Please keep in mind that unstable FPS and lag can throw off the wave interval, this typically is clearly shown on the slopes. If your lowest point was below 0 then you have had a minor bit of lag or a drop in FPSdata:image/png;base64,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 keep in mind that unstable FPS and lag can throw off the wave interval, this typically is clearly shown on the slopes. If your lowest point was below 0 then you have had a minor bit of lag or a drop in FPS doHideVar reportJSFunction

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computationplaying 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