<snapdata remixID="10331768"><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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</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" 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="449" y="179.16666666666654"><custom-block s="draw square size %s with %s leaves"><l>100</l><l>6</l></custom-block></script><script x="220" y="31"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="428" y="438.1666666666665"><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>