<snapdata remixID="14642359"><project name="Guessing game, part 1.5" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Guessing game, part 1.5"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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="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><script x="373" y="205"><block s="receiveMessage"><l>WINNNNNNERRRR</l><list></list></block><block s="doHideVar"><l>guesses</l></block><block s="doSayFor"><l>in just...</l><l>3</l></block><block s="doSayFor"><block var="guesses"/><l>1</l></block><block s="bubble"><l>try again to have less guesses</l></block></script><script x="670" y="188.33333333333337"><block s="receiveGo"></block><block s="bubble"><l></l></block></script></scripts><sprites select="2"><sprite name="end message" idx="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="2" color="80,80,80,1" pen="tip" id="30"><costumes><list id="31"><item><ref mediaID="Guessing game, part 1.5_end message_cst_lose"></ref></item><item><ref mediaID="Guessing game, part 1.5_end message_cst_WIN"></ref></item></list></costumes><sounds><list struct="atomic" id="32"></list></sounds><blocks></blocks><variables></variables><scripts><script x="437" y="141"><block s="receiveMessage"><l>WRONGGGGGGG</l><list></list></block><block s="doBroadcast"><l>WRONGGGGGGG</l><list><l>guesser</l></list></block></script><script x="442" y="235"><block s="receiveMessage"><l>WINNNNNNERRRR</l><list></list></block><block s="show"></block><block s="doBroadcast"><l>WINNNNNNERRRR</l><list><l>Stage</l></list></block><block s="doBroadcast"><l>WINNNNNNERRRR</l><list><l>guesser</l></list></block></script><script x="215" y="158.33333333333337"><block s="receiveGo"></block><block s="hide"></block></script></scripts></sprite><sprite name="guesser" idx="1" x="-37" y="1" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="62"><costumes><list struct="atomic" id="63"></list></costumes><sounds><list struct="atomic" id="64"></list></sounds><blocks></blocks><variables></variables><scripts><script x="108" y="177.33333333333337"><block s="receiveGo"></block><block s="doShowVar"><l>guesses</l></block><block s="doSetVar"><l>guesses</l><l>0</l></block><block s="doSetVar"><l>name?</l><l>?</l></block><block s="doSetVar"><l>The number</l><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="show"></block><block s="doAsk"><l>hello there, what is your name?</l></block><block s="doSayFor"><l>hello...</l><l>1</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l></l></list></block><script><block s="doSayFor"><l>you didnt tell me so i&apos;ll call you bob</l><l>3</l></block><block s="doSetVar"><l>name?</l><l>bob</l></block></script><script><block s="doSayFor"><block s="getLastAnswer"></block><l>1</l></block><block s="doSetVar"><l>name?</l><block s="getLastAnswer"></block></block></script></block><block s="doAsk"><l>I am thinking of a number 1-10 try to guess it in a little tries as possible, start now!</l></block><block s="doIfElse"><block s="reportNot"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="The number"/></list></block></block><script><block s="doBroadcastAndWait"><l>WRONGGGGGGG</l><list><l>end message</l></list></block></script><script><block s="doBroadcastAndWait"><l>WINNNNNNERRRR</l><list><l>end message</l></list></block></script></block></script><script x="735" y="227.33333333333337"><block s="receiveMessage"><l>WRONGGGGGGG</l><list></list></block><block s="doChangeVar"><l>guesses</l><l>1</l></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><l>3</l><block var="guesses"/></list></block><script><block s="doSayFor"><l>Sorry...</l><l>1</l></block><block s="doSayFor"><block var="name?"/><l>1</l></block><block s="doSayFor"><l>Thats wrong, try a different number</l><l>2</l></block><block s="doAsk"><l>try a different number</l></block></script><script><block s="doAsk"><l>try a different number</l></block></script></block><block s="doIfElse"><block s="reportNot"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="The number"/></list></block></block><script><block s="doBroadcastAndWait"><l>WRONGGGGGGG</l><list><l>end message</l></list></block></script><script><block s="doBroadcastAndWait"><l>WINNNNNNERRRR</l><list><l>end message</l></list></block></script></block></script><script x="373" y="111.33333333333337"><block s="receiveMessage"><l>WINNNNNNERRRR</l><list></list></block><block s="hide"></block></script></scripts></sprite><watcher var="The number" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="name?" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="guesses" style="normal" x="15" y="18.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="The number"><l>6</l></variable><variable name="name?"><l>travis</l></variable><variable name="guesses"><l>0</l></variable></variables></scene></scenes></project><media name="Guessing game, part 1.5" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><costume name="lose" center-x="230" center-y="148" 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" mediaID="Guessing game, part 1.5_end message_cst_lose"/><costume name="WIN" center-x="230" center-y="142.5" 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" mediaID="Guessing game, part 1.5_end message_cst_WIN"/></media></snapdata>