GTO stands for “game theory optimal”, a concept that derives directly from the Nash equilibrium, formulated by the famous mathematician within the scope of Game Theory.
To play GTO in poker means to adopt an optimal strategy that enables you to make the best decision possible regardless of your opponent's choices.
Therefore, it is a strategy for which the opponent cannot make a profitable counter. In other words, a GTO game is unexploitable.
Un solver funciona mediante árboles de decisión. Hay que definir todas las acciones posibles en cada turno de juego, para todos los jugadores con sus preferencias estratégicas (sizings, donkbets, Cbet...).
Por tanto, es fundamental configurar perfectamente todas las acciones posibles y disponer de una potencia de cálculo muy grande para obtener resultados extremadamente precisos.
We use MonkerSolver.
We only need percentages related to the frequencies in the spots you want to solve.
To avoid any ambiguity, we refuse to access your databases. We only offer a calculation service and not a database analysis service.
We use billions or even tens of billions of iterations, on gigantic trees composed of hundreds of millions to several billion nodes.
We respect an iteration/node ratio of at least 10 in order to have relevant results.
It is a calculation method which consists in repeating the repetition of a process, in order to approach gradually the solution and reduce more and more the margin of error. Adapted to poker solvers, it enables to reach optimal solutions, as unexploitable as possible.
Our products are designed for all poker players who want to make real progress.