<snapdata remixID="12605883"><project name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 9.0, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="U1L3.3 Modern Art With Polygons: for loop"><notes></notes><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 s="up"></block></script></block-definition><block-definition s="pinwheel [branches] %&apos;branches&apos; [size] %&apos;size&apos; backup %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="backup"/></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="asterick [branches] %&apos;branches&apos; [length] %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs></block-definition><block-definition s="restart all code" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="restart" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>say yes if you want to try again, say no if you want to end game</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doAsk"><l>pinwheel asterisk polygon</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>polygon</l></list></block><script><block s="doAsk"><l>blue, red, rainbow</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>blue</l></list></block><script><block s="down"></block><block s="setHeading"><l>90</l></block><block s="doFor"><l>length</l><l>2</l><l>180</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block><block s="setColor"><color>46,60,255,1</color></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>red</l></list></block><script><block s="down"></block><block s="setHeading"><l>90</l></block><block s="doFor"><l>length</l><l>2</l><l>180</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block><block s="setColor"><color>255,46,43,1</color></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>rainbow</l></list></block><script><block s="down"></block><block s="setHeading"><l>90</l></block><block s="doFor"><l>length</l><l>2</l><l>180</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block></script><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>pinwheel</l></list></block><script><block s="doAsk"><l>red, blue, green, rainbow</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>red</l></list></block><script><block s="gotoXY"><l>0</l><l>35</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>24</l><script><block s="forward"><l>15</l></block><custom-block s="pinwheel [branches] %s [size] %s backup %s"><l>30</l><l>40</l><l>50</l></custom-block><block s="turn"><l>15</l></block><block s="setColor"><color>236,22,0,1</color></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>rainbow</l></list></block><script><block s="gotoXY"><l>0</l><l>35</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>24</l><script><block s="forward"><l>15</l></block><custom-block s="pinwheel [branches] %s [size] %s backup %s"><l>30</l><l>40</l><l>50</l></custom-block><block s="turn"><l>15</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>blue</l></list></block><script><block s="gotoXY"><l>0</l><l>35</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>24</l><script><block s="forward"><l>15</l></block><custom-block s="pinwheel [branches] %s [size] %s backup %s"><l>30</l><l>40</l><l>50</l></custom-block><block s="turn"><l>15</l></block><block s="setColor"><color>33,15,255,1</color></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>green</l></list></block><script><block s="gotoXY"><l>0</l><l>35</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>24</l><script><block s="forward"><l>15</l></block><custom-block s="pinwheel [branches] %s [size] %s backup %s"><l>30</l><l>40</l><l>50</l></custom-block><block s="turn"><l>15</l></block><block s="setColor"><color>0,244,5,1</color></block></script></block></script><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>asterick</l></list></block><script><block s="doAsk"><l>small, normal, average, special, circle</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>small</l></list></block><script><block s="setHeading"><l>135</l></block><block s="doRepeat"><l>24</l><script><block s="forward"><l>15</l></block><custom-block s="pinwheel [branches] %s [size] %s backup %s"><l>10</l><l>10</l><l>10</l></custom-block><block s="turn"><l>15</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="doGotoObject"><l><option>random position</option></l></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>avergae</l></list></block><script><block s="setHeading"><l>135</l></block><block s="doRepeat"><l>24</l><script><block s="forward"><l>15</l></block><custom-block s="pinwheel [branches] %s [size] %s backup %s"><l>30</l><l>30</l><l>30</l></custom-block><block s="turn"><l>15</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="doGotoObject"><l><option>random position</option></l></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>special</l></list></block><script><block s="setHeading"><l>90</l></block><block s="doFor"><l>length</l><l>2</l><l>180</l><script><custom-block s="pinwheel [branches] %s [size] %s backup %s"><l>8</l><l>8</l><l>8</l></custom-block><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>normal</l></list></block><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="forward"><l>10</l></block><custom-block s="pinwheel [branches] %s [size] %s backup %s"><l>180</l><l>180</l><l>180</l></custom-block><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>cicle</l></list></block><script><block s="setHeading"><l>135</l></block><block s="doRepeat"><l>24</l><script><block s="forward"><l>150</l></block><custom-block s="pinwheel [branches] %s [size] %s backup %s"><l>10</l><l>10</l><l>10</l></custom-block><block s="turn"><l>15</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block><block s="forward"><l>10</l></block><custom-block s="pinwheel [branches] %s [size] %s backup %s"><l>100</l><l>100</l><l>100</l></custom-block><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>20</l></block></script><list></list></block></script><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doAsk"><l>did you enjoy my project</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>Thats great to hear</l><l>2</l></block><block s="doSayFor"><l>I had a lot of fun too</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>sorry to hear</l><l>2</l></block><block s="doSayFor"><l>Maybe you should try the circle in asterisk</l><l>2</l></block><block s="doSayFor"><l>Its super cool</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><list></list></block><block s="doStopThis"><l><option>all</option></l></block></script><list></list></block><block s="doStopThis"><l><option>all</option></l></block></script></block-definition><block-definition s="Polygon {sides} %&apos;sides&apos; {size} %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="up"></block></script><scripts><script x="178.4794921875" y="191.66666666666663"><block var="size"/></script><script x="92.5859375" y="213.49999999999994"><block s="reportQuotient"><l>500</l><block var="sides"/></block></script></scripts></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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</pentrails><costumes><list struct="atomic" id="593"></list></costumes><sounds><list struct="atomic" id="594"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Counting" idx="1" x="-23.99371069182439" y="-1.7610062893081704" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="88,255,89,1" pen="tip" id="599"><costumes><list struct="atomic" id="600"></list></costumes><sounds><list struct="atomic" id="601"></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="Spiral" idx="3" x="76.00628930817584" y="-1.7610062893081704" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="31,235,255,1" pen="tip" id="607"><costumes><list struct="atomic" id="608"></list></costumes><sounds><list struct="atomic" id="609"></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><script x="30" y="113"><block s="clear"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDES 9 &amp; 10</comment></scripts></sprite><sprite name="Squares" idx="4" x="176.00628930817675" y="-1.7610062893081704" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="245,123,0,1" pen="tip" id="616"><costumes><list struct="atomic" id="617"></list></costumes><sounds><list struct="atomic" id="618"></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><script x="383" 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 11</comment></scripts></sprite><sprite name="Epic" idx="5" x="-123.99371069182394" y="138.23899371069183" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="139,0,163,1" pen="tip" id="627"><costumes><list struct="atomic" id="628"></list></costumes><sounds><list struct="atomic" id="629"></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><script x="383" 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><sprite name="Explore" idx="2" x="7.071067811865305" y="-7.071067811865021" heading="225.00000000000227" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,46.00000000000001,101.79999999999987,1" pen="tip" id="638"><costumes><list struct="atomic" id="639"></list></costumes><sounds><list struct="atomic" id="640"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="11" y="10" w="90" collapsed="false">SLIDE 7</comment><comment x="11" y="64" w="90" collapsed="false">These two scripts perform the same task!!!!</comment><script x="11" y="142"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block 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