{
  "preparation": [
    1.6619971567495915,
    3.7261083324065782,
    0.7106580886143437,
    0.0028426323544573744,
    0.075,
    0.0,
    18.141199999999998,
    0.0
  ],
  "results": [
    {
      "sigma": 1.0,
      "necessary_delay": 70.87726917127613,
      "numerical_first_crossing": 537.4268659132405,
      "final_service": [
        10.350461303484893,
        4.406810999220022
      ],
      "same_stationary_state_residual": 3.552713678800501e-15
    },
    {
      "sigma": 0.1,
      "necessary_delay": 708.7726917127612,
      "numerical_first_crossing": 5390.808427662387,
      "final_service": [
        10.35045932370308,
        4.405584664880924
      ],
      "same_stationary_state_residual": 3.552713678800501e-15
    },
    {
      "sigma": 0.01,
      "necessary_delay": 7087.726917127612,
      "numerical_first_crossing": 53924.524492103286,
      "final_service": [
        10.350459127270666,
        4.405462688079642
      ],
      "same_stationary_state_residual": 3.552713678800501e-15
    }
  ],
  "scope": "Analytic delay is necessary at every source strength; numerical crossings do not certify a recovery deadline. This heavily damaged state is outside the positive preparation theorem."
}