<snapdata remixID="15029664"><project name="U1L3-squiral" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-squiral"><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="true" 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="-24.147578113113696" y="-59.590458167871304" heading="130" 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="438" y="196"><block s="doFor"><l>i</l><l>0</l><l>30</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>2</l></list></block><l>2</l></block></script></block></script><script x="246" y="128.33333333333334"><block s="clear"></block><block s="down"></block><block s="doFor"><l>len</l><l>1</l><l>300</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>.1</l><block var="len"/></list></block></block><block s="turn"><l>20</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-squiral" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>