<snapdata remixID="11449980"><project name="space invaders" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="space invaders"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="$flash remove duplicates from %&apos;data&apos;" type="reporter" category="lists" helper="true"><comment x="0" y="0" w="209" collapsed="false">Reports a new list whose items are the same as in the input list, except that if two or more equal items appear in the input list, only the last one is kept in the result.</comment><header></header><code></code><translations>ca:elimina els duplicats de _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportApplyExtension"><l>dta_analyze(list)</l><list><block var="data"/></list></block></block></block></block></script></block-definition><block-definition s="$flash sort %&apos;data&apos; ordering with %&apos;function&apos;" type="reporter" category="lists" helper="true"><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="reportApplyExtension"><l>lst_sort(list, fn)</l><list><block var="data"/><block var="function"/></list></block></block></script></block-definition><block-definition s="$flash assoc %&apos;key&apos; %&apos;a-list&apos;" type="reporter" category="lists" helper="true"><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></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="doForEach"><l>inner item</l><block var="data"/><script><block s="doSetVar"><l>item</l><block var="inner item"/></block><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="☠︎ linked? %&apos;data&apos;" type="predicate" category="lists" helper="true"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>lst_linked(list)</l><list><block var="data"/></list></block></block></script></block-definition><block-definition s="☠︎ link %&apos;data&apos;" type="reporter" category="lists" helper="true"><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" helper="true"><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>ca:notació textual de _&#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></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" helper="true"><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;</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 $arrowRight list %txt"><l></l></custom-block></block></autolambda><list></list></block><block var="phrase"/></block></block></block></script></block-definition><block-definition s="$flash zip %&apos;lists&apos;" type="reporter" category="lists" helper="true"><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="doReport"><block s="reportListAttribute"><l><option>columns</option></l><block var="lists"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="lists" helper="true"><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" helper="true"><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>ca:multi-mapeja _ sobre _&#xD;</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="invader touching edge?" type="predicate" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportGet"><l><option>clones</option></l></block></block><script><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block s="reportAttributeOf"><l><option>x position</option></l><block s="reportListItem"><block var="i"/><block s="reportGet"><l><option>clones</option></l></block></block></block><l>-220</l></block><block s="reportLessThan"><l>220</l><block s="reportAttributeOf"><l><option>x position</option></l><block s="reportListItem"><block var="i"/><block s="reportGet"><l><option>clones</option></l></block></block></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="write %&apos;write&apos; flash %&apos;num&apos; times in place size %&apos;size&apos; at %&apos;x pos&apos; x %&apos;y pos&apos; y" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doRepeat"><block var="num"/><script><block s="gotoXY"><block var="x pos"/><block var="y pos"/></block><block s="write"><block var="write"/><block var="size"/></block><block s="doWait"><l>1</l></block><block s="clear"></block><block s="doWait"><l>1</l></block></script></block><block s="clear"></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="4" 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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" mediaID="Stage_cst_XY Grid"/><costume name="XY Grid(2)" center-x="240" center-y="180" 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" mediaID="Stage_cst_XY Grid(2)"/><costume name="XY Grid(3)" center-x="240" center-y="180" 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