<snapdata remixID="11791596"><project name="Mihich " 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="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><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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