data:image/png;base64,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:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _
pt:fala _ na língua _ _ com tom _ e velocidade _
ca:digues _ amb accent _ _ to _ i velocitat _
pl:powiedz _ z akcentem _ _ wysokość _ szybkość _
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
ca:digues _ amb accent _ _ to _ velocitat _ i espera
pl:powiedz _ z akcentem _ _ wysokość _ szybkość _ i czekaj
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: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 _
pl:animuj setter _ getter _ delta _ przez _ s przyspieszając _
501de:Grad _
ca:graus de _ radians
pt:_ radianos em graus
pl:stopnie _
0.5de:Fehler _
pt:assinala o erro _
pl:błąd _
de:gleite _ in _ Sek. beschleunigt: _
ca:llisca _ en _ segons de forma _
fr:glisser _ en _ sec. accélérer _
pt:desliza _ em _ s de forma _
pl:leć _ przez _ s przyspieszając _
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 _
pl:animuj _ o _ przez _ s przyspieszając _
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 _
pl:przyspieszenie _
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
}
sigmoid
elasticquadratic-outquadratic-inquadratic-in-outcubic-outcubic-incubic-in-outquart-outquart-inquart-in-outsine-outsine-insine-in-outsigmoidelasticunknown easing function ""de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _
ca:per _ = _ fins _ _ en _ segons de forma _ _
pt:para _ de _ a _ _ em _ s de forma _ _
pl:dla _ = _ do _ _ przez _ s przyspieszając _ _
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==