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 _

The secret word was 2

wyomingroblox,xylophone,pygmy,sky,wyomingw,y,o,m,i,n,g_,_,_,_,_,_,_6