<snapdata remixID="9877654"><project name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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y="10" w="90" collapsed="false">SLIDE 7</comment><script x="10" y="103.49999999999997"><block s="doSayFor"><l>1</l><l>2</l></block><block s="doSayFor"><l>2</l><l>2</l></block><block s="doSayFor"><l>3</l><l>2</l></block><block s="doSayFor"><l>4</l><l>2</l></block><block s="doSayFor"><l>5</l><l>2</l></block><block s="doSayFor"><l>6</l><l>2</l></block><block s="doSayFor"><l>7</l><l>2</l></block><block s="doSayFor"><l>8</l><l>2</l></block><block s="doSayFor"><l>9</l><l>2</l></block><block s="doSayFor"><l>10</l><l>2</l></block></script></scripts></sprite><sprite name="Counting" idx="2" x="-23.993710691824617" y="-1.7610062893081135" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="88,255,89,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="23"><block s="hide"></block></script><script x="29" y="66.33333333333329"><block s="show"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDE 8</comment><script x="117" y="144.16666666666666"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block s="reportProduct"><block var="i"/><l>2</l></block><l>2</l></block></script></block></script><script x="326" y="151.16666666666666"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block s="reportProduct"><block var="i"/><l>10</l></block><l>2</l></block></script></block></script><script x="332" y="70"><block s="clear"></block></script></scripts></sprite><sprite name="Spiral" idx="3" x="-3.054890796388463" y="-68.76626939775633" heading="268" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="88"><costumes><list struct="atomic" id="89"></list></costumes><sounds><list struct="atomic" id="90"></list></sounds><blocks></blocks><variables></variables><scripts><script 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