<snapdata remixID="11148546"><project name="Final Choice Project" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Final Choice Project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="equation answered correctly?" type="predicate" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="said operation"/></block><l>+</l></block><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><block s="reportSum"><block s="reportListItem"><l>1</l><block var="first number"/></block><block s="reportListItem"><l>1</l><block var="second number"/></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="said operation"/></block><l>-</l></block><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="first number"/></block><block s="reportListItem"><l>1</l><block var="second number"/></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="said operation"/></block><l>x</l></block><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><block s="reportProduct"><block s="reportListItem"><l>1</l><block var="first number"/></block><block s="reportListItem"><l>1</l><block var="second number"/></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="comet correct?" type="predicate" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="said operation"/></block><l>+</l></block><script><block s="doIf"><block s="reportEquals"><block var="answer"/><block s="reportSum"><block s="reportListItem"><l>1</l><block var="first number"/></block><block s="reportListItem"><l>1</l><block var="second number"/></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="said operation"/></block><l>-</l></block><script><block s="doIf"><block s="reportEquals"><block var="answer"/><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="first number"/></block><block s="reportListItem"><l>1</l><block var="second number"/></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="said operation"/></block><l>x</l></block><script><block s="doIf"><block s="reportEquals"><block var="answer"/><block s="reportProduct"><block s="reportListItem"><l>1</l><block var="first number"/></block><block s="reportListItem"><l>1</l><block var="second number"/></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="reset variables" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>answer</l><l></l></block><block s="doSetVar"><l>comet speed</l><l>2</l></block><block s="doSetVar"><l>correct answers</l><l>0</l></block><block s="doSetVar"><l>equation</l><l></l></block><block s="doSetVar"><l>first number</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>lives</l><l>5</l></block><block s="doSetVar"><l>number set 1</l><block s="reportNumbers"><l>1</l><l>12</l></block></block><block s="doSetVar"><l>number set 2</l><block s="reportNumbers"><l>1</l><l>9</l></block></block><block s="doSetVar"><l>operation</l><block s="reportNewList"><list><l>+</l><l>-</l><l>x</l></list></block></block><block s="doSetVar"><l>points</l><l>50</l></block><block s="doSetVar"><l>said operation</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>score</l><l>0</l></block><block s="doSetVar"><l>second number</l><block s="reportNewList"><list></list></block></block></script></block-definition><block-definition s="spawn random equation" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doInsertInList"><block s="reportListItem"><l><option>any</option></l><block var="number set 1"/></block><l>1</l><block var="first number"/></block><block s="doInsertInList"><block s="reportListItem"><l><option>any</option></l><block var="number set 2"/></block><l>1</l><block var="second number"/></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportListItem"><l>1</l><block var="first number"/></block><block s="reportListItem"><l>1</l><block var="second number"/></block></block><script><block s="doReplaceInList"><l>1</l><block var="second number"/><block s="reportListItem"><l><option>any</option></l><block var="number set 2"/></block></block></script></block><block s="doInsertInList"><block s="reportListItem"><l><option>any</option></l><block var="operation"/></block><l>1</l><block var="said operation"/></block><block s="doSetVar"><l>equation</l><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="first number"/></block><l> </l><block s="reportListItem"><l>1</l><block var="said operation"/></block><l> </l><block s="reportListItem"><l>1</l><block var="second number"/></block></list></block></block></script></block-definition><block-definition s="point growth: %&apos;point growth&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doChangeVar"><l>points</l><block var="point growth"/></block><block s="doChangeVar"><l>score</l><block var="points"/></block></script></block-definition></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="333"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="334"><item><ref mediaID="Stage_cst_stage 1"></ref></item><item><ref mediaID="Stage_cst_stage 2"></ref></item></list></costumes><sounds><list struct="atomic" id="335"></list></sounds><variables></variables><blocks></blocks><scripts><script x="395" y="178.33333333333337"><block s="receiveMessage"><l>moonrise</l><list></list></block><block s="doSwitchToCostume"><l>stage 1</l></block></script><script x="701" y="116.33333333333337"><block s="receiveMessage"><l>sunrise</l><list></list></block><block s="doSwitchToCostume"><l>stage 2</l></block></script><script x="87" y="48.33333333333334"><block s="receiveGo"></block><block s="doSwitchToCostume"><l><option>Empty</option></l></block></script></scripts><sprites select="8"><sprite name="land" idx="3" x="0" y="-120" heading="90" scale="1.1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="0,124.95,94.96200000000003,1" pen="tip" id="355"><costumes><list id="356"><item><ref mediaID="land_cst_stage 1"></ref></item><item><ref mediaID="land_cst_stage 2"></ref></item></list></costumes><sounds><list struct="atomic" id="357"></list></sounds><blocks></blocks><variables></variables><scripts><script x="53" y="67.33333333333334"><block s="receiveGo"></block><block s="hide"></block><block s="setScale"><l>110</l></block><block s="doSwitchToCostume"><l>stage 1</l><comment w="90" collapsed="false">the ground is dark during the night</comment></block><block s="gotoXY"><l>0</l><l>-120</l></block></script><script x="305" y="68.33333333333337"><block s="receiveMessage"><l>moonrise</l><list></list></block><block s="show"></block></script><script x="535" y="65.33333333333337"><block s="receiveMessage"><l>sunrise</l><list></list></block><block s="doSwitchToCostume"><l>stage 2</l><comment w="90" collapsed="false">at end scene, the ground is green because the sun is out</comment></block></script></scripts></sprite><sprite name="comet" idx="6" x="-245" y="20" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="112.20000000000012,0,140.25,1" pen="tip" id="381"><costumes><list id="382"><item><ref mediaID="comet_cst_comet"></ref></item></list></costumes><sounds><list struct="atomic" id="383"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="21"><block s="receiveGo"></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block><block s="clearEffects"></block><block s="hide"></block><block s="gotoXY"><l>-245</l><l>20</l></block><custom-block s="reset variables"><comment w="90" collapsed="true">custom block: resets all variables needed at start of game</comment></custom-block></script><script x="562" y="45.166666666666856"><block s="receiveOnClone"></block><block s="show"></block><custom-block s="spawn random equation"><comment w="173" collapsed="true">custom block: creates random equation using random items from lists &apos;first number&apos; (corresponds with the first variable in an equation), &apos;operation&apos; (corresponds with the operation used in the equation), and &apos;second number&apos; (corresponds with the second variable in an equation)</comment></custom-block><block s="bubble"><block var="equation"/></block><block s="doUntil"><block s="reportGreaterThan"><block s="xPosition"></block><l>240</l></block><script><block s="doSetVar"><l>input</l><block s="xPosition"></block></block><block s="setYPosition"><block s="reportSum"><block s="reportMonadic"><l><option>neg</option></l><block s="reportPower"><block s="reportProduct"><l>0.03</l><block var="input"/></block><l>2</l></block></block><l>40</l></block></block><block s="changeXPosition"><block var="comet speed"/><comment w="90" collapsed="true">moves horizontally to the quantity of &apos;comet speed&apos; variable, which increases/decreases if the player gets a question right/wrong</comment></block></script><comment w="90" collapsed="true">moves comet clone across the screen until it reaches the other side in an arc formation (upside down parabola)</comment></block><block s="doBroadcast"><l>clone lost</l><list><l>answer</l></list><comment w="90" collapsed="false">indicates that the player loses a life to &apos;answer&apos; sprite</comment></block><block s="doSetVar"><l>answer</l><l></l></block><block s="removeClone"></block></script><script x="960" y="79.16666666666697"><block s="receiveOnClone"></block><block s="doForever"><script><block s="doIf"><custom-block s="comet correct?"></custom-block><script><block s="doSetVar"><l>answer</l><l></l><comment w="90" collapsed="true">resets answer variable so that clones don&apos;t keep deleting</comment></block><block s="doWait"><l>0.07</l></block><block s="removeClone"></block></script><comment w="90" collapsed="true">indicates whether to delete clone, dependent on the created answer variable instead of the player&apos;s immediate answer so that the clone doesn&apos;t keep deleting immediately</comment></block></script></block></script><script x="1167" y="226.33333333333337"><block s="receiveCondition"><block s="reportEquals"><block var="lives"/><l>0</l></block></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block><block s="hide"></block></script><script x="261" y="91"><block s="receiveMessage"><l>clone start</l><list></list></block><block s="doForever"><script><block s="createClone"><l><option>myself</option></l><comment w="90" collapsed="false">creates comets with equations for player to answer</comment></block><block s="doWait"><l>4</l></block></script></block></script></scripts></sprite><sprite name="answer" idx="5" x="255.53452115812934" y="-23.440890868596966" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="7,0,20,1" pen="tip" id="472"><costumes><list struct="atomic" id="473"></list></costumes><sounds><list struct="atomic" id="474"></list></sounds><blocks></blocks><variables></variables><scripts><script x="22" y="40"><block s="receiveGo"></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block><block s="hide"></block></script><script x="234" y="43"><block s="receiveMessage"><l>start</l><list></list></block><block s="doBroadcast"><l>clone start</l><list><l>comet</l></list><comment w="90" collapsed="false">starts clone production</comment></block><block s="doForever"><script><block s="doAsk"><l>answer:</l></block><block s="doIf"><custom-block s="equation answered correctly?"></custom-block><script><block s="doChangeVar"><l>comet speed</l><l>0.2</l></block><block s="doSetVar"><l>answer</l><block s="getLastAnswer"></block><comment w="90" collapsed="true">setting the answer variable to the player&apos;s answer indicates whether or not the comet clone should delete</comment></block><block s="doChangeVar"><l>score</l><block var="points"/></block><block s="doChangeVar"><l>correct answers</l><l>1</l></block><block s="doBroadcast"><l>score change</l><list><l>score</l></list><comment w="90" collapsed="false">broadcast tells &apos;score&apos; sprite to add to the displayed score</comment></block></script><comment w="90" collapsed="true">custom block: checks if answer submitted is correct for the current comet. If true, the next comet clone will speed up, the player earns points, and their count of correct answers goes up</comment></block></script></block></script><script x="619" y="61.33333333333337"><block s="receiveMessage"><l>clone lost</l><list></list><comment w="90" collapsed="false">if a comet clone reaches the other side of the screen without the correct answer, the life count goes down by 1 (which indicates the lives sprite that it needs to change costumes for the player), and slows down the comet slightly so the player might have a better chance of answering the next question in time</comment></block><block s="doChangeVar"><l>lives</l><l>-1</l></block><block s="doChangeVar"><l>comet speed</l><l>-0.1</l></block></script><script x="997" y="51"><block s="receiveCondition"><block s="reportEquals"><block var="lives"/><l>0</l></block></block><block s="doStopThis"><l><option>all but this script</option></l></block></script></scripts></sprite><sprite name="lives" idx="4" x="-221.5" y="149.5" heading="90" scale="0.75" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="191.25,103.275,0,1" pen="tip" id="536"><costumes><list id="537"><item><ref mediaID="lives_cst_5 lives"></ref></item><item><ref mediaID="lives_cst_4 lives"></ref></item><item><ref mediaID="lives_cst_3 lives"></ref></item><item><ref mediaID="lives_cst_2 lives"></ref></item><item><ref mediaID="lives_cst_1 life"></ref></item></list></costumes><sounds><list struct="atomic" id="538"></list></sounds><blocks></blocks><variables></variables><scripts><script x="69" y="76.33333333333337"><block s="receiveGo"></block><block s="hide"></block><block s="setScale"><l>75</l></block><block s="doSwitchToCostume"><l>5 lives</l></block><block s="gotoXY"><l>-222</l><l>150</l></block></script><script x="466" y="76.33333333333337"><block s="receiveMessage"><l>start</l><list></list><comment w="90" collapsed="false">life indicator for the player, each costume counts the lives, changes each time the player loses a life</comment></block><block s="show"></block><block s="doForever"><script><block s="doIf"><block s="reportEquals"><block var="lives"/><l>4</l></block><script><block s="doSwitchToCostume"><l>4 lives</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="lives"/><l>3</l></block><script><block s="doSwitchToCostume"><l>3 lives</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="lives"/><l>2</l></block><script><block s="doSwitchToCostume"><l>2 lives</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="lives"/><l>1</l></block><script><block s="doSwitchToCostume"><l>1 life</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="lives"/><l>0</l></block><script><block s="hide"></block></script></block></script></block></script></scripts></sprite><sprite name="score" idx="7" x="142" y="160" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,253,253,1" pen="tip" id="603"><costumes><list struct="atomic" id="604"></list></costumes><sounds><list struct="atomic" id="605"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="24.99999999999997"><block s="receiveGo"></block><block s="hide"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>142</l><l>160</l></block><block s="setColor"><color>255,253,253,1</color></block></script><script x="654" y="273.33333333333337"><block s="receiveCondition"><block s="reportEquals"><block var="lives"/><l>0</l></block></block><block s="clear"></block><block s="setColor"><color>30,30,30,1</color></block></script><script x="864" y="106"><block s="receiveMessage"><l>end</l><list></list><comment w="90" collapsed="false">during final screen, shows players their ending statistics</comment></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block><block s="up"></block><block s="gotoXY"><l>-125</l><l>-40</l></block><block s="write"><block s="reportJoinWords"><list><l>FINAL SCORE:</l><block var="score"/></list></block><l>24</l></block><block s="gotoXY"><l>-125</l><l>-60</l></block><block s="write"><block s="reportJoinWords"><list><l>CORRECT ANSWERS: </l><block var="correct answers"/></list></block><l>24</l></block><block s="gotoXY"><l>-160</l><l>0</l></block><block s="down"></block><block s="write"><l>THANKS FOR PLAYING</l><l>30</l></block><block s="hide"></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="234" y="28"><block s="receiveMessage"><l>score change</l><list></list><comment w="90" collapsed="false">rewrites score on screen for player to see</comment></block><block s="doIf"><block s="reportEquals"><block var="correct answers"/><l>4</l><comment w="90" collapsed="false">as score grows, once it reaches a certain amount the player earns more points per correct answer</comment></block><script><custom-block s="point growth: %n"><l>5</l></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="correct answers"/><l>6</l></block><script><custom-block s="point growth: %n"><l>5</l></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="correct answers"/><l>8</l></block><script><custom-block s="point growth: %n"><l>5</l><comment w="90" collapsed="false">custom block: increases the points variable and changes score by that amount, indicates that the score needs to be displayed changed</comment></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="correct answers"/><l>10</l></block><script><custom-block s="point growth: %n"><l>10</l></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="correct answers"/><l>15</l></block><script><custom-block s="point growth: %n"><l>10</l></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="correct answers"/><l>20</l></block><script><custom-block s="point growth: %n"><l>10</l></custom-block></script><comment w="90" collapsed="false">at this point the player has reached the maximum benefit</comment></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>135</l><l>160</l></block><block s="down"></block><block s="write"><block s="reportJoinWords"><list><l>SCORE: </l><block var="score"/></list></block><l>15</l></block><block s="hide"></block></script></scripts></sprite><sprite name="sun" idx="8" x="-1" y="-105" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="130.05,0,78.02999999999996,1" pen="tip" id="738"><costumes><list id="739"><item><ref mediaID="sun_cst_sun"></ref></item></list></costumes><sounds><list struct="atomic" id="740"></list></sounds><blocks></blocks><variables></variables><scripts><script x="53" y="62.33333333333337"><block s="receiveGo"></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block><block s="hide"></block><block s="gotoXY"><l>-1</l><l>-105</l></block><block s="setHeading"><l>270</l></block></script><script x="311" y="48.16666666666674"><block s="receiveMessage"><l>sunrise</l><list></list></block><block s="show"></block><block s="doUntil"><block s="reportGreaterThan"><block s="xPosition"></block><l>0</l></block><script><block s="turn"><l>7</l></block><block s="forward"><l>10</l></block><block s="doWait"><l>0.1</l></block></script><comment w="90" collapsed="false">for ending sequence, the sun rises after the nighttime</comment></block><block s="doBroadcast"><l>end</l><list></list><comment w="90" collapsed="false">indicates to stop the game and to display the player&apos;s final statistics</comment></block></script></scripts></sprite><sprite name="moon" idx="2" x="-0.5" y="-105.5" heading="270" scale="0.75" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="191.25,149.17499999999998,0,1" pen="tip" id="776"><costumes><list id="777"><item><ref mediaID="moon_cst_moon"></ref></item></list></costumes><sounds><list struct="atomic" id="778"></list></sounds><blocks></blocks><variables></variables><scripts><script x="57" y="56.33333333333337"><block s="receiveGo"></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block><block s="hide"></block><block s="setScale"><l>75</l></block><block s="doSwitchToCostume"><l>moon</l></block><block s="gotoXY"><l>-1</l><l>-105</l></block><block s="setHeading"><l>270</l></block></script><script x="303" y="73"><block s="receiveMessage"><l>moonrise</l><list></list><comment w="90" collapsed="false">moves in a circular direction, like the moon rising in the sky</comment></block><block s="show"></block><block s="doUntil"><block s="reportGreaterThan"><block s="xPosition"></block><l>0</l></block><script><block s="turn"><l>7</l></block><block s="forward"><l>10</l></block><block s="doWait"><l>0.1</l></block></script></block><block s="doBroadcast"><l>start</l><list></list></block></script><script x="681" y="82"><block s="receiveCondition"><block s="reportEquals"><block var="lives"/><l>0</l></block><comment w="90" collapsed="false">game end, moves like the moon setting</comment></block><block s="doUntil"><block s="reportGreaterThan"><l>-51</l><block s="yPosition"></block></block><script><block s="turn"><l>7</l></block><block s="forward"><l>10</l></block><block s="doWait"><l>0.1</l></block></script></block><block s="doBroadcast"><l>sunrise</l><list></list><comment w="90" collapsed="false">makes the &apos;sun&apos; sprite rise for end screen</comment></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block><block s="hide"></block></script></scripts></sprite><sprite name="start screen" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="844"><costumes><list id="845"><item><ref mediaID="start screen_cst_start"></ref></item><item><ref mediaID="start screen_cst_intro"></ref></item></list></costumes><sounds><list struct="atomic" id="846"></list></sounds><blocks></blocks><variables></variables><scripts><script x="61" y="94.33333333333337"><block s="receiveGo"><comment w="90" collapsed="false">start screen, if clicked shows intro</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="show"></block><block s="doSwitchToCostume"><l>start</l></block><block s="doForever"><script><block s="doIf"><block s="reportAnd"><block s="reportTouchingObject"><l><option>mouse-pointer</option></l></block><block s="reportMouseDown"></block></block><script><block s="doWait"><l>0.2</l></block><block s="doBroadcast"><l>intro</l><list></list></block></script></block></script></block></script><script x="468" y="47.33333333333337"><block s="receiveMessage"><l>intro</l><list></list><comment w="90" collapsed="false">costume explains rules of game, click to start</comment></block><block s="doSwitchToCostume"><l>intro</l></block><block s="doForever"><script><block s="doIf"><block s="reportAnd"><block s="reportTouchingObject"><l><option>mouse-pointer</option></l></block><block s="reportMouseDown"></block></block><script><block s="doWait"><l>0.2</l></block><block s="doBroadcast"><l>moonrise</l><list></list></block></script></block></script></block></script><script x="885" y="72.33333333333337"><block s="receiveMessage"><l>moonrise</l><list></list><comment w="90" collapsed="false">broadcast makes the &apos;moon&apos; sprite rise for backdrop</comment></block><block s="hide"></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block></script></scripts></sprite><watcher var="operation" style="normal" x="9.35416666666697" y="48.641670408333326" color="243,118,29" hidden="true"/><watcher var="equation" style="normal" x="9.35416666666697" y="135.63542227916673" color="243,118,29" hidden="true"/><watcher var="input" style="normal" x="9.35416666666697" y="233.85418163333316" color="243,118,29" hidden="true"/><watcher var="answer" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="lives" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="comet speed" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="number set 1" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="166.00000799999998" color="4,148,220" hidden="true"/><watcher var="second number" style="normal" x="344.35416666666697" y="154.5666778916667" color="243,118,29" hidden="true"/><watcher var="first number" style="normal" x="268.35416666666697" y="203.9229260208334" color="243,118,29" hidden="true"/><watcher var="score" style="normal" x="10" y="187.00000999999997" color="243,118,29" hidden="true"/><watcher var="points" style="normal" x="10" y="208.00001199999997" color="243,118,29" hidden="true"/><watcher var="correct answers" style="normal" x="10" y="250.00001599999996" color="243,118,29" hidden="true"/><watcher var="said operation" style="normal" x="10" y="271.00001799999995" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="operation"><list struct="atomic" id="923">+,-,x</list></variable><variable name="equation"><l></l></variable><variable name="number set 1"><list struct="atomic" id="924">1,2,3,4,5,6,7,8,9,10,11,12</list></variable><variable name="number set 2"><list struct="atomic" id="925">1,2,3,4,5,6,7,8,9</list></variable><variable name="first number"><list struct="atomic" id="926"></list></variable><variable name="second number"><list struct="atomic" id="927"></list></variable><variable name="input"><l>238.20000000000482</l></variable><variable name="answer"><l></l></variable><variable name="lives"><l>5</l></variable><variable name="comet speed"><l>2</l></variable><variable name="score"><l>0</l></variable><variable name="points"><l>50</l></variable><variable name="correct answers"><l>0</l></variable><variable name="said operation"><list struct="atomic" id="928"></list></variable></variables></scene></scenes></project><media name="Final Choice Project" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="stage 1" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_stage 1"/><costume name="stage 2" center-x="240" center-y="180" 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" mediaID="Stage_cst_stage 2"/><costume name="stage 1" center-x="240" center-y="65.5" 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mediaID="land_cst_stage 1"/><costume name="stage 2" center-x="240" center-y="71" 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mediaID="land_cst_stage 2"/><costume name="comet" center-x="131" center-y="40" 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mediaID="comet_cst_comet"/><costume name="5 lives" center-x="13" center-y="32.875" 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" mediaID="lives_cst_5 lives"/><costume name="4 lives" center-x="13" center-y="32.875" image="data:image/png;base64,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" mediaID="lives_cst_4 lives"/><costume name="3 lives" center-x="13" center-y="32.875" image="data:image/png;base64,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" mediaID="lives_cst_3 lives"/><costume name="2 lives" center-x="13" center-y="32.875" image="data:image/png;base64,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" mediaID="lives_cst_2 lives"/><costume name="1 life" center-x="13" center-y="32.875" 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mediaID="lives_cst_1 life"/><costume name="sun" center-x="35" center-y="35.5" 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mediaID="sun_cst_sun"/><costume name="moon" center-x="34" center-y="34" 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mediaID="moon_cst_moon"/><costume name="start" center-x="115" center-y="115.875" 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" mediaID="start screen_cst_start"/><costume name="intro" center-x="240" center-y="180" 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" 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