FIT 74 position_only X (5120, 3) Y (5120, 2) W (3, 2)
FIT 74 linear_state X (5120, 4) Y (5120, 2) W (4, 2)
FIT 74 sine_state X (5120, 5) Y (5120, 2) W (5, 2)
FIT 75 position_only X (5120, 3) Y (5120, 2) W (3, 2)
FIT 75 linear_state X (5120, 4) Y (5120, 2) W (4, 2)
FIT 75 sine_state X (5120, 5) Y (5120, 2) W (5, 2)
FIT 76 position_only X (5120, 3) Y (5120, 2) W (3, 2)
FIT 76 linear_state X (5120, 4) Y (5120, 2) W (4, 2)
FIT 76 sine_state X (5120, 5) Y (5120, 2) W (5, 2)
{
  "position_only": {
    "id": {
      "teacher_x": {
        "mean": 0.00042758370735543095,
        "seed_sd": 1.1166911729368172e-05
      },
      "open_h1": {
        "mean": 0.000257001463771774,
        "seed_sd": 2.5078747931770604e-05
      },
      "open_h10": {
        "mean": 0.025530498160269612,
        "seed_sd": 0.0036208472015025373
      },
      "open_h20": {
        "mean": 0.1112312299241996,
        "seed_sd": 0.004222864472150664
      },
      "open_h40": {
        "mean": 0.1024492556226454,
        "seed_sd": 0.015781809893972272
      },
      "open_all": {
        "mean": 0.0918585835048981,
        "seed_sd": 0.005122930440606499
      },
      "correct5_all": {
        "mean": 0.004319970096949752,
        "seed_sd": 0.0001179424344017323
      }
    },
    "ood": {
      "teacher_x": {
        "mean": 0.008098491571950962,
        "seed_sd": 0.0001867572733507003
      },
      "open_h1": {
        "mean": 0.0009006161532137684,
        "seed_sd": 9.00375321907383e-05
      },
      "open_h10": {
        "mean": 0.06549361110116579,
        "seed_sd": 0.004800807893675965
      },
      "open_h20": {
        "mean": 1.3050649336781144,
        "seed_sd": 0.05207649906735244
      },
      "open_h40": {
        "mean": 5.032441979297673,
        "seed_sd": 0.22746361504550094
      },
      "open_all": {
        "mean": 2.1202165880637533,
        "seed_sd": 0.08470937938501308
      },
      "correct5_all": {
        "mean": 0.08380099742930613,
        "seed_sd": 0.0019434500906959605
      }
    }
  },
  "linear_state": {
    "id": {
      "teacher_x": {
        "mean": 9.30812319829172e-10,
        "seed_sd": 3.266540179761988e-10
      },
      "open_h1": {
        "mean": 1.125237751709743e-09,
        "seed_sd": 1.6390761548794206e-10
      },
      "open_h10": {
        "mean": 1.6770416458580717e-06,
        "seed_sd": 4.119877061265195e-08
      },
      "open_h20": {
        "mean": 6.319359948398232e-06,
        "seed_sd": 2.6989235785813847e-07
      },
      "open_h40": {
        "mean": 1.6321572478892225e-05,
        "seed_sd": 7.932513172023697e-06
      },
      "open_all": {
        "mean": 5.260579474194622e-06,
        "seed_sd": 5.832135314883801e-07
      },
      "correct5_all": {
        "mean": 6.182492316948559e-08,
        "seed_sd": 2.1424441113884955e-08
      }
    },
    "ood": {
      "teacher_x": {
        "mean": 3.0781596833507463e-05,
        "seed_sd": 2.470976501004449e-06
      },
      "open_h1": {
        "mean": 0.00012952979554033692,
        "seed_sd": 1.5232105654366848e-05
      },
      "open_h10": {
        "mean": 0.24396105585200664,
        "seed_sd": 0.02505318056487156
      },
      "open_h20": {
        "mean": 1.055267982006046,
        "seed_sd": 0.08590876205320072
      },
      "open_h40": {
        "mean": 0.08207971025902534,
        "seed_sd": 0.005797185603186045
      },
      "open_all": {
        "mean": 0.46197978746861496,
        "seed_sd": 0.032162409122307
      },
      "correct5_all": {
        "mean": 0.002255168751937622,
        "seed_sd": 0.0001881813536869995
      }
    }
  },
  "sine_state": {
    "id": {
      "teacher_x": {
        "mean": 2.2742800225902366e-32,
        "seed_sd": 3.554134662043248e-32
      },
      "open_h1": {
        "mean": 3.8735526880521036e-32,
        "seed_sd": 6.32179472371469e-32
      },
      "open_h10": {
        "mean": 2.259424762314039e-30,
        "seed_sd": 3.170168075631373e-30
      },
      "open_h20": {
        "mean": 4.616933380844332e-30,
        "seed_sd": 2.2637169635812546e-30
      },
      "open_h40": {
        "mean": 1.8495624022840324e-29,
        "seed_sd": 1.7982309385010842e-29
      },
      "open_all": {
        "mean": 8.412363013116105e-30,
        "seed_sd": 6.440404488691183e-30
      },
      "correct5_all": {
        "mean": 2.4377793385101625e-31,
        "seed_sd": 3.6576836354374406e-31
      }
    },
    "ood": {
      "teacher_x": {
        "mean": 6.751553399980698e-31,
        "seed_sd": 9.453123492579445e-31
      },
      "open_h1": {
        "mean": 1.6521911016249966e-30,
        "seed_sd": 2.0577390213107294e-30
      },
      "open_h10": {
        "mean": 1.0336831938215728e-27,
        "seed_sd": 1.5525467588768555e-27
      },
      "open_h20": {
        "mean": 8.699148171129796e-27,
        "seed_sd": 1.211134148398019e-26
      },
      "open_h40": {
        "mean": 3.076039391009241e-27,
        "seed_sd": 1.6974636710402326e-27
      },
      "open_all": {
        "mean": 5.725151672428596e-27,
        "seed_sd": 6.881684259405025e-27
      },
      "correct5_all": {
        "mean": 1.0949929881268265e-29,
        "seed_sd": 8.409052078435789e-30
      }
    }
  }
}
PASS shapes/rank/normal equations/h1/no future truth/finite/aliasing