<snapdata remixID="14742152"><project name="pick a numbah" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="pick a numbah"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="No.. Thats not it." type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>No.</l><l>0.1</l></block><block s="doSayFor"><l>No..</l><l>0.1</l></block><block s="doSayFor"><l>No...</l><l>0.1</l></block><block s="doSayFor"><l>No... T</l><l>0.1</l></block><block s="doSayFor"><l>No... Th</l><l>0.1</l></block><block s="doSayFor"><l>No... Tha</l><l>0.1</l></block><block s="doSayFor"><l>No... That</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s n</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s no</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not i</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it,</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, t</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, th</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, thi</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, thin</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think m</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think ma</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think may</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think mayb</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a l</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a li</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a lit</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a litt</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a littl</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a little</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a little m</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a little mo</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a little mor</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a little more</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a little more t</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a little more th</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a little more tha</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a little more than</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a little more than t</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a little more than th</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a little more than tha</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a little more than that</l><l>0.1</l></block><block s="doSayFor"><l>No... That&apos;s not it, think maybe a little more than that!</l><l>2</l></block></script></block-definition><block-definition s="hmm" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>Hm.</l><l>0.1</l></block><block s="doSayFor"><l>Hm..</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. T</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Th</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Thi</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Thin</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a l</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a li</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a lit</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a litt</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a littl</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a little</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a little l</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a little le</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a little les</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a little less</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a little less t</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a little less th</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a little less tha</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a little less than</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a little less than t</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a little less than th</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a little less than tha</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a little less than that</l><l>0.1</l></block><block s="doSayFor"><l>Hm.. Think a little less than that!</l><l>2</l></block></script></block-definition></blocks><primitives></primitives><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="220"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="221"></list></costumes><sounds><list struct="atomic" id="222"></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="227"><costumes><list id="228"><item><ref mediaID="pick a numbah_Sprite_cst_nuetral"></ref></item></list></costumes><sounds><list struct="atomic" id="229"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveKey"><l><option>1</option></l><list></list><comment w="85" collapsed="false">original version</comment></block><block s="doSetVar"><l>Number</l><block s="reportRandom"><l>1</l><l>10</l></block><comment w="130.2985074626866" collapsed="false">for initial game, the secret number will be between 1 and 10</comment></block><block s="doAsk"><l>Guess what number between 1 and 10 that I&apos;m thinking.</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="Number"/></list></block><script><block s="doSayFor"><l>Good job!</l><l>2</l></block></script><script><block s="doSayFor"><l>Close! But no.(click 2 for second version ^^)</l><l>4</l></block></script></block></script><script x="33.2238805970149" y="223.44776119403036"><block s="receiveKey"><l><option>2</option></l><list></list><comment w="90" collapsed="false">use this event to start the second version</comment></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="Number"/></list></block><script><block s="doAsk"><l>Guess what number between 1 and 10 that I&apos;m thinking.</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="Number"/></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Great job! The number was </l><block var="Number"/></list></block><l>2</l></block></script><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><block var="Number"/></list></block><script><custom-block s="No.. Thats not it."></custom-block></script><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><block var="Number"/></list></block><script><custom-block s="hmm"></custom-block></script></list></block></script></block></script><comment x="534.3328649720147" y="305.4477611940305" w="132" collapsed="false">secret number that sprite is &quot;thinking&quot;</comment></scripts></sprite><watcher var="Number" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="Number"><l>2</l></variable></variables></scene></scenes></project><media name="pick a numbah" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="nuetral" center-x="183" center-y="180" image="data:image/png;base64,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" 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