Kais Math Program.xml

<project name="Kais Math Program" app="Snap! 4.0, http://snap.berkeley.edu" 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" id="10"/></item></list></costumes><sounds><list id="11"></list></sounds><variables></variables><blocks></blocks><scripts><script x="10" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="doSetVar"><l>first</l><block s="reportRandom"><l>6</l><l>8</l></block></block><block s="doSetVar"><l>second</l><block s="reportRandom"><l>6</l><l>8</l></block></block><block s="doBroadcast"><l>timer</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>welcome to kai&apos;s math program and game! </l><l>what is  </l><block var="first"/><l>*</l><block var="second"/></list></block></block><block s="doSetVar"><l>done</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doIfElse"><block s="reportEquals"><block s="reportProduct"><block var="first"/><block var="second"/></block><block s="getLastAnswer"></block></block><script><block s="bubble"><l>Congrats! you got it right!</l></block><block s="doChangeVar"><l>score</l><block var="time left"/></block></script><script><block s="bubble"><block s="reportJoinWords"><list><l>sorry that was not right the right answer was </l><block s="reportProduct"><block var="first"/><block var="second"/></block></list></block></block><block s="doChangeVar"><l>score</l><l>-5</l></block></script></block></script><script x="23" y="353.2537313432836"><block s="receiveMessage"><l>timer</l></block><block s="doSetVar"><l>done</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>time left</l><l>10</l></block><block s="doShowVar"><l>time left</l></block><block s="doUntil"><block s="reportOr"><block s="reportEquals"><block var="time left"/><l>0</l></block><block var="done"/></block><script><block s="doWait"><l>1</l></block><block s="doChangeVar"><l>time left</l><l>-1</l></block></script></block><block s="doHideVar"><l>time left</l></block><block s="doIf"><block s="reportNot"><block var="done"/></block><script><block s="doStopOthers"><l><option>all but this script</option></l></block><block s="doWait"><l>.5</l></block><block s="bubble"><block s="reportJoinWords"><list><l>Out of time!  The answer was </l><block s="reportProduct"><block var="first"/><block var="second"/></block></list></block></block><block s="doChangeVar"><l>score</l><l>-5</l></block></script></block></script><script x="270" y="49"><block s="receiveGo"></block><block s="doSetVar"><l>score</l><l>0</l></block></script></scripts></sprite><watcher var="first" style="normal" x="8.604166666666629" y="8.604166666666657" color="243,118,29" hidden="true"/><watcher var="second" style="normal" x="13.766666666666765" y="26.672918387499976" color="243,118,29" hidden="true"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="14.627083333332962" y="46.46250172083339" color="4,148,220" hidden="true"/><watcher var="score" style="normal" x="8.604166666666629" y="26.672918387499976" color="243,118,29"/><watcher scope="Stage" s="getTimer" style="normal" x="8.604166666666629" y="44.74167010833334" color="4,148,220" hidden="true"/><watcher var="time left" style="normal" x="8.604166666666629" y="62.81042182916664" color="243,118,29" hidden="true"/><watcher var="done" style="normal" x="8.604166666666629" y="80.87917354999996" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="first"><l>6</l></variable><variable name="second"><l>8</l></variable><variable name="score"><l>7</l></variable><variable name="time left"><l>0</l></variable><variable name="done"><bool>false</bool></variable></variables></project>