<snapdata remixID="11931108"><project name="Courbes De Lissajou" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Courbes De Lissajou"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><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><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" id="63"><pentrails>data:image/png;base64,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struct="atomic" id="64"></list></costumes><sounds><list struct="atomic" id="65"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="57.19999980926514" y="98.76883405951389" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="79.168,80,76.8,1" pen="tip" id="70"><costumes><list struct="atomic" id="71"></list></costumes><sounds><list struct="atomic" id="72"></list></sounds><blocks></blocks><variables></variables><scripts><script x="32" y="42.00000000000003"><block s="receiveGo"></block><block s="hide"></block><block s="doSetVar"><l>rayon</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><block var="rayon"/><l>0</l></block><block s="clear"></block><block s="up"></block><block s="doSetVar"><l>dt</l><l>0.5</l></block><block s="doSetVar"><l>i</l><l>0</l></block><block s="doSetVar"><l>rx</l><block s="reportRandom"><l>1</l><l>20</l></block></block><block s="doSetVar"><l>ry</l><block s="reportRandom"><l>1</l><l>20</l></block></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="dt"/></block><script><block s="gotoXY"><block s="reportVariadicProduct"><list><block var="rayon"/><block s="reportMonadic"><l><option>cos</option></l><block s="reportVariadicProduct"><list><block var="rx"/><block var="i"/></list></block></block></list></block><block s="reportVariadicProduct"><list><block var="rayon"/><block s="reportMonadic"><l><option>sin</option></l><block s="reportVariadicProduct"><list><block var="ry"/><block var="i"/></list></block></block></list></block></block><block s="write"><block s="reportRandom"><l>0</l><l>9</l></block><l>12</l></block><block s="doSetVar"><l>i</l><block s="reportVariadicSum"><list><block var="i"/><block var="dt"/></list></block></block></script></block></script></scripts></sprite><watcher var="i" style="normal" x="10" y="52.00000399999999" 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