data:image/png;base64,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de: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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