data:image/png;base64,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de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _
pt:fala _ na língua _ _ com tom _ e velocidade _
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
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:$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 _
§_objectsMenustagelat1lng1lat2lng2return stage.worldMap.distanceInKm(lat1, lng1, lat2, lng2)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 _
WikimediaOpenStreetMap
Wikimedia
Watercolor
Toner
Terrain
Topographic
Satellite
Streets
Shading
Mapbox (experimental)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 $arrowRight liste _
pt:uma lista com as palavras da frase _
de:Kostüm aus Text _ Größe _
pt:um traje com o texto _ de tamanho _
ca:vestit amb el text _ i mida _
A72§_costumesMenu2002Use this block to make "clickable" buttons:pt:executa no modo turbo _
pt:as amostras de som com _ Hz de _ s amostrado a _ Hz
ca:_ Hz durant _ segons amb mostreig de _ Hz
440a 55=55
a 110=110
a 220=220
a 440=440
a 880=880
a 1760=1760
a 3520=352014410022.05 kHz=22050
44.1 kHz=44100
88.2 kHz=88200
96 kHz=96000pt:π
pt:_ radianos em graus
ca:graus de _ radiants
0.5pt:o som _
ca:so de nom _
§_soundsMenuquickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.pt:desenha o gráfico do som _
ca:dibuixa el so _
§_soundsMenu1offset-2records an audio snippet and reports it as a new sound, or zero if the user cancelspt:$circleSolid-1-255-0-0 uma nova gravação
ca:$circleSolid-1-255-0-0 enregistra
pt:a nota com _ Hz
ca:nota de _ Hz
440pt:a frequência da nota _
ca:freqüència (hz) de la nota _
69pt:o nome da nota _
ca:nom de la nota _
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AQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==