{
  "equilibrium_type_counts": {
    "mixed-2": 33,
    "mixed-3": 2,
    "pure": 88
  },
  "notes": [
    "The finite-horizon equilibrium is computed by backward induction.",
    "At each state/date the continuation game is a finite bimatrix game.",
    "When multiple equilibria exist, this diagnostic selects the equilibrium with the largest joint continuation payoff."
  ],
  "parameters": {
    "G": 2.0,
    "a": 1.0,
    "action_max": 1.8,
    "beta": 0.95,
    "horizon": 3,
    "mu": 0.35,
    "num_actions": 7,
    "num_states": 41,
    "omega": 0.25,
    "qbar": 10.0,
    "s": 1.0,
    "wbar": 1.0
  },
  "parity_records": [
    {
      "equilibrium_type": "mixed-2",
      "expected_x1": 0.988146693211344,
      "expected_x2": 0.9881466932113474,
      "period": 0,
      "support_1": 2,
      "support_2": 2,
      "value_1": -0.1142579504573783,
      "value_2": -0.11425795045737785
    },
    {
      "equilibrium_type": "pure",
      "expected_x1": 0.8999999999999999,
      "expected_x2": 0.8999999999999999,
      "period": 1,
      "support_1": 1,
      "support_2": 1,
      "value_1": -0.06180823012565524,
      "value_2": -0.06180823012565524
    },
    {
      "equilibrium_type": "pure",
      "expected_x1": 0.6,
      "expected_x2": 0.6,
      "period": 2,
      "support_1": 1,
      "support_2": 1,
      "value_1": -0.018672199170124477,
      "value_2": -0.018672199170124477
    }
  ]
}