data:image/png;base64,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 music out of numbers
range: 1 to 9
speed changes the sped of the music23456789converts the number into a note
range: 1 to 923456789no notes foundcircle=1
square=2
polygon=3
triangle=4de: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 positionsteps
x 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
}
elasticdeltay 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-outquadratic-inquadratic-in-outcubic-outcubic-incubic-in-outquart-outquart-inquart-in-outsine-outsine-insine-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
}
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gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==13213251__1-ecostume(2)1__1-ecostume1costume(2)12-e15