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
}
elasticde:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _
pt:fala _ na língua _ _ com tom _ e velocidade _
Hello, World!en-USالعربية=ar
Български=bg
বাংলা=bn
Català=ca
Català - Valencià=ca-VA
Česky=cs
Deutsch=de
Dansk=dk
Ελληνικά=el
English-American=en-US
English-British=en-GB
Esperanto=eo
Español=es
Eesti=et
Euskara=eu
suomi=fi
Français=fr
Galego=gl
Hrvatski=hr
Magyar=hu
Interlingua=ia
Bahasa Indonesia=id
Italiano=it
日本語=ja
にほんご=ja-HIRA
ಕನ್ನಡ=kn
한국어=ko
Malayalam=ml
Nederlands=nl
Norsk=no
Polski=pl
Português=pt
Português do Brasil=pt-BR
Român=ro
Русский=ru
Slovenščina=si
svenska=sv
Tamil=ta
Telagu=te
Türkçe=tr
Українська=ua
简体中文=zh-CN
繁體中文=zh-TW11de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _ und warte
pt:fala _ na língua _ _ com tom _ e velocidade _ , e espera
Hello, World!en-USالعربية=ar
Български=bg
বাংলা=bn
Català=ca
Català - Valencià=ca-VA
Česky=cs
Deutsch=de
Dansk=dk
Ελληνικά=el
English-American=en-US
English-British=en-GB
Esperanto=eo
Español=es
Eesti=et
Euskara=eu
suomi=fi
Français=fr
Galego=gl
Hrvatski=hr
Magyar=hu
Interlingua=ia
Bahasa Indonesia=id
Italiano=it
日本語=ja
にほんご=ja-HIRA
ಕನ್ನಡ=kn
한국어=ko
Malayalam=ml
Nederlands=nl
Norsk=no
Polski=pl
Português=pt
Português do Brasil=pt-BR
Român=ro
Русский=ru
Slovenščina=si
svenska=sv
Tamil=ta
Telagu=te
Türkçe=tr
Українська=ua
简体中文=zh-CN
繁體中文=zh-TW111800