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Now that the mil is over, I wanted to comment that these decisions are not as clear cut as everyone is making out.
In terms of an "expectation of money" and the power of your bank roll to help you to earn more money, they are right. Playing the million under-rolled, even if you use FPPs or some other rakeback scheme to fund it, is unwise.
However, there are two things to take into account.
1. The reward for playing in the million was two fold for you. Firstly, the chance of winning such a big game or even cashing (well obviously that's a factor). But secondly, the experience and buzz of being part of such a big tournament. These two things combine to give you a utility of the reward of playing. Although the amount you win is uncertain, the experience is guaranteed, so the risk/reward ratio (as a fellow poster termed it) is not as large as they make out (for you).
2. You were not investing a portion of your bankroll to fund it.
Sure you COULD use FPPs to help top up the bankroll or you could treat them like real rakeback and buy things with them or take the cash won with them out. Think of it this way. You started a bank roll for grinding up, and someone gives you $215. Do you add it to the poker roll or do you consider it as separate money for you to spend on entertainment (or even less trivial things like rent etc).
The advice you got was somewhat one sided and was correct from a "maximising your expectation of money earned" perspective. However, decisions are about maximising your expected utility, not money. This is why it is so crucial not to play games under-rolled (because if the money means more to you than it should* the advice on poker sites and in books about ideal play is wrong for you. More specifically, playing with the correct bank roll makes your utility for money the same as expected money, which is why, when you do it, you can "play correctly").
The tricky thing of course, is working out if your wanting to play the million for the experience, plus the expected monetary gain is worth using your money (however it was earned) to pay for it. Nobody can tell you that.
They can tell you that on pure expected money it's not worth it, and they're right.
*I define "should" to mean that your utility for money is linear (which I explain in the post "poker is all mathematical" from the beginners digest).
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