<snapdata remixID="12223985"><project name="program 1" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="program 1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="append %&apos;lists&apos;" type="reporter" category="lists"><comment x="0" y="0" w="287" collapsed="false">Take any number of input lists, and create a new list&#xD;containing the items of the input lists.  So&#xD;APPEND [A B] [C D]&#xD;where the [...] are lists reports the list&#xD;[A B C D]&#xD;not [[A B] [C D]].</comment><header></header><code></code><translations>ca:concatena _&#xD;</translations><inputs><input type="%mult%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportEquals"><block var="lists"/><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="reportListAttribute"><l><option>length</option></l><block var="lists"/></block><l>1</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="lists"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="lists"/></block><block s="reportNewList"><list></list></block></block><script><block s="doReport"><custom-block s="append %mult%l"><block s="reportCDR"><block var="lists"/></block></custom-block></block></script></block><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="lists"/></block></block><custom-block s="append %mult%l"><block s="reportCONS"><block s="reportCDR"><block s="reportListItem"><l>1</l><block var="lists"/></block></block><block s="reportCDR"><block var="lists"/></block></block></custom-block></block></block></script></block></script></block-definition><block-definition s="reverse %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="223" collapsed="false">Reports a new list containing the items of the input list, but in the opposite order.</comment><header></header><code></code><translations>ca:capgira _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>helper</l></list></block><block s="doSetVar"><l>helper</l><block s="reifyScript"><script><block s="doIf"><block s="reportEquals"><block var="input"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block var="result"/></block></script></block><block s="doReport"><block s="evaluate"><block var="helper"/><list><block s="reportCDR"><block var="input"/></block><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="input"/></block><block var="result"/></block></list></block></block></script><list><l>input</l><l>result</l></list></block></block><block s="doWarp"><script><block s="doReport"><block s="evaluate"><block var="helper"/><list><block var="data"/><block s="reportNewList"><list></list></block></list></block></block></script></block></script></block-definition><block-definition s="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 last 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="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="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="remove duplicates from %l"><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block></script></block></script></block-definition><block-definition s="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="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="sort %l ordering with %predRing"><block var="odd items"/><block var="function"/></custom-block><custom-block s="sort %l ordering with %predRing"><block var="even items"/><block var="function"/></custom-block></list></block></block></script></block-definition><block-definition s="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="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="assoc %s %l"><block var="key"/><block s="reportCDR"><block var="a-list"/></block></custom-block></block></script></block-definition><block-definition s="%&apos;#&apos; map %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><comment x="0" y="0" w="225.00000000000003" collapsed="false">This block applies the given function to each item of the given list, like the primitive MAP block, but with two differences:&#xD;&#xD;1.  The # variable provided will contain the item number of the item currently being used in the given function: 1 for item 1, and so on.  You read the variable in your function; don&apos;t set it.&#xD;&#xD;2.  You can provide more than one input list.  If so, the lengths of all the lists should be the same, and the function you supply must expect as many inputs as you have lists (i.e., that many empty input slots in the function).</comment><header></header><code></code><translations>ca:_ mapeja _ sobre _&#xD;</translations><inputs><input type="%upvar"></input><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>mapone</l><l>mapmany</l></list></block><block s="doSetVar"><l>mapone</l><block s="reifyScript"><script><block s="doIf"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doSetVar"><l>#</l><block var="count"/></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="evaluate"><block var="mapone"/><list><block s="reportCDR"><block var="data"/></block><block s="reportVariadicSum"><list><block var="count"/><l>1</l></list></block></list></block></block></block></script><list><l>data</l><l>count</l></list></block></block><block s="doSetVar"><l>mapmany</l><block s="reifyScript"><script><block s="doIf"><block s="reportListIsEmpty"><block s="reportListItem"><l>1</l><block var="data lists"/></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doSetVar"><l>#</l><block var="count"/></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><custom-block s="%upvar map %repRing over %mult%l"><l>#</l><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block></block><block s="evaluate"><block var="mapmany"/><list><custom-block s="%upvar map %repRing over %mult%l"><l>#</l><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block><block s="reportVariadicSum"><list><block var="count"/><l>1</l></list></block></list></block></block></block></script><list><l>data lists</l><l>count</l></list></block></block><block s="doIfElse"><block s="reportListIsEmpty"><block s="reportCDR"><block var="lists"/></block></block><script><block s="doReport"><block s="evaluate"><block var="mapone"/><list><block s="reportListItem"><l>1</l><block var="lists"/></block><l>1</l></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="mapmany"/><list><block var="lists"/><l>1</l></list></block></block></script></block></script></block></script></block-definition><block-definition s="%&apos;#&apos; keep items %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="217.1428571428572" collapsed="false">This block makes a new list containing selected items from the given list, like the primitive KEEP block.&#xD;&#xD;What&apos;s different is that it provides the # variable for use in your predicate function.  It will contain the item number (in the original list) of the item being examined by the predicate.</comment><header></header><code></code><translations>ca:_ manté els elements on _ de _&#xD;</translations><inputs><input type="%upvar"></input><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>keep-helper</l></list></block><block s="doSetVar"><l>keep-helper</l><block s="reifyScript"><script><block s="doWarp"><script><block s="doIf"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doSetVar"><l>#</l><block var="count"/></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><block s="evaluate"><block var="keep-helper"/><list><block s="reportCDR"><block var="data"/></block><block s="reportVariadicSum"><list><block var="count"/><l>1</l></list></block></list></block></block></block></script><script><block s="doReport"><block s="evaluate"><block var="keep-helper"/><list><block s="reportCDR"><block var="data"/></block><block s="reportVariadicSum"><list><block var="count"/><l>1</l></list></block></list></block></block></script></block></script></block></script><list><l>data</l><l>count</l></list></block></block><block s="doReport"><block s="evaluate"><block var="keep-helper"/><list><block var="data"/><l>1</l></list></block></block></script></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="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><block s="reportListItem"><l>1</l><block var="data"/></block></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></block-definition></blocks><stage name="Stage" width="240" height="180" costume="1" 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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id="734"><item><ref mediaID="Stage_cst_Brick Wall 1"></ref></item></list></costumes><sounds><list struct="atomic" id="735"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="0"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="740"><costumes><list struct="atomic" id="741"></list></costumes><sounds><list struct="atomic" id="742"></list></sounds><blocks></blocks><variables></variables><scripts><script x="68" y="81"><block s="receiveGo"></block><block s="doAsk"><l>enter a 5 letter palindrome</l><comment w="90" collapsed="true">ask the person to enter a fiev letter word that is a palindrome. </comment></block><block s="doIfElse"><block s="reportEquals"><custom-block s="reverse %l"><block s="reportTextSplit"><block s="getLastAnswer"></block><l><option>letter</option></l></block></custom-block><block s="reportTextSplit"><block s="getLastAnswer"></block><l><option>letter</option></l></block></block><script><block s="bubble"><l>Yes, that&apos;s a 5 lette palindrome.</l><comment w="90" collapsed="true">when the palindro is correct and has 5 letter word, it woul;d say yes.</comment></block></script><script><block s="bubble"><l>No, that&apos;s not a 5 letter palindrome.</l><comment w="90" collapsed="true">if it is not a 5 letter palindrom it would say that its wrong. </comment></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="program 1" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Brick Wall 1" center-x="120" center-y="90" 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" mediaID="Stage_cst_Brick Wall 1"/></media></snapdata>