<snapdata remixID="10215970"><project name="Biene Gabi 2" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbn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select="1"><scene name="Biene Gabi 2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Buehne" width="300" height="300" 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" 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struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Labyrinth" idx="3" x="5.000000000000227" y="-26.959359733699273" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="3" color="0,187.98599999999993,247.35,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Labyrinth_cst_Labyrinth 1"></ref></item><item><ref mediaID="Labyrinth_cst_Labyrinth 2"></ref></item><item><ref mediaID="Labyrinth_cst_Labyrinth2"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite><sprite name="Blume" idx="2" x="120" y="-110.00000000000017" heading="90" scale="0.1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="168.19799999999992,0,247.35,1" pen="tip" id="18"><costumes><list id="19"><item><ref mediaID="Blume_cst_Blume"></ref></item></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="27.666666666666657"><block s="receiveGo"></block><block s="setScale"><l>10</l></block><block s="show"></block><block s="gotoXY"><l>120</l><l>-110</l></block></script></scripts></sprite><sprite name="Loesung" idx="4" x="-103.3079638838392" y="115.71007917311427" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="170.85000000000002,164.016,0,1" pen="tip" id="31"><costumes><list struct="atomic" id="32"></list></costumes><sounds><list struct="atomic" id="33"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33" y="78.00000000000003"><block s="receiveGo"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>30</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block></script></block></script><comment x="202" y="62.66666666666666" w="90" collapsed="false">Eine mögliche Lösung, um Gabi durch das Labyrinth zu bringen. Du kannst sie mit Rechtsklick auf der Maus duplizieren und dann auf das Objekt Biene Gabi legen (unter der Buehne). Dann kannst du die Lösung testen. </comment></scripts></sprite><watcher scope="Blume" s="yPosition" style="normal" x="163.7820913578828" y="163.78209135787966" color="74,108,212" hidden="true"/><watcher scope="Blume" s="xPosition" style="normal" x="163.7820913578828" y="507.7245159658436" color="74,108,212" hidden="true"/><watcher scope="Biene Gabi" s="xPosition" style="normal" x="119.05598854070331" y="917.7232450012569" color="74,108,212" hidden="true"/><watcher scope="Biene Gabi" s="yPosition" style="normal" x="119.05598854070331" y="515.9092935977143" color="74,108,212" hidden="true"/><watcher scope="Biene Gabi" s="direction" style="normal" x="20.207417416666658" y="13.727443167703626" color="74,108,212"/><sprite name="Biene Gabi" idx="1" x="-77" y="33" heading="180" scale="0.07" volume="100" pan="0" rotation="0" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="55"><costumes><list id="56"><item><ref mediaID="Biene Gabi_cst_Biene"></ref></item></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="346.00000000000006" y="30"><block s="receiveGo"></block><block s="doForever"><script><block s="doIf"><block s="reportTouchingObject"><l>Labyrinth</l></block><script><block s="gotoXY"><l>-77</l><l>33</l></block><block s="turnLeft"><l>90</l></block></script></block></script></block></script><script x="20" y="35"><block s="receiveGo"></block><block s="setScale"><l>7</l></block><block s="show"></block><block s="gotoXY"><l>-77</l><l>33</l></block><block s="setHeading"><l>180</l></block></script><comment x="552" y="43.66666666666665" w="120" collapsed="false">Hier wird sicher gestellt, dass Gabi beim Berühren des Labyrinths zum Startpunkt zurück muss. Klicke einmal darauf, so dass der Block leuchtet und somit aktiviert ist.</comment><comment x="198.00000000000003" y="41.66666666666667" w="110" collapsed="false">Dieser Block passt Gabis Größe zu Beginn an und stellt sicher, dass sie auch an der richtigen Stelle angezeigt wird.&#xD;Aktiviere auch den Block rechts, der für die Berührung der Labyrinthwand zuständig ist.</comment><script x="60" y="331"><block s="turnLeft"><l></l></block></script><script x="60" y="282"><block s="turn"><l></l></block></script><script x="60" y="384"><block s="forward"><l></l></block></script><script x="50.99999999999999" y="434.4999999999999"><block s="doRepeat"><l>0</l><script></script></block></script><comment x="239.00000000000003" y="287.66666666666663" w="108.99999999999999" collapsed="false">Diese Blöcke genügen, um einen Weg durchs Labyrinth zu finden. Suche die Blöcke im linken Rand, setze passende Werte und teste deine Lösung.</comment><comment x="718" y="282.66666666666663" w="90" collapsed="false">Hier kannst du deine Lösung ablegen. Hast du es geschafft Gabi einen kompletten Weg durchs Labyrinth zu erklären?&#xD;Du kannst auch auf das Objekt Loesung (gelber Pfeil unter der Bühne) klicken, wenn es dir nicht gelingt.</comment></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Biene Gabi 2" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Labyrinth 1" center-x="131" center-y="121" image="data:image/png;base64,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" mediaID="Labyrinth_cst_Labyrinth 1"/><costume name="Labyrinth 2" center-x="180.5" center-y="164" 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" mediaID="Labyrinth_cst_Labyrinth 2"/><costume name="Labyrinth2" center-x="143" center-y="72" 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mediaID="Labyrinth_cst_Labyrinth2"/><costume name="Blume" center-x="150" center-y="150" 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" mediaID="Blume_cst_Blume"/><costume name="Biene" center-x="180" center-y="180" image="data:image/png;base64,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" 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