<snapdata remixID="8560724"><project name="M2L3-Squiral" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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%s"><l>5</l><l>5</l><l>0</l></custom-block></script><scripts><script x="143.0986338125" y="108.00000100000005"><custom-block s="branches"></custom-block></script><script x="298.080079125" y="127.00000099999994"><custom-block s="length"></custom-block></script></scripts></block-definition><block-definition s="branches" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="length" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="Polygon sides: %&apos;sides&apos; length of side %&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></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><custom-block s="ignore %s"><l>3</l></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;</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"><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"><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="90" 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="90" collapsed="false">Returns the function 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="90" 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="90" 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="90" 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"><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="238.66666666666669" 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></blocks><variables></variables></project><media name="M2L3-Squiral" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>