And then, what's interesting is that with 2 players ak win at 67% and jj win at 77.5% (ak < jj)
But at 10 players, ak wins at 20% and jj wins at 19.3% (ak > jj)
Illustrating the number of players changes the hand strength
It's considered bad form in the poker world, and generally against site TOS, if you're a player using the data to have a read on a player before you've ever played him.
If you're just doing research, nobody cares at all. They might even give you the datasets, if they actually believe you. Or perhaps if you let them anonymize them?
Then he computing weighted hand strengths based on frequency of opponents playing a hand. So now QQ doesn't win as often, given that the opponent doesn't play 27o very often so you don't actually get to win hands vs 27o (they don't occur).
BUT to determine how often an opponent plays a given hand, he's using the IRC poker database, which is full-table hands. So we see that people play K7 infrequently, for instance, which is true at a full ring game. But in a heads-up match, K7 is played very, very frequently. 85%+ I'd say, but easily 75%. [1]
[1] I played heads-up poker professionally for a few years. I logged millions of hands.
You're not wrong, it's just off-topic, essentially.
You could say that you need to account for talent, too--but at some point you're going beyond what can be analyzed, at least currently. NLHUHE is not a solved game.
I'm not even sure how you could extrapolate a betting strategy from the post. It doesn't even mention money, let alone stack sizes, position, or any of the thousands of variables you might factor into an entire strategy.
Given a very naive player with a hand they've seen on the chart is great, I'd advise them to bet it all (early/preflop) rather than try to play a hand out. I think they'll be more profitable on average, particularly against a solid player, which defen mentioned.