-Wait for reset -dog is set to hide for 6 sec when "run" happensdata:image/png;base64,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data:image/png;base64,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-150209041-50-7090de: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 _
50
1
de:Grad _
ca:graus de _ radians
pt:_ radianos em graus
0.5
de: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 _
50
1
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
}
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
balance
50
1
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
}
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 _ _
0
100
1
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
}
elastic