data:image/png;base64,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data:image/png;base64,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

2640017

Takes 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 resulti2

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 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 resulti1

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 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 1 1 11 1

pt:a primeira palavra de _

Takes a text string as input, and reports the last character in the string.

pt:o último caractere de _

pt:a última palavra de _ 1 1

Takes 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 _ 121

de: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 word

de: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 it

de:Liste $arrowRight Wort _ ca:llista $arrowRight paraula _ es:lista $arrowRight palabra _ fr:liste $arrowRight mot _ pt:uma palavra com os caracteres em _

pt:a resposta a _ de _ enviando _ e cabeçalhos _ GETGET POST PUT DELETEhttps://snap.berkeley.edu

pt:um par (chave: _ , valor: _ )

Reports a three-item list containing the latitude and longitude of the user, and the precision of the measurements. Works only if the user allows snap.berkeley.edu access to location data. Some browsers also require an HTTPS connection to Snap!.

pt:a localização actual do dispositivo

returns a frequency analysis of the argument list, represented as a two-column table, where the first column contains the unique values and the second column their occurrences

pt:$flash as frequências dos itens de _

pt:o agrupamento dos itens de _ de acordo com _

pt:uma ordenação de _ com critério _

pt:o histograma de _ entre _ e _ com intervalo _ 1

pt:o histograma de _ agrupado de acordo com _ entre _ e _ com passo _

add missing entries to a sorted list. Used for histograms

pt:os itens de _ com a chave _ entre _ e _ com passo _ completados por _ 11

pt:a aplicação a _ de _

pt:_ em minúsculas

pt:desenha gráfico de barras de _ em (x: _ , y: _ ) com largura _ e altura _ -200-100400200ratio1step20.52flagSpriteMorph.prototype.useFlatLineEnds = flag;

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 _ 10

de:$globe Längengrad von x _ pt:a longitude no $globe da coordenada x _ ca:$globe longitud per a x _ 0

de:$globe Breitengrad von y _ pt:a latitude no $globe da coordenada y _ ca:$globe latitud per a y _ 0

de:setze $globe auf Länge: _ Breite: _ pt:altera a posição no $globe para (longitude: _ , latitude: _ ) ca:$globe centra a longitud: _ latitud: _ -122.25785237.872099

de: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 1010

de:$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)

pt:executa _ em paralelo e espera each scripttest

pt:executa _ em paralelo