data:image/png;base64,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data:image/png;base64,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 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: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
}
elastic11-9050Your number is 25-110-20!!700-50-9050Your number is 25-110-20!!700-5000010