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

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 _

Secret Word SplitIndexIndex1Asking

Index1Wrong

PondDanny,Dinosaur,Pond4_,_,_,dP,o,n,d5danny,d