<snapdata remixID="15109571"><project name="paradoxCode" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="paradoxCode"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="oppositeDayFunction %&apos;chocolate&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="chocolate"/><l>yes</l></list></block><script><block s="doSetVar"><l>chocolateAnswer</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doSetVar"><l>chocolateAnswer</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="oppositeDay"/><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><block s="reportVariadicEquals"><list><block var="chocolateAnswer"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></list></block><script><block s="doSayFor"><l>You can eat chocolate on opposite day</l><l>2</l></block><block s="doAddToList"><l>true</l><block var="listOfResponses"/></block><block s="doSetVar"><l>oppositeDay</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>chocolate</l><l>yes</l></block><custom-block s="oppositeDayFunction %s"><block var="chocolate"/></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="oppositeDay"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></block><block s="reportVariadicEquals"><list><block var="chocolateAnswer"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></list></block><script><block s="doSayFor"><l>You can&apos;t eat chocolate on opposite day</l><l>2</l></block><block s="doAddToList"><l>false</l><block var="listOfResponses"/></block><block s="doSetVar"><l>oppositeDay</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>chocolate</l><l>false</l></block><custom-block s="oppositeDayFunction %s"><block var="chocolate"/></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="oppositeDay"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></block><block s="reportVariadicEquals"><list><block var="chocolateAnswer"/><block s="reportBoolean"><l><bool>true</bool></l></block></list></block></list></block><script><block s="doSayFor"><l>You can eat chocolate on opposite day</l><l>2</l></block><block s="doAddToList"><l>true</l><block var="listOfResponses"/></block><block s="doSetVar"><l>oppositeDay</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>chocolate</l><l>yes</l></block><custom-block s="oppositeDayFunction %s"><block var="chocolate"/></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="oppositeDay"/><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><block s="reportVariadicEquals"><list><block var="chocolateAnswer"/><block s="reportBoolean"><l><bool>true</bool></l></block></list></block></list></block><script><block s="doSayFor"><l>You can&apos;t eat chocolate on opposite day</l><l>2</l></block><block s="doSetVar"><l>oppositeDay</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doAddToList"><l>false</l><block var="listOfResponses"/></block><block s="doSetVar"><l>chocolate</l><l>false</l></block><custom-block s="oppositeDayFunction %s"><block var="chocolate"/></custom-block></script><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;pl:przechwyć _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><custom-block s="run %cmdRing with continuation"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;pt:lança _&#xD;pl:wyrzuć _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;pl:przechwyć _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><custom-block s="run %cmdRing with continuation"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></custom-block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;pt:lança _ _&#xD;pl:wyrzuć _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><comment x="0" y="0" w="263.3333333333333" collapsed="false">This is a breakpoint block, to be used in debugging.&#xD;The Boolean input specifies the condition under which&#xD;the program should pause.  (Use True for an unconditional breakpoint.)  The intent is that the script should have&#xD;SHOW VARIABLE blocks for the process&apos;s local variables.&#xD;After the pause, this block automatically hides all temporary variables.</comment><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;ca:si _ fes _ i atura-ho tot $pause-1-255-220-0&#xD;es:si _ haz _ y páralo todo $pause-1-255-220-0&#xD;fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0&#xD;pt:se _ , então _ e faz pausa em tudo $pause-1-255-220-0&#xD;pl:jeżeli _ wykonaj _ i pauzuj wszystko $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script><list></list></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><comment x="0" y="0" w="206.66666666666666" collapsed="false">This block does nothing.&#xD;Use it when you are calling a reporter&#xD;for its side effect and don&apos;t care about&#xD;its return value.</comment><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;pt:ignora _&#xD;pl:ignoruj _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="cascade %&apos;num&apos; times %&apos;function&apos; %&apos;init&apos; %&apos;#&apos;" type="reporter" category="control"><comment x="0" y="0" w="138" collapsed="false">Call f(f(f(...(f(x))))) n times where the three input slots are n, f, and x from left to right.  The # variable can be used inside f to represent how many times f has been called.</comment><header></header><code></code><translations>pt:o resultado de _ invocações em cascata de _ com argumento inicial _ _&#xD;ca:en cascada _ vegades _ _ _&#xD;pl:kaskada _ razy _ _ _&#xD;</translations><inputs><input type="%n"></input><input type="%repRing"></input><input type="%s"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block var="init"/></block><block s="doSetVar"><l>#</l><l>0</l></block><block s="doRepeat"><block var="num"/><script><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doSetVar"><l>result</l><block s="evaluate"><block var="function"/><list><block var="result"/></list></block></block></script></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="cascade until %&apos;pred&apos; %&apos;function&apos; %&apos;init&apos; %&apos;#&apos;" type="reporter" category="control"><comment x="0" y="0" w="210.47493489583334" collapsed="false">Call f(f(f(...(f(x))))) until condition is true, where the three input slots are condition, f, and x from left to right.  The # variable can be used inside f or condition to indicate how many times f has been called.</comment><header></header><code></code><translations>pt:o resultado da invocação em cascata até que _ de _ com argumento inicial _ _&#xD;ca:en cascada fins _ _ _ _&#xD;pl:kaskada aż _ _ _ _&#xD;</translations><inputs><input type="%predRing"></input><input type="%repRing"></input><input type="%s"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block var="init"/></block><block s="doSetVar"><l>#</l><l>0</l></block><block s="doUntil"><block s="evaluate"><block var="pred"/><list><block var="result"/></list></block><script><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doSetVar"><l>result</l><block s="evaluate"><block var="function"/><list><block var="result"/></list></block></block></script></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="compose %&apos;f&apos; %&apos;g&apos;" type="reporter" category="control"><comment x="0" y="0" w="151.33333333333334" collapsed="false">Returns the function x↦f(g(x)) where f and g are the two inputs.</comment><header></header><code></code><translations>pt:a composição de _ com _&#xD;ca:composa _ _&#xD;pl:skomponuj _ _&#xD;</translations><inputs><input type="%repRing"></input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="evaluate"><block var="f"/><list><block s="evaluate"><block var="g"/><list><l></l></list></block></list></block></autolambda><list></list></block></block></script></block-definition><block-definition s="repeat %&apos;action&apos; until %&apos;pred&apos;" type="command" category="control"><comment x="0" y="0" w="202.66666666666666" collapsed="false">Like the built-in REPEAT UNTIL block, except that the ending condition is not tested until the script has been run the first time.  So the script is run at least once.</comment><header></header><code></code><translations>pt:repete _ até que _ $loop-0.7&#xD;ca:repeteix _ fins _&#xD;pl:powtarzaj _ aż _&#xD;</translations><inputs><input type="%cs"></input><input type="%boolUE"></input></inputs><script><block s="doRun"><block var="action"/><list></list></block><block s="doUntil"><block s="evaluate"><block var="pred"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="repeat %&apos;action&apos; while %&apos;pred&apos;" type="command" category="control"><comment x="0" y="0" w="287.3333333333333" collapsed="false">Run the script repeatedly, as long as the given condition is true.  Runs the script at least once before testing the condition.</comment><header></header><code></code><translations>pt:repete _ enquanto _ $loop-0.7&#xD;ca:repeteix _ mentre _&#xD;pl:powtarzaj _ gdy _&#xD;</translations><inputs><input type="%cs"></input><input type="%boolUE"></input></inputs><script><block s="doRun"><block var="action"/><list></list></block><block s="doUntil"><block s="reportNot"><block s="evaluate"><block var="pred"/><list></list></block></block><script><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="repeat while %&apos;pred&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="264" collapsed="false">Runs the script repeatedly, as long as the condition is true. Tests the condition before the first time the script is run.  Like the built in REPEAT UNTIL except that in this block the condition must be true, not false.</comment><header></header><code></code><translations>pt:enquanto _ , repete _ $loop-0.7&#xD;pl:powtarzaj gdy _ _&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doUntil"><block s="reportNot"><block s="evaluate"><block var="pred"/><list></list></block></block><script><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="repeat %&apos;num&apos; %&apos;#&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="171" collapsed="false">Runs the script the specified number of times, like the built-in REPEAT block, but this one provides the # variable that can be used inside the script.  Try&#xD;REPEAT (200)&#xD;                MOVE (#) STEPS&#xD;   RIGHT 92&#xD;with the pen down.</comment><header></header><code></code><translations>pt:repete _ vezes _ _ $loop-0.7&#xD;ca:repeteix _ _ _&#xD;pl:powtórz _ _ _&#xD;</translations><inputs><input type="%n"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doSetVar"><l>#</l><l>0</l></block><block s="doRepeat"><block var="num"/><script><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; step %&apos;step&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="247.33333333333334" collapsed="false">The primitive FOR block uses an implicit step of ±1 depending on which of the starting and ending values is larger.  This version allows you to provide an explicit step value.  If the sign of the step input is incompatible with the ordering of the starting and ending values, the script will not be run at all.</comment><header></header><code></code><translations>pt:para _ de _ com passo _ a _ _ $loop-0.7&#xD;ca:per _ = _ incrementant _ fins _ _&#xD;pl:dla _ = _ co _ do _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>test</l></list></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="step"/><l>0</l></list></block><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportVariadicLessThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script></block><block s="doUntil"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="let %&apos;a&apos; be %&apos;val&apos; in %&apos;loop&apos; %&apos;body&apos;" type="command" category="control"><comment x="0" y="0" w="238.66666666666666" collapsed="false">Provides LOOP as a function of one input that runs&#xD;the body of the LET with A set to the function input,&#xD;so the body can run itself recursively.&#xD;See COPY block in Variables for an example of use.</comment><header></header><code></code><translations>pt:tendo _ o valor inicial _ , executa _ definido como _&#xD;ca:fes que _ sigui _ al _ _&#xD;pl:ustaw _ na _ w _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%s"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doSetVar"><l>a</l><block var="val"/></block><block s="doSetVar"><l>loop</l><block s="reifyScript"><script><block s="doSetVar"><l>a</l><block var="new value"/></block><block s="doRun"><block var="body"/><list><block var="a"/></list></block></script><list><l>new value</l></list></block></block><block s="doRun"><block var="loop"/><list><block var="a"/></list></block></script></block-definition><block-definition s="run %&apos;action&apos; with continuation" type="command" category="control"><header></header><code></code><translations>de:führe _ mit Continuation aus&#xD;</translations><inputs><input type="%cmdRing" initial="1"></input></inputs><script><block s="doRun"><block var="action"/><list><block s="reportEnvironment"><l><option>continuation</option></l></block></list></block></script></block-definition><block-definition s="call %&apos;action&apos; with continuation" type="reporter" category="control"><header></header><code></code><translations>de:rufe _ mit Continuation auf&#xD;</translations><inputs><input type="%cmdRing" initial="1"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reifyReporter"><script><custom-block s="run %cmdRing with continuation"><block var="action"/></custom-block></script><list></list></block><list></list></block></block></script></block-definition></blocks><primitives></primitives><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" 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struct="atomic" id="536"></list></costumes><sounds><list struct="atomic" id="537"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="oppositeDay" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="chocolateAnswer" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="79" y="4" heading="90" scale="0.4000000000000004" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="544"><costumes><list id="545"><item><ref mediaID="paradoxCode_Sprite_cst_Screenshot 2026-03-27 101548"></ref></item></list></costumes><sounds><list struct="atomic" id="546"></list></sounds><blocks></blocks><variables></variables><scripts><script x="175" y="186.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSetVar"><l>listOfResponses</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>oppositeDay</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSayFor"><l>Today is opposite day</l><l>2</l></block><block s="doSayFor"><l>That means you cannot have chocolate</l><l>2</l></block><block s="doAsk"><l>Is this statement true?</l></block><custom-block s="oppositeDayFunction %s"><block s="getLastAnswer"></block></custom-block></script></scripts></sprite><watcher var="listOfResponses" style="normal" x="14" y="24.00000399999999" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="oppositeDay"><bool>true</bool></variable><variable name="chocolateAnswer"><bool>false</bool></variable><variable name="listOfResponses"><list struct="atomic" id="576"></list></variable></variables></scene></scenes></project><media name="paradoxCode" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Screenshot 2026-03-27 101548" center-x="188.5" center-y="180" image="data:image/png;base64,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" 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