Both players playing "capture game" optimally vs. one or both players make mistakes.

In the depicted "capture game", the objective is to capture your opponent's piece by moving to a node they are occupying. Players take turns moving their pieces. You can only move to a node that is linked to yours. Optimal play can either lead to a win-lose state or a draw state.

A frame where only one black disc is visible signifies that a player has taken the other's piece, winning the game.

In the depicted "capture game", the objective is to capture your opponent's piece by moving to a node they are occupying. Players take turns moving their pieces. You can only move to a node that is linked to yours. Optimal play can either lead to a win-lose state or a draw state.

A frame where only one black circle is visible signifies that a player has taken the other's piece, winning the game.

In the depicted "capture game", the objective is to capture your opponent's piece by moving to a node they are occupying. Players take turns moving their pieces. You can only move to a node that is linked to yours. Optimal play can either lead to a win-lose state or a draw state.

A frame where only one black circle is visible signifies that a player has just taken the other's piece, winning the game.

In the depicted "capture game", the objective is to capture your opponent's piece by moving to a node they are occupying. Players take turns moving their pieces. You can only move to a node that is linked to yours. Optimal play can either lead to a win-lose state or a draw state.

In the depicted "capture game", the objective is to capture your opponent's piece by moving to a node they are occupying. Players take turns moving their pieces. You can only move to a node that is linked to yours. Optimal play can either lead to a win-lose state or a draw state.

(GIFs to be replaced with non-watermarked versions)

In the depicted "capture game", the objective is to capture your opponent's piece by moving to a node they are occupying. Players take turns moving their pieces. You can only move to a node that is linked to yours. Optimal play can either lead to a win-lose state or a draw state.

Both players playing "capture game" optimally vs. one or both players makes mistakes.

In the depicted "capture game", the objective is to capture your opponent's piece by moving to a node they are occupying. You can only move to a node that is linked to yours. Optimal play can either lead to a win-lose state or a draw state.

Leo Crabbe