<snapdata remixID="11433426"><project name="calculatorFinale" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="calculatorFinale"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="add" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="newcalc" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>fin</l><block var="answer"/></block><block s="bubble"><l>Click on the operation you would like to perform</l></block><block s="doWaitUntil"><block s="reportOr"><block s="reportEquals"><block var="Operations"/><l>add</l></block><block s="reportOr"><block s="reportEquals"><block var="Operations"/><l>divide</l></block><block s="reportOr"><block s="reportEquals"><block var="Operations"/><l>multiply</l></block><block s="reportEquals"><block var="Operations"/><l>subtract</l></block></block></block></block></block><block s="doAsk"><block s="reportJoinWords"><list><l>What is the number you would like to </l><block var="Operations"/><l> from </l><block var="fin"/></list></block></block><block s="doSetVar"><l>custom</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportEquals"><block var="Operations"/><l>add</l></block><script><block s="doSayFor"><block s="reportVariadicSum"><list><block var="fin"/><block var="custom"/></list></block><l>3</l></block><block s="doSetVar"><l>answer</l><block s="reportVariadicSum"><list><block var="fin"/><block var="custom"/></list></block></block></script><script><block s="doIf"><block s="reportEquals"><block var="Operations"/><l>subtract</l></block><script><block s="doSayFor"><block s="reportDifference"><block var="fin"/><block var="custom"/></block><l>3</l></block><block s="doSetVar"><l>answer</l><block s="reportDifference"><block var="fin"/><block var="custom"/></block></block></script></block></script></block><block s="doIfElse"><block s="reportEquals"><block 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