<snapdata remixID="12858977"><project name="Lab 2-3" 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="Lab 2-3"><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" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list 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="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_Cowbullet"></ref></item><item><ref mediaID="Sprite_cst_enter-the-gungeon-bala-green-graphics-art-collage-transparent-png-496955"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="22.173502604166828" y="10"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>Cowbullet</l></block><block s="doSayFor"><l>Howdy there. I&apos;m guessing it&apos;s not everyday you see a livng bullet acting like a cowboy.</l><l>3.4</l></block><block s="doSayFor"><l>Let&apos;s not dwell on that, because regardless, it&apos;s time for math! Yea, i bet you&apos;re hyped, huh?</l><l>3.2</l></block><block s="doAsk"><l>What&apos;s 1+6?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>7</l></list></block><script><block s="doSayFor"><l>Yup, that&apos;s the answer.</l><l>2.3</l></block></script><script><block s="doSayFor"><l>I think you need to email your math teacher about this, bud.</l><l>2.6</l></block></script></block><block s="doAsk"><l>What&apos;s 4 + -2?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>2</l></list></block><script><block s="doSayFor"><l>Great job, that&apos;s correct.</l><l>2.3</l></block></script><script><block s="doSayFor"><l>I guesss i should handle my difficulty spike, heh..</l><l>2.6</l></block></script></block><block s="doSayFor"><l>Ok, let&apos;s switch it up this time.</l><l>3</l></block><block s="doAsk"><l>How many pixels are seen on the hand that im NOT holding a gun with?</l></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>5</l></list></block><script><block s="doSayFor"><l>You might wanna aim a little higher next time.</l><l>3</l></block></script><list></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5</l></list></block><script><block s="doSayFor"><l>Keen eyes, kid.</l><l>3</l></block></script><script><block s="doSayFor"><l>Hmm. i thought it was obvious.</l><l>3</l></block></script></block><block s="doSayFor"><l>Well, that&apos;s all i&apos;ve got. </l><l>3</l></block><block s="doAsk"><l>Are you satified with that?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>I guess i&apos;ll need to work on that. Give me some SPACE if you want me to step up my game. i work well going solo.See ya soon.</l><l>2</l></block></script><list></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>Happy i could entertain ya then. See you around!</l><l>2.6</l></block></script><script><block s="doSayFor"><l>Sorry, i only speak in yes or no.Im a sprite, not a chatting AI.</l><l>3.4</l></block></script></block></script><script x="505.30826822916697" y="766.4999999999982"><block s="getLastAnswer"></block></script><script x="10.000000000000028" y="830.3333333333333"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doSwitchToCostume"><l>enter-the-gungeon-bala-green-graphics-art-collage-transparent-png-496955</l></block><block s="doSayFor"><l>Huh?? What? who are you??</l><l>3.4</l></block><block s="doSayFor"><l>WAIT, no, i already know. You want me to throw MATH problems at you?? I suppose i can do that..</l><l>3.1</l></block><block s="doAsk"><l>First question. How many pixels were used to cover my eye?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>7</l></list></block><script><block s="doSayFor"><l>Yea, that&apos;s the ticket.</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>15</l></list></block><script><block s="doSayFor"><l>Correct! 10 points for great effort, too! Let&apos;s keep that up!</l><l>2.8</l></block></script><script><block s="doSayFor"><l>Yea, i see how you messed up. But don&apos;t expect this to get easier, now.</l><l>2.6</l></block></script></block></script></block><block s="doAsk"><l>What&apos;s your name?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block s="getLastAnswer"></block></list></block><script><block s="doSayFor"><l>HA! I&apos;m just fooling you. Let&apos;s get a REAL answer this time.</l><l>2</l></block></script><list></list></block><block s="doAsk"><l>How many words are in this question?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>7</l></list></block><script><block s="doSayFor"><l>Ok, that was baby games, i gotta step it up!</l><l>2.4</l></block></script><script><block s="doSayFor"><l>I bet you were thinking LETTERS, not words.</l><l>2.4</l></block></script></block><block s="doAsk"><l>Ok, that cowboy guy, how many pixels was in that thing he had in his mouth?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="doSayFor"><l>I didn&apos;t expect you to remeber he had that, i know i didn&apos;t.</l><l>2.7</l></block></script><script><block s="doSayFor"><l>Nobody ever keeps track of that. Me included.</l><l>2.5</l></block></script></block><block s="doSayFor"><l>Bonus Gaming Trivia!!</l><l>2.6</l></block><block s="doAsk"><l>How many characters do you start with being avalable to play as in Enter The Gungeon? (Excludes Cultist.)</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSayFor"><l>Wow, i&apos;m surprised.</l><l>2</l></block></script><script><block s="doSayFor"><l>Yea, i knew you&apos;d lose. I&apos;m evil like that.</l><l>2.7</l></block></script></block><block s="doAsk"><l>Here&apos;s a good one. wIn PvZ1, How much does the first plant you get cost, PLUS the number of grass lanes in the first world?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>105</l></list></block><script><block s="doSayFor"><l>Kiiiiilling iiiiiiit! You&apos;re a natural!</l><l>3</l></block></script><script><block s="doSayFor"><l>Ok, i gotta find a triva question from a genre you KNOW about.</l><l>3</l></block></script></block><block s="doAsk"><l>Here&apos;s a simple one, almost.. In Candy Crush Saga, whats the least amount of turns to make and combine 2 striped candies, PLUS the cost to make them in total?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>10</l></list></block><script><block s="doSayFor"><l>Yea! you got the moblie game know how!</l><l>2.6</l></block></script><script><block s="doAsk"><l>Ok, gotta ask, you DO play moblie games, right?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>Oh, great, you were just confused.</l><l>2.3</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>...Uhm... Should have asked a bit.. sooner,. Mm.</l><l>4</l></block></script><list></list></block></script></block><block s="doSayFor"><l>That was, kinda fun. Ok, it was REALLY fun! We should do this again next time! See you then!</l><l>3</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 2-3" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Cowbullet" center-x="88" center-y="91" 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" 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