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
}
elasticde:Kostüm aus Text _ Größe _
pt:um traje com o texto _ de tamanho _
ca:vestit amb el text _ i mida _
A72§_costumesMenu2002Use this block to make "clickable" 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