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

pt:o texto multilinha _ ca:multilínia _ pl:wielowiersz _

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 _ pl:podciąg _ przed _

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 _ pl:podciąg _ po _

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 _

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 _ pl:podciąg _ od pozycji _ do pozycji _ włącznie

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 _ ?

true

slot1

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code! Just add a pretty background. :)543210guessListguessListi1

What's the answertrue0guessListguessListi1

What's the answertrue0truecalifornia,florida,idaho,ohio,washington,maine,georgia,alabama,oregon,alaska,hawaii,vermont,montana,utah0t,e,x,a,s00spoetry,imagery,metaphor,symbol,plot,allusion,tone,theme,text,antagonist,character,climax,novel,biographyt,e,x,a,stexas3tiktok,youtube,instagram,vine,bereal,spotify,facebook,reddit,twitter,whatsapp,tinder,quora,discord,pinterest60