<snapdata remixID="14657800"><project name="[Selina, Zhang]-U2L1 - Guessing Game" 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="[Selina, Zhang]-U2L1 - Guessing Game"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="move forward %&apos;step#&apos; steps" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="forward"><block var="step#"/></block></script></block-definition><block-definition s="pinwheel branches %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script><comment w="90" collapsed="false">1. Drag everything from here (everything below the hat block) out into the main scripting area.&#xD;&#xD;2. Try running the script you have dragged out there. Describe what happens and explain what you think caused this?</comment></block></script></block-definition><block-definition s="Sprite 1" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="show"></block><block s="doDeclareVariables"><list><l>secret number</l></list></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="doUntil"><block var="secret number"/><script><block s="doAsk"><l>Try guessing a number between 1-10!</l></block><block s="doIf"><block var="secret number"/><script><block s="doSayFor"><l>Sorry! Try guessing a little higher!</l><l>2</l></block></script></block><block s="doIf"><block var="secret number"/><script><block s="doSayFor"><l>Sorry! Try guessing a little lower!</l><l>2</l></block></script></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Yes, you are correct! The number I am guessing is </l><block var="secret number"/></list></block><l>3</l></block><block s="doAsk"><l>Try guessing a number between 1-10!</l></block></script></block-definition><block-definition s="sprite 2" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>m</l><l>k</l></list></block><block s="doSetVar"><l>m</l><l>9</l></block><block s="doSetVar"><l>k</l><l>5</l></block><block s="doSetVar"><l>m</l><block s="reportVariadicSum"><list><block var="m"/><l>1</l></list></block></block><block s="doSetVar"><l>k</l><block s="reportDifference"><block var="k"/><block var="m"/></block></block><block s="doReport"><block var="k"/></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="100"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="101"></list></costumes><sounds><list struct="atomic" id="102"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="49.198675496688566" y="-110.96026490066208" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="107"><costumes><list id="108"><item><ref mediaID="Sprite_cst_image"></ref></item></list></costumes><sounds><list struct="atomic" id="109"></list></sounds><blocks></blocks><variables></variables><scripts><script x="56" y="146.33333333333337"><block s="receiveGo"></block><custom-block s="Sprite 1"><comment w="90" collapsed="false">Script is in the block!</comment></custom-block></script><script x="34.5" y="41.333333333333314"><block s="clear"></block><block s="down"></block><custom-block s="pinwheel branches %s"><l>4</l><comment w="90" collapsed="true">Edit this block to take a look at the code inside.</comment></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="[Selina, Zhang]-U2L1 - Guessing Game" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="image" center-x="101" center-y="106" 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