<snapdata remixID="9608357"><project name="1.4.13. Mihich (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="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>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, 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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 (complet)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>