<snapdata remixID="9888151"><project name="Binary Converter" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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This is a binary and decimal converter.</l><l>2</l></block><block s="doAsk"><l>Type in "Binary" to convert from binary to decimal and "Decimal" to convert from decimal to binary!</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Binary</l></block><script><block s="doAsk"><l>Type in the Binary!</l></block><block s="doSetVar"><l>Binary</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>Decimal</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportStringSize"><block var="Binary"/></block><script><block s="doIf"><block s="reportEquals"><block s="reportModulus"><block var="Binary"/><l>2</l></block><l>1</l></block><script><block s="doSetVar"><l>Decimal</l><block s="reportSum"><block var="Decimal"/><block s="reportMonadic"><l><option>2^</option></l><block s="reportDifference"><block var="i"/><l>1</l></block></block></block></block></script></block><block s="doSetVar"><l>Binary</l><block s="reportQuotient"><block var="Binary"/><l>10</l></block></block><block s="doSetVar"><l>Binary</l><block s="reportMonadic"><l><option>floor</option></l><block var="Binary"/></block></block></script></block><block s="bubble"><block s="reportJoinWords"><list><l>The decimal of </l><block s="getLastAnswer"></block><l> is </l><block var="Decimal"/></list></block></block></script><script><block s="doSetVar"><l>Result</l><l>0</l></block><block s="clear"></block><block s="doAsk"><l>Type in the Decimal!</l></block><block s="doSetVar"><l>Decimal</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>Binary</l><block s="reportNewList"><list></list></block></block><block s="doUntil"><block s="reportEquals"><block var="Decimal"/><l>0</l></block><script><block s="doInsertInList"><block s="reportModulus"><block var="Decimal"/><l>2</l></block><l>1</l><block var="Binary"/></block><block s="doSetVar"><l>Decimal</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="Decimal"/><l>2</l></block></block></block></script></block><block s="doSetVar"><l>Result</l><block var="Binary"/></block><block s="bubble"><block s="reportJoinWords"><list><l>The decimal of </l><block s="getLastAnswer"></block><l> is </l><block var="Result"/></list></block></block></script></block><block s="doWait"><l>5</l></block><block s="doSayFor"><l>Click the flag to restart!</l><l>2</l></block><block s="clear"></block></script></scripts></sprite><sprite name="Sprite(2)" 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><costume name="costume 2" center-x="118" center-y="65" 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" id="170"/></item><item><costume name="costume 1" center-x="118" center-y="65" 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" 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s="doBroadcast"><l>hey girl!</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="Binary"><l>0</l></variable><variable name="Decimal"><l>36</l></variable><variable name="Result"><list struct="atomic" id="207">1,1,1,1</list></variable></variables></project><media name="Binary Converter" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>