<snapdata remixID="12519054"><project name="PuntFermat alternativa" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes>Alternativa a https://snap.berkeley.edu/project?username=sopadepedres&amp;projectname=PuntFermat&#xD;Es pinta tot l&apos;escenari seqüencialment.&#xD;Cada punt blau és un clon, es poden augmentar internament.&#xD;Cada cop que es deixa anar un punt blau es redibuixa el mapa de colors i el punt de Fermat</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="PuntFermat alternativa"><notes>Alternativa a https://snap.berkeley.edu/project?username=sopadepedres&amp;projectname=PuntFermat&#xD;Es pinta tot l&apos;escenari seqüencialment.&#xD;Cada punt blau és un clon, es poden augmentar internament.&#xD;Cada cop que es deixa anar un punt blau es redibuixa el mapa de colors i el punt de Fermat</notes><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></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><list></list></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="247.33333333333337" 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="reportVariadicLessThan"><list><block var="step"/><l>0</l></list></block><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportVariadicLessThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><block var="i"/><block var="end"/></list></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;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></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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