<snapdata remixID="8669756"><project name="U1L3-Squiral" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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s="doSayFor"><l>10</l><l>2</l></block></script><script x="363" y="10"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>2</l></block></script></block></script><script x="363" y="102"><block s="doFor"><l>i</l><l>0</l><l>30</l><script><block s="doSayFor"><block s="reportProduct"><block var="i"/><l>2</l></block><l>2</l></block></script><comment w="90" collapsed="false">for loop with even numbers</comment></block></script><script x="844" y="214"><block s="down"></block><block s="doFor"><l>length</l><l>50</l><l>1</l><script><block s="forward"><block s="reportProduct"><l>3</l><block var="length"/></block></block><block s="turn"><l>90</l></block></script></block></script><script x="468" y="207"><block s="setSize"><l>1</l></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="269" y="424"><block s="clear"></block><block s="setColor"><color>145,26,68,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>750</l><script><block s="forward"><block s="reportProduct"><l>.05</l><block var="length"/></block></block><block s="turn"><l>10</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="U1L3-Squiral" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>