<snapdata remixID="9608360"><project name="1.4.13. Mihich-2 (complet)" app="Snap! 6, https://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="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" scheduled="false" 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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="reportSum"><block s="xPosition"></block><block var="abstand"/></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="reportSum"><block s="xPosition"></block><block var="abstand"/></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="reportSum"><block s="xPosition"></block><block var="abstand"/></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="reportSum"><block s="xPosition"></block><block var="abstand"/></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="reportSum"><block s="xPosition"></block><block var="abstand"/></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="reportSum"><block s="yPosition"></block><block var="abstand"/></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="reportSum"><block s="yPosition"></block><block var="abstand"/></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="reportSum"><block s="yPosition"></block><block var="abstand"/></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><variables></variables></project><media name="1.4.13. Mihich-2 (complet)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>