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 _
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
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 _
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
}
elasticend time1000deltaXdeltaYde: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
}
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gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==