data:image/png;base64,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

pt:o texto multilinha _ ca:multilínia _ 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 _ ca:part del text _ anterior a _ 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 _ ca:part del text _ posterior a _ 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 _ ca:posició de _ en _ 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 _ ca:ignora la diferenciació de majúscules _ 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 ca:part del text _ des de la posició _ fins _ 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 _ ca:text _ conté _ ? 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 _ ca:_ a minúscules

ca:comparacions ignorant majúscules? err_reset

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==12Burger0Salad00000000000salad,burger,tomato soup0salad000010001burgerburgertomato souptomato soup