<snapdata remixID="13732724"><project name="U2L4-MathLibrary" app="Snap! 10, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="U2L4-MathLibrary"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="is %&apos;num1&apos; divisible by %&apos;num2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="num1"/><block var="num2"/></block><l>0</l></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="even? %&apos;num&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doSetVar"><l>num</l><block s="reportRound"><block var="num"/></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="num"/><l>2</l></block><l>0</l></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="odd? %&apos;num&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="num"/><l>3</l></block><l>0</l></list></block><block s="reportVariadicEquals"><list><block var="num"/><l>1</l></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="all but first letter of %&apos;string&apos;" type="reporter" category="operators"><comment x="0" y="0" w="199" collapsed="false">Takes a text string as input, and reports a new text string containing all but the first character of the input.</comment><header></header><code></code><translations>pt:_ sem o primeiro caractere&#xD;ca:_ sense la primera lletra&#xD;es:todos menos la primera letra de _&#xD;pl:_ bez pierwszej litery&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="string"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="all but first letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="string"/></block></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><block s="reportCDR"><block s="reportTextSplit"><custom-block s="require nonempty %s %s"><block var="string"/><l>All but first of empty word.</l></custom-block><l><option>letter</option></l></block></block></block></block></script></block-definition><block-definition s="all but first word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="223.000001" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the first word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE➞LIST and processing the resulting list instead of doing recursion on sentences in text string form.  List operations are faster.)</comment><header></header><code></code><translations>pt:_ sem a primeira palavra&#xD;ca:_ sense la primera paraula&#xD;es:todas menos la primera palabra de _&#xD;pl:_ bez pierwszego słowa&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>All but first of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportCDR"><block var="sentence"/></block></block></script></block></script><list></list></block><block s="doReport"><custom-block s="list $arrowRight sentence %l"><block s="reportCDR"><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>All but first of empty sentence.</l></custom-block></block></custom-block></block></script></block-definition><block-definition s="all but last letter of %&apos;string&apos;" type="reporter" category="operators"><comment x="0" y="0" w="218" collapsed="false">Takes a text string as input, and reports a new text string containing all but the last letter of the input.</comment><header></header><code></code><translations>pt:_ sem o último caractere&#xD;ca:_ sense la darrera lletra&#xD;es:todos menos la última letra de _&#xD;pl:_ bez ostatniej litery&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="string"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="all but last letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="string"/></block></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportCDR"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportTextSplit"><custom-block s="require nonempty %s %s"><block var="string"/><l>All but first of empty word.</l></custom-block><l><option>letter</option></l></block></block></block></block></block></block></script></block-definition><block-definition s="all but last word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="211.99999999999997" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the last word, with one space between words and no spaces at the beginning or end.  (Note: consider using SENTENCE-&gt;LIST and processing the resulting list instead of doing recursion on sentences in text string form.  List operations are faster.)</comment><header></header><code></code><translations>pt:_ sem a última palavra&#xD;ca:_ sense la darrera paraula&#xD;es:todos menos la última palabra de _&#xD;pl:_ bez ostatniego słowa&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>All but last of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportCDR"><block s="reportListAttribute"><l><option>reverse</option></l><block var="sentence"/></block></block></block></block></script></block></script><list></list></block><block s="doReport"><custom-block s="list $arrowRight sentence %l"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportCDR"><block s="reportListAttribute"><l><option>reverse</option></l><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>All but last of empty sentence.</l></custom-block></block></block></block></custom-block></block></script></block-definition><block-definition s="first word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="236" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing only the first word, with no spaces before or after it.</comment><header></header><code></code><translations>pt:a primeira palavra de _&#xD;ca:primera paraula de _&#xD;es:primera palabra de _&#xD;pl:pierwsze słowo _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>First of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="sentence"/></block></block></script></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>First of empty sentence.</l></custom-block></block></block></script></block></script></block-definition><block-definition s="last letter of %&apos;word&apos;" type="reporter" category="operators"><comment x="0" y="0" w="260" collapsed="false">Takes a text string as input, and reports the last character in the string.</comment><header></header><code></code><translations>pt:o último caractere de _&#xD;ca:primera lletra de _&#xD;es:última letra de _&#xD;pl:ostatnia litera _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="last letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="word"/></block><l>0</l></list></block><script><custom-block s="error %txt"><l>Last of empty word.</l></custom-block></script><list></list></block><block s="doReport"><block s="reportLetter"><block s="reportTextAttribute"><l><option>length</option></l><block var="word"/></block><block var="word"/></block></block></script></block-definition><block-definition s="last word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="262" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing only the last word of the input, with no spaces before or after it.</comment><header></header><code></code><translations>pt:a última palavra de _&#xD;ca:darrera paraula de _&#xD;es:última palabra de _&#xD;pl:ostatnie słowo _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>Last of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportListItem"><l><option>last</option></l><block var="sentence"/></block></block></script></block></script><list></list></block><block s="doReport"><block s="reportListItem"><l><option>last</option></l><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>Last of empty sentence.</l></custom-block></block></block></script></block-definition><block-definition s="empty word? %&apos;word&apos;" type="predicate" category="operators"><comment x="0" y="0" w="208" collapsed="false">Takes a text string as input, and reports TRUE if the string has no characters in it of any kind, otherwise false.</comment><header></header><code></code><translations>pt:a palavra _ está vazia&#xD;ca:paraula buida? _&#xD;es:¿palabra vacía? _&#xD;pl:puste słowo? _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="empty word? %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script><list></list></block><block s="doReport"><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="word"/></block><l>0</l></list></block></block></script></block-definition><block-definition s="empty sentence? %&apos;sentence&apos;" type="predicate" category="operators"><comment x="0" y="0" w="221" collapsed="false">Takes a text string as input, and reports TRUE if the input contains no characters other than spaces (therefore, no words when the string is considered as a sentence), otherwise FALSE.</comment><header></header><code></code><translations>pt:a frase _ está vazia&#xD;ca:frase buida? _&#xD;es:¿oración vacía? _&#xD;pl:puste zdanie? _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportListIsEmpty"><block var="sentence"/></block></block></script><list></list></block><block s="doReport"><block s="reportListIsEmpty"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block></block></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><comment x="0" y="0" w="230.66666666666666" collapsed="false">Like JOIN, takes any number of words (text strings) and reports a sentence with its inputs concatenated, but inserts a blank space between the inputs.&#xD;Consider using SENTENCE (Lists palette) instead.</comment><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;ca:uneix les paraules _&#xD;es:unir las palabras _&#xD;fr:fusionne les mots _&#xD;pt:uma frase com as palavras _&#xD;pl:połącz słowa _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="words"/></block><script><block s="doReport"><l></l></block></script><list></list></block><block s="doDeclareVariables"><list><l>first</l><l>bf</l></list></block><block s="doSetVar"><l>first</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="words"/></block><l><option>list</option></l></block><custom-block s="join words %mult%txt"><block s="reportListItem"><l>1</l><block var="words"/></block></custom-block><block s="reportListItem"><l>1</l><block var="words"/></block></block></block><block s="doSetVar"><l>bf</l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block><block s="doIf"><custom-block s="empty sentence? %txt"><block var="bf"/></custom-block><script><block s="doReport"><block var="first"/></block></script><list></list></block><block s="doIf"><custom-block s="empty sentence? %txt"><block var="first"/></custom-block><script><block s="doReport"><block var="bf"/></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><list><block var="first"/><l> </l><block var="bf"/></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><comment x="0" y="0" w="165.33333333333334" collapsed="false">Takes a sentence in list form and reports the sentence as a text string.</comment><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;ca:llista $arrowRight frase _&#xD;es:lista $arrowRight frase _&#xD;fr:liste $arrowRight phrase _&#xD;pt:uma frase com as palavras em _&#xD;pl:lista $arrowRight zdanie _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><comment x="0" y="0" w="196" collapsed="false">Takes a sentence in text string form and reports the sentence as a list of its words.</comment><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;pt:uma lista com as palavras da frase _&#xD;pl:zdanie $arrowRight lista _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><l></l></block><l>0</l></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="text"/><l><option>word</option></l></block></block></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><comment x="0" y="0" w="146.42857142857144" collapsed="false">report a list in which each item is one letter from the input word</comment><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;pt:uma lista com os caracteres da palavra _&#xD;pl:słowo $arrowRight lista _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="word $arrowRight list %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script><list></list></block><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><comment x="0" y="0" w="158.57142857142858" collapsed="false">join all the items of the input list&#xD;into a single word, and report it</comment><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;ca:llista $arrowRight paraula _&#xD;es:lista $arrowRight palabra _&#xD;fr:liste $arrowRight mot _&#xD;pt:uma palavra com os caracteres em _&#xD;pl:lista $arrowRight słowo _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="list"/></block><script><block s="doReport"><block var="list"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>list</option></l></block></autolambda><list></list></block><block var="list"/></block><l></l></list></block><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script><list></list></block><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><block s="reportNewList"><list><custom-block s="list $arrowRight word %l"><l/></custom-block></list></block><l></l></block></autolambda><list></list></block><block var="list"/></block></block></script></block-definition><block-definition s="sentence %&apos;phrase&apos;" type="reporter" category="lists"><comment x="0" y="0" w="302.6666666666667" collapsed="false">SENTENCE is the main constructor for sentences, represented&#xD;as lists of words.  It takes zero or more inputs, each of which can&#xD;be either a list or a text string.  If a list, the input is assumed to be&#xD;a list of words.  If a text string, it is converted to a list of words using&#xD;SENTENCE→LIST.  Then all the lists of words are appended to form a new list of words.&#xD;&#xD;If the inputs are lists of lists rather than lists of words, SENTENCE,&#xD;like APPEND, does only one level of flattening, reporting a list of&#xD;all the items of all the input lists.</comment><header></header><code></code><translations>ca:frase _&#xD;es:oración _&#xD;pl:zdanie _&#xD;</translations><inputs><input type="%mult%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><l></l><custom-block s="sentence $arrowRight list %txt"><l></l></custom-block></block></autolambda><list></list></block><block var="phrase"/></block></block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>pt:lança o erro _&#xD;pl:błąd _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="printable %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="188.66666666666666" collapsed="false">Takes a (possibly deep) list as input,&#xD;and reports a human-readable text form &#xD;of the list (namely, Lisp notation).</comment><header></header><code></code><translations>ca:notació textual de _&#xD;es:imprimible _&#xD;pl:tekstowa _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="data"/><l><option>list</option></l></block></block><script><block s="doReport"><block var="data"/></block></script><list></list></block><block s="doIf"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doReport"><l>()</l></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><list><l>(</l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="printable %l"><l/></custom-block></autolambda><list></list></block><block var="data"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> </l><l></l></list></block></autolambda><list></list></block></block><l>)</l></list></block></block></script></block-definition><block-definition s="require nonempty %&apos;text&apos; %&apos;message&apos;" type="reporter" category="operators" helper="true"><comment x="0" y="0" w="220" collapsed="false">Helper function for word/sentence library.&#xD;Reports its first input, unless that input is empty, in which case it gives its second input as an error message.</comment><header></header><code></code><translations>es:requerir no vacío _ _&#xD;</translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportIfElse"><block s="reportIsA"><block var="text"/><l><option>list</option></l></block><block s="reportListIsEmpty"><block var="text"/></block><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="text"/></block><l>0</l></list></block></block><script><custom-block s="error %txt"><block var="message"/></custom-block></script><script><block s="doReport"><block var="text"/></block></script></block></script></block-definition><block-definition s="first letter of %&apos;word&apos;" type="reporter" category="operators"><comment x="0" y="0" w="260" collapsed="false">Takes a text string as input, and reports the first character in the string.</comment><header></header><code></code><translations>pt:a primeira palavra de _&#xD;ca:primera lletra de _&#xD;es:primera letra de _&#xD;pl:pierwsza litera _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="first letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script><script><block s="doReport"><block s="reportLetter"><l>1</l><custom-block s="require nonempty %s %s"><block var="word"/><l>First of empty word.</l></custom-block></block></block></script></block></script></block-definition><block-definition s="integer # %&apos;num&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doSetVar"><l>num</l><block s="reportRound"><block var="num"/></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="num"/><l>1</l></block><l>0</l></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="Draw %&apos;number&apos; Concentric Circles %&apos;radius&apos; by %&apos;increment&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="clear"></block><block s="doRepeat"><block var="number"/><script><block s="up"></block><block s="gotoXY"><l>0</l><block s="reportVariadicProduct"><list><block var="radius"/><l>-1</l></list></block></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="turn"><l>1</l></block><block s="forward"><block var="radius"/></block></script></block><block s="doSetVar"><l>radius</l><block s="reportVariadicSum"><list><block var="radius"/><block var="increment"/></list></block></block><block s="up"></block></script></block></script></block-definition><block-definition s="make a point" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setSize"><l>5</l></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block-definition><block-definition s="divisors of" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition></blocks><primitives></primitives><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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