<snapdata remixID="14403857"><project name="Kunst001" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Kunst001"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Bühne" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Objekt" idx="1" x="-13.92058267273963" y="-134.8253887618981" heading="114" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="25.999999999999986,145,31.600000000000016,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="66.17886178861781" y="6.097560975609756"><block s="receiveGo"></block><block s="doSetVar"><l>Anzahl Schritte</l><l>1</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>1</l></block><block s="doUntil"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="doChangeVar"><l>Anzahl Schritte</l><l>.1</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>1</l></block><block s="forward"><block var="Anzahl Schritte"/></block><block s="changeSize"><l>.2</l></block><block s="doFaceTowards"><l><option>mouse-pointer</option></l></block><block s="doWait"><l>0.1</l></block></script></block></script></scripts></sprite><watcher var="Anzahl Schritte" style="normal" x="8.556149732620321" y="8.556149732620321" color="243,118,29"/></sprites></stage><variables><variable name="Anzahl Schritte"><l>14.999999999999964</l></variable></variables></scene></scenes></project><media name="Kunst001" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"></media></snapdata>