<snapdata remixID="11814614"><project name="not annoying sprite" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>gaem</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="not annoying sprite"><notes>gaem</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="e" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doChangeVar"><l>annoincecount</l><l>1</l></block><block s="doIf"><block s="reportEquals"><block var="annoincecount"/><l>10</l></block><script><block s="doSayFor"><l>ill give you a hint.</l><l>2</l></block><block s="doSayFor"><l>this game isnt really what you expect.</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="annoincecount"/><l>20</l></block><script><block s="doSayFor"><l>ill give you another hint.</l><l>2</l></block><block s="doSayFor"><l>keep going!</l><l>2</l></block><block s="doSayFor"><l>eventually you&apos;ll get this</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="annoincecount"/><l>50</l></block><script><block s="doSayFor"><l>ok ill tell you why you cant guess this</l><l>2</l></block><block s="doSayFor"><l>the game is actually impossable</l><l>2</l></block><block s="doSayFor"><l>the number changes when you get it right</l><l>2</l></block><block s="doSayFor"><l>the answer this time is 11</l><l>2</l></block><block s="doSetVar"><l>rand</l><l>11</l></block><block s="doAsk"><l>type 11 into the text box</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><block var="rand"/></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>finally you got it correct</l></list></block><l>1</l></block><block s="doSayFor"><l>you played this game 50 times and you still kept going!</l><l>2</l></block><block s="doSayFor"><l>congrats</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>bruh the answer is </l><block var="rand"/></list></block><l>1</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>alright your doing this 50 more times</l><block var="rand"/></list></block><l>1</l></block><block s="doSetVar"><l>annoincecount</l><l>0</l></block></script></block></script></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" 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was </l><block var="rand"/></list></block><l>1</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportMonadic"><l><option>floor</option></l><block var="annoincecount"/></block><l>2</l></block><script><block s="doAsk"><l>guess a number between 1 and 1000000000000000</l></block><block s="doSetVar"><l>rand</l><block s="reportRandom"><l>1</l><l>1000000000000000</l></block></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><block var="rand"/></block><script><block s="doSayFor"><l>what</l><l>30</l></block><block s="doChangeVar"><l>annoincecount</l><l>0.1</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>incorrect, the number was </l><block var="rand"/></list></block><l>1</l></block></script></block></script></block></script></block></script><script x="365.50553385416674" y="30"><block s="receiveMessage"><l>e</l><list></list></block><block s="setHeading"><l>90</l></block><block s="doForever"><script><block s="doIf"><block s="reportEquals"><block var="stop"/><l>0</l></block><script><block s="turn"><block s="reportRandom"><l>-15</l><l>15</l></block></block></script></block></script></block></script><script x="10" y="50.33333333333334"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doBroadcast"><l>STOP</l><list></list></block></script><script x="436" y="200.33333333333337"><block s="receiveMessage"><l>STOP</l><list></list></block><block s="doSetVar"><l>stop</l><l>1</l></block></script></scripts></sprite></sprites></stage><variables><variable name="rand"><l>2</l></variable><variable name="annoincecount"><l>0</l></variable><variable name="stop"><l>1</l></variable></variables></scene></scenes></project><media name="not annoying sprite" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="airplane2" center-x="100" center-y="32" 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" 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