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 _

103602103603103604103605

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