data:image/png;base64,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data: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 _

Takes any number of numbers as inputs (use the left and right arrowheads to adjust the number of input slots) and reports the result of adding them all, so (SUM (4) (100) (8)) reports 112.

pt:a soma de _ 1

Takes any number of numbers as inputs (use the left and right arrowheads to adjust the number of input slots) and reports the result of multiplying them all, so (PRODUCT (4) (100) (8)) reports 3200.

pt:o produto de _ 1

Takes any number of Boolean (true/false) inputs (use the left and right arrowheads to adjust the number of input slots) and reports TRUE only if all of the inputs are TRUE, otherwise FALSE. Like AND but for multiple inputs.

pt:todas as afirmações _ são verdadeiras 1

Takes any number of Boolean (true/false) inputs (use the left and right arrowheads to adjust the number of input slots) and reports TRUE if at least one input is TRUE, otherwise FALSE.

pt:alguma das afirmações _ é verdadeira 1

Reports the part of the first string up to the first instance of the second string inside it. If the second string isn't found, reports the entire first string.

pt:o texto de _ antes de _

Reports the portion of the first input string starting after the first occurrence of the second string. If the second string isn't found in the first string, reports an empty string.

pt:o texto de _ depois de _

Reports the character position (starting from 1) of the beginning of the first input string inside the second input string. If it's not found, reports 0.

pt:a posição de _ em _

If input is TRUE, comparisons made by functions in the string library will be case-independent (so "FOO" = "foo"). This is the default. If input is FALSE, comparisons will be exact.

pt:altera comparações ignorando distinção minúsculas/maiúsculas para _

Reports the portion of the first input (string) starting at the position given by the second input (counting from 1, like LETTER n OF) and ending at the position given by the third input (also counting from 1). If the third input is empty, reports the portion from the first position to the end of the string. If a position number is negative, counts from the end backward, so -1 is the last character, -2 is the next to last, etc.

pt:o texto de _ entre as posições _ e _ , inclusive

true

b,a,l,lb,-,-,-c,v,i,t,,r,e,n,kc,c,c,c,v,v,v,v,b,b,b,b,i,i,i,i,t,t,t,t,,,,,r,r,r,r,e,e,e,e,n,n,n,n,k,k,k,kPess the space bar to start.