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

pt:o texto multilinha _ 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 Reports True if the first input string contains the second input string, otherwise false. Comparison is case-independent by default; use USE CASE-INDEPENDENT COMPARISONS to change that.

pt:o texto de _ antes de _ Reports the input text with lower case letters instead of capital letters in the input. Uses the user's locale's rules for case conversion.

pt:em minúsculas _

3320AP CSP,1637,5,MAP CSP,1002,5,FAP CSP,2414,4,MAP CSP,692,4,FAP CSP,4133,3,MAP CSP,650,3,FAP CSP,1861,2,MAP CSP,369,2,FAP CSP,906,1,MAP CSP,607,1,F109511637,2414,4133,1861,9061002,692,650,369,607