Market will be resolved to round(100*abs(sin(num_traders))) | Manifold

Market will be resolved to round(100*abs(sin(num_traders)))

8

100Ṁ265

Aug 1

36%

chance

42

1H

6H

1D

1W

1M

ALL

This market will be partially resolved to round(100*abs(sin(num_traders))) % probability. for example, if num_traders=7 then will be resolved to 12%.
Note that num_traders will be used as the degree parameter for sin function as shown in the above example

Meta-Forecasting

Predictions on Predictions

Get

1,000

to start trading!

Sort by:

Wouldn't abs(sin(7)) be equal to 0.65?

EDIT: nevermind read num_traders will be used as the degree parameter

@JayL next time will create question with radians

People are also trading

Will resolve to p^(1/2 + (num_traders % 2))

+18% 1d90% chance

Resolves to the number of traders at market close, looping back to 0% after 100

This market will resolve once it reaches the maximum value 1,000,000,000,000 with at least one trade.

Related questions

Will resolve to p^(1/2 + (num_traders % 2))

Resolves to the number of traders at market close, looping back to 0% after 100

This market will resolve once it reaches the maximum value 1,000,000,000,000 with at least one trade.

© Manifold Markets, Inc.•Terms•Privacy