<snapdata remixID="14655211"><project name="Ejercicio 5" app="Snap! 11.0.4, https://snap.berkeley.edu" 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select="1"><scene name="Ejercicio 5"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="horizontalelinien" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="n_horizontal"/><script><block s="setColor"><color>0,108,208,1</color></block><block s="down"></block><block s="forward"><block var="breite"/></block><block s="up"></block><block s="gotoXY"><block var="xstart"/><block s="reportVariadicSum"><list><block s="yPosition"></block><block var="abstand"/></list></block></block><block s="setColor"><color>0,106,93,1</color></block><block s="down"></block><block s="forward"><block var="breite"/></block><block s="up"></block><block s="gotoXY"><block var="xstart"/><block s="reportVariadicSum"><list><block s="yPosition"></block><block var="abstand"/></list></block></block><block s="setColor"><color>142,46,0,1</color></block><block s="down"></block><block s="forward"><block var="breite"/></block><block s="up"></block><block s="gotoXY"><block var="xstart"/><block s="reportVariadicSum"><list><block s="yPosition"></block><block var="abstand"/></list></block></block></script></block></script></block-definition><block-definition s="vertikalelinien" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="n_vertikal"/><script><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="forward"><block var="hoehe"/></block><block s="up"></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><block var="abstand"/></list></block><block s="reportDifference"><block var="ystart"/><block s="reportQuotient"><block var="abstand"/><l>2</l></block></block></block><block s="setColor"><color>0,106,93,1</color></block><block s="down"></block><block s="forward"><block var="hoehe"/></block><block s="up"></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><block var="abstand"/></list></block><block s="reportDifference"><block var="ystart"/><block s="reportQuotient"><block var="abstand"/><l>2</l></block></block></block><block s="setColor"><color>142,46,0,1</color></block><block s="down"></block><block s="forward"><block var="hoehe"/></block><block s="up"></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><block var="abstand"/></list></block><block s="reportDifference"><block var="ystart"/><block s="reportQuotient"><block var="abstand"/><l>2</l></block></block></block></script></block></script></block-definition><block-definition s="vertikallinien_2" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="n_vertikal"/><script><block s="setColor"><color>255,228,147,1</color></block><block s="down"></block><block s="forward"><block var="hoehe"/></block><block s="up"></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><block var="abstand"/></list></block><block s="reportDifference"><block var="ystart"/><block s="reportQuotient"><block var="abstand"/><l>2</l></block></block></block><block s="setColor"><color>255,188,201,1</color></block><block s="down"></block><block s="forward"><block var="hoehe"/></block><block s="up"></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><block var="abstand"/></list></block><block s="reportDifference"><block var="ystart"/><block s="reportQuotient"><block var="abstand"/><l>2</l></block></block></block><block s="setColor"><color>219,221,255,1</color></block><block s="down"></block><block s="forward"><block var="hoehe"/></block><block s="up"></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><block var="abstand"/></list></block><block s="reportDifference"><block var="ystart"/><block s="reportQuotient"><block var="abstand"/><l>2</l></block></block></block></script></block></script></block-definition><block-definition s="horizontallinien_2" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="n_horizontal"/><script><block s="setColor"><color>208,121,255,1</color></block><block s="down"></block><block s="forward"><block var="breite"/></block><block s="up"></block><block s="gotoXY"><block var="xstart"/><block s="reportVariadicSum"><list><block s="yPosition"></block><block var="abstand"/></list></block></block><block s="setColor"><color>255,178,24,1</color></block><block s="down"></block><block s="forward"><block var="breite"/></block><block s="up"></block><block s="gotoXY"><block var="xstart"/><block s="reportVariadicSum"><list><block s="yPosition"></block><block var="abstand"/></list></block></block><block s="setColor"><color>0,215,229,1</color></block><block s="down"></block><block s="forward"><block var="breite"/></block><block s="up"></block><block s="gotoXY"><block var="xstart"/><block s="reportVariadicSum"><list><block s="yPosition"></block><block var="abstand"/></list></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></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 line ends to %&apos;style&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">round<options>round&#xD;flat</options></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>choice</l></list><l>SpriteMorph.prototype.useFlatLineEnds = (choice === &apos;flat&apos;);</l></block><list><block var="style"/></list></block></script></block-definition><block-definition s="fill background" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRun"><block s="reportJSFunction"><list></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    img = stage.image,&#xD;    ctx = img.getContext(&apos;2d&apos;);&#xD;ctx.fillStyle = this.color.toString();&#xD;ctx.fillRect(0, 0, img.width, img.height);&#xD;stage.changed();</l></block><list></list></block></script></block-definition><block-definition s="Dibujar circulo" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>360</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script></block-definition></blocks><primitives></primitives><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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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