A beautiful pattern seen in the street tiles of Samianigo, Aragón.
You can see them yourself here: https://www.google.com/maps/@42.5204316,-0.3728206,3a,48.6y,116.91h,69.01t/data=!3m6!1e1!3m4!1svYgvhsrNCfPMzTSQS7L0pw!2e0!7i13312!8i6656data:image/png;base64,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A beautiful pattern seen in the street tiles of Samianigo, Aragón.
You can see them yourself here: https://www.google.com/maps/@42.5204316,-0.3728206,3a,48.6y,116.91h,69.01t/data=!3m6!1e1!3m4!1svYgvhsrNCfPMzTSQS7L0pw!2e0!7i13312!8i6656de: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
}
elasticdata:image/png;base64,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