This is written to help people maximize the usefulness of their votes to help ensure public favourites survive. Some couples are so extraordinarily safe without a single public vote, this is to help you know which ones so you can vote wisely.
The stats for a 10 couple week can be found below.
This has been proven by mathematicians. Any half-decent mathematician can easily calculate this themselves. I did not know it until I was told. Did you?
As you will see, there is a 90% certainty that one of the bottom three judges' ranks will be eliminated each week, even when they are getting high public support. The middle ranks only start to become vulnerable when the judges create a significant number of tied couples in their rankings. For example, Laura and Tameka only found themselves in the dance off together because there was a staggering 8 of the 14 couples that shared a judge-score with at least one other couple that week.
Surprisingly, from the 8 couple week onward through to the semi-final, the favourite in the public vote that week can be eliminated in that week. I am not kidding, it is a provable mathematical fact. Things are much worse for the public second favourite.
The judges' favourite in many weeks can get ZERO public votes and still will be 99.9% certain of avoiding the dance off in all public voting possibilities where they get ZERO public votes.
Let A, B, C, etc denote the couples, with A the judge favourite and J the judge least favourite. We will assume unique judges' ranks in this example. That is the only assumption being made for the chance of being in the DANCE-OFF.
We have assumed the lower judge rank will leave in the dance off for the Elimination percentages, as that is the overwhelming historical precedent.
10-Couple Week (Results to 1 decimal place)
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Judge Rank: A (first), B, C, D, E, F, G, H, I and J (last).
Percentage Chance in Dance Off (fair 20.0%): A = 0.0%, B = 0.3%, C = 1.8%, D = 5.7%, E = 12.0%, F = 19.7%, G = 27.9%, H = 36.1%, I = 44.3%, J = 52.2%.
Percentage Chance Eliminated (fair 10.0%): A = 0.0%, B = 0.0%, C = 0.0%, D = 0.1%, E = 0.4%, F = 1.6%, G = 5.1%, H = 12.9%, I = 27.7%, J = 52.2%.
Percentage chance of one of judge bottom 3 eliminated: 92.8%
See how the judges' favourite has greater than 99.9% chance of avoiding the dance off. Even in the very rare cases where a top-half-of-the-leader-board couple finds themselves in the dance off, it is almost certain they will be paired with one of the bottom three, meaning they are almost certain of avoiding elimination.
Only two more weeks to go and the massive mathematical skew in the vote means that even the public favourite in a week can be eliminated in that week. It is much worse for the public second favourite. Due to the secrecy of the results of the public vote we will never know when the judges eliminate one of the public favourites.
I hope this helps everyone understand the vote a little better.
The stats for a 10 couple week can be found below.
This has been proven by mathematicians. Any half-decent mathematician can easily calculate this themselves. I did not know it until I was told. Did you?
As you will see, there is a 90% certainty that one of the bottom three judges' ranks will be eliminated each week, even when they are getting high public support. The middle ranks only start to become vulnerable when the judges create a significant number of tied couples in their rankings. For example, Laura and Tameka only found themselves in the dance off together because there was a staggering 8 of the 14 couples that shared a judge-score with at least one other couple that week.
Surprisingly, from the 8 couple week onward through to the semi-final, the favourite in the public vote that week can be eliminated in that week. I am not kidding, it is a provable mathematical fact. Things are much worse for the public second favourite.
The judges' favourite in many weeks can get ZERO public votes and still will be 99.9% certain of avoiding the dance off in all public voting possibilities where they get ZERO public votes.
Let A, B, C, etc denote the couples, with A the judge favourite and J the judge least favourite. We will assume unique judges' ranks in this example. That is the only assumption being made for the chance of being in the DANCE-OFF.
We have assumed the lower judge rank will leave in the dance off for the Elimination percentages, as that is the overwhelming historical precedent.
10-Couple Week (Results to 1 decimal place)
--------------
Judge Rank: A (first), B, C, D, E, F, G, H, I and J (last).
Percentage Chance in Dance Off (fair 20.0%): A = 0.0%, B = 0.3%, C = 1.8%, D = 5.7%, E = 12.0%, F = 19.7%, G = 27.9%, H = 36.1%, I = 44.3%, J = 52.2%.
Percentage Chance Eliminated (fair 10.0%): A = 0.0%, B = 0.0%, C = 0.0%, D = 0.1%, E = 0.4%, F = 1.6%, G = 5.1%, H = 12.9%, I = 27.7%, J = 52.2%.
Percentage chance of one of judge bottom 3 eliminated: 92.8%
See how the judges' favourite has greater than 99.9% chance of avoiding the dance off. Even in the very rare cases where a top-half-of-the-leader-board couple finds themselves in the dance off, it is almost certain they will be paired with one of the bottom three, meaning they are almost certain of avoiding elimination.
Only two more weeks to go and the massive mathematical skew in the vote means that even the public favourite in a week can be eliminated in that week. It is much worse for the public second favourite. Due to the secrecy of the results of the public vote we will never know when the judges eliminate one of the public favourites.
I hope this helps everyone understand the vote a little better.




