You can use The Visible Atmospherically Resistant Index (VARI/False NDVI) algorithm on regular r/g/b images to approximate plant health.
Use youre own images or the preselected Sentinel-2 satellite image of the province Sealand in the Netherlands.
The VARI index formula: (green - red)/(green + red)/blue
Have 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 can use The Visible Atmospherically Resistant Index (VARI/False NDVI) algorithm on regular r/g/b images to approximate plant health.
Use youre own images or the preselected Sentinel-2 satellite image of the province Sealand in the Netherlands.
The VARI index formula: (green - red)/(green + red)/blue
Have fun!de: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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