<snapdata remixID="14586564"><project name="9/15" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="9/15"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-234.62920461359522" y="225.24423430989714" heading="315" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="392" y="87.00000000000006"><block s="setHeading"><l>90</l></block><block s="turn"><l>45</l></block></script><script x="439" y="44"><block s="clear"></block></script><script x="158" y="30"><block s="receiveGo"></block><block s="doSetVar"><l>numOctagon</l><l>3</l></block><block s="doRepeat"><block var="numOctagon"/><script><block s="doRepeat"><l>8</l><script><block s="down"></block><block s="turn"><l>45</l></block><block s="forward"><l>30</l></block></script></block><block s="forward"><l>30</l></block></script></block></script><script x="344" y="324.00000000000006"><block s="turn"><l>45</l></block><block s="forward"><l>30</l></block><block s="turn"><l>45</l></block><block s="forward"><l>30</l></block><block s="turn"><l>45</l></block><block s="forward"><l>30</l></block><block s="turn"><l>45</l></block><block s="forward"><l>30</l></block><block s="turn"><l>45</l></block><block s="forward"><l>30</l></block><block s="turn"><l>45</l></block><block s="forward"><l>30</l></block><block s="up"></block></script></scripts></sprite><watcher var="number of octogon" style="normal" x="25" y="5" color="243,118,29" hidden="true"/><watcher var="numOctagon" style="normal" x="3" y="10.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="number of octogon"><l>0</l></variable><variable name="numOctagon"><l>3</l></variable></variables></scene></scenes></project><media name="9/15" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>