What do you think the odds will be for Game 3? So far, the favorites have been winning and covering the spread. Most likely, if Ginebra is listed as the favorite, they will only be a slight favorite with a maximum of -2.5 points. That spread is quite easy to cover provided that the Gin Kings win, and Brownlee? He was not a big factor in Game 2, but he is sure to bounce back, so watch out for that.
In the last two games, the total score has gone under, so I guess we should follow that trend.
Or, bookies are really playing with the sentiments of the bettors we really can't tell if how the directions of the game will proceed, TNT win game 2 with a convincing deficits same with how Gin kings win game 1, it's something that bettors will need to analyze and assess how to place their bets.
I also noticed that favorites and under is the current trend and with that trend might be possible to take some spare to bet for Gin king and under coming game 3.
I have some doubts about Game 3. Of course, people will expect Ginebra to bounce back and take the lead, but what if that's not the script? I guess I have to be more careful here. Instead, I will focus on the total score since this game is very physical. Under seems to be the best play for me.
First game total 192
2nd game total 177
The average is only 184.5 points.
If we base it on the average total scores of both teams in the last two games, then the under will likely hit.
The total now, according to @Sanitough, is 209.5, which is too far compared to the average. I understand the basis of the bookies as they might still be based on the average of these two teams during the regular games, so the law of averages will likely come into play. It's still very unpredictable though. So you're right, we need to be careful here.
If both teams will showcase their full potential, I will agree that they can cover it, and you are right bookies also considering that possibility that high scoring can be done if both teams will be more aggressive coming this game 3. Carefully assess and make your decision according to how you project the possible outcome.