data:image/png;base64,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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 _ pl:pozycja _ w _

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 _ ? pl:tekst _ zawiera _

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==No code! Just add a pretty background. :)Canadac,A,n,A,D,A3All main game logic code should be in this sprite. The game should initialize relevant variables when the green flag is clicked, but you should not repeat this once the game starts. Be smart with Broadcast to replay the game at the proper point. This skeleton contains the bare minimum needed to run the program. You do not need to make any more unless you want to for some reason. LiteraturePopcultureplace holderi1guessLiteraturePopcultureplace holderi1guessThat letter is in the word!!2guessDo you want to play again?yesNo code! The snowman head covers the game logic sprite, don't hide it!United States,Mexico,Canada,Australia,Argentina,Portugal,Japan,China,Russia,India,France,Italy,Slovakia,Spain,GermanyYoutube,Google,Fortnite,Minecraft,Pop Music,Video Games,Anime,Naruto,JJK,Tyler The Creator,Artificial Inteligence,Kanye West,Hell Divers,Elden Ring,SubnauticaHarry Potter,Sherlock Holmes,Narnia,Babel,One Piece,Divergent,The Familiar,Things Fall Apart,Frankestein,Dantes Inferno,Dracula,The Great Gatsby,Odyssey,Life Of Pi,Game Of ThronesC,a,n,a,d,a00