<snapdata remixID="12847435"><project name="evanandme" 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="evanandme"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Guessing game" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></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 s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><script><block s="doAsk"><l>Choose a number from 1 to 10</l></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><script><block s="doSayFor"><block s="reportListItem"><l><option>random</option></l><block s="reportNewList"><list><l>Thats too small, try going with a bigger number</l><l>still small, go bigger</l><l>try choosing numbers bigger than that</l></list></block></block><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><script><block s="doSayFor"><block s="reportListItem"><l><option>random</option></l><block s="reportNewList"><list><l>Thats too big, go smaller.</l><l>Its still too big, go a little smaller</l><l>You&apos;r close, Try chosing numbers that are less than that.</l></list></block></block><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><script><block s="doSayFor"><l>Good job!</l><l>2</l></block></script><list></list></block></script></block><block s="doGlide"><l>1</l><l>500</l><l>0</l></block><block s="doBroadcast"><l>commerce</l><list></list></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="103"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="104"></list></costumes><sounds><list struct="atomic" id="105"></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="1" color="80,80,80,1" pen="tip" id="110"><costumes><list id="111"><item><ref mediaID="Sprite_cst_dddd"></ref></item></list></costumes><sounds><list struct="atomic" id="112"></list></sounds><blocks></blocks><variables></variables><scripts><script x="106" y="127.16666666666669"><block s="receiveGo"></block><custom-block s="Guessing game"></custom-block></script><script x="36.248046875" y="379.79999999999984"><block s="reportVariadicLessThan"><list><l></l><l></l></list></block></script><script x="103.6064453125" y="565.2166666666665"><block s="bubble"><l>Good job!</l></block></script><script x="216.6064453125" y="690.05"><block s="bubble"><l>Thats too small, try going with a bigger number</l></block></script><script x="94.6064453125" y="511.6333333333332"><block s="bubble"><l>Thats too big, go smaller.</l></block></script><script x="253" y="284.1666666666667"><block s="doSetVar"><l></l><l>0</l></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-400" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="132"><costumes><list id="133"><item><ref mediaID="Sprite(2)_cst_images "></ref></item></list></costumes><sounds><list struct="atomic" id="134"></list></sounds><blocks></blocks><variables></variables><scripts><script x="407" y="180.33333333333337"><block s="receiveGo"></block><block s="gotoXY"><l>-400</l><l>0</l></block></script><script x="92" y="182.33333333333337"><block s="receiveMessage"><l>commerce</l><list></list></block><block s="doGlide"><l>2</l><l>0</l><l>0</l></block><block s="bubble"><block s="reportJoinWords"><list><l>Good job! You guessed my secret number which was </l><block s="getLastAnswer"></block></list></block></block></script><script x="373.6474609375" y="375.33333333333337"><block var="secret number"/></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="evanandme" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="dddd" center-x="51" center-y="72" 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" 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