<snapdata remixID="10628920"><project name="Storytelling" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>Hey, Shane what is up</notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="400" y="0" heading="90" scale="1" volume="100" pan="0" rotation="2" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="football running" center-x="47.5" center-y="100" 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" 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s="doWait"><l>1</l></block><block s="doSayFor"><l>No, Leave Now!!</l><l>2</l></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="170" y="-30" heading="270" scale="1" volume="100" pan="0" rotation="2" draggable="true" costume="1" color="206.55,99.144,0,1" pen="tip" id="57"><costumes><list id="58"><item><costume name="football running" center-x="47.5" center-y="100" 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" id="59"/></item><item><costume name="AZ pop right" center-x="65" center-y="135" 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" id="60"/></item></list></costumes><sounds><list struct="atomic" id="61"></list></sounds><blocks></blocks><variables></variables><scripts><script x="545" y="72"><block s="clear"></block><block s="gotoXY"><l>170</l><l>-30</l></block><block s="setHeading"><l>-90</l></block></script><script x="225" y="115.00000000000006"><block s="receiveMessage"><l>Sprite 1 to Sprite 2</l></block><block s="doSayFor"><l>Not Today!!</l><l>2</l></block><block s="doWait"><l>1.5</l></block><block s="doSwitchToCostume"><l>AZ pop right</l></block><block s="doWait"><l>2</l></block><block s="doBroadcast"><l>Sprite 2 to Sprite 1</l></block><block s="doSayFor"><l>What&apos;s up it&apos;s Liam, your arch enemy</l><l>2</l></block><block s="doWait"><l>1</l></block><block s="doSwitchToCostume"><l>football running</l></block><block s="doWait"><l>4.5</l></block><block s="doSayFor"><l>NOOOO WE LOST</l><l>1.6</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><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;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><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></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;</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;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><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></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;</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;</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></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;</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;</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;</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;</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;</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;</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;</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;</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;</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="reportLessThan"><block var="step"/><l>0</l></block><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></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;</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="pipe %&apos;value&apos; $arrowRight %&apos;pipe&apos;" type="reporter" category="control"><comment x="0" y="0" w="339.3333333333333" collapsed="false">The inputs are a starting value and one or more monadic functions.&#xD;The first function is called with the starting value as its input.&#xD;The second function is called with the value reported by the first function as its input, and so on.  PIPE reports the value reported by the last function.  PIPE provides an alternative notation for function composition instead of the usual nesting.&#xD;&#xD;nested acronym:                                                                 &#xD;report (combine (keep items (capital-letter? ( )) from&#xD;                  (map (letter (1) of ( )) over&#xD;                                                 (sentence→list (phrase)))) using (join ( ) ( )))&#xD;&#xD;piped acronym:                                             &#xD;report (pipe (phrase) → &#xD;            (sentence→list ( ))&#xD;                              (map (letter (1) of ( )) over ( ))&#xD;                                              (keep items (capital-letter? ( )) from ( ))&#xD;                                (combine ( ) using (join ( ) ( )))&#xD;&#xD;Some people find PIPE easier to read because the functions are called in the same order in which you read them, whereas in nested composition the innermost function is called first. </comment><header></header><code></code><translations>pt:a aplicação a _ de _&#xD;</translations><inputs><input type="%s"></input><input type="%mult%repRing"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="pipe"/></block><script><block s="doReport"><block var="value"/></block></script></block><block s="doReport"><custom-block s="pipe %s $arrowRight %mult%repRing"><block s="evaluate"><block s="reportListItem"><l>1</l><block var="pipe"/></block><list><block var="value"/></list></block><block s="reportCDR"><block var="pipe"/></block></custom-block></block></script></block-definition></blocks><variables></variables></project><media name="Storytelling" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>