<snapdata remixID="9760348"><project name="U2L3-Predicates" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>Miles Waugh and Joshua Hall</notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" 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GoGoIiD3pWXtG3zWFcxBMhvBw4Zk8cRteEDoYiJRnTatVwAIhLYDbtZMTFEi4HXT2HxDC+tMm80EyADWixahEQgMAaeLGcIdOGIGXhKS2/rg3kl53gpsEC1IIxBhBEIj4ILFKUKwl5nzPlxNc0WJgBXoBYseI8Xe6eWsaZpJ0IZGFoF105jY18KxSI94t1BHzG4/Szqe46XIKq0V0wiEhEBoBLxuJlP6+nnYtNk+JN0jKTZqBOxYPITgSjPHA5EETCuVeARWT6W9rYWDpeAQ4JNIfiFgcTrP44k3XhuoERgFgf8PjvhWVZKwO0IAAAAASUVORK5CYII=</pentrails><costumes><list 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s="setColor"><color>0,38,235,1</color></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>229,46,0,1</color></block></script><script><block s="setColor"><color>0,192,8,1</color></block></script></block></script></block><block s="down"></block></script><script><block s="up"></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;a&apos; is between %&apos;b&apos; and %&apos;c&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="a"/><l><option>number</option></l></block><script><block s="doReport"><block s="reportOr"><block s="reportAnd"><block s="reportLessThan"><block var="b"/><block var="c"/></block><block s="reportAnd"><block s="reportLessThan"><block var="a"/><block var="c"/></block><block s="reportGreaterThan"><block var="a"/><block var="b"/></block></block></block><block s="reportAnd"><block s="reportLessThan"><block var="c"/><block var="b"/></block><block s="reportAnd"><block s="reportLessThan"><block var="a"/><block var="b"/></block><block s="reportGreaterThan"><block var="a"/><block var="c"/></block></block></block></block></block></script><script><block s="doIfElse"><block s="reportIsA"><block var="a"/><l><option>text</option></l></block><script><block s="doDeclareVariables"><list><l>b-&gt;a</l><l>a-&gt;c</l><l>multiplier</l></list></block><block s="doSetVar"><l>b-&gt;a</l><l>0</l></block><block s="doSetVar"><l>a-&gt;c</l><l>0</l></block><block s="doSetVar"><l>multiplier</l><l>10000</l><comment w="90" collapsed="false">Multiplier prioritizes the letters from first to last, since that is the order they are sorted</comment></block><block s="doFor"><l>i</l><l>1</l><block s="reportStringSize"><block var="a"/></block><script><block s="doChangeVar"><l>b-&gt;a</l><block s="reportProduct"><block s="reportDifference"><block s="reportUnicode"><block s="reportLetter"><block var="i"/><block var="a"/></block></block><block s="reportUnicode"><block s="reportLetter"><block var="i"/><block var="b"/></block></block></block><block var="multiplier"/></block></block><block s="doChangeVar"><l>a-&gt;c</l><block s="reportProduct"><block s="reportDifference"><block s="reportUnicode"><block s="reportLetter"><block var="i"/><block var="c"/></block></block><block s="reportUnicode"><block s="reportLetter"><block var="i"/><block var="a"/></block><comment w="170" collapsed="false">Unicode is sorted alphebetically, so we can use it for checking if the number is between the other two numbers</comment></block></block><block var="multiplier"/></block></block><block s="doSetVar"><l>multiplier</l><block s="reportQuotient"><block var="multiplier"/><l>100</l></block></block></script></block><block s="doReport"><block s="reportEquals"><block s="reportQuotient"><block s="reportProduct"><block var="b-&gt;a"/><block var="a-&gt;c"/></block><block s="reportMonadic"><l><option>abs</option></l><block s="reportProduct"><block var="b-&gt;a"/><block var="a-&gt;c"/></block></block></block><l>1</l></block><comment w="213" collapsed="false">If c-a and a-b are the same sign, that means that c and b are on opposite sides of a on the number line, and hence, a is between c and b. If you divide two numbers of the same sign, you get a positive number, if you divide numbers of different signs, you get a negative number. You can check only the sign of a number by dividing the number by the absolute value of itself. Hence, when the final result is 1, the differences are the same sign, and a is between c and b.</comment></block></script><script><custom-block s="error %txt"><l>Invalid Input Dataype</l></custom-block></script></block></script><comment w="90" collapsed="false">Whether to make a numerical comparison, or alphabetical order comparison</comment></block></script></block-definition><block-definition s="safely try %&apos;action&apos; then if %&apos;error&apos; %&apos;handler&apos;" type="command" category="control"><comment x="0" y="0" w="276" collapsed="false">Catch errors.&#xD;&#xD;Runs the first script.  If it succeeds, nothing else happens.&#xD;But if it has an error (something that would otherwise result&#xD;in a red halo around the block), then the second script is run,&#xD;with the text of the error message that would have been shown in the variable ERROR.</comment><header></header><code></code><translations>pt:tenta executar _ e, em caso de erro _ , executa _&#xD;</translations><inputs><input type="%cs"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><custom-block s="let %upvar be %s"><l>reset</l><block s="evaluate"><block s="reportJSFunction"><list><l>proc</l></list><l>var oldHandleError = proc.handleError,&#xD;    oldCatchingErrors = proc.isCatchingErrors;&#xD;&#xD;return function(){&#xD; proc.handleError = oldHandleError;&#xD; proc.isCatchingErrors = oldCatchingErrors;&#xD;}</l></block><list></list></block></custom-block><block s="doCallCC"><block s="reifyScript"><script><block s="doRun"><block s="reportJSFunction"><list><l>reset</l><l>action</l><l>handler</l><l>proc</l></list><l>proc.isCatchingErrors = true;&#xD;proc.handleError = function(error, element){&#xD; reset();&#xD; proc.context = handler;&#xD; proc.context.variables.setVar("error", error);&#xD;}&#xD;&#xD;try{&#xD; proc.evaluate(action, new List(), true);&#xD;}&#xD;catch(e){&#xD; proc.handleError(e, null);&#xD;} </l></block><list><block var="reset"/><block var="action"/><block s="reifyScript"><script><block s="doRun"><block s="reifyScript"><script><block s="doRun"><block var="handler"/><list></list></block><block s="doRun"><block var="return"/><list></list></block></script><list></list></block><list></list></block></script><list></list></block></list></block></script><list><l>return</l></list></block></block><block s="doRun"><block var="reset"/><list></list></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><comment x="0" y="0" w="268.6666666666667" collapsed="false">Throw an error.&#xD;&#xD;Makes a red halo appear around the script that runs it,&#xD;with the input text shown in a speech balloon next to&#xD;the script, just like any Snap! error.&#xD;&#xD;This is useful to put in the second script of SAFELY TRY&#xD;after some other instructions to undo the partial work of&#xD;the first script.</comment><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>msg</l></list><l>throw new Error(msg);</l></block><list><block var="msg"/></list></block></script></block-definition><block-definition s="let %&apos;var&apos; be %&apos;val&apos;" type="command" category="other"><comment x="0" y="0" w="183.33333333333334" collapsed="false">LET (FOO) BE (5)&#xD;is equivalent to&#xD;SCRIPT VARIABLES (FOO)&#xD;SET (FOO) TO (5)</comment><header></header><code></code><translations>pt:cria a variável de guião _ com valor _&#xD;</translations><inputs><input type="%upvar"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>var</l><block var="val"/></block></script></block-definition><block-definition s="safely try reporting %&apos;this&apos; then if %&apos;error&apos; report %&apos;that&apos;" type="reporter" category="control"><comment x="0" y="0" w="316.6666666666667" collapsed="false">Catch errors in a reporter.&#xD;&#xD;Evaluates its first input.  If that expression successfully reports a value, this block reports that value.  If the expression causes a Snap! error,&#xD;then the final input slot is evaluated with the text of what would have&#xD;been the error message in variable ERROR.  SAFELY TRY then reports the value of that final expression.&#xD;&#xD;Sometimes you&apos;ll want to throw an error in the final expression.  You&#xD;can put an ERROR block inside a CALL block to do that.</comment><header></header><code></code><translations></translations><inputs><input type="%anyUE"></input><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doDeclareVariables"><list><l>value</l></list></block><custom-block s="safely try %cs then if %upvar %cs"><script><block s="doSetVar"><l>value</l><block s="evaluate"><block var="this"/><list></list></block></block></script><l>err</l><script><block s="doSetVar"><l>error</l><block var="err"/></block><block s="doSetVar"><l>value</l><block s="evaluate"><block var="that"/><list></list></block></block></script></custom-block><block s="doReport"><block var="value"/></block></script></block-definition></blocks><variables></variables></project><media name="U2L3-Predicates" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>