<snapdata remixID="8522382"><project name="U1L3-GraphicsandArt" 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="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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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="-1.3642420526593924e-12" y="1.3073986337985843e-12" heading="89.99999999999864" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="jay" center-x="32" center-y="45" image="data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="110.999999" y="169"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>12</l><script><custom-block s="polygon, sides: %s side length: %s"><l>3</l><l>35</l></custom-block><custom-block s="rectangle, length: %s width: %s"><l>64</l><l>44</l></custom-block><custom-block s="rectangle, length: %s width: %s"><l>19</l><l>22</l></custom-block><custom-block s="polygon, sides: %s side length: %s"><l>7</l><l>33</l></custom-block><custom-block s="polygon, sides: %s side length: %s"><l>3</l><l>51</l></custom-block><custom-block s="polygon, sides: %s side length: %s"><l>6</l><l>13</l></custom-block><custom-block s="rectangle, length: %s width: %s"><l>25</l><l>53</l></custom-block><custom-block s="polygon, sides: %s side length: %s"><l>4</l><l>20</l></custom-block><custom-block s="rectangle, length: %s width: %s"><l>8</l><l>6</l></custom-block><custom-block s="rectangle, length: %s width: %s"><l>10</l><l>8</l></custom-block><block s="turn"><l>30</l></block><block s="forward"><l>43</l></block></script><comment w="90" collapsed="false">made a polygon from polygons</comment></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><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;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">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>test</l></list></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><block-definition s="polygon, sides: %&apos;sides&apos; side 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><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="rectangle, length: %&apos;length&apos; width: %&apos;width&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><l>2</l><script><block s="forward"><block var="length"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="width"/></block><block s="turn"><l>90</l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-GraphicsandArt" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>