<snapdata remixID="8446038"><project name="Flag Project" 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="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-212.90311339215964" y="12.540379529240482" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="253,250,255,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="up"></block><block s="gotoXY"><l>-220</l><l>150</l></block><custom-block s="France Flag width %s height %s"><l>450</l><l>100</l></custom-block></script><script x="20" y="98"><custom-block s="DrawUSFlag"></custom-block></script><script x="20" y="134"><block s="receiveKey"><l><option>space</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="down"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of 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="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block><block s="forward"><block s="reportQuotient"><block var="backup"/><l>-1</l></block></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="polygon sides: %&apos;sides&apos; side length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="sides"/><block var="length"/><l>0</l></custom-block></script></block-definition><block-definition s="asterisk branches: %&apos;branches&apos; branch length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="Polygon 2.0 sides: %&apos;sides&apos; side length: %&apos;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="sides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="FilledRectangles width %&apos;width&apos; height %&apos;height&apos; color %&apos;R&apos; %&apos;G&apos; %&apos;B&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="setHeading"><l>90</l></block><block s="down"></block><custom-block s="set pen color to r: %n g: %n b: %n"><block var="R"/><block var="G"/><block var="B"/></custom-block><block s="doRepeat"><l>2</l><script><block s="forward"><block var="width"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="height"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="floodFill"></block><block s="forward"><l>-10</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>-10</l></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><block-definition s="France Flag width %&apos;width&apos; height %&apos;height&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><custom-block s="FilledRectangles width %s height %s color %s %s %s"><block var="width"/><block var="height"/><l></l><l></l><l>255</l></custom-block><block s="turn"><l>90</l></block><block s="forward"><block var="height"/></block><block s="turnLeft"><l>90</l></block><custom-block s="FilledRectangles width %s height %s color %s %s %s"><block var="width"/><block var="height"/><l>255</l><l>255</l><l>255</l></custom-block><block s="turn"><l>90</l></block><block s="forward"><block var="height"/></block><block s="turnLeft"><l>90</l></block><custom-block s="FilledRectangles width %s height %s color %s %s %s"><block var="width"/><block var="height"/><l>255</l><l></l><l></l></custom-block></script></block-definition><block-definition s="WhiteFilledStar: OuterRadius %&apos;OuterRadius&apos; InnerRadius %&apos;InnerRadius&apos; points %&apos;points&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="setHeading"><l>90</l></block><block s="doRepeat"><block var="points"/><script><block s="forward"><l>10</l></block><block s="turn"><l>135</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>60</l></block></script></block><block s="up"></block><block s="forward"><l>1</l></block><block s="floodFill"></block></script></block-definition><block-definition s="FilledStar: Radius %&apos;Radius&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>5</l><script><block s="forward"><block var="Radius"/></block><block s="turn"><l>135</l></block><block s="forward"><block var="Radius"/></block><block s="turnLeft"><l>60</l></block></script></block><block s="up"></block><block s="turn"><l>100</l></block><block s="forward"><l>1</l></block><block s="floodFill"></block><block s="turnLeft"><l>100</l></block><block s="forward"><l>-5.3</l></block><block s="setHeading"><l>90</l></block></script></block-definition><block-definition s="DrawUSFlag" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="gotoXY"><l>-230</l><l>160</l></block><custom-block s="FilledRectangles width %s height %s color %s %s %s"><l>200</l><l>150</l><l></l><l></l><l>255</l></custom-block><block s="up"></block><block s="down"></block><block s="forward"><l>200</l></block><block s="doRepeat"><l>5</l><script><custom-block s="FilledRectangles width %s height %s color %s %s %s"><l>260</l><l>30</l><l>255</l><l></l><l></l></custom-block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="setHeading"><l>90</l></block><custom-block s="FilledRectangles width %s height %s color %s %s %s"><l>260</l><l>30</l><l>255</l><l>255</l><l>255</l></custom-block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="setHeading"><l>90</l></block></script></block><custom-block s="FilledRectangles width %s height %s color %s %s %s"><l>260</l><l>30</l><l>255</l><l></l><l></l></custom-block><block s="forward"><l>-200</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>150</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>3</l><script><custom-block s="FilledRectangles width %s height %s color %s %s %s"><l>200</l><l>30</l><l>255</l><l>255</l><l>255</l></custom-block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="setHeading"><l>90</l></block><custom-block s="FilledRectangles width %s height %s color %s %s %s"><l>200</l><l>30</l><l>255</l><l></l><l></l></custom-block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="setHeading"><l>90</l></block></script></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>320</l></block><block s="setHeading"><l>90</l></block><block s="forward"><l>20</l></block><block s="setColor"><color>253,250,255,1</color></block><block s="doRepeat"><l>7</l><script><block s="doRepeat"><l>7</l><script><block s="down"></block><custom-block s="FilledStar: Radius %s"><l>7</l></custom-block><block s="forward"><l>30</l></block></script></block><block s="forward"><l>-178</l></block><block s="turn"><l>90</l></block><block s="forward"><l>18</l></block><block s="setHeading"><l>90</l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="Flag Project" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>