data:image/png;base64,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data:image/png;base64,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 will need 5 copies of this script.
To duplicate a script, right-click (or control-click) on its
TOPMOST block. (In this case, the REPEAT block.)
You will see a menu of options. Choose "duplicate."
Move the copy where you want it.this block makes a spiral based on the number thats put into the argument 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 _
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