data:image/png;base64,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:image/png;base64,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: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
}
elasticYour homestate will be skipped from the quiz.2TotalQuestions55question number10Alabama,Alaska,Arizona,Arkansas,California,Colordao,Connecticut,Delaware,Florida,Georgia,Hawaii,Idaho,Illinois,Indiana,Iowa,Kansas,Kentucky,Louisiana,Maine,Maryland,Massachusets,Michigan,Minnesota,Mississippi,Missouri,Montana,Nebraska,Nevada,New Hampshire,New Jersey,New Mexico,New York,North Carolina,North Dakota,Ohio,Oklahoma,Oregon,Pennsylvania,Rhode Island,South Carolina,South Dakota,Tennessee,Texas,Utah,Vermont,Virginia,Washington,West Virginia,Wisconsin,WyomingMontgomery,Juneau,Phoenix,Little Rock,Sacramento,Denver,Hartford,Dover,Tallahassee,Atlanta,Honolulu,Boise,Springfield,Indianapolis,Des Moines,Topeka,Frankfort,Baton Rouge,Augusta,Annapolis,Boston,Lansing,St. Paul,Jackson,Jefferson City,Helena,Lincoln,Carson City,Concord,Trenton,Santa Fe,Albany,Raleigh,Bismarck,Columbus,Oklahoma City,Salem,Harrisburg,Providence,Columbia,Pierre,Nashville,Austin,Salt Lake City,Montpelier,Richmond,Olympia,Charleston,Madison,Cheyenne001ColordaoDenver15/18/2020650509.8Raleigh000