<snapdata remixID="8579163"><project name="Crazy sqaures" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-175.99999999999994" y="-91.00000000000001" heading="3.069544618483633e-12" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="21,114,66,1" 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="79" y="37"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>2</l></block></script></block></script><script x="65" y="113"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>90</l></block></script></block></script><script x="386" y="41"><block s="clear"></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block></script><script x="394" y="160"><block s="receiveGo"></block><block s="show"></block><block s="clear"></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportRandom"><l>0</l><l>225</l></block><block s="reportRandom"><l>0</l><l>225</l></block><block s="reportRandom"><l>0</l><l>225</l></block></custom-block><block s="down"></block><block s="floodFill"></block><block s="doRepeat"><l>30</l><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-220</l><l>220</l></block><block s="reportRandom"><l>-170</l><l>17</l></block></block><block s="down"></block><custom-block s="Make polygon with %s sides and %s length"><block s="reportRandom"><l>3</l><l>5</l></block><block s="reportRandom"><l>100</l><l>40</l></block></custom-block><block s="up"></block><block s="changeXPosition"><l>1</l></block><block s="changeYPosition"><l>5</l></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportRandom"><l>0</l><l>225</l></block><block s="reportRandom"><l>0</l><l>225</l></block><block s="reportRandom"><l>0</l><l>225</l></block></custom-block><block s="down"></block><block s="floodFill"></block></script></block><block s="hide"></block></script><script x="22" y="238"><custom-block s="Polygon expansion"></custom-block></script><script x="10" y="288"><custom-block s="Nest Squares %s"><l>8</l></custom-block></script><script x="19" y="343"><custom-block s="Polygon sides %s side length %s"><l></l><l></l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Polygon sides %&apos;number of sides&apos; side length %&apos;side length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="side length"/></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block></script></block></script></block-definition><block-definition s="Polygon expansion" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>sides</l><l>3</l><l>14</l><script><block s="doRepeat"><l>1</l><script><block s="down"></block><custom-block s="Polygon sides %s side length %s"><block var="sides"/><l>50</l></custom-block></script></block></script></block></script></block-definition><block-definition s="Squares" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Nest Squares %&apos;number of squares&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>length</l><l>1</l><block var="number of squares"/><script><block s="doRepeat"><l>1</l><script><block s="down"></block><block s="setSize"><l>2</l></block><custom-block s="Polygon sides %s side length %s"><l>4</l><block s="reportProduct"><l>10</l><block var="length"/></block></custom-block></script></block></script></block></script></block-definition><block-definition s="Random" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Make polygon with %&apos;side&apos; sides and %&apos;length&apos; length" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="side"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="side"/></block></block></script></block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen"><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>r</l><l>g</l><l>b</l></list><l>this.setColor(new Color(r, g, b));</l></block><list><block var="r"/><block var="g"/><block var="b"/></list></block></script></block-definition><block-definition s="set pen color to h: %&apos;h&apos; s: %&apos;s&apos; v: %&apos;v&apos;" type="command" category="pen"><header></header><code></code><translations>pt:altera a cor da caneta para matiz _ , saturação _ e brilho _ (0 a 1)&#xD;</translations><inputs><input type="%n">0.3</input><input type="%n">0.7</input><input type="%n">0.6</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>h</l><l>s</l><l>v</l></list><l>var col = new Color();&#xD;col.set_hsv(h, s, v);&#xD;this.setColor(col);</l></block><list><block var="h"/><block var="s"/><block var="v"/></list></block></script></block-definition><block-definition s="RGB color" type="reporter" category="pen"><header></header><code></code><translations>pt:a cor da caneta em RGB (vermelho, verde e azul; 0 a 255)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l></l></list><l>return new List([this.color.r, this.color.g, this.color.b]);</l></block><list></list></block></block></script></block-definition><block-definition s="HSV color" type="reporter" category="pen"><header></header><code></code><translations>pt:a cor da caneta em HSV (matiz, saturação e brilho, 0 a 1)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l></l></list><l>return new List(this.color.hsv());</l></block><list></list></block></block></script></block-definition></blocks><variables></variables></project><media name="Crazy sqaures" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>