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Oka and uma: Difference between revisions
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[[Image:PlusMinus.png|thumb|240px|right|End game results with raw scores and uma scores]] | [[Image:PlusMinus.png|thumb|240px|right|End game results with raw scores and uma scores]] | ||
This short cut only applies to the distribution of (+20/+10/-10/-20). Using the procedure above, suppose all players unrealistically finish with 25,000 points each. The target points is 30,000 as standard. | This short cut only applies to the distribution of (+20/+10/-10/-20). Using the procedure above, suppose all players unrealistically finish with 25,000 points each. The target points is 30,000 as standard. | ||
{{uma compare| | |||
<!--player scores--> | |||
|score1 = 25000 | |||
|score2 = 25000 | |||
|scpre3 = 25000 | |||
|score4 = 25000 | |||
<!--uma settings--> | |||
|uma1 = 20 | |||
|uma2 = 10 | |||
|uma3 = -10 | |||
|uma4 = -20 | |||
|startpts = 25000 | |||
|targetpts = 30000 | |||
}} | |||
As a shortcut, the adjustment can use the scores in the first column. Then the scores can be divided by 1000 and rounded. Finally, the values in the last column can be used to adjust for the final scores. Once again, this only works with the regular (+20/+10/-10/-20) uma. | As a shortcut, the adjustment can use the scores in the first column. Then the scores can be divided by 1000 and rounded. Finally, the values in the last column can be used to adjust for the final scores. Once again, this only works with the regular (+20/+10/-10/-20) uma. | ||
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Just to show, the values in the image to the right are used: | Just to show, the values in the image to the right are used: | ||
{| | {{uma compare| | ||
! | <!--player scores--> | ||
|score1 = 35700 | |||
|score2 = 32400 | |||
|scpre3 = 22000 | |||
| 35700| | |score4 = 9700 | ||
<!--uma settings--> | |||
|uma1 = 20 | |||
| | |uma2 = 10 | ||
|uma3 = -10 | |||
| | |uma4 = -20 | ||
| | |startpts = 25000 | ||
|targetpts = 30000 | |||
}} | |||
As a note, the values on the right hand column did not change as the corresponding raw scores differed. So, to quickly determine the end score, it is simply the rounding of the player's score divided by 1000. Then the values in the last column is applied according to placement. | |||
===With different oka and uma=== | ===With different oka and uma=== | ||