Ah. I was not expecting you to run with an offset formula but now that you have I feel duty bound to post what would happen if using my formula whereby the results are very different. I have taken the time to give a FULL breakdown.
The rewards increase in terms of points gained by each babe as the nomination lists grow closer to 8.
The intention is to prevent few babes claiming a share of the total points available that is not in line with what they would receive in the event that a full list of 8 names is submitted.
This is only my idea btw and could be a complete load of old bollocks as so much of my thinking often is
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So with the eight babes there are 8 ranking positions in play.
A total of 36 points are allocated across the 8 positions.
With a full right name list the breakdown would be as follows with the percentage figures to be applied below to an alternative length list.
22.22% (rounded down) i.e 8 out of 36 go to 1st place
19.44% (rounded down) i.e 7 out of 36 go to 2nd place.
16.66% (rounded up) i.e 6 out of 36 go to 3rd place
13.89% (rounded up) I e 5 out of 36 go to 4th place
11.11% (rounded down) i.e 4 out of 36 go to 5th place
8.33% (rounded down) i.e 3 out of 36 go to 6th place
5.55% i.e 2 out of 36 go to 7th place
2.78% I e 1 out of 36 go to 8th place
Now lets say someone only nominates 1 babe rather than 8. This means only 8 points are allocatable because the remaining 28 of the original 36 are not in play. So the chosen babe will receive 22.22% of those 8 points which equates to 1.78 points (rounded up)
Lets say somebody submits a top 2 rather than a top 8.
This means that 15 points can be allocated as the remaining 21 points are not in play.
1st place would receive 22.22% of 15 points = 3.33 pts (rounded up)
2nd place would receive 19.44% of 15 points = 2.92 points (rounded up)
Top 3 nominated.
This means 21 points can be allocated as the remaining 15 are not in play.
1st place would receive 22.22% of 21 points = 4.67 pts (rounded up)
2nd place would receive 19.44% of 21 points = 4.08 pts (rounded down)
3rd place would receive 16.66% of 21 points = 3.5 pts (rounded up)
Top 4 nominated.
This means 26 points can be allocated as the remaining 10 are not in play.
1st place would receive 22.22% of 26 points = 5.78 pts (rounded up)
2nd place would receive 19.44% of 26 points = 5.05 pts (rounded down)
3rd place would receive 16.66% of 26 points = 4.33 pts (rounded down)
4th place would receive 13.89% of 26 points = 3.61 pts (rounded down)
Top 5 nominated
This means 30 points can be allocated as the remaining 6 are not in play.
1st place would receive 22.22% of 30 points = 6.67 pts (rounded up)
2nd place would receive 19.44% of 30 points = 5.83 pts (rounded down)
3rd place would receive 16.66% of 30 points = 5 pts (rounded up)
4th place would receive 13.89% of 30 points = 4.17 pts (rounded up)
5th place would receive 11.11% of 30 points = 3.33 pts
Top 6 nominated
This means 33 points can be allocated as the remaining 3 are not in play.
1st place would receive 22.22% of 33 points = 7.33 pts (rounded down)
2nd place would receive 19.44% of 33 points = 6.42 pts (rounded up)
3rd place would receive 16.66% of 33 points = 5.5 pts (rounded up)
4th place would receive 13.89% of 33 points = 4.58 pts (rounded down)
5th place would receive 11.11%% of 33 points = 3.67 pts (rounded up)
6th place would receive 8.33% of 33 points = 2.75 pts (rounded down)
Top 7 nominated
This means 35 points can be allocated as the remaining 1 is not in play.
1st place would receive 22.22% of 35 points = 7.78pts (rounded up)
2nd place would receive 19.44% of 35 points = 6.8 pts (rounded down)
3rd place would receive 16.66% of 35 points = 5.83 pts (rounded down)
4th place would receive 13.89% of 35 points = 4.86 pts (rounded down)
5th place would receive 11.11%% of 35 points = 3.89 pts (rounded up)
6th place would receive 8.33% of 35 points = 2.92 pts (rounded up)
7th place would receive 5.55% of 35 points = 1.94 pts (rounded down)