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:image/png;base64,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

227,89,0,170hue102,255,211,170137,0,248,142250,0,81,168

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 _

227,89,0,168hue102,255,211,1136137,0,248,157250,0,81,133

5AP 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,Ffalsefalsefalse5