<snapdata remixID="9267975"><project name="Basic Math Calculator" app="Snap! 5.4, http://snap.berkeley.edu" 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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="calc" center-x="240" center-y="180" 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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="4" x="52.75709779179806" y="-36.810725552050485" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="80,80,80,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="clear(2)" center-x="37" center-y="21" 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id="11"/></item><item><costume name="enter" center-x="43" center-y="28" 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" 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" 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id="137"/></item><item><costume name="Untitled" center-x="166.5" center-y="98" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAASCAYAAAA6yNxSAAABLUlEQVRIS+3WOy+EQRTG8d9WROKSiJAodOjoaBSCQuID6MWlVWioabUu0fsAEoWIQkNHh04hIWyBRKjIyLyyNu9eyF6anfJ9zznP/zwzmTMZ5a0eDKEffehGO5pi+gee8YBb3OAS96XKZ4oETGMGExgoVajA/2sc4wCHaTH5AC1Yxnzs9J+6qWnBmV1s4i2JyAUIouvoqqRqSq1HrEUYCcBO7LrK2r/KBzcWAsAWFmupnKO1HQA+6yT+LdsAaDgQHHhCZ50OYjYATOKoTgBTyUU0Eu+D4RqBXGAJ5/mzYBUr6KgSSJgB4brfSJsFybcwYucwi7EKgZxiH3sIo/tnFRvHIagX4xhF2J7BMg5sFlcINp/hBHeFGikFkJbXGh8kbWiOAe94iQ+S17+49gX9kTHWvgQ4HgAAAABJRU5ErkJggg==" id="138"/></item></list></costumes><sounds><list struct="atomic" id="139"></list></sounds><blocks></blocks><variables></variables><scripts><script x="38" y="48"><block s="receiveGo"></block><block s="doSetVar"><l>display</l><block s="getLastAnswer"></block></block></script><script x="688" y="277"><block s="doAsk"><l>Input your first number to be used in the operation.</l></block><block s="doSetVar"><l>number1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What operation would you like to use?</l></block><block s="doSetVar"><l>Operation</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is your second number to be used?</l></block><block s="doSetVar"><l>number2</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportEquals"><block var="Operation"/><l>+</l></block><script><block s="doAsk"><block s="reportSum"><block var="number1"/><block var="number2"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Operation"/><l>-</l></block><script><block s="doAsk"><block s="reportDifference"><block var="number1"/><block var="number2"/></block></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="Operation"/><l>x</l></block><block s="reportEquals"><block var="Operation"/><l>*</l></block></block><script><block s="doAsk"><block s="reportProduct"><block var="number1"/><block var="number2"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Operation"/><l>/</l></block><script><block s="doAsk"><block s="reportQuotient"><block var="number1"/><block var="number2"/></block></block></script><script><block s="doSayFor"><l>Remember to type in a valid operation.</l><l>2</l></block></script></block></script></block></script></block></script></block></script><script x="30" y="149"><block s="receiveGo"></block><custom-block s="Secret Formula"></custom-block><block s="doAsk"><l>Would you like to try again?</l></block><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><l>No</l></block><script><block s="doAsk"><l>Would you like to try again?</l></block><custom-block s="Formula pt.2"></custom-block></script></block></script><script x="707.000001" y="112.000001"><custom-block s="Secret Formula"></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Subtraction" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>mode</l><l>2</l></block><block s="doSetVar"><l>OP</l><block var="display"/></block><block s="doSetVar"><l>display</l><l>0</l></block></script></block-definition><block-definition s="Multiplying" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>mode</l><l>3</l></block><block s="doSetVar"><l>OP</l><block var="display"/></block><block s="doSetVar"><l>display</l><l>0</l></block></script></block-definition><block-definition s="Secret Formula" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>Hello and welcome to the Basic Math Calculator where all your math problems will be solved :)</l><l>3</l></block><block s="doSayFor"><l>Since this calculator is a basic one you will only be able to use 4 operations: +,-,/,x or *.</l><l>3</l></block><block s="doSayFor"><l>To clear the formula click on the clear button, enjoy and do not be afraid to use this calculator on your math homework!!!</l><l>3</l></block><block s="doAsk"><l>Input your first number to be used in the operation.</l></block><block s="doSetVar"><l>number1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What operation would you like to use?</l></block><block s="doSetVar"><l>Operation</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is your second number to be used?</l></block><block s="doSetVar"><l>number2</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportEquals"><block var="Operation"/><l>+</l></block><script><block s="doAsk"><block s="reportSum"><block var="number1"/><block var="number2"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Operation"/><l>-</l></block><script><block s="doAsk"><block s="reportDifference"><block var="number1"/><block var="number2"/></block></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="Operation"/><l>x</l></block><block s="reportEquals"><block var="Operation"/><l>*</l></block></block><script><block s="doAsk"><block s="reportProduct"><block var="number1"/><block var="number2"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Operation"/><l>/</l></block><script><block s="doAsk"><block s="reportQuotient"><block var="number1"/><block var="number2"/></block></block></script><script><block s="doSayFor"><l>Remember to type in a valid operation.</l><l>2</l></block></script></block></script></block></script></block></script></block></script></block-definition><block-definition s="Formula pt.2" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Input your first number to be used in the operation.</l></block><block s="doSetVar"><l>number1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What operation would you like to use?</l></block><block s="doSetVar"><l>Operation</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is your second number to be used?</l></block><block s="doSetVar"><l>number2</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportEquals"><block var="Operation"/><l>+</l></block><script><block s="doAsk"><block s="reportSum"><block var="number1"/><block var="number2"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Operation"/><l>-</l></block><script><block s="doAsk"><block s="reportDifference"><block var="number1"/><block var="number2"/></block></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="Operation"/><l>x</l></block><block s="reportEquals"><block var="Operation"/><l>*</l></block></block><script><block s="doAsk"><block s="reportProduct"><block var="number1"/><block var="number2"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Operation"/><l>/</l></block><script><block s="doAsk"><block s="reportQuotient"><block var="number1"/><block var="number2"/></block></block></script><script><block s="doSayFor"><l>Remember to type in a valid operation.</l><l>2</l></block></script></block></script></block></script></block></script></block></script></block-definition></blocks><variables><variable name="mode"><l>93</l></variable><variable name="display"><l>93</l></variable><variable name="number1"><l>9</l></variable><variable name="number2"><l>89</l></variable><variable name="OP"><l>0</l></variable><variable name="Operation"><l>x</l></variable></variables></project><media name="Basic Math Calculator" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>