I'm bored and I thought of making this silly animation. Here, the postal mark face, which is a symbol that looks fun. It looks like this: 〠 (U+3020).
It works best on Windows, however.
Bonus: Blocks related to 〠.data:image/png;base64,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I'm bored and I thought of making this silly animation. Here, the postal mark face, which is a symbol that looks fun. It looks like this: 〠 (U+3020).
It works best on Windows, however.
Bonus: Blocks related to 〠.de: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
}
elastic〠〠〠〠〠〠〠〠 〠〠〠〠 〠〠 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AAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==