<snapdata remixID="8411133"><project name="Sierpinski Triangle (recursive hexagon construction)" app="Snap! 5.0, 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" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</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="153.40649291267619" y="-170.00000000000142" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="218" y="184"><block s="receiveGo"></block><block s="gotoXY"><l>-220</l><l>-170</l></block><block s="clear"></block><block s="down"></block><block s="setHeading"><l>90</l></block><custom-block s="sierpinski-gasket length %n depth %n polarity %b"><l>14355</l><l>8</l><block s="reportBoolean"><l><bool>true</bool></l></block></custom-block></script><script x="106" y="83"><custom-block s="trapezoid length %n polarity %b"><l>10</l><block s="reportBoolean"><l><bool>true</bool></l></block></custom-block></script><script x="53" y="321"><block s="hide"></block><block s="doAsk"><l>How large? (total line length, make very high)</l></block><block s="doSetVar"><l>leng</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How deep?</l></block><block s="show"></block><custom-block s="sierpinski-gasket length %n depth %n polarity %b"><block var="leng"/><block s="getLastAnswer"></block><block s="reportBoolean"><l><bool>true</bool></l></block></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="trapezoid length %&apos;length&apos; polarity %&apos;polarity&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">30</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><comment w="90" collapsed="true">turn</comment></block><block s="forward"><block s="reportQuotient"><block var="length"/><l>3</l></block></block><block s="doIfElse"><block var="polarity"/><script><block s="turn"><l>60</l></block></script><script><block s="turnLeft"><l>60</l></block></script><comment w="90" collapsed="true">turn</comment></block><block s="forward"><block s="reportQuotient"><block var="length"/><l>3</l></block></block><block s="doIfElse"><block var="polarity"/><script><block s="turn"><l>60</l></block></script><script><block s="turnLeft"><l>60</l></block></script><comment w="90" collapsed="true">turn</comment></block><block s="forward"><block s="reportQuotient"><block var="length"/><l>3</l></block></block><block s="doIfElse"><block var="polarity"/><script><block s="turnLeft"><l>60</l></block></script><script><block s="turn"><l>60</l></block></script><comment w="90" collapsed="true">turn</comment></block></script></block-definition><block-definition s="sierpinski-gasket length %&apos;length&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><comment w="90" collapsed="true">turn</comment></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="length"/><l>3</l></block><block s="reportNot"><block var="polarity"/></block></custom-block></script><script><custom-block s="sierpinski-gasket length %n depth %n polarity %b"><block s="reportQuotient"><block var="length"/><l>3</l></block><block s="reportDifference"><block var="itera"/><l>1</l></block><block s="reportNot"><block var="polarity"/></block></custom-block></script></block><block s="doIfElse"><block var="polarity"/><script><block s="turn"><l>60</l></block></script><script><block s="turnLeft"><l>60</l></block></script><comment w="90" collapsed="true">turn</comment></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="length"/><l>3</l></block><block var="polarity"/></custom-block></script><script><custom-block s="sierpinski-gasket length %n depth %n polarity %b"><block s="reportQuotient"><block var="length"/><l>3</l></block><block s="reportDifference"><block var="itera"/><l>1</l></block><block var="polarity"/></custom-block></script></block><block s="doIfElse"><block var="polarity"/><script><block s="turn"><l>60</l></block></script><script><block s="turnLeft"><l>60</l></block></script><comment w="90" collapsed="true">turn</comment></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="length"/><l>3</l></block><block s="reportNot"><block var="polarity"/></block></custom-block></script><script><custom-block s="sierpinski-gasket length %n depth %n polarity %b"><block s="reportQuotient"><block var="length"/><l>3</l></block><block s="reportDifference"><block var="itera"/><l>1</l></block><block s="reportNot"><block var="polarity"/></block></custom-block></script></block><block s="doIfElse"><block var="polarity"/><script><block s="turnLeft"><l>60</l></block></script><script><block s="turn"><l>60</l></block></script><comment w="90" collapsed="true">turn</comment></block></script></block-definition><block-definition s="%&apos;base&apos; ^ %&apos;expo&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input 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 %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><variable name="leng"><l>10</l></variable></variables></project><media name="Sierpinski Triangle (recursive hexagon construction)" app="Snap! 5.0, http://snap.berkeley.edu" version="1"></media></snapdata>