<snapdata remixID="12087873"><project name="binary code &lt;3 converts!" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="binary code &lt;3 converts!"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="make and say number" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="number"/><l>0</l></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>your number is 0!</l></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>press the green friend to play again,</l><block var="name"/></list></block><l>2</l></block></script><script><block s="doIf"><block s="reportLessThan"><block var="number"/><l>0</l></block><script><block s="doSetVar"><l>number</l><block s="reportTextSplit"><block var="number"/><l><option>letter</option></l></block></block><block s="doSetVar"><l>number</l><block s="reportJoinWords"><list><block s="reportCDR"><block s="reportTextSplit"><block var="number"/><l><option>letter</option></l></block></block></list></block></block><block s="doUntil"><block s="reportEquals"><block var="number"/><l>0</l></block><script><block s="doSetVar"><l>in binary</l><block s="reportJoinWords"><list><block s="reportModulus"><block var="number"/><l>2</l></block><block var="in binary"/></list></block></block><block s="doSetVar"><l>number</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="number"/><l>2</l></block></block></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>your number is </l><block var="in binary"/><l>!!</l></list></block><l>5</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>press the green friend to play again,</l><block var="name"/></list></block><l>2</l></block></script></block></script></block></script></block-definition><block-definition s="make and say binary" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportStringSize"><block var="number"/></block><l>1</l></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>your number is </l><block var="number"/><l>!</l></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>press the green friend to play again,</l><block var="name"/></list></block><l>2</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>your number is </l><block s="reportJoinWords"><list><block s="reportQuotient"><block s="reportMonadic"><l><option>floor</option></l><block var="number"/></block><l>2</l></block><block s="reportModulus"><block var="number"/><l>2</l></block></list></block><l>!</l></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>press the green friend to play again,</l><block var="name"/></list></block><l>2</l></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" id="161"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="162"></list></costumes><sounds><list struct="atomic" id="163"></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="2" color="80,80,80,1" pen="tip" id="168"><costumes><list id="169"><item><ref mediaID="Sprite_cst_robot cartoon"></ref></item><item><ref mediaID="Sprite_cst_robot cartoon(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="170"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10.000000000000028" y="10"><block s="receiveGo"></block><block s="doSetVar"><l>number</l><l></l></block><block s="doSetVar"><l>in binary</l><l></l></block><block s="doAsk"><l>hello what&apos;s your name? my name is mr. robot</l></block><block s="doSetVar"><l>name</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>do you want to convert "to binary" or "from binary"?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>to binary</l></block><script><block s="doAsk"><block s="reportJoinWords"><list><l>hello </l><block var="name"/><l>! What number do you want to convert to binary?</l></list></block></block><block s="doSetVar"><l>number</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>calculating........</l><l>4</l></block><custom-block s="make and say number"></custom-block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>from binary</l></block><script><block s="doAsk"><block s="reportJoinWords"><list><l>hello </l><block var="name"/><l>! What do you want to convert from binary?</l></list></block></block><block s="doSetVar"><l>number</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>calculating........</l><l>4</l></block><custom-block s="make and say binary"></custom-block></script></block></script></block></script></scripts></sprite><watcher var="number" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="in binary" style="normal" x="10" y="31.000002000000002" color="243,118,29" hidden="true"/><watcher var="name" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="last it seems" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="number"><l>1010101</l></variable><variable name="in binary"><l></l></variable><variable name="name"><l>pashfj</l></variable><variable name="last it seems"><l>1</l></variable></variables></scene></scenes></project><media name="binary code <3 converts!" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="robot cartoon" center-x="103.5" center-y="122" image="data:image/png;base64,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" mediaID="Sprite_cst_robot cartoon"/><costume name="robot cartoon(2)" center-x="103.5" center-y="122" image="data:image/png;base64,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" mediaID="Sprite_cst_robot cartoon(2)"/></media></snapdata>