<snapdata remixID="14991997"><project name="Exercici 4 Mihich" app="Snap! 11.0.8, 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 Mihich"><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><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" id="284"><pentrails>data:image/png;base64,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