<snapdata remixID="11746937"><project name="L03 Pinwheel" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="L03 Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel,branches %&apos;number of branches&apos; size %&apos;size&apos; backup %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block><block s="forward"><block s="reportVariadicProduct"><list><block var="backup"/><l>-1</l></list></block></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="Asterisk,branches: %&apos;branches&apos; branch_length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel,branches %s size %s backup %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script><scripts><script x="527.3232421875" y="81.66666666666669"><block var="length"/></script></scripts></block-definition><block-definition s="polygon" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="polygon sides: %&apos;sides&apos; length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel,branches %s size %s backup %s"><block var="sides"/><block var="length"/><l>0</l></custom-block></script><scripts><script x="88.11328125" y="108.83333333333331"><block var="length"/></script><script x="244.2841796875" y="100.83333333333331"><block var="sides"/></script><script x="128.11328125" y="135.83333333333331"><block var="sides"/></script><script x="183.92578125" y="110.83333333333331"><block var="length"/></script></scripts></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;</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;ca:en cascada _ vegades _ _ _&#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;</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;</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;</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;</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;ca:repeteix _ _ _&#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;</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;ca:fes que _ sigui _ al _ _&#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;ca:canalitza _ $arrowRight _&#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><block-definition s="Nest Polygon Sides: %&apos;Sides:&apos; length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="polygon sides: %s length: %s"><block s="reportVariadicSum"><list><block var="Sides:"/><l>1</l></list></block><block s="reportVariadicSum"><list><block var="length"/><l>5</l></list></block></custom-block><custom-block s="polygon sides: %s length: %s"><block s="reportVariadicSum"><list><block var="Sides:"/><l>2</l></list></block><block s="reportVariadicSum"><list><block var="length"/><l>10</l></list></block></custom-block><custom-block s="polygon sides: %s length: %s"><block s="reportVariadicSum"><list><block var="Sides:"/><l>3</l></list></block><block s="reportVariadicSum"><list><block var="length"/><l>15</l></list></block></custom-block><custom-block s="polygon sides: %s length: %s"><block s="reportVariadicSum"><list><block var="Sides:"/><l>4</l></list></block><block s="reportVariadicSum"><list><block var="length"/><l>20</l></list></block></custom-block><custom-block s="polygon sides: %s length: %s"><block s="reportVariadicSum"><list><block var="Sides:"/><l>5</l></list></block><block s="reportVariadicSum"><list><block var="length"/><l>25</l></list></block></custom-block><custom-block s="polygon sides: %s length: %s"><block s="reportVariadicSum"><list><block var="Sides:"/><l>6</l></list></block><block s="reportVariadicSum"><list><block var="length"/><l>30</l></list></block></custom-block><custom-block s="polygon sides: %s length: %s"><block s="reportVariadicSum"><list><block var="Sides:"/><l>7</l></list></block><block s="reportVariadicSum"><list><block var="length"/><l>35</l></list></block></custom-block><custom-block s="polygon sides: %s length: %s"><block s="reportVariadicSum"><list><block var="Sides:"/><l>8</l></list></block><block s="reportVariadicSum"><list><block var="length"/><l>40</l></list></block></custom-block><custom-block s="polygon sides: %s length: %s"><block s="reportVariadicSum"><list><block var="Sides:"/><l>9</l></list></block><block s="reportVariadicSum"><list><block var="length"/><l>45</l></list></block></custom-block><custom-block s="polygon sides: %s length: %s"><block s="reportVariadicSum"><list><block var="Sides:"/><l>10</l></list></block><block s="reportVariadicSum"><list><block var="length"/><l>50</l></list></block></custom-block><custom-block s="polygon sides: %s length: %s"><block s="reportVariadicSum"><list><block var="Sides:"/><l>11</l></list></block><block s="reportVariadicSum"><list><block var="length"/><l>55</l></list></block></custom-block></script></block-definition><block-definition s="Nest Square Length %&apos;Length:&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>length</l><l>1</l><l>10</l><script><custom-block s="polygon sides: %s length: %s"><l>4</l><block s="reportVariadicProduct"><list><block var="length"/><l>10</l></list></block></custom-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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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