Lets you paint your custom terrain Look in the edtor to change the brush easing - quite interesting how that changes the hills Mouse down to raise terrain Hold space to lower it Use mouse wheel to change brush width Hold shift to change the raise amount Rendering the brush makes it a bit laggy so its enableable (is that a word?) in the edtordata:image/png;base64,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Lets you paint your custom terrain Look in the edtor to change the brush easing - quite interesting how that changes the hills Mouse down to raise terrain Hold space to lower it Use mouse wheel to change brush width Hold shift to change the raise amount Rendering the brush makes it a bit laggy so its enableable (is that a word?) in the edtor

de: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:Grad _ ca:graus de _ radians pt:_ radianos em graus 0.5

de:Fehler _ pt:assinala o erro _ 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