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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.ca:elimina els duplicats de _
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 < as the comparison function will sort from low to high; using > will sort from high to low.ca:ordena _ segons criteri _
The second input is an "association list," a list of two-item lists. Each of those smaller lists has a "key" as its first item and a "value" as its second. ASSOC reports the first key-value pair in the association list whose key matches the first input.ca:associació _ _
This block carries out the given script for each item of the given list, like the primitive FOR EACH.
What'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.ca:_ per cada _ de _ _
1Takes a (possibly deep) list as input,
and reports a human-readable text form
of the list (namely, Lisp notation).
Will not work on circular lists.ca:notació textual de _
()SENTENCE is the main constructor for sentences, represented
as lists of words. It takes zero or more inputs, each of which can
be either a list or a text string. If a list, the input is assumed to be
a list of words. If a text string, it is converted to a list of words using
SENTENCE→LIST. Then all the lists of words are appended to form a new list of words.
If the inputs are lists of lists rather than lists of words, SENTENCE,
like APPEND, does only one level of flattening, reporting a list of
all the items of all the input lists.ca:frase _
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.
Viewing the inputs as the rows of a matrix, ZIP reports its transpose.The identity function reports its input.Takes as input a function of N inputs and N lists.
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.)ca:multi-mapeja _ sobre _
Takes a sentence in text string form and reports the sentence as a list of its words.de:Satz $arrowRight Liste _
ca:frase $arrowRight llista _
es:frase $arrowRight lista _
fr:phrase $arrowRight liste _
pt:uma lista com as palavras da frase _
de:$globe zeige aktuellen Standort
pt:mostra a localização corrente do dispositivo no $globe
ca:$globe centra a la meva ubicació
de:$globe Zoom
pt:o zoom do $globe
ca:$globe zoom
de:setze $globe Zoom auf _
pt:altera o zoom do $globe para _
ca:$globe fixa el zoom a _
10de:$globe Längengrad von x _
pt:a longitude no $globe da coordenada x _
ca:$globe longitud per a x _
0de:$globe Breitengrad von y _
pt:a latitude no $globe da coordenada y _
ca:$globe latitud per a y _
0de:setze $globe auf Länge: _ Breite: _
pt:altera a posição no $globe para (longitude: _ , latitude: _ )
ca:$globe centra a longitud: _ latitud: _
-122.25785237.872099de:y von $globe Breitengrad _
pt:a coordenada y da latitude _ no $globe
ca:$globe y per a latitud _
de:x von $globe Längengrad _
pt:a coordenada x da longidude _ no $globe
ca:$globe x per a longitud _
de:ändere $globe um x: _ y: _ Pixel
pt:desloca a posição do mapa de (x: _ , y: _ )
ca:$globe canvia la ubicació en x: _ y: _ píxels
1010de:$globe Entfernung in km zu _
pt:a tua distância em km a _ no $globo
ca:$globe distància en km fins a _
§_objectsMenumap_dist(lat1, lon1, lat2, lon2)de:$globe aktuelle Position
pt:a localização corrente do dispositivo no $globe
ca:$globe ubicació actual
de:$globe aktueller Breitengrad
pt:a latitude corrente do dispositivo no $globe
ca:$globe latitud actual
de:$globe aktueller Längengrad
pt:a longitude corrente do dispositivo no $globe
ca:$globe longitud actual
de:aktualisiere $globe
pt:actualiza o $globe
ca:$globe força refresc
de:$globe als Kostüm
pt:a parte visível do $globe na forma de traje
ca:$globe vestit del mapa actual
de:setze $globe Stil auf _
pt:altera o estilo do $globe para _
ca:$globe fixa l'estil de mapa a _
OpenStreetMapOpenStreetMap
Wikimedia
Watercolor
Toner
Terrain
Topographic
Satellite
Streets
Shading
Mapbox (experimental)de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _
pt:fala _ na língua _ _ com tom _ e velocidade _
ca:digues _ amb accent _ _ to _ i velocitat _
Hello, World!en-USالعربية=ar
Български=bg
বাংলা=bn
Català=ca
Català - Valencià=ca-VA
Česky=cs
Deutsch=de
Dansk=dk
Ελληνικά=el
English-American=en-US
English-British=en-GB
Esperanto=eo
Español=es
Eesti=et
Euskara=eu
suomi=fi
Français=fr
Galego=gl
Hrvatski=hr
Magyar=hu
Interlingua=ia
Bahasa Indonesia=id
Italiano=it
日本語=ja
にほんご=ja-HIRA
ಕನ್ನಡ=kn
한국어=ko
Malayalam=ml
Nederlands=nl
Norsk=no
Polski=pl
Português=pt
Português do Brasil=pt-BR
Român=ro
Русский=ru
Slovenščina=si
svenska=sv
Tamil=ta
Telagu=te
Türkçe=tr
Українська=ua
简体中文=zh-CN
繁體中文=zh-TW11de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _ und warte
pt:fala _ na língua _ _ com tom _ e velocidade _ , e espera
ca:digues _ amb accent _ _ to _ velocitat _ i espera
Hello, World!en-USالعربية=ar
Български=bg
বাংলা=bn
Català=ca
Català - Valencià=ca-VA
Česky=cs
Deutsch=de
Dansk=dk
Ελληνικά=el
English-American=en-US
English-British=en-GB
Esperanto=eo
Español=es
Eesti=et
Euskara=eu
suomi=fi
Français=fr
Galego=gl
Hrvatski=hr
Magyar=hu
Interlingua=ia
Bahasa Indonesia=id
Italiano=it
日本語=ja
にほんご=ja-HIRA
ಕನ್ನಡ=kn
한국어=ko
Malayalam=ml
Nederlands=nl
Norsk=no
Polski=pl
Português=pt
Português do Brasil=pt-BR
Român=ro
Русский=ru
Slovenščina=si
svenska=sv
Tamil=ta
Telagu=te
Türkçe=tr
Українська=ua
简体中文=zh-CN
繁體中文=zh-TW11data:image/png;base64,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30.4-87.6Welcome to maps! I'm here to help you navigate this tool. Use w a s d to move around the map. Use your up and down arrow to zoom. Press the r key to go to a random location. Press f to choose a latitude and longitude to go to. Use Z x and c to change map styles. Now that you know what to do explore the world.