data:image/png;base64,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D7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC game over background 10 game over background 10 10 game over background 10 Check score 1 5 left Check score 1 5 left 2 Check score 1 5 left This is the title. etc. this is basically the scores. Using variables like "score left", when score left = 10, resets it to 0, and set "Win left" to 1. "Win left" is basically the tenth in the scoring, like "10, 11, 12" When win left = 1 and score left = 5, basically having the score as "1" "5", the left side wins. Basically it's an fancier way to keep score. Same goes for the right scores. 2 This is the start button. Basically for the next 10 spirits, it's just for the menu or "How to play" section. main Ballz 1 1 left loss 0.25 225 0 0.5 5 1 225 80 ai paddle 4 Ballz This is to make sure that the paddle doesn't go out of the halfway range, while this paddle covers the upper part, the 2nd ai paddle covers the bottom part. 33 149 33 1 2 left loss 0.25 225 0 0.5 4 right loss Ballz 9 61 9 1 left loss game back to menu this is the ai control basically,this makes it so that the ai follow the ball. ai losing is for calculating that if the score for the player is 5 or 10, it'll summon another paddle, then 2 more to help the ai. (Don't worry, its totally not hard haha) Basically same thing as above Ballz -17 -149 -17 1 left loss 0.25 225 0 0.5 4 right loss Ballz -21 -64 -21 1 left loss Check AI paddle 1 LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.
de:drucke _ in Größe _ ca:etiqueta _ de mida _ es:etiqueta _ de tamaño _ fr:étiquette _ d'une taille de _ Hello! 12
de:ist _ leer? ca:_ buida? es:_ vacía? fr:_ vide?
de:behalte Elemente, die _ aus _ ca:manté els elements on _ de _ es:mantener los elementos donde _ de _ fr:garder les items tels que _ de _ 1
de:kombiniere mit _ die Elemente von _ ca:combina amb _ els elements de _ es:combinar con _ los elementos de _ fr:combine avec _ les items de _ 1
de:wenn _ dann _ sonst _ ca:si _ llavors _ si no _ es:si _ entonces _ sino _ fr:si _ alors _ sinon _
de:für _ = _ bis _ _ ca:per _ = _ fins _ _ es:para _ = _ hasta _ _ fr:pour _ allant de _ à _ _ 1 10 i
de:füge Wörter zusammen _ ca:uneix les paraules _ es:unir las palabras _ fr:fusionne les mots _ 1 2 1
de:Liste $arrowRight Satz _ ca:llista $arrowRight frase _ es:lista $arrowRight frase _ fr:liste $arrowRight phrase _
de:Satz $arrowRight Liste _ ca:frase $arrowRight llista _ es:frase $arrowRight lista _ fr:phrase $arrowRight liste _
de:fange _ _ ca:agafa _ _ es:atrapar _ _ fr:attrape _ _ cont 3
de:wirf _ ca:llança _ es:lanzar _ fr:lance _ catchtag
de:fange _ _ ca:agafa _ _ es:atrapar _ _ fr:attrape _ _ cont
de:wirf _ _ ca:llança _ _ es:lanzar _ _ fr:lance _ _ catchtag
de:für jedes _ von _ _ ca:per cada _ de _ _ es:para cada _ de _ _ fr:pour chaque _ de _ _
de:falls _ dann _ und pause $pause-1-255-220-0 ca:si _ fes _ i atura-ho tot $pause-1-255-220-0 es:si _ haz _ y páralo todo $pause-1-255-220-0 fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0
de:Wort $arrowRight Liste _ ca:paraula $arrowRight llista _ es:palabra $arrowRight lista _ fr:mot $arrowRight liste _
de:ignoriere _ ca:ignora _ es:ignorar _ fr:ignore _
de:Liste $arrowRight Wort _ ca:llista $arrowRight paraula _ es:lista $arrowRight palabra _ fr:liste $arrowRight mot _
de:Zahlen von _ bis _ ca:nombres des de _ a _ es:números de _ a _ fr:nombres de _ à _ 1 10 1
de:wende _ an auf _ ca:mapeja _ sobre _ es:mapear _ sobre _ fr:appliquer _ à _ 1
2 4 6 8 10
2 9
0.1 main 2 0.1 3 0.1 2 1 2 3 0 0 0 0 0 0 0 0 0 0 0 2 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 5