Expanded syntax
The syntax to describe hands in MonkerSolver is PPT syntax. This is described here.
MonkerSolver expands the syntax to better be able to describe hands in conjuction with board cards.
#n1 | Two holecards which loses to no other hand. |
#n2 | Two holecards which only loses to hands in #n1. |
... |
#n9 | Two holecards which only loses to hands in #n1-n8. |
#na | Two holecards which only loses to hands in #n1-n9. |
... |
#nf | Two holecards which only loses to hands in #n1-ne. |
|
#b1 | The rank of the top paired board card. |
#b2 | The rank of the 2nd paired board card. |
#c | The rank of board trips or quads. |
|
£ | The suit of the flush suit (3 or more on the board). |
^ | The suit of the flush draw on the flop (exactly 2 on the flop). This will still refer to the same suit even if it no longer is a draw on the turn/river. |
~ | The suit of the backdoor flush draw (exactly 1 on the flop and 2 on the turn). |
|
#£1 | The highest flush card possible on the board. |
#£9 | The 9th highest flush card possible on the board. |
|
#1 | The rank of the highest unpaired board card. |
#5 | The rank of the 5th highest unpaired board card. |
#0 | The rank above the highest board card's rank. |
|
#s1 | The rank of the highest holecard straight card. Example: #s1#s2 to refer to the top straight. |
#s8 | The rank of the 8th highest holecard straight card. |
|
#sf1 | The rank of the highest holecard straight flush card. |
#sf4 | The rank of the 4th highest holecard straight flush card. |
|
syntax_x | Two holecards that block atleast x% of the hands in the syntax. Examples: AA_50, (#n1,#n2)_35 |
|
Custom omaha postflop abstractions
Custom abstractions can be created in the same way you create "View" files. Hands which fall into the same category will then be forced to have the same action frequencies.
This will reduce the size of the tree, which results in less RAM requirement and faster calculation. River is most suited to be abstracted as:
- It is the largest street.
- No possible draws makes categorization easier.
A river abstraction example is available below.
|
|