<snapdata remixID="10667114"><project name="MultipleChoiceAssignment " app="Snap! 6, https://snap.berkeley.edu" 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s="doWaitUntil"><block s="reportOr"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="q1"/><l>a</l></block><block s="reportEquals"><block var="q1"/><l>b</l></block></block><block s="reportEquals"><block var="q1"/><l>c</l></block></block><block s="reportEquals"><block var="q1"/><l>d</l></block></block></block><block s="gotoXY"><l>-115</l><l>100</l></block><block s="bubble"><l>A. x will be set to 26</l></block><block s="doWaitUntil"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="q2"/><l>a</l></block><block s="reportEquals"><block var="q2"/><l>b</l></block></block><block s="reportOr"><block s="reportEquals"><block var="q2"/><l>c</l></block><block s="reportEquals"><block var="q2"/><l>d</l></block></block></block></block><block s="gotoXY"><l>-115</l><l>50</l></block><block s="bubble"><l>A. "if" block</l></block><block s="doWaitUntil"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="q3"/><l>a</l></block><block s="reportEquals"><block var="q3"/><l>b</l></block></block><block s="reportOr"><block s="reportEquals"><block var="q3"/><l>c</l></block><block s="reportEquals"><block var="q3"/><l>d</l></block></block></block></block><block s="bubble"><l>A. start/end</l></block><block s="doWaitUntil"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="q4"/><l>a</l></block><block s="reportEquals"><block var="q4"/><l>b</l></block></block><block s="reportOr"><block s="reportEquals"><block var="q4"/><l>c</l></block><block s="reportEquals"><block var="q4"/><l>d</l></block></block></block></block><block s="doIfElse"><block s="reportEquals"><block var="q1"/><l>b</l></block><script><block s="setColor"><color>0,229,17,1</color></block><block s="doSayFor"><l>question 1-right</l><l>7</l></block></script><script><block s="setColor"><color>250,13,0,1</color></block><block s="doSayFor"><l>question 1-wrong</l><l>7</l></block></script></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="-115" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="13,3,0,1" pen="tip" id="149"><costumes><list struct="atomic" id="150"></list></costumes><sounds><list struct="atomic" id="151"></list></sounds><blocks></blocks><variables></variables><scripts><script x="46" y="236.66666666666666"><block s="receiveGo"></block><block s="setColor"><color>13,3,0,1</color></block><block s="gotoXY"><l>-115</l><l>0</l></block><block s="setColor"><color>13,3,0,1</color></block><block s="bubble"><l>B.subtraction</l></block><block s="doWaitUntil"><block s="reportOr"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="q1"/><l>a</l></block><block s="reportEquals"><block var="q1"/><l>b</l></block></block><block s="reportEquals"><block var="q1"/><l>c</l></block></block><block s="reportEquals"><block var="q1"/><l>d</l></block></block></block><block s="gotoXY"><l>-115</l><l>50</l></block><block s="bubble"><l>B. x will be set to 13</l></block><block s="doWaitUntil"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="q2"/><l>a</l></block><block s="reportEquals"><block var="q2"/><l>b</l></block></block><block s="reportOr"><block s="reportEquals"><block var="q2"/><l>c</l></block><block s="reportEquals"><block var="q2"/><l>d</l></block></block></block></block><block s="gotoXY"><l>-115</l><l>0</l></block><block s="bubble"><l>B. "broadcast" block</l></block><block s="doWaitUntil"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="q3"/><l>a</l></block><block s="reportEquals"><block var="q3"/><l>b</l></block></block><block s="reportOr"><block s="reportEquals"><block var="q3"/><l>c</l></block><block s="reportEquals"><block var="q3"/><l>d</l></block></block></block></block><block s="bubble"><l>B. process</l></block><block s="doWaitUntil"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="q4"/><l>a</l></block><block s="reportEquals"><block var="q4"/><l>b</l></block></block><block s="reportOr"><block s="reportEquals"><block var="q4"/><l>c</l></block><block s="reportEquals"><block var="q4"/><l>d</l></block></block></block></block><block s="doIfElse"><block s="reportEquals"><block var="q2"/><l>a</l></block><script><block s="setColor"><color>0,229,17,1</color></block><block s="doSayFor"><l>question 2-right</l><l>7</l></block></script><script><block s="setColor"><color>250,13,0,1</color></block><block s="doSayFor"><l>question 2-wrong</l><l>7</l></block></script></block></script></scripts></sprite><sprite name="Sprite(4)" idx="4" x="-115" y="-50" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="13,3,0,1" pen="tip" id="288"><costumes><list struct="atomic" id="289"></list></costumes><sounds><list struct="atomic" id="290"></list></sounds><blocks></blocks><variables></variables><scripts><script x="42" y="144.16666666666615"><block s="receiveGo"></block><block s="setColor"><color>13,3,0,1</color></block><block s="show"></block><block s="gotoXY"><l>-115</l><l>-50</l></block><block s="setColor"><color>13,3,0,1</color></block><block s="bubble"><l>C. greater than</l></block><block s="doWaitUntil"><block s="reportOr"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="q1"/><l>a</l></block><block s="reportEquals"><block var="q1"/><l>b</l></block></block><block s="reportEquals"><block var="q1"/><l>c</l></block></block><block s="reportEquals"><block var="q1"/><l>d</l></block></block></block><block s="hide"></block><block s="doWaitUntil"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="q2"/><l>a</l></block><block s="reportEquals"><block var="q2"/><l>b</l></block></block><block s="reportOr"><block s="reportEquals"><block var="q2"/><l>c</l></block><block s="reportEquals"><block var="q2"/><l>d</l></block></block></block></block><block s="show"></block><block s="bubble"><l>C. 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" 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