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color="20,0,237,1" pen="tip" id="17"><costumes><list id="18"><item><ref mediaID="Biene Gabi_cst_Biene"></ref></item></list></costumes><sounds><list struct="atomic" id="19"></list></sounds><blocks></blocks><variables></variables><scripts><script x="36.00000000000001" y="28.476190476190485"><block s="clear"></block></script><script x="21.000000000000007" y="79.47619047619051"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block></script><script x="22.00000000000001" y="196.97619047619048"><block s="setColor"><color>20,0,237,1</color></block><block s="down"></block><block s="forward"><l>50</l></block><block s="up"></block></script><comment x="148" y="7.142857142857143" w="90" collapsed="false">Durch Anklicken wird deine Bühne gewischt.</comment><comment x="191" y="96.14285714285714" w="90" collapsed="false">Gabi geht wieder in zurück in die Mitte.</comment><script x="276" y="29.642857142857146"><block s="hide"></block></script><script x="380" y="28.80952380952378"><block s="show"></block></script><comment x="467" y="11.142857142857139" w="90" collapsed="false">Mit diesen Blöcken kannst du Gabi anzeigen oder verstecken.</comment><comment x="203" y="219.1428571428571" w="90" collapsed="false">Gabi zeichnet eine Strecke.</comment><script x="423.7142857142858" y="133.4047619047619"><block s="doRepeat"><l>5</l><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>20,0,237,1</color></block><block s="down"></block><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block><block s="up"></block></script></block></script></block></script><comment x="597.7142857142857" y="176.14285714285708" w="90" collapsed="false">Gabi zeichnet fünf Quadrate an vier verschiedenen Positionen.</comment><script x="23.14285714285721" y="314.11904761904765"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="write"><l>Ich bin ein Quadrat</l><l>12</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="changeYPosition"><l>-10</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>20,0,237,1</color></block><block s="down"></block><block s="forward"><l>50</l></block><block s="up"></block><block s="turn"><l>90</l></block></script></block></script><comment x="170.57142857142856" y="413.42857142857144" w="189" collapsed="false">Gabi zeichnet ein Quadrat. Dafür muss sie vier Strecken zeichnen und sich jeweils an den Eckpunkten drehen.</comment></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Biene Gabi 2 Übung" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Leer" center-x="150" center-y="150" 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mediaID="Buehne_cst_Leer"/><costume name="Biene" center-x="180" center-y="180" 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" 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