Survivor Stats db: https://survivorstatsdb.com/
Ramblings: https://gradientdescending.com/
1. Ricard 37%
2. Austin 34%
3. Shan 29%
4. Savannah 38% 4️⃣9️⃣
5. Charlie 27%
6. Rachel 27%
which includes 1 winner, 2 2nd place finishers by 1 vote, and two likely winners if they made it through.
1. Ricard 37%
2. Austin 34%
3. Shan 29%
4. Savannah 38% 4️⃣9️⃣
5. Charlie 27%
6. Rachel 27%
which includes 1 winner, 2 2nd place finishers by 1 vote, and two likely winners if they made it through.
How that happens is the tricky part. Can Savannah convince Rizo to not play his idol in an attempt to send him to the Jury and get his vote?
How that happens is the tricky part. Can Savannah convince Rizo to not play his idol in an attempt to send him to the Jury and get his vote?
2/3
2/3
For a new season, every player starts with a Bank Your Vote advantage!
In a numbers game, that's another level of calculation that needs to be made.
11/
For a new season, every player starts with a Bank Your Vote advantage!
In a numbers game, that's another level of calculation that needs to be made.
11/
They could also protect against flippers, but that's harder to measure.
10/
They could also protect against flippers, but that's harder to measure.
10/
In which case, the expected number of tribals there will be where she can play it to change the outcome is approx. 5*0.25*0.5 = 0.625 - so 0-1 tribals
She also may not attend all 5.
9/
In which case, the expected number of tribals there will be where she can play it to change the outcome is approx. 5*0.25*0.5 = 0.625 - so 0-1 tribals
She also may not attend all 5.
9/
Well, there are 5 tribal councils before and including the final 5 (assuming F5 is the last tribal it can be played).
There may only be 1 tribal where it will change the outcome (5*0.25) = ~1.
8/
Well, there are 5 tribal councils before and including the final 5 (assuming F5 is the last tribal it can be played).
There may only be 1 tribal where it will change the outcome (5*0.25) = ~1.
8/
On average 25% of tribals are either a tie or differ by 1 vote.
Higher than I expected.
7/
On average 25% of tribals are either a tie or differ by 1 vote.
Higher than I expected.
7/
In other words, how many tribals have been either a tie, or differ by 1 vote at or before the final 5?
6/
In other words, how many tribals have been either a tie, or differ by 1 vote at or before the final 5?
6/
It is successfully played if it changes the outcome of the tribal. That means the extra vote needs to either force a tie or break a tie.
Maryanne (S42) is the only player to use it to break a tie.
5/
It is successfully played if it changes the outcome of the tribal. That means the extra vote needs to either force a tie or break a tie.
Maryanne (S42) is the only player to use it to break a tie.
5/
It is similar to the Extra Vote in the sense that the player can place two votes at a tribal council.
There have been
- 16 Extra Votes
- 12 played
- 2 played successfully
4/
It is similar to the Extra Vote in the sense that the player can place two votes at a tribal council.
There have been
- 16 Extra Votes
- 12 played
- 2 played successfully
4/
Yeah, the first two players to find the first two BYV advantages were named Lauren! Ask me what the odds are.
Lauren banked it in ep 1, Jaime received it in ep 9 and played it unsuccessfully for Heidi.
3/
Yeah, the first two players to find the first two BYV advantages were named Lauren! Ask me what the odds are.
Lauren banked it in ep 1, Jaime received it in ep 9 and played it unsuccessfully for Heidi.
3/
She never used the advantage to bank her vote and was voted out with it in ep11.
2/
She never used the advantage to bank her vote and was voted out with it in ep11.
2/
These odds are estimated directly from the data, but closer to the end of the season I feed in what people are saying into the model to balance the data with intuition.
These odds are estimated directly from the data, but closer to the end of the season I feed in what people are saying into the model to balance the data with intuition.