<snapdata remixID="8745606"><project name="U2Lo: Looping with a Counter" 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" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="270.5737063904894" y="-114.81058047342287" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="189" y="276"><block s="doFor"><l>i</l><l>0</l><l>15</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">Ryan Lattapongpisut</comment></block></script><script x="193.12109575" y="375.000002"><block s="reportJoinWords"><list><l>Iteration#</l><l>world</l></list></block></script><script x="222" y="69"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>1</l><block var="length"/></block></block><block s="turn"><l>20</l></block></script></block></script><script x="24.731446312499997" y="120.000001"><block var="length"/></script><script x="148" y="478"><block s="doFor"><l>i</l><l>0</l><l>8</l><script><block s="doSayFor"><block s="reportProduct"><block var="i"/><l>3</l></block><l>.2</l></block></script></block></script><comment x="466.000001" y="391" w="90" collapsed="false">Ryan Lattapongpisut</comment><script x="172" y="588"><block s="doFor"><l>i</l><l>12</l><l>0</l><script><block s="doSayFor"><block s="reportProduct"><l>3</l><block var="i"/></block><l>.2</l></block></script></block></script><script x="37.121095749999995" y="532.000002"><block s="reportDifference"><block var="i"/><l>3</l></block></script><script x="88" y="122"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="121" y="83"><block s="clear"></block></script></scripts></sprite><watcher var="length" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="length" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition></blocks><variables><variable name="length"><l>0</l></variable></variables></project><media name="U2Lo: Looping with a Counter" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>