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 _

lLpPi1i1This is the category you selected:.1.5Make sure to guess a word based on .1.5

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==No code! Just add a pretty background. :)All 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. No code! The snowman head covers the game logic sprite, don't hide it!A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,ZArctic Ocean,China,America,Pacific Ocean,Rocky Mountains,Mississippi River,Indian Ocean,Grand CanyonGeorge Orwell,William Shakespeare,The Lord of the Rings,Emily Dickinson,Charles Dickens,Roald Dahl,Agatha ChristieRatatouille,"Hotel Transylvania ",Encanto,Minions,Batman,Barbie,Hunger Games,Avengers,Avatar0