<snapdata remixID="10853409"><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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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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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Counting" idx="2" x="-23.993710691824617" y="-1.7610062893080851" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="88,255,89,1" 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="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></scripts></sprite><sprite name="Explore" idx="1" x="85.33538803551619" y="113.90260012905945" heading="140" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,65,32,1" pen="tip" id="16"><costumes><list struct="atomic" id="17"></list></costumes><sounds><list struct="atomic" id="18"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="155.5" y="135.8030395507812" w="90" collapsed="false">These two scripts perform the same task!!!!</comment><script x="14.5" y="29.136372884114564"><block s="hide"></block></script><script x="15.5" y="72.46970621744785"><block s="show"></block></script><comment x="148.5" y="18.80303955078122" w="90" collapsed="false">SLIDE 7</comment><script x="10" y="112.3030395507812"><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><script x="290.7240600585938" 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y="26.166666666666544"><custom-block s="square [side length] %s"><l></l><comment w="90" collapsed="false">Use this square block in your code.</comment></custom-block></script><script x="29" y="115"><block s="clear"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDE 12</comment></scripts></sprite><watcher scope="Explore" s="xPosition" style="normal" x="9.875390625000136" y="9.87539062499998" color="74,108,212" hidden="true"/><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="square [side length] %&apos;side length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="side length"/></block><block s="turn"><l>90</l></block></script></block><block 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