"><l>0</l></variable><variable name="length"><l>0</l></variable></variables></project><media name="Draw a Flower" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>