<snapdata remixID="11816296"><project name="Exercici 4" 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="Exercici 4"><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></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="283"><pentrails>data:image/png;base64,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