Ok, I'm gonna attempt some Maths

I'm expecting it to be pretty much bang on the money
vs alonso if Zsipil folds assuming ofc alonso never folds (which he doesn't) we're calling $102.9 to win $2311.30 so we need ~44%
board:

Hand Equity Wins Ties
Ah8hJc7c 55.73% 332,071 4,590
TT** 44.27% 263,339 4,590
board:

Hand Equity Wins Ties
Ah8hJc7c 38.01% 222,949 10,189
AcKcJT 61.99% 366,862 10,189
board:

Hand Equity Wins Ties
Ah8hJc7c 59.31% 354,216 3,304
QJ9T 40.69% 242,480 3,304
Using these three hands as pretty basic examples we have av. equity of ~51% so the 36% of the ZSPIL is folding we're obv pretty huge to get it in.
So our EV = +$16.10
When ZSPIL gets it in behind we obv give him super strong range, and when he gets it in aswell we need ~38% (Im not going to mess about with the side pot, although it does actually make a little bit of difference)
board:

Hand Equity Wins Ties
Ah8hJc7c 31.28% 179,740 3,891
QJ9T 36.44% 222,825 3,627
AcAKc* 32.28% 193,544 264
board:

Hand Equity Wins Ties
Ah8hJc7c 37.53% 210,654 5,105
TT** 40.60% 253,200 4,743
AcAKc* 21.87% 130,909 628
board:

Hand Equity Wins Ties
Ah8hJc7c 61.23% 350,624 9,659
TT** 31.65% 199,269 5,389
99** 7.12% 40,011 5,490
board:

Hand Equity Wins Ties
Ah8hJc7c 18.84% 104,296 5,452
TT** 41.94% 256,653 2,038
AcKQcJ 39.22% 232,196 6,255
So vs this range 3way we have Av.Equity of ~37%
so our EV in this situation = -$5.15
But if ZSPIL folds 36% then ((36*16.1)-(72*5.16)/100) = $2.09
So our long term EV = +$2.09
So it's pretty much a breakeven play but coupled with the fact that getting it in is lots and lots of fun I would never fold, but it certainly wouldn't be much of a mistake and you could defo make a case for folding being best, however I think that ZSPIL will actually fold MORE than 36% here because of the action in front of him.
Unless I've made a mistake with the maths, which given i've only just up is a definite possibility
Also, its a fairly large EV mistake to peel and fold board pairing turns