<snapdata remixID="9797646"><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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code.</comment></custom-block></script><script x="29" y="228.33333333333334"><block s="clear"></block></script><comment x="141" y="133" w="80" collapsed="false">SLIDE 11</comment><script x="319" y="214.00000000000003"><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doRepeat"><l>4</l><script><block s="changePenHSVA"><l><option>hue</option></l><block s="reportDifference"><l>1</l><l>50</l></block></block><block s="forward"><block s="reportProduct"><block var="i"/><l>15</l></block></block><block s="turn"><l>90</l></block></script></block></script></block></script></scripts></sprite></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="doSetVar"><l>angle</l><l>90</l></block><block s="doSetVar"><l>long side</l><l>0</l></block><block s="doSetVar"><l>short side</l><l>0</l></block></script></block-definition><block-definition s="square number %&apos;number&apos; with size difference %&apos;with size difference&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="floodFill"></block><block s="setPenHSVA"><l><option>hue</option></l><l>10</l></block><block s="doSetVar"><l>long side</l><l>20</l></block><block s="doSetVar"><l>short side</l><l>15</l></block><block s="doFor"><l>i</l><l>1</l><block var="number"/><script><block s="down"></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="forward"><block var="long side"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="short side"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="long side"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="short side"/></block><block s="turn"><l>90</l></block><block s="up"></block><block s="changeYPosition"><block s="reportQuotient"><block var="with size difference"/><l>3</l></block></block><block s="changeXPosition"><block s="reportDifference"><l>0</l><block s="reportQuotient"><block var="with size difference"/><l>3</l></block></block></block><block s="doChangeVar"><l>long side</l><block var="with size difference"/></block><block s="doChangeVar"><l>short side</l><block var="with size difference"/></block><block s="floodFill"></block></script></block></script></block-definition></blocks><variables><variable name="angle"><l>90</l></variable><variable name="long side"><l>320</l></variable><variable name="short side"><l>315</l></variable><variable name="difference"><l>0</l></variable></variables></project><media name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>