<snapdata remixID="13475720"><project name="isaac 2.3" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="isaac 2.3"><notes></notes><palette><category name="jetBLOX 01" color="0,116,143,1"/></palette><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="210.47493489583331" 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="247.33333333333334" 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><block-definition s="%&apos;ON&apos; %&apos;X&apos; %&apos;Y&apos; ID %&apos;NO&apos;" type="command" category="jetBLOX 01"><header></header><code></code><translations></translations><inputs><input type="%b" initial="1">true</input><input type="%s" initial="1">-120</input><input type="%s" initial="1">-363</input><input type="%s" initial="1">000</input></inputs><script><block s="doDeclareVariables"><list><l>setIDno</l></list></block><block s="doIf"><block var="ON"/><script><block s="doSetVar"><l>setIDno</l><custom-block s="get value from key: %s in browser"><l>ID</l></custom-block></block><custom-block s="store key: %s value: %s in browser"><l>ID</l><block s="reportVariadicSum"><list><block var="setIDno"/><l>1</l></list></block></custom-block></script><list><l><bool>true</bool></l><script><block s="doSetVar"><l>setIDno</l><block var="NO"/></block><custom-block s="store key: %s value: %s in browser"><l>ID</l><block var="NO"/></custom-block></script></list></block><block s="setHeading"><l>0</l></block><custom-block s="saveCOLOR %upvar"><l>INCOMING</l></custom-block><custom-block s="JUMPTO %l"><block s="reportNewList"><list><block var="X"/><block var="Y"/></list></block></custom-block><block s="setColor"><color>255,244,230,1</color></block><custom-block s="text %txt %s"><block var="setIDno"/><l>122</l></custom-block><block s="up"></block></script><scripts><script x="206.13045234680175" y="441.19642857142856"><custom-block s="stored data in browser"></custom-block></script><script x="92.55902377537318" y="462.22023809523813"><custom-block s="clear data in browser"></custom-block></script><script x="316.22180461883545" y="180.33333333333331"><block s="reportListIsEmpty"><block var="NO"/></block></script><script x="14.285714285714286" y="414.70238095238125"><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block var="INCOMING"/></block></script></scripts></block-definition><block-definition s="stored data in browser" type="reporter" category="other"><header></header><code></code><translations>ca:dades desades al navegador&#xD;pl:dane w przeglądarce&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>db_getall</l><list></list></block></block></script></block-definition><block-definition s="clear data in browser" type="command" category="other"><header></header><code></code><translations>ca:esborra dades del navegador&#xD;pl:wyczyść dane w przeglądarce&#xD;</translations><inputs></inputs><script><block s="doWarp"><script><block s="doForEach"><l>item</l><custom-block s="stored data in browser"></custom-block><script><custom-block s="remove key: %s in browser"><block s="reportListItem"><l>1</l><block var="item"/></block></custom-block></script></block></script></block></script></block-definition><block-definition s="remove key: %&apos;key&apos; in browser" type="command" category="other"><header></header><code></code><translations>ca:esborra clau: _ del navegador&#xD;pl:usuń klucz: _ w przeglądarce&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>db_remove(key)</l><list><block var="key"/></list></block></script></block-definition><block-definition s="get value from key: %&apos;key&apos; in browser" type="reporter" category="other"><comment x="0" y="0" w="199.33333333333334" collapsed="false">Reports the value previously stored under&#xD;the input key in the browser&apos;s local storage.&#xD;Reports False if the key is not found.</comment><header></header><code></code><translations>ca:obté valor de clau: _ al navegador&#xD;pl:pobierz wartość z klucza: _ w przeglądarce&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>db_get(key)</l><list><block var="key"/></list></block></block></script></block-definition><block-definition s="store key: %&apos;key&apos; value: %&apos;value&apos; in browser" type="command" category="other"><header></header><code></code><translations>ca:desa clau: _ amb valor: _ al navegador&#xD;pl:przechowaj klucz: _ wartość: _ w przeglądarce&#xD;</translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>db_store(key, val)</l><list><block var="key"/><block var="value"/></list></block></script></block-definition><block-definition s="text %&apos;text&apos; %&apos;size&apos;" type="command" category="jetBLOX 01"><header></header><code></code><translations></translations><inputs><input type="%txt" initial="1">000</input><input type="%s" initial="1">24</input></inputs><script><custom-block s="PUSH %s"><l>1</l></custom-block><block s="turn"><l>90</l></block><block s="up"></block><block s="write"><block var="text"/><block var="size"/></block><custom-block s="POP %s"><l>1</l></custom-block></script></block-definition><block-definition s="POP %&apos;R&apos;" type="command" category="jetBLOX 01"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="up"></block><block s="setXPosition"><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="R"/><block var="POS"/></block></block></block><block s="setYPosition"><block s="reportListItem"><l>2</l><block s="reportListItem"><block var="R"/><block var="POS"/></block></block></block><block s="setHeading"><block s="reportListItem"><l><option>last</option></l><block s="reportListItem"><block var="R"/><block var="POS"/></block></block></block><block s="down"></block></script></block-definition><block-definition s="PUSH %&apos;XX&apos;" type="command" category="jetBLOX 01"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportNot"><custom-block s="does var %s exist?"><l>POS</l></custom-block></block><script><custom-block s="create %s var %mult%txt"><l>global</l><list><l>POS</l></list></custom-block><block s="doSetVar"><l>POS</l><block s="reportNewList"><list><block s="reportNewList"><list><l></l></list></block><block s="reportNewList"><list><l></l></list></block><block s="reportNewList"><list><l></l></list></block><block s="reportNewList"><list><l></l></list></block></list></block></block></script><list></list></block><block s="doReplaceInList"><block var="XX"/><block var="POS"/><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block><block s="direction"></block></list></block></block></script></block-definition><block-definition s="does var %&apos;name&apos; exist?" type="predicate" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;return proc.homeContext.variables.silentFind(varName)? true:false;</l></block><list><block var="name"/></list></block></block></script></block-definition><block-definition s="create %&apos;scope&apos; var %&apos;names&apos;" type="command" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="scope"/><l>script</l></list></block><script><block s="doForEach"><l>each item</l><block var="names"/><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;if (!proc.homeContext.variables.vars[varName]) proc.homeContext.variables.addVar(varName);</l></block><list><block var="each item"/></list></block></script></block></script><script><block s="doDeclareVariables"><list><l>global</l></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="scope"/><l>sprite</l></list></block><script><block s="doSetVar"><l>global</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doSetVar"><l>global</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doForEach"><l>each item</l><block var="names"/><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>global</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;if (global &amp;&amp; !proc.homeContext.variables.parentFrame.parentFrame.vars[varName]) this.addVariable(varName, true);&#xD;if (!global &amp;&amp; !proc.homeContext.variables.parentFrame.vars[varName]) this.addVariable(varName, false);</l></block><list><block var="each item"/><block var="global"/></list></block></script></block><block s="doRun"><block s="reportJSFunction"><list></list><l>var ide = this.parentThatIsA(IDE_Morph);&#xD;ide.flushBlocksCache(&apos;variables&apos;); // b/c of inheritance&#xD;ide.refreshPalette();</l></block><list></list></block></script></block></script></block-definition><block-definition s="JUMPTO %&apos;XY&apos;" type="command" category="jetBLOX 01"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="up"></block><block s="doGotoObject"><block var="XY"/></block><block s="down"></block></script></block-definition><block-definition s="saveCOLOR %&apos;INCOMING&apos;" type="command" category="jetBLOX 01"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input></inputs><script><block s="doSetVar"><l>INCOMING</l><block s="getPenAttribute"><l><option>r-g-b-a</option></l></block></block></script></block-definition></blocks><primitives></primitives><stage name="Escenario" width="800" height="800" costume="0" color="94,0,46,1" 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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