data:image/png;base64,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data:image/png;base64,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Satellite2start-122.25785237.872099falsetruetruefalseinfectados1curados1width
heightde:$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)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-TW11Takes a text string as input, and reports a new text string containing all but the first character of the input.pt:_ sem o primeiro caractere
resulti2Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the first word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE->LIST and processing the resulting list instead of doing recursion on sentences in text string form. List operations are faster.)pt:_ sem a primeira palavra
Takes a text string as input, and reports a new text string containing all but the last letter of the input.pt:_ sem o último caractere
resulti1Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the last word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE->LIST and processing the resulting list instead of doing recursion on sentences in text string form. List operations are faster.)pt:_ sem a última palavra
11111Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing only the first word, with no spaces before or after it.pt:a primeira palavra de _
Takes a text string as input, and reports the last character in the string.pt:o último caractere de _
Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing only the last word of the input, with no spaces before or after it.pt:a última palavra de _
11Takes a text string as input, and reports TRUE if the string has no characters in it of any kind, otherwise false.pt:a palavra _ está vazia
Takes a text string as input, and reports TRUE if the input contains no characters other than spaces (therefore, no words when the string is considered as a sentence), otherwise FALSE.pt:a frase _ está vazia
de:füge Wörter zusammen _
ca:uneix les paraules _
es:unir las palabras _
fr:fusionne les mots _
pt:uma frase com as palavras _
121de:Liste $arrowRight Satz _
ca:llista $arrowRight frase _
es:lista $arrowRight frase _
fr:liste $arrowRight phrase _
pt:uma frase com as palavras em _
de:Satz $arrowRight Liste _
ca:frase $arrowRight llista _
es:frase $arrowRight lista _
fr:phrase $arrowRight liste _
pt:uma lista com as palavras da frase _
report a list in which each item is one letter from the input wordde:Wort $arrowRight Liste _
ca:paraula $arrowRight llista _
es:palabra $arrowRight lista _
fr:mot $arrowRight liste _
pt:uma lista com os caracteres da palavra _
join all the items of the input list
into a single word, and report itde:Liste $arrowRight Wort _
ca:llista $arrowRight paraula _
es:lista $arrowRight palabra _
fr:liste $arrowRight mot _
pt:uma palavra com os caracteres em _
de:Kostüm aus Text _ Größe _
pt:um traje com o texto _ de tamanho _
A72de:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
pt:captura _ _
contde:wirf _ _
ca:llança _ _
es:lanzar _ _
fr:lance _ _
pt:lança _ _
catchtagde:falls _ dann _ und pause $pause-1-255-220-0
ca:si _ fes _ i atura-ho tot $pause-1-255-220-0
es:si _ haz _ y páralo todo $pause-1-255-220-0
fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0
pt:se _ , então _ e faz pausa em tudo $pause-1-255-220-0
de:ignoriere _
ca:ignora _
es:ignorar _
fr:ignore _
pt:ignora _
Call f(f(f(...(f(x))))) n times where the three input slots are n, f, and x from left to right. The # variable can be used inside f to represent how many times f has been called.pt:o resultado de _ invocações em cascata de _ com argumento inicial _ _
Call f(f(f(...(f(x))))) until condition is true, where the three input slots are condition, f, and x from left to right. The # variable can be used inside f or condition to indicate how many times f has been called.pt:o resultado da invocação em cascata até que _ de _ com argumento inicial _ _
Returns the function f(g(x)) where f and g are the two inputs.pt:a composição de _ com _
Like the built-in REPEAT UNTIL block, except that the ending condition is not tested until the script has been run the first time. So the script is run at least once.pt:repete _ até que _ $loop-0.7
Run the script repeatedly, as long as the given condition is true. Runs the script at least once before testing the condition.pt:repete _ enquanto _ $loop-0.7
Runs the script repeatedly, as long as the condition is true. Tests the condition before the first time the script is run. Like the built in REPEAT UNTIL except that in this block the condition must be true, not false.pt:enquanto _ , repete _ $loop-0.7
Runs the script the specified number of times, like the built-in REPEAT block, but this one provides the # variable that can be used inside the script. Try
REPEAT (200)
MOVE (#) STEPS
RIGHT 92
with the pen down.pt:repete _ vezes _ _ $loop-0.7
pt:para _ de _ com passo _ a _ _ $loop-0.7
1110Provides LOOP as a function of one input that runs
the body of the LET with A set to the function input,
so the body can run itself recursively.
See COPY block in Variables for an example of use.pt:tendo _ o valor inicial _ , executa _ definido como _
new valuept:se _ , então _ _
testpt:captura _ _
contpt:lança _
catchtagpt:senão, se _ , então _
pt:senão, _
de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _
ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _
pt:anima com modificador _ e inspector _ de _ em _ s de forma _
501de:Grad _
ca:graus de _ radians
pt:_ radianos em graus
0.5de:Fehler _
pt:assinala o erro _
de:gleite _ in _ Sek. beschleunigt: _
ca:llisca _ en _ segons de forma _
fr:glisser _ en _ sec. accélérer _
pt:desliza _ em _ s de forma _
501linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticde:animiere _ um _ in _ Sek. beschleunigt: _
ca:modifica _ amb _ en _ segons de forma _
pt:anima _ de _ em _ s de forma _
x positionx position
y position
direction
size
ghost effect
color effect
saturation effect
brightness effect
fisheye effect
whirl effect
pixelate effect
mosaic effect
negative effect
tempo
volume
balance501linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticy positiondirectionsizetempovolumebalance112de:Beschleunigung _
ca:de forma _
pt:a forma _
linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticquadratic-inquadratic-outquadratic-in-outcubic-incubic-outcubic-in-outquart-inquart-outquart-in-outsine-insine-outsine-in-outelasticunknown easing function ""de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _
ca:per _ = _ fins _ _ en _ segons de forma _ _
pt:para _ de _ a _ _ em _ s de forma _ _
01001linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elastic69050102201001232010239truetrue24