<snapdata remixID="12279626"><project name="2.3- Polygonals Spirals" app="Snap! 8.1, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="2.3- Polygonals Spirals"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Make Spiral x: %&apos;x&apos; y: %&apos;y&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="up"></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>100</l><script><block s="setSize"><block s="reportVariadicProduct"><list><block var="i"/><l>.05</l></list></block></block><block s="forward"><block s="reportVariadicProduct"><list><block var="i"/><l>.1</l></list></block></block><block s="turn"><l>15</l></block></script></block></script></block-definition><block-definition s="Make %&apos;number&apos; Flowers" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>stem</l><l>1</l><block var="number"/><script><block s="setHeading"><l>0</l></block><block s="up"></block><block s="setColor"><color>55,201,0,1</color></block><block s="gotoXY"><block s="reportVariadicSum"><list><l>-250</l><block s="reportVariadicProduct"><list><block var="stem"/><block s="reportQuotient"><l>450</l><block var="number"/></block></list></block><block s="reportRandom"><l>-10</l><l>10</l></block></list></block><block s="reportVariadicSum"><list><l>-50</l><block s="reportRandom"><l>-100</l><l>0</l></block></list></block></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>50</l><script><block s="setSize"><block s="reportDifference"><l>6</l><block s="reportVariadicProduct"><list><block var="i"/><l>.1</l></list></block></block></block><block s="forward"><block s="reportVariadicProduct"><list><block var="i"/><l>.1</l></list></block></block><block s="turn"><block s="reportVariadicProduct"><list><l>1</l><block s="reportQuotient"><block s="reportRandom"><l>-20</l><l>20</l></block><l>10</l></block></list></block></block></script></block><block s="doAddToList"><block s="xPosition"></block><block var="x coords"/></block><block s="doAddToList"><block s="yPosition"></block><block var="y coords"/></block></script></block></script></block-definition><block-definition s="Make Spiral" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>1</l><l>200</l><script><block s="setSize"><block s="reportVariadicProduct"><list><block var="i"/><l>.05</l></list></block></block><block s="forward"><block s="reportVariadicProduct"><list><block var="i"/><l>.1</l></list></block></block><block s="turn"><l>15</l></block></script></block></script></block-definition><block-definition s="Make Squaral" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="clear"></block><block s="setColor"><color>0,16,22,1</color></block><block s="floodFill"></block><block s="setColor"><color>95,239,0,1</color></block><block s="doFor"><l>i</l><l>1</l><l>100</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>1</l></block><block s="forward"><block s="reportVariadicProduct"><list><block var="i"/><l>1</l></list></block></block><block s="turn"><l>45</l></block></script></block></script></block-definition><block-definition s="Make Circle" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>100</l><script><block s="setSize"><l>10</l></block><block s="forward"><l>15</l></block><block s="turn"><l>10</l></block></script></block></script></block-definition></blocks><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" 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