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:image/png;base64,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move upchatde: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 _
501linear
linear
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 position
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
balance501linear
linear
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 _
linear
linear
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 _ _
01001linear
linear
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
}
elasticpt:a resposta a _ de _ enviando _ e cabeçalhos _
GET
GET
POST
PUT
DELETEhttps://snap.berkeley.edupt:um par (chave: _ , valor: _ )
Reports a three-item list containing the latitude and longitude of the user, and the precision of the measurements. Works only if the user allows snap.berkeley.edu access to location data. Some browsers also require an HTTPS connection to Snap!.pt:a localização actual do dispositivo
*empty*de: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-TW11de:Kostüm aus Text _ Größe _
pt:um traje com o texto _ de tamanho _
A72ERROR: file does not exist,[system_lag]: hello,[system_lag]: hello,[system_lag]: a Costume(Costume),[system_lag]: hello,[system_lag]: a Costume(Costume),[system_lag]: boi,[2021hjl1]: meme,"[system_lag]: hello meme, I'm dad",[2021hjl1]: wow,[]: hey will,[]: what you doin,[]: haha mod blocks,[]: mod blocks are bad,[2021hjl1]: kinda quirky doe,[]: lol,[]: do you like turkey?,[system_lag]: log in you commie,[system_lag]: mod blocks very bad,[system_lag]: this is a mod block free zone,[2021hjl1]: memeusertruefalsefalse