<snapdata remixID="11561443"><project name="Example 1" 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="Example 1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="When the programs runs" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs></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="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="TAG" idx="1" x="-169" y="112.99999999999994" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="79.05,0,75.88799999999999,1" pen="middle" id="13"><costumes><list id="14"><item><ref mediaID="TAG_cst_Stage "></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13.666666666666629" y="10"><block s="receiveGo"></block><block s="doPlayNote"><l>60</l><l>0.5</l></block><block s="gotoXY"><l>120</l><l>130</l></block><block s="doSayFor"><l>Hello! Welcome!!!</l><l>2</l></block><block s="doAsk"><l>If 4 + x + 8 = 24,  what is  the value for  X?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>12</l></block><script><block s="doSayFor"><l>Excelente! Now you need to catch me.</l><l>3</l></block><block s="changeScale"><l>10</l></block></script><script><block s="doSayFor"><l>Really?  Try again</l><l>2</l></block><block s="changeScale"><l>-10</l></block><block s="doAsk"><l>If 4 + x + 8 = 24, What is  the value for  X?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>12</l></block><script><block s="doSayFor"><l>Excelente! Now you need to catch me</l><l>2</l></block><block s="changeScale"><l>10</l></block></script><script><block s="doSayFor"><l>Game over</l><l>2</l></block></script></block></script></block></script><script x="30.000000000000057" y="410.3333333333345"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="changeEffect"><l><option>ghost</option></l><l>25</l></block><block s="doWait"><l>2</l></block><block s="doIf"><block s="reportEquals"><block s="getEffect"><l><option>ghost</option></l></block><l>100</l></block><script><block s="doSayFor"><l>You did it</l><l>2</l></block></script></block><block s="clearEffects"></block><block s="gotoXY"><l>120</l><l>130</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="43.666666666666686" y="759.333333333333"><block s="doUntil"><l/><script><block s="doIf"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="changeYPosition"><l>10</l></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>down arrow</option></l></block><script><block s="changeYPosition"><l>-10</l></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><script><block s="changeXPosition"><l>-10</l></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><block s="changeXPosition"><l>10</l></block></script></block></script></block></script><comment x="378.66666666666674" y="19.000000000000057" w="144" collapsed="false">Program name: Click Alonzo Project.&#xD;Name: Kevyn Lopez De Leon&#xD;Date: 09/01/2022&#xD;Description: This is a game where you clik Alonzo and Alonzo ask a questions, and then you can click on Alonzo and when you win he disappears completely.</comment></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Example 1" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Stage " center-x="240" center-y="180" 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" 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