<snapdata remixID="9377869"><project name="recursive triangles" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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var="polarity"/><script><block s="turnLeft"><l>60</l></block></script><script><block s="turn"><l>60</l></block></script></block></script></block-definition><block-definition s="ADVANCED triangles length %&apos;how long&apos; depth %&apos;itera&apos; polarity %&apos;polarity&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">90</input><input type="%n">2</input><input type="%b"></input></inputs><script><block s="doIfElse"><block var="polarity"/><script><block s="turnLeft"><l>60</l></block></script><script><block s="turn"><l>60</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="itera"/><l>1</l></block><script><custom-block s="trapezoid length %n polarity %b"><block s="reportQuotient"><block var="how long"/><l>3</l></block><block s="reportNot"><block var="polarity"/></block></custom-block></script><script><custom-block s="ADVANCED triangles length %n depth %n polarity %b"><block 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type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><l>1</l></block><block s="doRepeat"><block var="expo"/><script><block s="doSetVar"><l>a</l><block s="reportProduct"><block var="a"/><block var="base"/></block></block></script></block><block s="doReport"><block var="a"/></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 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$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><variable name="leng"><l>14355</l></variable></variables></project><media name="recursive triangles" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>