<snapdata remixID="13995134"><project name="Is 1+1-1?" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes>I needed help with this, so I made a forum post, and @Sathvikrias helped me! Thanks!</notes><thumbnail>data:image/png;base64,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select="1"><scene name="Is 1+1-1?"><notes>I needed help with this, so I made a forum post, and @Sathvikrias helped me! Thanks!</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Is answer 1?" type="predicate" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>1</l></list></block></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" 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struct="atomic" id="17"></list></costumes><sounds><list struct="atomic" id="18"></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="23"><costumes><list id="24"><item><ref mediaID="Sprite_cst_anna10"></ref></item></list></costumes><sounds><list struct="atomic" id="25"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28.666666666666714" y="146.99999999999943"><block s="receiveGo"></block><block s="doAsk"><l>What is 1+1-1?</l></block><block s="doIf"><custom-block s="Is answer 1?"></custom-block><script><block s="bubble"><l>Correct!</l></block></script><list><l><bool>true</bool></l><script><block s="bubble"><l>Nope. Try again!</l></block></script></list></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Is 1+1-1?" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><costume name="anna10" center-x="65" center-y="147" 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" 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