<snapdata remixID="10341065"><project name="MCD_FB" app="Snap! 6, https://snap.berkeley.edu" 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</thumbnail><stage name="Escenari" 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" 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="Objecte" idx="1" x="-167.28181838989258" y="85" heading="90" scale="0.3" volume="100" pan="0" rotation="0" draggable="true" costume="1" color="204,0,186.20000000000007,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="alonzo" center-x="45" center-y="60" 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="44" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="doSetVar"><l>Divisors1</l><block s="reportNewList"><list></list></block></block><block s="doAsk"><l>Digues un número</l></block><block s="doSetVar"><l>numero1</l><block s="getLastAnswer"></block></block><custom-block s="Divisors Número %s Divisors %s"><block var="numero1"/><block var="Divisors1"/></custom-block><block s="doSetVar"><l>Divisors2</l><block s="reportNewList"><list></list></block></block><block s="doAsk"><l>Digues un altre*número</l></block><block s="doSetVar"><l>numero2</l><block s="getLastAnswer"></block></block><custom-block s="Divisors Número %s Divisors %s"><block var="numero2"/><block var="Divisors2"/></custom-block><block s="doSetVar"><l>MCD</l><l>1</l></block><block s="doForEach"><l>element</l><block var="Divisors2"/><script><block s="doIf"><block s="reportListContainsItem"><block var="Divisors1"/><block var="element"/></block><script><block s="doIf"><block s="reportGreaterThan"><block var="element"/><block var="MCD"/></block><script><block s="doSetVar"><l>MCD</l><block var="element"/></block></script></block></script></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>El MCD de </l><block var="numero1"/><l> i </l><block var="numero2"/><l> és </l><block var="MCD"/></list></block><l>4</l></block></script></scripts></sprite><watcher var="numero1" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="numero2" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="MCD" style="normal" x="10" y="145.00000599999998" color="243,118,29" hidden="true"/><watcher var="MCM" style="normal" x="10" y="166.00000799999998" color="243,118,29" hidden="true"/><watcher var="Producte" style="normal" x="10" y="157.00000999999997" color="243,118,29" hidden="true"/><watcher var="Divisors2" style="normal" x="160" y="21.00000399999999" color="243,118,29" hidden="true"/><watcher var="Multiples2" style="normal" x="10" y="199.00001399999996" color="243,118,29" hidden="true"/><watcher var="Divisors1" style="normal" x="27" y="77.000002" color="243,118,29" hidden="true"/><watcher var="Multiples1" style="normal" x="367" y="9.00001199999997" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="$flash remove duplicates from %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="209" collapsed="false">Reports a new list whose items are the same as in the input list, except that if two or more equal items appear in the input list, only the first one is kept in the result.</comment><header></header><code></code><translations>ca:elimina els duplicats de _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportListIndex"><block var="value"/><block var="list"/></block><block var="index"/></block></autolambda><list><l>value</l><l>index</l><l>list</l></list></block><block var="data"/></block></block></script><scripts><script x="14" y="164.2222222222222"><block s="doWarp"><script><block s="doIf"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportCDR"><block var="data"/></block><block s="reportListItem"><l>1</l><block var="data"/></block></block><script><block s="doReport"><custom-block s="$flash remove duplicates from %l"><block s="reportCDR"><block var="data"/></block></custom-block></block></script><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="$flash remove duplicates from %l"><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block></script></block></script></scripts></block-definition><block-definition s="$flash sort %&apos;data&apos; ordering with %&apos;function&apos;" type="reporter" category="lists"><comment x="0" y="0" w="161.14285714285708" collapsed="false">Reports a sorted version of the list in its first input slot, using the comparison function in the second input slot.  For a list of numbers, using &lt; as the comparison function will sort from low to high; using &gt; will sort from high to low.</comment><header></header><code></code><translations>ca:ordena _ segons criteri _&#xD;</translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>data</l><l>fn</l><l>proc</l></list><l>return proc.reportAtomicSort(data, fn);</l></block><list><block var="data"/><block var="function"/></list></block></block></script><scripts><script x="12" y="147.55555555555557"><block s="doDeclareVariables"><list><l>even items</l><l>odd items</l><l>merge</l><l>split</l><l>copy of data</l><l>id</l></list></block><block s="doSetVar"><l>id</l><block s="reifyScript"><script><block s="doReport"><l></l></block></script><list></list></block></block><block s="doSetVar"><l>copy of data</l><block s="reportMap"><block var="id"/><block var="data"/></block></block><block s="doSetVar"><l>split</l><block s="reifyScript"><script><block s="doSetVar"><l>even items</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>odd items</l><block s="reportNewList"><list></list></block></block><block s="doUntil"><block s="reportListIsEmpty"><block var="copy of data"/></block><script><block s="doAddToList"><block s="reportListItem"><l>1</l><block var="copy of data"/></block><block var="odd items"/></block><block s="doDeleteFromList"><l>1</l><block var="copy of data"/></block><block s="doIf"><block s="reportNot"><block s="reportListIsEmpty"><block var="copy of data"/></block></block><script><block s="doAddToList"><block s="reportListItem"><l>1</l><block var="copy of data"/></block><block var="even items"/></block><block s="doDeleteFromList"><l>1</l><block var="copy of data"/></block></script></block></script></block></script><list></list></block></block><block s="doSetVar"><l>merge</l><block s="reifyScript"><script><block s="doIf"><block s="reportEquals"><block var="#1"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block var="#2"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="#2"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block var="#1"/></block></script></block><block s="doIfElse"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="#1"/></block><block s="reportListItem"><l>1</l><block var="#2"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="#1"/></block><block s="evaluate"><block var="merge"/><list><block s="reportCDR"><block var="#1"/></block><block var="#2"/></list></block></block></block></script><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="#2"/></block><block s="evaluate"><block var="merge"/><list><block var="#1"/><block s="reportCDR"><block var="#2"/></block></list></block></block></block></script></block></script><list><l>#1</l><l>#2</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportCDR"><block var="data"/></block><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block var="data"/></block></script></block><block s="doRun"><block var="split"/><list></list></block><block s="doReport"><block s="evaluate"><block var="merge"/><list><custom-block s="$flash sort %l ordering with %predRing"><block var="odd items"/><block var="function"/></custom-block><custom-block s="$flash sort %l ordering with %predRing"><block var="even items"/><block var="function"/></custom-block></list></block></block></script></scripts></block-definition><block-definition s="$flash assoc %&apos;key&apos; %&apos;a-list&apos;" type="reporter" category="lists"><comment x="0" y="0" w="289.3333333333333" collapsed="false">The second input is an &quot;association list,&quot; a list of two-item lists.  Each of those smaller lists has a &quot;key&quot; as its first item and a &quot;value&quot; as its second.  ASSOC reports the first key-value pair in the association list whose key matches the first input.</comment><header></header><code></code><translations>ca:associació _ _&#xD;</translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="reportAtomicFindFirst"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block var="key"/><block s="reportListItem"><l>1</l><l/></block></block></autolambda><list></list></block><block var="a-list"/></block></block></script><scripts><script x="19.333333333333332" y="108.22222222222221"><block s="doIf"><block s="reportEquals"><block var="a-list"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="key"/><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></script></block><block s="doReport"><custom-block s="$flash assoc %s %l"><block var="key"/><block s="reportCDR"><block var="a-list"/></block></custom-block></block></script></scripts></block-definition><block-definition s="%&apos;#&apos; for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><comment x="0" y="0" w="228.57142857142858" collapsed="false">This block carries out the given script for each item of the given list, like the primitive FOR EACH.&#xD;&#xD;What&apos;s different is that it provides the # variable, which will contain the item number in the list of each item in turn, 1 while processing item 1, and so on.</comment><header></header><code></code><translations>ca:_ per cada _ de _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%upvar"></input><input type="%l"></input><input type="%ca"></input></inputs><script><block s="doIfElse"><custom-block s="☠︎ linked? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>#</l><l>1</l></block><block s="doUntil"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block><block s="doChangeVar"><l>#</l><l>1</l></block></script></block></script><script><block s="doIf"><block s="reportNot"><block s="reportListIsEmpty"><block var="data"/></block></block><script><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><script><block s="doSetVar"><l>#</l><block var="i"/></block><block s="doSetVar"><l>item</l><block s="reportListItem"><block var="i"/><block var="data"/></block></block><block s="doRun"><block var="action"/><list></list></block></script></block></script></block></script></block></script></block-definition><block-definition s="☠︎ linked? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>data</l></list><l>return data.isLinked;</l></block><list><block var="data"/></list></block></block></script></block-definition><block-definition s="☠︎ link %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doReport"><block var="data"/></block></script></block><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><block s="reportCDR"><block var="data"/></block></block></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).&#xD;&#xD;Will not work on circular lists.</comment><header></header><code></code><translations></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></block><block s="doIf"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doReport"><l>()</l></block></script></block><block s="doReport"><block s="reportJoinWords"><list><l>(</l><block s="reportAtomicCombine"><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="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></translations><inputs><input type="%mult%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><l></l><custom-block s="sentence $arrowRight list %txt"><l></l></custom-block></block></autolambda><list></list></block><block var="phrase"/></block></block></block></script></block-definition><block-definition s="$flash zip %&apos;lists&apos;" type="reporter" category="lists"><comment x="0" y="0" w="192" collapsed="false">ZIP takes any number of lists as inputs.  The lists should all be the same length.  ZIP reports a list of lists in which the first item is a list of all the first items, the second item is a list of all the second items, etc.&#xD;Viewing the inputs as the rows of a matrix, ZIP reports its transpose.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block s="reportListItem"><l>1</l><block var="lists"/></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="lists"/></block><custom-block s="$flash zip %mult%l"><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><block var="lists"/></block></custom-block></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="lists"><comment x="0" y="0" w="105.33333333333333" collapsed="false">The identity function reports its input.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="multimap %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><comment x="0" y="0" w="267.3333333333333" collapsed="false">Takes as input a function of N inputs and N lists.&#xD;The function is called with item 1 of all the lists as its inputs, with item 2 of all the lists as its inputs, and so on.  (The lists should all be the same length.)</comment><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="evaluate"><block var="function"/><custom-block s="%s"><l></l></custom-block></block></autolambda><list></list></block><custom-block s="$flash zip %mult%l"><block var="lists"/></custom-block></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;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportEquals"><block s="reportStringSize"><l></l></block><l>0</l></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></block></script></block-definition><block-definition s="Divisors Número %&apos;número&apos; Divisors %&apos;Divisors&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="changePenHSVA"><l><option>hue</option></l><l>40</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportMonadic"><l><option>sqrt</option></l><block var="número"/></block><script><block s="doIf"><block s="reportEquals"><block s="reportModulus"><block var="número"/><block var="i"/></block><l>0</l></block><script><block s="doAddToList"><block var="i"/><block var="Divisors"/></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="write"><block var="i"/><l>25</l></block><block s="doAddToList"><block s="reportQuotient"><block var="número"/><block var="i"/></block><block var="Divisors"/></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="write"><block s="reportQuotient"><block var="número"/><block var="i"/></block><l>25</l></block></script></block></script></block></script></block-definition></blocks><variables><variable name="numero1"><l>60</l></variable><variable name="numero2"><l>90</l></variable><variable name="Divisors2"><list struct="atomic" id="765">1,90,2,45,3,30,5,18,6,15,9,10</list></variable><variable name="Divisors1"><list struct="atomic" id="766">1,60,2,30,3,20,4,15,5,12,6,10</list></variable><variable name="MCD"><l>30</l></variable><variable name="MCM"><l>60</l></variable><variable name="Producte"><l>0</l></variable><variable name="Multiples1"><list struct="atomic" id="767">15,30,45,60,75,90,105,120,135,150,165,180,195,210,225,240,255,270,285,300</list></variable><variable name="Multiples2"><list struct="atomic" id="768">20,40,60,80,100,120,140,160,180,200,220,240,260,280,300</list></variable></variables></project><media name="MCD_FB" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>