<snapdata remixID="9659459"><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 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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>