<snapdata remixID="12890166"><project name="2.4 LAB: Double Trivia Time" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="2.4 LAB: Double Trivia Time"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" 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" 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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="Mac" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="0" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Mac_cst_Jpegbullettrident"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables><variable name="answer"><l>256</l></variable><variable name="answer.2"><l>6</l></variable></variables><scripts><script x="30.6416015625" y="333.16666666666674"><block s="getLastAnswer"></block></script><script x="30" y="30"><block s="receiveGo"></block><block s="doSayFor"><l>Oh, welcome there.</l><l>2</l></block><block s="doAsk"><l>As you see, i gaurd this here.. uh.. empty void. who are you?</l></block><block s="doSetVar"><l>name</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>I see.</l><l>2.7</l></block><block s="doAsk"><l>Well, are you ready for the Double Triva time.. thing?</l></block><block s="doSayFor"><block var="name"/><l>0</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Glad you came prepared, </l><block var="name"/><l>.</l></list></block><l>2.5</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Well, best adapt, </l><block var="name"/><l>, we have trivia to do.</l></list></block><l>2.7</l></block></script></block><block s="doAsk"><l>First things first, how many pixels were used to make my hands?</l></block><block s="doSetVar"><l>answer</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>Next part.</l><l>2</l></block><block s="doAsk"><l>How many colors were used on my trident? Look closely now.</l></block><block s="doSetVar"><l>answer.2</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="answer"/><l>10</l></list></block><block s="reportVariadicEquals"><list><block var="answer.2"/><l>3</l></list></block></list></block><script><block s="doSayFor"><l>Good sight skills, i congradulate you.</l><l>2.8</l></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="answer"/><l>10</l></list></block><block s="reportVariadicEquals"><list><block var="answer.2"/><l>5</l></list></block></list></block><script><block s="doSayFor"><l>My hand isn&apos;t apart of the trident, silly. but it is holding it, so you win still.</l><l>2.4</l></block></script><script><block s="doSayFor"><l>... We&apos;ll get there.</l><l>2.6</l></block></script></block></script></block><block s="doAsk"><l>Now, whar&apos;s -6+3?</l></block><block s="doSetVar"><l>answer</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Now,what&apos;s your answer minus -11?</l></block><block s="doSetVar"><l>answer.2</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="answer"/><l>-3</l></list></block><block s="reportVariadicEquals"><list><block var="answer.2"/><l>-14</l></list></block></list></block><script><block s="doSayFor"><l>You sure you weren&apos;t snooping? Heh, i&apos;m only joking, let&apos;s continue.</l><l>2.8</l></block></script><script><block s="doSayFor"><l>I never was known for being an easy challange</l><l>2.3</l></block></script></block><block s="doSayFor"><l>Here&apos;s a good one..</l><l>2.4</l></block><block s="doAsk"><l>How many questions did i ask so far? Exclude this question right now,</l></block><block s="doSetVar"><l>answer</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many times can i speak so far? there are 2 ways you can answer this question.</l></block><block s="doSetVar"><l>answer.2</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="answer"/><l>6</l></list></block><block s="reportVariadicEquals"><list><block var="answer.2"/><l>7</l></list></block></list></block><script><block s="doSayFor"><l>Good, good. </l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="answer"/><l>6</l></list></block><block s="reportVariadicEquals"><list><block var="answer.2"/><l>10</l></list></block></list></block><script><block s="doSayFor"><l>I see you&apos;ve been keeping track of the split texts. I am glad.</l><l>2</l></block></script><script><block s="doSayFor"><l>I see you were too busy answering the questions, heh.</l><l>2</l></block></script></block></script></block><block s="doSayFor"><l>I got a silly one. Hang on a sec.</l><l>1.8</l></block><block s="doThinkFor"><l>{THINKING TIME}</l><l>3.4</l></block><block s="doSayFor"><l>K, i got it.</l><l>1.7</l></block><block s="doAsk"><l>This trident got me through some tough times, that being.. war. However, how many prongs would i need to turn this weapon into a strange untencil?</l></block><block s="doSetVar"><l>answer</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Now, what would we call this mysterious utencil?</l></block><block s="doSetVar"><l>answer.2</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="answer"/><l>1</l></list></block><block s="reportVariadicEquals"><list><block var="answer.2"/><l>fork</l></list></block></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="answer"/><l>4</l></list></block><script><block s="doSayFor"><l>Oh yea, that answer is right, hmm.</l><l>2</l></block></script><list></list></block><block s="doSayFor"><l>Maybe it wasn&apos;t that silly than i thought... Oh well.</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block var="answer"/><l>1</l></list></block><block s="reportVariadicEquals"><list><block var="answer.2"/><l>spoon</l></list></block><l/></list></block><script><block s="doSayFor"><l>I think you&apos;re tricking me, you are SO tricking me.</l><l>2.6</l></block><block s="doSayFor"><l>Very funny, but incorrect.</l><l>2.3</l></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="answer.2"/><l>knife</l></list></block><script><block s="doSayFor"><l>...</l><l>5</l></block><block s="doSayFor"><l>What did you say.</l><l>2</l></block></script><list></list></block></script></block></script></block><block s="doSayFor"><l>Hey, wait, this was meant to be HARD! How dare you not say anything!... Oh wait you actively spoke.. Sorry.</l><l>2</l></block><block s="doAsk"><l>BONUS TRIVIA: in PvZ1, how many lanes are in world 1, 2, 3, and 4 all togther if 3 and 4= 6?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>22</l></list></block><script><block s="doSayFor"><l>Wonderful!</l><l>2</l></block></script><script><block s="doSayFor"><l>That&apos;s just what to expect. </l><l>2</l></block></script></block><block s="doAsk"><l>BONUS OLD SCHOOL TRIVIA: In Pac-Man, which level has the board completely unplayable?</l></block><block s="doSetVar"><l>answer</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How much would you need to subtract to get to the closest 0 in that number?</l></block><block s="doSetVar"><l>answer.2</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="answer"/><l>256</l></list></block><block s="reportVariadicEquals"><list><block var="answer.2"/><l>6</l></list></block></list></block><script><block s="doSayFor"><l>Good, i see you&apos;ve been keeping that memory vault in handy.</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="answer"/><l>256</l></list></block><block s="reportVariadicEquals"><list><block var="answer.2"/><l>6</l></list></block></list></block><script><block s="doSayFor"><l>Well, you got something right, that deserves applause.</l><l>2</l></block></script><script><block s="doSayFor"><l>I thougth that knowlegde was well known.. I&apos;m right, right?</l><l>2</l></block></script></block></script></block><block s="doSayFor"><l>Ok, last ones.</l><l>2</l></block><block s="doAsk"><l>BONUS FINALE: How many types of code can you you select in "SNA!P"?</l></block><block s="doSetVar"><l>answer</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Which one has the least code blocks?</l></block><block s="doSetVar"><l>answer.2</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="answer"/><l>8</l></list></block><block s="reportVariadicEquals"><list><block var="answer.2"/><l>Pen</l></list></block></list></block><script><block s="doSayFor"><l>Mm hmm.</l><l>2</l></block></script><script><block s="doSayFor"><l>Nah. that&apos;s not the one.</l><l>2</l></block></script></block><block s="doAsk"><l>But how many DIFFERENT coding blocks are in there?</l></block><block s="doSetVar"><l>answer</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="answer"/><l>16</l></list></block><script><block s="doSayFor"><l>....</l><l>3</l></block><block s="doSayFor"><l>You are correct.</l><l>3</l></block></script><script><block s="doSayFor"><l>Right at the finish line!</l><l>2.4</l></block><block s="doSayFor"><l>But that&apos;s what the green flag is for, so all&apos;s well.</l><l>2</l></block></script></block><block s="doSayFor"><l>I&apos;m all tired now.. But is was fun, see you on a later date.</l><l>2</l></block></script><script x="517.6416015624998" y="1338.6666666666665"><block s="reportVariadicEquals"><list><l></l><l></l></list></block></script></scripts></sprite><watcher var="name" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher scope="Mac" var="answer" style="normal" x="9" y="72.00000599999998" color="243,118,29"/><watcher scope="Mac" var="answer.2" style="normal" x="20" y="189.00000799999998" color="243,118,29"/></sprites></stage><variables><variable name="name"><l>mm</l></variable></variables></scene></scenes></project><media name="2.4 LAB: Double Trivia Time" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Jpegbullettrident" center-x="124" center-y="180" 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" mediaID="Mac_cst_Jpegbullettrident"/></media></snapdata>