data:image/png;base64,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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 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BAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==