<snapdata remixID="13137916"><project name="1_3_8_Wuerfeln" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="1_3_8_Wuerfeln"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Initialisieren" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>-100</l></block><block s="setScale"><l>70</l></block><block s="doSwitchToCostume"><l>Spielleiterin</l></block><block s="doSetVar"><l>Würfel1</l><l>?</l></block><block s="doSetVar"><l>Würfel2</l><l>?</l></block><block s="doSetVar"><l>Pasch</l><l>?</l></block><block s="doSetVar"><l>Wurfnummer</l><l>0</l></block><block s="doSetVar"><l>Auswertung</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition></blocks><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="31"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="32"></list></costumes><sounds><list struct="atomic" id="33"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="W1Würfeln" idx="2" x="-150" y="20" heading="90" scale="0.15" volume="100" pan="0" rotation="0" draggable="true" costume="1" color="15.504000000000014,0,193.8,1" pen="tip" id="38"><costumes><list id="39"><item><ref mediaID="W1Würfeln_cst_Buttonblau"></ref></item><item><ref mediaID="W1Würfeln_cst_Buttongelb"></ref></item><item><ref mediaID="W1Würfeln_cst_ButtonW1"></ref></item></list></costumes><sounds><list struct="atomic" id="40"></list></sounds><blocks></blocks><variables></variables><scripts><script x="27.999999999999996" y="20.000000000000025"><block s="receiveGo"></block><block s="gotoXY"><l>-150</l><l>20</l></block><block s="setScale"><l>15</l></block></script><script x="53.333333333333336" y="119.61111111111109"><block s="receiveMessage"><l>wuerfeln</l><list></list></block><block s="doSetVar"><l>Würfel1</l><block s="reportRandom"><l>1</l><l>6</l></block></block></script></scripts></sprite><sprite name="W2Würfeln" idx="3" x="-30" y="20" heading="90" scale="0.15" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="15.504000000000014,0,193.8,1" pen="tip" id="60"><costumes><list id="61"><item><ref mediaID="W2Würfeln_cst_Buttonblau"></ref></item><item><ref mediaID="W2Würfeln_cst_Buttongelb"></ref></item><item><ref mediaID="W2Würfeln_cst_ButtonW2"></ref></item></list></costumes><sounds><list struct="atomic" id="62"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20.000000000000025"><block s="receiveGo"></block><block s="gotoXY"><l>-30</l><l>20</l></block><block s="setScale"><l>15</l></block></script><script x="42.5" y="157.94444444444443"><block s="receiveMessage"><l>wuerfeln</l><list></list></block><block s="doSetVar"><l>Würfel2</l><block s="reportRandom"><l>1</l><l>6</l></block></block></script></scripts></sprite><sprite name="Spielleiterin" idx="1" x="0" y="-100" heading="90" scale="0.7" volume="100" pan="0" rotation="0" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="82"><costumes><list id="83"><item><ref mediaID="Spielleiterin_cst_Spielleiterin"></ref></item></list></costumes><sounds><list struct="atomic" id="84"></list></sounds><blocks></blocks><variables></variables><scripts><script x="26.999999999999982" y="27.66666666666673"><block s="receiveGo"></block><custom-block s="Initialisieren"></custom-block></script><script x="400.83333333333337" y="25"><block s="receiveMessage"><l>wuerfeln</l><list></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Würfel1"/><block var="Würfel2"/></list></block><script><block s="doSetVar"><l>Pasch</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doSetVar"><l>Pasch</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="Pasch"/><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="doSayFor"><l>Gewonnen. Neustart in 2 s.</l><l>2</l></block><block s="doWait"><l>2</l></block><custom-block s="Initialisieren"></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="Wurfnummer"/><l>2</l></list></block><script><block s="doSayFor"><l>Verloren. Neustart in 2 s.</l><l>2</l></block><block s="doWait"><l>2</l></block><custom-block s="Initialisieren"></custom-block></script><list></list></block><block s="doSetVar"><l>Auswertung</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script x="27.5" y="151.16666666666666"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="Auswertung"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></block><script><block s="doBroadcast"><l>wuerfeln</l><list><l><option>all</option></l></list></block><block s="doChangeVar"><l>Wurfnummer</l><l>1</l></block><block s="doSetVar"><l>Auswertung</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block></script><comment x="170.83333333333334" y="33.333333333333336" w="90" collapsed="false">Zurücksetzen des Spiels</comment><comment x="28.333333333333336" y="319.1666666666667" w="231.66666666666669" collapsed="false">Würfeln durch Senden einer Nachricht an die tatsächlichen Würfel. Die Variable &quot;Auswertung&quot; verhindert weiteres Würfeln während der Auswertung.</comment><comment x="400.83333333333337" y="411.6666666666667" w="234.16666666666669" collapsed="false">Auwertung jedes einzelnen Wurfs.</comment></scripts></sprite><watcher scope="Spielleiterin" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Spielleiterin" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher var="Würfel1" style="normal" x="22" y="103" color="243,118,29"/><watcher var="Würfel2" style="normal" x="146.86486486486478" y="103.7027047027027" color="243,118,29"/><watcher var="Wurfnummer" style="normal" x="13" y="6.400003999999996" color="243,118,29"/><watcher var="Auswertung" style="normal" x="250" y="9.400003999999996" color="243,118,29" hidden="true"/><watcher var="Pasch" style="normal" x="13" y="39.400003999999996" color="243,118,29"/></sprites></stage><variables><variable name="Würfel1"><l>?</l></variable><variable name="Würfel2"><l>?</l></variable><variable name="Pasch"><l>?</l></variable><variable name="Wurfnummer"><l>0</l></variable><variable name="Auswertung"><bool>false</bool></variable></variables></scene></scenes></project><media name="1_3_8_Wuerfeln" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Buttonblau" center-x="222.5" center-y="80.5" 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" mediaID="W1Würfeln_cst_Buttonblau"/><costume name="Buttongelb" center-x="222.5" center-y="80.5" 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" mediaID="W1Würfeln_cst_ButtonW1"/><costume name="Buttonblau" center-x="222.5" center-y="80.5" 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" mediaID="W2Würfeln_cst_Buttonblau"/><costume name="Buttongelb" center-x="222.5" center-y="80.5" 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" 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" mediaID="W2Würfeln_cst_ButtonW2"/><costume name="Spielleiterin" center-x="77" center-y="142" 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" 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