data:image/png;base64,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§_getVarNamesDictnonenone
space
comma
periodperiodcommaspacenewlinede:animiere _ um _ in _ Sek. beschleunigt: _
ca:modifica _ amb _ en _ segons de forma _
pt:anima _ de _ em _ s de forma _
§_getVarNamesDict501linearlinear
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
}
elastic12§_getVarNamesDict§_getVarNamesDictde: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:Grad _
ca:graus de _ radians
pt:_ radianos em graus
0.5de:Fehler _
pt:assinala o erro _
de: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 _
501data:image/png;base64,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902551519400001,2