<snapdata remixID="11595866"><project name="DanceOfTheReedFlutes_Alexander_Medina" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="DanceOfTheReedFlutes_Alexander_Medina"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="MUSIC" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Make snowflake branch" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>2</l><script><block s="setSize"><l>5</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>45</l></block><block s="setSize"><l>1</l></block><block s="forward"><l>20</l></block><block s="turnLeft"><l>180</l></block><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>20</l></block><block s="turnLeft"><l>180</l></block><block s="forward"><l>20</l></block><block s="turn"><l>135</l></block></script></block><block s="setSize"><l>1</l></block><block s="forward"><l>20</l></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="0,186,230,1" tempo="140" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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