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

index0

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 _

SecretWordStatusguessed letterPopListCountLiteratureListCountGeographyListCount

languageariana,camilla,lit,slay,flex,dope,ladygaga,samsung,billie,bet,olivia,cap,fire,lowkey,yasl,g,a,e,i,u,n8metaphor,simile,language,reading,figurative,imagery,nonfiction,fiction,biography,writing,poetry,rowling,theme,thesis,essayIndia,Chile,Brazil,Germany,Denmark,Pakistan,Canada,Mexico,Maldives,Syria,France,Spain,Russia,London,Australial,g,a,e,u,n00nlanguagel,a,n,g,u,a,g,e380l,a,n,g,u,a,g,el,a,n,g,u,a,g,e151515