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 _
101003601010036010100360101100360103320AP 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,F109511637,2414,4133,1861,9061002,692,650,369,60715,22,38,17,8,15,22,38,17,830,21,20,11,18