data:image/png;base64,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data:image/png;base64,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せと9021-68-121-63-171-56-17Arrived in Takamatsu2いずも90Departing from Okayama21-78-15Arriving in Kurashiki2Departing from Kurashiki21-858Arriving in Bitchu-Takahashi2Departing from Bitchu-Takahashi21-8518Arriving in Niimi2Niimide: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:gleite _ in _ Sek. beschleunigt: _
ca:llisca _ en _ segons de forma _
fr:glisser _ en _ sec. accélérer _
pt:desliza _ em _ s de forma _
501linearlinear
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
}
elasticde:animiere _ um _ in _ Sek. beschleunigt: _
ca:modifica _ amb _ en _ segons de forma _
pt:anima _ de _ em _ s de forma _
x positionx position
y position
direction
size
ghost effect
color effect
saturation effect
brightness effect
fisheye effect
whirl effect
pixelate effect
mosaic effect
negative effect
tempo
volume
balance501linearlinear
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
}
elasticy positiondirectionsizetempovolumebalance112de: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
}
elastic