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      "single_gate_fault_ambiguity_examples": [],
      "total_single_fault_patterns": 13728,
      "first_order_without_round_record": 0.0,
      "first_order_with_round_record": 0.0
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  },
  "noise_comparisons": [
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      "Fe_exclusive_one_fault": 0.9999983333333334,
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      "long_gate_multiplier": 1.0,
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      "Fe_exclusive_one_fault": 0.9999982416666667,
      "first_order_failure_coefficient": 1.7583333332682471,
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      "long_gate_multiplier": 1.0,
      "use_round_record": true,
      "Fe_exclusive_one_fault": 0.999998,
      "first_order_failure_coefficient": 1.999999999946489,
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      "p": 1e-06,
      "idle_beta": 0.1,
      "long_gate_multiplier": 1.0,
      "use_round_record": true,
      "Fe_exclusive_one_fault": 0.9999979999999999,
      "first_order_failure_coefficient": 2.0000000000575113,
      "sum_location_rates": 1216.0000000000016,
      "independent_model_loose_remainder_bound": 1.4786560000000038e-06
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    {
      "circuit": "surface4_native",
      "p": 1e-06,
      "idle_beta": 0.0,
      "long_gate_multiplier": 1.0,
      "use_round_record": true,
      "Fe_exclusive_one_fault": 1.0,
      "first_order_failure_coefficient": 0.0,
      "sum_location_rates": 96.0,
      "independent_model_loose_remainder_bound": 9.216000000000001e-09
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    {
      "circuit": "surface4_native",
      "p": 1e-06,
      "idle_beta": 0.001,
      "long_gate_multiplier": 1.0,
      "use_round_record": true,
      "Fe_exclusive_one_fault": 1.0,
      "first_order_failure_coefficient": 0.0,
      "sum_location_rates": 100.096,
      "independent_model_loose_remainder_bound": 1.0019209216e-08
    },
    {
      "circuit": "surface4_native",
      "p": 1e-06,
      "idle_beta": 0.01,
      "long_gate_multiplier": 1.0,
      "use_round_record": true,
      "Fe_exclusive_one_fault": 1.0,
      "first_order_failure_coefficient": 0.0,
      "sum_location_rates": 136.95999999999998,
      "independent_model_loose_remainder_bound": 1.875804159999999e-08
    },
    {
      "circuit": "surface4_native",
      "p": 1e-06,
      "idle_beta": 0.1,
      "long_gate_multiplier": 1.0,
      "use_round_record": true,
      "Fe_exclusive_one_fault": 1.0,
      "first_order_failure_coefficient": 0.0,
      "sum_location_rates": 505.59999999999997,
      "independent_model_loose_remainder_bound": 2.556313599999999e-07
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  ],
  "ideal_native_routed_maps_equal": true,
  "limits": "T137: own finite CSS/layout/circuit study, not the author's decoder rerun.\n\nStore four unknown logical qubits. All X checks precede all Z checks; each\ncheck has its own ancilla, all read at the end. A common perfect final data\nsyndrome and Pauli recovery are supplied as diagnostics, without costing them.\nAfter ancilla readout, faster circuits wait with data alone until the common\n112 gate-time deadline. Long-range native and adjacent gates have equal unit\nduration here; this is an explicit clock assumption, not a device fit.\nNative endpoint CNOTs are compared with a conservative straight-line,\nmove-control/return SWAP construction on the same occupied sites. This is not\nan optimal routing algorithm or the paper's depth-10 schedule.\n\nExact Pauli propagation enumerates every single gate/idle fault. The reported\nA is the leading coefficient 1-Fe = A*p + O(p^2) for independent stochastic\nPauli noise. An explicit exclusive zero-or-one-fault channel at sufficiently\nsmall p also has exactly Fe=1-A*p. Neither is a threshold or a complete noisy\nmulti-round memory simulation. State preparation/readout/reset are ideal.\n"
}
