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For scalar markets, the amount they redeem for is not relative to the price of the asset at the end of the market, but rather to the reported scalar. So, if the range of the scalar market is [x, y] and the market resolves to s inside the range (x <= s <= y), then each LONG pays (s - x)/(y - x) and SHORT pays (y - s)/(y - x)
If s < x, then SHORT pays 1 ZTG and LONG nothing, and if s > y then LONG pays 1 ZTG and SHORT pays nothing.
The text was updated successfully, but these errors were encountered:
For scalar markets, the amount they redeem for is not relative to the price of the asset at the end of the market, but rather to the reported scalar. So, if the range of the scalar market is
[x, y]
and the market resolves tos
inside the range(x <= s <= y)
, then each LONG pays(s - x)/(y - x)
and SHORT pays(y - s)/(y - x)
If
s < x
, then SHORT pays1 ZTG
and LONG nothing, and ifs > y
then LONG pays1 ZTG
and SHORT pays nothing.The text was updated successfully, but these errors were encountered: