It's certainly within the realms of possibility, but seems unlikely.
Off the top of my head, I will say the chances that even one of them make it over 115, and play say 19 or more games in doing it (pretty pointless if they only play a handful of games!) would be somewhere around 25-30%.
This caused me to do some maths. Let's assume they all have an equal chance of doing it, and my gut feel is right (let's say 27.5% for calculation purposes).
For only 1 player to make it to 115+, and that being a 27.5% chance, then each individual player is either a:
9.2% chance of achieving it - .092 x .908^3 x 4 = 27.5% OR
47.5% chance of achieving it - .475 x .525^3 x 4 = 27.5%
Having done the math, I would say I was a little tough on them, but the 9.2% chance seems more realistic than the 47.5%.
At 9.2% the chances of all 4 achieving 115+ is 0.0072%
At 47.5% the chances of all 4 achieving 115+ is 5.1%
Realistically, I think individually they are around 16-18% to make it.
That makes it a 38.9% that only one makes it, and a 52.5% chance that one or more make it, but only a 0.08% chance that all 4 make it.
No matter how you line it up, it really seems unlikely all 4 will make it.
Off the top of my head, I will say the chances that even one of them make it over 115, and play say 19 or more games in doing it (pretty pointless if they only play a handful of games!) would be somewhere around 25-30%.
This caused me to do some maths. Let's assume they all have an equal chance of doing it, and my gut feel is right (let's say 27.5% for calculation purposes).
For only 1 player to make it to 115+, and that being a 27.5% chance, then each individual player is either a:
9.2% chance of achieving it - .092 x .908^3 x 4 = 27.5% OR
47.5% chance of achieving it - .475 x .525^3 x 4 = 27.5%
Having done the math, I would say I was a little tough on them, but the 9.2% chance seems more realistic than the 47.5%.
At 9.2% the chances of all 4 achieving 115+ is 0.0072%
At 47.5% the chances of all 4 achieving 115+ is 5.1%
Realistically, I think individually they are around 16-18% to make it.
That makes it a 38.9% that only one makes it, and a 52.5% chance that one or more make it, but only a 0.08% chance that all 4 make it.
No matter how you line it up, it really seems unlikely all 4 will make it.
"and a 52.5% chance that one or more make it" ----> But likely that one makes it.
I think to win this whole thing you need to make one or two calculated starting calls and get one-big mover into premium/super-premium status right.
For me, hoping I can chose the right 530k and under player that breaks out into a 610k / 112ppg player...