If I'd realized this in the beginning, I'd now be in tournament black, all other things being equal. Of course, all other things aren't always equal; it's certainly possible that some buy in levels will be tougher to win than others, because of tougher competition typically buying in at those levels.
Counting last night's 8 tournaments, I've now played in 85 sit and gos, winning 14 of them and coming in second 16 times. Here are the profits I would have made at each buy in level, if I'd played all the tournaments at that level:
$50,000 buy in: $92,000
$80,000 buy in: $171,000
$150,000 buy in: $373,750
$200,000 buy in: $512,500
As it turns out, my current tournament delta is $-78,910; the reason I'm in the red is that my losses in bigger buy in tournaments weren't covered by my wins in lower buy in tournaments.
Here's how I've done at each buy in level:
buy_in count delta
$150,000 11 $766,250
$50,000 13 $134,600
$300 1 $850
$2,000 1 $-2,110
$80,000 52 $-348,000
$200,000 7 $-630,500
$150,000 11 $766,250
$50,000 13 $134,600
$300 1 $850
$2,000 1 $-2,110
$80,000 52 $-348,000
$200,000 7 $-630,500
At first glance, my choice seems clear: I should choose the $150,000 buy in level and stick with it. However, there are a couple of flaws associated with this choice. First, my sample size isn't big enough. Second, fairly often I switched to the $150,000 level since I was on a losing streak, felt my luck would turn around, and wanted to hit a home run to recoup my losses. Given my skill level and the fact that I'd usually lost several tournaments in a row when I chose a $150,000 tournament, statistically I was more likely to win those tournaments than the lower buy in ones. This advantage goes away when you're playing exclusively at one level.
I'm going to go with my gut and pick the lowest buy in, $50,000, as my solitary buy in level. I pledge to play at least 100 straight tournaments at this level; at that point, I'll do another tournament report card and reassess.
buy_in entry_fee num_players num_hands place winnings
80000 1000 6 40 4 0
80000 1000 6 25 5 0
150000 1250 6 31 2 315000
80000 1000 6 106 2 168000
80000 1000 6 25 5 0
200000 1500 6 4 6 0
80000 1000 6 23 4 0
150000 1250 6 65 2 315000
delta: $-111,000
balance: $5,051,821
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