data:image/png;base64,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data:image/png;base64,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score is - (Your score first)3Opponent's courtopponent just hit the ballYour courtYouOpponent's courtopponent just returned the serveOpponent's courtopponent just returned the serveYour courtopponent just hit the ballYour courtYoude:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _
ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _
pt:anima com modificador _ e inspector _ de _ em _ s de forma _
501de:Grad _
ca:graus de _ radians
pt:_ radianos em graus
0.5de:Fehler _
pt:assinala o erro _
de:Beschleunigung _
ca:de forma _
pt:a forma _
linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticquadratic-inquadratic-outquadratic-in-outcubic-incubic-outcubic-in-outquart-inquart-outquart-in-outsine-insine-outsine-in-outelasticunknown easing function ""de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _
ca:per _ = _ fins _ _ en _ segons de forma _ _
pt:para _ de _ a _ _ em _ s de forma _ _
01001linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elastic192193194195196197198199192193194195196197198199-64.9294210305158110.517656144208870392-229.90259740259737000